From 22246060e677ea4f2f76d0427ed90ccd8b8b7581 Mon Sep 17 00:00:00 2001 From: Uyanide Date: Tue, 26 May 2026 15:18:17 +0200 Subject: [PATCH] init (again) --- .gitignore | 26 + .manager/.gitkeep | 0 DEPENDENCIES.md | 33 + README.md | 80 + files/danmaku-blacklist.txt | 0 fonts/MaterialIconsRound-Regular.otf | Bin 0 -> 400360 bytes fonts/uosc_textures.ttf | Bin 0 -> 37988 bytes icc/DCI-P3-D65.icc | Bin 0 -> 604 bytes icc/DCI-P3-DCI.icc | Bin 0 -> 604 bytes icc/ITU-RBT709ReferenceDisplay.icc | Bin 0 -> 596 bytes icc/ITU-R_BT2020(beta).icc | Bin 0 -> 732 bytes input.conf | 321 + inputevent_key.conf | 29 + manager.json | 120 + mpv.conf | 434 + profiles.conf | 105 + script-modules/extended-menu.lua | 932 +++ script-opts/README.md | 19 + script-opts/auto_save_state.conf | 4 + script-opts/autoload.conf | 34 + script-opts/autosubsync.conf | 28 + script-opts/blacklist_extensions.conf | 12 + script-opts/chapter_make_read.conf | 29 + script-opts/chapterskip.conf | 8 + 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create mode 100644 shaders/other/unsharp-masking_sharpen.glsl create mode 100644 shaders/other/unsharp.glsl create mode 100644 shaders/ravu/gather/ravu-lite-ar-r2.glsl create mode 100644 shaders/ravu/gather/ravu-lite-ar-r3.glsl create mode 100644 shaders/ravu/gather/ravu-lite-ar-r4.glsl create mode 100644 shaders/ravu/gather/ravu-zoom-ar-r2.glsl create mode 100644 shaders/ravu/gather/ravu-zoom-ar-r3.glsl create mode 100644 shaders/ravu/ravu-lite-ar-r2.glsl create mode 100644 shaders/ravu/ravu-lite-ar-r3.glsl create mode 100644 shaders/ravu/ravu-lite-ar-r4.glsl create mode 100644 shaders/ravu/ravu-zoom-ar-r2.glsl create mode 100644 shaders/ravu/ravu-zoom-ar-r3.glsl diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..a9059ea --- /dev/null +++ b/.gitignore @@ -0,0 +1,26 @@ +**/.git +.manager/* +!.manager/.gitkeep +cache/ + +files/*.log +files/*.json +files/*.jsonl +files/command_history.txt +files/watch_history.jsonl +files/historybookmarks/ +files/screen/ +files/animated/ +files/cutfragments/ +files/chapters/ +files/danmaku-history.json + +historybookmarks + +*.log + +.claude/ +.vscode/ +*.swp +*.swo +*~ diff --git a/.manager/.gitkeep b/.manager/.gitkeep new file mode 100644 index 0000000..e69de29 diff --git a/DEPENDENCIES.md b/DEPENDENCIES.md new file mode 100644 index 0000000..5cb4067 --- /dev/null +++ b/DEPENDENCIES.md @@ -0,0 +1,33 @@ +# 外部依赖 + +## 必需 + +| 依赖 | 用途 | 安装 | +| --------- | --------------------------------------- | --------------------- | +| mpv | 播放器本体（需 gpu-next + vulkan 支持） | `pacman -S mpv` | +| yt-dlp | URL 解析与流媒体播放 | `pacman -S yt-dlp` | +| ffmpeg | 字幕导出、缩略图生成、字幕同步 | `pacman -S ffmpeg` | +| curl | 字幕搜索下载、更新检查 | `pacman -S curl` | +| trash-cli | 安全删除文件（移至回收站） | `pacman -S trash-cli` | + +## 可选 + +| 依赖 | 用途 | 安装 | +| ---------- | ------------------------------------- | ---------------------------------------------- | +| alass | 字幕自动同步（autosubsync 脚本） | `paru -S alass` | +| ffsubsync | 字幕自动同步（alass 的替代） | `pip install ffsubsync` | + +## 字体 + +弹幕中可能出现 emoji, 因此需要使用支持的字体, 例如将 Symbola 加到 Noto Sans CJK SC 的末尾: + +```xml + + + Noto Sans CJK SC + + + Symbola + + +``` diff --git a/README.md b/README.md new file mode 100644 index 0000000..2e9f794 --- /dev/null +++ b/README.md @@ -0,0 +1,80 @@ +# .config/mpv + +一套 mpv 播放器配置，集成 uosc 界面、多种着色器方案和自动更新机制。 + +## Credits + +原始仓库为 [emoeem/mpv](https://github.com/emoeem/mpv)。根据我的需要精简了一些功能，同时做了一些修复。 + +## 结构 + +``` +mpv.conf # 主配置（全局设置 + Profile 定义） +input.conf # 键位绑定与右键菜单 +inputevent_key.conf # inputevent.lua 增强键位（单击/双击/长按） +profiles.conf # 场景预设（游戏/电影/动画/低功耗/直播等） +manager.json # 脚本和着色器的 git 自动更新源 +scripts/ # Lua 脚本 +script-opts/ # 脚本配置 +shaders/ # GPU 着色器（NNEDI3/FSRCNNX/Ani4K/Anime4K/ravu/igv 等） +fonts/ # 字体 +icc/ # ICC 色彩配置文件 +``` + +## 主要功能 + +- **界面**：uosc 界面 + 右键菜单 + 缩略图预览 + 命令面板 +- **色彩管理**：ICC / Target 双模式，HDR 直通与色调映射，动态峰值检测 +- **着色器**：NNEDI3、FSRCNNX、Ani4K、AniSD、Anime4K、ravu-zoom、SSIM +- **条件 Profile**：根据分辨率 / HDR / 帧率 / 刷新率 / 网络等自动调整参数 +- **字幕**：自动加载、编码检测（GB18030）、在线搜索（assrt）、自动同步（autosubsync） +- **音频**：96kHz 重采样、独占模式、多声道自动下混调节、ReplayGain +- **播放管理**：历史记录（simplehistory）、进度保存、文件浏览器、播放列表管理 +- **网络**：yt-dlp 集成、浏览器 Cookie、自动缓存优化 +- **更新**：按 M 键通过 manager.lua 从 git 自动更新所有脚本和着色器 + +## 着色器方案 + +在 `mpv.conf` 的 Profile 激活区切换（取消注释对应行）： + +| Profile | 适用场景 | GPU 开销 | +| --------- | --------------- | -------- | +| NNEDI3 | 通用 | 中 | +| NNEDI3+ | 通用（64 变体） | 高 | +| ravu-zoom | 通用 | 中 | +| FSRCNNX | HD 内容 | 中 | +| FSRCNNX+ | SD 内容去伪影 | 中 | +| Ani4K | 动画 | 极高 | +| AniSD | SD 动画 | 极高 | +| Anime4K | 动画 | 低 | +| SSIM | 低性能需求 | 低 | + +其中: + +- Ani4K / AniSD 着色器（`shaders/Ani4K/`）来自 [Sirosky/Upscale-Hub](https://github.com/Sirosky/Upscale-Hub)。 +- nnedi3 / ravu 着色器（`shaders/nnedi3/`，`shaders/ravu/`）来自 [mpv-prescalers](https://github.com/bjin/mpv-prescalers)。 + +## 外部依赖 + +见 [DEPENDENCIES.md](DEPENDENCIES.md)。 + +## 更新流程 + +1. 在 mpv 中按 `M` 触发 manager.lua，观察控制台输出，确认无 `FAILED` 条目。可能会有其他报错如 `[manager] Fehler: externes Repository manager existiert bereits.`，这是正常的。只需要确保不出现全大写的 `FAILED` 即可。 +2. 将 manager.lua 在 dest 目录产生的嵌套 `.git` 目录迁移到仓库内的 `.manager/`（避免根仓库误判为 submodule，幂等可重复执行）： + ```bash + REPO=$(git -C ~/.config/mpv rev-parse --show-toplevel) + GITSTORE="$REPO/.manager" + mkdir -p "$GITSTORE" + find -L ~/.config/mpv -mindepth 2 -name .git -type d | while read gitdir; do + dest="${gitdir%/.git}" + rel="${dest#$REPO/}" + name=$(echo "$rel" | tr '/' '-') + mv "$gitdir" "$GITSTORE/$name" + depth=$(echo "$rel" | tr -cd '/' | wc -c) + ups=$(printf '../%.0s' $(seq 1 $((depth + 1)))) + echo "gitdir: ${ups}.manager/$name" > "$dest/.git" + done + ``` +3. 重启 mpv，检查控制台有无 `unknown key` 或脚本加载失败的警告 +4. 若有 `unknown key` 警告，说明对应脚本的配置项发生变化，找 `script-opts/` 下同名 `.conf` 对照脚本源码更新 diff --git a/files/danmaku-blacklist.txt b/files/danmaku-blacklist.txt new file mode 100644 index 0000000..e69de29 diff --git a/fonts/MaterialIconsRound-Regular.otf b/fonts/MaterialIconsRound-Regular.otf new file mode 100644 index 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zUf*@7Sr?AlR+r5E$Xi{rMSf3y9@J}P@_<~h6FwAfCVV99_WC?qZ1RQqw%1tUxIlk| zD(Yxp8Z{^w+{I(fh}unNOm 打开内置浏览器 +# script-message-to uosc playlist #menu: 打开 > 播放菜单 +# script-message-to uosc chapters #menu: 打开 > 章节菜单 +# script-message-to uosc editions #menu: 打开 > 版本菜单 +# script-message-to uosc audio #menu: 打开 > 其他音轨 +# script-message-to uosc subtitles #menu: 打开 > 其他字幕 +# ignore #menu: 打开 > --- +` script-message-to simplehistory open-list;show-text '' #menu: 打开 > 历史 > 打开历史菜单 +ALT+l script-message-to simplehistory history-incognito-mode #menu: 打开 > 历史 > 开/关 隐身历史 +CTRL+L script-message-to simplehistory history-load-last #menu: 打开 > 历史 > 加载最后播放文件 +CTRL+l script-message-to simplehistory history-resume #menu: 打开 > 历史 > 加载最后播放文件及进度 +# ignore #menu: 打开 > --- +CTRL+c set clipboard/text ${path};show-text "已复制文件路径" #menu: 打开 > 复制 > 复制文件路径 +CTRL+ALT+c set clipboard/text ${filename};show-text "已复制文件名" #menu: 打开 > 复制 > 复制文件名 +# ignore #menu: 打开 > --- +CTRL+F script-message-to quality_menu video_formats_toggle #menu: 打开 > Youtube-dl > 开/关 ytdl 视频选择菜单 +ALT+F script-message-to quality_menu audio_formats_toggle #menu: 打开 > Youtube-dl > 开/关 ytdl 音频选择菜单 +# script-message-to quality_menu reload #menu: 打开 > Youtube-dl > ytdl 重新加载 + +##⇘⇘uosc 一级菜单：文件 +SHIFT+F11 stop #menu: 文件 > 停止 +ALT+t cycle ontop;show-text "置顶:${ontop}" #menu: 文件 > 开/关 置顶状态 #@state=(ontop and 'checked') +ALT+b cycle window-maximized #menu: 文件 > 开/关 最大化 #@state=(window_maximized and 'checked') +f cycle fullscreen #menu: 文件 > 开/关 全屏 #@state=(fullscreen and 'checked') +i script-binding stats/display-stats #menu: 文件 > 临时显示统计信息 +I script-binding stats/display-stats-toggle #menu: 文件 > 常驻显示统计信息 +l ab-loop #menu: 文件 > 设定/清除 片段循环 +L cycle-values loop-file inf no;show-text "循环播放:${loop-file}" #menu: 文件 > 开/关 循环播放 #@state=(loop_file and 'checked') +n script-message playlistmanager shuffle #menu: 文件 > 随机播放 +[ no-osd add speed -0.1; script-message-to uosc flash-speed #menu: 文件 > 速度 > 速度 -0.1 +] no-osd add speed 0.1; script-message-to uosc flash-speed #menu: 文件 > 速度 > 速度 +0.1 +{ no-osd multiply speed 0.5; script-message-to uosc flash-speed #menu: 文件 > 速度 > 半速 +} no-osd multiply speed 2.0; script-message-to uosc flash-speed #menu: 文件 > 速度 > 倍速 +BS no-osd set speed 1.0; script-message-to uosc flash-speed #menu: 文件 > 速度 > 重置速度 +ALT+o script-message-to uosc show-in-directory #menu: 文件 > 定位当前文件 +DEL script-message-to delete_current_file delete-file 1 "请按 1 确认删除" #menu: 文件 > 删除当前文件 + +##⇘⇘uosc 一级菜单：导航 +# show-text ${track-list} 5000 #menu: 导航 > 打开 OSD 轨道信息 +O no-osd cycle-values osd-level 3 1 #menu: 导航 > 开/关 显示 OSD 时间轴 +F4 script-binding select/menu;show-text '' #menu: 导航 > OSD 交互菜单 > 综合菜单 +F5 script-message-to playlistmanager showplaylist;show-text '' #menu: 导航 > OSD 交互菜单 > 播放列表 +F6 script-binding select/select-audio-device;show-text '' #menu: 导航 > OSD 交互菜单 > 音频设备列表 +# script-binding select/select-edition;show-text '' #menu: 导航 > OSD 交互菜单 > 版本列表 +F7 script-binding select/select-chapter;show-text '' #menu: 导航 > OSD 交互菜单 > 章节列表 +F8 script-binding select/select-track;show-text '' #menu: 导航 > OSD 交互菜单 > 轨道列表 +F9 script-binding select/select-vid;show-text '' #menu: 导航 > OSD 交互菜单 > 视频轨列表 +F10 script-binding select/select-aid;show-text '' #menu: 导航 > OSD 交互菜单 > 音频轨列表 +F11 script-binding select/select-sid;show-text '' #menu: 导航 > OSD 交互菜单 > 字幕轨列表 +ALT+c script-message-to chapter_make_read create_chapter #menu: 导航 > 章节制作 > 标记章节时间 +ALT+e script-message-to chapter_make_read edit_chapter #menu: 导航 > 章节制作 > 编辑章节标题 +ALT+r script-message-to chapter_make_read remove_chapter #menu: 导航 > 章节制作 > 删除当前章节 +ALT+w script-message-to chapter_make_read write_chapter chp #menu: 导航 > 章节制作 > 创建 chp 章节文件 +ALT+g script-message-to chapter_make_read write_chapter ogm #menu: 导航 > 章节制作 > 创建 ogm 章节文件 +< playlist-prev;show-text "播放列表:${playlist-pos-1}/${playlist-count}" #menu: 导航 > 上个文件 +> playlist-next;show-text "播放列表:${playlist-pos-1}/${playlist-count}" #menu: 导航 > 下个文件 +PGDWN add chapter -1 #menu: 导航 > 上一章节 +PGUP add chapter 1 #menu: 导航 > 下一章节 +F3 script-message-to chapterskip skip-to-silence;show-text "跳到下一个静音位置" #menu: 导航 > 跳到下一个静音位置 +ALT+q script-message-to chapterskip chapter-skip #menu: 导航 > 切换 章节跳过模式 +ALT+n script-message-to chapterskip toggle-markskip #menu: 导航 > 标记片头片尾 +, frame-back-step;show-text "当前帧：${estimated-frame-number}" #menu: 导航 > 前进后退 > 上一帧 +. frame-step ;show-text "当前帧：${estimated-frame-number}" #menu: 导航 > 前进后退 > 下一帧 +RIGHT seek 5 #menu: 导航 > 前进后退 > 前进 5 秒 +LEFT seek -5 #menu: 导航 > 前进后退 > 后退 5 秒 +UP no-osd add volume 5; script-message-to uosc flash-volume #menu: 音频 > 音量 > 音量 +5 +DOWN no-osd add volume -5; script-message-to uosc flash-volume #menu: 音频 > 音量 > 音量 -5 +SHIFT+RIGHT seek 1 exact #menu: 导航 > 前进后退 > 精准前进 1 秒 +SHIFT+LEFT seek -1 exact #menu: 导航 > 前进后退 > 精准后退 1 秒 +SHIFT+UP seek 85 exact #menu: 导航 > 前进后退 > 精准前进 80 秒 +SHIFT+DOWN seek -85 exact #menu: 导航 > 前进后退 > 精准后退 80 秒 +CTRL+z script-message-to undoredo undo #menu: 导航 > 跳转 > 撤消跳转 +CTRL+x script-message-to undoredo redo #menu: 导航 > 跳转 > 重做跳转 +CTRL+ALT+z script-message-to undoredo undoLoop #menu: 导航 > 跳转 > 循环跳转 + +##⇘⇘uosc 一级菜单：画面 +# set video-aspect-override "-1";show-text "宽高比:${video-aspect-override}" #menu: 画面 > 切换 宽高比 > 默认值 +# set video-aspect-override "16:9";show-text "宽高比:${video-aspect-override}" #menu: 画面 > 切换 宽高比 > 16:9 +# set video-aspect-override "4:3";show-text "宽高比:${video-aspect-override}" #menu: 画面 > 切换 宽高比 > 4:3 +# set video-aspect-override "2.35:1";show-text "宽高比:${video-aspect-override}" #menu: 画面 > 切换 宽高比 > 2.35:1 +A cycle-values video-aspect-override 16:9 4:3 2.35:1 -1;show-text "宽高比:${video-aspect-override}" #menu: 画面 > 切换 宽高比 > 循环切换 +CTRL+LEFT cycle-values video-rotate 0 270 180 90;show-text "视频旋转:${video-rotate}" #menu: 画面 > 左旋转 +CTRL+RIGHT cycle-values video-rotate 0 90 180 270;show-text "视频旋转:${video-rotate}" #menu: 画面 > 右旋转 +CTRL+- add window-scale -0.1;show-text "窗口缩小:${window-scale}" #menu: 画面 > 画面缩放 > 缩小窗口 +CTRL+= add window-scale 0.1;show-text "窗口放大:${window-scale}" #menu: 画面 > 画面缩放 > 放大窗口 +ALT+- add video-zoom -0.1;show-text "画面缩小:${video-zoom}" #menu: 画面 > 画面缩放 > 画面缩小 +ALT+= add video-zoom 0.1;show-text "画面放大:${video-zoom}" #menu: 画面 > 画面缩放 > 画面放大 +ALT+LEFT add video-pan-x -0.1;show-text "画面左移动:${video-pan-x}" #menu: 画面 > 画面缩放 > 画面左移动 +ALT+RIGHT add video-pan-x 0.1;show-text "画面右移动:${video-pan-x}" #menu: 画面 > 画面缩放 > 画面右移动 +ALT+UP add video-pan-y -0.1;show-text "画面上移动:${video-pan-y}" #menu: 画面 > 画面缩放 > 画面上移动 +ALT+DOWN add video-pan-y 0.1;show-text "画面下移动:${video-pan-y}" #menu: 画面 > 画面缩放 > 画面下移动 +ALT+p cycle-values panscan 0.0 1.0;show-text "视频画面缩放:${panscan}" #menu: 画面 > 开/关 裁切填充 #@state=(panscan and 'checked') +# ignore #menu: 画面 > --- +ALT+BS set video-zoom 0;set panscan 0;set video-rotate 0;set video-pan-x 0;set video-pan-y 0;set video-aspect-override -1;show-text "重置画面操作" #menu: 画面 > 重置以上画面操作 +# ignore #menu: 画面 > --- +CTRL+I cycle icc-profile-auto ;show-text "ICC 自动校色:${icc-profile-auto}" #menu: 画面 > 开/关 自动 ICC 校色 #@state=(icc_profile_auto and 'checked') +# cycle sigmoid-upscaling;show-text "非线性色彩转换:${sigmoid-upscaling}" #menu: 画面 > 开/关 非线性色彩转换 #@state=(sigmoid_upscaling and 'checked') +1 add contrast -1;show-text "对比度:${contrast}" #menu: 画面 > 调色 > 对比度 -1 +2 add contrast 1;show-text "对比度:${contrast}" #menu: 画面 > 调色 > 对比度 +1 +3 add brightness -1;show-text "明度:${brightness}" #menu: 画面 > 调色 > 明度 -1 +4 add brightness 1;show-text "明度:${brightness}" #menu: 画面 > 调色 > 明度 +1 +5 add gamma -1;show-text "伽马:${gamma}" #menu: 画面 > 调色 > 伽马 -1 +6 add gamma 1;show-text "伽马:${gamma}" #menu: 画面 > 调色 > 伽马 +1 +7 add saturation -1;show-text "饱和度:${saturation}" #menu: 画面 > 调色 > 饱和度 -1 +8 add saturation 1;show-text "饱和度:${saturation}" #menu: 画面 > 调色 > 饱和度 +1 +- add hue -1;show-text "色相:${hue}" #menu: 画面 > 调色 > 色相 -1 += add hue 1;show-text "色相:${hue}" #menu: 画面 > 调色 > 色相 +1 +CTRL+BS set contrast 0;set brightness 0;set gamma 0;set saturation 0;set hue 0;show-text "重置调色" #menu: 画面 > 调色 > 重置 +D cycle deband;show-text "去色带:${deband}" #menu: 画面 > 去色带 > deband 开关 #@state=(deband and 'checked') +ALT+z add deband-iterations +1;show-text "增加去色带强度:${deband-iterations}" #menu: 画面 > 去色带 > deband 强度 +1 +ALT+x add deband-iterations -1;show-text "降低去色带强度:${deband-iterations}" #menu: 画面 > 去色带 > deband 强度 -1 +h cycle-values tone-mapping auto spline bt.2390 hable bt.2446a st2094-40 st2094-10;show-text "HDR 映射曲线:${tone-mapping}" #menu: 画面 > HDR 相关 > 切换 HDR 映射曲线 +ALT+h cycle-values hdr-compute-peak yes no;show-text "HDR 动态映射:${hdr-compute-peak}" #menu: 画面 > HDR 相关 > 切换 HDR 动态映射 #@state=(hdr_compute_peak and 'checked') +CTRL+h cycle target-colorspace-hint;show-text "HDR 直通模式:${target-colorspace-hint}" #menu: 画面 > HDR 相关 > 切换 HDR 直通模式 #@state=(target_colorspace_hint and 'checked') +CTRL+t cycle-values target-trc auto pq gamma2.2;show-text "显示器传输特性:${target-trc}" #menu: 画面 > HDR 相关 > 切换 显示器传输特性 +CTRL+T cycle-values target-peak 100 203;show-text "映射目标峰值:${target-peak}" #menu: 画面 > HDR 相关 > 切换 映射目标峰值 +CTRL+g cycle gamut-mapping-mode ;show-text "色域映射模式:${gamut-mapping-mode}" #menu: 画面 > HDR 相关 > 切换 色域映射模式 +# cycle tone-mapping-visualize;show-text "色调映射可视化模式:${tone-mapping-visualize}" #menu: 画面 > HDR 相关 > 切换 色调映射可视化模式 +# ignore #menu: --- + +##⇘⇘menu 一级菜单：轨道 +# ignore #menu: 菜单 > 轨道 #@tracks +# ignore #menu: 菜单 > 次字幕 #@tracks/sub-secondary +# ignore #menu: 菜单 > 章节列表 #@chapters +# ignore #menu: 菜单 > 版本列表 #@editions +# ignore #menu: --- + +##⇘⇘uosc 一级菜单：视频 +# cycle video #menu: 视频 > 切换 视频轨 +# set hwdec "no" #menu: 视频 > 切换 解码方式 > 软解 +# set hwdec "auto-safe" #menu: 视频 > 切换 解码方式 > 自动选择硬解加速模式 +# set hwdec "auto-copy-safe" #menu: 视频 > 切换 解码方式 > 自动选择 copy 硬解模式 +# set hwdec "nvdec" #menu: 视频 > 切换 解码方式 > nvdec 硬解 +# set hwdec "nvdec-copy" #menu: 视频 > 切换 解码方式 > nvdec-copy 硬解 +# set video-sync audio;show-text "帧同步模式:${video-sync}" #menu: 视频 > 切换 帧同步模式 > audio +# set video-sync display-resample;show-text "帧同步模式:${video-sync}" #menu: 视频 > 切换 帧同步模式 > display-resample +# set video-sync display-tempo;show-text "帧同步模式:${video-sync}" #menu: 视频 > 切换 帧同步模式 > display-tempo +# set video-sync display-vdrop;show-text "帧同步模式:${video-sync}" #menu: 视频 > 切换 帧同步模式 > display-vdrop +# set video-sync display-resample-vdrop;show-text "帧同步模式:${video-sync}" #menu: 视频 > 切换 帧同步模式 > display-resample-vdrop +# cycle-values video-sync display-resample display-tempo audio display-vdrop display-resample-vdrop;show-text "帧同步模式:${video-sync}" #menu: 视频 > 切换 帧同步模式 > 循环切换 +ALT+i cycle interpolation ;show-text "抖动补偿:${interpolation}" #menu: 视频 > 开/关 抖动补偿 #@state=(interpolation and 'checked') +d cycle deinterlace;show-text "去交错:${deinterlace}" #menu: 视频 > 开/关 反交错 #@state=(deinterlace and 'checked') +# cycle vd-lavc-assume-old-x264;show-text "兼容 x264 旧编码模式:${vd-lavc-assume-old-x264}" #menu: 视频 > 开/关 兼容 x264 旧编码模式 #@state=(vd_lavc_assume_old_x264 and 'checked') +# ignore #menu: 视频 > --- +s screenshot subtitles #menu: 视频 > 截屏 > 同源尺寸 - 有字幕 - 无 OSD-单帧 +S screenshot video #menu: 视频 > 截屏 > 同源尺寸 - 无字幕 - 无 OSD-单帧 +CTRL+s show-text "截屏" 400;script-message delay-command 0.5 screenshot window #menu: 视频 > 截屏 > 实际尺寸 - 有字幕 - 有 OSD-单帧 +ALT+s screenshot subtitles+each-frame #menu: 视频 > 截屏 > 同源尺寸 - 有字幕 - 无 OSD-逐帧 +ALT+S screenshot video+each-frame #menu: 视频 > 截屏 > 同源尺寸 - 无字幕 - 无 OSD-逐帧 +CTRL+S show-text "逐帧截屏" 400;script-message delay-command 0.5 screenshot window+each-frame #menu: 视频 > 截屏 > 实际尺寸 - 有字幕 - 有 OSD-逐帧 + +##⇘⇘uosc 一级菜单：音频 +# script-message-to uosc audio-device #menu: 音频 > 音频设备列表 #@audio-devices +# ignore #menu: 音频 > --- +y cycle audio;show-text "音轨切换为:${audio}" #menu: 音频 > 切换 音频轨 +m cycle mute;show-text "静音:${mute}" #menu: 音频 > 切换 静音 #@state=(mute and 'checked') +# ignore #menu: 音频 > --- +CTRL+, add audio-delay -0.1;show-text "音频延迟:${audio-delay}" #menu: 音频 > 延迟 -0.1 +CTRL+. add audio-delay 0.1;show-text "音频预载:${audio-delay}" #menu: 音频 > 延迟 +0.1 +; set audio-delay 0 ;show-text "重置音频延迟:${audio-delay}" #menu: 音频 > 延迟 重置 +# ignore #menu: 音频 > --- +# cycle audio-normalize-downmix;show-text "音频规格化:${audio-normalize-downmix}" #menu: 音频 > 切换 音频规格化 #@state=(audio_normalize_downmix and 'checked') +CTRL+y cycle audio-exclusive ;show-text "音频独占模式:${audio-exclusive}" #menu: 音频 > 切换 音频独占模式 #@state=(audio_exclusive and 'checked') +CTRL+Y cycle hr-seek-framedrop;show-text "音频同步模式:${hr-seek-framedrop}" #menu: 音频 > 切换 音频同步模式 #@state=(hr_seek_framedrop and 'checked') +# set audio-channels "7.1";show-text "音频通道输出方式:${audio-channels}" #menu: 音频 > 音频通道输出方式 > 7.1 声道输出 +# set audio-channels "5.1";show-text "音频通道输出方式:${audio-channels}" #menu: 音频 > 音频通道输出方式 > 5.1 声道输出 +# set audio-channels "stereo";show-text "音频通道输出方式:${audio-channels}" #menu: 音频 > 音频通道输出方式 > 双通道输出 +# set audio-channels "7.1,5.1,stereo";show-text "音频通道输出方式:${audio-channels}" #menu: 音频 > 音频通道输出方式 > 自动选择以上输出方式 +ALT+y cycle-values audio-channels "7.1,5.1,stereo" "7.1" "5.1" "stereo" "auto-safe" "auto";show-text "音频通道输出方式:${audio-channels}" #menu: 音频 > 音频通道输出方式 > 循环切换 +F2 cycle-values af "@dynaudnorm:lavfi=[dynaudnorm=f=500:g=31:p=0.5:m=5:r=0.9]" "@loudnorm:lavfi=[loudnorm=I=-16:TP=-1.5:LRA=11]" "" #menu: 音频 > 切换 下混滤镜 +ALT+` af clr "" #menu: 音频 > 清空 af 滤镜 + +##⇘⇘uosc 一级菜单：字幕 +j cycle sub;show-text "字幕切换为:${sub}" #menu: 字幕 > 切换 字幕轨 +k cycle secondary-sid;show-text "切换次字幕:${secondary-sid}" #menu: 字幕 > 切换 次字幕 +v cycle sub-visibility;show-text "字幕可见性:${sub-visibility}" #menu: 字幕 > 切换 字幕可见性 #@state=(sub_visibility and 'checked') +ALT+V cycle secondary-sub-visibility;show-text "次字幕可见性:${secondary-sub-visibility}" #menu: 字幕 > 切换 次字幕可见性 #@state=(secondary_sub_visibility and 'checked') +u cycle sub-ass-override;show-text "字幕渲染样式:${sub-ass-override}" #menu: 字幕 > 切换 渲染样式 +F cycle-values sub-font "Noto Sans CJK SC" "Noto Sans CJK KR" "Noto Serif CJK SC" "Noto Serif CJK KR";show-text "字幕字体:${sub-font}" #menu: 字幕 > 切换 默认字体 +CTRL+r sub-reload;show-text "重载当前字幕" #menu: 字幕 > 重载当前字幕 +# ignore #menu: 字幕 > --- +ALT+R cycle secondary-sub-ass-override;show-text "次字幕样式覆盖:${secondary-sub-ass-override}" #menu: 字幕 > 兼容性 > 切换 次字幕样式覆盖 #@state=(secondary_sub_ass_override and 'checked') +ALT+T cycle blend-subtitles;show-text "字幕混合视频帧:${blend-subtitles}" #menu: 字幕 > 兼容性 > 切换 字幕混合视频帧 #@state=(blend_subtitles and 'checked') +K cycle sub-fix-timing ;show-text "字幕时序修复:${sub-fix-timing}" #menu: 字幕 > 兼容性 > 切换 字幕时序修复 #@state=(sub_fix_timing and 'checked') +J cycle sub-ass-vsfilter-color-compat ;show-text "字幕颜色转换方式:${sub-ass-vsfilter-color-compat}" #menu: 字幕 > 兼容性 > 切换 字幕颜色转换方式 +V cycle sub-ass-use-video-data ;show-text "使用视频信息:${sub-ass-use-video-data}" #menu: 字幕 > 兼容性 > 切换 使用视频信息 +ALT+B cycle sub-vsfilter-bidi-compat ;show-text "bidi 双向检测兼容性:${sub-vsfilter-bidi-compat}" #menu: 字幕 > 兼容性 > 切换 bidi 双向检测兼容性 #@state=(sub_vsfilter_bidi_compat and 'checked') +ALT+X cycle-values sub-ass-style-overrides "ScaledBorderAndShadow=no" "ScaledBorderAndShadow=yes";show-text "强制替换 ass 样式:${sub-ass-style-overrides}" #menu: 字幕 > 兼容性 > 切换 ass 字幕阴影边框缩放 +H cycle sub-ass-force-margins ;show-text "ass 字幕输出黑边:${sub-ass-force-margins}" #menu: 字幕 > 兼容性 > 切换 ass 字幕输出到黑边 #@state=(sub_ass_force_margins and 'checked') +ALT+Z cycle sub-use-margins ;show-text "srt 字幕输出黑边:${sub-use-margins}" #menu: 字幕 > 兼容性 > 切换 srt 字幕输出到黑边 #@state=(sub_use_margins and 'checked') +P cycle stretch-image-subs-to-screen ;show-text "pgs 字幕输出黑边:${stretch-image-subs-to-screen}" #menu: 字幕 > 兼容性 > 切换 pgs 字幕输出到黑边 #@state=(stretch_image_subs_to_screen and 'checked') +p cycle sub-gray;show-text "pgs 字幕灰度转换:${sub-gray}" #menu: 字幕 > 兼容性 > 切换 pgs 字幕灰度转换 #@state=(sub_gray and 'checked') +# ignore #menu: 字幕 > --- +Y script-message sub-select toggle #menu: 字幕 > 切换 字幕选择脚本 +CTRL+f script-message-to sub_assrt sub-assrt #menu: 字幕 > 打开 字幕下载菜单 +CTRL+m script-message-to autosubsync autosubsync-menu #menu: 字幕 > 打开 字幕同步菜单 +CTRL+M script-binding select/select-subtitle-line #menu: 字幕 > 打开 字幕内容菜单 +ALT+m script-message-to sub_export export-selected-subtitles #menu: 字幕 > 导出当前内封字幕 +# ignore #menu: 字幕 > --- +r add sub-pos -1;show-text "字幕上移:${sub-pos}" #menu: 字幕 > 其他操作 > 字幕上移 +t add sub-pos +1;show-text "字幕下移:${sub-pos}" #menu: 字幕 > 其他操作 > 字幕下移 +R add secondary-sub-pos -1;show-text "次字幕上移:${secondary-sub-pos}" #menu: 字幕 > 其他操作 > 次字幕上移 +T add secondary-sub-pos +1;show-text "次字幕下移:${secondary-sub-pos}" #menu: 字幕 > 其他操作 > 次字幕下移 +z add sub-delay -0.1;show-text "字幕延迟:${sub-delay}" #menu: 字幕 > 其他操作 > 字幕延迟 -0.1 +x add sub-delay 0.1;show-text "字幕预载:${sub-delay}" #menu: 字幕 > 其他操作 > 字幕延迟 +0.1 +Z add secondary-sub-delay -0.1;show-text "次字幕延迟:${secondary-sub-delay}" #menu: 字幕 > 其他操作 > 次字幕延迟 -0.1 +X add secondary-sub-delay 0.1;show-text "次字幕预载:${secondary-sub-delay}" #menu: 字幕 > 其他操作 > 次字幕延迟 +0.1 +ALT+j add sub-scale -0.1;show-text "字幕缩小:${sub-scale}" #menu: 字幕 > 其他操作 > 字号 -0.1 +ALT+k add sub-scale 0.1;show-text "字幕放大:${sub-scale}" #menu: 字幕 > 其他操作 > 字号 +0.1 +CTRL+j sub-seek -1 #menu: 字幕 > 其他操作 > 跳转上一条字幕 +CTRL+k sub-seek 1 #menu: 字幕 > 其他操作 > 跳转下一条字幕 +SHIFT+BS set sub-pos 100;set sub-scale 1.0;set sub-delay 0;show-text "重置字幕状态" #menu: 字幕 > 其他操作 > 恢复初始 + +##⇘⇘uosc 一级菜单：视频滤镜 +CTRL+` vf clr "" #menu: 视频滤镜 > 清空 +ALT+v vf toggle deblock=filter=weak:block=4 #menu: 视频滤镜 > 开/关 去色块滤镜 +! vf toggle format=colorlevels=limited #menu: 视频滤镜 > 开/关 动态范围限制 +@ vf toggle vflip #menu: 视频滤镜 > 开/关 垂直翻转 +SHARP vf toggle hflip #menu: 视频滤镜 > 开/关 水平翻转 +$ vf toggle rotate=angle=180*PI/180 #menu: 视频滤镜 > 开/关 旋转 180 +% vf toggle format:gamma=gamma2.2 #menu: 视频滤镜 > 开/关 伽马修正 2.2 +^ vf toggle fps=fps=60/1.001 #menu: 视频滤镜 > 开/关 强制帧数 59.94 +* vf toggle pad=aspect=16/9:x=-1:y=-1 #menu: 视频滤镜 > 开/关 填充 16:9 的黑边并居中 +& vf toggle colortemperature=temperature=6500 #menu: 视频滤镜 > 开/关 色温修正 6500 + +##⇘⇘uosc 一级菜单：着色器 +CTRL+0 change-list glsl-shaders clr "" #menu: 着色器 > 清空 +CTRL+1 change-list glsl-shaders toggle "~~/shaders/igv/KrigBilateral.glsl" #menu: 着色器 > IGV > 开/关 KrigBilateral +CTRL+2 change-list glsl-shaders toggle "~~/shaders/igv/SSimSuperRes.glsl" #menu: 着色器 > IGV > 开/关 SSimSuperRes +CTRL+3 change-list glsl-shaders toggle "~~/shaders/igv/SSimDownscaler.glsl" #menu: 着色器 > IGV > 开/关 SSimDownscaler +CTRL+4 change-list glsl-shaders toggle "~~/shaders/igv/adaptive-sharpen.glsl" #menu: 着色器 > IGV > 开/关 自适应锐化 +# change-list glsl-shaders toggle "~~/shaders/igv/adaptive-sharpen_luma.glsl" #menu: 着色器 > IGV > 开/关 自适应锐化-luma +CTRL+5 change-list glsl-shaders toggle "~~/shaders/igv/FSRCNNX_x2_8-0-4-1.glsl" #menu: 着色器 > FSRCNNX > 开/关 FSRCNNX +# change-list glsl-shaders toggle "~~/shaders/igv/FSRCNNX_x2_16-0-4-1.glsl" #menu: 着色器 > FSRCNNX > 开/关 FSRCNNX-16x +CTRL+6 change-list glsl-shaders toggle "~~/shaders/igv/FSRCNNX_x1_16-0-4-1_distort.glsl" #menu: 着色器 > FSRCNNX > 开/关 FSRCNNX-distort +CTRL+7 change-list glsl-shaders toggle "~~/shaders/nnedi3/nnedi3-nns32-win8x4.glsl" #menu: 着色器 > NNEDI3 > 开/关 nns32-4 +# change-list glsl-shaders toggle "~~/shaders/nnedi3/nnedi3-nns32-win8x6.glsl" #menu: 着色器 > NNEDI3 > 开/关 nns32-6 +# change-list glsl-shaders toggle "~~/shaders/nnedi3/nnedi3-nns64-win8x4.glsl" #menu: 着色器 > NNEDI3 > 开/关 nns64-4 +# change-list glsl-shaders toggle "~~/shaders/nnedi3/nnedi3-nns64-win8x6.glsl" #menu: 着色器 > NNEDI3 > 开/关 nns64-6 +# change-list glsl-shaders toggle "~~/shaders/nnedi3/nnedi3-nns128-win8x4.glsl" #menu: 着色器 > NNEDI3 > 开/关 nns128-4 +# change-list glsl-shaders toggle "~~/shaders/nnedi3/nnedi3-nns128-win8x6.glsl" #menu: 着色器 > NNEDI3 > 开/关 nns128-6 +CTRL+8 change-list glsl-shaders toggle "~~/shaders/ravu/ravu-zoom-ar-r3.glsl" #menu: 着色器 > RAVU > 开/关 ravu-zoom-ar +# change-list glsl-shaders toggle "~~/shaders/ravu/ravu-lite-ar-r3.glsl" #menu: 着色器 > RAVU > 开/关 ravu-lite-ar +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Restore/Anime4K_Clamp_Highlights.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 去伪影 +CTRL+9 change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_M.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 抗锯齿 +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_VL.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 中强度抗锯齿 +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_UL.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 高强度抗锯齿 +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Darken_HQ.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 深线 +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Thin_HQ.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 收线 +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Denoise/Anime4K_Denoise_Bilateral_Mode.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 降噪 +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_DoG.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 去糊 +# change-list glsl-shaders toggle "~~/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_S.glsl" #menu: 着色器 > Anime4K > 开/关 Anime4K 放大 +# change-list glsl-shaders toggle "~~/shaders/other/PixelClipper.glsl" #menu: 着色器 > Other > 开/关 抗振铃 +# script-message cycle-commands "change-list glsl-shaders pre '~~/shaders/other/nlmeans_luma.glsl'" "change-list glsl-shaders remove '~~/shaders/other/nlmeans_luma.glsl'" #menu: 着色器 > Other > 开/关 nlmeans-luma 降噪 + +##⇘⇘uosc 一级菜单：其它 +CTRL+P script-message cycle-commands "apply-profile FSRCNNX;show-text 配置组：FSRCNNX" "apply-profile FSRCNNX+;show-text 配置组：FSRCNNX+" "apply-profile NNEDI3;show-text 配置组：NNEDI3" "apply-profile ravu-zoom;show-text 配置组：ravu-zoom" "apply-profile Anime4K;show-text 配置组：Anime4K" #menu: 其它 > 常规配置组 > 切换 指定配置组 +ALT+1 apply-profile FSRCNNX;show-text "配置组：FSRCNNX" #menu: 其它 > 常规配置组 > 切换 FSRCNNX 配置 +ALT+2 apply-profile FSRCNNX+;show-text "配置组：FSRCNNX+" #menu: 其它 > 常规配置组 > 切换 FSRCNNX+ 配置 +ALT+3 apply-profile ravu-zoom;show-text "配置组：ravu-zoom" #menu: 其它 > 常规配置组 > 切换 Ravu-zoom 配置 +ALT+4 apply-profile Ani4K;show-text "配置组：Ani4K" #menu: 其它 > 常规配置组 > 切换 Ani4K 配置 +ALT+5 apply-profile AniSD;show-text "配置组：AniSD" #menu: 其它 > 常规配置组 > 切换 AniSD 配置 +ALT+6 apply-profile Anime4K;show-text "配置组：Anime4K" #menu: 其它 > 常规配置组 > 切换 Anime4k 配置 +ALT+7 apply-profile NNEDI3;show-text "配置组：NNEDI3" #menu: 其它 > 常规配置组 > 切换 NNEDI3 配置 +ALT+8 apply-profile NNEDI3+;show-text "配置组：NNEDI3+" #menu: 其它 > 常规配置组 > 切换 NNEDI3+ 配置 +# apply-profile SSIM;show-text "配置组：SSIM" #menu: 其它 > 常规配置组 > 切换 SSIM 配置 +# cycle border;show-text "显示边框:${border}" #menu: 其它 > 切换 边框模式 #@state=(border and 'checked') +CTRL+B cycle title-bar;show-text "显示标题栏:${title-bar}" #menu: 其它 > 切换 标题栏 #@state=(title_bar and 'checked') +# cycle-values title ${media-title} ${filename} #menu: 其它 > 切换 媒体标题 +~ script-binding console/enable #menu: 其它 > 打开 控制台 +CTRL+R cycle-values reset-on-next-file "all" "no" "vf,af,loop-file,deinterlace,border,contrast,brightness,gamma,saturation,hue,video-zoom,video-rotate,video-pan-x,video-pan-y,panscan,speed,audio,sub,audio-delay,sub-pos,sub-scale,sub-delay,sub-speed,sub-visibility";show-text "播放下一个文件时重置以下选项:${reset-on-next-file}" #menu: 其它 > 重置播放中更改项 + +##⇘⇘uosc 一级菜单：工具 +Ctrl+p script-message-to command_palette show-command-palette "Command Palette" #menu: 工具 > 打开命令面板 +# set clipboard/text ${filename} #menu: 工具 > 复制文件信息 > 复制当前文件名 +# set clipboard/text ${path} #menu: 工具 > 复制文件信息 > 复制当前文件路径 +CTRL+ALT+t set clipboard/text ${time-pos} #menu: 工具 > 复制文件信息 > 复制当前时间 +CTRL+ALT+s set clipboard/text ${sub-text} #menu: 工具 > 复制文件信息 > 复制当前字幕内容 +# script-message-to uosc open-config-directory #menu: 工具 > 定位配置文件 +M script-message manager-update-all ;show-text "更新脚本着色器" #menu: 工具 > 一键更新脚本和着色器 +CTRL+d script-message-to uosc_danmaku show_danmaku_keyboard #menu: 工具 > 弹幕功能 > 开/关 弹幕显示 +CTRL+D script-message-to uosc_danmaku open_add_total_menu #menu: 工具 > 弹幕功能 > 打开弹幕综合菜单 +CTRL+ALT+d script-message danmaku-delay 1 ${=time-pos} #menu: 工具 > 弹幕功能 > 弹幕延迟 +1 秒 +CTRL+ALT+a script-message danmaku-delay -1 ${=time-pos} #menu: 工具 > 弹幕功能 > 弹幕延迟 -1 秒 +_ script-message-to uosc_danmaku immediately_save_danmaku #menu: 工具 > 弹幕功能 > 保存当前弹幕 +# ignore #menu: --- + +##⇘⇘uosc 一级菜单 +b cycle window-minimized #menu: 最小化 +q quit #menu: 退出程序 +Q quit-watch-later # 退出并保存当前状态 + +##⇘⇘以下键位不显示在 uosc 菜单中 +MENU script-message-to uosc menu-blurred # 开/关 uosc 菜单 +POWER quit +PLAY cycle pause;script-message-to uosc flash-pause-indicator +PAUSE cycle pause;script-message-to uosc flash-pause-indicator +PLAYPAUSE cycle pause;script-message-to uosc flash-pause-indicator +STOP quit +FORWARD seek 30 +REWIND seek -30 +NEXT playlist-next +PREV playlist-prev + +SPACE cycle pause;script-message-to uosc flash-pause-indicator + +MBTN_LEFT cycle pause;script-message-to uosc flash-pause-indicator +MBTN_LEFT_DBL ignore +MBTN_Right script-message-to uosc menu-blurred # 开/关 uosc 菜单 +MBTN_FORWARD playlist-next;show-text "播放列表:${playlist-pos-1}/${playlist-count}" # 前进键 切换到列表中的下个文件 +MBTN_BACK playlist-prev;show-text "播放列表:${playlist-pos-1}/${playlist-count}" # 后退键 切换到列表中的上个文件 +MBTN_Right_DBL ignore +Wheel_Up no-osd add volume 10; script-message-to uosc flash-volume +Wheel_Down no-osd add volume -10; script-message-to uosc flash-volume +ESC set fullscreen no;set window-maximized no + +9 no-osd add volume -1; script-message-to uosc flash-volume # 音量 -1 +0 no-osd add volume 1; script-message-to uosc flash-volume # 音量 +1 diff --git a/inputevent_key.conf b/inputevent_key.conf new file mode 100644 index 0000000..eac4f6e --- /dev/null +++ b/inputevent_key.conf @@ -0,0 +1,29 @@ +##⇘⇘以下为基于 inputevent.lua 脚本实现的增强式功能键位绑定 +## '#event:click'用于指定同键位单击时的操作，'#event:double_click'用于指定同键位双击时的操作，'#event:press'用于指定同键位长按时的操作，'#event:release'用于指定同键位长按释放时的操作 +## 更多的键位动作请参考脚本上游说明：https://github.com/zhongfly/InputEvent/tree/property-expansion +##! 注意：并非所有键位都具有以上不同的触发动作 +## 同时脚本支持同一种动作根据条件触发不同的命令，条件的语法等同于 profile-cond（自动 profile 的条件语句） +## 即脚本语法升级为 '#event:动作|条件'（原先的#event:动作视为无条件执行命令），命令执行的优先级是从下到上按顺序，执行第一个满足条件的命令 + +RIGHT seek 5 #event:click +RIGHT script-message-to evafast speedup #event:press +RIGHT script-message-to evafast slowdown #event:release + +TAB script-message-to uosc open-file #event:click +TAB script-message-to uosc toggle-ui #event:press +TAB script-message-to uosc toggle-ui #event:release + +PGDWN add chapter -1 #event:click +PGDWN playlist-prev;show-text 播放列表:${playlist-pos-1}/${playlist-count} #event:click|chapter == 0 +PGDWN playlist-prev;show-text 播放列表:${playlist-pos-1}/${playlist-count} #event:press +PGUP add chapter 1 #event:click +PGUP playlist-next;show-text 播放列表:${playlist-pos-1}/${playlist-count} #event:click|chapter+1 == chapters +PGUP playlist-next;show-text 播放列表:${playlist-pos-1}/${playlist-count} #event:press + +SPACE cycle pause;script-message-to uosc flash-pause-indicator #event:click +SPACE script-binding simplehistory/history-load-last #event:click|idle_active +SPACE no-osd set speed 3; set pause no #event:press +SPACE ignore #event:release + +MBTN_LEFT cycle pause;script-message-to uosc flash-pause-indicator #event:click +MBTN_LEFT cycle fullscreen #event:double_click diff --git a/manager.json b/manager.json new file mode 100644 index 0000000..c759388 --- /dev/null +++ b/manager.json @@ -0,0 +1,120 @@ +[ + { + "git": "https://github.com/po5/mpv_manager", + "branch": "master", + "whitelist": "manager%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/po5/evafast", + "branch": "rewrite", + "whitelist": "%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/stax76/mpv-scripts", + "branch": "main", + "whitelist": "delete_current_file%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/dyphire/mpv-scripts", + "branch": "main", + "blacklist": "license|%.md$|drcbox%.lua$|.-%-list%.lua$|mpv-torrserver.lua", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/dyphire/mpv-playlistmanager", + "branch": "dev", + "whitelist": "playlistmanager%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/dyphire/mpv-sub-assrt", + "whitelist": "%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/dyphire/chapterskip", + "branch": "dev", + "whitelist": "%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/dyphire/Eisa01_mpv-scripts", + "branch": "dev", + "whitelist": "undoredo%.lua$|simplehistory%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/dyphire/autosubsync-mpv", + "branch": "v0.33_CM", + "whitelist": "readme%.md$|%.lua$", + "dest": "~~/scripts/autosubsync" + }, + { + "git": "https://github.com/christoph-heinrich/mpv-quality-menu", + "whitelist": "quality%-menu%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/tomasklaen/uosc", + "branch": "main", + "whitelist": "src/uosc/", + "dest": "~~/scripts/uosc" + }, + { + "git": "https://github.com/Tony15246/uosc_danmaku", + "branch": "main", + "blacklist": "^%.|^\"", + "dest": "~~/scripts/uosc_danmaku" + }, + { + "git": "https://github.com/CogentRedTester/mpv-sub-select", + "whitelist": "sub%-select%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://github.com/CogentRedTester/mpv-scripts", + "whitelist": "cycle%-commands%.lua$", + "dest": "~~/scripts" + }, + { + "git": "https://gist.github.com/igv/8a77e4eb8276753b54bb94c1c50c317e", + "whitelist": "%.glsl$", + "dest": "~~/shaders/igv" + }, + { + "git": "https://gist.github.com/igv/a015fc885d5c22e6891820ad89555637", + "whitelist": "%.glsl$", + "dest": "~~/shaders/igv" + }, + { + "git": "https://gist.github.com/igv/2364ffa6e81540f29cb7ab4c9bc05b6b", + "whitelist": "%.glsl$", + "dest": "~~/shaders/igv" + }, + { + "git": "https://gist.github.com/igv/36508af3ffc84410fe39761d6969be10", + "whitelist": "%.glsl$", + "dest": "~~/shaders/igv" + }, + { + "git": "https://github.com/Artoriuz/glsl-joint-bilateral", + "branch": "main", + "whitelist": "jointbilateral%.glsl$", + "dest": "~~/shaders/other" + }, + { + "git": "https://github.com/Artoriuz/glsl-pixel-clipper", + "branch": "main", + "whitelist": "%.glsl$", + "dest": "~~/shaders/other" + }, + { + "git": "https://github.com/bloc97/Anime4K", + "whitelist": "%.md$|%.glsl$", + "blacklist": "tensorflow", + "dest": "~~/shaders/Anime4K" + } +] diff --git a/mpv.conf b/mpv.conf new file mode 100644 index 0000000..a107d22 --- /dev/null +++ b/mpv.conf @@ -0,0 +1,434 @@ +# ===== 基础设置 ===== + +vo=gpu-next # 视频输出驱动 +gpu-api=vulkan # 图形绘制接口 +input-ime=no # 仅文本输入时激活 IME +autofit-smaller=40%x30% # 窗口最小占屏比例 +idle=yes # 播放结束后保持运行 +ontop # 窗口置顶 +hr-seek=yes # 精确跳转 +hr-seek-framedrop=no # 跳转时不丢帧，利于修正音频延迟 +save-position-on-quit=yes # 退出时记住播放进度 +write-filename-in-watch-later-config # 播放记录中写入文件名 +resume-playback-check-mtime=yes # 校验文件修改时间防止误恢复 +watch-later-dir="~~/cache/watch_later" +watch-later-options=start,vid,aid,sid +save-watch-history=yes # 保存播放历史（内置 select 脚本可浏览） +watch-history-path=~~/files/watch_history.jsonl +reset-on-next-file=vid,aid,sid,secondary-sid,vf,af,loop-file,deinterlace,contrast,brightness,gamma,saturation,hue,video-zoom,video-rotate,video-pan-x,video-pan-y,panscan,speed,audio-delay,sub-pos,sub-scale,sub-delay,sub-speed,sub-visibility,secondary-sub-visibility +input-ipc-server=/tmp/mpvsocket # IPC 套接字 +directory-mode=ignore # 打开目录时忽略子目录 +metadata-codepage=auto # 元数据编码自动检测 +msg-level=all=info,auto_profiles=warn +title=${?pause==yes:⏸}${?mute==yes:🔇}${?ontop==yes:📌}${?demuxer-via-network==yes:${media-title}}${?demuxer-via-network==no:${filename}} + +# ===== OSD ===== + +no-osd-bar +osd-on-seek=msg-bar +osd-bar-w=100 +osd-bar-h=2 +osd-bar-align-y=-1 +osd-font="Noto Sans CJK SC;Noto Color Emoji" +osd-font-size=24 +osd-color="#FFFFFF" +osd-outline-size=1.0 +osd-outline-color="#1C1B1F" +osd-shadow-offset=0 +osd-back-color="#1C1B1F" +osd-border-style=outline-and-shadow +osd-playlist-entry=filename +osd-status-msg=${playback-time/full} / ${duration/full} (${percent-pos}%)\nframe: ${estimated-frame-number} / ${estimated-frame-count} +osd-fractions=yes +osd-duration=2000 + +# ===== 色彩管理 ===== + +icc-profile-auto # 自动检测系统 ICC 配置文件 +icc-intent=0 # 感知度映射意图 +icc-force-contrast=1000 # 解决校色文件对比度问题 +icc-3dlut-size=128x128x128 # 3D LUT 精度 +icc-cache-dir="~~/cache/icc_cache" +use-embedded-icc-profile=yes # 使用嵌入式 ICC 配置文件 +inverse-tone-mapping=yes # SDR→HDR 反向映射（仅 HDR 显示器有效） +target-colorspace-hint=auto # 自动配置显示器输出色彩空间 +hdr-contrast-recovery=0.30 # HDR 对比度恢复强度 +hdr-compute-peak=yes # 动态峰值检测 + +# ===== 音频 ===== + +audio-device=auto +audio-channels=7.1,5.1,stereo # 按优先级回退，避免多声道下混丢声道 +ao=alsa +audio-exclusive=yes # 独占音频通道 +audio-samplerate=96000 # 重采样至 96kHz +audio-format=s32 # 32位有符号整数 +replaygain=album # 专辑增益优先，无专辑增益时回退到曲目增益 +gapless-audio=no # 避免采样率锁定导致音质下降 +audio-file-auto=fuzzy # 自动加载同名外部音轨 +audio-file-paths=audio;audios;audio 5.1;audios 5.1;audio 7.1;audios 7.1;音轨 +alang=japanese,jpn,jap,ja,jp,english,eng,en + +# ===== 字幕 ===== + +sub-codepage=gb18030 # 非 UTF-8 字幕首先尝试 GB18030 +sub-auto=fuzzy # 自动加载同名外部字幕 +sub-file-paths=sub;subs;subtitles;字幕 +slang=chs,sc,zh-Hans,zh-CN,cht,tc,zh-Hant,zh-HK,zh-TW,chi,zho,zh +sub-font="Noto Sans CJK SC;Noto Color Emoji" +sub-font-size=50 +sub-bold=yes +sub-color="#FFFFFF" +sub-outline-size=0.5 +sub-outline-color="#000000" +sub-shadow-offset=0.5 +sub-back-color="#000000" + +# ===== 截图 ===== + +screenshot-format=webp +screenshot-webp-quality=85 +screenshot-webp-compression=6 +screenshot-tag-colorspace=no +screenshot-template="~~/files/screen/%{media-title}-%P-%n" + +# ===== 脚本与着色器 ===== + +gpu-shader-cache-dir="~~/cache/shaders_cache" +osc=no # 禁用内置 OSC，使用 uosc +ytdl=yes +ytdl-format=bestvideo[height<=?2160][vcodec!=?vp9.2][vcodec!=?vp9]+bestaudio/best +ytdl-raw-options-append=cookies-from-browser=Firefox +input-default-bindings=no # 禁用内置键位，在 input.conf 中自定义 + +# ===== 外部配置 ===== + +include="~~/profiles.conf" # 场景预设（游戏/电影/动画等，手动激活） + +# ========================================= +# Profile 激活 +# ========================================= + +# 色彩管理（ICC 和 Target 二选一） +#profile=ICC # ICC 色彩管理，使用系统 ICC 配置文件 +#profile=ICC+ # ICC 色彩管理，使用自定义 ICC 文件 +profile=Target # Target 色彩管理，直接指定目标色彩空间 + +profile=Dither # 抖动算法（fruit） +#profile=Dither+ # 抖动算法（error-diffusion，更耗能） + +profile=Tscale # 时域插值（oversample） +#profile=Tscale+ # 时域插值（sphinx，更平滑但略模糊） + +profile=HQ # 高质量缩放算法组合 +profile=DeBand-low # 去色带（低强度） +#profile=DeBand-medium +#profile=DeBand-high + +profile=HDR2SDR # HDR 映射 SDR 参数 +#profile=SDR2HDR # SDR 反向映射 HDR（仅 HDR 显示器） +#profile=SWscaler # 软件缩放备选方案 + +# 着色器（选一） +#profile=NNEDI3 # 通用场景（NNEDI3-32） +profile=NNEDI3+ # 通用场景（NNEDI3-64，更耗能） +#profile=ravu-zoom # 通用场景（ravu-zoom） +#profile=FSRCNNX # HD 场景 +#profile=FSRCNNX+ # SD 场景（FSRCNNX 去伪影） +#profile=Ani4K # 动画（Ani4K V2，高性能开销） +#profile=AniSD # SD 动画（AniSD，高性能开销） +#profile=Anime4K # 动画（Anime4K 修复 + 去伪影） +#profile=SSIM # 低性能消耗 + +# ========================================= +# Profile 定义：常规 +# ========================================= + +[ICC] + # 使用系统 ICC 配置文件进行色彩管理 + icc-profile="" + icc-profile-auto + icc-intent=0 + icc-force-contrast=1000 + icc-3dlut-size=auto + icc-cache-dir="~~/cache/icc_cache" + +[ICC+] + # 使用自定义 ICC 文件（如 color.org 泛 ICC 或专业校色文件） + icc-profile="~~/icc/ITU-RBT709ReferenceDisplay.icc" + icc-intent=0 + icc-force-contrast=no + icc-3dlut-size=auto + icc-cache-dir="~~/cache/icc_cache" + +[Target] + # 不使用 ICC，直接指定目标色彩空间参数 + icc-profile="" + icc-profile-auto=no + target-prim=auto + target-contrast=auto + #target-trc=gamma2.2 # 非 OLED 显示器建议启用 + #target-peak=203 # SDR 显示器默认 203 nit + +[Dither] + dither-depth=auto + dither=fruit + dither-size-fruit=6 + +[Dither+] + dither-depth=auto + dither=error-diffusion + error-diffusion=floyd-steinberg + +[Tscale] + video-sync=display-resample + interpolation + tscale=oversample + +[Tscale+] + video-sync=display-resample + interpolation + tscale=sphinx + tscale-blur=0.65 + +[HQ] + scale=ewa_lanczossharp + cscale=bilinear + dscale=catmull_rom + scale-antiring=0.5 + dscale-antiring=0.5 + linear-upscaling=no + sigmoid-upscaling=yes + correct-downscaling=yes + linear-downscaling=no + deband=no + +[DeBand-low] + deband-iterations=1 + deband-threshold=48 + deband-range=16 + deband-grain=16 + +[DeBand-medium] + deband-iterations=2 + deband-threshold=64 + deband-range=16 + deband-grain=24 + +[DeBand-high] + deband-iterations=3 + deband-threshold=64 + deband-range=16 + deband-grain=24 + +[HDR2SDR] + tone-mapping=auto + gamut-mapping-mode=auto + hdr-contrast-recovery=0.30 + hdr-compute-peak=auto + hdr-peak-percentile=99.995 + hdr-peak-decay-rate=100 + hdr-scene-threshold-low=5.5 + hdr-scene-threshold-high=10 + allow-delayed-peak-detect=no + +[SDR2HDR] + # SDR 反向映射 HDR，仅 HDR 显示器有效 + icc-profile="" + icc-profile-auto=no + target-prim=auto + target-trc=auto + target-peak=auto + target-colorspace-hint=auto + inverse-tone-mapping=yes + +[SWscaler] + sws-allow-zimg=no + sws-scaler=bicublin + zimg-scaler-chroma=bicubic + zimg-scaler=bicubic + zimg-scaler-param-a=1/3 + zimg-scaler-param-b=1/3 + zimg-fast=no + +# --- 着色器 Profile --- + +[NNEDI3] + profile-desc=通用场景（NNEDI3-32 + 自适应锐化） + glsl-shaders-append="~~/shaders/nnedi3/nnedi3-nns32-win8x4.glsl" + glsl-shaders-append="~~/shaders/igv/adaptive-sharpen_luma.glsl" + +[NNEDI3+] + profile-desc=通用场景（NNEDI3-64 + 自适应锐化） + glsl-shaders-append="~~/shaders/nnedi3/nnedi3-nns64-win8x4.glsl" + glsl-shaders-append="~~/shaders/igv/adaptive-sharpen_luma.glsl" + +[ravu-zoom] + profile-desc=通用场景（ravu-zoom + 自适应锐化） + glsl-shaders-append="~~/shaders/ravu/ravu-zoom-ar-r3.glsl" + glsl-shaders-append="~~/shaders/igv/adaptive-sharpen_luma.glsl" + +[FSRCNNX] + profile-desc=HD 场景（FSRCNNX + 自适应锐化） + glsl-shaders-append="~~/shaders/igv/FSRCNNX_x2_8-0-4-1.glsl" + glsl-shaders-append="~~/shaders/igv/adaptive-sharpen_luma.glsl" + +[FSRCNNX+] + profile-desc=SD 场景（NNEDI3 + FSRCNNX 去伪影） + glsl-shaders-append="~~/shaders/nnedi3/nnedi3-nns32-win8x4.glsl" + glsl-shaders-append="~~/shaders/igv/FSRCNNX_x1_16-0-4-1_distort.glsl" + +[Ani4K] + profile-desc=动画（Ani4K V2，高性能开销） + glsl-shaders-append="~~/shaders/Ani4K/Ani4Kv2_ArtCNN_C4F32_i2.glsl" + +[AniSD] + profile-desc=SD 动画（AniSD，高性能开销） + glsl-shaders-append="~~/shaders/Ani4K/AniSD_ArtCNN_C4F32_i4.glsl" + +[Anime4K] + profile-desc=动画（Anime4K 修复 + 去伪影） + glsl-shaders-append="~~/shaders/igv/KrigBilateral.glsl" + glsl-shaders-append="~~/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_M.glsl" + glsl-shaders-append="~~/shaders/Anime4K/glsl/Restore/Anime4K_Clamp_Highlights.glsl" + +[SSIM] + profile-desc=低性能消耗（SSIM 超分 + 缩小） + glsl-shaders-append="~~/shaders/igv/SSimSuperRes.glsl" + glsl-shaders-append="~~/shaders/igv/SSimDownscaler.glsl" + +# ========================================= +# Profile 定义：条件触发 +# ========================================= + +[SD] + # 低清源（≤720p）自动启用 FSRCNNX+ 增强 + profile-cond=height <= 720 or width <= 720 + profile-restore=copy + profile=FSRCNNX+ + +[Deband] + # YUV420P10 以下自动开启去色带 + profile-cond=get("video-params/average-bpp") < 24 + profile-restore=copy + deband=yes + +[hdr-2390] + profile-cond=p.tone_mapping == "bt.2390" and p.current_vo == "gpu-next" + profile-restore=copy + tone-mapping-param=2.0 + +[peak-percentile] + profile-cond=get("video-params/avg-pq-y") < 0.21 and p.current_vo == "gpu-next" + profile-restore=copy + hdr-peak-percentile=99.8 + +[SDR-gamut] + # SDR 非 BT.709 内容的色域映射 + profile-cond=get("video-params/primaries") ~= "bt.709" and get("video-params/gamma") == "bt.1886" + profile-restore=copy + gamut-mapping-mode=clip + +[SDR-target] + # SDR 显示目标配置 + profile-cond=not get("video-params/max-luma") and not get("inverse-tone-mapping") and p.current_vo == "gpu-next" + profile-restore=copy + target-colorspace-hint=no + +[HDR] + # HDR 内容自动配置 + profile-cond=get("video-params/max-luma") > 203 + profile-restore=copy + target-peak=auto + target-colorspace-hint=auto + blend-subtitles=no + deband=no + vf="" + +[HDR-PASS] + # HDR 直通（仅 HDR 显示模式下生效） + profile-cond=get("video-params/max-luma") > 203 and get("video-target-params/max-luma") > 203 and p.current_vo == "gpu-next" + profile-restore=copy + icc-profile="" + icc-profile-auto=no + target-colorspace-hint=auto + inverse-tone-mapping=no + target-prim=auto + target-trc=auto + target-peak=auto + target-contrast=auto + +[video-sync] + # 音频调速超过阈值时切换同步模式，避免明显音高变化 + profile-cond=(speed * audio_speed_correction) > 0 and ((speed * audio_speed_correction) < 0.96 or (speed * audio_speed_correction) > 1.04) and not (get("estimated-vf-fps") > 240 or get("display-fps") > 240) + profile-restore=copy-equal + video-sync=display-tempo + +[fps-fix] + # 极高帧率/刷新率时使用 audio 同步避免异常 + profile-cond=get("estimated-vf-fps") > 240 or get("display-fps") > 240 + profile-restore=copy + video-sync=audio + +[pgs-fix] + # 修复宽屏视频 PGS 字幕比例错位 + profile-cond=get("video-params/aspect") > 16 / 9 + profile-restore=copy + stretch-image-subs-to-screen=yes + +[audio-filter] + # 多声道音频自动启用动态范围调节（适用于双声道设备） + profile-cond=get("audio-params/channel-count") > 2 + profile-restore=copy-equal + af-pre=@dynaudnorm:lavfi=[dynaudnorm=f=500:g=31:p=0.5:m=5:r=0.9] + +[pause] + # 暂停时取消置顶 + profile-cond=pause + profile-restore=copy + ontop=no + +[maximized] + # 最大化时禁止窗口自动调整大小 + profile-cond=window_maximized and vid and not get("current-tracks/video/albumart") + profile-restore=copy-equal + auto-window-resize=no + +[minimized] + # 最小化时自动暂停 + profile-cond=window_minimized and vid and not get("current-tracks/video/albumart") + profile-restore=copy-equal + pause + +[end] + # 播放列表结束后退出全屏 + profile-cond=idle_active + no-fullscreen + no-window-maximized + +[media-title] + # 网络/磁力链接显示媒体标题 + profile-cond=path:find('://') ~= nil or path:find('^magnet:') ~= nil + profile-restore=copy + title=${?pause==yes:⏸}${?mute==yes:🔇}${?ontop==yes:📌}${media-title} + osd-playlist-entry=title + +# ========================================= +# Profile 定义：网络优化 +# ========================================= + +[network-optimize] + # 网络播放时自动启用 + profile-cond=demuxer_via_network + profile-restore=copy + cache=yes + cache-secs=600 + demuxer-max-bytes=1GiB + demuxer-readahead-secs=120 + network-timeout=60 + stream-buffer-size=2MiB + prefetch-playlist=yes + stream-lavf-o-append=reconnect=1 + stream-lavf-o-append=reconnect_at_eof=1 + stream-lavf-o-append=reconnect_streamed=1 + stream-lavf-o-append=multiple_requests=1 diff --git a/profiles.conf b/profiles.conf new file mode 100644 index 0000000..40a622d --- /dev/null +++ b/profiles.conf @@ -0,0 +1,105 @@ +# 场景预设，手动激活：profile=game 等 + +[game] +profile-desc=低延迟，高性能 +hwdec=auto-safe +video-sync=display-resample +interpolation=no +deband=no +video-latency-hacks=yes +opengl-pbo=yes +gpu-api=vulkan +gpu-context=wayland +cache=no +demuxer-max-bytes=8MiB +demuxer-max-back-bytes=4MiB + +[movie] +profile-desc=高质量画质 +hwdec=auto-copy-safe +video-sync=display-resample +interpolation=yes +deband=yes +deband-iterations=4 +deband-threshold=35 +deband-range=16 +deband-grain=4 +icc-profile-auto=yes +target-colorspace-hint=yes +hdr-compute-peak=yes +tone-mapping=hable +target-peak=100 + +[anime] +profile-desc=动画优化 +hwdec=auto-safe +video-sync=display-resample +interpolation=yes +deband=yes +deband-iterations=3 +deband-threshold=48 +deband-range=16 +deband-grain=6 +icc-profile-auto=yes +glsl-shaders="~~/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_M.glsl;~~/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_DoG.glsl" + +[lowpower] +profile-desc=省电模式 +hwdec=no +video-sync=audio +interpolation=no +deband=no +icc-profile-auto=no +vd-lavc-threads=2 +vd-lavc-skiploopfilter=all +vd-lavc-fast=yes +scale=bilinear +dscale=bilinear +cscale=bilinear + +[stream] +profile-desc=网络流媒体优化 +hwdec=auto-safe +video-sync=display-resample +cache=yes +cache-secs=300 +demuxer-max-bytes=64MiB +demuxer-max-back-bytes=32MiB +network-timeout=60 +ytdl=yes +ytdl-format=bestvideo[height<=?1080][vcodec!=?vp9]+bestaudio/best + +[HDR-scene] +profile-desc=HDR 手动预设 +hwdec=auto-copy-safe +target-colorspace-hint=yes +hdr-compute-peak=yes +tone-mapping=hable +target-peak=203 +gamut-mapping-mode=relative +icc-profile-auto=yes +glsl-shaders="~~/shaders/other/PixelClipper.glsl" + +[screenshot-hq] +profile-desc=高质量截图 +screenshot-format=png +screenshot-png-compression=9 +screenshot-png-filter=5 +screenshot-tag-colorspace=yes +screenshot-high-bit-depth=yes +screenshot-sw=no +scale=lanczos +dscale=mitchell +cscale=mitchell + +[live] +profile-desc=直播低延迟 +hwdec=auto-safe +video-sync=display-resample +cache=no +demuxer-max-bytes=2MiB +demuxer-max-back-bytes=1MiB +video-latency-hacks=yes +opengl-pbo=yes +network-timeout=30 +stream-lavf-o=reconnect_streamed=1,reconnect_delay_max=30 diff --git a/script-modules/extended-menu.lua b/script-modules/extended-menu.lua new file mode 100644 index 0000000..1b8f925 --- /dev/null +++ b/script-modules/extended-menu.lua @@ -0,0 +1,932 @@ +-- https://github.com/Seme4eg/mpv-scripts/blob/master/script-modules/extended-menu.lua + +local mp = require 'mp' +local utils = require 'mp.utils' +local assdraw = require 'mp.assdraw' + +-- create namespace with default values +local em = { + + -- customisable values ------------------------------------------------------ + + loop_when_navigating = false, -- Loop when navigating through list + lines_to_show = 17, -- NOT including search line + pause_on_open = true, + resume_on_exit = "only-if-was-paused", -- another possible value is true + + -- styles (earlyer it was a table, but required many more steps to pass def-s + -- here from .conf file) + font_size = 21, + --font size scales by window + scale_by_window = false, + -- cursor 'width', useful to change if you have hidpi monitor + cursor_x_border = 0.3, + line_bottom_margin = 1, -- basically space between lines + text_color = { + default = 'ffffff', + accent = 'd8a07b', + current = 'aaaaaa', + comment = '636363', + }, + menu_x_padding = 5, -- this padding for now applies only to 'left', not x + menu_y_padding = 2, -- but this one applies to both - top & bottom + + + -- values that should be passed from main script ---------------------------- + + search_heading = 'Default search heading', + -- 'full' is required from main script, 'current_i' is optional + -- others are 'private' + list = { + full = {}, filtered = {}, current_i = nil, pointer_i = 1, show_from_to = {} + }, + -- field to compare with when searching for 'current value' by 'current_i' + index_field = 'index', + -- fields to use when searching for string match / any other custom searching + -- if value has 0 length, then search list item itself + filter_by_fields = {}, + + + -- 'private' values that are not supposed to be changed from the outside ---- + + is_active = false, + -- https://mpv.io/manual/master/#lua-scripting-mp-create-osd-overlay(format) + ass = mp.create_osd_overlay("ass-events"), + was_paused = false, -- flag that indicates that vid was paused by this script + + line = '', + -- if there was no cursor it wouldn't have been needed, but for now we need + -- variable below only to compare it with 'line' and see if we need to filter + prev_line = '', + cursor = 1, + history = {}, + history_pos = 1, + key_bindings = {}, + insert_mode = false, + + -- used only in 'update' func to get error text msgs + error_codes = { + no_match = 'Match required', + no_submit_provided = 'No submit function provided' + } +} + +-- PRIVATE METHODS ------------------------------------------------------------ + +local ime_active = mp.get_property_native("input-ime") + +-- declare constructor function +function em:new(o) + o = o or {} + setmetatable(o, self) + self.__index = self + + -- some options might be customised by user in .conf file and read as strings + -- in that case parse those + if type(o.filter_by_fields) == 'string' then + o.filter_by_fields = utils.parse_json(o.filter_by_fields) + end + + if type(o.text_color) == 'string' then + o.text_color = utils.parse_json(o.text_color) + end + + return o +end + +-- this func is just a getter of a current list depending on search line +function em:current() + return self.line == '' and self.list.full or self.list.filtered +end + +-- REVIEW: how to get rid of this wrapper and handle filter func sideeffects +-- in a more elegant way? +function em:filter_wrapper() + -- handles sideeffect that are needed to be run on filtering list + -- cuz the filter func may be redefined in main script and therefore needs + -- to be straight forward - only doing filtering and returning the table + + -- passing current query just in case, so ppl can use it in their custom funcs + self.list.filtered = self:filter(self.line) + + self.prev_line = self.line + self.list.pointer_i = 1 + self:set_from_to(true) +end + +function em:set_from_to(reset_flag) + -- additional variables just for shorter var name + local i = self.list.pointer_i + local to_show = self.lines_to_show + local total = #self:current() + + if reset_flag or to_show >= total then + self.list.show_from_to = { 1, math.min(to_show, total) } + return + end + + -- If menu is opened with something already selected we want this 'selected' + -- to be displayed close to the middle of the menu. That's why 'show_from_to' + -- is not initially set, so we can know - if show_from_to length is 0 - it is + -- first call of this func in cur. init + if #self.list.show_from_to == 0 then + -- set show_from_to so chosen item will be displayed close to middle + local half_list = math.ceil(to_show / 2) + if i < half_list then + self.list.show_from_to = { 1, to_show } + elseif total - i < half_list then + self.list.show_from_to = { total - to_show + 1, total } + else + self.list.show_from_to = { i - half_list + 1, i - half_list + to_show } + end + else + table.unpack = table.unpack or unpack -- 5.1 compatibility + local first, last = table.unpack(self.list.show_from_to) + + -- handle cursor moving towards start / end bondary + if first ~= 1 and i - first < 2 then + self.list.show_from_to = { first - 1, last - 1 } + end + if last ~= total and last - i < 2 then + self.list.show_from_to = { first + 1, last + 1 } + end + + -- handle index jumps from beginning to end and backwards + if i > last then + self.list.show_from_to = { i - to_show + 1, i } + end + if i < first then self.list.show_from_to = { 1, to_show } end + end +end + +function em:change_selected_index(num) + self.list.pointer_i = self.list.pointer_i + num + if self.loop_when_navigating then + if self.list.pointer_i < 1 then + self.list.pointer_i = #self:current() + elseif self.list.pointer_i > #self:current() then + self.list.pointer_i = 1 + end + else + if self.list.pointer_i < 1 then + self.list.pointer_i = 1 + elseif self.list.pointer_i > #self:current() then + self.list.pointer_i = #self:current() + end + end + self:set_from_to() + self:update() +end + +-- Render the REPL and console as an ASS OSD +function em:update(err_code) + -- ASS tags documentation here - https://aegi.vmoe.info/docs/3.0/ASS_Tags/ + + -- do not bother if function was called to close the menu.. + if not self.is_active then + em.ass:remove() + return + end + + local line_height = self.font_size + self.line_bottom_margin + local _, h, aspect = mp.get_osd_size() + local wh = self.scale_by_window and 720 or h + local ww = wh * aspect + + -- '+ 1' below is a search string + local menu_y_pos = + wh - (line_height * (self.lines_to_show + 1) + self.menu_y_padding * 2) + + -- didn't find better place to handle filtered list update + if self.line ~= self.prev_line then self:filter_wrapper() end + + local function get_background() + local a = self:ass_new_wrapper() + a:append('{\\1c&H1c1c1c\\1a&H19}') -- background color & opacity + a:pos(0, 0) + a:draw_start() + a:rect_cw(0, menu_y_pos, ww, wh) + a:draw_stop() + return a.text + end + + local function get_search_header() + local a = self:ass_new_wrapper() + + a:pos(self.menu_x_padding, menu_y_pos + self.menu_y_padding) + + local search_prefix = table.concat({ + self:get_font_color('accent'), + (#self:current() ~= 0 and self.list.pointer_i or '!'), + '/', #self:current(), '\\h\\h', self.search_heading, ':\\h' + }); + + a:append(search_prefix) + -- reset font color after search prefix + a:append(self:get_font_color 'default') + + -- Create the cursor glyph as an ASS drawing. ASS will draw the cursor + -- inline with the surrounding text, but it sets the advance to the width + -- of the drawing. So the cursor doesn't affect layout too much, make it as + -- thin as possible and make it appear to be 1px wide by giving it 0.5px + -- horizontal borders. + local cheight = self.font_size * 8 + -- TODO: maybe do it using draw_rect from ass? + local cglyph = '{\\r' .. -- styles reset + '\\1c&Hffffff&\\3c&Hffffff' .. -- font color and border color + '\\xbord' .. self.cursor_x_border .. '\\p4\\pbo24}' .. -- xborder, scale x8 and baseline offset + 'm 0 0 l 0 ' .. cheight .. -- drawing just a line + '{\\p0\\r}' -- finish drawing and reset styles + local before_cur = self:ass_escape(self.line:sub(1, self.cursor - 1)) + local after_cur = self:ass_escape(self.line:sub(self.cursor)) + + a:append(table.concat({ + before_cur, cglyph, self:reset_styles(), + self:get_font_color('default'), after_cur, + (err_code and '\\h' .. self.error_codes[err_code] or "") + })) + + return a.text + + -- NOTE: perhaps this commented code will some day help me in coding cursor + -- like in M-x emacs menu: + -- Redraw the cursor with the REPL text invisible. This will make the + -- cursor appear in front of the text. + -- ass:new_event() + -- ass:an(1) + -- ass:append(style .. '{\\alpha&HFF&}> ' .. before_cur) + -- ass:append(cglyph) + -- ass:append(style .. '{\\alpha&HFF&}' .. after_cur) + end + + local function get_list() + local a = assdraw.ass_new() + + local function apply_highlighting(y) + a:new_event() + a:append(self:reset_styles()) + a:append('{\\1c&Hffffff\\1a&HE6}') -- background color & opacity + a:pos(0, 0) + a:draw_start() + a:rect_cw(0, y, ww, y + self.font_size) + a:draw_stop() + end + + -- REVIEW: maybe make another function 'get_line_str' and move there + -- everything from this for loop? + -- REVIEW: how to use something like table.unpack below? + for i = self.list.show_from_to[1], self.list.show_from_to[2] do + local value = assert(self:current()[i], 'no value with index ' .. i) + local y_offset = menu_y_pos + self.menu_y_padding + + (line_height * (i - self.list.show_from_to[1] + 1)) + + if i == self.list.pointer_i then apply_highlighting(y_offset) end + + a:new_event() + a:append(self:reset_styles()) + a:pos(self.menu_x_padding, y_offset) + a:append(self:get_line(i, value)) + end + + return a.text + end + + em.ass.res_x = ww + em.ass.res_y = wh + em.ass.data = table.concat({ + get_background(), + get_search_header(), + get_list() + }, "\n") + + em.ass:update() +end + +-- params: +-- - data : {list: {}, [current_i] : num} +function em:init(data) + self.list.full = data.list or {} + self.list.current_i = data.current_i or nil + self.list.pointer_i = data.current_i or 1 + self:set_active(true) +end + +function em:exit() + self:undefine_key_bindings() + collectgarbage() +end + +-- TODO: write some idle func like this +-- function idle() +-- if pending_selection then +-- gallery:set_selection(pending_selection) +-- pending_selection = nil +-- end +-- if ass_changed or geometry_changed then +-- local ww, wh = mp.get_osd_size() +-- if geometry_changed then +-- geometry_changed = false +-- compute_geometry(ww, wh) +-- end +-- if ass_changed then +-- ass_changed = false +-- mp.set_osd_ass(ww, wh, ass) +-- end +-- end +-- end +-- ... +-- and handle it as follows +-- init(): +-- mp.register_idle(idle) +-- idle() +-- exit(): +-- mp.unregister_idle(idle) +-- idle() +-- And in these observers he is setting a flag, that's being checked in func above +-- mp.observe_property("osd-width", "native", mark_geometry_stale) +-- mp.observe_property("osd-height", "native", mark_geometry_stale) + +-- PRIVATE METHODS END -------------------------------------------------------- + +-- PUBLIC METHODS ------------------------------------------------------------- + +function em:filter() + -- default filter func, might be redefined in main script + local result = {} + + local function get_full_search_str(v) + local str = '' + for _, key in ipairs(self.filter_by_fields) do str = str .. (v[key] or '') end + return str + end + + for _, v in ipairs(self.list.full) do + -- if filter_by_fields has 0 length, then search list item itself + if #self.filter_by_fields == 0 then + if self:search_method(v) then table.insert(result, v) end + else + -- NOTE: we might use search_method on fiels separately like this: + -- for _,key in ipairs(self.filter_by_fields) do + -- if self:search_method(v[key]) then table.insert(result, v) end + -- end + -- But since im planning to implement fuzzy search in future i need full + -- search string here + if self:search_method(get_full_search_str(v)) then + table.insert(result, v) + end + end + end + return result +end + +-- TODO: implement fuzzy search and maybe match highlights +function em:search_method(str) + -- also might be redefined by main script + + -- convert to string just to make sure.. + return tostring(str):lower():find(self.line:lower(), 1, true) +end + +-- this module requires submit function to be defined in main script +function em:submit() self:update('no_submit_provided') end + +function em:update_list(list) + -- for now this func doesn't handle cases when we have 'current_i' to update + -- it + self.list.full = list + if self.line ~= self.prev_line then self:filter_wrapper() end +end + +-- PUBLIC METHODS END --------------------------------------------------------- + +-- HELPER METHODS ------------------------------------------------------------- + +function em:get_line(_, v) -- [i]ndex, [v]alue + -- this func might be redefined in main script to get a custom-formatted line + -- default implementation of this func supposes that value.content field is a + -- String + local a = assdraw.ass_new() + local style = (self.list.current_i == v[self.index_field]) + and 'current' or 'default' + + a:append(self:reset_styles()) + a:append(self:get_font_color(style)) + -- content as default field, which is holding string + -- no point in moving it to main object since content itself is being + -- composed in THIS function, that might (and most likely, should) be + -- redefined in main script + a:append(v.content or 'Something is off in `get_line` func') + return a.text +end + +-- REVIEW: for now i don't see normal way of mergin this func with below one +-- but it's being used only once +function em:reset_styles() + local a = assdraw.ass_new() + -- alignment top left, no word wrapping, border 0, shadow 0 + a:append('{\\an7\\q2\\bord0\\shad0}') + a:append('{\\fs' .. self.font_size .. '}') + return a.text +end + +-- function to get rid of some copypaste +function em:ass_new_wrapper() + local a = assdraw.ass_new() + a:new_event() + a:append(self:reset_styles()) + return a +end + +function em:get_font_color(style) + return '{\\1c&H' .. self.text_color[style] .. '}' +end + +-- HELPER METHODS END --------------------------------------------------------- + + +--[[ + The below code is a modified implementation of text input from mpv's console.lua: + https://github.com/mpv-player/mpv/blob/87c9eefb2928252497f6141e847b74ad1158bc61/player/lua/console.lua + + I was too lazy to list all modifications i've done to the script, but if u + rly need to see those - do diff with the original code +]] +-- + +------------------------------------------------------------------------------- +-- START ORIGINAL MPV CODE -- +------------------------------------------------------------------------------- + +-- Copyright (C) 2019 the mpv developers +-- +-- Permission to use, copy, modify, and/or distribute this software for any +-- purpose with or without fee is hereby granted, provided that the above +-- copyright notice and this permission notice appear in all copies. +-- +-- THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES +-- WITH REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF +-- MERCHANTABILITY AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY +-- SPECIAL, DIRECT, INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES +-- WHATSOEVER RESULTING FROM LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION +-- OF CONTRACT, NEGLIGENCE OR OTHER TORTIOUS ACTION, ARISING OUT OF OR IN +-- CONNECTION WITH THE USE OR PERFORMANCE OF THIS SOFTWARE. + +function em:detect_platform() + local o = {} + -- Kind of a dumb way of detecting the platform but whatever + if mp.get_property_native('options/vo-mmcss-profile', o) ~= o then + return 'windows' + elseif mp.get_property_native('options/macos-force-dedicated-gpu', o) ~= o then + return 'macos' + elseif os.getenv('WAYLAND_DISPLAY') then + return 'wayland' + end + return 'x11' +end + +-- Escape a string for verbatim display on the OSD +function em:ass_escape(str) + -- There is no escape for '\' in ASS (I think?) but '\' is used verbatim if + -- it isn't followed by a recognised character, so add a zero-width + -- non-breaking space + str = str:gsub('\\', '\\\239\187\191') + str = str:gsub('{', '\\{') + str = str:gsub('}', '\\}') + -- Precede newlines with a ZWNBSP to prevent ASS's weird collapsing of + -- consecutive newlines + str = str:gsub('\n', '\239\187\191\\N') + -- Turn leading spaces into hard spaces to prevent ASS from stripping them + str = str:gsub('\\N ', '\\N\\h') + str = str:gsub('^ ', '\\h') + return str +end + +-- Set the REPL visibility ("enable", Esc) +function em:set_active(active) + if active == self.is_active then return end + if active then + if ime_active == false then + mp.set_property_bool("input-ime", true) + end + self.is_active = true + self.insert_mode = false + mp.enable_messages('terminal-default') + self:define_key_bindings() + + -- set flag 'was_paused' only if vid wasn't paused before EM init + if self.pause_on_open and not mp.get_property_bool("pause", false) then + mp.set_property_bool("pause", true) + self.was_paused = true + end + + self:set_from_to() + self:update() + else + -- no need to call 'update' in this block cuz 'clear' method is calling it + if ime_active == false then + mp.set_property_bool("input-ime", false) + end + self.is_active = false + self:undefine_key_bindings() + + if self.resume_on_exit == true or + (self.resume_on_exit == "only-if-was-paused" and self.was_paused) then + mp.set_property_bool("pause", false) + end + + self:clear() + collectgarbage() + end +end + +-- Naive helper function to find the next UTF-8 character in 'str' after 'pos' +-- by skipping continuation bytes. Assumes 'str' contains valid UTF-8. +function em:next_utf8(str, pos) + if pos > str:len() then return pos end + repeat + pos = pos + 1 + until pos > str:len() or str:byte(pos) < 0x80 or str:byte(pos) > 0xbf + return pos +end + +-- As above, but finds the previous UTF-8 charcter in 'str' before 'pos' +function em:prev_utf8(str, pos) + if pos <= 1 then return pos end + repeat + pos = pos - 1 + until pos <= 1 or str:byte(pos) < 0x80 or str:byte(pos) > 0xbf + return pos +end + +-- Insert a character at the current cursor position (any_unicode) +function em:handle_char_input(c) + if self.insert_mode then + self.line = self.line:sub(1, self.cursor - 1) .. c .. self.line:sub(self:next_utf8(self.line, self.cursor)) + else + self.line = self.line:sub(1, self.cursor - 1) .. c .. self.line:sub(self.cursor) + end + self.cursor = self.cursor + #c + self:update() +end + +-- Remove the character behind the cursor (Backspace) +function em:handle_backspace() + if self.cursor <= 1 then return end + local prev = self:prev_utf8(self.line, self.cursor) + self.line = self.line:sub(1, prev - 1) .. self.line:sub(self.cursor) + self.cursor = prev + self:update() +end + +-- Remove the character in front of the cursor (Del) +function em:handle_del() + if self.cursor > self.line:len() then return end + self.line = self.line:sub(1, self.cursor - 1) .. self.line:sub(self:next_utf8(self.line, self.cursor)) + self:update() +end + +-- Toggle insert mode (Ins) +function em:handle_ins() + self.insert_mode = not self.insert_mode +end + +-- Move the cursor to the next character (Right) +function em:next_char() + self.cursor = self:next_utf8(self.line, self.cursor) + self:update() +end + +-- Move the cursor to the previous character (Left) +function em:prev_char() + self.cursor = self:prev_utf8(self.line, self.cursor) + self:update() +end + +-- Clear the current line (Ctrl+C) +function em:clear() + self.line = '' + self.prev_line = '' + + self.list.current_i = nil + self.list.pointer_i = 1 + self.list.filtered = {} + self.list.show_from_to = {} + + self.was_paused = false + + self.cursor = 1 + self.insert_mode = false + self.history_pos = #self.history + 1 + + self:update() +end + +-- Run the current command and clear the line (Enter) +function em:handle_enter() + if #self:current() == 0 then + self:update('no_match') + return + end + + if self.history[#self.history] ~= self.line then + self.history[#self.history + 1] = self.line + end + + self:submit(self:current()[self.list.pointer_i]) + self:set_active(false) +end + +-- Go to the specified position in the command history +function em:go_history(new_pos) + local old_pos = self.history_pos + self.history_pos = new_pos + + -- Restrict the position to a legal value + if self.history_pos > #self.history + 1 then + self.history_pos = #self.history + 1 + elseif self.history_pos < 1 then + self.history_pos = 1 + end + + -- Do nothing if the history position didn't actually change + if self.history_pos == old_pos then + return + end + + -- If the user was editing a non-history line, save it as the last history + -- entry. This makes it much less frustrating to accidentally hit Up/Down + -- while editing a line. + if old_pos == #self.history + 1 and self.line ~= '' and self.history[#self.history] ~= self.line then + self.history[#self.history + 1] = self.line + end + + -- Now show the history line (or a blank line for #history + 1) + if self.history_pos <= #self.history then + self.line = self.history[self.history_pos] + else + self.line = '' + end + self.cursor = self.line:len() + 1 + self.insert_mode = false + self:update() +end + +-- Go to the specified relative position in the command history (Up, Down) +function em:move_history(amount) + self:go_history(self.history_pos + amount) +end + +-- Go to the first command in the command history (PgUp) +function em:handle_pgup() + -- Determine the number of items to move up (half a page) + local half_page = math.ceil(self.lines_to_show / 2) + + -- Move the history position up by half a page + self:change_selected_index(-half_page) +end + +-- Stop browsing history and start editing a blank line (PgDown) +function em:handle_pgdown() + -- Determine the number of items to move down (half a page) + local half_page = math.ceil(self.lines_to_show / 2) + + -- Move the history position down by half a page + self:change_selected_index(half_page) +end + +-- Move to the start of the current word, or if already at the start, the start +-- of the previous word. (Ctrl+Left) +function em:prev_word() + -- This is basically the same as next_word() but backwards, so reverse the + -- string in order to do a "backwards" find. This wouldn't be as annoying + -- to do if Lua didn't insist on 1-based indexing. + self.cursor = self.line:len() - select(2, self.line:reverse():find('%s*[^%s]*', self.line:len() - self.cursor + 2)) + 1 + self:update() +end + +-- Move to the end of the current word, or if already at the end, the end of +-- the next word. (Ctrl+Right) +function em:next_word() + self.cursor = select(2, self.line:find('%s*[^%s]*', self.cursor)) + 1 + self:update() +end + +-- Move the cursor to the beginning of the line (HOME) +function em:go_home() + self.cursor = 1 + self:update() +end + +-- Move the cursor to the end of the line (END) +function em:go_end() + self.cursor = self.line:len() + 1 + self:update() +end + +-- Delete from the cursor to the beginning of the word (Ctrl+Backspace) +function em:del_word() + local before_cur = self.line:sub(1, self.cursor - 1) + local after_cur = self.line:sub(self.cursor) + + before_cur = before_cur:gsub('[^%s]+%s*$', '', 1) + self.line = before_cur .. after_cur + self.cursor = before_cur:len() + 1 + self:update() +end + +-- Delete from the cursor to the end of the word (Ctrl+Del) +function em:del_next_word() + if self.cursor > self.line:len() then return end + + local before_cur = self.line:sub(1, self.cursor - 1) + local after_cur = self.line:sub(self.cursor) + + after_cur = after_cur:gsub('^%s*[^%s]+', '', 1) + self.line = before_cur .. after_cur + self:update() +end + +-- Delete from the cursor to the end of the line (Ctrl+K) +function em:del_to_eol() + self.line = self.line:sub(1, self.cursor - 1) + self:update() +end + +-- Delete from the cursor back to the start of the line (Ctrl+U) +function em:del_to_start() + self.line = self.line:sub(self.cursor) + self.cursor = 1 + self:update() +end + +-- Returns a string of UTF-8 text from the clipboard (or the primary selection) +function em:get_clipboard(clip) + -- Pick a better default font for Windows and macOS + local platform = self:detect_platform() + + if platform == 'x11' then + local res = utils.subprocess({ + args = { 'xclip', '-selection', clip and 'clipboard' or 'primary', '-out' }, + playback_only = false, + }) + if not res.error then + return res.stdout + end + elseif platform == 'wayland' then + local res = utils.subprocess({ + args = { 'wl-paste', clip and '-n' or '-np' }, + playback_only = false, + }) + if not res.error then + return res.stdout + end + elseif platform == 'windows' then + local res = utils.subprocess({ + args = { 'powershell', '-NoProfile', '-Command', [[& { + Trap { + Write-Error -ErrorRecord $_ + Exit 1 + } + + $clip = "" + if (Get-Command "Get-Clipboard" -errorAction SilentlyContinue) { + $clip = Get-Clipboard -Raw -Format Text -TextFormatType UnicodeText + } else { + Add-Type -AssemblyName PresentationCore + $clip = [Windows.Clipboard]::GetText() + } + + $clip = $clip -Replace "`r","" + $u8clip = [System.Text.Encoding]::UTF8.GetBytes($clip) + [Console]::OpenStandardOutput().Write($u8clip, 0, $u8clip.Length) + }]] }, + playback_only = false, + }) + if not res.error then + return res.stdout + end + elseif platform == 'macos' then + local res = utils.subprocess({ + args = { 'pbpaste' }, + playback_only = false, + }) + if not res.error then + return res.stdout + end + end + return '' +end + +-- Paste text from the window-system's clipboard. 'clip' determines whether the +-- clipboard or the primary selection buffer is used (on X11 and Wayland only.) +function em:paste(clip) + local text = self:get_clipboard(clip) + local before_cur = self.line:sub(1, self.cursor - 1) + local after_cur = self.line:sub(self.cursor) + self.line = before_cur .. text .. after_cur + self.cursor = self.cursor + text:len() + self:update() +end + +-- List of input bindings. This is a weird mashup between common GUI text-input +-- bindings and readline bindings. +function em:get_bindings() + local bindings = { + { 'ctrl+[', function() self:set_active(false) end }, + { 'ctrl+g', function() self:set_active(false) end }, + { 'esc', function() self:set_active(false) end }, + { 'enter', function() self:handle_enter() end }, + { 'kp_enter', function() self:handle_enter() end }, + { 'ctrl+m', function() self:handle_enter() end }, + { 'bs', function() self:handle_backspace() end }, + { 'shift+bs', function() self:handle_backspace() end }, + { 'ctrl+h', function() self:handle_backspace() end }, + { 'del', function() self:handle_del() end }, + { 'shift+del', function() self:handle_del() end }, + { 'ins', function() self:handle_ins() end }, + { 'shift+ins', function() self:paste(false) end }, + { 'mbtn_mid', function() self:paste(false) end }, + { 'left', function() self:prev_char() end }, + { 'ctrl+b', function() self:prev_char() end }, + { 'right', function() self:next_char() end }, + { 'ctrl+f', function() self:next_char() end }, + { 'ctrl+k', function() self:change_selected_index(-1) end }, + { 'ctrl+p', function() self:change_selected_index(-1) end }, + { 'ctrl+j', function() self:change_selected_index(1) end }, + { 'ctrl+n', function() self:change_selected_index(1) end }, + { 'up', function() self:move_history(-1) end }, + { 'alt+p', function() self:move_history(-1) end }, + { 'wheel_up', function() self:move_history(-1) end }, + { 'down', function() self:move_history(1) end }, + { 'alt+n', function() self:move_history(1) end }, + { 'wheel_down', function() self:move_history(1) end }, + { 'wheel_left', function() end }, + { 'wheel_right', function() end }, + { 'ctrl+left', function() self:prev_word() end }, + { 'alt+b', function() self:prev_word() end }, + { 'ctrl+right', function() self:next_word() end }, + { 'alt+f', function() self:next_word() end }, + { 'ctrl+a', function() self:go_home() end }, + { 'home', function() self:go_home() end }, + { 'ctrl+e', function() self:go_end() end }, + { 'end', function() self:go_end() end }, + { 'ctrl+shift+f', function() self:handle_pgdown() end }, + { 'ctrl+shift+b', function() self:handle_pgup() end }, + { 'pgdwn', function() self:handle_pgdown() end }, + { 'pgup', function() self:handle_pgup() end }, + { 'ctrl+c', function() self:clear() end }, + { 'ctrl+d', function() self:handle_del() end }, + { 'ctrl+u', function() self:del_to_start() end }, + { 'ctrl+v', function() self:paste(true) end }, + { 'meta+v', function() self:paste(true) end }, + { 'ctrl+bs', function() self:del_word() end }, + { 'ctrl+w', function() self:del_word() end }, + { 'ctrl+del', function() self:del_next_word() end }, + { 'alt+d', function() self:del_next_word() end }, + { 'kp_dec', function() self:handle_char_input('.') end }, + } + + for i = 0, 9 do + bindings[#bindings + 1] = + { 'kp' .. i, function() self:handle_char_input('' .. i) end } + end + + return bindings +end + +function em:text_input(info) + if info.key_text and (info.event == "press" or info.event == "down" + or info.event == "repeat") + then + self:handle_char_input(info.key_text) + end +end + +function em:define_key_bindings() + if #self.key_bindings > 0 then + return + end + for _, bind in ipairs(self:get_bindings()) do + -- Generate arbitrary name for removing the bindings later. + local name = "search_" .. (#self.key_bindings + 1) + self.key_bindings[#self.key_bindings + 1] = name + mp.add_forced_key_binding(bind[1], name, bind[2], { repeatable = true }) + end + mp.add_forced_key_binding("any_unicode", "search_input", function(...) + self:text_input(...) + end, { repeatable = true, complex = true }) + self.key_bindings[#self.key_bindings + 1] = "search_input" +end + +function em:undefine_key_bindings() + for _, name in ipairs(self.key_bindings) do + mp.remove_key_binding(name) + end + self.key_bindings = {} +end + +------------------------------------------------------------------------------- +-- END ORIGINAL MPV CODE -- +------------------------------------------------------------------------------- + +return em diff --git a/script-opts/README.md b/script-opts/README.md new file mode 100644 index 0000000..eb0be2c --- /dev/null +++ b/script-opts/README.md @@ -0,0 +1,19 @@ +### 该文件夹下存放mpv脚本的对应设置文件 + +通常脚本设置文件名与所属脚本文件同名，注意脚本文件名中的`-`默认需转译成`_`。实际以脚本开发者设定为准。 + +脚本设置文件切勿美化格式（例如加入无意义的空格）；切勿在参数后注释（应单独另起一行写注释）。 + +脚本及其设置文件可能不支持windows的CRLF换行（尝试更改为LF）。 + +以上所述情况在自行修改的过程中都可能导致脚本设置文件（部分）失效。 + +以下为mpv内置脚本所使用的设置文件： + +``` +console.conf +osc.conf +stats.conf +ytdl_hook.conf +``` + diff --git a/script-opts/auto_save_state.conf b/script-opts/auto_save_state.conf new file mode 100644 index 0000000..ad69b83 --- /dev/null +++ b/script-opts/auto_save_state.conf @@ -0,0 +1,4 @@ +# 设置自动保存文件播放进度及状态的时间间隔，单位为秒。默认值：60 秒 +save_interval=60 +# 设置文件播放进度的百分比，满足时自动删除文件播放进度及状态。默认值：99 +percent_pos=99 \ No newline at end of file diff --git a/script-opts/autoload.conf b/script-opts/autoload.conf new file mode 100644 index 0000000..427d34d --- /dev/null +++ b/script-opts/autoload.conf @@ -0,0 +1,34 @@ +###不支持参数后注释，须另起一行 + +##禁用所有自动加载相关功能，默认：no +#disabled=yes + +##是否自动加载当前目录（不含子目录）所有图片到播放列表，默认：yes +#images=no + +##是否自动加载当前目录（不含子目录）所有视频到播放列表，默认：yes +#videos=no + +##是否自动加载当前目录（不含子目录）所有音频到播放列表，默认：yes +#audio=no + +##指定额外需要用于加载的图片、视频和音频扩展白名单 +additional_image_exts=jfif +additional_video_exts=asf,f4v,rm,ts,vob +additional_audio_exts=dsf,spx + +## 打开文件时，选择递归、懒惰或忽略全部子目录 +directory_mode=ignore + +##是否掠过隐藏文件，默认：yes +#ignore_hidden=no + +##指定需要略过的文件名模式，多个模式之间用逗号分隔。默认值为空 +##支持 lua 模式写法，可使用 % 转义 , +#ignore_patterns=^~,^bak-,%.bak$ + +#是否只自动载入相同类型的文件（视频、音频、图片），默认：no +same_type=yes + +#是否只自动载入相似系列的文件，默认：no +#same_series=yes \ No newline at end of file diff --git a/script-opts/autosubsync.conf b/script-opts/autosubsync.conf new file mode 100644 index 0000000..d1f3f29 --- /dev/null +++ b/script-opts/autosubsync.conf @@ -0,0 +1,28 @@ +# 手动指定可执行文件的绝对路径，如果以下程序不存在于环境变量中 + +# 1. ffmpeg +#ffmpeg_path=C:/Program Files/ffmpeg/bin/ffmpeg.exe +ffmpeg_path=ffmpeg + +# 2. ffsubsync +#ffsubsync_path=C:/Program Files/ffsubsync/ffsubsync.exe +#ffsubsync_path=/home/user/.local/bin/ffsubsync + +# 3. alass +#alass_path=C:/Program Files/ffmpeg/bin/alass.exe +#alass_path=/usr/bin/alass +##⇘⇘以下路径设置为在 mpv 程序所在的根目录下查找指定程序 +alass_path=alass + +# 首选的字幕同步工具。允许选项：'ffsubsync','alass','ask'. +# 如果设置为“ask”，脚本每次都会要求选择工具： + +# 1. 用于与音频同步的首选工具。('ffsubsync','alass','ask') +audio_subsync_tool=alass + +# 2. 用于与字幕同步的首选工具。('ffsubsync','alass','ask') +altsub_subsync_tool=alass + +# 禁用原字幕 (yes,no) +# 尝试字幕同步操作完成后，告诉 mpv 忽略原来的字幕轨道 +unload_old_sub=no \ No newline at end of file diff --git a/script-opts/blacklist_extensions.conf b/script-opts/blacklist_extensions.conf new file mode 100644 index 0000000..69afb59 --- /dev/null +++ b/script-opts/blacklist_extensions.conf @@ -0,0 +1,12 @@ +# 黑名单或白名单只需设置其中一种 + +# 白名单，只允许视频格式 +#whitelist=3gp,amr,amv,asf,avi,avi,bdmv,f4v,flv,ifo,iso,m2ts,m4v,mkv,mov,mp4,mpeg,mpg,ogv,rm,rmvb,ts,vob,webm,wmv + +# 或者，视频附近常见的黑名单格式 +blacklist=mpls,mks,mka,weba,aqt,ass,gsub,idx,jss,lrc,mks,pgs,pjs,psb,rt,slt,smi,sub,sup,sbv,srt,ssa,ssf,ttxt,txt,usf,vt,vtt + +remove_files_without_extension=yes + +# 脚本仅在播放开始时生效，禁用则在播放列表更改时也会生效 +oneshot=no diff --git a/script-opts/chapter_make_read.conf b/script-opts/chapter_make_read.conf new file mode 100644 index 0000000..4990653 --- /dev/null +++ b/script-opts/chapter_make_read.conf @@ -0,0 +1,29 @@ +#是否启用自动读取并加载外部章节文件。默认：yes +autoload=yes +#是否启用自动导出章节文件 (当章节信息更改后)。默认：no +autosave=no +#是否使用外部章节信息覆盖视频内部章节信息。默认：no +force_overwrite=no +#指定外部章节文件的标识及扩展名 +chapter_file_ext=.chp +#选择外部章节文件是否需要匹配源文件的扩展名。默认：yes +basename_with_ext=yes +#从视频文件同目录下的指定子目录读取外部章节文件 +#注意：脚本优先从指定的子目录读取外部章节文件 +#当子目录的文件不存在时会继续尝试在视频文件同目录中读取外部章节文件 +external_chapter_subpath=chapters +#是否将章节文件统一存储在配置的全局目录中，网络文件将始终使用全局目录。默认：no +global_chapters=no +#指定章节文件的全局目录的路径。可以是 mpv 支持的相对路径或绝对路径 +global_chapters_dir=~~/files/chapters +#是否在全局目录中使用哈希值保存章节文件名。默认：no +##如果设置为'no'，章节文件将以相应的媒体文件命名，可能会导致冲突 +##使用哈希可防止同名但位于不同目录中的媒体文件获取相同的章节文件 +##但如果您将文件移动到不同的目录，哈希值将更改导致无法加载章节文件 +hash=no +#设置创建新章节时是否默认打开重命名输入功能。默认：yes +ask_for_title=yes +#设置询问新章节标题时的占位符名称 +placeholder_title=Chapter +#设置询问章节标题时是否暂停播放。默认：yes +pause_on_input=yes \ No newline at end of file diff --git a/script-opts/chapterskip.conf b/script-opts/chapterskip.conf new file mode 100644 index 0000000..29b9a23 --- /dev/null +++ b/script-opts/chapterskip.conf @@ -0,0 +1,8 @@ +# 是否启用自动跳过。默认：no +enabled=no +# 每个章节名仅跳过一次。默认：yes +skip_once=yes +# 章节名匹配规则（Lua 正则） +categories=opening>^OP/ OP$/^[Oo]pening/[Oo]pening$/^Intro%s*Start/オープニング$/^片头$/片头开始$; ending>^ED/ ED$/^[Ee]nding/[Ee]nding$/エンディング$; credits>^[Cc]redits/[Cc]redits$; prologue>^[Pp]rologue/^[Ii]ntro$; preview>[Pp]review$/^[Pp]review/予告$/預告$; PartAB>Part [AB]/Ending 1; PartC>Part C +# 需要跳过的章节类别 +skip=opening;ending;credits;prologue;preview diff --git a/script-opts/command_palette.conf b/script-opts/command_palette.conf new file mode 100644 index 0000000..8a50dff --- /dev/null +++ b/script-opts/command_palette.conf @@ -0,0 +1,8 @@ +#指定命令面板的字体大小，默认值：16 +font_size=26 +#指定字体大小是否随窗口大小缩放，默认值：no +scale_by_window=yes +#指定命令面板的菜单项的显示数量，默认值：12 +lines_to_show=12 +#指定是否在打开命令面板时暂停播放，默认值：no +pause_on_open=yes \ No newline at end of file diff --git a/script-opts/commands.conf b/script-opts/commands.conf new file mode 100644 index 0000000..17d5de7 --- /dev/null +++ b/script-opts/commands.conf @@ -0,0 +1,6 @@ +###此配置不支持参数后注释，须另起一行 + +# 是否将命令历史记录保存到文件并加载它。默认：no +persist_history=yes +# 命令历史记录文件的路径。默认：~~state/command_history.txt +history_path=~~/files/command_history.txt \ No newline at end of file diff --git a/script-opts/console.conf b/script-opts/console.conf new file mode 100644 index 0000000..bcc22ba --- /dev/null +++ b/script-opts/console.conf @@ -0,0 +1,37 @@ +###此配置不支持参数后注释，须另起一行 + +# 指定控制台显示补全时使用的等宽字体。其他情况使用 --osd-font +#monospace_font=Noto Sans Mono CJK SC +# 字体大小默认 24。最终大小将与缩放率相乘 +#font_size=24 +# 设置用于 REPL 和控制台的字体边框大小。默认值：1.32 +border_size=1.3 +# 菜单背景的透明度。范围从 0（不透明）到 255（完全透明）。默认值：80 +background_alpha=50 +# 菜单的内边距。默认值：10 +#padding=10 +# 菜单边框的大小。默认值：0 +#menu_outline_size=0 +# 菜单边框的颜色。默认值：#FFFFFF +#menu_outline_color=#FFFFFF +# 菜单的圆角半径。默认值：8 +#orner_radius=8 +# 菜单所选项的颜色。默认值：#222222 +#selected_color=#222222 +# 菜单所选项的背景颜色。默认值：#FFFFFF +#selected_back_color=#FFFFFF +# 与搜索字符串匹配的字符的颜色。默认值：#0088FF +#match_color=#0088FF +# 是否使用窗口高度缩放控制台。可以是 yes、no 或 auto，取决于--osd-scale-by-window 选项。默认值：auto +#scale_with_window=auto +# 查询时是否使用精确搜索而非模糊搜索，默认值：no +# 在查询前加上 ' 字符可强制启用精确匹配 +#exact_match=no +# 设置 Tab 自动补全是否区分大小写。仅适用于 ASCII 字符 +## 默认值：在 Windows 上为 no，在其他平台上为 yes +#case_sensitive=no +# 删除历史记录中的重复条目，以便仅保留最新的条目。默认：yes +history_dedup=yes +# 设置字体高度与字体宽度的比率，调整完成建议的表格宽度。默认值：auto +## 1.8-2.5 范围内的值对于常见的等宽字体有用 +#font_hw_ratio=auto diff --git a/script-opts/dyn_menu.conf b/script-opts/dyn_menu.conf new file mode 100644 index 0000000..e1270a4 --- /dev/null +++ b/script-opts/dyn_menu.conf @@ -0,0 +1,14 @@ +##! 注意这个菜单脚本只支持 windows 系统 +## 指定是否使用 mpv 内部的上下文菜单实现。默认值为 yes +## 需使用包含上游提交 https://github.com/mpv-player/mpv/commit/3c1e983 的 mpv 版本 +use_mpv_impl=no +### 指定是否启用 uosc 的菜单语法支持。与默认支持的 mpv.net 菜单语法不兼容，但是可以使用 uosc 的菜单语法。默认值为 no +uosc_syntax=yes +## 指定是否启用菜单标题转义。默认值为 yes +escape_title=yes +## 指定菜单标题的最大长度。默认值为 80。如果标题长度超过这个值，将会被截断 +## 设为 0 表示不限制标题长度 +max_title_length=80 +## 指定播放列表菜单项的最大数量。默认值为 20 +## 设为 0 表示禁用播放列表菜单 +max_playlist_items=20 diff --git a/script-opts/evafast.conf b/script-opts/evafast.conf new file mode 100644 index 0000000..ae9f96f --- /dev/null +++ b/script-opts/evafast.conf @@ -0,0 +1,35 @@ +# 脚本键位按下时要跳多远 +seek_distance=5 + +# 播放速度调整量，每 'speed_interval' 应用一次，直到达到上限 +speed_increase=0.1 +speed_decrease=0.1 + +# 以什么间隔应用速度调整量 +speed_interval=0.05 + +# 播放速度上限 +speed_cap=3 + +# 显示字幕时的播放速度上限，'no' 表示与 'speed_cap' 相同 +subs_speed_cap=1.5 + +# 调整前将当前速度乘以速度调整量（指数加速）。默认：no +# 使用比默认值低得多的值，例如 speed_increase=0.05, speed_decrease=0.025 +multiply_modifier=no + +# 在 OSD 上显示当前速度（如果使用 uosc，则闪烁显示速度）。默认：yes +show_speed=yes + +# 速度切换时在 OSD 上显示当前速度（如果使用 uosc，则闪烁显示速度）。默认：yes +show_speed_toggled=yes + +# 在 osd 上显示搜索操作（如果使用 uosc，则闪烁显示时间线）。默认：yes +show_seek=yes + +# 设置 'subs_speed_cap' 项时提前查看以实现更平滑的过渡。默认：no +subs_lookahead=no + +# 设置 osd 消息显示的符号，示例即默认值 +#osd_symbol={\fnmpv-osd-symbols} {\r} +#osd_rewind={\fnmpv-osd-symbols} {\r} \ No newline at end of file diff --git a/script-opts/file-browser-keybinds.json b/script-opts/file-browser-keybinds.json new file mode 100644 index 0000000..8a6f246 --- /dev/null +++ b/script-opts/file-browser-keybinds.json @@ -0,0 +1,193 @@ +[ + { + "key": "WHEEL_UP", + "command": ["script-binding", "file_browser/dynamic/scroll_up"] + }, + { + "key": "WHEEL_DOWN", + "command": ["script-binding", "file_browser/dynamic/scroll_down"] + }, + { + "key": "MBTN_LEFT", + "command": ["script-binding", "file_browser/dynamic/down_dir"] + }, + { + "key": "MBTN_RIGHT", + "command": ["script-binding", "file_browser/dynamic/up_dir"] + }, + { + "key": "MBTN_MID", + "command": ["script-binding", "file_browser/dynamic/play"] + }, + + { + "key": "KP1", + "command": ["print-text", "files: %n"], + "filter": "file", + "multiselect": true, + "multi-type": "concat", + "concat-string": "\n" + }, + { + "key": "KP1", + "command": ["print-text", "directories: %n"], + "filter": "dir", + "multiselect": true, + "multi-type": "concat", + "concat-string": "\n" + }, + { + "key": "KP1", + "command": ["print-text", "%f"], + "passthrough": true, + "name": "thing" + }, + { + "key": "KP2", + "command": ["print-text", "name: %n"], + "multiselect": true + }, + { + "key": "KP3", + "command": ["print-text", "open directory: %p"] + }, + { + "key": "KP4", + "command": ["print-text", "directory name: %d"] + }, + { + "key": "KP5", + "command": ["print-text", "escape the code: %%f"], + "multiselect": true + }, + { + "key": "KP6", + "command": ["print-text", "full filepath via concatenation: %p%n"], + "multiselect": true + }, + { + "key": "KP7", + "command": ["print-text", "quote/escape filepath: %F"], + "multiselect": true + }, + { + "key": "KP8", + "command": ["print-text", "%r"] + }, + + { + "key": "Alt+DEL", + "command": ["run", "powershell", "-command", "rm", "%F"], + "filter": "file", + "multiselect": true, + "multi-type": "concat" + }, + { + "key": "Ctrl+ENTER", + "command": ["run", "powershell", "-command", "mpv.exe", "%F"], + "multiselect": true, + "multi-type": "concat" + }, + { + "key": "Ctrl+c", + "command": [ + ["run", "powershell", "-command", "Set-Clipboard", "%F"], + ["print-text", "copied filepath to clipboard"] + ], + "multiselect": true, + "delay": 0.3 + }, + { + "key": "Ctrl+v", + "command": ["run", "powershell", "-command", "cp", "-LiteralPath", "(Get-Clipboard)", "%P"], + "multiselect": false + }, + { + "key": "Ctrl+x", + "command": ["run", "powershell", "-command", "mv", "-LiteralPath", "(Get-Clipboard)", "%P"], + "multiselect": false + }, + { + "key": "INS", + "command": ["run", "powershell", "-command", "Set-Content", "-LiteralPath", "( %P + '/.ordered-chapters.m3u' )", "-Value", "( %N )"], + "multiselect": true, + "multi-type": "concat", + "concat-string": "+'\n'+" + }, + { + "key": "Ctrl+INS", + "command": ["run", "powershell", "-command", "rm", "-LiteralPath", "( %P + '/.ordered-chapters.m3u' )", "-Force"], + "multiselect": false + }, + { + "key": "Ctrl+o", + "command": ["run", "powershell", "-command", "explorer.exe", "(( %P ).TrimEnd('/') -replace '/', '\\' )"], + "multiselect": false + }, + { + "key": "Ctrl+O", + "command": ["run", "powershell", "-command", "explorer.exe", "(( %F ).TrimEnd('/') -replace '/', '\\' )"], + "filter": "dir", + "multiselect": true + }, + { + "key": "Ctrl+O", + "command": ["run", "powershell", "-command", "explorer.exe", "'/select,'", "( %F -replace '/', '\\' )"], + "filter": "file", + "multiselect": true + }, + { + "key": "Ctrl+o", + "command": ["run", "powershell", "-command", "& 'C:/Program Files/Mozilla Firefox/firefox.exe' %P"], + "multiselect": false, + "parser": "ftp" + }, + { + "key": "Ctrl+O", + "command": ["run", "powershell", "-command", "& 'C:/Program Files/Mozilla Firefox/firefox.exe' %F"], + "filter": "dir", + "multiselect": true, + "parser": "ftp" + }, + { + "key": "DEL", + "command": [ + ["run", "powershell", "-command", "(New-Object -ComObject 'Shell.Application').NameSpace(0).ParseName((%F -replace '/', '\\' )).InvokeVerb('delete')"], + ["script-message", "delay-command", "4", "script-binding", "file_browser/dynamic/reload"], + ["show-text", "删除 %f"] + ], + "multiselect": true, + "multi-type": "repeat" + }, + + { + "key": "F", + "command": ["script-message", "favourites/add_favourite", "%f"] + }, + { + "key": "F", + "command": ["script-message", "favourites/remove_favourite", "%f"], + "parser": "favourites" + }, + { + "key": "Ctrl+UP", + "command": [ + ["script-message", "favourites/move_up", "%f"] + ], + "parser": "favourites" + }, + { + "key": "Ctrl+DOWN", + "command": [ + ["script-message", "favourites/move_down", "%f"] + ], + "parser": "favourites" + }, + { + "key": "Ctrl+r", + "command": [ + ["script-message", "winroot/import_root_drives"] + ], + "parser": "root" + } +] \ No newline at end of file diff --git a/script-opts/file_browser_favourites.txt b/script-opts/file_browser_favourites.txt new file mode 100644 index 0000000..e69de29 diff --git a/script-opts/hdr_mode.conf b/script-opts/hdr_mode.conf new file mode 100644 index 0000000..b13bbac --- /dev/null +++ b/script-opts/hdr_mode.conf @@ -0,0 +1,15 @@ +# 指定脚本的工作方式，有三种模式可选：noth、pass、switch。默认值：noth +## noth：什么也不做 +## pass：当显示器处于 HDR 模式时，为 HDR 内容传递 HDR 信号 +## switch：根据 mpv 播放的视频内容在显示器的 HDR 模式和 SDR 模式之间自动切换，在 Windows 10 及更高版本的系统上可用 +hdr_mode=noth +# 指定是否仅在全屏或窗口最大化时自动切换 HDR 模式。仅在 hdr_mode=switch 时生效，默认值：no +fullscreen_only=no +# 用于指定你的 HDR 显示器的目标峰值，默认值：203 +#! 提醒：此项必须指定显示器的真实峰值亮度，否则会导致 HDR 内容显示不正确。默认值 203 会视为 SDR 显示器处理 +target_peak=203 +# 用于指定你的 HDR 显示器的最大对比度数值，默认值：auto，即无限对比度（OLED） +#! 提醒：此项必须指定为显示器的最大对比度，否则无法正确实施黑位补偿 +## 例如 100000 表示显示器最大对比度为 100000:1 +## OLED 显示器无需更改此项，使用默认值即可 +target_contrast=auto \ No newline at end of file diff --git a/script-opts/inputevent.conf b/script-opts/inputevent.conf new file mode 100644 index 0000000..4e8300d --- /dev/null +++ b/script-opts/inputevent.conf @@ -0,0 +1,7 @@ +#是否使用外部配置文件设置增强式键位动作，默认：no +enable_external_config=yes +#指定外部配置文件的路径，可以是 mpv 支持的相对路径或绝对路径 +#注意：启用外部配置文件功能时请确保该文件存在 +external_config=~~/inputevent_key.conf +#指定键位事件的识别前缀，默认：event +prefix=event \ No newline at end of file diff --git a/script-opts/modernf.conf b/script-opts/modernf.conf new file mode 100644 index 0000000..55ab565 --- /dev/null +++ b/script-opts/modernf.conf @@ -0,0 +1,83 @@ +#choose a layout(reduced/original/mid) +#layout=original + +#show OSC when windowed? yes/no +#showwindowed= + +#show OSC when fullscreen? yes/no +#showfullscreen= + +#scaling of the controller when windowed +scalewindowed=1 + +#scaling of the controller when fullscreen +scalefullscreen=1 + +#scaling when rendered on a forced window +scaleforcedwindow=1.5 + +#scale the controller with the video? yes/no +#vidscale= + +#duration in ms until the OSC hides if no mouse movement. enforced non-negative for the user but internally negative is 'always-on'. +#hidetimeout=500 + +#duration of fade out in ms 0=no fade +#fadeduration=200 + +#minimum amount of pixels the mouse has to move between ticks to make the OSC show up +#minmousemove=3 + +#use native mpv values and disable OSC internal track list management (and some functions that depend on it) yes/no +#amaprogrammer= + +#default osc font +#font='mpv-osd-symbols' + +#show seekrange overlay yes/no +#seekrange= + +#color of seekbar and knot,there is no # before value +#seekbarfg_color="7FFFD4" + +#transparency of seekranges +seekrangealpha=128 + +#use keyframes when dragging the seekbar yes/no +#seekbarkeyframes= + +#string compatible with property-expansion to be shown as OSC title +#title='${media-title}' + +#show osc and no hide timeout on pause yes/no +showonpause=no + +#display timecodes with milliseconds yes/no +#timems=false + +#display total time instead of remaining time? yes/no +#timetotal=no + +#how mpv logo on idle +#idlescreen=yes + +#only used at init to set visibility_mode(...) auto/always/never +#visibility=always + +#whether to show window controls auto/yes/no +#windowcontrols= + +#whether to show mute button and volumne slider yes/no +#volumecontrol= + +#volume bar show processd volume yes/no +#processvolume= + +#eng=English chs=Chinese eng/chs +#language=chs + +#alpha of the background box,0 (opaque) to 255 (fully transparent) +boxalpha=128 + +#hight of deadzone,from bottom to top +#deadzone=200 diff --git a/script-opts/persist_properties.conf b/script-opts/persist_properties.conf new file mode 100644 index 0000000..3e26274 --- /dev/null +++ b/script-opts/persist_properties.conf @@ -0,0 +1,5 @@ +# options to pass to wget +## 设置 mpv 需全局记忆的选项状态 +properties=volume +## 保存文件路径 +properties_path=files/persistent_config.json \ No newline at end of file diff --git a/script-opts/playlistmanager.conf b/script-opts/playlistmanager.conf new file mode 100644 index 0000000..30e97b4 --- /dev/null +++ b/script-opts/playlistmanager.conf @@ -0,0 +1,157 @@ +###此配置不支持在激活的参数后进行注释，如有注释需求应另起一行 + +#### ------- Mpv-Playlistmanager configuration ------- #### + +#### ------- FUNCTIONAL ------- #### + +#navigation 键绑定仅在播放列表可见时强制覆盖 +#设置"no"，则可以通过任何导航键显示播放列表 +dynamic_binds=yes + +#主菜单键位绑定 +key_showplaylist= + +#按住键位时显示播放列表 +key_peek_at_playlist= + +## 动态绑定键位 不应在 input.conf 中设置（不与静态绑定的键位冲突） +## 可以绑定多个键位，用空格分离 +key_moveup=UP WHEEL_UP +key_movedown=DOWN WHEEL_DOWN +key_movepageup=PGUP MBTN_BACK +key_movepagedown=PGDWN MBTN_FORWARD +key_movebegin=HOME +key_moveend=END +key_selectfile=RIGHT +key_unselectfile=LEFT +key_playfile=ENTER MBTN_LEFT +key_removefile=DEL BS +key_closeplaylist=ESC MBTN_RIGHT + +## 额外的功能键位动态绑定 +## 可以绑定多个键位，用空格分离 +key_sortplaylist=s +key_shuffleplaylist=r R +key_reverseplaylist=S +key_loadfiles=l L +key_saveplaylist=p P + +# json 替换格式，请查看.lua 以获取说明 +# example json=[{"ext":{"all":true},"rules":[{"_":" "}]},{"ext":{"mp4":true,"mkv":true},"rules":[{"^(.+)%..+$":"%1"},{"%s*[%[%(].-[%]%)]%s*":""},{"(%w)%.(%w)":"%1 %2"}]},{"protocol":{"http":true,"https":true},"rules":[{"^%a+://w*%.?":""}]}] +# 空值，无需更换 +filename_replace=[{"protocol":{"all":true},"rules":[{"%%(%x%x)":"hex_to_char"}]},{"protocol":{"http":true,"https":true},"rules":[{"^%a[%a%d]+://localhost:.*/":""}]}] + +## 指定从目录中搜索和加载的文件类型。注：此项与 autoload.lua 脚本功能重复 +#loadfiles_filetypes=["3gp","amr","amv","asf","avi","avi","bdmv","f4v","flv","ifo","iso","m2ts","m4v","mkv","mov","mp4","mpeg","mpg","ogv","rm","rmvb","ts","vob","webm","wmv"] +#在启动时加载 1 个或多个文件到播放列表。注：此项与 autoload.lua 脚本功能重复 +loadfiles_on_start=no + +#空闲启动时从工作目录加载文件 +loadfiles_on_idle_start=no + +#总是在当前播放文件后放置加载的文件 +loadfiles_always_append=no + +#指定在初始加载后将任何文件添加到播放列表时是否进行自然排序 +sortplaylist_on_file_add=no + +#指定使用排序功能时需使用的排序方法，必须是其中之一："name-asc", "name-desc", "date-asc", "date-desc", "size-asc", "size-desc". +default_sort=name-asc + +#linux | windows | auto +system=auto + +#Use ~ 用于主目录。留空以使用 mpv/playlists +playlist_savepath= + +#播放列表打开时同步当前播放文件所在位置（pos） +sync_cursor_on_load=yes + +#每次加载新文件时显示文件标题 +show_title_on_file_load=no +#每次加载新文件时显示播放列表 +show_playlist_on_file_load=no +#选择播放文件后关闭播放列表 +close_playlist_on_playfile=no + +##是否光标移动到末尾自动切换到首位条目 +loop_cursor=yes + +#当播放列表不可见时重置光标导航 +reset_cursor_on_close=yes + +#允许播放列表管理器在文件之间导航时编写稍后观看配置 +allow_write_watch_later_config=no + +#在保存、随机播放、反转播放列表时向 OSD 输出视觉反馈 +display_osd_feedback=no + +#prefer 以显示以下文件的标题："all"，"url"，"none"。排序仍使用文件名 +prefer_titles=url + +#指定要用于标题解析的 ytdl 可执行文件，可以是绝对路径。默认：yt-dlp +youtube_dl_executable=yt-dlp + +#使用 youtube-dl/yt-dlp 解析播放列表中网址的标题，默认：no +#prefer_titles 必须设置为 "url" 或"all" 才能正常工作 +resolve_url_titles=yes + +#指定播放列表中 url 标题解析的超时时长，默认值：15s +resolve_title_timeout=15 + +#指定同时解析 url 媒体标题的数量。较高的数字可能会导致卡明显的卡顿 +concurrent_title_resolve_limit=10 + +##播放列表在 OSD 显示的时长，默认值：5s +playlist_display_timeout=5 + +##播放列表将呈现的最大行数。特殊值 -1 将自动计算，默认值：-1 +showamount=13 + +##播放列表的字体样式 +#example {\fnUbuntu\fs10\b0\bord1} equals: font=Ubuntu, size=10, bold=no, border=1 +#read http://docs.aegisub.org/3.2/ASS_Tags/ for reference of tags +#no 值默认为 mpv.conf 中的 OSD 设置 +style_ass_tags={\fnNoto Sans CJK SC\fs26\b1\bord0.5} + +##左上方的边距 +text_padding_x=10 +text_padding_y=15 + +#菜指定单打开时屏幕的不透明度，值：0.0 - 1.0（0 表示透明（默认），1 表示不透明） +curtain_opacity=0.0 + +##是否修改 MPV 的窗口标题 +set_title_stripped=no +title_prefix= +title_suffix= - mpv + +##是否切断长文件名，最大显示字符数 +slice_longfilenames=yes +slice_longfilenames_amount=100 + +##播放列表标题 +#%mediatitle or %filename = 播放文件的标题或名称 +#%pos = 播放文件的位置 +#%cursor = 导航的位置 +#%plen = 播放列表长度 +#%N = 换行符 +playlist_header=播放列表 [%cursor/%plen] + +##播放列表模板 +#%pos = 播放文件的位置 +#%name = 文件的标题或名称 +#%N = 换行符 +#也可以使用上面提到的 ASS 标签。例如： +# selected_file={\c&HFF00FF&}➔ %name | 为所选文件添加颜色 +#使用 ASS 标签，你需要为每一行重置它们 (see https://github.com/jonniek/mpv-playlistmanager/issues/20) +normal_file={\c&HFFFFFF&}□ %name +hovered_file={\c&H33FFFF&}■ %name +selected_file={\c&C1C1FF&}☑ %name +playing_file={\c&HAAAAAA&}▷ %name +playing_hovered_file={\c&H00FF00&}▶ %name +playing_selected_file={\c&C1C1FF&}☑ %name + +##播放列表被截断时的显示 +playlist_sliced_prefix=▲ +playlist_sliced_suffix=▼ diff --git a/script-opts/quality-menu.conf b/script-opts/quality-menu.conf new file mode 100644 index 0000000..3d4453b --- /dev/null +++ b/script-opts/quality-menu.conf @@ -0,0 +1,81 @@ +###### 键绑定 ###### +# 向上移动菜单光标 +up_binding=UP WHEEL_UP +# 向下移动菜单光标 +down_binding=DOWN WHEEL_DOWN +# 选择菜单项 +select_binding=ENTER MBTN_LEFT +# 关闭质量菜单 +close_menu_binding=ESC MBTN_RIGHT CTRL+F ALT+F +###### 键绑定 ###### + +# 字体大小按窗口缩放，如果为否需要更大的字体和填充大小 +scale_playlist_by_window=yes + +# 播放列表屁股样式覆盖大括号内。\keyvalue 是一个字段，额外 \ 用于 lua 中的转义 +# example {\\fnUbuntu\\fs10\\b0\\bord1} equals: font=Ubuntu, size=10, bold=no, border=1 +# 标签参考 https://aegi.vmoe.info/docs/3.0/ASS_Tags/ +# 未声明的标签将使用默认的 osd 设置 +# 这些样式将用于整个播放列表。更具体的样式实现方式并不优雅 +# 建议使用等宽字体，保持样式美观 +style_ass_tags={\\fnNoto Sans CJK SC,Noto Color Emoji\\fs25\\bord0.5} + +# 自定义游标 +# 也可以使用上面提到的 ASS 标签。例如： +# selected_and_inactive={\c&H33FFFF&}● - | 为所选格式添加颜色 +# 使用 ASS 标签，你需要为每一行重置它们 +selected_and_active={\c&H00FF00&}▶ - +selected_and_inactive={\c&H33FFFF&}● - +unselected_and_active={\c&HAAAAAA&}▷ - +unselected_and_inactive={\c&HFFFFFF&}○ - + +# 移位绘图坐标。mpv.net 兼容性所必需的 +shift_x=0 +shift_y=0 + +# 左上角的填充 +text_padding_x=5 +text_padding_y=10 + +# 菜单打开时屏幕变暗 +curtain_opacity=0.7 + +# 质量菜单超时的秒数 +menu_timeout=6 + +# 使用 youtube-dl 获取可用格式的列表（覆盖 quality_strings），默认：yes +fetch_formats=yes + +# 可供选择的 ytdl 格式字符串列表 +quality_strings_video=[ {"4320p" : "bestvideo[height<=?4320p]"}, {"2160p" : "bestvideo[height<=?2160]"}, {"1440p" : "bestvideo[height<=?1440]"}, {"1080p" : "bestvideo[height<=?1080]"}, {"720p" : "bestvideo[height<=?720]"}, {"480p" : "bestvideo[height<=?480]"}, {"360p" : "bestvideo[height<=?360]"}, {"240p" : "bestvideo[height<=?240]"}, {"144p" : "bestvideo[height<=?144]"} ] +quality_strings_audio=[ {"default" : "bestaudio"} ] + +# 打开网络视频后显示视频格式菜单，默认：yes +start_with_menu=no + +# 在列表中包含未知格式，不幸的是，选择视频或音频格式并不总是完美的 +# 设置为 yes 以确保您不会错过任何格式，但随后列表还可能包括实际上不是视频或音频的格式。已知不是视频或音频的格式仍会被过滤掉 +include_unknown=no + +# 隐藏所有格式都相同的列，默认：yes +hide_identical_columns=yes + +# 指定列的属性以什么顺序显示，使用','分隔列表，属性前加'-'可使该列左对齐 +# 对于 uosc 集成，可以将文本分成标题和提示 +## 这是通过用'|'而不是逗号分隔两列来实现的 +##可用属性有： +#resolution, width, height, fps, dynamic_range, tbr, vbr, abr, asr, +#filesize, filesize_approx, vcodec, acodec, ext, video_ext, audio_ext, +#language, format, format_note, quality +##以下属性经过特殊处理 +#size, frame_rate, bitrate_total, bitrate_video, bitrate_audio, +#codec_video, codec_audio, audio_sample_rate +columns_video=-resolution,frame_rate|dynamic_range,bitrate_video,size,-codec_video,-ext +columns_audio=language,audio_sample_rate,bitrate_audio|size,-codec_audio,-ext + +# 用于排序的列，有关可用列，请参阅'columns_video' +# 逗号分隔列表，前缀列带“-”以反转排序顺序 +# 将此内容留空可保留 yt-dlp/youtube-dl 的顺序 +# 注：拼写错误的列不会导致错误，但它们可能会影响结果 +sort_video= +sort_audio= diff --git a/script-opts/read_file.conf b/script-opts/read_file.conf new file mode 100644 index 0000000..465d0c0 --- /dev/null +++ b/script-opts/read_file.conf @@ -0,0 +1,2 @@ +# options to pass to wget +#wget_opts= \ No newline at end of file diff --git a/script-opts/select.conf b/script-opts/select.conf new file mode 100644 index 0000000..157d54a --- /dev/null +++ b/script-opts/select.conf @@ -0,0 +1,7 @@ +###此配置不支持参数后注释，须另起一行 + +# 指定历史记录条目的日期格式。这被传递给 Lua 的 os.date +# 这使用与 strftime（3）相同的格式 +history_date_format=%Y-%m-%d %H:%M:%S +# 是否仅显示具有相同路径的最后一个历史记录条目，默认：yes +hide_history_duplicates=yes \ No newline at end of file diff --git a/script-opts/simplehistory.conf b/script-opts/simplehistory.conf new file mode 100644 index 0000000..2de9a87 --- /dev/null +++ b/script-opts/simplehistory.conf @@ -0,0 +1,305 @@ +####------脚本设置-----#### + +#--打开 mpv 且没有加载视频/文件时自动运行列表。'none'表示禁用。或者选择：all, recents, distinct, protocols, fileonly, titleonly, timeonly, keywords. +auto_run_list_idle=none + +#--mpv 启动且未加载任何内容时的行为。'none'表示禁用。'resume'以自动恢复您上次播放的项目。'resume-notime'以恢复您上次播放的项目，但从头开始 +startup_idle_behavior=none + +#--在打开和关闭菜单时隐藏 OSC 空闲屏幕消息（如果多个脚本触发 osc-空闲屏幕关闭，可能会导致意外行为） +toggle_idlescreen=no + +#--更改为 0，以便项目从确切位置恢复，或减小值，以便在加载恢复点之前为您提供一些预览 +resume_offset=-10 + +#--yes 用于在发生操作时显示 OSD 消息。更改为 no 将禁用从此脚本生成的所有 osd 消息 +osd_messages=yes + +#--none: ：用于禁用。notification：将触发一条消息以恢复上一个到达的时间。force：根据阈值强制恢复上次播放 +resume_option=none + +#--0 在之前播放过同一视频时始终触发恢复选项，如果上次播放时间在视频的 5% 之后开始并在完成 5% 之前结束，则值（如 5）将仅触发恢复选项 +resume_option_threshold=5 + +#--yes 用于将历史记录时间标记为章节。no 禁用标记为章节的行为 +mark_history_as_chapter=no + +#--yes: 反转黑名单为白名单，以便将诸如路径/网址之类的东西添加到 history_blacklist 中以保存到历史记录中 +invert_history_blacklist=no + +#--设置黑名单：Paths / URLs / Websites / Files / Protocols / Extensions, 黑名单中的类型或路径将不会添加到历史记录中 +##例如：["c:\\users\\eisa01\\desktop", "c:\\users\\eisa01\\desktop\\*", "c:\\temp\\naruto-01.mp4", "youtube.com", "https://dailymotion.com/", "avi", "https://www.youtube.com/watch?v=e8YBesRKq_U", ".jpeg", "magnet:", "https://", "ftp"] +history_blacklist=[""] + +#--键绑定，用于在没有视频播放时立即加载和恢复最后一项。如果视频正在播放，它将恢复到上次找到的位置 +##! 注意：该绑定将覆盖 input.conf 中的同键位，推荐留空在 input.conf 中绑定该功能 +history_resume_keybind=[""] + +#--键绑定，用于在没有播放视频时立即加载最后一项而不恢复。如果视频正在播放，那么它将添加到播放列表中 +##! 注意：该绑定将覆盖 input.conf 中的同键位，推荐留空在 input.conf 中绑定该功能 +history_load_last_keybind=[""] + +#--键绑定，将用于打开列表以及指定的筛选器。可用的过滤器："all", "recents", "distinct", "protocols", "fileonly", "titleonly", "timeonly", "keywords". +##! 注意：该绑定将覆盖 input.conf 中的同键位，推荐留空在 input.conf 中绑定该功能 +open_list_keybind=[ ["", "distinct"], ["", "recents"] ] + +#--动态键绑定，在列表打开时使用以跳转到特定筛选器（它还允许按两次筛选器键绑定以关闭列表）。可用的过滤器："all", "recents", "distinct", "protocols", "fileonly", "titleonly", "timeonly", "keywords". +list_filter_jump_keybind=[ ["a", "all"], ["r", "recents"], ["d", "distinct"], ["f", "fileonly"], ["p", "protocols"], ["t", "titleonly"], ["l", "playing"] ] + +####------隐身设置-----#### + +#--指定是否在 MPV 启动时自动启动隐身模式 +auto_run_incognito_mode=no + +#--yes：以便自动从历史记录中删除触发隐身模式的文件，no：将文件保留在隐身模式触发的历史记录中 +delete_incognito_entry=yes + +#--"none"表示禁用，"deleted-restore"以便自动恢复进入隐身时删除的文件，"always"表示退出隐身模式后始终立即更新历史记录中的条目 +restore_incognito_entry=always + +#--键绑定，触发隐身模式。启用后播放的文件不会添加到历史记录中，直到禁用此模式 +##! 注意：该绑定将覆盖 input.conf 中的同键位，推荐留空在 input.conf 中绑定该功能 +history_incognito_mode_keybind=[""] + +####------日志记录设置------#### + +#--指定书签日志文件的保存路径。更改为'/:dir%script%'以将其放置在脚本的同一目录中，或者更改为'/:dir%mpvconf%'以将其放置在 mpv portable_config 目录中。 +##或者使用'/:var'写入任何变量，然后使用变量'/:var%APPDATA%'，您也可以使用路径，例如：'/:var%APPDATA%\mpv'或'/:var%HOME%/mpv'或指定绝对路径，例如：'C：\Users\Eisa01\Desktop\' +log_path=/:dir%mpvconf%/files + +#--名称 + 将用于存储日志数据的文件的扩展名 +log_file=mpvHistory.log + +#--日志中的日期格式（请参阅 lua 日期格式），例如:"%d/%m/%y %X" or "%d/%b/%y %X" +date_format=%A/%B %d/%m/%Y %X + +#--在 all, protocols, none 中选择保存媒体标题的类型。此选项会将媒体标题存储在日志文件中，这对于网站/协议很有用，因为标题无法仅从链接中解析 +file_title_logging=protocols + +#--在下面（逗号后）添加您希望将其标题存储在日志文件中的任何协议。这仅对 (file_title_logging = "protocols" or file_title_logging = "all") 有效 +logging_protocols=["://", "magnet:"] + +#--指定显示文件名而不是标题的范围。在 local, protocols, all, 和 none 之间进行选择 +## "local"更喜欢非协议视频的文件名。"protocols"将仅首选协议的文件名。"all"将始终使用文件名而不是标题。"none"将始终使用标题而不是文件名 +prefer_filename_over_title=local + +#--限制保存具有相同路径的条目：-1 表示无限制，0 将始终更新相同路径的条目，例如值 3 将限制为 3，然后它将在第 4 个条目开始更新旧值 +same_entry_limit=2 + +####------列表设置-------#### + +#--设置是否启用光标循环滚动 +loop_through_list=yes + +#--设置是否在到达列表中间后更新显示新项目 +list_middle_loader=yes + +#--显示文件路径而不是媒体标题 +show_paths=no + +#--在显示其名称和值之前显示每个项目的编号 +show_item_number=yes + +#--设置是否按下面指定的字符数量对长文件名进行切片 +slice_longfilenames=yes + +#--用于切片长文件名的字符数量 +slice_longfilenames_amount=80 + +#--更改最大数量以在当前列表显示更多项目 +list_show_amount=10 + +#--是否启用动态选择键绑定，条目从 0 到 9，用于在列表打开时快速选择（list_show_amount = 10 是此功能工作的最大值） +quickselect_0to9_keybind=yes + +#--是否启用双击主列表时退出列表的功能，即使列表是通过其他过滤器访问的 +main_list_keybind_twice_exits=yes + +#--巧妙地将搜索设置为不键入（当搜索框打开时），而无需按 ctrl+enter 键 +search_not_typing_smartly=yes + +#--"specific"查找日期、标题、路径/URL、时间的匹配项。"any"以根据日期，标题，路径/ URL 和时间的组合查找任何键入的搜索。"any-notime"根据日期、标题和路径/URL 的组合查找任何键入的搜索，但不查找时间（这是为了减少不需要的结果） +search_behavior=any + +####------过滤器设置-------#### +##--可用过滤器："all"以显示所有项目。或"keybinds"以显示使用键绑定插槽过滤的列表。或"recents"以显示最近添加的要记录的项目而不重复。或"distinct"以显示不同路径中文件的最近保存条目。 +##或"fileonly"以显示没有时间保存的文件。或"timeonly"以显示只有时间的文件。或"keywords"以显示具有配置中指定的匹配关键字的文件。或"playing"以显示当前播放文件的列表。 + +#--跳转到以下过滤器，并在通过左右键导航时按显示的顺序跳转。您可以更改顺序并删除不需要的筛选器 +filters_and_sequence=["all", "recents", "distinct", "protocols", "playing", "fileonly", "titleonly", "keywords"] + +#--键绑定，将用于根据 filters_and_sequence 跳转到下一个可用筛选器 +next_filter_sequence_keybind=["RIGHT", "MBTN_FORWARD"] + +#--键绑定，将用于根据 filters_and_sequence 跳转到上一个可用筛选器 +previous_filter_sequence_keybind=["LEFT", "MBTN_BACK"] + +#--是否启用循环访问过滤器的行为 +loop_through_filters=yes + +#--为您想要的"keywords"中创建一个过滤器，例如：youtube.com 将过滤掉 YouTube 上的视频。您还可以插入文件名或标题的一部分，或扩展名或路径的完整路径/部分。例如： ["youtube.com", "mp4", "naruto", "c:\\users\\eisa01\\desktop"]. 留空已禁用关键词过滤器 +keywords_filter_list=["youtube.com"] + +####------排序设置-------#### +##--可用排序：added-asc 用于首先显示最新添加的项目。或者 added-desc 用于显示添加顺序。或者 alphanum-asc 用于 A 到 Z 方法，文件名和集数先降低。或者 alphanum-desc 是它的 Z 到 A 方法。或 time-asc，time-desc 根据时间对列表进行排序 + +#--指定列表中所有不同筛选器的默认排序方法。选择范围：added-asc, added-desc, time-asc, time-desc, alphanum-asc, alphanum-desc +list_default_sort=added-asc + +#--指定特定过滤器的默认排序，例如：[ ["all", "alphanum-asc"], ["playing", "added-desc"] ] +list_filters_sort=[ ["keybinds", "keybind-asc"], ["fileonly", "alphanum-asc"], ["playing", "time-asc"] ] + +#--键绑定，用于在列表打开时循环浏览不同的可用排序 +list_cycle_sort_keybind=["alt+s"] + +####------列表设计设置------#### + +#--指定列表的对齐方式，使用数字键盘位置从 1-9 中选择，或 0 以禁用。例如：7 左上对齐，8 中上对齐，9 右上角对齐 +list_alignment=7 + +#--列表中项目显示的时间类型。选择：duration, length, remaining. +text_time_type=duration + +#--指定在保存的时间之前显示的时间分隔符样式 +time_seperator= 🕒 + +#--指定表示上面有更多项目的文本时的样式。\n 用于换行。\h 代表空格 +list_sliced_prefix=...\h\N + +#--指定表示下面有更多项目的文本时的样式 +list_sliced_suffix=... + +#--yes 启用前文本，用于在列表之前显示快速选择键绑定。no 禁用 +quickselect_0to9_pre_text=no + +#--指定列表的文本颜色，BGR 十六进制 +text_color=ffffff + +#--列表文本的字体大小 +text_scale=80 + +#--列表文本的黑色边框大小 +text_border=0.5 + +#--前光标位置的文本颜色，BGR 十六进制 +text_cursor_color=ffbf7f + +#--列表中当前光标位置的文本的字体大小 +text_cursor_scale=90 + +#--列表中当前光标位置的文本的黑色边框大小 +text_cursor_border=0.7 + +#--突出显示的多选项目的前置文本 +text_highlight_pre_text=✅ + +#--在打字模式下搜索框的颜色 +search_color_typing=ffffaa + +#--处于打字模式且处于活动状态时搜索框的颜色 +search_color_not_typing=00bfff + +#--列表标题颜色，BGR 十六进制 +header_color=00bfff + +#--列表的标题文本大小 +header_scale=100 + +#--列表标题的黑色边框大小 +header_border=0.6 + +#--要显示为列表标题的文本 +#--可用标头变量：%cursor%, %total%, %highlight%, %filter%, %search%, %listduration%, %listlength%, %listremaining% +#--仅在触发变量时显示的用户定义文本：%prefilter%, %afterfilter%, %prehighlight%, %afterhighlight% %presearch%, %aftersearch%, %prelistduration%, %afterlistduration%, %prelistlength%, %afterlistlength%, %prelistremaining%, %afterlistremaining% +#--变量说明：%cursor：显示列表中光标位置的数量。%total：当前列表中的项目总数。%highlight%：突出显示的项目总数。%filter：显示筛选器名称，%search：显示键入的搜索。仅在触发用户变量时才显示的用户定义文本示例：%prefilter：显示筛选器之前的用户定义文本，%afterfilter：显示筛选器后的用户定义文本 + +header_text=⌛ 历史菜单 [%cursor%/%total%]%prehighlight%%highlight%%afterhighlight%%prelistduration%%listduration%%afterlistduration%%prefilter%%filter%%afterfilter%%presort%%sort%%aftersort%%presearch%%search%%aftersearch% + +#--指定使用 %sort% 变量时从标头中隐藏的排序方法 +header_sort_hide_text=added-asc + +#--设置在标头中触发变量之前或之后显示的文本 +header_sort_pre_text= \{ +header_sort_after_text=} +header_filter_pre_text= [Filter: +header_filter_after_text=] +header_search_pre_text=\h\N[Search= +header_search_after_text=..] +header_highlight_pre_text=✅ +header_highlight_after_text= +header_list_duration_pre_text= 🕒 +header_list_duration_after_text= +header_list_length_pre_text= 🕒 +header_list_length_after_text= +header_list_remaining_pre_text= 🕒 +header_list_remaining_after_text= + +####-----时间格式设置-----#### +##--在第一个参数中，您可以从可用样式中定义：default, hms, hms-full, timestamp, timestamp-concise。"default"以 HH:MM:SS.sss 格式显示。"hms"以 1h 2m 3.4s 格式显示。"hms-full"与 hms 相同，但当小时和分钟为 0 时保持恒定。"timestamp"将总时间显示为时间戳 123456.700 格式。"timestamp-concise"以 123456.7 格式显示总时间（根据可用性显示和隐藏小数）。 +##--在第二个参数中，您可以定义是显示毫秒、舍入毫秒还是截断毫秒。可用选项：'truncate'以删除毫秒并保留秒数。0 删除毫秒并将秒舍入。1 或大于是要显示的毫秒数。默认值为 3 毫秒。 +##--在第三个参数中，您可以在 hour:minute:second(小时：分钟：秒) 之间定义分隔符。"default"样式自动设置为":"，"hms"，"hms-full"自动设置为" "。您可以定义自己的。一些例子： ["default"，3， "-"]，["hms-full"，5， "."]，["hms"， "truncate"， "："]，["timestamp-concise"]，["timestamp"， ["timestamp"，0]，["timestamp"， "truncate"]，["timestamp"，5] + +osd_time_format=["default", "truncate"] +list_time_format=["default", "truncate"] +header_duration_time_format=["hms", "truncate", ":"] +header_length_time_format=["hms", "truncate", ":"] +header_remaining_time_format=["hms", "truncate", ":"] + + +####------列出键绑定设置------#### +#--在下面（逗号后）添加要绑定的任何其他键绑定。或者更改引号内的字母以更改键绑定 +#--更改和添加键绑定的示例：--从 ["b", "B"] 到 ["b"]. --从 [""] 到 ["alt+b"]. --从 [""] 到 ["a" "ctrl+a", "alt+a"] + +#--键绑定，将用于在列表中向上导航 +list_move_up_keybind=["UP", "WHEEL_UP"] + +#--键绑定，将用于在列表中向下导航 +list_move_down_keybind=["DOWN", "WHEEL_DOWN"] + +#--键绑定，将用于转到列表上显示的页面的第一项 +list_page_up_keybind=["PGUP"] + +#--键绑定，将用于转到列表上显示的页面的最后一项 +list_page_down_keybind=["PGDWN"] + +#--键绑定，将用于导航到列表中的第一项 +list_move_first_keybind=["HOME"] + +#--密钥绑定，将用于导航到列表中的最后一项 +list_move_last_keybind=["END"] + +#--按键绑定，用于在按下导航键绑定时突出显示，按住 shift，然后按任何导航键绑定，例如：up, down, home, pgdwn 等。 +list_highlight_move_keybind=["SHIFT"] + +#--键绑定，将用于突出显示列表中所有显示的项目 +list_highlight_all_keybind=["ctrl+a"] + +#--键绑定，将用于从列表中删除所有当前突出显示的项目 +list_unhighlight_all_keybind=["ctrl+d"] + +#--键绑定，将用于根据光标位置加载条目 +list_select_keybind=["ENTER", "MBTN_MID"] + +#--键绑定，将用于根据光标位置向播放列表添加条目 +list_add_playlist_keybind=["CTRL+ENTER"] + +#--键绑定，将用于将所有突出显示的条目添加到播放列表 +list_add_playlist_highlighted_keybind=["SHIFT+ENTER"] + +#--将用于关闭列表的键绑定（如果搜索打开，则首先关闭搜索） +list_close_keybind=["ESC", "MBTN_RIGHT"] + +#--键绑定，将用于根据光标位置删除条目 +list_delete_keybind=["DEL"] + +#--密钥绑定，将用于从列表中删除所有突出显示的条目 +list_delete_highlighted_keybind=["SHIFT+DEL"] + +#--将用于触发搜索的密钥绑定 +list_search_activate_keybind=["ctrl+f"] + +#--键绑定，将用于在保持搜索打开的同时退出搜索的键入模式 +list_search_not_typing_mode_keybind=["ALT+ENTER"] + +#--列表打开时忽略的键绑定 +list_ignored_keybind=[""] diff --git a/script-opts/stats.conf b/script-opts/stats.conf new file mode 100644 index 0000000..ee02bcf --- /dev/null +++ b/script-opts/stats.conf @@ -0,0 +1,91 @@ +###不支持参数后注释，须另起一行 + +# -- 动态键位绑定（对应五个不同的信息页） +#key_page_1=1 +#key_page_2=2 +#key_page_3=3 +#key_page_4=4 +#key_page_0=0 + +# -- 动态键位绑定（部分页面支持上下翻页） +#key_scroll_up=UP +#key_scroll_down=DOWN +##设置滚动一次的行数。默认值：1 +#scroll_lines=1 + +##短暂显示的持续时间（秒）。默认值：4 +#duration=4 +##常驻显示的数据刷新间隔（秒），设为 0 会有 bug。默认值：1 +#redraw_delay=1 +##文本格式化（ASS）。默认值：yes +##ass_formatting=yes +##禁止其它 OSD 文本覆盖 stats 信息。默认值：no +#persistent_overlay=yes +##设为 yes 将输出传递的完整信息。默认值：no +#print_perfdata_passes=no +##如果过滤器列表的长度超过这个数目，则每行显示一个过滤器。默认值：128 +#filter_params_max_length=128 +##启用调试输出。默认值：100 +#debug=no + +# -- 图形选项和样式 +##显示性能数据的图表。默认值：no +#plot_perfdata=yes +##显示垂直同步和抖动值的图形（仅在统计信息常驻显示时）。默认值：no +#plot_vsync_ratio=yes +#plot_vsync_jitter=yes +##显示缓存值图表（第 3 页），仅在切换时显示。默认值：no +#plot_cache=no +##自动启用色调映射 LUT 可视化（仅在统计信息常驻显示时）。默认值：no +#plot_tonemapping_lut=no + +#skip_frames=5 +#global_max=yes +##切换时清除数据缓冲区。默认值：yes +#flush_graph_data=yes +#plot_bg_border_width=1.25 +#plot_bg_border_color=0000FF +#plot_bg_color=262626 +#plot_color=FFFFFF + +##指定是否使用视频缩放文本和图形。no 尝试保持大小不变，auto 使用 OSD 缩放文本和图形 +##而 OSD 使用 window 或保持恒定大小，具体取决于 --osd-scale-by-window 选项。默认值：auto +#vidscale=auto + +# -- 字体相关设定 +font=Noto Sans CJK SC,Noto Color Emoji +font_mono=Noto Sans CJK SC,Noto Color Emoji +##字体大小，默认 20 +#font_size=20 +##字体颜色 +font_color=FFFFFF +##字体边框粗细，默认 1.2 +border_size=1.5 +##字体边框颜色，默认 262626 +border_color=000000 +shadow_x_offset=0.1 +shadow_y_offset=0.1 +shadow_color=000000 +##<0-99> 字体透明度，似乎是百分比，默认 11 +alpha=0 + +# -- 自定义标头，用于设置 ASS 标签的文本输出样式 +# -- 指定此参数将忽略上面的文本样式值并使用这个字符串代替 +#custom_header= + +# -- 文本格式（ASS） +#ass_nl=\\N +#ass_indent=\\h\\h\\h\\h\\h +#ass_prefix_sep=\\h\\h +#ass_b1={\\b1} +#ass_b0={\\b0} +#ass_it1={\\i1} +#ass_it0={\\i0} +# -- Without ASS +#no_ass_nl=\n +#no_ass_indent=\t +#no_ass_prefix_sep= +#no_ass_b1=\027[1m +#no_ass_b0=\027[0m +#no_ass_it1=\027[3m +#no_ass_it0=\027[0m diff --git a/script-opts/sub-select.json b/script-opts/sub-select.json new file mode 100644 index 0000000..0f59b7a --- /dev/null +++ b/script-opts/sub-select.json @@ -0,0 +1,208 @@ +[ + { + "alang": "*", + "slang": ["chs", "sc", "zho?%-cn", "zho?%-hans", "cht", "tc", "zho?%-hant", "zho?%-tw", "zho?%-hk", "zho?%-", "chi", "zho?", "und"], + "whitelist": ["chs&j[ap]n?"], + "condition": "sub.codec ~= 'null'" + }, + { + "inherit": "^", + "whitelist": ["sc&j[ap]n?"] + }, + { + "inherit": "^", + "whitelist": ["cht&j[ap]n?"] + }, + { + "inherit": "^", + "whitelist": ["ch&j[ap]n?"] + }, + { + "inherit": "^", + "whitelist": ["tc&j[ap]n?"] + }, + { + "inherit": "^", + "whitelist": ["zh&j[ap]n?"] + }, + { + "inherit": "^", + "whitelist": ["chs&eng?"] + }, + { + "inherit": "^", + "whitelist": ["sc&eng?"] + }, + { + "inherit": "^", + "whitelist": ["cht&eng?"] + }, + { + "inherit": "^", + "whitelist": ["ch&eng?"] + }, + { + "inherit": "^", + "whitelist": ["tc&eng?"] + }, + { + "inherit": "^", + "whitelist": ["zh&eng?"] + }, + { + "inherit": "^", + "whitelist": ["中日"] + }, + { + "inherit": "^", + "whitelist": ["中英"] + }, + { + "inherit": "^", + "whitelist": ["中上英下"] + }, + { + "inherit": "^", + "whitelist": ["简英"] + }, + { + "inherit": "^", + "whitelist": ["双语"] + }, + { + "inherit": "^", + "whitelist": ["特效"] + }, + { + "inherit": "^", + "whitelist": ["简体&英文"] + }, + { + "inherit": "^", + "whitelist": ["繁英"] + }, + { + "inherit": "^", + "whitelist": ["繁体&英文"] + }, + { + "inherit": "^", + "whitelist": ["繁體&英文"] + }, + { + "inherit": "^", + "whitelist": ["chs"] + }, + { + "inherit": "^", + "whitelist": ["sc"] + }, + { + "inherit": "^", + "whitelist": ["cn"] + }, + { + "inherit": "^", + "whitelist": ["hans"] + }, + { + "inherit": "^", + "whitelist": ["cht"] + }, + { + "inherit": "^", + "blacklist": ["dutch"], + "whitelist": ["tc"] + }, + { + "inherit": "^", + "whitelist": ["hant"] + }, + { + "inherit": "^", + "whitelist": ["hk"] + }, + { + "inherit": "^", + "whitelist": ["tw"] + }, + { + "inherit": "^", + "whitelist": ["简"] + }, + { + "inherit": "^", + "whitelist": ["中"] + }, + { + "inherit": "^", + "whitelist": ["繁"] + }, + { + "alang": "*", + "slang": "und", + "blacklist": [ "sign", "song", "comment", "danmaku", "danmu", "xml" ], + "condition": "sub.codec ~= 'null'" + }, + { + "alang": "*", + "slang": ["chi", "zho?", "und"], + "whitelist": ["simplified"], + "condition": "sub.codec ~= 'null'" + }, + { + "inherit": "^", + "whitelist": ["traditional"] + }, + { + "alang": "*", + "slang": "zho?%-cn", + "condition": "sub.codec ~= 'null'" + }, + { + "inherit": "^", + "slang": "zho?%-hans" + }, + { + "inherit": "^", + "slang": "zho?%-hant" + }, + { + "inherit": "^", + "slang": "zho?%-hk" + }, + { + "inherit": "^", + "slang": "zho?%-tw" + }, + { + "inherit": "^", + "slang": "zho?%-" + }, + { + "inherit": "^", + "slang": "chi" + }, + { + "inherit": "^", + "slang": "zho?" + }, + { + "inherit": "^", + "slang": "default" + }, + { + "inherit": "^", + "slang": "forced" + }, + { + "inherit": "^", + "slang": "j[ap]n?", + "blacklist": [ "sign", "song" ] + }, + { + "inherit": "^", + "slang": "eng?", + "blacklist": [ "sign", "song" ] + } +] \ No newline at end of file diff --git a/script-opts/sub_assrt.conf b/script-opts/sub_assrt.conf new file mode 100644 index 0000000..f5aa2ed --- /dev/null +++ b/script-opts/sub_assrt.conf @@ -0,0 +1,7 @@ +# API token, 可以在 https://assrt.net 上注册账号后在个人界面获取 +#示例为脚本内预设的 key +#api_token=tNjXZUnOJWcHznHDyalNMYqqP6IdDdpQ +# 是否使用 https，默认 yes +#use_https=no +# 代理设置 +#proxy= \ No newline at end of file diff --git a/script-opts/sub_export.conf b/script-opts/sub_export.conf new file mode 100644 index 0000000..22b90a4 --- /dev/null +++ b/script-opts/sub_export.conf @@ -0,0 +1,4 @@ +#ffmpeg 所在绝对路径，或者放入环境变量 +ffmpeg_path=ffmpeg +#指定脚本在 OSD 和控制台显示的文本使用的语言，eng=English, chs=Chinese。默认值：eng +language=chs \ No newline at end of file diff --git a/script-opts/sub_select.conf b/script-opts/sub_select.conf new file mode 100644 index 0000000..2844b9c --- /dev/null +++ b/script-opts/sub_select.conf @@ -0,0 +1,24 @@ +####################################################### +## Default configuration file for mpv-sub-select ## +## https://github.com/CogentRedTester/mpv-sub-select ## +####################################################### + +# 强制启用脚本 +#! 注意：这不会覆盖 sid 选项的显式指定 +force_enable=yes + +# 基于偏好 json 文件的实验性音轨选择 +select_audio=no + +#observe 音频开关，并在 alang 更改时重新选择字幕 +observe_audio_switches=yes + +# 仅选择用字幕轨道中明确说明的强制字幕。 +# 默认情况下，在搜索特定语言的字幕轨道时， +# 强制字幕将包含在搜索结果中，并与其他曲目相同。 +# 这意味着没有办法编写专门排除强制字幕轨道的规则 +# 通过启用强制字幕，除非有规则在`slang`中明确包含"forced"，否则永远不会选择强制字幕 +explicit_forced_subs=no + +# 指定包含 "sub-select.json" 文件的文件夹 +config=~~/script-opts \ No newline at end of file diff --git a/script-opts/thumbfast.conf b/script-opts/thumbfast.conf new file mode 100644 index 0000000..dd9c486 --- /dev/null +++ b/script-opts/thumbfast.conf @@ -0,0 +1,42 @@ +# Socket 路径 (留空自动设置) +socket= + +# 缩略图缓存路径 (留空自动设置) +thumbnail= + +# 最大缩略图大小（以像素为单位）（缩小以适合） +# 当启用 hidpi 时此值会自适应缩放 +max_height=200 +max_width=200 + +# 叠加 ID +overlay_id=42 + +# 在文件加载时生成缩略图器，以更快地获得初始缩略图。默认禁用 +spawn_first=no + +# 是否退出超时未活动的缩略图进程（秒），默认 0 即禁用 +quit_after_inactivity=0 + +# 在网络播放时启用。默认禁用 +network=no + +# 在音频播放时启用。默认禁用 +audio=no + +# 启用硬件解码生成缩略图。默认禁用 +# 注意：硬解在高端显卡上可以加速生成缩略图，但在低端显卡上可能会出问题 +hwdec=yes + +# 仅限 Windows：使用原生 Windows API 写入管道（需要 LuaJIT）。默认禁用 +direct_io=yes + +# 指定 mpv 可执行文件的自定义路径。默认：mpv +mpv_path=mpv + +# 指定需要忽略的视频扩展名黑名单，这些文件无法正常生成缩略图 +blacklist_ext=bdmv,ifo + +## 指定需忽略的共享盘（挂载盘）的路径/目录（缩略图生成性能差） +## windows 示例：excluded_dir=["X:", "Z:", "F:/Download/", "Download"] +#excluded_dir=[] \ No newline at end of file diff --git a/script-opts/trackselect.conf b/script-opts/trackselect.conf new file mode 100644 index 0000000..6c7afdd --- /dev/null +++ b/script-opts/trackselect.conf @@ -0,0 +1,30 @@ +# Options are slash-separated lists of words and languages +#是否启用脚本，默认 yes +enabled=yes +#同步选择曲目，与其他脚本一起更好地工作，默认 yes +hook=yes +#模仿 mpv 的曲目列表信息，以保留用户在文件中选择的曲目，默认 no +#注意此项必须设为 no，否则脚本功能无法真正生效 +fingerprint=no +#覆盖用户的显式曲目选择，默认 no +force=no +#如果 mpv 无法做到这一点，请尝试重新选择最后一个轨道，例如当信息更改时，默认 no +smart_keep=no +## 指定需忽略的特殊协议 +special_protocols=["://", "^magnet:"] + +#视频轨道筛选项设置 +#preferred_video_lang= +#excluded_video_words= +#expected_video_words= + +#音频轨道筛选项设置 +preferred_audio_lang=japanese/jpn/jap/ja/jp/english/eng/en +preferred_audio_channels=8/6/3/2 +excluded_audio_words=commentary/cast/staff/dub/guide +expected_audio_words= + +#字幕轨道筛选项设置 +#preferred_sub_lang=chs/sc/zh-CN/zh-Hans/cht/tc/zh-Hant/zh-HK/zh-TW/chi/zh +#excluded_sub_words= +#expected_sub_words=中日/中英/中上英下/双语/特效/简/繁/中 diff --git a/script-opts/uosc.conf b/script-opts/uosc.conf new file mode 100644 index 0000000..fcbf699 --- /dev/null +++ b/script-opts/uosc.conf @@ -0,0 +1,241 @@ +# 时间轴中当前位置的显示样式。可用：line, bar +timeline_style=bar +# 时间线（line）宽度（窗口/全屏模式） +timeline_line_width=2 +# 进度条完全展开时的时间轴大小，以像素为单位，0 表示禁用 +timeline_size=30 +# 背景颜色的顶部边框，有助于在视觉上将时间轴与视频分开 +timeline_border=1 +# 指定在时间线上使用鼠标滚轮时，跳转的步进秒数。默认：5 +# 默认使用快速查找。添加 '!' 后缀以启用精确查找。示例：'5!' +timeline_step=5 +# 是否在时间轴上显示网络内容的渲染缓存指标，默认：yes +timeline_cache=yes +# 设置时间轴应始终可见的状态。使用逗号分隔，可用：paused, audio, image, video, idle, windowed, fullscreen +timeline_persistency= +# 设置何时显示始终可见的进度条（最小化时间线）。可以是：windowed(默认值), fullscreen, always, never +# 也可以使用 `toggle-progress` 命令按需切换 +progress=windowed +progress_size=2 +progress_line_width=10 + +# 以逗号分隔的项列表，用于构造时间轴上方的控制栏。设置为`never`以禁用 +# 参数规范：括在`{}`中表示值，括在`[]`中表示可选 +# 完整的条目语法：`[<[!]{disposition1}[,[!]{dispositionN}]>]{element}[:{paramN}][#{badge}[>{limit}]][?{tooltip}]` +# +# 常用属性参考： +# `{icon}` 指定图标名称的参数（例如 face）这里查询所有可用的值 https://fonts.google.com/icons?icon.platform=web&icon.set=Material+Icons&icon.style=Rounded +# `{element}`的参数及介绍： +# `{shorthand}` - 以下的可用值都是预配置好的快捷指令，可作为按钮： +# play-pause（播放/暂停）menu（菜单）subtitles（字幕轨列表）audio（音轨列表）video（视频轨列表）playlist（播放列表）chapters（章节列表）editions（版本列表） +# stream-quality（流式传输品质偏好）open-file（文件浏览器）items（播放列表/文件浏览器） +# next（跳转下一个）prev（上一个）first（首位）last（末位）audio-device（音频输出设备列表） +# fullscreen（切换全屏）loop-playlist（切换列表循环）loop-file（切换单曲循环）shuffle（切换乱序播放）autoload（自动加载文件） +# +# speed[:{scale}] （速度滑块 其中控件系数的尺寸，默认 1.3） +# command:{icon}:{command} （按下该按钮时执行的指令） +# toggle:{icon}:{prop} （切换 mpv 属性的按钮） +# +# cycle:{default_icon}:{prop}:{value1}[={icon1}][!]/{valueN}[={iconN}][!] +# 在不同 mpv 属性的值之间循环的按钮，每个值都可以选择不同的 {icon} 和激活标记。结尾处赋予可选的半角感叹号，将使该按钮成为可激活的样式。 +# +# gap[:{scale}] （留出一个间隔 其中系数的尺寸，默认 0.3） +# space（填补上两个控件之间的所有空间，对于将条目右对齐非常有用。用多个 space 可在它们之间分配空间，可用于居中对齐） +# +# 控件条目的可见性控制： +## `<[!]{disposition1}[+[!]{dispositionN}][,{more_dispositions}]>` - 可选的前缀是用于控制 {element} 的可见性 +# - `+` 创建 AND 条件，`,` 拆分为 OR 组。示例：`` -> `foo OR (bar AND baz)` +# - `{disposition}` 的可用值： +## idle 如果 mpv 处于空闲状态则为 true +## image 如果当前文件为单帧图片则为 true +## audio 如果当前文件为纯音频则为 true +## video 如果当前文件存在视频轨则为 true +## has_many_video 如果当前文件存在多个视频轨则为 true +## has_image 如果当前文件带有封面或其他图像轨道则为 true +## has_audio 如果当前文件存在音轨则为 true +## has_many_audio 如果当前文件存在多个音轨则为 true +## has_sub 如果当前文件存在字幕轨则为 true +## has_many_sub 如果当前文件存在多个字幕轨则为 true +## has_many_edition 如果当前文件存在多个版本则为 true +## has_chapter 如果当前文件存在章节则为 true +## stream 如果当前文件为流则为 true +## has_playlist 如果当前列表存在多个文件则为 true +## {mpv_prop} 任何 mpv 属性（注意：可以在脚本中设置 `user-data/foo` 以添加自定义属性） +## 可选的`!`前缀可用来反转所需的处理方式 +## 示例： +## - `stream-quality` - 仅对流媒体显示“流式传输品质偏好”按钮 +## - `audio` - 对所有存在音轨的文件显示“音轨列表”按钮，但不包括纯音频的文件 +# +# 将 `#{badge}[>{limit}]` 放在 `{element}` 参数后，可赋予它一个徽章标记。可用的 `badge` 值： +## `sub`, `audio`, `video` - 轨道计数值 +## `{mpv_prop}` - 如果 mpv 的属性值是一个数组，将显示其大小。可用的属性参见：https://mpv.io/manual/master/#property-list +## `>{limit}` 只有当它的数值高于此阈值时，才会显示徽章标记 +## 示例：`#audio>1` +# +# 将 `?{tooltip}` 放在 `{element}` 的设置后面，赋予它一个工具提示 +## 示例：`stream-quality?Stream quality` +# +# 一些可用的快捷指令的实现示范： +## menu = command:menu:script-binding uosc/menu-blurred?Menu +## subtitles = command:subtitles:script-binding uosc/subtitles#sub>1?Subtitles +## fullscreen = cycle:crop_free:fullscreen:no/yes=fullscreen_exit!?Fullscreen +## loop-playlist = cycle:repeat:loop-playlist:no/inf!?Loop playlist +## toggle:{icon}:{prop} = cycle:{icon}:{prop}:no/yes! +controls=menu,open-file,command:history:script-binding recentmenu/open?最近播放,command:bookmarks:script-binding simplebookmark/open-list?书签菜单,command:file_copy:script-binding smartcopypaste_II/open-list?剪贴菜单,gap,command:analytics:script-binding stats/display-stats-toggle?统计,stream-quality,command:image:script-binding uosc/video#video?封面,editions, + +Supported backends: +* [ffsubsync](https://github.com/smacke/ffsubsync) +* [alass](https://github.com/kaegi/alass) + +## Installation + +0. Make sure you have mpv v0.33 or higher installed. + ``` + $ mpv --version + ``` +1. Install [FFmpeg](https://wiki.archlinux.org/index.php/FFmpeg): + ``` + $ pacman -S ffmpeg + ``` + Windows users have to manually install FFmpeg from [here](https://ffmpeg.zeranoe.com/builds/). +2. Install your retiming program of choice, +[ffsubsync](https://github.com/smacke/ffsubsync), [alass](https://github.com/kaegi/alass) or both: + ``` + $ pip install ffsubsync + ``` + ``` + $ trizen -S alass-git # for Arch-based distros + ``` + +3. Download the add-on and save it to your mpv scripts folder. + + | GNU/Linux | Windows | + |---|---| + | `~/.config/mpv/scripts` | `%AppData%\mpv\scripts\` | + + To do it in one command: + + ``` + $ git clone 'https://github.com/Ajatt-Tools/autosubsync-mpv' ~/.config/mpv/scripts/autosubsync + ``` + +## Configuration + +You can skip this step if the add-on works out of the box. + +Create a config file: + +| GNU/Linux | Windows | +|---|---| +| `~/.config/mpv/script-opts/autosubsync.conf` | `%AppData%\mpv\script-opts\autosubsync.conf` | + +Example config: + +``` +# Absolute paths to the executables, if needed: + +# 1. ffmpeg +ffmpeg_path=C:/Program Files/ffmpeg/bin/ffmpeg.exe +ffmpeg_path=/usr/bin/ffmpeg + +# 2. ffsubsync +ffsubsync_path=C:/Program Files/ffsubsync/ffsubsync.exe +ffsubsync_path=/home/user/.local/bin/ffsubsync + +# 3. alass +alass_path=C:/Program Files/ffmpeg/bin/alass.exe +alass_path=/usr/bin/alass + +# Preferred retiming tool. Allowed options: 'ffsubsync', 'alass', 'ask'. +# If set to 'ask', the add-on will ask to choose the tool every time: + +# 1. Preferred tool for syncing to audio. +audio_subsync_tool=ask +audio_subsync_tool=ffsubsync +audio_subsync_tool=alass + +# 2. Preferred tool for syncing to another subtitle. +altsub_subsync_tool=ask +altsub_subsync_tool=ffsubsync +altsub_subsync_tool=alass + +# Unload old subs (yes,no) +# After retiming, tell mpv to forget the original subtitle track. +unload_old_sub=yes +unload_old_sub=no +``` + +## Notes + +* On Windows, you need to use forward slashes or double backslashes for your path. +For example, `"C:\\Users\\YourPath\\Scripts\\ffsubsync"` +or `"C:/Users/YourPath/Scripts/ffsubsync"`, +or it might not work. + +* On GNU/Linux you can use `which ffsubsync` to find out where it is. + +## Usage + +When you have an out of sync sub, press `n` to synchronize it. + +`ffsubsync` can typically take up to about 20-30 seconds +to synchronize (I've seen it take as much as 2 minutes +with a very large file on a lower end computer), so it +would probably be faster to find another, properly +synchronized subtitle with `autosub` or `trueautosub`. +Many times this is just not possible, as all available +subs for your specific language are out of sync. + +Take into account that using this script has the +same limitations as `ffsubsync`, so subtitles that have +a lot of extra text or are meant for an entirely different +version of the video might not sync properly. `alass` is supposed +to handle some edge cases better, but I haven't fully tested it yet, +obtaining similar results with both. + +Note that the script will create a new subtitle file, in the same folder +as the original, with the `_retimed` suffix at the end. + +## Issues and feedback + +If you are having trouble getting it to work or you've found a bug, +feel free to [join our community](https://tatsumoto-ren.github.io/blog/join-our-community.html) to ask directly. + +Try to check if +[ffsubsync](https://github.com/smacke/ffsubsync) +or +[alass](https://github.com/kaegi/alass) +works properly outside of `mpv` first. +If the retiming tool of choice isn't working, `autosubsync` will likely fail. \ No newline at end of file diff --git a/scripts/autosubsync/autosubsync.lua b/scripts/autosubsync/autosubsync.lua new file mode 100644 index 0000000..38f438d --- /dev/null +++ b/scripts/autosubsync/autosubsync.lua @@ -0,0 +1,559 @@ +-- Usage: +-- default keybinding: n +-- add the following to your input.conf to change the default keybinding: +-- keyname script_binding autosubsync-menu + +local mp = require('mp') +local utils = require('mp.utils') +local mpopt = require('mp.options') +local menu = require('menu') +local sub = require('subtitle') +local ref_selector +local engine_selector +local track_selector + +-- Config +-- Options can be changed here or in a separate config file. +-- Config path: ~/.config/mpv/script-opts/autosubsync.conf +local config = { + -- Change the following lines if the locations of executables differ from the defaults + -- If set to empty, the path will be guessed. + ffmpeg_path = "", + ffsubsync_path = "", + alass_path = "", + + -- Choose what tool to use. Allowed options: ffsubsync, alass, ask. + -- If set to ask, the add-on will ask to choose the tool every time. + audio_subsync_tool = "ask", + altsub_subsync_tool = "ask", + + -- After retiming, tell mpv to forget the original subtitle track. + unload_old_sub = true, +} +mpopt.read_options(config, 'autosubsync') + +local function is_empty(var) + return var == nil or var == '' or (type(var) == 'table' and next(var) == nil) +end + +----- string +local function replace(str, what, with) + if is_empty(str) then return "" end + if is_empty(what) then return str end + if with == nil then with = "" end + what = string.gsub(what, "[%(%)%.%+%-%*%?%[%]%^%$%%]", "%%%1") + with = string.gsub(with, "[%%]", "%%%%") + return string.gsub(str, what, with) +end + +local function esc_for_title(string) + string = string:gsub('^[%._%-%s]*', '') + :gsub('%.%w+$', '') + return string +end + +local function esc_for_code(trackCode) + if trackCode:find("PGS") then trackCode = "PGS" + elseif trackCode:find("SUBRIP") then trackCode = "SRT" + elseif trackCode:find("VTT") then trackCode = "VTT" + elseif trackCode:find("DVD_SUB") then trackCode = "VOB_SUB" + elseif trackCode:find("DVB_SUB") then trackCode = "DVB_SUB" + elseif trackCode:find("DVB_TELE") then trackCode = "TELETEXT" + elseif trackCode:find("ARIB") then trackCode = "ARIB" + end + return trackCode +end + +-- Snippet borrowed from stackoverflow to get the operating system +-- originally found at: https://stackoverflow.com/a/30960054 +local os_name = (function() + if os.getenv("HOME") == nil then + return function() + return "Windows" + end + else + return function() + return "*nix" + end + end +end)() + +local os_temp = (function() + if os_name() == "Windows" then + return function() + return os.getenv('TEMP') + end + else + return function() + return '/tmp/' + end + end +end)() + +-- Courtesy of https://stackoverflow.com/questions/4990990/check-if-a-file-exists-with-lua +local function file_exists(filepath) + if not filepath then + return false + end + local f = io.open(filepath, "r") + if f ~= nil then + io.close(f) + return true + else + return false + end +end + +local function find_executable(name) + local os_path = os.getenv("PATH") or "" + local fallback_path = utils.join_path("/usr/bin", name) + local exec_path + for path in os_path:gmatch("[^:]+") do + exec_path = utils.join_path(path, name) + if file_exists(exec_path) then + return exec_path + end + end + return fallback_path +end + +local function notify(message, level, duration) + level = level or 'info' + duration = duration or 1 + mp.msg[level](message) + mp.osd_message(message, duration) +end + +local function subprocess(args) + return mp.command_native { + name = "subprocess", + playback_only = false, + capture_stdout = true, + args = args + } +end + +local url_decode = function(url) + local function hex_to_char(x) + return string.char(tonumber(x, 16)) + end + if url ~= nil then + url = url:gsub("^file://", "") + url = url:gsub("+", " ") + url = url:gsub("%%(%x%x)", hex_to_char) + return url + else + return + end +end + +local function get_loaded_tracks(track_type) + local result = {} + local track_list = mp.get_property_native('track-list') + for _, track in pairs(track_list) do + if track.type == track_type then + track['external-filename'] = track.external and url_decode(track['external-filename']) + table.insert(result, track) + end + end + return result +end + +local function get_active_track(track_type) + local track_list = mp.get_property_native('track-list') + for num, track in ipairs(track_list) do + if track.type == track_type and track.selected == true then + if track.external then + track['external-filename'] = url_decode(track['external-filename']) + end + if not (track_type == 'sub' and track.id == mp.get_property_native('secondary-sid')) then + return num, track + end + end + end + return notify(string.format("错误: 没有选择类型为 '%s' 的轨道", track_type), "error", 3) +end + +local function remove_extension(filename) + return filename:gsub('%.%w+$', '') +end + +local function get_extension(filename) + return filename:match("^.+(%.%w+)$") +end + +local function startswith(str, prefix) + return string.sub(str, 1, string.len(prefix)) == prefix +end + +local function mkfp_retimed(sub_path) + if not startswith(sub_path, os_temp()) then + return table.concat { remove_extension(sub_path), '_retimed', get_extension(sub_path) } + else + return table.concat { remove_extension(mp.get_property("path")), '_retimed', get_extension(sub_path) } + end +end + +local function engine_is_set() + local subsync_tool = ref_selector:get_subsync_tool() + if is_empty(subsync_tool) or subsync_tool == "ask" then + return false + else + return true + end +end + +local function extract_to_file(subtitle_track) + local codec_ext_map = { subrip = "srt", ass = "ass" } + local ext = codec_ext_map[subtitle_track['codec']] + if ext == nil then + return notify(string.format("错误: 不支持的格式: %s", subtitle_track['codec']), "error", 3) + end + local temp_sub_fp = utils.join_path(os_temp(), 'autosubsync_extracted.' .. ext) + notify("提取内封字幕...", nil, 3) + local screenx, screeny, aspect = mp.get_osd_size() + mp.set_osd_ass(screenx, screeny, "{\\an9}● ") + local ret = subprocess { + config.ffmpeg_path, + "-hide_banner", + "-nostdin", + "-y", + "-loglevel", "quiet", + "-an", + "-vn", + "-i", mp.get_property("path"), + "-map", "0:" .. (subtitle_track and subtitle_track['ff-index'] or 's'), + "-f", ext, + temp_sub_fp + } + mp.set_osd_ass(screenx, screeny, "") + if ret == nil or ret.status ~= 0 then + return notify("无法提取内封字幕.\n请先确保在脚本配置文件中为 ffmpeg 指定了正确的路径\n并确保视频有内封字幕.", "error", 7) + end + return temp_sub_fp +end + +local function sync_subtitles(ref_sub_path) + local reference_file_path = ref_sub_path or mp.get_property("path") + local _, sub_track = get_active_track('sub') + if sub_track == nil then + return + end + local subtitle_path = sub_track.external and sub_track['external-filename'] or extract_to_file(sub_track) + local engine_name = engine_selector:get_engine_name() + local engine_path = config[engine_name .. '_path'] + + if not file_exists(subtitle_path) then + return notify( + table.concat { + "字幕同步失败:\n无法找到 ", + subtitle_path or "外部字幕文件." + }, + "error", + 3 + ) + end + + local retimed_subtitle_path = mkfp_retimed(subtitle_path) + + notify(string.format("开始 %s...", engine_name), nil, 2) + + local ret + local screenx, screeny, aspect = mp.get_osd_size() + if engine_name == "ffsubsync" then + local args = { config.ffsubsync_path, reference_file_path, "-i", subtitle_path, "-o", retimed_subtitle_path } + if not ref_sub_path then + table.insert(args, '--reference-stream') + table.insert(args, '0:' .. get_active_track('audio')) + end + mp.set_osd_ass(screenx, screeny, "{\\an9}● ") + ret = subprocess(args) + mp.set_osd_ass(screenx, screeny, "") + else + mp.set_osd_ass(screenx, screeny, "{\\an9}● ") + ret = subprocess { config.alass_path, reference_file_path, subtitle_path, retimed_subtitle_path } + mp.set_osd_ass(screenx, screeny, "") + end + + if ret == nil then + return notify("解析失败或没有传递参数.", "fatal", 3) + end + + if ret.status == 0 then + local old_sid = mp.get_property("sid") + if mp.commandv("sub_add", retimed_subtitle_path) then + notify("字幕同步.", nil, 2) + mp.set_property("sub-delay", 0) + if config.unload_old_sub then + mp.commandv("sub_remove", old_sid) + end + else + notify("错误: 不能添加同步字幕.", "error", 3) + end + else + notify(string.format("字幕同步失败.\n请确保在脚本配置文件中为 %s 指定了正确的路径.\n或音轨提取失败", engine_name), "error", 3) + end +end + +local function sync_to_subtitle() + local selected_track = track_selector:get_selected_track() + + if selected_track and selected_track.external then + sync_subtitles(selected_track['external-filename']) + else + local temp_sub_fp = extract_to_file(selected_track) + if temp_sub_fp then + sync_subtitles(temp_sub_fp) + os.remove(temp_sub_fp) + end + end +end + +local function sync_to_manual_offset() + local _, track = get_active_track('sub') + local sub_delay = tonumber(mp.get_property("sub-delay")) + if tonumber(sub_delay) == 0 then + return notify("没有手动调整时轴，什么都做不了！", "error", 7) + end + local file_path = track.external and track['external-filename'] or extract_to_file(track) + if file_path == nil then + return + end + + local ext = get_extension(file_path) + local codec_parser_map = { ass = sub.ASS, subrip = sub.SRT } + local parser = codec_parser_map[track['codec']] + if parser == nil then + return notify(string.format("错误: 不支持的格式: %s", track['codec']), "error", 3) + end + local s = parser:populate(file_path) + s:shift_timing(sub_delay) + if track.external == false then + os.remove(file_path) + s.filename = mp.get_property("filename/no-ext") .. "_manual_timing" .. ext + else + s.filename = remove_extension(s.filename) .. '_manual_timing' .. ext + end + s:save() + mp.commandv("sub_add", s.filename) + if config.unload_old_sub then + mp.commandv("sub_remove", track.id) + end + mp.set_property("sub-delay", 0) + return notify(string.format("手动同步保存，加载 '%s'", s.filename), "info", 7) +end + +------------------------------------------------------------ +-- Menu actions & bindings + +ref_selector = menu:new { + items = { '与音频同步', '与其他字幕同步', '保存当前时轴', '退出' }, + last_choice = 'audio', + pos_x = 50, + pos_y = 50, + rect_width = 400, + text_color = 'fff5da', + border_color = '2f1728', + active_color = 'ff6b71', + inactive_color = 'fff5da', +} + +function ref_selector:get_keybindings() + return { + { key = 'h', fn = function() self:close() end }, + { key = 'j', fn = function() self:down() end }, + { key = 'k', fn = function() self:up() end }, + { key = 'l', fn = function() self:act() end }, + { key = 'down', fn = function() self:down() end }, + { key = 'up', fn = function() self:up() end }, + { key = 'Enter', fn = function() self:act() end }, + { key = 'ESC', fn = function() self:close() end }, + { key = 'n', fn = function() self:close() end }, + { key = 'WHEEL_DOWN', fn = function() self:down() end }, + { key = 'WHEEL_UP', fn = function() self:up() end }, + { key = 'MBTN_LEFT', fn = function() self:act() end }, + { key = 'MBTN_RIGHT', fn = function() self:close() end }, + } +end + +function ref_selector:new(o) + self.__index = self + o = o or {} + return setmetatable(o, self) +end + +function ref_selector:get_ref() + if self.selected == 1 then + return 'audio' + elseif self.selected == 2 then + return 'sub' + else + return nil + end +end + +function ref_selector:get_subsync_tool() + if self.selected == 1 then + return config.audio_subsync_tool + elseif self.selected == 2 then + return config.altsub_subsync_tool + end +end + +function ref_selector:act() + self:close() + + if self.selected == 3 then + return sync_to_manual_offset() + end + if self.selected == 4 then + return + end + + engine_selector:init() +end + +function ref_selector:call_subsync() + if self.selected == 1 then + sync_subtitles() + elseif self.selected == 2 then + sync_to_subtitle() + elseif self.selected == 3 then + sync_to_manual_offset() + end +end + +function ref_selector:open() + self.selected = 1 + for _, val in pairs(self:get_keybindings()) do + mp.add_forced_key_binding(val.key, val.key, val.fn) + end + self:draw() +end + +function ref_selector:close() + for _, val in pairs(self:get_keybindings()) do + mp.remove_key_binding(val.key) + end + self:erase() +end + + +------------------------------------------------------------ +-- Engine selector + +engine_selector = ref_selector:new { + items = { 'ffsubsync', 'alass', '退出' }, + last_choice = 'ffsubsync', +} + +function engine_selector:init() + if not engine_is_set() then + engine_selector:open() + else + track_selector:init() + end +end + +function engine_selector:get_engine_name() + return engine_is_set() and ref_selector:get_subsync_tool() or self.last_choice +end + +function engine_selector:act() + self:close() + + if self.selected == 1 then + self.last_choice = 'ffsubsync' + elseif self.selected == 2 then + self.last_choice = 'alass' + elseif self.selected == 3 then + return + end + + track_selector:init() +end + +------------------------------------------------------------ +-- Track selector + +track_selector = ref_selector:new { } + +function track_selector:init() + self.selected = 0 + + if ref_selector:get_ref() == 'audio' then + return ref_selector:call_subsync() + end + + self.all_sub_tracks = get_loaded_tracks(ref_selector:get_ref()) + self.tracks = {} + self.items = {} + + local filename = mp.get_property_native('filename/no-ext') + for _, track in ipairs(self.all_sub_tracks) do + local supported_format = true + if track.external then + local ext = get_extension(track['external-filename']) + if ext ~= '.srt' and ext ~= '.ass' then + supported_format = false + end + end + + if not track.selected and supported_format then + table.insert(self.tracks, track) + table.insert( + self.items, + string.format( + "%s #%s - %s%s%s", + (track.external and 'External' or 'Internal'), + track['id'], + (track.lang or (track.title and + esc_for_title(replace(track.title, filename, '')) or 'unknown')), + (track.codec and '[' .. esc_for_code(track.codec:upper()) .. ']' or ''), + (track.selected and ' (active)' or '') + ) + ) + end + end + + if #self.items == 0 then + notify("没有找到受支持的字幕轨道.", "warn", 5) + return + end + + table.insert(self.items, "退出") + self:open() +end + +function track_selector:get_selected_track() + if self.selected < 1 then + return nil + end + return self.tracks[self.selected] +end + +function track_selector:act() + self:close() + + if self.selected == #self.items then + return + end + + ref_selector:call_subsync() +end + +------------------------------------------------------------ +-- Initialize the addon + +local function init() + for _, executable in pairs { 'ffmpeg', 'ffsubsync', 'alass' } do + local config_key = executable .. '_path' + config[config_key] = is_empty(config[config_key]) and find_executable(executable) or config[config_key] + end +end + +------------------------------------------------------------ +-- Entry point + +init() +mp.add_key_binding("n", "autosubsync-menu", function() ref_selector:open() end) \ No newline at end of file diff --git a/scripts/autosubsync/main.lua b/scripts/autosubsync/main.lua new file mode 100644 index 0000000..cabda79 --- /dev/null +++ b/scripts/autosubsync/main.lua @@ -0,0 +1 @@ +require('autosubsync') \ No newline at end of file diff --git a/scripts/autosubsync/menu.lua b/scripts/autosubsync/menu.lua new file mode 100644 index 0000000..b6a0b21 --- /dev/null +++ b/scripts/autosubsync/menu.lua @@ -0,0 +1,107 @@ +------------------------------------------------------------ +-- Menu visuals + +local mp = require('mp') +local assdraw = require('mp.assdraw') +local Menu = assdraw.ass_new() + +function Menu:new(o) + self.__index = self + o = o or {} + o.selected = o.selected or 1 + o.canvas_width = o.canvas_width or 1280 + o.canvas_height = o.canvas_height or 720 + o.pos_x = o.pos_x or 0 + o.pos_y = o.pos_y or 0 + o.rect_width = o.rect_width or 320 + o.rect_height = o.rect_height or 40 + o.active_color = o.active_color or 'ffffff' + o.inactive_color = o.inactive_color or 'aaaaaa' + o.border_color = o.border_color or '000000' + o.text_color = o.text_color or 'ffffff' + + return setmetatable(o, self) +end + +function Menu:set_position(x, y) + self.pos_x = x + self.pos_y = y +end + +function Menu:font_size(size) + self:append(string.format([[{\fs%s}]], size)) +end + +function Menu:set_text_color(code) + self:append(string.format("{\\1c&H%s%s%s&\\1a&H05&}", code:sub(5, 6), code:sub(3, 4), code:sub(1, 2))) +end + +function Menu:set_border_color(code) + self:append(string.format("{\\3c&H%s%s%s&}", code:sub(5, 6), code:sub(3, 4), code:sub(1, 2))) +end + +function Menu:apply_text_color() + self:set_border_color(self.border_color) + self:set_text_color(self.text_color) +end + +function Menu:apply_rect_color(i) + self:set_border_color(self.border_color) + if i == self.selected then + self:set_text_color(self.active_color) + else + self:set_text_color(self.inactive_color) + end +end + +function Menu:draw_text(i) + local padding = 5 + local font_size = 25 + + self:new_event() + self:pos(self.pos_x + padding, self.pos_y + self.rect_height * (i - 1) + padding) + self:font_size(font_size) + self:apply_text_color(i) + self:append(self.items[i]) +end + +function Menu:draw_item(i) + self:new_event() + self:pos(self.pos_x, self.pos_y) + self:apply_rect_color(i) + self:draw_start() + self:rect_cw(0, 0 + (i - 1) * self.rect_height, self.rect_width, i * self.rect_height) + self:draw_stop() + self:draw_text(i) +end + +function Menu:draw() + self.text = '' + for i, _ in ipairs(self.items) do + self:draw_item(i) + end + + mp.set_osd_ass(self.canvas_width, self.canvas_height, self.text) +end + +function Menu:erase() + mp.set_osd_ass(self.canvas_width, self.canvas_height, '') +end + +function Menu:up() + self.selected = self.selected - 1 + if self.selected == 0 then + self.selected = #self.items + end + self:draw() +end + +function Menu:down() + self.selected = self.selected + 1 + if self.selected > #self.items then + self.selected = 1 + end + self:draw() +end + +return Menu \ No newline at end of file diff --git a/scripts/autosubsync/subtitle.lua b/scripts/autosubsync/subtitle.lua new file mode 100644 index 0000000..2720d9f --- /dev/null +++ b/scripts/autosubsync/subtitle.lua @@ -0,0 +1,276 @@ +local P = {} + +local TimeStamp = {} +local TimeStamp_mt = { __index = TimeStamp } +function TimeStamp:new(hours, minutes, seconds) + local new = {} + new.hours = hours + new.minutes = minutes + new.seconds = seconds + return setmetatable(new, TimeStamp_mt) +end + +function TimeStamp.toTimeStamp(seconds) + local diff, h, m, s = seconds, 0, 0, 0 + h = math.floor(diff / 3600) + diff = diff - (h * 3600) + m = math.floor(diff / 60) + diff = diff - (m * 60) + s = diff + return TimeStamp:new(h, m, s) +end + +function TimeStamp:toSeconds() + return (3600 * self.hours) + (60 * self.minutes) + self.seconds +end + +function TimeStamp:adjustTime(seconds) + return self.toTimeStamp(self:toSeconds() + seconds) +end + +function TimeStamp:toString(decimal_symbol) + local seconds_fmt = string.format("%06.3f", self.seconds):gsub("%.", decimal_symbol) + return string.format("%02d:%02d:%s", self.hours, self.minutes, seconds_fmt) +end + +function TimeStamp.to_seconds(seconds, milliseconds) + return tonumber(string.format("%s.%s", seconds, milliseconds)) +end + +local AbstractSubtitle = {} +local AbstractSubtitle_mt = { __index = AbstractSubtitle } + +function AbstractSubtitle:create() + local new = {} + return setmetatable(new, AbstractSubtitle_mt) +end + +function AbstractSubtitle:save() + print(string.format("Writing '%s' to file..", self.filename)) + local f = io.open(self.filename, 'w') + f:write(self:toString()) + f:close() +end + +-- strip Byte Order Mark from file, if it's present +function AbstractSubtitle:sanitize(line) + local bom_table = { 0xEF, 0xBB, 0xBF } -- TODO maybe add other ones (like UTF-16) + local function has_bom() + for i = 1, #bom_table do + if i > #line then return false end + local ch, byte = line:sub(i, i), line:byte(i, i) + if byte ~= bom_table[i] then return false end + end + return true + end + return has_bom() and string.sub(line, #bom_table + 1) or line +end + +local function trim(s) + return s:match "^%s*(.-)%s*$" +end + +function AbstractSubtitle:parse_file(filename) + local lines = {} + for line in io.lines(filename) do + if #lines == 0 then line = self:sanitize(line) end + line = line:gsub('\r\n?', '') -- make sure there's no carriage return + line = trim(line) + table.insert(lines, line) + end + return lines +end + +function AbstractSubtitle:shift_timing(diff_seconds) + for _, entry in pairs(self.entries) do + if self.valid_entry(entry) then + entry.start_time = entry.start_time:adjustTime(diff_seconds) + entry.end_time = entry.end_time:adjustTime(diff_seconds) + end + end +end + +function AbstractSubtitle.valid_entry(entry) + return entry ~= nil +end + +local function inheritsFrom (baseClass) + local new_class = {} + local class_mt = { __index = new_class } + + function new_class:create(filename) + local instance = { + filename = filename, + language = nil, + header = nil, -- will be empty for srt, some stuff for ass + entries = {} -- list of entries + } + setmetatable(instance, class_mt) + return instance + end + + if baseClass then + setmetatable(new_class, { __index = baseClass }) + end + return new_class +end + +local SRT = inheritsFrom(AbstractSubtitle) +function SRT.entry() + return { index = nil, start_time = nil, end_time = nil, text = {} } +end + +function SRT:populate(filename) + local timestamp_fmt = "^(%d+):(%d+):(%d+),(%d+) %-%-> (%d+):(%d+):(%d+),(%d+)$" + local function parse_timestamp(timestamp) + local function to_seconds(seconds, milliseconds) + return tonumber(string.format("%s.%s", seconds, milliseconds)) + end + local _, _, from_h, from_m, from_s, from_ms, to_h, to_m, to_s, to_ms = timestamp:find(timestamp_fmt) + return TimeStamp:new(from_h, from_m, to_seconds(from_s, from_ms)), TimeStamp:new(to_h, to_m, to_seconds(to_s, to_ms)) + end + + local new = self:create(filename) + local entry = self.entry() + local f_idx, idx = 1, 1 + for _, line in pairs(self:parse_file(filename)) do + if idx == 1 and #line > 0 then + assert(line:match("^%d+$"), string.format("SRT FORMAT ERROR (line %d): expected a number but got '%s'", f_idx, line)) + entry.index = line + elseif idx == 2 then + assert(line:match("^%d+:%d+:%d+,%d+ %-%-> %d+:%d+:%d+,%d+$"), string.format("SRT FORMAT ERROR (line %d): expected a timecode string but got '%s'", f_idx, line)) + local t_start, t_end = parse_timestamp(line) + entry.start_time, entry.end_time = t_start, t_end + else + if #line == 0 then + -- end of text + if entry.index ~= nil then + table.insert(new.entries, entry) + end + entry = SRT.entry() + idx = 0 + else + table.insert(entry.text, line) + end + end + idx = idx + 1 + f_idx = f_idx + 1 + end + return new +end + +function SRT:toString() + local stringbuilder = {} + local function append(s) + table.insert(stringbuilder, s) + end + for _, entry in pairs(self.entries) do + append(entry.index) + local timestamp_string = string.format("%s --> %s", entry.start_time:toString(","), entry.end_time:toString(",")) + append(timestamp_string) + if type(entry.text) == 'table' then + append(table.concat(entry.text, "\n")) + else append(entry.text) end + append('') + end + return table.concat(stringbuilder, '\n') +end + +local ASS = inheritsFrom(AbstractSubtitle) +ASS.header_mapper = { ["Start"] = "start_time", ["End"] = "end_time" } + +function ASS.valid_entry(entry) + return entry['type'] ~= nil +end + +function ASS:toString() + local stringbuilder = {} + local function append(s) table.insert(stringbuilder, s) end + append(self.header) + append('[Events]') + for i = 1, #self.entries do + if i == 1 then + -- stringbuilder for events header + local event_sb = {}; + for _, v in pairs(self.event_header) do table.insert(event_sb, v) end + append(string.format("Format: %s", table.concat(event_sb, ", "))) + end + local entry = self.entries[i] + local entry_sb = {} + for _, col in pairs(self.event_header) do + local value = entry[col] + local timestamp_entry_column = self.header_mapper[col] + if timestamp_entry_column then + value = entry[timestamp_entry_column]:toString(".") + end + table.insert(entry_sb, value) + end + append(string.format("%s: %s", entry['type'], table.concat(entry_sb, ","))) + end + return table.concat(stringbuilder, '\n') +end + +function ASS:populate(filename, language) + local header, events, parser = {}, {}, nil + for _, line in pairs(self:parse_file(filename)) do + local _, _, event = string.find(line, "^%[([^%]]+)%]%s*$") + if event then + if event == "Events" then + parser = function(x) table.insert(events, x) end + else + parser = function(x) table.insert(header, x) end + parser(line) + end + else + parser(line) + end + end + -- create subtitle instance + local ev_regex = "^(%a+):%s(.+)$" + local function parse_event(header_columns, ev) + local function create_timestamp(timestamp_str) + local timestamp_fmt = "^(%d+):(%d+):(%d+).(%d+)" + local _, _, h, m, s, ms = timestamp_str:find(timestamp_fmt) + return TimeStamp:new(h, m, TimeStamp.to_seconds(s, ms)) + end + local new_event = {} + local _, _, ev_type, ev_values = string.find(ev, ev_regex) + new_event['type'] = ev_type + -- skipping last column, since that's the text, which can contain commas + local last_idx = 0; + for i = 1, #header_columns - 1 do + local col = header_columns[i] + local idx = string.find(ev_values, ",", last_idx + 1) + local val = ev_values:sub(last_idx + 1, idx - 1) + local timestamp_entry_column = self.header_mapper[col] + if timestamp_entry_column then + new_event[timestamp_entry_column] = create_timestamp(val) + else + new_event[col] = val + end + last_idx = idx + end + new_event[header_columns[#header_columns]] = ev_values:sub(last_idx + 1) + return new_event + end + + local sub = self:create(filename) + sub.header = table.concat(header, "\n") + sub.language = language + -- remove and process first entry in events, which is a header + local _, _, colstring = string.find(table.remove(events, 1), "^%a+:%s(.+)$") + local columns = {}; + for i in colstring:gmatch("[^%,%s]+") do table.insert(columns, i) end + sub.event_header = columns + for _, event in pairs(events) do + if #event > 0 then + table.insert(sub.entries, parse_event(columns, event)) + end + end + return sub +end + +P.AbstractSubtitle = AbstractSubtitle +P.ASS = ASS +P.SRT = SRT +return P \ No newline at end of file diff --git a/scripts/blacklist-extensions.lua b/scripts/blacklist-extensions.lua new file mode 100644 index 0000000..0990662 --- /dev/null +++ b/scripts/blacklist-extensions.lua @@ -0,0 +1,78 @@ +opts = { + blacklist="", + whitelist="", + remove_files_without_extension = false, + oneshot = true, +} +(require 'mp.options').read_options(opts) +local msg = require 'mp.msg' + +function split(input) + local ret = {} + for str in string.gmatch(input, "([^,]+)") do + ret[#ret + 1] = str + end + return ret +end + +opts.blacklist = split(opts.blacklist) +opts.whitelist = split(opts.whitelist) + +local exclude +if #opts.whitelist > 0 then + exclude = function(extension) + for _, ext in pairs(opts.whitelist) do + if extension == ext then + return false + end + end + return true + end +elseif #opts.blacklist > 0 then + exclude = function(extension) + for _, ext in pairs(opts.blacklist) do + if extension == ext then + return true + end + end + return false + end +else + return +end + +function should_remove(filename) + if string.find(filename, "://") then + return false + end + local extension = string.match(filename, "%.([^%.]+)$") + if not extension and opts.remove_file_without_extension then + return true + end + if extension and exclude(string.lower(extension)) then + return true + end + return false +end + +function process(playlist_count) + if playlist_count < 2 then return end + if opts.oneshot then + mp.unobserve_property(observe) + end + local playlist = mp.get_property_native("playlist") + local removed = 0 + for i = #playlist, 1, -1 do + if should_remove(playlist[i].filename) then + mp.commandv("playlist-remove", i-1) + removed = removed + 1 + end + end + if removed == #playlist then + msg.warn("Removed eveything from the playlist") + end +end + +function observe(k,v) process(v) end + +mp.observe_property("playlist-count", "number", observe) diff --git a/scripts/chapter-make-read.lua b/scripts/chapter-make-read.lua new file mode 100644 index 0000000..a0cc91c --- /dev/null +++ b/scripts/chapter-make-read.lua @@ -0,0 +1,618 @@ +--[[ + * chapter-make-read.lua v.2025-03-01 + * + * AUTHORS: dyphire + * License: MIT + * link: https://github.com/dyphire/mpv-scripts +--]] + +--[[ +Copyright (c) 2023 dyphire + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in all +copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. +--]] + +-- Implementation read and automatically load the namesake external chapter file. +-- The external chapter files should conform to the following formats. +-- Note: The Timestamps should use the 12-bit format of 'hh:mm:ss.sss'. +-- Note: The file encoding should be UTF-8 and the linebreak should be Unix(LF). +-- Note: The script also supports reading OGM format and MediaInfo format in addition to the following formats. +--[[ +00:00:00.000 A part +00:00:40.312 OP +00:02:00.873 B part +00:10:44.269 C part +00:22:40.146 ED +--]] + +-- This script also supports manually load/refresh,marks,edits,remove and creates external chapter files, usage: +-- Note: It can also be used to export the existing chapter information of the playback file. +-- add bindings to input.conf: +-- key script-message-to chapter_make_read load_chapter +-- key script-message-to chapter_make_read create_chapter +-- key script-message-to chapter_make_read edit_chapter +-- key script-message-to chapter_make_read remove_chapter +-- key script-message-to chapter_make_read write_chapter chp +-- key script-message-to chapter_make_read write_chapter ogm + +local msg = require 'mp.msg' +local utils = require 'mp.utils' +local options = require "mp.options" + +local o = { + autoload = true, + autosave = false, + force_overwrite = false, + -- Specifies the extension of the external chapter file. + chapter_file_ext = ".chp", + -- Select whether the external chapter file needs to match the extension of the source file. + basename_with_ext = true, + -- Specifies the subpath of the same directory as the playback file as the external chapter file path. + -- Note: The external chapter file is read from the subdirectory first. + -- If the file does not exist, it will next be read from the same directory as the playback file. + external_chapter_subpath = "chapters", + -- save all chapter files in a single global directory + global_chapters = false, + global_chapters_dir = "~~/chapters", + -- hash works only in global_chapters_dir + hash = false, + -- ask for title or leave it empty + ask_for_title = true, + -- placeholder when asking for title of a new chapter + placeholder_title = "Chapter ", + -- pause the playback when asking for chapter title + pause_on_input = true, +} + +options.read_options(o) + +local input_loaded, input = pcall(require, "mp.input") +-- Requires: https://github.com/CogentRedTester/mpv-user-input +local user_input_loaded, user_input = pcall(require, "user-input-module") + +local path = nil +local dir = nil +local fname = nil +local chapter_fullpath = nil +local all_chapters = {} +local chapter_count = 0 +local chapters_modified = false +local paused = false +local protocol = false + +local function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + +function url_decode(str) + local function hex_to_char(x) + return string.char(tonumber(x, 16)) + end + + if str ~= nil then + str = str:gsub('^%a[%a%d-_]+://', '') + :gsub('^%a[%a%d-_]+:\\?', '') + :gsub('%%(%x%x)', hex_to_char) + if str:find('://localhost:?') then + str = str:gsub('^.*/', '') + end + str = str:gsub('[\\/:%?]*', '') + return str + end +end + +--create global_chapters_dir if it doesn't exist +local global_chapters_dir = mp.command_native({ "expand-path", o.global_chapters_dir }) +if global_chapters_dir and global_chapters_dir ~= '' then + local meta = utils.file_info(global_chapters_dir) + if not meta or not meta.is_dir then + local is_windows = package.config:sub(1, 1) == "\\" + local windows_args = { 'powershell', '-NoProfile', '-Command', 'mkdir', string.format("\"%s\"", global_chapters_dir) } + local unix_args = { 'mkdir', '-p', global_chapters_dir } + local args = is_windows and windows_args or unix_args + local res = mp.command_native({ name = "subprocess", capture_stdout = true, playback_only = false, args = args }) + if res.status ~= 0 then + msg.error("Failed to create global_chapters_dir save directory " .. global_chapters_dir .. + ". Error: " .. (res.error or "unknown")) + return + end + end +end + +local function read_chapter(func) + local meta = utils.file_info(chapter_fullpath) + if not meta or not meta.is_file then return end + local f = io.open(chapter_fullpath, "r") + if not f then return end + local contents = {} + for line in f:lines() do + table.insert(contents, (func(line))) + end + f:close() + return contents +end + +local function read_chapter_table() + local line_pos = 0 + return read_chapter(function(line) + local h, m, s, t, n, l + local thin_space = string.char(0xE2, 0x80, 0x89) + local line = line:gsub(thin_space, " ") + if line:match("^%d+:%d+:%d+") ~= nil then + h, m, s = line:match("^(%d+):(%d+):(%d+[,%.]?%d+)") + s = s:gsub(',', '.') + t = h * 3600 + m * 60 + s + if line:match("^%d+:%d+:%d+[,%.]?%d+[,%s].*") ~= nil then + n = line:match("^%d+:%d+:%d+[,%.]?%d+[,%s](.*)") + n = n:gsub(":%s%a?%a?:", "") + :gsub("^%s*(.-)%s*$", "%1") + end + l = line + line_pos = line_pos + 1 + elseif line:match("^%d+:%d+[,%.]?%d+[,%s].*") ~= nil then + m, s = line:match("^(%d+):(%d+[,%.]?%d+)") + s = s:gsub(',', '.') + t = m * 60 + s + if line:match("^%d+:%d+[,%.]?%d+[,%s].*") ~= nil then + n = line:match("^%d+:%d+[,%.]?%d+[,%s](.*)") + n = n:gsub(":%s%a?%a?:", "") + :gsub("^%s*(.-)%s*$", "%1") + end + l = line + line_pos = line_pos + 1 + elseif line:match("^CHAPTER%d+=%d+:%d+:%d+") ~= nil then + h, m, s = line:match("^CHAPTER%d+=(%d+):(%d+):(%d+[,%.]?%d+)") + s = s:gsub(',', '.') + t = h * 3600 + m * 60 + s + l = line + line_pos = line_pos + 1 + elseif line:match("^CHAPTER%d+NAME=.*") ~= nil then + n = line:gsub("^CHAPTER%d+NAME=", "") + n = n:gsub("^%s*(.-)%s*$", "%1") + l = line + line_pos = line_pos + 1 + else + return + end + return { found_title = n, found_time = t, found_line = l } + end) +end + +local function refresh_globals() + path = mp.get_property("path") + if path then + protocol = is_protocol(path) + dir = utils.split_path(path) + end + + if protocol then + fname = url_decode(mp.get_property("media-title")) + elseif o.basename_with_ext then + fname = mp.get_property("filename") + else + fname = mp.get_property("filename/no-ext") + end + + all_chapters = mp.get_property_native("chapter-list") + chapter_count = mp.get_property_number("chapter-list/count") +end + +local function format_time(seconds) + local result = "" + local hours, mins, secs, msecs + if seconds <= 0 then + return "00:00:00.000"; + else + hours = string.format("%02.f", math.floor(seconds / 3600)) + mins = string.format("%02.f", math.floor(seconds / 60 - (hours * 60))) + secs = string.format("%02.f", math.floor(seconds - hours * 60 * 60 - mins * 60)) + msecs = string.format("%03.f", seconds * 1000 - hours * 60 * 60 * 1000 - mins * 60 * 1000 - secs * 1000) + result = hours .. ":" .. mins .. ":" .. secs .. "." .. msecs + end + return result +end + +-- for unix use only +-- returns a table of command path and varargs, or nil if command was not found +local function command_exists(command, ...) + msg.debug("looking for command:", command) + -- msg.debug("args:", ) + local process = mp.command_native({ + name = "subprocess", + capture_stdout = true, + capture_stderr = true, + playback_only = false, + args = {"sh", "-c", "command -v -- " .. command} + }) + + if process.status == 0 then + local command_path = process.stdout:gsub("\n", "") + msg.debug("command found:", command_path) + return {command_path, ...} + else + msg.debug("command not found:", command) + return nil + end +end + +-- returns md5 hash of the full path of the current media file +local function hash(path) + if path == nil then + msg.debug("something is wrong with the path, can't get full_path, can't hash it") + return + end + + msg.debug("hashing:", path) + + local cmd = { + name = 'subprocess', + capture_stdout = true, + playback_only = false, + } + + local args = nil + local is_unix = package.config:sub(1,1) == "/" + if is_unix then + local md5 = command_exists("md5sum") or command_exists("md5") or command_exists("openssl", "md5 | cut -d ' ' -f 2") + if md5 == nil then + msg.warn("no md5 command found, can't generate hash") + return + end + md5 = table.concat(md5, " ") + cmd["stdin_data"] = path + args = {"sh", "-c", md5 .. " | cut -d ' ' -f 1 | tr '[:lower:]' '[:upper:]'" } + else --windows + -- https://learn.microsoft.com/en-us/powershell/module/microsoft.powershell.utility/get-filehash?view=powershell-7.3 + local hash_command = [[ + $s = [System.IO.MemoryStream]::new(); + $w = [System.IO.StreamWriter]::new($s); + $w.write(']] .. path .. [['); + $w.Flush(); + $s.Position = 0; + Get-FileHash -Algorithm MD5 -InputStream $s | Select-Object -ExpandProperty Hash + ]] + + args = {"powershell", "-NoProfile", "-Command", hash_command} + end + cmd["args"] = args + msg.debug("hash cmd:", utils.to_string(cmd)) + local process = mp.command_native(cmd) + + if process.status == 0 then + local hash = process.stdout:gsub("%s+", "") + msg.debug("hash:", hash) + return hash + else + msg.warn("hash function failed") + return + end +end + +local function get_chapter_filename(path) + name = hash(path) + if name == nil then + msg.warn("hash function failed, fallback to filename") + name = fname + end + return name +end + +local function mark_chapter(force_overwrite) + refresh_globals() + if not path then return end + + local chapter_index = 0 + local chapters_time = {} + local chapters_title = {} + local fpath = dir + if protocol then + fpath = global_chapters_dir + if o.hash then fname = get_chapter_filename(path) end + elseif o.external_chapter_subpath ~= '' then + fpath = utils.join_path(dir, o.external_chapter_subpath) + local meta = utils.file_info(fpath) + if not meta or not meta.is_dir then + fpath = dir + end + end + + if o.global_chapters and global_chapters_dir and global_chapters_dir ~= '' and not protocol then + fpath = global_chapters_dir + local meta = utils.file_info(fpath) + if meta and meta.is_dir then + if o.hash then + fname = get_chapter_filename(path) + end + end + end + + local chapter_filename = fname .. o.chapter_file_ext + chapter_fullpath = utils.join_path(fpath, chapter_filename) + local fmeta = utils.file_info(chapter_fullpath) + if (not fmeta or not fmeta.is_file) and fpath ~= dir and not protocol then + if o.basename_with_ext then + fname = mp.get_property("filename") + else + fname = mp.get_property("filename/no-ext") + end + chapter_filename = fname .. o.chapter_file_ext + chapter_fullpath = utils.join_path(dir, chapter_filename) + end + local list_contents = read_chapter_table() + + if not list_contents then return end + for i = 1, #list_contents do + local chapter_time = tonumber(list_contents[i].found_time) + if chapter_time ~= nil and chapter_time >= 0 then + table.insert(chapters_time, chapter_time) + end + if list_contents[i].found_title ~= nil then + table.insert(chapters_title, list_contents[i].found_title) + end + end + if not chapters_time[1] then return end + + table.sort(chapters_time, function(a, b) return a < b end) + + if force_overwrite then all_chapters = {} end + for i = 1, #chapters_time do + chapter_index = chapter_index + 1 + all_chapters[chapter_index] = { + title = chapters_title[i] or ("Chapter " .. string.format("%02.f", chapter_index)), + time = chapters_time[i] + } + end + + table.sort(all_chapters, function(a, b) return a['time'] < b['time'] end) + + mp.set_property_native("chapter-list", all_chapters) + msg.info("load external chapter file successful: " .. chapter_filename) +end + +local function change_chapter_list(chapter_tltle, chapter_index) + local chapter_list = mp.get_property_native("chapter-list") + + if chapter_index > mp.get_property_number("chapter-list/count") then + msg.warn("can't set chapter title") + return + end + + chapter_list[chapter_index].title = chapter_tltle + mp.set_property_native("chapter-list", chapter_list) +end + +local function change_title_callback(user_input, err, chapter_index) + if user_input == nil or err ~= nil then + if paused then return elseif o.pause_on_input then mp.set_property_native("pause", false) end + msg.warn("no chapter title provided:", err) + return + end + change_chapter_list(user_input, chapter_index) + if paused then return elseif o.pause_on_input then mp.set_property_native("pause", false) end + chapters_modified = true +end + +local function input_title(default_input, cursor_pos, chapter_index) + input.get({ + prompt = 'Chapter title:', + default_text = default_input, + cursor_position = cursor_pos, + submit = function(text) + input.terminate() + change_chapter_list(text, chapter_index) + end, + closed = function() + if paused then return elseif o.pause_on_input then mp.set_property_native("pause", false) end + end + }) +end + +local function input_choice(title, chapter_index) + if not input_loaded and not user_input_loaded then + msg.error("no mpv-user-input, can't get user input, install: https://github.com/CogentRedTester/mpv-user-input") + return + end + + if input_loaded then + input_title(title, #title + 1, chapter_index) + elseif user_input_loaded then + -- ask user for chapter title + -- (+1 because mpv indexes from 0, lua from 1) + user_input.get_user_input(change_title_callback, { + request_text = "Chapter title:", + default_input = title, + cursor_pos = #title + 1, + }, chapter_index) + end +end + +local function create_chapter() + refresh_globals() + if not path then return end + + local time_pos = mp.get_property_number("time-pos") + local time_pos_osd = mp.get_property_osd("time-pos/full") + local current_chapter = mp.get_property_number("chapter") + mp.osd_message(time_pos_osd, 1) + + if chapter_count == 0 then + all_chapters[1] = { + title = o.placeholder_title .. "01", + time = time_pos + } + -- We just set it to zero here so when we add 1 later it ends up as 1 + -- otherwise it's probably "nil" + current_chapter = 0 + -- note that mpv will treat the beginning of the file as all_chapters[0] when using pageup/pagedown + -- so we don't actually have to worry if the file doesn't start with a chapter + else + -- to insert a chapter we have to increase the index on all subsequent chapters + -- otherwise we'll end up with duplicate chapter IDs which will confuse mpv + -- +2 looks weird, but remember mpv indexes at 0 and lua indexes at 1 + -- adding two will turn "current chapter" from mpv notation into "next chapter" from lua's notation + -- count down because these areas of memory overlap + for i = chapter_count, current_chapter + 2, -1 do + all_chapters[i + 1] = all_chapters[i] + end + all_chapters[current_chapter + 2] = { + title = o.placeholder_title .. string.format("%02.f", current_chapter + 2), + time = time_pos + } + end + mp.set_property_native("chapter-list", all_chapters) + mp.set_property_number("chapter", current_chapter + 1) + chapters_modified = true + + if o.ask_for_title then + local chapter_index = mp.get_property_number("chapter") + 1 + local title = o.placeholder_title .. string.format("%02.f", chapter_index) + + input_choice(title, chapter_index) + + if o.pause_on_input then + paused = mp.get_property_native("pause") + mp.set_property_bool("pause", true) + -- FIXME: for whatever reason osd gets hidden when we pause the + -- playback like that, workaround to make input prompt appear + -- right away without requiring mouse or keyboard action + mp.osd_message(" ", 0.1) + end + end +end + +local function edit_chapter() + local chapter_index = mp.get_property_number("chapter") + 1 + local chapter_list = mp.get_property_native("chapter-list") + local title = chapter_list[chapter_index + 1].title + if chapter_index == nil or chapter_index == -1 then + msg.verbose("no chapter selected, nothing to edit") + return + end + + input_choice(title, chapter_index) + + if o.pause_on_input then + paused = mp.get_property_native("pause") + mp.set_property_bool("pause", true) + -- FIXME: for whatever reason osd gets hidden when we pause the + -- playback like that, workaround to make input prompt appear + -- right away without requiring mouse or keyboard action + mp.osd_message(" ", 0.1) + end +end + +local function remove_chapter() + local chapter_count = mp.get_property_number("chapter-list/count") + + if chapter_count < 1 then + msg.verbose("no chapters to remove") + return + end + + local chapter_list = mp.get_property_native("chapter-list") + -- +1 because mpv indexes from 0, lua from 1 + local current_chapter = mp.get_property_number("chapter") + 1 + + table.remove(chapter_list, current_chapter) + msg.debug("removing chapter", current_chapter) + + mp.set_property_native("chapter-list", chapter_list) + chapters_modified = true +end + +local function write_chapter(format, force_write) + refresh_globals() + if not path or chapter_count == 0 or (not chapters_modified and not force_write) then + msg.debug("nothing to write") + return + end + + if o.global_chapters then dir = global_chapters_dir end + if o.hash and o.global_chapters then fname = get_chapter_filename(path) end + local out_path = utils.join_path(dir, fname .. o.chapter_file_ext) + local chapters = "" + local next_chapter = nil + for i = 1, chapter_count, 1 do + local current_chapter = all_chapters[i] + local time_pos = format_time(current_chapter.time) + if format == "ogm" then + next_chapter = "CHAPTER" .. string.format("%02.f", i) .. "=" .. time_pos .. "\n" .. + "CHAPTER" .. string.format("%02.f", i) .. "NAME=" .. current_chapter.title .. "\n" + elseif format == "chp" then + next_chapter = time_pos .. " " .. current_chapter.title .. "\n" + else + msg.warn("please specify the correct chapter format: chp/ogm.") + return + end + if i == 1 and (o.global_chapters or protocol) then + chapters = "# " .. path .. "\n\n" .. next_chapter + else + chapters = chapters .. next_chapter + end + end + + local file = io.open(out_path, "w") + if file == nil then + dir = global_chapters_dir + fname = url_decode(mp.get_property("media-title")) + if o.hash then fname = get_chapter_filename(path) end + out_path = utils.join_path(dir, fname .. o.chapter_file_ext) + file = io.open(out_path, "w") + end + if file == nil then + mp.error("Could not open chapter file for writing.") + return + end + file:write(chapters) + file:close() + if not o.autosave then + mp.osd_message("Export chapter file to: " .. out_path, 3) + end + msg.info("Export chapter file to: " .. out_path) +end + +-- HOOKS ----------------------------------------------------------------------- + +if o.autoload then + mp.add_hook("on_preloaded", 50, function() + if o.force_overwrite then + mark_chapter(true) + else + mark_chapter(false) + end + end) +end + +if o.autosave then + mp.add_hook("on_unload", 50, function() + write_chapter("chp", false) + end) +end + +if user_input_loaded and not input_loaded then + mp.add_hook("on_unload", 50, function() user_input.cancel_user_input() end) +end + +mp.register_script_message("load_chapter", function() mark_chapter(true) end) +mp.register_script_message("create_chapter", create_chapter, { repeatable = true }) +mp.register_script_message("remove_chapter", remove_chapter) +mp.register_script_message("edit_chapter", edit_chapter) +mp.register_script_message("write_chapter", function(format) + write_chapter(format, true) +end) \ No newline at end of file diff --git a/scripts/chapterskip.lua b/scripts/chapterskip.lua new file mode 100644 index 0000000..aa6bb38 --- /dev/null +++ b/scripts/chapterskip.lua @@ -0,0 +1,91 @@ +-- chapterskip.lua +-- +-- Ain't Nobody Got Time for That +-- +-- This script skips chapters based on their title. + +local categories = { + prologue = "^[Pp]rologue/^[Ii]ntro", + opening = "^OP/ OP$/^[Oo]pening/[Oo]pening$", + ending = "^ED/ ED$/^[Ee]nding/[Ee]nding$", + credits = "^[Cc]redits/[Cc]redits$", + preview = "[Pp]review$" +} + +local options = { + enabled = false, + skip_once = true, + categories = "", + skip = "" +} + +mp.options = require "mp.options" + +function matches(i, title) + for category in string.gmatch(options.skip, " *([^;]*[^; ]) *") do + if categories[category:lower()] then + if string.find(category:lower(), "^idx%-") == nil then + if title then + for pattern in string.gmatch(categories[category:lower()], "([^/]+)") do + if string.match(title, pattern) then + return true + end + end + end + else + for pattern in string.gmatch(categories[category:lower()], "([^/]+)") do + if tonumber(pattern) == i then + return true + end + end + end + end + end +end + +local skipped = {} +local parsed = {} + +local function toggle_chapterskip() + options.enabled = not options.enabled +end + +function chapterskip(_, current) + mp.options.read_options(options, "chapterskip") + if not options.enabled then return end + for category in string.gmatch(options.categories, "([^;]+)") do + name, patterns = string.match(category, " *([^+>]*[^+> ]) *[+>](.*)") + if name then + categories[name:lower()] = patterns + elseif not parsed[category] then + mp.msg.warn("Improper category definition: " .. category) + end + parsed[category] = true + end + local chapters = mp.get_property_native("chapter-list") + local skip = false + for i, chapter in ipairs(chapters) do + if (not options.skip_once or not skipped[i]) and matches(i, chapter.title) then + if i == current + 1 or skip == i - 1 then + if skip then + skipped[skip] = true + end + skip = i + end + elseif skip then + mp.set_property("time-pos", chapter.time) + skipped[skip] = true + return + end + end + if skip then + if mp.get_property_native("playlist-count") == mp.get_property_native("playlist-pos-1") then + return mp.set_property("time-pos", mp.get_property_native("duration")) + end + mp.commandv("playlist-next") + end +end + +mp.observe_property("chapter", "number", chapterskip) +mp.register_event("file-loaded", function() skipped = {} end) +mp.register_script_message("chapter-skip", toggle_chapterskip) \ No newline at end of file diff --git a/scripts/command_palette.lua b/scripts/command_palette.lua new file mode 100644 index 0000000..6e28586 --- /dev/null +++ b/scripts/command_palette.lua @@ -0,0 +1,1074 @@ + +-- https://github.com/stax76/mpv-scripts + +----- options + +local o = { + font_size = 16, + scale_by_window = false, + lines_to_show = 12, + pause_on_open = false, -- does not work on my system when enabled, menu won't show + resume_on_exit = "only-if-was-paused", + + -- styles + line_bottom_margin = 1, + menu_x_padding = 5, + menu_y_padding = 2, + + use_mediainfo = false, -- # true requires the MediaInfo CLI app being installed + stream_quality_options = "2160,1440,1080,720,480", + aspect_ratios = "4:3,16:9,2.35:1,1.36,1.82,0,-1", +} + +local opt = require "mp.options" +opt.read_options(o) + +----- string + +function is_empty(input) + if input == nil or input == "" then + return true + end +end + +function contains(input, find) + if not is_empty(input) and not is_empty(find) then + return input:find(find, 1, true) + end +end + +function starts_with(str, start) + return str:sub(1, #start) == start +end + +function split(input, sep) + assert(#sep == 1) -- supports only single character separator + local tbl = {} + + if input ~= nil then + for str in string.gmatch(input, "([^" .. sep .. "]+)") do + table.insert(tbl, str) + end + end + + return tbl +end + +function replace(str, what, with) + what = string.gsub(what, "[%(%)%.%+%-%*%?%[%]%^%$%%]", "%%%1") + with = string.gsub(with, "[%%]", "%%%%") + return string.gsub(str, what, with) +end + +function first_to_upper(str) + return (str:gsub("^%l", string.upper)) +end + +----- list + +function list_contains(list, value) + for _, v in pairs(list) do + if v == value then + return true + end + end +end + +----- path + +function get_temp_dir() + local is_windows = package.config:sub(1,1) == "\\" + + if is_windows then + return os.getenv("TEMP") .. "\\" + else + return "/tmp/" + end +end + +---- file + +function file_exists(path) + if is_empty(path) then return false end + local file = io.open(path, "r") + + if file ~= nil then + io.close(file) + return true + end +end + +function file_write(path, content) + local file = assert(io.open(path, "w")) + file:write(content) + file:close() +end + +----- mpv + +local utils = require "mp.utils" +local assdraw = require 'mp.assdraw' +local msg = require "mp.msg" + +----- path mpv + +function file_name(value) + local _, filename = utils.split_path(value) + return filename +end + +----- main + +local command_palette_version = 1 +mp.commandv('script-message', 'command-palette-version', command_palette_version) + +local is_older_than_v0_36 = string.find(mp.get_property("mpv-version"), 'mpv v0%.[1-3][0-5]%.') == 1 + +if not is_older_than_v0_36 then + mp.set_property_native("user-data/command-palette/version", command_palette_version) +end + +local BluRayTitles = {} + +mp.enable_messages("info") + +mp.register_event('log-message', function(e) + if e.prefix ~= "bd" then + return + end + + if contains(e.text, " 0 duration: ") then + BluRayTitles = {} + end + + if contains(e.text, " duration: ") then + local match = string.match(e.text, "%d%d:%d%d:%d%d") + + if match then + table.insert(BluRayTitles, match) + end + end +end) + +local uosc_available = false +package.path = mp.command_native({ "expand-path", "~~/script-modules/?.lua;" }) .. package.path + +local em = require "extended-menu" +local menu = em:new(o) +local menu_content = { list = {}, current_i = nil } +local media_info_cache = {} +local original_set_active_func = em.set_active +local original_get_line_func = em.get_line + +function em:get_bindings() + local bindings = { + { 'esc', function() self:set_active(false) end }, + { 'enter', function() self:handle_enter() end }, + { 'bs', function() self:handle_backspace() end }, + { 'del', function() self:handle_del() end }, + { 'ins', function() self:handle_ins() end }, + { 'left', function() self:prev_char() end }, + { 'right', function() self:next_char() end }, + { 'ctrl+f', function() self:next_char() end }, + { 'up', function() self:change_selected_index(-1) end }, + { 'down', function() self:change_selected_index(1) end }, + { 'ctrl+up', function() self:move_history(-1) end }, + { 'ctrl+down', function() self:move_history(1) end }, + { 'ctrl+left', function() self:prev_word() end }, + { 'ctrl+right', function() self:next_word() end }, + { 'home', function() self:go_home() end }, + { 'end', function() self:go_end() end }, + { 'pgup', function() self:change_selected_index(-o.lines_to_show) end }, + { 'pgdwn', function() self:change_selected_index(o.lines_to_show) end }, + { 'ctrl+u', function() self:del_to_start() end }, + { 'ctrl+v', function() self:paste(true) end }, + { 'ctrl+bs', function() self:del_word() end }, + { 'ctrl+del', function() self:del_next_word() end }, + { 'kp_dec', function() self:handle_char_input('.') end }, + { 'mbtn_left', function() self:handle_enter() end }, + { 'mbtn_right', function() self:set_active(false) end }, + { 'wheel_up', function() self:change_selected_index(-1) end }, + { 'wheel_down', function() self:change_selected_index(1) end }, + { 'mbtn_forward',function() self:change_selected_index(-o.lines_to_show) end }, + { 'mbtn_back', function() self:change_selected_index(o.lines_to_show) end }, + } + + for i = 0, 9 do + bindings[#bindings + 1] = {'kp' .. i, function() self:handle_char_input('' .. i) end} + end + + return bindings +end + +function em:set_active(active) + original_set_active_func(self, active) + + if not active then + if osc_visibility == "auto" or osc_visibility == "always" then + mp.command("script-message osc-visibility " .. osc_visibility .. " no_osd") + osc_visibility = nil + elseif uosc_available then + mp.commandv('script-message-to', 'uosc', 'disable-elements', mp.get_script_name(), '') + end + end +end + +menu.index_field = "index" + +local function format_time(t, duration) + local h = math.floor(t / (60 * 60)) + t = t - (h * 60 * 60) + local m = math.floor(t / 60) + local s = t - (m * 60) + + if duration >= 60 * 60 or h > 0 then + return string.format("%.2d:%.2d:%.2d", h, m, s) + end + + return string.format("%.2d:%.2d", m, s) +end + +function get_media_info() + local path = mp.get_property("path") + + if contains(path, "://") or not file_exists(path) then + return + end + + if media_info_cache[path] then + return media_info_cache[path] + end + + local format_file = get_temp_dir() .. mp.get_script_name() .. " media-info-format-v1.txt" + + if not file_exists(format_file) then + media_info_format = [[General;N: %FileNameExtension%\\nG: %Format%, %FileSize/String%, %Duration/String%, %OverallBitRate/String%, %Recorded_Date%\\n +Video;V: %Format%, %Format_Profile%, %Width%x%Height%, %BitRate/String%, %FrameRate% FPS\\n +Audio;A: %Language/String%, %Format%, %Format_Profile%, %BitRate/String%, %Channel(s)% ch, %SamplingRate/String%, %Title%\\n +Text;S: %Language/String%, %Format%, %Format_Profile%, %Title%\\n]] + + file_write(format_file, media_info_format) + end + + local proc_result = mp.command_native({ + name = "subprocess", + playback_only = false, + capture_stdout = true, + args = {"mediainfo", "--inform=file://" .. format_file, path}, + }) + + if proc_result.status == 0 then + local output = proc_result.stdout + + output = string.gsub(output, ", , ,", ",") + output = string.gsub(output, ", ,", ",") + output = string.gsub(output, ": , ", ": ") + output = string.gsub(output, ", \\n\r*\n", "\\n") + output = string.gsub(output, "\\n\r*\n", "\\n") + output = string.gsub(output, ", \\n", "\\n") + output = string.gsub(output, "\\n", "\n") + output = string.gsub(output, "%.000 FPS", " FPS") + output = string.gsub(output, "MPEG Audio, Layer 3", "MP3") + + media_info_cache[path] = output + + return output + end +end + +function binding_get_line(self, _, v) + local ass = assdraw.ass_new() + local cmd = self:ass_escape(v.cmd) + local key = self:ass_escape(v.key) + local comment = self:ass_escape(v.comment or '') + + if v.priority == -1 or v.priority == -2 then + local why_inactive = (v.priority == -1) and 'Inactive' or 'Shadowed' + ass:append(self:get_font_color('comment')) + + if comment ~= "" then + ass:append(comment .. '\\h') + end + + ass:append(key .. '\\h(' .. why_inactive .. ')' .. '\\h' .. cmd) + return ass.text + end + + if comment ~= "" then + ass:append(self:get_font_color('default')) + ass:append(comment .. '\\h') + end + + ass:append(self:get_font_color('accent')) + ass:append(key) + ass:append(self:get_font_color('comment')) + ass:append(' ' .. cmd) + return ass.text +end + +function command_palette_get_line(self, _, v) + local ass = assdraw.ass_new() + + if v.key == "" then + ass:append(self:get_font_color('default')) + ass:append(self:ass_escape(v.name or '')) + else + ass:append(self:get_font_color('default')) + ass:append(self:ass_escape(v.name or '') .. '\\h') + + ass:append(self:get_font_color('accent')) + ass:append(self:ass_escape("(" .. v.key .. ")")) + end + + return ass.text +end + +local function escape_codec(str) + if not str or str == '' then return '' end + + local codec_map = { + mpeg2 = "mpeg2", + dvvideo = "dv", + pcm = "pcm", + pgs = "pgs", + subrip = "srt", + vtt = "vtt", + dvd_sub = "vob", + dvb_sub = "dvb", + dvb_tele = "teletext", + arib = "arib" + } + + for key, value in pairs(codec_map) do + if str:find(key) then + return value + end + end + + return str +end + +local function format_flags(track) + local flags = "" + + for _, flag in ipairs({ + "default", "forced", "dependent", "visual-impaired", "hearing-impaired", + "image", "external" + }) do + if track[flag] then + flags = flags .. flag .. " " + end + end + + if flags == "" then + return "" + end + + return " [" .. flags:sub(1, -2) .. "]" +end + +local function format_track(track, type) + local title = track.title or '' + local filename = mp.get_property('filename/no-ext', ''):gsub("[%(%)%.%%%+%-%*%?%[%]%^%$]", "%%%0") + local codec = escape_codec(track.codec) + + if track.external and title ~= "" then + local extension = title:match("%.([^%.]+)$") + if filename ~= "" and extension then + title = title:gsub(filename .. "%.?", "") + end + if track.lang and extension + and title:lower() == track.lang:lower() .. "." .. extension:lower() then + title = extension + end + end + if title == '' then + local name = type:sub(1, 1):upper() .. type:sub(2, #type) + title = string.format('%s %02.f', name, track.id) + end + + local hints = {} + local function h(value) hints[#hints + 1] = value end + if codec ~= '' then h(codec) end + if track['demux-h'] then + h(track['demux-w'] and (track['demux-w'] .. 'x' .. track['demux-h'] or track['demux-h'] .. 'p')) + end + if track['demux-fps'] then h(string.format('%.5gfps', track['demux-fps'])) end + if track['audio-channels'] then h(track['audio-channels'] .. 'ch') end + if track['demux-samplerate'] then h(string.format('%.3gkHz', track['demux-samplerate'] / 1000)) end + if track['demux-bitrate'] then h(string.format('%.0fkbps', track['demux-bitrate'] / 1000)) end + if track.selected then + title = "● " .. title + else + title = "○ " .. title + end + if track.lang then title = string.format('%s\t(%s)', title, track.lang) end + if #hints > 0 then title = string.format('%s\t[%s]', title, table.concat(hints, ' ')) end + title = title .. format_flags(track) + return title +end + +local function select(conf) + for k, v in ipairs(conf.items) do + table.insert(menu_content.list, { index = k, content = v }) + end + + if conf.default_item then + menu_content.current_i = conf.default_item + end + + function menu:submit(value) + conf.submit(value) + end +end + +local function select_track(property, type, error) + local tracks = {} + local items = {} + local default_item + local track_id = mp.get_property_native(property) + + for _, track in ipairs(mp.get_property_native("track-list")) do + if track.type == type then + tracks[#tracks + 1] = track + items[#items + 1] = format_track(track, type) + + if track.id == track_id then + default_item = #items + end + end + end + + if #items == 0 then + mp.commandv("show-text", error) + return + end + + select({ + items = items, + default_item = default_item, + submit = function (tbl) + mp.command("set " .. property .. " " .. + (tracks[tbl.index].selected and "no" or tracks[tbl.index].id)) + end, + }) +end + +local function subtitle_line(data, codec) + local sub_lines = {} + local sub_times = {} + local default_item + local delay = mp.get_property_native("sub-delay") + local time_pos = mp.get_property_native("time-pos") - delay + local duration = mp.get_property_native("duration", math.huge) + local sub_content = {} + + -- Strip HTML and ASS tags and process subtitles + for line in data:gmatch("[^\n]+") do + -- Clean up tags + local sub_line = line:gsub("<.->", "") -- Strip HTML tags + :gsub("\\h+", " ") -- Replace '\h' tag + :gsub("{[\\=].-}", "") -- Remove ASS formatting + :gsub(".-]", "", 1) -- Remove time info prefix + :gsub("^%s*(.-)%s*$", "%1") -- Strip whitespace + :gsub("^m%s[mbl%s%-%d%.]+$", "") -- Remove graphics code + + if codec == "subrip" or (sub_line ~= "" and sub_line:match("^%s+$") == nil) then + local sub_time = line:match("%d+") * 60 + line:match(":([%d%.]*)") + local time_seconds = math.floor(sub_time) + sub_content[time_seconds] = sub_content[time_seconds] or {} + sub_content[time_seconds][sub_line] = true + end + end + + -- Process all timestamps and content into selectable subtitle list + for time_seconds, contents in pairs(sub_content) do + for sub_line in pairs(contents) do + sub_times[#sub_times + 1] = time_seconds + sub_lines[#sub_lines + 1] = format_time(time_seconds, duration) .. " " .. sub_line + end + end + + -- Generate time -> subtitle mapping + local time_to_lines = {} + for i = 1, #sub_times do + local time = sub_times[i] + local line = sub_lines[i] + + if not time_to_lines[time] then + time_to_lines[time] = {} + end + table.insert(time_to_lines[time], line) + end + + -- Sort by timestamp + local sorted_sub_times = {} + for i = 1, #sub_times do + sorted_sub_times[i] = sub_times[i] + end + table.sort(sorted_sub_times) + + -- Use a helper table to avoid duplicates + local added_times = {} + + -- Rebuild sub_lines and sub_times based on the sorted timestamps + local sorted_sub_lines = {} + for _, sub_time in ipairs(sorted_sub_times) do + -- Iterate over all subtitle content for this timestamp + if not added_times[sub_time] then + added_times[sub_time] = true + for _, line in ipairs(time_to_lines[sub_time]) do + table.insert(sorted_sub_lines, line) + end + end + end + + -- Use the sorted subtitle list + sub_lines = sorted_sub_lines + sub_times = sorted_sub_times + + -- Get the default item (last subtitle before current time position) + for i, sub_time in ipairs(sub_times) do + if sub_time <= time_pos then + default_item = i + end + end + + return sub_lines, sub_times, default_item +end + +function hide_osc() + if is_empty(mp.get_property("path")) and not is_older_than_v0_36 then + osc_visibility = mp.get_property_native("user-data/osc/visibility") + + if osc_visibility == "auto" or osc_visibility == "always" then + mp.command("script-message osc-visibility never no_osd") + end + end + + if uosc_available then + local disable_elements = "window_border, top_bar, timeline, controls, volume, idle_indicator, audio_indicator, buffering_indicator, pause_indicator" + mp.commandv('script-message-to', 'uosc', 'disable-elements', mp.get_script_name(), disable_elements) + end +end + +mp.register_script_message("show-command-palette", function (name) + menu_content.list = {} + menu_content.current_i = 1 + menu.search_heading = name + menu.filter_by_fields = { "content" } + em.get_line = original_get_line_func + + if menu.is_active then + menu:set_active(false) + return + end + + if name == "Command Palette" then + local menu_items = {} + local bindings = utils.parse_json(mp.get_property("input-bindings")) + + local items = { + "Playlist", + "Tracks", + "Video Tracks", + "Audio Tracks", + "Subtitle Tracks", + "Secondary Subtitle", + "Subtitle Line", + "Chapters", + "Editions", + "Profiles", + "Bindings", + "Commands", + "Properties", + "Options", + "Audio Devices", + "Blu-ray Titles", + "Stream Quality", + "Aspect Ratio", + "Command Palette", + "Recent Files", + } + + for _, item in ipairs(items) do + local found = false + + for _, binding in ipairs(bindings) do + if contains(binding.cmd, "show-command-palette") and + (contains(binding.cmd, '"' .. item .. '"') or + contains(binding.cmd, "'" .. item .. "'")) then + + table.insert(menu_items, { name = item, key = binding.key, cmd = binding.cmd }) + found = true + break + end + end + + if not found then + local cmd = "script-message-to command_palette show-command-palette '" .. item .. "'" + table.insert(menu_items, { name = item, key = "", cmd = cmd }) + end + end + + menu_content.list = menu_items + + function menu:submit(tbl) + mp.command(tbl.cmd) + end + + menu.filter_by_fields = {'name', 'key'} + em.get_line = command_palette_get_line + elseif name == "Bindings" then + local bindings = utils.parse_json(mp.get_property("input-bindings")) + + for _, v in ipairs(bindings) do + v.key = "(" .. v.key .. ")" + + if not is_empty(v.comment) then + if contains(v.comment, "custom-menu: ") then + v.comment = replace(v.comment, "custom-menu: ", "") + end + + if contains(v.comment, "menu: ") then + v.comment = replace(v.comment, "menu: ", "") + end + + v.comment = first_to_upper(v.comment) + end + end + + for _, v in ipairs(bindings) do + for _, v2 in ipairs(bindings) do + if v.key == v2.key and v.priority < v2.priority then + v.priority = -2 + break + end + end + end + + table.sort(bindings, function(i, j) + return i.priority > j.priority + end) + + menu_content.list = bindings + + function menu:submit(tbl) + mp.command(tbl.cmd) + end + + menu.filter_by_fields = {'cmd', 'key', 'comment'} + em.get_line = binding_get_line + elseif name == "Chapters" then + local default_index = mp.get_property_native("chapter") + + if not default_index then + mp.commandv("show-text", "Chapter: (unavailable)") + return + end + + local duration = mp.get_property_native("duration", math.huge) + + for i, chapter in ipairs(mp.get_property_native("chapter-list")) do + table.insert(menu_content.list, { index = i, content = format_time(chapter.time, duration) .. " " + .. chapter.title or ("Chapter " .. string.format("%02.f", i))}) + end + + menu_content.current_i = default_index + 1 + + function menu:submit(tbl) + mp.set_property_number("chapter", tbl.index - 1) + end + elseif name == "Editions" then + local default_index = mp.get_property_native("current-edition") + + if not default_index then + mp.commandv("show-text", "Edition: (unavailable)") + return + end + + for i, edition in ipairs(mp.get_property_native("edition-list")) do + table.insert(menu_content.list, { index = i, content = edition.title or + ("Edition " .. string.format("%02.f", i))}) + end + + menu_content.current_i = default_index + 1 + + function menu:submit(tbl) + mp.set_property_number("edition", tbl.index - 1) + end + elseif name == "Playlist" then + local count = mp.get_property_number("playlist-count") + local show = mp.get_property_native("osd-playlist-entry") + if count == 0 then return end + + for i = 0, (count - 1) do + local text = mp.get_property("playlist/" .. i .. "/title") + + if not text or show ~= "title" then + text = file_name(mp.get_property("playlist/" .. i .. "/filename")) + end + + table.insert(menu_content.list, { index = i + 1, content = text }) + end + + menu_content.current_i = mp.get_property_number("playlist-pos") + 1 + + function menu:submit(tbl) + mp.set_property_number("playlist-pos", tbl.index - 1) + end + elseif name == "Commands" then + local commands = utils.parse_json(mp.get_property("command-list")) + + for k, v in ipairs(commands) do + local text = v.name + + for _, arg in ipairs(v.args) do + if arg.optional then + text = text .. " [<" .. arg.name .. ">]" + else + text = text .. " <" .. arg.name .. ">" + end + end + + table.insert(menu_content.list, { index = k, content = text }) + end + + function menu:submit(tbl) + print(tbl.content) + local cmd = string.match(tbl.content, '%S+') + mp.commandv("script-message-to", "console", "type", cmd .. " ") + end + elseif name == "Properties" then + local properties = split(mp.get_property("property-list"), ",") + + for k, v in ipairs(properties) do + table.insert(menu_content.list, { index = k, content = v }) + end + + function menu:submit(tbl) + mp.commandv('script-message-to', 'console', 'type', "print-text ${" .. tbl.content .. "}") + end + elseif name == "Options" then + local options = split(mp.get_property("options"), ",") + + for k, v in ipairs(options) do + local type = mp.get_property_osd("option-info/" .. v .. "/type", "") + local default =mp.get_property_osd("option-info/" .. v .. "/default-value", "") + v = v .. " (type: " .. type .. ", default: " .. default .. ")" + table.insert(menu_content.list, { index = k, content = v }) + end + + function menu:submit(tbl) + print(tbl.content) + local prop = string.match(tbl.content, '%S+') + mp.commandv("script-message-to", "console", "type", "set " .. prop .. " ") + end + elseif name == "Profiles" then + local profiles = utils.parse_json(mp.get_property("profile-list")) + local ignore_list = {"builtin-pseudo-gui", "encoding", "libmpv", "pseudo-gui", "default"} + + for k, v in ipairs(profiles) do + if not list_contains(ignore_list, v.name) then + table.insert(menu_content.list, { index = k, content = v.name }) + end + end + + function menu:submit(tbl) + mp.command("show-text " .. tbl.content); + mp.command("apply-profile " .. tbl.content); + end + elseif name == "Audio Devices" then + local devices = utils.parse_json(mp.get_property("audio-device-list")) + local current_name = mp.get_property("audio-device") + + for k, v in ipairs(devices) do + table.insert(menu_content.list, { index = k, name = v.name, content = v.description }) + + if v.name == current_name then + menu_content.current_i = k + end + end + + function menu:submit(tbl) + mp.commandv("set", "audio-device", tbl.name) + mp.commandv("show-text", "audio-device: " .. tbl.content) + end + elseif name == "Aspect Ratio" then + local current_ar = mp.get_property_number("video-aspect-override") + + for k, v in ipairs(split(o.aspect_ratios, ",")) do + local display_name = v + + if display_name == "0" then display_name = "0 (square pixels)" end + if display_name == "-1" then display_name = "-1 (original)" end + + table.insert(menu_content.list, { index = k, content = display_name, value = v }) + + local w, h = string.match(v, "^([0-9.]+):([0-9.]+)$") + + if w and h then + local current_ar_truncated = tonumber(string.format("%.3f", current_ar)) + local ar_truncated = tonumber(string.format("%.3f", w / h)) + + if current_ar_truncated == ar_truncated then + menu_content.current_i = k + end + elseif v == tostring(current_ar) then + menu_content.current_i = k + end + end + + function menu:submit(tbl) + mp.command("set video-aspect-override " .. tbl.value) + end + elseif name == "Stream Quality" then + local ytdl_format = mp.get_property_native('ytdl-format') + + for k, v in ipairs(split(o.stream_quality_options, ",")) do + local format = 'bestvideo[height<=?' .. v .. ']+bestaudio/best[height<=?' .. v .. ']' + table.insert(menu_content.list, { index = k, content = v .. 'p', value = format }) + + if format == ytdl_format then + menu_content.current_i = k + end + end + + function menu:submit(tbl) + mp.set_property('ytdl-format', tbl.value) + mp.commandv("show-text", "Stream Quality: " .. tbl.content) + + local duration = mp.get_property_native('duration') + local time_pos = mp.get_property('time-pos') + + mp.command('playlist-play-index current') + + if duration and duration > 0 then + local function seeker() + mp.commandv('seek', time_pos, 'absolute') + mp.unregister_event(seeker) + end + + mp.register_event('file-loaded', seeker) + end + end + elseif name == "Tracks" then + local tracks = {} + + for i, track in ipairs(mp.get_property_native("track-list")) do + local type = track.image and "I" or track.type + + if type == "video" then track_type = "V" end + if type == "audio" then track_type = "A" end + if type == "sub" then track_type = "S" end + + tracks[i] = track_type .. ": " .. format_track(track, type) + end + + if #tracks == 0 then + mp.commandv("show-text", "No available tracks") + return + end + + select({ + items = tracks, + submit = function (tbl) + local track = mp.get_property_native("track-list/" .. tbl.index - 1) + + if track then + mp.command("set " .. track.type .. " " .. (track.selected and "no" or track.id)) + end + end, + }) + elseif name == "Audio Tracks" then + if o.use_mediainfo then + local mi = get_media_info() + if mi == nil then return end + local tracks = split(mi .. "\nA: None", "\n") + local id = 0 + + for _, v in ipairs(tracks) do + if starts_with(v, "A: ") then + id = id + 1 + table.insert(menu_content.list, { index = id, content = string.sub(v, 4) }) + end + end + + menu_content.current_i = mp.get_property_number("aid") or id + + function menu:submit(tbl) + mp.command("set aid " .. ((tbl.index == id) and 'no' or tbl.index)) + end + else + select_track("aid", "audio", "No available audio tracks") + end + elseif name == "Subtitle Tracks" then + if o.use_mediainfo then + local mi = get_media_info() + if mi == nil then return end + local tracks = split(mi .. "\nS: None", "\n") + local id = 0 + + for _, v in ipairs(tracks) do + if starts_with(v, "S: ") then + id = id + 1 + table.insert(menu_content.list, { index = id, content = string.sub(v, 4) }) + end + end + + menu_content.current_i = mp.get_property_number("sid") or id + + function menu:submit(tbl) + mp.command("set sid " .. ((tbl.index == id) and 'no' or tbl.index)) + end + else + select_track("sid", "sub", "No available subtitle tracks") + end + elseif name == "Secondary Subtitle" then + select_track("secondary-sid", "sub", "No available subtitle tracks") + elseif name == "Recent Files" then + mp.command("script-message open-recent-menu command-palette") + return + elseif name == "Video Tracks" then + if o.use_mediainfo then + local mi = get_media_info() + if mi == nil then return end + local tracks = split(mi .. "\nV: None", "\n") + local id = 0 + + for _, v in ipairs(tracks) do + if starts_with(v, "V: ") then + id = id + 1 + table.insert(menu_content.list, { index = id, content = string.sub(v, 4) }) + end + end + + menu_content.current_i = mp.get_property_number("vid") or id + + function menu:submit(tbl) + mp.command("set vid " .. ((tbl.index == id) and 'no' or tbl.index)) + end + else + select_track("vid", "video", "No available video tracks") + end + elseif name == "Blu-ray Titles" then + if #BluRayTitles == 0 then + return + end + + local items = {} + + for k, v in ipairs(BluRayTitles) do + table.insert(items, "Title " .. k .. " " .. v) + end + + select({ + items = items, + submit = function (tbl) + mp.commandv("loadfile", "bd://" .. (tbl.index - 1)) + end, + }) + elseif name == "Subtitle Line" then + local sub = mp.get_property_native("current-tracks/sub") + + if sub == nil then + mp.commandv("show-text", "No subtitle is loaded") + return + end + + if sub.external and sub["external-filename"]:find("^edl://") then + sub["external-filename"] = sub["external-filename"]:match('https?://.*') + or sub["external-filename"] + end + + local r = mp.command_native({ + name = "subprocess", + capture_stdout = true, + args = sub.external + and {"ffmpeg", "-loglevel", "error", "-i", sub["external-filename"], + "-f", "lrc", "-map_metadata", "-1", "-fflags", "+bitexact", "-"} + or {"ffmpeg", "-loglevel", "error", "-i", mp.get_property("path"), + "-map", "s:" .. sub["id"] - 1, "-f", "lrc", "-map_metadata", + "-1", "-fflags", "+bitexact", "-"} + }) + + if r.error_string == "init" then + mp.commandv("show-text", "Failed to extract subtitles: ffmpeg not found") + return + elseif r.status ~= 0 then + mp.commandv("show-text", "Failed to extract subtitles") + return + end + + local delay = mp.get_property_native("sub-delay") + + local sub_lines, sub_times, default_item = subtitle_line(r.stdout, sub.codec) + + select({ + items = sub_lines, + default_item = default_item, + submit = function (tbl) + -- Add an offset to seek to the correct line while paused without a video track. + if mp.get_property_native("current-tracks/video/image") ~= false then + delay = delay + 0.1 + end + + mp.commandv("seek", sub_times[tbl.index] + delay, "absolute") + end, + }) + else + if name == nil then + msg.error("Unknown mode") + else + msg.error("Unknown mode: " .. name) + end + + return + end + + hide_osc() + menu:init(menu_content) +end) + +mp.register_script_message('uosc-version', function(version) + local major, minor = version:match('^(%d+)%.(%d+)') + if major and minor and tonumber(major) >= 5 and tonumber(minor) >= 0 then + uosc_available = true + end +end) + +mp.register_script_message("show-command-palette-json", function (json) + local menu_data = utils.parse_json(json) + menu_content.list = {} + menu_content.current_i = 1 + menu.search_heading = menu_data.title + menu.filter_by_fields = { "content", "hint", "value_hint" } + em.get_line = original_get_line_func + + for k, v in ipairs(menu_data.items) do + local values = v.value + + if type(values) == "string" then + values = { values } + end + + table.insert(menu_content.list, { + index = k, + content = v.title, + hint = v.hint, + values = values, + value_hint = table.concat(values, " "), + }) + + if menu_data.selected_index then + menu_content.current_i = menu_data.selected_index + end + end + + function menu:submit(tbl) + mp.command_native(tbl.values) + end + + hide_osc() + menu:init(menu_content) +end) diff --git a/scripts/cycle-commands.lua b/scripts/cycle-commands.lua new file mode 100644 index 0000000..1a0254c --- /dev/null +++ b/scripts/cycle-commands.lua @@ -0,0 +1,80 @@ +--[[ + script to cycle commands with a keybind, accomplished through script messages + available at: https://github.com/CogentRedTester/mpv-scripts + + syntax: + script-message cycle-commands "command1 args" "command2 args" "command3 args" + + The syntax of each command is identical to the standard input.conf syntax, but each command must be + a quoted string. Note that this may require you to nest (and potentially escape) quotes for the arguments. + Read the mpv documentation for how to do this: https://mpv.io/manual/master/#flat-command-syntax. + + Semicolons also work exactly like they do normally, so you can easily send multiple commands each cycle. + + Here are some examples of the same command using different quotes: + script-message cycle-commands "show-text one 1000 ; print-text two" "show-text \"three four\"" + script-message cycle-commands 'show-text one 1000 ; print-text two' 'show-text "three four"' + script-message cycle-commands ``show-text one 1000 ; print-text two`` ``show-text "three four"`` + + This would, on keypress one, print 'one' to the OSD for 1 second and 'two' to the console, + and on keypress two 'three four' would be printed to the OSD. + Note that single (') and backtick (`) quoting was only added in mpv v0.34. + + There are no limits to the number of commands, and the script message can be used as often as one wants. + The script stores the current iteration position for each unique set of command strings, + so there should be no overlap unless one binds the exact same set of strings (including spacing). + + If the first command is `!reverse`, then the commands are cycled in the opposite direction. + If every subsequent command string is identical to a non-reversed cycle, then they share + their iteration position, making it possible to 'seek' forwards or backwards in the cycle: + script-message cycle-commands 'apply-profile profile1' 'apply-profile profile2' 'apply-profile profile3' + script-message cycle-commands !reverse 'apply-profile profile1' 'apply-profile profile2' 'apply-profile profile3' + + Most commands should print messages to the OSD automatically, this can be controlled + by adding input prefixes to the commands: https://mpv.io/manual/master/#input-command-prefixes. + Some commands will not print an osd message even when told to, in this case you have two options: + you can add a show-text command to the cycle, or you can use the cycle-commands/osd script message + which will print the command string to the osd. For example: + script-message cycle-commands 'apply-profile profile1;show-text "applying profile1"' 'apply-profile profile2;show-text "applying profile2"' + script-message cycle-commands/osd 'apply-profile profile1' 'apply-profile profile2' + + Any osd messages printed by the command will override the message sent by cycle-commands/osd. +]]-- + +local mp = require 'mp' +local msg = require 'mp.msg' + +--keeps track of the current position for a specific cycle +local iterators = {} + +--main function to identify and run the cycles +local function main(osd, ...) + local commands = {...} + + local reverse = commands[1] == '!reverse' + if reverse then table.remove(commands, 1) end + + --to identify the specific cycle we'll concatenate all the strings together to use as our table key + local str = ("%d> %s"):format(#commands, table.concat(commands, '|')) + msg.trace('recieved:', str) + + -- we'll initialise the iterator at 0 (an invalid position) to support forward or backwards iteration + if iterators[str] == nil then + msg.debug('unknown cycle, creating iterator') + iterators[str] = 0 + end + + iterators[str] = iterators[str] + (reverse and -1 or 1) + if iterators[str] > #commands then iterators[str] = 1 end + if iterators[str] < 1 then iterators[str] = #commands end + + --mp.command should run the commands exactly as if they were entered in input.conf. + --This should provide universal support for all input.conf command syntax + local cmd = commands[ iterators[str] ] + msg.verbose('sending command:', cmd) + if osd then mp.osd_message(cmd) end + mp.command(cmd) +end + +mp.register_script_message('cycle-commands', function(...) main(false, ...) end) +mp.register_script_message('cycle-commands/osd', function(...) main(true, ...) end) \ No newline at end of file diff --git a/scripts/delete-current-file.lua b/scripts/delete-current-file.lua new file mode 100644 index 0000000..0856579 --- /dev/null +++ b/scripts/delete-current-file.lua @@ -0,0 +1,169 @@ + +--[[ + + https://github.com/stax76/mpv-scripts + + This script instantly deletes the file that is currently playing + via keyboard shortcut, the file is moved to the recycle bin and + removed from the playlist. + + On Linux the app trash-cli must be installed first. + On Ubuntu: sudo apt install trash-cli + + Usage: + Add bindings to input.conf: + + # delete directly + KP0 script-message-to delete_current_file delete-file + + # delete with confirmation + KP0 script-message-to delete_current_file delete-file KP1 "Press 1 to delete file" + + Press KP0 to initiate the delete operation, + the script will ask to confirm by pressing KP1. + You may customize the the init and confirm key and the confirm message. + Confirm key and confirm message are optional. + + Similar scripts: + https://github.com/zenyd/mpv-scripts#delete-file + +]]-- + +key_bindings = {} + +function file_exists(name) + if not name or name == '' then + return false + end + + local f = io.open(name, "r") + + if f ~= nil then + io.close(f) + return true + else + return false + end +end + +function is_protocol(path) + return type(path) == 'string' and (path:match('^%a[%a%d_-]+://')) +end + +function delete_file(path) + local is_windows = package.config:sub(1,1) == "\\" + + if is_protocol(path) or not file_exists(path) then + return + end + + if is_windows then + local ps_code = [[ + Add-Type -AssemblyName Microsoft.VisualBasic + [Microsoft.VisualBasic.FileIO.FileSystem]::DeleteFile('__path__', 'OnlyErrorDialogs', 'SendToRecycleBin') + ]] + + local escaped_path = string.gsub(path, "'", "''") + escaped_path = string.gsub(escaped_path, "’", "’’") + escaped_path = string.gsub(escaped_path, "%%", "%%%%") + ps_code = string.gsub(ps_code, "__path__", escaped_path) + + mp.command_native({ + name = "subprocess", + playback_only = false, + detach = true, + args = { 'powershell', '-NoProfile', '-Command', ps_code }, + }) + else + mp.command_native({ + name = "subprocess", + playback_only = false, + args = { 'trash', path }, + }) + end +end + +function remove_current_file() + local count = mp.get_property_number("playlist-count") + local pos = mp.get_property_number("playlist-pos") + local new_pos = 0 + + if pos == count - 1 then + new_pos = pos - 1 + else + new_pos = pos + 1 + end + + mp.set_property_number("playlist-pos", new_pos) + + if pos > -1 then + mp.command("playlist-remove " .. pos) + end +end + +function handle_confirm_key() + local path = mp.get_property("path") + + if file_to_delete == path then + mp.commandv("show-text", "") + delete_file(file_to_delete) + remove_current_file() + remove_bindings() + file_to_delete = "" + end +end + +function cleanup() + remove_bindings() + file_to_delete = "" + mp.commandv("show-text", "") +end + +function get_bindings() + return { + { confirm_key, handle_confirm_key }, + } +end + +function add_bindings() + if #key_bindings > 0 then + return + end + + local script_name = mp.get_script_name() + + for _, bind in ipairs(get_bindings()) do + local name = script_name .. "_key_" .. (#key_bindings + 1) + key_bindings[#key_bindings + 1] = name + mp.add_forced_key_binding(bind[1], name, bind[2]) + end +end + +function remove_bindings() + if #key_bindings == 0 then + return + end + + for _, name in ipairs(key_bindings) do + mp.remove_key_binding(name) + end + + key_bindings = {} +end + +function client_message(event) + local path = mp.get_property("path") + + if event.args[1] == "delete-file" and #event.args == 1 then + delete_file(path) + remove_current_file() + elseif event.args[1] == "delete-file" and #event.args == 3 and #key_bindings == 0 then + confirm_key = event.args[2] + mp.add_timeout(10, cleanup) + add_bindings() + file_to_delete = path + mp.commandv("show-text", event.args[3], "10000") + end +end + +mp.register_event("client-message", client_message) diff --git a/scripts/delete_current_file.lua b/scripts/delete_current_file.lua new file mode 100644 index 0000000..cb3365b --- /dev/null +++ b/scripts/delete_current_file.lua @@ -0,0 +1,169 @@ + +--[[ + + https://github.com/stax76/mpv-scripts + + This script instantly deletes the file that is currently playing + via keyboard shortcut, the file is moved to the recycle bin and + removed from the playlist. + + On Linux the app trash-cli must be installed first. + On Ubuntu: sudo apt install trash-cli + + Usage: + Add bindings to input.conf: + + # delete directly + KP0 script-message-to delete_current_file delete-file + + # delete with confirmation + KP0 script-message-to delete_current_file delete-file KP1 "Press 1 to delete file" + + Press KP0 to initiate the delete operation, + the script will ask to confirm by pressing KP1. + You may customize the the init and confirm key and the confirm message. + Confirm key and confirm message are optional. + + Similar scripts: + https://github.com/zenyd/mpv-scripts#delete-file + +]]-- + +key_bindings = {} + +function file_exists(name) + if not name or name == '' then + return false + end + + local f = io.open(name, "r") + + if f ~= nil then + io.close(f) + return true + else + return false + end +end + +function is_protocol(path) + return type(path) == 'string' and (path:match('^%a[%a%d_-]+://')) +end + +function delete_file(path) + local is_windows = package.config:sub(1,1) == "\\" + + if is_protocol(path) or not file_exists(path) then + return + end + + if is_windows then + local ps_code = [[ + Add-Type -AssemblyName Microsoft.VisualBasic + [Microsoft.VisualBasic.FileIO.FileSystem]::DeleteFile('__path__', 'OnlyErrorDialogs', 'SendToRecycleBin') + ]] + + local escaped_path = string.gsub(path, "'", "''") + escaped_path = string.gsub(escaped_path, "’", "’’") + escaped_path = string.gsub(escaped_path, "%%", "%%%%") + ps_code = string.gsub(ps_code, "__path__", escaped_path) + + mp.command_native({ + name = "subprocess", + playback_only = false, + detach = true, + args = { 'powershell', '-NoProfile', '-Command', ps_code }, + }) + else + mp.command_native({ + name = "subprocess", + playback_only = false, + args = { 'trash', path }, + }) + end +end + +function remove_current_file() + local count = mp.get_property_number("playlist-count") + local pos = mp.get_property_number("playlist-pos") + local new_pos = 0 + + if pos == count - 1 then + new_pos = pos - 1 + else + new_pos = pos + 1 + end + + mp.set_property_number("playlist-pos", new_pos) + + if pos > -1 then + mp.command("playlist-remove " .. pos) + end +end + +function handle_confirm_key() + local path = mp.get_property("path") + + if file_to_delete == path then + mp.commandv("show-text", "") + delete_file(file_to_delete) + remove_current_file() + remove_bindings() + file_to_delete = "" + end +end + +function cleanup() + remove_bindings() + file_to_delete = "" + mp.commandv("show-text", "") +end + +function get_bindings() + return { + { confirm_key, handle_confirm_key }, + } +end + +function add_bindings() + if #key_bindings > 0 then + return + end + + local script_name = mp.get_script_name() + + for _, bind in ipairs(get_bindings()) do + local name = script_name .. "_key_" .. (#key_bindings + 1) + key_bindings[#key_bindings + 1] = name + mp.add_forced_key_binding(bind[1], name, bind[2]) + end +end + +function remove_bindings() + if #key_bindings == 0 then + return + end + + for _, name in ipairs(key_bindings) do + mp.remove_key_binding(name) + end + + key_bindings = {} +end + +function client_message(event) + local path = mp.get_property("path") + + if event.args[1] == "delete-file" and #event.args == 1 then + delete_file(path) + remove_current_file() + elseif event.args[1] == "delete-file" and #event.args == 3 and #key_bindings == 0 then + confirm_key = event.args[2] + mp.add_timeout(10, cleanup) + add_bindings() + file_to_delete = path + mp.commandv("show-text", event.args[3], "10000") + end +end + +mp.register_event("client-message", client_message) \ No newline at end of file diff --git a/scripts/evafast.lua b/scripts/evafast.lua new file mode 100644 index 0000000..3dd93f2 --- /dev/null +++ b/scripts/evafast.lua @@ -0,0 +1,396 @@ +-- evafast.lua +-- +-- Much speed. +-- +-- Jumps forwards when right arrow is tapped, speeds up when it's held. +-- Inspired by bilibili.com's player. Allows you to have both seeking and fast-forwarding on the same key. +-- Also supports toggling fastforward mode with a keypress. +-- Adjust --input-ar-delay to define when to start fastforwarding. +-- Define --hr-seek if you want accurate seeking. +-- If you just want a nicer fastforward.lua without hybrid key behavior, set seek_distance to 0. +-- Consider setting --sub-filter-regex="\`\s*\'" (on Linux) to ignore empty lines. + +local options = { + -- How far to jump on press, set to 0 to disable seeking and force fastforward + seek_distance = 5, + + -- Playback speed modifier, applied once every speed_interval until cap is reached + speed_increase = 0.1, + speed_decrease = 0.1, + + -- At what interval to apply speed modifiers + speed_interval = 0.05, + + -- Playback speed cap + speed_cap = 2, + + -- Playback speed cap when subtitles are displayed, ignored when equal to speed_cap + subs_speed_cap = 1.6, + + -- Multiply current speed by modifier before adjustment (exponential speedup) + -- Use much lower values than default e.g. speed_increase=0.05, speed_decrease=0.025 + multiply_modifier = false, + + -- Show current speed on the osd (or flash speed if using uosc) + show_speed = true, + + -- Show current speed on the osd when toggled (or flash speed if using uosc) + show_speed_toggled = true, + + -- Show current speed on the osd when speeding up towards a target time (or flash speed if using uosc) + show_speed_target = false, + + -- Show seek actions on the osd (or flash timeline if using uosc) + show_seek = true, + + -- Look ahead for smoother transition when subs_speed_cap is set + subs_lookahead = true, + + -- Symbols prepended to the osd message + osd_symbol = "{\\fnmpv-osd-symbols} {\\r}", + osd_rewind = "{\\fnmpv-osd-symbols} {\\r}" +} + +mp.options = require "mp.options" +mp.options.read_options(options, "evafast", function() end) + +local uosc_available = false +local has_subtitle = true +local speedup_target = nil +local toggled_display = true +local toggled = false +local toggled_rewind = false +local speedup = false +local original_speed = 1 +local next_sub_at = -1 +local rewinding = false +local forced_slowdown = false +local file_duration = 0 +local last_key_state = "up" +local was_rewinding = false + +local ass_start = mp.get_property_osd("osd-ass-cc/0") +local ass_stop = mp.get_property_osd("osd-ass-cc/1") + +local function speed_transition(current_speed, target_speed) + local speed_correction = current_speed >= target_speed and -options.speed_decrease or options.speed_increase + + local time_for_correction = 0 + local adjusted_speed = current_speed + + while adjusted_speed ~= target_speed do + time_for_correction = time_for_correction + options.speed_interval * adjusted_speed + + if options.multiply_modifier then + adjusted_speed = adjusted_speed + adjusted_speed * speed_correction + else + adjusted_speed = adjusted_speed + speed_correction + end + + if (current_speed < target_speed and adjusted_speed > target_speed) or (current_speed > target_speed and adjusted_speed < target_speed) then + adjusted_speed = target_speed + end + end + + return time_for_correction +end + +local function next_sub(current_time) + local sub_delay = mp.get_property_native("sub-delay", 0) + local sub_visible = mp.get_property_bool("sub-visibility") + + if sub_visible then + mp.set_property_bool("sub-visibility", false) + end + + mp.command("no-osd sub-step 1") + + local sub_next_delay = mp.get_property_native("sub-delay", 0) + mp.set_property("sub-delay", sub_delay) + + if sub_visible then + mp.set_property_bool("sub-visibility", sub_visible) + end + + if sub_delay - sub_next_delay == 0 then + return -2 + end + + local sub_next = current_time + sub_delay - sub_next_delay + + normalized = math.floor(sub_next * 1000 + 0.5) / 1000 + return normalized +end + +local function flash_state(current_speed, display, forced) + local uosc_show = uosc_available and (display == nil or display == "uosc") + local osd_show = not uosc_available and (display == nil or display == "osd") + + local show_special = (not speedup_target and options.show_speed_toggled) or (speedup_target and options.show_speed_target) + local show_toggled = show_special and (toggled or not speedup) + local show_regular = not toggled and toggled_display and options.show_speed + + if current_speed and (show_regular or show_toggled or forced) then + if uosc_show then + mp.command("script-binding uosc/flash-speed") + elseif osd_show then + if current_speed == true then + current_speed = mp.get_property_number("speed", 1) + end + mp.osd_message(ass_start .. (was_rewinding and options.osd_rewind or options.osd_symbol) .. ass_stop .. string.format("x%.1f", current_speed)) + end + elseif not current_speed and options.show_seek then + if uosc_show then + mp.command("script-binding uosc/flash-timeline") + elseif osd_show then + mp.osd_message(ass_start .. (was_rewinding and options.osd_rewind or options.osd_symbol)) + end + end +end + +local function ensure_timer(reset) + if not reset and speed_timer:is_enabled() then return end + + speed_timer.timeout = 0 + speed_timer:resume() + speed_timer.timeout = options.speed_interval +end + +local function evafast_speedup(toggle) + if not toggled and not speedup_target and not speed_timer:is_enabled() then + original_speed = mp.get_property_number("speed", 1) + end + + speedup = true + + if toggle then + toggled = true + end + + ensure_timer() +end + +local function evafast_slowdown(display) + forced_slowdown = false + if not display then + toggled_display = false + end + toggled = false + speedup = false + + ensure_timer() +end + +local function evafast_toggle() + if toggled_rewind then + mp.set_property("play-dir", "+") + end + toggled_rewind = false + if speedup then + evafast_slowdown() + else + evafast_speedup(true) + end +end + +local function evafast_toggle_rewind() + rewinding = not speedup + mp.set_property("play-dir", rewinding and "-" or "+") + evafast_toggle() + toggled_rewind = rewinding +end + +local function adjust_speed() + local current_time = mp.get_property_number("time-pos", 0) + local current_speed = mp.get_property_number("speed", 1) + local target_speed = original_speed + + if speedup then + target_speed = options.speed_cap + + if has_subtitle and target_speed ~= options.subs_speed_cap then + local sub_displayed = mp.get_property("sub-start") ~= nil + + if sub_displayed then + target_speed = options.subs_speed_cap + elseif options.subs_lookahead then + if next_sub_at < current_time and next_sub_at ~= -2 then + next_sub_at = next_sub(current_time) + end + if target_speed ~= options.subs_speed_cap and next_sub_at > current_time then + local time_for_correction = speed_transition(options.speed_cap, options.subs_speed_cap) + if current_time + time_for_correction >= next_sub_at then + target_speed = options.subs_speed_cap + end + end + end + end + + if speedup_target ~= nil then + local effective_speedup_target = speedup_target >= 0 and speedup_target or (file_duration + speedup_target) + + if current_time >= effective_speedup_target then + evafast_slowdown() + else + local time_for_correction = speed_transition(current_speed, original_speed) + if current_time + time_for_correction > effective_speedup_target or forced_slowdown then + forced_slowdown = true + speedup = false + target_speed = original_speed + end + end + end + end + + if math.floor(target_speed * 1000 + 0.5) == math.floor(current_speed * 1000 + 0.5) then + if forced_slowdown or (not toggled and (not speedup or options.subs_speed_cap == options.speed_cap or (not has_subtitle and not speedup_target))) then + speed_timer:kill() + toggled_display = true + if speedup_target ~= nil then + evafast_slowdown() + end + speedup_target = nil + end + return + end + + local new_speed = current_speed + local speed_correction = 0 + + if options.multiply_modifier then + speed_correction = current_speed * options.speed_increase + else + speed_correction = options.speed_increase + end + + if current_speed > target_speed then + new_speed = math.max(current_speed - speed_correction, target_speed) + else + new_speed = math.min(current_speed + speed_correction, target_speed) + end + + mp.set_property("speed", new_speed) + + flash_state(new_speed) +end + +speed_timer = mp.add_periodic_timer(100, adjust_speed) +speed_timer:kill() + +local function evafast(keypress, rewind) + was_rewinding = false + if rewinding and not toggled_rewind and (not rewind or (keypress["event"] == "up" and last_key_state ~= "down")) then + rewinding = false + was_rewinding = true + mp.set_property("play-dir", "+") + end + if rewind then + was_rewinding = true + end + + if keypress["event"] == "down" then + if not speed_timer:is_enabled() then + if not toggled and not speedup_target then + original_speed = mp.get_property_number("speed", 1) + end + flash_state(nil, "osd") + flash_state(1, "uosc", true) + end + toggled_display = true + speed_timer:stop() + if options.seek_distance == 0 then + keypress["event"] = "repeat" + end + end + + if keypress["event"] == "press" or keypress["event"] == "up" and last_key_state ~= "repeat" then + if not toggled and not speedup_target then + speed_timer:kill() + mp.set_property("speed", original_speed) + end + flash_state() + ensure_timer() + if rewind then + if not toggled_rewind then + rewinding = false + mp.set_property("play-dir", "+") -- unnecessary in some cases + end + mp.commandv("seek", -options.seek_distance) + else + mp.commandv("seek", options.seek_distance) + end + elseif keypress["event"] == "repeat" and last_key_state ~= "repeat" then + speedup = true + ensure_timer() + if rewind then + mp.set_property("play-dir", "-") + rewinding = true + end + elseif keypress["event"] == "up" and not toggled and not speedup_target then + evafast_slowdown(true) + ensure_timer(true) + end + + last_key_state = keypress["event"] +end + +local function evafast_rewind(keypress) + evafast(keypress, true) +end + +mp.observe_property("duration", "native", function(prop, val) + file_duration = val or 0 +end) + +mp.observe_property("sid", "native", function(prop, val) + has_subtitle = (val or 0) ~= 0 + next_sub_at = -1 +end) + +mp.observe_property("sub-start", "native", function(prop, val) + next_sub_at = -1 +end) + +mp.register_event("file-loaded", function() + next_sub_at = -1 +end) + +mp.register_event("seek", function() + next_sub_at = -1 +end) + +mp.register_script_message("uosc-version", function(version) + uosc_available = true +end) + +mp.register_script_message("speedup-target", function(time) + local current_time = mp.get_property_number("time-pos", 0) + sign = string.sub(time, 1, 1) + time = tonumber(time) or 0 + + if sign == "+" then + time = current_time + time + end + + if current_time >= time and time >= 0 then + speedup_target = nil + evafast_slowdown() + return + end + speedup_target = time + evafast_speedup() +end) + +mp.register_script_message("get-version", function(script) + mp.commandv("script-message-to", script, "evafast-version", "2.0") +end) + +mp.add_key_binding("RIGHT", "evafast", evafast, {repeatable = true, complex = true}) +mp.add_key_binding(nil, "evafast-rewind", evafast_rewind, {repeatable = true, complex = true}) +mp.add_key_binding(nil, "flash-speed", function() flash_state(true, nil, true) end) +mp.add_key_binding(nil, "speedup", evafast_speedup) +mp.add_key_binding(nil, "slowdown", evafast_slowdown) +mp.add_key_binding(nil, "toggle", evafast_toggle) +mp.add_key_binding(nil, "toggle-rewind", evafast_toggle_rewind) + +mp.commandv("script-message-to", "uosc", "get-version", mp.get_script_name()) \ No newline at end of file diff --git a/scripts/fix-avsync.lua b/scripts/fix-avsync.lua new file mode 100644 index 0000000..cdc8d63 --- /dev/null +++ b/scripts/fix-avsync.lua @@ -0,0 +1,25 @@ +--[[ + Fixed A/V sync when switching the audio output device with using audio filters + available at: https://github.com/dyphire/mpv-scripts +]]-- + +local msg = require "mp.msg" + +local function fix_avsync() + local paused = mp.get_property_bool("pause") + msg.info("fix A/V sync.") + mp.commandv("frame-back-step") + if paused then + return + else + mp.set_property_bool("pause", false) + end +end + +mp.observe_property("current-ao", "native", function(_, device) + local aid = mp.get_property_number("aid") + local has_af = mp.get_property("af", "") ~= "" + if device and aid and has_af then + fix_avsync() + end +end) \ No newline at end of file diff --git a/scripts/hdr-mode.lua b/scripts/hdr-mode.lua new file mode 100644 index 0000000..54c3795 --- /dev/null +++ b/scripts/hdr-mode.lua @@ -0,0 +1,307 @@ +-- Copyright (c) 2025 dyphire +-- License: MIT +-- link: https://github.com/dyphire/mpv-scripts +-- Automatically switches the display's SDR and HDR modes for HDR passthrough +-- based on the content of the video being played by the mpv, only works on Windows 10 and later systems + +--! Required for use with mpv-display-plugin: https://github.com/dyphire/mpv-display-plugin + +local msg = require 'mp.msg' +local utils = require 'mp.utils' +local options = require 'mp.options' + +local o = { + -- Specify the script working mode, value: noth, pass, switch. default: noth + -- noth: Do nothing + -- pass: Passing HDR signals for HDR content when the monitor is in HDR mode + -- switch: Automatically switch between HDR displays and SDR displays + -- on Windows 10 and later based on video specifications + hdr_mode = "noth", + -- Specify whether to switch HDR mode only when the window is in fullscreen or window maximized + -- only works with hdr_mode = "switch", default: false + fullscreen_only = false, + -- Specify the target peak of the HDR display, default: 203 + -- must be the true peak brightness of the monitor, + -- otherwise it will cause HDR content to display incorrectly + target_peak = "203", + -- Specifies the measured contrast of the output display. + -- Used in black point compensation during HDR tone-mapping and HDR passthrough. + -- Must be the true contrast information of the display, e.g. 100000 means 100000:1 maximum contrast + -- OLED display do not need to change this, default: auto + target_contrast = "auto", +} +options.read_options(o, _, function() end) + +local hdr_active = false +local hdr_supported = false +local first_switch_check = true +local file_loaded = false + +local state = { + icc_profile = mp.get_property_native("icc-profile"), + icc_profile_auto = mp.get_property_native("icc-profile-auto"), + target_peak = mp.get_property_native("target-peak"), + target_prim = mp.get_property_native("target-prim"), + target_trc = mp.get_property_native("target-trc"), + target_contrast = mp.get_property_native("target_contrast"), + colorspace_hint = mp.get_property_native("target-colorspace-hint"), + inverse_mapping = mp.get_property_native("inverse-tone-mapping") +} + +local function query_hdr_state() + hdr_supported = mp.get_property_native("user-data/display-info/hdr-supported") + hdr_active = mp.get_property_native("user-data/display-info/hdr-status") == "on" +end + +local function switch_display_mode(enable) + if enable == hdr_active then return end + local arg = enable and "on" or "off" + mp.commandv('script-message', 'toggle-hdr-display', arg) +end + +local function apply_hdr_settings() + mp.set_property_native("icc-profile", "") + mp.set_property_native("icc-profile-auto", false) + mp.set_property_native("target-prim", "bt.2020") + mp.set_property_native("target-trc", "pq") + mp.set_property_native("target-peak", o.target_peak) + mp.set_property_native("target-contrast", o.target_contrast) + mp.set_property_native("target-colorspace-hint", "yes") + mp.set_property_native("inverse-tone-mapping", "no") +end + +local function apply_sdr_settings() + mp.set_property_native("icc-profile", state.icc_profile) + mp.set_property_native("icc-profile-auto", state.icc_profile_auto) + mp.set_property_native("target-peak", "203") + mp.set_property_native("target-contrast", state.target_contrast) + mp.set_property_native("target-colorspace-hint", "no") + if state.target_prim ~= "bt.2020" then + mp.set_property_native("target-prim", state.target_prim) + else + mp.set_property_native("target-prim", "auto") + end + if state.target_trc ~= "pq" then + mp.set_property_native("target-trc", state.target_trc) + else + mp.set_property_native("target-trc", "auto") + end +end + +local function reset_target_settings() + mp.set_property_native("target-peak", state.target_peak) + mp.set_property_native("target-prim", state.target_prim) + mp.set_property_native("target-trc", state.target_trc) + mp.set_property_native("target-contrast", state.target_contrast) + mp.set_property_native("target-colorspace-hint", state.colorspace_hint) + mp.set_property_native("inverse-tone-mapping", state.inverse_mapping) +end + +local function pause_if_needed() + local paused = mp.get_property_native("pause") + if not paused then + mp.set_property_native("pause", true) + return true + end + return false +end + +local function resume_if_needed(paused_before) + if paused_before then + mp.add_timeout(1, function() + mp.set_property_native("pause", false) + end) + end +end + +local function handle_hdr_logic(paused_before, target_peak, target_prim, target_trc) + query_hdr_state() + if hdr_active and o.hdr_mode ~= "noth" then + apply_hdr_settings() + resume_if_needed(paused_before) + elseif not hdr_active and o.hdr_mode ~= "noth" and + (tonumber(target_peak) ~= 203 or target_prim == "bt.2020" or target_trc == "pq") then + apply_sdr_settings() + end +end + +local function handle_sdr_logic(paused_before, target_peak, target_prim, target_trc) + query_hdr_state() + if not hdr_active or o.hdr_mode ~= "noth" then + if (not hdr_active or not state.inverse_mapping) and + (tonumber(target_peak) ~= 203 or target_prim == "bt.2020" or target_trc == "pq") then + apply_sdr_settings() + elseif hdr_active and state.inverse_mapping then + reset_target_settings() + end + resume_if_needed(paused_before) + end + if hdr_active and o.hdr_mode == "pass" and state.inverse_mapping then + reset_target_settings() + end +end + +local function should_switch_hdr(hdr_active, is_fullscreen) + if o.hdr_mode ~= "switch" then return false end + if not hdr_active and (not o.fullscreen_only or is_fullscreen) then + return true + elseif hdr_active and o.fullscreen_only and not is_fullscreen then + return true + end + return false +end + +local function switch_hdr() + query_hdr_state() + local params = mp.get_property_native("video-params") + local gamma = params and params["gamma"] + local max_luma = params and params["max-luma"] + local is_hdr = max_luma and max_luma > 203 + if not gamma then return end + + local current_state = is_hdr and "hdr" or "sdr" + local pause_changed = false + local fullscreen = mp.get_property_native("fullscreen") + local maximized = mp.get_property_native("window-maximized") + local target_peak = mp.get_property_native("target-peak") + local target_prim = mp.get_property_native("target-prim") + local target_trc = mp.get_property_native("target-trc") + local is_fullscreen = fullscreen or maximized + + if current_state == "hdr" then + local function continue_hdr() + handle_hdr_logic(pause_changed, target_peak, target_prim, target_trc) + end + + if first_switch_check and o.fullscreen_only and not is_fullscreen then + first_switch_check = false + elseif should_switch_hdr(hdr_active, is_fullscreen) then + pause_changed = pause_if_needed() + if hdr_active and o.fullscreen_only and not is_fullscreen then + msg.info("Switching to SDR output...") + switch_display_mode(false) + else + msg.info("Switching to HDR output...") + switch_display_mode(true) + end + mp.add_timeout(3, continue_hdr) + return + end + + handle_hdr_logic(false, target_peak, target_prim, target_trc) + + elseif current_state == "sdr" then + local function continue_sdr() + handle_sdr_logic(pause_changed, target_peak, target_prim, target_trc) + end + + if hdr_active and o.hdr_mode == "switch" and (not o.fullscreen_only or is_fullscreen) then + msg.info("Switching back to SDR output...") + pause_changed = pause_if_needed() + switch_display_mode(false) + mp.add_timeout(3, continue_sdr) + return + end + + handle_sdr_logic(false, target_peak, target_prim, target_trc) + end +end + +local function check_paramet() + query_hdr_state() + local target_peak = mp.get_property_native("target-peak") + local target_prim = mp.get_property_native("target-prim") + local target_trc = mp.get_property_native("target-trc") + local target_contrast = mp.get_property_native("target-contrast") + local colorspace_hint = mp.get_property_native("target-colorspace-hint") + local inverse_mapping = mp.get_property_native("inverse-tone-mapping") + local params = mp.get_property_native("video-params") + local gamma = params and params["gamma"] + local max_luma = params and params["max-luma"] + local is_hdr = max_luma and max_luma > 203 + if not gamma then return end + + if is_hdr and hdr_active and o.hdr_mode ~= "noth" then + if target_peak ~= o.target_peak then + mp.set_property_native("target-peak", o.target_peak) + end + if target_contrast ~= o.target_contrast then + mp.set_property_native("target-contrast", o.target_contrast) + end + if target_prim ~= "bt.2020" then + mp.set_property_native("target-prim", "bt.2020") + end + if target_trc ~= "pq" then + mp.set_property_native("target-trc", "pq") + end + if colorspace_hint ~= "yes" then + mp.set_property_native("target-colorspace-hint", "yes") + end + if inverse_mapping then + mp.set_property_native("inverse-tone-mapping", "no") + end + end + if not is_hdr and o.hdr_mode ~= "noth" and not state.inverse_mapping + and (tonumber(target_peak) ~= 203 or target_prim == "bt.2020" or target_trc == "pq") then + apply_sdr_settings() + end +end + +local function on_start() + if o.hdr_mode == "noth" or tonumber(o.target_peak) <= 203 then + return + end + local vo = mp.get_property("vo") + if vo and vo ~= "gpu-next" then + msg.warn("The current video output is not supported, please use gpu-next") + return + end + file_loaded = true + query_hdr_state() + mp.observe_property("video-params", "native", switch_hdr) + mp.observe_property("target-peak", "native", check_paramet) + mp.observe_property("target-prim", "native", check_paramet) + mp.observe_property("target-trc", "native", check_paramet) + mp.observe_property("target-contrast", "native", check_paramet) + mp.observe_property("target-colorspace-hint", "native", check_paramet) + mp.observe_property("user-data/display-info/hdr-status", "native", switch_hdr) + if o.fullscreen_only then + mp.observe_property("fullscreen", "native", switch_hdr) + mp.observe_property("window-maximized", "native", switch_hdr) + end +end + +local function on_end(event) + query_hdr_state() + first_switch_check = true + mp.unobserve_property(switch_hdr) + mp.unobserve_property(check_paramet) + if event["reason"] == "quit" and o.hdr_mode == "switch" then + if hdr_active then + msg.info("Restoring display to SDR on shutdown") + switch_display_mode(false) + end + end +end + +local function on_idle(_, active) + local target_peak = mp.get_property_native("target-peak") + local target_prim = mp.get_property_native("target-prim") + local target_trc = mp.get_property_native("target-trc") + if active and o.hdr_mode ~= "noth" and + (tonumber(target_peak) ~= 203 or target_prim == "bt.2020" or target_trc == "pq") then + apply_sdr_settings() + end + if active and file_loaded and o.hdr_mode == "switch" then + file_loaded = false + query_hdr_state() + if hdr_active then + msg.info("Restoring display to SDR on shutdown") + switch_display_mode(false) + end + end +end + +mp.register_event("start-file", on_start) +mp.register_event("end-file", on_end) +mp.observe_property("idle-active", "native", on_idle) \ No newline at end of file diff --git a/scripts/history-bookmark.lua b/scripts/history-bookmark.lua new file mode 100644 index 0000000..a466b8e --- /dev/null +++ b/scripts/history-bookmark.lua @@ -0,0 +1,602 @@ +--lite version of the code written by sorayuki +--only keep the function to record the histroy and recover it + +local mp = require 'mp' +local utils = require 'mp.utils' +local options = require 'mp.options' +local msg = require 'mp.msg' -- this is for debugging + +local o = { + enabled = true, + -- eng=English, chs=Chinese Simplified + language = 'eng', + timeout = 15, + save_period = 30, + -- Set '/:dir%mpvconf%/historybookmarks' to use mpv config directory + -- OR change to '/:dir%script%/historybookmarks' for placing it in the same directory of script + -- OR change to '~~/historybookmarks' for sub path of mpv portable_config directory + -- OR write any variable using '/:var', such as: '/:var%APPDATA%/mpv/historybookmarks' or '/:var%HOME%/mpv/historybookmarks' + -- OR specify the absolute path + history_dir = "/:dir%mpvconf%/historybookmarks", + -- specifies the extension of the history-bookmark file + bookmark_ext = ".mpv.history", + -- use hash to bookmark_name + hash = true, + -- set false to get playlist from directory + use_playlist = true, + -- specifies a whitelist of files to find in a directory + whitelist = "3gp,amr,amv,asf,avi,avi,bdmv,f4v,flv,m2ts,m4v,mkv,mov,mp4,mpeg,mpg,ogv,rm,rmvb,ts,vob,webm,wmv", + -- excluded directories for shared, #windows: ["X:", "Z:", "F:/Download/", "Download"] + excluded_dir = [[ + [] + ]], + included_dir = [[ + [] + ]] +} +options.read_options(o, _, function() end) + +o.excluded_dir = utils.parse_json(o.excluded_dir) +o.included_dir = utils.parse_json(o.included_dir) + +local file_loaded = false + +local locals = { + ['eng'] = { + msg1 = 'Resume successfully', + msg2 = 'Resume the last played file in current directory', + msg3 = 'Press 1 to confirm, 0 to cancel', + }, + ['chs'] = { + msg1 = '成功恢复上次播放', + msg2 = '是否恢复当前目录的上次播放文件', + msg3 = '按1确认，按0取消', + } +} + +-- apply lang opts +local texts = locals[o.language] + +-- `pl` stands for playlist +local path = nil +local dir = nil +local fname = nil +local pl_count = 0 +local pl_name = nil +local pl_path = nil +local pl_list = {} +local pl_idx = 1 +local current_idx = 1 +local bookmark_path = nil +local history_dir = nil +local normalize_path = nil + +local wait_msg +local on_key = false + +if o.history_dir:find('^/:dir%%mpvconf%%') then + history_dir = o.history_dir:gsub('/:dir%%mpvconf%%', mp.find_config_file('.')) +elseif o.history_dir:find('^/:dir%%script%%') then + history_dir = o.history_dir:gsub('/:dir%%script%%', mp.find_config_file('scripts')) +elseif o.history_dir:find('/:var%%(.*)%%') then + local os_variable = o.history_dir:match('/:var%%(.*)%%') + history_dir = o.history_dir:gsub('/:var%%(.*)%%', os.getenv(os_variable)) +else + history_dir = mp.command_native({ "expand-path", o.history_dir }) -- Expands both ~ and ~~ +end + +local is_windows = package.config:sub(1, 1) == "\\" -- detect path separator, detect path separator, windows uses backslashes +--create history_dir if it doesn't exist +if history_dir ~= '' then + local meta = utils.file_info(history_dir) + if not meta or not meta.is_dir then + local windows_args = { 'powershell', '-NoProfile', '-Command', 'mkdir', string.format("\"%s\"", history_dir) } + local unix_args = { 'mkdir', '-p', history_dir } + local args = is_windows and windows_args or unix_args + local res = mp.command_native({ name = "subprocess", capture_stdout = true, playback_only = false, args = args }) + if res.status ~= 0 then + msg.error("Failed to create history_dir save directory " .. history_dir .. + ". Error: " .. (res.error or "unknown")) + return + end + end +end + +local function split(input) + local ret = {} + for str in string.gmatch(input, "([^,]+)") do + ret[#ret + 1] = str + end + return ret +end + +local ext_whitelist = split(o.whitelist) + +local function exclude(extension) + if #ext_whitelist > 0 then + for _, ext in pairs(ext_whitelist) do + if extension == ext then + return true + end + end + else + return + end +end + +local function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + +local function need_ignore(tab, val) + for _, element in pairs(tab) do + if string.find(val, element) then + return true + end + end + return false +end + +local function tablelength(tab) + local count = 0 + for _, _ in pairs(tab) do + count = count + 1 + end + return count +end + +local message_overlay = mp.create_osd_overlay('ass-events') +local message_timer = mp.add_timeout(1, function () + message_overlay:remove() +end, true) + +function show_message(text, time) + message_timer:kill() + message_timer.timeout = time or 1 + message_overlay.data = text + message_overlay:update() + message_timer:resume() +end + +local function normalize(path) + if normalize_path ~= nil then + if normalize_path then + path = mp.command_native({"normalize-path", path}) + else + local directory = mp.get_property("working-directory", "") + path = utils.join_path(directory, path:gsub('^%.[\\/]','')) + if is_windows then path = path:gsub("\\", "/") end + end + return path + end + + normalize_path = false + + local commands = mp.get_property_native("command-list", {}) + for _, command in ipairs(commands) do + if command.name == "normalize-path" then + normalize_path = true + break + end + end + return normalize(path) +end + +function refresh_globals() + path = mp.get_property("path") + fname = mp.get_property("filename") + pl_count = mp.get_property_number('playlist-count', 0) + if path and not is_protocol(path) then + path = normalize(path) + dir = utils.split_path(path) + else + dir = nil + end +end + +-- for unix use only +-- returns a table of command path and varargs, or nil if command was not found +local function command_exists(command, ...) + msg.debug("looking for command:", command) + -- msg.debug("args:", ) + local process = mp.command_native({ + name = "subprocess", + capture_stdout = true, + capture_stderr = true, + playback_only = false, + args = {"sh", "-c", "command -v -- " .. command} + }) + + if process.status == 0 then + local command_path = process.stdout:gsub("\n", "") + msg.debug("command found:", command_path) + return {command_path, ...} + else + msg.debug("command not found:", command) + return nil + end +end + +-- returns md5 hash of the full path of the current media file +local function hash(path) + if path == nil then + msg.debug("something is wrong with the path, can't get full_path, can't hash it") + return + end + + msg.debug("hashing:", path) + + local cmd = { + name = 'subprocess', + capture_stdout = true, + playback_only = false, + } + + local args = nil + local is_unix = package.config:sub(1,1) == "/" + if is_unix then + local md5 = command_exists("md5sum") or command_exists("md5") or command_exists("openssl", "md5 | cut -d ' ' -f 2") + if md5 == nil then + msg.warn("no md5 command found, can't generate hash") + return + end + md5 = table.concat(md5, " ") + cmd["stdin_data"] = path + args = {"sh", "-c", md5 .. " | cut -d ' ' -f 1 | tr '[:lower:]' '[:upper:]'" } + else --windows + -- https://learn.microsoft.com/en-us/powershell/module/microsoft.powershell.utility/get-filehash?view=powershell-7.3 + local hash_command = [[ + $s = [System.IO.MemoryStream]::new(); + $w = [System.IO.StreamWriter]::new($s); + $w.write(']] .. path .. [['); + $w.Flush(); + $s.Position = 0; + Get-FileHash -Algorithm MD5 -InputStream $s | Select-Object -ExpandProperty Hash + ]] + + args = {"powershell", "-NoProfile", "-Command", hash_command} + end + cmd["args"] = args + msg.debug("hash cmd:", utils.to_string(cmd)) + local process = mp.command_native(cmd) + + if process.status == 0 then + local hash = process.stdout:gsub("%s+", "") + msg.debug("hash:", hash) + return hash + else + msg.warn("hash function failed") + return + end +end + +local function get_bookmark_path(dir) + local fpath = string.sub(dir, 1, -2) + local _, name = utils.split_path(fpath) + local history_name = nil + if o.hash then + history_name = hash(dir) + if history_name == nil then + msg.warn("hash function failed, fallback to dirname") + history_name = name + end + else + history_name = name + end + local bookmark_name = history_name .. o.bookmark_ext + bookmark_path = utils.join_path(history_dir, bookmark_name) + if is_windows then bookmark_path = bookmark_path:gsub("\\", "/") end +end + +local function file_exist(path) + local meta = utils.file_info(path) + if not meta or not meta.is_file then + return false + end + return true +end + +-- get the content of the bookmark +-- Arg: bookmark_file (path) +-- Return: nil / content of the bookmark +local function get_record(bookmark_path) + local file = io.open(bookmark_path, 'r') + local record = file:read() + if record == nil then + msg.verbose('No history record is found in the bookmark file.') + return nil + end + msg.verbose('last play: ' .. record) + file:close() + return record +end + +----- winapi start ----- +-- in windows system, we can use the sorting function provided by the win32 API +-- see https://learn.microsoft.com/en-us/windows/win32/api/shlwapi/nf-shlwapi-strcmplogicalw +-- this function was taken from https://github.com/mpvnet-player/mpv.net/issues/575#issuecomment-1817413401 +local winapi = {} +local is_windows = mp.get_property_native("platform") == "windows" + +if is_windows then + -- is_ffi_loaded is false usually means the mpv builds without luajit + local is_ffi_loaded, ffi = pcall(require, "ffi") + + if is_ffi_loaded then + winapi = { + ffi = ffi, + C = ffi.C, + CP_UTF8 = 65001, + shlwapi = ffi.load("shlwapi"), + } + + -- ffi code from https://github.com/po5/thumbfast, Mozilla Public License Version 2.0 + ffi.cdef[[ + int __stdcall MultiByteToWideChar(unsigned int CodePage, unsigned long dwFlags, const char *lpMultiByteStr, + int cbMultiByte, wchar_t *lpWideCharStr, int cchWideChar); + int __stdcall StrCmpLogicalW(wchar_t *psz1, wchar_t *psz2); + ]] + + winapi.utf8_to_wide = function(utf8_str) + if utf8_str then + local utf16_len = winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, utf8_str, -1, nil, 0) + + if utf16_len > 0 then + local utf16_str = winapi.ffi.new("wchar_t[?]", utf16_len) + + if winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, utf8_str, -1, utf16_str, utf16_len) > 0 then + return utf16_str + end + end + end + + return "" + end + end +end +----- winapi end ----- + +local function alphanumsort_windows(filenames) + table.sort(filenames, function(a, b) + local a_wide = winapi.utf8_to_wide(a) + local b_wide = winapi.utf8_to_wide(b) + return winapi.shlwapi.StrCmpLogicalW(a_wide, b_wide) == -1 + end) + + return filenames +end + +-- alphanum sorting for humans in Lua +-- http://notebook.kulchenko.com/algorithms/alphanumeric-natural-sorting-for-humans-in-lua +local function alphanumsort_lua(filenames) + local function padnum(n, d) + return #d > 0 and ("%03d%s%.12f"):format(#n, n, tonumber(d) / (10 ^ #d)) + or ("%03d%s"):format(#n, n) + end + + local tuples = {} + for i, f in ipairs(filenames) do + tuples[i] = {f:lower():gsub("0*(%d+)%.?(%d*)", padnum), f} + end + table.sort(tuples, function(a, b) + return a[1] == b[1] and #b[2] < #a[2] or a[1] < b[1] + end) + for i, tuple in ipairs(tuples) do filenames[i] = tuple[2] end + return filenames +end + +local function alphanumsort(filenames) + local is_ffi_loaded = pcall(require, "ffi") + if is_windows and is_ffi_loaded then + alphanumsort_windows(filenames) + else + alphanumsort_lua(filenames) + end +end + +local function create_playlist(dir) + local pl_list = {} + local file_list = utils.readdir(dir, 'files') + for i = 1, #file_list do + local file = file_list[i] + local ext = file:match('%.([^./]+)$') + if ext and exclude(ext:lower()) then + table.insert(pl_list, file) + msg.verbose("Adding " .. file) + end + end + alphanumsort(pl_list) + return pl_list +end + +local function get_playlist() + local pl_list = {} + local playlist = mp.get_property_native("playlist") + for i = 0, #playlist - 1 do + local filename = mp.get_property("playlist/" .. i .. "/filename") + local _, file = utils.split_path(filename) + table.insert(pl_list, file) + end + return pl_list +end + +-- get the index of the wanted file playlist +-- if there is no playlist, return nil +local function get_playlist_idx(dst_file) + if dst_file == nil or dst_file == " " then + return nil + end + + local idx = nil + for i = 1, #pl_list do + if (dst_file == pl_list[i]) then + idx = i + return idx + end + end + return idx +end + +local function jump_resume() + mp.unregister_event(jump_resume) + show_message(texts.msg1, 2) +end + +local function unbind_key() + msg.verbose('Unbinding keys') + wait_jump_timer:kill() + mp.remove_key_binding('key_jump') + mp.remove_key_binding('key_cancel') +end + +local function key_jump() + on_key = true + wait_jump_timer:kill() + unbind_key() + current_idx = pl_idx + mp.register_event('file-loaded', jump_resume) + msg.verbose('Jumping to ' .. pl_path) + mp.commandv('loadfile', pl_path) +end + +local function key_cancel() + on_key = true + wait_jump_timer:kill() + unbind_key() +end + +local function bind_key() + mp.add_forced_key_binding('1', 'key_jump', key_jump) + mp.add_forced_key_binding('0', 'key_cancel', key_cancel) +end + +-- creat a .history file +local function record_history() + if not o.enabled or not file_loaded then return end + refresh_globals() + if not path or is_protocol(path) then return end + get_bookmark_path(dir) + local eof = mp.get_property_bool("eof-reached") + local percent_pos = mp.get_property_number("percent-pos", 0) + if not eof and percent_pos < 90 then + if fname ~= nil then + local file = io.open(bookmark_path, "w") + file:write(fname .. "\n") + file:close() + end + else + local file = io.open(bookmark_path, "w") + file:write(" " .. "\n") + file:close() + end +end + +local timeout = o.timeout +local function wait_jumping() + timeout = timeout - 1 + if timeout > 0 then + if not on_key then + local msg = string.format("%s -- %s? (%s) %02d", wait_msg, texts.msg2, texts.msg3, timeout) + show_message(msg, 1) + bind_key() + else + timeout = 0 + wait_jump_timer:kill() + unbind_key() + end + else + wait_jump_timer:kill() + unbind_key() + end +end + +-- record the file name when video is paused +-- and stop the timer +local function pause(_, paused) + if paused then + timer4saving_history:stop() + record_history() + else + timer4saving_history:resume() + end +end + +-- main function of the file +local function record() + if not o.enabled then return end + refresh_globals() + if pl_count and pl_count < 1 then return end + if not path or is_protocol(path) or not file_exist(path) then return end + if not dir or not fname then return end + get_bookmark_path(dir) + included_dir_count = tablelength(o.included_dir) + if included_dir_count > 0 then + if not need_ignore(o.included_dir, dir) then return end + end + if need_ignore(o.excluded_dir, dir) then return end + + msg.verbose('folder -- ' .. dir) + msg.verbose('playing -- ' .. fname) + msg.verbose('bookmark path -- ' .. bookmark_path) + + if (not file_exist(bookmark_path)) then + pl_name = nil + return + else + pl_name = get_record(bookmark_path) + if pl_name then + pl_path = utils.join_path(dir, pl_name) + else + pl_name = fname + pl_path = path + end + end + + if o.use_playlist or pl_count > 1 then + pl_list = get_playlist() + else + pl_list = create_playlist(dir) + end + + pl_idx = get_playlist_idx(pl_name) + if (pl_idx == nil) then + msg.verbose('Playlist not found. Creating a new one...') + else + msg.verbose('playlist index --' .. pl_idx) + end + + current_idx = get_playlist_idx(fname) + if current_idx then msg.verbose('current index -- ' .. current_idx) end + + if current_idx and (pl_idx == nil) then + pl_idx = current_idx + pl_name = fname + pl_path = path + elseif current_idx and (pl_idx ~= current_idx) then + wait_msg = pl_idx + msg.verbose('Last watched episode -- ' .. wait_msg) + wait_jump_timer = mp.add_periodic_timer(1, wait_jumping) + end + timer4saving_history = mp.add_periodic_timer(o.save_period, record_history) + mp.observe_property("pause", "bool", pause) +end + +mp.register_event('file-loaded', function() + file_loaded = true + local path = mp.get_property("path") + if not is_protocol(path) then + path = normalize(path) + directory = utils.split_path(path) + else + directory = nil + end + if directory ~= nil and directory ~= dir then + mp.add_timeout(0.5, record) + end +end) + +mp.add_hook("on_unload", 50, function() + mp.unobserve_property(pause) + record_history() + file_loaded = false +end) \ No newline at end of file diff --git a/scripts/inputevent.lua b/scripts/inputevent.lua new file mode 100644 index 0000000..ef38aad --- /dev/null +++ b/scripts/inputevent.lua @@ -0,0 +1,600 @@ +-- InputEvent +-- https://github.com/Natural-Harmonia-Gropius/InputEvent + +local utils = require("mp.utils") +local opt = require("mp.options") +local msg = require("mp.msg") +local next = next + +local watched_properties = {} -- indexed by property name (used as a set) +local cached_properties = {} -- property name -> last known raw value +local o = { + --enable external config + enable_external_config = false, + + --external config file path + external_config = "~~/script-opts/inputevent_key.conf", + prefix = "event", +} + +opt.read_options(o, _, function() end) + +local bind_map = {} + +local event_pattern = { + { to = "penta_click", from = "down,up,down,up,down,up,down,up,down,up", length = 10 }, + { to = "quatra_click", from = "down,up,down,up,down,up,down,up", length = 8 }, + { to = "triple_click", from = "down,up,down,up,down,up", length = 6 }, + { to = "double_click", from = "down,up,down,up", length = 4 }, + { to = "click", from = "down,up", length = 2 }, + { to = "press", from = "down", length = 1 }, + { to = "release", from = "up", length = 1 }, +} + +local supported_events = { + ["repeat"] = true +} +for _, value in ipairs(event_pattern) do + supported_events[value.to] = true +end + +-- https://mpv.io/manual/master/#input-command-prefixes +local prefixes = { "osd-auto", "no-osd", "osd-bar", "osd-msg", "osd-msg-bar", "raw", "expand-properties", + "repeatable", "nonrepeatable", "async", "sync" } + +-- https://mpv.io/manual/master/#list-of-input-commands +local commands = { "set", "cycle", "add", "multiply" } + +function table:isEmpty() + if next(self) == nil then + return true + else + return false + end +end + +function table:push(element) + self[#self + 1] = element + return self +end + +function table:assign(source) + for key, value in pairs(source) do + self[key] = value + end + return self +end + +function table:has(element) + for _, value in ipairs(self) do + if value == element then + return true + end + end + return false +end + +function table:filter(filter) + local nt = {} + for index, value in ipairs(self) do + if (filter(index, value)) then + nt = table.push(nt, value) + end + end + return nt +end + +function table:join(separator) + local result = "" + for i, v in ipairs(self) do + local value = type(v) == "string" and v or tostring(v) + local semi = i == #self and "" or separator + result = result .. value .. semi + end + return result +end + +function string:trim() + return (self:gsub("^%s*(.-)%s*$", "%1")) +end + +function string:replace(pattern, replacement) + local result, n = self:gsub(pattern, replacement) + return result +end + +function string:split(separator) + local fields = {} + local separator = separator or ":" + local pattern = string.format("([^%s]+)", separator) + local copy = self:gsub(pattern, function(c) fields[#fields + 1] = c end) + return fields +end + +local function debounce(func, wait) + func = type(func) == "function" and func or function() end + wait = type(wait) == "number" and wait / 1000 or 0 + + local timer = nil + local timer_end = function() + if timer then + timer:kill() + timer = nil + end + func() + end + + return function() + if timer then + timer:kill() + end + timer = mp.add_timeout(wait, timer_end) + end +end + +local function now() + return mp.get_time() * 1000 +end + +local function command(command) + if not command or command == '' then return true end + return mp.command(command) +end + +local function command_split(command) + local separator = { ";" } + local escape = { "\\" } + local quotation = { '"', "'" } + local quotation_stack = {} + local result = {} + local temp = "" + + for i = 1, #command do + local char = command:sub(i, i) + + if table.has(separator, char) and #quotation_stack == 0 then + result = table.push(result, temp) + temp = "" + elseif table.has(quotation, char) and not table.has(escape, temp:sub(#temp, #temp)) then + temp = temp .. char + if quotation_stack[#quotation_stack] == char then + quotation_stack = table.filter(quotation_stack, function(i, v) return i ~= #quotation_stack end) + else + quotation_stack = table.push(quotation_stack, char) + end + else + temp = temp .. char + end + end + + if #temp then + result = table.push(result, temp) + end + + return result +end + +local function command_invert(command) + local invert = "" + local command_list = command_split(command) + for i, v in ipairs(command_list) do + local trimed = v:trim() + local subs = trimed:split("%s*") + local prefix, command, property = "", nil, nil + for _, s in ipairs(subs) do + local sub = s:trim() + if not command and table.has(prefixes, sub) then + prefix = prefix .. " " .. sub + elseif not command then + if table.has(commands, sub) then + command = sub + else + msg.warn("\"" .. trimed .. "\" doesn't support auto restore.") + break + end + elseif command and not property then + property = sub + break + end + end + + repeat -- workaround continue + if not command or not property then + msg.warn("\"" .. trimed .. "\" doesn't support auto restore.") + break + end + + local value = mp.get_property(property) + if value then + local semi = i == #command_list and "" or ";" + invert = invert .. prefix:trim() .. " set " .. property .. " " .. value .. semi + else + msg.warn("\"" .. trimed .. "\" doesn't support auto restore.") + end + until true + end + msg.verbose("command_invert:" .. invert) + return invert +end + +-- https://github.com/mpv-player/mpv/blob/master/player/lua/auto_profiles.lua +local function on_property_change(name, val) + cached_properties[name] = val +end + +local function magic_get(name) + -- Lua identifiers can't contain "-", so in order to match with mpv + -- property conventions, replace "_" to "-" + name = string.gsub(name, "_", "-") + if not watched_properties[name] then + watched_properties[name] = true + local res, err = mp.get_property_native(name) + if err == "property not found" then + msg.error("Property '" .. name .. "' was not found.") + return default + end + cached_properties[name] = res + mp.observe_property(name, "native", on_property_change) + end + return cached_properties[name] +end + +local evil_magic = {} +setmetatable(evil_magic, { + __index = function(table, key) + -- interpret everything as property, unless it already exists as + -- a non-nil global value + local v = _G[key] + if type(v) ~= "nil" then + return v + end + return magic_get(key) + end, +}) + +p = {} +setmetatable(p, { + __index = function(table, key) + return magic_get(key) + end, +}) + +local function compile_cond(name, s) + local code, chunkname = "return " .. s, "Event " .. name .. " condition" + local chunk, err + if setfenv then -- lua 5.1 + chunk, err = loadstring(code, chunkname) + if chunk then + setfenv(chunk, evil_magic) + end + else -- lua 5.2 + chunk, err = load(code, chunkname, "t", evil_magic) + end + if not chunk then + msg.error("Event '" .. name .. "' condition: " .. err) + chunk = function() return false end + end + return chunk +end + +local InputEvent = {} + +function InputEvent:new(key, on) + local Instance = {} + setmetatable(Instance, self); + self.__index = self; + + Instance.key = key + Instance.on = table.assign({ click = {} }, on) -- event -> actions {cmd="",cond=function} + Instance.queue = {} + Instance.queue_max = { length = 0 } + Instance.duration = mp.get_property_number("input-doubleclick-time", 300) + Instance.ignored = {} + + for _, event in ipairs(event_pattern) do + if Instance.on[event.to] and event.length > 1 then + Instance.queue_max = { event = event.to, length = event.length } + break + end + end + + return Instance +end + +function InputEvent:evaluate(event) + msg.verbose("Evaluating event: " .. event) + local seleted = nil + local actions = self.on[event] + if not actions or table.isEmpty(actions) then return end + for _, action in ipairs(actions) do + msg.verbose("Evaluating comand: " .. action.cmd) + if type(action.cond) ~= "function" then + seleted = action.cmd + break + else + local status, res = pcall(action.cond) + if not status then + -- errors can be "normal", e.g. in case properties are unavailable + msg.verbose("Action condition error on evaluating: " .. res) + res = false + end + res = not not res + if res then + seleted = action.cmd + break + end + end + end + + return seleted +end + +local function cmd_filter(i,v) return (v.cmd ~= nil and v.cmd ~= "ignore") end + +function InputEvent:emit(event) + if self.ignored[event] then + if now() - self.ignored[event] < self.duration then + return + end + + self.ignored[event] = nil + end + + if event == "release" and ( + self.on["release"] == nil or + table.isEmpty(self.on["release"]) or + table.isEmpty( table.filter(self.on["release"], cmd_filter) ) + ) + then + event = "release-auto" + end + + if event == "repeat" and self.on[event] == "ignore" then + event = "click" + end + + local cmd = self:evaluate(event) + if not cmd or cmd == "" then + return + end + + if event == "press" and ( + self.on["release"] == nil or + table.isEmpty(self.on["release"]) or + table.isEmpty( table.filter(self.on["release"], cmd_filter) ) + ) + then + self.on["release-auto"] = {{cmd = command_invert(cmd), cond = nil}} + end + + local expand = mp.command_native({'expand-text', cmd}) + if #command_split(cmd) == #command_split(expand) then + cmd = mp.command_native({'expand-text', cmd}) + else + mp.msg.warn("Unsafe property-expansion detected.") + end + + msg.verbose("Apply comand: " .. cmd) + command(cmd) +end + +function InputEvent:handler(event) + if event == "press" then + self:handler("down") + self:handler("up") + return + end + + if event == "down" then + self:ignore("repeat") + end + + if event == "repeat" then + self:emit(event) + return + end + + if event == "up" then + if #self.queue == 0 then + self:emit("release") + return + end + + if #self.queue + 1 == self.queue_max.length then + self.queue = {} + self:emit(self.queue_max.event) + return + end + end + + if event == "cancel" then + if #self.queue == 0 then + self:emit("release") + return + end + + table.remove(self.queue) + return + end + + self.queue = table.push(self.queue, event) + self.exec_debounced() +end + +function InputEvent:exec() + if #self.queue == 0 then + return + end + + local separator = "," + + local queue_string = table.join(self.queue, separator) + for _, v in ipairs(event_pattern) do + if self.on[v.to] then + queue_string = queue_string:replace(v.from, v.to) + end + end + + self.queue = queue_string:split(separator) + for _, event in ipairs(self.queue) do + self:emit(event) + end + + self.queue = {} +end + +function InputEvent:ignore(event, timeout) + timeout = timeout or 0 + + self.ignored[event] = now() + timeout +end + +function InputEvent:bind() + self.exec_debounced = debounce(function() self:exec() end, self.duration) + mp.add_forced_key_binding(self.key, self.key, function(e) + local event = e.canceled and "cancel" or e.event + self:handler(event) + end, { complex = true }) +end + +function InputEvent:unbind() + mp.remove_key_binding(self.key) +end + +function InputEvent:rebind(diff) + if type(diff) == "table" then + self = table.assign(self, diff) + end + + self:unbind() + self:bind() +end + +local function bind(key, on) + key = #key == 1 and key or key:upper() + + if type(on) == "string" then + on = utils.parse_json(on) + end + + if bind_map[key] then + on = table.assign(bind_map[key].on, on) + bind_map[key]:unbind() + end + + bind_map[key] = InputEvent:new(key, on) + bind_map[key]:bind() +end + +local function unbind(key) + bind_map[key]:unbind() +end + +local function bind_from_conf(conf) + local parsed = {} + for _, line in pairs(conf:split("\n")) do + line = line:trim() + if line ~= "" and line:sub(1, 1) ~= "#" then + local key, cmd, comment = line:trim():match("^([%S]+)%s+(.-)%s+#%s*(.-)$") + if comment then + local comments = {} + for _, item in ipairs(comment:split("#")) do + item = item:trim() + local prefix, value = item:match("^(.-)%s*:%s*(.-)$") + if not prefix then + prefix, value = item:match("^(%p)%s*(.-)$") + end + if prefix then + comments[prefix] = value + end + end + + local event, cond = comments[o.prefix], nil + local parts = event and event:split("|") + if parts and #parts > 1 then + event, cond = event:match("(.-)%s*|%s*(.-)$") + end + + if event and event ~= "" then + if not supported_events[event] then + event = "click" + end + if parsed[key] == nil then + parsed[key] = {} + end + if parsed[key][event] == nil then + parsed[key][event] = {} + end + + local index = table.isEmpty(parsed[key][event]) and 1 or #parsed[key][event]+1 + local cond_name = string.format("%s-%s-%d", key, event, index) + table.insert(parsed[key][event], 1,{ + cmd = cmd, + cond = cond ~= nil and compile_cond(cond_name, cond) or nil + }) + end + end + end + end + return parsed +end + +local function bind_content(content) + local parsed = bind_from_conf(content) + if parsed and not table.isEmpty(parsed) then + for key, on in pairs(parsed) do + bind(key, on) + end + end +end + +local function read_conf(path) + local content = "" + local meta, meta_error = utils.file_info(path) + if meta and meta.is_file then + local file = io.open(path, "r") + if file then + content = file:read("*all") + file:close() + end + end + return content +end + +local function on_input_doubleclick_time_update(_, duration) + for _, binding in pairs(bind_map) do + binding:rebind({ duration = duration }) + end +end + +local function on_focused_update(_, focused) + if not focused then + return + end + + local binding = bind_map["MBTN_LEFT"] + if not binding then + return + end + + binding:ignore("click", binding.duration) +end + + +mp.register_script_message("bind", bind) +mp.register_script_message("unbind", unbind) +mp.observe_property("input-doubleclick-time", "native", on_input_doubleclick_time_update) +mp.observe_property("focused", "native", on_focused_update) + +local content = "" +local input_conf = mp.get_property_native("input-conf") +local input_conf_path = mp.command_native({ "expand-path", input_conf == "" and "~~/input.conf" or input_conf }) +if o.enable_external_config then + local external_config_path = mp.command_native({ "expand-path", o.external_config }) + content = read_conf(external_config_path) +elseif input_conf:match("^memory://") then + content = input_conf:replace("^memory://", "") +else + content = read_conf(input_conf_path) +end +if content ~= "" then bind_content(content) end \ No newline at end of file diff --git a/scripts/manager.lua b/scripts/manager.lua new file mode 100644 index 0000000..26b9302 --- /dev/null +++ b/scripts/manager.lua @@ -0,0 +1,114 @@ +local utils = require "mp.utils" +local legacy = mp.command_native_async == nil +local config = {} +local dir_cache = {} + +function run(args) + if legacy then + return utils.subprocess({args = args}) + end + return mp.command_native({name = "subprocess", capture_stdout = true, playback_only = false, args = args}) +end + +function parent(path) + return string.match(path, "(.*)[/\\]") +end + +function cache(path) + local p_path = parent(path) + if p_path == nil or p_path == "" or dir_cache[p_path] then return end + cache(p_path) + dir_cache[path] = 1 +end + +function mkdir(path) + if dir_cache[path] then return end + cache(path) + run({"git", "init", path}) +end + +function match(str, patterns) + for pattern in string.gmatch(patterns, "[^|]+") do + if string.match(str, pattern) then + return true + end + end +end + +function apply_defaults(info) + if info.git == nil then return false end + if info.whitelist == nil then info.whitelist = "" end + if info.blacklist == nil then info.blacklist = "" end + if info.dest == nil then info.dest = "~~/scripts" end + if info.branch == nil then info.branch = "master" end + return info +end + +function update(info) + info = apply_defaults(info) + if not info then return false end + + local base = nil + + local e_dest = string.match(mp.command_native({"expand-path", info.dest}), "(.-)[/\\]?$") + mkdir(e_dest) + + local files = {} + + run({"git", "-C", e_dest, "remote", "add", "manager", info.git}) + run({"git", "-C", e_dest, "remote", "set-url", "manager", info.git}) + run({"git", "-C", e_dest, "fetch", "manager", info.branch}) + + for file in string.gmatch(run({"git", "-C", e_dest, "ls-tree", "-r", "--name-only", "remotes/manager/"..info.branch}).stdout, "[^\r\n]+") do + local l_file = string.lower(file) + if info.whitelist == "" or match(l_file, info.whitelist) then + if info.blacklist == "" or not match(l_file, info.blacklist) then + table.insert(files, file) + if base == nil then base = parent(l_file) or "" end + while string.match(base, l_file) == nil do + if l_file == "" then break end + l_file = parent(l_file) or "" + end + base = l_file + end + end + end + + if base == nil then return false end + + if base ~= "" then base = base.."/" end + + if next(files) == nil then + print("no files matching patterns") + else + for _, file in ipairs(files) do + local based = string.sub(file, string.len(base)+1) + local p_based = parent(based) + if p_based and not info.flatten_folders then mkdir(e_dest.."/"..p_based) end + local c = string.match(run({"git", "-C", e_dest, "--no-pager", "show", "remotes/manager/"..info.branch..":"..file}).stdout, "(.-)[\r\n]?$") + local f = io.open(e_dest.."/"..(info.flatten_folders and file:match("[^/]+$") or based), "w") + f:write(c) + f:close() + end + end + return true +end + +function update_all() + local f = io.open(mp.command_native({"expand-path", "~~/manager.json"}), "r") + if f then + local json = f:read("*all") + f:close() + + local props = utils.parse_json(json or "") + if props then + config = props + end + end + + for i, info in ipairs(config) do + print("update"..i, update(info)) + end +end + +mp.add_key_binding(nil, "manager-update-all", update_all) \ No newline at end of file diff --git a/scripts/mpv-animated.lua b/scripts/mpv-animated.lua new file mode 100644 index 0000000..d5e4ccd --- /dev/null +++ b/scripts/mpv-animated.lua @@ -0,0 +1,249 @@ +-- Original by Scheliux, Dragoner7 which was ported from Ruin0x11 +-- Adapted to webp by DonCanjas +-- Modify_: https://github.com/dyphire/mpv-scripts + +-- Create animated webps or gifs with mpv +-- Requires ffmpeg. +-- Adapted from https://github.com/Scheliux/mpv-gif-generator +-- Usage: "w" to set start frame, "W" to set end frame, "Ctrl+w" to create. + +-- Note: +-- Requires FFmpeg in PATH environment variable or edit ffmpeg_path in the script options, +-- Note: +-- A small circle at the top-right corner is a sign that creat is happenning now. + +require 'mp.options' +local msg = require 'mp.msg' +local utils = require "mp.utils" + +local options = { + type = "gif", -- gif or webp + ffmpeg_path = "ffmpeg", + dir = "~~desktop/", + rez = 600, + fps = 15, + lossless = 0, + quality = 90, + compression_level = 6, + loop = 0, +} + +read_options(options) + + +local fps +local ext +local text + +if options.type == "webp" then + ext = "webp" + text = "webP" +else + ext = "gif" + text = "GIF" +end + +-- Check for invalid fps values +-- Can you believe Lua doesn't have a proper ternary operator in the year of our lord 2020? +if options.fps ~= nil and options.fps >= 1 and options.fps < 30 then + fps = options.fps +else + fps = 15 +end + +-- Set this to the filters to pass into ffmpeg's -vf option. +-- filters="fps=24,scale=320:-1:flags=spline" +filters=string.format("fps=%s,scale='trunc(ih*dar/2)*2:trunc(ih/2)*2',setsar=1/1,scale=%s:-1:flags=lanczos", fps, options.rez) + +local is_windows = package.config:sub(1, 1) == "\\" -- detect path separator, windows uses backslashes +-- Setup output directory +local output_directory = mp.command_native({ "expand-path", options.dir }) +--create output_directory if it doesn't exist +if output_directory ~= '' then + local meta, meta_error = utils.file_info(output_directory) + if not meta or not meta.is_dir then + local windows_args = { 'powershell', '-NoProfile', '-Command', 'mkdir', string.format("\"%s\"", output_directory) } + local unix_args = { 'mkdir', '-p', output_directory } + local args = is_windows and windows_args or unix_args + local res = mp.command_native({name = "subprocess", capture_stdout = true, playback_only = false, args = args}) + if res.status ~= 0 then + msg.error("Failed to create animated_dir save directory "..output_directory..". Error: "..(res.error or "unknown")) + return + end + end +end + +start_time = -1 +end_time = -1 + +local function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + + +function make_animated_with_subtitles() + make_animated_internal(true) +end + +function make_animated() + make_animated_internal(false) +end + +function table_length(t) + local count = 0 + for _ in pairs(t) do count = count + 1 end + return count +end + + +function make_animated_internal(burn_subtitles) + local start_time_l = start_time + local end_time_l = end_time + if start_time_l == -1 or end_time_l == -1 or start_time_l >= end_time_l then + mp.osd_message("Invalid start/end time.") + return + end + + local trim_filters = filters + local position = start_time_l + local duration = end_time_l - start_time_l + local filename = mp.get_property("filename/no-ext") + + msg.info("Creating " .. text) + mp.osd_message("Creating " .. text) + + -- shell escape + function esc_for_sub(s) + s = string.gsub(s, "\\", "/") + s = string.gsub(s, '"', '\\"') + s = string.gsub(s, ":", "\\:") + s = string.gsub(s, "'", "\\'") + s = string.gsub(s, "%[", "\\%[") + s = string.gsub(s, "%]", "\\%]") + return s + end + + local pathname = mp.get_property("path", "") + local path = mp.get_property_native("path") + local cache = mp.get_property_native("cache") + local cache_state = mp.get_property_native("demuxer-cache-state") + local cache_ranges = cache_state and cache_state["seekable-ranges"] or {} + if path and is_protocol(path) or cache == "auto" and #cache_ranges > 0 then + local pid = mp.get_property_native('pid') + local temp_path = os.getenv("TEMP") or "/tmp/" + local temp_video_file = utils.join_path(temp_path, "mpv_dump_" .. pid .. ".mkv") + mp.commandv("dump-cache", start_time_l, end_time_l, temp_video_file) + position = 0 + filename = mp.get_property("media-title") + pathname = temp_video_file + end + + if burn_subtitles then + -- Determine currently active sub track + + local i = 0 + local tracks_count = mp.get_property_number("track-list/count") + local subs_array = {} + + -- check for subtitle tracks + + while i < tracks_count do + local type = mp.get_property(string.format("track-list/%d/type", i)) + local selected = mp.get_property(string.format("track-list/%d/selected", i)) + local external = mp.get_property(string.format("track-list/%d/external", i)) + + -- if it's a sub track, save it + + if type == "sub" then + local length = table_length(subs_array) + if selected == "yes" and external == "yes" then + msg.info("Error: external subtitles have been selected") + mp.osd_message("Error: external subtitles have been selected", 2) + return + else + subs_array[length] = selected == "yes" + end + end + i = i + 1 + end + + if table_length(subs_array) > 0 then + + local correct_track = 0 + + -- iterate through saved subtitle tracks until the correct one is found + + for index, is_selected in pairs(subs_array) do + if (is_selected) then + correct_track = index + end + end + + trim_filters = trim_filters .. string.format(",subtitles='%s':si=%s", esc_for_sub(pathname), correct_track) + + end + + end + + -- make the animated + local file_path = utils.join_path(output_directory, filename) + + -- increment filename + for i = 0, 999 do + local fn = string.format('%s_%03d.%s', file_path, i, ext) + if not file_exists(fn) then + animated_name = fn + break + end + end + if not animated_name then + mp.osd_message('No available filenames!') + return + end + + local copyts = "" + + if burn_subtitles then + copyts = "-copyts" + end + + if options.type == "webp" then + arg = string.format("%s -y -hide_banner -loglevel error -ss %s %s -t %s -i '%s' -lavfi %s -lossless %s -q:v %s -compression_level %s -loop %s '%s'", options.ffmpeg_path, position, copyts, duration, pathname, trim_filters, options.lossless, options.quality, options.compression_level, options.loop, animated_name) + else + arg = string.format("%s -y -hide_banner -loglevel error -ss %s %s -t %s -i '%s' -lavfi %s,'split[s0][s1];[s0]palettegen[p];[s1][p]paletteuse' -loop %s '%s'", options.ffmpeg_path, position, copyts, duration, pathname, trim_filters, options.loop, animated_name) + end + local windows_args = { 'powershell', '-NoProfile', '-Command', arg } + local unix_args = { '/bin/bash', '-c', arg } + local args = is_windows and windows_args or unix_args + local screenx, screeny, aspect = mp.get_osd_size() + mp.set_osd_ass(screenx, screeny, "{\\an9}● ") + local res = mp.command_native({name = "subprocess", capture_stdout = true, playback_only = false, args = args}) + mp.set_osd_ass(screenx, screeny, "") + if res.status ~= 0 then + msg.info("Failed to creat " .. animated_name) + mp.osd_message("Error creating " .. text .. ", check console for more info.") + return + end + msg.info(animated_name .. " created.") + mp.osd_message(text .. " created.") +end + +function set_animated_start() + start_time = mp.get_property_number("time-pos", -1) + mp.osd_message(text .. " Start: " .. start_time) +end + +function set_animated_end() + end_time = mp.get_property_number("time-pos", -1) + mp.osd_message(text .. " End: " .. end_time) +end + +function file_exists(name) + local f = io.open(name, "r") + if f ~= nil then io.close(f) return true else return false end +end + +mp.add_key_binding("w", "set_animated_start", set_animated_start) +mp.add_key_binding("W", "set_animated_end", set_animated_end) +mp.add_key_binding("Ctrl+w", "make_animated", make_animated) +mp.add_key_binding("Ctrl+W", "make_animated_with_subtitles", make_animated_with_subtitles) --only works with srt for now \ No newline at end of file diff --git a/scripts/open_dialog.lua b/scripts/open_dialog.lua new file mode 100644 index 0000000..b529fdd --- /dev/null +++ b/scripts/open_dialog.lua @@ -0,0 +1,341 @@ +-- Copyright (c) 2022-2024 dyphire +-- License: MIT +-- link: https://github.com/dyphire/mpv-scripts + +--[[ +The script calls up a window in mpv to quickly load the folder/files/iso/clipboard (support url)/other subtitles/other audio tracks/other video tracks. +Usage, add bindings to input.conf: +key script-message-to open_dialog import_folder +key script-message-to open_dialog import_files +key script-message-to open_dialog import_files # vid, aid, sid (video/audio/subtitle track) +key script-message-to open_dialog import_clipboard +key script-message-to open_dialog import_clipboard # vid, aid, sid (video/audio/subtitle track) +key script-message-to open_dialog set_clipboard # text can be mpv properties as ${path} + +Also supports open dialog to select folder/files for other scripts. +Scripting Example: +-- open a folder select dialog +mp.commandv('script-message-to', 'open_dialog', 'select_folder', mp.get_script_name()) +-- receive the selected folder reply +mp.register_script_message('select_folder_reply', function(folder_path) + if folder_path and folder_path ~= '' then + -- do something with folder_path + end +end) +-- open a xml file select dialog +mp.commandv('script-message-to', 'open_dialog', 'select_files', mp.get_script_name(), 'XML File|*.xml') +-- receive the selected files reply +mp.register_script_message('select_files_reply', function(file_paths) + for i, file_path in ipairs(utils.parse_json(file_paths)) do + -- do something with file_path + end +end) + +]]-- + +local msg = require 'mp.msg' +local utils = require 'mp.utils' +local options = require 'mp.options' + +o = { + video_types = '3g2,3gp,asf,avi,f4v,flv,h264,h265,m2ts,m4v,mkv,mov,mp4,mp4v,mpeg,mpg,ogm,ogv,rm,rmvb,ts,vob,webm,wmv,y4m', + audio_types = 'aac,ac3,aiff,ape,au,cue,dsf,dts,flac,m4a,mid,midi,mka,mp3,mp4a,oga,ogg,opus,spx,tak,tta,wav,weba,wma,wv', + image_types = 'apng,avif,bmp,gif,j2k,jp2,jfif,jpeg,jpg,jxl,mj2,png,svg,tga,tif,tiff,webp', + subtitle_types = 'aqt,ass,gsub,idx,jss,lrc,mks,pgs,pjs,psb,rt,sbv,slt,smi,sub,sup,srt,ssa,ssf,ttxt,txt,usf,vt,vtt', + playlist_types = 'm3u,m3u8,pls,cue', + iso_types = 'iso', +} +options.read_options(o) + +local function split(input) + local ret = {} + for str in string.gmatch(input, "([^,]+)") do + ret[#ret + 1] = string.format("*.%s", str) + end + return ret +end + +-- pre-defined file types +local file_types = { + video = table.concat(split(o.video_types), ';'), + audio = table.concat(split(o.audio_types), ';'), + image = table.concat(split(o.image_types), ';'), + iso = table.concat(split(o.iso_types), ';'), + subtitle = table.concat(split(o.subtitle_types), ';'), + playlist = table.concat(split(o.playlist_types), ';'), +} + +local powershell = nil + +local function pwsh_check() + local arg = {"cmd", "/c", "pwsh", "--version"} + local res = mp.command_native({name = "subprocess", capture_stdout = true, playback_only = false, args = arg}) + if res.status ~= 0 or res.stdout:match("^PowerShell") == nil then + powershell = "powershell" + else + powershell = "pwsh" + end +end + +-- escapes a string so that it can be inserted into powershell as a string literal +local function escape_powershell(str) + if not str then return '""' end + str = str:gsub('[$"`]', '`%1'):gsub('“', '`%1'):gsub('”', '`%1') + return '"'..str..'"' +end + +local function end_file(event) + mp.unregister_event(end_file) + if event["reason"] == "eof" or event["reason"] == "stop" or event["reason"] == "error" then + local bd_device = mp.get_property_native("bluray-device") + local dvd_device = mp.get_property_native("dvd-device") + if event["reason"] == "error" and bd_device and bd_device ~= "" then + loaded_fail = true + else + loaded_fail = false + end + if bd_device then mp.set_property("bluray-device", "") end + if dvd_device then mp.set_property("dvd-device", "") end + end +end + +-- open bluray iso or dir +local function open_bluray(path) + mp.set_property('bluray-device', path) + mp.commandv('loadfile', 'bd://') +end + +-- open dvd iso or dir +local function open_dvd(path) + mp.set_property('dvd-device', path) + mp.commandv('loadfile', 'dvd://') +end + +-- open folder +local function open_folder(path, i) + local fpath, dir = utils.split_path(path) + if utils.file_info(utils.join_path(path, "BDMV")) then + open_bluray(path) + elseif utils.file_info(utils.join_path(path, "VIDEO_TS")) then + open_dvd(path) + elseif dir:upper() == "BDMV" then + open_bluray(fpath) + elseif dir:upper() == "VIDEO_TS" then + open_dvd(fpath) + else + mp.commandv('loadfile', path, i == 1 and 'replace' or 'append') + end +end + +-- open files +local function open_files(path, type, i, is_clip) + local ext = string.match(path, "%.([^%.]+)$"):lower() + if file_types['subtitle']:match(ext) then + mp.commandv('sub-add', path, 'cached') + elseif type == 'vid' and (not is_clip or (file_types['video']:match(ext) or file_types['image']:match(ext))) then + mp.commandv('video-add', path, 'cached') + elseif type == 'aid' and (not is_clip or file_types['audio']:match(ext)) then + mp.commandv('audio-add', path, 'cached') + elseif file_types['iso']:match(ext) then + local idle = mp.get_property('idle') + if idle ~= 'yes' then mp.set_property('idle', 'yes') end + mp.register_event("end-file", end_file) + open_bluray(path) + mp.add_timeout(1.0, function() + if idle ~= 'yes' then mp.set_property('idle', idle) end + if loaded_fail then + loaded_fail = false + open_dvd(path) + end + end) + else + mp.commandv('loadfile', path, i == 1 and 'replace' or 'append') + end +end + +local function select_folder() + if not powershell then pwsh_check() end + local powershell_script = string.format([[&{ + Add-Type -AssemblyName System.Windows.Forms + $fbd = New-Object System.Windows.Forms.FolderBrowserDialog + $fbd.RootFolder = "Desktop" + $fbd.ShowNewFolderButton = $true + $owner = New-Object System.Windows.Forms.NativeWindow + $owner.AssignHandle((Get-Process -Id %d).MainWindowHandle) + try { + if ($fbd.ShowDialog($owner) -eq [System.Windows.Forms.DialogResult]::OK) { + $u8 = [System.Text.Encoding]::UTF8 + $out = [Console]::OpenStandardOutput() + $selectedFolder = $fbd.SelectedPath + $u8selectedFolder = $u8.GetBytes("$selectedFolder`n") + $out.Write($u8selectedFolder, 0, $u8selectedFolder.Length) + } + } finally { + $owner.ReleaseHandle() + $fbd.Dispose() + } + }]], mp.get_property_number('pid')) + local res = mp.command_native({ + name = 'subprocess', + playback_only = false, + capture_stdout = true, + args = { powershell, '-NoProfile', '-Command', powershell_script }, + }) + if res.status ~= 0 then + mp.osd_message("Failed to open folder dialog.") + return nil + end + local folder_path = res.stdout:match("(.-)[\r\n]?$") -- Trim any trailing newline + return folder_path +end + +local function select_files(filter) + if not powershell then pwsh_check() end + local powershell_script = string.format([[&{ + Add-Type -AssemblyName System.Windows.Forms + $ofd = New-Object System.Windows.Forms.OpenFileDialog + $ofd.Multiselect = $true + $ofd.Filter = %s + $owner = New-Object System.Windows.Forms.NativeWindow + $owner.AssignHandle((Get-Process -Id %d).MainWindowHandle) + try { + if ($ofd.ShowDialog($owner) -eq [System.Windows.Forms.DialogResult]::OK) { + $u8 = [System.Text.Encoding]::UTF8 + $out = [Console]::OpenStandardOutput() + ForEach ($filename in $ofd.FileNames) { + $u8filename = $u8.GetBytes("$filename`n") + $out.Write($u8filename, 0, $u8filename.Length) + } + } + } finally { + $owner.ReleaseHandle() + $ofd.Dispose() + } + }]], escape_powershell(filter), mp.get_property_number('pid')) + local res = mp.command_native({ + name = 'subprocess', + playback_only = false, + capture_stdout = true, + args = { powershell, '-NoProfile', '-Command', powershell_script }, + }) + local file_paths = {} + if res.status ~= 0 then + mp.osd_message("Failed to open files dialog.") + return file_paths + end + for file_path in string.gmatch(res.stdout, '[^\r\n]+') do + table.insert(file_paths, file_path) + end + return file_paths +end + +-- import folder +local function import_folder() + local folder_path = select_folder() + if folder_path and folder_path ~= '' then open_folder(folder_path, 1) end +end + +-- import files +local function import_files(type) + local filter = '' + if type == 'vid' then + filter = string.format("Video Files|%s|Image Files|%s", file_types['video'], file_types['image']) + elseif type == 'aid' then + filter = string.format("Audio Files|%s", file_types['audio']) + elseif type == 'sid' then + filter = string.format("Subtitle Files|%s", file_types['subtitle']) + else + filter = string.format("All Files (*.*)|*.*|Video Files|%s|Audio Files|%s|Image Files|%s|ISO Files|%s|Subtitle Files|%s|Playlist Files|%s", + file_types['video'], file_types['audio'], file_types['image'], file_types['iso'], file_types['subtitle'], file_types['playlist']) + end + for i, file_path in ipairs(select_files(filter)) do + open_files(file_path, type, i, false) + end +end + +-- Returns a string of UTF-8 text from the clipboard +local function get_clipboard() + if mp.get_property('clipboard-backends') ~= nil or mp.get_property_bool('clipboard-enable') then + return mp.get_property('clipboard/text', '') + end + local res = mp.command_native({ + name = 'subprocess', + playback_only = false, + capture_stdout = true, + args = { 'powershell', '-NoProfile', '-Command', [[& { + Trap { + Write-Error -ErrorRecord $_ + Exit 1 + } + $clip = Get-Clipboard -Raw -Format Text -TextFormatType UnicodeText + if (-not $clip) { + $clip = Get-Clipboard -Raw -Format FileDropList + } + $u8clip = [System.Text.Encoding]::UTF8.GetBytes($clip) + [Console]::OpenStandardOutput().Write($u8clip, 0, $u8clip.Length) + }]] } + }) + if not res.error then + return res.stdout + end + return '' +end + +-- open files from clipboard +local function open_clipboard(path, type, i) + local path = path:gsub("^[\'\"]", ""):gsub("[\'\"]$", ""):gsub('^%s+', ''):gsub('%s+$', '') + if path:find('^%a[%w.+-]-://') then + mp.commandv('loadfile', path, i == 1 and 'replace' or 'append') + else + local meta = utils.file_info(path) + if not meta then + mp.osd_message('Clipboard path is invalid') + msg.warn('Clipboard path is invalid') + elseif meta.is_dir then + open_folder(path, i) + elseif meta.is_file then + open_files(path, type, i, true) + else + mp.osd_message('Clipboard path is invalid') + msg.warn('Clipboard path is invalid') + end + end +end + +-- import clipboard +local function import_clipboard(type) + local clip = get_clipboard() + if clip ~= '' then + local i = 0 + for path in string.gmatch(clip, '[^\r\n]+') do + i = i + 1 + open_clipboard(path, type, i) + end + else + mp.osd_message('Clipboard is empty') + msg.warn('Clipboard is empty') + end +end + +-- sets the contents of the clipboard to the given string +local function set_clipboard(text) + msg.verbose('setting clipboard text:', text) + if mp.get_property('clipboard-backends') ~= nil or mp.get_property_bool('clipboard-enable') then + mp.commandv('set', 'clipboard/text', text) + else + mp.commandv('run', 'powershell', '-NoProfile', '-command', 'set-clipboard', escape_powershell(text)) + end +end + +mp.register_script_message('import_folder', import_folder) +mp.register_script_message('import_files', import_files) +mp.register_script_message('import_clipboard', import_clipboard) +mp.register_script_message('set_clipboard', set_clipboard) +mp.register_script_message('select_folder', function(script_name) + local folder_path = select_folder() + mp.commandv('script-message-to', script_name, 'select_folder_reply', folder_path) +end) +mp.register_script_message('select_files', function(script_name, filter) + local file_paths = select_files(filter) + mp.commandv('script-message-to', script_name, 'select_files_reply', utils.format_json(file_paths)) +end) \ No newline at end of file diff --git a/scripts/persist_properties.lua b/scripts/persist_properties.lua new file mode 100644 index 0000000..961cfe2 --- /dev/null +++ b/scripts/persist_properties.lua @@ -0,0 +1,115 @@ +-- Script home: https://github.com/d87/mpv-persist-properties +local utils = require "mp.utils" +local msg = require "mp.msg" + +local opts = { + properties = "volume,sub-scale", + properties_path = 'persistent_config.json' +} +(require 'mp.options').read_options(opts, "persist_properties") + +local CONFIG_ROOT = mp.find_config_file(".") +if not utils.file_info(CONFIG_ROOT) then + -- On Windows if using portable_config dir, APPDATA mpv folder isn't auto-created + -- In more recent mpv versions there's a mp.get_script_directory function, but i'm not using it for compatiblity + local mpv_conf_path = mp.find_config_file("scripts") -- finds where the scripts folder is located + local mpv_conf_dir = utils.split_path(mpv_conf_path) + CONFIG_ROOT = mpv_conf_dir +end +local PCONFIG = utils.join_path(CONFIG_ROOT, opts.properties_path); + +local function split(input) + local ret = {} + for str in string.gmatch(input, "([^,]+)") do + table.insert(ret, str) + end + return ret +end +local persisted_properties = split(opts.properties) + +local print = function(...) + -- return msg.log("info", ...) +end + +-- print("Config Root is "..CONFIG_ROOT) + +local isInitialized = false + +local properties + +local function load_config(file) + local f = io.open(file, "r") + if f then + local jsonString = f:read() + f:close() + + if jsonString == nil then + return {} + end + + local props = utils.parse_json(jsonString) + if props then + return props + end + end + return {} +end + +local function save_config(file, properties) + local serialized_props = utils.format_json(properties) + + local f = io.open(file, 'w+') + if f then + f:write(serialized_props) + f:close() + else + msg.log("error", string.format("Couldn't open file: %s", file)) + end +end + +local save_timer = nil +local got_unsaved_changed = false + +local function onInitialLoad() + properties = load_config(PCONFIG) + + for i, property in ipairs(persisted_properties) do + local name = property + local value = properties[name] + if value ~= nil then + mp.set_property_native(name, value) + end + end + + for i, property in ipairs(persisted_properties) do + local property_type = nil + mp.observe_property(property, property_type, function(name) + if isInitialized then + local value = mp.get_property_native(name) + -- print(string.format("%s changed to %s at %s", name, value, os.time())) + + properties[name] = value + + if save_timer then + save_timer:kill() + save_timer:resume() + got_unsaved_changed = true + else + save_timer = mp.add_timeout(5, function() + save_config(PCONFIG, properties) + got_unsaved_changed = false + end) + end + end + end) + end + + isInitialized = true +end + +onInitialLoad() +mp.register_event("shutdown", function() + if got_unsaved_changed then + save_config(PCONFIG, properties) + end +end) diff --git a/scripts/playlistmanager.lua b/scripts/playlistmanager.lua new file mode 100644 index 0000000..885e4a3 --- /dev/null +++ b/scripts/playlistmanager.lua @@ -0,0 +1,1678 @@ +local settings = { + --navigation keybindings force override only while playlist is visible + --if "no" then you can display the playlist by any of the navigation keys + dynamic_binds = true, + + -- to bind multiple keys separate them by a space + + -- main key to show playlist + key_showplaylist = "SHIFT+ENTER", + + -- display playlist while key is held down + key_peek_at_playlist = "", + + -- dynamic keys + key_moveup = "UP", + key_movedown = "DOWN", + key_movepageup = "PGUP", + key_movepagedown = "PGDWN", + key_movebegin = "HOME", + key_moveend = "END", + key_selectfile = "RIGHT LEFT", + key_unselectfile = "", + key_playfile = "ENTER", + key_removefile = "BS", + key_closeplaylist = "ESC SHIFT+ENTER", + + -- extra functionality dynamic keys + key_sortplaylist = "", + key_shuffleplaylist = "", + key_reverseplaylist = "", + key_loadfiles = "", + key_saveplaylist = "", + + --replaces matches on filenames based on extension, put as empty string to not replace anything + --replace rules are executed in provided order + --replace rule key is the pattern and value is the replace value + --uses :gsub('pattern', 'replace'), read more http://lua-users.org/wiki/StringLibraryTutorial + --'all' will match any extension or protocol if it has one + --uses json and parses it into a lua table to be able to support .conf file + + filename_replace = [[ + [ + { + "protocol": { "all": true }, + "rules": [ + { "%%(%x%x)": "hex_to_char" } + ] + } + ] + ]], + +--[=====[ START OF SAMPLE REPLACE - Remove this line to use it + --Sample replace: replaces underscore to space on all files + --for mp4 and webm; remove extension, remove brackets and surrounding whitespace, change dot between alphanumeric to space + filename_replace = [[ + [ + { + "ext": { "all": true}, + "rules": [ + { "_" : " " } + ] + },{ + "ext": { "mp4": true, "mkv": true }, + "rules": [ + { "^(.+)%..+$": "%1" }, + { "%s*[%[%(].-[%]%)]%s*": "" }, + { "(%w)%.(%w)": "%1 %2" } + ] + },{ + "protocol": { "http": true, "https": true }, + "rules": [ + { "^%a+://w*%.?": "" } + ] + } + ] + ]], +--END OF SAMPLE REPLACE ]=====] + + --json array of filetypes to search from directory + loadfiles_filetypes = [[ + [ + "jpg", "jpeg", "png", "tif", "tiff", "gif", "webp", "svg", "bmp", + "mp3", "wav", "ogm", "flac", "m4a", "wma", "ogg", "opus", + "mkv", "avi", "mp4", "ogv", "webm", "rmvb", "flv", "wmv", "mpeg", "mpg", "m4v", "3gp" + ] + ]], + + --loadfiles at startup if 1 or more items in playlist + loadfiles_on_start = false, + -- loadfiles from working directory on idle startup + loadfiles_on_idle_start = false, + --always put loaded files after currently playing file + loadfiles_always_append = false, + + --sort playlist when files are added to playlist + sortplaylist_on_file_add = false, + + --default sorting method, must be one of: "name-asc", "name-desc", "date-asc", "date-desc", "size-asc", "size-desc". + default_sort = "name-asc", + + --"linux | windows | auto" + system = "auto", + + --Use ~ for home directory. Leave as empty to use mpv/playlists + playlist_savepath = "", + + -- constant filename to save playlist as. Note that it will override existing playlist. Leave empty for generated name. + playlist_save_filename = "", + + --save playlist automatically after current file was unloaded + save_playlist_on_file_end = false, + + + --show file title every time a new file is loaded + show_title_on_file_load = false, + --show playlist every time a new file is loaded + show_playlist_on_file_load = false, + --close playlist when selecting file to play + close_playlist_on_playfile = false, + + --sync cursor when file is loaded from outside reasons(file-ending, playlist-next shortcut etc.) + --has the sideeffect of moving cursor if file happens to change when navigating + --good side is cursor always following current file when going back and forth files with playlist-next/prev + sync_cursor_on_load = true, + + --allow the playlist cursor to loop from end to start and vice versa + loop_cursor = true, + + + -- allow playlistmanager to write watch later config when navigating between files + allow_write_watch_later_config = true, + + -- reset cursor navigation when closing or opening playlist + reset_cursor_on_close = true, + + --prefer to display titles for following files: "all", "url", "none". Sorting still uses filename. + prefer_titles = "url", + + --youtube-dl executable for title resolving if enabled, probably "youtube-dl" or "yt-dlp", can be absolute path + youtube_dl_executable = "yt-dlp", + + --call youtube-dl to resolve the titles of urls in the playlist + resolve_url_titles = false, + + -- timeout in seconds for url title resolving + resolve_title_timeout = 15, + + -- how many url titles can be resolved at a time. Higher number might lead to stutters. + concurrent_title_resolve_limit = 10, + + --osd timeout on inactivity in seconds, use 0 for no timeout + playlist_display_timeout = 0, + + -- when peeking at playlist, show playlist at the very least for display timeout + peek_respect_display_timeout = false, + + -- the maximum amount of lines playlist will render. -1 will automatically calculate lines. + showamount = -1, + + --playlist ass style overrides inside curly brackets, \keyvalue is one field, extra \ for escape in lua + --example {\\q2\\an7\\fnUbuntu\\fs10\\b0\\bord1} equals: line-wrap=no, align=top left, font=Ubuntu, size=10, bold=no, border=1 + --read http://docs.aegisub.org/3.2/ASS_Tags/ for reference of tags + --undeclared tags will use default osd settings + --these styles will be used for the whole playlist + --\\q2 style is recommended since filename wrapping may lead to unexpected rendering + --\\an7 style is recommended to align to top left otherwise, osd-align-x/y is respected + style_ass_tags = "{\\q2\\an7}", + --paddings for left right and top bottom + text_padding_x = 30, + text_padding_y = 60, + + --screen dim when menu is open 0.0 - 1.0 (0 is no dim, 1 is black) + curtain_opacity=0.0, + + --set title of window with stripped name + set_title_stripped = false, + title_prefix = "", + title_suffix = " - mpv", + + --slice long filenames, and how many chars to show + slice_longfilenames = false, + slice_longfilenames_amount = 70, + + --Playlist header template + --%mediatitle or %filename = title or name of playing file + --%pos = position of playing file + --%cursor = position of navigation + --%plen = playlist length + --%N = newline + playlist_header = "[%cursor/%plen]", + + --Playlist file templates + --%pos = position of file with leading zeros + --%name = title or name of file + --%N = newline + --you can also use the ass tags mentioned above. For example: + -- selected_file="{\\c&HFF00FF&}➔ %name" | to add a color for selected file. However, if you + -- use ass tags you need to reset them for every line (see https://github.com/jonniek/mpv-playlistmanager/issues/20) + normal_file = "○ %name", + hovered_file = "● %name", + selected_file = "➔ %name", + playing_file = "▷ %name", + playing_hovered_file = "▶ %name", + playing_selected_file = "➤ %name", + + + -- what to show when playlist is truncated + playlist_sliced_prefix = "...", + playlist_sliced_suffix = "...", + + --output visual feedback to OSD for tasks + display_osd_feedback = true, +} +local opts = require("mp.options") +opts.read_options(settings, "playlistmanager", function(list) update_opts(list) end) + +local utils = require("mp.utils") +local msg = require("mp.msg") +local assdraw = require("mp.assdraw") + +local alignment_table = { + [1] = { ["x"] = "left", ["y"] = "bottom" }, + [2] = { ["x"] = "center", ["y"] = "bottom" }, + [3] = { ["x"] = "right", ["y"] = "bottom" }, + [4] = { ["x"] = "left", ["y"] = "center" }, + [5] = { ["x"] = "center", ["y"] = "center" }, + [6] = { ["x"] = "right", ["y"] = "center" }, + [7] = { ["x"] = "left", ["y"] = "top" }, + [8] = { ["x"] = "center", ["y"] = "top" }, + [9] = { ["x"] = "right", ["y"] = "top" }, +} + +--check os +if settings.system=="auto" then + local o = {} + if mp.get_property_native('options/vo-mmcss-profile', o) ~= o then + settings.system = "windows" + else + settings.system = "linux" + end +end + +-- auto calculate showamount +if settings.showamount == -1 then + -- same as draw_playlist() height + local h = 720 + + local playlist_h = h + -- both top and bottom with same padding + playlist_h = playlist_h - settings.text_padding_y * 2 + + -- osd-font-size is based on 720p height + -- see https://mpv.io/manual/stable/#options-osd-font-size + -- details in https://mpv.io/manual/stable/#options-sub-font-size + -- draw_playlist() is based on 720p, need some conversion + local fs = mp.get_property_native('osd-font-size') * h / 720 + -- get the ass font size + if settings.style_ass_tags ~= nil then + local ass_fs_tag = settings.style_ass_tags:match('\\fs%d+') + if ass_fs_tag ~= nil then + fs = tonumber(ass_fs_tag:match('%d+')) + end + end + + settings.showamount = math.floor(playlist_h / fs) + + -- exclude the header line + if settings.playlist_header ~= "" then + settings.showamount = settings.showamount - 1 + -- probably some newlines (%N or \N) in the header + for _ in settings.playlist_header:gmatch('%%N') do + settings.showamount = settings.showamount - 1 + end + for _ in settings.playlist_header:gmatch('\\N') do + settings.showamount = settings.showamount - 1 + end + end + + msg.info('auto showamount: ' .. settings.showamount) +end + +--global variables +local playlist_overlay = mp.create_osd_overlay("ass-events") +local playlist_visible = false +local strippedname = nil +local path = nil +local directory = nil +local filename = nil +local pos = 0 +local plen = 0 +local cursor = 0 +--table for saved media titles for later if we prefer them +local title_table = {} +-- table for urls and local file paths that we have requested to be resolved to titles +local requested_titles = {} + +local filetype_lookup = {} + +local normalize_path = nil +local is_windows = package.config:sub(1, 1) == "\\" -- detect path separator, detect path separator, windows uses backslashes + +function refresh_UI() + if not playlist_visible then return end + refresh_globals() + if plen == 0 then return end + draw_playlist() +end + +function update_opts(changelog) + msg.verbose('updating options') + + --parse filename json + if changelog.filename_replace then + if(settings.filename_replace~="") then + settings.filename_replace = utils.parse_json(settings.filename_replace) + else + settings.filename_replace = false + end + end + + --parse loadfiles json + if changelog.loadfiles_filetypes then + settings.loadfiles_filetypes = utils.parse_json(settings.loadfiles_filetypes) + + filetype_lookup = {} + --create loadfiles set + for _, ext in ipairs(settings.loadfiles_filetypes) do + filetype_lookup[ext] = true + end + end + + if changelog.resolve_url_titles then + resolve_titles() + end + + if changelog.playlist_display_timeout then + keybindstimer = mp.add_periodic_timer(settings.playlist_display_timeout, remove_keybinds) + keybindstimer:kill() + end + + refresh_UI() +end + +update_opts({filename_replace = true, loadfiles_filetypes = true}) + +----- winapi start ----- +-- in windows system, we can use the sorting function provided by the win32 API +-- see https://learn.microsoft.com/en-us/windows/win32/api/shlwapi/nf-shlwapi-strcmplogicalw +local winapi = {} +local is_windows = package.config:sub(1,1) == "\\" + +if is_windows then + local is_ffi_loaded, ffi = pcall(require, "ffi") + + if is_ffi_loaded then + winapi = { + ffi = ffi, + C = ffi.C, + CP_UTF8 = 65001, + shlwapi = ffi.load("shlwapi"), + } + + -- ffi code from https://github.com/po5/thumbfast, Mozilla Public License Version 2.0 + ffi.cdef[[ + int __stdcall MultiByteToWideChar(unsigned int CodePage, unsigned long dwFlags, const char *lpMultiByteStr, + int cbMultiByte, wchar_t *lpWideCharStr, int cchWideChar); + int __stdcall StrCmpLogicalW(wchar_t *psz1, wchar_t *psz2); + ]] + + winapi.utf8_to_wide = function(utf8_str) + if utf8_str then + local utf16_len = winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, utf8_str, -1, nil, 0) + + if utf16_len > 0 then + local utf16_str = winapi.ffi.new("wchar_t[?]", utf16_len) + + if winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, utf8_str, -1, utf16_str, utf16_len) > 0 then + return utf16_str + end + end + end + + return "" + end + end +end +----- winapi end ----- + +local sort_modes = { + { + id="name-asc", + title="name ascending", + sort_fn=function (a, b, playlist) + return alphanumsort(playlist[a].string, playlist[b].string) + end, + }, + { + id="name-desc", + title="name descending", + sort_fn=function (a, b, playlist) + return alphanumsort(playlist[b].string, playlist[a].string) + end, + }, + { + id="date-asc", + title="date ascending", + sort_fn=function (a, b) + return (get_file_info(a).mtime or 0) < (get_file_info(b).mtime or 0) + end, + }, + { + id="date-desc", + title="date descending", + sort_fn=function (a, b) + return (get_file_info(a).mtime or 0) > (get_file_info(b).mtime or 0) + end, + }, + { + id="size-asc", + title="size ascending", + sort_fn=function (a, b) + return (get_file_info(a).size or 0) < (get_file_info(b).size or 0) + end, + }, + { + id="size-desc", + title="size descending", + sort_fn=function (a, b) + return (get_file_info(a).size or 0) > (get_file_info(b).size or 0) + end, + }, +} + +local sort_mode = 1 +for mode, sort_data in pairs(sort_modes) do + if sort_data.id == settings.default_sort then + sort_mode = mode + end +end + +function is_protocol(path) + return type(path) == 'string' and path:find('^%a[%a%d-_]+://') ~= nil +end + +function normalize(path) + if normalize_path ~= nil then + if normalize_path then + path = mp.command_native({"normalize-path", path}) + else + local directory = mp.get_property("working-directory", "") + path = utils.join_path(directory, path:gsub('^%.[\\/]','')) + if is_windows then path = path:gsub("\\", "/") end + end + return path + end + normalize_path = false + local commands = mp.get_property_native("command-list", {}) + for _, command in ipairs(commands) do + if command.name == "normalize-path" then + normalize_path = true + break + end + end + return normalize(path) +end + +function on_file_loaded() + refresh_globals() + if settings.sync_cursor_on_load then cursor=pos end + refresh_UI() -- refresh only after moving cursor + + filename = mp.get_property("filename") + path = mp.get_property('path') + local media_title = mp.get_property("media-title") + if is_protocol(path) and not title_table[path] and path ~= media_title then + title_table[path] = media_title + end + + strippedname = stripfilename(mp.get_property('media-title')) + if settings.show_title_on_file_load then + mp.commandv('show-text', strippedname) + end + if settings.show_playlist_on_file_load then + showplaylist() + end + if settings.set_title_stripped then + mp.set_property("title", settings.title_prefix..strippedname..settings.title_suffix) + end +end + +function on_start_file() + refresh_globals() + filename = mp.get_property("filename") + path = mp.get_property('path') + --if not a url then join path with working directory + if not is_protocol(path) then + path = normalize(path) + directory = utils.split_path(path) + else + directory = nil + end + + if settings.loadfiles_on_start and plen == 1 then + local ext = filename:match("%.([^%.]+)$") + -- a directory or playlist has been loaded, let's not do anything as mpv will expand it into files + if ext and filetype_lookup[ext:lower()] then + msg.info("Loading files from playing files directory") + playlist() + end + end +end + +function on_end_file() + if settings.save_playlist_on_file_end then save_playlist() end + strippedname = nil + path = nil + directory = nil + filename = nil +end + +function refresh_globals() + pos = mp.get_property_number('playlist-pos', 0) + plen = mp.get_property_number('playlist-count', 0) +end + +function escapepath(dir, escapechar) + return string.gsub(dir, escapechar, '\\'..escapechar) +end + +function replace_table_has_value(value, valid_values) + if value == nil or valid_values == nil then + return false + end + return valid_values['all'] or valid_values[value] +end + +local filename_replace_functions = { + --decode special characters in url + hex_to_char = function(x) return string.char(tonumber(x, 16)) end +} + +-- from http://lua-users.org/wiki/LuaUnicode +local UTF8_PATTERN = '[%z\1-\127\194-\244][\128-\191]*' + +-- return a substring based on utf8 characters +-- like string.sub, but negative index is not supported +local function utf8_sub(s, i, j) + if i > j then + return s + end + + local t = {} + local idx = 1 + for char in s:gmatch(UTF8_PATTERN) do + if i <= idx and idx <= j then + local width = #char > 2 and 2 or 1 + idx = idx + width + t[#t + 1] = char + end + end + return table.concat(t) +end + +--strip a filename based on its extension or protocol according to rules in settings +function stripfilename(pathfile, media_title) + if pathfile == nil then return '' end + local ext = pathfile:match("%.([^%.]+)$") + local protocol = pathfile:match("^(%a%a+)://") + if not ext then ext = "" end + local tmp = pathfile + if settings.filename_replace and not media_title then + for k,v in ipairs(settings.filename_replace) do + if replace_table_has_value(ext, v['ext']) or replace_table_has_value(protocol, v['protocol']) then + for ruleindex, indexrules in ipairs(v['rules']) do + for rule, override in pairs(indexrules) do + override = filename_replace_functions[override] or override + tmp = tmp:gsub(rule, override) + end + end + end + end + end + local tmp_clip = utf8_sub(tmp, 1, settings.slice_longfilenames_amount) + if settings.slice_longfilenames and tmp ~= tmp_clip then + tmp = tmp_clip .. "..." + end + return tmp +end + +--gets the file info of an item +function get_file_info(item) + local path = mp.get_property('playlist/' .. item - 1 .. '/filename') + if is_protocol(path) then return {} end + local file_info = utils.file_info(path) + if not file_info then + msg.warn('failed to read file info for', path) + return {} + end + + return file_info +end + +--gets a nicename of playlist entry at 0-based position i +function get_name_from_index(i, notitle) + refresh_globals() + if plen <= i then msg.error("no index in playlist", i, "length", plen); return nil end + local _, name = nil + local title = mp.get_property('playlist/'..i..'/title') + local name = mp.get_property('playlist/'..i..'/filename') + + local should_use_title = settings.prefer_titles == 'all' or is_protocol(name) and settings.prefer_titles == 'url' + + --check if file has a media title stored + if not title and should_use_title and title_table[name] then + title = title_table[name] + end + + --if we have media title use a more conservative strip + if title and not notitle and should_use_title then + -- Escape a string for verbatim display on the OSD + -- Ref: https://github.com/mpv-player/mpv/blob/94677723624fb84756e65c8f1377956667244bc9/player/lua/stats.lua#L145 + return stripfilename(title, true):gsub("\\", '\\\239\187\191'):gsub("{", "\\{"):gsub("^ ", "\\h") + end + + --remove paths if they exist, keeping protocols for stripping + if string.sub(name, 1, 1) == '/' or name:find("^%a:[/\\]") then + _, name = utils.split_path(name) + end + return stripfilename(name):gsub("\\", '\\\239\187\191'):gsub("{", "\\{"):gsub("^ ", "\\h") +end + +function parse_header(string) + local esc_title = stripfilename(mp.get_property("media-title"), true):gsub("%%", "%%%%") + local esc_file = stripfilename(mp.get_property("filename")):gsub("%%", "%%%%") + return string:gsub("%%N", "\\N") + -- add a blank character at the end of each '\N' to ensure that the height of the empty line is the same as the non empty line + :gsub("\\N", "\\N ") + :gsub("%%pos", mp.get_property_number("playlist-pos",0)+1) + :gsub("%%plen", mp.get_property("playlist-count")) + :gsub("%%cursor", cursor+1) + :gsub("%%mediatitle", esc_title) + :gsub("%%filename", esc_file) + -- undo name escape + :gsub("%%%%", "%%") +end + +function parse_filename(string, name, index) + local base = tostring(plen):len() + local esc_name = stripfilename(name):gsub("%%", "%%%%") + return string:gsub("%%N", "\\N") + :gsub("%%pos", string.format("%0"..base.."d", index+1)) + :gsub("%%name", esc_name) + -- undo name escape + :gsub("%%%%", "%%") +end + +function parse_filename_by_index(index) + local template = settings.normal_file + + local is_idle = mp.get_property_native('idle-active') + local position = is_idle and -1 or pos + + if index == position then + if index == cursor then + if selection then + template = settings.playing_selected_file + else + template = settings.playing_hovered_file + end + else + template = settings.playing_file + end + elseif index == cursor then + if selection then + template = settings.selected_file + else + template = settings.hovered_file + end + end + + return parse_filename(template, get_name_from_index(index), index) +end + +function is_terminal_mode() + local width, height, aspect_ratio = mp.get_osd_size() + return width == 0 and height == 0 and aspect_ratio == 0 +end + +function draw_playlist() + refresh_globals() + + -- if there is no playing file, then cursor can be -1. That would break rendering of playlist. + if cursor == -1 then + cursor = 0 + end + + local ass = assdraw.ass_new() + local terminaloutput = "" + + local _, _, a = mp.get_osd_size() + local h = 720 + local w = math.ceil(h * a) + + if settings.curtain_opacity ~= nil and settings.curtain_opacity ~= 0 and settings.curtain_opacity <= 1.0 then + -- curtain dim from https://github.com/christoph-heinrich/mpv-quality-menu/blob/501794bfbef468ee6a61e54fc8821fe5cd72c4ed/quality-menu.lua#L699-L707 + local alpha = 255 - math.ceil(255 * settings.curtain_opacity) + ass.text = string.format('{\\pos(0,0)\\rDefault\\an7\\1c&H000000&\\alpha&H%X&}', alpha) + ass:draw_start() + ass:rect_cw(0, 0, w, h) + ass:draw_stop() + ass:new_event() + end + + ass:append(settings.style_ass_tags) + + -- add \clip style + -- make both left and right follow text_padding_x + -- both top and bottom follow text_padding_y + local border_size = mp.get_property_number('osd-border-size') + if settings.style_ass_tags ~= nil then + local bord = tonumber(settings.style_ass_tags:match('\\bord(%d+%.?%d*)')) + if bord ~= nil then border_size = bord end + end + ass:append(string.format('{\\clip(%f,%f,%f,%f)}', + settings.text_padding_x - border_size, settings.text_padding_y - border_size, + w - 1 - settings.text_padding_x + border_size, h - 1 - settings.text_padding_y + border_size)) + + -- align from mpv.conf + local align_x = mp.get_property("osd-align-x") + local align_y = mp.get_property("osd-align-y") + -- align from style_ass_tags + if settings.style_ass_tags ~= nil then + local an = tonumber(settings.style_ass_tags:match('\\an(%d)')) + if an ~= nil and alignment_table[an] ~= nil then + align_x = alignment_table[an]["x"] + align_y = alignment_table[an]["y"] + end + end + -- range of x [0, w-1] + local pos_x + if align_x == 'left' then + pos_x = settings.text_padding_x + elseif align_x == 'right' then + pos_x = w - 1 - settings.text_padding_x + else + pos_x = math.floor((w - 1) / 2) + end + -- range of y [0, h-1] + local pos_y + if align_y == 'top' then + pos_y = settings.text_padding_y + elseif align_y == 'bottom' then + pos_y = h - 1 - settings.text_padding_y + else + pos_y = math.floor((h - 1) / 2) + end + ass:pos(pos_x, pos_y) + + if settings.playlist_header ~= "" then + local header = parse_header(settings.playlist_header) + ass:append(header.."\\N") + terminaloutput = terminaloutput..header.."\n" + end + + -- (visible index, playlist index) pairs of playlist entries that should be rendered + local visible_indices = {} + + local one_based_cursor = cursor + 1 + table.insert(visible_indices, one_based_cursor) + + local offset = 1; + local visible_indices_length = 1; + while visible_indices_length < settings.showamount and visible_indices_length < plen do + -- add entry for offset steps below the cursor + local below = one_based_cursor + offset + if below <= plen then + table.insert(visible_indices, below) + visible_indices_length = visible_indices_length + 1; + end + + -- add entry for offset steps above the cursor + -- also need to double check that there is still space, this happens if we have even numbered limit + local above = one_based_cursor - offset + if above >= 1 and visible_indices_length < settings.showamount and visible_indices_length < plen then + table.insert(visible_indices, 1, above) + visible_indices_length = visible_indices_length + 1; + end + + offset = offset + 1 + end + + -- both indices are 1 based + for display_index, playlist_index in pairs(visible_indices) do + if display_index == 1 and playlist_index ~= 1 then + ass:append(settings.playlist_sliced_prefix.."\\N") + terminaloutput = terminaloutput..settings.playlist_sliced_prefix.."\n" + elseif display_index == settings.showamount and playlist_index ~= plen then + ass:append(settings.playlist_sliced_suffix) + terminaloutput = terminaloutput..settings.playlist_sliced_suffix.."\n" + else + -- parse_filename_by_index expects 0 based index + local fname = parse_filename_by_index(playlist_index - 1) + ass:append(fname.."\\N") + terminaloutput = terminaloutput..fname.."\n" + end + end + + if is_terminal_mode() then + local timeout_setting = settings.playlist_display_timeout + local timeout = timeout_setting == 0 and 2147483 or timeout_setting + -- TODO: probably have to strip ass tags from terminal output + -- would maybe be possible to use terminal color output instead + mp.osd_message(terminaloutput, timeout) + else + playlist_overlay.data = ass.text + playlist_overlay:update() + end +end + +local peek_display_timer = nil +local peek_button_pressed = false + +function peek_timeout() + peek_display_timer:kill() + if not peek_button_pressed and not playlist_visible then + remove_keybinds() + end +end + +function handle_complex_playlist_toggle(table) + local event = table["event"] + if event == "press" then + msg.error("Complex key event not supported. Falling back to normal playlist display.") + showplaylist() + elseif event == "down" then + showplaylist(1000000) + if settings.peek_respect_display_timeout then + peek_button_pressed = true + peek_display_timer = mp.add_periodic_timer(settings.playlist_display_timeout, peek_timeout) + end + elseif event == "up" then + -- set playlist state to not visible, doesn't actually hide playlist yet + -- this will allow us to check if other functionality has rendered playlist before removing binds + playlist_visible = false + + function remove_keybinds_after_timeout() + -- if playlist is still not visible then lets actually hide it + -- this lets other keys that interupt the peek to render playlist without peek up event closing it + if not playlist_visible then + remove_keybinds() + end + end + + if settings.peek_respect_display_timeout then + peek_button_pressed = false + if not peek_display_timer:is_enabled() then + mp.add_timeout(0.01, remove_keybinds_after_timeout) + end + else + -- use small delay to let dynamic binds run before keys are potentially unbound + mp.add_timeout(0.01, remove_keybinds_after_timeout) + end + end +end + +function toggle_playlist(show_function) + local show = show_function or showplaylist + if playlist_visible then + remove_keybinds() + else + show(settings.playlist_display_timeout) + end +end + +function showplaylist(duration) + refresh_globals() + if plen == 0 then return end + + playlist_visible = true + add_keybinds() + + draw_playlist() + keybindstimer:kill() + + local dur = tonumber(duration) or settings.playlist_display_timeout + if dur > 0 then + keybindstimer = mp.add_periodic_timer(dur, remove_keybinds) + end +end + +function showplaylist_non_interactive(duration) + refresh_globals() + if plen == 0 then return end + playlist_visible = true + draw_playlist() + keybindstimer:kill() + + local dur = tonumber(duration) or settings.playlist_display_timeout + if dur > 0 then + keybindstimer = mp.add_periodic_timer(dur, remove_keybinds) + end +end + +selection=nil +function selectfile() + refresh_globals() + if plen == 0 then return end + if not selection then + selection=cursor + else + selection=nil + end + showplaylist() +end + +function unselectfile() + selection=nil + showplaylist() +end + +function resetcursor() + selection = nil + cursor = mp.get_property_number('playlist-pos', 1) +end + +function removefile() + refresh_globals() + if plen == 0 then return end + selection = nil + if cursor==pos then mp.command("script-message unseenplaylist mark true \"playlistmanager avoid conflict when removing file\"") end + mp.commandv("playlist-remove", cursor) + if cursor==plen-1 then cursor = cursor - 1 end + if plen == 1 then + remove_keybinds() + else + showplaylist() + end +end + +function moveup() + refresh_globals() + if plen == 0 then return end + if cursor~=0 then + if selection then mp.commandv("playlist-move", cursor,cursor-1) end + cursor = cursor-1 + elseif settings.loop_cursor then + if selection then mp.commandv("playlist-move", cursor,plen) end + cursor = plen-1 + end + showplaylist() +end + +function movedown() + refresh_globals() + if plen == 0 then return end + if cursor ~= plen-1 then + if selection then mp.commandv("playlist-move", cursor,cursor+2) end + cursor = cursor + 1 + elseif settings.loop_cursor then + if selection then mp.commandv("playlist-move", cursor,0) end + cursor = 0 + end + showplaylist() +end + + +function movepageup() + refresh_globals() + if plen == 0 or cursor == 0 then return end + local offset = settings.showamount % 2 == 0 and 1 or 0 + local last_file_that_doesnt_scroll = math.ceil(settings.showamount / 2) + local reverse_cursor = plen - cursor + local files_to_jump = math.max(last_file_that_doesnt_scroll + offset - reverse_cursor, 0) + settings.showamount - 2 + local prev_cursor = cursor + cursor = cursor - files_to_jump + if cursor < last_file_that_doesnt_scroll then + cursor = 0 + end + if selection then + mp.commandv("playlist-move", prev_cursor, cursor) + end + showplaylist() +end + +function movepagedown() + refresh_globals() + if plen == 0 or cursor == plen - 1 then return end + local last_file_that_doesnt_scroll = math.ceil(settings.showamount / 2) - 1 + local files_to_jump = math.max(last_file_that_doesnt_scroll - cursor, 0) + settings.showamount - 2 + local prev_cursor = cursor + cursor = cursor + files_to_jump + + local cursor_on_last_page = plen - (settings.showamount - 3) + if cursor > cursor_on_last_page then + cursor = plen - 1 + end + if selection then + mp.commandv("playlist-move", prev_cursor, cursor + 1) + end + showplaylist() +end + + +function movebegin() + refresh_globals() + if plen == 0 or cursor == 0 then return end + local prev_cursor = cursor + cursor = 0 + if selection then mp.commandv("playlist-move", prev_cursor, cursor) end + showplaylist() +end + +function moveend() + refresh_globals() + if plen == 0 or cursor == plen-1 then return end + local prev_cursor = cursor + cursor = plen-1 + if selection then mp.commandv("playlist-move", prev_cursor, cursor+1) end + showplaylist() +end + +function write_watch_later(force_write) + if settings.allow_write_watch_later_config then + if mp.get_property_bool("save-position-on-quit") or force_write then + mp.command("write-watch-later-config") + end + end +end + +function playlist_next() + write_watch_later(true) + mp.commandv("playlist-next", "weak") + if settings.close_playlist_on_playfile then + remove_keybinds() + end + refresh_UI() +end + +function playlist_prev() + write_watch_later(true) + mp.commandv("playlist-prev", "weak") + if settings.close_playlist_on_playfile then + remove_keybinds() + end + refresh_UI() +end + +function playlist_random() + write_watch_later() + refresh_globals() + if plen < 2 then return end + math.randomseed(os.time()) + local random = pos + while random == pos do + random = math.random(0, plen-1) + end + mp.set_property("playlist-pos", random) + if settings.close_playlist_on_playfile then + remove_keybinds() + end +end + +function playfile() + refresh_globals() + if plen == 0 then return end + selection = nil + local is_idle = mp.get_property_native('idle-active') + if cursor ~= pos or is_idle then + write_watch_later() + mp.set_property("playlist-pos", cursor) + else + if cursor~=plen-1 then + cursor = cursor + 1 + end + write_watch_later() + mp.commandv("playlist-next", "weak") + end + if settings.close_playlist_on_playfile then + remove_keybinds() + elseif playlist_visible then + showplaylist() + end +end + +function file_filter(filenames) + local files = {} + for i = 1, #filenames do + local file = filenames[i] + local ext = file:match('%.([^%.]+)$') + if ext and filetype_lookup[ext:lower()] then + table.insert(files, file) + end + end + return files +end + +function get_playlist_filenames_set() + local filenames = {} + for n=0,plen-1,1 do + local filename = mp.get_property('playlist/'..n..'/filename') + local _, file = utils.split_path(filename) + filenames[file] = true + end + return filenames +end + +--Creates a playlist of all files in directory, will keep the order and position +--For exaple, Folder has 12 files, you open the 5th file and run this, the remaining 7 are added behind the 5th file and prior 4 files before it +function playlist(refresh, force_dir) + refresh_globals() + if not refresh and not force_dir and plen > 0 then + return + end + local hasfile = true + if plen == 0 then + hasfile = false + dir = mp.get_property('working-directory') + elseif directory ~= nil then + dir = directory + end + + if force_dir then + dir = force_dir + end + + if not dir or dir == "." then + return + end + + local files = file_filter(utils.readdir(dir, "files")) + + if files == nil then + msg.verbose("no files in directory") + return + end + + table.sort(files, alphanumsort) + + local filenames = get_playlist_filenames_set() + local c, c2 = 0,0 + if files then + local cur = false + local filename = mp.get_property("filename") + for _, file in ipairs(files) do + if file == nil or file[1] == "." then + break + end + local appendstr = "append" + if not hasfile then + cur = true + appendstr = "append-play" + hasfile = true + end + if filename == file then + cur = true + elseif filenames[file] then + -- skip files already in playlist + elseif cur == true or settings.loadfiles_always_append then + mp.commandv("loadfile", utils.join_path(dir, file), appendstr) + msg.info("Appended to playlist: " .. file) + c2 = c2 + 1 + else + mp.commandv("loadfile", utils.join_path(dir, file), appendstr) + msg.info("Prepended to playlist: " .. file) + mp.commandv("playlist-move", mp.get_property_number("playlist-count", 1)-1, c) + c = c + 1 + end + end + if c2 > 0 or c>0 then + msg.info("Added "..c + c2.." files to playlist") + else + msg.info("No additional files found") + end + cursor = mp.get_property_number('playlist-pos', 1) + else + msg.error("Could not scan for files: "..(error or "")) + end + refresh_globals() + if playlist_visible then + showplaylist() + end + if settings.display_osd_feedback then + if c2 > 0 or c>0 then + mp.osd_message("Added "..c + c2.." files to playlist") + else + mp.osd_message("No additional files found") + end + end + return c + c2 +end + +function parse_home(path) + if not path:find("^~") then + return path + end + local home_dir = os.getenv("HOME") or os.getenv("USERPROFILE") + if not home_dir then + local drive = os.getenv("HOMEDRIVE") + local path = os.getenv("HOMEPATH") + if drive and path then + home_dir = utils.join_path(drive, path) + else + msg.error("Couldn't find home dir.") + return nil + end + end + local result = path:gsub("^~", home_dir) + return result +end + +local interactive_save = false +function activate_playlist_save() + if interactive_save then + remove_keybinds() + mp.command("script-message playlistmanager-save-interactive \"start interactive filenaming process\"") + else + save_playlist() + end +end + +--saves the current playlist into a m3u file +function save_playlist(filename) + local length = mp.get_property_number('playlist-count', 0) + if length == 0 then return end + + --get playlist save path + local savepath + if settings.playlist_savepath == nil or settings.playlist_savepath == "" then + savepath = mp.command_native({"expand-path", "~~home/"}).."/playlists" + else + savepath = parse_home(settings.playlist_savepath) + if savepath == nil then return end + end + + --create savepath if it doesn't exist + if utils.readdir(savepath) == nil then + local windows_args = {'powershell', '-NoProfile', '-Command', 'mkdir', string.format("\"%s\"", savepath)} + local unix_args = { 'mkdir', savepath } + local args = settings.system == 'windows' and windows_args or unix_args + local res = utils.subprocess({ args = args, cancellable = false }) + if res.status ~= 0 then + msg.error("Failed to create playlist save directory "..savepath..". Error: "..(res.error or "unknown")) + return + end + end + + local name = filename + if name == nil then + if settings.playlist_save_filename == nil or settings.playlist_save_filename == "" then + local date = os.date("*t") + local datestring = ("%02d-%02d-%02d_%02d-%02d-%02d"):format(date.year, date.month, date.day, date.hour, date.min, date.sec) + + name = datestring.."_playlist-size_"..length..".m3u" + else + name = settings.playlist_save_filename + end + end + + local savepath = utils.join_path(savepath, name) + local file, err = io.open(savepath, "w") + if not file then + msg.error("Error in creating playlist file, check permissions. Error: "..(err or "unknown")) + else + file:write("#EXTM3U\n") + local i=0 + while i < length do + local pwd = mp.get_property("working-directory") + local filename = mp.get_property('playlist/'..i..'/filename') + local fullpath = filename + if not is_protocol(filename) then + fullpath = utils.join_path(pwd, filename) + end + local title = mp.get_property('playlist/'..i..'/title') or title_table[filename] + if title then + file:write("#EXTINF:,"..title.."\n") + end + file:write(fullpath, "\n") + i=i+1 + end + local saved_msg = "Playlist written to: "..savepath + mp.osd_message(saved_msg) + msg.info(saved_msg) + file:close() + end +end + +function alphanumsort(a, b) + local is_ffi_loaded = pcall(require, 'ffi') + if is_windows and is_ffi_loaded then + local a_wide = winapi.utf8_to_wide(a) + local b_wide = winapi.utf8_to_wide(b) + return winapi.shlwapi.StrCmpLogicalW(a_wide, b_wide) == -1 + else + -- alphanum sorting for humans in Lua + -- http://notebook.kulchenko.com/algorithms/alphanumeric-natural-sorting-for-humans-in-lua + local function padnum(d) + local dec, n = string.match(d, "(%.?)0*(.+)") + return #dec > 0 and ("%.12f"):format(d) or ("%s%03d%s"):format(dec, #n, n) + end + return tostring(a):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#b) + < tostring(b):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#a) + end +end + +-- fast sort algo from https://github.com/zsugabubus/dotfiles/blob/master/.config/mpv/scripts/playlist-filtersort.lua +function sortplaylist(startover) + local playlist = mp.get_property_native('playlist') + if #playlist < 2 then return end + + local order = {} + for i=1, #playlist do + order[i] = i + playlist[i].string = get_name_from_index(i - 1, true) + end + + table.sort(order, function(a, b) + return sort_modes[sort_mode].sort_fn(a, b, playlist) + end) + + for i=1, #playlist do + playlist[order[i]].new_pos = i + end + + for i=1, #playlist do + while true do + local j = playlist[i].new_pos + if i == j then + break + end + mp.commandv('playlist-move', (i) - 1, (j + 1) - 1) + mp.commandv('playlist-move', (j - 1) - 1, (i) - 1) + playlist[j], playlist[i] = playlist[i], playlist[j] + end + end + + for i = 1, #playlist do + local filename = mp.get_property('playlist/' .. i - 1 .. '/filename') + local ext = filename:match("%.([^%.]+)$") + if not ext or not filetype_lookup[ext:lower()] then + --move the directory to the end of the playlist + mp.commandv('playlist-move', i - 1, #playlist) + end + end + + cursor = mp.get_property_number('playlist-pos', 0) + if startover then + mp.set_property('playlist-pos', 0) + end + if playlist_visible then + showplaylist() + end + if settings.display_osd_feedback then + mp.osd_message("Playlist sorted with "..sort_modes[sort_mode].title) + end +end + +function reverseplaylist() + local length = mp.get_property_number('playlist-count', 0) + if length < 2 then return end + for outer=1, length-1, 1 do + mp.commandv('playlist-move', outer, 0) + end + if playlist_visible then + showplaylist() + end + if settings.display_osd_feedback then + mp.osd_message("Playlist reversed") + end +end + +function shuffleplaylist() + refresh_globals() + if plen < 2 then return end + mp.command("playlist-shuffle") + math.randomseed(os.time()) + mp.commandv("playlist-move", pos, math.random(0, plen-1)) + + local playlist = mp.get_property_native('playlist') + for i = 1, #playlist do + local filename = mp.get_property('playlist/' .. i - 1 .. '/filename') + local ext = filename:match("%.([^%.]+)$") + if not ext or not filetype_lookup[ext:lower()] then + --move the directory to the end of the playlist + mp.commandv('playlist-move', i - 1, #playlist) + end + end + + mp.set_property('playlist-pos', 0) + refresh_globals() + if playlist_visible then + showplaylist() + end + if settings.display_osd_feedback then + mp.osd_message("Playlist shuffled") + end +end + +function bind_keys(keys, name, func, opts) + if keys == nil or keys == "" then + mp.add_key_binding(keys, name, func, opts) + return + end + local i = 1 + for key in keys:gmatch("[^%s]+") do + local prefix = i == 1 and '' or i + mp.add_key_binding(key, name..prefix, func, opts) + i = i + 1 + end +end + +function bind_keys_forced(keys, name, func, opts) + if keys == nil or keys == "" then + mp.add_forced_key_binding(keys, name, func, opts) + return + end + local i = 1 + for key in keys:gmatch("[^%s]+") do + local prefix = i == 1 and '' or i + mp.add_forced_key_binding(key, name..prefix, func, opts) + i = i + 1 + end +end + +function unbind_keys(keys, name) + if keys == nil or keys == "" then + mp.remove_key_binding(name) + return + end + local i = 1 + for key in keys:gmatch("[^%s]+") do + local prefix = i == 1 and '' or i + mp.remove_key_binding(name..prefix) + i = i + 1 + end +end + +function add_keybinds() + bind_keys_forced(settings.key_moveup, 'moveup', moveup, "repeatable") + bind_keys_forced(settings.key_movedown, 'movedown', movedown, "repeatable") + bind_keys_forced(settings.key_movepageup, 'movepageup', movepageup, "repeatable") + bind_keys_forced(settings.key_movepagedown, 'movepagedown', movepagedown, "repeatable") + bind_keys_forced(settings.key_movebegin, 'movebegin', movebegin, "repeatable") + bind_keys_forced(settings.key_moveend, 'moveend', moveend, "repeatable") + bind_keys_forced(settings.key_selectfile, 'selectfile', selectfile) + bind_keys_forced(settings.key_unselectfile, 'unselectfile', unselectfile) + bind_keys_forced(settings.key_playfile, 'playfile', playfile) + bind_keys_forced(settings.key_removefile, 'removefile', removefile, "repeatable") + bind_keys_forced(settings.key_closeplaylist, 'closeplaylist', remove_keybinds) + bind_keys_forced(settings.key_sortplaylist, "sortplaylist", function() + sortplaylist() + sort_mode = sort_mode + 1 + if sort_mode > #sort_modes then sort_mode = 1 end + end) + bind_keys_forced(settings.key_reverseplaylist, "reverseplaylist", reverseplaylist) + bind_keys_forced(settings.key_shuffleplaylist, "shuffleplaylist", shuffleplaylist) + bind_keys_forced(settings.key_loadfiles, "loadfiles", playlist) + bind_keys_forced(settings.key_saveplaylist, "saveplaylist", activate_playlist_save) +end + +function remove_keybinds() + keybindstimer:kill() + keybindstimer = mp.add_periodic_timer(settings.playlist_display_timeout, remove_keybinds) + keybindstimer:kill() + playlist_overlay.data = "" + playlist_overlay:remove() + if is_terminal_mode() then + mp.osd_message("") + end + playlist_visible = false + if settings.reset_cursor_on_close then + resetcursor() + end + if settings.dynamic_binds then + unbind_keys(settings.key_moveup, 'moveup') + unbind_keys(settings.key_movedown, 'movedown') + unbind_keys(settings.key_movepageup, 'movepageup') + unbind_keys(settings.key_movepagedown, 'movepagedown') + unbind_keys(settings.key_movebegin, 'movebegin') + unbind_keys(settings.key_moveend, 'moveend') + unbind_keys(settings.key_selectfile, 'selectfile') + unbind_keys(settings.key_unselectfile, 'unselectfile') + unbind_keys(settings.key_playfile, 'playfile') + unbind_keys(settings.key_removefile, 'removefile') + unbind_keys(settings.key_closeplaylist, 'closeplaylist') + unbind_keys(settings.key_sortplaylist, "sortplaylist") + unbind_keys(settings.key_reverseplaylist, "reverseplaylist") + unbind_keys(settings.key_shuffleplaylist, "shuffleplaylist") + unbind_keys(settings.key_loadfiles, "loadfiles") + unbind_keys(settings.key_saveplaylist, "saveplaylist") + end +end + +keybindstimer = mp.add_periodic_timer(settings.playlist_display_timeout, remove_keybinds) +keybindstimer:kill() + +if not settings.dynamic_binds then + add_keybinds() +end + +if settings.loadfiles_on_idle_start and mp.get_property_number('playlist-count', 0) == 0 then + playlist() +end + +mp.observe_property('playlist-count', "number", function(_, plcount) + --if we promised to listen and sort on playlist size increase do it + if settings.sortplaylist_on_file_add and (plcount > plen) then + msg.info("Added files will be automatically sorted") + refresh_globals() + sortplaylist() + end + refresh_UI() + resolve_titles() +end) +mp.observe_property('osd-dimensions', 'native', refresh_UI) + + +url_request_queue = {} +function url_request_queue.push(item) table.insert(url_request_queue, item) end +function url_request_queue.pop() return table.remove(url_request_queue, 1) end +local url_titles_to_fetch = url_request_queue +local ongoing_url_requests = {} + +function url_fetching_throttler() + if #url_titles_to_fetch == 0 then + url_title_fetch_timer:kill() + end + + local ongoing_url_requests_count = 0 + for _, ongoing in pairs(ongoing_url_requests) do + if ongoing then + ongoing_url_requests_count = ongoing_url_requests_count + 1 + end + end + + -- start resolving some url titles if there is available slots + local amount_to_fetch = math.max(0, settings.concurrent_title_resolve_limit - ongoing_url_requests_count) + for index=1,amount_to_fetch,1 do + local file = url_titles_to_fetch.pop() + if file then + ongoing_url_requests[file] = true + resolve_ytdl_title(file) + end + end +end + +url_title_fetch_timer = mp.add_periodic_timer(0.1, url_fetching_throttler) +url_title_fetch_timer:kill() + +function resolve_titles() + if settings.prefer_titles == 'none' or not settings.resolve_url_titles then return end + + local length = mp.get_property_number('playlist-count', 0) + if length < 2 then return end + -- loop all items in playlist because we can't predict how it has changed + local added_urls = false + for i=0,length - 1,1 do + local filename = mp.get_property('playlist/'..i..'/filename') + local title = mp.get_property('playlist/'..i..'/title') + if i ~= pos + and filename + and not title + and not title_table[filename] + and not requested_titles[filename] + then + requested_titles[filename] = true + if filename:find('^https?://') and settings.resolve_url_titles then + url_titles_to_fetch.push(filename) + added_urls = true + end + end + end + if added_urls then + url_title_fetch_timer:resume() + end +end + +function resolve_ytdl_title(filename) + local args = { + settings.youtube_dl_executable, + '--no-playlist', + '--flat-playlist', + '-sJ', + '--no-config', + filename, + } + local req = mp.command_native_async( + { + name = "subprocess", + args = args, + playback_only = false, + capture_stdout = true + }, + function (success, res) + ongoing_url_requests[filename] = false + if res.killed_by_us then + msg.verbose('Request to resolve url title ' .. filename .. ' timed out') + return + end + if res.status == 0 then + local json, err = utils.parse_json(res.stdout) + if not err then + local is_playlist = json['_type'] and json['_type'] == 'playlist' + local title = (is_playlist and '[playlist]: ' or '') .. json['title'] + msg.verbose(filename .. " resolved to '" .. title .. "'") + title_table[filename] = title + mp.set_property_native('user-data/playlistmanager/titles', title_table) + refresh_UI() + else + msg.error("Failed parsing json, reason: "..(err or "unknown")) + end + else + msg.error("Failed to resolve url title "..filename.." Error: "..(res.error or "unknown")) + end + end + ) + + mp.add_timeout( + settings.resolve_title_timeout, + function() + mp.abort_async_command(req) + ongoing_url_requests[filename] = false + end + ) +end + +--script message handler +function handlemessage(msg, value, value2) + if msg == "show" and value == "playlist" then + if value2 ~= "toggle" then + showplaylist(value2) + return + else + toggle_playlist(showplaylist) + return + end + end + if msg == "show" and value == "playlist-nokeys" then + if value2 ~= "toggle" then + showplaylist_non_interactive(value2) + return + else + toggle_playlist(showplaylist_non_interactive) + return + end + end + if msg == "show" and value == "filename" and strippedname and value2 then + mp.commandv('show-text', strippedname, tonumber(value2)*1000 ) ; return + end + if msg == "show" and value == "filename" and strippedname then + mp.commandv('show-text', strippedname ) ; return + end + if msg == "sort" then sortplaylist(value) ; return end + if msg == "shuffle" then shuffleplaylist() ; return end + if msg == "reverse" then reverseplaylist() ; return end + if msg == "refresh" then playlist(true) ; return end + if msg == "loadfiles" then playlist(false, value) ; return end + if msg == "save" then save_playlist(value) ; return end + if msg == "playlist-next" then playlist_next() ; return end + if msg == "playlist-prev" then playlist_prev() ; return end + if msg == "playlist-next-random" then playlist_random() ; return end + if msg == "enable-interactive-save" then interactive_save = true end + if msg == "close" then remove_keybinds() end +end + +mp.register_script_message("playlistmanager", handlemessage) + +bind_keys( + settings.key_peek_at_playlist, + "peek_at_playlist", + handle_complex_playlist_toggle, + { complex=true } +) + +bind_keys(settings.key_showplaylist, "showplaylist", toggle_playlist) + +mp.register_event("start-file", on_start_file) +mp.register_event("file-loaded", on_file_loaded) +mp.register_event("end-file", on_end_file) \ No newline at end of file diff --git a/scripts/quality-menu.lua b/scripts/quality-menu.lua new file mode 100644 index 0000000..cac5c8c --- /dev/null +++ b/scripts/quality-menu.lua @@ -0,0 +1,1177 @@ +-- quality-menu 4.2.1 - 2025-Jun-29 +-- https://github.com/christoph-heinrich/mpv-quality-menu +-- +-- Change the stream video and audio quality on the fly. +-- +-- Usage: +-- add bindings to input.conf: +-- F script-binding quality_menu/video_formats_toggle +-- Alt+f script-binding quality_menu/audio_formats_toggle + +local mp = require 'mp' +local utils = require 'mp.utils' +local msg = require 'mp.msg' +local assdraw = require 'mp.assdraw' +local opt = require('mp.options') +local script_name = mp.get_script_name() + +local opts = { + --key bindings + up_binding = 'UP WHEEL_UP', + down_binding = 'DOWN WHEEL_DOWN', + select_binding = 'ENTER MBTN_LEFT', + close_menu_binding = 'ESC MBTN_RIGHT', + + --formatting / cursors + selected_and_active = '▶ - ', + selected_and_inactive = '● - ', + unselected_and_active = '▷ - ', + unselected_and_inactive = '○ - ', + + --font size scales by window, if false requires larger font and padding sizes + scale_playlist_by_window = true, + + --playlist ass style overrides inside curly brackets, \keyvalue is one field, extra \ for escape in lua + --example {\\fnUbuntu\\fs10\\b0\\bord1} equals: font=Ubuntu, size=10, bold=no, border=1 + --read http://docs.aegisub.org/3.2/ASS_Tags/ for reference of tags + --undeclared tags will use default osd settings + --these styles will be used for the whole playlist. More specific styling will need to be hacked in + -- + --(a monospaced font is recommended but not required) + style_ass_tags = '{\\fnmonospace\\fs25\\bord1}', + + -- Shift drawing coordinates. Required for mpv.net compatiblity + shift_x = 0, + shift_y = 0, + + --paddings from window edge + text_padding_x = 5, + text_padding_y = 10, + + --Screen dim when menu is open + curtain_opacity = 0.7, + + --how many seconds until the quality menu times out + --setting this to 0 deactivates the timeout + menu_timeout = 6, + + --use youtube-dl to fetch a list of available formats (overrides quality_strings) + fetch_formats = true, + + --list of ytdl-format strings to choose from + quality_strings_video = [[ + [ + {"4320p" : "bestvideo[height<=?4320p]"}, + {"2160p" : "bestvideo[height<=?2160]"}, + {"1440p" : "bestvideo[height<=?1440]"}, + {"1080p" : "bestvideo[height<=?1080]"}, + {"720p" : "bestvideo[height<=?720]"}, + {"480p" : "bestvideo[height<=?480]"}, + {"360p" : "bestvideo[height<=?360]"}, + {"240p" : "bestvideo[height<=?240]"}, + {"144p" : "bestvideo[height<=?144]"} + ] + ]], + quality_strings_audio = [[ + [ + {"default" : "bestaudio/best"} + ] + ]], + + --show the video format menu after opening an url + start_with_menu = false, + + --include unknown formats in the list + --Unfortunately choosing which formats are video or audio is not always perfect. + --Set to true to make sure you don't miss any formats, but then the list + --might also include formats that aren't actually video or audio. + --Formats that are known to not be video or audio are still filtered out. + include_unknown = false, + + --hide columns that are identical for all formats + hide_identical_columns = true, + + --which columns are shown in which order + --comma separated list, prefix column with "-" to align left + -- + --for the uosc integration it is possible to split the text up into a title and a hint + --this is done by separating two columns with a "|" instead of a comma + --column order in the hint is reversed + -- + --columns that might be useful are: + --resolution, width, height, fps, dynamic_range, tbr, vbr, abr, asr, + --filesize, filesize_approx, vcodec, acodec, ext, video_ext, audio_ext, + --language, format, format_note, quality + -- + --columns that are derived from the above, but with special treatment: + --size, frame_rate, bitrate_total, bitrate_video, bitrate_audio, + --codec_video, codec_audio, audio_sample_rate + -- + --If those still aren't enough or you're just curious, run: + --yt-dlp -j + --This outputs unformatted JSON. + --Format it and look under "formats" to see what's available. + -- + --Not all videos have all columns available. + --Be careful, misspelled columns simply won't be displayed, there is no error. + columns_video = '-resolution,frame_rate,dynamic_range|language,bitrate_total,size,-codec_video,-codec_audio', + columns_audio = 'audio_sample_rate,bitrate_total|size,language,-codec_audio', + + --columns used for sorting, see "columns_video" for available columns + --comma separated list, prefix column with "-" to reverse sorting order + --Leaving this empty keeps the order from yt-dlp/youtube-dl. + --Be careful, misspelled columns won't result in an error, + --but they might influence the result. + sort_video = 'height,fps,tbr,size,format_id', + sort_audio = 'asr,tbr,size,format_id', +} +opt.read_options(opts, 'quality-menu') + +---@alias Format { properties: {[string]: string}, id: string, label?: string, title?: string, hint?: string } +-- *_active_id == nil means unknown, *_active_id == '' means disabled +---@alias Data { video_formats: Format[], audio_formats: Format[], video_active_id?: string, audio_active_id?: string } +---@alias UIState { type: string, type_capitalized: string, name: string , to_other_type: UIState, to_fetching: UIState, to_menu: UIState, is_video: boolean } + +do + ---@param option_string string + ---@param option_name string + ---@return Format[] + local function parse_predefined(option_string, option_name) + ---@type {[string]: string}[] + local json, error = utils.parse_json(option_string) + if error then + msg.error('Error while parsing JSON of option ' .. option_name .. ': ' .. error) + return {} + end + ---@type Format[] + local formats = {} + for i, format in ipairs(json) do + local label, format_string = next(format) + formats[i] = { + label = label, + title = label, + id = format_string, + } + end + return formats + end + + ---@type Data + opts.predefined_data = { + video_formats = parse_predefined(opts.quality_strings_video, 'quality_strings_video'), + audio_formats = parse_predefined(opts.quality_strings_audio, 'quality_strings_audio'), + video_active_id = nil, + audio_active_id = nil, + } +end + +opts.font_size = tonumber(opts.style_ass_tags:match('\\fs(%d+%.?%d*)')) or mp.get_property_number('osd-font-size') or 25 +opts.curtain_opacity = math.max(math.min(opts.curtain_opacity, 1), 0) + +---@param input string +---@param separator string +---@return string[] +local function string_split(input, separator) + if separator == nil then + separator = '%s' + end + local t = {} + for str in string.gmatch(input, '([^' .. separator .. ']+)') do + table.insert(t, str) + end + return t +end + +---@param strings string[] +---@return string[], boolean[] +local function strip_minus(strings) + local stripped_list = {} + local had_minus = {} + for i, val in ipairs(strings) do + if string.sub(val, 1, 1) == '-' then + val = string.sub(val, 2) + had_minus[val] = true + end + stripped_list[i] = val + end + return stripped_list, had_minus +end + +do + ---@param column_definition string + ---@return { all: string[], all_align_left: boolean[], title: string[], title_align_left: boolean[], hint?: string[] } + local function parse_columns(column_definition) + local columns, columns_align_left = strip_minus(string_split(column_definition, '|,')) + local title_hint = string_split(column_definition, '|') + local title, title_align_left = strip_minus(string_split(title_hint[1], ',')) + + local hint = nil + if title_hint[2] then + hint = strip_minus(string_split(title_hint[2], ',')) + -- reverse column order + local n = #hint + for i = 1, n / 2 do + hint[i], hint[n - i + 1] = hint[n - i + 1], hint[i] + end + end + return { + all = columns, all_align_left = columns_align_left, + title = title, title_align_left = title_align_left, + hint = hint + } + end + + ---@type { all: string[], all_align_left: boolean[], title: string[], title_align_left: boolean[], hint?: string[] } + ---@diagnostic disable-next-line: param-type-mismatch + opts.columns_video = parse_columns(opts.columns_video) + ---@type { all: string[], all_align_left: boolean[], title: string[], title_align_left: boolean[], hint?: string[] } + ---@diagnostic disable-next-line: param-type-mismatch + opts.columns_audio = parse_columns(opts.columns_audio) +end + +-- special thanks to reload.lua (https://github.com/4e6/mpv-reload/) +local function reload_resume() + local reload_duration = mp.get_property_native('duration') + local time_pos = mp.get_property('time-pos') + + mp.command('playlist-play-index current') + + -- Tries to determine live stream vs. pre-recorded VOD. VOD has non-zero + -- duration property. When reloading VOD, to keep the current time position + -- we should provide offset from the start. Stream doesn't have fixed start. + -- Decent choice would be to reload stream from it's current 'live' position. + -- That's the reason we don't pass the offset when reloading streams. + if reload_duration and reload_duration > 0 and time_pos then + local function seeker() + mp.commandv('seek', time_pos, 'absolute+exact') + mp.unregister_event(seeker) + end + + mp.register_event('file-loaded', seeker) + end +end + +---@type { video_menu: UIState, audio_menu: UIState, video_fetching: UIState, audio_fetching: UIState } +local states = { + video_menu = { type = 'video', type_capitalized = 'Video', name = 'video_menu', is_video = true }, + audio_menu = { type = 'audio', type_capitalized = 'Audio', name = 'audio_menu', is_video = false }, + video_fetching = { type = 'video', type_capitalized = 'Video', name = 'video_fetching', is_video = true }, + audio_fetching = { type = 'audio', type_capitalized = 'Audio', name = 'audio_fetching', is_video = false }, +} +states.video_menu.to_fetching = states.video_fetching +states.video_menu.to_menu = states.video_menu +states.video_menu.to_other_type = states.audio_menu +states.audio_menu.to_fetching = states.audio_fetching +states.audio_menu.to_menu = states.audio_menu +states.audio_menu.to_other_type = states.video_menu +states.video_fetching.to_fetching = states.video_fetching +states.video_fetching.to_menu = states.video_menu +states.video_fetching.to_other_type = states.audio_fetching +states.audio_fetching.to_fetching = states.audio_fetching +states.audio_fetching.to_menu = states.audio_menu +states.audio_fetching.to_other_type = states.video_fetching + +---@type UIState | nil +local open_menu_state = nil +---@type string | nil +local current_url = nil +---@type function | nil +local destructor = nil + +local menu_open +local menu_close +local video_formats_toggle +local audio_formats_toggle + +local osd = mp.create_osd_overlay('ass-events') + +local function hide_osd() + -- workaround mpv bug, setting to hidden does not cause a redraw + -- https://github.com/mpv-player/mpv/issues/10227 + osd.data = '' + osd:update() + osd.hidden = true + osd:update() +end + +local osd_timer = mp.add_timeout(1, function() menu_close() end) +osd_timer:kill() + +---@param message string +---@param time number +local function osd_message(message, time) + osd.res_x = 1280 + osd.res_y = 720 + osd.hidden = false + osd.data = message + osd:update() + osd_timer.timeout = time + osd_timer:kill() + osd_timer:resume() +end + +---@alias FormatRaw {format_id: string, vcodec?: string, acodec?: string, filesize: integer?, filesize_approx?: integer, fps?: number, tbr?: number, vbr?: number, abr?: number, asr?: number} + +---@param json {formats: FormatRaw[], requested_formats: FormatRaw, requested_downloads: FormatRaw} +---@return Data +local function process_json(json) + ---@param format FormatRaw + ---@return boolean + local function is_video(format) + -- 'none' means it is not a video + -- nil means it is unknown + return (opts.include_unknown or format.vcodec) and format.vcodec ~= 'none' or false + end + + ---@param format FormatRaw + ---@return boolean + local function is_audio(format) + return (opts.include_unknown or format.acodec) and format.acodec ~= 'none' or false + end + + local requested_video = nil + local requested_audio = nil + local requested_formats = json.requested_formats or json.requested_downloads or {} + for _, format in ipairs(requested_formats) do + if is_video(format) then + requested_video = format.format_id + elseif is_audio(format) then + requested_audio = format.format_id + end + end + + local video_formats = {} + local audio_formats = {} + local all_formats = {} + for i = #json.formats, 1, -1 do + local format = json.formats[i] + if is_video(format) then + video_formats[#video_formats + 1] = format + all_formats[#all_formats + 1] = format + elseif is_audio(format) then + audio_formats[#audio_formats + 1] = format + all_formats[#all_formats + 1] = format + end + end + + ---@param format FormatRaw + local function populate_special_fields(format) + format.size = format.filesize or format.filesize_approx + format.frame_rate = format.fps + format.bitrate_total = format.tbr + format.bitrate_video = format.vbr + format.bitrate_audio = format.abr + format.codec_video = format.vcodec + format.codec_audio = format.acodec + format.audio_sample_rate = format.asr + end + + for _, format in ipairs(all_formats) do + populate_special_fields(format) + end + + local sort_video, reverse_video = strip_minus(string_split(opts.sort_video, ',')) + local sort_audio, reverse_audio = strip_minus(string_split(opts.sort_audio, ',')) + + ---@param properties string[] + ---@param reverse {[string]: boolean} + ---@return fun(a: FormatRaw, b: FormatRaw): boolean + local function comp(properties, reverse) + return function(a, b) + for _, prop in ipairs(properties) do + local a_val = a[prop] + local b_val = b[prop] + if a_val and b_val and type(a_val) ~= 'table' and a_val ~= b_val then + if reverse[prop] then + return a_val < b_val + else + return a_val > b_val + end + end + end + return false + end + end + + if #sort_video > 0 then + table.sort(video_formats, comp(sort_video, reverse_video)) + end + if #sort_audio > 0 then + table.sort(audio_formats, comp(sort_audio, reverse_audio)) + end + + ---@param size integer + ---@return string + local function scale_filesize(size) + if size == nil then + return '' + end + + local counter = 0 + while size > 1024 do + size = size / 1024 + counter = counter + 1 + end + + if counter >= 3 then return string.format('%.1fGiB', size) + elseif counter >= 2 then return string.format('%.1fMiB', size) + elseif counter >= 1 then return string.format('%.1fKiB', size) + else return string.format('%.1fB ', size) + end + end + + ---@param bitrate integer + ---@return string + local function scale_bitrate(bitrate) + if bitrate == nil then + return '' + end + + local counter = 0 + while bitrate > 1000 do + bitrate = bitrate / 1000 + counter = counter + 1 + end + + if counter >= 2 then return string.format('%.1fGbps', bitrate) + elseif counter >= 1 then return string.format('%.1fMbps', bitrate) + else return string.format('%.1fKbps', bitrate) + end + end + + ---@param format FormatRaw + local function format_special_fields(format) + local size_prefix = not format.filesize and format.filesize_approx and '~' or '' + ---@diagnostic disable-next-line: param-type-mismatch + format.size = (size_prefix) .. scale_filesize(format.size) + format.frame_rate = format.fps and format.fps .. 'fps' or '' + format.bitrate_total = scale_bitrate(format.tbr) + format.bitrate_video = scale_bitrate(format.vbr) + format.bitrate_audio = scale_bitrate(format.abr) + format.codec_video = format.vcodec == nil and 'unknown' or format.vcodec == 'none' and '' or format.vcodec + format.codec_audio = format.acodec == nil and 'unknown' or format.acodec == 'none' and '' or format.acodec + format.audio_sample_rate = format.asr and tostring(format.asr) .. 'Hz' or '' + end + + for _, format in ipairs(all_formats) do + format_special_fields(format) + end + + ---@param raw_formats { [string]: any } + ---@param properties string[] + ---@return Format[] + local function convert_to_format(raw_formats, properties) + ---@type Format[] + local formats = {} + for i, format in ipairs(raw_formats) do + local props = {} + for _, prop in ipairs(properties) do + props[prop] = tostring(format[prop] or '') + end + formats[i] = { properties = props, id = format.format_id } + end + return formats + end + + return { + video_formats = convert_to_format(video_formats, opts.columns_video.all), + audio_formats = convert_to_format(audio_formats, opts.columns_audio.all), + video_active_id = requested_video, + audio_active_id = requested_audio, + } +end + +---@return string | nil +local function get_url() + local path, n = mp.get_property('path'), nil + if not path then return nil end + path, n = path:gsub('^ytdl://', '') -- Strip possible ytdl:// prefix. + if n > 0 then return path end + + ---@param str string + ---@return boolean + local function is_url(str) + -- adapted the regex from + -- https://stackoverflow.com/questions/3809401/what-is-a-good-regular-expression-to-match-a-url + return nil ~= + str:match( + '^[%w]-://[-a-zA-Z0-9@:%._\\+~#=]+%.' .. + '[a-zA-Z0-9()][a-zA-Z0-9()]?[a-zA-Z0-9()]?[a-zA-Z0-9()]?[a-zA-Z0-9()]?[a-zA-Z0-9()]?' .. + '[-a-zA-Z0-9()@:%_\\+.~#?&/=]*') + end + + return is_url(path) and path or nil +end + +local uosc_available = false +---@type { [string]: Data } +local url_data = {} + +local function uosc_set_format_counts() + if not uosc_available then return end + + local data = url_data[current_url] + if data then + mp.commandv('script-message-to', 'uosc', 'set', 'vformats', #data.video_formats) + mp.commandv('script-message-to', 'uosc', 'set', 'aformats', #data.audio_formats) + else + mp.commandv('script-message-to', 'uosc', 'set', 'vformats', 0) + mp.commandv('script-message-to', 'uosc', 'set', 'aformats', 0) + end +end + +---@param json string +---@return Data | nil +local function process_json_string(json) + local json_table, err = utils.parse_json(json) + + if (json_table == nil) then + osd_message('fetching formats failed...', 2) + if err == nil then err = 'unexpected error occurred' end + msg.error('failed to parse JSON data: ' .. err) + return + end + + if json_table.formats == nil then + return + end + + return process_json(json_table) +end + +---Unknown format falls back on highest ranked format if possible +---@param id string | nil +---@param formats Format[] +---@return string +local function sanitize_format_id(id, formats) + return id or (formats[1] or {}).id or '' +end + +---@param video_id string +---@param audio_id string +---@return string +local function format_string(video_id, audio_id) + if #video_id > 0 and #audio_id > 0 then + return video_id .. '+' .. audio_id + elseif #video_id > 0 then + return video_id + elseif #audio_id > 0 then + return audio_id + else + return '' + end +end + +---@param url string +---@param video_format string +---@param audio_format string +local function set_format(url, video_format, audio_format) + if (url_data[url].video_active_id ~= video_format or url_data[url].audio_active_id ~= audio_format) then + url_data[url].video_active_id = video_format + url_data[url].audio_active_id = audio_format + if url == mp.get_property('path') then reload_resume() end + end +end + +---@param formats Format[] +---@param active_format string | nil +---@param menu_type UIState +local function text_menu_open(formats, active_format, menu_type) + local active = 0 + local selected = 1 + --set the cursor to the current format + for i, format in ipairs(formats) do + if format.id == active_format then + active = i + selected = active + break + end + end + if active_format == '' then + active = #formats + 1 + selected = active + end + + ---@param i integer + ---@return string + local function choose_prefix(i) + if i == selected and i == active then return opts.selected_and_active + elseif i == selected then return opts.selected_and_inactive end + + if i ~= selected and i == active then return opts.unselected_and_active + elseif i ~= selected then return opts.unselected_and_inactive end + return '> ' --shouldn't get here. + end + + local width, height + local margin_top, margin_bottom = 0, 0 + local num_options = #formats > 0 and #formats + 2 or 1 + + ---@return integer + local function get_scrolled_lines() + local output_height = height - opts.text_padding_y * 2 - margin_top * height - margin_bottom * height + local screen_lines = math.max(math.floor(output_height / opts.font_size), 1) + local max_scroll = math.max(num_options - screen_lines, 0) + return math.min(math.max(selected - math.ceil(screen_lines / 2), 0), max_scroll) + end + + local function draw_menu() + local ass = assdraw.ass_new() + + if opts.curtain_opacity > 0 then + local alpha = 255 - math.ceil(255 * opts.curtain_opacity) + ass.text = string.format('{\\pos(0,0)\\rDefault\\an7\\1c&H000000&\\alpha&H%X&}', alpha) + ass:draw_start() + ass:rect_cw(0, 0, width, height) + ass:draw_stop() + ass:new_event() + end + + local scrolled_lines = get_scrolled_lines() + local pos_y = opts.shift_y + margin_top * height + opts.text_padding_y - scrolled_lines * opts.font_size + ass:pos(opts.shift_x + opts.text_padding_x, pos_y) + local clip_top = math.floor(margin_top * height + 0.5) + local clip_bottom = math.floor((1 - margin_bottom) * height + 0.5) + local clipping_coordinates = '0,' .. clip_top .. ',' .. width .. ',' .. clip_bottom + ass:append('{\\rDefault\\an7\\q2\\clip(' .. clipping_coordinates .. ')}' .. opts.style_ass_tags) + + if #formats > 0 then + for i, format in ipairs(formats) do + ass:append(choose_prefix(i) .. format.label .. '\\N') + end + ass:append(choose_prefix(#formats + 1) .. 'Disabled\\N') + ass:append(choose_prefix(#formats + 2) .. menu_type.to_other_type.type_capitalized .. ' menu') + else + ass:append('no formats found\\N') + ass:append(opts.selected_and_inactive .. menu_type.to_other_type.type_capitalized .. ' menu') + end + + osd.data = ass.text + osd:update() + end + + local function update_dimensions() + local _, h, aspect = mp.get_osd_size() + if opts.scale_playlist_by_window then h = 720 end + height = h + width = height * aspect + osd.res_y = height + osd.res_x = width + draw_menu() + end + + local update_margins = function(_, val) + if not val then + val = mp.get_property_native('user-data/osc/margins') + end + if val then + margin_top = val.t + margin_bottom = val.b + else + margin_top = 0 + margin_bottom = 0 + end + draw_menu() + end + mp.observe_property('user-data/osc/margins', 'native', update_margins) + + update_dimensions() + update_margins() + mp.observe_property('osd-dimensions', 'native', update_dimensions) + + ---@param amount integer + local function selected_move(amount) + selected = selected + amount + if selected < 1 then selected = num_options + elseif selected > num_options then selected = 1 end + if osd_timer then + osd_timer:kill() + osd_timer:resume() + end + draw_menu() + end + + ---@param keys string | nil + ---@param name string + ---@param func function + ---@param opts table | nil + local function bind_keys(keys, name, func, opts) + if not keys then + mp.add_forced_key_binding(keys, name, func, opts) + return + end + local i = 1 + for key in keys:gmatch('[^%s]+') do + local prefix = i == 1 and '' or i + mp.add_forced_key_binding(key, name .. prefix, func, opts) + i = i + 1 + end + end + + ---@param keys string | nil + ---@param name string + local function unbind_keys(keys, name) + if not keys then + mp.remove_key_binding(name) + return + end + local i = 1 + for key in keys:gmatch('[^%s]+') do + local prefix = i == 1 and '' or i + mp.remove_key_binding(name .. prefix) + i = i + 1 + end + end + + -- make sure observers are cleaned up + if open_menu_state and open_menu_state == open_menu_state.to_menu and destructor then destructor() end + destructor = function() + unbind_keys(opts.up_binding, 'move_up') + unbind_keys(opts.down_binding, 'move_down') + unbind_keys(opts.select_binding, 'select') + unbind_keys(opts.close_menu_binding, 'close') + mp.unobserve_property(update_dimensions) + mp.unobserve_property(update_margins) + end + + osd_timer:kill() + if opts.menu_timeout > 0 then + osd_timer.timeout = opts.menu_timeout + osd_timer:resume() + end + + bind_keys(opts.up_binding, 'move_up', function() selected_move( -1) end, { repeatable = true }) + bind_keys(opts.down_binding, 'move_down', function() selected_move(1) end, { repeatable = true }) + bind_keys(opts.close_menu_binding, 'close', menu_close) + bind_keys(opts.select_binding, 'select', function() + if selected == num_options then + mp.unobserve_property(update_dimensions) + mp.unobserve_property(update_margins) + if menu_type.is_video then audio_formats_toggle() + else video_formats_toggle() end + return + end + menu_close() + if selected == active then return end + if current_url == nil then return end + + local video_id, audio_id + local id = formats[selected] and formats[selected].id or '' + local data = url_data[current_url] + if menu_type.is_video then + video_id = id + audio_id = sanitize_format_id(data.audio_active_id, data.audio_formats) + else + video_id = sanitize_format_id(data.video_active_id, data.video_formats) + audio_id = id + end + set_format(current_url, video_id, audio_id) + end) + + osd.hidden = false + draw_menu() +end + +---@param menu table +---@param menu_type UIState +local function uosc_show_menu(menu, menu_type) + local json = utils.format_json(menu) + -- always using update wouldn't work, because it doesn't support the on_close command + -- therefore opening a different kind requires `open-menu` + -- while updating the same kind requires `update-menu` + if open_menu_state == menu_type then mp.commandv('script-message-to', 'uosc', 'update-menu', json) + else mp.commandv('script-message-to', 'uosc', 'open-menu', json) end +end + +---@param formats Format[] +---@param active_format string | nil +---@param menu_type UIState +local function uosc_menu_open(formats, active_format, menu_type) + local menu = { + title = menu_type.type_capitalized .. ' Formats', + items = {}, + type = 'quality-menu-' .. menu_type.name, + keep_open = true, + on_close = { + 'script-message-to', + script_name, + 'uosc-menu-closed', + menu_type.name, + } + } + + menu.items[#menu.items + 1] = { + title = menu_type.to_other_type.type_capitalized, + italic = true, + bold = true, + hint = 'open menu', + value = { + 'script-message-to', + script_name, + menu_type.to_other_type.type .. '_formats_toggle', + }, + } + menu.items[#menu.items + 1] = { + title = 'Disabled', + italic = true, + muted = true, + hint = '—', + active = active_format == '', + value = { + 'script-message-to', + script_name, + menu_type.type .. '-format-set', + current_url, + '', + } + } + + for _, format in ipairs(formats) do + menu.items[#menu.items + 1] = { + title = format.title, + hint = format.hint, + active = format.id == active_format, + value = { + 'script-message-to', + script_name, + menu_type.type .. '-format-set', + current_url, + format.id, + } + } + end + + uosc_show_menu(menu, menu_type) + destructor = function() + mp.commandv('script-message-to', 'uosc', 'close-menu', menu.type) + end +end + +---Check if property is same for all formats +---@param formats Format[] +---@param properties string[] +---@return { [string]: boolean } +local function identical_for_all(formats, properties) + ---@param formats Format[] + ---@param prop string + ---@return boolean + local function all_formats_same_value(formats, prop) + local first_value = nil + for _, format in ipairs(formats) do + first_value = first_value or format.properties[prop] + if format.properties[prop] ~= first_value then return false end + end + return true + end + + local identical_props = {} + for _, prop in ipairs(properties) do + identical_props[prop] = all_formats_same_value(formats, prop) + end + return identical_props +end + +---@param formats Format[] +---@param columns string[] +---@param column_align_left boolean[] +---@return string[] +local function format_table(formats, columns, column_align_left) + local column_widths = {} + for _, format in pairs(formats) do + for col, prop in ipairs(columns) do + local width = format.properties[prop]:len() + if not column_widths[col] or column_widths[col] < width then + column_widths[col] = width + end + end + end + + local identical_columns = #formats < 2 and {} or identical_for_all(formats, columns) + + local show_columns = {} + for i, width in ipairs(column_widths) do + local prop = columns[i] + if width > 0 and not (opts.hide_identical_columns and identical_columns[prop]) then + show_columns[#show_columns + 1] = { + prop = prop, + width = width, + align_left = column_align_left[prop] + } + end + end + + local spacing = 2 + ---@type string[] + local rows = {} + for i, format in ipairs(formats) do + local row = {} + for j, column in ipairs(show_columns) do + -- lua errors out with width > 99 ("invalid conversion specification") + local width = math.min(column.width * (column.align_left and -1 or 1), 99) + row[j] = string.format('%' .. width .. 's', format.properties[column.prop] or '') + end + rows[i] = table.concat(row, string.format('%' .. spacing .. 's', '')):gsub('%s+$', '') + end + return rows +end + +---@param formats Format[] +---@param columns string[] +---@return string[] +local function format_csv(formats, columns) + local identical_props = #formats < 2 and {} or identical_for_all(formats, columns) + local hints = {} + for i, format in ipairs(formats) do + local row = {} + for _, prop in ipairs(columns) do + local val = format.properties[prop] + if #val > 0 and not (opts.hide_identical_columns and identical_props[prop]) then + row[#row + 1] = val + end + end + hints[i] = table.concat(row, ', ') + end + return hints +end + +---@param formats Format[] +---@param menu_type UIState +local function ensure_menu_data_filled(formats, menu_type) + if uosc_available then + if formats[1] and formats[1].title == nil then + local columns = menu_type.is_video and opts.columns_video or opts.columns_audio + local titles = format_table(formats, columns.title, columns.title_align_left) + + local hints = {} + if columns.hint then + hints = format_csv(formats, columns.hint) + end + + for i, format in ipairs(formats) do + format.title = titles[i] + format.hint = hints[i] + end + end + else + if formats[1] and formats[1].label == nil then + local columns = menu_type.is_video and opts.columns_video or opts.columns_audio + local labels = format_table(formats, columns.all, columns.all_align_left) + for i, format in ipairs(formats) do format.label = labels[i] end + end + end +end + +---@param menu_type UIState +local function loading_message(menu_type) + menu_type = menu_type.to_fetching + if uosc_available then + if open_menu_state and open_menu_state == menu_type then return end + local menu = { + title = menu_type.type_capitalized .. ' Formats', + items = { { icon = 'spinner', selectable = false, value = 'ignore' } }, + type = 'quality-menu-' .. menu_type.name, + keep_open = true, + on_close = { + 'script-message-to', + script_name, + 'uosc-menu-closed', + menu_type.name + } + } + uosc_show_menu(menu, menu_type) + destructor = function() + mp.commandv('script-message-to', 'uosc', 'close-menu', menu.type) + end + else + osd_message('fetching available ' .. menu_type.type .. ' formats...', 60) + end + open_menu_state = menu_type +end + +---@param menu_type UIState +function menu_open(menu_type) + if not current_url then return end + menu_type = menu_type.to_menu + + local data = url_data[current_url] + if not data then + if opts.fetch_formats then + loading_message(menu_type) + return + end + + -- shallow clone so that each url has it's own active format ids + data = {} + for k, v in pairs(opts.predefined_data) do + data[k] = v + end + url_data[current_url] = data + end + local formats = menu_type.is_video and data.video_formats or data.audio_formats + local active_format + if menu_type.is_video then active_format = data.video_active_id + else active_format = data.audio_active_id end + + msg.verbose('current ytdl-format: ' .. mp.get_property('ytdl-format', '')) + + ensure_menu_data_filled(formats, menu_type) + if uosc_available then uosc_menu_open(formats, active_format, menu_type) + else text_menu_open(formats, active_format, menu_type) end + open_menu_state = menu_type +end + +function menu_close() + if destructor then + destructor() + destructor = nil + end + if not osd.hidden then hide_osd() end + open_menu_state = nil +end + +---@param menu_type UIState +local function toggle_menu(menu_type) + if open_menu_state and open_menu_state.type == menu_type.type then + menu_close() + return + end + + if current_url == nil then + if uosc_available then + if menu_type.is_video then + mp.commandv('script-binding', 'uosc/video') + else + mp.commandv('script-binding', 'uosc/audio') + end + end + return + end + + menu_open(menu_type) +end + +function video_formats_toggle() toggle_menu(states.video_menu) end +function audio_formats_toggle() toggle_menu(states.audio_menu) end + +-- keybind to launch menu +mp.add_key_binding(nil, 'video_formats_toggle', video_formats_toggle) +mp.add_key_binding(nil, 'audio_formats_toggle', audio_formats_toggle) +mp.add_key_binding(nil, 'reload', reload_resume) + +mp.register_event('start-file', function() + local new_url = get_url() + local url_changed = current_url ~= new_url + current_url = new_url + uosc_set_format_counts() + + -- new path isn't an url + if not new_url then return menu_close() end + + -- open or update menu + if opts.start_with_menu and url_changed or open_menu_state then + menu_open(open_menu_state or states.video_menu) + end +end) + +-- run before ytdl_hook, which uses a priority of 10 +mp.add_hook('on_load', 9, function() + local path = mp.get_property('path') + local data = url_data[path] + if not (data and data.video_active_id and data.audio_active_id) then return end + local format = format_string(data.video_active_id, data.audio_active_id) + msg.verbose('setting ytdl-format: ' .. format) + mp.set_property('file-local-options/ytdl-format', format) +end) + +---@param url string +---@param format_id string +mp.register_script_message('video-format-set', function(url, format_id) + menu_close() + local data = url_data[url] + set_format(url, format_id, sanitize_format_id(data.audio_active_id, data.audio_formats)) +end) + +---@param url string +---@param format_id string +mp.register_script_message('audio-format-set', function(url, format_id) + menu_close() + local data = url_data[url] + set_format(url, sanitize_format_id(data.video_active_id, data.video_formats), format_id) +end) + +--- check if uosc is running +---@param version string +mp.register_script_message('uosc-version', function(version) + ---Like the comperator for table.sort, this returns v1 < v2 + ---Assumes two valid semver strings + ---@param v1 string + ---@param v2 string + ---@return boolean + local function semver_comp(v1, v2) + local v1_iterator = v1:gmatch('%d+') + local v2_iterator = v2:gmatch('%d+') + for v2_num_str in v2_iterator do + local v1_num_str = v1_iterator() + if not v1_num_str then return true end + local v1_num = tonumber(v1_num_str) + local v2_num = tonumber(v2_num_str) + if v1_num < v2_num then return true end + if v1_num > v2_num then return false end + end + return false + end + + local min_version = '4.6.0' + uosc_available = not semver_comp(version, min_version) + if not uosc_available then return end + uosc_set_format_counts() + mp.commandv( + 'script-message-to', + 'uosc', + 'overwrite-binding', + 'stream-quality', + 'script-binding ' .. script_name .. '/video_formats_toggle' + ) + ---@param name string + mp.register_script_message('uosc-menu-closed', function(name) + -- got closed from the uosc side + if open_menu_state and open_menu_state.name == name then + destructor = nil + menu_close() + end + end) +end) +mp.commandv('script-message-to', 'uosc', 'get-version', mp.get_script_name()) + +mp.observe_property('user-data/mpv/ytdl/json-subprocess-result', 'native', function(_, ytdl_result) + if not ytdl_result then + -- property gets deleted in on_after_end_file hook + return + end + + if not current_url then + osd_message('current_url is nil', 2) + msg.error('current_url is nil') + return + end + + local json = ytdl_result.stdout + + if ytdl_result.status ~= 0 or json == '' then + json = nil + osd_message('fetching formats failed...', 2) + elseif json then + ---@type Data | nil + local data = url_data[current_url] + if data == nil then + data = process_json_string(json) + url_data[current_url] = data + uosc_set_format_counts() + end + if not data then return end + if open_menu_state and open_menu_state == open_menu_state.to_fetching then + menu_open(open_menu_state) + end + end + +end) \ No newline at end of file diff --git a/scripts/simplehistory.lua b/scripts/simplehistory.lua new file mode 100644 index 0000000..43c5ffb --- /dev/null +++ b/scripts/simplehistory.lua @@ -0,0 +1,2328 @@ +-- Copyright (c) 2022, Eisa AlAwadhi +-- License: BSD 2-Clause License +-- Creator: Eisa AlAwadhi +-- Project: SimpleHistory +-- Version: 1.1.6 + +local o = { +---------------------------USER CUSTOMIZATION SETTINGS--------------------------- +--These settings are for users to manually change some options. +--Changes are recommended to be made in the script-opts directory. + + -----Script Settings---- + auto_run_list_idle = 'recents', --Auto run the list when opening mpv and there is no video / file loaded. 'none' for disabled. Or choose between: 'all', 'recents', 'distinct', 'protocols', 'fileonly', 'titleonly', 'timeonly', 'keywords'. + startup_idle_behavior = 'none', --The behavior when mpv launches and nothing is loaded. 'none' for disabled. 'resume' to automatically resume your last played item. 'resume-notime' to resume your last played item but starts from the beginning. + toggle_idlescreen = false, --hides OSC idle screen message when opening and closing menu (could cause unexpected behavior if multiple scripts are triggering osc-idlescreen off) + resume_offset = -0.65, --change to 0 so item resumes from the exact position, or decrease the value so that it gives you a little preview before loading the resume point + osd_messages = true, --true is for displaying osd messages when actions occur. Change to false will disable all osd messages generated from this script + resume_option = 'notification', --'none': for disabled. 'notification': a message to resume the previous reached time will be triggered. 'force': to forcefully resume last playback based on threshold + resume_option_threshold = 2, --0 to always trigger the resume option when the same video has been played previously, a value such as 5 will only trigger the resume option if the last played time starts after 5% of the video and ends before completion by 5% + mark_history_as_chapter = false, --true is for marking the time as a chapter. false disables mark as chapter behavior. + invert_history_blacklist = false, --true so that blacklist becomes a whitelist, resulting in stuff such as paths / websites that are added to history_blacklist to be saved into history + history_blacklist=[[ + [""] + ]], --Paths / URLs / Websites / Files / Protocols / Extensions, that wont be added to history automatically, e.g.: ["c:\\users\\eisa01\\desktop", "c:\\users\\eisa01\\desktop\\*", "c:\\temp\\naruto-01.mp4", "youtube.com", "https://dailymotion.com/", "avi", "https://www.youtube.com/watch?v=e8YBesRKq_U", ".jpeg", "magnet:", "https://", "ftp"] + history_resume_keybind=[[ + ["ctrl+r", "ctrl+R"] + ]], --Keybind that will be used to immediately load and resume last item when no video is playing. If video is playing it will resume to the last found position + history_load_last_keybind=[[ + ["alt+r", "alt+R"] + ]], --Keybind that will be used to immediately load the last item without resuming when no video is playing. If video is playing then it will add into playlist + open_list_keybind=[[ + [ ["h", "all"], ["H", "all"], ["r", "recents"], ["R", "recents"] ] + ]], --Keybind that will be used to open the list along with the specified filter. Available filters: 'all', 'recents', 'distinct', 'protocols', 'fileonly', 'titleonly', 'timeonly', 'keywords'. + list_filter_jump_keybind=[[ + [ ["h", "all"], ["H", "all"], ["r", "recents"], ["R", "recents"], ["d", "distinct"], ["D", "distinct"], ["f", "fileonly"], ["F", "fileonly"] ] + ]], --Keybind that is used while the list is open to jump to the specific filter (it also enables pressing a filter keybind twice to close list). Available fitlers: 'all', 'recents', 'distinct', 'protocols', 'fileonly', 'titleonly', 'timeonly', 'keywords'. + + -----Incognito Settings---- + auto_run_incognito_mode = false, --true to automatically start incognito mode when mpv launches, false disables this behavior + delete_incognito_entry = true, --true so that the file that had incognito mode triggered on gets removed from history automatically, false keeps the file in history that incognito mode triggered on + restore_incognito_entry = 'always', --'none' for disabled, 'deleted-restore' so that the the file that was removed when entering incognito automtically gets restored, 'always' so that exiting incognito_mode always immediately updates entry into history + history_incognito_mode_keybind=[[ + ["ctrl+H"] + ]], --Triggers incognito mode. When enabled files played wont be added to history until this mode is disabled. + + -----Logging Settings----- + log_path = '/:dir%mpvconf%', --Change to '/:dir%script%' for placing it in the same directory of script, OR change to '/:dir%mpvconf%' for mpv portable_config directory. OR write any variable using '/:var' then the variable '/:var%APPDATA%' you can use path also, such as: '/:var%APPDATA%\\mpv' OR '/:var%HOME%/mpv' OR specify the absolute path , e.g.: 'C:\\Users\\Eisa01\\Desktop\\' + log_file = 'mpvHistory.log', --name+extension of the file that will be used to store the log data + date_format = '%A/%B %d/%m/%Y %X', --Date format in the log (see lua date formatting), e.g.:'%d/%m/%y %X' or '%d/%b/%y %X' + file_title_logging = 'protocols', --Change between 'all', 'protocols', 'none'. This option will store the media title in log file, it is useful for websites / protocols because title cannot be parsed from links alone + logging_protocols=[[ + ["://", "magnet:"] + ]], --add above (after a comma) any protocol you want its title to be stored in the log file. This is valid only for (file_title_logging = 'protocols' or file_title_logging = 'all') + prefer_filename_over_title = 'local', --Prefers to log filename over filetitle. Select between 'local', 'protocols', 'all', and 'none'. 'local' prefer filenames for videos that are not protocols. 'protocols' will prefer filenames for protocols only. 'all' will prefer filename over filetitle for both protocols and not protocols videos. 'none' will always use filetitle instead of filename + same_entry_limit = 2, --Limit saving entries with same path: -1 for unlimited, 0 will always update entries of same path, e.g. value of 3 will have the limit of 3 then it will start updating old values on the 4th entry. + + -----List Settings----- + loop_through_list = false, --true is for going up on the first item loops towards the last item and vise-versa. false disables this behavior. + list_middle_loader = true, --false is for more items to show, then u must reach the end. true is for new items to show after reaching the middle of list. + show_paths = false, --Show file paths instead of media-title + show_item_number = true, --Show the number of each item before displaying its name and values. + slice_longfilenames = false, --Change to true or false. Slices long filenames per the amount specified below + slice_longfilenames_amount = 55, --Amount for slicing long filenames + list_show_amount = 10, --Change maximum number to show items at once + quickselect_0to9_keybind = true, --Keybind entries from 0 to 9 for quick selection when list is open (list_show_amount = 10 is maximum for this feature to work) + main_list_keybind_twice_exits = true, --Will exit the list when double tapping the main list, even if the list was accessed through a different filter. + search_not_typing_smartly = true, --To smartly set the search as not typing (when search box is open) without needing to press ctrl+enter. + search_behavior = 'any', --'specific' to find a match of either a date, title, path / url, time. 'any' to find any typed search based on combination of date, title, path / url, and time. 'any-notime' to find any typed search based on combination of date, title, and path / url, but without looking for time (this is to reduce unwanted results). + + -----Filter Settings------ + --available filters: "all" to display all the items. Or "recents" to display recently added items to log without duplicate. Or "distinct" to show recent saved entries for files in different paths. Or "fileonly" to display files saved without time. Or "timeonly" to display files that have time only. Or "keywords" to display files with matching keywords specified in the configuration. Or "playing" to show list of current playing file. + filters_and_sequence=[[ + ["all", "recents", "distinct", "protocols", "playing", "fileonly", "titleonly", "keywords"] + ]], --Jump to the following filters and in the shown sequence when navigating via left and right keys. You can change the sequence and delete filters that are not needed. + next_filter_sequence_keybind=[[ + ["RIGHT", "MBTN_FORWARD"] + ]], --Keybind that will be used to go to the next available filter based on the filters_and_sequence + previous_filter_sequence_keybind=[[ + ["LEFT", "MBTN_BACK"] + ]], --Keybind that will be used to go to the previous available filter based on the filters_and_sequence + loop_through_filters = true, --true is for bypassing the last filter to go to first filter when navigating through filters using arrow keys, and vice-versa. false disables this behavior. + keywords_filter_list=[[ + [""] + ]], --Create a filter out of your desired 'keywords', e.g.: youtube.com will filter out the videos from youtube. You can also insert a portion of filename or title, or extension or a full path / portion of a path. e.g.: ["youtube.com", "mp4", "naruto", "c:\\users\\eisa01\\desktop"] + + -----Sort Settings------ + --available sort: 'added-asc' is for the newest added item to show first. Or 'added-desc' for the newest added to show last. Or 'alphanum-asc' is for A to Z approach with filename and episode number lower first. Or 'alphanum-desc' is for its Z to A approach. Or 'time-asc', 'time-desc' to sort the list based on time. + list_default_sort = 'added-asc', --the default sorting method for all the different filters in the list. select between 'added-asc', 'added-desc', 'time-asc', 'time-desc', 'alphanum-asc', 'alphanum-desc' + list_filters_sort=[[ + [ ] + ]], --Default sort for specific filters, e.g.: [ ["all", "alphanum-asc"], ["playing", "added-desc"] ] + list_cycle_sort_keybind=[[ + ["alt+s", "alt+S"] + ]], --Keybind to cycle through the different available sorts when list is open + + -----List Design Settings----- + list_alignment = 7, --The alignment for the list, uses numpad positions choose from 1-9 or 0 to disable. e,g.:7 top left alignment, 8 top middle alignment, 9 top right alignment. + text_time_type = 'duration', --The time type for items on the list. Select between 'duration', 'length', 'remaining'. + time_seperator = ' 🕒 ', --Time seperator that will be used before the time + list_sliced_prefix = '...\\h\\N\\N', --The text that indicates there are more items above. \\N is for new line. \\h is for hard space. + list_sliced_suffix = '...', --The text that indicates there are more items below. + quickselect_0to9_pre_text = false, --true enables pre text for showing quickselect keybinds before the list. false to disable + text_color = 'ffffff', --Text color for list in BGR hexadecimal + text_scale = 50, --Font size for the text of list + text_border = 0.7, --Black border size for the text of list + text_cursor_color = 'ffbf7f', --Text color of current cursor position in BGR hexadecimal + text_cursor_scale = 50, --Font size for text of current cursor position in list + text_cursor_border = 0.7, --Black border size for text of current cursor position in list + text_highlight_pre_text = '✅ ', --Pre text for highlighted multi-select item + search_color_typing = 'ffffaa', --Search color when in typing mode + search_color_not_typing = '00bfff', --Search color when not in typing mode and it is active + header_color = '00bfff', --Header color in BGR hexadecimal + header_scale = 55, --Header text size for the list + header_border = 0.8, --Black border size for the Header of list + header_text = '⌛ History [%cursor%/%total%]%prehighlight%%highlight%%afterhighlight%%prelistduration%%listduration%%afterlistduration%%prefilter%%filter%%afterfilter%%presort%%sort%%aftersort%%presearch%%search%%aftersearch%', --Text to be shown as header for the list + --Available header variables: %cursor%, %total%, %highlight%, %filter%, %search%, %listduration%, %listlength%, %listremaining% + --User defined text that only displays if a variable is triggered: %prefilter%, %afterfilter%, %prehighlight%, %afterhighlight% %presearch%, %aftersearch%, %prelistduration%, %afterlistduration%, %prelistlength%, %afterlistlength%, %prelistremaining%, %afterlistremaining% + --Variables explanation: %cursor: displays the number of cursor position in list. %total: total amount of items in current list. %highlight%: total number of highlighted items. %filter: shows the filter name, %search: shows the typed search. Example of user defined text that only displays if a variable is triggered of user: %prefilter: user defined text before showing filter, %afterfilter: user defined text after showing filter. + header_sort_hide_text = 'added-asc',--Sort method that is hidden from header when using %sort% variable + header_sort_pre_text = ' \\{',--Text to be shown before sort in the header, when using %presort% + header_sort_after_text = '}',--Text to be shown after sort in the header, when using %aftersort% + header_filter_pre_text = ' [Filter: ', --Text to be shown before filter in the header, when using %prefilter% + header_filter_after_text = ']', --Text to be shown after filter in the header, when using %afterfilter% + header_search_pre_text = '\\h\\N\\N[Search=', --Text to be shown before search in the header, when using %presearch% + header_search_after_text = '..]', --Text to be shown after search in the header, when using %aftersearch% + header_highlight_pre_text = '✅', --Text to be shown before total highlighted items of displayed list in the header + header_highlight_after_text = '', --Text to be shown after total highlighted items of displayed list in the header + header_list_duration_pre_text = ' 🕒 ', --Text to be shown before playback total duration of displayed list in the header + header_list_duration_after_text = '', --Text to be shown after playback total duration of displayed list in the header + header_list_length_pre_text = ' 🕒 ', --Text to be shown before playback total duration of displayed list in the header + header_list_length_after_text = '', --Text to be shown after playback total duration of displayed list in the header + header_list_remaining_pre_text = ' 🕒 ', --Text to be shown before playback total duration of displayed list in the header + header_list_remaining_after_text = '', --Text to be shown after playback total duration of displayed list in the header + + -----Time Format Settings----- + --in the first parameter, you can define from the available styles: default, hms, hms-full, timestamp, timestamp-concise "default" to show in HH:MM:SS.sss format. "hms" to show in 1h 2m 3.4s format. "hms-full" is the same as hms but keeps the hours and minutes persistent when they are 0. "timestamp" to show the total time as timestamp 123456.700 format. "timestamp-concise" shows the total time in 123456.7 format (shows and hides decimals depending on availability). + --in the second parameter, you can define whether to show milliseconds, round them or truncate them. Available options: 'truncate' to remove the milliseconds and keep the seconds. 0 to remove the milliseconds and round the seconds. 1 or above is the amount of milliseconds to display. The default value is 3 milliseconds. + --in the third parameter you can define the seperator between hour:minute:second. "default" style is automatically set to ":", "hms", "hms-full" are automatically set to " ". You can define your own. Some examples: ["default", 3, "-"],["hms-full", 5, "."],["hms", "truncate", ":"],["timestamp-concise"],["timestamp", 0],["timestamp", "truncate"],["timestamp", 5] + osd_time_format=[[ + ["default", "truncate"] + ]], + list_time_format=[[ + ["default", "truncate"] + ]], + header_duration_time_format=[[ + ["hms", "truncate", ":"] + ]], + header_length_time_format=[[ + ["hms", "truncate", ":"] + ]], + header_remaining_time_format=[[ + ["hms", "truncate", ":"] + ]], + + -----List Keybind Settings----- + --Add below (after a comma) any additional keybind you want to bind. Or change the letter inside the quotes to change the keybind + --Example of changing and adding keybinds: --From ["b", "B"] To ["b"]. --From [""] to ["alt+b"]. --From [""] to ["a" "ctrl+a", "alt+a"] + list_move_up_keybind=[[ + ["UP", "WHEEL_UP"] + ]], --Keybind that will be used to navigate up on the list + list_move_down_keybind=[[ + ["DOWN", "WHEEL_DOWN"] + ]], --Keybind that will be used to navigate down on the list + list_page_up_keybind=[[ + ["PGUP"] + ]], --Keybind that will be used to go to the first item for the page shown on the list + list_page_down_keybind=[[ + ["PGDWN"] + ]], --Keybind that will be used to go to the last item for the page shown on the list + list_move_first_keybind=[[ + ["HOME"] + ]], --Keybind that will be used to navigate to the first item on the list + list_move_last_keybind=[[ + ["END"] + ]], --Keybind that will be used to navigate to the last item on the list + list_highlight_move_keybind=[[ + ["SHIFT"] + ]], --Keybind that will be used to highlight while pressing a navigational keybind, keep holding shift and then press any navigation keybind, such as: up, down, home, pgdwn, etc.. + list_highlight_all_keybind=[[ + ["ctrl+a", "ctrl+A"] + ]], --Keybind that will be used to highlight all displayed items on the list + list_unhighlight_all_keybind=[[ + ["ctrl+d", "ctrl+D"] + ]], --Keybind that will be used to remove all currently highlighted items from the list + list_select_keybind=[[ + ["ENTER", "MBTN_MID"] + ]], --Keybind that will be used to load entry based on cursor position + list_add_playlist_keybind=[[ + ["CTRL+ENTER"] + ]], --Keybind that will be used to add entry to playlist based on cursor position + list_add_playlist_highlighted_keybind=[[ + ["SHIFT+ENTER"] + ]], --Keybind that will be used to add all highlighted entries to playlist + list_close_keybind=[[ + ["ESC", "MBTN_RIGHT"] + ]], --Keybind that will be used to close the list (closes search first if it is open) + list_delete_keybind=[[ + ["DEL"] + ]], --Keybind that will be used to delete the entry based on cursor position + list_delete_highlighted_keybind=[[ + ["SHIFT+DEL"] + ]], --Keybind that will be used to delete all highlighted entries from the list + list_search_activate_keybind=[[ + ["ctrl+f", "ctrl+F"] + ]], --Keybind that will be used to trigger search + list_search_not_typing_mode_keybind=[[ + ["ALT+ENTER"] + ]], --Keybind that will be used to exit typing mode of search while keeping search open + list_ignored_keybind=[[ + ["B", "b", "k", "K", "c", "C"] + ]], --Keybind thats are ignored when list is open + +---------------------------END OF USER CUSTOMIZATION SETTINGS--------------------------- +} + +(require 'mp.options').read_options(o) +local utils = require 'mp.utils' +local msg = require 'mp.msg' + +o.history_blacklist = utils.parse_json(o.history_blacklist) +o.history_incognito_mode_keybind = utils.parse_json(o.history_incognito_mode_keybind) +o.filters_and_sequence = utils.parse_json(o.filters_and_sequence) +o.keywords_filter_list = utils.parse_json(o.keywords_filter_list) +o.list_filters_sort = utils.parse_json(o.list_filters_sort) +o.logging_protocols = utils.parse_json(o.logging_protocols) +o.history_resume_keybind = utils.parse_json(o.history_resume_keybind) +o.history_load_last_keybind = utils.parse_json(o.history_load_last_keybind) +o.osd_time_format = utils.parse_json(o.osd_time_format) +o.list_time_format = utils.parse_json(o.list_time_format) +o.header_duration_time_format = utils.parse_json(o.header_duration_time_format) +o.header_length_time_format = utils.parse_json(o.header_length_time_format) +o.header_remaining_time_format = utils.parse_json(o.header_remaining_time_format) +o.list_move_up_keybind = utils.parse_json(o.list_move_up_keybind) +o.list_move_down_keybind = utils.parse_json(o.list_move_down_keybind) +o.list_page_up_keybind = utils.parse_json(o.list_page_up_keybind) +o.list_page_down_keybind = utils.parse_json(o.list_page_down_keybind) +o.list_move_first_keybind = utils.parse_json(o.list_move_first_keybind) +o.list_move_last_keybind = utils.parse_json(o.list_move_last_keybind) +o.list_highlight_move_keybind = utils.parse_json(o.list_highlight_move_keybind) +o.list_highlight_all_keybind = utils.parse_json(o.list_highlight_all_keybind) +o.list_unhighlight_all_keybind = utils.parse_json(o.list_unhighlight_all_keybind) +o.list_cycle_sort_keybind = utils.parse_json(o.list_cycle_sort_keybind) +o.list_select_keybind = utils.parse_json(o.list_select_keybind) +o.list_add_playlist_keybind = utils.parse_json(o.list_add_playlist_keybind) +o.list_add_playlist_highlighted_keybind = utils.parse_json(o.list_add_playlist_highlighted_keybind) +o.list_close_keybind = utils.parse_json(o.list_close_keybind) +o.list_delete_keybind = utils.parse_json(o.list_delete_keybind) +o.list_delete_highlighted_keybind = utils.parse_json(o.list_delete_highlighted_keybind) +o.list_search_activate_keybind = utils.parse_json(o.list_search_activate_keybind) +o.list_search_not_typing_mode_keybind = utils.parse_json(o.list_search_not_typing_mode_keybind) +o.next_filter_sequence_keybind = utils.parse_json(o.next_filter_sequence_keybind) +o.previous_filter_sequence_keybind = utils.parse_json(o.previous_filter_sequence_keybind) +o.open_list_keybind = utils.parse_json(o.open_list_keybind) +o.list_filter_jump_keybind = utils.parse_json(o.list_filter_jump_keybind) +o.list_ignored_keybind = utils.parse_json(o.list_ignored_keybind) + +local is_windows = package.config:sub(1, 1) == "\\" -- detect path separator, windows uses backslashes + +if utils.shared_script_property_set then + utils.shared_script_property_set('simplehistory-menu-open', 'no') +end +mp.set_property('user-data/simplehistory/menu-open', 'no') + +if o.log_path:match('^/:dir%%mpvconf%%') then + o.log_path = o.log_path:gsub('/:dir%%mpvconf%%', mp.find_config_file('.')) +elseif o.log_path:match('^/:dir%%script%%') then + o.log_path = o.log_path:gsub('/:dir%%script%%', mp.find_config_file('scripts')) +elseif o.log_path:match('^/:var%%(.*)%%') then + local os_variable = o.log_path:match('/:var%%(.*)%%') + o.log_path = o.log_path:gsub('/:var%%(.*)%%', os.getenv(os_variable)) +end +local log_fullpath = utils.join_path(o.log_path, o.log_file) + +--create log_path if it doesn't exist +local log_path = utils.split_path(log_fullpath) +if utils.readdir(log_path) == nil then + local is_windows = package.config:sub(1, 1) == "\\" + local windows_args = { 'powershell', '-NoProfile', '-Command', 'mkdir', string.format("\"%s\"", log_path) } + local unix_args = { 'mkdir', '-p', log_path } + local args = is_windows and windows_args or unix_args + local res = mp.command_native({name = "subprocess", capture_stdout = true, playback_only = false, args = args}) + if res.status ~= 0 then + msg.error("Failed to create log_path save directory "..log_path..". Error: "..(res.error or "unknown")) + return + end +end + +local log_length_text = 'length=' +local log_time_text = 'time=' +local protocols = {'https?:', 'magnet:', 'rtmps?:', 'smb:', 'ftps?:', 'sftp:'} +local available_filters = {'all', 'recents', 'distinct', 'playing', 'protocols', 'fileonly', 'titleonly', 'timeonly', 'keywords'} +local available_sorts = {'added-asc', 'added-desc', 'time-asc', 'time-desc', 'alphanum-asc', 'alphanum-desc'} +local search_string = '' +local search_active = false + +local incognito_mode = false +local autosaved_entry = false +local incognito_auto_run_triggered = false + +local loadTriggered = false --1.1.5# to identify if load is triggered atleast once for idle option +local resume_selected = false +local list_contents = {} +local list_start = 0 +local list_cursor = 1 +local list_highlight_cursor = {} +local list_drawn = false +local list_pages = {} +local filePath, fileTitle, fileLength +local seekTime = 0 +local logTime = 0 --1.3# use logTime since seekTime is used in multiple places +local filterName = 'all' +local sortName +local normalize_path = nil + +function starts_protocol(tab, val) + for index, element in ipairs(tab) do + if string.find(val, element) then + return true + end + end + return false +end + +function contain_value(tab, val) + if not tab then return msg.error('check value passed') end + if not val then return msg.error('check value passed') end + + for index, value in ipairs(tab) do + if value.match(string.lower(val), string.lower(value)) then + return true + end + end + + return false +end + +function has_value(tab, val, array2d) + if not tab then return msg.error('check value passed') end + if not val then return msg.error('check value passed') end + if not array2d then + for index, value in ipairs(tab) do + if string.lower(value) == string.lower(val) then + return true + end + end + end + if array2d then + for i=1, #tab do + if tab[i] and string.lower(tab[i][array2d]) == string.lower(val) then + return true + end + end + end + + return false +end + +function file_exists(name) + local f = io.open(name, "r") + if f ~= nil then io.close(f) return true else return false end +end + +function format_time(seconds, sep, decimals, style) + local function divmod (a, b) + return math.floor(a / b), a % b + end + decimals = decimals == nil and 3 or decimals + + local s = seconds + local h, s = divmod(s, 60*60) + local m, s = divmod(s, 60) + + if decimals == 'truncate' then + s = math.floor(s) + decimals = 0 + if style == 'timestamp' then + seconds = math.floor(seconds) + end + end + + if not style or style == '' or style == 'default' then + local second_format = string.format("%%0%d.%df", 2+(decimals > 0 and decimals+1 or 0), decimals) + sep = sep and sep or ":" + return string.format("%02d"..sep.."%02d"..sep..second_format, h, m, s) + elseif style == 'hms' or style == 'hms-full' then + sep = sep ~= nil and sep or " " + if style == 'hms-full' or h > 0 then + return string.format("%dh"..sep.."%dm"..sep.."%." .. tostring(decimals) .. "fs", h, m, s) + elseif m > 0 then + return string.format("%dm"..sep.."%." .. tostring(decimals) .. "fs", m, s) + else + return string.format("%." .. tostring(decimals) .. "fs", s) + end + elseif style == 'timestamp' then + return string.format("%." .. tostring(decimals) .. "f", seconds) + elseif style == 'timestamp-concise' then + return seconds + end +end + +function normalize(path) + if normalize_path ~= nil then + if normalize_path then + path = mp.command_native({"normalize-path", path}) + else + local directory = mp.get_property("working-directory", "") + path = utils.join_path(directory, path:gsub('^%.[\\/]','')) + if is_windows then path = path:gsub("\\", "/") end + end + return path + end + + normalize_path = false + + local commands = mp.get_property_native("command-list", {}) + for _, command in ipairs(commands) do + if command.name == "normalize-path" then + normalize_path = true + break + end + end + return normalize(path) +end + +function get_file() + function hex_to_char(x) + return string.char(tonumber(x, 16)) + end + + local path = mp.get_property('path') + if not path then return end + if path:match("bd://") or path:match("dvd://") or path:match("dvb://") or path:match("cdda://") then return end + if not path:match('^%a[%a%d-_]+://') then path = normalize(path) end + + local length = (mp.get_property_number('duration') or 0) + + local title = mp.get_property('media-title'):gsub("\"", "") + + + if starts_protocol(o.logging_protocols, path) and o.prefer_filename_over_title == 'protocols' then + title = mp.get_property('filename'):gsub("\"", "") + elseif not starts_protocol(o.logging_protocols, path) and o.prefer_filename_over_title == 'local' then + title = mp.get_property('filename'):gsub("\"", "") + elseif o.prefer_filename_over_title == 'all' then + title = mp.get_property('filename'):gsub("\"", "") + end + + title = title:gsub('%%(%x%x)', hex_to_char) + return path, title, length +end + +function bind_keys(keys, name, func, opts) + if not keys then + mp.add_forced_key_binding(keys, name, func, opts) + return + end + + for i = 1, #keys do + if i == 1 then + mp.add_forced_key_binding(keys[i], name, func, opts) + else + mp.add_forced_key_binding(keys[i], name .. i, func, opts) + end + end +end + +function unbind_keys(keys, name) + if not keys then + mp.remove_key_binding(name) + return + end + + for i = 1, #keys do + if i == 1 then + mp.remove_key_binding(name) + else + mp.remove_key_binding(name .. i) + end + end +end + +function esc_string(str) + return str:gsub("([%p])", "%%%1") +end + +---------Start of LogManager--------- +--LogManager (Read and Format the List from Log)-- +function read_log(func) + local f = io.open(log_fullpath, "r") + if not f then return end + local contents = {} + for line in f:lines() do + table.insert(contents, (func(line))) + end + f:close() + return contents +end + +function read_log_table() + local line_pos = 0 + return read_log(function(line) + local tt, p, t, s, d, n, e, l, dt, ln, r + if line:match('^.-\"(.-)\"') then + tt = line:match('^.-\"(.-)\"') + n, p = line:match('^.-\"(.-)\" | (.*) | ' .. esc_string(log_length_text) .. '(.*)') + else + p = line:match('[(.*)%]]%s(.*) | ' .. esc_string(log_length_text) .. '(.*)') + d, n, e = p:match('^(.-)([^\\/]-)%.([^\\/%.]-)%.?$') + end + dt = line:match('%[(.-)%]') + t = line:match(' | ' .. esc_string(log_time_text) .. '(%d*%.?%d*)(.*)$') + ln = line:match(' | ' .. esc_string(log_length_text) .. '(%d*%.?%d*)(.*)$') + r = tonumber(ln) - tonumber(t) + l = line + line_pos = line_pos + 1 + return {found_path = p, found_time = t, found_name = n, found_title = tt, found_line = l, found_sequence = line_pos, found_directory = d, found_datetime = dt, found_length = ln, found_remaining = r} + end) +end + +function list_sort(tab, sort) + if sort == 'added-asc' then + table.sort(tab, function(a, b) return a['found_sequence'] < b['found_sequence'] end) + elseif sort == 'added-desc' then + table.sort(tab, function(a, b) return a['found_sequence'] > b['found_sequence'] end) + elseif sort == 'time-asc' then + table.sort(tab, function(a, b) return tonumber(a['found_time']) > tonumber(b['found_time']) end) + elseif sort == 'time-desc' then + table.sort(tab, function(a, b) return tonumber(a['found_time']) < tonumber(b['found_time']) end) + elseif sort == 'alphanum-asc' or sort == 'alphanum-desc' then + local function padnum(d) local dec, n = string.match(d, "(%.?)0*(.+)") + return #dec > 0 and ("%.12f"):format(d) or ("%s%03d%s"):format(dec, #n, n) end + if sort == 'alphanum-asc' then + table.sort(tab, function(a, b) return tostring(a['found_path']):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#b) > tostring(b['found_path']):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#a) end) + elseif sort == 'alphanum-desc' then + table.sort(tab, function(a, b) return tostring(a['found_path']):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#b) < tostring(b['found_path']):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#a) end) + end + end + + return tab +end + +function parse_header(string) + local osd_header_color = string.format("{\\1c&H%s}", o.header_color) + local osd_search_color = osd_header_color + if search_active == 'typing' then + osd_search_color = string.format("{\\1c&H%s}", o.search_color_typing) + elseif search_active == 'not_typing' then + osd_search_color = string.format("{\\1c&H%s}", o.search_color_not_typing) + end + local osd_msg_end = "{\\1c&HFFFFFF}" + + string = string:gsub("%%total%%", #list_contents) + :gsub("%%cursor%%", list_cursor) + + if filterName ~= 'all' then + string = string:gsub("%%filter%%", filterName) + :gsub("%%prefilter%%", o.header_filter_pre_text) + :gsub("%%afterfilter%%", o.header_filter_after_text) + else + string = string:gsub("%%filter%%", '') + :gsub("%%prefilter%%", '') + :gsub("%%afterfilter%%", '') + end + + local list_total_duration = 0 + if string:match('%listduration%%') then + list_total_duration = get_total_duration('found_time') + if list_total_duration > 0 then + string = string:gsub("%%listduration%%", format_time(list_total_duration, o.header_duration_time_format[3], o.header_duration_time_format[2], o.header_duration_time_format[1])) + else + string = string:gsub("%%listduration%%", '') + end + end + if list_total_duration > 0 then + string = string:gsub("%%prelistduration%%", o.header_list_duration_pre_text) + :gsub("%%afterlistduration%%", o.header_list_duration_after_text) + else + string = string:gsub("%%prelistduration%%", '') + :gsub("%%afterlistduration%%", '') + end + + local list_total_length = 0 + if string:match('%listlength%%') then + list_total_length = get_total_duration('found_length') + if list_total_length > 0 then + string = string:gsub("%%listlength%%", format_time(list_total_length, o.header_length_time_format[3], o.header_length_time_format[2], o.header_length_time_format[1])) + else + string = string:gsub("%%listlength%%", '') + end + end + if list_total_length > 0 then + string = string:gsub("%%prelistlength%%", o.header_list_length_pre_text) + :gsub("%%afterlistlength%%", o.header_list_length_after_text) + else + string = string:gsub("%%prelistlength%%", '') + :gsub("%%afterlistlength%%", '') + end + + local list_total_remaining = 0 + if string:match('%listremaining%%') then + list_total_remaining = get_total_duration('found_remaining') + if list_total_remaining > 0 then + string = string:gsub("%%listremaining%%", format_time(list_total_remaining, o.header_remaining_time_format[3], o.header_remaining_time_format[2], o.header_remaining_time_format[1])) + else + string = string:gsub("%%listremaining%%", '') + end + end + if list_total_remaining > 0 then + string = string:gsub("%%prelistremaining%%", o.header_list_remaining_pre_text) + :gsub("%%afterlistremaining%%", o.header_list_remaining_after_text) + else + string = string:gsub("%%prelistremaining%%", '') + :gsub("%%afterlistremaining%%", '') + end + + if #list_highlight_cursor > 0 then + string = string:gsub("%%highlight%%", #list_highlight_cursor) + :gsub("%%prehighlight%%", o.header_highlight_pre_text) + :gsub("%%afterhighlight%%", o.header_highlight_after_text) + else + string = string:gsub("%%highlight%%", '') + :gsub("%%prehighlight%%", '') + :gsub("%%afterhighlight%%", '') + end + + if sortName and sortName ~= o.header_sort_hide_text then + string = string:gsub("%%sort%%", sortName) + :gsub("%%presort%%", o.header_sort_pre_text) + :gsub("%%aftersort%%", o.header_sort_after_text) + else + string = string:gsub("%%sort%%", '') + :gsub("%%presort%%", '') + :gsub("%%aftersort%%", '') + end + + if search_active then + local search_string_osd = search_string + if search_string_osd ~= '' then + search_string_osd = search_string:gsub('%%', '%%%%%%%%'):gsub('\\', '\\​'):gsub('{', '\\{') + end + + string = string:gsub("%%search%%", osd_search_color..search_string_osd..osd_header_color) + :gsub("%%presearch%%", o.header_search_pre_text) + :gsub("%%aftersearch%%", o.header_search_after_text) + else + string = string:gsub("%%search%%", '') + :gsub("%%presearch%%", '') + :gsub("%%aftersearch%%", '') + end + string = string:gsub("%%%%", "%%") + return string +end + +function get_list_contents(filter, sort) + if not filter then filter = filterName end + if not sort then sort = get_list_sort(filter) end + + local current_sort + + local filtered_table = {} + + local prev_list_contents + if list_contents ~= nil and list_contents[1] then + prev_list_contents = list_contents + else + prev_list_contents = read_log_table() + end + + list_contents = read_log_table() + if not list_contents and not search_active or not list_contents[1] and not search_active then return end + current_sort = 'added-asc' + + if filter == 'recents' then + table.sort(list_contents, function(a, b) return a['found_sequence'] < b['found_sequence'] end) + local unique_values = {} + local list_total = #list_contents + + if filePath == list_contents[#list_contents].found_path and tonumber(list_contents[#list_contents].found_time) == 0 then + list_total = list_total -1 + end + + for i = list_total, 1, -1 do + if not has_value(unique_values, list_contents[i].found_path) then + table.insert(unique_values, list_contents[i].found_path) + table.insert(filtered_table, list_contents[i]) + end + end + table.sort(filtered_table, function(a, b) return a['found_sequence'] < b['found_sequence'] end) + + list_contents = filtered_table + + end + + if filter == 'distinct' then + table.sort(list_contents, function(a, b) return a['found_sequence'] < b['found_sequence'] end) + local unique_values = {} + local list_total = #list_contents + + if filePath == list_contents[#list_contents].found_path and tonumber(list_contents[#list_contents].found_time) == 0 then + list_total = list_total -1 + end + + for i = list_total, 1, -1 do + if list_contents[i].found_directory and not has_value(unique_values, list_contents[i].found_directory) and not starts_protocol(protocols, list_contents[i].found_path) then + table.insert(unique_values, list_contents[i].found_directory) + table.insert(filtered_table, list_contents[i]) + end + end + table.sort(filtered_table, function(a, b) return a['found_sequence'] < b['found_sequence'] end) + + list_contents = filtered_table + end + + if filter == 'fileonly' then + for i = 1, #list_contents do + if tonumber(list_contents[i].found_time) == 0 then + table.insert(filtered_table, list_contents[i]) + end + end + + list_contents = filtered_table + end + + if filter == 'timeonly' then + for i = 1, #list_contents do + if tonumber(list_contents[i].found_time) > 0 then + table.insert(filtered_table, list_contents[i]) + end + end + + list_contents = filtered_table + end + + if filter == 'titleonly' then + for i = 1, #list_contents do + if list_contents[i].found_title then + table.insert(filtered_table, list_contents[i]) + end + end + + list_contents = filtered_table + end + + if filter == 'protocols' then + for i = 1, #list_contents do + if starts_protocol(o.logging_protocols, list_contents[i].found_path) then + table.insert(filtered_table, list_contents[i]) + end + end + + list_contents = filtered_table + end + + if filter == 'keywords' then + for i = 1, #list_contents do + if contain_value(o.keywords_filter_list, list_contents[i].found_line) then + table.insert(filtered_table, list_contents[i]) + end + end + + list_contents = filtered_table + end + + if filter == 'playing' then + for i = 1, #list_contents do + if list_contents[i].found_path == filePath then + table.insert(filtered_table, list_contents[i]) + end + end + + list_contents = filtered_table + end + + if search_active and search_string ~= '' then + local filtered_table = {} + + local search_query = '' + for search in search_string:gmatch("[^%s]+") do + search_query = search_query..'.-'..esc_string(search) + end + + local contents_string = '' + for i = 1, #list_contents do + + if o.search_behavior == 'specific' then + if string.lower(list_contents[i].found_path):match(string.lower(search_query)) then + table.insert(filtered_table, list_contents[i]) + elseif list_contents[i].found_title and string.lower(list_contents[i].found_title):match(string.lower(search_query)) then + table.insert(filtered_table, list_contents[i]) + elseif tonumber(list_contents[i].found_time) > 0 and format_time(list_contents[i].found_time, o.osd_time_format[3], o.osd_time_format[2], o.osd_time_format[1]):match(search_query) then + table.insert(filtered_table, list_contents[i]) + elseif string.lower(list_contents[i].found_datetime):match(string.lower(search_query)) then + table.insert(filtered_table, list_contents[i]) + end + elseif o.search_behavior == 'any' then + contents_string = list_contents[i].found_datetime..(list_contents[i].found_title or '')..list_contents[i].found_path + if tonumber(list_contents[i].found_time) > 0 then + contents_string = contents_string..format_time(list_contents[i].found_time, o.osd_time_format[3], o.osd_time_format[2], o.osd_time_format[1]) + end + elseif o.search_behavior == 'any-notime' then + contents_string = list_contents[i].found_datetime..(list_contents[i].found_title or '')..list_contents[i].found_path + end + + if string.lower(contents_string):match(string.lower(search_query)) then + table.insert(filtered_table, list_contents[i]) + end + end + + list_contents = filtered_table + + end + + if sort ~= current_sort then + list_sort(list_contents, sort) + end + + if not list_contents and not search_active or not list_contents[1] and not search_active then return end +end + +function get_list_sort(filter) + if not filter then filter = filterName end + + local sort + for i=1, #o.list_filters_sort do + if o.list_filters_sort[i][1] == filter then + if has_value(available_sorts, o.list_filters_sort[i][2]) then sort = o.list_filters_sort[i][2] end + break + end + end + + if not sort and has_value(available_sorts, o.list_default_sort) then sort = o.list_default_sort end + + if not sort then sort = 'added-asc' end + + return sort +end + +function draw_list() + local osd_msg = '' + local osd_index = '' + local osd_key = '' + local osd_color = '' + local key = 0 + local osd_text = string.format("{\\an%f{\\fscx%f}{\\fscy%f}{\\bord%f}{\\1c&H%s}", o.list_alignment, o.text_scale, o.text_scale, o.text_border, o.text_color) + local osd_cursor = string.format("{\\an%f}{\\fscx%f}{\\fscy%f}{\\bord%f}{\\1c&H%s}", o.list_alignment, o.text_cursor_scale, o.text_cursor_scale, o.text_cursor_border, o.text_cursor_color) + local osd_header = string.format("{\\an%f}{\\fscx%f}{\\fscy%f}{\\bord%f}{\\1c&H%s}", o.list_alignment, o.header_scale, o.header_scale, o.header_border, o.header_color) + local osd_msg_end = "{\\1c&HFFFFFF}" + local osd_time_type = 'found_time' + + if o.text_time_type == 'length' then + osd_time_type = 'found_length' + elseif o.text_time_type == 'remaining' then + osd_time_type = 'found_remaining' + end + + if o.header_text ~= '' then + osd_msg = osd_msg .. osd_header .. parse_header(o.header_text) + osd_msg = osd_msg .. "\\h\\N\\N" .. osd_msg_end + end + + if search_active and not list_contents[1] then + osd_msg = osd_msg .. 'No search results found' .. osd_msg_end + end + + if o.list_middle_loader then + list_start = list_cursor - math.floor(o.list_show_amount / 2) + else + list_start = list_cursor - o.list_show_amount + end + + local showall = false + local showrest = false + if list_start < 0 then list_start = 0 end + if #list_contents <= o.list_show_amount then + list_start = 0 + showall = true + end + if list_start > math.max(#list_contents - o.list_show_amount - 1, 0) then + list_start = #list_contents - o.list_show_amount + showrest = true + end + if list_start > 0 and not showall then + osd_msg = osd_msg .. o.list_sliced_prefix .. osd_msg_end + end + for i = list_start, list_start + o.list_show_amount - 1, 1 do + if i == #list_contents then break end + + if o.show_paths then + p = list_contents[#list_contents - i].found_path or list_contents[#list_contents - i].found_name or "" + else + p = list_contents[#list_contents - i].found_name or list_contents[#list_contents - i].found_path or "" + end + + if o.slice_longfilenames and p:len() > o.slice_longfilenames_amount then + p = p:sub(1, o.slice_longfilenames_amount) .. "..." + end + + if o.quickselect_0to9_keybind and o.list_show_amount <= 10 and o.quickselect_0to9_pre_text then + key = 1 + key + if key == 10 then key = 0 end + osd_key = '(' .. key .. ') ' + end + + if o.show_item_number then + osd_index = (i + 1) .. '. ' + end + + if i + 1 == list_cursor then + osd_color = osd_cursor + else + osd_color = osd_text + end + + for j = 1, #list_highlight_cursor do + if list_highlight_cursor[j] and list_highlight_cursor[j][1] == i+1 then + osd_msg = osd_msg..osd_color..esc_string(o.text_highlight_pre_text) + end + end + + -- example in the mpv source suggests this escape method for set_osd_ass: + -- https://github.com/mpv-player/mpv/blob/94677723624fb84756e65c8f1377956667244bc9/player/lua/stats.lua#L145 + p = p:gsub('\\', '\\\239\187\191') + :gsub("{", "\\{") + :gsub("^ ", "\\h") + osd_msg = osd_msg .. osd_color .. osd_key .. osd_index .. p + + if list_contents[#list_contents - i][osd_time_type] and tonumber(list_contents[#list_contents - i][osd_time_type]) > 0 then + osd_msg = osd_msg .. o.time_seperator .. format_time(list_contents[#list_contents - i][osd_time_type], o.list_time_format[3], o.list_time_format[2], o.list_time_format[1]) + end + + osd_msg = osd_msg .. '\\h\\N\\N' .. osd_msg_end + + if i == list_start + o.list_show_amount - 1 and not showall and not showrest then + osd_msg = osd_msg .. o.list_sliced_suffix + end + + end + mp.set_osd_ass(0, 0, osd_msg) +end + +function list_empty_error_msg() + if list_contents ~= nil and list_contents[1] then return end + local msg_text + if filterName ~= 'all' then + msg_text = filterName .. " filter in History Empty" + else + msg_text = "History Empty" + end + msg.info(msg_text) + if o.osd_messages == true and not list_drawn then + mp.osd_message(msg_text) + end +end + +function display_list(filter, sort, action) + if not filter or not has_value(available_filters, filter) then filter = 'all' end + if not sortName then sortName = get_list_sort(filter) end + + local prev_sort = sortName + if not has_value(available_sorts, prev_sort) then prev_sort = get_list_sort() end + + if not sort then sort = get_list_sort(filter) end + sortName = sort + + local prev_filter = filterName + filterName = filter + + get_list_contents(filter, sort) + + if action ~= 'hide-osd' then + if not list_contents or not list_contents[1] then + list_empty_error_msg() + filterName = prev_filter + get_list_contents(filterName) + return + end + end + if not list_contents and not search_active or not list_contents[1] and not search_active then return end + + if not has_value(o.filters_and_sequence, filter) then + table.insert(o.filters_and_sequence, filter) + end + + local insert_new = false + + local trigger_close_list = false + local trigger_initial_list = false + + + if not list_pages or not list_pages[1] then + table.insert(list_pages, {filter, 1, 1, {}, sort}) + else + for i = 1, #list_pages do + if list_pages[i][1] == filter then + list_pages[i][3] = list_pages[i][3]+1 + insert_new = false + break + else + insert_new = true + end + end + end + + if insert_new then table.insert(list_pages, {filter, 1, 1, {}, sort}) end + + for i = 1, #list_pages do + if not search_active and list_pages[i][1] == prev_filter then + list_pages[i][2] = list_cursor + list_pages[i][4] = list_highlight_cursor + list_pages[i][5] = prev_sort + end + if list_pages[i][1] ~= filter then + list_pages[i][3] = 0 + end + if list_pages[i][3] == 2 and filter == 'all' and o.main_list_keybind_twice_exits then + trigger_close_list = true + elseif list_pages[i][3] == 2 and list_pages[1][1] == filter then + trigger_close_list = true + elseif list_pages[i][3] == 2 then + trigger_initial_list = true + end + end + + if trigger_initial_list then + display_list(list_pages[1][1], nil, 'hide-osd') + return + end + + if trigger_close_list then + list_close_and_trash_collection() + return + end + + if not search_active then get_page_properties(filter) else update_search_results('','') end + draw_list() + if utils.shared_script_property_set then + utils.shared_script_property_set('simplehistory-menu-open', 'yes') + end + mp.set_property('user-data/simplehistory/menu-open', 'yes') + if o.toggle_idlescreen then mp.commandv('script-message', 'osc-idlescreen', 'no', 'no_osd') end --1.1.6# fix osc-idlescreen (value was yes for some reason) + list_drawn = true + if not search_active then get_list_keybinds() end +end + +--End of LogManager (Read and Format the List from Log)-- + +--LogManager Navigation-- +function select(pos, action) + if not search_active then + if not list_contents or not list_contents[1] then + list_close_and_trash_collection() + return + end + end + + local list_cursor_temp = list_cursor + pos + if list_cursor_temp > 0 and list_cursor_temp <= #list_contents then + list_cursor = list_cursor_temp + + if action == 'highlight' then + if not has_value(list_highlight_cursor, list_cursor, 1) then + if pos > -1 then + for i = pos, 1, -1 do + if not has_value(list_highlight_cursor, list_cursor-i, 1) then + table.insert(list_highlight_cursor, {list_cursor-i, list_contents[#list_contents+1+i - list_cursor]}) + end + end + else + for i = pos, -1, 1 do + if not has_value(list_highlight_cursor, list_cursor-i, 1) then + table.insert(list_highlight_cursor, {list_cursor-i, list_contents[#list_contents+1+i - list_cursor]}) + end + end + end + table.insert(list_highlight_cursor, {list_cursor, list_contents[#list_contents+1 - list_cursor]}) + else + for i=1, #list_highlight_cursor do + if list_highlight_cursor[i] and list_highlight_cursor[i][1] == list_cursor then + table.remove(list_highlight_cursor, i) + end + end + if pos > -1 then + for i=1, #list_highlight_cursor do + for j = pos, 1, -1 do + if list_highlight_cursor[i] and list_highlight_cursor[i][1] == list_cursor-j then + table.remove(list_highlight_cursor, i) + end + end + end + else + for i=#list_highlight_cursor, 1, -1 do + for j = pos, -1, 1 do + if list_highlight_cursor[i] and list_highlight_cursor[i][1] == list_cursor-j then + table.remove(list_highlight_cursor, i) + end + end + end + end + end + end + end + + if o.loop_through_list then + if list_cursor_temp > #list_contents then + list_cursor = 1 + elseif list_cursor_temp < 1 then + list_cursor = #list_contents + end + end + + draw_list() +end + +function list_move_up(action) + select(-1, action) + + if search_active and o.search_not_typing_smartly then + list_search_not_typing_mode(true) + end +end + +function list_move_down(action) + select(1, action) + + if search_active and o.search_not_typing_smartly then + list_search_not_typing_mode(true) + end +end + +function list_move_first(action) + select(1 - list_cursor, action) + + if search_active and o.search_not_typing_smartly then + list_search_not_typing_mode(true) + end +end + +function list_move_last(action) + select(#list_contents - list_cursor, action) + + if search_active and o.search_not_typing_smartly then + list_search_not_typing_mode(true) + end +end + +function list_page_up(action) + select(list_start + 1 - list_cursor, action) + + if search_active and o.search_not_typing_smartly then + list_search_not_typing_mode(true) + end +end + +function list_page_down(action) + if o.list_middle_loader then + if #list_contents < o.list_show_amount then + select(#list_contents - list_cursor, action) + else + select(o.list_show_amount + list_start - list_cursor, action) + end + else + if o.list_show_amount > list_cursor then + select(o.list_show_amount - list_cursor, action) + elseif #list_contents - list_cursor >= o.list_show_amount then + select(o.list_show_amount, action) + else + select(#list_contents - list_cursor, action) + end + end + + if search_active and o.search_not_typing_smartly then + list_search_not_typing_mode(true) + end +end + +function list_highlight_all() + get_list_contents(filterName) + if not list_contents or not list_contents[1] then return end + + if #list_highlight_cursor < #list_contents then + for i=1, #list_contents do + if not has_value(list_highlight_cursor, i, 1) then + table.insert(list_highlight_cursor, {i, list_contents[#list_contents+1-i]}) + end + end + select(0) + else + list_unhighlight_all() + end +end + +function list_unhighlight_all() + if not list_highlight_cursor or not list_highlight_cursor[1] then return end + list_highlight_cursor = {} + select(0) +end +--End of LogManager Navigation-- + +--LogManager Actions-- +function load(list_cursor, add_playlist, target_time) + if not list_contents or not list_contents[1] then return end + if not target_time then + seekTime = tonumber(list_contents[#list_contents - list_cursor + 1].found_time) + o.resume_offset + if (seekTime < 0) then + seekTime = 0 + end + else + seekTime = target_time + end + if file_exists(list_contents[#list_contents - list_cursor + 1].found_path) or starts_protocol(protocols, list_contents[#list_contents - list_cursor + 1].found_path) then + if not add_playlist then + if filePath ~= list_contents[#list_contents - list_cursor + 1].found_path then + mp.commandv('loadfile', list_contents[#list_contents - list_cursor + 1].found_path) + resume_selected = true + else + mp.commandv('seek', seekTime, 'absolute', 'exact') + list_close_and_trash_collection() + end + if o.osd_messages == true then + mp.osd_message('Loaded:\n' .. list_contents[#list_contents - list_cursor + 1].found_name.. o.time_seperator .. format_time(seekTime, o.osd_time_format[3], o.osd_time_format[2], o.osd_time_format[1])) + end + msg.info('Loaded the below file:\n' .. list_contents[#list_contents - list_cursor + 1].found_name .. ' | '.. format_time(seekTime)) + else + mp.commandv('loadfile', list_contents[#list_contents - list_cursor + 1].found_path, 'append-play') + if o.osd_messages == true then + mp.osd_message('Added into Playlist:\n'..list_contents[#list_contents - list_cursor + 1].found_name..' ') + end + msg.info('Added the below file into playlist:\n' .. list_contents[#list_contents - list_cursor + 1].found_path) + end + else + if o.osd_messages == true then + mp.osd_message('File Doesn\'t Exist:\n' .. list_contents[#list_contents - list_cursor + 1].found_path) + end + msg.info('The file below doesn\'t seem to exist:\n' .. list_contents[#list_contents - list_cursor + 1].found_path) + return + end +end + +function list_select() + load(list_cursor) +end + +function list_add_playlist(action) + if not action then + load(list_cursor, true) + elseif action == 'highlight' then + if not list_highlight_cursor or not list_highlight_cursor[1] then return end + local file_ignored_total = 0 + + for i=1, #list_highlight_cursor do + if file_exists(list_highlight_cursor[i][2].found_path) or starts_protocol(protocols, list_highlight_cursor[i][2].found_path) then + mp.commandv("loadfile", list_highlight_cursor[i][2].found_path, "append-play") + else + msg.warn('The below file was not added into playlist as it does not seem to exist:\n' .. list_highlight_cursor[i][2].found_path) + file_ignored_total = file_ignored_total + 1 + end + end + if o.osd_messages == true then + if file_ignored_total > 0 then + mp.osd_message('Added into Playlist '..#list_highlight_cursor - file_ignored_total..' Item/s\nIgnored '..file_ignored_total.. " Item/s That Do Not Exist") + else + mp.osd_message('Added into Playlist '..#list_highlight_cursor - file_ignored_total..' Item/s') + end + end + if file_ignored_total > 0 then + msg.warn('Ignored a total of '..file_ignored_total.. " Item/s that does not seem to exist") + end + msg.info('Added into playlist a total of '..#list_highlight_cursor - file_ignored_total..' item/s') + end +end + +function delete_log_entry_specific(target_index, target_path, target_time) + local trigger_delete = false + list_contents = read_log_table() + if not list_contents or not list_contents[1] then return end + if target_index == 'last' then target_index = #list_contents end + if not target_index then return end + + if target_index and target_path and target_time then + if list_contents[target_index].found_path == target_path and tonumber(list_contents[target_index].found_time) == target_time then + table.remove(list_contents, target_index) + trigger_delete = true + end + elseif target_index and target_path and not target_time then + if list_contents[target_index].found_path == target_path then + table.remove(list_contents, target_index) + trigger_delete = true + end + elseif target_index and target_time and not target_path then + if tonumber(list_contents[target_index].found_time) == target_time then + table.remove(list_contents, target_index) + trigger_delete = true + end + elseif target_index and not target_path and not target_time then + table.remove(list_contents, target_index) + trigger_delete = true + end + + if not trigger_delete then return end + local f = io.open(log_fullpath, "w+") + if list_contents ~= nil and list_contents[1] then + for i = 1, #list_contents do + f:write(("%s\n"):format(list_contents[i].found_line)) + end + end + f:close() +end + +function delete_log_entry(multiple, round, target_path, target_time, entry_limit) + if not target_path then target_path = filePath end + if not target_time then target_time = seekTime end + list_contents = read_log_table() + if not list_contents or not list_contents[1] then return end + local trigger_delete = false + + if not multiple then + for i = #list_contents, 1, -1 do + if not round then + if list_contents[i].found_path == target_path and tonumber(list_contents[i].found_time) == target_time then + table.remove(list_contents, i) + trigger_delete = true + break + end + else + if list_contents[i].found_path == target_path and math.floor(tonumber(list_contents[i].found_time)) == target_time then + table.remove(list_contents, i) + trigger_delete = true + break + end + end + end + else + for i = #list_contents, 1, -1 do + if not round then + if list_contents[i].found_path == target_path and tonumber(list_contents[i].found_time) == target_time then + table.remove(list_contents, i) + trigger_delete = true + end + else + if list_contents[i].found_path == target_path and math.floor(tonumber(list_contents[i].found_time)) == target_time then + table.remove(list_contents, i) + trigger_delete = true + end + end + end + end + + if entry_limit and entry_limit > -1 then + local entries_found = 0 + for i = #list_contents, 1, -1 do + if list_contents[i].found_path == target_path and entries_found < entry_limit then + entries_found = entries_found + 1 + elseif list_contents[i].found_path == target_path and entries_found >= entry_limit then + table.remove(list_contents,i) + trigger_delete = true + end + end + end + + if not trigger_delete then return end + local f = io.open(log_fullpath, "w+") + if list_contents ~= nil and list_contents[1] then + for i = 1, #list_contents do + f:write(("%s\n"):format(list_contents[i].found_line)) + end + end + f:close() +end + +function delete_log_entry_highlighted() + if not list_highlight_cursor or not list_highlight_cursor[1] then return end + list_contents = read_log_table() + if not list_contents or not list_contents[1] then return end + + local list_contents_length = #list_contents + + for i = 1, list_contents_length do + for j=1, #list_highlight_cursor do + if list_contents[list_contents_length+1-i] then + if list_contents[list_contents_length+1-i].found_sequence == list_highlight_cursor[j][2].found_sequence then + table.remove(list_contents, list_contents_length+1-i) + end + end + end + end + + msg.info("Deleted "..#list_highlight_cursor.." Item/s") + + list_unhighlight_all() + + local f = io.open(log_fullpath, "w+") + if list_contents ~= nil and list_contents[1] then + for i = 1, #list_contents do + f:write(("%s\n"):format(list_contents[i].found_line)) + end + end + f:close() + +end + +function delete_selected() + filePath = list_contents[#list_contents - list_cursor + 1].found_path + fileTitle = list_contents[#list_contents - list_cursor + 1].found_name + seekTime = tonumber(list_contents[#list_contents - list_cursor + 1].found_time) + if not filePath and not seekTime then + msg.info("Failed to delete") + return + end + delete_log_entry() + msg.info("Deleted \"" .. filePath .. "\" | " .. format_time(seekTime)) + filePath, fileTitle, fileLength = get_file() +end + +function list_delete(action) + if not action then + delete_selected() + elseif action == 'highlight' then + delete_log_entry_highlighted() + end + get_list_contents() + if not list_contents or not list_contents[1] then + list_close_and_trash_collection() + return + end + if list_cursor < #list_contents + 1 then + select(0) + else + list_move_last() + end +end + +function get_total_duration(action) + if not list_contents or not list_contents[1] then return 0 end + local list_total_duration = 0 + if action == 'found_time' or action == 'found_length' or action == 'found_remaining' then + for i = #list_contents, 1, -1 do + if tonumber(list_contents[i][action]) > 0 then + list_total_duration = list_total_duration + list_contents[i][action] + end + end + end + return list_total_duration +end + +function list_cycle_sort() + local next_sort + for i = 1, #available_sorts do + if sortName == available_sorts[i] then + if i == #available_sorts then + next_sort = available_sorts[1] + break + else + next_sort = available_sorts[i+1] + break + end + end + end + if not next_sort then return end + get_list_contents(filterName, next_sort) + sortName = next_sort + update_list_highlist_cursor() + select(0) +end + +function update_list_highlist_cursor() + if not list_highlight_cursor or not list_highlight_cursor[1] then return end + + local temp_list_highlight_cursor = {} + for i = 1, #list_contents do + for j=1, #list_highlight_cursor do + if list_contents[#list_contents+1-i].found_sequence == list_highlight_cursor[j][2].found_sequence then + table.insert(temp_list_highlight_cursor, {i, list_highlight_cursor[j][2]}) + end + end + end + + list_highlight_cursor = temp_list_highlight_cursor +end + +--End of LogManager Actions-- + +--LogManager Filter Functions-- +function get_page_properties(filter) + if not filter then return end + for i=1, #list_pages do + if list_pages[i][1] == filter then + list_cursor = list_pages[i][2] + list_highlight_cursor = list_pages[i][4] + sortName = list_pages[i][5] + end + end + if list_cursor > #list_contents then + list_move_last() + end +end + +function select_filter_sequence(pos) + if not list_drawn then return end + local curr_pos + local target_pos + + for i = 1, #o.filters_and_sequence do + if filterName == o.filters_and_sequence[i] then + curr_pos = i + end + end + + if curr_pos and pos > -1 then + for i = curr_pos, #o.filters_and_sequence do + if o.filters_and_sequence[i + pos] then + get_list_contents(o.filters_and_sequence[i + pos]) + if list_contents ~= nil and list_contents[1] then + target_pos = i + pos + break + end + end + end + elseif curr_pos and pos < 0 then + for i = curr_pos, 0, -1 do + if o.filters_and_sequence[i + pos] then + get_list_contents(o.filters_and_sequence[i + pos]) + if list_contents ~= nil and list_contents[1] then + target_pos = i + pos + break + end + end + end + end + + if o.loop_through_filters then + if not target_pos and pos > -1 or target_pos and target_pos > #o.filters_and_sequence then + for i = 1, #o.filters_and_sequence do + get_list_contents(o.filters_and_sequence[i]) + if list_contents ~= nil and list_contents[1] then + target_pos = i + break + end + end + end + if not target_pos and pos < 0 or target_pos and target_pos < 1 then + for i = #o.filters_and_sequence, 1, -1 do + get_list_contents(o.filters_and_sequence[i]) + if list_contents ~= nil and list_contents[1] then + target_pos = i + break + end + end + end + end + + if o.filters_and_sequence[target_pos] then + display_list(o.filters_and_sequence[target_pos], nil, 'hide-osd') + end +end + +function list_filter_next() + select_filter_sequence(1) +end +function list_filter_previous() + select_filter_sequence(-1) +end +--End of LogManager Filter Functions-- + +--LogManager (List Bind and Unbind)-- +function get_list_keybinds() + bind_keys(o.list_ignored_keybind, 'ignore') + bind_keys(o.list_move_up_keybind, 'move-up', list_move_up, 'repeatable') + bind_keys(o.list_move_down_keybind, 'move-down', list_move_down, 'repeatable') + bind_keys(o.list_move_first_keybind, 'move-first', list_move_first, 'repeatable') + bind_keys(o.list_move_last_keybind, 'move-last', list_move_last, 'repeatable') + bind_keys(o.list_page_up_keybind, 'page-up', list_page_up, 'repeatable') + bind_keys(o.list_page_down_keybind, 'page-down', list_page_down, 'repeatable') + bind_keys(o.list_select_keybind, 'list-select', list_select) + bind_keys(o.list_add_playlist_keybind, 'list-add-playlist', list_add_playlist) + bind_keys(o.list_add_playlist_highlighted_keybind, 'list-add-playlist-highlight', function()list_add_playlist('highlight')end) + bind_keys(o.list_delete_keybind, 'list-delete', list_delete) + bind_keys(o.list_delete_highlighted_keybind, 'list-delete-highlight', function()list_delete('highlight')end) + bind_keys(o.next_filter_sequence_keybind, 'list-filter-next', list_filter_next) + bind_keys(o.previous_filter_sequence_keybind, 'list-filter-previous', list_filter_previous) + bind_keys(o.list_search_activate_keybind, 'list-search-activate', list_search_activate) + bind_keys(o.list_highlight_all_keybind, 'list-highlight-all', list_highlight_all) + bind_keys(o.list_unhighlight_all_keybind, 'list-unhighlight-all', list_unhighlight_all) + bind_keys(o.list_cycle_sort_keybind, 'list-cycle-sort', list_cycle_sort) + + for i = 1, #o.list_highlight_move_keybind do + for j = 1, #o.list_move_up_keybind do + mp.add_forced_key_binding(o.list_highlight_move_keybind[i]..'+'..o.list_move_up_keybind[j], 'highlight-move-up'..j, function()list_move_up('highlight') end, 'repeatable') + end + for j = 1, #o.list_move_down_keybind do + mp.add_forced_key_binding(o.list_highlight_move_keybind[i]..'+'..o.list_move_down_keybind[j], 'highlight-move-down'..j, function()list_move_down('highlight') end, 'repeatable') + end + for j = 1, #o.list_move_first_keybind do + mp.add_forced_key_binding(o.list_highlight_move_keybind[i]..'+'..o.list_move_first_keybind[j], 'highlight-move-first'..j, function()list_move_first('highlight') end, 'repeatable') + end + for j = 1, #o.list_move_last_keybind do + mp.add_forced_key_binding(o.list_highlight_move_keybind[i]..'+'..o.list_move_last_keybind[j], 'highlight-move-last'..j, function()list_move_last('highlight') end, 'repeatable') + end + for j = 1, #o.list_page_up_keybind do + mp.add_forced_key_binding(o.list_highlight_move_keybind[i]..'+'..o.list_page_up_keybind[j], 'highlight-page-up'..j, function()list_page_up('highlight') end, 'repeatable') + end + for j = 1, #o.list_page_down_keybind do + mp.add_forced_key_binding(o.list_highlight_move_keybind[i]..'+'..o.list_page_down_keybind[j], 'highlight-page-down'..j, function()list_page_down('highlight') end, 'repeatable') + end + end + + if not search_active then + bind_keys(o.list_close_keybind, 'list-close', list_close_and_trash_collection) + end + + for i = 1, #o.list_filter_jump_keybind do + mp.add_forced_key_binding(o.list_filter_jump_keybind[i][1], 'list-filter-jump'..i, function()display_list(o.list_filter_jump_keybind[i][2]) end) + end + + for i = 1, #o.open_list_keybind do + if i == 1 then + mp.remove_key_binding('open-list') + else + mp.remove_key_binding('open-list'..i) + end + end + + if o.quickselect_0to9_keybind and o.list_show_amount <= 10 then + mp.add_forced_key_binding("1", "recent-1", function()load(list_start + 1) end) + mp.add_forced_key_binding("2", "recent-2", function()load(list_start + 2) end) + mp.add_forced_key_binding("3", "recent-3", function()load(list_start + 3) end) + mp.add_forced_key_binding("4", "recent-4", function()load(list_start + 4) end) + mp.add_forced_key_binding("5", "recent-5", function()load(list_start + 5) end) + mp.add_forced_key_binding("6", "recent-6", function()load(list_start + 6) end) + mp.add_forced_key_binding("7", "recent-7", function()load(list_start + 7) end) + mp.add_forced_key_binding("8", "recent-8", function()load(list_start + 8) end) + mp.add_forced_key_binding("9", "recent-9", function()load(list_start + 9) end) + mp.add_forced_key_binding("0", "recent-0", function()load(list_start + 10) end) + end +end + +function unbind_list_keys() + unbind_keys(o.list_ignored_keybind, 'ignore') + unbind_keys(o.list_move_up_keybind, 'move-up') + unbind_keys(o.list_move_down_keybind, 'move-down') + unbind_keys(o.list_move_first_keybind, 'move-first') + unbind_keys(o.list_move_last_keybind, 'move-last') + unbind_keys(o.list_page_up_keybind, 'page-up') + unbind_keys(o.list_page_down_keybind, 'page-down') + unbind_keys(o.list_select_keybind, 'list-select') + unbind_keys(o.list_add_playlist_keybind, 'list-add-playlist') + unbind_keys(o.list_add_playlist_highlighted_keybind, 'list-add-playlist-highlight') + unbind_keys(o.list_delete_keybind, 'list-delete') + unbind_keys(o.list_delete_highlighted_keybind, 'list-delete-highlight') + unbind_keys(o.list_close_keybind, 'list-close') + unbind_keys(o.next_filter_sequence_keybind, 'list-filter-next') + unbind_keys(o.previous_filter_sequence_keybind, 'list-filter-previous') + unbind_keys(o.list_highlight_all_keybind, 'list-highlight-all') + unbind_keys(o.list_highlight_all_keybind, 'list-unhighlight-all') + unbind_keys(o.list_cycle_sort_keybind, 'list-cycle-sort') + + for i = 1, #o.list_move_up_keybind do + mp.remove_key_binding('highlight-move-up'..i) + end + for i = 1, #o.list_move_down_keybind do + mp.remove_key_binding('highlight-move-down'..i) + end + for i = 1, #o.list_move_first_keybind do + mp.remove_key_binding('highlight-move-first'..i) + end + for i = 1, #o.list_move_last_keybind do + mp.remove_key_binding('highlight-move-last'..i) + end + for i = 1, #o.list_page_up_keybind do + mp.remove_key_binding('highlight-page-up'..i) + end + for i = 1, #o.list_page_down_keybind do + mp.remove_key_binding('highlight-page-down'..i) + end + + for i = 1, #o.list_filter_jump_keybind do + mp.remove_key_binding('list-filter-jump'..i) + end + + for i = 1, #o.open_list_keybind do + if i == 1 then + mp.add_forced_key_binding(o.open_list_keybind[i][1], 'open-list', function()display_list(o.open_list_keybind[i][2]) end) + else + mp.add_forced_key_binding(o.open_list_keybind[i][1], 'open-list'..i, function()display_list(o.open_list_keybind[i][2]) end) + end + end + + if o.quickselect_0to9_keybind and o.list_show_amount <= 10 then + mp.remove_key_binding("recent-1") + mp.remove_key_binding("recent-2") + mp.remove_key_binding("recent-3") + mp.remove_key_binding("recent-4") + mp.remove_key_binding("recent-5") + mp.remove_key_binding("recent-6") + mp.remove_key_binding("recent-7") + mp.remove_key_binding("recent-8") + mp.remove_key_binding("recent-9") + mp.remove_key_binding("recent-0") + end +end + +function list_close_and_trash_collection() + if utils.shared_script_property_set then + utils.shared_script_property_set('simplehistory-menu-open', 'no') + end + mp.set_property('user-data/simplehistory/menu-open', 'no') + if o.toggle_idlescreen then mp.commandv('script-message', 'osc-idlescreen', 'yes', 'no_osd') end + unbind_list_keys() + unbind_search_keys() + mp.set_osd_ass(0, 0, "") + list_drawn = false + list_cursor = 1 + list_start = 0 + filterName = 'all' + list_pages = {} + search_string = '' + search_active = false + list_highlight_cursor = {} + sortName = nil +end +--End of LogManager (List Bind and Unbind)-- + +--LogManager Search Feature-- +function list_search_exit() + search_active = false + get_list_contents(filterName) + get_page_properties(filterName) + select(0) + unbind_search_keys() + get_list_keybinds() +end + +function list_search_not_typing_mode(auto_triggered) + if auto_triggered then + if search_string ~= '' and list_contents[1] then + search_active = 'not_typing' + elseif not list_contents[1] then + return + else + search_active = false + end + else + if search_string ~= '' then + search_active = 'not_typing' + else + search_active = false + end + end + select(0) + unbind_search_keys() + get_list_keybinds() +end + +function list_search_activate() + if not list_drawn then return end + if search_active == 'typing' then list_search_exit() return end + search_active = 'typing' + + for i = 1, #list_pages do + if list_pages[i][1] == filterName then + list_pages[i][2] = list_cursor + list_pages[i][4] = list_highlight_cursor + list_pages[i][5] = sortName + end + end + + update_search_results('','') + bind_search_keys() +end + +function update_search_results(character, action) + if not character then character = '' end + if action == 'string_del' then + search_string = search_string:sub(1, -2) + end + search_string = search_string..character + local prev_contents_length = #list_contents + get_list_contents(filterName) + + if prev_contents_length ~= #list_contents then + list_highlight_cursor = {} + end + + if character ~= '' and #list_contents > 0 or action ~= nil and #list_contents > 0 then + select(1-list_cursor) + elseif #list_contents == 0 then + list_cursor = 0 + select(list_cursor) + else + select(0) + end +end + +function bind_search_keys() + mp.add_forced_key_binding('a', 'search_string_a', function() update_search_results('a') end, 'repeatable') + mp.add_forced_key_binding('b', 'search_string_b', function() update_search_results('b') end, 'repeatable') + mp.add_forced_key_binding('c', 'search_string_c', function() update_search_results('c') end, 'repeatable') + mp.add_forced_key_binding('d', 'search_string_d', function() update_search_results('d') end, 'repeatable') + mp.add_forced_key_binding('e', 'search_string_e', function() update_search_results('e') end, 'repeatable') + mp.add_forced_key_binding('f', 'search_string_f', function() update_search_results('f') end, 'repeatable') + mp.add_forced_key_binding('g', 'search_string_g', function() update_search_results('g') end, 'repeatable') + mp.add_forced_key_binding('h', 'search_string_h', function() update_search_results('h') end, 'repeatable') + mp.add_forced_key_binding('i', 'search_string_i', function() update_search_results('i') end, 'repeatable') + mp.add_forced_key_binding('j', 'search_string_j', function() update_search_results('j') end, 'repeatable') + mp.add_forced_key_binding('k', 'search_string_k', function() update_search_results('k') end, 'repeatable') + mp.add_forced_key_binding('l', 'search_string_l', function() update_search_results('l') end, 'repeatable') + mp.add_forced_key_binding('m', 'search_string_m', function() update_search_results('m') end, 'repeatable') + mp.add_forced_key_binding('n', 'search_string_n', function() update_search_results('n') end, 'repeatable') + mp.add_forced_key_binding('o', 'search_string_o', function() update_search_results('o') end, 'repeatable') + mp.add_forced_key_binding('p', 'search_string_p', function() update_search_results('p') end, 'repeatable') + mp.add_forced_key_binding('q', 'search_string_q', function() update_search_results('q') end, 'repeatable') + mp.add_forced_key_binding('r', 'search_string_r', function() update_search_results('r') end, 'repeatable') + mp.add_forced_key_binding('s', 'search_string_s', function() update_search_results('s') end, 'repeatable') + mp.add_forced_key_binding('t', 'search_string_t', function() update_search_results('t') end, 'repeatable') + mp.add_forced_key_binding('u', 'search_string_u', function() update_search_results('u') end, 'repeatable') + mp.add_forced_key_binding('v', 'search_string_v', function() update_search_results('v') end, 'repeatable') + mp.add_forced_key_binding('w', 'search_string_w', function() update_search_results('w') end, 'repeatable') + mp.add_forced_key_binding('x', 'search_string_x', function() update_search_results('x') end, 'repeatable') + mp.add_forced_key_binding('y', 'search_string_y', function() update_search_results('y') end, 'repeatable') + mp.add_forced_key_binding('z', 'search_string_z', function() update_search_results('z') end, 'repeatable') + + mp.add_forced_key_binding('A', 'search_string_A', function() update_search_results('A') end, 'repeatable') + mp.add_forced_key_binding('B', 'search_string_B', function() update_search_results('B') end, 'repeatable') + mp.add_forced_key_binding('C', 'search_string_C', function() update_search_results('C') end, 'repeatable') + mp.add_forced_key_binding('D', 'search_string_D', function() update_search_results('D') end, 'repeatable') + mp.add_forced_key_binding('E', 'search_string_E', function() update_search_results('E') end, 'repeatable') + mp.add_forced_key_binding('F', 'search_string_F', function() update_search_results('F') end, 'repeatable') + mp.add_forced_key_binding('G', 'search_string_G', function() update_search_results('G') end, 'repeatable') + mp.add_forced_key_binding('H', 'search_string_H', function() update_search_results('H') end, 'repeatable') + mp.add_forced_key_binding('I', 'search_string_I', function() update_search_results('I') end, 'repeatable') + mp.add_forced_key_binding('J', 'search_string_J', function() update_search_results('J') end, 'repeatable') + mp.add_forced_key_binding('K', 'search_string_K', function() update_search_results('K') end, 'repeatable') + mp.add_forced_key_binding('L', 'search_string_L', function() update_search_results('L') end, 'repeatable') + mp.add_forced_key_binding('M', 'search_string_M', function() update_search_results('M') end, 'repeatable') + mp.add_forced_key_binding('N', 'search_string_N', function() update_search_results('N') end, 'repeatable') + mp.add_forced_key_binding('O', 'search_string_O', function() update_search_results('O') end, 'repeatable') + mp.add_forced_key_binding('P', 'search_string_P', function() update_search_results('P') end, 'repeatable') + mp.add_forced_key_binding('Q', 'search_string_Q', function() update_search_results('Q') end, 'repeatable') + mp.add_forced_key_binding('R', 'search_string_R', function() update_search_results('R') end, 'repeatable') + mp.add_forced_key_binding('S', 'search_string_S', function() update_search_results('S') end, 'repeatable') + mp.add_forced_key_binding('T', 'search_string_T', function() update_search_results('T') end, 'repeatable') + mp.add_forced_key_binding('U', 'search_string_U', function() update_search_results('U') end, 'repeatable') + mp.add_forced_key_binding('V', 'search_string_V', function() update_search_results('V') end, 'repeatable') + mp.add_forced_key_binding('W', 'search_string_W', function() update_search_results('W') end, 'repeatable') + mp.add_forced_key_binding('X', 'search_string_X', function() update_search_results('X') end, 'repeatable') + mp.add_forced_key_binding('Y', 'search_string_Y', function() update_search_results('Y') end, 'repeatable') + mp.add_forced_key_binding('Z', 'search_string_Z', function() update_search_results('Z') end, 'repeatable') + + mp.add_forced_key_binding('1', 'search_string_1', function() update_search_results('1') end, 'repeatable') + mp.add_forced_key_binding('2', 'search_string_2', function() update_search_results('2') end, 'repeatable') + mp.add_forced_key_binding('3', 'search_string_3', function() update_search_results('3') end, 'repeatable') + mp.add_forced_key_binding('4', 'search_string_4', function() update_search_results('4') end, 'repeatable') + mp.add_forced_key_binding('5', 'search_string_5', function() update_search_results('5') end, 'repeatable') + mp.add_forced_key_binding('6', 'search_string_6', function() update_search_results('6') end, 'repeatable') + mp.add_forced_key_binding('7', 'search_string_7', function() update_search_results('7') end, 'repeatable') + mp.add_forced_key_binding('8', 'search_string_8', function() update_search_results('8') end, 'repeatable') + mp.add_forced_key_binding('9', 'search_string_9', function() update_search_results('9') end, 'repeatable') + mp.add_forced_key_binding('0', 'search_string_0', function() update_search_results('0') end, 'repeatable') + + mp.add_forced_key_binding('SPACE', 'search_string_space', function() update_search_results(' ') end, 'repeatable') + mp.add_forced_key_binding('`', 'search_string_`', function() update_search_results('`') end, 'repeatable') + mp.add_forced_key_binding('~', 'search_string_~', function() update_search_results('~') end, 'repeatable') + mp.add_forced_key_binding('!', 'search_string_!', function() update_search_results('!') end, 'repeatable') + mp.add_forced_key_binding('@', 'search_string_@', function() update_search_results('@') end, 'repeatable') + mp.add_forced_key_binding('SHARP', 'search_string_sharp', function() update_search_results('#') end, 'repeatable') + mp.add_forced_key_binding('$', 'search_string_$', function() update_search_results('$') end, 'repeatable') + mp.add_forced_key_binding('%', 'search_string_percentage', function() update_search_results('%') end, 'repeatable') + mp.add_forced_key_binding('^', 'search_string_^', function() update_search_results('^') end, 'repeatable') + mp.add_forced_key_binding('&', 'search_string_&', function() update_search_results('&') end, 'repeatable') + mp.add_forced_key_binding('*', 'search_string_*', function() update_search_results('*') end, 'repeatable') + mp.add_forced_key_binding('(', 'search_string_(', function() update_search_results('(') end, 'repeatable') + mp.add_forced_key_binding(')', 'search_string_)', function() update_search_results(')') end, 'repeatable') + mp.add_forced_key_binding('-', 'search_string_-', function() update_search_results('-') end, 'repeatable') + mp.add_forced_key_binding('_', 'search_string__', function() update_search_results('_') end, 'repeatable') + mp.add_forced_key_binding('=', 'search_string_=', function() update_search_results('=') end, 'repeatable') + mp.add_forced_key_binding('+', 'search_string_+', function() update_search_results('+') end, 'repeatable') + mp.add_forced_key_binding('\\', 'search_string_\\', function() update_search_results('\\') end, 'repeatable') + mp.add_forced_key_binding('|', 'search_string_|', function() update_search_results('|') end, 'repeatable') + mp.add_forced_key_binding(']', 'search_string_]', function() update_search_results(']') end, 'repeatable') + mp.add_forced_key_binding('}', 'search_string_rightcurly', function() update_search_results('}') end, 'repeatable') + mp.add_forced_key_binding('[', 'search_string_[', function() update_search_results('[') end, 'repeatable') + mp.add_forced_key_binding('{', 'search_string_leftcurly', function() update_search_results('{') end, 'repeatable') + mp.add_forced_key_binding('\'', 'search_string_\'', function() update_search_results('\'') end, 'repeatable') + mp.add_forced_key_binding('\"', 'search_string_\"', function() update_search_results('\"') end, 'repeatable') + mp.add_forced_key_binding(';', 'search_string_semicolon', function() update_search_results(';') end, 'repeatable') + mp.add_forced_key_binding(':', 'search_string_:', function() update_search_results(':') end, 'repeatable') + mp.add_forced_key_binding('/', 'search_string_/', function() update_search_results('/') end, 'repeatable') + mp.add_forced_key_binding('?', 'search_string_?', function() update_search_results('?') end, 'repeatable') + mp.add_forced_key_binding('.', 'search_string_.', function() update_search_results('.') end, 'repeatable') + mp.add_forced_key_binding('>', 'search_string_>', function() update_search_results('>') end, 'repeatable') + mp.add_forced_key_binding(',', 'search_string_,', function() update_search_results(',') end, 'repeatable') + mp.add_forced_key_binding('<', 'search_string_<', function() update_search_results('<') end, 'repeatable') + + mp.add_forced_key_binding('bs', 'search_string_del', function() update_search_results('', 'string_del') end, 'repeatable') + bind_keys(o.list_close_keybind, 'search_exit', function() list_search_exit() end) + bind_keys(o.list_search_not_typing_mode_keybind, 'search_string_not_typing', function()list_search_not_typing_mode(false) end) + + if o.search_not_typing_smartly then + bind_keys(o.next_filter_sequence_keybind, 'list-filter-next', function() list_filter_next() list_search_not_typing_mode(true) end) + bind_keys(o.previous_filter_sequence_keybind, 'list-filter-previous', function() list_filter_previous() list_search_not_typing_mode(true) end) + bind_keys(o.list_delete_keybind, 'list-delete', function() list_delete() list_search_not_typing_mode(true) end) + bind_keys(o.list_delete_highlighted_keybind, 'list-delete-highlight', function() list_delete('highlight') list_search_not_typing_mode(true) end) + end +end + +function unbind_search_keys() + mp.remove_key_binding('search_string_a') + mp.remove_key_binding('search_string_b') + mp.remove_key_binding('search_string_c') + mp.remove_key_binding('search_string_d') + mp.remove_key_binding('search_string_e') + mp.remove_key_binding('search_string_f') + mp.remove_key_binding('search_string_g') + mp.remove_key_binding('search_string_h') + mp.remove_key_binding('search_string_i') + mp.remove_key_binding('search_string_j') + mp.remove_key_binding('search_string_k') + mp.remove_key_binding('search_string_l') + mp.remove_key_binding('search_string_m') + mp.remove_key_binding('search_string_n') + mp.remove_key_binding('search_string_o') + mp.remove_key_binding('search_string_p') + mp.remove_key_binding('search_string_q') + mp.remove_key_binding('search_string_r') + mp.remove_key_binding('search_string_s') + mp.remove_key_binding('search_string_t') + mp.remove_key_binding('search_string_u') + mp.remove_key_binding('search_string_v') + mp.remove_key_binding('search_string_w') + mp.remove_key_binding('search_string_x') + mp.remove_key_binding('search_string_y') + mp.remove_key_binding('search_string_z') + + mp.remove_key_binding('search_string_A') + mp.remove_key_binding('search_string_B') + mp.remove_key_binding('search_string_C') + mp.remove_key_binding('search_string_D') + mp.remove_key_binding('search_string_E') + mp.remove_key_binding('search_string_F') + mp.remove_key_binding('search_string_G') + mp.remove_key_binding('search_string_H') + mp.remove_key_binding('search_string_I') + mp.remove_key_binding('search_string_J') + mp.remove_key_binding('search_string_K') + mp.remove_key_binding('search_string_L') + mp.remove_key_binding('search_string_M') + mp.remove_key_binding('search_string_N') + mp.remove_key_binding('search_string_O') + mp.remove_key_binding('search_string_P') + mp.remove_key_binding('search_string_Q') + mp.remove_key_binding('search_string_R') + mp.remove_key_binding('search_string_S') + mp.remove_key_binding('search_string_T') + mp.remove_key_binding('search_string_U') + mp.remove_key_binding('search_string_V') + mp.remove_key_binding('search_string_W') + mp.remove_key_binding('search_string_X') + mp.remove_key_binding('search_string_Y') + mp.remove_key_binding('search_string_Z') + + mp.remove_key_binding('search_string_1') + mp.remove_key_binding('search_string_2') + mp.remove_key_binding('search_string_3') + mp.remove_key_binding('search_string_4') + mp.remove_key_binding('search_string_5') + mp.remove_key_binding('search_string_6') + mp.remove_key_binding('search_string_7') + mp.remove_key_binding('search_string_8') + mp.remove_key_binding('search_string_9') + mp.remove_key_binding('search_string_0') + + mp.remove_key_binding('search_string_space') + mp.remove_key_binding('search_string_`') + mp.remove_key_binding('search_string_~') + mp.remove_key_binding('search_string_!') + mp.remove_key_binding('search_string_@') + mp.remove_key_binding('search_string_sharp') + mp.remove_key_binding('search_string_$') + mp.remove_key_binding('search_string_percentage') + mp.remove_key_binding('search_string_^') + mp.remove_key_binding('search_string_&') + mp.remove_key_binding('search_string_*') + mp.remove_key_binding('search_string_(') + mp.remove_key_binding('search_string_)') + mp.remove_key_binding('search_string_-') + mp.remove_key_binding('search_string__') + mp.remove_key_binding('search_string_=') + mp.remove_key_binding('search_string_+') + mp.remove_key_binding('search_string_\\') + mp.remove_key_binding('search_string_|') + mp.remove_key_binding('search_string_]') + mp.remove_key_binding('search_string_rightcurly') + mp.remove_key_binding('search_string_[') + mp.remove_key_binding('search_string_leftcurly') + mp.remove_key_binding('search_string_\'') + mp.remove_key_binding('search_string_\"') + mp.remove_key_binding('search_string_semicolon') + mp.remove_key_binding('search_string_:') + mp.remove_key_binding('search_string_/') + mp.remove_key_binding('search_string_?') + mp.remove_key_binding('search_string_.') + mp.remove_key_binding('search_string_>') + mp.remove_key_binding('search_string_,') + mp.remove_key_binding('search_string_<') + + mp.remove_key_binding('search_string_del') + if not search_active then + unbind_keys(o.list_close_keybind, 'search_exit') + end +end +--End of LogManager Search Feature-- +---------End of LogManager--------- + +function history_blacklist_check() + if not o.history_blacklist[1] or #o.history_blacklist == 1 and o.history_blacklist[1] == "" then return false end + local invertable_return = {true, false} + local blacklist_msg = 'File was not added to history because of blacklist' + if o.invert_history_blacklist then + invertable_return = {false, true} + blacklist_msg = 'File was added to history because of whitelist' + end + + if has_value(o.history_blacklist, filePath, nil) then + msg.info(blacklist_msg) + return invertable_return[1] + elseif not starts_protocol(protocols, filePath) then + if has_value(o.history_blacklist, filePath:match('^(.-)([^\\/]-)%.([^\\/%.]-)%.?$'), nil) or + has_value(o.history_blacklist, filePath:match('^(.-)([^\\/]-)%.([^\\/%.]-)%.?$'):gsub('\\$', ''), nil) then + msg.info(blacklist_msg) + return invertable_return[1] + elseif has_value(o.history_blacklist, filePath:match('%.([^%.]+)$'), nil) or + has_value(o.history_blacklist, "."..filePath:match('%.([^%.]+)$'), nil) then + msg.info(blacklist_msg) + return invertable_return[1] + else --1.1.2# check to add any subfolder after /* to blacklist. issue #70 + for i=1, #o.history_blacklist do --1.1.2# loop through blacklisted items, if the blacklist ends with * and it is a match after subbing of the current filePath then log it. #and additionally if it is the exact same path then ignore it. + if string.lower(filePath):match(string.lower(o.history_blacklist[i])) and o.history_blacklist[i]:sub(-1,#o.history_blacklist[i]) == '*' and string.lower(o.history_blacklist[i]:sub(1,-2)) ~= string.lower(filePath):match("(.*[\\/])") then + msg.info(blacklist_msg) + return invertable_return[1] + end + end + end + elseif starts_protocol(protocols, filePath) then + if has_value(o.history_blacklist, filePath:match('(.-)(:)'), nil) or + has_value(o.history_blacklist, filePath:match('(.-:)'), nil) or + has_value(o.history_blacklist, filePath:match('(.-:/?/?)'), nil) then + msg.info(blacklist_msg) + return invertable_return[1] + elseif filePath:find('https?://') == 1 then + local difchk_1, difchk_2 = filePath:match("(https?://)w?w?w?%.?([%w%.%:]*)") + local different_check_temp = difchk_1..difchk_2 + local different_checks = {different_check_temp, filePath:match("https?://w?w?w?%.?([%w%.%:]*)"), filePath:match("https?://([%w%.%:]*)"), filePath:match("(https?://[%w%.%:]*)") } + for i = 1, #different_checks do + if different_checks[i] and has_value(o.history_blacklist, different_checks[i], nil) + or different_checks[i]..'/' and has_value(o.history_blacklist, different_checks[i]..'/', nil) then + msg.info(blacklist_msg) + return invertable_return[1] + end + end + end + end + + return invertable_return[2] +end + +function mark_chapter() + if not o.mark_history_as_chapter then return end + + local all_chapters = mp.get_property_native("chapter-list") + local chapter_index = 0 + local chapters_time = {} + + get_list_contents() + if not list_contents or not list_contents[1] then return end + for i = 1, #list_contents do + if list_contents[i].found_path == filePath and tonumber(list_contents[i].found_time) > 0 then + table.insert(chapters_time, tonumber(list_contents[i].found_time)) + end + end + if not chapters_time[1] then return end + + table.sort(chapters_time, function(a, b) return a < b end) + + for i = 1, #chapters_time do + chapter_index = chapter_index + 1 + + all_chapters[chapter_index] = { + title = 'SimpleHistory ' .. chapter_index, + time = chapters_time[i] + } + end + + table.sort(all_chapters, function(a, b) return a['time'] < b['time'] end) + + mp.set_property_native("chapter-list", all_chapters) +end + +function write_log(target_time, update_seekTime, entry_limit) + if not filePath then return end + local prev_seekTime = seekTime + seekTime = (mp.get_property_number('time-pos') or 0) + if target_time then + seekTime = target_time + end + if seekTime < 0 then seekTime = 0 end + + delete_log_entry(false, true, filePath, math.floor(seekTime), entry_limit) + + local f = io.open(log_fullpath, "a+") + if o.file_title_logging == 'all' then + f:write(("[%s] \"%s\" | %s | %s | %s"):format(os.date(o.date_format), fileTitle, filePath, log_length_text .. tostring(fileLength), log_time_text .. tostring(seekTime))) + elseif o.file_title_logging == 'protocols' and (starts_protocol(o.logging_protocols, filePath)) then + f:write(("[%s] \"%s\" | %s | %s | %s"):format(os.date(o.date_format), fileTitle, filePath, log_length_text .. tostring(fileLength), log_time_text .. tostring(seekTime))) + elseif o.file_title_logging == 'protocols' and not (starts_protocol(o.logging_protocols, filePath)) then + f:write(("[%s] %s | %s | %s"):format(os.date(o.date_format), filePath, log_length_text .. tostring(fileLength), log_time_text .. tostring(seekTime))) + else + f:write(("[%s] %s | %s | %s"):format(os.date(o.date_format), filePath, log_length_text .. tostring(fileLength), log_time_text .. tostring(seekTime))) + end + + f:write('\n') + f:close() + + if not update_seekTime then + seekTime = prev_seekTime + end +end + +function history_incognito_mode() + if not incognito_mode then + incognito_mode = true + if o.osd_messages == true then + mp.osd_message('🕵 Incognito Mode Enabled') + end + msg.info('Incognito Mode Enabled') + + if o.delete_incognito_entry and autosaved_entry == true then + delete_log_entry_specific('last', filePath, 0) + autosaved_entry = 'autosaved-restore' + if list_drawn then + get_list_contents() + select(0) + end + end + else + incognito_mode = false + if o.osd_messages == true then + mp.osd_message('Incognito Mode Disabled') + end + msg.info('Incognito Mode Disabled') + + if o.restore_incognito_entry == 'always' then + history_fileonly_save() + autosaved_entry = true + elseif o.restore_incognito_entry == 'deleted-restore' and autosaved_entry == 'autosaved-restore' then + history_fileonly_save() + autosaved_entry = true + if list_drawn then + get_list_contents() + select(0) + end + end + end +end + +function history_resume_option() + if o.resume_option == 'notification' or o.resume_option == 'force' then + local video_time = mp.get_property_number('time-pos') + local video_path = mp.get_property('path') --1.1.4# local variable instead of filePath + if video_time > 0 then return end + local logged_time = 0 + local percentage = 0 + local video_duration = (mp.get_property_number('duration') or 0) + list_contents = read_log_table() + if not list_contents or not list_contents[1] then return end + for i = #list_contents, 1, -1 do + if list_contents[i].found_path == video_path and tonumber(list_contents[i].found_time) > 0 then --1.1.4# instead of filePath in case it is causing issue + logged_time = tonumber(list_contents[i].found_time) + o.resume_offset + break + end + end + if logged_time > 0 then + percentage = math.floor((logged_time / video_duration) * 100 + 0.5) + if o.resume_option == 'notification' then + if percentage > o.resume_option_threshold and percentage < (100-o.resume_option_threshold) or o.resume_option_threshold == 0 then + mp.osd_message('⌨ [' .. string.upper(o.history_resume_keybind[1]) .. '] Resumes To' .. o.time_seperator .. format_time(logged_time, o.osd_time_format[3], o.osd_time_format[2], o.osd_time_format[1]),3) + end + elseif o.resume_option == 'force' then + if percentage > o.resume_option_threshold and percentage < (100-o.resume_option_threshold) or o.resume_option_threshold == 0 then + mp.commandv('seek', logged_time, 'absolute', 'exact') + if (o.osd_messages == true) then + mp.osd_message('Resumed To Last Played Position\n' .. o.time_seperator .. format_time(logged_time, o.osd_time_format[3], o.osd_time_format[2], o.osd_time_format[1])) + end + msg.info('Resumed to the last played position') + end + end + end + end +end + +function history_save(target_time) + if filePath ~= nil then + if history_blacklist_check() then + return + end + write_log(target_time, false, o.same_entry_limit) + if list_drawn then + get_list_contents() + select(0) + end + msg.info('Added the below into history\n' .. fileTitle .. o.time_seperator .. format_time(seekTime)) + else + msg.info("Failed to add into history") + end +end + +function history_fileonly_save() + if filePath ~= nil then + if history_blacklist_check() then + return + end + write_log(0, false) + if list_drawn then + get_list_contents() + select(0) + end + msg.info('Added the below into history\n' .. fileTitle .. o.time_seperator .. format_time(seekTime)) + else + msg.info("Failed to add into history, no file found") + end +end + +function history_resume() + if filePath == nil then + list_contents = read_log_table() + load(1) + elseif filePath ~= nil then + list_contents = read_log_table() + if list_contents ~= nil and list_contents[1] then + for i = #list_contents, 1, -1 do + if list_contents[i].found_path == filePath and tonumber(list_contents[i].found_time) > 0 then + seekTime = tonumber(list_contents[i].found_time) + o.resume_offset + break + end + end + end + if seekTime > 0 then + mp.commandv('seek', seekTime, 'absolute', 'exact') + if (o.osd_messages == true) then + mp.osd_message('Resumed To Last Played Position\n' .. o.time_seperator .. format_time(seekTime, o.osd_time_format[3], o.osd_time_format[2], o.osd_time_format[1])) + end + msg.info('Resumed to the last played position') + else + if (o.osd_messages == true) then + mp.osd_message('No Resume Position Found For This Video') + end + msg.info('No resume position found for this video') + end + end +end + +function history_load_last() + if filePath == nil then + list_contents = read_log_table() + load(1, false, 0) + elseif filePath ~= nil then + list_contents = read_log_table() + load(2, true) + end +end + +mp.register_event('file-loaded', function() + list_close_and_trash_collection() + filePath, fileTitle, fileLength = get_file() + loadTriggered = true --1.1.5# for resume and resume-notime startup behavior (so that it only triggers if started as idle and only once) + if (o.resume_option ~= 'none' and resume_selected == true and seekTime > 0) then + mp.commandv('seek', seekTime, 'absolute', 'exact') + resume_selected = false + end + history_resume_option() --1.1.4# remove timeout, cant remember why I put it in first place + mark_chapter() + if not incognito_mode then + history_fileonly_save() + autosaved_entry = true + end +end) + +mp.add_hook('on_unload', 9, function()--1.1.3# get the LogTime only when using on_unload because big functions do not run fully in here + logTime = (mp.get_property_number('time-pos') or 0) +end) +mp.register_event('end-file', function()--1.1.3# use end-file instead so that it doesn't cause crash while seeking ( i am able to run big functions here) + if not incognito_mode then + if autosaved_entry == true then delete_log_entry_specific('last', filePath, 0) end + history_save(logTime) --1.1.3# get the updated time from on_unload since it will still be preserved + end + autosaved_entry = false + logTime = 0 --1.1.3# reset logTime to 0 +end) + +mp.observe_property("idle-active", "bool", function(_, v) + if v then --1.1.2# if idle is triggered + filePath, fileTitle, fileLength = nil --1.1.2# set it back to nil if idle is triggered for better trash collection. issue #69 + end + + if v and o.startup_idle_behavior == 'resume' and not loadTriggered then --1.1.5# option to resume on startup + history_resume() + elseif v and o.startup_idle_behavior == 'resume-notime' and not loadTriggered then --1.1.5# option to load last item on startup + history_load_last() + elseif v and has_value(available_filters, o.auto_run_list_idle) then + display_list(o.auto_run_list_idle, nil, 'hide-osd') + end + + if v and o.auto_run_incognito_mode and not incognito_auto_run_triggered or + not v and o.auto_run_incognito_mode and not incognito_auto_run_triggered then + history_incognito_mode() + incognito_auto_run_triggered = true + end +end) + +bind_keys(o.history_resume_keybind, 'history-resume', history_resume) +bind_keys(o.history_load_last_keybind, 'history-load-last', history_load_last) +bind_keys(o.history_incognito_mode_keybind, 'history-incognito-mode', history_incognito_mode) + +for i = 1, #o.open_list_keybind do + if i == 1 then + mp.add_forced_key_binding(o.open_list_keybind[i][1], 'open-list', function()display_list(o.open_list_keybind[i][2]) end) + else + mp.add_forced_key_binding(o.open_list_keybind[i][1], 'open-list'..i, function()display_list(o.open_list_keybind[i][2]) end) + end +end \ No newline at end of file diff --git a/scripts/slicing_copy.lua b/scripts/slicing_copy.lua new file mode 100644 index 0000000..95587ae --- /dev/null +++ b/scripts/slicing_copy.lua @@ -0,0 +1,227 @@ +local msg = require "mp.msg" +local utils = require "mp.utils" +local options = require "mp.options" + +local cut_pos = nil +local copy_audio = true +local ext_map = { + ["mpegts"] = "ts", +} +local o = { + ffmpeg_path = "ffmpeg", + target_dir = "~~/cutfragments", + overwrite = false, -- whether to overwrite exist files + vcodec = "copy", + acodec = "copy", + debug = false, +} + +options.read_options(o) + +Command = {} + +local function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + +function Command:new(name) + local o = {} + setmetatable(o, self) + self.__index = self + o.name = "" + o.args = { "" } + if name then + o.name = name + o.args[1] = name + end + return o +end +function Command:arg(...) + for _, v in ipairs({...}) do + self.args[#self.args + 1] = v + end + return self +end +function Command:as_str() + return table.concat(self.args, " ") +end +function Command:run() + local res, err = mp.command_native({ + name = "subprocess", + args = self.args, + capture_stdout = true, + capture_stderr = true, + }) + return res, err +end + +local function file_format() + local fmt = mp.get_property("file-format") + if not fmt:find(',') then + return fmt + end + local path = mp.get_property('path') + if is_protocol(path) then + return nil + end + local filename = mp.get_property('filename') + return filename:match('%.([^.]+)$') +end + +local function get_ext() + local fmt = file_format() + if fmt and ext_map[fmt] ~= nil then + return ext_map[fmt] + else + return fmt + end +end + +local function timestamp(duration) + local hours = math.floor(duration / 3600) + local minutes = math.floor(duration % 3600 / 60) + local seconds = duration % 60 + return string.format("%02d:%02d:%06.3f", hours, minutes, seconds) +end + +local function osd(str) + return mp.osd_message(str, 3) +end + +local function info(s) + msg.info(s) + osd(s) +end + +local function get_outname(path, shift, endpos) + local name = mp.get_property("filename/no-ext") + if is_protocol(path) then + name = mp.get_property("media-title") + end + local ext = get_ext() or "mkv" + name = string.format("%s_%s-%s.%s", name, timestamp(shift), timestamp(endpos), ext) + return name:gsub(":", "-") +end + +local function cut(shift, endpos) + local duration = endpos - shift + local path = mp.get_property("path") + local inpath = mp.get_property("stream-open-filename") + local outpath = utils.join_path( + o.target_dir, + get_outname(path, shift, endpos) + ) + + local cache = mp.get_property_native("cache") + local cache_state = mp.get_property_native("demuxer-cache-state") + local cache_ranges = cache_state and cache_state["seekable-ranges"] or {} + if path and is_protocol(path) or cache == "auto" and #cache_ranges > 0 then + local pid = mp.get_property_native('pid') + local temp_path = os.getenv("TEMP") or "/tmp/" + local temp_video_file = utils.join_path(temp_path, "mpv_dump_" .. pid .. ".mkv") + mp.commandv("dump-cache", shift, endpos, temp_video_file) + shift = 0 + inpath = temp_video_file + end + + local cmds = Command:new(o.ffmpeg_path) + :arg("-v", "warning") + :arg(o.overwrite and "-y" or "-n") + :arg("-stats") + cmds:arg("-ss", tostring(shift)) + cmds:arg("-accurate_seek") + cmds:arg("-i", inpath) + cmds:arg("-t", tostring(duration)) + cmds:arg("-c:v", o.vcodec) + cmds:arg("-c:a", o.acodec) + cmds:arg("-c:s", "copy") + cmds:arg("-map", string.format("v:%s?", math.max(mp.get_property_number("current-tracks/video/id", 0) - 1, 0))) + cmds:arg("-map", string.format("a:%s?", math.max(mp.get_property_number("current-tracks/audio/id", 0) - 1, 0))) + cmds:arg("-map", string.format("s:%s?", math.max(mp.get_property_number("current-tracks/sub/id", 0) - 1, 0))) + cmds:arg(not copy_audio and "-an" or nil) + cmds:arg("-avoid_negative_ts", "make_zero") + cmds:arg("-async", "1") + cmds:arg(outpath) + msg.info("Run commands: " .. cmds:as_str()) + local screenx, screeny, aspect = mp.get_osd_size() + mp.set_osd_ass(screenx, screeny, "{\\an9}● ") + local res, err = cmds:run() + mp.set_osd_ass(screenx, screeny, "") + if err then + msg.error(utils.to_string(err)) + mp.osd_message("Failed. Refer console for details.") + elseif res.status ~= 0 then + if res.stderr ~= "" or res.stdout ~= "" then + msg.info("stderr: " .. (res.stderr:gsub("^%s*(.-)%s*$", "%1"))) -- trim stderr + msg.info("stdout: " .. (res.stdout:gsub("^%s*(.-)%s*$", "%1"))) -- trim stdout + mp.osd_message("Failed. Refer console for details.") + end + elseif res.status == 0 then + if o.debug and (res.stderr ~= "" or res.stdout ~= "") then + msg.info("stderr: " .. (res.stderr:gsub("^%s*(.-)%s*$", "%1"))) -- trim stderr + msg.info("stdout: " .. (res.stdout:gsub("^%s*(.-)%s*$", "%1"))) -- trim stdout + end + msg.info("Trim file successfully created: " .. outpath) + mp.add_timeout(1, function() + mp.osd_message("Trim file successfully created!") + end) + end +end + +local function toggle_mark() + local pos, err = mp.get_property_number("time-pos") + if not pos then + osd("Failed to get timestamp") + msg.error("Failed to get timestamp: " .. err) + return + end + if cut_pos then + local shift, endpos = cut_pos, pos + if shift > endpos then + shift, endpos = endpos, shift + elseif shift == endpos then + osd("Cut fragment is empty") + return + end + cut_pos = nil + info(string.format("Cut fragment: %s-%s", timestamp(shift), timestamp(endpos))) + cut(shift, endpos) + else + cut_pos = pos + info(string.format("Marked %s as start position", timestamp(pos))) + end +end + +local function toggle_audio() + copy_audio = not copy_audio + info("Audio capturing is " .. (copy_audio and "enabled" or "disabled")) +end + +local function clear_toggle_mark() + cut_pos = nil + info("Cleared cut fragment") +end + +o.target_dir = o.target_dir:gsub('"', "") +local file, _ = utils.file_info(mp.command_native({ "expand-path", o.target_dir })) +if not file then + --create target_dir if it doesn't exist + local savepath = mp.command_native({ "expand-path", o.target_dir }) + local is_windows = package.config:sub(1, 1) == "\\" + local windows_args = { 'powershell', '-NoProfile', '-Command', 'mkdir', string.format("\"%s\"", savepath) } + local unix_args = { 'mkdir', '-p', savepath } + local args = is_windows and windows_args or unix_args + local res = mp.command_native({name = "subprocess", capture_stdout = true, playback_only = false, args = args}) + if res.status ~= 0 then + msg.error("Failed to create target_dir save directory "..savepath..". Error: "..(res.error or "unknown")) + return + end +elseif not file.is_dir then + osd("target_dir is a file") + msg.warn(string.format("target_dir `%s` is a file", o.target_dir)) +end +o.target_dir = mp.command_native({ "expand-path", o.target_dir }) + +mp.add_key_binding("c", "slicing_mark", toggle_mark) +mp.add_key_binding("a", "slicing_audio", toggle_audio) +mp.add_key_binding("C", "clear_slicing_mark", clear_toggle_mark) \ No newline at end of file diff --git a/scripts/sponsorblock_minimal.lua b/scripts/sponsorblock_minimal.lua new file mode 100644 index 0000000..00ff1f6 --- /dev/null +++ b/scripts/sponsorblock_minimal.lua @@ -0,0 +1,149 @@ +-- sponsorblock_minimal.lua v 0.5.1 +-- +-- This script skip/mute sponsored segments of YouTube and bilibili videos +-- using data from https://github.com/ajayyy/SponsorBlock +-- and https://github.com/hanydd/BilibiliSponsorBlock + +local opt = require 'mp.options' +local utils = require 'mp.utils' + +local options = { + youtube_sponsor_server = "https://sponsor.ajay.app/api/skipSegments", + bilibili_sponsor_server = "https://bsbsb.top/api/skipSegments", + -- Categories to fetch + -- Perform skip/mute/mark chapter based on the 'actionType' returned + categories = '"sponsor"', +} + +opt.read_options(options) + +local ranges = nil +local video_id = nil +local sponsor_server = nil +local cache = {} +local mute = false +local ON = false + +local function getranges(url) + local res = mp.command_native{ + name = "subprocess", + capture_stdout = true, + playback_only = false, + args = { + "curl", "-L", "-s", "-g", + "-H", "origin: mpv-script/sponsorblock_minimal", + "-H", "x-ext-version: 0.5.1", + url + } + } + + if res.status ~= 0 then + return nil + end + + return utils.parse_json(res.stdout) +end + +local function make_chapter(ranges) + local chapters_time = {} + local chapters_title = {} + local chapter_index = 0 + local all_chapters = mp.get_property_native("chapter-list") + for _, v in pairs(ranges) do + table.insert(chapters_time, v.segment[1]) + table.insert(chapters_title, v.category) + table.insert(chapters_time, v.segment[2]) + table.insert(chapters_title, "normal") + end + + for i = 1, #chapters_time do + chapter_index = chapter_index + 1 + all_chapters[chapter_index] = { + title = chapters_title[i] or ("Chapter " .. string.format("%02.f", chapter_index)), + time = chapters_time[i] + } + end + + table.sort(all_chapters, function(a, b) return a['time'] < b['time'] end) + mp.set_property_native("chapter-list", all_chapters) +end + +local function skip_ads(_, pos) + if pos ~= nil and ranges ~= nil then + for _, v in pairs(ranges) do + if v.actionType == "skip" and v.segment[1] <= pos and v.segment[2] > pos then + --this message may sometimes be wrong + --it only seems to be a visual thing though + local time = math.floor(v.segment[2] - pos) + mp.osd_message(string.format("[sponsorblock] skipping forward %ds", time)) + --need to do the +0.01 otherwise mpv will start spamming skip sometimes + mp.set_property("time-pos", v.segment[2] + 0.01) + elseif v.actionType == "mute" then + if v.segment[1] <= pos and v.segment[2] >= pos then + cache[v.segment[2]] = nil + mp.set_property_bool("mute", true) + elseif pos > v.segment[2] and not cache[v.segment[2]] and mute ~= false then + cache[v.segment[2]] = true + mp.set_property_bool("mute", false) + end + end + end + end +end + +local function file_loaded() + cache = {} + local video_path = mp.get_property("path", "") + local video_referer = mp.get_property("http-header-fields", ""):match("[Rr]eferer:%s*([^,\r\n]+)") or "" + local purl = mp.get_property("metadata/by-key/PURL", "") + local bilibili = video_path:match("bilibili.com/video") or video_referer:match("bilibili.com/video") or false + mute = mp.get_property_bool("mute") + + local urls = { + "ytdl://youtu%.be/([%w-_]+).*", + "ytdl://w?w?w?%.?youtube%.com/v/([%w-_]+).*", + "ytdl://w?w?w?%.?bilibili%.com/video/([%w-_]+).*", + "https?://youtu%.be/([%w-_]+).*", + "https?://w?w?w?%.?youtube%.com/v/([%w-_]+).*", + "https?://w?w?w?%.?bilibili%.com/video/([%w-_]+).*", + "/watch.*[?&]v=([%w-_]+).*", + "/embed/([%w-_]+).*", + "^ytdl://([%w-_]+)$", + "-([%w-_]+)%." + } + + for _, url in ipairs(urls) do + video_id = video_id or video_path:match(url) or video_referer:match(url) or purl:match(url) + end + + if not video_id or string.len(video_id) < 11 then return end + + if bilibili then + sponsor_server = options.bilibili_sponsor_server + video_id = string.sub(video_id, 1, 12) + else + sponsor_server = options.youtube_sponsor_server + video_id = string.sub(video_id, 1, 11) + end + + local url = ("%s?videoID=%s&categories=[%s]"):format(sponsor_server, video_id, options.categories) + + ranges = getranges(url) + if ranges ~= nil then + make_chapter(ranges) + ON = true + mp.observe_property("time-pos", "native", skip_ads) + end +end + +local function end_file() + if not ON then return end + mp.unobserve_property(skip_ads) + video_id = nil + cache = nil + ranges = nil + ON = false +end + +mp.register_event("file-loaded", file_loaded) +mp.register_event("end-file", end_file) \ No newline at end of file diff --git a/scripts/sub-assrt.lua b/scripts/sub-assrt.lua new file mode 100644 index 0000000..59e7dda --- /dev/null +++ b/scripts/sub-assrt.lua @@ -0,0 +1,704 @@ +--[[ + * sub-assrt.lua + * + * AUTHORS: dyphire + * License: MIT + * link: https://github.com/dyphire/mpv-sub-assrt +]] + +local utils = require "mp.utils" +local msg = require "mp.msg" +local options = require("mp.options") +local input_loaded, input = pcall(require, "mp.input") +local uosc_available = false + +local o = { + -- API token, 可以在 https://assrt.net 上注册账号后在个人界面获取 + api_token = "tNjXZUnOJWcHznHDyalNMYqqP6IdDdpQ", + -- 是否使用 https + use_https = true, + -- 代理设置 + proxy = "", +} + +options.read_options(o, _, function() end) + +local ASSRT_SEARCH_API = (o.use_https and "https" or "http") .. "://api.assrt.net/v1/sub/search" +local ASSRT_DETAIL_API = (o.use_https and "https" or "http") .. "://api.assrt.net/v1/sub/detail" + +local TEMP_DIR = os.getenv("TEMP") or "/tmp" +local cache = {} + +local function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + +local function hex_to_char(x) + return string.char(tonumber(x, 16)) +end + +local function url_encode(str) + if str then + str = str:gsub("([^%w%-%.%_%~])", function(c) + return string.format("%%%02X", string.byte(c)) + end) + end + return str +end + +local function url_decode(str) + if str ~= nil then + str = str:gsub('^%a[%a%d-_]+://', '') + :gsub('^%a[%a%d-_]+:\\?', '') + :gsub('%%(%x%x)', hex_to_char) + if str:find('://localhost:?') then + str = str:gsub('^.*/', '') + end + str = str:gsub('%?.+', '') + :gsub('%+', ' ') + return str + else + return + end +end + +local function is_compressed_file(filename) + local ext_map = { + zip = true, + rar = true, + ["7z"] = true, + gz = true, + tar = true, + bz2 = true, + xz = true, + tgz = true, + tbz2 = true, + } + + local ext = filename:match("%.([%w]+)$"):lower() + if ext then + return ext_map[ext] or false + end + return false +end + +local function http_request(url) + local cmd = { + "curl", + "-s", + "-L", + "--max-redirs", "5", + "--connect-timeout", "10", + "--max-time", "30", + "--user-agent", "mpv", + url + } + + if o.proxy ~= "" then + table.insert(cmd, '-x') + table.insert(cmd, o.proxy) + end + + local res = mp.command_native({ name = "subprocess", capture_stdout = true, capture_stderr = true, args = cmd }) + if res.status == 0 then + return utils.parse_json(res.stdout) + else + msg.error("HTTP request failed: " .. res.stderr) + return nil + end +end + +local function file_exists(path) + if path then + local meta = utils.file_info(path) + return meta and meta.is_file + end + return false +end + +local function alphanumsort(a, b) + -- alphanum sorting for humans in Lua + -- http://notebook.kulchenko.com/algorithms/alphanumeric-natural-sorting-for-humans-in-lua + local function padnum(d) + local dec, n = string.match(d, "(%.?)0*(.+)") + return #dec > 0 and ("%.12f"):format(d) or ("%s%03d%s"):format(dec, #n, n) + end + return tostring(a):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#b) + < tostring(b):lower():gsub("%.?%d+", padnum) .. ("%3d"):format(#a) +end + +local function normalize(path) + if normalize_path ~= nil then + if normalize_path then + path = mp.command_native({"normalize-path", path}) + else + local directory = mp.get_property("working-directory", "") + path = utils.join_path(directory, path:gsub('^%.[\\/]','')) + if platform == "windows" then path = path:gsub("\\", "/") end + end + return path + end + + normalize_path = false + + local commands = mp.get_property_native("command-list", {}) + for _, command in ipairs(commands) do + if command.name == "normalize-path" then + normalize_path = true + break + end + end + return normalize(path) +end + +local function check_sub(sub_file) + local tracks = mp.get_property_native("track-list") + local _, sub_title = utils.split_path(sub_file) + for _, track in ipairs(tracks) do + if track["type"] == "sub" and track["title"] == sub_title then + return true, track["id"] + end + end + return false, nil +end + +local function append_sub(sub_file) + local sub, id = check_sub(sub_file) + if not sub then + mp.commandv('sub-add', sub_file) + else + mp.commandv('sub-reload', id) + end +end + +local function clean_name(name) + return name:gsub("^%[.-%]", " ") + :gsub("^%(.-%)", " ") + :gsub("[_%.%[%]]", " ") + :gsub("^%s*(.-)%s*$", "%1") + :gsub("[!@#%.%?%+%-%%&*_=,/~`]+$", "") +end + +-- Formatters for media titles +local formatters = { + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)[_%.%s]%d%d[_%.%s]%d%d%s*[_%.%s]?(.-)%s*[_%.%s]%d+[pPkKxXbBfF]", + format = function(name, year, subtitle) + local title = clean_name(name) + if subtitle then + title = title .. ": " .. subtitle:gsub("%.", " "):gsub("^%s*(.-)%s*$", "%1") + end + return title .. " (" .. year .. ")" + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)%s*[_%.%s]%s*[sS](%d+)[%.%-%s:]?[eE](%d+%.?%d*)", + format = function(name, year, season, episode) + return clean_name(name) .. " (" .. year .. ") S" .. season .. "E" .. episode + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)%s*[_%.%s]%s*[eEpP]+(%d+%.?%d*)", + format = function(name, year, episode) + return clean_name(name) .. " (" .. year .. ") E" .. episode + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*[sS](%d+)[%.%-%s:]?[eE](%d+[%.v]?%d*)%s*[_%.%s]%s*(%d%d%d%d)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, season, episode, year) + return clean_name(name) .. " (" .. year .. ") S" .. season .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*[sS](%d+)[%.%-%s:]?[eE](%d+%.?%d*)", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d+)[nrdsth]+[_%.%s]%s*[sS]eason[_%.%s]%s*%[(%d+[%.v]?%d*)%]", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[^dD][eEpP]+(%d+[%.v]?%d*)[_%.%s]%s*(%d%d%d%d)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, episode, year) + return clean_name(name) .. " (" .. year .. ") E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[^dD][eEpP]+(%d+%.?%d*)", + format = function(name, episode) + return clean_name(name) .. " E" .. episode + end + }, + { + regex = "^(.-)%s*第%s*(%d+[%.v]?%d*)%s*[话回集]", + format = function(name, episode) + return clean_name(name) .. " E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*%[(%d+[%.v]?%d*)%]", + format = function(name, episode) + return clean_name(name) .. " E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*%[(%d+[%.v]?%d*)%(%a+%)%]", + format = function(name, episode) + return clean_name(name) .. " E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[%-#]%s*(%d+%.?%d*)%s*", + format = function(name, episode) + return clean_name(name) .. " E" .. episode + end + }, + { + regex = "^(.-)%s*[%[%(]([OVADSPs]+)[%]%)]", + format = function(name, sp) + return clean_name(name) .. " [" .. sp .. "]" + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*(%d?%d)x(%d%d?%d?%d?)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode + end + }, + { + regex = "^%((%d%d%d%d)%.?%d?%d?%.?%d?%d?%)%s*(.-)%s*[%(%[]", + format = function(year, name) + return clean_name(name) .. " (" .. year .. ")" + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, year) + return clean_name(name) .. " (" .. year .. ")" + end + }, + { + regex = "^%[.-%]%s*%[?(.-)%]?%s*[%(%[]", + format = function(name) + return clean_name(name) + end + }, +} + +local function format_filename(title) + for _, formatter in ipairs(formatters) do + local matches = {title:match(formatter.regex)} + if #matches > 0 then + title = formatter.format(unpack(matches)) + return title + end + end + title = title:gsub("^%[.-%]", " ") + :gsub("^%(.-%)", " ") + :gsub("[_%.]", " ") + :gsub("^%s*(.-)%s*$", "%1") + :gsub("[!@#%.%?%+%-%%&*_=,/~`]+$", "") + return title +end + +local function is_writable(path) + local file = io.open(path, "w") + if file then + file:close() + os.remove(path) + return true + end + return false +end + +local function download_file(url, fname) + local path = mp.get_property("path") + local filename = mp.get_property("filename/no-ext") + local ext = fname:match('%.([^%.]+)$'):lower() + + if is_protocol(path) then + sub_path = utils.join_path(TEMP_DIR, fname) + else + local dir = utils.split_path(normalize(path)) + sub_path = utils.join_path(dir, filename .. ".assrt." .. ext) + if not is_writable(sub_path) then + sub_path = utils.join_path(TEMP_DIR, fname) + end + end + + local message = "正在下载字幕..." + local type = "download_subtitle" + local title = "字幕下载菜单" + local footnote = "使用 / 打开筛选" + if uosc_available then + update_menu_uosc(type, title, message, footnote) + else + mp.osd_message(message) + end + + local cmd = {"curl", "-s", "--user-agent", "mpv", "-o", sub_path, url} + if o.proxy ~= "" then + table.insert(cmd, '-x') + table.insert(cmd, o.proxy) + end + local res = mp.command_native({ name = "subprocess", capture_stdout = true, capture_stderr = true, args = cmd }) + if res.status == 0 then + if file_exists(sub_path) then + append_sub(sub_path) + local message = "字幕下载完成, 已载入" + if uosc_available then + update_menu_uosc(type, title, message, footnote) + -- 下载完字幕1.5秒后关闭面板 + mp.add_timeout(1.5, function() + mp.commandv("script-message-to", "uosc", "close-menu", "download_subtitle") + end) + else + mp.osd_message(message, 3) + end + msg.info("Subtitle downloaded: " .. sub_path) + end + else + local message = "字幕下载失败，查看控制台获取更多信息" + if uosc_available then + update_menu_uosc(type, title, message, footnote) + else + mp.osd_message(message, 3) + end + msg.error("Failed to download file: " .. res.stderr) + return nil + end +end + +local function fetch_subtitle_details(sub_id) + local message = "正在加载字幕详细信息..." + local type = "subtitle_details" + local title = "字幕下载菜单" + local footnote = "使用 / 打开筛选" + if uosc_available then + update_menu_uosc(type, title, message, footnote) + else + mp.osd_message(message) + end + + local url = ASSRT_DETAIL_API .."?token=" .. o.api_token .. "&id=" .. (sub_id or 0) + local res = http_request(url) + if not res or res.status ~= 0 then + local message = "获取字幕详细信息失败，查看控制台获取更多信息" + if uosc_available then + update_menu_uosc(type, title, message, footnote) + else + mp.osd_message(message, 3) + end + msg.error("Failed to fetch subtitle details: " .. (res and res.errmsg or "Unknown error")) + return nil + end + + local items = {} + items[#items + 1] = { + title = "..", + hint = "返回搜索结果", + value = { + "script-message-to", + mp.get_script_name(), + "search-subtitles-event", + "has_details", nil, + }, + } + local subs = res.sub.subs[1] + for _, sub in ipairs(subs.filelist) do + table.insert(items, { + title = sub.f, + hint = sub.s, + value = { + "script-message-to", + mp.get_script_name(), + "download-file-event", + sub.url, sub.f, + }, + }) + end + + if #items > 2 then + table.sort(items, function(a, b) + return alphanumsort(a.title, b.title) + end) + end + + if #items == 0 and subs.url and not is_compressed_file(subs.filename) then + local size= subs.size / 1024 + local sub_size = size > 1024 and string.format("%.2fMB", size / 1024) or string.format("%.2fKB", size) + table.insert(items, { + title = subs.filename, + hint = sub_size, + value = { + "script-message-to", + mp.get_script_name(), + "download-file-event", + subs.url, subs.filename, + }, + }) + end + + if uosc_available then + update_menu_uosc(type, title, items, footnote) + elseif input_loaded then + mp.osd_message("") + mp.add_timeout(0.1, function() + open_menu_select(items) + end) + end +end + +local function search_subtitles(pos, query) + local items = {} + local type = "menu_subtitle" + local title = "输入搜索内容" + local footnote = "使用enter或ctrl+enter进行搜索" + if pos ~= "has_details" and (query ~= cache.query or tonumber(pos) > 0) then + local pos = tonumber(pos) + local message = "正在搜索字幕..." + local cmd = { "script-message-to", mp.get_script_name(), "search-subtitles-event", tostring(pos) } + if uosc_available then + update_menu_uosc(type, title, message, footnote, cmd, query) + else + mp.osd_message(message) + end + + local url = ASSRT_SEARCH_API .. "?token=" .. o.api_token .. "&q=" .. url_encode(query) .. "&no_muxer=1&pos=" .. pos + local res = http_request(url) + if not res or res.status ~= 0 then + local message = "搜索字幕失败，查看控制台获取更多信息" + if uosc_available then + update_menu_uosc(type, title, message, footnote, cmd, query) + else + mp.osd_message(message, 3) + end + msg.error("Failed to search subtitles: " .. (res and res.errmsg or "Unknown error")) + return nil + end + + local sub = res.sub + local subs = {} + if sub then subs = res.sub.subs end + if #subs == 0 then + local message = "未找到字幕，建议更改关键字尝试重新搜索" + if uosc_available then + update_menu_uosc(type, title, message, footnote, cmd, query) + else + mp.osd_message(message, 3) + end + msg.info("No subtitles found.") + return nil + end + + table.insert(items, { + title = "..", + hint = "返回搜索菜单", + value = { + "script-message-to", + mp.get_script_name(), + "open-search-menu", + 0, query, + }, + }) + + for _, sub in ipairs(subs) do + table.insert(items, { + title = sub.video_chinese_name and sub.video_chinese_name ~= '' and sub.video_chinese_name + or sub.native_name and sub.native_name ~= '' and sub.native_name or sub.videoname, + hint = sub.lang and sub.lang.desc ~= '' and sub.lang.desc + or sub.m_lang and sub.m_lang ~= '' and sub.m_lang:gsub(" ", " "), + value = { + "script-message-to", + mp.get_script_name(), + "fetch-details-event", + sub.id or sub.fileid, + }, + }) + end + + if #items == 16 then + pos = pos + 15 + table.insert(items, { + title = "加载下一页", + value = { + "script-message-to", + mp.get_script_name(), + "search-subtitles-event", + tostring(pos), query, + }, + italic = true, + bold = true, + align = "center", + }) + end + cache.query = query + cache.items = items + else + items = cache.items + end + + if uosc_available then + update_menu_uosc(type, title, items, footnote) + elseif input_loaded then + mp.osd_message("") + mp.add_timeout(0.1, function() + open_menu_select(items) + end) + end +end + +function open_menu_select(menu_items) + local item_titles, item_values = {}, {} + for i, v in ipairs(menu_items) do + item_titles[i] = v.hint and v.title .. " (" .. v.hint .. ")" or v.title + item_values[i] = v.value + end + mp.commandv('script-message-to', 'console', 'disable') + input.select({ + prompt = '筛选:', + items = item_titles, + submit = function(id) + mp.commandv(unpack(item_values[id])) + end, + }) +end + +function open_input_menu_get(pos, query) + mp.commandv('script-message-to', 'console', 'disable') + input.get({ + prompt = '搜索字幕:', + default_text = query, + cursor_position = query and #query + 1, + submit = function(text) + input.terminate() + search_subtitles(pos, text) + end + }) +end + +function open_input_menu_uosc(pos, query) + local menu_props = { + type = "menu_subtitle", + title = "输入搜索内容", + search_style = "palette", + search_debounce = "submit", + search_suggestion = query, + on_search = { + "script-message-to", + mp.get_script_name(), + "search-subtitles-event", + tostring(pos), + }, + footnote = "使用enter或ctrl+enter进行搜索", + items = {}, + } + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) +end + +function update_menu_uosc(menu_type, menu_title, menu_item, menu_footnote, menu_cmd, query) + local items = {} + if type(menu_item) == "string" then + table.insert(items, { + title = menu_item, + value = "", + italic = true, + keep_open = true, + selectable = false, + align = "center", + }) + else + items = menu_item + end + + local menu_props = { + type = menu_type, + title = menu_title, + search_style = menu_cmd and "palette" or "on_demand", + search_debounce = menu_cmd and "submit" or 0, + on_search = menu_cmd, + footnote = menu_footnote, + search_suggestion = query, + items = items, + } + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) +end + +local function sub_assrt() + local path = mp.get_property("path") + local filename = mp.get_property("filename/no-ext") + local title = mp.get_property("media-title") + local thin_space = string.char(0xE2, 0x80, 0x89) + if not path then + msg.error("No file loaded.") + return + end + + if is_protocol(path) then + title = url_decode(title:gsub('%.[^%.]+$', '')) + elseif #title < #filename then + title = filename + end + + local pos = 0 + local title = title:gsub(thin_space, " ") + local query = format_filename(title):gsub("%s*E%d+$", "") + + if cache.title and cache.title == query + and cache.items and #cache.items > 0 then + search_subtitles("has_details") + return + end + + cache.title = query + + if uosc_available then + open_input_menu_uosc(pos, query) + elseif input_loaded then + open_input_menu_get(pos, query) + end +end + +mp.register_script_message('uosc-version', function() + uosc_available = true + mp.commandv('script-message-to', 'uosc', 'overwrite-binding', 'download-subtitles', + 'script-message-to sub_assrt sub-assrt') +end) + +mp.register_script_message("open-search-menu", function(pos, query) + if uosc_available then + mp.commandv("script-message-to", "uosc", "open-menu", "menu_subtitle") + end + if uosc_available then + open_input_menu_uosc(pos, query) + elseif input_loaded then + open_input_menu_get(pos, query) + end +end) + +mp.register_script_message("search-subtitles-event", function(pos, query) + if uosc_available then + mp.commandv("script-message-to", "uosc", "open-menu", "menu_subtitle") + end + search_subtitles(pos, query) +end) +mp.register_script_message("fetch-details-event", function(query) + if uosc_available then + mp.commandv("script-message-to", "uosc", "open-menu", "subtitle_details") + end + fetch_subtitle_details(query) +end) +mp.register_script_message("download-file-event", function(url, filename) + if uosc_available then + mp.commandv("script-message-to", "uosc", "open-menu", "download_subtitle") + end + download_file(url, filename) +end) + +mp.register_script_message("sub-assrt", sub_assrt) \ No newline at end of file diff --git a/scripts/sub-fonts-dir-auto.lua b/scripts/sub-fonts-dir-auto.lua new file mode 100644 index 0000000..a877b34 --- /dev/null +++ b/scripts/sub-fonts-dir-auto.lua @@ -0,0 +1,122 @@ +--[[ + + Automatically look for a fonts directory to use with `sub-fonts-dir`. + + This mpv Lua script will automatically use the `sub-fonts-dir` option (to + override the default `~~/fonts` location) if it find a `Fonts` directory + alongside the currently playing file. (The name of the directory is + matched case-insensitively.) + + + USAGE: + + Simply drop this script in your scripts configuration directory (usually + `~/.config/mpv/scripts/`). + + + REQUIREMENTS: + + This script requires a version of mpv that includes the `sub-fonts-dir` + option. + + + NOTES: + + - Any `--sub-fonts-dir` option passed on the command-line will override + this script. + + - When going through a playlist, `sub-fonts-dir` will be dynamically + updated for each individual file. + + - This script will output some additional information on higher verbosity + levels (`-v`). To increase the verbosity for this script only, use + `--msg-level=sub_fonts_dir_auto=v` (or `=debug` for more output). + + + AUTHOR: + + Frédéric Brière (fbriere@fbriere.net) + + Licensed under the GNU General Public License, version 2 or later. + +--]] + + +local utils = require 'mp.utils' +local msg = require 'mp.msg' +-- msg.trace() was added in 0.28.0 -- define it ourselves if it's missing +if msg.trace == nil then + msg.trace = function(...) return mp.log("trace", ...) end +end + + +-- Directory name we are looking for (case-insensitive) +local FONTS_DIR_NAME = "Fonts" +-- Option name that we want to set +local OPTION_NAME = "sub-fonts-dir" +-- Make sure this option is available in this version of mpv +do + local _, err = mp.get_property(OPTION_NAME) + if err then + msg.error(string.format("This version of mpv does not support the %s option", OPTION_NAME)) + return + end +end + + +-- Whether a path is a directory +local function isdir(path) + local meta, meta_error = utils.file_info(path) + if meta and meta.is_dir then + return true + end +end + +-- Set an option's value for this file, without overriding the command-line +local function set_option(name, value) + if not mp.get_property_bool(string.format("option-info/%s/set-from-commandline", name)) then + msg.verbose(string.format("Setting %s to %q", name, value)) + mp.set_property(string.format("file-local-options/%s", name), value) + else + msg.debug(string.format("Option %s was set on command-line -- leaving it as-is", name)) + end +end + +-- Find a "Fonts" directory under a single path +local function find_fonts_dir(path) + local fonts_path = utils.join_path(path, FONTS_DIR_NAME) + local meta, meta_error = utils.file_info(fonts_path) + if meta and meta.is_dir then + msg.trace("Match found") + return fonts_path + else + fonts_path = utils.join_path(path, FONTS_DIR_NAME:lower()) + local fmeta, fmeta_error = utils.file_info(fonts_path) + if fmeta and fmeta.is_dir then + msg.trace("Match found") + return fonts_path + end + end + msg.trace("No match found") +end + +-- "on_load" hook callback for when a file is about to be loaded. +local function on_load() + local path = mp.get_property("path") + if isdir(path) then + msg.debug("Playing 'file' is actually a directory -- skipping") + return + end + + local path_dir = utils.split_path(path) + -- Cosmetic nitpicking: That trailing "/" just looks annoying to me + path_dir = path_dir:gsub("(.)/+$", "%1") + + msg.debug(string.format("Searching %q for fonts directory", path_dir)) + local fonts_dir = find_fonts_dir(path_dir) + if fonts_dir then + msg.debug("Found fonts directory:", fonts_dir) + set_option(OPTION_NAME, fonts_dir) + end +end +mp.add_hook("on_load", 50, on_load) diff --git a/scripts/sub-select.lua b/scripts/sub-select.lua new file mode 100644 index 0000000..48ecd4c --- /dev/null +++ b/scripts/sub-select.lua @@ -0,0 +1,429 @@ +--[[ + mpv-sub-select + + This script allows you to configure advanced subtitle track selection based on + the current audio track and the names and language of the subtitle tracks. + + https://github.com/CogentRedTester/mpv-sub-select +]]-- + +local mp = require 'mp' +local msg = require 'mp.msg' +local utils = require 'mp.utils' +local opt = require 'mp.options' + +local o = { + --forcibly enable the script regardless of the sid option + force_enable = false, + + --experimental audio track selection based on the preferences. + select_audio = false, + + --observe audio switches and reselect the subtitles when alang changes + observe_audio_switches = false, + + --only select forced subtitles if they are explicitly included in slang + explicit_forced_subs = false, + + --the folder that contains the 'sub-select.json' file + config = "~~/script-opts" +} + +opt.read_options(o, "sub_select") + +local prefs + +local ENABLED = o.force_enable or true +local latest_audio = {} +local audio_tracks = {} +local sub_tracks = {} + +-- represents when there is no audio or subtitle track selected +local NO_TRACK = { + id = 0 +} + +--returns a table that stores the given table t as the __index in its metatable +--creates a prototypally inherited table +local function redirect_table(t, new) + return setmetatable(new or {}, { __index = t }) +end + +local function type_check(val, t, required) + if val == nil then return not required end + if not t:find(type(val)) then return false end + return true +end + +local function setup_prefs() + local file = assert(io.open(mp.command_native({"expand-path", o.config .. "/sub-select.json"}))) + local json = file:read("*all") + file:close() + prefs = utils.parse_json(json) + + assert(prefs, "Invalid JSON format in sub-select.json.") + local reservedIDs = { ['^'] = true } + local IDs = {} + + -- storing the ID in the first pass + for _, pref in ipairs(prefs) do + if pref.id then + assert(not reservedIDs[pref.id], 'using reserved ID '..pref.id) + assert(not IDs[pref.id], 'duplicate ID '..pref.id) + IDs[pref.id] = pref + end + end + + -- doing a second pass to inherit prefs and type check + for i, pref in ipairs(prefs) do + local pref_str = 'pref_'..i..' '..utils.to_string(pref) + assert(type_check(pref.inherit, 'string'), '`inherit` must be a string: '..pref_str) + + if pref.inherit then + local parent = pref.inherit == '^' and prefs[i-1] or IDs[pref.inherit] + assert(parent, 'failed to find matching id: '..pref_str) + pref = redirect_table(parent, pref) + end + + -- type checking the options + assert(type_check(pref.alang, 'string table', true), '`alang` must be a string or a table of strings: '..pref_str) + assert(type_check(pref.slang, 'string table', true), '`slang` must be a string or a table of strings: '..pref_str) + assert(type_check(pref.blacklist, 'table'), '`blacklist` must be a table: '..pref_str) + assert(type_check(pref.whitelist, 'table'), '`whitelist` must be a table: '..pref_str) + assert(type_check(pref.condition, 'string'), '`condition` must be a string: '..pref_str) + assert(type_check(pref.id, 'string'), '`id` must be a string: '..pref_str) + end +end + +setup_prefs() + +--evaluates and runs the given string in both Lua 5.1 and 5.2 +--the name argument is used for error reporting +--provides the mpv modules and the fb module to the string +local function evaluate_string(str, env) + msg.trace('evaluating string '..str) + + env = redirect_table(_G, env) + env.mp = redirect_table(mp) + env.msg = redirect_table(msg) + env.utils = redirect_table(utils) + + local chunk, err + if setfenv then + chunk, err = loadstring(str) + if chunk then setfenv(chunk, env) end + else + chunk, err = load(str, nil, 't', env) + end + if not chunk then + msg.warn('failed to load string:', str) + msg.error(err) + chunk = function() return nil end + end + + local success, boolean = pcall(chunk) + if not success then msg.error(boolean) end + return boolean +end + +--anticipates the default audio track +--returns the node for the predicted track +--this whole function can be skipped if the user decides to load the subtitles asynchronously instead, +--or if `--aid` is not set to `auto` +local function predict_audio() + --if the option is not set to auto then it is easy + local aid = mp.get_property("options/aid", "auto") + if aid == "no" then return NO_TRACK + elseif aid ~= "auto" then return audio_tracks[tonumber(aid)] end + + local num_tracks = #audio_tracks + if num_tracks == 1 then return audio_tracks[1] + elseif num_tracks == 0 then return NO_TRACK end + + local highest_priority = NO_TRACK + local priority_str = "" + local alangs = mp.get_property_native("alang", {}) + + --loop through the track list for any audio tracks + for _,track in ipairs(audio_tracks) do + + --loop through the alang list to check if it has a preference + local pref = 0 + for j,alang in ipairs(alangs) do + if track.lang == alang then + + --a lower number j has higher priority, so flip the numbers around so the lowest j has highest preference + pref = 1000 - j + break + end + end + + --format the important preferences so that we can easily use a lexicographical comparison to find the default + local formatted_str = string.format("%d-%03d-%d-%02d", + track.forced and 1 or 0, + pref, + track.default and 1 or 0, + num_tracks - track.id + ) + msg.trace("formatted track info: " .. formatted_str) + + if formatted_str > priority_str then + priority_str = formatted_str + highest_priority = track + end + end + + msg.verbose("predicted audio track is "..tostring(highest_priority.id)) + return highest_priority +end + +--sets the subtitle track to the given sid +--this is a function to prepare for some upcoming functionality, but I've forgotten what that is +local function set_track(type, id) + msg.verbose("setting", type, "to", id) + if mp.get_property_number(type) == id then return end + mp.set_property('file-local-options/'..type, id) +end + +--checks if the given audio matches the given track preference +local function is_valid_audio(audio, pref) + local alangs = type(pref.alang) == "string" and {pref.alang} or pref.alang + + for _,lang in ipairs(alangs) do + msg.trace("Checking for valid audio:", lang) + + if audio == NO_TRACK then + if lang == "no" then return true end + else + if lang == '*' then + return true + elseif lang == "forced" then + if audio.forced then return true end + elseif lang == "default" then + if audio.default then return true end + else + if audio.lang and audio.lang:lower():find(lang) then return true end + end + end + end + return false +end + +--checks if the given sub matches the given track preference +local function is_valid_sub(sub, slang, pref) + msg.trace("checking sub", slang, "against track", utils.to_string(sub)) + + -- Do not try to un-nest these if statements, it will break detection of default and forced tracks. + -- I've already had to un-nest these statements twice due to this mistake, don't let it happen again. + if sub == NO_TRACK then + return slang == 'no' + else + if slang == "default" then + if not sub.default then return false end + elseif slang == "forced" then + if not sub.forced then return false end + else + if sub.forced and o.explicit_forced_subs then return false end + if not sub.lang:lower():find(slang) and slang ~= "*" then return false end + end + end + + local title = sub.title or '' + + -- if the whitelist is not set then we don't need to find anything + local passes_whitelist = not pref.whitelist + local passes_blacklist = true + + -- whitelist/blacklist handling + if pref.whitelist and title then + for _,word in ipairs(pref.whitelist) do + if title:lower():find(word) then passes_whitelist = true end + end + end + + if pref.blacklist and title then + for _,word in ipairs(pref.blacklist) do + if title:lower():find(word) then passes_blacklist = false end + end + end + + msg.trace(string.format("%s %s whitelist: %s | %s blacklist: %s", + title, + passes_whitelist and "passed" or "failed", utils.to_string(pref.whitelist), + passes_blacklist and "passed" or "failed", utils.to_string(pref.blacklist) + )) + return passes_whitelist and passes_blacklist +end + +--scans the track list and selects audio and subtitle tracks which match the track preferences +--if an audio track is provided to the function it will assume this track is the only audio +local function find_valid_tracks(manual_audio) + assert(manual_audio == nil or (type(manual_audio) == 'table' and manual_audio.id), 'argument must be an audio track or nil') + + local sub_track_list = {NO_TRACK, unpack(sub_tracks)} + local audio_track_list + + if manual_audio == nil then + audio_track_list = {NO_TRACK, unpack(audio_tracks)} + else + audio_track_list = {manual_audio} + end + + if manual_audio then msg.debug("select subtitle for", utils.to_string(manual_audio)) + else msg.debug('selecting audio and subtitles') end + + --searching the selection presets for one that applies to this track + for _,pref in ipairs(prefs) do + msg.debug("checking pref:", utils.to_string(pref)) + + for _, audio_track in ipairs(audio_track_list) do + if is_valid_audio(audio_track, pref) then + local aid = audio_track and audio_track.id + + --checks if any of the subtitle tracks match the preset for the current audio + local slangs = type(pref.slang) == "string" and {pref.slang} or pref.slang + msg.trace("valid audio preference found:", utils.to_string(pref.alang)) + + for _, slang in ipairs(slangs) do + msg.trace("checking for valid sub:", slang) + + + for _,sub_track in ipairs(sub_track_list) do + if is_valid_sub(sub_track, slang, pref) + and (not pref.condition or (evaluate_string('return '..pref.condition, { + audio = aid > 0 and audio_track or nil, + sub = sub_track.id > 0 and sub_track or nil + }) == true)) + then + msg.verbose("valid audio preference found:", utils.to_string(pref.alang)) + msg.verbose("valid subtitle preference found:", utils.to_string(pref.slang)) + return aid, sub_track and sub_track.id + end + end + end + end + end + end +end + + +--returns the audio node for the currently playing audio track +local function find_current_audio() + local aid = mp.get_property_number("aid", 0) + return audio_tracks[aid] or NO_TRACK +end + +--extract the language code from an audio track node and pass it to select_subtitles +local function select_tracks(audio) + local aid, sid = find_valid_tracks(audio) + if sid then + set_track('sid', sid == 0 and 'no' or sid) + end + if aid and o.select_audio then + set_track('aid', aid == 0 and 'no' or aid) + end + + latest_audio = audio or find_current_audio() +end + +--select subtitles asynchronously after playback start +local function async_load() + select_tracks(not o.select_audio and find_current_audio() or nil) +end + +--select subtitles synchronously during the on_preloaded hook +local function preload() + if o.select_audio then return select_tracks() end + + local audio = predict_audio() + select_tracks(audio) + latest_audio = audio +end + +local track_auto_selection = true +mp.observe_property("track-auto-selection", "bool", function(_,b) track_auto_selection = b end) + +local function selection_enabled() + if not ENABLED then return false end + if not track_auto_selection then return false end + if #sub_tracks == 0 then return false end + return true +end + +local INITIAL_LOAD = true +local ORIGINAL_SID = mp.get_property('options/sid') + +mp.add_hook('on_load', 50, function() + INITIAL_LOAD = true + ORIGINAL_SID = mp.get_property('options/sid') +end) + +--reselect the subtitles if the audio is different from what was last used +local function reselect_subtitles() + local initial = INITIAL_LOAD + INITIAL_LOAD = false + if not selection_enabled() then return end + local audio = find_current_audio() + if latest_audio.id ~= audio.id and (not initial or ORIGINAL_SID == 'auto') then + msg.info("detected audio change - reselecting subtitles") + select_tracks(audio) + end +end + +--setups the audio and subtitle track lists to use for the rest of the script +local function read_track_list() + local track_list = mp.get_property_native("track-list", {}) + audio_tracks = {} + sub_tracks = {} + for _,track in ipairs(track_list) do + if not track.lang then track.lang = "und" end + + if track.type == "audio" then + table.insert(audio_tracks, track) + elseif track.type == "sub" then + table.insert(sub_tracks, track) + end + end +end + +local function observe_audio_switches() + mp.observe_property("aid", "string", reselect_subtitles) +end + +local function unobserve_audio_switches() + mp.unobserve_property(reselect_subtitles) +end + +mp.add_hook('on_preloaded', 25, read_track_list) +mp.add_hook('on_preloaded', 26, function() latest_audio = predict_audio() end) + +--events for file loading +mp.add_hook('on_preloaded', 30, function() + if not selection_enabled() then return end + if mp.get_property('options/sid') ~= 'auto' then return end + preload() +end) + +if o.observe_audio_switches then + mp.register_event('file-loaded', observe_audio_switches) + mp.add_hook('on_unload', 50, unobserve_audio_switches) +else + mp.register_event('file-loaded', reselect_subtitles) +end + +mp.observe_property('track-list/count', 'number', read_track_list) + +--force subtitle selection during playback +mp.register_script_message("select-subtitles", async_load) + +--toggle sub-select during playback +mp.register_script_message("sub-select", function(arg) + if arg == "toggle" then ENABLED = not ENABLED + elseif arg == "enable" then ENABLED = true + elseif arg == "disable" then ENABLED = false end + local str = "sub-select: ".. (ENABLED and "enabled" or "disabled") + mp.osd_message(str) + + if not selection_enabled() then return end + async_load() +end) \ No newline at end of file diff --git a/scripts/sub_export.lua b/scripts/sub_export.lua new file mode 100644 index 0000000..a5bd22a --- /dev/null +++ b/scripts/sub_export.lua @@ -0,0 +1,148 @@ +-- SOURCE: https://github.com/kelciour/mpv-scripts/blob/master/sub-export.lua +-- COMMIT: 29 Aug 2018 5039d8b +-- +-- Usage: +-- add bindings to input.conf: +-- key script-message-to sub_export export-selected-subtitles +-- +-- Note: +-- Requires FFmpeg in PATH environment variable or edit ffmpeg_path in the script options, +-- for example, by replacing "ffmpeg" with "C:\Programs\ffmpeg\bin\ffmpeg.exe" +-- Note: +-- The script support subtitles in srt, ass, and sup formats. +-- Note: +-- A small circle at the top-right corner is a sign that export is happenning now. +-- Note: +-- The exported subtitles will be automatically selected with visibility set to true. +-- Note: +-- It could take ~1-5 minutes to export subtitles. + +local msg = require 'mp.msg' +local utils = require 'mp.utils' +local options = require "mp.options" + +---- Script Options ---- +local o = { + ffmpeg_path = "ffmpeg", + -- eng=English, chs=Chinese + language = "eng", +} + +options.read_options(o) +------------------------ + +local is_windows = package.config:sub(1, 1) == "\\" -- detect path separator, windows uses backslashes + +local TEMP_DIR = os.getenv("TEMP") or "/tmp" +local function is_writable(path) + local file = io.open(path, "w") + if file then + file:close() + os.remove(path) + return true + end + return false +end + +local function export_selected_subtitles() + local i = 0 + local tracks_count = mp.get_property_number("track-list/count") + while i < tracks_count do + local track_type = mp.get_property(string.format("track-list/%d/type", i)) + local track_index = mp.get_property_number(string.format("track-list/%d/ff-index", i)) + local track_selected = mp.get_property(string.format("track-list/%d/selected", i)) + local track_title = mp.get_property(string.format("track-list/%d/title", i)) + local track_lang = mp.get_property(string.format("track-list/%d/lang", i)) + local track_external = mp.get_property(string.format("track-list/%d/external", i)) + local track_codec = mp.get_property(string.format("track-list/%d/codec", i)) + local path = mp.get_property('path') + local dir, filename = utils.split_path(path) + local fname = mp.get_property("filename/no-ext") + local index = string.format("0:%d", track_index) + + if track_type == "sub" and track_selected == "yes" then + if track_external == "yes" then + if o.language == 'chs' then + msg.info("错误:已选择外部字幕") + mp.osd_message("错误:已选择外部字幕", 2) + else + msg.info("Error: external subtitles have been selected") + mp.osd_message("Error: external subtitles have been selected", 2) + end + return + end + + local video_file = utils.join_path(dir, filename) + + local subtitles_ext = ".srt" + if string.find(track_codec, "ass") ~= nil then + subtitles_ext = ".ass" + elseif string.find(track_codec, "pgs") ~= nil then + subtitles_ext = ".sup" + end + + if track_lang ~= nil then + if track_title ~= nil then + subtitles_ext = "." .. track_title .. "." .. track_lang .. subtitles_ext + else + subtitles_ext = "." .. track_lang .. subtitles_ext + end + end + + subtitles_file = utils.join_path(dir, fname .. subtitles_ext) + + if not is_writable(subtitles_file) then + subtitles_file = utils.join_path(TEMP_DIR, fname .. subtitles_ext) + end + + if o.language == 'chs' then + msg.info("正在导出当前字幕") + mp.osd_message("正在导出当前字幕") + else + msg.info("Exporting selected subtitles") + mp.osd_message("Exporting selected subtitles") + end + + cmd = string.format("%s -y -hide_banner -loglevel error -i '%s' -map '%s' -vn -an -c:s copy '%s'", + o.ffmpeg_path, video_file, index, subtitles_file) + windows_args = { 'powershell', '-NoProfile', '-Command', cmd } + unix_args = { '/bin/bash', '-c', cmd } + args = is_windows and windows_args or unix_args + + mp.add_timeout(mp.get_property_number("osd-duration") * 0.001, process) + + break + end + + i = i + 1 + end +end + +function process() + local screenx, screeny, aspect = mp.get_osd_size() + + mp.set_osd_ass(screenx, screeny, "{\\an9}● ") + local res = mp.command_native({ name = "subprocess", capture_stdout = true, playback_only = false, args = args }) + mp.set_osd_ass(screenx, screeny, "") + if res.status == 0 then + if o.language == 'chs' then + msg.info("当前字幕已导出") + mp.osd_message("当前字幕已导出") + else + msg.info("Finished exporting subtitles") + mp.osd_message("Finished exporting subtitles") + end + mp.commandv("sub-add", subtitles_file) + mp.set_property("sub-visibility", "yes") + else + if o.language == 'chs' then + msg.info("当前字幕导出失败") + mp.osd_message("当前字幕导出失败, 查看控制台获取更多信息.") + else + msg.info("Failed to export subtitles") + mp.osd_message("Failed to export subtitles, check console for more info.") + end + end +end + +mp.register_script_message("export-selected-subtitles", export_selected_subtitles) \ No newline at end of file diff --git a/scripts/thumbfast.lua b/scripts/thumbfast.lua new file mode 100644 index 0000000..2c23451 --- /dev/null +++ b/scripts/thumbfast.lua @@ -0,0 +1,947 @@ +-- thumbfast.lua +-- +-- High-performance on-the-fly thumbnailer +-- +-- Built for easy integration in third-party UIs. + +--[[ +This Source Code Form is subject to the terms of the Mozilla Public +License, v. 2.0. If a copy of the MPL was not distributed with this +file, You can obtain one at https://mozilla.org/MPL/2.0/. +]] + +local options = { + -- Socket path (leave empty for auto) + socket = "", + + -- Thumbnail path (leave empty for auto) + thumbnail = "", + + -- Maximum thumbnail size in pixels (scaled down to fit) + -- Values are scaled when hidpi is enabled + max_height = 200, + max_width = 200, + + -- Overlay id + overlay_id = 42, + + -- Spawn thumbnailer on file load for faster initial thumbnails + spawn_first = false, + + -- Close thumbnailer process after an inactivity period in seconds, 0 to disable + quit_after_inactivity = 0, + + -- Enable on network playback + network = false, + + -- Enable on audio playback + audio = false, + + -- Enable hardware decoding + hwdec = false, + + -- Windows only: use native Windows API to write to pipe (requires LuaJIT) + direct_io = false, + + -- Custom path to the mpv executable + mpv_path = "mpv", + + -- Specifies a blacklist of video extensions to ignore + blacklist_ext = "bdmv,ifo", + + -- excluded directories for shared, #windows: ["X:", "Z:", "F:/Download/", "Download"] + excluded_dir = [[ + [] + ]], +} + +mp.utils = require "mp.utils" +mp.options = require "mp.options" +mp.options.read_options(options, "thumbfast") + +local properties = {} +local pre_0_30_0 = mp.command_native_async == nil +local pre_0_33_0 = true + +local is_windows = package.config:sub(1, 1) == "\\" -- detect path separator, windows uses backslashes + +local function split(input) + local ret = {} + for str in string.gmatch(input, "([^,]+)") do + ret[#ret + 1] = str + end + return ret +end + +local function exclude(extension, tab) + if #tab > 0 then + for _, ext in pairs(tab) do + if extension == ext then + return true + end + end + else + return + end +end + +local function need_ignore(tab, val) + for index, element in ipairs(tab) do + if string.find(val, element) then + return true + end + end + return false +end + +local function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + +function subprocess(args, async, callback) + callback = callback or function() end + + if not pre_0_30_0 then + if async then + return mp.command_native_async({name = "subprocess", playback_only = true, args = args}, callback) + else + return mp.command_native({name = "subprocess", playback_only = false, capture_stdout = true, args = args}) + end + else + if async then + return mp.utils.subprocess_detached({args = args}, callback) + else + return mp.utils.subprocess({args = args}) + end + end +end + +local winapi = {} +if options.direct_io then + local ffi_loaded, ffi = pcall(require, "ffi") + if ffi_loaded then + winapi = { + ffi = ffi, + C = ffi.C, + bit = require("bit"), + socket_wc = "", + + -- WinAPI constants + CP_UTF8 = 65001, + GENERIC_WRITE = 0x40000000, + OPEN_EXISTING = 3, + FILE_FLAG_WRITE_THROUGH = 0x80000000, + FILE_FLAG_NO_BUFFERING = 0x20000000, + PIPE_NOWAIT = ffi.new("unsigned long[1]", 0x00000001), + + INVALID_HANDLE_VALUE = ffi.cast("void*", -1), + + -- don't care about how many bytes WriteFile wrote, so allocate something to store the result once + _lpNumberOfBytesWritten = ffi.new("unsigned long[1]"), + } + -- cache flags used in run() to avoid bor() call + winapi._createfile_pipe_flags = winapi.bit.bor(winapi.FILE_FLAG_WRITE_THROUGH, winapi.FILE_FLAG_NO_BUFFERING) + + ffi.cdef[[ + void* __stdcall CreateFileW(const wchar_t *lpFileName, unsigned long dwDesiredAccess, unsigned long dwShareMode, void *lpSecurityAttributes, unsigned long dwCreationDisposition, unsigned long dwFlagsAndAttributes, void *hTemplateFile); + bool __stdcall WriteFile(void *hFile, const void *lpBuffer, unsigned long nNumberOfBytesToWrite, unsigned long *lpNumberOfBytesWritten, void *lpOverlapped); + bool __stdcall CloseHandle(void *hObject); + bool __stdcall SetNamedPipeHandleState(void *hNamedPipe, unsigned long *lpMode, unsigned long *lpMaxCollectionCount, unsigned long *lpCollectDataTimeout); + int __stdcall MultiByteToWideChar(unsigned int CodePage, unsigned long dwFlags, const char *lpMultiByteStr, int cbMultiByte, wchar_t *lpWideCharStr, int cchWideChar); + ]] + + winapi.MultiByteToWideChar = function(MultiByteStr) + if MultiByteStr then + local utf16_len = winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, MultiByteStr, -1, nil, 0) + if utf16_len > 0 then + local utf16_str = winapi.ffi.new("wchar_t[?]", utf16_len) + if winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, MultiByteStr, -1, utf16_str, utf16_len) > 0 then + return utf16_str + end + end + end + return "" + end + + else + options.direct_io = false + end +end + +local file = nil +local file_bytes = 0 +local spawned = false +local disabled = false +local force_disabled = false +local spawn_waiting = false +local spawn_working = false +local script_written = false + +local dirty = false + +local x = nil +local y = nil +local last_x = x +local last_y = y + +local last_seek_time = nil + +local effective_w = options.max_width +local effective_h = options.max_height +local real_w = nil +local real_h = nil +local last_real_w = nil +local last_real_h = nil + +local script_name = nil + +local show_thumbnail = false + +local filters_reset = {["lavfi-crop"]=true, ["crop"]=true} +local filters_runtime = {["hflip"]=true, ["vflip"]=true} +local filters_all = {["hflip"]=true, ["vflip"]=true, ["lavfi-crop"]=true, ["crop"]=true} + +local last_vf_reset = "" +local last_vf_runtime = "" + +local last_rotate = 0 + +local par = "" +local last_par = "" + +local last_has_vid = 0 +local has_vid = 0 + +local file_timer = nil +local file_check_period = 1/60 + +local allow_fast_seek = true + +local client_script = [=[ +#!/usr/bin/env bash +MPV_IPC_FD=0; MPV_IPC_PATH="%s" +trap "kill 0" EXIT +while [[ $# -ne 0 ]]; do case $1 in --mpv-ipc-fd=*) MPV_IPC_FD=${1/--mpv-ipc-fd=/} ;; esac; shift; done +if echo "print-text thumbfast" >&"$MPV_IPC_FD"; then echo -n > "$MPV_IPC_PATH"; tail -f "$MPV_IPC_PATH" >&"$MPV_IPC_FD" & while read -r -u "$MPV_IPC_FD" 2>/dev/null; do :; done; fi +]=] + +local cached_ranges = {} +local ext_blacklist = split(options.blacklist_ext) +local excluded_dir = mp.utils.parse_json(options.excluded_dir) + +local function get_os() + local raw_os_name = "" + + if jit and jit.os and jit.arch then + raw_os_name = jit.os + else + if package.config:sub(1,1) == "\\" then + -- Windows + local env_OS = os.getenv("OS") + if env_OS then + raw_os_name = env_OS + end + else + raw_os_name = subprocess({"uname", "-s"}).stdout + end + end + + raw_os_name = (raw_os_name):lower() + + local os_patterns = { + ["windows"] = "windows", + ["linux"] = "linux", + + ["osx"] = "darwin", + ["mac"] = "darwin", + ["darwin"] = "darwin", + + ["^mingw"] = "windows", + ["^cygwin"] = "windows", + + ["bsd$"] = "darwin", + ["sunos"] = "darwin" + } + + -- Default to linux + local str_os_name = "linux" + + for pattern, name in pairs(os_patterns) do + if raw_os_name:match(pattern) then + str_os_name = name + break + end + end + + return str_os_name +end + +local os_name = mp.get_property("platform") or get_os() + +local path_separator = os_name == "windows" and "\\" or "/" + +if options.socket == "" then + if os_name == "windows" then + options.socket = "thumbfast" + else + options.socket = "/tmp/thumbfast" + end +end + +if options.thumbnail == "" then + if os_name == "windows" then + options.thumbnail = os.getenv("TEMP").."\\thumbfast.out" + else + options.thumbnail = "/tmp/thumbfast.out" + end +end + +local unique = mp.utils.getpid() + +options.socket = options.socket .. unique +options.thumbnail = options.thumbnail .. unique + +if options.direct_io then + if os_name == "windows" then + winapi.socket_wc = winapi.MultiByteToWideChar("\\\\.\\pipe\\" .. options.socket) + end + + if winapi.socket_wc == "" then + options.direct_io = false + end +end + +local mpv_path = options.mpv_path + +if mpv_path == "mpv" then + local frontend_name = mp.get_property_native("user-data/frontend/name") + if frontend_name == "mpv.net" then + mpv_path = mp.get_property_native("user-data/frontend/process-path") + end +end + +if mpv_path == "mpv" and os_name == "darwin" and unique then + -- TODO: look into ~~osxbundle/ + mpv_path = string.gsub(subprocess({"ps", "-o", "comm=", "-p", tostring(unique)}).stdout, "[\n\r]", "") + if mpv_path ~= "mpv" then + mpv_path = string.gsub(mpv_path, "/mpv%-bundle$", "/mpv") + local mpv_bin = mp.utils.file_info("/usr/local/mpv") + if mpv_bin and mpv_bin.is_file then + mpv_path = "/usr/local/mpv" + else + local mpv_app = mp.utils.file_info("/Applications/mpv.app/Contents/MacOS/mpv") + if mpv_app and mpv_app.is_file then + mp.msg.warn("symlink mpv to fix Dock icons: `sudo ln -s /Applications/mpv.app/Contents/MacOS/mpv /usr/local/mpv`") + else + mp.msg.warn("drag to your Applications folder and symlink mpv to fix Dock icons: `sudo ln -s /Applications/mpv.app/Contents/MacOS/mpv /usr/local/mpv`") + end + end + end +end + +local function vf_string(filters, full) + local vf = "" + local vf_table = properties["vf"] + + if vf_table and #vf_table > 0 then + for i = #vf_table, 1, -1 do + if filters[vf_table[i].name] then + local args = "" + for key, value in pairs(vf_table[i].params) do + if args ~= "" then + args = args .. ":" + end + args = args .. key .. "=" .. value + end + vf = vf .. vf_table[i].name .. "=" .. args .. "," + end + end + end + + if full then + vf = vf.."scale=w="..effective_w..":h="..effective_h..par..",pad=w="..effective_w..":h="..effective_h..":x=-1:y=-1,format=bgra" + end + + return vf +end + +local function calc_dimensions() + local width = properties["video-out-params"] and properties["video-out-params"]["dw"] + local height = properties["video-out-params"] and properties["video-out-params"]["dh"] + if not width or not height then return end + + local scale = properties["display-hidpi-scale"] or 1 + + if width / height > options.max_width / options.max_height then + effective_w = math.floor(options.max_width * scale + 0.5) + effective_h = math.floor(height / width * effective_w + 0.5) + else + effective_h = math.floor(options.max_height * scale + 0.5) + effective_w = math.floor(width / height * effective_h + 0.5) + end + + local v_par = properties["video-out-params"] and properties["video-out-params"]["par"] or 1 + if v_par == 1 then + par = ":force_original_aspect_ratio=decrease" + else + par = "" + end +end + +local info_timer = nil + +local function info(w, h) + local rotate = properties["video-params"] and properties["video-params"]["rotate"] + local dovi_p5 = properties["video-params"] and properties["video-params"]["colormatrix"] == "dolbyvision" and properties["video-params"]["colorlevels"] == "full" + local image = properties["current-tracks/video"] and properties["current-tracks/video"]["image"] + local albumart = image and properties["current-tracks/video"]["albumart"] + local cache_state = properties["demuxer-cache-state"] + local dir = properties["path"] and mp.utils.split_path(properties["path"]) + local file_ext = properties["path"] and properties["path"]:match("%.([^%.]+)$") + + if is_windows and dir then dir = dir:gsub("\\", "/") end + if cache_state then cached_ranges = cache_state["seekable-ranges"] end + + disabled = (w or 0) == 0 or (h or 0) == 0 or + has_vid == 0 or + (dir and need_ignore(excluded_dir, dir)) or + (file_ext and exclude(file_ext:lower(), ext_blacklist)) or + ((properties["demuxer-via-network"] or is_protocol(properties["path"]) or (properties["cache"] == "auto" and #cached_ranges > 0)) and not options.network) or + (dovi_p5) or + (albumart and not options.audio) or + (image and not albumart) or + force_disabled + + if info_timer then + info_timer:kill() + info_timer = nil + elseif has_vid == 0 or (rotate == nil and not disabled) then + info_timer = mp.add_timeout(0.05, function() info(w, h) end) + end + + local json, err = mp.utils.format_json({width=w, height=h, disabled=disabled, available=true, socket=options.socket, thumbnail=options.thumbnail, overlay_id=options.overlay_id}) + if pre_0_30_0 then + mp.command_native({"script-message", "thumbfast-info", json}) + else + mp.command_native_async({"script-message", "thumbfast-info", json}, function() end) + end +end + +local function remove_thumbnail_files() + if file then + file:close() + file = nil + file_bytes = 0 + end + os.remove(options.thumbnail) + os.remove(options.thumbnail..".bgra") +end + +local activity_timer + +local function spawn(time) + if disabled then return end + + local path = properties["path"] + if path == nil then return end + + if options.quit_after_inactivity > 0 then + if show_thumbnail or activity_timer:is_enabled() then + activity_timer:kill() + end + activity_timer:resume() + end + + local open_filename = properties["stream-open-filename"] + local ytdl = open_filename and properties["demuxer-via-network"] and path ~= open_filename + if ytdl then + path = open_filename + end + + remove_thumbnail_files() + + local vid = properties["vid"] + has_vid = vid or 0 + + local args = { + mpv_path, "--no-config", "--msg-level=all=no", "--idle", "--ao=null", "--pause", "--keep-open=always", "--really-quiet", "--no-terminal", + "--load-scripts=no", "--osc=no", "--ytdl=no", "--load-stats-overlay=no", + "--load-auto-profiles=no", "--load-osd-console=no", "--load-select=no", "--autoload-files=no", + "--edition="..(properties["edition"] or "auto"), "--vid="..(vid or "auto"), "--no-sub", "--no-audio", + "--start="..time, allow_fast_seek and "--hr-seek=no" or "--hr-seek=yes", + "--gpu-dumb-mode=yes", "--dither-depth=no", "--hdr-compute-peak=no", "--target-colorspace-hint=no", + "--ytdl-format=worst", "--demuxer-readahead-secs=0", "--demuxer-max-bytes=128KiB", + "--vd-lavc-skiploopfilter=all", "--vd-lavc-skipidct=all", "--vd-lavc-software-fallback=1", "--vd-lavc-fast", "--vd-lavc-threads=2", + "--hwdec="..(options.hwdec and "auto" or "no"), + "--vf="..vf_string(filters_all, true), "--audio-pitch-correction=no", "--deinterlace=no", + "--zimg-scaler=bilinear", "--zimg-fast=yes", + "--video-rotate="..last_rotate, + "--ovc=rawvideo", "--of=image2", "--ofopts=update=1", "--ocopy-metadata=no", "--o="..options.thumbnail + } + + if os_name == "darwin" and properties["macos-app-activation-policy"] then + table.insert(args, "--macos-app-activation-policy=accessory") + end + + if os_name == "windows" or pre_0_33_0 then + table.insert(args, "--input-ipc-server="..options.socket) + local media_controls = mp.get_property_native("media-controls") + if media_controls ~= nil then + table.insert(args, "--media-controls=no") + end + elseif not script_written then + local client_script_path = options.socket..".run" + local script = io.open(client_script_path, "w+") + if script == nil then + mp.msg.error("client script write failed") + return + else + script_written = true + script:write(string.format(client_script, options.socket)) + script:close() + subprocess({"chmod", "+x", client_script_path}, true) + table.insert(args, "--scripts="..client_script_path) + end + else + local client_script_path = options.socket..".run" + table.insert(args, "--scripts="..client_script_path) + end + + table.insert(args, "--") + table.insert(args, path) + + spawned = true + spawn_waiting = true + + subprocess(args, true, + function(success, result) + if spawn_waiting and (success == false or (result.status ~= 0 and result.status ~= -2)) then + spawned = false + spawn_waiting = false + mp.msg.error("mpv subprocess create failed") + if not spawn_working then -- notify users of required configuration + if options.mpv_path == "mpv" then + if properties["current-vo"] == "libmpv" then + if options.mpv_path == mpv_path then -- attempt to locate ImPlay + mpv_path = "ImPlay" + spawn(time) + else -- ImPlay not in path + if os_name ~= "darwin" then + force_disabled = true + info(real_w or effective_w, real_h or effective_h) + end + mp.commandv("show-text", "thumbfast: ERROR! cannot create mpv subprocess", 5000) + mp.commandv("script-message-to", "implay", "show-message", "thumbfast initial setup", "Set mpv_path=PATH_TO_ImPlay in thumbfast config:\n" .. string.gsub(mp.command_native({"expand-path", "~~/script-opts/thumbfast.conf"}), "[/\\]", path_separator).."\nand restart ImPlay") + end + else + mp.commandv("show-text", "thumbfast: ERROR! cannot create mpv subprocess", 5000) + end + else + mp.commandv("show-text", "thumbfast: ERROR! cannot create mpv subprocess", 5000) + -- found ImPlay but not defined in config + mp.commandv("script-message-to", "implay", "show-message", "thumbfast", "Set mpv_path=PATH_TO_ImPlay in thumbfast config:\n" .. string.gsub(mp.command_native({"expand-path", "~~/script-opts/thumbfast.conf"}), "[/\\]", path_separator).."\nand restart ImPlay") + end + end + elseif success == true and (result.status == 0 or result.status == -2) then + if not spawn_working and properties["current-vo"] == "libmpv" and options.mpv_path ~= mpv_path then + mp.commandv("script-message-to", "implay", "show-message", "thumbfast initial setup", "Set mpv_path=ImPlay in thumbfast config:\n" .. string.gsub(mp.command_native({"expand-path", "~~/script-opts/thumbfast.conf"}), "[/\\]", path_separator).."\nand restart ImPlay") + end + spawn_working = true + spawn_waiting = false + end + end + ) +end + +local function run(command) + if not spawned then return end + + if options.direct_io then + local hPipe = winapi.C.CreateFileW(winapi.socket_wc, winapi.GENERIC_WRITE, 0, nil, winapi.OPEN_EXISTING, winapi._createfile_pipe_flags, nil) + if hPipe ~= winapi.INVALID_HANDLE_VALUE then + local buf = command .. "\n" + winapi.C.SetNamedPipeHandleState(hPipe, winapi.PIPE_NOWAIT, nil, nil) + winapi.C.WriteFile(hPipe, buf, #buf + 1, winapi._lpNumberOfBytesWritten, nil) + winapi.C.CloseHandle(hPipe) + end + + return + end + + local command_n = command.."\n" + + if os_name == "windows" then + if file and file_bytes + #command_n >= 4096 then + file:close() + file = nil + file_bytes = 0 + end + if not file then + file = io.open("\\\\.\\pipe\\"..options.socket, "r+b") + end + elseif pre_0_33_0 then + subprocess({"/usr/bin/env", "sh", "-c", "echo '" .. command .. "' | socat - " .. options.socket}) + return + elseif not file then + file = io.open(options.socket, "r+") + end + if file then + file_bytes = file:seek("end") + file:write(command_n) + file:flush() + end +end + +local function draw(w, h, script) + if not w or not show_thumbnail then return end + if x ~= nil then + if pre_0_30_0 then + mp.command_native({"overlay-add", options.overlay_id, x, y, options.thumbnail..".bgra", 0, "bgra", w, h, (4*w)}) + else + mp.command_native_async({"overlay-add", options.overlay_id, x, y, options.thumbnail..".bgra", 0, "bgra", w, h, (4*w)}, function() end) + end + elseif script then + local json, err = mp.utils.format_json({width=w, height=h, x=x, y=y, socket=options.socket, thumbnail=options.thumbnail, overlay_id=options.overlay_id}) + mp.commandv("script-message-to", script, "thumbfast-render", json) + end +end + +local function real_res(req_w, req_h, filesize) + local count = filesize / 4 + local diff = (req_w * req_h) - count + + if (properties["video-params"] and properties["video-params"]["rotate"] or 0) % 180 == 90 then + req_w, req_h = req_h, req_w + end + + if diff == 0 then + return req_w, req_h + else + local threshold = 5 -- throw out results that change too much + local long_side, short_side = req_w, req_h + if req_h > req_w then + long_side, short_side = req_h, req_w + end + for a = short_side, short_side - threshold, -1 do + if count % a == 0 then + local b = count / a + if long_side - b < threshold then + if req_h < req_w then return b, a else return a, b end + end + end + end + return nil + end +end + +local function move_file(from, to) + if os_name == "windows" then + os.remove(to) + end + -- move the file because it can get overwritten while overlay-add is reading it, and crash the player + os.rename(from, to) +end + +local function seek(fast) + if last_seek_time then + run("async seek " .. last_seek_time .. (fast and " absolute+keyframes" or " absolute+exact")) + end +end + +local seek_period = 3/60 +local seek_period_counter = 0 +local seek_timer +seek_timer = mp.add_periodic_timer(seek_period, function() + if seek_period_counter == 0 then + seek(allow_fast_seek) + seek_period_counter = 1 + else + if seek_period_counter == 2 then + if allow_fast_seek then + seek_timer:kill() + seek() + end + else seek_period_counter = seek_period_counter + 1 end + end +end) +seek_timer:kill() + +local function request_seek() + if seek_timer:is_enabled() then + seek_period_counter = 0 + else + seek_timer:resume() + seek(allow_fast_seek) + seek_period_counter = 1 + end +end + +local function check_new_thumb() + -- the slave might start writing to the file after checking existance and + -- validity but before actually moving the file, so move to a temporary + -- location before validity check to make sure everything stays consistant + -- and valid thumbnails don't get overwritten by invalid ones + local tmp = options.thumbnail..".tmp" + move_file(options.thumbnail, tmp) + local finfo = mp.utils.file_info(tmp) + if not finfo then return false end + spawn_waiting = false + local w, h = real_res(effective_w, effective_h, finfo.size) + if w then -- only accept valid thumbnails + move_file(tmp, options.thumbnail..".bgra") + + real_w, real_h = w, h + if real_w and (real_w ~= last_real_w or real_h ~= last_real_h) then + last_real_w, last_real_h = real_w, real_h + info(real_w, real_h) + end + if not show_thumbnail then + file_timer:kill() + end + return true + end + + return false +end + +file_timer = mp.add_periodic_timer(file_check_period, function() + if check_new_thumb() then + draw(real_w, real_h, script_name) + end +end) +file_timer:kill() + +local function clear() + file_timer:kill() + seek_timer:kill() + if options.quit_after_inactivity > 0 then + if show_thumbnail or activity_timer:is_enabled() then + activity_timer:kill() + end + activity_timer:resume() + end + last_seek_time = nil + show_thumbnail = false + last_x = nil + last_y = nil + if script_name then return end + if pre_0_30_0 then + mp.command_native({"overlay-remove", options.overlay_id}) + else + mp.command_native_async({"overlay-remove", options.overlay_id}, function() end) + end +end + +local function quit() + activity_timer:kill() + if show_thumbnail then + activity_timer:resume() + return + end + run("quit") + spawned = false + real_w, real_h = nil, nil + clear() +end + +activity_timer = mp.add_timeout(options.quit_after_inactivity, quit) +activity_timer:kill() + +local function thumb(time, r_x, r_y, script) + if disabled then return end + + time = tonumber(time) + if time == nil then return end + + if r_x == "" or r_y == "" then + x, y = nil, nil + else + x, y = math.floor(r_x + 0.5), math.floor(r_y + 0.5) + end + + script_name = script + if last_x ~= x or last_y ~= y or not show_thumbnail then + show_thumbnail = true + last_x = x + last_y = y + draw(real_w, real_h, script) + end + + if options.quit_after_inactivity > 0 then + if show_thumbnail or activity_timer:is_enabled() then + activity_timer:kill() + end + activity_timer:resume() + end + + if time == last_seek_time then return end + last_seek_time = time + if not spawned then spawn(time) end + request_seek() + if not file_timer:is_enabled() then file_timer:resume() end +end + +local function watch_changes() + if not dirty or not properties["video-out-params"] then return end + dirty = false + + local old_w = effective_w + local old_h = effective_h + + calc_dimensions() + + local vf_reset = vf_string(filters_reset) + local rotate = properties["video-rotate"] or 0 + + local resized = old_w ~= effective_w or + old_h ~= effective_h or + last_vf_reset ~= vf_reset or + (last_rotate % 180) ~= (rotate % 180) or + par ~= last_par + + if resized then + last_rotate = rotate + info(effective_w, effective_h) + elseif last_has_vid ~= has_vid and has_vid ~= 0 then + info(effective_w, effective_h) + end + + if spawned then + if resized then + -- mpv doesn't allow us to change output size + local seek_time = last_seek_time + run("quit") + clear() + spawned = false + spawn(seek_time or mp.get_property_number("time-pos", 0)) + file_timer:resume() + else + if rotate ~= last_rotate then + run("set video-rotate "..rotate) + end + local vf_runtime = vf_string(filters_runtime) + if vf_runtime ~= last_vf_runtime then + run("vf set "..vf_string(filters_all, true)) + last_vf_runtime = vf_runtime + end + end + else + last_vf_runtime = vf_string(filters_runtime) + end + + last_vf_reset = vf_reset + last_rotate = rotate + last_par = par + last_has_vid = has_vid + + if not spawned and not disabled and options.spawn_first and resized then + spawn(mp.get_property_number("time-pos", 0)) + file_timer:resume() + end +end + +local function update_property(name, value) + properties[name] = value +end + +local function update_property_dirty(name, value) + properties[name] = value + dirty = true +end + +local function update_tracklist(name, value) + -- current-tracks shim + for _, track in ipairs(value) do + if track.type == "video" and track.selected then + properties["current-tracks/video"] = track + return + end + end +end + +local function sync_changes(prop, val) + update_property(prop, val) + if val == nil then return end + + if type(val) == "boolean" then + if prop == "vid" then + has_vid = 0 + last_has_vid = 0 + info(effective_w, effective_h) + clear() + return + end + val = val and "yes" or "no" + end + + if prop == "vid" then + has_vid = 1 + end + + if not spawned then return end + + run("set "..prop.." "..val) + dirty = true +end + +local function file_load() + clear() + spawned = false + real_w, real_h = nil, nil + last_real_w, last_real_h = nil, nil + last_seek_time = nil + if info_timer then + info_timer:kill() + info_timer = nil + end + + calc_dimensions() + info(effective_w, effective_h) +end + +local function shutdown() + run("quit") + remove_thumbnail_files() + if os_name ~= "windows" then + os.remove(options.socket) + os.remove(options.socket..".run") + end +end + +local function on_duration(prop, val) + allow_fast_seek = (val or 30) >= 30 +end + +mp.observe_property("current-tracks/video", "native", function(name, value) + if pre_0_33_0 then + mp.unobserve_property(update_tracklist) + pre_0_33_0 = false + end + update_property(name, value) +end) + +mp.observe_property("track-list", "native", update_tracklist) +mp.observe_property("display-hidpi-scale", "native", update_property_dirty) +mp.observe_property("video-out-params", "native", update_property_dirty) +mp.observe_property("video-params", "native", update_property_dirty) +mp.observe_property("vf", "native", update_property_dirty) +mp.observe_property("tone-mapping", "native", update_property_dirty) +mp.observe_property("cache", "native", update_property) +mp.observe_property("demuxer-via-network", "native", update_property) +mp.observe_property('demuxer-cache-state', 'native', update_property) +mp.observe_property("stream-open-filename", "native", update_property) +mp.observe_property("macos-app-activation-policy", "native", update_property) +mp.observe_property("current-vo", "native", update_property) +mp.observe_property("video-rotate", "native", update_property) +mp.observe_property("path", "native", update_property) +mp.observe_property("vid", "native", sync_changes) +mp.observe_property("edition", "native", sync_changes) +mp.observe_property("duration", "native", on_duration) + +mp.register_script_message("thumb", thumb) +mp.register_script_message("clear", clear) + +mp.register_event("file-loaded", file_load) +mp.register_event("shutdown", shutdown) + +mp.register_idle(watch_changes) diff --git a/scripts/trackselect.lua b/scripts/trackselect.lua new file mode 100644 index 0000000..e9a0e92 --- /dev/null +++ b/scripts/trackselect.lua @@ -0,0 +1,257 @@ +-- trackselect.lua +-- https://github.com/po5/trackselect +-- Because --slang isn't smart enough. +-- +-- This script tries to select non-dub +-- audio and subtitle tracks. +-- Idea from https://github.com/siikamiika/scripts/blob/master/mpv%20scripts/dualaudiofix.lua + +local opt = require 'mp.options' +local utils = require 'mp.utils' + +local defaults = { + audio = { + selected = nil, + best = {}, + lang_score = nil, + channels_score = -math.huge, + preferred = "jpn/japanese", + excluded = "", + expected = "", + id = "" + }, + video = { + selected = nil, + best = {}, + lang_score = nil, + preferred = "", + excluded = "", + expected = "", + id = "" + }, + sub = { + selected = nil, + best = {}, + lang_score = nil, + preferred = "eng", + excluded = "sign", + expected = "", + id = "" + } +} + +local options = { + enabled = true, + + -- Do track selection synchronously, plays nicer with other scripts + hook = true, + + -- Mimic mpv's track list fingerprint to preserve user-selected tracks across files + fingerprint = false, + + -- Override user's explicit track selection + force = false, + + -- Try to re-select the last track if mpv cannot do it e.g. when fingerprint changes + smart_keep = false, + + --add above (after a comma) any protocol to disable + special_protocols = [[ + ["://", "^magnet:"] + ]], +} + +for _type, track in pairs(defaults) do + options["preferred_" .. _type .. "_lang"] = track.preferred + options["excluded_" .. _type .. "_words"] = track.excluded + options["expected_" .. _type .. "_words"] = track.expected +end + +options["preferred_audio_channels"] = "" + +local tracks = {} +local last = {} +local fingerprint = "" + +opt.read_options(options, _, function() end) + +options.special_protocols = utils.parse_json(options.special_protocols) + +local function need_ignore(tab, val) + for index, element in ipairs(tab) do + if string.find(val, element) then + return true + end + end + return false +end + +function contains(track, words, attr) + if not track[attr] then return false end + local i = 0 + if track.external then + i = 1 + end + for word in string.gmatch(words:lower(), "([^/]+)") do + i = i - 1 + if string.find(tostring(track[attr] or ""):lower(), word) then + return i + end + end + return false +end + +function preferred(track, words, attr, title) + local score = contains(track, words, attr) + if not score then + if tracks[track.type][title] == nil then + tracks[track.type][title] = -math.huge + return true + end + return false + end + if tracks[track.type][title] == nil or score > tracks[track.type][title] then + tracks[track.type][title] = score + return true + end + return false +end + +function preferred_or_equals(track, words, attr, title) + local score = contains(track, words, attr) + if not score then + if tracks[track.type][title] == nil or tracks[track.type][title] == -math.huge then + return true + end + return false + end + if tracks[track.type][title] == nil or score >= tracks[track.type][title] then + return true + end + return false +end + +function copy(obj) + if type(obj) ~= "table" then return obj end + local res = {} + for k, v in pairs(obj) do res[k] = copy(v) end + return res +end + +function track_layout_hash(tracklist) + local t = {} + for _, track in ipairs(tracklist) do + t[#t + 1] = string.format("%s-%d-%s-%s-%s-%s", track.type, track.id, tostring(track.default), + tostring(track.external), track.lang or "", track.external and "" or (track.title or "")) + end + return table.concat(t, "\n") +end + +function trackselect() + local fpath = mp.get_property('path') + if not options.enabled then return end + if need_ignore(options.special_protocols, fpath) then return end + tracks = copy(defaults) + local filename = mp.get_property("filename/no-ext") + local tracklist = mp.get_property_native("track-list") + local tracklist_changed = false + local found_last = {} + if options.fingerprint then + local new_fingerprint = track_layout_hash(tracklist) + if new_fingerprint == fingerprint then + return + end + fingerprint = new_fingerprint + tracklist_changed = true + end + for _, track in ipairs(tracklist) do + if options.smart_keep and last[track.type] ~= nil and last[track.type].lang == track.lang and + last[track.type].codec == track.codec and last[track.type].external == track.external and + last[track.type].title == track.title then + tracks[track.type].best = track + options["preferred_" .. track.type .. "_lang"] = "" + options["excluded_" .. track.type .. "_words"] = "" + options["expected_" .. track.type .. "_words"] = "" + options["preferred_" .. track.type .. "_channels"] = "" + found_last[track.type] = true + elseif not options.force and (tracklist_changed or not options.fingerprint) then + if tracks[track.type].id == "" then + tracks[track.type].id = mp.get_property(track.type:sub(1, 1) .. "id", "auto") + end + if tracks[track.type].id ~= "auto" then + options["preferred_" .. track.type .. "_lang"] = "" + options["excluded_" .. track.type .. "_words"] = "" + options["expected_" .. track.type .. "_words"] = "" + options["preferred_" .. track.type .. "_channels"] = "" + end + end + if options["preferred_" .. track.type .. "_lang"] ~= "" or options["excluded_" .. track.type .. "_words"] ~= "" + or options["expected_" .. track.type .. "_words"] ~= "" or + (options["preferred_" .. track.type .. "_channels"] or "") ~= "" then + if track.selected then + tracks[track.type].selected = track.id + if options.smart_keep then + last[track.type] = track + end + end + if track.title then + track.title = string.gsub(string.gsub(track.title, "[%(%)%.%+%-%*%?%[%]%^%$%%]", "%%%1"), filename, "") + end + if next(tracks[track.type].best) == nil or not (tracks[track.type].best.external + and tracks[track.type].best.lang ~= nil and not track.external) then + if options["excluded_" .. track.type .. "_words"] == "" or + not contains(track, options["excluded_" .. track.type .. "_words"], "title") then + if options["expected_" .. track.type .. "_words"] == "" or + contains(track, options["expected_" .. track.type .. "_words"], "title") then + local pass = true + local channels = false + local lang = false + if (options["preferred_" .. track.type .. "_channels"] or "") ~= "" and + preferred_or_equals(track, options["preferred_" .. track.type .. "_lang"], "lang", + "lang_score") then + channels = preferred(track, options["preferred_" .. track.type .. "_channels"], + "demux-channel-count", "channels_score") + pass = channels + end + if options["preferred_" .. track.type .. "_lang"] ~= "" then + lang = preferred(track, options["preferred_" .. track.type .. "_lang"], "lang", "lang_score") + end + if (options["preferred_" .. track.type .. "_lang"] == "" and pass) or channels or lang or + (track.external and track.lang == nil and + (not tracks[track.type].best.external or tracks[track.type].best.lang == nil)) then + tracks[track.type].best = track + end + end + end + end + end + end + for _type, track in pairs(tracks) do + if next(track.best) ~= nil and track.best.id ~= track.selected then + mp.set_property(_type:sub(1, 1) .. "id", track.best.id) + if options.smart_keep and found_last[track.best.type] then + last[track.best.type] = track.best + end + end + end +end + +function selected_tracks() + local tracklist = mp.get_property_native("track-list") + last = {} + for _, track in ipairs(tracklist) do + if track.selected then + last[track.type] = track + end + end +end + +if options.hook then + mp.add_hook("on_preloaded", 50, trackselect) +else + mp.register_event("file-loaded", trackselect) +end + +if options.smart_keep then + mp.register_event("track-switched", selected_tracks) +end \ No newline at end of file diff --git a/scripts/undoredo.lua b/scripts/undoredo.lua new file mode 100644 index 0000000..c5d8f7b --- /dev/null +++ b/scripts/undoredo.lua @@ -0,0 +1,218 @@ +-- Copyright (c) 2021, Eisa AlAwadhi +-- License: BSD 2-Clause License + +-- Creator: Eisa AlAwadhi +-- Project: UndoRedo +-- Version: 2.2 + +local utils = require 'mp.utils' +local msg = require 'mp.msg' +local seconds = 0 +local countTimer = -1 +local seekTime = 0 +local seekNumber = 0 +local currentIndex = 0 +local seekTable = {} +local seeking = 0 +local undoRedo = 0 +local pause = false +seekTable[0] = 0 + +----------------------------USER CUSTOMIZATION SETTINGS----------------------------------- +--These settings are for users to manually change some options in the script. +--Keybinds can be defined in the bottom of the script. + +local osd_messages = true --true is for displaying osd messages when actions occur, Change to false will disable all osd messages generated from this script + +---------------------------END OF USER CUSTOMIZATION SETTINGS--------------------- + +local function prepareUndoRedo() + if (pause == true) then + seconds = seconds + else + seconds = seconds - 0.5 + end + seekTable[currentIndex] = seekTable[currentIndex] + seconds + seconds = 0 +end + +local function getUndoRedo() + if (seeking == 0) then + prepareUndoRedo() + + seekNumber = currentIndex + 1 + currentIndex = seekNumber + seekTime = math.floor(mp.get_property_number('time-pos')) + table.insert(seekTable, seekNumber, seekTime) + + undoRedo = 0 + + elseif (seeking == 1) then + seeking = 0 + end +end + +mp.register_event('file-loaded', function() + filePath = mp.get_property('path') + + timer = mp.add_periodic_timer(0.1, function() + seconds = seconds + 0.1 + end) + + if (pause == true) then + timer:stop() + else + timer:resume() + end + + timer2 = mp.add_periodic_timer(0.1, function() + countTimer = countTimer + 0.1 + + if (countTimer == 0.6) then + timer:resume() + getUndoRedo() + end + + end) + + timer2:stop() +end) + + +mp.register_event('seek', function() + countTimer = 0 + timer2:resume() + timer:stop() +end) + +mp.observe_property('pause', 'bool', function(name, value) + if value then + if timer ~= nil then + timer:stop() + end + pause = true + else + if timer ~= nil then + timer:resume() + end + pause = false + end +end) + +mp.register_event('end-file', function() + if timer ~= nil then + timer:kill() + end + if timer2 ~= nil then + timer2:kill() + end + seekNumber = 0 + currentIndex = 0 + undoRedo = 0 + seconds = 0 + countTimer = -1 + seekTable[0] = 0 +end) + +local function undo() + if (filePath ~= nil) and (countTimer >= 0) and (countTimer < 0.6) and (seeking == 0) then + timer2:stop() + + getUndoRedo() + + currentIndex = currentIndex - 1 + if (currentIndex < 0) then + if (osd_messages == true) then + mp.osd_message('No Undo Found') + end + currentIndex = 0 + msg.info('No undo found') + else + if (seekTable[currentIndex] < 0) then + seekTable[currentIndex] = 0 + end + + seeking = 1 + + mp.commandv('seek', seekTable[currentIndex], 'absolute', 'exact') + + undoRedo = 1 + if (osd_messages == true) then + mp.osd_message('Undo') + end + msg.info('Seeked using undo') + end + elseif (filePath ~= nil) and (currentIndex > 0) then + + prepareUndoRedo() + currentIndex = currentIndex - 1 + + if (seekTable[currentIndex] < 0) then + seekTable[currentIndex] = 0 + end + + seeking = 1 + mp.commandv('seek', seekTable[currentIndex], 'absolute', 'exact') + + undoRedo = 1 + if (osd_messages == true) then + mp.osd_message('Undo') + end + msg.info('Seeked using undo') + elseif (filePath ~= nil) and (currentIndex == 0) then + if (osd_messages == true) then + mp.osd_message('No Undo Found') + end + msg.info('No undo found') + end +end + +local function redo() + if (filePath ~= nil) and (currentIndex < seekNumber) then + + prepareUndoRedo() + currentIndex = currentIndex + 1 + + if (seekTable[currentIndex] < 0) then + seekTable[currentIndex] = 0 + end + + seeking = 1 + mp.commandv('seek', seekTable[currentIndex], 'absolute', 'exact') + + undoRedo = 0 + + if (osd_messages == true) then + mp.osd_message('Redo') + end + msg.info('Seeked using redo') + elseif (filePath ~= nil) and (currentIndex == seekNumber) then + if (osd_messages == true) then + mp.osd_message('No Redo Found') + end + msg.info('No redo found') + end +end + +local function undoLoop() + if (filePath ~= nil) and (undoRedo == 0) then + undo() + elseif (filePath ~= nil) and (undoRedo == 1) then + redo() + elseif (filePath ~= nil) and (countTimer == -1) then + if (osd_messages == true) then + mp.osd_message('No Undo Found') + end + msg.info('No undo found') + end +end + + +mp.add_key_binding("ctrl+z", "undo", undo) +mp.add_key_binding("ctrl+Z", "undoCaps", undo) + +mp.add_key_binding("ctrl+y", "redo", redo) +mp.add_key_binding("ctrl+Y", "redoCaps", redo) + +mp.add_key_binding("ctrl+alt+z", "undoLoop", undoLoop) +mp.add_key_binding("ctrl+alt+Z", "undoLoopCaps", undoLoop) \ No newline at end of file diff --git a/scripts/uosc/LICENSE.LGPL b/scripts/uosc/LICENSE.LGPL new file mode 100644 index 0000000..4362b49 --- /dev/null +++ b/scripts/uosc/LICENSE.LGPL @@ -0,0 +1,502 @@ + GNU LESSER GENERAL PUBLIC LICENSE + Version 2.1, February 1999 + + Copyright (C) 1991, 1999 Free Software Foundation, Inc. + 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA + Everyone is permitted to copy and distribute verbatim copies + of this license document, but changing it is not allowed. + +[This is the first released version of the Lesser GPL. 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See the GNU + Lesser General Public License for more details. + + You should have received a copy of the GNU Lesser General Public + License along with this library; if not, write to the Free Software + Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA + +Also add information on how to contact you by electronic and paper mail. + +You should also get your employer (if you work as a programmer) or your +school, if any, to sign a "copyright disclaimer" for the library, if +necessary. Here is a sample; alter the names: + + Yoyodyne, Inc., hereby disclaims all copyright interest in the + library `Frob' (a library for tweaking knobs) written by James Random Hacker. + + , 1 April 1990 + Ty Coon, President of Vice + +That's all there is to it! diff --git a/scripts/uosc/README.md b/scripts/uosc/README.md new file mode 100644 index 0000000..84f80e9 --- /dev/null +++ b/scripts/uosc/README.md @@ -0,0 +1,545 @@ +

+

uosc

+

+ Feature-rich minimalist proximity-based UI for MPV player. +

+
+ Preview screenshot +
+ +Features: + +- UI elements hide and show based on their proximity to cursor instead of every time mouse moves. This provides 100% control over when you see the UI and when you don't. Click on the preview above to see it in action. +- When timeline is unused, it can minimize itself into a small discrete progress bar. +- Build your own context menu with nesting support by editing your `input.conf` file. +- Configurable controls bar. +- Fast and efficient thumbnails with [thumbfast](https://github.com/po5/thumbfast) integration. +- UIs for: + - Selecting subtitle/audio/video track. + - [Downloading subtitles](#download-subtitles) from [Open Subtitles](https://www.opensubtitles.com). + - Loading external subtitles. + - Selecting stream quality. + - Quick directory and playlist navigation. +- All menus are instantly searchable. Just start typing. +- Mouse scroll wheel does multiple things depending on what is the cursor hovering over: + - Timeline: seek by `timeline_step` seconds per scroll. + - Volume bar: change volume by `volume_step` per scroll. + - Speed bar: change speed by `speed_step` per scroll. + - Just hovering video with no UI widget below cursor: your configured wheel bindings from `input.conf`. +- Right click on volume or speed elements to reset them. +- Transforming chapters into timeline ranges (the red portion of the timeline in the preview). +- A lot of useful options and commands to bind keys to. +- [API for 3rd party scripts](https://github.com/tomasklaen/uosc/wiki) to extend, or use uosc to render their menus. + +[Changelog](https://github.com/tomasklaen/uosc/releases). + +## Install + +1. These commands will install or update **uosc** and place a default `uosc.conf` file into `script-opts` if it doesn't exist already. + + ### Windows + + _Optional, needed to run a remote script the first time if not enabled already:_ + + ```powershell + Set-ExecutionPolicy RemoteSigned -Scope CurrentUser + ``` + + Run: + + ```powershell + irm https://raw.githubusercontent.com/tomasklaen/uosc/HEAD/installers/windows.ps1 | iex + ``` + + _**NOTE**: If this command is run in an mpv installation directory with `portable_config`, it'll install there instead of `AppData`._ + + _**NOTE2**: The downloaded archive might trigger false positives in some antiviruses. This is explained in [FAQ below](#why-is-the-release-reported-as-malicious-by-some-antiviruses)._ + + ### Linux & macOS + + _Requires **curl** and **unzip**._ + + ```sh + /bin/bash -c "$(curl -fsSL https://raw.githubusercontent.com/tomasklaen/uosc/HEAD/installers/unix.sh)" + ``` + + On Linux, we try to detect what package manager variant of the config location you're using, with precedent being: + + ``` + ~/.var/app/io.mpv.Mpv (flatpak) + ~/snap/mpv + ~/snap/mpv-wayland + ~/.config/mpv + ``` + + To install into any of these locations, make sure the ones above it don't exist. + + ### Manual + + 1. Download & extract [`uosc.zip`](https://github.com/tomasklaen/uosc/releases/latest/download/uosc.zip) into your mpv config directory. (_See the [documentation of mpv config locations](https://mpv.io/manual/master/#files)._) + + 2. If you don't have it already, download & extract [`uosc.conf`](https://github.com/tomasklaen/uosc/releases/latest/download/uosc.conf) into `script-opts` inside your mpv config directory. It contains all of uosc options along with their default values and documentation. + +2. **OPTIONAL**: `mpv.conf` tweaks to better integrate with **uosc**: + + ```config + # uosc provides seeking & volume indicators (via flash-timeline and flash-volume commands) + # if you decide to use them, you don't need osd-bar + osd-bar=no + + # uosc will draw its own window controls and border if you disable window border + border=no + ``` + +3. **OPTIONAL**: To have thumbnails in timeline, install [thumbfast](https://github.com/po5/thumbfast). No other step necessary, **uosc** integrates with it seamlessly. + +4. **OPTIONAL**: If the UI feels sluggish/slow while playing video, you can remedy this _a bit_ by placing this in your `mpv.conf`: + + ```config + video-sync=display-resample + ``` + + Though this does come at the cost of a little bit higher CPU/GPU load. + + #### What is going on? + + **uosc** places performance as one of its top priorities, but it might feel a bit sluggish because during a video playback, the UI rendering frequency is chained to its frame rate. To test this, you can pause the video which will switch refresh rate to be closer or match the frequency of your monitor, and the UI should feel smoother. This is mpv limitation, and not much we can do about it on our side. + +#### Build instructions + +To build ziggy (our utility binary) yourself, run: + +``` +tools/build ziggy +``` + +Which will run the `tools/build(.ps1)` script that builds it for each platform. It requires [go](https://go.dev/) to be installed. Source code is in `src/ziggy`. + +## Options + +All of the available **uosc** options with their default values are documented in [`uosc.conf`](https://github.com/tomasklaen/uosc/blob/HEAD/src/uosc.conf) file ([download](https://github.com/tomasklaen/uosc/releases/latest/download/uosc.conf)). + +To change the font, **uosc** respects the mpv's `osd-font` configuration. + +## Navigation + +These bindings are active when any **uosc** menu is open (main menu, playlist, load/select subtitles,...): + +- `up`, `down` - Select previous/next item. +- `enter` - Activate item or submenu. +- `bs` (backspace) - Activate parent menu. +- `esc` - Close menu. +- `wheel_up`, `wheel_down` - Scroll menu. +- `pgup`, `pgdwn`, `home`, `end` - Self explanatory. +- `ctrl+f` or `\` - In case `menu_type_to_search` config option is disabled, these two trigger the menu search instead. +- `ctrl+backspace` - Delete search query by word. +- `shift+backspace` - Clear search query. +- Holding `alt` while activating an item should prevent closing the menu (this is just a guideline, not all menus behave this way). + +Each menu can also add its own shortcuts and bindings for special actions on items/menu, such as `del` to delete a playlist item, `ctrl+up/down/pgup/pgdwn/home/end` to move it around, etc. These are usually also exposed as item action buttons for you to find out about them that way. + +Click on a faded parent menu to go back to it. + +## Commands + +**uosc** provides various commands with useful features to bind your preferred keys to, or populate your menu with. These are all unbound by default. + +To add a keybind to one of this commands, open your `input.conf` file and add one on a new line. The command syntax is `script-binding uosc/{command-name}`. + +Example to bind the `tab` key to toggle the ui visibility: + +``` +tab script-binding uosc/toggle-ui +``` + +Available commands: + +#### `toggle-ui` + +Makes the whole UI visible until you call this command again. Useful for peeking remaining time and such while watching. + +There's also a `toggle-elements ` message you can send to toggle one or more specific elements by specifying their names separated by comma: + +``` +script-message-to uosc toggle-elements timeline,speed +``` + +Available element IDs: `timeline`, `controls`, `volume`, `top_bar`, `speed` + +Under the hood, `toggle-ui` is using `toggle-elements`, and that is in turn using the `set-min-visibility []` message. `` is a `0-1` floating point. Leave out `` to set it for all elements. + +#### `toggle-progress` + +Toggles the timeline progress mode on/off. Progress mode is an always visible thin version of timeline with no text labels. It can be configured using the `progress*` config options. + +#### `toggle-title` + +Toggles the top bar title between main and alternative title's. This can also be done by clicking on the top bar. + +Only relevant if top bar is enabled, `top_bar_alt_title` is configured, and `top_bar_alt_title_place` is `toggle`. + +#### `flash-ui` + +Command(s) to briefly flash the whole UI. Elements are revealed for a second and then fade away. + +To flash individual elements, you can use: `flash-timeline`, `flash-progress`, `flash-top-bar`, `flash-volume`, `flash-speed`, `flash-pause-indicator`, `decide-pause-indicator` + +There's also a `flash-elements ` message you can use to flash one or more specific elements. Example: + +``` +script-message-to uosc flash-elements timeline,speed +``` + +Available element IDs: `timeline`, `progress`, `controls`, `volume`, `top_bar`, `speed`, `pause_indicator` + +This is useful in combination with other commands that modify values represented by flashed elements, for example: flashing volume element when changing the volume. + +You can use it in your bindings like so: + +``` +space cycle pause; script-binding uosc/flash-pause-indicator +right seek 5 +left seek -5 +shift+right seek 30; script-binding uosc/flash-timeline +shift+left seek -30; script-binding uosc/flash-timeline +m no-osd cycle mute; script-binding uosc/flash-volume +up no-osd add volume 10; script-binding uosc/flash-volume +down no-osd add volume -10; script-binding uosc/flash-volume +[ no-osd add speed -0.25; script-binding uosc/flash-speed +] no-osd add speed 0.25; script-binding uosc/flash-speed +\ no-osd set speed 1; script-binding uosc/flash-speed +> script-binding uosc/next; script-message-to uosc flash-elements top_bar,timeline +< script-binding uosc/prev; script-message-to uosc flash-elements top_bar,timeline +``` + +Case for `(flash/decide)-pause-indicator`: mpv handles frame stepping forward by briefly resuming the video, which causes pause indicator to flash, and none likes that when they are trying to compare frames. The solution is to enable manual pause indicator (`pause_indicator=manual`) and use `flash-pause-indicator` (for a brief flash) or `decide-pause-indicator` (for a static indicator) as a secondary command to appropriate bindings. + +#### `menu` + +Toggles default menu. Read [Menu](#menu-1) section below to find out how to fill it up with items you want there. + +Note: there's also a `menu-blurred` command that opens a menu without pre-selecting the 1st item, suitable for commands triggered with a mouse, such as control bar buttons. + +#### `subtitles`, `audio`, `video` + +Menus to select a track of a requested type. + +#### `load-subtitles`, `load-audio`, `load-video` + +Displays a file explorer with directory navigation to load a requested track type. + +For subtitles, the explorer only displays file types defined in `subtitle_types` option. For audio and video, the ones defined in `video_types` and `audio_types` are displayed. + +#### `download-subtitles` + +A menu to search and download subtitles from [Open Subtitles](https://www.opensubtitles.com). It can also be opened by selecting the **Download** option in `subtitles` menu. + +We fetch results for languages defined in *uosc**'s `languages` option, which defaults to your mpv `slang` configuration. + +We also hash the current file and send the hash to Open Subtitles so you can search even with empty query and if your file is known, you'll get subtitles exactly for it. + +Subtitles will be downloaded to the same directory as currently opened file, or `~~/subtitles` (folder in your mpv config directory) if playing a URL. + +Current Open Subtitles limit for unauthenticated requests is **5 download per day**, but searching is unlimited. Authentication raises downloads to 10, which doesn't feel like it's worth the effort of implementing it, so currently there's no way to authenticate. 5 downloads per day seems sufficient for most use cases anyway, as if you need more, you should probably just deal with it in the browser beforehand so you don't have to fiddle with the subtitle downloading menu every time you start playing a new file. + +#### `playlist` + +Playlist navigation. + +#### `chapters` + +Chapter navigation. + +#### `editions` + +Editions menu. Editions are different video cuts available in some mkv files. + +#### `stream-quality` + +Switch stream quality. This is just a basic re-assignment of `ytdl-format` mpv property from predefined options (configurable with `stream_quality_options`) and video reload, there is no fetching of available formats going on. + +#### `keybinds` + +Displays a command palette menu with all currently active keybindings (defined in your `input.conf` file, or registered by scripts). Useful to check what command is bound to what shortcut, or the other way around. + +#### `open-file` + +Open file menu. Browsing starts in current file directory, or user directory when file not available. The explorer only displays file types defined in the `video_types`, `audio_types`, and `image_types` options. + +You can use `alt+enter` or `alt+click` to load the whole directory in mpv instead of navigating its contents. +You can also use `ctrl+enter` or `ctrl+click` to append a file or directory to the playlist. + +#### `items` + +Opens `playlist` menu when playlist exists, or `open-file` menu otherwise. + +#### `next`, `prev` + +Open next/previous item in playlist, or file in current directory when there is no playlist. Enable `loop-playlist` to loop around. + +#### `first`, `last` + +Open first/last item in playlist, or file in current directory when there is no playlist. + +#### `next-file`, `prev-file` + +Open next/prev file in current directory. Enable `loop-playlist` to loop around + +#### `first-file`, `last-file` + +Open first/last file in current directory. + +#### `shuffle` + +Toggle uosc's playlist/directory shuffle mode on or off. + +This simply makes the next selected playlist or directory item be random, like the shuffle function of most other players. This does not modify the actual playlist in any way, in contrast to the mpv built-in command `playlist-shuffle`. + +#### `delete-file-next` + +Delete currently playing file and start next file in playlist (if there is a playlist) or current directory. + +Useful when watching episodic content. + +#### `delete-file-quit` + +Delete currently playing file and quit mpv. + +#### `show-in-directory` + +Show current file in your operating systems' file explorer. + +#### `audio-device` + +Switch audio output device. + +#### `paste`, `paste-to-open`, `paste-to-playlist` + +Commands to paste path or URL in clipboard to either open immediately, or append to playlist. + +`paste` will add to playlist if there's any (`playlist-count > 1`), or open immediately otherwise. + +`paste-to-playlist` will also open the pasted file if mpv is idle (no file open). + +Note: there are alternative ways to open stuff from clipboard without the need to bind these commands: + +- When `open-file` menu is open → `ctrl+v` to open path/URL in clipboard. +- When `playlist` menu is open → `ctrl+v` to add path/URL in clipboard to playlist. +- When any track menu (`subtitles`, `audio`, `video`) is open → `ctrl+v` to add path/URL in clipboard as a new track. + +#### `copy-to-clipboard` + +Copy currently open path or URL to clipboard. + +Additionally, you can also press `ctrl+c` to copy path of a selected item in `playlist` or all directory listing menus. + +#### `open-config-directory` + +Open directory with `mpv.conf` in file explorer. + +#### `update` + +Updates uosc to the latest stable release right from the UI. Available in the "Utils" section of default menu . + +Supported environments: + +| Env | Works | Note | +|:---|:---:|---| +| Windows | ✔️ | _Not tested on older PowerShell versions. You might need to `Set-ExecutionPolicy` from the install instructions and install with the terminal command first._ | +| Linux (apt) | ✔️ | | +| Linux (flatpak) | ✔️ | | +| Linux (snap) | ❌ | We're not allowed to access commands like `curl` even if they're installed. (Or at least this is what I think the issue is.) | +| MacOS | ❌ | `(23) Failed writing body` error, whatever that means. | + +If you know about a solution to fix self-updater for any of the currently broken environments, please make an issue/PR and share it with us! + +**Note:** The terminal commands from install instructions still work fine everywhere, so you can use those to update instead. + +## Menu + +**uosc** provides a way to build, display, and use your own menu. By default it displays a pre-configured menu with common actions. + +To display the menu, add **uosc**'s `menu` command to a key of your choice. Example to bind it to **right click** and **menu** buttons: + +``` +mbtn_right script-binding uosc/menu +menu script-binding uosc/menu +``` + +To display a submenu, send a `show-submenu` message to **uosc** with first parameter specifying menu ID. Example: + +``` +R script-message-to uosc show-submenu "Utils > Aspect ratio" +``` + +Note: The **menu** key is the one nobody uses between the **win** and **right_ctrl** keys (it might not be on your keyboard). + +### Adding items to menu + +Adding items to menu is facilitated by commenting your keybinds in `input.conf` with special comment syntax. **uosc** will than parse this file and build the context menu out of it. + +#### Syntax + +Comment has to be at the end of the line with the binding. + +Comment has to start with `#!` (or `#menu:`). + +Text after `#!` is an item title. + +Title can be split with `>` to define nested menus. There is no limit on nesting. + +Use `#` instead of a key if you don't necessarily want to bind a key to a command, but still want it in the menu. + +If multiple menu items with the same command are defined, **uosc** will concatenate them into one item and just display all available shortcuts as that items' hint, while using the title of the first defined item. + +Menu items are displayed in the order they are defined in `input.conf` file. + +The command `ignore` does not result in a menu item, however all the folders leading up to it will still be created. +This allows more flexible structuring of the `input.conf` file. + +#### Examples + +Adds a menu item to load subtitles: + +``` +alt+s script-binding uosc/load-subtitles #! Load subtitles +``` + +Adds a stay-on-top toggle with no keybind: + +``` +# cycle ontop #! Toggle on-top +``` + +Define and display multiple shortcuts in single items' menu hint (items with same command get concatenated): + +``` +esc quit #! Quit +q quit #! +``` + +Define a folder without defining any of its contents: + +``` +# ignore #! Folder title > +``` + +Define an un-selectable, muted, and italic title item by using `#` as key, and omitting the command: + +``` +# #! Title +# #! Section > Title +``` + +Define a separator between previous and next items by doing the same, but using `---` as title: + +``` +# #! --- +# #! Section > --- +``` + +Example context menu: + +This is the default pre-configured menu if none is defined in your `input.conf`, but with added shortcuts. To both pause & move the window with left mouse button, so that you can have the menu on the right one, enable `click_threshold` in `uosc.conf` (see default `uosc.conf` for example/docs). + +``` +menu script-binding uosc/menu +mbtn_right script-binding uosc/menu +s script-binding uosc/subtitles #! Subtitles +a script-binding uosc/audio #! Audio tracks +q script-binding uosc/stream-quality #! Stream quality +p script-binding uosc/items #! Playlist +c script-binding uosc/chapters #! Chapters +> script-binding uosc/next #! Navigation > Next +< script-binding uosc/prev #! Navigation > Prev +alt+> script-binding uosc/delete-file-next #! Navigation > Delete file & Next +alt+< script-binding uosc/delete-file-prev #! Navigation > Delete file & Prev +alt+esc script-binding uosc/delete-file-quit #! Navigation > Delete file & Quit +o script-binding uosc/open-file #! Navigation > Open file +# set video-aspect-override "-1" #! Utils > Aspect ratio > Default +# set video-aspect-override "16:9" #! Utils > Aspect ratio > 16:9 +# set video-aspect-override "4:3" #! Utils > Aspect ratio > 4:3 +# set video-aspect-override "2.35:1" #! Utils > Aspect ratio > 2.35:1 +# script-binding uosc/audio-device #! Utils > Audio devices +# script-binding uosc/editions #! Utils > Editions +ctrl+s async screenshot #! Utils > Screenshot +alt+i script-binding uosc/keybinds #! Utils > Key bindings +O script-binding uosc/show-in-directory #! Utils > Show in directory +# script-binding uosc/open-config-directory #! Utils > Open config directory +# script-binding uosc/update #! Utils > Update uosc +esc quit #! Quit +``` + +To see all the commands you can bind keys or menu items to, refer to [mpv's list of input commands documentation](https://mpv.io/manual/master/#list-of-input-commands). + +## Messages + +**uosc** listens on some messages that can be sent with `script-message-to uosc` command. Example: + +``` +R script-message-to uosc show-submenu "Utils > Aspect ratio" +``` + +### `show-submenu `, `show-submenu-blurred ` + +Opens one of the submenus defined in `input.conf` (read on how to build those in the Menu documentation above). To prevent 1st item being preselected, use `show-submenu-blurred` instead. + +Parameters + +##### `` + +ID (title) of the submenu, including `>` subsections as defined in `input.conf`. It has to be match the title exactly. + +## Scripting API + +3rd party script developers can use our messaging API to integrate with uosc, or use it to render their menus. Documentation is available in [uosc Wiki](https://github.com/tomasklaen/uosc/wiki). + +## Contributing + +### Localization + +If you want to help localizing uosc by either adding a new locale or fixing one that is not up to date, start by running this while in the repository root: + +``` +tools/intl languagecode +``` + +`languagecode` can be any existing locale in `src/uosc/intl/` directory, or any [IETF language tag](https://en.wikipedia.org/wiki/IETF_language_tag). If it doesn't exist yet, the `intl` tool will create it. + +This will parse the codebase for localization strings and use them to either update existing locale by removing unused and setting untranslated strings to `null`, or create a new one with all `null` strings. + +You can then navigate to `src/uosc/intl/languagecode.json` and start translating. + +### Setting up binaries + +If you want to test or work on something that involves ziggy (our multitool binary, currently handles searching & downloading subtitles), you first need to build it with: + +``` +tools/build ziggy +``` + +This requires [`go`](https://go.dev/dl/) to be installed and in path. If you don't want to bother with installing go, and there were no changes to ziggy, you can just use the binaries from [latest release](https://github.com/tomasklaen/uosc/releases/latest/download/uosc.zip). Place folder `scripts/uosc/bin` from `uosc.zip` into `src/uosc/bin`. + +## FAQ + +#### Why is the release zip size in megabytes? Isn't this just a lua script? + +We are limited in what we can do in mpv's lua scripting environment. To work around this, we include a binary tool (one for each platform), that we call to handle stuff we can't do in lua. Currently this means searching & downloading subtitles, accessing clipboard data, and in future might improve self updating, and potentially other things. + +Other scripts usually choose to go the route of adding python scripts and requiring users to install the runtime. I don't like this as I want the installation process to be as seamless and as painless as possible. I also don't want to contribute to potential python version mismatch issues, because one tool depends on 2.7, other latest 3, and this one 3.9 only and no newer (real world scenario that happened to me), now have fun reconciling this. Depending on external runtimes can be a mess, and shipping a stable, tiny, and fast binary that users don't even have to know about is imo more preferable than having unstable external dependencies and additional installation steps that force everyone to install and manage hundreds of megabytes big runtimes in global `PATH`. + +#### Why don't you have `uosc-{platform}.zip` releases and only include binaries for the concerned platform in each? + +Then you wouldn't be able to sync your mpv config between platforms and everything _just work_. + +#### Why is the release reported as malicious by some antiviruses? + +Some antiviruses find our binaries suspicious due to the way go packages them. This is a known issue with all go binaries (https://go.dev/doc/faq#virus). I think the only way to solve that would be to sign them (not 100% sure though), but I'm not paying to work on free stuff. If anyone is bothered by this, and would be willing to donate a code signing certificate, let me know. + +If you want to check the binaries are safe, the code is in `src/ziggy`, and you can build them yourself by running `tools/build ziggy` in the repository root. + +We might eventually rewrite it in something else. + +#### Why _uosc_? + +It stood for micro osc as it used to render just a couple rectangles before it grew to what it is today. And now it means a minimalist UI design direction where everything is out of your way until needed. diff --git a/scripts/uosc/char-conv/zh.json b/scripts/uosc/char-conv/zh.json new file mode 100644 index 0000000..ddab0d3 --- /dev/null +++ b/scripts/uosc/char-conv/zh.json @@ -0,0 +1,405 @@ +{ + "a": "阿啊呵腌嗄锕錒", + "ai": "爱唉挨碍哀矮埃哎艾癌隘蔼嗳皑霭捱暧瑷娭砹锿嫒薆䔽㤅鴱㗨藹㕌磑礙硋䑂愛壒㘷叆靉䨠毐塧靄璦㱯䶣瞹䀳濭溰溾曖昹啀噯嘊㗒㝶䝽敱敳賹懓懝㢊銰鑀鱫鎄皧皚馤躷䅬㿄凒娾嬡伌㑸僾餲䬵譪譺", + "an": "安按案暗岸氨俺铵胺鞍黯庵桉谙鮟鹌咹犴广厂埯揞菴蓭荌萻葊隌㸩䮗㱘鵪豻貋腤雸堓垵䎨玵䁆洝晻唵啽㽢罯㟁屵䯥峖鞌䅁錌銨䅖馣痷鶕闇媕㜝盫儑侒䬓偣韽盦䎏䜙諳誝", + "ang": "昂肮盎䩕䒢䭹䭺䀚昻㦹㼜骯岇醠㭿枊䍩仰", + "ao": "傲熬凹遨嗷奥拗澳袄懊坳敖翱螯鳌鏖岙媪鏊骜艹聱獒廒蔜芺隞隩䮯厫磝䦋奡镺䐿䞝垇㘬墺㘭璈嗸嶅䫨㥿驁鰲鷔䵅摮嫯鼇謷䁱滶澚㕭軪䯠㟼㠂㠗岰慠㤇爊襖䥝獓翶擙抝䚫梎柪翺嶴䴈奧㿰㜜媼㜩㑃謸䜒", + "ba": "把八吧巴爸罢拔霸坝叭芭扒跋疤靶耙粑笆钯伯茇菝灞岜鲅捌魃䩻䩗夿䳊䃻㔜胈鼥壩垻豝玐㶚蚆㖠跁䟦哵罷軷㞎炦鈀鲃䥯䰾鮁䳁䱝魞釟抜㧊扷覇柭欛朳叐矲䆉羓䇑丷妭颰癹仈弝詙", + "bai": "白百摆败拜柏呗掰伯稗捭佰薭䒔㼣㓦瓸㗗㗑贁㠔䢙敗韛粨庍粺䙓襬猈拝㼟擺䳆挀㿟㧳栢䴽竡絔", + "ban": "办般半班板伴版搬斑扮颁瓣拌扳绊坂阪舨瘢柈钣癍靽䕰㚘瓪湴昄蝂岅肦怑粄䉽魬鈑鉡㩯㸞秚褩螌辦㪵闆辬姅頒鳻攽䬳絆斒", + "bang": "帮邦膀棒傍榜绑梆磅蚌旁镑谤浜蒡䧛䂜幚邫垹鞤幇幫䎧塝玤蜯䖫䟺髈䰷鎊挷捠搒㯁㭋㮄棓牓稖艕㔙㾦綁縍謗彭", + "bao": "保报包胞宝暴抱薄剥炮爆饱堡孢豹瀑刨鲍苞雹葆曝褒鸨褓煲龅趵勹蕔菢藵犦髱䨌䨔㙅靌報堢㙸虣珤㻄齙㵡㿺曓㫧蚫骲鳵怉䎂寳寚寶䴐宲窇䥤鑤㲒鮑䳈鉋铇勽䤖枹䈏㲏忁笣䪨闁媬儤賲䳰佨飹飽䭋駂鴇剝緥袌裦襃", + "bei": "被北备背倍悲贝杯辈臂卑碑呗狈惫钡悖孛蓓焙陂碚褙勃鞴鐾庳鹎邶䔒鞁藣苝犕㸬㸽牬盃愂䎬䎱琲㰆珼䁅輩䩀㻗㶔昁蛽䠙唄䡶㽡郥骳貝㤳糒禙鋇䰽狽㔨鉳㼎鵯揹柸桮梖椑㸢㓈㾱鄁軰㛝僃備憊㷶偹俻偝㣁䋳誖", + "ben": "本奔笨苯贲坌夯畚锛奙逩坋㱵渀漰泍㤓㡷錛撪㨧捹桳㮺翉楍栟犇倴䬱", + "beng": "崩蹦绷甭迸泵嘣甏菶䩬鞛奟䳞埲䨻塴埄琫㱶琣嗙嵭㷯䙀祊鏰镚甮揼逬䭰痭閍伻㑟綳䋽繃絣蚌", + "bi": "比必笔毕避壁秘闭鼻币彼逼辟臂泌碧弊蔽鄙毙弼痹庇陛璧婢敝匕俾裨荸吡哔蓖贲襞铋秕毖愎髀篦睥畀妣筚薜萆芘荜滗濞跸嬖狴箅舭鞸䩛蓽㳼萞苾䕗䎵聛䧗驆駜䮡夶髲䭮觱㗉皕䏢腷毴貏䏶賁堛䟆㙄㘩㻫豍珌㱸㻶㹃睤䁹䀣湢滭幤㵥獘斃鄨幣鷩潷䨆沘㡀畢鷝㪤䖩螕蜌啚蹕䟤躃䠋嗶咇罼奰㘠貱䯗畁㡙㠲贔赑怶愊韠䪐躄繴㵨鼊怭屄邲煏熚廦䊧粃襅袐襣禆䃾鲾鏎鐴鉍鰏鮅獙鎞㧙魓㪏柀楅䣥㯇㮿柲榌㮰䵄朼梐䫁篳馝䇷箆筆䄶閉閇㓖閟痺䦘疕疪㚰妼鵖嬶佊偪朇佖䬛䫾饆飶㢰䋔㢶弻彃縪鄪䌟綼㿫毞坒粊㢸䘡詖诐佛拂", + "bian": "变便边遍编辩辨鞭扁贬辫蝙匾卞鳊汴砭弁苄碥忭煸褊窆笾缏䒪鞕䛒藊萹䪻鴘㺹玣㻞䁵㳎覍汳㝸㴜昪䡢峅貶惼炞糄鯾鯿獱猵鍽㣐抃揙㭓牑邉邊釆籩艑䉸箯徧稨閞㵷㦚辡辧辮辯緶編㲢甂変諚變", + "biao": "表标彪裱婊飚飙镖膘鳔俵骠镳飑髟瘭䔸藨蔈骉驫飆猋嫑磦脿爂臕墂㯱滮淲瀌贆幖㟽㠒飊熛褾錶鑣鏢㧼摽㯹標檦穮儦飇颩颮颷飈諘謤䞄", + "bie": "别憋瘪鳖蹩虌莂䏟蟞鱉龞彆鼈蛂䠥別襒䋢徶䭱䉲癟㿜㢼", + "bin": "宾滨斌彬濒缤鬓槟殡摈膑邠玢份频髌豳镔傧髩鬢鬂臏䐔霦豩璸瑸殯頻虨瀕濱濵汃髕賓顮䚔賔鑌擯檳梹椕儐繽", + "bing": "并病兵冰饼丙柄炳秉禀屏槟摒邴鞆鞞苪䓑陃靐垪眪昞昺蛃䗒怲庰寎窉鈵鮩鋲鉼掤抦㨀棅栤䴵幷䈂並竝偋倂併仒傡餠餅仌䋑氷稟誁", + "bo": "波伯播剥博玻勃拨柏脖卜搏泊驳膊舶簿渤簸菠箔跛薄钵铂僰帛礴饽钹亳啵檗鹁踣擘䪇葧萡蘗蔔㹀䂍䮂䮀駁駮驋礡盋䰊䫊㝿砵䶈肑胉䑈䞳郣鵓㪍䢌㱟碆浡㴾溊淿謈㬧㬍䗚䟛蹳嚗㗘㖕䯋髉髆㟑嶓懪孹糪愽㶿煿袹襮袯䙏襏鑮䥬鈸鋍鲌馎鮊鱍鉑鎛镈鉢狛猼瓟瓝㩭挬㩧撥欂桲秡䢪缽簙牔䭯馛馞䒄艊䍨䪬䍸癷侼癶仢僠䭦䬪餑餺紴䊿袰譒佛", + "bu": "不部步布补捕卜哺埔怖簿埠钚卟逋晡钸醭瓿䪁荹蔀䏽㘵埗㙛㻉歨歩堡䴝鳪䀯㳍吥咘踄轐峬䝵䪔悑庯䊇廍補鈈鈽錻鸔抪捗㨐柨鵏䴺䍌䒈䑰篰㾟勏郶䳝㚴佈䬏餔餢䋠誧", + "ca": "擦嚓礤遪礸䟃䵽攃", + "cai": "才采材财彩菜裁猜蔡踩睬䰂毝䐆埰䞗啋跴財㥒寀採棌䴭䣋㒲婇倸偲䌨綵䌽纔縩", + "can": "参残餐惨蚕灿掺惭璨孱粲骖黪薒䣟朁蠶叄參㕘叅驂䏼蝅蠺䗞䘉殘㱚㻮㣓䝳㛑澯湌㘔喰㽩黲慙䳻㨻㥇憯慘慚㦧燦爘䙁䗝㺑穇䅟䑶㿊䍼飡䫮㜗嬠傪儏䬫謲䛹", + "cang": "藏苍仓舱沧臧伧蒼㶓㵴濸滄螥嵢賶鑶獊欌艙䅮凔仺鸧傖倉鶬䢢", + "cao": "草操曹槽糙嘈漕螬艚蓸䏆艸騲䐬鼜䎭曺鄵嶆愺慅慒懆褿襙䄚鏪撡㯥肏䒑㜖", + "ce": "策测侧册厕栅恻拆䔴荝萴萗蓛厠䜺測畟冊㥽夨惻憡廁粣䊂㨲拺㩍敇筴䇲䈟笧筞簎箣側", + "cen": "参岑涔䃡䨙埁㻸嵾䯔㞥䲋䤁䅾篸笒", + "ceng": "层曾蹭噌驓䁬㬝嶒層䉕㣒竲", + "cha": "差察查茶插叉诧岔刹喳茬嚓楂杈碴汊搽衩姹槎馇镲锸猹檫靫䕓䓭䒲䰈䑘垞䶪䁟嗏䟕蹅嵖㣾㤞㢒㢎㢉䆛銟䲦䤩鑔鍤扠剎挿揷査臿䊬秅䑡艖䡨疀奼侘偛餷詧紁㪯詫㛳㫅", + "chai": "差柴拆钗豺侪虿瘥茝芆䓱蠆䘍袃肞㼮祡㳗囆喍釵犲㾹儕㑪訍", + "chan": "产颤阐缠禅铲掺潺馋蝉搀蟾忏谄孱谗巉廛羼崭蒇骣觇澶躔冁婵单剗蕆䩶韂䵐苂䧯㹌䣑硟䐮䑎壥㙻㶣㙴刬䀡覘㢟䂁湹瀍瀺潹㵌灛滻浐㬄蟐蟬螹旵䠨囅丳嚵䡲磛䡪幝幨辿嵼懴䪜㦃懺煘鄽㢆燀裧襜䥀酁劖毚䤫䱿鑱镵㹽鋋鋓獑㺥鏟摻摲攙摌醦䤘䊲棎欃梴㯆䴼㸥艬簅闡閳産剷嬋儳饞儃緾繟纏纒產譂顫諂䜛讒誗讇斺", + "chang": "长常场厂唱昌肠偿尝倡畅倘敞淌猖怅嫦娼氅菖昶徜鲳惝苌鬯阊伥萇䩨䕋長䯴镸瓺兏厰腸膓㙊場鼚塲瑺瑒琩玚仧淐甞嘗㦂䗅暢㫤䠆䠀嚐畼悵韔廠焻裮鋹鲿錩锠鱨鯧椙閶倀仩僘償誯裳", + "chao": "朝超潮吵巢抄嘲剿炒钞绰晁焯耖怊焣㷅䏚䎐眧巣漅鼌鼂罺轈巐䬤煼㶤窲窼觘鈔䰫樔麨牊䄻鄛欩仯仦弨謿訬", + "che": "车彻撤扯澈掣尺屮砗坼莗㱌䧪聅䨁硨䞣䰩頙迠瞮䁤㵔蛼㬚唓車㥉爡烢䚢撦㨋硩㿭㯙䑲䒆勶徹㾝偖伡俥㔭䋲䛸䜠", + "chen": "称陈沉晨臣尘趁衬辰嗔琛抻伧谶碜宸郴谌忱龀榇茞蔯莀䢻莐薼䒞陳螴敶磣䣅㲀㫳䢈敐硶䫖夦䢅䐜墋趂霃齓齔瞋㴴鷐迧曟踸䟢趻㕴嚫軙贂賝䞋愖煁麎塵襯䆣鍖鈂䤟捵栕樄桭梣棽櫬䚘䑣瘎疢㽸㧱儭諶䜟謓訦諃讖沈", + "cheng": "成程称城承诚呈乘惩撑澄秤橙逞丞骋盛瞠铛塍柽埕琤净抢蛏裎铖酲枨荿䔲䧕阷㞼騁䮪騬郕䫆㼩碀脭爯頳䞓赪赬塖堘珹靗珵睈䀕䁎洆浾泟澂㲂牚瀓溗蟶晿䗊畻峸憆悜憕庱宬窚竀䆑䆵䆸䄇鋮鐣鏿鯎掁摚撐挰㨃揨檉棖檙橕棦朾乗筬稱罉穪䇸徎懲娍偁侱㐼饓僜絾緽誠椉", + "chi": "吃持池尺赤迟斥齿翅驰耻痴弛炽哧侈嗤叱敕啻饬笞踟柢呎茌褫鸱勅墀蚩蚩豉眵螭魑匙篪瘛媸傺荎䠠㔑䔟䧝妛恥欼馳䮻䮈肔胵腟胣䐤趩赿䞾灻垑漦雴鵄䜵䜻彨彲銐殦䶔齝齒歯瞝懘㳏湁蚇蚳喫噄䟷翤叺㽚㞿㞴貾㟂恜翄㓾遲翨杘遅遟憏迡烾㢁㶴粚㡿㢋熾裭䙙袳鴟㱀䤲鍉卶鉹㺈鉓瓻䰡抶摛攡㮛鶒慗鷘遫㓼麶勑䳵竾䑛䇪箎筂䈕䇼黐䪧痸癡侙䶵伬䬜飭㒆㘜䊼絺㢮訵㙜䜄謘袲誺䛂", + "chong": "重充冲虫崇涌宠憧忡舂铳种茺艟隀憃埫珫沖漴浺㳘蟲蝩蹖嘃罿㓽翀爞崈寵褈銃摏揰㧤䳯䖝衝㹐緟䌬", + "chou": "抽筹仇丑愁臭酬畴瞅绸稠踌惆帱瘳俦雠䓓薵菗䔏遚魗㦞㐜殠矁㵞躊吜疇幬㤽懤燽䊭裯䲖鮘㿧㩅皗搊㨶梼檮醻酧醜椆杽栦籌䇺臰篘䪮嬦㛶丒儔䀺偢犨讐雔雦犫讎䌧綢紬䌷絒詶", + "chu": "出处除初础助楚触畜储厨锄橱雏躇矗搐刍蜍怵滁黜绌杵蹰亍憷樗楮蒢蒭䢺㔘欪䧁䮞犓㕑㕏礎貙臅㙇埱趎耡䎤㼥䎝豠豖珿䜴璴齣齭齼敊䖏處泏濋㶆滀蟵䟞䠧躕䟣嘼㗰歜㡡幮岀㤕㤘廚䊰䙘䙕禇鶵芻雛鋤鉏㐥觸㹼摴斶櫉櫥䠂椘檚榋篨䅳処䦌竐竌閦媰俶儊儲傗絀諔鄐", + "chuai": "揣啜踹膪搋膗㪜㪓䦤䦟䦷", + "chuan": "传船穿川串喘椽氚钏舛遄舡巛荈堾玔瑏㱛䁣汌暷踳圌輲歂㼷賗釧猭㯌篅舩僢傳剶鶨", + "chuang": "创床窗闯疮怆磢䃥䚎刱䎫㵂噇䡴㡖愴窓窻摐牎牕䇬剙剏闖䚒牀瘡刅傸䭚創幢", + "chui": "吹垂锤椎炊捶槌陲棰菙㝽腄䞼䶴㓃錘鎚搥桘㩾䳠䍋埀䄲箠㥨龡倕顀", + "chun": "春纯唇醇蠢淳椿莼鹑蝽䔚䓐萶萅蓴蒓陙㸪犉脣䫃惷䐏䏝䐇䏛旾瑃睶㵮浱漘滣湻暙㖺輴賰䞐䄝䥎鰆鯙錞㿤鶞槆杶䣩䣨醕櫄橁箺䦮媋偆純㝄鶉㝇", + "chuo": "戳绰辍龊啜淖踔辶䓎歠䮕磭䃗辵趠繛齪逴涰嚽踀哾輟惙䆯鑡㚟㲋擉酫䂐䄪䍳䇍婥娖娕餟䋘綽", + "ci": "此次差词刺磁辞雌慈兹瓷赐伺疵呲糍祠茨鹚䓧㹂茦莿薋䦻㤵辝䰍䯸䂣礠㓨辭辤蛓趀䨏珁玼刾䧳㘹䖪㠿鮆鴜䳄飺泚濨蠀䗹螆跐㘂骴髊賜䛐㞖䲿㡹庛㢀皉㩞朿柌栨䆅䈘齹垐䳐餈鶿鷀甆嬨佌偨佽䭣縒絘詞", + "cong": "从匆丛聪葱囱淙熜琮苁骢璁枞藂䕺茐蔥蓯孮聦聰聡騘驄瑽瞛潈潀灇潨漗漎蟌暰䟲賩悰愡憁爜叢賨錝鍯怱鏓鏦欉樷樬樅棇徔悤囪徖䉘篵従從䳷㼻婃忩繱誴謥", + "cou": "凑腠辏楱湊㫶輳", + "cu": "促粗簇醋卒蹙猝蹴徂趣趋蔟殂䓚觕㗤顣䃚䢐脨趗鼀䠞踧踿䠓噈怚䎌憱麤䙯䥄麁䥘䟟㰗橻瘄瘯媨麄䬨縬蹵䛤誎", + "cuan": "窜篡攒蹿撺爨镩汆䰖㸑殩㵀躥㠝巑熶竄䆘鑹攛櫕欑㭫簒穳", + "cui": "催翠脆粹崔摧萃悴瘁璀啐淬毳榱䃀磪䂱膵膬䄟㯔臎脃脺趡墔琗㧘㱖㵏漼濢㳃啛嵟慛㥞忰翆㷃䊫粋㷪焠㝮襊竁鏙皠㯜槯䧽䆊凗疩伜倅紣縗缞綷顇衰", + "cun": "存村寸忖皴吋刌壿邨膥澊踆籿拵䍎竴侟", + "cuo": "错措挫搓撮磋锉蹉矬厝脞鹾鹾嵯痤蔖剒逪莡蒫莝遳蓌䂳䐣瑳䣜虘鹺睉䠡䟶㽨嵳㟇錯䱜鎈銼醝䴾酂酇㿷剉夎", + "da": "大打达答搭瘩嗒哒鞑沓耷惮靼跶褡怛笪妲荙韃䩢薘剳荅䃮迖羍迏䐛䐊垯墶㙮逹達溚蟽噠迚呾咑䵣䳴眔㟷燵炟匒鎝鐽鎉撘㯚笚䑽龖龘㾑㜓㿯畣繨詚亣畗", + "dai": "代带待袋戴呆贷逮歹岱傣玳怠黛殆迨甙棣呔诒埭毒大绐帶䒫貣㞭黱叇霴靆瑇帯㻖瀻蝳㫹曃蚮蹛跢軩軑轪軚獃懛廗襶䚟䚞鴏㯂簤艜䈆㿃垈帒貸柋㐲侢㶡紿緿", + "dan": "但单担弹蛋淡胆丹旦氮诞耽郸掸惮疸眈赕澹啖箪膻石萏聃殚瘅儋蓞䩥匰耼聸馾駳髧砃䃫㽎腅膽䨢霮䨵玬殫頕㴷単泹㵅鴠㫜啿㗖鄲單噉㕪啗嘾唌嚪黮黕黵帎賧贉刐饏疍憚憺㡺瓭沊㱽褝襌衴窞禫甔觛䱋狚㺗撣㲷抌擔撢酖柦䄷䉞蜑簞䉷躭癉癚媅妉僤伔䭛餤弾彈紞繵訑勯亶㔊誕", + "dang": "当党荡挡档裆铛宕噹菪砀凼谠蘯蕩礑碭䑗雼圵趤壋垱璫珰瞊澢灙盪璗䣊䣣當黨瓽潒逿蟷嵣氹愓襠鐺擋攩檔欓簜簹筜艡䦒闣㜭婸儅譡讜", + "dao": "到道导倒岛刀蹈稻盗捣叨悼祷焘氘捯纛刂忉菿陦隯﨩隝䧂䲽壔翿燾瓙盜螩翢嶹嶌嶋禱禂鱽島㠀魛釖擣搗椡槝檤朷稲軇艔衜舠衟㿒導噵䆃辺䌦", + "de": "的地得德嘚底锝㤫悳惪㥁䙸䙷淂㝵㥀鍀㯖棏徳恴", + "dei": "得嘚", + "deng": "等灯登邓瞪凳澄蹬噔磴戥嶝镫簦䒭隥䮴墱璒䠬燈鐙櫈艠竳嬁鄧㲪覴豋", + "di": "的地第提低底敌帝弟抵递滴迪堤蒂缔笛涤狄嘀谛娣嫡邸诋砥棣碲柢睇骶荻觌坻氐镝籴羝蔕䩘鞮靮䩚蔋苖菧慸遰菂苐蔐藡隄聜阺墬埅䮤馰牴㹍髢䯼磾厎奃䂡腣坘䞶趆覿䨤埞墑䶍豴玓珶眱䴞䀿坔滌螮蝃㼵䗖蝭旳踶䟡蹢嚁呧唙啲䵠軧䍕頔嶳埊廸岻怟鸐䊮䣌㡳焍袛祶禘鉪㪆䢑釱觝䏑鯳䱃䱱鏑摕逓遞掋拞䀸梊杕枤㭽梑樀楴㰅㣙彽秪䑭䑯糴䨀媂僀仾俤偙弤㢩締詆啇敵甋遆諦翟", + "dia": "嗲", + "dian": "点电典店淀颠殿垫奠甸碘佃滇惦巅癫掂踮玷靛钿癜阽坫簟蒧蕇䓦䧃驔厧磹㼭䟍顛㒹電墊琔齻奌敁㓠澱㵤㶘蜔蹎跕嚸㸃點敟巔嵮巓壂㞟㥆㝪鈿攧槙椣橂槇䍄癲瘨㚲婰婝傎顚扂", + "diao": "掉雕吊钓刁叼调碉凋貂鲷屌铞铫藋䔙蓧䂽奝䂪鼦雿琱㪕瞗汈蛁虭䵲彫鵰䘟窎窵鋽銱錭鑃鯛魡鮉銚釣㹿鈟扚䠼簓䉆竨瘹刟鳭㒛伄弔盄弴調訋", + "die": "爹跌叠蝶迭碟谍喋牒堞蹀垤耋鲽瓞㦶戜苵㲲䴑䮢镻胅䏲臷趃䞕耊褺䠟䲀䞇㻡殜眰眣蜨曡㬪螲㫼昳哋咥跮疂氎疊疉畳嵽峌幉㥈惵㦅恎㷸褋䘭㲳鰈䳀挕㩹㩸楪㭯鴩艓牃㑙絰绖諜詄佚", + "ding": "定顶丁订钉盯叮鼎锭啶腚仃町铤酊疔碇耵玎靪薡萣艼聢䦺矴磸碠鼑濎㴿㫀蝊虰帄嵿忊顁㝎鐤饤錠釘頂㼗㐉椗奵飣訂", + "diu": "丢铥丟銩", + "dong": "动东冬洞懂冻董咚栋侗峒恫胴氡鸫硐胨垌岽菄苳蕫駧䂢腖霘鼕䞒埬涷湩蝀昸㖦㗢戙迵㢥崬崠鯟鮗挏氭㨂東㼯鶇鶫棟動徚䅍箽笗㐑䳉䵔㓊凍䍶嬞姛㜱娻㑈倲働諌", + "dou": "都斗读豆抖兜陡逗窦蚪痘渎吋蔸篼钭䕱荳䕆阧脰郖毭㪷㐙鬦鬪鬥鬬鬭浢唗唞吺斣㞳㢄㷆竇䄈饾鈄㨮兠梪酘橷枓乧闘閗㛒餖䬦䛠", + "du": "度独读毒督渡杜肚堵赌嘟笃睹妒都镀竺犊渎牍蠹黩阇芏髑椟靯韇䪅匵䓯荰犢㸿騳䮷䀾䐗皾䢱蠧䲧覩剢瓄琽㱩殰殬裻錖瀆涜䟻黷䫳賭厾韣韥䙱䄍鑟鍍獨贕櫝醏螙篤牘䅊秺䈞凟闍㾄妬嬻豄讀讟読", + "duan": "断段短端锻缎煅椴簖葮碫腶塅㱭瑖躖䠪耑褍鍴鍛毈籪媏偳緞斷㫁", + "dui": "对队堆兑碓敦追怼镦憝䔪薱隊陮磓䨺䨴垖塠㙂㳔㵽濧瀩㬣轛䯟㠚㟋憞䊚對懟祋鐓䇤頧鴭痽䇏兊兌䬈䬽綐鐜対譵譈", + "dun": "盾顿吨蹲敦钝墩囤沌遁盹炖趸惇砘礅躉驐犜碷遯㬿逇頓潡蜳噸踲蹾㥫庉燉鈍䤜獤撴伅墪撉", + "duo": "多夺朵躲踱度堕惰哆舵跺垛咄掇铎剁哚柁裰缍䩔䩣䒳墮陏陊刴朶敠毲剟鵽敪鬌奲尮奪䐾垜㙍趓㙐埵㻧㻔畓㖼跥䠤喥嚉崜憜墯㥩剫䙃䙟䙤䤻鐸饳鈬䫂䤪挅㧷挆柮桗椯㔍軃躱䅜䑨㣞敚凙䍴痥㛆夛㛊敓飿綞嚲亸䯬隋", + "e": "额恶俄饿呃鹅扼厄蛾娥峨愕鳄鄂遏萼腭颚讹噩谔婀锷垩轭屙阿咹鹗苊莪锇䩹䳬䓊㼢蕚䔾䕏阨鵈娿阸騀頋阏砐砈㕎礘磀硆砨㼂妿䞩堨堮迗䝈豟堊蝁惡琧悪䫷㱦珴齶歺睋湂涐蚅歞噁卾㓵顎咢鶚遌覨㗁䣞遻㖾吪呝軛囮軶岋㡋崿㟧㠋㟯峉峩㦍㷈廅額頞䆓䄉鈪匎㔩鑩鍔䱮鰪鱷鰐䳗䳘魤鋨鈋擜搹㩵㼰皒搤㧖枙櫮㮙䙳齃頟䖸鵝鵞䑥䑪閼妸姶僫偔餓餩譌讍䛖諤戹誐訛哦", + "ei": "诶欸", + "en": "嗯恩摁蒽奀峎䊐煾䅰䭡䭓䬶", + "er": "而二儿尔耳饵迩洱贰鲕珥鸸铒佴荋貳弍薾聏陑毦隭刵䎶駬䮘髶髵耏鴯䏪胹兒趰弐貮邇爾児洏咡㖇唲輀轜峏粫袻鉺鮞㧫樲栮㮕栭䣵尓衈㛅䎟㜨㚷䎠㒃侕尒餌䋙䌺㢽䋩誀", + "fa": "发法乏罚伐阀筏砝珐垡䒥藅茷蕟髪髮䂲坺㘺墢琺沷㳒灋浌㕹罸罰峜彂鍅瞂䣹栰橃笩䇅冹疺閥㛲姂佱発發傠", + "fan": "反范饭犯翻繁凡泛番烦返贩帆藩梵樊蕃矾幡钒畈璠蘩燔蹯匥薠䒦㝃軬䮳颿䭵膰䐪墦䪤凣䀟㴀䀀氾滼瀿盕汎噃㕨輽䡊轓軓㠶販䪛㤆憣忛煩籵畨䊩襎㼝鱕㸋鐇㺕釩払䣲礬蠜䫶鐢棥橎柉杋笲䉊笵籓範勫飜鷭䉒舧舤凢瀪緐䌓㶗䋣㽹羳嬎㜶嬏奿仮飯飰繙䋦䛀旙旛訉拚", + "fang": "方放房防仿访芳纺妨肪坊彷舫鲂钫匚枋邡㯐牥䦈髣眆淓汸昘昉蚄趽㕫㤃錺魴䲱鈁㧍堏㑂倣鶭紡瓬䢍鴋旊訪", + "fei": "非飞费肥废肺匪菲沸啡妃吠斐翡诽绯蜚扉霏腓痱悱芾榧狒淝鲱镄镄篚萉蕜䕁䕠陫騑騛䰁厞朏蜰䑔鼣胇靅奜猆靟䩁剕㐟䨽棐婓餥渄濷㵒蟦暃昲曊䠊胐㥱屝飛飝䨾廃廢裶䚨䤵鯡鐨㩌杮㭭櫠䈈馡䆏䉬癈疿婔俷緋㔗費誹䛍", + "fen": "分份奋粉纷愤氛芬粪坟焚吩酚忿汾雰玢鼢瀵鲼棼偾蕡䩿棻蒶隫㸮奮膹朌鼖䴅墳豮豶瞓濆昐蚡㖹轒幩帉岎憤翂燌黺糞黂㥹衯鐼鱝魵獖鈖㮥橨梤燓㷊枌馩馚躮秎羵㿎朆竕羒妢僨弅餴饙蚠炃紛䯨訜", + "feng": "风封丰锋峰奉凤缝蜂冯逢疯讽枫沣烽俸砜葑唪酆䒠䩼飌蘴碸䏎堼犎霻靊堸鴌琒盽湗灃溄浲漨㵯沨渢䟪鄷豐崶㡝賵赗峯㦀焨煈寷䙜鎽鋒鏠猦摓檒桻覂楓麷夆蠭㷭篈艂馮瘋妦仹凮凨凬鳳僼鳯風偑綘縫諷", + "fo": "佛坲梻仏", + "fou": "否不缶鴀䳕雬殕缹缻妚紑", + "fu": "复服夫富府父负副福妇附符付幅伏浮腐腹傅扶辐肤抚覆辅赋赴甫缚弗咐俯俘孵拂斧敷脯腑袱芙氟孚蝠阜匐麸釜涪馥凫驸茯讣蝮蚨苻呋罘稃芾跗拊茀趺伕鄜莩菔莩阝砩郛滏蜉呒幞赙赙怫黻黼祓鳆鲋桴绂艴绋荂芣葍䕎䓛䔰萯荴蕧䧞䮛駙䭸䯱㬼䯽髴砆䩉㕊䂤㚕鵩胕䨗䞜䞯䞸䞞韨䘄㙏䨱垘坿䝾邞琈豧玞畐㽬鶝鬴巿玸鳺䫍膚虙㐢㜑澓洑泭㳇㫙蝜蜅蚹䗄蚥哹踾䟔䟮嘸㕮咈罦輻畉䡍䍖輔輹㟊賦帗賻㠅岪翇㤱䪙韍㤔烰粰糐焤炥冨䘠袚褔衭襆複袝襥䃽禣祔鍢鈇頫負鰒鳧鮲鮒鮄鍑鳬鉜鉘䎅捬撫郙棴尃酜枎盙乶椨榑椱覄栿柎麬麩麱柫旉懯箙筟㓡䫝甶䠵䘀蛗峊鴔簠秿復稪艀䒇䒀䑧䵗彿笰乀竎㵗癁䦣㾈娐妋嬔婏媍婦䵾怤姇釡俛偩俌颫紱綒綍䋹䌿刜㪄縛䌗緮䋨絥弣紨紼諨訃㚆詂佛", + "ga": "嘎伽尬噶旮咖夹尕尜钆嘠錷釓魀玍", + "gai": "改该概盖钙溉芥丐垓赅戤陔葢蓋荄䏗瓂豥㕢䀭漑晐畡乢峐賅䪱忋祴鈣匃匄㧉摡槩槪㮣姟侅絠絯郂㱾賌該", + "gan": "感赶敢甘杆干肝乾柑竿赣尴苷秆橄坩擀绀酐泔玕灨旰矸澉淦疳䔈芉皯䃭尷尲趕幹榦倝迀鳱䲺攼尶盰澸漧㽏汵䵟骭䯎忓粓衦鳡鱤㺂魐檊桿䇞簳稈筸贑䤗贛凎仠凲紺詌", + "gang": "刚钢港纲岗杠缸冈扛肛戆罡筻犅牨矼堽堈䴚㽘㟵崗㟠剛岡焵焹釭䚗鎠鋼摃㧏掆槓㭎棡罁疘冮戅戇綱", + "gao": "高告搞稿膏糕羔镐篙睾皋诰槁藁锆杲缟槔郜菒䔌藳㚏夰䗣鼛櫜峼韟祮祰禞鋯鎬鷎㚖皐槹橰檺勂吿臯鷱筶㾸餻縞髙槀稾稁誥", + "ge": "个合各革格歌哥隔割葛阁戈胳颌鸽搁咯疙蛤骼铬膈嗝镉圪鬲硌盖哿塥虼袼搿舸䪂䩐鞈䕻戓㦴茖呄䧄牫騔㷴䐙肐䨣䘁䪺䫦臵鞷㵧滆滒䗘蛒㗆嗰轕輵㠷愅韚韐裓㝓䆟觡鎘亇饹鴚鮯鎶獦鉻犵匌挌㨰擱槅戨㢦櫊䈓㪾敋箇笴閣鴿䢔個佫佮彁諽䛋䛿謌", + "gei": "给給", + "gen": "根跟亘艮茛哏亙㫔揯搄㮓䫀", + "geng": "更耕耿庚梗哽埂羹赓颈鲠绠莄菮堩刯郠浭畊骾峺焿鹒賡鶊䱍䱎鯁䱭䱴挭椩㾘羮絚綆䌄緪縆䋁", + "gong": "工公共功供攻宫贡巩弓恭拱躬龚汞蚣珙肱红廾觥龷慐貢㔶䢼拲㭟䂬鞏䡗㧬㼦碽厷髸塨䢚㺬㫒唝嗊輁幊愩㤨熕宮觵匔匑栱㯯杛篢躳䇨㓋龏龔侊糼糿", + "gou": "构够句购狗沟勾钩拘苟垢篝枸媾佝诟笱岣鞲遘觏彀缑冓覯芶䃓豿撀㜌㝅㨌坸耇耉耈玽溝㳶蚼㗕啂㽛購䝭䞀韝煹㝤褠袧雊鈎鉤夠㺃搆構簼䑦痀姤緱訽詬", + "gu": "古故固顾姑骨鼓股谷孤估雇咕呱辜菇沽锢贾钴梏臌箍蛄汩蛊轱诂牯崮鸪鹘瞽痼鲴毂菰牿嘏罟觚酤巭薣盬㠬䓢蓇苽巬㠫夃㚉䜼䮩尳鴣㼋䀇脵皷鼔堌㯏䅽皼榖穀糓轂䍍䐨䶜䀦䵻䀰濲瀔淈泒蠱啒唃唂軲䡩䍛罛軱鶻崓愲祻鈷錮馉鮕鯝鈲䀜㧽扢橭棝榾柧杚箛稒笟篐㒴㽽凅㾶羖嫴傦餶逧僱䊺縎詁顧", + "gua": "挂瓜寡刮褂呱卦剐胍鸹括栝诖䒷劀騧趏坬颪啩踻叧罣冎剮歄㒷煱掛桰鴰䈑颳絓緺詿", + "guai": "怪拐乖䂯㽇罫恠叏夬㷇㧔柺枴箉䊽", + "guan": "关观管官惯馆贯冠灌罐棺斡倌纶矜盥莞鳏鹳掼涫䩪䪀鸛觀雚蒄覌礶瓘璭琯矔卝泴㴦潅丱䗆䗰躀輨䏓䎚悺慣爟㮡悹䙮䘾䙛窤祼鑵鳤鱹鱞鰥䲘錧鏆摜欟樌罆観筦䦎癏瘝痯関關闗舘館䌯遦貫毌䝺", + "guang": "光广逛胱犷潢咣桄茪黆炗垙珖洸㫛炚輄臦臩廣烡広灮炛銧獷姯僙俇", + "gui": "规贵归鬼桂轨柜硅龟跪瑰闺诡傀匮圭刽桧鲑癸皈炅鳜珪匦眭晷刿庋宄簋妫茥鞼匭蓕蘬㔳陒雟㸵騩䰎厬胿䝿㙺攰邽㪈郌䳏䞨垝昋鬹規槼嫢璝鬶椝瓌劌瞡瞆瞶䁛氿湀㲹蟡蛫螝貴䠩軌䯣䞈巂嶲恑庪廆袿䙆襘祪禬鑎䣀㩻觤亀鐀鱖鮭䲅鱥䤥猤摫撌㨳㧪櫃槻樻槶椢櫷檜筀歸龜䇈攱閨䍷䍯癐䐴嬀姽媯劊佹䌆詭帰", + "gun": "滚棍辊衮磙丨鲧绲蓘蔉䎾䃂㙥㯻睔滾䵪輥惃鯀鮌袞緄緷㫎䜇謴", + "guo": "国过果郭锅裹蝈埚帼聒虢椁腘粿掴蜾崞猓馘菓蔮聝䂸㞅䆐腂膕䐸堝墎㳀㶁淉漍濄蟈褁㖪㕵嘓啯㗻國囯輠囻囶圀幗過惈慖䙨鈛鍋鐹馃㚍懖摑楇䴹槨簂瘑䤋䬎餜彉綶彍涡", + "ha": "哈蛤虾铪鉿紦", + "hai": "还海孩害嗨亥骇咳氦嗐骸胲醢㜾駴駭㦟塰咍䯐㤥烸䱺㺔㨟㧡酼䠽䠹䇋妎饚餀", + "han": "含汉喊寒汗旱韩函涵罕憾焊憨翰撼邯悍捍酣瀚鼾蚶颔晗菡犴旰顸焓厂邗撖䕿䓿㽉䓍蔊莟顄凾圅馯駻厈䫲丆䏷䶃䐄爳䨡䖔㙳頇㙈垾韓㲦螒鶾䮧雗㙔䎯䧲琀䁔睅甝㵄漢涆澏浫㵎浛暵蜬虷㪋晘蜭蛿㘕㖤哻㘚㘎唅輚䍐崡嵅屽䍑㟏㟔熯㶰㸁䗙䘶䤴䥁釬銲魽鋎猂㺖鋡㨔扞皔㮀梒䈄馠筨兯閈闬㽳嫨㜦娢傼佄㒈㑵谽豃頷㼨䌍㢨䛞譀", + "hang": "行航杭巷夯沆吭绗颃苀垳䀪蚢䣈䟘貥㤚裄䴂魧筕笐䘕䦳絎斻頏迒䲳", + "hao": "好号毫耗豪浩郝壕嚎皓镐蒿嗥濠昊貉薅颢灏蚝嚆薃䒵茠薧聕䧚䧫䝞毜㬶䝥㘪淏㵆灝澔滈昦㬔暤暭晧曍䯫顥暠蠔㙱䪽號㕺噑哠嘷㞻㠙乚悎鰝獆獔獋皞皡皥皜㩝椃秏籇竓恏㚪侴䬉䜰傐儫㝀䚽鄗譹皋", + "he": "和合何河呵核喝荷吓贺赫盒颌褐鹤禾嗬壑诃涸阂阖劾貉龢翮菏盖盍曷纥蠚鞨䕣萂䒩䓼㹇䃒碋礉盇賀䶅貈䞦䚂㷤靏靎垎靍鸖齕㕡龁澕渮㵑䳚㬞螛毼㔠鹖㓭䫘鶡㕰嚇啝咊㗿哬嗃䵱䢗峆䳽㥺䪚㦦翯煂熆爀焃㷎籺粭熇燺袔寉鶴鑉釛鲄饸魺狢鉌皬㿣抲㭱㪃㰤㮫楁覈柇㭘㮝麧䴳篕䎋惒盉䅂闔癋閤閡姀郃敆頜㪉欱餄紇鶮訶訸詥謞苛", + "hei": "黑嘿嗨潶黒", + "hen": "很恨狠痕鞎䓳拫㯊佷詪", + "heng": "衡横恒哼亨珩鸻蘅桁㔰䒛胻脝㶇涥啈䯒恆悙烆䄓鑅撗橫鴴鵆姮䬖䬝", + "hong": "红洪宏轰鸿哄虹烘弘泓竑訇讧闳薨蕻荭黉鞃䩑葓䲨葒苰䧆耾硔翃䫺硡䃔䂫㬴黌垬霟霐䞑䨎玒沗玜䀧鬨澒鴻汯渱潂浤渹晎叿吰呍嚝㖓䍔䡌軣轟輷䡏屸羾灴䉺㶹粠焢翝䆖宖銾鉷鈜魟鋐鍧撔揈篊閧闀閎䪦竤闂妅娂仜䫹谾䜫谹谼紅紘纮㢬彋綋紭訌", + "hou": "后候厚猴侯喉吼逅篌齁骺堠鲎糇後瘊茩葔䂉㸸㕈鱟䞧豞睺洉㫗㬋䗔㗋㖃吽帿翵㤧翭䙈矦鲘䪷鮜鯸䳧銗犼㺅鍭郈垕㮢鄇䫛餱", + "hu": "互乎护呼户忽胡湖虎糊弧狐壶沪蝴葫瑚浒惚唬扈琥瓠囫鹄唿斛祜滹鄠鹕醐猢和许核觳虍轷岵怙煳烀鹱槲笏冱戽䩴芐萀㸦蔛匢匫䔯苸蔰䕶㕆鬍鶘鶦䭌綔瓳㪶䎁怘䮸膴䞱豰壺嗀縠㺉螜壷垀雽䨥䨼戸䁫虖歑虝雐鍙瀫沍淴汻䲵泘滬滸䗂昒昈㗅䠒嘑嘝嚛喖䍓軤幠恗䪝䊀䉿焀熩粐㝬寣隺鍸䚛鳠錿鱯鸌鰗魱鯱曶㫚㹱乕摢抇搰㿥䰧㨭楜㯛枑槴箶衚頶鵠䧼䇘戶䈸䉉乯簄㾰頀媩嫮嫭婟俿䬍餬䭍䭅弖絗護謼帍鳸㦿䛎戏", + "hua": "化话花划画华滑哗桦猾铧骅砉華鷨蕐黊蘤㭉䔢蒊驊硴夻磆䏦埖㓰䶤澅螖嘩㕦䠉㕷㕲呚㠏崋㟆㦊㦎糀鏵錵觟釫釪鋘䱻㚌撶摦搳㩇樺椛槬㮯枠杹䅿舙嬅婲畵畫劃婳姡嫿繣譁誮諣諙䛡話譮豁", + "huai": "坏怀淮槐徊踝蘾蘹䃶壊耲壞䴜瀤咶㠢懐懷櫰䈭㜳褱褢", + "huan": "还环换欢缓患幻唤焕寰桓痪宦涣豢獾浣奂洹圜鬟鹮垸萑漶逭锾鲩擐缳荁萈酄歡藧㿪㕕驩䭴䮝㹖貛䝠貆肒堚豲瓛環瑍雈睆䀨䀓澣澴㶎㵹渙㬊㬇㼫嚾喛喚還轘嵈䯘峘鴅懽㦥愌㡲糫煥䴟鵍寏䆠鍰䥧鐶镮奐烉鰀鯶鯇獂狟犿攌換梙槵㣪䈠歓䍺闤阛羦䦡瘓㓉孉嬛緩絙繯綄讙㪱", + "huang": "黄皇荒慌晃煌惶簧谎恍蝗磺凰隍幌徨潢璜湟肓篁蟥遑鳇癀䪄黃鷬葟㞷䮲騜奛䐵㬻䐠䑟墴塃趪䞹堭瑝䁜兤滉曂晄喤㡆崲䍿愰怳㤺熿䊣熀炾䊗宺鐄鎤鱑鰉鍠锽獚皝皩䳨㿠㨪揘榥櫎楻穔䅣艎韹㾠㾮媓偟餭䌙縨謊朚巟㠵衁諻詤", + "hui": "会回挥灰汇绘恢辉毁慧惠悔溃徽讳卉秽贿晦诙彗晖蛔桧诲喙洄荟珲蕙烩茴睢迴麾咴隳恚虺蟪缋蘳蔧薉匯㰥䕇藱薈隓䜐䧥芔䃣㥣靧䩈㩓毀毇䏨噕璤恵豗㱱㻅璯睳顪翽瞺頮颒滙湏洃泋潓輝濊瀈蛕㬩暳蚘蜖暉嚖嘒噅䫭囬廽逥圚廻㞧屷賄囘翙屶懳㤬憓恛翚翬烠烣燬㷐㷄煇燴寭袆䙡䙌褘禈鏸鐬䤧灳鮰獩㨤㩨㨹拻撝揮櫘槥檓橞檅楎篲䂕穢鰴幑䇻䅏徻闠阓痐瘣㜇彚媈嬒婎㒑僡會㑹佪儶餯㑰繢彙絵繪譿詼譭䛼譓䜋䛛諱詯誨堕", + "hun": "婚混昏魂浑棍荤馄珲诨溷阍葷蔒䧰鼲䰟琿殙睴睧尡渾涽䫟圂慁轋䡣昬睯忶㥵惛焝觨䚠掍㨡棔䴷䅙䅱閽婫倱俒㑮餛䛰諢", + "huo": "和活或火获货伙惑霍祸豁夥蠖嚯镬藿劐耠灬钬锪攉㦯韄䰥蒦騞奯剨臛耯靃眓矆矐䂄䁨濩湱瀖沎漷曤嚄嚿喐咟吙㗲㘞䯏旤雘㦜邩㸌煷窢䄀禍䄑䄆鑊䱛鈥鍃獲掝擭捇㨯檴䣶㯉穫秮䉟秳艧秴癨䦚閄彠彟佸俰貨䋭謋", + "ji": "机几基己期济及级计即极技记集际积纪急激既继击奇季鸡迹剂辑绩吉寄疾挤肌籍祭寂脊饥忌冀藉稽畸棘鲫叽圾嫉姬讥妓汲系伎缉唧骥羁髻悸瘠箕暨矶麂岌蓟亟戟跻诘犄荠稷畿霁嵇嵴屐蒺觊笈玑楫偈鱀勣芨咭其齐芰蕺剞赍殛乩洎虮戢跽哜墼鲚掎笄彐佶齑䓫䩯蘎鞿蘻蘮葪薊茤旡蕀蔇虀薺䓽焏際隮㤂䲯﨤㹄䯂驥䮺鳮䰏㞆㚡朞卙䦇惎諅磼磯䐀鶏膌䐕䐚鷄雞叝䨖趌䟌䞘䟇塉郆霵賷坖䣢耤耭垍賫㙫㙨霽㒫䢋㱞㻷㻑璣璾䶩茍㦸䁒㭰㲺㴕㴉湒濈瀱漃㳵泲鹡鶺漈潗済濟䗁螏蝍暩蟣嗘踖躤踑蹟蹐䠏躋跡㘍㗊㖢喞㗱嘰嚌羇羈轚擊檕罽輯毄㚻繋撃䍤䝸覬㡇䶓嶯㠖㞦㠍㥛忣㠱㥍丮鵋㞛愱懻妀庴廭㸄㲅襀襋禝禨錤觙觭銈銡鱾䤠鍓魥鰿魝魢鯚鯽鰶鱭鑙犱鏶鐖鑇㔕撠刏鬾魕㰟裚揤曁旣皀卽皍擠㨈鸄覉覊極㮟樭橶枅䤒檝㮨梞槣槉楖㭲檵機櫅䇫彶䚐嵆徛簊稘筓積臮箿稩躸䪢刉艥䒁鷑穊穄穖穧兾㾊痵癪㽺㾒㾵癠塈堲䳭姞䢳伋亼偮㑧飢饑谻㞃僟亽雧級綨績緁緝紀彑䋟継紒㡮幾㡭繼計韲齏剤劑齎齌㧀記誋譤譏䜞给", + "jia": "家加价假架甲夹佳嫁驾嘉贾钾稼颊伽挟迦枷荚戛拮浃胛袈痂颉镓岬笳珈蛱跏瘕袷葭恝郏铗莢䩡䕛斚犌戞㕅郟夾頰鵊㼪脥駕毠乫㔖鴐腵貑鴶㪴耞圿豭玾頬䁍䀹䀫浹泇蛺䖬唊斝䑝幏叚忦糘麚䴥裌鋏鉫鉀鎵猳拁抸扴㮖榎梜賈椵榢槚檟徦㿓婽傢價䛟", + "jian": "间见建件坚简渐减检践健尖监艰键肩兼鉴浅箭碱剪剑舰奸歼俭拣荐贱茧柬捡煎溅涧谏睑堑腱毽笺缄饯硷翦犍謇鲣僭锏缣囝鞯菅蒹戋戬湔趼踺蹇裥搛枧楗笕鹣牮谫戔韉靬韀鞬堅䵖㔋監鋻鍳鑒㯺譼虃囏艱蔪繭薦藆蕑蕳葌菺䧖䮿礷碊礛鬋䶠䩆礀磵礆堿麉䶬趝墹䵤鳽雃戩臶幵瑊珔䵡豜豣殱殲瑐蠒玪鹸鹻鹼見瞷睷瞼㓺瀳減洊瀐䤔漸濺瀽㶕澗湕㳨瀸暕鵑踐䟰跈轞䟅䭕賤䯛䯡賎帴㦗惤熞熸糋寋弿襺袸襉襇鑑鑬鳒鏩鰹鰔鰜鰎鑳㺝猏鐗鐧䥜鍵鐱鑯㨴挸揀擶揃㨵撿樫檻椷栫榗梘㰄椾検檢櫼箋㣤㔓䄯牋筧䅐馢籛䇟篯艦簡䉍徤䵛覵間覸冿鶼姧姦俴剣劍劎剱劒劔餞䬻䭠餰䭈㦰倹儉緘絸繝彅縑諓䛳譛鵳諫譾謭旔詃槛", + "jiang": "将讲江降奖蒋港匠疆浆姜僵酱桨缰绛犟强茳礓耩豇洚糨匞韁薑顜葁蔣䕬㹔膙塂壃䞪䙹畺殭䁰滰疅畕嵹翞糡鳉鱂摪摾橿櫤㯍夅䉃䒂奨醤㢡奬獎醬漿螀螿槳將傋䋌䥒繮勥謽絳弜弶講", + "jiao": "教叫较交觉角脚焦胶郊缴骄娇轿搅浇嚼校剿礁椒矫狡绞蕉酵窖饺跤佼侥皎蛟茭醮姣铰湫鲛峤艽噍挢敫徼僬鹪茮斠藠驕膠腳膲趭璬珓䂃䣤䴛䁶㳅灚澆漖䀊滘潐㬭曒蟜暞晈蟭䠛踋劋嘂嘄噭呌嘦轇轎較嶠㠐峧賋嶕嶣䪒憿憍煍烄燋䘨䆗窌䚩鱎鮫䥞獥鉸鐎㩰敎皭攪撹皦撟捁挍摷㰾譥釂㭂敽鷮敿矯徺臫笅穚簥筊㽲㽱虠䢒䴔鵁勦嬓嬌孂㚣僥龣儌餃鷦燞繳纐絞訆譑䜈", + "jie": "结解接阶界价节介姐借街揭届洁杰截皆戒捷竭劫桔藉诫秸睫楷芥婕拮孑诘疥嗟颉疖桀碣羯讦偈蚧毑袷家她卩喈骱鲒䕙鞊鞂蓵䔿菨莭㔾階卪岊犗礍䂝䯰䂶㛃镼砎䃈脻丯刦刧刼頡㔛劼㓤迼堺堦䣠琾疌玠䀷䁓潔尐滐蠽湝昅蛶蠘蜐蛣䗻蝔唶踕跲喼吤畍嶻崨幯㠹巀嵥岕悈屆㞯㦢㸅庎煯㝌衱袺褯衸㝏䥛觧鉣㘶鍻鎅鮚䰺䱄䲙魪狤擮㨗掲擑㨩掶搩杢㮮楬楐檞桝榤㮞椄徣䂒䅥節蠞稭㓗㾏㿍楶癤痎䇒媎媫嫅媘㑘倢偼䲸傑飷結䌖鶛誡訐詰誱謯䛺", + "jin": "进金今近仅紧尽禁劲津斤晋锦浸筋巾谨襟靳矜瑾烬噤缙觐馑堇荩卺赆廑衿钅槿妗蓳荕菫緊覲㝻歏黅藎䒺巹㹏矝厪㰹砛䐶墐壗晉㬜琎瑨殣琻勁珒璶璡齽䶖鹶漌溍浕濅堻濜㴆㬐䗯唫嚍䝲贐惍㶦煡燼寖䘳䆮祲觔釿錦釒㨷劤搢䖐䤐枃䫴㱈㯲㯸䑤凚嫤㶳盡䀆賮嬧僅仐侭伒僸饉䭙儘進縉䋮䌝紟謹䥆", + "jing": "经精境京静竟惊景睛镜径警晶劲竞净敬井颈茎鲸荆靖兢痉憬泾菁粳阱胫腈迳旌璟儆箐刭肼靓獍婧弪荊莖葏㢣蟼憼驚䔔聙頚㣏㕋脛鼱㘫坓汬丼璥靜靚䴖鶄殌璄巠剄頸鵛逕坙梷淨汫瀞㵾涇澋浄曔暻㬌踁䵞䡖幜麠麖宑穽鯨㹵猄鏡坕桱橸稉徑秔凈痙竸競竫竧妌婙婛俓傹経弳經綡䜘鶁亰旍誩", + "jiong": "炯窘迥炅颎冂扃蘏蘔褧駫駉澃䐃坰埛㷡煛泂浻煚㖥囧冋㢠冏䢛燛㤯烱逈㷗㓏㑋僒侰絅䌹綗熲顈", + "jiu": "就究九久旧酒救纠舅揪灸疚臼鸠厩赳韭咎桕啾柩鹫鬏玖阄僦匶萛韮匛䓘舊牞镹䊆䳔䳎慦㺩㺵殧齨䰗鬮㲃汣䡂㠇丩乆䊘㡱廏廐廄㶭麔䆒鯦勼匓捄摎㧕揂㩆欍柾朻樛杦舏䅢揫㐇鳩奺倃糾乣糺紤鷲䛮", + "ju": "具据局举剧句居巨距聚拒柜菊矩惧俱拘桔咀锯鞠橘踞驹沮瞿炬踽疽遽掬枸飓榘苣裾龃榉倨狙钜莒且车苴鞫犋雎琚屦窭锔醵椐讵蘜䕮䢹乬巪蒟輂埾陱聥犑駏驧駶駒䃊砠㪺䢸舉㐦擧鴡貗腒䏱鼳鼰毩毱弆壉趜埧㘲耟㠪歫䶙齟䶥郹䴗鶪㮂狊䋰勮豦劇愳虡眗䡞洰㳥挙湨澽涺泦泃淗趄昛蚷㬬蜛䗇蹫跙㘌躆跼跔踘啹罝㽤巈岠岨崌㞫鵙怇鶋懅懼䪕㥌屨㞐凥烥粔焗粷寠袓襷䆽窶䄔鉅鐻邭鋸鋦鮔匊䱟鮈鵴䱡據㩴㩀㨿挶䰬抅㐝拠檋櫸欅䣰䤎椇梮椈秬簴筥躹䅓艍䈮䵕閰姖娵㜘婮婅倶侷颶䜯繘詎䛯諊渠", + "juan": "卷倦捐圈娟鹃绢眷涓镌蠲鄄狷锩桊蔨菤奆朘腃臇埍睊睠淃瓹呟罥羂䳪脧惓慻焆㷷裐隽鋑䥴獧錈鎸鐫捲䚈䣺㯞䅌䡓勌劵䄅龹䖭帣巻餋弮勬絭姢䌸㢧絹㢾讂㪻", + "jue": "决觉绝掘嚼爵诀厥倔攫崛蕨獗撅噘抉镢蹶谲角孓噱橛珏矍鳜桷钁劂爝觖匷㓸芵蕝孒䦼矡駃砄蹷蟨憠鷢橜䐘䏣臄貜䏐䁷覺趉䞵䞷赽瑴䝌玨㻕玦亅䀗覐㵐決覚泬灍蟩䖼蚗虳噊䟾躩䠇趹爴䡈㟲嶡嶥崫㤜憰戄屩屫刔鴂爑㷾熦焳䙠䘿䆕䆢氒鐍鐝觼觮䦆鈌鴃玃㹟㩱挗㸕捔撧㰐㭾㭈櫭䍊䇶欮疦瘚弡彏䋉㔢絶㔃絕譎斍訣", + "jun": "军均菌君俊峻钧郡骏竣隽浚筠麇儁皲捃莙葰䕑陖皹駿鵕㕙碅㓴埈䝍㻒珺䜭濬汮㴫晙蜠蚐呁㽙畯賐懏燇麏麕皸軍袀㝦寯鲪銞馂鵔鮶鍕銁鈞攈攟棞桾箟箘䇹姰頵鵘覠㒞餕㑺雋龟", + "ka": "卡咔咖咯喀佧胩垰裃鉲䘔", + "kai": "开凯慨恺揩楷铠忾闿锴岂蒈垲剀锎䒓奒䐩塏䁗暟嘅䡷輆剴颽凱㡁嵦愷愾炌烗鎧㚊鎎鐦鍇開闓勓欬", + "kan": "看刊堪砍坎勘嵌侃槛瞰龛阚磡戡莰凵顑歁墈栞䶫鬫矙轗輡嵁崁惂冚欿衎㸝䘓㸔䀍竷闞龕偘", + "kang": "抗康炕扛慷亢糠鱇伉钪闶匟砊漮䡉囥嵻忼㱂粇㝩鏮犺鈧槺躿穅閌嫝邟㰠", + "kao": "考靠烤铐拷犒尻栲䐧攷丂洘䯌嵪㸆銬鲓鮳鯌䯪髛", + "ke": "可科克客刻课颗壳棵渴咳柯磕苛坷瞌窠蝌轲颏恪稞髁珂氪缂岢嗑剋尅呵骒溘蚵锞钶疴薖萪匼騍牱犐礚碦勊勀砢㕉堁殼殻㵣渇顆敤㪙趷礊軻嶱嵑㞹嵙峇愘炣㪡愙䙐錁翗鈳搕揢榼醘㐓㪼㤩衉艐痾㾧牁娔樖緙課頦", + "kei": "剋尅", + "ken": "肯恳垦啃龈裉㸧硍墾懇貇豤肻肎褃錹掯", + "keng": "坑吭铿硻阬牼硁硜䡰鏗鍞銵摼挳妔誙劥", + "kong": "空控孔恐箜倥崆鞚硿埪涳㤟悾鵼錓躻㸜", + "kou": "口扣寇叩抠佝蔻芤眍筘剾蔲瞉鷇㲄瞘滱䳟怐冦宼㓂窛釦敂䳹摳劶㔚簆彄", + "ku": "苦哭库枯裤酷窟挎骷绔袴刳堀喾䧊郀矻嚳㱠跍圐㠸庫廤㐣焅褲鮬狜楛桍䇢秙䵈瘔㒂俈絝", + "kua": "跨夸垮挎胯侉咵趶骻䯞銙舿姱誇䋀", + "kuai": "会快块筷脍侩狯哙蒯浍郐䓒巜膾凷墤㙕㙗塊圦㱮欳澮㬮噲䯤㟴廥糩鲙鱠獪擓㧟㔞䈛鄶䭝儈旝", + "kuan": "款宽髋䕀臗髖寛寬窾窽䥗䲌鑧䤭㯘歀梡欵", + "kuang": "况矿狂框旷筐眶匡邝哐圹诳劻夼贶贶纩诓匩邼硄礦砿壙眖矌洭黋況曠昿軭軖軦軠岲貺恇忹懭鄺懬爌䊯鋛鑛鉱㤮鵟狅抂䵃筺穬儣絖纊絋誆誑", + "kui": "亏溃愧奎魁馈葵窥盔傀匮逵夔喟睽喹聩揆篑岿馗蒉蝰暌跬悝愦䕚蘷藈匱蕢䕫虁聵聭聧骙騤犪尯磈㚝膭頍㙓刲䖯殨㕟虧潰晆䠑䟸躨蹞嘳顝䯓巋巙憒煃窺頯鍷鍨㨒䫥楏䤆櫆楑籄簣䈐䦱闚䍪㛻嬇媿戣鄈䳫饋餽䧶謉", + "kun": "困昆捆坤锟崑鲲琨髡堃醌悃阃菎騉髨髠硱堒壼壸瑻睏涃潉蜫䖵晜㫻鹍鵾䠅崐焜熴鶤裩裍裈褌祵錕鯤猑㩲梱稇稛閸閫綑", + "kuo": "括扩阔廓蛞鞟鞹萿葀䯺髺鬠霩濶䟯㗥韕挄擴拡頢筈䦢闊", + "la": "拉啦腊辣蜡落喇垃剌旯邋砬瘌藞鞡䪉菈䏀鬎磖䂰㕇䃳臈臘䟑䝓䶛㻋㻝瓎溂䗶蝋蝲蠟嚹翋㸊爉鯻鑞镴搚揦攋䱫揧辢楋櫴柆䓥", + "lai": "来赖莱癞睐籁徕涞崃疠唻赉濑铼䓶藾萊䧒騋㚓䂾琜睞瀨瀬淶䠭㠣崍庲襰䄤䲚鯠錸猍梾頼賴鵣棶郲來賚顂鶆逨䚅麳筙㥎籟徠箂䅘癩㾢婡俫倈䋱", + "lan": "兰蓝烂览篮栏拦懒滥揽澜婪岚缆阑榄斓褴啉谰镧漤罱藍韊䪍覧覽擥蘫蘭葻䰐䃹䑌壈璼㱫瓓灆濫灠灡浨㳕瀾嚂囒躝㘓幱嵐㞩懢懶惏㦨爁爦爤糷䊖顲燗爛燷燣襤襽襕襴䆾钄䳿鑭㩜攬㨫攔欖㰖欗醂欄籃籣䦨闌㜮孏嬾㛦孄儖㑣㑑繿纜䌫䍀譋斕讕", + "lang": "浪朗郎狼廊琅螂啷榔鎯莨阆蒗锒稂䕞蓈蓢硠朤朖㙟埌㱢瑯䁁䀶蜋㫰䍚䡙䯖崀㟍㢃烺䆡㝗䱶鋃樃桹躴艆筤㾿閬㾗嫏郞塱㮾勆郒欴㓪斏誏", + "lao": "老劳落牢络捞姥烙唠涝佬潦痨酪崂醪乐耢铹铑栳荖䵏䕩硓磱嗠䝤朥耮耂㐗䳓珯澇労浶蛯蟧㗦咾嘮哰轑㟙㟹嶗㟉㞠恅憦顟粩䃕勞憥䝁窂銠鮱鐒䲏狫㧯撈㨓橯䇭躼軂簩癆嫪僗髝䜎", + "le": "了乐勒肋仂嘞鳓泐叻艻阞砳㔹玏氻㖀忇㦡鰳鱳扐楽樂簕竻韷餎", + "lei": "类累雷泪勒蕾垒肋擂磊儡镭耒羸嘞檑酹嫘缧缧诔䒹蕌蘲虆藟蘽蔂蘱絫厽㹎䮑礌礧磥㲕䐯鼺䨓靁㙼䢮䣂頛㼍瓃矋㵢洡灅㶟涙淚㴃蠝䍥䍣塁罍礨㔣壘壨畾纍轠鸓䴎櫐㡞類頪纇颣禷鐳銇鑸鑘鱩錑攂㭩䣦欙櫑樏䉪䉂䉓癗㿔㒍㑍㒦儽傫纝縲䛶誄讄", + "leng": "冷愣楞棱塄薐䮚碐堎睖踜㘄唥䚏䉄稜倰䬋", + "li": "里理力利立例离历李礼丽粒隶哩璃励黎厉厘梨莉吏栗犁鲤狸砾沥荔篱漓笠蛎痢俐锂俚雳逦戾镉罹栎蠡俪藜鹂骊砺蜊黧娌莅猁疠傈唳溧疬慄醴砬喱鬲苈澧蓠坜嫠郦呖跞轹詈粝鲡鳢枥篥缡藶蒚蒞荲䔆䔁䔣䔧蔾菞䔉苙茘䓞蘺䧉犡䮥䮋驪勵厲礪㔏礰鬁㻎砅䃯礫歴暦厯磿歷厤曆㻺㽁貍䤚蠫䴄脷壢靂隷䟐赲䟏靋塛孷釐剺斄㹈瓑珕蟸叓䣓䰛酈鸝邐䚕婯麗䴡㱹㡂㽝瓅瑮琍瓈䶘㮚䁻睙濿瀝浬浰沴涖灕蠇䘈曞蠣蛠㬏蝷蚸蟍蜧㒿嚦㘑囇躒㗚唎嚟㕸囄轣䡃轢䍠䍦豊巁屴峛峢㟳峲㠟岦㤦㤡㦒悧悷䊪爄糲糎爏廲粴麜㷰裡褵䙰禲禮䄜䥶觻䲞鋰鱱鳨鱺鯉鱧鯏㺡鏫鑗鉝瓥㼖攊㿨攦㸚擽皪搮㧰攭櫔櫪栛朸隸䣫欐䤙醨栃檪櫟鷅梸㰀㯤欚棙樆㰚䅄穲䖽䵩悡鋫䱘㴝犂睝䖿鯬鵹䊍邌錅䴻棃剓筣䉫秝艃䵓䅻籬癘竰癧䍽㿛㾐㾖鴗凓䇐孋㓯娳刕儮儷䬅䬆㑦㒧劙䗍盠盭䰜纚䋥綟縭讈裏離謧", + "lia": "俩", + "lian": "联连脸练炼恋莲怜链廉帘敛镰鲢涟殓濂梿奁裢潋楝蔹臁琏琏蠊裣匲蓮薕萰蘞匳蘝聨聫聯䏈聮奩鬑䃛磏臉䨬覝堜鄻璉㱨殮瑓䁠㶌瀮漣湅濓溓瀲澰㶑螊蹥嗹噒連㦁㡘慩翴㦑憐䙺㥕燫煉劆㢘熑褳襝鏈鰱鰊鐮錬鍊㺦䥥鎌㼓摙櫣㪝槤㼑㰈㯬㟀簾䆂䇜籢籨亷㾾㝺羷㜕嫾嬚媡㜃㜻斂㪘歛㰸僆䭑縺練䌞纞謰戀", + "liang": "两量亮良粮梁俩凉辆谅粱踉晾靓莨墚魉椋䩫䓣駺㹁脼㔝兩両涼湸蜽唡啢䠃喨哴輌輛輬辌㒳䝶悢糧裲䭪鍄掚魎䣼樑倆倞俍緉諒", + "liao": "了料疗辽僚聊廖缭寥撩燎撂瞭缪嘹潦寮镣蓼獠尥鹩钌藔䒿镽䩍尞鷯遼䨅㶫膫㙩璙䝀敹漻㵳暸蟟曢蹽蹘䍡嶚嶛髎嵺賿憭憀屪鄝䢧䎆廫膋爎㡻䉼炓㝋窷竂釕鐐爒㺒橑䄦簝䑠療嫽尦飉豂䜮繚䜍", + "lie": "列烈裂猎劣咧冽趔鬣埒洌躐捩茢䓟聗㸹犣鬛㼲脟㲱埓劽䴕㤠烮鮤鴷迾姴䁽浖毟蛚㬯哷䟹䟩㽟煭鱲猟獵㧜挒挘擸栵㭞㯿䅀䉭巤颲儠䜲", + "lin": "林临邻磷淋鳞霖麟琳拎凛吝粼赁蔺躏嶙啉璘廪檩遴膦瞵辚辚懔臨䕲菻藺隣阾厸驎䮼䫰碄壣瀶潾澟暽䗲晽躪蹸躙㖁轥疄轔崊恡悋懍燐㷠䢯鄰粦㔂亃翷斴甐麐廩冧㝝䚬鱗鏻獜撛㨆橉䫐檁箖䉮焛閵癝凜癛僯賃繗綝㐭", + "ling": "领另令灵零龄岭铃玲凌陵棱菱伶苓聆翎绫羚鲮呤棂蛉囹瓴酃泠柃䔖蘦䖅蕶蔆蓤䕘䧙駖㸳砱朎霊霗㪮䰱龗霝䴒䚖孁靈㲆䨩夌坽䴇霛琌㱥㻏齡羐鹷齢澪淩㬡昤㖫跉䡼䡿輘軨䯍崚岺嶺㦭㥄爧燯炩㡵䴫麢䙥裬袊祾䄥錂鯪魿狑鈴掕皊櫺欞㯪醽䉁䍅䉹䈊䉖䠲舲彾秢笭衑竛閝㾉婈姈鸰刢領鴒䌢綾紷詅〇", + "liu": "流六留刘硫柳溜瘤碌榴馏琉浏绺蹓遛镠骝鎏鹨熘镏锍旒蓅藰蒥䋷䭷驑駵駠騮磟磂䶉㙀塯霤㽌璢畱鬸珋瑠䰘澑畄瀏瑬蟉䗜㽞嚠疁罶嵧羀懰鷚翏雡熮㶯廇麍裗䄂䚧鐂鏐䱞䱖鰡鎦鋶鹠劉鶹㨨橊桺栁桞橮䉧癅嬼媹飗飂䬟飀飅餾綹㐬斿旈", + "long": "龙隆笼垄拢胧聋咙陇窿珑垅弄砻茏栊滝眬泷癃䪊蘢䃧隴䏊龓尨礲朧霳䥢鏧壠靇瓏矓漋㙙㴳湰瀧昽曨蠬哢躘嚨嶐㟖巃巄贚㦕㢅爖㝫襱竉鑨攏梇䙪櫳槞㚅䡁徿籠䆍篭聾礱龍壟龒蠪驡鸗㰍竜㛞㑝儱豅㡣", + "lou": "露楼漏陋搂喽篓娄镂偻髅蝼瘘耧蒌嵝鞻㔷蔞䮫㲎塿耬䝏剅瞜䁖漊溇螻嘍䣚䫫婁甊遱鷜㪹髏㟺嶁屚慺㥪廔熡䄛鏤䱾㺏摟樓簍䅹軁艛瘻瘺謱", + "lu": "路陆绿露录鲁炉卢芦鹿碌禄卤虏庐噜麓颅漉辘掳六赂鹭戮泸橹璐潞鲈撸蓼箓轳胪垆氇鸬渌辂镥栌簏舻逯虂䩮蘆蓾蕗蔍菉陸䎼騼䮉騄馿䰕磠硵䃙硉臚膔氌䐂壚塷趢塶圥勎坴鵱瓐㱺璷琭矑虜㪭盧顱鸕鹵睩淕瀘滷澛瀂淥曥蠦螰㫽踛嚧蹗鷺䟿嚕㖨黸䡜轤轆輅䡎髗㠠賂峍㟤㦇䎑勠剹㢚廬爐廘熝粶䴪㼾䘵祿錴鐪鑪鏀㔪鏴鯥䲐鱸魯鴼鵦䱚鏕魲鑥獹録錄鈩擄攎摝擼醁㯭櫨樐㯝樚櫓㯟㭔椂枦甪罏稑籚簬簵穋簶穞籙艣艫艪舮㓐㿖㛬㪖䚄盝㜙娽僇侓纑彔䌒㢳㪐謢玈", + "luan": "乱卵挛峦滦鸾孪栾銮脔娈䖂虊亂灤羉圞圝釠癴癵鵉孿㝈奱㡩灓曫巒鸞鑾攣欒孌臠㱍龻䜌", + "lun": "论轮伦仑沦纶抡囵崙菕芲陯磮碖腀耣埨淪溣蜦踚㖮圇輪崘惀㷍鯩錀㤻掄棆䑳稐䈁婨侖倫綸論", + "luo": "落罗逻洛络螺裸萝锣骆烙骡啰珞箩摞捋倮瘰猡硌荦脶漯泺镙椤雒蠃蘿蓏騾駱䯁硦覶頱腡㼈㱻覼䀩㴖濼曪囉囖邏羅峈㦬犖鏍鑼鮥玀㩡攞㰁欏洜㓢鵅籮躶䈷笿癳㿚㑩儸饠㒩纙絡䌱䌴驘臝䊨鸁䇔詻剆㽋咯", + "lv": "律率绿虑旅氯铝履吕捋驴滤侣屡缕榈褛偻闾稆膂藘葎䕡驢膢膟垏勴慮濾郘呂氀㠥嵂屢爈焒褸祣鑢鋁㲶捛挔櫖梠櫚穭箻閭儢侶僂絽縷緑綠繂膐", + "lve": "略掠锊寽㔀畧㨼圙鋢鋝稤", + "ma": "马吗妈麻嘛骂码抹玛蚂蟆犸嫲么杩蟇蔴䣕馬䣖遤碼鬕瑪睰溤螞䗫嗎駡嘜罵䯦犘㦄䳸祃禡鎷鰢鷌獁㨸榪㾺痲痳閁媽㜫㐷傌㑻摩", + "mai": "买卖麦脉埋迈霾荬劢唛薶勱邁蕒䮮脈霢霡䨪賣売䨫䁲嘪䚑鷶買麥衇䘑䈿㜥佅䜕", + "man": "满慢漫曼蛮瞒蔓馒螨幔缦鳗谩颟墁埋鞔熳镘䕕顢㒼蔄蘰鬗䯶鬘䰋䐽䝡䝢㙢䟂瞞満滿㵘澷蟎鄤㬅㗈㗄䡬㡢慲屘悗䊡襔鏋鏝鰻獌摱樠槾䅼䑱姏娨嫚㛧僈饅䜱縵謾䛲矕蠻", + "mang": "忙盲茫芒氓莽蟒铓牤邙硭漭䒎莾蘉茻牻駹厖硥壾㙁㻊䁳䀮盳浝汒蠎㬒蛖哤䟥䵨㟿㟐㟌㡛恾庬㝑鋩狵釯杧䅒笀䈍痝娏䖟杗吂", + "mao": "毛矛貌冒贸帽猫茂茅髦瑁锚牦铆卯懋袤昴峁眊茆瞀蟊蝥耄泖旄蓩鶜䓮芼鄚萺堥暓䖥愗髳冇貓䫉覒氂犛㲠㺺渵㴘冐毷㪞㒻㫯蝐罞軞䡚冃㡌戼㝟錨夘鉾䀤鉚乮鄮貿㧌㿞㧇皃㒵楙柕㮘枆酕䅦笷媢㚹䋃", + "me": "么濹嚰嚒", + "mei": "没美每妹梅煤眉霉媒枚酶镁媚魅玫昧莓糜楣寐湄嵋袂浼鹛镅猸䒽葿䓺苺脄腜脢堳坆㺳䜸瑂珻眛睸䀛湈沬沒渼䰪蝞跊嚜槑䵢黣䍙嵄郿鶥韎㶬䊊煝塺䊈燘禖祙鎇鋂鎂抺攗鬽挴楳㭑䤂栂䆀䰨躾黴徾篃毎䉋羙凂痗媺嬍媄睂旀", + "men": "们门闷瞒懑扪汶焖钔虋菛璊玧㱪懣㵍暪㡈䝧㥃㦖䊟穈燜䫒鍆㨺捫椚門悶閅們", + "meng": "梦蒙猛盟孟萌朦氓锰懵蟒勐檬濛蜢虻蠓矇瞢甍礞艨艋䓝鄸䒐䠢顭夢莔氋鹲鸏蕄䰒㚞䑅䑃䏵㙹靀霿霥矒溕曚䗈甿㠓幪懜懞冡鼆䀄䙩㝱䙦錳䴌䲛鯭鯍䥂獴䥰㩚掹擝橗䤓䴿䵆䉚㒱癦䇇㜴儚饛鄳夣蝱", + "mi": "密米秘迷蜜弥泌眯咪觅谜靡糜猕谧醚嘧弭脒幂麋縻汨蘼蘼芈敉宓冖祢糸蔝㰽蒾䕷蘪藌蔤葞䕳䮭镾覔㫘䪾覓㸓塓鸍羋瞇䖑濗漞濔㵋㳴㴵灖洣滵淧沵沕䌘渳瀰㳽羃䍘峚幎㠧㟜怽幦戂㥝㐘粎䊳麊熐麿爢㸏麛䴢冪宻鼏䁇冞㝥袮禰祕䱊銤獼㩢覛擟攠㨠䤍䤉釄醿醾䣾榓櫁樒簚䉾㜆孊侎䭩䭧䌩䌐㣆䥸彌㜷瓕䌕䋛䌏䛉謐䛑䛧謎詸", + "mian": "面免棉眠绵勉缅腼冕娩沔湎眄渑宀芇葂䏃䰓勔靦靣䃇㻰㤁丏麺䀎睌矈矏矊汅㴐澠蝒㬆喕愐糆㝰鮸緜㮌䤄杣㰃櫋麵麪麫檰䫵臱媔㛯婂嬵偭㒙緬絻綿", + "miao": "描苗妙秒庙渺瞄缪淼藐缈邈鹋眇喵杪鶓㦝䁧䖢㠺庿廟劰篎䅺竗媌嫹㑤緢緲玅", + "mie": "灭蔑篾咩乜蠛薎孭礣烕䩏䁾瀎滅䘊哶吀幭懱鴓鑖鱴搣櫗衊䈼㒝", + "min": "民敏闽皿悯抿泯岷闵苠珉玟黾愍鳘缗蠠䃉䂥碈砇垊琝瑉琘䁕盿湣潣旻旼䟨䡅罠䡑䡻㟭崏㞶䪸敯刡㥸鴖暋㟩敃惽怋憫忟鍲鈱䲄錉㨉捪笽笢簢勄慜鰵閩冺痻閔姄僶緡㢯䋋黽緍忞", + "ming": "明命名鸣铭冥螟茗瞑酩溟暝蓂眀眳洺㫥鳴朙㟰慏䊅鄍䒌䫤覭㝠䆩䆨䄙銘猽掵榠凕嫇姳佲詺", + "miu": "谬缪謬", + "mo": "么没模末默莫摸脉磨冒膜摩墨漠魔抹沫陌寞摹蓦蟆蘑馍谟茉貉秣殁貘万貊耱麽镆瘼嫫嬷嬷靺䒬莈驀㱳謩藦䮬砞䩋礳䃺䏞貃䳮塻圽歿歾瞙眜瞐䁼眽眿尛蛨黙昩䘃蟔嗼嚤䁿㱄髍帞帓懡糢㷬爅㷵䯢劘麼䜆庅鏌銆魹䱅魩獏㹮皌擵枺橅䴲䉑妺嫼嬤饃䬴饝纆絈謨嘿", + "mou": "某谋牟眸缪呣哞鍪蛑侔䥐劺鴾䏬䗋踎䍒恈䱕㭌麰繆謀", + "mu": "目母木模莫幕牧亩墓姆慕穆暮姥牡拇睦募沐牟缪苜钼毪坶仫莯䧔鞪䱯楘㜈牳砪氁胟雮霂畞䀲暯蚞踇畂畮峔幙慔毣炑䥈鉬狇鉧㣎㧅䑵艒㾇凩㒇縸䊾畆畝畒", + "na": "那哪拿纳娜呐捺衲钠内南肭镎靹蒳䖓乸䫱貀豽䏧雫䀑㴸䖧䟜吶㗙嗱軜䎎䪏袦鈉魶䱹鎿㨥䅞笝䇱郍䇣䈫拏妠搻納䛔", + "nai": "奶耐乃奈萘氖迺艿能鼐柰孻螚䘅䯮腉渿褦釢錼㮈㲡廼㮏疓㾍䍲嬭倷", + "nan": "难南男喃楠囡赧囝腩蝻䕼䔜萳戁難莮䔳遖䁪湳暔㫱㽖畘䶲煵揇抩枏柟䈒㓓婻娚侽諵䛁", + "nang": "囊囔曩馕攮䂇嚢灢㶞蠰乪擃欜齉儾㒄饢", + "nao": "脑闹恼挠瑙呶孬桡淖铙硇垴蛲猱夒䃩碙碯臑脳腦䑋䴃堖鬧蟯巎嶩悩憹怓惱鐃獶獿峱㺀㺁撓䄩閙嫐㞪㛴䫸㑎匘譊䛝詉䜀䜧", + "ne": "呢呐讷哪疒䭆䎪眲㕯抐訥", + "nei": "那内哪馁脮腇㼏㘨㖏䡾內䳖鮾䲎鯘錗㨅氞氝娞㐻餒", + "nen": "嫩恁㶧㯎㜛嫰", + "neng": "能䏻㲌㴰", + "ni": "你疑尼泥拟逆妮腻倪匿溺霓昵睨怩鲵铌旎呢坭猊伲䘌臡苨䕥薿孴聣隬䧇膩貎胒䝚郳㪒堄䁥齯惄眤㵫淣聻埿氼暱晲蜺蚭跜輗㞾㠜㥾㦐愵籾麑䘽䘦觬鈮鯢狔㹸掜屔抳䰯擬棿檷柅䭲馜秜䵒䵑屰䦵嫟嬺婗妳儞㲻伱儗㣇縌誽䛏", + "nian": "年念粘碾撵捻辗蔫拈埝黏鲶鲇辇廿䩞卄輦涊㲽淰躎蹍蹨哖唸㘝㞋惗焾鮎鯰攆撚䚓鵇秥簐䄭秊艌䄹姩䬯", + "niang": "娘酿䖆醸釀嬢孃", + "niao": "鸟尿溺袅脲茑嬲蔦䮍䦊䃵䐁㳮㠡㞙鳥䙚裊㭤樢嬝嫋㜵㒟褭", + "nie": "捏聂涅孽镍蹑蘖镊颞啮嗫摄乜陧臬糵㜸苶菍聶顳隉孼蠥糱櫱䯅䯀䯵齧㚔䂼㘿㙞摰槷湼㴪圼囁囓躡踙嚙踂噛踗㡪嵲嶭巕㸎䄒鑷鑈钀鎳錜揑㩶枿㮆籋臲篞㖖痆闑帇敜䌜䜓讘捻", + "nin": "您恁脌囜㤛拰䋻䚾䛘", + "ning": "宁凝拧狞咛柠泞佞聍甯䔭薴聹鬡㿦矃澝濘䗿嚀寕㝕㲰寍寜鸋寧寗鑏獰擰橣檸㣷嬣儜倿䭢侫", + "niu": "牛扭纽钮拗妞忸狃靵莥䒜牜䏔㺲䀔汼炄鈕杻䋴紐", + "nong": "农弄浓脓哝侬蕽鬞膿䢉䁸濃噥農燶㶶襛禯㺜挵挊醲檂欁辳齈穠秾䵜癑儂繷譨", + "nu": "努奴怒弩帑孥驽胬搙䢞笯駑砮㐐傉伮㚢", + "nuan": "暖䎡渜㬉煗煖䙇奻餪", + "nuo": "诺娜挪糯懦喏傩搦难锘逽㔮蹃㡅愞懧糥糑鍩䚥掿㰙梛榒橠稬穤㐡㛂儺㑚諾", + "nv": "女衄恧钕朒沑籹釹衂", + "nve": "虐疟硸䖋䖈瘧婩", + "o": "哦噢喔筽", + "ou": "偶呕鸥殴耦藕讴禺沤怄瓯区欧蕅毆鷗歐甌䚆鴎藲膒腢塸漚㼴嘔吘䯚慪熰鏂䳼櫙㛏㒖䌔䌂謳", + "pa": "怕爬帕扒啪趴琶耙杷葩钯筢䔤苩䯲䶕潖帊袙皅掱舥妑", + "pai": "派排迫拍牌湃徘俳哌蒎犤沠渒㵺䖰輫鎃猅棑㭛簲箄簰", + "pan": "判盘胖潘盼叛攀畔拌蹒泮蟠磐槃爿袢柈番襻丬萠蒰聁䰉䰔磻䃑䃲坢眅㳪溿沜瀊洀蹣跘炍鑻鋬牉䈲鞶幋縏盤鎜搫媻頖鵥冸詊拚", + "pang": "旁胖庞乓磅螃彷滂徬耪逄䮾厐龎肨膖胮霶㫄雱䨦眫㤶㥬炐龐鳑鰟舽䅭㜊嫎䒍覫", + "pao": "跑炮泡抛袍刨咆疱狍庖匏脬鞄䩝萢皰礟礮靤砲奅褜垉㘐軳麅麃炰拋爮㯡麭䶌㚿䛌", + "pei": "配培陪佩胚赔沛妃裴呸帔辔霈锫醅旆蓜阫馷䪹䲹䫠肧毰珮㳈浿㫲䣙賠㟝怌㤄䊃犻錇㧩衃姵俖伂轡裵斾", + "pen": "盆喷湓葐翸歕喯噴呠瓫", + "peng": "朋碰棚蓬膨捧篷鹏烹砰澎抨怦硼嘭彭堋蟛莑芃蘕駍騯鬅髼鬔䰃磞硑鵬蟚塜塳㼞淎泙踫輣軯䡫剻㥊憉恲熢袶䄘鑝錋匉捀皏掽樥槰椪䴶梈椖稝竼篣閛韸韼㛔倗傰纄弸苹亨", + "pi": "皮批屁披辟疲脾匹劈僻副罢譬啤琵坯癖毗痞枇霹噼裨媲否貔丕吡陂砒邳铍圮睥蜱疋鼙陴埤淠蚍罴甓庀擗郫仳纰苉鴄㓟隦阰駓髬㔻礔磇䏘豾脴腗䑀䑄膍肶豼噽嚭壀耚疈錃潎澼蚾蚽䠘㔥羆䡟毘岯嶏崥翍礕䴙憵鷿鸊悂炋焷螷蠯鈹銔鉟銢鲏鮍魾魮䤨釽錍狓狉鈚抷㨽揊䰦䫌䤏㯅秛秠稫篺笓鵧㿙闢嫓伾伓枈紕諀旇䚰䚹", + "pian": "片偏篇骗扁翩骈胼蹁便犏谝貵䮁騈駢騙腁䏒跰囨骿賆魸鍂楩楄覑㸤㾫㛹媥㓲騗鶣㼐諞", + "piao": "票飘漂瓢瞟缥剽嫖朴嘌骠慓殍螵薸䕯䏇驃犥㵱㬓䴩鰾㺓㹾皫㩠魒勡彯飄顠翲㼼醥徱篻闝僄飃縹旚", + "pie": "撇瞥苤氕丿暼鐅撆嫳覕䥕", + "pin": "品贫频拼聘拚嫔颦姘牝玭榀蘋薲驞礗砏琕顰䀻矉蠙嚬汖㰋馪穦嬪娦貧", + "ping": "平评凭瓶屏苹萍乒坪呯鲆枰娉俜蓱荓聠砯胓䶄塀玶㻂淜涄洴蚲蛢輧軿甹岼幈帲帡屛焩鮃檘缾䍈甁簈箳郱頩艵慿憑凴竮㺸評冯", + "po": "破迫婆坡颇泼朴泊魄粕珀鄱钋笸陂叵钷皤蔢尀蒪頗駊奤砶䞟䨰㨇洦湐溌潑昢哱嘙嚩岥䯙岶䪖烞鉕釙鏺廹敀櫇䣮䣪酦醱醗箥䎊䄸㰴㛘㔇繁", + "pou": "剖掊裒犃垺哣㧵抔捊抙箁咅娝婄", + "pu": "普铺扑谱朴葡仆浦蒲埔菩瀑圃噗曝匍蹼溥濮璞莆氆攴镤镨堡攵䔕䑑蒱䧤陠㹒暴圤墣㺪瞨潽㬥䗱圑贌烳炇㲫䴆菐鯆鏷䲕鋪獛鐠擈撲酺檏樸㯷䈻䈬穙痡暜舖舗㒒僕纀諩譜", + "qi": "起其气期器企七奇汽齐妻启旗弃骑欺漆棋岂凄契歧戚栖泣砌祈蹊乞迄崎祺鳍伎缉岐琦祁琪憩畦沏绮脐亟嘁荠杞麒颀耆啐蛴碛淇葺芪祇綦欹槭萋讫圻蕲揭萁芑骐亓丌柒汔蜞屺桤藄䩓䓅鄿䕤蘄䔇䒻炁芞藒䒗萕陭隑䏅䧘亝騹騎騏䭼䭶唘碶磩碕鬐䰇磧慼䫔䚉栔㓞㼤矵攲敧鵸碁䫏磜剘蜝㐞䳢棊肵䏠臍墄埼霋䞚䟄䎢璂䚍玘郪鶈䀙䶞盀盵濝淒呇滊湇湆蚑螧蚔蚚暣㫓蠐咠唭踦跂䟚噐呮罊蟿䡋軝䡔䢀㟢豈帺㟓岓嵜㠎邔慽㥓愭悽愒迉忯㞚㞓懠粸䉻麡䧵褀褄䙄禥䄎䄢鏚錡锜釮鲯鯕鶀䱈鰭䲬䰴夡玂猉鐑頎掑捿氣鬿魌気摖㩩櫀㯦㟚棲㩽榿檱㮑䣛桼憇諬䅲欫甈㣬䄫簯䅤䑴䉝艩簱籏㾨竒疧闙䀈婍娸傶僛倛䏌䬣㒅綺緀紪䭫䭬綥䌌斊棄䛴諆斉齊䶒䐡䁉䋯啔啟䏿䁈晵啓棨訖旂枝俟稽", + "qia": "恰洽掐卡髂拤袷咭葜鞐圶硈胢䨐殎䶝䶗䠍跒䯊峠㡊帢㤉擖酠冾㓣䜑", + "qian": "前千钱潜迁浅签纤牵欠遣铅歉谦乾倩嵌虔钳黔谴堑扦阡茜钎掮犍钤佥荨骞愆箝芡芊肷椠岍悭慊褰搴仟缱䪈韆䕭茾孯臤蜸掔婜蔳葥蕁蒨騚騝㸫鬜鬝厱膁㦮墘䥅亁乹圲䨿䁮䖍歬淺灊潛汧壍嬱汘濳蚈黚輤塹㟻槧㜞軡㡨岒慳悓忴粁䊴䞿騫錢鹐鵮銭鉗鑓鰬釺鎆鈆鉛鈐鏲㧄攑㩮拑皘㨜攐攓㩃拪揵扲撁橬檶遷棈榩櫏杄槏㯠圱刋谸籖䍉篏䈤䈴篟簽籤羬䇂䦲竏㪠䫡奷媊僉俔儙諐伣㐸偂傔䭤仱欦綪繾縴譴顅謙牽", + "qiang": "强枪墙抢腔羌呛跄锵蔷羟襁戕戗嫱樯蜣炝锖镪薔蘠蔃墻玱瑲溬漒蹡蹌啌嗴唴嗆嶈廧熗獇猐鏘鎗鏹摤㩖搶檣椌䵁槍艢䅚篬牆羥羗羻羫墏斨牄嬙㛨戧強彊繈繦謒疆", + "qiao": "巧桥悄瞧敲乔侨翘峭窍俏锹鞘憔跷撬樵荞橇壳雀诮峤鞒硗愀劁缲谯鞩鞽㤍䲾㚽菬荍藮蕎陗犞磽䃝䩌硚礄䂭翹墝㚁趬趫墽墧睄郻㴥踍蹺躈蹻嘺骹帩幧韒燆㢗㝯䆻竅釥鐰鄥䱁鄡鐈鍬撽櫵槗橋勪喬䀉䎗㡑鍫䇌頝癄嫶僺僑顦繰繑誚髜毃㪣髚譙", + "qie": "切且窃契怯砌伽茄妾惬趄锲箧挈郄苆㥦匧㰼聺㚗洯蛪㓶厒㤲㰰朅淁㫸䟙踥㗫愜悏竊鍥䤿鯜㹤癿篋笡籡穕㾜䦧㾀㛍㛙䬊", + "qin": "亲侵勤秦琴禽钦沁芹寝擒矜噙覃揿芩嗪衾螓吣锓檎菣靲䔷懃斳兓菳菦藽耹骎㮗駸肣㘦赾埐坅琹珡䖌澿瀙螼蠄昑蚙唚㞬嶜嵚嶔嵰懄慬吢㤈㢙庈㝲寴寢寑顉鈙鮼鵭欽鋟鈫抋捦撳㩒搇梫䠴笉䈜瘽䦦親㓎㾛嫀媇㪁鳹雂綅誛", + "qing": "情清亲青轻请倾庆氢晴顷卿蜻擎氰磬罄圊箐苘檠謦黥鲭綮葝䔛碃䌠硘埥殸漀㷫郬靘靑殑濪淸暒甠啨軽輕鑋䝼䞍慶檾庼廎寈錆鯖䲔夝擏掅氫㯳櫦棾樈凊儬傾頃請勍剠䋜䯧", + "qiong": "穷琼穹邛茕跫蛩銎筇卭㧭䓖藭藑蛬䊄䅃赹璚瓗㼇瓊瞏睘惸㷀煢焭熍焪䆳竆窮宆憌桏㮪橩笻䠻舼儝㒌䛪", + "qiu": "求球秋丘酋囚蚯邱裘鳅巯泅湫虬遒楸逑龟蝤赇糗犰鼽俅蓲鞦鞧莍萩蘒芁䎿毬肍䞭趥坵皳䣇盚㺫蟗玌璆殏巰㐀汓浗湭渞蛷虯䟵䟬䠗唒㕤賕㟈崷㞗㤹㥢恘秌煪觩觓銶䲡䤛䱸鰽鯄鮂鰍鰌釚釻㼒㧨搝扏梂逎㭝朹湬蝵鹙鶖醔媝穐篍龝蠤㷕丠頄㐤叴訄恷䜪紌絿緧䊵訅仇", + "qu": "去区取曲趣趋屈驱渠躯娶岖瞿祛蛐觑衢蛆龋黢癯苣蠼佉阒麯蘧蕖磲朐璩氍劬鸲麴诎葋䒧匤菃敺區䒼螶䧢阹驅駆駈厺髷胠刞臞䝣鼩㰦鼁坥䟊䞤趍趨耝璖麹䶚齲覰覻䁦䀠䂂戵鸜覷灈浀淭䖦㫢蠷蟝蝺呿䠐躣㖆軥㻃嶇㲘岴胊鶌憈翑焌爠粬煀袪鑺鴝斪䵶鰸魼鱋抾㭕㯫欔欋麮衐籧忂筁軀闃閴竘竬㜹佢伹紶㣄䋧絇詘詓誳㧁", + "quan": "全权圈泉劝拳券犬醛蜷痊颧铨荃诠筌鬈畎辁悛犭绻勸顴葲虇䄐騡駩犈牷犮硂䑏䟒埢瑔䀬湶洤蠸䠰踡跧啳圏輇巏㟨㟫峑恮䊎烇鳈鐉鰁銓搼權楾権棬椦勧箞㒰齤奍韏觠牶闎婘姾佺縓綣絟詮", + "que": "确却缺雀鹊炔瘸榷阙阕悫皵鵲䧿蒛碏礭確硞碻礐趞㱿㲉愨慤埆㱋塙琷㴶崅燩㕁搉㩁棤㰌缼䇎䦬㾡闕闋傕卻", + "qun": "群裙逡麇䭽夋囷峮宭㿏㪊裠帬羣", + "ran": "然染燃冉髯苒蚺䖄㲯蒅㸐䒣㿵髥肰䫇珃蚦呥嘫冄䎃衻袡袇䤡橪㯗䑙㾆媣姌㚩㜣䣸繎", + "rang": "让壤嚷攘瓤禳穰蘘鬤㚂壌瀼躟懹爙獽穣䉴儴勷譲讓", + "rao": "绕扰饶桡娆荛蕘隢㹛遶襓擾橈䫞嬈㑱饒繞", + "re": "热惹喏若熱", + "ren": "人认任忍仁韧刃妊纫壬饪仞衽荏稔轫亻靭靱荵芢㸾牣䏕䏰肕腍忈䀼軔㠴岃屻韌㣼䴦袵祍魜鈓銋扨梕杒栣朲棯忎躵秹䇮秂姙刄䋕鵀㶵栠飪餁䭃仭䌾紝纴綛紉絍認訒讱", + "reng": "仍扔芿陾辸礽㭁䄧㺱䚮", + "ri": "日䒤驲馹囸衵鈤釰釼", + "rong": "容溶荣融绒熔蓉茸戎榕冗嵘镕蝾肜狨茙㲨䩸氄駥毧㲓㲝坈瑢瀜栄螎曧蠑䠜㘇䡥䡆軵嶸峵烿爃嵤榮㣑䘬褣䇀宂㝐䢇㼸鎔㺎搑搈榵㭜䤊槦穁䇯穃䈶羢媶嬫嫆傇傛縙絨", + "rou": "肉柔揉蹂鞣糅葇鶔騥䰆腬脜䐓瑈瓇渘蝚㖻輮㽥禸韖煣粈宍鍒鰇楺䄾䧷媃厹譳", + "ru": "如入乳儒辱汝蠕茹褥濡嚅孺铷缛襦女蓐薷颥溽洳蕠蒘㹘㦺鄏肗䰰顬渪蝡曘嗕嶿袽鱬銣㨎擩扖醹杁筎㐈鳰邚鴑䋈媷嬬帤鴽挐桇侞縟繻", + "ruan": "软阮朊䓴碝礝耎腝堧壖瑌瓀輭㽭軟䞂撋䪭㼱媆偄㐾緛", + "rui": "瑞锐蕊兑睿芮蕤蚋枘蕋蘃蘂䓲㓹甤叡㪫㲊壡汭蜹繠橤鋭銳桵㮃䅑㛱緌䌼", + "run": "润闰膶瞤潤㠈橍閏閠䦞", + "ruo": "若弱偌箬鄀爇蒻叒䐞渃㘃嵶焫鰙鰯挼捼楉篛婼鶸", + "sa": "萨撒洒仨卅飒脎蕯薩靸躠隡馺䘮㪪灑㳐䊛䙣鈒钑摋櫒颯㽂㒎䬃訯", + "sai": "塞赛腮鳃噻毸毢嗮㗷嘥顋愢賽䚡鰓揌䈢簺僿思", + "san": "三参散伞叁糁毵馓弎㪚毿犙䫩鬖毶壭䀐潵㤾糤糣糝䊉䫅鏾鏒㧲㪔䉈閐厁俕饊傘繖", + "sang": "丧桑嗓搡颡磉顙䫙桒喪䡦褬鎟槡", + "sao": "扫嫂骚缫搔臊瘙埽鳋䕅騒騷䐹矂溞螦氉鰠鱢掻掃㿋㛐㛮颾繅髞梢", + "se": "色涩瑟啬塞铯穑槭䔼雭䨛嗇㱇璱㻭歮濇濏澁渋㴔洓瀒澀轖懎㥶銫鏼摵擌㮦栜穯穡䉢閪瘷歰飋㒊繬譅", + "sen": "森襂槮椮", + "seng": "僧鬙", + "sha": "沙杀啥纱砂傻刹厦杉莎煞鲨霎裟挲嗄唦痧唼铩歃萐蔱䮜髿䝊硰㲚㸺乷鯊桬啑喢帹翜翣廈粆魦鯋鎩猀毮閷殺榝樧㰱箑䶎䈉䵘閯㚫㛼儍倽紗繺", + "shai": "晒筛曬㬠㩄簛籭簁篩", + "shan": "山单善闪扇衫陕珊禅杉擅掺栅煽膳删姗汕赡跚掸讪缮舢疝嬗潸鳝搧鄯苫膻芟骟彡蟮钐陝剼騸㚒磰㪎脠赸墠圸墡㣌睒灗澘㶒晱蟺嘇軕刪邖幓贍炶煔覢熌䘰禪䄠釤銏䱉䱇鱓鯅鱔狦鐥䦅䥇䦂掞挻㨛樿柵檆椫䴮㣣笘䠾䆄痁閊㪨敾歚羴閃羶譱姍僐饍傓縿繕䚲訕謆", + "shang": "上商伤尚赏汤裳晌熵墒垧殇觞绱鞝蔏鬺殤丄尙賞漡滳螪贘慯恦禓觴鋿鏛鑜樉䬕傷緔扄謪", + "shao": "少烧绍召稍梢哨勺捎邵鞘芍韶筲艄苕劭潲杓莦萷䒚䔠蕱髾㪢䏴㲈玿輎㷹焼燒䘯袑鮹柖䈰䈾㸛娋卲綤䙼䬰弰紹旓", + "she": "社设射涉舍摄舌蛇折拾畲奢赦慑麝赊佘猞歙阇厍滠揲蔎騇厙奓䂠䁋䁯灄渉㴇㵃涻蠂虵蛥䵥畭輋䞌賒賖懾韘慴䀅䄕䤮攝摂捨欇㰒㭙檨䠶㒤舎畬䬷弽䌰㢵設", + "shen": "什身神深参甚审伸申沈渗婶肾慎绅呻娠砷蜃莘吲糁鯵诜谌瘆信葚胂渖哂矧谂蔘腎頣蓡薓葠駪㰮眘昚脤㥲堔珅眒瞫滲㵕㵊瀋涁蜄曑曋罧屾峷愼糂籸燊籶邥㔤審覾宷裑䆦穼罙祳鋠鲹鉮鰺鰰魫鯓氠扟䰠柛㰂榊兟甧甡鵢瘮㾕妽嬸㜤姺敒侺侁㑗紳弞矤訷谉讅詵諗訠", + "sheng": "生声省胜升盛圣剩乘牲绳笙甥嵊晟眚蕂苼䎴聖陞阩陹鼪勝賸榺墭聲殅珄渻湦泩䚇㼳晠琞曻昇㗂呏貹䞉憴焺鍟䱆鵿鉎狌斘橳枡剰䪿㾪竔偗䁞繉縄繩譝甸", + "shi": "是时实事十使什式世识食市史石始师失视示似适士势试施室释诗氏湿饰驶拾蚀尸逝侍誓矢狮匙柿硕嗜屎噬嘘栅拭峙仕恃虱轼舐耆螫豕谥弑奭殖蓍泽莳贳埘炻鲥鲺铈酾筮蒔貰䒨蒒葹䦹旹㱁乨駛䰄觢㸷䩃乭䂖䏡鼫鼭卋㔺邿塒㐊辻兘勢丗䴓鳾瑡亊䶡眎睗䁺眂眡溼溡浉湜濕㵓澨溮湤䖨㫑㫭時昰遈㒾呩㕜䟗㖷呞軾嵵崼峕忕蝨屍鸤䲩鳲恀烒煶䊓実寔宩冟襫襹褷䙾實祏視鉽釶鉐鉂䤱鮖鰣鯴鰘鰤鶳鉇鉃㹬㹝獅鈰鍦㹷銴弒揓栻枾釃榯榁柹㮶簭遾舓秲徥師釋釈笶籂箷竍䦠嬕姼餝䭄蝕餙飾飠䌳絁試詩諟戺䗐䛈適謚諡識", + "shou": "手受收首守授售寿瘦兽狩绶扌艏膄壽夀垨涭獣㖟獸㥅収㝊鏉龵痩䭭綬䛵", + "shu": "术数书属树述熟输束殊叔朱舒鼠疏署竖蔬抒枢淑暑薯梳俞蜀庶赎塾墅恕曙倏漱黍腧戍孰澍秫菽纾疋沭摅姝殳毹荗䩳䩱㷂竪豎䜿䝂薥䔫蒁藷陎㽰毺䑕䞖霔尌朮怷璹琡䜹㻿尗虪濖瀭潄潻㳆鼡㶖蠴暏䠱踈䟽咰數軗輸㟬贖䝪䎉疎屬庻糬襩裋襡䘤䆝鏣鮛鱪鱰錰鉥掓攄捒樞樹橾㯮杸䴰鶐䉀䢤術癙㾁書㛸婌㜐㣽鵨鄃侸跾倐儵焂㒔紓綀絉䃞", + "shua": "刷耍唰㕞誜", + "shuai": "率衰摔帅甩蟀帥䢦卛", + "shuan": "拴栓涮闩䧠腨閂", + "shuang": "双霜爽孀骦騻驦礵䫪鷞㼽㦼塽鹴鸘漺灀䗮䡯慡鏯欆艭㕠孇雙縔", + "shui": "谁水睡税说氵脽氺涚涗帨裞祱稅閖㽷䭨誰", + "shun": "顺瞬舜吮蕣䑞鬊䀵瞚䀢順㥧橓楯", + "shuo": "说烁硕朔数妁蒴铄搠槊矟碩䀥爍鑠獡鎙欶箾䌃説說", + "si": "思四死斯似司丝私饲寺撕祀肆嘶嗣厮俟泗咝巳鸶蛳驷锶汜伺食厶耜兕澌笥姒缌纟蕼䔮蕬㹑㸻牭騃駟騦磃蟴䏤鼶貄亖耛䎣㺨肂洍涘洠瀃泀泤㴲蟖螄㕽噝罳㟃孠覗廝燍䇁禗禩禠鈶鐁鋖鍶鈻鉰釲㺇銯虒枱杫梩柶楒㭒榹蜤㐌恖竢凘䦙䇃媤㚶㚸娰儩佀飔価俬颸飼飤緦糹㣈鷥絲", + "song": "送松宋颂讼耸诵淞嵩悚凇怂忪菘崧竦駷鬆硹濍㕬嵷憽㞞愯䢠庺梥鎹㧐㩳㨦檧楤㮸枩柗㣝䉥聳慫娀頌枀倯傱餸䜬誦訟䛦", + "sou": "搜艘嗽嗖擞飕馊薮螋叟溲瞍嗾锼蓃藪蒐䏂騪䮟鄋㵻㖩廋廀叜鎪獀捜擻摉摗醙櫢籔䉤䈹凁瘶傁颼䬒餿", + "su": "素速苏诉缩俗塑肃宿稣溯粟酥簌窣夙谡嗉僳愫蔌涑觫蘇莤藗䔎蘓㕖骕驌碿䃤膆塐趚甦殐璛珟玊溸㴑㴼泝潥潚㴋洬㬘囌蹜憟䘻㝛鯂穌鱐鋉䥔㨞㩋榡遬㔄樎櫯梀㯈樕䅇橚䑿愬遡㪩肅䎘鷫嫊鹔䏋粛㜚㓘傃㑛餗㑉縤䌚䛾謖訴", + "suan": "算酸蒜狻匴㔯祘筭笇痠", + "sui": "随虽岁碎遂髓穗隋绥隧邃祟燧睢荽濉谇䔹荾鞖䪎芕隨䢫鐆遀砕膸埣瓍㻟璲㻪㻽歲歳睟瀡㵦浽澻㴚滖哸䠔雖䡵嵗㞸䯝髄亗賥韢熣煫襚禭䥙鐩夊檖䉌穂䅗穟㒸嬘䭉倠綏繐繀繸䍁䜔旞譢誶尿", + "sun": "孙损笋荪狲飧榫隼蓀薞蕵孫飱䁚㡄㦏猻鎨搎損㔼槂簨箰筍鶽", + "suo": "所索缩锁梭嗦琐唆羧唢娑蓑挲些睃睃嗍桫䓾莏䂹䐝䞽趖琑瑣㪽䖛溹溑逤䣔暛蜶嗩䞆惢褨鎍鎖鮻獕鏁鎻挱乺摍䵀䅴䈗簔簑㛖傞䌇縮莎", + "ta": "他它她塔踏塌榻沓蹋嗒拓獭挞趿遢溻鳎铊闼鞳鞜䓠㿹牠䂿䶁䶀墖㳠㳫澾涾毾躂躢蹹嚃嚺㗳䵬䍝遝崉䎓粏褟祂禢錔鰨鮙鉈㺚㹺獺狧撻㧺搨榙橽㭼㯓䑜䍇㣵濌䈋䈳㣛闧闥闒阘㛥侤㒓傝䌈誻䜚譶", + "tai": "大太态台抬泰胎苔汰钛酞肽薹骀邰炱跆鲐䑓菭孡態㣍駘夳冭坮臺㙵溙汏汱㬃旲㘆囼㥭忲䢰燤炲㷘㸀鈦鮐擡檯䣭䈚籉箈舦嬯㒗㑷㑀儓颱", + "tan": "谈探弹碳坦叹滩炭摊坛贪谭潭痰毯瘫檀坍袒覃忐昙钽澹郯锬藫歎菼䕊䃪貚䏙䐺墵䞡壜埮墰㽑壇璮灘潬湠曇暺嘆嘽啴嗿惔憛憳憻顃㲜㲭㷋燂䊤襢䆱鉭錟擹攤醈醓醰橝榃舑舕罎罈䉡癱䦔痑婒怹倓僋貪談譚䜖譠", + "tang": "堂唐糖躺汤塘倘趟烫膛淌棠搪螳蹚羰傥溏帑醣耥瑭螗铴镗樘鞺薚蓎隚䧜磄膅鼞赯矘漟燙湯坣䣘劏曭蝪踼䟖嘡啺戃糛爣糃煻鄌㲥鶶㼺禟鐋鏜钂鎲镋鎕㿩摥㭻橖榶䉎篖䅯闛㜍伖㑽儻㒉偒傏饄餹䌅㙶", + "tao": "讨套逃陶桃萄掏涛淘滔叨韬啕绦洮饕跳鼗鞱鞉鞀㹗騊駣㚐夲瑫㴞濤蜪飸咷轁幍慆韜裪祹迯鋾匋搯槄醄䵚嫍絛䬞饀䬢弢縚綯绹縧詜謟討䚯䛬", + "te": "特忑忒慝铽脦蟘㥂鋱㧹", + "teng": "腾疼藤滕誊䕨虅驣䲢幐縢螣騰鰧謄膯鼟霯漛䠮熥籐籘䒅䲍駦痋邆儯", + "ti": "体提题替梯踢蹄惕啼剔剃涕屉嚏锑棣倜悌鹈逖醍缇绨䪆䔶薙蕛䧅㯩騠髰鬄鬀碮厗朑䨑趧趯䎮瑅殢瓋睼漽渧題鶗惖逷㗣嚔蹏鷤嗁㖒罤䯜體骵䝰㡗崹惿屜褆䙗褅禔禵䚣鳀鯷鷈鮷悐銻鍗䴘鷉掦挮揥擿笹䣽㬱䶑䅠躰軆徲籊稊㣢䣡䶏鵜媞偍䬾緹䌡綈䛱戻謕歒鶙弟", + "tian": "天田甜填添佃恬腆舔阗钿畑忝殄畋掭菾黇磌碵䩄胋鷏㙉甛塡靔靝瑱㐁琠璳兲睓沺淟湉晪䟧䠄唺㖭䡒䡘鴫䐌覥觍賟悿屇㥏㶺窴錪䥖搷㮇䣯酟䑚舚䄼䄽闐痶婖倎餂鷆緂㧂甸", + "tiao": "条调跳挑眺迢窕苕佻笤啁粜髫龆蜩祧鲦䒒萔芀蓚蓨糶聎䯾朓趒齠晀旫䟭㟘脁岧岹恌庣宨窱祒覜鰷䱔樤㸠䠷䎄䳂嬥鞗䩦䖺鯈鋚鎥條絩誂", + "tie": "铁贴帖餮萜聑驖䵿蛈呫貼怗鐵鐡䥫銕鉄䴴僣飻", + "ting": "听停庭挺厅廷亭艇烃婷蜓汀霆町铤葶莛梃鞓聴聽聤厛鼮脡䵺圢耓珽涏渟䗴蝏甼嵉聼廰廳烴庁烶䱓鋌㹶邒桯榳楟頲颋筳䦐閮娗侹䋼綎誔諪", + "tong": "同通统痛童铜筒桶桐佟侗酮捅瞳僮彤潼嗵恸峒茼砼仝蓪㼧㪌䂈䮵犝朣赨眮浵晍蚒䳋曈哃㠽峝峂㠉膧慟㤏烔粡庝炵燑䆚䆹鲖鉵銅鮦狪獞鉖樋㮔橦筩憅㣠秱㣚衕穜䶱勭氃䴀㼿痌㛚㸗餇絧統綂詷", + "tou": "头投透偷愉骰亠蘣斢黈䞬頭㰯䟝㖣㡏䵉㢏鋀䱏鍮㪗敨婾媮妵㓱偸紏緰㕻䚵", + "tu": "图土突途徒吐涂兔屠凸秃荼钍菟堍酴蒤葖莵鷋駼鼵迌腯㐋堗圡瑹㻬㻯㻠㻌䖘汢潳涋湥塗跿䠈唋圗圖図嶀㟮䣝鷵怢悇廜庩宊鶟鈯釷鵵鵌鍎鋵揬捸捈䤅㭸梌䅷馟兎禿稌筡鵚瘏痜凃䣄峹嵞䳜", + "tuan": "团湍疃抟彖䵎貒墥剸鷒漙湪団䵯團畽圕慱䊜糰煓褖鏄鷻猯摶㩛槫檲篿䜝揣", + "tui": "推退腿颓蜕褪忒煺藬蓷蘈隤駾㞂尵㦌䍾䀃㱣螁蛻蹪蹆骽㷟㢈㢑魋橔頺䅪頹䫋頽穨㿉㾯㾽㿗㾼弚娧俀僓弟", + "tun": "吞屯豚臀囤褪饨鲀氽暾芚朜霕坉㼊豘涒旽蛌㖔噋黗軘臋忳㞘焞魨㹠㩔呑飩", + "tuo": "脱托拖妥拓驼陀唾椭驮沱砣鸵佗坨跎箨柁柝橐沲鼍庹酡乇䓕萚蘀莌阤嶞陁馱駄䭾驝騨驒駝馲駞㸰㸱毻碢砤鼧鵎脫堶槖沰汑涶跅鼉咜咃䡐㟎岮䪑袥袉㼠饦䲊鰖鮀鴕魠䰿鮵狏扡拕捝挩橢楕杔䴱彵籜䍫㾃嫷媠毤侂仛侻飥紽詑託讬", + "wa": "瓦挖娃哇蛙凹洼袜佤娲腽韈聉䎳砙膃劸㰪鼃䵷邷漥溛咓䠚嗢嗗畖㼘韤襪窐窪穵窊㧚搲攨屲瓾媧䚴", + "wai": "外歪崴呙㖞喎咼䶐䠿顡竵", + "wan": "完万晚玩湾弯碗顽挽烷婉皖蔓腕丸宛惋蜿豌绾纨莞剜脘畹塆菀芄琬箢薍萖萬㿸䂺䩊脕埦頑㝴刓壪琓瞣睕澫涴潫汍灣蟃晥晼晩踠唍輐輓贎䯈岏貦帵贃䝹忨卐卍翫䗕䘼䖤盌㽜鋄錽䳃鋔䥑鎫抏捖捥杤椀梚䅋笂妧婠倇㸘綰綩紈䛷彎", + "wang": "往王望忘亡网旺汪妄枉惘罔辋辋魍朢菵莣尪迋尫瀇㲿㴏㳹蚟蛧蝄暀罒輞罖罓㓁䤑棢徍彺䰣徃兦仼亾尣尩䋞䋄網䛃誷", + "wei": "为维围委未微谓卫味唯威危伟尾违伪慰魏喂胃纬畏韦惟苇萎尉蔚巍薇偎帷娓渭桅圩倭痿崴猬诿猥潍煨葳韪帏嵬玮逶炜隈隗洧涠沩囗軎鲔艉闱位䔺蔿䪋苿菋蓶葨䵋荱藯葦蘶芛蒍隇䧦䮹熭碨硙䃬㞇硊㕒䑊腲鄬爲䙿壝墛霨䞔霺䝐瑋㱬琟覹矀濻潙韑瀢渨潿溦浘湋洈濰溈蝛㬙韙蝟暐蜲蜼喴踓㖐喡䡺轊囲䵳罻圍㠕骩骫骪幃嶉嵔㟪峗峞嶶崣屗㞑叞褽犚螱㷉韡䪘韋違㥜愄愇懀燰烓煟煒寪頠鏏厃鳂鳚鍡鍏鮪鰄鮇鰃䲁鮠䥩撱㨊揻揋捤㧑楲㭏醀椳欈梶椲䈧㣲徫躗躛㦣衛衞䘙讆讏䉠覣犩䭳痏闈癓媙媦媁儰僞偉䬑颹䬐饖餵䬿餧偽縅緭緯㢻維䗽詴亹斖䜜謂䜅為諉", + "wen": "文问温闻稳纹吻蚊紊瘟韫雯汶刎璺阌鞰莬芠䎽駇馼鼤脗肳塭豱瑥䰚殟珳渂溫㳷昷㗃呡㖧呅輼辒轀蟁炆顐㝧鳁鎾鰛鰮魰揾搵抆榅榲桽穩穏䎹聞閿闅䦩閺問闦瘒妏㒚伆饂繧紋彣䘇螡蚉㐎鴍鳼", + "weng": "翁嗡瓮蓊蕹聬㹙㹚䐥䤰塕奣瞈滃暡螉㘢嵡䱵鎓攚齆䈵㜲勜鹟鶲罋甕", + "wo": "我握窝卧沃涡斡蜗喔倭挝龌渥莴幄硪肟臥萵䰀臒腛㦱瓁㱧齷䁊瞃濣渦涹蝸䠎踒唩㠛焥窩猧捰捾㧴枂楃婐媉婑仴偓", + "wu": "物无五务舞武屋误恶午吴伍污乌雾悟吾呜侮唔巫勿梧诬捂晤兀於芜戊毋鹉妩钨邬坞蜈婺鹜忤骛牾庑杌亡芴阢鼯圬浯鋈怃焐寤迕痦仵莁靰蘁茣蕪鹀鵐陚䎸隖奦務㡔嵍熃騖鶩䳱敄䮏鴮碔矹䃖䑁㬳霧雺霚塢墲鵡珷珸郚㻍㐚逜㐏忢瑦卼玝璑瞴洿汚汙洖溩㵲潕螐旿蟱䟼躌吳呉嗚䡧䍢峿屼嵨岉剭悮悞憮乄熓粅廡㷻窏窹祦鋙铻鄔鯃烏鰞歍鎢㹳扤摀㐅杇啎無鷡橆甒鼿齀箼䒉㽾䦜䫓䦍娬娪嫵娒倵俉㐳儛㑄弙䳇誣誈䛩誤譕", + "xi": "系西细习息吸喜戏析希席洗稀惜悉袭腊溪媳牺锡嘻夕隙晰栖膝熙昔烯熄禧鳃徙嬉犀蟋奚兮曦蜥汐翕玺唏螅铣淅硒皙熹窸羲矽檄郗忾僖屣歙樨觋娭豨咭葸菥蓰隰鼷舄浠粞裼穸禊饩欷醯舾阋㐂葈蕮蒵䩤䓇匸煕蓆莃薂蒠覡隵隟䧍䢄枲騱驨騽䮎犔犠犧磶磎礂䲪䙽㚛䐼䏮貕舃肸肹谿䫣㙾霼趘䨳趇欯囍憙歖霫赩赥豯卌琋壐璽瞦䀘鬩戲䖒矖戱卥戯睎盻覤㳧澙渓潟鸂虩漝㵿漇潝螇暿蟢蠵晞嚱躧蹝呬㗩㕧焁唽噏喺繫黖㽯嵠巇㠄嶍酅㔒忚㤴慀恄憘㤸怬屃屓屭㥡㦻悕習飁恓㞒屖焟熺糦㸍焬熂燨爔熻邜鐊觿觽觹鳛錫鑴饻鱚鰼鯑鉨釸鈢㹫㺣鎴釳鏭狶鉩扱鵗㩗忥氥扸墍㯕榽䙵橲槢桸晳惁椞㮩㭡厀椺橀怸熈㷩稧徯㣟䈪郋鄎徆襲㿇凞瘜闟䊠㜎衋嬆傒翖俙㑶係饎餼餏郤豀縘繥緆細縰綌绤謑䜁譆諰焈謵䛥䜣䚷洒蹊", + "xia": "下夏吓狭辖霞峡瞎厦虾暇匣唬遐侠黠呷瑕罅狎瘕硖柙蕸陿陜䖎騢硤碬磍夓埉圷㙤赮丅乤珨睱䖖虲蝦㗇㽠㘡翈轄峽懗䫗㰺䪗舝炠煆烚鶷䘥祫鎼鏬鍜魻鰕鎋狹梺筪敮舺閕䦖疜閜傄俠颬谺縖諕䛅", + "xian": "现先线显限县鲜险献宪陷仙闲纤腺弦贤嫌掀咸衔羡掺涎娴见酰舷藓馅锨铣冼霰暹籼苋痫氙蚬岘莶燹跹跣祆猃筅鹇藖韅䁂賢贒莧䵌㔵蘚䒸䕔薟苮䧟䧋䧮陥険險礥䃱尠䃸臔姭䏹鼸毨胘韯壏塪赻䨘垷埳䨷現豏珗䶢䶟獻睍縣鹹県盷瞯涀灦㳭瀗㶍㳄鍌㵪澖湺䝨尟㫫晛蜆䗾顕䘆㬗蛝顯㬎蚿㘋咁咞嘕哯蹮躚啣㘅嗛輱䞁幰峴㡉崄嶮㦓忺憪憸糮粯廯䵇烍㡾麙鶱憲褼襳禒鑦臽䚚䀏鋧䥪䱤鱻䲗鮮銽錎䤼鍁銛铦銑獮玁狝㺌獫㧋搟攇㩈㧥撊撏挦攕㮭醎枮櫶杴㭠橌橺麲㭹㯀䉯䢾㪇箲馦秈銜䉳衘稴屳閒鷳羨鷼閑鷴㜪䦥㿅癇癎甉㛾娊奾嫺嫻嬐孅娹妶仚僊僲僩僴餡韱佡伭綫纎繊線缐絤㢺纖婱絃諴誢䜢譣誸洗", + "xiang": "想相象向响像项乡降香羊享箱祥详湘橡翔巷厢镶襄饷骧芗飨衖葙蟓庠鲞缃缃項瓨䔗萫䢽薌驤䐟膷䜶珦瓖晑䖮曏跭㟟嶑㟄䊑廂麘襐勨鱌鱶鱜鐌銄鑲栙楿欀缿稥忀鮝鯗姠佭餉饟緗鄊蚃鄕郷鄉蠁響嚮㗽饗絴纕亯㖜㐔詳", + "xiao": "小消笑效校销削晓肖硝萧孝啸潇俏嚣哮淆宵箫霄筱逍骁姣枭哓鴞蛸崤魈枵绡绡䒕虈䕧䒝蕭藃驍硣膮斅斆㬵毊瀟揱涍㕾敩洨蠨蟏暁曉蟂蟰嘵嘋鸮踃嚻囂呺嘐㗛咲嘯嘨髐髇憢㤊恔庨焇灲熽䊥灱宯窙銷鴵䥵梟㹲猇獢郩殽皢皛撨櫹穘鷍筿簫簘篠痚痟効㔅歗婋虓侾翛㑾烋颵俲傚綃彇謏誟歊誵訤詨", + "xie": "些解写协谢械鞋斜谐胁泄歇邪契携卸屑泻蟹懈挟蝎偕楔勰亵燮鲑撷颉榭邂缬澥瀣廨躞叶薤渫獬榍绁靾鞢鞵䕵䩧䢡藛薢䕈䔑㔎㕐絜脅脇劦膎協㙝奊翓塮暬垥瑎齛齥齘禼卨䪥韰㱔㳦洩㴮瀉㵼㴬㴽㳿蝢旪蠍蠏㖑嚡噧㖿嗋䵦䡡峫嶰屟恊愶屧㞕㥟㦪灺緳熁燲糏炨炧䊝冩寫㝍褉䙎襭䙊祄㙰䲒䥱䥾猲揳挾拹㨙擷攜㨝烲焎娎㩉㩦擕㩪㰔䉣缷徢齂㣯䉏㣰䦑㸉㓔䦏媟孈脋伳偞偰龤㙦㒠㰡僁䭎紲緤綊纈絏縀繲絬衺䚳䙝褻讗爕夑㽊謝䚸諧血", + "xin": "心新信欣辛薪锌芯馨鑫衅昕訢忻莘炘歆囟忄镡䒖阠孞馸舋釁脪盺噷噺軐惞廞焮襑鈊䰼鐔鋅邤㭄杺枔馫顖嬜妡㛛㚯㐰伈俽伩䜗䚱訫䛨", + "xing": "行性形兴型星省幸醒刑姓杏猩腥邢惺悻荥陉擤荇硎饧䓷莕葕陘骍騂臖興㐩㓝㼬㙚垶㼛郉瑆䣆䁄睲涬洐蛵曐哘䳙煋滎㝭觲觪䤯鈃钘鉶铏銒鋞鯹鮏㨘䰢皨㮐䂔㣜箵篂㓑嬹婞娙倖侀餳緈䛭謃", + "xiong": "雄兄胸凶熊汹匈芎熋䧺洶焽焸哅賯恟忷夐敻胷匂兇詗诇詾訩讻㐫", + "xiu": "修秀休袖臭羞绣朽锈嗅溴貅岫咻宿髹庥馐鸺苬髤脙璓臹珛㱙琇潃滫螑嚊㗜峀糔烌鱃鮴鏥銹鏽鎀鏅銝樇齅㾋脩鵂俢飍饈綉繡繍褎褏", + "xu": "许需须续序虚徐绪叙蓄吁絮婿嘘旭栩墟畜浒戌胥圩恤煦蓿酗顼诩魆洫盱砉溆勖糈醑芧蕦藇藚㰲蒣聓䔓㜿䦽㞊䳳㷦㕛㐨䂆驉㚜㦽鬚䢕盨媭嬃須㘧壻垿珬頊珝殈㺷瞁虛歔虗汿沀㵰湑潊漵朂晇暊勗旴冔蝑昫㖅噓㗵呴喣盢㞰賉怴㤢㥠慉燸烼歘欻烅裇䙒禑銊鑐欨鱮䱬獝揟魖䣱䣴楈槒聟䅡鄦卹䘏欰稰稸疞㾥䦗䍱姁㜅㑔㑯敍敘伵偦䬔侐俆䋶續続緒緖縃綇䜡訏譃諿詡諝谞訹許䛙休邪", + "xuan": "选宣旋悬玄喧轩绚眩炫渲漩暄萱癣煊镟璇县碹泫铉揎楦痃儇谖萲䩰鞙䩙蓒蕿藼蘐蔙䧎駽䮄塇璿琄瑄琁玹懸睻眴矎贙䁢㳙㳬晅昍蠉暅蝖蜁暶昡咺䠣吅軒翾䴉㘣䍗䝮愋懁選愃怰烜翧䘩袨禤䚭䚙鋗䴋鰚䲂鍹㹡鏇鉉㧦楥梋檈箮衒䍻癬㾌媗嫙颴弲繏絢縼諼譞諠䗠䲻券", + "xue": "学血雪削穴薛靴谑踅噱鳕泶蒆鞾茓辥膤學觷壆澩嶨燢鷽䨮趐坹瞲㔧辪㶅瀥峃鸴㗾㖸吷轌㞽㡜岤䎀袕鱈䱑狘㧒㿱乴樰䤕桖艝疶䫻䬂䫼䭥斈謔", + "xun": "训迅寻循讯巡询旬逊驯勋熏汛殉荀薰峋洵浚鲟徇浔醺窨荨埙巽蕈孙曛恂郇獯蘍薫愻遜馴駨顨奞毥臐壦攳坃塤壎殾燅珣璕矄潠潯畃䖲蟳勛噀嚑噚䞊卂巺㽦爋燻燖䙉㝁迿㰬鱏鱘鑂狥㨚灥揗㰊杊栒樳桪稄勲勳鄩尋廵焄㜄侚伨偱㒐䭀紃䋸纁㢲訓訊詢䛜訙", + "ya": "压呀亚牙雅芽鸭押崖哑鸦讶丫涯轧衙娅伢蚜桠氩垭碣琊疋迓邪砑睚吖岈揠痖蕥䪵鴉聐孲厊圧厓䃁壓厑䝟劜堐埡圠玡亞鵶䢝㰳亜襾齖齾漄啞唖圔䵝軋鴨崕䯉㿿庌䊦庘㝞窫錏鐚铔䰲犽猰猚㧎掗氬挜枒椏覀笌䄰稏䅉冴疨瘂䦪婭俹訝", + "yan": "眼研验言严演烟沿盐延颜岩炎燕掩厌艳咽焰铅宴衍殷阎雁淹砚檐焉彦蜒俨奄谚腌堰晏胭嫣阉湮筵兖妍偃唁鼹恹琰赝魇滟酽焱餍甗郾菸厣埏鄢罨崦剡闫谳讠鹽匽鶠䕾酀㬫鷰㷼䴏嬊莚萒蔅䓂隁隒驠騴騐験驗牪硽黡䊙揅硏硯夵魘厭厴懕黶檿嬮饜䣍剦礹䂩鳫贗鴈贋㷳䶮䂴臙䑍鼴墕壧䎦䀋塩壛㿼䢥珚琂齞齴䖗鬳䁙覎䀽虤沇厳漹灔灎灧灩淊溎渷㶄㳂渰蝘曣㦔猒䗡暥曮鷃曕妟䳛昖㫟嚥嚈囐嚴碞喦嵒㘙啱㗴喭㘖噞黭黫黬黤艶艷豓豔巘巚巌嵓巖巗觃嵃嶖愝懨熖㷔焑敥炏焔煙烻㢂爓㢛麣戭褗裺鴳䄋䤷觾燄鰋䲓䱲狿抁揜椻㭺歅醼醃釅醶欕棪樮椼櫩楌篶郔䗺躽軅簷䅧䇾閆閹龑䢭兗乵閻顔遃㿕嬿㛪姸孍㚧姲娫娮傿弇顩㕣儼偐䭘酓㓧䳺䨄縯䊻綖䌪讌䜩顏彥訮詽讞扊諺㫃訁", + "yang": "样养阳洋氧央杨扬羊仰秧痒漾疡佯殃鸯怏鞅恙徉炀暘泱蛘烊陽阦駚礢胦䑆霷雵坱垟珜䁑眏眻瀁䬗昜敭蝆䖹旸㬕咉䵮輰軮㿮崸䒋鴦崵岟㟅懩慃煬炴鍈卬鍚鉠钖鰑㺊氜揚氱抰㨾攁楧鸉楊柍様樣䇦劷羏㔦羕飬養瘍鴹癢姎佒飏颺䬬䬺䭐傟紻諹詇详", + "yao": "要药摇腰咬耀遥邀瑶姚窑妖谣钥尧么乐吆肴夭侥舀幺徭珧杳窕窈鹞繇曜爻约轺崾鳐䔄蘨靿薬藥葽蓔苭葯騕磘㞁䂚䍃颻鷂飖尭垚顤堯瑤殀䋤䶧齩䁘㔽矅覞䁏眑㴭溔滧㵸㿢暚䖴㫐嗂喓鷕軺峣嶢嶤岆㟱愮熎燿烑㢓䴠宎㝔䙅袎窰䆙窅䆞穾窯窔祅鎐鰩鱙猺遙獟狕䚻䢣䌛邎揺抭搖㨱摿榣柼㮁楆枖榚鴁鼼䉰筄䑬艞㿑闄媱婹傜倄偠仸䬙餆餚鴢䌊䋂纅謡謠訞㫏䚺讑詏疟", + "ye": "也业夜叶液爷野喝页冶耶咽邪拽曳腋椰掖噎晔谒揶射邺靥吔烨铘䓉葉枼䧨驜靨擪㪑頁礏墷枽㙪㐖璍瑘殗瞸瞱潱澲漜洂曄曅蠮暍曵曗嘢㗼㖶㖡㙒嶪嶫燁煠㥷爗鄴鸈業㱉㝣鐷鋣釾䥺鍱鎁䤶鎑馌䲜䥟䥡䤳擛皣捓抴擫歋㩎捙擨㭨壄埜䈎㸣僷倻爺䭟餣饁謁亪亱鵺", + "yi": "一以义意已艺易议咦依益衣异医移遗疑亦宜仪忆伊倚乙亿抑役毅译椅翼姨蚁泄谊疫逸矣溢夷疙绎尾蛾怡胰贻裔彝邑奕翌屹臆颐诣驿熠咿蜴漪沂呓揖弋轶迤懿悒佚羿噫铱弈壹肄翳癔缢刈旖苡怿痍猗诒峄食射荑薏埸圯殪眙嗌黟嶷嶷衤饴钇镱镒挹酏劓舣瘗翊仡佾蘙芅匜䩟藝蓺虉弌頤巸媐䖁䓃㔴䔬苢勚勩萓苅殹㙠醫鹥瞖繄䗟贀悘鷖黳嫛毉瑿萟䓈藙䓹䕍䬥隿耴迆阣䧧㹓瓵䮊驛駅䭿逘礒䝝帠肊䐖䐅鶂膉貖䝘敼㰻霬墿夁亄㦤鷧㱅壱坄㙯埶㺿玴珆豷豛䰙鹝鷊辷㱲殔鴺乁頥齮齸頉㵩浳㶠渏沶㴁洟浥潩㳑瀷㲼泆浂澺洢㵝㴒湙曀蛦晹䗑曎螘蛡敡鶍螔蟻䗷螠蛜暆囈呭㘊跇遺跠㖂唈㘁呹吚㕥㘈異欭輢黓睪斁歝圛軼轙畩貤貽䞅骮䯆顗峓幆嶧䝯嶬崺怈㦉恞㠯䎈郼䢃懌乛㞔㰝㥴忔攺憶㡼廙熼燡㢞熤燚熪燱炈庡焲宧冝宐㝖襼袣䘝衪裿褹袘寱䘸䆿迱寲䄁祎禕釴鈘釔鉯䱌鶃鮧鯣䱒鳦鸃䲑鮨鏔匇迻狋㹭獈鐿鎰鈠銥撎䖊㣻拸乂㩘枻杙杝槸䣧醳醷桋栧椬栘柂檥檍榏枍䴬㰘椸檹棭䄬劮鄓㓷䇵䄿䇩穓顊稦笖簃乊䉨艗艤秇垼篒籎瘞瘱豙䴊義羛羠鷾痬䦴竩兿鹢鷁嫕㚤㜒嬄㚦㛕彛彞嬟嬑㜋㛄佁侇㑥俋伿㐹㑜䬁儀億飴饐䭂䭞䬮䭇伇㥋偯㑊弬㣂㡫䋵繹䋚䌻彜觺㽈繶縊讛詍裛詒旑訲讉譯㦾扅悥扆訳帟誼誃謻㫊議譩詣蛇", + "yin": "因音引印银阴隐饮姻吟殷荫淫尹茵寅蚓瘾龈垠胤喑氤窨鄞吲圻狺铟茚霪堙洇廴夤夤蘟蔭䕃鞇靷荶蔩䓄蒑䒡隱檃櫽隠阥陻隂陰骃駰㹜碒磤㕂㥯㸒䨸霒趛赺韾堷霠烎璌殥慭珢齗齦龂䖜濦滛濥垽㴈峾溵乑湚泿洕朄螾蟫噖嚚㖗噾䡛囙輑圁嶾湮㡥崟崯㞤訔㦩懚㥼愔廕粌㝙㪦冘裀禋䤺䲟淾銦鮣犾鈝㹞銀鈏㼉㧢斦慇㐆㧈檼垔䤃酳鷣栶檭猌㙬憖憗筃秵㣧䇙癮癊䪩㾙闉凐瘖訚誾婬婣飲侌㱃飮䌥絪緸讔䚿諲訡", + "ying": "应影英营映迎硬盈婴鹰颖赢荧蝇莹莺樱瑛萤鹦萦缨膺瀛荥璎嘤媵罂瘿茔楹郢滢颍嬴景蓥潆撄萾㲟鶧蘡藀䕦盁孾碤礯䃷朠膡䑉霙䨍珱瓔㼆䁐䀴鷪渶溁溋㵬浧㴄瀴濴瀠㶈瀯濙灐濚瀅蛍営鴬灜暎蝧蝿蠳蠅嚶甖巊鑍鸎罌嬰鸚賏譻巆愥煐㢍廮応罃褮塋䁝禜縈螢䪯營熒鶯覮鎣嫈瑩甇謍鶑噟應鷹譍䙬锳鐛鱦䤝㨕攖摬攍桜梬櫻櫿矨軈籝籯韺癭㿘媖孆偀僌㑞䭊䭗緓绬頴颕潁纓㯋穎贏", + "yo": "哟唷喲", + "yong": "用永勇拥涌庸泳佣咏雍踊蛹臃俑甬壅鳙恿痈邕喁慵湧墉镛饔苚蒏㦷勈硧砽惥埇䞻塎㙲慂滽㴩灉澭顒颙䗤踴嗈噰㞲嵱愑悀愹怺㶲醟鄘鷛廱彮㝘鲬鯒鱅鰫鏞郺擁柡栐㷏牅癰癕雝嫞傭㽫詠", + "you": "有又由优油友游右幼尤犹忧邮幽诱悠铀佑黝柚囿蚴酉釉疣猷莠攸祐鱿繇鼬蚰牖呦莜莸尢卣蝣宥铕侑苃䒴蕕䢊聈牰駀䀁鄾迶憂䳑肬貁䞥耰丣㻀逌䚃瀀沋㳺湵滺浟泑蜏䖻哊嚘㕱唀㘥輏輶㽕峟甴峳懮㤑怞怮庮麀䆜禉銪鲉鈾魷鮋䱂㹨狖㺠猶逰㮋栯櫌櫾酭梄槱楢郵怣牗㰶秞䅎䑻㕗羑㾞羪姷㚭優佦㒡㛜䬀偤纋孧㓜訧亴䛻遊誘䢟㫍", + "yu": "于与语育鱼余雨预域玉遇予欲宇愈渔誉郁羽狱御裕愉豫愚喻娱寓浴吁舆尉榆俞禹屿淤逾峪谕於迂虞瘀驭芋隅渝瑜阈毓盂汩熨禺腴揄臾煜钰彧鹬鬻谀馀聿纡竽伛龉觎圄欤妪玙邪蓣萸舁雩蜮昱蝓圉嵛庾庾燠窳窬饫狳瘐妤肀俣鹆蕷蘛㔱䩒芌蕍茰蒮䔡䖇萭薁蓹蘌茟匬萮陓隃䂊矞預鷸遹䮙驈馭䮇騟䂛戫礖砡㝼礇䃋硢硲䏸礜轝㦛鸒歟與譽輿䐳雤貐斞霱堣䨒迃亐圫䨞堬堉琙璵邘㺮㪀玗䢩敔䜽鳿瑀齬齵鸆䁌䲣䱷䁩睮歶淢㳚潏滪澦㳛盓澞湡漁灪淯㶛虶㬂䗨欥㬰蜟噳踰喅喩唹罭㽣輍骬嶼㠘髃嵎嶎䍞㠨崳惐䣁忬頨懙㥚㥥㤤㥔燏㡰粖庽㷒爩麌焴䢓㲾䴁䵫寙㝢䙔衧褕䆷穻鴧鴪䄏祤鈺鍝魣鱊鰅鴥鷠䰻魚鮽鯲㺞鐭䥏㺄獄銉鋊錥㼌扝扜挧魊扵棫櫲桙楰醧杅酑鬰欎欝鬱楀楡棛棜稢䈅稶穥籅䍂䄨䘘牏鄅㙑軉秗禦䉛篽籞艅艈籲込箊閾瘉羭癒䘱嫗嬩㚥䢖媀娛娯傴伃僪㒜儥兪覦歈㼶悆雓俁㑨㒁䬄偊饇飫餘螸慾鵒俼緎紆䋖㣃逳袬諛謣語斔䛕旟諭乻吾奥粥", + "yuan": "原员远元院源愿圆园缘援袁怨冤渊猿宛苑垣媛鸳辕沅爰橼塬鸢圜螈垸瑗鼋湲芫眢掾蒝薳䩩薗蒬茒葾鳶㹉䏍貟贠騵厡厵願鶢䳒䳣遠鼘逺邧䲮黿㤪盶溒渁鼝淵渆渕灁蝯蚖蜵蜎䖠蝝肙剈噮鶰員圎園轅囦圓㟶円㥳悁鹓惌鵷寃褑褤裫裷禐駌夗鴛妴鎱鈨魭鋺猨㭇榞榬杬酛棩櫞笎衏邍羱䅈䬇嫄媴嬽傆㥐䬧䬼䨊縁緣謜䛄䛇", + "yue": "月约越跃阅悦曰岳乐粤兑钥栎钺说刖瀹哕樾龠䖃戉蘥㹊玥䢲泧㬦蚏蚎䟠噦跀躍䠯啘䢁黦䡇軏岄曱嶽恱悅爚礿禴鉞鈅䥃鸑䤦鑰抈捳㰛籆矱籰粵籥篗箹閲閱嬳㜧妜㜰鸙䶳䋐約", + "yun": "运云允匀韵孕晕蕴芸陨酝韫耘恽纭熨愠氲筠郓郧殒员昀狁蕓䩵荺蕰薀蒀蒷蒕藴蘊阭耺隕馻夽奫磒腪䢵䨶䲰雲䞫霣㚃鋆殞齫齳眃沄澐涢溳蝹暈鄖䚋喗囩䵴䡝畇賱㟦㞌韗韞愪慍惲煴熉熅鄆運褞䆬鈗䤞勻抎氳抣枟橒醖醞秐䉙馧筼篔䦾䇖韻㾓㚺妘㛣㜏䪳伝傊餫紜緼缊縜縕贇赟", + "za": "杂咱扎咋砸咂匝拶䕹臜臢䞙䪞帀迊沯沞囋囃襍鉔魳桚韴雑雥雜", + "zai": "在再载灾仔栽宰崽哉甾䏁䮨載䵧烖㦲酨㱰睵渽溨洅㴓㞨賳扗畠䣬災傤儎縡", + "zan": "咱赞暂攒簪瓒錾糌趱昝㔆兂趲瓉鄼賛瓚濽灒噆喒暫蹔鏨㟛寁襸禶鐕鵤鐟撍攅攢揝橵贊簮㜺儧儹偺㤰饡㣅讃讚", + "zang": "藏脏葬赃臧奘驵蔵塟匨駔臟臓羘㘸贜贓髒賍賘弉銺牂", + "zao": "造早遭藻燥糟灶躁枣凿噪皂澡蚤唣薻䥣㲧趮栆璪璅䖣䗢蹧喿唕慥㷮煰鑿竃竈䲃皁醩棗梍簉艁䒃傮䜊譟", + "ze": "则责择泽侧啧仄赜咋昃帻箦迮舴蔶賾䕪䕉矠礋責齰䶦齚歵瞔㳻㳁澤溭沢滜泎汄蠌昗㖽嘖鸅幘則崱庂襗䰹皟捑擇択樍䇥簀㣱嫧諎謮", + "zei": "贼蠈賊戝鲗鱡鰂", + "zen": "怎谮䫈譖", + "zeng": "增综赠憎曾锃甑罾缯鬵磳増䰝璔囎㽪贈熷䙢鋥鱛橧矰鄫曽繒譄", + "zha": "扎炸眨渣闸喳榨诈栅札乍楂喋蚱柞铡咤查咋砟哳吒揸齄痄䕢䃎厏䞢耫霅㱜皻㪥㗬㴙溠䖳灹㡸宱觰鲊鍘鮓䥷抯摣紥挓搾拃柤醡樝皶蚻紮䵵牐齇劄箚䵙㷢閘鲝鮺偧㒀䋾譇䛽詐譗", + "zhai": "摘窄债宅寨斋翟砦责择侧祭齐瘵㡯鉙粂捚㩟榸檡夈債斎齋", + "zhan": "展战站占粘颤沾崭盏斩毡湛瞻栈辗詹绽蘸谵旃霑搌㠭菚虦盞䪌薝驏驙䩅氊趈䟋琖㻵虥䁴惉戦魙䗃蛅戰噡輾轏斬覱㟞岾嶃嶄嶦嶘㞡䎒䘺鳣䱠䱼鱣㺘棧桟醆枬榐栴橏䡀㣶閚嫸偡佔僝飐颭飦饘䋎綻詀讝氈鹯鸇邅譧譫旜", + "zhang": "长张章掌丈障涨帐仗胀账杖璋彰樟瘴漳蟑嶂鱆獐幛鄣嫜仉蔁騿礃脹墇㙣瞕涱漲暲㕩賬帳幥慞粻粀麞鏱扙痮㽴遧瘬傽餦張", + "zhao": "找照招召赵着兆昭沼诏朝钊肇濯啁棹罩爪嘲笊䮓駋㕚䃍㐍䝖爫趙垗瑵瞾曌㷖䍜羄燳㡽炤鍣釗鮡狣㺐鉊㨄櫂枛罀箌䈇䈃䍮㐒巶妱㑿佋皽肈肁旐詔", + "zhe": "这着者折哲遮浙蔗褶辙锗辄蛰蜇赭柘鹧摺螫谪著磔䩾䓆䎲㪿䮰䂞矺厇砓詟䐑䐲䏳喆嚞乽蟄謺䝕䝃歽淛蟅晣虴啫踷䠦嗻輙輒䵭轍㞏䗪鷓粍籷䊞襵袩銸鍺鮿埑晢啠悊㯰樜讋嫬這謫讁", + "zhei": "这", + "zhen": "真针阵镇振珍震诊侦贞枕圳砧斟疹臻甄祯桢朕赈帧榛缜箴畛稹填蓁胗溱浈轸鸩椹葴蒖䑐䫬薽萙塦陣聄㓄駗碪鬒䂧䂦㪛䏖䨯瑧殝珎遉貞眹眕㴨湞潧澵昣䟴辴轃黰甽軫賑帪幀䝩屒䲴寊䪴鴆裖袗禛禎鍼鋴針鎮錱覙鱵獉鉁鎭挋䳲揕搸抮㮳酙楨樼㯢栚籈姫嫃侲㐱偵弫䊶縥絼縝㣀眞紾紖纼誫診", + "zheng": "正政争整证征丁蒸症郑睁挣怔拯铮筝狰峥诤徵钲聇脀烝氶䂻鬇爭㱏埩靕鴊䥭睜眐塣晸踭䡕崢崝幁㡧㡠炡䥌鉦錚猙鏳掙揁掟抍撜愸篜箏徰䈣䦛䦶鄭㽀癥姃媜佂凧䋊䋫糽䛫証諍證", + "zhi": "之只制质知指直至志织支值致职止植置纸智执殖枝脂秩肢滞拓汁旨址稚芝吱帜蜘挚掷侄趾治识酯窒峙炙桎栉雉祗芷咫痣栀氏胝祇跖踯鸷蛭枳帙痔徵贽姪沚陟骘陟膣豸埴郅踬轾轵忮黹祉觯卮摭絷夂彘蘵芖䓌䛗䓜迣茋䓡藢䕌聀阯騭隲䏄㝂䎺職犆馶駤馽厔㕄砋礩䐭䐈䏯胑䑇乿膱墆鳷䧴坧䟈㙷覟墌疐坁垁漐縶贄慹騺鷙䥍摯執瓡驇臸瓆璏歭㫖淽滯滍汥洔淔洷㴛潌汦泜潪瀄晊蟙跱蹠躓躑㗌㗧㘉畤䡹輊軹豑豒剬䞃幟崻懥懫翐恉庤庢廌㡶熫寘衼襧衹袟禃祬祑帋觶觗䚦鋕銍铚䳅䱨鯯㩼锧鑕狾猘釞劧㨁貭搘挃㨖巵㧻抧摨搱扺扻劕質䭁擳擲梽榰㮹梔櫍椥柣櫛䵂栺樴㲛䝷鼅䵹鴙䅩秓徝稙憄䉅秷製䱥䄺䇛徏軄徴筫穉䆈稺秖䇽䉜㣥瘈痓䦯疻疷㜼娡㛿妷嬂値俧凪傂儨倁偫䬹隻綕緻䌤鴲紙紩織誌訨袠戠䫕旘", + "zhong": "中种重众终钟忠肿仲衷踵盅冢锺忪螽舯茽蔠刣尰鼨腫塚堹歱泈汷蚛蜙蹱喠眾幒煄炂衶衳祌銿鈡䱰鴤鍾狆㹣鐘㲴柊衆籦種㣫徸彸筗瘇妕媑妐偅伀㐺終螤諥蚣", + "zhou": "周州洲宙轴骤皱昼舟咒粥肘帚绉胄纣诌妯繇啁调荮碡酎籀䩜菷葤㔌䎻驟駎騆駲䐍䶇霌盩珘睭淍䖞晭嚋呪喌噣咮輖軸輈辀冑郮週㼙賙赒㥮粙炿烐皺鯞銂矪徟甃籒籕鸼鵃箒䈙䇠疛㾭晝婤㛩伷㑳㑇僽侜紂縐䋓诪譸詋䛆謅", + "zhu": "主住注助逐著宁筑诸珠猪竹朱柱祝驻株贮嘱煮铸烛蛛瞩竺蛀拄伫褚诛侏澍潴箸渚炷躅铢瘃苎术属茱翥洙麈橥杼槠邾舳疰丶茿莇藸蓫䕽苧蕏陼䎷逫馵䮱駯駐劯硃砫䐢墸䟉壴坾䬡煑䝒豬櫫矚眝㵭瀦濐灟乼蝫蠋曯蠾蠩跦跓囑鸀罜軴帾貯嵀䝬劚斸㤖㔉㫂燝燭爥炢麆㝉㿾䘢袾窋宔祩鋳鑄钃鯺鱁鮢䥮㺛銖㹥鉒拀㧣柷欘樦櫧笁篫築笜筯䍆鴸鼄篴䇧簗䇡秼㾻竚羜孎㑏佇䭖飳䰞䌵纻紵絑紸諸迬殶詝誅註", + "zhua": "抓爪髽膼撾檛簻挝", + "zhuai": "拽转跩", + "zhuan": "转专砖赚撰篆传颛馔啭蒃孨磚磗膞腞塼堟瑼鄟專甎叀専瑑蟤囀䡱転轉顓賺灷襈鱄篹籑䉵竱嫥僎饌縳諯譔", + "zhuang": "状装庄壮撞桩妆幢僮奘戆庒荘莊壵湷糚粧樁梉狀壯焋娤裝妝", + "zhui": "追缀椎坠锥赘惴骓隹缒墜騅硾礈腏膇贅沝畷䄌錣鑆鵻錐醊甀笍娷綴縋諈揣", + "zhun": "准谆淳屯肫窀埻迍準啍㡒宒衠稕凖綧訰諄", + "zhuo": "捉桌著卓着浊灼啄琢拙酌镯茁斫濯淖涿棹擢焯浞禚倬诼斮斲䕴䪼叕硺䶂龺圴斱琸鵫灂濁汋晫蠗啅罬斀劅㣿㪬蠿烵炪丵窡窧鐯鋜鐲㺟犳斵擆撯棳椓㭬槕櫡棁梲穱籗籱篧彴䅵穛娺妰諁諑謶鷟缴", + "zi": "自子资字紫仔姿滋兹姊籽咨孜渍梓髭恣滓谘淄呲孳鲻龇辎甾眦秭赀吱齐茈趑耔觜訾嵫锱笫粢缁芓蓻茡荢䔂茊葘菑茲孖牸矷頾頿胏䐉胾嗭赼趦鼒㺭剚鄑㱴㰷齜眥呰啙貲胔鈭㰣姕漬澬湽虸吇嗞輺輜崰䘣禌釨鰦鯔鎡镃鍿錙㧗杍橴榟椔秄䅆稵資栥秶㾅㜽姉鶅倳紎緇緕纃訿齍諮孶玆", + "zong": "总宗综纵踪棕粽鬃熜偬从腙葼蓗骔騌騣惣㹅鬉䰌碂磫朡堫䝋豵鬷昮蝬䗥蹤踨䍟嵏嵕嵸惾翪燪糭㷓糉㢔焧鑁鯮鯼鍐猔猣㚇揔摠搃捴㯶椶稯熧瘲疭倧傯倊綜緫緵總繌縦縱縂総緃", + "zou": "走奏邹揍陬鄹驺鲰诹菆郰棸騶赱㔿齱齺㵵䠫黀鄒鯫鯐掫棷箃緅諏", + "zu": "组族足祖阻租卒诅镞俎菹靻䔃蒩葅䯿珇䖕唨踤哫㞺崒崪䚝䱣鎺鏃爼椊䅸箤卆組䘚詛㲞㰵", + "zuan": "钻攥纂躜缵繤䂎躦鑚鉆鑽䤸劗籫纉纘䌣", + "zui": "最嘴罪醉咀蕞䮔厜璻蟕晬嗺噿嶵㠑嶊冣㝡䘹祽鋷錊酻酔樶檌㰎栬槜檇辠䘒稡纗絊", + "zun": "尊遵樽鳟撙墫噂嶟鶎銌鱒鐏捘罇鷷僔繜譐", + "zuo": "作做坐左座昨佐琢撮柞唑祚捽阼胙嘬怍酢笮葄葃蓙䔘苲莋㸲㝾䞰䎰咗㘀㘴岝岞䝫糳袏鈼㭮稓穝秨筰㛗㑅飵侳繓䋏" +} \ No newline at end of file diff --git a/scripts/uosc/elements/BufferingIndicator.lua b/scripts/uosc/elements/BufferingIndicator.lua new file mode 100644 index 0000000..e288a1f --- /dev/null +++ b/scripts/uosc/elements/BufferingIndicator.lua @@ -0,0 +1,39 @@ +local Element = require('elements/Element') + +---@class BufferingIndicator : Element +local BufferingIndicator = class(Element) + +function BufferingIndicator:new() return Class.new(self) --[[@as BufferingIndicator]] end +function BufferingIndicator:init() + Element.init(self, 'buffering_indicator', {ignores_curtain = true, render_order = 2}) + self.enabled = false + self:decide_enabled() +end + +function BufferingIndicator:decide_enabled() + local cache = state.cache_underrun or state.cache_buffering and state.cache_buffering < 100 + local player = state.core_idle and not state.eof_reached + if self.enabled then + if not player or (state.pause and not cache) then self.enabled = false end + elseif player and cache and state.uncached_ranges then + self.enabled = true + end +end + +function BufferingIndicator:on_prop_pause() self:decide_enabled() end +function BufferingIndicator:on_prop_core_idle() self:decide_enabled() end +function BufferingIndicator:on_prop_eof_reached() self:decide_enabled() end +function BufferingIndicator:on_prop_uncached_ranges() self:decide_enabled() end +function BufferingIndicator:on_prop_cache_buffering() self:decide_enabled() end +function BufferingIndicator:on_prop_cache_underrun() self:decide_enabled() end + +function BufferingIndicator:render() + local ass = assdraw.ass_new() + ass:rect(0, 0, display.width, display.height, {color = bg, opacity = config.opacity.buffering_indicator}) + local size = round(30 + math.min(display.width, display.height) / 10) + local opacity = (Elements.menu and Elements.menu:is_alive()) and 0.3 or 0.8 + ass:spinner(display.width / 2, display.height / 2, size, {color = fg, opacity = opacity}) + return ass +end + +return BufferingIndicator \ No newline at end of file diff --git a/scripts/uosc/elements/Button.lua b/scripts/uosc/elements/Button.lua new file mode 100644 index 0000000..422f024 --- /dev/null +++ b/scripts/uosc/elements/Button.lua @@ -0,0 +1,100 @@ +local Element = require('elements/Element') + +---@alias ButtonProps {icon: string; on_click?: function; is_clickable?: boolean; anchor_id?: string; active?: boolean; badge?: string|number; foreground?: string; background?: string; tooltip?: string} + +---@class Button : Element +local Button = class(Element) + +---@param id string +---@param props ButtonProps +function Button:new(id, props) return Class.new(self, id, props) --[[@as Button]] end +---@param id string +---@param props ButtonProps +function Button:init(id, props) + self.icon = props.icon + self.active = props.active + self.tooltip = props.tooltip + self.badge = props.badge + self.foreground = props.foreground or fg + self.background = props.background or bg + self.is_clickable = true + ---@type fun()|nil + self.on_click = props.on_click + Element.init(self, id, props) +end + +function Button:on_coordinates() self.font_size = round((self.by - self.ay) * 0.7) end +function Button:handle_cursor_click() + if not self.on_click or not self.is_clickable then return end + -- We delay the callback to next tick, otherwise we are risking race + -- conditions as we are in the middle of event dispatching. + -- For example, handler might add a menu to the end of the element stack, and that + -- than picks up this click event we are in right now, and instantly closes itself. + mp.add_timeout(0.01, self.on_click) +end + +function Button:render() + local visibility = self:get_visibility() + if visibility <= 0 then return end + cursor:zone('primary_down', self, function() self:handle_cursor_click() end) + + local ass = assdraw.ass_new() + local is_clickable = self.is_clickable and self.on_click ~= nil + local is_hover = self.proximity_raw <= 0 + local foreground = self.active and self.background or self.foreground + local background = self.active and self.foreground or self.background + local background_opacity = self.active and 1 or config.opacity.controls + + if is_hover and is_clickable and background_opacity < 0.3 then background_opacity = 0.3 end + + -- Background + if background_opacity > 0 then + ass:rect(self.ax, self.ay, self.bx, self.by, { + color = (self.active or not is_hover) and background or foreground, + radius = state.radius, + opacity = visibility * background_opacity, + }) + end + + -- Tooltip on hover + if is_hover and self.tooltip then ass:tooltip(self, self.tooltip) end + + -- Badge + local icon_clip + if self.badge then + local badge_font_size = self.font_size * 0.6 + local badge_opts = {size = badge_font_size, color = background, opacity = visibility} + local badge_width = text_width(self.badge, badge_opts) + local width, height = math.ceil(badge_width + (badge_font_size / 7) * 2), math.ceil(badge_font_size * 0.93) + local bx, by = self.bx - 1, self.by - 1 + ass:rect(bx - width, by - height, bx, by, { + color = foreground, + radius = state.radius, + opacity = visibility, + border = self.active and 0 or 1, + border_color = background, + }) + ass:txt(bx - width / 2, by - height / 2, 5, self.badge, badge_opts) + + local clip_border = math.max(self.font_size / 20, 1) + local clip_path = assdraw.ass_new() + clip_path:round_rect_cw( + math.floor((bx - width) - clip_border), math.floor((by - height) - clip_border), bx, by, 3 + ) + icon_clip = '\\iclip(' .. clip_path.scale .. ', ' .. clip_path.text .. ')' + end + + -- Icon + local x, y = round(self.ax + (self.bx - self.ax) / 2), round(self.ay + (self.by - self.ay) / 2) + ass:icon(x, y, self.font_size, self.icon, { + color = foreground, + border = self.active and 0 or options.text_border * state.scale, + border_color = background, + opacity = visibility, + clip = icon_clip, + }) + + return ass +end + +return Button \ No newline at end of file diff --git a/scripts/uosc/elements/Controls.lua b/scripts/uosc/elements/Controls.lua new file mode 100644 index 0000000..7d45b1b --- /dev/null +++ b/scripts/uosc/elements/Controls.lua @@ -0,0 +1,428 @@ +local Element = require('elements/Element') +local Button = require('elements/Button') +local CycleButton = require('elements/CycleButton') +local ManagedButton = require('elements/ManagedButton') +local Speed = require('elements/Speed') + +-- sizing: +-- static - shrink, have highest claim on available space, disappear when there's not enough of it +-- dynamic - shrink to make room for static elements until they reach their ratio_min, then disappear +-- gap - shrink if there's no space left +-- space - expands to fill available space, shrinks as needed +-- scale - `options.controls_size` scale factor. +-- ratio - Width/height ratio of a static or dynamic element. +-- ratio_min Min ratio for 'dynamic' sized element. +---@alias ControlItem {element?: Element; kind: string; sizing: 'space' | 'static' | 'dynamic' | 'gap'; scale: number; ratio?: number; ratio_min?: number; hide: boolean; dispositions?: {[string]: boolean}[]} + +---@class Controls : Element +local Controls = class(Element) + +function Controls:new() return Class.new(self) --[[@as Controls]] end +function Controls:init() + Element.init(self, 'controls', {render_order = 6}) + ---@type ControlItem[] All control elements serialized from `options.controls`. + self.controls = {} + ---@type ControlItem[] Only controls that match current dispositions. + self.layout = {} + + self:init_options() +end + +function Controls:destroy() + self:destroy_elements() + Element.destroy(self) +end + +function Controls:init_options() + -- Serialize control elements + local shorthands = { + ['play-pause'] = 'cycle:pause:pause:no/yes=play_arrow?' .. t('Play/Pause'), + menu = 'command:menu:script-binding uosc/menu-blurred?' .. t('Menu'), + subtitles = 'command:subtitles:script-binding uosc/subtitles#sub>0?' .. t('Subtitles'), + audio = 'command:graphic_eq:script-binding uosc/audio#audio>1?' .. t('Audio'), + ['audio-device'] = 'command:speaker:script-binding uosc/audio-device?' .. t('Audio device'), + video = 'command:theaters:script-binding uosc/video#video>1?' .. t('Video'), + playlist = 'command:list_alt:script-binding uosc/playlist?' .. t('Playlist'), + chapters = 'command:bookmark:script-binding uosc/chapters#chapters>0?' .. t('Chapters'), + ['editions'] = 'command:bookmarks:script-binding uosc/editions#editions>1?' .. t('Editions'), + ['stream-quality'] = 'command:high_quality:script-binding uosc/stream-quality?' .. t('Stream quality'), + ['open-file'] = 'command:file_open:script-binding uosc/open-file?' .. t('Open file'), + ['items'] = 'command:list_alt:script-binding uosc/items?' .. t('Playlist/Files'), + prev = 'command:arrow_back_ios:script-binding uosc/prev?' .. t('Previous'), + next = 'command:arrow_forward_ios:script-binding uosc/next?' .. t('Next'), + first = 'command:first_page:script-binding uosc/first?' .. t('First'), + last = 'command:last_page:script-binding uosc/last?' .. t('Last'), + ['loop-playlist'] = 'cycle:repeat:loop-playlist:no/inf!?' .. t('Loop playlist'), + ['loop-file'] = 'cycle:repeat_one:loop-file:no/inf!?' .. t('Loop file'), + shuffle = 'toggle:shuffle:shuffle?' .. t('Shuffle'), + autoload = 'toggle:hdr_auto:autoload@uosc?' .. t('Autoload'), + fullscreen = 'cycle:crop_free:fullscreen:no/yes=fullscreen_exit!?' .. t('Fullscreen'), + } + + -- Parse out disposition/config pairs + local items = {} + local in_disposition = false + local current_item = nil + for c in options.controls:gmatch('.') do + if not current_item then current_item = {disposition = '', config = ''} end + if c == '<' and #current_item.config == 0 then + in_disposition = true + elseif c == '>' and #current_item.config == 0 then + in_disposition = false + elseif c == ',' and not in_disposition then + items[#items + 1] = current_item + current_item = nil + else + local prop = in_disposition and 'disposition' or 'config' + current_item[prop] = current_item[prop] .. c + end + end + items[#items + 1] = current_item + + -- Create controls + self.controls = {} + for i, item in ipairs(items) do + local config = shorthands[item.config] and shorthands[item.config] or item.config + local config_tooltip = split(config, ' *%? *') + local tooltip = config_tooltip[2] + config = shorthands[config_tooltip[1]] + and split(shorthands[config_tooltip[1]], ' *%? *')[1] or config_tooltip[1] + local config_badge = split(config, ' *# *') + config = config_badge[1] + local badge = config_badge[2] + local parts = split(config, ' *: *') + local kind, params = parts[1], itable_slice(parts, 2) + + -- Serialize dispositions into OR groups of AND conditions + ---@type {[string]: boolean}[] + local dispositions = {} + ---@type string[] + local disposition_props = {} + for _, or_group in ipairs(comma_split(item.disposition)) do + local group = {} + for _, condition in ipairs(split(or_group, ' *+ *')) do + if #condition > 0 then + local value = condition:sub(1, 1) ~= '!' + local name = not value and condition:sub(2) or condition + if name:sub(1, 4) == 'has_' or itable_has({'idle', 'image', 'audio', 'video', 'stream'}, name) then + local prop = name:sub(1, 4) == 'has_' and name or 'is_' .. name + group[prop] = value + else + disposition_props[#disposition_props + 1] = name + group[name] = value + end + end + end + dispositions[#dispositions + 1] = group + end + + -- Convert toggles into cycles + if kind == 'toggle' then + kind = 'cycle' + params[#params + 1] = 'no/yes!' + end + + -- Create a control element + local control = {dispositions = dispositions, kind = kind} + + if kind == 'space' then + control.sizing = 'space' + elseif kind == 'gap' then + table_assign(control, {sizing = 'gap', scale = 1, ratio = params[1] or 0.3, ratio_min = 0}) + elseif kind == 'command' then + if #params ~= 2 then + mp.error(string.format( + 'command button needs 2 parameters, %d received: %s', #params, table.concat(params, '/') + )) + else + local element = Button:new('control_' .. i, { + render_order = self.render_order, + icon = params[1], + anchor_id = 'controls', + on_click = function() mp.command(params[2]) end, + tooltip = tooltip, + count_prop = 'sub', + }) + table_assign(control, {element = element, sizing = 'static', scale = 1, ratio = 1}) + if badge then self:register_badge_updater(badge, element) end + end + elseif kind == 'cycle' then + if #params ~= 3 then + mp.error(string.format( + 'cycle button needs 3 parameters, %d received: %s', + #params, table.concat(params, '/') + )) + else + local state_configs = split(params[3], ' */ *') + local states = {} + + for _, state_config in ipairs(state_configs) do + local active = false + if state_config:sub(-1) == '!' then + active = true + state_config = state_config:sub(1, -2) + end + local state_params = split(state_config, ' *= *') + local value, icon = state_params[1], state_params[2] or params[1] + states[#states + 1] = {value = value, icon = icon, active = active} + end + + local element = CycleButton:new('control_' .. i, { + render_order = self.render_order, + prop = params[2], + anchor_id = 'controls', + states = states, + tooltip = tooltip, + }) + table_assign(control, {element = element, sizing = 'static', scale = 1, ratio = 1}) + if badge then self:register_badge_updater(badge, element) end + end + elseif kind == 'button' then + if #params ~= 1 then + mp.error(string.format( + 'managed button needs 1 parameter, %d received: %s', #params, table.concat(params, '/') + )) + else + local element = ManagedButton:new('control_' .. i, { + name = params[1], + render_order = self.render_order, + anchor_id = 'controls', + on_hide = function() self:reflow() end, + }) + table_assign(control, {element = element, sizing = 'static', scale = 1, ratio = 1}) + end + elseif kind == 'speed' then + if not Elements.speed then + local element = Speed:new({anchor_id = 'controls', render_order = self.render_order}) + local scale = tonumber(params[1]) or 1.3 + table_assign(control, { + element = element, sizing = 'dynamic', scale = scale, ratio = 3.5, ratio_min = 2, + }) + else + msg.error('there can only be 1 speed slider') + end + else + msg.error('unknown element kind "' .. kind .. '"') + break + end + + if control.element then + for _, prop in ipairs(disposition_props) do + control.element:observe_mp_property(prop, function() self:reflow() end) + end + end + self.controls[#self.controls + 1] = control + end + + self:reflow() +end + +function Controls:reflow() + -- Populate the layout only with items that are not hidden and match current disposition + self.layout = {} + for _, control in ipairs(self.controls) do + local matches = false + local conditions_num = 0 + + -- Check against OR groups of AND conditions + for _, group in pairs(control.dispositions) do + local group_matches = true + for prop, value in pairs(group) do + conditions_num = conditions_num + 1 + ---@type boolean + local current_value + if prop:sub(1, 4) == 'has_' or prop:sub(1, 3) == 'is_' then + current_value = state[prop] + else + current_value = mp.get_property_bool(prop, false) + end + if current_value ~= value then + group_matches = false + break + end + end + if group_matches then + matches = true + break + end + end + + if conditions_num == 0 then matches = true end + local show = matches and (not control.element or control.element.hide ~= true) + if control.element then control.element.enabled = show end + if show then self.layout[#self.layout + 1] = control end + end + + self:update_dimensions() + Elements:trigger('controls_reflow') +end + +---@param badge string +---@param element Element An element that supports `badge` property. +function Controls:register_badge_updater(badge, element) + local prop_and_limit = split(badge, ' *> *') + local prop, limit = prop_and_limit[1], tonumber(prop_and_limit[2] or -1) + local observable_name, serializer, is_external_prop = prop, nil, false + + if itable_index_of({'sub', 'audio', 'video'}, prop) then + observable_name = 'track-list' + serializer = function(value) + local count = 0 + for _, track in ipairs(value) do if track.type == prop then count = count + 1 end end + return count + end + else + local parts = split(prop, '@') + -- Support both new `prop@owner` and old `@prop` syntaxes + if #parts > 1 then prop, is_external_prop = parts[1] ~= '' and parts[1] or parts[2], true end + serializer = function(value) return value and (type(value) == 'table' and #value or tostring(value)) or nil end + end + + local function handler(_, value) + local new_value = serializer(value) --[[@as nil|string|integer]] + local value_number = tonumber(new_value) + if value_number then new_value = value_number > limit and value_number or nil end + element.badge = new_value + request_render() + end + + if is_external_prop then + element['on_external_prop_' .. prop] = function(_, value) handler(prop, value) end + else + element:observe_mp_property(observable_name, handler) + end +end + +function Controls:get_visibility() + return Elements:v('speed', 'dragging') and 1 or Elements:maybe('timeline', 'get_is_hovered') + and -1 or Element.get_visibility(self) +end + +function Controls:update_dimensions() + local window_border = Elements:v('window_border', 'size', 0) + local size = round(options.controls_size * state.scale) + local spacing = round(options.controls_spacing * state.scale) + local margin = round(options.controls_margin * state.scale) + + -- Disable when not enough space + local available_space = display.height - window_border * 2 - Elements:v('top_bar', 'size', 0) + - Elements:v('timeline', 'size', 0) + self.enabled = available_space > size + 10 + + -- Reset hide/enabled flags + for c, control in ipairs(self.layout) do + control.hide = false + if control.element then control.element.enabled = self.enabled end + end + + if not self.enabled then return end + + -- Container + self.bx = display.width - window_border - margin + self.by = Elements:v('timeline', 'ay', display.height - window_border) - margin + self.ax, self.ay = window_border + margin, self.by - size + + -- Controls + local available_width, statics_width = self.bx - self.ax, 0 + local min_content_width = statics_width + local max_dynamics_width, dynamic_units, spaces, gaps = 0, 0, 0, 0 + + -- Calculate statics_width, min_content_width, and count spaces & gaps + for c, control in ipairs(self.layout) do + if control.sizing == 'space' then + spaces = spaces + 1 + elseif control.sizing == 'gap' then + gaps = gaps + control.scale * control.ratio + elseif control.sizing == 'static' then + local width = size * control.scale * control.ratio + (c ~= #self.layout and spacing or 0) + statics_width = statics_width + width + min_content_width = min_content_width + width + elseif control.sizing == 'dynamic' then + local spacing = (c ~= #self.layout and spacing or 0) + statics_width = statics_width + spacing + min_content_width = min_content_width + size * control.scale * control.ratio_min + spacing + max_dynamics_width = max_dynamics_width + size * control.scale * control.ratio + dynamic_units = dynamic_units + control.scale * control.ratio + end + end + + -- Hide & disable elements in the middle until we fit into available width + if min_content_width > available_width then + local i = math.ceil(#self.layout / 2 + 0.1) + for a = 0, #self.layout - 1, 1 do + i = i + (a * (a % 2 == 0 and 1 or -1)) + local control = self.layout[i] + + if control.sizing ~= 'gap' and control.sizing ~= 'space' then + control.hide = true + if control.element then control.element.enabled = false end + if control.sizing == 'static' then + local width = size * control.scale * control.ratio + min_content_width = min_content_width - width - spacing + statics_width = statics_width - width - spacing + elseif control.sizing == 'dynamic' then + statics_width = statics_width - spacing + min_content_width = min_content_width - size * control.scale * control.ratio_min - spacing + max_dynamics_width = max_dynamics_width - size * control.scale * control.ratio + dynamic_units = dynamic_units - control.scale * control.ratio + end + + if min_content_width < available_width then break end + end + end + end + + -- Lay out the elements + local current_x = self.ax + local width_for_dynamics = available_width - statics_width + local empty_space_width = width_for_dynamics - max_dynamics_width + local width_for_gaps = math.min(empty_space_width, size * gaps) + local individual_space_width = spaces > 0 and ((empty_space_width - width_for_gaps) / spaces) or 0 + + for c, control in ipairs(self.layout) do + if not control.hide then + local sizing, element, scale, ratio = control.sizing, control.element, control.scale, control.ratio + local width, height = 0, 0 + + if sizing == 'space' then + if individual_space_width > 0 then width = individual_space_width end + elseif sizing == 'gap' then + if width_for_gaps > 0 then width = width_for_gaps * (ratio / gaps) end + elseif sizing == 'static' then + height = size * scale + width = height * ratio + elseif sizing == 'dynamic' then + height = size * scale + width = max_dynamics_width < width_for_dynamics + and height * ratio or width_for_dynamics * ((scale * ratio) / dynamic_units) + end + + local bx = current_x + width + if element then element:set_coordinates(round(current_x), round(self.by - height), bx, self.by) end + current_x = element and bx + spacing or bx + end + end + + Elements:update_proximities() + request_render() +end + +function Controls:on_dispositions() self:reflow() end +function Controls:on_display() self:update_dimensions() end +function Controls:on_prop_border() self:update_dimensions() end +function Controls:on_prop_title_bar() self:update_dimensions() end +function Controls:on_prop_fullormaxed() self:update_dimensions() end +function Controls:on_timeline_enabled() self:update_dimensions() end + +function Controls:destroy_elements() + for _, control in ipairs(self.controls) do + if control.element then control.element:destroy() end + end +end + +function Controls:on_options() + self:destroy_elements() + self:init_options() +end + +return Controls \ No newline at end of file diff --git a/scripts/uosc/elements/Curtain.lua b/scripts/uosc/elements/Curtain.lua new file mode 100644 index 0000000..8c53fd1 --- /dev/null +++ b/scripts/uosc/elements/Curtain.lua @@ -0,0 +1,35 @@ +local Element = require('elements/Element') + +---@class Curtain : Element +local Curtain = class(Element) + +function Curtain:new() return Class.new(self) --[[@as Curtain]] end +function Curtain:init() + Element.init(self, 'curtain', {render_order = 999}) + self.opacity = 0 + ---@type string[] + self.dependents = {} +end + +---@param id string +function Curtain:register(id) + self.dependents[#self.dependents + 1] = id + if #self.dependents == 1 then self:tween_property('opacity', self.opacity, 1) end +end + +---@param id string +function Curtain:unregister(id) + self.dependents = itable_filter(self.dependents, function(item) return item ~= id end) + if #self.dependents == 0 then self:tween_property('opacity', self.opacity, 0) end +end + +function Curtain:render() + if self.opacity == 0 or config.opacity.curtain == 0 then return end + local ass = assdraw.ass_new() + ass:rect(0, 0, display.width, display.height, { + color = config.color.curtain, opacity = config.opacity.curtain * self.opacity, + }) + return ass +end + +return Curtain \ No newline at end of file diff --git a/scripts/uosc/elements/CycleButton.lua b/scripts/uosc/elements/CycleButton.lua new file mode 100644 index 0000000..23f981b --- /dev/null +++ b/scripts/uosc/elements/CycleButton.lua @@ -0,0 +1,86 @@ +local Button = require('elements/Button') + +---@alias CycleState {value: any; icon: string; active?: boolean} +---@alias CycleButtonProps {prop: string; states: CycleState[]; anchor_id?: string; tooltip?: string} + +local function yes_no_to_boolean(value) + if type(value) ~= 'string' then return value end + local lowercase = trim(value):lower() + if lowercase == 'yes' or lowercase == 'no' then + return lowercase == 'yes' + else + return value + end +end + +---@class CycleButton : Button +local CycleButton = class(Button) + +---@param id string +---@param props CycleButtonProps +function CycleButton:new(id, props) return Class.new(self, id, props) --[[@as CycleButton]] end +---@param id string +---@param props CycleButtonProps +function CycleButton:init(id, props) + local is_state_prop = itable_index_of({'shuffle'}, props.prop) + self.prop = props.prop + self.states = props.states + + Button.init(self, id, props) + + self.icon = self.states[1].icon + self.active = self.states[1].active + self.current_state_index = 1 + self.on_click = function() + local new_state = self.states[self.current_state_index + 1] or self.states[1] + local new_value = new_state.value + if self.owner == 'uosc' then + if type(options[self.prop]) == 'number' then + options[self.prop] = tonumber(new_value) or 0 + else + options[self.prop] = yes_no_to_boolean(new_value) + end + handle_options({[self.prop] = options[self.prop]}) + elseif self.owner then + mp.commandv('script-message-to', self.owner, 'set', self.prop, new_value) + elseif is_state_prop then + set_state(self.prop, yes_no_to_boolean(new_value)) + else + mp.set_property(self.prop, new_value) + end + end + + local function handle_change(name, value) + -- Removes unnecessary floating point digits from values like `2.00000`. + -- This happens when observing properties like `speed`. + if type(value) == 'string' and string.match(value, '^[%+%-]?%d+%.%d+$') then + value = tonumber(value) + end + + value = type(value) == 'boolean' and (value and 'yes' or 'no') or tostring(value or '') + local index = itable_find(self.states, function(state) return state.value == value end) + self.current_state_index = index or 1 + self.icon = self.states[self.current_state_index].icon + self.active = self.states[self.current_state_index].active + request_render() + end + + local prop_parts = split(self.prop, '@') + if #prop_parts == 2 then -- External prop with a script owner + self.prop, self.owner = prop_parts[1], prop_parts[2] + if self.owner == 'uosc' then + self['on_options'] = function() handle_change(self.prop, options[self.prop]) end + handle_change(self.prop, options[self.prop]) + else + self['on_external_prop_' .. self.prop] = function(_, value) handle_change(self.prop, value) end + handle_change(self.prop, external[self.prop]) + end + elseif is_state_prop then -- uosc's state props + self['on_prop_' .. self.prop] = function(self, value) handle_change(self.prop, value) end + handle_change(self.prop, state[self.prop]) + else + self:observe_mp_property(self.prop, 'string', handle_change) + end +end + +return CycleButton \ No newline at end of file diff --git a/scripts/uosc/elements/Element.lua b/scripts/uosc/elements/Element.lua new file mode 100644 index 0000000..3fdae20 --- /dev/null +++ b/scripts/uosc/elements/Element.lua @@ -0,0 +1,265 @@ +---@alias ElementProps {enabled?: boolean; render_order?: number; ax?: number; ay?: number; bx?: number; by?: number; ignores_curtain?: boolean; anchor_id?: string;} + +-- Base class all elements inherit from. +---@class Element : Class +local Element = class() + +---@param id string +---@param props? ElementProps +function Element:init(id, props) + self.id = id + self.render_order = 1 + -- `false` means element won't be rendered, or receive events + self.enabled = true + -- Element coordinates + self.ax, self.ay, self.bx, self.by = 0, 0, 0, 0 + -- Relative proximity from `0` - mouse outside `proximity_max` range, to `1` - mouse within `proximity_min` range. + self.proximity = 0 + -- Raw proximity in pixels. + self.proximity_raw = math.huge + ---@type number `0-1` factor to force min visibility. Used for toggling element's permanent visibility. + self.min_visibility = 0 + ---@type number `0-1` factor to force a visibility value. Used for flashing, fading out, and other animations + self.forced_visibility = nil + ---@type boolean Show this element even when curtain is visible. + self.ignores_curtain = false + ---@type nil|string ID of an element from which this one should inherit visibility. + self.anchor_id = nil + ---@type fun()[] Disposer functions called when element is destroyed. + self._disposers = {} + ---@type table> Namespaced active key bindings. Default namespace is `_`. + self._key_bindings = {} + + if props then table_assign(self, props) end + + -- Flash timer + self._flash_out_timer = mp.add_timeout(options.flash_duration / 1000, function() + local function getTo() return self.proximity end + local function onTweenEnd() self.forced_visibility = nil end + if self.enabled then + self:tween_property('forced_visibility', self:get_visibility(), getTo, onTweenEnd) + else + onTweenEnd() + end + end) + self._flash_out_timer:kill() + + Elements:add(self) +end + +function Element:destroy() + self:dispose() + self.destroyed = true + self:remove_key_bindings() + Elements:remove(self) +end + +-- Calls all disposers registered for this element (usually mpv events/prop observers). +function Element:dispose() + for _, disposer in ipairs(self._disposers) do disposer() end +end + +function Element:reset_proximity() self.proximity, self.proximity_raw = 0, math.huge end + +---@param ax number +---@param ay number +---@param bx number +---@param by number +function Element:set_coordinates(ax, ay, bx, by) + self.ax, self.ay, self.bx, self.by = ax, ay, bx, by + Elements:update_proximities() + self:maybe('on_coordinates') +end + +function Element:update_proximity() + if cursor.hidden then + self:reset_proximity() + else + local range = options.proximity_out - options.proximity_in + self.proximity_raw = get_point_to_rectangle_proximity(cursor, self) + self.proximity = 1 - (clamp(0, self.proximity_raw - options.proximity_in, range) / range) + end +end + +function Element:is_persistent() + local persist = config[self.id .. '_persistency'] + return persist and ( + (persist.audio and state.is_audio) + or ( + persist.paused and state.pause + and (not Elements.timeline or not Elements.timeline.pressed or Elements.timeline.pressed.pause) + ) + or (persist.video and state.is_video) + or (persist.image and state.is_image) + or (persist.idle and state.is_idle) + or (persist.windowed and not state.fullormaxed) + or (persist.fullscreen and state.fullormaxed) + ) +end + +-- Decide elements visibility based on proximity and various other factors +function Element:get_visibility() + -- Hide when curtain is visible, unless this elements ignores it + local min_order = (Elements.curtain.opacity > 0 and not self.ignores_curtain) and Elements.curtain.render_order or 0 + if self.render_order < min_order then return 0 end + + -- Persistency + if self:is_persistent() then return 1 end + + -- Forced visibility + if self.forced_visibility then return math.max(self.forced_visibility, self.min_visibility) end + + -- Anchor inheritance + -- If anchor returns -1, it means all attached elements should force hide. + local anchor = self.anchor_id and Elements[self.anchor_id] + local anchor_visibility = anchor and anchor:get_visibility() or 0 + + return anchor_visibility == -1 and 0 or math.max(self.proximity, anchor_visibility, self.min_visibility) +end + +-- Call method if it exists +function Element:maybe(name, ...) + if self[name] then return self[name](self, ...) end +end + +-- Attach a tweening animation to this element +---@param from number +---@param to number|fun():number +---@param setter fun(value: number) +---@param duration_or_callback? number|fun() Duration in milliseconds or a callback function. +---@param callback? fun() Called either on animation end, or when animation is killed. +function Element:tween(from, to, setter, duration_or_callback, callback) + self:tween_stop() + self._kill_tween = self.enabled and tween( + from, to, setter, duration_or_callback, + function() + self._kill_tween = nil + if callback then callback() end + end + ) +end + +function Element:is_tweening() return self and self._kill_tween end +function Element:tween_stop() self:maybe('_kill_tween') end + +-- Animate an element property between 2 values. +---@param prop string +---@param from number +---@param to number|fun():number +---@param duration_or_callback? number|fun() Duration in milliseconds or a callback function. +---@param callback? fun() Called either on animation end, or when animation is killed. +function Element:tween_property(prop, from, to, duration_or_callback, callback) + self:tween(from, to, function(value) self[prop] = value end, duration_or_callback, callback) +end + +---@param name string +function Element:trigger(name, ...) + local result = self:maybe('on_' .. name, ...) + request_render() + return result +end + +-- Briefly flashes the element for `options.flash_duration` milliseconds. +-- Useful to visualize changes of volume and timeline when changed via hotkeys. +function Element:flash() + if self.enabled and options.flash_duration > 0 and (self.proximity < 1 or self._flash_out_timer:is_enabled()) then + self:tween_stop() + self.forced_visibility = 1 + request_render() + self._flash_out_timer.timeout = options.flash_duration / 1000 + self._flash_out_timer:kill() + self._flash_out_timer:resume() + end +end + +-- Register disposer to be called when element is destroyed. +---@param disposer fun() +function Element:register_disposer(disposer) + if not itable_index_of(self._disposers, disposer) then + self._disposers[#self._disposers + 1] = disposer + end +end + +-- Automatically registers disposer for the passed callback. +---@param event string +---@param callback fun() +function Element:register_mp_event(event, callback) + mp.register_event(event, callback) + self:register_disposer(function() mp.unregister_event(callback) end) +end + +-- Automatically registers disposer for the observer. +---@param name string +---@param type_or_callback string|fun(name: string, value: any) +---@param callback_maybe nil|fun(name: string, value: any) +function Element:observe_mp_property(name, type_or_callback, callback_maybe) + local callback = type(type_or_callback) == 'function' and type_or_callback or callback_maybe + local prop_type = type(type_or_callback) == 'string' and type_or_callback or 'native' + mp.observe_property(name, prop_type, callback) + self:register_disposer(function() mp.unobserve_property(callback) end) +end + +-- Adds a keybinding for the lifetime of the element, or until removed manually. +---@param key string mpv key identifier. +---@param fnFlags fun()|string|table Callback, or `{callback, flags}` tuple. Callback can be just a method name, in which case it'll be wrapped in `create_action(callback)`. +---@param namespace? string Keybinding namespace. Default is `_`. +function Element:add_key_binding(key, fnFlags, namespace) + local name = self.id .. '-' .. key + local isTuple = type(fnFlags) == 'table' + local fn = (isTuple and fnFlags[1] or fnFlags) + local flags = isTuple and fnFlags[2] or nil + namespace = namespace or '_' + local names = self._key_bindings[namespace] + if not names then + names = {} + self._key_bindings[namespace] = names + end + names[name] = true + if type(fn) == 'string' then + fn = self:create_action(fn) + end + mp.add_forced_key_binding(key, name, fn, flags) +end + +-- Remove all or only keybindings belonging to a specific namespace. +---@param namespace? string Optional keybinding namespace to remove. +function Element:remove_key_bindings(namespace) + local namespaces = namespace and {namespace} or table_keys(self._key_bindings) + for _, namespace in ipairs(namespaces) do + local names = self._key_bindings[namespace] + if names then + for name, _ in pairs(names) do + mp.remove_key_binding(name) + end + self._key_bindings[namespace] = nil + end + end +end + +-- Checks if there are any (at all or namespaced) keybindings for this element. +---@param namespace? string Only check this namespace. +function Element:has_keybindings(namespace) + if namespace then + return self._key_bindings[namespace] ~= nil + else + return #table_keys(self._key_bindings) > 0 + end +end + +-- Check if element is not destroyed or otherwise disabled. +-- Intended to be overridden by inheriting elements to add more checks. +function Element:is_alive() return not self.destroyed end + +-- Wraps a function into a callback that won't run if element is destroyed or otherwise disabled. +---@param fn fun(...)|string Function or a name of a method on this class to call. +function Element:create_action(fn) + if type(fn) == 'string' then + local method = fn + fn = function(...) self[method](self, ...) end + end + return function(...) + if self:is_alive() then fn(...) end + end +end + +return Element \ No newline at end of file diff --git a/scripts/uosc/elements/Elements.lua b/scripts/uosc/elements/Elements.lua new file mode 100644 index 0000000..d97cf6a --- /dev/null +++ b/scripts/uosc/elements/Elements.lua @@ -0,0 +1,152 @@ +local Elements = {_all = {}} + +---@param element Element +function Elements:add(element) + if not element.id then + msg.error('attempt to add element without "id" property') + return + end + + if self:has(element.id) then Elements:remove(element.id) end + + self._all[#self._all + 1] = element + self[element.id] = element + + -- Sort by render order + table.sort(self._all, function(a, b) return a.render_order < b.render_order end) + + request_render() +end + +function Elements:remove(idOrElement) + if not idOrElement then return end + local id = type(idOrElement) == 'table' and idOrElement.id or idOrElement + local element = Elements[id] + if element then + if not element.destroyed then element:destroy() end + element.enabled = false + self._all = itable_delete_value(self._all, self[id]) + self[id] = nil + request_render() + end +end + +function Elements:update_proximities() + local curtain_render_order = Elements.curtain.opacity > 0 and Elements.curtain.render_order or 0 + local mouse_leave_elements = {} + local mouse_enter_elements = {} + + -- Calculates proximities for all elements + for _, element in self:ipairs() do + if element.enabled then + local previous_proximity_raw = element.proximity_raw + + -- If curtain is open, we disable all elements set to rendered below it + if not element.ignores_curtain and element.render_order < curtain_render_order then + element:reset_proximity() + else + element:update_proximity() + end + + if element.proximity_raw <= 0 then + -- Mouse entered element area + if previous_proximity_raw > 0 then + mouse_enter_elements[#mouse_enter_elements + 1] = element + end + else + -- Mouse left element area + if previous_proximity_raw <= 0 then + mouse_leave_elements[#mouse_leave_elements + 1] = element + end + end + end + end + + -- Trigger `mouse_leave` and `mouse_enter` events + for _, element in ipairs(mouse_leave_elements) do element:trigger('mouse_leave') end + for _, element in ipairs(mouse_enter_elements) do element:trigger('mouse_enter') end +end + +-- Toggles passed elements' min visibilities between 0 and 1. +---@param ids string[] IDs of elements to peek. +function Elements:toggle(ids) + local has_invisible = itable_find(ids, function(id) + return Elements[id] and Elements[id].enabled and (Elements[id].min_visibility or 0) ~= 1 + end) + + self:set_min_visibility(has_invisible and 1 or 0, ids) + + -- Reset proximities when toggling off. Has to happen after `set_min_visibility`, + -- as that is using proximity as a tween starting point. + if not has_invisible then + for _, id in ipairs(ids) do + if Elements[id] then Elements[id]:reset_proximity() end + end + end +end + +-- Set (animate) elements' min visibilities to passed value. +---@param visibility number 0-1 floating point. +---@param ids string[] IDs of elements to peek. +function Elements:set_min_visibility(visibility, ids) + for _, id in ipairs(ids) do + local element = Elements[id] + if element then + local from = math.max(0, element:get_visibility()) + element:tween_property('min_visibility', from, visibility) + end + end +end + +-- Flash passed elements. +---@param ids string[] IDs of elements to peek. +function Elements:flash(ids) + local elements = itable_filter(self._all, function(element) return itable_has(ids, element.id) end) + for _, element in ipairs(elements) do element:flash() end + + -- Special case for 'progress' since it's a state of timeline, not an element + if itable_has(ids, 'progress') and not itable_has(ids, 'timeline') then + Elements:maybe('timeline', 'flash_progress') + end +end + +---@param name string Event name. +function Elements:trigger(name, ...) + for _, element in self:ipairs() do element:trigger(name, ...) end +end + +-- Trigger two events, `name` and `global_name`, depending on element-cursor proximity. +-- Disabled elements don't receive these events. +---@param name string Event name. +function Elements:proximity_trigger(name, ...) + for i = #self._all, 1, -1 do + local element = self._all[i] + if element.enabled then + if element.proximity_raw <= 0 then + if element:trigger(name, ...) == 'stop_propagation' then break end + end + if element:trigger('global_' .. name, ...) == 'stop_propagation' then break end + end + end +end + +-- Returns a property of an element with a passed `id` if it exists, with an optional fallback. +---@param id string +---@param prop string +---@param fallback any +function Elements:v(id, prop, fallback) + if self[id] and self[id].enabled and self[id][prop] ~= nil then return self[id][prop] end + return fallback +end + +-- Calls a method on an element with passed `id` if it exists. +---@param id string +---@param method string +function Elements:maybe(id, method, ...) + if self[id] then return self[id]:maybe(method, ...) end +end + +function Elements:has(id) return self[id] ~= nil end +function Elements:ipairs() return ipairs(self._all) end + +return Elements \ No newline at end of file diff --git a/scripts/uosc/elements/ManagedButton.lua b/scripts/uosc/elements/ManagedButton.lua new file mode 100644 index 0000000..69edc40 --- /dev/null +++ b/scripts/uosc/elements/ManagedButton.lua @@ -0,0 +1,36 @@ +local Button = require('elements/Button') + +---@alias ManagedButtonProps {name: string; anchor_id?: string; render_order?: number; hide?: boolean} + +---@class ManagedButton : Button +local ManagedButton = class(Button) + +---@param id string +---@param props ManagedButtonProps +function ManagedButton:new(id, props) return Class.new(self, id, props) --[[@as ManagedButton]] end +---@param id string +---@param props ManagedButtonProps +function ManagedButton:init(id, props) + ---@type string | table | nil + self.command = nil + ---@type boolean + self.hide = nil + ---@type fun(hide: boolean) | nil + self.on_hide = nil + Button.init(self, id, table_assign({}, props, {on_click = function() execute_command(self.command) end})) + self:update(buttons:get(props.name)) + self:register_disposer(buttons:subscribe(props.name, function(data) self:update(data) end)) +end + +function ManagedButton:update(data) + local hide_before = self.hide + for _, prop in ipairs({'icon', 'active', 'badge', 'command', 'tooltip', 'hide'}) do + self[prop] = data[prop] + end + self.is_clickable = self.command ~= nil + if self.hide ~= hide_before and self.on_hide then + self.on_hide(self.hide) + end +end + +return ManagedButton \ No newline at end of file diff --git a/scripts/uosc/elements/Menu.lua b/scripts/uosc/elements/Menu.lua new file mode 100644 index 0000000..137979d --- /dev/null +++ b/scripts/uosc/elements/Menu.lua @@ -0,0 +1,1825 @@ +local Element = require('elements/Element') + +---@alias MenuAction {name: string; icon: string; label?: string; filter_hidden?: boolean;} + +-- Menu data structure accepted by `Menu:open(menu)`. +---@alias MenuData {id?: string; type?: string; title?: string; hint?: string; footnote: string; search_style?: 'on_demand' | 'palette' | 'disabled'; item_actions?: MenuAction[]; item_actions_place?: 'inside' | 'outside'; callback?: string[]; keep_open?: boolean; bold?: boolean; italic?: boolean; muted?: boolean; separator?: boolean; align?: 'left'|'center'|'right'; items?: MenuDataChild[]; selected_index?: integer; on_search?: string|string[]; on_paste?: string|string[]; on_move?: string|string[]; on_close?: string|string[]; search_debounce?: number|string; search_submenus?: boolean; search_suggestion?: string; search_submit?: boolean; bind_keys?: string[]} +---@alias MenuDataChild MenuDataItem|MenuData +---@alias MenuDataItem {title?: string; hint?: string; icon?: string; value: any; actions?: MenuAction[]; actions_place?: 'inside' | 'outside'; active?: boolean; keep_open?: boolean; selectable?: boolean; bold?: boolean; italic?: boolean; muted?: boolean; separator?: boolean; align?: 'left'|'center'|'right'} +---@alias MenuOptions {mouse_nav?: boolean;} + +-- Internal data structure created from `MenuData`. +---@alias MenuStack {id?: string; type?: string; title?: string; hint?: string; footnote: string; search_style?: 'on_demand' | 'palette' | 'disabled'; item_actions?: MenuAction[]; item_actions_place?: 'inside' | 'outside'; callback?: string[]; selected_index?: number; action_index?: number; keep_open?: boolean; bold?: boolean; italic?: boolean; muted?: boolean; separator?: boolean; align?: 'left'|'center'|'right'; items: MenuStackChild[]; on_search?: string|string[]; on_paste?: string|string[]; on_move?: string|string[]; on_close?: string|string[]; search_debounce?: number|string; search_submenus?: boolean; search_suggestion?: string; search_submit?: boolean; bind_keys?: string[]; parent_menu?: MenuStack; submenu_path: integer[]; active?: boolean; width: number; height: number; top: number; scroll_y: number; scroll_height: number; title_width: number; hint_width: number; max_width: number; is_root?: boolean; fling?: Fling, search?: Search, ass_safe_title?: string} +---@alias MenuStackChild MenuStackItem|MenuStack +---@alias MenuStackItem {title?: string; hint?: string; icon?: string; value: any; actions?: MenuAction[]; actions_place?: 'inside' | 'outside'; active?: boolean; keep_open?: boolean; selectable?: boolean; bold?: boolean; italic?: boolean; muted?: boolean; separator?: boolean; align?: 'left'|'center'|'right'; title_width: number; hint_width: number; ass_safe_hint?: string} +---@alias Fling {y: number, distance: number, time: number, easing: fun(x: number), duration: number, update_cursor?: boolean} +---@alias Search {query: string; cursor: number; timeout: unknown; min_top: number; max_width: number; source: {width: number; top: number; scroll_y: number; selected_index?: integer; items?: MenuStackChild[]}} + +---@alias MenuEventActivate {type: 'activate'; index: number; value: any; action?: string; modifiers?: string; alt: boolean; ctrl: boolean; shift: boolean; is_pointer: boolean; keep_open?: boolean; menu_id: string;} +---@alias MenuEventMove {type: 'move'; from_index: number; to_index: number; menu_id: string;} +---@alias MenuEventSearch {type: 'search'; query: string; menu_id: string;} +---@alias MenuEventKey {type: 'key'; id: string; key: string; modifiers?: string; alt: boolean; ctrl: boolean; shift: boolean; menu_id: string; selected_item?: {index: number; value: any; action?: string;}} +---@alias MenuEventPaste {type: 'paste'; value: string; menu_id: string; selected_item?: {index: number; value: any; action?: string;}} +---@alias MenuEventBack {type: 'back';} +---@alias MenuEventClose {type: 'close';} +---@alias MenuEvent MenuEventActivate | MenuEventMove | MenuEventSearch | MenuEventKey | MenuEventPaste | MenuEventBack | MenuEventClose +---@alias MenuCallback fun(data: MenuEvent) + +---@class Menu : Element +local Menu = class(Element) + +---@param data MenuData +---@param callback MenuCallback +---@param opts? MenuOptions +function Menu:open(data, callback, opts) + local open_menu = Menu:is_open() + if open_menu then + open_menu.is_being_replaced = true + open_menu:close(true) + end + return Menu:new(data, callback, opts) +end + +---@param menu_type? string +---@return Menu|nil +function Menu:is_open(menu_type) + return Elements.menu and (not menu_type or Elements.menu.type == menu_type) and Elements.menu or nil +end + +---@param immediate? boolean Close immediately without fadeout animation. +---@param callback? fun() Called after the animation (if any) ends and element is removed and destroyed. +---@overload fun(callback: fun()) +function Menu:close(immediate, callback) + if type(immediate) ~= 'boolean' then callback = immediate end + + local menu = self == Menu and Elements.menu or self + + if state.ime_active == false and mp.get_property_bool('input-ime') then + mp.set_property_bool('input-ime', false) + end + + if menu and not menu.destroyed then + if menu.is_closing then + menu:tween_stop() + return + end + + local function close() + local on_close = menu.root.on_close -- removed in menu:destroy() + Elements:remove('menu') -- calls menu:destroy() under the hood + Elements:update_proximities() + cursor:queue_autohide() + + -- Call :close() callback + if callback then callback() end + + -- Call callbacks/events defined on menu config + local close_event = {type = 'close'} + if not on_close or menu:command_or_event(on_close, {}, close_event) ~= 'event' then + menu.callback(close_event) + end + + request_render() + end + + menu.is_closing = true + + if immediate then + close() + else + menu:fadeout(close) + end + end +end + +---@param data MenuData +---@param callback MenuCallback +---@param opts? MenuOptions +---@return Menu +function Menu:new(data, callback, opts) return Class.new(self, data, callback, opts) --[[@as Menu]] end +---@param data MenuData +---@param callback MenuCallback +---@param opts? MenuOptions +function Menu:init(data, callback, opts) + Element.init(self, 'menu', {render_order = 1001}) + + -----@type fun() + self.callback = callback + self.opts = opts or {} + self.offset_x = 0 -- Used for submenu transition animation. + self.mouse_nav = self.opts.mouse_nav -- Stops pre-selecting items + self.item_height = nil + self.min_width = nil + self.item_spacing = 1 + self.item_padding = nil + self.separator_size = nil + self.padding = nil + self.gap = nil + self.font_size = nil + self.font_size_hint = nil + self.scroll_step = nil -- Item height + item spacing. + self.scroll_height = nil -- Items + spacings - container height. + self.opacity = 0 -- Used to fade in/out. + self.type = data.type + ---@type MenuStack Root MenuStack. + self.root = nil + ---@type MenuStack Current MenuStack. + self.current = nil + ---@type MenuStack[] All menus in a flat array. + self.all = nil + ---@type table Map of submenus by their ids, such as `'Tools > Aspect ratio'`. + self.by_id = {} + self.type_to_search = options.menu_type_to_search + self.is_being_replaced = false + self.is_closing = false + self.drag_last_y = nil + self.is_dragging = false + + if utils.shared_script_property_set then + utils.shared_script_property_set('uosc-menu-type', self.type or 'undefined') + end + mp.set_property_native('user-data/uosc/menu/type', self.type or 'undefined') + self:update(data) + + for _, menu in ipairs(self.all) do self:scroll_to_index(menu.selected_index, menu.id) end + if self.mouse_nav then self.current.selected_index = nil end + + self:tween_property('opacity', 0, 1) + self:enable_key_bindings() + Elements:maybe('curtain', 'register', self.id) + + if data.search_submit then + -- We have to defer this so that menu callbacks don't fire before the menu + -- instance we're constructing here is returned, as they might depend on it. + mp.add_timeout(0.01, function() + self:search_submit() + end) + end +end + +function Menu:destroy() + Element.destroy(self) + self.is_closing = false + if not self.is_being_replaced then Elements:maybe('curtain', 'unregister', self.id) end + if utils.shared_script_property_set then + utils.shared_script_property_set('uosc-menu-type', nil) + end + mp.set_property_native('user-data/uosc/menu/type', nil) +end + +---@param data MenuData +function Menu:update(data) + local new_root = {is_root = true, submenu_path = {}} + local new_all = {} + local new_menus = {} -- menus that didn't exist before this `update()` + local new_by_id = {} + local menus_to_serialize = {{new_root, data}} + local old_current_id = self.current and self.current.id + local menu_state_props = {'selected_index', 'action_index', 'scroll_y', 'fling', 'search'} + local internal_props_set = create_set(itable_append({'is_root', 'submenu_path', 'id', 'items'}, menu_state_props)) + + table_assign_exclude(new_root, data, internal_props_set) + + local i = 0 + while i < #menus_to_serialize do + i = i + 1 + local menu, menu_data = menus_to_serialize[i][1], menus_to_serialize[i][2] + local parent_id = menu.parent_menu and not menu.parent_menu.is_root and menu.parent_menu.id + if menu_data.id then + menu.id = menu_data.id + elseif not menu.is_root then + menu.id = (parent_id and parent_id .. ' > ' or '') .. (menu_data.title or i) + else + menu.id = '{root}' + end + menu.icon = 'chevron_right' + + -- Normalize `search_debounce` + if type(menu_data.search_debounce) == 'number' then + menu.search_debounce = math.max(0, menu_data.search_debounce --[[@as number]]) + elseif menu_data.search_debounce == 'submit' then + menu.search_debounce = 'submit' + else + menu.search_debounce = menu.on_search and 300 or 0 + end + + -- Update items + local first_active_index = nil + menu.items = { + {title = t('Empty'), value = 'ignore', italic = 'true', muted = 'true', selectable = false, align = 'center'}, + } + + for i, item_data in ipairs(menu_data.items or {}) do + if item_data.active and not first_active_index then first_active_index = i end + + local item = {} + table_assign_exclude(item, item_data, internal_props_set) + if item.keep_open == nil then item.keep_open = menu.keep_open end + + -- Submenu + if item_data.items then + item.parent_menu = menu + item.submenu_path = itable_join(menu.submenu_path, {i}) + menus_to_serialize[#menus_to_serialize + 1] = {item, item_data} + end + + menu.items[i] = item + end + + if menu.is_root then menu.selected_index = menu_data.selected_index or first_active_index end + + -- Retain old state + local old_menu = self.by_id[menu.id] + if old_menu then + table_assign_props(menu, old_menu, menu_state_props) + else + new_menus[#new_menus + 1] = menu + end + + new_all[#new_all + 1] = menu + new_by_id[menu.id] = menu + end + + self.root, self.all, self.by_id = new_root, new_all, new_by_id + self.current = self.by_id[old_current_id] or self.root + + self:update_content_dimensions() + self:reset_navigation() + + -- Ensure palette menus have active searches, and clean empty searches from menus that lost the `palette` flag + local update_dimensions_again = false + for _, menu in ipairs(self.all) do + local is_palette = menu.search_style == 'palette' + if not menu.search and (is_palette or (menu.search_suggestion and itable_index_of(new_menus, menu))) then + update_dimensions_again = true + self:search_init(menu.id) + elseif not is_palette and menu.search and menu.search.query == '' then + update_dimensions_again = true + menu.search = nil + end + end + -- We update before _and_ after because search_inits need the initial un-searched + -- menu's position and scroll state to save on the `search.source` table. + if update_dimensions_again then + self:update_content_dimensions() + self:reset_navigation() + end + -- Apply search suggestions + for _, menu in ipairs(new_menus) do + if menu.search_suggestion then + menu.search.query = menu.search_suggestion + menu.search.cursor = #menu.search_suggestion + end + end + for _, menu in ipairs(self.all) do + if menu.search then + -- the menu items are new objects and the search needs to contain those + menu.search.source.items = not menu.on_search and menu.items or nil + -- Only internal searches are immediately submitted + if not menu.on_search then self:search_internal(menu.id, true) end + end + + if menu.selected_index then self:select_by_offset(0, menu) end + end + + self:search_ensure_key_bindings() +end + +---@param items MenuDataChild[] +function Menu:update_items(items) + local data = table_assign({}, self.root) + data.items = items + self:update(data) +end + +function Menu:update_content_dimensions() + self.item_height = round(options.menu_item_height * state.scale) + self.min_width = round(options.menu_min_width * state.scale) + self.separator_size = round(1 * state.scale) + self.scrollbar_size = round(2 * state.scale) + self.padding = round(options.menu_padding * state.scale) + self.gap = round(2 * state.scale) + self.font_size = round(self.item_height * 0.48 * options.font_scale) + self.font_size_hint = self.font_size - 1 + self.item_padding = round((self.item_height - self.font_size) * 0.6) + self.scroll_step = self.item_height + self.item_spacing + + local title_opts = {size = self.font_size, italic = false, bold = false} + local hint_opts = {size = self.font_size_hint} + + for _, menu in ipairs(self.all) do + title_opts.bold, title_opts.italic = true, false + local max_width = text_width(menu.title, title_opts) + 2 * self.item_padding + + -- Estimate width of a widest item + for _, item in ipairs(menu.items) do + local icon_width = item.icon and self.font_size or 0 + item.title_width = text_width(item.title, title_opts) + item.hint_width = text_width(item.hint, hint_opts) + local spacings_in_item = 1 + (item.title_width > 0 and 1 or 0) + + (item.hint_width > 0 and 1 or 0) + (icon_width > 0 and 1 or 0) + local estimated_width = item.title_width + item.hint_width + icon_width + + (self.item_padding * spacings_in_item) + if estimated_width > max_width then max_width = estimated_width end + end + + menu.max_width = max_width + end + + self:update_dimensions() +end + +function Menu:update_dimensions() + -- Coordinates and sizes are of the scrollable area. Title is rendered + -- above it, so we need to account for that in max_height and ay position. + -- This is a debt from an era where we had different cursor event handling, + -- and dumb titles with no search inputs. It could use a refactor. + local margin = round(self.item_height / 2) + local external_buttons_reserve = display.width / self.item_height > 14 and self.scroll_step * 6 - margin * 2 or 0 + local width_available = display.width - margin * 2 - self.padding * 2 - external_buttons_reserve + local height_available = display.height - margin * 2 - self.padding * 2 + local min_width = math.min(self.min_width, width_available) + + for _, menu in ipairs(self.all) do + local width = math.max(menu.search and menu.search.max_width or 0, menu.max_width) + menu.width = round(clamp(min_width, width, width_available)) + local title_height = (menu.is_root and menu.title or menu.search) and + self.scroll_step + self.separator_size + 1 or 0 + local footnote_height = self.font_size * 1.5 + local max_height = height_available - title_height - footnote_height + local content_height = self.scroll_step * #menu.items + menu.height = math.min(content_height - self.item_spacing, max_height) + menu.top = clamp( + title_height + margin + self.padding, + menu.search and math.min(menu.search.min_top, menu.search.source.top) or height_available, + round((height_available - menu.height + title_height) / 2) + ) + if menu.search then + menu.search.min_top = math.min(menu.search.min_top, menu.top) + menu.search.max_width = math.max(menu.search.max_width, menu.width) + end + menu.scroll_height = math.max(content_height - menu.height - self.item_spacing, 0) + self:set_scroll_to(menu.scroll_y, menu.id) -- clamps scroll_y to scroll limits + end + + self:update_coordinates() +end + +-- Updates element coordinates to match padding box of currently open (sub)menu. +function Menu:update_coordinates() + local ax = round((display.width - self.current.width) / 2 - self.padding) + self.offset_x + self:set_coordinates( + ax, self.current.top - self.padding, + ax + self.current.width + self.padding * 2, self.current.top + self.current.height + self.padding + ) +end + +function Menu:reset_navigation() + local menu = self.current + + -- Reset indexes and scroll + self:set_scroll_to(menu.scroll_y) -- clamps scroll_y to scroll limits + if menu.items and #menu.items > 0 then + -- Normalize existing selected_index always, and force it only in keyboard navigation + if not self.mouse_nav then + self:select_by_offset(0) + end + else + self:select_index(nil) + end + + -- Walk up the parent menu chain and activate items that lead to current menu + local parent = menu.parent_menu + while parent do + parent.selected_index = itable_index_of(parent.items, menu) + menu, parent = parent, parent.parent_menu + end + + request_render() +end + +function Menu:set_offset_x(offset) + local delta = offset - self.offset_x + self.offset_x = offset + self:set_coordinates(self.ax + delta, self.ay, self.bx + delta, self.by) +end + +function Menu:fadeout(callback) self:tween_property('opacity', 1, 0, callback) end + +-- If `menu_id` is provided, will return menu with that id or `nil`. If `menu_id` is `nil`, will return current menu. +---@param menu_id? string +---@return MenuStack | nil +function Menu:get_menu(menu_id) return menu_id == nil and self.current or self.by_id[menu_id] end + +function Menu:get_first_active_index(menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + for index, item in ipairs(menu.items) do + if item.active then return index end + end +end + +---@param pos? number +---@param menu_id? string +function Menu:set_scroll_to(pos, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + menu.scroll_y = clamp(0, pos or 0, menu.scroll_height) + request_render() +end + +---@param delta? number +---@param menu_id? string +function Menu:set_scroll_by(delta, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + self:set_scroll_to(menu.scroll_y + delta, menu_id) +end + +---@param pos? number +---@param menu_id? string +---@param fling_options? table +function Menu:scroll_to(pos, menu_id, fling_options) + local menu = self:get_menu(menu_id) + if not menu then return end + menu.fling = { + y = menu.scroll_y, + distance = clamp(-menu.scroll_y, pos - menu.scroll_y, menu.scroll_height - menu.scroll_y), + time = mp.get_time(), + duration = 0.1, + easing = ease_out_sext, + } + if fling_options then table_assign(menu.fling, fling_options) end + request_render() +end + +---@param delta? number +---@param menu_id? string +---@param fling_options? Fling +function Menu:scroll_by(delta, menu_id, fling_options) + local menu = self:get_menu(menu_id) + if not menu then return end + self:scroll_to((menu.fling and (menu.fling.y + menu.fling.distance) or menu.scroll_y) + delta, menu_id, fling_options) +end + +---@param index? integer +---@param menu_id? string +---@param immediate? boolean +function Menu:scroll_to_index(index, menu_id, immediate) + local menu = self:get_menu(menu_id) + if not menu then return end + if (index and index >= 1 and index <= #menu.items) then + local position = round((self.scroll_step * (index - 1)) - ((menu.height - self.scroll_step) / 2)) + if immediate then + self:set_scroll_to(position, menu_id) + else + self:scroll_to(position, menu_id) + end + end +end + +---@param index? integer +---@param menu_id? string +function Menu:select_index(index, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + menu.selected_index = (index and index >= 1 and index <= #menu.items) and index or nil + self:select_action(menu.action_index, menu_id) -- normalize selected action index + request_render() +end + +---@param index? integer +---@param menu_id? string +function Menu:select_action(index, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + local actions = menu.items[menu.selected_index] and menu.items[menu.selected_index].actions or menu.item_actions + if not index or not actions or type(actions) ~= 'table' or index < 1 or index > #actions then + menu.action_index = nil + return + end + menu.action_index = index + request_render() +end + +---@param delta? integer +---@param menu_id? string +function Menu:navigate_action(delta, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + local actions = menu.items[menu.selected_index] and menu.items[menu.selected_index].actions or menu.item_actions + if actions and delta ~= 0 then + -- Circular navigation where zero gets converted to nil + local index = (menu.action_index or (delta > 0 and 0 or #actions + 1)) + delta + self:select_action(index <= #actions and index > 0 and (index - 1) % #actions + 1 or nil, menu_id) + else + self:select_action(nil, menu_id) + end + request_render() +end + +function Menu:next_action() self:navigate_action(1) end +function Menu:prev_action() self:navigate_action(-1) end + +---@param value? any +---@param menu_id? string +function Menu:select_value(value, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + local index = itable_find(menu.items, function(item) return item.value == value end) + self:select_index(index) +end + +---@param menu_id? string +function Menu:deactivate_items(menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + for _, item in ipairs(menu.items) do item.active = false end + request_render() +end + +---@param index? integer +---@param menu_id? string +function Menu:activate_index(index, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + if index and index >= 1 and index <= #menu.items then menu.items[index].active = true end + request_render() +end + +---@param value? any +---@param menu_id? string +function Menu:activate_value(value, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + local index = itable_find(menu.items, function(item) return item.value == value end) + self:activate_index(index, menu_id) +end + +---@param value? any +---@param menu_id? string +function Menu:activate_one_value(value, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + local index = itable_find(menu.items, function(item) return item.value == value end) + self:activate_index(index, menu_id) +end + +---@param id string One of menus in `self.all`. +function Menu:activate_menu(id) + local menu = self:get_menu(id) + if menu then + self.current = menu + self:update_coordinates() + self:reset_navigation() + self:search_ensure_key_bindings() + local parent = menu.parent_menu + while parent do + parent.selected_index = itable_index_of(parent.items, menu) + self:scroll_to_index(parent.selected_index, parent) + menu, parent = parent, parent.parent_menu + end + request_render() + end +end + +---@param index? integer +---@param menu_id? string +function Menu:delete_index(index, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + if (index and index >= 1 and index <= #menu.items) then + table.remove(menu.items, index) + self:update_content_dimensions() + self:scroll_to_index(menu.selected_index, menu_id) + end +end + +---@param value? any +---@param menu_id? string +function Menu:delete_value(value, menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + local index = itable_find(menu.items, function(item) return item.value == value end) + self:delete_index(index) +end + +---@param id string Menu id. +---@param x number `x` coordinate to slide from. +function Menu:slide_in_menu(id, x) + local menu = self:get_menu(id) + if not menu then return end + self:activate_menu(id) + self:tween(-(display.width / 2 - menu.width / 2 - x), 0, function(offset) self:set_offset_x(offset) end) + self.opacity = 1 -- in case tween above canceled fade in animation +end + +function Menu:back() + if not self:is_alive() then return end + + local current = self.current + local parent = current.parent_menu + + if parent then + self:slide_in_menu(parent.id, display.width / 2 - current.width / 2 - parent.width / 2 + self.offset_x) + else + self.callback({type = 'back'}) + end +end + +---@param shortcut? Shortcut +---@param is_pointer? boolean Whether this was called by a pointer. +function Menu:activate_selected_item(shortcut, is_pointer) + local menu = self.current + local item = menu.items[menu.selected_index] + if item then + -- Is submenu + if item.items then + if not self.mouse_nav then + self:select_index(1, item.id) + end + self:activate_menu(item.id) + self:tween(self.offset_x + menu.width / 2, 0, function(offset) self:set_offset_x(offset) end) + self.opacity = 1 -- in case tween above canceled fade in animation + else + local actions = item.actions or menu.item_actions + local action = actions and actions[menu.action_index] + self.callback({ + type = 'activate', + index = menu.selected_index, + value = item.value, + is_pointer = is_pointer == true, + action = action and action.name, + keep_open = item.keep_open or menu.keep_open, + modifiers = shortcut and shortcut.modifiers or nil, + alt = shortcut and shortcut.alt or false, + ctrl = shortcut and shortcut.ctrl or false, + shift = shortcut and shortcut.shift or false, + menu_id = menu.id, + }) + end + end +end + +---@param index integer +function Menu:move_selected_item_to(index) + if self.current.search then return end -- Moving filtered items is an undefined behavior + local callback = self.current.on_move + local from, items_count = self.current.selected_index, self.current.items and #self.current.items or 0 + if callback and from and from ~= index and index >= 1 and index <= items_count then + local event = {type = 'move', from_index = from, to_index = index, menu_id = self.current.id} + self:command_or_event(callback, {from, index, self.current.id}, event) + self:select_index(index, self.current.id) + self:scroll_to_index(index, self.current.id, true) + end +end + +---@param delta number +function Menu:move_selected_item_by(delta) + local current_index, items_count = self.current.selected_index, self.current.items and #self.current.items or 0 + if current_index and items_count > 1 then + local new_index = clamp(1, current_index + delta, items_count) + if current_index ~= new_index then + self:move_selected_item_to(new_index) + end + end +end + +function Menu:on_display() self:update_dimensions() end +function Menu:on_prop_fullormaxed() self:update_content_dimensions() end +function Menu:on_options() self:update_content_dimensions() end + +function Menu:handle_cursor_down() + if self.proximity_raw <= 0 then + self.drag_last_y = cursor.y + self.current.fling = nil + else + self:close() + end +end + +---@param shortcut? Shortcut +function Menu:handle_cursor_up(shortcut) + if self.proximity_raw <= -self.padding and self.drag_last_y and not self.is_dragging then + self:activate_selected_item(shortcut, true) + end + if self.is_dragging then + local distance = cursor:get_velocity().y / -3 + if math.abs(distance) > 50 then + self.current.fling = { + y = self.current.scroll_y, + distance = distance, + time = cursor.history:head().time, + easing = ease_out_quart, + duration = 0.5, + update_cursor = true, + } + request_render() + end + end + self.is_dragging = false + self.drag_last_y = nil +end + +function Menu:on_global_mouse_move() + self.mouse_nav = true + if self.drag_last_y then + self.is_dragging = self.is_dragging or math.abs(cursor.y - self.drag_last_y) >= 10 + if self.is_dragging then + local distance = self.drag_last_y - cursor.y + if distance ~= 0 then self:set_scroll_by(distance) end + self.drag_last_y = cursor.y + end + end + request_render() +end + +function Menu:handle_wheel_up() self:scroll_by(self.scroll_step * -3, nil, {update_cursor = true}) end +function Menu:handle_wheel_down() self:scroll_by(self.scroll_step * 3, nil, {update_cursor = true}) end + +---@param offset integer +---@param menu? MenuStack +function Menu:select_by_offset(offset, menu) + menu = menu or self.current + + -- Blur selected_index when navigating off bounds and submittable search is active. + -- Blurred selected_index is an implied focused input, so enter can submit it. + if menu.search and menu.search_debounce == 'submit' and ( + (menu.selected_index == 1 and offset < 0) or (menu.selected_index == #menu.items and offset > 0) + ) then + self:select_index(nil, menu.id) + else + local index = clamp(1, (menu.selected_index or offset >= 0 and 0 or #menu.items + 1) + offset, #menu.items) + local prev_index = itable_find(menu.items, function(item) return item.selectable ~= false end, index, 1) + local next_index = itable_find(menu.items, function(item) return item.selectable ~= false end, index) + if prev_index and next_index then + if offset == 0 then + self:select_index(index - prev_index <= next_index - index and prev_index or next_index, menu.id) + elseif offset > 0 then + self:select_index(next_index, menu.id) + else + self:select_index(prev_index, menu.id) + end + else + self:select_index(prev_index or next_index or nil, menu.id) + end + end + + request_render() +end + +---@param offset integer +---@param immediate? boolean +function Menu:navigate_by_items(offset, immediate) + self:select_by_offset(offset) + if self.current.selected_index then + self:scroll_to_index(self.current.selected_index, self.current.id, immediate) + end +end + +---@param offset integer +---@param immediate? boolean +function Menu:navigate_by_page(offset, immediate) + local items_per_page = round((self.current.height / self.scroll_step) * 0.4) + self:navigate_by_items(items_per_page * offset, immediate) +end + +function Menu:paste() + local menu = self.current + local payload = get_clipboard() + if not payload then return end + if menu.search then + self:search_query_insert(payload) + elseif menu.on_paste then + local selected_item = menu.items and menu.selected_index and menu.items[menu.selected_index] + local actions = selected_item and selected_item.actions or menu.item_actions + local selected_action = actions and menu.action_index and actions[menu.action_index] + self:command_or_event(menu.on_paste, {payload, menu.id}, { + type = 'paste', + value = payload, + menu_id = menu.id, + selected_item = selected_item and { + index = menu.selected_index, value = selected_item.value, action = selected_action, + }, + }) + elseif menu.search_style ~= 'disabled' then + self:search_start(menu.id) + self:search_query_replace(payload, menu.id) + end +end + +---@param menu_id string +---@param no_select_first? boolean +function Menu:search_internal(menu_id, no_select_first) + local menu = self:get_menu(menu_id) + if not menu then return end + local query = menu.search.query:lower() + if query == '' then + -- Reset menu state to what it was before search + for key, value in pairs(menu.search.source) do menu[key] = value end + else + -- Inherit `search_submenus` from parent menus + local search_submenus, parent_menu = menu.search_submenus, menu.parent_menu + while not search_submenus and parent_menu do + search_submenus, parent_menu = parent_menu.search_submenus, parent_menu.parent_menu + end + menu.items = search_items(menu.search.source.items, query, search_submenus) + -- Select 1st item in search results + if not no_select_first then + menu.scroll_y = 0 + self:select_index(1, menu_id) + end + end + self:update_content_dimensions() +end + +---@param items MenuStackChild[] +---@param query string +---@param recursive? boolean +---@param prefix? string +---@return MenuStackChild[] +function search_items(items, query, recursive, prefix) + local result = {} + local haystacks = {} + local flat_items = {} + local concat = table.concat + local romanization = need_romanization() + + for _, item in ipairs(items) do + if item.selectable ~= false then + local prefixed_title = prefix and prefix .. ' / ' .. (item.title or '') or item.title + haystacks[#haystacks + 1] = item.title + flat_items[#flat_items + 1] = item + + if item.items and recursive then + itable_append(result, search_items(item.items, query, recursive, prefixed_title)) + end + end + end + + local seen = {} + + local fuzzy = fzy.filter(query, haystacks, false) + for _, match in ipairs(fuzzy) do + local idx, positions, score = match[1], match[2], match[3] + local matched_title = haystacks[idx] + local item = flat_items[idx] + local prefixed_title = prefix and prefix .. ' / ' .. (item.title or '') or item.title + + if item.selectable ~= false and not (item.items and recursive) and not seen[item] then + local bold = item.bold or options.font_bold + local font_color = item.active and fgt or bgt + local ass_safe_title = highlight_match(matched_title, positions, font_color, bold) or nil + local new_item = table_assign({}, item) + new_item.title = prefixed_title + new_item.ass_safe_title = prefix and prefix .. ' / ' .. (ass_safe_title or '') or ass_safe_title + new_item.score = score + result[#result + 1] = new_item + seen[item] = true + end + end + + for _, item in ipairs(items) do + local title = item.title and item.title:lower() + local hint = item.hint and item.hint:lower() + local bold = item.bold or options.font_bold + local font_color = item.active and fgt or bgt + local ass_safe_title = nil + local prefixed_title = prefix and prefix .. ' / ' .. (item.title or '') or item.title + if item.selectable ~= false and not (item.items and recursive) and not seen[item] then + local score = 0 + local match = false + + if title and romanization then + local ligature_conv_title, ligature_roman = char_conv(title, true) + local initials_arr_conv, initials_roman = char_conv(title, false) + local initials_conv_title = concat(initials(initials_arr_conv)) + if ligature_conv_title:find(query, 1, true) then + match = true + score = 1000 + local pos = get_roman_match_positions(title, query, 'ligature', ligature_roman) + if pos then + ass_safe_title = highlight_match(item.title, pos, font_color, bold) + end + elseif initials_conv_title:find(query, 1, true) then + match = true + score = 900 + local pos = get_roman_match_positions(title, query, 'initial', initials_roman) + if pos then + ass_safe_title = highlight_match(item.title, pos, font_color, bold) + end + end + end + + if hint and not match then + if hint:find(query, 1, true) then + match = true + score = 100 + elseif concat(initials(hint)):find(query, 1, true) then + match = true + score = 90 + end + end + + if match then + local new_item = table_assign({}, item) + new_item.title = prefixed_title + new_item.ass_safe_title = prefix and prefix .. ' / ' .. (ass_safe_title or '') or ass_safe_title + new_item.score = score + result[#result + 1] = new_item + end + end + end + + table.sort(result, function(a, b) return a.score > b.score end) + + return result +end + +---@param menu_id? string +function Menu:search_submit(menu_id) + local menu = self:get_menu(menu_id) + if not menu or not menu.search then return end + local callback, query = menu.on_search, menu.search.query + if callback then + self:command_or_event(callback, {query, menu.id}, {type = 'search', query = query, menu_id = menu.id}) + else + self:search_internal(menu.id) + end +end + +-- Move search query cursor by an amount. +---@param amount number `<0` for left, `>0` for right. +---@param word_mode? boolean Move by words/segments. Overwrites amount, but respects its direction. +function Menu:search_cursor_move(amount, word_mode) + local menu = self:get_menu() + if not menu or not menu.search then return end + local query, cursor = menu.search.query, menu.search.cursor + if word_mode then + menu.search.cursor = find_string_segment_bound(query, cursor, amount) + (amount < 0 and -1 or 0) + else + local move = amount > 0 and utf8_next or utf8_prev + local step_count = 0 + local limit = math.abs(amount) + + while step_count < limit do + local next_cursor = move(query, cursor) + if next_cursor == cursor then break end + cursor = next_cursor + step_count = step_count + 1 + end + + menu.search.cursor = clamp(0, cursor, #query) + end + request_render() +end + +---@param query string +---@param menu_id? string +---@param immediate? boolean +function Menu:search_query_replace(query, menu_id, immediate) + local menu = self:get_menu(menu_id) + if not menu or not menu.search then return end + menu.search.query = query + menu.search.cursor = #query + self:search_trigger(menu_id, immediate) +end + +-- Insert string into search query at cursor. +---@param str string +---@param menu_id? string +function Menu:search_query_insert(str, menu_id) + local menu = self:get_menu(menu_id) + if not menu or not menu.search then return end + local query, cursor = menu.search.query, menu.search.cursor + local head, tail = string.sub(query, 1, cursor), string.sub(query, cursor + 1) + menu.search.query = head .. str .. tail + menu.search.cursor = cursor + #str + self:search_trigger(menu_id) +end + +-- Trigger menu search callbacks, should be called after any query changes. +function Menu:search_trigger(menu_id, immediate) + local menu = self:get_menu(menu_id) + if not menu or not menu.search then return end + if menu.search_debounce ~= 'submit' then + if menu.search.timeout then menu.search.timeout:kill() end + if menu.search.timeout and not immediate then + menu.search.timeout:resume() + else + self:search_submit(menu_id) + end + else + -- `search_debounce='submit'` behavior: We blur selected item when query + -- changes to let [enter] key submit searches instead of activating items. + self:select_index(nil, menu.id) + end + request_render() +end + +---@param event? string +---@param word_mode? boolean Delete by words. +function Menu:search_query_backspace(event, word_mode) + local search = self.current.search + if not search then return end + + local cursor, old_query = search.cursor, search.query + local head, tail = string.sub(old_query, 1, cursor), string.sub(old_query, cursor + 1) + + if word_mode then + cursor = find_string_segment_bound(head, cursor, -1) - 1 + elseif cursor > 0 then + -- The while loop is for skipping utf8 continuation bytes + while cursor > 1 and old_query:byte(cursor) >= 0x80 and old_query:byte(cursor) <= 0xbf do + cursor = cursor - 1 + end + cursor = cursor - 1 + end + + local new_query = head:sub(1, cursor) .. tail + if new_query ~= old_query then + search.query = new_query + search.cursor = math.max(0, cursor) + self:search_trigger() + end + + if #new_query == 0 then + local is_palette = self.current.search_style == 'palette' + if not is_palette and self.type_to_search then + self:search_cancel() + elseif is_palette and event ~= 'repeat' then + self:back() + end + end +end + +---@param event? string +---@param word_mode? boolean Delete by words. +function Menu:search_query_delete(event, word_mode) + local search = self.current.search + if not search then return end + + local cursor, old_query = search.cursor, search.query + local head, tail = string.sub(old_query, 1, cursor), string.sub(old_query, cursor + 1) + local tail_cursor = 1 + + if word_mode then + tail_cursor = find_string_segment_bound(tail, 0, 1) + 1 + else + -- The while loop is for skipping utf8 continuation bytes + while tail_cursor < #tail and tail:byte(tail_cursor) >= 0x80 and tail:byte(tail_cursor) <= 0xbf do + tail_cursor = tail_cursor + 1 + end + tail_cursor = tail_cursor + 1 + end + + local new_query = head .. tail:sub(tail_cursor) + if new_query ~= old_query then + search.query = new_query + search.cursor = #head + self:search_trigger() + end + + if #new_query == 0 then + local is_palette = self.current.search_style == 'palette' + if not is_palette and self.type_to_search then + self:search_cancel() + elseif is_palette and event ~= 'repeat' then + self:back() + end + end +end + +function Menu:search_text_input(info) + local menu = self.current + if not menu.search and menu.search_style == 'disabled' then return end + if info.event ~= 'up' then + local key_text = info.key_text + if not key_text then + -- might be KP0 to KP9 or KP_DEC + key_text = info.key_name:match('KP_?(.+)') + if not key_text then return end + if key_text == 'DEC' then key_text = '.' end + end + if not menu.search then self:search_start() end + self:search_query_insert(key_text) + end +end + +---@param menu_id? string +function Menu:search_cancel(menu_id) + local menu = self:get_menu(menu_id) + if not menu or not menu.search or menu.search_style == 'palette' then + self:search_query_replace('', menu_id) + return + end + if state.ime_active == false then + mp.set_property_bool('input-ime', false) + end + self:search_query_replace('', menu_id, true) + menu.search = nil + self:search_ensure_key_bindings() + self:update_dimensions() + self:reset_navigation() +end + +---@param menu_id? string +function Menu:search_init(menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + if menu.search then return end + if state.ime_active == false then + mp.set_property_bool('input-ime', true) + end + local timeout + if menu.search_debounce ~= 'submit' and menu.search_debounce > 0 then + timeout = mp.add_timeout(menu.search_debounce / 1000, self:create_action(function() + self:search_submit(menu.id) + end)) + timeout:kill() + end + menu.search = { + query = '', + cursor = 0, + timeout = timeout, + min_top = menu.top, + max_width = menu.width, + source = { + width = menu.width, + top = menu.top, + scroll_y = menu.scroll_y, + selected_index = menu.selected_index, + items = not menu.on_search and menu.items or nil, + }, + } +end + +---@param menu_id? string +function Menu:search_start(menu_id) + local menu = self:get_menu(menu_id) + if not menu or menu.search_style == 'disabled' then return end + self:search_init(menu_id) + self:search_ensure_key_bindings() + self:update_dimensions() +end + +---@param menu_id? string +function Menu:search_clear_query(menu_id) + local menu = self:get_menu(menu_id) + if not menu then return end + if not self.current.search_style == 'palette' and self.type_to_search then + self:search_cancel(menu_id) + else + self:search_query_replace('', menu_id) + end +end + +function Menu:search_enable_key_bindings() + if self:has_keybindings('search') then return end + local flags = {repeatable = true, complex = true} + self:add_key_binding('any_unicode', {self:create_key_handler('search_text_input'), flags}, 'search') + -- KP0 to KP9 and KP_DEC are not included in any_unicode + -- despite typically producing characters, they don't have a info.key_text + self:add_key_binding('kp_dec', {self:create_key_handler('search_text_input'), flags}, 'search') + for i = 0, 9 do + self:add_key_binding('kp' .. i, {self:create_key_handler('search_text_input'), flags}, 'search') + end +end + +function Menu:search_ensure_key_bindings() + if self.current.search or (self.type_to_search and self.current.search_style ~= 'disabled') then + self:search_enable_key_bindings() + else + self:remove_key_bindings('search') + end +end + +function Menu:enable_key_bindings() + local standalone_keys = {'/', 'kp_divide', 'mbtn_back', 'ctrl+f', 'ctrl+v', 'ctrl+c'} + if type(self.root.bind_keys) == 'table' then itable_append(standalone_keys, self.root.bind_keys) end + -- `+` at the end enables `repeatable` flag + local modifiable_keys = {'up+', 'down+', 'left', 'right', 'enter', 'kp_enter', 'bs', 'tab', 'esc', 'pgup+', + 'pgdwn+', 'home', 'end', 'del'} + local modifiers = {nil, 'alt', 'alt+ctrl', 'alt+shift', 'alt+ctrl+shift', 'ctrl', 'ctrl+shift', 'shift'} + + ---@param shortcut Shortcut + ---@param flags table + local function bind(shortcut, flags) + local handler = self:create_action(function(info) self:handle_shortcut(shortcut, info) end) + self:add_key_binding(shortcut.id, {handler, flags}) + end + + for i, key in ipairs(standalone_keys) do + bind(create_shortcut(key), {repeatable = false, complex = true}) + end + + for i, key in ipairs(modifiable_keys) do + local flags = {repeatable = false, complex = true} + + if key:sub(-1) == '+' then + key = key:sub(1, -2) + flags.repeatable = true + end + + for j = 1, #modifiers do + bind(create_shortcut(key, modifiers[j]), flags) + end + end + + self:search_ensure_key_bindings() +end + +-- Handles all key and mouse button shortcuts, except unicode inputs. +---@param shortcut Shortcut +---@param info ComplexBindingInfo +function Menu:handle_shortcut(shortcut, info) + if not self:is_alive() then return end + + self.mouse_nav = info.is_mouse + local menu, id, key, modifiers = self.current, shortcut.id, shortcut.key, shortcut.modifiers + local selected_index = menu.selected_index + local selected_item = menu and selected_index and menu.items[selected_index] + local is_submenu = selected_item and selected_item.items ~= nil + local actions = selected_item and selected_item.actions or menu.item_actions + local selected_action = actions and menu.action_index and actions[menu.action_index] + + if info.event == 'up' then return end + + function trigger_shortcut(shortcut) + self.callback(table_assign({}, shortcut, { + type = 'key', + menu_id = menu.id, + selected_item = selected_item and { + index = selected_index, value = selected_item.value, action = selected_action, + }, + })) + end + + if (key == 'enter' and selected_item) or (id == 'right' and is_submenu and not menu.search) then + self:activate_selected_item(shortcut) + elseif id == 'enter' and menu.search and menu.search_debounce == 'submit' then + self:search_submit() + elseif id == 'up' or id == 'down' then + self:navigate_by_items(id == 'up' and -1 or 1, true) + elseif id == 'pgup' or id == 'pgdwn' then + self:navigate_by_page(id == 'pgup' and -1 or 1) + elseif menu.search and (id == 'left' or id == 'ctrl+left') then + self:search_cursor_move(-1, modifiers == 'ctrl') + elseif menu.search and (id == 'right' or id == 'ctrl+right') then + self:search_cursor_move(1, modifiers == 'ctrl') + elseif menu.search and id == 'home' then + self:search_cursor_move(-math.huge) + elseif menu.search and id == 'end' then + self:search_cursor_move(math.huge) + elseif id == 'home' or id == 'end' then + self:navigate_by_items(id == 'home' and -math.huge or math.huge) + elseif id == 'shift+tab' then + self:prev_action() + elseif id == 'tab' then + self:next_action() + elseif id == 'ctrl+up' then + self:move_selected_item_by(-1) + elseif id == 'ctrl+down' then + self:move_selected_item_by(1) + elseif id == 'ctrl+pgup' then + self:move_selected_item_by(-round((menu.height / self.scroll_step) * 0.4)) + elseif id == 'ctrl+pgdwn' then + self:move_selected_item_by(round((menu.height / self.scroll_step) * 0.4)) + elseif id == 'ctrl+home' then + self:move_selected_item_by(-math.huge) + elseif id == 'ctrl+end' then + self:move_selected_item_by(math.huge) + elseif id == '/' or id == 'kp_divide' or id == 'ctrl+f' then + self:search_start() + elseif key == 'esc' then + if menu.search and menu.search_style ~= 'palette' then + self:search_cancel() + else + self:close() + end + elseif id == 'left' and menu.parent_menu then + self:back() + elseif key == 'bs' then + if menu.search then + if modifiers == 'shift' then + self:search_clear_query() + elseif not modifiers or modifiers == 'ctrl' then + self:search_query_backspace(info.event, modifiers == 'ctrl') + end + elseif not modifiers and info.event ~= 'repeat' then + self:back() + end + elseif menu.search and (id == 'del' or id == 'ctrl+del' or id == 'shift+del') then + if id == 'shift+del' then + -- During search `del` edits the string. We convert `shift+del` to + -- `del` to have a way to trigger menu callbacks bound to `del`. + trigger_shortcut(create_shortcut('del')) + else + self:search_query_delete(info.event, modifiers == 'ctrl') + end + elseif key == 'mbtn_back' then + self:back() + elseif id == 'ctrl+v' then + self:paste() + else + trigger_shortcut(shortcut) + end +end + +-- Check if menu is not closed or closing. +function Menu:is_alive() return not self.is_closing and not self.destroyed end + +---@param name string +function Menu:create_key_handler(name) + return self:create_action(function(...) + self.mouse_nav = false + self:maybe(name, ...) + end) +end + +-- Sends command with params, or triggers a callback event if `command == 'callback'`. +-- Intended to handle `on_{event}: 'callback' | string | string[]` events. +-- Returns what happened. +---@param command string|number|string[]|number[] +---@param params string[]|number[] +---@param event MenuEvent +---@return 'event' | 'command' | nil +function Menu:command_or_event(command, params, event) + if command == 'callback' then + self.callback(event) + return 'event' + elseif type(command) == 'table' then + ---@diagnostic disable-next-line: deprecated + mp.command_native(itable_join(command, params)) + return 'command' + elseif type(command) == 'string' then + mp.command(command .. ' ' .. table.concat(params, ' ')) + return 'command' + end + return nil +end + +function Menu:render() + for _, menu in ipairs(self.all) do + if menu.fling then + local time_delta = state.render_last_time - menu.fling.time + local progress = menu.fling.easing(math.min(time_delta / menu.fling.duration, 1)) + self:set_scroll_to(round(menu.fling.y + menu.fling.distance * progress), menu.id) + if progress < 1 then request_render() else menu.fling = nil end + end + end + + cursor:zone('primary_down', display, self:create_action(function() self:handle_cursor_down() end)) + cursor:zone('primary_up', display, self:create_action(function(shortcut) self:handle_cursor_up(shortcut) end)) + cursor:zone('wheel_down', self, function() self:handle_wheel_down() end) + cursor:zone('wheel_up', self, function() self:handle_wheel_up() end) + + local ass = assdraw.ass_new() + local icon_size = self.font_size + + ---@param menu MenuStack + ---@param x number + ---@param pos number Horizontal position index. 0 = current menu, <0 parent menus, >1 submenu. + local function draw_menu(menu, x, pos) + local is_current, is_parent, is_submenu = pos == 0, pos < 0, pos > 0 + local menu_opacity = (pos == 0 and 1 or config.opacity.submenu ^ math.abs(pos)) * self.opacity + -- Scrollable content area coordinates + local content_rect = { + ax = x + self.padding, + ay = menu.top, + bx = x + self.padding + menu.width, + by = menu.top + menu.height, + } + -- local ax, ay, bx, by = x + self.padding, menu.top, x + menu.width + self.padding, menu.top + menu.height + local draw_title = menu.is_root and menu.title or menu.search + local scroll_clip = '\\clip(0,' .. content_rect.ay .. ',' .. display.width .. ',' .. content_rect.by .. ')' + local start_index = math.floor(menu.scroll_y / self.scroll_step) + 1 + local end_index = math.ceil((menu.scroll_y + menu.height) / self.scroll_step) + local bg_rect = { + ax = x, + ay = content_rect.ay - (draw_title and self.scroll_step or 0) - self.padding, + bx = content_rect.bx + self.padding, + by = content_rect.by + self.padding, + } + local blur_action_index = self.mouse_nav and menu.action_index ~= nil + + -- Background + ass:rect(bg_rect.ax, bg_rect.ay, bg_rect.bx, bg_rect.by, { + color = bg, + opacity = menu_opacity * config.opacity.menu, + radius = state.radius > 0 and math.min(state.radius + self.padding, state.radius * 3) or 0, + }) + + if is_parent then + cursor:zone('primary_down', bg_rect, self:create_action(function() self:slide_in_menu(menu.id, x) end)) + end + + -- Scrollbar + if menu.scroll_height > 0 then + local groove_height = menu.height - 2 + local thumb_height = math.max((menu.height / (menu.scroll_height + menu.height)) * groove_height, 40) + local thumb_y = content_rect.ay + 1 + ((menu.scroll_y / menu.scroll_height) * (groove_height - thumb_height)) + local sax = content_rect.bx - round(self.scrollbar_size / 2) + local sbx = sax + self.scrollbar_size + ass:rect(sax, thumb_y, sbx, thumb_y + thumb_height, {color = fg, opacity = menu_opacity * 0.8}) + end + + -- Draw submenu if selected + local submenu_rect, current_item = nil, is_current and menu.selected_index and menu.items[menu.selected_index] + local submenu_is_hovered = false + if current_item and current_item.items then + submenu_rect = draw_menu(current_item --[[@as MenuStack]], bg_rect.bx + self.gap, 1) + cursor:zone('primary_down', submenu_rect, self:create_action(function(shortcut) + self:activate_selected_item(shortcut, true) + end)) + end + + ---@type MenuAction|nil + local selected_action + for index = start_index, end_index, 1 do + local item = menu.items[index] + + if not item then break end + + local item_ay = content_rect.ay - menu.scroll_y + self.scroll_step * (index - 1) + local item_by = item_ay + self.item_height + local item_center_y = item_ay + (self.item_height / 2) + local item_clip = (item_ay < content_rect.ay or item_by > content_rect.by) and scroll_clip or nil + local content_ax, content_bx = content_rect.ax + self.item_padding, + content_rect.bx - self.item_padding + local is_selected = menu.selected_index == index + local item_rect_hitbox = { + ax = content_rect.ax, + ay = math.max(item_ay, bg_rect.ay), + bx = bg_rect.bx + (item.items and self.gap or -self.padding), -- to bridge the submenu gap with cursor + by = math.min(item_ay + self.scroll_step, bg_rect.by), + } + + -- Select hovered item + if is_current and self.mouse_nav and item.selectable ~= false + -- Do not select items if cursor is moving towards a submenu + and (not submenu_rect or not cursor:direction_to_rectangle_distance(submenu_rect)) + and (submenu_is_hovered or get_point_to_rectangle_proximity(cursor, item_rect_hitbox) <= 0) then + menu.selected_index = index + if not is_selected then + is_selected = true + request_render() + end + end + + local has_background = is_selected or item.active + local next_item = menu.items[index + 1] + local next_is_active = next_item and next_item.active + local next_has_background = menu.selected_index == index + 1 or next_is_active + local font_color = item.active and fgt or bgt + local actions = is_selected and (item.actions or menu.item_actions) -- not nil = actions are visible + local action = actions and actions[menu.action_index] -- not nil = action is selected + + if action then selected_action = action end + + -- Separator + if item_by < content_rect.by and ((not has_background and not next_has_background) or item.separator) then + local ay, by = item_by, item_by + self.separator_size + if has_background then + ay, by = ay + self.separator_size, by + self.separator_size + elseif next_has_background then + ay, by = ay - self.separator_size, by - self.separator_size + end + ass:rect( + content_rect.ax + self.item_padding, ay, content_rect.bx - self.item_padding, by, + {color = fg, opacity = menu_opacity * (item.separator and 0.13 or 0.04)} + ) + end + + -- Background + local highlight_opacity = 0 + (item.active and 0.8 or 0) + (is_selected and 0.15 or 0) + if highlight_opacity > 0 then + ass:rect(content_rect.ax, item_ay, content_rect.bx, item_by, { + radius = state.radius, + color = fg, + opacity = highlight_opacity * menu_opacity, + clip = item_clip, + }) + end + + local title_clip_bx = content_bx + + -- Actions + local actions_rect + if is_selected and actions and #actions > 0 and not item.items then + local place = item.actions_place or menu.item_actions_place + local margin = self.gap * 2 + local size = item_by - item_ay - margin * 2 + local rect_width = size * #actions + margin * (#actions - 1) + + -- Place actions outside of menu when requested and there's enough space for it + actions_rect = { + ay = item_ay + margin, + by = item_by - margin, + is_outside = place == 'outside' and display.width - bg_rect.bx + margin * 2 > rect_width, + } + actions_rect.bx = actions_rect.is_outside and bg_rect.bx + margin + rect_width or + content_rect.bx - margin + actions_rect.ax = actions_rect.bx + + for i = 1, #actions, 1 do + local action_index = #actions - (i - 1) + local action = actions[action_index] + + -- Hide when the action shouldn't be displayed when the item is a result of a search/filter + if not (action.filter_hidden and menu.search) then + local is_active = action_index == menu.action_index + local bx = actions_rect.ax - (i == 1 and 0 or margin) + local rect = { + ay = actions_rect.ay, + by = actions_rect.by, + ax = bx - size, + bx = bx, + } + actions_rect.ax = rect.ax + + ass:rect(rect.ax, rect.ay, rect.bx, rect.by, { + radius = state.radius > 2 and state.radius - 1 or state.radius, + color = is_active and fg or bg, + border = is_active and self.gap or nil, + border_color = bg, + opacity = menu_opacity, + clip = item_clip, + }) + ass:icon(rect.ax + size / 2, rect.ay + size / 2, size * 0.66, action.icon, { + color = is_active and bg or fg, opacity = menu_opacity, clip = item_clip, + }) + + -- Re-use rect as a hitbox by growing it so it bridges gaps to prevent flickering + rect.ay, rect.by, rect.bx = item_ay, item_ay + self.scroll_step, rect.bx + margin + + -- Select action on cursor hover + if self.mouse_nav and get_point_to_rectangle_proximity(cursor, rect) <= 0 then + cursor:zone('primary_down', rect, self:create_action(function(shortcut) + self:activate_selected_item(shortcut, true) + end)) + blur_action_index = false + if not is_active then + menu.action_index = action_index + selected_action = actions[action_index] + request_render() + end + end + end + end + + title_clip_bx = actions_rect.ax - self.gap * 2 + end + + -- Selected item indicator line + if is_selected and not selected_action then + local size = round(2 * state.scale) + local v_padding = math.min(state.radius, math.ceil(self.item_height / 3)) + ass:rect( + content_rect.ax - size - 1, item_ay + v_padding, + content_rect.ax - 1, item_by - v_padding, + {radius = 1 * state.scale, color = fg, opacity = menu_opacity, clip = item_clip} + ) + end + + -- Icon + if item.icon then + if not actions_rect or actions_rect.is_outside then + local x = (not item.title and not item.hint and item.align == 'center') + and bg_rect.ax + (bg_rect.bx - bg_rect.ax) / 2 + or content_bx - (icon_size / 2) + if item.icon == 'spinner' then + ass:spinner(x, item_center_y, icon_size * 1.5, {color = font_color, opacity = menu_opacity * 0.8}) + else + ass:icon(x, item_center_y, icon_size * 1.5, item.icon, { + color = font_color, opacity = menu_opacity, clip = item_clip, + }) + end + end + content_bx = content_bx - icon_size - self.item_padding + title_clip_bx = math.min(content_bx, title_clip_bx) + end + + local hint_clip_bx = title_clip_bx + if item.hint_width > 0 then + -- controls title & hint clipping proportional to the ratio of their widths + -- both title and hint get at least 50% of the width, unless they are smaller then that + local width = content_bx - content_ax - self.item_padding + local title_min = math.min(item.title_width, width * 0.5) + local hint_min = math.min(item.hint_width, width * 0.5) + local title_ratio = item.title_width / (item.title_width + item.hint_width) + title_clip_bx = math.min( + title_clip_bx, + round(content_ax + clamp(title_min, width * title_ratio, width - hint_min)) + ) + end + + -- Hint + if item.hint then + item.ass_safe_hint = item.ass_safe_hint or ass_escape(item.hint) + local clip = '\\clip(' .. title_clip_bx + self.item_padding .. ',' + .. math.max(item_ay, content_rect.ay) .. ',' .. hint_clip_bx .. ',' + .. math.min(item_by, content_rect.by) .. ')' + ass:txt(content_bx, item_center_y, 6, item.ass_safe_hint, { + size = self.font_size_hint, + color = font_color, + wrap = 2, + opacity = 0.5 * menu_opacity, + clip = clip, + }) + end + + -- Title + if item.title then + item.ass_safe_title = item.ass_safe_title or ass_escape(item.title) + local clip = '\\clip(' .. content_rect.ax .. ',' .. math.max(item_ay, content_rect.ay) .. ',' + .. title_clip_bx .. ',' .. math.min(item_by, content_rect.by) .. ')' + local title_x, align = content_ax, 4 + if item.align == 'right' then + title_x, align = title_clip_bx, 6 + elseif item.align == 'center' then + title_x, align = content_ax + (title_clip_bx - content_ax) / 2, 5 + end + ass:txt(title_x, item_center_y, align, item.ass_safe_title, { + size = self.font_size, + color = font_color, + italic = item.italic, + bold = item.bold, + wrap = 2, + opacity = menu_opacity * (item.muted and 0.5 or 1), + clip = clip, + }) + end + end + + -- Footnote / Selected action label + if is_current and (menu.footnote or selected_action) then + local height_half = self.font_size + local icon_x, icon_y = content_rect.ax + self.font_size / 2, bg_rect.by + height_half + local is_icon_hovered = false + local icon_hitbox = { + ax = icon_x - height_half, + ay = icon_y - height_half, + bx = icon_x + height_half, + by = icon_y + height_half, + } + is_icon_hovered = get_point_to_rectangle_proximity(cursor, icon_hitbox) <= 0 + local text = selected_action and selected_action.label or is_icon_hovered and menu.footnote + local opacity = (is_icon_hovered and 1 or 0.5) * menu_opacity + ass:icon(icon_x, icon_y, self.font_size, is_icon_hovered and 'help' or 'help_outline', { + color = fg, border = state.scale, border_color = bg, opacity = opacity, + }) + if text then + ass:txt(icon_x + self.font_size * 0.75, icon_y - self.font_size * 0.5, 7, ass_escape(text), { + size = self.font_size, + color = fg, + border = state.scale, + border_color = bg, + opacity = menu_opacity, + italic = true, + }) + end + end + + -- Menu title + if draw_title then + local requires_submit = menu.search_debounce == 'submit' + local rect = { + ax = content_rect.ax, + ay = content_rect.ay - self.scroll_step - self.separator_size - 1, + bx = content_rect.bx, + by = content_rect.ay - self.separator_size - 1, + } + -- Centers + rect.cx, rect.cy = round(rect.ax + (rect.bx - rect.ax) / 2), round(rect.ay + (rect.by - rect.ay) / 2) + + if menu.title and not menu.ass_safe_title then + menu.ass_safe_title = ass_escape(menu.title) + end + + -- Separator + ass:rect( + rect.ax, rect.by, rect.bx, rect.by + self.separator_size, {color = fg, opacity = menu_opacity * 0.2} + ) + + -- Blur selection (also activates search input) when user clicks title + if is_current then + cursor:zone('primary_down', rect, function() + self:select_index(nil) + end) + end + + -- Title + if menu.search then + -- Icon + local icon_size, icon_opacity = self.font_size * 1.3, menu_opacity * (requires_submit and 0.5 or 1) + local icon_rect = { + ax = rect.ax, + ay = rect.ay, + bx = content_rect.ax + icon_size + self.item_padding * 1.5, + by = rect.by, + } + + if is_current and requires_submit then + cursor:zone('primary_down', icon_rect, function() self:search_submit() end) + if get_point_to_rectangle_proximity(cursor, icon_rect) <= 0 then + icon_opacity = menu_opacity + end + end + + ass:icon(rect.ax + icon_size / 2, rect.cy, icon_size, 'search', { + color = fg, + opacity = icon_opacity, + clip = '\\clip(' .. + icon_rect.ax .. ',' .. icon_rect.ay .. ',' .. icon_rect.bx .. ',' .. icon_rect.by .. ')', + }) + + -- Query/Placeholder + local cursor_height_half, cursor_thickness = round(self.font_size * 0.6), round(self.font_size / 12) + local cursor_ax = rect.bx + 1 + if menu.search.query ~= '' then + local opts = { + size = self.font_size, + color = bgt, + wrap = 2, + opacity = menu_opacity, + clip = '\\clip(' .. icon_rect.bx .. ',' .. rect.ay .. ',' .. rect.bx .. ',' .. rect.by .. ')', + } + local query, cursor = menu.search.query, menu.search.cursor + -- Add a ZWNBSP suffix to prevent libass from trimming trailing spaces + local head = ass_escape(string.sub(query, 1, cursor)) .. '\239\187\191' + local tail_no_escape = string.sub(query, cursor + 1) + local tail = ass_escape(tail_no_escape) .. '\239\187\191' + cursor_ax = math.max(round(cursor_ax - text_width(tail_no_escape, opts)), rect.cx) + ass:txt(cursor_ax, rect.cy, 6, head, opts) + ass:txt(cursor_ax, rect.cy, 4, tail, opts) + else + local placeholder = (menu.search_style == 'palette' and menu.ass_safe_title) + and menu.ass_safe_title + or (requires_submit and t('type & ctrl+enter to search') or t('type to search')) + ass:txt(rect.bx, rect.cy, 6, placeholder, { + size = self.font_size, + italic = true, + color = bgt, + wrap = 2, + opacity = menu_opacity * 0.4, + clip = '\\clip(' .. rect.ax .. ',' .. rect.ay .. ',' .. rect.bx .. ',' .. rect.by .. ')', + }) + end + + -- Selected input indicator for submittable searches. + -- (input is selected when `selected_index` is `nil`) + if menu.search_debounce == 'submit' and not menu.selected_index then + local size_half = round(1 * state.scale) + ass:rect( + content_rect.ax, rect.by - size_half, content_rect.bx, rect.by + size_half, + {color = fg, opacity = menu_opacity} + ) + end + local input_is_blurred = menu.search_debounce == 'submit' and menu.selected_index + + -- Cursor + local cursor_bx = cursor_ax + cursor_thickness + ass:rect(cursor_ax, rect.cy - cursor_height_half, cursor_bx, rect.cy + cursor_height_half, { + color = fg, + opacity = menu_opacity * (input_is_blurred and 0.5 or 1), + clip = '\\clip(' .. cursor_ax .. ',' .. rect.ay .. ',' .. cursor_bx .. ',' .. rect.by .. ')', + }) + else + ass:txt(rect.cx, rect.cy, 5, menu.ass_safe_title, { + size = self.font_size, + bold = true, + color = bgt, + wrap = 2, + opacity = menu_opacity, + clip = '\\clip(' .. rect.ax .. ',' .. rect.ay .. ',' .. rect.bx .. ',' .. rect.by .. ')', + }) + end + end + + if blur_action_index then + menu.action_index = nil + request_render() + end + + return bg_rect + end + + -- Active menu + draw_menu(self.current, self.ax, 0) + + -- Parent menus + local parent_menu = self.current.parent_menu + local parent_offset_x, parent_horizontal_index = self.ax, -1 + + while parent_menu do + parent_offset_x = parent_offset_x - parent_menu.width - self.padding * 2 - self.gap + draw_menu(parent_menu, parent_offset_x, parent_horizontal_index) + parent_horizontal_index = parent_horizontal_index - 1 + parent_menu = parent_menu.parent_menu + end + + return ass +end + +return Menu \ No newline at end of file diff --git a/scripts/uosc/elements/PauseIndicator.lua b/scripts/uosc/elements/PauseIndicator.lua new file mode 100644 index 0000000..01da5ee --- /dev/null +++ b/scripts/uosc/elements/PauseIndicator.lua @@ -0,0 +1,83 @@ +local Element = require('elements/Element') + +---@class PauseIndicator : Element +local PauseIndicator = class(Element) + +function PauseIndicator:new() return Class.new(self) --[[@as PauseIndicator]] end +function PauseIndicator:init() + Element.init(self, 'pause_indicator', {render_order = 3}) + self.ignores_curtain = true + self.paused = state.pause + self.opacity = 0 + self.fadeout = false + self:init_options() +end + +function PauseIndicator:init_options() + self.base_icon_opacity = config.opacity.pause_indicator or (options.pause_indicator == 'flash' and 1) or 0.8 + self.type = options.pause_indicator + self:on_prop_pause() +end + +function PauseIndicator:flash() + -- Can't wait for pause property event listener to set this, because when this is used inside a binding like: + -- cycle pause; script-binding uosc/flash-pause-indicator + -- The pause event is not fired fast enough, and indicator starts rendering with old icon. + self.paused = mp.get_property_native('pause') + self.fadeout, self.opacity = false, 1 + self:tween_property('opacity', 1, 0, 300) +end + +-- Decides whether static indicator should be visible or not. +function PauseIndicator:decide() + self.paused = mp.get_property_native('pause') -- see flash() for why this line is necessary + self.fadeout, self.opacity = self.paused, self.paused and 1 or 0 + request_render() + + -- Workaround for an mpv race condition bug during pause on windows builds, which causes osd updates to be ignored. + -- .03 was still loosing renders, .04 was fine, but to be safe I added 10ms more + mp.add_timeout(.05, function() osd:update() end) +end + +function PauseIndicator:on_prop_pause() + if Elements:v('timeline', 'pressed') then return end + if options.pause_indicator == 'flash' then + if self.paused ~= state.pause then self:flash() end + elseif options.pause_indicator == 'static' then + self:decide() + end +end + +function PauseIndicator:on_options() + self:init_options() + if self.type == 'flash' then self.opacity = 0 end +end + +function PauseIndicator:render() + if self.opacity == 0 then return end + + local ass = assdraw.ass_new() + + -- Background fadeout + if self.fadeout then + ass:rect(0, 0, display.width, display.height, {color = bg, opacity = self.opacity * 0.3}) + end + + -- Icon + local size = round(math.min(display.width, display.height) * (self.fadeout and 0.20 or 0.15)) + size = size + size * (1 - self.opacity) + + if self.paused then + ass:icon(display.width / 2, display.height / 2, size, 'pause', + {border = 1, opacity = self.base_icon_opacity * self.opacity} + ) + else + ass:icon(display.width / 2, display.height / 2, size * 1.2, 'play_arrow', + {border = 1, opacity = self.base_icon_opacity * self.opacity} + ) + end + + return ass +end + +return PauseIndicator \ No newline at end of file diff --git a/scripts/uosc/elements/Speed.lua b/scripts/uosc/elements/Speed.lua new file mode 100644 index 0000000..271c87e --- /dev/null +++ b/scripts/uosc/elements/Speed.lua @@ -0,0 +1,195 @@ +local Element = require('elements/Element') + +---@alias Dragging { start_time: number; start_x: number; distance: number; speed_distance: number; start_speed: number; } + +---@class Speed : Element +local Speed = class(Element) + +---@param props? ElementProps +function Speed:new(props) return Class.new(self, props) --[[@as Speed]] end +function Speed:init(props) + Element.init(self, 'speed', props) + + self.width = 0 + self.height = 0 + self.notches = 10 + self.notch_every = 0.1 + ---@type number + self.notch_spacing = nil + ---@type number + self.font_size = nil + ---@type Dragging|nil + self.dragging = nil +end + +function Speed:get_visibility() + return Elements:maybe('timeline', 'get_is_hovered') and -1 or Element.get_visibility(self) +end + +function Speed:on_coordinates() + self.height, self.width = self.by - self.ay, self.bx - self.ax + self.notch_spacing = self.width / (self.notches + 1) + self.font_size = round(self.height * 0.48 * options.font_scale) +end +function Speed:on_options() self:on_coordinates() end + +function Speed:speed_step(speed, up) + if options.speed_step_is_factor then + if up then + return speed * options.speed_step + else + return speed * 1 / options.speed_step + end + else + if up then + return speed + options.speed_step + else + return speed - options.speed_step + end + end +end + +function Speed:handle_cursor_down() + self:tween_stop() -- Stop and cleanup possible ongoing animations + self.dragging = { + start_time = mp.get_time(), + start_x = cursor.x, + distance = 0, + speed_distance = 0, + start_speed = state.speed, + } +end + +function Speed:on_global_mouse_move() + if not self.dragging then return end + + self.dragging.distance = cursor.x - self.dragging.start_x + self.dragging.speed_distance = (-self.dragging.distance / self.notch_spacing * self.notch_every) + + local speed_current = state.speed + local speed_drag_current = self.dragging.start_speed + self.dragging.speed_distance + speed_drag_current = clamp(0.01, speed_drag_current, 100) + local drag_dir_up = speed_drag_current > speed_current + + local speed_step_next = speed_current + local speed_drag_diff = math.abs(speed_drag_current - speed_current) + while math.abs(speed_step_next - speed_current) < speed_drag_diff do + speed_step_next = self:speed_step(speed_step_next, drag_dir_up) + end + local speed_step_prev = self:speed_step(speed_step_next, not drag_dir_up) + + local speed_new = speed_step_prev + local speed_next_diff = math.abs(speed_drag_current - speed_step_next) + local speed_prev_diff = math.abs(speed_drag_current - speed_step_prev) + if speed_next_diff < speed_prev_diff then + speed_new = speed_step_next + end + + if speed_new ~= speed_current then + mp.set_property_native('speed', speed_new) + end +end + +function Speed:handle_cursor_up() + self.dragging = nil + request_render() +end + +function Speed:on_global_mouse_leave() + self.dragging = nil + request_render() +end + +function Speed:handle_wheel_up() mp.set_property_native('speed', self:speed_step(state.speed, true)) end +function Speed:handle_wheel_down() mp.set_property_native('speed', self:speed_step(state.speed, false)) end + +function Speed:render() + local visibility = self:get_visibility() + local opacity = self.dragging and 1 or visibility + + if opacity <= 0 then return end + + cursor:zone('primary_down', self, function() + self:handle_cursor_down() + cursor:once('primary_up', function() self:handle_cursor_up() end) + end) + cursor:zone('secondary_click', self, function() mp.set_property_native('speed', 1) end) + cursor:zone('wheel_down', self, function() self:handle_wheel_down() end) + cursor:zone('wheel_up', self, function() self:handle_wheel_up() end) + + local ass = assdraw.ass_new() + + -- Background + ass:rect(self.ax, self.ay, self.bx, self.by, { + color = bg, radius = state.radius, opacity = opacity * config.opacity.speed, + }) + + -- Coordinates + local ax, ay = self.ax, self.ay + local bx, by = self.bx, ay + self.height + local half_width = (self.width / 2) + local half_x = ax + half_width + + -- Notches + local speed_at_center = state.speed + if self.dragging then + speed_at_center = self.dragging.start_speed + self.dragging.speed_distance + speed_at_center = clamp(0.01, speed_at_center, 100) + end + local nearest_notch_speed = round(speed_at_center / self.notch_every) * self.notch_every + local nearest_notch_x = half_x + (((nearest_notch_speed - speed_at_center) / self.notch_every) * self.notch_spacing) + local guide_size = math.floor(self.height / 7.5) + local notch_by = by - guide_size + local notch_ay_big = ay + round(self.font_size * 1.1) + local notch_ay_medium = notch_ay_big + ((notch_by - notch_ay_big) * 0.2) + local notch_ay_small = notch_ay_big + ((notch_by - notch_ay_big) * 0.4) + local from_to_index = math.floor(self.notches / 2) + + for i = -from_to_index, from_to_index do + local notch_speed = nearest_notch_speed + (i * self.notch_every) + + if notch_speed >= 0 and notch_speed <= 100 then + local notch_x = nearest_notch_x + (i * self.notch_spacing) + local notch_thickness = 1 + local notch_ay = notch_ay_small + if (notch_speed % (self.notch_every * 10)) < 0.00000001 then + notch_ay = notch_ay_big + notch_thickness = 1.5 + elseif (notch_speed % (self.notch_every * 5)) < 0.00000001 then + notch_ay = notch_ay_medium + end + + ass:rect(notch_x - notch_thickness, notch_ay, notch_x + notch_thickness, notch_by, { + color = fg, + border = 1, + border_color = bg, + opacity = math.min(1.2 - (math.abs((notch_x - ax - half_width) / half_width)), 1) * opacity, + }) + end + end + + -- Center guide + ass:new_event() + ass:append('{\\rDefault\\an7\\blur0\\bord1\\shad0\\1c&H' .. fg .. '\\3c&H' .. bg .. '}') + ass:opacity(opacity) + ass:pos(0, 0) + ass:draw_start() + ass:move_to(half_x, by - 2 - guide_size) + ass:line_to(half_x + guide_size, by - 2) + ass:line_to(half_x - guide_size, by - 2) + ass:draw_stop() + + -- Speed value + local speed_text = (round(state.speed * 100) / 100) .. 'x' + ass:txt(half_x, ay + (notch_ay_big - ay) / 2, 5, speed_text, { + size = self.font_size, + color = bgt, + border = options.text_border * state.scale, + border_color = bg, + opacity = opacity, + }) + + return ass +end + +return Speed \ No newline at end of file diff --git a/scripts/uosc/elements/Timeline.lua b/scripts/uosc/elements/Timeline.lua new file mode 100644 index 0000000..86f1f98 --- /dev/null +++ b/scripts/uosc/elements/Timeline.lua @@ -0,0 +1,522 @@ +local Element = require('elements/Element') + +---@class Timeline : Element +local Timeline = class(Element) + +function Timeline:new() return Class.new(self) --[[@as Timeline]] end +function Timeline:init() + Element.init(self, 'timeline', {render_order = 5}) + ---@type false|{pause: boolean, distance: number, last: {x: number, y: number}} + self.pressed = false + self.obstructed = false + self.size = 0 + self.progress_size = 0 + self.min_progress_size = 0 -- used for `flash-progress` + self.font_size = 0 + self.top_border = 0 + self.line_width = 0 + self.progress_line_width = 0 + self.is_hovered = false + self.has_thumbnail = false + self.heatmap = nil + + self:decide_progress_size() + self:update_dimensions() + + -- Load Youtube heatmap data if available + self:register_mp_event('file-loaded', function() + self.heatmap = load_youtube_heatmap() + end) + -- Release any dragging and clear heatmap when file gets unloaded + self:register_mp_event('end-file', function() + self.pressed = false + self.heatmap = nil + end) +end + +function Timeline:get_visibility() + return math.max(Elements:maybe('controls', 'get_visibility') or 0, Element.get_visibility(self)) +end + +function Timeline:decide_enabled() + local previous = self.enabled + self.enabled = not self.obstructed and state.duration ~= nil and state.duration > 0 and state.time ~= nil + if self.enabled ~= previous then Elements:trigger('timeline_enabled', self.enabled) end +end + +function Timeline:get_effective_size() + if Elements:v('speed', 'dragging') then return self.size end + local progress_size = math.max(self.min_progress_size, self.progress_size) + return progress_size + math.ceil((self.size - self.progress_size) * self:get_visibility()) +end + +function Timeline:get_is_hovered() return self.enabled and self.is_hovered end + +function Timeline:update_dimensions() + self.size = round(options.timeline_size * state.scale) + self.top_border = round(options.timeline_border * state.scale) + self.line_width = round(options.timeline_line_width * state.scale) + self.progress_line_width = round(options.progress_line_width * state.scale) + self.font_size = math.floor(math.min((self.size + 60 * state.scale) * 0.2, self.size * 0.96) * options.font_scale) + local window_border_size = Elements:v('window_border', 'size', 0) + self.ax = window_border_size + self.ay = display.height - window_border_size - self.size - self.top_border + self.bx = display.width - window_border_size + self.by = display.height - window_border_size + self.width = self.bx - self.ax + self.chapter_size = math.max((self.by - self.ay) / 10, 3) + self.chapter_size_hover = self.chapter_size * 2 + + -- Disable if not enough space + local available_space = display.height - window_border_size * 2 - Elements:v('top_bar', 'size', 0) + self.obstructed = available_space < self.size + 10 + self:decide_enabled() +end + +function Timeline:decide_progress_size() + local show = options.progress == 'always' + or (options.progress == 'fullscreen' and state.fullormaxed) + or (options.progress == 'windowed' and not state.fullormaxed) + self.progress_size = show and options.progress_size or 0 +end + +function Timeline:toggle_progress() + local current = self.progress_size + self:tween_property('progress_size', current, current > 0 and 0 or options.progress_size) + request_render() +end + +function Timeline:flash_progress() + if self.enabled and options.flash_duration > 0 then + if not self._flash_progress_timer then + self._flash_progress_timer = mp.add_timeout(options.flash_duration / 1000, function() + self:tween_property('min_progress_size', options.progress_size, 0) + end) + self._flash_progress_timer:kill() + end + + self:tween_stop() + self.min_progress_size = options.progress_size + request_render() + self._flash_progress_timer.timeout = options.flash_duration / 1000 + self._flash_progress_timer:kill() + self._flash_progress_timer:resume() + end +end + +function Timeline:get_time_at_x(x) + local line_width = (options.timeline_style == 'line' and self.line_width - 1 or 0) + local time_width = self.width - line_width - 1 + local fax = (time_width) * state.time / state.duration + local fbx = fax + line_width + -- time starts 0.5 pixels in + x = x - self.ax - 0.5 + if x > fbx then + x = x - line_width + elseif x > fax then + x = fax + end + local progress = clamp(0, x / time_width, 1) + return state.duration * progress +end + +---@param fast? boolean +function Timeline:set_from_cursor(fast) + if state.time and state.duration then + mp.commandv('seek', self:get_time_at_x(cursor.x), fast and 'absolute+keyframes' or 'absolute+exact') + end +end + +function Timeline:clear_thumbnail() + if self.has_thumbnail then + mp.commandv('script-message-to', 'thumbfast', 'clear') + self.has_thumbnail = false + end +end + +function Timeline:handle_cursor_down() + self.pressed = {pause = state.pause, distance = 0, last = {x = cursor.x, y = cursor.y}} + mp.set_property_native('pause', true) + self:set_from_cursor() +end +function Timeline:on_prop_duration() self:decide_enabled() end +function Timeline:on_prop_time() self:decide_enabled() end +function Timeline:on_prop_border() self:update_dimensions() end +function Timeline:on_prop_title_bar() self:update_dimensions() end +function Timeline:on_prop_fullormaxed() + self:decide_progress_size() + self:update_dimensions() +end +function Timeline:on_display() self:update_dimensions() end +function Timeline:on_options() + self:decide_progress_size() + self:update_dimensions() +end +function Timeline:handle_cursor_up() + if self.pressed then + mp.set_property_native('pause', self.pressed.pause) + self.pressed = false + end +end +function Timeline:on_global_mouse_leave() + self.pressed = false +end + +function Timeline:on_global_mouse_move() + if self.pressed then + self.pressed.distance = self.pressed.distance + get_point_to_point_proximity(self.pressed.last, cursor) + self.pressed.last.x, self.pressed.last.y = cursor.x, cursor.y + if state.is_video and math.abs(cursor:get_velocity().x) / self.width * state.duration > 30 then + self:set_from_cursor(true) + else + self:set_from_cursor() + end + end +end + +function Timeline:render() + if self.size == 0 then + self:clear_thumbnail() + return + end + + local size = self:get_effective_size() + local visibility = self:get_visibility() + self.is_hovered = false + + if size < 1 then + self:clear_thumbnail() + return + end + + if self.proximity_raw <= 0 then + self.is_hovered = true + end + if visibility > 0 then + cursor:zone('primary_down', self, function() + self:handle_cursor_down() + cursor:once('primary_up', function() self:handle_cursor_up() end) + end) + if config.timeline_step ~= 0 then + cursor:zone('wheel_down', self, function() + mp.commandv('seek', -config.timeline_step, config.timeline_step_flag) + end) + cursor:zone('wheel_up', self, function() + mp.commandv('seek', config.timeline_step, config.timeline_step_flag) + end) + end + end + + local ass = assdraw.ass_new() + local progress_size = math.max(self.min_progress_size, self.progress_size) + + -- Text opacity rapidly drops to 0 just before it starts overflowing, or before it reaches progress_size + local hide_text_below = math.max(self.font_size * 0.8, progress_size * 2) + local hide_text_ramp = hide_text_below / 2 + local text_opacity = clamp(0, size - hide_text_below, hide_text_ramp) / hide_text_ramp + + local tooltip_gap = round(2 * state.scale) + local timestamp_gap = tooltip_gap + + local spacing = math.max(math.floor((self.size - self.font_size) / 2.5), 4) + local progress = state.time / state.duration + local is_line = options.timeline_style == 'line' + + -- Foreground & Background bar coordinates + local bax, bay, bbx, bby = self.ax, self.by - size - self.top_border, self.bx, self.by + local fax, fay, fbx, fby = 0, bay + self.top_border, 0, bby + local fcy = fay + (size / 2) + + local line_width = 0 + + if is_line then + local minimized_fraction = 1 - math.min((size - progress_size) / ((self.size - progress_size) / 8), 1) + local progress_delta = progress_size > 0 and self.progress_line_width - self.line_width or 0 + line_width = self.line_width + (progress_delta * minimized_fraction) + fax = bax + (self.width - line_width) * progress + fbx = fax + line_width + line_width = line_width - 1 + else + fax, fbx = bax, bax + self.width * progress + end + + local foreground_size = fby - fay + local foreground_coordinates = round(fax) .. ',' .. fay .. ',' .. round(fbx) .. ',' .. fby -- for clipping + + -- time starts 0.5 pixels in + local time_ax = bax + 0.5 + local time_width = self.width - line_width - 1 + + -- time to x: calculates x coordinate so that it never lies inside of the line + local function t2x(time) + local x = time_ax + time_width * time / state.duration + return time <= state.time and x or x + line_width + end + + -- Background + ass:new_event() + ass:pos(0, 0) + ass:append('{\\rDefault\\an7\\blur0\\bord0\\1c&H' .. bg .. '}') + ass:opacity(config.opacity.timeline) + ass:draw_start() + ass:rect_cw(bax, bay, fax, bby) --left of progress + ass:rect_cw(fbx, bay, bbx, bby) --right of progress + ass:rect_cw(fax, bay, fbx, fay) --above progress + ass:draw_stop() + + -- Progress + local function draw_progress() + ass:rect(fax, fay, fbx, fby, {opacity = config.opacity.position}) + end + + -- Youtube heatmap + local function draw_heatmap() + if options.timeline_heatmap ~= 'no' and self.heatmap and config.opacity.heatmap > 0 and visibility > 0 then + local is_above = options.timeline_heatmap == 'above' + local height = math.min(40, size / self.size * 40) + local ax, ay = bax, is_above and (bay - height) or (bay + self.top_border) + local bx, by = bbx, is_above and bay or bby + local opts = {color = config.color.heatmap, opacity = config.opacity.heatmap * visibility} + local clip_ay = is_above and (ay - 10) or ay + opts.clip = string.format('\\clip(%d,%d,%d,%d)', ax, clip_ay, bx, by) + ass:smooth_curve(ax, ay, bx, by, self.heatmap, opts) + end + end + + -- Change draw order based on 'timeline_style' to keep the heatmap visible + if is_line then + draw_heatmap() + draw_progress() + else + draw_progress() + draw_heatmap() + end + + -- Uncached ranges + if state.uncached_ranges then + local opts = {size = 80, anchor_y = fby} + local texture_char = visibility > 0 and 'b' or 'a' + local offset = opts.size / (visibility > 0 and 24 or 28) + for _, range in ipairs(state.uncached_ranges) do + if options.timeline_cache then + local ax = range[1] < 0.5 and bax or math.floor(t2x(range[1])) + local bx = range[2] > state.duration - 0.5 and bbx or math.ceil(t2x(range[2])) + opts.color, opts.opacity, opts.anchor_x = 'ffffff', 0.4 - (0.2 * visibility), bax + ass:texture(ax, fay, bx, fby, texture_char, opts) + opts.color, opts.opacity, opts.anchor_x = '000000', 0.6 - (0.2 * visibility), bax + offset + ass:texture(ax, fay, bx, fby, texture_char, opts) + end + end + end + + -- Custom ranges + for _, chapter_range in ipairs(state.chapter_ranges) do + local rax = chapter_range.start < 0.1 and bax or t2x(chapter_range.start) + local rbx = chapter_range['end'] > state.duration - 0.1 and bbx + or t2x(math.min(chapter_range['end'], state.duration)) + ass:rect(rax, fay, rbx, fby, {color = chapter_range.color, opacity = chapter_range.opacity}) + end + + -- Chapters + local hovered_chapter = nil + if (config.opacity.chapters > 0 and (#state.chapters > 0 or state.ab_loop_a or state.ab_loop_b)) then + local diamond_radius = math.min(math.max(1, foreground_size * 0.8), self.chapter_size) + local diamond_radius_hovered = diamond_radius * 2 + local diamond_border = options.timeline_border and math.max(options.timeline_border, 1) or 1 + + if diamond_radius > 0 then + local function draw_chapter(time, radius) + local chapter_x, chapter_y = t2x(time), fay - 1 + ass:new_event() + ass:append(string.format( + '{\\pos(0,0)\\rDefault\\an7\\blur0\\yshad0.01\\bord%f\\1c&H%s\\3c&H%s\\4c&H%s\\1a&H%X&\\3a&H00&\\4a&H00&}', + diamond_border, fg, bg, bg, opacity_to_alpha(config.opacity.chapters) + )) + ass:draw_start() + ass:move_to(chapter_x - radius, chapter_y) + ass:line_to(chapter_x, chapter_y - radius) + ass:line_to(chapter_x + radius, chapter_y) + ass:line_to(chapter_x, chapter_y + radius) + ass:draw_stop() + end + + if #state.chapters > 0 then + -- Find hovered chapter indicator + local closest_delta = math.huge + + if self.proximity_raw < diamond_radius_hovered then + for i, chapter in ipairs(state.chapters) do + local chapter_x, chapter_y = t2x(chapter.time), fay - 1 + local cursor_chapter_delta = math.sqrt((cursor.x - chapter_x) ^ 2 + (cursor.y - chapter_y) ^ 2) + if cursor_chapter_delta <= diamond_radius_hovered and cursor_chapter_delta < closest_delta then + hovered_chapter, closest_delta = chapter, cursor_chapter_delta + self.is_hovered = true + end + end + end + + for i, chapter in ipairs(state.chapters) do + if chapter ~= hovered_chapter then draw_chapter(chapter.time, diamond_radius) end + local circle = {point = {x = t2x(chapter.time), y = fay - 1}, r = diamond_radius_hovered} + if visibility > 0 and chapter == hovered_chapter then + cursor:zone('primary_down', circle, function() + mp.commandv('seek', chapter.time, 'absolute+exact') + end) + end + end + + -- Render hovered chapter above others + if hovered_chapter then + draw_chapter(hovered_chapter.time, diamond_radius_hovered) + timestamp_gap = tooltip_gap + round(diamond_radius_hovered) + else + timestamp_gap = tooltip_gap + round(diamond_radius) + end + end + + -- A-B loop indicators + local has_a, has_b = state.ab_loop_a and state.ab_loop_a >= 0, state.ab_loop_b and state.ab_loop_b > 0 + local ab_radius = round(math.min(math.max(8, foreground_size * 0.25), foreground_size)) + + ---@param time number + ---@param kind 'a'|'b' + local function draw_ab_indicator(time, kind) + local x = t2x(time) + ass:new_event() + ass:append(string.format( + '{\\pos(0,0)\\rDefault\\an7\\blur0\\yshad0.01\\bord%f\\1c&H%s\\3c&H%s\\4c&H%s\\1a&H%X&\\3a&H00&\\4a&H00&}', + diamond_border, fg, bg, bg, opacity_to_alpha(config.opacity.chapters) + )) + ass:draw_start() + ass:move_to(x, fby - ab_radius) + if kind == 'b' then ass:line_to(x + 3, fby - ab_radius) end + ass:line_to(x + (kind == 'a' and 0 or ab_radius), fby) + ass:line_to(x - (kind == 'b' and 0 or ab_radius), fby) + if kind == 'a' then ass:line_to(x - 3, fby - ab_radius) end + ass:draw_stop() + end + + if has_a then draw_ab_indicator(state.ab_loop_a, 'a') end + if has_b then draw_ab_indicator(state.ab_loop_b, 'b') end + end + end + + local function draw_timeline_timestamp(x, y, align, timestamp, opts) + opts.color, opts.border_color = fgt, fg + opts.clip = '\\clip(' .. foreground_coordinates .. ')' + local func = options.time_precision > 0 and ass.timestamp or ass.txt + func(ass, x, y, align, timestamp, opts) + opts.color, opts.border_color = bgt, bg + opts.clip = '\\iclip(' .. foreground_coordinates .. ')' + func(ass, x, y, align, timestamp, opts) + end + + -- Time values + if text_opacity > 0 then + local time_opts = {size = self.font_size, opacity = text_opacity, border = options.text_border * state.scale} + -- Upcoming cache time + local cache_duration = state.cache_duration and state.cache_duration / state.speed or nil + if cache_duration and options.buffered_time_threshold > 0 + and cache_duration < options.buffered_time_threshold then + local margin = 5 * state.scale + local x, align = fbx + margin, 4 + local cache_opts = { + size = self.font_size * 0.8, opacity = text_opacity * 0.6, border = options.text_border * state.scale, + } + local human = round(cache_duration) .. 's' + local width = text_width(human, cache_opts) + local time_width = timestamp_width(state.time_human, time_opts) + local time_width_end = timestamp_width(state.destination_time_human, time_opts) + local min_x, max_x = bax + spacing + margin + time_width, bbx - spacing - margin - time_width_end + if x < min_x then x = min_x elseif x + width > max_x then x, align = max_x, 6 end + draw_timeline_timestamp(x, fcy, align, human, cache_opts) + end + + -- Elapsed time + if state.time_human then + draw_timeline_timestamp(bax + spacing, fcy, 4, state.time_human, time_opts) + end + + -- End time + if state.destination_time_human then + draw_timeline_timestamp(bbx - spacing, fcy, 6, state.destination_time_human, time_opts) + end + end + + -- Hovered time and chapter + local rendered_thumbnail = false + if (self.proximity_raw <= 0 or self.pressed or hovered_chapter) and not Elements:v('speed', 'dragging') then + local cursor_x = hovered_chapter and t2x(hovered_chapter.time) or cursor.x + local hovered_seconds = hovered_chapter and hovered_chapter.time or self:get_time_at_x(cursor.x) + + -- Cursor line + -- 0.5 to switch when the pixel is half filled in + local color = ((fax - 0.5) < cursor_x and cursor_x < (fbx + 0.5)) and bg or fg + local ax, ay, bx, by = cursor_x - 0.5, fay, cursor_x + 0.5, fby + ass:rect(ax, ay, bx, by, {color = color, opacity = 0.33}) + local tooltip_anchor = {ax = ax, ay = ay - self.top_border, bx = bx, by = by} + + -- Timestamp + local opts = { + size = self.font_size, offset = timestamp_gap, margin = tooltip_gap, timestamp = options.time_precision > 0, + } + local hovered_time_human = format_time(hovered_seconds, state.duration) + opts.width_overwrite = timestamp_width(hovered_time_human, opts) + tooltip_anchor = ass:tooltip(tooltip_anchor, hovered_time_human, opts) + + -- Thumbnail + if not thumbnail.disabled + and (not self.pressed or self.pressed.distance < 5) + and thumbnail.width ~= 0 + and thumbnail.height ~= 0 + then + local border = math.ceil(math.max(2, state.radius / 2) * state.scale) + local thumb_x_margin, thumb_y_margin = border + tooltip_gap + bax, border + tooltip_gap + local thumb_width, thumb_height = thumbnail.width, thumbnail.height + local thumb_x = round(clamp( + thumb_x_margin, + cursor_x - thumb_width / 2, + display.width - thumb_width - thumb_x_margin + )) + local thumb_y = round(tooltip_anchor.ay - thumb_y_margin - thumb_height) + local ax, ay = (thumb_x - border), (thumb_y - border) + local bx, by = (thumb_x + thumb_width + border), (thumb_y + thumb_height + border) + ass:rect(ax, ay, bx, by, { + color = bg, + border = 1, + opacity = {main = config.opacity.thumbnail, border = 0.08 * config.opacity.thumbnail}, + border_color = fg, + radius = state.radius, + }) + local thumb_seconds = (state.rebase_start_time == false and state.start_time) and + (hovered_seconds - state.start_time) or hovered_seconds + mp.commandv('script-message-to', 'thumbfast', 'thumb', thumb_seconds, thumb_x, thumb_y) + self.has_thumbnail, rendered_thumbnail = true, true + tooltip_anchor.ay = ay + end + + -- Chapter title + if config.opacity.chapters > 0 and #state.chapters > 0 then + local _, chapter = itable_find(state.chapters, function(c) return hovered_seconds >= c.time end, + #state.chapters, 1) + if chapter and not chapter.is_end_only then + ass:tooltip(tooltip_anchor, chapter.title_wrapped, { + size = self.font_size, + offset = tooltip_gap, + responsive = false, + bold = true, + width_overwrite = chapter.title_wrapped_width * self.font_size, + lines = chapter.title_lines, + margin = tooltip_gap, + }) + end + end + end + + -- Clear thumbnail + if not rendered_thumbnail then self:clear_thumbnail() end + + return ass +end + +return Timeline \ No newline at end of file diff --git a/scripts/uosc/elements/TopBar.lua b/scripts/uosc/elements/TopBar.lua new file mode 100644 index 0000000..f8ecc6f --- /dev/null +++ b/scripts/uosc/elements/TopBar.lua @@ -0,0 +1,431 @@ +local Element = require('elements/Element') + +---@alias TopBarButtonProps {icon: string; hover_fg?: string; hover_bg?: string; command: (fun():string)} + +---@class TopBar : Element +local TopBar = class(Element) + +function TopBar:new() return Class.new(self) --[[@as TopBar]] end +function TopBar:init() + Element.init(self, 'top_bar', {render_order = 4}) + self.size = 0 + self.alt_title_size = 0 + self.chapter_size = 0 + self.titles_spacing = 1 + self.icon_size, self.font_size, self.title_by = 1, 1, 1 + self.show_alt_as_main = false + self.main_title, self.alt_title = nil, nil + ---@type table + self.render_titles = {} + ---@type {index: number; title: string}|nil + self.current_chapter = nil + + local function maximized_command() + if state.platform == 'windows' then + mp.command(state.border + and (state.fullscreen and 'set fullscreen no;cycle window-maximized' or 'cycle window-maximized') + or 'set window-maximized no;cycle fullscreen') + else + mp.command(state.fullormaxed and 'set fullscreen no;set window-maximized no' or 'set window-maximized yes') + end + end + + local close = {icon = 'close', hover_bg = '2311e8', hover_fg = 'ffffff', command = function() mp.command('quit') end} + local max = {icon = 'crop_square', command = maximized_command} + local min = {icon = 'minimize', command = function() mp.command('cycle window-minimized') end} + self.buttons = options.top_bar_controls == 'left' and {close, max, min} or {min, max, close} + + self:register_observers() + self:decide_enabled() + self:update_dimensions() +end + +---@return string|nil +local function expand_template(template) + -- escape ASS, and strip newlines and trailing slashes and trim whitespace + local tmp = mp.command_native({'expand-text', template}):gsub('\\n', ' '):gsub('[\\%s]+$', ''):gsub('^%s+', '') + return tmp and tmp ~= '' and ass_escape(tmp) or nil +end + +function TopBar:add_template_listener(template, callback) + local props = get_expansion_props(template) + for prop, _ in pairs(props) do + self:observe_mp_property(prop, 'native', callback) + end + if not next(props) then callback() end +end + +function TopBar:register_observers() + -- Main title + if #options.top_bar_title > 0 and options.top_bar_title ~= 'no' then + if options.top_bar_title == 'yes' then + local template = nil + local function update_main_title() + self.main_title = expand_template(template) + self:update_render_titles() + end + local function remove_template_listener(callback) mp.unobserve_property(callback) end + + self:observe_mp_property('title', 'string', function(_, title) + remove_template_listener(update_main_title) + template = title + if template then + if template:sub(-6) == ' - mpv' then template = template:sub(1, -7) end + self:add_template_listener(template, update_main_title) + end + end) + elseif type(options.top_bar_title) == 'string' then + self:add_template_listener(options.top_bar_title, function() + self.main_title = expand_template(options.top_bar_title) + self:update_render_titles() + end) + end + end + + -- Alt title + if #options.top_bar_alt_title > 0 and options.top_bar_alt_title ~= 'no' then + self:add_template_listener(options.top_bar_alt_title, function() + self.alt_title = expand_template(options.top_bar_alt_title) + self:update_render_titles() + end) + end +end + +function TopBar:decide_enabled() + if options.top_bar == 'no-border' then + self.enabled = not state.border or state.title_bar == false or state.fullscreen + else + self.enabled = options.top_bar == 'always' + end + self.enabled = self.enabled and (options.top_bar_controls or options.top_bar_title ~= 'no' or state.has_playlist) +end + +-- Set titles. Both have to be passed at the same time so that they can be normalized & deduplicated. +function TopBar:update_render_titles() + local main, alt = self.main_title, self.alt_title + + if main == 'No file' then + main = t('No file') + end + + -- Fall back to alt title if main is empty + if not main or main == '' then + main, alt = alt, nil + end + + -- Deduplicate the main and alt titles by checking if one completely + -- contains the other, and using only the longer one. + if main and alt and not self.show_alt_as_main then + local longer_title, shorter_title + if #main < #alt then + longer_title, shorter_title = alt, main + else + longer_title, shorter_title = main, alt + end + + local escaped_shorter_title = regexp_escape(shorter_title --[[@as string]]) + if string.match(longer_title --[[@as string]], escaped_shorter_title) then + main, alt = longer_title, nil + end + end + + if self.show_alt_as_main and alt and alt ~= '' then + main, alt = alt, nil + end + + self.render_titles.main, self.render_titles.alt = main, alt + self:update_dimensions() + request_render() +end + +function TopBar:select_current_chapter() + local current_chapter_index = self.current_chapter and self.current_chapter.index + local current_chapter + if state.time and state.chapters then + _, current_chapter = itable_find(state.chapters, function(c) return state.time >= c.time end, #state.chapters, 1) + end + local new_chapter_index = current_chapter and current_chapter.index + if current_chapter_index ~= new_chapter_index then + self.current_chapter = current_chapter + if itable_has(config.top_bar_flash_on, 'chapter') then + self:flash() + end + self:update_dimensions() + end +end + +function TopBar:update_dimensions() + self.size = round(options.top_bar_size * state.scale) + self.title_spacing = round(1 * state.scale) + self.icon_size = round(self.size * 0.5) + self.font_size = math.floor((self.size - (math.ceil(self.size * 0.25) * 2)) * options.font_scale) + self.alt_title_size = round(self.font_size * 1.2) + self.chapter_size = round(self.font_size * 1.1) + local window_border_size = Elements:v('window_border', 'size', 0) + local min_hitbox_height = self.size + if self.render_titles.alt and options.top_bar_alt_title_place == 'below' then + min_hitbox_height = min_hitbox_height + self.title_spacing + self.alt_title_size + end + if self.current_chapter then + min_hitbox_height = min_hitbox_height + self.title_spacing + self.chapter_size + end + self.ax = window_border_size + self.ay = window_border_size + self.bx = display.width - window_border_size + -- We extend the hitbox so that people with low proximity options can still click on chapter button + self.by = math.max(self.size + window_border_size, min_hitbox_height - options.proximity_in) +end + +function TopBar:toggle_title() + if options.top_bar_alt_title_place ~= 'toggle' then return end + self.show_alt_as_main = not self.show_alt_as_main + self:update_render_titles() +end + +function TopBar:on_prop_time() + self:select_current_chapter() +end + +function TopBar:on_prop_chapters() + self:select_current_chapter() +end + +function TopBar:on_prop_border() + self:decide_enabled() + self:update_dimensions() +end + +function TopBar:on_prop_title_bar() + self:decide_enabled() + self:update_dimensions() +end + +function TopBar:on_prop_fullscreen() + self:decide_enabled() + self:update_dimensions() +end + +function TopBar:on_prop_maximized() + self:decide_enabled() + self:update_dimensions() +end + +function TopBar:on_prop_has_playlist() + self:decide_enabled() + self:update_dimensions() +end + +function TopBar:on_display() self:update_dimensions() end + +function TopBar:on_options() + self:decide_enabled() + self:update_dimensions() +end + +function TopBar:render() + local visibility = self:get_visibility() + if visibility <= 0 then return end + local ass = assdraw.ass_new() + -- `by` might be artificially extended so people with low proximity options + -- can still click on chapter button, so we can't use it for rendering. + local ax, ay, bx, by = self.ax, self.ay, self.bx, self.ay + self.size + local margin = math.floor((self.size - self.font_size) / 4) + + -- Window controls + if options.top_bar_controls then + local is_left, button_ax = options.top_bar_controls == 'left', 0 + if is_left then + button_ax = ax + ax = self.size * #self.buttons + else + button_ax = bx - self.size * #self.buttons + bx = button_ax + end + + for _, button in ipairs(self.buttons) do + local rect = {ax = button_ax, ay = ay, bx = button_ax + self.size, by = by} + local is_hover = get_point_to_rectangle_proximity(cursor, rect) <= 0 + local opacity = is_hover and 1 or config.opacity.controls + local button_fg = is_hover and (button.hover_fg or bg) or fg + local button_bg = is_hover and (button.hover_bg or fg) or bg + + cursor:zone('primary_down', rect, button.command) + + local bg_size = self.size - margin + local bg_ax, bg_ay = rect.ax + (is_left and margin or 0), rect.ay + margin + local bg_bx, bg_by = bg_ax + bg_size, bg_ay + bg_size + + ass:rect(bg_ax, bg_ay, bg_bx, bg_by, { + color = button_bg, opacity = visibility * opacity, radius = state.radius, + }) + + ass:icon(bg_ax + bg_size / 2, bg_ay + bg_size / 2, bg_size * 0.5, button.icon, { + color = button_fg, + border_color = button_bg, + opacity = visibility, + border = options.text_border * state.scale, + }) + + button_ax = button_ax + self.size + end + end + + -- Window title + local main_title, alt_title = self.render_titles.main, self.render_titles.alt + if main_title or state.has_playlist then + local padding = round(self.font_size / 2) + local left_aligned = options.top_bar_controls == 'left' + local title_ax, title_bx, title_ay = ax + margin, bx - margin, self.ay + margin + + -- Playlist position + if state.has_playlist then + local text = state.playlist_pos .. '' .. state.playlist_count + local formatted_text = '{\\b1}' .. state.playlist_pos .. '{\\b0\\fs' .. self.font_size * 0.9 .. '}/' + .. state.playlist_count + local opts = {size = self.font_size, wrap = 2, color = fgt, opacity = visibility} + local rect_width = round(text_width(text, opts) + padding * 2) + local ax = left_aligned and title_bx - rect_width or title_ax + local rect = { + ax = ax, + ay = title_ay, + bx = ax + rect_width, + by = by - margin, + } + local opacity = get_point_to_rectangle_proximity(cursor, rect) <= 0 + and 1 or config.opacity.playlist_position + if opacity > 0 then + ass:rect(rect.ax, rect.ay, rect.bx, rect.by, { + color = fg, opacity = visibility * opacity, radius = state.radius, + }) + end + ass:txt(rect.ax + (rect.bx - rect.ax) / 2, rect.ay + (rect.by - rect.ay) / 2, 5, formatted_text, opts) + if left_aligned then title_bx = rect.ax - margin else title_ax = rect.bx + margin end + + -- Click action + cursor:zone('primary_down', rect, function() mp.command('script-binding uosc/playlist') end) + end + + -- Skip rendering titles if there's not enough horizontal space + if title_bx - title_ax > self.font_size * 3 and options.top_bar_title ~= 'no' then + -- Main title + if main_title then + local opts = { + size = self.font_size, + wrap = 2, + color = bgt, + opacity = visibility, + border = options.text_border * state.scale, + border_color = bg, + clip = string.format('\\clip(%d, %d, %d, %d)', self.ax, ay, title_bx, by), + } + local rect_ideal_width = round(text_width(main_title, opts) + padding * 2) + local rect_width = math.min(rect_ideal_width, title_bx - title_ax) + local ax = left_aligned and title_bx - rect_width or title_ax + local by = by - margin + local title_rect = {ax = ax, ay = title_ay, bx = ax + rect_width, by = by} + + if options.top_bar_alt_title_place == 'toggle' then + cursor:zone('primary_down', title_rect, function() self:toggle_title() end) + end + + ass:rect(title_rect.ax, title_rect.ay, title_rect.bx, title_rect.by, { + color = bg, opacity = visibility * config.opacity.title, radius = state.radius, + }) + local align = left_aligned and rect_ideal_width == rect_width and 6 or 4 + local x = align == 6 and title_rect.bx - padding or ax + padding + ass:txt(x, ay + (self.size / 2), align, main_title, opts) + title_ay = by + self.title_spacing + end + + -- Alt title + if alt_title and options.top_bar_alt_title_place == 'below' then + local by = title_ay + self.alt_title_size + local opts = { + size = round(self.alt_title_size * 0.77), + wrap = 2, + color = bgt, + border = options.text_border * state.scale, + border_color = bg, + opacity = visibility, + } + local rect_ideal_width = round(text_width(alt_title, opts) + padding * 2) + local rect_width = math.min(rect_ideal_width, title_bx - title_ax) + local ax = left_aligned and title_bx - rect_width or title_ax + local bx = ax + rect_width + opts.clip = string.format('\\clip(%d, %d, %d, %d)', title_ax, title_ay, bx, by) + ass:rect(ax, title_ay, bx, by, { + color = bg, opacity = visibility * config.opacity.title, radius = state.radius, + }) + local align = left_aligned and rect_ideal_width == rect_width and 6 or 4 + local x = align == 6 and bx - padding or ax + padding + ass:txt(x, title_ay + self.alt_title_size / 2, align, alt_title, opts) + title_ay = by + self.title_spacing + end + + -- Current chapter + if self.current_chapter then + local padding_half = round(padding / 2) + local prefix, postfix = left_aligned and '' or '└ ', left_aligned and ' ┘' or '' + local text = prefix .. self.current_chapter.index .. ': ' .. self.current_chapter.title .. postfix + local next_chapter = state.chapters[self.current_chapter.index + 1] + local chapter_end = next_chapter and next_chapter.time or state.duration or 0 + local remaining_time = ((state.time or 0) - chapter_end) / + (options.destination_time == 'time-remaining' and 1 or state.speed) + local remaining_human = format_time(remaining_time, math.abs(remaining_time)) + local opts = { + size = round(self.chapter_size * 0.77), + italic = true, + wrap = 2, + color = bgt, + border = options.text_border * state.scale, + border_color = bg, + opacity = visibility * 0.8, + } + local remaining_width = timestamp_width(remaining_human, opts) + local remaining_box_width = remaining_width + padding_half * 2 + + -- Title + local max_bx = title_bx - remaining_box_width - self.title_spacing + local rect_ideal_width = round(text_width(text, opts) + padding * 2) + local rect_width = math.min(rect_ideal_width, max_bx - title_ax) + local ax = left_aligned and title_bx - rect_width or title_ax + local rect = { + ax = ax, + ay = title_ay, + bx = ax + rect_width, + by = title_ay + self.chapter_size, + } + opts.clip = string.format('\\clip(%d, %d, %d, %d)', title_ax, title_ay, rect.bx, rect.by) + ass:rect(rect.ax, rect.ay, rect.bx, rect.by, { + color = bg, opacity = visibility * config.opacity.title, radius = state.radius, + }) + local align = left_aligned and rect_ideal_width == rect_width and 6 or 4 + local x = align == 6 and rect.bx - padding or rect.ax + padding + ass:txt(x, rect.ay + self.chapter_size / 2, align, text, opts) + + -- Time + local time_ax = left_aligned + and rect.ax - self.title_spacing - remaining_box_width or rect.bx + self.title_spacing + local time_bx = time_ax + remaining_box_width + opts.clip = nil + ass:rect(time_ax, rect.ay, time_bx, rect.by, { + color = bg, opacity = visibility * config.opacity.title, radius = state.radius, + }) + ass:txt(time_ax + padding_half, rect.ay + self.chapter_size / 2, 4, remaining_human, opts) + + -- Click action + rect.bx = time_bx + cursor:zone('primary_down', rect, function() mp.command('script-binding uosc/chapters') end) + + title_ay = rect.by + self.title_spacing + end + end + self.title_by = title_ay - 1 + else + self.title_by = ay + end + + return ass +end + +return TopBar \ No newline at end of file diff --git a/scripts/uosc/elements/Updater.lua b/scripts/uosc/elements/Updater.lua new file mode 100644 index 0000000..4a98036 --- /dev/null +++ b/scripts/uosc/elements/Updater.lua @@ -0,0 +1,319 @@ +local Element = require('elements/Element') +local dots = {'.', '..', '...'} + +local function cleanup_output(output) + return tostring(output):gsub('%c*\n%c*', '\n'):match('^[%s%c]*(.-)[%s%c]*$') +end + +---@class Updater : Element +local Updater = class(Element) + +function Updater:new() return Class.new(self) --[[@as Updater]] end +function Updater:init() + Element.init(self, 'updater', {render_order = 1000}) + self.output = nil + self.title = '' + self.state = 'circle' -- Also used as an icon name. 'pending' maps to 'spinner'. + self.update_available = false + + -- Buttons + self.check_button = {method = 'check', title = t('Check for updates')} + self.update_button = {method = 'update', title = t('Update uosc'), color = config.color.success} + self.changelog_button = {method = 'open_changelog', title = t('Open changelog')} + self.close_button = {method = 'destroy', title = t('Close') .. ' (Esc)', color = config.color.error} + self.quit_button = {method = 'quit', title = t('Quit')} + self.buttons = {self.check_button, self.close_button} + self.selected_button_index = 1 + + -- Key bindings + self:add_key_binding('right', 'select_next_button') + self:add_key_binding('tab', 'select_next_button') + self:add_key_binding('left', 'select_prev_button') + self:add_key_binding('shift+tab', 'select_prev_button') + self:add_key_binding('enter', 'activate_selected_button') + self:add_key_binding('kp_enter', 'activate_selected_button') + self:add_key_binding('esc', 'destroy') + + Elements:maybe('curtain', 'register', self.id) + self:check() +end + +function Updater:destroy() + Elements:maybe('curtain', 'unregister', self.id) + Element.destroy(self) +end + +function Updater:quit() + mp.command('quit') +end + +function Updater:select_prev_button() + self.selected_button_index = self.selected_button_index - 1 + if self.selected_button_index < 1 then self.selected_button_index = #self.buttons end + request_render() +end + +function Updater:select_next_button() + self.selected_button_index = self.selected_button_index + 1 + if self.selected_button_index > #self.buttons then self.selected_button_index = 1 end + request_render() +end + +function Updater:activate_selected_button() + local button = self.buttons[self.selected_button_index] + if button then self[button.method](self) end +end + +---@param msg string +function Updater:append_output(msg) + self.output = (self.output or '') .. ass_escape('\n' .. cleanup_output(msg)) + request_render() +end + +---@param msg string +function Updater:display_error(msg) + self.state = 'error' + self.title = t('An error has occurred.') .. ' ' .. t('See console for details.') + self:append_output(msg) + print(msg) +end + +function Updater:open_changelog() + if self.state == 'pending' then return end + + local url = 'https://github.com/tomasklaen/uosc/releases' + + self:append_output('Opening URL: ' .. url) + + call_ziggy_async({'open', url}, function(error) + if error then + self:display_error(error) + return + end + end) +end + +function Updater:check() + if self.state == 'pending' then return end + self.state = 'pending' + self.title = t('Checking for updates') .. '...' + + local url = 'https://api.github.com/repos/tomasklaen/uosc/releases/latest' + local headers = utils.format_json({ + Accept = 'application/vnd.github+json', + }) + local args = {'http-get', '--headers', headers, url} + + self:append_output('Fetching: ' .. url) + + call_ziggy_async(args, function(error, response) + if error then + self:display_error(error) + return + end + + release = utils.parse_json(type(response.body) == 'string' and response.body or '') + if response.status == 200 and type(release) == 'table' and type(release.tag_name) == 'string' then + self.update_available = config.version ~= release.tag_name + self:append_output('Response: 200 OK') + self:append_output('Current version: ' .. config.version) + self:append_output('Latest version: ' .. release.tag_name) + if self.update_available then + self.state = 'upgrade' + self.title = t('Update available') + self.buttons = {self.update_button, self.changelog_button, self.close_button} + self.selected_button_index = 1 + else + self.state = 'done' + self.title = t('Up to date') + end + else + self:display_error('Response couldn\'t be parsed, is invalid, or not-OK status code.\nStatus: ' .. + response.status .. '\nBody: ' .. response.body) + end + + request_render() + end) +end + +function Updater:update() + if self.state == 'pending' then return end + self.state = 'pending' + self.title = t('Updating uosc') + self.output = nil + request_render() + + local config_dir = mp.command_native({'expand-path', '~~/'}) + + local function handle_result(success, result, error) + if success and result and result.status == 0 then + self.state = 'done' + self.title = t('uosc has been installed. Restart mpv for it to take effect.') + self.buttons = {self.quit_button, self.close_button} + self.selected_button_index = 1 + else + self.state = 'error' + self.title = t('An error has occurred.') .. ' ' .. t('See above for clues.') + end + + local output = (result.stdout or '') .. '\n' .. (error or result.stderr or '') + if state.platform == 'darwin' then + output = + 'Self-updater is known not to work on MacOS.\nIf you know about a solution, please make an issue and share it with us!.\n' .. + output + end + self:append_output(output) + end + + local function update(args) + local env = utils.get_env_list() + env[#env + 1] = 'MPV_CONFIG_DIR=' .. config_dir + + mp.command_native_async({ + name = 'subprocess', + capture_stderr = true, + capture_stdout = true, + playback_only = false, + args = args, + env = env, + }, handle_result) + end + + if state.platform == 'windows' then + local url = 'https://raw.githubusercontent.com/tomasklaen/uosc/HEAD/installers/windows.ps1' + update({'powershell', '-NoProfile', '-Command', 'irm ' .. url .. ' | iex'}) + else + -- Detect missing dependencies. We can't just let the process run and + -- report an error, as on snap packages there's no error. Everything + -- either exits with 0, or no helpful output/error message. + local missing = {} + + for _, name in ipairs({'curl', 'unzip'}) do + local result = mp.command_native({ + name = 'subprocess', + capture_stdout = true, + playback_only = false, + args = {'which', name}, + }) + local path = cleanup_output(result and result.stdout or '') + if path == '' then + missing[#missing + 1] = name + end + end + + if #missing > 0 then + local stderr = 'Missing dependencies: ' .. table.concat(missing, ', ') + if config_dir:match('/snap/') then + stderr = stderr .. + '\nThis is a known error for mpv snap packages.\nYou can still update uosc by entering the Linux install command from uosc\'s readme into your terminal, it just can\'t be done this way.\nIf you know about a solution, please make an issue and share it with us!' + end + handle_result(false, {stderr = stderr}) + else + local url = 'https://raw.githubusercontent.com/tomasklaen/uosc/HEAD/installers/unix.sh' + update({'/bin/bash', '-c', 'source <(curl -fsSL ' .. url .. ')'}) + end + end +end + +function Updater:render() + local ass = assdraw.ass_new() + + local text_size = math.min(20 * state.scale, display.height / 20) + local icon_size = text_size * 2 + local center_x = round(display.width / 2) + + local color = fg + if self.state == 'done' or self.update_available then + color = config.color.success + elseif self.state == 'error' then + color = config.color.error + end + + -- Divider + local divider_width = round(math.min(500 * state.scale, display.width * 0.8)) + local divider_half, divider_border_half, divider_y = divider_width / 2, round(1 * state.scale), display.height * 0.65 + local divider_ay, divider_by = round(divider_y - divider_border_half), round(divider_y + divider_border_half) + ass:rect(center_x - divider_half, divider_ay, center_x - icon_size, divider_by, { + color = color, border = options.text_border * state.scale, border_color = bg, opacity = 0.5, + }) + ass:rect(center_x + icon_size, divider_ay, center_x + divider_half, divider_by, { + color = color, border = options.text_border * state.scale, border_color = bg, opacity = 0.5, + }) + if self.state == 'pending' then + ass:spinner(center_x, divider_y, icon_size, { + color = fg, border = options.text_border * state.scale, border_color = bg, + }) + else + ass:icon(center_x, divider_y, icon_size * 0.8, self.state, { + color = color, border = options.text_border * state.scale, border_color = bg, + }) + end + + -- Output + local output = self.output or dots[math.ceil((mp.get_time() % 1) * #dots)] + ass:txt(center_x, divider_y - icon_size, 2, output, { + size = text_size, color = fg, border = options.text_border * state.scale, border_color = bg, + }) + + -- Title + ass:txt(center_x, divider_y + icon_size, 5, self.title, { + size = text_size, bold = true, color = color, border = options.text_border * state.scale, border_color = bg, + }) + + -- Buttons + local outline = round(1 * state.scale) + local spacing = outline * 9 + local padding = round(text_size * 0.5) + + local text_opts = {size = text_size, bold = true} + + -- Calculate button text widths + local total_width = (#self.buttons - 1) * spacing + for _, button in ipairs(self.buttons) do + button.width = text_width(button.title, text_opts) + padding * 2 + total_width = total_width + button.width + end + + -- Render buttons + local ay = round(divider_y + icon_size * 1.8) + local ax = round(display.width / 2 - total_width / 2) + local height = text_size + padding * 2 + for index, button in ipairs(self.buttons) do + local rect = { + ax = ax, + ay = ay, + bx = ax + button.width, + by = ay + height, + } + ax = rect.bx + spacing + local is_hovered = get_point_to_rectangle_proximity(cursor, rect) <= 0 + + -- Background + ass:rect(rect.ax, rect.ay, rect.bx, rect.by, { + color = button.color or fg, + radius = state.radius, + opacity = is_hovered and 1 or 0.8, + }) + -- Selected outline + if index == self.selected_button_index then + ass:rect(rect.ax - outline * 4, rect.ay - outline * 4, rect.bx + outline * 4, rect.by + outline * 4, { + border = outline, + border_color = button.color or fg, + radius = state.radius + outline * 4, + opacity = {primary = 0, border = 0.5}, + }) + end + -- Text + local x, y = rect.ax + (rect.bx - rect.ax) / 2, rect.ay + (rect.by - rect.ay) / 2 + ass:txt(x, y, 5, button.title, {size = text_size, bold = true, color = fgt}) + + cursor:zone('primary_down', rect, self:create_action(button.method)) + + -- Select hovered button + if is_hovered then self.selected_button_index = index end + end + + return ass +end + +return Updater \ No newline at end of file diff --git a/scripts/uosc/elements/Volume.lua b/scripts/uosc/elements/Volume.lua new file mode 100644 index 0000000..4528083 --- /dev/null +++ b/scripts/uosc/elements/Volume.lua @@ -0,0 +1,284 @@ +local Element = require('elements/Element') + +--[[ VolumeSlider ]] + +---@class VolumeSlider : Element +local VolumeSlider = class(Element) +---@param props? ElementProps +function VolumeSlider:new(props) return Class.new(self, props) --[[@as VolumeSlider]] end +function VolumeSlider:init(props) + Element.init(self, 'volume_slider', props) + self.pressed = false + self.nudge_y = 0 -- vertical position where volume overflows 100 + self.nudge_size = 0 + self.draw_nudge = false + self.spacing = 0 + self.border_size = 0 + self:update_dimensions() +end + +function VolumeSlider:update_dimensions() + self.border_size = math.max(0, round(options.volume_border * state.scale)) +end + +function VolumeSlider:get_visibility() return Elements.volume:get_visibility(self) end + +function VolumeSlider:set_volume(volume) + volume = round(volume / options.volume_step) * options.volume_step + if state.volume == volume then return end + mp.commandv('set', 'volume', clamp(0, volume, state.volume_max)) +end + +function VolumeSlider:set_from_cursor() + local volume_fraction = (self.by - cursor.y - self.border_size) / (self.by - self.ay - self.border_size) + self:set_volume(volume_fraction * state.volume_max) +end + +function VolumeSlider:on_display() self:update_dimensions() end +function VolumeSlider:on_options() self:update_dimensions() end +function VolumeSlider:on_coordinates() + if type(state.volume_max) ~= 'number' or state.volume_max <= 0 then return end + local width = self.bx - self.ax + self.nudge_y = self.by - round((self.by - self.ay) * (100 / state.volume_max)) + self.nudge_size = round(width * 0.18) + self.draw_nudge = self.ay < self.nudge_y + self.spacing = round(width * 0.2) +end +function VolumeSlider:on_global_mouse_move() + if self.pressed then self:set_from_cursor() end +end +function VolumeSlider:handle_wheel_up() self:set_volume(state.volume + options.volume_step) end +function VolumeSlider:handle_wheel_down() self:set_volume(state.volume - options.volume_step) end + +function VolumeSlider:render() + local visibility = self:get_visibility() + local ax, ay, bx, by = self.ax, self.ay, self.bx, self.by + local width, height = bx - ax, by - ay + + if width <= 0 or height <= 0 or visibility <= 0 then return end + + cursor:zone('primary_down', self, function() + self.pressed = true + self:set_from_cursor() + cursor:once('primary_up', function() self.pressed = false end) + end) + cursor:zone('wheel_down', self, function() self:handle_wheel_down() end) + cursor:zone('wheel_up', self, function() self:handle_wheel_up() end) + + local ass = assdraw.ass_new() + local nudge_y, nudge_size = self.draw_nudge and self.nudge_y or -math.huge, self.nudge_size + local volume_y = self.ay + self.border_size + + ((height - (self.border_size * 2)) * (1 - math.min(state.volume / state.volume_max, 1))) + + -- Draws a rectangle with nudge at requested position + ---@param p number Padding from slider edges. + ---@param r number Border radius. + ---@param cy? number A y coordinate where to clip the path from the bottom. + function create_nudged_path(p, r, cy) + cy = cy or ay + p + local ax, bx, by = ax + p, bx - p, by - p + local d, rh = r * 2, r / 2 + local nudge_size = ((QUARTER_PI_SIN * (nudge_size - p)) + p) / QUARTER_PI_SIN + local path = assdraw.ass_new() + path:move_to(bx - r, by) + path:line_to(ax + r, by) + if cy > by - d then + local subtracted_radius = (d - (cy - (by - d))) / 2 + local xbd = (r - subtracted_radius * 1.35) -- x bezier delta + path:bezier_curve(ax + xbd, by, ax + xbd, cy, ax + r, cy) + path:line_to(bx - r, cy) + path:bezier_curve(bx - xbd, cy, bx - xbd, by, bx - r, by) + else + path:bezier_curve(ax + rh, by, ax, by - rh, ax, by - r) + local nudge_bottom_y = nudge_y + nudge_size + + if cy + rh <= nudge_bottom_y then + path:line_to(ax, nudge_bottom_y) + if cy <= nudge_y then + path:line_to((ax + nudge_size), nudge_y) + local nudge_top_y = nudge_y - nudge_size + if cy <= nudge_top_y then + local r, rh = r, rh + if cy > nudge_top_y - r then + r = nudge_top_y - cy + rh = r / 2 + end + path:line_to(ax, nudge_top_y) + path:line_to(ax, cy + r) + path:bezier_curve(ax, cy + rh, ax + rh, cy, ax + r, cy) + path:line_to(bx - r, cy) + path:bezier_curve(bx - rh, cy, bx, cy + rh, bx, cy + r) + path:line_to(bx, nudge_top_y) + else + local triangle_side = cy - nudge_top_y + path:line_to((ax + triangle_side), cy) + path:line_to((bx - triangle_side), cy) + end + path:line_to((bx - nudge_size), nudge_y) + else + local triangle_side = nudge_bottom_y - cy + path:line_to((ax + triangle_side), cy) + path:line_to((bx - triangle_side), cy) + end + path:line_to(bx, nudge_bottom_y) + else + path:line_to(ax, cy + r) + path:bezier_curve(ax, cy + rh, ax + rh, cy, ax + r, cy) + path:line_to(bx - r, cy) + path:bezier_curve(bx - rh, cy, bx, cy + rh, bx, cy + r) + end + path:line_to(bx, by - r) + path:bezier_curve(bx, by - rh, bx - rh, by, bx - r, by) + end + return path + end + + -- BG & FG paths + local bg_path = create_nudged_path(0, state.radius + self.border_size) + local fg_path = create_nudged_path(self.border_size, state.radius, volume_y) + + -- Background + ass:new_event() + ass:append('{\\rDefault\\an7\\blur0\\bord0\\1c&H' .. bg .. + '\\iclip(' .. fg_path.scale .. ', ' .. fg_path.text .. ')}') + ass:opacity(config.opacity.slider, visibility) + ass:pos(0, 0) + ass:draw_start() + ass:append(bg_path.text) + ass:draw_stop() + + -- Foreground + ass:new_event() + ass:append('{\\rDefault\\an7\\blur0\\bord0\\1c&H' .. fg .. '}') + ass:opacity(config.opacity.slider_gauge, visibility) + ass:pos(0, 0) + ass:draw_start() + ass:append(fg_path.text) + ass:draw_stop() + + -- Current volume value + local volume_string = tostring(round(state.volume * 10) / 10) + local font_size = round(((width * 0.6) - (#volume_string * (width / 20))) * options.font_scale) + if volume_y < self.by - self.spacing then + ass:txt(self.ax + (width / 2), self.by - self.spacing, 2, volume_string, { + size = font_size, + color = fgt, + opacity = visibility, + clip = '\\clip(' .. fg_path.scale .. ', ' .. fg_path.text .. ')', + }) + end + if volume_y > self.by - self.spacing - font_size then + ass:txt(self.ax + (width / 2), self.by - self.spacing, 2, volume_string, { + size = font_size, + color = bgt, + opacity = visibility, + clip = '\\iclip(' .. fg_path.scale .. ', ' .. fg_path.text .. ')', + }) + end + + -- Disabled stripes for no audio + if not state.has_audio then + local fg_100_path = create_nudged_path(self.border_size, state.radius) + local texture_opts = { + size = 200, + color = 'ffffff', + opacity = visibility * 0.1, + anchor_x = ax, + clip = '\\clip(' .. fg_100_path.scale .. ',' .. fg_100_path.text .. ')', + } + ass:texture(ax, ay, bx, by, 'a', texture_opts) + texture_opts.color = '000000' + texture_opts.anchor_x = ax + texture_opts.size / 28 + ass:texture(ax, ay, bx, by, 'a', texture_opts) + end + + return ass +end + +--[[ Volume ]] + +---@class Volume : Element +local Volume = class(Element) + +function Volume:new() return Class.new(self) --[[@as Volume]] end +function Volume:init() + Element.init(self, 'volume', {render_order = 7}) + self.size = 0 + self.mute_ay = 0 + self.slider = VolumeSlider:new({anchor_id = 'volume', render_order = self.render_order}) + self:update_dimensions() +end + +function Volume:destroy() + self.slider:destroy() + Element.destroy(self) +end + +function Volume:get_visibility() + if not state.is_idle and not state.has_audio then return 0 end + return self.slider.pressed and 1 or Elements:maybe('timeline', 'get_is_hovered') and -1 + or Element.get_visibility(self) +end + +function Volume:update_dimensions() + self.size = round(options.volume_size * state.scale) + local min_y = Elements:v('top_bar', 'by') or Elements:v('window_border', 'size', 0) + local max_y = Elements:v('controls', 'ay') or Elements:v('timeline', 'ay') + or display.height - Elements:v('window_border', 'size', 0) + local available_height = max_y - min_y + local max_height = available_height * 0.8 + local height = round(math.min(self.size * 8, max_height)) + self.enabled = height > self.size * 2 -- don't render if too small + local margin = (self.size / 2) + Elements:v('window_border', 'size', 0) + self.ax = round(options.volume == 'left' and margin or display.width - margin - self.size) + self.ay = min_y + round((available_height - height) / 2) + self.bx = round(self.ax + self.size) + self.by = round(self.ay + height) + self.mute_ay = self.by - self.size + self.slider.enabled = self.enabled + self.slider:set_coordinates(self.ax, self.ay, self.bx, self.mute_ay) +end + +function Volume:on_display() self:update_dimensions() end +function Volume:on_prop_border() self:update_dimensions() end +function Volume:on_prop_title_bar() self:update_dimensions() end +function Volume:on_prop_volume_max() self:update_dimensions() end +function Volume:on_controls_reflow() self:update_dimensions() end +function Volume:on_options() self:update_dimensions() end + +function Volume:render() + local visibility = self:get_visibility() + if visibility <= 0 then return end + + -- Reset volume on secondary click + cursor:zone('secondary_click', self, function() + mp.set_property_native('mute', false) + mp.set_property_native('volume', 100) + end) + + -- Mute button + local mute_rect = {ax = self.ax, ay = self.mute_ay, bx = self.bx, by = self.by} + cursor:zone('primary_down', mute_rect, function() mp.commandv('cycle', 'mute') end) + local ass = assdraw.ass_new() + local width_half = (mute_rect.bx - mute_rect.ax) / 2 + local height_half = (mute_rect.by - mute_rect.ay) / 2 + local icon_size = math.min(width_half, height_half) * 1.5 + local icon_name, horizontal_shift = 'volume_up', 0 + if state.mute then + icon_name = 'volume_off' + elseif state.volume <= 0 then + icon_name, horizontal_shift = 'volume_mute', height_half * 0.25 + elseif state.volume <= 60 then + icon_name, horizontal_shift = 'volume_down', height_half * 0.125 + end + local underlay_opacity = {main = visibility * 0.3, border = visibility} + ass:icon(mute_rect.ax + width_half, mute_rect.ay + height_half, icon_size, 'volume_up', + {border = options.text_border * state.scale, opacity = underlay_opacity, align = 5} + ) + ass:icon(mute_rect.ax + width_half - horizontal_shift, mute_rect.ay + height_half, icon_size, icon_name, + {opacity = visibility, align = 5} + ) + return ass +end + +return Volume \ No newline at end of file diff --git a/scripts/uosc/elements/WindowBorder.lua b/scripts/uosc/elements/WindowBorder.lua new file mode 100644 index 0000000..ddcefe8 --- /dev/null +++ b/scripts/uosc/elements/WindowBorder.lua @@ -0,0 +1,35 @@ +local Element = require('elements/Element') + +---@class WindowBorder : Element +local WindowBorder = class(Element) + +function WindowBorder:new() return Class.new(self) --[[@as WindowBorder]] end +function WindowBorder:init() + Element.init(self, 'window_border', {render_order = 9999}) + self.size = 0 + self:decide_enabled() +end + +function WindowBorder:decide_enabled() + self.enabled = options.window_border_size > 0 and not state.fullormaxed and not state.border + self.size = self.enabled and round(options.window_border_size * state.scale) or 0 +end + +function WindowBorder:on_prop_border() self:decide_enabled() end +function WindowBorder:on_prop_title_bar() self:decide_enabled() end +function WindowBorder:on_prop_fullormaxed() self:decide_enabled() end +function WindowBorder:on_options() self:decide_enabled() end + +function WindowBorder:render() + if self.size > 0 then + local ass = assdraw.ass_new() + local clip = '\\iclip(' .. self.size .. ',' .. self.size .. ',' .. + (display.width - self.size) .. ',' .. (display.height - self.size) .. ')' + ass:rect(0, 0, display.width + 1, display.height + 1, { + color = config.color.window_border, clip = clip, opacity = config.opacity.border, + }) + return ass + end +end + +return WindowBorder \ No newline at end of file diff --git a/scripts/uosc/intl/de.json b/scripts/uosc/intl/de.json new file mode 100644 index 0000000..0f98a6f --- /dev/null +++ b/scripts/uosc/intl/de.json @@ -0,0 +1,83 @@ +{ + "%s are empty": "%s sind leer", + "%s channel": "%s Kanal", + "%s channels": "%s Kanäle", + "%s to search": "%s um zu suchen", + "An error has occurred.": "Ein Fehler ist aufgetreten.", + "Aspect ratio": "Seitenverhältnis", + "Audio": "Audio", + "Audio device": "Audiogerät", + "Audio devices": "Audiogeräte", + "Audio tracks": "Audiospuren", + "Chapter %s": "Kapitel %s", + "Chapters": "Kapitel", + "Default": "Standard", + "Default %s": "Standard %s", + "Delete file & Next": "Lösche Datei & Nächstes", + "Delete file & Prev": "Lösche Datei & Vorheriges", + "Delete file & Quit": "Lösche Datei & Beenden", + "Disabled": "Deaktiviert", + "Download": "Herunterladen", + "Drives": "Laufwerke", + "Drop files or URLs to play here": "Dateien oder URLs zum Abspielen hier ablegen", + "Edition %s": "Edition %s", + "Editions": "Editionen", + "Empty": "Leer", + "First": "Erstes", + "Fullscreen": "Vollbild", + "Key bindings": "Tastenkürzel", + "Last": "Letztes", + "Load": "Hinzufügen", + "Load audio": "Audio hinzufügen", + "Load subtitles": "Untertitel hinzufügen", + "Load video": "Video hinzufügen", + "Loop file": "Datei wiederholen", + "Loop playlist": "Wiedergabeliste wiederholen", + "Menu": "Menü", + "Navigation": "Navigation", + "Next": "Nächstes", + "Next page": "Nächste Seite", + "No file": "Keine Datei", + "Open config folder": "Konfigurationsordner öffnen", + "Open file": "Datei öffnen", + "Play/Pause": "Abspielen/Pause", + "Playlist": "Wiedergabeliste", + "Playlist/Files": "Wiedergabeliste/Dateien", + "Prev": "Vorheriges", + "Previous": "Vorheriges", + "Previous page": "Vorherige Seite", + "Quit": "Beenden", + "Remaining downloads today: %s": "Verbleibende Downloads heute: %s", + "Resets in: %s": "Zurückgesetzt in: %s", + "Screenshot": "Bildschirmfoto", + "See above for clues.": "Siehe oben für Hinweise.", + "Show in directory": "Im Verzeichnis anzeigen", + "Shuffle": "Zufällig", + "Stream quality": "Streamqualität", + "Subtitles": "Untertitel", + "Subtitles loaded & enabled": "Untertitel geladen & aktiviert", + "Track %s": "Spur %s", + "Update uosc": "Aktualisiere uosc", + "Updating uosc": "uosc wird aktualisiert", + "Utils": "Werkzeuge", + "Video": "Video", + "default": "Standard", + "drive": "Laufwerk", + "enter query": "Anfrage eingeben", + "error": "Fehler", + "external": "extern", + "forced": "erzwungen", + "foreign parts only": "nur fremdsprachige Teile", + "hearing impaired": "Gehörgeschädigte", + "invalid response json (see console for details)": "Ungültige JSON-Antwort (siehe Konsole für Details)", + "no results": "Keine Ergebnisse", + "open file": "Datei öffnen", + "parent dir": "übergeordnetes Verzeichnis", + "playlist or file": "Wiedergabeliste oder Datei", + "process exited with code %s (see console for details)": "Prozess endete mit dem Status %s (siehe Konsole für Details)", + "search online": "Suche im Internet", + "type & ctrl+enter to search": "Tippe & Strg+Eingabe um zu suchen", + "type to search": "Tippe um zu suchen", + "unknown error": "Unbekannter Fehler", + "uosc has been installed. Restart mpv for it to take effect.": "uosc wurde installiert. mpv muss neu gestarted werden um es wirksam zu machen." +} \ No newline at end of file diff --git a/scripts/uosc/intl/es.json b/scripts/uosc/intl/es.json new file mode 100644 index 0000000..303dab9 --- /dev/null +++ b/scripts/uosc/intl/es.json @@ -0,0 +1,99 @@ +{ + "%s are empty": "%s están vacíos", + "%s channel": "%s canal", + "%s channels": "%s canales", + "%s to delete": "%s para eliminar", + "%s to go up in tree.": "%s para subir en el árbol", + "%s to reorder.": "%s para reordenar", + "%s to search": "%s para buscar", + "Add to playlist": "Añadir a lista de reproducción", + "Added to playlist": "Añadido a lista de reproducción", + "An error has occurred.": "Un error ha ocurrido.", + "Aspect ratio": "Relación de aspecto", + "Audio": "Audio", + "Audio device": "Dispositivo de audio", + "Audio devices": "Dispositivos de audio", + "Audio tracks": "Pistas de audio", + "Chapter %s": "Capítulo %s", + "Chapters": "Capítulos", + "Copied to clipboard": "Copiado al portapapeles", + "Default": "Por defecto", + "Default %s": "Por defecto %s", + "Delete": "Eliminar", + "Delete file & Next": "Eliminar archivo y siguiente", + "Delete file & Prev": "Eliminar archivo y anterior", + "Delete file & Quit": "Eliminar archivo y salir", + "Drives": "Unidades", + "Drop files or URLs to play here": "Soltar archivos o URLs aquí para reproducirlas", + "Edition %s": "Edición %s", + "Editions": "Ediciones", + "Empty": "Vacío", + "First": "Primero", + "Fullscreen": "Pantalla completa", + "Key bindings": "Atajos de teclas", + "Last": "Último", + "Load": "Abrir", + "Load audio": "Añadir una pista de audio", + "Load subtitles": "Añadir una pista de subtítulos", + "Load video": "Añadir una pista de vídeo", + "Loaded audio": "Audio cargado", + "Loaded subtitles": "Subtítulos cargados", + "Loaded video": "Vídeos cargados", + "Loop file": "Repetir archivo", + "Loop playlist": "Repetir lista de reproducción", + "Menu": "Menú", + "Move down": "Moverse abajo", + "Move up": "Moverse arriba", + "Navigation": "Navegación", + "Next": "Siguiente", + "Next page": "Página siguiente", + "No file": "Ningún archivo", + "Open config folder": "Abrir carpeta de configuración", + "Open file": "Abrir archivo", + "Open in browser": "Abrir en navegador", + "Open in mpv": "Abrir en mpv", + "Paste path or url to add.": "Pegar ruta o url a añadir.", + "Paste path or url to open.": "Pegar ruta o url a abrir.", + "Play/Pause": "Reproducir/Pausa", + "Playlist": "Lista de reproducción", + "Playlist/Files": "Lista de reproducción/Archivos", + "Prev": "Anterior", + "Previous": "Anterior", + "Previous page": "Página anterior", + "Quit": "Salir", + "Reload": "Recargar", + "Remaining downloads today: %s": "Descargas restantes por hoy: %s", + "Remove": "Eliminar", + "Resets in: %s": "Restablecer en: %s", + "Screenshot": "Captura de pantalla", + "Search online": "Buscar en línea", + "See above for clues.": "Vea arriba para más pistas", + "See console for details.": "Vea la consola para más detalles", + "Show in directory": "Mostrar en la carpeta", + "Shuffle": "Reproducción aleatoria", + "Something went wrong.": "Algo malió sal", + "Stream quality": "Calidad de la transmisión", + "Subtitles": "Subtítulos", + "Subtitles loaded & enabled": "Subtítulos cargados y habilitados", + "Toggle to disable.": "Alternar para deshabilitar", + "Track %s": "Pista %s", + "Update uosc": "Actualizar uosc", + "Updating uosc": "Actualizando uosc", + "Use as secondary": "Utilizar como secundario", + "Utils": "Utilidades", + "Video": "Vídeo", + "default": "por defecto", + "drive": "unidad", + "enter query": "ingresar consulta", + "external": "externo", + "forced": "forzado", + "foreign parts only": "solo partes extranjeras", + "hearing impaired": "discapacidad auditiva", + "no results": "sin resultados", + "open file": "abrir archivo", + "parent dir": "directorio padre", + "playlist or file": "archivo o lista de reproducción", + "type & ctrl+enter to search": "escriba y presione ctrl+enter para buscar", + "type to search": "escriba para buscar", + "uosc has been installed. Restart mpv for it to take effect.": "uosc ha sido instalado, Reinicie mpv para que tome efecto." +} \ No newline at end of file diff --git a/scripts/uosc/intl/fr.json b/scripts/uosc/intl/fr.json new file mode 100644 index 0000000..093541c --- /dev/null +++ b/scripts/uosc/intl/fr.json @@ -0,0 +1,59 @@ +{ + "Aspect ratio": "Format d'image", + "Audio": "Audio", + "Audio device": "Périphérique audio", + "Audio devices": "Périphériques audio", + "Audio tracks": "Pistes audio", + "Autoselect device": "Sélection automatique", + "Chapter %s": "Chapitre %s", + "Chapters": "Chapitres", + "Default": "Par défaut", + "Default %s": "Par défaut %s", + "Delete file & Next": "Supprimer le fichier et Suivant", + "Delete file & Prev": "Supprimer le fichier et Précédent", + "Delete file & Quit": "Supprimer le fichier et Quitter", + "Disabled": "Désactivé", + "Drives": "Lecteurs", + "Edition": "Édition", + "Edition %s": "Édition %s", + "Editions": "Éditions", + "Empty": "Vide", + "First": "Premier", + "Fullscreen": "Plein écran", + "Last": "Dernier", + "Load": "Ouvrir", + "Load audio": "Ajouter une piste audio", + "Load subtitles": "Ajouter une piste de sous-titres", + "Load video": "Ajouter une piste vidéo", + "Loop file": "Lire en boucle le fichier", + "Loop playlist": "Lire en boucle la liste de lecture", + "Menu": "Menu", + "Navigation": "Navigation", + "Next": "Suivant", + "No file": "Aucun fichier", + "Open config folder": "Ouvrir le dossier de configuration", + "Open file": "Ouvrir un fichier", + "Playlist": "Liste de lecture", + "Playlist/Files": "Liste de lecture / Fichiers", + "Prev": "Précédent", + "Previous": "Précédent", + "Quit": "Quitter", + "Screenshot": "Capture d'écran", + "Show in directory": "Accéder au dossier", + "Shuffle": "Lecture aléatoire", + "Stream quality": "Qualité du flux", + "Subtitles": "Sous-titres", + "Track": "Piste", + "Track %s": "Piste %s", + "Utils": "Outils", + "Video": "Vidéo", + "%s channel": "%s canal", + "%s channels": "%s canaux", + "default": "par défaut", + "drive": "lecteur", + "external": "externe", + "forced": "forcé", + "open file": "sélectionner un fichier", + "parent dir": "répertoire parent", + "playlist or file": "fichier ou liste de lecture" +} \ No newline at end of file diff --git a/scripts/uosc/intl/it.json b/scripts/uosc/intl/it.json new file mode 100644 index 0000000..f540f16 --- /dev/null +++ b/scripts/uosc/intl/it.json @@ -0,0 +1,59 @@ +{ + "Aspect ratio": "Proporizioni", + "Audio": "Audio", + "Audio device": "Dispositivo audio", + "Audio devices": "Dispositivi audio", + "Audio tracks": "Tracce audio", + "Autoselect device": "Selezione automatica dispositivo", + "Chapter %s": "Capitolo %s", + "Chapters": "Capitoli", + "Default": "Predefinito", + "Default %s": "Predefinito %s", + "Delete file & Next": "Elimina file e Successivo", + "Delete file & Prev": "Elimina file e Precedente", + "Delete file & Quit": "Elimina file e Esci", + "Disabled": "Disabilitato", + "Drives": "Unità", + "Edition": "Edizione", + "Edition %s": "Edizione %s", + "Editions": "Edizioni", + "Empty": "Vuoto", + "First": "Primo", + "Fullscreen": "Schermo intero", + "Last": "Ultimo", + "Load": "Carica", + "Load audio": "Carica traccia audio", + "Load subtitles": "Carica sottotitoli", + "Load video": "Carica traccia video", + "Loop file": "Ripeti file", + "Loop playlist": "Ripeti playlist", + "Menu": "Menu", + "Navigation": "Navigazione", + "Next": "Successivo", + "No file": "Nessun file", + "Open config folder": "Apri cartella configurazione", + "Open file": "Apri file", + "Playlist": "Playlist", + "Playlist/Files": "Playlist/File", + "Prev": "Precedente", + "Previous": "Precedente", + "Quit": "Esci", + "Screenshot": "Schermata", + "Show in directory": "Mostra nella cartella", + "Shuffle": "Riproduzione casuale", + "Stream quality": "Qualità streaming", + "Subtitles": "Sottotitoli", + "Track": "Traccia", + "Track %s": "Traccia %s", + "Utils": "Utilità", + "Video": "Video", + "%s channel": "%s canale", + "%s channels": "%s canali", + "default": "predefinito", + "drive": "unità", + "external": "esterno", + "forced": "forzato", + "open file": "seleziona file", + "parent dir": "cartella superiore", + "playlist or file": "file o playlist" +} \ No newline at end of file diff --git a/scripts/uosc/intl/pl.json b/scripts/uosc/intl/pl.json new file mode 100644 index 0000000..37b6524 --- /dev/null +++ b/scripts/uosc/intl/pl.json @@ -0,0 +1,107 @@ +{ + "%s are empty": "%s są puste", + "%s channel": "%s kanał", + "%s channels": "%s kanały", + "%s to delete": "%s aby usunąć", + "%s to go up in tree.": "%s aby przejść wyżej.", + "%s to reorder.": "%s aby zmienić kolejność.", + "%s to search": "%s aby wyszukać", + "Add to playlist": "Dodaj do listy odtwarzania", + "Added to playlist": "Dodano do listy odtwarzania", + "An error has occurred.": "Wystąpił błąd.", + "Aspect ratio": "Proporcje obrazu", + "Audio": "Dźwięk", + "Audio device": "Urządzenie audio", + "Audio devices": "Urządzenia audio", + "Audio tracks": "Ścieżki audio", + "Autoload": "Automatyczne ładowanie", + "Chapter %s": "Rozdział %s", + "Chapters": "Rozdziały", + "Check for updates": "Sprawdź aktualizacje", + "Checking for updates": "Sprawdzanie aktualizacji", + "Close": "Zamknij", + "Copied to clipboard": "Skopiowano do schowka", + "Default": "Domyślne", + "Default %s": "Domyślne %s", + "Delete": "Usuń", + "Delete file & Next": "Usuń plik i następny", + "Delete file & Prev": "Usuń plik i poprzedni", + "Delete file & Quit": "Usuń plik i zakończ", + "Drives": "Dyski", + "Drop files or URLs to play here": "Przeciągnij pliki lub adresy URL, aby odtworzyć", + "Edition %s": "Edycja %s", + "Editions": "Edycje", + "Empty": "Puste", + "First": "Pierwszy", + "Fullscreen": "Pełny ekran", + "Key bindings": "Skróty klawiszowe", + "Last": "Ostatni", + "Load": "Wczytaj", + "Load audio": "Wczytaj dźwięk", + "Load subtitles": "Wczytaj napisy", + "Load video": "Wczytaj wideo", + "Loaded audio": "Wczytano dźwięk", + "Loaded subtitles": "Wczytano napisy", + "Loaded video": "Wczytano wideo", + "Loop file": "Zapętl plik", + "Loop playlist": "Zapętl listę odtwarzania", + "Menu": "Menu", + "Move down": "Przesuń w dół", + "Move up": "Przesuń w górę", + "Navigation": "Nawigacja", + "Next": "Następny", + "Next page": "Następna strona", + "No file": "Brak pliku", + "Nothing to copy": "Nic do skopiowania", + "Open changelog": "Otwórz dziennik zmian", + "Open config folder": "Otwórz folder konfiguracji", + "Open file": "Otwórz plik", + "Open in browser": "Otwórz w przeglądarce", + "Open in mpv": "Otwórz w mpv", + "Paste path or url to add.": "Wklej ścieżkę lub adres URL, aby dodać.", + "Paste path or url to open.": "Wklej ścieżkę lub adres URL, aby otworzyć.", + "Play/Pause": "Odtwórz/Pauza", + "Playlist": "Lista odtwarzania", + "Playlist/Files": "Lista odtwarzania/Pliki", + "Prev": "Poprzedni", + "Previous": "Poprzedni", + "Previous page": "Poprzednia strona", + "Quit": "Zakończ", + "Reload": "Odśwież", + "Remaining downloads today: %s": "Pozostałe pobrania dzisiaj: %s", + "Remove": "Usuń", + "Resets in: %s": "Resetuje się za: %s", + "Screenshot": "Zrzut ekranu", + "Search online": "Szukaj online", + "See above for clues.": "Zobacz wskazówki powyżej.", + "See console for details.": "Sprawdź szczegóły w konsoli.", + "Show in directory": "Pokaż w katalogu", + "Shuffle": "Losowo", + "Something went wrong.": "Coś poszło nie tak.", + "Stream quality": "Jakość strumienia", + "Subtitles": "Napisy", + "Subtitles loaded & enabled": "Napisy wczytane i włączone", + "Toggle to disable.": "Kliknij, aby wyłączyć.", + "Track %s": "Ścieżka %s", + "Up to date": "Aktualny", + "Update available": "Dostępna aktualizacja", + "Update uosc": "Aktualizuj uosc", + "Updating uosc": "Aktualizowanie uosc", + "Use as secondary": "Użyj jako dodatkowe", + "Utils": "Narzędzia", + "Video": "Wideo", + "default": "domyślne", + "drive": "dysk", + "enter query": "wprowadź zapytanie", + "external": "zewnętrzne", + "forced": "wymuszone", + "foreign parts only": "tylko obce fragmenty", + "hearing impaired": "dla niesłyszących", + "no results": "brak wyników", + "open file": "otwórz plik", + "parent dir": "katalog nadrzędny", + "playlist or file": "lista odtwarzania lub plik", + "type & ctrl+enter to search": "wpisz i ctrl+enter aby wyszukać", + "type to search": "wpisz aby wyszukać", + "uosc has been installed. Restart mpv for it to take effect.": "uosc został zainstalowany. Uruchom ponownie mpv, aby zmiany zostały zastosowane." +} \ No newline at end of file diff --git a/scripts/uosc/intl/pt.json b/scripts/uosc/intl/pt.json new file mode 100644 index 0000000..3b0a518 --- /dev/null +++ b/scripts/uosc/intl/pt.json @@ -0,0 +1,99 @@ +{ + "%s are empty": "%s estão vazios", + "%s channel": "%s canal", + "%s channels": "%s canais", + "%s to delete": "%s para excluir", + "%s to go up in tree.": "%s para subir na árvore", + "%s to reorder.": "%s para reordenar", + "%s to search": "%s para buscar", + "Add to playlist": "Adicionar à lista", + "Added to playlist": "Adicionado à lista", + "An error has occurred.": "Ocorreu um erro.", + "Aspect ratio": "Proporção da tela", + "Audio": "Áudio", + "Audio device": "Dispositivo de áudio", + "Audio devices": "Dispositivos de áudio", + "Audio tracks": "Faixas de áudio", + "Chapter %s": "Capítulo %s", + "Chapters": "Capítulos", + "Copied to clipboard": "Copiado para a área de transferência", + "Default": "Padrão", + "Default %s": "Padrão %s", + "Delete": "Excluir", + "Delete file & Next": "Excluir arquivo e Próximo", + "Delete file & Prev": "Excluir arquivo e Anterior", + "Delete file & Quit": "Excluir arquivo e Sair", + "Drives": "Unidades", + "Drop files or URLs to play here": "Arraste arquivos ou URLs para reproduzir aqui", + "Edition %s": "Edição %s", + "Editions": "Edições", + "Empty": "Vazio", + "First": "Primeiro", + "Fullscreen": "Tela cheia", + "Key bindings": "Atalhos de teclado", + "Last": "Último", + "Load": "Abrir", + "Load audio": "Carregar faixa de áudio", + "Load subtitles": "Carregar faixa de legenda", + "Load video": "Carregar faixa de vídeo", + "Loaded audio": "Áudio carregado", + "Loaded subtitles": "Legendas carregadas", + "Loaded video": "Vídeo carregado", + "Loop file": "Repetir arquivo", + "Loop playlist": "Repetir lista", + "Menu": "Menu", + "Move down": "Mover para baixo", + "Move up": "Mover para cima", + "Navigation": "Navegação", + "Next": "Próximo", + "Next page": "Próxima página", + "No file": "Nenhum arquivo", + "Open config folder": "Abrir pasta de configuração", + "Open file": "Abrir arquivo", + "Open in browser": "Abrir no navegador", + "Open in mpv": "Abrir no mpv", + "Paste path or url to add.": "Cole o caminho ou URL para adicionar.", + "Paste path or url to open.": "Cole o caminho ou URL para abrir.", + "Play/Pause": "Reproduzir/Pausar", + "Playlist": "Lista de reprodução", + "Playlist/Files": "Lista/Arquivos", + "Prev": "Anterior", + "Previous": "Anterior", + "Previous page": "Página anterior", + "Quit": "Sair", + "Reload": "Recarregar", + "Remaining downloads today: %s": "Restante de downloads hoje: %s", + "Remove": "Remover", + "Resets in: %s": "Reinicia em: %s", + "Screenshot": "Captura de tela", + "Search online": "Pesquisar online", + "See above for clues.": "Veja acima por dicas.", + "See console for details.": "Veja o console para detalhes.", + "Show in directory": "Mostrar na pasta", + "Shuffle": "Aleatório", + "Something went wrong.": "Algo deu errado.", + "Stream quality": "Qualidade da transmissão", + "Subtitles": "Legendas", + "Subtitles loaded & enabled": "Legendas carregadas e ativadas", + "Toggle to disable.": "Alternar para desativar", + "Track %s": "Faixa %s", + "Update uosc": "Atualizar uosc", + "Updating uosc": "Atualizando uosc", + "Use as secondary": "Usar como secundário", + "Utils": "Ferramentas", + "Video": "Vídeo", + "default": "padrão", + "drive": "unidade", + "enter query": "digite a consulta", + "external": "externo", + "forced": "forçada", + "foreign parts only": "somente partes estrangeiras", + "hearing impaired": "deficiência auditiva", + "no results": "sem resultados", + "open file": "abrir arquivo", + "parent dir": "diretório superior", + "playlist or file": "lista ou arquivo", + "type & ctrl+enter to search": "digite e pressione Ctrl+Enter para buscar", + "type to search": "digite para buscar", + "uosc has been installed. Restart mpv for it to take effect.": "uosc foi instalado. Reinicie o mpv para que tenha efeito." +} \ No newline at end of file diff --git a/scripts/uosc/intl/ro.json b/scripts/uosc/intl/ro.json new file mode 100644 index 0000000..ea69b49 --- /dev/null +++ b/scripts/uosc/intl/ro.json @@ -0,0 +1,59 @@ +{ + "Aspect ratio": "Raportul de aspect", + "Audio": "Audio", + "Audio device": "Dispozitiv audio", + "Audio devices": "Dispozitive audio", + "Audio tracks": "Piese audio", + "Autoselect device": "Selectare automată", + "Chapter %s": "Capitolul %s", + "Chapters": "Capitole", + "Default": "Implicit", + "Default %s": "Implicit %s", + "Delete file & Next": "Ștergere fișier și următorul", + "Delete file & Prev": "Ștergere fișier și anteriorul", + "Delete file & Quit": "Ștergere fișier și ieși", + "Disabled": "Dezactivat", + "Drives": "Unități", + "Edition": "Ediție", + "Edition %s": "Ediție %s", + "Editions": "Ediții", + "Empty": "Gol", + "First": "Primul", + "Fullscreen": "Ecran complet", + "Last": "Ultimul", + "Load": "Încarcă", + "Load audio": "Deschide audio", + "Load subtitles": "Deschide subtitrările", + "Load video": "Deschide video", + "Loop file": "Repetă fișierul", + "Loop playlist": "Repetă lista de redare", + "Menu": "Meniu", + "Navigation": "Navigare", + "Next": "Următor", + "No file": "Niciun fisier", + "Open config folder": "Deschide dosarul de configurație", + "Open file": "Deschide fișierul", + "Playlist": "Listă de redare", + "Playlist/Files": "Listă de redare/Fișiere", + "Prev": "Precedent", + "Previous": "Precedent", + "Quit": "Ieșire", + "Screenshot": "Captură de ecran", + "Show in directory": "Arată în dosar", + "Shuffle": "Amestecă", + "Stream quality": "Calitatea fluxului", + "Subtitles": "Subtitrări", + "Track": "Pistă", + "Track %s": "Pistă %s", + "Utils": "Utilități", + "Video": "Video", + "%s channel": "%s canal", + "%s channels": "%s canale", + "default": "implicit", + "drive": "unitate", + "external": "extern", + "forced": "forțat", + "open file": "deschide fișierul", + "parent dir": "director părinte", + "playlist or file": "fișier sau listă de redare" +} \ No newline at end of file diff --git a/scripts/uosc/intl/ru.json b/scripts/uosc/intl/ru.json new file mode 100644 index 0000000..eec50b3 --- /dev/null +++ b/scripts/uosc/intl/ru.json @@ -0,0 +1,59 @@ +{ + "Aspect ratio": "Соотношение сторон", + "Audio": "Аудио", + "Audio device": "Аудиоустройство", + "Audio devices": "Аудиоустройства", + "Audio tracks": "Аудиодорожки", + "Autoselect device": "Автовыбор устройства", + "Chapter %s": "Глава %s", + "Chapters": "Главы", + "Default": "По умолчанию", + "Default %s": "По умолчанию %s", + "Delete file & Next": "Удалить файл и след.", + "Delete file & Prev": "Удалить файл и пред.", + "Delete file & Quit": "Удалить файл и выйти", + "Disabled": "Отключено", + "Drives": "Диски", + "Edition": "Редакция", + "Edition %s": "Редакция %s", + "Editions": "Редакции", + "Empty": "Пусто", + "First": "Первый", + "Fullscreen": "Полный экран", + "Last": "Последний", + "Load": "Загрузить", + "Load audio": "Загрузить аудио", + "Load subtitles": "Загрузить субтитры", + "Load video": "Загрузить видео", + "Loop file": "Повторять файл", + "Loop playlist": "Повторять плейлист", + "Menu": "Меню", + "Navigation": "Навигация", + "Next": "Следующий", + "No file": "Нет файла", + "Open config folder": "Открыть папку конфигурации", + "Open file": "Открыть файл", + "Playlist": "Плейлист", + "Playlist/Files": "Плейлист / файлы", + "Prev": "Предыдущий", + "Previous": "Предыдущий", + "Quit": "Выйти", + "Screenshot": "Скриншот", + "Show in directory": "Показать в папке", + "Shuffle": "Перемешать", + "Stream quality": "Качество потока", + "Subtitles": "Субтитры", + "Track": "Дорожка", + "Track %s": "Дорожка %s", + "Utils": "Инструменты", + "Video": "Видео", + "%s channels": "%s канала/-ов", + "%s channel": "%s канал", + "default": "по умолчанию", + "drive": "диск", + "external": "внешняя", + "forced": "форсированная", + "open file": "открыть файл", + "parent dir": "родительская папка", + "playlist or file": "плейлист или файл" +} \ No newline at end of file diff --git a/scripts/uosc/intl/tr.json b/scripts/uosc/intl/tr.json new file mode 100644 index 0000000..359f205 --- /dev/null +++ b/scripts/uosc/intl/tr.json @@ -0,0 +1,107 @@ +{ + "%s are empty": "%s boş", + "%s channel": "%s kanal", + "%s channels": "%s kanallar", + "%s to delete": "%s silmek için", + "%s to go up in tree.": "%s yukarı gitmek için.", + "%s to reorder.": "%s yeniden sıralamak için.", + "%s to search": "%s aramak için", + "Add to playlist": "Çalma listesine ekle", + "Added to playlist": "Çalma listesine eklendi", + "An error has occurred.": "Bir hata oluştu.", + "Aspect ratio": "En-boy oranı", + "Audio": "Ses", + "Audio device": "Ses cihazı", + "Audio devices": "Ses cihazları", + "Audio tracks": "Ses parçaları", + "Autoload": "Otomatik yükleme", + "Chapter %s": "Bölüm %s", + "Chapters": "Bölümler", + "Check for updates": "Güncellemeleri kontrol et", + "Checking for updates": "Güncellemeler kontrol ediliyor", + "Close": "Kapat", + "Copied to clipboard": "Panoya kopyalandı", + "Default": "Varsayılan", + "Default %s": "Varsayılan %s", + "Delete": "Sil", + "Delete file & Next": "Dosyayı sil & Sonraki", + "Delete file & Prev": "Dosyayı sil & Önceki", + "Delete file & Quit": "Dosyayı sil & Çık", + "Drives": "Sürücüler", + "Drop files or URLs to play here": "Dosyaları veya URL'leri buraya bırakın", + "Edition %s": "Sürüm %s", + "Editions": "Sürümler", + "Empty": "Boş", + "First": "İlk", + "Fullscreen": "Tam ekran", + "Key bindings": "Tuş atamaları", + "Last": "Son", + "Load": "Yükle", + "Load audio": "Ses yükle", + "Load subtitles": "Altyazı yükle", + "Load video": "Video yükle", + "Loaded audio": "Ses yüklendi", + "Loaded subtitles": "Altyazı yüklendi", + "Loaded video": "Video yüklendi", + "Loop file": "Dosyayı döngüye al", + "Loop playlist": "Çalma listesini döngüye al", + "Menu": "Menü", + "Move down": "Aşağı taşı", + "Move up": "Yukarı taşı", + "Navigation": "Gezinme", + "Next": "Sonraki", + "Next page": "Sonraki sayfa", + "No file": "Dosya yok", + "Nothing to copy": "Kopyalanacak bir şey yok", + "Open changelog": "Değişiklik günlüğünü aç", + "Open config folder": "Yapılandırma klasörünü aç", + "Open file": "Dosya aç", + "Open in browser": "Tarayıcıda aç", + "Open in mpv": "mpv'de aç", + "Paste path or url to add.": "Eklemek için yolu veya URL'yi yapıştırın.", + "Paste path or url to open.": "Açmak için yolu veya URL'yi yapıştırın.", + "Play/Pause": "Oynat/Duraklat", + "Playlist": "Çalma listesi", + "Playlist/Files": "Çalma listesi/Dosyalar", + "Prev": "Önceki", + "Previous": "Önceki", + "Previous page": "Önceki sayfa", + "Quit": "Çıkış", + "Reload": "Yeniden yükle", + "Remaining downloads today: %s": "Bugünkü kalan indirmeler: %s", + "Remove": "Kaldır", + "Resets in: %s": "%s içinde sıfırlanacak", + "Screenshot": "Ekran görüntüsü", + "Search online": "Çevrimiçi ara", + "See above for clues.": "İpuçları için yukarıya bakın.", + "See console for details.": "Ayrıntılar için konsola bakın.", + "Show in directory": "Dizinde göster", + "Shuffle": "Karıştır", + "Something went wrong.": "Bir şeyler ters gitti.", + "Stream quality": "Yayın kalitesi", + "Subtitles": "Altyazılar", + "Subtitles loaded & enabled": "Altyazılar yüklendi ve etkinleştirildi", + "Toggle to disable.": "Devre dışı bırakmak için değiştir.", + "Track %s": "Parça %s", + "Up to date": "Güncel", + "Update available": "Güncelleme mevcut", + "Update uosc": "uosc güncelle", + "Updating uosc": "uosc güncelleniyor", + "Use as secondary": "İkincil olarak kullan", + "Utils": "Araçlar", + "Video": "Video", + "default": "varsayılan", + "drive": "sürücü", + "enter query": "Sorgu gir", + "external": "harici", + "forced": "zorunlu", + "foreign parts only": "sadece yabancı bölümler", + "hearing impaired": "işitme engelli", + "no results": "Sonuç yok", + "open file": "Dosya aç", + "parent dir": "üst dizin", + "playlist or file": "çalma listesi veya dosya", + "type & ctrl+enter to search": "Yaz & aramak için Ctrl+Enter'a bas", + "type to search": "Aramak için yaz", + "uosc has been installed. Restart mpv for it to take effect.": "uosc yüklendi. Etkin olması için mpv'yi yeniden başlatın." +} \ No newline at end of file diff --git a/scripts/uosc/intl/uk.json b/scripts/uosc/intl/uk.json new file mode 100644 index 0000000..42009c5 --- /dev/null +++ b/scripts/uosc/intl/uk.json @@ -0,0 +1,69 @@ +{ + "Aspect ratio": "Співвідношення сторін", + "Audio": "Аудіо", + "Audio device": "Аудіопристрій", + "Audio devices": "Аудіопристрої", + "Audio tracks": "Аудіодоріжки", + "Autoselect device": "Автовибір пристрою", + "Chapter %s": "Розділ %s", + "Chapters": "Розділи", + "Default": "За замовчуванням", + "Default %s": "За замовчуванням %s", + "Delete file & Next": "Видалити файл & Наступний", + "Delete file & Prev": "Видалити файл & Попередній", + "Delete file & Quit": "Видалити файл & Вийти", + "Disabled": "Вимкнено", + "Drives": "Диски", + "Edition": "Видання", + "Edition %s": "Видання %s", + "Editions": "Видання", + "Empty": "Порожньо", + "First": "Перший", + "Fullscreen": "На весь екран", + "Last": "Останній", + "Load": "Завантажити", + "Load audio": "Завантажити аудіо", + "Load subtitles": "Завантажити субтитри", + "Load video": "Завантажити відео", + "Loop file": "Повторювати файл", + "Loop playlist": "Повторювати плейліст", + "Menu": "Меню", + "Navigation": "Навігація", + "Next": "Наступний", + "No file": "Файл відсутній", + "Open config folder": "Відкрити каталог конфігурації", + "Open file": "Відкрити файл", + "Playlist": "Плейліст", + "Playlist/Files": "Плейліст / Файли", + "Prev": "Попередній", + "Previous": "Попередній", + "Quit": "Вийти", + "Screenshot": "Скриншот", + "Show in directory": "Показати в каталозі", + "Shuffle": "Перемішати", + "Stream quality": "Якість потоку", + "Subtitles": "Субтитри", + "Track": "Трек", + "Track %s": "Трек %s", + "Utils": "Інструменти", + "Video": "Відео", + "%s channels": "%s канали/-ів", + "%s channel": "%s канал", + "default": "за замовчуванням", + "drive": "диск", + "external": "зовнішня", + "forced": "примусова", + "open file": "відкрити файл", + "parent dir": "батьківський каталог", + "playlist or file": "плейліст або файл", + "type to search": "Введіть для пошуку", + "type & ctrl+enter to search": "Введіть & Ctrl+Enter для пошуку", + "Key bindings": "Комбінації клавіш", + "Drop files or URLs to play here": "Перемістіть файли або URL-адреси для відтворення сюди", + "Update uosc": "Оновити uosc", + "Updating uosc": "uosc оновлюється", + "uosc has been installed. Restart mpv for it to take effect.": "uosc встановлено. mpv потрібно перезапустити.", + "An error has occurred.": "Сталася помилка.", + "See above for clues.": "Дивіться підказки вище.", + "Play/Pause": "Відтворення / Пауза" +} \ No newline at end of file diff --git a/scripts/uosc/intl/zh-HK.json b/scripts/uosc/intl/zh-HK.json new file mode 100644 index 0000000..565719c --- /dev/null +++ b/scripts/uosc/intl/zh-HK.json @@ -0,0 +1,107 @@ +{ + "%s are empty": "%s 是空字串", + "%s channel": "%s 聲道", + "%s channels": "%s 聲道", + "%s to delete": "使用 %s 删除", + "%s to go up in tree.": "使用 %s 返回上一級", + "%s to reorder.": "使用 %s 重新排序", + "%s to search": "使用 %s 搜尋", + "Add to playlist": "新增到播放清單", + "Added to playlist": "已新增到播放清單", + "An error has occurred.": "出現錯誤", + "Aspect ratio": "長寬比", + "Audio": "音訊", + "Audio device": "音訊裝置", + "Audio devices": "音訊裝置", + "Audio tracks": "音軌", + "Autoload": "自動載入", + "Chapter %s": "第 %s 章", + "Chapters": "章節", + "Check for updates": "檢查更新", + "Checking for updates": "正在檢查更新", + "Close": "關閉", + "Copied to clipboard": "已複製到剪貼簿", + "Default": "預設", + "Default %s": "預設 %s", + "Delete": "删除", + "Delete file & Next": "删除檔案並播放下一個", + "Delete file & Prev": "删除檔案並播放上一個", + "Delete file & Quit": "删除檔案並退出", + "Drives": "硬碟", + "Drop files or URLs to play here": "拖放檔案或 URLs 到此播放", + "Edition %s": "版本 %s", + "Editions": "版本", + "Empty": "空", + "First": "第一個", + "Fullscreen": "全螢幕", + "Key bindings": "快捷鍵", + "Last": "最後一個", + "Load": "載入", + "Load audio": "載入音訊", + "Load subtitles": "載入字幕", + "Load video": "載入視訊", + "Loaded audio": "已載入音訊", + "Loaded subtitles": "已載入字幕", + "Loaded video": "已載入視訊", + "Loop file": "重複播放", + "Loop playlist": "重複播放清單", + "Menu": "選單", + "Move down": "下移", + "Move up": "上移", + "Navigation": "導覽", + "Next": "下一個", + "Next page": "下一頁", + "No file": "無檔案", + "Nothing to copy": "沒有東西可以複製", + "Open changelog": "開啟更新日誌", + "Open config folder": "開啟設定檔資料夾", + "Open file": "開啟檔案", + "Open in browser": "用瀏覽器開啟", + "Open in mpv": "用 mpv 開啟", + "Paste path or url to add.": "貼上路徑或 url 以新增", + "Paste path or url to open.": "貼上路徑或 url 以開啟", + "Play/Pause": "播放/暫停", + "Playlist": "播放清單", + "Playlist/Files": "播放清單/檔案列表", + "Prev": "上一個", + "Previous": "上一個", + "Previous page": "上一頁", + "Quit": "結束", + "Reload": "重新載入", + "Remaining downloads today: %s": "今天的剩餘下載量: %s", + "Remove": "移除", + "Resets in: %s": "重置: %s", + "Screenshot": "截圖", + "Search online": "線上搜尋", + "See above for clues.": "請參閱上文提示", + "See console for details.": "詳情請參閱終端", + "Show in directory": "開啟所在資料夾", + "Shuffle": "隨機播放", + "Something went wrong.": "出錯了", + "Stream quality": "串流質素", + "Subtitles": "字幕", + "Subtitles loaded & enabled": "已載入及啟用字幕", + "Toggle to disable.": "切換以停用", + "Track %s": "音軌 %s", + "Up to date": "最新版本", + "Update available": "有可用更新", + "Update uosc": "更新 uosc", + "Updating uosc": "正在更新 uosc", + "Use as secondary": "設為副字幕", + "Utils": "工具", + "Video": "影片", + "default": "預設", + "drive": "硬碟", + "enter query": "輸入查詢", + "external": "外置", + "forced": "強制", + "foreign parts only": "只限外語部分", + "hearing impaired": "聽障", + "no results": "沒有結果", + "open file": "開啟檔案", + "parent dir": "父資料夾", + "playlist or file": "播放清單或檔案", + "type & ctrl+enter to search": "輸入並按 ctrl+enter 搜尋", + "type to search": "輸入文字以搜尋內容", + "uosc has been installed. Restart mpv for it to take effect.": "已安装 uosc ，重新開啟 mpv 使其生效" +} \ No newline at end of file diff --git a/scripts/uosc/intl/zh-hans.json b/scripts/uosc/intl/zh-hans.json new file mode 100644 index 0000000..7669e03 --- /dev/null +++ b/scripts/uosc/intl/zh-hans.json @@ -0,0 +1,99 @@ +{ + "%s are empty": "%s 为空", + "%s channel": "%s 声道", + "%s channels": "%s 声道", + "%s to delete": "使用 %s 进行删除", + "%s to go up in tree.": "使用 %s 返回上一级", + "%s to reorder.": "使用 %s 重新排序", + "%s to search": "使用 %s 进行搜索", + "Add to playlist": "添加到播放列表", + "Added to playlist": "已添加到播放列表", + "An error has occurred.": "出现错误", + "Aspect ratio": "纵横比", + "Audio": "音频", + "Audio device": "音频设备", + "Audio devices": "音频设备", + "Audio tracks": "音频轨道", + "Chapter %s": "第 %s 章", + "Chapters": "章节", + "Copied to clipboard": "已复制到剪贴板", + "Default": "默认", + "Default %s": "默认 %s", + "Delete": "删除", + "Delete file & Next": "删除文件并播放下一个", + "Delete file & Prev": "删除文件并播放上一个", + "Delete file & Quit": "删除文件并退出", + "Drives": "驱动器", + "Drop files or URLs to play here": "拖放文件或 URLs 到此处进行播放", + "Edition %s": "版本 %s", + "Editions": "版本", + "Empty": "空", + "First": "第一个", + "Fullscreen": "全屏", + "Key bindings": "键位绑定", + "Last": "最后一个", + "Load": "加载", + "Load audio": "加载音轨", + "Load subtitles": "加载字幕", + "Load video": "加载视频轨", + "Loaded audio": "已加载音轨", + "Loaded subtitles": "已加载字幕", + "Loaded video": "已加载视频轨", + "Loop file": "单个循环", + "Loop playlist": "列表循环", + "Menu": "菜单", + "Move down": "下移", + "Move up": "上移", + "Navigation": "导航", + "Next": "下一个", + "Next page": "下一页", + "No file": "无文件", + "Open config folder": "打开配置文件夹", + "Open file": "打开文件", + "Open in browser": "在浏览器中打开", + "Open in mpv": "在 mpv 中打开", + "Paste path or url to add.": "粘贴路径或网址以添加", + "Paste path or url to open.": "粘贴路径或网址以打开", + "Play/Pause": "播放/暂停", + "Playlist": "播放列表", + "Playlist/Files": "播放列表/文件列表", + "Prev": "上一个", + "Previous": "上一个", + "Previous page": "上一页", + "Quit": "退出", + "Reload": "重载", + "Remaining downloads today: %s": "今天的剩余下载量: %s", + "Remove": "移除", + "Resets in: %s": "重置: %s", + "Screenshot": "截图", + "Search online": "在线搜索", + "See above for clues.": "线索见上文", + "See console for details.": "参阅控制台了解详细信息", + "Show in directory": "打开所在文件夹", + "Shuffle": "乱序", + "Something went wrong.": "出错了", + "Stream quality": "流媒体品质", + "Subtitles": "字幕", + "Subtitles loaded & enabled": "字幕已加载并启用", + "Toggle to disable.": "点击切换禁用状态", + "Track %s": "轨道 %s", + "Update uosc": "更新 uosc", + "Updating uosc": "正在更新 uosc", + "Use as secondary": "设置为次字幕", + "Utils": "工具", + "Video": "视频", + "default": "默认", + "drive": "磁盘", + "enter query": "输入查询", + "external": "外置", + "forced": "强制", + "foreign parts only": "仅限外语部分", + "hearing impaired": "听力障碍", + "no results": "没有结果", + "open file": "打开文件", + "parent dir": "父文件夹", + "playlist or file": "播放列表或文件", + "type & ctrl+enter to search": "输入并按 ctrl+enter 进行搜索", + "type to search": "输入搜索内容", + "uosc has been installed. Restart mpv for it to take effect.": "uosc 已经安装，重新启动 mpv 使其生效" +} \ No newline at end of file diff --git a/scripts/uosc/lib/ass.lua b/scripts/uosc/lib/ass.lua new file mode 100644 index 0000000..2cd78cd --- /dev/null +++ b/scripts/uosc/lib/ass.lua @@ -0,0 +1,312 @@ +--[[ ASSDRAW EXTENSIONS ]] + +local ass_mt = getmetatable(assdraw.ass_new()) + +-- Opacity. +---@param self table|nil +---@param opacity number|{primary?: number; border?: number, shadow?: number, main?: number} Opacity of all elements. +---@param fraction? number Optionally adjust the above opacity by this fraction. +---@return string|nil +function ass_mt.opacity(self, opacity, fraction) + fraction = fraction ~= nil and fraction or 1 + opacity = type(opacity) == 'table' and opacity or {main = opacity} + local text = '' + if opacity.main then + text = text .. string.format('\\alpha&H%X&', opacity_to_alpha(opacity.main * fraction)) + end + if opacity.primary then + text = text .. string.format('\\1a&H%X&', opacity_to_alpha(opacity.primary * fraction)) + end + if opacity.border then + text = text .. string.format('\\3a&H%X&', opacity_to_alpha(opacity.border * fraction)) + end + if opacity.shadow then + text = text .. string.format('\\4a&H%X&', opacity_to_alpha(opacity.shadow * fraction)) + end + if self == nil then + return text + elseif text ~= '' then + self.text = self.text .. '{' .. text .. '}' + end +end + +-- Icon. +---@param x number +---@param y number +---@param size number +---@param name string +---@param opts? {color?: string; border?: number; border_color?: string; opacity?: number; clip?: string; align?: number} +function ass_mt:icon(x, y, size, name, opts) + opts = opts or {} + opts.font, opts.size, opts.bold = 'MaterialIconsRound-Regular', size, false + self:txt(x, y, opts.align or 5, name, opts) +end + +-- Text. +-- Named `txt` because `ass.text` is a value. +---@param x number +---@param y number +---@param align number +---@param value string|number +---@param opts {size: number; font?: string; color?: string; bold?: boolean; italic?: boolean; border?: number; border_color?: string; shadow?: number; shadow_color?: string; rotate?: number; wrap?: number; opacity?: number|{primary?: number; border?: number, shadow?: number, main?: number}; clip?: string} +function ass_mt:txt(x, y, align, value, opts) + local border_size = opts.border or 0 + local shadow_size = opts.shadow or 0 + local tags = '\\pos(' .. x .. ',' .. y .. ')\\rDefault\\an' .. align .. '\\blur0' + -- font + tags = tags .. '\\fn' .. (opts.font or config.font) + -- font size + tags = tags .. '\\fs' .. opts.size + -- bold + if opts.bold or (opts.bold == nil and options.font_bold) then tags = tags .. '\\b1' end + -- italic + if opts.italic then tags = tags .. '\\i1' end + -- rotate + if opts.rotate then tags = tags .. '\\frz' .. opts.rotate end + -- wrap + if opts.wrap then tags = tags .. '\\q' .. opts.wrap end + -- border + tags = tags .. '\\bord' .. border_size + -- shadow + tags = tags .. '\\shad' .. shadow_size + -- colors + tags = tags .. '\\1c&H' .. (opts.color or bgt) + if border_size > 0 then tags = tags .. '\\3c&H' .. (opts.border_color or bg) end + if shadow_size > 0 then tags = tags .. '\\4c&H' .. (opts.shadow_color or bg) end + -- opacity + if opts.opacity then tags = tags .. self.opacity(nil, opts.opacity) end + -- clip + if opts.clip then tags = tags .. opts.clip end + -- render + self:new_event() + self.text = self.text .. '{' .. tags .. '}' .. value +end + +-- Tooltip. +---@param element Rect +---@param value string|number +---@param opts? {size?: number; align?: number; offset?: number; bold?: boolean; italic?: boolean; width_overwrite?: number, margin?: number; responsive?: boolean; lines?: integer, timestamp?: boolean; invert_colors?: boolean} +function ass_mt:tooltip(element, value, opts) + if value == '' then return end + opts = opts or {} + opts.size = opts.size or round(16 * state.scale) + opts.border = options.text_border * state.scale + opts.border_color = opts.invert_colors and fg or bg + opts.margin = opts.margin or round(10 * state.scale) + opts.lines = opts.lines or 1 + opts.color = opts.invert_colors and bg or fg + local offset = opts.offset or 2 + local padding_y = round(opts.size / 6) + local padding_x = round(opts.size / 3) + local width = (opts.width_overwrite or text_width(value, opts)) + padding_x * 2 + local height = opts.size * opts.lines + 2 * padding_y + local width_half, height_half = width / 2, height / 2 + local margin = opts.margin + Elements:v('window_border', 'size', 0) + local align = opts.align or 8 + + local x, y = 0, 0 -- center of tooltip + + -- Flip alignment to other side when not enough space + if opts.responsive ~= false then + if align == 8 then + if element.ay - offset - height < margin then align = 2 end + elseif align == 2 then + if element.by + offset + height > display.height - margin then align = 8 end + elseif align == 6 then + if element.bx + offset + width > display.width - margin then align = 4 end + elseif align == 4 then + if element.ax - offset - width < margin then align = 6 end + end + end + + -- Calculate tooltip center based on alignment + if align == 8 or align == 2 then + x = clamp(margin + width_half, element.ax + (element.bx - element.ax) / 2, display.width - margin - width_half) + y = align == 8 and element.ay - offset - height_half or element.by + offset + height_half + else + x = align == 6 and element.bx + offset + width_half or element.ax - offset - width_half + y = clamp(margin + height_half, element.ay + (element.by - element.ay) / 2, display.height - margin - height_half) + end + + -- Draw + local ax, ay, bx, by = round(x - width_half), round(y - height_half), round(x + width_half), round(y + height_half) + self:rect(ax, ay, bx, by, { + color = opts.invert_colors and fg or bg, opacity = config.opacity.tooltip, radius = state.radius + }) + local func = opts.timestamp and self.timestamp or self.txt + func(self, x, y, 5, tostring(value), opts) + return {ax = element.ax, ay = ay, bx = element.bx, by = by} +end + +-- Timestamp with each digit positioned as if it was replaced with 0 +---@param x number +---@param y number +---@param align number +---@param timestamp string +---@param opts {size: number; opacity?: number|{primary?: number; border?: number, shadow?: number, main?: number}} +function ass_mt:timestamp(x, y, align, timestamp, opts) + local widths, width_total = {}, 0 + zero_rep = timestamp_zero_rep(timestamp) + for i = 1, #zero_rep do + local width = text_width(zero_rep:sub(i, i), opts) + widths[i] = width + width_total = width_total + width + end + + -- shift x and y to fit align 5 + local mod_align = align % 3 + if mod_align == 0 then + x = x - width_total + elseif mod_align == 2 then + x = x - width_total / 2 + end + if align < 4 then + y = y - opts.size / 2 + elseif align > 6 then + y = y + opts.size / 2 + end + + local opacity = opts.opacity + local primary_opacity + if type(opacity) == 'table' then + opts.opacity = {main = opacity.main, border = opacity.border, shadow = opacity.shadow, primary = 0} + primary_opacity = opacity.primary or opacity.main + else + opts.opacity = {main = opacity, primary = 0} + primary_opacity = opacity + end + for i, width in ipairs(widths) do + self:txt(x + width / 2, y, 5, timestamp:sub(i, i), opts) + x = x + width + end + x = x - width_total + opts.opacity = {main = 0, primary = primary_opacity or 1} + for i, width in ipairs(widths) do + self:txt(x + width / 2, y, 5, timestamp:sub(i, i), opts) + x = x + width + end + opts.opacity = opacity +end + +-- Rectangle. +---@param ax number +---@param ay number +---@param bx number +---@param by number +---@param opts? {color?: string; border?: number; border_color?: string; opacity?: number|{primary?: number; border?: number, shadow?: number, main?: number}; clip?: string, radius?: number} +function ass_mt:rect(ax, ay, bx, by, opts) + opts = opts or {} + local border_size = opts.border or 0 + local tags = '\\pos(0,0)\\rDefault\\an7\\blur0' + -- border + tags = tags .. '\\bord' .. border_size + -- colors + tags = tags .. '\\1c&H' .. (opts.color or fg) + if border_size > 0 then tags = tags .. '\\3c&H' .. (opts.border_color or bg) end + -- opacity + if opts.opacity then tags = tags .. self.opacity(nil, opts.opacity) end + -- clip + if opts.clip then + tags = tags .. opts.clip + end + -- draw + self:new_event() + self.text = self.text .. '{' .. tags .. '}' + self:draw_start() + if opts.radius and opts.radius > 0 then + self:round_rect_cw(ax, ay, bx, by, opts.radius) + else + self:rect_cw(ax, ay, bx, by) + end + self:draw_stop() +end + +-- Circle. +---@param x number +---@param y number +---@param radius number +---@param opts? {color?: string; border?: number; border_color?: string; opacity?: number; clip?: string} +function ass_mt:circle(x, y, radius, opts) + opts = opts or {} + opts.radius = radius + self:rect(x - radius, y - radius, x + radius, y + radius, opts) +end + +-- Texture. +---@param ax number +---@param ay number +---@param bx number +---@param by number +---@param char string Texture font character. +---@param opts {size?: number; color: string; opacity?: number; clip?: string; anchor_x?: number, anchor_y?: number} +function ass_mt:texture(ax, ay, bx, by, char, opts) + opts = opts or {} + local anchor_x, anchor_y = opts.anchor_x or ax, opts.anchor_y or ay + local clip = opts.clip or ('\\clip(' .. ax .. ',' .. ay .. ',' .. bx .. ',' .. by .. ')') + local tile_size, opacity = opts.size or 100, opts.opacity or 0.2 + local x, y = ax - (ax - anchor_x) % tile_size, ay - (ay - anchor_y) % tile_size + local width, height = bx - x, by - y + local line = string.rep(char, math.ceil((width / tile_size))) + local lines = '' + for i = 1, math.ceil(height / tile_size), 1 do lines = lines .. (lines == '' and '' or '\\N') .. line end + self:txt( + x, y, 7, lines, + {font = 'uosc_textures', size = tile_size, color = opts.color, bold = false, opacity = opacity, clip = clip}) +end + +-- Rotating spinner icon. +---@param x number +---@param y number +---@param size number +---@param opts? {color?: string; opacity?: number; clip?: string; border?: number; border_color?: string;} +function ass_mt:spinner(x, y, size, opts) + opts = opts or {} + opts.rotate = (state.render_last_time * 1.75 % 1) * -360 + opts.color = opts.color or fg + self:icon(x, y, size, 'autorenew', opts) + request_render() +end + +-- Renders a smooth curve from Bezier segments. +---@param ax number +---@param ay number +---@param bx number +---@param by number +---@param points number[] Flat table of normalized points (0–1): start point followed by segment entries cp1x, cp1y, cp2x, cp2y, px, py, ... +---@param opts? {color?: string; border?: number; border_color?: string; opacity?: number|{primary?: number; border?: number, shadow?: number, main?: number}; clip?: string} +function ass_mt:smooth_curve(ax, ay, bx, by, points, opts) + if not points or #points < 8 then return end + opts = opts or {} + local border_size = opts.border or 0 + local tags = '\\pos(0,0)\\rDefault\\an7\\blur0' + -- border + tags = tags .. '\\bord' .. border_size + -- colors + tags = tags .. '\\1c&H' .. (opts.color or fg) + if border_size > 0 then tags = tags .. '\\3c&H' .. (opts.border_color or bg) end + -- opacity + if opts.opacity then tags = tags .. self.opacity(nil, opts.opacity) end + -- clip + if opts.clip then tags = tags .. opts.clip end + -- draw + self:new_event() + self.text = self.text .. '{' .. tags .. '}' + self:draw_start() + + -- Scale normalized (0–1) coordinates to rectangle bounds + local width, height = bx - ax, by - ay + local function scale(x, y) + return ax + x * width, ay + y * height + end + + local x0, y0 = scale(points[1], points[2]) + self:move_to(x0, y0) + local max = math.floor((#points - 2) / 6) * 6 + 2 + for i = 3, max, 6 do + local x1, y1 = scale(points[i], points[i+1]) + local x2, y2 = scale(points[i+2], points[i+3]) + local x3, y3 = scale(points[i+4], points[i+5]) + self:bezier_curve(x1, y1, x2, y2, x3, y3) + end + self:draw_stop() +end \ No newline at end of file diff --git a/scripts/uosc/lib/buttons.lua b/scripts/uosc/lib/buttons.lua new file mode 100644 index 0000000..4a492fd --- /dev/null +++ b/scripts/uosc/lib/buttons.lua @@ -0,0 +1,74 @@ +---@alias ButtonData {icon: string; active?: boolean; badge?: string; command?: string | string[]; tooltip?: string;} +---@alias ButtonSubscriber fun(data: ButtonData) + +local buttons = { + ---@type ButtonData[] + data = {}, + ---@type table + subscribers = {}, +} + +---@param name string +---@return ButtonData +function buttons:get(name) + return self.data[name] or {icon = 'help_center', tooltip = 'Uninitialized button "' .. name .. '"'} +end + +---@param name string +---@param callback fun(data: ButtonData) +function buttons:subscribe(name, callback) + local pool = self.subscribers[name] + if not pool then + pool = {} + self.subscribers[name] = pool + end + pool[#pool + 1] = callback + return function() buttons:unsubscribe(name, callback) end +end + +---@param name string +---@param callback? ButtonSubscriber +function buttons:unsubscribe(name, callback) + if self.subscribers[name] then + if callback == nil then + self.subscribers[name] = {} + else + itable_delete_value(self.subscribers[name], callback) + end + end +end + +---@param name string +function buttons:trigger(name) + local pool = self.subscribers[name] + if pool then + local data = self:get(name) + for _, callback in ipairs(pool) do callback(data) end + end +end + +---@param name string +---@param data ButtonData +function buttons:set(name, data) + buttons.data[name] = data + buttons:trigger(name) + request_render() +end + +mp.register_script_message('set-button', function(name, data) + if type(name) ~= 'string' then + msg.error('Invalid set-button message parameter: 1st parameter (name) has to be a string.') + return + end + if type(data) ~= 'string' then + msg.error('Invalid set-button message parameter: 2nd parameter (data) has to be a string.') + return + end + + local data = utils.parse_json(data) + if type(data) == 'table' and type(data.icon) == 'string' then + buttons:set(name, data) + end +end) + +return buttons \ No newline at end of file diff --git a/scripts/uosc/lib/char_conv.lua b/scripts/uosc/lib/char_conv.lua new file mode 100644 index 0000000..3e45467 --- /dev/null +++ b/scripts/uosc/lib/char_conv.lua @@ -0,0 +1,66 @@ +require('lib/text') + +local char_dir = mp.get_script_directory() .. '/char-conv/' +local data = {} + +local languages = get_languages() +for _, lang in ipairs(languages) do + table_assign(data, get_locale_from_json(char_dir .. lang:lower() .. '.json')) +end + +local romanization = {} + +local function get_romanization_table() + for k, v in pairs(data) do + for _, char in utf8_iter(v) do + romanization[char] = k + end + end +end +get_romanization_table() + +function need_romanization() + return next(romanization) ~= nil +end + +function char_conv(chars, use_ligature, has_separator) + local separator = has_separator or ' ' + local length = 0 + local char_conv, sp, cache = {}, {}, {} + local roman_list = {} + local chars_length = utf8_length(chars) + local concat = table.concat + for _, char in utf8_iter(chars) do + local match = romanization[char] or char + roman_list[#roman_list + 1] = match + if use_ligature then + char_conv[#char_conv + 1] = match + else + length = length + 1 + if #char <= 2 then + if (char ~= ' ' and length ~= chars_length) then + cache[#cache + 1] = match + elseif (char == ' ' or length == chars_length) then + if length == chars_length then + cache[#cache + 1] = match + end + sp[#sp + 1] = concat(cache) + itable_clear(cache) + end + else + if next(cache) ~= nil then + sp[#sp + 1] = concat(cache) + itable_clear(cache) + end + sp[#sp + 1] = match + end + end + end + if use_ligature then + return concat(char_conv), roman_list + else + return concat(sp, separator), roman_list + end +end + +return char_conv \ No newline at end of file diff --git a/scripts/uosc/lib/cursor.lua b/scripts/uosc/lib/cursor.lua new file mode 100644 index 0000000..c7a5cb5 --- /dev/null +++ b/scripts/uosc/lib/cursor.lua @@ -0,0 +1,469 @@ +---@alias CursorEventHandler fun(shortcut: Shortcut) + +local cursor = { + x = math.huge, + y = math.huge, + hidden = true, + distance = 0, -- Distance traveled during current move. Reset by `cursor.distance_reset_timer`. + last_hover = false, -- Stores `mouse.hover` boolean of the last mouse event for enter/leave detection. + -- Event handlers that are only fired on zones defined during render loop. + ---@type {event: string, hitbox: Hitbox; handler: CursorEventHandler}[] + zones = {}, + handlers = { + primary_down = {}, + primary_up = {}, + secondary_down = {}, + secondary_up = {}, + wheel_down = {}, + wheel_up = {}, + move = {}, + }, + first_real_mouse_move_received = false, + history = CircularBuffer:new(10), + autohide_fs_only = nil, + -- Tracks current key binding levels for each event. 0: disabled, 1: enabled, 2: enabled + window dragging prevented + binding_levels = { + mbtn_left = 0, + mbtn_left_dbl = 0, + mbtn_right = 0, + wheel = 0, + }, + is_dragging_prevented = false, + event_forward_map = { + primary_down = 'MBTN_LEFT', + primary_up = 'MBTN_LEFT', + secondary_down = 'MBTN_RIGHT', + secondary_up = 'MBTN_RIGHT', + wheel_down = 'WHEEL_DOWN', + wheel_up = 'WHEEL_UP', + }, + event_binding_map = { + primary_down = 'mbtn_left', + primary_up = 'mbtn_left', + primary_click = 'mbtn_left', + secondary_down = 'mbtn_right', + secondary_up = 'mbtn_right', + secondary_click = 'mbtn_right', + wheel_down = 'wheel', + wheel_up = 'wheel', + }, + window_dragging_blockers = create_set({'primary_click', 'primary_down'}), + event_propagation_blockers = { + primary_down = 'primary_click', + primary_click = 'primary_down', + secondary_down = 'secondary_click', + secondary_click = 'secondary_down', + }, + event_meta = { + primary_down = {is_start = true, trigger_event = 'primary_click'}, + primary_up = {is_end = true, start_event = 'primary_down', trigger_event = 'primary_click'}, + secondary_down = {is_start = true, trigger_event = 'secondary_click'}, + secondary_up = {is_end = true, start_event = 'secondary_down', trigger_event = 'secondary_click'}, + }, + -- Holds positions and times of starting events (events that start compound events like click). + ---@type {[string]: {x: number, y: number, time: number, zone_handled: boolean}} + last_events = {}, +} + +cursor.autohide_timer = mp.add_timeout(1, function() cursor:autohide() end) +cursor.autohide_timer:kill() +mp.observe_property('cursor-autohide', 'number', function(_, val) + cursor.autohide_timer.timeout = (val or 1000) / 1000 +end) + +cursor.distance_reset_timer = mp.add_timeout(0.2, function() + cursor.distance = 0 + request_render() +end) +cursor.distance_reset_timer:kill() + +-- Called at the beginning of each render +function cursor:clear_zones() + itable_clear(self.zones) +end + +---@param hitbox Hitbox +function cursor:collides_with(hitbox) + return point_collides_with(self, hitbox) +end + +-- Returns zone for event at current cursor position. +---@param event string +function cursor:find_zone(event) + -- Premature optimization to ignore a high frequency event that is not needed as a zone atm. + if event == 'move' then return end + + for i = #self.zones, 1, -1 do + local zone = self.zones[i] + local is_blocking_only = zone.event == self.event_propagation_blockers[event] + if (zone.event == event or is_blocking_only) and self:collides_with(zone.hitbox) then + return not is_blocking_only and zone or nil + end + end +end + +-- Defines an event zone for a hitbox on currently rendered screen. Available events: +-- - primary_down, primary_up, primary_click, secondary_down, secondary_up, secondary_click, wheel_down, wheel_up +-- +-- Notes: +-- - Zones are cleared on beginning of every `render()`, and need to be rebound. +-- - One event type per zone: only the last bound zone per event gets triggered. +-- - In current implementation, you have to choose between `_click` or `_down`. Binding both makes only the last bound fire. +-- - Primary `_down` and `_click` disable dragging. Define `window_drag = true` on hitbox to re-enable. +-- - Anything that disables dragging also implicitly disables cursor autohide. +-- - `move` event zones are ignored due to it being a high frequency event that is currently not needed as a zone. +---@param event string +---@param hitbox Hitbox +---@param callback CursorEventHandler +function cursor:zone(event, hitbox, callback) + self.zones[#self.zones + 1] = {event = event, hitbox = hitbox, handler = callback} +end + +-- Binds a permanent cursor event handler active until manually unbound using `cursor:off()`. +-- `_click` events are not available as permanent global events, only as zones. +---@param event string +---@param callback CursorEventHandler +---@return fun() disposer Unbinds the event. +function cursor:on(event, callback) + if self.handlers[event] and not itable_index_of(self.handlers[event], callback) then + self.handlers[event][#self.handlers[event] + 1] = callback + self:decide_keybinds() + end + return function() self:off(event, callback) end +end + +-- Unbinds a cursor event handler. +---@param event string +function cursor:off(event, callback) + if self.handlers[event] then + local index = itable_index_of(self.handlers[event], callback) + if index then + table.remove(self.handlers[event], index) + self:decide_keybinds() + end + end +end + +-- Binds a cursor event handler to be called once. +---@param event string +function cursor:once(event, callback) + local function callback_wrap() + callback() + self:off(event, callback_wrap) + end + return self:on(event, callback_wrap) +end + +-- Trigger the event. +---@param event string +---@param shortcut? Shortcut +function cursor:trigger(event, shortcut) + local forward, zone_handled = true, false + + -- Call raw event handlers. + local zone = self:find_zone(event) + local callbacks = self.handlers[event] + if zone or #callbacks > 0 then + forward = false + if zone and shortcut then + zone.handler(shortcut) + zone_handled = true + end + for _, callback in ipairs(callbacks) do callback(shortcut) end + end + + if event ~= 'move' then + -- Call compound/parent (click) event handlers if both start and end events are within `parent_zone.hitbox`. + local meta = self.event_meta[event] + if meta then + -- Trigger compound event + local parent_zone = self:find_zone(meta.trigger_event) + if parent_zone then + forward = false -- Canceled here so we don't forward down events if they can lead to a click. + if meta.is_end then + local start_event = self.last_events[meta.start_event] + if start_event and point_collides_with(start_event, parent_zone.hitbox) and shortcut then + parent_zone.handler(create_shortcut('primary_click', shortcut.modifiers)) + end + end + end + end + + -- Forward unhandled events. + if forward then + local forward_name = self.event_forward_map[event] + local last_down = meta and meta.is_end and self.last_events[meta.start_event] + local down_zone_handled = last_down and last_down.zone_handled + if forward_name and not down_zone_handled then + -- Forward events if there was no handler. + local active = find_active_keybindings(forward_name) + if active and active.cmd then + local is_wheel = event:find('wheel', 1, true) + local is_up = event:sub(-3) == '_up' + if active.owner then + -- Binding belongs to other script, so make it look like regular key event. + -- Mouse bindings are simple, other keys would require repeat and pressed handling, + -- which can't be done with mp.set_key_bindings(), but is possible with mp.add_key_binding(). + local state = is_wheel and 'pm' or is_up and 'um' or 'dm' + local name = active.cmd:sub(active.cmd:find('/') + 1, -1) + mp.commandv('script-message-to', active.owner, 'key-binding', name, state, forward_name) + elseif is_wheel or is_up then + -- input.conf binding, react to button release for mouse buttons + mp.command(active.cmd) + end + end + end + end + end + + -- Track last events + local last = self.last_events[event] or {} + last.x, last.y, last.time, last.zone_handled = self.x, self.y, mp.get_time(), zone_handled + self.last_events[event] = last + + -- Refresh cursor autohide timer. + self:queue_autohide() +end + +-- Enables or disables keybinding groups based on what event listeners are bound. +function cursor:decide_keybinds() + local new_levels = {mbtn_left = 0, mbtn_right = 0, wheel = 0} + self.is_dragging_prevented = false + + -- Check global events. + for name, handlers in ipairs(self.handlers) do + local binding = self.event_binding_map[name] + if binding then + new_levels[binding] = math.max(new_levels[binding], #handlers > 0 and 1 or 0) + end + end + + -- Check zones. + for _, zone in ipairs(self.zones) do + local binding = self.event_binding_map[zone.event] + if binding and cursor:collides_with(zone.hitbox) then + local new_level = (self.window_dragging_blockers[zone.event] and zone.hitbox.window_drag ~= true) and 2 + or math.max(new_levels[binding], zone.hitbox.window_drag == false and 2 or 1) + + -- We only allow dragging preventing levels when cursor is on top of the draggable element, + -- otherwise it breaks window dragging. This means touch devices need to tap the draggable + -- element before they can start dragging it. Can't think of a way around this atm. + if new_level > 1 and not cursor:collides_with(zone.hitbox) then + new_level = 1 + end + + new_levels[binding] = math.max(new_levels[binding], new_level) + if new_level > 1 then + self.is_dragging_prevented = true + end + end + end + + -- Window dragging only gets prevented when on top of an element, which is when double clicks should be ignored. + new_levels.mbtn_left_dbl = new_levels.mbtn_left == 2 and 2 or 0 + + for name, level in pairs(new_levels) do + if level ~= self.binding_levels[name] then + local flags = level == 1 and 'allow-vo-dragging+allow-hide-cursor' or '' + mp[(level == 0 and 'disable' or 'enable') .. '_key_bindings'](name, flags) + self.binding_levels[name] = level + self:queue_autohide() + end + end +end + +function cursor:_find_history_sample() + local time = mp.get_time() + for _, e in self.history:iter_rev() do + if time - e.time > 0.1 then + return e + end + end + return self.history:tail() +end + +-- Returns the current velocity vector in pixels per second. +---@return Point +function cursor:get_velocity() + local snap = self:_find_history_sample() + if snap then + local x, y, time = self.x - snap.x, self.y - snap.y, mp.get_time() + local time_diff = time - snap.time + if time_diff > 0.001 then + return {x = x / time_diff, y = y / time_diff} + end + end + return {x = 0, y = 0} +end + +---@param x integer +---@param y integer +function cursor:move(x, y) + local old_x, old_y = self.x, self.y + + -- mpv reports initial mouse position on linux as (0, 0), which always + -- displays the top bar, so we hardcode cursor position as infinity until + -- we receive a first real mouse move event with coordinates other than 0,0. + if not self.first_real_mouse_move_received then + if x > 0 and y > 0 and x < 99999999 and y < 99999999 then + self.first_real_mouse_move_received = true + else + x, y = math.huge, math.huge + end + end + + -- Add 0.5 to be in the middle of the pixel + self.x, self.y = x + 0.5, y + 0.5 + + if old_x ~= self.x or old_y ~= self.y then + if self.x == math.huge or self.y == math.huge then + self.hidden = true + self.history:clear() + + -- Slowly fadeout elements that are currently visible + for _, id in ipairs(config.cursor_leave_fadeout_elements) do + local element = Elements[id] + if element then + local visibility = element:get_visibility() + if visibility > 0 then + element:tween_property('forced_visibility', visibility, 0, function() + element.forced_visibility = nil + end) + end + end + end + + Elements:update_proximities() + Elements:trigger('global_mouse_leave') + else + if self.hidden then + -- Cancel potential fadeouts + for _, id in ipairs(config.cursor_leave_fadeout_elements) do + if Elements[id] then Elements[id]:tween_stop() end + end + + self.hidden = false + Elements:trigger('global_mouse_enter') + end + + -- Update current move travel distance + -- `mp.get_time() - last.time < 0.5` check is there to ignore first event after long inactivity to + -- filter out big jumps due to window being repositioned/rescaled (e.g. opening a different file). + local last = self.last_events.move + if last and last.x < math.huge and last.y < math.huge and mp.get_time() - last.time < 0.5 then + self.distance = self.distance + get_point_to_point_proximity(cursor, last) + cursor.distance_reset_timer:kill() + cursor.distance_reset_timer:resume() + end + + Elements:update_proximities() + -- Update history + self.history:insert({x = self.x, y = self.y, time = mp.get_time()}) + end + + Elements:proximity_trigger('mouse_move') + self:queue_autohide() + end + + self:trigger('move') + + request_render() +end + +function cursor:leave() self:move(math.huge, math.huge) end + +function cursor:is_autohide_allowed() + return options.autohide and (not self.autohide_fs_only or state.fullscreen) + and not self.is_dragging_prevented + and not Menu:is_open() +end +mp.observe_property('cursor-autohide-fs-only', 'bool', function(_, val) cursor.autohide_fs_only = val end) + +-- Cursor auto-hiding after period of inactivity. +function cursor:autohide() + if self:is_autohide_allowed() then + self:leave() + self.autohide_timer:kill() + end +end + +function cursor:queue_autohide() + if self:is_autohide_allowed() then + self.autohide_timer:kill() + self.autohide_timer:resume() + end +end + +-- Calculates distance in which cursor reaches rectangle if it continues moving on the same path. +-- Returns `nil` if cursor is not moving towards the rectangle. +---@param rect Rect +function cursor:direction_to_rectangle_distance(rect) + local prev = self:_find_history_sample() + if not prev then return false end + local end_x, end_y = self.x + (self.x - prev.x) * 1e10, self.y + (self.y - prev.y) * 1e10 + return get_ray_to_rectangle_distance(self.x, self.y, end_x, end_y, rect) +end + +---@param event string +---@param shortcut Shortcut +---@param cb? fun(shortcut: Shortcut) +function cursor:create_handler(event, shortcut, cb) + return function() + if cb then cb(shortcut) end + self:trigger(event, shortcut) + end +end + +-- Movement +local function handle_mouse_pos(_, mouse) + if not mouse then return end + if cursor.last_hover and not mouse.hover then + cursor:leave() + elseif not (cursor.last_hover == false and mouse.hover == false) then -- filters out duplicate mouse out events + cursor:move(mouse.x, mouse.y) + end + cursor.last_hover = mouse.hover +end + +local function handle_touch_pos(_, touches) + if not touches then return end + local touch = touches[1] + if touch then + cursor:move(touch.x, touch.y) + end +end + +mp.observe_property('mouse-pos', 'native', handle_mouse_pos) +mp.observe_property('touch-pos', 'native', handle_touch_pos) + +-- Key binding groups +local modifiers = {nil, 'alt', 'alt+ctrl', 'alt+shift', 'alt+ctrl+shift', 'ctrl', 'ctrl+shift', 'shift'} +local primary_bindings = {} +for i = 1, #modifiers do + local mods = modifiers[i] + local mp_name = (mods and mods .. '+' or '') .. 'mbtn_left' + primary_bindings[#primary_bindings + 1] = { + mp_name, + cursor:create_handler('primary_up', create_shortcut('primary_up', mods)), + cursor:create_handler('primary_down', create_shortcut('primary_down', mods), function(...) + handle_mouse_pos(nil, mp.get_property_native('mouse-pos')) + end), + } +end +mp.set_key_bindings(primary_bindings, 'mbtn_left', 'force') +mp.set_key_bindings({ + {'mbtn_left_dbl', 'ignore'}, +}, 'mbtn_left_dbl', 'force') +mp.set_key_bindings({ + { + 'mbtn_right', + cursor:create_handler('secondary_up', create_shortcut('secondary_up')), + cursor:create_handler('secondary_down', create_shortcut('secondary_down')), + }, +}, 'mbtn_right', 'force') +mp.set_key_bindings({ + {'wheel_up', cursor:create_handler('wheel_up', create_shortcut('wheel_up'))}, + {'wheel_down', cursor:create_handler('wheel_down', create_shortcut('wheel_down'))}, +}, 'wheel', 'force') + +return cursor \ No newline at end of file diff --git a/scripts/uosc/lib/fzy.lua b/scripts/uosc/lib/fzy.lua new file mode 100644 index 0000000..e13ea8c --- /dev/null +++ b/scripts/uosc/lib/fzy.lua @@ -0,0 +1,297 @@ +--[[ The MIT License (MIT) + +Copyright (c) 2020 Seth Warn + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in +all copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN +THE SOFTWARE. ]] + +-- The lua implementation of the fzy string matching algorithm + +local SCORE_GAP_LEADING = -0.005 +local SCORE_GAP_TRAILING = -0.005 +local SCORE_GAP_INNER = -0.01 +local SCORE_MATCH_CONSECUTIVE = 1.0 +local SCORE_MATCH_SLASH = 0.9 +local SCORE_MATCH_WORD = 0.8 +local SCORE_MATCH_CAPITAL = 0.7 +local SCORE_MATCH_DOT = 0.6 +local SCORE_MAX = math.huge +local SCORE_MIN = -math.huge +local MATCH_MAX_LENGTH = 1024 + +local fzy = {} + +-- Check if `needle` is a subsequence of the `haystack`. +-- +-- Usually called before `score` or `positions`. +-- +-- Args: +-- needle (string) +-- haystack (string) +-- case_sensitive (bool, optional): defaults to false +-- +-- Returns: +-- bool +function fzy.has_match(needle, haystack, case_sensitive) + if not case_sensitive then + needle = string.lower(needle) + haystack = string.lower(haystack) + end + + local j = 1 + for i = 1, string.len(needle) do + j = string.find(haystack, needle:sub(i, i), j, true) + if not j then + return false + else + j = j + 1 + end + end + + return true +end + +local function is_lower(c) + return c:match("%l") +end + +local function is_upper(c) + return c:match("%u") +end + +local function precompute_bonus(haystack) + local match_bonus = {} + + local last_char = "/" + for i = 1, string.len(haystack) do + local this_char = haystack:sub(i, i) + if last_char == "/" or last_char == "\\" then + match_bonus[i] = SCORE_MATCH_SLASH + elseif last_char == "-" or last_char == "_" or last_char == " " then + match_bonus[i] = SCORE_MATCH_WORD + elseif last_char == "." then + match_bonus[i] = SCORE_MATCH_DOT + elseif is_lower(last_char) and is_upper(this_char) then + match_bonus[i] = SCORE_MATCH_CAPITAL + else + match_bonus[i] = 0 + end + + last_char = this_char + end + + return match_bonus +end + +local function compute(needle, haystack, D, M, case_sensitive) + -- Note that the match bonuses must be computed before the arguments are + -- converted to lowercase, since there are bonuses for camelCase. + local match_bonus = precompute_bonus(haystack) + local n = string.len(needle) + local m = string.len(haystack) + + if not case_sensitive then + needle = string.lower(needle) + haystack = string.lower(haystack) + end + + -- Because lua only grants access to chars through substring extraction, + -- get all the characters from the haystack once now, to reuse below. + local haystack_chars = {} + for i = 1, m do + haystack_chars[i] = haystack:sub(i, i) + end + + for i = 1, n do + D[i] = {} + M[i] = {} + + local prev_score = SCORE_MIN + local gap_score = i == n and SCORE_GAP_TRAILING or SCORE_GAP_INNER + local needle_char = needle:sub(i, i) + + for j = 1, m do + if needle_char == haystack_chars[j] then + local score = SCORE_MIN + if i == 1 then + score = ((j - 1) * SCORE_GAP_LEADING) + match_bonus[j] + elseif j > 1 then + local a = M[i - 1][j - 1] + match_bonus[j] + local b = D[i - 1][j - 1] + SCORE_MATCH_CONSECUTIVE + score = math.max(a, b) + end + D[i][j] = score + prev_score = math.max(score, prev_score + gap_score) + M[i][j] = prev_score + else + D[i][j] = SCORE_MIN + prev_score = prev_score + gap_score + M[i][j] = prev_score + end + end + end +end + +-- Compute a matching score. +-- +-- Args: +-- needle (string): must be a subsequence of `haystack`, or the result is +-- undefined. +-- haystack (string) +-- case_sensitive (bool, optional): defaults to false +-- +-- Returns: +-- number: higher scores indicate better matches. See also `get_score_min` +-- and `get_score_max`. +function fzy.score(needle, haystack, case_sensitive) + local n = string.len(needle) + local m = string.len(haystack) + + if n == 0 or m == 0 or m > MATCH_MAX_LENGTH or n > m then + return SCORE_MIN + elseif n == m then + return SCORE_MAX + else + local D = {} + local M = {} + compute(needle, haystack, D, M, case_sensitive) + return M[n][m] + end +end + +-- Compute the locations where fzy matches a string. +-- +-- Determine where each character of the `needle` is matched to the `haystack` +-- in the optimal match. +-- +-- Args: +-- needle (string): must be a subsequence of `haystack`, or the result is +-- undefined. +-- haystack (string) +-- case_sensitive (bool, optional): defaults to false +-- +-- Returns: +-- {int,...}: indices, where `indices[n]` is the location of the `n`th +-- character of `needle` in `haystack`. +-- number: the same matching score returned by `score` +function fzy.positions(needle, haystack, case_sensitive) + local n = string.len(needle) + local m = string.len(haystack) + + if n == 0 or m == 0 or m > MATCH_MAX_LENGTH or n > m then + return {}, SCORE_MIN + elseif n == m then + local consecutive = {} + for i = 1, n do + consecutive[i] = i + end + return consecutive, SCORE_MAX + end + + local D = {} + local M = {} + compute(needle, haystack, D, M, case_sensitive) + + local positions = {} + local match_required = false + local j = m + for i = n, 1, -1 do + while j >= 1 do + if D[i][j] ~= SCORE_MIN and (match_required or D[i][j] == M[i][j]) then + match_required = (i ~= 1) and (j ~= 1) and ( + M[i][j] == D[i - 1][j - 1] + SCORE_MATCH_CONSECUTIVE) + positions[i] = j + j = j - 1 + break + else + j = j - 1 + end + end + end + + return positions, M[n][m] +end + +-- Apply `has_match` and `positions` to an array of haystacks. +-- +-- Args: +-- needle (string) +-- haystack ({string, ...}) +-- case_sensitive (bool, optional): defaults to false +-- +-- Returns: +-- {{idx, positions, score}, ...}: an array with one entry per matching line +-- in `haystacks`, each entry giving the index of the line in `haystacks` +-- as well as the equivalent to the return value of `positions` for that +-- line. +function fzy.filter(needle, haystacks, case_sensitive) + local result = {} + + for i, line in ipairs(haystacks) do + if fzy.has_match(needle, line, case_sensitive) then + local p, s = fzy.positions(needle, line, case_sensitive) + table.insert(result, {i, p, s}) + end + end + + return result +end + +-- The lowest value returned by `score`. +-- +-- In two special cases: +-- - an empty `needle`, or +-- - a `needle` or `haystack` larger than than `get_max_length`, +-- the `score` function will return this exact value, which can be used as a +-- sentinel. This is the lowest possible score. +function fzy.get_score_min() + return SCORE_MIN +end + +-- The score returned for exact matches. This is the highest possible score. +function fzy.get_score_max() + return SCORE_MAX +end + +-- The maximum size for which `fzy` will evaluate scores. +function fzy.get_max_length() + return MATCH_MAX_LENGTH +end + +-- The minimum score returned for normal matches. +-- +-- For matches that don't return `get_score_min`, their score will be greater +-- than than this value. +function fzy.get_score_floor() + return MATCH_MAX_LENGTH * SCORE_GAP_INNER +end + +-- The maximum score for non-exact matches. +-- +-- For matches that don't return `get_score_max`, their score will be less than +-- this value. +function fzy.get_score_ceiling() + return MATCH_MAX_LENGTH * SCORE_MATCH_CONSECUTIVE +end + +-- The name of the currently-running implementation, "lua" or "native". +function fzy.get_implementation_name() + return "lua" +end + +return fzy \ No newline at end of file diff --git a/scripts/uosc/lib/intl.lua b/scripts/uosc/lib/intl.lua new file mode 100644 index 0000000..7589eab --- /dev/null +++ b/scripts/uosc/lib/intl.lua @@ -0,0 +1,68 @@ +local intl_dir = mp.get_script_directory() .. '/intl/' +local locale = {} +local cache = {} + +-- https://learn.microsoft.com/en-us/windows/apps/publish/publish-your-app/supported-languages?pivots=store-installer-msix#list-of-supported-languages +function get_languages() + local languages = {} + + for _, lang in ipairs(comma_split(options.languages)) do + if (lang == 'slang') then + local slang = mp.get_property_native('slang') + if slang then + itable_append(languages, slang) + end + else + languages[#languages +1] = lang + end + end + + return languages +end + +---@param path string +function get_locale_from_json(path) + local expand_path = mp.command_native({'expand-path', path}) + + local meta, meta_error = utils.file_info(expand_path) + if not meta or not meta.is_file then + return nil + end + + local json_file = io.open(expand_path, 'r') + if not json_file then + return nil + end + + local json = json_file:read('*all') + json_file:close() + + local json_table = utils.parse_json(json) + return json_table +end + +---@param text string +function t(text, a) + if not text then return '' end + local key = text + if a then key = key .. '|' .. a end + if cache[key] then return cache[key] end + cache[key] = string.format(locale[text] or text, a or '') + return cache[key] +end + +-- Load locales +local languages = get_languages() + +for i = #languages, 1, -1 do + lang = languages[i] + if (lang:match('.json$')) then + table_assign(locale, get_locale_from_json(lang)) + elseif (lang == 'en') then + locale = {} + else + table_assign(locale, get_locale_from_json(intl_dir .. lang:lower() .. '.json')) + end +end + +return {t = t} \ No newline at end of file diff --git a/scripts/uosc/lib/menus.lua b/scripts/uosc/lib/menus.lua new file mode 100644 index 0000000..5e7f844 --- /dev/null +++ b/scripts/uosc/lib/menus.lua @@ -0,0 +1,1138 @@ +---@alias OpenCommandMenuOptions {submenu?: string; mouse_nav?: boolean; on_close?: string | string[]} +---@param data MenuData +---@param opts? OpenCommandMenuOptions +function open_command_menu(data, opts) + opts = opts or {} + local menu + + local function run_command(command) + if type(command) == 'table' then + ---@diagnostic disable-next-line: deprecated + mp.commandv(unpack(command)) + else + mp.command(tostring(command)) + end + end + + local function callback(event) + if type(menu.root.callback) == 'table' then + ---@diagnostic disable-next-line: deprecated + mp.commandv(unpack(itable_join({'script-message-to'}, menu.root.callback, {utils.format_json(event)}))) + elseif event.type == 'activate' then + -- Modifiers and actions are not available on basic non-callback mode menus. + -- `alt` modifier should activate without closing the menu. + if (event.modifiers == 'alt' or not event.modifiers) and not event.action then + run_command(event.value) + end + -- Convention: Only pure item activations should close the menu. + -- Using modifiers or triggering item actions should not. + if not event.keep_open and not event.modifiers and not event.action then + menu:close() + end + end + end + + ---@type MenuOptions + local menu_opts = table_assign_props({}, opts, {'mouse_nav'}) + menu = Menu:open(data, callback, menu_opts) + if opts.submenu then menu:activate_menu(opts.submenu) end + return menu +end + +---@param opts? OpenCommandMenuOptions +function toggle_menu_with_items(opts) + if Menu:is_open('menu') then + Menu:close() + else + open_command_menu({type = 'menu', items = get_menu_items(), search_submenus = true}, opts) + end +end + +---@alias TrackEventRemove {type: 'remove' | 'delete', index: number; value: any;} +---@alias TrackEventReload {type: 'reload', index: number; value: any;} +---@param opts {type: string; title: string; list_prop: string; active_prop?: string; footnote?: string; serializer: fun(list: any, active: any): MenuDataItem[]; actions?: MenuAction[]; actions_place?: 'inside'|'outside'; on_paste: fun(event: MenuEventPaste); on_move?: fun(event: MenuEventMove); on_activate?: fun(event: MenuEventActivate); on_remove?: fun(event: TrackEventRemove); on_delete?: fun(event: TrackEventRemove); on_reload?: fun(event: TrackEventReload); on_key?: fun(event: MenuEventKey, close: fun())} +function create_self_updating_menu_opener(opts) + return function() + if Menu:is_open(opts.type) then + Menu:close() + return + end + local list = mp.get_property_native(opts.list_prop) + local active = opts.active_prop and mp.get_property_native(opts.active_prop) or nil + local menu + + local function update() menu:update_items(opts.serializer(list, active)) end + + local ignore_initial_list = true + local function handle_list_prop_change(name, value) + if ignore_initial_list then + ignore_initial_list = false + else + list = value + update() + end + end + + local ignore_initial_active = true + local function handle_active_prop_change(name, value) + if ignore_initial_active then + ignore_initial_active = false + else + active = value + update() + end + end + + local function cleanup_and_close() + mp.unobserve_property(handle_list_prop_change) + mp.unobserve_property(handle_active_prop_change) + menu:close() + end + + local initial_items, selected_index = opts.serializer(list, active) + + ---@type MenuAction[] + local actions = opts.actions or {} + if opts.on_move then + actions[#actions + 1] = { + name = 'move_up', + icon = 'arrow_upward', + label = t('Move up') .. ' (ctrl+up/pgup/home)', + filter_hidden = true, + } + actions[#actions + 1] = { + name = 'move_down', + icon = 'arrow_downward', + label = t('Move down') .. ' (ctrl+down/pgdwn/end)', + filter_hidden = true, + } + end + if opts.on_reload then + actions[#actions + 1] = {name = 'reload', icon = 'refresh', label = t('Reload') .. ' (f5)'} + end + if opts.on_remove or opts.on_delete then + local label = (opts.on_remove and t('Remove') or t('Delete')) .. ' (del)' + if opts.on_remove and opts.on_delete then + label = t('Remove') .. ' (' .. t('%s to delete', 'del, ctrl+del') .. ')' + end + actions[#actions + 1] = {name = 'remove', icon = 'delete', label = label} + end + + function remove_or_delete(index, value, menu_id, modifiers) + if opts.on_remove and opts.on_delete then + local method = modifiers == 'ctrl' and 'delete' or 'remove' + local handler = method == 'delete' and opts.on_delete or opts.on_remove + if handler then + handler({type = method, value = value, index = index}) + end + elseif opts.on_remove or opts.on_delete then + local method = opts.on_delete and 'delete' or 'remove' + local handler = opts.on_delete or opts.on_remove + if handler then + handler({type = method, value = value, index = index}) + end + end + end + + -- Items and active_index are set in the handle_prop_change callback, since adding + -- a property observer triggers its handler immediately, we just let that initialize the items. + menu = Menu:open({ + type = opts.type, + title = opts.title, + footnote = opts.footnote, + items = initial_items, + item_actions = actions, + item_actions_place = opts.actions_place, + selected_index = selected_index, + on_move = opts.on_move and 'callback' or nil, + on_paste = opts.on_paste and 'callback' or nil, + }, function(event) + if event.type == 'activate' then + if (event.action == 'move_up' or event.action == 'move_down') and opts.on_move then + local to_index = event.index + (event.action == 'move_up' and -1 or 1) + if to_index >= 1 and to_index <= #menu.current.items then + opts.on_move({ + type = 'move', + from_index = event.index, + to_index = to_index, + menu_id = menu.current.id, + }) + menu:select_index(to_index) + if not event.is_pointer then + menu:scroll_to_index(to_index, nil, true) + end + end + elseif event.action == 'reload' and opts.on_reload then + opts.on_reload({type = 'reload', index = event.index, value = event.value}) + elseif event.action == 'remove' and (opts.on_remove or opts.on_delete) then + remove_or_delete(event.index, event.value, event.menu_id, event.modifiers) + else + opts.on_activate(event --[[@as MenuEventActivate]]) + if not event.modifiers and not event.action then cleanup_and_close() end + end + elseif event.type == 'key' then + local item = event.selected_item + if event.id == 'enter' then + -- We get here when there's no selectable item in menu and user presses enter. + cleanup_and_close() + elseif event.key == 'f5' and opts.on_reload and item then + opts.on_reload({type = 'reload', index = item.index, value = item.value}) + elseif event.key == 'del' and (opts.on_remove or opts.on_delete) and item then + if itable_has({nil, 'ctrl'}, event.modifiers) then + remove_or_delete(item.index, item.value, event.menu_id, event.modifiers) + end + elseif opts.on_key then + opts.on_key(event --[[@as MenuEventKey]], cleanup_and_close) + end + elseif event.type == 'paste' and opts.on_paste then + opts.on_paste(event --[[@as MenuEventPaste]]) + elseif event.type == 'close' then + cleanup_and_close() + elseif event.type == 'move' and opts.on_move then + opts.on_move(event --[[@as MenuEventMove]]) + elseif event.type == 'remove' and opts.on_move then + end + end) + + mp.observe_property(opts.list_prop, 'native', handle_list_prop_change) + if opts.active_prop then + mp.observe_property(opts.active_prop, 'native', handle_active_prop_change) + end + end +end + +---@param opts {title: string; type: string; prop: string; enable_prop?: string; secondary?: {prop: string; icon: string; enable_prop?: string}; load_command: string; download_command?: string} +function create_select_tracklist_type_menu_opener(opts) + local snd = opts.secondary + local function get_props() + return tonumber(mp.get_property(opts.prop)), snd and tonumber(mp.get_property(snd.prop)) or nil + end + + local function serialize_tracklist(tracklist) + local items = {} + + if opts.load_command then + items[#items + 1] = { + title = t('Load'), + bold = true, + italic = true, + hint = t('open file'), + value = '{load}', + actions = opts.download_command + and {{name = 'download', icon = 'language', label = t('Search online')}} + or nil, + } + end + if #items > 0 then + items[#items].separator = true + end + + local track_prop_index, snd_prop_index = get_props() + local filename = mp.get_property_native('filename/no-ext') + local escaped_filename = filename and regexp_escape(filename) + local first_item_index = #items + 1 + local active_index = nil + local disabled_item = nil + local track_actions = nil + local track_external_actions = {} + + if snd then + local action = { + name = 'as_secondary', icon = snd.icon, label = t('Use as secondary') .. ' (shift+enter/click)', + } + track_actions = {action} + table.insert(track_external_actions, action) + end + table.insert(track_external_actions, {name = 'reload', icon = 'refresh', label = t('Reload') .. ' (f5)'}) + table.insert(track_external_actions, {name = 'remove', icon = 'delete', label = t('Remove') .. ' (del)'}) + + for _, track in ipairs(tracklist) do + if track.type == opts.type then + local hint_values = {} + local track_selected = track.selected and track.id == track_prop_index + local snd_selected = snd and track.id == snd_prop_index + local function h(value) + value = trim(value) + if #value > 0 then hint_values[#hint_values + 1] = value end + end + + if track.lang then h(track.lang) end + if track['demux-h'] then + h(track['demux-w'] and (track['demux-w'] .. 'x' .. track['demux-h']) or (track['demux-h'] .. 'p')) + end + if track['demux-fps'] then h(string.format('%.5gfps', track['demux-fps'])) end + h(track.codec) + if track['audio-channels'] then + h(track['audio-channels'] == 1 + and t('%s channel', track['audio-channels']) + or t('%s channels', track['audio-channels'])) + end + if track['demux-samplerate'] then h(string.format('%.3gkHz', track['demux-samplerate'] / 1000)) end + if track.forced then h(t('forced')) end + if track.default then h(t('default')) end + if track.external then + local extension = track.title:match('%.([^%.]+)$') + if track.title and escaped_filename and extension then + track.title = trim(track.title:gsub(escaped_filename .. '%.?', ''):gsub('%.?([^%.]+)$', '')) + if track.title == '' or track.lang and track.title:lower() == track.lang:lower() then + track.title = nil + end + end + h(t('external')) + end + + items[#items + 1] = { + title = (track.title and track.title or t('Track %s', track.id)), + hint = table.concat(hint_values, ', '), + value = track.id, + active = track_selected or snd_selected, + italic = snd_selected, + icon = snd and snd_selected and snd.icon or nil, + actions = track.external and track_external_actions or track_actions, + } + + if track_selected then + if disabled_item then disabled_item.active = false end + active_index = #items + end + end + end + + return items, active_index or first_item_index + end + + local function reload(id) + if id then mp.commandv(opts.type .. '-reload', id) end + end + local function remove(id) + if id then mp.commandv(opts.type .. '-remove', id) end + end + + ---@param event MenuEventActivate + local function handle_activate(event) + if event.value == '{load}' then + mp.command(event.action == 'download' and opts.download_command or opts.load_command) + else + if snd and (event.action == 'as_secondary' or event.modifiers == 'shift') then + local _, snd_track_index = get_props() + mp.commandv('set', snd.prop, event.value == snd_track_index and 'no' or event.value) + if snd.enable_prop then + mp.commandv('set', snd.enable_prop, 'yes') + end + elseif event.action == 'reload' then + reload(event.value) + elseif event.action == 'remove' then + remove(event.value) + elseif not event.modifiers or event.modifiers == 'alt' then + mp.commandv('set', opts.prop, event.value == get_props() and 'no' or event.value) + if opts.enable_prop then + mp.commandv('set', opts.enable_prop, 'yes') + end + end + end + end + + ---@param event MenuEventKey + local function handle_key(event) + if event.selected_item then + if event.id == 'f5' then + reload(event.selected_item.value) + elseif event.id == 'del' then + remove(event.selected_item.value) + end + end + end + + return create_self_updating_menu_opener({ + title = opts.title, + footnote = t('Toggle to disable.') .. ' ' .. t('Paste path or url to add.'), + type = opts.type, + list_prop = 'track-list', + serializer = serialize_tracklist, + on_activate = handle_activate, + on_key = handle_key, + actions_place = 'outside', + on_paste = function(event) load_track(opts.type, event.value) end, + }) +end + +---@alias NavigationMenuOptions {type: string, title?: string, allowed_types?: string[], file_actions?: MenuAction[], directory_actions?: MenuAction[], active_path?: string, selected_path?: string; on_close?: fun()} + +-- Opens a file navigation menu with items inside `directory_path`. +---@param directory_path string +---@param handle_activate fun(event: MenuEventActivate) +---@param opts NavigationMenuOptions +function open_file_navigation_menu(directory_path, handle_activate, opts) + if directory_path == '{drives}' then + if state.platform ~= 'windows' then directory_path = '/' end + else + directory_path = normalize_path(mp.command_native({'expand-path', directory_path})) + end + + opts = opts or {} + ---@type string|nil + local current_directory = nil + ---@type Menu + local menu + ---@type string | nil + local back_path + local separator = path_separator(directory_path) + + ---@param path string Can be path to a directory, or special string `'{drives}'` to get windows drives items. + ---@param selected_path? string Marks item with this path as active. + ---@return MenuStackChild[] menu_items + ---@return number selected_index + ---@return string|nil error + local function serialize_items(path, selected_path) + if path == '{drives}' then + local process = mp.command_native({ + name = 'subprocess', + capture_stdout = true, + playback_only = false, + args = {'fsutil', 'fsinfo', 'drives'}, + }) + local items, selected_index = {}, 1 + + if process.status == 0 then + for drive in process.stdout:gmatch('(%a:)\\') do + if drive then + local drive_path = normalize_path(drive) + items[#items + 1] = { + title = drive, hint = t('drive'), value = drive_path, active = opts.active_path == drive_path, + } + if selected_path == drive_path then selected_index = #items end + end + end + else + return {}, 1, 'Couldn\'t open drives. Error: ' .. utils.to_string(process.stderr) + end + return items, selected_index + end + + local serialized = serialize_path(path) + if not serialized then + return {}, 0, 'Couldn\'t serialize path "' .. path .. '.' + end + local files, directories, error = read_directory(serialized.path, { + types = opts.allowed_types, + hidden = options.show_hidden_files, + }) + if error then + return {}, 1, error + end + local is_root = not serialized.dirname + + if not files or not directories then return {}, 0 end + + sort_strings(directories) + sort_strings(files) + + -- Pre-populate items with parent directory selector if not at root + -- Each item value is a serialized path table it points to. + local items = {} + + if is_root then + if state.platform == 'windows' then + items[#items + 1] = {title = '..', hint = t('Drives'), value = '{drives}', separator = true, is_to_parent = true} + end + else + items[#items + 1] = {title = '..', hint = t('parent dir'), value = serialized.dirname, separator = true, is_to_parent = true} + end + + back_path = items[#items] and items[#items].value + local selected_index = #items + 1 + + for _, dir in ipairs(directories) do + items[#items + 1] = { + title = dir .. ' ' .. separator, + value = join_path(path, dir), + bold = true, + actions = opts + .directory_actions, + } + end + + for _, file in ipairs(files) do + items[#items + 1] = {title = file, value = join_path(path, file), actions = opts.file_actions} + end + + for index, item in ipairs(items) do + if not item.is_to_parent then + if opts.active_path == item.value then + item.active = true + if not selected_path then selected_index = index end + end + + if selected_path == item.value then selected_index = index end + end + end + + return items, selected_index + end + + local menu_data = { + type = opts.type, + title = opts.title or '', + footnote = t('%s to go up in tree.', 'alt+up') .. ' ' .. t('Paste path or url to open.'), + items = {}, + on_paste = 'callback', + } + + ---@param path string + local function open_directory(path) + local items, selected_index, error = serialize_items(path, current_directory) + if error then + msg.error(error) + items = {{title = 'Something went wrong. See console for errors.', selectable = false, muted = true}} + end + + local title = opts.title + if not title then + if path == '{drives}' then + title = 'Drives' + else + local serialized = serialize_path(path) + title = serialized and serialized.basename .. separator or '??' + end + end + + current_directory = path + menu_data.title = title + menu_data.items = items + menu:search_cancel() + menu:update(menu_data) + menu:select_index(selected_index) + menu:scroll_to_index(selected_index, nil, true) + end + + local function close() + menu:close() + if opts.on_close then opts.on_close() end + end + + ---@param event MenuEventActivate + ---@param only_if_dir? boolean Activate item only if it's a directory. + local function activate(event, only_if_dir) + local path = event.value + local is_drives = path == '{drives}' + + if is_drives then + open_directory(path) + return + end + + local info, error = utils.file_info(path) + + if not info then + msg.error('Can\'t retrieve path info for "' .. path .. '". Error: ' .. (error or '')) + return + end + + if info.is_dir and not event.modifiers and not event.action then + open_directory(path) + elseif not only_if_dir then + handle_activate(event) + end + end + + menu = Menu:open(menu_data, function(event) + if event.type == 'activate' then + activate(event --[[@as MenuEventActivate]]) + elseif event.type == 'back' or event.type == 'key' and itable_has({'alt+up', 'left'}, event.id) then + if back_path then open_directory(back_path) end + elseif event.type == 'paste' then + handle_activate({type = 'activate', value = event.value}) + elseif event.type == 'key' then + if event.id == 'right' then + local selected_item = event.selected_item + if selected_item then + activate(table_assign({}, selected_item, {type = 'activate'}), true) + end + elseif event.id == 'ctrl+c' and event.selected_item then + set_clipboard(event.selected_item.value) + end + elseif event.type == 'close' then + close() + end + end) + + open_directory(directory_path) + + return menu +end + +-- On demand menu items loading +do + ---@type {key: string; cmd: string; comment: string; is_menu_item: boolean}[]|nil + local all_user_bindings = nil + ---@type MenuStackItem[]|nil + local menu_items = nil + + local function is_uosc_menu_comment(v) return v:match('^!') or v:match('^menu:') end + + -- Returns all relevant bindings from `input.conf`, even if they are overwritten + -- (same key bound to something else later) or have no keys (uosc menu items). + function get_all_user_bindings() + if all_user_bindings then return all_user_bindings end + all_user_bindings = {} + + local input_conf_property = mp.get_property_native('input-conf') + local input_conf_iterator + if input_conf_property:sub(1, 9) == 'memory://' then + -- mpv.net v7 + local input_conf_lines = split(input_conf_property:sub(10), '\n') + local i = 0 + input_conf_iterator = function() + i = i + 1 + return input_conf_lines[i] + end + else + local input_conf = input_conf_property == '' and '~~/input.conf' or input_conf_property + local input_conf_path = mp.command_native({'expand-path', input_conf}) + local input_conf_meta, meta_error = utils.file_info(input_conf_path) + + -- File doesn't exist + if not input_conf_meta or not input_conf_meta.is_file then + menu_items = create_default_menu_items() + return menu_items, all_user_bindings + end + + input_conf_iterator = io.lines(input_conf_path) + end + + for line in input_conf_iterator do + local key, command, comment = string.match(line, '%s*([%S]+)%s+([^#]*)%s*(.-)%s*$') + local is_commented_out = key and key:sub(1, 1) == '#' + + if comment and #comment > 0 then comment = comment:sub(2) end + if command then command = trim(command) end + + local is_menu_item = comment and is_uosc_menu_comment(comment) + + if key + -- Filter out stuff like `#F2`, which is clearly intended to be disabled + and not (is_commented_out and #key > 1) + -- Filter out comments that are not uosc menu items + and (not is_commented_out or is_menu_item) then + all_user_bindings[#all_user_bindings + 1] = { + key = key, + cmd = command, + comment = comment or '', + is_menu_item = is_menu_item, + } + end + end + + return all_user_bindings + end + + function get_menu_items() + if menu_items then return menu_items end + + local all_user_bindings = get_all_user_bindings() + local main_menu = {items = {}, items_by_command = {}} + local by_id = {} + + for _, bind in ipairs(all_user_bindings) do + local key, command, comment = bind.key, bind.cmd, bind.comment + local title = '' + + if comment then + local comments = split(comment, '#') + local titles = itable_filter(comments, is_uosc_menu_comment) + if titles and #titles > 0 then + title = titles[1]:match('^!%s*(.*)%s*') or titles[1]:match('^menu:%s*(.*)%s*') + end + end + + if title ~= '' then + local is_dummy = key:sub(1, 1) == '#' + local submenu_id = '' + local target_menu = main_menu + local title_parts = split(title or '', ' *> *') + + for index, title_part in ipairs(#title_parts > 0 and title_parts or {''}) do + if index < #title_parts then + submenu_id = submenu_id .. title_part + + if not by_id[submenu_id] then + local items = {} + by_id[submenu_id] = {items = items, items_by_command = {}} + target_menu.items[#target_menu.items + 1] = {title = title_part, items = items} + end + + target_menu = by_id[submenu_id] + else + -- If command is already in menu, just append the key to it + if key ~= '#' and command ~= '' and target_menu.items_by_command[command] then + local hint = target_menu.items_by_command[command].hint + local key_human = keybind_to_human(key) + target_menu.items_by_command[command].hint = hint and hint .. ', ' .. key_human or key_human + else + -- Separator + if title_part:sub(1, 3) == '---' then + local last_item = target_menu.items[#target_menu.items] + if last_item then last_item.separator = true end + elseif command ~= 'ignore' then + local item = { + title = title_part, + hint = not is_dummy and keybind_to_human(key) or nil, + value = command, + } + if command == '' then + item.selectable = false + item.muted = true + item.italic = true + else + target_menu.items_by_command[command] = item + end + target_menu.items[#target_menu.items + 1] = item + end + end + end + end + end + end + + menu_items = #main_menu.items > 0 and main_menu.items or create_default_menu_items() + return menu_items + end +end + +-- Adapted from `stats.lua` +function get_keybinds_items() + local items = {} + -- uosc and mpv-menu-plugin binds with no keys + local no_key_menu_binds = itable_filter( + get_all_user_bindings(), + function(b) return b.is_menu_item and b.cmd and b.cmd ~= '' and (b.key == '#' or b.key == '_') end + ) + local binds_dump = itable_join(find_active_keybindings(), no_key_menu_binds) + local ids = {} + + -- Convert to menu items + for _, bind in pairs(binds_dump) do + local id = bind.key .. '<>' .. bind.cmd + if not ids[id] then + ids[id] = true + items[#items + 1] = {title = bind.cmd, hint = keybind_to_human(bind.key) or bind.key, value = bind.cmd} + end + end + + -- Sort + table.sort(items, function(a, b) return a.title < b.title end) + + return #items > 0 and items or { + { + title = t('%s are empty', '`input-bindings`'), + selectable = false, + align = 'center', + italic = true, + muted = true, + }, + } +end + +function open_stream_quality_menu() + if Menu:is_open('stream-quality') then + Menu:close() + return + end + + local ytdl_format = mp.get_property_native('ytdl-format') + local items = {} + ---@type Menu + local menu + + for _, height in ipairs(config.stream_quality_options) do + local format = 'bestvideo[height<=?' .. height .. ']+bestaudio/best[height<=?' .. height .. ']' + items[#items + 1] = {title = height .. 'p', value = format, active = format == ytdl_format} + end + + menu = Menu:open({type = 'stream-quality', title = t('Stream quality'), items = items}, function(event) + if event.type == 'activate' then + mp.set_property('ytdl-format', event.value) + + -- Reload the video to apply new format + -- This is taken from https://github.com/jgreco/mpv-youtube-quality + -- which is in turn taken from https://github.com/4e6/mpv-reload/ + local duration = mp.get_property_native('duration') + local time_pos = mp.get_property('time-pos') + + mp.command('playlist-play-index current') + + -- Tries to determine live stream vs. pre-recorded VOD. VOD has non-zero + -- duration property. When reloading VOD, to keep the current time position + -- we should provide offset from the start. Stream doesn't have fixed start. + -- Decent choice would be to reload stream from it's current 'live' position. + -- That's the reason we don't pass the offset when reloading streams. + if duration and duration > 0 then + local function seeker() + mp.commandv('seek', time_pos, 'absolute') + mp.unregister_event(seeker) + end + mp.register_event('file-loaded', seeker) + end + + if not event.alt then menu:close() end + end + end) +end + +function open_open_file_menu() + if Menu:is_open('open-file') then + Menu:close() + return + end + + ---@type Menu | nil + local menu + local directory + local active_file + + if state.path == nil or is_protocol(state.path) then + directory = options.default_directory + active_file = nil + else + local serialized = serialize_path(state.path) + if serialized then + directory = serialized.dirname + active_file = serialized.path + end + end + + if not directory then + msg.error('Couldn\'t serialize path "' .. state.path .. '".') + return + end + + -- Update active file in directory navigation menu + local function handle_file_loaded() + if menu and menu:is_alive() then + menu:activate_one_value(normalize_path(mp.get_property_native('path'))) + end + end + + menu = open_file_navigation_menu( + directory, + function(event) + if not menu then return end + local command = has_any_extension(event.value, config.types.playlist) and 'loadlist' or 'loadfile' + if event.modifiers == 'shift' or event.action == 'add_to_playlist' then + mp.commandv(command, event.value, 'append') + local serialized = serialize_path(event.value) + local filename = serialized and serialized.basename or event.value + mp.commandv('show-text', t('Added to playlist') .. ': ' .. filename, 3000) + elseif itable_has({nil, 'ctrl', 'alt', 'alt+ctrl'}, event.modifiers) and itable_has({nil, 'force_open'}, event.action) then + mp.commandv(command, event.value) + if not event.alt then menu:close() end + end + end, + { + type = 'open-file', + allowed_types = config.types.media, + active_path = active_file, + directory_actions = { + {name = 'add_to_playlist', icon = 'playlist_add', label = t('Add to playlist') .. ' (shift+enter/click)'}, + {name = 'force_open', icon = 'play_circle_outline', label = t('Open in mpv') .. ' (ctrl+enter/click)'}, + }, + file_actions = { + {name = 'add_to_playlist', icon = 'playlist_add', label = t('Add to playlist') .. ' (shift+enter/click)'}, + }, + keep_open = true, + on_close = function() mp.unregister_event(handle_file_loaded) end, + } + ) + if menu then mp.register_event('file-loaded', handle_file_loaded) end +end + +---@param opts {prop: 'sub'|'audio'|'video'; title: string; loaded_message: string; allowed_types: string[]} +function create_track_loader_menu_opener(opts) + local menu_type = 'load-' .. opts.prop + return function() + if Menu:is_open(menu_type) then + Menu:close() + return + end + + ---@type Menu + local menu + local path = state.path + if path then + if is_protocol(path) then + path = false + else + local serialized_path = serialize_path(path) + path = serialized_path ~= nil and serialized_path.dirname or false + end + end + if not path then + path = options.default_directory + end + + local function handle_activate(event) + load_track(opts.prop, event.value) + local serialized = serialize_path(event.value) + local filename = serialized and serialized.basename or event.value + mp.commandv('show-text', opts.loaded_message .. ': ' .. filename, 3000) + if not event.alt then menu:close() end + end + + menu = open_file_navigation_menu(path, handle_activate, { + type = menu_type, title = opts.title, allowed_types = opts.allowed_types, + }) + end +end + +function open_subtitle_downloader() + local menu_type = 'download-subtitles' + ---@type Menu + local menu + + if Menu:is_open(menu_type) then + Menu:close() + return + end + + local search_suggestion, file_path, destination_directory = '', nil, nil + local credentials = {'--api-key', config.open_subtitles_api_key, '--agent', config.open_subtitles_agent} + + if state.path then + if is_protocol(state.path) then + local title = mp.get_property_native('title') + if title and not is_protocol(title) then search_suggestion = title end + else + local serialized_path = serialize_path(state.path) + if serialized_path then + search_suggestion = serialized_path.filename + file_path = state.path + destination_directory = serialized_path.dirname + end + end + end + + local force_destination = options.subtitles_directory:sub(1, 1) == '!' + if force_destination or not destination_directory then + local subtitles_directory = options.subtitles_directory:sub(force_destination and 2 or 1) + destination_directory = mp.command_native({'expand-path', subtitles_directory}) + end + + local handle_download, handle_search + + -- Checks if there an error, or data is invalid. If true, reports the error, + -- updates menu to inform about it, and returns true. + ---@param error string|nil + ---@param data any + ---@param check_is_valid? fun(data: any):boolean + ---@return boolean abort Whether the further response handling should be aborted. + local function should_abort(error, data, check_is_valid) + if error or not data or (not check_is_valid or not check_is_valid(data)) then + menu:update_items({ + { + title = t('Something went wrong.'), + align = 'center', + muted = true, + italic = true, + selectable = false, + }, + { + title = t('See console for details.'), + align = 'center', + muted = true, + italic = true, + selectable = false, + }, + }) + msg.error(error or ('Invalid response: ' .. (utils.format_json(data) or tostring(data)))) + return true + end + return false + end + + ---@param data {kind: 'file', id: number}|{kind: 'page', query: string, page: number} + handle_download = function(data) + if data.kind == 'page' then + handle_search(data.query, data.page) + return + end + + menu = Menu:open({ + type = menu_type .. '-result', + search_style = 'disabled', + items = {{icon = 'spinner', align = 'center', selectable = false, muted = true}}, + }, function(event) + if event.type == 'key' and event.key == 'enter' then + menu:close() + end + end) + + local args = itable_join({'download-subtitles'}, credentials, { + '--file-id', tostring(data.id), + '--destination', destination_directory, + }) + + call_ziggy_async(args, function(error, data) + if not menu:is_alive() then return end + if should_abort(error, data, function(data) return type(data.file) == 'string' end) then return end + + load_track('sub', data.file) + + menu:update_items({ + { + title = t('Subtitles loaded & enabled'), + bold = true, + icon = 'check', + selectable = false, + }, + { + title = t('Remaining downloads today: %s', data.remaining .. '/' .. data.total), + italic = true, + muted = true, + icon = 'file_download', + selectable = false, + }, + { + title = t('Resets in: %s', data.reset_time), + italic = true, + muted = true, + icon = 'schedule', + selectable = false, + }, + }) + end) + end + + ---@param query string + ---@param page number|nil + handle_search = function(query, page) + if not menu:is_alive() then return end + page = math.max(1, type(page) == 'number' and round(page) or 1) + + menu:update_items({{icon = 'spinner', align = 'center', selectable = false, muted = true}}) + + local args = itable_join({'search-subtitles'}, credentials) + + local languages = itable_filter(get_languages(), function(lang) return lang:match('.json$') == nil end) + args[#args + 1] = '--languages' + args[#args + 1] = table.concat(table_keys(create_set(languages)), ',') -- deduplicates stuff like `en,eng,en` + + args[#args + 1] = '--page' + args[#args + 1] = tostring(page) + + if file_path then + args[#args + 1] = '--hash' + args[#args + 1] = file_path + end + + if query and #query > 0 then + args[#args + 1] = '--query' + args[#args + 1] = query + end + + call_ziggy_async(args, function(error, data) + if not menu:is_alive() then return end + + local function check_is_valid(data) + return type(data.data) == 'table' and data.page and data.total_pages + end + + if should_abort(error, data, check_is_valid) then return end + + local subs = itable_filter(data.data, function(sub) + return sub and sub.attributes and sub.attributes.release and type(sub.attributes.files) == 'table' and + #sub.attributes.files > 0 + end) + local items = itable_map(subs, function(sub) + local hints = {sub.attributes.language} + if sub.attributes.foreign_parts_only then hints[#hints + 1] = t('foreign parts only') end + if sub.attributes.hearing_impaired then hints[#hints + 1] = t('hearing impaired') end + local url = sub.attributes.url + return { + title = sub.attributes.release, + hint = table.concat(hints, ', '), + value = {kind = 'file', id = sub.attributes.files[1].file_id, url = url}, + keep_open = true, + actions = url and + {{name = 'open_in_browser', icon = 'open_in_new', label = t('Open in browser') .. ' (shift)'}}, + } + end) + + if #items == 0 then + items = { + {title = t('no results'), align = 'center', muted = true, italic = true, selectable = false}, + } + end + + if data.page > 1 then + items[#items + 1] = { + title = t('Previous page'), + align = 'center', + bold = true, + italic = true, + icon = 'navigate_before', + keep_open = true, + value = {kind = 'page', query = query, page = data.page - 1}, + } + end + + if data.page < data.total_pages then + items[#items + 1] = { + title = t('Next page'), + align = 'center', + bold = true, + italic = true, + icon = 'navigate_next', + keep_open = true, + value = {kind = 'page', query = query, page = data.page + 1}, + } + end + + menu:update_items(items) + end) + end + + local initial_items = { + {title = t('%s to search', 'enter'), align = 'center', muted = true, italic = true, selectable = false}, + } + + menu = Menu:open( + { + type = menu_type, + title = t('enter query'), + items = initial_items, + search_style = 'palette', + on_search = 'callback', + search_debounce = 'submit', + search_suggestion = search_suggestion, + search_submit = search_suggestion and #search_suggestion > 0, + }, + function(event) + if event.type == 'activate' then + if event.action == 'open_in_browser' or event.modifiers == 'shift' then + local command = ({ + windows = 'explorer', + linux = 'xdg-open', + darwin = 'open', + })[state.platform] + local url = event.value.url + mp.command_native_async({ + name = 'subprocess', + capture_stderr = true, + capture_stdout = true, + playback_only = false, + args = {command, url}, + }, function(success, result, error) + if not success then + local err_str = utils.to_string(error or result.stderr) + msg.error('Error trying to open url "' .. url .. '" in browser: ' .. err_str) + end + end) + elseif not event.action then + handle_download(event.value) + end + elseif event.type == 'search' then + handle_search(event.query) + end + end + ) +end \ No newline at end of file diff --git a/scripts/uosc/lib/std.lua b/scripts/uosc/lib/std.lua new file mode 100644 index 0000000..5462f7e --- /dev/null +++ b/scripts/uosc/lib/std.lua @@ -0,0 +1,381 @@ +--[[ Stateless utilities missing in lua standard library ]] + +---@alias Shortcut {id: string; key: string; modifiers?: string; alt: boolean; ctrl: boolean; shift: boolean} + +---@param number number +function round(number) return math.floor(number + 0.5) end + +---@param min number +---@param value number +---@param max number +function clamp(min, value, max) return math.max(min, math.min(value, max)) end + +---@param rgba string `rrggbb` or `rrggbbaa` hex string. +function serialize_rgba(rgba) + local a = rgba:sub(7, 8) + return { + color = rgba:sub(5, 6) .. rgba:sub(3, 4) .. rgba:sub(1, 2), + opacity = clamp(0, tonumber(#a == 2 and a or 'ff', 16) / 255, 1), + } +end + +-- Trim any white space from the start and end of the string. +---@param str string +---@return string +function trim(str) return str:match('^%s*(.-)%s*$') end + +-- Trim any `char` from the end of the string. +---@param str string +---@param char string +---@return string +function trim_end(str, char) + local char, end_i = char:byte(), 0 + for i = #str, 1, -1 do + if str:byte(i) ~= char then + end_i = i + break + end + end + return str:sub(1, end_i) +end + +---@param str string +---@param pattern string +---@return string[] +function split(str, pattern) + local list = {} + local full_pattern = '(.-)' .. pattern + local last_end = 1 + local start_index, end_index, capture = str:find(full_pattern, 1) + while start_index do + list[#list + 1] = capture + last_end = end_index + 1 + start_index, end_index, capture = str:find(full_pattern, last_end) + end + if last_end <= (#str + 1) then + capture = str:sub(last_end) + list[#list + 1] = capture + end + return list +end + +-- Handles common option and message inputs that need to be split by comma when strings. +---@param input string|string[]|nil +---@return string[] +function comma_split(input) + if not input then return {} end + if type(input) == 'table' then return itable_map(input, tostring) end + local str = tostring(input) + return str:match('^%s*$') and {} or split(str, ' *, *') +end + +-- Get index of the last appearance of `sub` in `str`. +---@param str string +---@param sub string +---@return integer|nil +function string_last_index_of(str, sub) + local sub_length = #sub + for i = #str, 1, -1 do + for j = 1, sub_length do + if str:byte(i + j - 1) ~= sub:byte(j) then break end + if j == sub_length then return i end + end + end +end + +-- Creates a pattern that matches `str` of any case. +-- Usage: +-- ```lua +-- string.gsub(str, anycase('foo'), 'bar') +-- ``` +---@param str string +function anycase(str) + return string.gsub(str, '%a', function(c) + return string.format('[%s%s]', c:lower(), c:upper()) + end) +end + +-- Escapes a string to be used in a matching expression. +---@param value string +function regexp_escape(value) + return string.gsub(value, '[%(%)%.%+%-%*%?%[%]%^%$%%]', '%%%1') +end + +---@param itable table +---@param value any +---@return integer|nil +function itable_index_of(itable, value) + for index = 1, #itable do + if itable[index] == value then return index end + end +end + +---@param itable table +---@param value any +---@return boolean +function itable_has(itable, value) + return itable_index_of(itable, value) ~= nil +end + +---@param itable table +---@param compare fun(value: any, index: number): boolean|integer|string|nil +---@param from? number Where to start search, defaults to `1`. +---@param to? number Where to end search, defaults to `#itable`. +---@return number|nil index +---@return any|nil value +function itable_find(itable, compare, from, to) + from, to = from or 1, to or #itable + for index = from, to, from < to and 1 or -1 do + if index > 0 and index <= #itable and compare(itable[index], index) then + return index, itable[index] + end + end +end + +---@param itable table +---@param decider fun(value: any, index: number): boolean|integer|string|nil +function itable_filter(itable, decider) + local filtered = {} + for index, value in ipairs(itable) do + if decider(value, index) then filtered[#filtered + 1] = value end + end + return filtered +end + +---@param itable table +---@param value any +function itable_delete_value(itable, value) + for index = 1, #itable, 1 do + if itable[index] == value then table.remove(itable, index) end + end + return itable +end + +---@param itable table +---@param transformer fun(value: any, index: number) : any +function itable_map(itable, transformer) + local result = {} + for index, value in ipairs(itable) do + result[index] = transformer(value, index) + end + return result +end + +---@param itable table +---@param start_pos? integer +---@param end_pos? integer +function itable_slice(itable, start_pos, end_pos) + start_pos = start_pos and start_pos or 1 + end_pos = end_pos and end_pos or #itable + + if end_pos < 0 then end_pos = #itable + end_pos + 1 end + if start_pos < 0 then start_pos = #itable + start_pos + 1 end + + local new_table = {} + for index, value in ipairs(itable) do + if index >= start_pos and index <= end_pos then + new_table[#new_table + 1] = value + end + end + return new_table +end + +---@generic T +---@param ...T[]|nil +---@return T[] +function itable_join(...) + local args, result = {...}, {} + for i = 1, select('#', ...) do + if args[i] then for _, value in ipairs(args[i]) do result[#result + 1] = value end end + end + return result +end + +---@param target any[] +---@param source any[] +function itable_append(target, source) + for _, value in ipairs(source) do target[#target + 1] = value end + return target +end + +function itable_clear(itable) + for i = #itable, 1, -1 do itable[i] = nil end +end + +---@generic T +---@param input table +---@return T[] +function table_keys(input) + local keys = {} + for key, _ in pairs(input) do keys[#keys + 1] = key end + return keys +end + +---@generic T +---@param input table +---@return T[] +function table_values(input) + local values = {} + for _, value in pairs(input) do values[#values + 1] = value end + return values +end + +---@generic T: table +---@param target T +---@param ... T|nil +---@return T +function table_assign(target, ...) + local args = {...} + for i = 1, select('#', ...) do + if type(args[i]) == 'table' then for key, value in pairs(args[i]) do target[key] = value end end + end + return target +end + +---@generic T: table +---@param target T +---@param source T +---@param props string[] +---@return T +function table_assign_props(target, source, props) + for _, name in ipairs(props) do target[name] = source[name] end + return target +end + +-- Assign props from `source` to `target` that are not in `props` set. +---@generic T: table +---@param target T +---@param source T +---@param props table +---@return T +function table_assign_exclude(target, source, props) + for key, value in pairs(source) do + if not props[key] then target[key] = value end + end + return target +end + +-- `table_assign({}, input)` without loosing types :( +---@generic T: table +---@param input T +---@return T +function table_copy(input) return table_assign({}, input) end + +-- Converts itable values into `table` map. +---@param values any[] +function create_set(values) + local result = {} + for _, value in ipairs(values) do result[value] = true end + return result +end + +---@generic T: any +---@param input string +---@param value_sanitizer? fun(value: string, key: string): T +---@return table +function serialize_key_value_list(input, value_sanitizer) + local result, sanitize = {}, value_sanitizer or function(value) return value end + for _, key_value_pair in ipairs(comma_split(input)) do + local key, value = key_value_pair:match('^([%w_]+)=([%w%.]+)$') + if key and value then result[key] = sanitize(value, key) end + end + return result +end + +---@param key string Key or a combination of a `modifiers+key`. If this includes modifiers, the `modifiers` param is ignored. +---@param modifiers? string +---@return Shortcut +function create_shortcut(key, modifiers) + key = key:lower() + + local last_plus_in_key = string_last_index_of(key, '+') + if last_plus_in_key then + modifiers = string.sub(key, 1, last_plus_in_key - 1) + key = string.sub(key, last_plus_in_key + 1) + end + + local id_parts, modifiers_set + if modifiers then + id_parts = split(modifiers:lower(), '+') + table.sort(id_parts, function(a, b) return a < b end) + modifiers_set = create_set(id_parts) + modifiers = table.concat(id_parts, '+') + else + id_parts, modifiers, modifiers_set = {}, nil, {} + end + id_parts[#id_parts + 1] = key + + return table_assign({id = table.concat(id_parts, '+'), key = key, modifiers = modifiers}, modifiers_set) +end + +--[[ EASING FUNCTIONS ]] + +function ease_out_quart(x) return 1 - ((1 - x) ^ 4) end +function ease_out_sext(x) return 1 - ((1 - x) ^ 6) end + +--[[ CLASSES ]] + +---@class Class +Class = {} +function Class:new(...) + local object = setmetatable({}, {__index = self}) + object:init(...) + return object +end +function Class:init(...) end +function Class:destroy() end + +function class(parent) return setmetatable({}, {__index = parent or Class}) end + +---@class CircularBuffer : Class +CircularBuffer = class() + +function CircularBuffer:new(max_size) return Class.new(self, max_size) --[[@as CircularBuffer]] end +function CircularBuffer:init(max_size) + self.max_size = max_size + self.pos = 0 + self.data = {} +end + +function CircularBuffer:insert(item) + self.pos = self.pos % self.max_size + 1 + self.data[self.pos] = item +end + +function CircularBuffer:get(i) + return i <= #self.data and self.data[(self.pos + i - 1) % #self.data + 1] or nil +end + +local function iter(self, i) + if i == #self.data then return nil end + i = i + 1 + return i, self:get(i) +end + +function CircularBuffer:iter() + return iter, self, 0 +end + +local function iter_rev(self, i) + if i == 1 then return nil end + i = i - 1 + return i, self:get(i) +end + +function CircularBuffer:iter_rev() + return iter_rev, self, #self.data + 1 +end + +function CircularBuffer:head() + return self.data[self.pos] +end + +function CircularBuffer:tail() + if #self.data < 1 then return nil end + return self.data[self.pos % #self.data + 1] +end + +function CircularBuffer:clear() + itable_clear(self.data) + self.pos = 0 +end \ No newline at end of file diff --git a/scripts/uosc/lib/text.lua b/scripts/uosc/lib/text.lua new file mode 100644 index 0000000..7875e9c --- /dev/null +++ b/scripts/uosc/lib/text.lua @@ -0,0 +1,660 @@ +-- https://en.wikipedia.org/wiki/Unicode_block +---@alias CodePointRange {[1]: integer; [2]: integer} + +---@type CodePointRange[] +local zero_width_blocks = { + {0x0000, 0x001F}, -- C0 + {0x007F, 0x009F}, -- Delete + C1 + {0x034F, 0x034F}, -- combining grapheme joiner + {0x061C, 0x061C}, -- Arabic Letter Strong + {0x200B, 0x200F}, -- {zero-width space, zero-width non-joiner, zero-width joiner, left-to-right mark, right-to-left mark} + {0x2028, 0x202E}, -- {line separator, paragraph separator, Left-to-Right Embedding, Right-to-Left Embedding, Pop Directional Format, Left-to-Right Override, Right-to-Left Override} + {0x2060, 0x2060}, -- word joiner + {0x2066, 0x2069}, -- {Left-to-Right Isolate, Right-to-Left Isolate, First Strong Isolate, Pop Directional Isolate} + {0xFEFF, 0xFEFF}, -- zero-width non-breaking space + -- Some other characters can also be combined https://en.wikipedia.org/wiki/Combining_character + {0x0300, 0x036F}, -- Combining Diacritical Marks 0 BMP Inherited + {0x1AB0, 0x1AFF}, -- Combining Diacritical Marks Extended 0 BMP Inherited + {0x1DC0, 0x1DFF}, -- Combining Diacritical Marks Supplement 0 BMP Inherited + {0x20D0, 0x20FF}, -- Combining Diacritical Marks for Symbols 0 BMP Inherited + {0xFE20, 0xFE2F}, -- Combining Half Marks 0 BMP Cyrillic (2 characters), Inherited (14 characters) + -- Egyptian Hieroglyph Format Controls and Shorthand format Controls + {0x13430, 0x1345F}, -- Egyptian Hieroglyph Format Controls 1 SMP Egyptian Hieroglyphs + {0x1BCA0, 0x1BCAF}, -- Shorthand Format Controls 1 SMP Common + -- not sure how to deal with those https://en.wikipedia.org/wiki/Spacing_Modifier_Letters + {0x02B0, 0x02FF}, -- Spacing Modifier Letters 0 BMP Bopomofo (2 characters), Latin (14 characters), Common (64 characters) +} + +-- All characters have the same width as the first one +---@type CodePointRange[] +local same_width_blocks = { + {0x3400, 0x4DBF}, -- CJK Unified Ideographs Extension A 0 BMP Han + {0x4E00, 0x9FFF}, -- CJK Unified Ideographs 0 BMP Han + {0x20000, 0x2A6DF}, -- CJK Unified Ideographs Extension B 2 SIP Han + {0x2A700, 0x2B73F}, -- CJK Unified Ideographs Extension C 2 SIP Han + {0x2B740, 0x2B81F}, -- CJK Unified Ideographs Extension D 2 SIP Han + {0x2B820, 0x2CEAF}, -- CJK Unified Ideographs Extension E 2 SIP Han + {0x2CEB0, 0x2EBEF}, -- CJK Unified Ideographs Extension F 2 SIP Han + {0x2F800, 0x2FA1F}, -- CJK Compatibility Ideographs Supplement 2 SIP Han + {0x30000, 0x3134F}, -- CJK Unified Ideographs Extension G 3 TIP Han + {0x31350, 0x323AF}, -- CJK Unified Ideographs Extension H 3 TIP Han +} + +local width_length_ratio = 0.5 + +---@type integer, integer +local osd_width, osd_height = 100, 100 + +---Get byte count of utf-8 character at index i in str +---@param str string +---@param i integer? +---@return integer +local function utf8_char_bytes(str, i) + local char_byte = str:byte(i) + local max_bytes = #str - i + 1 + if char_byte < 0xC0 then + return math.min(max_bytes, 1) + elseif char_byte < 0xE0 then + return math.min(max_bytes, 2) + elseif char_byte < 0xF0 then + return math.min(max_bytes, 3) + elseif char_byte < 0xF8 then + return math.min(max_bytes, 4) + else + return math.min(max_bytes, 1) + end +end + +---Creates an iterator for an utf-8 encoded string +---Iterates over utf-8 characters instead of bytes +---@param str string +---@return fun(): integer?, string? +function utf8_iter(str) + local byte_start = 1 + return function() + local start = byte_start + if #str < start then return nil end + local byte_count = utf8_char_bytes(str, start) + byte_start = start + byte_count + return start, str:sub(start, start + byte_count - 1) + end +end + +---Estimating string length based on the number of characters +---@param char string +---@return number +function utf8_length(str) + local str_length = 0 + for _, c in utf8_iter(str) do + str_length = str_length + 1 + end + return str_length +end + +---Get the next character in an utf-8 encoded string +---@param str string +---@param i integer +---@return integer +function utf8_next(str, i) + if i >= #str then return #str end + local len = utf8_char_bytes(str, i + 1) + return math.min(i + len, #str) +end + +---Get the previous character in an utf-8 encoded string +---@param str string +---@param i integer +---@return integer +function utf8_prev(str, i) + if i <= 0 then return 0 end + local pos = 1 + local last_valid = 0 + while pos <= #str do + local len = utf8_char_bytes(str, pos) + if pos > i then break end + last_valid = pos - 1 + pos = pos + len + end + return last_valid +end + +---Convert character position to byte position in utf-8 encoded string +---@param str string +---@param char_pos integer +---@return integer +function utf8_charpos_to_bytepos(str, char_pos) + local byte_pos = 1 + local current_char = 1 + local str_len = #str + while byte_pos <= str_len and current_char < char_pos do + local char_len = utf8_char_bytes(str, byte_pos) + byte_pos = byte_pos + char_len + current_char = current_char + 1 + end + return byte_pos +end + +---Extract Unicode code point from utf-8 character at index i in str +---@param str string +---@param i integer +---@return integer +local function utf8_to_unicode(str, i) + local byte_count = utf8_char_bytes(str, i) + local char_byte = str:byte(i) + local unicode = char_byte + if byte_count ~= 1 then + local shift = 2 ^ (8 - byte_count) + char_byte = char_byte - math.floor(0xFF / shift) * shift + unicode = char_byte * (2 ^ 6) ^ (byte_count - 1) + end + for j = 2, byte_count do + char_byte = str:byte(i + j - 1) - 0x80 + unicode = unicode + char_byte * (2 ^ 6) ^ (byte_count - j) + end + return round(unicode) +end + +---Convert Unicode code point to utf-8 string +---@param unicode integer +---@return string? +local function unicode_to_utf8(unicode) + if unicode < 0x80 then + return string.char(unicode) + else + local byte_count + if unicode < 0x800 then + byte_count = 2 + elseif unicode < 0x10000 then + byte_count = 3 + elseif unicode < 0x110000 then + byte_count = 4 + else + return + end -- too big + + local res = {} + local shift = 2 ^ 6 + local after_shift = unicode + for _ = byte_count, 2, -1 do + local before_shift = after_shift + after_shift = math.floor(before_shift / shift) + table.insert(res, 1, before_shift - after_shift * shift + 0x80) + end + shift = 2 ^ (8 - byte_count) + table.insert(res, 1, after_shift + math.floor(0xFF / shift) * shift) + ---@diagnostic disable-next-line: deprecated + return string.char(unpack(res)) + end +end + +---Update osd resolution if valid +---@param width integer +---@param height integer +local function update_osd_resolution(width, height) + if width > 0 and height > 0 then osd_width, osd_height = width, height end +end + +mp.observe_property('osd-dimensions', 'native', function(_, dim) + if dim then update_osd_resolution(dim.w, dim.h) end +end) + +local measure_bounds +do + local text_osd = mp.create_osd_overlay('ass-events') + text_osd.compute_bounds, text_osd.hidden = true, true + + ---@param ass_text string + ---@return integer, integer, integer, integer + measure_bounds = function(ass_text) + update_osd_resolution(mp.get_osd_size()) + text_osd.res_x, text_osd.res_y = osd_width, osd_height + text_osd.data = ass_text + local res = text_osd:update() + return res.x0, res.y0, res.x1, res.y1 + end +end + +local normalized_text_width +do + ---@type {wrap: integer; bold: boolean; italic: boolean, rotate: number; size: number} + local bounds_opts = {wrap = 2, bold = false, italic = false, rotate = 0, size = 0} + + ---Measure text width and normalize to a font size of 1 + ---text has to be ass safe + ---@param text string + ---@param size number + ---@param bold boolean + ---@param italic boolean + ---@param horizontal boolean + ---@return number, integer + normalized_text_width = function(text, size, bold, italic, horizontal) + bounds_opts.bold, bounds_opts.italic, bounds_opts.rotate = bold, italic, horizontal and 0 or -90 + local x1, y1 = nil, nil + size = size / 0.8 + -- prevent endless loop + local repetitions_left = 5 + repeat + size = size * 0.8 + bounds_opts.size = size + local ass = assdraw.ass_new() + ass:txt(0, 0, horizontal and 7 or 1, text, bounds_opts) + _, _, x1, y1 = measure_bounds(ass.text) + repetitions_left = repetitions_left - 1 + -- make sure nothing got clipped + until (x1 and x1 < osd_width and y1 < osd_height) or repetitions_left == 0 + local width = (repetitions_left == 0 and not x1) and 0 or (horizontal and x1 or y1) + return width / size, horizontal and osd_width or osd_height + end +end + +---Estimates character length based on utf8 byte count +---1 character length is roughly the size of a latin character +---@param char string +---@return number +local function char_length(char) + return #char > 2 and 2 or 1 +end + +---Estimates string length based on utf8 byte count +---Note: Making a string in the iterator with the character is a waste here, +---but as this function is only used when measuring whole string widths it's fine +---@param text string +---@return number +local function text_length(text) + if not text or text == '' then return 0 end + local text_length = 0 + for _, char in utf8_iter(tostring(text)) do text_length = text_length + char_length(char) end + return text_length +end + +---Finds the best orientation of text on screen and returns the estimated max size +---and if the text should be drawn horizontally +---@param text string +---@return number, boolean +local function fit_on_screen(text) + local estimated_width = text_length(text) * width_length_ratio + if osd_width >= osd_height then + -- Fill the screen as much as we can, bigger is more accurate. + return math.min(osd_width / estimated_width, osd_height), true + else + return math.min(osd_height / estimated_width, osd_width), false + end +end + +---Gets next stage from cache +---@param cache {[any]: table} +---@param value any +local function get_cache_stage(cache, value) + local stage = cache[value] + if not stage then + stage = {} + cache[value] = stage + end + return stage +end + +---Is measured resolution sufficient +---@param px integer +---@return boolean +local function no_remeasure_required(px) + return px >= 800 or (px * 1.1 >= osd_width and px * 1.1 >= osd_height) +end + +local character_width +do + ---@type {[boolean]: {[string]: {[1]: number, [2]: integer}}} + local char_width_cache = {} + + ---Get measured width of character + ---@param char string + ---@param bold boolean + ---@return number, integer + character_width = function(char, bold) + ---@type {[string]: {[1]: number, [2]: integer}} + local char_widths = get_cache_stage(char_width_cache, bold) + local width_px = char_widths[char] + if width_px and no_remeasure_required(width_px[2]) then return width_px[1], width_px[2] end + + local unicode = utf8_to_unicode(char, 1) + for _, block in ipairs(zero_width_blocks) do + if unicode >= block[1] and unicode <= block[2] then + char_widths[char] = {0, math.huge} + return 0, math.huge + end + end + + local measured_char = nil + for _, block in ipairs(same_width_blocks) do + if unicode >= block[1] and unicode <= block[2] then + measured_char = unicode_to_utf8(block[1]) + width_px = char_widths[measured_char] + if width_px and no_remeasure_required(width_px[2]) then + char_widths[char] = width_px + return width_px[1], width_px[2] + end + break + end + end + + if not measured_char then measured_char = char end + -- half as many repetitions for wide characters + local char_count = 10 / char_length(char) + local max_size, horizontal = fit_on_screen(measured_char:rep(char_count)) + local size = math.min(max_size * 0.9, 50) + char_count = math.min(math.floor(char_count * max_size / size * 0.8), 100) + local enclosing_char, enclosing_width, next_char_count = '|', 0, char_count + if measured_char == enclosing_char then + enclosing_char = '' + else + enclosing_width = 2 * character_width(enclosing_char, bold) + end + local width_ratio, width, px = nil, nil, nil + repeat + char_count = next_char_count + local str = enclosing_char .. measured_char:rep(char_count) .. enclosing_char + width, px = normalized_text_width(str, size, bold, false, horizontal) + width = width - enclosing_width + width_ratio = width * size / (horizontal and osd_width or osd_height) + next_char_count = math.min(math.floor(char_count / width_ratio * 0.9), 100) + until width_ratio < 0.05 or width_ratio > 0.5 or char_count == next_char_count + width = width / char_count + + width_px = {width, px} + if char ~= measured_char then char_widths[measured_char] = width_px end + char_widths[char] = width_px + return width, px + end +end + +---Calculate text width from individual measured characters +---@param text string|number +---@param bold boolean +---@return number, integer +local function character_based_width(text, bold) + local max_width = 0 + local min_px = math.huge + for line in tostring(text):gmatch('([^\n]*)\n?') do + local total_width = 0 + for _, char in utf8_iter(line) do + local width, px = character_width(char, bold) + total_width = total_width + width + if px < min_px then min_px = px end + end + if total_width > max_width then max_width = total_width end + end + return max_width, min_px +end + +---Measure width of whole text +---@param text string|number +---@param bold boolean +---@param italic boolean +---@return number, integer +local function whole_text_width(text, bold, italic) + text = tostring(text) + local size, horizontal = fit_on_screen(text) + return normalized_text_width(ass_escape(text), size * 0.9, bold, italic, horizontal) +end + +---Scale normalized width to real width based on font size and italic +---@param opts {size: number; italic?: boolean} +---@return number, number +local function opts_factor_offset(opts) + return opts.size, opts.italic and opts.size * 0.2 or 0 +end + +---Scale normalized width to real width based on font size and italic +---@param opts {size: number; italic?: boolean} +---@return number +local function normalized_to_real(width, opts) + local factor, offset = opts_factor_offset(opts) + return factor * width + offset +end + +do + ---@type {[boolean]: {[boolean]: {[string|number]: {[1]: number, [2]: integer}}}} | {[boolean]: {[string|number]: {[1]: number, [2]: integer}}} + local width_cache = {} + + ---Calculate width of text with the given opts + ---@param text string|number + ---@return number + ---@param opts {size: number; bold?: boolean; italic?: boolean} + function text_width(text, opts) + if not text or text == '' then return 0 end + + ---@type boolean, boolean + local bold, italic = opts.bold or options.font_bold, opts.italic or false + + if not config.refine.text_width then + ---@type {[string|number]: {[1]: number, [2]: integer}} + local text_width = get_cache_stage(width_cache, bold) + local width_px = text_width[text] + if width_px and no_remeasure_required(width_px[2]) then return normalized_to_real(width_px[1], opts) end + + local width, px = character_based_width(text, bold) + width_cache[bold][text] = {width, px} + return normalized_to_real(width, opts) + else + ---@type {[string|number]: {[1]: number, [2]: integer}} + local text_width = get_cache_stage(get_cache_stage(width_cache, bold), italic) + local width_px = text_width[text] + if width_px and no_remeasure_required(width_px[2]) then return width_px[1] * opts.size end + + local width, px = whole_text_width(text, bold, italic) + width_cache[bold][italic][text] = {width, px} + return width * opts.size + end + end +end + +do + ---@type {[string]: string} + local cache = {} + + function timestamp_zero_rep_clear_cache() + cache = {} + end + + ---Replace all timestamp digits with 0 + ---@param timestamp string + function timestamp_zero_rep(timestamp) + local substitute = cache[#timestamp] + if not substitute then + substitute = timestamp:gsub('%d', '0') + cache[#timestamp] = substitute + end + return substitute + end + + ---Get width of formatted timestamp as if all the digits were replaced with 0 + ---@param timestamp string + ---@param opts {size: number; bold?: boolean; italic?: boolean} + ---@return number + function timestamp_width(timestamp, opts) + return text_width(timestamp_zero_rep(timestamp), opts) + end +end + +do + local wrap_at_chars = {' ', '　', '-', '–'} + local remove_when_wrap = {' ', '　'} + + ---Wrap the text at the closest opportunity to target_line_length + ---@param text string + ---@param opts {size: number; bold?: boolean; italic?: boolean} + ---@param target_line_length number + ---@return string, integer + function wrap_text(text, opts, target_line_length) + local target_line_width = target_line_length * width_length_ratio * opts.size + local bold, scale_factor, scale_offset = opts.bold or false, opts_factor_offset(opts) + local wrap_at_chars, remove_when_wrap = wrap_at_chars, remove_when_wrap + local lines = {} + for _, text_line in ipairs(split(text, '\n')) do + local line_width = scale_offset + local line_start = 1 + local before_end = nil + local before_width = scale_offset + local before_line_start = 0 + local before_removed_width = 0 + for char_start, char in utf8_iter(text_line) do + local char_end = char_start + #char - 1 + local char_width = character_width(char, bold) * scale_factor + line_width = line_width + char_width + if (char_end == #text_line) or itable_has(wrap_at_chars, char) then + local remove = itable_has(remove_when_wrap, char) + local line_width_after_remove = line_width - (remove and char_width or 0) + if line_width_after_remove < target_line_width then + before_end = remove and char_start - 1 or char_end + before_width = line_width_after_remove + before_line_start = char_end + 1 + before_removed_width = remove and char_width or 0 + else + if (target_line_width - before_width) < + (line_width_after_remove - target_line_width) then + lines[#lines + 1] = text_line:sub(line_start, before_end) + line_start = before_line_start + line_width = line_width - before_width - before_removed_width + scale_offset + else + lines[#lines + 1] = text_line:sub(line_start, remove and char_start - 1 or char_end) + line_start = char_end + 1 + line_width = scale_offset + end + before_end = line_start + before_width = scale_offset + end + end + end + if #text_line >= line_start then + lines[#lines + 1] = text_line:sub(line_start) + elseif text_line == '' then + lines[#lines + 1] = '' + end + end + return table.concat(lines, '\n'), #lines + end +end + +do + local word_separators = create_set({ + ' ', '　', '\t', '-', '–', '_', ',', '.', '+', '&', '(', ')', '[', ']', '{', '}', '<', '>', '/', '\\', + '（', '）', '【', '】', '；', '：', '《', '》', '“', '”', '‘', '’', '？', '！', + }) + + ---Get the first character of each word + ---@param str string + ---@return string[] + function initials(str) + local initials, is_word_start, word_separators = {}, true, word_separators + for _, char in utf8_iter(str) do + if word_separators[char] then + is_word_start = true + elseif is_word_start then + initials[#initials + 1] = char + is_word_start = false + end + end + return initials + end +end + +-- Returns the index of the beginning or end of the current word/segment in a string. +---@param str string String to search in. +---@param cursor number Where in the string to start searching. +---@param direction number `1` to search forward, `-1` backward. +function find_string_segment_bound(str, cursor, direction) + if #str < 2 then return #str end + cursor = math.max(1, math.min(cursor, #str)) + local head, tail = string.sub(str, 1, cursor), string.sub(str, cursor + 1) + if direction < 0 then + local word_pat, other_pat = '[^%c%s%p]+$', '[%c%s%p]+$' + local pat = head:sub(#head):match(word_pat) and word_pat or other_pat + -- First we match all same type consecutive chars starting at cursor + local segment = head:match(pat) or '' + -- If there's only one, we extend the segment with opposite type chars + if segment and #segment == 1 then + local match = head:sub(1, #head - #segment):match(pat == word_pat and other_pat or word_pat) + segment = (match or '') .. segment + end + return cursor - #segment + 1 + else + local word_pat, other_pat = '^[^%c%s%p]+', '^[%c%s%p]+' + local pat = tail:sub(1, 1):match(word_pat) and word_pat or other_pat + local segment = tail:match(pat) or '' + if segment and #segment == 1 then + local match = tail:sub(#segment):match(pat == word_pat and other_pat or word_pat) + segment = segment .. (match or '') + end + return cursor + #segment + end +end + +-- Highlight matching text in a string. +---@param text string +---@param byte_positions number[] +---@param font_color string +---@return string +function highlight_match(text, byte_positions, font_color, bold) + if not byte_positions or #byte_positions == 0 then + return ass_escape(text) + end + + table.sort(byte_positions) + local start_tag = '{\\c&H' .. config.color.match .. '&\\b' .. (bold and '1' or '0') .. '}' + local end_tag = '{\\c&H' .. font_color .. '&}' + + local result = {} + local pos_set = {} + for _, p in ipairs(byte_positions) do + pos_set[p] = true + end + + local i = 1 + local len = #text + while i <= len do + if pos_set[i] then + table.insert(result, start_tag) + local char_len = utf8_char_bytes(text, i) + table.insert(result, ass_escape(text:sub(i, i + char_len - 1))) + table.insert(result, end_tag) + i = i + char_len + else + local char_len = utf8_char_bytes(text, i) + table.insert(result, ass_escape(text:sub(i, i + char_len - 1))) + i = i + char_len + end + end + + return table.concat(result) +end + +-- Get positions of matching characters in a romanized string. +---@param title string +---@param query string +---@param mode string +---@param roman string[] +function get_roman_match_positions(title, query, mode, roman) + local romans = {} + local char_ranges = {} + local total_len = 0 + for _, char in ipairs(roman) do + local part = (mode == "initial") and char:sub(1, 1) or char + part = part:lower() + romans[#romans + 1] = part + char_ranges[#char_ranges + 1] = {total_len + 1, total_len + #part} + total_len = total_len + #part + end + + local full_roman = table.concat(romans) + local s, e = full_roman:find(query, 1, true) + if not s then return nil end + + local byte_positions = {} + for i, range in ipairs(char_ranges) do + local rs, re = range[1], range[2] + if not (re < s or rs > e) then + byte_positions[#byte_positions + 1] = utf8_charpos_to_bytepos(title, i) + end + end + + return byte_positions +end \ No newline at end of file diff --git a/scripts/uosc/lib/utils.lua b/scripts/uosc/lib/utils.lua new file mode 100644 index 0000000..0e2f2a8 --- /dev/null +++ b/scripts/uosc/lib/utils.lua @@ -0,0 +1,1078 @@ +--[[ UI specific utilities that might or might not depend on its state or options ]] + +---@alias Point {x: number; y: number} +---@alias Rect {ax: number, ay: number, bx: number, by: number, window_drag?: boolean} +---@alias Circle {point: Point, r: number, window_drag?: boolean} +---@alias Hitbox Rect|Circle +---@alias ComplexBindingInfo {event: 'down' | 'repeat' | 'up' | 'press'; is_mouse: boolean; canceled: boolean; key_name?: string; key_text?: string;} + +-- String sorting +do + ----- winapi start ----- + -- in windows system, we can use the sorting function provided by the win32 API + -- see https://learn.microsoft.com/en-us/windows/win32/api/shlwapi/nf-shlwapi-strcmplogicalw + -- this function was taken from https://github.com/mpvnet-player/mpv.net/issues/575#issuecomment-1817413401 + local winapi = nil + + if state.platform == 'windows' and config.refine.sorting then + -- is_ffi_loaded is false usually means the mpv builds without luajit + local is_ffi_loaded, ffi = pcall(require, 'ffi') + + if is_ffi_loaded then + winapi = { + ffi = ffi, + C = ffi.C, + CP_UTF8 = 65001, + shlwapi = ffi.load('shlwapi'), + } + + -- ffi code from https://github.com/po5/thumbfast, Mozilla Public License Version 2.0 + ffi.cdef [[ + int __stdcall MultiByteToWideChar(unsigned int CodePage, unsigned long dwFlags, const char *lpMultiByteStr, + int cbMultiByte, wchar_t *lpWideCharStr, int cchWideChar); + int __stdcall StrCmpLogicalW(wchar_t *psz1, wchar_t *psz2); + ]] + + winapi.utf8_to_wide = function(utf8_str) + if utf8_str then + local utf16_len = winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, utf8_str, -1, nil, 0) + + if utf16_len > 0 then + local utf16_str = winapi.ffi.new('wchar_t[?]', utf16_len) + + if winapi.C.MultiByteToWideChar(winapi.CP_UTF8, 0, utf8_str, -1, utf16_str, utf16_len) > 0 then + return utf16_str + end + end + end + + return '' + end + end + end + ----- winapi end ----- + + -- alphanum sorting for humans in Lua + -- http://notebook.kulchenko.com/algorithms/alphanumeric-natural-sorting-for-humans-in-lua + local function padnum(n, d) + return #d > 0 and ('%03d%s%.12f'):format(#n, n, tonumber(d) / (10 ^ #d)) + or ('%03d%s'):format(#n, n) + end + + local function sort_lua(strings) + local tuples = {} + for i, f in ipairs(strings) do + tuples[i] = {f:lower():gsub('0*(%d+)%.?(%d*)', padnum), f} + end + table.sort(tuples, function(a, b) + return a[1] == b[1] and #b[2] < #a[2] or a[1] < b[1] + end) + for i, tuple in ipairs(tuples) do strings[i] = tuple[2] end + return strings + end + + ---@param strings string[] + function sort_strings(strings) + if winapi then + table.sort(strings, function(a, b) + return winapi.shlwapi.StrCmpLogicalW(winapi.utf8_to_wide(a), winapi.utf8_to_wide(b)) == -1 + end) + else + sort_lua(strings) + end + end +end + +-- Creates in-between frames to animate value from `from` to `to` numbers. +---@param from number +---@param to number|fun():number +---@param setter fun(value: number) +---@param duration_or_callback? number|fun() Duration in milliseconds or a callback function. +---@param callback? fun() Called either on animation end, or when animation is killed. +function tween(from, to, setter, duration_or_callback, callback) + local duration = duration_or_callback + if type(duration_or_callback) == 'function' then callback = duration_or_callback end + if type(duration) ~= 'number' then duration = options.animation_duration end + + local current, done, timeout = from, false, nil + local get_to = type(to) == 'function' and to or function() return to --[[@as number]] end + local distance = math.abs(get_to() - current) + local cutoff = distance * 0.01 + local target_ticks = (math.max(duration, 1) / (state.render_delay * 1000)) + local decay = 1 - ((cutoff / distance) ^ (1 / target_ticks)) + + local function finish() + if not done then + setter(get_to()) + done = true + timeout:kill() + if callback then callback() end + request_render() + end + end + + local function tick() + local to = get_to() + current = current + ((to - current) * decay) + local is_end = math.abs(to - current) <= cutoff + if is_end then + finish() + else + setter(current) + timeout:resume() + request_render() + end + end + + timeout = mp.add_timeout(state.render_delay, tick) + if cutoff > 0 then tick() else finish() end + + return finish +end + +-- Returns signed distance (negative values mean how deep inside the rect the point is). +---@param point Point +---@param rect Rect +function get_point_to_rectangle_proximity(point, rect) + local dx = math.max(rect.ax - point.x, point.x - rect.bx) + local dy = math.max(rect.ay - point.y, point.y - rect.by) + local distance = math.sqrt(math.max(0, dx)^2 + math.max(0, dy)^2) + return distance + math.min(0, math.max(dx, dy)) +end + +---@param point_a Point +---@param point_b Point +function get_point_to_point_proximity(point_a, point_b) + local dx, dy = point_a.x - point_b.x, point_a.y - point_b.y + return math.sqrt(dx * dx + dy * dy) +end + +---@param point Point +---@param hitbox Hitbox +function point_collides_with(point, hitbox) + return (hitbox.r and get_point_to_point_proximity(point, hitbox.point) <= hitbox.r) or + (not hitbox.r and get_point_to_rectangle_proximity(point, hitbox --[[@as Rect]]) <= 0) +end + +---@param lax number +---@param lay number +---@param lbx number +---@param lby number +---@param max number +---@param may number +---@param mbx number +---@param mby number +function get_line_to_line_intersection(lax, lay, lbx, lby, max, may, mbx, mby) + -- Calculate the direction of the lines + local uA = ((mbx - max) * (lay - may) - (mby - may) * (lax - max)) / + ((mby - may) * (lbx - lax) - (mbx - max) * (lby - lay)) + local uB = ((lbx - lax) * (lay - may) - (lby - lay) * (lax - max)) / + ((mby - may) * (lbx - lax) - (mbx - max) * (lby - lay)) + + -- If uA and uB are between 0-1, lines are colliding + if uA >= 0 and uA <= 1 and uB >= 0 and uB <= 1 then + return lax + (uA * (lbx - lax)), lay + (uA * (lby - lay)) + end + + return nil, nil +end + +-- Returns distance from the start of a finite ray assumed to be at (rax, ray) +-- coordinates to a line. +---@param rax number +---@param ray number +---@param rbx number +---@param rby number +---@param lax number +---@param lay number +---@param lbx number +---@param lby number +function get_ray_to_line_distance(rax, ray, rbx, rby, lax, lay, lbx, lby) + local x, y = get_line_to_line_intersection(rax, ray, rbx, rby, lax, lay, lbx, lby) + if x then + return math.sqrt((rax - x) ^ 2 + (ray - y) ^ 2) + end + return nil +end + +-- Returns distance from the start of a finite ray assumed to be at (ax, ay) +-- coordinates to a rectangle. Returns `0` if ray originates inside rectangle. +---@param ax number +---@param ay number +---@param bx number +---@param by number +---@param rect Rect +---@return number|nil +function get_ray_to_rectangle_distance(ax, ay, bx, by, rect) + -- Is inside + if ax >= rect.ax and ax <= rect.bx and ay >= rect.ay and ay <= rect.by then + return 0 + end + + local closest = nil + + local function updateDistance(distance) + if distance and (not closest or distance < closest) then closest = distance end + end + + updateDistance(get_ray_to_line_distance(ax, ay, bx, by, rect.ax, rect.ay, rect.bx, rect.ay)) + updateDistance(get_ray_to_line_distance(ax, ay, bx, by, rect.bx, rect.ay, rect.bx, rect.by)) + updateDistance(get_ray_to_line_distance(ax, ay, bx, by, rect.ax, rect.by, rect.bx, rect.by)) + updateDistance(get_ray_to_line_distance(ax, ay, bx, by, rect.ax, rect.ay, rect.ax, rect.by)) + + return closest +end + +-- Converts a flat table of points to a smooth curve using Catmull-Rom to Bezier conversion. +---@param points number[] Flat table: x1, y1, x2, y2, ... +---@return number[] Flat table: start point followed by segment entries cp1x, cp1y, cp2x, cp2y, px, py, ... +function points_to_bezier(points) + if not points or #points < 4 then return {} end + local function catmullrom_to_bezier(p0x, p0y, p1x, p1y, p2x, p2y, p3x, p3y) + local cp1x = p1x + (p2x - p0x) / 6 + local cp1y = p1y + (p2y - p0y) / 6 + local cp2x = p2x - (p3x - p1x) / 6 + local cp2y = p2y - (p3y - p1y) / 6 + return cp1x, cp1y, cp2x, cp2y + end + -- Helper to get x, y from flat table + local function get_xy(i) + return points[i * 2 - 1], points[i * 2] + end + local curve = {points[1], points[2]} + local xy_pairs = #points / 2 + for i = 1, xy_pairs - 1 do + local p0x, p0y = get_xy(math.max(i - 1, 1)) + local p1x, p1y = get_xy(i) + local p2x, p2y = get_xy(i+1) + local p3x, p3y = get_xy(math.min(i + 2, xy_pairs)) + local cp1x, cp1y, cp2x, cp2y = catmullrom_to_bezier(p0x, p0y, p1x, p1y, p2x, p2y, p3x, p3y) + local n = #curve + curve[n+1], curve[n+2], curve[n+3], curve[n+4], curve[n+5], curve[n+6] = + cp1x, cp1y, cp2x, cp2y, p2x, p2y + end + return curve +end + +-- Extracts the properties used by property expansion of that string. +---@param str string +---@param res { [string] : boolean } | nil +---@return { [string] : boolean } +function get_expansion_props(str, res) + res = res or {} + for str in str:gmatch('%$(%b{})') do + local name, str = str:match('^{[?!]?=?([^:]+):?(.*)}$') + if name then + local s = name:find('==') or nil + if s then name = name:sub(0, s - 1) end + res[name] = true + if str and str ~= '' then get_expansion_props(str, res) end + end + end + return res +end + +-- Escape a string for verbatim display on the OSD. +---@param str string +function ass_escape(str) + -- There is no escape for '\' in ASS (I think?) but '\' is used verbatim if + -- it isn't followed by a recognized character, so add a zero-width + -- non-breaking space + str = str:gsub('\\', '\\\239\187\191') + str = str:gsub('{', '\\{') + str = str:gsub('}', '\\}') + -- Precede newlines with a ZWNBSP to prevent ASS's weird collapsing of + -- consecutive newlines + str = str:gsub('\n', '\239\187\191\\N') + -- Turn leading spaces into hard spaces to prevent ASS from stripping them + str = str:gsub('\\N ', '\\N\\h') + str = str:gsub('^ ', '\\h') + return str +end + +---@param seconds number +---@param max_seconds number|nil Trims unnecessary `00:` if time is not expected to reach it. +---@return string +function format_time(seconds, max_seconds) + local human = mp.format_time(seconds) + if options.time_precision > 0 then + local formatted = string.format('%.' .. options.time_precision .. 'f', math.abs(seconds) % 1) + human = human .. '.' .. string.sub(formatted, 3) + end + if max_seconds then + local trim_length = (max_seconds < 60 and 7 or (max_seconds < 3600 and 4 or 0)) + if trim_length > 0 then + local has_minus = seconds < 0 + human = string.sub(human, trim_length + (has_minus and 1 or 0)) + if has_minus then human = '-' .. human end + end + end + return human +end + +---@param opacity number 0-1 +function opacity_to_alpha(opacity) + return 255 - math.ceil(255 * opacity) +end + +path_separator = (function() + local os_separator = state.platform == 'windows' and '\\' or '/' + + -- Get appropriate path separator for the given path. + ---@param path string + ---@return string + return function(path) + return path:sub(1, 2) == '\\\\' and '\\' or os_separator + end +end)() + +-- Joins paths with the OS aware path separator or UNC separator. +---@param p1 string +---@param p2 string +---@return string +function join_path(p1, p2) + local p1, separator = trim_trailing_separator(p1) + -- Prevents joining drive letters with a redundant separator (`C:\\foo`), + -- as `trim_trailing_separator()` doesn't trim separators from drive letters. + return p1:sub(#p1) == separator and p1 .. p2 or p1 .. separator .. p2 +end + +-- Check if path is absolute. +---@param path string +---@return boolean +function is_absolute(path) + if path:sub(1, 2) == '\\\\' then + return true + elseif state.platform == 'windows' then + return path:find('^%a+:') ~= nil + else + return path:sub(1, 1) == '/' + end +end + +-- Ensure path is absolute. +---@param path string +---@return string +function ensure_absolute(path) + if is_absolute(path) then return path end + return join_path(state.cwd, path) +end + +-- Remove trailing slashes/backslashes. +---@param path string +---@return string path, string trimmed_separator_type +function trim_trailing_separator(path) + local separator = path_separator(path) + path = trim_end(path, separator) + if state.platform == 'windows' then + -- Drive letters on windows need trailing backslash + if path:sub(#path) == ':' then path = path .. '\\' end + else + if path == '' then path = '/' end + end + return path, separator +end + +-- Ensures path is absolute, remove trailing slashes/backslashes. +-- Lightweight version of normalize_path for performance critical parts. +---@param path string +---@return string +function normalize_path_lite(path) + if not path or is_protocol(path) then return path end + path = trim_trailing_separator(ensure_absolute(path)) + return path +end + +-- Ensures path is absolute, remove trailing slashes/backslashes, normalization of path separators and deduplication. +---@param path string +---@return string +function normalize_path(path) + if not path or is_protocol(path) then return path end + + path = ensure_absolute(path) + local is_unc = path:sub(1, 2) == '\\\\' + if state.platform == 'windows' or is_unc then path = path:gsub('/', '\\') end + path = trim_trailing_separator(path) + + --Deduplication of path separators + if is_unc then + path = path:gsub('(.\\)\\+', '%1') + elseif state.platform == 'windows' then + path = path:gsub('\\\\+', '\\') + else + path = path:gsub('//+', '/') + end + + return path +end + +-- Check if path is a protocol, such as `http://...`. +---@param path string +function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + +---@param path string +---@param extensions string[] Lowercase extensions without the dot. +function has_any_extension(path, extensions) + local path_last_dot_index = string_last_index_of(path, '.') + if not path_last_dot_index then return false end + local path_extension = path:sub(path_last_dot_index + 1):lower() + for _, extension in ipairs(extensions) do + if path_extension == extension then return true end + end + return false +end + +-- Executes mp command defined as a string or an itable, or does nothing if command is any other value. +-- Returns boolean specifying if command was executed or not. +---@param command string | string[] | nil | any +---@return boolean executed `true` if command was executed. +function execute_command(command) + local command_type = type(command) + if command_type == 'string' then + mp.command(command) + return true + elseif command_type == 'table' and #command > 0 then + mp.command_native(command) + return true + end + return false +end + +-- Serializes path into its semantic parts. +---@param path string +---@return nil|{path: string; is_root: boolean; dirname?: string; basename: string; filename: string; extension?: string;} +function serialize_path(path) + if not path or is_protocol(path) then return end + + local normal_path = normalize_path_lite(path) + local dirname, basename = utils.split_path(normal_path) + if basename == '' then basename, dirname = dirname:sub(1, #dirname - 1), nil end + local dot_i = string_last_index_of(basename, '.') + + return { + path = normal_path, + is_root = dirname == nil, + dirname = dirname, + basename = basename, + filename = dot_i and basename:sub(1, dot_i - 1) or basename, + extension = dot_i and basename:sub(dot_i + 1) or nil, + } +end + +local system_files = create_set({ + '$RECYCLE.BIN', '$Recycle.Bin', '$SysReset', '$WinREAgent', '.sys', 'pagefile.sys', 'hiberfil.sys', 'config.sys', + 'swapfile.sys', 'Thumbs.db', 'desktop.ini', +}) + +-- Reads items in directory and splits it into directories and files tables. +---@param path string +---@param opts? {types?: string[], hidden?: boolean} +---@return string[] files +---@return string[] directories +---@return string|nil error +function read_directory(path, opts) + opts = opts or {} + local items, error = utils.readdir(path, 'all') + local files, directories = {}, {} + + if not items then + return files, directories, 'Reading directory "' .. path .. '" failed. Error: ' .. utils.to_string(error) + end + + for _, item in ipairs(items) do + if item ~= '.' and item ~= '..' and not system_files[item] and (opts.hidden or item:sub(1, 1) ~= '.') then + local info = utils.file_info(join_path(path, item)) + if info then + if info.is_file then + if not opts.types or has_any_extension(item, opts.types) then + files[#files + 1] = item + end + else + directories[#directories + 1] = item + end + end + end + end + + return files, directories +end + +-- Returns full absolute paths of files in the same directory as `file_path`, +-- and index of the current file in the table. +-- Returned table will always contain `file_path`, regardless of `allowed_types`. +---@param file_path string +---@param opts? {types?: string[], hidden?: boolean} +function get_adjacent_files(file_path, opts) + opts = opts or {} + local current_meta = serialize_path(file_path) + if not current_meta then return end + local files, _dirs, error = read_directory(current_meta.dirname, {hidden = opts.hidden}) + if error then + msg.error(error) + return + end + sort_strings(files) + local current_file_index + local paths = {} + for _, file in ipairs(files) do + local is_current_file = current_meta.basename == file + if is_current_file or not opts.types or has_any_extension(file, opts.types) then + paths[#paths + 1] = join_path(current_meta.dirname, file) + if is_current_file then current_file_index = #paths end + end + end + if not current_file_index then return end + return paths, current_file_index +end + +-- Navigates in a list, using delta or, when `state.shuffle` is enabled, +-- randomness to determine the next item. Loops around if `loop-playlist` is enabled. +---@param paths table +---@param current_index number +---@param delta number 1 or -1 for forward or backward +function decide_navigation_in_list(paths, current_index, delta) + if #paths < 2 then return end + delta = delta < 0 and -1 or 1 + + -- Shuffle looks at the played files history trimmed to 80% length of the paths + -- and removes all paths in it from the potential shuffle pool. This guarantees + -- no path repetition until at least 80% of the playlist has been exhausted. + if state.shuffle then + state.shuffle_history = state.shuffle_history or { + pos = #state.history, + paths = itable_slice(state.history), + } + state.shuffle_history.pos = state.shuffle_history.pos + delta + local history_path = state.shuffle_history.paths[state.shuffle_history.pos] + local next_index = history_path and itable_index_of(paths, history_path) + if next_index then + return next_index, history_path + end + if delta < 0 then + state.shuffle_history.pos = state.shuffle_history.pos - delta + else + state.shuffle_history.pos = math.min(state.shuffle_history.pos, #state.shuffle_history.paths + 1) + end + + local trimmed_history = itable_slice(state.history, -math.floor(#paths * 0.8)) + local shuffle_pool = {} + + for index, value in ipairs(paths) do + if not itable_has(trimmed_history, value) then + shuffle_pool[#shuffle_pool + 1] = index + end + end + + math.randomseed(os.time()) + local next_index = shuffle_pool[math.random(#shuffle_pool)] + local next_path = paths[next_index] + table.insert(state.shuffle_history.paths, state.shuffle_history.pos, next_path) + return next_index, next_path + end + + local new_index = current_index + delta + if mp.get_property_native('loop-playlist') then + if new_index > #paths then + new_index = new_index % #paths + elseif new_index < 1 then + new_index = #paths - new_index + end + elseif new_index < 1 or new_index > #paths then + return + end + + return new_index, paths[new_index] +end + +---@param delta number +function navigate_directory(delta) + if not state.path or is_protocol(state.path) then return false end + local paths, current_index = get_adjacent_files(state.path, { + types = config.types.load, + hidden = options.show_hidden_files, + }) + if paths and current_index then + local _, path = decide_navigation_in_list(paths, current_index, delta) + if path then + mp.commandv('loadfile', path) + return true + end + end + return false +end + +---@param delta number +function navigate_playlist(delta) + local playlist, pos = mp.get_property_native('playlist'), mp.get_property_native('playlist-pos-1') + if playlist and #playlist > 1 and pos then + local paths = itable_map(playlist, function(item) return normalize_path(item.filename) end) + local index = decide_navigation_in_list(paths, pos, delta) + if index then + mp.commandv('playlist-play-index', index - 1) + return true + end + end + return false +end + +---@param delta number +function navigate_item(delta) + if state.has_playlist then return navigate_playlist(delta) else return navigate_directory(delta) end +end + +-- Can't use `os.remove()` as it fails on paths with unicode characters. +-- Returns `result, error`, result is table of: +-- `status:number(<0=error), stdout, stderr, error_string, killed_by_us:boolean` +---@param path string +function delete_file(path) + if state.platform == 'windows' then + if options.use_trash then + local ps_code = [[ + Add-Type -AssemblyName Microsoft.VisualBasic + [Microsoft.VisualBasic.FileIO.FileSystem]::DeleteFile('__path__', 'OnlyErrorDialogs', 'SendToRecycleBin') + ]] + + local escaped_path = string.gsub(path, "'", "''") + escaped_path = string.gsub(escaped_path, '’', '’’') + escaped_path = string.gsub(escaped_path, '%%', '%%%%') + ps_code = string.gsub(ps_code, '__path__', escaped_path) + args = {'powershell', '-NoProfile', '-Command', ps_code} + else + args = {'cmd', '/C', 'del', path} + end + else + if options.use_trash then + --On Linux and Macos the app trash-cli/trash must be installed first. + args = {'trash', path} + else + args = {'rm', path} + end + end + return mp.command_native({ + name = 'subprocess', + args = args, + playback_only = false, + capture_stdout = true, + capture_stderr = true, + }) +end + +function delete_file_navigate(delta) + local path, playlist_pos = state.path, state.playlist_pos + local is_local_file = path and not is_protocol(path) + + if navigate_item(delta) then + if state.has_playlist then + mp.commandv('playlist-remove', playlist_pos - 1) + end + else + mp.command('stop') + end + + if is_local_file then + if Menu:is_open('open-file') then + Elements:maybe('menu', 'delete_value', path) + end + if path then delete_file(path) end + end +end + +function serialize_chapter_ranges(normalized_chapters) + local ranges = {} + local simple_ranges = { + { + name = 'openings', + patterns = { + '^op ', '^op$', ' op$', + '^opening$', ' opening$', + }, + requires_next_chapter = true, + }, + { + name = 'intros', + patterns = { + '^intro$', ' intro$', + '^avant$', '^prologue$', + }, + requires_next_chapter = true, + }, + { + name = 'endings', + patterns = { + '^ed ', '^ed$', ' ed$', + '^ending ', '^ending$', ' ending$', + }, + }, + { + name = 'outros', + patterns = { + '^outro$', ' outro$', + '^closing$', '^closing ', + '^preview$', '^pv$', + }, + }, + } + local sponsor_ranges = {} + + -- Extend with alt patterns + for _, meta in ipairs(simple_ranges) do + local alt_patterns = config.chapter_ranges[meta.name] and config.chapter_ranges[meta.name].patterns + if alt_patterns then meta.patterns = itable_join(meta.patterns, alt_patterns) end + end + + -- Clone chapters + local chapters = {} + for i, normalized in ipairs(normalized_chapters) do chapters[i] = table_assign({}, normalized) end + + for i, chapter in ipairs(chapters) do + -- Simple ranges + for _, meta in ipairs(simple_ranges) do + if config.chapter_ranges[meta.name] then + local match = itable_find(meta.patterns, function(p) return chapter.lowercase_title:find(p) end) + if match then + local next_chapter = chapters[i + 1] + if next_chapter or not meta.requires_next_chapter then + ranges[#ranges + 1] = table_assign({ + start = chapter.time, + ['end'] = next_chapter and next_chapter.time or math.huge, + }, config.chapter_ranges[meta.name]) + end + end + end + end + + -- Sponsor blocks + if config.chapter_ranges.ads then + local id = chapter.lowercase_title:match('segment start *%(([%w]%w-)%)') + if id then -- ad range from sponsorblock + for j = i + 1, #chapters, 1 do + local end_chapter = chapters[j] + local end_match = end_chapter.lowercase_title:match('segment end *%(' .. id .. '%)') + if end_match then + local range = table_assign({ + start_chapter = chapter, + end_chapter = end_chapter, + start = chapter.time, + ['end'] = end_chapter.time, + }, config.chapter_ranges.ads) + ranges[#ranges + 1], sponsor_ranges[#sponsor_ranges + 1] = range, range + end_chapter.is_end_only = true + break + end + end -- single chapter for ad + elseif not chapter.is_end_only and + (chapter.lowercase_title:find('%[sponsorblock%]:') or chapter.lowercase_title:find('^sponsors?')) then + local next_chapter = chapters[i + 1] + ranges[#ranges + 1] = table_assign({ + start = chapter.time, + ['end'] = next_chapter and next_chapter.time or math.huge, + }, config.chapter_ranges.ads) + end + end + end + + -- Fix overlapping sponsor block segments + for index, range in ipairs(sponsor_ranges) do + local next_range = sponsor_ranges[index + 1] + if next_range then + local delta = next_range.start - range['end'] + if delta < 0 then + local mid_point = range['end'] + delta / 2 + range['end'], range.end_chapter.time = mid_point - 0.01, mid_point - 0.01 + next_range.start, next_range.start_chapter.time = mid_point, mid_point + end + end + end + table.sort(chapters, function(a, b) return a.time < b.time end) + + return chapters, ranges +end + +-- Ensures chapters are in chronological order +function normalize_chapters(chapters) + if not chapters then return {} end + -- Ensure chronological order + table.sort(chapters, function(a, b) return a.time < b.time end) + -- Ensure titles + for index, chapter in ipairs(chapters) do + local chapter_number = chapter.title and string.match(chapter.title, '^Chapter (%d+)$') + if chapter_number then + chapter.title = t('Chapter %s', tonumber(chapter_number)) + end + chapter.title = chapter.title ~= '(unnamed)' and chapter.title ~= '' and chapter.title or t('Chapter %s', index) + chapter.lowercase_title = chapter.title:lower() + end + return chapters +end + +function serialize_chapters(chapters) + chapters = normalize_chapters(chapters) + if not chapters then return end + --- timeline font size isn't accessible here, so normalize to size 1 and then scale during rendering + local opts = {size = 1, bold = true} + for index, chapter in ipairs(chapters) do + chapter.index = index + chapter.title_wrapped, chapter.title_lines = wrap_text(chapter.title, opts, 25) + chapter.title_wrapped_width = text_width(chapter.title_wrapped, opts) + chapter.title_wrapped = ass_escape(chapter.title_wrapped) + end + return chapters +end + +---Find all active key bindings or the active key binding for key +---@param key string|nil +---@return {[string]: table}|table +function find_active_keybindings(key) + local bindings = mp.get_property_native('input-bindings', {}) + local active_map = {} -- map: key-name -> bind-info + local active_table = {} + for _, bind in pairs(bindings) do + if bind.owner ~= 'uosc' and bind.priority >= 0 and (not key or bind.key == key) and ( + not active_map[bind.key] + or (active_map[bind.key].is_weak and not bind.is_weak) + or (bind.is_weak == active_map[bind.key].is_weak and bind.priority > active_map[bind.key].priority) + ) + then + active_table[#active_table + 1] = bind + active_map[bind.key] = bind + end + end + return key and active_map[key] or active_table +end + +do + local key_subs = {{'^#$', ''}, {anycase('sharp'), '#'}} + + -- Replaces stuff like `SHARP` -> `#`, `#` -> `` + ---@param keybind string + function keybind_to_human(keybind) + for _, sub in ipairs(key_subs) do + keybind = string.gsub(keybind, sub[1], sub[2]) + end + return keybind + end +end + +---@param type 'sub'|'audio'|'video' +---@param path string +function load_track(type, path) + mp.commandv(type .. '-add', path, 'cached') + -- If subtitle track was loaded, assume the user also wants to see it + if type == 'sub' then + mp.commandv('set', 'sub-visibility', 'yes') + end +end + +---@param args (string|number)[] +---@return string|nil error +---@return table data +function call_ziggy(args) + local result = mp.command_native({ + name = 'subprocess', + capture_stderr = true, + capture_stdout = true, + playback_only = false, + args = itable_join({config.ziggy_path}, args), + }) + + if result.status ~= 0 then + return 'Calling ziggy failed. Exit code ' .. result.status .. ': ' .. result.stdout .. result.stderr, {} + end + + local data = utils.parse_json(result.stdout) + if not data then + return 'Ziggy response error. Couldn\'t parse json: ' .. result.stdout, {} + elseif data.error then + return 'Ziggy error: ' .. data.message, {} + else + return nil, data + end +end + +---@param args (string|number)[] +---@param callback fun(error: string|nil, data: table) +---@return fun() abort Function to abort the request. +function call_ziggy_async(args, callback) + local abort_signal = mp.command_native_async({ + name = 'subprocess', + capture_stderr = true, + capture_stdout = true, + playback_only = false, + args = itable_join({config.ziggy_path}, args), + }, function(success, result, error) + if not success or not result or result.status ~= 0 then + local exit_code = (result and result.status or 'unknown') + local message = error or (result and result.stdout .. result.stderr) or '' + callback('Calling ziggy failed. Exit code: ' .. exit_code .. ' Error: ' .. message, {}) + return + end + + local json = result and type(result.stdout) == 'string' and result.stdout or '' + local data = utils.parse_json(json) + if not data then + callback('Ziggy response error. Couldn\'t parse json: ' .. json, {}) + elseif data.error then + callback('Ziggy error: ' .. data.message, {}) + else + return callback(nil, data) + end + end) + + return function() + mp.abort_async_command(abort_signal) + end +end + +---@return string|nil +function get_clipboard() + local data, err = mp.get_property('clipboard/text') + if data then + return data + end + if err and err ~= 'property not found' and err ~= 'property unavailable' then + mp.commandv('show-text', 'Get clipboard error: ' .. err) + return nil + end + + local err, data = call_ziggy({'get-clipboard'}) + if err then + mp.commandv('show-text', 'Get clipboard error. See console for details.') + msg.error(err) + end + return data and data.payload +end + +---@param payload any +---@return string|nil payload String that was copied to clipboard. +function set_clipboard(payload) + payload = tostring(payload) + + local success, err = mp.set_property('clipboard/text', payload) + if success then + mp.commandv('show-text', t('Copied to clipboard') .. ': ' .. payload, 3000) + return payload + end + if err and err ~= 'property not found' and err ~= 'property unavailable' then + mp.commandv('show-text', 'Set clipboard error: ' .. err) + return nil + end + + local err, data = call_ziggy({'set-clipboard', payload}) + if err then + mp.commandv('show-text', 'Set clipboard error. See console for details.') + msg.error(err) + else + mp.commandv('show-text', t('Copied to clipboard') .. ': ' .. payload, 3000) + end + return data and data.payload +end + +-- Returns Youtube heatmap data if available. +---@return number[]|nil Flat table of normalized points (0–1) +function load_youtube_heatmap() + if not state.path or not is_protocol(state.path) then return end + -- Match mpv's ytdl whitelist + if not (state.path:match('^https?://%w+%.youtube%.com/') or + state.path:match('^https?://youtube%.com/') or + state.path:match('^https?://youtu%.be/')) then return end + + local r = mp.get_property_native('user-data/mpv/ytdl/json-subprocess-result') + local ytdl_result = r and utils.parse_json(r.stdout) + if ytdl_result and ytdl_result.heatmap then + local data = ytdl_result.heatmap + local max_val = 0 + local vid_length = data[#data].end_time + for _, seg in ipairs(data) do + max_val = math.max(max_val, seg.value) + end + -- Normalize and clamp to avoid gaps in heatmap + local is_above = options.timeline_heatmap == 'above' + local min_height, graph_height = 4, is_above and 40 or options.timeline_size + local max_norm_y = 1 - (min_height / graph_height) + local norm = {0, 1} + for _, seg in ipairs(data) do + local center_time = (seg.start_time + seg.end_time) / 2 + local norm_x = center_time / vid_length + local norm_y = math.min(max_norm_y, 1 - (seg.value / max_val)) + norm[#norm + 1], norm[#norm + 2] = norm_x, norm_y + end + -- Add final anchor + local last_y = math.min(max_norm_y, 1 - (data[#data].value / max_val)) + norm[#norm + 1], norm[#norm + 2] = 1, last_y + norm[#norm + 1], norm[#norm + 2] = 1, 1 + return points_to_bezier(norm) + end +end + +--[[ RENDERING ]] + +function render() + if not display.initialized then return end + state.render_last_time = mp.get_time() + + cursor:clear_zones() + + -- Actual rendering + local ass = assdraw.ass_new() + + -- Idle indicator + if state.is_idle and not Manager.disabled.idle_indicator then + local smaller_side = math.min(display.width, display.height) + local center_x, center_y, icon_size = display.width / 2, display.height / 2, math.max(smaller_side / 4, 56) + ass:icon(center_x, center_y - icon_size / 4, icon_size, 'not_started', { + color = fg, opacity = config.opacity.idle_indicator, + }) + ass:txt(center_x, center_y + icon_size / 2, 8, t('Drop files or URLs to play here'), { + size = icon_size / 4, color = fg, opacity = config.opacity.idle_indicator, + }) + end + + -- Audio indicator + if state.is_audio and not state.has_image and not Manager.disabled.audio_indicator + and not (state.pause and options.pause_indicator == 'static') then + local smaller_side = math.min(display.width, display.height) + ass:icon(display.width / 2, display.height / 2, smaller_side / 4, 'graphic_eq', { + color = fg, opacity = config.opacity.audio_indicator, + }) + end + + -- Elements + for _, element in Elements:ipairs() do + if element.enabled then + local result = element:maybe('render') + if result then + ass:new_event() + ass:merge(result) + end + end + end + + cursor:decide_keybinds() + + -- submit + if osd.res_x == display.width and osd.res_y == display.height and osd.data == ass.text then + return + end + + osd.res_x = display.width + osd.res_y = display.height + osd.data = ass.text + osd.z = 2000 + osd:update() + + update_margins() +end + +-- Request that render() is called. +-- The render is then either executed immediately, or rate-limited if it was +-- called a small time ago. +state.render_timer = mp.add_timeout(0, render) +state.render_timer:kill() +function request_render() + if state.render_timer:is_enabled() then return end + local timeout = math.max(0, state.render_delay - (mp.get_time() - state.render_last_time)) + state.render_timer.timeout = timeout + state.render_timer:resume() +end \ No newline at end of file diff --git a/scripts/uosc/main.lua b/scripts/uosc/main.lua new file mode 100644 index 0000000..8ff6f6a --- /dev/null +++ b/scripts/uosc/main.lua @@ -0,0 +1,1207 @@ +--[[ uosc | https://github.com/tomasklaen/uosc ]] +local uosc_version = '5.12.0' + +mp.commandv('script-message', 'uosc-version', uosc_version) + +mp.set_property('osc', 'no') + +assdraw = require('mp.assdraw') +opt = require('mp.options') +utils = require('mp.utils') +msg = require('mp.msg') +osd = mp.create_osd_overlay('ass-events') +QUARTER_PI_SIN = math.sin(math.pi / 4) + +require('lib/std') + +--[[ OPTIONS ]] + +defaults = { + timeline_style = 'line', + timeline_line_width = 2, + timeline_size = 40, + progress = 'windowed', + progress_size = 2, + progress_line_width = 20, + timeline_persistency = '', + timeline_border = 1, + timeline_step = '5', + timeline_cache = true, + timeline_heatmap = 'overlay', + + controls = + 'menu,gap,subtitles,audio,video,editions,stream-quality,gap,space,speed,space,shuffle,loop-playlist,loop-file,gap,prev,items,next,gap,fullscreen', + controls_size = 32, + controls_margin = 8, + controls_spacing = 2, + controls_persistency = '', + + volume = 'right', + volume_size = 40, + volume_persistency = '', + volume_border = 1, + volume_step = 1, + + speed_persistency = '', + speed_step = 0.1, + speed_step_is_factor = false, + + menu_item_height = 36, + menu_min_width = 260, + menu_padding = 4, + menu_type_to_search = true, + + top_bar = 'no-border', + top_bar_size = 40, + top_bar_persistency = '', + top_bar_controls = 'right', + top_bar_title = 'yes', + top_bar_alt_title = '', + top_bar_alt_title_place = 'below', + top_bar_flash_on = 'video,audio', + + window_border_size = 1, + + autoload = false, + shuffle = false, + + scale = 1, + scale_fullscreen = 1.3, + font_scale = 1, + text_border = 1.2, + border_radius = 4, + color = '', + opacity = '', + animation_duration = 100, + refine = '', + flash_duration = 1000, + proximity_in = 40, + proximity_out = 120, + total_time = false, -- deprecated by below + destination_time = 'playtime-remaining', + time_precision = 0, + font_bold = false, + autohide = false, + buffered_time_threshold = 60, + pause_indicator = 'flash', + stream_quality_options = '4320,2160,1440,1080,720,480,360,240,144', + video_types = + '3g2,3gp,asf,avi,f4v,flv,h264,h265,m2ts,m4v,mkv,mov,mp4,mp4v,mpeg,mpg,ogm,ogv,rm,rmvb,ts,vob,webm,wmv,y4m', + audio_types = + 'aac,ac3,aiff,ape,au,cue,dsf,dts,flac,m4a,mid,midi,mka,mp3,mp4a,oga,ogg,opus,spx,tak,tta,wav,weba,wma,wv', + image_types = 'apng,avif,bmp,gif,j2k,jp2,jfif,jpeg,jpg,jxl,mj2,png,svg,tga,tif,tiff,webp', + subtitle_types = 'aqt,ass,gsub,idx,jss,lrc,mks,pgs,pjs,psb,rt,sbv,slt,smi,sub,sup,srt,ssa,ssf,ttxt,txt,usf,vt,vtt', + playlist_types = 'm3u,m3u8,pls,url,cue', + load_types = 'video,audio,image', + default_directory = '~/', + show_hidden_files = false, + use_trash = false, + adjust_osd_margins = true, + chapter_ranges = 'openings:30abf964,endings:30abf964,ads:c54e4e80', + chapter_range_patterns = 'openings:オープニング;endings:エンディング', + languages = 'slang,en', + subtitles_directory = '~~/subtitles', + disable_elements = '', +} +options = table_copy(defaults) +function handle_options(changed_options) + if changed_options.time_precision then + timestamp_zero_rep_clear_cache() + end + update_config() + update_human_times() + Manager:disable('user', options.disable_elements) + Elements:trigger('options') + Elements:update_proximities() + request_render() +end +opt.read_options(options, 'uosc', handle_options) +-- Normalize values +options.proximity_out = math.max(options.proximity_out, options.proximity_in + 1) +if options.chapter_ranges:sub(1, 4) == '^op|' then options.chapter_ranges = defaults.chapter_ranges end +if options.total_time and options.destination_time == 'playtime-remaining' then + msg.warn('`total_time` is deprecated. Use `destination_time` instead.') + options.destination_time = 'total' +elseif not itable_index_of({'total', 'playtime-remaining', 'time-remaining'}, options.destination_time) then + options.destination_time = 'playtime-remaining' +end +if not itable_index_of({'left', 'right'}, options.top_bar_controls) then + options.top_bar_controls = options.top_bar_controls == 'yes' and 'right' or nil +end + +--[[ INTERNATIONALIZATION ]] +local intl = require('lib/intl') +t = intl.t +require('lib/char_conv') +fzy = require('lib/fzy') + +--[[ CONFIG ]] +local config_defaults = { + color = { + foreground = serialize_rgba('ffffff').color, + foreground_text = serialize_rgba('000000').color, + background = serialize_rgba('000000').color, + background_text = serialize_rgba('ffffff').color, + window_border = serialize_rgba('000000').color, + curtain = serialize_rgba('111111').color, + success = serialize_rgba('a5e075').color, + error = serialize_rgba('ff616e').color, + match = serialize_rgba('69c5ff').color, + heatmap = serialize_rgba('00adee').color, + }, + opacity = { + timeline = 0.9, + position = 1, + chapters = 0.8, + slider = 0.9, + slider_gauge = 1, + controls = 0, + speed = 0.6, + menu = 1, + submenu = 0.4, + border = 1, + title = 1, + tooltip = 1, + thumbnail = 1, + curtain = 0.8, + idle_indicator = 0.8, + audio_indicator = 0.5, + buffering_indicator = 0.3, + playlist_position = 0.8, + heatmap = 0.4, + }, +} +config = { + version = uosc_version, + open_subtitles_api_key = 'b0rd16N0bp7DETMpO4pYZwIqmQkZbYQr', + open_subtitles_agent = 'uosc v' .. uosc_version, + -- sets max rendering frequency in case the + -- native rendering frequency could not be detected + render_delay = 1 / 60, + font = mp.get_property('options/osd-font'), + osd_margin_x = mp.get_property('osd-margin-x'), + osd_margin_y = mp.get_property('osd-margin-y'), + osd_alignment_x = mp.get_property('osd-align-x'), + osd_alignment_y = mp.get_property('osd-align-y'), + refine = create_set(comma_split(options.refine)), + types = { + video = comma_split(options.video_types), + audio = comma_split(options.audio_types), + image = comma_split(options.image_types), + subtitle = comma_split(options.subtitle_types), + playlist = comma_split(options.playlist_types), + media = comma_split(options.video_types + .. ',' .. options.audio_types + .. ',' .. options.image_types + .. ',' .. options.playlist_types), + load = {}, -- populated by update_load_types() below + }, + stream_quality_options = comma_split(options.stream_quality_options), + top_bar_flash_on = comma_split(options.top_bar_flash_on), + chapter_ranges = (function() + ---@type table Alternative patterns. + local alt_patterns = {} + if options.chapter_range_patterns and options.chapter_range_patterns ~= '' then + for _, definition in ipairs(split(options.chapter_range_patterns, ';+ *')) do + local name_patterns = split(definition, ' *:') + local name, patterns = name_patterns[1], name_patterns[2] + if name and patterns then alt_patterns[name] = split(patterns, ',') end + end + end + + ---@type table + local ranges = {} + if options.chapter_ranges and options.chapter_ranges ~= '' then + for _, definition in ipairs(split(options.chapter_ranges, ' *,+ *')) do + local name_color = split(definition, ' *:+ *') + local name, color = name_color[1], name_color[2] + if name and color + and name:match('^[a-zA-Z0-9_]+$') and color:match('^[a-fA-F0-9]+$') + and (#color == 6 or #color == 8) then + local range = serialize_rgba(name_color[2]) + range.patterns = alt_patterns[name] + ranges[name_color[1]] = range + end + end + end + return ranges + end)(), + color = table_copy(config_defaults.color), + opacity = table_copy(config_defaults.opacity), + cursor_leave_fadeout_elements = {'timeline', 'volume', 'top_bar', 'controls'}, + timeline_step = 5, + timeline_step_flag = '', +} + +function update_load_types() + local extensions = {} + local types = create_set(comma_split(options.load_types:lower())) + + if types.same then + types.same = nil + if state and state.type then types[state.type] = true end + end + + for _, name in ipairs(table_keys(types)) do + local type_extensions = config.types[name] + if type(type_extensions) == 'table' then + itable_append(extensions, type_extensions) + else + msg.warn('Unknown load type: ' .. name) + end + end + + config.types.load = extensions +end + +-- Updates config with values dependent on options +function update_config() + -- Required environment config + if options.autoload then + mp.commandv('set', 'keep-open', 'yes') + mp.commandv('set', 'keep-open-pause', 'no') + end + + -- Adds `{element}_persistency` config properties with forced visibility states (e.g.: `{paused = true}`) + for _, name in ipairs({'timeline', 'controls', 'volume', 'top_bar', 'speed'}) do + local option_name = name .. '_persistency' + local value, flags = options[option_name], {} + if type(value) == 'string' then + for _, state in ipairs(comma_split(value)) do flags[state] = true end + end + config[option_name] = flags + end + + -- Opacity + config.opacity = table_assign({}, config_defaults.opacity, serialize_key_value_list(options.opacity, + function(value, key) + return clamp(0, tonumber(value) or config.opacity[key], 1) + end + )) + + -- Color + config.color = table_assign({}, config_defaults.color, serialize_key_value_list(options.color, function(value) + return serialize_rgba(value).color + end)) + + -- Global color shorthands + fg, bg = config.color.foreground, config.color.background + fgt, bgt = config.color.foreground_text, config.color.background_text + + -- Timeline step + do + local is_exact = options.timeline_step:sub(-1) == '!' + config.timeline_step = tonumber(is_exact and options.timeline_step:sub(1, -2) or options.timeline_step) + config.timeline_step_flag = is_exact and 'exact' or '' + end + + -- Other + update_load_types() +end +update_config() + +-- Default menu items +function create_default_menu_items() + return { + {title = t('Subtitles'), value = 'script-binding uosc/subtitles'}, + {title = t('Audio tracks'), value = 'script-binding uosc/audio'}, + {title = t('Stream quality'), value = 'script-binding uosc/stream-quality'}, + {title = t('Playlist'), value = 'script-binding uosc/items'}, + {title = t('Chapters'), value = 'script-binding uosc/chapters'}, + { + title = t('Navigation'), + items = { + { + title = t('Next'), + hint = t('playlist or file'), + value = + 'script-binding uosc/next', + }, + { + title = t('Prev'), + hint = t('playlist or file'), + value = + 'script-binding uosc/prev', + }, + {title = t('Delete file & Next'), value = 'script-binding uosc/delete-file-next'}, + {title = t('Delete file & Prev'), value = 'script-binding uosc/delete-file-prev'}, + {title = t('Delete file & Quit'), value = 'script-binding uosc/delete-file-quit'}, + {title = t('Open file'), value = 'script-binding uosc/open-file'}, + }, + }, + { + title = t('Utils'), + items = { + { + title = t('Aspect ratio'), + items = { + {title = t('Default'), value = 'set video-aspect-override no'}, + {title = '16:9', value = 'set video-aspect-override "16:9"'}, + {title = '4:3', value = 'set video-aspect-override "4:3"'}, + {title = '2.35:1', value = 'set video-aspect-override "2.35:1"'}, + }, + }, + {title = t('Audio devices'), value = 'script-binding uosc/audio-device'}, + {title = t('Editions'), value = 'script-binding uosc/editions'}, + {title = t('Screenshot'), value = 'async screenshot'}, + {title = t('Key bindings'), value = 'script-binding uosc/keybinds'}, + {title = t('Show in directory'), value = 'script-binding uosc/show-in-directory'}, + {title = t('Open config folder'), value = 'script-binding uosc/open-config-directory'}, + {title = t('Update uosc'), value = 'script-binding uosc/update'}, + }, + }, + {title = t('Quit'), value = 'quit'}, + } +end + +--[[ STATE ]] + +display = {ax = 0, ay = 0, bx = 1280, by = 720, width = 1280, height = 720, initialized = false} +cursor = require('lib/cursor') +state = { + platform = (function() + local platform = mp.get_property_native('platform') + if platform then + if itable_index_of({'windows', 'darwin'}, platform) then return platform end + else + if os.getenv('windir') ~= nil then return 'windows' end + local homedir = os.getenv('HOME') + if homedir ~= nil and string.sub(homedir, 1, 6) == '/Users' then return 'darwin' end + end + return 'linux' + end)(), + cwd = mp.get_property('working-directory'), + path = nil, -- current file path or URL + history = {}, -- history of last played files stored as full paths + time = nil, -- current media playback time + speed = 1, + ---@type number|nil + duration = nil, -- current media duration + max_seconds = nil, -- max seconds the time in timeline is expected to reach, accounted for speed + time_human = nil, -- current playback time in human format + destination_time_human = nil, -- depends on options.destination_time + pause = mp.get_property_native('pause'), + ime_active = mp.get_property_native('input-ime'), + chapters = {}, + chapter_ranges = {}, + border = mp.get_property_native('border'), + title_bar = mp.get_property_native('title-bar'), + fullscreen = mp.get_property_native('fullscreen'), + maximized = mp.get_property_native('window-maximized'), + fullormaxed = mp.get_property_native('fullscreen') or mp.get_property_native('window-maximized'), + render_timer = nil, + render_last_time = 0, + volume = mp.get_property_native('volume'), + volume_max = mp.get_property_native('volume-max'), + mute = nil, + type = nil, -- video,image,audio + is_idle = false, + is_video = false, + is_audio = false, -- true if file is audio only (mp3, etc) + is_image = false, + is_stream = false, + has_image = false, + has_audio = false, + has_sub = false, + has_chapter = false, + has_playlist = false, + shuffle = options.shuffle, + ---@type nil|{pos: number; paths: string[]} + shuffle_history = nil, + on_shuffle = function() state.shuffle_history = nil end, + mouse_bindings_enabled = false, + uncached_ranges = nil, + cache = nil, + cache_buffering = 100, + cache_underrun = false, + cache_duration = nil, + core_idle = false, + eof_reached = false, + render_delay = config.render_delay, + playlist_count = 0, + playlist_pos = 0, + margin_top = 0, + margin_bottom = 0, + margin_left = 0, + margin_right = 0, + hidpi_scale = 1, + scale = 1, + radius = 0, +} +buttons = require('lib/buttons') +thumbnail = {width = 0, height = 0, disabled = false} +external = {} -- Properties set by external scripts +key_binding_overwrites = {} -- Table of key_binding:mpv_command +Elements = require('elements/Elements') +Menu = require('elements/Menu') + +-- State dependent utilities +require('lib/utils') +require('lib/text') +require('lib/ass') +require('lib/menus') + +-- Determine path to ziggy +do + local bin = 'ziggy-' .. (state.platform == 'windows' and 'windows.exe' or state.platform) + config.ziggy_path = os.getenv('MPV_UOSC_ZIGGY') or join_path(mp.get_script_directory(), join_path('bin', bin)) +end + +--[[ STATE UPDATERS ]] + +function update_display_dimensions() + state.scale = (state.hidpi_scale or 1) * (state.fullormaxed and options.scale_fullscreen or options.scale) + state.radius = round(options.border_radius * state.scale) + local real_width, real_height = mp.get_osd_size() + if real_width <= 0 then return end + display.bx, display.width, display.by, display.height = real_width, real_width, real_height, real_height + display.initialized = true + + -- Tell elements about this + Elements:trigger('display') + + -- Some elements probably changed their rectangles as a reaction to `display` + Elements:update_proximities() + request_render() +end + +function update_fullormaxed() + state.fullormaxed = state.fullscreen or state.maximized + update_display_dimensions() + Elements:trigger('prop_fullormaxed', state.fullormaxed) + cursor:leave() +end + +function update_duration() + local duration = state._duration and ((state.rebase_start_time == false and state.start_time) + and (state._duration + state.start_time) or state._duration) + set_state('duration', duration) + update_human_times() +end + +function update_human_times() + state.speed = state.speed or 1 + if state.time then + if state.duration then + if options.destination_time == 'playtime-remaining' then + state.destination_time_human = format_time((state.time - state.duration) / state.speed, state.duration) + elseif options.destination_time == 'total' then + state.destination_time_human = format_time(state.duration, state.duration) + else + state.destination_time_human = format_time(state.time - state.duration, state.duration) + end + else + state.destination_time_human = nil + end + state.time_human = format_time(state.time, state.duration or state.time) + else + state.time_human, state.destination_time_human = nil, nil + end +end + +-- Notifies other scripts such as console about where the unoccupied parts of the screen are. +function update_margins() + if display.height == 0 then return end + + local function causes_margin(element) + return element and element.enabled and (element:is_persistent() or element.min_visibility > 0.5) + end + local timeline, top_bar, controls, volume = Elements.timeline, Elements.top_bar, Elements.controls, Elements.volume + -- margins are normalized to window size + local left, right, top, bottom = 0, 0, 0, 0 + + if causes_margin(controls) then + bottom = (display.height - controls.ay) / display.height + elseif causes_margin(timeline) then + bottom = (display.height - timeline.ay) / display.height + end + + if causes_margin(top_bar) then top = top_bar.title_by / display.height end + + if causes_margin(volume) then + if options.volume == 'left' then + left = volume.bx / display.width + elseif options.volume == 'right' then + right = volume.ax / display.width + end + end + + if top == state.margin_top and bottom == state.margin_bottom and + left == state.margin_left and right == state.margin_right then + return + end + + state.margin_top = top + state.margin_bottom = bottom + state.margin_left = left + state.margin_right = right + + if utils.shared_script_property_set then + utils.shared_script_property_set('osc-margins', string.format('%f,%f,%f,%f', 0, 0, top, bottom)) + end + mp.set_property_native('user-data/osc/margins', {l = left, r = right, t = top, b = bottom}) + + if not options.adjust_osd_margins then return end + local osd_margin_y, osd_margin_x, osd_factor_x = 0, 0, display.width / display.height * 720 + if config.osd_alignment_y == 'bottom' then + osd_margin_y = round(bottom * 720) + elseif config.osd_alignment_y == 'top' then + osd_margin_y = round(top * 720) + end + if config.osd_alignment_x == 'left' then + osd_margin_x = round(left * osd_factor_x) + elseif config.osd_alignment_x == 'right' then + osd_margin_x = round(right * osd_factor_x) + end + mp.set_property_native('osd-margin-y', osd_margin_y + config.osd_margin_y) + mp.set_property_native('osd-margin-x', osd_margin_x + config.osd_margin_x) +end +function create_state_setter(name, callback) + return function(_, value) + set_state(name, value) + if callback then callback() end + request_render() + end +end + +function set_state(name, value) + state[name] = value + local state_event = state['on_' .. name] + if state_event then state_event(value) end + Elements:trigger('prop_' .. name, value) +end + +function handle_file_end() + local resume = false + if not state.loop_file then + if state.has_playlist then + resume = state.shuffle and navigate_playlist(1) + else + resume = options.autoload and navigate_directory(1) + end + end + -- Resume only when navigation happened + if resume then mp.command('set pause no') end +end +local file_end_timer = mp.add_timeout(1, handle_file_end) +file_end_timer:kill() + +function load_file_index_in_current_directory(index) + if not state.path or is_protocol(state.path) then return end + + local serialized = serialize_path(state.path) + if serialized and serialized.dirname then + local files, _dirs, error = read_directory(serialized.dirname, { + types = config.types.load, + hidden = options.show_hidden_files, + }) + + if error then + msg.error(error) + return + end + + sort_strings(files) + if index < 0 then index = #files + index + 1 end + + if files[index] then + mp.commandv('loadfile', join_path(serialized.dirname, files[index])) + end + end +end + +function update_render_delay(name, fps) + if fps then state.render_delay = 1 / fps end +end + +function observe_display_fps(name, fps) + if fps then + mp.unobserve_property(update_render_delay) + mp.unobserve_property(observe_display_fps) + mp.observe_property('display-fps', 'native', update_render_delay) + end +end + +--[[ STATE HOOKS ]] + +mp.register_event('file-loaded', function() + local path = normalize_path(mp.get_property_native('path')) + itable_delete_value(state.history, path) + state.history[#state.history + 1] = path + set_state('path', path) + + -- Flash top bar on requested file types + for _, type in ipairs(config.top_bar_flash_on) do + if state['is_' .. type] then + Elements:flash({'top_bar'}) + break + end + end +end) +mp.register_event('end-file', function(event) + set_state('path', nil) + if event.reason == 'eof' then + file_end_timer:kill() + handle_file_end() + end +end) +mp.observe_property('playback-time', 'number', create_state_setter('time', function() + -- Create a file-end event that triggers right before file ends + file_end_timer:kill() + if state.duration and state.time and not state.pause then + local remaining = (state.duration - state.time) / state.speed + if remaining < 5 then + local timeout = remaining - 0.02 + if timeout > 0 then + file_end_timer.timeout = timeout + file_end_timer:resume() + else + handle_file_end() + end + end + end + + update_human_times() +end)) +mp.observe_property('rebase-start-time', 'bool', create_state_setter('rebase_start_time', update_duration)) +mp.observe_property('demuxer-start-time', 'number', create_state_setter('start_time', update_duration)) +mp.observe_property('duration', 'number', create_state_setter('_duration', update_duration)) +mp.observe_property('speed', 'number', create_state_setter('speed', update_human_times)) +mp.observe_property('track-list', 'native', function(name, value) + -- checks the file dispositions + local types = {sub = 0, image = 0, audio = 0, video = 0} + for _, track in ipairs(value) do + if track.type == 'video' then + if track.image or track.albumart then + types.image = types.image + 1 + else + types.video = types.video + 1 + end + elseif types[track.type] then + types[track.type] = types[track.type] + 1 + end + end + set_state('is_audio', types.video == 0 and types.audio > 0) + set_state('is_image', types.image > 0 and types.video == 0 and types.audio == 0) + set_state('has_image', types.image > 0) + set_state('has_audio', types.audio > 0) + set_state('has_many_audio', types.audio > 1) + set_state('has_sub', types.sub > 0) + set_state('has_many_sub', types.sub > 1) + set_state('is_video', types.video > 0) + set_state('has_many_video', types.video > 1) + set_state('type', state.is_video and 'video' or state.is_audio and 'audio' or state.is_image and 'image' or nil) + update_load_types() + Elements:trigger('dispositions') +end) +mp.observe_property('editions', 'number', function(_, editions) + if editions then set_state('has_many_edition', editions > 1) end + Elements:trigger('dispositions') +end) +mp.observe_property('chapter-list', 'native', function(_, chapters) + local chapters, chapter_ranges = serialize_chapters(chapters), {} + if chapters then chapters, chapter_ranges = serialize_chapter_ranges(chapters) end + set_state('chapters', chapters) + set_state('chapter_ranges', chapter_ranges) + set_state('has_chapter', #chapters > 0) + Elements:trigger('dispositions') +end) +mp.observe_property('border', 'bool', create_state_setter('border')) +mp.observe_property('title-bar', 'bool', create_state_setter('title_bar')) +mp.observe_property('loop-file', 'native', create_state_setter('loop_file')) +mp.observe_property('ab-loop-a', 'number', create_state_setter('ab_loop_a')) +mp.observe_property('ab-loop-b', 'number', create_state_setter('ab_loop_b')) +mp.observe_property('playlist-pos-1', 'number', create_state_setter('playlist_pos')) +mp.observe_property('playlist-count', 'number', function(_, value) + set_state('playlist_count', value) + set_state('has_playlist', value > 1) + Elements:trigger('dispositions') +end) +mp.observe_property('fullscreen', 'bool', create_state_setter('fullscreen', update_fullormaxed)) +mp.observe_property('window-maximized', 'bool', create_state_setter('maximized', update_fullormaxed)) +mp.observe_property('idle-active', 'bool', function(_, idle) + set_state('is_idle', idle) + Elements:trigger('dispositions') + mp.commandv('script-message-to', 'thumbfast', 'clear') +end) +mp.observe_property('pause', 'bool', create_state_setter('pause', function() file_end_timer:kill() end)) +mp.observe_property('volume', 'number', create_state_setter('volume')) +mp.observe_property('volume-max', 'number', create_state_setter('volume_max')) +mp.observe_property('mute', 'bool', create_state_setter('mute')) +mp.observe_property('osd-dimensions', 'native', function(name, val) + update_display_dimensions() + request_render() +end) +mp.observe_property('display-hidpi-scale', 'native', create_state_setter('hidpi_scale', update_display_dimensions)) +mp.observe_property('cache', 'string', create_state_setter('cache')) +mp.observe_property('cache-buffering-state', 'number', create_state_setter('cache_buffering')) +mp.observe_property('demuxer-via-network', 'native', create_state_setter('is_stream', function() + Elements:trigger('dispositions') +end)) +mp.observe_property('demuxer-cache-state', 'native', function(prop, cache_state) + local cached_ranges, bof, eof, uncached_ranges = nil, nil, nil, nil + if cache_state then + cached_ranges, bof, eof = cache_state['seekable-ranges'], cache_state['bof-cached'], cache_state['eof-cached'] + set_state('cache_underrun', cache_state['underrun']) + set_state('cache_duration', not cache_state.eof and cache_state['cache-duration'] or nil) + else + cached_ranges = {} + set_state('cache_underrun', false) + end + + if not (state.duration and (#cached_ranges > 0 or state.cache == 'yes' or + (state.cache == 'auto' and state.is_stream))) then + if state.uncached_ranges then set_state('uncached_ranges', nil) end + set_state('cache_duration', nil) + return + end + + -- Normalize + local ranges = {} + for _, range in ipairs(cached_ranges) do + ranges[#ranges + 1] = { + math.max(range['start'] or 0, 0), + math.min(range['end'] or state.duration --[[@as number]], state.duration), + } + end + table.sort(ranges, function(a, b) return a[1] < b[1] end) + if bof then ranges[1][1] = 0 end + if eof then ranges[#ranges][2] = state.duration end + -- Invert cached ranges into uncached ranges, as that's what we're rendering + local inverted_ranges = {{0, state.duration}} + for _, cached in pairs(ranges) do + inverted_ranges[#inverted_ranges][2] = cached[1] + inverted_ranges[#inverted_ranges + 1] = {cached[2], state.duration} + end + uncached_ranges = {} + local last_range = nil + for _, range in ipairs(inverted_ranges) do + if last_range and last_range[2] + 0.5 > range[1] then -- fuse ranges + last_range[2] = range[2] + else + if range[2] - range[1] > 0.5 then -- skip short ranges + uncached_ranges[#uncached_ranges + 1] = range + last_range = range + end + end + end + + set_state('uncached_ranges', uncached_ranges) +end) +mp.observe_property('display-fps', 'native', observe_display_fps) +mp.observe_property('estimated-display-fps', 'native', update_render_delay) +mp.observe_property('eof-reached', 'native', create_state_setter('eof_reached')) +mp.observe_property('core-idle', 'native', create_state_setter('core_idle')) + +--[[ KEY BINDS ]] + +-- Adds a key binding that respects rerouting set by `key_binding_overwrites` table. +---@param name string +---@param callback fun(event: table) +---@param flags nil|string +function bind_command(name, callback, flags) + mp.add_key_binding(nil, name, function(...) + if key_binding_overwrites[name] then + mp.command(key_binding_overwrites[name]) + else + callback(...) + end + end, flags) +end + +bind_command('toggle-ui', function() Elements:toggle({'timeline', 'controls', 'volume', 'top_bar'}) end) +bind_command('flash-ui', function() Elements:flash({'timeline', 'controls', 'volume', 'top_bar'}) end) +bind_command('flash-timeline', function() Elements:flash({'timeline'}) end) +bind_command('flash-top-bar', function() Elements:flash({'top_bar'}) end) +bind_command('flash-volume', function() Elements:flash({'volume'}) end) +bind_command('flash-speed', function() Elements:flash({'speed'}) end) +bind_command('flash-pause-indicator', function() Elements:flash({'pause_indicator'}) end) +bind_command('flash-progress', function() Elements:flash({'progress'}) end) +bind_command('toggle-progress', function() Elements:maybe('timeline', 'toggle_progress') end) +bind_command('toggle-title', function() Elements:maybe('top_bar', 'toggle_title') end) +bind_command('decide-pause-indicator', function() Elements:maybe('pause_indicator', 'decide') end) +bind_command('menu', function() toggle_menu_with_items() end) +bind_command('menu-blurred', function() toggle_menu_with_items({mouse_nav = true}) end) +bind_command('keybinds', function() + if Menu:is_open('keybinds') then + Menu:close() + else + open_command_menu({type = 'keybinds', items = get_keybinds_items(), search_style = 'palette'}) + end +end) +bind_command('download-subtitles', open_subtitle_downloader) +bind_command('load-subtitles', create_track_loader_menu_opener({ + prop = 'sub', + title = t('Load subtitles'), + loaded_message = t('Loaded subtitles'), + allowed_types = itable_join(config.types.video, config.types.subtitle), +})) +bind_command('load-audio', create_track_loader_menu_opener({ + prop = 'audio', + title = t('Load audio'), + loaded_message = t('Loaded audio'), + allowed_types = itable_join(config.types.video, config.types.audio), +})) +bind_command('load-video', create_track_loader_menu_opener({ + prop = 'video', + title = t('Load video'), + loaded_message = t('Loaded video'), + allowed_types = config.types.video, +})) +bind_command('subtitles', create_select_tracklist_type_menu_opener({ + title = t('Subtitles'), + type = 'sub', + prop = 'sid', + enable_prop = 'sub-visibility', + secondary = {prop = 'secondary-sid', icon = 'vertical_align_top', enable_prop = 'secondary-sub-visibility'}, + load_command = 'script-binding uosc/load-subtitles', + download_command = 'script-binding uosc/download-subtitles', +})) +bind_command('audio', create_select_tracklist_type_menu_opener({ + title = t('Audio'), type = 'audio', prop = 'aid', load_command = 'script-binding uosc/load-audio', +})) +bind_command('video', create_select_tracklist_type_menu_opener({ + title = t('Video'), type = 'video', prop = 'vid', load_command = 'script-binding uosc/load-video', +})) +bind_command('playlist', create_self_updating_menu_opener({ + title = t('Playlist'), + type = 'playlist', + list_prop = 'playlist', + footnote = t('Paste path or url to add.') .. ' ' .. t('%s to reorder.', 'ctrl+up/down/pgup/pgdn/home/end'), + serializer = function(playlist) + local items = {} + local force_filename = mp.get_property_native('osd-playlist-entry') == 'filename' + for index, item in ipairs(playlist) do + local title = type(item.title) == 'string' and #item.title > 0 and item.title or false + items[index] = { + title = (not force_filename and title) and title + or (is_protocol(item.filename) and item.filename or serialize_path(item.filename).basename), + hint = tostring(index), + active = item.current, + value = index, + } + end + return items + end, + on_activate = function(event) mp.commandv('set', 'playlist-pos-1', tostring(event.value)) end, + on_paste = function(event) mp.commandv('loadfile', tostring(event.value), 'append') end, + on_key = function(event) + if event.id == 'ctrl+c' and event.selected_item then + local payload = mp.get_property_native('playlist/' .. (event.selected_item.value - 1) .. '/filename') + set_clipboard(payload) + end + end, + on_move = function(event) + local from, to = event.from_index, event.to_index + mp.commandv('playlist-move', tostring(from - 1), tostring(to - (to > from and 0 or 1))) + end, + on_remove = function(event) mp.commandv('playlist-remove', tostring(event.value - 1)) end, +})) +bind_command('chapters', create_self_updating_menu_opener({ + title = t('Chapters'), + type = 'chapters', + list_prop = 'chapter-list', + active_prop = 'chapter', + serializer = function(chapters, current_chapter) + local items = {} + chapters = normalize_chapters(chapters) + for index, chapter in ipairs(chapters) do + items[index] = { + title = chapter.title or '', + hint = format_time(chapter.time, state.duration), + value = index, + active = index - 1 == current_chapter, + } + end + return items + end, + on_activate = function(event) mp.commandv('set', 'chapter', tostring(event.value - 1)) end, +})) +bind_command('editions', create_self_updating_menu_opener({ + title = t('Editions'), + type = 'editions', + list_prop = 'edition-list', + active_prop = 'current-edition', + serializer = function(editions, current_id) + local items = {} + for _, edition in ipairs(editions or {}) do + local edition_id_1 = tostring(edition.id + 1) + items[#items + 1] = { + title = edition.title or t('Edition %s', edition_id_1), + hint = edition_id_1, + value = edition.id, + active = edition.id == current_id, + } + end + return items + end, + on_activate = function(event) mp.commandv('set', 'edition', event.value) end, +})) +bind_command('show-in-directory', function() + -- Ignore URLs + if not state.path or is_protocol(state.path) then return end + + if state.platform == 'windows' then + utils.subprocess_detached({args = {'explorer', '/select,', state.path .. ' '}, cancellable = false}) + elseif state.platform == 'darwin' then + utils.subprocess_detached({args = {'open', '-R', state.path}, cancellable = false}) + elseif state.platform == 'linux' then + local result = utils.subprocess({args = {'nautilus', state.path}, cancellable = false}) + + -- Fallback opens the folder with xdg-open instead + if result.status ~= 0 then + utils.subprocess({args = {'xdg-open', serialize_path(state.path).dirname}, cancellable = false}) + end + end +end) +bind_command('stream-quality', open_stream_quality_menu) +bind_command('open-file', open_open_file_menu) +bind_command('shuffle', function() + set_state('shuffle', not state.shuffle) + mp.osd_message(state.shuffle and t('Shuffle ON') or t('Shuffle OFF')) +end) +bind_command('items', function() + if state.has_playlist then + mp.command('script-binding uosc/playlist') + else + mp.command('script-binding uosc/open-file') + end +end) +bind_command('next', function() navigate_item(1) end) +bind_command('prev', function() navigate_item(-1) end) +bind_command('next-file', function() navigate_directory(1) end) +bind_command('prev-file', function() navigate_directory(-1) end) +bind_command('first', function() + if state.has_playlist then + mp.commandv('set', 'playlist-pos-1', '1') + else + load_file_index_in_current_directory(1) + end +end) +bind_command('last', function() + if state.has_playlist then + mp.commandv('set', 'playlist-pos-1', tostring(state.playlist_count)) + else + load_file_index_in_current_directory(-1) + end +end) +bind_command('first-file', function() load_file_index_in_current_directory(1) end) +bind_command('last-file', function() load_file_index_in_current_directory(-1) end) +bind_command('delete-file-prev', function() delete_file_navigate(-1) end) +bind_command('delete-file-next', function() delete_file_navigate(1) end) +bind_command('delete-file-quit', function() + mp.command('stop') + if state.path and not is_protocol(state.path) then delete_file(state.path) end + mp.command('quit') +end) +bind_command('menu-prev', function() Elements:maybe('menu', 'navigate_by_items', -1) end) +bind_command('menu-next', function() Elements:maybe('menu', 'navigate_by_items', 1) end) +bind_command('menu-prev-page', function() Elements:maybe('menu', 'navigate_by_page', -1) end) +bind_command('menu-next-page', function() Elements:maybe('menu', 'navigate_by_page', 1) end) +bind_command('menu-start', function() Elements:maybe('menu', 'navigate_by_items', -math.huge) end) +bind_command('menu-end', function() Elements:maybe('menu', 'navigate_by_items', math.huge) end) +bind_command('menu-activate', function() Elements:maybe('menu', 'activate_selected_item') end) +bind_command('menu-back', function() Elements:maybe('menu', 'back') end) +bind_command('audio-device', create_self_updating_menu_opener({ + title = t('Audio devices'), + type = 'audio-device-list', + list_prop = 'audio-device-list', + active_prop = 'audio-device', + serializer = function(audio_device_list, current_device) + current_device = current_device or 'auto' + local ao = mp.get_property('current-ao') or '' + local items = {} + for _, device in ipairs(audio_device_list) do + if device.name == 'auto' or string.match(device.name, '^' .. ao) then + local hint = string.match(device.name, ao .. '/(.+)') + if not hint then hint = device.name end + items[#items + 1] = { + title = device.description:sub(1, 7) == 'Default' + and t('Default %s', device.description:sub(9)) + or device.description, + hint = hint, + active = device.name == current_device, + value = device.name, + } + end + end + return items + end, + on_activate = function(event) mp.commandv('set', 'audio-device', event.value) end, +})) +bind_command('paste', function() + local has_playlist = mp.get_property_native('playlist-count') > 1 + mp.commandv('script-binding', 'uosc/paste-to-' .. (has_playlist and 'playlist' or 'open')) +end) +bind_command('paste-to-open', function() + local payload = get_clipboard() + if payload then mp.commandv('loadfile', payload) end +end) +bind_command('paste-to-playlist', function() + -- If there's no file loaded, we use `paste-to-open`, which both opens and adds to playlist + if state.is_idle then + mp.commandv('script-binding', 'uosc/paste-to-open') + else + local payload = get_clipboard() + if payload then + mp.commandv('loadfile', payload, 'append') + mp.commandv('show-text', t('Added to playlist') .. ': ' .. payload, 3000) + end + end +end) +bind_command('copy-to-clipboard', function() + if state.path then + set_clipboard(state.path) + else + mp.commandv('show-text', t('Nothing to copy'), 3000) + end +end) +bind_command('open-config-directory', function() + local config_path = mp.command_native({'expand-path', '~~/mpv.conf'}) + local config = serialize_path(normalize_path(config_path)) + + if config then + local args + + if state.platform == 'windows' then + args = {'explorer', '/select,', config.path} + elseif state.platform == 'darwin' then + args = {'open', '-R', config.path} + elseif state.platform == 'linux' then + args = {'xdg-open', config.dirname} + end + + utils.subprocess_detached({args = args, cancellable = false}) + else + msg.error('Couldn\'t serialize config path "' .. config_path .. '".') + end +end) +bind_command('update', function() + if not Elements:has('updater') then require('elements/Updater'):new() end +end) + +--[[ MESSAGE HANDLERS ]] + +mp.register_script_message('show-submenu', function(id) toggle_menu_with_items({submenu = id}) end) +mp.register_script_message('show-submenu-blurred', function(id) + toggle_menu_with_items({submenu = id, mouse_nav = true}) +end) +mp.register_script_message('open-menu', function(json, submenu_id) + local data = utils.parse_json(json) + if type(data) ~= 'table' or type(data.items) ~= 'table' then + msg.error('open-menu: received json didn\'t produce a table with menu configuration') + else + open_command_menu(data, {submenu = submenu_id, on_close = data.on_close}) + end +end) +mp.register_script_message('update-menu', function(json) + local data = utils.parse_json(json) + if type(data) ~= 'table' or type(data.items) ~= 'table' then + msg.error('update-menu: received json didn\'t produce a table with menu configuration') + else + local menu = data.type and Menu:is_open(data.type) + if menu then menu:update(data) end + end +end) +mp.register_script_message('select-menu-item', function(type, item_index, menu_id) + local menu = Menu:is_open(type) + local index = tonumber(item_index) + if menu and index and not menu.mouse_nav then + index = round(index) + if index > 0 and index <= #menu.current.items then + menu:select_index(index, menu_id) + menu:scroll_to_index(index, menu_id, true) + end + end +end) +mp.register_script_message('close-menu', function(type) + if Menu:is_open(type) then Menu:close() end +end) +mp.register_script_message('menu-action', function(name, ...) + local menu = Menu:is_open() + if menu then + local method = ({ + ['search-cancel'] = 'search_cancel', + ['search-query-update'] = 'search_query_update', + })[name] + if method then menu[method](menu, ...) end + end +end) +mp.register_script_message('thumbfast-info', function(json) + local data = utils.parse_json(json) + if type(data) ~= 'table' or not data.width or not data.height then + thumbnail.disabled = true + msg.error('thumbfast-info: received json didn\'t produce a table with thumbnail information') + else + thumbnail = data + request_render() + end +end) +mp.register_script_message('set', function(name, value) + external[name] = value + Elements:trigger('external_prop_' .. name, value) +end) +mp.register_script_message('toggle-elements', function(elements) Elements:toggle(comma_split(elements)) end) +mp.register_script_message('set-min-visibility', function(visibility, elements) + local fraction = tonumber(visibility) + local ids = comma_split(elements and elements ~= '' and elements or 'timeline,controls,volume,top_bar') + if fraction then Elements:set_min_visibility(clamp(0, fraction, 1), ids) end +end) +mp.register_script_message('flash-elements', function(elements) Elements:flash(comma_split(elements)) end) +mp.register_script_message('overwrite-binding', function(name, command) key_binding_overwrites[name] = command end) +mp.register_script_message('disable-elements', function(id, elements) Manager:disable(id, elements) end) + +--[[ ELEMENTS ]] + +-- Dynamic elements +local constructors = { + window_border = require('elements/WindowBorder'), + buffering_indicator = require('elements/BufferingIndicator'), + pause_indicator = require('elements/PauseIndicator'), + top_bar = require('elements/TopBar'), + timeline = require('elements/Timeline'), + controls = options.controls and options.controls ~= 'never' and require('elements/Controls'), + volume = itable_index_of({'left', 'right'}, options.volume) and require('elements/Volume'), +} + +-- Required elements +require('elements/Curtain'):new() + +-- Element manager +-- Handles creating and destroying elements based on disabled_elements user+script config. +Manager = { + -- Managed disable-able element IDs + _ids = itable_join(table_keys(constructors), {'idle_indicator', 'audio_indicator'}), + ---@type table A map of clients and a list of element ids they disable + _disabled_by = {}, + ---@type table + disabled = {}, +} + +-- Set client and which elements it wishes disabled. To undo just pass an empty `element_ids` for the same `client`. +---@param client string +---@param element_ids string|string[]|nil `foo,bar` or `{'foo', 'bar'}`. +function Manager:disable(client, element_ids) + self._disabled_by[client] = comma_split(element_ids) + ---@diagnostic disable-next-line: deprecated + self.disabled = create_set(itable_join(unpack(table_values(self._disabled_by)))) + self:_commit() +end + +function Manager:_commit() + -- Create and destroy elements as needed + for _, id in ipairs(self._ids) do + local constructor = constructors[id] + if not self.disabled[id] then + if not Elements:has(id) and constructor then constructor:new() end + else + Elements:maybe(id, 'destroy') + end + end + + -- We use `on_display` event to tell elements to update their dimensions + Elements:trigger('display') +end + +-- Initial commit +Manager:disable('user', options.disable_elements) \ No newline at end of file diff --git a/scripts/uosc_danmaku/LICENSE b/scripts/uosc_danmaku/LICENSE new file mode 100644 index 0000000..39bf231 --- /dev/null +++ b/scripts/uosc_danmaku/LICENSE @@ -0,0 +1,21 @@ +MIT License + +Copyright (c) 2024 吴南李 + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in all +copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. \ No newline at end of file diff --git a/scripts/uosc_danmaku/README.md b/scripts/uosc_danmaku/README.md new file mode 100644 index 0000000..de50f5a --- /dev/null +++ b/scripts/uosc_danmaku/README.md @@ -0,0 +1,1058 @@ +# uosc_danmaku + +在MPV播放器中加载弹弹play弹幕，基于 uosc UI框架和弹弹play API的mpv弹幕扩展插件 + +> [!WARNING] +> Release1.2.0及Release1.2.0之前的发行版，都由于弹弹play接口使用政策改版，部分功能无法使用。如果发现插件功能异常，比如搜索弹幕总是显示无结果，请拉取或下载主分支最新源代码；或下载[最新发行版](https://github.com/Tony15246/uosc_danmaku/releases/latest) + +> [!NOTE] +> 已添加对mpv内部 `mp.input`的支持，在uosc不可用时通过键绑定调用此方式渲染菜单 +> +> 欲启用此支持mpv最低版本要求：0.39.0 + +## 项目简介 + +插件具体效果见演示视频： + + + +在未安装uosc框架时，调用mpv内部的 `mp.input`进行菜单渲染，具体效果见[此pr](https://github.com/Tony15246/uosc_danmaku/pull/24) + +### 主要功能 + +
+ +1. 从弹弹play或自定义服务的API获取剧集及弹幕数据，并根据用户选择的集数加载弹幕 + +2. 通过点击uosc control bar中的弹幕搜索按钮可以显示搜索菜单供用户选择需要的弹幕 + +3. 通过点击加入uosc control bar中的弹幕开关控件可以控制弹幕的开关 + +4. 通过点击加入uosc control bar中的[从源获取弹幕](#从弹幕源向当前弹幕添加新弹幕内容可选)按钮可以通过受支持的网络源或本地文件添加弹幕 + +5. 通过点击加入uosc control bar中的[弹幕样式](#实时修改弹幕样式可选)按钮可以打开uosc弹幕样式菜单供用户在视频播放时实时修改弹幕样式（注意⚠️：未安装uosc框架时该功能不可用） + +6. 通过点击加入uosc control bar中的[弹幕设置](#弹幕设置总菜单可选)按钮可以打开多级功能复合菜单，包含了插件目前所有的图形化功能。 + +7. 通过点击加入uosc control bar中的[弹幕源延迟设置](#弹幕源延迟设置可选)按钮可以打开弹幕源延迟控制菜单，可以独立控制每个弹幕源的延迟（注意⚠️：未安装uosc框架时该功能不可用） + +8. 记忆型全自动弹幕填装，在为某个文件夹下的某一集番剧加载过一次弹幕后，加载过的弹幕会自动关联到该集；之后每次重新播放该文件就会自动加载弹幕，同时该文件对应的文件夹下的所有其他集数的文件都会在播放时自动加载弹幕，无需再重复手动输入番剧名进行搜索（注意⚠️：全自动弹幕填装默认关闭，如需开启请阅读[auto_load配置项说明](#auto_load)） + +9. 在没有手动加载过弹幕，没有填装自动弹幕记忆之前，通过文件哈希匹配的方式自动添加弹幕（~仅限本地文件~，现已支持网络视频），对于能够哈希匹配关联的文件不再需要手动搜索关联，实现全自动加载弹幕并添加记忆。该功能随记忆型全自动弹幕填装功能一起开启（哈希匹配自动加载准确率较低，如关联到错误的剧集请手动加载正确的剧集） + + > 哈希匹配功能需要 mpv 基于 LuaJIT 或 Lua 5.2 构建，不支持 Lua 5.1 + +10. 自动记忆弹幕开关情况，播放视频时保持上次关闭时的弹幕开关状态 + +11. 自定义默认播放弹幕样式（具体设置方法详见[自定义弹幕样式](#自定义弹幕样式相关配置)） + +12. 在使用如[Play-With-MPV](https://github.com/LuckyPuppy514/Play-With-MPV)或[ff2mpv](https://github.com/woodruffw/ff2mpv)等网络播放手段时，自动加载弹幕（注意⚠️：目前支持自动加载bilibili和巴哈姆特这两个网站的弹幕，具体说明查看[autoload_for_url配置项说明](#autoload_for_url)） + +13. 保存当前弹幕到本地（详细功能说明见[save_danmaku配置项说明](#save_danmaku)） + +14. 可以合并一定时间段内同时出现的大量重复弹幕（具体设置方法详见[merge_tolerance配置项说明](#merge_tolerance)） + +15. 弹幕简体字繁体字转换，解决弹幕简繁混杂问题（具体设置方法详见[chConvert配置项说明](#chConvert)） + +16. 自定义插件相关提示的显示位置，可以自由调节距离画面左上角的两个维度的距离（具体设置方法详见[message_x配置项说明](#message_x)和[message_y配置项说明](#message_y)） + +无需亲自下载整合弹幕文件资源，无需亲自处理文件格式转换，在mpv播放器中一键加载包含了哔哩哔哩、巴哈姆特等弹幕网站弹幕的弹弹play的动画弹幕。 + +插件本身支持Linux和Windows平台。项目依赖于[uosc UI框架](https://github.com/tomasklaen/uosc)。欲使用本插件强烈建议为mpv播放器中安装uosc。uosc的安装步骤可以参考其[官方安装教程](https://github.com/tomasklaen/uosc?tab=readme-ov-file#install)。当然，如果使用[MPV_lazy](https://github.com/hooke007/MPV_lazy)等内置了uosc的懒人包则只需安装本插件即可。 + +
+ +## 安装 + +### 下载 + +一般的mpv配置目录结构大致如下 + +``` +~/.config/mpv +├── fonts +├── input.conf +├── mplayer-input.conf +├── mpv.conf +├── script-opts +└── scripts +``` + +想要使用本插件，请将本插件完整地[下载](https://github.com/Tony15246/uosc_danmaku/releases)或者克隆到 `scripts`目录下即可使用，文件结构参阅下方 + +> [!IMPORTANT] +> +> 1. scripts目录下放置本插件的文件夹名称必须为uosc_danmaku，否则必须参照uosc控件配置部分[修改uosc控件](#修改uosc控件可选) +> 2. 记得给bin文件夹下的文件赋予可执行权限 + +
+文件结构 + +``` +~/.config/mpv/scripts +└── uosc_danmaku + ├── apis + │   ├── dandanplay.lua + │   └── extra.lua + ├── LICENSE + ├── main.lua + ├── modules + │   ├── base64.lua + │   ├── guess.lua + │   ├── md5.lua + │   ├── menu.lua + │   ├── options.lua + │   ├── render.lua + │   └── utils.lua + └── README.md +``` + +
+ +## 基本配置 + +#### uosc控件配置 + +这一步非常重要，不添加控件，弹幕搜索按钮和弹幕开关就不会显示在进度条上方的控件条中。若没有控件，则只能通过[绑定快捷键](#绑定快捷键可选)调用弹幕搜索和弹幕开关功能 + +想要添加uosc控件，需要修改mpv配置文件夹下的 `script-opts`中的 `uosc.conf`文件。如果已经安装了uosc，但是 `script-opts`文件夹下没有 `uosc.conf`文件，可以去[uosc项目地址](https://github.com/tomasklaen/uosc)下载官方的 `uosc.conf`文件，并按照后面的配置步骤进行配置。 + +由于uosc最近才更新了部分接口和控件代码，导致老旧版本的uosc和新版的uosc配置有所不同。如果是下载的最新git版uosc或者一直保持更新的用户按照 `最新版uosc的控件配置步骤` 配置即可。如果不确定自己的uosc版本，或者在使用诸如[MPV_lazy](https://github.com/hooke007/MPV_lazy)等由第三方管理uosc版本的用户，可以按照兼容新版和旧版uosc的 `旧版uosc控件配置步骤` 配置。 + +
+最新版uosc的控件配置步骤 + +找到 `uosc.conf`文件中的 `controls`配置项，uosc官方默认的配置可能如下： + +``` +controls=menu,gap,subtitles,audio,video,editions,stream-quality,gap,space,speed,space,shuffle,loop-playlist,loop-file,gap,prev,items,next,gap,fullscreen +``` + +在 `controls`控件配置项中添加 `button:danmaku`的弹幕搜索按钮和 `cycle:toggle_on:show_danmaku@uosc_danmaku:on=toggle_on/off=toggle_off?弹幕开关`的弹幕开关。放置的位置就是实际会在在进度条上方的控件条中显示的位置，可以放在自己喜欢的位置。我个人把这两个控件放在了 `stream-quality`画质选择控件后边。添加完控件的配置大概如下： + +``` +controls=menu,gap,subtitles,audio,video,editions,stream-quality,button:danmaku,cycle:toggle_on:show_danmaku@uosc_danmaku:on=toggle_on/off=toggle_off?弹幕开关,gap,space,speed,space,shuffle,loop-playlist,loop-file,gap,prev,items,next,gap,fullscreen +``` + +
+ +
+旧版uosc控件配置步骤 + +找到 `uosc.conf`文件中的 `controls`配置项，uosc官方默认的配置可能如下： + +``` +controls=menu,gap,subtitles,audio,video,editions,stream-quality,gap,space,speed,space,shuffle,loop-playlist,loop-file,gap,prev,items,next,gap,fullscreen +``` + +在 `controls`控件配置项中添加 `command:search:script-message open_search_danmaku_menu?搜索弹幕`的弹幕搜索按钮和 `cycle:toggle_on:show_danmaku@uosc_danmaku:on=toggle_on/off=toggle_off?弹幕开关`的弹幕开关。放置的位置就是实际会在在进度条上方的控件条中显示的位置，可以放在自己喜欢的位置。我个人把这两个控件放在了 `stream-quality`画质选择控件后边。添加完控件的配置大概如下： + +``` +controls=menu,gap,subtitles,audio,video,editions,stream-quality,command:search:script-message open_search_danmaku_menu?搜索弹幕,cycle:toggle_on:show_danmaku@uosc_danmaku:on=toggle_on/off=toggle_off?弹幕开关,gap,space,speed,space,shuffle,loop-playlist,loop-file,gap,prev,items,next,gap,fullscreen +``` + +
+ +
+修改uosc控件（可选） + +如果出于重名等各种原因，无法将本插件所放置的文件夹命名为 `uosc_danmaku`的话，需要修改 `cycle:toggle_on:show_danmaku@uosc_danmaku:on=toggle_on/off=toggle_off?弹幕开关`的弹幕开关配置中的 `uosc_danmaku`为放置本插件的文件夹的名称。假如将本插件放置在 `my_folder`文件夹下，那么弹幕开关配置就要修改为 `cycle:toggle_on:show_danmaku@my_folder:on=toggle_on/off=toggle_off?弹幕开关` + +
+ +#### 绑定快捷键（可选） + +对于坚定的键盘爱好者和不使用鼠标主义者，可以选择通过快捷键调用弹幕搜索和弹幕开关功能 + +快捷键已经进行了默认绑定。默认情况下弹幕搜索功能绑定“Ctrl+d”；弹幕开关功能绑定“j” + +弹幕搜索功能绑定的脚本消息为 `open_search_danmaku_menu`，弹幕开关功能绑定的脚本消息为 `show_danmaku_keyboard` + +如需配置快捷键，只需在 `input.conf`中添加如下行即可，快捷键可以改为自己喜欢的按键组合。 + +``` +Ctrl+d script-message open_search_danmaku_menu +j script-message show_danmaku_keyboard +``` + +> 根据[此issue中的需求](https://github.com/Tony15246/uosc_danmaku/issues/6)，添加了通过uosc_danmaku.conf绑定快捷键的功能。（请注意，最高优先级仍然是input.conf中设置的快捷键） +> 想要在uosc_danmaku.conf中自定义快捷键，可以像下面这样更改默认快捷键。 + +``` +open_search_danmaku_menu_key=Ctrl+i +show_danmaku_keyboard_key=i +``` + +## 拓展功能（可选） + +本插件针对弹幕有全方面的拓展功能 + +--- + +**带控件的功能** + +
+从弹幕源向当前弹幕添加新弹幕内容（从网络url或本地添加弹幕） + +> #### 从弹幕源向当前弹幕添加新弹幕内容（可选） + +从弹幕源添加弹幕。在已经在播放弹幕的情况下会将添加的弹幕追加到现有弹幕中。 + +可添加的弹幕源如哔哩哔哩上任意视频通过video路径加BV号，或者巴哈姆特上的视频地址等。比如说以下地址均可作为有效弹幕源被添加： + +``` +https://www.bilibili.com/video/BV1kx411o7Yo +https://ani.gamer.com.tw/animeVideo.php?sn=36843 +``` + +此功能通过调用弹弹Play的extcomment接口实现获取第三方弹幕站（如A/B/C站）上指定网址对应的弹幕。想要启用此功能，需要参照[uosc控件配置](#uosc控件配置)，根据uosc版本添加 `button:danmaku_source`或 `command:add_box:script-message open_add_source_menu?从源添加弹幕`到 `uosc.conf`的controls配置项中。 + +想要通过快捷键使用此功能，请添加类似下面的配置到 `input.conf`中。从源添加弹幕功能对应的脚本消息为 `open_add_source_menu`。 + +``` +key script-message open_add_source_menu +``` + +现已添加了对加载本地弹幕文件的支持，输入本地弹幕文件的绝对路径即可使用本插件加载弹幕。加载出来的弹幕样式同在本插件中设置的弹幕样式。支持的文件格式有ass文件和xml文件。具体可参见[此issue](https://github.com/Tony15246/uosc_danmaku/issues/26) + +``` +#Linux下示例 +/home/tony/Downloads/example.xml +#Windows下示例 +C:\Users\Tony\Downloads\example.xml +``` + +现已更新增强了此菜单。现在在该菜单内可以可视化地控制所有弹幕源，删除或者屏蔽任何不想要的弹幕源。对于自己手动添加的弹幕源，可以进行移除。对于来自弹弹play的弹幕源，无法进行移除，但是可以进行屏蔽，将不会再从屏蔽过的弹幕源获取弹幕。当然，也可以解除对来自弹弹play的弹幕源的屏蔽。另外需要注意在菜单内对于弹幕源的可视化操作都需要下次打开视频，或者重新用弹幕搜索功能加载一次弹幕才会生效。 + +
+ +
+弹幕源延迟设置 + +> #### 弹幕源延迟设置（可选） + +可以独立控制每个弹幕源的延迟，延迟支持两种输入模式。第一种模式为输入数字（最高可精确到小数点后两位），单位为秒；第二种输入模式为输入形如 `14m15s`格式的字符串，代表延迟的分钟数和秒数。 + +想要启用此功能，需要参照[uosc控件配置](#uosc控件配置)，根据uosc版本添加 `button:danmaku_delay`或 `command:more_time:script-message open_source_delay_menu?弹幕源延迟设置`到 `uosc.conf`的controls配置项中。 + +想要通过快捷键使用此功能，请添加类似下面的配置到 `input.conf`中。弹幕源延迟设置功能对应的脚本消息为 `open_source_delay_menu`。 + +``` +key script-message open_source_delay_menu +``` + +
+ +
+ 实时修改弹幕样式 + +> #### 实时修改弹幕样式（可选） + +依赖于[uosc UI框架](https://github.com/tomasklaen/uosc)实现**弹幕样式实时修改**，将打开弹幕样式修改图形化菜单供用户手动修改（默认使用[自定义弹幕样式](#自定义弹幕样式相关配置)里的样式配置）。想要启用此功能，需要参照[uosc控件配置](#uosc控件配置)，根据uosc版本添加 `button:danmaku_styles`或 `command:palette:script-message open_danmaku_style_menu?弹幕样式`到 `uosc.conf`的controls配置项中。 + +想要通过快捷键使用此功能，请添加类似下面的配置到 `input.conf`中。实时修改弹幕样式功能对应的脚本消息为 `open_danmaku_style_menu`。 + +``` +key script-message open_danmaku_style_menu +``` + +
+ +
+ 弹幕设置总菜单 + +> #### 弹幕设置总菜单（可选） + +打开多级功能复合菜单，包含了插件目前所有的图形化功能。想要启用此功能，需要参照[uosc控件配置](#uosc控件配置)，根据uosc版本添加 `button:danmaku_menu`或 `command:grid_view:script-message open_add_total_menu?弹幕设置`到 `uosc.conf`的controls配置项中。 + +想要通过快捷键使用此功能，请添加类似下面的配置到 `input.conf`中。从源添加弹幕功能对应的脚本消息为 `open_add_total_menu`。 + +``` +key script-message open_add_total_menu +``` + +
+ +--- + +**仅快捷键的功能** + +
+设置弹幕延迟 + +> #### 设置弹幕延迟（可选） + +可以通过快捷键绑定以下命令来调整弹幕延迟，单位：秒。秒数的含义为在当前弹幕延迟的基础上叠加新设置的延迟秒数进行调整，可以设置为负数。另外，设置为0时为特殊情况，会将弹幕延迟重置为0，回到初始状态。 + +``` +# 设置整体弹幕延迟 +key script-message danmaku-delay +# 设置当前播放时间点的弹幕延迟 +key script-message danmaku-delay ${=time-pos} +``` + +> 当前弹幕延迟的值可以从 `user-data/uosc_danmaku/danmaku-delay`属性中获取到，具体用法可以参考[此issue](https://github.com/Tony15246/uosc_danmaku/issues/77) + +
+ +
+保存当前视频弹幕 + +> #### 保存当前视频弹幕（可选） + +在视频播放时手动保存弹幕至视频所在文件夹，保存格式为 `xml`（注：此功能将保存为视频同名弹幕，若视频文件夹下存在同名文件将不会执行该功能） + +想要通过快捷键使用此功能，请添加类似下面的配置到 `input.conf`中。从源添加弹幕功能对应的脚本消息为 `immediately_save_danmaku`。 + +``` +key script-message immediately_save_danmaku +``` + +
+ +
+清空当前视频关联的弹幕源 + +> #### 清空当前视频关联的弹幕源（可选） + +可以清空当前视频中，用户通过[从源获取弹幕](#从弹幕源向当前弹幕添加新弹幕内容可选)菜单手动添加的所有弹幕源（注意该功能不会删除来源于弹幕服务器的弹幕，此类弹幕只能屏蔽或者手动重新匹配新弹幕库）。清空过弹幕源之后，下次播放该视频，就不会再加载之前手动添加过的弹幕源，可以重新添加弹幕源。 + +想要通过快捷键使用此功能，请添加类似下面的配置到 `input.conf`中。从源添加弹幕功能对应的脚本消息为 `clear-source`。 + +``` +key script-message clear-source +``` + +
+ +
+检查脚本更新 + +> #### 检查脚本更新（可选） + +可以通过绑定以下脚本命令来实现检查并自动更新脚本 + +> 只会检查 `Releases`中发布的更新 + +``` +key script-message check-update +``` + +
+ +--- + +## 可配置选项（可选） + +本插件可以在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件自定义下例配置开启额外功能或自定义功能细节 + +### 弹幕加载相关 + + + +
+ +auto_load + +> 开关全自动弹幕填装 + + + +### auto_load + +#### 功能说明 + +该选项控制是否开启全自动弹幕填装功能。该功能会在为某个文件夹下的某一集番剧加载过一次弹幕后，把加载过的弹幕会自动关联到该集。之后每次重新播放该文件就会自动加载对应的弹幕，同时该文件对应的文件夹下的所有其他集数的文件都会在播放时自动加载弹幕。 + +举个例子，比如说有一个文件夹结构如下 + +``` +败犬女主太多了 +├── KitaujiSub_Make_Heroine_ga_Oosugiru!_01WebRipHEVC_AACCHS_JP.mp4 +├── KitaujiSub_Make_Heroine_ga_Oosugiru!_02WebRipHEVC_AACCHS_JP.mp4 +├── KitaujiSub_Make_Heroine_ga_Oosugiru!_03WebRipHEVC_AACCHS_JP.mp4 +├── KitaujiSub_Make_Heroine_ga_Oosugiru!_04WebRipHEVC_AACCHS_JP.mp4 +├── KitaujiSub_Make_Heroine_ga_Oosugiru!_05WebRipHEVC_AACCHS_JP.mp4 +├── KitaujiSub_Make_Heroine_ga_Oosugiru!_06WebRipHEVC_AACCHS_JP.mp4 +├── KitaujiSub_Make_Heroine_ga_Oosugiru!_07v2WebRipHEVC_AACCHS_JP.mp4 +└── KitaujiSub_Make_Heroine_ga_Oosugiru!_08WebRipHEVC_AACCHS_JP.mp4 +``` + +只要在播放第一集 `KitaujiSub_Make_Heroine_ga_Oosugiru!_01WebRipHEVC_AACCHS_JP.mp4`的时候手动搜索并且加载过一次弹幕，那么打开第二集时就会直接自动加载第二集的弹幕，打开第三集时就会直接加载第三集的弹幕，以此类推，不用再手动搜索 + +#### 使用方法 + +想要开启此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并添加如下内容： + +``` +auto_load=yes +``` + +注意⚠️： 一个文件夹下有且仅有一同部番剧的若干视频文件才会生效。下面这种情况下，如果手动搜索并且加载过一次《少女歌剧》第一集的弹幕，《哭泣少女乐队》第二集必须重新手动识别，但这样会破坏《少女歌剧》的弹幕记录 + +``` +少女歌剧 +├── 少女歌剧1.mp4 +├── 少女歌剧2.mp4 +├── 少女歌剧3.mp4 +├── 少女歌剧4.mp4 +└── 哭泣少女乐队2.mp4 +``` + +
+ +--- + +
+ +autoload_for_url + +> 开关url播放场景自动加载弹幕与关联继承 + + + +### autoload_for_url + +#### 功能说明 + +开启此选项后，会为可能支持的 url 视频文件实现弹幕关联记忆和继承，配合播放列表食用效果最佳。目前兼容在使用[embyToLocalPlayer](https://github.com/kjtsune/embyToLocalPlayer)、[mpv-torrserver](https://github.com/dyphire/mpv-config/blob/master/scripts/mpv-torrserver.lua)、[tsukimi](https://github.com/tsukinaha/tsukimi)等场景时进行弹幕关联记忆和继承。 + +目前的具体支持情况和实现效果可以参考[此pr](https://github.com/Tony15246/uosc_danmaku/pull/16) + +另外，开启此选项后还会在网络播放bilibili以及巴哈姆特的视频时自动加载对应视频的弹幕，可配合[Play-With-MPV](https://github.com/LuckyPuppy514/Play-With-MPV)或[ff2mpv](https://github.com/woodruffw/ff2mpv)等网络播放手段使用。（播放巴哈姆特的视频时弹幕自动加载如果失败，请检查[proxy](#proxy)选项配置是否正确） + +#### 使用方法 + +想要开启此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并添加如下内容： + +``` +autoload_for_url=yes +``` + +
+ +--- + +
+ +autoload_local_danmaku + +> 开关自动加载同目录下的xml格式弹幕文件 + + + +### autoload_local_danmaku + +#### 功能说明 + +自动加载播放文件同目录下同名的 xml 格式的弹幕文件 + +#### 使用方法 + +想要开启此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并添加如下内容： + +``` +autoload_local_danmaku=yes +``` + +
+ +--- + +
+ +save_danmaku + +> 开关自动保存弹幕文件（xml格式）至视频同目录 + + + +### save_danmaku + +#### 功能说明 + +当文件关闭时自动保存弹幕文件（xml格式）至视频同目录，保存的弹幕文件名与对应的视频文件名相同。配合[autoload_local_danmaku选项](#autoload_local_danmaku)可以实现弹幕自动保存到本地并且下次播放时自动加载本地保存的弹幕。此功能默认禁用。 + +> **⚠️NOTE！** +> +> 当开启[autoload_local_danmaku选项](#autoload_local_danmaku)时，会自动加载播放文件同目录下同名的 xml 格式的弹幕文件，优先级高于一切其他自动加载弹幕功能。如果不希望每次播放都加载之前保存的本地弹幕，则请关闭[autoload_local_danmaku选项](#autoload_local_danmaku)；或者在保存完弹幕之后转移弹幕文件至其他路径并关闭 `save_danmaku`选项。 +> +> `save_danmaku`选项的打开和关闭可以运行时实时更新。在 `input.conf`中添加如下内容，可通过快捷键实时控制 `save_danmaku`选项的打开和关闭 +> +> ``` +> key cycle-values script-opts uosc_danmaku-save_danmaku=yes uosc_danmaku-save_danmaku=no +> ``` + +#### 使用方法 + +想要启用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并指定如下内容： + +``` +save_danmaku=yes +``` + +
+ +--- + +
+ + +~~add_from_source~~ + +> ~~开关记录通过 从弹幕源向当前弹幕添加新弹幕内容 关联过的弹幕源并自动加载（已废除）~~ + + + +### add_from_source + +> **⚠️NOTE！** +> +> 该可选配置项在Release v1.2.0之后已废除。现在通过 `从弹幕源向当前弹幕添加新弹幕内容`功能关联过的弹幕源被记录，并且下次播放同一个视频的时候自动关联并加载所有添加过的弹幕源，这样的行为已经成为了插件的默认行为，不需要再通过 `add_from_source`来开启。在[从源获取弹幕](#从弹幕源向当前弹幕添加新弹幕内容可选)菜单中可以可视化地管理所有添加过的弹幕源。 + +#### 功能说明 + +开启此选项后，通过 `从弹幕源向当前弹幕添加新弹幕内容`功能关联过的弹幕源会被记录，并且下次播放同一个视频的时候会自动关联并加载添加过的弹幕源。 + +#### 使用方法 + +想要开启此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并添加如下内容： + +``` +add_from_source=yes +``` + +
+ +--- + +### 弹幕显示相关 + +(如果需要更细节的弹幕样式修改请看[自定义弹幕样式](#自定义弹幕样式相关配置)) + + + +
+ +opacity + +> 自定义弹幕的透明度 + + + +### opacity + +#### 功能说明 + +自定义弹幕的透明度，0（完全透明）到1（不透明）。默认值：0.7 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +opacity=0.7 +``` + +
+ +--- + +
+ +chConvert + +> 开关中文简繁转换 + + + +### chConvert + +#### 功能说明 + +中文简繁转换。0-不转换，1-转换为简体，2-转换为繁体。默认值: 0，不转换简繁字体，按照弹幕源原本字体显示 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +chConvert=0 +``` + +
+ +--- + +
+ +merge_tolerance + +> 开关合并重复弹幕并设置容差值 + + + +### merge_tolerance + +#### 功能说明 + +指定合并重复弹幕的时间间隔的容差值，单位为秒。默认值: -1，表示禁用 + +当值设为0时会合并同一时间相同内容的弹幕，值大于0时会合并指定秒数误差内的相同内容的弹幕 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +merge_tolerance=1 +``` + +
+ +--- + +
+ +max_screen_danmaku + +> 限制屏幕中同时显示的弹幕数量 + + + +### max_screen_danmaku + +#### 功能说明 + +当该值大于0时，脚本会在解析弹幕时丢弃部分弹幕，确保任意时刻屏幕中显示的弹幕不超过设定值。 + +#### 使用方法 + +在 `script-opts` 目录下创建 `uosc_danmaku.conf` 并添加如下内容： + +``` +max_screen_danmaku=60 +``` + +
+ +--- + +
+ +vf_fps + +> 开关使用fps视频滤镜提升弹幕平滑度（帧数） + + + +### vf_fps + +#### 功能说明 + +指定是否使用 fps 视频滤镜 `@danmaku:fps=fps=60/1.001`，可大幅提升弹幕平滑度。默认禁用 + +注意该视频滤镜的性能开销较大，需在确保设备性能足够的前提下开启 + +启用选项后仅在视频帧率小于 60 及显示器刷新率大于等于 60 时生效 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并指定如下内容： + +``` +vf_fps=yes +``` + +
+ +--- + +
+ +fps + +> 自定义fps滤镜参数适配不同显示器刷新率 + + + +### fps + +#### 功能说明 + +指定要使用的 fps 滤镜参数，例如如果设置fps为 `60/1.001`，则实际生效的视频滤镜参数为 `@danmaku:fps=fps=60/1.001` + +使用这个选项，可以根据自己显示器的刷新率调整要使用的视频滤镜参数 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并指定如下内容： + +``` +fps=60/1.001 +``` + +
+ +--- + +### 弹幕解析服务相关 + + + +
+ +api_server + +> 自定义弹幕API + + + +### api_server + +#### 功能说明 + +允许自定义弹幕 API 的服务地址 + +> **⚠️NOTE！** +> +> 请确保自定义服务的 API 与弹弹play 的兼容，已知兼容：[misaka_danmu_server](https://github.com/l429609201/misaka_danmu_server)，[danmu_api](https://github.com/huangxd-/danmu_api) + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +api_server=https://api.dandanplay.net +``` + +
+ +--- + +
+ +fallback_server + +> 自定义b站和爱腾优的弹幕获取的兜底服务器地址 + + + +### fallback_server + +#### 功能说明 + +自定义 b 站和爱腾优的弹幕获取的兜底服务器地址，主要用于获取非动画弹幕，只有在弹弹play无法解析视频源对应弹幕的情况下才会使用此处设置的服务器进行解析。可用： https://api.danmu.icu，https://dmku.hls.one + +> **⚠️NOTE！** +> +> 不设置此选项的情况下默认使用 ` https://api.danmu.icu`作为兜底服务器 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +fallback_server=https://api.danmu.icu +``` + +
+ +--- + +
+ +tmdb_api_key + +> 自定义 tmdb 的 API Key获取非动画条目的中文信息 + + + +### tmdb_api_key + +#### 功能说明 + +设置 tmdb 的 API Key，用于获取非动画条目的中文信息(当搜索内容非中文时)。可以在 https://www.themoviedb.org 注册后去个人账号设置界面获取个人的tmdb 的 API Key。 + +> **⚠️NOTE！** +> +> 不设置此选项的情况下默认使用专为本项目申请的API Key。另外，自定义此选项时还需要对获取到的 API Key 进行 base64 编码。 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +tmdb_api_key=NmJmYjIxOTZkNzIyN2UyMTIzMGM3Y2YzZjQ4MDNkZGM= +``` + +
+ +--- + +### 插件配置相关 + +
+ +user_agent + +> 自定义请求时的User Agent + + + +### user_agent + +#### 功能说明 + +自定义 `curl`发送网络请求时使用的 User Agent，默认值是 `mpv_danmaku/1.0` + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容（不可为空）： + +> **⚠️NOTE！** +> +> User-Agent格式必须符合弹弹play的标准，否则无法成功请求。具体格式要求见[弹弹play官方文档](https://github.com/kaedei/dandanplay-libraryindex/blob/master/api/OpenPlatform.md#5user-agent) +> +> 若想提高URL播放的哈希匹配成功率，可以将此项设为 `mpv`或浏览器的User-Agent + +``` +user_agent=mpv_danmaku/1.0 +``` + +
+ +--- + +
+ +proxy + +> 自定义请求时的代理 + + + +### proxy + +#### 功能说明 + +自定义 `curl`发送网络请求时使用的代理，默认禁用 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +proxy=127.0.0.1:7890 +``` + +
+ +--- + +
+ +message_x + +> 自定义插件相关提示的显示位置（x轴） + + + +### message_x + +#### 功能说明 + +自定义插件相关提示的显示位置，距离屏幕左上角的x轴的距离 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +message_x=30 +``` + +
+ +--- + +
+ +message_y + +> 自定义插件相关提示的显示位置（y轴） + + + +### message_y + +#### 功能说明 + +自定义插件相关提示的显示位置，距离屏幕左上角的y轴的距离 + +#### 使用方法 + +想要使用此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并自定义如下内容： + +``` +message_y=30 +``` + +
+ +--- + +
+ +title_replace + +> 自定义文件标题解析中的额外替换规则 + + + +### title_replace + +自定义标题解析中的额外替换规则，内容格式为 JSON 字符串，替换模式为 lua 的 string.gsub 函数 + +注意⚠️：由于 mpv 的 lua 版本限制，自定义规则只支持形如 %n 的捕获组写法，即示例用法，不支持直接替换字符的写法 + +用法示例： + +``` +title_replace=[{"rules":[{ "^〔(.-)〕": "%1"},{ "^.*《(.-)》": "%1" }]}] +``` + +
+ +--- + +
+ +excluded_path + +> 指定哈希匹配中需忽略的共享盘（挂载盘）的路径/目录 + + + +### excluded_path + +指定哈希匹配中需忽略的共享盘（挂载盘）的路径/目录。支持绝对路径和相对路径，多个路径用逗号分隔 + +用法示例： + +``` +excluded_path=["X:", "Z:", "F:/Download/", "Download"] +``` + +
+ +--- + +
+ +history_path + +> 指定弹幕关联历史记录文件路径 + + + +### history_path + +#### 功能说明 + +指定弹幕关联历史记录文件的路径，支持绝对路径和相对路径。默认值是 `~~/danmaku-history.json`也就是mpv配置文件夹的根目录下 + +#### 使用示例 + +想要配置此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并添加类似如下内容： + +> **⚠️IMPORTANT** +> 不要直接复制这里的配置，这只是一个示例，路径要写成真实存在的路径。此选项可以不配置，脚本会默认放在mpv配置文件夹的根目录下。 + +``` +history_path=/path/to/your/danmaku-history.json +``` + +
+ +--- + +### 自定义弹幕样式相关配置 + +默认配置如下，可根据需求更改并自定义弹幕样式 + +想要配置此选项，请在mpv配置文件夹下的 `script-opts`中创建 `uosc_danmaku.conf`文件并添加类似如下内容： + +``` +#滚动弹幕的显示时间 +scrolltime=15 +#固定弹幕的显示时间 +fixtime=5 +#字体(名称两边不需要使用引号""括住) +fontname=sans-serif +#大小 +fontsize=50 +#阴影 +shadow=0 +#粗体 +bold=yes +#全部弹幕的显示范围(0.0-1.0) +displayarea=0.85 +#描边 0-4 +outline=1 +#指定弹幕屏蔽词文件路径(black.txt)，支持绝对路径和相对路径。文件内容以换行分隔 +##支持 lua 的正则表达式写法 +blacklist_path= +``` + +## 插件自定义属性 + +- `user-data/uosc_danmaku/danmaku-delay` + + 从 `user-data/uosc_danmaku/danmaku-delay`属性中可以获取到当前弹幕延迟的值，具体用法可以参考[此issue](https://github.com/Tony15246/uosc_danmaku/issues/77) + +- `user-data/uosc_danmaku/has-danmaku` + 从`user-data/uosc_danmaku/has-danmaku`属性中可以获取到表示当前是否有弹幕在显示的布尔值，具体用法可以参考[此pr](https://github.com/Tony15246/uosc_danmaku/pull/276) + +## 常见问题 + +### 来自弹弹play的弹幕源问题如何从根源进行调整解决 + +本插件动画弹幕均来自[弹弹play api](https://github.com/kaedei/dandanplay-libraryindex/blob/master/api/OpenPlatform.md)，所以你可能会遇到 `部分动画没有弹幕`和 `弹幕时间轴对不上`这类问题，虽然你可以使用本插件的 [从源获取弹幕](#从弹幕源向当前弹幕添加新弹幕内容可选) 和 [弹幕源延迟设置](#弹幕源延迟设置可选) 这两个功能解决，但你如果想为弹幕源做贡献从根源解决帮所有用户解决这类问题，可以参考下列教程: + +1.下载[弹弹play pc端](https://www.dandanplay.com) + +2.使用弹弹play `播放任意视频文件`并 `绑定你想要调整的动画弹幕库` + +3.然后就可以参考下方详细教程对弹幕源进行操作并使所有用户同步操作内容了 + +**为动画添加弹幕源** + +如果你想为一部动画添加弹幕可以使用 `视频设置菜单`-→`弹幕列表`-→`添加更多弹幕` 这项功能添加对应的弹幕 + +> [!NOTE] +> 如果想使API（本插件）弹幕同步操作内容请将链接重复添加三次（弹弹play投票抉择机制） + +**为动画弹幕源调整延迟** + +如果你想为动画弹幕源修改延迟，请在 `视频设置菜单`-→`编辑弹幕来源`中复制下你要编辑的弹幕源的具体网址，然后点击删除，然后使用 `视频设置菜单`-→`弹幕列表`-→`添加更多弹幕` 这项功能进行重新添加，添加时在下方 `已选弹幕`中更改 `弹幕偏移`（单位为秒）调整延迟，然后依旧是重复添加三次就能使API弹幕同步了 + +另外，弹弹play的弹幕源一直是人工维护人工绑定制，感谢所有用此方式做贡献的人 + +## 特别感谢 + +感谢以下项目为本项目提供了实现参考或者外部依赖 + +- 弹幕api：[弹弹play](https://github.com/kaedei/dandanplay-libraryindex/blob/master/api/OpenPlatform.md) +- 菜单api：[uosc](https://github.com/tomasklaen/uosc) +- 弹幕格式解析转换：[DanmakuConvert](https://github.com/timerring/DanmakuConvert) +- 简繁转换：[OpenCC](https://github.com/BYVoid/OpenCC) +- lua原生md5计算实现：https://github.com/rkscv/danmaku +- b站在线播放弹幕获取实现参考：[MPV-Play-BiliBili-Comments](https://github.com/itKelis/MPV-Play-BiliBili-Comments) +- 巴哈姆特在线播放弹幕获取实现参考：[MPV-Play-BAHA-Comments](https://github.com/s594569321/MPV-Play-BAHA-Comments) + +## 相关项目 + +- [slqy123/uosc_danmaku](https://github.com/slqy123/uosc_danmaku) 本项目的fork版本，实现了通过dandanplay api发送弹幕的功能，由于版本的兼容性以及功能的易用性问题未被合并，具体讨论请参阅 [#220](https://github.com/Tony15246/uosc_danmaku/pull/220) +- [Loukyuu1120/uosc_danmaku](https://github.com/Loukyuu1120/uosc_danmaku) 本项目的fork版本，实现了自定义多个 api_servers 与 弹幕来源选择菜单 功能，具体讨论请参阅 [#282](https://github.com/Tony15246/uosc_danmaku/issues/282) \ No newline at end of file diff --git a/scripts/uosc_danmaku/apis/dandanplay.lua b/scripts/uosc_danmaku/apis/dandanplay.lua new file mode 100644 index 0000000..fa8f42e --- /dev/null +++ b/scripts/uosc_danmaku/apis/dandanplay.lua @@ -0,0 +1,613 @@ +local msg = require('mp.msg') +local utils = require("mp.utils") + +local function extract_url(url) + local path = url:match("^https?://[^/]+(/[^%?]*)") + return path +end + +local function generateXSignature(url, time, appid, app_accept) + local url_path = extract_url(url) + if not url_path then + return nil + end + + local dataToHash = string.format("%s%d%s%s", AES.ECB.decrypt(KEY, Base64.decode(appid)), + time, url_path, AES.ECB.decrypt(KEY, Base64.decode(app_accept))) + local hash = Sha256(dataToHash) + local base64Hash = Base64.encode(hex_to_bin(hash)) + return base64Hash +end + +-- 写入history.json +-- 读取episodeId获取danmaku +function set_episode_id(input, from_menu) + from_menu = from_menu or false + DANMAKU.source = "dandanplay" + local api_server = options.api_server + for url, source in pairs(DANMAKU.sources) do + if source.from == "api_server" then + if not source.from_history then + DANMAKU.sources[url] = nil + else + DANMAKU.sources[url]["data"] = nil + api_server = source.api_server or options.api_server + end + end + end + local episodeId = tonumber(input) + + local main_url = api_server .. "/api/v2/comment/" .. episodeId .. "?withRelated=true&chConvert=0" + add_source_to_history(main_url, { from = "api_server", api_server = api_server }) + write_history(episodeId, api_server) + set_danmaku_button() + fetch_danmaku(episodeId, from_menu, api_server) +end + +-- 回退使用额外的弹幕获取方式 +function get_danmaku_fallback(query) + local url = options.fallback_server .. "/?ac=dm&url=" .. query + msg.verbose("尝试获取弹幕：" .. url) + + local args = make_danmaku_request_args("GET", url) + if not args then return end + + fetch_danmaku_data(args, function(data) + if not data or not data["comments"] or data["count"] <= 1 then + msg.info("备用服务器无数据或返回格式不正确") + show_message("备用服务器无数据或返回格式不正确", 3) + return + end + + save_danmaku_data(data["comments"], query, "user_custom") + load_danmaku(true) + end) +end + +-- 返回弹幕请求参数 +function make_danmaku_request_args(method, url, headers, body) + local args = { + "curl", + "-L", + "-X", + method, + "-H", + "Accept: application/json", + "-H", + "User-Agent: " .. options.user_agent, + } + + if headers then + for k, v in pairs(headers) do + table.insert(args, '-H') + table.insert(args, string.format('%s: %s', k, v)) + end + end + + if body then + table.insert(args, '-d') + table.insert(args, utils.format_json(body)) + table.insert(args, '-H') + table.insert(args, 'Content-Type: application/json') + end + + if url:find("api%.dandanplay%.") then + local time = os.time() + local appid = "UgjRIH45lE1BBLNmir1WKw==" + local app_accept = "SzuWlFZAPRMqeWf9qmfp8dcvYr3hvxuSrIRZuAeEfko=" + table.insert(args, '-H') + table.insert(args, string.format('X-AppId: %s', AES.ECB.decrypt(KEY, Base64.decode(appid)))) + table.insert(args, '-H') + table.insert(args, string.format('X-Signature: %s', generateXSignature(url, time, appid, app_accept))) + table.insert(args, '-H') + table.insert(args, string.format('X-Timestamp: %s', time)) + end + + if options.proxy ~= "" then + table.insert(args, '-x') + table.insert(args, options.proxy) + end + + table.insert(args, url) + + return args +end + +local function normalize_danmaku_response(d) + if not d then return d end + -- 已经是 comments/count 格式则直接返回 + if d.comments or d.count then return d end + + if d.danmuku and type(d.danmuku) == "table" then + local out = {} + for _, item in ipairs(d.danmuku) do + -- item 预期为数组，索引: 1=time, 2=pos(right/top/bottom), 3=color(hex), 5=content + local time = tonumber(item[1]) or 0 + local pos = item[2] or "right" + local color = item[3] or "" + local content = item[5] or item[4] or "" + + local mode = 1 + if pos == "right" then + mode = 1 + elseif pos == "top" then + mode = 4 + elseif pos == "bottom" then + mode = 5 + end + + local colorDec = 16777215 + if type(color) == "number" then + colorDec = color + elseif type(color) == "string" then + colorDec = hex_to_int_color(color) + end + + local p = string.format("%.2f,%d,%d", time, mode, colorDec) + table.insert(out, { p = p, m = content }) + end + return { comments = out, count = tonumber(d.danum) or #out } + end + + return d +end + +-- 尝试通过解析文件名匹配剧集 +local function match_episode(animeTitle, bangumiId, episode_num) + local url = options.api_server .. "/api/v2/bangumi/" .. bangumiId + local args = make_danmaku_request_args("GET", url) + + if args == nil then + return + end + + call_cmd_async(args, function(error, json) + async_running = false + if error then + show_message("HTTP 请求失败，打开控制台查看详情", 5) + msg.error(error) + return + end + + local data = utils.parse_json(json) + if not data or not data.bangumi or not data.bangumi.episodes then + msg.info("无结果") + return + end + + for _, episode in ipairs(data.bangumi.episodes) do + local ep_num = tonumber(episode.episodeNumber) + if ep_num and ep_num == tonumber(episode_num) then + DANMAKU.anime = animeTitle + DANMAKU.episode = episode.episodeTitle + set_episode_id(episode.episodeId) + break + end + end + end) +end + +local function match_anime() + local animes = {} + local anime_type = "tvseries" + local type_count = 0 + local title, season_num, episode_num = parse_title() + if not episode_num then + msg.info("无法解析剧集信息") + return + end + + if title:match("OVA") or title:match("OAD") then + anime_type = "ova" + end + + local encoded_query = url_encode(title) + local url = options.api_server .. "/api/v2/search/anime" + local params = "keyword=" .. encoded_query + local full_url = url .. "?" .. params + local args = make_danmaku_request_args("GET", full_url) + + if not args then return end + + call_cmd_async(args, function(error, json) + async_running = false + if error then + show_message("HTTP 请求失败，打开控制台查看详情", 5) + msg.error(error) + return + end + + local data = utils.parse_json(json) + if not data or not data.animes then + msg.info("无结果") + return + end + + for _, anime in ipairs(data.animes) do + if anime.type == anime_type then + type_count = type_count + 1 + table.insert(animes, anime) + end + end + + if type_count == 1 then + match_episode(animes[1].animeTitle, animes[1].bangumiId, episode_num) + elseif type_count > 1 and season_num then + local best_match, best_score = nil, -1 + local target_title = title + if tonumber(season_num) > 1 then + target_title = title .. " 第" .. number_to_chinese(season_num) .. "季" + end + for _, anime in ipairs(animes) do + local animeTitle = tostring(anime.animeTitle or "") + animeTitle = animeTitle:gsub("^%s*(.-)%s*$", "%1") + :gsub("%s*%(.-%)%s*$", "") + :gsub("%s*【.-】.*$", "") + if animeTitle:match("第一[季部]") and tonumber(season_num) == 1 then + target_title = title .. " 第一季" + end + local score = jaro_winkler(target_title, animeTitle) + msg.debug(("候选: %s -> 相似度 %.3f"):format(animeTitle, score)) + if score > best_score then + best_score = score + best_match = anime + end + end + + if best_match and best_score >= 0.75 then + msg.info(("模糊匹配选中: %s (score=%.2f)"):format(best_match.animeTitle, best_score)) + match_episode(best_match.animeTitle, best_match.bangumiId, episode_num) + else + msg.info("匹配到多个结果，但相似度不足，请手动搜索") + end + else + msg.info("没有找到合适的匹配结果") + end + end) +end + +-- 执行哈希匹配获取弹幕 +local function match_file(file_path, file_name, callback) + -- 计算文件哈希 + local hash = nil + local file_info = utils.file_info(file_path) + if file_info and file_info.size > 16 * 1024 * 1024 then + local file, error = io.open(normalize(file_path), 'rb') + if file and not error then + local m = MD5.new() + for _ = 1, 16 * 1024 do + local content = file:read(1024) + if not content then + break + end + m:update(content) + end + file:close() + hash = m:finish() + end + end + + if hash then msg.info('hash:', hash) end + + local title, season_num, episode_num = parse_title() + if title and episode_num then + if season_num then + file_name = title .. " S" .. season_num .. "E" .. episode_num + else + file_name = title .. " E" .. episode_num + end + else + file_name = title + end + + local url = options.api_server .. "/api/v2/match" + local args = make_danmaku_request_args("POST", url, { + ["Content-Type"] = "application/json" + }, { + fileName = file_name, + fileHash = hash or "a1b2c3d4e5f67890abcd1234ef567890", + matchMode = "hashAndFileName" + } + ) + + if not args then return end + + call_cmd_async(args, function(error, json) + async_running = false + if error then + show_message("HTTP 请求失败，打开控制台查看详情", 5) + callback(error) + return + end + local data = utils.parse_json(json) + if not data or not data.isMatched then + callback("没有匹配的剧集") + return + end + + DANMAKU.anime = data.matches[1].animeTitle + DANMAKU.episode = data.matches[1].episodeTitle + + -- 获取并加载弹幕数据 + set_episode_id(data.matches[1].episodeId) + end) +end + +-- 异步获取弹幕数据 +function fetch_danmaku_data(args, callback) + call_cmd_async(args, function(error, json) + async_running = false + if error then + show_message("获取数据失败", 3) + msg.error("HTTP 请求失败：" .. error) + return + end + local data = utils.parse_json(json) + data = normalize_danmaku_response(data) + callback(data) + end) +end + +-- 保存弹幕数据 +function save_danmaku_data(comments, query, danmaku_source) + local danmaku_list = save_danmaku_to_list(comments) + + if DANMAKU.sources[query] ~= nil then + DANMAKU.sources[query]["data"] = danmaku_list + else + DANMAKU.sources[query] = {from = danmaku_source, data = danmaku_list} + end +end + +function save_danmaku_downloaded(url, downloaded_file) + local danmaku_list = parse_danmaku_file(downloaded_file) + if file_exists(downloaded_file) then + os.remove(downloaded_file) + end + if DANMAKU.sources[url] ~= nil then + DANMAKU.sources[url]["data"] = danmaku_list + else + DANMAKU.sources[url] = {from = "user_custom", data = danmaku_list} + end +end + +-- 处理弹幕数据 +function handle_danmaku_data(query, data, from_menu) + -- 如果没有数据，进行重试 + if not data or not data["comments"] or data["count"] <= 1 then + show_message("服务器无缓存数据，再次尝试请求", 10) + msg.verbose("服务器无缓存数据，再次尝试请求") + -- 等待 2 秒后重试 + local start = os.time() + while os.time() - start < 2 do + -- 空循环，等待 2 秒 + end + -- 重新发起请求 + local url = options.api_server .. "/api/v2/extcomment?url=" .. url_encode(query) + local args = make_danmaku_request_args("GET", url) + + if args == nil then + return + end + + fetch_danmaku_data(args, function(retry_data) + if not retry_data or not retry_data["comments"] or retry_data["count"] <= 1 then + get_danmaku_fallback(query) + return + end + save_danmaku_data(retry_data["comments"], query, "user_custom") + load_danmaku(from_menu) + end) + else + save_danmaku_data(data["comments"], query, "user_custom") + load_danmaku(from_menu) + end +end + +-- 处理获取到的数据 +function handle_fetched_danmaku(data, url, from_menu) + if data and data["comments"] then + if data["count"] == 0 then + if DANMAKU.sources[url] == nil then + DANMAKU.sources[url] = {from = "api_server"} + end + show_message("该集弹幕内容为空，结束加载", 3) + msg.verbose("该集弹幕内容为空，结束加载") + return + end + save_danmaku_data(data["comments"], url, "api_server") + load_danmaku(from_menu) + else + show_message("无数据", 3) + msg.info("无数据") + end +end + +-- 匹配弹幕库 comment, 仅匹配dandan本身弹幕库 +-- 通过danmaku api（url）+id获取弹幕 +function fetch_danmaku(episodeId, from_menu, api_server) + local url = (api_server or options.api_server) .. "/api/v2/comment/" .. episodeId .. "?withRelated=true&chConvert=0" + show_message("弹幕加载中...", 30) + msg.verbose("尝试获取弹幕：" .. url) + local args = make_danmaku_request_args("GET", url) + + if args == nil then + return + end + + fetch_danmaku_data(args, function(data) + handle_fetched_danmaku(data, url, from_menu) + end) +end + +-- 从用户添加过的弹幕源添加弹幕 +function addon_danmaku(dir, from_menu) + if dir then + local history_json = read_file(HISTORY_PATH) + local history = utils.parse_json(history_json) or {} + if history[dir] and history[dir].extra ~= nil then + return + end + end + for url, source in pairs(DANMAKU.sources) do + if source.from ~= "api_server" then + add_danmaku_source(url, from_menu) + end + end +end + +--通过输入源url获取弹幕库 +function add_danmaku_source(query, from_menu) + if DANMAKU.sources[query] == nil then + DANMAKU.sources[query] = {from = "user_custom"} + end + + from_menu = from_menu or false + if from_menu then + add_source_to_history(query, DANMAKU.sources[query]) + end + + if is_protocol(query) then + add_danmaku_source_online(query, from_menu) + else + add_danmaku_source_local(query, from_menu) + end +end + +function add_danmaku_source_local(query, from_menu) + local path = normalize(query) + if not file_exists(path) then + msg.warn("无效的文件路径") + return + end + if not (string.match(path, "%.xml$") or string.match(path, "%.json$")) then + msg.warn("仅支持弹幕文件") + return + end + + if DANMAKU.sources[query] ~= nil then + DANMAKU.sources[query]["from"] = "user_local" + DANMAKU.sources[query]["data"] = parse_danmaku_file(path) + else + DANMAKU.sources[query] = {from = "user_local", data = parse_danmaku_file(path)} + end + + set_danmaku_button() + load_danmaku(from_menu) +end + +--通过输入源url获取弹幕库 +function add_danmaku_source_online(query, from_menu) + set_danmaku_button() + local url = options.api_server .. "/api/v2/extcomment?url=" .. url_encode(query) + show_message("弹幕加载中...", 30) + msg.verbose("尝试获取弹幕：" .. url) + local args = make_danmaku_request_args("GET", url) + + if args == nil then + return + end + + fetch_danmaku_data(args, function(data) + handle_danmaku_data(query, data, from_menu) + end) +end + +-- 将弹幕转换为 Lua table +function save_danmaku_to_list(comments) + local danmaku_list = {} + + for _, comment in ipairs(comments) do + local p = comment["p"] + local shift = comment["shift"] + if p then + local fields = split(p, ",") + if shift ~= nil then + fields[1] = tonumber(fields[1]) + tonumber(shift) + end + local time = tonumber(fields[1]) + local type = tonumber(fields[2]) + local color = tonumber(fields[3]) or 0xFFFFFF + local size = 25 + local m_value = comment["m"] + :gsub("[%z\1-\31]", "") + :gsub("\\", "") + :gsub("\"", "") + table.insert(danmaku_list, { + time = time, + type = type, + size = size, + color = color, + text = m_value + }) + end + end + + return danmaku_list +end + +-- 通过文件前 16M 的 hash 值进行弹幕匹配 +function get_danmaku_with_hash(file_name, file_path) + if type(MD5) ~= "table" or not MD5.sum then + msg.warn("MD5 模块不支持 Lua 5.1，回退到文件名匹配") + match_anime() + return + end + if is_protocol(file_path) then + set_danmaku_button() + local temp_file = "temp-" .. PID .. ".mp4" + local arg = { + "curl", + "--connect-timeout", + "10", + "--max-time", + "30", + "--range", + "0-16777215", + "--user-agent", + options.user_agent, + "--output", + utils.join_path(DANMAKU_PATH, temp_file), + "-L", + file_path, + } + + if options.proxy ~= "" then + table.insert(arg, '-x') + table.insert(arg, options.proxy) + end + + call_cmd_async(arg, function(error) + async_running = false + + file_path = utils.join_path(DANMAKU_PATH, temp_file) + + match_file(file_path, file_name, function(error) + if error then + msg.error(error) + msg.info("尝试通过解析文件名获取弹幕") + match_anime() + end + end) + end) + else + local dir = get_parent_directory(file_path) + local excluded_path = utils.parse_json(options.excluded_path) + if PLATFORM == "windows" then + for i, path in pairs(excluded_path) do + excluded_path[i] = path:gsub("/", "\\") + end + end + if contains_any(excluded_path, dir) then + match_anime() + return + end + match_file(file_path, file_name, function(error) + if error then + msg.error(error) + msg.info("尝试通过解析文件名获取弹幕") + match_anime() + end + end) + end +end \ No newline at end of file diff --git a/scripts/uosc_danmaku/apis/extra.lua b/scripts/uosc_danmaku/apis/extra.lua new file mode 100644 index 0000000..a124d0b --- /dev/null +++ b/scripts/uosc_danmaku/apis/extra.lua @@ -0,0 +1,435 @@ +local utils = require 'mp.utils' +local msg = require 'mp.msg' + +local Source = { + ["b 站"] = "bilibili1", + ["腾讯"] = "qq", + ["爱奇艺"] = "qiyi", + ["优酷"] = "youku", +} + +local function load_extra_danmaku(url, episode, number, class, id, site, title, year) + local play_url = nil + if url:match("^.-%.html") then + play_url = url:match("^(.-%.html).*") + elseif url:match("^https?://v%.youku%.com/") and url:match("[?&]vid=") then + -- 转换 youku 的短链接形式 video?vid=... 到真实播放页 v_show/id_*.html + local vid = url:match("[?&]vid=([^&]+)") + if vid then + play_url = "https://v.youku.com/v_show/id_" .. vid .. ".html" + else + play_url = url:gsub("%?bsource=360ogvys$",""):gsub("&.*$","") + end + else + play_url = url:gsub("%?bsource=360ogvys$",""):gsub("&.*$","") + end + + ENABLED = true + DANMAKU.anime = title .. " (" .. year .. ")" + DANMAKU.episode = "第" .. episode .. "话" + DANMAKU.source = site + DANMAKU.extra = { + id = id, + site = site, + year = year, + class = class, + title = title, + number = tonumber(number), + episodenum = tonumber(episode), + } + write_history() + add_danmaku_source(play_url, true) +end + +local function query_tmdb(title, class, menu) + local encoded_title = url_encode(title) + local url = string.format("https://api.tmdb.org/3/search/%s?api_key=%s&query=%s&language=zh-CN", + class, Base64.decode(options.tmdb_api_key), encoded_title) + + local cmd = { + "curl", + "-s", + "-H", "accept: application/json", + url + } + + if options.proxy ~= "" then + table.insert(cmd, '-x') + table.insert(cmd, options.proxy) + end + + local res = mp.command_native({ + name = "subprocess", + args = cmd, + capture_stdout = true, + capture_stderr = true, + }) + + local data = utils.parse_json(res.stdout) + if not res.status or res.status ~= 0 or not data.results or #data.results == 0 then + local message = "获取 tmdb 中文数据失败" + if uosc_available then + update_menu_uosc(menu.type, menu.title, message, menu.footnote, menu.cmd, title) + else + show_message(message, 3) + end + msg.error("获取 tmdb 中文数据失败：" .. res.stdout) + else + if class == "tv" then + return data.results[1].name + else + return data.results[1].title + end + end +end + +local function get_number(cat, id, site) + local url = string.format("https://api.web.360kan.com/v1/detail?cat=%s&id=%s&site=%s", + cat, id, site) + + local cmd = { "curl", "-s", url } + local res = mp.command_native({ + name = "subprocess", + args = cmd, + capture_stdout = true, + capture_stderr = true, + }) + + if not res.status or res.status ~= 0 then + msg.error("Failed to fetch data: " .. (res.stderr or "unknown error")) + return nil + end + + local result = utils.parse_json(res.stdout) + if result and result.data and result.data.allupinfo then + return tonumber(result.data.allupinfo[site]) + end + return nil +end + +local function get_episodes_v2(cat, id, site) + local s_param = string.format('[{"cat_id":"%s","ent_id":"%s","site":"%s"}]', tostring(cat), tostring(id), tostring(site)) + + local url = string.format("https://api.so.360kan.com/episodesv2?v_ap=1&s=%s", url_encode(s_param)) + + local cmd = { "curl", "-s", url } + local res = mp.command_native({ + name = "subprocess", + args = cmd, + capture_stdout = true, + capture_stderr = true, + }) + + if not res.status or res.status ~= 0 then + msg.error("Failed to fetch episodesv2: " .. (res.stderr or "unknown error")) + return nil + end + + local data_text = res.stdout or "" + -- 兼容 JSONP 和 纯 JSON：提取最外层括号内 JSON + local json_payload = data_text + local first_paren = data_text:find('%(') + local last_paren = data_text:match('.*()%)') + if first_paren and last_paren and last_paren > first_paren then + json_payload = data_text:sub(first_paren + 1, last_paren - 1) + end + + local parsed = utils.parse_json(json_payload) + if not parsed then + msg.error("episodesv2: 解析返回失败: " .. (res.stdout or "")) + return nil + end + + local episodes = {} + if parsed.code == 0 and parsed.data and #parsed.data > 0 then + local seriesHTML = parsed.data[1] and parsed.data[1].seriesHTML + if seriesHTML and seriesHTML.seriesPlaylinks then + for i, ep in ipairs(seriesHTML.seriesPlaylinks) do + local episode_url = nil + if type(ep) == 'string' then + episode_url = ep + elseif type(ep) == 'table' and ep.url then + episode_url = ep.url + end + if episode_url and episode_url ~= '' then + table.insert(episodes, { index = i, url = episode_url }) + end + end + end + end + + if #episodes == 0 then + return nil + end + return episodes +end + +function get_details(class, id, site, title, year, number, episodenum) + local message = episodenum and "查询弹幕中..." or "加载数据中..." + local menu_type = "menu_details" + local menu_title = "剧集信息" + local footnote = "使用 / 打开筛选" + if uosc_available and not episodenum then + update_menu_uosc(menu_type, menu_title, message, footnote) + else + show_message(message, 3) + end + + local cat = 0 + if class == "电影" then + cat = 1 + elseif class == "电视剧" then + cat = 2 +-- elseif class == "综艺" then +-- cat = 3 + elseif class == "动漫" then + cat = 4 + end + + local items = {} + local episodes = nil + if cat == 2 or cat == 4 then + episodes = get_episodes_v2(cat, id, site) + end + + -- 统一构建 episode_rows：优先使用 episodesv2 返回的数据，否则使用 v1/detail + local episode_rows = nil + if episodes then + episode_rows = {} + for _, ep in ipairs(episodes) do + table.insert(episode_rows, { index = tostring(ep.index), url = ep.url }) + end + else + if not number and cat ~= 0 then + number = get_number(cat, id, site) + end + if not number or cat == 0 then + local message = "无结果" + if uosc_available and not episodenum then + update_menu_uosc(menu_type, menu_title, message, footnote) + else + show_message(message, 3) + end + msg.verbose("无结果") + return + end + + local url = string.format("https://api.web.360kan.com/v1/detail?cat=%s&id=%s&start=1&end=%s&site=%s", + cat, id, number, site) + + local cmd = { "curl", "-s", url } + local res = mp.command_native({ + name = "subprocess", + args = cmd, + capture_stdout = true, + capture_stderr = true, + }) + + if not res.status or res.status ~= 0 then + local message = "无结果" + if uosc_available and not episodenum then + update_menu_uosc(menu_type, menu_title, message, footnote) + else + show_message(message, 3) + end + msg.verbose("无结果") + return + end + + local result = utils.parse_json(res.stdout) + if result and result.data and result.data.allepidetail and result.data.allepidetail[site] then + episode_rows = {} + for _, it in ipairs(result.data.allepidetail[site]) do + table.insert(episode_rows, { index = tostring(it.playlink_num), url = it.url }) + end + end + end + + if episode_rows and #episode_rows > 0 then + if episodenum then + for _, ep in ipairs(episode_rows) do + if tonumber(ep.index) == tonumber(episodenum) then + load_extra_danmaku(ep.url, ep.index, number, class, id, site, title, year) + return + end + end + end + + table.insert(items, { + title = "← 返回搜索结果", + value = { "script-message-to", "uosc", "open-menu", latest_menu_anime }, + keep_open = false, + selectable = true, + }) + + for _, ep in ipairs(episode_rows) do + table.insert(items, { + title = "第" .. ep.index .. "集", + hint = ep.index, + value = { + "script-message-to", + mp.get_script_name(), + "add-extra-event", + ep.url, ep.index, tostring(number), class, id, site, title, year + }, + }) + end + end + if #items > 0 then + if uosc_available and not episodenum then + update_menu_uosc(menu_type, menu_title, items, footnote) + elseif not episodenum then + show_message("", 0) + mp.add_timeout(0.1, function() + open_menu_select(items) + end) + end + else + local message = "无结果" + if uosc_available and not episodenum then + update_menu_uosc(menu_type, menu_title, message, footnote) + else + show_message(message, 3) + end + msg.verbose("无结果") + end +end + +local function search_query(query, class, menu) + local url = string.format("https://api.so.360kan.com/index?force_v=1&kw=%s", query) + if class ~= nil then + url = url .. "&type=" .. class + end + local cmd = { "curl", "-s", url } + + local res = mp.command_native({ + name = "subprocess", + args = cmd, + capture_stdout = true, + capture_stderr = true, + }) + + if not res.status or res.status ~= 0 then + local message = "无结果" + if uosc_available then + update_menu_uosc(menu.type, menu.title, message, menu.footnote, menu.cmd, query) + else + show_message(message, 3) + end + msg.verbose("无结果") + return + end + + local result = utils.parse_json(res.stdout) + local items = {} + if result and result.data.longData and result.data.longData.rows then + for _, item in ipairs(result.data.longData.rows) do + if item.playlinks then + for source_name, source_id in pairs(Source) do + if item.playlinks[source_id] then + table.insert(items, { + title = item.titleTxt, + hint = item.cat_name .. " | " .. item.year .. " | 来源：" .. source_name, + value = { + "script-message-to", + mp.get_script_name(), + "get-extra-event", + item.cat_name, item.en_id, item.playlinks[source_id], source_id, + item.titleTxt, item.year, + }, + }) + end + end + end + end + end + if #items > 0 then + if uosc_available then + latest_menu_anime = update_menu_uosc(menu.type, menu.title, items, menu.footnote, menu.cmd, query) + else + show_message("", 0) + mp.add_timeout(0.1, function() + open_menu_select(items) + end) + end + else + local message = "无结果" + if uosc_available then + update_menu_uosc(menu.type, menu.title, message, menu.footnote, menu.cmd, query) + else + show_message(message, 3) + end + msg.verbose("无结果") + end +end + +function query_extra(name, class) + local name = name:gsub("%s*%(%d-%)%s*$", "") + local title = nil + local class = class and class:lower() + local message = "加载数据中..." + local menu = { + type = "menu_anime", + title = "在此处输入番剧名称", + footnote = "使用enter或ctrl+enter进行搜索" + } + menu.cmd = { "script-message-to", mp.get_script_name(), "search-anime-event" } + if uosc_available then + update_menu_uosc(menu.type, menu.title, message, menu.footnote, menu.cmd, name) + else + show_message(message, 30) + end + + if is_chinese(name) then + search_query(name, class, menu) + return + end + + + if options.tmdb_api_key == "" or #Base64.decode(options.tmdb_api_key) < 32 then + local message = "请正确设置 tmdb_api_key 或尝试使用中文搜索" + if uosc_available then + update_menu_uosc(menu.type, menu.title, message, menu.footnote, menu.cmd, name) + else + show_message(message, 3) + end + return + end + + if class == "dy" then + title = query_tmdb(name, "movie", menu) + else + title = query_tmdb(name, "tv", menu) + end + + if title then + search_query(title, class, menu) + end +end + +mp.register_script_message("get-extra-event", function(cat, id, playlink, source_id, title, year) + if uosc_available then + mp.commandv("script-message-to", "uosc", "close-menu", "menu_anime") + end + if cat == "电影" then + if playlink:match("^.-%.html") then + playlink = playlink:match("^(.-%.html).*") + else + playlink = playlink:gsub("%?bsource=360ogvys$","") + end + DANMAKU.anime = title .. " (" .. year .. ")" + DANMAKU.episode = "电影" + DANMAKU.source = source_id + write_history() + add_danmaku_source(playlink, true) + else + get_details(cat, id, source_id, title, year) + end +end) + +mp.register_script_message("add-extra-event", function(url, episode, number, class, id, site, title, year) + if uosc_available then + mp.commandv("script-message-to", "uosc", "close-menu", "menu_details") + end + load_extra_danmaku(url, episode, number, class, id, site, title, year) +end) \ No newline at end of file diff --git a/scripts/uosc_danmaku/dicts/s2t_chars.lua b/scripts/uosc_danmaku/dicts/s2t_chars.lua new file mode 100644 index 0000000..0893b07 --- /dev/null +++ b/scripts/uosc_danmaku/dicts/s2t_chars.lua @@ -0,0 +1,3982 @@ +return { + ["誊"] = "謄", + ["𫐗"] = "轐", + ["讠"] = "訁", + ["𫐘"] = "轗", + ["计"] = "計", + ["𫐙"] = "轠", + ["订"] = "訂", + ["𫐷"] = "遱", + ["讣"] = "訃", + ["𫑘"] = "鄟", + ["认"] = "認", + ["𫑡"] = "鄳", + ["讥"] = "譏", + ["𫑷"] = "醶", + ["讦"] = "訐", + ["𫓥"] = "釟", + ["讧"] = "訌", + ["𫓦"] = "釨", + ["讨"] = "討", + ["诹"] = "諏", + ["让"] = "讓", + ["诺"] = "諾", + ["讪"] = "訕", + ["读"] = "讀", + ["讫"] = "訖", + ["诼"] = "諑", + ["讬"] = "託", + ["诽"] = "誹", + ["训"] = "訓", + ["课"] = "課", + ["议"] = "議", + ["诿"] = "諉", + ["讯"] = "訊", + ["谀"] = "諛", + ["记"] = "記", + ["谁"] = "誰", + ["谂"] = "諗", + ["调"] = "調", + ["谄"] = "諂", + ["谅"] = "諒", + ["谆"] = "諄", + ["谇"] = "誶", + ["谈"] = "談", + ["𫗭"] = "餵", + ["谉"] = "讅", + ["猃"] = "獫", + ["谊"] = "誼", + ["猎"] = "獵", + ["谋"] = "謀", + ["猕"] = "獼", + ["谌"] = "諶", + ["猡"] = "玀", + ["谍"] = "諜", + ["猪"] = "豬", + ["谎"] = "謊", + ["猫"] = "貓", + ["谏"] = "諫", + ["猬"] = "蝟", + ["谐"] = "諧", + ["献"] = "獻", + ["谑"] = "謔", + ["獭"] = "獺", + ["谒"] = "謁", + ["玑"] = "璣", + ["谓"] = "謂", + ["玙"] = "璵", + ["谔"] = "諤", + ["玚"] = "瑒", + ["谕"] = "諭", + ["玛"] = "瑪", + ["谖"] = "諼", + ["玩"] = "玩", + ["谗"] = "讒", + ["环"] = "環", + ["谙"] = "諳", + ["现"] = "現", + ["谚"] = "諺", + ["玱"] = "瑲", + ["谛"] = "諦", + ["玺"] = "璽", + ["谜"] = "謎", + ["珐"] = "琺", + ["谝"] = "諞", + ["珑"] = "瓏", + ["谞"] = "諝", + ["珰"] = "璫", + ["谟"] = "謨", + ["珲"] = "琿", + ["谠"] = "讜", + ["琎"] = "璡", + ["谡"] = "謖", + ["琏"] = "璉", + ["谢"] = "謝", + ["琐"] = "瑣", + ["谣"] = "謠", + ["琼"] = "瓊", + ["谤"] = "謗", + ["瑶"] = "瑤", + ["谥"] = "諡", + ["瑷"] = "璦", + ["谦"] = "謙", + ["瑸"] = "璸", + ["泞"] = "濘", + ["谧"] = "謐", + ["璇"] = "璇", + ["注"] = "注", + ["谨"] = "謹", + ["泪"] = "淚", + ["谩"] = "謾", + ["泶"] = "澩", + ["谪"] = "謫", + ["泷"] = "瀧", + ["谫"] = "譾", + ["泸"] = "瀘", + ["谬"] = "謬", + ["泺"] = "濼", + ["谭"] = "譚", + ["泻"] = "瀉", + ["谮"] = "譖", + ["泼"] = "潑", + ["谯"] = "譙", + ["泽"] = "澤", + ["谰"] = "讕", + ["泾"] = "涇", + ["谱"] = "譜", + ["洁"] = "潔", + ["谲"] = "譎", + ["洒"] = "灑", + ["谳"] = "讞", + ["洼"] = "窪", + ["谴"] = "譴", + ["浃"] = "浹", + ["谵"] = "譫", + ["浅"] = "淺", + ["谶"] = "讖", + ["浆"] = "漿", + ["谷"] = "谷", + ["浇"] = "澆", + ["豮"] = "豶", + ["疯"] = "瘋", + ["浈"] = "湞", + ["贝"] = "貝", + ["疱"] = "皰", + ["浉"] = "溮", + ["贞"] = "貞", + ["疴"] = "痾", + ["浊"] = "濁", + ["负"] = "負", + ["症"] = "症", + ["测"] = "測", + ["痈"] = "癰", + ["浍"] = "澮", + ["贡"] = "貢", + ["济"] = "濟", + ["财"] = "財", + ["浏"] = "瀏", + ["责"] = "責", + ["浐"] = "滻", + ["贤"] = "賢", + ["浑"] = "渾", + ["败"] = "敗", + ["浒"] = "滸", + ["账"] = "賬", + ["浓"] = "濃", + ["货"] = "貨", + ["浔"] = "潯", + ["质"] = "質", + ["浕"] = "濜", + ["涂"] = "塗", + ["涌"] = "湧", + ["涚"] = "涗", + ["涛"] = "濤", + ["涝"] = "澇", + ["涞"] = "淶", + ["涟"] = "漣", + ["涠"] = "潿", + ["涡"] = "渦", + ["涢"] = "溳", + ["涣"] = "渙", + ["涤"] = "滌", + ["润"] = "潤", + ["涧"] = "澗", + ["涨"] = "漲", + ["𪼋"] = "㻶", + ["𣑶"] = "𣠲", + ["涩"] = "澀", + ["𣎑"] = "臗", + ["𰶎"] = "譅", + ["淀"] = "澱", + ["𰰨"] = "菕", + ["𰬸"] = "繐", + ["渊"] = "淵", + ["𬺓"] = "齼", + ["𬺈"] = "齮", + ["渌"] = "淥", + ["𬹼"] = "齘", + ["𬸯"] = "鷿", + ["渍"] = "漬", + ["𬸪"] = "鷭", + ["𬸦"] = "鷟", + ["渎"] = "瀆", + ["𬸣"] = "鶱", + ["𬸚"] = "鸑", + ["渐"] = "漸", + ["𬸘"] = "鶠", + ["𬷕"] = "鵏", + ["渑"] = "澠", + ["𫂃"] = "簢", + ["𫂈"] = "䉬", + ["渔"] = "漁", + ["𫂿"] = "𥻦", + ["𫄙"] = "糺", + ["渖"] = "瀋", + ["𫄛"] = "紟", + ["𫄝"] = "𥾯", + ["渗"] = "滲", + ["𫄟"] = "絁", + ["𫄡"] = "絧", + ["温"] = "溫", + ["𫄣"] = "繷", + ["𫄥"] = "纚", + ["游"] = "遊", + ["𫄧"] = "綖", + ["𫄩"] = "䋦", + ["𫄫"] = "綟", + ["𫄭"] = "緮", + ["𫄯"] = "𦃩", + ["𫄱"] = "繬", + ["𫄳"] = "縰", + ["𬱖"] = "頔", + ["𬯎"] = "隤", + ["𬯀"] = "隮", + ["𫄷"] = "繶", + ["𫄸"] = "纁", + ["𬭼"] = "鐩", + ["𬭸"] = "鏻", + ["𬭶"] = "𨭆", + ["𬭳"] = "𨭎", + ["𬭯"] = "䥕", + ["𬭭"] = "鏚", + ["𬭬"] = "鏏", + ["𬭩"] = "鎓", + ["𬭤"] = "鍭", + ["𬭛"] = "𨨏", + ["𬭚"] = "錞", + ["𬭎"] = "鋐", + ["𬭊"] = "𨧀", + ["𬭁"] = "鉧", + ["𬬿"] = "鉊", + ["𬬻"] = "鑪", + ["𬬹"] = "鉮", + ["𬬸"] = "鉥", + ["𬬱"] = "釿", + ["𬬮"] = "鋹", + ["𬬭"] = "錀", + ["𬬩"] = "釴", + ["𬪩"] = "醲", + ["𬩽"] = "鄩", + ["𬨎"] = "輶", + ["𬨂"] = "軝", + ["𬤝"] = "譓", + ["𬤊"] = "諟", + ["𬤇"] = "諲", + ["𬣳"] = "詪", + ["𬣡"] = "諓", + ["𬣞"] = "詝", + ["𬣙"] = "訏", + ["𬟽"] = "蝀", + ["𬟁"] = "虉", + ["𬞟"] = "蘋", + ["𬜯"] = "䓣", + ["𬜬"] = "蔄", + ["𬙋"] = "纕", + ["𬙊"] = "纆", + ["𬙂"] = "縯", + ["𬘯"] = "綧", + ["𬘭"] = "綝", + ["𬘬"] = "綪", + ["𬘫"] = "綄", + ["𬘩"] = "綎", + ["𬘡"] = "絪", + ["𬘘"] = "紞", + ["𬘓"] = "紃", + ["𬕂"] = "篢", + ["𬒗"] = "𥗽", + ["𬒈"] = "礐", + ["𬍤"] = "璕", + ["𣗊"] = "樠", + ["𣗙"] = "㰙", + ["𣘓"] = "𣞻", + ["𣘷"] = "𣝕", + ["𬉼"] = "熰", + ["𬇹"] = "漍", + ["𬇙"] = "浿", + ["𬇕"] = "澫", + ["𬃊"] = "櫍", + ["𬂩"] = "梜", + ["𬀪"] = "晛", + ["𬀩"] = "暐", + ["𫸩"] = "彄", + ["𫷷"] = "廞", + ["𫶇"] = "嵽", + ["𫵷"] = "㠣", + ["𫰛"] = "娙", + ["𫮃"] = "墠", + ["𫭼"] = "𡑍", + ["𫭢"] = "埨", + ["𦈋"] = "綇", + ["𫬐"] = "㘔", + ["𫫇"] = "噁", + ["𫧮"] = "𪋿", + ["𫧃"] = "𣍐", + ["𫢸"] = "僤", + ["𫠜"] = "齯", + ["𫠖"] = "𩿅", + ["𫠒"] = "鱆", + ["𫠑"] = "䱸", + ["𫠐"] = "魽", + ["𫠏"] = "𩵦", + ["𫠌"] = "𩦠", + ["𫠋"] = "騼", + ["𫠊"] = "䮄", + ["𫠈"] = "䫾", + ["𫠇"] = "𩖰", + ["𫠆"] = "頍", + ["𫠅"] = "韚", + ["𫠂"] = "閝", + ["𫠁"] = "鑉", + ["𫠀"] = "䥄", + ["𫟿"] = "鎈", + ["𫟾"] = "𨩰", + ["𫟽"] = "𨧰", + ["𫟼"] = "鐽", + ["𫟻"] = "銂", + ["𫟺"] = "䤤", + ["𫟹"] = "鉷", + ["𫟸"] = "鉽", + ["𫟷"] = "鉝", + ["𫟶"] = "銏", + ["𫟵"] = "鈗", + ["𫟴"] = "鈖", + ["𫟳"] = "釲", + ["𫟲"] = "釚", + ["𫟬"] = "𨟊", + ["𫟫"] = "𨞺", + ["纭"] = "紜", + ["𫟦"] = "䡵", + ["𫟥"] = "䡩", + ["纮"] = "紘", + ["𫟤"] = "䡐", + ["𫟢"] = "䜖", + ["纯"] = "純", + ["𫟡"] = "誴", + ["𫟠"] = "譂", + ["纰"] = "紕", + ["𫟟"] = "詊", + ["𫟞"] = "訨", + ["纱"] = "紗", + ["𫟕"] = "䕤", + ["𫟑"] = "䖅", + ["纲"] = "綱", + ["𫟇"] = "𦆲", + ["𫟆"] = "緟", + ["纳"] = "納", + ["𫟅"] = "綡", + ["镯"] = "鐲", + ["纴"] = "紝", + ["𫟄"] = "綋", + ["镰"] = "鐮", + ["纵"] = "縱", + ["𫟃"] = "絍", + ["镱"] = "鐿", + ["纶"] = "綸", + ["𫞷"] = "𥢶", + ["镲"] = "鑔", + ["纷"] = "紛", + ["𫞩"] = "璊", + ["镳"] = "鑣", + ["纸"] = "紙", + ["𫞨"] = "璼", + ["镴"] = "鑞", + ["摅"] = "攄", + ["𫞧"] = "𤩂", + ["镵"] = "鑱", + ["摆"] = "擺", + ["𫞦"] = "璾", + ["镶"] = "鑲", + ["摇"] = "搖", + ["𫞥"] = "珼", + ["长"] = "長", + ["摈"] = "擯", + ["𫞣"] = "㹽", + ["门"] = "門", + ["摊"] = "攤", + ["𫞢"] = "𤛱", + ["闩"] = "閂", + ["撄"] = "攖", + ["𫞡"] = "爃", + ["闪"] = "閃", + ["撑"] = "撐", + ["𫞠"] = "爧", + ["闫"] = "閆", + ["撵"] = "攆", + ["𫞝"] = "灍", + ["闬"] = "閈", + ["撷"] = "擷", + ["𫞛"] = "㶆", + ["闭"] = "閉", + ["撸"] = "擼", + ["𫞚"] = "澬", + ["问"] = "問", + ["撺"] = "攛", + ["𫞗"] = "潣", + ["闯"] = "闖", + ["擜"] = "㩵", + ["馒"] = "饅", + ["闰"] = "閏", + ["擞"] = "擻", + ["脓"] = "膿", + ["闱"] = "闈", + ["细"] = "細", + ["铈"] = "鈰", + ["闲"] = "閒", + ["织"] = "織", + ["铚"] = "銍", + ["闳"] = "閎", + ["终"] = "終", + ["铥"] = "銩", + ["间"] = "間", + ["绉"] = "縐", + ["𨸎"] = "𨷲", + ["闵"] = "閔", + ["绊"] = "絆", + ["𣞎"] = "𣠩", + ["闶"] = "閌", + ["绋"] = "紼", + ["𣭤"] = "𣯴", + ["闷"] = "悶", + ["绌"] = "絀", + ["𣱝"] = "氭", + ["闸"] = "閘", + ["绍"] = "紹", + ["盖"] = "蓋", + ["闹"] = "鬧", + ["绎"] = "繹", + ["盗"] = "盜", + ["闺"] = "閨", + ["经"] = "經", + ["盘"] = "盤", + ["闻"] = "聞", + ["绐"] = "紿", + ["眍"] = "瞘", + ["闼"] = "闥", + ["绑"] = "綁", + ["眦"] = "眥", + ["闽"] = "閩", + ["绒"] = "絨", + ["眬"] = "矓", + ["闾"] = "閭", + ["结"] = "結", + ["睁"] = "睜", + ["闿"] = "闓", + ["绔"] = "絝", + ["睐"] = "睞", + ["阀"] = "閥", + ["绕"] = "繞", + ["睑"] = "瞼", + ["阁"] = "閣", + ["绖"] = "絰", + ["瞆"] = "瞶", + ["阂"] = "閡", + ["绗"] = "絎", + ["𣲘"] = "潕", + ["阃"] = "閫", + ["绘"] = "繪", + ["𣶩"] = "澅", + ["阄"] = "鬮", + ["给"] = "給", + ["𣶭"] = "𪷓", + ["阅"] = "閱", + ["绚"] = "絢", + ["𣸣"] = "濆", + ["阆"] = "閬", + ["绛"] = "絳", + ["𤽯"] = "㿧", + ["阇"] = "闍", + ["络"] = "絡", + ["𤿲"] = "麬", + ["𫍤"] = "譑", + ["绝"] = "絕", + ["𥅘"] = "𥌃", + ["𫍥"] = "誂", + ["绞"] = "絞", + ["𥅿"] = "𥊝", + ["𫍦"] = "譨", + ["统"] = "統", + ["𥇢"] = "䁪", + ["𫍧"] = "誺", + ["绠"] = "綆", + ["𥐟"] = "礒", + ["𫍨"] = "誫", + ["绡"] = "綃", + ["𥐰"] = "𥕥", + ["𫍩"] = "諣", + ["绢"] = "絹", + ["𥞦"] = "𥞵", + ["𫍪"] = "誋", + ["绣"] = "繡", + ["𦈈"] = "𥿊", + ["𫍫"] = "䛳", + ["绤"] = "綌", + ["𦈉"] = "緷", + ["𫍬"] = "誷", + ["绥"] = "綏", + ["𦈌"] = "綀", + ["𫍭"] = "𧩕", + ["绦"] = "絛", + ["𦈎"] = "繟", + ["𫍮"] = "誳", + ["继"] = "繼", + ["𦈏"] = "緍", + ["屦"] = "屨", + ["绨"] = "綈", + ["𫜕"] = "𪍠", + ["屿"] = "嶼", + ["绩"] = "績", + ["𫜔"] = "䴽", + ["岁"] = "歲", + ["绪"] = "緒", + ["𫜓"] = "𪌭", + ["岂"] = "豈", + ["绫"] = "綾", + ["𫜒"] = "䴱", + ["岖"] = "嶇", + ["𫜑"] = "麷", + ["𫜊"] = "𪉸", + ["𫍴"] = "謱", + ["𫜅"] = "䴋", + ["𫜄"] = "鷷", + ["𫍵"] = "謸", + ["𫜃"] = "鷣", + ["𫜂"] = "𪅂", + ["𫍶"] = "𧩼", + ["𫜁"] = "鷩", + ["𫜀"] = "鷐", + ["𫍷"] = "謉", + ["𫛾"] = "𪆷", + ["𫛽"] = "鷅", + ["𫍸"] = "謆", + ["𫛼"] = "䳫", + ["𫛻"] = "𪃒", + ["𫍹"] = "謯", + ["𫛺"] = "䳧", + ["𫛹"] = "𪃧", + ["𫍺"] = "𧫝", + ["𫛸"] = "鶗", + ["𫛷"] = "鶦", + ["𫍻"] = "譆", + ["𫛶"] = "鶒", + ["𫛵"] = "鶌", + ["𫍼"] = "𧬤", + ["𫛴"] = "鷤", + ["𫛳"] = "鵩", + ["𫍽"] = "譞", + ["𫛲"] = "鵰", + ["𫎭"] = "䞓", + ["𫍾"] = "𧭈", + ["𫛱"] = "鵫", + ["𫎱"] = "䟐", + ["𫍿"] = "譾", + ["𫛰"] = "䳢", + ["𫎆"] = "豵", + ["𫛯"] = "鶭", + ["𫛮"] = "䳤", + ["𫎌"] = "貗", + ["𫛭"] = "鵟", + ["𫛬"] = "䳜", + ["𫎦"] = "贚", + ["𫛫"] = "鶰", + ["𫛪"] = "鴽", + ["𫎧"] = "䝭", + ["𫛩"] = "鴳", + ["𫛨"] = "鵧", + ["𫎨"] = "𧸘", + ["𫛧"] = "𪀖", + ["𫛦"] = "鴮", + ["𫎩"] = "賝", + ["𫛥"] = "鵊", + ["𫛤"] = "鴐", + ["𫎪"] = "䞋", + ["𫛣"] = "鴥", + ["𫛢"] = "鸋", + ["𫎫"] = "贉", + ["𫛡"] = "鴔", + ["𫛠"] = "𩿤", + ["𫎬"] = "贑", + ["𫛟"] = "鸗", + ["𫛞"] = "鴃", + ["𫏕"] = "𨆪", + ["𫛝"] = "鴅", + ["𫛜"] = "鴀", + ["𫏞"] = "𨇰", + ["𫛛"] = "鳷", + ["𫛚"] = "鳽", + ["𫏨"] = "𨇤", + ["𫚭"] = "鱲", + ["𫚬"] = "𩼶", + ["𫐄"] = "軏", + ["𫚫"] = "鱢", + ["𫚪"] = "鱊", + ["𫐅"] = "軕", + ["𫚩"] = "𩻬", + ["𫚨"] = "𩻗", + ["𫐆"] = "轣", + ["𫚧"] = "鰽", + ["𫚦"] = "鰫", + ["𫐇"] = "軜", + ["𫚥"] = "鰕", + ["𫚤"] = "鰦", + ["𫐈"] = "軷", + ["𫚣"] = "鯾", + ["𫚢"] = "鰋", + ["𫐉"] = "軨", + ["𫚡"] = "鯞", + ["𫚠"] = "䱧", + ["𫐊"] = "軬", + ["𫚟"] = "𩸡", + ["𫚞"] = "鯬", + ["𫐋"] = "𨎌", + ["𫚝"] = "𩸄", + ["𫚜"] = "䲅", + ["𫐌"] = "軿", + ["𫚛"] = "鮵", + ["𫚚"] = "鮿", + ["𫐍"] = "𨌈", + ["𫚙"] = "鯆", + ["𫚘"] = "𩻮", + ["𫐎"] = "輢", + ["𫚗"] = "鮯", + ["𫚖"] = "鮆", + ["𫐏"] = "輖", + ["𫚕"] = "鰤", + ["𫚔"] = "鮰", + ["𫐐"] = "輗", + ["𫚓"] = "鮤", + ["𫚒"] = "鮄", + ["𫐑"] = "輨", + ["𫚑"] = "鮅", + ["𫚐"] = "䱀", + ["𫐒"] = "輷", + ["𫚏"] = "䱁", + ["𫚎"] = "𩶁", + ["𫚍"] = "魵", + ["𫚌"] = "魦", + ["𫚋"] = "鱄", + ["𫚊"] = "鰑", + ["𫚉"] = "魟", + ["𫚈"] = "鱮", + ["𫙂"] = "𩯁", + ["𫘽"] = "鬠", + ["𫘱"] = "驨", + ["𫘰"] = "驙", + ["𫘯"] = "驓", + ["𫘮"] = "䮰", + ["𫘭"] = "騻", + ["𫘬"] = "騱", + ["𫘫"] = "騴", + ["𫘪"] = "騵", + ["𫘩"] = "騜", + ["𫘨"] = "騠", + ["𫘧"] = "騄", + ["𫘦"] = "騊", + ["𫘥"] = "騉", + ["𫘤"] = "騃", + ["𫘣"] = "駻", + ["𫘡"] = "駫", + ["𫘠"] = "駤", + ["𫘟"] = "駊", + ["𫘞"] = "駞", + ["𫘝"] = "駃", + ["𫘜"] = "馼", + ["𫘛"] = "馯", + ["𫗵"] = "饟", + ["𫗴"] = "饘", + ["𫗳"] = "𩝽", + ["𫗱"] = "䭑", + ["𫗰"] = "䭔", + ["𫗯"] = "餱", + ["𫗮"] = "餭", + ["𫇭"] = "蔿", + ["𫇴"] = "蒭", + ["𫇽"] = "蕽", + ["𫗩"] = "饠", + ["𫗨"] = "𩛡", + ["𫗧"] = "餗", + ["𫗦"] = "餔", + ["𫉁"] = "薆", + ["𫊪"] = "䗅", + ["𫊸"] = "蟜", + ["𫊻"] = "蟳", + ["𫋌"] = "蟘", + ["𫋷"] = "襗", + ["𫋻"] = "襘", + ["𫌇"] = "襵", + ["𫗚"] = "𩟗", + ["𪣒"] = "堚", + ["𫗋"] = "飋", + ["𫗊"] = "䬓", + ["𪣻"] = "塿", + ["𫗉"] = "𩗴", + ["𫌬"] = "𧢄", + ["𪤄"] = "𡓁", + ["𫌯"] = "䚩", + ["𫍙"] = "訑", + ["𪤚"] = "壣", + ["𫍛"] = "訜", + ["𫖸"] = "願", + ["𪥠"] = "𧹈", + ["𫖷"] = "𩔑", + ["𫖶"] = "顅", + ["𪥫"] = "孇", + ["𫖵"] = "𩓥", + ["𫖴"] = "𩔳", + ["𪥰"] = "嬣", + ["𫖳"] = "頵", + ["𫍰"] = "諰", + ["𪥿"] = "嬻", + ["𫍲"] = "謏", + ["𫎳"] = "䟆", + ["𪧀"] = "孾", + ["𫎺"] = "䟃", + ["𫏃"] = "䠆", + ["𪧘"] = "寠", + ["𫏆"] = "蹳", + ["𫏋"] = "蹻", + ["𪨊"] = "㞞", + ["𫏌"] = "𨂐", + ["𫏐"] = "蹔", + ["𪨗"] = "屩", + ["𫏑"] = "𨇽", + ["贳"] = "貰", + ["𪨧"] = "崙", + ["贺"] = "賀", + ["𫓧"] = "鈇", + ["𪨩"] = "𡸗", + ["𫓩"] = "鏦", + ["𫓫"] = "𨥟", + ["𪨶"] = "輋", + ["𫓭"] = "鉠", + ["𫓯"] = "銈", + ["𪨷"] = "巗", + ["𫓱"] = "鐈", + ["𫓳"] = "𨰋", + ["𪨹"] = "𡹬", + ["𫓵"] = "鋠", + ["𫓷"] = "𫒡", + ["𪩇"] = "㟺", + ["𫓹"] = "錤", + ["𫓻"] = "錜", + ["𪩎"] = "巊", + ["𫓽"] = "錝", + ["𫓿"] = "𨨢", + ["𪩘"] = "巘", + ["扬"] = "揚", + ["𫔁"] = "鐼", + ["𪩛"] = "𡿖", + ["扰"] = "擾", + ["侩"] = "儈", + ["𪩷"] = "幝", + ["折"] = "折", + ["侪"] = "儕", + ["抚"] = "撫", + ["𫔃"] = "𨰲", + ["侬"] = "儂", + ["抛"] = "拋", + ["𫔅"] = "鎍", + ["侭"] = "儘", + ["抟"] = "摶", + ["𫔆"] = "䥯", + ["俊"] = "俊", + ["抠"] = "摳", + ["俣"] = "俁", + ["𪪴"] = "𢍰", + ["抡"] = "掄", + ["俦"] = "儔", + ["𪪼"] = "彃", + ["抢"] = "搶", + ["俨"] = "儼", + ["𪫌"] = "徿", + ["护"] = "護", + ["俩"] = "倆", + ["𪫡"] = "𢤩", + ["报"] = "報", + ["俪"] = "儷", + ["𪫷"] = "㦞", + ["抵"] = "抵", + ["俫"] = "倈", + ["担"] = "擔", + ["𫔇"] = "鎞", + ["俭"] = "儉", + ["拐"] = "拐", + ["𫔉"] = "𨰃", + ["拟"] = "擬", + ["𫔋"] = "䥗", + ["借"] = "借", + ["拢"] = "攏", + ["债"] = "債", + ["𫔔"] = "鑴", + ["拣"] = "揀", + ["倾"] = "傾", + ["𫔓"] = "𨯟", + ["拥"] = "擁", + ["偬"] = "傯", + ["𫔒"] = "𨮳", + ["拦"] = "攔", + ["偻"] = "僂", + ["𫔑"] = "𨭖", + ["拧"] = "擰", + ["偾"] = "僨", + ["𫔐"] = "𨭸", + ["拨"] = "撥", + ["偿"] = "償", + ["𫔏"] = "𨬖", + ["择"] = "擇", + ["傤"] = "儎", + ["𫔎"] = "鐍", + ["挂"] = "掛", + ["傥"] = "儻", + ["𫔍"] = "鐇", + ["挚"] = "摯", + ["傧"] = "儐", + ["𫔌"] = "鏾", + ["𫔕"] = "𨰥", + ["储"] = "儲", + ["𫔊"] = "鏥", + ["𫔖"] = "𨲳", + ["傩"] = "儺", + ["𫔈"] = "鎙", + ["𫔭"] = "開", + ["僵"] = "僵", + ["𫔮"] = "閒", + ["儿"] = "兒", + ["𫔯"] = "閗", + ["𫔄"] = "鍒", + ["克"] = "克", + ["𫔰"] = "閞", + ["兑"] = "兌", + ["𫔂"] = "鍉", + ["𫔲"] = "𨴹", + ["兖"] = "兗", + ["𫔀"] = "鍊", + ["𫔴"] = "閵", + ["党"] = "黨", + ["𫓾"] = "錥", + ["𫔵"] = "䦯", + ["兰"] = "蘭", + ["𫓼"] = "𨨛", + ["𫔶"] = "闑", + ["关"] = "關", + ["𫓺"] = "鐪", + ["𫔽"] = "𨼳", + ["兴"] = "興", + ["𫓸"] = "錽", + ["𫕚"] = "𩀨", + ["兹"] = "茲", + ["𫓶"] = "鋗", + ["𫕥"] = "霣", + ["养"] = "養", + ["𫓴"] = "鉾", + ["𫕨"] = "𩅙", + ["兽"] = "獸", + ["𫓲"] = "銁", + ["𫖃"] = "靧", + ["冁"] = "囅", + ["𫓰"] = "銊", + ["𫖅"] = "䪊", + ["内"] = "內", + ["𫓮"] = "𨪕", + ["𫖇"] = "鞾", + ["㐽"] = "偑", + ["𫓬"] = "鉔", + ["𫖑"] = "𩎖", + ["㑇"] = "㑳", + ["𫓪"] = "鈆", + ["𫖒"] = "韠", + ["写"] = "寫", + ["𫓨"] = "鈛", + ["𫖓"] = "𩏂", + ["军"] = "軍", + ["玮"] = "瑋", + ["𫖔"] = "韛", + ["农"] = "農", + ["贶"] = "貺", + ["𫖕"] = "韝", + ["冬"] = "冬", + ["𫖖"] = "𩏠", + ["冯"] = "馮", + ["㓥"] = "劏", + ["𫖪"] = "𩑔", + ["冲"] = "衝", + ["㓰"] = "劃", + ["𫖫"] = "䪴", + ["决"] = "決", + ["㔉"] = "劚", + ["𫖬"] = "䪾", + ["况"] = "況", + ["㖊"] = "噚", + ["𫖭"] = "𩒎", + ["冻"] = "凍", + ["㖞"] = "喎", + ["𫖮"] = "顗", + ["净"] = "淨", + ["㘎"] = "㘚", + ["𫖯"] = "頫", + ["凄"] = "悽", + ["𫎸"] = "𧽯", + ["𫖰"] = "䫂", + ["准"] = "準", + ["𫍳"] = "諥", + ["𫖱"] = "䫀", + ["凉"] = "涼", + ["𫍱"] = "諯", + ["𫖲"] = "䫟", + ["凌"] = "凌", + ["𫍯"] = "諴", + ["减"] = "減", + ["瞒"] = "瞞", + ["𫍣"] = "詷", + ["凑"] = "湊", + ["瞩"] = "矚", + ["𫍢"] = "譊", + ["凛"] = "凜", + ["矩"] = "矩", + ["𫍡"] = "詑", + ["几"] = "幾", + ["𫍠"] = "䛄", + ["𫍟"] = "𧦧", + ["凤"] = "鳳", + ["𫍞"] = "𧦝", + ["𫍝"] = "諫", + ["凫"] = "鳧", + ["𫍜"] = "詓", + ["𫖹"] = "顣", + ["凭"] = "憑", + ["𫍚"] = "訞", + ["𫖺"] = "䫶", + ["凯"] = "凱", + ["𫍐"] = "𧭹", + ["𫗇"] = "䫻", + ["码"] = "碼", + ["𫌭"] = "覹", + ["𫗈"] = "𩗓", + ["出"] = "出", + ["𫌫"] = "𧡴", + ["击"] = "擊", + ["砗"] = "硨", + ["𫌪"] = "覛", + ["凿"] = "鑿", + ["砚"] = "硯", + ["𫌨"] = "覼", + ["刍"] = "芻", + ["砜"] = "碸", + ["𫌋"] = "𧞫", + ["划"] = "劃", + ["砺"] = "礪", + ["刘"] = "劉", + ["𫗞"] = "飦", + ["砻"] = "礱", + ["𫌀"] = "襀", + ["𫗟"] = "䬧", + ["砾"] = "礫", + ["𫋹"] = "襓", + ["𫗠"] = "餦", + ["础"] = "礎", + ["𫋲"] = "䙔", + ["𫗡"] = "𩚩", + ["硁"] = "硜", + ["𫋇"] = "蟂", + ["𫗢"] = "飵", + ["硕"] = "碩", + ["𫊹"] = "𧒯", + ["𫗣"] = "飶", + ["硖"] = "硤", + ["𫊮"] = "蠦", + ["𫗤"] = "𩛌", + ["硗"] = "磽", + ["𫉄"] = "藷", + ["𫗥"] = "餫", + ["硙"] = "磑", + ["𫈵"] = "蕝", + ["杀"] = "殺", + ["硚"] = "礄", + ["𫈟"] = "蔯", + ["杂"] = "雜", + ["确"] = "確", + ["𫈎"] = "葝", + ["权"] = "權", + ["硵"] = "磠", + ["𫈉"] = "蕳", + ["杆"] = "杆", + ["硷"] = "礆", + ["杠"] = "槓", + ["𫗪"] = "餧", + ["碍"] = "礙", + ["条"] = "條", + ["𫗫"] = "餬", + ["碛"] = "磧", + ["来"] = "來", + ["𫗬"] = "餪", + ["碜"] = "磣", + ["杨"] = "楊", + ["𫇪"] = "𦱌", + ["碱"] = "鹼", + ["杩"] = "榪", + ["𫇛"] = "艣", + ["礼"] = "禮", + ["杯"] = "杯", + ["𫇘"] = "𦧺", + ["祃"] = "禡", + ["𫆫"] = "𦡝", + ["𫆝"] = "𦟼", + ["松"] = "松", + ["𫆏"] = "聻", + ["板"] = "板", + ["祢"] = "禰", + ["极"] = "極", + ["𫅼"] = "𦔖", + ["祯"] = "禎", + ["构"] = "構", + ["𫅭"] = "䎙", + ["祷"] = "禱", + ["枞"] = "樅", + ["𫅥"] = "𦒀", + ["祸"] = "禍", + ["枢"] = "樞", + ["𫅗"] = "羵", + ["禀"] = "稟", + ["扣"] = "扣", + ["𫅅"] = "䍤", + ["禄"] = "祿", + ["枥"] = "櫪", + ["𫄹"] = "纗", + ["禅"] = "禪", + ["枧"] = "梘", + ["𬮱"] = "闉", + ["离"] = "離", + ["枨"] = "棖", + ["𬮿"] = "隑", + ["私"] = "私", + ["枪"] = "槍", + ["秃"] = "禿", + ["𫄶"] = "繈", + ["枫"] = "楓", + ["秆"] = "稈", + ["𫄵"] = "𦅈", + ["枭"] = "梟", + ["秋"] = "秋", + ["𫄴"] = "繂", + ["种"] = "種", + ["𬱟"] = "頠", + ["𫄲"] = "縸", + ["秘"] = "祕", + ["𬳵"] = "駓", + ["𫄰"] = "縍", + ["积"] = "積", + ["𬳶"] = "駉", + ["𫄮"] = "䋼", + ["栀"] = "梔", + ["𬳽"] = "駪", + ["𫄬"] = "緤", + ["栅"] = "柵", + ["𬳿"] = "駼", + ["𫄪"] = "𦅇", + ["标"] = "標", + ["𬴂"] = "騑", + ["𫄨"] = "絺", + ["栈"] = "棧", + ["𬴃"] = "騞", + ["𫄦"] = "𦀖", + ["栉"] = "櫛", + ["𬴊"] = "驎", + ["𫄤"] = "繨", + ["栊"] = "櫳", + ["𬶋"] = "鮈", + ["𫄢"] = "絥", + ["栋"] = "棟", + ["𬶍"] = "鮀", + ["𫄠"] = "絙", + ["栌"] = "櫨", + ["𬶏"] = "鮠", + ["𫄞"] = "䋔", + ["栎"] = "櫟", + ["𬶐"] = "鮡", + ["𫄜"] = "䋃", + ["栏"] = "欄", + ["𬶟"] = "鯻", + ["𫄚"] = "䊺", + ["树"] = "樹", + ["𬶠"] = "鰊", + ["𫃗"] = "𩏷", + ["栖"] = "棲", + ["𬶨"] = "鱀", + ["𫂖"] = "𥴨", + ["栗"] = "栗", + ["𬶭"] = "鰶", + ["样"] = "樣", + ["𫂆"] = "簂", + ["𬶮"] = "鱚", + ["核"] = "核", + ["𫁺"] = "𥴼", + ["栾"] = "欒", + ["𫁷"] = "䉶", + ["𫁳"] = "𥯤", + ["桠"] = "椏", + ["𫁲"] = "䉑", + ["𫁱"] = "𥶽", + ["桡"] = "橈", + ["𫁡"] = "鴗", + ["𫁟"] = "竱", + ["桢"] = "楨", + ["𫁂"] = "䆉", + ["𫀮"] = "𥢷", + ["档"] = "檔", + ["𫀬"] = "䅳", + ["鬶"] = "鬹", + ["桤"] = "榿", + ["骦"] = "驦", + ["骠"] = "驃", + ["桥"] = "橋", + ["骛"] = "騖", + ["骗"] = "騙", + ["桦"] = "樺", + ["骓"] = "騅", + ["骏"] = "駿", + ["桧"] = "檜", + ["骋"] = "騁", + ["马"] = "馬", + ["桨"] = "槳", + ["鳒"] = "鰜", + ["𢫞"] = "𢶫", + ["桩"] = "樁", + ["𢬍"] = "擫", + ["𢭏"] = "擣", + ["桪"] = "樳", + ["𣃁"] = "斸", + ["𣈣"] = "𣋋", + ["梁"] = "梁", + ["𣍯"] = "腪", + ["梦"] = "夢", + ["𰾄"] = "鋂", + ["𣐕"] = "桱", + ["梼"] = "檮", + ["𰾭"] = "鑀", + ["𣓿"] = "橯", + ["梾"] = "棶", + ["𱊜"] = "𪈼", + ["𪻺"] = "璝", + ["梿"] = "槤", + ["𪻲"] = "瑻", + ["𪻨"] = "瓄", + ["𪻐"] = "瑽", + ["𪺽"] = "猌", + ["𪺻"] = "㺜", + ["𪺸"] = "𤠮", + ["𪺷"] = "獊", + ["𪺭"] = "犞", + ["𪺪"] = "𤜆", + ["𪺣"] = "𤘀", + ["𪹹"] = "𤒻", + ["𪹳"] = "爥", + ["𪹠"] = "𤓌", + ["𪹀"] = "𤑹", + ["态"] = "態", + ["园"] = "園", + ["怂"] = "慫", + ["剀"] = "剴", + ["怃"] = "憮", + ["彩"] = "彩", + ["怄"] = "慪", + ["伧"] = "傖", + ["怅"] = "悵", + ["吗"] = "嗎", + ["参"] = "參", + ["呜"] = "嗚", + ["坚"] = "堅", + ["县"] = "縣", + ["壮"] = "壯", + ["𪲔"] = "欐", + ["𪲎"] = "櫅", + ["𪱷"] = "梖", + ["𪱥"] = "膹", + ["𪰶"] = "曊", + ["𪯋"] = "㪎", + ["墙"] = "牆", + ["𪮳"] = "𢺳", + ["𪮖"] = "撧", + ["𪮋"] = "㩋", + ["𪮃"] = "㨻", + ["𪭾"] = "撊", + ["𪭵"] = "掚", + ["𪭯"] = "𢶒", + ["𣺽"] = "𤁣", + ["𪭧"] = "擟", + ["𪭢"] = "摐", + ["𣽷"] = "瀃", + ["𪭝"] = "𢯷", + ["𪬯"] = "𢤿", + ["𤆡"] = "熓", + ["𪬚"] = "𢣐", + ["𪫺"] = "憸", + ["𤆢"] = "㷍", + ["𪪞"] = "廧", + ["𪪑"] = "㢗", + ["𤇃"] = "爄", + ["𪪏"] = "廬", + ["𪩸"] = "幩", + ["𤇄"] = "熌", + ["𪣆"] = "埬", + ["𪢸"] = "墲", + ["𤇭"] = "爖", + ["𪢮"] = "圞", + ["𪢠"] = "囒", + ["𤇹"] = "熚", + ["𪢖"] = "𡅯", + ["𪢕"] = "嚽", + ["𤈶"] = "熉", + ["𪢒"] = "𡂡", + ["𪢐"] = "𡃤", + ["𤈷"] = "㷿", + ["𪢌"] = "㘓", + ["𪡺"] = "𡃄", + ["𤊀"] = "𤒎", + ["𪡞"] = "嘳", + ["𪡛"] = "㗿", + ["𤊰"] = "𤓩", + ["𪡏"] = "嗹", + ["𪡋"] = "噞", + ["𤋏"] = "熡", + ["𪡃"] = "嘪", + ["𪡀"] = "嘺", + ["𤎺"] = "𤓎", + ["𪠽"] = "噹", + ["𪠺"] = "𠽃", + ["𤎻"] = "𤑳", + ["𪠸"] = "嚛", + ["𪠵"] = "㖮", + ["𤙯"] = "𤛮", + ["𪠳"] = "唓", + ["𪠡"] = "𠬙", + ["𤝢"] = "𤢟", + ["𪠟"] = "㓄", + ["𪠀"] = "𧷎", + ["𤞃"] = "獩", + ["𪟝"] = "勣", + ["𪟎"] = "㔋", + ["𤞤"] = "玁", + ["𪞝"] = "凙", + ["𪜎"] = "𠿕", + ["𤠋"] = "㺏", + ["𪚐"] = "𪘯", + ["𪚏"] = "𪘀", + ["𤦀"] = "瓕", + ["𪔭"] = "𪔵", + ["缳"] = "繯", + ["𤩽"] = "瓛", + ["𪑅"] = "䵳", + ["缴"] = "繳", + ["𤳄"] = "𤳸", + ["𪎌"] = "麳", + ["缵"] = "纘", + ["𤶊"] = "癐", + ["𪎋"] = "䴴", + ["罂"] = "罌", + ["𤶧"] = "𤸫", + ["𪎊"] = "麨", + ["网"] = "網", + ["𤻊"] = "㿗", + ["𪎉"] = "麲", + ["罗"] = "羅", + ["称"] = "稱", + ["𪎈"] = "䴬", + ["罚"] = "罰", + ["秽"] = "穢", + ["𪉕"] = "𪇳", + ["罢"] = "罷", + ["秾"] = "穠", + ["𪉔"] = "𪄆", + ["罴"] = "羆", + ["稆"] = "穭", + ["𪉒"] = "𪄕", + ["羁"] = "羈", + ["税"] = "稅", + ["𪉑"] = "鷔", + ["羟"] = "羥", + ["稣"] = "穌", + ["𪉐"] = "𪃍", + ["羡"] = "羨", + ["稳"] = "穩", + ["𪉏"] = "𪃏", + ["群"] = "羣", + ["穑"] = "穡", + ["𪉎"] = "𪂆", + ["翘"] = "翹", + ["穞"] = "穭", + ["𪉍"] = "鵚", + ["翙"] = "翽", + ["奁"] = "奩", + ["𪉌"] = "𪁖", + ["翚"] = "翬", + ["奂"] = "奐", + ["𪉋"] = "𪀾", + ["耢"] = "耮", + ["奋"] = "奮", + ["𪉊"] = "鷨", + ["耧"] = "耬", + ["奖"] = "獎", + ["鸳"] = "鴛", + ["窑"] = "窯", + ["奥"] = "奧", + ["鸬"] = "鸕", + ["窜"] = "竄", + ["奸"] = "奸", + ["鸨"] = "鴇", + ["窝"] = "窩", + ["𥧂"] = "𥨐", + ["鳙"] = "鱅", + ["窥"] = "窺", + ["𥩟"] = "竚", + ["鳗"] = "鰻", + ["职"] = "職", + ["𥩺"] = "𥪂", + ["鳕"] = "鱈", + ["窭"] = "窶", + ["𥫣"] = "籅", + ["鳓"] = "鰳", + ["竖"] = "豎", + ["𥬀"] = "䉙", + ["鳑"] = "鰟", + ["竞"] = "競", + ["𥬞"] = "籋", + ["鳏"] = "鰥", + ["笃"] = "篤", + ["𥬠"] = "篘", + ["鳍"] = "鰭", + ["笋"] = "筍", + ["𥭉"] = "𥵊", + ["姹"] = "奼", + ["笔"] = "筆", + ["𥮋"] = "𥸠", + ["娄"] = "婁", + ["笕"] = "筧", + ["𥮜"] = "䉲", + ["娅"] = "婭", + ["笺"] = "箋", + ["𥮾"] = "篸", + ["娆"] = "嬈", + ["笼"] = "籠", + ["𥱔"] = "𥵃", + ["娇"] = "嬌", + ["笾"] = "籩", + ["𥹥"] = "𥼽", + ["娈"] = "孌", + ["筑"] = "築", + ["𥺅"] = "䊭", + ["娘"] = "娘", + ["筚"] = "篳", + ["娱"] = "娛", + ["鳋"] = "鰠", + ["筛"] = "篩", + ["娲"] = "媧", + ["鳉"] = "鱂", + ["筜"] = "簹", + ["娴"] = "嫺", + ["鳇"] = "鰉", + ["筝"] = "箏", + ["婳"] = "嫿", + ["鳅"] = "鰍", + ["筹"] = "籌", + ["婴"] = "嬰", + ["鳃"] = "鰓", + ["筼"] = "篔", + ["婵"] = "嬋", + ["鳁"] = "鰮", + ["签"] = "籤", + ["婶"] = "嬸", + ["鲿"] = "鱨", + ["筿"] = "篠", + ["媪"] = "媼", + ["讱"] = "訒", + ["简"] = "簡", + ["媭"] = "嬃", + ["讲"] = "講", + ["箓"] = "籙", + ["嫒"] = "嬡", + ["讳"] = "諱", + ["箦"] = "簀", + ["嫔"] = "嬪", + ["讴"] = "謳", + ["箧"] = "篋", + ["嫱"] = "嬙", + ["讵"] = "詎", + ["箨"] = "籜", + ["嬷"] = "嬤", + ["讶"] = "訝", + ["箩"] = "籮", + ["孙"] = "孫", + ["讷"] = "訥", + ["箪"] = "簞", + ["学"] = "學", + ["许"] = "許", + ["箫"] = "簫", + ["孪"] = "孿", + ["讹"] = "訛", + ["篑"] = "簣", + ["宁"] = "寧", + ["论"] = "論", + ["篓"] = "簍", + ["它"] = "它", + ["讻"] = "訩", + ["篮"] = "籃", + ["𦈛"] = "繓", + ["讼"] = "訟", + ["篯"] = "籛", + ["雠"] = "讎", + ["讽"] = "諷", + ["篱"] = "籬", + ["雳"] = "靂", + ["设"] = "設", + ["簖"] = "籪", + ["雾"] = "霧", + ["访"] = "訪", + ["籁"] = "籟", + ["霁"] = "霽", + ["诀"] = "訣", + ["籴"] = "糴", + ["霉"] = "黴", + ["证"] = "證", + ["类"] = "類", + ["霡"] = "霢", + ["诂"] = "詁", + ["籼"] = "秈", + ["霭"] = "靄", + ["诃"] = "訶", + ["粜"] = "糶", + ["鲳"] = "鯧", + ["评"] = "評", + ["粝"] = "糲", + ["鲱"] = "鯡", + ["诅"] = "詛", + ["粤"] = "粵", + ["鲯"] = "鯕", + ["识"] = "識", + ["粪"] = "糞", + ["鲭"] = "鯖", + ["诇"] = "詗", + ["粮"] = "糧", + ["鲫"] = "鯽", + ["诈"] = "詐", + ["粽"] = "糉", + ["鲩"] = "鯇", + ["诉"] = "訴", + ["糁"] = "糝", + ["鲧"] = "鯀", + ["诊"] = "診", + ["糇"] = "餱", + ["鲥"] = "鰣", + ["诋"] = "詆", + ["糍"] = "餈", + ["鲣"] = "鰹", + ["诌"] = "謅", + ["系"] = "系", + ["鲡"] = "鱺", + ["词"] = "詞", + ["鲵"] = "鯢", + ["鲟"] = "鱘", + ["诎"] = "詘", + ["鲶"] = "鯰", + ["鲝"] = "鮺", + ["诏"] = "詔", + ["鲷"] = "鯛", + ["鲛"] = "鮫", + ["诐"] = "詖", + ["鲸"] = "鯨", + ["鲙"] = "鱠", + ["译"] = "譯", + ["鲹"] = "鰺", + ["层"] = "層", + ["诒"] = "詒", + ["鲺"] = "鯴", + ["屃"] = "屓", + ["诓"] = "誆", + ["鲻"] = "鯔", + ["屉"] = "屜", + ["诔"] = "誄", + ["鲼"] = "鱝", + ["届"] = "屆", + ["试"] = "試", + ["鲽"] = "鰈", + ["属"] = "屬", + ["诖"] = "詿", + ["鲾"] = "鰏", + ["屡"] = "屢", + ["诗"] = "詩", + ["鲗"] = "鰂", + ["鲕"] = "鮞", + ["诘"] = "詰", + ["鲓"] = "鮳", + ["𩨐"] = "𩧆", + ["诙"] = "詼", + ["𩨏"] = "䮳", + ["𩨎"] = "龭", + ["诚"] = "誠", + ["𩨍"] = "𩥇", + ["𩨌"] = "𩥑", + ["诛"] = "誅", + ["𩨋"] = "𩥄", + ["𩨊"] = "騚", + ["诜"] = "詵", + ["𩨉"] = "𩤲", + ["鲑"] = "鮭", + ["话"] = "話", + ["鲏"] = "鮍", + ["鲍"] = "鮑", + ["诞"] = "誕", + ["鲋"] = "鮒", + ["鲉"] = "鮋", + ["诟"] = "詬", + ["鲇"] = "鮎", + ["𩨂"] = "驄", + ["诠"] = "詮", + ["𩨁"] = "䮞", + ["𩨀"] = "騔", + ["诡"] = "詭", + ["𩧿"] = "䮠", + ["𩧼"] = "𩣺", + ["询"] = "詢", + ["𩧻"] = "𩣵", + ["𩧺"] = "駶", + ["诣"] = "詣", + ["𩧸"] = "𩣫", + ["𩧶"] = "𩣏", + ["诤"] = "諍", + ["𩧵"] = "𩢴", + ["𩧴"] = "駩", + ["该"] = "該", + ["𩧳"] = "𩢸", + ["𩧲"] = "駧", + ["详"] = "詳", + ["𩧱"] = "𩥉", + ["𩧰"] = "䮝", + ["诧"] = "詫", + ["𩧯"] = "驋", + ["𩧮"] = "𩢾", + ["诨"] = "諢", + ["𩧭"] = "䭿", + ["𩧬"] = "𩢡", + ["诩"] = "詡", + ["𩧫"] = "駚", + ["𩧪"] = "䮾", + ["诪"] = "譸", + ["𩧩"] = "𩤊", + ["𩧨"] = "駎", + ["诫"] = "誡", + ["𩧦"] = "𩡺", + ["𩡖"] = "𩡣", + ["诬"] = "誣", + ["𩠠"] = "𩠴", + ["𩠏"] = "𩞦", + ["语"] = "語", + ["𩠎"] = "𩞄", + ["𩠌"] = "餸", + ["诮"] = "誚", + ["𩠋"] = "𩝔", + ["𩠊"] = "𩜵", + ["误"] = "誤", + ["𩠉"] = "𩜇", + ["𩠈"] = "䭃", + ["诰"] = "誥", + ["𩠇"] = "䭀", + ["𩠆"] = "𩜦", + ["诱"] = "誘", + ["𩠅"] = "𩟐", + ["𩠃"] = "𩛩", + ["诲"] = "誨", + ["𩠂"] = "𩛆", + ["𩠁"] = "𩚵", + ["诳"] = "誑", + ["𩠀"] = "𩚥", + ["𩟿"] = "𩚛", + ["说"] = "說", + ["𩙰"] = "𩙈", + ["𩙯"] = "䬝", + ["诵"] = "誦", + ["𩙮"] = "䬘", + ["𩙭"] = "𩘝", + ["诶"] = "誒", + ["𩙬"] = "𩘺", + ["𩙫"] = "颾", + ["请"] = "請", + ["𩙪"] = "颷", + ["𩙩"] = "𩘀", + ["诸"] = "諸", + ["𩙨"] = "𩘹", + ["厩"] = "廄", + ["卷"] = "卷", + ["埚"] = "堝", + ["埙"] = "壎", + ["剧"] = "劇", + ["垴"] = "堖", + ["穷"] = "窮", + ["𩐀"] = "䪗", + ["𩏿"] = "䪘", + ["𩏾"] = "𩎢", + ["𩏽"] = "𩏪", + ["𩏼"] = "䪏", + ["𨸟"] = "䧢", + ["𨸘"] = "𨽏", + ["𫝫"] = "婡", + ["𨸌"] = "𨶮", + ["𨸋"] = "𨶲", + ["𫝬"] = "嬇", + ["铣"] = "銑", + ["铠"] = "鎧", + ["𫝭"] = "孆", + ["电"] = "電", + ["狝"] = "獮", + ["𫝮"] = "孄", + ["沣"] = "灃", + ["锛"] = "錛", + ["𫝵"] = "嶹", + ["馐"] = "饈", + ["锜"] = "錡", + ["𫞅"] = "𦠅", + ["馔"] = "饌", + ["锝"] = "鍀", + ["𨱕"] = "𨮂", + ["𨱔"] = "鐏", + ["锞"] = "錁", + ["𨱓"] = "鐎", + ["𨱒"] = "鏉", + ["锟"] = "錕", + ["𨱑"] = "鐄", + ["𨱐"] = "𨫒", + ["锠"] = "錩", + ["𨱏"] = "鎝", + ["𨱎"] = "鍮", + ["锡"] = "錫", + ["𨱍"] = "鎯", + ["𨱌"] = "鏆", + ["锢"] = "錮", + ["𨱋"] = "錂", + ["𨱊"] = "𨧱", + ["锣"] = "鑼", + ["𨱉"] = "鍄", + ["𨱈"] = "鋉", + ["锤"] = "錘", + ["𨱇"] = "銶", + ["𨱆"] = "龯", + ["锥"] = "錐", + ["𨱅"] = "鉁", + ["𨱄"] = "鈯", + ["锦"] = "錦", + ["𨱃"] = "鈲", + ["𨱂"] = "鈋", + ["锧"] = "鑕", + ["𨱁"] = "鈠", + ["𨱀"] = "𨥛", + ["锨"] = "鍁", + ["𨰿"] = "釳", + ["𨰾"] = "鎷", + ["锩"] = "錈", + ["𨤰"] = "𨤻", + ["𨡺"] = "𨣈", + ["锪"] = "鍃", + ["𨡙"] = "𨢿", + ["𨠨"] = "𨣧", + ["锫"] = "錇", + ["𨟳"] = "𨣞", + ["𨑹"] = "䢨", + ["锬"] = "錟", + ["𨐊"] = "𨏥", + ["𨐉"] = "𨎮", + ["锭"] = "錠", + ["𨐈"] = "輄", + ["𨐇"] = "𨏠", + ["键"] = "鍵", + ["𨐆"] = "𨊻", + ["𨐅"] = "軗", + ["锯"] = "鋸", + ["趋"] = "趨", + ["𨉗"] = "軉", + ["锰"] = "錳", + ["趱"] = "趲", + ["𨅬"] = "躝", + ["锱"] = "錙", + ["趸"] = "躉", + ["𨅫"] = "𨇞", + ["锲"] = "鍥", + ["跃"] = "躍", + ["𨅛"] = "䠱", + ["锳"] = "鍈", + ["跄"] = "蹌", + ["𨄄"] = "𨈌", + ["锹"] = "鍬", + ["跖"] = "蹠", + ["𨂺"] = "𨈊", + ["锺"] = "鍾", + ["跞"] = "躒", + ["锻"] = "鍛", + ["𨁴"] = "𨅍", + ["践"] = "踐", + ["锼"] = "鎪", + ["𨀱"] = "𨄣", + ["跶"] = "躂", + ["锽"] = "鍠", + ["𨀁"] = "躘", + ["跷"] = "蹺", + ["锾"] = "鍰", + ["𧿈"] = "𨇁", + ["跸"] = "蹕", + ["锿"] = "鎄", + ["𧹗"] = "贃", + ["跹"] = "躚", + ["镀"] = "鍍", + ["𧹖"] = "賟", + ["跻"] = "躋", + ["镁"] = "鎂", + ["𧹕"] = "䝻", + ["踌"] = "躊", + ["镂"] = "鏤", + ["鹱"] = "鸌", + ["踪"] = "蹤", + ["镃"] = "鎡", + ["鹳"] = "鸛", + ["踬"] = "躓", + ["镄"] = "鐨", + ["鹴"] = "鸘", + ["踯"] = "躑", + ["镅"] = "鎇", + ["鹾"] = "鹺", + ["蹑"] = "躡", + ["镆"] = "鏌", + ["麦"] = "麥", + ["蹒"] = "蹣", + ["镇"] = "鎮", + ["麸"] = "麩", + ["蹰"] = "躕", + ["镈"] = "鎛", + ["麹"] = "麴", + ["蹿"] = "躥", + ["镉"] = "鎘", + ["麺"] = "麪", + ["躏"] = "躪", + ["镊"] = "鑷", + ["麽"] = "麼", + ["躜"] = "躦", + ["镋"] = "钂", + ["镥"] = "鑥", + ["躯"] = "軀", + ["镌"] = "鐫", + ["镩"] = "鑹", + ["輼"] = "轀", + ["镍"] = "鎳", + ["镭"] = "鐳", + ["车"] = "車", + ["镎"] = "鎿", + ["阊"] = "閶", + ["轧"] = "軋", + ["镏"] = "鎦", + ["阎"] = "閻", + ["轨"] = "軌", + ["镐"] = "鎬", + ["阒"] = "闃", + ["轩"] = "軒", + ["镑"] = "鎊", + ["阖"] = "闔", + ["轪"] = "軑", + ["镒"] = "鎰", + ["鼌"] = "鼂", + ["轫"] = "軔", + ["镓"] = "鎵", + ["鼍"] = "鼉", + ["转"] = "轉", + ["镔"] = "鑌", + ["鼹"] = "鼴", + ["轭"] = "軛", + ["镕"] = "鎔", + ["齐"] = "齊", + ["轮"] = "輪", + ["镖"] = "鏢", + ["齑"] = "齏", + ["软"] = "軟", + ["镗"] = "鏜", + ["齿"] = "齒", + ["轰"] = "轟", + ["镘"] = "鏝", + ["攒"] = "攢", + ["轱"] = "軲", + ["镙"] = "鏍", + ["敌"] = "敵", + ["轲"] = "軻", + ["镚"] = "鏰", + ["敚"] = "敓", + ["轳"] = "轤", + ["镛"] = "鏞", + ["敛"] = "斂", + ["轴"] = "軸", + ["镜"] = "鏡", + ["敩"] = "斆", + ["轵"] = "軹", + ["镝"] = "鏑", + ["数"] = "數", + ["轶"] = "軼", + ["镞"] = "鏃", + ["斋"] = "齋", + ["轷"] = "軤", + ["镟"] = "鏇", + ["斓"] = "斕", + ["轸"] = "軫", + ["镠"] = "鏐", + ["斗"] = "鬥", + ["轹"] = "轢", + ["镡"] = "鐔", + ["斩"] = "斬", + ["轺"] = "軺", + ["镢"] = "钁", + ["断"] = "斷", + ["轻"] = "輕", + ["龀"] = "齔", + ["旋"] = "旋", + ["轼"] = "軾", + ["无"] = "無", + ["龁"] = "齕", + ["载"] = "載", + ["旧"] = "舊", + ["龂"] = "齗", + ["轾"] = "輊", + ["时"] = "時", + ["龃"] = "齟", + ["轿"] = "轎", + ["旷"] = "曠", + ["龄"] = "齡", + ["辀"] = "輈", + ["旸"] = "暘", + ["哒"] = "噠", + ["辁"] = "輇", + ["昆"] = "昆", + ["哓"] = "嘵", + ["辂"] = "輅", + ["龅"] = "齙", + ["哔"] = "嗶", + ["较"] = "較", + ["龆"] = "齠", + ["哕"] = "噦", + ["辄"] = "輒", + ["𦈞"] = "䌟", + ["哗"] = "譁", + ["辅"] = "輔", + ["𦈝"] = "繏", + ["哙"] = "噲", + ["辆"] = "輛", + ["𦈜"] = "䌖", + ["哜"] = "嚌", + ["辇"] = "輦", + ["𦈚"] = "縬", + ["哝"] = "噥", + ["辈"] = "輩", + ["𦈙"] = "䌰", + ["哟"] = "喲", + ["辉"] = "輝", + ["𦈘"] = "䌋", + ["唇"] = "脣", + ["辊"] = "輥", + ["𦈗"] = "𦃄", + ["唛"] = "嘜", + ["辋"] = "輞", + ["𦈖"] = "䌈", + ["唝"] = "嗊", + ["辌"] = "輬", + ["𦈕"] = "緰", + ["唠"] = "嘮", + ["辍"] = "輟", + ["𦈔"] = "縎", + ["唡"] = "啢", + ["辎"] = "輜", + ["𦈓"] = "䋿", + ["唢"] = "嗩", + ["辏"] = "輳", + ["𦈒"] = "𦂅", + ["唤"] = "喚", + ["辐"] = "輻", + ["𦈑"] = "緸", + ["啧"] = "嘖", + ["辑"] = "輯", + ["术"] = "術", + ["啬"] = "嗇", + ["辒"] = "轀", + ["朱"] = "朱", + ["啭"] = "囀", + ["荦"] = "犖", + ["𦈐"] = "縺", + ["辔"] = "轡", + ["荧"] = "熒", + ["觊"] = "覬", + ["辕"] = "轅", + ["荨"] = "蕁", + ["觋"] = "覡", + ["辖"] = "轄", + ["荩"] = "藎", + ["觌"] = "覿", + ["辗"] = "輾", + ["荪"] = "蓀", + ["觍"] = "覥", + ["辘"] = "轆", + ["荫"] = "蔭", + ["觎"] = "覦", + ["辙"] = "轍", + ["荬"] = "蕒", + ["觏"] = "覯", + ["辚"] = "轔", + ["驰"] = "馳", + ["觐"] = "覲", + ["𫜙"] = "䵴", + ["驱"] = "驅", + ["觑"] = "覷", + ["𫜟"] = "𪓰", + ["驲"] = "馹", + ["觞"] = "觴", + ["𫜨"] = "䶕", + ["驳"] = "駁", + ["𫭟"] = "塸", + ["𫜩"] = "齧", + ["驴"] = "驢", + ["𫜪"] = "齩", + ["𥺇"] = "𥽖", + ["驵"] = "駔", + ["𫜫"] = "𫜦", + ["𥐻"] = "碙", + ["驶"] = "駛", + ["𫜬"] = "齰", + ["𥐯"] = "𥖅", + ["驷"] = "駟", + ["𫜭"] = "齭", + ["𥎝"] = "䂎", + ["驸"] = "駙", + ["𫜮"] = "齴", + ["𥆧"] = "瞤", + ["驹"] = "駒", + ["𫜯"] = "𪙏", + ["𥅴"] = "䀹", + ["驺"] = "騶", + ["𫜰"] = "齾", + ["𥁢"] = "䀉", + ["驻"] = "駐", + ["𫜲"] = "龓", + ["𤾀"] = "皟", + ["驼"] = "駝", + ["𫜳"] = "䶲", + ["𣺼"] = "灙", + ["驽"] = "駑", + ["𫝈"] = "㑮", + ["𣷷"] = "𤅶", + ["驾"] = "駕", + ["𫝋"] = "𠐊", + ["𣶫"] = "𣿉", + ["驿"] = "驛", + ["𫝦"] = "㛝", + ["𣳆"] = "㵗", + ["骀"] = "駘", + ["𫝧"] = "㜐", + ["𣲗"] = "湋", + ["骁"] = "驍", + ["𫝨"] = "媈", + ["𣯣"] = "𣯩", + ["骂"] = "罵", + ["𫝩"] = "嬦", + ["𣨼"] = "殢", + ["骃"] = "駰", + ["𫝪"] = "𡟫", + ["𣚚"] = "欘", + ["骄"] = "驕", + ["𬊈"] = "燖", + ["𣘴"] = "檭", + ["骅"] = "驊", + ["𬊤"] = "燀", + ["𣘐"] = "㯤", + ["骆"] = "駱", + ["𬍛"] = "瓅", + ["𣗋"] = "欓", + ["骇"] = "駭", + ["𬍡"] = "璗", + ["𣔌"] = "樤", + ["骈"] = "駢", + ["𪼴"] = "𤬅", + ["𣒌"] = "楇", + ["骉"] = "驫", + ["𪽈"] = "畼", + ["𣐤"] = "欍", + ["骊"] = "驪", + ["𪽝"] = "𤳷", + ["𣏢"] = "槫", + ["䞌"] = "𧵳", + ["𪽪"] = "痮", + ["𣍰"] = "脥", + ["䞍"] = "䝼", + ["𪽭"] = "𤷃", + ["𣍨"] = "𦢈", + ["䞎"] = "𧶧", + ["𪽮"] = "㿖", + ["𣆐"] = "曥", + ["䞐"] = "賰", + ["𪽴"] = "𤺔", + ["𢽾"] = "斅", + ["䟢"] = "躎", + ["𪽷"] = "瘱", + ["𢬦"] = "𢹿", + ["䢀"] = "𨊰", + ["𪾔"] = "盨", + ["𢫬"] = "摋", + ["䢁"] = "𨊸", + ["𪾢"] = "睍", + ["𢫊"] = "𢷮", + ["䢂"] = "𨋢", + ["𪾣"] = "眝", + ["鳔"] = "鰾", + ["䥺"] = "釾", + ["𪾦"] = "矑", + ["驮"] = "馱", + ["䥽"] = "鏺", + ["𪾸"] = "矉", + ["骍"] = "騂", + ["䥾"] = "䥱", + ["𪿊"] = "𥏝", + ["骑"] = "騎", + ["䥿"] = "𨯅", + ["𪿞"] = "𥖲", + ["骕"] = "驌", + ["䦀"] = "𨦫", + ["𪿫"] = "礮", + ["骙"] = "騤", + ["䦁"] = "𨧜", + ["𪿵"] = "𥗇", + ["骝"] = "騮", + ["䦂"] = "䥇", + ["𫀌"] = "𥜰", + ["骣"] = "驏", + ["䦃"] = "鐯", + ["𫀓"] = "𥜐", + ["髋"] = "髖", + ["䦅"] = "鐥", + ["𫀨"] = "䅐", + ["鱼"] = "魚", + ["䦆"] = "钁", + ["鳚"] = "䲁", + ["鱿"] = "魷", + ["䦶"] = "䦛", + ["鳛"] = "鰼", + ["鲂"] = "魴", + ["䦷"] = "䦟", + ["鳜"] = "鱖", + ["鲅"] = "鮁", + ["䩄"] = "靦", + ["鳝"] = "鱔", + ["𩨃"] = "騝", + ["䭪"] = "𩞯", + ["鳞"] = "鱗", + ["𩨄"] = "騪", + ["䯃"] = "𩣑", + ["鳟"] = "鱒", + ["𩨅"] = "𩤸", + ["䯄"] = "騧", + ["鳠"] = "鱯", + ["𩨆"] = "𩤙", + ["䯅"] = "䯀", + ["鳡"] = "鱤", + ["𩨇"] = "䮫", + ["䲝"] = "䱽", + ["鳢"] = "鱧", + ["𩨈"] = "騟", + ["䲞"] = "𩶘", + ["鳣"] = "鱣", + ["蔺"] = "藺", + ["䲟"] = "鮣", + ["鳤"] = "䲘", + ["蔼"] = "藹", + ["䲠"] = "鰆", + ["鸟"] = "鳥", + ["蕰"] = "薀", + ["䲡"] = "鰌", + ["鸠"] = "鳩", + ["蕲"] = "蘄", + ["䲢"] = "鰧", + ["鸡"] = "雞", + ["蕴"] = "蘊", + ["䲣"] = "䱷", + ["鸢"] = "鳶", + ["薮"] = "藪", + ["䴓"] = "鳾", + ["鸣"] = "鳴", + ["藓"] = "蘚", + ["䴔"] = "鵁", + ["鸤"] = "鳲", + ["藴"] = "蘊", + ["䴕"] = "鴷", + ["蘖"] = "櫱", + ["𩩈"] = "䯤", + ["䴖"] = "鶄", + ["虏"] = "虜", + ["𩬣"] = "𩭙", + ["䴗"] = "鶪", + ["虑"] = "慮", + ["𩬤"] = "𩰀", + ["䴘"] = "鷉", + ["虚"] = "虛", + ["𩭹"] = "鬖", + ["䴙"] = "鸊", + ["虫"] = "蟲", + ["𩯒"] = "𩯳", + ["䶮"] = "龑", + ["虬"] = "虯", + ["𩰰"] = "𩰹", + ["万"] = "萬", + ["虮"] = "蟣", + ["𩲒"] = "𩳤", + ["与"] = "與", + ["虱"] = "蝨", + ["𩴌"] = "𩴵", + ["丑"] = "醜", + ["虽"] = "雖", + ["𩽹"] = "魥", + ["专"] = "專", + ["鸮"] = "鴞", + ["𩽺"] = "𩵩", + ["业"] = "業", + ["鸯"] = "鴦", + ["𩽻"] = "𩵹", + ["丛"] = "叢", + ["鸰"] = "鴒", + ["𩽼"] = "鯶", + ["东"] = "東", + ["邝"] = "鄺", + ["𩽽"] = "𩶱", + ["丝"] = "絲", + ["邬"] = "鄔", + ["𩽾"] = "鮟", + ["丢"] = "丟", + ["邮"] = "郵", + ["𩽿"] = "𩶰", + ["两"] = "兩", + ["邹"] = "鄒", + ["𩾁"] = "鯄", + ["严"] = "嚴", + ["邺"] = "鄴", + ["𩾂"] = "䲖", + ["丧"] = "喪", + ["邻"] = "鄰", + ["𩾃"] = "鮸", + ["个"] = "個", + ["郁"] = "鬱", + ["𩾄"] = "𩷰", + ["丰"] = "豐", + ["郏"] = "郟", + ["𩾅"] = "𩸃", + ["临"] = "臨", + ["郐"] = "鄶", + ["𩾆"] = "𩸦", + ["贼"] = "賊", + ["郑"] = "鄭", + ["𩾇"] = "鯱", + ["贽"] = "贄", + ["郓"] = "鄆", + ["𩾈"] = "䱙", + ["贾"] = "賈", + ["郦"] = "酈", + ["𩾊"] = "䱬", + ["贿"] = "賄", + ["郧"] = "鄖", + ["𩾋"] = "䱰", + ["赀"] = "貲", + ["郸"] = "鄲", + ["𩾌"] = "鱇", + ["赁"] = "賃", + ["酂"] = "酇", + ["𩾎"] = "𩽇", + ["赂"] = "賂", + ["酝"] = "醞", + ["𪉂"] = "䲰", + ["赃"] = "贓", + ["酦"] = "醱", + ["𪉃"] = "鳼", + ["资"] = "資", + ["酱"] = "醬", + ["𪉄"] = "𩿪", + ["赅"] = "賅", + ["酸"] = "酸", + ["𪉅"] = "𪀦", + ["赆"] = "贐", + ["鸦"] = "鴉", + ["𪉆"] = "鴲", + ["赇"] = "賕", + ["鸪"] = "鴣", + ["𪉈"] = "鴜", + ["赈"] = "賑", + ["鸱"] = "鴟", + ["𪉉"] = "𪁈", + ["赉"] = "賚", + ["鸵"] = "鴕", + ["采"] = "採", + ["赊"] = "賒", + ["龈"] = "齦", + ["释"] = "釋", + ["赋"] = "賦", + ["龇"] = "齜", + ["里"] = "裏", + ["赌"] = "賭", + ["𦈟"] = "䌝", + ["鉴"] = "鑑", + ["赍"] = "齎", + ["𦈠"] = "䌥", + ["銮"] = "鑾", + ["赎"] = "贖", + ["𦈡"] = "繻", + ["錾"] = "鏨", + ["赏"] = "賞", + ["𦍠"] = "䍽", + ["钅"] = "釒", + ["赐"] = "賜", + ["𦛨"] = "朥", + ["钆"] = "釓", + ["赑"] = "贔", + ["𦝼"] = "膢", + ["钇"] = "釔", + ["赒"] = "賙", + ["𦟗"] = "𦣎", + ["针"] = "針", + ["赓"] = "賡", + ["𦨩"] = "𦪽", + ["钉"] = "釘", + ["赔"] = "賠", + ["𦰏"] = "蓧", + ["钊"] = "釗", + ["赕"] = "賧", + ["𦰴"] = "䕳", + ["钋"] = "釙", + ["赖"] = "賴", + ["𦶟"] = "爇", + ["钌"] = "釕", + ["赗"] = "賵", + ["𦶻"] = "𦾟", + ["钍"] = "釷", + ["赘"] = "贅", + ["𦻕"] = "蘟", + ["钎"] = "釺", + ["赙"] = "賻", + ["𧉐"] = "𧕟", + ["钏"] = "釧", + ["赚"] = "賺", + ["𧉞"] = "䗿", + ["钐"] = "釤", + ["赛"] = "賽", + ["𧌥"] = "𧎈", + ["钑"] = "鈒", + ["赜"] = "賾", + ["𧏖"] = "蠙", + ["钒"] = "釩", + ["赝"] = "贗", + ["𧏗"] = "蠀", + ["钓"] = "釣", + ["赞"] = "贊", + ["𧑏"] = "蠾", + ["钔"] = "鍆", + ["赟"] = "贇", + ["𧒭"] = "𧔥", + ["钕"] = "釹", + ["赠"] = "贈", + ["𧜭"] = "䙱", + ["钖"] = "鍚", + ["赡"] = "贍", + ["𧝝"] = "襰", + ["钗"] = "釵", + ["赢"] = "贏", + ["𧝧"] = "𧟀", + ["钘"] = "鈃", + ["赣"] = "贛", + ["𧮪"] = "詀", + ["钙"] = "鈣", + ["赪"] = "赬", + ["𧳕"] = "𧳟", + ["钚"] = "鈈", + ["赵"] = "趙", + ["𧹑"] = "䞈", + ["钛"] = "鈦", + ["赶"] = "趕", + ["𧹒"] = "買", + ["钜"] = "鉅", + ["𧹓"] = "𧶔", + ["鹲"] = "鸏", + ["钝"] = "鈍", + ["𧹔"] = "賬", + ["鹰"] = "鷹", + ["钞"] = "鈔", + ["鹯"] = "鸇", + ["鹮"] = "䴉", + ["钟"] = "鍾", + ["鹭"] = "鷺", + ["鹬"] = "鷸", + ["钠"] = "鈉", + ["鹫"] = "鷲", + ["鹪"] = "鷦", + ["钡"] = "鋇", + ["鹩"] = "鷯", + ["鹨"] = "鷚", + ["钢"] = "鋼", + ["鹧"] = "鷓", + ["鹦"] = "鸚", + ["钣"] = "鈑", + ["鹥"] = "鷖", + ["鹤"] = "鶴", + ["钤"] = "鈐", + ["鹣"] = "鶼", + ["鹢"] = "鷁", + ["钥"] = "鑰", + ["鹡"] = "鶺", + ["鹠"] = "鶹", + ["钦"] = "欽", + ["鹟"] = "鶲", + ["鹞"] = "鷂", + ["辞"] = "辭", + ["鹝"] = "鷊", + ["鹜"] = "鶩", + ["辟"] = "闢", + ["鹛"] = "鶥", + ["骞"] = "騫", + ["辩"] = "辯", + ["骡"] = "騾", + ["骤"] = "驟", + ["辫"] = "辮", + ["骧"] = "驤", + ["髌"] = "髕", + ["边"] = "邊", + ["魇"] = "魘", + ["鱽"] = "魛", + ["辽"] = "遼", + ["鲀"] = "魨", + ["鲃"] = "䰾", + ["达"] = "達", + ["鲆"] = "鮃", + ["鲈"] = "鱸", + ["迁"] = "遷", + ["鲊"] = "鮓", + ["鲌"] = "鮊", + ["过"] = "過", + ["鲎"] = "鱟", + ["鲐"] = "鮐", + ["迈"] = "邁", + ["鲒"] = "鮚", + ["鲔"] = "鮪", + ["运"] = "運", + ["鲖"] = "鮦", + ["颤"] = "顫", + ["还"] = "還", + ["鲘"] = "鮜", + ["颥"] = "顬", + ["这"] = "這", + ["鲚"] = "鱭", + ["颦"] = "顰", + ["进"] = "進", + ["鲜"] = "鮮", + ["颧"] = "顴", + ["远"] = "遠", + ["鲞"] = "鯗", + ["风"] = "風", + ["违"] = "違", + ["鲠"] = "鯁", + ["飏"] = "颺", + ["连"] = "連", + ["鹃"] = "鵑", + ["飐"] = "颭", + ["迟"] = "遲", + ["鹂"] = "鸝", + ["飑"] = "颮", + ["迩"] = "邇", + ["鹁"] = "鵓", + ["飒"] = "颯", + ["迳"] = "逕", + ["鹀"] = "鵐", + ["飓"] = "颶", + ["迹"] = "跡", + ["鸿"] = "鴻", + ["飔"] = "颸", + ["适"] = "適", + ["鸾"] = "鸞", + ["飕"] = "颼", + ["选"] = "選", + ["鸽"] = "鴿", + ["飖"] = "颻", + ["逊"] = "遜", + ["鸼"] = "鵃", + ["飗"] = "飀", + ["递"] = "遞", + ["鸻"] = "鴴", + ["飘"] = "飄", + ["逦"] = "邐", + ["鸺"] = "鵂", + ["飙"] = "飆", + ["逻"] = "邏", + ["鸹"] = "鴰", + ["飚"] = "飈", + ["遗"] = "遺", + ["鸸"] = "鴯", + ["飞"] = "飛", + ["遥"] = "遙", + ["鸷"] = "鷙", + ["飨"] = "饗", + ["邓"] = "鄧", + ["鸶"] = "鷥", + ["餍"] = "饜", + ["龉"] = "齬", + ["鸴"] = "鷽", + ["饣"] = "飠", + ["龊"] = "齪", + ["鸲"] = "鴝", + ["饤"] = "飣", + ["龋"] = "齲", + ["鸭"] = "鴨", + ["饥"] = "飢", + ["龌"] = "齷", + ["鸫"] = "鶇", + ["饦"] = "飥", + ["龙"] = "龍", + ["鸩"] = "鴆", + ["饧"] = "餳", + ["龚"] = "龔", + ["鸧"] = "鶬", + ["饨"] = "飩", + ["龛"] = "龕", + ["鸥"] = "鷗", + ["饩"] = "餼", + ["龟"] = "龜", + ["鳘"] = "鰵", + ["饪"] = "飪", + ["鿎"] = "䃮", + ["鳖"] = "鱉", + ["饫"] = "飫", + ["鿏"] = "䥑", + ["𢢐"] = "𤢻", + ["饬"] = "飭", + ["鿒"] = "鿓", + ["𢧐"] = "戰", + ["饭"] = "飯", + ["鿔"] = "鎶", + ["鳐"] = "鰩", + ["饮"] = "飲", + ["𠀾"] = "𠁞", + ["鳎"] = "鰨", + ["饯"] = "餞", + ["𠆲"] = "儣", + ["鳌"] = "鰲", + ["饰"] = "飾", + ["𠆿"] = "𠌥", + ["鳊"] = "鯿", + ["饱"] = "飽", + ["𠇹"] = "俓", + ["鳈"] = "鰁", + ["饲"] = "飼", + ["𠉂"] = "㒓", + ["鳆"] = "鰒", + ["饳"] = "飿", + ["𠉗"] = "𠏢", + ["鳄"] = "鱷", + ["饴"] = "飴", + ["𠋆"] = "儭", + ["鳂"] = "鰃", + ["饵"] = "餌", + ["𠚳"] = "𠠎", + ["鳀"] = "鯷", + ["饶"] = "饒", + ["𠛅"] = "剾", + ["鲴"] = "鯝", + ["饷"] = "餉", + ["𠛆"] = "𠞆", + ["鲲"] = "鯤", + ["饸"] = "餄", + ["𠛾"] = "𪟖", + ["鲰"] = "鯫", + ["饹"] = "餎", + ["𠡠"] = "勑", + ["鲮"] = "鯪", + ["饺"] = "餃", + ["𠮶"] = "嗰", + ["鲬"] = "鯒", + ["饻"] = "餏", + ["𠯟"] = "哯", + ["鲪"] = "鮶", + ["饼"] = "餅", + ["𠯠"] = "噅", + ["鲨"] = "鯊", + ["饽"] = "餑", + ["𠰱"] = "㘉", + ["鲦"] = "鰷", + ["饾"] = "餖", + ["𠰷"] = "嚧", + ["鲤"] = "鯉", + ["饿"] = "餓", + ["𠱞"] = "囃", + ["鲢"] = "鰱", + ["馀"] = "餘", + ["𠲥"] = "𡅏", + ["馁"] = "餒", + ["鹄"] = "鵠", + ["𠴛"] = "𡃕", + ["馂"] = "餕", + ["鹅"] = "鵝", + ["𠴢"] = "𡄔", + ["馃"] = "餜", + ["鹆"] = "鵒", + ["𠵸"] = "𡄣", + ["馄"] = "餛", + ["鹇"] = "鷳", + ["𠵾"] = "㗲", + ["馅"] = "餡", + ["鹈"] = "鵜", + ["𡋀"] = "𡓾", + ["馆"] = "館", + ["鹉"] = "鵡", + ["𡋗"] = "𡑭", + ["馇"] = "餷", + ["鹊"] = "鵲", + ["𡋤"] = "壗", + ["馈"] = "饋", + ["鹋"] = "鶓", + ["𡍣"] = "𡔖", + ["馉"] = "餶", + ["鹌"] = "鵪", + ["𡒄"] = "壈", + ["馊"] = "餿", + ["鹍"] = "鵾", + ["𡝠"] = "㜷", + ["馋"] = "饞", + ["鹎"] = "鵯", + ["𡞋"] = "㜗", + ["馌"] = "饁", + ["鹏"] = "鵬", + ["𡞱"] = "㜢", + ["馍"] = "饃", + ["鹐"] = "鵮", + ["𡠟"] = "孎", + ["馎"] = "餺", + ["鹑"] = "鶉", + ["𡥧"] = "孻", + ["鲄"] = "魺", + ["鹒"] = "鶊", + ["𡭜"] = "𡮉", + ["鲁"] = "魯", + ["鹓"] = "鵷", + ["𡭬"] = "𡮣", + ["鱾"] = "魢", + ["鹔"] = "鷫", + ["𡳃"] = "𡳳", + ["魉"] = "魎", + ["鹕"] = "鶘", + ["𡳒"] = "𦘧", + ["鬓"] = "鬢", + ["鹖"] = "鶡", + ["𡶴"] = "嵼", + ["髅"] = "髏", + ["鹗"] = "鶚", + ["𡸃"] = "𡽗", + ["骥"] = "驥", + ["鹘"] = "鶻", + ["𡺃"] = "嶈", + ["骢"] = "驄", + ["鹙"] = "鶖", + ["𡺄"] = "嶘", + ["骟"] = "騸", + ["鹚"] = "鷀", + ["𢋈"] = "㢝", + ["骜"] = "驁", + ["㚯"] = "㜄", + ["𢗓"] = "㦛", + ["骚"] = "騷", + ["㛀"] = "媰", + ["𢘙"] = "𢤱", + ["骘"] = "騭", + ["㛟"] = "𡞵", + ["𢘝"] = "𢣚", + ["骖"] = "驂", + ["㛠"] = "𡢃", + ["𢘞"] = "𢣭", + ["骔"] = "騌", + ["㛣"] = "㜏", + ["𢙏"] = "愻", + ["骒"] = "騍", + ["㛤"] = "孋", + ["𢙐"] = "憹", + ["骐"] = "騏", + ["㛿"] = "𡠹", + ["𢙑"] = "𢠼", + ["骎"] = "駸", + ["㟆"] = "㠏", + ["𢙒"] = "憢", + ["验"] = "驗", + ["㟜"] = "𡾱", + ["𢙓"] = "懀", + ["驯"] = "馴", + ["㟥"] = "嵾", + ["𢛯"] = "㦎", + ["驭"] = "馭", + ["㡎"] = "幓", + ["𢠁"] = "懎", + ["馕"] = "饢", + ["㤘"] = "㥮", + ["𨱖"] = "䥩", + ["馓"] = "饊", + ["㤽"] = "懤", + ["𨷿"] = "䦳", + ["馑"] = "饉", + ["㥪"] = "慺", + ["𨸀"] = "𨳕", + ["馏"] = "餾", + ["㧏"] = "掆", + ["𨸁"] = "𨳑", + ["从"] = "從", + ["㧐"] = "㩳", + ["𨸂"] = "閍", + ["炝"] = "熗", + ["㧑"] = "撝", + ["𨸃"] = "閐", + ["状"] = "狀", + ["㧟"] = "擓", + ["𨸄"] = "䦘", + ["狭"] = "狹", + ["㧰"] = "擽", + ["𨸅"] = "𨴗", + ["家"] = "家", + ["㨫"] = "㩜", + ["𨸆"] = "𨵩", + ["铝"] = "鋁", + ["㭎"] = "棡", + ["𨸇"] = "𨵸", + ["岗"] = "崗", + ["㭏"] = "椲", + ["𨸉"] = "𨶀", + ["铦"] = "銛", + ["㭣"] = "𣙎", + ["𨸊"] = "𨶏", + ["铟"] = "銦", + ["㭤"] = "樢", + ["铙"] = "鐃", + ["璎"] = "瓔", + ["㭴"] = "樫", + ["狈"] = "狽", + ["烃"] = "烴", + ["㱩"] = "殰", + ["溃"] = "潰", + ["掷"] = "擲", + ["㱮"] = "殨", + ["钵"] = "鉢", + ["钯"] = "鈀", + ["㲿"] = "瀇", + ["钩"] = "鉤", + ["酽"] = "釅", + ["㳔"] = "濧", + ["锔"] = "鋦", + ["锖"] = "錆", + ["㳕"] = "灡", + ["锘"] = "鍩", + ["锚"] = "錨", + ["㳠"] = "澾", + ["锵"] = "鏘", + ["锷"] = "鍔", + ["㳡"] = "濄", + ["镣"] = "鐐", + ["黄"] = "黃", + ["㳢"] = "𣾷", + ["镧"] = "鑭", + ["黉"] = "黌", + ["㳽"] = "瀰", + ["镫"] = "鐙", + ["黡"] = "黶", + ["㴋"] = "潚", + ["阈"] = "閾", + ["黩"] = "黷", + ["㶉"] = "鸂", + ["阌"] = "閿", + ["黪"] = "黲", + ["㶶"] = "燶", + ["阐"] = "闡", + ["黾"] = "黽", + ["㶽"] = "煱", + ["阔"] = "闊", + ["鼋"] = "黿", + ["㺍"] = "獱", + ["阘"] = "闒", + ["绬"] = "緓", + ["㻅"] = "璯", + ["阚"] = "闞", + ["续"] = "續", + ["㻏"] = "𤫩", + ["队"] = "隊", + ["绮"] = "綺", + ["㻘"] = "𤪺", + ["阴"] = "陰", + ["绯"] = "緋", + ["䀥"] = "䁻", + ["阶"] = "階", + ["绰"] = "綽", + ["䁖"] = "瞜", + ["陆"] = "陸", + ["绱"] = "鞝", + ["䂵"] = "碽", + ["陈"] = "陳", + ["绲"] = "緄", + ["䃅"] = "磾", + ["陕"] = "陝", + ["绳"] = "繩", + ["䅉"] = "稏", + ["陧"] = "隉", + ["维"] = "維", + ["䅟"] = "穇", + ["险"] = "險", + ["绵"] = "綿", + ["䅪"] = "𥢢", + ["隐"] = "隱", + ["绶"] = "綬", + ["䇲"] = "筴", + ["隽"] = "雋", + ["绷"] = "繃", + ["䉤"] = "籔", + ["靥"] = "靨", + ["绸"] = "綢", + ["䌶"] = "䊷", + ["面"] = "面", + ["绹"] = "綯", + ["䌷"] = "紬", + ["静"] = "靜", + ["绺"] = "綹", + ["䌸"] = "縳", + ["靔"] = "靝", + ["绻"] = "綣", + ["䌹"] = "絅", + ["靓"] = "靚", + ["综"] = "綜", + ["䌺"] = "䋙", + ["雕"] = "雕", + ["绽"] = "綻", + ["䌻"] = "䋚", + ["雏"] = "雛", + ["绾"] = "綰", + ["触"] = "觸", + ["雇"] = "僱", + ["绿"] = "綠", + ["觯"] = "觶", + ["难"] = "難", + ["鞑"] = "韃", + ["訚"] = "誾", + ["隶"] = "隸", + ["鞒"] = "鞽", + ["䌿"] = "䋹", + ["随"] = "隨", + ["鞯"] = "韉", + ["䍀"] = "繿", + ["陨"] = "隕", + ["鞲"] = "韝", + ["䍁"] = "繸", + ["陦"] = "隯", + ["韦"] = "韋", + ["䍠"] = "䍦", + ["陉"] = "陘", + ["韧"] = "韌", + ["䎬"] = "䎱", + ["陇"] = "隴", + ["韨"] = "韍", + ["䏝"] = "膞", + ["际"] = "際", + ["韩"] = "韓", + ["䑽"] = "𦪙", + ["阵"] = "陣", + ["韪"] = "韙", + ["䓓"] = "薵", + ["阳"] = "陽", + ["韫"] = "韞", + ["䓕"] = "薳", + ["阛"] = "闤", + ["韬"] = "韜", + ["䓖"] = "藭", + ["阙"] = "闕", + ["韵"] = "韻", + ["䓨"] = "罃", + ["阗"] = "闐", + ["页"] = "頁", + ["䗖"] = "螮", + ["阕"] = "闋", + ["顶"] = "頂", + ["䘛"] = "𧝞", + ["阓"] = "闠", + ["顷"] = "頃", + ["䘞"] = "𧜗", + ["阑"] = "闌", + ["顸"] = "頇", + ["䙊"] = "𧜵", + ["阏"] = "閼", + ["项"] = "項", + ["䙌"] = "䙡", + ["阍"] = "閽", + ["顺"] = "順", + ["䙓"] = "襬", + ["阋"] = "鬩", + ["须"] = "須", + ["䜣"] = "訢", + ["阉"] = "閹", + ["顼"] = "頊", + ["䜤"] = "鿁", + ["镮"] = "鐶", + ["顽"] = "頑", + ["䜥"] = "𧩙", + ["镬"] = "鑊", + ["顾"] = "顧", + ["䜧"] = "䜀", + ["镪"] = "鏹", + ["顿"] = "頓", + ["䜩"] = "讌", + ["镨"] = "鐠", + ["颀"] = "頎", + ["䝙"] = "貙", + ["镦"] = "鐓", + ["颁"] = "頒", + ["铨"] = "銓", + ["镤"] = "鏷", + ["颂"] = "頌", + ["铩"] = "鎩", + ["锸"] = "鍤", + ["颃"] = "頏", + ["铪"] = "鉿", + ["锶"] = "鍶", + ["预"] = "預", + ["铫"] = "銚", + ["锴"] = "鍇", + ["颅"] = "顱", + ["铬"] = "鉻", + ["错"] = "錯", + ["领"] = "領", + ["铭"] = "銘", + ["锗"] = "鍺", + ["颇"] = "頗", + ["铮"] = "錚", + ["锕"] = "錒", + ["颈"] = "頸", + ["铯"] = "銫", + ["锓"] = "鋟", + ["颉"] = "頡", + ["铰"] = "鉸", + ["醖"] = "醞", + ["颊"] = "頰", + ["铱"] = "銥", + ["钬"] = "鈥", + ["颋"] = "頲", + ["铲"] = "鏟", + ["钲"] = "鉦", + ["颌"] = "頜", + ["铳"] = "銃", + ["传"] = "傳", + ["颍"] = "潁", + ["铴"] = "鐋", + ["背"] = "背", + ["颎"] = "熲", + ["铵"] = "銨", + ["灯"] = "燈", + ["颏"] = "頦", + ["银"] = "銀", + ["牺"] = "犧", + ["颐"] = "頤", + ["铷"] = "銣", + ["独"] = "獨", + ["频"] = "頻", + ["铸"] = "鑄", + ["疡"] = "瘍", + ["颒"] = "頮", + ["铹"] = "鐒", + ["铜"] = "銅", + ["颓"] = "頹", + ["铺"] = "鋪", + ["铢"] = "銖", + ["颔"] = "頷", + ["铻"] = "鋙", + ["铧"] = "鏵", + ["颕"] = "頴", + ["铼"] = "錸", + ["铤"] = "鋌", + ["颖"] = "穎", + ["铽"] = "鋱", + ["铡"] = "鍘", + ["颗"] = "顆", + ["链"] = "鏈", + ["铞"] = "銱", + ["题"] = "題", + ["铿"] = "鏗", + ["铛"] = "鐺", + ["颙"] = "顒", + ["销"] = "銷", + ["铘"] = "鋣", + ["颚"] = "顎", + ["锁"] = "鎖", + ["疖"] = "癤", + ["颛"] = "顓", + ["锂"] = "鋰", + ["狯"] = "獪", + ["颜"] = "顏", + ["锃"] = "鋥", + ["狞"] = "獰", + ["额"] = "額", + ["锄"] = "鋤", + ["犸"] = "獁", + ["颞"] = "顳", + ["锅"] = "鍋", + ["铉"] = "鉉", + ["颟"] = "顢", + ["锆"] = "鋯", + ["纪"] = "紀", + ["颠"] = "顛", + ["锇"] = "鋨", + ["滞"] = "滯", + ["颡"] = "顙", + ["锈"] = "鏽", + ["沦"] = "淪", + ["颢"] = "顥", + ["锉"] = "銼", + ["泛"] = "泛", + ["颣"] = "纇", + ["锊"] = "鋝", + ["掴"] = "摑", + ["掼"] = "摜", + ["锋"] = "鋒", + ["沾"] = "沾", + ["钶"] = "鈳", + ["锌"] = "鋅", + ["钴"] = "鈷", + ["钳"] = "鉗", + ["锍"] = "鋶", + ["钱"] = "錢", + ["钰"] = "鈺", + ["锎"] = "鐦", + ["钮"] = "鈕", + ["钭"] = "鈄", + ["锏"] = "鐧", + ["钫"] = "鈁", + ["钪"] = "鈧", + ["锐"] = "銳", + ["钨"] = "鎢", + ["钧"] = "鈞", + ["锑"] = "銻", + ["酿"] = "釀", + ["酾"] = "釃", + ["锒"] = "鋃", + ["伞"] = "傘", + ["挽"] = "挽", + ["缀"] = "綴", + ["费"] = "費", + ["图"] = "圖", + ["缁"] = "緇", + ["监"] = "監", + ["堑"] = "塹", + ["缂"] = "緙", + ["贵"] = "貴", + ["头"] = "頭", + ["缃"] = "緗", + ["贲"] = "賁", + ["贯"] = "貫", + ["缄"] = "緘", + ["贮"] = "貯", + ["贬"] = "貶", + ["缅"] = "緬", + ["贫"] = "貧", + ["扎"] = "扎", + ["缆"] = "纜", + ["谘"] = "諮", + ["贸"] = "貿", + ["缇"] = "緹", + ["摄"] = "攝", + ["柠"] = "檸", + ["缈"] = "緲", + ["啯"] = "嘓", + ["滦"] = "灤", + ["缉"] = "緝", + ["机"] = "機", + ["啮"] = "齧", + ["缊"] = "縕", + ["吕"] = "呂", + ["缋"] = "繢", + ["朴"] = "樸", + ["䌽"] = "綵", + ["缌"] = "緦", + ["䌾"] = "䋻", + ["寝"] = "寢", + ["缍"] = "綞", + ["厅"] = "廳", + ["曲"] = "曲", + ["缎"] = "緞", + ["呐"] = "吶", + ["聍"] = "聹", + ["缏"] = "緶", + ["暧"] = "曖", + ["卜"] = "卜", + ["缐"] = "線", + ["暗"] = "暗", + ["缑"] = "緱", + ["耸"] = "聳", + ["宽"] = "寬", + ["缒"] = "縋", + ["暅"] = "𣈶", + ["疠"] = "癘", + ["缓"] = "緩", + ["对"] = "對", + ["暂"] = "暫", + ["缔"] = "締", + ["㐷"] = "傌", + ["寿"] = "壽", + ["缕"] = "縷", + ["晖"] = "暉", + ["紧"] = "緊", + ["编"] = "編", + ["将"] = "將", + ["晕"] = "暈", + ["缗"] = "緡", + ["冈"] = "岡", + ["尔"] = "爾", + ["缘"] = "緣", + ["晔"] = "曄", + ["犷"] = "獷", + ["缙"] = "縉", + ["掸"] = "撣", + ["晓"] = "曉", + ["缚"] = "縛", + ["牵"] = "牽", + ["尝"] = "嘗", + ["缛"] = "縟", + ["晒"] = "曬", + ["㑔"] = "㑯", + ["缜"] = "縝", + ["挣"] = "掙", + ["晋"] = "晉", + ["缝"] = "縫", + ["㓆"] = "𠗣", + ["显"] = "顯", + ["缞"] = "縗", + ["练"] = "練", + ["挞"] = "撻", + ["缟"] = "縞", + ["昽"] = "曨", + ["组"] = "組", + ["缠"] = "纏", + ["昼"] = "晝", + ["挜"] = "掗", + ["缡"] = "縭", + ["昵"] = "暱", + ["挛"] = "攣", + ["缢"] = "縊", + ["昙"] = "曇", + ["纹"] = "紋", + ["缣"] = "縑", + ["犊"] = "犢", + ["余"] = "餘", + ["缤"] = "繽", + ["縆"] = "緪", + ["周"] = "周", + ["缥"] = "縹", + ["狲"] = "猻", + ["扫"] = "掃", + ["缦"] = "縵", + ["画"] = "畫", + ["执"] = "執", + ["缧"] = "縲", + ["扪"] = "捫", + ["㐹"] = "㑶", + ["缨"] = "纓", + ["畴"] = "疇", + ["疬"] = "癧", + ["缩"] = "縮", + ["耻"] = "恥", + ["吓"] = "嚇", + ["缪"] = "繆", + ["为"] = "爲", + ["剐"] = "剮", + ["缫"] = "繅", + ["丽"] = "麗", + ["荥"] = "滎", + ["缬"] = "纈", + ["举"] = "舉", + ["掳"] = "擄", + ["缭"] = "繚", + ["么"] = "麼", + ["导"] = "導", + ["缮"] = "繕", + ["义"] = "義", + ["尘"] = "塵", + ["缯"] = "繒", + ["乌"] = "烏", + ["圹"] = "壙", + ["缰"] = "繮", + ["乐"] = "樂", + ["挟"] = "挾", + ["缱"] = "繾", + ["乔"] = "喬", + ["升"] = "升", + ["缲"] = "繰", + ["习"] = "習", + ["纾"] = "紓", + ["协"] = "協", + ["乡"] = "鄉", + ["则"] = "則", + ["伤"] = "傷", + ["书"] = "書", + ["刚"] = "剛", + ["窦"] = "竇", + ["买"] = "買", + ["创"] = "創", + ["呓"] = "囈", + ["乱"] = "亂", + ["删"] = "刪", + ["坝"] = "壩", + ["了"] = "了", + ["别"] = "別", + ["争"] = "爭", + ["挠"] = "撓", + ["刬"] = "剗", + ["于"] = "於", + ["挡"] = "擋", + ["刭"] = "剄", + ["亏"] = "虧", + ["挢"] = "撟", + ["刮"] = "刮", + ["云"] = "雲", + ["制"] = "制", + ["扩"] = "擴", + ["亘"] = "亙", + ["挤"] = "擠", + ["吁"] = "籲", + ["刽"] = "劊", + ["挥"] = "揮", + ["叶"] = "葉", + ["产"] = "產", + ["挦"] = "撏", + ["垄"] = "壟", + ["亩"] = "畝", + ["挨"] = "挨", + ["吃"] = "喫", + ["亲"] = "親", + ["呒"] = "嘸", + ["捝"] = "挩", + ["亵"] = "褻", + ["合"] = "合", + ["捞"] = "撈", + ["亸"] = "嚲", + ["垆"] = "壚", + ["损"] = "損", + ["亿"] = "億", + ["剂"] = "劑", + ["捡"] = "撿", + ["剥"] = "剝", + ["后"] = "後", + ["换"] = "換", + ["仆"] = "僕", + ["垦"] = "墾", + ["捣"] = "搗", + ["劝"] = "勸", + ["伙"] = "夥", + ["据"] = "據", + ["办"] = "辦", + ["垩"] = "堊", + ["仑"] = "侖", + ["务"] = "務", + ["历"] = "歷", + ["仓"] = "倉", + ["劢"] = "勱", + ["垫"] = "墊", + ["仪"] = "儀", + ["动"] = "動", + ["厉"] = "厲", + ["们"] = "們", + ["励"] = "勵", + ["伣"] = "俔", + ["掺"] = "摻", + ["劲"] = "勁", + ["窎"] = "窵", + ["仿"] = "仿", + ["劳"] = "勞", + ["众"] = "衆", + ["困"] = "困", + ["势"] = "勢", + ["囱"] = "囪", + ["揾"] = "搵", + ["勋"] = "勳", + ["围"] = "圍", + ["揿"] = "撳", + ["勚"] = "勩", + ["会"] = "會", + ["搀"] = "攙", + ["匀"] = "勻", + ["国"] = "國", + ["搁"] = "擱", + ["匦"] = "匭", + ["苔"] = "苔", + ["搂"] = "摟", + ["匮"] = "匱", + ["圆"] = "圓", + ["苹"] = "蘋", + ["区"] = "區", + ["圣"] = "聖", + ["范"] = "範", + ["医"] = "醫", + ["伡"] = "俥", + ["茎"] = "莖", + ["千"] = "千", + ["携"] = "攜", + ["茏"] = "蘢", + ["吨"] = "噸", + ["坏"] = "壞", + ["茑"] = "蔦", + ["彨"] = "彲", + ["块"] = "塊", + ["茔"] = "塋", + ["垱"] = "壋", + ["单"] = "單", + ["茕"] = "煢", + ["窃"] = "竊", + ["湾"] = "灣", + ["茧"] = "繭", + ["搄"] = "揯", + ["伪"] = "僞", + ["荆"] = "荊", + ["占"] = "佔", + ["溁"] = "濚", + ["荐"] = "薦", + ["卢"] = "盧", + ["坞"] = "塢", + ["荙"] = "薘", + ["卤"] = "滷", + ["溅"] = "濺", + ["荚"] = "莢", + ["卧"] = "臥", + ["坠"] = "墜", + ["荛"] = "蕘", + ["佣"] = "傭", + ["溇"] = "漊", + ["荜"] = "蓽", + ["却"] = "卻", + ["垅"] = "壠", + ["荝"] = "萴", + ["侠"] = "俠", + ["滚"] = "滾", + ["荞"] = "蕎", + ["同"] = "同", + ["垒"] = "壘", + ["荟"] = "薈", + ["侥"] = "僥", + ["滟"] = "灩", + ["荠"] = "薺", + ["侦"] = "偵", + ["滠"] = "灄", + ["荡"] = "蕩", + ["侧"] = "側", + ["满"] = "滿", + ["荣"] = "榮", + ["侨"] = "僑", + ["滢"] = "瀅", + ["压"] = "壓", + ["𩓋"] = "顂", + ["垯"] = "墶", + ["厌"] = "厭", + ["𩖕"] = "𩓣", + ["滥"] = "濫", + ["厍"] = "厙", + ["𩖖"] = "顃", + ["启"] = "啓", + ["厐"] = "龎", + ["𩖗"] = "䫴", + ["吴"] = "吳", + ["厕"] = "廁", + ["𩙥"] = "颰", + ["滩"] = "灘", + ["厘"] = "釐", + ["𩙦"] = "𩗀", + ["滪"] = "澦", + ["厢"] = "廂", + ["𩙧"] = "䬞", + ["漓"] = "漓", + ["厣"] = "厴", + ["潆"] = "瀠", + ["呕"] = "嘔", + ["厦"] = "廈", + ["潇"] = "瀟", + ["堕"] = "墮", + ["厨"] = "廚", + ["潋"] = "瀲", + ["塆"] = "壪", + ["虾"] = "蝦", + ["潍"] = "濰", + ["员"] = "員", + ["虿"] = "蠆", + ["潜"] = "潛", + ["呙"] = "咼", + ["蚀"] = "蝕", + ["潴"] = "瀦", + ["声"] = "聲", + ["蚁"] = "蟻", + ["澛"] = "瀂", + ["壳"] = "殼", + ["蚂"] = "螞", + ["澜"] = "瀾", + ["壶"] = "壺", + ["蚃"] = "蠁", + ["濑"] = "瀨", + ["壸"] = "壼", + ["蚕"] = "蠶", + ["濒"] = "瀕", + ["处"] = "處", + ["蚝"] = "蠔", + ["咛"] = "嚀", + ["备"] = "備", + ["蚬"] = "蜆", + ["灭"] = "滅", + ["复"] = "復", + ["蛊"] = "蠱", + ["咤"] = "吒", + ["够"] = "夠", + ["蛎"] = "蠣", + ["灵"] = "靈", + ["夫"] = "夫", + ["蛏"] = "蟶", + ["咸"] = "鹹", + ["𪮶"] = "攋", + ["蛮"] = "蠻", + ["灾"] = "災", + ["台"] = "臺", + ["蛰"] = "蟄", + ["灿"] = "燦", + ["响"] = "響", + ["蛱"] = "蛺", + ["炀"] = "煬", + ["哑"] = "啞", + ["蛲"] = "蟯", + ["炉"] = "爐", + ["叹"] = "嘆", + ["蛳"] = "螄", + ["炖"] = "燉", + ["叽"] = "嘰", + ["蛴"] = "蠐", + ["炜"] = "煒", + ["弦"] = "弦", + ["蜕"] = "蛻", + ["弪"] = "弳", + ["𪲛"] = "檵", + ["蜗"] = "蝸", + ["点"] = "點", + ["𪲮"] = "櫠", + ["蜡"] = "蠟", + ["弹"] = "彈", + ["𪳍"] = "欇", + ["蝇"] = "蠅", + ["炽"] = "熾", + ["𪳗"] = "𣜬", + ["蝈"] = "蟈", + ["归"] = "歸", + ["𪴙"] = "欑", + ["蝉"] = "蟬", + ["烂"] = "爛", + ["𪵑"] = "毊", + ["蝎"] = "蠍", + ["录"] = "錄", + ["𪵣"] = "霼", + ["蝼"] = "螻", + ["彟"] = "彠", + ["𪵱"] = "濿", + ["蝾"] = "蠑", + ["烟"] = "煙", + ["𪶄"] = "溡", + ["螀"] = "螿", + ["烦"] = "煩", + ["𪶒"] = "𤄷", + ["螨"] = "蟎", + ["烧"] = "燒", + ["𪶮"] = "𣽏", + ["蟏"] = "蠨", + ["烨"] = "燁", + ["𪷍"] = "㵾", + ["衅"] = "釁", + ["烩"] = "燴", + ["𪷽"] = "灒", + ["衔"] = "銜", + ["烫"] = "燙", + ["𪸕"] = "熂", + ["补"] = "補", + ["烬"] = "燼", + ["𪸩"] = "煇", + ["表"] = "表", + ["热"] = "熱", + ["衬"] = "襯", + ["夹"] = "夾", + ["焕"] = "煥", + ["衮"] = "袞", + ["怀"] = "懷", + ["焖"] = "燜", + ["袄"] = "襖", + ["弯"] = "彎", + ["焘"] = "燾", + ["袅"] = "嫋", + ["伫"] = "佇", + ["煴"] = "熅", + ["袆"] = "褘", + ["忾"] = "愾", + ["熏"] = "燻", + ["袜"] = "襪", + ["当"] = "當", + ["爱"] = "愛", + ["袭"] = "襲", + ["检"] = "檢", + ["爷"] = "爺", + ["袯"] = "襏", + ["棁"] = "梲", + ["妆"] = "妝", + ["装"] = "裝", + ["棂"] = "欞", + ["师"] = "師", + ["裆"] = "襠", + ["椁"] = "槨", + ["祎"] = "禕", + ["裈"] = "褌", + ["椝"] = "槼", + ["帅"] = "帥", + ["裢"] = "褳", + ["椟"] = "櫝", + ["妈"] = "媽", + ["裣"] = "襝", + ["椠"] = "槧", + ["砖"] = "磚", + ["裤"] = "褲", + ["椢"] = "槶", + ["妩"] = "嫵", + ["裥"] = "襉", + ["椤"] = "欏", + ["砀"] = "碭", + ["褛"] = "褸", + ["椫"] = "樿", + ["彻"] = "徹", + ["褴"] = "襤", + ["椭"] = "橢", + ["妪"] = "嫗", + ["襕"] = "襴", + ["椮"] = "槮", + ["矿"] = "礦", + ["见"] = "見", + ["楼"] = "樓", + ["巯"] = "巰", + ["观"] = "觀", + ["榄"] = "欖", + ["御"] = "御", + ["觃"] = "覎", + ["榅"] = "榲", + ["征"] = "徵", + ["规"] = "規", + ["榇"] = "櫬", + ["巩"] = "鞏", + ["觅"] = "覓", + ["榈"] = "櫚", + ["妫"] = "嬀", + ["视"] = "視", + ["榉"] = "櫸", + ["矾"] = "礬", + ["觇"] = "覘", + ["榝"] = "樧", + ["径"] = "徑", + ["览"] = "覽", + ["槚"] = "檟", + ["姗"] = "姍", + ["觉"] = "覺", + ["槛"] = "檻", + ["矶"] = "磯", + ["徕"] = "徠", + ["槟"] = "檳", + ["姜"] = "姜", + ["矫"] = "矯", + ["槠"] = "櫧", + ["宝"] = "寶", + ["实"] = "實", + ["横"] = "橫", + ["宠"] = "寵", + ["审"] = "審", + ["樯"] = "檣", + ["宪"] = "憲", + ["宫"] = "宮", + ["樱"] = "櫻", + ["喂"] = "喂", + ["亚"] = "亞", + ["橥"] = "櫫", + ["疭"] = "瘲", + ["啸"] = "嘯", + ["橱"] = "櫥", + ["夺"] = "奪", + ["崄"] = "嶮", + ["橹"] = "櫓", + ["疟"] = "瘧", + ["厂"] = "廠", + ["橼"] = "櫞", + ["崃"] = "崍", + ["畅"] = "暢", + ["檩"] = "檁", + ["哄"] = "哄", + ["崂"] = "嶗", + ["欢"] = "歡", + ["叠"] = "疊", + ["峰"] = "峯", + ["欤"] = "歟", + ["佛"] = "佛", + ["变"] = "變", + ["欧"] = "歐", + ["峦"] = "巒", + ["呛"] = "嗆", + ["欲"] = "欲", + ["双"] = "雙", + ["歼"] = "殲", + ["峥"] = "崢", + ["咏"] = "詠", + ["殁"] = "歿", + ["伦"] = "倫", + ["峤"] = "嶠", + ["殇"] = "殤", + ["听"] = "聽", + ["仇"] = "仇", + ["残"] = "殘", + ["峣"] = "嶢", + ["搜"] = "搜", + ["殒"] = "殞", + ["价"] = "價", + ["峡"] = "峽", + ["殓"] = "殮", + ["咽"] = "咽", + ["伛"] = "傴", + ["殚"] = "殫", + ["峄"] = "嶧", + ["刹"] = "剎", + ["殡"] = "殯", + ["彦"] = "彥", + ["峃"] = "嶨", + ["殴"] = "毆", + ["仅"] = "僅", + ["伥"] = "倀", + ["毁"] = "毀", + ["岿"] = "巋", + ["呖"] = "嚦", + ["毂"] = "轂", + ["荭"] = "葒", + ["侣"] = "侶", + ["毕"] = "畢", + ["荮"] = "葤", + ["岽"] = "崬", + ["毙"] = "斃", + ["药"] = "藥", + ["牦"] = "犛", + ["毡"] = "氈", + ["莅"] = "蒞", + ["纤"] = "纖", + ["毵"] = "毿", + ["莱"] = "萊", + ["约"] = "約", + ["毶"] = "𣯶", + ["莲"] = "蓮", + ["级"] = "級", + ["氇"] = "氌", + ["莳"] = "蒔", + ["纨"] = "紈", + ["气"] = "氣", + ["莴"] = "萵", + ["纩"] = "纊", + ["氢"] = "氫", + ["莶"] = "薟", + ["烁"] = "爍", + ["氩"] = "氬", + ["获"] = "獲", + ["炼"] = "煉", + ["氲"] = "氳", + ["莸"] = "蕕", + ["联"] = "聯", + ["汇"] = "匯", + ["莹"] = "瑩", + ["聩"] = "聵", + ["汉"] = "漢", + ["莺"] = "鶯", + ["聪"] = "聰", + ["汤"] = "湯", + ["莼"] = "蓴", + ["肃"] = "肅", + ["汹"] = "洶", + ["萚"] = "蘀", + ["肠"] = "腸", + ["沄"] = "澐", + ["萝"] = "蘿", + ["肤"] = "膚", + ["沈"] = "沈", + ["萤"] = "螢", + ["肮"] = "骯", + ["纫"] = "紉", + ["营"] = "營", + ["肴"] = "餚", + ["纬"] = "緯", + ["萦"] = "縈", + ["肾"] = "腎", + ["灶"] = "竈", + ["萧"] = "蕭", + ["肿"] = "腫", + ["纻"] = "紵", + ["萨"] = "薩", + ["胀"] = "脹", + ["灏"] = "灝", + ["葱"] = "蔥", + ["胁"] = "脅", + ["沟"] = "溝", + ["蒀"] = "蒕", + ["胄"] = "胄", + ["揽"] = "攬", + ["蒇"] = "蕆", + ["沨"] = "渢", + ["滗"] = "潷", + ["蒉"] = "蕢", + ["沩"] = "潙", + ["胜"] = "勝", + ["蒋"] = "蔣", + ["沪"] = "滬", + ["胡"] = "胡", + ["蒌"] = "蔞", + ["胧"] = "朧", + ["聋"] = "聾", + ["蒏"] = "醟", + ["胨"] = "腖", + ["溆"] = "漵", + ["蒙"] = "蒙", + ["胪"] = "臚", + ["蓝"] = "藍", + ["枣"] = "棗", + ["胫"] = "脛", + ["蓟"] = "薊", + ["沥"] = "瀝", + ["胶"] = "膠", + ["蓠"] = "蘺", + ["修"] = "修", + ["脉"] = "脈", + ["蓣"] = "蕷", + ["坛"] = "壇", + ["脍"] = "膾", + ["蓥"] = "鎣", + ["瓯"] = "甌", + ["脏"] = "髒", + ["蓦"] = "驀", + ["狮"] = "獅", + ["脐"] = "臍", + ["蔂"] = "虆", + ["胆"] = "膽", + ["脑"] = "腦", + ["蔑"] = "蔑", + ["刾"] = "㓨", + ["蔷"] = "薔", + ["钷"] = "鉕", + ["体"] = "體", + ["蔹"] = "蘞", + ["钸"] = "鈽", + ["挝"] = "撾", + ["脚"] = "腳", + ["钹"] = "鈸", + ["刿"] = "劌", + ["脱"] = "脫", + ["钺"] = "鉞", + ["剑"] = "劍", + ["脶"] = "腡", + ["钻"] = "鑽", + ["脔"] = "臠", + ["脸"] = "臉", + ["钼"] = "鉬", + ["寻"] = "尋", + ["腊"] = "臘", + ["钽"] = "鉭", + ["伟"] = "偉", + ["腌"] = "醃", + ["钾"] = "鉀", + ["优"] = "優", + ["腘"] = "膕", + ["钿"] = "鈿", + ["沧"] = "滄", + ["腭"] = "齶", + ["铀"] = "鈾", + ["湿"] = "溼", + ["腻"] = "膩", + ["铁"] = "鐵", + ["沤"] = "漚", + ["腼"] = "靦", + ["铂"] = "鉑", + ["腽"] = "膃", + ["没"] = "沒", + ["铃"] = "鈴", + ["腾"] = "騰", + ["岘"] = "峴", + ["铄"] = "鑠", + ["膑"] = "臏", + ["岚"] = "嵐", + ["铅"] = "鉛", + ["膻"] = "羶", + ["岛"] = "島", + ["铆"] = "鉚", + ["臜"] = "臢", + ["岩"] = "巖", + ["铇"] = "鉋", + ["致"] = "致", + ["岭"] = "嶺", + ["舆"] = "輿", + ["纥"] = "紇", + ["岳"] = "嶽", + ["舍"] = "舍", + ["纣"] = "紂", + ["舣"] = "艤", + ["铊"] = "鉈", + ["红"] = "紅", + ["舰"] = "艦", + ["铋"] = "鉍", + ["纡"] = "紆", + ["舱"] = "艙", + ["铌"] = "鈮", + ["纠"] = "糾", + ["舻"] = "艫", + ["铍"] = "鈹", + ["局"] = "局", + ["艰"] = "艱", + ["铎"] = "鐸", + ["尽"] = "盡", + ["艳"] = "豔", + ["铏"] = "鉶", + ["尸"] = "屍", + ["艺"] = "藝", + ["铐"] = "銬", + ["尴"] = "尷", + ["节"] = "節", + ["铑"] = "銠", + ["尧"] = "堯", + ["芈"] = "羋", + ["铒"] = "鉺", + ["狱"] = "獄", + ["芗"] = "薌", + ["铓"] = "鋩", + ["瓮"] = "甕", + ["芜"] = "蕪", + ["铔"] = "錏", + ["啰"] = "囉", + ["芦"] = "蘆", + ["铕"] = "銪", + ["啴"] = "嘽", + ["芸"] = "芸", + ["铖"] = "鋮", + ["苁"] = "蓯", + ["崭"] = "嶄", + ["铗"] = "鋏", + ["苇"] = "葦", + ["嵘"] = "嶸", + ["喷"] = "噴", + ["苈"] = "藶", + ["嵚"] = "嶔", + ["喽"] = "嘍", + ["苋"] = "莧", + ["嵝"] = "嶁", + ["喾"] = "嚳", + ["苌"] = "萇", + ["巅"] = "巔", + ["嗫"] = "囁", + ["苍"] = "蒼", + ["巨"] = "巨", + ["嗳"] = "噯", + ["苎"] = "苧", + ["苧"] = "薴", + ["嘘"] = "噓", + ["苏"] = "蘇", + ["忆"] = "憶", + ["嘤"] = "嚶", + ["币"] = "幣", + ["忏"] = "懺", + ["嘱"] = "囑", + ["布"] = "布", + ["志"] = "志", + ["噜"] = "嚕", + ["忧"] = "憂", + ["妇"] = "婦", + ["噪"] = "噪", + ["念"] = "念", + ["嚣"] = "囂", + ["帏"] = "幃", + ["强"] = "強", + ["回"] = "回", + ["帐"] = "帳", + ["团"] = "團", + ["号"] = "號", + ["帘"] = "簾", + ["夸"] = "誇", + ["只"] = "只", + ["帜"] = "幟", + ["咨"] = "諮", + ["叙"] = "敘", + ["带"] = "帶", + ["咝"] = "噝", + ["发"] = "發", + ["帧"] = "幀", + ["咙"] = "嚨", + ["叇"] = "靆", + ["席"] = "席", + ["叆"] = "靉", + ["帮"] = "幫", + ["怆"] = "愴", + ["叁"] = "叄", + ["帱"] = "幬", + ["怜"] = "憐", + ["厮"] = "廝", + ["帻"] = "幘", + ["总"] = "總", + ["呗"] = "唄", + ["帼"] = "幗", + ["怼"] = "懟", + ["埘"] = "塒", + ["幂"] = "冪", + ["怿"] = "懌", + ["垲"] = "塏", + ["干"] = "幹", + ["恋"] = "戀", + ["窍"] = "竅", + ["并"] = "並", + ["恒"] = "恆", + ["垭"] = "埡", + ["幸"] = "幸", + ["恤"] = "恤", + ["广"] = "廣", + ["恳"] = "懇", + ["向"] = "向", + ["庄"] = "莊", + ["恶"] = "惡", + ["卺"] = "巹", + ["庆"] = "慶", + ["恸"] = "慟", + ["佥"] = "僉", + ["床"] = "牀", + ["恹"] = "懨", + ["卫"] = "衛", + ["庐"] = "廬", + ["恺"] = "愷", + ["坟"] = "墳", + ["庑"] = "廡", + ["恻"] = "惻", + ["坜"] = "壢", + ["库"] = "庫", + ["恼"] = "惱", + ["卖"] = "賣", + ["应"] = "應", + ["恽"] = "惲", + ["华"] = "華", + ["庙"] = "廟", + ["悦"] = "悅", + ["场"] = "場", + ["庞"] = "龐", + ["悫"] = "愨", + ["搅"] = "攪", + ["废"] = "廢", + ["悬"] = "懸", + ["囵"] = "圇", + ["庵"] = "庵", + ["悭"] = "慳", + ["庼"] = "廎", + ["䌼"] = "綐", + ["悮"] = "悞", + ["廪"] = "廩", + ["吊"] = "吊", + ["悯"] = "憫", + ["开"] = "開", + ["柽"] = "檉", + ["惊"] = "驚", + ["异"] = "異", + ["柜"] = "櫃", + ["惧"] = "懼", + ["弃"] = "棄", + ["杰"] = "傑", + ["惨"] = "慘", + ["弑"] = "弒", + ["瓒"] = "瓚", + ["惩"] = "懲", + ["张"] = "張", + ["絷"] = "縶", + ["惫"] = "憊", + ["弥"] = "彌", + ["犹"] = "猶", + ["惬"] = "愜", + ["牍"] = "牘", + ["烛"] = "燭", + ["惭"] = "慚", + ["凶"] = "兇", + ["纺"] = "紡", + ["惮"] = "憚", + ["纼"] = "紖", + ["纽"] = "紐", + ["惯"] = "慣", + ["线"] = "線", + ["绀"] = "紺", + ["痉"] = "痙", + ["绂"] = "紱", + ["愠"] = "慍", + ["痒"] = "癢", + ["绅"] = "紳", + ["愤"] = "憤", + ["痖"] = "瘂", + ["绁"] = "紲", + ["愦"] = "憒", + ["痨"] = "癆", + ["㑩"] = "儸", + ["愿"] = "願", + ["痪"] = "瘓", + ["㑈"] = "倲", + ["慑"] = "懾", + ["痫"] = "癇", + ["册"] = "冊", + ["慭"] = "憖", + ["痴"] = "癡", + ["纟"] = "糹", + ["懑"] = "懣", + ["瘅"] = "癉", + ["緼"] = "縕", + ["懒"] = "懶", + ["瘆"] = "瘮", + ["狰"] = "猙", + ["懔"] = "懍", + ["瘗"] = "瘞", + ["疗"] = "療", + ["戆"] = "戇", + ["瘘"] = "瘻", + ["疮"] = "瘡", + ["戋"] = "戔", + ["瘪"] = "癟", + ["聂"] = "聶", + ["戏"] = "戲", + ["瘫"] = "癱", + ["滨"] = "濱", + ["戗"] = "戧", + ["瘾"] = "癮", + ["宾"] = "賓", + ["战"] = "戰", + ["瘿"] = "癭", + ["愈"] = "愈", + ["戚"] = "戚", + ["癞"] = "癩", + ["戬"] = "戩", + ["荤"] = "葷", + ["癣"] = "癬", + ["戯"] = "戱", + ["滤"] = "濾", + ["癫"] = "癲", + ["户"] = "戶", + ["贩"] = "販", + ["皂"] = "皁", + ["才"] = "才", + ["贠"] = "貟", + ["皑"] = "皚", + ["贪"] = "貪", + ["扑"] = "撲", + ["皱"] = "皺", + ["购"] = "購", + ["托"] = "託", + ["皲"] = "皸", + ["贰"] = "貳", + ["贱"] = "賤", + ["盏"] = "盞", + ["𫐓"] = "輮", + ["贴"] = "貼", + ["盐"] = "鹽", + ["𫐔"] = "𨍰", + ["贷"] = "貸", + ["詟"] = "讋", + ["𫐕"] = "轊", + ["贻"] = "貽", + ["誉"] = "譽", + ["𫐖"] = "轇", + ["输"] = "輸", +} \ No newline at end of file diff --git a/scripts/uosc_danmaku/dicts/t2s_chars.lua b/scripts/uosc_danmaku/dicts/t2s_chars.lua new file mode 100644 index 0000000..f456942 --- /dev/null +++ b/scripts/uosc_danmaku/dicts/t2s_chars.lua @@ -0,0 +1,4115 @@ +return { + ["㑮"] = "𫝈", + ["㑯"] = "㑔", + ["㑳"] = "㑇", + ["㑶"] = "㐹", + ["㒓"] = "𠉂", + ["㓄"] = "𪠟", + ["㓨"] = "刾", + ["㔋"] = "𪟎", + ["㖮"] = "𪠵", + ["㗲"] = "𠵾", + ["㗿"] = "𪡛", + ["㘉"] = "𠰱", + ["㘓"] = "𪢌", + ["㘔"] = "𫬐", + ["㘚"] = "㘎", + ["㛝"] = "𫝦", + ["㜄"] = "㚯", + ["㜏"] = "㛣", + ["㜐"] = "𫝧", + ["㜗"] = "𡞋", + ["㜢"] = "𡞱", + ["㜷"] = "𡝠", + ["㞞"] = "𪨊", + ["㟺"] = "𪩇", + ["㠏"] = "㟆", + ["㠣"] = "𫵷", + ["㢗"] = "𪪑", + ["㢝"] = "𢋈", + ["㥮"] = "㤘", + ["㦎"] = "𢛯", + ["㦛"] = "𢗓", + ["㦞"] = "𪫷", + ["㨻"] = "𪮃", + ["㩋"] = "𪮋", + ["㩜"] = "㨫", + ["㩳"] = "㧐", + ["㩵"] = "擜", + ["㪎"] = "𪯋", + ["㯤"] = "𣘐", + ["㰙"] = "𣗙", + ["㵗"] = "𣳆", + ["㵾"] = "𪷍", + ["㶆"] = "𫞛", + ["㷍"] = "𤆢", + ["㷿"] = "𤈷", + ["㸇"] = "𤎺", + ["㹽"] = "𫞣", + ["㺏"] = "𤠋", + ["㺜"] = "𪺻", + ["㻶"] = "𪼋", + ["㿖"] = "𪽮", + ["㿗"] = "𤻊", + ["㿧"] = "𤽯", + ["䀉"] = "𥁢", + ["䀹"] = "𥅴", + ["䁪"] = "𥇢", + ["䁻"] = "䀥", + ["䂎"] = "𥎝", + ["䃮"] = "鿎", + ["䅐"] = "𫀨", + ["䅳"] = "𫀬", + ["䆉"] = "𫁂", + ["䉑"] = "𫁲", + ["䉙"] = "𥬀", + ["䉬"] = "𫂈", + ["䉲"] = "𥮜", + ["䉶"] = "𫁷", + ["䊭"] = "𥺅", + ["䊷"] = "䌶", + ["䊺"] = "𫄚", + ["䋃"] = "𫄜", + ["䋔"] = "𫄞", + ["䋙"] = "䌺", + ["䋚"] = "䌻", + ["䋦"] = "𫄩", + ["䋹"] = "䌿", + ["䋻"] = "䌾", + ["䋼"] = "𫄮", + ["䋿"] = "𦈓", + ["䌈"] = "𦈖", + ["䌋"] = "𦈘", + ["䌖"] = "𦈜", + ["䌝"] = "𦈟", + ["䌟"] = "𦈞", + ["䌥"] = "𦈠", + ["䌰"] = "𦈙", + ["䍤"] = "𫅅", + ["䍦"] = "䍠", + ["䍽"] = "𦍠", + ["䎙"] = "𫅭", + ["䎱"] = "䎬", + ["䓣"] = "𬜯", + ["䕤"] = "𫟕", + ["䕳"] = "𦰴", + ["䖅"] = "𫟑", + ["䗅"] = "𫊪", + ["䗿"] = "𧉞", + ["䙔"] = "𫋲", + ["䙡"] = "䙌", + ["䙱"] = "𧜭", + ["䚩"] = "𫌯", + ["䛄"] = "𫍠", + ["䛳"] = "𫍫", + ["䜀"] = "䜧", + ["䜖"] = "𫟢", + ["䝭"] = "𫎧", + ["䝻"] = "𧹕", + ["䝼"] = "䞍", + ["䞈"] = "𧹑", + ["䞋"] = "𫎪", + ["䞓"] = "𫎭", + ["䟃"] = "𫎺", + ["䟆"] = "𫎳", + ["䟐"] = "𫎱", + ["䠆"] = "𫏃", + ["䠱"] = "𨅛", + ["䡐"] = "𫟤", + ["䡩"] = "𫟥", + ["䡵"] = "𫟦", + ["䢨"] = "𨑹", + ["䤤"] = "𫟺", + ["䥄"] = "𫠀", + ["䥇"] = "䦂", + ["䥑"] = "鿏", + ["䥕"] = "𬭯", + ["䥗"] = "𫔋", + ["䥩"] = "𨱖", + ["䥯"] = "𫔆", + ["䥱"] = "䥾", + ["䦘"] = "𨸄", + ["䦛"] = "䦶", + ["䦟"] = "䦷", + ["䦯"] = "𫔵", + ["䦳"] = "𨷿", + ["䧢"] = "𨸟", + ["䪊"] = "𫖅", + ["䪏"] = "𩏼", + ["䪗"] = "𩐀", + ["䪘"] = "𩏿", + ["䪴"] = "𫖫", + ["䪾"] = "𫖬", + ["䫀"] = "𫖱", + ["䫂"] = "𫖰", + ["䫟"] = "𫖲", + ["䫴"] = "𩖗", + ["䫶"] = "𫖺", + ["䫻"] = "𫗇", + ["䫾"] = "𫠈", + ["䬓"] = "𫗊", + ["䬘"] = "𩙮", + ["䬝"] = "𩙯", + ["䬞"] = "𩙧", + ["䬧"] = "𫗟", + ["䭀"] = "𩠇", + ["䭃"] = "𩠈", + ["䭑"] = "𫗱", + ["䭔"] = "𫗰", + ["䭿"] = "𩧭", + ["䮄"] = "𫠊", + ["䮝"] = "𩧰", + ["䮞"] = "𩨁", + ["䮠"] = "𩧿", + ["䮫"] = "𩨇", + ["䮰"] = "𫘮", + ["䮳"] = "𩨏", + ["䮾"] = "𩧪", + ["䯀"] = "䯅", + ["䯤"] = "𩩈", + ["䰾"] = "鲃", + ["䱀"] = "𫚐", + ["䱁"] = "𫚏", + ["䱙"] = "𩾈", + ["䱧"] = "𫚠", + ["䱬"] = "𩾊", + ["䱰"] = "𩾋", + ["䱷"] = "䲣", + ["䱸"] = "𫠑", + ["䱽"] = "䲝", + ["䲁"] = "鳚", + ["䲅"] = "𫚜", + ["䲖"] = "𩾂", + ["䲘"] = "鳤", + ["䲰"] = "𪉂", + ["䳜"] = "𫛬", + ["䳢"] = "𫛰", + ["䳤"] = "𫛮", + ["䳧"] = "𫛺", + ["䳫"] = "𫛼", + ["䴉"] = "鹮", + ["䴋"] = "𫜅", + ["䴬"] = "𪎈", + ["䴱"] = "𫜒", + ["䴴"] = "𪎋", + ["䴽"] = "𫜔", + ["䵳"] = "𪑅", + ["䵴"] = "𫜙", + ["䶕"] = "𫜨", + ["䶲"] = "𫜳", + ["丟"] = "丢", + ["並"] = "并", + ["乾"] = "干", + ["亂"] = "乱", + ["亙"] = "亘", + ["亞"] = "亚", + ["佇"] = "伫", + ["佈"] = "布", + ["佔"] = "占", + ["併"] = "并", + ["來"] = "来", + ["侖"] = "仑", + ["侶"] = "侣", + ["侷"] = "局", + ["俁"] = "俣", + ["係"] = "系", + ["俓"] = "𠇹", + ["俔"] = "伣", + ["俠"] = "侠", + ["俥"] = "伡", + ["俬"] = "私", + ["倀"] = "伥", + ["倆"] = "俩", + ["倈"] = "俫", + ["倉"] = "仓", + ["個"] = "个", + ["們"] = "们", + ["倖"] = "幸", + ["倫"] = "伦", + ["倲"] = "㑈", + ["偉"] = "伟", + ["偑"] = "㐽", + ["側"] = "侧", + ["偵"] = "侦", + ["偽"] = "伪", + ["傌"] = "㐷", + ["傑"] = "杰", + ["傖"] = "伧", + ["傘"] = "伞", + ["備"] = "备", + ["傢"] = "家", + ["傭"] = "佣", + ["傯"] = "偬", + ["傳"] = "传", + ["傴"] = "伛", + ["債"] = "债", + ["傷"] = "伤", + ["傾"] = "倾", + ["僂"] = "偻", + ["僅"] = "仅", + ["僉"] = "佥", + ["僑"] = "侨", + ["僕"] = "仆", + ["僞"] = "伪", + ["僤"] = "𫢸", + ["僥"] = "侥", + ["僨"] = "偾", + ["僱"] = "雇", + ["價"] = "价", + ["儀"] = "仪", + ["儁"] = "俊", + ["儂"] = "侬", + ["億"] = "亿", + ["儈"] = "侩", + ["儉"] = "俭", + ["儎"] = "傤", + ["儐"] = "傧", + ["儔"] = "俦", + ["儕"] = "侪", + ["儘"] = "尽", + ["償"] = "偿", + ["儣"] = "𠆲", + ["優"] = "优", + ["儭"] = "𠋆", + ["儲"] = "储", + ["儷"] = "俪", + ["儸"] = "㑩", + ["儺"] = "傩", + ["儻"] = "傥", + ["儼"] = "俨", + ["兇"] = "凶", + ["兌"] = "兑", + ["兒"] = "儿", + ["兗"] = "兖", + ["內"] = "内", + ["兩"] = "两", + ["冊"] = "册", + ["冑"] = "胄", + ["冪"] = "幂", + ["凈"] = "净", + ["凍"] = "冻", + ["凙"] = "𪞝", + ["凜"] = "凛", + ["凱"] = "凯", + ["別"] = "别", + ["刪"] = "删", + ["剄"] = "刭", + ["則"] = "则", + ["剋"] = "克", + ["剎"] = "刹", + ["剗"] = "刬", + ["剛"] = "刚", + ["剝"] = "剥", + ["剮"] = "剐", + ["剴"] = "剀", + ["創"] = "创", + ["剷"] = "铲", + ["剾"] = "𠛅", + ["劃"] = "划", + ["劇"] = "剧", + ["劉"] = "刘", + ["劊"] = "刽", + ["劌"] = "刿", + ["劍"] = "剑", + ["劏"] = "㓥", + ["劑"] = "剂", + ["劚"] = "㔉", + ["勁"] = "劲", + ["勑"] = "𠡠", + ["動"] = "动", + ["務"] = "务", + ["勛"] = "勋", + ["勝"] = "胜", + ["勞"] = "劳", + ["勢"] = "势", + ["勣"] = "𪟝", + ["勩"] = "勚", + ["勱"] = "劢", + ["勳"] = "勋", + ["勵"] = "励", + ["勸"] = "劝", + ["勻"] = "匀", + ["匭"] = "匦", + ["匯"] = "汇", + ["匱"] = "匮", + ["區"] = "区", + ["協"] = "协", + ["卹"] = "恤", + ["卻"] = "却", + ["卽"] = "即", + ["厙"] = "厍", + ["厠"] = "厕", + ["厤"] = "历", + ["厭"] = "厌", + ["厲"] = "厉", + ["厴"] = "厣", + ["參"] = "参", + ["叄"] = "叁", + ["叢"] = "丛", + ["吒"] = "咤", + ["吳"] = "吴", + ["吶"] = "呐", + ["呂"] = "吕", + ["咼"] = "呙", + ["員"] = "员", + ["哯"] = "𠯟", + ["唄"] = "呗", + ["唓"] = "𪠳", + ["唸"] = "念", + ["問"] = "问", + ["啓"] = "启", + ["啞"] = "哑", + ["啟"] = "启", + ["啢"] = "唡", + ["喎"] = "㖞", + ["喚"] = "唤", + ["喪"] = "丧", + ["喫"] = "吃", + ["喬"] = "乔", + ["單"] = "单", + ["喲"] = "哟", + ["嗆"] = "呛", + ["嗇"] = "啬", + ["嗊"] = "唝", + ["嗎"] = "吗", + ["嗚"] = "呜", + ["嗩"] = "唢", + ["嗰"] = "𠮶", + ["嗶"] = "哔", + ["嗹"] = "𪡏", + ["嘆"] = "叹", + ["嘍"] = "喽", + ["嘓"] = "啯", + ["嘔"] = "呕", + ["嘖"] = "啧", + ["嘗"] = "尝", + ["嘜"] = "唛", + ["嘩"] = "哗", + ["嘪"] = "𪡃", + ["嘮"] = "唠", + ["嘯"] = "啸", + ["嘰"] = "叽", + ["嘳"] = "𪡞", + ["嘵"] = "哓", + ["嘸"] = "呒", + ["嘺"] = "𪡀", + ["嘽"] = "啴", + ["噁"] = "恶", + ["噅"] = "𠯠", + ["噓"] = "嘘", + ["噚"] = "㖊", + ["噝"] = "咝", + ["噞"] = "𪡋", + ["噠"] = "哒", + ["噥"] = "哝", + ["噦"] = "哕", + ["噯"] = "嗳", + ["噲"] = "哙", + ["噴"] = "喷", + ["噸"] = "吨", + ["噹"] = "当", + ["嚀"] = "咛", + ["嚇"] = "吓", + ["嚌"] = "哜", + ["嚐"] = "尝", + ["嚕"] = "噜", + ["嚙"] = "啮", + ["嚛"] = "𪠸", + ["嚥"] = "咽", + ["嚦"] = "呖", + ["嚧"] = "𠰷", + ["嚨"] = "咙", + ["嚮"] = "向", + ["嚲"] = "亸", + ["嚳"] = "喾", + ["嚴"] = "严", + ["嚶"] = "嘤", + ["嚽"] = "𪢕", + ["囀"] = "啭", + ["囁"] = "嗫", + ["囂"] = "嚣", + ["囃"] = "𠱞", + ["囅"] = "冁", + ["囈"] = "呓", + ["囉"] = "啰", + ["囌"] = "苏", + ["囑"] = "嘱", + ["囒"] = "𪢠", + ["囪"] = "囱", + ["圇"] = "囵", + ["國"] = "国", + ["圍"] = "围", + ["園"] = "园", + ["圓"] = "圆", + ["圖"] = "图", + ["團"] = "团", + ["圞"] = "𪢮", + ["垻"] = "坝", + ["埡"] = "垭", + ["埨"] = "𫭢", + ["埬"] = "𪣆", + ["埰"] = "采", + ["執"] = "执", + ["堅"] = "坚", + ["堊"] = "垩", + ["堖"] = "垴", + ["堚"] = "𪣒", + ["堝"] = "埚", + ["堯"] = "尧", + ["報"] = "报", + ["場"] = "场", + ["塊"] = "块", + ["塋"] = "茔", + ["塏"] = "垲", + ["塒"] = "埘", + ["塗"] = "涂", + ["塚"] = "冢", + ["塢"] = "坞", + ["塤"] = "埙", + ["塵"] = "尘", + ["塸"] = "𫭟", + ["塹"] = "堑", + ["塿"] = "𪣻", + ["墊"] = "垫", + ["墜"] = "坠", + ["墠"] = "𫮃", + ["墮"] = "堕", + ["墰"] = "坛", + ["墲"] = "𪢸", + ["墳"] = "坟", + ["墶"] = "垯", + ["墻"] = "墙", + ["墾"] = "垦", + ["壇"] = "坛", + ["壈"] = "𡒄", + ["壋"] = "垱", + ["壎"] = "埙", + ["壓"] = "压", + ["壗"] = "𡋤", + ["壘"] = "垒", + ["壙"] = "圹", + ["壚"] = "垆", + ["壜"] = "坛", + ["壞"] = "坏", + ["壟"] = "垄", + ["壠"] = "垅", + ["壢"] = "坜", + ["壣"] = "𪤚", + ["壩"] = "坝", + ["壪"] = "塆", + ["壯"] = "壮", + ["壺"] = "壶", + ["壼"] = "壸", + ["壽"] = "寿", + ["夠"] = "够", + ["夢"] = "梦", + ["夥"] = "伙", + ["夾"] = "夹", + ["奐"] = "奂", + ["奧"] = "奥", + ["奩"] = "奁", + ["奪"] = "夺", + ["奬"] = "奖", + ["奮"] = "奋", + ["奼"] = "姹", + ["妝"] = "妆", + ["姍"] = "姗", + ["姦"] = "奸", + ["娙"] = "𫰛", + ["娛"] = "娱", + ["婁"] = "娄", + ["婡"] = "𫝫", + ["婦"] = "妇", + ["婭"] = "娅", + ["媈"] = "𫝨", + ["媧"] = "娲", + ["媯"] = "妫", + ["媰"] = "㛀", + ["媼"] = "媪", + ["媽"] = "妈", + ["嫋"] = "袅", + ["嫗"] = "妪", + ["嫵"] = "妩", + ["嫺"] = "娴", + ["嫻"] = "娴", + ["嫿"] = "婳", + ["嬀"] = "妫", + ["嬃"] = "媭", + ["嬇"] = "𫝬", + ["嬈"] = "娆", + ["嬋"] = "婵", + ["嬌"] = "娇", + ["嬙"] = "嫱", + ["嬡"] = "嫒", + ["嬣"] = "𪥰", + ["嬤"] = "嬷", + ["嬦"] = "𫝩", + ["嬪"] = "嫔", + ["嬰"] = "婴", + ["嬸"] = "婶", + ["嬻"] = "𪥿", + ["孃"] = "娘", + ["孄"] = "𫝮", + ["孆"] = "𫝭", + ["孇"] = "𪥫", + ["孋"] = "㛤", + ["孌"] = "娈", + ["孎"] = "𡠟", + ["孫"] = "孙", + ["學"] = "学", + ["孻"] = "𡥧", + ["孾"] = "𪧀", + ["孿"] = "孪", + ["宮"] = "宫", + ["寀"] = "采", + ["寠"] = "𪧘", + ["寢"] = "寝", + ["實"] = "实", + ["寧"] = "宁", + ["審"] = "审", + ["寫"] = "写", + ["寬"] = "宽", + ["寵"] = "宠", + ["寶"] = "宝", + ["將"] = "将", + ["專"] = "专", + ["尋"] = "寻", + ["對"] = "对", + ["導"] = "导", + ["尷"] = "尴", + ["屆"] = "届", + ["屍"] = "尸", + ["屓"] = "屃", + ["屜"] = "屉", + ["屢"] = "屡", + ["層"] = "层", + ["屨"] = "屦", + ["屩"] = "𪨗", + ["屬"] = "属", + ["岡"] = "冈", + ["峯"] = "峰", + ["峴"] = "岘", + ["島"] = "岛", + ["峽"] = "峡", + ["崍"] = "崃", + ["崑"] = "昆", + ["崗"] = "岗", + ["崙"] = "仑", + ["崢"] = "峥", + ["崬"] = "岽", + ["嵐"] = "岚", + ["嵗"] = "岁", + ["嵼"] = "𡶴", + ["嵽"] = "𫶇", + ["嵾"] = "㟥", + ["嶁"] = "嵝", + ["嶄"] = "崭", + ["嶇"] = "岖", + ["嶈"] = "𡺃", + ["嶔"] = "嵚", + ["嶗"] = "崂", + ["嶘"] = "𡺄", + ["嶠"] = "峤", + ["嶢"] = "峣", + ["嶧"] = "峄", + ["嶨"] = "峃", + ["嶮"] = "崄", + ["嶸"] = "嵘", + ["嶹"] = "𫝵", + ["嶺"] = "岭", + ["嶼"] = "屿", + ["嶽"] = "岳", + ["巊"] = "𪩎", + ["巋"] = "岿", + ["巒"] = "峦", + ["巔"] = "巅", + ["巖"] = "岩", + ["巗"] = "𪨷", + ["巘"] = "𪩘", + ["巰"] = "巯", + ["巹"] = "卺", + ["帥"] = "帅", + ["師"] = "师", + ["帳"] = "帐", + ["帶"] = "带", + ["幀"] = "帧", + ["幃"] = "帏", + ["幓"] = "㡎", + ["幗"] = "帼", + ["幘"] = "帻", + ["幝"] = "𪩷", + ["幟"] = "帜", + ["幣"] = "币", + ["幩"] = "𪩸", + ["幫"] = "帮", + ["幬"] = "帱", + ["幹"] = "干", + ["幾"] = "几", + ["庫"] = "库", + ["廁"] = "厕", + ["廂"] = "厢", + ["廄"] = "厩", + ["廈"] = "厦", + ["廎"] = "庼", + ["廕"] = "荫", + ["廚"] = "厨", + ["廝"] = "厮", + ["廞"] = "𫷷", + ["廟"] = "庙", + ["廠"] = "厂", + ["廡"] = "庑", + ["廢"] = "废", + ["廣"] = "广", + ["廧"] = "𪪞", + ["廩"] = "廪", + ["廬"] = "庐", + ["廳"] = "厅", + ["弒"] = "弑", + ["弔"] = "吊", + ["弳"] = "弪", + ["張"] = "张", + ["強"] = "强", + ["彃"] = "𪪼", + ["彄"] = "𫸩", + ["彆"] = "别", + ["彈"] = "弹", + ["彌"] = "弥", + ["彎"] = "弯", + ["彔"] = "录", + ["彙"] = "汇", + ["彠"] = "彟", + ["彥"] = "彦", + ["彫"] = "雕", + ["彲"] = "彨", + ["彷"] = "彷", + ["彿"] = "佛", + ["後"] = "后", + ["徑"] = "径", + ["從"] = "从", + ["徠"] = "徕", + ["復"] = "复", + ["徵"] = "征", + ["徹"] = "彻", + ["徿"] = "𪫌", + ["恆"] = "恒", + ["恥"] = "耻", + ["悅"] = "悦", + ["悞"] = "悮", + ["悵"] = "怅", + ["悶"] = "闷", + ["悽"] = "凄", + ["惡"] = "恶", + ["惱"] = "恼", + ["惲"] = "恽", + ["惻"] = "恻", + ["愛"] = "爱", + ["愜"] = "惬", + ["愨"] = "悫", + ["愴"] = "怆", + ["愷"] = "恺", + ["愻"] = "𢙏", + ["愾"] = "忾", + ["慄"] = "栗", + ["態"] = "态", + ["慍"] = "愠", + ["慘"] = "惨", + ["慚"] = "惭", + ["慟"] = "恸", + ["慣"] = "惯", + ["慤"] = "悫", + ["慪"] = "怄", + ["慫"] = "怂", + ["慮"] = "虑", + ["慳"] = "悭", + ["慶"] = "庆", + ["慺"] = "㥪", + ["慼"] = "戚", + ["慾"] = "欲", + ["憂"] = "忧", + ["憊"] = "惫", + ["憐"] = "怜", + ["憑"] = "凭", + ["憒"] = "愦", + ["憖"] = "慭", + ["憚"] = "惮", + ["憢"] = "𢙒", + ["憤"] = "愤", + ["憫"] = "悯", + ["憮"] = "怃", + ["憲"] = "宪", + ["憶"] = "忆", + ["憸"] = "𪫺", + ["憹"] = "𢙐", + ["懀"] = "𢙓", + ["懇"] = "恳", + ["應"] = "应", + ["懌"] = "怿", + ["懍"] = "懔", + ["懎"] = "𢠁", + ["懞"] = "蒙", + ["懟"] = "怼", + ["懣"] = "懑", + ["懤"] = "㤽", + ["懨"] = "恹", + ["懲"] = "惩", + ["懶"] = "懒", + ["懷"] = "怀", + ["懸"] = "悬", + ["懺"] = "忏", + ["懼"] = "惧", + ["懾"] = "慑", + ["戀"] = "恋", + ["戇"] = "戆", + ["戔"] = "戋", + ["戧"] = "戗", + ["戩"] = "戬", + ["戰"] = "战", + ["戱"] = "戯", + ["戲"] = "戏", + ["戶"] = "户", + ["拋"] = "抛", + ["挩"] = "捝", + ["挱"] = "挲", + ["挾"] = "挟", + ["捨"] = "舍", + ["捫"] = "扪", + ["捱"] = "挨", + ["捲"] = "卷", + ["掃"] = "扫", + ["掄"] = "抡", + ["掆"] = "㧏", + ["掗"] = "挜", + ["掙"] = "挣", + ["掚"] = "𪭵", + ["掛"] = "挂", + ["採"] = "采", + ["揀"] = "拣", + ["揚"] = "扬", + ["換"] = "换", + ["揮"] = "挥", + ["揯"] = "搄", + ["損"] = "损", + ["搖"] = "摇", + ["搗"] = "捣", + ["搵"] = "揾", + ["搶"] = "抢", + ["摋"] = "𢫬", + ["摐"] = "𪭢", + ["摑"] = "掴", + ["摜"] = "掼", + ["摟"] = "搂", + ["摯"] = "挚", + ["摳"] = "抠", + ["摶"] = "抟", + ["摺"] = "折", + ["摻"] = "掺", + ["撈"] = "捞", + ["撊"] = "𪭾", + ["撏"] = "挦", + ["撐"] = "撑", + ["撓"] = "挠", + ["撝"] = "㧑", + ["撟"] = "挢", + ["撣"] = "掸", + ["撥"] = "拨", + ["撧"] = "𪮖", + ["撫"] = "抚", + ["撲"] = "扑", + ["撳"] = "揿", + ["撻"] = "挞", + ["撾"] = "挝", + ["撿"] = "捡", + ["擁"] = "拥", + ["擄"] = "掳", + ["擇"] = "择", + ["擊"] = "击", + ["擋"] = "挡", + ["擓"] = "㧟", + ["擔"] = "担", + ["據"] = "据", + ["擟"] = "𪭧", + ["擠"] = "挤", + ["擣"] = "捣", + ["擫"] = "𢬍", + ["擬"] = "拟", + ["擯"] = "摈", + ["擰"] = "拧", + ["擱"] = "搁", + ["擲"] = "掷", + ["擴"] = "扩", + ["擷"] = "撷", + ["擺"] = "摆", + ["擻"] = "擞", + ["擼"] = "撸", + ["擽"] = "㧰", + ["擾"] = "扰", + ["攄"] = "摅", + ["攆"] = "撵", + ["攋"] = "𪮶", + ["攏"] = "拢", + ["攔"] = "拦", + ["攖"] = "撄", + ["攙"] = "搀", + ["攛"] = "撺", + ["攜"] = "携", + ["攝"] = "摄", + ["攢"] = "攒", + ["攣"] = "挛", + ["攤"] = "摊", + ["攪"] = "搅", + ["攬"] = "揽", + ["敎"] = "教", + ["敓"] = "敚", + ["敗"] = "败", + ["敘"] = "叙", + ["敵"] = "敌", + ["數"] = "数", + ["斂"] = "敛", + ["斃"] = "毙", + ["斅"] = "𢽾", + ["斆"] = "敩", + ["斕"] = "斓", + ["斬"] = "斩", + ["斷"] = "断", + ["斸"] = "𣃁", + ["於"] = "于", + ["旂"] = "旗", + ["旣"] = "既", + ["昇"] = "升", + ["時"] = "时", + ["晉"] = "晋", + ["晛"] = "𬀪", + ["晝"] = "昼", + ["暈"] = "晕", + ["暉"] = "晖", + ["暐"] = "𬀩", + ["暘"] = "旸", + ["暢"] = "畅", + ["暫"] = "暂", + ["曄"] = "晔", + ["曆"] = "历", + ["曇"] = "昙", + ["曉"] = "晓", + ["曊"] = "𪰶", + ["曏"] = "向", + ["曖"] = "暧", + ["曠"] = "旷", + ["曥"] = "𣆐", + ["曨"] = "昽", + ["曬"] = "晒", + ["書"] = "书", + ["會"] = "会", + ["朥"] = "𦛨", + ["朧"] = "胧", + ["朮"] = "术", + ["東"] = "东", + ["枴"] = "拐", + ["柵"] = "栅", + ["柺"] = "拐", + ["査"] = "查", + ["桱"] = "𣐕", + ["桿"] = "杆", + ["梔"] = "栀", + ["梖"] = "𪱷", + ["梘"] = "枧", + ["梜"] = "𬂩", + ["條"] = "条", + ["梟"] = "枭", + ["梲"] = "棁", + ["棄"] = "弃", + ["棊"] = "棋", + ["棖"] = "枨", + ["棗"] = "枣", + ["棟"] = "栋", + ["棡"] = "㭎", + ["棧"] = "栈", + ["棲"] = "栖", + ["棶"] = "梾", + ["椏"] = "桠", + ["椲"] = "㭏", + ["楇"] = "𣒌", + ["楊"] = "杨", + ["楓"] = "枫", + ["楨"] = "桢", + ["業"] = "业", + ["極"] = "极", + ["榘"] = "矩", + ["榦"] = "干", + ["榪"] = "杩", + ["榮"] = "荣", + ["榲"] = "榅", + ["榿"] = "桤", + ["構"] = "构", + ["槍"] = "枪", + ["槓"] = "杠", + ["槤"] = "梿", + ["槧"] = "椠", + ["槨"] = "椁", + ["槫"] = "𣏢", + ["槮"] = "椮", + ["槳"] = "桨", + ["槶"] = "椢", + ["槼"] = "椝", + ["樁"] = "桩", + ["樂"] = "乐", + ["樅"] = "枞", + ["樑"] = "梁", + ["樓"] = "楼", + ["標"] = "标", + ["樞"] = "枢", + ["樠"] = "𣗊", + ["樢"] = "㭤", + ["樣"] = "样", + ["樤"] = "𣔌", + ["樧"] = "榝", + ["樫"] = "㭴", + ["樳"] = "桪", + ["樸"] = "朴", + ["樹"] = "树", + ["樺"] = "桦", + ["樿"] = "椫", + ["橈"] = "桡", + ["橋"] = "桥", + ["機"] = "机", + ["橢"] = "椭", + ["橫"] = "横", + ["橯"] = "𣓿", + ["檁"] = "檩", + ["檉"] = "柽", + ["檔"] = "档", + ["檜"] = "桧", + ["檟"] = "槚", + ["檢"] = "检", + ["檣"] = "樯", + ["檭"] = "𣘴", + ["檮"] = "梼", + ["檯"] = "台", + ["檳"] = "槟", + ["檵"] = "𪲛", + ["檸"] = "柠", + ["檻"] = "槛", + ["櫃"] = "柜", + ["櫅"] = "𪲎", + ["櫍"] = "𬃊", + ["櫓"] = "橹", + ["櫚"] = "榈", + ["櫛"] = "栉", + ["櫝"] = "椟", + ["櫞"] = "橼", + ["櫟"] = "栎", + ["櫠"] = "𪲮", + ["櫥"] = "橱", + ["櫧"] = "槠", + ["櫨"] = "栌", + ["櫪"] = "枥", + ["櫫"] = "橥", + ["櫬"] = "榇", + ["櫱"] = "蘖", + ["櫳"] = "栊", + ["櫸"] = "榉", + ["櫻"] = "樱", + ["欄"] = "栏", + ["欅"] = "榉", + ["欇"] = "𪳍", + ["權"] = "权", + ["欍"] = "𣐤", + ["欏"] = "椤", + ["欐"] = "𪲔", + ["欑"] = "𪴙", + ["欒"] = "栾", + ["欓"] = "𣗋", + ["欖"] = "榄", + ["欘"] = "𣚚", + ["欞"] = "棂", + ["欽"] = "钦", + ["歎"] = "叹", + ["歐"] = "欧", + ["歟"] = "欤", + ["歡"] = "欢", + ["歲"] = "岁", + ["歷"] = "历", + ["歸"] = "归", + ["歿"] = "殁", + ["殘"] = "残", + ["殞"] = "殒", + ["殢"] = "𣨼", + ["殤"] = "殇", + ["殨"] = "㱮", + ["殫"] = "殚", + ["殭"] = "僵", + ["殮"] = "殓", + ["殯"] = "殡", + ["殰"] = "㱩", + ["殲"] = "歼", + ["殺"] = "杀", + ["殻"] = "壳", + ["殼"] = "壳", + ["毀"] = "毁", + ["毆"] = "殴", + ["毊"] = "𪵑", + ["毿"] = "毵", + ["氂"] = "牦", + ["氈"] = "毡", + ["氌"] = "氇", + ["氣"] = "气", + ["氫"] = "氢", + ["氬"] = "氩", + ["氭"] = "𣱝", + ["氳"] = "氲", + ["氾"] = "泛", + ["汎"] = "泛", + ["汙"] = "污", + ["決"] = "决", + ["沒"] = "没", + ["沖"] = "冲", + ["況"] = "况", + ["泝"] = "溯", + ["洩"] = "泄", + ["洶"] = "汹", + ["浹"] = "浃", + ["浿"] = "𬇙", + ["涇"] = "泾", + ["涗"] = "涚", + ["涼"] = "凉", + ["淒"] = "凄", + ["淚"] = "泪", + ["淥"] = "渌", + ["淨"] = "净", + ["淩"] = "凌", + ["淪"] = "沦", + ["淵"] = "渊", + ["淶"] = "涞", + ["淺"] = "浅", + ["渙"] = "涣", + ["減"] = "减", + ["渢"] = "沨", + ["渦"] = "涡", + ["測"] = "测", + ["渾"] = "浑", + ["湊"] = "凑", + ["湋"] = "𣲗", + ["湞"] = "浈", + ["湧"] = "涌", + ["湯"] = "汤", + ["溈"] = "沩", + ["準"] = "准", + ["溝"] = "沟", + ["溡"] = "𪶄", + ["溫"] = "温", + ["溮"] = "浉", + ["溳"] = "涢", + ["溼"] = "湿", + ["滄"] = "沧", + ["滅"] = "灭", + ["滌"] = "涤", + ["滎"] = "荥", + ["滙"] = "汇", + ["滬"] = "沪", + ["滯"] = "滞", + ["滲"] = "渗", + ["滷"] = "卤", + ["滸"] = "浒", + ["滻"] = "浐", + ["滾"] = "滚", + ["滿"] = "满", + ["漁"] = "渔", + ["漊"] = "溇", + ["漍"] = "𬇹", + ["漚"] = "沤", + ["漢"] = "汉", + ["漣"] = "涟", + ["漬"] = "渍", + ["漲"] = "涨", + ["漵"] = "溆", + ["漸"] = "渐", + ["漿"] = "浆", + ["潁"] = "颍", + ["潑"] = "泼", + ["潔"] = "洁", + ["潕"] = "𣲘", + ["潙"] = "沩", + ["潚"] = "㴋", + ["潛"] = "潜", + ["潣"] = "𫞗", + ["潤"] = "润", + ["潯"] = "浔", + ["潰"] = "溃", + ["潷"] = "滗", + ["潿"] = "涠", + ["澀"] = "涩", + ["澅"] = "𣶩", + ["澆"] = "浇", + ["澇"] = "涝", + ["澐"] = "沄", + ["澗"] = "涧", + ["澠"] = "渑", + ["澤"] = "泽", + ["澦"] = "滪", + ["澩"] = "泶", + ["澫"] = "𬇕", + ["澬"] = "𫞚", + ["澮"] = "浍", + ["澱"] = "淀", + ["澾"] = "㳠", + ["濁"] = "浊", + ["濃"] = "浓", + ["濄"] = "㳡", + ["濆"] = "𣸣", + ["濕"] = "湿", + ["濘"] = "泞", + ["濚"] = "溁", + ["濛"] = "蒙", + ["濜"] = "浕", + ["濟"] = "济", + ["濤"] = "涛", + ["濧"] = "㳔", + ["濫"] = "滥", + ["濰"] = "潍", + ["濱"] = "滨", + ["濺"] = "溅", + ["濼"] = "泺", + ["濾"] = "滤", + ["濿"] = "𪵱", + ["瀂"] = "澛", + ["瀃"] = "𣽷", + ["瀅"] = "滢", + ["瀆"] = "渎", + ["瀇"] = "㲿", + ["瀉"] = "泻", + ["瀋"] = "沈", + ["瀏"] = "浏", + ["瀕"] = "濒", + ["瀘"] = "泸", + ["瀝"] = "沥", + ["瀟"] = "潇", + ["瀠"] = "潆", + ["瀦"] = "潴", + ["瀧"] = "泷", + ["瀨"] = "濑", + ["瀰"] = "弥", + ["瀲"] = "潋", + ["瀾"] = "澜", + ["灃"] = "沣", + ["灄"] = "滠", + ["灍"] = "𫞝", + ["灑"] = "洒", + ["灒"] = "𪷽", + ["灕"] = "漓", + ["灘"] = "滩", + ["灙"] = "𣺼", + ["灝"] = "灏", + ["灡"] = "㳕", + ["灣"] = "湾", + ["灤"] = "滦", + ["灧"] = "滟", + ["灩"] = "滟", + ["災"] = "灾", + ["為"] = "为", + ["烏"] = "乌", + ["烴"] = "烃", + ["無"] = "无", + ["煇"] = "𪸩", + ["煉"] = "炼", + ["煒"] = "炜", + ["煙"] = "烟", + ["煢"] = "茕", + ["煥"] = "焕", + ["煩"] = "烦", + ["煬"] = "炀", + ["煱"] = "㶽", + ["熂"] = "𪸕", + ["熅"] = "煴", + ["熉"] = "𤈶", + ["熌"] = "𤇄", + ["熒"] = "荧", + ["熓"] = "𤆡", + ["熗"] = "炝", + ["熚"] = "𤇹", + ["熡"] = "𤋏", + ["熰"] = "𬉼", + ["熱"] = "热", + ["熲"] = "颎", + ["熾"] = "炽", + ["燀"] = "𬊤", + ["燁"] = "烨", + ["燈"] = "灯", + ["燉"] = "炖", + ["燒"] = "烧", + ["燖"] = "𬊈", + ["燙"] = "烫", + ["燜"] = "焖", + ["營"] = "营", + ["燦"] = "灿", + ["燬"] = "毁", + ["燭"] = "烛", + ["燴"] = "烩", + ["燶"] = "㶶", + ["燻"] = "熏", + ["燼"] = "烬", + ["燾"] = "焘", + ["爃"] = "𫞡", + ["爄"] = "𤇃", + ["爇"] = "𦶟", + ["爍"] = "烁", + ["爐"] = "炉", + ["爖"] = "𤇭", + ["爛"] = "烂", + ["爥"] = "𪹳", + ["爧"] = "𫞠", + ["爭"] = "争", + ["爲"] = "为", + ["爺"] = "爷", + ["爾"] = "尔", + ["牀"] = "床", + ["牆"] = "墙", + ["牘"] = "牍", + ["牴"] = "牴", + ["牽"] = "牵", + ["犖"] = "荦", + ["犛"] = "牦", + ["犞"] = "𪺭", + ["犢"] = "犊", + ["犧"] = "牺", + ["狀"] = "状", + ["狹"] = "狭", + ["狽"] = "狈", + ["猌"] = "𪺽", + ["猙"] = "狰", + ["猶"] = "犹", + ["猻"] = "狲", + ["獁"] = "犸", + ["獃"] = "呆", + ["獄"] = "狱", + ["獅"] = "狮", + ["獊"] = "𪺷", + ["獎"] = "奖", + ["獨"] = "独", + ["獩"] = "𤞃", + ["獪"] = "狯", + ["獫"] = "猃", + ["獮"] = "狝", + ["獰"] = "狞", + ["獱"] = "㺍", + ["獲"] = "获", + ["獵"] = "猎", + ["獷"] = "犷", + ["獸"] = "兽", + ["獺"] = "獭", + ["獻"] = "献", + ["獼"] = "猕", + ["玀"] = "猡", + ["玁"] = "𤞤", + ["珼"] = "𫞥", + ["現"] = "现", + ["琱"] = "雕", + ["琺"] = "珐", + ["琿"] = "珲", + ["瑋"] = "玮", + ["瑒"] = "玚", + ["瑣"] = "琐", + ["瑤"] = "瑶", + ["瑩"] = "莹", + ["瑪"] = "玛", + ["瑲"] = "玱", + ["瑻"] = "𪻲", + ["瑽"] = "𪻐", + ["璉"] = "琏", + ["璊"] = "𫞩", + ["璕"] = "𬍤", + ["璗"] = "𬍡", + ["璝"] = "𪻺", + ["璡"] = "琎", + ["璣"] = "玑", + ["璦"] = "瑷", + ["璫"] = "珰", + ["璯"] = "㻅", + ["環"] = "环", + ["璵"] = "玙", + ["璸"] = "瑸", + ["璼"] = "𫞨", + ["璽"] = "玺", + ["璾"] = "𫞦", + ["璿"] = "璇", + ["瓄"] = "𪻨", + ["瓅"] = "𬍛", + ["瓊"] = "琼", + ["瓏"] = "珑", + ["瓔"] = "璎", + ["瓕"] = "𤦀", + ["瓚"] = "瓒", + ["瓛"] = "𤩽", + ["甌"] = "瓯", + ["甕"] = "瓮", + ["產"] = "产", + ["産"] = "产", + ["甦"] = "苏", + ["甯"] = "宁", + ["畝"] = "亩", + ["畢"] = "毕", + ["畫"] = "画", + ["異"] = "异", + ["畵"] = "画", + ["當"] = "当", + ["畼"] = "𪽈", + ["疇"] = "畴", + ["疊"] = "叠", + ["痙"] = "痉", + ["痠"] = "酸", + ["痮"] = "𪽪", + ["痾"] = "疴", + ["瘂"] = "痖", + ["瘋"] = "疯", + ["瘍"] = "疡", + ["瘓"] = "痪", + ["瘞"] = "瘗", + ["瘡"] = "疮", + ["瘧"] = "疟", + ["瘮"] = "瘆", + ["瘱"] = "𪽷", + ["瘲"] = "疭", + ["瘺"] = "瘘", + ["瘻"] = "瘘", + ["療"] = "疗", + ["癆"] = "痨", + ["癇"] = "痫", + ["癉"] = "瘅", + ["癐"] = "𤶊", + ["癒"] = "愈", + ["癘"] = "疠", + ["癟"] = "瘪", + ["癡"] = "痴", + ["癢"] = "痒", + ["癤"] = "疖", + ["癥"] = "症", + ["癧"] = "疬", + ["癩"] = "癞", + ["癬"] = "癣", + ["癭"] = "瘿", + ["癮"] = "瘾", + ["癰"] = "痈", + ["癱"] = "瘫", + ["癲"] = "癫", + ["發"] = "发", + ["皁"] = "皂", + ["皚"] = "皑", + ["皟"] = "𤾀", + ["皰"] = "疱", + ["皸"] = "皲", + ["皺"] = "皱", + ["盃"] = "杯", + ["盜"] = "盗", + ["盞"] = "盏", + ["盡"] = "尽", + ["監"] = "监", + ["盤"] = "盘", + ["盧"] = "卢", + ["盨"] = "𪾔", + ["盪"] = "荡", + ["眝"] = "𪾣", + ["眞"] = "真", + ["眥"] = "眦", + ["眾"] = "众", + ["睍"] = "𪾢", + ["睏"] = "困", + ["睜"] = "睁", + ["睞"] = "睐", + ["瞘"] = "眍", + ["瞜"] = "䁖", + ["瞞"] = "瞒", + ["瞤"] = "𥆧", + ["瞭"] = "瞭", + ["瞶"] = "瞆", + ["瞼"] = "睑", + ["矇"] = "蒙", + ["矉"] = "𪾸", + ["矑"] = "𪾦", + ["矓"] = "眬", + ["矚"] = "瞩", + ["矯"] = "矫", + ["硃"] = "朱", + ["硜"] = "硁", + ["硤"] = "硖", + ["硨"] = "砗", + ["硯"] = "砚", + ["碕"] = "埼", + ["碙"] = "𥐻", + ["碩"] = "硕", + ["碭"] = "砀", + ["碸"] = "砜", + ["確"] = "确", + ["碼"] = "码", + ["碽"] = "䂵", + ["磑"] = "硙", + ["磚"] = "砖", + ["磠"] = "硵", + ["磣"] = "碜", + ["磧"] = "碛", + ["磯"] = "矶", + ["磽"] = "硗", + ["磾"] = "䃅", + ["礄"] = "硚", + ["礆"] = "硷", + ["礎"] = "础", + ["礐"] = "𬒈", + ["礒"] = "𥐟", + ["礙"] = "碍", + ["礦"] = "矿", + ["礪"] = "砺", + ["礫"] = "砾", + ["礬"] = "矾", + ["礮"] = "𪿫", + ["礱"] = "砻", + ["祇"] = "祇", + ["祕"] = "秘", + ["祿"] = "禄", + ["禍"] = "祸", + ["禎"] = "祯", + ["禕"] = "祎", + ["禡"] = "祃", + ["禦"] = "御", + ["禪"] = "禅", + ["禮"] = "礼", + ["禰"] = "祢", + ["禱"] = "祷", + ["禿"] = "秃", + ["秈"] = "籼", + ["稅"] = "税", + ["稈"] = "秆", + ["稏"] = "䅉", + ["稜"] = "棱", + ["稟"] = "禀", + ["種"] = "种", + ["稱"] = "称", + ["穀"] = "谷", + ["穇"] = "䅟", + ["穌"] = "稣", + ["積"] = "积", + ["穎"] = "颖", + ["穠"] = "秾", + ["穡"] = "穑", + ["穢"] = "秽", + ["穩"] = "稳", + ["穫"] = "获", + ["穭"] = "穞", + ["窩"] = "窝", + ["窪"] = "洼", + ["窮"] = "穷", + ["窯"] = "窑", + ["窵"] = "窎", + ["窶"] = "窭", + ["窺"] = "窥", + ["竄"] = "窜", + ["竅"] = "窍", + ["竇"] = "窦", + ["竈"] = "灶", + ["竊"] = "窃", + ["竚"] = "𥩟", + ["竪"] = "竖", + ["竱"] = "𫁟", + ["競"] = "竞", + ["筆"] = "笔", + ["筍"] = "笋", + ["筧"] = "笕", + ["筴"] = "䇲", + ["箇"] = "个", + ["箋"] = "笺", + ["箏"] = "筝", + ["節"] = "节", + ["範"] = "范", + ["築"] = "筑", + ["篋"] = "箧", + ["篔"] = "筼", + ["篘"] = "𥬠", + ["篠"] = "筿", + ["篢"] = "𬕂", + ["篤"] = "笃", + ["篩"] = "筛", + ["篳"] = "筚", + ["篸"] = "𥮾", + ["簀"] = "箦", + ["簂"] = "𫂆", + ["簍"] = "篓", + ["簑"] = "蓑", + ["簞"] = "箪", + ["簡"] = "简", + ["簢"] = "𫂃", + ["簣"] = "篑", + ["簫"] = "箫", + ["簹"] = "筜", + ["簽"] = "签", + ["簾"] = "帘", + ["籃"] = "篮", + ["籅"] = "𥫣", + ["籋"] = "𥬞", + ["籌"] = "筹", + ["籔"] = "䉤", + ["籙"] = "箓", + ["籛"] = "篯", + ["籜"] = "箨", + ["籟"] = "籁", + ["籠"] = "笼", + ["籤"] = "签", + ["籩"] = "笾", + ["籪"] = "簖", + ["籬"] = "篱", + ["籮"] = "箩", + ["籲"] = "吁", + ["粵"] = "粤", + ["糉"] = "粽", + ["糝"] = "糁", + ["糞"] = "粪", + ["糧"] = "粮", + ["糰"] = "团", + ["糲"] = "粝", + ["糴"] = "籴", + ["糶"] = "粜", + ["糹"] = "纟", + ["糺"] = "𫄙", + ["糾"] = "纠", + ["紀"] = "纪", + ["紂"] = "纣", + ["紃"] = "𬘓", + ["約"] = "约", + ["紅"] = "红", + ["紆"] = "纡", + ["紇"] = "纥", + ["紈"] = "纨", + ["紉"] = "纫", + ["紋"] = "纹", + ["納"] = "纳", + ["紐"] = "纽", + ["紓"] = "纾", + ["純"] = "纯", + ["紕"] = "纰", + ["紖"] = "纼", + ["紗"] = "纱", + ["紘"] = "纮", + ["紙"] = "纸", + ["級"] = "级", + ["紛"] = "纷", + ["紜"] = "纭", + ["紝"] = "纴", + ["紞"] = "𬘘", + ["紟"] = "𫄛", + ["紡"] = "纺", + ["紬"] = "䌷", + ["紮"] = "扎", + ["細"] = "细", + ["紱"] = "绂", + ["紲"] = "绁", + ["紳"] = "绅", + ["紵"] = "纻", + ["紹"] = "绍", + ["紺"] = "绀", + ["紼"] = "绋", + ["紿"] = "绐", + ["絀"] = "绌", + ["絁"] = "𫄟", + ["終"] = "终", + ["絃"] = "弦", + ["組"] = "组", + ["絅"] = "䌹", + ["絆"] = "绊", + ["絍"] = "𫟃", + ["絎"] = "绗", + ["結"] = "结", + ["絕"] = "绝", + ["絙"] = "𫄠", + ["絛"] = "绦", + ["絝"] = "绔", + ["絞"] = "绞", + ["絡"] = "络", + ["絢"] = "绚", + ["絥"] = "𫄢", + ["給"] = "给", + ["絧"] = "𫄡", + ["絨"] = "绒", + ["絪"] = "𬘡", + ["絰"] = "绖", + ["統"] = "统", + ["絲"] = "丝", + ["絳"] = "绛", + ["絶"] = "绝", + ["絹"] = "绢", + ["絺"] = "𫄨", + ["綀"] = "𦈌", + ["綁"] = "绑", + ["綃"] = "绡", + ["綄"] = "𬘫", + ["綆"] = "绠", + ["綇"] = "𦈋", + ["綈"] = "绨", + ["綉"] = "绣", + ["綋"] = "𫟄", + ["綌"] = "绤", + ["綎"] = "𬘩", + ["綏"] = "绥", + ["綐"] = "䌼", + ["綑"] = "捆", + ["經"] = "经", + ["綖"] = "𫄧", + ["綜"] = "综", + ["綝"] = "𬘭", + ["綞"] = "缍", + ["綟"] = "𫄫", + ["綠"] = "绿", + ["綡"] = "𫟅", + ["綢"] = "绸", + ["綣"] = "绻", + ["綧"] = "𬘯", + ["綪"] = "𬘬", + ["綫"] = "线", + ["綬"] = "绶", + ["維"] = "维", + ["綯"] = "绹", + ["綰"] = "绾", + ["綱"] = "纲", + ["網"] = "网", + ["綳"] = "绷", + ["綴"] = "缀", + ["綵"] = "彩", + ["綸"] = "纶", + ["綹"] = "绺", + ["綺"] = "绮", + ["綻"] = "绽", + ["綽"] = "绰", + ["綾"] = "绫", + ["綿"] = "绵", + ["緄"] = "绲", + ["緇"] = "缁", + ["緊"] = "紧", + ["緋"] = "绯", + ["緍"] = "𦈏", + ["緑"] = "绿", + ["緒"] = "绪", + ["緓"] = "绬", + ["緔"] = "绱", + ["緗"] = "缃", + ["緘"] = "缄", + ["緙"] = "缂", + ["線"] = "线", + ["緝"] = "缉", + ["緞"] = "缎", + ["緟"] = "𫟆", + ["締"] = "缔", + ["緡"] = "缗", + ["緣"] = "缘", + ["緤"] = "𫄬", + ["緦"] = "缌", + ["編"] = "编", + ["緩"] = "缓", + ["緬"] = "缅", + ["緮"] = "𫄭", + ["緯"] = "纬", + ["緰"] = "𦈕", + ["緱"] = "缑", + ["緲"] = "缈", + ["練"] = "练", + ["緶"] = "缏", + ["緷"] = "𦈉", + ["緸"] = "𦈑", + ["緹"] = "缇", + ["緻"] = "致", + ["緼"] = "缊", + ["縈"] = "萦", + ["縉"] = "缙", + ["縊"] = "缢", + ["縋"] = "缒", + ["縍"] = "𫄰", + ["縎"] = "𦈔", + ["縐"] = "绉", + ["縑"] = "缣", + ["縕"] = "缊", + ["縗"] = "缞", + ["縛"] = "缚", + ["縝"] = "缜", + ["縞"] = "缟", + ["縟"] = "缛", + ["縣"] = "县", + ["縧"] = "绦", + ["縫"] = "缝", + ["縬"] = "𦈚", + ["縭"] = "缡", + ["縮"] = "缩", + ["縯"] = "𬙂", + ["縰"] = "𫄳", + ["縱"] = "纵", + ["縲"] = "缧", + ["縳"] = "䌸", + ["縴"] = "纤", + ["縵"] = "缦", + ["縶"] = "絷", + ["縷"] = "缕", + ["縸"] = "𫄲", + ["縹"] = "缥", + ["縺"] = "𦈐", + ["總"] = "总", + ["績"] = "绩", + ["繂"] = "𫄴", + ["繃"] = "绷", + ["繅"] = "缫", + ["繆"] = "缪", + ["繈"] = "𫄶", + ["繏"] = "𦈝", + ["繐"] = "𰬸", + ["繒"] = "缯", + ["繓"] = "𦈛", + ["織"] = "织", + ["繕"] = "缮", + ["繚"] = "缭", + ["繞"] = "绕", + ["繟"] = "𦈎", + ["繡"] = "绣", + ["繢"] = "缋", + ["繨"] = "𫄤", + ["繩"] = "绳", + ["繪"] = "绘", + ["繫"] = "系", + ["繬"] = "𫄱", + ["繭"] = "茧", + ["繮"] = "缰", + ["繯"] = "缳", + ["繰"] = "缲", + ["繳"] = "缴", + ["繶"] = "𫄷", + ["繷"] = "𫄣", + ["繸"] = "䍁", + ["繹"] = "绎", + ["繻"] = "𦈡", + ["繼"] = "继", + ["繽"] = "缤", + ["繾"] = "缱", + ["繿"] = "䍀", + ["纁"] = "𫄸", + ["纆"] = "𬙊", + ["纇"] = "颣", + ["纈"] = "缬", + ["纊"] = "纩", + ["續"] = "续", + ["纍"] = "累", + ["纏"] = "缠", + ["纓"] = "缨", + ["纔"] = "才", + ["纕"] = "𬙋", + ["纖"] = "纤", + ["纗"] = "𫄹", + ["纘"] = "缵", + ["纚"] = "𫄥", + ["纜"] = "缆", + ["缽"] = "钵", + ["罃"] = "䓨", + ["罈"] = "坛", + ["罌"] = "罂", + ["罎"] = "坛", + ["罰"] = "罚", + ["罵"] = "骂", + ["罷"] = "罢", + ["羅"] = "罗", + ["羆"] = "罴", + ["羈"] = "羁", + ["羋"] = "芈", + ["羣"] = "群", + ["羥"] = "羟", + ["羨"] = "羡", + ["義"] = "义", + ["羵"] = "𫅗", + ["羶"] = "膻", + ["習"] = "习", + ["翫"] = "玩", + ["翬"] = "翚", + ["翹"] = "翘", + ["翽"] = "翙", + ["耬"] = "耧", + ["耮"] = "耢", + ["聖"] = "圣", + ["聞"] = "闻", + ["聯"] = "联", + ["聰"] = "聪", + ["聲"] = "声", + ["聳"] = "耸", + ["聵"] = "聩", + ["聶"] = "聂", + ["職"] = "职", + ["聹"] = "聍", + ["聻"] = "𫆏", + ["聽"] = "听", + ["聾"] = "聋", + ["肅"] = "肃", + ["脅"] = "胁", + ["脈"] = "脉", + ["脛"] = "胫", + ["脣"] = "唇", + ["脥"] = "𣍰", + ["脩"] = "修", + ["脫"] = "脱", + ["脹"] = "胀", + ["腎"] = "肾", + ["腖"] = "胨", + ["腡"] = "脶", + ["腦"] = "脑", + ["腪"] = "𣍯", + ["腫"] = "肿", + ["腳"] = "脚", + ["腸"] = "肠", + ["膃"] = "腽", + ["膕"] = "腘", + ["膚"] = "肤", + ["膞"] = "䏝", + ["膠"] = "胶", + ["膢"] = "𦝼", + ["膩"] = "腻", + ["膹"] = "𪱥", + ["膽"] = "胆", + ["膾"] = "脍", + ["膿"] = "脓", + ["臉"] = "脸", + ["臍"] = "脐", + ["臏"] = "膑", + ["臗"] = "𣎑", + ["臘"] = "腊", + ["臚"] = "胪", + ["臟"] = "脏", + ["臠"] = "脔", + ["臢"] = "臜", + ["臥"] = "卧", + ["臨"] = "临", + ["臺"] = "台", + ["與"] = "与", + ["興"] = "兴", + ["舉"] = "举", + ["舊"] = "旧", + ["舘"] = "馆", + ["艙"] = "舱", + ["艣"] = "𫇛", + ["艤"] = "舣", + ["艦"] = "舰", + ["艫"] = "舻", + ["艱"] = "艰", + ["艷"] = "艳", + ["芻"] = "刍", + ["苧"] = "苎", + ["茲"] = "兹", + ["荊"] = "荆", + ["莊"] = "庄", + ["莖"] = "茎", + ["莢"] = "荚", + ["莧"] = "苋", + ["菕"] = "𰰨", + ["華"] = "华", + ["菴"] = "庵", + ["菸"] = "烟", + ["萇"] = "苌", + ["萊"] = "莱", + ["萬"] = "万", + ["萴"] = "荝", + ["萵"] = "莴", + ["葉"] = "叶", + ["葒"] = "荭", + ["葝"] = "𫈎", + ["葤"] = "荮", + ["葦"] = "苇", + ["葯"] = "药", + ["葷"] = "荤", + ["蒍"] = "𫇭", + ["蒐"] = "搜", + ["蒓"] = "莼", + ["蒔"] = "莳", + ["蒕"] = "蒀", + ["蒞"] = "莅", + ["蒭"] = "𫇴", + ["蒼"] = "苍", + ["蓀"] = "荪", + ["蓆"] = "席", + ["蓋"] = "盖", + ["蓧"] = "𦰏", + ["蓮"] = "莲", + ["蓯"] = "苁", + ["蓴"] = "莼", + ["蓽"] = "荜", + ["蔄"] = "𬜬", + ["蔔"] = "卜", + ["蔘"] = "参", + ["蔞"] = "蒌", + ["蔣"] = "蒋", + ["蔥"] = "葱", + ["蔦"] = "茑", + ["蔭"] = "荫", + ["蔯"] = "𫈟", + ["蔿"] = "𫇭", + ["蕁"] = "荨", + ["蕆"] = "蒇", + ["蕎"] = "荞", + ["蕒"] = "荬", + ["蕓"] = "芸", + ["蕕"] = "莸", + ["蕘"] = "荛", + ["蕝"] = "𫈵", + ["蕢"] = "蒉", + ["蕩"] = "荡", + ["蕪"] = "芜", + ["蕭"] = "萧", + ["蕳"] = "𫈉", + ["蕷"] = "蓣", + ["蕽"] = "𫇽", + ["薀"] = "蕰", + ["薆"] = "𫉁", + ["薈"] = "荟", + ["薊"] = "蓟", + ["薌"] = "芗", + ["薑"] = "姜", + ["薔"] = "蔷", + ["薘"] = "荙", + ["薟"] = "莶", + ["薦"] = "荐", + ["薩"] = "萨", + ["薳"] = "䓕", + ["薴"] = "苧", + ["薵"] = "䓓", + ["薹"] = "苔", + ["薺"] = "荠", + ["藉"] = "藉", + ["藍"] = "蓝", + ["藎"] = "荩", + ["藝"] = "艺", + ["藥"] = "药", + ["藪"] = "薮", + ["藭"] = "䓖", + ["藴"] = "蕴", + ["藶"] = "苈", + ["藷"] = "𫉄", + ["藹"] = "蔼", + ["藺"] = "蔺", + ["蘀"] = "萚", + ["蘄"] = "蕲", + ["蘆"] = "芦", + ["蘇"] = "苏", + ["蘊"] = "蕴", + ["蘋"] = "苹", + ["蘚"] = "藓", + ["蘞"] = "蔹", + ["蘟"] = "𦻕", + ["蘢"] = "茏", + ["蘭"] = "兰", + ["蘺"] = "蓠", + ["蘿"] = "萝", + ["虆"] = "蔂", + ["虉"] = "𬟁", + ["處"] = "处", + ["虛"] = "虚", + ["虜"] = "虏", + ["號"] = "号", + ["虧"] = "亏", + ["虯"] = "虬", + ["蛺"] = "蛱", + ["蛻"] = "蜕", + ["蜆"] = "蚬", + ["蝀"] = "𬟽", + ["蝕"] = "蚀", + ["蝟"] = "猬", + ["蝦"] = "虾", + ["蝨"] = "虱", + ["蝸"] = "蜗", + ["螄"] = "蛳", + ["螞"] = "蚂", + ["螢"] = "萤", + ["螮"] = "䗖", + ["螻"] = "蝼", + ["螿"] = "螀", + ["蟂"] = "𫋇", + ["蟄"] = "蛰", + ["蟈"] = "蝈", + ["蟎"] = "螨", + ["蟘"] = "𫋌", + ["蟜"] = "𫊸", + ["蟣"] = "虮", + ["蟬"] = "蝉", + ["蟯"] = "蛲", + ["蟲"] = "虫", + ["蟳"] = "𫊻", + ["蟶"] = "蛏", + ["蟻"] = "蚁", + ["蠀"] = "𧏗", + ["蠁"] = "蚃", + ["蠅"] = "蝇", + ["蠆"] = "虿", + ["蠍"] = "蝎", + ["蠐"] = "蛴", + ["蠑"] = "蝾", + ["蠔"] = "蚝", + ["蠙"] = "𧏖", + ["蠟"] = "蜡", + ["蠣"] = "蛎", + ["蠦"] = "𫊮", + ["蠨"] = "蟏", + ["蠱"] = "蛊", + ["蠶"] = "蚕", + ["蠻"] = "蛮", + ["蠾"] = "𧑏", + ["衆"] = "众", + ["衊"] = "蔑", + ["術"] = "术", + ["衕"] = "同", + ["衚"] = "胡", + ["衛"] = "卫", + ["衝"] = "冲", + ["衹"] = "衹", + ["袞"] = "衮", + ["裊"] = "袅", + ["裏"] = "里", + ["補"] = "补", + ["裝"] = "装", + ["裡"] = "里", + ["製"] = "制", + ["複"] = "复", + ["褌"] = "裈", + ["褘"] = "袆", + ["褲"] = "裤", + ["褳"] = "裢", + ["褸"] = "褛", + ["褻"] = "亵", + ["襀"] = "𫌀", + ["襇"] = "裥", + ["襉"] = "裥", + ["襏"] = "袯", + ["襓"] = "𫋹", + ["襖"] = "袄", + ["襗"] = "𫋷", + ["襘"] = "𫋻", + ["襝"] = "裣", + ["襠"] = "裆", + ["襤"] = "褴", + ["襪"] = "袜", + ["襬"] = "摆", + ["襯"] = "衬", + ["襰"] = "𧝝", + ["襲"] = "袭", + ["襴"] = "襕", + ["襵"] = "𫌇", + ["覆"] = "覆", + ["覈"] = "核", + ["見"] = "见", + ["覎"] = "觃", + ["規"] = "规", + ["覓"] = "觅", + ["視"] = "视", + ["覘"] = "觇", + ["覛"] = "𫌪", + ["覡"] = "觋", + ["覥"] = "觍", + ["覦"] = "觎", + ["親"] = "亲", + ["覬"] = "觊", + ["覯"] = "觏", + ["覲"] = "觐", + ["覷"] = "觑", + ["覹"] = "𫌭", + ["覺"] = "觉", + ["覼"] = "𫌨", + ["覽"] = "览", + ["覿"] = "觌", + ["觀"] = "观", + ["觴"] = "觞", + ["觶"] = "觯", + ["觸"] = "触", + ["訁"] = "讠", + ["訂"] = "订", + ["訃"] = "讣", + ["計"] = "计", + ["訊"] = "讯", + ["訌"] = "讧", + ["討"] = "讨", + ["訏"] = "𬣙", + ["訐"] = "讦", + ["訑"] = "𫍙", + ["訒"] = "讱", + ["訓"] = "训", + ["訕"] = "讪", + ["訖"] = "讫", + ["託"] = "托", + ["記"] = "记", + ["訛"] = "讹", + ["訜"] = "𫍛", + ["訝"] = "讶", + ["訞"] = "𫍚", + ["訟"] = "讼", + ["訢"] = "䜣", + ["訣"] = "诀", + ["訥"] = "讷", + ["訨"] = "𫟞", + ["訩"] = "讻", + ["訪"] = "访", + ["設"] = "设", + ["許"] = "许", + ["訴"] = "诉", + ["訶"] = "诃", + ["診"] = "诊", + ["註"] = "注", + ["証"] = "证", + ["詀"] = "𧮪", + ["詁"] = "诂", + ["詆"] = "诋", + ["詊"] = "𫟟", + ["詎"] = "讵", + ["詐"] = "诈", + ["詑"] = "𫍡", + ["詒"] = "诒", + ["詓"] = "𫍜", + ["詔"] = "诏", + ["評"] = "评", + ["詖"] = "诐", + ["詗"] = "诇", + ["詘"] = "诎", + ["詛"] = "诅", + ["詝"] = "𬣞", + ["詞"] = "词", + ["詠"] = "咏", + ["詡"] = "诩", + ["詢"] = "询", + ["詣"] = "诣", + ["試"] = "试", + ["詩"] = "诗", + ["詪"] = "𬣳", + ["詫"] = "诧", + ["詬"] = "诟", + ["詭"] = "诡", + ["詮"] = "诠", + ["詰"] = "诘", + ["話"] = "话", + ["該"] = "该", + ["詳"] = "详", + ["詵"] = "诜", + ["詷"] = "𫍣", + ["詼"] = "诙", + ["詿"] = "诖", + ["誂"] = "𫍥", + ["誄"] = "诔", + ["誅"] = "诛", + ["誆"] = "诓", + ["誇"] = "夸", + ["誋"] = "𫍪", + ["誌"] = "志", + ["認"] = "认", + ["誑"] = "诳", + ["誒"] = "诶", + ["誕"] = "诞", + ["誘"] = "诱", + ["誚"] = "诮", + ["語"] = "语", + ["誠"] = "诚", + ["誡"] = "诫", + ["誣"] = "诬", + ["誤"] = "误", + ["誥"] = "诰", + ["誦"] = "诵", + ["誨"] = "诲", + ["說"] = "说", + ["誫"] = "𫍨", + ["説"] = "说", + ["誰"] = "谁", + ["課"] = "课", + ["誳"] = "𫍮", + ["誴"] = "𫟡", + ["誶"] = "谇", + ["誷"] = "𫍬", + ["誹"] = "诽", + ["誺"] = "𫍧", + ["誼"] = "谊", + ["誾"] = "訚", + ["調"] = "调", + ["諂"] = "谄", + ["諄"] = "谆", + ["談"] = "谈", + ["諉"] = "诿", + ["請"] = "请", + ["諍"] = "诤", + ["諏"] = "诹", + ["諑"] = "诼", + ["諒"] = "谅", + ["諓"] = "𬣡", + ["論"] = "论", + ["諗"] = "谂", + ["諛"] = "谀", + ["諜"] = "谍", + ["諝"] = "谞", + ["諞"] = "谝", + ["諟"] = "𬤊", + ["諡"] = "谥", + ["諢"] = "诨", + ["諣"] = "𫍩", + ["諤"] = "谔", + ["諥"] = "𫍳", + ["諦"] = "谛", + ["諧"] = "谐", + ["諫"] = "谏", + ["諭"] = "谕", + ["諮"] = "咨", + ["諯"] = "𫍱", + ["諰"] = "𫍰", + ["諱"] = "讳", + ["諲"] = "𬤇", + ["諳"] = "谙", + ["諴"] = "𫍯", + ["諶"] = "谌", + ["諷"] = "讽", + ["諸"] = "诸", + ["諺"] = "谚", + ["諼"] = "谖", + ["諾"] = "诺", + ["謀"] = "谋", + ["謁"] = "谒", + ["謂"] = "谓", + ["謄"] = "誊", + ["謅"] = "诌", + ["謆"] = "𫍸", + ["謉"] = "𫍷", + ["謊"] = "谎", + ["謎"] = "谜", + ["謏"] = "𫍲", + ["謐"] = "谧", + ["謔"] = "谑", + ["謖"] = "谡", + ["謗"] = "谤", + ["謙"] = "谦", + ["謚"] = "谥", + ["講"] = "讲", + ["謝"] = "谢", + ["謠"] = "谣", + ["謡"] = "谣", + ["謨"] = "谟", + ["謫"] = "谪", + ["謬"] = "谬", + ["謭"] = "谫", + ["謯"] = "𫍹", + ["謱"] = "𫍴", + ["謳"] = "讴", + ["謸"] = "𫍵", + ["謹"] = "谨", + ["謾"] = "谩", + ["譁"] = "哗", + ["譂"] = "𫟠", + ["譅"] = "𰶎", + ["譆"] = "𫍻", + ["證"] = "证", + ["譊"] = "𫍢", + ["譎"] = "谲", + ["譏"] = "讥", + ["譑"] = "𫍤", + ["譓"] = "𬤝", + ["譖"] = "谮", + ["識"] = "识", + ["譙"] = "谯", + ["譚"] = "谭", + ["譜"] = "谱", + ["譞"] = "𫍽", + ["譟"] = "噪", + ["譨"] = "𫍦", + ["譫"] = "谵", + ["譭"] = "毁", + ["譯"] = "译", + ["議"] = "议", + ["譴"] = "谴", + ["護"] = "护", + ["譸"] = "诪", + ["譽"] = "誉", + ["譾"] = "谫", + ["讀"] = "读", + ["讅"] = "谉", + ["變"] = "变", + ["讋"] = "詟", + ["讌"] = "䜩", + ["讎"] = "雠", + ["讒"] = "谗", + ["讓"] = "让", + ["讕"] = "谰", + ["讖"] = "谶", + ["讚"] = "赞", + ["讜"] = "谠", + ["讞"] = "谳", + ["豈"] = "岂", + ["豎"] = "竖", + ["豐"] = "丰", + ["豔"] = "艳", + ["豬"] = "猪", + ["豵"] = "𫎆", + ["豶"] = "豮", + ["貓"] = "猫", + ["貗"] = "𫎌", + ["貙"] = "䝙", + ["貝"] = "贝", + ["貞"] = "贞", + ["貟"] = "贠", + ["負"] = "负", + ["財"] = "财", + ["貢"] = "贡", + ["貧"] = "贫", + ["貨"] = "货", + ["販"] = "贩", + ["貪"] = "贪", + ["貫"] = "贯", + ["責"] = "责", + ["貯"] = "贮", + ["貰"] = "贳", + ["貲"] = "赀", + ["貳"] = "贰", + ["貴"] = "贵", + ["貶"] = "贬", + ["買"] = "买", + ["貸"] = "贷", + ["貺"] = "贶", + ["費"] = "费", + ["貼"] = "贴", + ["貽"] = "贻", + ["貿"] = "贸", + ["賀"] = "贺", + ["賁"] = "贲", + ["賂"] = "赂", + ["賃"] = "赁", + ["賄"] = "贿", + ["賅"] = "赅", + ["資"] = "资", + ["賈"] = "贾", + ["賊"] = "贼", + ["賑"] = "赈", + ["賒"] = "赊", + ["賓"] = "宾", + ["賕"] = "赇", + ["賙"] = "赒", + ["賚"] = "赉", + ["賜"] = "赐", + ["賝"] = "𫎩", + ["賞"] = "赏", + ["賟"] = "𧹖", + ["賠"] = "赔", + ["賡"] = "赓", + ["賢"] = "贤", + ["賣"] = "卖", + ["賤"] = "贱", + ["賦"] = "赋", + ["賧"] = "赕", + ["質"] = "质", + ["賫"] = "赍", + ["賬"] = "账", + ["賭"] = "赌", + ["賰"] = "䞐", + ["賴"] = "赖", + ["賵"] = "赗", + ["賺"] = "赚", + ["賻"] = "赙", + ["購"] = "购", + ["賽"] = "赛", + ["賾"] = "赜", + ["贃"] = "𧹗", + ["贄"] = "贽", + ["贅"] = "赘", + ["贇"] = "赟", + ["贈"] = "赠", + ["贉"] = "𫎫", + ["贊"] = "赞", + ["贋"] = "赝", + ["贍"] = "赡", + ["贏"] = "赢", + ["贐"] = "赆", + ["贑"] = "𫎬", + ["贓"] = "赃", + ["贔"] = "赑", + ["贖"] = "赎", + ["贗"] = "赝", + ["贚"] = "𫎦", + ["贛"] = "赣", + ["贜"] = "赃", + ["赬"] = "赪", + ["趕"] = "赶", + ["趙"] = "赵", + ["趨"] = "趋", + ["趲"] = "趱", + ["跡"] = "迹", + ["踐"] = "践", + ["踰"] = "逾", + ["踴"] = "踊", + ["蹌"] = "跄", + ["蹔"] = "𫏐", + ["蹕"] = "跸", + ["蹟"] = "迹", + ["蹠"] = "跖", + ["蹣"] = "蹒", + ["蹤"] = "踪", + ["蹳"] = "𫏆", + ["蹺"] = "跷", + ["蹻"] = "𫏋", + ["躂"] = "跶", + ["躉"] = "趸", + ["躊"] = "踌", + ["躋"] = "跻", + ["躍"] = "跃", + ["躎"] = "䟢", + ["躑"] = "踯", + ["躒"] = "跞", + ["躓"] = "踬", + ["躕"] = "蹰", + ["躘"] = "𨀁", + ["躚"] = "跹", + ["躝"] = "𨅬", + ["躡"] = "蹑", + ["躥"] = "蹿", + ["躦"] = "躜", + ["躪"] = "躏", + ["軀"] = "躯", + ["軉"] = "𨉗", + ["車"] = "车", + ["軋"] = "轧", + ["軌"] = "轨", + ["軍"] = "军", + ["軏"] = "𫐄", + ["軑"] = "轪", + ["軒"] = "轩", + ["軔"] = "轫", + ["軕"] = "𫐅", + ["軗"] = "𨐅", + ["軛"] = "轭", + ["軜"] = "𫐇", + ["軝"] = "𬨂", + ["軟"] = "软", + ["軤"] = "轷", + ["軨"] = "𫐉", + ["軫"] = "轸", + ["軬"] = "𫐊", + ["軲"] = "轱", + ["軷"] = "𫐈", + ["軸"] = "轴", + ["軹"] = "轵", + ["軺"] = "轺", + ["軻"] = "轲", + ["軼"] = "轶", + ["軾"] = "轼", + ["軿"] = "𫐌", + ["較"] = "较", + ["輄"] = "𨐈", + ["輅"] = "辂", + ["輇"] = "辁", + ["輈"] = "辀", + ["載"] = "载", + ["輊"] = "轾", + ["輋"] = "𪨶", + ["輒"] = "辄", + ["輓"] = "挽", + ["輔"] = "辅", + ["輕"] = "轻", + ["輖"] = "𫐏", + ["輗"] = "𫐐", + ["輛"] = "辆", + ["輜"] = "辎", + ["輝"] = "辉", + ["輞"] = "辋", + ["輟"] = "辍", + ["輢"] = "𫐎", + ["輥"] = "辊", + ["輦"] = "辇", + ["輨"] = "𫐑", + ["輩"] = "辈", + ["輪"] = "轮", + ["輬"] = "辌", + ["輮"] = "𫐓", + ["輯"] = "辑", + ["輳"] = "辏", + ["輶"] = "𬨎", + ["輷"] = "𫐒", + ["輸"] = "输", + ["輻"] = "辐", + ["輼"] = "辒", + ["輾"] = "辗", + ["輿"] = "舆", + ["轀"] = "辒", + ["轂"] = "毂", + ["轄"] = "辖", + ["轅"] = "辕", + ["轆"] = "辘", + ["轇"] = "𫐖", + ["轉"] = "转", + ["轊"] = "𫐕", + ["轍"] = "辙", + ["轎"] = "轿", + ["轐"] = "𫐗", + ["轔"] = "辚", + ["轗"] = "𫐘", + ["轟"] = "轰", + ["轠"] = "𫐙", + ["轡"] = "辔", + ["轢"] = "轹", + ["轣"] = "𫐆", + ["轤"] = "轳", + ["辦"] = "办", + ["辭"] = "辞", + ["辮"] = "辫", + ["辯"] = "辩", + ["農"] = "农", + ["迴"] = "回", + ["逕"] = "迳", + ["這"] = "这", + ["連"] = "连", + ["週"] = "周", + ["進"] = "进", + ["遊"] = "游", + ["運"] = "运", + ["過"] = "过", + ["達"] = "达", + ["違"] = "违", + ["遙"] = "遥", + ["遜"] = "逊", + ["遞"] = "递", + ["遠"] = "远", + ["遡"] = "溯", + ["適"] = "适", + ["遱"] = "𫐷", + ["遲"] = "迟", + ["遷"] = "迁", + ["選"] = "选", + ["遺"] = "遗", + ["遼"] = "辽", + ["邁"] = "迈", + ["還"] = "还", + ["邇"] = "迩", + ["邊"] = "边", + ["邏"] = "逻", + ["邐"] = "逦", + ["郟"] = "郏", + ["郵"] = "邮", + ["鄆"] = "郓", + ["鄉"] = "乡", + ["鄒"] = "邹", + ["鄔"] = "邬", + ["鄖"] = "郧", + ["鄟"] = "𫑘", + ["鄧"] = "邓", + ["鄩"] = "𬩽", + ["鄭"] = "郑", + ["鄰"] = "邻", + ["鄲"] = "郸", + ["鄳"] = "𫑡", + ["鄴"] = "邺", + ["鄶"] = "郐", + ["鄺"] = "邝", + ["酇"] = "酂", + ["酈"] = "郦", + ["醃"] = "腌", + ["醖"] = "酝", + ["醜"] = "丑", + ["醞"] = "酝", + ["醟"] = "蒏", + ["醣"] = "糖", + ["醫"] = "医", + ["醬"] = "酱", + ["醱"] = "酦", + ["醲"] = "𬪩", + ["醶"] = "𫑷", + ["釀"] = "酿", + ["釁"] = "衅", + ["釃"] = "酾", + ["釅"] = "酽", + ["釋"] = "释", + ["釐"] = "厘", + ["釒"] = "钅", + ["釓"] = "钆", + ["釔"] = "钇", + ["釕"] = "钌", + ["釗"] = "钊", + ["釘"] = "钉", + ["釙"] = "钋", + ["釚"] = "𫟲", + ["針"] = "针", + ["釟"] = "𫓥", + ["釣"] = "钓", + ["釤"] = "钐", + ["釦"] = "扣", + ["釧"] = "钏", + ["釨"] = "𫓦", + ["釩"] = "钒", + ["釲"] = "𫟳", + ["釳"] = "𨰿", + ["釴"] = "𬬩", + ["釵"] = "钗", + ["釷"] = "钍", + ["釹"] = "钕", + ["釺"] = "钎", + ["釾"] = "䥺", + ["釿"] = "𬬱", + ["鈀"] = "钯", + ["鈁"] = "钫", + ["鈃"] = "钘", + ["鈄"] = "钭", + ["鈅"] = "钥", + ["鈆"] = "𫓪", + ["鈇"] = "𫓧", + ["鈈"] = "钚", + ["鈉"] = "钠", + ["鈋"] = "𨱂", + ["鈍"] = "钝", + ["鈎"] = "钩", + ["鈐"] = "钤", + ["鈑"] = "钣", + ["鈒"] = "钑", + ["鈔"] = "钞", + ["鈕"] = "钮", + ["鈖"] = "𫟴", + ["鈗"] = "𫟵", + ["鈛"] = "𫓨", + ["鈞"] = "钧", + ["鈠"] = "𨱁", + ["鈡"] = "钟", + ["鈣"] = "钙", + ["鈥"] = "钬", + ["鈦"] = "钛", + ["鈧"] = "钪", + ["鈮"] = "铌", + ["鈯"] = "𨱄", + ["鈰"] = "铈", + ["鈲"] = "𨱃", + ["鈳"] = "钶", + ["鈴"] = "铃", + ["鈷"] = "钴", + ["鈸"] = "钹", + ["鈹"] = "铍", + ["鈺"] = "钰", + ["鈽"] = "钸", + ["鈾"] = "铀", + ["鈿"] = "钿", + ["鉀"] = "钾", + ["鉁"] = "𨱅", + ["鉅"] = "巨", + ["鉆"] = "钻", + ["鉈"] = "铊", + ["鉉"] = "铉", + ["鉊"] = "𬬿", + ["鉋"] = "铇", + ["鉍"] = "铋", + ["鉑"] = "铂", + ["鉔"] = "𫓬", + ["鉕"] = "钷", + ["鉗"] = "钳", + ["鉚"] = "铆", + ["鉛"] = "铅", + ["鉝"] = "𫟷", + ["鉞"] = "钺", + ["鉠"] = "𫓭", + ["鉢"] = "钵", + ["鉤"] = "钩", + ["鉥"] = "𬬸", + ["鉦"] = "钲", + ["鉧"] = "𬭁", + ["鉬"] = "钼", + ["鉭"] = "钽", + ["鉮"] = "𬬹", + ["鉳"] = "锫", + ["鉶"] = "铏", + ["鉷"] = "𫟹", + ["鉸"] = "铰", + ["鉺"] = "铒", + ["鉻"] = "铬", + ["鉽"] = "𫟸", + ["鉾"] = "𫓴", + ["鉿"] = "铪", + ["銀"] = "银", + ["銁"] = "𫓲", + ["銂"] = "𫟻", + ["銃"] = "铳", + ["銅"] = "铜", + ["銈"] = "𫓯", + ["銊"] = "𫓰", + ["銍"] = "铚", + ["銏"] = "𫟶", + ["銑"] = "铣", + ["銓"] = "铨", + ["銖"] = "铢", + ["銘"] = "铭", + ["銚"] = "铫", + ["銛"] = "铦", + ["銜"] = "衔", + ["銠"] = "铑", + ["銣"] = "铷", + ["銥"] = "铱", + ["銦"] = "铟", + ["銨"] = "铵", + ["銩"] = "铥", + ["銪"] = "铕", + ["銫"] = "铯", + ["銬"] = "铐", + ["銱"] = "铞", + ["銳"] = "锐", + ["銶"] = "𨱇", + ["銷"] = "销", + ["銹"] = "锈", + ["銻"] = "锑", + ["銼"] = "锉", + ["鋁"] = "铝", + ["鋂"] = "𰾄", + ["鋃"] = "锒", + ["鋅"] = "锌", + ["鋇"] = "钡", + ["鋉"] = "𨱈", + ["鋌"] = "铤", + ["鋏"] = "铗", + ["鋐"] = "𬭎", + ["鋒"] = "锋", + ["鋗"] = "𫓶", + ["鋙"] = "铻", + ["鋝"] = "锊", + ["鋟"] = "锓", + ["鋠"] = "𫓵", + ["鋣"] = "铘", + ["鋤"] = "锄", + ["鋥"] = "锃", + ["鋦"] = "锔", + ["鋨"] = "锇", + ["鋩"] = "铓", + ["鋪"] = "铺", + ["鋭"] = "锐", + ["鋮"] = "铖", + ["鋯"] = "锆", + ["鋰"] = "锂", + ["鋱"] = "铽", + ["鋶"] = "锍", + ["鋸"] = "锯", + ["鋹"] = "𬬮", + ["鋼"] = "钢", + ["錀"] = "𬬭", + ["錁"] = "锞", + ["錂"] = "𨱋", + ["錄"] = "录", + ["錆"] = "锖", + ["錇"] = "锫", + ["錈"] = "锩", + ["錏"] = "铔", + ["錐"] = "锥", + ["錒"] = "锕", + ["錕"] = "锟", + ["錘"] = "锤", + ["錙"] = "锱", + ["錚"] = "铮", + ["錛"] = "锛", + ["錜"] = "𫓻", + ["錝"] = "𫓽", + ["錞"] = "𬭚", + ["錟"] = "锬", + ["錠"] = "锭", + ["錡"] = "锜", + ["錢"] = "钱", + ["錤"] = "𫓹", + ["錥"] = "𫓾", + ["錦"] = "锦", + ["錨"] = "锚", + ["錩"] = "锠", + ["錫"] = "锡", + ["錮"] = "锢", + ["錯"] = "错", + ["録"] = "录", + ["錳"] = "锰", + ["錶"] = "表", + ["錸"] = "铼", + ["錼"] = "镎", + ["錽"] = "𫓸", + ["鍀"] = "锝", + ["鍁"] = "锨", + ["鍃"] = "锪", + ["鍄"] = "𨱉", + ["鍅"] = "钫", + ["鍆"] = "钔", + ["鍇"] = "锴", + ["鍈"] = "锳", + ["鍉"] = "𫔂", + ["鍊"] = "炼", + ["鍋"] = "锅", + ["鍍"] = "镀", + ["鍒"] = "𫔄", + ["鍔"] = "锷", + ["鍘"] = "铡", + ["鍚"] = "钖", + ["鍛"] = "锻", + ["鍠"] = "锽", + ["鍤"] = "锸", + ["鍥"] = "锲", + ["鍩"] = "锘", + ["鍬"] = "锹", + ["鍭"] = "𬭤", + ["鍮"] = "𨱎", + ["鍰"] = "锾", + ["鍵"] = "键", + ["鍶"] = "锶", + ["鍺"] = "锗", + ["鍼"] = "针", + ["鍾"] = "钟", + ["鎂"] = "镁", + ["鎄"] = "锿", + ["鎇"] = "镅", + ["鎈"] = "𫟿", + ["鎊"] = "镑", + ["鎌"] = "镰", + ["鎍"] = "𫔅", + ["鎓"] = "𬭩", + ["鎔"] = "镕", + ["鎖"] = "锁", + ["鎘"] = "镉", + ["鎙"] = "𫔈", + ["鎚"] = "锤", + ["鎛"] = "镈", + ["鎝"] = "𨱏", + ["鎞"] = "𫔇", + ["鎡"] = "镃", + ["鎢"] = "钨", + ["鎣"] = "蓥", + ["鎦"] = "镏", + ["鎧"] = "铠", + ["鎩"] = "铩", + ["鎪"] = "锼", + ["鎬"] = "镐", + ["鎭"] = "镇", + ["鎮"] = "镇", + ["鎯"] = "𨱍", + ["鎰"] = "镒", + ["鎲"] = "镋", + ["鎳"] = "镍", + ["鎵"] = "镓", + ["鎶"] = "鿔", + ["鎷"] = "𨰾", + ["鎸"] = "镌", + ["鎿"] = "镎", + ["鏃"] = "镞", + ["鏆"] = "𨱌", + ["鏇"] = "旋", + ["鏈"] = "链", + ["鏉"] = "𨱒", + ["鏌"] = "镆", + ["鏍"] = "镙", + ["鏏"] = "𬭬", + ["鏐"] = "镠", + ["鏑"] = "镝", + ["鏗"] = "铿", + ["鏘"] = "锵", + ["鏚"] = "𬭭", + ["鏜"] = "镗", + ["鏝"] = "镘", + ["鏞"] = "镛", + ["鏟"] = "铲", + ["鏡"] = "镜", + ["鏢"] = "镖", + ["鏤"] = "镂", + ["鏥"] = "𫔊", + ["鏦"] = "𫓩", + ["鏨"] = "錾", + ["鏰"] = "镚", + ["鏵"] = "铧", + ["鏷"] = "镤", + ["鏹"] = "镪", + ["鏺"] = "䥽", + ["鏻"] = "𬭸", + ["鏽"] = "锈", + ["鏾"] = "𫔌", + ["鐃"] = "铙", + ["鐄"] = "𨱑", + ["鐇"] = "𫔍", + ["鐈"] = "𫓱", + ["鐋"] = "铴", + ["鐍"] = "𫔎", + ["鐎"] = "𨱓", + ["鐏"] = "𨱔", + ["鐐"] = "镣", + ["鐒"] = "铹", + ["鐓"] = "镦", + ["鐔"] = "镡", + ["鐘"] = "钟", + ["鐙"] = "镫", + ["鐝"] = "镢", + ["鐠"] = "镨", + ["鐥"] = "䦅", + ["鐦"] = "锎", + ["鐧"] = "锏", + ["鐨"] = "镄", + ["鐩"] = "𬭼", + ["鐪"] = "𫓺", + ["鐫"] = "镌", + ["鐮"] = "镰", + ["鐯"] = "䦃", + ["鐲"] = "镯", + ["鐳"] = "镭", + ["鐵"] = "铁", + ["鐶"] = "镮", + ["鐸"] = "铎", + ["鐺"] = "铛", + ["鐼"] = "𫔁", + ["鐽"] = "𫟼", + ["鐿"] = "镱", + ["鑀"] = "𰾭", + ["鑄"] = "铸", + ["鑉"] = "𫠁", + ["鑊"] = "镬", + ["鑌"] = "镔", + ["鑑"] = "鉴", + ["鑒"] = "鉴", + ["鑔"] = "镲", + ["鑕"] = "锧", + ["鑞"] = "镴", + ["鑠"] = "铄", + ["鑣"] = "镳", + ["鑥"] = "镥", + ["鑪"] = "𬬻", + ["鑭"] = "镧", + ["鑰"] = "钥", + ["鑱"] = "镵", + ["鑲"] = "镶", + ["鑴"] = "𫔔", + ["鑷"] = "镊", + ["鑹"] = "镩", + ["鑼"] = "锣", + ["鑽"] = "钻", + ["鑾"] = "銮", + ["鑿"] = "凿", + ["钁"] = "镢", + ["钂"] = "镋", + ["長"] = "长", + ["門"] = "门", + ["閂"] = "闩", + ["閃"] = "闪", + ["閆"] = "闫", + ["閈"] = "闬", + ["閉"] = "闭", + ["開"] = "开", + ["閌"] = "闶", + ["閍"] = "𨸂", + ["閎"] = "闳", + ["閏"] = "闰", + ["閐"] = "𨸃", + ["閑"] = "闲", + ["閒"] = "闲", + ["間"] = "间", + ["閔"] = "闵", + ["閗"] = "𫔯", + ["閘"] = "闸", + ["閝"] = "𫠂", + ["閞"] = "𫔰", + ["閡"] = "阂", + ["閣"] = "阁", + ["閤"] = "合", + ["閥"] = "阀", + ["閨"] = "闺", + ["閩"] = "闽", + ["閫"] = "阃", + ["閬"] = "阆", + ["閭"] = "闾", + ["閱"] = "阅", + ["閲"] = "阅", + ["閵"] = "𫔴", + ["閶"] = "阊", + ["閹"] = "阉", + ["閻"] = "阎", + ["閼"] = "阏", + ["閽"] = "阍", + ["閾"] = "阈", + ["閿"] = "阌", + ["闃"] = "阒", + ["闆"] = "板", + ["闇"] = "暗", + ["闈"] = "闱", + ["闉"] = "𬮱", + ["闊"] = "阔", + ["闋"] = "阕", + ["闌"] = "阑", + ["闍"] = "阇", + ["闐"] = "阗", + ["闑"] = "𫔶", + ["闒"] = "阘", + ["闓"] = "闿", + ["闔"] = "阖", + ["闕"] = "阙", + ["闖"] = "闯", + ["關"] = "关", + ["闞"] = "阚", + ["闠"] = "阓", + ["闡"] = "阐", + ["闢"] = "辟", + ["闤"] = "阛", + ["闥"] = "闼", + ["阪"] = "阪", + ["陘"] = "陉", + ["陝"] = "陕", + ["陞"] = "升", + ["陣"] = "阵", + ["陰"] = "阴", + ["陳"] = "陈", + ["陸"] = "陆", + ["陽"] = "阳", + ["隉"] = "陧", + ["隊"] = "队", + ["階"] = "阶", + ["隑"] = "𬮿", + ["隕"] = "陨", + ["際"] = "际", + ["隤"] = "𬯎", + ["隨"] = "随", + ["險"] = "险", + ["隮"] = "𬯀", + ["隯"] = "陦", + ["隱"] = "隐", + ["隴"] = "陇", + ["隸"] = "隶", + ["隻"] = "只", + ["雋"] = "隽", + ["雖"] = "虽", + ["雙"] = "双", + ["雛"] = "雏", + ["雜"] = "杂", + ["雞"] = "鸡", + ["離"] = "离", + ["難"] = "难", + ["雲"] = "云", + ["電"] = "电", + ["霑"] = "沾", + ["霢"] = "霡", + ["霣"] = "𫕥", + ["霧"] = "雾", + ["霼"] = "𪵣", + ["霽"] = "霁", + ["靂"] = "雳", + ["靄"] = "霭", + ["靆"] = "叇", + ["靈"] = "灵", + ["靉"] = "叆", + ["靚"] = "靓", + ["靜"] = "静", + ["靝"] = "靔", + ["靦"] = "腼", + ["靧"] = "𫖃", + ["靨"] = "靥", + ["鞏"] = "巩", + ["鞝"] = "绱", + ["鞦"] = "秋", + ["鞽"] = "鞒", + ["鞾"] = "𫖇", + ["韁"] = "缰", + ["韃"] = "鞑", + ["韆"] = "千", + ["韉"] = "鞯", + ["韋"] = "韦", + ["韌"] = "韧", + ["韍"] = "韨", + ["韓"] = "韩", + ["韙"] = "韪", + ["韚"] = "𫠅", + ["韛"] = "𫖔", + ["韜"] = "韬", + ["韝"] = "鞲", + ["韞"] = "韫", + ["韠"] = "𫖒", + ["韻"] = "韵", + ["響"] = "响", + ["頁"] = "页", + ["頂"] = "顶", + ["頃"] = "顷", + ["項"] = "项", + ["順"] = "顺", + ["頇"] = "顸", + ["須"] = "须", + ["頊"] = "顼", + ["頌"] = "颂", + ["頍"] = "𫠆", + ["頎"] = "颀", + ["頏"] = "颃", + ["預"] = "预", + ["頑"] = "顽", + ["頒"] = "颁", + ["頓"] = "顿", + ["頔"] = "𬱖", + ["頗"] = "颇", + ["領"] = "领", + ["頜"] = "颌", + ["頠"] = "𬱟", + ["頡"] = "颉", + ["頤"] = "颐", + ["頦"] = "颏", + ["頫"] = "𫖯", + ["頭"] = "头", + ["頮"] = "颒", + ["頰"] = "颊", + ["頲"] = "颋", + ["頴"] = "颕", + ["頵"] = "𫖳", + ["頷"] = "颔", + ["頸"] = "颈", + ["頹"] = "颓", + ["頻"] = "频", + ["頽"] = "颓", + ["顂"] = "𩓋", + ["顃"] = "𩖖", + ["顅"] = "𫖶", + ["顆"] = "颗", + ["題"] = "题", + ["額"] = "额", + ["顎"] = "颚", + ["顏"] = "颜", + ["顒"] = "颙", + ["顓"] = "颛", + ["顔"] = "颜", + ["顗"] = "𫖮", + ["願"] = "愿", + ["顙"] = "颡", + ["顛"] = "颠", + ["類"] = "类", + ["顢"] = "颟", + ["顣"] = "𫖹", + ["顥"] = "颢", + ["顧"] = "顾", + ["顫"] = "颤", + ["顬"] = "颥", + ["顯"] = "显", + ["顰"] = "颦", + ["顱"] = "颅", + ["顳"] = "颞", + ["顴"] = "颧", + ["風"] = "风", + ["颭"] = "飐", + ["颮"] = "飑", + ["颯"] = "飒", + ["颰"] = "𩙥", + ["颱"] = "台", + ["颳"] = "刮", + ["颶"] = "飓", + ["颷"] = "𩙪", + ["颸"] = "飔", + ["颺"] = "飏", + ["颻"] = "飖", + ["颼"] = "飕", + ["颾"] = "𩙫", + ["飀"] = "飗", + ["飄"] = "飘", + ["飆"] = "飙", + ["飈"] = "飚", + ["飋"] = "𫗋", + ["飛"] = "飞", + ["飠"] = "饣", + ["飢"] = "饥", + ["飣"] = "饤", + ["飥"] = "饦", + ["飦"] = "𫗞", + ["飩"] = "饨", + ["飪"] = "饪", + ["飫"] = "饫", + ["飭"] = "饬", + ["飯"] = "饭", + ["飱"] = "飧", + ["飲"] = "饮", + ["飴"] = "饴", + ["飵"] = "𫗢", + ["飶"] = "𫗣", + ["飼"] = "饲", + ["飽"] = "饱", + ["飾"] = "饰", + ["飿"] = "饳", + ["餃"] = "饺", + ["餄"] = "饸", + ["餅"] = "饼", + ["餈"] = "糍", + ["餉"] = "饷", + ["養"] = "养", + ["餌"] = "饵", + ["餎"] = "饹", + ["餏"] = "饻", + ["餑"] = "饽", + ["餒"] = "馁", + ["餓"] = "饿", + ["餔"] = "𫗦", + ["餕"] = "馂", + ["餖"] = "饾", + ["餗"] = "𫗧", + ["餘"] = "余", + ["餚"] = "肴", + ["餛"] = "馄", + ["餜"] = "馃", + ["餞"] = "饯", + ["餡"] = "馅", + ["餦"] = "𫗠", + ["餧"] = "𫗪", + ["館"] = "馆", + ["餪"] = "𫗬", + ["餫"] = "𫗥", + ["餬"] = "糊", + ["餭"] = "𫗮", + ["餱"] = "糇", + ["餳"] = "饧", + ["餵"] = "喂", + ["餶"] = "馉", + ["餷"] = "馇", + ["餸"] = "𩠌", + ["餺"] = "馎", + ["餼"] = "饩", + ["餾"] = "馏", + ["餿"] = "馊", + ["饁"] = "馌", + ["饃"] = "馍", + ["饅"] = "馒", + ["饈"] = "馐", + ["饉"] = "馑", + ["饊"] = "馓", + ["饋"] = "馈", + ["饌"] = "馔", + ["饑"] = "饥", + ["饒"] = "饶", + ["饗"] = "飨", + ["饘"] = "𫗴", + ["饜"] = "餍", + ["饞"] = "馋", + ["饟"] = "𫗵", + ["饠"] = "𫗩", + ["饢"] = "馕", + ["馬"] = "马", + ["馭"] = "驭", + ["馮"] = "冯", + ["馯"] = "𫘛", + ["馱"] = "驮", + ["馳"] = "驰", + ["馴"] = "驯", + ["馹"] = "驲", + ["馼"] = "𫘜", + ["駁"] = "驳", + ["駃"] = "𫘝", + ["駉"] = "𬳶", + ["駊"] = "𫘟", + ["駎"] = "𩧨", + ["駐"] = "驻", + ["駑"] = "驽", + ["駒"] = "驹", + ["駓"] = "𬳵", + ["駔"] = "驵", + ["駕"] = "驾", + ["駘"] = "骀", + ["駙"] = "驸", + ["駚"] = "𩧫", + ["駛"] = "驶", + ["駝"] = "驼", + ["駞"] = "𫘞", + ["駟"] = "驷", + ["駡"] = "骂", + ["駢"] = "骈", + ["駤"] = "𫘠", + ["駧"] = "𩧲", + ["駩"] = "𩧴", + ["駪"] = "𬳽", + ["駫"] = "𫘡", + ["駭"] = "骇", + ["駰"] = "骃", + ["駱"] = "骆", + ["駶"] = "𩧺", + ["駸"] = "骎", + ["駻"] = "𫘣", + ["駼"] = "𬳿", + ["駿"] = "骏", + ["騁"] = "骋", + ["騂"] = "骍", + ["騃"] = "𫘤", + ["騄"] = "𫘧", + ["騅"] = "骓", + ["騉"] = "𫘥", + ["騊"] = "𫘦", + ["騌"] = "骔", + ["騍"] = "骒", + ["騎"] = "骑", + ["騏"] = "骐", + ["騑"] = "𬴂", + ["騔"] = "𩨀", + ["騖"] = "骛", + ["騙"] = "骗", + ["騚"] = "𩨊", + ["騜"] = "𫘩", + ["騝"] = "𩨃", + ["騞"] = "𬴃", + ["騟"] = "𩨈", + ["騠"] = "𫘨", + ["騤"] = "骙", + ["騧"] = "䯄", + ["騪"] = "𩨄", + ["騫"] = "骞", + ["騭"] = "骘", + ["騮"] = "骝", + ["騰"] = "腾", + ["騱"] = "𫘬", + ["騴"] = "𫘫", + ["騵"] = "𫘪", + ["騶"] = "驺", + ["騷"] = "骚", + ["騸"] = "骟", + ["騻"] = "𫘭", + ["騼"] = "𫠋", + ["騾"] = "骡", + ["驀"] = "蓦", + ["驁"] = "骜", + ["驂"] = "骖", + ["驃"] = "骠", + ["驄"] = "骢", + ["驅"] = "驱", + ["驊"] = "骅", + ["驋"] = "𩧯", + ["驌"] = "骕", + ["驍"] = "骁", + ["驎"] = "𬴊", + ["驏"] = "骣", + ["驓"] = "𫘯", + ["驕"] = "骄", + ["驗"] = "验", + ["驙"] = "𫘰", + ["驚"] = "惊", + ["驛"] = "驿", + ["驟"] = "骤", + ["驢"] = "驴", + ["驤"] = "骧", + ["驥"] = "骥", + ["驦"] = "骦", + ["驨"] = "𫘱", + ["驪"] = "骊", + ["驫"] = "骉", + ["骯"] = "肮", + ["髏"] = "髅", + ["髒"] = "脏", + ["體"] = "体", + ["髕"] = "髌", + ["髖"] = "髋", + ["髮"] = "发", + ["鬆"] = "松", + ["鬍"] = "胡", + ["鬖"] = "𩭹", + ["鬚"] = "须", + ["鬠"] = "𫘽", + ["鬢"] = "鬓", + ["鬥"] = "斗", + ["鬧"] = "闹", + ["鬨"] = "哄", + ["鬩"] = "阋", + ["鬮"] = "阄", + ["鬱"] = "郁", + ["鬹"] = "鬶", + ["魎"] = "魉", + ["魘"] = "魇", + ["魚"] = "鱼", + ["魛"] = "鱽", + ["魟"] = "𫚉", + ["魢"] = "鱾", + ["魥"] = "𩽹", + ["魦"] = "𫚌", + ["魨"] = "鲀", + ["魯"] = "鲁", + ["魴"] = "鲂", + ["魵"] = "𫚍", + ["魷"] = "鱿", + ["魺"] = "鲄", + ["魽"] = "𫠐", + ["鮀"] = "𬶍", + ["鮁"] = "鲅", + ["鮃"] = "鲆", + ["鮄"] = "𫚒", + ["鮅"] = "𫚑", + ["鮆"] = "𫚖", + ["鮈"] = "𬶋", + ["鮊"] = "鲌", + ["鮋"] = "鲉", + ["鮍"] = "鲏", + ["鮎"] = "鲇", + ["鮐"] = "鲐", + ["鮑"] = "鲍", + ["鮒"] = "鲋", + ["鮓"] = "鲊", + ["鮚"] = "鲒", + ["鮜"] = "鲘", + ["鮝"] = "鲞", + ["鮞"] = "鲕", + ["鮟"] = "𩽾", + ["鮠"] = "𬶏", + ["鮡"] = "𬶐", + ["鮣"] = "䲟", + ["鮤"] = "𫚓", + ["鮦"] = "鲖", + ["鮪"] = "鲔", + ["鮫"] = "鲛", + ["鮭"] = "鲑", + ["鮮"] = "鲜", + ["鮯"] = "𫚗", + ["鮰"] = "𫚔", + ["鮳"] = "鲓", + ["鮵"] = "𫚛", + ["鮶"] = "鲪", + ["鮸"] = "𩾃", + ["鮺"] = "鲝", + ["鮿"] = "𫚚", + ["鯀"] = "鲧", + ["鯁"] = "鲠", + ["鯄"] = "𩾁", + ["鯆"] = "𫚙", + ["鯇"] = "鲩", + ["鯉"] = "鲤", + ["鯊"] = "鲨", + ["鯒"] = "鲬", + ["鯔"] = "鲻", + ["鯕"] = "鲯", + ["鯖"] = "鲭", + ["鯗"] = "鲞", + ["鯛"] = "鲷", + ["鯝"] = "鲴", + ["鯞"] = "𫚡", + ["鯡"] = "鲱", + ["鯢"] = "鲵", + ["鯤"] = "鲲", + ["鯧"] = "鲳", + ["鯨"] = "鲸", + ["鯪"] = "鲮", + ["鯫"] = "鲰", + ["鯬"] = "𫚞", + ["鯰"] = "鲶", + ["鯱"] = "𩾇", + ["鯴"] = "鲺", + ["鯶"] = "𩽼", + ["鯷"] = "鳀", + ["鯻"] = "𬶟", + ["鯽"] = "鲫", + ["鯾"] = "𫚣", + ["鯿"] = "鳊", + ["鰁"] = "鳈", + ["鰂"] = "鲗", + ["鰃"] = "鳂", + ["鰆"] = "䲠", + ["鰈"] = "鲽", + ["鰉"] = "鳇", + ["鰊"] = "𬶠", + ["鰋"] = "𫚢", + ["鰌"] = "䲡", + ["鰍"] = "鳅", + ["鰏"] = "鲾", + ["鰐"] = "鳄", + ["鰑"] = "𫚊", + ["鰒"] = "鳆", + ["鰓"] = "鳃", + ["鰕"] = "𫚥", + ["鰛"] = "鳁", + ["鰜"] = "鳒", + ["鰟"] = "鳑", + ["鰠"] = "鳋", + ["鰣"] = "鲥", + ["鰤"] = "𫚕", + ["鰥"] = "鳏", + ["鰦"] = "𫚤", + ["鰧"] = "䲢", + ["鰨"] = "鳎", + ["鰩"] = "鳐", + ["鰫"] = "𫚦", + ["鰭"] = "鳍", + ["鰮"] = "鳁", + ["鰱"] = "鲢", + ["鰲"] = "鳌", + ["鰳"] = "鳓", + ["鰵"] = "鳘", + ["鰶"] = "𬶭", + ["鰷"] = "鲦", + ["鰹"] = "鲣", + ["鰺"] = "鲹", + ["鰻"] = "鳗", + ["鰼"] = "鳛", + ["鰽"] = "𫚧", + ["鰾"] = "鳔", + ["鱀"] = "𬶨", + ["鱂"] = "鳉", + ["鱄"] = "𫚋", + ["鱅"] = "鳙", + ["鱆"] = "𫠒", + ["鱇"] = "𩾌", + ["鱈"] = "鳕", + ["鱉"] = "鳖", + ["鱊"] = "𫚪", + ["鱒"] = "鳟", + ["鱔"] = "鳝", + ["鱖"] = "鳜", + ["鱗"] = "鳞", + ["鱘"] = "鲟", + ["鱚"] = "𬶮", + ["鱝"] = "鲼", + ["鱟"] = "鲎", + ["鱠"] = "鲙", + ["鱢"] = "𫚫", + ["鱣"] = "鳣", + ["鱤"] = "鳡", + ["鱧"] = "鳢", + ["鱨"] = "鲿", + ["鱭"] = "鲚", + ["鱮"] = "𫚈", + ["鱯"] = "鳠", + ["鱲"] = "𫚭", + ["鱷"] = "鳄", + ["鱸"] = "鲈", + ["鱺"] = "鲡", + ["鳥"] = "鸟", + ["鳧"] = "凫", + ["鳩"] = "鸠", + ["鳬"] = "凫", + ["鳲"] = "鸤", + ["鳳"] = "凤", + ["鳴"] = "鸣", + ["鳶"] = "鸢", + ["鳷"] = "𫛛", + ["鳼"] = "𪉃", + ["鳽"] = "𫛚", + ["鳾"] = "䴓", + ["鴀"] = "𫛜", + ["鴃"] = "𫛞", + ["鴅"] = "𫛝", + ["鴆"] = "鸩", + ["鴇"] = "鸨", + ["鴉"] = "鸦", + ["鴐"] = "𫛤", + ["鴒"] = "鸰", + ["鴔"] = "𫛡", + ["鴕"] = "鸵", + ["鴗"] = "𫁡", + ["鴛"] = "鸳", + ["鴜"] = "𪉈", + ["鴝"] = "鸲", + ["鴞"] = "鸮", + ["鴟"] = "鸱", + ["鴣"] = "鸪", + ["鴥"] = "𫛣", + ["鴦"] = "鸯", + ["鴨"] = "鸭", + ["鴮"] = "𫛦", + ["鴯"] = "鸸", + ["鴰"] = "鸹", + ["鴲"] = "𪉆", + ["鴳"] = "𫛩", + ["鴴"] = "鸻", + ["鴷"] = "䴕", + ["鴻"] = "鸿", + ["鴽"] = "𫛪", + ["鴿"] = "鸽", + ["鵁"] = "䴔", + ["鵂"] = "鸺", + ["鵃"] = "鸼", + ["鵊"] = "𫛥", + ["鵏"] = "𬷕", + ["鵐"] = "鹀", + ["鵑"] = "鹃", + ["鵒"] = "鹆", + ["鵓"] = "鹁", + ["鵚"] = "𪉍", + ["鵜"] = "鹈", + ["鵝"] = "鹅", + ["鵟"] = "𫛭", + ["鵠"] = "鹄", + ["鵡"] = "鹉", + ["鵧"] = "𫛨", + ["鵩"] = "𫛳", + ["鵪"] = "鹌", + ["鵫"] = "𫛱", + ["鵬"] = "鹏", + ["鵮"] = "鹐", + ["鵯"] = "鹎", + ["鵰"] = "雕", + ["鵲"] = "鹊", + ["鵷"] = "鹓", + ["鵾"] = "鹍", + ["鶄"] = "䴖", + ["鶇"] = "鸫", + ["鶉"] = "鹑", + ["鶊"] = "鹒", + ["鶌"] = "𫛵", + ["鶒"] = "𫛶", + ["鶓"] = "鹋", + ["鶖"] = "鹙", + ["鶗"] = "𫛸", + ["鶘"] = "鹕", + ["鶚"] = "鹗", + ["鶠"] = "𬸘", + ["鶡"] = "鹖", + ["鶥"] = "鹛", + ["鶦"] = "𫛷", + ["鶩"] = "鹜", + ["鶪"] = "䴗", + ["鶬"] = "鸧", + ["鶭"] = "𫛯", + ["鶯"] = "莺", + ["鶰"] = "𫛫", + ["鶱"] = "𬸣", + ["鶲"] = "鹟", + ["鶴"] = "鹤", + ["鶹"] = "鹠", + ["鶺"] = "鹡", + ["鶻"] = "鹘", + ["鶼"] = "鹣", + ["鶿"] = "鹚", + ["鷀"] = "鹚", + ["鷁"] = "鹢", + ["鷂"] = "鹞", + ["鷄"] = "鸡", + ["鷅"] = "𫛽", + ["鷉"] = "䴘", + ["鷊"] = "鹝", + ["鷐"] = "𫜀", + ["鷓"] = "鹧", + ["鷔"] = "𪉑", + ["鷖"] = "鹥", + ["鷗"] = "鸥", + ["鷙"] = "鸷", + ["鷚"] = "鹨", + ["鷟"] = "𬸦", + ["鷣"] = "𫜃", + ["鷤"] = "𫛴", + ["鷥"] = "鸶", + ["鷦"] = "鹪", + ["鷨"] = "𪉊", + ["鷩"] = "𫜁", + ["鷫"] = "鹔", + ["鷭"] = "𬸪", + ["鷯"] = "鹩", + ["鷲"] = "鹫", + ["鷳"] = "鹇", + ["鷴"] = "鹇", + ["鷷"] = "𫜄", + ["鷸"] = "鹬", + ["鷹"] = "鹰", + ["鷺"] = "鹭", + ["鷽"] = "鸴", + ["鷿"] = "𬸯", + ["鸂"] = "㶉", + ["鸇"] = "鹯", + ["鸊"] = "䴙", + ["鸋"] = "𫛢", + ["鸌"] = "鹱", + ["鸏"] = "鹲", + ["鸑"] = "𬸚", + ["鸕"] = "鸬", + ["鸗"] = "𫛟", + ["鸘"] = "鹴", + ["鸚"] = "鹦", + ["鸛"] = "鹳", + ["鸝"] = "鹂", + ["鸞"] = "鸾", + ["鹵"] = "卤", + ["鹹"] = "咸", + ["鹺"] = "鹾", + ["鹼"] = "碱", + ["鹽"] = "盐", + ["麗"] = "丽", + ["麥"] = "麦", + ["麨"] = "𪎊", + ["麩"] = "麸", + ["麪"] = "面", + ["麫"] = "面", + ["麬"] = "𤿲", + ["麯"] = "曲", + ["麲"] = "𪎉", + ["麳"] = "𪎌", + ["麴"] = "曲", + ["麵"] = "面", + ["麷"] = "𫜑", + ["麼"] = "么", + ["麽"] = "么", + ["黃"] = "黄", + ["黌"] = "黉", + ["點"] = "点", + ["黨"] = "党", + ["黲"] = "黪", + ["黴"] = "霉", + ["黶"] = "黡", + ["黷"] = "黩", + ["黽"] = "黾", + ["黿"] = "鼋", + ["鼂"] = "鼌", + ["鼉"] = "鼍", + ["鼕"] = "冬", + ["鼴"] = "鼹", + ["齊"] = "齐", + ["齋"] = "斋", + ["齎"] = "赍", + ["齏"] = "齑", + ["齒"] = "齿", + ["齔"] = "龀", + ["齕"] = "龁", + ["齗"] = "龂", + ["齘"] = "𬹼", + ["齙"] = "龅", + ["齜"] = "龇", + ["齟"] = "龃", + ["齠"] = "龆", + ["齡"] = "龄", + ["齣"] = "出", + ["齦"] = "龈", + ["齧"] = "啮", + ["齩"] = "𫜪", + ["齪"] = "龊", + ["齬"] = "龉", + ["齭"] = "𫜭", + ["齮"] = "𬺈", + ["齯"] = "𫠜", + ["齰"] = "𫜬", + ["齲"] = "龋", + ["齴"] = "𫜮", + ["齶"] = "腭", + ["齷"] = "龌", + ["齼"] = "𬺓", + ["齾"] = "𫜰", + ["龍"] = "龙", + ["龎"] = "厐", + ["龐"] = "庞", + ["龑"] = "䶮", + ["龓"] = "𫜲", + ["龔"] = "龚", + ["龕"] = "龛", + ["龜"] = "龟", + ["龭"] = "𩨎", + ["龯"] = "𨱆", + ["鿁"] = "䜤", + ["鿓"] = "鿒", + ["𠁞"] = "𠀾", + ["𠌥"] = "𠆿", + ["𠏢"] = "𠉗", + ["𠐊"] = "𫝋", + ["𠗣"] = "㓆", + ["𠞆"] = "𠛆", + ["𠠎"] = "𠚳", + ["𠬙"] = "𪠡", + ["𠽃"] = "𪠺", + ["𠿕"] = "𪜎", + ["𡂡"] = "𪢒", + ["𡃄"] = "𪡺", + ["𡃕"] = "𠴛", + ["𡃤"] = "𪢐", + ["𡄔"] = "𠴢", + ["𡄣"] = "𠵸", + ["𡅏"] = "𠲥", + ["𡅯"] = "𪢖", + ["𡑍"] = "𫭼", + ["𡑭"] = "𡋗", + ["𡓁"] = "𪤄", + ["𡓾"] = "𡋀", + ["𡔖"] = "𡍣", + ["𡞵"] = "㛟", + ["𡟫"] = "𫝪", + ["𡠹"] = "㛿", + ["𡢃"] = "㛠", + ["𡮉"] = "𡭜", + ["𡮣"] = "𡭬", + ["𡳳"] = "𡳃", + ["𡸗"] = "𪨩", + ["𡹬"] = "𪨹", + ["𡻕"] = "岁", + ["𡽗"] = "𡸃", + ["𡾱"] = "㟜", + ["𡿖"] = "𪩛", + ["𢍰"] = "𪪴", + ["𢠼"] = "𢙑", + ["𢣐"] = "𪬚", + ["𢣚"] = "𢘝", + ["𢣭"] = "𢘞", + ["𢤩"] = "𪫡", + ["𢤱"] = "𢘙", + ["𢤿"] = "𪬯", + ["𢯷"] = "𪭝", + ["𢶒"] = "𪭯", + ["𢶫"] = "𢫞", + ["𢷮"] = "𢫊", + ["𢹿"] = "𢬦", + ["𢺳"] = "𪮳", + ["𣈶"] = "暅", + ["𣋋"] = "𣈣", + ["𣍐"] = "𫧃", + ["𣙎"] = "㭣", + ["𣜬"] = "𪳗", + ["𣝕"] = "𣘷", + ["𣞻"] = "𣘓", + ["𣠩"] = "𣞎", + ["𣠲"] = "𣑶", + ["𣯩"] = "𣯣", + ["𣯴"] = "𣭤", + ["𣯶"] = "毶", + ["𣽏"] = "𪶮", + ["𣾷"] = "㳢", + ["𣿉"] = "𣶫", + ["𤁣"] = "𣺽", + ["𤄷"] = "𪶒", + ["𤅶"] = "𣷷", + ["𤑳"] = "𤎻", + ["𤑹"] = "𪹀", + ["𤒎"] = "𤊀", + ["𤒻"] = "𪹹", + ["𤓌"] = "𪹠", + ["𤓎"] = "𤎺", + ["𤓩"] = "𤊰", + ["𤘀"] = "𪺣", + ["𤛮"] = "𤙯", + ["𤛱"] = "𫞢", + ["𤜆"] = "𪺪", + ["𤠮"] = "𪺸", + ["𤢟"] = "𤝢", + ["𤢻"] = "𢢐", + ["𤩂"] = "𫞧", + ["𤪺"] = "㻘", + ["𤫩"] = "㻏", + ["𤬅"] = "𪼴", + ["𤳷"] = "𪽝", + ["𤳸"] = "𤳄", + ["𤷃"] = "𪽭", + ["𤸫"] = "𤶧", + ["𤺔"] = "𪽴", + ["𥊝"] = "𥅿", + ["𥌃"] = "𥅘", + ["𥏝"] = "𪿊", + ["𥕥"] = "𥐰", + ["𥖅"] = "𥐯", + ["𥖲"] = "𪿞", + ["𥗇"] = "𪿵", + ["𥗽"] = "𬒗", + ["𥜐"] = "𫀓", + ["𥜰"] = "𫀌", + ["𥞵"] = "𥞦", + ["𥢢"] = "䅪", + ["𥢶"] = "𫞷", + ["𥢷"] = "𫀮", + ["𥨐"] = "𥧂", + ["𥪂"] = "𥩺", + ["𥯤"] = "𫁳", + ["𥴨"] = "𫂖", + ["𥴼"] = "𫁺", + ["𥵃"] = "𥱔", + ["𥵊"] = "𥭉", + ["𥶽"] = "𫁱", + ["𥸠"] = "𥮋", + ["𥻦"] = "𫂿", + ["𥼽"] = "𥹥", + ["𥽖"] = "𥺇", + ["𥾯"] = "𫄝", + ["𥿊"] = "𦈈", + ["𦀖"] = "𫄦", + ["𦂅"] = "𦈒", + ["𦃄"] = "𦈗", + ["𦃩"] = "𫄯", + ["𦅇"] = "𫄪", + ["𦅈"] = "𫄵", + ["𦆲"] = "𫟇", + ["𦒀"] = "𫅥", + ["𦔖"] = "𫅼", + ["𦘧"] = "𡳒", + ["𦟼"] = "𫆝", + ["𦠅"] = "𫞅", + ["𦡝"] = "𫆫", + ["𦢈"] = "𣍨", + ["𦣎"] = "𦟗", + ["𦧺"] = "𫇘", + ["𦪙"] = "䑽", + ["𦪽"] = "𦨩", + ["𦱌"] = "𫇪", + ["𦾟"] = "𦶻", + ["𧎈"] = "𧌥", + ["𧒯"] = "𫊹", + ["𧔥"] = "𧒭", + ["𧕟"] = "𧉐", + ["𧜗"] = "䘞", + ["𧜵"] = "䙊", + ["𧝞"] = "䘛", + ["𧞫"] = "𫌋", + ["𧟀"] = "𧝧", + ["𧡴"] = "𫌫", + ["𧢄"] = "𫌬", + ["𧦝"] = "𫍞", + ["𧦧"] = "𫍟", + ["𧩕"] = "𫍭", + ["𧩙"] = "䜥", + ["𧩼"] = "𫍶", + ["𧫝"] = "𫍺", + ["𧬤"] = "𫍼", + ["𧭈"] = "𫍾", + ["𧭹"] = "𫍐", + ["𧳟"] = "𧳕", + ["𧵳"] = "䞌", + ["𧶔"] = "𧹓", + ["𧶧"] = "䞎", + ["𧷎"] = "𪠀", + ["𧸘"] = "𫎨", + ["𧹈"] = "𪥠", + ["𧽯"] = "𫎸", + ["𨂐"] = "𫏌", + ["𨄣"] = "𨀱", + ["𨅍"] = "𨁴", + ["𨆪"] = "𫏕", + ["𨇁"] = "𧿈", + ["𨇞"] = "𨅫", + ["𨇤"] = "𫏨", + ["𨇰"] = "𫏞", + ["𨇽"] = "𫏑", + ["𨈊"] = "𨂺", + ["𨈌"] = "𨄄", + ["𨊰"] = "䢀", + ["𨊸"] = "䢁", + ["𨊻"] = "𨐆", + ["𨋢"] = "䢂", + ["𨌈"] = "𫐍", + ["𨍰"] = "𫐔", + ["𨎌"] = "𫐋", + ["𨎮"] = "𨐉", + ["𨏠"] = "𨐇", + ["𨏥"] = "𨐊", + ["𨞺"] = "𫟫", + ["𨟊"] = "𫟬", + ["𨢿"] = "𨡙", + ["𨣈"] = "𨡺", + ["𨣞"] = "𨟳", + ["𨣧"] = "𨠨", + ["𨤻"] = "𨤰", + ["𨥛"] = "𨱀", + ["𨥟"] = "𫓫", + ["𨦫"] = "䦀", + ["𨧀"] = "𬭊", + ["𨧜"] = "䦁", + ["𨧰"] = "𫟽", + ["𨧱"] = "𨱊", + ["𨨏"] = "𬭛", + ["𨨛"] = "𫓼", + ["𨨢"] = "𫓿", + ["𨩰"] = "𫟾", + ["𨪕"] = "𫓮", + ["𨫒"] = "𨱐", + ["𨬖"] = "𫔏", + ["𨭆"] = "𬭶", + ["𨭎"] = "𬭳", + ["𨭖"] = "𫔑", + ["𨭸"] = "𫔐", + ["𨮂"] = "𨱕", + ["𨮳"] = "𫔒", + ["𨯅"] = "䥿", + ["𨯟"] = "𫔓", + ["𨰃"] = "𫔉", + ["𨰋"] = "𫓳", + ["𨰥"] = "𫔕", + ["𨰲"] = "𫔃", + ["𨲳"] = "𫔖", + ["𨳑"] = "𨸁", + ["𨳕"] = "𨸀", + ["𨴗"] = "𨸅", + ["𨴹"] = "𫔲", + ["𨵩"] = "𨸆", + ["𨵸"] = "𨸇", + ["𨶀"] = "𨸉", + ["𨶏"] = "𨸊", + ["𨶮"] = "𨸌", + ["𨶲"] = "𨸋", + ["𨷲"] = "𨸎", + ["𨼳"] = "𫔽", + ["𨽏"] = "𨸘", + ["𩀨"] = "𫕚", + ["𩅙"] = "𫕨", + ["𩎖"] = "𫖑", + ["𩎢"] = "𩏾", + ["𩏂"] = "𫖓", + ["𩏠"] = "𫖖", + ["𩏪"] = "𩏽", + ["𩏷"] = "𫃗", + ["𩑔"] = "𫖪", + ["𩒎"] = "𫖭", + ["𩓣"] = "𩖕", + ["𩓥"] = "𫖵", + ["𩔑"] = "𫖷", + ["𩔳"] = "𫖴", + ["𩖰"] = "𫠇", + ["𩗀"] = "𩙦", + ["𩗓"] = "𫗈", + ["𩗴"] = "𫗉", + ["𩘀"] = "𩙩", + ["𩘝"] = "𩙭", + ["𩘹"] = "𩙨", + ["𩘺"] = "𩙬", + ["𩙈"] = "𩙰", + ["𩚛"] = "𩟿", + ["𩚥"] = "𩠀", + ["𩚩"] = "𫗡", + ["𩚵"] = "𩠁", + ["𩛆"] = "𩠂", + ["𩛌"] = "𫗤", + ["𩛡"] = "𫗨", + ["𩛩"] = "𩠃", + ["𩜇"] = "𩠉", + ["𩜦"] = "𩠆", + ["𩜵"] = "𩠊", + ["𩝔"] = "𩠋", + ["𩝽"] = "𫗳", + ["𩞄"] = "𩠎", + ["𩞦"] = "𩠏", + ["𩞯"] = "䭪", + ["𩟐"] = "𩠅", + ["𩟗"] = "𫗚", + ["𩠴"] = "𩠠", + ["𩡣"] = "𩡖", + ["𩡺"] = "𩧦", + ["𩢡"] = "𩧬", + ["𩢴"] = "𩧵", + ["𩢸"] = "𩧳", + ["𩢾"] = "𩧮", + ["𩣏"] = "𩧶", + ["𩣑"] = "䯃", + ["𩣫"] = "𩧸", + ["𩣵"] = "𩧻", + ["𩣺"] = "𩧼", + ["𩤊"] = "𩧩", + ["𩤙"] = "𩨆", + ["𩤲"] = "𩨉", + ["𩤸"] = "𩨅", + ["𩥄"] = "𩨋", + ["𩥇"] = "𩨍", + ["𩥉"] = "𩧱", + ["𩥑"] = "𩨌", + ["𩦠"] = "𫠌", + ["𩧆"] = "𩨐", + ["𩭙"] = "𩬣", + ["𩯁"] = "𫙂", + ["𩯳"] = "𩯒", + ["𩰀"] = "𩬤", + ["𩰹"] = "𩰰", + ["𩳤"] = "𩲒", + ["𩴵"] = "𩴌", + ["𩵦"] = "𫠏", + ["𩵩"] = "𩽺", + ["𩵹"] = "𩽻", + ["𩶁"] = "𫚎", + ["𩶘"] = "䲞", + ["𩶰"] = "𩽿", + ["𩶱"] = "𩽽", + ["𩷰"] = "𩾄", + ["𩸃"] = "𩾅", + ["𩸄"] = "𫚝", + ["𩸡"] = "𫚟", + ["𩸦"] = "𩾆", + ["𩻗"] = "𫚨", + ["𩻬"] = "𫚩", + ["𩻮"] = "𫚘", + ["𩼶"] = "𫚬", + ["𩽇"] = "𩾎", + ["𩿅"] = "𫠖", + ["𩿤"] = "𫛠", + ["𩿪"] = "𪉄", + ["𪀖"] = "𫛧", + ["𪀦"] = "𪉅", + ["𪀾"] = "𪉋", + ["𪁈"] = "𪉉", + ["𪁖"] = "𪉌", + ["𪂆"] = "𪉎", + ["𪃍"] = "𪉐", + ["𪃏"] = "𪉏", + ["𪃒"] = "𫛻", + ["𪃧"] = "𫛹", + ["𪄆"] = "𪉔", + ["𪄕"] = "𪉒", + ["𪅂"] = "𫜂", + ["𪆷"] = "𫛾", + ["𪇳"] = "𪉕", + ["𪈼"] = "𱊜", + ["𪉸"] = "𫜊", + ["𪋿"] = "𫧮", + ["𪌭"] = "𫜓", + ["𪍠"] = "𫜕", + ["𪓰"] = "𫜟", + ["𪔵"] = "𪔭", + ["𪘀"] = "𪚏", + ["𪘯"] = "𪚐", + ["𪙏"] = "𫜯", + ["𪟖"] = "𠛾", + ["𪷓"] = "𣶭", + ["𫒡"] = "𫓷", + ["𫜦"] = "𫜫", +} \ No newline at end of file diff --git a/scripts/uosc_danmaku/main.lua b/scripts/uosc_danmaku/main.lua new file mode 100644 index 0000000..935af72 --- /dev/null +++ b/scripts/uosc_danmaku/main.lua @@ -0,0 +1,940 @@ +VERSION = "2.0.0" + +mp.commandv('script-message', 'uosc_danmaku-version', VERSION) + +local msg = require('mp.msg') +local utils = require("mp.utils") + +AES = require("modules/aes") +Base64 = require("modules/base64") +MD5 = require("modules/md5") +Sha256 = require("modules/hash") + +require("modules/options") +require("modules/utils") +require("modules/parse") +require("modules/guess") +require('modules/render') +require('modules/menu') +require("modules/update") + +require("apis/dandanplay") +require('apis/extra') + +DANMAKU_PATH = os.getenv("TEMP") or "/tmp/" +HISTORY_PATH = mp.command_native({"expand-path", options.history_path}) +PID = utils.getpid() +DANMAKU = {sources = {}, count = 1} +ENABLED, COMMENTS, DELAY = false, nil, 0 +DELAY_PROPERTY = string.format("user-data/%s/danmaku-delay", mp.get_script_name()) +mp.set_property_native(DELAY_PROPERTY, 0) +HAS_DANMAKU = string.format("user-data/%s/has-danmaku", mp.get_script_name()) +mp.set_property_bool(HAS_DANMAKU, false) +KEY = table_to_zero_indexed({ + 0x00,0x01,0x02,0x03,0x04, + 0x05,0x06,0x07,0x08,0x09, + 0x0a,0x0b,0x0c,0x0d,0x0e, + 0x0f,0x10,0x11,0x12,0x13, + 0x14,0x15,0x16,0x17,0x18, + 0x19,0x1a,0x1b,0x1c,0x1d, + 0x1e,0x1f +}) + +PLATFORM = (function() + local platform = mp.get_property_native("platform") + if platform then + if itable_index_of({ "windows", "darwin" }, platform) then + return platform + end + else + if os.getenv("windir") ~= nil then + return "windows" + end + local homedir = os.getenv("HOME") + if homedir ~= nil and string.sub(homedir, 1, 6) == "/Users" then + return "darwin" + end + end + return "linux" +end)() + +local rebuild_convert_timer = nil + +function get_danmaku_visibility() + local history_json = read_file(HISTORY_PATH) + local history + if history_json ~= nil then + history = utils.parse_json(history_json) or {} + local flag = history["show_danmaku"] + if flag == nil then + history["show_danmaku"] = false + write_json_file(HISTORY_PATH, history) + else + return flag + end + else + history = {} + history["show_danmaku"] = false + write_json_file(HISTORY_PATH, history) + end + return false +end + +function set_danmaku_visibility(flag) + local history = {} + local history_json = read_file(HISTORY_PATH) + if history_json ~= nil then + history = utils.parse_json(history_json) or {} + end + history["show_danmaku"] = flag + write_json_file(HISTORY_PATH, history) +end + +function set_danmaku_button() + if get_danmaku_visibility() then + mp.commandv("script-message-to", "uosc", "set", "show_danmaku", "on") + end +end + +function show_loaded(init) + if DANMAKU.anime and DANMAKU.episode then + show_message("匹配内容：" .. DANMAKU.anime .. "-" .. DANMAKU.episode .. "\\N弹幕加载成功，共计" .. #COMMENTS .. "条弹幕", 3) + if init then + msg.info(DANMAKU.anime .. "-" .. DANMAKU.episode .. " 弹幕加载成功，共计" .. #COMMENTS .. "条弹幕") + end + else + show_message("弹幕加载成功，共计" .. #COMMENTS .. "条弹幕", 3) + end +end + +local function get_cid() + local cid, danmaku_id = nil, nil + local tracks = mp.get_property_native("track-list") + for _, track in ipairs(tracks) do + if track["lang"] == "danmaku" then + cid = track["external-filename"]:match("/(%d-)%.xml$") + danmaku_id = track["id"] + break + end + end + return cid, danmaku_id +end + +local function extract_between_colons(input_string) + local start_index = 0 + local end_index = 0 + local count = 0 + for i = 1, #input_string do + if input_string:sub(i, i) == ":" then + count = count + 1 + if count == 2 then + start_index = i + elseif count == 3 then + end_index = i + break + end + end + end + if start_index > 0 and end_index > 0 then + return input_string:sub(start_index + 1, end_index - 1) + else + return nil + end +end + +local function get_type_from_position(position) + if position == 0 then + return 1 + end + if position == 1 then + return 4 + end + return 5 +end + +-- 获取指定时间的延迟 +-- 返回该时间点之前所有延迟段的总和 +function get_delay_for_time(delay_segments, time) + if not delay_segments or #delay_segments == 0 then return 0 end + + local segs = {} + for i = 1, #delay_segments do segs[i] = delay_segments[i] end + table.sort(segs, function(a, b) return a.start < b.start end) + + local applied_delay = 0 + for i = 1, #segs do + local seg = segs[i] + local delay = tonumber(seg.delay) + if time >= seg.start and delay then + applied_delay = applied_delay + delay + else + break + end + end + return applied_delay +end + +local function merge_delay_segments(segments) + if not segments or #segments == 0 then return {} end + + local NEAREST_THRESHOLD = 10 -- 最邻近段合并阈值 + local MERGE_THRESHOLD = 30 -- 跨段合并阈值 + local EPSILON = 1e-6 -- 判断接近 0 的阈值 + + table.sort(segments, function(a, b) return a.start < b.start end) + + local partially_merged = {} + local i = 1 + while i <= #segments do + local cur = segments[i] + local next_seg = segments[i + 1] + + if next_seg and (next_seg.start - cur.start) <= NEAREST_THRESHOLD then + local combined_delay = tonumber(cur.delay) + tonumber(next_seg.delay) + if math.abs(combined_delay) > EPSILON then + table.insert(partially_merged, { + start = cur.start, + delay = combined_delay + }) + end + i = i + 2 + else + if math.abs(tonumber(cur.delay)) > EPSILON then + table.insert(partially_merged, cur) + end + i = i + 1 + end + end + + local merged = {} + for _, seg in ipairs(partially_merged) do + local merged_flag = false + for idx, m in ipairs(merged) do + if math.abs(seg.start - m.start) <= MERGE_THRESHOLD then + m.delay = tonumber(m.delay) + tonumber(seg.delay) + if math.abs(m.delay) <= EPSILON then + table.remove(merged, idx) + end + merged_flag = true + break + end + end + if not merged_flag then + if math.abs(tonumber(seg.delay)) > EPSILON then + table.insert(merged, { + start = seg.start, + delay = seg.delay + }) + end + end + end + + table.sort(merged, function(a, b) return a.start < b.start end) + return merged +end + +function parse_delay_input(text) + if not text then return nil end + local s = tostring(text):gsub("%s+", "") + if s == "" then return nil end + -- XmYs 格式，允许负号在分钟部分 + local m, sec = string.match(s, "^(%-?%d+)m(%d+)s$") + if m and sec then + m = tonumber(m) + sec = tonumber(sec) + if not m or not sec then return nil end + if m < 0 then sec = -sec end + return m * 60 + sec + end + -- 普通数字（整数或小数），支持负数 + local n = tonumber(s) + if n ~= nil then return n end + return nil +end + +local function set_danmaku_delay(dly, time, specific_source) + if specific_source then + local source = DANMAKU.sources[specific_source] + if source and source.data and not source.blocked then + source.delay_segments = source.delay_segments or {} + if dly == 0 then + source.delay_segments = {} + elseif time then + table.insert(source.delay_segments, {start = time, delay = dly}) + else + table.insert(source.delay_segments, {start = 0, delay = dly}) + end + source.delay = nil + source.delay_segments = merge_delay_segments(source.delay_segments) + add_source_to_history(specific_source, source) + end + else + for url, source in pairs(DANMAKU.sources) do + if source.data and not source.blocked then + source.delay_segments = source.delay_segments or {} + if dly == 0 then + source.delay_segments = {} + elseif time then + table.insert(source.delay_segments, {start = time, delay = dly}) + else + table.insert(source.delay_segments, {start = 0, delay = dly}) + end + + source.delay = nil + source.delay_segments = merge_delay_segments(source.delay_segments) + add_source_to_history(url, source) + end + end + end + + if dly == 0 then + DELAY = 0 + else + DELAY = DELAY + dly + end + + if ENABLED and COMMENTS ~= nil then + render() + end + + -- 防抖：批量重建 ASS 事件并渲染，避免频繁变更导致重复重建 + if rebuild_convert_timer then + rebuild_convert_timer:kill() + rebuild_convert_timer = nil + end + rebuild_convert_timer = mp.add_timeout(0.1, function() + if convert_danmaku_to_ass_events then + convert_danmaku_to_ass_events(true) + end + render() + rebuild_convert_timer = nil + end) + + show_message('设置弹幕延迟: ' .. string.format("%.1f", DELAY + 1e-10) .. ' s') + mp.set_property_native(DELAY_PROPERTY, DELAY) +end + +local function clear_source() + local path = mp.get_property("path") + local history_json = read_file(HISTORY_PATH) + + if not path or not history_json then return end + + local history = utils.parse_json(history_json) or {} + if history[path] == nil then return end + + history[path] = nil + write_json_file(HISTORY_PATH, history) + + for url, source in pairs(DANMAKU.sources) do + if source.from == "user_custom" then + DANMAKU.sources[url] = nil + end + end + + load_danmaku(false) + + show_message("已重置当前视频所有弹幕源更改", 3) + msg.verbose("已重置当前视频所有弹幕源更改") +end + +function write_history(episodeid, api_server) + local history = {} + local path = mp.get_property("path") + local dir = get_parent_directory(path) + local fname = mp.get_property('filename/no-ext') + local episodeNumber = 0 + if episodeid then + episodeNumber = tonumber(episodeid) % 1000 + elseif DANMAKU.extra then + episodeNumber = DANMAKU.extra.episodenum + end + + if is_protocol(path) then + local title, season_num, episod_num = parse_title() + if title and episod_num then + if season_num then + dir = title .." Season".. season_num + else + dir = title + end + fname = url_decode(mp.get_property("media-title")) + episodeNumber = episod_num + end + end + + if dir ~= nil then + local history_json = read_file(HISTORY_PATH) + if history_json ~= nil then + history = utils.parse_json(history_json) or {} + end + history[dir] = {} + history[dir].fname = fname + history[dir].source = DANMAKU.source + history[dir].animeTitle = DANMAKU.anime + history[dir].episodeTitle = DANMAKU.episode + history[dir].episodeNumber = episodeNumber + if episodeid then + history[dir].episodeId = episodeid + elseif DANMAKU.extra then + history[dir].extra = DANMAKU.extra + end + if api_server then + history[dir].api_server = api_server + end + write_json_file(HISTORY_PATH, history) + end +end + +function remove_source_from_history(rm_source) + local history_json = read_file(HISTORY_PATH) + local path = mp.get_property("path") + + if is_protocol(path) then + path = remove_query(path) + end + + if history_json then + local history = utils.parse_json(history_json) or {} + + if history[path] ~= nil and history[path]["sources"] ~= nil then + for source in pairs(history[path]["sources"]) do + if source == rm_source then + history[path]["sources"][source] = nil + break + end + end + end + + write_json_file(HISTORY_PATH, history) + end +end + +function add_source_to_history(add_url, add_source) + local history_json = read_file(HISTORY_PATH) + local path = mp.get_property("path") + + if is_protocol(path) then + path = remove_query(path) + end + + local history = {} + if history_json then + history = utils.parse_json(history_json) or {} + end + + history[path] = history[path] or {} + history[path]["sources"] = history[path]["sources"] or {} + history[path]["sources"][add_url] = history[path]["sources"][add_url] or {} + + local record = history[path]["sources"][add_url] + record.from = add_source.from or "user_custom" + record.blocked = add_source.blocked or false + if record.from == "api_server" then + record.api_server = add_source.api_server or options.api_server + else + record.api_server = nil + end + + local delay_segments = shallow_copy(add_source.delay_segments or {}) + if #delay_segments > 0 then + record.delay_segments = merge_delay_segments(delay_segments) + if #record.delay_segments == 0 then + record.delay_segments = nil + end + else + record.delay_segments = nil + end + + record.delay = nil + write_json_file(HISTORY_PATH, history) +end + +function read_danmaku_source_record(path) + if is_protocol(path) then + path = remove_query(path) + end + + local history_json = read_file(HISTORY_PATH) + if not history_json then return end + + local history = utils.parse_json(history_json) or {} + local record = history[path] + if not record or not record.sources then return end + + local sources = record.sources + local upgraded_sources = {} + + if is_nested_table(sources) then + for source, data in pairs(sources) do + local from = data.from or "user_custom" + local blocked = data.blocked or false + local delay_segments = shallow_copy(data.delay_segments or {}) + if data.delay ~= nil then + for i = #delay_segments, 1, -1 do + if delay_segments[i].start == 0 then + table.remove(delay_segments, i) + end + end + table.insert(delay_segments, 1, { start = 0, delay = tonumber(data.delay) }) + end + if #delay_segments > 0 then + delay_segments = merge_delay_segments(delay_segments) + else + delay_segments = nil + end + + DANMAKU.sources[source] = { + from = from, + blocked = blocked, + delay_segments = delay_segments, + from_history = true, + api_server = data.api_server, + } + end + else + for _, raw in ipairs(sources) do + local source = raw + local blocked = false + local from = raw:match("<(.-)>") + local delay = raw:match("{{(.-)}}") + + source = source:gsub("<.->", ""):gsub("{{.-}}", "") + + if source:match("^%-") then + source = source:sub(2) + blocked = true + from = from or "api_server" + end + + local delay_segments = nil + if delay ~= nil then + delay_segments = { + { start = 0, delay = tonumber(delay) } + } + end + + DANMAKU.sources[source] = { + from = from or "user_custom", + blocked = blocked, + delay_segments = delay_segments, + from_history = true, + api_server = record.api_server, + } + + upgraded_sources[source] = shallow_copy(DANMAKU.sources[source]) + end + + if next(upgraded_sources) then + record.sources = upgraded_sources + write_json_file(HISTORY_PATH, history) + end + end +end + +-- 视频播放时保存弹幕 +function save_danmaku(not_forced) + local path = mp.get_property("path") + local dir = get_parent_directory(path) or "" + local filename = mp.get_property('filename/no-ext') + local danmaku_out = utils.join_path(dir, filename .. ".xml") + -- 排除网络播放场景 + if not path or is_protocol(path) or (not file_exists(danmaku_out) + and not is_writable(danmaku_out)) then + show_message("此弹幕文件不支持保存至本地") + msg.warn("此弹幕文件不支持保存至本地") + else + if not_forced and file_exists(danmaku_out) then + show_message("已存在同名弹幕文件：" .. danmaku_out) + msg.info("已存在同名弹幕文件：" .. danmaku_out) + return + else + convert_danmaku_to_xml(danmaku_out) + end + end +end + +-- 加载弹幕 +function load_danmaku(from_menu, no_osd) + if not ENABLED then return end + convert_danmaku_to_ass_events() + render_danmaku(from_menu, no_osd) +end + +-- 为 bilibli 网站的视频播放加载弹幕 +function load_danmaku_for_bilibili(path) + local cid, danmaku_id = get_cid() + if danmaku_id ~= nil then + mp.commandv('sub-remove', danmaku_id) + end + + if cid == nil then + cid = mp.get_opt('cid') + if not cid then + local patterns = { + "bilivideo%.c[nom]+.*/resource/(%d+)%D+.*", + "bilivideo%.c[nom]+.*/(%d+)-%d+-%d+%..*%?", + } + local urls = { + path, + mp.get_property("stream-open-filename", ''), + } + + for _, pattern in ipairs(patterns) do + for _, url in ipairs(urls) do + if url:find(pattern) then + cid = url:match(pattern) + break + end + end + end + end + end + if cid == nil and path:match("/video/BV.-") then + if path:match("video/BV.-/.*") then + path = path:gsub("/[^/]+$", "") + end + add_danmaku_source_online(path, true) + return + end + if cid ~= nil then + local url = "https://comment.bilibili.com/" .. cid .. ".xml" + local temp_file = "danmaku-" .. PID .. DANMAKU.count .. ".xml" + local danmaku_xml = utils.join_path(DANMAKU_PATH, temp_file) + DANMAKU.count = DANMAKU.count + 1 + local arg = { + "curl", + "-L", + "-s", + "--compressed", + "--user-agent", + "Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/124.0.0.0 Safari/537.36 Edg/124.0.0.0", + "--output", + danmaku_xml, + url, + } + + if options.cookie_file and options.cookie_file ~= "" then + table.insert(arg, '-b') + table.insert(arg, mp.command_native({"expand-path", options.cookie_file})) + end + + call_cmd_async(arg, function(error) + async_running = false + if error then + show_message("HTTP 请求失败，打开控制台查看详情", 5) + msg.error(error) + return + end + if file_exists(danmaku_xml) then + save_danmaku_downloaded(path, danmaku_xml) + load_danmaku(true) + end + end) + end +end + +-- 为 bahamut 网站的视频播放加载弹幕 +function load_danmaku_for_bahamut(path) + local path = path:gsub('%%(%x%x)', hex_to_char) + local sn = extract_between_colons(path) + if sn == nil then + return + end + local url = "https://ani.gamer.com.tw/ajax/danmuGet.php" + local temp_file = "bahamut-" .. PID .. ".json" + local danmaku_json = utils.join_path(DANMAKU_PATH, temp_file) + local arg = { + "curl", + "-X", + "POST", + "-d", + "sn=" .. sn, + "-L", + "-s", + "--user-agent", + "Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/85.0.4183.83 Safari/537.36", + "--header", + "Origin: https://ani.gamer.com.tw", + "--header", + "Content-Type: application/x-www-form-urlencoded;charset=utf-8", + "--header", + "Accept: application/json", + "--header", + "Authority: ani.gamer.com.tw", + "--output", + danmaku_json, + url, + } + + if options.proxy ~= "" then + table.insert(arg, '-x') + table.insert(arg, options.proxy) + end + + if options.cookie_file and options.cookie_file ~= "" then + table.insert(arg, '-b') + table.insert(arg, mp.command_native({"expand-path", options.cookie_file})) + end + + call_cmd_async(arg, function(error) + async_running = false + if error then + show_message("HTTP 请求失败，打开控制台查看详情", 5) + msg.error(error) + return + end + if not file_exists(danmaku_json) then + url = "https://ani.gamer.com.tw/animeVideo.php?sn=" .. sn + ENABLED = true + add_danmaku_source_online(url, true) + return + end + + local comments_json = read_file(danmaku_json) + os.remove(danmaku_json) + local comments = utils.parse_json(comments_json) + if not comments then + return + end + + local output_table = {} + for _, comment in ipairs(comments) do + local color = hex_to_int_color(comment["color"]) + local mode = get_type_from_position(comment["position"]) + local time = tonumber(comment["time"]) / 10 + local c_param = string.format("%s,%s,%s,25,,,", time, color, mode) + table.insert(output_table, { + c = c_param, + m = comment["text"] + }) + end + + local final_json_str = utils.format_json(output_table) + + temp_file = "danmaku-" .. PID .. DANMAKU.count .. ".json" + local json_filename = utils.join_path(DANMAKU_PATH, temp_file) + DANMAKU.count = DANMAKU.count + 1 + + local json_file = io.open(json_filename, "w") + if json_file then + json_file:write(final_json_str) + json_file:close() + end + + if file_exists(json_filename) then + save_danmaku_downloaded( + "https://ani.gamer.com.tw/animeVideo.php?sn=" .. sn, + json_filename) + load_danmaku(true) + end + end) +end + +function load_danmaku_for_url(path) + if path:find('bilibili.com') or path:find('bilivideo.c[nom]+') then + load_danmaku_for_bilibili(path) + return + end + + if path:find('bahamut.akamaized.net') then + load_danmaku_for_bahamut(path) + return + end + + local title, season_num, episod_num = parse_title() + local filename = url_decode(mp.get_property("media-title")) + local episod_number = nil + if title and episod_num then + if season_num then + dir = title .." Season".. season_num + episod_number = episod_num + else + dir = title + end + auto_load_danmaku(path, dir, filename, episod_number) + addon_danmaku(dir, false) + return + end + get_danmaku_with_hash(filename, path) + addon_danmaku() +end + +-- 自动加载上次匹配的弹幕 +function auto_load_danmaku(path, dir, filename, number) + if dir ~= nil then + local history_json = read_file(HISTORY_PATH) + if history_json ~= nil then + local history = utils.parse_json(history_json) or {} + -- 1.判断父文件名是否存在 + local history_dir = history[dir] + if history_dir ~= nil then + --2.如果存在，则获取number和id + DANMAKU.anime = history_dir.animeTitle + local episode_number = history_dir.episodeTitle and history_dir.episodeTitle:match("%d+") + local history_number = history_dir.episodeNumber + local history_id = history_dir.episodeId + local history_fname = history_dir.fname + local history_extra = history_dir.extra + local playing_number = nil + + if history_fname then + if filename ~= history_fname then + if number then + playing_number = number + else + history_number, playing_number = get_episode_number(filename, history_fname) + end + else + playing_number = history_number + end + else + playing_number = get_episode_number(filename) + end + if playing_number ~= nil then + local x = playing_number - history_number --获取集数差值 + DANMAKU.episode = episode_number and string.format("第%s话", episode_number + x) or history_dir.episodeTitle + show_message("自动加载上次匹配的弹幕", 3) + msg.verbose("自动加载上次匹配的弹幕") + if history_id then + local tmp_id = tostring(x + history_id) + set_episode_id(tmp_id) + elseif history_extra then + local episodenum = history_extra.episodenum + x + get_details(history_extra.class, history_extra.id, history_extra.site, + history_extra.title, history_extra.year, history_extra.number, episodenum) + end + else + get_danmaku_with_hash(filename, path) + end + else + get_danmaku_with_hash(filename, path) + end + else + get_danmaku_with_hash(filename, path) + end + end +end + +function init(path) + if not path then return end + local dir = get_parent_directory(path) + local filename = mp.get_property('filename/no-ext') + local video = mp.get_property_native("current-tracks/video") + local duration = mp.get_property_number("duration", 0) + if not video or video["image"] or video["albumart"] or duration < 60 then + msg.info("不支持的播放内容（非视频）") + return + end + if is_protocol(path) then + load_danmaku_for_url(path) + end + if dir and filename then + local danmaku_xml = utils.join_path(dir, filename .. ".xml") + if file_exists(danmaku_xml) then + add_danmaku_source_local(danmaku_xml, true) + else + auto_load_danmaku(path, dir, filename) + addon_danmaku(dir, true) + end + end +end + +mp.register_event("file-loaded", function() + local path = mp.get_property("path") + local dir = get_parent_directory(path) + local filename = mp.get_property('filename/no-ext') + local video = mp.get_property_native("current-tracks/video") + local fps = mp.get_property_number("container-fps", 0) + local duration = mp.get_property_number("duration", 0) + if not video or video["image"] or video["albumart"] or fps < 23 or duration < 60 then + return + end + + read_danmaku_source_record(path) + + if not get_danmaku_visibility() then + return + end + + if options.autoload_for_url and is_protocol(path) then + ENABLED = true + load_danmaku_for_url(path) + end + + if filename == nil or dir == nil then + return + end + local danmaku_xml = utils.join_path(dir, filename .. ".xml") + if options.autoload_local_danmaku then + if file_exists(danmaku_xml) then + ENABLED = true + add_danmaku_source_local(danmaku_xml) + return + end + end + + if options.auto_load then + ENABLED = true + auto_load_danmaku(path, dir, filename) + addon_danmaku(dir, false) + return + end + + if ENABLED and COMMENTS == nil and not async_running then + init(path) + end +end) + +-------------- 键位绑定 -------------- +mp.add_key_binding(options.open_search_danmaku_menu_key, "open_search_danmaku_menu", function() + mp.commandv("script-message", "open_search_danmaku_menu") +end) +mp.add_key_binding(options.show_danmaku_keyboard_key, "show_danmaku_keyboard", function() + mp.commandv("script-message", "show_danmaku_keyboard") +end) + +mp.register_script_message("danmaku-delay", function(...) + local commands = {...} + local delay_str, time_str = commands[1], commands[2] + local source_arg = commands[3] + local dly = parse_delay_input(delay_str) + local time = time_str and tonumber(time_str) + if type(dly) ~= "number" then + show_message("参数错误：缺少有效的延迟秒数", 3) + return + end + if source_arg and source_arg ~= "nil" then + set_danmaku_delay(dly, time, source_arg) + else + set_danmaku_delay(dly, time) + end +end) + +mp.register_script_message("show_danmaku_keyboard", function() + ENABLED = not ENABLED + if ENABLED then + mp.commandv("script-message-to", "uosc", "set", "show_danmaku", "on") + if COMMENTS == nil then + show_message("加载弹幕初始化...", 3) + set_danmaku_visibility(true) + local path = mp.get_property("path") + init(path) + else + show_loaded() + show_danmaku_func() + end + else + show_message("关闭弹幕", 2) + mp.commandv("script-message-to", "uosc", "set", "show_danmaku", "off") + hide_danmaku_func() + end +end) + +mp.register_script_message("check-update", check_for_update) +mp.register_script_message("clear-source", clear_source) +mp.register_script_message("immediately_save_danmaku", save_danmaku) +mp.register_script_message("open_source_delay_menu", open_delay_menu) +mp.register_script_message("open_search_danmaku_menu", open_input_menu) +mp.register_script_message("open_add_source_menu", open_add_menu) +mp.register_script_message("open_add_total_menu", open_add_total_menu) \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/aes.lua b/scripts/uosc_danmaku/modules/aes.lua new file mode 100644 index 0000000..3dd3d3b --- /dev/null +++ b/scripts/uosc_danmaku/modules/aes.lua @@ -0,0 +1,491 @@ +-- modified from https://github.com/idiomic/Lua_AES +--[[ + Copyright 2019 Tyler Richard Hoyer + Copyright 2025 dyphire + + Licensed under the Apache License, Version 2.0 (the "License"); + you may not use this file except in compliance with the License. + You may obtain a copy of the License at + + http://www.apache.org/licenses/LICENSE-2.0 + + Unless required by applicable law or agreed to in writing, software + distributed under the License is distributed on an "AS IS" BASIS, + WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. + See the License for the specific language governing permissions and + limitations under the License. +]] + +local unpack = unpack or table.unpack + +local GF8x2 = { + [0]=0x00,0x02,0x04,0x06,0x08,0x0a,0x0c,0x0e,0x10,0x12,0x14,0x16,0x18,0x1a,0x1c,0x1e, + 0x20,0x22,0x24,0x26,0x28,0x2a,0x2c,0x2e,0x30,0x32,0x34,0x36,0x38,0x3a,0x3c,0x3e, + 0x40,0x42,0x44,0x46,0x48,0x4a,0x4c,0x4e,0x50,0x52,0x54,0x56,0x58,0x5a,0x5c,0x5e, + 0x60,0x62,0x64,0x66,0x68,0x6a,0x6c,0x6e,0x70,0x72,0x74,0x76,0x78,0x7a,0x7c,0x7e, + 0x80,0x82,0x84,0x86,0x88,0x8a,0x8c,0x8e,0x90,0x92,0x94,0x96,0x98,0x9a,0x9c,0x9e, + 0xa0,0xa2,0xa4,0xa6,0xa8,0xaa,0xac,0xae,0xb0,0xb2,0xb4,0xb6,0xb8,0xba,0xbc,0xbe, + 0xc0,0xc2,0xc4,0xc6,0xc8,0xca,0xcc,0xce,0xd0,0xd2,0xd4,0xd6,0xd8,0xda,0xdc,0xde, + 0xe0,0xe2,0xe4,0xe6,0xe8,0xea,0xec,0xee,0xf0,0xf2,0xf4,0xf6,0xf8,0xfa,0xfc,0xfe, + 0x1b,0x19,0x1f,0x1d,0x13,0x11,0x17,0x15,0x0b,0x09,0x0f,0x0d,0x03,0x01,0x07,0x05, + 0x3b,0x39,0x3f,0x3d,0x33,0x31,0x37,0x35,0x2b,0x29,0x2f,0x2d,0x23,0x21,0x27,0x25, + 0x5b,0x59,0x5f,0x5d,0x53,0x51,0x57,0x55,0x4b,0x49,0x4f,0x4d,0x43,0x41,0x47,0x45, + 0x7b,0x79,0x7f,0x7d,0x73,0x71,0x77,0x75,0x6b,0x69,0x6f,0x6d,0x63,0x61,0x67,0x65, + 0x9b,0x99,0x9f,0x9d,0x93,0x91,0x97,0x95,0x8b,0x89,0x8f,0x8d,0x83,0x81,0x87,0x85, + 0xbb,0xb9,0xbf,0xbd,0xb3,0xb1,0xb7,0xb5,0xab,0xa9,0xaf,0xad,0xa3,0xa1,0xa7,0xa5, + 0xdb,0xd9,0xdf,0xdd,0xd3,0xd1,0xd7,0xd5,0xcb,0xc9,0xcf,0xcd,0xc3,0xc1,0xc7,0xc5, + 0xfb,0xf9,0xff,0xfd,0xf3,0xf1,0xf7,0xf5,0xeb,0xe9,0xef,0xed,0xe3,0xe1,0xe7,0xe5 + } + +local GF8x3 = { + [0]=0x00,0x03,0x06,0x05,0x0c,0x0f,0x0a,0x09,0x18,0x1b,0x1e,0x1d,0x14,0x17,0x12,0x11, + 0x30,0x33,0x36,0x35,0x3c,0x3f,0x3a,0x39,0x28,0x2b,0x2e,0x2d,0x24,0x27,0x22,0x21, + 0x60,0x63,0x66,0x65,0x6c,0x6f,0x6a,0x69,0x78,0x7b,0x7e,0x7d,0x74,0x77,0x72,0x71, + 0x50,0x53,0x56,0x55,0x5c,0x5f,0x5a,0x59,0x48,0x4b,0x4e,0x4d,0x44,0x47,0x42,0x41, + 0xc0,0xc3,0xc6,0xc5,0xcc,0xcf,0xca,0xc9,0xd8,0xdb,0xde,0xdd,0xd4,0xd7,0xd2,0xd1, + 0xf0,0xf3,0xf6,0xf5,0xfc,0xff,0xfa,0xf9,0xe8,0xeb,0xee,0xed,0xe4,0xe7,0xe2,0xe1, + 0xa0,0xa3,0xa6,0xa5,0xac,0xaf,0xaa,0xa9,0xb8,0xbb,0xbe,0xbd,0xb4,0xb7,0xb2,0xb1, + 0x90,0x93,0x96,0x95,0x9c,0x9f,0x9a,0x99,0x88,0x8b,0x8e,0x8d,0x84,0x87,0x82,0x81, + 0x9b,0x98,0x9d,0x9e,0x97,0x94,0x91,0x92,0x83,0x80,0x85,0x86,0x8f,0x8c,0x89,0x8a, + 0xab,0xa8,0xad,0xae,0xa7,0xa4,0xa1,0xa2,0xb3,0xb0,0xb5,0xb6,0xbf,0xbc,0xb9,0xba, + 0xfb,0xf8,0xfd,0xfe,0xf7,0xf4,0xf1,0xf2,0xe3,0xe0,0xe5,0xe6,0xef,0xec,0xe9,0xea, + 0xcb,0xc8,0xcd,0xce,0xc7,0xc4,0xc1,0xc2,0xd3,0xd0,0xd5,0xd6,0xdf,0xdc,0xd9,0xda, + 0x5b,0x58,0x5d,0x5e,0x57,0x54,0x51,0x52,0x43,0x40,0x45,0x46,0x4f,0x4c,0x49,0x4a, + 0x6b,0x68,0x6d,0x6e,0x67,0x64,0x61,0x62,0x73,0x70,0x75,0x76,0x7f,0x7c,0x79,0x7a, + 0x3b,0x38,0x3d,0x3e,0x37,0x34,0x31,0x32,0x23,0x20,0x25,0x26,0x2f,0x2c,0x29,0x2a, + 0x0b,0x08,0x0d,0x0e,0x07,0x04,0x01,0x02,0x13,0x10,0x15,0x16,0x1f,0x1c,0x19,0x1a +} + +local GF8x9 = { + [0]=0x00,0x09,0x12,0x1b,0x24,0x2d,0x36,0x3f,0x48,0x41,0x5a,0x53,0x6c,0x65,0x7e,0x77, + 0x90,0x99,0x82,0x8b,0xb4,0xbd,0xa6,0xaf,0xd8,0xd1,0xca,0xc3,0xfc,0xf5,0xee,0xe7, + 0x3b,0x32,0x29,0x20,0x1f,0x16,0x0d,0x04,0x73,0x7a,0x61,0x68,0x57,0x5e,0x45,0x4c, + 0xab,0xa2,0xb9,0xb0,0x8f,0x86,0x9d,0x94,0xe3,0xea,0xf1,0xf8,0xc7,0xce,0xd5,0xdc, + 0x76,0x7f,0x64,0x6d,0x52,0x5b,0x40,0x49,0x3e,0x37,0x2c,0x25,0x1a,0x13,0x08,0x01, + 0xe6,0xef,0xf4,0xfd,0xc2,0xcb,0xd0,0xd9,0xae,0xa7,0xbc,0xb5,0x8a,0x83,0x98,0x91, + 0x4d,0x44,0x5f,0x56,0x69,0x60,0x7b,0x72,0x05,0x0c,0x17,0x1e,0x21,0x28,0x33,0x3a, + 0xdd,0xd4,0xcf,0xc6,0xf9,0xf0,0xeb,0xe2,0x95,0x9c,0x87,0x8e,0xb1,0xb8,0xa3,0xaa, + 0xec,0xe5,0xfe,0xf7,0xc8,0xc1,0xda,0xd3,0xa4,0xad,0xb6,0xbf,0x80,0x89,0x92,0x9b, + 0x7c,0x75,0x6e,0x67,0x58,0x51,0x4a,0x43,0x34,0x3d,0x26,0x2f,0x10,0x19,0x02,0x0b, + 0xd7,0xde,0xc5,0xcc,0xf3,0xfa,0xe1,0xe8,0x9f,0x96,0x8d,0x84,0xbb,0xb2,0xa9,0xa0, + 0x47,0x4e,0x55,0x5c,0x63,0x6a,0x71,0x78,0x0f,0x06,0x1d,0x14,0x2b,0x22,0x39,0x30, + 0x9a,0x93,0x88,0x81,0xbe,0xb7,0xac,0xa5,0xd2,0xdb,0xc0,0xc9,0xf6,0xff,0xe4,0xed, + 0x0a,0x03,0x18,0x11,0x2e,0x27,0x3c,0x35,0x42,0x4b,0x50,0x59,0x66,0x6f,0x74,0x7d, + 0xa1,0xa8,0xb3,0xba,0x85,0x8c,0x97,0x9e,0xe9,0xe0,0xfb,0xf2,0xcd,0xc4,0xdf,0xd6, + 0x31,0x38,0x23,0x2a,0x15,0x1c,0x07,0x0e,0x79,0x70,0x6b,0x62,0x5d,0x54,0x4f,0x46 +} + +local GF8x11 = { + [0]=0x00,0x0b,0x16,0x1d,0x2c,0x27,0x3a,0x31,0x58,0x53,0x4e,0x45,0x74,0x7f,0x62,0x69, + 0xb0,0xbb,0xa6,0xad,0x9c,0x97,0x8a,0x81,0xe8,0xe3,0xfe,0xf5,0xc4,0xcf,0xd2,0xd9, + 0x7b,0x70,0x6d,0x66,0x57,0x5c,0x41,0x4a,0x23,0x28,0x35,0x3e,0x0f,0x04,0x19,0x12, + 0xcb,0xc0,0xdd,0xd6,0xe7,0xec,0xf1,0xfa,0x93,0x98,0x85,0x8e,0xbf,0xb4,0xa9,0xa2, + 0xf6,0xfd,0xe0,0xeb,0xda,0xd1,0xcc,0xc7,0xae,0xa5,0xb8,0xb3,0x82,0x89,0x94,0x9f, + 0x46,0x4d,0x50,0x5b,0x6a,0x61,0x7c,0x77,0x1e,0x15,0x08,0x03,0x32,0x39,0x24,0x2f, + 0x8d,0x86,0x9b,0x90,0xa1,0xaa,0xb7,0xbc,0xd5,0xde,0xc3,0xc8,0xf9,0xf2,0xef,0xe4, + 0x3d,0x36,0x2b,0x20,0x11,0x1a,0x07,0x0c,0x65,0x6e,0x73,0x78,0x49,0x42,0x5f,0x54, + 0xf7,0xfc,0xe1,0xea,0xdb,0xd0,0xcd,0xc6,0xaf,0xa4,0xb9,0xb2,0x83,0x88,0x95,0x9e, + 0x47,0x4c,0x51,0x5a,0x6b,0x60,0x7d,0x76,0x1f,0x14,0x09,0x02,0x33,0x38,0x25,0x2e, + 0x8c,0x87,0x9a,0x91,0xa0,0xab,0xb6,0xbd,0xd4,0xdf,0xc2,0xc9,0xf8,0xf3,0xee,0xe5, + 0x3c,0x37,0x2a,0x21,0x10,0x1b,0x06,0x0d,0x64,0x6f,0x72,0x79,0x48,0x43,0x5e,0x55, + 0x01,0x0a,0x17,0x1c,0x2d,0x26,0x3b,0x30,0x59,0x52,0x4f,0x44,0x75,0x7e,0x63,0x68, + 0xb1,0xba,0xa7,0xac,0x9d,0x96,0x8b,0x80,0xe9,0xe2,0xff,0xf4,0xc5,0xce,0xd3,0xd8, + 0x7a,0x71,0x6c,0x67,0x56,0x5d,0x40,0x4b,0x22,0x29,0x34,0x3f,0x0e,0x05,0x18,0x13, + 0xca,0xc1,0xdc,0xd7,0xe6,0xed,0xf0,0xfb,0x92,0x99,0x84,0x8f,0xbe,0xb5,0xa8,0xa3 +} + +local GF8x13 = { + [0]=0x00,0x0d,0x1a,0x17,0x34,0x39,0x2e,0x23,0x68,0x65,0x72,0x7f,0x5c,0x51,0x46,0x4b, + 0xd0,0xdd,0xca,0xc7,0xe4,0xe9,0xfe,0xf3,0xb8,0xb5,0xa2,0xaf,0x8c,0x81,0x96,0x9b, + 0xbb,0xb6,0xa1,0xac,0x8f,0x82,0x95,0x98,0xd3,0xde,0xc9,0xc4,0xe7,0xea,0xfd,0xf0, + 0x6b,0x66,0x71,0x7c,0x5f,0x52,0x45,0x48,0x03,0x0e,0x19,0x14,0x37,0x3a,0x2d,0x20, + 0x6d,0x60,0x77,0x7a,0x59,0x54,0x43,0x4e,0x05,0x08,0x1f,0x12,0x31,0x3c,0x2b,0x26, + 0xbd,0xb0,0xa7,0xaa,0x89,0x84,0x93,0x9e,0xd5,0xd8,0xcf,0xc2,0xe1,0xec,0xfb,0xf6, + 0xd6,0xdb,0xcc,0xc1,0xe2,0xef,0xf8,0xf5,0xbe,0xb3,0xa4,0xa9,0x8a,0x87,0x90,0x9d, + 0x06,0x0b,0x1c,0x11,0x32,0x3f,0x28,0x25,0x6e,0x63,0x74,0x79,0x5a,0x57,0x40,0x4d, + 0xda,0xd7,0xc0,0xcd,0xee,0xe3,0xf4,0xf9,0xb2,0xbf,0xa8,0xa5,0x86,0x8b,0x9c,0x91, + 0x0a,0x07,0x10,0x1d,0x3e,0x33,0x24,0x29,0x62,0x6f,0x78,0x75,0x56,0x5b,0x4c,0x41, + 0x61,0x6c,0x7b,0x76,0x55,0x58,0x4f,0x42,0x09,0x04,0x13,0x1e,0x3d,0x30,0x27,0x2a, + 0xb1,0xbc,0xab,0xa6,0x85,0x88,0x9f,0x92,0xd9,0xd4,0xc3,0xce,0xed,0xe0,0xf7,0xfa, + 0xb7,0xba,0xad,0xa0,0x83,0x8e,0x99,0x94,0xdf,0xd2,0xc5,0xc8,0xeb,0xe6,0xf1,0xfc, + 0x67,0x6a,0x7d,0x70,0x53,0x5e,0x49,0x44,0x0f,0x02,0x15,0x18,0x3b,0x36,0x21,0x2c, + 0x0c,0x01,0x16,0x1b,0x38,0x35,0x22,0x2f,0x64,0x69,0x7e,0x73,0x50,0x5d,0x4a,0x47, + 0xdc,0xd1,0xc6,0xcb,0xe8,0xe5,0xf2,0xff,0xb4,0xb9,0xae,0xa3,0x80,0x8d,0x9a,0x97 +} + +local GF8x14 = { + [0]=0x00,0x0e,0x1c,0x12,0x38,0x36,0x24,0x2a,0x70,0x7e,0x6c,0x62,0x48,0x46,0x54,0x5a, + 0xe0,0xee,0xfc,0xf2,0xd8,0xd6,0xc4,0xca,0x90,0x9e,0x8c,0x82,0xa8,0xa6,0xb4,0xba, + 0xdb,0xd5,0xc7,0xc9,0xe3,0xed,0xff,0xf1,0xab,0xa5,0xb7,0xb9,0x93,0x9d,0x8f,0x81, + 0x3b,0x35,0x27,0x29,0x03,0x0d,0x1f,0x11,0x4b,0x45,0x57,0x59,0x73,0x7d,0x6f,0x61, + 0xad,0xa3,0xb1,0xbf,0x95,0x9b,0x89,0x87,0xdd,0xd3,0xc1,0xcf,0xe5,0xeb,0xf9,0xf7, + 0x4d,0x43,0x51,0x5f,0x75,0x7b,0x69,0x67,0x3d,0x33,0x21,0x2f,0x05,0x0b,0x19,0x17, + 0x76,0x78,0x6a,0x64,0x4e,0x40,0x52,0x5c,0x06,0x08,0x1a,0x14,0x3e,0x30,0x22,0x2c, + 0x96,0x98,0x8a,0x84,0xae,0xa0,0xb2,0xbc,0xe6,0xe8,0xfa,0xf4,0xde,0xd0,0xc2,0xcc, + 0x41,0x4f,0x5d,0x53,0x79,0x77,0x65,0x6b,0x31,0x3f,0x2d,0x23,0x09,0x07,0x15,0x1b, + 0xa1,0xaf,0xbd,0xb3,0x99,0x97,0x85,0x8b,0xd1,0xdf,0xcd,0xc3,0xe9,0xe7,0xf5,0xfb, + 0x9a,0x94,0x86,0x88,0xa2,0xac,0xbe,0xb0,0xea,0xe4,0xf6,0xf8,0xd2,0xdc,0xce,0xc0, + 0x7a,0x74,0x66,0x68,0x42,0x4c,0x5e,0x50,0x0a,0x04,0x16,0x18,0x32,0x3c,0x2e,0x20, + 0xec,0xe2,0xf0,0xfe,0xd4,0xda,0xc8,0xc6,0x9c,0x92,0x80,0x8e,0xa4,0xaa,0xb8,0xb6, + 0x0c,0x02,0x10,0x1e,0x34,0x3a,0x28,0x26,0x7c,0x72,0x60,0x6e,0x44,0x4a,0x58,0x56, + 0x37,0x39,0x2b,0x25,0x0f,0x01,0x13,0x1d,0x47,0x49,0x5b,0x55,0x7f,0x71,0x63,0x6d, + 0xd7,0xd9,0xcb,0xc5,0xef,0xe1,0xf3,0xfd,0xa7,0xa9,0xbb,0xb5,0x9f,0x91,0x83,0x8d +} + +local s = { + [0]=0x63,0x7C,0x77,0x7B,0xF2,0x6B,0x6F,0xC5,0x30,0x01,0x67,0x2B,0xFE,0xD7,0xAB,0x76, + 0xCA,0x82,0xC9,0x7D,0xFA,0x59,0x47,0xF0,0xAD,0xD4,0xA2,0xAF,0x9C,0xA4,0x72,0xC0, + 0xB7,0xFD,0x93,0x26,0x36,0x3F,0xF7,0xCC,0x34,0xA5,0xE5,0xF1,0x71,0xD8,0x31,0x15, + 0x04,0xC7,0x23,0xC3,0x18,0x96,0x05,0x9A,0x07,0x12,0x80,0xE2,0xEB,0x27,0xB2,0x75, + 0x09,0x83,0x2C,0x1A,0x1B,0x6E,0x5A,0xA0,0x52,0x3B,0xD6,0xB3,0x29,0xE3,0x2F,0x84, + 0x53,0xD1,0x00,0xED,0x20,0xFC,0xB1,0x5B,0x6A,0xCB,0xBE,0x39,0x4A,0x4C,0x58,0xCF, + 0xD0,0xEF,0xAA,0xFB,0x43,0x4D,0x33,0x85,0x45,0xF9,0x02,0x7F,0x50,0x3C,0x9F,0xA8, + 0x51,0xA3,0x40,0x8F,0x92,0x9D,0x38,0xF5,0xBC,0xB6,0xDA,0x21,0x10,0xFF,0xF3,0xD2, + 0xCD,0x0C,0x13,0xEC,0x5F,0x97,0x44,0x17,0xC4,0xA7,0x7E,0x3D,0x64,0x5D,0x19,0x73, + 0x60,0x81,0x4F,0xDC,0x22,0x2A,0x90,0x88,0x46,0xEE,0xB8,0x14,0xDE,0x5E,0x0B,0xDB, + 0xE0,0x32,0x3A,0x0A,0x49,0x06,0x24,0x5C,0xC2,0xD3,0xAC,0x62,0x91,0x95,0xE4,0x79, + 0xE7,0xC8,0x37,0x6D,0x8D,0xD5,0x4E,0xA9,0x6C,0x56,0xF4,0xEA,0x65,0x7A,0xAE,0x08, + 0xBA,0x78,0x25,0x2E,0x1C,0xA6,0xB4,0xC6,0xE8,0xDD,0x74,0x1F,0x4B,0xBD,0x8B,0x8A, + 0x70,0x3E,0xB5,0x66,0x48,0x03,0xF6,0x0E,0x61,0x35,0x57,0xB9,0x86,0xC1,0x1D,0x9E, + 0xE1,0xF8,0x98,0x11,0x69,0xD9,0x8E,0x94,0x9B,0x1E,0x87,0xE9,0xCE,0x55,0x28,0xDF, + 0x8C,0xA1,0x89,0x0D,0xBF,0xE6,0x42,0x68,0x41,0x99,0x2D,0x0F,0xB0,0x54,0xBB,0x16 +} + +local si = { + [0]=0x52,0x09,0x6A,0xD5,0x30,0x36,0xA5,0x38,0xBF,0x40,0xA3,0x9E,0x81,0xF3,0xD7,0xFB, + 0x7C,0xE3,0x39,0x82,0x9B,0x2F,0xFF,0x87,0x34,0x8E,0x43,0x44,0xC4,0xDE,0xE9,0xCB, + 0x54,0x7B,0x94,0x32,0xA6,0xC2,0x23,0x3D,0xEE,0x4C,0x95,0x0B,0x42,0xFA,0xC3,0x4E, + 0x08,0x2E,0xA1,0x66,0x28,0xD9,0x24,0xB2,0x76,0x5B,0xA2,0x49,0x6D,0x8B,0xD1,0x25, + 0x72,0xF8,0xF6,0x64,0x86,0x68,0x98,0x16,0xD4,0xA4,0x5C,0xCC,0x5D,0x65,0xB6,0x92, + 0x6C,0x70,0x48,0x50,0xFD,0xED,0xB9,0xDA,0x5E,0x15,0x46,0x57,0xA7,0x8D,0x9D,0x84, + 0x90,0xD8,0xAB,0x00,0x8C,0xBC,0xD3,0x0A,0xF7,0xE4,0x58,0x05,0xB8,0xB3,0x45,0x06, + 0xD0,0x2C,0x1E,0x8F,0xCA,0x3F,0x0F,0x02,0xC1,0xAF,0xBD,0x03,0x01,0x13,0x8A,0x6B, + 0x3A,0x91,0x11,0x41,0x4F,0x67,0xDC,0xEA,0x97,0xF2,0xCF,0xCE,0xF0,0xB4,0xE6,0x73, + 0x96,0xAC,0x74,0x22,0xE7,0xAD,0x35,0x85,0xE2,0xF9,0x37,0xE8,0x1C,0x75,0xDF,0x6E, + 0x47,0xF1,0x1A,0x71,0x1D,0x29,0xC5,0x89,0x6F,0xB7,0x62,0x0E,0xAA,0x18,0xBE,0x1B, + 0xFC,0x56,0x3E,0x4B,0xC6,0xD2,0x79,0x20,0x9A,0xDB,0xC0,0xFE,0x78,0xCD,0x5A,0xF4, + 0x1F,0xDD,0xA8,0x33,0x88,0x07,0xC7,0x31,0xB1,0x12,0x10,0x59,0x27,0x80,0xEC,0x5F, + 0x60,0x51,0x7F,0xA9,0x19,0xB5,0x4A,0x0D,0x2D,0xE5,0x7A,0x9F,0x93,0xC9,0x9C,0xEF, + 0xA0,0xE0,0x3B,0x4D,0xAE,0x2A,0xF5,0xB0,0xC8,0xEB,0xBB,0x3C,0x83,0x53,0x99,0x61, + 0x17,0x2B,0x04,0x7E,0xBA,0x77,0xD6,0x26,0xE1,0x69,0x14,0x63,0x55,0x21,0x0C,0x7D +} + +local rcon = { + 0x8d,0x01,0x02,0x04,0x08,0x10,0x20,0x40,0x80,0x1b,0x36,0x6c,0xd8,0xab,0x4d,0x9a, + 0x2f,0x5e,0xbc,0x63,0xc6,0x97,0x35,0x6a,0xd4,0xb3,0x7d,0xfa,0xef,0xc5,0x91,0x39, + 0x72,0xe4,0xd3,0xbd,0x61,0xc2,0x9f,0x25,0x4a,0x94,0x33,0x66,0xcc,0x83,0x1d,0x3a, + 0x74,0xe8,0xcb,0x8d,0x01,0x02,0x04,0x08,0x10,0x20,0x40,0x80,0x1b,0x36,0x6c,0xd8, + 0xab,0x4d,0x9a,0x2f,0x5e,0xbc,0x63,0xc6,0x97,0x35,0x6a,0xd4,0xb3,0x7d,0xfa,0xef, + 0xc5,0x91,0x39,0x72,0xe4,0xd3,0xbd,0x61,0xc2,0x9f,0x25,0x4a,0x94,0x33,0x66,0xcc, + 0x83,0x1d,0x3a,0x74,0xe8,0xcb,0x8d,0x01,0x02,0x04,0x08,0x10,0x20,0x40,0x80,0x1b, + 0x36,0x6c,0xd8,0xab,0x4d,0x9a,0x2f,0x5e,0xbc,0x63,0xc6,0x97,0x35,0x6a,0xd4,0xb3, + 0x7d,0xfa,0xef,0xc5,0x91,0x39,0x72,0xe4,0xd3,0xbd,0x61,0xc2,0x9f,0x25,0x4a,0x94, + 0x33,0x66,0xcc,0x83,0x1d,0x3a,0x74,0xe8,0xcb,0x8d,0x01,0x02,0x04,0x08,0x10,0x20, + 0x40,0x80,0x1b,0x36,0x6c,0xd8,0xab,0x4d,0x9a,0x2f,0x5e,0xbc,0x63,0xc6,0x97,0x35, + 0x6a,0xd4,0xb3,0x7d,0xfa,0xef,0xc5,0x91,0x39,0x72,0xe4,0xd3,0xbd,0x61,0xc2,0x9f, + 0x25,0x4a,0x94,0x33,0x66,0xcc,0x83,0x1d,0x3a,0x74,0xe8,0xcb,0x8d,0x01,0x02,0x04, + 0x08,0x10,0x20,0x40,0x80,0x1b,0x36,0x6c,0xd8,0xab,0x4d,0x9a,0x2f,0x5e,0xbc,0x63, + 0xc6,0x97,0x35,0x6a,0xd4,0xb3,0x7d,0xfa,0xef,0xc5,0x91,0x39,0x72,0xe4,0xd3,0xbd, + 0x61,0xc2,0x9f,0x25,0x4a,0x94,0x33,0x66,0xcc,0x83,0x1d,0x3a,0x74,0xe8,0xcb,0x8d +} + +local xor4 = { + [0]=0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15, + 1,0,3,2,5,4,7,6,9,8,11,10,13,12,15,14, + 2,3,0,1,6,7,4,5,10,11,8,9,14,15,12,13, + 3,2,1,0,7,6,5,4,11,10,9,8,15,14,13,12, + 4,5,6,7,0,1,2,3,12,13,14,15,8,9,10,11, + 5,4,7,6,1,0,3,2,13,12,15,14,9,8,11,10, + 6,7,4,5,2,3,0,1,14,15,12,13,10,11,8,9, + 7,6,5,4,3,2,1,0,15,14,13,12,11,10,9,8, + 8,9,10,11,12,13,14,15,0,1,2,3,4,5,6,7, + 9,8,11,10,13,12,15,14,1,0,3,2,5,4,7,6, + 10,11,8,9,14,15,12,13,2,3,0,1,6,7,4,5, + 11,10,9,8,15,14,13,12,3,2,1,0,7,6,5,4, + 12,13,14,15,8,9,10,11,4,5,6,7,0,1,2,3, + 13,12,15,14,9,8,11,10,5,4,7,6,1,0,3,2, + 14,15,12,13,10,11,8,9,6,7,4,5,2,3,0,1, + 15,14,13,12,11,10,9,8,7,6,5,4,3,2,1,0, +} + +local function xor8(a, b) + local al = a % 16 + local bl = b % 16 + return 16 * xor4[a - al + (b - bl) / 16] + xor4[16 * al + bl] +end + +local function xor_blocks_8(a, b) + local res = {} + for i = 1, 16 do + res[i] = xor8(a[i], b[i]) + end + return res +end + +local function addRoundKey(state, key) + for i, byte in next, state do + state[i] = xor8(byte, key[i]) + end +end + +local function subBytes(state, s_box) + for i, byte in next, state do + state[i] = s_box[byte] + end +end + +local function shiftRows(state) + state[2], state[6], state[10], state[14] = + state[6], state[10], state[14], state[2] + + state[3], state[7], state[11], state[15] = + state[11], state[15], state[3], state[7] + + state[4], state[8], state[12], state[16] = + state[16], state[4], state[8], state[12] +end + +local function inv_shiftRows(state) + state[2], state[6], state[10], state[14] = + state[14], state[2], state[6], state[10] + + state[3], state[7], state[11], state[15] = + state[11], state[15], state[3], state[7] + + state[4], state[8], state[12], state[16] = + state[8], state[12], state[16], state[4] +end + +local function mixColumns(state) + for i = 0, 3 do + local cur = i*4+1 + local a, b, c, d = state[cur], state[cur + 1], state[cur + 2], state[cur + 3] + state[cur + 0] = xor8(xor8(xor8(GF8x2[a], GF8x3[b]), c), d) + state[cur + 1] = xor8(xor8(xor8(a, GF8x2[b]), GF8x3[c]), d) + state[cur + 2] = xor8(xor8(xor8(a, b), GF8x2[c]), GF8x3[d]) + state[cur + 3] = xor8(xor8(xor8(GF8x3[a], b), c), GF8x2[d]) + end +end + +local function inv_mixColumns(state) -- TODO: fix + for i = 0, 3 do + local cur = i*4+1 + local a, b, c, d = state[cur], state[cur + 1], state[cur + 2], state[cur + 3] + state[cur + 0] = xor8(xor8(xor8(GF8x14[a], GF8x11[b]), GF8x13[c]), GF8x9[d]) + state[cur + 1] = xor8(xor8(xor8(GF8x9[a], GF8x14[b]), GF8x11[c]), GF8x13[d]) + state[cur + 2] = xor8(xor8(xor8(GF8x13[a], GF8x9[b]), GF8x14[c]), GF8x11[d]) + state[cur + 3] = xor8(xor8(xor8(GF8x11[a], GF8x13[b]), GF8x9[c]), GF8x14[d]) + end +end + +-- 256-bit key constants +local n = 32 -- number of bytes in the 256-bit encryption key +local b = 240 -- number of bytes in 15 128-bit round keys +local function schedule256(key) + local expanded = {} + for c = 0, n-1 do + expanded[c] = key[c] + end + + local i = 1 + local c = n + local t1, t2, t3, t4 --t + while c < b do + t1 = expanded[c-4] + t2 = expanded[c-3] + t3 = expanded[c-2] + t4 = expanded[c-1] + + if (c % n == 0) then + t1, t2, t3, t4 = xor8(rcon[i+1], s[t2]), s[t3], s[t4], s[t1] + i = i + 1 + end + + if (c % n == 16) then + t1 = s[t1] + t2 = s[t2] + t3 = s[t3] + t4 = s[t4] + end + + t1 = xor8(t1, expanded[c - n]) + expanded[c] = t1 + c = c + 1 + + t2 = xor8(t2, expanded[c - n]) + expanded[c] = t2 + c = c + 1 + + t3 = xor8(t3, expanded[c - n]) + expanded[c] = t3 + c = c + 1 + + t4 = xor8(t4, expanded[c - n]) + expanded[c] = t4 + c = c + 1 + end + + local roundKeys = {} + for round = 0, 14 do + local roundKey = {} + for byte = 0, 15 do + roundKey[byte+1] = expanded[round * 16 + byte] + end + roundKeys[round] = roundKey + end + return roundKeys +end + +local function chunks(text, i) + local first = i * 16 + 1 + if first > #text then + return + end + i = i + 1 + + local chunk = {text:byte(first, first + 15)} + for j = #chunk + 1, 16 do + chunk[j] = 0 + end + + return i, chunk +end + +local function pkcs7_unpad(str) + local len = #str + if len == 0 then return str end + + local pad_len = string.byte(str, len) + if pad_len < 1 or pad_len > 16 then + return nil + end + + for i = len - pad_len + 1, len do + if string.byte(str, i) ~= pad_len then + return nil + end + end + + return string.sub(str, 1, len - pad_len) +end + +local function zero_unpad(str) + local len = #str + while len > 0 and string.byte(str, len) == 0 do + len = len - 1 + end + return string.sub(str, 1, len) +end + +local function unpad(str) + local unpadded = pkcs7_unpad(str) + if unpadded then + return unpadded + else + return zero_unpad(str) + end +end + +local function encrypt(state, roundKeys) + addRoundKey(state, roundKeys[0]) + for round = 1, 13 do + subBytes(state, s) + shiftRows(state) + mixColumns(state) + addRoundKey(state, roundKeys[round]) + end + subBytes(state, s) + shiftRows(state) + addRoundKey(state, roundKeys[14]) +end + +local function decrypt(state, roundKeys) + addRoundKey(state, roundKeys[14]) + inv_shiftRows(state) + subBytes(state, si) + for round = 13, 1, -1 do + addRoundKey(state, roundKeys[round]) + inv_mixColumns(state) + inv_shiftRows(state) + subBytes(state, si) + end + addRoundKey(state, roundKeys[0]) +end + +local function ECB_encrypt(key, originaltext) + local text = {} + local roundKeys = schedule256(key) + local i = 0 + while true do + i, state = chunks(originaltext, i) + if not state then break end + encrypt(state, roundKeys) + text[i] = string.char(unpack(state)) + end + return table.concat(text) +end + +local function ECB_decrypt(key, ciphertext) + local text = {} + local roundKeys = schedule256(key) + local i = 0 + while true do + i, state = chunks(ciphertext, i) + if not state then break end + decrypt(state, roundKeys) + text[i] = string.char(unpack(state)) + end + return unpad(table.concat(text)) +end + +local function CBC_encrypt(key, iv, originaltext) + local roundKeys = schedule256(key) + local text = {} + local prev_block = {unpack(iv)} + local i = 0 + + while true do + i, block = chunks(originaltext, i) + if not block then break end + + local xored = xor_blocks_8(block, prev_block) + encrypt(xored, roundKeys) + text[i] = string.char(unpack(xored)) + prev_block = xored + end + + return table.concat(text) +end + +local function CBC_decrypt(key, iv, ciphertext) + local roundKeys = schedule256(key) + local text = {} + local prev_block = {unpack(iv)} + local i = 0 + + while true do + i, block = chunks(ciphertext, i) + if not block then break end + + local decrypted = {unpack(block)} + + decrypt(decrypted, roundKeys) + local plain_block = xor_blocks_8(decrypted, prev_block) + text[i] = string.char(unpack(plain_block)) + prev_block = block + end + + local result = table.concat(text) + return unpad(result) +end + +return { + ECB = { + encrypt = ECB_encrypt; + decrypt = ECB_decrypt; + }; + CBC = { + encrypt = CBC_encrypt; + decrypt = CBC_decrypt; + }; +} \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/base64.lua b/scripts/uosc_danmaku/modules/base64.lua new file mode 100644 index 0000000..08be240 --- /dev/null +++ b/scripts/uosc_danmaku/modules/base64.lua @@ -0,0 +1,203 @@ +--[[ + + base64 -- v1.5.3 public domain Lua base64 encoder/decoder + no warranty implied; use at your own risk + + Needs bit32.extract function. If not present it's implemented using BitOp + or Lua 5.3 native bit operators. For Lua 5.1 fallbacks to pure Lua + implementation inspired by Rici Lake's post: + http://ricilake.blogspot.co.uk/2007/10/iterating-bits-in-lua.html + + author: Ilya Kolbin (iskolbin@gmail.com) + url: github.com/iskolbin/lbase64 + + COMPATIBILITY + + Lua 5.1+, LuaJIT + + LICENSE + + See end of file for license information. + +--]] + + +local base64 = {} + +local extract = _G.bit32 and _G.bit32.extract -- Lua 5.2/Lua 5.3 in compatibility mode +if not extract then + if _G.bit then -- LuaJIT + local shl, shr, band = _G.bit.lshift, _G.bit.rshift, _G.bit.band + extract = function( v, from, width ) + return band( shr( v, from ), shl( 1, width ) - 1 ) + end + elseif _G._VERSION == "Lua 5.1" then + extract = function( v, from, width ) + local w = 0 + local flag = 2^from + for i = 0, width-1 do + local flag2 = flag + flag + if v % flag2 >= flag then + w = w + 2^i + end + flag = flag2 + end + return w + end + else -- Lua 5.3+ + extract = load[[return function( v, from, width ) + return ( v >> from ) & ((1 << width) - 1) + end]]() + end +end + + +function base64.makeencoder( s62, s63, spad ) + local encoder = {} + for b64code, char in pairs{[0]='A','B','C','D','E','F','G','H','I','J', + 'K','L','M','N','O','P','Q','R','S','T','U','V','W','X','Y', + 'Z','a','b','c','d','e','f','g','h','i','j','k','l','m','n', + 'o','p','q','r','s','t','u','v','w','x','y','z','0','1','2', + '3','4','5','6','7','8','9',s62 or '+',s63 or'/',spad or'='} do + encoder[b64code] = char:byte() + end + return encoder +end + +function base64.makedecoder( s62, s63, spad ) + local decoder = {} + for b64code, charcode in pairs( base64.makeencoder( s62, s63, spad )) do + decoder[charcode] = b64code + end + return decoder +end + +local DEFAULT_ENCODER = base64.makeencoder() +local DEFAULT_DECODER = base64.makedecoder() + +local char, concat = string.char, table.concat + +function base64.encode( str, encoder, usecaching ) + encoder = encoder or DEFAULT_ENCODER + local t, k, n = {}, 1, #str + local lastn = n % 3 + local cache = {} + for i = 1, n-lastn, 3 do + local a, b, c = str:byte( i, i+2 ) + local v = a*0x10000 + b*0x100 + c + local s + if usecaching then + s = cache[v] + if not s then + s = char(encoder[extract(v,18,6)], encoder[extract(v,12,6)], encoder[extract(v,6,6)], encoder[extract(v,0,6)]) + cache[v] = s + end + else + s = char(encoder[extract(v,18,6)], encoder[extract(v,12,6)], encoder[extract(v,6,6)], encoder[extract(v,0,6)]) + end + t[k] = s + k = k + 1 + end + if lastn == 2 then + local a, b = str:byte( n-1, n ) + local v = a*0x10000 + b*0x100 + t[k] = char(encoder[extract(v,18,6)], encoder[extract(v,12,6)], encoder[extract(v,6,6)], encoder[64]) + elseif lastn == 1 then + local v = str:byte( n )*0x10000 + t[k] = char(encoder[extract(v,18,6)], encoder[extract(v,12,6)], encoder[64], encoder[64]) + end + return concat( t ) +end + +function base64.decode( b64, decoder, usecaching, schar1pos, schar2pos ) + decoder = decoder or DEFAULT_DECODER + schar1pos = schar1pos or 62 + schar2pos = schar2pos or 63 + local pattern = '[^%w%+%/%=]' + if decoder then + local s62, s63 + for charcode, b64code in pairs( decoder ) do + if b64code == schar1pos then s62 = charcode + elseif b64code == schar2pos then s63 = charcode + end + end + pattern = ('[^%%w%%%s%%%s%%=]'):format( char(s62), char(s63) ) + end + b64 = b64:gsub( pattern, '' ) + local cache = usecaching and {} + local t, k = {}, 1 + local n = #b64 + local padding = b64:sub(-2) == '==' and 2 or b64:sub(-1) == '=' and 1 or 0 + for i = 1, padding > 0 and n-4 or n, 4 do + local a, b, c, d = b64:byte( i, i+3 ) + local s + if usecaching then + local v0 = a*0x1000000 + b*0x10000 + c*0x100 + d + s = cache[v0] + if not s then + local v = decoder[a]*0x40000 + decoder[b]*0x1000 + decoder[c]*0x40 + decoder[d] + s = char( extract(v,16,8), extract(v,8,8), extract(v,0,8)) + cache[v0] = s + end + else + local v = decoder[a]*0x40000 + decoder[b]*0x1000 + decoder[c]*0x40 + decoder[d] + s = char( extract(v,16,8), extract(v,8,8), extract(v,0,8)) + end + t[k] = s + k = k + 1 + end + if padding == 1 then + local a, b, c = b64:byte( n-3, n-1 ) + local v = decoder[a]*0x40000 + decoder[b]*0x1000 + decoder[c]*0x40 + t[k] = char( extract(v,16,8), extract(v,8,8)) + elseif padding == 2 then + local a, b = b64:byte( n-3, n-2 ) + local v = decoder[a]*0x40000 + decoder[b]*0x1000 + t[k] = char( extract(v,16,8)) + end + return concat( t ) +end + +return base64 + +--[[ +------------------------------------------------------------------------------ +This software is available under 2 licenses -- choose whichever you prefer. +------------------------------------------------------------------------------ +ALTERNATIVE A - MIT License +Copyright (c) 2018 Ilya Kolbin +Permission is hereby granted, free of charge, to any person obtaining a copy of +this software and associated documentation files (the "Software"), to deal in +the Software without restriction, including without limitation the rights to +use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies +of the Software, and to permit persons to whom the Software is furnished to do +so, subject to the following conditions: +The above copyright notice and this permission notice shall be included in all +copies or substantial portions of the Software. +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. +------------------------------------------------------------------------------ +ALTERNATIVE B - Public Domain (www.unlicense.org) +This is free and unencumbered software released into the public domain. +Anyone is free to copy, modify, publish, use, compile, sell, or distribute this +software, either in source code form or as a compiled binary, for any purpose, +commercial or non-commercial, and by any means. +In jurisdictions that recognize copyright laws, the author or authors of this +software dedicate any and all copyright interest in the software to the public +domain. We make this dedication for the benefit of the public at large and to +the detriment of our heirs and successors. We intend this dedication to be an +overt act of relinquishment in perpetuity of all present and future rights to +this software under copyright law. +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN +ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION +WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. +------------------------------------------------------------------------------ +--]] \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/guess.lua b/scripts/uosc_danmaku/modules/guess.lua new file mode 100644 index 0000000..5440cc9 --- /dev/null +++ b/scripts/uosc_danmaku/modules/guess.lua @@ -0,0 +1,159 @@ +local unpack = unpack or table.unpack + +-- Clean up media name +local function clean_name(name) + return name:gsub("^%[.-%]", " ") + :gsub("^%(.-%)", " ") + :gsub("[_%.%[%]]", " ") + :gsub("第%s*%d+%s*季", "") + :gsub("第%s*%d+%s*部", "") + :gsub("第[一二三四五六七八九十]+季", "") + :gsub("第[一二三四五六七八九十]+部", "") + :gsub("^%s*(.-)%s*$", "%1") + :gsub("[!@#%.%?%+%-%%&*_=,/~`]+$", "") +end + +-- Formatters for media titles +local formatters = { + { + regex = "^(.-)%s*[_%-%.%s]%s*第%s*(%d+)%s*[季部]+%s*[_%-%.%s]%s*第%s*(%d+[%.v]?%d*)%s*[话集回]", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*第([一二三四五六七八九十]+)[季部]+%s*[_%-%.%s]%s*第%s*(%d+[%.v]?%d*)%s*[话集回]", + format = function(name, season, episode) + return clean_name(name) .. " S" .. chinese_to_number(season) .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*第%s*(%d+)%s*[季部]+%s*[_%-%.%s]%s*[^%ddD][eEpP]+(%d+[%.v]?%d*)", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*第([一二三四五六七八九十]+)[季部]+%s*[_%-%.%s]%s*[^%ddD][eEpP]+(%d+[%.v]?%d*)", + format = function(name, season, episode) + return clean_name(name) .. " S" .. chinese_to_number(season) .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)[_%.%s]%d%d[_%.%s]%d%d%s*[_%.%s]?(.-)%s*[_%.%s]%d+[pPkKxXbBfF]", + format = function(name, year, subtitle) + local title = clean_name(name) + if subtitle then + title = title .. ": " .. subtitle:gsub("%.", " "):gsub("^%s*(.-)%s*$", "%1") + end + return title .. " (" .. year .. ")" + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)%s*[_%.%s]%s*[sS](%d+)[%.%-%s:]?[eE](%d+%.?%d*)", + format = function(name, year, season, episode) + return clean_name(name) .. " (" .. year .. ") S" .. season .. "E" .. episode + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)%s*[_%.%s]%s*[^%ddD][eEpP]+(%d+%.?%d*)", + format = function(name, year, episode) + return clean_name(name) .. " (" .. year .. ") E" .. episode + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*[sS](%d+)[%.%-%s:]?[eE](%d+[%.v]?%d*)%s*[_%.%s]%s*(%d%d%d%d)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, season, episode, year) + return clean_name(name) .. " (" .. year .. ") S" .. season .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*[sS](%d+)[%.%-%s:]?[eE](%d+%.?%d*)", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d+)[nrdsth]+[_%.%s]%s*[sS]eason[_%.%s]%s*%[(%d+[%.v]?%d*)%]", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[^%ddD][eEpP]+(%d+[%.v]?%d*)[_%.%s]%s*(%d%d%d%d)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, episode, year) + return clean_name(name) .. " (" .. year .. ") E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[^%ddD][eEpP]+(%d+%.?%d*)", + format = function(name, episode) + return clean_name(name) .. " E" .. episode + end + }, + { + regex = "^(.-)%s*第%s*(%d+[%.v]?%d*)%s*[话集回]", + format = function(name, episode) + return clean_name(name) .. " E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*%[(%d+[%.v]?%d*)%]", + format = function(name, episode) + return clean_name(name) .. " E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*%[(%d+[%.v]?%d*)%(%a+%)%]", + format = function(name, episode) + return clean_name(name) .. " E" .. episode:gsub("v%d+$","") + end + }, + { + regex = "^(.-)%s*[%-#]%s*(%d+%.?%d*)%s*", + format = function(name, episode) + return clean_name(name) .. " E" .. episode + end + }, + { + regex = "^(.-)%s*[%[%(]([OVADSPs]+)[%]%)]", + format = function(name, sp) + return clean_name(name) .. " [" .. sp .. "]" + end + }, + { + regex = "^(.-)%s*[_%-%.%s]%s*(%d?%d)x(%d%d?%d?%d?)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, season, episode) + return clean_name(name) .. " S" .. season .. "E" .. episode + end + }, + { + regex = "^%((%d%d%d%d)%.?%d?%d?%.?%d?%d?%)%s*(.-)%s*[%(%[]", + format = function(year, name) + return clean_name(name) .. " (" .. year .. ")" + end + }, + { + regex = "^(.-)%s*[_%.%s]%s*(%d%d%d%d)[^%dhHxXvVpPkKxXbBfF]", + format = function(name, year) + return clean_name(name) .. " (" .. year .. ")" + end + }, + { + regex = "^%[.-%]%s*%[?(.-)%]?%s*[%(%[]", + format = function(name) + return clean_name(name) + end + }, +} + +-- Format filename based on regex patterns +function format_filename(title) + for _, formatter in ipairs(formatters) do + local matches = {title:match(formatter.regex)} + if #matches > 0 then + title = formatter.format(unpack(matches)) + return title + end + end +end \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/hash.lua b/scripts/uosc_danmaku/modules/hash.lua new file mode 100644 index 0000000..50240a4 --- /dev/null +++ b/scripts/uosc_danmaku/modules/hash.lua @@ -0,0 +1,192 @@ +--[[ + + sha256 -- public domain Lua SHA-256 implementation + no warranty implied; use at your own risk + + author: dyphire + + COMPATIBILITY + + Lua 5.1+, LuaJIT + + LICENSE: MIT License + +--]] + +local unpack = unpack or table.unpack + +local function band(a,b) + local res = 0 + local bit = 1 + for i = 0,31 do + local aa = a % 2 + local bb = b % 2 + if aa == 1 and bb == 1 then + res = res + bit + end + a = (a - aa) / 2 + b = (b - bb) / 2 + bit = bit * 2 + end + return res +end + +local function bor(a,b) + local res = 0 + local bit = 1 + for i = 0,31 do + local aa = a % 2 + local bb = b % 2 + if aa == 1 or bb == 1 then + res = res + bit + end + a = (a - aa) / 2 + b = (b - bb) / 2 + bit = bit * 2 + end + return res +end + +local function bxor(a,b) + local res = 0 + local bit = 1 + for i = 0,31 do + local aa = a % 2 + local bb = b % 2 + if (aa + bb) == 1 then + res = res + bit + end + a = (a - aa) / 2 + b = (b - bb) / 2 + bit = bit * 2 + end + return res +end + +local function bnot(a) + return 0xFFFFFFFF - a +end + +local function lshift(a,n) + return (a * 2^n) % 2^32 +end + +local function rshift(a,n) + return math.floor(a / 2^n) % 2^32 +end + +local function bit_ror(x, n) + return bor(rshift(x, n), lshift(x, 32 - n)) +end + +local function sha256(message) + local k = { + 0x428a2f98, 0x71374491, 0xb5c0fbcf, 0xe9b5dba5, 0x3956c25b, 0x59f111f1, 0x923f82a4, 0xab1c5ed5, + 0xd807aa98, 0x12835b01, 0x243185be, 0x550c7dc3, 0x72be5d74, 0x80deb1fe, 0x9bdc06a7, 0xc19bf174, + 0xe49b69c1, 0xefbe4786, 0x0fc19dc6, 0x240ca1cc, 0x2de92c6f, 0x4a7484aa, 0x5cb0a9dc, 0x76f988da, + 0x983e5152, 0xa831c66d, 0xb00327c8, 0xbf597fc7, 0xc6e00bf3, 0xd5a79147, 0x06ca6351, 0x14292967, + 0x27b70a85, 0x2e1b2138, 0x4d2c6dfc, 0x53380d13, 0x650a7354, 0x766a0abb, 0x81c2c92e, 0x92722c85, + 0xa2bfe8a1, 0xa81a664b, 0xc24b8b70, 0xc76c51a3, 0xd192e819, 0xd6990624, 0xf40e3585, 0x106aa070, + 0x19a4c116, 0x1e376c08, 0x2748774c, 0x34b0bcb5, 0x391c0cb3, 0x4ed8aa4a, 0x5b9cca4f, 0x682e6ff3, + 0x748f82ee, 0x78a5636f, 0x84c87814, 0x8cc70208, 0x90befffa, 0xa4506ceb, 0xbef9a3f7, 0xc67178f2 + } + + local function preprocess(msg) + local len = #msg + local bitLen = len * 8 + msg = msg .. "\128" + + local zeroPad = 64 - ((len + 9) % 64) + if zeroPad ~= 64 then + msg = msg .. string.rep("\0", zeroPad) + end + + msg = msg .. string.char( + rshift(bitLen, 56) % 256, + rshift(bitLen, 48) % 256, + rshift(bitLen, 40) % 256, + rshift(bitLen, 32) % 256, + rshift(bitLen, 24) % 256, + rshift(bitLen, 16) % 256, + rshift(bitLen, 8) % 256, + bitLen % 256 + ) + return msg + end + + local function chunkify(msg) + local chunks = {} + for i = 1, #msg, 64 do + table.insert(chunks, msg:sub(i, i + 63)) + end + return chunks + end + + local function processChunk(chunk, hash) + local w = {} + + for i = 1, 64 do + if i <= 16 then + w[i] = lshift(string.byte(chunk, (i - 1) * 4 + 1), 24) + + lshift(string.byte(chunk, (i - 1) * 4 + 2), 16) + + lshift(string.byte(chunk, (i - 1) * 4 + 3), 8) + + string.byte(chunk, (i - 1) * 4 + 4) + else + local s0 = bxor(bxor(bit_ror(w[i - 15], 7), bit_ror(w[i - 15], 18)), rshift(w[i - 15], 3)) + local s1 = bxor(bxor(bit_ror(w[i - 2], 17), bit_ror(w[i - 2], 19)), rshift(w[i - 2], 10)) + w[i] = (w[i - 16] + s0 + w[i - 7] + s1) % 2^32 + end + end + + local a, b, c, d, e, f, g, h = unpack(hash) + + for i = 1, 64 do + local s1 = bxor(bxor(bit_ror(e, 6), bit_ror(e, 11)), bit_ror(e, 25)) + local ch = bxor(band(e, f), band(bnot(e), g)) + local temp1 = (h + s1 + ch + k[i] + w[i]) % 2^32 + local s0 = bxor(bxor(bit_ror(a, 2), bit_ror(a, 13)), bit_ror(a, 22)) + local maj = bxor(bxor(band(a, b), band(a, c)), band(b, c)) + local temp2 = (s0 + maj) % 2^32 + + h = g + g = f + f = e + e = (d + temp1) % 2^32 + d = c + c = b + b = a + a = (temp1 + temp2) % 2^32 + end + + return + (hash[1] + a) % 2^32, + (hash[2] + b) % 2^32, + (hash[3] + c) % 2^32, + (hash[4] + d) % 2^32, + (hash[5] + e) % 2^32, + (hash[6] + f) % 2^32, + (hash[7] + g) % 2^32, + (hash[8] + h) % 2^32 + end + + message = preprocess(message) + local chunks = chunkify(message) + + local hash = { + 0x6a09e667, 0xbb67ae85, 0x3c6ef372, 0xa54ff53a, + 0x510e527f, 0x9b05688c, 0x1f83d9ab, 0x5be0cd19 + } + + for _, chunk in ipairs(chunks) do + hash = {processChunk(chunk, hash)} + end + + local result = "" + for _, h in ipairs(hash) do + result = result .. string.format("%08x", h) + end + + return result +end + +return sha256 \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/md5.lua b/scripts/uosc_danmaku/modules/md5.lua new file mode 100644 index 0000000..f2b1d8c --- /dev/null +++ b/scripts/uosc_danmaku/modules/md5.lua @@ -0,0 +1,164 @@ +-- taken from https://github.com/rkscv/danmaku/blob/main/danmaku.lua +-- modified from https://bitop.luajit.org/download.html (LuaBitOp-1.0.2 / md5test.lua) +-- and https://github.com/kikito/md5.lua/blob/master/md5.lua +-- SPDX-License-Identifier:MIT + +local byte, char, sub, rep = string.byte, string.char, string.sub, string.rep + +local tobit, tohex, bnot, bor, band, bxor, lshift, rshift, rol, bswap +if _G.bit then --LuaJIT + tobit, tohex = _G.bit.tobit or _G.bit.cast, _G.bit.tohex + bnot, bor, band, bxor, lshift, rshift = _G.bit.bnot, _G.bit.bor, _G.bit.band, _G.bit.bxor, _G.bit.lshift, _G.bit.rshift + rol, bswap = _G.bit.rol, _G.bit.bswap +elseif _G.bit32 then --Lua 5.2 + local bit32_bnot = _G.bit32.bnot + tobit = function(a) return a <= 0x7fffffff and a or -(_G.bit32.bnot(a) + 1) end + bnot = function(a) return tobit(bit32_bnot(tobit(a))) end + bor, band, bxor, lshift, rshift, rol = _G.bit32.bor, _G.bit32.band, _G.bit32.bxor, _G.bit32.lshift, _G.bit32.rshift, _G.bit32.lrotate +else + return nil +end +if not tohex then + tohex = function(a) return string.sub(string.format('%08x', a), -8) end +end +if not bswap then + bswap = function(a) + return bor(rshift(a, 24), band(rshift(a, 8), 0xff00), lshift(band(a, 0xff00), 8), lshift(a, 24)) + end +end + +local function tr_f(a, b, c, d, x, s) return rol(bxor(d, band(b, bxor(c, d))) + a + x, s) + b end +local function tr_g(a, b, c, d, x, s) return rol(bxor(c, band(d, bxor(b, c))) + a + x, s) + b end +local function tr_h(a, b, c, d, x, s) return rol(bxor(b, c, d) + a + x, s) + b end +local function tr_i(a, b, c, d, x, s) return rol(bxor(c, bor(b, bnot(d))) + a + x, s) + b end + +local function transform(x, a1, b1, c1, d1) + local a, b, c, d = a1, b1, c1, d1 + + a = tr_f(a, b, c, d, x[1] + 0xd76aa478, 7) + d = tr_f(d, a, b, c, x[2] + 0xe8c7b756, 12) + c = tr_f(c, d, a, b, x[3] + 0x242070db, 17) + b = tr_f(b, c, d, a, x[4] + 0xc1bdceee, 22) + a = tr_f(a, b, c, d, x[5] + 0xf57c0faf, 7) + d = tr_f(d, a, b, c, x[6] + 0x4787c62a, 12) + c = tr_f(c, d, a, b, x[7] + 0xa8304613, 17) + b = tr_f(b, c, d, a, x[8] + 0xfd469501, 22) + a = tr_f(a, b, c, d, x[9] + 0x698098d8, 7) + d = tr_f(d, a, b, c, x[10] + 0x8b44f7af, 12) + c = tr_f(c, d, a, b, x[11] + 0xffff5bb1, 17) + b = tr_f(b, c, d, a, x[12] + 0x895cd7be, 22) + a = tr_f(a, b, c, d, x[13] + 0x6b901122, 7) + d = tr_f(d, a, b, c, x[14] + 0xfd987193, 12) + c = tr_f(c, d, a, b, x[15] + 0xa679438e, 17) + b = tr_f(b, c, d, a, x[16] + 0x49b40821, 22) + + a = tr_g(a, b, c, d, x[2] + 0xf61e2562, 5) + d = tr_g(d, a, b, c, x[7] + 0xc040b340, 9) + c = tr_g(c, d, a, b, x[12] + 0x265e5a51, 14) + b = tr_g(b, c, d, a, x[1] + 0xe9b6c7aa, 20) + a = tr_g(a, b, c, d, x[6] + 0xd62f105d, 5) + d = tr_g(d, a, b, c, x[11] + 0x02441453, 9) + c = tr_g(c, d, a, b, x[16] + 0xd8a1e681, 14) + b = tr_g(b, c, d, a, x[5] + 0xe7d3fbc8, 20) + a = tr_g(a, b, c, d, x[10] + 0x21e1cde6, 5) + d = tr_g(d, a, b, c, x[15] + 0xc33707d6, 9) + c = tr_g(c, d, a, b, x[4] + 0xf4d50d87, 14) + b = tr_g(b, c, d, a, x[9] + 0x455a14ed, 20) + a = tr_g(a, b, c, d, x[14] + 0xa9e3e905, 5) + d = tr_g(d, a, b, c, x[3] + 0xfcefa3f8, 9) + c = tr_g(c, d, a, b, x[8] + 0x676f02d9, 14) + b = tr_g(b, c, d, a, x[13] + 0x8d2a4c8a, 20) + + a = tr_h(a, b, c, d, x[6] + 0xfffa3942, 4) + d = tr_h(d, a, b, c, x[9] + 0x8771f681, 11) + c = tr_h(c, d, a, b, x[12] + 0x6d9d6122, 16) + b = tr_h(b, c, d, a, x[15] + 0xfde5380c, 23) + a = tr_h(a, b, c, d, x[2] + 0xa4beea44, 4) + d = tr_h(d, a, b, c, x[5] + 0x4bdecfa9, 11) + c = tr_h(c, d, a, b, x[8] + 0xf6bb4b60, 16) + b = tr_h(b, c, d, a, x[11] + 0xbebfbc70, 23) + a = tr_h(a, b, c, d, x[14] + 0x289b7ec6, 4) + d = tr_h(d, a, b, c, x[1] + 0xeaa127fa, 11) + c = tr_h(c, d, a, b, x[4] + 0xd4ef3085, 16) + b = tr_h(b, c, d, a, x[7] + 0x04881d05, 23) + a = tr_h(a, b, c, d, x[10] + 0xd9d4d039, 4) + d = tr_h(d, a, b, c, x[13] + 0xe6db99e5, 11) + c = tr_h(c, d, a, b, x[16] + 0x1fa27cf8, 16) + b = tr_h(b, c, d, a, x[3] + 0xc4ac5665, 23) + + a = tr_i(a, b, c, d, x[1] + 0xf4292244, 6) + d = tr_i(d, a, b, c, x[8] + 0x432aff97, 10) + c = tr_i(c, d, a, b, x[15] + 0xab9423a7, 15) + b = tr_i(b, c, d, a, x[6] + 0xfc93a039, 21) + a = tr_i(a, b, c, d, x[13] + 0x655b59c3, 6) + d = tr_i(d, a, b, c, x[4] + 0x8f0ccc92, 10) + c = tr_i(c, d, a, b, x[11] + 0xffeff47d, 15) + b = tr_i(b, c, d, a, x[2] + 0x85845dd1, 21) + a = tr_i(a, b, c, d, x[9] + 0x6fa87e4f, 6) + d = tr_i(d, a, b, c, x[16] + 0xfe2ce6e0, 10) + c = tr_i(c, d, a, b, x[7] + 0xa3014314, 15) + b = tr_i(b, c, d, a, x[14] + 0x4e0811a1, 21) + a = tr_i(a, b, c, d, x[5] + 0xf7537e82, 6) + d = tr_i(d, a, b, c, x[12] + 0xbd3af235, 10) + c = tr_i(c, d, a, b, x[3] + 0x2ad7d2bb, 15) + b = tr_i(b, c, d, a, x[10] + 0xeb86d391, 21) + + return tobit(a + a1), tobit(b + b1), tobit(c + c1), tobit(d + d1) +end + +local function md5_update(self, s) + local m, len = s, #s + if len % 4 ~= 0 then + m = m .. '\128' .. rep('\0', 63 - band(len + 8, 63)) .. + char(band(lshift(len, 3), 255), band(rshift(len, 5), 255), band(rshift(len, 13), 255), + band(rshift(len, 21), 255)) .. '\0\0\0\0' + end + local a, b, c, d = self.a, self.b, self.c, self.d + local x, k = self.x, self.k + for i = 1, #m, 4 do + local m0, m1, m2, m3 = byte(m, i, i + 3) + x[k] = bor(m0, lshift(m1, 8), lshift(m2, 16), lshift(m3, 24)) + if k == 16 then + a, b, c, d = transform(x, a, b, c, d) + k = 1 + else + k = k + 1 + end + end + self.a, self.b, self.c, self.d, self.k = a, b, c, d, k + self.len = self.len + len + return self +end + +local function md5_finish(self) + local len = self.len + if len % 4 == 0 then + local s = '\128' .. rep('\0', 63 - band(len + 8, 63)) .. + char(band(lshift(len, 3), 255), band(rshift(len, 5), 255), band(rshift(len, 13), 255), + band(rshift(len, 21), 255)) .. '\0\0\0\0' + md5_update(self, s) + end + return tohex(bswap(self.a)) .. tohex(bswap(self.b)) .. tohex(bswap(self.c)) .. tohex(bswap(self.d)) +end + +local md5 = {} + +function md5.new() + return { + a = 0x67452301, + b = 0xefcdab89, + c = 0x98badcfe, + d = 0x10325476, + x = {}, + k = 1, + len = 0, + update = md5_update, + finish = md5_finish, + } +end + +function md5.sum(s) + return md5.new():update(s):finish() +end + +return md5 \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/menu.lua b/scripts/uosc_danmaku/modules/menu.lua new file mode 100644 index 0000000..691f30b --- /dev/null +++ b/scripts/uosc_danmaku/modules/menu.lua @@ -0,0 +1,1337 @@ +local msg = require('mp.msg') +local utils = require("mp.utils") +local unpack = unpack or table.unpack + +input_loaded, input = pcall(require, "mp.input") +uosc_available = false +latest_menu_anime = {} + +-- 打开番剧数据匹配菜单 +function get_animes(query) + local encoded_query = url_encode(query) + local url = options.api_server .. "/api/v2/search/anime" + local params = "keyword=" .. encoded_query + local full_url = url .. "?" .. params + local items = {} + + local message = "加载数据中..." + local menu_type = "menu_anime" + local menu_title = "在此处输入番剧名称" + local footnote = "使用enter或ctrl+enter进行搜索" + local menu_cmd = { "script-message-to", mp.get_script_name(), "search-anime-event" } + if uosc_available then + update_menu_uosc(menu_type, menu_title, message, footnote, menu_cmd, query) + else + show_message(message, 30) + end + msg.verbose("尝试获取番剧数据：" .. full_url) + + local args = make_danmaku_request_args("GET", full_url) + + if args == nil then + return + end + + local res = mp.command_native({ name = 'subprocess', capture_stdout = true, capture_stderr = true, args = args }) + + if not res.status or res.status ~= 0 then + local message = "获取数据失败" + if uosc_available then + update_menu_uosc(menu_type, menu_title, message, footnote, menu_cmd, query) + else + show_message(message, 3) + end + msg.error("HTTP 请求失败：" .. res.stderr) + end + + local response = utils.parse_json(res.stdout) + + if not response or not response.animes then + local message = "无结果" + if uosc_available then + update_menu_uosc(menu_type, menu_title, message, footnote, menu_cmd, query) + else + show_message(message, 3) + end + msg.info("无结果") + return + end + + for _, anime in ipairs(response.animes) do + table.insert(items, { + title = anime.animeTitle, + hint = anime.typeDescription, + value = { + "script-message-to", + mp.get_script_name(), + "search-episodes-event", + anime.animeTitle, anime.bangumiId, + }, + }) + end + + if uosc_available then + latest_menu_anime = update_menu_uosc(menu_type, menu_title, items, footnote, menu_cmd, query) + elseif input_loaded then + show_message("", 0) + mp.add_timeout(0.1, function() + latest_menu_anime = utils.format_json(items) + open_menu_select(items) + end) + end +end + +function get_episodes(animeTitle, bangumiId) + local url = options.api_server .. "/api/v2/bangumi/" .. bangumiId + local items = {} + + local message = "加载数据中..." + local menu_type = "menu_episodes" + local menu_title = "剧集信息" + local footnote = "使用 / 打开筛选" + + if uosc_available then + update_menu_uosc(menu_type, menu_title, message, footnote) + else + show_message(message, 30) + end + + local args = make_danmaku_request_args("GET", url) + + if args == nil then + return + end + + local res = mp.command_native({ name = 'subprocess', capture_stdout = true, capture_stderr = true, args = args }) + + if not res.status or res.status ~= 0 then + local message = "获取数据失败" + if uosc_available then + update_menu_uosc(menu_type, menu_title, message, footnote) + else + show_message(message, 3) + end + msg.error("HTTP 请求失败：" .. res.stderr) + end + + local response = utils.parse_json(res.stdout) + + if not response or not response.bangumi or not response.bangumi.episodes then + local message = "无结果" + if uosc_available then + update_menu_uosc(menu_type, menu_title, message, footnote) + else + show_message(message, 3) + end + msg.info("无结果") + return + end + + table.insert(items, { + title = "← 返回搜索结果", + value = { "script-message-to", mp.get_script_name(), "open-latest-menu-anime", latest_menu_anime }, + keep_open = false, + selectable = true, + }) + + for _, episode in ipairs(response.bangumi.episodes) do + table.insert(items, { + title = episode.episodeTitle, + hint = episode.episodeNumber, + value = { "script-message-to", mp.get_script_name(), "load-danmaku", + animeTitle, episode.episodeTitle, episode.episodeId }, + keep_open = false, + selectable = true, + }) + end + + if uosc_available then + footnote = mp.get_property("filename") + update_menu_uosc(menu_type, menu_title, items, footnote) + elseif input_loaded then + mp.add_timeout(0.1, function() + open_menu_select(items) + end) + end +end + +function update_menu_uosc(menu_type, menu_title, menu_item, menu_footnote, menu_cmd, query) + local items = {} + if type(menu_item) == "string" then + table.insert(items, { + title = menu_item, + value = "", + italic = true, + keep_open = true, + selectable = false, + align = "center", + icon = "spinner", + }) + else + items = menu_item + end + + local menu_props = { + type = menu_type, + title = menu_title, + search_style = menu_cmd and "palette" or "on_demand", + search_debounce = menu_cmd and "submit" or 0, + on_search = menu_cmd, + footnote = menu_footnote, + search_suggestion = query, + items = items, + } + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) + + return json_props +end + +function open_menu_select(menu_items, is_time) + local item_titles, item_values = {}, {} + for i, v in ipairs(menu_items) do + item_titles[i] = is_time and "[" .. v.hint .. "] " .. v.title or + (v.hint and v.title .. " (" .. v.hint .. ")" or v.title) + item_values[i] = v.value + end + mp.commandv('script-message-to', 'console', 'disable') + input.select({ + prompt = is_time and '筛选:' or '选择:', + items = item_titles, + submit = function(id) + input.terminate() + local v = item_values[id] + if type(v) == 'table' then + mp.commandv(unpack(v)) + elseif type(v) == 'string' then + mp.command(v) + end + end, + }) +end + +-- 打开弹幕输入搜索菜单 +function open_input_menu_get() + mp.commandv('script-message-to', 'console', 'disable') + local title = parse_title() + input.get({ + prompt = '番剧名称:', + default_text = title, + cursor_position = title and #title + 1, + submit = function(text) + input.terminate() + mp.commandv("script-message-to", mp.get_script_name(), "search-anime-event", text) + end + }) +end + +function open_input_menu_uosc() + local items = {} + + if DANMAKU.anime and DANMAKU.episode then + local episode = DANMAKU.episode:gsub("%s.-$","") + episode = episode:match("^(第.*[话回集]+)%s*") or episode + items[#items + 1] = { + title = string.format("已关联弹幕：%s-%s", DANMAKU.anime, episode), + bold = true, + italic = true, + keep_open = true, + selectable = false, + } + end + + items[#items + 1] = { + hint = " 追加|ds或|dy或|dm可搜索电视剧|电影|国漫", + keep_open = true, + selectable = false, + } + + local menu_props = { + type = "menu_danmaku", + title = "在此处输入番剧名称", + search_style = "palette", + search_debounce = "submit", + search_suggestion = parse_title(), + on_search = { "script-message-to", mp.get_script_name(), "search-anime-event" }, + footnote = "使用enter或ctrl+enter进行搜索", + items = items + } + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) +end + +function open_input_menu() + if uosc_available then + open_input_menu_uosc() + elseif input_loaded then + open_input_menu_get() + end +end + +-- 打开弹幕源添加管理菜单 +function open_add_menu_get() + local menu_log, deal_value = {}, {} + + -- 重建菜单内容函数 + local function rebuild_menu_log(select_num) + deal_value = {} + menu_log = { + { text = "【既有弹幕源】", style = "{\\c&H00CCFF&\\b1}" }, + { text = "----------------------------", style = "{\\c&H888888&}" } + } + + local serial = 0 + for url, source in pairs(DANMAKU.sources) do + if source.data then + serial = serial + 1 + local action, text + + if source.from == "api_server" then + action = source.blocked and "unblock" or "block" + text = string.format(" [%02d] %s [来源：弹幕服务器%s] ", serial, url, + source.blocked and "（已屏蔽）" or "（未屏蔽）") + else + action = "delete" + text = string.format(" [%02d] %s [来源：用户添加] ", serial, url) + end + + local style = (tonumber(select_num) == serial) and + "{\\c&HFFDE7F&\\b1}" or (action == "unblock" and "{\\c&H4C4CC3&\\b0}" or "{\\c&HCCCCCC&\\b0}") + + deal_value[serial] = {value = url, action = action} + table.insert(menu_log, {text = text, style = style}) + end + end + + if serial == 0 then + table.insert(menu_log, { text = " 无", style = "" }) + end + end + + -- 显示菜单 + local function show_menu(extra_lines, select_num) + rebuild_menu_log(select_num) + + local display = {} + for _, item in ipairs(menu_log) do table.insert(display, item) end + table.insert(display, { text = "----------------------------", style = "{\\c&H888888&}" }) + + if extra_lines then + if #extra_lines < 2 then table.insert(display, { text = "\n", style = "" }) end + for _, line in ipairs(extra_lines) do table.insert(display, line) end + else + table.insert(display, { text = "\n", style = "" }) + table.insert(display, { + text = "提示: 输入【选项数字】可屏蔽或删除既有弹幕源", + style = "{\\c&H999999&}" + }) + end + + input.set_log(display) + end + + -- 获取操作提示 + local function get_hint(action) + local hints = { + block = "按回车执行，屏蔽该弹幕源", + unblock = "按回车执行，解除该弹幕源的屏蔽", + delete = "按回车执行，删除该弹幕源" + } + return hints[action] or "按回车执行，获取输入源地址url的弹幕" + end + + input.get({ + keep_open = true, + prompt = "请在此输入源地址url: ", + opened = function() show_menu() end, + edited = function(text) + text = text:gsub("^%s*(.-)%s*$", "%1") + + if text == "" then + show_menu() + return + end + + local num = tonumber(text) + local event = num and deal_value[num] + local hint = get_hint(event and event.action) + + show_menu({ + { text = string.format("已输入: %s", text), style = "{\\c&HCCCCCC&}" }, + { text = hint, style = "{\\c&H999999&}" } + }, text) + end, + submit = function(text) + text = text:gsub("^%s*(.-)%s*$", "%1") + if text == "" then return end + + local num = tonumber(text) + local event = num and deal_value[num] + + if event then + local args = string.format('{"type":"activate","value":"%s","action":"%s"}', + string.gsub(event.value, '\\', '\\\\'), event.action) + mp.commandv("script-message-to", mp.get_script_name(), "setup-danmaku-source", args) + else + input.terminate() + mp.commandv("script-message-to", mp.get_script_name(), "add-source-event", text) + end + + mp.add_timeout(0.1, show_menu) + end + }) +end + +function open_add_menu_uosc() + local sources = {} + for url, source in pairs(DANMAKU.sources) do + if source.data then + local item = {title = url, value = url, keep_open = true,} + if source.from == "api_server" then + if source.blocked then + item.hint = "来源：弹幕服务器（已屏蔽）" + item.actions = {{icon = "check", name = "unblock", label = "解除屏蔽"},} + else + item.hint = "来源：弹幕服务器（未屏蔽）" + item.actions = {{icon = "not_interested", name = "block", label = "屏蔽"},} + end + else + item.hint = "来源：用户添加" + item.actions = {{icon = "delete", name = "delete", label = "删除"},} + end + table.insert(sources, item) + end + end + local menu_props = { + type = "menu_source", + title = "在此输入源地址url", + search_style = "palette", + search_debounce = "submit", + on_search = { "script-message-to", mp.get_script_name(), "add-source-event" }, + footnote = "使用enter或ctrl+enter进行添加", + items = sources, + item_actions_place = "outside", + callback = {mp.get_script_name(), 'setup-danmaku-source'}, + } + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) +end + +function open_add_menu() + if uosc_available then + open_add_menu_uosc() + elseif input_loaded then + open_add_menu_get() + end +end + +-- 打开弹幕内容菜单 +function open_content_menu(pos) + local items = {} + local time_pos = pos or mp.get_property_native("time-pos") + local duration = mp.get_property_number("duration", 0) + + if COMMENTS ~= nil then + for _, event in ipairs(COMMENTS) do + local text = event.clean_text:gsub("^m%s[mbl%s%-%d%.]+$", ""):gsub("^%s*(.-)%s*$", "%1") + local delay = event.delay + local start_time = event.start_time + local end_time = event.end_time + if text and text ~= "" and start_time >= 0 and start_time <= duration then + local delay_label_suffix = nil + local delay_num = delay and tonumber(delay) + if delay_num and math.abs(delay_num) > 0 then + delay_label_suffix = string.format("已存在延迟: %+0.1fs", delay_num) + end + + local adjust_label = '调整弹幕延迟' + if delay_label_suffix then + adjust_label = adjust_label .. '（' .. delay_label_suffix .. '）' + end + + table.insert(items, { + title = abbr_str(text, 60), + hint = seconds_to_time(start_time) .. " (" .. utf8_sub(remove_query(event.source), 1, 70) .. ")", + actions = { + { + name = 'block_source', + icon = 'block', + label = '屏蔽对应弹幕源' + }, + { + name = 'adjust_delay', + icon = 'more_time', + label = adjust_label, + }, + }, + value = { "seek", start_time, "absolute" }, + active = time_pos >= start_time and time_pos <= end_time, + }) + end + end + end + + local menu_props = { + type = "menu_content", + title = "弹幕内容", + footnote = "使用 / 打开搜索", + items = items, + item_actions_place = "outside", + callback = {mp.get_script_name(), 'handle-danmaku-content-action'}, + } + local json_props = utils.format_json(menu_props) + + if uosc_available then + mp.commandv("script-message-to", "uosc", "open-menu", json_props) + elseif input_loaded then + open_menu_select(items, true) + end +end + +local menu_items_config = { + bold = { title = "粗体", hint = options.bold, original = options.bold, + footnote = "true / false", }, + fontsize = { title = "大小", hint = options.fontsize, original = options.fontsize, + scope = { min = 0, max = math.huge }, footnote = "请输入整数(>=0)", }, + outline = { title = "描边", hint = options.outline, original = options.outline, + scope = { min = 0.0, max = 4.0 }, footnote = "输入范围：(0.0-4.0)" }, + shadow = { title = "阴影", hint = options.shadow, original = options.shadow, + scope = { min = 0, max = math.huge }, footnote = "请输入整数(>=0)", }, + scrolltime = { title = "速度", hint = options.scrolltime, original = options.scrolltime, + scope = { min = 1, max = math.huge }, footnote = "请输入整数(>=1)", }, + opacity = { title = "透明度", hint = options.opacity, original = options.opacity, + scope = { min = 0, max = 1 }, footnote = "输入范围：0（完全透明）到1（不透明）", }, + displayarea = { title = "弹幕显示范围", hint = options.displayarea, original = options.displayarea, + scope = { min = 0.0, max = 1.0 }, footnote = "显示范围(0.0-1.0)", }, +} +-- 创建一个包含键顺序的表，这是样式菜单的排布顺序 +local ordered_keys = {"bold", "fontsize", "outline", "shadow", "scrolltime", "opacity", "displayarea"} + +-- 设置弹幕样式菜单 +function open_style_menu_get(query, indicator) + mp.commandv('script-message-to', 'console', 'disable') + local menu_log = {} + + local select_num = 0 + local select_query = nil + if query then + if tonumber(query) ~= nil then + select_num = tonumber(query) + else + for i, v in ipairs(ordered_keys) do + if v == query then + select_num = i + end + end + end + select_query = ordered_keys[select_num] + end + + local function build_menu(source) + menu_log = { + { text = "【弹幕样式菜单】", style = "{\\c&H00CCFF&\\b1}" }, + { text = ("-"):rep(33), style = "{\\c&H888888&}" } + } + + local serial = 0 + for _, key in ipairs(ordered_keys) do + serial = serial + 1 + local config = menu_items_config[key] + local text = string.format(" [%02d] %s [目前：%s] ", serial, config.title, config.hint) + text = config.hint ~= config.original and text .. "⟳" or text + local style = serial == select_num and "{\\c&HFFDE7F&}" or "{\\c&HCCCCCC&}" + local item_config = { text = text, style = style } + table.insert(menu_log, item_config) + end + + table.insert(menu_log, { text = ("-"):rep(33), style = "{\\c&H888888&}" }) + if select_num == 0 then + table.insert(menu_log, { + text = "注: 样式更改仅在本次播放生效", + style = "{\\c&HFFDE7F&}" + }) + table.insert(menu_log, { + text = "提示: 输入【w】可上移选项，【s】可下移选项", + style = "{\\c&H999999&}" + }) + else + local input_text = source and source or "" + local config = menu_items_config[select_query] + local suffix = "" + if config and config.hint ~= config.original then + suffix = "（输入\\r恢复默认配置）" + end + input_text = string.format("已输入%s: %s", suffix, input_text) + + local scope = config and config.footnote or "" + local hint_text = select_query == "bold" and "提示: 输入【y】切换状态" or "提示: " .. scope + local hint_style = "{\\c&H999999&}" + if source and source:lower() == "\\r" then + hint_text = string.format("提示: 回车将恢复默认配置 < %s >", config.original) + end + if indicator == "refresh" or indicator == "updata" then + indicator = "" + hint_text = "提示: 样式更改成功" + hint_style = "{\\c&HFFDE7F&}" + mp.add_timeout(1.5, build_menu) + elseif indicator == "error" then + indicator = "" + hint_text = "提示: 输入非数字字符或范围出错" + hint_style = "{\\c&H4C4CC3&}" + mp.add_timeout(1.5, build_menu) + end + + table.insert(menu_log, { text = input_text, style = "{\\c&HCCCCCC&}" }) + table.insert(menu_log, { text = hint_text, style = hint_style }) + end + input.set_log(menu_log) + end + + input.get({ + keep_open = true, + prompt = "请在此输入操作（w/s|上移/下移）: ", + opened = function() build_menu() end, + edited = function(text) + text = text:gsub("^%s*(.-)%s*$", "%1") + + if text == "" then + build_menu() + return + end + + if text:lower() == "w" or text:lower() == "s" then + input.terminate() + select_num = text:lower() == "w" and select_num - 1 or select_num + 1 + select_num = (select_num > #ordered_keys) and 1 or (select_num <= 0 and #ordered_keys or select_num) + mp.add_timeout(0.01, function() + open_style_menu_get(select_num) + end) + return + end + + build_menu(text) + end, + submit = function(text) + if select_query == nil then return end + text = text:gsub("^%s*(.-)%s*$", "%1") + if text == "" then return end + + if text:lower() == "\\r" then + input.terminate() + local args = string.format('{"type":"activate","action":"%s","index":%d}', select_query, select_num) + mp.commandv("script-message-to", mp.get_script_name(), "setup-danmaku-style", args) + else + if menu_items_config[select_query]["scope"] ~= nil then + input.terminate() + mp.commandv("script-message-to", mp.get_script_name(), "setup-danmaku-style", select_query, text) + elseif text:lower() == "y" and select_query == "bold" then + input.terminate() + local args = string.format('{"type":"activate","index":%d}', select_num) + mp.commandv("script-message-to", mp.get_script_name(), "setup-danmaku-style", args) + end + end + return + end + }) +end + +function open_style_menu_uosc(actived, status) + local items = {} + for _, key in ipairs(ordered_keys) do + local config = menu_items_config[key] + local item_config = { + title = config.title, + hint = "目前：" .. tostring(config.hint), + active = key == actived, + keep_open = true, + selectable = true, + } + if config.hint ~= config.original then + local original_str = tostring(config.original) + item_config.actions = {{icon = "refresh", name = key, label = "恢复默认配置 < " .. original_str .. " >"}} + end + table.insert(items, item_config) + end + + local menu_props = { + type = "menu_style", + title = "弹幕样式", + search_style = "disabled", + footnote = "样式更改仅在本次播放生效", + item_actions_place = "outside", + items = items, + callback = { mp.get_script_name(), 'setup-danmaku-style'}, + } + + local actions = "open-menu" + if status ~= nil then + -- msg.info(status) + if status == "updata" then + -- "updata" 模式会保留输入框文字 + menu_props.title = " " .. menu_items_config[actived]["footnote"] + actions = "update-menu" + elseif status == "refresh" then + -- "refresh" 模式会清除输入框文字 + menu_props.title = " " .. menu_items_config[actived]["footnote"] + elseif status == "error" then + menu_props.title = "输入非数字字符或范围出错" + -- 创建一个定时器，在1秒后触发回调函数，删除搜索栏错误信息 + mp.add_timeout(1.0, function() open_style_menu_uosc(actived, "updata") end) + end + menu_props.search_style = "palette" + menu_props.search_debounce = "submit" + menu_props.footnote = menu_items_config[actived]["footnote"] or "" + menu_props.on_search = { "script-message-to", mp.get_script_name(), "setup-danmaku-style", actived } + end + + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", actions, json_props) +end + +function open_style_menu(actived, status) + if uosc_available then + open_style_menu_uosc(actived, status) + elseif input_loaded then + mp.add_timeout(0.01, function() + open_style_menu_get(actived, status) + end) + else + show_message("无支持可用的 UI框架，不支持使用该功能", 3) + end +end + +-- 打开以指定时间为起点的延迟菜单 +function open_delay_from_time_get(source, time, status) + mp.commandv('script-message-to', 'console', 'disable') + local menu_log = {} + + local function build_menu(query, input_text) + menu_log = { + { text = "【从该时间起调整弹幕延迟】", style = "{\\c&H00CCFF&\\b1}" }, + { text = ("-"):rep(33), style = "{\\c&H888888&}" } + } + + table.insert(menu_log, { text = "\n", style = "" }) + local hint_text = "提示：请输入数字，单位（秒）/ 或者按照形如\"14m15s\"的格式输入分钟数加秒数" + local hint_style = "{\\c&H999999&}" + if status == "error" then + hint_text = "提示: 输入非数字字符或范围出错" + hint_style = "{\\c&H4C4CC3&}" + end + + table.insert(menu_log, { text = input_text and ("已输入：" .. input_text) or "", style = "{\\c&HCCCCCC&}" }) + table.insert(menu_log, { text = hint_text, style = hint_style }) + input.set_log(menu_log) + end + + input.get({ + keep_open = true, + prompt = "请输入要设置的延迟（秒或 XmYs）: ", + opened = function() build_menu() end, + edited = function(text) + text = text:gsub("^%s*(.-)%s*$", "%1") + if text == "" then + build_menu() + return + end + build_menu(text) + end, + submit = function(text) + text = text and text:gsub("^%s*(.-)%s*$", "%1") or "" + if text == "" then return end + input.terminate() + local parsed = parse_delay_input(text) + if parsed ~= nil then + mp.commandv("script-message", "danmaku-delay", tostring(parsed), tostring(time), tostring(source)) + else + open_delay_from_time(time, "error") + end + end + }) +end + +function open_delay_from_time_uosc(source, time, status) + if not uosc_available then + show_message("无uosc UI框架，不支持使用该功能", 2) + return + end + + local menu_props = { + type = "menu_delay_from_time", + title = "从该时间起调整弹幕延迟", + search_style = "palette", + search_debounce = "submit", + footnote = "请输入数字，单位（秒）/ 或者按照形如\"14m15s\"的格式输入分钟数加秒数", + items = {}, + on_search = { "script-message-to", mp.get_script_name(), "setup-content-delay", tostring(time), tostring(source) }, + } + + if status == "error" then + menu_props.title = "输入非数字字符或范围出错" + mp.add_timeout(1.0, function() open_delay_from_time_uosc(source, time) end) + end + + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) +end + +function open_delay_from_time(source, time, status) + if uosc_available then + open_delay_from_time_uosc(source, time, status) + elseif input_loaded then + mp.add_timeout(0.01, function() + open_delay_from_time_get(source, time, status) + end) + else + show_message("无支持可用的 UI框架，不支持使用该功能", 3) + end +end + +-- 设置弹幕源延迟菜单 +function open_delay_menu_get(source, status) + mp.commandv('script-message-to', 'console', 'disable') + local menu_log = {} + + local serial = 0 + local select_num = 0 + if source and tonumber(source) ~= nil then + select_num = tonumber(source) + end + local select_url = nil + + local function build_menu(query, text) + menu_log = { + { text = "【弹幕源延迟菜单】", style = "{\\c&H00CCFF&\\b1}" }, + { text = ("-"):rep(33), style = "{\\c&H888888&}" } + } + + serial, select_num = 0, 0 + for url, src in pairs(DANMAKU.sources) do + if src.data and not src.blocked then + local delay = 0 + serial = serial + 1 + select_num = (url == source) and serial or select_num + if src.delay_segments then + for _, seg in ipairs(src.delay_segments) do + if seg.start == 0 then + delay = seg.delay or 0 + break + end + end + end + local hint = "当前弹幕源延迟: " .. string.format("%.1f", delay + 1e-10) .. "秒" + local text = string.format(" [%02d] %s [%s] ", serial, url, hint) + local style = (serial == select_num) and "{\\c&HFFDE7F&}" or "{\\c&HCCCCCC&}" + table.insert(menu_log, { text = text, style = style }) + select_url = serial == select_num and url or select_url + end + end + if serial == 0 then + table.insert(menu_log, { text = " 无", style = "" }) + end + + table.insert(menu_log, { text = ("-"):rep(33), style = "{\\c&H888888&}" }) + if select_num == 0 then + table.insert(menu_log, { text = "\n", style = "" }) + table.insert(menu_log, { + text = "提示: 输入【w】可上移选项，【s】可下移选项", + style = "{\\c&H999999&}" + }) + else + local input_text = "已输入：" .. (text ~= nil and text or "") + + local hint_text = "提示：请输入数字，单位（秒）/ 或者按照形如\"14m15s\"的格式输入分钟数加秒数" + local hint_style = "{\\c&H999999&}" + if status == "refresh" then + status = "" + hint_text = "提示: 样式更改成功" + hint_style = "{\\c&HFFDE7F&}" + mp.add_timeout(1.5, build_menu) + elseif status == "error" then + status = "" + hint_text = "提示: 输入非数字字符或范围出错" + hint_style = "{\\c&H4C4CC3&}" + mp.add_timeout(1.5, build_menu) + end + +-- table.insert(menu_log, { text = input_text, style = "{\\c&HCCCCCC&}" }) + table.insert(menu_log, { text = input_text, style = "{\\c&HCCCCCC&}" }) + table.insert(menu_log, { text = hint_text, style = hint_style }) + end + input.set_log(menu_log) + end + + input.get({ + keep_open = true, + prompt = "请在此输入操作（w/s|上移/下移）: ", + opened = function() build_menu() end, + edited = function(text) + text = text:gsub("^%s*(.-)%s*$", "%1") + + if text == "" then + build_menu() + return + end + + if text:lower() == "w" or text:lower() == "s" then + input.terminate() + select_num = text:lower() == "w" and select_num - 1 or select_num + 1 + select_num = (select_num > serial) and 1 or (select_num <= 0 and serial or select_num) + mp.add_timeout(0.01, function() + open_delay_menu_get(select_num) + end) + return + end + + build_menu(select_num, text) + end, + submit = function(text) + if select_url == nil then return end + text = text:gsub("^%s*(.-)%s*$", "%1") + if text == "" then return end + + input.terminate() + mp.commandv("script-message-to", mp.get_script_name(), "setup-source-delay", select_url, text) + return + end + }) +end + +function open_delay_menu_uosc(source_url, status) + if not uosc_available then + show_message("无uosc UI框架，不支持使用该功能", 2) + return + end + + local sources = {} + for url, source in pairs(DANMAKU.sources) do + if source.data and not source.blocked then + local delay = 0 + if source.delay_segments then + for _, seg in ipairs(source.delay_segments) do + if seg.start == 0 then + delay = seg.delay or 0 + break + end + end + end + local item = {title = url, value = url, keep_open = true,} + item.hint = "当前弹幕源延迟:" .. string.format("%.1f", delay + 1e-10) .. "秒" + item.active = url == source_url + table.insert(sources, item) + end + end + + local menu_props = { + type = "menu_delay", + title = "弹幕源延迟设置", + search_style = "disabled", + items = sources, + callback = {mp.get_script_name(), 'setup-source-delay'}, + } + if source_url ~= nil then + if status == "error" then + menu_props.title = "输入非数字字符或范围出错" + -- 创建一个定时器，在1秒后触发回调函数，删除搜索栏错误信息 + mp.add_timeout(1.0, function() open_delay_menu_uosc(source_url) end) + else + menu_props.title = "请输入数字，单位（秒）/ 或者按照形如\"14m15s\"的格式输入分钟数加秒数" + end + menu_props.search_style = "palette" + menu_props.search_debounce = "submit" + menu_props.on_search = { "script-message-to", mp.get_script_name(), "setup-source-delay", source_url } + end + + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) +end + +function open_delay_menu(source, status) + if uosc_available then + open_delay_menu_uosc(source, status) + elseif input_loaded then + mp.add_timeout(0.01, function() + open_delay_menu_get(source, status) + end) + else + show_message("无支持可用的 UI框架，不支持使用该功能", 3) + end +end + +-- 总集合弹幕菜单 +local total_menu_items_config = { + { title = "弹幕搜索", action = "open_search_danmaku_menu" }, + { title = "从源添加弹幕", action = "open_add_source_menu" }, + { title = "弹幕源延迟设置", action = "open_source_delay_menu" }, + { title = "弹幕样式", action = "open_danmaku_style_menu" }, + { title = "弹幕内容", action = "open_content_danmaku_menu" }, +} + +function open_add_total_menu_uosc() + local items = {} + + if DANMAKU.anime and DANMAKU.episode then + local episode = DANMAKU.episode:gsub("%s.-$","") + episode = episode:match("^(第.*[话回集]+)%s*") or episode + items[#items + 1] = { + title = string.format("已关联弹幕：%s-%s", DANMAKU.anime, episode), + bold = true, + italic = true, + keep_open = true, + selectable = false, + } + end + + for _, config in ipairs(total_menu_items_config) do + table.insert(items, { + title = config.title, + value = { "script-message-to", mp.get_script_name(), config.action }, + keep_open = false, + selectable = true, + }) + end + + local menu_props = { + type = "menu_total", + title = "弹幕设置", + search_style = "disabled", + items = items, + } + local json_props = utils.format_json(menu_props) + mp.commandv("script-message-to", "uosc", "open-menu", json_props) +end + +function open_add_total_menu_select() + local item_titles, item_values = {}, {} + for i, config in ipairs(total_menu_items_config) do + item_titles[i] = config.title + item_values[i] = { "script-message-to", mp.get_script_name(), config.action } + end + + mp.commandv('script-message-to', 'console', 'disable') + input.select({ + prompt = '选择:', + items = item_titles, + submit = function(id) + mp.commandv(unpack(item_values[id])) + end, + }) +end + +function open_add_total_menu() + if uosc_available then + open_add_total_menu_uosc() + elseif input_loaded then + open_add_total_menu_select() + end +end + + +mp.commandv( + "script-message-to", + "uosc", + "set-button", + "danmaku", + utils.format_json({ + icon = "search", + tooltip = "弹幕搜索", + command = "script-message open_search_danmaku_menu", + }) +) + +mp.commandv( + "script-message-to", + "uosc", + "set-button", + "danmaku_source", + utils.format_json({ + icon = "add_box", + tooltip = "从源添加弹幕", + command = "script-message open_add_source_menu", + }) +) + +mp.commandv( + "script-message-to", + "uosc", + "set-button", + "danmaku_styles", + utils.format_json({ + icon = "palette", + tooltip = "弹幕样式", + command = "script-message open_danmaku_style_menu", + }) +) + +mp.commandv( + "script-message-to", + "uosc", + "set-button", + "danmaku_delay", + utils.format_json({ + icon = "more_time", + tooltip = "弹幕源延迟设置", + command = "script-message open_source_delay_menu", + }) +) + +mp.commandv( + "script-message-to", + "uosc", + "set-button", + "danmaku_menu", + utils.format_json({ + icon = "grid_view", + tooltip = "弹幕设置", + command = "script-message open_add_total_menu", + }) +) + + +mp.register_script_message('uosc-version', function() + uosc_available = true +end) + +mp.commandv("script-message-to", "uosc", "set", "show_danmaku", "off") +mp.register_script_message("set", function(prop, value) + if prop ~= "show_danmaku" then + return + end + + if value == "on" then + ENABLED = true + if COMMENTS == nil then + set_danmaku_visibility(true) + local path = mp.get_property("path") + init(path) + else + show_loaded() + show_danmaku_func() + end + else + show_message("关闭弹幕", 2) + ENABLED = false + hide_danmaku_func() + end + + mp.commandv("script-message-to", "uosc", "set", "show_danmaku", value) +end) + +-- 注册函数给 uosc 按钮使用 +mp.register_script_message("search-anime-event", function(query) + if uosc_available then + mp.commandv("script-message-to", "uosc", "close-menu", "menu_danmaku") + end + local name, class = query:match("^(.-)%s*|%s*(.-)%s*$") + if name and class then + query_extra(name, class) + else + get_animes(query) + end +end) +mp.register_script_message("search-episodes-event", function(animeTitle, bangumiId) + if uosc_available then + mp.commandv("script-message-to", "uosc", "close-menu", "menu_anime") + end + get_episodes(animeTitle, bangumiId) +end) + +-- Register script message to show the input menu +mp.register_script_message("load-danmaku", function(animeTitle, episodeTitle, episodeId) + ENABLED = true + DANMAKU.anime = animeTitle + DANMAKU.episode = episodeTitle + set_episode_id(episodeId, true) +end) + +mp.register_script_message("add-source-event", function(query) + if uosc_available then + mp.commandv("script-message-to", "uosc", "close-menu", "menu_source") + end + ENABLED = true + add_danmaku_source(query, true) +end) + +mp.register_script_message("open_danmaku_style_menu", function() + if uosc_available then + mp.commandv("script-message-to", "uosc", "close-menu", "menu_total") + end + open_style_menu() +end) + +mp.register_script_message("open_content_danmaku_menu", function() + if uosc_available then + mp.commandv("script-message-to", "uosc", "close-menu", "menu_total") + end + open_content_menu() +end) + +mp.register_script_message("open-latest-menu-anime", function () + if uosc_available then + mp.commandv("script-message-to", "uosc", "open-menu", latest_menu_anime) + elseif input_loaded then + show_message("", 0) + mp.add_timeout(0.1, function() + open_menu_select(utils.parse_json(latest_menu_anime)) + end) + end +end) + +mp.register_script_message("setup-danmaku-style", function(query, text) + local event = utils.parse_json(query) + if event ~= nil then + -- item点击 或 图标点击 + if event.type == "activate" then + if not event.action then + if ordered_keys[event.index] == "bold" then + options.bold = not options.bold + menu_items_config.bold.hint = options.bold and "true" or "false" + end + -- "updata" 模式会保留输入框文字 + open_style_menu(ordered_keys[event.index], "updata") + return + else + -- msg.info("event.action：" .. event.action) + options[event.action] = menu_items_config[event.action]["original"] + menu_items_config[event.action]["hint"] = options[event.action] + open_style_menu(event.action, "updata") + if event.action == "fontsize" or event.action == "scrolltime" then + load_danmaku(true) + end + end + end + else + -- 数值输入 + if text == nil or text == "" then + return + end + local newText, _ = text:gsub("%s", "") -- 移除所有空白字符 + if tonumber(newText) ~= nil and menu_items_config[query]["scope"] ~= nil then + local num = tonumber(newText) + local min_num = menu_items_config[query]["scope"]["min"] + local max_num = menu_items_config[query]["scope"]["max"] + if num and min_num <= num and num <= max_num then + if string.match(menu_items_config[query]["footnote"], "整数") then + -- 输入范围为整数时向下取整 + num = tostring(math.floor(num)) + end + options[query] = tostring(num) + menu_items_config[query]["hint"] = options[query] + -- "refresh" 模式会清除输入框文字 + open_style_menu(query, "refresh") + if query == "fontsize" or query == "scrolltime" then + load_danmaku(true, true) + end + return + end + end + open_style_menu(query, "error") + end +end) + +mp.register_script_message('setup-danmaku-source', function(json) + local event = utils.parse_json(json) + if event.type == 'activate' then + + if event.action == "delete" then + DANMAKU.sources[event.value] = nil + remove_source_from_history(event.value) + mp.commandv("script-message-to", "uosc", "close-menu", "menu_source") + open_add_menu() + load_danmaku(true) + end + + if event.action == "block" then + DANMAKU.sources[event.value]["blocked"] = true + add_source_to_history(event.value, DANMAKU.sources[event.value]) + mp.commandv("script-message-to", "uosc", "close-menu", "menu_source") + open_add_menu() + load_danmaku(true) + end + + if event.action == "unblock" then + DANMAKU.sources[event.value]["blocked"] = false + add_source_to_history(event.value, DANMAKU.sources[event.value]) + mp.commandv("script-message-to", "uosc", "close-menu", "menu_source") + open_add_menu() + load_danmaku(true) + end + end +end) + +mp.register_script_message("setup-source-delay", function(query, text) + local event = utils.parse_json(query) + if event ~= nil then + -- item点击 + if event.type == "activate" then + open_delay_menu(event.value) + end + else + -- 数值输入 + if text == nil or text == "" then + return + end + local delay = parse_delay_input(text) + if delay ~= nil then + mp.commandv("script-message", "danmaku-delay", tostring(delay), "0") + mp.commandv("script-message-to", "uosc", "close-menu", "menu_delay") + mp.add_timeout(0.1, function() + open_delay_menu(query, "refresh") + end) + else + open_delay_menu(query, "error") + end + end +end) + +mp.register_script_message('handle-danmaku-content-action', function(json) + local event = utils.parse_json(json) + if not event or event.type ~= 'activate' then return end + + if event.action then + local d = COMMENTS[event.index] + if not d or not d.source then return end + + if event.action == "block_source" then + DANMAKU.sources[d.source]["blocked"] = true + add_source_to_history(d.source, DANMAKU.sources[d.source]) + mp.commandv("script-message-to", "uosc", "close-menu", "menu_content") + load_danmaku(true) + elseif event.action == "adjust_delay" then + -- 打开以该弹幕时间为起点的延迟菜单（该延迟将作用于该时间点及之后的弹幕），仅针对该条弹幕的 source + mp.commandv("script-message", "open_content_delay_menu", d.source, tostring(d.start_time)) + end + else + if event.value then + if type(event.value) == "table" then + mp.commandv(unpack(event.value)) + else + mp.command(event.value) + end + mp.commandv("script-message-to", "uosc", "close-menu", "menu_content") + end + end +end) + +mp.register_script_message("open_content_delay_menu", function(source, time) + open_delay_from_time(source, tonumber(time)) +end) + +mp.register_script_message("setup-content-delay", function(...) + local args = {...} + if #args == 1 then + return + end + if #args >= 2 then + local time = tonumber(args[1]) + local source = args[2] + local delay_str = args[3] + local delay = parse_delay_input(delay_str) + if delay ~= nil then + mp.commandv("script-message", "danmaku-delay", tostring(delay), tostring(time), tostring(source)) + mp.commandv("script-message-to", "uosc", "close-menu", "menu_delay_from_time") + else + open_delay_from_time(source, tonumber(time), "error") + end + end +end) \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/options.lua b/scripts/uosc_danmaku/modules/options.lua new file mode 100644 index 0000000..370e741 --- /dev/null +++ b/scripts/uosc_danmaku/modules/options.lua @@ -0,0 +1,77 @@ +local opt = require("mp.options") + +-- 选项 +options = { + -- 指定弹幕服务器地址，自定义服务需兼容 dandanplay 的 api + api_server = "https://api.dandanplay.net", + -- 指定 b 站和爱腾优的弹幕获取的兜底服务器地址，主要用于获取非动画弹幕 + -- 可用： https://api.danmu.icu，https://dmku.hls.one + fallback_server = "https://api.danmu.icu", + -- 设置 tmdb 的 API Key，用于获取非动画条目的中文信息(当搜索内容非中文时) + -- 可以在 https://www.themoviedb.org 注册后去个人账号设置界面获取 + -- 注意：自定义此参数时还需要对获取到的 API Key 进行 base64 编码 + tmdb_api_key = "NmJmYjIxOTZkNzIyN2UyMTIzMGM3Y2YzZjQ4MDNkZGM=", + auto_load = false, + autoload_local_danmaku = false, + autoload_for_url = false, + save_danmaku = false, + user_agent = "mpv_danmaku/1.0", + proxy = "", + -- 可选：向 HTTP 请求传递 cookie.txt 文件路径 + cookie_file = "", + -- 使用 fps 视频滤镜，大幅提升弹幕平滑度。默认禁用 + vf_fps = false, + -- 设置要使用的 fps 滤镜参数 + fps = "60/1.001", + -- 指定合并重复弹幕的时间间隔的容差值，单位为秒。默认值: -1，表示禁用 + merge_tolerance = -1, + -- 指定弹幕关联历史记录文件的路径，支持绝对路径和相对路径 + history_path = "~~/danmaku-history.json", + open_search_danmaku_menu_key = "Ctrl+d", + show_danmaku_keyboard_key = "j", + -- 中文简繁转换。0-不转换，1-转换为简体，2-转换为繁体 + chConvert = 0, + --滚动弹幕的显示时间 + scrolltime = 15, + --固定弹幕的显示时间 + fixtime = 5, + --字体 + fontname = "sans-serif", + --字体大小 + fontsize = 50, + --字体阴影 + shadow = 0, + --字体粗体 + bold = true, + -- 透明度：0（完全透明）到 1（不透明） + opacity = 0.7, + --全部弹幕的显示范围(0.0-1.0) + displayarea = 0.85, + --描边 0-4 + outline = 1.0, + -- 限制屏幕中同时显示的最大弹幕数量，0 表示不限制 + max_screen_danmaku = 0, + --指定弹幕屏蔽词文件路径(black.txt)，支持绝对路径和相对路径。文件内容以换行分隔 + --支持 lua 的正则表达式写法 + blacklist_path = "", + --指定脚本相关消息显示的消息的对齐方式 + message_anlignment = 7, + --指定脚本相关消息显示的消息的x轴坐标 + message_x = 30, + --指定脚本相关消息显示的消息的y轴坐标 + message_y = 30, + -- 自定义标题解析中的额外替换规则，内容格式为 JSON 字符串，替换模式为 lua 的 string.gsub 函数 + --! 注意：由于 mpv 的 lua 版本限制，自定义规则只支持形如 %n 的捕获组写法，即示例用法，不支持直接替换字符的写法 + title_replace = [[ + [{ + "rules": [{ "^〔(.-)〕": "%1"},{ "^.*《(.-)》": "%1" }], + }] + ]], + -- 指定哈希匹配中需忽略的共享盘（挂载盘）的路径/目录。支持绝对路径和相对路径，多个路径用逗号分隔 + -- 示例：["X:", "Z:", "F:/Download/", "Download"] + excluded_path = [[ + [] + ]], +} + +opt.read_options(options, mp.get_script_name(), function() end) \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/parse.lua b/scripts/uosc_danmaku/modules/parse.lua new file mode 100644 index 0000000..ad28c40 --- /dev/null +++ b/scripts/uosc_danmaku/modules/parse.lua @@ -0,0 +1,720 @@ +local msg = require 'mp.msg' +local utils = require 'mp.utils' +local s2t = require("dicts/s2t_chars") +local t2s = require("dicts/t2s_chars") + +local function ass_escape(text) + return text:gsub("\\", "\\\\") + :gsub("{", "\\{") + :gsub("}", "\\}") + :gsub("\n", "\\N") +end + +local function xml_unescape(str) + return str:gsub(""", "\"") + :gsub("'", "'") + :gsub(">", ">") + :gsub("<", "<") + :gsub("&", "&") +end + +local function decode_html_entities(text) + return text:gsub("&#x([%x]+);", function(hex) + local codepoint = tonumber(hex, 16) + return unicode_to_utf8(codepoint) + end):gsub("&#(%d+);", function(dec) + local codepoint = tonumber(dec, 10) + return unicode_to_utf8(codepoint) + end) +end + +-- 加载黑名单模式 +local function load_blacklist_patterns(filepath) + local patterns = {} + if not file_exists(filepath) then + return patterns + end + local file = io.open(filepath, "r") + if not file then + msg.error("无法打开黑名单文件: " .. filepath) + return patterns + end + + if string.match(filepath, "%.xml$") then + -- xml文件格式示例 + -- + -- + -- t=卡在 + -- t=进度条 + -- + print("加载黑名单文件: " .. filepath) + for line in file:lines() do + local pattern = line:match('t=(.-)') + if pattern then + print("加载黑名单模式: " .. pattern) + table.insert(patterns, pattern) + end + end + end + + if string.match(filepath, "%.json$") then + -- json文件格式示例 + -- [{"type":0,"filter":"开门","opened":true,"id":15628936} + -- ,{"type":0,"filter":"tony","opened":true,"id":15628939} + -- ,{"type":1,"filter":"0+.1","opened":true,"id":15628951}] + local content = read_file(filepath) + if content then + local json = utils.parse_json(content) + if json and type(json) == "table" then + for _, entry in ipairs(json) do + if entry.opened and entry.filter and entry.type == 0 then + table.insert(patterns, entry.filter) + end + end + end + end + end + + if string.match(filepath, "%.txt$") then + -- 文本文件格式示例 + -- 卡在 + -- 进度条 + for line in file:lines() do + line = line:match("^%s*(.-)%s*$") + if line ~= "" then + table.insert(patterns, line) + end + end + end + + file:close() + return patterns +end + +local blacklist_file = mp.command_native({ "expand-path", options.blacklist_path }) +local black_patterns = load_blacklist_patterns(blacklist_file) + +-- 检查字符串是否在黑名单中 +function is_blacklisted(str, patterns) + for _, pattern in ipairs(patterns) do + local ok, result = pcall(function() + return str:match(pattern) + end) + + if ok and result then + return true, pattern + elseif not ok then + -- msg.debug("黑名单规则错误，跳过: " .. pattern .. "，错误信息：" .. result) + end + end + return false +end + +-- 简繁转换 +local function convert(text, dict) + return text:gsub("[%z\1-\127\194-\244][\128-\191]*", function(c) + return dict[c] or c + end) +end + +local function ch_convert(str) + if options.chConvert == 1 then + return convert(str, t2s) + elseif options.chConvert == 2 then + return convert(str, s2t) + end + return str +end + +local ch_convert_cache = {} +local ch_cache_keys = {} +local ch_cache_max = 5000 + +local function ch_convert_cached(text) + if type(text) ~= "string" or text == "" then return text end + local cached = ch_convert_cache[text] + if cached ~= nil then return cached end + + local converted = ch_convert(text) + ch_convert_cache[text] = converted + ch_cache_keys[#ch_cache_keys+1] = text + + if #ch_cache_keys > ch_cache_max then + local old_key = table.remove(ch_cache_keys, 1) + ch_convert_cache[old_key] = nil + end + + return converted +end + +-- 合并重复弹幕 +local function merge_duplicate_danmaku(danmakus, threshold) + if not threshold or tonumber(threshold) < 0 then return danmakus end + + local groups = {} + + for _, d in ipairs(danmakus) do + local tkey = tostring(d.type or "") + local ckey = tostring(d.color or "") + local text = d.text or "" + + groups[tkey] = groups[tkey] or {} + groups[tkey][ckey] = groups[tkey][ckey] or {} + groups[tkey][ckey][text] = groups[tkey][ckey][text] or {} + table.insert(groups[tkey][ckey][text], d) + end + + local merged = {} + local abs = math.abs + + for _, bytype in pairs(groups) do + for _, bycolor in pairs(bytype) do + for _, group in pairs(bycolor) do + table.sort(group, function(a, b) return a.time < b.time end) + + local i = 1 + while i <= #group do + local base = group[i] + local times = { base.time } + local count = 1 + local j = i + 1 + + while j <= #group and abs(group[j].time - base.time) <= threshold do + times[#times+1] = group[j].time + count = count + 1 + j = j + 1 + end + + local same_time = true + for k = 2, #times do + if times[k] ~= times[1] then + same_time = false + break + end + end + + local danmaku = { + time = base.time, + type = base.type, + size = base.size, + color = base.color, + text = base.text, + source = base.source, + orig_time = base.orig_time, + } + if count > 2 or not same_time then + danmaku.text = danmaku.text .. string.format("x%d", count) + end + + table.insert(merged, danmaku) + i = j + end + end + end + end + + table.sort(merged, function(a, b) return a.time < b.time end) + return merged +end + +-- 限制每屏弹幕条数 +local function limit_danmaku(danmakus, limit) + if not limit or limit <= 0 then + return danmakus + end + + local window = {} + for _, d in ipairs(danmakus) do + for i = #window, 1, -1 do + if window[i].end_time <= d.start_time then + table.remove(window, i) + end + end + + if #window < limit then + table.insert(window, d) + else + local max_idx = 1 + for i = 2, #window do + if window[i].end_time > window[max_idx].end_time then + max_idx = i + end + end + if window[max_idx].end_time > d.end_time then + window[max_idx].drop = true + window[max_idx] = d + else + d.drop = true + end + end + end + + local result = {} + for _, d in ipairs(danmakus) do + if not d.drop then + table.insert(result, d) + end + end + return result +end + +-- 解析 XML 弹幕 +local function parse_xml_danmaku(xml_string) + local danmakus = {} + -- [^>]* 匹配其他 attributes + -- %f[^%s] 确保 p= 前面是空白字符 + for p_attr, text in xml_string:gmatch(']*%f[^%s]p="([^"]+)"[^>]*>([^<]+)') do + local params = {} + local i = 1 + for val in p_attr:gmatch("([^,]+)") do + params[i] = tonumber(val) + i = i + 1 + end + + if params[1] and params[2] and params[3] and params[4] then + table.insert(danmakus, { + time = params[1], + type = params[2] or 1, + size = params[3] or 25, + color = params[4] or 0xFFFFFF, + text = xml_unescape(text) + }) + end + end + + table.sort(danmakus, function(a, b) return a.time < b.time end) + return danmakus +end + +-- 解析 JSON 弹幕 +local function parse_json_danmaku(json_string) + local danmakus = {} + if json_string:sub(1, 3) == "\239\187\191" then + json_string = json_string:sub(4) + end + + local json = utils.parse_json(json_string) + if not json or type(json) ~= "table" then + msg.info("JSON 解析失败") + return danmakus + end + + for _, entry in ipairs(json) do + local c = entry.c + local text = entry.m or "" + if type(c) == "string" then + local params = {} + local i = 1 + for val in c:gmatch("([^,]+)") do + params[i] = tonumber(val) + i = i + 1 + end + + if params[1] and params[2] and params[3] and params[4] then + table.insert(danmakus, { + time = params[1], + color = params[2] or 0xFFFFFF, + type = params[3] or 1, + size = params[4] or 25, + text = text + }) + end + end + end + + table.sort(danmakus, function(a, b) return a.time < b.time end) + return danmakus +end + +-- 解析弹幕文件 +function parse_danmaku_file(danmaku_input) + local danmakus = {} + + if file_exists(danmaku_input) then + local content = read_file(danmaku_input) + if content then + local parsed = {} + if danmaku_input:match("%.xml$") then + parsed = parse_xml_danmaku(content) + elseif danmaku_input:match("%.json$") then + parsed = parse_json_danmaku(content) + end + + for _, d in ipairs(parsed) do + table.insert(danmakus, d) + end + else + msg.info("无法读取文件内容: " .. danmaku_input) + end + else + msg.info("文件不存在: " .. danmaku_input) + end + + for _, d in ipairs(danmakus) do + if d.orig_time == nil then d.orig_time = d.time end + end + + if #danmakus == 0 then + msg.info("未能解析任何弹幕") + return nil + end + + return danmakus +end + +--# 弹幕数组与布局算法 (Danmaku Array & Layout Algorithms) +local DanmakuArray = {} +DanmakuArray.__index = DanmakuArray + +function DanmakuArray:new(res_x, res_y, font_size) + local obj = { + solution_y = res_y, + font_size = font_size, + rows = math.floor(res_y / font_size), + time_length_array = {} + } + for i = 1, obj.rows do + obj.time_length_array[i] = { time = 0, length = 0, empty = true } + end + setmetatable(obj, self) + return obj +end + +function DanmakuArray:set_time_length(row, time, length) + if row > 0 and row <= self.rows then + self.time_length_array[row] = { time = time, length = length, empty = false } + end +end + +function DanmakuArray:get_time(row) + if row > 0 and row <= self.rows then + return self.time_length_array[row].time + end + return -1 +end + +function DanmakuArray:get_length(row) + if row > 0 and row <= self.rows then + return self.time_length_array[row].length + end + return 0 +end + +function DanmakuArray:is_empty(row) + if row > 0 and row <= self.rows then + return self.time_length_array[row].empty + end + return false +end + +-- 滚动弹幕 Y 坐标算法 +function get_position_y(font_size, appear_time, text_length, resolution_x, roll_time, array) + local velocity = (text_length + resolution_x) / roll_time + + for i = 1, array.rows do + local previous_appear_time = array:get_time(i) + if array:is_empty(i) then + array:set_time_length(i, appear_time, text_length) + return 1 + (i - 1) * font_size + end + + local previous_length = array:get_length(i) + local previous_velocity = (previous_length + resolution_x) / roll_time + local delta_velocity = velocity - previous_velocity + local delta_x = (appear_time - previous_appear_time) * previous_velocity - previous_length + + if delta_x >= 0 then + if delta_velocity <= 0 then + array:set_time_length(i, appear_time, text_length) + return 1 + (i - 1) * font_size + end + + local delta_time = delta_x / delta_velocity + if delta_time >= roll_time then + array:set_time_length(i, appear_time, text_length) + return 1 + (i - 1) * font_size + end + end + end + -- 所有行都被占用，放弃渲染 + return nil +end + +-- 固定弹幕 Y 坐标算法 +function get_fixed_y(font_size, appear_time, fixtime, array, from_top) + local row_start, row_end, row_step + if from_top then + row_start, row_end, row_step = 1, array.rows, 1 + else + row_start, row_end, row_step = array.rows, 1, -1 + end + + for i = row_start, row_end, row_step do + local previous_appear_time = array:get_time(i) + if array:is_empty(i) then + array:set_time_length(i, appear_time, 0) + return (i - 1) * font_size + 1 + else + local delta_time = appear_time - previous_appear_time + if delta_time > fixtime then + array:set_time_length(i, appear_time, 0) + return (i - 1) * font_size + 1 + end + end + end + -- 所有行都被占用，放弃渲染 + return nil +end + +-- 将弹幕转换为 XML 格式 +function convert_danmaku_to_xml(danmaku_out) + local danmakus = {} + for _, source in pairs(DANMAKU.sources) do + if not source.blocked and source.data then + for _, d in ipairs(source.data) do + table.insert(danmakus, d) + end + end + end + + if #danmakus == 0 then + show_message("弹幕内容为空，无法保存", 3) + msg.verbose("弹幕内容为空，无法保存") + COMMENTS = {} + return false + end + + -- 拼接为 XML 内容 + local xml = { '\n' } + for _, d in ipairs(danmakus) do + local time = d.time + local type = d.type or 1 + local size = d.size or 25 + local color = d.color or 0xFFFFFF + local text = d.text or "" + + text = text:gsub("&", "&") + :gsub("<", "<") + :gsub(">", ">") + :gsub("\"", """) + :gsub("'", "'") + + table.insert(xml, string.format('%s\n', time, type, size, color, text)) + end + table.insert(xml, '') + + -- 写入 XML 文件 + local file = io.open(danmaku_out, "w") + if not file then + show_message("无法写入目标 XML 文件", 3) + msg.info("无法写入目标 XML 文件: " .. danmaku_out) + return false + end + file:write(table.concat(xml)) + file:close() + show_message("转换 XML 弹幕成功： " .. danmaku_out, 3) + msg.info("转换 XML 弹幕成功： " .. danmaku_out) + return true +end + +function convert_danmaku_to_ass_events(force) + local per_source_lists = {} + for url, source in pairs(DANMAKU.sources) do + if not source.blocked and source.data then + local segments = nil + local prefix = nil + if source.delay_segments and #source.delay_segments > 0 then + segments = {} + for i, v in ipairs(source.delay_segments) do segments[i] = v end + table.sort(segments, function(a, b) return (a.start or 0) < (b.start or 0) end) + prefix = {} + local s = 0 + for i, v in ipairs(segments) do + s = s + (v.delay or 0) + prefix[i] = s + end + end + + local function get_cached_delay(t) + local segs = segments or {} + local pre = prefix or {} + if #segs == 0 then return 0 end + local idx = binary_search(segs, t, function(s) return (s and s.start) or 0 end) + local target = idx - 1 + if target < 1 then return 0 end + return pre[target] or 0 + end + + local list = {} + for _, d in ipairs(source.data) do + local base_time = d.orig_time or d.time + if d.orig_time == nil then d.orig_time = base_time end + local adjusted_time = base_time + get_cached_delay(base_time) + local entry = { + orig_time = d.orig_time, + time = adjusted_time, + type = d.type, + size = d.size, + color = d.color, + text = d.text, + source = url, + } + if not is_blacklisted(d.text, black_patterns) then + table.insert(list, entry) + end + end + + if #list > 0 then + table.sort(list, function(a, b) return a.time < b.time end) + per_source_lists[#per_source_lists + 1] = list + end + end + end + + local danmakus = {} + + local heap = new_min_heap() + for li = 1, #per_source_lists do + local lst = per_source_lists[li] + if lst and #lst > 0 then + heap.push({ time = lst[1].time, list_idx = li, pos = 1, entry = lst[1] }) + end + end + + while true do + local node = heap.pop() + if not node then break end + table.insert(danmakus, node.entry) + local li = node.list_idx + local next_pos = node.pos + 1 + local lst = per_source_lists[li] + if lst and lst[next_pos] then + heap.push({ time = lst[next_pos].time, list_idx = li, pos = next_pos, entry = lst[next_pos] }) + end + end + + if options.max_screen_danmaku > 0 and options.merge_tolerance <= 0 then + options.merge_tolerance = options.scrolltime + end + + danmakus = merge_duplicate_danmaku(danmakus, options.merge_tolerance) + + if #danmakus == 0 then + if not force then + show_message("该集弹幕内容为空，结束加载", 3) + msg.verbose("该集弹幕内容为空，结束加载") + end + COMMENTS = {} + return + end + + if not force then + msg.info("已解析 " .. #danmakus .. " 条弹幕") + end + + local fontsize = tonumber(options.fontsize) or 50 + local scrolltime = tonumber(options.scrolltime) or 15 + local fixtime = tonumber(options.fixtime) or 5 + + local res_x = 1920 + local res_y = 1080 + + local roll_array = DanmakuArray:new(res_x, res_y, fontsize) + local top_array = DanmakuArray:new(res_x, res_y, fontsize) + + -- 预处理弹幕，先计算时间段以便进行数量限制 + local pre_events = {} + for _, d in ipairs(danmakus) do + local time = d.type == 1 and math.floor(d.time + 0.5) or d.time + local orig_time = d.type == 1 and math.floor(d.orig_time + 0.5) or d.orig_time + local appear_time = time + local danmaku_type = d.type + + local end_time = nil + if danmaku_type >= 1 and danmaku_type <= 3 then + end_time = appear_time + scrolltime + elseif danmaku_type == 5 or danmaku_type == 4 then + end_time = appear_time + fixtime + end + + if end_time then + table.insert(pre_events, {orig_time = orig_time, start_time = appear_time, end_time = end_time, danmaku = d}) + end + end + + if options.max_screen_danmaku > 0 then + pre_events = limit_danmaku(pre_events, options.max_screen_danmaku) + end + + local ass_events = {} + for _, ev in ipairs(pre_events) do + local d = ev.danmaku + local appear_time = ev.start_time + local danmaku_type = d.type + local clean_text = ch_convert_cached(decode_html_entities(d.text)) + local text = ass_escape(clean_text) + :gsub("x(%d+)$", "{\\b1\\i1}x%1") + + -- 颜色从十进制转为 BGR Hex + local color = math.max(0, math.min(d.color or 0xFFFFFF, 0xFFFFFF)) + local color_hex = string.format("%06X", color) + local r = string.sub(color_hex, 1, 2) + local g = string.sub(color_hex, 3, 4) + local b = string.sub(color_hex, 5, 6) + local color_text = string.format("{\\c&H%s%s%s&}", b, g, r) + + local style, effect + local pos, move = nil, nil + + -- 滚动弹幕 (类型 1, 2, 3) + if danmaku_type >= 1 and danmaku_type <= 3 then + style = "R2L" + local text_length = get_str_width(text, fontsize) + local x1 = res_x + text_length / 2 + local x2 = -text_length / 2 + local y = get_position_y(fontsize, appear_time, text_length, res_x, scrolltime, roll_array) + if y then + effect = string.format("{\\move(%d, %d, %d, %d)}", x1, y, x2, y) + move = {x1, y, x2, y} + end + + -- 顶部弹幕 (类型 5) + elseif danmaku_type == 5 then + style = "TOP" + local x = res_x / 2 + local y = get_fixed_y(fontsize, appear_time, fixtime, top_array, true) + if y then + effect = string.format("{\\pos(%d, %d)}", x, y) + pos = {x, y} + end + + -- 底部弹幕 (类型 4) + elseif danmaku_type == 4 then + style = "BTM" + local x = res_x / 2 + local y = get_fixed_y(fontsize, appear_time, fixtime, top_array, false) + if y then + effect = string.format("{\\pos(%d, %d)}", x, y) + pos = {x, y} + end + end + + if style and effect then + text = effect .. color_text .. text + local event = { + orig_time = ev.orig_time, + start_time = ev.start_time, + end_time = ev.end_time, + delay = ev.start_time - (ev.orig_time or ev.start_time), + style = style, + text = text, + clean_text = clean_text, + pos = pos, + move = move, + source = d.source, + } + table.insert(ass_events, event) + COMMENTS = ass_events + end + end +end \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/render.lua b/scripts/uosc_danmaku/modules/render.lua new file mode 100644 index 0000000..2088859 --- /dev/null +++ b/scripts/uosc_danmaku/modules/render.lua @@ -0,0 +1,259 @@ +-- modified from https://github.com/rkscv/danmaku/blob/main/danmaku.lua +local msg = require('mp.msg') +local utils = require("mp.utils") +local unpack = unpack or table.unpack + +local osd_width, osd_height, pause = 0, 0, true +local time_pos_observer_active = false +local overlay = mp.create_osd_overlay('ass-events') + +local function realtime_position_text(event, pos, displayarea) + if not event.move then + local _, current_y = unpack(event.pos) + if not current_y or tonumber(current_y) > displayarea then return end + if event.style ~= "SP" and event.style ~= "MSG" then + return string.format("{\\an8}%s", event.text) + else + return string.format("{\\an7}%s", event.text) + end + end + + local x1, y1, x2, y2 = unpack(event.move) + -- 计算移动的时间范围 + local duration = event.end_time - event.start_time --mean: options.scrolltime + local progress = (pos - event.start_time) / duration -- 移动进度 [0, 1] + + -- 计算当前坐标 + local current_x = tonumber(x1 + (x2 - x1) * progress) + local current_y = tonumber(y1 + (y2 - y1) * progress) + + -- 移除 \move 标签并应用当前坐标 + local clean_text = event.text:gsub("\\move%(.-%)", "") + if current_y > displayarea then return end + if event.style ~= "SP" and event.style ~= "MSG" then + return string.format("{\\pos(%.1f,%.1f)\\an8}%s", current_x, current_y, clean_text) + else + return string.format("{\\pos(%.1f,%.1f)\\an7}%s", current_x, current_y, clean_text) + end +end + +function render(pos_arg) + if COMMENTS == nil then return end + + local pos, err + if pos_arg == nil then + pos, err = mp.get_property_number('time-pos') + if err ~= nil then + return msg.error(err) + end + else + pos = pos_arg + end + + if not pos then + overlay:remove() + return + end + + local fontname = options.fontname + local fontsize = options.fontsize + local opacity = tonumber(options.opacity) + local alpha = string.format("%02X", (1 - (opacity or 0)) * 255) + + local width, height = 1920, 1080 + local ratio = osd_width / osd_height + if width / height < ratio then + height = width / ratio + fontsize = options.fontsize - ratio * 2 + end + + local ass_events = {} + local max_display = math.max(options.scrolltime, options.fixtime) + local window_start = pos - max_display + + -- 跳过已结束的弹幕 + local lo = binary_search(COMMENTS, window_start, function(item) return item.start_time end) + + local re_entity = "&#%d+;" + local re_fs = "\\fs(%d+)" + local ass_prefix = string.format("{\\rDefault\\fn%s\\fs%d\\c&HFFFFFF&\\alpha&H%s\\bord%s\\shad%s\\b%s\\q2}", + fontname, fontsize, alpha, options.outline, options.shadow, options.bold and "1" or "0") + + for i = lo, #COMMENTS do + local event = COMMENTS[i] + if not event then break end + + if event.start_time > pos then break end -- 后续弹幕提前退出 + if event.end_time >= pos then + local text = realtime_position_text(event, pos, height * options.displayarea) + if text then + text = text:gsub(re_entity, "") + end + + if text and text:match(re_fs) then + text = text:gsub(re_fs, function(size) + local n = tonumber(size) or 0 + return string.format("\\fs%d", math.floor(n * 1.5)) + end) + end + + -- 构建 ASS 字符串 + local ass_text = text and (ass_prefix .. text) + + table.insert(ass_events, ass_text) + end + end + + overlay.res_x = width + overlay.res_y = height + overlay.data = table.concat(ass_events, '\n') + overlay:update() +end + +local function time_pos_callback(_, time_pos) + if time_pos then + render(time_pos) + else + overlay:remove() + end +end + +local function start_time_observer() + if not time_pos_observer_active then + mp.observe_property('time-pos', 'number', time_pos_callback) + time_pos_observer_active = true + end +end + +local function stop_time_observer() + if time_pos_observer_active then + mp.unobserve_property(time_pos_callback) + time_pos_observer_active = false + end +end + +function render_danmaku(from_menu, no_osd) + if ENABLED and (from_menu or get_danmaku_visibility()) then + if not no_osd then + show_loaded(true) + end + mp.commandv("script-message-to", "uosc", "set", "show_danmaku", "on") + show_danmaku_func() + else + show_message("") + hide_danmaku_func() + end +end + +local function filter_state(label, name) + local filters = mp.get_property_native("vf") + for _, filter in pairs(filters) do + if filter.label == label or filter.name == name + or filter.params[name] ~= nil then + return true + end + end + return false +end + +function show_danmaku_func() + mp.set_property_bool(HAS_DANMAKU, true) + set_danmaku_visibility(true) + render() + if not pause then + start_time_observer() + end + if options.vf_fps then + local display_fps = mp.get_property_number('display-fps') + local video_fps = mp.get_property_number('estimated-vf-fps') + if (display_fps and display_fps < 58) or (video_fps and video_fps > 58) then + return + end + if not filter_state("danmaku", "fps") then + mp.commandv("vf", "append", string.format("@danmaku:fps=fps=%s", options.fps)) + end + end +end + +function hide_danmaku_func() + stop_time_observer() + mp.set_property_bool(HAS_DANMAKU, false) + set_danmaku_visibility(false) + overlay:remove() + if filter_state("danmaku") then + mp.commandv("vf", "remove", "@danmaku") + end +end + +local message_overlay = mp.create_osd_overlay('ass-events') +local message_timer = mp.add_timeout(3, function() + message_overlay:remove() +end, true) + +function show_message(text, time) + message_timer.timeout = time or 3 + message_timer:kill() + message_overlay:remove() + local message = string.format("{\\an%d\\pos(%d,%d)}%s", options.message_anlignment, + options.message_x, options.message_y, text) + local width, height = 1920, 1080 + local ratio = osd_width / osd_height + if width / height < ratio then + height = width / ratio + end + message_overlay.res_x = width + message_overlay.res_y = height + message_overlay.data = message + message_overlay:update() + message_timer:resume() +end + +mp.observe_property('osd-width', 'number', function(_, value) osd_width = value or osd_width end) +mp.observe_property('osd-height', 'number', function(_, value) osd_height = value or osd_height end) +mp.observe_property('pause', 'bool', function(_, value) + if value ~= nil then + pause = value + end + if ENABLED then + if pause then + stop_time_observer() + elseif COMMENTS ~= nil then + start_time_observer() + end + end +end) + +mp.register_event('playback-restart', function(event) + if event.error then + return msg.error(event.error) + end + if ENABLED and COMMENTS ~= nil then + render() + end +end) + +mp.add_hook("on_unload", 50, function() + COMMENTS, DELAY = nil, 0 + stop_time_observer() + overlay:remove() + mp.set_property_native(DELAY_PROPERTY, 0) + if filter_state("danmaku") then + mp.commandv("vf", "remove", "@danmaku") + end + + local files_to_remove = { + file1 = utils.join_path(DANMAKU_PATH, "temp-" .. PID .. ".mp4"), + } + + if options.save_danmaku then + save_danmaku(true) + end + + for _, file in pairs(files_to_remove) do + if file_exists(file) then + os.remove(file) + end + end + + DANMAKU = {sources = {}, count = 1} +end) \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/update.lua b/scripts/uosc_danmaku/modules/update.lua new file mode 100644 index 0000000..bd6a96c --- /dev/null +++ b/scripts/uosc_danmaku/modules/update.lua @@ -0,0 +1,167 @@ +local msg = require('mp.msg') +local utils = require("mp.utils") + +local repo = "Tony15246/uosc_danmaku" +local zip_file = utils.join_path(os.getenv("TEMP") or "/tmp/", "uosc_danmaku.zip") + +local local_version = VERSION or "0.0.0" +local platform = mp.get_property("platform") + +local function version_greater(v1, v2) + local function parse(ver) + local a, b, c = ver:match("v?(%d+)%.(%d+)%.(%d+)") + return tonumber(a), tonumber(b), tonumber(c) + end + local a1, a2, a3 = parse(v1) + local b1, b2, b3 = parse(v2) + if a1 ~= b1 then return a1 > b1 end + if a2 ~= b2 then return a2 > b2 end + return a3 > b3 +end + +local function get_latest_release(repo) + local url = "https://api.github.com/repos/" .. repo .. "/releases/latest" + local cmd = { "curl", "-sL", url } + local res = mp.command_native({ + name = "subprocess", + args = cmd, + capture_stdout = true, + capture_stderr = true, + playback_only = false, + }) + if not res or res.status ~= 0 then return nil end + local tag = res.stdout:match([["tag_name"%s*:%s*"([^"]+)"]]) + local zip_url = res.stdout:match([["browser_download_url"%s*:%s*"([^"]+%.zip)"]]) + return tag, zip_url +end + +local function escape_ps(str) + return tostring(str):gsub("'", "''") +end + +local function unzip_overwrite(zip_file) + local outpath = mp.get_script_directory() + -- 定义临时目录路径，用于安全更新 + local tmpdir = utils.join_path( + (platform == "windows" and (os.getenv("TEMP") or "C:\\Windows\\Temp") or "/tmp"), + "uosc_update_" .. tostring(os.time()) + ) + + local cmd_unzip = {} + + msg.info("创建临时目录并解压: " .. tmpdir) + + if platform == "windows" then + -- PowerShell: Expand-Archive (会自动创建目标目录) + local ps_script = string.format( + "Expand-Archive -LiteralPath '%s' -DestinationPath '%s' -Force", + escape_ps(zip_file), + escape_ps(tmpdir) + ) + cmd_unzip = { "powershell", "-NoProfile", "-Command", ps_script } + else + -- Unix: unzip + cmd_unzip = { "unzip", "-o", zip_file, "-d", tmpdir } + end + + local res = mp.command_native({ + name = "subprocess", + args = cmd_unzip, + capture_stdout = true, + capture_stderr = true, + playback_only = false, + }) + + if not res or res.status ~= 0 then + msg.error("❌ 解压失败:\n" .. (res and (res.stdout .. res.stderr) or "未知错误")) + -- 清理残留的临时目录 + if platform == "windows" then + mp.command_native({ + name = "subprocess", + args = {"powershell", "-NoProfile", "-Command", "Remove-Item -LiteralPath '"..escape_ps(tmpdir).."' -Recurse -Force"} + }) + else + os.execute("rm -rf \"" .. tmpdir .. "\"") + end + return false + end + + msg.info("解压成功，准备替换旧目录...") + + local cmd_swap = {} + + if platform == "windows" then + -- Windows: 在一个 PowerShell 实例中执行删除和移动 + local ps_swap = string.format( + "Remove-Item -LiteralPath '%s' -Recurse -Force -ErrorAction SilentlyContinue; Move-Item -LiteralPath '%s' -Destination '%s' -Force", + escape_ps(outpath), + escape_ps(tmpdir), + escape_ps(outpath) + ) + cmd_swap = { "powershell", "-NoProfile", "-Command", ps_swap } + else + -- Unix: rm && mv + cmd_swap = { "sh", "-c", string.format("rm -rf \"%s\" && mv \"%s\" \"%s\"", outpath, tmpdir, outpath) } + end + + local res_swap = mp.command_native({ + name = "subprocess", + args = cmd_swap, + capture_stdout = true, + capture_stderr = true, + playback_only = false, + }) + + if not res_swap or res_swap.status ~= 0 then + msg.error("❌ 替换目录失败:\n" .. (res_swap and (res_swap.stdout .. res_swap.stderr) or "")) + return false + end + + msg.info("更新完成") + return true +end + +function check_for_update() + local latest_version, download_url = get_latest_release(repo) + if not latest_version or not download_url then + show_message("❌ 无法获取最新版本信息") + msg.warn("❌ 无法获取最新版本信息") + return + end + + if not version_greater(latest_version, local_version) then + show_message("✅ 已是最新版本 ("..local_version..")") + msg.info("✅ 已是最新版本") + return + end + + show_message("⬇️ 发现新版本: " .. latest_version .. "，正在下载...") + msg.info("⬇️ 发现新版本: " .. latest_version .. "，地址: " .. download_url) + + local cmd = { "curl", "-L", "-o", zip_file, download_url } + local res = mp.command_native({ + name = "subprocess", + args = cmd, + capture_stdout = true, + capture_stderr = true, + playback_only = false, + }) + if not res or res.status ~= 0 then + show_message("❌ 下载失败！") + msg.warn("❌ 下载失败！") + return + end + + show_message("📦 下载完成，开始解压覆盖...") + msg.info("📦 下载完成，开始解压覆盖...") + + if unzip_overwrite(zip_file) then + os.remove(zip_file) + show_message("✅ 更新成功！请重启 mpv 以应用更新，当前版本为：" .. latest_version) + msg.info("✅ 更新成功，当前版本为：" .. latest_version) + else + os.remove(zip_file) + show_message("❌ 解压失败！请查看控制台日志") + msg.warn("❌ 解压失败！") + end +end \ No newline at end of file diff --git a/scripts/uosc_danmaku/modules/utils.lua b/scripts/uosc_danmaku/modules/utils.lua new file mode 100644 index 0000000..46fc31b --- /dev/null +++ b/scripts/uosc_danmaku/modules/utils.lua @@ -0,0 +1,755 @@ +local utils = require("mp.utils") +local unpack = unpack or table.unpack + +-- from http://lua-users.org/wiki/LuaUnicode +local UTF8_PATTERN = '[%z\1-\127\194-\244][\128-\191]*' + +-- return a substring based on utf8 characters +-- like string.sub, but negative index is not supported +function utf8_sub(s, i, j) + if i > j then + return s + end + local t, idx = {}, 1 + for char in s:gmatch(UTF8_PATTERN) do + if idx >= i and idx <= j then + t[#t + 1] = char + end + idx = idx + 1 + end + return table.concat(t) +end + +function utf8_len(s) + local count = 0 + for _ in s:gmatch(UTF8_PATTERN) do + count = count + 1 + end + return count +end + +function utf8_iter(s) + local iter = s:gmatch(UTF8_PATTERN) + return function() + return iter() + end +end + +function utf8_to_table(s) + local t = {} + for ch in utf8_iter(s) do + t[#t + 1] = ch + end + return t +end + +-- abbreviate string if it's too long +function abbr_str(str, length) + if not str or str == '' then return '' end + local str_clip = utf8_sub(str, 1, length) + if str ~= str_clip then + return str_clip .. '...' + end + return str +end + +function get_str_width(text, font_size) + local width = 0 + for i = 1, #text do + local byte = string.byte(text, i) + if byte > 127 then + width = width + 2 + else + width = width + 1 + end + end + + local unicode_width = 0 + local i = 1 + while i <= #text do + local byte = string.byte(text, i) + local char_len + if byte < 128 then char_len = 1; unicode_width = unicode_width + 1 + elseif byte >= 192 and byte < 224 then char_len = 2; unicode_width = unicode_width + 2 + elseif byte >= 224 and byte < 240 then char_len = 3; unicode_width = unicode_width + 2 + elseif byte >= 240 and byte < 248 then char_len = 4; unicode_width = unicode_width + 2 + else char_len = 1; unicode_width = unicode_width + 1 + end + i = i + char_len + end + return unicode_width * (font_size / 2) +end + +function unicode_to_utf8(unicode) + if unicode < 0x80 then + return string.char(unicode) + else + local byte_count + if unicode < 0x800 then + byte_count = 2 + elseif unicode < 0x10000 then + byte_count = 3 + elseif unicode < 0x110000 then + byte_count = 4 + else + return + end + + local res = {} + local shift = 2 ^ 6 + local after_shift = unicode + for _ = byte_count, 2, -1 do + local before_shift = after_shift + after_shift = math.floor(before_shift / shift) + table.insert(res, 1, before_shift - after_shift * shift + 0x80) + end + shift = 2 ^ (8 - byte_count) + table.insert(res, 1, after_shift + math.floor(0xFF / shift) * shift) + ---@diagnostic disable-next-line: deprecated + return string.char(unpack(res)) + end +end + +function jaro(s1, s2) + local match_window = math.floor(math.max(#s1, #s2) / 2.0) - 1 + local matches1 = {} + local matches2 = {} + + local m = 0; + local t = 0; + + for i = 0, #s1, 1 do + local start = math.max(0, i - match_window) + local final = math.min(i + match_window + 1, #s2) + + for k = start, final, 1 do + if not (matches2[k] or s1[i] ~= s2[k]) then + matches1[i] = true + matches2[k] = true + m = m + 1 + break + end + end + end + + if m == 0 then + return 0.0 + end + + local k = 0 + for i = 0, #s1, 1 do + if matches1[i] then + while not matches2[k] do + k = k + 1 + end + + if s1[i] ~= s2[k] then + t = t + 1 + end + + k = k + 1 + end + end + + t = t / 2.0 + + return (m / #s1 + m / #s2 + (m - t) / m) / 3.0 +end + +function jaro_winkler(s1, s2) + if #s1 + #s2 == 0 then + return 0.0 + end + + if s1 == s2 then + return 1.0 + end + + s1 = utf8_to_table(s1) + s2 = utf8_to_table(s2) + + local d = jaro(s1, s2) + local p = 0.1 + local l = 0; + while (s1[l] == s2[l] and l < 4) do + l = l + 1 + end + + return d + l * p * (1 - d) +end + +-- 从时间字符串转换为秒数 +function time_to_seconds(time_str) + local h, m, s = time_str:match("(%d+):(%d+):([%d%.]+)") + return tonumber(h) * 3600 + tonumber(m) * 60 + tonumber(s) +end + +-- 从秒数转换为时间字符串 +function seconds_to_time(seconds) + local hours = math.floor(seconds / 3600) + local minutes = math.floor((seconds % 3600) / 60) + local secs = math.floor(seconds % 60) + local centiseconds = math.floor((seconds - math.floor(seconds)) * 100) + return string.format("%d:%02d:%02d.%02d", hours, minutes, secs, centiseconds) +end + +function is_chinese(str) + return string.match(str, "[\228-\233][\128-\191]") ~= nil +end + +function is_protocol(path) + return type(path) == 'string' and (path:find('^%a[%w.+-]-://') ~= nil or path:find('^%a[%w.+-]-:%?') ~= nil) +end + +function hex_to_bin(hexstr) + return (hexstr:gsub('..', function (cc) + return string.char(tonumber(cc, 16)) + end)) +end + +function hex_to_char(x) + return string.char(tonumber(x, 16)) +end + +function hex_to_int_color(hex_color) + -- 移除颜色代码中的'#'字符 + hex_color = hex_color:sub(2) -- 只保留颜色代码部分 + + -- 提取R, G, B的十六进制值并转为整数 + local r = tonumber(hex_color:sub(1, 2), 16) + local g = tonumber(hex_color:sub(3, 4), 16) + local b = tonumber(hex_color:sub(5, 6), 16) + + -- 计算32位整数值 + local color_int = (r * 256 * 256) + (g * 256) + b + + return color_int +end + +local function get_type_from_position(position) + if position == 0 then + return 1 + end + if position == 1 then + return 4 + end + return 5 +end + +-- url编码转换 +function url_encode(str) + -- 将非安全字符转换为百分号编码 + if str then + str = str:gsub("([^%w%-%.%_%~])", function(c) + return string.format("%%%02X", string.byte(c)) + end) + end + return str +end + +-- url解码转换 +function url_decode(str) + if str ~= nil then + str = str:gsub('^%a[%a%d-_]+://', '') + :gsub('^%a[%a%d-_]+:\\?', '') + :gsub('%%(%x%x)', hex_to_char) + if str:find('://localhost:?') then + str = str:gsub('^.*/', '') + end + str = str:gsub('%?.+', '') + :gsub('%+', ' ') + return str + end +end + +-- Utility function to split a string by a delimiter +function split(str, delim) + local result = {} + for match in (str .. delim):gmatch("(.-)" .. delim) do + table.insert(result, match) + end + return result +end + +function table_to_zero_indexed(tbl) + for i = #tbl, 1, -1 do + tbl[i - 1] = tbl[i] + end + tbl[#tbl] = nil + return tbl +end + +function itable_index_of(itable, value) + for index = 1, #itable do + if itable[index] == value then + return index + end + end +end + +function is_nested_table(t) + if type(t) ~= "table" then + return false + end + for _, v in pairs(t) do + if type(v) == "table" then + return true + end + end + return false +end + +function shallow_copy(original) + if type(original) ~= "table" then + return original + end + local copy = {} + for k, v in pairs(original) do + copy[k] = v + end + return copy +end + +function deep_copy(obj, seen) + if type(obj) ~= "table" then + return obj + end + if seen and seen[obj] then + return seen[obj] + end + local s = seen or {} + local copy = {} + s[obj] = copy + for k, v in pairs(obj) do + copy[deep_copy(k, s)] = deep_copy(v, s) + end + setmetatable(copy, getmetatable(obj)) + return copy +end + +function remove_query(url) + local qpos = string.find(url, "?", 1, true) + if qpos then + return string.sub(url, 1, qpos - 1) + else + return url + end +end + +function file_exists(path) + if path then + local meta = utils.file_info(path) + return meta and meta.is_file + end + return false +end + +function binary_search(tbl, target, key) + if not tbl or #tbl == 0 then return 1 end + key = key or function(x) return x end + local lo, hi = 1, #tbl + local res = #tbl + 1 + while lo <= hi do + local mid = math.floor((lo + hi) / 2) + local v = tbl[mid] + local val = key(v) + if val >= target then + res = mid + hi = mid - 1 + else + lo = mid + 1 + end + end + return res +end + +function new_min_heap() + local h = {} + local function swap(i, j) + h[i], h[j] = h[j], h[i] + end + local function up(i) + while i > 1 do + local p = math.floor(i/2) + if h[p].time <= h[i].time then break end + swap(p, i) + i = p + end + end + local function down(i) + local n = #h + while true do + local l = i * 2 + local r = l + 1 + local smallest = i + if l <= n and h[l].time < h[smallest].time then smallest = l end + if r <= n and h[r].time < h[smallest].time then smallest = r end + if smallest == i then break end + swap(i, smallest) + i = smallest + end + end + local function push(node) + h[#h + 1] = node + up(#h) + end + local function pop() + if #h == 0 then return nil end + local root = h[1] + if #h == 1 then h[1] = nil; return root end + h[1] = h[#h] + h[#h] = nil + down(1) + return root + end + return { push = push, pop = pop, size = function() return #h end } +end + +function is_writable(path) + local file = io.open(path, "w") + if file then + file:close() + os.remove(path) + return true + end + return false +end + +function contains_any(tab, val) + for _, element in pairs(tab) do + if string.find(val, element) then + return true + end + end + return false +end + +--读history 和 写history +function read_file(file_path) + local file = io.open(file_path, "r") -- 打开文件，"r"表示只读模式 + if not file then + return nil + end + local content = file:read("*all") -- 读取文件所有内容 + file:close() -- 关闭文件 + return content +end + +-- 应用额外的自定义标题替换规则 +function title_replace(title) + local title_replace = utils.parse_json(options.title_replace) + if not title_replace then + return title + end + for _, v in pairs(title_replace) do + for _, indexrules in pairs(v['rules']) do + for rule, override in pairs(indexrules) do + title = title:gsub(rule, override) + :gsub("[_%.]", " ") + :gsub("^%s*(.-)%s*$", "%1") + :gsub("[@#%.%+%-%%&*_=,/~`]+$", "") + end + end + end + return title +end + +function write_json_file(file_path, data) + local file = io.open(file_path, "w") + if not file then + return + end + file:write(utils.format_json(data)) -- 将 Lua 表转换为 JSON 并写入 + file:close() +end + +-- 拆分字符串中的字符和数字 +local function split_by_numbers(filename) + local parts = {} + local pattern = "([^%d]*)(%d+)([^%d]*)" + for pre, num, post in string.gmatch(filename, pattern) do + table.insert(parts, {pre = pre, num = tonumber(num), post = post}) + end + return parts +end + +-- 识别匹配前后剧集并提取集数 +local function get_series_episodes(fname1, fname2) + local parts1 = split_by_numbers(fname1) + local parts2 = split_by_numbers(fname2) + local title1 = format_filename(fname1) + local title2 = format_filename(fname2) + if title1 and title2 then + local media_title1, season1, episode1 = title1:match("^(.-)%s*[sS](%d+)[eE](%d+)") + local media_title2, season2, episode2 = title2:match("^(.-)%s*[sS](%d+)[eE](%d+)") + if season1 and season2 and season1 ~= season2 then + return nil, nil + end + end + + local min_len = math.min(#parts1, #parts2) + + -- 逐个部分进行比较 + for i = 1, min_len do + local part1 = parts1[i] + local part2 = parts2[i] + + -- 比较数字前的字符是否相同 + if part1.pre ~= part2.pre then + return nil, nil + end + + -- 比较数字部分 + if part1.num ~= part2.num then + return part1.num, part2.num + end + + -- 比较数字后的字符是否相同 + if part1.post ~= part2.post then + return nil, nil + end + end + + return nil, nil +end + +-- 获取当前文件名所包含的集数 +function get_episode_number(filename, fname) + -- 尝试对比记录文件名来获取当前集数 + if fname then + return get_series_episodes(fname, filename) + end + + local thin_space = string.char(0xE2, 0x80, 0x89) + filename = filename:gsub(thin_space, " ") + + local title = format_filename(filename) + if title then + local media_title, season, episode = title:match("^(.-)%s*[sS](%d+)[eE](%d+)") + if season then + return tonumber(episode) + else + local media_title, episode = title:match("^(.-)%s*[eE](%d+)") + if episode then + return tonumber(episode) + end + end + end + return nil +end + +-- 规范化路径 +function normalize(path) + if normalize_path ~= nil then + if normalize_path then + path = mp.command_native({"normalize-path", path}) + else + local directory = mp.get_property("working-directory", "") + path = utils.join_path(directory, path:gsub('^%.[\\/]','')) + if PLATFORM == "windows" then path = path:gsub("\\", "/") end + end + return path + end + + normalize_path = false + + local commands = mp.get_property_native("command-list", {}) + for _, command in ipairs(commands) do + if command.name == "normalize-path" then + normalize_path = true + break + end + end + return normalize(path) +end + +-- 获取父目录路径 +function get_parent_directory(path) + local dir = nil + if path and not is_protocol(path) then + path = normalize(path) + dir = utils.split_path(path) + end + return dir +end + +-- 获取播放文件标题信息 +function parse_title() + local path = mp.get_property("path") + local filename = mp.get_property("filename/no-ext") + + if not filename then + return + end + local thin_space = string.char(0xE2, 0x80, 0x89) + filename = filename:gsub(thin_space, " ") + local media_title, season, episode = nil, nil, nil + if path and not is_protocol(path) then + local title = format_filename(filename) + if title then + media_title, season, episode = title:match("^(.-)%s*[sS](%d+)[eE](%d+)") + if season then + return title_replace(media_title), season, episode + else + media_title, episode = title:match("^(.-)%s*[eE](%d+)") + if episode then + return title_replace(media_title), season, episode + end + end + return title_replace(title) + end + + local directory = get_parent_directory(path) + local dir, title = utils.split_path(directory:sub(1, -2)) + if title:lower():match("^%s*seasons?%s*%d+%s*$") or title:lower():match("^%s*specials?%s*$") or title:match("^%s*SPs?%s*$") + or title:match("^%s*O[VAD]+s?%s*$") or title:match("^%s*第.-[季部]+%s*$") then + directory, title = utils.split_path(dir:sub(1, -2)) + end + title = title + :gsub(thin_space, " ") + :gsub("%[.-%]", "") + :gsub("^%s*%(%d+.?%d*.?%d*%)", "") + :gsub("%(%d+.?%d*.?%d*%)%s*$", "") + :gsub("[%._]", " ") + :gsub("^%s*(.-)%s*$", "%1") + return title_replace(title) + end + + local title = mp.get_property("media-title") + if title then + title = title:gsub(thin_space, " ") + local ftitle = url_decode(title) + local name, class = ftitle:match("^(.-)%s*|%s*(.-)%s*$") + if name then ftitle = name end + local format_title = format_filename(ftitle) + if format_title then + media_title, season, episode = format_title:match("^(.-)%s*[sS](%d+)[eE](%d+)") + if season then + title = media_title + else + media_title, episode = format_title:match("^(.-)%s*[eE](%d+)") + if episode then + season = 1 + title = media_title + else + title = format_title + end + end + end + end + + return title_replace(title), season, episode +end + +local CHINESE_NUM_MAP = { + ["零"] = 0, ["一"] = 1, ["二"] = 2, ["三"] = 3, ["四"] = 4, + ["五"] = 5, ["六"] = 6, ["七"] = 7, ["八"] = 8, ["九"] = 9, + ["十"] = 10, ["百"] = 100, ["千"] = 1000, ["万"] = 10000, +} + +function chinese_to_number(cn) + local total = 0 + local num = 0 + local unit = 1 + + local chars = {} + for uchar in cn:gmatch(UTF8_PATTERN) do + table.insert(chars, 1, uchar) + end + + for _, char in ipairs(chars) do + local val = CHINESE_NUM_MAP[char] + if val then + if val >= 10 then + if num == 0 then + num = 1 + end + unit = val + else + total = total + val * unit + unit = 1 + num = 0 + end + end + end + + if unit > 1 then + total = total + num * unit + end + + if total > 0 then + return total + else + return num + end +end + +local CHINESE_NUM = {"零", "一", "二", "三", "四", "五", "六", "七", "八", "九"} +local CHINESE_UNIT = {"", "十", "百", "千"} +local CHINESE_BIG_UNIT = {"", "万", "亿"} + +function number_to_chinese(num) + if num == 0 then return "零" end + + local str = tostring(num) + local len = #str + local result = "" + local zero_flag = false + + for i = 1, len do + local digit = tonumber(str:sub(i, i)) + local pos = len - i + 1 + local small_unit_index = (pos - 1) % 4 + 1 + local small_unit = CHINESE_UNIT[small_unit_index] + + if digit == 0 then + zero_flag = true + else + if zero_flag then + result = result .. "零" + zero_flag = false + end + if digit == 1 and small_unit_index == 2 and i == 1 then + result = result .. small_unit + else + result = result .. CHINESE_NUM[digit + 1] .. small_unit + end + end + + if pos % 4 == 1 and pos > 1 then + local big_unit_index = math.floor((pos - 1) / 4) + result = result .. CHINESE_BIG_UNIT[big_unit_index + 1] + end + end + + result = result:gsub("零+$", "") + + return result +end + +-- 异步执行命令 +-- 同时返回 abort 函数，用于取消异步命令 +function call_cmd_async(args, callback) + async_running = true + local abort_signal = mp.command_native_async({ + name = 'subprocess', + capture_stderr = true, + capture_stdout = true, + playback_only = true, + args = args, + }, function(success, result, error) + if not success or not result or result.status ~= 0 then + local exit_code = (result and result.status or 'unknown') + local message = error or (result and result.stdout .. result.stderr) or '' + callback('Calling failed. Exit code: ' .. exit_code .. ' Error: ' .. message, {}) + return + end + + local json = result and type(result.stdout) == 'string' and result.stdout or '' + return callback(nil, json) + end) + + return function() + mp.abort_async_command(abort_signal) + end +end \ No newline at end of file diff --git a/shaders/Ani4K/Ani4Kv2_ArtCNN_C4F32_i2.glsl b/shaders/Ani4K/Ani4Kv2_ArtCNN_C4F32_i2.glsl new file mode 100644 index 0000000..ad1fcef --- /dev/null +++ b/shaders/Ani4K/Ani4Kv2_ArtCNN_C4F32_i2.glsl @@ -0,0 +1,4046 @@ +// Ani4Kv2 ArtCNN - trained by Sirosky and distributed on the CC BY-NC 4.0 license. +// The ArtCNN architecture is further subject to the below license. + +// MIT License + +// Copyright (c) 2024 Joao Chrisostomo + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.013557938, 0.0047282414, -0.0055004754, 0.0074933744); + result += vec4(-0.05818977, 0.087365575, 0.14038453, -0.051457155) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(-0.093848094, -0.023228006, 0.020210264, -0.022740263) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.02274444, -0.008311727, 0.013800997, 0.16538861) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(-0.105236664, -0.12083248, -0.05628961, -0.056439184) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(-0.01007437, 0.0008896297, -0.00861718, -0.005546233) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(-0.1070594, 0.07984668, 0.011602427, 0.022988683) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.03031697, 0.02054523, -0.0620382, -0.11236594) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.11955658, -0.09762395, 0.14277576, 0.018350534) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.01664652, 0.0027460025, -0.020302603, 0.038123485) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.00606217, 0.0028236886, -0.014054051, 0.0037515557); + result += vec4(-0.11717517, 0.02590337, 0.14002699, -0.07471835) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.1143018, 0.04357534, 0.13998327, -0.14240041) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.052134506, -0.08979846, 0.050204687, 0.029983379) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.01618129, -0.13259113, 0.024325445, -0.104753695) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.100182466, 0.06383499, -0.115760624, -0.07542764) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.039049312, -0.0014231527, 0.14633176, -0.11090889) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.04374475, 0.1065789, 0.04664098, -0.03103964) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.060316052, -0.03070326, 0.13148578, -0.13707723) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.074843094, 0.0108667025, 0.047905315, 0.059164535) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0015426857, -0.0056094904, 0.0174101, 0.01143031); + result += vec4(0.021166498, -0.14109746, -0.009065403, 0.029893016) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.08088207, 0.07114565, 0.0096370755, -0.08392174) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.04177714, 0.12172563, -0.051969334, 0.021110004) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(-0.012387507, -0.15442912, 0.06502845, -0.10903934) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.04218814, -0.121190704, -0.03268408, 0.09660384) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.09981482, 0.1502269, 0.012524943, 0.009950072) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.027561454, 0.10656239, -0.02767334, 0.11605408) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.15713026, -0.09045111, -0.099420406, -0.02555601) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(-0.08254365, 0.06748684, -0.1061058, -0.07678628) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0020699732, 0.010311046, -0.0122236535, -0.0057681506); + result += vec4(-0.13171206, -0.115182996, 0.10687281, -0.019337498) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.025328152, 0.09656909, -0.08877802, 0.13900071) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.014073492, 0.026424214, -0.02951061, -0.086750895) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.06295426, -0.06434664, 0.08405197, 0.10608779) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.19898853, 0.0023069843, -0.04414371, 0.0285924) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(-0.14715488, 0.00086186273, -0.12685679, 0.0996023) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.04810055, -0.14015491, -0.18063203, -0.10066722) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.01307263, -0.092514314, 0.1380627, 0.13491923) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.039886076, 0.051204894, 0.15279008, 0.043279227) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0054853344, -0.004406003, -0.0023702087, -0.0021772839); + result += vec4(-0.15866047, 0.19588727, 0.14002316, 0.051201846) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.085247315, -0.02618147, -0.09789057, 0.078908175) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.17589302, 0.123723306, 0.12453267, 0.07831262) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.09033319, -0.09166804, -0.005148519, 0.06720134) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.03345655, -0.10424217, -0.13445246, 0.158821) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.10564271, -0.10134308, -0.11317296, 0.07481705) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.06830029, 0.006397327, 0.12616493, 0.12087824) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.06679759, -0.04430325, 0.10446539, 0.14996198) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(-0.109402604, 0.040104996, -0.14259185, -0.1093432) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0005247076, -0.0064215013, -0.0063047167, -0.0045687305); + result += vec4(-0.065397374, 0.07411419, -0.12276642, 0.11735085) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(-0.13821891, 0.07206402, 0.04052938, -0.08303998) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.008153271, 0.06659256, -0.088545084, 0.052727234) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.0020265798, -0.017523022, 0.08750033, 0.034287166) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(-0.09240684, -0.132584, -0.05521535, -0.11365951) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.0648652, 0.00063704373, 0.026009742, -0.11492421) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.062282912, 0.06680331, 0.0021922512, 0.046125904) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.0071307817, -0.02705501, 0.005304769, 0.10458681) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.15888241, -0.09814522, 0.1098367, -0.042445354) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0048197624, 0.0075116986, 0.0099129155, 0.00775909); + result += vec4(0.004974469, -0.11057374, 0.054637253, 0.05073738) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(-0.128019, 0.054411564, -0.14099243, -0.12757975) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.07598182, -0.120226055, -0.010914497, -0.11205681) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(-0.030250512, 0.024317788, 0.089506894, 0.12391518) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(-0.045656554, 0.13402466, 0.10797582, -0.122651406) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.14234965, 0.011252227, -0.110444754, 0.15114875) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.03378752, -0.03878609, -0.08627183, 0.08631743) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.04149253, 0.023052553, -0.033660937, 0.0095798345) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.11971444, 0.020501256, 0.11135282, -0.06693651) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.014978659, 0.0050648223, 0.0076116957, -0.007783821); + result += vec4(0.12193714, 0.003774343, 0.09972001, 0.06001656) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.037704255, -0.04623956, -0.028892698, -0.15893014) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.12699004, 0.027365703, -0.09859563, -0.060610455) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.062362995, -0.10326245, -0.049302436, -0.0041777436) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.027090665, 0.10767031, 0.08545651, 0.09814222) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.0800181, 0.11339877, 0.14778155, -0.007044769) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.036384713, -0.11539939, -0.12518965, 0.10631763) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.034553416, -0.023034953, 0.08761218, -0.050655343) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.004409459, 0.026714291, -0.12731543, 0.02625806) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.02761569, -0.001303431, 0.0059456453, 0.011364153); + result += mat4(0.037088707, 0.039107785, 0.049373046, 0.029887611, 0.17761885, 0.022945065, -0.044636622, 0.12700973, -0.20957622, -0.06410905, -0.07590757, 0.036686096, -0.06310094, -0.07954025, -0.011991116, -0.003010624) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(0.042399388, 0.045059893, 0.06800108, -0.115304366, 0.07296464, 0.03951488, 0.058417566, -0.019752966, -0.24829188, 0.032663327, -0.07660841, 0.059906118, -0.13647622, 0.19546683, 0.004744577, 0.14182745) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.08336863, 0.036376677, -0.098944515, 0.049606726, 0.14065643, -0.048906505, -0.055670567, 0.04091548, -0.385516, 0.0040277955, -0.083274476, -0.08572098, -0.18240012, -0.0065575317, 0.051582176, -0.052601893) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.079820685, 0.068413995, 0.046803232, -0.003666424, 0.07048597, 0.1186215, 0.17330538, 0.08607984, -0.35499558, -0.00075235975, 0.056733217, -0.031382944, 0.0044486006, -0.00033770053, 0.18563506, 0.037485413) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.072174765, 0.090702295, -0.041858044, 0.029457342, 0.10745088, 0.02440524, 0.05454572, 0.062174387, -0.44866538, 0.06788242, -0.047310323, 0.07745266, -0.036993157, 0.109724015, 0.13787764, 0.038699944) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.026424862, -0.07601646, 0.044226952, 0.031176368, 0.05768912, -0.015567413, -0.084214084, -0.056456145, -0.05111811, -0.044614747, -0.089155465, -0.04208763, 0.032561414, -0.041552335, -0.07731431, -0.09377579) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.04373623, -0.00531333, 0.056447662, 0.10575006, 0.090051495, -0.031158486, -0.035757173, 0.13599198, 0.115777686, 0.07135353, -0.07880651, -0.08656131, 0.11350851, 0.16005085, 0.15270387, -0.01340997) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.090338185, -0.0061558075, 0.07440105, 0.07998819, 0.03734147, 0.034271456, 0.07038486, 0.0064278357, -0.06316883, -0.12851131, 0.104488686, -0.06621635, -0.042390525, 0.011483585, -0.00614616, 0.13337699) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.021350065, -0.06553768, 0.088978864, -0.04718948, 0.11847316, 0.020330824, 0.048353635, 0.11683656, 0.056026552, 0.03751398, -0.038178694, -0.07047206, 0.11210363, -0.0004433918, 0.04150284, 0.17515638) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(-0.15682161, -0.031473707, 0.030253299, -0.041748017, 0.030382723, -0.14621396, -0.12894657, 0.05362784, -0.17239687, 0.016553588, -0.042380407, 0.09540878, 0.22551297, -0.056741998, -0.0030478665, 0.05394928) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(-0.056790065, -0.056703642, 0.002659399, 0.04735789, -0.03920069, -0.07000189, 0.058327585, -0.14269045, -0.17523172, -0.0064095105, 0.09835048, 0.0018919881, 0.3141227, -0.023967152, -0.053918995, 0.0797732) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.23335966, 0.087769546, 0.026102941, -0.0096911825, -0.06810754, 0.045207564, 0.13496265, 0.009555187, -0.25998208, -0.019500287, 0.057989404, 0.0024302762, 0.48002297, -0.04046989, 0.0052357917, -0.035644695) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.045313835, -0.08374049, 0.018499387, -0.06623021, -0.06555796, -0.012287675, -0.015122152, 0.016986316, -0.092487924, 0.025774505, -0.0010562062, -0.02650086, 0.014801757, 0.06750847, 0.09865225, 0.10953315) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.037979554, -0.023644108, 0.058705773, -0.078800365, 0.03471599, 0.16479132, -0.028003164, 0.0010208902, -0.06333016, -0.009407941, -0.09128135, 0.08101959, 0.0783575, 0.07412249, -0.008664677, -0.01999057) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.030677773, 0.11961758, -0.060348786, -0.06510084, -0.055473115, -0.09350679, -0.099412635, 0.14311117, -0.02437633, 0.051498406, -0.0045971726, -0.008503924, -0.04199868, -0.07289543, -0.030003952, 0.07716714) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.121329, -0.07286863, 0.058191475, -0.0063791526, 0.09366723, -0.08558315, -0.019722778, -0.06400999, 0.079417184, 0.07201573, -0.037171558, -0.050720986, 0.079808034, 0.114417985, -0.0054190145, 0.06912783) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.059432074, 0.00669558, -0.11531157, 0.004150261, 0.06494481, 0.22469191, 0.026583701, -0.048079163, -0.019697739, 0.051067643, 0.047560435, -0.09175629, 0.03691384, 0.02980104, 0.071804516, 0.007448786) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(0.09890353, 0.03246942, 0.016157217, 0.010111077, 0.13595293, -0.04375725, -0.02008658, 0.07505057, 0.11496347, -0.04299425, 0.04134444, 0.02708125, 0.065794446, -0.04000543, -0.014976788, 0.00076551025) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.018885192, 0.07263801, 0.08209769, 0.31161678, 0.050031394, 0.0072181905, 0.11818119, 0.013147318, -0.0054596704, -0.0006071879, -0.064186566, 0.03409386, -0.063249335, -0.07980881, -0.10956793, -0.06739726) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.16189493, -0.17183621, 0.1569347, 0.22482295, -0.054127686, 0.06676453, -0.06077584, 0.06851102, 0.03122203, 0.03450254, -0.06630915, 0.047559235, 0.06136845, -0.11692344, -0.09031074, 0.006285412) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.19681932, -0.0046566674, 0.19023016, 0.12542269, -0.15745784, 0.04875973, -0.008189951, -0.042797092, 0.08374266, 0.012683859, -0.05822523, -0.07747233, 0.116249934, -0.01764783, 0.01353973, 0.03972922) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.08870154, 0.049118433, 0.041131232, 0.08667491, -0.017626565, 0.15511449, 0.12040571, 0.053428147, 0.020696208, 0.012470551, 0.022307185, -0.045834243, 0.060623735, -0.05125088, 0.06843799, 0.08656212) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.17092396, 0.030363526, 0.0140894, 0.02912769, 0.058119573, 0.095461175, 0.070812345, 0.09921958, 0.078285515, -0.022314569, 0.013995026, -0.0328069, -0.063750766, 0.09065675, 0.028035391, -0.113053046) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(0.06405799, 0.21168756, -9.151996e-05, -0.0503785, -0.13791454, 0.10283767, -0.004092496, -0.067826845, -0.08090034, -0.0030361228, 0.030797834, 0.034114983, 0.061679136, -0.060509812, 0.029965324, 0.00540641) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.031794824, 0.060991615, -0.011038124, -0.03274945, 0.20039667, 0.08893567, 0.10624686, -0.07583237, 0.057389423, 0.003315266, 0.006454787, 0.030258719, 0.039025854, 0.06980554, -0.11136397, 0.057272784) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(0.10876384, 0.07798564, 0.026748007, 0.13123696, 0.2821341, 0.10730637, 0.09280867, -0.05766453, 0.027808543, -0.1052174, 0.03893968, 0.10775714, 0.14183632, -0.099473216, -0.05778472, -0.03137033) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.15816005, -0.096787825, -0.06022702, 0.0381998, -0.023503086, 0.030795382, 0.01035088, -0.07878285, 0.0009552831, -0.042173848, 0.0746334, -0.0112526, 0.04763265, -0.041836012, -0.003314706, -0.0500568) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.046129987, -0.03118589, -0.07786298, -0.1049737, 0.29214287, 0.12085579, 0.012827161, 0.017566396, 0.108787045, 0.09451712, 0.15464358, -0.16249146, -0.13999546, 0.018309386, 0.014786083, 0.07303404) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(-0.07378837, 0.011273643, -0.1120379, -0.0026170607, 0.1814809, 0.08930166, 0.08356305, 0.01833846, 0.033170637, 0.24108212, -0.130211, 0.030318882, -0.29687455, 0.110697806, 0.09319216, 0.08654984) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.13948832, -0.06703306, 0.07523594, 0.21173337, 0.10341617, -0.05580924, 0.027701901, -0.013774061, -0.09089573, -0.09652651, -0.07885977, 0.06811104, -0.46284908, 0.06903523, 0.041834757, 0.0114014) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(-0.019021397, -0.26629323, -0.07098138, 0.07351062, 0.12342077, -0.09418445, 0.026054522, 0.123952925, 0.03109452, -0.0045966646, 0.05038325, -0.06087832, -0.028441643, 0.03807018, 0.06422488, -0.03001049) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.05468568, 0.0327175, 0.12617524, -0.07542483, -0.018951744, 0.10551418, 0.07483223, 0.1169595, -0.017687174, -0.09272559, -0.13982548, 0.0021275969, -0.07185063, -0.039989647, -0.0077523887, -0.039195437) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(0.12988251, 0.10941108, 0.15224512, -0.12031406, -0.020163897, -0.031190401, 0.08508183, -0.023342766, 0.03194575, -0.002796166, 0.027059184, -0.010880353, 0.15295668, 0.09802124, 0.0037197326, 0.071890816) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(0.017139537, -0.09763452, 0.043702517, -0.0017359561, -0.021294793, -0.0638558, 0.0008975771, 0.09110497, -0.007586657, -0.06678283, -0.0134450095, -0.018394625, 0.032951344, -0.01955024, -0.075448416, -0.020135287) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.35745835, 0.07109913, -0.056332603, 0.06334652, 0.0053310636, 0.12636055, 0.106544495, 0.017279532, 0.02801295, -0.1446968, 0.14564823, -0.06979035, -0.1726678, 0.06928777, 0.043383125, 0.014876556) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(0.105424166, 0.060225878, -0.12770179, -0.049939167, 0.18948837, -0.045437824, 0.012294204, 0.046608612, 0.053367853, 0.009596092, 0.029627405, -0.055216577, -0.06541836, -0.07233395, 0.043816403, -0.08915632) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.04160133, -0.35034466, -0.09791312, 0.093261205, -0.06831845, 0.0851133, -0.053280674, -0.09827873, -0.005778535, -0.13280119, -0.13910456, -0.15472464, -0.26904503, 0.0004950885, -0.016046168, 0.03187566) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(-0.027507946, -0.053984743, 0.04627523, 0.2009932, 0.01102568, 0.024638634, -0.12111149, -0.103453085, 0.17028779, -0.11304579, -0.008148545, -0.23088348, -0.28374445, -0.08716236, 0.021794433, 0.05258543) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.013218336, 0.07701681, 0.21862121, 0.02654918, 0.044408165, -0.0788119, -0.08543796, -0.061530057, 0.36024255, 0.03936189, -0.03930867, -0.13106105, -0.2940241, -0.053024504, 0.06382034, 0.07871436) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(0.13724972, -0.23636502, -0.27293172, -0.124739595, -0.112919584, 0.27524987, -0.10301696, 0.19510813, -0.08015892, 0.04455963, 0.022465274, 0.2073669, -0.09678278, -0.018959148, -0.059930515, 0.08956838) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.10813729, 0.08113293, -0.16651708, -0.28258207, -0.02664726, -0.007968327, -0.08971246, 0.2381642, -0.14862755, -0.09012422, -0.009191523, 0.009187735, -0.10264482, 0.047298796, 0.00065596786, 0.084936574) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(0.16527553, 0.16333109, -0.10906002, -0.11600706, 0.009340215, -0.15967317, 0.057286974, -0.007947666, -0.07539558, -0.048452135, 0.014758945, -0.035601526, -0.029910984, 0.086507834, 0.05682731, 0.08694974) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.09455753, -0.25718254, -0.46974602, -0.17321396, 0.2058579, -0.044676166, 0.15880384, 0.09082368, 0.36071256, 0.088171154, 0.07985134, 0.03562033, -0.011981267, 0.022630319, -0.114429295, 0.03545544) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.35241106, 0.22275616, -0.11238957, -0.058529295, 0.3275477, -0.0841411, 0.08733342, 0.0024533719, 0.4327844, -0.20082138, 0.10952084, -0.03370095, -0.028660584, -0.043844976, -0.0894902, -0.0036635625) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.13464318, -0.04747511, -0.1338263, -0.04075609, 0.18872672, 0.05443863, 0.28123236, 0.112445064, -0.0051509426, 0.074833654, -0.017829131, -0.03576044, 0.06429401, -0.0037442248, 0.0443509, -0.011471484) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.033960752, 0.17812099, 0.113339335, 0.039034948, 0.13780743, -0.022480128, -0.06493001, -0.07914036, 0.025295194, 0.08997309, 0.16050398, 0.0152748795, -0.01667359, -0.10506268, 0.03365411, 0.027771063) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.098467626, -0.1516087, -0.090719014, -0.16919157, 0.038436893, -0.14015834, 0.10464323, -0.066535756, 0.084718876, 0.06657195, -0.10025528, 0.11670654, -0.044952806, -0.0012713686, 0.036094677, -0.1250607) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.32697773, 0.0024904069, -0.0318002, -0.14388008, 0.025393477, 0.1355304, -0.025073601, -0.06781301, -0.033339716, -0.10428237, -0.08760491, -0.058536585, -0.06277895, -0.05797407, -0.12217669, 0.032862153) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.13257584, 0.3125901, -0.004826834, 0.023016412, 0.0137814395, 0.07649444, -0.011283409, 0.12480625, 0.08035556, 0.08562913, 0.051745087, -0.010379843, -0.1719882, 0.019019378, 0.03253453, 0.1349059) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(0.15542264, -0.07498042, -0.054504056, -0.1130992, 0.08257349, -0.028014142, -0.0632218, 0.1754813, 0.044353295, -0.13583407, -0.13511257, -0.17404458, -0.094962865, -0.1499342, -0.04324668, -0.058163624) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.091226265, -0.019397736, -0.15051126, -0.13262361, -0.052419744, 0.022728384, -0.017814085, 0.15778238, -0.045445465, 0.057812717, 0.090955496, -0.08521417, -0.08493022, 0.0458461, 0.038604733, -0.060735296) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.017462738, 0.30318317, 0.020650871, 0.0049322373, 0.025454514, -0.06072033, 0.11654518, 0.037275076, -0.00079333835, 0.085537426, -0.029005496, -0.13338101, 0.025329508, -0.015836718, 0.053024746, 0.00406369) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.060283504, -0.18455754, -0.075665906, -0.03629259, 0.045932658, -0.023702286, 0.01825637, -0.011526267, -0.14195777, 0.008922332, 0.029492423, 0.035661146, 0.14617355, -0.09066765, 0.027462238, -0.12548925) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(-0.36163256, -0.051146578, 0.11729546, -0.08423403, 0.106104486, -0.02499687, 0.022577967, -0.11865076, -0.127109, -0.0983434, -0.051264703, 0.017415091, -0.06907152, 0.021569695, 0.04765592, -0.021509318) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.020325258, 0.007175456, 0.15568674, 0.0268168, -0.04252941, 0.06245771, -0.06428836, 0.03889941, -0.016388465, 0.074869685, 0.0950176, 0.026303388, -0.05905569, 0.010531668, 0.055855878, 0.06955287) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.055937205, 0.049704984, 0.08490253, 0.030004494, -0.028285054, -0.021864135, -0.070368275, -0.07678754, -0.04661075, -0.032502286, 0.016280256, -0.04206708, 0.030877868, -0.07661279, 0.02834831, -0.026066286) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.17748152, 0.007852392, -0.14960057, -0.04700179, 0.02509319, 0.04310571, 0.017439451, -0.06377278, -0.10304223, -0.05971072, 0.08723792, 0.1271908, -0.042265162, 0.095980346, -0.031949062, -0.10269542) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(0.11442661, 0.22355922, 0.077263944, -0.19311424, 0.12785651, -0.18419869, 0.009072283, -0.11784601, 0.046265043, 0.027490687, 0.020513132, -0.11853117, 0.119715765, 0.09155084, -0.08806068, -0.13099991) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.09267516, 0.009534724, -0.1534431, -0.069718234, 0.09534833, 0.09643722, -0.07244729, -0.07503579, 0.049628712, -0.089211434, 0.11313615, 0.031837456, 0.042876128, -0.16599229, -0.09885001, -0.20849445) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(0.15836427, 0.039397597, -0.10033209, -0.08952858, 0.20341766, -0.0183139, -0.048921306, 0.041464794, 0.15270574, -0.026300838, -0.06993224, -0.09279086, -0.0076041482, 0.09520925, -0.09645774, -0.001976442) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(-0.09605317, 0.03516231, 0.021520022, -0.07026322, -0.09843845, 0.018796725, -0.032101627, -0.07200406, 0.009931766, -0.0012845487, -0.038088765, -0.00048343104, -0.01332002, 0.059822187, -0.18040723, 0.059926108) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.04695635, -0.09528347, -0.08518778, 0.03437041, -0.16211584, 0.08615655, -0.0596972, 0.07928578, -0.12804055, -0.12800768, -0.05631355, -0.068491004, 0.054722015, -0.16027765, -0.053435765, 0.0055658827) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(-0.23087862, 0.060950283, 0.06483394, 0.0112723, 0.021190802, 0.015489685, -0.084800646, -0.06498323, -0.122740686, 0.08601281, 0.06930297, -0.02401346, -0.13796073, 0.059523232, -0.1229297, -0.1313897) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.20410736, 0.008917194, 0.027389951, 0.08584264, 0.11003438, 0.022213133, 0.09178437, 0.05450775, -0.01304892, -0.08140342, -0.021694947, -0.0028083185, -0.065252356, -0.0887981, -0.09430747, -0.10619862) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(-0.14222789, -0.02770178, 0.0057030017, -0.04385153, 0.07067748, 0.076741844, 0.074142836, 0.112219356, 0.10509791, 0.14008267, 0.09908752, 0.0343511, 0.012106488, 0.007804691, 0.062716246, -0.022749215) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.25188452, 0.086774535, 0.043418173, 0.07051929, 0.05869175, 0.005817447, 0.031649627, -0.06367935, -0.010777343, -0.065083295, -0.002142289, -0.081685126, -0.03822952, 0.09470792, 0.07443214, 0.0152457915) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.003740148, -0.10212012, 0.082150206, 0.06324506, 0.12001256, -0.025637323, 0.18010361, -0.059838697, -0.003753066, -0.08005211, 0.047556523, -0.14785989, -0.041791067, 0.0039094524, -0.00017652505, -0.12913406) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.020593995, -0.081874, 0.048278, -0.0053195683, 0.28651488, 0.1640567, 0.15966168, 0.082722425, 0.1570142, 0.19820258, -0.052342843, -0.033562254, -0.02614581, -0.098495275, -0.044366807, -0.055630334) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(-0.09661177, -0.014020618, 0.051468264, -0.026384348, 0.31507862, -0.12511897, 0.061704103, -0.060045782, 0.23090814, 0.018513214, 0.015074701, 0.051465522, 0.10594349, 0.115795426, 0.027499227, -0.10733994) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.021955505, 0.08258324, 0.08424402, 0.06377491, 0.06519483, 0.1510674, 0.017168894, 0.11956491, 0.017034065, 0.06976995, -0.15467577, 0.081934586, -0.0039609377, 0.080919094, -0.050352793, -0.0462441) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.036016695, -0.100190744, -0.051705576, 0.035166018, -0.036927998, 0.008058679, 0.072933845, 0.1457097, -0.078346506, -0.13454653, 0.02853062, 0.129857, 0.052758798, -0.14486746, -0.014382735, -0.03168785) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.0010188763, -0.041984238, 0.0715447, -0.034105368, 0.17399262, 0.041071795, -0.022110598, 0.03014559, 0.04161949, -0.096565865, 0.053164575, 0.055329412, -0.09356863, -0.018130451, 0.07688227, 0.04318047) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.016769439, 0.0025616076, -0.033234686, -0.017233113); + result += mat4(-0.07937274, 0.024551604, 0.045484476, -0.028590381, -0.0055548563, 0.091164075, -0.0832477, 0.0056726784, 0.009145615, -0.056674864, -0.12838204, -0.029696077, -0.104894035, -0.0021465523, -0.19386864, 0.04343148) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.056155153, 0.08125948, 0.047882646, -0.05619554, -0.07280543, 0.06907689, -0.07096061, 0.024550367, 0.06942433, -0.015227393, 0.19139177, 0.034082085, 0.026274368, -0.044310287, 0.2190903, -0.10265051) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.054673616, -0.04683691, -0.060920995, 0.098106205, -0.09166132, 0.05957283, -0.074146934, 0.073306106, 0.014094467, 0.06827852, 0.01580575, 0.038518988, -0.0462546, 0.021577721, -0.078415, 0.029640203) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.1085866, 0.018027164, 0.0009858405, -0.09908315, 0.045768503, -0.07956935, 0.09952082, 0.030113233, 0.06256073, -0.05886293, 0.006130924, -0.048609912, 0.13590431, 0.03444453, -0.15257333, -0.11231053) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.011424763, -0.071742706, 0.04301765, 0.070896834, 0.07755313, 0.10378807, 0.12022343, 0.021524828, 0.029912747, 0.115998074, -0.13353577, -0.016215743, -0.12557493, 0.13347831, 0.07265532, 0.0010080107) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.011295676, 0.036876403, 0.06479442, 0.08397527, 0.12332453, -0.13206731, 0.09754398, 0.00029035402, 0.03560405, -0.056740932, -0.031969912, -0.012531853, 0.10487021, -0.079280175, -0.036755282, 0.0359944) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(-0.048982903, 0.00045150236, -0.16215974, -0.025085704, -0.06113199, 0.061917245, -0.041983806, 0.12413298, 0.02764671, 0.09159367, 0.1746024, 0.08465373, -0.09993331, 0.09977577, 0.05697615, -0.112461075) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.07934379, -0.039607003, -0.07690708, 0.023781974, 0.015746487, 0.108917706, -0.09303546, 0.12878792, -0.026604395, -0.042081278, 0.09499319, -0.0506606, 0.10261265, 0.12871245, -0.13543636, -0.013091424) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(-0.049167998, -0.08167343, 0.021342967, 0.0842813, 0.019894106, -0.08718225, 0.14338472, -0.08321608, -0.06424248, 0.0020290306, 0.11345402, -0.031149132, 0.055689946, 0.0005042397, -0.009219514, 0.07936348) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.042045802, 0.08653694, -0.057840317, 0.043052666, 0.05711909, -0.014766705, -0.05957707, 0.024248779, 0.01729787, -0.08104619, 0.028377637, 0.0774164, -0.029571198, 0.098805726, -0.05487531, 0.011131538) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.0026329665, -0.07978645, 0.023266913, -0.063317545, -0.13192022, -0.052285846, -0.09071553, 0.01294073, 0.020364795, -0.021405185, -0.046866737, 0.08936077, 0.032601304, 0.088665865, -0.06398512, -0.015807016) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.072908536, 0.10124559, -0.059382346, -0.07274975, -0.15386926, 0.058088895, 0.13734575, -0.08429202, -0.0077596977, -0.059642684, -0.04087486, -0.08461217, 0.03605134, 0.08031782, -0.027293874, -0.05226643) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.05761235, 0.0063328813, -0.012605376, 0.017634902, 0.021166831, -0.016585106, -0.03065502, -0.029615575, -0.04674592, -0.063615814, 0.027525546, 0.07175821, -0.10640246, -0.021860883, 0.07215713, -0.09373414) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.08998505, -0.00014465432, 0.10441247, -0.021165052, 0.05263818, -0.20437573, 0.11552614, -0.11383138, -0.047426652, 0.08757641, -0.025403168, 0.03527013, -0.02045051, -0.053358436, 0.09311368, -0.06521593) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(0.058935154, -0.017358156, -0.10218483, 0.022098077, 0.014286717, 0.029318301, -0.20659512, 0.10422841, -0.037607525, 0.019619823, 0.08594738, -0.10172927, -0.053619463, -0.11814796, 0.0018046426, 0.031578325) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.0058175665, -0.027186159, 0.04891019, -0.05580266, 0.17695417, 0.06257584, -0.053988926, -0.04441824, -0.11641258, 0.010220604, 0.10162313, 0.077824146, -0.07027242, -0.021471716, -0.07523949, -0.02031263) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(0.024723828, 0.09212882, -0.10201016, -0.08879776, -0.028374758, 0.03794084, 0.16667119, 0.102898754, 0.084029555, -0.07575912, 0.09611676, -0.12024204, 0.09981554, 0.04426836, 0.065200955, 0.044676803) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.10512724, 0.05358826, -0.14085302, 0.052071247, -0.021827307, 0.017526265, 0.15236545, 0.026917933, -0.061030466, -0.08549802, -0.06748439, 0.055241548, 0.117513224, -0.031710867, 0.094942175, 0.09423875) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.015552336, 0.04420794, -0.029277187, -0.19120461, 0.034245424, -0.02792134, -0.09716776, -0.0573681, -0.075626604, 0.037915822, 0.12992129, -0.02319238, -0.0039902157, -0.08158752, -0.07895762, 0.08473973) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.08799909, 0.14314105, -0.20044601, 0.10480823, -0.095984094, 0.012125623, -0.035740513, 0.007108744, -0.0939765, 0.010239716, -0.114662096, 0.018953988, 0.05602594, -0.08161215, -0.06033333, -0.019941881) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(-0.12727, -0.038333707, -0.25097314, 0.018155312, 0.060406335, -0.020452917, 0.113399886, -0.11267086, -0.06354953, -0.012558013, -0.12128287, 0.039447643, -0.17020549, 0.037829228, -0.05092166, 0.06897524) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.0705451, 0.08091754, -0.008346885, -0.044707194, -0.08981229, 0.06599425, 0.043990392, -0.0031653778, 0.12341977, 0.018836867, 0.025816211, 0.026450949, -0.029844712, -0.0464313, -0.13568954, -0.072483405) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.012711535, -0.3026428, 0.13166624, -0.004995521, 0.008398716, 0.14346163, 0.068649575, -0.09263464, 0.018636724, -0.111215554, 0.05045415, 0.10613949, -0.14595944, -0.10123244, 0.1399268, 0.05277028) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(0.02605338, -0.09055099, 0.14284265, -0.016676703, -0.07651899, 0.11876108, -0.07980653, 0.1367855, 0.027205238, -0.121692345, 0.097538166, 0.019252293, 0.0085324785, -0.0066619613, -0.051010814, 0.015619256) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.053689305, 0.11616701, 0.050079677, 0.062457107, -0.131444, 0.09234042, 0.32624242, -0.04541031, 0.10710542, 0.10381631, -0.11372033, 0.047911637, -0.095062315, 0.08364793, -0.20961949, -0.033144835) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.02494579, 0.18658453, -0.24268891, 0.03562996, -0.011188254, 0.15070106, -0.049641307, -0.04412288, 0.08451071, 0.008854023, -0.027331132, 0.010873642, 0.05840684, 0.093645036, -0.19649129, 0.14708613) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.0030784938, 0.03550323, -0.17132902, 0.069450766, 0.024668658, 0.029604401, 0.11464523, -0.07167686, 0.051766425, 0.014539138, -0.009160021, 0.12180583, -0.05230532, 0.0662672, 0.003080154, -0.07940716) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.05423636, -0.011784935, 0.14290236, 0.032433644, -0.118710525, -0.0920717, 0.0823441, 0.056657888, -0.040222954, 0.010854127, 0.15074678, -0.098136485, -0.06447723, 0.02108425, 0.009055196, -0.11257116) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.12390864, -0.09158103, 0.04741346, -0.0708486, -0.06425824, 0.013386543, 0.057961702, 0.07413954, -0.07973955, -0.09554655, 0.18467925, -0.10788285, 0.09482614, 0.012062154, 0.029963506, -0.029858127) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.10729881, 0.009982173, -0.22733152, 0.098401695, 0.029435245, -0.06580569, -0.12520123, -0.07642179, 0.11545801, 0.15011081, -0.13486712, 0.028433813, 0.07591163, 0.017288294, 0.099007584, -0.097372234) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.13141108, 0.017468836, -0.16651976, 0.13195527, 0.07581501, 0.10724365, -0.09905088, 0.0015309928, -0.059403155, -0.009239631, 0.14939612, -0.1072595, 0.030013539, 0.016426543, 0.0017660961, 0.08670179) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.14684048, 0.034820206, 0.19213732, 0.03307732, -0.08472444, 0.046669018, 0.12534994, -0.11100139, 0.09718424, 0.15050825, -0.21054505, 0.2016825, 0.072763614, -0.07057747, -0.07941401, -0.0811291) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(0.055816874, 0.09170443, -0.05008039, 0.024646416, -0.009889805, 0.0041081966, 0.12131254, 0.07974836, 0.117176384, 0.0844261, 0.28521234, -0.09175087, -0.08795007, 0.0043471255, 0.07127032, 0.05553993) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.026806787, -0.114655524, -0.12831697, -0.16896728, 0.09705996, 0.07696132, -0.03238421, -0.016604574, 0.0069550225, 0.005655338, 0.43047038, -0.075586416, 0.004409626, 0.05427515, 0.066713005, 0.06727002) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.012092775, -0.14372861, -0.032439742, 0.10276534, 0.074446976, 0.117915854, -0.07504714, 0.059478015, 0.17400376, -0.09012655, 0.12881382, -0.03453601, 0.006655172, -0.05988123, 0.057871893, -0.10036389) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.004990822, 0.08878998, -0.03183994, -0.12615976, 0.0076586036, -0.039238214, -0.04804058, -0.03638868, -0.07475823, -0.107461564, 0.027054943, 0.036395226, -0.09547209, 0.08394239, -0.060993254, -0.07529691) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.021110354, -0.08261888, -0.10318944, 0.040032186, -0.064552136, -0.051267777, 0.0887074, -0.10907327, -0.008963476, 0.13419461, 0.12557253, 0.19924735, 0.07389039, 0.037197713, -0.006051149, 0.09969139) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.10912339, -0.05223203, -0.41098392, 0.075798415, -0.057029378, -0.0017331461, 0.06383876, -0.025387159, -0.04747141, 0.039427005, 0.018824644, 0.08538382, 0.051092204, 0.06586574, -0.11215414, 0.0791303) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.03419454, -0.021962, -0.13961087, -0.022702947, 0.011523682, 0.06005019, 0.19224952, 0.010064379, 0.15189806, -0.14856116, 0.1919555, -0.062437158, 0.015603976, 0.00086081197, -0.0468853, -0.04738336) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(0.10732999, -0.06551857, 0.0602404, 0.19181146, -0.09031337, 0.05160001, 0.0040802015, -0.11860206, -0.057076015, -0.13912433, -0.060380206, -0.06443237, 0.11100557, -0.11861049, -0.108246945, 0.09199632) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.16064756, -0.10392113, 0.16806966, -0.12632309, 0.067356676, 0.051871065, -0.087932274, 0.04682788, -0.035441585, 0.005433438, -0.20120451, 0.14360161, 0.0051706037, -0.022827601, 0.076131314, -0.028320156) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.11838603, 0.11412809, -0.22658278, -0.037884485, -0.007884632, -0.047932684, 0.10884189, 0.07825834, 0.008924509, 0.13113378, -0.10875834, -0.107598744, 0.0067470223, 0.09434388, -0.109961726, 0.079642296) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.2042058, -0.07531935, -0.09399276, 0.008989612, 0.07966336, -0.0068313014, 0.24716976, 0.058068536, -0.013480067, -0.05133768, 0.07945195, -0.10644309, -0.094064265, -0.009725714, 0.059794, 0.022166375) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.2752565, 0.1852604, -0.23770782, -0.03482585, 0.03348158, -0.098442525, 0.1648311, 0.028246937, 0.115351744, -0.12337124, 0.12334623, -0.06349723, -0.113191076, 0.10705012, -0.08011575, -0.0009850222) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.019758724, 0.08675475, -0.25644946, 0.19483091, 0.056206577, -0.28102186, 0.2467782, -0.19515087, 0.030795587, -0.21867925, 0.10537924, 0.032142207, 0.06683745, 0.045662083, -0.036633432, 0.07147296) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.06670792, -0.0021875468, 0.012345075, 0.07533767, -0.0772911, -0.020445222, 0.055677257, -0.03592486, -0.08034898, 0.0061573903, -0.075330086, -0.04805722, -0.012458078, 0.07707378, 0.1340744, -0.037905995) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(0.14461063, 0.017936263, 0.029614784, 0.13786332, -0.06205171, 0.05635858, -0.057858724, 0.0991939, 0.0843583, 0.00076131267, 0.09621426, 0.12912948, 0.027043015, -0.05128006, -0.045921084, -0.04307526) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(0.059195258, -0.0761724, 0.22519636, 0.047220387, 0.13788861, 0.017554784, 0.17639084, -0.086442344, 0.15308294, 0.11420089, 0.09245167, -0.07941055, 0.147952, -0.06565538, 0.23476095, -0.0062853643) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(-0.12952094, 0.15930383, 0.21732077, -0.0077073327, -0.030176776, 0.1060875, 0.11774164, -0.050923593, -0.011193686, -0.03966681, 0.2143074, 0.14424497, -0.1332584, 0.053643733, 0.10166897, -0.11144746) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.03859702, 0.20158121, -0.17083117, -0.024978075, -0.061759107, -0.023627415, -0.019641025, 0.070127934, 0.003741842, 0.022356411, -0.13977034, 0.015925655, -0.069790415, -0.015829412, -0.19992931, 0.085839465) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(-0.051424056, 0.06681765, -0.120979376, 0.0017001146, 0.0051011327, -0.05086517, -0.051919993, -0.050319064, -0.15493919, 0.010663769, -0.059243806, 0.1122366, 0.042886723, 0.13127504, 0.11036723, -0.022160923) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.09295841, 0.12198834, 0.14107624, -0.015114837, -0.037394222, -0.021517873, 0.03543997, 0.05839734, -0.046089817, 0.011284783, 0.057499498, -0.0008424343, 0.01061968, -0.07435791, -0.023883415, 0.074838415) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.08546618, -0.001638889, -0.059880786, -0.0059915804, 0.05733248, 0.002214513, 0.14065383, -0.08221448, 0.05616745, -0.040358093, -0.09910867, 0.015900759, 0.08278462, -0.14608642, 0.13865638, -0.028652601) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.050315954, -0.124541774, 0.1193908, -0.045964096, -0.11453154, -0.17920852, 0.018419629, 0.0885126, 0.0045665368, -0.012980899, 0.0022270456, -0.03926158, 0.021241607, -0.09130771, 0.20553377, -0.0996037) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(0.10302262, 0.027687268, -0.21909182, -0.11463514, -0.045840893, 0.10050073, -0.0613349, 0.042572837, -0.06806023, -0.0010388973, 0.018142693, 0.14837755, -0.022527771, 0.07391722, -0.08493624, -0.11404409) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.121575266, -0.027801964, 0.09613693, 0.002286362, -0.039520085, 0.03476184, -0.10104017, 0.031482354, 0.11636573, -0.06323037, -0.011886145, 0.06297528, -0.066137604, -0.008157256, -0.04869969, 0.0059183626) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.10905, 0.03983639, 0.056099143, 0.0034510016, 0.012703439, -0.060960226, -0.14831713, -0.069385834, 0.0011631255, 0.11983661, -0.21988507, 0.06868837, 0.034076165, -0.08466886, 0.012345503, -0.040119033) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.13324322, 0.01718367, 0.2076508, 0.016123328, 0.057933662, -0.08142827, 0.028756473, -0.012525868, -0.08725264, -0.009463192, -0.046336904, -0.033815436, -0.1391711, -0.08475892, 0.0687412, -0.039241564) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.041625768, 0.16654244, -0.1799811, 0.048581764, 0.045822866, -0.037232295, 0.05179076, -0.05777596, -0.0095104305, 0.12848996, -0.0789733, 0.08890033, 0.17187265, 0.03049758, -0.06398407, 0.13677458) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(0.009284352, 0.08338313, 0.026661666, 0.026534343, -0.026173279, -0.04352123, -0.16721159, 0.04861703, -0.02597866, 0.021577125, 0.056278646, -0.076812565, -0.026800256, 0.08736506, -0.15648517, 0.028837873) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.09535911, 0.14442755, 0.11180536, -0.06517056, -0.009842117, -0.0060931295, -0.061150488, -0.02944281, 0.12734199, 0.0006065784, -0.06975431, 0.108781986, 0.033593517, 0.07567509, -0.17313817, 0.25374523) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.19506572, 0.155975, -0.04777849, -0.016203694, -0.0068075536, -0.042868037, -0.17068684, 0.0037194034, -0.0012168193, -0.10092494, -0.06852381, 0.01380547, 0.1136827, -0.041867908, 0.00013216352, -0.05468068) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.07748595, -0.14235479, 0.15257135, -0.053396966, -0.07791306, 0.067098655, -0.057766736, 0.021077331, -0.09494074, -0.023778684, -0.013639282, -0.10075655, -0.080349326, -0.18532336, -0.08169879, 0.11040296) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.069554105, 0.060413048, -0.106799476, 0.053021252, -0.05345125, 0.01492141, -0.004792767, -0.05385169, 0.0843777, 0.013497531, -0.22934411, 0.099761985, 0.061654877, 0.0023306322, 0.037343726, 0.09909317) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.05697883, 0.07050332, 0.076690584, 0.01667316, 0.006008317, 0.06300223, 0.051146176, 0.012772907, -0.06102923, 0.029040178, -0.053367697, 0.07482501, 0.06490111, 0.052685887, -0.049605075, -0.002080413) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.0046620304, 0.059921052, 0.028985702, 0.07646957, 0.0034581195, 0.084394254, -0.15584604, 0.03665553, -0.07015666, 0.003627641, -0.22974466, 0.072483964, -0.075953916, -0.075793676, 0.118282355, -0.113565505) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.11088133, -0.047126915, -0.1282911, 0.052591946, -0.014328814, 0.008643943, -0.068740405, -0.1435253, -0.02709035, -0.04505739, 0.008873879, -0.21076852, -0.043750796, -0.044584595, 0.03902912, -0.030772295) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.038197093, -0.062249802, 0.033598337, -0.102512054, 0.120059155, 0.039409705, 0.23213148, 0.017042313, 0.07811867, -0.003232613, 0.19507286, 0.053877868, 0.012963436, 0.0028906679, 0.21984786, 0.019151483) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(-0.019865166, -0.0071905544, 0.11206307, -0.07782036, 0.09469346, 0.036127537, 0.03760374, 0.055601902, -0.007445543, 0.079429135, 0.049627665, -0.12807842, 0.08465151, 0.057704467, -0.0042503723, -0.0064193746) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.024744835, -0.011291583, -0.024014616, -0.033544473, -0.0038538529, 0.12559661, -0.027841812, -0.06250194, 0.0073181563, 0.013020039, -0.21632992, 0.09582357, -0.02713949, -0.04855593, -0.008293703, 0.021271667) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.110498585, 0.059027217, 0.020372093, -0.06329277, 0.13400175, 0.22068635, -0.19118437, 0.10078439, 0.0022693954, 0.11991088, -0.16167273, -0.006496246, -0.07048625, 0.08765234, 0.032959696, 0.11292396) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.040295064, 0.043726686, 0.06391998, -0.05502049, -0.047743503, -0.0029117474, 0.15594602, 0.093968496, 0.054743696, 0.06277688, 0.028176308, -0.03813296, 0.07304441, -0.04628543, -0.051543918, -0.056700226) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.013938967, 0.015533113, 0.0028973701, 0.0075022657); + result += mat4(0.032846577, -0.052960653, 0.034282815, 0.041243304, -0.08967592, 0.048318267, -0.07621673, 0.1028415, 0.048737485, 0.053634305, 0.0054881927, 0.033276886, -0.21132886, -0.00425043, 0.050949793, -0.0111281965) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.12298811, -0.053651, 0.014085534, 0.06090373, 0.046195626, -0.03364584, 0.08522945, -0.047111996, 0.023065615, -0.05466919, -0.0021231575, 0.074913114, -0.04375345, -0.09714572, -0.13357763, 0.07338338) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.01141243, 0.030614294, 0.012433801, 0.02139655, -0.0684577, -0.08955104, 0.093261145, -0.09983138, 0.089424804, -0.021487309, -0.12033073, 0.07616843, -0.090022355, 0.18183194, 0.11445503, 0.067792386) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.003242191, 0.031642754, -0.07453954, 0.11052475, 0.009998606, -0.11990727, -0.14618039, 0.099430494, -0.042089403, 0.070518434, -0.010203386, -0.029402874, -0.20027012, 0.17072497, -0.08798141, 0.05406464) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.01612824, 0.03477462, -0.042969614, 0.056698266, -0.03255394, -0.11133351, -0.004118145, 0.03954056, -0.033006884, 0.04043607, -0.12047454, -0.044718977, 0.0698965, -0.12542497, 0.052342955, 0.094750166) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.08191703, 0.09355846, 0.059092406, 0.06475061, -0.025731565, 0.19678155, -0.0776595, 0.046088483, 0.100162126, -0.016052794, -0.07798135, -0.07101751, -0.06735093, 0.08204773, 0.053372316, -0.10643969) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.07641936, -0.009392707, -0.08043631, -0.022394316, -0.0025288959, -0.097324744, -0.10157535, -0.098694205, 0.046158034, 0.086306415, -0.09310042, 0.045507442, -0.1552158, -0.25672314, -0.045775324, -0.016271122) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.027376695, -0.08542285, -0.00053156266, -0.055664603, 0.11108501, 0.00900522, -0.039494418, 0.058275703, -0.024041515, -0.0043008253, 0.04309959, -0.029130701, 0.07585582, 0.042668022, -0.033310007, 0.035263296) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.027053017, -0.08627896, 0.08763188, 0.043387715, -0.088418104, 0.023269104, 0.071471125, 0.054824803, -0.012928226, -0.06803476, -0.10451357, -0.04683332, -0.03276313, -0.02956615, 0.02772458, 0.016769126) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.05519512, 0.026617685, 0.059249084, 0.05214254, -0.0005045204, 0.012417094, -0.06620078, 0.0813855, -0.035043526, -0.03206556, 0.07487492, 0.03989685, -0.099046, -0.10826472, 0.04286894, 0.123804376) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.023046117, 0.15525448, -0.016758833, 0.08583576, 0.08520866, 0.12128569, 0.0064738714, -0.21322465, 0.051468074, -0.08525122, -0.07286322, -0.06859845, 0.06326966, 0.044056647, 0.088103294, 0.09067303) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(0.06426195, 0.009186825, -0.07230378, 0.04104307, 0.017211473, -0.20848492, -0.04187725, 0.21498612, 0.020638483, 0.002735242, -0.111722566, -0.014182573, -0.003047092, 0.100285515, -0.06567301, 0.0138706695) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(0.08885051, 0.093490265, -0.03140803, -0.03252425, -0.19602428, 0.0145222675, 0.03036853, -0.07987939, 0.013513645, -0.008580325, -0.0059136273, 0.048060436, 0.10868937, 0.10224574, -0.030258277, -0.008786517) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.041580692, -0.02790423, 0.022062302, 0.047895577, -0.1059916, -0.112150155, -0.04447172, 0.07482147, -0.057116378, 0.11231512, -0.082839444, -0.033725716, -0.10277563, -0.10362856, 0.04035678, -0.048499774) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.06345017, -0.07136062, -0.073399685, 0.11837334, -0.0045550424, 0.30553803, 0.010344913, -0.114337504, -0.037289858, 0.08024155, -0.09092938, 0.01512199, 0.059033062, -0.015965948, 0.09940773, -0.07353052) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.07212204, -0.073826596, -0.016235586, 0.08354734, -0.1110086, 0.023471365, 0.20727345, -0.12833963, -0.01702859, 0.004681886, 0.029475408, -0.09220702, 0.10658454, 0.07304483, -0.105907686, 0.028076867) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.019951629, 0.039863996, -0.10994326, 0.08695047, 0.12011675, 0.014324402, -0.13076435, 0.1224294, 0.038881417, -0.09101597, 0.048266523, 0.02081965, 0.054930367, 0.042563003, -0.07030875, -0.045356747) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.0120314285, -0.028235875, -0.081212506, -0.0030252447, -0.04822626, -0.04711799, 0.062013462, 0.043998722, 0.007708696, -0.098528996, 0.037904922, -0.029747024, 0.024580749, -0.091394715, -0.06220346, 0.036037244) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(-0.013719639, 0.068786085, -0.2582946, -0.18412389, -0.16333252, 0.12252754, -0.08445838, 0.06032664, -0.11343617, 0.063644305, 0.06866097, 0.029576793, 0.04192072, 0.08560085, 0.043356523, 0.09876049) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.008559685, 0.21590574, 0.15706843, -0.15791821, 0.050628748, 0.024257801, 0.04210108, 0.104727186, 0.0045100497, 0.07006695, 0.034892123, -0.04694154, -0.037952803, 0.0039479756, 0.051974215, -0.02402075) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(-0.16285849, -0.1351455, 0.22289366, -0.19113839, -0.020619422, -0.104307786, -0.06431112, 0.14210887, 0.0044410434, 0.08799993, 0.046918754, 0.026606759, -0.030655297, -0.23118538, 0.07378562, -0.02753961) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.04190715, -0.07085707, -0.16785142, -0.08579393, -0.16594838, -0.21295592, -0.19651107, 0.1108744, -0.017264538, 0.01228312, 0.013902221, -0.045920342, -0.23022439, 0.089863844, 0.15524478, 0.11105493) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(-0.05898294, -0.035147365, 0.0047032023, -0.10104759, 0.05405861, 0.029577512, 0.08253608, 0.12578677, -0.09454659, -0.07002651, -0.012900482, -0.09280986, -0.16421299, -0.10147469, -0.12098356, 0.14639007) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.05408464, 0.116305515, -0.0030977353, -0.033564936, 0.083220914, 0.05112416, 0.065894075, -0.12722094, -0.093101144, -0.0926052, -0.068206765, -0.0033095647, 0.109661594, 0.21803294, 0.04223223, -0.04131261) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.06972871, -0.09167746, -0.15979786, 0.13048, 0.06253625, -0.09264288, -0.05032426, 0.15510198, -0.14806736, 0.0063203163, -0.08419503, -0.011996139, -0.17226042, -0.018295549, -0.049481925, 0.01995809) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(0.0840082, -0.037556678, -0.19460279, -0.018812792, 0.004944361, -0.049664762, -0.08419881, 0.005028327, 0.007848979, -0.042863537, 0.031951196, 0.019603448, 0.15948758, 0.1491548, -0.08453285, -0.10676616) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.08164055, -0.027523054, -0.028529225, 0.06508434, 0.1484274, 0.0736036, 0.045612324, -0.1698624, -0.105022065, 0.018172331, -0.073550254, -0.043985896, -0.1179838, -0.0444282, 0.14739418, -0.013361285) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(0.14466478, -0.1375525, -0.078926675, -0.07146436, -0.02455428, -0.03134981, -0.046245314, 0.038217396, 0.0033201047, -0.0818952, 0.0060245525, 0.1058006, 0.041843913, 0.03813736, 0.08554309, 0.063544) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.13304569, 0.10625694, -0.1030556, -0.053505816, 0.037258405, 0.044456914, -0.03631202, -0.06508498, -0.005214813, -0.27949867, -0.2163986, 0.15527907, 0.0057765082, -0.043244556, -0.076198526, 0.038292184) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.041140325, 0.15411493, 0.060217228, 0.09170098, -0.006105441, -0.045251857, -0.07079478, 0.03558165, 0.22392677, 0.4409335, 0.08216555, -0.12828667, 0.020134708, 0.04240352, 0.04178916, 0.005399634) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.17139013, 0.24163511, 0.122895755, 0.02841926, 0.060389537, -0.017288694, 0.059575845, -0.032035768, 0.19195938, 0.092920214, -0.07348584, -0.03231902, -0.01957814, -0.07692006, 0.022113338, 0.014335964) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.09234144, -0.14912902, 0.0041282643, -0.027115146, 0.12525725, 0.03379189, -0.07923043, 0.01664941, 0.11189519, -0.014339368, 0.017915903, -0.12146901, 0.04682695, -0.037487045, 0.0781563, 0.07242103) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.12280214, -0.07928621, -0.00084343384, 0.117775716, -0.08470734, 0.02297821, 0.055031396, -0.04422762, 0.03624792, -0.07233905, 0.1049448, -0.008404658, -0.031488854, -0.104380265, -0.039811365, 0.06190357) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.09426611, -0.059807744, 0.16133043, 0.037267085, -0.044063903, -0.04881754, -0.036063835, -0.0005282542, 0.3019107, -0.09280052, 0.08644239, -0.085524224, -0.06320671, 0.121795595, -0.008503126, 0.049327616) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(0.056063645, -0.027197428, -0.275161, 0.117007494, 0.009994409, -0.11506362, 0.05293116, 0.109181024, -0.20537406, -0.011914534, 0.21813466, -0.19475429, -0.03542684, -0.014357295, 0.06533645, -0.06992156) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(0.11626918, 0.06787258, -0.024249015, -0.14433035, -0.10196498, 0.041349225, -0.04500458, -0.101851776, -0.13543579, -0.20013253, -0.22151956, 0.15556997, 0.009776829, -0.015146394, 0.039016746, 0.043856163) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.09574218, 0.43134865, 0.06287345, -0.14401114, 0.07259602, -0.0763569, -0.02227203, 0.112953484, 0.09246757, 0.25071567, 0.0643707, -0.08116504, -0.08215675, -0.046698894, 0.07829749, -0.12789002) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(-0.20191924, -0.056483887, -0.035593227, 0.029989725, -0.054922167, -0.12155225, -0.01314009, 0.018419497, -0.09012032, -0.2546305, 0.11454314, 0.024380885, 0.0024255472, 0.060235217, 0.06451117, -0.09309257) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.073611856, -0.13808423, -0.052807756, -0.011837564, 0.12048, -0.031830203, 0.027526058, 0.088994816, 0.029460358, -0.06082022, -0.1596075, 0.052041758, -0.023746919, -0.030569702, 0.025013674, 0.026854126) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.086055025, -0.27568772, 0.12127773, 0.05009544, -0.054843403, 0.17005071, -0.050590053, 0.04224273, -0.17188133, 0.16836992, -0.027306903, -0.059306376, -0.06309424, -0.02755114, 0.0006239271, 0.009682775) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(-0.101595916, 0.077240214, -0.250513, 0.13649723, 0.05415376, 0.03777246, 0.034393545, -0.09718768, 0.023413684, 0.073868506, 0.10415262, 0.011855031, -0.048522275, -0.05025404, 0.07603722, -0.0133422455) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.005209693, -0.03132555, -0.075816676, 0.12494877, -0.0029918156, 0.12346448, 0.057733785, -0.11805883, 0.11076001, 0.15045074, 0.13931994, -0.028937897, -0.019406365, 0.09444509, -0.027938375, 0.05988758) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.017660402, 0.33389142, 0.3368349, -0.20588791, -0.0056653786, -0.2651566, -0.04290172, -0.012614579, -0.11986817, -0.05799836, -0.39571932, 0.11297465, -0.07600458, -0.020395143, 0.028914806, 0.099363364) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(0.15865004, -0.045258045, -0.07157293, 0.2891403, -0.08760969, 0.039345026, 0.13047671, -0.023942553, -0.0033943066, 0.14529294, 0.28212127, -0.18738058, 0.054405157, -0.07250427, -0.057954464, 0.07266344) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.07110851, 0.2947595, 0.14452806, -0.04179915, -0.07646726, -0.35550603, -0.09038327, 0.1859547, -0.030575223, -0.23900814, 0.035673585, 0.009947154, 0.1004944, -0.05465786, 0.09433755, 0.08319697) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.09650646, -0.2106911, -0.14350054, 0.09678866, 0.141645, 0.12216212, -0.015125403, 0.07808061, 0.021505704, -0.060919236, 0.025231823, -0.037320167, 0.09172411, 0.0071801394, -0.08808234, -0.0036207838) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.030052708, 0.033569835, 0.08926979, 0.11178668, -0.091706395, -0.12504517, -0.0070420154, 0.03058263, 0.1316749, -0.073301606, -0.039943352, 0.048992824, -0.012253534, -0.12068569, 0.059805628, 0.014095031) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(0.09948852, -0.11137538, -0.096741654, 0.16914417, -0.0785128, -0.022394864, -0.048322883, -0.056172695, -0.013107698, 0.07919407, -0.13742791, -0.041318193, 0.16285864, -0.01721374, 0.043658752, -0.022331616) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(-0.09335611, -0.14867131, -0.28287446, 0.17306156, 0.15854278, -0.095198154, -0.10047315, 0.0010695432, 0.18735754, -0.10223568, -0.19490556, -0.018932529, 0.007102843, 0.016200561, 0.0100492025, -0.0029140124) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.01925431, 0.10660208, 0.27944034, -0.0011139654, -0.10035412, 0.09825183, 0.1448656, -0.1492353, 0.09415358, 0.12020322, 0.05821491, -0.08285908, -0.056045406, -0.009525278, 0.045026075, -0.0043133344) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.1453938, -0.1819587, 0.0059757284, 0.051746137, -0.0110834325, -0.070206106, 0.05421846, 0.038294274, -0.014713783, -0.22189125, -0.08452043, 0.03983536, 0.07674623, 0.020582968, 0.07983692, -0.07595044) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.05846307, -0.14692274, -0.13257322, 0.07857917, 0.081295855, -0.02054582, -0.14121507, -0.012233117, 0.20367633, 0.20878336, 0.1984374, 0.0030697384, 0.015199983, -0.03457278, -0.115692005, 0.12165493) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.0074242325, 0.079576045, 0.20005365, -0.05483021, -0.12659398, 0.03902692, -0.015557649, -0.064035706, -0.10649736, -0.21311344, 0.11481038, 0.09883342, -0.11245709, 0.0992991, 0.20141985, -0.123599924) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(-0.023659606, 0.028784622, 0.15630634, -0.16217248, -0.020239111, -0.07716568, -0.010747737, 0.03945967, -0.010214203, 0.24981211, -0.09295191, -0.10133283, -0.08014364, -0.065089874, -0.108319044, -0.022462547) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.1404802, -0.07709674, 0.09681487, 0.06958544, -0.039029483, -0.005657039, -0.041457523, -0.018028699, -0.17900372, -0.2743584, -0.0020316062, 0.02434286, -0.25971797, 0.045841504, 0.06624523, 0.059360214) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(0.03962932, -0.102508165, -0.10335586, 0.02769998, -0.034909446, 0.08839743, -0.054328848, 0.05946154, -0.080311604, 0.0863828, -0.12949784, -0.023000276, -0.027209371, -0.19840518, 0.13048606, 0.033447914) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(0.13438398, -0.03328395, 0.00886096, 0.062370244, -0.08165411, -0.004406249, -0.07576186, -0.04371637, 0.112132765, 0.057616953, -0.091129914, 0.074267745, 0.03333039, -0.022591632, 0.030719416, -0.0816658) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.16862763, -0.20332028, -0.13617799, 0.10863646, 0.08856559, 0.09361129, 0.06661578, 0.112887606, 0.21530516, 0.10044223, -0.062562965, -0.035199128, -0.09036694, -0.22348131, -0.11113321, 0.0669725) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.16750894, -0.08843269, -0.07074065, 0.05376084, 0.07708549, 0.015515703, 0.016807212, 0.04526428, 0.06690181, -0.1088821, 0.14146914, -0.008922299, 0.07360777, 0.047104575, 0.05380345, -0.027304618) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.037288673, 0.069152765, 0.085217334, -0.011905897, -0.035554044, -0.0675126, 0.029835347, -0.002959171, 0.045045763, -0.091421194, -0.106193855, 0.0143471295, 0.02488115, 0.03365488, 0.050359994, 0.1503394) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.12319791, 0.0032950933, -0.06824863, 0.012392062, -0.118234396, 0.14496185, 0.114632, 0.076892786, 0.07817824, -0.11684472, 0.12347112, 0.06353911, -0.11729137, 0.016371759, 0.018917851, -0.09600979) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.13907284, 0.091185175, 0.23634766, -0.09853092, -0.04085903, -0.034933154, -0.106923856, 0.029059209, -0.00412088, 0.10090707, 0.044486817, -0.07920565, -0.12085485, 0.07436986, 0.29817295, -0.041254688) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(-0.11655869, -0.0035880397, -0.06810132, 0.04146236, 0.023564009, 0.09065643, 0.12430169, -0.008510147, 0.018586572, -0.003018705, 0.019272458, 0.045007218, -0.034521285, -0.13510515, 0.1783665, -0.057660464) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(0.023256643, 0.0025501647, 0.054036576, -0.09010554, -0.09981198, 0.0025569394, 0.034095336, 0.09616902, -0.018435046, 0.24729924, 0.059934802, -0.11045272, 0.101369314, -0.08758456, 0.06130956, -0.025856761) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(-0.04986097, 0.07840398, -0.030468019, -0.10168706, -0.08907567, -0.052781705, 0.009643028, -0.017915532, -0.0006377926, -0.13322766, -0.059335712, 0.030386358, -0.062960066, 0.055721477, 0.09809302, -0.13177848) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.0527928, -0.005294284, -0.06544233, -0.081286736, 0.103860065, 0.0007467491, 0.046420082, 0.053392958, -0.044237245, 0.012775338, 0.061520044, -0.13960223, 0.046545796, -0.07827683, 0.071598575, 0.11218506) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.047418635, 0.02560069, -0.010231855, 0.038420632, -0.020437442, -0.062833995, -0.106617115, 0.060434762, -0.068092115, -0.19020845, 0.028286979, 0.19222891, -0.0017695813, 0.11305281, -0.04130067, 0.057593267) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.066758946, 0.07490352, -0.029228708, 0.04663125, 0.15840468, -0.0046553714, -0.08245643, 0.036379512, -0.03015929, -0.089421146, -0.100079834, -0.035049494, 0.013819554, -0.25975573, -0.018371454, 0.15429766) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.031221949, 0.052311487, -0.07574577, 0.061409235, 0.020268876, 0.05725393, 0.013888014, -0.013324502, 0.118358225, 0.20001312, -0.024774512, 0.06972467, 0.061767373, 0.06987276, 0.025338497, -0.048177954) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.05117255, 0.0002652026, -0.07259172, 0.008833372, 0.02545644, 0.053515352, -0.122432254, 0.09457164, -0.02191779, 0.033954985, 0.011324267, -0.021841804, 0.06336945, -0.14116831, -0.01481205, 0.045752063) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.068163946, 0.088295355, 0.023176758, -0.041886695, 0.15731299, 0.10447455, -0.07877785, -0.0017151001, -0.04918913, 0.11859751, 0.053340085, -0.11550387, 0.039760426, 0.17686935, 0.14131936, -0.034438223) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.09526958, 0.05310667, -0.021711513, 0.09264313, 0.07289789, 0.039330672, -0.010363671, 0.012968474, -0.07759688, -0.12618916, 0.037153497, -0.096806124, 0.07612327, -0.07627222, 0.039467458, 0.1416746) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.012518986, 0.0070945756, -0.017511968, -0.011538896); + result += mat4(-0.0033189987, -0.031796757, -0.0030766327, -0.0926814, 0.05007564, -0.08319193, 0.021896787, 0.042394504, 0.059333492, 0.071108565, -0.006133896, -0.055546977, -0.012800422, -0.019034186, -0.052137543, 0.08397118) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(0.04151804, 0.00015169942, -0.04424385, -0.019633979, 0.007792724, 0.1064535, 0.019604206, 0.028914968, 0.03367432, 0.036510177, -0.03172884, 0.053186815, -0.08092355, -0.016948175, -0.030257976, 0.13167389) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.032768372, 0.08118147, 0.019695593, 0.044301298, 0.06408394, 0.03696116, 0.04725715, 0.036921944, -0.122164376, -0.0273368, -0.09139513, -0.048480477, -0.014760667, -0.013382793, -0.08632843, 0.040539995) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.018762996, -0.01951869, 0.014385124, -0.06788179, -0.082866736, -0.061339386, 0.018546801, -0.0589986, 0.055554125, 0.03177357, 0.038438693, -0.059902295, 0.036744174, 0.013993095, -0.104956396, 0.02324095) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.091185644, -0.017909246, 0.009693272, 0.084280215, 0.021513043, -0.11447645, -0.0973848, 0.03255333, 0.027737834, 0.12152628, -0.07032842, -0.087216154, 0.028611587, 0.10433965, -0.08831671, 0.061329376) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.048295487, 0.051766906, 0.0032284127, 0.096738674, 0.06556372, 0.058431383, 0.024475524, -0.012327159, 0.084385686, -0.05426389, -0.095153116, 0.036337677, 0.025465416, 0.00079764595, 0.003768222, 0.1922321) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.04550392, -0.01742628, -0.022397673, -0.081209674, 0.059117768, 0.08539677, 0.044724893, -0.07230344, 0.07101733, 0.04267182, -0.10297767, 0.10966792, -0.028898953, -0.09682309, 0.12835433, -0.063649416) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.0868637, -0.090506434, 0.015264549, 0.0048999507, 0.0051321923, -0.02700547, 0.10830839, -0.033225227, 0.062388703, -0.012921367, -0.1241208, -0.120850645, 0.0011642652, -0.057013053, 0.026096784, 0.12770547) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.057904053, 0.07126332, 0.065179005, 0.0072393892, 0.026289284, -0.015522321, 0.07844126, 0.032296654, -0.030876618, -0.07873953, -0.07705523, 0.094147995, 0.033468008, -0.08345182, -0.047274567, 0.034313187) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.021974018, -0.051888954, 0.105214044, 0.084303275, 0.04999884, 0.17472866, -0.11108904, 0.058541253, 0.0538708, 0.064646415, 0.058524862, -0.043715067, 0.055651437, -0.047220215, 0.009773646, -0.02485704) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.025558477, -0.01251669, -0.0037142544, 0.043163832, 0.065668955, 0.10107531, -0.09262398, -0.17516854, 0.014086335, 0.003614558, 0.052761476, 0.01935481, -0.06523785, -0.0007596225, 0.08677427, 0.051786784) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.010353633, -0.011511458, 0.124540664, 0.015506225, -0.013702326, -0.22546078, -0.009125284, 0.14047997, -0.086276114, 0.05632797, 0.045119684, -0.020841895, -0.054863915, 0.10877265, 0.009997848, 0.075950526) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.05302458, 0.041873578, 0.00273112, 0.052187666, -0.17102851, 0.10754417, 0.06025484, -0.13963804, -0.04224225, 0.07015497, -0.060627867, 0.09545506, -0.020657288, -0.003703757, -0.03025258, 0.029137025) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.0065668435, -0.027646733, 0.008731909, -0.06519734, 0.017368566, -0.08487297, 0.0398607, 0.16249032, -0.091075644, -0.0072050923, 0.012804633, -0.009777676, 0.051832534, 0.06296942, 0.017187657, -0.045606267) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.05286811, -0.031980447, -0.109653525, 0.107621334, 0.10310813, 0.094651565, -0.17985307, -0.0709109, -0.04163984, -0.07897926, -0.037096098, -0.085069895, 0.10909844, 0.05413038, -0.09471971, 0.104520105) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.024281105, 0.024670474, -0.041669488, -0.13778168, -0.04807533, 0.057321854, -0.3055263, -0.17789663, 0.053347982, 0.09278458, 0.017643485, -0.020183902, 0.015703797, -0.024234815, -0.02279699, 0.08634246) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(0.0322598, 0.12928702, -0.018312672, 0.033272922, -0.081245765, 0.002731988, 0.10783381, -0.01819588, -0.072988875, -0.119637206, -0.0017404997, 0.053428713, -0.037571784, 0.035086032, -0.070783064, 0.11154226) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(0.017401507, 0.0716273, -0.0047323806, -0.039071944, 0.08658567, -0.25666538, 0.18513608, 0.058399133, 0.05631411, 0.021030791, 0.028186567, -0.025449097, 0.013340149, -0.07296003, -0.06381846, -0.078611866) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(-0.011221426, 0.08857708, -0.08577031, 0.010345953, 0.0673383, -0.0445656, 0.012178515, 0.081286035, -0.033502717, -0.00540955, 0.07992292, 0.056445684, 0.1542914, 0.09162749, -0.0077017574, -0.014916754) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(-0.13194574, 0.026240204, 0.014445435, 0.027149092, -0.11852262, 0.065161884, -0.12150717, -0.0350862, 0.027981466, 0.030369619, 0.07647812, -0.08312393, 0.03061999, -0.06818669, 0.07923772, -0.13542707) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(-0.031187573, -0.1144571, 0.25582755, 0.13512984, -0.011426639, 0.0002195666, 0.1890554, 0.12920667, -0.00070874277, -0.08356669, 0.127737, -0.064896345, 0.11981627, 0.052162938, -0.01778623, 0.03409122) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(-0.0906666, -0.14043517, 0.05000323, 0.03911633, 0.0010870898, 0.037956953, 0.004988063, 0.07945947, -0.093095325, 0.032581642, 0.06880558, 0.017078595, -0.049920302, -0.14744014, 0.06983257, -0.2219827) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.0781317, -0.1880285, 0.018607302, 0.09578213, 0.06964125, 0.057154838, -0.046211112, 0.12189891, -0.069240056, 0.0025894253, -0.00073457503, 0.04199582, 0.025048101, -0.034043204, 0.10146976, 0.118151434) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.010345736, -0.07171317, -0.09768584, 0.14352156, -0.055494152, -0.005513953, -0.06853412, 0.09995613, -0.052851375, 0.01893506, 0.047571268, -0.04101016, 0.11214197, 0.19076993, -0.11133744, -0.099796236) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.019642381, 0.15385611, -0.16100065, -0.05033071, -0.07097628, 0.009658509, 0.08903772, -0.07229059, -0.075223394, 0.08733085, 0.06899845, -0.06016796, 0.0051204916, -0.043387733, 0.07764605, 0.036038157) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.17266122, -0.010641261, 0.1582168, -0.18112601, 0.070201986, 0.01324204, 0.067627385, 0.059807725, -0.010387782, 0.09056353, 0.07382892, -0.097843505, -0.004956607, 0.1073234, -0.09324925, -0.014120173) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(-0.04028673, -0.16908011, -0.06618007, 0.030393122, 0.06455691, -0.07580985, -0.14101352, 0.15954699, 0.08678407, -0.053937983, -0.041481435, -0.07600984, -0.0991647, -0.119672835, 0.15467931, 0.020880038) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.081293546, 0.053699862, 0.14566663, 0.013796403, -0.06066052, 0.043988783, -0.10105489, -0.06898023, -0.032039654, -0.11546325, 0.21414636, -0.25241634, 0.06102923, -0.00593279, -0.018899463, -0.0067900214) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.10864861, -0.05397389, 0.008364067, 0.03765568, -0.04103933, -0.07005402, -0.08266339, 0.07166335, 0.058689557, -0.0861921, 0.044305477, 0.20912674, 0.026193125, -0.033231795, 0.029178977, 0.040098224) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(0.061218586, 0.082248196, -0.23817077, -0.039828382, -0.08834102, 0.029025316, -0.043707553, 0.028199632, -0.026544318, 0.09860735, -0.44910544, 0.0044959346, -0.024065895, -0.029217964, -0.093128726, 0.068041176) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(-0.032779202, 0.24977143, -0.11003235, -0.2144612, 0.08295377, 0.037470598, 0.06372874, -0.09732213, -0.03706732, 0.1352681, -0.24067616, 0.024204416, -0.016781984, 0.041783802, 0.0477157, -0.018714981) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(0.008999692, -0.043068297, 0.18586408, -0.20028335, -0.06752217, -0.07442845, -0.023827419, -0.04832255, -0.07989864, 0.42066112, 0.19692871, 0.033019282, -0.06465765, 0.011740137, -0.08295818, -0.06473271) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(0.087912485, -0.08375099, 0.03187817, -0.081059806, 0.078459404, -0.10819257, 0.0032759625, 0.008452853, 0.081715435, -0.33896744, 0.29382282, 0.036052786, 0.05491081, 0.009191513, -0.098438226, -0.037519783) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.017103858, -0.114877224, -0.07347175, -0.03093364, 0.008613353, -0.011185535, 0.09340415, -0.01709707, 0.03769859, -0.117369644, 0.08248022, 0.29412773, 0.035937488, 0.08534834, -0.043632608, -0.1040913) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(0.09821377, -0.019997912, -0.103378855, 0.13884595, 0.061904706, -0.058991164, -0.0006783847, 0.089894764, 0.10261887, -0.19231838, -0.24745579, -0.14215156, -0.075559914, 0.065083064, 0.066898234, -0.10658473) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(0.030993572, 0.17065513, -0.054179028, 0.076734655, -0.037471965, 0.109911226, -0.09103931, 0.027973885, 0.030605793, 0.2812993, 0.06654922, -0.21080564, 0.08313831, 0.11429299, 0.052559037, -0.10178759) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.055546902, 0.23473305, -0.032706447, 0.040358905, -0.05507196, -0.16279553, -0.062475704, -0.06196063, -0.12137719, 0.0628512, -0.10730041, 0.02362356, 0.017290175, 0.10258329, 0.07114065, 0.086324625) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(-0.056055643, -0.10129195, 0.08074658, -0.27998975, -0.070233144, -0.050883558, -0.06140847, 0.19997111, -0.0929587, 0.05503528, 0.19992894, 0.010727875, 0.04187714, 0.043866176, -0.054347392, -0.045991357) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.043120414, 0.008932252, 0.03794669, -0.038929574, -0.09469499, 0.049454827, -0.0620481, -0.08027811, 0.059158288, 0.05771179, -0.04809073, -0.10111638, -0.057779193, 0.034075275, -0.08250269, 0.060179956) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(0.008353357, -0.12457073, 0.012224879, -0.01111286, 0.07604441, 0.06729123, -0.06326354, 0.07077102, 0.030457448, -0.10277716, -0.13277951, 0.19069631, 0.08174628, -0.020162959, -0.088179484, -0.059240878) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.051828988, -0.12397702, -0.073869735, -0.31402183, -0.023100207, 0.042972405, -0.12108119, 0.13764128, 0.05773046, 0.075143486, -0.082998134, 0.14037855, 0.058919247, -0.10234473, 0.0962092, -0.058279492) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.061602686, 0.018831931, -0.018526068, -0.06753372, 0.076515175, 0.09013678, 0.0650367, 0.015100234, 0.09338403, 0.042433888, 0.118137844, -0.09007471, -0.049626224, 0.03340139, -0.0123476675, -0.00034085874) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.018961582, 0.3967363, -0.31594083, -0.35462314, -0.052969597, -0.17571561, 0.11196098, 0.20526563, 0.058153138, -0.042746466, 0.16982311, 0.08606994, 0.033260424, -0.08833448, 0.024254246, 0.0042823893) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.0133263115, -0.028293245, 0.2721697, 0.18898858, -0.14849076, -0.117591724, -0.12813184, -0.02793723, -0.02359971, -0.22682042, -0.080521025, -0.094790734, -0.05922585, 0.028207934, -0.0017661817, 0.006202953) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.22524153, 0.17023394, -0.0963173, 0.053282466, -0.011862443, -0.14291856, 0.19688088, -0.14245985, -0.0048251944, -0.27915266, 0.011816415, 0.008326922, -0.10318171, -0.040821753, 0.086039625, 0.088790774) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(0.06792482, -0.20209098, 0.2719679, 0.14842628, 0.07325956, 0.00355278, -0.08418818, 0.010095955, 0.05507352, -0.07232141, 0.24224822, 0.09347204, -0.13863057, 0.017190974, -0.059830546, -0.061914764) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(0.05859695, 0.11469206, -0.040357865, -0.075446375, -0.0027944802, 0.05874611, 0.14319946, 0.10879777, 0.10623748, 0.0023573602, -0.042572387, -0.11647939, -0.08565273, -0.05575276, 0.20734814, -0.039831895) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.0988295, 0.025366988, 0.044457443, 0.000415382, 0.017351544, -0.076726496, 0.18975927, -0.053370487, -0.068056345, 0.035373554, -0.1079101, 0.06736961, 0.12972794, -0.07613468, -0.061491176, -0.028829588) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.10419876, 0.16370384, 0.05213879, 0.076686755, 0.03000197, -0.08340143, 0.10903286, 0.18682446, 0.061049215, 0.2153403, 0.008591312, 0.00097234047, -0.09942478, -0.14483237, -0.12278689, 0.11877181) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.09284779, 0.023179924, -0.14336403, 0.054617073, 0.08931739, 0.008755494, -0.09233432, 0.1318745, -0.0106256455, 0.029484555, -0.070480555, -0.078460686, 0.016648866, 0.08025689, -0.10368326, 0.07154847) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(-0.11207711, -0.05404491, 0.026518183, 0.14643024, 0.027290542, 0.17891558, -0.03201469, 0.049092837, 0.06641549, -0.015455411, 0.0006642197, -0.027090365, -0.037820242, -0.030721243, 0.0885668, 0.01403756) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.1593183, 0.04163153, 0.027754696, 0.23408459, -0.081305884, 0.07192084, 0.028704971, -0.1673062, -0.0131462, 0.1831182, 0.04591727, -0.062007397, -0.06898538, -0.034902614, 0.0244412, 0.1737308) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.13590239, -0.018635431, 0.008354303, 0.030199578, 0.007843736, -0.21279456, 0.12636064, -0.122310884, 0.0836748, -0.01508202, 0.2823602, 0.22335844, 0.063699886, -0.015213885, -0.18021664, 0.016720569) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(-0.093401976, 0.12994859, 0.004596148, -0.0025210932, -0.07524645, -0.09145301, -0.12855847, -0.046675723, 0.06828675, 0.15758525, -0.13011307, 0.011466958, 0.08928475, -0.12561987, 0.02587927, -0.060053047) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(0.026849022, -0.08344982, 0.027339526, -0.10797092, -0.042989243, 0.09463806, -0.023465551, 0.057911985, 0.045670893, -0.12640919, 0.21453263, -0.058938336, -0.0019534708, -0.11602531, -0.111686885, 0.034049165) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(0.13259117, 0.007287392, -0.13264011, 0.102430485, 0.067014776, -0.040232033, -0.12802108, 0.03399695, 0.08426492, -0.009571089, -0.09980492, 0.09706471, 0.07698754, 0.18946758, 0.048677966, -0.018176554) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.0026777305, 0.07559322, -0.043378428, 0.0006132307, -0.011789629, -0.06270641, -0.20602962, -0.02229917, -0.07189674, -0.02774425, -0.24331799, -0.005238476, -0.060146578, -0.08298993, 0.2780255, -0.1221403) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.048961475, -0.008537959, 0.020299785, -0.04674011, 0.05801819, -0.0050382307, 0.06383046, -0.09235001, 0.030783033, 0.13839787, -0.12695888, -0.11915143, -0.023063133, -0.21119176, 0.14511593, 0.056838203) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.07378068, 0.1378775, 0.08751815, 0.11141921, -0.019916391, -0.090647206, 0.13377483, 0.005675396, -0.13311717, 0.04137002, 0.15869711, 0.046977434, -0.05859421, 0.13273284, -0.09698427, -0.019570885) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.08665149, -0.10476117, 0.095954455, 0.09325756, -0.073159605, 0.026447566, -0.005702611, 0.013930532, 0.0056692413, -0.08785445, 0.17831667, -0.06505376, -0.08869095, -0.09389505, 0.012569796, -0.18258388) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.17376915, 0.23689021, -0.07616001, 0.166539, 0.031684257, 0.06483957, 0.04357372, -0.08224827, 0.024566712, -0.21435706, 0.14373408, 0.11941946, 0.08952546, 0.18489012, -0.06908224, 0.1436825) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.12569818, 0.025636923, -0.0023101897, -0.01451862, 0.009871901, 0.0704823, 0.13068587, -0.024988944, 0.106237575, 0.1495855, -0.06400552, -0.0060628895, -0.0340343, -0.10139416, -0.0483312, -0.030328147) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.05760114, -0.030080087, -0.023362376, 0.07358987, -0.03770872, 0.10508679, -0.05084864, -0.09883935, -0.053945195, 0.07558925, 0.15257448, -0.16067523, 0.018835824, -0.017086739, -0.0049569677, 0.00052892556) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(0.03580358, 0.041618627, -0.029684678, -0.05997835, 0.06627627, -0.04320545, -0.065716684, -0.05160917, 0.02882716, 0.13442057, -0.19936845, -0.07544488, -0.044389877, 0.06922347, -0.055597793, 0.10591793) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.066855475, -0.008913665, -0.011440354, 0.053137377, 0.100191265, -0.0039034565, 0.01809614, 0.08138383, 0.11774637, -0.026204426, 0.04862349, 0.10443436, 0.09947928, 0.1155981, -0.14135462, -0.031974357) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.07720407, -0.07326839, -0.030723352, 0.08946443, 0.017669173, 0.08433194, -0.087835275, 0.0068506273, 0.058695525, -0.004545919, -0.079558685, 0.09358488, -0.11137907, 0.031959847, -0.004352902, -0.07820139) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.062447827, 0.06354601, 0.12064299, 0.10357937, 0.03633872, -0.0087055, 0.03910267, -0.042532217, -0.11951508, -0.12654538, 0.11553444, -0.18648426, -0.14168927, -0.089021765, 0.031963695, -0.05277296) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.018299429, 0.06490567, 0.04453839, -0.07599991, -0.044118144, 0.056176044, 0.07112692, 0.055740055, -0.027183728, 0.04875211, 0.07265558, 0.099663004, -0.10826245, 0.021758752, 0.032656122, -0.035560343) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.05047425, -0.00048453535, 0.03448634, 0.015250464, -0.019913772, -0.11299326, 0.044895217, 0.16725911, -0.04834221, -0.06470435, 0.02869884, 0.0015011507, 0.020315113, 0.009936202, 0.06617021, 0.050816577) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.09485105, -0.10343747, 0.051820677, 0.076749474, 0.12610984, -0.096889585, 0.112727374, 0.08339473, 0.11839153, 0.10069566, -0.1252954, -0.029617446, 0.054540392, 0.07360402, 0.06576374, 0.037865337) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(0.026366921, -0.0710845, -0.009771795, -0.08159256, -0.029146278, 0.17357002, -0.028913356, -0.022613551, 0.00562325, -0.039720505, 0.04224189, -0.21584687, 0.1338681, 0.085350074, 0.011183579, 0.08088101) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.038068265, -0.09367862, -0.064264, 0.09790984, -0.018264253, -0.023783265, 0.08623268, -0.058141768, -0.06183709, -0.0179468, 0.06922853, 0.07352424, -0.07878659, -0.026078839, 0.16651386, -0.00702365) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.03394019, 0.0063071293, -0.004553025, 0.0022147307); + result += mat4(-0.09437763, 0.025333982, -0.062552236, -0.11040296, -0.035997435, 0.105522975, -0.04753781, 0.10900919, -0.10352017, 0.026009884, 0.09224299, 0.060414173, 0.09760993, -0.12260322, -0.07643996, -0.027872674) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(0.00093713513, 0.04205644, 0.026839055, 0.079139255, 0.048524708, -0.012118945, -0.016735239, -0.10736535, -0.032618236, 0.0235557, -0.057678573, 0.111510605, -0.08039416, 0.09757609, -0.13083325, 0.07144637) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.034322124, -0.086195655, 0.018661585, -0.07604054, 0.06121045, 0.0449508, -0.02640634, -0.027428767, -0.028541444, -0.16129419, 0.063549526, 0.03443972, 0.032553032, -0.14239065, -0.28684318, -0.09040096) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.034213763, -0.044421032, 0.0062948987, 0.071225666, 0.08121343, 0.027456205, -0.10675497, 0.038162798, -0.008328705, -0.005796417, -0.06319454, -0.0360602, -0.10682284, 0.049447723, -0.13839251, -0.013379942) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.04175881, 0.035257004, 0.0433806, 0.05573847, -0.11505523, 0.082857795, 0.099840775, 0.16590463, 0.0074201394, 0.0015407244, -0.04565351, -0.09311857, 0.01534157, -0.019662822, -0.001221302, 0.001330326) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.08620673, 0.06327106, -0.002852416, -0.0987737, 0.07900914, -0.08198202, -0.029014885, -0.012796967, -0.029162072, -0.12328019, 0.022484984, -0.09272236, 0.041170888, -0.08515775, -0.020671245, 0.09171878) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(-0.0030836589, 0.06904002, -0.10530766, 0.12453553, 0.026617557, -0.04080634, 0.041614223, 0.09192066, -0.021149194, 0.020043759, 0.11552467, 0.078194946, -0.035195723, 0.07571378, -0.10569726, 0.15035814) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.06328905, -0.06432256, 0.057530504, -0.08029342, 0.089735836, -0.052603565, -0.037380233, 0.10064235, -0.05943334, 0.074459426, -0.020967271, 0.009380174, -0.0058354214, -0.041380208, -0.10332938, 0.11091954) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.09760047, -0.0696524, 0.03252792, -0.077999994, -0.0682742, 0.1171209, 0.06813058, -0.017899346, -0.034085665, -0.009196537, 0.042982448, 0.0068317475, 0.06884779, -0.08132331, 0.0062076035, 0.10353194) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(-0.08392445, -0.085824475, -0.006372055, 0.011465822, 0.035508245, -0.036508195, 0.0830142, -0.049925458, -0.07195438, -0.06331219, 0.026815966, 0.088416405, -0.04507615, 0.014155013, -0.03227812, 0.07446025) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.051397275, 0.021637455, -0.057635587, 0.060157485, 0.07145887, -0.0070617655, -0.01068081, -0.17041488, 0.064338334, -0.029150758, -0.043861624, -0.028088756, 0.02513069, -0.015773907, -0.08477395, -0.08155918) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(0.031871706, -0.05373803, 0.02596584, -0.00802297, 0.056114983, 0.11148172, 0.09315036, 0.18542424, -0.089957625, 0.00693296, -0.06990303, 0.034442645, 0.021289283, 0.059214205, -0.08314528, 0.015713321) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(0.060116228, 0.009356164, -0.058515508, -0.063108444, 0.080449015, -0.0186705, -0.05405133, -0.084320776, -0.046189383, 0.0563503, -0.06621707, -0.032458276, -0.089028776, 0.06843305, -0.108973704, -0.01828762) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.02353574, 0.12925528, -0.103289835, -0.04508289, -0.008032645, -0.0032984929, 0.031241048, 0.10855681, -0.014146661, -0.06415369, 0.08038387, 0.019622287, 0.10292075, -0.010572693, -0.023009026, -0.090629905) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.088386945, -0.031532843, -0.0478147, -0.037775718, 0.084623784, -0.017881174, -0.119551584, -0.05066966, -0.08675798, -0.04589876, -0.006283722, -0.09277274, 0.0018372581, 0.019095, 0.018991433, 0.08162115) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.061558936, -0.023329174, -0.05173367, -0.061170585, -0.12988907, 0.02560699, 0.10465059, -0.03246207, -0.046974763, -0.0031397166, -0.07150699, 0.024136085, -0.022393592, -0.06476617, 0.025518684, -0.016449701) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(0.0003105685, 0.112822324, -0.17245114, -0.09100159, 0.090701215, -0.041928522, 0.036354367, -0.091436096, -0.03054911, 0.021809053, -0.08357215, 0.043661933, -0.036309015, -0.05929171, 0.034266543, 0.041488912) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(0.0699, -0.06802696, -0.118003815, 0.024763422, -0.113789804, 0.00820018, 0.05899957, -0.006858595, -0.095512226, -0.048163045, 0.06947071, -0.0065126503, -0.03278608, -0.063707635, 0.0087253, -0.060966253) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.018512981, 0.20938855, -0.07381695, -0.0021696284, -0.086967856, 0.026584681, -0.09155546, -0.037897456, 0.12546395, -0.05799967, -0.028232217, -0.033903923, -0.0014904769, 0.00871965, -0.038308755, 0.016197735) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.037008595, -0.03334967, 0.15311697, -0.058099456, -0.05943241, 0.0458402, 0.083439626, -0.0642011, -0.033287715, 0.054966167, 0.10094721, -0.08225503, 0.12543209, 0.12739961, 0.13884738, -0.1510141) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.1395355, 0.18413527, 0.09929639, 0.054510936, -0.022072144, 3.653761e-05, -0.11479926, 0.17919476, 0.03598976, 0.07895406, -0.02092442, 0.05051627, -0.046784833, 0.007935168, -0.08252544, 0.0061053634) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.03779649, -0.07891349, -0.0506571, 0.07443722, 0.055762496, 0.09940456, -0.09844577, 0.041726314, -0.06474542, -0.04639385, 0.069236234, 0.12090632, -0.07219978, 0.07749022, -0.012450074, 0.044993624) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(-0.0015142753, -0.10278332, -0.02112002, 0.02163204, -0.061768975, -0.019094309, 0.024217434, 0.05342125, 0.017420538, 0.04369068, 0.10574606, 0.06550595, -0.038671058, 0.17878352, 0.03632205, 0.08429799) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.014222577, 0.028750641, -0.025364336, -0.03799132, 0.12191485, -0.044757847, 0.03638611, 0.035173897, -0.055415876, -0.019270666, -0.029587531, 0.021871107, -0.0046337927, -0.09135549, -0.08602843, 0.0842959) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(0.07012096, 0.03267791, -0.087364465, -0.049299654, -0.045256704, 0.06476236, -0.31475484, 0.09743393, 0.07930344, -0.07983675, -0.011515391, 0.019979138, -0.07530401, 0.023368148, -0.11723518, 0.13526474) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.05964749, 0.014155246, -0.07484547, 0.0041015265, -0.029510796, -0.080988586, 0.034463838, 0.14565398, -0.065564595, -0.06926234, -0.072689116, 0.08444465, -0.0008344084, -0.06848954, -0.042353578, -0.07155271) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(-0.11916696, -0.049838364, -0.12433276, 0.054805893, -0.017697748, -0.0902201, 0.06584496, 0.055197906, -0.0608965, 0.03169635, 0.0042745904, 0.018417515, 0.16708447, 0.060755398, -0.02655057, 0.01629553) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.041598845, -0.016187962, -0.049939677, -0.0075789373, -0.11890842, 0.055042516, -0.06297794, -0.0332452, -0.095378645, -0.033444982, 0.07623157, 0.025656275, 0.004933435, 0.0049235495, 0.07874337, 0.015478843) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.04222491, 0.049260814, -0.033473067, -0.07313565, -0.08927281, -0.06826574, 0.05652189, -0.0148047265, -0.08067069, 0.05568892, -0.27869964, 0.2242681, 0.06042978, 0.08624994, 0.024782425, 0.028057119) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.13835308, -0.041646432, 0.061237346, -0.41368553, 0.015568001, 0.088887565, 0.047259834, 0.078841425, 0.038902678, -0.029252844, 0.09067905, -0.08149438, -0.096127175, 0.023137618, 0.009827007, 0.11092158) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(-0.20671457, -0.21583454, 0.05080811, -0.03985139, -0.09278551, 0.022611052, -0.049891908, -0.030083625, 0.041489568, -0.03859803, -0.18836792, 0.10645976, -0.09473744, -0.08206966, -0.01977349, 0.108454235) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(0.08438201, 0.10109855, 0.04835497, -0.097279996, 0.10464185, -0.081028424, 0.023336766, -0.05551088, 0.117488235, 0.07336154, -0.066660866, -0.12331002, -0.017617287, -0.075394906, 0.032989293, 0.0639043) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.05415811, 0.053215038, -0.15804274, 0.012755712, 0.016137525, -0.113652594, 0.06555802, 0.049256444, -0.09367918, 0.049105804, 0.024765981, 0.07863174, -0.01356092, 0.02009712, -0.047503468, -0.09203007) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.16348255, 0.06164869, 0.10698088, 0.1697916, 0.05157265, 0.07173701, 0.0789601, 0.10337374, -0.098802365, 0.025100932, 0.08630953, -0.088553116, 0.029131643, 0.07562116, 0.035270106, 0.013072624) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.03718207, 0.06955725, -0.06201116, 0.095698476, 0.06967885, 0.022552341, 0.0828904, 0.0844106, -0.077113956, -0.09510503, 0.20583567, -0.120412394, 0.044752944, 0.029797595, 0.007872696, 0.041015033) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.18671519, -0.11241185, -0.14541543, 0.02497096, -0.004093575, -0.11851908, 0.05697698, 0.0036773365, -0.009395175, 0.17734392, 0.084612414, 0.10919383, -0.07812235, -0.027470892, 0.015064795, -0.07023634) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(-0.023248414, -0.17918935, 0.3039317, -0.20914415, 0.040558305, 0.11658683, -0.07976297, 0.17796718, -0.02785066, 0.06334601, 0.08237335, -0.044847053, -0.027200663, -0.031045765, 0.0133346515, 0.042113364) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.12313874, -0.022201233, 0.13676512, -0.20417577, 0.09579883, -0.041295234, -0.07993363, 0.08701582, 0.06340395, -0.052874677, 0.16660255, 0.069349155, 0.016829384, 0.08329944, 0.029438246, 0.03877884) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.005183316, -0.15270017, 0.15665948, 0.08135187, -0.060290392, 0.1254701, 0.005225119, 0.18915918, 0.09127011, -0.017276337, -0.0995399, 0.066343114, 0.076982565, -0.100880854, -0.008821775, 0.061642777) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.23649675, 0.113303155, 0.11089937, 0.22017753, 0.17644916, -0.040031992, -0.06622252, -0.08742151, 0.13297348, -0.08437998, 0.05657392, 0.05205783, -0.036187243, 0.0625019, 0.07930819, 0.079385564) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(-0.03955119, 0.121434405, -0.08533528, -0.01196203, 0.036766663, -0.10874476, 0.117752254, 0.060306042, 0.11999636, -0.009082349, -0.0053480226, -0.016360553, 0.08404274, -0.031563085, 0.04300188, -0.07718227) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.04080095, -0.04516341, -0.24529295, -0.03471159, 0.16470635, -0.034871727, 0.17730154, -0.10027146, -0.0147999525, -0.06347412, -0.014954238, -0.0044432604, 0.06496281, -0.09795616, 0.025435383, -0.021183675) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.0745711, -0.32010895, -0.08191053, -0.17890424, 0.08521167, 0.12647803, 0.15476389, 0.07569176, 0.038981907, 0.09267308, 0.17334458, 0.09705121, -0.028559655, 0.020889917, -0.07934987, -0.07063077) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.058581203, 0.05481933, -0.102725334, 0.00054632523, -0.014864315, 0.031976774, 0.3184148, -0.13375854, 0.0028076419, -0.11976155, 0.19108021, 0.019597169, 0.020193608, 0.040092286, -0.08651569, -0.07034373) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.06811454, -0.30094254, -0.31127912, -0.06389527, 0.022924952, 0.20998423, 0.09897904, -0.008806621, 0.09054789, 0.20787308, 0.067054234, 0.09840057, 0.030542051, -0.020097708, -0.11164204, -0.10558834) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.0147944, 0.16923076, -0.19365954, 0.016354663, 0.0179701, -0.0014622626, -0.06079666, 0.045306984, 0.09215516, 0.25195295, -0.019599643, -0.050997417, -0.052923966, 0.0370636, 0.12669684, -0.07636879) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(0.0017328475, -0.062553436, -0.058573164, -0.11326381, 0.06686627, 0.034723446, 0.16632907, 0.060322896, -0.17527656, -0.16062477, -0.025523257, 0.051525317, 0.053178232, 0.016461007, 0.009224222, 0.117979474) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(0.007099262, -0.08498394, -0.019383837, 0.031228475, 0.090004936, 0.04655821, 0.015765645, 0.15946323, -0.09692485, 0.043933056, -0.062082507, -0.055708982, 0.022711681, -0.026090942, 0.007075086, 0.094657816) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.07135292, 0.13303703, -0.12691426, 0.0016388777, 0.10658249, 0.01904966, 0.15309335, 0.014387505, -0.10355512, 0.0031776347, -0.11626996, 0.002473539, 0.16922055, -0.063464455, -0.04569613, -0.09600729) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.07321115, 0.026258584, 0.042844165, -0.05731958, -0.04653382, -0.046323437, 0.03829019, 0.10542283, 0.014822933, -0.07223352, -0.05845845, -0.05245863, 0.071427375, -0.023018666, -0.07168124, -0.053759478) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.053822506, -0.03516894, 0.016144965, -0.05681739, 0.078939825, 0.0034966848, 0.0588891, -0.09199508, 0.032641925, 0.08030426, -0.10326962, 0.06630255, 0.013383807, -0.0032370503, -0.07309646, -0.027627762) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.046528395, -0.020150835, -0.16492063, -0.008063345, 0.0566744, 0.08136724, 0.036954932, -0.028310603, 0.036593236, -0.13923924, 0.03874829, -0.024299087, 0.046711426, 0.12027686, 0.07873215, -0.056707896) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.008849047, -0.05328244, 0.11294245, 0.077844836, -0.03231928, -0.039708402, 0.12911479, -0.054102287, -0.07207237, 0.023877505, -0.0091733625, 0.017418968, -0.023286188, -0.025621377, 0.18542492, -0.09035961) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.24548459, 0.11366697, 0.026608147, -0.011380166, -0.068937935, 0.05858985, 0.09308093, -0.02150483, -0.023025619, -0.089805335, -0.09542768, -0.0645171, 0.061186545, 0.07799115, 0.14530878, 0.05913566) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.006215006, -0.04195464, -0.060494643, -0.016106568, -0.07781778, -0.026003445, 0.06884006, -0.08146866, 0.026090072, 0.07743246, -0.153756, 0.10913951, 0.18884245, 0.028492304, -0.026944922, -0.07159445) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.13312884, 0.020791404, -0.011476196, -0.08258898, -0.079863116, 0.10429129, 0.06461874, -0.16199265, 0.053389657, 0.0016562509, -0.16823909, 0.036011796, -0.046280045, -0.09130366, -0.019821005, -0.003490752) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.02637234, 0.003839667, -0.11280954, 0.07887154, -0.16050191, 0.038991433, 0.071208, -0.05809164, 0.04161225, 0.07906716, -0.008864255, -0.14590111, 0.15517384, 0.07924608, -0.15507409, 0.014431999) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(0.059623122, 0.08610828, -0.12339475, -0.048790492, -0.1434395, -0.0667607, -0.04823531, 0.06269931, 0.016354218, -0.06697374, -0.075201884, -0.0074788504, 0.13962579, 0.19486101, -0.09923358, 0.07657977) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.0024650185, -0.09423582, -0.0014853256, -0.07036325, -0.0108841155, 0.10253081, -0.1592986, -0.04233518, 0.0020340157, -0.024791788, 0.13080625, -0.077072084, -0.080920555, -0.13925171, -0.03632214, 0.009198923) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(0.1273026, 0.082468666, -0.076032475, 0.06922508, -0.16447973, 0.046402097, 0.0068236385, 0.045510057, 0.048593845, 0.1293485, -0.05072142, -0.04789056, 0.19458714, 0.21363118, 0.08517636, -0.1258577) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.12538639, -0.13491894, -0.19772142, 0.06354123, -0.012646169, -0.12845467, 0.039675314, -0.0012103168, -0.024604607, 0.092560425, 0.0070612035, 0.06255603, 0.15246171, -0.0668309, -0.058645688, -0.089570105) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(-0.024142267, -0.06304781, 0.095677435, 0.04587942, -0.0077792355, 0.03213616, -0.14179476, -0.032539576, 0.100014746, -0.047373842, 0.048226416, 0.07206783, 0.09099761, -0.044454914, 0.16000612, 0.016380569) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.14879318, -0.032642722, 0.046427384, -0.05243468, 0.060599796, -0.19269058, 0.0203106, -0.0043840175, 0.11268127, -0.037726317, 0.029066226, 0.12905635, 0.2302876, 0.10108943, 0.07214831, -0.11023703) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.08180923, 0.05722328, -0.04134615, 0.07226055, -0.0146638015, 0.10235656, -0.01817456, 0.05709055, -0.06868476, -0.019262644, -0.014241581, -0.105246745, 0.07188785, 0.031418744, 0.08088386, -0.053292107) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(-0.09241504, -0.0176939, -0.041099783, 0.07282346, 0.09859766, 0.104741834, 0.04641909, -0.006147371, 0.13593078, 0.03879295, 0.03523546, 0.06104692, -0.11296395, -0.05959855, -0.02446783, -0.043239135) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.061206445, 0.10227823, 0.07812581, 0.10158114, 0.012146762, 0.033374697, -0.11059852, 0.09906475, 0.055343553, -0.1424462, -0.006535454, 0.05491578, 0.085004255, 0.07328792, 0.08888612, -0.059611805) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.09636153, -0.03309488, 0.072099224, -0.015887033, -0.062449556, 0.0070542167, -0.08716011, 0.058069985, -0.14568558, 0.12176272, 0.12124619, 0.0038388588, 0.11644186, -0.00812438, 0.027258594, 0.041122966) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.10818618, -0.09333734, 0.11177544, 0.009722059, -0.039850216, 0.039553292, -0.08449213, 0.04448799, 0.01918366, 0.048204165, -0.06341774, 0.015144849, -0.007970177, 0.110212654, -0.075593546, 0.082136214) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(-0.010567975, 0.0073764957, -0.0119619295, 0.035409182, -0.07667536, -0.09016946, -0.037919715, 0.079019025, -0.035555456, -0.088727444, -0.00670423, 0.0685123, -0.009501422, 0.020203806, -0.004700152, -0.09814708) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(0.05923798, -0.04701577, -0.08120059, -0.07372097, -0.06787038, 0.019650178, -0.05275782, -0.018468587, 0.05143172, -0.12083961, -0.07905041, -0.008644658, 0.029489512, -0.021678576, -0.13014157, 0.05191168) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.07311946, -0.00971481, 0.046882797, 0.06738838, 0.034707483, 0.0068468316, -0.017982768, -0.11204199, 0.020481985, 0.0027910236, -0.049475618, 0.060932834, -0.07326506, -0.035942994, -0.10338203, 0.0050914306) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.030990351, 0.10504075, -0.05887262, -0.07403477, -0.08955305, 0.010453459, 0.06579182, -0.034479667, 0.08244798, -0.064673476, 0.047025323, 0.067608945, -0.056295212, 0.06179171, -0.030385278, -0.11070112) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0088090105, -0.016752342, -0.039628763, -0.015084046); + result += mat4(0.050414, 0.08473254, -0.09987163, -0.0033134145, -0.0778504, -0.00079786935, 0.094602846, 0.1885519, -0.06896312, -0.038446665, 0.024472125, -0.10554964, -0.09010018, 0.006611687, 0.08593856, -0.17391464) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.008896208, 0.052704338, 0.09106369, 0.01623027, -0.059480555, 0.23042499, 0.01373109, 0.010983339, -0.020082666, 0.084601045, -0.101083264, -0.057115216, -0.06908593, 0.024037117, -0.06053194, -0.09370632) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(-0.034419876, 0.027612118, -0.017359078, -0.0024572057, -0.024153171, 0.1862957, 0.03535662, 0.08236361, -0.08816691, -0.04710695, 0.07771245, -0.19126007, 0.12695736, -0.02989989, -0.05993501, 0.040389623) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.025376827, 0.0012821978, -0.02712986, 0.045796152, -0.0017144078, -0.019787084, 0.06568391, 0.19634984, 0.027964134, -0.035935704, 0.03316756, 0.011822895, -0.02643366, -0.021529673, 0.0048164115, -0.03761635) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.020526646, 0.1068086, 0.051094864, 0.10218603, 0.02865511, 0.08169258, 0.029304778, 0.027999615, -0.08843049, -0.29966852, -0.11008211, 0.11294648, -0.0135864625, 0.00017746595, -0.033158146, 0.033411395) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.007333058, 0.0643789, 0.05576426, -0.084461965, 0.28898343, 0.18237397, 0.08954228, -0.019445451, -0.052936763, -0.093386896, 0.05576748, -0.23007141, -0.06766702, 0.109210216, 0.0043788524, -0.13587755) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.101472564, 0.027562974, -0.017604595, 0.05515815, 0.014799801, -0.120750576, 0.10855637, 0.044402312, -0.10667068, 0.065199874, -0.05093361, -0.00968512, -0.09367184, -0.0033117528, 0.07664916, -0.19041073) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.03181475, 0.12951665, -0.07734823, -0.010224463, -0.09134335, -0.007915625, -0.021665778, 0.058906112, -0.031948928, -0.09524843, -0.1009961, -0.00048539188, -0.09799897, -0.163594, -0.08234963, 0.16278222) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.018066043, 0.050728217, 0.031174691, 0.015662074, 0.092022784, -0.00799051, 0.04489978, 0.009525031, -0.14754735, -0.002074072, -0.037968013, -0.029616285, 0.26668355, 0.010278124, -0.071732886, -0.20668685) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.032379556, -0.21813367, 0.09098259, -0.18797046, 0.0107282465, 0.08785592, -0.0039953208, -0.45733348, 0.03850412, -0.07120937, -0.08311114, -0.12543501, -0.105831474, -0.044682287, -0.038924143, 0.26900396) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.080939785, -0.31284925, -0.053159334, -0.13299577, 0.04849924, 0.044665195, -0.05235064, -0.17748852, -0.0649649, -0.10123812, 0.00616318, -0.04174146, 0.038032506, 0.0022887788, -0.073168576, 0.0013853887) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(0.06280923, -0.08773247, 0.028586963, -0.044867102, -0.015027794, 0.18404445, 0.030198827, 0.02978504, 0.008113309, -0.08025364, 0.03677549, -0.1413542, -0.037724823, 0.092379406, -0.089792885, 0.12689027) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.053028498, -0.17371379, 0.010880563, -0.116484, -0.107762896, 0.021590091, 0.01406337, 0.08236744, -0.10454625, -0.13151653, -0.049435835, -0.08678966, -0.09182622, 0.07198642, 0.016769003, 0.043149922) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.013133092, -0.10821928, -0.025545627, 0.010325739, -0.0586114, 0.008847764, 0.10357605, -0.044184063, -0.048252195, -0.19632444, 0.080500565, 0.03613015, -0.014324805, 0.1750198, 0.056753494, -0.08010559) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.021216076, 0.04013462, -0.0015009912, 0.045293577, 0.06866397, -0.034520097, -0.08469119, -0.09149297, 0.050970115, -0.09634674, -0.0116465995, -0.07146418, 0.0257332, 0.12762259, -0.059959263, -0.023931347) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.12334489, -0.09486098, -0.024682112, -0.024754882, 0.014009291, -0.1564648, -0.11243381, -0.13461067, -0.10127412, -0.05984244, 0.073340766, 0.0027260333, 0.12747276, 0.050573792, -0.04838065, 0.15195711) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.12163591, 0.005003651, -0.04079216, 0.08034854, 0.042436425, -0.022331761, 0.06231861, -0.01203694, -0.14796253, 0.021853603, 0.07697012, -0.026616096, 0.053728696, 0.082292736, 0.06980636, 0.077886656) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.018860847, 0.098148175, 0.007831446, 0.021586834, -0.14625444, -0.03741886, -0.009771408, 0.21077196, -0.0922294, 0.0449821, 0.04238299, 0.0977885, 0.19472243, -0.05592255, 0.044421855, -0.018517578) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(-0.14139451, -0.035071414, 0.06914942, 0.20838389, -0.05912261, 0.07693023, 0.12901309, -0.048631627, -0.07070585, 0.029934734, 0.102654524, -0.119016156, -0.107143156, 0.0061845426, -0.022770837, 0.11759651) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.069619775, 0.056224756, -0.08503622, -0.06539206, -0.0726186, -0.020566152, -0.016312247, 0.04891742, 0.030198129, 0.08901828, -0.061404116, 0.017855566, 0.14579889, 0.04199216, -0.07170519, 0.008699391) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.004622645, 0.09201129, -0.08818528, 0.7219454, 0.10777447, -0.006401707, -0.106485285, 0.23151354, 0.041409403, -0.005709619, 0.057598304, 0.013101955, -0.048271142, 0.024683218, 0.035366256, -0.05109898) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.060320884, -0.065173894, 0.093448885, 0.13967268, -0.029447671, -0.13488992, -0.040148903, 0.068312906, 0.06590625, 0.040525373, 0.023043415, 0.11687214, -0.041204322, 0.05199793, -0.027382206, 0.031439133) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.15894948, -0.27763322, 0.08873291, 0.08019887, -0.16965489, 0.05772807, -0.0055598207, -0.02340867, 0.16505475, -0.07345378, -0.03675307, -0.039460346, 0.049012933, 0.18790837, -0.012651545, 0.10704027) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(0.13526365, -0.17836031, -0.034026887, -0.15073684, 0.0405121, 0.12410729, -0.030491687, -0.028001813, 0.05430124, -0.037492044, -0.025876626, -0.08102473, 0.053781655, -0.10313615, 0.006443645, -0.041358616) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.1282835, -0.051189765, -0.0062667066, -0.5984734, -0.062638454, -0.055442236, 0.067123555, -0.18039145, 0.07154619, 0.0023743876, 0.038592964, 0.089497246, 0.08170808, -0.09811899, 0.029816736, 0.05481179) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.2536596, -0.15495391, 0.054681737, 0.24012734, -0.15202072, 0.14797859, -0.031249778, 0.21873273, 0.01619971, 0.040870413, -0.016419994, 0.06584393, 0.018176576, -0.11674203, -0.012126837, -0.03313733) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(-0.28663304, -0.080699585, -0.016042965, -0.18413262, 0.19938001, 0.2364686, 0.00894697, -0.1698736, 0.030511152, -0.113597795, 0.09528029, 0.06953854, 0.029479668, -0.06870517, -0.028465671, -0.01106093) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.059718512, -0.10117343, 0.100848734, -0.036988836, -0.062084336, -0.07491397, 0.033599645, 0.12513998, 0.14438428, -0.11195347, 0.04364426, -0.026118193, 0.09671882, -0.12790528, -0.033217777, -0.19638705) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(-0.07240134, -0.0056367833, -0.01769792, -0.08249673, -0.06541131, 0.10064013, 0.028528083, -0.07828684, -0.09653107, -0.107471004, 0.035847425, -0.07010181, 0.0055030696, -0.19870685, -0.097295396, -0.026863026) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.033379216, -0.048624367, -0.022679813, -0.06919699, 0.09099423, 0.24338117, 0.011537056, 0.007658676, -0.12723151, -0.012294067, -0.020517407, 0.12841275, -0.10402546, -0.0111949565, -0.08921051, -0.13271843) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.11919059, -0.023275005, -0.138915, -0.3046058, 0.07064916, -0.035303663, -0.0130835, 0.12185464, -0.14076382, 3.3419637e-06, -0.118625, -0.13109398, -0.02157241, -0.06231202, -0.050452214, -0.012158169) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(0.2017124, 0.06175212, 0.059819814, 0.19566752, 0.0590672, 0.07099516, 0.06872188, 0.02619031, -0.035272993, -0.00047497664, -0.06408197, 0.13386178, -0.052148856, -0.25219527, 0.062067214, -0.039922845) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.10876185, -0.1860325, -0.00078242493, 0.16637307, 0.15056083, 0.11845178, -0.07495905, -0.049387828, -0.06354015, -0.0050613307, 0.020697514, 0.03802752, 0.048755925, -0.045073558, 0.10350482, 0.078221075) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(0.13401312, 0.029215474, 0.0050373804, 0.17831346, -0.0594264, -0.09469283, -0.076292045, 0.13025537, 0.1403726, 0.23932946, 0.04477145, 0.20816502, -0.08104763, -0.00997463, 0.022665258, -0.04354909) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(0.12024541, -0.027829506, -0.042694982, 0.1374507, 0.020815978, 0.0038758933, -0.01604543, 0.20116115, 0.14679812, 0.051307026, -0.008014086, -0.01280538, -0.033022895, 0.03164607, 0.059430484, -0.009389939) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.038568214, -0.00563095, 0.014856495, -0.10472904, 0.12109006, -0.049032994, 0.036682874, 0.042809222, -0.054917924, 0.00024394358, 0.094675556, 0.09099599, -0.11843757, 0.031774454, -0.043021783, -0.06149194) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(-0.07231295, -0.17928968, -0.06272047, -0.16943535, -0.0062750243, 0.21174674, 0.10974446, 0.088539414, 0.042161774, 0.30036846, -0.010905255, 0.13086669, 0.08949824, 0.00807042, -0.013581214, -0.18119365) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.101928815, -0.118977465, 0.009728015, -0.09376619, -0.15497874, 0.098972484, -0.00752386, 0.12040656, 0.009510178, 0.2762397, 0.06830537, 0.15076663, 0.099307664, -0.17406656, 0.0408844, -0.11878784) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.069841206, -0.15811735, 0.054902047, -0.070164345, 0.12187154, 0.1201287, -0.007088877, 0.12073297, 0.08666397, -0.07934995, 0.08732263, -0.21746807, -0.05564928, -0.0502779, 0.07440021, -0.07011105) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.024793418, 0.04607963, -0.040366396, -0.108927354, -0.13881303, 0.0960442, 0.03798962, -0.0037218272, 0.052837696, 0.29868096, 0.1270602, 0.0877385, 0.076987386, -0.027118, 0.059998702, -0.057970487) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.16263193, -0.14791605, 0.018089002, -0.03185625, 0.010005685, 0.071991526, -0.03208397, -0.06183557, -0.08610084, -0.05307547, -0.00013350244, -0.096093595, 0.07782963, -0.10322959, 0.046356726, 0.10046797) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(0.020519225, -0.1662513, 0.038370237, 0.21469583, 0.022922369, 0.0016967058, -0.04343971, -0.07272291, 0.024004208, -0.15337212, -0.06775982, -0.053507943, 0.03932022, -0.1484322, 0.027297013, -0.020143574) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(0.10556194, 0.0750697, -0.27565226, -0.24343842, 0.06630084, 0.041297033, -0.021066999, 0.18337163, 0.031920236, 0.12132763, 0.016128968, 0.2692069, 0.015093743, -0.05908706, -0.008766995, -0.06573997) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(0.064952865, 0.20863867, 0.10624579, 0.16304387, 0.067088336, -0.06851662, -0.18153575, -0.07740687, 0.15862405, -0.0824376, -0.069278926, -0.01276115, 0.009405141, -0.10274402, -0.08475097, 0.10468798) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.23448612, -0.10668369, -0.04350461, -0.46906105, -0.041047033, -0.0529753, 0.13355224, 0.20821694, 0.148258, 0.10516769, 0.064329006, 0.2086173, -0.12177973, -0.069714315, -0.014037164, 0.081057005) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.029885948, -0.017124385, 0.116664484, -0.2732252, -0.08420996, 0.024184182, 0.05731242, 0.3979639, 0.019842431, -0.045798033, 0.08919879, 0.09510337, 0.043320876, 0.109453045, -0.043033972, 0.16946702) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.07281097, -0.22186719, 0.009787973, -0.0002988038, 0.023536671, 0.09174523, 0.083748944, 0.048392583, 0.013914881, -0.08102105, 0.09240202, -0.13142423, 0.05884546, 0.112043045, -0.045351647, 0.19383289) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.06192399, 0.03078837, 0.063610874, 0.12899044, 0.08251394, 0.03345697, 0.051650982, -0.038996954, -0.10885055, 0.12473987, -0.0013183127, -0.101975046, 0.019488597, -0.08362515, -0.00056520104, -0.09516629) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.022525318, 0.094836675, 0.008785618, -0.040806442, -0.022498531, 0.1310569, 0.0399555, 0.041705925, 0.04143798, 0.12995645, -0.109982565, -0.15739845, -0.073268, 0.09821025, -0.01967121, 0.15537728) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.02274632, 0.13503882, -0.039286103, 0.024240611, -0.030517224, 0.06820281, 0.022626443, -0.16005571, -0.10298903, 0.11454639, -0.1133634, 0.06215786, -0.016071526, 0.1548376, -0.029631907, -0.1978083) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(-0.017985044, 0.20543018, 0.027578115, 0.05280077, -0.03805386, -0.11201309, -0.062852934, -0.074153356, -0.04144113, 0.22299767, 0.105856135, 0.03606476, -0.014090609, 0.022593694, 0.021211246, -0.04050317) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.112408675, 0.18328016, -0.029072842, 0.031212633, -0.09008304, -0.07309512, -0.05240811, 0.09203991, 0.079368226, 0.037171837, -0.10379127, 0.14094801, 0.10799976, -0.014589191, 0.07150746, 0.1592687) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.19341956, 0.19218016, -0.010944599, -0.20699202, -0.042915147, 0.008847772, 0.031332664, 0.023757994, 0.1716521, 0.20932522, 0.110757284, 0.123104975, 0.04961257, -0.06313525, 0.049290843, -0.20353347) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.321722, 0.20086057, 0.00036446864, -0.022950992, 0.023790497, 0.05808072, -0.0402817, 0.119479, 0.11686589, 0.035674755, 0.03953239, 0.055852603, -0.03280196, -0.00046569895, 0.03292813, 0.050148617) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(0.035719834, -0.06366306, 0.00305512, -0.106118426, 0.030862901, -0.13915156, 0.030961553, -0.15467675, -0.1063637, -0.03007748, -0.033737693, -0.13240983, -0.01691698, -0.0056404225, -0.09449469, -0.17905112) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(0.016570598, -0.113574564, 0.0800056, -0.19186203, -0.027728265, -0.13353746, -0.033095952, -0.15169261, -0.11562077, -0.14281736, 0.0023874897, -0.0021097462, 0.08744849, -0.06835687, 0.01846489, 0.12642542) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.008989377, -0.021540558, -0.09382607, 0.13737984, 0.0438222, -0.033322457, 0.036108796, -0.002134793, 0.13970694, 0.06691677, -0.065204926, -0.07746017, 0.021146862, -0.007384999, -0.06475407, -0.069935896) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.004848776, -0.04485786, 0.00898217, -0.00063779525, 0.018286124, 0.025713017, 0.038095225, -0.10726698, -0.101107046, 0.11996742, -0.05329508, -0.36839777, -0.09521874, 0.17437439, 0.038803525, 0.01930261) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.1703257, 0.085726924, 0.086254165, 0.06113087, -0.0017237734, 0.11290002, -0.028794162, 0.32150197, 0.08954738, 0.15317987, 0.05766022, 0.22908257, -0.103337474, 0.049044363, 0.026997216, 0.014922629) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.011235731, 0.060733646, -0.09531226, 0.096299246, 0.022460354, -0.12336617, -0.059369415, 0.000903697, 0.029047133, 0.049568303, 0.03980712, 0.30410928, 0.007632266, 0.09353374, 0.09009642, 0.10713155) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.008992308, 0.14680879, -0.05031047, -0.30790427, 0.022301784, -0.0060163615, -0.0886035, 0.06397588, 0.15637432, 0.2168609, -0.019087551, 0.04010968, 0.09162268, -0.0230925, -0.082297, -0.12346424) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(-0.032324214, 0.1921989, 0.07193979, -0.1081583, 0.047984965, 0.01741955, -0.005087614, 0.08468555, 0.22980537, 0.11471997, -0.077334814, -0.08665772, 0.038207397, 0.022510715, 0.07664487, -0.19512874) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.26655126, 0.13282919, -0.060605776, -0.09964281, -0.12297181, -0.024021287, -0.07230138, -0.15152237, -0.03341573, -0.06912974, 0.047553204, 0.006942218, 0.102059714, 0.10813895, -0.11137467, 0.042363353) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(0.08470756, 0.023598943, 0.015683614, -0.08362522, 0.06816657, -0.081384465, 0.021684699, 0.16401602, 0.018565724, -0.12640002, -0.15460525, -0.1646563, -0.048350424, -0.08526944, 0.025608115, 0.16324359) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.07673073, -0.039952647, 0.015091956, -0.112785056, -0.109136835, -0.0746798, 0.10821191, 0.0021110626, 0.068305805, -0.047371663, 0.07464305, 0.020262728, -0.049541045, -0.07285911, -0.08980574, -0.08539389) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.035531174, 0.07182939, 0.02240393, -0.026053507, 0.0779054, 0.056202456, 0.08300239, 0.15875922, -0.0037831606, -0.076454364, -0.09569559, 0.038605765, 0.018635737, -0.1250243, -0.024334915, -6.395339e-05) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.04969414, -0.09678477, 0.034280296, -0.1308104, 0.17915197, -0.07775411, 0.12064177, 0.052832007, 0.008024819, -0.08151186, 0.0584397, 0.111378185, 0.048748177, 0.14398612, 0.038549, -0.09146661) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(0.05755315, -0.26791456, -0.00978791, -0.0071702455, -0.06865795, -0.09436785, 0.13152775, 0.20224638, 0.053114492, -0.13753004, -0.08138597, 0.48945388, -0.12757172, -0.053508736, 0.05443862, 0.12211018) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.031211484, -0.121848196, 0.03236369, -0.050907716, -0.009480536, 0.0051535494, -0.017838966, -0.03403903, 0.05500327, 0.062439445, 0.069036305, -0.1766623, -0.12535876, -0.08458658, 0.06538458, 0.10078889) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.13838346, 0.065318495, -0.03558216, -0.12320209, 0.016022496, 0.008993901, -0.033093292, 0.022690114, 0.010870928, -0.052787557, -0.04492758, -0.2741296, 0.13919473, 0.002299327, 0.112689316, -0.017900843) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.13437931, -0.046348304, 0.0035711194, 0.09375112, -0.045950234, -0.13495189, 0.055352174, 0.019134853, -0.020332105, -0.17835884, 0.04929229, 0.028079443, 0.11040148, 0.003510094, -0.09089318, -0.14148518) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.044653624, -0.088946596, 0.06933632, 0.02443716, -0.06758146, 0.09023867, -0.002951476, -0.028247414, -0.12813342, -0.18787791, 0.088390894, -0.012096706, 0.054099075, 0.035535008, 0.0074546174, 0.016586268) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.01535246, 0.002334057, 0.010469864, 0.0068757595); + result += mat4(-0.099578604, 0.0055482863, 0.023796393, 0.023339668, -0.10940227, -0.057246536, -0.021116033, 0.12817466, 0.105018534, -0.015419417, 0.05786354, -0.07421419, -0.00076512416, 0.06907284, -0.14865626, 0.056825485) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.06369135, -0.00025211685, -0.051278073, 0.045845166, -0.06874274, -0.09340049, -0.03258099, 0.07765602, -0.09273994, 0.10112845, -0.042857043, -0.069248445, -0.072052695, 0.08760152, 0.007198643, -0.04816713) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(-0.047838524, 0.048741486, 0.10016213, -0.043414168, -0.08937862, 0.11109062, -0.08776315, 0.019833066, -0.030591773, -0.048200794, -0.07012686, 0.11842654, 0.07507222, -0.00088736444, -0.05908865, -0.08128799) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.06894782, -0.0043598907, 0.06458092, -0.04016795, -0.025204176, 0.11172614, -0.051197026, -0.033198453, 0.003278839, 0.018093372, 0.029267251, 0.03237272, -0.016736258, 0.027255131, -0.07180807, -0.09597046) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.012017105, -0.04864774, -0.06880151, -0.11229976, -0.04963216, -0.06703839, 0.0075095813, 0.1649629, 0.114044555, 0.02647054, -0.055449244, 0.0068097236, -0.06581895, -0.046807118, -0.022981308, 0.10964288) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.102602, 0.034899734, 0.03924892, 0.020380022, 0.038973145, 0.06664757, -0.10416908, -0.023202939, 0.03125626, 0.06503337, 0.08844853, -0.04353972, -0.08242791, -0.12961534, -0.098042294, 0.09378676) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(-0.07721457, 0.12152526, -0.079646416, 0.04351895, -0.048106764, 0.04204762, 0.04705728, -0.1447443, 0.028716465, 0.005480102, 0.06488712, -0.07279755, -0.059672605, 0.13765089, -0.05346768, -0.12685315) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.09132061, 0.01854122, -0.0071732034, -0.0496132, -0.03861954, 0.06858943, -0.07141063, 0.006920657, 0.030695062, -0.07495453, -0.0146956025, -0.09522221, -0.13496281, 0.027095037, -0.06428125, 0.112212315) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(-0.08237948, 0.03743769, 0.03163411, 0.027374148, -0.0029028703, 0.067902096, -0.05704935, 0.10191501, 0.079087146, -0.051637657, 0.030823978, 0.11058975, 0.022365794, -0.092721455, -0.027569262, -0.0031517092) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.002259791, 0.09699616, -0.028860785, -0.054064956, -0.055816285, 0.20718735, 0.03282179, 0.08407721, 0.10525644, -0.041905735, -0.09394762, 0.0643906, -0.045785334, 0.06914875, -0.029297475, 0.08402818) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.004338956, 0.027949879, 0.0660037, -0.06305493, 0.099644706, -0.13945976, 0.12571493, -0.0075495183, 0.020482963, 0.07557141, 0.081462435, 0.04322084, -0.10850704, -0.021956397, 0.07339975, 0.033480886) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.10550988, 0.008123777, 0.04732148, 0.06122102, -0.16876651, 0.1259245, -0.096346684, -0.0031602366, -0.023747476, 0.06515843, -0.07580826, -0.06295153, 0.09827505, 0.0686367, 0.0408199, -0.012795387) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.06281274, -0.033012133, 0.10642343, 0.0023921991, 0.04021275, 0.023958169, 0.043350723, -0.097244844, 0.053197246, -0.08633332, -0.02794245, -0.07001152, -0.08517094, -0.018514145, 0.0059442683, -0.09664073) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.11075751, 0.09004196, -0.005192052, 0.070645995, 0.044235095, 0.091480136, 0.13117178, -0.0011304375, -0.077670164, -0.07112385, -0.049511254, -0.07278434, 0.05823405, -0.07242856, 0.014415223, 0.019173695) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.1330359, -0.043987848, 0.049993005, 0.10890567, 0.019764991, -0.08497535, -0.10605469, -0.013664991, -0.06588649, -0.010965663, 0.047281343, 0.022723654, 0.02733295, -0.10711664, 0.019931583, 0.05807119) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(0.04918037, -0.15210044, 0.082911134, -0.066897005, 0.05875519, -0.1647038, 0.044648875, -0.055016354, 0.09820391, -0.073874205, 0.08019384, -0.06523192, 0.029436707, -0.0054050386, 0.026853152, -0.048799727) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(0.040055614, 0.08976324, -0.04931942, -0.054897033, -0.049227055, 0.076008536, -0.069810055, -0.043483317, -0.082161896, -0.019277148, 0.09578513, -0.037093993, 0.06661676, -0.05808748, -0.07687125, 0.08819297) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.06322981, -0.00052107644, 0.077510014, 0.08698638, -0.004687962, -0.10106482, -0.01123155, 0.067328624, -0.063220024, -0.10062753, -0.028605303, 0.023101754, -0.05351938, -0.06397046, -0.04411359, -0.016891813) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.1491096, -0.0050159446, -0.18715136, 0.21053383, -0.1569404, -0.0015714668, 0.07654724, 0.13804148, -0.060337413, -0.08370527, 0.08072491, 0.035189178, 0.07496685, 0.013046376, 0.08452412, -0.08029743) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.23685674, -0.036051903, -0.08976417, 0.1106323, -0.080145635, -0.06364895, -0.05165207, 0.09697384, 0.019083265, -0.024430096, 0.034981005, -0.089612655, 0.064483054, -0.14613773, -0.017280672, -0.11347067) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.15765448, -0.058121458, -0.14565447, -0.14713965, -0.19919705, 0.0026110215, 0.041706968, 0.02408511, 0.067035064, -0.003723377, -0.023838656, -0.026870465, -0.05744477, 0.15530308, 0.040555537, -0.036356766) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.0964622, 0.12177917, -0.18599944, 0.09138213, -0.21679589, 0.00930075, -0.13409857, 0.013576879, -0.028810391, 0.1162599, 0.01221714, 0.016208563, -0.03598451, -0.14516944, 0.014142426, -0.006570285) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(-0.09597093, 0.052974727, -0.020173239, 0.085633196, -0.12709336, -0.11912772, -0.027181804, 0.12258373, -0.042638004, -0.02255151, 0.008868137, 0.07119827, -0.06062806, 0.16639511, 0.026727838, -0.07842415) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.12980402, -0.0013303088, -0.12674467, 0.066975065, -0.06303222, 0.09587195, -0.035207473, -0.0414149, 0.034333114, 0.009756673, -0.09220797, -0.08811007, 0.11412453, -0.174555, -0.004708406, -0.06260044) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(0.0049168426, -0.1040108, -0.061385095, -0.049354807, -0.14552572, -0.07295244, 0.0711066, -0.023314636, 0.021936458, -0.0979696, 0.0030844542, -0.012452741, 0.03406905, -0.017978255, 0.012281016, -0.026137844) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.02148211, 0.14575228, -0.01230665, -0.046271518, -0.12248301, 0.08179556, -0.016037485, 0.023618633, 0.117173664, -0.0037110776, -0.00269635, -0.019897366, 0.09674864, -0.024196694, -0.09442293, 0.069840245) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(-0.12616865, 0.13018657, -0.03801273, 0.08629655, -0.040497445, -0.0813176, 0.0022220865, 0.13691865, 0.031703573, 0.09649188, 0.02144791, -0.04337646, 0.092517585, -0.017117135, 0.042988624, 0.030148633) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(0.091898285, 0.10539604, -0.00022927782, -0.05362202, -0.06678953, 0.05060491, -0.05283759, -0.029685602, -0.09275747, -0.039358474, -0.02274879, 0.06958768, -0.054337654, 0.06734742, 0.04843611, 0.07703325) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.047763318, 0.08505465, 0.029553603, -0.042763516, -0.09083985, 0.020611588, 0.0218238, 0.10364504, -0.1440525, 0.10516183, 0.02751855, 0.110182144, -0.006335585, 0.055840362, -0.07413172, 0.10564111) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(0.037685167, 0.13534851, 0.013890131, 0.14330833, 0.09486917, -0.002141371, -0.10881948, -0.0700937, 0.09015352, -0.09453568, -0.04019919, 0.19488974, -0.027287688, -0.067788914, -0.083772264, 0.09590505) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.16248676, -0.22434518, -0.075925626, -0.023215758, -0.07131964, -0.067945756, -0.109720394, 0.045694903, -0.029911974, 0.0010814423, 0.09878556, -0.09149358, -0.061978187, -0.02993607, -0.07410134, 0.09315295) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.07290716, 0.11469069, 0.16735438, -0.067015626, 0.021936968, -0.059070814, -0.061958972, 0.1221209, 0.041146506, 0.14851029, -0.013648441, -0.009718062, -0.011134049, 0.073112465, -0.04379107, 0.02769827) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.14614348, 0.0004487857, -0.10672616, 0.061815806, 0.04329874, -0.068840854, -0.008375975, -0.051815826, 0.009977147, -0.034855414, 0.16749316, 0.026905673, -0.020755235, 0.10939057, -0.01637421, -0.026456796) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.064641975, -0.15517437, 0.13422023, 0.17362778, 0.018888779, 0.042097405, 0.015657898, 0.018483898, 0.009432297, 0.029174123, 0.05565005, -0.036415353, 0.05683499, 0.03611238, 0.077035815, -0.100594416) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.03390315, 0.06615515, -0.101681, -0.15385544, 0.0539985, -0.06980682, -0.085287206, -0.06761921, -0.017866587, -0.094980285, -0.09579466, -0.108786285, -0.068487674, 0.04266774, -0.0007186188, -0.087653644) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.048431028, 0.06745568, 0.034047317, 0.10720527, -0.057520084, 0.05271078, -0.09948358, 0.11742151, 0.08464735, -0.006620753, -0.084571764, -0.08317781, -0.12291357, -0.032546185, 0.014828777, 0.10589131) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.331622, -0.22447313, 0.111163594, 0.13109626, -0.2631011, 0.20857751, -0.028767703, -0.06058442, 0.059877463, -0.028788289, -0.039463434, 0.027172105, 0.10121292, -0.10584534, -0.07662507, -0.059465904) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.27496618, 0.041863587, 0.12237015, -0.10891951, -0.051931024, -0.12641801, -0.075905025, -0.11188238, 0.19044034, -0.049633715, 0.10799188, -0.021614457, 0.11612521, 0.11029006, -0.06711436, -0.08104054) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.00036053732, -0.018890133, 0.013372965, 0.14889039, 0.11448677, 0.04095257, -0.09549307, -0.015556528, -0.059752587, -0.10112596, -0.0438977, 0.14089203, -0.034234, -0.022813648, -0.008591946, 0.082018055) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.082727, 0.0009236159, -0.054481223, 0.08375925, -0.079461105, -0.027187962, -0.09862464, 0.03873161, -0.11024226, -0.055627435, 0.09516925, 0.16123378, 0.037878763, 0.02184031, 0.012324688, 0.08988867) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(-0.21302852, -0.01108857, 0.22095583, -0.043329876, 0.06993355, 0.047646157, -0.12148249, 0.09864996, 0.27853003, -0.037218433, -0.17659257, -0.14096415, -0.00300316, -0.08088997, 0.012546695, 0.03256319) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.30824727, 0.1172803, -0.007183296, -0.081379555, 0.033460308, -0.009735137, 0.10291124, -0.023259176, 0.104261875, -0.012423987, 0.16226856, -0.06400793, 0.009897889, 0.031953912, -0.029829068, 0.009754183) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(0.1012338, -0.3661385, -0.02328685, 0.20775573, 0.14466265, 0.1166957, 0.02531568, -0.058375075, 0.030103233, 0.13270895, -0.12252502, 0.039495237, -0.033629615, 0.087804474, 0.048366606, -0.043090772) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.045867313, 0.19428329, 0.12002355, -0.04310063, 0.17343087, -0.2140284, -0.049506746, 0.068252936, 0.16899821, 0.013598138, -0.12386372, 0.016161252, -0.09354446, -0.030714735, -0.07121204, 0.008478763) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.031962026, -0.1120269, -0.10534903, -0.043571126, 0.0742193, 0.13126801, -0.04605866, -0.11936348, 0.05194759, 0.022354655, 0.13120446, -0.22661644, 0.06959577, -0.021233791, -0.08088737, -0.02227644) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.061454307, 0.085747294, 0.14126454, -0.08265858, 0.00064153504, -0.099481024, -0.055069834, 0.062579125, -0.05436221, -0.0082622925, 0.16964276, -0.00063786824, 0.032801457, -0.022056427, 0.07706531, -0.097043544) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.18137328, -0.08320683, -0.0048264624, 0.15306675, -0.014388193, 0.028470092, -0.11971235, -0.10754343, 0.07434022, -0.03213596, -0.022039393, 0.02340359, -0.065431304, -0.055472307, -0.065477386, -0.05001452) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.04439882, -0.0062783845, 0.12675254, -0.047097087, -0.0273773, -0.039227843, -0.057372387, -0.060772613, -0.0052131237, 0.039571047, 0.03486965, 0.123852886, -0.026419176, 0.0315294, -0.028998587, 0.056564305) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(-0.16197704, 0.08713111, -0.03111488, -0.13131893, 0.06028583, -0.05206349, -0.09954216, 0.15310617, 0.047037043, 0.14958505, 0.034411084, 0.050205532, -0.04499521, -0.02719239, 0.010067397, -0.063912764) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.1294358, -0.12335496, 0.114689745, -0.1048117, 0.027546834, -0.09265357, -0.07487691, 0.020099873, -0.10476385, -0.17727998, 0.15224785, 0.02367305, 0.07793359, 0.048128083, -0.1188674, 0.0032961823) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.0938391, 0.028097967, 0.20921662, -0.1359386, 0.11138106, 0.12477254, 0.058115598, -0.066018134, -0.0775512, 0.097075015, 0.08843088, -0.029530354, 0.02366019, 0.060298063, 0.15210365, -0.07104227) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.21876606, 0.06674357, -0.113218464, 0.027531486, 0.01743253, -0.02131312, -0.068621665, -0.065092, -0.035087835, -0.1560874, -0.08051735, -0.0828705, -0.046726268, 0.012187361, 0.053438697, 0.10437371) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.04321305, -0.15177734, -0.12236193, 0.172206, -0.033419184, -0.05716891, 0.021284835, -0.014985287, -0.104491726, 0.07168098, -0.04265354, 0.05826023, 0.13632444, -0.16856338, -0.010569198, 0.00041842012) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.20566566, -0.011247947, -0.043177407, -0.041441754, 0.018305307, 0.010024282, -0.0007091247, 0.04000433, 0.0949282, -0.09733099, -0.1031055, -0.0882436, 0.07868123, 0.09232749, -0.077265605, -0.04762952) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.10415603, -0.050076813, 0.11005622, -0.08326066, -0.04475326, 0.03695116, 0.031858835, -0.012020294, -0.033038963, 0.14445485, -0.059398077, -0.04276503, -0.0912014, -0.04843333, 0.0652052, 0.008916966) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.09961901, 0.08563857, 0.00033354643, 0.015225438, -0.025885044, 0.0933696, 0.13320589, -0.057471618, 0.07932565, -0.015379087, 0.116469756, -0.027576927, 0.14670713, -0.0024699, 0.108898304, -0.106529705) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.12513635, -0.034617435, 0.11789229, -0.049598537, -0.1498718, -0.05537802, 0.0950952, -0.032889724, -0.06906129, -0.100764565, 0.010879511, -0.013544281, 0.0863665, -0.022720376, 0.061068464, -0.16695958) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.13808861, 0.11696037, -0.010690698, -0.09495652, 0.019111319, -0.07491097, -0.06481876, -0.01899027, 0.06514543, -0.10774333, -0.055383768, -0.016730314, -0.12118944, 0.18476783, 0.07307586, -0.064872555) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.05819417, -0.0044255424, -0.08593671, -0.009845559, -0.052938227, -0.04442853, 0.15448698, -0.08345233, -0.024103843, 0.06126544, -0.00081301027, -0.14838867, 0.08754173, -0.11302074, -0.08148381, -0.018474068) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(0.1035095, -0.02002143, 0.014839803, -0.018158736, -0.015430147, 0.00961599, -0.0105680255, 0.13650681, -0.014748632, 0.018096937, 0.027762277, 0.13310307, 0.08384116, -0.012234115, 0.22962603, -0.14955075) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(-0.026903123, -0.04455861, -0.012015546, -0.050227664, -0.08890349, -0.002999286, -0.024099413, -0.08536453, -0.07245603, -0.0368327, -0.08811443, 0.07502762, -0.09039195, -0.0044528665, 0.013482542, 0.04317987) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.012173193, -0.104716085, 0.028015228, 0.07026166, -0.017986499, 0.13454989, 0.118026614, 0.012873384, 0.12611425, -0.166317, -0.11305373, -0.03171902, 0.111754954, 0.023834547, 0.06855709, -0.028401792) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.12650786, -0.0047193486, 0.045794994, 0.09161245, -0.11028719, -0.019568264, -0.042281643, 0.1364284, -0.033713438, 0.11642366, 0.07564675, -0.024442472, 0.036465663, 0.07833873, 0.014873189, -0.14370635) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.028254526, 0.03760354, -0.011797037, 0.09870556, -0.0036645592, -0.088996716, 0.056265235, 0.01563317, 0.12723766, -0.18277185, -0.065603904, -0.009434915, -0.042067092, 0.1101167, -0.04523329, -0.05518942) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.09887286, -0.062833555, -0.10169822, 0.045400508, -0.10149524, -0.020788958, 0.049276303, 0.1848544, -0.036457896, 0.089807145, 0.064557664, -0.037241396, 0.07144491, -0.040111642, 0.018787336, 0.0459721) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.02347139, 0.06849755, 0.020212974, -0.073171265, -0.09778604, -0.014445421, -0.060268626, -0.11255312, -0.027394159, -0.1284241, -0.116680905, -0.07262339, 0.01820211, 0.11708002, 0.11478465, 0.042252164) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.074675925, 0.062356316, 0.10121299, -0.05468041, -0.17298809, -0.08007273, -0.021630626, 0.04011219, -0.055344217, -0.015984988, 0.038248274, -0.04828419, -0.020083927, -0.114590816, 0.041761182, -0.1102727) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.078522146, -0.04654445, -0.013584582, -0.055614058, -0.16887546, 0.13834028, 0.06688044, 0.07430672, -0.074730664, 0.05231348, -0.12518688, 0.055874057, 0.06311226, 0.07774808, 0.09540121, 0.031748146) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.061944894, 0.1019094, -0.033603672, 0.028389081, -0.06501574, 0.04419563, -0.06686472, 0.012942882, 0.051533747, -0.042957004, 0.08542106, 0.12271295, 0.04759611, -0.10126614, 0.03832705, 0.06986874) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(0.036853768, -0.074119866, 0.017912362, -0.08458544, -0.039857548, -0.03394903, 0.040394437, -0.072873235, -0.029146789, -0.07400487, -0.087986626, -0.02232881, 0.0012841695, -0.05850906, -0.053323742, 0.0344403) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.074327774, -0.08389734, 0.015938314, 0.01334375, -0.007207572, 0.0703115, -0.094333984, 0.10248625, 0.08068116, 0.021807257, 0.16126512, 0.045083255, 0.05597088, -0.06936684, -0.041154552, -0.0011198962) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(-0.09000184, 0.04163457, 0.11448483, 0.052682266, 0.06829012, 0.103317015, 0.0009461821, 0.010028677, -0.04878846, 0.06509187, -0.044245765, 0.08430748, -0.14804026, 0.052387252, 0.11350894, -0.121219076) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0044188052, -0.009346381, -0.012235327, 0.015252484); + result += mat4(-0.042972498, 0.08236769, -0.023618605, -0.06191364, 0.04191988, -0.008675704, -0.07390221, 0.0009311356, 0.09500118, 0.08298368, 0.044286814, -0.059407096, 0.01787688, -0.0554614, -0.017483596, 0.00093742355) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.13977277, 0.01398194, -0.039226227, 0.10783513, -0.05334263, 0.037340507, -0.081757136, -0.11580031, 0.00525869, -0.11478112, -0.11297556, -0.0061270124, -0.1348311, -0.022002054, -0.090973005, -0.006276886) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.06473276, 0.05067689, 0.058701705, 0.03988178, -0.0020876927, 0.037043255, 0.11746849, 0.029095052, -0.047080904, -0.12857254, -0.042120684, -0.06485761, -0.13170835, 0.08814094, 0.071971744, -0.06819217) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.031466667, 0.03851458, -0.061024304, -0.035576716, -0.0034004268, 0.094658814, 0.029965902, -0.0007654756, -0.032061186, 0.033324577, -0.022280822, -0.0740202, 0.18441853, 0.12826037, -0.0128189055, -0.027810102) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.046307396, -0.042226657, 0.10600841, 0.103890106, -0.06976821, -0.14608271, -0.15969653, 0.054102868, -0.032681562, 0.02596465, -0.100162305, -0.019553388, -0.10975941, 0.035550997, -0.10094666, 0.068499625) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.11081086, 0.06376337, 0.021107139, 0.05602029, 0.051659282, 0.08977382, 0.027325183, 0.031382747, -0.017366126, 0.06011955, -0.08811169, -0.09456346, 0.044535648, -0.17661487, 0.041359928, -0.081572115) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.06385934, -0.0414731, 0.07428848, -0.020465659, -0.06924196, 0.06559097, -0.08858527, 0.03863324, -0.017671417, 0.058841515, 0.050122302, -0.080328904, -0.09091497, -0.057557963, -0.18077, 0.09653239) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.06400039, -0.0810924, -0.043889116, 0.019048017, -0.033843514, -0.04030667, -0.028509255, 0.08303655, -0.08567671, -0.012256329, -0.0781362, -0.08034393, 0.091040805, -0.14055714, -0.0040820283, -0.036268663) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.088520035, 0.043026187, -0.05791277, -0.09694408, -0.05769773, 0.034705132, -0.0734794, 0.014783636, 0.061584204, 0.070767395, 0.08592947, -0.07063723, 0.15544488, 0.019874154, -0.031173864, -0.023830239) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(-0.07329762, -0.052830968, 0.065536544, -0.02043986, -0.1839597, -0.16657177, 0.020405231, 0.05674559, 0.049243655, 0.09800907, 0.016842889, 0.08090283, -0.0057650604, -0.042263307, 0.1024937, 0.100807525) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.14186054, 0.06957121, -0.09371007, -0.103624344, 0.1952639, 0.011528402, 0.056691114, -0.178617, 0.030123634, -0.10215357, 0.0049742092, -0.018976381, -0.011651249, 0.08920201, -0.029738203, 0.06812927) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.0691108, -0.04874268, 0.039057232, 0.10373766, -0.17683646, -0.15897743, -0.045607284, 0.27158597, -0.016547546, 0.06300457, -0.03572716, -0.038823098, -0.080916725, 0.026222965, 0.10451524, -0.012559655) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.027840726, 0.023510518, 0.0709063, -0.060737185, -0.010471409, 0.12458618, 0.059408803, -0.0005855043, -0.079232566, -0.033852626, 0.07291792, -0.08391672, 0.0065321084, -0.014525109, -0.008916134, -0.005250325) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.07064998, 0.008205172, 0.014256786, 0.060115546, -0.036033798, -0.2257095, -0.058475986, 0.044987645, 0.08654608, 0.073779, 0.041525807, -0.04604366, 0.08340023, 0.051346913, -0.06490604, 0.006678627) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(0.025671128, -0.08049351, -0.06395712, -0.034588303, 0.22381192, 0.18458383, 0.10206551, -0.038579214, 0.0775415, 0.08581948, -0.10330833, 0.0032988365, 0.06643222, 0.058374785, 0.1048187, 0.047139924) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(0.01718272, -0.041079007, 0.0028916863, -0.045841116, 0.06290111, 0.10825325, -0.012091148, -0.12546325, 0.08754547, -0.07688822, 0.07113101, -0.06434712, -0.08960407, -0.024328178, -0.06888256, -0.010802101) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.04562127, -0.033757474, 0.0333275, 0.042751852, -0.12483206, 0.07173492, 0.028207038, 0.111860454, 0.040582974, -0.031253193, -0.015997479, 0.08742704, -0.050877187, -0.09085872, -0.011412988, -0.071639545) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.0681969, 0.014121789, 0.084272936, -0.11689993, 0.0650356, 0.0037843802, -0.070339344, -0.046727277, -0.017384231, -0.052480593, 0.00622065, -0.0077619585, 0.11511185, 0.09917432, -0.06462241, 0.013835205) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.4502069, -0.14058442, -0.32510665, -0.031222165, 0.11508633, -0.13026409, -0.042208627, -0.09696273, -0.02653963, -0.081706166, 0.079558186, -0.008650209, -0.04185425, 0.033850662, 0.012780042, 0.0028709555) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.6171254, 0.04880311, -0.06366232, -0.048632268, 0.09391385, -0.008851289, -0.04452032, 0.044348, 0.010649384, 0.04123659, 0.07070385, -0.08392835, 0.04774949, 0.18820691, 0.1375036, -0.15219852) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.012749834, 0.03862648, -0.12462674, -0.09528665, -0.2766919, -0.06359671, 0.13081431, 0.06950242, -0.0012419836, 0.08928085, -0.07385423, -0.019549424, -0.14748497, -0.043136973, 0.017317096, 0.118798845) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(-0.05377673, 0.038660076, -0.08637298, 0.09246952, -0.08943347, -0.058526535, -0.17723918, -0.03173288, -0.040664397, -0.034982074, -0.088963576, 0.0673496, -0.038978536, 0.0011519849, -0.047311116, -0.06692778) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(-0.016708337, -0.07142881, -0.17485009, 0.046416435, 0.06907238, -0.1640736, -0.037923932, -0.08383272, -0.058138955, 0.03066273, -0.03930247, -0.058903515, -0.15952809, -0.14465106, -0.06922676, 0.08436034) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.0548304, -0.001955446, -0.06137349, -0.002579337, -0.018770404, 0.053265315, 0.0569514, -0.067930475, 0.017032743, 0.09003891, -0.0009916181, -0.022997674, 0.09324562, 0.02234357, 0.052872874, -0.08975708) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(0.006500333, 0.10855631, 0.055917233, -0.02552525, -0.034358244, 0.1630112, 0.008826352, 0.12530114, 0.102394395, 0.019413164, -0.030894356, 0.007903982, -0.07372388, -0.1341909, -0.03528071, 0.14413129) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.039479576, 0.003751778, -0.029938944, -0.011562966, 0.01372743, -0.048338767, -0.17865638, 0.1156163, 0.05463624, -0.033179086, 0.025522457, -0.09588742, 0.056066476, 0.038501736, 0.10310547, -0.07028259) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.10189389, -0.07894085, -0.010738713, -0.040523022, 0.04871086, -0.15268117, -0.17392033, 0.07826077, 0.061577957, 0.07235159, 0.08870906, -0.1059967, -0.03774972, 0.015838, -0.02016568, 0.07129622) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.08413017, -0.024244286, 0.11126331, 0.15677144, 0.09960454, -0.090100616, -0.072861396, -0.04066774, -0.19846842, 0.18788089, 0.07460535, 0.16101979, -0.014709628, 0.10972338, -0.047890175, -0.06562814) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.029365957, 0.021124853, -0.08882974, 0.0047347504, 0.047496114, -0.08617213, 0.009591299, -0.078052506, -0.1381898, -0.18845789, -0.024468902, 0.08282443, 0.09653097, -0.013629455, 0.053046867, 0.10030924) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(0.056686174, 0.10158162, -0.10148985, -0.09656042, -0.040548015, -0.077940285, -0.058515888, 0.08102927, 0.2805579, 0.08287495, 0.022490898, -0.16125019, 0.11050356, -0.10154386, -0.10571093, 0.028916081) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.12782824, 0.16595022, 0.0817979, -0.12992367, -0.0294961, -0.08895477, 0.0091270525, -0.030490559, -0.032378417, -0.024405543, 0.08162507, -0.16938132, 0.03223068, 0.013271533, 0.02296996, 0.0074539813) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.075403385, 0.07022349, 0.04048072, -0.011805813, 0.049484305, 0.06511094, -0.058259293, -0.046113107, 0.06881787, 0.09468641, 0.08956952, -0.030891474, 0.029509544, -0.072196014, -0.02522846, -0.03126399) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.11992874, 0.006091359, 0.011452678, -0.019710643, -0.00091066724, -0.05322973, -0.09153711, -0.046453882, -0.056157224, -0.09612111, -0.12461235, 0.06839094, -0.053210936, 0.06443881, -0.06524147, -0.013285268) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(0.016592978, -0.05170965, 0.013124206, -0.008229887, 0.068704724, -0.05544043, -0.033693474, -0.019731853, -0.14927536, -0.22934002, -0.16900721, 0.042109188, -0.07119953, 0.08096116, 0.09816346, -0.08440075) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.021389626, -0.15911743, 0.059243187, -0.041614234, -0.08581605, -0.07801326, -0.014880717, 0.0688762, 0.16751014, 0.14271726, 0.050911162, -0.097509295, -0.02907791, -0.101282276, 0.092033915, -0.06555687) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(0.055462394, -0.028573176, 0.019333964, -0.20141667, 0.0127428295, 0.038475774, 0.021786643, -0.061532535, -0.056278512, 0.05232261, -0.059163935, 0.1514255, -0.07671748, 0.013675766, 0.009982045, -0.08100556) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(-0.005167638, 0.020581504, -0.07862394, -0.17684157, -0.0031000625, -0.14954539, 0.069842964, 0.030354353, 0.124608554, -0.09446856, 0.1687582, 0.005157815, 0.007742732, 0.09855265, 0.040785424, -0.06443787) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(-0.107285194, -0.012274551, 0.03476451, 0.08232292, -0.028296445, -0.08165656, 0.1113063, -0.04116379, -0.117790595, 0.0061224755, 0.17527793, 0.11147725, 0.07468039, -0.060451962, -0.05534745, -0.053837113) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.4099292, 0.05319343, -0.07277789, 0.08392169, 0.0778884, -0.0016935042, 0.053082906, -0.024616612, -0.010807481, -0.026990024, -0.0107655395, 0.10837214, -0.02306861, -0.09735729, -0.029194392, 0.06834456) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.47505695, 0.013424064, 0.15694304, 0.108538955, 0.16191903, 0.07646038, -0.07085192, -0.11418573, 0.13251925, -0.12840144, -0.19181624, -0.10899171, 0.07911538, 0.037602026, 0.033040803, -0.087832704) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.0023192822, 0.056456596, 0.11698143, 0.06585435, 0.20019081, -0.1072962, -0.05490011, 0.05927231, 0.111795865, 0.10762911, 0.115964815, -0.0057104235, 0.029638218, 0.09479947, 0.024725636, 0.09952583) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.37098902, 0.09024805, 0.04935781, -0.0108443815, 0.38294646, 0.14033927, -0.08040615, -0.00047512425, 0.20373835, 0.02647173, 0.17475735, -0.10867986, -0.013326589, -0.01081643, -0.07153496, 0.077986486) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(0.2026888, 0.38725019, 0.22630195, -0.2397593, -0.057994384, -0.1602306, -0.20954075, 0.23057564, -0.1212649, -0.06828097, -0.31270313, 0.07583422, -0.02048566, 0.060854737, -0.026188299, 0.02587037) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.115148544, -0.05973017, 0.105538286, 0.038416564, 0.07450745, 0.17460452, -0.024395261, -0.07867058, 0.048128754, -0.050820958, -0.09522374, -0.05467946, -0.115934685, 0.077789195, 0.08014698, 0.06520131) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.18097208, -0.057183832, 0.115934014, -0.06612094, -0.20411746, -0.02116219, -0.09826483, 0.12012894, -0.12474726, -0.12424287, -0.021464726, 0.23416954, 0.074439414, 0.042034335, -0.03599648, 0.10615894) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.12838504, 0.078036584, -0.060761474, -0.07416854, 0.19088359, -0.108306155, 0.06963609, 0.01153449, -0.26607174, 0.075586155, 0.008192374, -0.02142922, -0.07934279, 0.065015435, 0.050541308, -0.0029828877) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.36981347, -0.037735168, 0.043609772, 0.028525606, 0.09282028, -0.09432902, 0.12392448, -0.034204256, -0.10482351, -0.0038587102, -0.037856054, -0.08583087, -0.23455796, 0.0681164, 0.041203354, -0.0337476) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.17138104, 0.018881427, 0.13214697, 0.025100978, 0.056494992, -0.09864637, -0.03657233, 0.05699267, -0.11559624, 0.06690213, -0.08271825, -0.16194308, 0.1698416, 0.092894256, -0.028552894, -0.05993268) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.05665143, -0.10725243, -0.021360341, -0.020634897, -0.05536402, 0.01126733, -0.09322824, -0.018626515, -0.039469253, -0.031065976, 0.12657729, 0.06617079, 0.009733555, -0.09043607, 0.027877841, -0.070866555) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(0.06927989, -0.0354144, 0.0913346, -0.02813786, 0.14509279, 0.11216251, -0.020455442, -0.10641737, -0.00992218, -0.053365022, -0.052748807, -0.13504332, 0.07232538, 0.09110253, 0.09554926, -0.09316133) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.0413889, -0.04932883, 0.18011075, 0.07646243, 0.0059266337, 0.1268775, -0.10422976, 0.03187383, -0.015668241, 0.015213961, 0.1008891, 0.020698952, 0.088751554, 0.02155865, -0.00312336, 0.049160823) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.09845953, -0.04807057, -0.043651782, 0.10603783, -0.019108322, 0.11157556, 0.026124043, 0.04728367, 0.022227494, 0.07575614, 0.027786085, -0.077188425, -0.05634767, 0.017439459, -0.012602251, 0.1331112) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.12226909, -0.12653734, 0.06052695, 0.0022916752, -0.026772361, 0.11964343, -0.005062834, 0.116502516, 0.06149993, -0.19168381, 0.048470173, 0.047855955, -0.044725195, 0.15975447, 0.010538891, 0.041401602) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.0021262981, 0.096402995, 0.036751896, 0.095884934, -0.1440762, -0.033938132, 0.041247673, 0.17431653, 0.08332564, 0.085176274, 0.02079729, -0.13884166, -0.0103706485, -0.056976233, 0.06429865, 0.20951837) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.14865911, -0.0033151659, -0.07556782, -0.09529799, -0.07728004, 0.08411206, 0.05856479, -0.017499086, -0.1811411, 0.0665903, -0.068367556, 0.21565972, -0.080145344, 0.017228749, 0.07492279, -0.065801576) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.14765729, 0.10826299, -0.024709873, 0.012362728, 0.04391636, 0.10987977, -0.018460494, 0.00878542, -0.11648853, -0.0547344, -0.10289871, -0.036513843, -0.22267629, 0.14624597, 0.12987025, -0.068637624) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(0.013880712, 0.07201017, 0.08995496, 0.023345022, -0.0069717257, 0.12730515, 0.08843655, 0.13002919, 0.029217303, 0.048933927, -0.057865877, 0.0029433516, 0.009081064, 0.00090320734, -0.039985053, 0.12593411) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.020093922, 0.02832678, 0.076517284, 0.14896962, 0.030297626, 0.039410945, 0.06290372, -0.012125426, 0.016962443, 0.12556942, 0.081339605, -0.07519717, -0.10587436, -0.11860046, 0.047564913, 0.1811847) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.0022420331, -0.018002613, -0.05148695, 0.044879645, -0.021220846, 0.12832104, 0.04005127, -0.03339664, -0.14241697, 0.0080814725, 0.054456588, 0.09187548, -0.0062494064, -0.021719959, 0.008873317, -0.089253955) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.027915016, -0.0050413944, -0.003969127, -0.061730318, -0.024238197, -0.08404075, 0.008629776, -0.042085335, 0.024575708, 0.088190086, 0.08441291, 0.033729814, -0.11431039, -0.015531204, 0.01765996, 0.12082085) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(-0.05232218, -0.1242685, 0.11219631, -0.0071739196, 0.0032092307, 0.012850346, 0.141704, -0.082019165, -0.01477886, -0.07279771, 0.037390485, -0.037801385, 0.078651845, -0.02685829, 0.016210916, -0.1317117) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.0049826205, 0.045458294, -0.094738096, -0.012499717, -0.062567115, 0.0020541043, -0.05723545, 0.06692189, 0.020766987, 0.009829899, 0.102257006, 0.035253223, 0.017854722, -0.016762182, 0.15947789, -0.125396) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.036733855, 0.05617634, 0.005982208, 0.09329533, 0.09484701, -0.029876193, 0.0055299876, -0.04210585, 0.06478121, 0.033512, -0.04066347, 0.0084053995, 0.06250591, 0.079230666, 0.15870893, 0.107289195) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.06531635, -0.06625975, -0.10347056, 0.025065754, 0.026364654, 0.02390899, -0.0046242476, 0.11252533, 0.022141954, 0.17861386, 0.043199148, -0.17532277, -0.041788377, -0.08357254, -0.07215946, -0.0669387) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.02921715, -0.10792706, -0.012892618, 0.06352269, 0.06141789, 0.07308627, -0.020512952, -0.036848176, -0.017593946, -0.040751047, -0.062127266, 0.12765522, -0.0736577, 0.14404714, 0.04670535, 0.010925797) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.08084389, 0.03364242, -0.026560796, 0.06986507, 0.06206371, 0.063918054, -0.019717116, 0.00048482596, 0.042276606, -0.024262639, -0.120303124, -0.037834655, -0.11741202, -0.087440185, -0.10753524, 0.11074116) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(-0.013639584, -0.04522073, -0.045491457, 0.07629796, -0.030604478, -0.05056982, -0.10951277, -0.03778193, -0.17291497, 0.046923887, 0.001919085, 0.11581932, -0.009824227, 0.14124894, 0.12648281, -0.010122175) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.04298535, -0.01983132, -0.0032256874, 0.022838103, -0.18907496, -0.07964904, -0.024860065, 0.019412767, -0.0826054, -0.014342087, -0.08917059, 0.005110098, -0.014483347, -0.020919787, 0.054011423, 0.14644018) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.017723536, -0.024452621, 0.038154136, -0.033410314, -0.0039806333, -0.056049388, -0.09950896, -0.01011608, 0.089299366, -0.085298575, 0.0056067267, -0.1920985, 0.031546757, 0.07737097, 0.04859091, 0.03354972) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.106303185, -0.020270139, 0.055845004, 0.08245232, -0.077301726, -0.111508645, 0.048426956, 0.061425447, 0.010446957, -0.05391356, 0.12373156, -0.04634582, -0.08086986, -0.12794629, -0.0010374871, -0.03704727) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.10840291, -0.025253637, 0.043432534, -0.027769437, 0.012440286, 0.012097243, 0.006579044, -0.01397799, -0.0019582852, -0.030722551, 0.042473722, -0.18090717, 0.058281105, 0.06528352, 0.15172726, -0.06857547) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(-0.09554375, 0.08136336, 0.019328006, -0.04607918, 0.06763769, 0.020982848, 0.03403954, 0.07027059, -0.027469065, -0.07210642, 0.053730663, -0.025463764, 0.0121935345, -0.06680501, 0.047258466, 0.047999073) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.003442629, 0.013375611, 0.011637685, -0.0033052866); + result += mat4(-0.0516883, 0.1223235, -0.010883935, 0.09438911, 0.017591503, 0.051363852, 0.051496428, -0.04656569, 0.02543791, -0.1092288, 0.11765959, 0.039808914, -0.047174525, -0.114782095, -0.019813973, -0.027763354) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.042130083, -0.17126416, 0.033631187, 0.09168481, 0.019962575, 0.10976285, 0.034760248, 0.073325485, -0.09115988, -0.0115670655, -0.03478817, 0.018615771, -0.0023165664, 0.014027706, -0.03731295, -0.043543793) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(-0.16503891, 0.1166455, -0.14426629, -0.11587218, -0.017246457, 0.10145523, -0.024674272, -0.03727136, -0.038797025, 0.024247516, 0.07808381, 0.019523546, 0.0056397147, 0.013953187, 0.09304354, 0.07722131) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(-0.074226476, -0.20569965, -0.040748388, 0.12922601, -0.032972317, 0.11628865, 0.08778825, 0.100518756, 0.016125318, -0.13110456, -0.015183646, -0.022027299, 0.032437608, -0.110451385, -0.03447586, 0.0043697096) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.032670178, -0.16246165, 0.024775188, 0.09502671, 0.025912184, 0.121336885, 0.025341397, -0.030970527, -0.049652822, -0.14885397, 0.041994046, -0.023311207, -0.08581219, -0.13498022, 0.06965343, -0.056874692) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.06393143, 0.034051385, 0.008888838, 0.038546853, 0.06947941, 0.06178005, -0.049819645, 0.06794293, -0.13366286, -0.14938863, -0.037693966, 0.051842153, 0.037708096, 0.040628813, 0.102534845, 0.0071342047) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.06150137, -0.046255656, 0.13692896, -0.023179762, 0.03713181, -0.10310992, 0.09385238, -0.0047284197, 0.025656024, 0.09891812, 0.08686281, -0.009539339, 0.0731247, 0.07668687, -0.09762713, -0.059970424) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.059885383, -0.08883125, 0.05225452, -0.025442436, 0.06153856, 0.14436032, 0.013788722, 0.0113854725, -0.012819896, -0.19287184, 0.09983513, -0.024793316, 0.038836777, -0.052246887, 0.0059347996, 0.01900127) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.15384208, -0.22237863, 0.07046196, 0.09070783, -0.019386219, 0.01878587, 0.09160569, 0.16305578, 0.0098382505, -0.14395851, 0.014114545, -0.035733894, 0.056480207, 0.0006837963, 0.0019656941, 0.04400927) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.10650795, 0.046735253, 0.09259645, 0.014654708, 0.010226026, -0.11936858, -0.11678929, -0.052416194, 0.13530041, -0.05194774, 0.13022895, 0.1432494, -0.035729438, -0.0019865127, 0.050633468, 0.006274034) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(0.0214423, -0.17011152, -0.028696338, -0.110234044, -0.040174622, -0.108965695, 0.008227098, 0.063629985, -0.14791602, 0.004125044, 0.011615113, 0.122726314, -0.028705064, -0.039566778, -0.071891725, -0.06212427) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.081452325, 0.020910071, -0.016452488, 0.07210494, -0.08088186, 0.06797714, 0.08857902, -0.03965487, 0.046168204, -0.05276988, 0.04365019, 0.24730065, -0.003263334, -0.14522351, -0.02959662, 0.09913768) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.09131164, -0.03868012, -0.045859553, 0.038488243, 0.10892, 0.13744669, -0.063878775, -0.017026704, -0.31645218, 0.16467562, -0.09782914, -0.10328421, 0.08764717, 0.042647827, -0.03998367, -0.0065759374) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.07121675, -0.053125687, -0.015473897, 0.037690498, -0.11444654, -0.14523968, 0.008924308, -0.04098788, -0.104130544, -0.05505333, -0.028085077, -0.052494265, -0.0226373, 0.0030073656, 0.0841683, -0.05533188) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.06603429, -0.0698434, -0.01583814, -0.05218147, 0.0054660025, -0.11764239, -0.028240068, 0.010165519, -0.28188765, -0.01058381, -0.03525232, -0.047920473, -0.047851518, -0.04823144, -0.058103524, -0.08332379) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.028600972, 0.13142908, 0.026104137, -0.04268192, -0.022775013, -0.014523361, 0.02226707, 0.06322737, -0.10761655, 0.06735946, 0.117321685, -0.016469825, -0.056598056, 0.02441578, -0.03231526, 0.009799762) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.046519756, 0.0010246322, 0.055382118, 0.10480469, -0.056605417, -0.0649274, 0.039919082, 0.042091604, -0.03027313, 0.000687018, 0.03254063, -0.17211948, 0.04611447, 0.06783789, 0.10692804, -0.014811766) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.07505623, -0.15010943, -0.09224019, -0.009662299, 0.0391686, -0.07664002, 0.07763067, -0.064216435, -0.09109313, 0.12934338, 0.03457879, 0.01982002, 0.045189314, 0.0014844715, -0.1354248, 0.07776369) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.23575372, -0.20916402, 0.062224787, -0.112326115, 0.064626195, -0.03810418, 0.07295485, 0.014745601, 0.08663006, -0.035257984, 0.067087986, -0.0068540587, -0.07883062, -0.049193997, -0.01979881, -0.036141884) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.016203457, -0.20384413, -0.06284793, -0.039454132, 0.05827383, 0.06440675, 0.036207717, 0.020822337, 0.04353693, 0.037884302, -5.167541e-05, 0.05858269, -0.0009116797, -0.00086968276, 0.031834215, -0.024399042) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.003219082, -0.04297337, -0.0062287953, 0.08495083, -0.004494778, 0.10618316, -0.17250143, 0.029387794, 0.048578553, -0.17977375, -0.09815774, -0.004012064, 0.034396183, 0.031990655, 0.04576335, 0.044685774) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(0.057716437, 0.06253896, -0.088651486, -0.046108227, -0.06020788, 0.016781656, 0.041366972, 0.09491335, 0.06343052, -0.014260148, 0.05434982, 0.02787039, 0.1024581, 0.010880765, -0.033063978, 0.06677028) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(0.12709586, 0.4045799, 0.009852, -0.02042569, 0.08908296, -0.1090025, 0.033085667, -0.03766496, -0.06446206, 0.04983797, -0.05064461, -0.16059521, -0.12109033, -0.0027703668, 0.066734456, 0.02556977) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.073184855, 0.25490257, -0.16114198, 0.02275981, 0.0065019755, 0.08409689, -0.14280286, -0.08801142, -0.066786714, 0.014090064, -0.26533183, 0.06304747, 0.02210616, -0.032883894, 0.06576031, -0.011046229) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.14275646, -0.00084464403, -0.0703081, 0.043860044, -0.010851522, -0.22751017, 0.122808665, 0.046687886, -0.02003021, 0.035175133, 0.119783655, -0.031573713, 0.032656256, -0.053362623, -0.02658459, 0.03316823) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.055334743, 0.017404053, -0.016423844, 0.0741847, -0.07912923, -0.040405974, 0.05193074, 0.012869429, 0.036050186, 0.031962436, 0.12607427, -0.011362307, -0.09532705, -0.08341516, -0.020436132, -0.005016131) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.054198246, -0.008781335, 0.11987427, 0.013400618, -0.06351809, 0.017788813, -0.03444837, -0.005943444, -0.07397155, 0.080663346, -0.13804428, 0.06851538, -0.08832343, -0.08281272, 0.061568934, -0.05590224) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.048422214, 0.0882096, -0.015030608, -0.10135356, 0.008011804, 0.030250866, 0.014552564, 0.008256356, -0.05740036, -0.046427455, -0.018813487, -0.016010005, 0.01048484, -0.114028156, 0.031222235, -0.060205508) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(0.028182564, -0.05912414, 0.022914773, -0.13453418, 0.037059613, -0.036556043, -0.07535737, -0.016822884, -0.028566778, 0.11565894, 0.021367239, -0.06701894, -0.032096725, 0.044734847, -0.0073112627, 0.0074240505) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.05880545, -0.052018944, 0.022135228, -0.03800326, -0.07087699, -0.28158522, 0.121120945, 0.029811101, 0.057445467, 0.290543, 0.078989066, 0.019574359, 0.08412573, -0.10001867, 0.00626211, 0.05163718) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.050437752, 0.020409917, 0.05806958, 0.019130085, 0.0372162, 0.09366855, -0.07678022, -0.039855033, 0.033538964, 0.23069714, -0.038316667, -0.12954265, -0.07289259, 0.049885344, 0.06292729, -0.025425589) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.023943014, -0.08759173, -0.06185972, -0.061545014, 0.053152163, 0.19081846, 0.043645542, -0.008407938, -0.075783245, -0.1859964, 0.08659916, 0.010488999, 0.08240174, -0.11964047, -0.114584886, -0.11902114) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.010366827, -0.029145885, 0.115005665, 0.01655262, 0.04004001, 0.06597598, -0.09807251, 0.08586093, 0.08319979, 0.013092327, 0.08287092, 0.078944795, -0.030562766, -0.027823647, -0.05334102, -0.11193261) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(0.054666776, 0.13348368, 0.0019419125, 0.08124257, 0.046780676, -0.07266956, 0.06664775, -0.035681203, -0.0008467227, -0.14177862, 0.051860817, -0.14050585, 0.005693945, -0.16635133, 0.02721335, -0.03807163) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.07823977, -0.15409158, -0.08923035, 0.08401554, -0.099613614, -0.16091618, 0.039866116, -0.012680801, 0.055174213, 0.07946077, -0.044296768, 0.05820352, -0.015891919, -0.046970848, -0.019661175, -0.1313544) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.08236053, -0.14904302, -0.007949339, 0.06310023, -0.08902054, 0.09991664, -0.026032416, -0.0011966327, -0.036444787, 0.09199297, -0.21504907, 0.043247856, 0.02236589, -0.15416005, -0.0105029885, -0.0067938785) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.11732966, -0.10472387, 0.12730962, -0.053779032, -0.08099377, 0.04476129, 0.022480056, -0.13573004, 0.18501645, -0.11255146, -0.0829434, -0.08779753, -0.082872234, -0.07091369, 0.046987016, 0.001789607) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(0.0001841773, 0.08885647, -0.13208508, -0.072944574, 0.0070056603, -0.054579325, -0.16735768, -0.049921118, -0.049292635, -0.03392617, 0.10550992, 0.030762367, -0.10163061, 0.047216035, -0.08041572, -0.07611193) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.035448655, 0.14822306, -0.04878872, -0.0746945, -0.060244925, 0.0822443, 0.0625219, 0.03356549, 0.03891253, -0.010678343, 0.072259866, -0.12065982, 0.027890064, -0.01056815, -0.106252536, -0.00812856) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(0.010682728, -0.057190124, 0.024039853, -0.049071018, 0.06671262, 0.10580547, 0.06114008, -0.027142048, 0.0070528546, 0.111861385, 0.05085344, 0.07242349, 0.11960674, -0.22299533, 0.026508173, 0.030118395) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.13280915, -0.07924072, -0.090050384, 0.05283513, -0.091666065, -0.14002225, -0.14763567, -0.016189087, -0.10117109, 0.05499106, 0.029511433, 0.081549644, -0.035187725, 0.06161617, 0.042676724, 0.029305635) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.08529392, -0.051476993, 0.040334698, 0.08094866, -0.050459165, 0.026990544, 0.017269399, -0.0046234047, -0.07637832, -0.0015510239, 0.11318409, -0.004616539, 0.10067467, 0.14108709, 0.043603513, -0.088025756) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(-0.038899567, 0.03502128, 0.094575115, -0.1716205, -0.037085354, -0.11291488, -0.025886811, -0.10783659, 0.04456275, -0.052541457, -0.079615116, 0.073266625, -0.067546375, -0.07555959, 0.03368702, -0.07228856) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.08401444, -0.0033819543, -0.111090004, -0.012519393, 0.051470328, -0.19865474, -0.14088048, 0.06306316, -0.063153945, -0.029220344, 0.009064916, 0.05055387, -2.0794327e-05, -0.025079904, 0.021477627, 0.034820333) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.038313475, 0.03284816, 0.114614934, -0.12352222, -0.012737359, -0.0028172547, -0.046252742, 0.17683344, -0.096878424, 0.08909354, 0.04416406, 0.004774474, -0.04148429, 0.023412686, -0.008101432, 0.067253225) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(0.062278196, -0.53816324, -0.15103306, -0.17200018, 0.051400732, 0.04138932, 0.13394047, -0.119237274, -0.047384914, 0.01679893, -0.0068038427, 0.025806105, -0.117235914, 0.087412186, -0.11617584, -0.14323951) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(0.11668384, 0.074840136, 0.42223442, -0.19560121, -0.020292128, 0.01671585, 0.054223668, -0.056781337, 0.07575778, -0.018754218, 0.06514087, -0.031790406, -0.10921607, 0.052557115, -0.16343062, 0.030965082) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(0.17218459, 0.23054613, 0.16784467, -0.065492846, -0.050076734, 0.123028904, -0.17201862, -0.1655768, 0.06440684, 0.13164178, -0.005537595, -0.034656573, -0.22443742, 0.20967042, 0.3041761, -0.007478679) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.17426656, 0.4528224, -0.12206193, -0.09436925, 0.08454841, -0.09759462, 0.014630061, -0.057183, 0.05609388, 0.010791998, 0.007940699, 0.02109524, -0.121039115, 0.376498, -0.049768537, -0.14014526) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(-0.056152247, -0.078359775, 0.024252938, 0.002805122, -0.049185686, -0.42327765, 0.022885872, -0.11947411, -0.06836373, -0.11480447, -0.085081905, 0.071665406, -0.36042693, 0.18898365, 0.12252569, -0.061614163) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.06352047, -0.03375747, -0.065147534, -0.0574813, 0.1371266, 0.103330635, -0.1323223, -0.2582797, 0.059934467, -0.075954154, 0.05327265, -0.00027559337, -0.436382, 0.23164439, -0.11767409, -0.13686763) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.010999393, 0.037416346, -0.117749415, 0.037723485, -0.09378002, -0.06545638, 0.10155104, -0.2491548, 0.0728737, 0.07561564, -0.09612676, 0.066651665, 0.15435365, -0.20851313, -0.25308436, -0.1517674) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.059262548, 0.088123396, 0.04595589, 0.071299136, -0.2657167, -0.0743166, 0.19549409, -0.17509139, -0.07912206, -0.07722041, 0.032773502, 0.008807091, -0.36755344, 0.69608283, 0.2551445, -0.06061691) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.12210964, -0.057808213, -0.03825865, 0.027386822, -0.21363692, -0.12373217, -0.13868341, -0.2978032, -0.06466259, 0.10511675, 0.101937175, -0.0048433132, -0.091977045, 0.044653077, 0.20223714, -0.33129585) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(-0.058450785, 0.063353345, 0.099592514, 0.030007755, -0.04972511, -0.14383356, 0.0020709035, 0.07048428, -0.022548817, 0.0063583693, 0.004757659, 0.056969695, 0.046252646, 0.2022494, 0.036288697, 0.007839983) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.021845829, -0.08786369, -0.13037223, 0.027431091, 0.030601915, -0.04768066, -0.03495091, 0.033611946, 0.03385561, -0.06580581, -0.021568859, -0.016728533, 0.04180178, 0.3107473, -0.04187441, -0.009557169) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.017555168, -0.09019388, -0.13118231, 0.0041893627, -0.055518832, 0.10808544, 0.018163051, 0.06777048, 0.025003126, -0.02140458, 0.071954355, -0.022797646, -0.0066630314, -0.07335746, -0.06472745, 0.030310564) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(-0.01794501, -0.092173874, 0.05863492, 0.028494524, 0.18878207, 0.12759832, -0.1275855, 0.05596837, 0.034271166, 0.060568184, 0.033352237, 0.026323156, 0.046888746, 0.13910039, -0.033721946, 0.048105676) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.0843007, 0.14086449, -0.12937884, -0.029571462, -0.103683874, -0.12255864, 0.011206627, -0.037995305, -0.00062648655, -0.033720143, 0.04066085, -0.05737302, -0.099000625, 0.11286555, -0.06838891, -0.017499028) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.03421948, 0.048566256, -0.1642122, 0.07475413, 0.029047074, 0.02460739, 0.048939757, -0.0061795223, 0.040129643, -0.15545441, -0.028020121, 0.006692578, 0.043647636, 0.20153019, -0.087731495, -0.047531262) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.019625593, -0.118388884, 0.054435182, -0.005192937, 0.061393365, 0.12351411, -0.009069284, -0.08370055, -0.036216546, 0.012977539, -0.016095726, 0.083318464, 0.0023230386, 0.054868925, 0.0021136866, -0.052701376) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.12024552, -0.057164833, -0.024687454, -0.020667013, -0.083002895, 0.04474543, 0.029743817, -0.04447344, -0.08212052, 0.062480733, -0.124424934, -0.117168, -0.0048817443, 0.23786889, 0.0876864, -0.06447469) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.06302613, 0.015881766, -0.18436377, -0.0590962, -0.0006935935, -0.12352232, 0.046164673, 0.012302003, 0.020855915, -0.10902478, -0.07522982, -0.06429665, -0.034547158, 0.10823844, 0.015109224, -0.028962206) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.01946017, 0.016151685, 0.11467929, -0.04279579, 0.022072032, 0.1371591, -0.0482247, -0.051824886, -0.0031306858, 0.112242214, -0.055662546, -0.016279643, 0.047434453, -0.06905586, -0.008905158, 0.04366862) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.016693613, -0.001538355, 0.0112478165, 0.042273838, -0.1174123, 0.00038066664, -0.019793522, 0.15272483, 0.008429458, -0.073130004, -0.092114285, 0.075534694, -0.12419683, -0.13350578, 0.0949343, -0.046170726) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(-0.07946698, -0.04164358, 0.056165032, 0.034795765, 0.0594917, -0.008625992, -0.04381531, -0.07846636, 0.0017590298, 0.14191683, 0.055887274, 0.080611594, -0.02343628, -0.04236199, -0.012723384, 0.046555463) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.006229897, 0.0926588, 0.013100328, 0.0713355, -0.06869194, -0.02985101, 0.021145627, 0.016922202, -0.03673092, 0.18399979, -0.056074876, 0.0070666173, -0.007980999, 0.14234199, 0.07306246, -0.029087301) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(0.07607793, 0.17911147, 0.013611211, -0.009084229, 0.13068137, 0.038981672, 0.029955443, -0.00994748, 0.09046184, 0.07559542, 0.012598565, -0.0034760982, -0.05443224, 0.034976996, -0.03046626, 0.057495724) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(0.06430616, -0.0723466, -0.037540536, -0.022483155, -0.13232912, -0.18224835, -0.12110369, -0.064465016, -0.030505897, 0.05481982, 0.041200448, 0.024950625, -0.02368916, -0.056606762, 0.013905769, -0.012128648) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.039399266, 0.12301912, -0.05215033, 0.031424098, 0.004601558, -0.09658625, 0.14569914, 0.035255328, 0.03054353, -0.2175089, -0.0858491, 0.094312824, 0.116292305, 0.023325652, -0.012200195, 0.005125089) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.09873105, 0.16695476, -0.074045815, 0.14276518, 0.09140053, -0.052848183, 0.015915362, 0.043499194, -0.02386, 0.09549653, -0.033498764, 0.026330357, 0.097885154, 0.10678137, -0.105109885, -0.025195993) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(-0.03615445, 0.045302264, 0.052051153, -0.011744928, -0.010769293, -0.042392176, -0.10117992, -0.06578498, -0.035368808, 0.11709175, 0.04415361, -0.07105186, -0.03605601, -0.056450993, -0.024680115, -0.043298017) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0026704965, -0.0069852816, 0.013155309, -0.0030670145); + result += mat4(0.1088151, -0.1832992, 0.048958622, 0.01714007, -0.02975891, -0.07361721, 0.04749533, 0.025297625, 0.017636111, 0.035925288, 0.105162285, -0.02550838, 0.07371688, 0.18853368, 0.054847084, 0.054785542) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.02039287, -0.07107351, 0.058345817, -0.12288336, 0.012482367, 0.037051555, 0.15683356, 0.10577934, 0.0041690376, -0.0052497326, 0.07248003, 0.05679496, 0.038790483, 0.061607312, 0.09126633, 0.023941834) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.12869008, -0.03287627, 0.01949578, -0.06683287, 0.008253354, -0.03939117, -0.028978111, 0.30465445, 0.028981432, 0.039871175, -0.05122636, -0.022937665, 0.0077531715, -0.033321038, 0.07472768, -0.14529845) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.08185111, 0.07739009, 0.050191715, 0.013613045, 0.023266561, 0.0016993212, 0.04417637, 0.061227184, 0.020861998, 0.013890073, -0.09765723, -0.06517111, 0.017003689, -0.027420385, 0.029547054, -0.065200455) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.18058242, 0.1254569, 0.04266301, 0.08140856, 0.09683645, 0.01607585, -0.19379143, 0.23192826, -0.012026313, -0.06126885, -0.035950378, 0.013585793, -0.05303691, -0.13076438, 0.08686017, -0.034630038) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.021640534, 0.05879787, -0.041268736, -0.0329055, 0.010431408, 0.011531553, -0.0946539, -0.23675436, 0.0039062416, -0.090672486, -0.14505802, -0.049114898, -0.019955348, -0.062832475, -0.068216555, -0.062025294) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.10506846, -0.14340083, 0.04425446, -0.16630755, -0.013111705, -0.088043086, -0.07118783, -0.0084669255, 0.007818927, 0.08007053, 0.10037983, 0.008034847, -0.015481081, -0.09441236, -0.02934192, 0.080016166) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.23244402, -0.25649387, 0.10123927, -0.09339192, -0.11517544, -0.03192777, -0.028575087, -0.0039167535, 0.02461542, 0.06610514, -0.0022811962, -0.060388286, -0.07823475, -0.1295637, -0.1250978, -0.0077112494) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.14078344, -0.25149414, -0.000262269, 0.03776187, -0.05942706, -0.11188389, 0.06237743, -0.0960046, 0.008844598, 0.01064003, 0.009240677, -0.105411306, 0.03588519, -0.08503706, 0.027017552, 0.091664344) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.025809344, 0.036648158, -0.038556434, -0.091364026, 0.021098474, -0.18813086, 0.054817956, 0.013274525, -0.004860089, 0.061252136, -0.4010078, 0.028161518, 0.057617947, -0.040474117, -0.028016347, 0.08150711) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.03109231, 0.10934241, 0.112985976, 0.0393403, -0.044026494, -0.14719681, 0.08305918, -0.049001534, -0.14948358, -0.116897725, 0.14239249, -0.1475096, 0.04267312, 0.09919887, 0.058851175, -0.06775575) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(0.07256321, -0.070845716, 0.08027308, -0.023798112, 0.021374578, -0.058409873, -0.005381723, 0.100429565, -0.067277536, -0.31138912, 0.028534539, -0.010959187, 0.042965706, -0.051006038, -0.0063746893, -0.0386547) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(-0.00825807, 0.018709922, -0.0076478333, 0.05206399, 0.071014956, -0.044771537, 0.049626976, 0.042767078, 0.13867988, 0.08031969, 0.52796715, 0.012749221, -0.012184806, -0.050476115, -0.090253726, -0.061818082) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.09834351, 0.20069839, 0.0008747681, -0.054800313, -0.03508278, -0.03650194, 0.008603268, -0.031086609, 0.08389489, 0.0628695, -0.007057513, 0.30119655, 0.016492778, -0.014644034, 0.08891636, 0.07418784) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.07156967, -0.082470946, -0.07492583, 0.033875734, -0.013942119, 0.008381342, -0.13543797, -0.021790132, -0.07335912, 0.0398517, -0.033103228, 0.02030422, -0.044961028, 0.07043076, -0.09802279, -0.006354124) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.04951003, 0.017480737, 0.016225683, 0.007048184, 0.059292335, 0.12895189, -0.05478721, -0.013576888, -0.13228326, 0.17077534, -0.28587508, 0.13150844, -0.068026975, 0.17105229, 0.04167912, 0.014466832) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.038300667, 0.07154786, -0.03586753, 0.016044145, 0.057209227, 0.090286724, -0.019170709, -0.07921791, -0.11503769, 0.12964235, -0.21930082, -0.014193156, -0.07745815, -0.11389486, -0.012471894, -0.07303676) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.05260188, -0.0008349193, -0.057639297, -0.08013019, -0.0062188604, 0.124228574, 0.011428276, 0.006081407, 0.0275851, 0.005091149, 0.071275055, 0.12313547, 0.036689863, -0.0072859265, 0.044182673, 0.03913697) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.085747205, 0.08977075, -0.075297445, -0.053212356, 0.043574367, -0.08332664, 0.033378232, -0.016753674, 0.035918314, 0.017287347, 0.10905726, 0.11174788, 0.041658066, -0.07496966, -0.16299699, 0.022935748) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.058556892, 0.04428411, -0.14927663, -0.09258147, 0.004791652, -0.09980849, 0.103075534, -0.039152823, -0.040156644, -0.0013588275, -0.09726483, -0.0933792, 0.00085981714, -0.06333058, -0.20642959, 0.062655844) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.010851088, 0.01380577, -0.08843051, 0.029241262, -0.03987717, -0.04235511, 0.062285908, -0.028464457, 0.070916586, -0.17241235, -0.13732435, -0.04874849, -0.006166181, -0.026928531, -0.07700698, -0.003995623) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.008161641, 0.07345208, -0.11394142, -0.051929906, -0.03988688, 0.00034258308, 0.031395, -0.04526695, 0.036304057, -0.010043342, -0.05661853, -0.011951855, -0.001625418, 0.04959622, 0.041639585, -0.04584268) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.056066968, -0.008693962, 0.06537246, 0.06524182, -0.05325742, -0.048489656, -0.13713194, -0.26379478, -0.09561769, 0.059302866, -0.04856914, -0.081459895, 0.036279865, -0.007421027, -0.051144138, 0.045120463) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.23677833, -0.100541584, -0.07114872, 0.19120902, -0.007977221, -0.0437171, 0.031434637, 0.13993657, 0.019671714, -0.033520013, 0.029058244, 0.05690114, 0.041721802, 0.092754856, 0.08479769, 0.015923) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.107399374, -0.072907366, -0.061016914, -0.07816711, 0.00865098, 0.062974535, -0.009175328, 0.057524927, -0.029175969, 0.097273156, 0.17491844, 0.10403947, -0.074273966, -0.033571154, -0.03973288, -0.01795094) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.07135758, -0.03402484, 0.13840432, -0.059983995, -0.027984899, -0.005216275, -0.113446586, -0.011974018, -0.040498774, -0.025960442, 0.0021536136, -0.08108863, 0.06570102, 0.021127172, 0.10499755, -0.10434602) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.13126719, 0.030389834, -0.027178172, 0.052266292, 0.050826833, 0.10726871, 0.018899592, 0.09672414, 0.004778316, 0.010996268, 0.09388898, 0.034348436, -0.021181598, 0.049826242, 0.025890322, -0.021035185) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.02387066, -0.0019770782, 0.014698564, -0.008972518, -0.080487885, -0.051378407, -0.09584634, 0.041089877, -0.14433114, 0.11417367, -0.08283237, 0.05915595, -0.008951171, 0.031376246, 0.056666695, 0.045404032) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(0.04551425, 0.102362484, 0.0474437, -0.058157034, -0.036515962, -0.051881462, 0.014176975, 0.06985667, -0.04951922, 0.06337128, 0.23234814, 0.04558573, -0.0005147947, 0.09289937, -0.13400975, -0.037995934) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.011400457, 0.060906548, 0.017685182, 0.13471691, 0.042263918, -0.072464585, -0.029505994, 0.042287562, -0.15731233, 0.041662168, 0.12050174, -0.009218427, -0.05272572, 0.045482863, -0.07564003, 0.080094784) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.13179456, -0.044580128, -0.0678042, -0.0067075305, 0.036029655, 0.050663132, 0.099046044, 0.0021006803, 0.022268966, 0.05823543, 0.0706285, -0.042681515, -0.11546079, 0.037124842, -0.13093139, 0.09928705) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.0050920066, -0.048848465, 0.007235457, 0.047719467, 0.013665446, 0.059786, -0.044465125, -0.06423957, 0.009951522, -0.007955132, 0.06168498, 0.14562762, 0.016457863, -0.10418997, 0.11994617, -0.12006934) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.060305364, 0.091600575, 0.09400265, 0.004962471, -0.023778446, -0.10445334, -0.045618597, -0.08188831, -0.03188418, -0.051408507, 0.0733052, -0.0030304336, 0.0030962958, -0.13388325, 0.095084056, -0.10653108) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.077077985, -0.005678703, 0.035587642, 0.019118015, 0.0129434755, 0.09225257, 0.070360735, 0.058033004, -0.042619266, -0.15670079, -0.028990913, -0.037901893, 0.044235617, 0.016797164, 0.10073648, 0.07225611) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.10855486, -0.045005046, 0.05747941, -0.08356379, 0.008437102, 0.03584871, 0.018218372, -0.07147123, 0.052730054, -0.0541613, -0.09760797, 0.020678725, -0.1862807, 0.024548158, -0.06646696, -0.065310076) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.06963095, 0.029642345, -0.0063035246, -0.018240528, 0.043350488, -0.08533327, 0.033755474, 0.013139315, -0.062036183, 0.063722596, 0.051771253, -0.03816292, 0.09839318, 0.09614864, 0.10981896, -0.1290471) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.17641085, -0.010182052, -0.0036417746, 0.14117956, -0.17076519, -0.11276081, 0.062209047, -0.0030820128, 0.02975343, -0.068979725, -0.05307052, -0.13357079, -0.0627314, 0.093097314, 0.12116838, -0.061883282) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.1725705, 0.10295102, -0.0067457375, 0.070907705, -0.15377024, -0.05920565, 0.06955612, -0.09185015, 0.103261694, -0.02419628, 0.059518483, 0.0070519676, 0.0002755215, 0.030872881, 0.05809548, -0.14090301) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.0028612476, -0.06292442, -0.14077505, -0.0040909876, -0.04104147, -0.05700585, 0.12088585, -0.113127984, 0.0072628506, -0.2860728, -0.09936785, -0.05225051, 0.055694547, -0.015715964, 0.061907955, 0.0076989187) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.013300694, 0.05932074, 0.02024308, -0.012018003, -0.11679539, -0.048200108, -0.0010584274, -0.012746669, -0.1520735, -0.010815683, -0.009636238, 0.07178915, -0.08070399, -0.087217115, -0.13590254, 0.1416625) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(-0.07212092, 0.0133687835, 0.101147115, 0.043204058, 0.0014778317, -0.0031936024, -0.001279152, 0.06300477, 0.0065123173, -0.07069444, -0.03826448, -0.010170904, 0.060314506, 0.04550587, 0.032762975, 0.07501511) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.0765572, -0.06225455, -0.03720499, -0.027457511, -0.017475808, 0.0854966, 0.0128695825, -0.06962552, 0.013439235, -0.3151606, -0.05162763, -0.06907078, 0.07320413, 0.118098356, 0.007507865, -0.06823115) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(-0.13064471, -0.04525325, -0.06729313, -0.10874011, -0.12503847, -0.08993702, 0.123558454, -0.022549894, -0.045872938, -0.014483434, -0.015273253, 0.08612221, 0.07558581, -0.11063083, 0.056277506, -0.008811498) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.09475841, 0.04157716, 0.101559035, -0.079362325, -0.14107005, -0.054472543, -0.000538525, -0.030467028, 0.0836119, 0.1072241, 0.093004026, 0.07438355, -0.052058168, -0.073526055, -0.12048847, 0.060134094) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.012937585, 0.085655585, -0.0270884, 0.0158207, -0.13645686, 0.03343071, 0.154644, 0.060194816, 0.042012356, 0.11193414, -0.12376376, 0.014426494, -0.05523338, -0.058922317, -0.027986813, -0.026128557) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(0.081485234, 0.19365637, 0.39215708, -0.33364275, -0.043804552, 0.35765672, -0.0031804915, -0.05506859, -0.027712235, 0.03164502, -0.005734909, 0.079150744, 0.064796105, -0.22864886, 0.30665022, 0.20148) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(0.027903143, -0.17736118, 0.019127762, -0.016941661, 0.049628414, 0.09541171, -0.06659206, 0.013946481, -0.03042714, -0.004203666, -0.053757437, -0.053279944, 0.18877645, 0.33594015, 0.06748911, -0.018176422) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.07447659, -0.015346219, 0.025095666, 0.13611203, 0.065223485, -0.019520022, -0.10179913, 0.009003509, 0.04392522, 0.01924529, 0.082025036, 0.055515688, 0.11723383, 0.03858237, 0.20347755, 0.59635836) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.038716223, 0.32654786, -0.081118494, 0.1309216, 0.09445383, 0.10445356, -0.019478874, 0.021666443, -0.021147601, -0.108409785, 0.06560097, -0.0057787723, -0.013059382, 0.2296983, 0.21498029, 0.053936318) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(-0.0017508173, 0.16176096, 0.054738402, 0.027850294, 0.030409595, -0.072870396, -0.16046646, 0.1724339, 0.016977604, 0.008775995, 0.06307639, -0.00019767167, 0.4451092, 0.16957378, 0.29084396, 0.44695956) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(-0.03507766, -0.38168535, 0.08430297, -0.10719897, 0.010931773, -0.08159854, -0.17967746, 0.12140802, 0.04934819, 0.03658758, -0.06290671, -0.061221533, -0.3718763, -0.600655, -0.07915636, -0.21348712) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(0.034924757, -0.13438396, 0.032301974, 0.045070734, 0.08027754, -0.10418697, 0.023910154, -0.19306639, 0.08650844, 0.017263744, -0.01178968, -0.028993733, -0.8645689, 0.033755895, 0.007948923, 0.3410306) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(0.0047199307, 0.10619797, 0.11525978, 0.037618894, 0.047066554, -0.06652497, -0.20610657, 0.04888747, 0.08347011, -0.06650786, -0.01612577, 0.044566292, -0.19907191, 0.12543651, -0.28160203, -0.28315276) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.09135274, 0.10351545, 0.09480959, 0.04342388, 0.056631826, -0.25605074, -0.07694557, 0.07892138, 0.06781161, -0.032615397, -0.010433441, -0.035385344, -0.07405581, -0.0036417297, -0.23708083, -0.1570032) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.026759056, -0.047683284, 0.11272839, 0.047666263, -0.07337569, 0.059083562, 0.029269814, 0.057907235, -0.03443016, 0.016351, -0.073791504, -0.02960598, -0.01220422, -0.016893888, 0.01654694, -0.008970511) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.012990575, -0.059437305, 0.053463947, 0.024959585, -0.043774337, 0.08394113, -0.07143647, 0.08682348, -0.051990546, -0.0220162, -0.28938624, 0.011068624, 0.020086268, 0.13227147, 0.12643246, 0.07697984) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.0070821494, -0.055028163, 0.055550747, -0.052326813, -0.04880355, 0.043850675, -0.019916993, 0.095207065, 0.024018437, 0.004741865, -0.20379701, -0.03205333, -0.01306054, -0.037194315, -0.066100076, 0.0880687) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.035614494, 0.0195995, 0.03172716, -0.044270128, 0.05476892, -0.0681205, -0.10611151, -0.057478696, 0.08412523, 0.07445439, 0.03845507, -0.015672065, 0.059600424, 0.10137879, -0.021469647, 0.103087716) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(-0.021467581, -0.07585906, -0.06877208, 0.09122821, 0.08158795, -0.017641615, 0.06464714, 0.1052147, -0.0323058, 0.08724154, 0.008192184, 0.03622704, 0.044998072, 0.11121423, 0.02731009, -0.042066287) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.03308632, 0.08297764, -0.11844884, 0.017111233, 0.011611377, -0.07365047, 0.05491624, -0.1349648, 0.008340181, 0.05791371, 0.029888865, 0.07637047, -0.0047884677, -0.029054781, 0.017358597, -0.09362269) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.058560807, -0.0812555, -0.055556864, -0.10472523, 0.10357364, -0.023850085, 0.011952905, -0.0632911, 0.033069592, 0.14187448, 0.033038504, -0.059645314, -0.03547079, -0.13193862, 0.08067015, 0.10193497) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(-0.011560774, -0.09525364, -0.060700435, -0.0034738835, -0.004149295, 0.0012452266, 0.08497418, 0.028244028, -0.038908776, -0.008875011, 0.051133815, 0.12043489, 0.059140496, 0.03854453, -0.021552913, -0.07531871) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.054233734, 0.10431967, -0.06309718, -0.008249014, -0.068859495, -2.472221e-05, -0.01962901, -0.0550269, 0.07172022, 0.0021008865, 0.009355253, 0.0018972098, 0.0069770534, 0.14083464, -0.043212507, -0.076081425) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.014855535, -0.076818466, -0.12069867, -0.016461655, 0.04632222, -0.08924164, -0.14444649, -0.013705438, -0.10629519, 0.07447358, 0.103745714, 0.0532043, 0.047529317, 0.039758485, -0.0019607402, -0.060533386) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(-0.024203092, 0.041032843, -0.07819547, 0.065076016, 0.098019525, 0.0039738026, -0.13179854, 0.05826582, 0.050578855, 0.029939752, -0.05294407, 0.15086016, -0.08475205, -0.022390533, -0.062435713, -0.028691648) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(-0.035394967, -0.019776506, -0.13145833, 0.105074435, -0.0876225, -0.03131812, -0.05946118, 0.008440808, -0.03241915, -0.09119424, 0.012539307, 0.055068422, -0.022113472, 0.06397827, -0.06943161, -0.007590992) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.010154215, -0.040791787, -0.028874818, 0.07792026, 0.0041777114, 0.010586441, 0.04266796, -0.15120162, -0.01588253, 0.07648988, 0.0021197675, 0.068199955, -0.007960036, -0.051724818, 0.059286304, 0.1320615) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.05823228, 0.07613547, 0.040016692, -0.06628279, 0.051269006, 0.05712993, 0.023926284, 0.0110481195, 0.07769265, 0.07996533, 0.06614829, 0.07428, 0.0073516103, 0.07385875, 0.12093192, 0.006949762) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.024753397, -0.05918336, -0.04520435, 0.020141589, -0.040896162, 0.009261509, 0.12394741, -0.116169095, -0.036923975, -0.010316278, 0.05081735, 0.03784362, -0.039655194, 0.07628969, -0.010759494, -0.07288344) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.02587162, -0.10437475, -0.16753805, 0.019829882, -0.035106115, 0.05311255, -0.03649359, 0.044361763, -0.045516107, -0.07203907, -0.02955126, -0.0730952, 0.05720901, 0.0959022, 0.054544374, -0.06752504) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(0.0053152847, -0.070863366, -0.092273585, -0.05409987, -0.018190462, 0.076571845, 0.020241732, 0.08773496, 0.00028201131, -0.024266556, -0.11885602, -0.025534047, 0.041835975, -0.07190047, -0.017420858, 0.049698886) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.05920705, 0.115230545, -0.0820071, -0.11792878, 0.0052734255, -0.06270135, 0.076746665, 0.08309652, 0.075374834, -0.031009419, -0.13471813, 0.012491437, -0.0006443069, -0.055743083, -0.0722765, 0.0061092316) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.008124407, -0.0020193816, 0.012078299, 0.0024210974); + result += mat4(-0.052535776, -0.014211415, -0.17005576, -0.027237497, -0.034896113, 0.10457906, -0.035401966, 0.101174966, -0.05727851, 0.13829572, -0.12618788, 0.011687037, 0.0028803404, -0.002095759, 0.006880763, -0.11591623) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.15124372, -0.0202947, -0.07680285, -0.09734262, 0.010044373, -0.015822256, -0.253034, 0.08154531, -0.017261066, 0.11458919, -0.067662284, 0.029937135, -0.052168176, -0.065581456, 0.08717657, -0.030866234) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(-0.1300706, -0.13887797, -0.0766475, -0.07821131, 0.041690633, 0.04234833, 0.11015016, 0.053378522, 0.052996542, 0.06750751, 0.12402405, 0.08211918, -0.09521911, -0.037727416, 0.015168657, -0.060231246) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.11782033, -0.051945087, -0.09596021, -0.025618782, 0.023758316, -0.11414418, 0.488304, 0.072520986, 0.016367633, -0.057003368, 0.04256549, 0.012725302, 0.0087373685, 0.061531745, 0.01970312, -0.011890301) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(-0.08834262, 0.038400967, -0.17562167, -0.01965825, 0.04788477, -0.057316363, -0.022016158, 0.0537068, 0.107173815, -0.22044869, -0.020337395, 0.002501145, 0.012108825, 0.04973479, -0.06372553, -0.050760705) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.008078243, -0.18531144, 0.07852272, 0.13154668, -0.0454689, 0.043260574, -0.7291269, 0.16427864, 0.044356998, -0.06903823, -0.11544218, 0.21921986, 0.01667663, 0.100789875, 0.0050756484, -0.084862426) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.031693336, -0.05431168, -0.023739772, 0.113188595, 0.047176104, 0.037936557, -0.14309663, 0.033107154, -0.021537835, -0.18022846, -0.14955017, -0.021592883, 0.042608432, 0.004977977, -0.121474124, 0.008736747) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.035450157, 0.17297141, -0.0432462, 0.04828009, 0.06904412, -0.042664506, -0.48801273, 0.07338872, 0.057418235, 0.115706876, 0.084082976, -0.056380406, 0.05721174, -0.020170929, -0.018231472, -0.019912915) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.01570996, 0.13402873, 0.14335136, 0.16034704, 0.122387804, -0.11458639, -0.67476964, 0.071622394, -0.0055932426, -0.007218675, -0.12868723, 0.07392125, 0.005712185, -0.035340235, 0.07343785, -0.03075334) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(0.06842837, 0.0014799602, 0.09242908, 0.018144805, 0.11390728, -0.06139364, 0.051422134, -0.12517595, 0.22213769, -0.24756144, -0.14524817, -0.12331956, 0.017291635, -0.05073709, 0.09078665, -0.0018638001) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.1693954, 0.092451856, -0.068647966, 0.031207222, -0.014652092, -0.16089562, 0.08973792, -0.09157502, -0.18550354, 0.16457786, 0.12014937, 0.27663234, 0.06622955, -0.032419216, 0.09001038, -0.060215563) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.09436052, 0.018222474, -0.07056811, -0.09489533, 0.100522496, 0.020838158, 0.07128237, 0.009293915, 0.07398343, -0.090709925, 0.038814157, 0.070531875, -0.11602609, -0.09303687, 0.040626682, -0.039370857) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.0033815622, 0.026455026, 0.13445567, -0.027127545, -0.05571503, 0.23140806, -0.1738328, 0.027930072, -0.017656753, 0.27099556, 0.17390294, -0.0008110577, 0.0080086915, -0.024295608, 0.005313502, -0.007095684) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(0.009123415, -0.14150245, 0.11645765, 0.08068394, -0.025846453, 0.063673496, 0.17174795, -0.0046284916, 0.03781219, -0.1327192, 0.028737323, 0.05104707, 0.011437801, 0.1740317, 0.034525834, 0.052320953) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.042135403, -0.08864625, 0.028220575, -0.0843621, 0.0061724805, 0.03458925, -0.44155458, -0.013346777, -0.10843706, 0.03951845, 0.16782464, 0.017718796, 0.008080537, 0.036954474, 0.09717939, 0.13488936) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.0327611, 0.09008878, -0.10471193, 0.03847788, 0.11938482, -0.08097387, -0.20089841, 0.064390816, 0.06497311, -0.17245272, 0.0935848, -0.16081041, -0.042574424, -0.00761538, 0.00692099, -0.014547337) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.03176615, -0.1922432, -0.08986754, 0.045440774, -0.04923635, -0.12517464, 0.061887022, -0.059543464, -0.033718884, 0.102514945, -0.06837295, 0.13247837, -0.09565723, -0.058953423, -0.1396155, 0.020317772) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.027684502, 0.10811927, 0.00108738, -0.105242416, -0.04064422, 0.0418755, -0.41457203, -0.052987874, 0.059145253, -0.0862944, 0.12899467, -0.12314277, -0.027189719, -0.016242286, -0.08853324, -0.07417349) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(0.020300949, 0.1378349, -0.07735279, -0.070956886, 0.027683172, -0.03910675, 0.22344933, -0.04991637, -0.04153582, -0.0077428822, 0.0052021267, 0.0041702613, -0.023509122, 0.112413585, 0.06663535, -0.007655562) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.026391853, 0.13063906, 0.19918168, -0.027567947, -0.15280806, 0.0005399417, 0.044323698, -0.05353186, -0.108331844, 0.0642273, 0.11526692, 0.1763071, 0.08671701, -0.08591536, 0.15455848, -0.06257889) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.035121102, -0.049517103, 0.12550326, 0.05493655, -0.07018697, 0.04505196, -0.075139545, 0.063487306, -0.0034183017, -0.17775097, -0.069629, 0.033472158, 0.00058203127, -0.09124237, 0.008812818, -0.01835733) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.06364609, -0.060786966, 0.06728228, -0.13645837, 7.4434225e-05, 0.040680885, 0.12634079, 0.08272184, 0.051654816, 0.184505, 0.12543541, 0.06802063, 0.09359788, -0.13195473, -0.035926852, 0.10100427) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.034730118, -0.13259622, -0.25746426, -0.06640055, -0.08099572, 0.045332354, -0.02092612, 0.071015134, -0.09260636, -0.18842165, 0.15495226, 0.07177528, 0.058337443, 0.03949755, -0.03160813, -0.06399582) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.29608458, -0.08133991, -0.18249218, -0.15995133, -0.0074370517, -0.06982894, 0.015924254, 0.09221639, 0.03295871, 0.0012430374, 0.07714546, 0.04428004, -0.023817755, 0.013524082, -0.1573092, 0.04716363) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.027431134, -0.13822332, 0.018933218, -0.06384679, 0.066807315, 0.024663057, -0.009654227, -0.0029937471, -0.01806688, 0.055148497, -0.060793687, -0.06507566, -0.09519545, -0.016968334, -0.27206853, -0.072879545) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.0047973716, 0.23479585, 0.2710734, 0.04421939, 0.0695976, -0.13279814, -0.07414404, -0.12323619, -0.02778131, -0.058724355, 0.028642131, -0.0061892434, 0.03429735, 0.16703483, -0.17521217, -0.05143772) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.23435596, 0.05767946, 0.09423902, 0.095939666, 0.016260337, -0.039704084, -0.13278197, -0.05309615, -0.03196163, 0.10293732, -0.15582295, -0.022381393, -0.039811075, -0.0049146917, -0.09745298, 0.063672006) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.021042801, 0.116783865, -0.058065318, -0.008813273, -0.031008596, -0.009723028, 0.051484894, 0.026334632, -0.041873958, 0.06253409, 0.07625625, -0.07441391, 0.006316715, -0.095433354, 0.0138627095, -0.0045948704) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.057156205, 0.036514215, -0.027188191, 8.630857e-05, -0.02359836, -0.009866879, 0.13497095, -0.0814636, -0.05694517, 0.117544375, 0.11597932, -0.028813086, 0.00068886613, -0.14869054, -0.23531663, -0.03901723) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.049799748, -0.009938766, -0.028716963, 0.08784805, 0.044684723, 0.029870348, 0.0033121952, -0.02467974, 0.012198275, -0.00037626573, 0.13357611, 0.047521908, 0.10361371, -0.033129334, -0.036486365, 0.020141436) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(0.04340855, -0.18654637, -0.071857534, 0.019414844, 0.014858241, 0.053474236, -0.022015559, -0.0033104806, -0.029859243, -0.013297177, 0.062095992, -0.08799694, -0.036811695, -0.13892487, 0.03512006, -0.035490982) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.0178077, 0.013258619, 0.023754146, -0.08777631, -0.123559855, 0.080691315, 0.03365515, 0.0077727456, -0.019071914, -0.123532854, 0.17364188, -0.16524413, -0.05502586, -0.08722581, 0.1189093, -0.079791315) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(0.070832305, 0.056602158, -0.032178942, 0.014502144, 0.02902185, 0.08341152, -0.07531352, 0.11774292, 0.041873805, 0.035229, -0.044145618, -0.031148184, -0.03532755, -0.02851702, -0.014900279, -0.051433213) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.031234711, 0.01669503, -0.073721796, 0.051360052, 0.03472475, -0.010263244, 0.04534574, -0.043840338, -0.006697858, 0.10550431, 0.042000767, -0.034370556, 0.06552974, 0.13232537, 0.08448493, -0.047447257) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.023305265, -0.08813832, -0.05707718, 0.04819251, -0.010520421, -0.06483293, 0.033472568, 0.047580775, -0.1565443, 0.22539379, -0.107965685, 0.03451597, 0.062833466, 0.077650726, 0.06410451, -0.15403499) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.038148414, -0.1998617, -0.13230838, -0.08391571, -0.016357375, -0.17041, -0.12451344, 0.031758066, 0.06863037, 0.009345845, -0.19005936, 0.08374422, 0.023269571, 0.07401202, -0.45052704, -0.028954258) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.06906135, -0.121656805, -0.096703775, 0.025245335, -0.073695056, 0.08447997, -0.10079928, 0.01572041, 0.006553555, -0.017723486, -0.075667605, -0.0288287, -0.008437011, -0.18121357, -0.08487259, -0.004625675) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.028657798, 0.050350923, 0.07817257, 0.02083274, -0.05504802, 0.09905155, 0.057043377, 0.019634902, -0.116677195, -0.020129712, -0.012650706, 0.034142125, 0.07788996, -0.02256509, -0.00041805863, 0.014918388) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(0.03828233, 0.06178211, -0.046562687, -0.09398483, -0.035327204, 0.06762725, -0.015460955, -0.021733925, -0.040423937, 0.009866935, -0.15314358, -0.019070916, -0.048563726, -0.050428487, -0.01475836, 0.021238107) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.17084639, -0.03216837, 0.067380905, -0.07225759, 0.058293488, -0.14431457, 0.021505976, -0.027038366, -0.026928796, 0.00217304, 0.04902029, -0.107884765, 0.060176235, -0.11676606, 0.048157606, -0.002454523) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.008564068, 0.07738041, 0.03556781, -0.013533667, 0.073667064, -0.05908527, -0.27559882, -0.10767401, -0.08099931, -0.044537865, 0.106307365, -0.010011945, -0.077408314, 0.02209622, 0.0016589265, -0.041718632) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(-0.029442482, 0.012268094, -0.11027414, 0.007866336, -0.033615977, 0.0040453244, -0.08624242, -0.02455893, -0.0067750216, -0.093974374, 0.04301029, 0.0018668688, -0.027411643, 0.017462313, -0.04138216, -0.0073121977) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.022825908, -0.07490623, -0.047620192, 0.019579092, -0.05006438, 0.023714388, -0.09593809, 0.016069254, -0.06131708, -0.12291849, 0.14684057, -0.04243996, -0.054392878, 0.21841945, 0.10099634, 0.011432986) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(0.00189062, 0.083734475, 0.088338405, 0.059007727, -0.13090092, 0.040832534, -0.040133324, 0.077142306, -0.11970538, -0.12467267, 0.07499235, -0.0019709743, -0.0114843175, 0.083587684, 0.09818655, 0.07874441) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(-0.0028946407, -0.008939552, -0.037139304, 0.076602064, -0.048469473, -0.10961944, -0.12835595, 0.008010287, 0.0032538376, -0.033537302, 0.015438487, -0.049786907, -0.005741158, 0.025683124, -0.066857494, -0.066738896) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.060647056, -0.13786669, -0.08960521, -0.16577527, 0.14696306, 0.082829595, 0.120474026, 0.056174066, 0.031312454, 0.00037252446, 0.0925302, 0.10683427, -0.089117154, 0.21500608, 0.023205632, -0.027533635) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.12305827, -0.023216942, 0.40843007, -0.036796365, 0.16070177, 0.090896256, -0.028923228, 0.09217565, 0.04584545, -0.007953125, 0.04655022, 0.007821298, -0.07040309, 0.20610932, -0.22402284, 0.086188816) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.12672457, 0.21635312, -0.007658912, -0.06338032, -0.015614248, 0.059981894, -0.036089096, 0.253188, 0.047513656, -0.018895, 0.05315635, -0.045215398, -0.15651777, 0.14414075, -0.0022256677, 0.26796883) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.09581846, 0.12966518, -0.046075616, -0.10618528, -0.084612705, -0.22689326, -0.14084078, -0.0015569233, -0.11834107, -0.0074450276, 0.020628192, -0.05903313, 0.24642222, 0.15175356, -0.65473646, 0.1462456) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.04255483, 0.2422738, 0.013521262, 0.086461596, -0.07591773, -0.2403478, 0.032429025, 0.049108926, 0.097121134, -0.044095583, 0.03627894, -0.03705819, 0.46417817, 0.032130044, -0.0037030703, -0.02033806) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.023460567, 0.08868948, 0.047699016, -0.09021233, 0.016410267, -0.22500864, -0.0052801846, 0.12017604, -0.04147999, 0.08157115, -0.08603833, 0.041315462, -0.07288791, 0.28835016, 0.09133119, -0.033017047) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.046196885, -0.2843749, 0.24743016, 0.08067155, 0.11526439, 0.122329704, -0.05142601, -0.16448979, -0.10209903, -0.011385983, -0.038594186, -0.031843033, -0.09735162, 0.4929669, -0.028064996, -0.111828655) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.06394871, -0.041687082, 0.114683814, 0.01843774, 0.024552055, 0.052396603, 0.1018556, -0.118303895, 0.022760816, -0.0057125385, -0.16846563, -0.03842608, 0.022532526, -0.6222966, 0.14168759, -0.19894227) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.053083412, -0.21444872, 0.0019725626, 0.006817263, -0.10663231, 0.26685303, 0.09000829, 0.12726967, 0.08040452, 0.00239694, -0.21638417, 0.05202804, 0.060966194, 0.11699174, 0.20532265, -0.33910066) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.0067659467, -0.06274069, -0.043823, -0.0016491401, -0.02039174, -0.11671349, 0.119548604, -0.0134675, -0.0022919942, -0.0692119, 0.07936216, -0.010279963, 0.060703624, 0.0835079, -0.102447525, -0.01728927) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(0.054595187, 0.038653016, -0.0372437, 0.06625272, 0.016852802, -0.09259641, -0.013169063, -0.01674635, -0.043728046, 0.043360934, -0.08662618, 0.047291115, 0.026712408, 0.120873205, -0.25950655, 0.11518089) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.010948247, 0.019712524, 0.16311762, 0.053796805, -0.11105897, 0.04501822, -0.07785052, -0.07632084, 0.014309578, 0.02573699, -0.0329539, 0.0020288685, -0.03550915, -0.03667852, 0.26099935, -0.057078518) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.014883856, 0.1723117, -0.1662286, 0.10677147, -0.052755564, -0.08503574, 0.1084729, -0.014702356, -0.14190675, 0.020650664, -0.055357393, 0.1023268, -0.033492994, -0.039679863, 0.06958044, -0.001251619) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.03139613, 0.058421362, -0.100158155, 0.10987329, 0.13696006, 0.09851761, 0.011595606, -0.104920164, 0.06830703, -0.000880735, -0.11312242, -0.073666975, -0.02293863, -0.06509251, 0.02116773, 0.051084027) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.12932421, 0.021144506, 0.24132755, -0.0038678437, 0.012704769, -0.04911282, 0.077328816, 0.04345564, 0.04921675, -0.011733689, -0.09273999, 0.04864153, -0.036446914, 0.060412392, 0.10110944, 0.0021588057) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.073132284, -0.056209352, 0.11774526, 0.052885562, -0.04536572, 0.092013635, -0.05113821, 0.10789656, 0.0040255934, -0.1477107, -0.06086219, -0.046296872, 0.051665388, -0.07828915, -0.077615984, -0.01698224) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.10686115, -0.0013952448, -0.26336846, -0.011506914, -0.0040087495, 0.07770171, -0.31766212, 0.0813433, 0.0637688, -0.0064722644, 0.05089167, 0.01888754, 0.08170416, -0.105017185, -0.21673621, 0.008697255) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.09727243, -0.030679313, 0.0018239318, 0.1084791, 0.0467288, 0.045753002, -0.028850071, -0.019675976, 0.010843736, 0.081030406, -0.0008179727, 0.063497365, 0.038878802, 0.003440067, -0.38809142, -0.0267265) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(0.058111727, 0.051079918, 0.013481994, 0.015481259, 0.014770735, -0.063191, 0.08966536, 0.06343161, 0.023537181, 0.002710287, 0.044653926, 0.038899705, -0.11147924, -0.024242477, 0.050940458, 0.059727356) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(-0.014367345, 0.0014869478, 0.097891584, 0.025157472, -0.008440475, 0.03279256, -0.05519584, 0.003762991, 0.105258286, 0.06507283, 0.23076873, 0.060666185, 0.0032257517, -0.00967675, -0.00614575, -0.07814585) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.046487115, -0.00047466694, -0.030015826, 0.052825112, 0.040465046, 0.026129836, -0.023980934, -0.03898887, -0.026454994, -0.075065225, -0.0059987246, -0.03840582, 0.0009763966, 0.051358137, -0.05193923, 0.036122665) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(0.014428596, 0.060780868, 0.011105292, -0.015106931, -0.006564676, 0.02907815, 0.012398738, 0.0776083, 0.045921016, 0.06828431, -0.07960895, 0.019630233, -0.09608293, -0.12930602, 0.015388368, 0.029871682) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.033425223, 0.05204155, 0.100817196, -0.057977065, 0.011955073, -0.10364568, -0.028932136, 0.036511518, 0.0038376253, 0.052375857, -0.23280184, 0.03899165, 0.124620244, -0.030906051, -0.15981069, -0.011859105) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(0.08416316, 0.03873556, -0.053507432, 0.081637025, -0.035126343, -0.0046718344, -0.12627733, -0.10779359, -0.015306946, 0.060055126, -0.053386163, -0.01958905, 0.10607404, -0.039135017, -0.056744516, -0.044107907) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.056529015, -0.045700572, -0.018841397, -0.004230751, -0.05324538, 0.015358149, 0.015203164, -0.0033391279, 0.058028363, -0.01416199, 0.17194435, 0.00426538, -0.03344133, 0.00908011, -0.056920476, 0.052656043) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.0092925355, 0.0002989357, -0.180472, -0.034488328, 0.039845984, -0.07233865, -0.15334694, 0.026931679, -0.0382505, -0.072958216, 0.15677318, 0.0762494, -0.037486196, 0.13549002, -0.1518991, 0.0015173068) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.0059870235, 0.087831415, 0.06962559, 0.048658643, -0.10469524, 0.13786025, -0.13996576, 0.03869361, 0.03827801, -0.1335386, 0.020064032, -0.0063017393, 0.038187154, 0.0061584706, -0.15772523, -0.044064794) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.011652052, 0.022062385, -0.001546929, 0.00020062509); + result += mat4(-0.08330636, 0.049162906, 0.008396231, -0.0076774913, -0.09351204, -0.07772722, 0.0094818715, 0.02542276, 0.03664139, -0.26479062, -0.07053719, -0.03249695, -0.14121793, -0.043294985, 0.07003803, 0.08941718) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.11044743, -0.073958315, 0.13564977, -0.026050512, -0.11226439, 0.08101391, 0.04124508, 0.06568714, 0.023263384, 0.07711352, -0.10179949, -0.06604675, -0.019488912, -0.12501998, 0.026219713, 0.010592317) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.036472596, 0.0090033645, -0.028176447, -0.06921427, 0.042495813, -0.06291604, 0.09473066, -0.18481648, -0.045481768, -0.042123906, 0.06684412, -0.043141592, -0.48408964, -0.13946135, -0.044245936, 0.0151885105) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.07125669, 0.0780961, 0.27557254, -0.11918002, 0.08550482, -0.066431336, 0.037522454, -0.028691629, -0.059012815, -0.13621074, -0.026611488, 0.029657127, 0.029513292, 0.095107004, 0.0028469043, -0.12458502) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.22948313, 0.17340198, 0.18488769, 0.078466594, -0.10531251, -0.2071252, 0.110695325, 0.027070861, -0.11073122, 0.16606508, 0.030653901, 0.13079351, 0.014863717, 0.053982675, -0.023042131, -0.062409468) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.1520212, 0.06347779, -0.35537082, -0.036669385, 0.10637588, -0.17982265, 0.05626281, -0.17016101, 0.01238604, -0.117131226, 0.057543878, -0.03667534, -0.06371315, 0.09929477, -0.07217054, 0.013174418) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.10996774, -0.0033679968, -0.0031981538, 0.08871225, -0.0118426, -0.23688729, 0.046026617, 0.007611081, -0.008071957, -0.27882507, 0.010923047, -0.011725823, 0.033326495, 0.20596988, 0.04888373, 0.1347579) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.024169922, -0.076512985, 0.00057504675, 0.022177026, -0.109111816, -0.34708214, 0.12115656, 0.07083134, 0.10801001, -0.069281176, -0.09671689, 0.015401848, 0.027214518, 0.032161623, -0.010618085, -0.116707616) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.030222045, 0.028324934, -0.11937444, 0.22152331, 0.14065568, -0.03130195, 0.41301054, 0.05900636, -0.01804583, -0.12667306, -0.10402285, 0.10095315, -0.09630131, -0.03189374, -0.08930149, -0.062197305) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(0.09634118, 0.0570853, -0.10267185, 0.027406638, 0.035797384, 0.11004353, 0.12025238, -0.026480641, -0.40793347, 0.11404435, -0.0033047625, -0.3694174, 0.00036460801, 0.0035789502, 0.01743744, -0.0797779) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.16516463, 0.009316201, 0.018115483, 0.04987651, -0.030466622, -0.14033845, -0.12595646, 0.109484516, 0.48992527, -0.05685021, -0.24464664, 0.03638251, 0.07271939, 0.036355752, 0.026580183, 0.18453635) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.12491497, -0.01703926, -0.004937495, 0.059267916, -0.03736439, -0.0809114, -0.071080685, 0.018006155, -0.07773382, -0.058246627, -0.021915266, -0.34110448, -0.13491006, 0.071395054, -0.08990192, -0.05934976) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.06130466, -0.068749234, -0.08244389, -0.03347531, -0.008824207, 0.08897292, -0.025526218, -0.10255953, -0.24932893, 0.022437334, -0.025842492, -0.084644005, -0.0935894, -0.09659154, -0.06378207, 0.06084524) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.029936112, -0.004573059, -0.054074846, -0.08333223, 0.10769997, 0.13173296, -0.56757087, -0.009202769, -0.11770031, 0.0880048, 0.27976876, 0.2844114, -0.030647727, 0.017353158, 0.079904854, -0.01558535) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.07043644, 0.043099076, 0.13575919, 0.041761108, 0.012894792, 0.12149047, 0.115931, -0.024168203, 0.29955688, 0.07533524, 0.0060966606, 0.10181777, 0.08390215, 0.0411948, 0.0038429946, 0.0892596) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(-0.060933646, 0.08951312, -0.015868338, -0.112811, -0.021716075, 0.102082655, -0.053108267, 0.012841387, 0.07154755, 0.11051479, 0.27700707, -0.09897719, 0.0035411594, -0.1473833, 0.022692515, -0.059862476) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.059023205, 0.07045528, 0.06671744, 0.019316906, 0.07203406, -0.1470815, -0.1888366, -0.030285323, 0.023868715, -0.13033564, 0.022384997, 0.12078735, -0.033538993, -0.02623755, 0.015084656, -0.21218133) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.016217167, -0.135535, 0.059825126, 0.03368268, -0.035295203, -0.1896766, 0.2459194, 0.021643693, -0.03184525, 0.074946575, 0.014342048, -0.09689158, 0.055604465, 0.038521167, 0.065738104, 0.09486489) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(0.0467992, 0.07507035, -0.31387568, 0.0017789045, -0.06943144, -0.023551079, 0.1202195, 0.051861517, 0.006746107, -0.084154606, -0.13943137, -0.06261484, -0.003634806, 0.032643322, -0.004670953, 0.025849395) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.22467735, -0.10897901, 0.287165, -0.08951138, -0.34167737, -0.081294395, -0.08632213, 0.024225855, -0.1896291, 0.11991027, 0.038341846, -0.043174203, 0.10404109, 0.037286162, 0.012857701, -0.08057198) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.38277555, -0.067399554, 0.09805988, -0.3778351, -0.652566, 0.09076445, 0.018322535, -0.034138165, 0.05401292, 0.075686105, 0.083106466, 0.05198759, -0.12817162, -0.080426, -0.01500607, 0.05127779) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.0539401, -0.14120239, 0.32033452, -0.12151134, 0.13389514, -0.10262602, -0.1294399, 0.02234751, 0.0019548265, -0.083460905, -0.25419915, -0.02717899, 0.07117888, 0.02960478, -0.048321713, -0.05435106) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.0029470022, 0.17161573, 0.14963561, -0.13844451, 0.19944277, 0.18664123, -0.031895384, -0.1521851, -0.02539496, 0.05954258, 0.00716028, 0.044349883, -0.0067527993, -0.078803115, 0.042293865, 0.12174216) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.02879266, -0.15779871, -0.16138062, -0.27796337, -0.19896412, 0.0035436952, 0.10695336, 0.25440073, 0.033224627, 0.021448035, 0.13631922, 0.004792618, -0.064079985, 0.039922588, -0.002313311, -0.07275477) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(0.034795843, -0.30295643, 0.11718697, 0.00025957753, 0.021149829, 0.1013589, -0.14658146, 0.038830064, 0.056402437, -0.31482187, -0.0069417306, 0.0046984367, -0.007964319, -0.049518526, -0.103734665, 0.11375604) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.14336222, -0.40361738, 0.076255895, 0.0664032, -0.09441012, -0.0153489355, 0.0693471, 0.063041724, 0.005981882, 0.02596235, 0.04040183, 0.09256692, 0.011770913, 0.04358797, -0.18356423, -0.15636829) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.03172028, -0.11724038, -0.32512513, 0.03610552, -0.13753153, -0.0247058, 0.11007234, -0.3066736, 0.009625976, 0.044196256, 0.06281339, -0.059191924, 0.098102614, 0.013401028, -0.055753667, 0.028744685) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(-0.1723049, -0.07040044, 0.056452185, 0.019519886, -0.007948932, 0.23141168, -0.02762798, 0.012102004, 0.2448916, 0.03802371, -0.047116183, -0.034872662, -0.41310167, -0.018370124, -0.31477657, 0.03455253) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.13167496, 0.010988499, -0.011340504, -0.0076854494, 0.17186487, -0.03843782, -0.0853645, 0.06367902, 0.14475204, -0.05390038, -0.10594651, -0.107169375, -0.5768419, 0.063925646, -0.17971571, -0.20200756) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.56925964, -0.027769405, 0.05211042, -0.036807984, -0.2042305, 0.025781007, 0.14044596, -0.20522039, 0.027589638, -0.057910703, -0.003162761, 0.14441961, -0.2768724, 0.07164081, 0.03400485, -0.06213148) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(0.16602193, 0.012349463, 0.034252286, 0.049536224, 0.07069032, 0.057927124, 0.075170696, -0.044493444, -0.013126579, 0.0557171, -0.035722382, -0.06765479, -0.18425788, -0.16180725, -0.14182726, 0.02177146) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.0204844, -0.08323888, -0.050945025, -0.12144609, -0.1939198, 0.23082834, -0.0057885074, -0.10291823, -0.11061234, -0.0071849725, 0.049740016, 0.11244706, -0.1583826, -0.072612785, -0.0918428, -0.113358185) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.11861806, 0.04549157, -0.047710583, -0.04305479, -0.03936605, -0.06215322, 0.06042824, 0.15859792, 0.059743028, -0.14048731, -0.08342951, -0.109495796, -0.24759775, 0.0390175, -0.04202932, 0.01088754) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(0.05000272, 0.12829296, 0.054699045, -0.0010108113, 0.02808264, -0.20279196, -0.11197208, 0.198424, -0.04816655, 0.087231696, -0.07284435, 0.11132787, 0.005510299, -0.12606308, -0.12486048, 0.027935965) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.069721766, 0.027720887, -0.032809466, 0.051508076, 0.009564985, -0.14988148, -0.11472035, 0.008004764, -0.008429419, 0.07944074, -0.012340306, -0.16404247, 0.0057158596, -0.08669706, -0.048008643, -0.079706855) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.027881954, -0.034280255, -0.06919617, 0.04957271, -0.0026781317, -0.06833296, 0.057472717, -0.0942837, -0.011173484, -0.040623467, -0.074820615, -0.09725291, -0.09535903, 0.06440736, 0.014952256, -0.05788655) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(0.090988494, 0.135864, -0.037293557, -0.00669852, 0.11474156, 0.05095543, 0.0009546769, 0.033547606, -0.34649068, 0.16997112, 0.20497166, -0.03151781, 0.12801076, -0.13004877, -0.06752601, -0.06540437) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.072644144, -0.028671, 0.08693593, 0.0214741, 0.1516645, -0.05550459, -0.004890301, -0.1074339, 0.3341523, -0.10148679, -0.16534632, 0.06090466, -0.105967894, -0.0072356607, 0.021972273, -0.1023005) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.4886623, -0.0734097, -0.019953737, -0.09170267, -0.14879447, -0.053270012, 0.16986816, 0.012297041, 0.2774014, 0.08816917, -0.11438952, 0.04281652, -0.26109532, -0.15842235, -0.052390497, 0.04425239) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.05403593, 0.07664394, 0.0035441879, -0.00025371715, 0.16069125, 0.1404209, -0.21648829, -0.05334183, -0.0143241305, 0.18921508, -0.024575213, -0.038048994, -0.2713237, 0.13207144, -0.00044428243, 0.07971978) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.043509074, -0.0093786605, -0.05775749, 0.08396122, 0.10528818, -0.06345159, 0.11478223, 0.15232384, 0.120478354, 0.14627941, 0.0009952316, -0.013299346, 0.06938963, 0.010698561, 0.07483393, -0.0062399586) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.06764553, -0.1233951, -0.023840243, -0.033741347, -0.08368751, -0.09093282, 0.048353117, -0.09387961, -0.1414398, -0.062646344, 0.10185746, -0.10339812, -0.4712729, 0.014148734, 0.09298878, -0.17830105) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.0047729313, -0.0794016, -0.030354537, 0.08674144, -0.05598557, 0.2412231, 0.04060981, 0.008682972, 0.014793397, 0.10090573, 0.21526873, 0.0010166336, -0.023241458, 0.03160017, -0.030968174, -0.042707015) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(0.054066125, -0.0060979403, 0.062678866, 0.0053949896, 0.24452867, 0.041589152, 0.031095654, 0.07002662, 0.053817064, -0.020950347, 0.05275373, 0.049925685, 0.05820521, 0.12140638, 0.00603149, 0.07743739) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.08679559, -0.090480745, 0.04166125, -0.16482885, 0.073066644, -0.029751176, 0.43331534, 0.17069033, -0.0083841495, 0.024059176, -0.00920533, 0.039571773, 0.040804364, -0.06687341, 0.017265236, 0.12513639) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.7391665, 0.2827394, -0.5394532, -0.008632795, -0.061030187, 0.2029287, 0.06706516, 0.061498288, -0.101262726, 0.040589318, 0.10952882, 0.027766107, 0.23612231, 0.041229203, -0.16286215, 0.024957974) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.12409921, 0.116870254, -0.07005952, 0.01619142, -0.19819717, -0.025387099, 0.122740336, 0.1359832, -0.119658634, -0.120027125, 0.0435, -0.011905054, -0.15860997, -0.035980392, 0.016164202, 0.011981146) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.2202051, 0.020243369, 0.10773024, -0.016802201, 0.22045475, -0.042656735, 0.09619403, -0.021666488, 0.036526326, 0.018207455, -0.023582028, 0.071033366, 0.12903962, -0.5503087, -0.25029528, 0.03655807) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.34356573, -0.42054573, 0.09326763, -0.18265307, 0.1214744, -0.04915886, 0.07463705, -0.103529274, -0.0775286, 0.07665473, -0.08224456, -0.08668903, 0.4928269, -0.17220399, -0.31068486, -0.26251906) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(-0.03184825, -0.008898757, 0.026278501, 0.056645762, 0.054021943, -0.06420886, -0.07775908, 0.026141867, 0.06902462, -0.059885032, 0.023253333, -0.025502818, -0.08446218, 0.055721834, 0.011700037, 0.6573216) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.27687755, -0.03200076, 0.048366074, 0.24966271, 0.23309463, -0.093944825, 0.040354546, 0.036569834, -0.07962413, 0.02223425, 0.00023224163, -0.11816629, 0.1642228, 0.18144776, -0.11416183, -0.11652635) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.0044673057, -0.1910388, 0.017006455, 0.123332135, 0.009453745, -0.08816662, 0.12287432, -0.016641289, 0.047612205, 0.0058223256, 0.017607886, 0.085550226, -0.036656406, -0.48096725, -0.83117497, 0.06763204) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(0.04656699, 0.0046211146, -0.008614267, 0.018187627, -0.13009639, 0.025140038, -0.13616438, -0.077271774, -0.064900644, 0.049480226, 0.0030205173, 0.040368833, 0.108254634, -0.38116303, 0.26202172, 0.13821222) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(0.0016573431, -0.05717647, 0.10620185, -0.15327954, -0.09015996, -0.13687421, -0.13446945, -0.01816269, -0.03518803, 0.043194328, -0.06959625, 0.028712219, -0.013961362, 0.058676884, 0.022391181, -0.15274402) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.24144281, -0.14400913, -0.062018573, -0.06647732, -0.2761569, 0.10189228, -0.06810651, 0.098376, -0.10659099, -0.07570074, 0.019777685, 0.007531339, 0.27236366, 0.033979688, -0.033113673, -0.043607168) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.14071223, -0.0051564267, 0.03646982, -0.06466368, 0.20870309, -0.0071925353, 0.07821617, -0.019102607, 0.11883222, 0.036697175, 0.087084375, -0.1030211, -0.29508936, -0.053574834, -0.1275982, 0.0059927697) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.20608684, 0.020648291, 0.057047933, -0.08864953, 0.15636049, -0.10578052, -0.035335757, -0.09837999, -0.06811496, 0.071228616, -0.05985415, 0.109940454, 0.0545609, -0.025351673, -0.04069463, 0.047175128) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.0020735653, -0.29089704, -0.0033984357, 0.063937515, -0.047978356, 0.015881786, -0.009875686, -0.0654542, 0.087348334, 0.01914603, 0.029716035, -0.00512595, 0.013613408, -0.19007736, 0.14355746, 0.009465248) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(-0.08316984, 0.025992809, 0.034225874, -0.00076259923, 0.074796535, -0.041568212, 0.030300073, 0.17745571, 0.015946425, -0.041914605, 0.0010679243, 0.066954814, -0.058067843, -0.008671985, -0.021261372, -0.09916718) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.075042345, 0.015637053, -0.04006511, 0.07571555, -0.14340895, 0.07688097, -0.022702666, -0.10312867, 0.016358972, 0.070819415, -0.015063529, -0.004873108, 0.10336658, -0.10496165, 0.06862018, 0.047109496) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.021951608, -0.23525625, -0.027076358, 0.072561175, -0.038820703, -0.07082861, -0.005169914, -0.049515583, -0.01020729, -0.15829383, 0.12618855, 0.039894268, 0.027133815, -0.25428462, 0.08580189, -0.067688294) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.10861442, 0.043021247, 0.07620817, 0.013570201, -0.0019210486, 0.09309381, 0.14931512, -0.16174383, -0.0059727672, -0.16072449, -0.011591054, -0.023387874, -0.08254176, -0.043620072, -0.0235324, 0.04300052) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.085828885, -0.047209084, -0.10880459, -0.0870634, -0.05622369, -0.057588466, -0.17478503, 0.19157821, -0.020144265, -0.05294794, -0.110088736, -0.1405198, 0.081271596, -0.062294167, -0.03246561, -0.016470082) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(0.1807892, 0.12269327, -0.032686412, 0.034980506, -0.07747139, 0.014915848, -0.056166377, 0.04459676, 0.09183141, 0.04164659, -0.116649054, 0.031404547, -0.08243292, -0.041228633, -0.022320407, -0.11184662) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.12688437, 0.06261286, -0.051828027, 0.0676579, -0.016404754, -0.046448167, 0.051989775, -0.011964095, -0.082994714, -0.023272978, 0.08587617, 0.04658063, -0.055298757, 0.0056486554, -0.010558743, -0.04508733) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(-0.010341792, 0.041159056, 0.077650405, -0.04643296, -0.12247132, -0.024182014, -0.06788601, -0.054608095, -0.05421754, -0.035198692, 0.014502264, -0.09634834, -0.16039112, -0.070390105, 0.0037416657, -0.062297985) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.042285956, -0.04050862, -0.11637513, 0.054310247, 0.10902279, -0.21600753, -0.052831378, -0.07732206, 0.032911032, -0.062154345, -0.047157697, 0.035121948, -0.058768403, 0.019368898, 0.03910559, 0.10354808) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(0.12899391, -0.043552097, 0.033675674, -0.15806904, -0.00020917632, 0.04560186, 0.034179527, -0.09029664, 0.010178838, 0.11538606, 0.097935736, 0.0038417382, 0.020915117, -0.039434724, -0.014987019, 0.113300756) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.07399016, -0.0069469702, 0.11629896, 0.13147637, -0.104717515, 0.14911765, -0.051662326, 0.20679307, 0.033848498, -0.009340367, -0.04389881, 0.093633644, -0.06466577, 0.031942412, -0.05409814, -0.16794822) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(0.031885304, -0.14330411, -0.09025747, 0.01589742, -0.019025436, -0.0701957, 0.08231872, 0.015730564, -0.074974336, -0.19851577, -0.04655555, -0.0540558, -0.028068583, 0.023066452, 0.07706145, 0.031974092) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(0.13133459, 0.1340606, 0.064349115, 0.119187765, 0.07823739, -0.013258393, 0.11756852, -0.02244607, -0.018553818, -0.010439721, 0.08452864, 0.0030316496, 0.093463704, 0.00894494, -0.07296927, -0.09368486) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.056231953, 0.08907265, 0.013330655, -0.047468364, 0.007810955, 0.046405457, -0.044531606, -0.037312873, 0.13709784, -0.045995966, -0.005603822, 0.008829829, -0.06720611, 0.060846344, -0.059751607, 0.18905227) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.01857259, 0.020888787, 0.007238534, -0.00403704); + result += mat4(0.10967289, -0.013293821, -0.14953062, 0.007050341, -0.07907498, -0.01906839, -0.03607447, 0.06456735, -0.012081385, 0.050091762, -0.005414264, 0.0069189034, -0.016207904, -0.014012386, 0.0627765, -0.028777385) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.07918457, 0.013209431, -0.04499024, -0.11687809, 0.01268219, 0.0074925385, 0.12746306, -0.049772598, 0.04713802, 0.104619786, -0.019431584, 0.046959113, -0.030143918, 0.009717761, -0.007827202, -0.043561347) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(-0.16257705, 0.03467366, 0.08518225, -0.046024397, -0.03135386, -0.034851365, -0.020914344, 0.028596807, -0.12224856, -9.988478e-05, -0.009115976, -0.062032085, 0.11767511, 0.10622022, 0.013164589, -0.029558318) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.018060263, -0.02867387, 0.029803667, -0.08594958, 0.015107323, -0.073091805, 0.036897548, -0.013076949, -0.0120678665, -0.08624659, -0.021395558, -0.03611275, 0.0057391925, -0.08998793, -0.041092075, -0.028520864) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(-0.07196759, 0.027180946, 0.055509083, 0.1888752, -0.00842885, -0.045146238, 0.001887397, -0.021091156, 0.0007294446, -0.09178041, 0.055937298, 0.007393392, -0.09361864, 0.009492764, -0.0021452361, -0.0344149) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.17174779, -0.1188803, 0.05648137, 0.21428655, 0.18758354, -0.09332587, 0.05619607, 0.06374383, 0.06633351, 0.013780069, 0.04560336, -0.04951734, -0.11180627, 0.021182401, -0.07579525, 0.04604379) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.12862727, 0.17750795, -0.09120518, -0.13478005, 0.047357757, 0.10503705, -0.070507035, -0.004920827, -0.065118216, 0.018146256, 0.028936053, 0.120275095, 0.015813692, -0.10555226, 0.011669277, 0.009304321) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.054230675, 0.07131498, -0.04538429, -0.02730018, 0.03749153, -0.03486007, -0.007372331, 0.121224925, -0.009547714, 0.057651766, -0.068087325, 0.014474149, 0.07146902, 0.07629445, -0.05295835, 0.09128088) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.10265219, 0.038865693, 0.0007280558, 0.034281064, 0.19002894, -0.15108632, -0.1617103, -0.035664424, -0.06964315, 0.1247818, -0.037078608, 0.05408554, 0.08111989, -0.022131514, -0.09336266, 0.07612998) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.034781873, 0.008768646, -0.020172289, -0.016108485, 0.17865731, -0.058091443, 0.10142226, 0.015737405, -0.25811228, 0.10340568, 0.1762534, 0.0702288, 0.1146735, -0.048717238, -0.033869933, -0.073756225) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.0896519, 0.040145867, -0.037814766, 0.05316818, 0.053987477, -0.13904224, -0.0678985, -0.062443666, 0.19061452, 0.11765743, -0.019090055, 0.065148525, 0.061330922, 0.054668043, -0.001344092, -0.004846902) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(0.01585879, -0.038350105, -0.0022357495, 0.04849701, -0.027535874, 0.052150987, 0.060644407, 0.010999622, -0.0432819, 0.16372447, 0.08533679, -0.1412715, 0.023804422, -0.042077426, 0.07172983, 0.07251932) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.06865901, -0.043294184, 0.13124649, -0.01998965, 0.075910226, -0.15211248, 0.005416819, -0.061996937, -0.15881419, -0.0033964473, -0.04293052, -0.27600986, 0.025783977, 0.010925737, -0.07398209, 0.04738424) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.11051977, 0.026122313, 0.028679958, -5.3052758e-05, -0.16662455, 0.16775064, -0.036147498, -0.02761276, -0.30059212, 0.041976053, 0.33618078, 0.052713133, -0.044952087, 0.062899925, 0.028357506, 0.087590404) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.049435418, -0.055601373, -0.05483589, 0.012929352, -0.14574559, -0.010891065, -0.087778434, 0.003872387, -0.1705317, -0.029696887, 0.12805921, 0.1134294, 0.020899188, -0.08293696, 0.06235339, 0.016491871) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(-0.06681283, 0.06297766, 0.041880272, 0.045250855, -0.05479287, 0.026897931, -0.0027426328, 0.004391306, -0.016174123, 0.06820367, -0.03513827, -0.0025769854, -0.07214782, -0.022227753, -0.06108957, 0.007224175) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.0058817337, -0.019163292, -0.029854972, -0.047936916, -0.018569475, 0.17907861, 0.00153486, -0.023768753, -0.09154197, 0.07704797, 0.0082255425, 0.014598756, -0.030119138, 0.07094062, 0.012222555, -0.05931726) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.09984412, -0.07356945, -0.08113471, 0.018231397, 0.043577038, -0.0735985, 0.04540236, -0.05205051, 0.10076603, 0.016761003, 0.11810357, -0.014211836, -0.08304744, -0.026871096, 0.015814789, 0.015877115) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.098559484, 0.14670555, -0.053650424, 0.37768367, -0.032427125, -0.123920254, 0.01742982, 0.025579356, 0.006046203, 0.009799896, 0.005363464, 0.020183664, -0.027991481, -0.053980175, -0.06521101, 0.018351655) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.07977202, -0.09445745, -0.017913347, 0.10178565, 0.030844454, -0.09312721, 0.09609783, -0.060033876, 0.026633723, 0.1307258, 0.076929964, 0.0018970632, 0.05722249, -0.14772636, -0.17554845, -0.03327956) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.022553483, -0.009134754, -0.03369612, -0.043095842, -0.10134476, 0.037938762, 0.124365725, -0.116667315, 0.056688815, -0.0890345, 0.12057316, -0.052658644, 0.008672906, 0.030163862, -0.11128414, -0.044175986) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.18910822, -0.17729102, -0.18767454, 0.10087806, 0.00325382, 0.10777388, 0.035040066, 0.046848107, -0.1046287, -0.10865923, -0.102109656, 0.044469055, -0.011397, 0.017436434, 0.018583497, -0.026365766) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(0.03286891, 0.07985469, -0.043117926, 0.037655886, -0.17278744, 0.15383828, -0.080331564, 0.06276011, -0.03204496, 0.051486716, 0.055926368, -0.049044017, 0.08868475, -0.023991957, 0.06823326, -0.14062157) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.0059354473, -0.090656646, -0.027698673, 0.02313914, 0.019000547, 0.021021465, -0.06376444, 0.019146847, 0.044650204, -0.08702587, 0.06479418, -0.041983593, -0.10566302, 0.07219649, 0.067135766, -0.038041215) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(0.054858178, -0.12565796, -0.06652672, 0.0046777185, -0.0564918, -0.01724832, -0.0346407, 0.09900646, 0.022778621, 0.11191918, -0.10252596, -0.0033474888, -0.06889147, 0.19719581, 0.08740053, -0.06327915) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(0.062599264, 0.04801815, 0.018566884, -0.03270711, 0.15284248, -0.09396901, -0.07398883, 0.0097584175, -0.060111973, 0.062136948, -0.025920797, 0.010134888, -0.046181004, 0.15617587, -0.018010393, -0.036242064) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(-0.1242844, 0.21191922, 0.036963593, 0.12200254, 0.063753694, 0.03233781, 0.0053352015, -0.11061274, -0.04201351, 0.0015074124, 0.0060441047, -0.010141946, -0.009555532, -0.010544267, -0.04314097, 0.028344546) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.08088072, 0.0059827114, 0.21148568, -0.13334909, 0.019948993, -0.01906085, 0.06438295, 0.029699985, -0.13814679, -0.052204035, 0.17554669, 0.022233654, -0.08348387, 0.122280255, 0.084545024, -0.026955962) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.004924417, -0.10987649, 0.075152844, 0.070244566, 0.054765098, -0.16274123, 0.08626406, -0.014773861, -0.07184794, 0.16716999, -0.25992894, -0.023315063, 0.014667282, -0.058417723, 0.14199135, -0.021057734) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.05957402, -0.023738245, 0.13210142, 0.09085989, -0.05539771, 0.075117595, 0.05002829, 0.081334196, 0.114480704, 0.054078307, -0.15846047, -0.013698696, -0.0074021914, -0.011857826, -0.035579666, 0.06767839) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.045069054, 0.01719902, -0.06661749, -0.015605888, -0.10064918, -0.007915361, -0.024505952, -0.025148537, 0.039265264, -0.001784636, -0.0021948372, 0.041779723, -0.12468699, -0.03842205, 0.08182073, -0.11126409) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.06310543, -0.054441974, -0.048329514, 0.06260527, -0.0693293, -0.09211749, 0.007818526, -0.08082515, 0.13494363, -0.09900091, -0.053903356, 0.062414005, 0.037604477, -0.059827805, 0.3556317, -0.06562772) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.05829909, -0.050673295, -0.056385327, 0.004621441, 0.016593354, 0.016039899, 0.052652564, 0.08343319, 0.05751422, 0.052646082, -0.05496396, -0.025797253, 0.0924839, 0.041013926, 0.09229606, 0.062440813) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.020773614, -0.1078972, -0.093438625, -0.006121549, 0.027955165, 0.108248465, -0.07321735, 0.061445262, 0.09590813, 0.16763993, -0.09198082, 0.08817931, -0.08210198, 0.055414136, -0.16297404, -0.13803203) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.031825576, 0.04908549, -0.09039055, 0.048296127, -0.023166232, 0.05662354, 0.02121508, -0.089728914, 0.031147739, 0.23726235, 0.0033778634, -0.08600718, -0.09182115, 0.037283327, 0.07486584, -0.082122035) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.014665775, 0.029003534, -0.011186521, -0.06027118, 0.041377656, 0.058076065, -0.06571409, -0.042715598, -0.05174396, 0.28977394, -0.055684026, -0.023867637, -0.049236044, 0.07488795, -0.19048877, 0.059757646) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.08148838, 0.03489174, -0.18769434, 0.03127589, 0.073262244, 0.029319407, 0.30351332, -0.109721325, 0.19410379, -0.04780345, 0.06073894, -0.14044657, 0.0119226035, 0.016777916, -0.055305194, -0.058671046) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.023804324, 0.16828187, -0.12717621, -0.043349173, -0.08130066, -0.014888782, 0.19605576, 0.12806931, 0.029461788, -0.0850722, -0.22066222, -0.086207986, 0.09668434, 0.14662412, 0.038236935, -0.027301364) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.052222084, 0.0014978964, -0.08176945, -0.05130913, -0.047698658, 0.20141694, 0.1932175, -0.11715432, -0.12131196, -0.14304024, -0.011259099, -0.04790511, -0.072519824, 0.15122196, 0.0297478, -0.040584862) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.032584663, -0.022773951, 0.17060414, 0.055011548, 0.032739453, -0.061072167, -0.18261917, 0.08388062, -0.043350495, -0.00750836, 0.024371093, -0.030445172, -0.011480477, -0.09744492, 0.07955392, -0.064587794) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(-0.011636613, -0.08287539, 0.0783088, -0.022689316, -0.07641636, -0.15817478, -0.1271724, 0.112740085, 0.0045166034, -0.12647337, -0.115381405, -0.11007196, 0.00938381, -0.08226849, -0.10325836, 0.046306614) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.024087476, 0.003225992, 0.031204412, -0.031232027, -0.07936151, 0.007570615, 0.03150448, 0.024551554, 0.0556452, -0.35328162, -0.049990732, -0.10110353, -0.087240234, -0.050849184, -0.09629491, 0.046937585) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.024741538, 0.06061063, 0.046193436, 0.01720697, -0.07238745, 0.23646607, -0.11201221, -0.117345795, 0.054472003, -0.12911755, 0.13056277, -0.17377071, -0.04660596, 0.09696492, -0.018524779, 0.046871386) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(0.083669186, -0.053513065, 0.08024297, 0.046209037, -0.01033379, 0.07104392, -0.066179164, 0.048617925, 0.09320756, -0.0057532275, 0.044687916, -0.022881856, 0.07643959, -0.036727227, 0.040449727, 0.027972786) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(-0.011457813, -0.12169325, -0.010937543, -0.007945057, 0.060219817, -0.061780907, -0.080071345, 0.008881678, -0.07780946, 0.11040561, -0.015533364, 0.03476733, -0.04279532, -0.08905175, 0.05362479, 0.048324477) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.07379912, -0.08974454, -0.31221688, 0.31423903, -0.0020414002, -0.10421233, 0.2727074, -0.46847436, 0.0765586, 0.054675113, 0.07743009, 0.10468551, 0.17016593, 0.21636865, -0.013252979, 0.43400237) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.13186799, -0.05960515, -0.14344595, 0.104881294, -0.049666237, 0.10468047, -0.087970376, 0.07475206, -0.13590285, 0.020308552, 0.0021445232, 0.034008462, 0.11126391, -0.0016126926, 0.46066344, 0.31372267) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(0.013713915, -0.13504335, -0.07655789, -0.15935956, 0.18705988, -0.034855384, -0.08338708, 0.091781944, 0.043279365, 0.013114455, 0.046055607, -0.054581027, -0.07750604, -0.3401825, 0.0740436, -0.10619498) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.11884086, 0.22747955, 0.045354016, 0.19584218, 0.23029639, 0.1586264, 0.07773575, -0.27856395, -0.0223825, -0.10113906, -0.049126834, -0.015580851, 0.24910434, -0.39251474, -0.074891545, -0.014674201) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.14931205, 0.12530185, -0.00700508, -0.032516018, -0.15689875, 0.04939057, -0.1327473, -0.07332778, 0.037156075, -0.014016345, 0.017006353, 0.04560819, 0.269051, 0.008449732, 0.19899794, -0.07768204) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(-0.11663734, -0.13124512, -0.008104163, -0.3061945, 0.15005948, 0.048333887, -0.2372172, -0.16608796, 0.008596328, 0.014568234, 0.015526763, -0.045243397, -0.38461944, 0.5708276, -0.0108670285, -0.11463723) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(0.06276771, 0.023090865, 0.17844161, -0.022977576, 0.12217172, -0.0023340357, 0.20656134, 0.05886508, -0.05020614, -0.013372999, -0.11507288, -0.0064873756, 0.2388367, 0.1816009, 0.48670453, 0.54038036) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(0.055491593, 0.07216549, -0.050165057, -0.057778, 0.038662907, 0.047224518, 0.11620347, 0.2541949, 0.06943954, 0.050353047, -0.030529926, -0.041601907, 0.44253665, -0.012129478, 0.4095507, -0.4543625) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(0.043787654, 0.13750023, 0.074168675, -0.12511553, 0.21608989, -0.071201265, -0.055323113, -0.05007086, 0.024435852, 0.017426398, 0.045813374, -0.076589994, -0.09135835, -0.1115496, 0.34639132, 0.36721388) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(-0.07903278, -0.120777145, 0.055270813, -0.058830548, 0.053322926, -0.049677372, 0.04236781, -0.024325967, 0.044554867, 0.013636287, -0.18880354, -0.015345383, -0.047079057, -0.051606584, 0.02596575, 0.00020469449) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.019326562, 0.044735815, 0.040966444, 0.08733458, 0.023817016, -0.17114091, 0.025438825, 0.106942736, -0.022533976, 0.05563792, -0.17772534, 0.0425728, 0.028187037, -0.03152132, -0.043655623, 0.02664131) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(0.008790251, -0.03131413, 0.16859248, 0.03880981, -0.041067228, 0.01412589, -0.054849636, -0.017050464, -0.014785012, 0.035363108, -0.029243266, -0.034276173, -0.003935834, 0.051821306, -0.19852048, 0.023901531) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(-0.04378375, -0.09414415, -0.08714498, 0.013981138, -0.07939476, 0.09188874, -0.06869893, -0.04341569, -0.09461346, 0.16208062, 0.011330236, 0.023708148, 0.11809939, -0.060284566, -0.0065738554, -0.029795077) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(-0.0077576824, -0.07456527, -0.106406264, 0.085264765, 0.18380718, -0.016068762, 0.029291052, 0.046777874, -0.055501774, -0.121245064, -0.044295393, 0.046549376, 0.019864453, -0.011270729, 0.07053211, 0.096204765) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.092552476, -0.2683427, 0.03392313, 0.10920852, -0.07048239, 0.15458229, -0.079066396, 0.102609634, 0.010556015, -0.024930615, -0.06838372, -0.0286873, 0.079655245, -0.073063485, -0.037423264, -0.10934318) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.045746025, -0.10774832, -0.121795535, 0.06507651, -0.05160872, -0.011019425, -0.008473849, -0.10631199, -0.058666613, 0.057450373, 0.020254774, -0.07405828, 0.041318152, -0.072057575, -0.04559828, 0.049601324) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.046588834, -0.37314194, -0.14343248, 0.09961091, -0.038530704, -0.009202089, 0.059594072, -0.019697472, 0.05199055, 0.04673683, 0.07766044, 0.10076961, -0.065983064, -0.03542237, 0.067469165, 0.046354767) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.028424596, -0.11306427, -0.039330702, 0.047458425, 0.029179644, -0.029850198, 0.03271165, -0.05307752, -0.013545757, 0.07222693, 0.07391397, -0.006753348, 0.03540693, -0.052112743, 0.058363248, -0.05059325) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(0.020158192, -0.1382549, -0.03805195, 0.07839086, 0.024502633, -0.08325899, 0.10442678, 0.106010094, 0.092813194, -0.030464465, -0.10319511, 0.01272336, 0.09420401, 0.021368386, -0.055554118, -0.016121214) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.03287945, -0.017870774, -0.0819087, 0.00097607984, 0.003780958, 0.04140619, -0.014074337, -0.017316507, 0.049977336, -0.09422557, 0.010630434, 0.06590678, -0.056841977, -0.013153161, -0.08757371, 0.038220484) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(-0.02138877, -0.07560103, -0.015501253, 0.12655002, -0.011854948, 0.042692427, -0.13602078, -0.029090812, 0.026129406, 0.013012344, -0.025182707, 0.080126226, -0.04990616, 0.0853841, -0.04389179, -0.017734492) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(0.0365429, 0.06441157, -0.020278446, -0.0076265363, 0.0072516683, 0.03997104, -0.06139289, -0.042760577, 0.032075357, 0.012124861, 0.024963958, 0.05551307, 0.0078075137, 0.010221212, 0.06174257, -0.08354646) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.0084719015, 0.07308454, -0.040790636, 0.07345684, 0.00492248, -0.013039461, -0.0047874674, -0.035205323, -0.024858091, -0.08256945, 0.06608196, -0.037582237, 0.10006943, -0.14145644, 0.033362545, 0.0767524) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.0165489, -0.04997377, 0.059976976, 0.017004969, -0.07300802, -0.06577859, -0.048123863, 0.09686428, -0.099549904, -0.09598758, -0.035849836, 0.0051228055, -0.05938937, 0.10001028, -0.09651446, 0.113233864) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.039901406, -0.07206994, 0.06891404, -0.044568736, -0.04136785, 0.0009571173, 0.09903945, 0.020985054, 0.089511774, -0.12881942, -0.0072235633, 0.03772051, -0.055335283, 0.006012859, -0.04232295, -0.0024678125) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.04359205, -0.056857064, 0.1396613, -0.0025182038, 0.025736034, -0.05887709, 0.0063486816, -0.003208133, 0.08862747, -0.114592366, 0.037339997, -0.041908044, -0.062324062, -0.09517351, 0.09982301, -0.04886982) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.10634239, -0.12392349, 0.12503938, 0.023933146, 0.07300103, 0.12592071, 0.010313503, 0.00061433343, 0.08321294, -0.20702001, -0.16440046, -0.016937824, 0.057380952, 0.020351058, 0.09752324, -0.042238925) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.01353681, 0.0059173047, 0.009455066, -0.06561346); + result += mat4(-0.23735307, -0.0652622, 0.016052736, 0.12966576, -0.018279819, 0.06395662, -0.0604202, -0.050795015, 0.11654865, 0.097204946, -0.013710466, 0.03327355, -0.050578125, 0.03935842, -0.06126209, -0.041436307) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.19733028, 0.030490952, -0.019426456, 0.13732824, 0.06571396, 0.06827393, -0.15381348, -0.05330653, -0.0076578627, 0.040544786, 0.06082586, -0.09375613, 0.00090473925, 0.095929, -0.06796813, -0.11225004) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.28367582, 0.08566306, -0.040297363, 0.1480605, 0.05022474, -0.02833898, 0.16204791, -0.23837155, 0.016739085, -5.4234653e-05, 0.02498039, -0.23225506, -0.08314183, 0.0018945858, -0.09970236, -0.028313383) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(-0.05593027, 0.042922154, -0.16540058, 0.080197774, 0.04063859, -0.068269424, -0.0026102595, 0.062498532, -0.1118361, 0.09477544, 0.007534625, 0.018183436, -0.044208076, 0.044527844, 0.05902022, 0.04283692) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.007982958, -0.112160236, 0.18007588, 0.11975772, 0.053692438, -0.034405008, -0.09851102, -0.11239068, 0.038845103, -0.035252478, -0.12314611, 0.049339056, 0.13042308, 0.026388649, 0.019821638, -0.01308899) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.10335505, 0.07277708, -0.028688285, 0.0034167138, 0.02061956, 0.071611196, 0.11519382, -0.6914963, 0.028662808, -0.005573126, 0.096354455, -0.08053773, -0.040671088, 0.07534644, 0.112193026, -0.036820002) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.025606956, -0.03623982, 0.15006569, 0.053134896, 0.10214222, -0.023711871, 0.008881994, 0.04114201, -0.03642404, -0.024428278, -0.048740946, 0.014965302, 0.05128559, 0.030646164, 0.005904384, 0.10235021) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.015401585, 0.07148117, 0.15802893, 0.009821948, 0.12087749, 0.034545045, -0.13646767, -0.023442902, 0.06223444, 0.030259283, 0.03725835, -0.07791329, 0.07340227, -0.06457359, -0.02677432, 0.07124813) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.015005511, 0.049881183, 0.1223008, 0.035444237, 0.016948603, -0.051284414, 0.124149136, -0.058760084, -0.16631436, 0.017339993, 0.080793016, -0.015165146, 0.01586677, -0.024232183, -0.062361997, -0.041806288) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(0.09108784, 0.07793329, 0.00074809656, -0.053806685, -0.057026234, -0.14185692, 0.01571714, 0.15026052, 0.10145905, -0.086524464, -0.073561646, 0.015963838, -0.09909224, -0.02571335, -0.040460076, -0.023384703) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.10294317, 0.030461898, 0.0020525963, 0.06420687, 0.06606386, -0.049814638, -0.11059498, -0.03079706, -0.14158267, -0.27957013, 0.20420672, 0.07946835, 0.08130071, -0.04831967, -0.13085793, -0.0052076713) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.037628055, 0.09346202, 0.001886137, -0.08829984, -0.053793382, 0.052393187, -0.12082882, -0.085459635, 0.4146695, -0.04661081, 0.06872527, -0.088119276, -0.002712217, 0.022286415, 0.036476664, 0.07871722) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.028565487, -0.018032305, 0.019993234, -0.017699014, -0.00027475884, -0.044234812, 0.05036078, -0.04983042, -0.24588455, 0.08054836, -0.15385877, 0.052588314, 0.0024693487, -0.029249119, -0.07992449, -0.04686426) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(0.05915254, -0.02499786, 0.050892368, 0.081852555, -0.012582628, 0.06018068, 0.07759678, -0.08230762, 0.097699456, 0.009405475, -0.17219996, -0.00045306873, 0.06552581, 0.07830941, 0.011547842, -0.01844987) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.0055807116, -0.044964787, -0.04201196, -0.0055737873, -0.016677774, -0.00951261, 0.05647445, -0.0001946351, -0.19178915, 0.11183416, -0.21702045, 0.13368106, 0.008175524, -0.047931395, -0.051164944, 0.028708104) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.106025785, 0.04827277, -0.06824549, 0.04530747, 0.010040959, 0.047816437, -0.035710335, -0.03449957, 0.062883414, 0.10324068, -0.0475433, -0.12640645, -0.094069816, 0.0112876445, 0.026417105, -0.0488702) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(-0.04718561, -0.10326767, -0.019695543, 0.055308502, -0.02539689, -0.010178188, 0.009915679, 0.013178478, 0.20357002, -0.10094949, -0.25285476, 0.08852787, -0.013270086, 0.036792163, 0.09874398, 0.07818088) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.03467638, -0.054264013, 0.034818497, -0.04390087, -0.062451307, 0.114496276, 0.0112654865, -0.021314662, -0.13981849, 0.1256962, 0.08423735, 0.17459682, -0.16004293, -0.0051985546, 0.08094039, -0.069427766) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.14300738, 0.07089623, -0.12690848, 0.0815967, -0.09272153, -0.0007083397, -0.000825486, 0.0004077729, 0.0007645436, -0.09581712, -0.1451279, -0.06296552, -0.10823187, 0.14934221, -0.018843533, 0.06747873) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.060922112, 0.15397286, -0.056360167, 0.04400242, 0.05426037, 0.08352793, -0.002508474, -0.03445279, -0.035842888, -0.028816298, 0.08459189, 0.020494947, -0.056567688, -0.2345421, 0.08054554, -0.04447615) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.011738017, -0.005126863, -0.0163909, 0.44857222, 0.08647339, -0.02518792, 0.06145625, 0.007731622, -0.122636706, -0.054621212, 0.021104217, 0.008578667, 0.08506497, -0.023247855, -0.021295883, 0.10858076) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(0.040498383, 0.0138248755, -0.12927243, 0.00536549, -0.03419615, 0.08454201, -0.11034346, 0.017174833, -0.070048355, 0.10393343, -0.047001142, -0.018824799, -0.060813375, -0.09088826, -0.06202124, -0.041994203) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.032586068, 0.028390232, -0.0878151, -0.118801825, 0.04755131, 0.021344662, 0.053511187, -0.010708393, -0.033964407, -0.06710113, 0.16789915, 0.012736925, 0.13235673, -0.01874683, 0.14939252, 0.008864691) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.048998572, -0.083739065, 0.120087825, 0.10513611, -0.102526695, -0.03485622, -0.037975695, 0.07344169, -0.028166356, -0.015494939, 0.07352754, 0.035402484, 0.13390346, -0.04773846, -0.027217463, -0.036711253) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(0.032593008, -0.11457967, -0.0676911, -0.15977077, 0.049267158, -0.015022297, 0.024103327, -0.036288034, -0.049446493, 0.08390857, -0.21763225, -0.003581375, 0.0024045808, -0.01400532, 0.117285386, -0.11610388) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(0.0012309003, -0.12735178, 0.08773004, -0.030052284, -0.0004673605, -0.033730023, -0.06721574, 0.031059874, -0.012644349, 0.04194687, 0.12806068, 0.085339405, 0.06877, 0.014165804, 0.018051468, -0.072827354) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.25995806, 0.07440623, -0.06633635, 0.0069265156, 0.055084493, -0.10239992, 0.018360764, 0.019308615, 0.04230354, 0.0015911133, -0.064445704, 0.03483173, -0.0371255, 0.05514569, -0.06090195, -0.0057822205) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.06105467, -0.013976459, -0.04810161, 0.07870925, -0.07351109, -0.17185329, 0.056165166, -0.005805865, -0.028361563, -0.15435544, 0.063116066, 0.018066801, 0.017585274, 0.04580864, -0.00286124, 0.1419176) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.072450824, -0.03322898, 0.040231943, -0.036842365, 0.044594724, -0.025336117, -0.021715691, 0.026637359, -0.044576183, -0.03210198, -0.08222462, 0.0022228179, 0.002240779, 0.046739858, -0.08996766, 0.28939328) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(0.055691734, 0.052730665, 0.09980155, -0.029798578, 0.07248881, -0.14179769, -0.0002029484, 0.05736459, -0.08243939, -0.0058614677, 0.0090626655, -0.018530453, -0.033448324, 0.07280501, 0.012835352, -0.020146951) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.11536833, 0.049265023, 0.07230971, 0.09327738, 0.014039213, -0.06369424, -0.03833462, -0.0231456, -0.010358377, -0.024001176, 0.027237637, -0.2702502, -0.06868693, -0.0011844612, 0.01270004, 0.11945122) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.0058807894, 0.08531298, -0.07140863, 0.061922945, 0.0349968, 0.1025458, 0.09617451, -0.06208352, 0.04232867, -0.07017044, 0.018171398, 0.022925323, 0.029584806, -0.030618846, -0.03793145, -0.10085252) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.10579153, -0.042237252, 0.011305523, -0.01621337, -0.051863156, 0.050971806, -0.05480254, 0.06322881, 0.1269123, 0.109943, 0.023331918, 0.12507108, -0.034883976, -0.04537587, -0.05640265, -0.04852635) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.114722796, -0.036705308, -0.058774427, -0.041493617, 0.05959832, 0.0688787, -0.098242454, -0.062100396, 0.050134365, 0.078825034, -0.07603158, -0.084399596, -0.029078254, 0.015490392, -0.17236646, 0.24088848) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.051852956, -0.039989457, 0.030041715, -0.08010738, 0.030876698, 0.16010472, 0.066263564, 0.034014296, 0.009096297, -0.00016639242, -0.03203736, 0.16088776, -0.020249188, -0.031127525, -0.05564619, 0.074225314) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.021550914, -0.023549795, -0.06189534, -0.09476848, -0.051550746, 0.012194424, 0.013548567, -0.003643752, 0.09098134, 0.040990915, 0.03840504, 0.118517764, 0.045686167, 0.06437383, -0.05376765, 0.0666491) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.099015184, 0.03500007, 0.0933932, -0.013763404, 0.10611047, -0.030151375, 0.008687981, -0.17390022, -0.010357151, 0.0037973584, 0.04451201, -0.47383535, -0.043883953, 0.095434226, 0.008985713, 0.017199218) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.05140939, 0.06187163, -0.02096817, -0.041651875, -0.075807154, 0.017882248, 0.039651226, -0.07143041, 0.0713116, 0.073344246, 0.045282528, -0.10114683, -0.054192714, 0.04893598, -0.053567693, 0.008312285) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.010290655, 0.037567105, -0.054062527, 0.13549717, 0.003984349, -0.04704232, 0.00090713403, 0.015518633, -0.044600166, -0.011049431, 0.17379348, -0.035964366, -0.024794038, 0.07750628, -0.036825225, 0.037809074) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.027097574, 0.08171161, 0.09628703, 0.3343901, -0.06469457, -0.15294991, 0.027598793, -0.17149867, -0.04943282, -0.07620475, -0.18062398, -0.106246755, -0.035804868, -0.064186916, 0.11199222, -0.03614291) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.019513838, -0.01113246, 0.115151614, -0.056833085, 0.048250884, 0.025248583, 0.02220513, 0.05796664, -0.16717197, 0.023371646, -0.038020324, -0.0132686505, 0.106527984, -0.056256987, 0.014048423, -0.013953765) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.07367401, 0.019808441, -0.04657124, 0.02376679, -0.041022226, -0.046520595, 0.061511345, 0.18319462, 0.006923705, 0.05392838, -0.09386923, 0.080193, 0.04482432, -0.045932736, 0.011430329, 0.03979142) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.10598416, -0.085635945, -0.031024998, -0.12770595, -0.2568619, -0.17363603, -0.2638495, -0.06996971, -0.02311967, -0.00655481, 0.011683348, 0.049524937, 0.0018321014, 0.021074655, 0.03017087, -0.06556681) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(0.05211377, -0.004601518, -0.09612739, -0.15220925, -0.10374338, 0.072172545, 0.037019208, -0.043692537, -0.0043634814, 0.023708578, 0.13495283, 0.022016125, -0.043506313, 0.011071505, 0.038609546, 0.028885955) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.023423275, -0.014850502, 0.01662597, 0.041795727, -0.12176833, 0.0736197, 0.053319495, 0.08301435, 0.06849843, 0.1705687, 0.033053905, 0.048472013, -0.05574832, -0.02626521, -0.08309131, -0.052587796) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.77233785, 0.006393876, 0.36735722, -0.07890108, 0.13657752, 0.01477426, -0.06295646, 0.015871115, 0.064781286, -0.060841728, -0.01085609, -0.012541993, 0.19306976, 0.2529333, -0.1357119, 0.053578988) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.14096919, 0.101748, -0.06550409, -0.0792966, 0.037381917, 0.0523011, -0.14150633, -0.12622538, -0.07014487, -0.010596306, 0.06042152, 0.10822163, 0.06749768, -0.20000535, 0.17510734, -0.70991063) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.09036168, 0.054815844, 0.09136112, -0.13275306, 0.06964799, 0.12677146, -0.13850625, -0.14608008, -0.064552754, 0.064353734, 0.043868754, 0.09171546, 0.12046518, -0.041478284, 0.33256626, -0.66216105) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(0.0009857231, 0.076647244, 0.33709645, 0.21337996, -0.049800426, 0.04716261, -0.068043664, -0.21376781, 0.0018597327, 0.073524185, 0.076222986, 0.040136, 0.0026282244, 0.18404269, -0.04442308, -0.085673966) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.05874647, -0.03943763, -0.13145657, -0.06648413, -0.253045, 0.1268124, -0.038562663, -0.061502606, 0.019345982, -0.022664811, -0.022142114, -0.04447954, 0.18363045, -0.058746185, 0.06523419, 0.25664195) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.08019555, -0.012239751, -0.011895252, -0.061315633, 0.038944505, 0.14706634, -0.15751922, -0.10458593, 0.1115193, -0.0410773, -0.0708922, 0.06306769, -0.24465056, 0.5771332, -0.77821606, 0.10064463) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.10863808, 0.0387043, 0.034883734, 0.00736392, 0.102684096, -0.123234995, -0.07671682, 0.025862332, -0.036028706, 0.059380133, -0.021309514, 0.13564269, 0.08718602, 0.0660794, -0.62152934, 0.06356079) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(0.13219112, -0.03859387, 0.069880486, -0.039997123, -0.04373965, -0.064094, 0.040652506, -0.017591119, -0.029136121, -0.12277621, -0.035486937, 0.093530566, -0.18162584, 0.6069, -0.0056084874, 0.18537244) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(0.009590808, -0.026721004, -0.13316211, 0.003195802, -0.008524979, 0.15655214, -0.18576302, 0.10593688, -0.033705708, 0.0074143307, 0.0072742095, 0.028321259, 0.14526361, 0.27303115, -0.10055347, 0.11181452) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.12747978, 0.015559857, -0.0279742, -0.09386083, -0.1165334, 0.07168884, 0.10968242, 0.11787874, -0.0595236, 0.04358443, -0.04367302, -0.0027309263, -0.04038383, 0.030720126, -0.1630981, -0.08419226) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(0.0003181307, 0.00505075, -0.07564156, -0.043625094, 0.10428135, 0.033647664, -0.119266815, 0.05638696, 0.0022349646, -0.036607567, 0.04933508, 0.013704803, 0.041861095, -0.006851572, -0.0025068629, -0.17488024) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(0.047816746, -0.03701946, -0.0036915878, 0.014944819, 0.007316625, 0.0069717015, 0.07201905, 0.0451527, -0.065704264, 0.0457849, -0.03573041, 0.09611936, -0.13465062, -0.06738985, 0.07426441, 0.025207536) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.14039126, 0.103511274, -0.070839904, 0.0359138, -0.10010466, -0.079511814, 0.021657562, -0.05220276, 0.06966273, -0.097947605, 0.048306875, -0.001760612, 0.017690253, -0.025701575, -0.09290096, 0.008922746) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.014666001, 0.16857994, 0.13247117, 0.07219578, -0.011406998, -0.0299144, -0.17868042, -0.087843984, -0.034396175, -0.04378406, 0.0014156562, 0.055493787, 0.09912178, 0.010798549, -0.056449745, -0.105339006) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(-0.08475972, 0.024784021, 0.05117882, 0.0030542447, 0.06358664, -0.059914384, -0.08966191, -0.027729059, -0.020200023, 0.015280264, 0.11297914, -0.029743366, -0.1393606, 0.052631944, 0.040251493, 0.049765185) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.04627259, 0.10382761, -0.12397328, -0.04554128, -0.049570445, 0.09403558, 0.12372191, -0.048224386, 0.079080045, -0.042654444, 0.06234977, 0.011434104, -0.23205517, 0.0335763, 0.024476146, 0.04098352) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(-0.03452633, 0.017702322, -0.025027052, 0.053853385, 0.09295817, -0.05085124, 0.044716712, -0.064820446, 0.016282395, 0.036084466, 0.056406625, -0.120010056, 0.088272974, 0.035654973, -0.13473986, 0.01703694) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.035903554, -0.048575256, 0.024643412, -0.00443236, -0.09261782, 0.05099343, -0.006347384, 0.055303227, 0.03278513, 0.03181457, -0.013651474, -0.12203365, 0.042468697, 0.054433845, -0.011344749, 0.027542654) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.086430915, -0.065509714, 0.043919407, -0.04097845, 0.11006178, -0.088632576, -0.09873109, -0.008289689, -0.015440207, -0.19398527, -0.07621872, -0.053077586, 0.002886392, 0.07673537, 0.0782981, 0.017993418) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.10632289, -0.11350796, 0.0053830203, -0.14215466, -0.017720895, 0.12882212, 0.06310734, -0.06953946, -0.04053536, -0.08010739, -0.032327257, -0.030655555, -0.051441494, -0.07905176, 0.06792791, -0.024575006) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.030074816, -0.030221714, -0.07829937, 0.12425652, -3.8672904e-05, -0.029702056, 0.0333131, -0.072872885, 0.007072218, 0.04201622, -0.043637272, -0.017288411, 0.029321441, 0.002571058, -0.05830326, -0.036916103) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(0.009731808, -0.07976237, -0.07436349, -0.115674466, 0.012868435, 0.07498626, 0.006302168, -0.0031271582, -0.031092001, 0.041452654, 0.0029373302, 0.008484121, -0.110957146, -0.05176115, 0.045835372, 0.009569374) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(0.030405916, 0.062476136, 0.06415665, -0.19112875, -0.13489065, -0.05099669, 0.034169614, 0.09077126, 0.0057279305, 0.0021678875, -0.009860846, 0.09303514, 0.008051612, -0.11715329, -0.07073297, 0.0034952646) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.0055856523, -0.04420112, 0.057584874, -0.04059, 0.100946784, 0.01372505, -0.029832253, 0.027149882, -0.017059969, 0.066859275, -0.056763906, 0.07876712, 0.091814935, 0.006537651, 0.00072605826, -0.005798766) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.026313337, 0.033527467, -0.058112957, 0.027514352, -0.042737003, -0.08616322, -0.07042629, 0.022246884, 0.012239016, -0.069337025, -0.10015211, -0.31331468, -0.07439822, -0.020264693, 0.016009275, 0.060473885) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(0.11078354, -0.020858342, 0.01171633, -0.039373726, 0.0846813, 0.0017472956, 0.059698742, 0.07358353, -0.039256245, 0.08319258, -0.002833705, -0.08858863, 0.070085265, 0.05738256, 0.031479087, -0.03547387) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(-0.0885485, -0.046670824, -0.14118028, -0.11072674, 0.008664852, -0.008465289, 0.00963273, -0.06553135, 0.03722114, -0.043166548, -0.11217241, -0.013756767, 0.07886938, 0.12084444, -0.10432687, -0.0026870214) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0004264091, 0.005937544, 0.0035721099, -0.014284692); + result += mat4(-0.042577773, -0.077956386, -0.059540264, -0.23328188, -0.09816041, 0.07455467, -0.025121294, 0.07271508, 0.026003769, 0.056198437, 0.04908984, 0.018677354, -0.048364215, -0.044719025, -0.019636089, -0.06626732) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.060725257, 0.0136296665, 0.23225763, -0.0683614, 0.060532954, -0.024470521, 0.10719459, 0.09746133, -0.0044030137, 0.06786734, -0.062048074, 0.015671123, 0.007394907, -0.10441487, 0.005962235, -0.017620144) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(-0.051392607, 0.3164097, 0.061055504, -0.17507575, 0.002527037, 0.032407638, -0.3650608, -0.030682726, -0.013766896, 0.029345607, -0.0835438, -0.06651298, 0.017686, -0.20419958, -0.0058855936, -0.0032635138) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.13391773, 0.15957427, -0.48225874, -0.042625632, -0.039695818, -0.11436006, -0.069976486, -0.024810981, 0.028983217, 0.09998346, 0.06226458, 0.11312214, 0.08349287, -0.09247754, -0.023621144, 0.061271507) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.031214278, -0.052541412, -0.2801004, 0.04734473, -0.078062005, 0.084203675, 0.06400836, 0.02688797, 0.11493345, 0.08728993, 0.025520982, 0.011056487, 0.09479432, -0.117512554, 0.04229702, 0.036032364) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.05418046, 0.17469393, 0.011565229, -0.13769169, 0.014414331, 0.14864779, 0.057055417, -0.30031353, 0.120246306, -0.0054366537, 0.17772159, -0.05580829, 0.018963616, -0.0063377637, 0.049221214, 0.036523055) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.050742593, 0.10772785, 0.060549796, -0.15822785, 0.02916783, -0.042092495, 0.014020564, -0.11006188, 0.0070868745, -0.11593029, 0.06802139, 0.07831628, 0.06399996, 0.0048264815, -0.009292508, -0.103551224) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.006512731, -0.035323747, -0.13796578, -0.02163476, -0.064236216, 0.098594554, -0.0815945, 0.113997295, 0.030383274, -0.07086206, -0.010099978, -0.07885382, 0.032812387, -0.06676014, 0.12388364, 0.02276361) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.010259105, -0.06728323, 0.04149047, -0.034909725, 0.014955953, -0.017496476, 0.12975033, -0.11433472, -0.023374662, 0.018814947, -0.03945723, 0.09011417, -0.10127962, 0.053520672, 0.06339788, -0.08821346) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.034490604, -0.08592626, -0.017572964, 0.031274147, -0.031546578, -0.03407052, 0.02475188, -0.09163524, -0.08514582, -0.15226641, -0.13601367, -0.0028377653, -0.06265119, -0.0464583, 0.039890215, -0.10839764) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(0.015984641, -0.040684097, -0.048208468, 0.0015477275, -0.0059633977, 0.017775137, 0.15742524, -0.031754833, -0.0049295384, 0.0061479476, -0.18259297, -0.10025176, 0.045257777, -0.0014434316, 0.04885071, 0.15015508) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.046460517, 0.043068882, 0.045054093, 0.013955046, -0.02643912, 0.0045010857, 0.047738515, 0.10592973, -0.15079391, -0.010410149, -0.095728725, -0.020180425, 0.04360357, -0.017615482, 0.08112072, -0.0026855685) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.005795852, 0.01907471, 0.051279318, -0.09930653, -0.033596825, -0.06355971, -0.030189376, 0.041561868, -0.014145312, -0.24842227, -0.030857312, 0.16594979, -0.07846819, -0.06015665, 0.026562674, 0.0547817) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.03350617, 0.039106645, 0.08830988, -0.0037522414, 0.015912836, 0.061395198, -0.015271464, -0.010129363, -0.018035024, -0.084739946, 0.10353, 0.04736907, 0.09709259, -0.074155554, -0.04152452, -0.16868268) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.07064044, 0.097939916, 0.12855777, 0.0439167, 0.045879688, -0.038390294, 0.046347182, 0.12151034, -0.09935332, -0.036059514, -0.085764535, -0.24381882, 0.08867297, 0.070544586, -0.08301343, -0.10830596) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(-0.07783152, 0.023744743, -0.08426514, -0.063795, -0.01989762, 0.08851649, -0.068707615, -0.051585317, -0.028470688, -0.17170103, 0.01773259, 0.071877204, -0.026643718, -0.06285906, -0.042698715, 0.08677802) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.0857614, -0.0006550824, 0.02910495, -0.21246761, -0.07237258, -0.02832576, -0.08112254, -0.03742035, -0.16849908, -0.14463174, 0.12396146, 0.26929656, -0.037450824, -0.033768583, 0.019363262, -0.107025646) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.026310513, 0.017839829, -0.085504286, -0.12561972, 0.10286881, -0.07125225, -0.059048012, -0.020323709, -0.14752758, -0.041401487, 0.13259363, -0.15987426, 0.045780674, 0.0005910613, -0.04225513, -0.05354625) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(0.12593487, -0.16345686, -0.054435603, -0.013675059, -0.08175027, 0.035872277, 0.044541687, -0.013734589, -0.07244321, -0.042503268, -0.06451637, 0.112249576, 0.044948213, -0.10950716, 0.0271489, -0.08489257) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.09125924, -0.027624339, 0.45312744, -0.0060238224, -0.04194228, -0.13583626, -0.084564514, -0.032295477, 0.038657393, -0.017130256, -0.0992161, -0.01397506, 0.009838301, -0.13227843, 0.029034238, 0.081426404) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.23138896, -0.15576662, -0.1489242, -0.07425258, 0.08938947, 0.0064302036, -0.06886603, -0.10231456, -0.0780459, -0.013454179, -0.003830311, -0.04116771, -0.07584303, -0.07161291, -0.05265901, 0.06713695) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.13699703, 0.0879359, 0.036424085, -0.14780053, -0.03107792, 0.007178339, 0.04573627, -0.06967439, -0.006942722, -0.025955446, -0.124463476, 0.07444043, -0.02788854, -0.10125745, -0.017385172, -0.05724794) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.07044322, -0.042001348, 0.0014581396, -0.06590976, -0.09167587, 0.042081155, -0.060550217, -0.24139938, 0.07154418, 0.08488996, -0.08223617, 0.031395577, 0.041587185, 0.029740317, -0.049667273, 0.029697489) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.0056358073, 0.0039491835, 0.18076648, 0.031224607, 0.07627618, 0.037655495, -0.12406358, -0.022427263, 0.035241038, 0.036430534, -0.08195273, 0.023283409, -0.02319754, 0.0729022, -0.074347705, 0.10066725) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(0.048884727, 0.026119146, 0.35505974, -0.056831356, 0.06610226, 0.026168963, 0.08859439, -0.17305438, 0.024694262, 0.029860884, 0.03133766, -0.055157285, 0.012950357, 0.014844853, -0.08340626, 0.02199587) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(0.02778354, 0.041584894, -0.11667611, 0.06681191, -0.043748066, 0.07694623, 0.08660364, -0.13821697, 0.062939756, 0.013305564, 0.063139215, -0.1215003, 0.017204082, -0.026662208, -0.060951736, -0.043540075) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.030071147, -0.059526093, -0.10506504, 0.2773404, -0.055779878, -0.014838181, 0.06987174, -0.07557315, -0.0077181663, 0.0072538247, 0.023385204, 0.022719152, -0.009496598, -0.056971878, -0.034776337, -0.038293265) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(-0.031155968, -0.016943721, -0.08239819, -0.0549717, 0.00274148, -0.13906625, -0.03132978, -0.07075669, -0.07038984, 0.012750922, 0.07060429, 0.01733845, -0.07619339, -0.079963185, -0.02175363, -0.06496028) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.025425836, -0.022124495, 0.007158458, 0.001217976, 0.024905121, -0.24160852, -0.02243388, -0.018607637, 0.021341788, -0.020668369, -0.009122475, -0.07200047, -0.07157541, 0.113855794, 0.062393077, 0.23326081) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.023852853, -0.13200527, 0.08323842, 0.010220229, 0.032118686, 0.07507577, 0.09607754, -0.10689959, -0.049993146, -0.14645717, -0.12211937, 0.13578005, -0.10429025, -0.045783084, 0.0795505, 0.06853356) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(0.007479156, 0.1309282, 0.047995068, 0.049660936, 0.006086352, 0.16730678, -0.13319813, 0.035390835, -0.14892192, 0.0905492, 0.25641343, 0.013718618, 0.056348495, 0.021455048, -0.05752022, -0.1756935) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.010921784, -0.08542085, -0.007980609, 0.053927597, -0.06657699, -0.010462975, -0.02873351, 0.10501236, -0.11121293, -0.2622706, 0.09138707, -0.038543288, 0.023267588, -0.06556869, 0.11259117, 0.023230383) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(0.042706285, 0.09893061, 0.036133256, -0.0071409843, -0.0191799, 0.055100214, -0.008109323, 0.090333626, -0.0596578, 0.042258695, -0.0093518505, 0.041049797, -0.018995173, 0.19098689, -0.05664252, -0.32975656) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(0.015577549, 0.04875396, 0.0026381605, 0.06630381, -0.0011482927, -0.079627015, -0.029827833, -0.09024112, -0.08184988, 0.2514084, 0.13034645, 0.014077346, 0.0050434736, 0.0010724547, -0.10509333, 0.03711317) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(-0.11590032, 0.024120253, -0.07089869, -0.024748875, -0.052186165, -0.02575927, 0.04455965, -0.12033272, -0.087819085, 0.04119415, -0.117326714, -0.10475886, -0.11821093, -0.14033663, -0.034128156, 0.19320899) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.019832043, 0.1016876, -0.0986808, -0.072319105, 0.04705192, -0.018404111, 0.012934827, -0.012026547, 0.041148085, -0.18479517, -0.0637207, -0.24290517, -0.08633974, -0.05443155, 0.012410934, -0.020451948) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(0.1570391, -0.02804512, -0.2022808, 0.15134914, -0.06334352, 0.25673828, -0.11532457, -0.0070444397, 0.010697046, -0.06522865, 0.04603086, -0.20159441, -0.053978913, 0.02767094, -0.08525054, -0.09987039) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.039845128, -0.15688312, 0.0012659659, -0.17762418, -0.05236062, 0.071555644, 0.008511281, 0.08732305, -0.020046236, -0.023585295, -0.08951699, -0.3873027, 0.047776062, -0.020395685, 0.0032143441, 0.07065591) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(0.05174699, -0.16144924, 0.07546116, -0.1041507, -0.008119178, -0.04552907, -0.010301143, -0.00053371605, -0.03710154, 0.02666633, -0.037634276, -0.02281001, 0.03002562, -0.018909644, -0.06638723, 0.050033737) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(0.0052562654, 0.11975083, 0.06353933, -0.06782186, -0.03148752, 0.112668656, -0.15249333, -0.026453739, 0.053123884, 0.033976518, -0.030461306, -0.15371186, -0.04482542, -0.10812421, 0.116154104, -0.004454006) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.047487877, 0.08994409, -0.08378867, 0.005575779, -0.022916157, -0.23025134, 0.003621081, 0.09947929, -0.026862739, 0.058303297, -0.049354725, -0.21494308, -0.07298947, -0.08449239, 0.15149896, 0.0972863) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(-0.073171005, 0.0022491408, 0.004480586, -0.1396087, -0.066008225, 0.041926276, 0.077401176, -0.07177158, 0.006422821, 0.08670165, 0.08758592, 0.16492946, 0.07340619, -0.053376727, 0.07582215, -0.083218895) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(-0.041799124, 0.066667125, 0.03190019, -0.029580675, 0.057970554, -0.038371168, 0.043127343, 0.10818981, 0.03851449, 0.044829555, 0.011709395, 0.22661434, 0.1095633, 0.100413494, -0.033492785, -0.04723497) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.03307666, 0.070453234, 0.06317883, -0.23473312, -0.08245466, -0.16504043, -0.18091509, 0.07463026, -0.05866306, -0.07097979, -0.05458624, 0.0780096, -0.016721994, -0.021029124, -0.018965775, -0.032754052) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(-0.024297507, 0.0006460339, 0.02494553, -0.13983472, -0.08233686, 0.056075417, -0.050025593, -0.15296987, -0.09916967, -0.057149086, -0.031006848, 0.02837649, 0.009155175, 0.01278855, -0.09076268, 0.029292503) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(0.19640549, 0.086963825, 0.0681292, -0.1811652, 0.08967127, -0.23284656, 0.09593735, -0.14773206, 0.045919377, -0.04805539, -0.027261682, -0.09064161, 0.031166324, -0.028916132, 0.11069551, 0.018083334) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(0.046282757, 0.07022012, -0.021611804, 0.015486397, 0.0017170198, -0.11547197, 0.13555785, 0.071025856, 0.09175413, -0.03902823, 0.08474814, 0.04640062, 0.049641993, -0.21414725, 0.09995083, 0.14675312) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(0.003570117, 0.29845083, -0.16479817, -0.16584677, 0.07758215, -0.16391514, -0.16437647, 0.08020513, -0.058781482, -0.07833067, 0.0016890962, 0.07912792, -0.0689971, -0.24674723, -0.061103277, 0.21994698) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.12102856, -0.07532253, -0.0023631966, -0.107289374, 0.09514554, -0.0651862, 0.078417495, -0.14983092, -0.0153338, 0.020040894, 0.09313856, -0.11413359, 0.06976474, 0.71448463, -0.21779947, 0.19663434) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.027644534, 0.23597267, 0.057272885, 0.006029669, 0.11920952, 0.10335024, 0.22472882, 0.04750365, -0.04288211, 0.007053268, 0.077791564, -0.040292732, -0.42941442, -0.08644213, 0.9345921, 0.3517853) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.0137436045, 0.14845555, 0.10991932, 0.4175938, 0.040128134, -0.078556135, -0.05144127, 0.104240224, -0.07082723, 0.043770388, -0.00010998591, -0.06608717, 0.17442042, -0.5062115, 0.021388521, -0.08159179) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.008749383, 0.085934, -0.024593689, -0.009342965, -0.092573136, 0.043908626, 0.11518263, -0.18980132, -0.020809593, -0.049848855, -0.13010202, 0.037051145, -0.1669628, 0.097693644, 0.31814525, -0.04882667) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.042194128, -0.011674845, 0.07626045, 0.024274576, -0.08506086, 0.14655381, -0.22198848, 0.062456407, 0.07191522, 0.03335872, -0.11652837, 0.07541473, 0.49359927, -0.45849997, 0.19145717, -0.25934938) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.03475545, -0.028462712, -0.013618619, 0.04708128, 0.08664516, -0.046458505, 0.13232322, -0.22901559, 0.0667344, 0.03085983, -0.020873455, 0.10222632, -0.2611279, -0.21692024, 0.08966302, 0.0037844712) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(-0.07771795, 0.033730872, -0.046177845, 0.20739533, 0.12897904, 0.059704654, 0.096005484, 0.046961337, 0.04043023, -0.08252133, -0.075502284, 0.0092655895, -0.066645816, 0.08655621, 0.097130105, -0.005034047) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.0043796827, -0.041134235, -0.07280609, -0.10867899, -0.07217665, -0.0052616373, 0.13197671, 0.1321504, 0.059979726, 0.09622325, -0.02691405, -0.004788777, -0.03523106, 0.078405574, -0.069668554, 0.090516694) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.0022567979, -0.06482103, -0.024878317, 0.005236776, -0.12749022, -0.043835074, -0.03125229, -0.14521727, -0.04032008, -0.18585172, 0.06659718, -0.024166882, 0.032716513, 0.037917733, -0.08269988, 0.12867971) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(-0.027577017, 0.062398, -0.03161065, -0.1984228, 0.043994464, 0.071540624, -0.0769222, -0.07245015, 0.097281694, 0.036788452, -0.15146855, 0.04700497, 0.02026809, 0.038153145, 0.074723214, -0.1625608) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.008544523, 0.1033058, 0.06448073, 0.07207453, 0.10278613, -0.08839407, 0.019589404, 0.09392849, -0.057403985, -0.014791048, 0.015990091, 0.022426598, -0.016531639, -0.049922276, 0.058254518, 0.07329709) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(-0.015053353, -0.10993852, -0.02372503, 0.008879514, -0.1476332, -0.06305476, -0.013468469, -0.10362475, 0.09241548, -0.0055219256, 0.11470531, -0.089309685, -0.035324298, 0.021731652, 0.08384883, -0.00634845) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.064109124, 0.089048274, 0.015129284, 0.113012135, -0.040176652, 0.058444947, -0.074923314, -0.07029526, -0.021091003, -0.020197496, -0.1631834, 0.036998924, -0.03393292, 0.06178893, -0.036781445, -0.047052033) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.0047763707, 0.023142477, 0.10713467, 0.05227011, 0.017489921, -0.069223866, -0.05283379, 0.11562391, 0.046654064, -0.046573464, -0.17478119, -0.024396924, -0.12748063, 0.04773925, -0.038070694, 0.04308706) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.0207454, 0.0065072104, 0.120736316, -0.12497009, 0.03243522, -0.031404, 0.037922848, -0.041609757, -0.0069228243, 0.014103973, -0.14685644, -0.015528963, 0.014804607, 0.02906411, -0.02806056, -0.044774313) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(0.085983686, -0.026710888, 0.015978444, -0.027722757, -0.10153876, 0.035194993, 0.0051833587, 0.1232624, 0.025893308, -0.0973468, 0.015180037, 0.01581638, 0.09675774, 0.011234542, 0.045843583, -0.09305535) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.06817786, 0.003497266, 0.030175231, 0.02983251, 0.06095087, 0.036047883, 0.06767649, -0.07874793, -0.039684877, -0.084995136, 0.05892904, 0.044998586, -0.007679529, 0.16906635, -0.031347573, 0.064132474) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.04012152, 0.0730568, 0.0095109455, 0.031935446, 0.0652706, 0.030271951, 0.017871648, 0.06921794, -0.024663186, 0.09138562, -0.007347492, -0.018937554, -0.15359351, 0.032435097, 0.06897794, -0.08736604) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.14759475, 0.0062286584, 0.011327622, 0.06866775, 0.10847301, 0.056752063, -0.056113143, 0.0590981, -0.06830198, 0.05297486, 0.03336916, -0.016855862, -0.054833576, -0.03184048, 0.006759047, 0.09345793) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.023615476, 0.016381538, -0.0773503, -0.5177109, -0.057268377, 0.060075745, -0.042404313, -0.05456304, 0.027147042, -0.0050419103, -0.009349153, 0.020928545, 0.072674446, -0.06446604, 0.06668412, 0.10886393) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(0.03857033, -0.10699387, -0.0018258106, 0.17069462, -0.031347156, -0.110483296, 0.03345727, 0.06301936, -0.038085036, -0.067378506, 0.035097476, 0.016893866, -0.06401619, 0.028808264, 0.005645964, 0.016329268) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(0.053584523, 0.12572215, 0.08838021, 0.336898, -0.13841294, 0.01397935, 0.063325845, 0.040917937, 0.07410617, 0.12144694, 0.17548656, -0.01019531, -0.08077669, -0.11017199, -0.102404706, -0.096533306) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.033442985, 0.09870464, 0.1427535, -0.09824837, 0.012289218, 0.03309981, -0.08743496, 0.070933655, -0.06671893, 0.08355648, 0.0463622, -0.12656225, 0.044989333, -0.055795744, -0.04745669, -0.052177347) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.03234606, -0.02594794, -0.07466235, 0.0025612034, 0.06352495, 0.0067928927, -0.13020647, 0.046504013, 0.06025401, 0.04108894, -0.0020044441, -0.031627566, 0.07211742, -0.06771876, -0.033619847, -0.030113189) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0053789704, 0.0025854765, 0.015197983, -0.011652295); + result += mat4(0.05666514, -0.0687492, -0.20598878, -0.08785657, 0.018653763, -0.10966081, 0.0026371218, -0.061146006, 0.00061644556, 0.026699504, 0.14169437, -0.0072716544, 0.036873106, -0.037818324, 0.08342457, 0.027157893) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.06956009, -0.19231883, -0.14141782, 0.055096384, 0.030632079, 0.06572195, 0.15954925, -0.012697241, 0.0003095268, -0.07799744, 0.07448543, 0.030110694, 0.051203646, 0.007050742, -0.04388412, -0.11948482) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.022695528, 0.031703804, 0.012767316, -0.11228437, 0.02793923, 0.010146033, -0.013791832, 0.031158343, -0.02931798, 0.03702564, 0.10596144, -0.058024183, 0.035432126, 0.071007796, -0.051965307, 0.07440998) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(-0.015914058, -0.098694816, -0.08454627, 0.014217437, 0.06657819, -0.0077960095, 0.036915753, -0.046696495, -0.079249896, -0.14123632, -0.018564327, 0.061380323, -0.07054456, -0.16939011, -0.055110887, 0.054265097) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(-0.026921999, 0.023473589, -0.05059933, -0.072471, -0.21903448, 0.1140922, 0.11606049, 0.016368339, -0.07729925, -0.04143266, 0.067296274, 0.051659137, -0.2019198, -0.14190796, -0.0044181384, 0.041265965) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.009694087, -0.07087399, 0.015845967, 0.06585512, -0.24124053, -0.0655696, -0.07027005, 0.122316465, -0.064407386, 0.08761634, 0.053304445, 0.034286425, 0.009045888, -0.099226855, 0.0051248055, 0.031103073) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.095543936, 0.08424394, -0.022815775, -0.07014027, 0.052844353, 0.05348323, 0.026352283, -0.005606848, -0.002883026, 0.039527986, -0.09411716, -0.1342347, -0.098524116, 0.03447414, 0.06730448, -0.010394821) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.026385324, -0.08824026, -0.11585972, 0.1030116, 0.04219515, 0.0318411, -0.026093587, 0.027016265, 0.08567896, -0.0143344505, 0.055180106, 0.008065516, 0.034066617, 0.04156471, 0.06309237, -0.020552596) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(-0.00096979213, -0.12608443, -0.033576388, 0.012878639, -0.09766652, -0.03690318, 0.03403222, 0.13202143, 0.12101274, 0.027858492, -0.012407527, 0.049603727, -0.10900754, 0.0022585979, -0.056014832, -0.05491789) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(0.011571224, 0.10039139, -0.0014391219, -0.020644149, 0.08792045, 0.0624742, -0.21022794, -0.050530553, 0.05408142, 0.13484432, -0.035968672, -0.27709222, 0.15014364, 0.038168304, -0.0066760574, 0.10458473) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(0.05167086, -0.12039959, -0.01986911, -0.074747734, -0.044697285, 0.04921119, 0.1378892, 0.03481171, 0.028050862, -0.061392564, -0.19878274, -0.036646966, -0.080988966, -0.08365945, -0.029412778, -0.13012893) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.036751747, -0.12197377, -0.009800108, 0.022284098, 0.03371776, 0.0839102, 0.019083815, 0.057321984, 0.00938777, 0.02370644, 0.0064145187, -0.093253545, -0.06927927, -0.033613797, -0.031398904, 0.04975483) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.07102962, 0.0136048915, 0.05139143, 0.011585698, 0.017591143, 0.15940964, -0.20790483, 0.004592042, -0.10924146, 0.0036954589, -0.03261804, 0.07504535, 0.03150984, 0.02770599, -0.054189883, -0.021886973) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.017331854, -0.08597708, 0.06806796, -0.0077305324, 0.05669231, -0.056901522, 0.080572926, 0.14957619, 0.03349567, 0.3439177, 0.05930278, 0.13584878, 0.06892927, 0.055669587, 0.006997141, -0.011672978) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.028430147, -0.0019392807, 0.039368816, 0.0011118908, -0.07042851, -0.0005342881, -0.04321876, -0.18646954, 0.06697478, 0.010731473, -0.07831406, -0.06941017, -0.08234334, -0.017092653, 0.033339232, -0.03498768) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.08338941, 0.016742336, -0.00095426396, 0.026095787, 0.052147616, -0.05183135, -0.08809574, -0.017223313, -0.024711594, -0.06462015, 0.2737911, -0.34832507, -0.08410303, -0.018319262, -0.008743848, -0.0062105493) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(-0.07855083, -0.017816482, -0.030418888, 0.05447271, -0.021245, -0.020841155, 0.013671578, 0.03882945, 0.1742647, 0.01775674, 0.1562898, -0.062315434, 0.010131578, -0.06636407, 0.10727656, -0.019702993) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.017121596, 0.09368523, 0.03144715, -0.012291371, -0.020281412, -0.12299579, 0.02910841, 0.007218249, 0.080847934, -0.08406859, 0.07259622, -0.013574704, 0.07549602, 0.07723734, -0.07970015, -0.02615056) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(0.0790598, 0.0070430296, -0.092757374, -0.082541466, 0.047627795, 0.021244135, -0.13364942, -0.0810232, 0.054291513, 0.13363357, -0.20676257, -0.062141486, 0.030947106, -0.09416954, -0.1027634, -0.032044455) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.018030254, 0.0098400805, 0.13232952, -0.033046655, 0.07596969, 0.13749397, 0.1859569, -0.14020164, -0.06990134, -0.0019651868, -0.057608586, 0.042596128, 0.013491154, 0.056449253, 0.11832558, -0.016455222) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.115637764, 0.0868485, -0.051552907, -0.10830525, 0.05680974, 0.017426718, -0.017443301, 0.14847037, 0.009757844, -0.065559335, 0.050576314, -0.023079261, -0.052207172, -0.0015279793, -0.01021434, 0.0567085) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.19769597, 0.008447673, 0.05445979, 0.08525326, 0.052396342, 0.06385715, -0.15212223, -0.0008696227, 0.018443141, -0.059416693, -0.031270802, -0.0066024265, 0.07033135, 0.04949086, -0.11986256, 0.048120964) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.08346605, -0.06636133, 0.054285944, 0.12908636, -0.08527135, -0.122714736, -0.044791445, 0.08082007, 0.054965813, 0.035973955, 0.13196996, 0.093821354, -0.040817473, 0.17990302, 0.08994842, -0.025919829) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.13936931, 0.15964657, 0.0021002723, -0.07155503, -0.029519333, -0.008643308, 0.019718772, 0.060484882, 0.028331464, 0.00967312, -0.008407306, -0.11079924, 0.057593424, 0.15932065, 0.051221114, -0.0016470518) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.10734961, 0.06235397, -0.009057098, -0.026301542, 0.013540632, -0.05162323, 0.0370406, 0.026798243, 0.043326765, -0.10875731, 0.011128338, -0.01863063, 0.10689365, -0.005097236, -0.058399286, -0.073798954) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.029223802, 0.0012966333, 0.10094817, -0.17609578, -0.10913601, -0.10453748, 0.011173238, -0.14054483, -0.112140834, 0.06626987, 0.09080102, -0.08762913, 0.13030668, 0.054614175, 0.05091183, 0.099065416) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.05469908, 0.035654828, 0.10501923, -0.0042429804, 0.044244573, -0.03625996, 0.044347595, 0.033446666, 0.03411213, -0.05345478, 0.14238544, 0.08360376, -0.02604568, -0.1375197, 0.035960864, -0.0064564426) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(-0.0499932, -0.06142242, 0.100184634, 0.075236306, 0.036325846, 0.016511641, -0.012447042, 0.05944831, -0.07555385, 0.056282684, -0.24895836, 0.014458436, -0.019543694, -0.18169408, -0.20884325, -0.11685414) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.119416036, -0.008168222, -0.025852013, -0.11279435, -0.029294118, 0.06619017, -0.112610884, -0.10391663, -0.051209502, -0.094587654, -0.058253013, -0.14903109, -0.055112056, -0.041897323, -0.015950289, -0.044616196) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(0.0680232, 0.07212786, -0.075774565, 0.12888348, -0.07565356, 0.0019361761, 0.023712091, 0.14158373, 0.090737484, -0.051129308, 0.05690291, 0.0037955295, 0.026192429, -0.08388514, 0.062261645, 0.064529076) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.101079434, 0.011922752, -0.058729544, 0.08692563, 0.024849348, 3.467293e-05, -0.093050905, -0.02413552, 0.017605588, 0.09245521, -0.11766639, 0.00047133458, 0.052890748, 0.014028446, -0.115995176, -0.08884552) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.017140824, 0.012285072, -0.029690033, -0.15068929, 0.054078132, 0.025342502, 0.033844642, 0.11498677, -0.03540204, 0.12705295, 0.039011642, -0.03131211, 0.16139264, -0.00338103, -0.09842188, -0.051374804) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.060567785, 0.014906641, 0.009815348, 6.619824e-05, 0.04369735, 0.030770164, -0.023521341, 0.018942414, 0.19000447, 0.041663565, 0.10003292, 0.05336761, 0.024944112, 0.08883642, 0.006914667, -0.020451684) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.00907664, 0.026173059, -0.005008095, 0.09504228, -0.047254335, -0.000649588, 0.048251353, -0.14182955, -0.3485766, -0.021746434, 0.04815546, -0.14104033, 0.10107957, -0.08167642, -0.024006402, -0.08239549) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.067871146, 0.018201813, -0.097101584, -0.104746565, -0.010194239, -0.08051833, -0.007596521, -0.09627473, -0.040196355, 0.021017613, -0.024181781, 0.0033035597, 0.07156622, 0.041812293, -0.07725421, 0.01648094) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.007247082, 0.07118014, 0.013164776, -0.0026585266, 0.029301973, -0.074743226, 0.08969769, 0.0076641636, -0.048669834, -0.062386185, 0.14539757, -0.077229924, 0.1568452, -0.028835239, -0.12936483, 0.010520348) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.09140188, 0.16926093, 0.06886596, 0.078117505, -0.101858296, -0.0052931174, -0.14932333, -0.089288495, 0.036855947, 0.020352522, -0.12879966, -0.057451647, 0.0583163, 0.07000335, -0.051591545, 0.000107920656) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.0016148832, -0.076266445, 0.084311694, 0.13753302, -0.06577036, 0.006041888, -0.0141350925, -0.05092375, -0.013288516, 0.06724341, -0.09086112, -0.24800844, 0.012090776, -0.09634044, -0.15034819, 0.111872695) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.04533377, 0.029518532, 0.036748208, -0.030043608, -0.0015710319, 0.046938032, -0.12150115, -0.23176794, 0.010277305, -0.028474892, 0.017144188, 0.004385751, 0.05635276, 0.022111354, 0.12564327, -0.11502858) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.04469734, 0.0113415, -0.028640777, 0.02836782, -0.12246081, 0.028170826, -0.09266717, 0.116464384, 0.13647519, 0.10977953, -0.18012261, 0.038502276, 0.07918458, 0.10636838, 0.05412915, -0.08286509) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.08048876, -0.022884697, 0.007001685, -0.0944541, -0.17289579, 0.081044406, 0.07140763, -0.07240395, -0.18377699, 0.16049394, -0.022612097, 0.022131315, -0.13993753, -0.06406611, -0.075289205, -0.1052884) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.056851868, -0.010847677, 0.05635118, -0.014116288, 0.053181335, 0.035709463, -0.008538211, 0.23569828, 0.22660647, -0.042526037, -0.22268362, -0.032510936, -0.06532491, -0.0791376, 0.025359834, -0.037947442) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.0053019673, 0.02478364, -0.029590646, -0.061128553, -0.09762802, 0.22151712, -0.19141476, -0.2846354, 0.070802085, 0.0020157513, 0.007862835, -0.020805826, 0.07594529, -0.026372926, 0.0012691952, 0.06980455) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(0.09351495, -0.007966582, 0.12022749, -0.15391615, -0.1896228, 0.13500099, 0.08563764, 0.078252435, 0.20570906, -0.07511488, 0.031098815, -0.09944285, 0.031679932, 0.03593208, -0.11530465, 0.06200585) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.061249282, -0.1575541, 0.041680746, -0.042291097, -0.044488933, -0.07686675, 0.14201736, 0.21293552, 0.24996586, -0.14468548, 0.036632843, 0.00038907008, -0.11500689, -0.051599603, 0.09331435, 0.09749423) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.124378406, -0.4048025, 0.17961971, 0.26844308, 0.07949525, 0.1347329, 0.07709348, -0.097555734, -0.06629847, -0.090735376, -0.09644388, 0.06310977, -0.27906576, -0.43457314, -0.1366527, -0.15464012) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(0.052193165, 0.015854765, -0.01224421, 0.07321183, -0.042924818, 0.047326166, -0.086192526, -0.07872293, -0.011293528, 0.04775049, -0.10551445, 0.047768187, -0.04716993, 0.03131848, 0.37574837, 0.15519753) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.052107293, -0.033524152, -0.18055573, 0.080779105, 0.06821293, 0.19942957, 0.0014988541, 0.052248172, 0.0466914, -0.034186024, -0.010236326, -0.047998883, -0.041536625, 0.2490287, -0.371111, -0.2193193) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(0.22888456, -0.03543311, -0.16168748, -0.07889605, -0.01669852, 0.07677655, 0.08500835, -0.086704925, -0.01576141, 0.003543525, -0.0107001765, -0.05774835, -0.12800154, 0.28807333, -0.15624149, 0.35628632) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.21485566, 0.23107779, -0.12810478, -0.14246476, -0.053422194, 0.12332042, 0.038226463, 0.055101406, -0.0960511, -0.044886257, -0.092476755, -0.08146779, -0.16568983, 0.59729934, 0.37994778, -0.4317865) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.077629216, 0.04490685, -0.0014667452, -0.013239536, 0.022386512, 0.075461105, -0.029538881, -0.18596256, -0.03985326, 0.046895646, -0.06676009, 0.023410453, 0.30913633, -0.20051044, -0.13216172, 0.3900065) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.0068070083, -0.0069136056, -0.14759555, 0.03651449, -0.018215606, -0.00083672896, 0.03328746, 0.14425918, 0.03445058, 0.03131223, -0.16414946, -0.058880024, -0.4315149, 0.04385308, 0.032215543, -0.09452023) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.0029658887, 0.054051768, -0.044476446, -0.12003007, 0.0021438722, 0.039113697, -0.109358735, 0.28525048, 0.09043809, -0.035674576, -0.05397791, 0.07343925, -0.039687783, -0.025696091, -0.14772332, 0.34789202) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.11246529, 0.033228833, 0.07324775, -0.030482141, 0.050453078, 0.08626062, -0.08022131, 0.2620251, 0.06485852, 0.053682942, -0.07258124, 0.046973646, -0.05858527, 0.22647582, 0.06114931, 0.24786088) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.056778446, 0.016456615, 0.041475434, -0.0344607, 0.013947115, -0.10177933, 0.08294105, 0.008011066, 0.019947631, 0.057009883, 0.004877294, -0.085832454, -0.049219225, 0.02447436, 0.059908643, 0.03551456) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(0.042105965, -0.0884481, -0.016966134, -0.0117598465, -0.13590808, -0.07694648, -0.009869471, 0.0072160605, 0.0482305, -0.009109982, -0.0052547525, 0.124012925, -0.0119091645, -0.057929713, -0.024751287, -0.05337793) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(0.004894345, -0.14617302, -0.001989701, -0.030300831, -0.04007291, 0.037290458, -0.106011085, 0.042428236, -0.0016004231, -0.0004504842, -0.03793217, -0.08372132, 0.037499513, -0.09089602, 0.008211781, 0.016897323) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(-0.27796113, -0.07810831, 0.062244676, 0.013541458, -0.01436712, 0.010686106, -0.09237694, 0.1376333, 0.01749583, -0.0019605109, -0.05104232, 0.19070308, -0.17772831, 0.011466239, -0.19379972, -0.033944525) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(-0.0655731, 0.0019040171, -0.12391805, 0.1217065, -0.017015886, 0.023397053, 0.035671487, -0.039599694, 0.014829829, -0.018512562, 0.07511455, -0.05615126, -0.12937154, 0.057979073, 0.055963453, 0.12754911) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(-0.050232027, -0.028957525, -0.15878057, -0.042808246, -0.07007482, -0.009819291, -0.014887981, 0.13020256, -0.06350212, -0.03718679, 0.0540824, -0.00460389, 0.046179693, -0.049890947, -0.02975092, 0.017548801) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.46527207, -0.06798271, 0.16449538, -0.053844187, 0.12740596, 0.11932178, -0.10305892, -0.117529355, 0.0811836, 0.1431828, -0.033068728, 0.053193957, 0.09336577, 0.0023919397, -0.15100269, -0.13261929) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(-0.30288944, -0.021273544, -0.04617583, 0.1303943, 0.096688755, -0.06859098, -0.067672186, -0.0554803, 0.0657815, -0.028244924, 0.06733386, -0.10710465, 0.0067219357, 0.003860032, -0.011553924, 0.08953613) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.085617416, -0.010688524, 0.13662979, -0.03836585, 0.05179767, 0.069494516, -0.040404085, -0.08666117, 0.0021569484, 0.10934313, -0.025590356, 0.007480811, -0.053807955, 0.022814091, 0.112554744, 0.10559354) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.012023872, 0.07079116, 0.053840525, 0.11851069, 0.018109271, -0.056847878, 0.032157272, -0.01902578, -0.028272795, 0.03748648, 0.03727818, -0.00048632055, 0.006171326, -0.093427196, -0.1170217, -0.021707464) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(-0.056917716, 0.14060374, -0.16010235, 0.066473715, -0.055243585, -0.03828031, -0.07051191, 0.03115574, 0.070036195, -0.07905837, -0.12327318, 0.0304603, -0.029671662, 0.03397466, 0.038026333, 0.036792763) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.066246256, -0.061950386, 0.08933538, 0.031459566, -0.031286642, 9.614108e-05, -0.029668983, 0.038759045, 0.024603458, 0.07435891, 0.06422563, 0.030144641, 0.09051597, -0.030882716, -0.067613274, 0.1261506) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.19958952, 0.19628568, 0.04254856, -0.102305725, 0.02405828, -0.05493232, -0.008526281, -0.013256018, -0.07802039, 0.019447172, 0.04605606, -0.046304177, -0.09106759, 0.12520824, -0.12901597, -0.029309845) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.0835762, 0.06394317, 0.046013217, 0.02414982, 0.050658476, -0.03236606, -0.07829686, 0.1161885, -0.030762492, 0.110627405, 0.02351719, 0.06414008, -0.0014508388, -0.0032928966, 0.03290606, -0.1314493) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(0.07293574, 0.062243484, -0.011109678, -0.047835413, 0.061750825, -0.03635749, 0.08776314, -0.0120963715, 0.02658541, 0.10977554, -0.0228995, -0.052181434, 0.012684233, 0.008198349, 0.07738348, 0.07691579) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.13568059, -0.030253146, -0.13753651, 0.106419034, -0.1557093, 0.07538132, 0.036382604, -0.1520924, -0.08000182, 0.03251509, 0.074987926, -0.05645376, 0.051527865, -0.053209826, -0.077316046, -0.0021309035) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.49364266, 0.078044444, -0.13522051, 0.070170246, 0.05484597, 0.057964224, 0.04982187, -0.13059925, -0.024406066, 0.011622169, -0.0415241, 0.01034871, 0.010487049, 0.059847392, 0.0034699654, -0.038274396) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.07862424, -0.010938437, -0.05813607, 0.041292384, 0.045454565, 0.14464068, -0.018179748, 0.040905673, 0.1500685, -0.058837574, -0.024157893, 0.074536055, -0.009033567, -0.020644836, -0.08995514, -0.009798473) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.004638044, 0.0013329395, -0.00088052906, -0.0008565964); + result += mat4(0.07550451, -0.062335107, -0.030128578, -0.01702887, -0.0067610205, -0.09363684, 0.0990458, -0.0072268276, 0.043910407, -0.014495193, 0.0010299616, 0.06571345, 0.051192664, -0.042668786, 0.11707809, 0.038482215) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.028938133, -0.07763962, -0.039839357, 0.005674207, 0.029407276, -0.09656223, -0.0055031516, 0.082172535, -0.010112508, -0.062146503, 0.035055943, 0.037777815, 0.003791935, 0.04126734, -0.025585257, 0.01193133) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(0.030179523, -0.0009621381, -0.026895603, -0.026422866, -0.009596113, -0.090893455, 0.21804497, 0.11891871, 0.007617312, 0.02739259, -0.036617145, 0.017682299, -0.093786575, -0.002729282, -0.0443831, 0.05467525) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(-0.08374694, 0.04840475, -0.026630968, 0.03070717, 0.15004708, -0.005388031, 0.16621166, 0.038215104, 0.037021782, -0.059139475, 0.033812936, 0.104307264, -0.02521773, -0.05312636, -0.022046043, 0.051154003) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(-0.039371412, -0.05422514, 0.045989472, -0.072994255, -0.026025929, 0.07628557, -0.2575606, -0.025011815, 0.036368866, -0.051147897, 0.03937521, 0.13125563, 0.09123269, 0.09021674, 0.07406457, 0.014771902) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(0.077451915, 0.036679897, -0.056028325, 0.014218875, 0.03210626, 0.017991815, 0.10675305, 0.055960767, -0.060156737, -0.08060133, 0.004610833, -0.005791917, -0.030218259, -0.05701287, 0.030644499, -0.036675338) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.0573847, 0.06121734, -0.022958796, 0.009732074, 0.15481265, 0.0048336796, -0.021265794, -0.0014876906, 0.0056713065, -0.018603824, 0.053220365, 0.025527135, -0.058431905, -0.0014262631, -0.064513154, -0.015684986) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.11597489, 0.032360062, 0.044680815, 0.043940496, 0.03594062, 0.014350057, 0.15514506, -0.054004006, -0.009222455, 0.049240157, -0.032198053, 0.101598024, -0.07465124, -0.014790325, 0.057053253, 0.016285447) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(0.034978684, -0.09362837, 0.05964478, 0.0033915446, 0.0844611, -0.008974734, 0.090058774, -0.054855116, 0.083573624, -0.03900838, 0.019984512, 0.0442797, 0.07372096, 0.07309687, -0.006958133, -0.10594898) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(0.054712515, 0.07088088, 0.0073476234, -0.06699575, -0.08808331, -0.03199675, -0.04514842, 0.032373276, -0.038173363, -0.024278319, -0.027418261, 0.064418174, -0.10447958, 0.0032106645, -0.04277769, -0.11309977) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.05384842, 0.0740386, -0.054084986, 0.0024278406, 0.056520715, 0.029342713, 0.021787433, 0.0038633363, 0.015939254, 0.0682706, 0.0054887994, -0.04119087, -0.07394435, -0.00663839, 0.027829101, -0.017376835) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.078896746, 0.046693444, 0.08750508, 0.08403734, 0.02203688, -0.010983498, -0.072839454, 0.031068912, 0.04118232, 0.03291075, -0.03185903, 0.076725654, 0.020303203, 0.080684036, 0.051007036, 0.0024716079) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.013261571, 0.043484103, -0.034937546, -0.07128885, 0.001998469, 0.009554853, 0.05851828, 0.052759014, -0.025819391, -0.015543633, 0.02712523, -0.06484681, -0.012022489, -0.016641388, -0.0048575513, 0.012229059) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.05502941, 0.07690699, -0.032896075, 0.012344708, 0.009396056, -0.026499858, -0.011459326, 0.06036896, 0.078324586, -0.09677589, 0.12032886, -0.05718042, -0.103318155, -0.03446979, -0.1430661, 0.13276161) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(0.022034168, 0.021548055, -0.072068125, 0.045090538, -0.1366563, 0.09238439, -0.014003816, -0.019418236, -0.0141091915, 0.026721846, -0.018281663, 0.10515927, 0.033571433, 0.11032933, 0.11833405, 0.00043340217) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.06571235, 0.04375221, -0.03530189, -0.028916305, 0.14437988, -0.05696346, 0.08870323, 0.13027044, 0.12405446, 0.06079818, 0.011711471, -0.04522661, 0.0026470372, 0.035102524, 0.052623324, 0.011086813) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.015897902, 0.054018516, 0.027189003, -0.0784164, -0.0619845, -0.085624985, -0.15043996, -0.008923019, -0.022991644, -0.038600445, -0.0016093372, -0.04856352, -0.03957691, -0.0036588367, 0.08671981, 0.055210836) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.021715198, 0.045859955, -0.026510036, 0.090152085, -0.1554341, 0.18493308, -0.08130215, -0.12307236, -0.18049568, 0.037198436, -0.04618665, 0.04035744, -0.014461031, 0.009296255, 0.071711965, -0.018782066) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.1423923, -0.040828574, 0.06017673, -0.012305377, -0.01756701, 0.0132827135, -0.058057845, -0.1505554, 0.14422798, -0.0973062, -0.05318921, -0.027779114, 0.08943591, 0.035738494, -0.04599758, 0.1138796) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.08693265, -0.0630501, 0.04077083, 0.0026657602, 0.006951623, 0.07434736, 0.10658128, -0.002723772, -0.20628722, -0.1874146, -0.0982181, -0.06054813, 0.123957746, 0.0029406028, -0.085461855, 0.019555211) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.019727336, 0.034046743, 0.078694925, 0.03092844, 0.045617487, 0.016383491, -0.028096786, -0.07075771, -0.07275973, -0.011496064, 0.08588529, -0.41148093, -0.013605152, 0.008960944, 0.0054122023, 0.011849688) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.053449254, -0.01759084, -0.05983056, 0.07469939, 0.09675158, 0.15918379, -0.03123546, -0.0478807, 0.023928693, 0.027205884, 0.035120673, 0.11770268, 0.054755293, 0.0037571308, -0.017051104, -0.07279476) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.048907664, 0.0711624, 0.03633436, -0.00265645, -0.028118687, 0.014030224, -0.070787236, -0.09514738, 0.086933315, 0.14440535, -0.09338331, 0.1871065, -0.11713414, 0.02804693, -0.06628909, -0.013888061) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(-0.081196286, -0.065492086, -0.00017666405, 0.09595935, 0.01980225, 0.05067121, -0.081625275, -0.06238897, 0.09958395, 0.15478204, -0.028720425, 0.15622725, -0.035913825, 0.032719728, -0.009650126, -0.1581231) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(-0.025216818, -0.0022359875, -0.12852153, -0.003495527, 0.058687817, 0.005596214, -0.029446207, -0.033708625, -0.095558025, -0.018134689, -0.0072379378, -0.061378617, 0.065822594, 0.04122825, 0.0903899, -0.024085391) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.12524936, -0.043412864, -0.061029445, 0.07299882, 0.069372505, 0.08731561, -0.0033887848, -0.041316967, -0.055528387, 0.035052698, 0.091037504, -0.026066255, -0.102841415, 0.034771822, 0.009706607, -0.10095511) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.11310718, -0.098786786, -0.029074667, -0.05250082, -0.10541161, 0.09621685, -0.14312825, -0.09211866, 0.0072362097, -0.010769236, 0.04380973, 0.07227443, -0.024610572, -0.06353912, -0.056663837, -0.00031348024) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.09799025, -0.05561765, -0.10684524, -0.09130704, -0.02029044, -0.08786181, 0.05247843, -0.11993557, 0.14233977, -0.020953557, 0.00042240537, 0.17486909, -0.16096553, 0.07802784, -0.013483595, -0.011192127) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.018832644, -0.022803077, 0.029230187, 0.0117769465, 0.013131861, -0.024574993, 0.0014103446, 0.019665701, 0.11111023, 0.07740727, 0.049223423, 0.042547356, -0.06180384, 0.071026035, 0.01826411, -0.12811337) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.03519996, -0.0016774106, -0.050582953, 0.02969125, 0.05295512, 0.07545041, 0.067757614, 0.058877304, 0.049738064, 0.019004583, -0.01497017, 0.1209859, -0.2608165, 0.088678956, -0.13987042, -0.26864347) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.18752822, 0.11003352, 0.12516375, 0.038616635, -0.015304432, -0.004085559, 0.043638982, -0.072326325, 0.05825277, 0.032821376, 0.034980297, 0.13589483, -0.14525366, 0.086786486, -0.0061633536, -0.13445525) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.091591895, -0.015429195, 0.008949045, 0.043816864, -0.013914944, 0.027358234, 0.13735779, -0.061025914, -0.025603358, 0.025186263, -0.054422177, 0.14329095, -0.045384888, 0.030472955, -0.060815126, -0.0016653932) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(-0.05414674, 0.004098243, -0.0066918703, 0.07354258, -0.043389253, 0.009581423, 0.02754253, 0.06773356, 0.04515303, -0.040643677, -0.042861022, 0.06493858, -0.19283381, 0.12989104, -0.08427725, -0.17517987) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(0.107989915, 0.6592918, 0.81305116, -0.16442487, 0.0012615005, -0.028390218, -0.2076805, -0.10502958, 0.09900609, -0.006584518, -0.052727483, 0.08136194, -0.10383863, 0.04554994, 0.034533855, -0.13303411) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(0.30287343, -0.29062536, 0.07027857, 0.6074594, -0.06719367, 0.04593709, -0.082563914, -0.040913377, -0.056906268, 0.015311079, -0.031499416, 0.051717397, -0.09323974, 0.07442548, -0.013729593, -0.13460834) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(0.16709657, 0.3004767, -0.013979588, -0.057253104, 0.09093283, 0.027809702, -0.093225345, -0.0074986434, -0.09183636, 0.06686104, -0.0025844949, 0.008254446, -0.12355159, 0.026022097, -0.014114874, -0.12702648) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(-0.007892159, -0.030996205, 0.060949434, -0.1052953, 0.054757163, 0.0049502593, 0.049148757, 0.024501031, -0.0044443845, -0.06428674, 0.02081297, -0.010449093, 0.0006796615, -0.116483375, 0.07895969, -0.09875419) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.036055494, 0.0040580053, -0.060177404, 0.01923804, 0.0746371, -0.027677456, 0.018235246, 0.11637139, 0.016069638, 0.012379733, 0.08045141, -0.01632434, 0.04212761, -0.03840027, 0.026693087, 0.010439889) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(-0.02060023, 0.014448262, -0.0688781, 0.005006292, -0.045237195, -0.03089264, -0.10705499, -0.062051166, -0.010832554, -0.025314834, 0.09144002, -0.038024154, -0.06706859, -0.055244148, 0.037440185, -0.076413795) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.040396523, 0.0043113614, 0.043053027, 0.014303586, -0.015000269, 0.00072920515, 0.12018328, 0.07367008, 0.03514693, 0.08594737, -0.040571876, 0.047524042, 0.06355542, -0.011198771, 0.020886287, -0.0136213675) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(-0.0059468625, 0.091515474, -0.03255579, -0.08121742, 0.092769906, 0.0031186666, -0.009267876, 0.009321596, 0.086935714, 0.100779824, 0.026747864, 0.085568935, -0.032602098, -0.004454295, -0.011054594, 0.08759095) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.024563242, -0.093507014, -0.025027728, 0.05411134, -0.11971296, 0.03569462, -0.10608399, -0.014252344, -0.0030740744, -0.060720615, -0.040373884, -0.05067482, -0.020264626, 0.022318961, -0.06568771, 0.10153597) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.05366157, 0.05012672, 0.010328434, -0.03369169, 0.11503748, 0.059484664, -0.0016224221, -0.05684909, 0.044594545, 0.06982947, 0.048649967, -0.0009415055, -0.029072171, -0.1392011, -0.058411654, -0.14244273) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(0.018280528, -0.021797685, 0.045640808, -0.005444198, -0.076482624, -0.07411756, 0.03619293, 0.0696966, 0.14507923, 0.0238164, 0.034416225, 0.115115575, -0.019453438, -0.11304696, 0.017618693, 0.031941455) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.0037019202, 0.009083433, -0.014298384, 0.07596038, -0.008830719, 0.03493475, 0.029754981, -0.041310363, 0.017609261, 0.068001464, 0.040328622, 0.08654431, -0.0115386695, -0.09800658, 0.060005356, 0.038184598) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.07291011, -0.028364709, -0.017231965, -0.119886935, -0.0070341835, 0.04227094, 0.011697326, 0.014779357, 0.047855932, -0.06823143, 0.053692754, -0.09584762, -0.0010860756, 0.01818491, 0.017221306, -2.6360969e-05) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.00700668, -0.06970981, -0.069699794, 0.025218759, -0.05516095, 0.041521274, -0.073224254, 0.03281639, -0.035012044, 0.0011292085, 0.013880517, 0.03215441, -0.039938074, -0.05514986, 0.037627354, -0.089501984) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(0.06485068, 0.073909126, -0.20852885, -0.074550554, 0.030342076, 0.0060152677, 0.057080176, -0.061303694, -0.026844798, 0.0312766, -0.09419688, 0.05710712, 0.085175194, -0.054999884, 0.09518784, 0.05660951) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(-0.00633142, 0.021536225, -0.098287195, 0.040192537, 0.043196965, -0.013291022, -0.011696372, 0.09544832, -0.037339088, -0.01466889, -0.012527002, -0.026837317, -0.05629395, -0.026563983, -0.03519713, 0.057014566) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.06742553, 0.16203931, 0.035801552, 0.04725366, -0.006839323, 0.012659727, 0.07697063, -0.07247078, 0.022152634, -0.008589092, -0.0399024, -0.047231335, -0.039026804, -0.104366235, -0.12933916, -0.1055458) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.07643264, -0.024429707, -0.055225924, -0.15168265, -0.092801124, 0.050427075, 0.009033653, 0.015783686, 0.059598852, 0.018057335, 0.0041746157, -0.09822667, -0.064765744, -0.08420155, -0.10469114, 0.0027721566) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.004969701, -0.019684803, -0.0023362797, -0.07781452, 0.009495337, 0.030909099, -0.0020470577, -0.06995148, -0.056489125, 0.067498975, -0.033915773, -0.05419307, -0.043032195, 0.024316503, 0.072555274, 0.08646344) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.049429715, 0.024585338, -0.04228766, 0.058864743, -0.056415882, -0.09031061, 0.098517254, -0.020772228, 0.11875924, -0.042835537, -0.04006169, 0.014155194, -0.14321163, 0.035287462, 0.038775966, -0.026632061) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.080034316, 0.0075196186, 0.02557883, -0.09059167, 0.014115703, -0.07790354, 0.026459787, -0.13106064, 0.0686173, 0.035748597, -0.07041808, -0.010261114, -0.117917664, -0.00060949405, -0.096128836, 0.08858381) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.025792174, -0.043125387, -0.02438486, -0.06168551, -0.09020301, -0.098141, 0.050459802, -0.10763907, 0.07656642, -0.055485874, 0.0106896255, 0.045363974, -0.055227973, 0.041982487, 0.01939652, 0.01933086) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.009202173, -0.09083309, 0.061039034, 0.014430451, -0.121787645, 0.02170057, 0.033894107, -0.055819105, -0.06420505, -0.06792123, 0.07905533, 0.12970804, 0.008477709, -0.00758126, -0.018335834, -0.0069725495) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.098140866, -0.0077063874, 0.094662495, 0.02921294, -0.14219654, 0.08993935, -0.12432894, -0.049365994, -0.10765265, 0.0030529539, 0.028907653, -0.14933185, 0.15688027, -0.09607701, -0.038473636, 0.066820934) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.109544456, -0.022704171, 0.025218716, -0.051683217, -0.05289845, -0.012563853, -0.11210084, -0.06563382, 0.01357761, -0.109513275, 0.1082599, 0.081950404, -0.07320254, 0.040982097, -0.029645588, -0.059207924) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(-0.06890508, 0.027215194, 0.022536399, -0.031923305, -0.08707902, 0.06516953, 0.058389448, -0.084786564, 0.10831499, -0.023406982, 0.035605416, 0.10951021, 0.033340465, -0.00094364764, -0.27169314, 0.08120589) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.05146102, 0.09468764, 0.060545336, 0.07217722, 0.0038827718, 0.035922326, 0.09512193, -0.024249235, -0.10889323, -0.13436069, 0.047264673, -0.007881797, 0.045006167, 0.05478931, 0.010914823, 0.06335571) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.107982196, 0.040635265, 0.009674093, -0.100797616, -0.01037918, 0.021897992, -0.055415664, -0.036284357, -0.046191048, 0.016217427, 0.043449745, -0.027171357, 5.0366543e-05, -0.116625465, 0.08526652, -0.047906976) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.039177623, 0.06776419, -0.06735239, -0.060768597, -0.05232136, 0.028872924, -0.055196103, 0.005945679, 0.09334819, 0.061021294, 0.10189038, -0.015966283, -0.012409853, 0.032773286, -0.020590406, 0.09946743) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.023877263, -0.0026558377, -0.043284733, 0.027011143, 0.0027714875, -0.042179793, -0.013992048, 0.047184926, 0.028351655, 0.0020465835, -0.0042692395, 0.030745761, 0.20748039, -0.03634542, 0.08284478, 0.07486638) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.064863555, -0.061631463, -0.06939373, -0.058285333, 0.0476506, 0.04547357, -0.026650984, 0.0038155748, 0.027852671, -0.13588051, -0.024810072, -0.0040653087, 0.026684485, 0.07416254, 0.018078407, 0.055533618) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.0649953, 0.09668107, -0.06574944, -0.004875135, 0.025712471, -0.0387325, 0.105153784, -0.007855383, 0.08342693, -0.1808626, -0.04671476, 0.08321175, 0.02682099, 0.033327505, -0.0004884546, -0.018751396) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.045200143, 0.009577292, 0.016348368, 0.014176594, -0.060916077, 0.047202036, 0.0560356, 0.025348397, -0.04523417, -0.120603204, -0.1354737, -0.1443878, -0.01837244, -0.046950243, -0.06550495, -0.034148633) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.08332346, -0.0130338585, 0.023027698, -0.017426869, -0.0039050183, -0.062203135, -0.049673438, 0.06722776, -0.044250526, -0.123791814, -0.03686481, 0.055875216, 0.10666146, 0.03328583, -0.05980216, 0.040882327) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.0070009707, -0.033739816, -0.028997937, -0.05703844, 0.018149657, -0.046305824, -0.018351201, 0.13682646, 0.025964893, 0.012340385, 0.0385617, 0.15253662, 0.12500963, 0.036884084, 0.029603606, -0.070373885) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.027597323, -0.009051174, 0.020609139, -0.030550875, 0.018079022, 0.06926881, 0.053048816, 0.036067955, -0.11558739, -0.04067844, -0.016622169, -0.19319125, -0.11470861, -0.06814917, 0.058138814, -0.063312866) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.034770187, -0.114568174, 0.044806715, 0.025352184, 0.07940104, -0.05224068, -0.008557804, -0.027625272, -0.028154701, -0.00554887, 0.06613189, 0.03483264, 0.07055817, 0.00516033, 0.035881147, -0.042731375) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.033385437, -0.0018418881, -0.0057918127, 0.02121062, -0.0052135587, -0.07495365, 0.088017695, 0.09515293, 0.07774717, -0.036435105, 0.049255703, 0.12696859, 0.054903723, 0.0424865, 0.014382958, -0.04382939) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.009779173, -0.0141778495, 0.02382084, 0.0731548, -0.073161975, -0.0810154, -0.087937035, -0.10825817, -0.052717503, -0.19617619, 0.079801455, -0.061422553, -0.05983676, -0.076028965, -0.012642849, 0.07324476) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0036242744, -0.005289604, -0.006082875, -0.004486832); + result += mat4(0.11041926, -0.013642997, 0.01941969, -0.13551107, -0.07636666, 0.14380749, -0.08821902, -0.027975705, 0.076648906, -0.014130777, -0.014306416, -0.01326992, -0.17404439, -0.019723644, -0.0150222, -0.08196701) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(-0.11145045, 0.07703348, 0.013738923, -0.041917086, 0.08303143, -0.0019729033, -0.035230268, -0.05759371, -0.09996412, 0.017979221, 0.035272297, -0.010122982, -0.065574266, -0.082887724, -0.11180638, 0.045597043) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.06041171, -0.047889072, 0.013032555, -0.05674196, -0.049768846, -0.16431013, -0.039846253, -0.05696949, -0.03384903, -0.005812267, 0.027481828, 0.027965613, 0.04702176, -0.014047294, 0.0040174993, 0.07870478) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.0061399234, -0.029781692, 0.0342467, -0.09243609, -0.1671689, -0.089433275, 0.10100709, 0.050218426, -0.024030792, -0.035494413, 0.020345375, 0.043102298, 0.05268208, 0.016824873, -0.010671081, -0.029339425) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.0850371, -0.03021448, -0.0006579921, 0.05870759, 0.17931254, 0.012252652, -0.029077038, 0.1557844, 0.068633616, -0.010727571, 0.0111757, -0.0006619933, -0.061237447, -0.080668695, 0.03694657, 0.005882804) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(0.039284453, 0.12938578, -0.054949645, 0.044601575, -0.061479997, 0.012750529, -0.013957438, -0.05087325, 0.031530827, -0.11414851, 0.06507259, -0.024469497, 0.0015316467, 0.097087026, 0.028733607, -0.049078647) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.110952854, -0.048297267, 0.0016829252, -0.023874594, 0.30690274, 0.09298809, -0.007255941, -0.12696588, 0.022794286, -0.004423633, 0.038792472, -0.08485592, -0.11818199, 0.052286647, 0.017924253, 0.0004946917) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(0.052405115, 0.031178992, -0.069990896, 0.017708346, 0.04254406, -0.06868603, 0.004948076, -0.04169902, 0.07126781, 0.0133477645, 0.04255837, -0.10888506, 0.042417526, -0.019762838, 0.022641428, 0.060820926) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(0.05297054, -0.038713496, 0.047507487, 0.06328998, 0.027493902, 0.025763825, 0.01562572, 0.004883579, -0.04729108, 0.05243348, 0.007495019, 0.09996488, 0.06399121, 0.028784584, -0.06979498, -0.026982049) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.11264847, 0.076772854, 0.06285069, -0.1360328, -0.07947071, 0.061208326, -0.0040222886, -0.010650883, -0.2891781, 0.0907444, 0.040094197, 0.104091436, -0.07808069, -0.08122291, 0.011603443, 0.07125012) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.092229374, -0.055039562, 0.0021436454, -0.0498183, 0.1368853, -0.06764557, -0.04116273, -0.061664455, 0.0005088927, 0.11308255, 0.010504985, -0.0002396099, 0.014526815, -0.056015983, -0.0082915425, -0.0199536) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(-0.018808275, -0.019995568, -0.020682476, 0.042709347, 0.09616552, -0.016587196, 0.08691799, -0.04449925, -0.006192871, 0.028777286, 0.105152585, -0.000563213, -0.0109313885, -0.037859783, 0.04554028, -0.019829245) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.038143747, -0.058929414, -0.06907299, -0.067938074, 0.12453968, 0.04741291, -0.13743295, 0.029108092, 0.11761386, -0.03945222, -0.013060284, -0.038628574, 0.014531108, -0.02067494, 0.026703151, 0.027414827) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.0825296, 0.0844686, 0.04532099, -0.0025514832, -0.07179565, 0.081927665, -0.023587814, -0.030306004, -0.06678964, 0.05848835, 0.060262848, -0.022264108, 0.025425484, 0.13242587, 0.079798795, 0.016780458) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(0.0016233135, 0.08910649, 0.018997066, 0.04650938, 0.14032406, 0.12204884, -0.08651441, 0.029024985, 0.20210628, 0.05504176, 0.078186005, 0.06270403, -0.011137399, 0.039159857, -0.053795222, -0.006939948) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.056993973, 0.015646556, 0.052484535, 0.10150468, -0.08409195, 0.09905435, 0.08097561, 0.098143466, 0.0554386, -0.11730653, 0.0471719, 0.010522996, 0.0015789813, -0.0025814774, -0.0012255408, 0.0068571744) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.03129706, -0.08672031, 0.036483243, 0.11534501, 0.0060086814, 0.06399479, 0.03891094, -0.10566114, -0.05226492, -0.015754102, -0.10434002, 0.0804794, -0.08340187, 0.020774677, 0.02658139, 0.04153418) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.07279303, -0.04277622, -0.022332724, 0.033348862, -0.0016894583, -0.06748876, 0.08726391, -0.02130423, 0.034252193, -0.11472518, -0.030995417, 0.07674198, 0.040180724, -0.036847617, -0.014826158, 0.040430155) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.04897707, -0.07583299, 0.0026693586, -0.01774975, 0.06785023, -0.021615764, -0.08565717, -0.0624921, -0.09141639, -0.048468947, 0.031531617, 0.08867062, -0.09310766, 0.070388615, 0.04518173, 0.019329583) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.21140064, -0.118781514, 0.008640593, 0.045391012, 0.050383408, -0.009522922, -0.030051503, -0.014282942, -0.100506015, -0.12771232, -0.067873515, -0.0555918, 0.075603716, -0.050421897, 0.07426838, 0.055758342) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.069717295, 0.019385578, 0.0016496398, -0.009461111, -0.32446986, 0.014274383, -0.03375793, 0.0045403335, -0.19697425, 0.11747762, -0.05951152, 0.04618126, -0.019383604, 0.09763079, -0.0111384215, 0.06113077) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.017358493, 0.09005723, 0.023664653, -0.119806506, 0.23388506, 0.102560215, -0.050751198, 0.03816619, -0.08360957, -0.0020551959, -0.09166499, -0.11925602, -0.10184179, -0.0011944897, -0.021166516, 0.081681125) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.14774026, 0.047280684, -0.025804112, 0.0927594, -0.12006226, -0.05681688, -0.071410835, 0.07820292, -0.023836713, 0.06960154, 0.04275955, 0.1459012, -0.014135709, 0.017991187, 0.07153791, -0.08033414) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.13833062, -0.018163104, -0.030517854, 0.0315802, 0.07727878, 0.06901876, -0.054639325, 0.046008337, -0.1538294, 0.11000659, 0.02419592, -0.13985842, -0.14143434, 0.050663177, -0.020025121, 0.024202183) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.14155301, 0.086209945, 0.07010831, 0.02121562, -0.03433445, -0.07131087, 0.021530515, 0.06517639, -0.021944242, -0.07625894, -0.03997962, 0.008472106, -0.020765347, -0.15909708, -0.030594908, -0.03816833) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.06867411, 0.02608135, 0.085751206, 0.010238442, -0.17581658, 0.07887809, 0.04311893, -0.07050578, -0.050487828, -0.0010305465, 0.042140655, 0.063122176, 0.18043864, -0.027916417, 0.027330559, 0.02514334) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(0.08635559, -0.059645046, -0.045859423, -0.027666368, -0.15682614, -0.05086466, 0.013070787, -0.021805638, -0.1735552, -0.042729724, -0.047796786, -0.08674762, 0.13148005, 0.06613158, 0.06371481, -0.007359133) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.15523273, -0.040036023, -0.04877897, -0.03211038, 0.06439256, 0.00686451, 0.0005281419, -0.0009669833, -0.015633138, -0.029525949, -0.096842505, 0.03788632, 0.21441686, 0.014666519, 0.047690272, 0.029601887) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.21543196, 0.024521904, -0.057729613, 0.032250684, -0.062475014, -0.108686805, -0.01702861, -0.0057732486, 0.17342022, -0.036859687, 0.054292653, -0.049758274, 0.1505113, -0.056047626, 0.06845113, -0.045679115) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(0.026718406, -0.102589734, 0.023490187, 0.041583966, 0.02092212, -0.09446896, -0.0041000536, 0.007689522, 0.09786688, -0.08643873, 0.07668125, -0.067850634, 0.020798609, -0.08430466, -0.039359145, -0.07386437) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(-0.27284223, -0.03346459, -0.255149, 0.098367415, 0.011605497, 0.07360927, 0.029931255, -0.010709494, -0.027306756, 0.06444499, -0.046451952, -0.14781758, 0.14734891, -0.019737102, 0.065264426, 0.0033951127) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.4255001, -0.022696191, -0.06455307, 0.118653014, -0.10078108, 0.08211034, -0.025757251, 0.13471709, 0.036728147, 0.11220965, 0.09924172, 0.020902677, 0.016052186, 0.055675395, 0.15283176, 0.1740219) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(-0.109029, 0.049718946, 0.038869243, 0.100699164, 0.016381297, 0.0063549043, -0.07356171, 0.017434694, 0.0023371682, 0.061028227, -0.043292493, 0.020546578, -0.15911047, -0.08130223, 0.06250305, 0.0070966114) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.3429501, -0.21277043, -0.049093653, 0.054242488, 0.03864163, 0.15202525, 0.13077521, -0.024716642, 0.12944369, -0.04242532, -0.0984026, -0.0075546815, 0.049691617, -0.26148278, 0.11690892, 0.026852012) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(0.21194349, 0.5033045, -0.15561762, 0.29727763, -0.053240307, 0.06598053, 0.03536803, -0.05529177, 0.003915308, -0.030083273, 0.11567217, 0.086338036, -0.08228356, -0.098615445, -0.017176205, -0.04703896) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(0.40610483, 0.37556309, -0.1011902, -0.17072535, 0.0418945, -0.03117632, -0.015956977, 0.031467345, 0.06438388, -0.065987475, -0.023303997, -0.00033362446, 0.016899861, -0.16399954, 0.19797426, 0.02526555) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(-0.20880018, -0.04814317, 0.034842845, -0.08506645, 0.023150053, 0.17523171, -0.08906912, 0.018768176, -0.15747237, -0.013412836, -0.010350671, 0.081620745, -0.07663209, 0.06631126, 0.027957207, -0.011831954) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.012521762, -0.07600875, -0.047059476, -0.01805801, -0.048674945, 0.12181972, -0.017663226, 0.0432318, -0.14352627, 0.06650046, 0.035068337, -0.013101888, -0.067864515, -0.04194169, 0.037848126, 0.09747346) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.09322095, -0.04626651, 0.06241107, 0.08410371, 0.08864914, -0.005793155, -0.048492763, 0.0022041746, -0.13943855, -0.02801761, -0.06640211, 0.013866674, -0.16187423, -0.10009419, 0.0035107725, -0.011626992) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.16228244, -0.021634847, 0.05236101, -0.071439035, 0.027690664, 0.09696895, 0.040318534, -0.061701674, -0.1430865, 0.05777522, -0.099094726, 0.0017936935, 0.0753561, 0.03443709, 0.014760066, -0.014573198) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.038053274, 0.1179154, -0.042510927, -0.026590457, -0.18273753, -0.032407228, 0.057307344, -0.024179177, 0.012070812, -0.04441303, -0.07412736, -0.028880898, 0.013157441, 0.024619505, -0.026092878, 0.052096672) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.020279795, 0.029085517, -0.095050074, -0.104299106, 0.0037579818, -0.017660499, 0.030140616, -0.021265104, -0.14832298, -0.0051694326, -0.0037362757, 0.014919578, 0.05259005, -0.07513208, -0.0146490075, -0.020174798) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(-0.060481466, 0.064523265, -0.016726509, -0.030172478, 0.06568881, -0.02927993, -0.034046184, -0.039543655, -0.029001983, -0.059581038, -0.03352741, -0.023694208, -0.079014026, 0.03805421, -0.079779446, 0.009257319) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.14134443, -0.018266985, 0.00225007, -0.016296288, -0.008975656, -0.1963972, 0.093705304, 0.029402032, -0.012637663, 0.040354986, 0.066651635, -0.029830167, -0.006835361, -0.06894832, -0.013944294, 0.0091162175) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.114390135, -0.00016745036, 0.12920782, 0.08555781, 0.074522816, -0.13803281, 0.07790181, 0.06764221, -0.06504244, 0.19695061, 0.007874553, -0.008984066, 0.0646646, -0.045174103, 0.045999963, -0.023214761) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.10191958, -0.03874261, -0.037013978, -0.03554504, -0.15408207, -0.03912224, -0.0025491773, 0.02514618, 0.0081371935, -0.011157079, -0.049409658, -0.09066647, -0.082534716, -0.140024, -0.07047659, -0.010767147) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.11951902, -0.033060033, -0.017517444, -0.068778016, 0.13182302, 0.06574557, 0.033769637, 0.007278625, -0.02074191, -0.01054671, -0.032349627, -0.14870508, -0.018687231, -0.10657922, 0.018227793, -0.1510748) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(0.10524415, -0.082600325, -0.06009325, -0.07936977, -0.022961827, 0.07552152, 0.0772994, 0.049266733, 0.0011367839, 0.05645326, -0.03506292, -0.027761465, -0.04068284, -0.0372859, -0.007829683, -0.0029989474) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.24137077, 0.11253418, 0.014269552, -0.0049034758, -0.15284607, -0.17572679, -0.010111458, -0.050182037, 0.016863324, 0.028379707, -0.008467809, 0.05363246, -0.0059467405, -0.06815264, -0.04820141, -0.039045922) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.11472866, -0.004083763, -0.05435374, -0.04374669, -0.24542388, -0.13271864, -0.030852046, -0.071296185, -0.04381048, 0.18751605, 0.013991484, -0.008890562, 0.027254371, -0.13989857, -0.026445393, 0.106878355) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(0.05933585, 0.1296524, -0.24849, 0.061089203, -0.011110502, -0.046969563, 0.057217665, -0.10190127, 0.04149168, 0.013625205, -0.009964156, 0.00655208, 0.12474139, 0.05813398, 0.034603283, 0.102029055) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(-0.23110618, 0.025900839, 0.09039707, -0.03600807, 0.05083383, 0.0007133113, 0.031209944, -0.05488001, -0.085672684, -0.05489757, -0.023722759, 0.01343279, -0.042107046, 0.05121416, 0.056957364, -0.07334564) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(-0.08630733, -0.023526754, -0.04581732, -0.06983333, 0.052523002, 0.013817501, -0.04829048, 0.029134845, 0.04165144, -0.01300882, 0.012012411, 0.045277026, -0.07602016, 0.17785713, -0.055950396, -0.023746358) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.049360923, 0.16614445, -0.011222778, -0.024431104, 0.07472029, -0.005999077, -0.12143143, -0.06615785, 0.11231663, -0.07111464, 0.0069506564, 0.031068586, -0.0065435125, 0.0860152, -0.10510063, -0.007849685) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.16503394, -0.030097283, -0.06097495, 0.014028306, 0.23415084, -0.07284573, -0.015977817, -0.00022654721, -0.26720545, 0.031500626, 0.049804825, 0.0021022758, 0.02852822, 0.0041927802, -0.028819656, -0.12635648) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(0.057454627, -8.802682e-05, -0.026928894, 0.057943676, 0.16152431, -0.020799745, 0.073038295, 0.06438425, -0.11345996, 0.0053526172, 0.03072667, 0.09149475, -0.14405242, 0.08746874, -0.017918596, -0.08689966) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(-0.08908187, -0.08191689, 0.06759692, -0.036632597, 0.048351426, -0.04757934, 0.011406578, 0.012961949, -0.06647717, 0.051628597, -0.06885519, 0.12285056, -0.018870829, 0.07443567, 0.016951323, 0.013862363) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.042692978, 0.077293925, 0.03896673, 0.0425908, -0.28592974, 0.03445474, -0.01632285, -0.011563877, 0.07550368, 0.03203724, 0.07518867, 0.06220217, 0.1314145, 0.032467943, 0.02704701, -0.024360724) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(-0.15659915, -0.05721017, -0.091016546, 0.031778496, 0.02089697, -0.02270808, -0.06612838, -0.057273105, 0.1423093, -0.036797423, 0.11714067, -0.026786275, 0.38642588, -0.011024934, 0.059736818, -0.036764227) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.058708556, 0.03706921, -0.0008710216, 0.04416315, -0.15748537, 0.0007599563, -0.06059174, 0.06445689, -0.091981515, 0.038883362, 0.010335649, 0.10921828, 0.033286862, -0.067116, -0.05037677, 0.02959022) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.012230355, -0.06236505, -0.029447619, 0.011503981, 0.057088036, -0.0028359322, 0.053800084, 0.040693726, 0.009525737, -0.016998239, -0.058721464, 0.058173772, 0.13641192, -0.02478606, -0.0038512833, 0.02965093) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.081262305, 0.040893327, -0.06860977, -0.06282487, -0.002353218, -0.0024606825, 0.0011623024, 0.08530419, 0.12838128, 0.09145752, 0.09669559, -0.0040755267, -0.0032358633, -0.026013672, 0.09415612, 0.05954407) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.052563474, 0.07604839, 0.07239139, -0.06243014, -0.029170431, 0.010141796, -0.22448957, -0.04312275, -0.03771702, -0.038096126, 0.03964655, 0.0014458939, -0.09441405, -0.05434206, -0.11259064, 0.06293755) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.11496349, 0.02573986, 0.027303828, 0.0748392, -0.27423587, -0.007129563, 0.014165222, -0.0012558092, 0.008829933, -0.05276369, -0.023303749, -0.035579868, 0.17526165, -0.005927478, 0.0015676081, 0.052291207) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(0.05625258, -0.005404888, -0.029767733, 0.02800696, -0.28336978, -0.027190037, -0.016843513, 0.038721167, 0.0885064, 0.07903839, 0.060136586, 0.016053334, 0.0729737, 0.16545194, 0.06819913, 0.002046832) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.0738362, -0.052854244, 0.02799776, -0.0011567409, -0.008778064, 0.07761802, -0.061677296, 0.07041691, -0.059107147, 0.010733205, 0.023213526, 0.02539794, 0.008882071, 0.00053705944, -0.005576075, -0.02450448) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.066811346, 0.01722091, -0.037251867, -0.019496892, -0.26120344, 0.09679296, -0.019666381, 0.036662705, 0.050680723, 0.12882115, 0.019879477, 0.03638969, 0.0076786554, -0.07982096, 0.014343399, -0.06562858) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.1808875, -0.012710979, 0.008214454, 0.083973184, -0.20222192, -0.016720204, 0.04636568, 0.17955957, -0.056773156, 0.02040038, 0.063023746, -0.075231224, -0.15711196, -0.09329235, -0.014461877, -0.15659945) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.0070561194, 0.040393945, 0.027761368, -0.011914938, -0.24730462, 0.010503104, -0.1013549, 0.011239225, -0.10323379, -0.105025046, -0.10390131, 0.030872915, -0.045116328, -0.10852855, -0.031169297, -0.033775616) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.020622585, 0.09235388, 0.045661643, 0.023561945, -0.12915225, -0.09366666, 0.02256627, 0.07274897, -0.06484767, -0.040414084, -0.06418333, 0.07192602, -0.0013509926, 0.03002767, 0.03440333, 0.0015422223) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(0.013748483, -0.038822625, 0.004070744, -0.0035835847, 0.05616971, -0.13141598, 0.0648682, 0.050821226, -0.06351425, 0.13671215, 0.053132717, 0.023813974, -0.06612636, 0.0570178, 0.06354147, 0.07083255) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(-0.018749023, 0.033468246, 0.08911305, 0.06979292, 0.16021834, 0.017705414, -0.016056716, 0.08098104, -0.0104938485, -0.104511894, -0.0029400282, 0.0035629903, -0.12257078, -0.010939516, -0.021454025, -0.108183004) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.007836888, -0.017780114, -0.0030567038, -0.012376305); + result += mat4(0.064867124, 0.08116552, -0.042717513, 0.07135525, -0.06274602, 0.026776405, 0.026968006, 0.009218932, -0.054236013, 0.02801656, -0.12646192, 0.035681557, 0.05499709, -0.1261364, -0.042787287, -0.051813222) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.036879618, 0.062372934, -0.037162654, 0.10689936, 0.0753199, 0.09334855, -0.12810078, 0.015713481, -0.0400899, -0.07045015, -0.13400082, -0.030875336, 0.0076537947, 0.01008903, -0.06466983, 0.068072855) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.049684588, -0.04772579, 0.037324946, 0.024771214, 0.1378929, -0.19453223, -0.054536548, -0.08664942, 0.07479053, -0.043426964, -0.07761122, 0.030413933, -0.12079091, -0.017851325, -0.061491624, -0.039906256) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.0050705587, 0.012214411, 0.066997685, -0.042899966, -0.054423973, 0.10105104, 0.08845574, -0.024304843, 0.035645276, 0.057728104, 0.009663384, 0.026262198, 0.09677756, -0.055687472, 0.03498619, 0.070468) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.075751044, 0.07946137, 0.008891481, 0.018256815, -0.004769432, 0.22556365, 0.07304193, 0.025247838, 0.09156931, -0.04650038, 0.07169809, -0.13114129, 0.104602404, -0.03157063, -0.064767495, -0.017320616) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.12617247, -0.03360223, 0.012468606, -0.04125704, -0.06796843, 0.036802657, 0.052807115, 0.08315858, -0.043726366, -0.06982438, -0.11247679, -0.052452747, -0.0851437, -0.08498668, -0.056587644, -0.026131725) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.12872946, 0.06651097, -0.021923192, 0.089969814, 0.043146133, 0.033607785, 0.0664458, 0.04983982, -0.035349283, -0.00602551, -0.041191462, 0.070467085, -0.058300726, 0.020012807, -0.05781061, -0.082117796) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(0.040243853, 0.061657246, -0.003927181, 0.0003782733, 0.14085606, -0.064911574, 0.032850765, -0.17609514, 0.05409894, -0.055293016, -0.11594751, -0.035899278, -0.0151736755, 0.00023742852, -0.014663413, -0.10710294) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.10809791, -0.01882408, 0.071670584, 0.004769354, 0.14412333, 0.00061455363, -0.013466365, -0.00559433, 0.057903465, -0.053236686, 0.045947924, -0.011523849, 0.05577444, 0.08778107, 0.015510017, -0.00241558) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.045244776, -0.056265276, 0.018449282, -0.048074085, -0.008075517, -0.0067596366, 0.10184961, -0.011604453, -0.0613305, 0.034325946, 0.020245792, 0.016657533, -0.10425194, -0.0016832374, -0.08741105, 0.09788958) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.08257654, -0.076758094, 0.042764682, -0.09449557, -0.030543631, 0.025712078, 0.016326576, -0.022411717, 0.060647313, 0.13265954, -0.099330194, 0.00442133, 0.05853471, -0.02471072, 0.021411646, -0.06349755) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.15767977, -0.16815087, -0.008513889, 0.019822152, -0.10052779, 0.021605404, 0.08858671, 0.022810232, -0.043820005, -0.039937567, 0.0070138588, 0.08095023, -0.1263726, -0.107525714, 0.012859529, -0.018182985) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.049787004, -0.0026324473, -0.040232815, -0.058697402, 0.10134607, 0.024951793, 0.05546618, -0.077452205, 0.04918382, 0.01528203, -0.13156049, -0.100772664, -0.060207028, -0.00081977225, -0.07573476, -0.0031026392) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.023565786, 0.055348426, -0.03428737, 0.09799082, -0.055268943, 0.113410234, -0.0026607362, 0.2528761, -0.04966023, 0.018075192, -0.040889144, 0.19475861, 0.08083943, -0.04727874, -0.13308279, 0.018120747) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.080781616, 0.013140725, 0.05523571, -0.12655741, 0.030729664, -0.063033506, 0.05181861, 0.07897962, 0.010540272, -0.14124185, -0.112319425, -0.06437154, 0.0041169217, -0.12251772, 0.017566338, -0.027628383) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.059300713, -0.002951986, -0.006505751, -0.06900276, 0.0040559974, -0.045834605, 0.19747004, -0.43178058, 0.05137482, 0.05150407, 0.07873406, -0.017233321, 0.05912573, -0.0255193, 0.022505127, 0.063944295) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.012822053, -0.08249302, 0.037735585, 0.029413765, -0.18334402, 0.059212074, -0.049098898, 0.12658434, 0.015182256, -0.008130877, 0.02941914, -0.017085813, -0.019478178, 0.10284055, 0.014324915, -0.05191756) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.07886133, 0.029362326, -0.078605086, -0.034613874, -0.018729337, -0.03743598, 0.07386679, -0.10731108, -0.16454412, 0.009396162, -0.06718669, 0.025988216, 0.02417802, 0.0144832395, -0.067050956, 0.026532969) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.039690178, 0.029612394, -0.03280664, -0.087282665, 0.047143094, 0.10279325, -0.003165382, -0.01049849, -0.09025831, 0.072282255, 0.12533449, 0.08718501, 0.013361927, -0.04690151, -0.021449031, -0.060457103) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.053461693, 0.073145464, 0.05972572, -0.01836888, -0.019485593, 0.16535361, -0.10352698, -0.057225022, 0.335944, -0.14922038, -0.051865768, -0.09299926, 0.07656307, 0.07449775, 0.048373137, 0.068631485) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.10068067, -0.011042619, 0.0016748653, -0.033888984, -0.024243513, -0.095328, -0.11664949, -0.117893904, -0.11824704, 0.0046946337, 0.1577316, 0.108014874, 0.0136241345, 0.083659, 0.09382239, 0.03989257) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.0045214263, 0.0099560805, 0.10306492, 0.090566516, 0.09249973, 0.0013719198, 0.020489851, 0.2311689, -0.016418936, 0.09004837, 0.10745057, 0.1436865, -0.032783713, 0.00042356804, -0.07277369, -0.14467028) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.05922811, -0.036643066, -0.102698706, 0.031125888, 0.116843805, 0.033747837, -0.06226649, 0.27403384, 0.033350803, -0.009099586, 0.0007810661, 0.13877438, -0.06683036, 0.029215446, 0.10675674, 0.026762793) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.12623322, -0.025143683, 0.005891797, -0.025634978, -0.02845588, 0.056256626, 0.020862829, 0.03541102, 0.019190941, -0.020842977, -0.021876287, 0.09791826, -0.11097346, -0.04083419, 0.104472704, -0.019207004) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(-0.09595539, -0.00120303, 0.047564495, -0.034901615, -0.06700871, 0.10137784, 0.0024619205, -0.029052246, 0.00060329644, -0.08600963, 0.020294841, -0.0070577287, 0.01682353, 0.073653184, -0.014975451, 0.008448338) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.007343811, -0.024925608, 0.058315754, -0.0134660555, 0.09831449, 0.0074572656, -0.07337497, 0.025398139, 0.023413152, -0.06985647, 0.06997643, 0.055757385, 0.020339973, -0.0030641607, -0.020580562, -0.055939827) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.0121545615, 0.086005315, -0.0700809, -0.045746673, -0.03592779, -0.031454153, -0.03901285, -0.0020150472, 0.0033141787, 0.0051090075, -0.011993272, -0.017800413, -0.000247124, -0.006122932, 0.023016963, -0.045373186) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.048518464, 0.023002146, 0.09101621, -0.0150993895, -0.07802911, 0.0096329395, 0.055244595, -0.10065365, -0.028113408, 0.03402117, 0.03671585, -0.53991705, -0.06637541, 0.044506766, -0.23535141, 0.07314484) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.023382824, 0.054615013, -0.062259965, 0.04253972, 0.010439508, 0.010369349, 0.04495065, 0.013806849, 0.08643737, 0.13632987, 0.04923533, 0.025767887, -0.12344774, 0.138286, -0.2117759, 0.022032846) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.021846995, -0.2183748, -0.0669629, 0.052866135, 0.049547292, -0.0917945, -0.02691233, 0.0065659108, -0.02898437, -0.20100898, -0.07140602, 0.059327263, -0.110967755, 0.063089475, -0.039848804, 0.101310946) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.12304643, 0.08600901, -0.086043805, -0.4373529, -0.038673215, 0.08472819, 0.027486669, -0.08218865, 0.031040192, 0.01759818, 0.11964828, 0.1282844, -0.23848814, 0.09170438, -0.16936828, 0.057127636) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(0.025140189, 0.06579242, -0.018113695, 0.18109828, 0.01540709, -0.0104258945, 0.096301295, -0.13920261, 0.0032722757, 0.11594367, -0.0631355, -0.013543512, -0.10336542, 0.07085419, 0.0027251805, 0.12998712) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.03220046, 0.010742731, -0.1252253, -0.07583481, 0.06504055, -0.085044146, 0.06929313, -0.18942456, -0.019775147, -0.055204723, -0.09028095, -0.048191387, -0.014879141, -0.009397993, 0.08697113, 0.1709783) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.27971327, 0.1830119, 0.11491136, -0.27309558, -0.118982084, 0.10239444, 0.101834096, -0.0362393, 0.08575636, 0.010436211, 0.04213823, 0.017934479, -0.02270839, 0.11539529, 0.029402746, 0.10470581) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.35318425, -0.2154415, 0.09472703, -0.4916189, 0.0007722517, 0.061319403, 0.08076075, -0.090124115, 0.0040707984, 0.06506524, 0.03146755, 0.068794034, -0.024000535, 0.06742625, -0.05461802, 0.033735123) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.0607574, -0.011533519, -0.0052474192, -0.248598, -0.07101345, 0.064575456, 0.102011524, 0.034539964, -0.12731016, -0.035224803, 0.0065832534, 0.05208777, -0.021112682, 0.10908446, 0.07827533, 0.07603959) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.00989775, 0.042330835, 0.06137369, -0.208577, -0.083904624, 0.030999891, -0.011113184, 0.03510446, 0.040647447, 0.073540635, -0.06164029, 0.080778256, 0.022658829, -0.03230737, 0.023580452, 0.059405684) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.010226946, 0.05118414, -0.042006712, -0.054912392, -0.04581744, -0.042859137, 0.02994442, 0.036453947, -0.06546612, 0.01756355, 0.008825342, -0.046769146, 0.050681405, -0.03636642, 0.01996099, -0.010326923) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(-0.11864682, -0.014455684, -0.024851566, -0.005084514, 0.011766685, 0.025016347, 0.0056383363, 0.0031668758, 0.041566223, -0.030836785, -0.10276229, 0.014021363, -0.08281395, 0.0053541, -0.041281406, -0.090839624) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(-0.015251424, -0.015589548, 0.13332509, -0.08958094, 0.059801243, -0.037289582, -0.076657645, -0.11877761, 0.06345926, -0.036079213, -0.04139002, 0.08628088, 0.0985828, -0.09563308, -0.036603626, -0.068365596) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.07978581, 0.00020230809, -0.089976475, -0.004476051, 0.009229594, -0.09260871, 0.109404996, -0.048022695, 0.11503476, 0.008346313, -0.051847484, 0.12988037, 0.12733372, -0.02487283, -0.11312637, 0.016830392) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(0.08404981, -0.041387837, 0.06591291, 0.0138987135, -0.15861037, -0.039738968, -0.01591915, -0.00015206134, 0.11198493, 0.08536562, -0.019507006, 0.042737473, -0.1040353, -0.10862504, 0.046145402, -0.1053108) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.06252069, 0.050228078, -0.013423237, -0.12080195, 0.079800904, 0.028625904, 0.0020529972, -0.13143612, 0.10848543, 0.13957642, 0.031159222, -0.029737575, -0.11095812, -0.01722123, 0.02253779, 0.015025483) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(0.035642717, 0.072670974, 0.09227086, -0.006960762, 0.09344914, -0.10057379, -0.015956115, 0.037299167, -0.09408371, 0.11645593, 0.12852386, 0.03756607, 0.089232475, 0.106520265, -0.04271509, -0.019486358) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.047652014, 0.08011616, -0.084661625, 0.072131425, -0.062498335, 0.028728375, -0.058975317, 0.13279505, 0.21369706, -0.007902714, -0.022945374, 0.03773331, -0.000742448, -0.036565267, -0.0067201694, 0.04314417) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(0.026797093, 0.015207327, -0.004711901, 0.07134827, -0.05442815, 0.0404376, 0.0050826934, 0.048135206, -0.015051483, 0.040219456, -0.007174698, -0.02342508, -0.020744871, -0.118869595, 0.00059445656, -0.045250222) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.046181433, -0.12215475, 0.023687834, 0.023096219, -0.075024344, 0.015536311, -0.0004707185, -0.017627237, -0.023165371, 0.06782119, 0.005555786, 0.09824037, 0.06203637, 0.1158184, -0.019484244, 0.16694842) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.12960562, 0.104927845, -0.0904708, 0.052424215, -0.076434344, -0.045645006, 0.047053814, 0.0115662785, 0.08173085, -0.04085224, -0.021101506, 0.039589364, 0.1989789, -0.0794755, 0.022297597, 0.060057897) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.123900525, -0.030985635, 0.004160302, 0.05607748, -0.0171013, -0.013624366, 0.0036712473, -0.10706851, -0.08273937, -0.02643046, 0.07085563, -0.053843644, 0.050284095, -0.08355137, 0.0010697911, 0.062090505) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.02272455, -0.035506617, 0.10369482, 0.029699186, -0.027146531, 0.015098471, -0.014034926, 0.019962842, -0.10970273, 0.023633087, 0.029260712, 0.017109668, 0.047055863, -0.0023782027, 0.12681669, 0.021947091) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(0.012770919, 0.12520048, 0.124157116, 0.10329926, -0.09709967, -0.13523929, 0.049120467, 0.024366321, -0.04635268, -0.053958524, 0.034399845, -0.01698449, -0.011092493, -0.12745579, 0.029072868, 0.15284488) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.013705744, -0.023099976, 0.005381425, -0.067938924, 0.07149288, 0.06345384, 0.046428736, -0.03212844, 0.101470985, 0.046261217, 0.0478026, 0.0059452523, 0.029024677, 0.015864443, 0.025546491, -0.026913246) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.087239385, 0.07264499, 0.10672952, 0.07022457, 0.013734032, 0.09373572, 0.057128344, -0.104541086, -0.007673397, 0.03174853, -0.01684911, -0.06255564, 0.019564072, -0.06591953, -0.046294812, 0.1440224) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(0.026808104, 0.06483529, -0.07593498, 0.037337024, -0.010671756, -0.010567212, -0.007066666, -0.07766787, -0.05939303, -0.057808455, 0.08466622, -0.0015391326, -0.036044322, 0.0567753, -0.085352, 0.035164956) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(0.022483801, 0.03767137, 0.05925877, -0.057902772, -0.112983145, 0.014669387, -0.024587594, -0.013244178, 0.05199239, 0.017614657, -0.013509225, -0.089065865, 0.024319937, -0.04739392, -0.032571938, 0.08252971) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(0.0042097447, 0.0538892, 0.01428982, 0.07087082, -0.17661992, -0.086898774, -0.11922367, 0.051708452, -0.055376142, 0.050917257, 0.062313657, -0.09885456, -0.04933336, -0.043045714, -0.06600457, 0.11954962) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.0356375, -0.06740745, -0.018059561, -0.03662148, -0.17665485, -0.037729207, 0.00893899, -0.014461336, -0.053481895, 0.038475066, -0.010790406, 0.110719785, -0.00088759273, -0.09699064, 0.1356421, -0.111286946) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.0003840645, -0.051959295, 0.018975744, 0.09185836, -0.07121334, 0.0412956, -0.045374684, 0.058718562, 0.059167754, 0.046799563, -0.027636718, -0.02538539, 0.01526129, 0.024174556, 0.10681165, 0.03545854) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.052171506, -0.057785958, 0.053119306, -0.03804127, -0.14660102, -0.015885042, -0.09493207, -0.012802389, 0.1077968, 0.023977436, 0.056385662, 0.13389829, -0.03409409, 0.05631319, 0.03504353, 0.054927893) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.022600029, 0.016337868, -0.046836406, -0.055491, -0.122020826, -0.050626907, -0.04049129, 0.044815224, 0.15334393, -0.040983606, 0.086781606, 0.12263395, 0.13598368, -0.029949063, -0.14003432, -0.16128942) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.060244635, 0.012587049, -0.06521883, -0.028400365, -0.044947445, 0.004762534, 0.0074034636, -0.13436104, -0.01495801, 0.04163697, 0.025688598, -0.0008085523, 0.05991574, -0.03701323, 0.08403229, -0.086293876) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(-0.08802117, -0.07833956, -0.056918945, -0.0601627, 0.14277685, -0.027123487, 0.009378864, -0.13117345, -0.012370647, 0.05855523, 0.061166547, 0.020553557, 0.056749143, -0.16038379, 0.012941727, -0.007054367) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.0052366364, -0.023185035, 0.066899486, -0.083040215, 0.036027603, 0.037935726, 0.10562217, 0.094911985, 0.015138541, 0.019327002, -0.025114661, -0.027460491, -0.12451173, -0.014303632, -0.008734612, -0.017810417) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.06306168, 0.06890165, 0.036780767, -0.041341122, 0.056517236, -0.0030566754, -0.019079229, 0.031899083, -0.037550688, -0.027635846, 0.07805982, -0.06747401, -0.024682289, 0.1056633, -0.06990837, 0.030996542) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.070520036, 0.10911468, -0.041152567, -0.015369213, 0.048588928, -0.025702802, 0.044370543, 0.017154846, 0.060050506, 0.06794226, -0.0008629066, 0.04797938, -0.03938491, 0.054177005, -0.013213945, -0.023345994) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.062167376, -0.00857359, -0.029520046, -0.036285758, 0.067987315, 0.06819931, -0.055840652, 0.034848955, -0.054334853, -0.0355902, 0.0073488276, -0.037003614, -0.20238714, 0.09083669, -0.047831625, 0.08126633) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.09821312, -0.05826319, -0.0050994856, 0.07252472, 0.021788003, 0.003992055, -0.002852754, -0.061774842, -0.056406945, 0.012880579, -0.02117645, 0.10498327, -0.053611517, 0.0132983755, -0.062423445, -0.032335807) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.00546202, -0.04657244, -0.031963397, -0.021432558, -0.050222527, -0.025026033, 0.0075516254, -0.0022420678, -0.003297881, -0.015766388, -0.032450765, 0.1336898, -0.073937364, 0.014101668, 0.0017328606, -0.13124995) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(0.045719624, -0.0088148415, -0.04392568, -0.056650594, -0.0811456, 0.08487926, 0.029103303, -0.06995726, 0.08693881, 0.07955721, 0.0074128085, -0.015125575, -0.0014562369, -0.027886417, 0.080719724, 0.03795393) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.06792885, 0.043767866, 0.05669561, -0.014340465, -0.018706026, 0.05095034, 0.05180557, 0.024369225, -0.030198174, -0.010530062, 0.0022768613, 0.04936656, -0.09273409, 0.036811337, 0.008328851, -0.06674966) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.046439458, -0.0065687075, 0.050190717, 0.022581525, -0.08102853, 0.0486295, -0.059325356, 0.025582356, -0.0059659537, 0.11713113, 0.054784697, -0.065588325, -0.05982006, -0.060878433, 0.03242755, -0.053998288) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.0217669, -0.006241051, 0.09188003, -0.026316183, -0.04602839, 0.03506404, 0.027233733, 0.02179772, 0.17619652, -0.03644682, -0.09131738, 0.012778665, 0.01541296, 0.012450838, 0.011495254, -0.0074731475) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0026036764, 0.0044385036, -0.0040474595, 0.009238027); + result += mat4(-0.0714545, 0.065498, -0.061600354, -0.06415288, -0.018808343, 0.008028284, 0.014483795, 0.09299403, 0.090389, -0.052577298, -0.09260725, -0.024926452, -0.030117005, 0.076228775, -0.086576946, -0.0482364) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(-0.08472644, 0.07986897, -0.018794218, 0.11723797, -0.10964081, 0.12213347, 0.09669454, -0.03164835, -0.12106711, -0.080865756, 0.053249404, 0.080235586, 0.07940725, -0.110999145, 0.012126561, 0.0017895659) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.0067173666, -0.007983506, -0.0460779, -0.023966307, 0.0263185, 0.014775326, 0.004461807, 0.014015511, 0.020959437, -0.058172524, 0.02585372, -0.010874219, 0.08365153, 0.0057499628, 0.08518352, -0.045191023) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(-0.038094383, 0.045685858, -0.027216624, -0.03394116, 0.0040049246, -0.17535195, 0.033721115, -0.041036107, -0.0704733, 0.04439279, 0.00097406254, -0.024943428, 0.065802015, 0.10245639, -0.04642332, -0.004365874) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.014868387, -0.03844958, 0.12753086, 0.058758114, -0.27152115, -0.06634455, -0.09231862, 0.019900192, -0.01400693, -0.03001302, 0.0627821, 0.014236835, 0.033044692, -0.09042842, -0.094869114, 0.08472492) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.04007452, -0.10056755, -0.060954265, -0.055218622, -0.10610404, 0.15858957, 0.030801462, 0.05040157, -0.009074889, -0.095647804, 0.0052459603, -0.0055895536, -0.035407223, -0.03133827, 0.061817084, 0.046344828) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.13135906, 0.0031819667, -0.021039218, -0.065024935, -0.0011845811, 0.04016623, 0.0035092523, 0.085468344, 0.029049948, -0.020375462, -0.028043473, -0.012218688, -0.012207591, 0.022088192, 0.07060732, -0.024101438) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.03938141, -0.0053701983, -0.01068585, 0.02057677, -0.0819056, -0.07419435, -0.077708, 0.05281823, -0.08940981, 0.055519886, -0.035490893, -0.01116059, 0.041717708, 0.06142335, 0.007849206, 0.006546085) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(0.014057999, -0.07531093, 0.07601044, 0.011395965, -0.16565192, -0.007824894, -0.03631075, -0.009606571, -0.050404448, -0.032819726, -0.001880161, -0.015130115, -0.007845919, 0.030869804, 0.04247279, 0.03709897) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.03183466, -0.08183416, 0.017525107, -0.06888788, -0.043214746, 0.02529286, -0.02572965, 0.08564433, -0.021533202, 0.050036352, 0.053293563, 0.034276754, -0.010673255, -0.015755996, -0.08998709, -0.023324717) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.026349535, -0.034181334, -0.023696264, -0.004285344, -0.034388676, 0.06497488, -0.048948925, 0.057839327, 0.05402305, 0.050073404, -0.035385966, -0.07153681, -0.028492521, -0.04192891, 0.059576202, -0.006890968) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.058749676, -0.05682726, -0.079438314, 0.042174775, 0.00080519426, -0.075743735, -0.05097762, 0.09805696, -0.012928097, 0.06748731, -0.051517807, 0.094262876, 0.0027653924, -0.023517696, 0.053181965, 0.015048062) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.022172783, 0.11496847, -0.030385027, 0.008614392, 0.030981326, 0.019453583, 0.13187481, 0.09377922, 0.0026864132, -0.026794732, -0.015599469, 0.0071094367, -0.0132001955, 0.010960563, 0.021424081, -0.008965632) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(-0.029493902, -0.032789975, 0.037515894, -0.033258967, 0.037783727, 0.09917456, 0.06288577, 0.04100962, 0.052388463, -0.024480442, 0.026190905, 0.14440596, 0.035397332, 0.07477578, 0.00957738, 0.012383921) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.065307766, -0.038607135, -0.07138016, 0.08806195, -0.018617405, 0.039815776, 0.083885856, 0.010016369, 0.0074204723, -0.08191276, 0.036251795, 0.02697035, 0.108486585, -0.019209757, 0.07805835, 0.03610147) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(0.080954485, 0.06536743, 0.023199186, -0.009885833, 0.05521075, 0.112755686, -0.030556105, -0.036457494, 0.023692, -0.04199314, 0.080927536, 0.029178442, 0.021286821, -0.11084144, 0.14549212, -0.08454426) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.097908795, 0.0324215, 0.055298734, -0.03475424, 0.18426526, -0.0085680885, -0.10986818, 0.043182865, 0.030597916, -0.060408834, -0.00623625, -0.00394038, -0.073336124, 0.032060314, -0.14339039, 0.028863093) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.07761118, -0.0026173673, -0.041108754, -0.09113873, -0.017281923, -0.068149745, -0.06477051, 0.012139082, 0.0026904878, -0.052617252, -0.09932861, -0.041587833, -0.013097101, 0.048657995, -0.09725451, 0.0125665525) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.047918092, 0.00644297, -0.021414302, 0.039830394, 0.039546497, -0.041452162, -0.097632885, -0.07177341, 0.0252415, 0.020891104, -0.04055002, -0.13496552, 0.084507294, 0.0028764578, 0.06508134, -0.12704062) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.008542774, -0.01689032, -0.08744516, 0.00674331, 0.021076474, -0.08560567, 0.086418994, -0.047166657, -0.028859299, -0.056496955, -0.17195557, -0.04674375, 0.07896536, 0.031319115, -0.019618778, 0.01019462) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.048574854, -0.13142207, -0.01407468, -0.061679125, -0.06458987, -0.055473935, -0.10797231, -0.016784528, -0.019857321, 0.14748909, -0.08458109, 0.11072837, -0.022147179, 0.12492681, 0.0073770266, -0.02923637) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.07340522, 0.0019291071, 0.041346185, 0.0024796927, -0.038646534, -0.087153904, 0.23527718, -0.043642815, 0.0028348465, -0.05045508, -0.34367493, 0.05952948, 0.097119644, -0.036778547, -0.112308584, 0.026914578) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.054319162, -0.018014949, 0.12896298, -0.00020219608, -0.01438306, -0.09802356, 0.039358266, 0.0707573, 0.02565265, -0.0012682289, 0.1565099, -0.019489799, -0.04849277, 0.07084013, -0.13685842, 0.05277736) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.020934893, -0.0060985046, 0.0899548, 0.046221424, 0.028288051, -0.107719846, 0.018293079, 0.016777739, 0.033358093, -0.075334124, 0.04232806, 0.05374841, 0.014950256, 0.14606972, 0.080643125, 0.029063674) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.023923399, 0.023661247, 0.12406709, -0.11637559, -0.098827034, -0.2140225, 0.07058601, 0.008464584, 0.077404216, -0.065253735, 0.12601657, 0.016932134, 0.007663073, 0.009982655, -0.056592762, 0.045935716) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.056047067, 0.091744915, -0.060684353, 0.020088946, 0.00072521204, -0.097573884, 0.23040147, 0.015055929, -0.07132253, -0.021449212, -0.06351318, 0.10761701, 0.09022344, 0.02019259, 0.06102733, -0.028591024) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(0.040703457, -0.045877304, -0.14895058, -0.0155656375, -0.033993684, -0.110211186, -0.0013925176, 0.016713768, -0.0007963287, -0.022050483, -0.05160167, 0.033303943, -0.06440652, 0.067670226, -0.025576, 0.019698935) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(-0.11003221, 0.06749978, 0.024378518, -0.15460198, 0.054584432, 0.01802052, 0.026277028, 0.0349336, -0.041640446, -0.009001229, 0.13871288, -0.021442268, 0.08117112, -0.07073695, 0.03765347, -0.25913537) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.02132993, 0.034324087, 0.019986272, 0.021555241, 0.032336984, -0.08027819, -0.06734585, 0.02961137, -0.2983855, 0.08308537, 0.07450085, 0.05305424, 0.04864929, 0.011654245, -0.02285861, -0.10553484) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.17347518, 7.1894196e-05, -0.017684363, -0.056074556, -0.011781041, -0.08892966, -0.047113936, -0.06421842, -0.1799119, 0.040620517, 0.008175481, 0.07600921, 0.09789055, -0.15827401, -0.009406223, -0.07810505) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.079829335, -0.006345632, 0.012504709, 0.10534068, -0.025812292, -0.057341766, -0.028314874, -0.063599706, -0.038188733, -0.096084155, -0.018726349, -0.083818555, 0.0144246975, -0.05314762, 0.038902022, -0.025251826) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(0.013789667, -0.056864474, 0.016856376, 0.09257926, 0.02633923, -0.10530635, -0.028794222, 0.013368844, -0.118350156, 0.05195979, 0.10333594, 0.043878343, 0.22877769, 0.042130142, 0.08544454, 0.0020097494) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.010879447, 0.029319435, 0.046042897, 0.09194739, -0.10691528, -0.1317304, 0.025600443, -0.031563066, 0.037932064, -0.03987921, 0.00740476, 0.03467083, 0.11889545, -0.026353987, -0.083119534, -0.093931794) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(0.13367672, -0.52021724, -0.5622331, -0.15691873, -0.1187782, 0.15989777, 0.0021084575, -0.09893177, -0.026648879, -0.042741574, 0.038363777, 0.026406838, 0.22023259, -0.13688634, 0.06151974, -0.096442774) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.520493, 0.47050917, 0.30301076, 0.59267247, 0.034429077, -0.018276166, 0.091590114, -0.00596645, 0.0065793362, 0.0611077, -0.087548114, 0.09399796, 0.2327971, -0.04315915, 0.03379643, -0.059445925) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(0.067003034, -0.07874017, 0.051140867, -0.13949995, 0.02540472, 0.03181655, 0.036438886, -0.012121058, -0.0056509674, -0.028863037, -0.0089688245, 0.0037452593, 0.25239575, -0.06964125, -0.0063551646, -0.0017476056) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.021775508, -0.08066443, -0.114946954, 0.043449074, 0.090165645, -0.0021365567, 0.10626677, -0.11184275, -0.08547339, -0.097629435, 0.011686386, 0.049501114, 0.0074638887, 0.009472601, -0.039127957, -0.0014180952) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(0.039523438, 0.015843045, 0.011464026, -0.024143131, 0.0022692163, 0.06907575, 0.015447468, 0.12548776, -0.06542547, -0.02309186, 0.023855122, -0.0043289196, 0.0638667, -0.0695001, -0.030883804, 0.0739935) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.002419384, 0.04759746, 0.108132266, -0.016725654, 0.024584569, -0.018576909, 0.010683569, -0.025430081, -0.1278667, -0.042549822, 0.04827011, 0.10051653, 0.028136412, 0.017135058, -0.13889293, -0.047769643) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(-0.010974923, -0.007878488, -0.015520591, -0.066078186, -0.07691915, -0.084176004, -0.009103109, 0.03185102, -0.0144848265, -0.044766363, 0.10361305, 0.09840192, 0.02096667, 0.072684065, -0.051061876, 0.021439662) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.05284137, 0.016475389, 0.068663865, 0.08115189, 0.16691133, -0.09066687, -0.012394095, 0.015857033, -0.09017429, 0.062576026, -0.020789266, -0.0520461, -0.056230344, -0.109361984, 0.04249437, 0.017052783) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.024210362, -0.0065703867, -0.040717747, 0.037433386, -0.024385748, -0.0036765735, -0.061571177, -0.0022780464, -0.18261018, 0.09241959, -0.078964755, 0.009261177, 0.05212027, 0.06202276, 0.11746936, 0.051050015) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(-0.01251557, 0.027184587, 0.05036122, -0.1000089, 0.015584482, -0.09961171, 0.012073849, 0.008231646, -0.14602979, 0.053591035, -0.06944473, -0.06288132, 0.041342404, 0.009767239, -0.06564838, 0.021195307) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.05245409, 0.0209776, 0.032398406, -0.049946513, -0.030092131, -0.037957065, -0.03394185, -0.032239065, -0.14805831, -0.01918394, 0.09588077, -0.007946895, 0.029780399, 0.017832829, 0.07323535, 0.03969193) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(-0.014741487, -0.032017328, -0.10656832, -0.0026423193, 0.09264616, 0.017114308, 0.05090972, 0.064666234, -0.282506, 0.058844704, -0.1327057, 0.07091124, 0.0026194658, 0.07859634, 0.00076602295, -0.11814861) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.046556894, -0.08281667, -0.05634788, -0.06808367, 0.01709079, -0.034677062, 0.12162032, 0.041204333, -0.05168435, 0.0042249803, -0.053210877, -0.030572927, -0.07658626, 0.013784009, -0.2707799, 0.04548639) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(0.026479287, -0.10049472, 0.015186118, -0.01999732, 0.076974615, -0.049945638, -0.14202558, 0.030205863, 0.030481651, 0.010659522, -0.054029297, -0.07601431, 0.012206371, 0.010064765, -0.21703325, 0.085651256) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.03555312, 0.04546238, 0.07206854, -0.030742306, -0.04373742, 0.07571863, -0.08311978, 0.09518465, -0.039265487, -0.021036347, 0.060136493, 0.041247062, 0.021759853, -0.09591445, 0.07990565, -0.058321323) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(-0.061680514, 0.114830114, 0.018918889, 0.08874849, -0.016434686, -0.061448094, 0.10058316, 0.039125156, 0.04295758, 0.03042395, 0.01729835, 0.018572576, 0.057179157, 0.027403226, -0.18164486, 0.07334759) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.111717805, 0.042118203, 0.09333064, -0.0046623196, -0.079890296, -0.0487579, -0.2757372, 0.042880733, 0.028895026, 0.11475146, -0.025685437, -0.0007470209, -0.02142076, -0.03960211, -0.07835267, -0.010756627) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(0.044826526, -0.032822713, 0.08019007, 0.02145821, 0.091736615, -0.1319012, 0.049043123, -0.08397175, -0.13970937, -0.06267836, 0.050826192, -0.022212155, 0.04976189, -0.035551876, 0.008948665, -0.061360907) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(-0.05769575, 0.026525272, -0.010219101, -0.006115766, -0.018494952, -0.014934534, -0.063206695, 0.0196463, -0.034213446, 0.034672722, -0.017848123, 0.026952036, -0.03467854, 0.09149045, 0.058725566, 0.12185632) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.03782309, -0.07411752, 0.05573643, -0.020300163, -0.015106704, -0.066599265, -0.057195533, 0.02953021, -0.012815698, -0.031527832, 0.0339034, -0.01615142, 0.086941004, -0.03159188, -0.0017003593, 0.06749315) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.1752955, -0.0199468, -0.13840647, -0.045556806, 0.06091559, -0.0039247796, 0.08012011, -0.042903524, -0.039857306, -0.036994427, -0.04440077, -0.007385724, -0.0017408774, -0.035084344, -0.028053561, -0.07670797) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.07483355, -0.007243654, -0.060994845, -0.089232, -0.05188221, -0.0105481185, -0.15425228, -0.0059690485, 0.008212583, -0.0018751272, -0.045637075, -0.079164945, -0.19020642, -0.037828747, 0.024478463, -0.0040043495) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(0.021676257, 0.009986342, -0.016953986, 0.015556635, 0.020019429, -0.031057062, -0.09107665, 0.04205193, -0.074002825, -0.0025922663, -0.008091998, 0.0031079615, -0.0653097, -0.080673955, 0.08129577, 0.026175456) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(-0.0944075, -0.062118873, -0.0334687, 0.034969423, -0.082649685, 0.06841236, 0.04568395, 0.038040575, -0.033794135, 0.15894778, 0.036773346, 0.017924074, -0.10249818, 0.16631655, 0.11280874, 0.14923227) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(0.056345664, 0.0020313042, -0.16113833, -0.016114146, -0.10067524, 0.019166157, -0.0015776453, -0.09778376, 0.021652807, 0.05182534, 0.002318157, -0.091949254, -0.027834285, 0.09071933, 0.07388685, 0.1227561) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.082682624, -0.015465603, -0.00667202, -0.014446184, 0.043527056, -0.079608545, -0.03640065, -0.11981999, -0.01911159, 0.09126658, 0.051822476, 0.0009398118, -0.0010211744, 0.054650437, 0.019304587, 0.03468232) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.043016285, 0.048682045, 0.04126939, 0.044463165, -0.015304141, -0.026303884, 0.048771102, -0.13009897, 0.013979769, 0.08684027, 0.020994574, 0.018884627, -0.077606715, 0.07690616, 0.0660881, 0.08118238) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.05906544, 0.1187921, 0.03432537, 0.061378717, -0.021062432, 0.03532236, 0.08770343, -0.013009092, 0.062185496, 0.024752779, -0.001438773, 0.0142205795, -0.008901933, -0.02617475, 0.059874963, 0.08781766) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.068480805, -0.07250875, 0.03186545, 0.07828275, -0.07203089, -0.032775603, -0.15222213, -0.11272224, -0.018315226, 0.03553894, 0.018937396, 0.0007509646, -0.011302495, -0.042354297, -0.010435266, -0.04434733) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.049039423, -0.036833633, 0.09292994, -0.027307821, 0.018024636, 0.03459209, -0.009422918, -0.0058641033, -0.007582944, 0.05095108, -0.037836995, 0.05233823, -0.13675198, -0.06881579, -0.060528852, 0.112404905) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.12193916, -0.04553563, -0.05576789, -0.07414427, 0.013000115, 0.0070517855, -0.068785354, -0.0065676956, 0.03727183, -0.0050972733, -0.104057044, -0.026727235, 0.05827359, -0.09806976, 0.07189457, 0.027599633) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(0.09701775, 0.026237557, -0.11394842, 0.026580092, -0.06505886, 0.04505161, 0.088803194, 0.014750034, 0.088819936, -0.012877766, 0.09513793, 0.00033038182, 0.10534173, -0.031501725, 0.004437941, -0.09329253) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.10147423, -0.02970726, -0.05316123, -0.019707795, -0.09710665, -0.089805014, 0.025359, -0.03694656, -0.068765886, 0.13602133, 0.043600727, -0.05811662, -0.06060836, -0.0293223, -0.0712798, -0.0081870705) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.065419905, -0.059703067, -0.0035745697, -0.009302754, 0.010457414, 0.09394642, 0.06568142, -0.021500912, -0.071534954, 0.025833325, -0.002483204, -0.07052453, 0.06817526, 0.057378713, -0.010048686, -0.071558245) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.097686514, 0.030942025, -0.03449037, -0.035528556, 0.0052185077, 0.041012425, 0.1019464, 0.088232055, -0.029422862, -0.0058931266, 0.121769376, -0.117122054, 0.07236717, -0.025981406, -0.117532805, 0.045560468) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.17881715, -0.098069526, 0.02105095, -0.02356276, -0.01234635, 0.13489187, -0.053738844, -0.03750417, -0.14413872, -0.05249437, 0.044711966, -0.030961413, -0.05624273, 0.027276374, 0.029368356, 0.045046408) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(-0.012224694, -0.02086723, 0.090835005, 0.012672982, -0.024984442, 0.03280425, 0.054065123, -0.016199512, 0.041835286, -0.11200286, -0.010293755, -0.02264231, -0.017152052, 0.055216603, -0.08007815, 0.0957691) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(0.013541014, 0.019288378, 0.019121042, 0.084853314, 0.025010405, 0.0022340596, -0.091715306, 0.017532155, 0.006510062, 0.10284994, 0.04330279, -0.084811784, -0.066089846, -0.027881298, 0.08283547, 0.052171025) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(-0.022040302, 0.0636172, -0.07385822, -0.005745445, -0.12149394, -0.07430491, -0.033473834, 0.025718667, 0.009256204, -0.02986516, -0.14274886, 0.04576361, 0.08325691, -0.004615722, 0.016273994, 0.030325472) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.004735955, -0.011154338, 0.00050490565, -0.008099378); + result += mat4(-0.015063483, 0.07670223, 0.01684671, -0.06119425, -0.09611889, 0.027036062, -0.032425106, 0.11784769, 0.017464705, 0.10454548, 0.04590622, 0.07588411, -0.10989313, 0.019989684, 0.106785685, 0.020414012) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.02321356, -0.02673635, -0.00414593, -0.11078863, 0.008538254, 0.036928393, -0.0886962, 0.15977104, 0.024822144, -0.090606615, -0.0411504, -0.024451608, -0.0472288, 0.008614179, 0.11563864, 0.026788743) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(0.04553711, 0.07778015, -0.058635138, 0.060077738, -0.168339, -0.037088238, -0.03403537, 0.027929107, -0.12416154, -0.18549521, -0.018047435, 0.017525887, 0.13410054, -0.015204183, -0.04553936, -0.07551208) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(-0.07606639, -0.036872454, 0.01764641, 0.08853326, 0.01862117, 0.108252056, 0.015324277, -0.0043183104, -0.032374747, 0.12055598, 0.03515931, 0.037427537, -0.09215995, 0.065545894, -0.02240777, -0.08328936) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.060890693, -0.087199375, 0.094016075, -0.095759735, 0.07033259, -0.11294448, -0.0011424568, -0.16863006, 0.09971104, -0.028399535, -0.059583094, 0.024857251, 0.09153301, -0.057876833, -0.073316835, -0.027404126) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.05600564, 0.04947255, 0.075047754, 0.051623043, -0.0765812, -0.24560504, 0.16239622, 0.07069269, -0.08922536, -0.052034173, 0.040838905, -0.06619146, -0.02585233, -0.049992476, -0.05536244, 0.08680326) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.015363561, 0.050251372, 0.008811858, 0.10584626, 0.13243008, 0.14305958, 0.047309298, -0.061379623, 0.068279624, 0.03575837, 0.009580203, -0.09990796, 0.015620114, -0.018361269, 0.007936499, -0.022617964) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.10947004, -0.033525225, 0.011086085, 0.019964335, 0.02216596, 0.12322872, -0.07247044, 0.19340494, -0.05991777, -0.06357445, -0.0014785611, -0.0012751089, 0.028833939, -0.042707704, -0.071295284, -0.10729627) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.02193807, 0.034767658, 0.023371154, -0.026161553, -0.00085793633, 0.07909539, 0.0894838, 0.08679381, -0.06955741, -0.0887129, 0.036617953, 0.036971297, 0.10324221, 0.053066395, -0.02491876, 0.10822163) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.030263452, 0.0005361006, -0.080568045, -0.058568124, 0.05157814, -0.09032775, 0.007788106, -0.10795898, -0.0049413126, -0.056324344, -0.019912016, -0.018144833, 0.079457216, 0.09910783, 0.012470503, -0.071430884) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.049396433, -0.10223651, 0.037205927, 0.10544326, -0.023765408, -0.07264304, -0.12989543, 0.10723356, 0.10040238, 0.025848826, -0.011372795, 0.04918811, 0.06544232, 0.1132606, 0.1264817, 0.05795943) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.01334088, 0.0034315574, 0.007028578, -0.0014464344, -0.015642703, -0.16441911, -0.07369869, -0.026512904, 0.06275765, 0.01113901, 0.025633525, 0.0719524, 0.020007629, 0.059556507, -0.097847596, -0.024269553) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.037835706, 0.07718426, 0.012495012, -0.07350939, 0.033679035, -0.021725936, -0.052601185, 0.08526635, 0.066473, -0.039759774, -0.08002632, -0.07997743, 0.11824938, -0.074507385, -0.03681701, -0.09755007) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(-0.055141326, 0.0074919956, 0.026570933, 0.07530658, -0.10418526, -0.2814364, 0.00022002973, 0.06607884, 0.0018605699, -0.011164871, -0.08434438, 0.018605543, 0.04273815, 0.1790712, 0.06424053, -0.027971296) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(0.010445089, -0.041883513, -0.07051296, 0.06295059, -0.048888203, -0.2921149, -0.015932187, -0.0627166, -0.09900603, -0.037403047, -0.063741304, 0.052013792, -0.022986082, 0.052960657, -0.08005012, 0.011343181) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(0.019453028, -0.014998984, -0.031842075, 0.027155476, 0.06459917, -0.17020185, 0.036979835, 0.1167967, -0.09425153, -0.020765433, -0.06249579, 0.06370447, -0.027015598, -0.0151165705, -0.023108847, 0.12545837) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.059413996, -0.078269266, 0.02936003, -0.064708166, 0.027820757, 0.059683822, -0.1387525, -0.106353156, 0.078919, 0.093358345, -0.0020976416, 0.028167564, -0.02248795, -0.049959823, 0.034695227, -0.10863736) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.07566479, 0.055308267, -0.08813703, -0.03289597, -0.09893957, 0.07163572, -0.086205706, -0.17112343, -0.040505257, 0.015727526, -0.10283423, -0.12432348, 0.110397175, -0.0077269105, 0.036370482, 0.027239084) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.044626057, 0.10841306, 0.08305002, 0.020105464, 0.014522675, 0.03021191, -0.10379491, -0.02786152, 0.020262627, 0.018890157, -0.09078023, 0.15829025, 0.009205817, 0.1581095, 0.17284802, -0.039782807) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(0.0502276, 0.021795431, 0.002451595, 0.045030206, -0.020100854, 0.025641674, 0.030649694, 0.21810453, 0.008550539, -0.18789558, 0.04487359, -0.106224574, 0.027043631, 0.0367444, -0.049134918, -0.0025564297) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(0.036417242, -0.06951425, 0.008830553, -0.06735311, -0.07463138, 0.003413202, -0.13372855, -0.099537455, 0.09679968, 0.023558361, 0.055189315, -0.24139465, -0.043912638, -0.17511179, 0.07693848, 0.0970188) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(-0.020517325, -0.0040909313, 0.05793624, -0.16408017, -0.00557655, -0.0051472764, -0.10158333, -0.039138425, 0.005312237, 0.07954688, 0.08198155, 0.10167433, 0.07270455, 0.18783389, -0.014246334, -0.08390186) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(-0.05983925, 0.026325604, 0.018141413, 0.1564759, 0.18160091, -0.051375177, -0.017691165, -0.029988118, -0.09824875, -0.13475586, -0.0074675246, -0.15796721, -0.062973745, -0.0976916, 0.07465285, -0.15239434) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(-0.014030234, -0.10303328, -0.06380614, -0.015099564, -0.05724248, 0.2666387, -0.03398221, -0.1433912, -0.06970823, -0.2016702, -0.0515048, -0.09067586, -0.04794586, -0.114475265, 0.010336639, -0.006356276) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.029262418, 0.06569483, -0.045076955, -0.1089898, 0.08935271, -0.12472187, 0.05317387, -0.047480512, -0.078948185, -0.0012255943, 0.022777082, 0.014297449, -0.061717898, 0.027948165, 0.018843777, 0.031519562) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.048277713, 0.03990761, -0.0050848457, 0.08172836, 0.045054026, -0.03594903, 0.034082044, 0.057197753, 0.08153872, 0.0553497, 0.02736703, 0.013399202, 0.032955576, 0.0130273225, 0.05390365, -0.0340063) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(0.046077274, -0.19646434, 0.004863062, 0.07467918, -0.00956752, 0.10955548, -0.0017258303, 0.0070082904, 0.06417592, 0.09296826, -0.0112590585, -0.10896619, -0.015760524, -0.14936794, -0.009051693, -0.0006272792) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.020896472, 0.11320545, 0.001124608, -0.056407034, -0.050261434, 0.1690631, -0.09687377, 0.030149976, 0.08829461, 0.21508066, -0.012716894, -0.011991619, -0.11170859, 0.11224431, 0.06793867, -0.0032008039) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.057047207, 0.043738004, -0.015311935, -0.026227348, 0.011305239, 0.0069190534, -0.07904699, 0.12032293, -0.047430176, -0.026218101, 0.104247615, 0.042496756, 0.043209646, 0.12655537, 0.005471818, -0.023191845) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.0055392976, -0.11158563, 0.14455085, 0.12809001, 0.023795452, -0.14742707, -0.012721887, 0.024853485, -0.025120981, -0.3866285, 0.1043825, -0.020051423, 0.019107943, 0.16134024, 0.036961883, -0.05381674) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.051150613, -0.19773835, 0.029640399, 0.43385142, -0.1150951, -0.23231862, -0.08687607, -0.118368715, -0.032466136, 0.054480467, 0.098070905, -0.2723822, 0.0008046459, -0.015044088, 0.07531475, -0.28840706) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.34304637, -0.33477625, 0.04300784, 0.01990439, 0.02852147, 0.059356894, -0.040918287, 0.02586044, 0.03242986, 0.0066069663, 0.04265384, 0.055829633, -0.012299194, 0.14929631, 0.0083323885, -0.021617578) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(-0.22631077, -0.08278223, 0.14459121, -0.08762887, 0.030586127, 0.13664284, 0.052248508, 0.07783478, 0.05011825, -0.48137036, -0.09635861, 0.024184162, 0.07389443, 0.1565075, -0.035496753, 0.057884023) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.54414004, -0.18155654, 0.3048669, -0.27371472, -0.16746517, 0.052716263, -0.121110246, -0.11073803, -0.039138988, 0.056080442, -0.004188109, 0.0110723125, -0.059925742, 0.25680318, 0.056285977, 0.103013225) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.23950188, -0.3977739, 0.57169014, -0.14458138, -0.056247722, 0.10782982, -0.04864947, -0.08174219, -0.023266045, 0.005675665, 0.057111993, 0.026830496, -0.025445044, 0.06946184, 0.013491426, -0.09727738) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.32490414, -0.22977674, -0.105144024, 0.15895532, 0.024886861, -0.2132562, -0.070100695, 0.02739811, -0.020368155, -0.25673497, 0.055790942, -0.026785845, 0.05664801, 0.29083517, -0.027099108, -0.0383722) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(-0.087586455, -0.09212045, 0.04954156, 0.013363578, -0.04871678, 0.034068085, 0.07765974, 0.059765078, 0.06407479, 0.028653027, -0.015470749, -0.06786355, 0.07014502, -0.028997868, 0.050877824, 0.05511069) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.019349335, 0.015258747, -0.049923, 0.05603056, -0.030476602, 0.059233647, -0.08050101, -0.0010983229, 0.030475996, 0.075902514, 0.00782849, -0.0668396, 0.0045790505, -0.009687267, 0.026884336, -0.042174757) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(-0.00051313476, 0.03267351, -0.029418895, -0.03250419, -0.0248214, -0.095108084, -0.00025430255, -0.07404958, 0.080239594, 0.13910554, -0.006736224, 0.049584795, -0.0011373629, -0.049073998, -0.022927653, -0.07295206) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.0039193854, 0.12593965, 0.012992398, -0.11977936, -0.054284535, -0.008254932, 0.043845713, 0.07534619, -0.027889743, 0.0057226424, 0.04240325, -0.06705133, 0.07617884, -0.0041327407, -0.03178493, 0.005971945) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.023388581, 0.036700383, -0.0048774397, 0.0867597, 0.058875315, -0.11094137, -0.014637974, 0.0918556, -0.016443165, -0.122703195, 0.0535901, -0.11854644, 0.028812679, 0.103230424, 0.09196645, 0.04649116) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(0.058415327, -0.0492348, 0.028566418, -0.042918902, 0.036632646, -0.012206388, -0.09212673, -0.032336198, 0.026986443, 0.0386428, 0.08204011, -0.00012513103, -0.06602606, 0.17851155, -0.0652653, 0.052647516) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(-0.000597286, -0.055876274, 0.03537347, 0.04849983, 0.05590338, -0.02745153, -0.017409094, 0.023931487, -0.074991, 0.001437211, -0.021529526, 0.04771364, -0.001690222, 0.07828316, -0.025744053, -0.14176777) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.04835507, -0.15864792, -0.072972864, -0.07622847, 0.069862954, 0.04224408, 0.004434023, -0.044949643, -0.06809051, -0.016191661, 0.066770375, 0.0026798074, 0.080338545, 0.00010194231, 0.026666297, -0.02961198) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.024921302, 0.084872834, -0.07425524, 0.017264077, 0.14707325, -0.0975542, -0.034451336, -0.041742437, -0.22483371, 0.16553187, 0.13737528, 0.047064394, -0.0056819217, -0.16876066, -0.013260631, -0.00018139323) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.08245482, -0.15062691, -0.031405356, -0.044244416, 0.124649666, 0.039452035, 0.050509945, 0.008117046, -0.13125412, 0.11401934, -0.021634994, -0.08312318, -0.033093195, 0.057580177, -0.048852388, -0.023589993) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.041651454, 0.03180477, 0.046396308, 0.029842524, 0.008660811, 0.12482323, 0.0836882, 0.008276516, 0.008292012, 0.072104596, 0.031204656, 0.007151598, -0.09527128, 0.02321866, -0.078018785, 0.012518177) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.03271469, 0.09788881, -0.1076272, 0.0337693, 0.06877698, -0.14705335, 0.027128033, 0.021017918, -0.03542469, -0.015168685, -0.0774517, 0.03110525, 0.043630283, -0.014300013, 0.008984056, 0.055108342) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(-0.04206248, -0.06677257, 0.009721873, -0.13384317, 0.0057018194, 0.12084662, 0.055175636, 0.004443207, -0.07902124, -0.085541934, -0.025257515, 0.01114654, 0.030447353, -0.14010184, 0.034927405, -0.086872034) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.043609615, 0.12699306, 0.10880322, 0.09177279, -0.030582314, -0.014937853, -0.0058863154, -0.00020161114, -0.116040245, -0.12360829, 0.03134614, -0.043157447, 0.028543152, 0.1083842, -0.0048643546, -0.0114639485) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(0.025722554, 0.09559571, -0.031839512, 0.008622582, -0.014690661, 0.079801604, 0.06835276, -0.02800534, 0.06504849, 0.039506786, -0.031397793, 0.08614376, 0.025308384, 0.113900565, 0.025341993, 0.018600369) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.0051322496, -0.068629324, -0.0025876532, -0.06554289, 0.052944176, -0.0044878377, -0.013153771, -0.064186335, -0.005671102, 0.060347922, -0.1363615, -0.040712707, 0.018905962, -0.06732461, -0.019903129, -0.12518822) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.010830499, 0.011836183, 0.087253995, 0.054375276, -0.09590798, -0.06296603, 0.059564825, 0.016791051, 0.0059145424, 0.104429014, -0.02891308, -0.11841333, 0.014105828, -0.0059882216, 0.12213775, 0.038086493) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.002816375, -0.26531777, 0.056919463, 0.017331416, 0.01507084, -0.14502144, 0.114110604, 0.037730366, 0.021625787, 0.09293539, -0.12940904, 0.058913935, 0.03772994, 0.03914597, -0.09284706, 0.06466444) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.026590386, -0.08522513, -0.074660696, -0.0036900388, -0.06790109, -0.0735118, -0.009513342, 0.051435594, -0.03630675, 0.00080939505, -0.021313054, 0.061078973, -0.038468257, -0.047212824, -0.027851712, 0.0065175807) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.05656805, 0.08203627, -0.058001794, 0.09393716, 0.030302916, -0.031128677, -0.15442665, -0.0736598, -0.026734265, -0.10428282, 0.031861372, 0.0119149955, 0.11251739, -0.017858919, 0.013742262, 0.052598506) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.09244924, 0.10033164, 0.09077303, -0.047417644, 0.019606205, -0.024444072, 0.015651243, 0.020481972, 6.157843e-06, -0.038752656, -0.031847596, -0.04209745, -0.110352986, 0.14359398, 0.118057445, 0.0040780427) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.062835574, 0.056254417, 0.06475736, -0.0969588, -0.0652468, -0.20191394, -0.13651143, -0.0761128, -0.05620092, 0.05715848, -0.005989714, -0.06643722, -0.02846998, -0.20334885, -0.03416355, 0.023229491) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.01971213, -0.10195105, 0.012422608, -0.008319593, -0.0048562353, -0.16926892, -0.015901532, 0.028719665, -0.06454108, 0.016990619, 0.057776228, 0.11297205, -0.014921143, -0.23819336, -0.09400553, -0.11355093) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.034569073, -0.069308914, 0.009807801, 0.054807883, 0.019075267, -0.0063178623, -0.101287834, 0.030941192, -0.096113674, -0.36371267, -0.1107633, -0.010352561, 0.03892786, -0.2926382, 0.12538378, 0.02102076) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.02034876, -0.0458069, 0.0005795509, -0.030917404, -0.063640475, 0.0002717584, -0.03700314, -0.05163001, -0.051994205, -0.02712251, -0.043111846, 0.0127102835, 0.0061135143, -0.07174879, -0.031637818, 0.061048105) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.08187789, 0.089889936, -0.08577894, 0.05576432, -0.032083, -0.18602961, -0.03344683, -0.09566295, -0.0005560678, 0.06934706, 0.035132986, -0.03845225, 0.095963016, -0.16203149, -0.039352767, -0.02568342) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.025420168, -0.015849527, -0.04370373, 0.014300688, 0.07055051, -0.07173607, -0.030016655, 0.06631208, 0.035520647, -0.06769677, -0.063831, 0.0163351, 0.06808609, 0.10922171, 0.2880431, -0.013449426) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.06945285, -0.0445309, -0.00010099563, -0.13370097, 0.018477818, 0.07351692, 0.04665236, 0.044313367, 0.10504947, -0.045164954, -0.04887666, 0.100453936, -0.00021914572, 0.010932825, -0.040392384, -0.030983973) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.017678723, 0.099341735, -0.15917104, 0.117130555, -0.045357857, -0.03863164, 0.02966814, -0.0085029425, -0.006919527, -0.0068871095, 0.043999743, -0.06522521, -0.07881302, 0.066340506, -0.073380984, 0.0920036) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.075727314, -0.16187425, -0.12722991, 0.11383079, 0.026065184, 0.051327985, 0.052497186, 0.008737786, -0.113209344, -0.1290982, -0.050255, -0.009904176, 0.10882039, 0.08016468, -0.10517997, 0.077066936) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.017081818, -0.005477723, -0.021428928, 0.033803225, 0.0031606671, 0.09513672, 0.04874967, -0.0033948787, -0.026035843, 0.018785642, -0.0064884, 0.070093185, -0.0019563385, 0.07318126, -0.03290593, 0.0037585297) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.04805944, -0.008027864, -0.16179848, -0.064286694, -0.06725689, 0.15208247, 0.013324412, -0.068980314, 0.10170304, -0.102749035, 0.006374425, -0.025578938, 0.07889637, 0.04789324, -0.012576449, -0.059824638) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(0.028867366, -0.15914789, -0.10484364, 0.03155037, -0.07186452, -0.11069487, 0.057437357, -0.06389273, -0.13453409, 0.19078203, 0.008993035, 0.051782776, 0.009674137, -0.038414992, -0.074951224, 0.05837314) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.0044407295, -0.08260227, 0.021554744, 0.036690094, -0.08016129, 0.03933205, 0.053518888, -0.029578457, 0.07746776, 0.11039787, 0.0458523, 0.021110237, -0.04664053, -0.040015567, -0.03272275, -0.025357846) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.11893543, -0.02469871, 0.020011425, -0.032255877, -0.046219725, -0.011934205, -0.048680093, -0.049135126, -0.009581826, -0.07269019, -0.026464729, -0.034968637, 0.022838075, 0.04628182, -0.02930733, 0.046895586) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.051664896, -0.256316, -0.042295165, -0.013032644, 0.014426622, -0.18166812, 0.008655725, 0.07370474, -0.15512861, 0.07226539, -0.040640846, -0.008279804, -0.060272556, 0.08703779, -0.037998423, 0.007323034) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.010292046, 0.017811157, 0.0015870796, 0.0039759693); + result += mat4(0.019898266, -0.03102323, 0.07265718, 0.049024213, -0.039219655, -0.007905203, 0.058321908, -0.062380556, -0.088430956, 0.008231799, -0.08622275, 0.053757045, 0.0304779, 0.0274935, 0.0009828041, 0.065651335) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.048961546, -0.10284589, -0.042098507, 0.06947375, -0.115686245, 0.024872493, -0.10764795, 0.02461632, 0.097908005, -0.0064840363, -0.07596243, -0.030596124, -0.01642703, -0.058535527, 0.015209974, 0.08596268) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.10480637, 0.053117026, -0.1073671, 0.038229477, 0.01945628, 0.0023012436, 0.009755064, -0.12681668, -0.007056047, 0.080952086, 0.06616974, -0.0008809339, -0.034013424, 0.020581769, -0.1139986, -0.041461967) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.077559404, -0.030616604, 0.11146209, 0.028385766, -0.07597514, 0.012847523, -0.008744325, 0.06404043, -0.16936131, -0.026680537, 0.009117358, -0.0041741203, 0.057449076, -0.06580516, -0.005474894, 0.06429752) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.08747548, -0.0141959945, 0.047885794, -0.029450195, -0.025448551, -0.017606499, 0.010157665, 0.22638029, -0.01489979, 0.06329646, 0.03215423, 0.050167605, -0.06238946, 0.013820056, 0.09135299, -0.072570674) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.14702259, 0.04718864, 0.036916178, -0.10988399, -0.04078568, 0.010761461, -0.19532706, -0.035943087, 0.13237567, -0.0073409863, 0.07728901, -0.065670155, -0.01998341, -0.033257816, -0.037865683, -0.10209929) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.008866902, -0.062336802, -0.014137499, 0.038570046, -0.03972095, -0.027769076, 0.017015554, 0.017669616, 0.01996671, -7.577808e-05, 0.078459255, -0.013437907, 0.04575979, -0.026343293, -0.0959558, 0.015536176) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(0.082388304, 0.041299697, -0.014870574, -0.047188073, -0.11531502, -0.029519118, 0.13669339, -0.0078857085, -0.07088982, -0.05065388, -0.011715734, 0.021657499, 0.028356194, -0.09864892, -0.021652753, -0.012401035) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.017287599, -0.003641197, 0.044179477, -0.065630496, 0.072573565, 0.09064762, -0.03321381, 0.008596993, 0.07018502, 0.023963723, -0.052777644, 0.09159396, -0.0013718654, 0.02280182, -0.09079759, -0.011082365) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(0.0042779935, -0.1213387, 0.13900805, 0.0653358, 0.044736207, -0.073437355, -0.083238244, 0.005519809, 0.075506166, -0.019063545, -0.014192979, -0.13275342, 0.019297898, 0.055898435, 0.07407258, 0.102626964) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.08075919, -0.056649897, -0.0065887165, -0.012304268, -0.042337485, -0.025335705, -0.08074793, -0.051833868, -0.020377891, 0.063150406, -0.057909813, -0.24413958, -0.005246811, -0.010505003, -0.019446488, 0.020563185) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(-0.0513973, -0.037913665, -0.027011856, 0.010880086, 0.026303468, 0.003622293, -0.07231485, -0.037178926, 0.0004798497, -0.07037806, 0.021741677, -0.17073485, 0.028371612, 0.033486, 0.024112921, 0.013460672) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.002505241, -0.1318156, 0.06075139, -0.017321615, -0.13431928, 0.04740631, 0.055394184, -0.06645817, 0.045988098, 0.014917374, -0.035739377, 0.061110016, -0.008503344, 0.023125151, 0.1095111, 0.048940334) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.11341975, 0.0420957, -0.03920861, -0.008753801, -0.03344046, -0.06076109, 0.026289845, 0.08942012, -0.075039834, -0.0010372045, 0.09943631, 0.065857105, -0.0025754315, -0.12825638, -0.12481507, 0.12516071) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.045262028, 0.03488839, -0.026222078, -0.048237834, 0.028981289, 0.1057249, 0.052424952, -0.05486685, 0.030450527, 0.1176183, 0.050020833, 0.11518075, -0.088798426, -0.058807086, 0.053199075, 0.06337715) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(0.058434404, -0.05216907, -0.090296656, 0.009646472, 0.0054599014, -0.01800373, 0.1819028, -0.052061837, 0.0771914, -0.04287359, 0.06991865, 0.07044203, -0.065976106, 0.043955166, 0.02281677, 0.05198581) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.023298545, -0.033074927, -0.05650547, 0.07228898, 0.00064778473, -0.062095925, -0.10694023, -0.058337167, -0.05142881, -0.05483003, -0.0940436, 0.11445554, -0.0012370702, 0.0700007, 0.0068462114, 0.0528641) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.012832624, -0.048799925, -0.07882709, -1.9790159e-05, 0.014034885, 0.07641611, 0.11621244, -0.011937855, 0.062663116, 0.0006656655, -0.1321811, -0.00011244179, 0.06936362, -0.11945097, -0.035863854, 0.072146535) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.042039525, 0.061217286, 0.0023070376, -0.06355448, 0.07593987, 0.042586822, -0.030279031, 0.07227913, -0.0005004753, 0.002201379, 0.081546515, -0.02234479, -0.08077246, 0.01744644, 0.06937229, -0.0023126216) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.060474634, 0.03563597, -0.048449554, 0.11766885, -0.06035128, 0.059181675, -0.103754975, 0.038546793, 0.07018518, 0.0480535, 0.028971244, -0.012167781, -0.029271174, -0.010183264, 0.08994146, -0.035359614) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(0.04502664, -0.11819687, 0.0017872906, -0.02746493, -0.019755699, 0.065451704, -0.041309807, -0.02750317, 0.1849534, 0.027144413, 0.08684711, 0.114544146, -0.052903686, -0.019412983, 0.009354269, 0.020405274) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(-0.05717253, -0.038361043, 0.0138104735, 0.0023000885, 0.04633789, 0.025579933, -0.11485757, -0.009179847, -0.006942586, -0.06661638, 0.008716604, -0.030035334, 0.054594904, -0.07129582, 0.010413648, -0.10838735) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(-0.04801093, -0.041181874, 0.08267906, -0.06002975, 0.10201126, 0.04084427, -0.028060852, 0.09054284, 0.047106, 0.0011673092, -0.051753543, 0.036465257, 0.08605359, 0.077430785, 0.07017208, 0.018571835) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.021536091, 0.03699245, -0.018637797, 0.08049834, -0.034678947, 0.15327473, -0.08128214, 0.079457074, 0.1293499, 0.027893748, 0.03402142, -0.06271972, 0.022226302, 0.030717926, 0.028144049, -0.13021562) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.083727114, -0.051307227, -0.032771662, -0.032526776, -0.030331977, -0.011982045, -0.03112242, 0.027140804, 0.123297356, 0.006223701, -0.039508402, 0.106729776, 0.011343601, 0.063883916, -0.0077201463, -0.036829796) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.027799038, 0.09573617, 0.084772594, -0.02806329, -0.023049394, 0.03158497, 0.054682083, -0.026241254, -0.011525106, 0.024196615, 0.014161, 0.03531537, 0.046109088, -0.059963033, 0.055303846, 0.080541424) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.0034514545, -0.016191673, -0.022026343, -0.0016931124, 0.070976935, -0.004262911, -0.00096220867, -0.01289568, -0.11138385, -0.09721889, 0.022620434, -0.033679914, 0.044646394, 0.015293881, -0.019056309, -0.007531635) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(-0.05022479, -0.0644463, 0.112185515, -0.016564539, 0.057196613, -0.0041910717, 0.00859705, 0.0045335293, -0.058300126, -0.03151445, 0.021250987, -0.0683099, 0.10680195, 0.13217027, -0.051593877, 0.09301706) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.09899685, 0.16492116, -0.017884683, 0.06089034, -0.07136719, -0.030590171, 0.032426786, 0.12257921, -0.0065773837, 0.06275063, 0.15830463, -0.035916563, 0.031498805, 0.08829284, 0.020857727, -0.117173046) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.09733915, 0.10495844, 0.08310153, 0.06597559, -0.10357524, 0.02096253, -0.04093932, 0.11083315, -0.055126164, 0.011316645, 0.059574008, -0.087016255, -0.07485649, 0.21497902, -0.08492185, 0.058321346) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(-0.02137871, -0.076491944, 0.11702748, -0.04873554, 0.10934954, -0.033340964, -0.07426723, 0.007504287, -0.13460815, 0.04475907, 0.18636806, -0.056291424, 0.24983634, 0.09065705, -0.042634074, 0.031589188) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.47457373, -0.13196267, -0.019636571, 0.22722289, -0.04592603, 0.062394865, -0.038237814, 0.047248926, -0.027640892, -0.021636382, -0.094269976, 0.04466166, -0.067229055, 0.12356696, 0.014440733, 0.17287399) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.030627074, -0.11357722, -0.031575378, 0.023155302, -0.19660853, -0.09899298, -0.034384623, -0.041821368, 0.047804598, 0.026575217, -0.09318437, -0.008268077, -0.089149214, 0.21467431, -0.05849381, 0.05996214) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.30367056, 0.32124925, 0.36718544, -0.15644331, 0.08721045, -0.051870927, -0.1128741, -0.19010973, -0.1073772, -0.026730148, -3.96388e-05, -0.047910277, -0.017116211, 0.17794198, 0.036911633, 0.21090814) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(0.11278304, 0.1965289, 0.6046851, -0.34184146, -0.0064564953, 0.04572099, 0.015147546, -0.040653735, -0.08214308, -0.08428354, 0.00042597204, -0.012188032, 0.032635838, 0.16165397, 0.07757847, 0.09223495) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.16915497, 0.0153973, 0.12676285, 0.06972969, 0.014682666, -0.03466612, -0.0028453856, 0.029096572, -0.0043599266, 0.012213018, -0.076532155, 0.04508606, -0.12350809, 0.14752205, -0.024942026, 0.18994325) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.032883488, -0.052701104, -0.06523296, -0.09578863, -0.070546485, 0.0007160986, 0.023965025, 0.027140899, -0.04201505, 0.006525939, -0.09661379, -0.05856582, 0.038180403, -0.044355646, -0.046104413, -0.020868266) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.0796293, -0.008570138, 0.04403255, 0.10455205, -0.12476015, 0.02706622, -0.04345614, -0.14163625, -0.00070032396, -0.01060892, 0.008377632, -0.04463019, 0.05249191, 0.00030885308, -0.10371343, -0.04111633) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.035385042, 0.0074648275, -0.0042256755, -0.032188427, 0.10550991, -0.008609807, -0.09484075, 0.00051719986, 0.08417588, -0.060725994, -0.18207002, -0.10115796, 0.081672706, 0.021356784, 0.005790011, 0.020541478) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.12571718, 0.026249358, -0.0005818357, 0.038163964, -0.1497834, -0.026215944, 0.15504782, -0.09632822, -0.11961636, 0.060720325, -0.029770376, -0.036256462, 0.1368126, -0.045905266, 0.074709594, 0.021943737) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(-0.030187681, -0.055592414, -0.0008680993, 0.026324185, 0.1047444, 0.08543081, -0.0051651597, -0.011929584, -0.029364629, -0.009013848, 0.002724289, 0.02825831, -0.061591636, -0.0040002954, -0.05028465, 0.10412465) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.07392467, 0.08178864, -0.070465595, 0.0017576977, 0.017052865, 0.047865078, -0.08854556, -0.047512915, -0.005198814, -0.009488779, -0.014298924, -0.01903477, 0.0425555, 0.0949892, -0.0064983545, -0.0149973575) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.07844767, 0.05093207, 0.014128391, -0.028700806, -0.051558983, -0.031980146, -0.02388972, -0.0300492, -0.16985591, 0.11626446, 0.014311478, -0.061581533, 0.051919725, 0.021960206, -0.02508247, -0.052968744) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.047611352, 0.021378057, 0.12452001, 0.11122276, 0.124606036, -0.053068332, -0.07298715, 0.14800288, -0.13077472, 0.050573636, 0.13899545, 0.14172249, -0.00914518, -0.047857977, -0.015108806, 0.015885195) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(-0.025437076, -0.06482224, -0.085284956, -0.056458317, -0.06278887, -0.027232738, -0.0086713005, -0.0031674847, -0.05697876, -0.029965132, 0.11181712, -0.10408781, 0.06897122, -0.067343526, 0.13986716, 0.041485526) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(0.05582442, 0.022608185, -0.14463839, 0.028609566, -0.1316193, 0.01402416, 0.04438618, -0.10716094, 0.07536865, -0.05689485, -0.010988654, 0.0802037, 0.103024326, -0.17312713, -0.044616953, -0.02591282) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.007841725, -0.029510487, -0.07404941, 0.079887256, 0.095747724, -0.051596474, -0.063693464, 0.018858278, 0.030332105, -0.0641837, 0.07483415, -0.006859072, 0.028423559, -0.21472485, 0.08214206, 0.09460861) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.19341941, -0.008559521, -0.02786418, 0.008049167, 0.034066003, -0.040081434, 0.003680143, -0.037779566, -0.23077072, -0.038599227, -0.040743884, 0.016700126, 0.018629976, -0.05290129, 0.13016932, 0.098385155) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.037717786, -0.046259657, -0.026423305, -0.0069667744, -0.074130096, 0.007958183, -0.025208341, 0.09849877, 0.11521551, 0.045813486, 0.022236196, 0.004416141, 0.017433736, -0.1068484, 0.033268478, 0.0043522054) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(-0.17370465, -0.03488704, 0.057367038, -0.04789062, 0.096039064, 0.033296652, 0.014079373, 0.015356793, 0.16518968, 0.057152346, -0.054042917, 0.0070565254, 0.10757034, -0.021602929, -0.07919234, -0.022110537) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.04852621, -0.019377688, 0.0119137885, -0.0042394428, -0.06657281, 0.042298924, 0.05027284, 0.04697178, -0.15285842, -0.054350946, -0.10979889, -0.0029864863, -0.15729165, -0.12643307, -0.2642667, 0.038907614) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(-0.010043995, 0.09287422, 0.038897205, 0.0710695, -0.04138276, 0.028926764, 0.0073119686, -0.048609313, -0.020024547, -0.0038690055, -0.054206144, -0.017099261, -0.011421355, -0.08654407, 0.05131156, 0.016581675) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(-0.014845168, -0.040038552, 0.11575068, -0.08706872, 0.01814075, -0.0062346742, -0.004651195, 0.18341804, 0.049718257, 0.027503256, 0.006899092, -0.047349628, 0.0018782485, -0.0012107973, -0.00048724993, -0.15566508) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.039332088, -0.035715014, 0.03523943, -0.028101392, 0.04011208, -0.0801635, 0.0060611656, -0.034481786, -0.1380085, 0.09051378, -0.057559397, 0.0770283, -0.122531116, -0.14357041, -0.087311246, -0.15660973) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(0.05396752, -0.015057689, -0.038443115, 0.07965854, -0.023314228, -0.056096565, -0.0056100255, -0.02272898, -0.027265538, 0.038172036, 0.098645285, -0.07003121, 0.013717061, 0.032166757, 0.05594546, -0.061714157) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.053008437, 0.06427805, -0.03746859, -0.04090423, 0.0429269, -0.01746919, -0.007380819, 0.039974883, 0.06559021, -0.068925425, 0.10925703, -0.09568423, -0.07477659, 0.06146387, -0.030916087, 0.15617129) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.03857919, 0.010715387, 0.006954834, -0.00023796473, 0.033609215, -0.021531533, -0.08522054, -0.011814584, 0.018671313, -0.064097516, 0.01060304, -0.01285243, -0.086842194, -0.058414467, 0.17138194, -0.0032262662) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(0.097497374, -0.06957041, -0.024459133, 0.029793017, 0.05773547, 0.05517656, -0.05697278, 0.032118294, -0.0062131686, 0.025256071, 0.01674892, 0.018072452, -0.04720883, -0.092359215, -0.08249947, 0.08784974) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.021926617, 0.049375426, -0.063890345, -0.04655509, -0.0630303, 0.016058976, -0.032819696, 0.091796234, -0.15869053, 0.167308, 0.035466738, 0.008962673, -0.01384396, 0.086096995, -0.253834, -0.06845667) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.11755873, -0.028916698, -0.013987473, 0.019167537, 0.08750411, 0.04941727, -0.12692647, -0.05395736, 0.0034140083, 0.004808461, 0.10841692, -0.0098558385, -0.099827036, 0.076205924, -0.021544598, -0.035159983) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(0.102698945, -0.08195324, -0.09538588, -0.062762074, 0.021301981, 0.030618185, 0.053401537, -0.035845064, 0.057678647, -0.04588069, 0.019323697, -0.060831662, 0.088909574, -0.03719734, 0.009234662, -0.032310676) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(-0.012444303, -0.10928829, -0.007710559, 0.07088603, 0.022959635, -0.001601276, -0.050142728, 0.04961799, -0.0792677, 0.053062897, -0.0389657, -0.014050945, -0.2302402, -0.00070387474, -0.1200321, -0.22535647) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.10639305, -0.010127715, -0.034682564, -0.12139725, 0.026878467, -0.031295903, -0.13005422, -0.014716105, 0.056644812, -0.021237567, 0.03402466, 0.030415252, -0.19540247, -0.10646383, 0.08526519, 0.13609745) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.10841735, 0.00703575, 0.05229535, 0.003712159, -0.014488463, -0.048153657, 0.09024097, -0.020500712, -0.078996606, -0.049159348, 0.024551094, 0.017371215, -0.027138304, 0.0075862617, -0.043698415, -0.060584247) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.040153775, -0.034538966, -0.06831485, -0.08698853, -0.0010678475, 0.07407043, 0.11552406, -0.04862151, 0.04826814, 0.05090706, 0.15577137, -0.026989767, 0.020895014, -0.049075644, -0.16568467, -0.029126916) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.041043345, -0.0725161, -0.019178197, 0.03876852, 0.03712581, 0.055178043, -0.026280928, -0.2545717, 0.102481656, -0.11295318, -0.032639362, -0.026244422, -0.010449924, 0.016885139, -0.01883277, 0.029929966) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.15909685, 0.05688062, -0.04938656, -0.052956108, 0.050724044, -0.010793868, 0.03242358, -0.013564398, -0.08833861, 0.011785539, -0.03140303, 0.04352616, -0.1267456, -0.016473839, 0.0007947726, -0.023370145) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.018270547, -0.014315625, -0.04530398, -0.10853184, -0.057609275, 0.08228726, 0.01282188, -0.030917626, -0.08893558, -0.0047554187, 0.030033132, 0.10651613, 0.11290742, 0.050030164, -0.10250954, -0.13145623) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.009434476, -0.017702028, -0.12924476, -0.018579815, 0.049015347, -0.04967243, 0.028853342, -0.16670261, 0.06618221, -0.18739995, -0.06235724, -0.0323652, -0.07132881, 0.072841205, -0.036427245, 0.003952112) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(-0.038359758, -0.03458916, -0.00883968, 0.054694217, 0.005327728, 0.014527585, 0.02445876, -0.051686373, 0.07238767, 0.028454082, -0.010694447, 0.026264979, -0.06398158, -0.001123328, -0.03547982, 0.003787934) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.0026730602, -0.010797033, -0.014636274, -0.12515742, 0.035996962, -0.062317528, -0.061463512, -0.09849216, -0.065137595, 0.06860676, 0.08229327, -0.070360854, -0.0663919, 0.023231652, -0.0022527133, 0.009690312) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.07832781, -0.023008034, -0.05025634, -0.0072358884, -0.022369241, 0.015263983, -0.06372441, -0.15701488, 0.16068271, -0.061635286, -0.017301856, 0.03252815, -0.025266672, 0.003950214, -0.082581274, 0.026801404) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.004757555, 0.0066921245, 0.0015465204, -0.000539636); + result += mat4(0.11349899, 0.03682467, 0.011535115, 0.1134954, -0.06778684, -0.11583971, -0.04730881, -0.005766791, -0.057189506, 0.02036273, 0.06992569, 0.08935313, 0.094404444, -0.041955933, -0.007894757, 0.00083215197) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.10448087, -0.03055553, 0.050075825, -0.026454924, 0.07776824, -0.04372387, 0.009735731, 0.11756392, -0.030613687, 0.039888073, 0.05550842, -0.011767378, 0.038470417, 0.09790034, 0.1053843, -0.044205744) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.040458314, 0.038171683, -0.03260193, 0.055705454, -0.0094249835, -0.0311955, 0.0020066788, -0.010603218, -0.0590773, 0.08409822, 0.08585444, -0.021766132, 0.03565077, 0.11177095, -0.005916123, 0.029700363) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.07804942, -0.048418522, -0.11822066, -0.14643224, -0.052237958, 0.0049337726, -0.11353842, -0.24496666, 0.026374422, 0.055838462, -0.031768564, -0.023432704, 0.014158713, -0.0033560663, 0.0087569915, 0.093721904) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.10306694, -0.05687962, -0.073112905, 0.10862642, 0.121475525, 0.04025473, -0.055780344, 0.043165553, -0.04195123, 0.08860717, 0.0042974046, -0.013587914, 0.0041836943, 0.05036958, -0.06577297, -0.06400082) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.07342447, 0.022924803, -0.08262387, -0.02821925, -0.11561012, 0.05878551, -0.081531666, 0.059017397, -0.029640576, 0.039185617, 0.03206757, 0.0053963237, -0.022958111, -0.05658538, -0.08873518, 0.036778968) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.05429673, -0.007503706, -0.11964424, 0.03583713, -0.0022615332, -0.16127859, -0.037525125, -0.08634031, 0.08670388, -0.069134004, -0.05868231, -0.067023136, -0.06621436, 0.039539885, -0.02442324, -0.116597004) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.11058096, -0.037296385, 0.011716341, -0.17049587, 0.11286633, -0.061436735, -0.07316096, -0.043949377, 0.08578814, 0.025394598, -0.11578363, -0.12133509, 0.036231276, 0.00283885, 0.0071045132, -0.02475817) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.13321236, 0.10548257, -0.022046754, -0.12420882, -0.052974854, 0.10962823, -0.117062375, 0.10289217, 0.04886255, 0.052521188, -0.038161162, -0.028780565, -0.097921774, -0.061971717, -0.0053417953, 0.052453052) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(0.05065307, -0.113952495, -0.03008697, -0.031024761, -0.06223088, 0.047849946, -0.041622628, -0.047523104, -0.16697808, 0.059578948, 0.007976812, -0.02929543, -0.06833772, -0.097213976, 0.06381056, -0.050738882) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.039316688, -0.021094432, 0.06550708, -0.031300284, 0.005683813, 0.03649793, -0.016535792, 0.009946008, -0.21162187, 0.047833323, 0.07382211, 0.029751297, 0.043913007, 0.043567155, 0.0036953858, 0.029767344) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.0063038785, 0.10711857, 0.0747232, 0.053938143, 0.028359989, 0.0056362334, 0.06201187, 0.013750262, -0.12456847, -0.016474402, 0.05970153, 0.06165272, 0.00040503746, -0.027742824, 0.027708692, 0.03154629) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.048496153, 0.056712948, -0.08912388, 0.14948198, 0.04904744, 0.064647146, 0.08713012, -0.17428106, 0.017615698, 0.03156796, 0.0076193716, -0.034744363, 0.026632795, -0.08388072, -0.04966008, 0.0420437) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.00027174, -0.018484779, 0.017151076, 0.009515324, -0.08260088, -0.0011761031, 0.054539025, -0.08429204, 0.17473443, -0.07000628, 0.015802365, 0.025413582, -0.033006478, 0.044893403, 0.05101894, 0.019576613) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.05556953, -0.0043248413, -0.10920537, 0.04212936, -0.07425214, 0.0049062395, 0.012085829, 0.11344209, -0.037492193, -0.03936168, -0.09392863, 0.08912198, 0.0037864845, 0.039498962, -0.012497312, 0.03129254) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.10349949, -0.019108104, 0.0271792, -0.043420084, -0.24280572, -0.018777141, 0.02111925, -0.020043941, 0.15011993, -0.033566855, -0.05220742, -0.21430387, 0.033793673, 0.023931855, -0.031598497, -0.17530876) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.008160566, 0.04790762, -0.10873158, -0.06855155, -0.11840364, 0.102650575, -0.21880019, -0.23445879, 0.08393631, -0.020286081, -0.051135343, -0.030273959, -0.037730783, 0.10600372, -0.03188769, -0.13385715) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.08042516, 0.0068187476, -0.08388898, -0.06233123, -0.029016411, 0.024358617, 0.12879671, -0.000651075, -0.019510139, 0.12592776, -0.15377519, 0.004293696, -0.036617503, -0.11463557, 0.07544606, -0.039037067) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.12670575, 0.0025218169, 0.07214214, 0.061585333, 0.077228926, -0.045126535, 0.07227507, 0.084963806, 0.058618683, 0.010716497, 0.13813764, -0.063208774, -0.063441575, 0.03546016, 0.019498022, -0.014480743) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(0.10878993, -0.001717275, 0.055847716, -0.016908139, -0.0039723986, 0.028472496, -0.11038391, 0.05307657, -0.043845467, -0.058447253, -0.10275314, 0.021605598, -0.041815136, 0.053483896, 0.046177905, 0.008242724) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.004308458, 0.0061851065, -0.030787209, -0.06687588, 0.11691508, 0.11137651, -0.06870892, 0.0679365, 0.08282016, 0.18061428, 0.0058225235, -0.0035563533, -0.022215093, -0.05853177, -0.06624062, 0.10195481) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.06207687, 0.06801286, 0.05132017, 0.13642049, -0.0449156, -0.0077699777, 0.08562286, 0.12734161, 0.11306914, -0.113344915, 0.13355012, 0.17697674, -0.12486384, -0.0598797, -0.01142903, -0.14067113) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.00089821336, -0.05310936, -0.034743913, 0.10185827, -0.15219459, 0.027291978, 0.06965937, 0.083906874, 0.026358424, -0.05011626, 0.041339397, 0.004187528, 0.025451437, -0.067929566, -0.06314939, 0.07040784) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(-0.0053124023, 0.021365123, -0.07844448, 0.021620518, 0.018069288, -0.0258702, 0.030977404, 0.12526077, -0.10196389, -0.086077295, 0.040602755, -0.16427751, 0.12992612, -0.016316755, -0.06691121, 0.14424118) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(-0.13271052, 0.050992165, 0.013349729, -0.19272551, 0.0261862, -0.07412381, -0.16521539, -0.017831609, -0.033204485, -0.007401179, 0.008699602, -0.04113147, 0.013678685, -0.041841835, -0.033449862, -0.078453004) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.14311169, -0.18062009, 0.02696865, -0.023684287, 0.048120074, 0.0022888265, 0.0034597565, 0.054043934, 0.09733168, 0.06112986, 0.06425913, -0.0055744965, -0.003110356, -0.07575617, -0.029493136, 0.042553112) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.10877049, 0.015661005, 0.01836191, -0.024580982, 0.08938417, 0.016133158, -0.083037436, 0.041907147, 0.19387297, -0.05894791, 0.047843628, 0.1775111, 0.0015946283, 0.0020886348, -0.14576925, -0.0433137) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(-0.094514154, -0.03210124, -0.07565005, -0.20597404, 0.023298204, -0.17757241, -0.1387228, 0.047445524, -0.06114681, 0.045789618, -0.10065938, -0.034673207, -0.24135587, -0.023437276, -0.10630994, -0.115963876) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.05300619, -0.0063644014, -0.109262876, -0.039670758, 0.04336747, -0.034151327, 0.01861349, -0.004413683, 0.054878518, 0.0057930704, 0.08501838, 0.042661592, 0.06946401, -0.12543148, 0.050226208, -0.047517277) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.041740403, 0.07430137, 0.08569165, -0.057543404, 0.08646031, 0.1393351, 0.053923957, 0.12306488, 0.02644189, 0.023807218, 0.13098423, -0.02051862, -0.05499877, -0.08754613, -0.035724323, 0.070999324) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.03482623, 0.01282608, 5.8674977e-06, -0.38494566, 0.013138842, -0.12779595, -0.0077767274, -0.16306975, 0.05228305, 0.0020776272, 0.111728214, 0.018564979, -0.069880314, -0.011943985, -0.0008817632, 0.0661268) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(0.17886259, 0.12594935, 0.44553977, 0.23785625, 0.08682439, -0.08111878, -0.07357941, 0.06275705, 0.10032153, 0.07850621, 0.0016675915, 0.0119662145, -0.0035606516, 0.0020743476, -0.027936766, -0.06926981) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.16417812, -0.0070310337, 0.14106219, -0.09991219, -0.037681475, 0.089959666, -0.02957134, -0.015084552, -0.148131, -0.07798319, 0.02414321, -0.012240228, -0.18377134, -0.020498876, -0.23074734, 0.032067563) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(0.32918534, -0.16878515, -0.0830635, 0.07592082, -0.041547474, -0.10544633, 0.08481323, 0.12836282, 0.016958868, -0.04063196, -0.022966098, -0.11859095, 0.028517874, -0.015105806, -0.12805948, 0.22081275) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.075458646, -0.10800405, -0.263067, 0.20835415, -0.061416715, -0.031533703, 0.013553136, -0.022732047, -0.050140247, 0.08912443, 0.05826256, -0.03147566, -0.27344075, 0.010031876, -0.22195, 0.18671158) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(0.21969724, 0.039667282, -0.3086246, -0.0058653164, -0.09200558, 0.04614033, 0.0904847, -0.08542906, -0.039527368, -0.010760348, -0.07588415, -0.11697903, -0.3011086, -0.027940327, -0.2591113, 0.07887538) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.11310526, -0.1191841, 0.008222723, 0.0030214223, 0.046757426, 0.019034086, 0.022289075, 0.012728503, 0.039831948, -0.048884124, 0.051098753, 0.053818706, -0.023442304, 0.076537855, 0.06961743, -0.007961205) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(0.04796011, 0.004699384, 0.04051665, 0.0012662468, -0.065301515, -0.017007938, 0.07413308, -0.02438513, 0.035958406, 0.010927845, 0.022229886, 0.009191045, -0.035966754, 0.03084916, 0.04305757, -0.021394214) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.06798636, -0.036332805, 0.043610465, -0.013572959, -0.04986304, 0.035915036, -0.067367814, 0.01923968, 0.02163741, -0.15295288, -0.04248053, -0.027923513, -0.0653446, -0.01685205, 0.0016655462, 0.04086946) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.082093135, 0.0116175795, -0.06229353, 0.057567067, 0.002070583, -0.019433213, -0.10820982, -0.06510465, 0.0023888461, -0.039131373, 0.08684572, -0.029247586, -0.046205662, -0.07600052, -0.048761863, 0.1119688) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(-0.09854264, 0.034014903, 0.032533847, 0.086708464, -0.18420456, 0.06425726, -0.019944152, -0.113858595, 0.067102134, -0.023330009, 0.016175846, 0.02207056, 0.051203225, 0.106763445, 0.022313962, -0.07319695) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.08285395, 0.101158425, 0.095449746, 0.056932118, -0.010269262, 0.10500684, 0.09804487, 0.029416436, 0.018405171, -0.00756643, -0.14734982, -0.027628047, -0.0021709756, 0.04837203, 0.04046945, -0.07148995) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.0068056993, -0.012655505, 0.041893397, -0.20637612, 0.10357054, -0.039183695, -0.03874575, 0.03250902, -0.005688544, -0.08735709, 0.0407617, -0.2630221, 0.04929919, 0.015207005, 0.031928465, -0.05988603) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.06360958, -0.0016529092, 0.036746763, -0.07929452, 0.04649289, 0.10552208, 0.019129697, 0.04247747, 0.0333161, -0.055369295, 0.015400768, -0.21071377, 0.075626925, -0.019724565, 0.05673808, 0.031451184) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(-0.10448173, 0.0024858385, -0.055335138, -0.025521627, 0.07000973, 0.045164585, -0.08821254, -0.029078333, 0.03237743, 0.03412713, -0.08277621, -0.008206058, 0.13888146, 0.06433806, 0.09635601, 0.009300237) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(0.05628329, -0.049013995, -0.042843785, 0.10905238, -0.13861625, -0.0033450013, -0.08102925, -0.021642348, 0.06950021, -0.050236728, 0.011063194, -0.05445041, -0.026387254, 0.02149008, -0.012052465, -0.015521887) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(0.037469618, -0.10782092, 0.16267659, -0.017570743, -0.11076471, -0.017461535, 0.09157403, 0.06183931, 0.050781213, -0.047209375, 0.057156242, 0.017524479, 0.05568796, -0.09026668, 0.009749823, 0.01231608) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(0.012531465, -0.10234399, -0.06545549, -0.05673929, 0.01473559, -0.023543626, -0.024662662, -0.023166092, -0.011096109, -0.034617644, -0.04284926, 0.069722705, 0.10831282, 0.0448412, 0.0035130812, -0.063478604) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.012193419, -0.0046619456, 0.06142149, -0.009428366, -0.04379314, 0.018028691, -0.064939916, 0.045077585, -0.06380097, -0.030957522, -0.00064179423, -0.10726085, 0.04562282, 0.03318346, 0.032894075, 0.0057286317) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.0774749, -0.05273974, 0.013361095, 0.003996927, 0.07394484, -0.03463487, 0.0135050155, 0.10033323, -0.077846445, -0.016434154, 0.036393348, -0.10085155, -0.04174958, -0.10173868, -0.055484813, 0.0767971) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.054177377, -0.035136092, 1.6553884e-05, -0.075745866, 0.07161627, 0.028670466, 0.08635801, -0.049687378, -0.06149632, -0.090239674, -0.04604012, 0.037281927, -0.013900084, -0.025308648, -0.04160905, 0.05236423) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.021772992, 0.079682894, 0.049365964, 0.080592774, 0.09486552, 0.0005647539, -0.09744135, -0.06550276, 0.06517251, 0.013947098, -0.049141996, 0.07036129, 0.05793302, 0.009150216, 0.008434343, -0.010301527) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.020805387, -0.02862174, -0.06900585, 0.08063093, 0.042023793, -0.017361684, -0.14224279, 0.002890036, -0.050307795, -0.07287953, -0.12160202, 0.029457036, -0.081102654, -0.040054563, 0.010552698, 0.008621605) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(0.06572347, -0.03944712, 0.07462236, -0.052968614, 0.1651128, -0.0050947857, -0.16246855, 0.011928858, 0.0022549967, -0.041426033, -0.009666929, 0.13474783, -0.16574116, 0.058332365, 0.01842872, -0.041698866) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.061695214, 0.0439581, 0.04819791, 0.04084196, -0.04817394, -0.06648881, 0.07974342, 0.07847899, -0.047357164, -0.014205644, -0.06797453, 0.014230147, 0.06291337, -0.068596296, -0.12509707, 0.08504361) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(0.09887612, -0.030411558, -0.068186745, -0.06456985, -0.053841483, 0.09986901, -0.17974052, 0.0033505913, 0.010932002, -0.05817109, -0.01561137, 0.04292959, 0.004044488, 0.044107474, -0.036454186, -0.022074549) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.048093945, -0.04142131, -0.006397631, 0.029621024, -0.033857297, -0.00832237, 0.061985046, 0.0018212764, 0.036430612, -0.002574387, -0.042038023, 0.060955923, 0.09265335, 0.07207511, -0.03624408, 0.011721343) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(0.09587588, -0.048132017, 0.0030001635, 0.017401407, 0.014507915, -0.1613648, 0.08629626, 0.0671625, 0.06365815, 0.017713983, 0.13653816, -0.10809365, -0.10039833, 0.022505641, 0.037629344, 0.04369148) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(-0.021129504, -0.027774522, -0.040217243, 0.044580977, 0.03418482, 0.06980686, 0.05906925, -0.12685576, 0.05005031, -0.009486927, 0.14387128, -0.09414186, -0.16633372, 0.06291003, 0.06385437, 0.01382828) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.040803794, -0.11550628, -0.009804584, -0.10101504, -0.07007197, 0.033600125, 0.019411325, -0.009911569, 0.0219513, -0.025183251, 0.061174493, -0.012735013, -0.18262456, -0.065662146, 0.058936115, -0.057779215) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.1097271, 0.1060282, -0.09872891, -0.0380541, 0.016392106, -0.053847674, -0.003181774, -0.09004309, -0.07646991, -0.04291185, 0.002126514, -0.02716048, -0.017903525, -0.015712854, 0.04478264, 0.11158974) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(-0.032863095, 0.071703695, -0.108703256, 0.07342488, 0.108845875, 0.07361278, 0.17857915, -0.08053826, -0.044019863, 0.022172097, -0.01441005, -0.037975915, -0.0040993467, 0.028056452, -0.1959774, -0.396473) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.008128875, 0.015478254, 0.008289732, 0.028073817, -0.05445876, -0.04683642, -0.06538109, 0.03899905, -0.096197486, 0.025874358, -0.034843657, -0.0023212302, 0.33299488, -0.008234567, 0.035895467, 0.008845726) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.015127326, 0.050381284, -0.023957968, 0.013446369, 0.049920883, 0.035301927, 0.03798589, -0.0042353948, 0.0004398059, -0.05863492, 0.08663867, -0.12998216, -0.1223253, 0.0843225, 0.044872735, 0.13198064) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.12622693, -0.028360683, -0.015941314, 0.027059209, 0.1658973, 0.0026687132, 0.0013781668, 0.03768538, 0.00037406373, 0.082323045, 0.07725557, -0.013813238, -0.07053939, 0.018268615, -0.016613442, 0.08555984) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.030968921, 0.04988211, 0.047198135, -0.06080826, 0.03948702, -0.026050689, 0.01785742, 0.021210028, -0.02777861, -0.024286846, -0.18957746, 0.030048167, -0.05093788, 0.022113025, 0.080163375, 0.043587737) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.12931837, -0.06624186, 0.048230994, -0.14303525, 0.011868749, 0.05876437, 0.08283446, 0.096630804, 0.078242354, 0.017186532, 0.01107169, -0.09535571, -0.081958145, -0.01187443, -0.042515688, 0.041455794) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.09620027, -0.09389716, -0.02755073, -0.07172476, 0.060631033, 0.10633425, 0.020453556, 0.015004116, 0.068574816, 0.037624687, 0.083897874, -0.043020047, -0.055612575, -0.037665978, 0.03191591, 0.018990554) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.16054095, 0.079194486, 0.08251715, -0.030420316, 0.024793591, 0.0066223466, -0.07848799, 0.026549103, 0.10273049, -0.055960022, 0.09209815, -0.058158513, 0.030097134, -0.059460137, 0.042498615, -0.0655346) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.076910384, -0.028854616, 0.034690343, -0.3163691, -0.022167513, 0.048529234, 0.011295191, -0.24878581, -0.07049643, -0.043963216, 0.03107965, 0.045172, 0.09532809, 0.025588188, -0.08722443, 0.06796673) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(0.032659616, 0.011626888, 0.11363313, -0.10491743, -0.089956574, 0.023321712, -0.086859286, -0.28858283, -0.0436798, -0.0041113957, -0.041210726, 0.058477964, 0.08519075, 0.06381179, 0.10313036, 0.1064427) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.08195395, 0.029072773, 0.09645364, -0.1331128, 0.010006744, -0.035336263, -0.078235984, -0.100892104, -0.11188394, -0.09306771, -0.05584668, 0.0851246, -0.058804363, 0.050579723, -0.03372555, 0.03584036) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.010093253, 0.0030979498, -0.009945917, -0.0028646134); + result += mat4(-0.052817143, 0.002212199, 0.028175354, 0.01752312, -0.024059987, -0.034982406, -0.0823692, -0.14901216, 0.020960469, -0.03748541, -0.09018264, 0.015323, 0.05144814, -0.13600393, -0.13445613, 0.069762036) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.06827586, 0.0703458, -0.06894819, 0.00088594516, 0.018793514, -0.053264253, 0.15727098, 0.10565909, 0.020995786, -0.073440425, -0.016690494, 0.1479086, -0.058948364, -0.0791279, -0.055432227, 0.046929073) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(0.0282332, -0.038427632, 0.037297875, -0.034946367, -0.02903317, 0.07089535, -0.1317738, 0.31971014, 0.08237799, -0.002177024, 0.0028373394, 0.03672002, 0.02289465, 0.0010561787, 0.018560356, 0.10047951) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.09461853, -0.037170637, 0.04099613, 0.026774347, -0.035639457, -0.03770909, 0.011653578, -0.2728709, 0.11719966, 0.09836897, -0.05813555, -0.070931844, -0.08800717, 0.035530616, -0.045155324, -0.078391835) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(-0.19398674, -0.012254907, -0.08600672, -0.11491757, 0.08367692, -0.059326764, 0.05075526, -0.23950206, 0.034008104, 0.07750407, -0.0053664437, -0.0378413, 0.1358654, 0.09803174, -0.040954523, -0.10823794) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(0.16082066, -0.124672525, -0.0351442, 0.014070176, 0.054719046, 0.043338597, 0.10507917, 0.15590054, 0.008730584, -0.05798604, 0.050166424, 0.06823853, 0.01843268, -0.011128594, 0.054955035, 0.048077513) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.071411334, -0.02709184, -0.017589344, 0.08073806, -0.0069443267, 0.02389994, 0.0073655583, -0.03998735, 0.067277394, 0.049400445, -0.04988836, 0.01824602, -0.022236217, -0.00056634116, -0.07687963, -0.02842552) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(0.024667177, 0.0042771534, -0.014276378, 0.045863137, 0.040866137, -0.08839627, -0.0041296543, 0.00051970244, 0.029851934, -0.058286875, -0.0013674849, -0.0805984, 0.03570393, 0.086647585, -0.057948098, 0.0062022763) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.015547867, 0.04384457, -0.015359485, 0.04380505, 0.07681569, 0.030143823, 0.13590969, 0.044662785, -0.026010433, -0.06590536, -0.0030342895, 0.0019454237, -0.038111445, 0.02542262, 0.04671972, -0.002052507) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(0.045374565, 0.047892347, -0.08426521, -0.04845604, -0.011286642, 0.0019627323, 0.028258817, 0.0148245655, 0.003643463, -0.007561848, -0.13815665, 0.05888418, 0.010417708, 0.046106715, 0.0010331987, 0.070423216) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.07544333, 0.027092673, -0.063055724, -0.010969607, 0.052434634, 0.0053786454, 0.09524213, 0.01183889, -0.09156778, 0.00337187, -0.075037174, -0.06613649, 0.017007899, 0.029491507, 0.020276293, 0.1002523) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.06794062, -0.06663001, -0.0013214787, -0.026867885, 0.07225855, 0.030664058, 0.086437754, -0.09958769, -0.006958276, 0.043646608, 0.025989138, -0.0073254933, -0.0372581, 0.046872683, -0.07750571, 0.037775975) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.059993867, 0.0208507, 0.022746803, 0.05375079, -0.028866738, 0.013796953, 0.06107955, -0.034542948, -0.17232534, -0.058118045, 0.082838595, -0.01369194, 0.14652948, 0.017388348, -0.026810039, 0.07939627) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(-0.04958076, -0.034861684, 0.013720466, 0.050227273, -0.024653476, 0.028051538, 0.04030152, -0.117435165, 0.056463327, -0.086978674, 0.08665229, -0.09058818, -0.031566508, -0.03196963, 0.11628149, -0.039170064) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.07786924, 0.046314433, 0.016736176, 0.0025878206, -0.13275605, 0.010890811, 0.02608986, -0.077810585, 0.13155577, -0.070663676, 0.040935438, -0.027096994, 0.015678724, 0.0632002, -0.029694784, 0.040319134) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(0.080062516, -0.017041847, -0.1807908, 0.028788142, -0.03383607, 0.004711085, -0.04754284, -0.30198175, 0.012987751, 0.007168569, -0.09628087, 0.0041087135, 0.094406836, -0.13526797, -0.027160518, -0.07329403) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.1142603, 0.051183037, -0.005216107, -0.037383903, -0.06358105, 0.18394762, -0.069858104, 0.1765225, -0.024236305, -0.052698888, 0.08283749, -0.10126377, -0.06296555, -0.06794055, -0.065837964, -0.18322305) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.057684455, 0.039189402, 0.024506807, -0.07146248, -0.06307401, -0.096499056, -0.07782666, 0.07304465, -0.14147285, -0.0094955545, 0.07641891, -0.17299448, -0.060026, 0.015830213, 0.016441697, -0.08980843) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.08995622, 0.035335455, -0.062040627, 0.024272358, -0.057256218, -0.13136488, 0.09059813, 0.02450577, 0.05146425, 0.07659153, 0.04129474, -0.013656916, -0.03501584, 0.011278049, -0.121104985, -0.014527283) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.08175117, 0.002600368, 0.018559895, -0.030640086, 0.052098293, 0.015568206, 0.17529301, 0.13796051, -0.031648304, -0.11440125, -0.08731695, 0.022338102, 0.024790972, 0.06100665, 0.026448535, 0.035441745) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.08833055, 0.028866421, 0.05383967, 0.037397347, -0.020838268, -0.104215994, 0.038883522, -0.05276631, -0.036368255, -0.12485399, -0.020505834, -0.152442, 0.013298882, -0.09412798, -0.040997755, 0.10254575) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.072345644, 0.0028624153, -0.023264164, 0.0032946577, -0.07990283, -0.004601327, 0.21140556, -0.049908727, 0.053420562, 0.0389528, -0.008937805, 0.032145094, 0.08891193, -0.1038764, -0.1290682, 0.03327991) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.044321563, -0.05759256, 0.15617782, 0.077190705, -0.21873704, -0.15992488, 0.17741539, 0.11081979, -0.07004686, -0.0046884236, -0.087132335, -0.035204023, -0.116804965, 0.0885009, -0.030251827, -0.08839536) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.07535699, 0.06980732, -0.049515944, -0.033445325, -0.09237193, -0.031234704, -0.054125268, -0.060737535, 0.017052, 0.025330685, 0.19404979, -0.046796653, 0.025860898, 0.0026086213, 0.12825601, 0.066703536) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(-0.035218675, 0.056579303, -0.04601394, -0.03773755, -0.06502738, 0.054420687, -0.04699332, -0.22961397, 0.014562894, -0.018646099, 0.011672857, 0.08276406, 0.009118081, -0.0008451879, -0.009345393, -0.03606451) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.08277387, -0.15970086, 0.06275407, 0.003424809, -0.16147119, 0.11690582, 0.056949176, -0.23921, 0.052308455, 0.14488497, -0.10344301, 0.11020762, -0.017569592, 0.0144406995, 0.04930314, -0.026829936) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.04917524, 0.086095154, -0.027394922, 0.040365323, -0.08899659, -0.040968, 0.046315666, -0.33874503, -0.23498026, -0.10822274, -0.0025513615, 0.042556245, 0.015212904, -0.099088006, 0.045687508, -0.075261146) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.06726809, -0.0061324444, -0.3444722, -0.039973885, -0.1582473, 0.05025102, 0.08495311, 0.025857005, 0.052926548, -0.12193293, 0.1380711, -0.14170942, -0.011231747, -0.005751425, 0.03124626, -0.080484755) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.015424694, 0.016479969, -0.09517515, -0.10323726, 0.039380245, 0.037390523, 0.004262769, -0.049400486, -0.13183437, -0.07021707, 0.00012383003, 0.09193902, -0.01197365, 0.06633876, 0.023855792, -0.12509575) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(0.0061365734, -0.051785953, 0.15651871, 0.039185368, 0.023622895, -0.0559847, 0.052860074, -0.07439876, -0.044265773, 0.053211868, 0.08892756, 0.1404263, 0.08816908, 0.08679912, 0.07592974, -0.055393804) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.04603408, 0.18642771, -0.015224575, -0.40612525, 0.00039912146, -0.08327426, -0.018544627, 0.08702238, -0.07618399, 0.00045984448, -0.0024707546, -0.1688651, 0.12915307, 0.13075638, 0.05146175, -0.06817692) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.3018873, -0.059525907, 0.015119917, 0.46888322, -0.058859102, -0.045305185, -0.061065163, 0.07687981, -0.030210031, 0.056729868, 0.09037692, 0.11505714, 0.1176135, 0.035580378, -0.028978491, -0.07123962) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.17184415, 0.060126923, -0.03419522, -0.08774862, 0.1027244, -0.041237164, -0.15576603, -0.017237198, 0.021603772, 0.041135587, -0.041272953, -0.00532409, 0.11762288, 0.050772674, 0.11216044, -0.040241525) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.21900521, 0.1753161, -0.220829, 0.022376612, -0.0067504523, 0.07743558, 0.07179624, 0.10919218, -0.012175348, -0.028337767, -0.021360382, -0.139815, 0.113238186, 0.15368696, 0.025225963, 0.08891982) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.37238395, 0.32597846, 0.7211832, -0.16881873, 0.021591071, -0.0018966692, -0.110048905, 0.004778059, 0.043364957, 0.07239852, 0.057545107, 0.017220007, -0.03667948, 0.115216516, 0.092870414, -0.08104667) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.13875571, -0.13770458, -0.028352967, -0.1464727, -0.027298847, -0.01445571, 0.006155361, 0.016625125, -0.08740675, 0.0646462, -0.088235416, -0.02831539, 0.017340869, 0.14814426, 0.038821958, -0.06661259) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.0031220994, -0.0339335, 0.07614791, -0.055266626, -0.1180158, -0.035372414, 0.017735355, 0.013722326, -0.06587946, 0.050467912, -0.047740486, 0.017698769, -0.06282047, -0.050236564, -0.054655477, -0.0121994475) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.14619339, -0.076966405, -0.010861275, -0.031517904, 0.039184112, 0.07138213, -0.0702162, -0.02079, -0.06701071, -0.04727614, 0.015979549, 0.022992207, -0.05809022, 0.071408436, -0.013638785, 0.1351908) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.051964168, 0.09378624, 0.009820825, -0.0062255394, 0.022991994, 0.021567462, 0.04614127, -0.08799105, -0.0570647, -0.03943098, -0.20275263, 0.14406271, 0.027310422, 0.06477741, -0.014123091, 0.027554346) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(-0.046303146, -0.028624179, -0.0019513558, -0.010861608, 0.07929469, -0.05229401, -0.09874981, -0.0068337885, -0.07316628, -0.049669296, 0.037577294, 0.04280212, -0.00013534028, 0.009134087, -0.06995011, 0.07442783) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.13656802, 0.08492786, -0.08779892, 0.023367425, 0.026074382, -0.047828443, 0.057581216, -0.046263594, -0.086343735, -0.05570989, -0.02979171, -0.0025530716, 0.046799492, 0.10757387, 0.032787602, 0.061262116) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(0.064034514, 0.017740712, 0.051968142, -0.0047266055, -0.0529538, 0.01375426, -0.021655386, -0.033190448, -0.03280069, -0.1705518, 0.0061334386, 0.089156695, 0.09321499, 0.051029947, -0.060467582, -0.0034452858) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(-0.12664945, -0.075080074, 0.07323743, -0.00075575995, -0.030720523, 0.101101756, 0.09509263, -0.046846274, -0.048263088, 0.04333969, 0.0888796, -0.15111901, -0.0030033125, -0.05993035, -0.03718872, 0.024819108) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.09730331, -0.049084567, -0.112638086, 0.060049362, -0.017738773, 0.11905199, -0.03558887, 0.016899299, -0.08229485, -0.12859744, 0.009020687, 0.050146732, -0.02080286, 0.029949125, -0.029627774, 0.009691969) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.11997835, 0.03191391, 0.06534221, -0.045429386, -0.05032835, 0.08009786, 0.1826683, 0.027050843, -0.040142428, -0.21352889, -0.131883, -0.00025124155, -0.01040815, -0.05225331, 0.004208429, -0.03359977) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.023396213, 0.06891799, -0.098445386, -0.035124484, 0.03471554, 0.02272089, -0.18472956, 0.017888885, 0.06040376, -0.040489376, -0.0005443804, -0.16046587, 0.06093021, 0.07839775, 0.021473665, 0.055592645) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(0.041557085, -0.072037905, 0.1804498, 0.018611887, 0.002847408, 0.053269785, -0.20205802, -0.00089862355, -0.06433174, 0.042295527, -0.17964174, 0.020377232, -0.09655997, -0.08049554, 0.19659108, -0.02854923) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.026232813, 0.0325022, -0.02037916, -0.047701124, 0.06980882, 0.06691362, 0.028768243, 0.113236845, -0.039957304, -0.12430314, 0.028447095, 0.0040261173, 0.081020035, 0.010674468, -0.117409654, 0.013692501) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.065786384, 0.0005992301, 0.064661525, 0.1288952, -0.074281275, 0.060290888, -0.06730421, -0.011512728, -0.010016912, -0.06614566, 0.006222685, 0.012775675, -0.13318385, 0.02976427, 0.0009275602, -0.02657586) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.055243112, -0.10161648, 0.06896416, 0.009231527, 0.03402835, 0.037006166, -0.120754935, 0.06723492, -0.07661594, 0.057083845, 0.07694408, -0.029086439, -0.025010493, 0.04097605, 0.21848506, -0.0465654) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.05601832, -0.022294002, -0.069476075, -0.07090722, -0.16644618, -0.033828788, 0.005138565, 0.044612136, -0.05478788, -0.031215979, 0.03188637, 0.00984995, 0.037473064, -0.03152525, 0.2799505, 0.05473705) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.011880885, -0.18498395, -0.01388173, 0.0031235705, -0.041054986, 0.057089932, -0.00917233, -0.10033175, 0.05777529, 0.01899963, 0.0005910955, -0.027155481, -0.06403921, -0.06533432, -0.062140424, -0.031655308) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(-0.06345406, -0.17486466, 0.021360697, -0.2622939, -0.071724676, 0.008789376, 0.035861846, -0.015483006, -0.06038933, 0.00018164098, 0.051145785, -0.023036532, 0.05892123, -0.011357707, -0.11050422, 0.08514108) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.054249708, -0.0021653613, 0.06626078, 0.014232258, 0.07234081, -0.055689257, 0.033304486, -0.14233044, 0.0020672218, -0.015958883, 0.033780273, 0.019420587, 0.0026314084, -0.06797286, -0.08075071, 0.076316744) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(0.106767334, 0.055033952, -0.12942946, 0.0644164, 0.08123859, -0.005265214, 0.07153413, 0.21271828, -0.063327186, 0.0046514533, -0.06277532, -0.34372458, -0.071054906, -0.053403847, 0.015840659, -0.07562892) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.03923783, -0.047094095, -0.07043216, 0.045965537, 0.0049150814, -0.029306993, -0.09854758, 0.043443885, -0.13287699, -0.018384436, -0.007359946, -0.30717736, 0.095961116, -0.12309459, 0.04673524, -0.01774819) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(-0.034959465, 0.059510365, -0.11494939, -0.003503468, 0.07101595, 0.09836746, -0.03300809, 0.06969265, -0.07663193, -0.08983477, -0.01930957, -0.0068298737, 0.07137577, -0.08357992, -0.20070665, -0.056401964) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.04936233, -0.03653014, -0.017894328, 0.11140129, 0.02891294, -0.019181771, 0.24414434, 0.19152279, -0.020054162, -0.042048648, 0.09356266, -0.07262944, -0.042722102, -0.08282751, -0.05615183, 0.03592758) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.08730993, -0.073902436, 0.029642459, -0.0222136, -0.11398949, 0.074024804, 0.038144443, -0.029516261, 0.0010372894, 0.016119584, 0.053904753, -0.07544754, -0.0027566398, 0.068776906, 0.094996184, 0.032324824) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.027888713, 0.027564524, 0.02109768, -0.011936006, 0.01818104, 0.048043896, -0.037970714, 0.056252904, -0.0056945374, -0.037662074, 0.095109396, -0.004566899, -0.013025716, 0.050833914, 0.02962866, -0.14334038) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(0.06135352, 0.0038510638, -0.04605617, -0.058818962, 0.08151938, -0.03980168, -0.095936544, -0.03936693, -0.039692435, -0.0395301, -0.034059517, -0.08426192, 0.047299232, -0.12162504, -0.02667258, -0.012606707) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.04608114, 0.035380967, 0.020888275, -0.03911857, 0.13951616, 0.03369697, 0.044491384, -0.017207447, -0.07701077, -0.021307955, 0.08442861, -0.24578623, 0.06171646, 0.04667645, 0.1821173, 0.06257717) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.02094516, -0.06937651, -0.020470114, -0.023903364, 0.08313354, 0.040232696, -0.11638914, 0.010351562, -0.11930117, -0.013907573, 0.008204282, -0.1444142, 0.0070734136, -0.034355175, -0.11675269, 0.054532167) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.03696335, 0.030188408, 0.044820342, -0.014465056, -0.07805499, -0.02122215, -0.08872484, 0.010395978, -0.015623597, -0.020731209, -0.012713514, 0.09328578, 0.013983574, -0.014601428, -0.06184512, -0.043835092) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(0.024949647, 0.021963747, -0.17282303, 0.066650376, 0.03973785, -0.0035689252, -0.13222031, 0.052264296, 0.056597553, 0.0025277394, 0.1024629, 0.02972996, 0.05745854, 0.026602328, -0.012088891, -0.04472458) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.008840532, 0.00937341, 0.0935768, -0.018508814, 0.031145768, -0.024462301, -0.108331606, 0.069659, -0.021821752, 0.023265984, -0.25949734, -0.032884013, 0.15698111, 0.022307903, 0.013167216, 0.07558735) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.04454401, -0.0555355, 0.016810743, 0.03685232, -0.04014836, -0.037628025, -0.04510644, -0.038304143, 0.005727342, 0.006939839, 0.08064889, 0.06592243, 0.072425835, -0.075042665, 0.018586641, -0.09252461) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.024218814, -0.008518983, 0.0060934126, 0.03086288, -0.055540152, -0.0003721631, 0.1467716, 0.07673141, 0.037549675, 0.069674626, 0.10925861, -0.022487411, 0.07579648, 0.03342671, 0.012877341, -0.25499743) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(0.031397786, -0.040787194, 0.08291078, 0.043072525, -0.11775743, -0.03071782, 0.10617856, 0.081188485, -0.06410682, 0.0486248, 0.07217999, 0.09787964, 0.0014497906, -0.012750786, -0.0058547626, 0.020066911) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.008479106, -0.078493804, -0.044856735, -0.02280209, -0.15707463, -0.11767986, -0.08458008, -0.10706185, -0.003569438, -0.08211497, 0.10066953, 0.013452658, 0.09199308, 0.06541638, 0.018911876, -0.04524077) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.052886218, 0.00013017308, -0.07390449, -0.13183668, -0.14034812, -0.0055607823, -0.0012001754, -0.266319, -0.08458421, 0.03773662, 0.12072527, -0.14198543, 0.024804272, 0.105756626, -0.016230503, -0.0021803358) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(-0.13210618, -0.05634646, -0.0071148924, -0.07793783, -0.10219109, -0.078970596, -0.009146864, -0.2209968, 0.084586404, 0.08742043, -0.1394729, 0.044054504, 0.085197434, 0.040285654, -0.0039622323, 0.042296283) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.001297498, -0.0065087434, -0.009712298, 0.0029563736); + result += mat4(0.0307542, 0.110071115, -0.040095046, -0.059011918, -0.0090467455, -0.0791047, 0.024168316, -0.035515428, -0.023193259, -0.07325606, 0.031104079, -0.032659292, 0.0005690495, 0.021187503, -0.024620738, 0.02402571) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.030317472, 0.009841716, 0.001405222, 0.10998552, -0.04070918, -0.030174514, -0.10165219, 0.027603397, 0.03920649, -0.014142091, -0.018238597, -0.04310875, 0.039986778, 0.05468892, 0.13610546, -0.09742952) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.018383956, 0.081812285, 0.0978937, -0.08858433, -0.042761404, -0.018811576, -0.11025978, 0.00821123, -0.037487622, -0.047184784, 0.078985445, -0.13612099, 0.11629009, 0.109684765, -0.15596342, -0.15914178) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(-0.0005451826, 0.10638089, -0.114058085, -0.044767763, 0.05867638, 0.07330843, 0.024307122, -0.06548046, -0.09819632, -0.05593764, 0.06872451, 0.011643019, -0.048135873, -0.039245054, 0.18267886, 0.022808876) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.0061249533, -0.025543265, 0.087183535, 0.06305036, 0.08679025, 0.055491995, -0.051148675, 0.06606443, 0.045283027, -0.058413275, -0.14586654, -0.04275762, 0.026269728, 0.06888181, 0.02443734, -0.1153312) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.053239673, -0.039385278, 0.12978165, -0.057609085, -0.029325148, -0.0075038997, -0.01560957, -0.045984242, 0.03956, 0.10531751, 0.007981278, -0.017814726, 0.08625581, 0.13439517, -0.15654576, -0.22681886) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(0.062885135, 0.060144275, 0.022538256, 0.080524385, -0.09633449, 0.029877335, -0.058771614, 0.00077241875, 0.009234255, 0.057728197, 0.04450057, -0.0060449303, 0.03931956, 0.024256837, 0.16332047, 0.010146978) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.02263935, 0.01685396, 0.06881484, -0.08608047, -0.035623115, 0.0701705, -0.04254183, 0.094864406, -0.0028715294, 0.00421661, -0.07754217, 0.07112932, 0.11540607, 0.026115391, -0.10514461, 0.03153022) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.010606313, -0.06293143, 0.009866375, 0.010348902, 0.058000587, -0.011621273, -0.040615186, -0.021988424, 0.0027976448, -0.017929649, -0.039801568, 0.04725894, 0.11663037, 0.06689773, -0.07368649, -0.13354376) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.09756944, -0.12760656, -0.09669971, 0.02254296, 0.027734643, -0.006440755, -0.0086526675, 0.004913226, 0.054760635, -0.037872385, -0.0647683, -0.03295994, -0.08560667, 0.024064248, -0.0076756733, 0.17973886) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.11556187, -0.05046799, 0.03406781, -0.17882515, -0.012502973, -0.034855243, -0.039059963, 0.0073535647, -0.025793198, 0.050479945, -0.033634454, -0.052991625, -0.031874537, 0.031061765, -0.030797457, 0.013010272) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.15420745, -0.1119091, -0.028498705, 0.072394595, -0.011131699, -0.020890353, 0.031915553, -0.023362067, -0.020740172, -0.038504977, -0.03187763, -0.02519372, -0.043623883, -0.14736407, -0.060275123, -0.03588015) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.08187187, -0.09991047, -0.19398731, 0.01396751, -0.00029235732, 0.0153481085, -0.15794529, -0.03274963, -0.035598565, -0.011526904, -0.0395109, 0.044316217, 0.07450283, -0.012877751, -0.08947059, -0.052287932) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.06408677, -0.050958212, -0.15064482, 0.02524688, -0.09586835, 0.10694065, 0.060516164, -0.05857554, -0.107326046, 0.053013414, -0.08412699, -0.07637008, 0.08172109, 0.05021269, 0.114445105, -0.008352143) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.12518707, -0.105771616, 0.024336437, 0.130691, 0.005528732, -0.06271579, 0.030122153, -0.15884657, 0.08020923, -0.038627278, -0.050263498, -0.09366431, 0.031746317, -0.032087095, -0.016263798, -0.09096556) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.055702973, -0.029449092, -0.1435379, 0.049259502, 0.02895272, -0.031808507, 0.02508659, -0.22359204, -0.04380133, -0.0033889313, -0.045197885, 0.10225647, -0.009282755, -0.07061266, -0.09267174, -0.031175869) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.04561683, 0.028633386, -0.094766825, 0.031183949, 0.096117266, -0.002092539, 0.023125917, -0.1354043, -0.010632316, -0.14139698, 0.05043378, -0.021457214, 0.060801364, -0.03997295, 0.010746449, -0.10096417) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.053789776, -0.13882828, -0.04896368, 0.13932355, 0.10390755, 0.14019322, 0.009105085, -0.25317812, -1.535523e-05, 0.0068908846, 0.02472801, -0.003135073, 0.014385219, -0.03566427, 0.080236286, -0.06345098) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(0.077196844, 0.004092501, -0.046330996, -0.06201501, -0.030739622, -0.0789396, -0.00090717175, -0.10028272, 0.034967124, 0.07509549, 0.073571794, -0.04538965, 0.007212024, 0.023142103, -0.0257363, -0.019395739) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.098047264, 0.012449374, -0.08943702, -0.08114387, -0.052819632, 0.021099402, 0.015188124, -0.14554141, 0.035786945, -0.04229858, -0.049022265, 0.13082772, 0.040538386, -0.12868588, -0.20625453, -0.05965263) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.023317575, 0.104224786, 0.09206533, -0.023418326, 0.0042558634, -0.02666202, -0.031166553, 0.12801245, 0.05182929, -0.06887129, 0.05300279, -0.123951025, -0.049699016, 0.06908968, 0.29655758, -0.038046475) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.1964653, 3.4631346e-05, -0.09324147, -0.07098879, 0.00089661917, -0.11899747, -0.017626856, 0.039199922, 0.04253898, -0.0014969219, 0.03797999, 0.04869461, 0.010138269, 0.1138518, -0.35780638, 0.0236427) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.091229826, -0.10324766, 0.10011874, -0.031203935, 0.08294743, 0.124475785, 0.017462194, -0.104370385, 0.054000873, 0.045663238, -0.050728757, -0.06544032, -0.06252454, -0.009182348, -0.09399992, 0.095046304) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.036615778, 0.0058296607, 0.090496495, -0.14238304, -0.034296636, -0.020861303, 0.036375947, -0.14971264, -0.09989942, -0.019475972, 0.05718199, 0.029351253, 0.05768112, -0.117703214, 0.16779335, 0.030592788) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(0.045826964, 0.05831493, -0.114153065, 0.0620855, -0.047409765, -0.08814292, -0.06820969, 0.08479351, 0.012514235, 0.0022593061, 0.008650499, -0.032736726, -0.0893812, -0.023484234, -0.21249874, 0.01186003) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.05623989, -0.015771845, 0.052164074, 0.0026584459, -0.046969395, 0.039325863, 0.039562754, 0.066653684, 0.004509716, -0.04127077, 0.15639794, -0.09216284, -0.036561962, 0.086212836, -0.019100452, 0.09528127) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.011825223, -0.038636, 0.035087947, 0.02963992, -0.06643939, -0.055656023, -0.014666177, 0.04367673, -0.024191942, 0.018664971, -0.1048709, 0.09064458, 0.031754673, -0.08235673, 0.3301148, 0.04262688) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.06501429, -0.031165564, -0.005327258, -0.06717788, 0.003616754, 0.10405685, -0.095887996, -0.047348894, 0.0409149, -0.12565504, 0.0427097, 0.048669744, 0.018292882, 0.04050423, 0.05457229, -0.07633226) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.02089264, -0.059583075, -0.0071142484, -0.008521035, -0.049831536, -0.0616244, 0.0814477, -0.0046176105, 0.0063499394, 0.0030608159, 0.01147707, 0.0007642247, 0.05646711, -0.045907, -0.07669806, 0.030491516) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.00071282836, -0.093612395, 0.027151577, -0.0121151265, -0.08838265, 0.031802285, -0.0786883, 0.12009554, -0.016435333, -0.04704302, 0.097600535, -0.13984397, 0.02851337, 0.108890116, -0.00081444427, 0.028605126) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.03280678, -0.015515791, 0.081762955, -0.043930836, 0.04634103, 0.15362364, 0.019036409, -0.08762447, -0.036144573, 0.00013811376, -0.10648993, 0.05397241, -0.062102128, 0.072900385, 0.0530934, 0.034270357) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.006247557, 0.078225024, -0.043557804, -0.07037807, -0.04431877, 0.019305224, 0.109520264, -0.004579523, -0.14944728, 0.01711581, 0.12166854, 0.006380165, -0.029962087, 0.046440613, -0.1660476, 0.09694119) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.045680307, -0.055874266, 0.043643504, 0.070179984, 0.019562298, -0.08366807, -0.066016875, -0.015373493, 0.025208062, 0.037054513, -0.09943359, -0.19693671, 0.042480238, -0.054974757, 0.021959044, -0.07544782) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.036999106, 0.026237903, -0.07756478, -0.025651202, 0.040296767, 0.021823041, -0.10726705, -0.001880506, 0.020753525, -0.022241127, 0.099860944, -0.01582521, 0.06560787, -0.00032392485, -0.020402864, 0.0019662138) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.043003313, -0.06846286, 0.0016433535, 0.08310244, 0.11344309, 0.16058642, -0.026007267, 0.08067074, -0.07387524, -0.037627757, 0.10078218, -0.30546921, 0.03623496, -0.08555637, -0.0731982, -0.14555268) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.09309881, -0.16514696, 0.048096593, 0.030614678, 0.025486484, -0.04482028, -0.055902865, 0.017464122, 0.13281885, -0.032596026, -0.23231979, -0.24311082, -0.049219217, 0.06379393, 0.06227947, 0.07824621) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(0.0029592272, -0.0330112, -0.004600684, -0.045740645, -0.10392563, -0.21787354, 0.05658194, 0.046001498, -0.07394025, 0.01582621, 0.05982421, -0.042299494, 0.009829001, 0.06504289, 0.08802753, -0.10162826) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.031229619, 0.017050657, 0.0042669787, 0.01449318, -0.12361226, -0.13428785, 0.008537231, 0.010576643, 0.005321235, -0.09053617, -0.011286252, 0.032964926, 0.063006096, 0.08278964, -0.07858851, -0.013400612) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.006416756, -0.017903578, -0.06097922, 0.04595689, -0.021175915, 0.010042849, -0.03621645, 0.058986496, 0.053579263, 0.058018215, -0.07598693, 0.04467991, -0.078982115, -0.047617685, -0.051238883, -0.060940657) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(0.008006531, 0.005419851, -0.01851887, -0.12200991, -0.06509548, -0.06956807, -0.22295326, 0.009908863, 0.16202894, 0.09325551, -0.09836891, -0.056791734, -0.080961846, 0.0061289063, 0.119229406, -0.06516644) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.026715597, -0.06488778, -0.076047994, -0.00027032994, -0.03899138, -0.08387015, 0.0004755267, 0.024045484, -0.042108167, -0.036748625, 0.012082791, 0.05340476, 0.016424278, -0.069954745, 0.029739354, -0.24664564) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.050991487, 0.011041646, 0.09607095, 0.08222427, -0.020713005, 0.03526859, -0.08924468, -0.030224532, 0.007608889, -0.12818351, -0.058399063, 0.004891563, 0.1319858, 0.12219863, -0.054178406, 0.00443812) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(0.029241577, 0.12286318, 0.018364731, 0.084777646, -0.07230131, -0.16515256, 0.051283628, -0.024057353, -0.003159949, -0.017476914, -0.13690387, 0.022863373, -0.04398845, -0.013619937, 0.09118551, -0.030597817) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(0.047796004, 0.053400468, 0.06587853, -0.09657542, -0.1168141, -0.08290447, 0.0066278954, -0.0039822008, -0.08968305, 0.004075313, -0.031153284, -0.085834384, -0.030500645, -0.001754176, 0.025058124, -0.17719801) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.012093572, -0.0028116016, 0.12560028, 0.01600372, -0.09476861, 0.0030154102, 0.03254636, -0.14718753, -0.039479017, -0.06743988, 0.061963316, -0.0011230095, 0.0064540724, 0.08046787, 0.038849723, -0.10481304) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.00931645, 0.055880506, -0.029021595, -0.2355026, -0.0037775412, -0.054555755, -0.05965363, -0.012274303, -0.0035042088, -0.016910566, 0.16002516, 0.060919665, -0.027682295, -0.04949971, 0.12735513, -0.043415584) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.018021692, 0.07864286, -0.017921787, -0.26490626, 0.026476748, 0.07127155, -0.042125244, 0.060463946, 0.17918523, 0.15827659, -0.041599564, 0.06345943, 0.0019365129, -0.010124011, -0.067821845, 0.061100647) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.0053032497, 0.14350167, -0.013867777, -0.23029254, -0.09990379, -0.046520513, -0.024037374, 0.06713618, -0.052718636, -0.033764903, -0.018470788, 0.04428408, -0.04714799, 0.021927105, -0.08813312, -0.026622457) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.021239528, 0.014440995, 0.04270728, -0.19568206, -0.004939722, 0.019886607, 0.08293881, 0.023766965, -0.054048106, -0.03639703, 0.23772617, -0.042408448, -0.04110383, -0.10284417, 0.06320205, 0.08808155) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(0.040875874, 0.10902725, -0.016772829, -0.22694634, -0.051665004, -0.01408541, 0.032597907, -0.028247062, 0.15107481, -0.0007243052, -0.14807174, 0.20454818, 0.04342644, 0.047159765, -0.0685189, -0.19587798) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.08543036, 0.10890476, -0.01631826, -0.2169062, 0.03694484, 0.094237626, -0.08748355, -0.06613997, -0.039067704, 0.17417417, 0.08749135, 0.020222077, -0.028901102, 0.044807855, -0.030436795, 0.13042559) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.00052453903, 0.030077165, 0.054609634, -0.09680568, 0.002509746, -0.016451577, -0.017412098, -0.09732518, 0.02325644, -0.15515515, 0.038588226, 0.012091095, -0.017176855, -0.07627223, 0.07901696, -0.058352504) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.020975858, 0.09265018, 0.031137316, -0.28925422, 0.011965871, 0.013576407, 0.016227296, 0.0709036, -0.06389025, -0.044018753, -0.05544598, -0.013356189, 0.04382926, 0.05201352, -0.075479604, 0.0010320517) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.06068905, 0.081895284, -0.039442956, -0.20067702, -0.044060506, -0.06541156, -0.01929244, -0.06877913, -0.025418289, 0.009166058, 0.03897904, -0.049793076, -0.00059621176, 0.10523079, 0.032395337, -0.037087638) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(0.012649169, -0.016478803, 0.02811713, -0.1288813, 0.030994868, 0.066158265, -0.12128426, -0.05990015, -0.08596737, -0.059043776, 0.11374108, 0.078249454, -0.00853374, 0.06551078, 0.1043416, -0.040512238) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.052196752, 0.13836735, 0.032849066, -0.110948406, -0.055362485, -0.061873112, 0.019687528, -0.06281369, 0.0122711575, 0.05506548, -0.13559866, -0.036733773, 0.043169715, 0.08321538, -0.01972971, -0.13704552) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.02453781, -0.10235448, -0.04871784, -0.14650507, -0.036084916, 0.014000968, -0.027747724, 0.062071666, 0.0066410154, -0.030238656, 0.085084334, 0.017837113, 0.10545094, 0.071239635, 0.024302112, -0.0687442) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.05438801, -0.06291775, 0.0959787, -0.14545797, 0.025826182, 0.014061577, -0.08653995, 0.06959441, 0.13462521, -0.046186417, -0.027058318, -0.0040011723, -0.021815652, 0.055174697, 0.07899487, -0.015391194) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.014874482, 0.2834055, -0.031861242, -0.086979024, 0.010068959, -0.04039305, 0.070874505, -0.071026094, -0.022789251, -0.059423715, 0.13312775, -0.090216756, 0.034641657, -0.0765178, -0.1255788, -0.014283237) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.015436476, 0.0054826564, -0.03670224, -0.26363578, -0.0065187193, 0.0012426856, -0.06513984, 0.07602856, -0.048755202, -0.08096903, 0.004155334, 0.009528009, 0.12222361, 0.0083645005, -0.031097414, 0.05375383) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.06738378, 0.022118593, -0.049497444, -0.040710486, 0.14152277, 0.012439517, -0.03872261, 0.0036324025, -0.088352464, 0.06362654, 0.0057503446, 0.034636024, -0.016986528, -0.023452438, 0.07595582, 0.024162212) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(-0.008057275, -0.009183485, 0.21042077, -0.07742524, -0.09224939, -0.11267391, 0.08989098, 0.12049052, -0.1186678, -0.047290556, 0.07291625, 0.0749828, 0.07284727, -0.14506471, 0.020206574, 0.0548584) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.042531006, -0.063214146, -0.11715253, -0.12647526, 0.05192705, -0.04712912, 0.05893539, -0.13802843, 0.0484423, -0.112423055, -0.10124069, 0.07110461, -0.006452327, 0.026906116, -0.07637753, 0.02274258) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.045590512, -0.053180832, 0.040544603, 0.07261352, 0.027663944, -0.05133755, -0.03554973, -0.080693096, -0.03350957, 0.05262152, -0.09918379, 0.042182315, -0.011063213, 0.007788051, -0.2607562, 0.08191719) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.06860746, -0.05494562, 0.05685143, -0.090176344, 0.030526621, 0.050996087, -0.15769346, -0.020723766, 0.031475082, -0.0085524265, 0.054390844, 0.060677394, -0.10295058, -0.012169543, 0.019751893, 0.07105646) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.011602318, -0.05711275, -0.06437084, -0.09135134, -0.08599616, 0.0037876826, 0.18347543, 0.01694199, -0.040707465, 0.05684759, -0.0587266, 0.039101496, -0.056792706, -0.10920313, 2.935624e-05, 0.08455136) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(0.062483698, -0.078039676, -0.0624309, 0.0825381, 0.059258297, 0.046247248, -0.1232144, -0.05782922, 0.07832184, -0.035790816, 0.013762023, 0.053666815, -0.00928483, 0.04190493, -0.10190783, -0.0052450737) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(0.0552271, -0.004141488, 0.0064614736, 0.07087936, -0.034206193, -0.01323255, -0.042950492, 0.01013751, -0.0006116106, -0.21293692, -0.15012604, 0.26192838, -0.089695476, -0.06988212, -0.05460127, -0.03294617) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.016797192, 0.01788471, -0.018910827, -0.11585205, -0.013969206, -0.0010817602, 0.048054293, 0.094405785, 0.0069383574, 0.03038115, 0.0798555, -0.30880728, -0.094242185, -0.145702, 0.09085706, 0.034629773) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.024397159, 0.0015022815, -0.047804654, 0.06643988, -0.04243779, 0.056689598, -0.052593403, 0.06582832, -0.09247831, -0.098168895, 0.07059941, -0.09151667, 0.09736248, 0.007911405, -0.1270915, 0.045242336) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.013235571, 0.020706205, 0.028391587, -0.11776801, -0.052475262, 0.047859296, -0.25097835, -0.08298256, -0.0021267128, 0.09005628, -0.18598458, -0.023555268, -0.14667366, -0.1607977, -0.030906295, 0.08551479) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(0.01866763, -0.028790705, -0.03306289, 0.052150063, -0.029481972, -0.04892118, -0.07195435, -0.022099348, -0.16663189, 0.03374329, 0.10295009, -0.06170818, -0.11896051, -0.040600613, 0.114862375, 0.015520137) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.006379549, -0.008068941, -0.006406628, -0.0015497542); + result += mat4(-0.031557634, -0.09833661, -0.012600758, 0.062796265, 0.048256084, 0.0071421205, -0.0062383804, -0.03477908, 0.014040985, 0.034432925, 0.11154019, -0.08572129, 0.111747235, 0.038687356, -0.043459814, 0.012978157) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.0749469, -0.1464586, -0.13580792, -0.030490637, 0.02536902, 0.063326105, -0.015711743, 0.057850186, 0.018953172, 0.027411148, -0.107490405, -0.034978304, 0.090348616, -0.039208833, 0.067540415, -0.073663816) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.052428, -0.025310375, -0.012101226, 0.02872605, 0.03845422, -0.13816716, 0.07972185, -0.087639056, -0.034431107, 0.015608462, -0.001860736, -0.08053116, 0.04661563, 0.054424103, 0.0017307067, -0.013718681) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.055763863, -0.047137097, -0.041851573, 0.07192936, 0.027522488, 0.05603891, 0.044625197, 0.104749486, 0.019905852, 0.042022575, -0.051554766, 0.05292041, -0.043068454, 0.017715639, -0.06493816, 0.038954046) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.016847378, -0.031903423, -0.045065466, -0.103377916, -0.009210504, -0.034480657, -0.014561754, -0.03902196, -0.019400213, 0.011279455, 0.14939165, 0.019456228, 0.021778706, 0.031016603, -0.12966788, 0.006136294) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.012586105, -0.04650489, -0.09717416, -0.064375736, 0.028706407, -0.03538536, -0.0014567799, -0.0947692, -0.111324854, 0.04230429, 0.038363326, 0.09026202, 0.0808334, -0.049467277, -0.016986497, 0.035324596) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.041722007, -0.05653621, -0.018161407, 0.0093411375, -0.028402137, -0.025824646, -0.061412856, -0.04429888, 0.037695054, 0.03982964, -0.06465468, -0.004455608, 0.078447975, 0.043222263, -0.03933266, -0.032986682) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(0.027190413, -0.066920035, -0.06023376, 0.016298406, -0.118690744, 0.0051810415, -0.0040356913, 0.0147043485, 0.023735289, -0.088419594, -0.2024236, -0.079781175, -0.004736081, -0.034069758, 0.08687962, 0.019174892) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.054737765, -0.021340962, 0.01104752, 0.0333757, -0.053149, -0.03882079, -0.096302904, 0.013653397, 0.089342155, 0.0093604885, 0.057342783, -0.103037946, -0.0030194612, 0.01629727, -0.018219076, -0.20671043) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.1270316, -0.021611517, -0.092947654, 0.029557023, -0.034573324, -0.06703402, -0.14412916, 0.029102309, 0.05557864, -0.05357307, -0.09082321, 0.019904437, -0.08588484, -0.08338233, -0.040256515, -0.012690078) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(0.011558843, 0.107756816, 0.075884484, -0.057844736, -0.040056314, 0.07745908, 0.0015567744, 0.0670652, -0.082373984, -0.07205164, 0.042835336, 0.009112733, 0.010506597, -0.009922741, -0.13930598, 0.0332309) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.14390019, 0.02255831, -0.0007907062, -0.06768102, -0.14758824, 0.011935593, 0.048765987, 0.012218844, 0.042762093, 0.07372455, 0.040072832, -0.06231301, 0.07784797, 0.03052204, -0.03896795, 0.05628744) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.106554605, -0.034986675, -0.013941409, -0.021957757, -0.109548934, -0.053906474, 0.003178843, -0.03242499, -0.03753928, -0.09477807, 0.20001714, 0.12106788, -0.017310549, 0.061520476, 0.10212664, 0.085120246) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.06820208, 0.06267926, -0.18606792, -0.15910155, -0.0044741435, 0.0010818539, -0.06256029, 0.08838236, 0.06802175, 0.0008685989, 0.12538886, -0.07624376, 0.07764809, -0.023178866, 0.05820777, 0.046605077) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.11031076, -0.043721896, -0.09019402, -0.096983165, 0.010841077, -0.0565334, -0.036537968, 0.038519647, -0.04230495, -0.0026516193, -0.011886841, 0.040969823, -0.04114108, -0.056148015, 0.04165617, 0.01682448) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.072676696, -0.04935679, -0.008774759, -0.034445893, 0.016995613, -0.06504868, 0.036067665, -0.06956205, -0.06397044, 0.011371528, -0.05833817, 0.017485252, 0.011973828, -0.11467404, -0.067089565, -0.032667823) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.044613097, -0.07150738, 0.09481051, -0.034945123, -0.005838635, -0.009794261, 0.025432182, 0.012879437, 0.031842623, -0.023082467, 0.06791512, -0.04485353, 0.0061815367, 0.02073496, 0.0235874, -0.089794904) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.062255457, -0.05034199, 0.12960191, 0.014749233, -0.084441185, -0.043702856, 0.010875469, 0.01378591, -0.09913864, -0.013836205, 0.044231307, -0.07501944, 0.035245683, -0.12061859, 0.08606187, -0.020762263) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(0.039011452, -0.021201672, 0.08973478, -0.12652613, 0.04091401, -0.042701654, -0.05553945, -0.023494247, 0.023621388, 0.030265056, 0.004952567, -0.07795097, -0.031923488, 0.032330234, -0.095344685, -0.00820541) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.027047275, -0.03497473, -0.04303649, 0.007833228, -0.0017952244, -0.011845454, -0.02594256, 0.044121236, 0.054716222, -0.08063141, -0.011296308, -0.057420578, -0.011466104, -0.025981821, -0.028433414, 0.06771239) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(-0.081554964, 0.0060052723, -0.07570701, -0.16558117, -0.016621096, 0.03762745, -0.025554847, -0.07534501, 0.07163663, -0.03910671, -0.11210569, -0.024504058, -0.09524719, -0.024367318, -0.09679198, 0.10582615) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.041602045, -0.04592826, -0.058546264, -0.06703029, -0.039960887, -0.012083674, 0.031457923, -0.15202989, -0.003566816, 0.04517968, 0.033583768, -0.0079607265, -0.07493188, -0.07676251, -0.11132592, -0.08907929) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.0489248, -0.032027543, 0.048861843, -0.16087845, 0.0183817, -0.023579668, 0.097747706, -0.06979567, -0.0482675, -0.037625317, -0.07446015, -0.04399538, 0.031422477, 0.13986263, 0.05564236, 0.018157335) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.075395726, -0.10987765, 0.028960433, -0.09613142, -0.015673451, -0.02715371, 0.009297457, 0.03968693, -0.019503893, -0.046434402, -0.008862317, -0.1264693, -0.021771563, -0.03364429, -0.06408313, 0.035143375) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.0067302026, 0.029115217, 0.10212905, -0.046082444, 0.019866742, -0.08075798, 0.007520845, 0.13507208, -0.056084305, -0.016229725, 0.036655758, 0.07552115, -0.014207492, -0.032520503, 0.08934484, 0.01803111) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.010150478, 0.036370803, 0.035316333, 0.006266827, -0.03643874, -0.025266206, 0.025615927, 0.013662436, -0.035489373, -0.085752144, -0.00018927001, 0.049070083, -0.15031797, -0.0019938648, -0.052474562, 0.13337575) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(-0.017123569, -0.050188128, -0.04494167, -0.075566456, -0.003976764, -0.065112054, 0.0935131, 0.07206743, 0.06249476, -0.06999651, 0.08811845, -0.04911541, -0.0897098, 0.019112157, -0.18798569, -0.018330144) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.014443157, -0.003867554, -0.056355413, -0.04501927, -0.051694386, -0.009236123, 0.1934243, 0.0152042275, -0.15414947, -0.026325725, 0.0639396, -0.065190166, 0.0063039567, 0.04605716, 0.04693497, -0.057013843) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.049466543, 0.046881102, -0.089264385, -0.09105392, -0.0026708045, 0.028674418, -0.0688195, 0.04500861, -0.056107096, 0.020292899, -0.022170024, 0.019272014, 0.040343903, -0.01864657, 0.039130572, 0.12246929) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.11978123, -0.014080547, -0.03095094, -0.05827396, 0.020160414, 0.08341323, 0.03122259, 0.06813834, 0.07521792, 0.037215207, 0.17815745, 0.018291129, -0.054779578, 0.020670453, 0.047426403, -0.054653898) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(0.0098295575, -0.09078141, -0.01947299, 0.097710036, -0.014986923, 0.013906354, -0.15915929, 0.077868424, -0.014539689, -0.007099252, -0.13051815, -0.004207807, -0.025044637, -0.064730644, -0.07236125, -0.023479084) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(0.05483069, -0.0642339, -0.11310222, -0.035991013, 0.07335746, 0.028148228, -0.08902329, -0.016377512, 0.09289109, 0.041102886, -0.14050706, 0.07754713, -0.033194207, 0.026210776, -0.15714128, -0.023462247) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.12646034, -0.09611034, 0.06925332, 0.03613202, 0.0088838525, -0.0013688274, -0.057155307, 0.058939993, 0.049988396, 0.04502221, -0.03312694, 0.10025968, -0.038739346, 0.041013986, 0.022444034, 0.05929534) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.009394362, -0.012867917, 0.10170856, -0.050007902, -0.042305037, 0.0010661094, 0.073919214, -0.10299727, 0.034269635, 0.013315939, 0.01827331, -0.11886929, -0.03280931, -0.055600323, 0.06487842, -0.033505674) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.014987281, -0.01479912, 0.061754286, -0.057256557, 0.015801616, -0.05664583, 0.043822795, 0.0003575993, 0.015437192, 0.06385222, -0.10102374, -0.02188333, 0.060227167, 0.056198474, 0.0011104168, 0.023920864) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(0.04105658, 0.0016000401, 0.07631601, -5.0323033e-05, 0.051494293, -0.017381554, 0.14712106, 0.04231181, -0.11968268, -0.024419863, -0.12928204, -0.19623996, -0.011724766, 0.10955326, 0.0672974, -0.01196519) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.009500626, -0.04593044, 0.15175454, 0.020074619, -0.14804457, 0.09085396, -0.03886497, -0.062061604, 0.06479826, 0.033519138, 0.066756226, 0.15580761, 0.019001205, -0.01766892, -0.10331112, -0.048340514) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.0844588, -0.17924862, 0.08131529, -0.057142507, -0.09489402, 0.13710365, 0.14796935, 0.08574858, 0.013559088, 0.061372247, 0.016817117, -0.059698835, -0.025622744, 0.09422751, -0.030873083, -0.13956547) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(-0.004176894, -0.045978073, -0.021016007, -0.029214354, -0.08006942, -0.024203746, 0.0754765, 0.05516781, 0.026428793, -0.017889999, 0.121390805, 0.102080196, -0.0564172, -0.029988818, 0.08641925, -0.06576334) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(0.037855122, 0.076551534, 0.073687285, 0.053381443, -0.15082312, 0.015844898, 0.027618458, 0.024533326, -0.02033491, 0.050976362, -0.046312857, -0.1050088, 0.07674517, -0.07822095, 0.048117667, -0.12752186) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.033724017, -0.19545004, 0.0062876013, -0.02873434, -0.05307122, 0.03550702, -0.21098393, 0.045404747, -0.002765991, 0.04490203, -0.15316449, 0.0042809513, -0.03308299, 0.01909727, 0.04443164, -0.0221982) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.0042151795, -0.16366081, 0.02720247, 0.041591402, -0.04979202, 0.06568537, -0.08404586, -0.07298453, -0.011102839, -0.028511155, -0.007857246, -0.01601577, -0.18030691, 0.036533706, -0.11274184, -0.14314854) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(0.039053682, 0.093523666, 0.02666122, -0.10628801, -0.08118801, 0.008226446, 0.07636806, -0.10582424, -0.011157787, 0.07067199, 0.015913136, 0.044000614, -0.035512898, 0.06841706, -0.011828261, -0.04549051) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.09267773, -0.03447796, -0.00033222444, -0.04680444, -0.04599075, 0.022900414, 0.10739522, -0.006933593, -0.0407681, 0.051071838, 0.10855842, 0.088202104, 0.05512666, 0.026374947, 0.13797046, -0.008934741) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.024418455, 0.032623876, 0.016051661, 0.0012874677, -0.0832906, 0.026129542, -0.024901014, -0.0005604438, -0.0104362, 0.021871138, 0.032550603, 0.11117649, -0.02353592, 0.022361765, 0.09432064, 0.008075875) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.10782272, 0.010707939, -0.035464585, -0.13409427, 0.015791193, 0.021345653, 0.105609216, 0.11404161, 0.039640475, -0.06334943, -0.02653452, -0.07496489, 0.054856766, -0.04968686, 0.10544469, -0.030918695) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(-0.062389884, -0.05547848, 0.0010734282, -0.0429281, 0.07614693, 0.01534373, -0.05008403, -0.007615763, -0.011251943, 0.008121658, -0.013581108, -0.016601838, 0.09310436, -0.012089313, -0.096622095, 0.015976) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.03898166, 0.043864068, -0.016967306, -0.03452438, -0.00075442164, 0.08786674, 0.05508875, -0.02882528, 0.012361892, 0.029220203, -0.056392934, -0.16082695, -0.0039260807, -0.06794844, 0.0029214052, -0.090994276) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(-0.04607115, 0.010185816, 0.036989134, -0.04311765, 0.03577598, -0.01360423, -0.07308209, 0.024986299, 0.102144115, -0.054218113, 0.067918055, -0.04779955, -0.008445968, 0.0051174588, 0.05930026, 0.002343835) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.13733412, -0.014426313, -0.03514928, -0.052066527, 0.02400515, -0.05688351, 0.10741943, -0.014617627, -0.019645352, 0.01664399, 0.059176996, -0.01098756, 0.018908162, 0.026661571, -0.26604939, 0.036170106) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.12316135, 0.062278144, 0.06716553, -0.1370833, 0.028455734, 0.032528765, 0.09571788, -0.07751702, 0.08597513, 0.02184005, -0.0055810153, 0.021880092, 0.057679277, 0.071229085, -0.16049728, 0.10844087) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(0.0040560393, 0.0013187994, -0.10736172, -0.08318756, -0.046868272, -0.011398476, -0.0077576307, 0.07510381, -0.007149423, 0.0037010862, 0.033663042, 0.0091506895, 0.030220961, 0.0041366634, -0.0939435, -0.08187666) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.08728521, 0.0103874905, -0.24696323, -0.11262677, -0.020995151, 0.01415977, 0.0055129183, 0.01609927, 0.038575538, 0.11412283, -0.09385882, 0.026222993, 0.0067803743, 0.08869492, -0.061580356, 0.064350136) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.006635151, 0.013697534, -0.036708083, -0.09071457, 0.02252869, 0.036674485, -0.021161666, -0.021817124, -0.0068915305, 0.090446904, 0.028016478, -0.03908822, -0.06741112, 0.07661349, -0.13695787, 0.018650535) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.019289339, 0.037071098, -0.1218084, -0.07588943, -0.079689905, 0.042683553, 0.059263237, -0.078778364, 0.079837434, 0.035180893, 0.013684723, 0.024062498, 0.105321005, 0.093330875, -0.070933536, 0.011564074) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.025750613, 0.0069270637, -0.13420728, 0.008692811, 0.01377209, -0.013325155, -0.07579644, 0.0040682517, 0.042294264, -0.033541728, 0.00042764246, -0.07840713, -0.104129896, 0.07424997, -0.07653547, 0.033231627) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.00030930762, 0.050755963, -0.06730331, -0.23007311, 0.07969623, 0.031384524, -0.036481157, -0.06480065, 0.0129956305, -0.11166892, -0.036413856, 0.017459098, 0.015679915, 0.11686492, -0.065539606, -0.10107066) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(-0.04837143, -0.021418607, 0.1173516, 0.036758166, -0.09965267, -0.0051464736, -0.15964583, -0.051872596, -0.014420162, 0.0062180683, -0.044712983, -0.006595436, -0.02539534, -0.013090929, -0.10992321, -0.023108393) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(-0.012958707, -0.1122496, -0.008336997, 0.035062794, 0.06348563, -0.0422613, -0.022596734, 0.093218945, -0.013564156, -0.109662205, 0.21543671, 0.0028705643, 0.005906808, 0.056813344, 0.07401914, 0.015659334) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(0.014846, -0.07035893, -0.042500004, -0.05063596, -0.0040058238, -0.030017363, -0.053446654, -0.009495751, 0.021402175, 0.027752375, 0.04942243, 0.046363335, -0.018042265, 0.05339136, -0.048854053, -0.0977109) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(-0.033647865, -0.050957497, -0.13686328, -0.16783376, 0.041911226, 0.0713124, 0.13232704, -0.05402305, 0.0701161, 0.08855016, 0.11501843, 0.081495345, -0.055866815, -0.025376003, -0.088600576, -0.08924299) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.043295972, -0.116145045, -0.00021050368, -0.12492157, -0.052067526, 0.044986323, 0.103310995, 0.02496672, 0.08851941, 0.021261754, -0.009708712, 0.029323298, -0.049297825, -0.039404806, -0.049114585, -0.1531363) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.060109217, -0.07982405, 0.18495898, -0.10848381, -0.019830562, 0.06386159, 0.10412183, 0.0063083703, 0.088378355, -0.013027357, -0.1280596, 0.039428927, -0.092504114, 0.04911022, -0.099677615, -0.25590375) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.067895755, 0.1225913, -0.033694915, -0.020392777, -0.06474364, -0.00029990927, 0.108219296, -0.0092293, -0.022290297, -0.01545505, -0.02490264, 0.0708652, -0.2087358, -0.003039558, -0.115329154, 0.020226866) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(0.023737814, 0.066237, -0.04278168, -0.1768209, 0.071938224, -0.022252603, 0.067882106, -0.018303582, 0.075020485, -0.07614848, -0.06657078, 0.030590668, 0.0005044966, 0.06254264, -0.047597747, -0.03860997) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.0056649246, -0.02772952, 0.0059592472, -0.19438975, -0.0979509, 0.04257816, 0.048015803, -0.14468832, -0.13062087, -0.001109985, -0.08225019, -0.04780823, -0.049912065, -0.11205447, -0.013591776, -0.009455406) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.056263454, -0.026980465, -0.12238719, 0.020796232, -0.12228451, 0.04957358, -0.02037517, -0.17504129, -0.036068764, 0.03719431, 0.023687003, -0.04598091, -0.12891547, -0.14131694, -0.032963414, -0.0011036004) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.03588658, -0.09526258, -0.038530387, -0.104611106, -0.04273799, -0.027974825, -0.044680264, 0.00452936, 0.019387638, 0.1652349, -0.14495638, 0.013041547, -0.066739716, -0.037750505, 0.17374417, 0.07637479) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.020533798, -0.06264511, -0.15585168, 0.039230622, -0.092151396, 0.029082121, -0.027477669, -0.00910508, 0.008025708, -0.085854314, -0.19811887, 0.102801695, -0.08136379, 0.00029042174, -0.06017675, -0.037106395) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.06030947, -0.007916848, -0.010851101, 0.094587944, -0.090791635, -0.029541526, 0.07362873, 0.05331954, 0.041299146, 0.013917543, 0.057984937, -0.10002641, -0.06355282, -0.08085237, -0.25989357, 0.091206044) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.010071332, -0.023625618, 0.09582982, -0.027598761, -0.083347395, -0.04313407, -0.04942605, 0.0577437, 0.011144802, -0.0657881, 0.0034739564, 0.065259576, -0.011166708, -0.0456764, 0.02932219, 0.004185385) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.011356291, -0.0073744208, -0.08721416, 0.0054885093, -0.17897803, -0.06306387, -0.020903874, 0.07883087, -0.045014415, -0.05545672, 0.070923656, 0.084147304, 0.011384594, 0.022585245, -0.06772357, 0.06783098) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0033967996, -0.011525759, 0.001000769, 0.0024347317); + result += mat4(0.0012797012, 0.064603224, -0.03167407, -0.008984405, 0.013882293, 0.028909836, -0.050851762, -0.028747026, 0.032513674, 0.0018186644, 0.004228268, 0.03359829, 0.08037707, 0.11243716, -0.045996413, -0.01372579) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(-0.051785935, 0.105163775, -0.050439734, 0.008110951, 0.0031589668, 0.05644954, -0.012534201, 0.04176635, 0.02135067, 0.0462119, -0.0059558083, 0.01364383, -0.015007946, 0.017699003, -0.0738038, -0.06725637) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(-0.034045927, -0.048980776, 0.007907708, 0.00787968, 0.06480215, -0.0047387662, -0.032979444, -0.08521585, 0.0057624346, 0.058704223, 0.023376156, -0.012310096, 0.048041485, -0.031442642, -0.08386895, -0.015208176) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.017868506, 0.028601903, -0.010064311, -0.030338977, -0.060749106, 0.06675904, 0.028715545, 0.022116827, 0.06588907, 0.008097056, 0.0093545, -0.05988307, 0.08818741, 0.08040428, -0.044130526, 0.053917117) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.015140886, 0.08416198, 0.008040863, -0.058584493, -0.044646256, 0.027235327, -0.016297221, 0.051164825, -0.060073905, 0.080755405, -0.14304934, 0.12298097, 0.03489213, 0.07207115, 0.032725614, 0.042357214) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.05616683, 0.09858498, -0.015024381, -0.10186987, -0.029762134, -0.0755632, -0.034539156, -0.0034500202, 0.048103675, -0.05933044, -0.049120482, 0.08334892, -0.0073441598, 0.08102224, 0.0028269417, 0.119426765) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(0.0027114425, -0.04607504, -0.03229435, 0.035030186, -0.06260466, -0.024089329, -0.0020227032, -0.03706233, -0.07813799, -0.009345002, -0.017952668, 0.05627455, 0.05437145, -0.030515525, 0.058517385, 0.011959416) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.01699319, -0.17324385, 0.012895436, 0.016268872, 0.09406972, 0.023450086, -0.014906668, -0.05519765, -0.03740592, 0.019486872, 0.069116734, 0.055231668, -0.017312495, -0.071521655, -0.054614652, 0.06843946) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.016752435, -0.004666998, 0.03877957, -0.048480608, 0.031330865, -0.039954662, -0.0637838, -0.03812079, 0.020133888, 0.05949326, -0.008591646, 0.09279523, -0.019543344, 0.029551003, 0.0445, -0.0013720461) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.10733103, 0.012951398, 0.11089118, -0.022197507, -0.07094193, -0.17127149, -0.022135621, 0.0022817252, 0.09587112, -0.05293235, -0.035395905, 0.039657492, -0.010123302, 0.024922024, 0.03595476, -0.09856857) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.06941942, 0.000391484, 0.04912582, -0.013312207, 0.07538991, -0.18163049, 0.037853792, -0.060946666, -0.05614457, -0.11674057, -0.0014746565, 0.022648748, 0.038072646, 0.0862642, -0.015673498, -0.03351374) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.0965454, 0.0866725, 0.025630346, -0.060738556, -0.0064773243, -0.1715594, -0.07335091, 0.050168645, -0.0066294465, 0.057750657, -0.0050638383, -0.06184518, -0.026206415, 0.05021243, 0.023560587, -0.017160311) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.19594999, 0.013910842, -0.001661627, -0.121117376, 0.08692266, -0.049739014, 0.020122, -0.04611084, 0.0056465175, 0.015577081, 0.018807147, 0.0020665955, -0.02929408, -0.03439837, 0.0010688041, 0.06044485) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.14412895, -0.10852596, 0.052967153, -0.09636424, 0.13914329, -0.03555186, 0.019495394, -0.10366792, -0.04926855, 0.032998547, 0.06975885, 0.08109695, 0.08578113, -0.10372708, 0.02196528, -0.123482764) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.04677668, -0.0008822032, -0.014623308, -0.04396308, -0.025980726, 0.0519444, 0.00035437045, -0.008102987, -0.055020202, 0.03930469, -0.021717716, 0.07884037, -0.027123613, -0.08434695, -0.051020432, -0.09125666) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.10581239, -0.076694846, 0.08568653, -2.6555514e-05, 0.010998989, -0.036057573, 0.018492438, -0.020084538, 0.049124315, -0.006230729, 0.054095794, 0.014446974, 0.0068071783, 0.018295646, -0.010183636, 0.00068526855) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.036035452, 0.08202985, -0.012924356, -0.098656036, 0.07746468, -0.05132666, 0.0077549974, 0.01233861, -0.013460852, -0.028389148, -0.085371375, -0.06332497, -0.08868742, 0.00536267, 0.107514486, 0.012895361) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.0024658428, 0.019426126, -0.016881164, -0.020488717, -0.048922155, 0.17309126, -0.018372579, -0.03677687, -0.09155397, 0.061009586, -0.009616071, 0.03962786, 0.0035316525, 0.07635197, 0.058956627, -0.078343235) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.03039151, -0.02179706, -0.13256884, 0.015438953, 0.045164272, 0.008465823, -0.037302323, -0.047198467, 0.086461805, -0.026166867, -0.082825124, 0.04287783, 0.0063669016, -0.11573385, -0.07224976, -0.013714064) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.00093393464, -0.071298994, -0.045471337, -0.049521264, -0.0225174, 0.00059206336, 0.04374177, 0.0036091383, 0.13097739, 0.058485433, -0.0064394586, 0.04528803, 0.07804035, 0.12880003, 0.06069678, 0.035211768) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.0034267632, -0.02445536, -0.03262998, -0.016478172, -0.0055122855, -0.0501113, -0.008704746, -0.0031927635, 0.0469722, -0.024210429, 0.06736551, 0.009961532, -0.08491963, -0.06583238, 0.037627954, 0.06542382) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.016578473, 0.033218205, -0.0065697734, -0.04158166, 0.046912592, 0.04613003, -0.0012280424, -0.03691783, -0.042330205, 0.086754456, -0.044629443, 0.047134366, -0.036992215, -0.010501608, 0.067551166, 0.037200015) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.027897786, 0.09747921, -0.04084643, 0.13552453, 0.057026025, -0.041359186, -0.042058386, 0.0009002652, -0.01104683, 0.032735273, -0.10358667, -0.014704521, 0.029653493, 0.033336595, 0.021377075, 0.05612358) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.03921452, -0.065892264, -0.030849714, -0.008552324, 0.036152713, 0.002843949, -0.005661146, -0.054293033, 0.05298091, 0.060773555, -0.01566006, -0.025550537, 0.094225734, 0.1822973, -0.030561825, 0.12817883) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.08536916, 0.035227258, 0.03755952, -0.11607174, -0.0853034, 0.012900766, -0.03739922, -0.035334002, 0.047585174, 0.028244445, -0.0740126, -0.029372832, -0.059338946, 0.14307924, 0.051048215, -0.067679934) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(0.008592182, -0.058410797, 0.020849366, -0.16382204, -0.07770384, -0.025317764, -0.104188986, 0.020005422, -0.029965192, 0.0027783809, -0.04855559, 0.031024054, 0.11907461, -0.066049755, -0.0123903, 0.0012193247) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.03476529, 0.046214636, 0.009888887, -0.031571466, -0.0017239347, -0.035213687, -0.018704506, -0.022970913, 0.038869925, 0.020617284, -0.027653646, 0.08438496, -0.05168644, -0.10030595, 0.05942646, -0.017527822) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(0.03824222, -0.039970245, 0.01865399, 0.022627542, 0.010494951, 0.018938268, 0.047688883, 0.022623101, 0.028303806, 0.0012284952, 0.008151883, -0.013123273, -0.09821819, 0.12810522, -0.007887982, 0.001014433) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.055547453, -0.0048729135, -0.0971161, 0.081274316, -0.05333528, 0.10024997, 0.054938883, -0.044047352, 0.009951941, 0.03587957, 0.0074661407, -0.035541084, -0.04780075, 0.16808356, -0.013456479, 0.062173862) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(0.043390345, -0.0902233, 0.019866854, -0.0050886264, -0.030174786, -0.038430244, 0.044491645, -0.033973187, -0.04173327, -0.122817226, 0.04216472, -0.0034701554, 0.060158264, 0.10290473, -0.0754422, 0.08634506) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(0.08462651, 0.033815403, 0.017733779, -0.038401034, 0.018818637, -0.0011925928, -0.026301434, 0.027053649, 0.12861253, -0.10564661, -0.01422242, -0.013916042, -0.07513677, -0.043186367, -0.0067386, 0.103070624) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.020922124, -0.08269207, -0.03295733, 0.035343938, 0.06537153, -0.047538456, 0.026420915, -0.018416645, 0.031600706, 0.058092102, -0.030969834, 0.002246037, -0.0394724, 0.036406036, -0.025417443, -0.018096048) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(0.00821621, -0.014421023, 0.03438348, 0.048134994, -0.0058628554, -0.03268358, -0.050201043, 0.01843207, -0.017932825, 0.013981086, 0.09228249, 0.049337987, -0.06945597, -0.07996624, -0.009553615, -0.10418455) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.044928364, -0.044632304, 0.056615733, -0.0014097706, -0.047924325, 0.056804743, -0.050601732, 0.033798244, 0.08417014, -0.20754884, -0.0007047572, -0.114615664, -0.014755344, -0.0026903795, 0.006950572, -0.01987855) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.013488814, 0.025454564, -0.02341538, 0.08783819, 0.011724989, 0.15184675, 0.026375612, -0.06215876, -0.05694868, -0.11776829, -0.019890303, -0.13095337, -0.054090627, -0.00496299, -0.055181853, -0.09454007) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(0.012735355, 0.018960586, 0.05001001, 0.043005828, -0.008215865, -0.08145173, 0.0114331795, -0.06774784, -0.15480073, -0.011143561, 0.01525811, 0.018036444, 0.08212632, -0.057760276, -0.0100080045, -0.055943586) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(0.0719452, -0.034702178, 0.029877292, -0.05708773, 0.034847297, 0.029303042, 0.060125273, -0.0180112, -0.0020914136, -0.026441699, -0.025329432, 0.0323247, -0.0041177548, -0.067490324, 0.078212105, -0.06227927) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.055863574, 0.025960127, 0.060764145, -0.0062505207, 0.02821774, -0.08844675, 0.0537338, -0.049768437, -0.045151267, 0.018788723, 0.048033886, 0.030205024, 0.004011241, -0.11857617, 0.0021722885, 0.02041612) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(-0.0044614743, -0.0029739495, 0.06573779, -0.104692, 0.023032987, -0.019020164, 0.023129476, -0.018608885, -0.01780469, -0.13210958, -0.015820531, 0.028582064, -0.08297361, -0.22304453, -0.009781116, -0.05540077) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.04148067, -0.07938162, -0.08559252, 0.0070517873, -0.022326691, -0.17069066, 0.018649975, -0.04916772, 0.03511808, -0.06106422, -0.006205177, -0.03637524, 0.037280105, -0.049147673, 0.008087028, -0.11563153) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.041020527, -0.18646048, -0.123824924, 0.012383464, 0.030892888, 0.018914605, 0.06445953, -0.050220583, -0.0033223818, -0.01965866, -0.011409584, -0.022810342, -0.049872324, -0.04103424, -0.016393682, -0.043692466) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.054093715, -0.023727251, -0.013804765, -0.084482364, -0.041383408, -0.058891702, -0.0053521013, -0.0042508296, 0.017268108, 0.07580175, 0.08361346, 0.07055574, -0.07338056, -0.14742196, -0.029450634, -0.08742219) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(0.037076417, -0.27098152, 0.023080725, 0.025779113, -0.059550636, -0.25044376, 0.046278056, -0.049013242, 0.023746453, 0.18471119, -0.048386067, 0.098932974, 0.07062038, 0.014056283, -0.041788485, -0.112907685) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.040042374, -0.12694302, -0.06398615, -0.057966642, 0.010992132, -0.15962599, 0.03906477, -0.08054112, -0.006501323, 0.010249696, 0.06880296, -0.06852358, -0.06081176, 0.05288796, -0.061262764, 0.03487321) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.032061063, -0.07416875, 0.0682027, 0.006373449, -0.046085116, -0.059895344, 0.010099894, -0.08965473, 0.009417068, -0.00817722, 0.00079142, 0.030896246, -0.05620375, 0.057320725, -0.054367647, -0.02623629) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.015816675, -0.15531982, -0.005206039, 0.007645835, -0.007771944, -0.0132624945, 0.0625539, -0.06698558, 0.003625047, -0.0032118931, -0.030248037, 0.027676187, -0.03451308, 0.012206931, 0.035691753, 0.06082284) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.044962388, -0.057782564, 0.01296181, 0.020606516, -0.06641213, 0.03993328, 0.030176982, -0.09484069, -0.052395258, -0.050568223, -0.034460723, 0.071124546, 0.05422943, 0.08460577, 0.06380692, -0.011501751) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(-0.009660192, -0.09361667, -0.03251414, -0.013151599, -0.040979795, -0.05231673, -0.041940108, -0.037534334, 0.02810291, -0.061070066, -0.040707756, 0.060918637, -0.0060664634, 0.12844777, 0.036742795, 0.068170786) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(-0.0048745926, -0.0008011151, 0.07446404, 0.011292771, 0.09979208, 0.067748405, 0.019722788, 0.015271771, 0.017714567, 0.009429175, -0.034042183, 0.07173949, 0.036631677, -0.05526973, 0.002880339, 0.061510485) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.06614409, 0.06266898, 0.0204264, 0.036126405, 0.01966758, 0.06676798, 0.030933442, 0.01711721, 0.005032706, -0.032642487, 0.0070301406, 0.138236, 0.042887654, 0.08758957, -0.04261293, -0.05813972) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.02966356, -0.12169962, -0.035445753, 0.084398106, -0.05821306, 0.013775431, 0.013556504, 0.05518103, -0.034953527, -0.09678412, 0.03955658, 0.010430911, -0.0491261, 0.044643894, 0.038866147, -0.06255568) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.079773255, -0.096904, 0.03383102, -0.12007136, 0.029170882, -0.01665323, -0.041662946, -0.015791152, 0.07260459, -0.11096734, 0.0132565815, -0.03247111, -0.028906442, 0.023412194, 0.039661754, -0.0258751) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.005359845, -0.06514452, 0.0014987016, -0.06347716, 0.0074985554, 0.010479475, -0.033800952, -0.009142053, -0.037466243, 0.10754679, -0.0103402315, 0.005610633, -0.060096703, 0.034217257, -0.013323613, -0.044567) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.0132925, -0.06560411, -7.0472954e-05, -0.02130029, -0.008911687, 0.06235323, -0.00831353, -0.10302195, -0.0036789016, 0.09753386, -0.01413683, 0.007755424, -0.02968591, 0.06487408, 0.021168506, -0.02894458) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.055423524, -0.0428516, -0.023361767, -0.074740335, 0.016760694, -0.02606389, 0.053089194, 0.03699819, -0.13424088, 0.007630524, -0.050693437, -0.019893171, 0.028126093, -0.0062043164, -0.010298197, -0.0027769918) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.036042705, -0.042179275, -0.01071094, 0.03433382, 0.065297455, -0.012492263, 0.057106085, 0.044447195, 0.08680467, -0.008501053, -0.04260962, -0.016765803, -0.07755736, 0.12021559, -0.008874005, 0.009416701) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(-0.0042503923, -0.04272626, -0.01067183, -0.069843136, 0.009286404, 0.08016353, -0.028357888, -0.018561486, 0.032112494, 0.0031795872, 0.03642644, 0.065502025, -0.04945278, -0.06757261, -0.008669982, 0.0077634053) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(-0.049741976, -0.029375453, -0.046725325, 0.07005209, -0.064609766, -0.13317938, -0.013353921, -0.019411417, 0.010509471, 0.16890813, 0.076283224, 0.09533363, -0.0064305337, 0.028285988, 0.021680988, -0.09024364) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.039019015, -0.027848033, 0.031733505, 0.08839901, 0.043180976, -0.2524302, -0.023028154, -0.015218826, 0.052012503, 0.16632442, 0.017646398, 0.18621239, -0.0097579155, 0.1825051, -0.02189521, 0.06670682) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.033070676, 0.037405487, -0.061235312, 0.09276253, -0.001496106, -0.10943658, -0.072145805, 0.004012103, 0.11671623, 0.14107701, 0.010714424, 0.018237907, 0.0064061284, 0.13976876, 0.020199688, 0.069814414) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(-0.05581321, 0.015832694, -0.0425583, 0.1393105, 0.045069277, 0.022563534, 0.0139543805, 0.06248187, 0.036751226, -0.02479933, 0.01755073, -0.059485618, -0.039507475, -0.09686741, 0.056280024, 0.032757618) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(-0.005470739, 0.020747596, -0.00782719, 0.0047819032, -0.026731307, -0.021794774, 0.0073465314, 0.017722085, 0.005226232, 0.0625953, -0.0061536594, -0.013886793, -0.07939598, -0.043005157, 0.0020199786, 0.05080855) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.01181249, -0.020794665, -0.012574842, 0.009385898, -0.06470445, 0.038837947, -0.012595815, 0.024456784, -0.013719272, -0.022295173, -0.014469, 0.0871819, -0.036611926, -0.050177533, 0.049599353, 0.063622504) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.031631738, -0.08377756, 0.04044927, 0.0036506825, -0.07809195, -0.010969768, 0.032230765, 0.025300901, 0.058146697, -0.06675496, 0.018597487, 0.07562908, 0.011475568, -0.07067235, -0.031121675, -0.06076908) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(0.031133257, -0.016882684, 0.043442976, -0.049766973, 0.036424372, 0.14464913, 0.023976605, 0.0364909, -0.0091075795, 0.012250791, 0.054124653, -0.0030592147, 0.04784614, -0.04640315, -0.03422624, -0.09543607) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.003039702, 0.035483304, 0.0062032216, -0.000873496, -0.04437085, 0.1484053, 0.059837677, 0.024659747, -0.06616237, -0.17420301, 0.055830006, -0.096234895, -0.018372519, 0.055164456, 0.0060703284, -0.013344392) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.039046418, -0.011347246, -0.08700006, -0.021849783, 0.036124066, 0.09683748, -0.011546806, -0.023120515, 0.2142085, -0.007437622, 0.016581131, -0.049597185, -0.22432843, -0.058209084, -0.026320519, -0.051152814) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.06569501, -0.06260183, -0.022898367, -0.07602671, -0.10893328, 0.009627328, -0.028194264, 0.018917458, 0.021341037, 0.054987516, -0.07046321, -0.13342457, 0.00964241, 0.06752712, -0.009670117, -0.008319827) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.012208404, -0.11404956, -0.093397826, -0.029117785, -0.045053843, 0.020680185, 0.105920635, -0.071645394, 0.11382571, 0.10907914, -0.02633005, -0.007285609, 0.03315715, -0.10891025, 0.018143376, 0.004968434) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(0.007814497, -0.108202524, 0.005990356, 0.07029117, -0.02400429, 0.08479373, 0.044013735, -0.027646372, 0.12385591, 0.09819356, -0.01390868, -0.014023669, -0.05179794, -0.02380332, 0.01904011, -0.007829915) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(0.05996399, -0.011351212, -0.002182095, -0.03762001, -0.10872467, -0.0039557135, 0.011847394, -0.080973424, -0.03966573, -0.047995437, 0.016876742, 0.056057207, 0.016441537, -0.42474058, -0.031029325, -0.13765779) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(0.04123183, -0.12598296, -0.0017007043, -0.029298684, -0.027486444, -0.09203502, -0.031962857, 0.02635506, 0.07193526, -0.014323217, -0.04090487, -0.07708059, 0.06994412, -0.29370317, 0.0012741195, -0.04218431) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.001753894, -0.0013974875, -0.004897225, -0.005634429); + result += mat4(0.0510955, -0.0014422251, -0.16106804, -0.062141303, -0.07308469, -0.0027836259, -0.21114375, -0.100874186, -0.013258162, 0.044785988, -0.047111925, -0.020188062, 0.0670417, -0.020951303, -0.14186628, 0.064117864) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.16701005, -0.06742916, 0.03127594, 0.008484275, -0.047200687, 0.032157466, -0.05341922, 0.01914972, -0.16609915, -0.07062191, 0.10585516, -0.022021443, -0.008743887, -0.12588485, -0.013068496, -0.0010706417) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(-0.024073077, -0.0893969, 0.02240187, -0.09664518, 0.017476859, -0.008503885, 0.03401605, -0.025034517, -0.020375827, 0.02779849, 0.045822665, 0.008929096, -0.0035302187, 0.036612146, -0.03156456, 0.11757052) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.031898964, 0.017378872, 0.09017029, -0.06271773, -0.024249142, -0.04200131, 0.0053986455, -0.08215535, -0.029748129, -0.0111275595, -0.23061034, 0.08160556, 0.07733545, 0.04055246, -0.10813094, -0.07082996) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.08149865, 0.0089612175, -0.004277574, -0.06320481, 0.002159603, 0.014942097, -0.20311283, -0.00051849225, -0.012931464, -0.08299128, 0.024814848, -0.020236392, -0.0396539, -0.104194514, 0.0059578517, 0.07320285) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.05389601, 0.051244125, -0.07886199, -0.006991185, 0.0701821, 0.01742971, -0.0360802, -0.1586421, 0.0014566769, 0.031960763, 0.07926618, 0.055757407, 0.05081961, 0.091059536, 0.051290788, 0.054321263) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.043374978, 0.009481372, -0.022228906, 0.09681656, 0.024620373, -0.038787384, 0.1481093, -0.102501646, 0.0666276, -0.009648747, -0.043973416, 0.053977057, -0.057475377, 0.05297815, -0.15797196, 0.047255475) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.074815035, 0.051806025, 0.0119373705, -0.08923786, 0.092210636, 0.043409556, 0.05540594, -0.14369188, 0.055297863, -0.02117661, -0.055621177, -0.01922724, -0.02464503, -0.010207825, -0.13104855, 0.053837925) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.018252091, 0.008290987, -0.055075508, -0.064988494, -0.027021425, -0.0025310665, 0.07473345, -0.020244943, 0.027049959, 0.011974791, -0.022015415, 0.021458128, 0.2592622, 0.10979678, -0.07179369, -0.0056512686) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.015216589, -0.07023487, 0.0839606, 0.1662634, -0.079139516, 0.0058597443, 0.0017449085, -0.08332759, -0.09100947, 0.06654936, -0.17768103, 0.07736078, 0.077316776, -0.009327731, -0.03529375, 0.100601755) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(0.009649454, -0.044944834, 0.102665305, 0.1490509, -0.062011812, 0.032266464, -0.13779493, -0.0005610752, 0.02608158, 0.071216986, -0.027217088, -0.005946147, -0.015692627, 0.0035445904, -0.0039190263, -0.012237743) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.06427003, -0.15058146, 0.080158085, -0.085569456, -0.050241597, -0.10667351, -0.111500025, -0.016578663, 0.028872231, 0.03475622, -0.053965945, 0.043960016, -0.12721512, -0.054666117, 0.0546907, 0.015116224) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.11448927, -0.20485592, 0.31450891, -0.06642643, -0.0688781, 0.049433906, -0.21860045, -0.1494118, -0.016739411, -0.12855761, 0.1603473, -0.14590974, -0.09434075, -0.026790807, 0.15449707, -0.092657305) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.14060137, -0.10084397, 0.06508738, 0.021710044, 0.067415945, 0.10555721, -0.11868009, 0.043667387, 0.02157634, -0.046667363, 0.013558025, -0.019680679, -0.1182172, -0.01087916, 0.054286998, -0.005211396) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.14056996, -0.22013167, 0.1461965, 0.0360858, -0.038464427, -0.009259199, -0.00449183, -0.06022597, -0.04390082, -0.037551455, 0.06474504, -0.12466846, 0.0029804995, 0.11938867, 0.0784881, -0.0009411952) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.04892837, -0.103729464, 0.10369665, 0.06400206, 0.00539981, 0.0845724, -0.20368838, -0.08218857, -0.03792307, -0.013620782, 0.027519066, 0.009342098, -0.015998136, 0.0529728, -0.10673174, -0.008221573) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.105546065, -0.024494499, -0.030712072, 0.09429169, 0.08583257, 0.06958051, -0.05242256, 0.04935028, -0.16270357, 0.02895549, -0.011352454, -0.03855827, 0.050440468, -0.008253578, 0.04382224, -0.0802333) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.103211984, -0.07709018, 0.12742479, -0.009656271, 0.10314204, 0.06314763, -0.08325108, 0.032728635, -0.038588986, 0.016493468, 0.046914, -0.08048543, 0.079990596, -0.03558994, 0.027630607, 0.10869989) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.016523518, 0.043567576, 0.031989362, -0.051843897, 0.09156953, -0.049898338, -0.08456457, 9.295932e-05, 0.0067236093, 0.039171863, -0.05957704, -0.053250317, 0.12056515, 0.051788855, 0.09959172, -0.075641766) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.03300706, 0.042960815, -0.038229458, -0.082272045, -0.02062046, -0.013584404, 0.023872068, 0.01837958, 0.0064911153, 0.014958984, -0.061633807, 0.10158009, 0.038852327, -0.01880267, 0.051303536, -0.043501228) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.091645375, 0.03069737, 0.0011189341, 0.020449331, 0.08068335, 0.020978091, -0.0010769651, 0.00061968376, 0.059274398, 0.038646713, -0.080847554, 0.062156983, -0.008254736, -0.109845705, 0.08902917, -0.06016639) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.0032500124, -0.0029053027, -0.10139858, -0.092240416, 0.0028348682, 0.06729654, 0.06749318, -0.09978482, -0.03982243, -0.030453835, -0.015678678, 0.03608406, 0.15083215, -0.007230306, -0.10706982, -0.07223214) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.007562644, -0.042438913, -0.2473465, -0.13399822, -0.045433365, -0.025494002, 0.024317758, 0.044449568, 0.05944731, -0.0694204, -0.020144688, -0.06183033, -1.578965e-05, 0.07795331, 0.005881074, 0.005066053) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.11387325, 0.033727806, -0.18759632, -0.14813696, 0.09174701, 0.0008894907, 0.036859125, 0.056849327, 0.054114643, 0.0035360134, -0.13394095, 0.018504262, -0.29520825, -0.060625486, 0.17550802, -0.004313305) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.030649202, -0.04472229, -0.0074572894, -0.0017512267, -0.008976157, -0.02922784, -0.066103965, -0.020210957, 0.030231677, 0.05777765, 0.024088016, 0.027347937, 0.11041822, -0.0019651058, 0.011401381, -0.10339278) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.14884105, 0.09695989, -0.25524306, -0.04117012, 0.098701954, -0.013257333, 0.0063331877, -0.05731089, 0.032744903, -0.053980805, 0.065288156, 0.03085845, 0.048825268, -0.072569326, -0.09417011, -0.10579333) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.010043043, 0.0642085, -0.06357349, -0.07118855, -0.10935073, -0.10364806, -0.01580492, 0.03195866, -0.10764109, -0.09563928, -0.082239136, 0.02280415, 0.0524383, -0.109502465, -0.2635903, -0.08593865) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(0.068846524, -0.07125774, -0.12089259, 0.098966055, 0.034653466, 0.0041809925, 0.13387324, -0.043039873, -0.10819184, -0.023255398, 0.047557384, 0.016823234, 0.0054768776, 0.040949013, -0.030277798, -0.04270398) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.031168938, -0.10615755, 0.025889881, -0.011743299, 0.08902674, -0.034878504, -0.022646587, 0.11851831, -0.06464948, 0.079670824, 0.023234254, -0.084553234, 0.0376315, 0.05054771, 0.09117024, -0.07906715) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.08629371, -0.093498096, -0.027559953, 0.047508396, -0.035618316, -0.027674304, -0.024086535, -0.055605736, 0.023311825, 0.022395147, 0.031558786, 0.19042405, 0.078466065, 0.0053509464, 0.06812108, -0.064697385) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.0012832027, -0.055628862, -0.09948993, -0.059389584, -0.014586518, 0.030167721, -0.06910902, 0.06505407, -0.039179996, -0.029795416, 0.08534994, 0.0036559643, -0.010633829, 0.040293515, -0.08916706, 0.018675936) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.09189747, 0.058991402, -0.2527707, 0.037559688, -0.100008465, 0.08455966, 0.05074772, 0.048251648, 0.11207963, 0.020535069, -0.040172968, 0.031538695, -0.011502413, 0.07442321, 0.013476581, 0.025898138) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.052855596, 0.015964417, -0.13057, -0.047626056, -0.06671311, 0.031874254, 0.022143204, 0.06536331, -0.025325635, -0.036011934, 0.04260797, 0.11191557, 0.03770287, -0.06586303, -0.04873123, -0.056259878) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.043878954, -0.09928315, -0.014432066, 0.08127803, 0.062331323, -0.046219483, -0.043137003, 0.03721585, -0.046861503, -0.00588611, -0.027924262, 0.1838219, -0.023916904, 0.01123887, 0.011843222, 0.015758688) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.084801756, -0.012706828, 0.013612413, -0.115316086, 0.08332046, 0.05916644, 0.021933448, -0.03828946, 0.095254734, 0.017298417, -0.118689686, 0.11724159, -0.07606251, 0.0076094596, 0.04970195, 0.065284766) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.060157716, -0.028205112, 0.042110384, -0.040150832, 0.045903124, -0.037776917, 0.0062161894, -0.028285803, 0.23512363, 0.19943635, 0.0038068262, 0.093790285, 0.0025054172, 0.028764432, -0.093119, -0.045774717) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.073444866, 0.060245566, -0.127142, -0.099453315, -0.021869423, -0.08437972, -0.050510045, 0.01687948, -0.10656644, 0.059470206, -0.009267788, 0.09276904, -0.10689266, 0.041661225, -0.12071594, 0.019657483) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.00978651, 0.06365811, 0.05696499, -0.10536901, -0.1619058, -0.044065308, 0.077532925, 0.1587201, -0.020892577, 0.043757036, 0.009239805, 0.050515994, -0.15479021, 0.0082413, -0.00069826597, -0.11101841) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(-0.03802562, -0.020386336, -0.05290729, -0.03698568, -0.102888085, -0.0045681875, -0.0063377465, -0.007031675, -0.05778179, 0.025034413, 0.022338934, 0.021851199, -0.13945115, -0.07390588, -0.0044923997, 0.044538014) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(0.021892704, 0.00037856385, -0.11895421, -0.06480491, -0.10637716, -0.037670396, 0.04496369, -0.20524552, -0.075241, -0.028605994, -0.01751968, 0.09528775, -0.08733261, 0.05390727, -0.27705854, -0.026450418) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.02181557, -0.0066893054, -0.017281216, -0.08216643, -0.04727442, -0.09027435, 0.08207199, 0.15310322, 0.17353615, 0.052801713, 0.05405899, 0.04529899, -0.0498973, 0.0016325635, 0.03305958, -0.08463907) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.033219725, 0.0012860984, -0.08258132, 0.021474639, -0.12610169, -0.15752739, -0.046107717, 0.106777325, 0.15860939, -0.07408108, 0.150278, -0.08699531, 0.009110753, 0.02425064, -0.04594132, 0.09777492) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.04595936, 0.029654864, -0.039329115, -0.050485395, -0.030018251, -0.063663594, 0.03981099, -0.0051486436, 0.07483936, -0.08247493, 0.017164234, -0.06291066, -0.06077101, -0.017245466, -0.25384012, -0.0022864235) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(0.0035274639, 0.0358282, 0.018104183, 0.05536197, -0.12962946, -0.05110302, 0.12784457, 0.022837047, 0.19512647, 0.06961312, -0.09589237, -0.06404749, -0.016611125, 0.0038207427, -0.12766546, -0.0014321043) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(-0.044558328, -0.01735912, 0.13207456, 0.021598047, -0.031222777, -0.10839589, 0.12342696, 0.04601945, -0.15945779, -0.07611491, 0.04070373, -0.06437884, -0.041275237, 0.10437949, -0.023904061, -0.025326276) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.057078492, -0.0151794525, -0.029766973, 0.024047032, -0.06513498, -0.011700269, 0.028901184, 0.05379153, 0.014255961, -0.0020879265, -0.0753137, 0.010188508, 0.027880954, -0.0067705973, 0.11648632, -0.055566184) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.05751735, 0.021435417, -0.04841467, 0.009407018, 0.025138883, -0.04521057, 0.12123212, 0.0666516, -0.1910915, -0.073106326, -0.08085441, -0.06504755, -0.053867415, 0.040782426, -0.050118912, -0.06360974) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(-0.0587823, 0.042719536, -0.047062896, -0.021352036, 0.040855724, -0.12014876, 0.0024324432, 0.015546583, 0.03618561, 0.035796918, -0.04368792, 0.117325194, 0.08885002, -0.007225945, -0.07319086, -0.007073744) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.0077290074, -0.09140962, -0.029023077, 0.07722968, -0.042377498, 0.037398588, 0.08975266, 0.15041004, 0.038663536, 0.021520466, -0.11967419, 0.07517593, -0.10444741, 0.002757502, 0.052663285, 0.08683975) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.0056375484, 0.018065926, 0.13958345, 0.039871924, -0.05444778, -0.033001233, -0.010109822, 0.082818545, -0.04757214, -0.025648618, -0.07276786, -0.08655178, -0.07756433, -0.074569575, 0.07933869, 0.039463654) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.03843932, 0.045454994, -0.020771028, -0.0029789829, 0.045178797, 0.07428903, -0.034121823, 0.13406952, 0.053619333, 0.019638985, -0.054928973, 0.056603216, -0.04985281, 0.08746511, -0.041357283, -0.014900436) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.013246526, -0.010679136, -0.03217186, 0.013331226, 0.020726323, 0.043613445, 0.04588832, 0.0976425, -0.063859284, 0.044196937, -0.14352582, 0.04864811, -0.034070514, -0.056568336, -0.25813615, -0.009612735) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.07611071, -0.019221358, -0.021143042, 0.029803796, -0.06961618, -0.0054458445, -0.15659875, -0.038813353, 0.018120872, -0.040981874, -0.13567838, -0.042946678, -0.101973675, -0.016012631, -0.07357373, 0.11768315) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(-0.046529002, 0.020634364, -0.070021726, -0.006326034, 0.043883044, -0.03478427, -0.07738003, 0.08201628, 0.03330556, 0.039060973, 0.012904503, 0.04871265, -0.038782973, 0.085138164, 0.058802683, -0.0141459135) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.032335225, -0.061436202, -0.047159657, -0.002345953, 0.044860628, -0.012254223, 0.09882336, 0.015789606, 0.047507744, -0.06272349, -0.032162435, -0.034077246, 0.0125551, -0.030660152, 0.019176075, -0.025342297) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.083775856, 0.017595567, -0.013300681, -0.026620507, 0.1108536, -0.01823224, 0.10865026, 0.008377945, 0.015202055, -0.080439016, -0.16888207, 0.005813549, 0.011944522, -0.03933163, -0.07740789, -0.030251414) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.017145677, 0.004600184, 0.03873979, 0.051255386, -0.04994213, -0.06982445, 0.009787673, -0.053041965, -0.032913458, 0.10153216, -0.10730869, 0.062210664, 0.0696992, 0.05948065, -0.02450586, 0.17984338) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.053155616, -0.020660501, -0.08134207, -0.093596205, -0.0494826, -0.05476016, -0.033018854, -0.01961811, 0.030948794, -0.05289281, 0.113410406, -0.1374441, -0.012185742, -0.04681447, -0.0018786815, 0.015002339) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.17019029, 0.13228357, -0.017629202, -0.05854934, -0.06350081, 0.02816042, -0.03780741, -0.010020251, 0.21375313, -0.007976269, 0.17335916, 0.07364091, 0.04588028, -0.013080616, 0.08528194, -0.0664166) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(0.14674406, 0.010323853, -0.07197128, -0.079804614, 0.0012769854, -0.09133876, -0.011044012, 0.015296239, -0.15470837, -0.11878868, 0.027009109, 0.066733055, 0.02005289, -0.03605219, -0.19479476, 0.038946524) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.030754004, 0.054105617, -0.23930266, 0.0012532229, 0.0681863, 0.048780955, 0.10493848, 0.010416127, -0.05268154, -0.11759406, 0.13387895, 0.0913066, -0.032745544, 0.03413392, 0.119295806, -0.0268384) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.04134917, 0.035077658, -0.16075496, 0.044309866, 0.064346045, 0.062219102, -0.003758656, -0.017410656, -0.112895384, 0.031625766, 0.100723445, -0.009958311, 0.010116062, 0.02509581, 0.04657778, -0.028242614) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(-0.0030505157, 0.09393354, -0.072180524, -0.08279992, -0.0073182653, 0.059307057, 0.1027422, -0.068089135, -0.13267042, -0.03093472, 0.011780204, 0.012928362, 0.05809045, -0.049689002, -0.029076193, 0.080765314) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.05612331, -0.047981143, 0.015793415, 0.06191897, -0.06897301, -0.023674635, 0.051501837, -0.01883504, 0.02034847, -0.06250871, 0.09392491, -0.12458577, -0.093867674, 0.04094437, 0.091689095, 0.018923631) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.103490815, -0.05204404, 0.0894954, -0.0038717366, 0.0060165925, 0.013116367, 0.023980673, 0.0060623763, 0.10017958, 0.06305146, 0.07879622, -0.0007648767, 0.024047611, 0.04951123, 0.0063824872, -0.04768324) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.00996387, -0.03359056, 0.022958431, 0.00852871, 0.021310773, 0.034655355, 0.046074633, -0.06907012, 0.01641809, 0.1414664, 0.042853694, 0.019500487, 0.015980314, -0.052236717, 0.013711238, -0.0041444907) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.0035556378, 0.0031836366, -0.16782846, -0.061324954, 0.10267203, 0.00014618594, -0.093233876, -0.09201191, 0.021259613, 0.040947814, 0.11295105, 0.06664166, 0.0020217039, 0.095334664, 0.13313785, -0.08777343) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.023374978, 0.0245457, -0.142329, -0.01641789, -0.015534354, 0.022523342, 0.07155096, 0.049665954, -0.21894057, 0.01754712, 0.23158684, 0.09972439, -0.0061606965, -0.093659826, 0.1867843, -0.1590593) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.0038185576, -0.0066499216, 0.100905396, 0.018203642, 0.027271736, 0.013972642, -0.044893872, -0.030234348, -0.08020654, 0.03789202, -0.058251068, -0.009965162, -0.04527503, -0.1492402, -0.03028936, -0.12618981) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.017472351, -0.02098791, 0.014205505, 0.026244208, 0.07826186, -0.07506567, 0.026739568, 0.017112497, -0.032292403, -0.056721248, 0.24799104, -0.08332576, 0.04910049, 0.047754016, 0.00740242, 0.07962765) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.028897962, -0.006679737, 0.039222337, -0.016151924, 0.030311882, -0.0021482261, 0.1714241, 0.1221679, 0.11398978, 0.004748163, 0.064690985, -0.061905473, -0.11294383, -0.030517105, 0.110042654, -0.02256132) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.10085912, -0.016250946, 0.12300144, -0.04213109, -0.007596897, 0.013866745, -0.06238941, -0.0044107796, 0.016672386, -0.09185689, -0.015329627, 0.0933653, -0.23079273, 0.0064556836, 0.06462897, -0.0051751006) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0077957916, 0.0060499012, -0.010836468, -0.0017485411); + result += mat4(0.005616523, -0.04194812, -0.09163412, 0.08635277, -0.050443027, 0.06253843, 0.048551682, -0.011747643, 0.008492668, 0.079617746, 0.031543497, 0.08591439, 0.037825957, -0.110151805, 0.036944993, 0.053537607) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(-0.017273068, -0.16909112, -0.10701974, 0.029792253, -0.008890513, -0.032852247, -0.034842115, 0.10169415, -0.03968484, -0.25570327, 0.103661686, -0.015338259, -0.033557802, -0.003787473, -0.0070499345, 0.06419729) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(-0.12731797, 0.10600407, 0.0020919521, 0.04016499, 0.03951315, -0.24479462, -0.015232936, -0.06416498, 0.029538224, -0.18024328, -0.021564098, -0.03283761, -0.059248954, -0.27103087, -0.08914301, -0.070944354) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.02155511, 0.018095965, -0.10213831, -0.073654994, 0.030524455, 0.07272491, 0.101944596, -0.07291663, 0.039682604, -0.016149491, 0.023214934, 0.04756301, 0.06082331, 0.34726402, -0.011065706, -0.07920397) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.050924055, 0.22085744, -0.05160645, -0.10828216, 0.10336194, 0.049868155, 0.09316188, 0.057960473, 0.011030283, -0.09813769, 0.04142197, 0.058068234, -0.081382684, 0.14713648, 0.113756895, 0.049565565) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.03138243, -0.50052327, -0.07227262, 0.030304221, -0.03891303, -0.22329788, -0.05441807, 0.039840102, -0.16109404, -0.19939257, -0.043962058, -0.003267227, 0.042068847, -0.3290805, 0.009366777, 0.057383373) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(0.079585865, -0.0061681005, -0.051853005, 0.07058491, 0.010256865, -0.03913294, 0.047809187, 0.008772287, 0.0261286, 0.02663037, 0.030273622, 0.018596409, 0.029003954, -0.16997048, -0.009826249, -0.0037874829) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.06694902, -0.2436866, -0.059604432, -0.026513252, -0.03996721, -0.02117163, 0.09241017, -0.02629, 0.049830202, 0.2232943, -0.0018110595, -0.03418314, -0.038950525, -0.072844274, 0.04636144, -0.017988058) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.05093455, -0.06564816, -0.06433161, 0.00042637912, 0.023587756, -0.109346606, -0.030906107, -0.033827014, -0.10780864, -0.0872342, 0.028665652, 0.0060701533, 0.08462985, 0.39795703, -0.045315877, 0.11150783) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.14383322, 0.028507762, 0.08961605, -0.08953246, 0.047910232, -0.010007266, 0.010711339, 0.045588322, -0.0396927, -0.11735218, 0.07079176, -0.0062896134, 0.022389576, -0.0050860886, -0.037289906, -0.0699777) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.0746044, 0.09196737, 0.071747646, -0.10441333, 0.03622997, 0.023850085, -0.0031288909, 0.004427611, 0.1101886, 0.0033883322, -0.103875495, -0.007049097, -0.00829487, 0.053826746, 0.059646457, -0.11553904) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.11399977, -0.2441146, 0.18741101, -0.103084944, -0.10768034, -0.046083275, 0.08148009, 0.00021542759, 0.05614393, -0.3593529, 0.030421058, 0.036315087, -0.0377118, -0.093583114, -0.026268834, -0.08747736) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.09930037, 0.0019598862, 0.119516365, -0.11008051, 0.031695403, 0.016200045, -0.04629515, -0.015688848, -0.010773767, -0.08754631, -0.05951426, -0.0029130029, 0.0047315294, -0.117544465, -0.04873057, -0.056104623) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.063162774, -0.10060283, 0.019020073, -0.06556571, 0.020053413, 0.025257668, 0.021311715, 0.10337843, -0.004513997, 0.04654615, -0.029650498, -0.018564593, -0.04667031, 0.11830512, 0.050825644, 0.028347157) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.051573876, -0.0937203, 0.04461173, -0.037602253, -0.0037400185, -0.124283224, 0.023265764, 0.012887522, 0.07170855, -0.5180021, -0.025531614, -0.008329156, 0.013361593, 0.027761199, 0.09889079, -0.0045408) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.036340803, -0.011897847, 0.05298622, -0.055303965, -0.025094805, 0.0039159763, 0.04067957, 0.08146312, -0.027963297, 0.039958414, 0.06073669, 0.0050723366, -0.0028475302, -0.03816663, -0.026238924, 0.01452438) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.07241517, 0.08496, 0.041270934, 0.009422109, -0.014233708, -0.03344472, -0.028623762, 0.097772606, -0.0335184, 0.06869213, -0.010452685, -0.09835321, 0.01055246, 0.08456435, 0.061575342, 0.036262058) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.04834043, -0.15445288, 0.062427707, -0.06173424, 0.07083953, -0.076515295, -0.0104816165, 0.1784565, 0.0037879, -0.21123756, -0.057521716, -0.06752559, 0.04006161, -0.14409976, -0.04493574, 0.03115341) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.005936736, -0.41574243, -0.078262456, 0.10427586, -0.07916875, -0.285287, 0.08326516, -0.037848216, 0.07577904, 0.019001491, 0.030947044, 0.0223377, 0.044018496, -0.16739902, 0.062251497, 0.12273618) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.032892976, 0.07423079, -0.030662924, 0.04644273, -0.006555387, 0.18126653, -0.06202708, 0.047890246, 0.015667427, -0.082207814, 0.08150648, -0.06580664, -0.029766543, -0.039742194, 0.06219679, 0.107196786) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(-0.13062109, -0.69701385, 0.0038875984, 0.060295857, 0.118312344, -0.22918193, -0.009899899, -0.054273427, 0.013730554, -1.0338554, 0.004849621, -0.018519918, 0.12186263, -0.20518574, 0.01985373, -0.011412594) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.07179696, 0.2682679, 0.0064091957, -0.15226164, -0.065185666, -0.25371572, -0.051706366, -0.09365108, 0.07062635, -0.043243606, 0.047333784, -0.02331007, -0.09053152, 0.2471111, -0.022574922, 0.04724258) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.018842602, 0.15833573, -0.11940482, 0.008295181, 0.082506046, 0.15588483, 0.012468154, -0.044290137, 0.0353944, -0.15662749, -0.016983058, -0.009625651, 0.011186484, 0.14717506, 0.14740981, -0.017075496) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.036897816, -0.06469471, -0.0016651851, 0.03536971, -0.0008533324, -0.4669576, 0.0026389956, -0.041868433, 0.0025501212, -0.07656041, 0.015197298, -0.03913252, -0.015102281, -0.6242041, 0.04100527, -0.016835585) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.061205424, 0.013390021, -0.008541395, -0.0077885017, -0.15873006, -0.116234355, -0.04305151, -0.06894059, -0.032050267, 0.0632322, 0.072749354, 0.027645756, 0.04121468, 0.073422246, -0.10441441, -0.030846043) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.061464474, 0.09787812, -0.020589935, 0.04169216, -0.03464933, 0.09886306, 0.0043368726, 0.029481294, 0.060673352, 0.043412812, 0.004616656, -0.051887844, -0.029155979, -0.054204866, 0.022457417, -0.12689973) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.014057861, -0.37331596, -0.07567709, 0.07600225, -0.046482608, -0.014156591, 0.001536117, -0.034718983, 0.019387329, -0.0048332075, 0.042042635, -0.07600525, -0.05461395, 0.1349002, 0.014131715, -0.10225792) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.0070915306, -0.02341524, 0.04991137, 0.07358809, 0.062125437, -0.028774606, 0.009060363, 3.6618803e-06, -0.04232729, -0.047909174, 0.027794912, -0.0053995857, 0.05325111, 0.0507387, 0.05919748, 0.0075960252) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.0055301907, -0.09783762, 0.017426338, -0.016257007, 0.056992296, 0.09599861, -0.08645053, 0.1219878, 0.04655339, -0.058836933, 0.08857425, 0.0724557, -0.034280043, 0.032993313, -0.0967161, -0.01669226) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(0.05602945, -0.032707322, -0.016324714, -0.019620981, -0.02037338, -0.073617324, 0.0041948766, 0.0015006386, -0.02617954, -0.098561525, 0.03997049, 0.005833275, -0.0075590652, -0.39213702, -0.089157, -0.031535484) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.024066795, 0.04986418, 0.008835163, 0.0760122, 0.09693236, -0.0031007489, -0.019368127, 0.044720795, -0.041099846, -0.030399416, 0.025275527, 0.03144213, 0.01799178, 0.013279282, 0.018009834, -0.115825355) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(0.0042124554, -0.07395183, -0.008424302, -0.08135186, 0.13492796, 0.019682966, 0.014834531, 0.015007713, 0.030036928, 0.19016832, 0.012022241, 0.028489059, -0.06565293, 0.15362583, -0.021672308, -0.007369544) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(0.046676274, -0.32627523, -0.088944666, 0.013662126, 0.02914319, -0.088862374, 0.00948638, 0.0272932, -0.0876102, -0.21171248, -0.078587115, -0.0044856896, 0.09769026, -0.09830262, 0.08361649, 0.04894043) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.056403816, -0.028157853, -0.0070459833, -0.006378269, 0.02970313, 0.037882026, -0.03152504, 0.06505461, -0.022435348, -0.0023176281, 0.010481274, -0.0035972742, 0.09714971, -0.12912509, -0.05330272, 0.0043754675) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(0.0034634916, -0.13739361, -0.01643065, -0.027316427, 0.07203822, -0.019178567, -0.015450501, 0.046859942, -0.015823357, -0.0016083946, 0.014616803, -0.0274558, -0.082427934, 0.09277257, -0.029764075, 0.0312986) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.01670181, -0.08596425, 0.014383179, -0.12495727, 0.028569762, 0.109109364, -0.001792472, 0.0115257045, 0.038399257, 0.36772048, -0.030903071, 0.086435184, -0.013315077, -0.11824613, -0.029170062, 0.0047071683) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.0017876618, 0.025184765, -0.014334835, 0.062102173, -0.1341015, 0.07384047, -0.039485138, -0.1631736, -0.033800665, 0.07445206, -0.06214827, -0.11952224, -0.018801166, -0.0623742, -0.044624705, -0.035128158) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(-0.037538078, 0.047088366, -0.04701197, -0.015092142, -0.11459388, 0.07065409, -0.10924341, -0.10066645, -0.010656005, 0.10921427, -0.08398287, 0.023150427, -0.02606512, -0.053402413, -0.010602136, -0.0013749858) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(-0.08899141, -0.43752456, -0.03284476, -0.005405861, -0.10196191, -0.5272519, 0.005430924, -0.09541268, 0.05432332, -0.24191913, -0.077337205, -0.06556873, -0.07910125, -0.009894806, 0.10301255, -0.10655763) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.04677127, -0.019749215, -0.008875983, 0.027499197, -0.12072266, -0.09069183, -0.04785233, -0.17034213, 0.09350408, -0.23526967, -0.046902936, 0.08199511, -0.0032688999, -0.03868497, 0.099952295, -0.053228933) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.025132105, -0.03711758, -0.057196382, 0.0886392, -0.047623463, 0.11254569, -0.11090408, -0.13532583, 0.13554347, 0.026121082, -0.014256699, 0.052409474, 0.038515557, 0.18403813, 0.028872183, 0.02939466) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.064347744, -0.2935133, -0.15066758, -0.037243746, -0.040397864, -0.3381021, -0.02721872, -0.054716237, -0.02428898, 0.2414867, 0.017546976, -0.06722838, 0.016060075, 0.07363465, -0.12134249, 0.066975676) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.0072765, 0.0061570206, -0.07220738, -0.029459078, -0.17303656, 0.04735067, -0.010392902, -0.19273293, 0.038847405, -0.0010137454, 0.012143286, 0.06704791, -0.06079272, -0.0551711, 0.02418044, 0.059530947) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.0057339347, -0.028764024, -0.043444213, 0.015123992, -0.17962073, 0.11742091, 0.055634864, -0.035403784, 0.015779737, 0.18281761, -0.010293197, -0.012891442, -0.008172115, -0.14339153, 0.08529122, -0.0919818) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(-0.051245194, -0.0145835215, -0.12087156, -0.09522901, -0.18143776, -0.23926938, 0.06897029, -0.005186131, -0.0062377434, 0.17065518, -0.028380286, 0.035844486, 0.046486773, -0.18603137, -0.010511874, 0.08028066) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(0.0004506794, 0.013103107, -0.016295668, -0.102630936, -0.005110509, 0.00685665, 0.039797332, -0.0020058618, 0.052021362, 0.029573945, -0.03489618, 0.029739795, 0.036076862, 0.0968505, -0.07506856, -0.03221121) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.10435145, 0.11439071, -0.032601725, -0.011404292, 0.0010952663, -0.07771282, -0.034104135, -0.0675817, -0.06190838, -0.06666439, 0.058334887, 0.0008694473, 0.013148221, 0.073147126, 0.00013851986, -0.033418313) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.12613243, -0.30254334, -0.051057808, 0.06504544, 0.04140065, -0.109994575, 0.04425234, -0.06838215, -0.046413735, -0.94631284, 0.023434887, 0.014697015, -0.021180106, -0.2183863, 0.11645992, 0.028757503) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.053507037, -0.046670087, 0.056991126, 0.072554536, 0.0015466721, -0.018859405, 0.002989442, -0.059628405, -0.040513694, 0.17697826, 0.043422233, -0.046890702, -0.03768788, -0.04253526, -0.016702065, -0.0002009787) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.024480825, 0.072715774, -0.025486022, -0.009541553, -0.006200587, -0.055025265, 0.04167592, 0.048057698, -0.017616792, 0.018975029, -0.0090307295, -0.0066762026, 0.010227241, 0.121138304, -0.019544253, -0.0074589746) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.051538445, -0.4026569, 0.03312216, 0.07355576, 0.07319814, -0.029389808, -0.006276697, 0.086079895, 0.04214275, -0.28169334, 0.06188226, -0.008583532, 0.022548335, -0.184679, 0.06424013, 0.055858057) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.011189002, -0.015745312, 0.052557625, 0.0014153324, -0.048605327, -0.13785297, -0.00420498, -0.058074653, -0.014109974, -0.068019345, -0.05556461, -0.072568744, -0.014222318, -0.0796309, -0.003964272, -0.018734748) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.07466565, 0.12048894, -0.049311258, 0.06647813, -0.03523906, -0.058351386, 0.050657038, 0.071672894, -0.06274618, -0.051137377, 0.04815986, -0.027385246, 0.024217578, 0.11098382, -0.015278791, 0.0089761885) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.019446075, -0.026279556, 0.08840606, 0.004755141, 0.0050940313, -0.011071269, 0.014430294, -0.015337095, 0.03688326, -0.113050036, 0.019847535, -0.11014168, 0.050903853, 0.016559998, -0.043682724, 0.105734855) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(0.02413538, -0.09661888, -0.016680568, -0.027003048, 0.027720515, 0.05139895, -0.059533376, -0.008480151, -0.021782156, -0.0948348, -0.011946053, -0.083661206, 0.0027541763, -0.016553452, 0.05976177, -0.012382243) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.01664136, 0.032890648, 0.118016645, 0.07897552, 0.0075631356, 0.009923929, -0.028552296, -0.023822825, -0.018407537, 0.09924053, 0.028851537, 0.009706015, -0.06151248, 0.043282833, 0.0762848, 0.096101545) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(-0.030704016, -0.20709091, -0.022521349, 0.0055669267, 0.036171656, -0.26116917, -0.0017919166, 0.0872411, 0.06075258, -0.17477477, -0.06139795, -0.057686936, -0.036947742, 0.0022338675, -0.06827943, 0.09513659) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.046025567, 0.02053716, -0.07563358, 0.114850186, -0.008834413, -0.10452754, -0.015598493, -0.04279575, -0.0076079275, 0.25391746, 0.01138008, -0.06014513, 0.05888544, 0.019534808, 0.041184768, -0.037653156) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.103366904, 0.063476406, -0.032284666, 0.16858894, -0.037980165, 0.098204985, -0.019629885, -0.083128214, 0.029296165, 0.07721127, -0.12941137, 0.019428158, 0.041222446, -0.05031155, -0.05398474, 0.05417108) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.08151757, -0.083410375, -0.09471605, 0.106122725, -0.042444084, -0.14979301, 0.06904225, -0.07871019, -0.011820193, -0.1595203, 0.06331041, -0.03371198, -0.019725615, -0.16591094, -0.1034206, 0.08035169) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.028080456, -0.01699382, 0.005616744, 0.106527865, -0.018187832, 0.057436462, -0.05104383, 0.11279502, 0.02042168, 0.040071566, -0.042232268, -0.003008953, -0.0283707, -0.010943442, 0.054606497, 0.022894923) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.014796767, -0.02887353, -0.018621137, 0.0028737967, 0.005466853, 0.08801529, -0.056778353, 0.07749991, -0.012213929, 0.08049053, 0.10469463, -0.010493468, -0.045273356, 0.0007864626, 0.04533333, 0.069797084) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(-0.021616668, 0.05122962, 0.020707974, -0.02161771, 0.049373332, 0.21950689, -0.045331094, 0.038253475, 0.0033141759, 0.02463723, 0.026869116, 0.10298469, -0.049214076, 0.22436714, 0.04614014, 0.039212156) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.018752968, -0.04300836, 0.020475762, 0.044724848, 0.07042785, 0.099228844, 0.027523432, -0.00195699, -0.032637656, 0.011948905, 0.007918143, -0.0043041757, -0.029532015, 0.0026891085, 0.012754861, -0.0430998) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.016704883, -0.4837664, 0.06987767, 0.059787884, 0.08465444, 0.0885631, -0.05699635, -0.001997929, 0.10992531, 0.07447915, -0.0991016, 0.03178755, 0.061731808, -0.033232562, -0.04067799, -0.12527466) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.012273902, -0.41195315, 0.033000518, 0.006268288, -0.03206302, -0.46935156, 0.026043748, 0.018582162, -0.04194034, 0.2521312, 0.020366658, -0.012321433, -0.10020968, -0.2217259, 0.011765439, -0.043904427) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.10416891, 0.0075240354, -0.061949026, 0.027345, -0.027931014, -0.038200084, 0.043745268, -0.03831279, 0.013798263, 0.11791611, -0.013712109, 0.09794572, 0.06262215, 0.025320092, 0.022832619, -0.11276125) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.00523913, -0.512136, -0.088847265, 0.055632632, 0.09073465, 0.05092907, 0.0014315202, 0.01968783, -0.021083983, 0.13120243, 0.03384559, -0.12446009, -0.14667505, 0.017845381, -0.15785621, -0.13544762) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.020052887, -0.39797193, 0.010568928, -0.046947133, -0.03511945, -0.15283805, -0.011877808, -0.049116343, -0.14616685, -0.3074045, -0.048095446, -0.097700015, -0.05758815, -0.092551984, 0.054198664, -0.19315828) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-3.4956247e-05, 0.03476059, -0.035631776, -0.1646381, 0.04365449, 0.07835767, 0.064133234, -0.15099297, -0.051307492, -0.16103648, -0.016963178, -0.14490701, 0.045352284, 0.025952758, 0.030611787, -0.028325474) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(0.051873993, -0.030742146, -0.044068847, -0.15974861, -0.037380863, 0.123501696, 0.0007096733, -0.042267565, 0.05865187, -0.09406753, -0.048962224, 0.01845395, -0.05687447, 0.060790457, 0.015549078, -0.02682802) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.013546276, -0.2674674, -0.014769907, -0.09219755, -0.01816903, -0.12910564, 0.13570172, -0.07004518, -0.05699189, -0.13199072, -0.04986581, 0.00066671567, -0.11889433, 0.055775836, -0.032207955, -0.056921985) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.017064162, -0.009138364, -0.01383351, 0.00047878188); + result += mat4(-0.052580684, -0.15064926, 0.02987774, 0.071231954, -0.19225833, 0.025622597, -0.0011039003, 0.071457036, 0.008199889, -0.0149901835, 0.05406384, -0.06376478, -0.01122113, -0.021406636, -0.045523465, -0.0074157855) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.025274225, -0.21419498, -0.009573271, -0.0031474095, 0.0017731632, 0.058964983, 0.011905587, 0.00091531203, -0.017207287, -0.063950986, 0.0007750435, -0.019510195, -0.023048855, -0.027910337, -0.055168293, 0.09232138) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.08605948, -0.0030003372, 0.052741267, 0.040023748, -0.09887652, 0.023920717, 0.044278517, 0.029505044, 0.098118536, -0.011110594, 0.025991485, 0.06361509, -0.06282377, 0.12177764, -0.09917582, -0.023999235) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(-0.10372887, 0.13150156, -0.02967161, -0.054864723, 0.04916811, 0.08334721, -0.015376945, 0.077685595, 0.021581098, 0.026523333, 0.046904378, 0.03219035, 0.026270257, 0.028524369, 0.0808416, -0.015126878) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.0686373, -0.19545661, -0.02708483, 0.038734537, -0.07516088, -0.08819075, 0.033431824, -0.07084005, -0.037832294, -0.13529156, 0.014877889, 0.052974556, -0.00043094283, 0.036109447, 0.054239854, -0.048982244) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.01925057, 0.11993922, -0.012421586, 0.09361362, -0.1287831, 0.02428774, -0.020293595, 0.047963224, -0.032048315, -0.026012499, 0.00694215, -0.046500634, 0.026485292, 0.037203632, -0.019537913, -0.04560386) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.0022092953, -0.08684662, -0.013565316, -0.09283821, -0.030863952, 0.015646499, 0.10596539, 0.05793488, -0.026306584, 0.09371543, 0.048523117, -0.064937055, 0.078743555, -0.042760815, 0.035294045, -0.049106862) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(0.011494794, -0.10678031, 0.009467505, -0.059890613, 0.04309799, -0.029751549, 0.10095897, -0.009623872, 0.018188117, -0.01677607, -0.016772823, -0.054297403, 0.032907236, -0.03913367, 0.03649624, -0.040169254) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.052569184, 0.08124637, 0.04154669, -0.032765217, -0.01812052, -0.0010777035, 0.03483911, 0.06408343, 0.00833733, 0.032703206, 0.03860717, 0.051305726, -0.03682224, 0.12587099, -0.10561036, -0.060865622) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(0.09097959, -0.07135179, 0.09142802, 0.07326993, -0.058128767, 0.04646628, -0.010448193, 0.10141786, -0.004616605, -0.013517964, -0.03763962, -0.07403178, -0.0009963597, -0.020518739, 0.018544478, 0.011436883) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.014348731, -0.15722904, 0.11336486, 0.026427304, -0.07103025, 0.036963984, -0.0030734194, -0.022326298, 0.026184712, -0.111013845, -0.009728729, -0.05109377, 0.024496106, -0.028599976, 0.031787872, 0.03542584) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.07050498, -0.109162614, 0.045223612, -0.047703285, -0.009953353, -0.00785853, 0.046700656, -0.0028644206, -0.011897823, 0.06520107, -0.042867575, -0.041821364, 0.028639575, -0.014540787, -0.06456859, 0.0064730393) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(0.13522974, -0.15272519, 0.08009654, -0.047066122, -0.08123054, 0.13892876, -0.026219133, 0.019194964, -0.09978711, -0.048148822, -0.023773579, 0.074001074, 0.059268706, 0.023089651, -0.0020605852, -0.049749803) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.1035288, -0.07737308, -0.052633196, -0.04648146, 0.04661116, 0.18126677, -0.0076506822, 0.010274198, -0.04626878, -0.1933045, -0.068177186, 0.018264003, -0.01584764, -0.023423357, -0.05962603, -0.104598) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.29603174, 0.04270164, 0.02925997, 0.034024626, 0.07141427, 0.07198113, -0.0576125, 0.072871424, -0.029549595, -0.03296585, -0.045270614, -0.025112106, 0.03141592, 0.05787938, -0.023451163, -0.011590421) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(0.115010194, 0.0060094194, 0.057757296, 0.020855885, 0.008687725, -0.053142034, -0.054601498, 0.03892092, 0.072945, 0.0351329, 0.020654047, 0.049179904, -0.06461736, -0.0075203404, 0.050319687, -0.054393794) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.13110146, 0.038108196, 0.09231352, 0.01521032, -0.15011574, 0.060580675, -0.106966026, 0.13397363, -0.08296644, 0.0009438238, 0.045094255, -0.05785406, -0.06297069, 0.04615938, -0.024615912, 0.040067635) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.17284414, 0.04515633, 0.10534201, -0.10964022, -0.06890745, 0.064414054, -0.12355559, 0.062324725, -0.04746664, 0.07626474, 0.01518654, -0.06601995, -0.034115233, 0.0062601757, 0.056195226, 0.052302837) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(0.007837691, -0.01199658, -0.017733863, 0.06306481, 0.05477579, -0.03247842, 0.06285389, 0.03631672, -0.009716627, -0.028226832, -0.021615943, -0.029075084, -0.03702496, -0.19614635, 0.02188354, -0.03116074) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.036597606, -0.04945229, -0.053345334, -0.0077212485, -0.054383732, -0.07641286, 0.053576794, 0.0015732987, -0.053602118, -0.05044491, -0.040455487, 0.0040192823, 0.059879083, -0.16295475, -0.030358082, -0.05802254) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.02100697, -0.027025238, 0.039390437, -0.039955378, -0.015499209, -0.013657418, 0.03277752, -0.0034124032, 0.047590386, 0.054839954, -0.018624965, 0.034774452, -0.03736205, 0.081904836, -0.025306534, -0.07560313) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.019029297, 0.111544676, -0.019449128, -0.062633835, -0.083387695, -0.11506184, -0.025028003, 0.11878264, -0.12687209, -0.1018427, -0.00032619596, -0.0026753717, -0.22193514, 0.08331448, 0.00112046, -0.039312974) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.040813815, -0.07806331, 0.03336142, 0.037170477, 0.007642417, -0.028553793, 0.024147913, 0.06769474, -0.08894962, -0.18185507, 0.07269825, -0.004149227, 0.012871838, -0.0026559688, -0.0018293501, -0.0714703) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.024167957, -0.059312645, -0.01700588, -0.0029320365, -0.033242915, 0.027415048, 0.005478587, 0.0093810465, -0.08544, -0.024799146, -0.05432229, -0.0023842666, 0.20560393, -0.26743928, 0.010901901, -0.04611726) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.038561303, -0.045697164, -0.05869932, -0.036688242, 0.1325007, -0.03593313, 0.051447615, 0.04460445, -0.0013512254, 0.055332843, -0.029415287, -0.019206904, 0.054360576, 0.026933549, -0.019128239, 0.012142919) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(0.030934611, -0.08669126, -0.029762989, -0.05379838, 0.07881614, 0.06504117, -0.027605763, 0.023803793, -0.08531236, -0.11109963, 0.038883496, -0.029502144, 0.02944934, 0.08285026, -0.03329594, 0.05665866) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.008495413, -0.02058559, 0.044251725, -0.019452604, 0.018759632, -0.038155902, -0.0054274984, 0.019549018, -0.14419942, -0.021452796, -0.085885644, 0.018500164, 0.06183025, -0.04069198, 0.037580013, 0.07268955) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.074962415, -0.14022659, 0.016520677, -0.03555597, 0.004317521, 0.021628324, -0.016216125, -0.0090265395, -0.01530891, -0.10614487, 0.033422954, 0.030696338, -0.041668694, -0.01127462, -0.0020192435, -0.06253296) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.03193416, -0.09075817, 0.015444187, -0.004731062, 0.016805839, -0.011859106, 0.0022314081, 0.013757967, -0.09098486, -0.057078097, 0.019984663, 0.08406895, 0.042971447, 0.017707441, -0.07873982, -0.106951326) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(0.029794892, -0.04604144, 0.010108115, -0.08741878, 0.05272005, 0.018187212, 0.03645441, 0.012478393, 0.10531403, -0.09543154, -0.030098045, 0.052879542, 0.08159108, 0.0033676077, -0.0076734563, 0.056860436) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.22705682, 0.00079008023, -0.011108722, 0.021449545, -0.007286752, 0.05923551, -0.03640832, -0.07398509, -0.01398978, 0.15273027, -0.0035569891, 0.03433935, -0.10257959, 0.0018353865, -0.08885308, -0.00683911) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.20244955, 0.029942783, -0.01571777, 0.07039789, 0.052346084, 0.044757873, 0.07072515, 0.03373764, 0.10586753, 0.11967013, 0.06233647, -0.014309061, 0.037730675, 0.08074081, 0.07824349, 0.030605627) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.029372077, -0.08410153, -0.039379567, -0.03293846, 0.058879156, 0.10751088, -0.04405436, -0.021532848, 0.033775743, 0.13573281, -0.06923716, 0.05646577, 0.04221952, 0.091175765, -0.029289754, -0.06825895) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.00815596, -0.14585166, 0.037386876, 0.050968193, -0.17023389, -0.005002287, 0.013146105, -0.03545544, 0.016367182, -0.18802391, 0.014690057, 0.12102291, -0.14183491, 0.042241927, -0.0611679, 0.060872253) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.0832433, -0.088078916, 0.0015827757, -0.025694754, -0.12472857, -0.013242852, -0.05026308, 0.028733818, 0.004187615, -0.009066128, -0.02889407, 0.08355199, -0.056096047, -0.007907776, -0.03415466, -0.02147954) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(0.081740275, -0.08329364, 0.02646948, 0.04717796, 0.027727498, 0.073901534, 0.009284709, -0.05989023, 0.12223431, 0.043366108, -0.11360815, 0.051331054, 0.034414172, -0.019913677, -0.014516429, -0.05338667) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.024820674, 0.042039003, 0.02557277, 0.016237829, 0.13573207, -0.009554409, 0.042378433, 0.05221828, 0.03467738, -0.008004979, 0.048410967, -0.0777469, -0.056629356, 0.013864829, -0.011651788, 0.088673696) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.05088607, -0.009790113, 0.012366664, -0.03817271, 0.06393957, -0.20795764, 0.0148599865, -0.051517952, 0.023521481, -0.032240342, 0.0012528885, -0.043891285, -0.12818205, 0.02200286, 0.012515829, 0.105249815) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.06575557, 0.007183827, 0.08914133, -0.08024906, 0.10274569, -0.06478045, 0.08660466, -0.041635897, -0.03250085, 0.050974824, -0.016890934, -0.013152202, 0.04095364, -0.023561912, 0.074805975, 0.010691788) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(0.026221585, 0.043330725, -0.059108663, 0.07382594, 0.03668524, -0.11761509, 0.021285456, 0.045165, -0.14192653, 0.060858056, 0.010537122, -0.0155713, 0.05379938, -0.036375877, -0.03184592, -0.012125754) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.0486592, 0.022117248, -0.05874868, -0.005936204, 0.050171755, -0.28107113, -0.0077959495, 0.027032051, -0.104360506, 0.04668788, 0.087733194, -0.0639317, -0.06912867, 0.07747981, -0.067822784, 0.028730944) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.07823856, 0.0013985023, 0.108623, 0.0021302488, 0.13876343, -0.10544516, 0.085131936, 0.017325265, 0.03752746, -0.054372102, -0.027844364, 0.04206507, 0.08210051, -0.001717249, -0.007464347, 0.08731228) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(0.048742786, 0.014443547, -0.04710202, 0.01071015, 0.04355869, -0.001159062, -0.0078969775, 0.035044957, -0.04782799, 0.114430696, 0.049874514, 0.052845404, 0.017371679, 0.079726264, -0.027398052, 0.043368444) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(0.030715011, 0.107153215, -0.012649968, -0.07014838, 0.087433375, -0.0805983, 0.013917231, 0.06447163, 0.14152324, -0.041162245, -0.051097997, -0.014839854, -0.014786458, -0.012846841, -0.18997125, 0.052193753) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(-0.043101534, 0.024263863, 0.069595486, -0.080130525, 0.10499162, -0.11555224, 0.097466506, 0.06178219, 0.083992146, 0.038534395, -0.06808349, 0.071081005, 0.090051174, 0.036718383, -0.03371315, 0.089062415) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(0.02752385, -0.043868963, -0.0075966883, 0.05074857, -0.010309309, 0.0029827978, 0.008614498, -0.050269563, 0.0073773093, 0.05339757, -0.038882896, 0.037564635, 0.040408596, 0.079476185, 0.049911276, -0.031025842) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.010402423, -0.021169057, -0.006185289, 0.03808448, 0.004703902, 0.04132122, 0.027664572, -0.083228655, -0.12492678, -0.017198684, -0.047410347, 0.03462901, -0.086314954, -0.1605177, 0.007901679, -0.008727798) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(-0.10260776, -0.0032098314, -0.026985312, 0.032166883, 0.06461039, -0.027318908, 0.049204275, -0.017971812, -0.11446602, 0.03409934, 0.0033458848, -0.024349788, 0.05180107, -0.055579998, 0.0026593648, -0.007589303) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.019445686, -0.020414535, 0.0006472283, 0.0156667, 0.0491174, -0.0066385847, 0.01661231, -0.021331865, -0.017333452, 0.07392369, 0.013600466, 0.025585927, -0.04805005, 0.0035442205, 0.049909502, 0.05410278) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.116750695, -0.026829056, 0.025816385, 0.18974182, 0.036839206, -0.058677956, -0.05649178, -0.03159795, -0.084431015, 0.21318555, 0.030447993, 0.14198494, 0.02155719, -0.06378866, 0.056859545, 0.039767765) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.043991324, 0.06969867, -0.09649554, 0.068113476, 0.07376832, 0.027794264, 0.06412948, -0.107598566, -0.06815859, -0.039101645, -0.036776356, 0.09060587, -0.059446387, -0.0061770855, 0.036457524, -0.08388637) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(0.012548781, -0.0053755897, 0.027420633, 0.058871847, 0.12011362, 0.036351822, 0.024999782, 0.06201431, -0.006500293, -0.06003566, -0.012171236, -0.0034447624, 0.005984315, 0.05129913, 0.033435665, 0.054115847) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.064937584, 0.0130189415, 0.014841783, 0.013236126, -0.011993064, -0.0010715196, 0.033699043, -0.064773686, -0.06944554, 0.06720751, 0.052476846, 0.050593235, -0.020699535, 0.13518973, 0.0017886882, 0.042394735) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.092944555, 0.018714722, -0.059384845, 0.05072983, 0.035747956, 0.061721165, 0.041678034, -0.082633905, -0.032900624, -0.051342104, -0.08912702, 0.008042744, 0.08002831, -0.043737162, 0.028259652, 0.023484616) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.013745657, -0.007633268, -0.048201825, 0.0053475653, -0.06224788, 0.081527114, -0.040953435, -0.023771685, 0.088649556, 0.09754979, -0.016013704, -0.11392925, 0.005409401, 0.022066267, 0.0230272, 0.071867086) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.029500319, 0.0369013, 0.014230375, -0.039850343, 0.03266401, -0.012809505, 0.02225152, 0.040311716, 0.016176805, 0.13866723, -0.05700596, 0.0092237545, -0.23510231, -0.000337322, 0.016938541, 0.09166502) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.06344694, 0.045878544, -0.017930366, -0.011110018, -0.007533558, -0.10000114, 0.028966762, -0.0113148, -0.10936397, -0.056249842, 0.054771904, 0.10257253, -0.017031658, 0.011547765, 0.018011222, -0.014017226) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.048865512, 0.025866576, -0.024717387, 0.029450499, 0.021262022, 0.10048638, -0.056855593, -0.07887682, -0.007713335, -0.1985286, 0.033151604, 0.060416847, 0.08108954, -0.03879282, 0.028452195, 0.03459194) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.025263092, -0.028710818, 0.053543083, 0.021539392, 0.05636524, -0.038863085, 0.035249256, 0.003139853, 0.002222635, 0.015200795, 0.056427654, -0.054206114, 0.044076152, 0.084221594, -0.02612379, -0.0029482276) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.026838617, 0.0904887, -0.008255456, 0.007646968, -0.028907517, 0.10389119, 0.077646695, -0.034427915, -0.12124107, 0.06974404, -0.054933053, -0.037042152, 0.059587143, -0.004180774, 0.042085014, -0.049726043) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.014240625, 0.049130592, 0.054632396, 0.05262821, 0.034751363, 0.04461164, -0.01893102, 0.06457297, -0.0030643991, 0.077637345, 0.07165792, -0.07350835, 0.10283324, -0.1352381, 0.0479085, -0.04838709) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(-0.018387407, -0.039498515, -0.03944234, -0.011729611, -0.026777115, -0.019394714, -0.0030624773, -0.058942895, 0.00010417057, 0.0046145073, -0.03480986, -0.000865622, 0.11664703, 0.030569486, -0.048659857, 0.0733454) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(-0.012518504, 0.04270005, -0.04549333, -0.013024053, -0.086333744, -0.029665101, -0.033968486, -0.00806569, -0.22396058, -0.043458533, 0.07180374, -0.0006986618, 0.1694426, -0.034902193, -0.027834652, 0.014592792) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(0.14171517, 0.00762185, 0.029552683, 0.059720222, -0.096513994, 0.14818208, -0.02875358, -0.015003521, -0.00791769, -0.03699371, 0.015498617, -0.00073933665, -0.112339795, -0.012962045, -0.034593403, 0.0075096604) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.039212655, -0.0618684, 0.05029151, 0.039569814, -0.07647384, 0.105941355, -0.02122875, 0.07988431, 0.13522357, 0.01837457, 0.07444361, -0.24716674, 0.06037326, -0.04073068, -0.0063440213, -0.0523196) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.04664386, 0.069369055, -0.032271415, 0.10329228, -0.1251751, 0.026377456, 0.05780323, 0.022418464, 0.07428419, 0.10319433, 0.026942212, -0.013725641, -0.11263362, 0.010131541, -0.027427072, 0.019740785) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.00065466994, -0.032091245, -0.018805465, 0.025538133, -0.042291056, 0.09112029, -0.001967435, 0.00907886, -0.028492209, 0.12510802, 0.035390504, 0.035649158, 0.079726964, -0.12697986, 0.048638616, -0.09750821) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.002654665, 0.039059293, -0.010432873, -0.08553095, 0.0068300953, 0.094018064, -0.11085811, -0.008229747, 0.039278056, 0.061763294, -0.026760988, 0.050798867, -0.010892567, -0.05135347, -0.04973469, -0.08129986) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(-0.04475997, 0.0016825717, 0.0367337, -0.018750174, -0.03916739, -0.048325635, -0.019920122, 0.063258015, -0.21115406, 0.13041137, 0.02212824, -0.05905629, -0.0020679291, -0.08770216, -0.057347674, -0.010861143) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.037821528, -0.046192843, 0.06482348, 0.079046875, -0.073419996, -0.005091488, 0.037938118, -0.018443927, 0.123021156, -0.055003177, -0.07070309, -0.08514817, -0.010225843, -0.058565214, 0.006292945, -0.117130995) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(0.03319668, 0.04250895, -0.04410246, 0.049072955, 0.05344825, 0.0024664747, -0.0565792, 0.05722042, 0.027147643, -0.18456233, -0.013522794, -0.17024432, -0.066083804, -0.042966776, 0.044605523, -0.08420987) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.030072097, 0.010024286, 0.03837929, -0.07633771, 0.02184606, 0.053947315, -0.052319027, -0.06662929, 0.07677724, 0.039782483, 0.030801704, 0.029726626, -0.08834049, -0.04875117, 0.064755246, -0.042219732) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.009212119, 0.003507561, 0.0017614447, -0.000891854); + result += mat4(0.005420479, -0.03765253, -0.2113703, -0.017019596, -0.00012232907, -0.0119664, 0.030475564, 0.055534728, 0.016226996, -0.0041894116, -0.028692553, -0.14969012, 0.009976876, -0.03127412, -0.025543587, 0.0060234335) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.06841778, 0.023803147, -0.0072954386, 0.019212373, 0.0064333337, 0.009574441, 0.015377656, 0.05924476, -0.042617206, 0.023110364, 0.023833469, -0.083872244, 0.05775824, -0.030449226, -0.02677098, -0.10038502) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.0638864, -0.011889598, -0.008499467, -0.063392386, 0.027327657, -0.0443597, -0.075027354, -0.03230062, -0.0009098622, -0.02644064, -0.029291596, -0.1973508, 0.027956672, -0.04969405, -0.0017926429, -0.34395823) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.090639815, -0.071703546, -0.031222042, -0.11186478, -0.092462555, 0.012811491, -0.08094574, 0.017513886, 0.05244458, 0.02451952, -0.089271806, -0.061425485, -0.03058655, -0.009828067, -0.03462443, -0.09433234) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.020117106, -0.024253564, -0.031959753, -0.02785439, 0.09027044, 0.024937445, 0.08147845, 0.08131762, -0.056052797, 0.05791107, 0.017341726, 0.044404604, 0.02774216, 0.04790289, 0.11865258, -0.0039098156) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.040809244, -0.008604578, -0.0153527865, 0.04332529, 0.018727358, 0.03269885, 0.004727862, 0.03407893, -0.015570462, 0.042268675, -0.038988966, -0.08019628, 0.025311142, -0.048892096, 0.090186566, -0.02802924) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.009189727, -0.045040485, 0.010411647, -0.01015024, -0.011376033, -0.041132443, 0.061139964, 0.03836695, 0.006959192, 0.047185596, 0.014345384, 0.015355248, -0.008752522, 0.041594893, 0.055910952, 0.019942183) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(0.036358375, 0.042022303, -0.035140347, -0.026121737, -0.004275827, 0.039477937, -0.018245168, -0.02093531, 0.03132263, 0.030153207, -0.016479421, 0.0717239, -0.095710844, 0.030274253, -0.022124823, -0.071871266) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.032366402, -0.007857223, -0.004956957, -0.028024815, -0.030021444, -0.026756978, 0.017738787, -0.030870682, 0.025447551, -0.046104956, -0.031820256, -0.065970615, 0.131537, -0.055886056, -0.02947717, -0.39466482) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(0.08857444, 0.06181201, 0.10892477, 0.1598865, -0.029200364, -0.06248032, -0.161934, -0.057283062, 0.0060867066, -0.01603005, -0.050214414, -0.034583017, -0.008151495, -0.029216588, 0.037830215, 0.051382557) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(0.008736238, 0.035757974, 0.09563558, 0.16731556, 0.05011469, -0.010148606, 0.0024213805, -0.030117258, -0.05672622, 0.0044039665, -0.05888496, 0.06614675, 0.03148651, -0.0059596444, 0.021443851, 0.033808507) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.04901095, 0.04794677, 0.0643962, 0.13461615, -0.050091352, 0.053921502, -0.033675965, -0.10954018, -0.009882757, 0.03844012, 0.06563831, -0.030110866, -0.0114040375, -0.050989687, -0.017535688, 0.022628047) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.1263618, 0.03231095, 0.062102746, 0.07534381, -0.04930551, -0.035797704, -0.07076261, -0.09166402, 0.024191594, 0.0050198454, -0.0826121, 0.06363455, 0.022899987, 0.0228045, 0.070139974, 0.03956099) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(0.0058244937, -0.005637994, 0.1246669, 0.06947529, -0.06064936, -0.032905243, -0.018688258, -0.02922478, -0.057199407, 0.10089234, -0.09028781, 0.07328673, 0.049419697, -0.0432712, -0.036055803, 0.008174136) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(0.048131414, 0.015285253, 0.014695274, 0.02809009, -0.0687197, -0.063207634, -0.050545406, -0.040920738, 0.027214851, -0.03648223, 0.026417531, -0.024559537, 0.054645345, 0.013809618, 0.03174937, 0.037179485) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.07546025, -0.0013769476, 0.04695833, 0.11174557, -0.058189187, -0.037412923, -0.1805649, -0.19137752, -0.0008346956, 0.038469624, 0.031923845, 0.008102112, -0.029564379, -0.015368986, 0.08247637, -0.07343577) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.010937313, -0.004594886, 0.021334773, 0.026873654, -0.021222077, -0.05205842, -0.11226086, -0.071445644, -0.036068343, -0.0620517, -0.04320595, 0.008665601, -0.00785826, 0.031145884, 0.0119496705, -0.013787682) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(0.05067506, 0.0053193653, 0.1120914, 0.03604513, -0.048197076, -0.023107274, -0.13865311, -0.18559352, -0.036083188, -0.07118795, 0.034903843, -0.052835755, 0.0023837686, 0.002603539, 0.01904784, -0.110311635) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(0.02851371, -0.0037221194, -0.24336554, 0.033621766, -0.065597855, -0.003746745, -0.060015995, -0.16574976, -0.008641539, -0.010923488, -0.07563573, -0.043142762, 0.13892038, -0.00751957, 0.018870976, -0.08124187) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.054872446, -0.030896993, -0.09895045, -0.030481728, 0.031462237, 0.08630375, -0.010975847, -0.13422976, -0.019862631, -0.04584088, 0.042665944, -0.0091746915, 0.10421198, -0.03711207, -0.03594472, 0.019919347) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.017245872, -0.029405488, -0.01558761, -0.11982464, -0.009225813, 0.110546574, 0.05875645, -0.3290906, 0.0025578954, -0.05087402, 0.061268315, -0.027504647, 0.009124695, -0.011226426, -0.034456946, 0.08192874) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.10110505, -0.0006719686, 0.019420506, 0.0016768094, -0.05121278, 0.070078194, 0.07162851, -0.32755074, 0.05429881, -0.060515676, -0.0042930716, -0.04429736, -0.060902376, 0.0042079967, -0.028214697, -0.040386092) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.027918313, -0.06751752, 0.012395925, 0.0077983495, 0.0702817, 0.01616738, 0.022086967, -0.22833492, -0.11892267, 0.054747373, -0.0059430473, 0.038749106, 0.07894161, 0.08004822, 0.06869113, 0.07990716) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.017407585, 0.00932523, -0.06423329, -0.016436294, -0.050855115, 0.051179826, 0.025090018, -0.20749547, -0.06830204, 0.028537685, -0.020847978, -0.030851929, 0.031569283, -0.011937661, 0.051993158, 0.13939153) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(0.02265431, 0.020365246, 0.08315113, -0.038282223, -0.007635813, -0.018300107, -0.024974423, -0.07329284, -0.009175386, -0.057932477, -0.007921735, -0.03841722, 0.010409289, 0.027423337, 0.013023029, 0.029375158) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.09788744, -0.019917792, -0.04689008, 0.007919722, -0.054792784, 0.06983508, -0.055376597, -0.36580855, -0.06952103, 0.047611367, 0.07804524, 0.10084286, -0.04242552, -0.11590829, -0.117419906, -0.16327634) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(-0.009322183, -0.020338742, -0.053499017, 0.03870518, 0.034012996, -0.009704714, -0.042649142, -0.3736386, 0.08686116, 0.036925863, -0.09613664, -0.035198007, 0.007542228, 0.024381611, -0.027772823, -0.055469017) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.12438315, 0.016053284, -0.023481993, -0.013729316, -0.036056396, -0.03041527, -0.053764075, -0.10810889, -0.06855047, 0.029137896, -0.0588834, -0.06328406, 0.061036192, -0.011093373, 0.024279324, 0.0039942316) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.0028309189, 0.0051225, -0.0059563676, 0.0008854113, 0.022889823, -0.012180989, 0.048347134, -0.14547911, 0.024895424, -0.0065479483, 0.060581416, -0.12862974, -0.06892344, -0.0153697375, -0.044898406, -0.024793794) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.108111, 0.052010685, -0.018785994, 0.029380225, 0.0012618627, -0.035650805, 0.03608617, -0.0028627913, 0.05361636, -0.02459279, -0.03273652, -0.25427926, -0.041043144, -0.023363115, -0.00742035, -0.004624003) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.1640952, -0.047170945, -0.04551896, 0.03965776, -0.047767162, -0.07997877, -0.069618315, -0.095630296, 0.011616412, 0.031869434, 0.019766618, -0.028307041, 0.0662131, 0.00036933148, 0.062150527, -0.039836116) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.0508459, -0.040735494, 0.014530418, -0.11175503, 0.05048648, -0.088057734, 0.029414315, -0.14583485, 0.07421976, -0.0035945121, -0.0507099, 0.13300386, -0.09657928, -0.016817443, 0.076937854, 0.019341528) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.112102926, 0.014283031, 0.04217049, 0.06394476, 0.0057991594, -0.009704378, -0.009131476, -0.0075958115, -0.013932986, -0.0009159908, 0.037982393, -0.0968711, 0.006820429, 0.03866606, 0.06786605, -0.099541634) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.052092947, 0.041884527, 0.05191982, 0.04347814, 0.10904768, -0.014295642, -0.04148065, -0.21627739, -0.13130075, 0.035921946, -0.045557268, -0.042424355, 0.09602343, 0.0035689296, -0.018205272, -0.052623875) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(0.025036452, -0.0076597426, -0.02203931, 0.019824011, 0.06812738, 0.010534089, 0.018215513, -0.05743859, -0.037721954, 0.0008116475, 0.03437198, -0.101671964, -0.117324814, -0.008874275, -0.026740242, 0.06072316) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.11793707, 0.08127973, 0.08387046, 0.06991066, -0.0060999948, 0.07509213, 0.0047291066, -0.01790309, 0.07883465, 0.010194506, -0.09597886, -0.12710233, -0.008561454, -0.017651455, 0.03258561, -0.04704412) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.079296835, -0.007176497, -0.071003966, -0.031774525, -0.015139711, 0.07969195, 0.022572745, 0.040847152, -0.042071294, -0.023583526, 0.019269235, -0.17594016, -0.0039828536, -0.034430988, 0.035904717, -0.042818602) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(-0.004719372, 0.034166947, -0.025561862, 0.0542308, -0.028828839, 0.066719316, -0.07790735, 0.009795526, 0.028332122, 0.055737182, 0.028444644, -0.024588242, -0.03623557, 0.032434884, 0.04088559, 0.006522376) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(-0.0040604705, 0.05340919, -0.08511965, -0.06321315, -0.008831744, 0.064645715, -0.03758154, 0.11131898, 0.021846121, -0.06376234, 0.0130395, -0.045623153, -0.047709044, 0.086039335, -0.025562337, -0.06477406) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.09928899, -0.05115178, -0.039197285, -0.1304032, -0.01651919, 0.05500903, -0.064241424, 0.047493014, 0.0070789205, 0.0042427517, 0.05329404, -0.18802434, -0.05672121, -0.053789075, 0.05852742, -0.036337513) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.118793085, -0.0035033973, 0.012065124, -0.104995035, 0.11729614, 0.028198905, -0.023159819, 0.002350429, 0.13809848, -0.082262814, 0.063063905, -0.087338775, -0.049746137, 0.07663729, 0.01871825, -0.022991672) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.08495069, 0.00314966, -0.028027764, 0.060831062, 0.08110046, 0.059274297, -0.045435946, 0.17525941, -0.02373271, 0.016823854, -0.03621947, -0.15517719, 0.009195386, 0.024517583, -0.034663264, -0.074018836) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.031922374, -0.09178929, -0.04470328, -0.0056425915, -0.087193444, -0.009263831, 0.03570166, 0.05786685, 0.05603946, -0.012095759, -0.038036183, -0.11744668, 0.01418083, -0.029454716, 0.058547355, -0.013933753) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(0.008746428, -0.00881258, -0.067780726, 0.036993146, -0.012930327, 0.01738473, 0.023857154, 0.07016731, 0.026034068, 0.049846373, 0.07283143, -0.15461919, 0.01664893, -0.03011495, -0.053724024, 0.007614907) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.0047720834, -0.025973728, 0.023875091, 0.019430986, -0.08790736, -0.026733058, -0.0649873, 0.15559092, 0.03333609, 0.080161825, -0.088263795, -0.11223622, -0.03777764, 0.033592675, 0.0553681, -0.092704765) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.13162029, 0.04512068, -0.19087441, -0.090574555, -0.04596346, -0.0112638315, -0.02115543, 0.028295139, 0.036870148, -0.054876927, 0.040446706, -0.0021400983, -0.062495697, 0.0061328243, 0.06592003, 0.008668666) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.008848764, 0.0011493338, -0.110375166, -0.18631724, 0.016458943, -0.023491599, -0.020219717, -0.024194023, 0.021168703, 0.0002756136, 0.004352087, 0.026927633, 0.0036976594, -0.03347136, 0.03199937, 0.04778199) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.044887014, -0.015682817, 0.015037376, -0.175748, 0.04638299, 0.0693437, 0.021798363, 0.00063979503, -0.0596638, -0.02457474, 0.059407007, -0.14366494, -0.01380239, -0.06749423, 0.02994469, -0.014496362) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.0017486031, 0.02841711, -0.06604549, -0.026702298, -0.008490819, 0.018497119, 0.023257617, 0.022516849, -0.037321553, 0.064146526, 0.07898731, -0.02519196, -0.012452306, -0.0840357, 0.0040852013, 0.012126074) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.010438524, -0.059748568, -0.06683171, 0.018264327, -0.028358066, -0.0077525545, 0.0019843841, 0.10297452, -0.013029149, -0.0780084, -0.07030604, -0.020326504, 0.033161737, -0.16851957, -0.00884115, -0.005680489) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.03172593, -0.076460324, -0.034672793, -0.09565322, 0.09411801, -0.033733364, 0.014327661, 0.034022108, -0.047447667, 0.03942549, 0.018579211, -0.03399011, -0.0167137, -0.10788374, -0.011078335, 0.08186553) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.06586778, -0.040866595, -0.07490561, -0.1436565, -0.0050556655, -0.06338725, -0.0017707113, 0.001981463, -0.0054731644, 0.082569465, -0.02897088, -0.10292658, -0.06616384, -0.018430147, -0.012137832, -0.062166538) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.03181218, -0.05381025, 0.059821106, -0.11877228, 0.009863026, 0.05000853, -0.06959257, 0.06890695, 0.039417874, -0.022792812, -0.0029466874, -0.0687668, -0.006412169, -0.08145962, 0.08518502, 0.04658461) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(-0.03083078, -0.0310465, 0.0078087426, -0.18088213, -0.010876949, -0.0359779, 0.022039082, -0.016628625, -0.007735943, 0.035845563, 0.048187084, -0.06311247, 0.043105073, -0.0349099, -0.05868301, -0.06875034) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.07597523, -0.000118873795, -0.0996825, -0.20153405, 0.0039742854, -0.044571046, -0.10699664, -0.024057847, -0.047947194, 0.007382565, 0.099283315, 0.055183735, 0.004617195, -0.010980081, 0.05941656, -0.007280792) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.097414196, 0.013401685, 0.025069386, -0.16215841, 0.086117856, 0.01131146, -0.026106486, -0.07709636, -0.09018702, 0.04200694, -0.019005083, 0.011442096, -0.058725484, 0.0143419495, 0.041763484, 0.048719704) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(-0.020885194, -0.04005326, -0.050581712, -0.2618801, 0.0009486669, 0.04054283, 0.014780989, -0.015885768, 0.07160794, 0.005877842, 0.015010413, -0.102895364, -0.0098498985, -0.015015686, 0.035676993, -0.043735452) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(-0.061503306, -0.0328786, -0.16844888, -0.15721038, -0.018058324, -0.017600132, -0.01782079, -0.020330062, 0.054945245, 0.06528852, 0.016597655, 0.15817197, 0.115286455, 0.08032661, 0.12972084, 0.09322981) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.056910582, -0.0557694, -0.013893304, -0.03856103, 0.048139565, -0.046840668, -0.0886231, -0.040739585, 0.058171514, 0.031745203, -0.016775448, 0.11105396, -0.07627872, 0.038695868, 0.051778734, 0.014261746) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.031500544, -0.012877934, -0.021475017, -0.18154864, -0.09454298, 0.007249689, 0.030825041, -0.05184904, -0.07232011, 0.029033003, 0.079822086, 0.077453986, -0.03341855, 0.048954055, 0.071169496, 0.059435852) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.03906401, -0.058501486, -0.14872393, -0.2742766, 0.025929766, -0.059418917, -0.06694148, -0.06988536, 0.06319708, 0.05856558, 0.11449252, 0.07617328, 0.01054938, 0.030854799, 0.10453961, 0.14716713) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.05172054, -0.02230426, -0.039621804, -0.16871932, -0.036133233, 0.002362637, -0.056437444, 0.06979001, -0.08853697, -0.050805826, -0.004369545, -0.051083148, 0.026776522, 0.00321468, 0.06917667, 0.058441408) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.0453228, -0.094410285, -0.07183124, -0.25580448, -0.017125934, -0.034065496, 0.08573492, 0.011414003, 0.019990936, -0.0243371, 0.12472054, -0.20313217, 0.029985143, 0.02701724, 0.09371544, 0.08373268) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.11070917, 0.0439401, 0.057106707, 0.017534625, 0.067257494, 0.039300725, 0.028364751, -0.07374785, 0.004958037, 0.011277688, -0.029628806, -0.038294997, 0.05835732, -0.037194714, -0.030700421, -6.9137727e-06) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.11989683, 0.0040158937, 0.14065981, 0.007349627, 0.20193796, 0.030507924, -0.0023648832, 0.06658213, 0.025256509, 9.29601e-05, 0.025075002, 0.16907753, -0.008863759, 0.0076728025, 0.014367052, -0.00060556596) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.047034778, -0.015400275, 0.004685636, 0.073158406, -0.044403385, 0.07081168, -0.067296274, 0.029516382, -0.015040729, -0.0566585, 0.18062492, -0.5907118, 0.10280664, 0.03330281, 0.042279024, 0.12872829) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.04784915, -0.011008344, 0.10566314, 0.06728622, 0.09206833, -0.009041669, 0.008447539, 0.031529874, 0.058620296, 0.025984839, -0.12565587, -0.023129258, 0.026509024, -0.015427807, -0.050995562, -0.02812431) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.022808002, 0.04667675, 0.07053496, -0.054106794, 0.028469762, -0.056300867, -0.0331732, -0.016392956, -0.02228722, -0.12965798, 0.017047266, 0.02932775, 0.033993304, 0.00042188136, -0.009978589, -0.08932756) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(-0.0060096155, 0.050465334, -0.0038856936, 0.03307228, -0.012065276, 0.037406396, 0.010433575, 0.07261764, 0.054356474, -0.1076354, -0.079320826, -0.17579685, 0.034004785, -0.008865941, -0.036165453, 0.11775663) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.08025587, 0.10296218, -0.012258889, 0.062083304, 0.03845399, 0.05631123, 0.031561494, 0.063703045, 0.02222153, 0.05718004, -0.031593386, -0.11101201, 0.039877437, 0.026264228, -0.032481875, -0.2196715) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.0489668, 0.0010311719, -0.06638701, 0.018845031, 0.01477753, -0.01137375, 0.038283516, 0.064369716, 0.007782226, -0.054979388, 0.09096508, -0.61624783, -0.14061299, -0.11406425, -0.090516776, -0.2311314) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.04823342, -0.010690917, -0.12086475, 0.023696559, -0.061699413, 0.061169304, -0.00816611, -0.00984813, 0.048814062, 0.07085177, -0.059462026, -0.45679572, -0.10226936, -0.037628002, -0.09047446, 0.08713969) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.002669215, -0.01324276, -0.00011292872, -0.010680473); + result += mat4(0.09509804, -0.0260975, -0.04915667, 0.016497044, 0.017099814, -0.06685925, -0.042665336, 0.010021266, 0.06278705, -0.030936882, -0.03838248, 0.042923566, 0.056590818, 0.07017174, -0.022362825, 0.015948705) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(-0.07436793, 0.026458325, 0.0200128, 0.07077347, 0.05570568, -0.1382031, 0.0662111, 0.0043516043, -0.004679328, -0.010046683, 0.07372989, -0.0027802878, 0.10218949, 0.016884988, -0.0919625, 0.09714363) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.05144776, 0.053020295, -0.012051706, 0.03972529, -0.017922463, -0.014130645, -0.014651319, 0.043121416, 0.025595991, -0.006558703, 0.013938911, 0.015596526, -0.15599446, -0.025858803, 0.103406094, -0.0023589653) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.006291228, -0.12488046, 0.018219192, 0.04924067, 0.051676158, -0.065034166, 0.03867943, -0.049148593, 0.010582938, 0.007864326, -0.038151097, 0.07490664, 0.06237196, -0.026859505, -0.0026723386, 0.024659969) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.015726265, 0.08470628, 0.03120822, -0.043831702, 0.039787345, -0.066167094, 0.00479981, 0.05600491, -0.05444266, -0.07832684, -0.07056958, 0.013445683, 0.007042126, 0.039213315, 0.049364813, 0.17377923) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.031456947, 0.011824878, 0.016384814, 0.03361905, -0.02912313, -0.016298495, -0.051798835, 0.010770181, 0.0021463153, -0.042709116, -0.024340803, -0.05669632, -0.0913355, -0.037386224, -0.0046709366, 0.009339287) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.04738725, -0.14186674, -0.007238591, -0.03597469, 0.027712168, 0.09254865, -0.058941033, -0.06771746, 0.026533367, 0.038218558, -0.040922947, 0.031181447, 0.057635423, -0.012833247, 0.015726363, -0.0438761) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(0.049790014, -0.04677081, 0.013393136, 0.008539996, -0.04643382, -0.022885246, 0.068089664, -0.05737753, 0.034184087, 0.04578702, -0.050449654, 0.08079892, -0.044178877, 0.023390407, -0.0359162, 0.06218773) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.021407863, 0.029952666, -0.018748153, 0.04656004, -0.05470231, -0.07156915, -0.020291472, 0.01755869, -0.001197893, 0.07060626, -0.007236357, 0.06187316, -0.09151224, 0.0686004, 0.02631925, 0.043438625) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(0.12128607, -0.08298752, -0.09287402, -0.081176125, -0.057412963, -0.02963621, 0.001109597, 0.0105837155, 0.0035328413, 0.020991234, -0.002571738, -0.018114911, 0.05772237, -0.014524359, 0.040176537, -0.08970681) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.012077851, 0.071453385, -0.07762376, -0.035041753, -0.026071304, -0.07242228, 0.047321763, 0.02397318, -0.045705512, -0.031085413, -0.006398165, 0.055739872, 0.021336447, 0.06825994, 0.052387826, 0.07218286) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(0.0124902865, 0.07148235, -0.115365684, -0.036425367, -0.07714737, -0.015790502, 0.03319466, 0.0044984547, 0.003071388, -0.050188646, 0.088411294, 0.025640257, -0.055337977, 0.04781487, 0.04547203, 0.0056131333) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(0.027007531, 0.032714378, -0.015579366, -0.07864369, 0.0522998, 0.007413699, 0.08407096, -0.08403881, -0.058065392, 0.034297656, -0.032638043, -0.03187721, 0.079803765, -0.03559729, -0.0044487254, -0.16528374) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.03391244, 0.03523056, -0.041395508, -0.14089763, -0.055353433, -0.074297816, 0.043281782, -0.017818613, -0.04470178, 0.03634068, 0.03644494, 0.03904382, -0.011963993, 0.08741201, 0.022734731, 0.04290619) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(0.09279002, 0.0023653207, -0.06693567, -0.031766724, -0.08119414, -0.05669062, -0.024397975, 0.025247734, 0.02511989, 0.00010488518, -0.0006829904, 0.054307804, 0.08190456, -0.021121474, 0.06603495, 0.0912821) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(0.05688605, 0.03485642, -0.060110312, -0.12886216, -0.06642308, -0.047794655, 0.006394271, -0.03129535, -0.031120932, -0.01556449, 0.02749528, -0.12944934, -0.024795914, 0.076477766, 0.04151031, -0.013854377) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.005372746, 0.02227092, -0.012311792, -0.029566428, 0.009638148, -0.05496294, 0.012767408, 0.026995905, -0.053568322, 0.034392733, 0.025113888, 0.09247798, -0.009904636, -0.040398356, -0.057545085, -0.054718237) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(0.061927915, -0.039082225, -0.034470774, -0.04508834, -0.055818815, -0.12833901, 0.03157569, -0.016068023, 0.09010257, -0.021653172, 0.044654243, 0.07218676, 0.029622123, 0.024301842, -0.03772821, -0.028449561) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.02004556, -0.09047149, -0.026406033, -0.00994943, -0.032936525, 0.03947561, -0.010666474, -0.044158522, -0.008806814, -0.08586626, -0.0030346254, 0.07160956, 0.0410856, 0.02548059, 0.019954449, 0.089883305) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.12652948, -0.12123646, 0.019508008, 0.022783305, 0.11040808, -0.013581427, -0.011050622, -0.039466817, -0.022169286, 0.07527904, 0.08945607, 0.1263246, 0.08846808, -0.031082122, 0.0060985927, 0.015899055) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.006706781, -0.04333852, -0.013737424, 0.010110162, -0.048778392, 0.034943502, 0.03420467, -0.08015552, -0.14442076, 0.062231183, -0.045481026, 0.10642295, -0.02801775, -0.015347174, 0.03523468, -0.03394926) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.023066955, 0.043604083, 0.04573602, 0.11164243, -0.08230664, -0.05673921, -0.0022918598, -0.07203416, -0.055865332, -0.012818857, -0.07651473, -0.019999826, 0.10063792, 0.0024091674, -0.08182426, 0.036311213) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.053220477, 0.03775347, 0.049762536, -0.03842798, 0.0004457111, 0.011410378, -0.005100675, 0.024385862, 0.018930119, -0.025555504, -0.04525638, 0.04334644, -0.07874264, -0.016730947, -0.040882148, 0.1390542) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.03879289, -0.015441588, -0.05013747, 0.04522259, 0.08421049, 0.024017235, 0.022606017, 0.00016016592, -0.06267971, 0.030979354, -0.014125186, 0.004161714, -0.22693007, 0.12533462, 0.0035303168, 0.055525247) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.0014371908, -0.060832873, -0.08731013, -0.07445389, 0.026473226, 0.026154594, -0.1443135, -0.052997977, 0.048006848, -0.040430356, 0.0023278925, -0.047512397, 0.041652016, 0.053920623, -0.0987663, -0.12696236) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(0.04481602, -0.040568326, 0.0986609, -0.025350425, -0.07412867, 0.06510033, -0.057510708, -0.045928396, 0.06634276, 0.027734322, -0.03882129, -0.05568433, -0.039500292, -0.06437144, 0.031155296, -0.040128503) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(-0.010008355, -0.037154652, -0.0843367, 0.029351631, 0.045252334, -0.012072569, -0.055026136, -0.046886157, 0.04205571, -0.007055199, 0.0443245, 0.024062412, 0.014314027, -0.1151556, 0.077045746, -0.0151990745) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(0.041156907, 0.0759031, 0.07889275, 0.03450963, -0.047606524, -0.053074215, 0.08139143, -0.06512613, -0.013471494, 0.067886785, -0.071686864, -0.06430266, 0.008278623, 0.080193065, 0.053022504, -0.05722909) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.059739076, -0.075947866, 0.016943183, 0.03287425, -0.12669267, -0.042374253, 0.043299817, 0.054841943, -0.035564736, 0.018597333, -0.023147237, 0.016642064, 0.03765681, -0.006828834, 0.048907254, -0.10100023) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(0.026871841, 0.01727965, -0.055016097, -0.08307849, 0.040982537, -0.0147850895, 0.02251871, -0.007191776, -0.025359767, -0.009297464, -0.024676088, -0.13542332, 0.008260476, -0.042935476, -0.06755175, 0.040604923) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.016880255, -0.0061376863, 0.030183338, 0.06488325, 0.027814884, 0.0044546537, 0.14329411, 0.09076932, 0.031734847, 0.035296265, -0.041926727, -0.12735826, -0.051497795, 0.09235399, -0.050016914, -0.039839752) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(0.031869687, 0.028461978, 0.027155982, 0.024960002, -0.009874414, -0.040482182, 0.08853894, -0.03176642, -0.022223396, 0.0014655255, -0.018106105, 0.061106738, 0.067844875, -0.030435463, -0.0449119, -0.060034048) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(0.056076, 0.0058780797, -0.07770399, -0.11300008, -0.06736307, -0.06335636, 0.006418225, 0.085116014, -0.016888771, 0.01782533, -0.056947894, -0.03205195, -0.0029272966, 0.08218483, -0.06341684, -0.025212483) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.008625681, -0.11677099, 0.012889204, -0.0035079918, -0.055476192, -0.07927437, -0.10359611, -0.048676815, 0.067709185, -0.05969599, -0.011423708, -0.07823349, -0.054979015, 0.01564609, 0.04421371, 0.030285614) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(0.006704696, 0.008483292, 0.054944567, 0.012473574, 0.03913801, -0.0071071577, 0.05202915, -0.095991656, -0.0403669, 0.012823341, -0.03536943, -0.06715997, -0.009818641, -0.06954237, -0.0032420766, -0.08118319) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.016862502, -0.057848375, -0.04452297, 0.021293469, -0.042067237, -0.0641008, 0.007854995, -0.035990454, -0.019306142, -0.0017404554, -0.03468228, 0.013948062, -0.009189609, -0.0037677404, 0.034298647, 0.001987933) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.101791024, -0.03861022, -0.00055902754, 0.054606427, 0.013181496, -0.00921744, -0.006068905, -0.016632628, 0.05942865, -0.054612618, 0.033215173, 0.006581911, -0.061002515, 0.05550885, -0.08357114, 0.056484513) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(-0.03933551, 0.058385927, -0.006847211, 0.07337353, 0.064247295, 0.0064406446, -0.05309993, -0.07592477, -0.050610594, -0.04741981, -0.023028115, 0.04534434, -0.10203023, -0.036492642, -0.05051568, -0.034937836) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.044662397, 0.038621247, -0.027416794, 0.0050779097, 0.075576745, -0.017770225, -0.020353736, -0.018932603, -0.033239286, -0.0011513147, 0.039544553, -0.01795809, -0.029329024, -0.013690351, -0.124186024, -0.03462597) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(0.04257701, -0.055099998, 0.029040772, 0.024093058, -0.0072335163, -0.03880002, 0.029391952, -0.027656557, -0.075896256, -0.038653567, -0.04855804, -0.091142684, -0.065500304, 0.07000933, 0.008497522, -0.06613133) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.017295115, -0.063026056, -0.0775108, 0.03592581, 0.07171102, -0.08580637, -0.027222326, -0.119518004, -0.020559743, 0.061371714, -0.018620329, -0.02351467, -0.062159043, 0.008414931, -0.046171933, -0.033601493) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.0402189, 0.04804308, -0.02661349, 0.038610358, 0.012372356, -0.07724353, -0.053512838, -0.058358975, -0.07996342, 0.051568836, 0.019783366, 0.004512676, -0.07175622, -0.06501454, -0.022997018, -0.10550358) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.12457887, -0.09028941, 0.021895235, 0.088990726, 0.031678468, -0.090191804, -0.032909095, -0.05220465, 0.057994638, -0.038745638, -0.0771157, 0.011022023, -0.095246434, 0.12716107, -0.063549794, 0.026095755) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.12146466, -0.14451772, 0.035056893, -0.05552198, -0.03522892, -0.07084095, -0.036000237, -0.070253566, -0.058430128, -0.0053771413, 0.00025112127, -0.0007152414, 0.0005477744, 0.025603887, 0.02067066, 0.11874664) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.062123913, -0.0037746248, 0.014142515, 0.018475432, 0.06324443, -0.05265742, -0.047498655, -0.053059302, -0.05245082, -0.005317661, -0.007846951, -0.0047517647, 0.02253976, 0.0052878475, -0.06380437, -0.0014238544) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(0.02901082, -0.11822816, 0.012937342, -0.059892487, -0.017966911, -0.06725412, -0.053426743, -0.022288222, -0.0055785207, 0.043725405, -0.02777566, 0.06574336, 0.019009206, 0.015071577, -0.04875629, -0.011450167) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.015934044, -0.003465889, -0.004857339, -0.05021806, 0.0028385995, 0.014339931, 0.06747123, -0.0150474515, 0.062462654, -0.0060908543, 0.12565206, -0.0059300438, 0.03547323, 0.029714992, 0.019324282, -0.00092958665) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(-0.030749189, -0.070211425, 0.0030671426, 0.021623831, 0.02892006, -0.025829345, -0.008585222, -0.062982075, -0.16712432, 0.006541407, -0.010514737, 0.0074770134, -0.022373661, 0.05293827, -0.031403255, 0.080122955) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.06483354, -0.009424864, -0.05671813, 0.0068170163, -0.044914413, 0.025288442, 0.022790276, 0.09607194, 0.098205864, -0.042495534, 0.023368465, -0.03068283, -0.05852073, 0.05913732, -0.04694231, 0.010509533) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(0.06695363, 0.067560226, -0.009472871, -0.040383626, -0.0019225284, 0.021008579, -0.012908505, 0.07644995, 0.02914573, -0.015160601, -0.06710593, 0.03164365, 0.03378987, 0.070231386, 0.04496538, 0.06497074) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.013337089, -0.03638825, -0.009092986, -0.017553313, 0.0062655555, -0.04809327, 0.012429867, -0.014433407, -0.03587891, 0.033246454, 0.04355818, -0.021928959, -0.06462385, 0.042450693, 0.04885023, 0.05720988) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(0.0090780845, 0.0017111562, -0.048914663, -0.029223057, 0.029741988, 0.04572118, 0.00041218664, 0.050662566, 0.0017866865, 0.038365632, 0.032629818, 0.038047455, 0.03068323, 0.05707852, -0.03720082, 0.073062256) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.01865047, 0.03496709, -0.0707095, -0.068461925, 0.011485108, 0.06521586, -0.038450662, 0.077262394, -0.034063864, 0.03508158, 0.036535047, 0.011477121, 0.016148485, 0.020015987, -0.025662951, -0.039498117) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(-0.04342492, 0.03251712, -0.028593414, 0.0077342754, -0.018718015, 0.086338185, 0.021287886, -0.030504065, 0.013068395, 0.00751849, 0.01530749, -0.008229388, 0.021120407, 0.051665984, 0.0043084254, -0.009477098) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.11681988, -0.17888458, 0.03986504, 0.0062214206, -0.17436394, -0.07415465, 0.04296939, -0.00049912673, -0.006160157, 0.052334778, -0.04524973, -0.031948116, 0.034608554, -0.017941708, 0.0046420735, -0.036495868) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.058362234, -0.0386352, 0.03755047, -0.022654448, -0.019443568, -0.012874132, -0.05141756, -0.002153988, 0.0008672001, -0.024206692, 0.047777113, -0.024106503, -0.043243654, -0.047617134, 0.024152702, 0.028907483) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(-0.072701804, -0.069696374, 0.0012447522, -0.0005214491, -0.034087032, 0.0049765343, 0.009306674, 0.0457045, 0.013447202, -0.05044551, 0.024288882, -0.0041236524, 0.040500633, -0.071209684, 0.09067322, -0.06353502) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(-0.026120787, -0.07040742, -0.055892967, 0.023343803, -0.06314777, -0.1045657, -0.06618276, 0.09465675, 0.07857794, -0.07540966, 0.011724252, 0.07247998, 0.08130454, -0.006069152, -0.008529759, -0.045678217) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.017086586, -0.007441391, 0.019746523, -0.045817968, -0.04000846, -0.017257737, 0.030551001, -0.003998885, -0.0042725317, -0.0047326717, 0.05458719, 0.0670194, -0.0340359, -0.031566065, -0.009848324, 0.048013736) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.09684701, -0.08975948, -0.060738437, -0.07819736, -0.023142591, 0.020365944, -0.016487742, -0.013513302, 0.03802714, 0.07824638, -0.03189063, 0.017144576, 0.119101346, -0.032370247, -0.07151109, -0.015868612) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.049905755, -0.016904004, 0.0032629096, 0.04295023, -0.1512551, -0.0024030714, 0.026571915, -0.023693439, -0.025238788, 0.06604382, 0.061357375, 0.030439692, 0.07920508, 0.03240022, -0.07071788, -0.08677256) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(-0.015684713, 0.063254915, 0.03419383, 0.024222797, -0.03886868, 0.02741185, 0.04031258, -0.0029075549, -0.00066070457, 0.054333232, 0.032301355, -0.007899738, -0.0031201108, 0.060267292, 0.06664487, -0.0064742924) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(-0.0068804906, -0.039088655, 0.010331489, 0.035411503, -0.04795893, 0.08107223, 0.061894022, -0.023996828, 0.12787633, 0.019412963, 0.041040666, 0.054615717, 0.100460015, -0.03213995, 0.035799053, -0.0506849) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(0.014042483, 0.013561113, 0.008976486, -0.046831608, -0.09024934, -0.031452715, -0.0545026, -0.010326421, 0.019532273, -0.01181134, -0.033197537, 0.0058796406, 0.030525487, 0.0609161, -0.050598133, -0.115434855) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.013493188, 0.036604386, 0.03579836, 0.02621461, -0.053410787, -0.015596275, 0.023898745, -0.021575874, 0.10780518, 0.0123118395, -0.079472564, 0.18007936, 0.014054813, 0.050300777, -0.027088825, -0.022653515) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.012980403, 0.0048834863, -0.016428892, 0.08001939, 0.046836745, -0.036484778, 0.018573424, -0.06071984, 0.16723911, 0.038757995, -0.16987182, -0.081255734, 0.061021082, 0.06294271, -0.037060946, -0.006347099) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(0.01969713, -0.08471508, -0.042094108, 0.05736652, 0.027807426, 0.010467993, -0.050640453, 0.05045342, -0.088654734, 0.024482977, 0.07408075, -0.029481517, 0.024638372, -0.014811872, 0.036414463, -0.09100655) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.03616731, -0.014081638, -0.08935992, 0.05106118, -0.059748195, 0.10641145, -0.0282045, -0.012878687, -0.086143576, 0.03210539, 0.023254707, 0.100775614, -0.036376514, 0.011308184, -0.10283376, -0.08474658) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.020653952, 0.011459207, -0.039391894, 0.061850026, 0.059688672, -0.0007847552, 0.03019697, -0.094665416, -0.14404018, 0.01646196, 0.05408525, -0.09661564, -0.020629883, -0.058299806, 0.0168118, -0.03136271) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(0.06300099, -0.006232448, 0.016105438, 0.06363686, -0.006106016, -0.0146937, -0.052622575, 0.05384721, -0.04753053, 0.04115358, 0.026560405, 0.077490255, 0.015414976, 0.11225076, 0.030034073, 0.049236774) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.049686655, 0.045816965, 0.07222748, 0.0076779583, 0.048509855, 0.03846479, -0.085029185, 0.029201042, 0.0003082585, -0.11095101, 0.024311798, 0.122215666, -0.032491505, -0.10175521, -0.008021124, -0.1647659) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.029622095, 0.025378825, 0.032697216, 0.000531506, 0.1085082, -0.009581016, -0.055770263, -0.06708585, -0.1516061, 0.0456562, -0.123505756, -0.24343124, -0.03551562, -0.01771766, -0.07190658, -0.14269395) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0068704183, -0.0008184981, 0.00053801516, -0.005115695); + result += mat4(0.0089351125, -0.019687459, 0.054840878, 0.009351024, 0.08534759, -0.04835056, -0.052888565, 0.008330854, -0.05467928, 0.034834784, 0.038784675, -0.012550752, -0.07649542, -0.020199435, -0.0032961955, 0.0009197935) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(0.06676828, -0.030532401, -0.037169307, -0.05816945, -0.06548589, -0.020025376, 0.00270329, -0.057867993, -0.04088602, 0.11030627, -0.07400867, 0.01829282, 0.06218162, -0.053826552, 0.10934433, -0.0481235) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.020571023, 0.044922236, 0.0059106774, 0.039149262, -0.036205333, -0.11093879, 0.06541725, -0.0040161917, 0.05917866, -0.09575146, -0.02257544, -0.10410523, 0.055060677, 0.012375275, 0.044975612, 0.027491242) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(-0.0065554976, 0.05214835, -0.029794812, -0.15519784, -0.07973468, -0.0140592335, 0.066557854, 0.02680273, 0.06305301, -0.03301485, 0.018456623, 0.0120937945, -0.09284865, -0.10175812, 0.004180556, 0.0014735757) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(0.052897513, -0.009855387, -0.019383708, 0.00993521, -0.024182077, 0.08052406, -0.015987117, 0.030285008, -0.00023620695, 0.041093733, 0.006613131, 0.0006258458, 0.11445524, -0.04391206, -0.005291369, -0.005982243) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.045632273, -0.018485991, -0.025746426, -0.02944296, -0.020213528, -0.031033207, -0.0224663, -0.056182846, -0.058863647, 0.014806016, 0.02293651, -0.056654636, 0.024753278, -0.054148782, 0.11917229, 0.05950619) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.007410156, -0.03606558, -0.03276517, -0.075943455, 0.049042206, -0.07806796, -0.048030224, -0.07814778, -0.04395941, 0.02320815, -0.021930315, -0.005802255, 0.035624705, -0.060866553, -0.0093995705, 0.04289787) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(-0.10196139, 0.020469155, -0.091443434, 0.17017338, 0.09639528, 0.070416674, -0.020954153, 0.11631091, 0.06627893, 0.0573025, 0.020358056, 0.13702211, 0.025661247, 0.023575488, 0.05250186, 0.053566154) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.04667588, 0.057758223, -0.031660426, -0.0039975024, -0.0072907237, -0.046296757, 0.050210804, -0.110641286, -0.021179821, -0.01059394, -0.08238844, -0.13151468, -0.12079436, 0.07433892, -0.02018423, -0.022243107) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.04097359, -0.050566886, 0.058780856, -0.014695101, -0.015679462, -0.0056096246, -0.020310588, 0.03330928, 0.068189204, 0.07007472, 0.04971392, 0.059427973, 0.07087474, -0.078294635, -0.0718768, -0.041057188) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.016781244, -0.04307323, -0.041099936, -0.068613425, 0.023208749, -0.007685192, 0.048007734, -0.025787488, -0.04747545, 0.0217557, -0.031796135, 0.011882955, -0.03955309, -0.08831483, 0.092366345, 0.013381528) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.092084326, -0.059478678, -0.021572351, -0.05036196, 0.03479135, -0.045992862, -0.04472314, -0.052220702, -0.0061075324, 0.057901584, -0.019370064, 0.06646441, -0.0777675, 0.0032759907, -0.0843648, 0.021105401) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(0.00712375, 0.008776349, 0.013228423, -0.012393718, 0.06496742, 0.014041018, -0.02342003, 0.055350363, -0.020387283, -0.027041228, -0.017270744, -0.07481111, -0.07617071, 0.029560957, 0.087847814, 0.027215503) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.07844044, -0.0023298054, -0.051966507, -0.040740427, 0.07409788, 0.06873694, -0.040477253, 0.09047394, -0.035850637, 0.12630759, 0.0051445267, -0.0060956567, 0.0009971937, 0.0566572, 0.11248435, -0.019803064) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.009044111, -0.08652214, -0.02902502, -0.0354138, -0.040091798, 0.003363379, 0.023736741, -0.0028941596, -0.054070286, 0.1133587, 0.030692033, 0.08634379, 0.00035920792, -0.042302012, 0.02592741, -0.018384874) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(-1.6610058e-05, -0.03502827, 0.014638192, -0.0045856005, 0.040637407, 0.13155533, -0.07406502, 0.068894155, 0.07172665, 0.052388195, 0.07886127, -0.034498677, 0.08752839, 0.029821513, -0.15863347, -0.030406656) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.03487942, 0.05270258, -0.045558043, -0.04914183, -0.024679033, 0.1112565, -0.092041865, 0.08830799, 0.066718005, -0.0076533393, 0.030110978, 0.04502398, 0.10508301, -0.09417337, -0.081794776, -0.067307256) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(-0.07740916, 0.050989617, 0.01388403, 0.048259508, -0.026935983, 0.09748706, 0.036555976, 0.070591696, 0.00074794283, 0.06962248, -0.034823373, 0.019950641, 0.044402413, -0.20283484, -0.05767889, -0.03574074) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.010744293, -0.06728255, 0.10054906, 0.012061002, -0.021742804, -0.044596903, -0.00537681, 0.048915364, -0.07123228, 0.02028668, -0.030166736, 0.051342208, -0.017006991, 0.020432925, -0.04466543, 0.056619585) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.06581936, -0.07009559, -0.0404749, -0.038958874, -0.10495195, 0.018469138, -0.07757508, -0.015290872, 0.017126402, -0.009791648, 0.061622053, 0.02986847, -0.064061314, -0.020631146, -0.08569015, -0.08780043) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(0.008365497, -0.09181523, 0.043089047, 0.017411238, -0.0025529522, 0.048732884, -0.1253064, -0.24449241, -0.03910505, -0.034871705, -0.023143923, 0.045387495, -0.061580252, 0.05597479, 0.015378702, -0.017066328) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.019621788, -0.03777035, -0.06531434, 0.032430023, 0.017833855, -0.0837012, -0.124649234, 0.021386368, 0.028865682, 0.054702807, -0.041599866, 0.00631652, 0.033340547, -0.07380548, -0.11871497, -0.027629916) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.09434077, -0.05583008, 0.0078678625, 0.07785567, 0.07342301, -0.124759056, 0.014771239, 0.10701013, 0.027940637, 0.041051913, -0.033646654, 0.007457554, -0.1186463, -0.056115888, -0.06527836, 0.028768746) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.025043003, -0.13706717, 0.02677588, -0.14226046, 0.010775881, 0.03886688, -0.033089213, 0.06537857, 0.11287046, 0.040141296, 0.104452245, -0.09283976, 0.0031570485, -0.052650604, -0.024417417, 0.05069391) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.00080351776, 0.09262792, 0.029130291, 0.013593789, 0.12142124, 0.01921025, 0.076910265, -0.062469643, 0.019706385, -0.0329548, 0.03978674, -0.075878136, 0.092708126, 0.053067032, 0.035874378, -0.024362003) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.04607368, -0.069676675, 0.16629584, -0.014799067, 0.001192381, 0.030945253, 0.098331526, -0.112655826, -0.01297005, 0.062255614, 0.013084549, -0.14358762, -0.008702177, -0.05557274, -0.0352792, -0.002119195) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.099473566, -0.059056528, 0.04824916, -0.06765971, -0.025778992, 0.10788699, 0.030197093, -0.026403345, -0.021976102, 0.108318955, -0.07603046, -0.03777231, 0.057422575, -0.011758423, 0.05207603, 0.0036845135) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.106617175, -0.07775219, -0.036307454, 0.009349106, -0.014447801, 0.08013579, -0.042478144, -0.032543395, 0.084187046, -0.007917806, -0.05239436, -0.01666382, 0.02734952, -0.05179811, 0.048967596, -0.0012302594) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(0.043995947, 0.063486315, -0.011721959, 0.023200488, -0.034749947, -0.037074395, 0.0673143, 0.026951546, 0.004468138, 0.03692955, -0.02301609, -0.074053705, 0.06409873, 0.008644459, 0.06181591, 0.068040505) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(0.06370921, -0.0061958996, -0.03382395, -0.054233488, -0.06767282, 0.033263218, 0.00065832835, 0.10065657, 0.013205156, 0.0027371957, 0.03726718, 0.11178582, -0.039922167, -0.07177928, -0.06932602, -0.057622507) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.002590236, 0.09007268, -0.04408003, 0.111161776, -0.047942545, 0.0023000408, -0.028234757, -0.061778113, 0.1233457, -0.11088695, -0.091473944, 0.051021997, -0.036809962, 0.041854057, 0.06968895, -0.007938947) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.01640149, 0.01976448, -0.10067279, -0.027164523, 0.10248592, -0.08481506, 0.059912853, -0.07425935, 0.057104625, -0.062326863, 0.047750257, -0.13946432, 0.07826713, -0.0698949, 0.0074672103, 0.0082684755) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.031021677, 0.04040567, 0.040483557, 0.023841266, 0.018017737, 0.030022489, -0.016782029, 0.016386138, -0.015615892, -0.04518847, -0.03602962, -0.059468605, -0.027334832, 0.05618181, -0.09683836, -0.004880988) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.0022721607, -0.055794775, 0.07321588, 0.022306079, -0.06265753, 0.076305084, 0.008081479, 0.08238053, -0.10153576, -0.04131239, 0.01270467, 0.005705008, -0.109254695, -0.046082083, -0.031253863, 0.022236375) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(0.043364443, -0.029162448, 0.07404681, -0.05996801, 0.02878227, 0.0036791428, 0.060117796, 0.03662232, 0.016926518, -0.018518263, -0.036682006, -0.099258915, -0.009952363, 0.07049274, -0.06466023, -0.13957168) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.047584184, -0.078745335, -0.016715724, 0.07110776, 0.09001693, 0.023445044, 0.00964298, -0.034806397, -0.020597393, -0.0075196647, 0.029747302, -0.040009312, -0.01426835, -0.04871863, -0.0237302, -0.014802798) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.06743185, 0.052884057, 0.047451586, -0.02037725, 0.16322525, -0.1531778, -0.1256636, 0.22651587, 0.044276834, -0.048607066, 0.063612744, 0.029305775, 0.0346998, -0.06041226, 0.042218763, 0.025834518) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.08256057, -0.00017878207, -0.0058860667, 0.07381972, -0.16865894, -0.07191414, 0.018464869, -0.061013076, 0.029783264, -0.023699954, -0.07442664, 0.031362187, 0.00040556228, 0.009263026, 0.023126716, 0.07159234) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.007263786, 0.004156501, -0.02912272, 0.033650853, 0.103994794, -0.0033801915, -0.021025755, 0.10894988, 0.00934207, 0.035489675, 0.028022282, 0.021041617, -0.033578116, -0.038362075, 0.0072382614, 0.031170402) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.009082703, 0.033455018, -0.0807705, 0.0005705301, -0.08662721, 0.2865321, 0.09037958, 0.08618787, -0.056633066, 0.08002964, 0.076010935, 0.07192418, -0.049060274, 0.048698287, 0.034825515, -0.021380855) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.07957789, -0.010548475, 0.07696895, -0.14178933, -0.13287313, -0.16963248, 0.024106722, -0.14462966, -0.029372476, -0.009758989, -0.08885964, 0.011787444, -0.028434774, 0.013682817, 0.08559453, 0.10806266) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.008824456, -0.06467494, 0.08266232, -0.049302764, 0.06843486, -0.06852761, -0.042012133, 0.050813623, -0.04349286, 0.066327155, -0.04127093, 0.09394901, 0.046811305, -0.042177267, -0.032109942, -0.04372742) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.07161262, 0.0061804033, 0.012406876, 0.0091825975, -0.0033852353, -0.09993311, 0.1378399, -0.6314428, 0.11224404, -0.00817904, -0.051087018, -0.0116019305, 0.031739194, -0.041702148, 0.050095476, 0.024150765) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.04106323, -0.020316955, -0.0058238297, -0.051968448, 0.05926723, -0.09531788, 0.001629506, -0.21945381, 0.06956103, -0.119668245, 0.00926623, 0.10473253, 0.07341304, -0.10962606, 0.016183391, -0.015150696) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(0.0823763, 0.04987077, -0.056672815, 0.035176396, 0.12544362, -0.05499351, 0.06399529, 0.044737667, -0.040937737, -0.012659562, 0.087124705, -0.07877567, -0.037225004, -0.0190791, -0.0184278, -0.0496724) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.022024922, -0.0021796867, -0.053903658, 0.038979717, -0.11174293, -0.00079090253, -0.07263006, -0.06268898, -0.045038007, -0.053601816, 0.05911775, -0.072590716, -0.029793533, -0.003887389, -0.020863948, 0.053680528) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(-0.023625227, 0.032227185, 0.009896512, 0.009448001, 0.0715595, 0.064494714, -0.010882118, 0.13895434, -0.01374369, 0.069937125, 0.030494891, 0.09144058, 0.032075647, 0.0587475, -0.027393974, 0.010148566) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.071041286, -0.03655197, -0.06300981, -0.009598787, -0.01308348, -0.08374661, -0.022700967, 0.056356132, 0.00062715437, -0.10093433, -0.08817245, -0.04924788, -0.055785097, -0.036332775, 0.020962633, 0.1182019) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.071011215, -0.03794389, -0.07568689, -0.066430226, 0.026158703, 0.031795472, 0.06059014, 0.007832692, 0.08750813, -0.044343166, -0.041308574, -0.080933034, 0.009422874, -0.080070384, -0.025783762, 0.025972908) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.04842187, -0.031703115, 0.0042865863, 0.035140343, -0.025372555, -0.0052319034, -0.020545145, 0.0762936, 0.08932694, -0.05224589, -0.088270806, 0.015159366, -0.048836794, 0.09671703, -0.06598211, 0.076310106) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(0.025834287, 0.03430641, -0.060292248, -0.06341417, -0.03166881, -0.057327468, -0.035120353, -0.047869038, 0.024801087, 0.027920568, -0.00831597, -0.025619263, 0.000878633, 0.008645581, 0.039167095, 0.0002602259) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(-0.049033806, 0.0139739, -0.052298184, -0.029019624, 0.0015221382, 0.0074258, 0.007996229, 0.074512325, -0.066626385, -0.09777252, 0.03143906, -0.024966761, 0.048442744, 0.021807447, 0.04846584, 0.0051699746) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.036476288, 0.05687793, 0.08645541, -0.05265017, 0.07155849, 0.057126038, -0.009779811, 0.13516483, 0.067363754, -0.093984775, 0.08044039, 0.008849185, -0.045979742, 0.06735697, -0.0025237973, -0.071959965) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.068751834, 0.042262346, -0.01986313, 0.061537445, -0.010819013, 0.02306634, -0.104784116, 0.16059521, 0.053777203, -0.08468118, -0.034412608, -0.08037786, -0.040394466, -0.06871724, 0.018039415, 0.048371427) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.029013408, -0.084515475, -0.06955137, -0.007341248, -0.035802472, -0.046700403, 0.008231872, 0.043706726, 0.06083256, -0.097171105, -0.048568033, -0.096830614, 0.026270477, -0.04282859, -0.016599637, 0.10263836) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.101975374, 0.021375941, 0.028220009, -0.024869245, 0.04578176, -0.038429875, -0.08258801, -0.051756643, 0.016145824, 0.049562756, -0.01658977, 0.016404483, 0.016263878, -0.06585804, -0.088367514, -0.11944384) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(0.04844008, 0.032120023, -0.017223248, -0.13633531, 0.03408712, -0.01367194, -0.054377608, -0.014516213, -0.060244896, 0.01767653, 0.020301532, -0.04292862, -0.05479681, -0.0050530387, 0.024145592, -0.048766233) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(0.017035231, -0.09429641, 0.038701624, 0.039486025, -0.009971514, 0.020604668, 0.051465448, 0.092146166, 0.07918413, -0.010289001, 0.0242581, 0.038315196, 0.041743636, 0.0625975, 0.016294673, 0.021999687) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(0.049847107, 0.0069700484, -0.0034077629, 0.06951502, -0.0728415, -0.029548574, 0.029498884, 0.07929732, -0.026036028, 0.022120394, -0.053467512, 0.0970619, 0.035145625, -0.030188613, 0.059409283, 0.0025130375) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.0806046, -0.034683123, 0.034635466, -0.11250921, -0.06670394, -0.068827584, -0.08316675, -0.044468425, 0.03879086, 0.008067257, -0.049593873, -0.006991782, -0.044970497, -0.062532835, 0.059521012, 0.0328142) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.080308415, 0.10181174, 0.044344317, 0.0021548967, -0.00845048, -0.03967369, -0.027532468, 0.029789953, 0.03458602, 0.04806129, 0.047201924, -0.0048938207, -0.024476081, 0.092894144, 0.08846718, 0.1579219) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(0.041841358, 0.005677822, 0.06922681, -0.048083626, 0.097571574, 0.047701757, 0.0036025154, 0.1018424, 0.049389146, 0.004103623, -0.007945338, -0.07330994, -0.013952582, 0.045730125, 0.0047303494, 0.11872442) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(-0.05160376, -0.04894183, -0.014141355, 0.05035471, 0.09819487, 0.0053927843, 0.084690794, -0.03531734, 0.08323211, 0.037992064, -0.070520505, 0.011019639, 0.048764836, -0.06608268, 0.041282147, 0.024909994) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.033300977, 0.07279668, 0.10627013, 0.020469174, -0.096220404, 0.045072805, -0.03270042, -0.11025601, -0.011039694, -0.013577942, 0.02802186, -0.014185798, 0.07175231, -0.05551124, 0.014617462, -0.07135809) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.07803054, -0.02414874, 0.05894797, -0.02479912, -0.047674816, 0.0025892819, 0.037744947, 0.06104219, -0.035633408, -0.062775165, 0.0037292673, -0.0153946765, -0.08351275, -0.043101907, -0.07331221, -0.02441435) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.07369911, 0.030597042, 0.03024739, 0.010727306, 0.08366953, -0.045006514, 0.012257517, 0.13237375, 0.047627993, -0.03177754, 0.06971235, 0.02169899, 0.040990446, 0.122375295, -0.10282813, 0.051194537) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.010020268, -0.060366325, 0.085248515, -0.0010897128, -0.019696536, -0.03936248, -0.059342247, -0.14196207, -0.0021915745, 0.05692575, 0.041611716, 0.091524825, -0.010391258, -0.04893347, 0.06383667, -0.04426228) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.0142768, 0.039306317, -0.056363016, 0.024399225, 0.047635704, -0.010287485, -0.09361941, 0.038198, 0.1142202, -0.047814418, 0.03448349, -0.06551039, 0.072602056, -0.08336226, 0.09169459, -0.04872688) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(-0.034146853, -0.087322414, 0.031813525, 0.031112073, 0.045516774, 0.04218627, 0.05662515, 0.113515764, -0.06374518, -0.025907435, -0.019382333, 0.0030027428, -0.03578963, -0.047216572, -0.15556793, 0.051298834) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.017529786, -0.05453987, -0.014579836, 0.013982577, -0.012338022, -0.06957733, 0.03216297, 0.09394415, -0.004125686, 0.02958306, 0.02284419, -0.00012627378, 0.067349106, -0.021241331, 0.14218384, 0.021594798) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(-0.047293227, -0.092491396, -0.035437353, 0.024690416, 0.008770148, 0.049056724, 0.06515176, -0.025578087, 0.054910097, -0.04324538, -0.06505705, -0.09945743, 0.13911693, -0.09362983, 0.008960207, -0.08011779) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(0.07155997, 0.06128728, -0.03873925, 0.08012582, -0.021141024, -0.0398634, 0.08484929, -0.08437433, 0.04036481, -0.049382754, -0.057052426, -0.07894898, -0.044899106, 0.005294608, 0.005206371, -0.079267345) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0015744518, -0.00315685, -0.0047916123, -0.0009097862); + result += mat4(-0.08207461, 0.128031, -0.060778514, -0.07308753, 0.044411883, 0.05836676, -0.050955847, 0.016708346, -0.05798879, 0.11714337, -0.052356206, 0.042580917, 0.006795871, 0.12712358, 0.11993258, 0.030954897) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.058262013, 0.041206233, 0.007543306, 0.04446718, -0.01366612, -0.076529294, -0.031074502, 0.005322028, -0.022817938, -0.028028283, -0.016736988, 0.046615783, -0.04572135, 0.089648, 0.08413048, -0.08919982) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.08645594, 0.0050271507, -0.032075305, -0.040443815, 0.034082033, 0.06611981, -0.027867002, -0.030158594, 0.013906814, 0.026116017, 0.018339824, -0.12150972, 0.0007001709, 0.12323806, 0.048591305, 0.012069313) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.08574896, 0.03490693, 0.10887373, -0.039868765, -0.050297137, 0.15007064, 0.012962637, 0.013152888, -0.047288943, 0.038013607, 0.020826334, -0.009567814, -0.003935442, -0.0113079725, 0.04714801, -0.047529265) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.009640125, -0.012096071, -0.06525293, 0.0025943515, 0.070360176, -0.045646265, 0.11112204, -0.037174113, -0.00879591, -0.072668545, 0.22171813, 0.010734058, -0.0237459, -0.048001602, 0.09817084, 0.07792022) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.025713297, -0.09730578, 0.0672508, 0.03366786, 0.054060634, -0.017196177, -0.02789959, -0.023999266, 0.00026824255, 0.02538447, -0.12243193, -0.014045171, 0.06856121, -0.04917505, 0.122780435, -0.09510793) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.025220536, -0.0027022164, -0.079601996, 0.052991632, -0.027307203, -0.16320674, -0.0029485933, -0.012612752, 0.062479123, 0.08403083, -0.076258935, 0.040843625, -0.0076961936, 0.020959811, 0.022210691, -0.012757572) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.097228445, -0.11964642, 0.0437995, -0.067135684, 0.122634694, -0.0688758, 0.083091214, -0.04703333, -0.0030005074, -0.20338391, 0.10228295, 0.051370822, -0.02420366, 0.027422238, 0.050585903, -0.03864971) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.0090997415, -0.0073661795, -0.021248106, -0.07133465, -0.011986169, -0.04540049, -0.011632216, 0.0059723356, 0.0031430654, 0.039925516, -0.08832678, -0.07390973, 0.011175895, -0.06228055, -0.024750415, -0.096985474) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.07414657, -0.013166536, -0.0128790345, -0.0019505484, -0.05112348, -0.0670819, 0.030563334, 0.0063347807, -0.04715597, 0.02079552, 0.10212792, -0.052024752, -0.019234339, -0.057214066, -0.01760098, 0.035788972) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.10073612, 0.025284361, 0.01799725, -0.045044526, -0.10915153, 0.01861345, -0.025841694, -0.056204036, -0.024824493, 0.016278937, 0.021782693, -0.00041866518, 0.014289397, 0.0025710247, -0.0010688631, 0.06211718) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.044595417, 0.027933536, 0.014216649, 0.0035386812, -0.01371713, 0.006653045, -0.030719293, 0.042508498, 0.03755301, 0.023092031, 0.029622376, 0.08614433, 0.042411946, 0.11303214, 0.107441604, -0.022470376) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.00014068463, 0.02840342, -0.076813854, -0.09006436, 0.038246196, -0.08805528, -0.050742894, -0.03173131, -0.001463244, -0.18382841, -0.06193491, 0.058683295, 0.09727319, 0.006721488, 0.07999272, -0.07159652) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.042053588, -0.031173093, -0.022957752, 0.061543006, 0.018770942, -0.12309312, 0.054761473, -0.05516783, 0.020083623, 0.019241178, 0.019593194, 0.088096835, 0.082432814, -0.074144594, 0.0701276, -0.046437882) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.006627367, -0.0563967, -0.07410418, 0.06402185, 0.03711646, -0.035059765, 0.083192766, 0.01510412, 0.07053082, -0.022192428, -0.027349852, -0.05496426, -0.070448555, 0.09110879, 0.061914165, -0.07099035) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.0112421, -0.06318748, -0.030201001, -0.026541615, -0.012958307, 0.013556429, 0.033317436, 0.09277822, -0.028898189, 0.07258025, 0.0017646325, 0.04923396, 0.015765496, -0.096044675, 0.021339156, 0.11998846) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.025963705, -0.14235736, 0.018983569, 0.08043819, -0.011825716, -0.037286013, -0.10060333, -0.04412867, -0.058619134, 0.020563444, -0.044952367, -0.023160217, 0.06861615, 0.06738008, -0.13379839, -0.02821938) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.0048707277, 0.019043662, -0.09130815, -0.028931031, -0.12072946, -0.04285368, 0.047944613, 0.0071949153, -0.016142078, 0.035332035, 0.022060735, 0.085825235, -0.067373425, -0.022455653, -0.04767743, -0.048142366) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.05140144, 0.05181245, -0.06301856, 0.074836195, 0.026091909, -0.08193144, -0.10077823, 0.08254615, 0.051102396, -0.16009636, 0.04013238, 0.08969665, 0.05411428, -0.06194502, -0.05644336, 0.016973268) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.04162779, -0.046149403, 0.094905056, -0.03947095, -0.09116851, 0.068469666, -0.13266772, 0.02847797, 0.07563702, -0.03476562, 0.00035290717, -0.08658155, 0.09233487, -0.08627873, -0.030073458, 0.036853608) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.055671353, -0.03131724, 0.13931848, -0.06539979, -0.08069431, 0.13643463, -0.022178167, 0.04327252, -0.07346584, 0.035118394, 0.016005788, 0.056704275, 0.026105251, 0.04282995, -0.06303541, 0.076745875) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(0.045179103, 0.054460242, 0.0077447975, -0.085180216, -0.01566763, -0.1009268, -0.024783328, 0.04414422, 0.012784531, -0.019566605, -0.027646791, 0.044121083, 0.08135351, 0.08704931, -0.087942466, 0.014123775) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.07864032, -0.07392511, 0.13945386, -0.12874517, 0.026596067, -0.035203494, 0.019874567, 0.051604655, 0.053425584, 0.0027145792, -0.006463004, 0.05451999, -0.0065586106, -0.069064334, -0.0974623, -0.009454692) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.016025051, 0.0007612342, 0.13227014, 0.047292605, 0.057990685, -0.019613834, -0.08594389, -0.065454945, -0.08222361, -0.044085234, -0.08149126, 0.05107215, -0.03914704, 0.03223031, 0.00304858, -0.06086178) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(-0.06393338, 0.06585824, -0.03971863, 0.020638505, -0.07020036, 0.078165784, -0.023239728, -6.633304e-05, 0.030490613, 0.028117688, 0.0071176467, 0.1006156, 0.0324208, 0.0752441, 0.11308696, -0.08263972) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(-0.0025181125, 0.11797309, -0.021731965, -0.07892438, -0.07854623, 0.028694732, -0.05136196, -0.058108527, -0.08698288, 0.06280971, 0.0040476243, 0.05245663, 0.04189153, 0.0026266198, 0.09258347, -0.078927405) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(-0.060458113, -0.04678678, 0.09956348, 0.011742875, 0.008868679, 0.006625514, 0.091778696, -0.043040473, 0.08784683, 0.052745003, 0.043978646, -0.083363466, -0.032200236, 0.11251037, -0.02860443, -0.103177436) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.07071596, 0.016839089, -0.022337893, -0.08259886, -0.031224867, 0.03727092, 0.087207235, -0.047582027, 0.023779932, -0.050206583, -0.036889657, 0.070519656, -0.051758092, 0.15320495, -0.09819768, -7.072286e-05) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(0.06317105, 0.033416178, 0.0449686, 0.081640564, -0.083311096, 0.07454317, 0.05053473, -0.0029744266, 0.09618669, 0.0074289017, 0.025976038, -0.092613116, 0.083344996, -0.14098476, -0.054685637, 0.076934576) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.06789643, -0.064856656, 0.032808043, -0.04262345, 0.007198571, -0.010004189, 0.019686922, 0.08004179, 0.050241593, 0.043750808, -0.11611121, 0.030248156, 0.0105378525, 0.007712705, -0.012948104, -0.023271808) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(0.0336584, 0.06680392, -0.03810359, 0.10981599, -0.012707544, 0.079749614, -0.06501294, 0.058317214, 0.006147558, -0.03453871, -0.013086812, -0.008479568, 0.04076724, -0.05171989, -0.009558312, -0.04216178) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.06424287, 0.015117791, 0.09866135, -0.11583168, -0.038254708, 0.045963112, -0.07479253, -0.070931055, 0.14413445, -0.16248962, 0.046398263, 0.004666128, 0.11266801, -0.027226616, -0.015955612, -0.0011878137) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.02643191, 0.061254453, 0.0494096, -0.070793144, 0.051311836, 0.06554481, 0.06070888, 0.0007983009, 0.118567355, 0.058919575, -0.12287852, -0.065054044, -0.09050717, -0.08488536, 0.060238257, 0.09057325) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.053385943, -0.049452152, 0.0046193106, -0.01685909, 0.009417546, 0.028648866, -0.1128238, -0.014155764, -0.02289151, 0.100980856, 0.027469363, -0.013521908, 0.03599915, 0.010645383, 0.019884411, 0.046648238) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.029820515, 0.07319057, -0.0066431942, 0.03834879, 0.07585747, -0.038781594, -0.091037795, -0.00315325, 0.004773232, -0.07082028, -0.0038611775, 0.12734783, -0.054217707, 0.05946556, -0.004164111, -0.017936824) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(-0.13253604, -0.037577722, -0.02488564, -0.008829228, -0.012505153, -0.02908171, 0.0441026, -0.03729904, 0.036706522, -0.02713551, -0.0772041, 0.018094081, -0.0043151844, -0.06394325, -0.068446316, 0.008595216) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.0047655925, -0.021968573, -0.028744014, -0.0043960414, 0.20115684, -0.45204598, -0.13310242, 0.12808609, -0.05972118, 0.009548704, 0.08142846, -0.0487313, -0.09748383, -0.0064620366, -0.017237367, 0.014978191) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.03343201, 0.054988347, 0.05308599, 0.08172151, -0.055764213, 0.0269587, 0.11555799, -0.08459183, -0.09585558, -0.012892078, -0.03151684, 0.03323867, -0.011431184, 0.06585031, 0.027478406, 0.05871462) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.08042042, 0.04890294, -0.014130122, 0.038282223, -0.12590457, -0.0014584339, 0.07872687, -0.099718854, 0.06804265, 0.035732787, 0.015128886, -0.010855872, 0.066030845, 0.05881367, 0.027005825, -0.07471434) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.019399446, 0.025957778, 0.05300542, 0.099114425, -0.10982213, -0.046070393, -0.32537702, 0.10938942, -0.0027226578, -0.024557132, -0.03304138, 0.0049389703, 0.019805884, 0.06714838, 0.037260696, 0.02810851) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.06645875, -0.002060287, 0.07049757, -0.026402557, 0.077229165, -0.06548032, 0.14558247, -0.052601762, 0.03334513, 8.196931e-05, 0.012000327, -0.010111689, 0.01992569, -0.034149673, 0.043733038, 0.03886595) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(0.02363717, 0.010785562, 0.10112841, 0.007340719, -0.10487544, 0.1929132, 0.011476935, -0.03674878, 0.03454059, -0.032261427, 0.027909322, 0.023721904, 0.022733402, 0.053215142, 0.031351533, -0.017638128) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.07517212, -0.05143191, -0.10977297, -0.07020565, -0.21650451, 0.33921042, 0.09528011, -0.058998466, -0.08199703, -0.0775177, -0.061146848, -0.0048794183, -0.040759, 0.042332716, 0.022684205, 0.041701116) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.024941389, 0.05746091, -0.06814183, 0.009118384, 0.007959227, 0.031606995, 0.072192915, -0.09604929, -0.0007833483, 0.14576305, -0.05618914, 0.0287033, -0.011039046, -0.0760783, 0.025293462, 0.06423465) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.006881821, 0.012358748, 0.029021265, 0.029400565, -0.09540961, 0.042767294, 0.19549835, -0.033266455, -0.08963395, -0.028339036, -0.047620814, -0.013307404, 0.04318503, -0.019088237, 0.009689555, -0.019531729) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(-0.0062636775, 0.07793288, -0.12550123, -0.05078043, -0.13507916, 0.09427305, 0.031841133, -0.026660876, -0.04723877, -0.059109464, -0.045466147, -0.09010795, -0.029463403, 0.04876187, -0.052012656, 0.061184004) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.022775827, 0.0046038292, 0.022742953, -0.067685984, -0.0053338357, 0.03386472, 0.011141653, -0.08568731, -0.008999113, 0.08444365, 0.061198704, -0.09470672, 0.027035728, 0.11517622, -0.026788063, -0.047254182) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.0055007213, 0.04812832, -0.004914767, 0.009009914, 0.042136956, -0.10551308, -0.022911811, -0.14204964, -0.026227344, 0.005234821, -0.0037428648, 0.007144, 0.0094122, 0.006046598, -0.034700245, -0.019903675) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.018364673, -0.18498482, -0.011405394, -0.036670245, 0.038520485, 0.03019936, -0.024638332, 0.05970711, 0.012801251, -0.032582067, 0.06690392, 0.0024039003, -0.06536767, -0.07672549, -0.08432428, -0.0640461) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(-0.04331173, -0.07173946, -0.008296501, -0.059604414, 0.11777428, -3.595124e-05, 0.018274384, 0.0025083884, -0.039044168, 0.15155117, 0.12384329, 0.08502396, 0.099061035, 0.046291023, -0.06215099, -0.018813469) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(0.02699112, -0.12921812, -0.04144525, -0.08146554, 0.1600772, -0.03318599, 0.09983624, 0.05829146, 0.019063668, 0.013803068, 0.025891146, -0.013269338, -0.06700442, -0.032046944, 0.05948108, 0.06833112) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.021418927, -0.011101314, -0.020450482, -0.08121432, -0.07353969, 0.029470403, -0.13112298, 0.029026585, -0.06622451, 0.033091076, -0.042509414, -0.080686525, -0.00291086, 0.074634716, -0.022687335, -0.02273041) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.16050445, -0.049605634, 0.090725034, -0.102959774, -0.04005191, -0.18857746, -0.11889628, -0.01967432, 0.019580152, 0.006339733, 0.03364817, -0.08662583, -0.059530478, -0.16516912, -0.042404875, 0.06995557) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(0.029750627, -0.022227222, 0.021009974, -0.06495962, 0.106745966, -0.015408411, -0.10110798, 0.023828875, -0.00080876687, -0.022463724, -0.025799464, -0.034135137, -0.043182123, -0.0460344, -0.018800568, 0.08364141) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.05468824, -0.07324864, 0.010586975, 0.06644255, -0.01111311, -0.068100885, -0.048155323, -0.07400499, 0.018563412, 0.013836224, 0.016608158, 0.017961936, -0.098474726, -0.14732291, -0.029901335, 0.07051247) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.07104974, 0.13000278, -0.0363939, 0.038571544, -0.09183947, 0.006131708, 0.026080236, -0.008271055, -0.043282244, -0.13521156, 0.05219377, -0.085583135, 0.042754598, 0.09081776, 0.0065654395, -0.05418741) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.005564275, 0.063033395, 0.020314885, 0.0032168725, -0.0034702537, -0.06514294, -0.039540354, -0.050846856, -0.039750632, 0.0015255087, -0.022842724, 0.08270857, -0.021029124, 0.2329149, -0.041130327, -0.012916637) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.067804776, -0.028096242, -0.10096214, 0.031326324, 0.05355421, 0.06449, -0.095629536, 0.001459921, -0.030267835, 0.01581432, -0.00532259, -0.07077051, 0.035441488, -0.037319656, 0.056437634, 0.07900447) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.041436315, 0.05622749, 0.123041905, 0.062267337, 0.0481683, 0.01865463, 0.0040591136, -0.008823932, 0.062817335, 0.079116456, -0.055431556, -0.0116736805, 0.04154101, 0.1590696, 0.004218053, 0.049467042) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.032427363, 0.018535338, -0.06170839, 0.0040236865, -0.053686354, -0.022904709, -0.019076394, 0.036216035, 0.0354274, 0.11485263, 0.009051487, 0.06564365, -0.06861848, 0.041621357, 0.06755258, -0.09224878) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(0.01622149, -0.034300797, 0.08987136, 0.0702994, 0.024909563, -0.11367525, -0.035101425, -0.020093646, 0.023257593, -0.057246193, 0.04018863, -0.09302388, -0.016728664, 0.14072296, 0.08600977, -0.025837766) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.037857607, 0.043329407, 0.034968685, -0.059303157, -0.046973567, -0.05306599, 0.09905086, -0.102516145, 0.013375577, 0.0029394557, 0.06833007, -0.074773945, -0.08917028, -0.039669916, 0.081695035, -0.004198344) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(-0.06591738, 0.12900765, 0.050994713, -0.097922914, 0.028693216, -0.076116174, -0.014631744, -0.06018762, 0.0070316354, 0.046670698, 0.0022600282, 0.09933559, 0.022741584, -0.33439976, 0.019821465, -0.017797852) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(-0.034110013, 0.04107951, 0.022204535, 0.05144505, -0.04561792, -0.00082960294, 0.08117352, 0.052167963, -0.047282647, 0.09067634, 0.069996275, -0.08998225, 0.06417269, 0.0039199106, 0.046506315, -0.0047159814) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(-0.042432256, -0.07655563, 0.05198022, -0.005011239, -0.02297892, -0.041709293, 0.0915206, -0.030097082, -0.06248965, -0.0037499012, -0.030361224, -0.081809066, -0.07878031, 0.021166047, -0.04119685, 0.07021323) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(-0.047959343, -0.034814708, -0.073872425, -0.026258638, 0.028664712, 0.046093605, -0.0048153824, -0.008193044, -0.024218341, -0.066153936, -0.059232924, -0.067110375, 0.03871316, 0.033611733, -0.004104547, 0.073363796) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(0.033081766, 0.16570848, 0.0065126475, 0.036230378, 0.056893192, 0.0015048473, 0.08329359, -0.09228875, -0.030670855, 0.10487499, -0.030180218, 0.07263737, -0.05247978, 0.037022844, 0.021047143, -0.07133372) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(0.05955705, -0.092319295, 0.042161267, 0.072634146, -0.022933224, 0.01174158, -0.038910024, -0.05347283, 0.05967942, 0.063284345, -0.03701574, -0.020104041, 0.030629955, 0.03572669, 0.113548934, -0.0473838) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(-0.05977702, 0.112645306, -0.080086626, 0.016950965, -0.046943597, -0.019606873, 0.039892107, -0.018075371, 0.029472286, -0.03970586, -0.029501943, 0.0029884784, -0.031321682, 0.0074781817, 0.009190205, 0.023377337) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.05442769, 0.05273514, 0.06724367, 0.093674995, 0.08680738, 0.029476075, -0.011874092, 0.040094722, 0.025008587, -0.13052899, -0.09325967, 0.028062379, -0.044704042, -0.00075232005, -0.008641598, -0.030548042) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(-0.061492797, 0.10923731, -0.050821174, 0.022420067, -0.030300854, 0.07727355, -0.050642256, -0.08365486, -0.018256022, -0.043782055, 0.090091035, 0.09128473, -0.07490706, -0.022864461, 0.12723088, -0.015180536) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.10572695, 0.011199196, -0.059476983, -0.0742299, -0.043164264, -0.001748795, -0.014968911, 0.04468511, 0.01665706, 0.06361507, 0.07060267, -0.037134826, -0.04272324, 0.031192753, -0.00221025, 0.00773614) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0012241185, 0.0021334367, 0.0068932255, 0.002486373); + result += mat4(0.026180847, -0.16952972, 0.043499254, 0.06416331, -0.017287761, -0.06230252, 0.04120995, -0.05618189, -0.053149868, 0.028108856, 0.0073445113, -0.05426348, -0.06610465, -0.057755865, -0.009087896, -0.11058771) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.017525462, -0.05434187, 0.1059205, 0.001318233, 0.042203754, 0.089070834, -0.07264212, 0.039259356, -0.006474489, -0.1186814, 0.00856044, 0.085298546, -0.063202165, -0.007112022, 0.009975171, 0.0173496) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.0031374092, 0.0015352984, 0.019587563, 0.053573012, -0.053394888, 0.056993257, -0.046885233, -0.027907748, 0.06467499, 0.088733345, -0.021598147, -0.026513984, 0.060804382, 0.07467208, -0.042883873, 0.075304784) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.05299402, 0.0076483083, 0.034248434, 0.04782389, 0.05177671, 0.0718715, 0.030275084, 0.089537755, -0.08820798, 0.046845276, 0.029100886, 0.053414248, 0.009286998, -0.0022712906, 0.07270295, 0.030649085) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.047304187, 0.010320102, 0.07162091, 0.04033483, -0.11847376, -0.074101724, 0.05699219, -0.006389591, 0.117062815, -0.03134645, 0.09951441, -0.045558523, -0.023229687, 0.0793525, -0.079174615, -0.042221762) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(-0.012467373, 0.07453426, 0.059200153, 0.08628127, 0.046222318, 0.060835138, -0.11441226, 0.018861081, 0.041324604, 0.049773127, -0.004593515, -0.016675977, 0.07830738, 0.111825414, -0.09450625, 0.01634409) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(-0.10708641, 0.105287276, -0.08288423, -0.0294331, 0.06523496, -0.02606312, 0.00074847357, 0.0028245733, 0.028431064, -0.09105569, 0.03701324, -0.04717843, 0.020553712, 0.019483296, 0.006110116, -0.06955634) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.110848226, 0.064007334, -0.017016826, -0.06788547, 0.09553613, 0.034604624, 0.012010758, -0.020224392, 0.06942821, 0.096088044, 0.053738456, 0.04097387, 0.040535636, 0.055802915, -0.050420802, -0.08064581) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.02056924, -0.03479031, 0.020669146, 0.06619753, -0.0073672114, -0.000638291, -0.08000646, -0.11552554, 0.15621226, -0.06364623, 0.025815813, -0.006683139, 0.19226713, -0.012636726, 0.037548643, -0.0154771395) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.011184736, 0.04237306, 0.089148216, -0.0025677795, 0.011131455, 0.10101753, 0.10278244, 0.04494601, -0.057626657, 0.07070167, -0.0044768043, -0.06161475, -0.0203539, 0.048371457, -0.07864781, 0.0256692) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(0.026482403, -0.052022453, -0.028436452, -0.015990475, 0.0029733954, 0.045734134, -0.013345869, 0.103559375, -0.014014504, -0.0055943117, 0.028680645, -0.063654006, -0.017549353, 0.005930955, 0.026078304, -0.030188177) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.04492782, -0.028460477, 0.060610663, 0.049183693, 0.048369046, 0.07048745, -0.007948521, 0.038808312, 0.01949531, -0.0074281716, -0.09911383, -0.06441001, 0.059698783, 0.10489308, -0.08145082, -0.054509286) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(0.0016390801, -0.023419019, 0.042550687, 0.09153814, -0.06952357, -0.047241125, 0.05250122, 0.07200129, -0.025023395, -0.12957473, 0.0880356, 0.055206448, 0.039007295, -0.06747793, -0.01196971, -0.028028782) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.042228274, -0.13640381, -0.05348677, 0.08959021, -0.10725413, -0.10059156, -0.00025799166, 0.07941621, 0.037943512, 0.036201626, 0.11996914, -0.023057764, 0.008355933, 0.055369094, -0.00144779, 0.06666965) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(-0.034226667, 0.022774898, 0.011817686, -0.07590995, -0.018459072, -0.104730844, -0.0019611972, 0.036839306, 0.05048668, 0.0643981, -0.09588899, 0.07278026, -0.023179384, 0.11892957, 0.055207867, -0.06674579) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.06611283, -0.019130662, 0.034497153, -0.013895366, -0.0018945879, 0.009245126, 0.11520003, -0.049800385, -0.04321028, 0.057020154, -0.04549669, 0.031447403, -0.14874002, -0.10976988, 0.053844746, -0.10796051) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(-0.064305164, 0.017498314, 0.04589522, 0.04612451, -0.040739216, 0.05353419, 0.013319945, -0.066659965, -0.12095996, -0.029800702, 0.069868095, 0.03891325, 0.047578104, -0.05515826, 0.024488984, -0.079771) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.14049178, 0.10679814, 0.015234572, -0.061061822, 0.070621066, 0.02500317, 0.07848263, -0.009291018, -0.06886433, 0.059419736, 0.046194643, -0.013400316, -0.03426553, -0.04767137, -0.01052386, 0.065155245) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.0018380901, -0.100722425, 0.037608057, -0.024494912, 0.025990305, -0.035539094, 0.11090735, -0.1206273, -0.018506464, 0.09159799, -0.06881489, -0.08032549, 0.0059454427, -0.064983286, -0.012770929, 0.01613593) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.023787126, 0.15421133, 0.020594522, 0.042514496, 0.025265347, 0.010228249, -0.0003747916, 0.001164655, 0.028721064, 0.042104322, 0.07913053, -0.07070887, 0.03783195, -0.04253122, 0.058427542, 0.019336864) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.053029936, -0.06732142, -0.03374933, -0.024254622, -0.04499429, -0.044275023, 0.013035989, -0.015884401, 0.019476913, -0.020123575, -0.11515511, -0.07181934, -0.036002997, -0.05861097, 0.054649405, 0.053042512) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.0006783093, -0.05147645, 0.06360567, -0.03345198, 0.01549789, -0.02867565, -0.08252393, 0.041093204, -0.099138185, 0.09952141, 0.048564274, -0.058072764, 0.04908185, 0.08240476, -0.08783841, -0.08247249) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.042243954, 0.052196372, 0.048607778, -0.0882041, 0.051813733, 0.055787183, 0.013663718, -0.0006376014, -0.03953027, -0.022029808, -0.020313045, 0.047251374, 0.1175269, -0.019288447, 0.070529185, -0.10401507) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.06273552, -0.022590306, -0.12059001, -0.09641833, 0.07988838, 0.0393035, -0.040149193, 0.06555887, -0.018175518, 0.16491282, 0.030639257, -0.12775981, 0.04745357, -0.040889278, -0.03516744, 0.061541032) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.014498466, -0.0681961, 0.073660806, -0.03635975, -0.042778928, 0.03200906, -0.016805988, -0.06730266, 0.04469406, 0.06948934, 0.053909983, 0.022758132, -0.054390382, 0.06476216, 0.0014941997, 0.018873064) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.05790418, 0.05245671, 0.06528069, 0.0587325, -0.04423894, 0.04503924, 0.017266309, -0.06850021, 0.062676944, 0.035676297, 0.06428191, -0.021091184, -0.05936686, 0.07636687, 0.05724186, -0.111265086) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.027879877, 0.012189548, 0.029937346, 0.072025076, 0.028462818, -0.021995557, 0.047506038, 0.0046073375, 0.0116181625, -0.08035078, -0.051943857, -0.032913093, 0.031142298, -0.11155354, 0.079034135, -0.08799515) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(0.008985443, -0.011763437, 0.13171777, 0.07496883, 0.04349307, 0.04008183, -0.039008938, 0.020693056, 0.021652997, -0.080336116, -0.13589565, 0.015393162, -0.06520484, 0.067117676, -0.11675259, 0.056678172) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.0045156986, -0.10225994, 0.07425678, -0.036810845, 0.036421232, 0.00040367825, 0.023993498, -0.025663141, -0.0044587497, 0.0579683, -0.058348347, -0.051328924, -0.013961377, -0.045055248, 0.073939554, 0.030704541) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.022587204, 0.064183004, -0.06791376, 0.009150594, 0.036651857, -0.14985284, 0.032818466, -0.015700202, -0.016282944, 0.07251849, -0.10622729, 0.01207867, -0.08330932, 0.012815391, -0.05835337, -0.036899038) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.002146366, 0.0033056973, 0.109566905, 0.05129626, -0.0011042826, -0.04794001, -0.01514892, 0.06714098, 0.08702866, 0.014478575, -0.037140016, -0.024209656, 0.11050573, -0.04233672, 0.09712027, -0.009000431) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.062549636, 0.10421009, -0.14621222, -0.021877756, 0.056352425, -0.040315025, -0.026519904, 0.05594597, -0.0029486157, -0.091164656, -0.019262562, 0.016197424, 0.04583358, 0.029062865, -0.12586722, 0.04533726) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.0570938, 0.0484471, 0.021862749, 0.02507954, -0.014260676, 0.08177275, -0.008907858, -0.02226478, 0.0009870944, -0.03341529, -0.10750207, 0.05052649, -0.12615874, 0.120086886, 0.09695753, 0.028788373) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.10404641, -0.055343777, 0.059317887, 0.036331765, 0.13507774, 0.010617282, -0.03190572, -0.05892843, 0.033767328, -0.10141904, -0.073986426, 0.084820926, 0.0011830141, -0.0070112105, -0.0013766752, -0.054657012) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.061561644, 0.016768254, 0.02129458, 0.057884406, 0.04301123, 0.04977976, 0.05378472, 0.1085755, -0.10980783, -0.19517791, -0.16695395, 0.084237754, -0.005536279, 0.07782114, -0.058871396, 0.018939653) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.032725487, 0.03686749, 0.0021732685, 0.01717838, 0.07967108, 0.06264704, -0.011177685, -0.0455891, 0.016361756, 0.073487565, -0.045595482, 0.026039157, -0.009627082, 0.03116972, 0.035471514, 0.12119219) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.01574868, -0.022228353, -0.06758825, -0.04066597, -0.20094728, -0.15644898, 0.3604267, 0.17203873, -0.0054925373, 0.038341153, -0.03175302, -0.09687927, 0.04077461, -0.059320346, 0.04266336, 0.011216107) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.13685343, 0.020444097, -0.04527778, 0.009981499, 0.029449446, 0.046244092, -0.12048201, -0.02798361, 0.036831103, 0.048521705, -0.07807242, -0.042944606, -0.03103272, 0.083251305, 0.12440028, -0.07073837) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.015082916, 0.061226223, -0.009352516, -0.0050520063, 0.013248791, -0.045671195, -0.08001653, -0.107937515, -0.03803422, -0.056096505, 0.10405189, -0.045633033, 0.0874752, 0.04573415, 0.014751291, -0.015374511) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(-0.01992694, 0.0037419219, 0.09654823, -0.07737047, -0.008273786, -0.057463884, 0.22298786, -0.044002444, -0.04149176, 0.034357596, -0.10170319, 0.015404388, 0.0979337, 0.057932362, -0.033167087, -0.08628929) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.086967595, 0.08035633, -0.08364339, -0.012394236, -0.07217406, 0.0077195466, -0.13820396, -0.024604272, 0.057311613, 0.02058696, 0.06155511, -0.062212422, 0.024667839, 0.079907216, 0.02021347, -0.039041054) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.0018395793, 0.036675166, -0.039544083, 0.057040572, -0.10940155, 0.12301371, 0.04079556, -0.06973229, 0.0014453814, 0.019001443, 0.042095598, 0.021565063, 0.003843627, 0.025290098, -0.05930652, -0.060487784) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.12504193, -0.0019781387, 0.0596247, -0.0072801434, -0.3675003, 0.10233333, -0.031910796, -0.33279857, -0.03827071, -0.047691703, 0.054306038, 0.04991421, -0.02068515, 0.08593456, -0.10260943, -0.06754247) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.034048505, -0.035963766, -0.07012309, 0.0799518, -0.12793687, 0.16142762, -0.035756063, 0.044046953, -0.03411737, 0.06786099, 0.056355845, 0.06094501, 0.09366579, 0.037332505, -0.058319304, -0.043978117) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(0.030508691, -0.08193699, 0.007691217, -0.00062860025, 0.043020803, 0.032419655, -0.03591024, 0.013728307, -0.089829944, -0.066203386, -0.08721472, 0.002392878, -0.043601643, -0.039625272, -0.0579906, -0.058756016) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(-0.043022092, -0.025698598, 0.08005537, 0.064640775, 0.05918357, 0.0005471442, -0.008595545, -0.029295992, -0.008803515, -0.035412677, 0.08089217, 0.00533667, -0.051157776, -0.07088551, 0.009983456, -0.07015081) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.052928653, 0.042614646, 0.02650933, 0.011813514, -0.019210918, 0.03400474, 0.051443808, 0.046640188, -0.018472834, -0.0062992275, -0.08747558, -0.085021734, -0.010826439, -0.05052233, -0.05338932, -0.04394019) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(0.0057938257, -0.1058471, 0.029063158, -0.048314914, -0.003359733, 0.0182065, 0.015395308, 0.013391667, -0.062125072, -0.0061351364, 0.02695363, 0.032887366, -0.0064049163, -0.033818614, 0.04590366, 0.083584055) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(0.07273141, 0.056978628, 0.020062437, 0.08879118, 0.04383751, 0.0049260994, -0.0022260724, -0.018392978, -0.05969295, 0.025904998, 0.06375315, 0.08162083, -0.01412638, -0.1664552, 0.001785757, 0.06322796) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.044435386, -0.028024139, -0.016509142, 0.12734327, 0.0003607643, -0.15563126, -0.05983459, -0.047431465, -0.06303351, -0.010999904, 0.053138472, 0.04958344, -0.07708359, -0.044805728, -0.04770434, -0.070404306) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.053093355, -0.03812173, 0.06262051, 0.029390162, -0.04916654, -0.033913516, -0.033925116, 0.028242417, -0.06742547, -0.028239336, -0.07462943, -0.08169905, 0.04091116, 0.026346417, 0.058489215, -0.020806976) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.1446484, -0.025160775, 0.04222738, -0.026083117, 0.05376271, -0.035563696, 0.022631554, -0.16083054, 0.12225214, -0.0022205308, -0.04860979, 0.06947267, 0.025737809, 0.04529258, 0.07473952, -0.052303374) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.07834728, 0.09587678, 0.05700881, -0.0321596, 0.11405922, 0.024087247, 0.03775237, -0.0388141, 0.0044186786, -0.07662549, 0.0030320536, 0.05783577, -0.00023966275, -0.057636164, 0.019401992, 0.01830553) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(0.0077685136, 0.01862816, -0.071248665, 0.0014062023, 0.0863223, 0.14929448, 0.072282866, 0.04201909, 0.010135287, -0.06930002, 0.0029319518, 0.06784896, -0.003129213, -0.042382196, 0.008275924, -0.0072262576) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.008592076, 0.053503744, -0.046048623, 0.06984635, 0.07416733, -0.10997004, 0.06989124, 0.044969026, -0.047056653, -0.04250353, -0.028814115, 0.041083295, -0.07997169, -0.103192165, -0.09488172, -0.07150983) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(-0.034342095, -0.12401346, -0.06516515, 0.019533003, 0.063061595, -0.06014257, 0.05017817, -0.03134353, -0.01321635, -0.03705954, 0.08590673, 0.04369743, 0.012250313, -0.04960861, 0.026117694, -0.050277874) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.024159886, -0.050286807, -0.07320185, -0.037535366, -0.04663439, -0.053366806, -0.05063529, -0.00342683, -0.021736585, -0.056364376, -0.009154389, -0.057597823, -0.012613285, -0.06798044, 0.04600491, -0.06969079) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.0092861485, -0.060165096, 0.07866518, -0.08266665, -0.008406315, -0.052310944, 0.10650347, -0.04625679, -0.042812962, 0.038348388, -0.064809486, 0.087653436, 0.057408765, 0.08415318, 0.07803611, 0.027114546) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(0.028660838, -0.046538174, -0.016554158, 0.07110114, 0.040407818, -0.048464786, 0.014544363, 0.008121488, 0.016478071, 0.007852912, -0.07517136, 0.08645907, 0.13397284, 0.004913691, 0.013126187, -0.05955893) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.01772752, -0.042552352, 0.04022111, -0.061883643, -0.097827815, -0.03567983, 0.06499052, 0.055168267, -0.108419545, -0.055947658, -0.056289464, 0.058047045, 0.050205685, -0.040717937, -0.038549487, 0.03466021) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(0.08305135, 0.06707062, 0.106808566, -0.04625723, -0.002112975, -0.06443947, 0.107865416, 0.091299295, 0.051955547, -0.05400569, -0.032580074, -0.06336394, 0.027706698, 0.074923486, 0.09990255, -0.10163063) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.17238379, -0.1372312, 0.021696858, -0.050194796, -0.07787714, -0.004796564, 0.03762878, 0.017088871, 0.063170284, 0.019747527, 0.10629413, 0.04509671, -0.08048468, 0.07245186, -0.0671699, -0.028863296) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.06802668, -0.009189577, 0.112041675, -0.02242001, -0.055040244, -0.060112633, -0.041452844, -0.02283866, -0.05264939, -0.07195993, 0.14483029, 0.020627663, 0.18046711, 0.1544126, 0.07911424, 0.021239154) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(-0.07212184, 0.08806584, -0.048293106, 0.031250432, 0.015933016, -0.031126015, -0.03097172, -0.10448927, -0.02261423, -0.05587862, -0.056037728, 0.098925576, 0.015742805, -0.03344821, 0.047337104, 0.021288436) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.078381516, -0.032726932, 0.041256435, 0.061052635, 0.028808601, 0.058138087, -0.0013869487, -0.024506232, -0.011771132, 0.019624095, 0.053384613, 0.06201631, -0.06445736, -0.018564906, 0.037221406, 0.038053736) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.01246255, -0.0003297638, 0.040747695, 0.06180846, -0.022848543, -0.044420164, 0.13935216, -0.0035471616, 0.015648797, -0.03682713, 0.101843104, 0.0030014245, 0.0012333349, -0.10412579, 0.18550429, -0.01411108) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.031184636, 0.027742168, -0.0027437084, -0.06399479, -0.013544893, 0.005496408, -0.019245494, -0.019787217, -0.01635598, 0.053362478, 0.062045038, -0.032369506, 0.007514835, -0.0053912033, -0.0053840172, 0.000982317) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(0.061260734, -0.003145944, 0.0040632556, 0.0065143346, 0.07446834, -0.011942263, 0.030779723, 0.10981805, -0.07932501, 0.027470497, -0.06078425, 0.037311755, -0.11016517, -0.053254724, -0.03710013, 0.059669875) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.024247834, 0.10966437, 0.02359339, 0.054738913, 0.02411414, 0.07145777, 0.038426436, -0.013665711, -0.03045429, -0.012113072, -0.022659652, -0.06558497, 0.0028031287, -0.06433196, 0.02926421, 0.07350148) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.024251517, 0.09701043, -0.1124138, -0.061269626, 0.109400235, -0.06759477, -0.013664735, -0.027090672, 0.05782927, -0.045277324, -0.05493923, 0.101585045, -0.094508335, -0.021006998, 0.0039328467, -0.040771574) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.013551815, 0.017554315, 0.0051329266, -0.007015086, 0.07063217, 0.016869506, -0.043250456, 0.035651084, 0.01695553, -0.009637777, 0.031231096, -0.06202286, -0.15219331, -0.0061909063, 0.03696451, 0.022182986) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(0.0052010976, -0.09530196, 0.0036757172, -0.07313419, 0.05102148, 0.026703484, 0.004850132, -0.09532817, -0.009647847, 0.06250944, -0.016948428, -0.0047450946, -0.030705994, 0.010842339, -0.04632994, 0.015994659) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.00066564477, 0.0010563044, 0.0043857675, 0.0033964757); + result += mat4(-0.04965496, -0.032845944, 0.17420122, 0.07279458, -0.029353077, 0.032154594, 0.04751179, -0.010608295, 0.025328763, -0.047787726, -0.052980732, -0.027171941, 0.1157033, 0.012155323, 0.029949913, 0.019379843) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(0.07958481, -0.024668349, -0.11435639, 0.0104685025, 0.026317947, -0.013295513, 0.024842342, -0.047194004, -0.03432133, 0.067948125, 0.026185177, -0.019834295, 0.115569755, 0.0048556305, 0.13091524, 0.0963583) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.017805737, 0.009513357, 0.051666744, 0.01622128, -0.0024905482, 0.057069946, 0.10766987, 0.078912824, 0.055318665, -0.00484229, -0.040401593, 0.052190654, 0.10108639, -0.10095517, 0.02062326, 0.045744695) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(-0.08813545, -0.025514407, -0.042131137, -0.024813518, -0.0053815832, 0.055198234, -0.029767111, 0.076695986, 0.032286234, 0.07362966, -0.039759442, -0.025419991, -0.023037996, -0.051124927, 0.10731115, 0.043635212) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(0.07951115, 0.11875102, -0.024288114, -0.007311204, 0.03348762, -0.009113629, 0.04819958, -0.07456986, 0.19380133, 0.065747224, -0.020100793, 0.046563253, 0.07948094, -0.017988551, 0.038944453, 0.032403827) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.118736476, 0.07471766, -0.06543112, 0.07027956, -0.030996228, -0.11387543, 0.04410744, 0.044112835, 7.724804e-05, -0.012684286, 0.031920988, 0.046931826, 0.043564092, 0.04113181, 0.08795405, 0.017814873) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.011440582, 0.03539074, -0.13142401, -0.12319542, 0.006626106, -0.017161643, 0.10087039, -0.07861211, 0.11957087, -0.042704917, 0.03181065, -0.031687833, -0.032040715, -0.085672386, -0.03731286, 0.09247869) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.0164312, 0.0373564, 0.123123385, -0.032623425, 0.0410248, 0.04371903, 0.05912219, 0.028348828, -0.06729655, 0.016056236, -0.0268782, -0.02514766, 0.1304412, 0.05648671, 0.05335545, 0.07372077) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.075717464, 0.0027271686, -0.106865175, -0.031144673, -0.03256212, 0.047226693, -0.0044491813, -0.018646142, 0.06463714, -0.05014742, -0.0065794033, 0.041603923, -0.015953908, -0.05444758, -0.05220504, 0.007150281) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.014402861, -0.008701039, -0.13568927, 0.04362019, 0.06880018, 0.10124775, 0.0043096654, 0.009685942, -0.051561944, -0.024363078, 0.03283829, 0.06890914, -0.0790725, -0.02457368, -0.14932442, -0.07309337) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(0.012319044, -0.025792701, -0.056349944, -0.0042862426, 0.01046212, 0.03431693, 0.033980478, 0.060082402, -0.051070355, 0.048967667, 0.102149256, -0.113932416, 0.01594608, -0.011475697, -0.023984727, -0.0456711) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.103089586, 0.07346306, -0.07938509, 0.044030048, -0.046531655, 0.0752054, -0.0710504, 0.05508294, -0.06351002, -0.049238544, -0.15576373, 0.0018918692, -0.057744842, 0.058987454, 0.0054796026, 0.09843323) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(0.0064073876, 0.08101752, 0.07029035, 0.060379025, -0.06222474, 0.037522115, 0.08384388, 0.067077, 0.033286147, -0.080269456, 0.029547308, -0.043301277, 0.022489209, 0.038948968, 0.10910836, -0.04526579) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.007706046, 0.027786229, 0.049294118, 0.007407481, 0.086012214, 0.10006221, 0.021265391, 0.073825724, 0.00507476, 0.07351857, -0.032875787, -0.051367763, 0.1281773, -0.018285904, 0.16730374, 0.12271633) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(-0.08513638, -0.020948479, 0.079986826, 0.00026301522, -0.083551794, -0.052718766, 0.02733043, 0.067475416, -0.03693831, 0.033050098, 0.048297532, -0.00872345, 0.03264878, -0.079888575, 0.022609252, 0.044698298) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.012901876, -0.02997397, 0.06527916, -0.06117767, 0.019725101, -0.01744969, -0.08399128, 0.00251731, -0.0106158955, -0.05041779, -0.07282707, -0.036858417, 0.05598989, -0.033882, 0.09310902, 0.08482341) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(-0.013295772, -0.09142326, -0.08515588, -0.027008414, 0.06818066, 0.018305447, -0.01879774, -0.072526105, -0.037325747, -0.0031093834, 0.016224658, 0.035552002, -0.054624032, 0.06826968, -0.020159135, 0.124618046) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(-0.050975405, 0.04693929, 0.054667674, -0.04993492, 0.11716737, -0.06765932, -0.0703769, -0.004049784, 0.058689944, 0.0749334, 0.06183977, 0.0016443627, -0.09711934, -0.024498902, 0.07801721, -0.0072840536) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.007753343, 0.00065703527, -0.010690872, -0.021379411, -0.02025124, 0.16319138, -0.018383225, -0.030785555, 0.082601316, 0.100151725, 0.06655144, -0.02768608, -0.08505653, 0.13410477, 0.108854614, -0.06872262) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.10274929, 0.048984315, -0.0947098, 0.0019607195, -0.013591961, 0.150165, 0.046892114, 0.018961133, -0.09707353, 0.044741094, -0.07619304, -0.06569948, -0.032428566, 0.062587894, 0.06647556, -0.08895508) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.05190945, -0.08253262, 0.013132303, -0.05271648, -0.10465568, 0.090202436, -0.05733723, 0.0078040464, 0.048479967, -0.0009750442, -0.058367528, 0.008752893, -0.04299245, 0.07692714, -0.0113232, 0.04525288) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.06148492, -0.019748138, -0.03957885, -0.051673464, -0.019684458, 0.025370996, -0.059317365, 0.12901613, -0.12941347, 0.028286789, 0.14389168, 0.09408047, 0.069710076, -0.07259785, 0.00068321265, 0.04234431) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.025969187, 0.029778482, 0.0419731, 0.020057667, -0.06952143, 0.031779405, 0.024958117, 0.09435454, -0.013228793, 0.0601804, 0.03219602, 0.042832598, 0.07212862, 0.04432122, 0.096366316, 0.0718793) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.102876745, -0.1731588, 0.06653613, 0.048829123, 0.055233818, -0.10599671, 0.009458724, -0.043380734, 0.02006283, 0.011742841, 0.041225366, 0.036951866, -0.015873516, 0.047520485, -0.029371826, -0.00047485234) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.108037874, 0.0058612213, 0.049596764, 0.02668276, -0.040526755, -0.03435691, 0.09860258, -0.017279381, 0.056755416, -0.07062187, -0.065036766, 0.072542466, -0.08228658, -0.0024221465, -0.05297623, 0.006136658) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.021551678, -0.07188434, -0.008294133, -0.0396408, -0.0050509246, -0.037953056, 0.05487055, -0.020516558, -0.045874868, -0.031024916, 0.10018122, 0.030961905, 0.032721307, 0.03535032, -0.060263585, -0.009736684) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(-0.12543346, -0.056815468, -0.19368863, 0.045435216, -0.029726634, -0.020505656, 0.009702816, -0.02707804, -0.081240825, -0.015640814, 0.15657991, -0.05032671, 0.015776996, -0.059215195, 0.13649292, -0.011201503) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.07015176, -0.03510309, -0.043964528, 0.06343956, -0.0127700325, -0.043781355, -0.019546604, 0.099147126, -0.09817763, 0.050527547, 0.09704394, -0.04530481, -0.088101685, -0.06023596, -0.007475402, 0.018636748) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.01930668, 0.049810972, 0.11563631, -0.032801893, 0.0053161047, -0.05052775, -0.008305108, 0.00647906, -0.019559585, -0.0021819987, 0.06447671, 0.006524004, -0.13114233, 0.09035474, 0.032354683, 0.05949837) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.06376562, 0.043537408, -0.1195698, -0.024439827, 0.01046652, 0.02063456, -0.007182602, -0.026770992, 0.0009697664, 0.012976517, 0.080392264, 0.0052343886, -0.027307937, 0.06251319, 0.079813905, 0.07226137) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(0.030412765, 0.0024905088, -0.03054199, 0.08633703, -0.09978938, 0.026921408, -0.0060762814, -0.02328295, -0.14730658, 0.0747344, 0.075406, 0.0029571236, -0.06650033, 0.043958057, 0.015684193, 0.08379092) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.0016708921, 0.041865103, 0.17394364, -0.027817287, 0.023196818, -0.022001395, -0.059220776, -0.04497443, -0.053115167, -0.06672245, 0.059360784, 0.0672539, 0.036814895, -0.048553653, 0.17052399, 0.08394399) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.020468207, 0.003756929, -0.0072037946, 0.10539373, -0.08757847, 0.063182995, -0.00081041513, 0.06153583, 0.0045582587, 0.10273763, 0.08434555, -0.054307476, 0.016485708, 0.016764384, -0.037932795, 0.06085817) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.06354764, -0.061710007, -0.0027559686, 0.02094964, -0.0958465, 0.0917449, 0.056842398, -0.0973191, 0.019454181, -0.03518369, 0.17499109, 0.014494405, -0.0011413329, 0.05811458, -0.07719406, -0.054944567) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.053842857, -0.012418873, -0.29022312, -0.012654878, 0.01658611, 0.0411714, -0.08832631, -0.097342074, -0.018752137, 0.012100996, 0.14300728, 0.01953606, 0.1513623, 0.0028747467, -0.04062272, -0.021905698) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(-0.04438801, -0.0037665165, -0.00879815, -0.015106724, -0.031080434, -0.028873343, 0.028426286, 0.012726514, -0.121392466, 0.04120006, 0.007428881, 0.007245145, 0.09768828, -0.0572828, -0.006261016, 0.03136443) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.11092388, 0.030687472, -0.0025216835, 0.00011393092, -0.13083208, 0.33084056, -0.36987245, -0.07165956, 0.0020469485, -0.014525444, -0.07811935, 0.08392322, 0.056748528, -0.06667951, -0.08155125, 0.015312198) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.049926292, -0.054071713, -0.02039796, 0.11453863, -0.017833551, -0.10181513, -0.042959243, -0.04550867, 0.18519457, 0.09661973, -0.0726543, 0.081899166, 0.09962155, 0.05049005, -0.1467715, -0.014141606) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.08548888, -0.046010047, 0.009047964, -0.036730655, 0.0372795, -0.06295281, -0.06837248, 0.016531058, 0.014579257, 0.02688902, 0.008133402, -0.09161907, 0.006608687, -0.051780023, 0.100585096, -0.05019993) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.023303181, 0.05805109, -0.014382451, 0.016395314, 0.12938218, 0.028624464, 0.05620219, -0.2899141, 0.0642175, -0.005188193, 0.096612245, 0.10392066, -0.020856041, 0.020019107, -0.095452525, -0.09017581) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.0624572, -0.04360607, 0.041564282, -0.05431758, -0.112544104, -0.117576495, 0.08783002, 0.1517685, 0.072197415, 0.057642657, -0.040740985, 0.056693785, 0.016848985, -0.030341353, -0.027927894, -0.011845796) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.06927911, 0.05322784, -0.055215985, -0.027547551, -0.10002539, -0.059214063, 0.0026999603, 0.027733104, -0.04572879, -0.040529173, -0.16503851, -0.06419761, 0.08241352, -0.0930357, 0.0709961, -0.037101373) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.050254874, 0.099994235, 0.1636646, -0.056158666, 0.0120549565, -0.2606392, -0.022930976, -0.18878406, -0.068137266, 0.085801065, -0.006325796, 0.0033142418, 0.04296383, 0.0007579084, -0.04554287, 0.10589507) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.02613469, -0.02326584, -0.01172839, 0.12739861, 0.07592562, -0.1615939, 0.031955328, -0.031232651, -0.018222053, 0.06862852, -0.004851981, 0.07581732, -0.016174108, 0.024217864, 0.084747605, -0.03383143) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.066033825, 0.015255408, 0.07029435, 0.04836858, 0.03804679, 0.027285842, 0.056768525, 0.052567467, -0.15350316, -0.011982959, 0.04265242, 0.05265149, -0.027315542, 0.014218869, 0.101087816, -0.07121423) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.053334795, 0.12539877, -0.031446673, 0.080801934, 0.085624784, 0.017584778, -0.0919694, 0.07258318, 0.14761683, -0.02016922, 0.042756073, -0.0045083202, 0.044776153, 0.0633869, -0.1183542, -0.08985082) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.01074587, -0.019060094, -0.032144684, 0.037374135, -0.09614755, 0.0817037, -0.03162057, -0.037294883, -0.053340197, -0.004758764, -0.07658727, -0.053413298, -0.02018514, -0.051059794, -0.016029455, -0.003014603) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(0.071541, -0.07459526, -0.016592743, -0.05694229, 0.00019360337, -0.03187446, -0.06410317, 0.008062264, 0.039167315, 0.035567302, -0.022360908, 0.021615675, 0.06416983, -0.053082414, -0.09544388, 0.025702164) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.022279806, 0.06618617, 0.047953006, 0.00064447685, 0.008311917, -0.07908905, 0.020494506, 0.01907643, -0.05933852, -0.064527325, 0.004703742, -0.065763466, -0.12543473, -0.055400543, 0.12137765, -0.07573331) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.06831774, -0.03153999, -0.041699957, 0.043329764, 0.14080508, 0.032131143, 0.10435569, 0.055297166, 0.18509169, -0.072444625, 0.03345621, 0.076893106, 0.024390608, 0.07794804, -0.015277222, 0.038197283) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.046563804, 0.030545713, 0.029859193, 0.06988408, -0.05489796, 0.06826449, 0.053174153, -0.0059084026, -0.11525266, -0.027716277, 0.113017924, 0.068945274, 0.1702862, 0.008618672, -0.016891493, 0.05308612) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.026010275, -0.04591583, 0.10995382, 0.07374681, -0.005359924, 0.039285757, -0.044620894, 0.0065805004, -0.10359441, 0.038985718, 0.0731294, -0.0406449, 0.05450718, 0.024184767, 0.05379468, 0.07004262) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.028805664, -0.026263826, -0.07539353, -0.03275098, 0.09445047, 0.017196337, -0.09528307, -0.0167128, -0.19505626, -0.02711592, -0.07238908, -0.030172914, -0.033260766, -0.08458194, 0.0050268024, -0.08606237) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(0.0527066, -0.022109086, -0.045959502, 0.026069522, 0.045802973, 0.17678331, -0.07319882, -0.00059274345, -0.025018623, -0.030851405, 0.045408938, -0.029669913, 0.08750673, -0.0006712045, 0.0016092157, 0.034081273) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.04151643, 0.058652878, 0.030573355, -0.025278695, -0.15799631, -0.023736771, -0.01292628, -0.010195479, -0.032770544, -0.026486166, -0.010211519, 0.017633887, -0.008832185, -0.023432197, 0.11240776, 0.07497471) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(-0.119065925, 0.057818845, 0.047967438, 0.0679879, -0.036222734, -0.03596969, -0.064198665, -0.049234312, -0.079273865, 0.042634975, -0.07900292, -0.046060406, -0.012563002, -0.035877384, 0.024684798, 0.065801136) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.013716025, -0.046273567, 0.05454717, -0.0066332268, -0.06352153, 0.07384359, 0.063979626, -0.042440996, 0.036162898, -0.044879705, -0.07203001, -0.04237668, -0.10057416, 0.028313387, 0.12602645, 0.022779407) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.057604335, 0.04510566, 0.035411168, 0.08153045, -0.021125328, -0.012931759, -0.06148545, 0.0643993, -0.07851416, 0.0624778, -0.07441953, 0.058916003, 0.102506526, 0.063732214, -0.016015792, 0.10577576) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.041045945, 0.018965071, 0.038929287, 0.09202626, -0.061693456, 0.10463301, -0.026579149, 0.06469876, -0.10932353, -0.08196256, 0.1139375, 0.039097928, 0.03322559, 0.06394933, -0.003777046, 0.06414087) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.08373075, -0.009742751, -0.087862976, -0.071887806, 0.020090798, -0.06334507, -0.037911184, 0.08988327, 0.016569808, 0.0368165, -0.012309093, 0.038598012, -0.014364159, -0.034353472, 0.023268726, 0.01683538) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(0.039903924, -0.082714155, 0.03121376, 0.07840486, -0.0022914787, 0.057187166, -0.123530276, -0.03206679, -0.013528226, 0.06654601, 0.04288165, -0.07603719, 0.12341525, -0.014339065, -0.11904591, 0.07730449) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(0.0019870196, 0.026217094, 0.020562384, 0.045966443, -0.15828438, -0.013037274, 0.05006155, -0.032622553, 0.024325175, 0.02413631, -0.1660916, 0.0053578042, 0.022966726, -0.002320646, -0.02297697, -0.07978915) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.08327273, -0.09480746, 0.07788147, 0.011058919, -0.06828601, 0.06321058, -0.05622566, -0.025430666, 0.055735745, 0.075442195, -0.04450007, -0.076296136, 0.124788605, -0.07611515, 0.021319138, -0.076115035) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.0008049794, -0.07036849, 0.07529526, 0.010628053, 0.14685307, 0.013269007, -0.0050777295, 0.076098755, 0.119944714, 0.06852327, -0.061064843, 0.018537557, 0.046279043, -0.041587595, -0.066113524, -0.014499317) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.056823332, -0.098847955, -0.14716429, -0.007734367, 0.024103262, 0.0011403817, 0.035371028, -0.037886094, -0.016439497, 0.075764425, 0.10145809, 0.09428311, -0.04909143, -0.06144114, 0.049818728, -0.08509077) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.076122, 0.065811746, 0.0050751506, -0.085049294, 0.018289493, 0.049851168, -0.11702433, 0.053260617, 0.075591534, 0.025404587, -0.04301199, -0.028843474, 0.031004962, 0.050720736, -0.097381085, 0.025634453) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.022931518, 0.08285007, 0.06451306, 0.059067618, -0.123449504, -0.036387432, 0.053533766, 0.027387524, -0.047908846, -0.044387992, -0.045430817, 0.056758776, 0.09140255, -0.06755245, -0.050027132, 0.05546279) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.039138664, 0.07875287, 0.027342793, 0.018269237, -0.028000182, -0.09444066, 0.01283063, 0.027388897, 0.020714886, -0.11064489, 0.12930675, 0.04760198, 0.007000449, -0.124130696, 0.06392878, -0.009571566) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(-0.04884932, 0.031565405, 0.02258524, 0.039457366, -0.029575286, -0.06631955, -0.036614828, -0.019468676, -0.06530678, -0.058188614, 0.050736517, 0.021937635, 0.05916833, -0.08148601, -0.12167799, -0.04819995) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.0038426602, -0.06850665, -0.08899406, 0.06699124, -0.16257523, -0.049419936, 0.051817678, -0.029811293, -0.16122158, 0.04241034, 0.026693529, -0.068936676, 0.00062910054, 0.06381026, 0.03775243, 0.095048204) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.114128545, 0.08971201, 0.11484016, 0.061043, -0.038567886, 0.04451493, -0.060092278, -0.05064437, 0.02704619, 0.0090989405, 0.106074624, -0.0117297955, -0.014801792, 0.027876044, -0.0048597245, 0.07077345) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.091560714, -0.06833524, 0.11300207, -0.040428422, -0.05921099, -0.033685703, 0.08646066, -0.03205203, 0.011524498, -0.018763993, 0.017571291, -0.021773798, 0.051877115, -0.050145607, -0.06603591, 0.035110038) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0066810246, 0.0018481286, -0.00033951848, 0.0037572116); + result += mat4(-0.1454234, 0.118577346, 0.084146135, 0.066284634, -0.05101599, -0.08149609, 0.031527247, -0.07957793, 0.12625901, 0.066853456, -0.0029544479, 0.073815085, 0.08522063, 0.09901475, -0.037469815, 0.078106254) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.01289617, 0.06096581, -0.15403537, -0.02093399, 0.002858162, 0.0024964819, 0.008340329, 0.012466045, -0.2004266, -0.0730933, 0.03813624, 0.0035200994, 0.015131022, -0.0044399016, 0.061771918, 0.07339305) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.04218197, 0.00020500412, -0.1466217, 0.00788484, 0.09071201, 0.06298282, -0.04777026, -0.026916701, 0.08549407, 0.037023045, -0.044494413, 0.016929444, -0.19886985, 0.1034652, 0.04188245, 0.12797941) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.10237709, -0.054812647, -0.074669264, 0.0798559, -0.0568912, 0.01644331, 0.005844843, 0.080499396, -0.038965426, -0.05859596, 0.053307746, 0.05285595, 0.12713034, 0.08930979, -0.054491132, 0.019827506) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.043532547, 0.051361617, 0.0933233, 0.116320446, -0.16903198, 0.008767033, -0.030514091, -0.066253945, -0.046870757, 0.07323487, -0.005941338, -0.04186942, 0.04575262, 0.100002594, 0.07766617, 0.07395104) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.0450105, 0.04202919, 0.081205994, 0.053258803, 0.093528576, -0.04744671, -0.003414659, -0.030952234, 0.09073237, -0.08408553, -0.1174407, 0.034149628, -0.08730266, 0.1325132, -0.04100704, 0.11679973) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.100412324, 0.11315079, 0.036506858, 0.05694918, 0.083782844, 0.021082915, -0.06631393, 0.04188376, -0.033586428, -0.030874563, 0.11311604, 0.031918373, 0.12500961, 0.08690077, 0.031937458, 0.033336878) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.014534382, 0.08735154, -0.026447445, -0.084672004, -0.20705302, 0.1242548, -0.0389478, -0.0070381938, -0.0588029, -0.13053258, -0.02075563, 0.021001264, -0.05170915, 0.084028296, -0.07517903, 0.065952346) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.0012252101, -0.07451598, -0.033966653, 0.02390212, 0.029329054, -0.0045831637, 0.07054244, -0.025765272, 0.1430734, 0.07365544, -0.09561248, 0.08303349, -0.22779103, 0.061753545, 0.14546189, 0.0039736764) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.026149828, -0.044212833, -0.012675749, 0.07027747, -0.051998332, -0.11558332, -0.09068986, -0.07972171, -0.024001436, 0.045933094, 0.09264502, -0.009699684, 0.04500048, -0.05090335, -0.0791226, 0.041675277) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(0.055448078, -0.0060178945, 0.02160403, -0.04589085, -0.051498875, -0.010691182, -0.0013664045, 0.03066512, -0.07825448, -0.046468273, 0.03441964, -0.06143529, -0.05672327, 0.10859777, 0.024001617, 0.12236595) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.04954981, -0.04627807, -0.014824093, -0.05499597, -0.051462006, 0.114274025, 0.025271203, 0.063367695, 0.02247477, 0.011910081, 0.025904654, -0.059994083, 0.060370713, -0.009014798, -0.01096902, 0.018991174) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.06212963, -0.037682705, 0.093602516, 0.079849616, -0.0064481767, -0.03757647, 0.030108245, -0.08893344, -0.08896451, 0.0723719, -0.035507396, 0.06133571, -0.042825088, 0.09254827, -0.039762318, 0.0012638742) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.05904563, -0.08937669, -0.08826863, -0.020859515, 0.09721846, -0.07401241, 0.008023233, -0.0637347, -0.059410468, -0.03800932, 0.027755333, 0.047766387, 0.066135965, -0.045825053, -0.06414474, -0.05540975) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.051311087, -0.07329846, -0.13850693, -0.0489808, -0.03044198, 0.031429823, -0.092998624, -0.011503082, -0.078357786, -0.0884399, 0.08209499, -0.0995643, 0.059562206, 0.06387708, 0.081705794, -0.028933045) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.0004699991, 0.021435106, 0.07735045, -0.014011949, -0.056538478, 0.02904583, -0.021282595, -0.031618547, -0.059026733, 0.027998162, 0.063502684, 0.030422583, 0.075260825, -0.10898081, 0.049877573, 0.009992306) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.05871868, 0.011773306, 0.022084963, 0.08591861, -0.070329554, -0.00072259957, 0.038799036, -0.04182448, -0.041663475, -0.08321671, 0.104287185, -0.021555195, 0.04244171, -0.03758001, 0.00066069525, -0.12156332) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.076814964, 0.09758016, 0.03138593, -0.030252011, -0.05913354, 0.104816064, 0.06704845, 0.040433362, -0.055283453, 0.056353707, -0.11159921, 0.037754025, -0.004427586, -0.0004914108, 0.13628483, -0.06341698) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.024136063, 0.07607527, -0.032061264, 0.039754894, -0.010457682, 0.0738129, 0.1085042, -0.02759308, -0.087814994, -0.10755414, 0.021634692, -0.08233453, 0.1388553, -0.07608767, 0.03985297, -0.03455183) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.05793486, -0.0090506645, -0.023590881, 0.003340485, -0.027419362, 0.06919082, 0.0658351, 0.023126066, 0.006824024, 0.08351131, -0.024374982, 0.03228356, 0.08016631, -0.08992874, 0.06411562, -0.13021068) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(0.061547063, -0.021399893, -0.036271673, -0.067708366, 0.078203745, -0.16349828, 0.06368653, 0.020010969, 0.043094426, 0.03070092, -0.09291343, 0.085171215, 0.12276945, -0.12985668, 0.017018663, 0.03567269) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.067393675, -0.025191845, -0.04170705, -0.03343983, 0.043370638, -0.12779607, 0.10574491, 0.0069314106, -0.1520044, -0.046314694, -0.027748331, 0.059878204, 0.017876094, 0.039548434, 0.06324159, 0.09951334) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(-0.05495965, 0.026664728, 0.025717601, 0.004542937, 0.15527771, -0.18659808, -0.008367487, 0.119065136, 0.034977805, -0.117919065, -0.047038946, -0.06551022, 0.15309483, -0.068232216, 0.07953068, -0.01323979) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(0.0956731, -0.08788485, 0.011524555, -0.04699746, -0.037722234, -0.092778265, -0.05981695, 0.07778271, -0.035871822, 0.020731458, -0.004162883, 0.029628864, -0.077507265, -0.10310359, 0.021788452, 0.05970088) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(-0.07305806, -0.037522916, -0.019791115, 0.028759956, -0.07264272, -0.0007600045, 0.042086277, 0.106680356, -0.048898257, -0.023220344, 0.07156301, 0.071274914, -0.060965247, -0.008249694, -0.036432154, 0.034249965) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(-0.07765611, 0.0015133177, 0.05081859, 0.015981873, 0.049812507, -0.02736955, 0.13716494, 0.08703195, 0.05770408, -0.11613698, 0.023872001, 0.054330304, -0.0018195465, -0.063827984, 0.056237247, -0.012760243) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.086154416, 0.09053662, 0.04702018, 0.036486305, 0.015328876, 0.11403385, -0.0038906918, 0.006706476, 0.04416702, 0.08125307, 0.16605811, 0.070107825, -0.15009555, -0.010306457, -0.07571526, 0.105302475) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(0.16585678, 0.006997362, -0.1668906, 0.06719737, 0.03096391, 0.018266402, -0.048931785, 0.06787526, -0.0014698552, -0.026484417, -0.08039259, -0.03251278, 0.12423963, 0.04769175, -0.05937632, 0.05894416) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(0.06243448, -0.031221254, 0.14768405, 0.06138782, 0.063099526, 0.088196695, 0.064215824, 0.010639811, 0.09197867, -0.058328636, -0.019648153, 0.016167877, -0.08816055, 0.101929225, -0.018412963, -0.04818977) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(0.15056632, -0.005338355, 0.019739006, 0.06011089, -0.08665764, 0.1311835, 0.083491445, -0.030110419, -0.044864528, -0.014645265, 0.027940549, -0.06493915, 0.06801923, -0.030797103, -0.05010062, 0.040488742) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.09481882, 0.014731595, -0.017823419, -0.02143837, 0.13080212, -0.050590463, -0.012127482, 0.0877929, -0.09974944, -0.0027693347, -0.027631015, -0.03292151, 0.12239431, -0.022260481, -0.10427207, -0.06088693) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(-0.029735504, -0.029024538, 0.12550315, -0.084285304, 0.009094124, -0.14734475, 0.058959715, 0.030490452, 0.18130562, -0.08063439, 0.01925063, 0.023829538, 0.035302434, -0.022123355, 0.118306, -0.022762377) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(-0.034619235, -0.03167371, -0.054103382, 0.058093533, 0.041657425, -0.013603392, 0.030933315, 0.06974444, 0.091755524, -0.034154892, 0.021488694, 0.018578546, -0.011004275, -0.008613081, 0.028657312, -0.0047700997) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.0120926, 0.023917872, 0.0262775, -0.04173089, 0.037732355, -0.091555975, 0.049871568, -0.08338451, -0.09875712, -0.19642112, 0.03146158, -0.03953602, 0.098439224, 0.020397203, -0.053868234, -0.016795594) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(0.0011602946, -0.12256907, 0.0070945174, -0.073831305, 0.012441584, 0.025959643, 0.081596054, 0.016617317, -0.031246653, -0.11973777, 0.07767776, 0.0072939587, -0.06466798, -0.048101872, 0.040551364, -0.022208422) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.00944659, 0.10397561, -0.025655437, 0.00960561, -0.0712601, 0.06387639, 0.065150104, -0.0055779214, -0.041771233, -0.103746615, -0.0939936, -0.14549525, -0.05317687, 0.07165311, 0.10812223, -0.117206655) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.07314815, -0.030602608, 0.0753387, -0.07211454, 0.02311026, -0.062393304, -0.09600432, -0.21508797, 0.025208328, 0.075611934, -0.05395224, -0.02079858, 0.025772288, 0.072143905, 0.074937545, -0.027703132) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.10124499, 0.0038723678, 0.022313809, -0.052751344, -0.048767433, -0.1417307, -0.09222222, 0.06757776, -0.009814286, 0.07225264, -0.0018398877, 0.07246523, -0.020459592, 0.009849785, 0.010076836, 0.024380097) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.097515896, 0.004791476, -0.02347648, 0.046875156, 0.10574328, 0.2289319, 0.09889283, 0.018576175, -0.010059289, -0.054167964, 0.06732403, -0.014119568, 0.053408366, -0.063025914, -0.08673664, -0.015965277) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(-0.056150213, 0.011739436, -0.09352077, 0.0735997, -0.45809487, -0.37239575, -0.091849305, 0.0015338967, 0.04459794, -0.05312675, -0.038773175, 0.02441273, -0.040464673, -0.05109337, -0.00178304, 0.058900837) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.0037235778, -0.07493789, -0.1353163, -0.07278743, -0.051337015, 0.06607256, -0.23344202, -0.0075870603, 0.10837938, -0.0046916166, -0.032854363, 0.08871867, 0.0005172896, 0.07798124, -0.121774055, -0.010684336) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(0.012332442, -0.118479185, 0.017035518, -0.025442975, 0.14196905, 0.1851311, -0.01929749, 0.093844734, 0.0018614689, 0.04643459, -0.033437207, 0.015481818, -0.029304769, 0.059706766, 0.03626197, 0.031473402) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.025883036, -0.14627126, 0.06325601, -0.09912748, 0.45821056, -0.08591715, 0.2763777, 0.15779254, -0.021487791, -0.0037765363, -0.04048565, 0.0181231, -0.049982496, -0.0064925174, 0.1021058, 0.08960008) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(-0.12113948, 0.012924315, -0.06846636, 0.03265741, 0.1280957, -0.13998793, 0.05374097, -0.022573112, -0.0036039376, 0.0027757501, -0.09632231, 0.03360819, 0.015468094, 0.042097066, -0.13614953, 0.006829672) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.08023688, -0.095049046, 0.009876882, 0.06834242, 0.0655961, 0.13657208, -0.04211134, 0.041993123, 0.08273559, -0.012319871, 0.04909472, -0.056758363, -0.04582418, 0.033040587, -0.08918021, -0.06420592) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.047567245, -0.1074993, 0.0016674306, 0.061469264, 0.0037429365, 0.088540815, 0.015093785, 0.104382806, 0.0062642917, 0.019671166, 0.0039836094, -0.016627315, -0.057615653, 0.018678578, -0.003822078, 0.046533298) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.019267526, -0.008477927, 0.13440226, -0.04550798, 0.021552453, 0.048957575, 0.074986726, 0.052256156, 0.011582045, 0.0066711186, 0.021575436, 0.0019114021, -0.050752725, -0.011512204, 0.051235355, -0.017074872) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.032231793, 0.010694131, 0.021449527, -0.03739876, 0.0053523355, 0.07569886, 0.055539716, 0.022212598, 0.13948251, 0.019537766, -0.027708475, -0.04750084, 0.020528456, 0.12498933, -0.12636782, 0.09657737) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.017961543, -0.099722564, 0.046295077, 0.0671486, 0.07131119, -0.030150888, -0.18348105, 0.09365986, 0.017810026, -0.06386613, 0.017309401, 0.03585449, 0.02893193, -0.004493634, -0.13282871, -0.050458916) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.0044755214, 0.0674809, -0.0125082275, 0.042899255, -0.055455104, 0.16787113, 0.021250261, 0.09208303, 0.06934059, -0.014431691, -0.074047655, 0.068412766, -0.0072685676, 0.03794979, -0.026817178, 0.093638554) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.092658766, -0.006044878, -0.035185274, -0.03990764, 0.09308498, 0.011963026, 0.0002529632, 0.11368626, 0.066009365, -0.04096019, -0.046809055, -0.06261863, -0.069444954, 0.03111818, -0.060230218, -0.040573485) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(-0.0012155459, -0.03412794, 0.07880335, 0.031292517, 0.17758316, -0.04938767, -0.0061092633, -0.11288966, 0.10600489, 0.011883149, 0.11158336, -0.054690927, -0.009592237, 0.092298396, 0.012591039, -0.011041583) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(-0.06829021, 0.019724954, 0.04387375, -0.043795098, 0.06742926, 0.08836176, 0.110432565, -0.076149754, 0.069969945, -0.03781257, -0.013028746, -0.03995661, -0.048590347, 0.0149921635, -0.019191016, -0.0794191) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(0.020698624, 0.052340657, -0.035596106, 0.06789083, 0.07760871, -0.07223464, 0.08478535, -0.07300073, 0.08151059, -0.10764991, -0.024021786, -0.07015038, -0.049776234, 0.019536976, 0.02043777, 0.012433491) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.05534939, -0.16586958, -0.14105555, -0.038338445, -0.0013677037, 0.082903415, 0.015823673, -0.035727546, 0.08346175, 0.03030556, -0.010819836, 0.07886966, -0.05206609, 0.07558807, -0.06068811, -0.030996388) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.0649426, 0.077273555, -0.017755454, -0.030050296, -0.046959415, 0.019476846, -0.05001552, -0.050326947, 0.0226485, -0.04249172, 0.036188487, 0.012620431, -0.021555511, -0.02542055, -0.10351646, 0.051176738) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.06882997, -0.066215724, -0.073097624, -0.041493654, -0.011059722, -0.060888346, -0.02588293, -0.10664102, -0.024590584, -0.015145297, 0.08451634, -0.032758024, -0.019981166, 0.07461115, -0.058729645, 0.06392882) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(0.061676007, 0.008685339, 0.047308847, -0.058646258, 0.05074658, -0.014274243, 0.0673019, -0.018358633, 0.03818756, -0.029297026, 0.06002997, 0.044382412, -0.19935507, 0.08183828, -0.013328918, 0.07896204) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.105388194, 0.021633456, -0.014067796, 0.009244353, -0.09359239, 0.009304678, 0.043739196, 0.064076915, -0.11708416, 0.0462472, -0.090995826, -0.02400182, 0.03717528, 0.05020826, -0.032460086, 0.047955308) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.0010280552, -0.051729903, -0.022593834, -0.06508335, 0.009685854, -0.110936016, -0.17793489, 0.064129144, -0.070095286, -0.10186136, -0.04580074, 0.055767242, -0.028062927, 0.034761183, 0.14351593, -0.07553191) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.047071796, 0.027733685, -0.0013516316, -0.059180625, -0.015817903, 0.02569991, 0.023934582, 0.026201267, -0.032167286, -0.03726116, -0.017700013, -0.025227692, -0.0036948356, 0.01823647, 0.06731656, -0.045873992) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(0.093809985, 0.047506183, 0.0114046475, 0.0025597306, -0.1334071, 0.11983957, -0.002845128, 0.09950922, -7.8523175e-05, 0.009346356, 0.017692797, -0.03645581, 0.037867423, 0.06393451, 0.0550905, 0.01729647) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(-0.0534811, 0.013156531, -0.053110227, 0.033579573, 0.08972143, -0.028091667, -0.030649804, 0.048850354, 0.003962418, 0.03293476, 0.08222969, 0.07896115, -0.11662106, 0.08428309, 0.15771914, 0.022382049) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.09141887, 0.04750336, 0.032978144, -0.04192944, -0.036419097, 0.006506453, 0.019579696, 0.0049727843, -0.007138511, -0.023181388, 0.08306142, 0.08061582, -0.043635096, 0.05212665, -0.005764586, 0.028012984) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(-0.037996557, -0.006601166, 0.047187693, -0.06311132, 0.05470213, 0.08672038, 0.026914328, 0.00061445194, -0.090269215, -0.0056970455, 0.072329365, -0.0047329427, 0.032639872, 0.027906643, -0.00464545, 0.066900544) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.01233397, 0.07222661, 0.0035222492, -0.032776203, 0.07378816, 0.051363077, 0.028668215, 0.0818917, 0.03229149, 0.05336913, 0.022694286, -0.020728387, -0.11795673, -0.022303509, 0.027222073, -0.1325761) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.003809092, 0.12103966, 0.019501863, 0.011481161, -0.032050677, 0.10492036, 0.04719302, 0.053977445, 0.011954212, 0.007759828, -0.060119923, -0.020732282, 0.07230989, 0.030046526, 0.054075442, -0.04449091) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.028871961, -0.025497233, 0.035111364, 0.06600613, 0.064106286, -0.084959045, -0.0751081, 0.008251171, 0.017813053, -0.07015104, 0.02790539, 0.05356124, 0.060199704, 0.05943656, 0.06722794, 0.13412511) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.1445173, -0.15655605, -0.08112188, 0.038785387, 0.014519277, 0.038636338, -0.17073762, -0.028946156, 0.050480306, 0.00094400614, -0.046985604, -0.05800863, 0.02938674, -0.06498928, 0.06548649, 0.006211968) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.030735983, 0.01647197, 0.0071589067, 0.10151262, -0.00020053051, 0.12835763, -0.012673461, -0.024257768, -0.094545305, 0.031187905, -0.088839024, -0.030490516, -0.08861047, 0.013100262, 0.04558413, 0.02191031) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.049921937, 0.07283791, 0.051318806, 0.083581395, -0.07247913, -0.037460387, 0.02706539, 0.07018249, -0.047635417, 0.09073333, 0.03405237, -0.07263553, 0.05830708, 0.06323497, 0.06785569, -0.031078683) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.05876982, 0.0034128858, 0.019529285, -0.037030995, -0.04625523, 0.07436531, 0.11989561, -0.07867028, 0.073051706, -0.005931688, 0.042963002, 0.03182493, 0.01396922, 0.03529996, 0.038327496, -0.10216107) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.003744023, 0.004870065, 0.00056463777, 0.0051579904); + result += mat4(0.06846735, 0.020906022, -0.052735206, 0.06254394, 0.011189268, -0.04632401, 0.08487812, -0.019326968, 0.028731536, 0.078733765, 0.049371026, -0.014876194, 0.178366, 0.00089044956, -0.0421401, -0.030461717) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(0.062325638, 0.13597403, -0.0522696, -0.007233695, 0.064067766, 0.021936687, 0.038012225, -0.017676266, -0.055330243, 0.052786075, -0.0416165, -0.04537908, 0.065348856, -0.028589722, -0.037748083, 0.044201877) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.029778155, 0.084842846, -0.046133053, -0.012237669, 0.1070076, 0.0112756835, -0.07336129, -0.08949529, 0.04841557, -0.065667965, -0.004705498, 0.024933007, -0.032954793, 0.12286488, -0.04912803, 0.07578236) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.17954022, 0.096989706, -0.10397003, -0.05131605, -0.06556684, -0.013882195, 0.012111392, -0.019121448, -0.03729823, -0.033649657, -0.05898776, 0.009589689, -0.0029119656, -0.053572025, -0.03605525, -0.013553741) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.03787153, 0.037385587, -0.005686847, 0.15763344, 0.009408978, 0.044804987, -0.048841193, -0.061910678, 0.043059584, 0.00929426, 0.06893808, -0.035996955, -0.0568531, 0.081814915, -0.14410943, -0.14000413) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(-0.005200054, 0.013040009, 0.07655291, 0.002630008, 0.0064204177, 0.028295381, -0.11398628, 0.012945082, -0.09437754, -0.12553217, -0.102056175, -0.030106822, -0.015990794, -0.08203441, -0.11809439, -0.032000497) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.057965983, -0.107841924, -0.09493145, 0.08932851, 0.13715027, 0.014039646, -0.048187297, -0.08610366, 0.06149587, -0.008499362, 0.02294081, -0.036505777, -0.0013138453, 0.005065025, -0.09039269, 0.027581697) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(-0.056370217, -0.034675233, -0.08059412, 0.02621469, -0.059545293, 0.08119379, -0.010797446, -0.05600982, -0.053261306, -0.0026077055, -0.037882946, -0.00028856145, -0.04011465, -0.0071797003, 0.010439201, -0.028104486) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(0.052025314, -0.072031684, -0.03209266, 0.11075055, -0.05985592, -0.01060547, 0.01387234, -0.058470163, 0.05714156, 0.04993751, 0.00388142, -0.008095163, -0.17499527, -0.03270615, 0.10519208, 0.059092633) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.060266104, -0.041237745, 0.041911807, 0.09812712, 0.037394874, 0.06760783, 0.008624535, -0.034502484, 0.07407191, 0.08079325, -0.22444727, 0.06092887, -0.027044335, -0.08720241, -0.026266506, 0.011823099) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.09512609, -0.043037415, 0.017516283, -0.069721565, 0.058594655, 0.03104387, -0.060501155, 0.0870694, -0.004529748, 0.11892672, -0.096124575, 0.0029507324, 0.044006918, -0.020828968, -0.020181943, -0.005507399) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.14454062, 0.025602356, 0.1043259, -0.058483917, -0.021097125, -0.0013623851, -0.009642451, 0.019308152, -0.080670625, -0.040985428, -0.019426048, -0.025615541, -0.038995545, -0.12254544, -0.009502445, 0.022095283) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.021494536, -0.0112036895, 0.016460426, 0.15042785, 0.03442728, 0.04954993, -0.007987884, -0.050649263, 0.003376389, 0.077782355, -0.066691905, -0.008251065, 0.11555165, 0.041291762, -0.054530397, 0.040192727) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.01232892, 0.044582408, 0.028808637, 0.034783065, 0.0068246447, 0.07713295, -0.1460967, 0.01663489, -0.06029968, 0.042767856, 0.026165351, 0.07657759, -0.041379403, 0.15543364, 0.040179648, 0.012467017) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(-0.0023207045, 0.05736371, -0.01132253, -0.1534512, 0.07485476, 0.02739037, 0.07676418, 0.01020324, -0.1187346, -0.09200833, 0.070962034, -0.04863679, -0.06715823, 0.07265024, 0.08408705, 0.0010903036) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.024114786, 0.06446153, 0.029690359, -0.11670471, 0.118216984, 0.052959505, 0.02448341, -0.06599091, -0.050498147, 0.033372656, -0.005300518, -0.031294465, 0.10214152, 0.07824243, -0.010360454, -0.13248253) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.1414404, 0.004092192, -0.014139859, 0.06583774, -0.011890989, -0.052403595, -0.032660343, 0.13355012, -0.023351131, -0.07547985, 0.104361646, 0.013764869, 0.10141547, -0.11751049, 0.040695943, -0.1948841) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.049919527, -0.0029951532, 0.06338027, 0.031926338, -0.06130881, 0.10182471, -0.10721121, 0.086533025, 0.024608426, 0.05739487, -0.1212114, 0.078359485, -0.109681785, -0.12131577, -0.11682675, 0.0031116193) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.07831664, -0.035689194, -0.03527999, -0.043032955, -0.12290076, -0.09080753, 0.12231854, 0.029947743, -0.025398241, 0.07999272, -0.12603007, -0.081264205, 0.0277639, -0.04373436, 0.055347405, -0.131465) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.02541266, -0.1256484, -0.085705645, -0.013263183, -0.040224005, -0.05270937, -0.0026769575, 0.056716423, 0.13118586, 0.07022212, -0.08397483, 0.10328523, 0.08287278, -0.027878696, 0.01902678, -0.06677355) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(0.028777877, 0.11086367, 0.04308157, -0.05229589, -0.008462096, 0.05552019, -0.053677414, 0.0138355475, -0.038781203, -0.029743066, 0.034048155, 0.032000605, -0.026168112, 0.0004236296, 0.046753205, -0.063461035) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.075283185, 0.00899224, -0.051217236, -0.056587532, -0.04828392, -0.032860726, -0.045876265, -0.029209381, -0.1541533, 0.06720572, 0.054422125, -0.02866607, -0.08794386, 0.022420552, -0.058106966, 0.03575867) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.03916231, 0.08555684, -0.088987134, 0.021489194, 0.024067761, -0.11974007, 0.09833582, -0.121529706, -0.17389154, -0.01299806, -0.039932624, 0.026737932, 0.049899634, -0.12711392, 0.040493857, 0.003466314) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(0.06102618, 0.026743783, 0.07239618, 0.029338099, 0.04955603, 0.009491897, 0.0008369078, 0.054401115, -0.020695686, 0.028992388, -0.02133122, 0.068612196, 0.036271147, -0.06818659, -0.038204927, 0.045566205) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.064243816, -0.010918527, 0.021009004, 0.009975176, 0.036581032, 0.07069516, -0.016712269, -0.09621008, -0.06402951, -0.0067863055, 0.054012455, 0.0142729785, -0.032235358, -0.053390626, -0.0709931, 0.029953102) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(-0.041737095, 0.026268642, -0.019955106, -0.121917635, 0.02430028, -0.0053680204, -0.11221418, 0.12268428, -0.0653812, 0.008196103, 0.019962646, 0.07343737, -0.014857356, -0.007706544, 0.031310216, -0.039224807) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.055153407, 0.1201757, 0.014910485, -0.041863848, 0.08641824, -0.047126733, 0.03153363, -0.03731821, -0.014664259, -0.04255379, -0.07980397, 0.041875847, 0.09858229, -0.012495974, 0.024915196, -0.045838844) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(0.005927034, -0.006315491, 0.10169004, 0.04798741, 0.025085539, 0.07141469, -0.06679379, -0.0057335044, -0.12131783, 0.12775922, -0.07921675, -0.055179738, -0.027879836, 0.060247287, 0.050589498, -0.11108483) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.04696793, -0.016145974, -0.05256074, 0.028282398, 0.022240443, 0.122661404, 0.011428074, -0.1279471, 0.11401287, 0.086877026, 0.045713052, -0.087724, -0.16849732, 0.032219004, 0.069909416, 0.08741539) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(0.14066437, 0.067110345, 0.010936827, -0.007668058, 0.08217572, 0.00841441, -0.01941246, -0.06786596, -0.13226213, -0.08085224, -0.11149987, -0.061246075, 0.09291042, -0.04116771, -0.05506247, 0.019867012) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(0.077268966, -0.04896945, -0.055613294, 0.022682616, 0.18807432, -0.062316835, -0.057403825, 0.07387256, -0.066929854, -0.009007251, -0.020115238, 0.05232063, -0.15392567, 0.04770581, 0.07191161, 0.051973794) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(-0.21478997, 0.091474876, -0.030739518, -0.08158304, -0.02790185, -0.02979981, -0.021719921, 0.08204321, -0.12939404, -0.06735152, 0.09934753, 0.0012824747, -0.008693602, -0.020377485, 0.07784078, -0.12304573) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(-0.085281916, -0.029611537, 0.058781616, 0.043521415, 0.055174436, 0.009438932, -0.0013914962, -0.11142648, -0.08129252, -0.04870104, 0.13142738, -0.005071297, 0.04936838, 0.086221665, -0.06670232, -0.059800755) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.0123978695, 0.041609578, 0.094882555, -0.042822156, 0.028931918, -0.008546986, 0.000114796094, -0.1091503, -0.13006477, 0.06893068, 0.024614748, -0.03145258, 0.07281108, 0.11544433, 0.040181905, 0.012503706) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.0054365206, 0.095119804, 0.11055951, 0.019466052, 0.022754982, 0.013888814, 0.06129462, -0.11578633, -0.05445107, -0.039615244, 0.15302792, 0.110302314, 0.116525285, -0.0006115953, 0.12929587, -0.038521346) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.06512398, 0.061926305, -0.008084291, 0.035116784, 0.02375231, 0.019758748, -0.023034362, -0.009782914, -0.01007939, 0.05070668, 0.018011214, -0.0043852953, -0.080347784, 0.015872212, -0.025146695, -0.01332058) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.06011352, -0.15089753, 0.067033246, 0.012786638, 0.058768492, -0.15734772, 0.27038375, -0.14632265, -0.09580229, 0.048278365, 0.017851833, 0.028954787, -0.0010272993, -0.045458276, 0.11447305, -0.015022732) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.08995797, 0.029364645, 0.03475384, -0.05147952, 0.106936365, -0.017066497, 0.07715486, 0.13596886, 0.09231862, -0.033172823, -0.051674116, -0.04296102, -0.0050418586, -0.10764638, 0.015279778, 0.07496989) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.12156424, -0.037988137, 0.050076272, 0.01594717, 0.052990053, -0.07748455, 0.060284864, 0.035587624, 0.049477614, -0.079133056, -0.057939522, 0.0043415623, -0.002303934, -0.0134762935, -0.072031125, -0.05209605) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.057991978, 0.061251305, -0.045199364, 0.07096099, -0.008577397, -0.2599384, 0.13919918, 0.17660145, -0.008784007, -0.0246532, -0.0021464394, -0.022267051, -0.06861374, -0.09967094, -0.023346582, 0.14024962) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.09577922, -0.038292043, -0.17260629, 0.078615844, 0.029454043, 0.07253665, -0.05595646, -0.180276, 0.040220786, -0.119755425, -0.050313752, 0.028673591, -0.019038057, -0.004465893, 0.019879675, 0.05027829) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.023444101, -0.086703844, 0.029419716, -0.00113442, 0.20119664, -0.025611356, 0.15682045, 0.09031158, 0.00243881, -0.053269643, -0.017256362, 0.027917195, -0.058515046, -0.013399024, 0.08994863, 0.0035714835) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.064988725, -0.01322924, 0.08890545, 0.008832729, 0.42415693, -0.09322649, -0.21070673, 0.3951789, 0.020704292, 0.029130926, 0.0046257004, -0.0070671276, -0.09022319, 0.05440207, 0.020891106, 0.04141828) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(-0.030875014, 0.084602475, -0.08353568, -0.033656146, -0.01568491, 0.028286422, -0.09182198, -0.07100839, -0.04138483, 0.071349025, 0.017886164, -0.121415, -0.033885557, 0.0057150153, 0.0018305236, 0.09387769) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.0123145655, -0.0099281445, 0.04615881, -0.063446224, 0.01643084, -0.011173605, 0.073378086, -0.0008987534, -0.14478499, 0.06371908, 0.057060014, -0.057691164, 0.07834634, -0.026782714, -0.034304015, -0.04349605) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.026682276, 0.058032036, 0.052992783, 0.08640613, 0.062215608, 0.011175916, 0.06895342, 0.098698184, 0.04238471, 0.061910633, -0.035422835, 0.12650092, -0.043282706, -0.052077778, 0.017510325, 0.0391391) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.055350386, -0.11243646, 0.016253911, -0.017257173, 0.059547544, -0.03279304, 0.059083026, 0.13241072, 0.11585804, 0.007748599, -0.15230541, -0.082291655, 0.04977091, -0.09433375, -0.11558307, -0.044398483) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.03694274, -0.04757227, 0.033450104, -0.006906205, -0.039507255, -0.025179757, 0.06421492, 0.06318208, 0.12851301, -0.033888433, 0.052618366, -0.067583166, 0.023584934, -0.07171288, 0.009042901, 0.052614525) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.06865501, -0.08506733, -0.03181859, 0.091107994, 0.013501152, -0.052470803, -0.07013389, -0.083611645, 0.065679654, 0.03527835, 0.019509893, -0.005068851, -0.083922096, -0.07483168, -0.07798355, -0.060162324) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(-0.10568385, -0.068733856, -0.034105837, 0.101661384, -0.055912126, -0.115467705, -0.100008786, -0.039577864, -0.08001328, 0.052759133, 0.06730137, -0.08151633, -0.05223798, -0.08851479, -0.015127876, -0.035514206) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.08738335, 0.063933805, -0.06923387, -0.04498289, 0.08970926, -0.1280684, -0.026634673, -0.048193462, 0.06939812, -0.0055687865, 0.14315495, -0.065449394, 0.05319766, 0.09562006, 0.018232567, -0.0068880664) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.019638283, 0.029776422, 0.09846647, -0.0018766077, 0.04539501, 0.026950909, -0.009732111, -0.089069754, -0.02190145, -0.022243822, 0.07034941, 0.039916843, -0.04829366, 0.022626007, 0.11650622, -0.09942129) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(-0.038089514, -0.072992, 0.06300367, 0.16943501, -0.13926145, -0.041970383, 0.088639595, -0.14727603, 0.0056853006, -0.064994924, 0.056964185, 0.07359896, 0.019292265, 0.060979106, 0.029346703, -0.04265193) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.029183106, -0.050026517, -0.078770116, -0.014796788, -0.09843477, -0.029030422, 0.028071817, -0.11035143, -0.004221629, -0.1170657, 0.14455308, -0.027150443, -0.039355103, -0.09308857, 0.061652742, 0.021465192) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.012062831, -0.023213759, -0.0657983, -0.07618228, -0.024795879, -0.05445502, 0.09607557, -0.10754038, 0.15597863, -0.017730268, -0.10101892, 0.11538386, 0.11280126, 0.023103496, -0.04814666, 0.0064585838) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(-0.09765952, -0.054239947, -0.0132161835, -0.046721194, -0.14888962, -0.059387676, -0.01650269, -0.09270816, 0.06224387, -0.016942, 0.0314212, 0.1423623, -0.087335885, 0.029983481, -0.027997935, 0.0033472553) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(0.0057658716, -0.021192549, -0.069001675, -0.06350078, 0.035925057, 0.049378388, 0.06646266, -0.10569743, 0.019708699, -0.11553864, 0.032608114, -0.011889396, 0.022661587, 0.047868066, 0.02103731, -0.038514327) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.14394201, -0.023957448, 0.06554235, -0.07161674, -0.05782059, -0.07552992, 0.09317427, 0.014325416, 0.07816694, -0.013390847, -0.057398427, 0.0379044, 0.03792542, 0.03255789, 0.07498712, 0.03614446) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(0.031551566, 0.06248341, 0.07569591, -0.017257998, -0.058447305, 0.07261866, 0.043408778, 0.06811565, 0.09551703, -0.030513262, -0.050053604, 0.08271029, -0.01252269, -0.04237621, 0.031728614, 0.017131992) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.048818547, -0.004054868, 0.05796488, 0.10060417, 0.04989325, -0.024786364, 0.029081058, 0.0128275445, 0.023292568, -0.110230334, 0.06500354, -0.025300438, -0.012592869, 0.08054506, -0.009014249, -0.071543425) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.009190626, 0.020073213, 0.13161026, 0.023810066, 0.0655364, 0.0020289188, 0.070556074, 0.028104233, 0.085571356, -0.069448866, -0.112842955, 0.0018542148, -0.00836836, 0.061638143, -0.024954794, -0.06287971) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.0777442, -0.0025372866, 0.038157776, 0.08322318, -0.008563062, 0.038341187, -0.04925698, 0.010730074, 0.07119472, -0.045390327, -0.030925635, 0.020801136, -0.0045577125, 0.014000937, 0.05288587, -0.05275179) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.021599513, -0.07084059, -0.089016594, 0.030028177, 0.033480838, 0.101015, 0.07489181, 0.04353765, -0.07102654, 0.033456057, -0.053162564, -0.0005686912, -0.23494233, -0.007813858, 0.12495595, 0.059529725) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.06711534, 0.075830065, -0.07966251, -0.07553609, 0.0147503605, -0.013223262, -0.04551362, -0.011257145, -0.012694605, -0.08958082, 0.06187837, 0.044504434, 0.041044578, -0.02663682, 0.003485268, -0.02617802) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.15290812, -0.024552645, -0.09029851, 0.017190058, 0.09260614, 0.05617855, 0.06164358, -0.038813833, 0.036533184, -0.013717633, 0.14508894, 0.027985066, 0.032225534, 0.1401639, 0.021510081, -0.08370948) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.018064985, 0.04841411, 0.011784491, -0.00284516, 0.050068155, -0.007230001, -0.07445653, -0.05416669, 0.012791681, 0.05012369, -0.15198144, -0.018468644, -0.13590245, -0.013564884, 0.09095281, 0.011901732) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.0797991, 0.013461552, -0.03779303, 0.07433649, -0.0048588063, -0.06511285, 0.06473454, 0.07474874, -0.054695174, 0.082647994, 0.08665234, -0.17189452, 0.011412084, -0.027717425, 0.014711496, 0.0047551463) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(0.10216377, 0.036662385, 0.044541545, 0.00046771983, 0.0036661623, -0.08293504, 0.14332078, 0.006545568, -0.040461604, -0.107852384, -0.017785491, 0.021744784, 0.103127725, 0.039981324, 0.014377891, 0.094433926) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.030446777, 0.08244882, -0.019188235, 0.050039105, 0.052524067, -0.0561168, -0.12180259, 0.038321923, 0.04775349, -0.073457465, -0.04209007, 0.031027488, -0.06965118, -0.099260926, 0.12210426, 0.0036331296) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.014520563, 0.048301473, -0.06791086, 0.01625226, 0.031684645, -0.07458947, -0.116040595, -0.0645365, -0.011072574, 0.020535178, -0.09332042, 0.026152479, -0.16180445, 0.020102587, 0.04551129, 0.007019158) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.024445016, 0.021846805, 0.114462204, 0.07642519, -0.09132519, -0.011418861, 0.051222786, -0.007874475, 0.14284293, 0.0103699295, -0.07609448, 0.011053131, -0.03580652, 0.08496922, 0.02774456, 0.021535328) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(0.11077886, -0.0017219923, 0.038973223, 0.017248789, -0.051838186, 0.07698393, -0.09820654, -0.019634092, 0.07189122, -0.005516489, -0.083289616, 0.06798331, -0.07575297, -0.066030525, 0.10271427, 0.03930737) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.00010800735, -0.0060253716, -0.00014175977, -0.0024079708); + result += mat4(-0.05891607, -0.055818416, -0.025703147, 0.014893444, 0.041632358, -0.061393894, 0.01138957, -0.0003060534, -0.002770325, 0.0123026585, -0.0027956546, 0.0412105, -0.09062184, -0.01931541, -0.044927172, 0.039003454) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.08372776, 0.07368329, 0.05993131, 0.096041, 0.030658238, 0.01783835, 0.0279946, 0.017525857, 0.0035396735, -0.100731716, -0.04346371, -0.074386746, -0.03412513, 0.06843029, 0.019430036, -0.026856251) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.03714345, 0.0073623657, 0.067051426, -0.09731394, 0.02180703, -0.08836557, -0.05873427, -0.07609786, 0.047711704, 0.028371241, -0.12575391, 0.068714924, -0.019853454, -0.0108744325, 0.034402438, -0.03947283) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.0064668865, 0.046585217, -0.045046937, -0.010090959, -0.057889603, 0.053252976, -0.02949186, -0.005010347, -0.03681916, -0.049421515, -0.014790797, 0.05104032, 0.036831297, -0.04565253, 0.08468103, 0.033914186) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(0.06379281, 0.10606919, 0.055790827, 0.046800736, -0.057342067, 0.041786883, -0.061238263, -0.03692814, -0.03947566, 0.037991215, 0.021252612, 0.0021608882, -0.021783317, -0.026893621, 0.07806203, -0.100642905) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.08187347, -0.06206358, 0.080680564, 0.047941677, -0.002277811, -0.059837025, 0.044087354, -0.06582973, 0.084604695, -0.023997072, -0.067719825, 0.05046579, 0.023828821, 0.03939754, -0.071708836, 0.04752016) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(-0.029952725, -0.09667125, -0.00066138123, 0.04769464, 0.079400405, 0.024411255, 0.05884881, 0.079120815, 0.047340587, -0.024291163, 0.038562726, 0.020604441, 0.010575722, 0.10967317, 0.014376675, -0.038327277) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.06287125, 0.070674025, -0.010538649, 0.03203308, -0.019796101, 0.051727124, 0.047506157, -0.05524831, -0.0042553185, 0.07679921, -0.07532232, 0.15636891, 0.011520409, 0.13203236, 0.0507361, 0.05706136) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.054613933, -0.037091885, 0.0009065115, 0.015578806, 0.029945353, -0.09977472, 0.014429149, 0.03598694, 0.00075545243, 0.0016660051, -0.04826273, -0.060955096, -0.018016335, 0.0853128, -0.017284924, 0.030501008) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.03428711, 0.026091322, 0.020565135, 0.08366415, -0.0029549603, 0.007559108, 0.034051366, -0.08350958, 0.012856849, -0.0010009388, 0.060871813, 0.011225134, -0.04035431, -0.0038169436, -0.00057985407, -0.024633229) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.010531846, 0.08934077, 0.051038563, -0.09843234, -0.06672527, 0.11225655, -0.0028012474, 0.051177386, -0.012679681, 0.031802446, 0.07369037, -0.010714595, 0.04583904, 0.0755224, 0.00023063405, 0.0680831) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.017600548, 0.06502304, 0.049715288, -0.07262733, -0.007515421, 0.024174131, 0.057123113, -0.024273023, -0.083369605, -0.03708399, 0.03823819, -0.026998373, 0.044279948, 0.016334454, 0.0019526624, -0.08235597) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.12288613, 0.03513285, -0.06324576, 0.088840716, 0.031426866, -0.038318116, -0.0077608493, 0.07648296, -0.008145227, -0.06567107, 0.027106209, -0.013306976, -0.10697064, -0.05888695, -0.044972606, -0.044149198) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.03787096, 0.058683846, -0.08714045, 0.021734657, -0.027938997, -0.027559884, -0.05259493, -0.00527079, -0.0968518, 0.08639186, -0.06299825, -0.017630886, -0.18182836, 0.04028746, -0.023016887, -0.16718754) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.10821648, 0.03125528, 0.07131545, 0.09464252, 0.050715107, 0.17174575, 0.09164212, -0.00040434167, -0.04257271, 0.038092274, -0.031484306, -0.032089632, 0.016541718, 0.083913535, -0.035890467, -0.114216514) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(-0.035519592, -0.019508332, 0.10797242, 0.05217214, 0.06258685, -0.046536937, -0.07664148, -0.1048046, -0.022738276, -0.0028893736, -0.08300824, -0.0799885, -0.0202188, 0.16008598, 0.05311595, 0.14601421) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.0057513756, 0.14138156, 0.044822935, 0.07209472, 0.08130084, 0.038273875, 0.08884316, -0.01243985, 0.0009328225, 0.0114472415, 0.013494356, 0.013273342, -0.024302782, -0.029582668, 0.13231325, 0.113158874) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.010437825, 0.012448457, -0.056652248, -0.0887728, 0.03914561, 0.053675838, -0.122133225, 0.05794023, 0.041938316, 0.06729166, -0.05227809, 0.015268755, -0.008313473, -0.024801048, -0.0054720705, 0.14827597) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.028761204, 0.07333062, 0.022365144, -0.009992802, 0.10757404, -0.05120705, 0.079621606, -0.12650292, -0.019798081, -0.069985814, -0.014832247, -0.044227026, -0.015865823, 0.06849617, 0.008620538, -0.0089411475) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.025614668, 0.052395683, 0.048013028, 0.053321097, -0.018943906, -0.0911834, 0.020315137, 0.009568774, 0.053061645, 0.021918423, -0.05401135, 0.07646233, -0.042207897, -0.047038857, 0.11283149, 0.119577765) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(0.041562404, -0.087873235, -0.04447696, -0.008090757, -0.014695838, -0.029645171, -0.052447904, 0.008476244, 0.030555818, -0.030299786, -0.02417144, -0.100255094, -0.030237572, -0.03736984, -0.010838179, 0.0338734) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(0.02034669, -0.031184968, 0.036080092, 0.029294787, -0.027910544, -0.10997921, -0.08212682, -0.023281157, -0.09701014, -0.04667296, 0.07236996, -0.06875987, 0.0018313085, -0.027728437, -0.11319556, -0.06688292) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(-0.18328162, -0.09410946, -0.017946959, 0.07484558, -0.12638044, -0.08282636, -0.13124168, -0.0024222662, -0.0070708496, -0.08760912, 0.047766224, -0.12082213, 0.02096226, 0.0777324, 0.00078988506, -0.021013662) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.024043836, 0.015182105, -0.09119308, -0.09507997, -0.028330164, 0.06682432, -0.055507433, -0.031032162, -0.059383262, 0.089720845, 0.06044238, 0.0032397076, -0.05410032, -0.1163895, -0.08073255, -0.0058232564) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(-0.017943654, 0.06840554, 0.07012803, 0.013843289, 0.017205507, -0.011223481, -0.022196978, 0.14360492, -0.092534386, 0.022194441, 0.04178856, -0.047393303, -0.009411746, 0.033234157, -0.06532909, 0.101727545) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.007434654, -0.1086224, 0.06935581, -0.012658257, 0.061572894, -0.011706881, 0.0308903, 0.0736597, 0.12987943, -0.05081095, 0.011523893, -0.03506991, 0.044780284, -0.013583677, 0.04943616, 0.046820614) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(-0.011473868, 0.05361749, 0.006936757, 0.03837745, -0.012945828, 0.015524374, 0.007673216, 0.13757087, -0.043397836, 0.02311259, 0.06405981, -0.062237494, -0.038214326, -0.04002505, -0.06322114, 0.07529249) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.051067293, 0.01441175, -0.025411477, 0.15705688, 0.0020218983, 0.037214328, -0.09342253, -0.043778367, -0.06211368, -0.15421464, 0.03005483, -0.12681845, 0.037709784, -0.035862956, -0.08261765, -0.052133225) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.07967775, 0.05226606, 0.018689651, -0.06403869, -0.007681651, -0.03723907, -0.047131635, 0.010881137, 0.009757213, -0.09395056, 0.078745216, 0.020392535, 0.021376725, -0.004695581, -0.0050038933, -0.116437994) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.07396499, -0.04467992, 0.037088443, 0.1149424, -0.07442583, -0.039374456, 0.013312073, 0.054966707, -0.03421485, -0.060300454, 0.13126172, -0.06293344, -0.04400627, 0.028728338, 0.037440896, -0.037900362) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.033876896, -0.01601887, 0.025593525, 0.006039605, 0.024364274, -0.04797028, 0.09693112, 0.05071231, 0.0026292186, -0.050802484, 0.12546101, -0.087659255, -0.00682104, 0.028917266, 0.040521294, -0.020344894) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.012789372, -0.03130457, -0.061474208, -0.08477137, -0.022471324, -0.09343703, 0.052898977, -0.04553556, 0.040092725, -0.06770857, -0.009832583, -0.15104657, -0.04463934, 0.07300527, 0.07721952, -0.08406604) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.058277108, -0.024997687, -0.048033778, -0.14751582, 0.02449909, -0.062831886, -0.06199041, -0.034332294, -0.102010205, -0.06996329, 0.12004006, -0.071520284, -0.07427497, 0.011991249, 0.016592449, -0.08865749) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(-0.01867152, 0.0009101457, -0.01117776, -0.15761206, -0.017810421, 3.277767e-05, -0.04121825, -0.0060248547, 0.1319718, -0.15207556, 0.07645303, -0.022329481, -0.041795425, 0.04243393, -0.062283445, -0.09860213) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(0.041777305, 0.026961304, 0.069987945, 0.1125452, -0.0165073, -0.02660315, -0.100314066, -0.04913101, 0.086327255, -0.009335691, -0.007720912, -0.0936823, -0.10425135, -0.112192966, -0.054848474, -0.008930241) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.059042953, 0.11067629, -0.015890103, 0.09766256, 0.047621883, -0.005980264, -0.02102074, 0.058904033, -0.012721662, -0.04240984, 0.028599694, -0.031879235, -0.09010318, -0.0645402, 0.054281007, -0.082549445) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.091450416, 0.06823795, -0.047209784, -0.021595096, 0.18368845, -0.033119474, 0.037184704, -0.14450079, -0.006730331, -0.045345884, -0.047405306, -0.022313895, 0.08320054, -6.6373104e-05, 0.049354605, 0.05473569) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.010599693, -0.033871964, 0.08865197, -0.07120556, 0.2243022, -0.043618366, -0.024650443, -0.03107622, -0.07248459, -0.0060660513, -0.015784867, -0.025589678, 0.00039407247, 0.013996792, 0.11280169, 0.011401994) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.09200231, 0.05192783, 0.037400156, -0.050846703, 0.035394825, 0.028383521, 0.053883303, 0.01812208, 0.0362687, -0.100066334, 0.07586878, -0.05114945, -0.03126923, 0.08520733, -0.026446797, 0.011980953) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.06071653, 0.15951839, 0.06685639, -0.10666966, -0.158203, 0.17492393, 0.32272932, 0.03761915, -0.035367247, 0.02447374, -0.08521716, 0.0817251, 0.060914174, 0.054594386, -0.066563554, -0.004885275) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.07185054, -0.026100524, 0.06956391, 0.05798612, 0.062055107, -0.07788397, -0.2215335, -0.09710465, -0.03763547, -0.026498605, 0.022033837, -0.056696787, -0.016676592, 0.049264174, -0.14244097, -0.14548786) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.00030008418, 0.022883503, 0.046351213, 0.016647276, -0.09939703, 0.06860946, 0.027000569, -0.003637559, 0.014364105, 0.0436147, 0.02167385, -0.035235547, 0.02709174, 0.12448186, -0.077609, -0.06734911) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.035540726, 0.082818285, 0.10640225, 0.055520054, 0.25656837, -0.07521005, -0.26976293, -0.20682111, -0.0010873412, -0.0076049403, 0.026772115, 0.070052534, -0.053952504, -0.04264002, -0.07538074, -0.010789174) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.022577604, -0.032595128, 0.05581884, -0.05637496, 0.1134154, -0.007498883, -0.0074866195, -0.020146132, -0.0060545104, 0.04140638, 0.011553352, -0.007779658, -0.05035119, 0.04231533, -0.1159343, -0.041411404) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.033997674, -0.01300362, 0.060521204, 0.030843811, 0.09011756, -0.04444579, 0.010557366, 0.06390006, 0.03865942, 0.038038485, 0.032360643, 0.03175655, -0.048345692, -0.053713158, 0.042862546, 0.01999215) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(-0.009029654, -0.015839593, -0.0008415983, 0.029903138, 0.027293481, -0.040350307, -0.13115652, 0.027611844, -0.06053977, 0.061337072, 0.068989396, 0.09488203, -0.086118855, -0.042966396, 0.05332237, -0.03993151) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.033072893, -0.02301849, 0.09666164, -0.021674484, 0.03977146, 0.021081645, -0.031614874, 0.011723562, 0.00068165746, -0.093443856, -0.087376624, -0.052463725, 0.13523975, 0.021700632, -0.047988154, -0.024414755) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.003364507, 0.059604894, -0.016751902, 0.011191916, 0.04449777, -0.061399654, -0.10788696, 0.0064491476, 0.008358763, -0.024177141, 0.0068715597, 0.061484665, -0.012053949, 0.08702497, -0.015229336, -0.07036682) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(0.017904243, -0.10239701, 0.031578973, 0.1432706, -0.047830492, 0.030587513, -0.06351282, -0.07946193, 0.009548698, -0.13196263, 0.077317916, 0.06651956, 0.051394757, -0.06613251, -0.039217785, -0.000102161626) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.026882699, 0.0076133595, -0.011881761, 0.083685525, -0.048107, -0.079271294, -0.08940324, -0.015527074, 0.0681865, -0.08179548, -0.07184748, -0.027342843, -0.035955604, 0.028861145, -0.0025470247, 0.099347614) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.018467726, -0.027150752, -0.07124559, -0.0808282, -0.111350276, -0.08718776, -0.05898684, -0.10300843, 0.09388607, -0.08031927, -0.05213167, -0.05010138, 0.09795802, -0.043414343, -0.013442392, 0.06726497) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(-0.061113965, 0.05249573, -0.013291015, -0.027990464, 0.07525972, -0.037400562, -0.027570518, 0.03025376, 0.058301542, -0.00991113, -0.04094608, 0.06037023, 0.068298265, 0.07331197, -0.062976345, -0.0815164) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.033827167, -0.005867483, -0.10483641, -0.0673539, 0.033584747, -0.027236478, -0.0021427039, -0.07869041, -0.01493794, 0.021678748, -0.06109411, -0.017292952, 0.030456912, 0.077925794, -0.021568073, -0.054193225) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.04762376, 0.025418248, 0.0025025953, -0.11649213, -0.008234075, 0.03518229, -0.032501448, -0.07989873, 0.047708966, -0.005987734, 0.03900678, 0.042927586, 0.025329221, -0.03461939, -0.039206788, 0.08232059) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.03826938, 0.011680362, 0.07731792, -0.06684018, 0.06040148, -0.027300991, -0.035361104, 0.043682802, 0.10329265, -0.055681083, -0.009697752, 0.015017509, 0.07700184, -0.004714174, -0.03362555, -0.0047102342) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.13924372, -0.0690446, 0.022191914, -0.12541771, 0.061454188, 0.01673397, -0.068967514, 0.06401603, 0.08639304, -0.14596094, 0.03429848, -0.07712268, 0.13027209, 0.028841615, -0.068355925, 0.012548832) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(0.024495505, -0.056479745, -0.042414196, -0.00951063, -0.031538535, -0.03353232, 0.0033490192, 0.011012555, 0.040643983, -0.0065900423, 0.04440702, 0.07220398, 0.045626614, 0.021800417, 0.124882095, 0.118016414) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(0.12942523, -0.004802336, -0.02056276, 0.01726196, 0.006923887, -0.011416048, -0.025601696, -0.02324903, -0.06723031, -0.0011436995, 0.04613145, 0.016824527, -0.11203403, -0.00091890263, -0.109971896, 0.055671837) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(0.0064730593, -0.056771252, -0.022314271, -0.13377938, 0.030712241, -0.040122893, -0.061507415, -0.030837838, -0.073205836, 0.07760601, 0.09313948, -0.038571, -0.015589485, 0.06175334, -0.05960568, 0.016294312) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.059321616, 0.041926414, 0.068366356, -0.07494138, 0.008720035, 0.104823604, -0.04432755, 0.061935626, 0.013494984, 0.009429721, 0.09286653, 0.012558406, 0.009171961, -0.009844101, -0.03379411, 0.11758488) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.030894462, -0.033103596, -0.03778012, -0.067914985, -0.05351728, -0.06479064, -0.016870918, -0.09408398, -0.08043218, -0.015742619, -0.01484155, 0.012425478, 0.047873296, -0.04742287, 0.05957968, -0.0005618238) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(0.059685986, -0.013049472, -0.05666807, -0.00968682, -0.10455128, -0.07583545, 0.048583936, -0.007676874, 0.05676029, -0.048909135, -0.0019415809, 0.068293236, 0.027117664, -0.017194163, 0.094369866, 0.05667501) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.031075524, -0.033919692, 0.068281, -0.026723804, -0.07270547, -0.004834097, -0.04459098, 0.04327511, 0.0012198207, 0.07535258, 0.00040769888, 0.018127592, 0.050823737, 0.026912814, -0.07275788, -0.032447472) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(-0.021461288, 0.020990511, 0.10006202, 0.0083914315, 0.0019283592, -0.09763618, -0.090835005, -0.009497216, 0.017019127, -0.093741484, 0.010192886, -0.05353938, -0.03774787, -0.08022948, 0.0068344646, -0.015532838) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(-0.08368494, -0.05503489, 0.07188303, -0.011911395, 0.08884825, -0.0015604271, -0.11350201, 0.061944272, 0.016814282, -0.10553847, -0.0017305467, 0.022885334, 0.0083703855, 0.00230571, -0.010123704, -0.07190447) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.018472152, -0.021339577, 0.051397167, -0.024673272, -0.010886927, -0.13126023, 0.080665104, 0.04719417, -0.08153049, -0.027909016, -0.056776077, 0.014227528, 0.01062346, 0.056648493, 0.0370948, -0.0843458) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(0.056890644, -0.019398227, 0.04421708, 0.123132974, 0.071698084, -0.0015067573, -0.0061808955, -0.010428517, 0.025756804, -0.08145282, 0.11189795, -0.035047166, 0.06368638, 0.10706635, -0.022892322, 0.0732603) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.0208906, 0.014064872, 0.025122993, 0.080707096, 0.0925971, -0.03994455, -0.044639815, 0.026335329, -0.0123001365, 0.042202212, -0.07550079, -0.10712752, 0.010719375, -0.08303557, -0.04082365, -0.1434208) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.011365811, -0.011319931, -0.088007614, 0.06914035, -0.00035818605, -0.04327692, 0.039622106, -0.014314688, -0.043067418, 0.07676943, -0.0645869, -0.007152693, -0.019215066, 0.062659636, -0.040148072, -0.072568715) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.06260198, -0.021592585, 0.051272288, 0.0149572, -0.060935963, 0.024973173, 0.04874284, 0.006408399, -0.066549696, -0.018406643, -0.044902887, -0.090200216, 0.10648487, 0.060248017, 0.062366378, 0.02011354) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(-0.049338702, -0.08505236, -0.020702435, -0.08719552, 0.03119708, 0.07414778, -0.07192403, 0.03382124, 0.11760936, -0.08562826, 0.06085735, 0.075226806, -0.025861744, 0.09010827, -0.09700145, -0.049685273) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.027805904, 0.01296522, -0.0036581114, -0.07801545, 0.066172354, -0.008460442, -0.07732261, 0.08201733, 0.020809105, -0.033417676, 0.08031244, -0.07328894, -0.11427932, 0.028229544, 0.056098722, -0.026376273) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.005779137, 0.00042278095, -0.006643014, 0.0032105937); + result += mat4(-0.028253032, -0.086946264, -0.035641264, 0.017218307, -0.049524646, -0.0054218136, 0.07356867, 0.05497261, 0.0034967894, 0.08287484, 0.013626619, -0.05920321, -0.033626165, -0.029896446, 0.026358752, -0.042374063) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.0109004015, 0.067438796, -0.12630554, 0.019525347, 0.037004344, -0.076981686, 0.020817578, 0.024258735, 0.003737925, 0.0043056384, -0.07315689, 0.21524364, 0.027668813, -0.08941938, -0.009379241, 0.024677476) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.0069841966, 0.008775142, -0.0293509, 0.02190016, 0.026718711, -0.04174519, -0.0362867, -0.06309356, 0.0582507, -0.09112459, 0.020383934, 0.018116275, -0.04851339, -0.10327412, 0.03556169, -0.05733122) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.14081758, 0.011671083, 0.010379509, 0.10333814, 0.0976033, 0.049594674, 0.10363215, 0.026326582, -0.05548824, -0.004862798, -0.016896252, -0.07550078, 0.012015258, -0.013939048, 0.05480079, -0.05350712) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.010915985, -0.022584384, -0.045220412, -0.010074606, -0.08276838, 0.06411727, -0.1401672, 0.010118486, -0.046954926, 0.08351121, 0.069268845, 0.07963974, 0.041331515, -0.070004374, -0.0798327, -0.050694745) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.017128536, 0.07098477, -0.09438486, 0.014294622, 0.12050743, -0.009372627, 0.020266727, 0.052830018, 0.0009557811, -0.079178505, 0.058548953, -0.07657645, 0.04692203, -0.014892061, -0.106876634, -0.009221883) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(-0.07914881, 0.046544876, -0.047758054, -0.13949709, -0.0058449623, -0.021825003, 0.038034808, -0.01355967, -0.040756106, 0.044772614, -0.03521749, -0.035055663, 0.04153906, 0.028035518, -0.059809607, -0.00018377688) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.06903463, 0.040708173, 0.03880754, 0.087958686, 0.097045474, -0.026810037, -0.0912696, 0.15234607, -0.14135183, 0.044077586, -0.0027172116, 0.0036050698, -0.031176237, -0.087168194, -0.0052882144, -0.09792009) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.012559337, -0.0009580034, 0.017924711, 0.04447978, -0.090456165, 0.03693338, 0.07936274, -0.11123651, 0.05216649, -0.027916264, -0.01309539, -0.06458855, 0.0069010127, 0.0017482577, 0.00880386, 0.052460745) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.036492657, -0.050502278, -0.008660938, -0.07902446, 0.049333423, -0.044341996, -0.008179306, -0.08201362, -0.09605504, 0.08511496, 0.041150153, 0.021596825, 0.09684253, -0.07860693, -0.01976016, -0.032737076) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(0.016381651, 0.09049819, 0.089420326, 0.016017415, 0.020983169, -0.0050337473, 0.05726063, -0.07228454, -0.04861632, -0.050195154, 0.034888323, 0.062370963, 0.0015738789, -0.07723301, 0.06401333, -0.058803145) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.07724018, -0.065496534, 0.110313416, 0.017269822, -0.016822288, 0.013604673, 0.00093475345, -0.085221775, 0.031109685, -0.025308603, 0.042456508, 0.0035059939, 0.08272418, -0.06560935, 0.07334858, 0.04430133) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.029242264, -0.046879888, 0.04996607, -0.054425325, 0.02972727, 0.004451307, 0.01412291, -0.08250154, -0.0981519, 0.03523192, -0.045271035, -0.024335135, -0.032067403, -0.04727411, 0.048816763, 0.037438437) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.054958478, 0.03190124, 0.07657767, -0.029615222, -0.031131336, -0.005139885, 0.13564779, -0.07076418, 0.11099956, -0.013317539, 0.00828025, 0.061199296, 0.01452047, -0.07083135, -0.09472059, 0.037591986) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(-0.06627312, 0.13576345, 0.026791217, -0.05118388, -0.055035748, 0.04940249, 0.045775283, 0.06248826, -0.11060719, -0.0209596, 0.039903212, -0.05914595, -0.040312074, 0.0018348438, -0.022609726, -0.017266389) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.024557697, -0.013285843, -0.0028270877, 0.072398074, 0.0255208, 0.048574004, 0.025271976, -0.045687232, 0.05402702, 0.01317333, -0.043156948, 0.06266694, -0.13753714, 0.18027213, 0.13111489, 0.13735925) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.015762536, 0.0018953091, 0.045992218, -0.112649515, -0.10324411, -0.011188894, -0.01431933, -0.052422065, -0.0075512812, -0.044456106, -0.021974204, -0.031512275, -0.18989961, 0.1367532, 0.041323584, -0.13469361) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.035208344, -0.033864796, 0.10911213, -0.033643384, 0.027342383, -0.023280943, -0.032320783, 0.048167173, 0.056682847, 0.0012769927, 0.01862501, 0.012554472, -0.06446649, 0.039269954, 0.08076099, -0.017458223) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.012885507, 0.009209736, -0.083865695, 0.07959508, -0.029333297, 0.082016714, -0.113179766, 0.08416138, 0.055223837, 0.014136866, 0.043214217, 0.045978114, -0.069610775, 0.08953053, 0.053672444, 0.06996034) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.030470883, 0.0004462303, -0.087180026, -0.035695624, 0.04761456, 0.017006654, 0.19534618, 0.12106637, 0.03155006, -0.049480278, -0.01261452, 0.06423218, -0.007239843, 0.10188954, 0.10040688, 0.057698585) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.012375949, -0.07689353, 0.08656054, 0.015806638, -0.1314456, -0.030045927, 0.124375604, 0.14373706, -0.060269922, -0.030615028, 0.012693174, 0.102653876, 0.040096227, 0.03174741, -0.018729975, 0.08035056) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(0.02323443, 0.06236653, -0.074340224, -0.046976063, -0.15379925, 0.04048903, 0.040640913, -0.112237886, 0.0427239, 0.047402807, -0.057280965, 0.08461352, -0.1073478, -0.031918198, 0.031302694, 0.026583867) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(-0.056239486, -0.11865469, 0.037415013, 0.023096764, -0.15692729, -0.13073564, 0.035166074, -0.07427562, -0.02479855, 0.027565107, -0.02992471, 0.15682185, -0.007260976, -0.0440398, 0.086759746, 0.0042956667) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.08959485, -0.019754449, 0.14104061, -0.021443676, -0.06406621, 0.0005579906, 0.007923884, 0.0014948547, -0.111523256, -0.047221445, -0.04029775, 0.016153418, 0.00063455815, 0.04410781, 0.01885558, 0.0055520013) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.034323674, 9.460711e-05, -0.0007359895, -0.027046464, 0.04318669, -0.08414971, 0.05686807, -0.023323342, 0.010228248, 0.08683357, 0.038528107, 0.10805178, -0.023680026, -0.004755313, -0.03389245, 0.012734498) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.012236106, -0.07203773, -0.008608118, 0.0024575603, -0.04232684, -0.019230453, 0.029250728, -0.05603258, -0.0801214, -0.06978866, -0.08000279, 0.037450425, 0.0781729, 0.037768207, -0.004335589, 0.05682063) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(-0.00029580665, 0.07315774, 0.045308378, -0.076265015, 0.12535092, -0.009614463, -0.0073282174, -0.020524345, 0.07204918, 0.0830742, -0.029136293, -0.029060746, 0.0014572939, -0.0073374514, 0.032702744, -0.0013741754) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.0032954097, -0.016095692, -0.046177033, -0.20780128, 0.015440438, -0.01085817, 0.02067063, 0.031933248, -0.06932332, 0.028807284, -0.032100406, 0.18879421, 0.021844642, 0.08987261, 0.010740873, -0.06353127) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(0.060457878, -0.0349731, -0.11675425, 0.0062023536, 0.012601688, -0.020256445, 0.001955131, -0.07574461, -0.03758155, -0.056676507, 0.076893575, 0.09114341, -0.04868475, 0.09959766, 0.052856904, 0.100737385) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.021795077, 0.0025798948, -0.081038505, 0.009231524, 0.06075437, 0.035809893, 0.106640905, -0.013391686, 0.049030513, 0.0073588816, 0.024329936, -0.030877892, -0.00467403, 0.10419009, 0.02175774, 0.043493915) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.044691026, 0.035652388, -0.04945686, 0.02091936, 0.003205286, 0.058965426, 0.010397615, -0.09550528, -0.08540447, 0.024840433, 0.09776307, 0.1251076, 0.021055054, 0.027489662, -0.00827197, 0.15326947) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.13028722, 0.007735435, 0.07583083, -0.050559662, -0.13549076, -0.029697148, 0.029114546, -0.041852545, -0.059823073, -0.09515554, 0.10153633, -0.014494054, -0.09433562, 0.019888455, 0.036210135, -0.02034067) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(-0.01574288, -0.019830547, -0.03075631, -0.117404155, 0.038604237, -0.009174605, 0.10562968, -0.041399606, -0.056875255, 0.07832329, -0.07756351, -0.019934412, -0.003634435, 0.016883012, -0.06603365, 0.1356531) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(-0.053368345, -0.079521164, -0.06285646, 0.09585588, 0.03153313, 0.0076762345, 0.052269936, 0.043962006, 0.009036366, -0.041440748, 0.046687778, 0.09949121, 0.050993524, -0.02714463, -0.02659766, 0.11569393) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.032954596, 0.03213268, -0.12177888, -0.05651094, 0.024796236, -0.03921594, -0.017488321, -0.0028232986, -0.04034271, 0.020432452, -0.010275974, -0.055891175, 0.007358546, -0.0067139715, -0.03814775, -0.040403523) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(-0.081584744, 0.053192515, -0.0037527955, 0.08946813, 0.016415672, -0.032996252, 0.02619047, -0.02667242, 0.049990505, -0.0032465924, 0.04463879, 0.016481372, 0.060604975, -0.0037830793, -0.060693447, 0.04562253) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.00586133, -0.030767668, 0.08056091, -0.08942766, 0.23069814, 0.18360853, 0.110741206, -0.050012648, -0.020870673, -0.02292241, 0.06309026, 0.028831132, -0.03729215, -0.045939542, -0.057772703, -0.04261544) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.02583127, 0.03895145, -0.036418207, -0.03662379, -0.0790851, -0.03179599, 0.01017485, -0.07021439, 0.004541492, 0.0019216574, 0.034581125, -0.07219656, -0.09391331, 0.005159334, -0.088578984, 0.063212015) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.013821276, 0.030899415, -0.07698804, 0.023868144, -0.055200823, 0.04935741, -0.033050254, -0.06903777, -0.030846382, -0.049522337, 0.020195458, -0.071564645, -0.023807852, -0.053124417, 0.08241967, -0.02004951) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.026447354, -0.025564468, -0.059129674, 0.047770895, -0.08645755, -0.11861152, -0.14027037, -0.01324522, -0.0033693195, -0.0068324124, -0.0018775514, -0.033316128, 0.07090098, -0.080856994, -0.09768395, -0.01709052) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.028721005, 0.053287923, 0.012443694, 0.11419668, 0.012500333, 0.025011063, 0.026921269, -0.19173251, -0.03905899, -0.061321665, 0.010901208, -0.069761895, 0.11869526, -0.07477699, 0.047591023, 0.11170034) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.026094835, -0.0882828, 0.053042535, -0.05047946, 0.023486467, -0.07057464, -0.017720966, 0.020289524, 0.015617883, -0.07863495, 0.0054048086, -0.012265838, -0.0148286475, -0.055572245, -0.01100208, 0.017281074) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.0063621923, 0.025807178, 0.08428081, -0.023606176, 0.2226884, -0.07160978, 0.12759535, 0.06945388, 0.05560955, -0.008257105, 0.01537838, 0.01614742, -0.066194296, -0.10572095, -0.10534224, 0.0046508303) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(-0.023385031, -0.08905974, 0.017809924, 0.02866596, 0.04247738, 0.018570494, -0.037092164, -0.057012133, 0.012409094, 0.08593214, 0.018362375, 0.02058307, 0.04138473, -0.014772487, -0.040718976, -0.007828772) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(0.04112366, -0.0054324768, 0.04197312, 0.061038304, 0.05609176, -0.03593342, 0.008359415, -0.02862617, 0.021617506, 0.09178711, -0.040604178, -0.026081266, -0.0397593, -0.07465108, -0.01517048, -0.022273866) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.10604568, -0.041724853, 0.03275467, 0.03611845, 0.013727458, -0.096504584, 0.024098394, -0.0137674, -0.025301093, -0.019138157, 0.06707469, 0.027643962, 0.009583311, 0.01871023, 0.017534897, -0.0060215113) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(-0.096569724, -0.01859128, -0.049109146, -0.05053281, 0.015630757, -0.0016983232, -0.11833674, -0.071809515, -0.08516837, -0.046112124, 0.09002566, -0.101535976, 0.07432672, -0.032197103, -0.067913175, -0.0029871948) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.035411905, 0.035405196, 0.105476595, 0.04239974, 0.05558048, -0.10074761, -0.029263338, -0.08129134, 0.03146499, 0.029092275, 0.065852016, 0.099371314, -0.09343022, -0.050908532, -0.017134879, -0.02413823) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.104144655, -0.029489527, 0.04058192, 0.012844405, -0.093295485, -0.06256186, -0.008842649, 0.10394541, -0.011332068, -0.07927043, -0.015468125, -0.075525984, -0.06697549, 0.06375462, 0.058515925, 0.027642144) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(-0.062761106, -0.039256804, 0.02317152, -0.07249235, -0.13299364, -0.084803075, 0.1385897, 0.08382741, -0.009642627, -0.07024112, -0.08902621, -0.0021533465, -0.039810337, -0.0007204689, -0.046018668, -0.050898086) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(0.06301794, 0.08006524, -0.030382873, -0.032168128, -0.029826796, -0.0875045, 0.094020166, 0.023693347, -0.05741185, -0.041021023, 0.06600824, -0.06647878, -0.07037752, -0.040301554, 0.075893566, -0.00042456354) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.064054534, -0.0035670786, 0.059994094, 0.10326256, -0.12318841, 0.13558021, 0.0125090545, -0.058484852, 0.096616335, -0.03896643, -0.046371512, 0.040114827, 0.0448459, 0.007284289, -0.013928766, 0.01218525) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(-0.091265164, -0.027797788, -0.00027912782, -0.12877208, -0.07484913, 0.008016232, -0.08641135, -0.0481376, -0.07420048, 0.10089178, 0.047982827, -0.060796704, -0.059346393, -0.04612916, 0.033882458, 0.026728494) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.047066413, 0.07873844, 0.026105905, -0.1600929, -0.024608573, 0.09947426, 0.065639384, 2.7922863e-05, -0.031117005, -0.059582736, 0.015552532, 0.028383661, -0.01083358, 0.010308079, 0.06189786, -0.03700117) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.1442446, 0.15159792, 0.06343997, -0.022044217, -0.03377897, 0.04669872, -0.023816962, 0.014196352, -0.011626502, -0.0029249247, -0.057205275, -0.0032677671, 0.05588748, 0.010942478, 0.03757651, -0.04583985) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.019644715, 0.09338746, 0.19974399, 0.046979226, 0.03335496, 0.06205432, -0.016096322, 0.026181635, -0.020302778, -0.14820248, -0.0120246, 0.018365309, -0.08204863, -0.022086052, 0.106557064, 0.046494488) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.03892152, -0.057821486, 0.009219285, 0.07812219, -0.059700165, 0.04451283, -0.023670744, 0.0031098856, 0.02094949, 0.028182458, -0.07822925, -0.13244633, -0.01076856, 0.021887662, 0.007603247, 0.03295925) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.029050346, 0.064270094, 0.04270021, -0.025242139, -0.023225592, 0.06949003, -0.009655899, -0.07066359, 0.066757694, 0.0059521087, -0.017846324, -0.0069171195, -0.06053091, 0.001433407, -0.058130518, 0.07585283) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.04534983, -0.045351516, 0.030745754, -0.10620418, 0.056526408, 0.024354113, 0.07454341, -0.09229674, -0.04206519, 0.0071727363, 0.026720759, 0.026613742, 0.0021545081, -0.0408902, -0.036763985, -0.017053159) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.042160913, -0.06335052, 0.052078463, -0.04297389, -0.09606052, -5.2382667e-05, -0.054684833, 0.061335463, -0.030644264, -0.04935092, -0.06503015, 0.05564371, 0.017072078, 0.019519145, -0.0938524, 0.019229425) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.045002304, -0.075021185, 0.04329888, 0.01489173, 0.055737372, -0.047687203, 0.023502018, -0.078056596, -0.0847728, -0.007869255, 0.05368628, 0.04841905, -0.008667658, 0.053759273, -0.06650258, 0.031134877) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.111246385, 0.026758008, 0.01646261, -0.06806571, 0.078242436, 0.006063244, -0.018738419, 0.04650492, 0.036844768, 0.050989438, -0.039208256, 0.056157537, 0.006354117, 0.08693057, 0.056273468, 0.02091445) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.022977374, -0.0014300833, 0.062207952, -0.095694505, -0.10741718, -0.00050973345, -0.031657964, 0.036381297, 0.00896154, 0.07896397, 0.016439738, -0.017416283, -0.0031610092, -0.045621984, 0.10429879, 0.10542718) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.04796138, 0.04415909, -0.0021250215, -0.087782644, -0.0071251593, -0.048251912, -0.12235456, 0.062835224, 0.011508803, -0.036585294, -0.0426859, -0.04978311, -0.07948074, -0.06722222, 0.007934674, 0.019564953) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(-0.03204764, -0.10523549, 0.027641624, -0.07667062, 0.1354586, 0.016092792, 0.09972025, 0.012906847, -0.033743937, 0.07147002, 0.034713827, 0.043930236, 0.014883329, 0.02524039, 0.026734399, 0.030716382) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(-0.043743636, 0.0029258747, -0.02473737, 0.061607964, 0.0028393453, 0.0381262, 0.11229226, -0.18048024, 0.012362399, -0.004974342, -0.039110374, -0.11029301, -0.06889716, 0.011196136, 0.066405274, 0.10036628) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(0.07871994, -0.00099768, -0.0750482, -0.026606226, -0.051590253, -0.012234833, 0.030981906, -0.031416766, -0.02848297, 0.058172315, 0.06233239, 0.032706115, -0.060493603, 0.04980745, 0.04306429, -0.031099973) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.061602265, 0.07691331, -0.055697855, 0.0050246464, -0.06305271, -0.0736643, 0.021433018, -0.07474178, -0.105606355, 0.014244165, 0.07914348, -0.11292411, -0.095335886, -0.071094394, -0.07282101, -0.07422806) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.07029004, 0.018697945, 0.0022270917, -0.009476005, -0.04571607, -0.022667216, 0.046978887, 0.028764354, 0.071321316, 0.008898331, 0.023918873, 0.05202203, -0.0856404, 0.06693358, 0.016701309, -0.009749524) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(0.061513748, 0.026849693, -0.01561694, 0.065646306, 0.041385055, 0.099377155, -0.016654817, 0.0693534, -0.011715889, -0.038535345, 0.11338716, 0.024648137, 0.0459147, 0.06131176, -0.0041660555, 0.06061415) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.059321817, -0.05359826, 0.00025477225, -0.0011721341, -0.12417827, -0.079942554, 0.040795583, -0.09183394, -0.07899908, -0.024261517, 0.051511224, 0.060799964, -0.010897694, 0.024622234, 0.06460701, -0.12333705) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.07917502, 0.048086353, 0.07050766, -0.004076172, 0.006657389, 0.023776792, 0.101774, -0.02063244, -0.013669324, -0.0954094, -0.011442866, -0.01449291, 0.024887312, -0.046713404, 0.009987978, -0.056528244) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Conv2D-6) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_5_0 +//!BIND conv2d_1 +//!BIND conv2d_5_1 +//!BIND conv2d_2 +//!BIND conv2d_5_2 +//!BIND conv2d_3 +//!BIND conv2d_5_3 +//!BIND conv2d_4 +//!BIND conv2d_5_4 +//!BIND conv2d_5 +//!BIND conv2d_5_5 +//!BIND conv2d_6 +//!BIND conv2d_5_6 +//!BIND conv2d_7 +//!BIND conv2d_5_7 +//!SAVE conv2d_6_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.024332196, 0.027890053, 0.015494279, 0.016373875); + result += mat4(-0.006710672, 0.10819825, 0.10657426, 0.121869884, 0.025277061, -0.08890546, 0.13596319, -0.027210604, 0.11416734, -0.10976065, 0.025073212, -0.12764436, -0.09484653, 0.12168227, 0.032338645, -0.07086558) * (conv2d_5_0_texOff(vec2(-1, -1)) + conv2d_0_texOff(vec2(-1, -1))); + result += mat4(-0.080231845, 0.041402802, 0.099971466, -0.008647712, 0.07844788, -0.07943739, 0.08147172, 0.0788801, 0.12932019, 0.12981597, 0.117202364, 0.04055169, -0.060325406, -0.03475144, -0.108370595, -0.11363518) * (conv2d_5_0_texOff(vec2(0, -1)) + conv2d_0_texOff(vec2(0, -1))); + result += mat4(-0.080192536, -0.017889569, -0.0064460984, -0.06696428, 0.080490634, -0.05546327, -0.11690986, -0.07888482, 0.12720379, -0.020063436, 0.069880545, 0.13812047, -0.12683728, -0.0171501, 0.054349907, -0.052623987) * (conv2d_5_0_texOff(vec2(1, -1)) + conv2d_0_texOff(vec2(1, -1))); + result += mat4(-0.11765887, 0.078459986, 0.046103798, -0.11227527, -0.11008721, 0.04433821, -0.11669834, -0.07897192, -0.06989865, -0.027661398, 0.10944971, -0.0013382061, 0.14258613, -0.06983092, -0.116013855, 0.16695975) * (conv2d_5_0_texOff(vec2(-1, 0)) + conv2d_0_texOff(vec2(-1, 0))); + result += mat4(0.022626203, -0.114210404, 0.10560931, -0.07228, -0.07698427, 0.0022480823, -0.017202422, -0.009761992, 0.13241181, -0.047580317, -0.13362494, 0.029388865, -0.030412393, -0.09364824, -0.06483027, 0.0003325324) * (conv2d_5_0_texOff(vec2(0, 0)) + conv2d_0_texOff(vec2(0, 0))); + result += mat4(0.025818298, -0.12567253, 0.030373678, 0.045762517, 0.10901701, -0.07701056, 0.04559262, -0.037811738, 0.04022117, -0.059237994, -0.09312746, 0.119778536, -0.08168876, 0.042113364, 0.07221957, -0.036318004) * (conv2d_5_0_texOff(vec2(1, 0)) + conv2d_0_texOff(vec2(1, 0))); + result += mat4(-0.13170034, 0.0656528, 0.043564245, -0.0636066, -0.054903667, 0.07990299, 0.11609635, -0.0352888, -0.020488242, -0.06845429, 0.08058064, 0.0013488773, 0.10529079, 0.09782611, 0.15135156, 0.18203229) * (conv2d_5_0_texOff(vec2(-1, 1)) + conv2d_0_texOff(vec2(-1, 1))); + result += mat4(-0.10523215, -0.1459082, 0.0853668, -0.047894467, -0.07931036, -0.08851267, -0.019642526, 0.03679236, 0.10392002, -0.09171063, 0.13560952, 0.03453783, 0.0633279, -0.058131102, -0.048016973, 0.031710938) * (conv2d_5_0_texOff(vec2(0, 1)) + conv2d_0_texOff(vec2(0, 1))); + result += mat4(-0.019861273, -0.064092435, 0.041742355, -0.016603328, -0.10051236, 0.08838123, 0.042477183, 0.06702887, -0.030780273, -0.105108425, -0.039323624, 0.1314233, 0.018433986, 0.04474921, 0.01597495, -0.07224123) * (conv2d_5_0_texOff(vec2(1, 1)) + conv2d_0_texOff(vec2(1, 1))); + result += mat4(0.051710833, -0.06724883, -0.071763754, 0.005004278, 0.07806602, 0.012768872, -0.0096296435, 0.025604242, 0.06131592, 0.1364236, 0.036816094, 0.070851825, 0.09257616, 0.036888454, 0.018328179, -0.06820204) * (conv2d_5_1_texOff(vec2(-1, -1)) + conv2d_1_texOff(vec2(-1, -1))); + result += mat4(0.14497851, -0.056553476, -0.030701663, 0.0986112, -0.057493918, -0.009646267, -0.055261977, 0.047252905, 0.067193136, -0.08944045, 0.07775158, -0.08988222, -0.13941595, 0.007352336, -0.04751652, 0.04456369) * (conv2d_5_1_texOff(vec2(0, -1)) + conv2d_1_texOff(vec2(0, -1))); + result += mat4(-0.0851253, -0.03156393, 0.02710076, 0.13900077, 0.039868962, 0.057358436, 0.057019487, 0.095474504, 0.09108698, 0.1449051, -0.058969073, 0.16053016, -0.14412206, -0.0012964082, -0.077745385, -0.09903667) * (conv2d_5_1_texOff(vec2(1, -1)) + conv2d_1_texOff(vec2(1, -1))); + result += mat4(-0.03367852, -0.044748414, 0.07964608, 0.010960478, 0.06025874, 0.033652674, 0.04152843, -0.017580548, 0.045098636, -0.034885094, 0.050778005, -0.0848392, 0.0035125874, -0.056173045, 0.093170755, -0.09119204) * (conv2d_5_1_texOff(vec2(-1, 0)) + conv2d_1_texOff(vec2(-1, 0))); + result += mat4(0.11723456, 0.050840918, 0.10745895, -0.08094769, 0.09047693, -0.13055825, 0.073278144, -0.025213389, 0.15354241, -0.0035593838, -0.028231034, 0.08375466, 0.036006298, -0.10471177, -0.13691142, 0.07213895) * (conv2d_5_1_texOff(vec2(0, 0)) + conv2d_1_texOff(vec2(0, 0))); + result += mat4(0.112036616, 0.08674586, 0.09014681, -0.043824777, 0.013251182, -0.04812275, -0.115137085, -0.017566465, -0.047301505, 0.09536501, -0.10819733, 0.16084617, 0.09856737, 0.0061373473, -0.14974537, -0.11383502) * (conv2d_5_1_texOff(vec2(1, 0)) + conv2d_1_texOff(vec2(1, 0))); + result += mat4(-0.056016967, -0.04915487, 0.12933904, -0.09473493, -0.06609004, 0.042119008, -0.08838664, -0.025963169, -0.072978586, 0.13777608, 0.008948696, 0.053440217, -0.12426079, 0.03400561, -0.1429012, -0.1390262) * (conv2d_5_1_texOff(vec2(-1, 1)) + conv2d_1_texOff(vec2(-1, 1))); + result += mat4(0.03350481, -0.08000013, 0.03714285, -0.06897109, -0.050985653, 0.019555073, 0.06314639, -0.044453688, 0.109778054, 0.13156785, -0.025921397, 0.062934674, 0.012499731, -0.07981995, 0.01000116, -0.15340354) * (conv2d_5_1_texOff(vec2(0, 1)) + conv2d_1_texOff(vec2(0, 1))); + result += mat4(-0.031019023, 0.07389943, 0.09847652, -0.04417276, -0.104056194, 0.02175672, 0.0320549, -0.03858413, -0.020621315, -0.06512883, -0.052621383, -0.06936152, -0.080317155, -0.07204538, 0.025868552, -0.14942594) * (conv2d_5_1_texOff(vec2(1, 1)) + conv2d_1_texOff(vec2(1, 1))); + result += mat4(-0.04608968, 0.0040410273, -0.07665788, 0.020088613, -0.11267263, 0.032073364, 0.056263003, -0.030996138, -0.14928663, 0.03708502, 0.07262946, -0.0264557, -0.014090576, -0.034009222, -0.027032133, -0.13241303) * (conv2d_5_2_texOff(vec2(-1, -1)) + conv2d_2_texOff(vec2(-1, -1))); + result += mat4(-0.13648278, -0.062014904, -0.15131108, -0.11321863, -0.05088156, -0.022415351, -0.0068385606, 0.03962251, -0.13985574, -0.0514407, 0.061428037, -0.00055272545, -0.0071866736, 0.00882712, -0.040818002, 0.073940575) * (conv2d_5_2_texOff(vec2(0, -1)) + conv2d_2_texOff(vec2(0, -1))); + result += mat4(-0.04512339, 0.012584853, 0.11552134, -0.07305908, 0.1100757, -0.11626963, -0.049973026, -0.05585647, 0.07903468, -0.058530193, -0.029089991, -0.073072895, 0.020355307, 0.060374342, -0.06001928, 0.0534806) * (conv2d_5_2_texOff(vec2(1, -1)) + conv2d_2_texOff(vec2(1, -1))); + result += mat4(-0.021455918, 0.026797218, 0.09101826, -0.07623289, 0.007903418, 0.062276054, -0.0011424143, 0.124615386, 0.05897873, 0.041363213, 0.074513875, -0.06444271, -0.015417732, -0.0058667557, -0.06024877, -0.12692757) * (conv2d_5_2_texOff(vec2(-1, 0)) + conv2d_2_texOff(vec2(-1, 0))); + result += mat4(0.028936762, -0.06328201, -0.06426441, 0.10680767, -0.15971036, 0.038861603, -0.053866457, -0.014664326, -0.048359435, -0.05465547, -0.06373442, 0.011250136, 0.04141148, -0.08220522, 0.08109823, -0.032798376) * (conv2d_5_2_texOff(vec2(0, 0)) + conv2d_2_texOff(vec2(0, 0))); + result += mat4(0.08945093, 0.12442138, -0.1707947, 0.05647203, -0.0004306513, -0.07041601, 0.014339759, -0.043511342, 0.039874226, 0.015516885, -0.084379375, -0.034052704, 0.0900045, -0.13235609, -0.08580213, 0.08999805) * (conv2d_5_2_texOff(vec2(1, 0)) + conv2d_2_texOff(vec2(1, 0))); + result += mat4(-0.017412994, 0.11014566, 0.12253012, 0.005026838, 0.059158478, -0.073611684, -0.029981725, 0.09708247, 0.05958697, -0.060908318, -0.13897473, 0.020813474, -0.00079079793, 0.03715904, 0.015075314, 0.06690295) * (conv2d_5_2_texOff(vec2(-1, 1)) + conv2d_2_texOff(vec2(-1, 1))); + result += mat4(0.07790429, -0.007948237, 0.045086678, 0.0012081859, -0.018257523, 0.048969883, 0.019101735, 0.068658106, -0.0078714555, -0.045695495, -0.11741989, -0.13802846, 0.09428725, -0.043539643, 0.15167883, 0.0035436044) * (conv2d_5_2_texOff(vec2(0, 1)) + conv2d_2_texOff(vec2(0, 1))); + result += mat4(0.025892327, -0.04911562, 0.06134737, 0.031868502, -0.007445753, 0.11122707, 0.05307498, -0.029006518, 0.05033624, -0.026253862, 0.05013779, -0.11285227, -0.06953401, 0.10310922, -0.100386016, 0.05620094) * (conv2d_5_2_texOff(vec2(1, 1)) + conv2d_2_texOff(vec2(1, 1))); + result += mat4(-0.077580586, 0.054001298, 0.04505884, 0.013187809, 0.11572828, -0.13088605, 0.00025114065, 0.091532834, -0.091472015, 0.12651305, 0.1420044, 0.08917988, 0.093849905, -0.041656155, -0.07580995, 0.006666356) * (conv2d_5_3_texOff(vec2(-1, -1)) + conv2d_3_texOff(vec2(-1, -1))); + result += mat4(-0.010974683, 0.0811231, -0.08476847, 0.09136333, -0.111957, -0.097541735, -0.040693738, -0.026490033, -0.07881557, 0.020027341, 0.09265154, 0.0007222933, 0.081538305, -0.094166934, 0.043200314, -0.08018527) * (conv2d_5_3_texOff(vec2(0, -1)) + conv2d_3_texOff(vec2(0, -1))); + result += mat4(-0.015268724, -0.023986578, -0.048922077, 0.008354022, -0.064828925, 0.021863561, -0.0064881397, 0.08558727, 0.012093727, 0.08320732, -0.088256896, -0.06632737, 0.0629199, 0.015809372, 0.09720273, -0.02780842) * (conv2d_5_3_texOff(vec2(1, -1)) + conv2d_3_texOff(vec2(1, -1))); + result += mat4(-0.0021121064, 0.0024316027, -0.0855794, -0.15333039, 0.12999487, 0.012510921, -0.0743608, -0.073245935, -0.015078744, -0.092976175, 0.08323451, -0.11860701, -0.014579873, 0.12654348, 0.10828954, 0.056970198) * (conv2d_5_3_texOff(vec2(-1, 0)) + conv2d_3_texOff(vec2(-1, 0))); + result += mat4(0.14076942, -0.052552056, -0.04356804, -0.119661056, 0.04080093, -0.07755867, -0.14533839, -0.042499367, 0.09872452, -0.024616094, -0.07879379, 0.009326565, -0.08557512, 0.16130392, -0.014894024, 0.11193866) * (conv2d_5_3_texOff(vec2(0, 0)) + conv2d_3_texOff(vec2(0, 0))); + result += mat4(0.011582243, 0.025277583, 0.16442522, 0.08464369, 0.069308594, -0.059400007, -0.0972484, 0.038412612, 0.13191514, 0.029828457, -0.04067329, -0.009766925, 0.0893264, 0.15686433, 0.13095218, 0.08013446) * (conv2d_5_3_texOff(vec2(1, 0)) + conv2d_3_texOff(vec2(1, 0))); + result += mat4(0.09640978, 0.0041219974, 0.13953476, -0.016952137, -0.06293245, 0.07169512, -0.022097226, -0.062293574, -0.054663412, -0.10017026, -0.07848903, 0.051152296, 0.036405347, -0.068401374, 0.052168228, -0.07608599) * (conv2d_5_3_texOff(vec2(-1, 1)) + conv2d_3_texOff(vec2(-1, 1))); + result += mat4(-0.075839736, -0.03342491, 0.045058906, 0.06868252, -0.022798495, 0.09332825, -0.05910386, -0.10841459, 0.011498118, -0.058387827, -0.021310626, 0.088923134, 0.12806393, -0.09491371, 0.13367067, -0.04115069) * (conv2d_5_3_texOff(vec2(0, 1)) + conv2d_3_texOff(vec2(0, 1))); + result += mat4(-0.061864167, -0.06401489, -0.12824342, 0.03193039, 0.09361337, -0.10366194, -0.10764634, 0.116666175, -0.016320568, 0.018465318, -0.0063566663, -0.043671858, 0.01181521, -0.05712085, 0.034126844, -0.07909593) * (conv2d_5_3_texOff(vec2(1, 1)) + conv2d_3_texOff(vec2(1, 1))); + result += mat4(-0.05267128, 0.038643535, 0.03953734, -0.028213546, -0.01433346, -0.012686865, 0.030689731, 0.09652594, -0.093040206, 0.008205053, -0.13150544, -0.045237422, -0.10264257, 0.00019004362, 0.12245579, 0.09666482) * (conv2d_5_4_texOff(vec2(-1, -1)) + conv2d_4_texOff(vec2(-1, -1))); + result += mat4(0.015597643, 0.006721611, -0.038910042, 0.08337514, -0.052653354, -0.082745574, -0.10210213, 0.002103484, -0.08992084, -0.038731303, 0.09879766, 0.11236482, 0.13682629, 0.0015712297, 0.1378842, -0.09553678) * (conv2d_5_4_texOff(vec2(0, -1)) + conv2d_4_texOff(vec2(0, -1))); + result += mat4(-0.060090218, 0.034135595, -0.06558718, -0.04162944, 0.07787922, 0.015487257, -0.066858485, 0.06887979, -0.022944927, -0.03128469, 0.113207266, 0.058334786, 0.04711753, 0.046241153, 0.00753094, 0.044930726) * (conv2d_5_4_texOff(vec2(1, -1)) + conv2d_4_texOff(vec2(1, -1))); + result += mat4(0.129992, 0.05922731, 0.054760225, -0.03554741, 0.04470233, 0.028254455, -0.09044389, -0.03415067, 0.0627537, 0.022094734, 0.029697303, -0.08838058, 0.10013191, -0.003320103, 0.028718641, 0.09081079) * (conv2d_5_4_texOff(vec2(-1, 0)) + conv2d_4_texOff(vec2(-1, 0))); + result += mat4(0.105082385, -0.11749798, 0.13642989, 0.021657152, -0.0017786543, 0.08864365, 0.049450178, -0.14033931, -0.024840653, -0.077470765, 0.02126161, 0.05252793, 0.015087027, 0.048363503, -0.10751626, 0.141214) * (conv2d_5_4_texOff(vec2(0, 0)) + conv2d_4_texOff(vec2(0, 0))); + result += mat4(0.026552299, 0.0052369824, -0.05744235, 0.07066289, 0.028424393, -0.07709075, -0.09234827, 0.0005205027, 0.038383983, 0.07076435, 0.072595924, 0.029487329, -0.07443678, 0.122239396, 0.12605809, -0.074149884) * (conv2d_5_4_texOff(vec2(1, 0)) + conv2d_4_texOff(vec2(1, 0))); + result += mat4(-0.08104709, 0.06649468, 0.079389736, -0.05206354, 0.017761825, 0.08028337, 0.027072009, -0.0015500056, 0.05290546, 0.095498785, -0.06530074, 0.04247793, -0.03144845, 0.06496069, 0.13665034, 0.12020083) * (conv2d_5_4_texOff(vec2(-1, 1)) + conv2d_4_texOff(vec2(-1, 1))); + result += mat4(0.011451294, -0.13136815, -0.15400143, 0.05162515, -0.058330655, -0.076598294, 0.12526475, -0.031833384, 0.10074778, -0.02737285, -0.05431436, -0.21748076, 0.13562876, 0.09417703, -0.062829904, 0.040828437) * (conv2d_5_4_texOff(vec2(0, 1)) + conv2d_4_texOff(vec2(0, 1))); + result += mat4(-0.06120201, -0.023276187, 0.029930884, -0.058546357, -0.04502094, 0.06428284, 0.11397174, 0.017069966, 0.04136445, -0.013916056, -0.089675, -0.011678936, 0.04906112, 0.11839074, 0.045486692, 0.08760997) * (conv2d_5_4_texOff(vec2(1, 1)) + conv2d_4_texOff(vec2(1, 1))); + result += mat4(0.14683284, 0.07353772, 0.042218335, 0.0042251316, 0.029141221, -0.08240289, -0.17113847, 0.015555399, 0.045853753, 0.08192045, 0.010666003, 0.044956427, 0.06320903, 0.07120572, -0.0038742921, -0.08183106) * (conv2d_5_5_texOff(vec2(-1, -1)) + conv2d_5_texOff(vec2(-1, -1))); + result += mat4(0.09951885, 0.10843651, 0.0048064836, 0.06093788, 0.0015264805, 0.0033635586, 0.026600003, 0.03226541, 0.07722241, -0.08972728, 0.05736983, -0.011373007, 0.043598108, 0.0941322, -0.044599567, 0.07213255) * (conv2d_5_5_texOff(vec2(0, -1)) + conv2d_5_texOff(vec2(0, -1))); + result += mat4(-0.059985578, -0.08580081, 0.078689024, -0.106579326, -0.046917964, 0.07644787, 0.108420864, 0.09130348, 0.07564788, -0.04791974, -0.05420803, -0.06870644, -0.092679664, 0.085856445, -0.03555799, -0.024324019) * (conv2d_5_5_texOff(vec2(1, -1)) + conv2d_5_texOff(vec2(1, -1))); + result += mat4(-0.011868116, 0.13456446, 0.058174092, 0.18865576, -0.05372018, -0.08078464, -0.09846664, -0.037639324, -0.12342844, 0.005284944, -0.04190624, 0.1529369, -0.040111713, -0.07289829, -0.03153637, 0.06588927) * (conv2d_5_5_texOff(vec2(-1, 0)) + conv2d_5_texOff(vec2(-1, 0))); + result += mat4(-0.1426056, -0.04272239, -0.050520554, -0.059382442, 0.059854552, -0.056830693, 0.02879342, -0.06389006, 0.11790221, -0.06775044, -0.07592776, -0.013444097, -0.07941139, -0.13535194, -0.019959867, -0.036759112) * (conv2d_5_5_texOff(vec2(0, 0)) + conv2d_5_texOff(vec2(0, 0))); + result += mat4(-0.04723031, -0.06269766, 0.0022022699, 0.031984907, -0.02446148, 0.06565831, 0.05181914, -0.11016949, 0.0008516823, -0.080314174, 0.0153174205, -0.024145512, 0.09324116, 0.04254904, -0.03486878, 0.039789803) * (conv2d_5_5_texOff(vec2(1, 0)) + conv2d_5_texOff(vec2(1, 0))); + result += mat4(0.017154627, -0.08333423, 0.025345277, 0.074755214, -0.019358627, 0.04048235, 0.06510684, 0.09906411, -0.19977222, -0.008072648, -0.024245445, -0.05534184, -0.06553802, -0.03052696, -0.026596785, -0.00615155) * (conv2d_5_5_texOff(vec2(-1, 1)) + conv2d_5_texOff(vec2(-1, 1))); + result += mat4(-0.010410333, -0.0343796, 0.017938064, -0.12350803, 0.042722203, -0.032559033, 0.055957846, 0.06390068, -0.020984953, 0.062293433, 0.10768917, 0.021160271, 0.030629314, -0.09577217, 0.11386064, 0.015131414) * (conv2d_5_5_texOff(vec2(0, 1)) + conv2d_5_texOff(vec2(0, 1))); + result += mat4(0.0153262075, -0.065030254, -0.16276166, -0.021482741, 0.011492901, 0.08376618, -0.07352633, -0.106813535, 0.024947394, 0.12215677, 0.0064980127, -0.03113036, 0.0831491, 0.04177188, 0.08198766, -0.06563649) * (conv2d_5_5_texOff(vec2(1, 1)) + conv2d_5_texOff(vec2(1, 1))); + result += mat4(0.04512963, -0.09670489, 0.108197, 0.08166539, 0.09153439, -0.0041670348, -0.07299372, 0.0717406, 0.04366148, -0.061015286, -0.010372106, 0.14122725, 0.093957454, 0.010466939, 0.046854213, 0.03848025) * (conv2d_5_6_texOff(vec2(-1, -1)) + conv2d_6_texOff(vec2(-1, -1))); + result += mat4(0.09720875, 0.11263628, -0.06913729, 0.14561757, -0.04827889, 0.0060141818, 0.059929077, 0.0009016341, 0.15528698, 0.023272365, -0.006867064, -0.020450626, 0.07815676, -0.019211087, -0.047088522, 0.010952628) * (conv2d_5_6_texOff(vec2(0, -1)) + conv2d_6_texOff(vec2(0, -1))); + result += mat4(-0.11914094, 0.021652265, 0.12146005, 0.057280503, -0.06221825, 0.024388587, 0.113126524, 0.07874618, 0.08361234, 0.102074854, 0.1044363, 0.078054905, 0.025823556, 0.07699644, -0.014410769, 0.10180511) * (conv2d_5_6_texOff(vec2(1, -1)) + conv2d_6_texOff(vec2(1, -1))); + result += mat4(-0.0711233, -0.08020415, 0.0036274323, 0.05900797, -0.033104885, -0.013175366, 0.011784655, 0.030028287, -0.06003858, 0.0429968, -0.017514052, 0.07700261, 0.024906386, -0.033061728, -0.05297299, 0.01630108) * (conv2d_5_6_texOff(vec2(-1, 0)) + conv2d_6_texOff(vec2(-1, 0))); + result += mat4(-0.09560826, 0.10603009, -0.065597355, -0.06194091, 0.0114972945, -0.10189798, 0.06329802, -0.15743783, 0.0014020745, -0.12786289, -0.08529752, -0.041888364, -0.14784755, -0.10057494, -0.073116876, 0.026817983) * (conv2d_5_6_texOff(vec2(0, 0)) + conv2d_6_texOff(vec2(0, 0))); + result += mat4(-0.021014174, -0.16390173, -0.042803206, -0.11574508, -0.006506324, -0.10589054, 0.043100428, -0.10600564, -0.10814442, 0.011551233, 0.027930772, -0.100139916, 0.10351467, -0.024557948, 0.1081109, -0.046822164) * (conv2d_5_6_texOff(vec2(1, 0)) + conv2d_6_texOff(vec2(1, 0))); + result += mat4(0.036308594, 0.055407073, -0.019521035, 0.0060693063, 0.008207976, 0.06799936, -0.08421482, 0.053203605, -0.1001066, 0.12608531, -0.054803472, -0.02659383, 0.03071786, -0.0012858112, 0.09364783, -0.06995948) * (conv2d_5_6_texOff(vec2(-1, 1)) + conv2d_6_texOff(vec2(-1, 1))); + result += mat4(0.08623435, -0.07804446, -0.036668018, -0.19589001, -0.041365903, 0.12268608, 0.0124511765, 0.09250411, 0.010830903, -0.07444115, -0.07049862, -0.017241728, -0.0917488, -0.07399329, -0.06711326, -0.068555646) * (conv2d_5_6_texOff(vec2(0, 1)) + conv2d_6_texOff(vec2(0, 1))); + result += mat4(0.03218889, 0.08442868, 0.017074348, 0.068883024, 0.045661006, -0.12530427, -0.11518121, 0.07997431, -0.006032728, -0.035444323, -0.008978089, -0.019196173, -0.020756707, 0.08010469, 0.034049418, -0.03639271) * (conv2d_5_6_texOff(vec2(1, 1)) + conv2d_6_texOff(vec2(1, 1))); + result += mat4(-0.018905973, 0.1415685, 0.003898159, 0.076616995, -0.032944206, 0.12567292, -0.04161813, 0.0108458605, -0.01616077, -0.06334155, 0.02942931, -0.014446954, -0.029505428, 0.059518382, 0.05104441, -0.08539159) * (conv2d_5_7_texOff(vec2(-1, -1)) + conv2d_7_texOff(vec2(-1, -1))); + result += mat4(-0.045467917, 0.057396617, 0.10812974, -0.03210309, -0.035897736, 0.10164431, 0.030502422, 0.0382147, -0.051511858, 0.12266079, 0.026877636, -0.021461876, 0.059394266, 0.06967532, -0.05598733, -0.07699448) * (conv2d_5_7_texOff(vec2(0, -1)) + conv2d_7_texOff(vec2(0, -1))); + result += mat4(0.012975825, 0.069637775, 0.0051551745, -0.020927003, -0.004539026, -0.10754023, -0.056129698, 0.015924113, 0.040113535, -0.05745693, -0.06389068, -0.07168417, 0.0022833387, -0.0629351, 0.09910774, 0.06356649) * (conv2d_5_7_texOff(vec2(1, -1)) + conv2d_7_texOff(vec2(1, -1))); + result += mat4(-0.0151594, 0.031326655, 0.06911758, -0.08433926, -0.060209826, 0.06967554, 0.016329456, -0.098044306, 0.1733242, -0.023159878, -0.035384506, 0.024726085, 0.091182895, 0.070071995, -0.03650149, 0.10205691) * (conv2d_5_7_texOff(vec2(-1, 0)) + conv2d_7_texOff(vec2(-1, 0))); + result += mat4(0.05310989, 0.15889364, -0.11386726, -0.045727987, -0.019352138, -0.003314156, -0.07612862, 0.021138493, 0.030946285, 0.08839936, -0.09617174, 0.042511895, 0.074900925, -0.05446484, -0.0979616, -0.0758873) * (conv2d_5_7_texOff(vec2(0, 0)) + conv2d_7_texOff(vec2(0, 0))); + result += mat4(-0.10301069, -0.071659915, 0.14405948, -0.056097623, -0.07272917, 0.016589085, -0.11329532, 0.12343735, -0.075624675, -0.07764027, 0.12390483, 0.06178329, -0.07062249, 0.10067397, 0.040892098, 0.103458814) * (conv2d_5_7_texOff(vec2(1, 0)) + conv2d_7_texOff(vec2(1, 0))); + result += mat4(0.06119077, -0.081706144, 0.12907842, -0.090091735, -0.019620525, -0.091297306, 0.08820094, 0.11676135, -0.008345123, 0.08562112, -0.02700248, -0.05556094, -0.017121539, -0.03872028, -0.07627159, -0.08630841) * (conv2d_5_7_texOff(vec2(-1, 1)) + conv2d_7_texOff(vec2(-1, 1))); + result += mat4(0.050093785, 0.03171393, 0.116603464, -0.058734518, -0.013041671, -0.056675114, 0.118156955, 0.06779944, -0.012520049, -0.07422018, 0.12603906, -0.013609811, 0.011059942, -0.12096396, 0.0076767323, -0.04380886) * (conv2d_5_7_texOff(vec2(0, 1)) + conv2d_7_texOff(vec2(0, 1))); + result += mat4(0.13911876, -0.031045062, -0.03623802, 0.058921527, -0.027579332, -0.010677776, 0.016218718, -0.048369877, -0.08673656, 0.007987631, -0.08386395, 0.038887206, -0.104342535, -0.05434241, 0.0796653, 0.10178565) * (conv2d_5_7_texOff(vec2(1, 1)) + conv2d_7_texOff(vec2(1, 1))); + return result; +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2] (Depth-To-Space) +//!HOOK LUMA +//!BIND conv2d_6_0 +//!WIDTH LUMA.w 2.0 * +//!HEIGHT LUMA.h 2.0 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0, 0.0, 0.0, 1.0); + vec2 f0 = fract(conv2d_6_0_pos * conv2d_6_0_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + result.x = conv2d_6_0_tex((vec2(0.5) - f0) * conv2d_6_0_pt + conv2d_6_0_pos)[i0.y * 2 + i0.x]; + return clamp(result, 0.0, 1.0); +} + diff --git a/shaders/Ani4K/Ani4Kv2_ArtCNN_C4F32_i2_CMP.glsl b/shaders/Ani4K/Ani4Kv2_ArtCNN_C4F32_i2_CMP.glsl new file mode 100644 index 0000000..ee90f13 --- /dev/null +++ b/shaders/Ani4K/Ani4Kv2_ArtCNN_C4F32_i2_CMP.glsl @@ -0,0 +1,3519 @@ +// Ani4Kv2 ArtCNN - trained by Sirosky and distributed on the CC BY-NC 4.0 license. +// The ArtCNN architecture is further subject to the below license. + +// MIT License + +// Copyright (c) 2024 Joao Chrisostomo + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Conv2D) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared F inp[1][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = F(LUMA_mul * texelFetch(LUMA_raw, (base + ivec2(x,y) - offset) * ivec2(1, 1) + ivec2(0, 0), 0).x); + } + } + + barrier(); + V4 result0 = V4(0.013557938, 0.0047282414, -0.0055004754, 0.0074933744); + result0 += V4(-0.05818977, 0.087365575, 0.14038453, -0.051457155) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += V4(-0.093848094, -0.023228006, 0.020210264, -0.022740263) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += V4(0.02274444, -0.008311727, 0.013800997, 0.16538861) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += V4(-0.105236664, -0.12083248, -0.05628961, -0.056439184) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += V4(-0.01007437, 0.0008896297, -0.00861718, -0.005546233) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += V4(-0.1070594, 0.07984668, 0.011602427, 0.022988683) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += V4(-0.03031697, 0.02054523, -0.0620382, -0.11236594) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += V4(0.11955658, -0.09762395, 0.14277576, 0.018350534) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += V4(0.01664652, 0.0027460025, -0.020302603, 0.038123485) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, result0); + V4 result1 = V4(-0.00606217, 0.0028236886, -0.014054051, 0.0037515557); + result1 += V4(-0.11717517, 0.02590337, 0.14002699, -0.07471835) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += V4(0.1143018, 0.04357534, 0.13998327, -0.14240041) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += V4(-0.052134506, -0.08979846, 0.050204687, 0.029983379) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += V4(0.01618129, -0.13259113, 0.024325445, -0.104753695) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += V4(0.100182466, 0.06383499, -0.115760624, -0.07542764) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += V4(0.039049312, -0.0014231527, 0.14633176, -0.11090889) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += V4(0.04374475, 0.1065789, 0.04664098, -0.03103964) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += V4(-0.060316052, -0.03070326, 0.13148578, -0.13707723) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += V4(0.074843094, 0.0108667025, 0.047905315, 0.059164535) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, result1); + V4 result2 = V4(-0.0015426857, -0.0056094904, 0.0174101, 0.01143031); + result2 += V4(0.021166498, -0.14109746, -0.009065403, 0.029893016) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += V4(0.08088207, 0.07114565, 0.0096370755, -0.08392174) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += V4(0.04177714, 0.12172563, -0.051969334, 0.021110004) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += V4(-0.012387507, -0.15442912, 0.06502845, -0.10903934) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += V4(0.04218814, -0.121190704, -0.03268408, 0.09660384) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += V4(0.09981482, 0.1502269, 0.012524943, 0.009950072) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += V4(-0.027561454, 0.10656239, -0.02767334, 0.11605408) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += V4(-0.15713026, -0.09045111, -0.099420406, -0.02555601) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += V4(-0.08254365, 0.06748684, -0.1061058, -0.07678628) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, result2); + V4 result3 = V4(0.0020699732, 0.010311046, -0.0122236535, -0.0057681506); + result3 += V4(-0.13171206, -0.115182996, 0.10687281, -0.019337498) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += V4(0.025328152, 0.09656909, -0.08877802, 0.13900071) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += V4(-0.014073492, 0.026424214, -0.02951061, -0.086750895) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += V4(0.06295426, -0.06434664, 0.08405197, 0.10608779) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += V4(0.19898853, 0.0023069843, -0.04414371, 0.0285924) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += V4(-0.14715488, 0.00086186273, -0.12685679, 0.0996023) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += V4(-0.04810055, -0.14015491, -0.18063203, -0.10066722) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += V4(0.01307263, -0.092514314, 0.1380627, 0.13491923) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += V4(0.039886076, 0.051204894, 0.15279008, 0.043279227) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, result3); + V4 result4 = V4(0.0054853344, -0.004406003, -0.0023702087, -0.0021772839); + result4 += V4(-0.15866047, 0.19588727, 0.14002316, 0.051201846) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += V4(0.085247315, -0.02618147, -0.09789057, 0.078908175) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += V4(-0.17589302, 0.123723306, 0.12453267, 0.07831262) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += V4(0.09033319, -0.09166804, -0.005148519, 0.06720134) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += V4(0.03345655, -0.10424217, -0.13445246, 0.158821) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += V4(0.10564271, -0.10134308, -0.11317296, 0.07481705) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += V4(0.06830029, 0.006397327, 0.12616493, 0.12087824) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += V4(0.06679759, -0.04430325, 0.10446539, 0.14996198) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += V4(-0.109402604, 0.040104996, -0.14259185, -0.1093432) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, result4); + V4 result5 = V4(-0.0005247076, -0.0064215013, -0.0063047167, -0.0045687305); + result5 += V4(-0.065397374, 0.07411419, -0.12276642, 0.11735085) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += V4(-0.13821891, 0.07206402, 0.04052938, -0.08303998) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += V4(0.008153271, 0.06659256, -0.088545084, 0.052727234) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += V4(0.0020265798, -0.017523022, 0.08750033, 0.034287166) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += V4(-0.09240684, -0.132584, -0.05521535, -0.11365951) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += V4(0.0648652, 0.00063704373, 0.026009742, -0.11492421) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += V4(0.062282912, 0.06680331, 0.0021922512, 0.046125904) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += V4(-0.0071307817, -0.02705501, 0.005304769, 0.10458681) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += V4(0.15888241, -0.09814522, 0.1098367, -0.042445354) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, result5); + V4 result6 = V4(0.0048197624, 0.0075116986, 0.0099129155, 0.00775909); + result6 += V4(0.004974469, -0.11057374, 0.054637253, 0.05073738) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += V4(-0.128019, 0.054411564, -0.14099243, -0.12757975) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += V4(-0.07598182, -0.120226055, -0.010914497, -0.11205681) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += V4(-0.030250512, 0.024317788, 0.089506894, 0.12391518) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += V4(-0.045656554, 0.13402466, 0.10797582, -0.122651406) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += V4(0.14234965, 0.011252227, -0.110444754, 0.15114875) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += V4(-0.03378752, -0.03878609, -0.08627183, 0.08631743) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += V4(0.04149253, 0.023052553, -0.033660937, 0.0095798345) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += V4(0.11971444, 0.020501256, 0.11135282, -0.06693651) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, result6); + V4 result7 = V4(-0.014978659, 0.0050648223, 0.0076116957, -0.007783821); + result7 += V4(0.12193714, 0.003774343, 0.09972001, 0.06001656) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += V4(0.037704255, -0.04623956, -0.028892698, -0.15893014) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += V4(0.12699004, 0.027365703, -0.09859563, -0.060610455) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += V4(0.062362995, -0.10326245, -0.049302436, -0.0041777436) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += V4(0.027090665, 0.10767031, 0.08545651, 0.09814222) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += V4(0.0800181, 0.11339877, 0.14778155, -0.007044769) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += V4(0.036384713, -0.11539939, -0.12518965, 0.10631763) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += V4(-0.034553416, -0.023034953, 0.08761218, -0.050655343) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += V4(0.004409459, 0.026714291, -0.12731543, 0.02625806) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, result7); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Conv2D-1-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d +//!SAVE conv2d_1 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(-0.02761569, -0.001303431, 0.0059456453, 0.011364153); + result0 += M4(0.037088707, 0.039107785, 0.049373046, 0.029887611, 0.17761885, 0.022945065, -0.044636622, 0.12700973, -0.20957622, -0.06410905, -0.07590757, 0.036686096, -0.06310094, -0.07954025, -0.011991116, -0.003010624) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.042399388, 0.045059893, 0.06800108, -0.115304366, 0.07296464, 0.03951488, 0.058417566, -0.019752966, -0.24829188, 0.032663327, -0.07660841, 0.059906118, -0.13647622, 0.19546683, 0.004744577, 0.14182745) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08336863, 0.036376677, -0.098944515, 0.049606726, 0.14065643, -0.048906505, -0.055670567, 0.04091548, -0.385516, 0.0040277955, -0.083274476, -0.08572098, -0.18240012, -0.0065575317, 0.051582176, -0.052601893) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.079820685, 0.068413995, 0.046803232, -0.003666424, 0.07048597, 0.1186215, 0.17330538, 0.08607984, -0.35499558, -0.00075235975, 0.056733217, -0.031382944, 0.0044486006, -0.00033770053, 0.18563506, 0.037485413) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.072174765, 0.090702295, -0.041858044, 0.029457342, 0.10745088, 0.02440524, 0.05454572, 0.062174387, -0.44866538, 0.06788242, -0.047310323, 0.07745266, -0.036993157, 0.109724015, 0.13787764, 0.038699944) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.026424862, -0.07601646, 0.044226952, 0.031176368, 0.05768912, -0.015567413, -0.084214084, -0.056456145, -0.05111811, -0.044614747, -0.089155465, -0.04208763, 0.032561414, -0.041552335, -0.07731431, -0.09377579) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.04373623, -0.00531333, 0.056447662, 0.10575006, 0.090051495, -0.031158486, -0.035757173, 0.13599198, 0.115777686, 0.07135353, -0.07880651, -0.08656131, 0.11350851, 0.16005085, 0.15270387, -0.01340997) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.090338185, -0.0061558075, 0.07440105, 0.07998819, 0.03734147, 0.034271456, 0.07038486, 0.0064278357, -0.06316883, -0.12851131, 0.104488686, -0.06621635, -0.042390525, 0.011483585, -0.00614616, 0.13337699) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.021350065, -0.06553768, 0.088978864, -0.04718948, 0.11847316, 0.020330824, 0.048353635, 0.11683656, 0.056026552, 0.03751398, -0.038178694, -0.07047206, 0.11210363, -0.0004433918, 0.04150284, 0.17515638) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.15682161, -0.031473707, 0.030253299, -0.041748017, 0.030382723, -0.14621396, -0.12894657, 0.05362784, -0.17239687, 0.016553588, -0.042380407, 0.09540878, 0.22551297, -0.056741998, -0.0030478665, 0.05394928) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.056790065, -0.056703642, 0.002659399, 0.04735789, -0.03920069, -0.07000189, 0.058327585, -0.14269045, -0.17523172, -0.0064095105, 0.09835048, 0.0018919881, 0.3141227, -0.023967152, -0.053918995, 0.0797732) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.23335966, 0.087769546, 0.026102941, -0.0096911825, -0.06810754, 0.045207564, 0.13496265, 0.009555187, -0.25998208, -0.019500287, 0.057989404, 0.0024302762, 0.48002297, -0.04046989, 0.0052357917, -0.035644695) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.045313835, -0.08374049, 0.018499387, -0.06623021, -0.06555796, -0.012287675, -0.015122152, 0.016986316, -0.092487924, 0.025774505, -0.0010562062, -0.02650086, 0.014801757, 0.06750847, 0.09865225, 0.10953315) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.037979554, -0.023644108, 0.058705773, -0.078800365, 0.03471599, 0.16479132, -0.028003164, 0.0010208902, -0.06333016, -0.009407941, -0.09128135, 0.08101959, 0.0783575, 0.07412249, -0.008664677, -0.01999057) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.030677773, 0.11961758, -0.060348786, -0.06510084, -0.055473115, -0.09350679, -0.099412635, 0.14311117, -0.02437633, 0.051498406, -0.0045971726, -0.008503924, -0.04199868, -0.07289543, -0.030003952, 0.07716714) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.121329, -0.07286863, 0.058191475, -0.0063791526, 0.09366723, -0.08558315, -0.019722778, -0.06400999, 0.079417184, 0.07201573, -0.037171558, -0.050720986, 0.079808034, 0.114417985, -0.0054190145, 0.06912783) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.059432074, 0.00669558, -0.11531157, 0.004150261, 0.06494481, 0.22469191, 0.026583701, -0.048079163, -0.019697739, 0.051067643, 0.047560435, -0.09175629, 0.03691384, 0.02980104, 0.071804516, 0.007448786) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.09890353, 0.03246942, 0.016157217, 0.010111077, 0.13595293, -0.04375725, -0.02008658, 0.07505057, 0.11496347, -0.04299425, 0.04134444, 0.02708125, 0.065794446, -0.04000543, -0.014976788, 0.00076551025) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.018885192, 0.07263801, 0.08209769, 0.31161678, 0.050031394, 0.0072181905, 0.11818119, 0.013147318, -0.0054596704, -0.0006071879, -0.064186566, 0.03409386, -0.063249335, -0.07980881, -0.10956793, -0.06739726) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.16189493, -0.17183621, 0.1569347, 0.22482295, -0.054127686, 0.06676453, -0.06077584, 0.06851102, 0.03122203, 0.03450254, -0.06630915, 0.047559235, 0.06136845, -0.11692344, -0.09031074, 0.006285412) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.19681932, -0.0046566674, 0.19023016, 0.12542269, -0.15745784, 0.04875973, -0.008189951, -0.042797092, 0.08374266, 0.012683859, -0.05822523, -0.07747233, 0.116249934, -0.01764783, 0.01353973, 0.03972922) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.08870154, 0.049118433, 0.041131232, 0.08667491, -0.017626565, 0.15511449, 0.12040571, 0.053428147, 0.020696208, 0.012470551, 0.022307185, -0.045834243, 0.060623735, -0.05125088, 0.06843799, 0.08656212) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.17092396, 0.030363526, 0.0140894, 0.02912769, 0.058119573, 0.095461175, 0.070812345, 0.09921958, 0.078285515, -0.022314569, 0.013995026, -0.0328069, -0.063750766, 0.09065675, 0.028035391, -0.113053046) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06405799, 0.21168756, -9.151996e-05, -0.0503785, -0.13791454, 0.10283767, -0.004092496, -0.067826845, -0.08090034, -0.0030361228, 0.030797834, 0.034114983, 0.061679136, -0.060509812, 0.029965324, 0.00540641) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.031794824, 0.060991615, -0.011038124, -0.03274945, 0.20039667, 0.08893567, 0.10624686, -0.07583237, 0.057389423, 0.003315266, 0.006454787, 0.030258719, 0.039025854, 0.06980554, -0.11136397, 0.057272784) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.10876384, 0.07798564, 0.026748007, 0.13123696, 0.2821341, 0.10730637, 0.09280867, -0.05766453, 0.027808543, -0.1052174, 0.03893968, 0.10775714, 0.14183632, -0.099473216, -0.05778472, -0.03137033) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.15816005, -0.096787825, -0.06022702, 0.0381998, -0.023503086, 0.030795382, 0.01035088, -0.07878285, 0.0009552831, -0.042173848, 0.0746334, -0.0112526, 0.04763265, -0.041836012, -0.003314706, -0.0500568) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.046129987, -0.03118589, -0.07786298, -0.1049737, 0.29214287, 0.12085579, 0.012827161, 0.017566396, 0.108787045, 0.09451712, 0.15464358, -0.16249146, -0.13999546, 0.018309386, 0.014786083, 0.07303404) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07378837, 0.011273643, -0.1120379, -0.0026170607, 0.1814809, 0.08930166, 0.08356305, 0.01833846, 0.033170637, 0.24108212, -0.130211, 0.030318882, -0.29687455, 0.110697806, 0.09319216, 0.08654984) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.13948832, -0.06703306, 0.07523594, 0.21173337, 0.10341617, -0.05580924, 0.027701901, -0.013774061, -0.09089573, -0.09652651, -0.07885977, 0.06811104, -0.46284908, 0.06903523, 0.041834757, 0.0114014) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.019021397, -0.26629323, -0.07098138, 0.07351062, 0.12342077, -0.09418445, 0.026054522, 0.123952925, 0.03109452, -0.0045966646, 0.05038325, -0.06087832, -0.028441643, 0.03807018, 0.06422488, -0.03001049) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.05468568, 0.0327175, 0.12617524, -0.07542483, -0.018951744, 0.10551418, 0.07483223, 0.1169595, -0.017687174, -0.09272559, -0.13982548, 0.0021275969, -0.07185063, -0.039989647, -0.0077523887, -0.039195437) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.12988251, 0.10941108, 0.15224512, -0.12031406, -0.020163897, -0.031190401, 0.08508183, -0.023342766, 0.03194575, -0.002796166, 0.027059184, -0.010880353, 0.15295668, 0.09802124, 0.0037197326, 0.071890816) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.017139537, -0.09763452, 0.043702517, -0.0017359561, -0.021294793, -0.0638558, 0.0008975771, 0.09110497, -0.007586657, -0.06678283, -0.0134450095, -0.018394625, 0.032951344, -0.01955024, -0.075448416, -0.020135287) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.35745835, 0.07109913, -0.056332603, 0.06334652, 0.0053310636, 0.12636055, 0.106544495, 0.017279532, 0.02801295, -0.1446968, 0.14564823, -0.06979035, -0.1726678, 0.06928777, 0.043383125, 0.014876556) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.105424166, 0.060225878, -0.12770179, -0.049939167, 0.18948837, -0.045437824, 0.012294204, 0.046608612, 0.053367853, 0.009596092, 0.029627405, -0.055216577, -0.06541836, -0.07233395, 0.043816403, -0.08915632) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.04160133, -0.35034466, -0.09791312, 0.093261205, -0.06831845, 0.0851133, -0.053280674, -0.09827873, -0.005778535, -0.13280119, -0.13910456, -0.15472464, -0.26904503, 0.0004950885, -0.016046168, 0.03187566) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.027507946, -0.053984743, 0.04627523, 0.2009932, 0.01102568, 0.024638634, -0.12111149, -0.103453085, 0.17028779, -0.11304579, -0.008148545, -0.23088348, -0.28374445, -0.08716236, 0.021794433, 0.05258543) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.013218336, 0.07701681, 0.21862121, 0.02654918, 0.044408165, -0.0788119, -0.08543796, -0.061530057, 0.36024255, 0.03936189, -0.03930867, -0.13106105, -0.2940241, -0.053024504, 0.06382034, 0.07871436) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.13724972, -0.23636502, -0.27293172, -0.124739595, -0.112919584, 0.27524987, -0.10301696, 0.19510813, -0.08015892, 0.04455963, 0.022465274, 0.2073669, -0.09678278, -0.018959148, -0.059930515, 0.08956838) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.10813729, 0.08113293, -0.16651708, -0.28258207, -0.02664726, -0.007968327, -0.08971246, 0.2381642, -0.14862755, -0.09012422, -0.009191523, 0.009187735, -0.10264482, 0.047298796, 0.00065596786, 0.084936574) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.16527553, 0.16333109, -0.10906002, -0.11600706, 0.009340215, -0.15967317, 0.057286974, -0.007947666, -0.07539558, -0.048452135, 0.014758945, -0.035601526, -0.029910984, 0.086507834, 0.05682731, 0.08694974) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.09455753, -0.25718254, -0.46974602, -0.17321396, 0.2058579, -0.044676166, 0.15880384, 0.09082368, 0.36071256, 0.088171154, 0.07985134, 0.03562033, -0.011981267, 0.022630319, -0.114429295, 0.03545544) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.35241106, 0.22275616, -0.11238957, -0.058529295, 0.3275477, -0.0841411, 0.08733342, 0.0024533719, 0.4327844, -0.20082138, 0.10952084, -0.03370095, -0.028660584, -0.043844976, -0.0894902, -0.0036635625) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.13464318, -0.04747511, -0.1338263, -0.04075609, 0.18872672, 0.05443863, 0.28123236, 0.112445064, -0.0051509426, 0.074833654, -0.017829131, -0.03576044, 0.06429401, -0.0037442248, 0.0443509, -0.011471484) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.033960752, 0.17812099, 0.113339335, 0.039034948, 0.13780743, -0.022480128, -0.06493001, -0.07914036, 0.025295194, 0.08997309, 0.16050398, 0.0152748795, -0.01667359, -0.10506268, 0.03365411, 0.027771063) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.098467626, -0.1516087, -0.090719014, -0.16919157, 0.038436893, -0.14015834, 0.10464323, -0.066535756, 0.084718876, 0.06657195, -0.10025528, 0.11670654, -0.044952806, -0.0012713686, 0.036094677, -0.1250607) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.32697773, 0.0024904069, -0.0318002, -0.14388008, 0.025393477, 0.1355304, -0.025073601, -0.06781301, -0.033339716, -0.10428237, -0.08760491, -0.058536585, -0.06277895, -0.05797407, -0.12217669, 0.032862153) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.13257584, 0.3125901, -0.004826834, 0.023016412, 0.0137814395, 0.07649444, -0.011283409, 0.12480625, 0.08035556, 0.08562913, 0.051745087, -0.010379843, -0.1719882, 0.019019378, 0.03253453, 0.1349059) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.15542264, -0.07498042, -0.054504056, -0.1130992, 0.08257349, -0.028014142, -0.0632218, 0.1754813, 0.044353295, -0.13583407, -0.13511257, -0.17404458, -0.094962865, -0.1499342, -0.04324668, -0.058163624) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.091226265, -0.019397736, -0.15051126, -0.13262361, -0.052419744, 0.022728384, -0.017814085, 0.15778238, -0.045445465, 0.057812717, 0.090955496, -0.08521417, -0.08493022, 0.0458461, 0.038604733, -0.060735296) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.017462738, 0.30318317, 0.020650871, 0.0049322373, 0.025454514, -0.06072033, 0.11654518, 0.037275076, -0.00079333835, 0.085537426, -0.029005496, -0.13338101, 0.025329508, -0.015836718, 0.053024746, 0.00406369) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.060283504, -0.18455754, -0.075665906, -0.03629259, 0.045932658, -0.023702286, 0.01825637, -0.011526267, -0.14195777, 0.008922332, 0.029492423, 0.035661146, 0.14617355, -0.09066765, 0.027462238, -0.12548925) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.36163256, -0.051146578, 0.11729546, -0.08423403, 0.106104486, -0.02499687, 0.022577967, -0.11865076, -0.127109, -0.0983434, -0.051264703, 0.017415091, -0.06907152, 0.021569695, 0.04765592, -0.021509318) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.020325258, 0.007175456, 0.15568674, 0.0268168, -0.04252941, 0.06245771, -0.06428836, 0.03889941, -0.016388465, 0.074869685, 0.0950176, 0.026303388, -0.05905569, 0.010531668, 0.055855878, 0.06955287) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.055937205, 0.049704984, 0.08490253, 0.030004494, -0.028285054, -0.021864135, -0.070368275, -0.07678754, -0.04661075, -0.032502286, 0.016280256, -0.04206708, 0.030877868, -0.07661279, 0.02834831, -0.026066286) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.17748152, 0.007852392, -0.14960057, -0.04700179, 0.02509319, 0.04310571, 0.017439451, -0.06377278, -0.10304223, -0.05971072, 0.08723792, 0.1271908, -0.042265162, 0.095980346, -0.031949062, -0.10269542) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.11442661, 0.22355922, 0.077263944, -0.19311424, 0.12785651, -0.18419869, 0.009072283, -0.11784601, 0.046265043, 0.027490687, 0.020513132, -0.11853117, 0.119715765, 0.09155084, -0.08806068, -0.13099991) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.09267516, 0.009534724, -0.1534431, -0.069718234, 0.09534833, 0.09643722, -0.07244729, -0.07503579, 0.049628712, -0.089211434, 0.11313615, 0.031837456, 0.042876128, -0.16599229, -0.09885001, -0.20849445) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.15836427, 0.039397597, -0.10033209, -0.08952858, 0.20341766, -0.0183139, -0.048921306, 0.041464794, 0.15270574, -0.026300838, -0.06993224, -0.09279086, -0.0076041482, 0.09520925, -0.09645774, -0.001976442) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.09605317, 0.03516231, 0.021520022, -0.07026322, -0.09843845, 0.018796725, -0.032101627, -0.07200406, 0.009931766, -0.0012845487, -0.038088765, -0.00048343104, -0.01332002, 0.059822187, -0.18040723, 0.059926108) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.04695635, -0.09528347, -0.08518778, 0.03437041, -0.16211584, 0.08615655, -0.0596972, 0.07928578, -0.12804055, -0.12800768, -0.05631355, -0.068491004, 0.054722015, -0.16027765, -0.053435765, 0.0055658827) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.23087862, 0.060950283, 0.06483394, 0.0112723, 0.021190802, 0.015489685, -0.084800646, -0.06498323, -0.122740686, 0.08601281, 0.06930297, -0.02401346, -0.13796073, 0.059523232, -0.1229297, -0.1313897) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.20410736, 0.008917194, 0.027389951, 0.08584264, 0.11003438, 0.022213133, 0.09178437, 0.05450775, -0.01304892, -0.08140342, -0.021694947, -0.0028083185, -0.065252356, -0.0887981, -0.09430747, -0.10619862) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.14222789, -0.02770178, 0.0057030017, -0.04385153, 0.07067748, 0.076741844, 0.074142836, 0.112219356, 0.10509791, 0.14008267, 0.09908752, 0.0343511, 0.012106488, 0.007804691, 0.062716246, -0.022749215) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.25188452, 0.086774535, 0.043418173, 0.07051929, 0.05869175, 0.005817447, 0.031649627, -0.06367935, -0.010777343, -0.065083295, -0.002142289, -0.081685126, -0.03822952, 0.09470792, 0.07443214, 0.0152457915) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.003740148, -0.10212012, 0.082150206, 0.06324506, 0.12001256, -0.025637323, 0.18010361, -0.059838697, -0.003753066, -0.08005211, 0.047556523, -0.14785989, -0.041791067, 0.0039094524, -0.00017652505, -0.12913406) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.020593995, -0.081874, 0.048278, -0.0053195683, 0.28651488, 0.1640567, 0.15966168, 0.082722425, 0.1570142, 0.19820258, -0.052342843, -0.033562254, -0.02614581, -0.098495275, -0.044366807, -0.055630334) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.09661177, -0.014020618, 0.051468264, -0.026384348, 0.31507862, -0.12511897, 0.061704103, -0.060045782, 0.23090814, 0.018513214, 0.015074701, 0.051465522, 0.10594349, 0.115795426, 0.027499227, -0.10733994) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.021955505, 0.08258324, 0.08424402, 0.06377491, 0.06519483, 0.1510674, 0.017168894, 0.11956491, 0.017034065, 0.06976995, -0.15467577, 0.081934586, -0.0039609377, 0.080919094, -0.050352793, -0.0462441) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.036016695, -0.100190744, -0.051705576, 0.035166018, -0.036927998, 0.008058679, 0.072933845, 0.1457097, -0.078346506, -0.13454653, 0.02853062, 0.129857, 0.052758798, -0.14486746, -0.014382735, -0.03168785) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0010188763, -0.041984238, 0.0715447, -0.034105368, 0.17399262, 0.041071795, -0.022110598, 0.03014559, 0.04161949, -0.096565865, 0.053164575, 0.055329412, -0.09356863, -0.018130451, 0.07688227, 0.04318047) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(0.016769439, 0.0025616076, -0.033234686, -0.017233113); + result1 += M4(-0.07937274, 0.024551604, 0.045484476, -0.028590381, -0.0055548563, 0.091164075, -0.0832477, 0.0056726784, 0.009145615, -0.056674864, -0.12838204, -0.029696077, -0.104894035, -0.0021465523, -0.19386864, 0.04343148) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.056155153, 0.08125948, 0.047882646, -0.05619554, -0.07280543, 0.06907689, -0.07096061, 0.024550367, 0.06942433, -0.015227393, 0.19139177, 0.034082085, 0.026274368, -0.044310287, 0.2190903, -0.10265051) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.054673616, -0.04683691, -0.060920995, 0.098106205, -0.09166132, 0.05957283, -0.074146934, 0.073306106, 0.014094467, 0.06827852, 0.01580575, 0.038518988, -0.0462546, 0.021577721, -0.078415, 0.029640203) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.1085866, 0.018027164, 0.0009858405, -0.09908315, 0.045768503, -0.07956935, 0.09952082, 0.030113233, 0.06256073, -0.05886293, 0.006130924, -0.048609912, 0.13590431, 0.03444453, -0.15257333, -0.11231053) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.011424763, -0.071742706, 0.04301765, 0.070896834, 0.07755313, 0.10378807, 0.12022343, 0.021524828, 0.029912747, 0.115998074, -0.13353577, -0.016215743, -0.12557493, 0.13347831, 0.07265532, 0.0010080107) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.011295676, 0.036876403, 0.06479442, 0.08397527, 0.12332453, -0.13206731, 0.09754398, 0.00029035402, 0.03560405, -0.056740932, -0.031969912, -0.012531853, 0.10487021, -0.079280175, -0.036755282, 0.0359944) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.048982903, 0.00045150236, -0.16215974, -0.025085704, -0.06113199, 0.061917245, -0.041983806, 0.12413298, 0.02764671, 0.09159367, 0.1746024, 0.08465373, -0.09993331, 0.09977577, 0.05697615, -0.112461075) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.07934379, -0.039607003, -0.07690708, 0.023781974, 0.015746487, 0.108917706, -0.09303546, 0.12878792, -0.026604395, -0.042081278, 0.09499319, -0.0506606, 0.10261265, 0.12871245, -0.13543636, -0.013091424) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.049167998, -0.08167343, 0.021342967, 0.0842813, 0.019894106, -0.08718225, 0.14338472, -0.08321608, -0.06424248, 0.0020290306, 0.11345402, -0.031149132, 0.055689946, 0.0005042397, -0.009219514, 0.07936348) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.042045802, 0.08653694, -0.057840317, 0.043052666, 0.05711909, -0.014766705, -0.05957707, 0.024248779, 0.01729787, -0.08104619, 0.028377637, 0.0774164, -0.029571198, 0.098805726, -0.05487531, 0.011131538) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0026329665, -0.07978645, 0.023266913, -0.063317545, -0.13192022, -0.052285846, -0.09071553, 0.01294073, 0.020364795, -0.021405185, -0.046866737, 0.08936077, 0.032601304, 0.088665865, -0.06398512, -0.015807016) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.072908536, 0.10124559, -0.059382346, -0.07274975, -0.15386926, 0.058088895, 0.13734575, -0.08429202, -0.0077596977, -0.059642684, -0.04087486, -0.08461217, 0.03605134, 0.08031782, -0.027293874, -0.05226643) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.05761235, 0.0063328813, -0.012605376, 0.017634902, 0.021166831, -0.016585106, -0.03065502, -0.029615575, -0.04674592, -0.063615814, 0.027525546, 0.07175821, -0.10640246, -0.021860883, 0.07215713, -0.09373414) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.08998505, -0.00014465432, 0.10441247, -0.021165052, 0.05263818, -0.20437573, 0.11552614, -0.11383138, -0.047426652, 0.08757641, -0.025403168, 0.03527013, -0.02045051, -0.053358436, 0.09311368, -0.06521593) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.058935154, -0.017358156, -0.10218483, 0.022098077, 0.014286717, 0.029318301, -0.20659512, 0.10422841, -0.037607525, 0.019619823, 0.08594738, -0.10172927, -0.053619463, -0.11814796, 0.0018046426, 0.031578325) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.0058175665, -0.027186159, 0.04891019, -0.05580266, 0.17695417, 0.06257584, -0.053988926, -0.04441824, -0.11641258, 0.010220604, 0.10162313, 0.077824146, -0.07027242, -0.021471716, -0.07523949, -0.02031263) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.024723828, 0.09212882, -0.10201016, -0.08879776, -0.028374758, 0.03794084, 0.16667119, 0.102898754, 0.084029555, -0.07575912, 0.09611676, -0.12024204, 0.09981554, 0.04426836, 0.065200955, 0.044676803) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.10512724, 0.05358826, -0.14085302, 0.052071247, -0.021827307, 0.017526265, 0.15236545, 0.026917933, -0.061030466, -0.08549802, -0.06748439, 0.055241548, 0.117513224, -0.031710867, 0.094942175, 0.09423875) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.015552336, 0.04420794, -0.029277187, -0.19120461, 0.034245424, -0.02792134, -0.09716776, -0.0573681, -0.075626604, 0.037915822, 0.12992129, -0.02319238, -0.0039902157, -0.08158752, -0.07895762, 0.08473973) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.08799909, 0.14314105, -0.20044601, 0.10480823, -0.095984094, 0.012125623, -0.035740513, 0.007108744, -0.0939765, 0.010239716, -0.114662096, 0.018953988, 0.05602594, -0.08161215, -0.06033333, -0.019941881) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.12727, -0.038333707, -0.25097314, 0.018155312, 0.060406335, -0.020452917, 0.113399886, -0.11267086, -0.06354953, -0.012558013, -0.12128287, 0.039447643, -0.17020549, 0.037829228, -0.05092166, 0.06897524) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0705451, 0.08091754, -0.008346885, -0.044707194, -0.08981229, 0.06599425, 0.043990392, -0.0031653778, 0.12341977, 0.018836867, 0.025816211, 0.026450949, -0.029844712, -0.0464313, -0.13568954, -0.072483405) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.012711535, -0.3026428, 0.13166624, -0.004995521, 0.008398716, 0.14346163, 0.068649575, -0.09263464, 0.018636724, -0.111215554, 0.05045415, 0.10613949, -0.14595944, -0.10123244, 0.1399268, 0.05277028) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.02605338, -0.09055099, 0.14284265, -0.016676703, -0.07651899, 0.11876108, -0.07980653, 0.1367855, 0.027205238, -0.121692345, 0.097538166, 0.019252293, 0.0085324785, -0.0066619613, -0.051010814, 0.015619256) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.053689305, 0.11616701, 0.050079677, 0.062457107, -0.131444, 0.09234042, 0.32624242, -0.04541031, 0.10710542, 0.10381631, -0.11372033, 0.047911637, -0.095062315, 0.08364793, -0.20961949, -0.033144835) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.02494579, 0.18658453, -0.24268891, 0.03562996, -0.011188254, 0.15070106, -0.049641307, -0.04412288, 0.08451071, 0.008854023, -0.027331132, 0.010873642, 0.05840684, 0.093645036, -0.19649129, 0.14708613) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0030784938, 0.03550323, -0.17132902, 0.069450766, 0.024668658, 0.029604401, 0.11464523, -0.07167686, 0.051766425, 0.014539138, -0.009160021, 0.12180583, -0.05230532, 0.0662672, 0.003080154, -0.07940716) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.05423636, -0.011784935, 0.14290236, 0.032433644, -0.118710525, -0.0920717, 0.0823441, 0.056657888, -0.040222954, 0.010854127, 0.15074678, -0.098136485, -0.06447723, 0.02108425, 0.009055196, -0.11257116) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.12390864, -0.09158103, 0.04741346, -0.0708486, -0.06425824, 0.013386543, 0.057961702, 0.07413954, -0.07973955, -0.09554655, 0.18467925, -0.10788285, 0.09482614, 0.012062154, 0.029963506, -0.029858127) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.10729881, 0.009982173, -0.22733152, 0.098401695, 0.029435245, -0.06580569, -0.12520123, -0.07642179, 0.11545801, 0.15011081, -0.13486712, 0.028433813, 0.07591163, 0.017288294, 0.099007584, -0.097372234) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.13141108, 0.017468836, -0.16651976, 0.13195527, 0.07581501, 0.10724365, -0.09905088, 0.0015309928, -0.059403155, -0.009239631, 0.14939612, -0.1072595, 0.030013539, 0.016426543, 0.0017660961, 0.08670179) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.14684048, 0.034820206, 0.19213732, 0.03307732, -0.08472444, 0.046669018, 0.12534994, -0.11100139, 0.09718424, 0.15050825, -0.21054505, 0.2016825, 0.072763614, -0.07057747, -0.07941401, -0.0811291) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.055816874, 0.09170443, -0.05008039, 0.024646416, -0.009889805, 0.0041081966, 0.12131254, 0.07974836, 0.117176384, 0.0844261, 0.28521234, -0.09175087, -0.08795007, 0.0043471255, 0.07127032, 0.05553993) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.026806787, -0.114655524, -0.12831697, -0.16896728, 0.09705996, 0.07696132, -0.03238421, -0.016604574, 0.0069550225, 0.005655338, 0.43047038, -0.075586416, 0.004409626, 0.05427515, 0.066713005, 0.06727002) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.012092775, -0.14372861, -0.032439742, 0.10276534, 0.074446976, 0.117915854, -0.07504714, 0.059478015, 0.17400376, -0.09012655, 0.12881382, -0.03453601, 0.006655172, -0.05988123, 0.057871893, -0.10036389) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.004990822, 0.08878998, -0.03183994, -0.12615976, 0.0076586036, -0.039238214, -0.04804058, -0.03638868, -0.07475823, -0.107461564, 0.027054943, 0.036395226, -0.09547209, 0.08394239, -0.060993254, -0.07529691) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.021110354, -0.08261888, -0.10318944, 0.040032186, -0.064552136, -0.051267777, 0.0887074, -0.10907327, -0.008963476, 0.13419461, 0.12557253, 0.19924735, 0.07389039, 0.037197713, -0.006051149, 0.09969139) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.10912339, -0.05223203, -0.41098392, 0.075798415, -0.057029378, -0.0017331461, 0.06383876, -0.025387159, -0.04747141, 0.039427005, 0.018824644, 0.08538382, 0.051092204, 0.06586574, -0.11215414, 0.0791303) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.03419454, -0.021962, -0.13961087, -0.022702947, 0.011523682, 0.06005019, 0.19224952, 0.010064379, 0.15189806, -0.14856116, 0.1919555, -0.062437158, 0.015603976, 0.00086081197, -0.0468853, -0.04738336) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.10732999, -0.06551857, 0.0602404, 0.19181146, -0.09031337, 0.05160001, 0.0040802015, -0.11860206, -0.057076015, -0.13912433, -0.060380206, -0.06443237, 0.11100557, -0.11861049, -0.108246945, 0.09199632) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.16064756, -0.10392113, 0.16806966, -0.12632309, 0.067356676, 0.051871065, -0.087932274, 0.04682788, -0.035441585, 0.005433438, -0.20120451, 0.14360161, 0.0051706037, -0.022827601, 0.076131314, -0.028320156) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.11838603, 0.11412809, -0.22658278, -0.037884485, -0.007884632, -0.047932684, 0.10884189, 0.07825834, 0.008924509, 0.13113378, -0.10875834, -0.107598744, 0.0067470223, 0.09434388, -0.109961726, 0.079642296) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.2042058, -0.07531935, -0.09399276, 0.008989612, 0.07966336, -0.0068313014, 0.24716976, 0.058068536, -0.013480067, -0.05133768, 0.07945195, -0.10644309, -0.094064265, -0.009725714, 0.059794, 0.022166375) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.2752565, 0.1852604, -0.23770782, -0.03482585, 0.03348158, -0.098442525, 0.1648311, 0.028246937, 0.115351744, -0.12337124, 0.12334623, -0.06349723, -0.113191076, 0.10705012, -0.08011575, -0.0009850222) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.019758724, 0.08675475, -0.25644946, 0.19483091, 0.056206577, -0.28102186, 0.2467782, -0.19515087, 0.030795587, -0.21867925, 0.10537924, 0.032142207, 0.06683745, 0.045662083, -0.036633432, 0.07147296) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.06670792, -0.0021875468, 0.012345075, 0.07533767, -0.0772911, -0.020445222, 0.055677257, -0.03592486, -0.08034898, 0.0061573903, -0.075330086, -0.04805722, -0.012458078, 0.07707378, 0.1340744, -0.037905995) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.14461063, 0.017936263, 0.029614784, 0.13786332, -0.06205171, 0.05635858, -0.057858724, 0.0991939, 0.0843583, 0.00076131267, 0.09621426, 0.12912948, 0.027043015, -0.05128006, -0.045921084, -0.04307526) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.059195258, -0.0761724, 0.22519636, 0.047220387, 0.13788861, 0.017554784, 0.17639084, -0.086442344, 0.15308294, 0.11420089, 0.09245167, -0.07941055, 0.147952, -0.06565538, 0.23476095, -0.0062853643) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.12952094, 0.15930383, 0.21732077, -0.0077073327, -0.030176776, 0.1060875, 0.11774164, -0.050923593, -0.011193686, -0.03966681, 0.2143074, 0.14424497, -0.1332584, 0.053643733, 0.10166897, -0.11144746) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.03859702, 0.20158121, -0.17083117, -0.024978075, -0.061759107, -0.023627415, -0.019641025, 0.070127934, 0.003741842, 0.022356411, -0.13977034, 0.015925655, -0.069790415, -0.015829412, -0.19992931, 0.085839465) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.051424056, 0.06681765, -0.120979376, 0.0017001146, 0.0051011327, -0.05086517, -0.051919993, -0.050319064, -0.15493919, 0.010663769, -0.059243806, 0.1122366, 0.042886723, 0.13127504, 0.11036723, -0.022160923) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.09295841, 0.12198834, 0.14107624, -0.015114837, -0.037394222, -0.021517873, 0.03543997, 0.05839734, -0.046089817, 0.011284783, 0.057499498, -0.0008424343, 0.01061968, -0.07435791, -0.023883415, 0.074838415) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.08546618, -0.001638889, -0.059880786, -0.0059915804, 0.05733248, 0.002214513, 0.14065383, -0.08221448, 0.05616745, -0.040358093, -0.09910867, 0.015900759, 0.08278462, -0.14608642, 0.13865638, -0.028652601) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.050315954, -0.124541774, 0.1193908, -0.045964096, -0.11453154, -0.17920852, 0.018419629, 0.0885126, 0.0045665368, -0.012980899, 0.0022270456, -0.03926158, 0.021241607, -0.09130771, 0.20553377, -0.0996037) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.10302262, 0.027687268, -0.21909182, -0.11463514, -0.045840893, 0.10050073, -0.0613349, 0.042572837, -0.06806023, -0.0010388973, 0.018142693, 0.14837755, -0.022527771, 0.07391722, -0.08493624, -0.11404409) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.121575266, -0.027801964, 0.09613693, 0.002286362, -0.039520085, 0.03476184, -0.10104017, 0.031482354, 0.11636573, -0.06323037, -0.011886145, 0.06297528, -0.066137604, -0.008157256, -0.04869969, 0.0059183626) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.10905, 0.03983639, 0.056099143, 0.0034510016, 0.012703439, -0.060960226, -0.14831713, -0.069385834, 0.0011631255, 0.11983661, -0.21988507, 0.06868837, 0.034076165, -0.08466886, 0.012345503, -0.040119033) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.13324322, 0.01718367, 0.2076508, 0.016123328, 0.057933662, -0.08142827, 0.028756473, -0.012525868, -0.08725264, -0.009463192, -0.046336904, -0.033815436, -0.1391711, -0.08475892, 0.0687412, -0.039241564) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.041625768, 0.16654244, -0.1799811, 0.048581764, 0.045822866, -0.037232295, 0.05179076, -0.05777596, -0.0095104305, 0.12848996, -0.0789733, 0.08890033, 0.17187265, 0.03049758, -0.06398407, 0.13677458) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.009284352, 0.08338313, 0.026661666, 0.026534343, -0.026173279, -0.04352123, -0.16721159, 0.04861703, -0.02597866, 0.021577125, 0.056278646, -0.076812565, -0.026800256, 0.08736506, -0.15648517, 0.028837873) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.09535911, 0.14442755, 0.11180536, -0.06517056, -0.009842117, -0.0060931295, -0.061150488, -0.02944281, 0.12734199, 0.0006065784, -0.06975431, 0.108781986, 0.033593517, 0.07567509, -0.17313817, 0.25374523) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.19506572, 0.155975, -0.04777849, -0.016203694, -0.0068075536, -0.042868037, -0.17068684, 0.0037194034, -0.0012168193, -0.10092494, -0.06852381, 0.01380547, 0.1136827, -0.041867908, 0.00013216352, -0.05468068) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.07748595, -0.14235479, 0.15257135, -0.053396966, -0.07791306, 0.067098655, -0.057766736, 0.021077331, -0.09494074, -0.023778684, -0.013639282, -0.10075655, -0.080349326, -0.18532336, -0.08169879, 0.11040296) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.069554105, 0.060413048, -0.106799476, 0.053021252, -0.05345125, 0.01492141, -0.004792767, -0.05385169, 0.0843777, 0.013497531, -0.22934411, 0.099761985, 0.061654877, 0.0023306322, 0.037343726, 0.09909317) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.05697883, 0.07050332, 0.076690584, 0.01667316, 0.006008317, 0.06300223, 0.051146176, 0.012772907, -0.06102923, 0.029040178, -0.053367697, 0.07482501, 0.06490111, 0.052685887, -0.049605075, -0.002080413) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0046620304, 0.059921052, 0.028985702, 0.07646957, 0.0034581195, 0.084394254, -0.15584604, 0.03665553, -0.07015666, 0.003627641, -0.22974466, 0.072483964, -0.075953916, -0.075793676, 0.118282355, -0.113565505) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.11088133, -0.047126915, -0.1282911, 0.052591946, -0.014328814, 0.008643943, -0.068740405, -0.1435253, -0.02709035, -0.04505739, 0.008873879, -0.21076852, -0.043750796, -0.044584595, 0.03902912, -0.030772295) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.038197093, -0.062249802, 0.033598337, -0.102512054, 0.120059155, 0.039409705, 0.23213148, 0.017042313, 0.07811867, -0.003232613, 0.19507286, 0.053877868, 0.012963436, 0.0028906679, 0.21984786, 0.019151483) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.019865166, -0.0071905544, 0.11206307, -0.07782036, 0.09469346, 0.036127537, 0.03760374, 0.055601902, -0.007445543, 0.079429135, 0.049627665, -0.12807842, 0.08465151, 0.057704467, -0.0042503723, -0.0064193746) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.024744835, -0.011291583, -0.024014616, -0.033544473, -0.0038538529, 0.12559661, -0.027841812, -0.06250194, 0.0073181563, 0.013020039, -0.21632992, 0.09582357, -0.02713949, -0.04855593, -0.008293703, 0.021271667) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.110498585, 0.059027217, 0.020372093, -0.06329277, 0.13400175, 0.22068635, -0.19118437, 0.10078439, 0.0022693954, 0.11991088, -0.16167273, -0.006496246, -0.07048625, 0.08765234, 0.032959696, 0.11292396) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.040295064, 0.043726686, 0.06391998, -0.05502049, -0.047743503, -0.0029117474, 0.15594602, 0.093968496, 0.054743696, 0.06277688, 0.028176308, -0.03813296, 0.07304441, -0.04628543, -0.051543918, -0.056700226) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(-0.013938967, 0.015533113, 0.0028973701, 0.0075022657); + result2 += M4(0.032846577, -0.052960653, 0.034282815, 0.041243304, -0.08967592, 0.048318267, -0.07621673, 0.1028415, 0.048737485, 0.053634305, 0.0054881927, 0.033276886, -0.21132886, -0.00425043, 0.050949793, -0.0111281965) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.12298811, -0.053651, 0.014085534, 0.06090373, 0.046195626, -0.03364584, 0.08522945, -0.047111996, 0.023065615, -0.05466919, -0.0021231575, 0.074913114, -0.04375345, -0.09714572, -0.13357763, 0.07338338) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.01141243, 0.030614294, 0.012433801, 0.02139655, -0.0684577, -0.08955104, 0.093261145, -0.09983138, 0.089424804, -0.021487309, -0.12033073, 0.07616843, -0.090022355, 0.18183194, 0.11445503, 0.067792386) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.003242191, 0.031642754, -0.07453954, 0.11052475, 0.009998606, -0.11990727, -0.14618039, 0.099430494, -0.042089403, 0.070518434, -0.010203386, -0.029402874, -0.20027012, 0.17072497, -0.08798141, 0.05406464) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.01612824, 0.03477462, -0.042969614, 0.056698266, -0.03255394, -0.11133351, -0.004118145, 0.03954056, -0.033006884, 0.04043607, -0.12047454, -0.044718977, 0.0698965, -0.12542497, 0.052342955, 0.094750166) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.08191703, 0.09355846, 0.059092406, 0.06475061, -0.025731565, 0.19678155, -0.0776595, 0.046088483, 0.100162126, -0.016052794, -0.07798135, -0.07101751, -0.06735093, 0.08204773, 0.053372316, -0.10643969) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.07641936, -0.009392707, -0.08043631, -0.022394316, -0.0025288959, -0.097324744, -0.10157535, -0.098694205, 0.046158034, 0.086306415, -0.09310042, 0.045507442, -0.1552158, -0.25672314, -0.045775324, -0.016271122) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.027376695, -0.08542285, -0.00053156266, -0.055664603, 0.11108501, 0.00900522, -0.039494418, 0.058275703, -0.024041515, -0.0043008253, 0.04309959, -0.029130701, 0.07585582, 0.042668022, -0.033310007, 0.035263296) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.027053017, -0.08627896, 0.08763188, 0.043387715, -0.088418104, 0.023269104, 0.071471125, 0.054824803, -0.012928226, -0.06803476, -0.10451357, -0.04683332, -0.03276313, -0.02956615, 0.02772458, 0.016769126) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.05519512, 0.026617685, 0.059249084, 0.05214254, -0.0005045204, 0.012417094, -0.06620078, 0.0813855, -0.035043526, -0.03206556, 0.07487492, 0.03989685, -0.099046, -0.10826472, 0.04286894, 0.123804376) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.023046117, 0.15525448, -0.016758833, 0.08583576, 0.08520866, 0.12128569, 0.0064738714, -0.21322465, 0.051468074, -0.08525122, -0.07286322, -0.06859845, 0.06326966, 0.044056647, 0.088103294, 0.09067303) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.06426195, 0.009186825, -0.07230378, 0.04104307, 0.017211473, -0.20848492, -0.04187725, 0.21498612, 0.020638483, 0.002735242, -0.111722566, -0.014182573, -0.003047092, 0.100285515, -0.06567301, 0.0138706695) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.08885051, 0.093490265, -0.03140803, -0.03252425, -0.19602428, 0.0145222675, 0.03036853, -0.07987939, 0.013513645, -0.008580325, -0.0059136273, 0.048060436, 0.10868937, 0.10224574, -0.030258277, -0.008786517) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.041580692, -0.02790423, 0.022062302, 0.047895577, -0.1059916, -0.112150155, -0.04447172, 0.07482147, -0.057116378, 0.11231512, -0.082839444, -0.033725716, -0.10277563, -0.10362856, 0.04035678, -0.048499774) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.06345017, -0.07136062, -0.073399685, 0.11837334, -0.0045550424, 0.30553803, 0.010344913, -0.114337504, -0.037289858, 0.08024155, -0.09092938, 0.01512199, 0.059033062, -0.015965948, 0.09940773, -0.07353052) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.07212204, -0.073826596, -0.016235586, 0.08354734, -0.1110086, 0.023471365, 0.20727345, -0.12833963, -0.01702859, 0.004681886, 0.029475408, -0.09220702, 0.10658454, 0.07304483, -0.105907686, 0.028076867) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.019951629, 0.039863996, -0.10994326, 0.08695047, 0.12011675, 0.014324402, -0.13076435, 0.1224294, 0.038881417, -0.09101597, 0.048266523, 0.02081965, 0.054930367, 0.042563003, -0.07030875, -0.045356747) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0120314285, -0.028235875, -0.081212506, -0.0030252447, -0.04822626, -0.04711799, 0.062013462, 0.043998722, 0.007708696, -0.098528996, 0.037904922, -0.029747024, 0.024580749, -0.091394715, -0.06220346, 0.036037244) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.013719639, 0.068786085, -0.2582946, -0.18412389, -0.16333252, 0.12252754, -0.08445838, 0.06032664, -0.11343617, 0.063644305, 0.06866097, 0.029576793, 0.04192072, 0.08560085, 0.043356523, 0.09876049) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.008559685, 0.21590574, 0.15706843, -0.15791821, 0.050628748, 0.024257801, 0.04210108, 0.104727186, 0.0045100497, 0.07006695, 0.034892123, -0.04694154, -0.037952803, 0.0039479756, 0.051974215, -0.02402075) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.16285849, -0.1351455, 0.22289366, -0.19113839, -0.020619422, -0.104307786, -0.06431112, 0.14210887, 0.0044410434, 0.08799993, 0.046918754, 0.026606759, -0.030655297, -0.23118538, 0.07378562, -0.02753961) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.04190715, -0.07085707, -0.16785142, -0.08579393, -0.16594838, -0.21295592, -0.19651107, 0.1108744, -0.017264538, 0.01228312, 0.013902221, -0.045920342, -0.23022439, 0.089863844, 0.15524478, 0.11105493) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.05898294, -0.035147365, 0.0047032023, -0.10104759, 0.05405861, 0.029577512, 0.08253608, 0.12578677, -0.09454659, -0.07002651, -0.012900482, -0.09280986, -0.16421299, -0.10147469, -0.12098356, 0.14639007) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.05408464, 0.116305515, -0.0030977353, -0.033564936, 0.083220914, 0.05112416, 0.065894075, -0.12722094, -0.093101144, -0.0926052, -0.068206765, -0.0033095647, 0.109661594, 0.21803294, 0.04223223, -0.04131261) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.06972871, -0.09167746, -0.15979786, 0.13048, 0.06253625, -0.09264288, -0.05032426, 0.15510198, -0.14806736, 0.0063203163, -0.08419503, -0.011996139, -0.17226042, -0.018295549, -0.049481925, 0.01995809) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.0840082, -0.037556678, -0.19460279, -0.018812792, 0.004944361, -0.049664762, -0.08419881, 0.005028327, 0.007848979, -0.042863537, 0.031951196, 0.019603448, 0.15948758, 0.1491548, -0.08453285, -0.10676616) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.08164055, -0.027523054, -0.028529225, 0.06508434, 0.1484274, 0.0736036, 0.045612324, -0.1698624, -0.105022065, 0.018172331, -0.073550254, -0.043985896, -0.1179838, -0.0444282, 0.14739418, -0.013361285) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.14466478, -0.1375525, -0.078926675, -0.07146436, -0.02455428, -0.03134981, -0.046245314, 0.038217396, 0.0033201047, -0.0818952, 0.0060245525, 0.1058006, 0.041843913, 0.03813736, 0.08554309, 0.063544) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.13304569, 0.10625694, -0.1030556, -0.053505816, 0.037258405, 0.044456914, -0.03631202, -0.06508498, -0.005214813, -0.27949867, -0.2163986, 0.15527907, 0.0057765082, -0.043244556, -0.076198526, 0.038292184) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.041140325, 0.15411493, 0.060217228, 0.09170098, -0.006105441, -0.045251857, -0.07079478, 0.03558165, 0.22392677, 0.4409335, 0.08216555, -0.12828667, 0.020134708, 0.04240352, 0.04178916, 0.005399634) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.17139013, 0.24163511, 0.122895755, 0.02841926, 0.060389537, -0.017288694, 0.059575845, -0.032035768, 0.19195938, 0.092920214, -0.07348584, -0.03231902, -0.01957814, -0.07692006, 0.022113338, 0.014335964) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.09234144, -0.14912902, 0.0041282643, -0.027115146, 0.12525725, 0.03379189, -0.07923043, 0.01664941, 0.11189519, -0.014339368, 0.017915903, -0.12146901, 0.04682695, -0.037487045, 0.0781563, 0.07242103) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.12280214, -0.07928621, -0.00084343384, 0.117775716, -0.08470734, 0.02297821, 0.055031396, -0.04422762, 0.03624792, -0.07233905, 0.1049448, -0.008404658, -0.031488854, -0.104380265, -0.039811365, 0.06190357) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.09426611, -0.059807744, 0.16133043, 0.037267085, -0.044063903, -0.04881754, -0.036063835, -0.0005282542, 0.3019107, -0.09280052, 0.08644239, -0.085524224, -0.06320671, 0.121795595, -0.008503126, 0.049327616) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.056063645, -0.027197428, -0.275161, 0.117007494, 0.009994409, -0.11506362, 0.05293116, 0.109181024, -0.20537406, -0.011914534, 0.21813466, -0.19475429, -0.03542684, -0.014357295, 0.06533645, -0.06992156) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.11626918, 0.06787258, -0.024249015, -0.14433035, -0.10196498, 0.041349225, -0.04500458, -0.101851776, -0.13543579, -0.20013253, -0.22151956, 0.15556997, 0.009776829, -0.015146394, 0.039016746, 0.043856163) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.09574218, 0.43134865, 0.06287345, -0.14401114, 0.07259602, -0.0763569, -0.02227203, 0.112953484, 0.09246757, 0.25071567, 0.0643707, -0.08116504, -0.08215675, -0.046698894, 0.07829749, -0.12789002) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.20191924, -0.056483887, -0.035593227, 0.029989725, -0.054922167, -0.12155225, -0.01314009, 0.018419497, -0.09012032, -0.2546305, 0.11454314, 0.024380885, 0.0024255472, 0.060235217, 0.06451117, -0.09309257) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.073611856, -0.13808423, -0.052807756, -0.011837564, 0.12048, -0.031830203, 0.027526058, 0.088994816, 0.029460358, -0.06082022, -0.1596075, 0.052041758, -0.023746919, -0.030569702, 0.025013674, 0.026854126) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.086055025, -0.27568772, 0.12127773, 0.05009544, -0.054843403, 0.17005071, -0.050590053, 0.04224273, -0.17188133, 0.16836992, -0.027306903, -0.059306376, -0.06309424, -0.02755114, 0.0006239271, 0.009682775) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.101595916, 0.077240214, -0.250513, 0.13649723, 0.05415376, 0.03777246, 0.034393545, -0.09718768, 0.023413684, 0.073868506, 0.10415262, 0.011855031, -0.048522275, -0.05025404, 0.07603722, -0.0133422455) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.005209693, -0.03132555, -0.075816676, 0.12494877, -0.0029918156, 0.12346448, 0.057733785, -0.11805883, 0.11076001, 0.15045074, 0.13931994, -0.028937897, -0.019406365, 0.09444509, -0.027938375, 0.05988758) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.017660402, 0.33389142, 0.3368349, -0.20588791, -0.0056653786, -0.2651566, -0.04290172, -0.012614579, -0.11986817, -0.05799836, -0.39571932, 0.11297465, -0.07600458, -0.020395143, 0.028914806, 0.099363364) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.15865004, -0.045258045, -0.07157293, 0.2891403, -0.08760969, 0.039345026, 0.13047671, -0.023942553, -0.0033943066, 0.14529294, 0.28212127, -0.18738058, 0.054405157, -0.07250427, -0.057954464, 0.07266344) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.07110851, 0.2947595, 0.14452806, -0.04179915, -0.07646726, -0.35550603, -0.09038327, 0.1859547, -0.030575223, -0.23900814, 0.035673585, 0.009947154, 0.1004944, -0.05465786, 0.09433755, 0.08319697) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.09650646, -0.2106911, -0.14350054, 0.09678866, 0.141645, 0.12216212, -0.015125403, 0.07808061, 0.021505704, -0.060919236, 0.025231823, -0.037320167, 0.09172411, 0.0071801394, -0.08808234, -0.0036207838) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.030052708, 0.033569835, 0.08926979, 0.11178668, -0.091706395, -0.12504517, -0.0070420154, 0.03058263, 0.1316749, -0.073301606, -0.039943352, 0.048992824, -0.012253534, -0.12068569, 0.059805628, 0.014095031) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.09948852, -0.11137538, -0.096741654, 0.16914417, -0.0785128, -0.022394864, -0.048322883, -0.056172695, -0.013107698, 0.07919407, -0.13742791, -0.041318193, 0.16285864, -0.01721374, 0.043658752, -0.022331616) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.09335611, -0.14867131, -0.28287446, 0.17306156, 0.15854278, -0.095198154, -0.10047315, 0.0010695432, 0.18735754, -0.10223568, -0.19490556, -0.018932529, 0.007102843, 0.016200561, 0.0100492025, -0.0029140124) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.01925431, 0.10660208, 0.27944034, -0.0011139654, -0.10035412, 0.09825183, 0.1448656, -0.1492353, 0.09415358, 0.12020322, 0.05821491, -0.08285908, -0.056045406, -0.009525278, 0.045026075, -0.0043133344) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.1453938, -0.1819587, 0.0059757284, 0.051746137, -0.0110834325, -0.070206106, 0.05421846, 0.038294274, -0.014713783, -0.22189125, -0.08452043, 0.03983536, 0.07674623, 0.020582968, 0.07983692, -0.07595044) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.05846307, -0.14692274, -0.13257322, 0.07857917, 0.081295855, -0.02054582, -0.14121507, -0.012233117, 0.20367633, 0.20878336, 0.1984374, 0.0030697384, 0.015199983, -0.03457278, -0.115692005, 0.12165493) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.0074242325, 0.079576045, 0.20005365, -0.05483021, -0.12659398, 0.03902692, -0.015557649, -0.064035706, -0.10649736, -0.21311344, 0.11481038, 0.09883342, -0.11245709, 0.0992991, 0.20141985, -0.123599924) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.023659606, 0.028784622, 0.15630634, -0.16217248, -0.020239111, -0.07716568, -0.010747737, 0.03945967, -0.010214203, 0.24981211, -0.09295191, -0.10133283, -0.08014364, -0.065089874, -0.108319044, -0.022462547) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.1404802, -0.07709674, 0.09681487, 0.06958544, -0.039029483, -0.005657039, -0.041457523, -0.018028699, -0.17900372, -0.2743584, -0.0020316062, 0.02434286, -0.25971797, 0.045841504, 0.06624523, 0.059360214) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03962932, -0.102508165, -0.10335586, 0.02769998, -0.034909446, 0.08839743, -0.054328848, 0.05946154, -0.080311604, 0.0863828, -0.12949784, -0.023000276, -0.027209371, -0.19840518, 0.13048606, 0.033447914) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.13438398, -0.03328395, 0.00886096, 0.062370244, -0.08165411, -0.004406249, -0.07576186, -0.04371637, 0.112132765, 0.057616953, -0.091129914, 0.074267745, 0.03333039, -0.022591632, 0.030719416, -0.0816658) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.16862763, -0.20332028, -0.13617799, 0.10863646, 0.08856559, 0.09361129, 0.06661578, 0.112887606, 0.21530516, 0.10044223, -0.062562965, -0.035199128, -0.09036694, -0.22348131, -0.11113321, 0.0669725) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.16750894, -0.08843269, -0.07074065, 0.05376084, 0.07708549, 0.015515703, 0.016807212, 0.04526428, 0.06690181, -0.1088821, 0.14146914, -0.008922299, 0.07360777, 0.047104575, 0.05380345, -0.027304618) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.037288673, 0.069152765, 0.085217334, -0.011905897, -0.035554044, -0.0675126, 0.029835347, -0.002959171, 0.045045763, -0.091421194, -0.106193855, 0.0143471295, 0.02488115, 0.03365488, 0.050359994, 0.1503394) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.12319791, 0.0032950933, -0.06824863, 0.012392062, -0.118234396, 0.14496185, 0.114632, 0.076892786, 0.07817824, -0.11684472, 0.12347112, 0.06353911, -0.11729137, 0.016371759, 0.018917851, -0.09600979) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.13907284, 0.091185175, 0.23634766, -0.09853092, -0.04085903, -0.034933154, -0.106923856, 0.029059209, -0.00412088, 0.10090707, 0.044486817, -0.07920565, -0.12085485, 0.07436986, 0.29817295, -0.041254688) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.11655869, -0.0035880397, -0.06810132, 0.04146236, 0.023564009, 0.09065643, 0.12430169, -0.008510147, 0.018586572, -0.003018705, 0.019272458, 0.045007218, -0.034521285, -0.13510515, 0.1783665, -0.057660464) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.023256643, 0.0025501647, 0.054036576, -0.09010554, -0.09981198, 0.0025569394, 0.034095336, 0.09616902, -0.018435046, 0.24729924, 0.059934802, -0.11045272, 0.101369314, -0.08758456, 0.06130956, -0.025856761) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.04986097, 0.07840398, -0.030468019, -0.10168706, -0.08907567, -0.052781705, 0.009643028, -0.017915532, -0.0006377926, -0.13322766, -0.059335712, 0.030386358, -0.062960066, 0.055721477, 0.09809302, -0.13177848) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0527928, -0.005294284, -0.06544233, -0.081286736, 0.103860065, 0.0007467491, 0.046420082, 0.053392958, -0.044237245, 0.012775338, 0.061520044, -0.13960223, 0.046545796, -0.07827683, 0.071598575, 0.11218506) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.047418635, 0.02560069, -0.010231855, 0.038420632, -0.020437442, -0.062833995, -0.106617115, 0.060434762, -0.068092115, -0.19020845, 0.028286979, 0.19222891, -0.0017695813, 0.11305281, -0.04130067, 0.057593267) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.066758946, 0.07490352, -0.029228708, 0.04663125, 0.15840468, -0.0046553714, -0.08245643, 0.036379512, -0.03015929, -0.089421146, -0.100079834, -0.035049494, 0.013819554, -0.25975573, -0.018371454, 0.15429766) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.031221949, 0.052311487, -0.07574577, 0.061409235, 0.020268876, 0.05725393, 0.013888014, -0.013324502, 0.118358225, 0.20001312, -0.024774512, 0.06972467, 0.061767373, 0.06987276, 0.025338497, -0.048177954) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.05117255, 0.0002652026, -0.07259172, 0.008833372, 0.02545644, 0.053515352, -0.122432254, 0.09457164, -0.02191779, 0.033954985, 0.011324267, -0.021841804, 0.06336945, -0.14116831, -0.01481205, 0.045752063) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.068163946, 0.088295355, 0.023176758, -0.041886695, 0.15731299, 0.10447455, -0.07877785, -0.0017151001, -0.04918913, 0.11859751, 0.053340085, -0.11550387, 0.039760426, 0.17686935, 0.14131936, -0.034438223) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.09526958, 0.05310667, -0.021711513, 0.09264313, 0.07289789, 0.039330672, -0.010363671, 0.012968474, -0.07759688, -0.12618916, 0.037153497, -0.096806124, 0.07612327, -0.07627222, 0.039467458, 0.1416746) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(-0.012518986, 0.0070945756, -0.017511968, -0.011538896); + result3 += M4(-0.0033189987, -0.031796757, -0.0030766327, -0.0926814, 0.05007564, -0.08319193, 0.021896787, 0.042394504, 0.059333492, 0.071108565, -0.006133896, -0.055546977, -0.012800422, -0.019034186, -0.052137543, 0.08397118) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.04151804, 0.00015169942, -0.04424385, -0.019633979, 0.007792724, 0.1064535, 0.019604206, 0.028914968, 0.03367432, 0.036510177, -0.03172884, 0.053186815, -0.08092355, -0.016948175, -0.030257976, 0.13167389) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.032768372, 0.08118147, 0.019695593, 0.044301298, 0.06408394, 0.03696116, 0.04725715, 0.036921944, -0.122164376, -0.0273368, -0.09139513, -0.048480477, -0.014760667, -0.013382793, -0.08632843, 0.040539995) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.018762996, -0.01951869, 0.014385124, -0.06788179, -0.082866736, -0.061339386, 0.018546801, -0.0589986, 0.055554125, 0.03177357, 0.038438693, -0.059902295, 0.036744174, 0.013993095, -0.104956396, 0.02324095) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.091185644, -0.017909246, 0.009693272, 0.084280215, 0.021513043, -0.11447645, -0.0973848, 0.03255333, 0.027737834, 0.12152628, -0.07032842, -0.087216154, 0.028611587, 0.10433965, -0.08831671, 0.061329376) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.048295487, 0.051766906, 0.0032284127, 0.096738674, 0.06556372, 0.058431383, 0.024475524, -0.012327159, 0.084385686, -0.05426389, -0.095153116, 0.036337677, 0.025465416, 0.00079764595, 0.003768222, 0.1922321) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.04550392, -0.01742628, -0.022397673, -0.081209674, 0.059117768, 0.08539677, 0.044724893, -0.07230344, 0.07101733, 0.04267182, -0.10297767, 0.10966792, -0.028898953, -0.09682309, 0.12835433, -0.063649416) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0868637, -0.090506434, 0.015264549, 0.0048999507, 0.0051321923, -0.02700547, 0.10830839, -0.033225227, 0.062388703, -0.012921367, -0.1241208, -0.120850645, 0.0011642652, -0.057013053, 0.026096784, 0.12770547) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.057904053, 0.07126332, 0.065179005, 0.0072393892, 0.026289284, -0.015522321, 0.07844126, 0.032296654, -0.030876618, -0.07873953, -0.07705523, 0.094147995, 0.033468008, -0.08345182, -0.047274567, 0.034313187) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.021974018, -0.051888954, 0.105214044, 0.084303275, 0.04999884, 0.17472866, -0.11108904, 0.058541253, 0.0538708, 0.064646415, 0.058524862, -0.043715067, 0.055651437, -0.047220215, 0.009773646, -0.02485704) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.025558477, -0.01251669, -0.0037142544, 0.043163832, 0.065668955, 0.10107531, -0.09262398, -0.17516854, 0.014086335, 0.003614558, 0.052761476, 0.01935481, -0.06523785, -0.0007596225, 0.08677427, 0.051786784) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.010353633, -0.011511458, 0.124540664, 0.015506225, -0.013702326, -0.22546078, -0.009125284, 0.14047997, -0.086276114, 0.05632797, 0.045119684, -0.020841895, -0.054863915, 0.10877265, 0.009997848, 0.075950526) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.05302458, 0.041873578, 0.00273112, 0.052187666, -0.17102851, 0.10754417, 0.06025484, -0.13963804, -0.04224225, 0.07015497, -0.060627867, 0.09545506, -0.020657288, -0.003703757, -0.03025258, 0.029137025) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0065668435, -0.027646733, 0.008731909, -0.06519734, 0.017368566, -0.08487297, 0.0398607, 0.16249032, -0.091075644, -0.0072050923, 0.012804633, -0.009777676, 0.051832534, 0.06296942, 0.017187657, -0.045606267) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.05286811, -0.031980447, -0.109653525, 0.107621334, 0.10310813, 0.094651565, -0.17985307, -0.0709109, -0.04163984, -0.07897926, -0.037096098, -0.085069895, 0.10909844, 0.05413038, -0.09471971, 0.104520105) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.024281105, 0.024670474, -0.041669488, -0.13778168, -0.04807533, 0.057321854, -0.3055263, -0.17789663, 0.053347982, 0.09278458, 0.017643485, -0.020183902, 0.015703797, -0.024234815, -0.02279699, 0.08634246) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0322598, 0.12928702, -0.018312672, 0.033272922, -0.081245765, 0.002731988, 0.10783381, -0.01819588, -0.072988875, -0.119637206, -0.0017404997, 0.053428713, -0.037571784, 0.035086032, -0.070783064, 0.11154226) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.017401507, 0.0716273, -0.0047323806, -0.039071944, 0.08658567, -0.25666538, 0.18513608, 0.058399133, 0.05631411, 0.021030791, 0.028186567, -0.025449097, 0.013340149, -0.07296003, -0.06381846, -0.078611866) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.011221426, 0.08857708, -0.08577031, 0.010345953, 0.0673383, -0.0445656, 0.012178515, 0.081286035, -0.033502717, -0.00540955, 0.07992292, 0.056445684, 0.1542914, 0.09162749, -0.0077017574, -0.014916754) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.13194574, 0.026240204, 0.014445435, 0.027149092, -0.11852262, 0.065161884, -0.12150717, -0.0350862, 0.027981466, 0.030369619, 0.07647812, -0.08312393, 0.03061999, -0.06818669, 0.07923772, -0.13542707) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.031187573, -0.1144571, 0.25582755, 0.13512984, -0.011426639, 0.0002195666, 0.1890554, 0.12920667, -0.00070874277, -0.08356669, 0.127737, -0.064896345, 0.11981627, 0.052162938, -0.01778623, 0.03409122) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0906666, -0.14043517, 0.05000323, 0.03911633, 0.0010870898, 0.037956953, 0.004988063, 0.07945947, -0.093095325, 0.032581642, 0.06880558, 0.017078595, -0.049920302, -0.14744014, 0.06983257, -0.2219827) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0781317, -0.1880285, 0.018607302, 0.09578213, 0.06964125, 0.057154838, -0.046211112, 0.12189891, -0.069240056, 0.0025894253, -0.00073457503, 0.04199582, 0.025048101, -0.034043204, 0.10146976, 0.118151434) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.010345736, -0.07171317, -0.09768584, 0.14352156, -0.055494152, -0.005513953, -0.06853412, 0.09995613, -0.052851375, 0.01893506, 0.047571268, -0.04101016, 0.11214197, 0.19076993, -0.11133744, -0.099796236) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.019642381, 0.15385611, -0.16100065, -0.05033071, -0.07097628, 0.009658509, 0.08903772, -0.07229059, -0.075223394, 0.08733085, 0.06899845, -0.06016796, 0.0051204916, -0.043387733, 0.07764605, 0.036038157) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.17266122, -0.010641261, 0.1582168, -0.18112601, 0.070201986, 0.01324204, 0.067627385, 0.059807725, -0.010387782, 0.09056353, 0.07382892, -0.097843505, -0.004956607, 0.1073234, -0.09324925, -0.014120173) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.04028673, -0.16908011, -0.06618007, 0.030393122, 0.06455691, -0.07580985, -0.14101352, 0.15954699, 0.08678407, -0.053937983, -0.041481435, -0.07600984, -0.0991647, -0.119672835, 0.15467931, 0.020880038) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.081293546, 0.053699862, 0.14566663, 0.013796403, -0.06066052, 0.043988783, -0.10105489, -0.06898023, -0.032039654, -0.11546325, 0.21414636, -0.25241634, 0.06102923, -0.00593279, -0.018899463, -0.0067900214) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.10864861, -0.05397389, 0.008364067, 0.03765568, -0.04103933, -0.07005402, -0.08266339, 0.07166335, 0.058689557, -0.0861921, 0.044305477, 0.20912674, 0.026193125, -0.033231795, 0.029178977, 0.040098224) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.061218586, 0.082248196, -0.23817077, -0.039828382, -0.08834102, 0.029025316, -0.043707553, 0.028199632, -0.026544318, 0.09860735, -0.44910544, 0.0044959346, -0.024065895, -0.029217964, -0.093128726, 0.068041176) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.032779202, 0.24977143, -0.11003235, -0.2144612, 0.08295377, 0.037470598, 0.06372874, -0.09732213, -0.03706732, 0.1352681, -0.24067616, 0.024204416, -0.016781984, 0.041783802, 0.0477157, -0.018714981) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.008999692, -0.043068297, 0.18586408, -0.20028335, -0.06752217, -0.07442845, -0.023827419, -0.04832255, -0.07989864, 0.42066112, 0.19692871, 0.033019282, -0.06465765, 0.011740137, -0.08295818, -0.06473271) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.087912485, -0.08375099, 0.03187817, -0.081059806, 0.078459404, -0.10819257, 0.0032759625, 0.008452853, 0.081715435, -0.33896744, 0.29382282, 0.036052786, 0.05491081, 0.009191513, -0.098438226, -0.037519783) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.017103858, -0.114877224, -0.07347175, -0.03093364, 0.008613353, -0.011185535, 0.09340415, -0.01709707, 0.03769859, -0.117369644, 0.08248022, 0.29412773, 0.035937488, 0.08534834, -0.043632608, -0.1040913) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.09821377, -0.019997912, -0.103378855, 0.13884595, 0.061904706, -0.058991164, -0.0006783847, 0.089894764, 0.10261887, -0.19231838, -0.24745579, -0.14215156, -0.075559914, 0.065083064, 0.066898234, -0.10658473) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.030993572, 0.17065513, -0.054179028, 0.076734655, -0.037471965, 0.109911226, -0.09103931, 0.027973885, 0.030605793, 0.2812993, 0.06654922, -0.21080564, 0.08313831, 0.11429299, 0.052559037, -0.10178759) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.055546902, 0.23473305, -0.032706447, 0.040358905, -0.05507196, -0.16279553, -0.062475704, -0.06196063, -0.12137719, 0.0628512, -0.10730041, 0.02362356, 0.017290175, 0.10258329, 0.07114065, 0.086324625) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.056055643, -0.10129195, 0.08074658, -0.27998975, -0.070233144, -0.050883558, -0.06140847, 0.19997111, -0.0929587, 0.05503528, 0.19992894, 0.010727875, 0.04187714, 0.043866176, -0.054347392, -0.045991357) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.043120414, 0.008932252, 0.03794669, -0.038929574, -0.09469499, 0.049454827, -0.0620481, -0.08027811, 0.059158288, 0.05771179, -0.04809073, -0.10111638, -0.057779193, 0.034075275, -0.08250269, 0.060179956) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.008353357, -0.12457073, 0.012224879, -0.01111286, 0.07604441, 0.06729123, -0.06326354, 0.07077102, 0.030457448, -0.10277716, -0.13277951, 0.19069631, 0.08174628, -0.020162959, -0.088179484, -0.059240878) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.051828988, -0.12397702, -0.073869735, -0.31402183, -0.023100207, 0.042972405, -0.12108119, 0.13764128, 0.05773046, 0.075143486, -0.082998134, 0.14037855, 0.058919247, -0.10234473, 0.0962092, -0.058279492) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.061602686, 0.018831931, -0.018526068, -0.06753372, 0.076515175, 0.09013678, 0.0650367, 0.015100234, 0.09338403, 0.042433888, 0.118137844, -0.09007471, -0.049626224, 0.03340139, -0.0123476675, -0.00034085874) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.018961582, 0.3967363, -0.31594083, -0.35462314, -0.052969597, -0.17571561, 0.11196098, 0.20526563, 0.058153138, -0.042746466, 0.16982311, 0.08606994, 0.033260424, -0.08833448, 0.024254246, 0.0042823893) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0133263115, -0.028293245, 0.2721697, 0.18898858, -0.14849076, -0.117591724, -0.12813184, -0.02793723, -0.02359971, -0.22682042, -0.080521025, -0.094790734, -0.05922585, 0.028207934, -0.0017661817, 0.006202953) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.22524153, 0.17023394, -0.0963173, 0.053282466, -0.011862443, -0.14291856, 0.19688088, -0.14245985, -0.0048251944, -0.27915266, 0.011816415, 0.008326922, -0.10318171, -0.040821753, 0.086039625, 0.088790774) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.06792482, -0.20209098, 0.2719679, 0.14842628, 0.07325956, 0.00355278, -0.08418818, 0.010095955, 0.05507352, -0.07232141, 0.24224822, 0.09347204, -0.13863057, 0.017190974, -0.059830546, -0.061914764) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.05859695, 0.11469206, -0.040357865, -0.075446375, -0.0027944802, 0.05874611, 0.14319946, 0.10879777, 0.10623748, 0.0023573602, -0.042572387, -0.11647939, -0.08565273, -0.05575276, 0.20734814, -0.039831895) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0988295, 0.025366988, 0.044457443, 0.000415382, 0.017351544, -0.076726496, 0.18975927, -0.053370487, -0.068056345, 0.035373554, -0.1079101, 0.06736961, 0.12972794, -0.07613468, -0.061491176, -0.028829588) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.10419876, 0.16370384, 0.05213879, 0.076686755, 0.03000197, -0.08340143, 0.10903286, 0.18682446, 0.061049215, 0.2153403, 0.008591312, 0.00097234047, -0.09942478, -0.14483237, -0.12278689, 0.11877181) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.09284779, 0.023179924, -0.14336403, 0.054617073, 0.08931739, 0.008755494, -0.09233432, 0.1318745, -0.0106256455, 0.029484555, -0.070480555, -0.078460686, 0.016648866, 0.08025689, -0.10368326, 0.07154847) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.11207711, -0.05404491, 0.026518183, 0.14643024, 0.027290542, 0.17891558, -0.03201469, 0.049092837, 0.06641549, -0.015455411, 0.0006642197, -0.027090365, -0.037820242, -0.030721243, 0.0885668, 0.01403756) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.1593183, 0.04163153, 0.027754696, 0.23408459, -0.081305884, 0.07192084, 0.028704971, -0.1673062, -0.0131462, 0.1831182, 0.04591727, -0.062007397, -0.06898538, -0.034902614, 0.0244412, 0.1737308) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.13590239, -0.018635431, 0.008354303, 0.030199578, 0.007843736, -0.21279456, 0.12636064, -0.122310884, 0.0836748, -0.01508202, 0.2823602, 0.22335844, 0.063699886, -0.015213885, -0.18021664, 0.016720569) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.093401976, 0.12994859, 0.004596148, -0.0025210932, -0.07524645, -0.09145301, -0.12855847, -0.046675723, 0.06828675, 0.15758525, -0.13011307, 0.011466958, 0.08928475, -0.12561987, 0.02587927, -0.060053047) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.026849022, -0.08344982, 0.027339526, -0.10797092, -0.042989243, 0.09463806, -0.023465551, 0.057911985, 0.045670893, -0.12640919, 0.21453263, -0.058938336, -0.0019534708, -0.11602531, -0.111686885, 0.034049165) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.13259117, 0.007287392, -0.13264011, 0.102430485, 0.067014776, -0.040232033, -0.12802108, 0.03399695, 0.08426492, -0.009571089, -0.09980492, 0.09706471, 0.07698754, 0.18946758, 0.048677966, -0.018176554) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0026777305, 0.07559322, -0.043378428, 0.0006132307, -0.011789629, -0.06270641, -0.20602962, -0.02229917, -0.07189674, -0.02774425, -0.24331799, -0.005238476, -0.060146578, -0.08298993, 0.2780255, -0.1221403) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.048961475, -0.008537959, 0.020299785, -0.04674011, 0.05801819, -0.0050382307, 0.06383046, -0.09235001, 0.030783033, 0.13839787, -0.12695888, -0.11915143, -0.023063133, -0.21119176, 0.14511593, 0.056838203) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.07378068, 0.1378775, 0.08751815, 0.11141921, -0.019916391, -0.090647206, 0.13377483, 0.005675396, -0.13311717, 0.04137002, 0.15869711, 0.046977434, -0.05859421, 0.13273284, -0.09698427, -0.019570885) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08665149, -0.10476117, 0.095954455, 0.09325756, -0.073159605, 0.026447566, -0.005702611, 0.013930532, 0.0056692413, -0.08785445, 0.17831667, -0.06505376, -0.08869095, -0.09389505, 0.012569796, -0.18258388) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.17376915, 0.23689021, -0.07616001, 0.166539, 0.031684257, 0.06483957, 0.04357372, -0.08224827, 0.024566712, -0.21435706, 0.14373408, 0.11941946, 0.08952546, 0.18489012, -0.06908224, 0.1436825) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.12569818, 0.025636923, -0.0023101897, -0.01451862, 0.009871901, 0.0704823, 0.13068587, -0.024988944, 0.106237575, 0.1495855, -0.06400552, -0.0060628895, -0.0340343, -0.10139416, -0.0483312, -0.030328147) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.05760114, -0.030080087, -0.023362376, 0.07358987, -0.03770872, 0.10508679, -0.05084864, -0.09883935, -0.053945195, 0.07558925, 0.15257448, -0.16067523, 0.018835824, -0.017086739, -0.0049569677, 0.00052892556) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.03580358, 0.041618627, -0.029684678, -0.05997835, 0.06627627, -0.04320545, -0.065716684, -0.05160917, 0.02882716, 0.13442057, -0.19936845, -0.07544488, -0.044389877, 0.06922347, -0.055597793, 0.10591793) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.066855475, -0.008913665, -0.011440354, 0.053137377, 0.100191265, -0.0039034565, 0.01809614, 0.08138383, 0.11774637, -0.026204426, 0.04862349, 0.10443436, 0.09947928, 0.1155981, -0.14135462, -0.031974357) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07720407, -0.07326839, -0.030723352, 0.08946443, 0.017669173, 0.08433194, -0.087835275, 0.0068506273, 0.058695525, -0.004545919, -0.079558685, 0.09358488, -0.11137907, 0.031959847, -0.004352902, -0.07820139) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.062447827, 0.06354601, 0.12064299, 0.10357937, 0.03633872, -0.0087055, 0.03910267, -0.042532217, -0.11951508, -0.12654538, 0.11553444, -0.18648426, -0.14168927, -0.089021765, 0.031963695, -0.05277296) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.018299429, 0.06490567, 0.04453839, -0.07599991, -0.044118144, 0.056176044, 0.07112692, 0.055740055, -0.027183728, 0.04875211, 0.07265558, 0.099663004, -0.10826245, 0.021758752, 0.032656122, -0.035560343) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.05047425, -0.00048453535, 0.03448634, 0.015250464, -0.019913772, -0.11299326, 0.044895217, 0.16725911, -0.04834221, -0.06470435, 0.02869884, 0.0015011507, 0.020315113, 0.009936202, 0.06617021, 0.050816577) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.09485105, -0.10343747, 0.051820677, 0.076749474, 0.12610984, -0.096889585, 0.112727374, 0.08339473, 0.11839153, 0.10069566, -0.1252954, -0.029617446, 0.054540392, 0.07360402, 0.06576374, 0.037865337) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.026366921, -0.0710845, -0.009771795, -0.08159256, -0.029146278, 0.17357002, -0.028913356, -0.022613551, 0.00562325, -0.039720505, 0.04224189, -0.21584687, 0.1338681, 0.085350074, 0.011183579, 0.08088101) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.038068265, -0.09367862, -0.064264, 0.09790984, -0.018264253, -0.023783265, 0.08623268, -0.058141768, -0.06183709, -0.0179468, 0.06922853, 0.07352424, -0.07878659, -0.026078839, 0.16651386, -0.00702365) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(0.03394019, 0.0063071293, -0.004553025, 0.0022147307); + result4 += M4(-0.09437763, 0.025333982, -0.062552236, -0.11040296, -0.035997435, 0.105522975, -0.04753781, 0.10900919, -0.10352017, 0.026009884, 0.09224299, 0.060414173, 0.09760993, -0.12260322, -0.07643996, -0.027872674) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.00093713513, 0.04205644, 0.026839055, 0.079139255, 0.048524708, -0.012118945, -0.016735239, -0.10736535, -0.032618236, 0.0235557, -0.057678573, 0.111510605, -0.08039416, 0.09757609, -0.13083325, 0.07144637) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.034322124, -0.086195655, 0.018661585, -0.07604054, 0.06121045, 0.0449508, -0.02640634, -0.027428767, -0.028541444, -0.16129419, 0.063549526, 0.03443972, 0.032553032, -0.14239065, -0.28684318, -0.09040096) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.034213763, -0.044421032, 0.0062948987, 0.071225666, 0.08121343, 0.027456205, -0.10675497, 0.038162798, -0.008328705, -0.005796417, -0.06319454, -0.0360602, -0.10682284, 0.049447723, -0.13839251, -0.013379942) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.04175881, 0.035257004, 0.0433806, 0.05573847, -0.11505523, 0.082857795, 0.099840775, 0.16590463, 0.0074201394, 0.0015407244, -0.04565351, -0.09311857, 0.01534157, -0.019662822, -0.001221302, 0.001330326) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.08620673, 0.06327106, -0.002852416, -0.0987737, 0.07900914, -0.08198202, -0.029014885, -0.012796967, -0.029162072, -0.12328019, 0.022484984, -0.09272236, 0.041170888, -0.08515775, -0.020671245, 0.09171878) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0030836589, 0.06904002, -0.10530766, 0.12453553, 0.026617557, -0.04080634, 0.041614223, 0.09192066, -0.021149194, 0.020043759, 0.11552467, 0.078194946, -0.035195723, 0.07571378, -0.10569726, 0.15035814) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06328905, -0.06432256, 0.057530504, -0.08029342, 0.089735836, -0.052603565, -0.037380233, 0.10064235, -0.05943334, 0.074459426, -0.020967271, 0.009380174, -0.0058354214, -0.041380208, -0.10332938, 0.11091954) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.09760047, -0.0696524, 0.03252792, -0.077999994, -0.0682742, 0.1171209, 0.06813058, -0.017899346, -0.034085665, -0.009196537, 0.042982448, 0.0068317475, 0.06884779, -0.08132331, 0.0062076035, 0.10353194) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.08392445, -0.085824475, -0.006372055, 0.011465822, 0.035508245, -0.036508195, 0.0830142, -0.049925458, -0.07195438, -0.06331219, 0.026815966, 0.088416405, -0.04507615, 0.014155013, -0.03227812, 0.07446025) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.051397275, 0.021637455, -0.057635587, 0.060157485, 0.07145887, -0.0070617655, -0.01068081, -0.17041488, 0.064338334, -0.029150758, -0.043861624, -0.028088756, 0.02513069, -0.015773907, -0.08477395, -0.08155918) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.031871706, -0.05373803, 0.02596584, -0.00802297, 0.056114983, 0.11148172, 0.09315036, 0.18542424, -0.089957625, 0.00693296, -0.06990303, 0.034442645, 0.021289283, 0.059214205, -0.08314528, 0.015713321) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.060116228, 0.009356164, -0.058515508, -0.063108444, 0.080449015, -0.0186705, -0.05405133, -0.084320776, -0.046189383, 0.0563503, -0.06621707, -0.032458276, -0.089028776, 0.06843305, -0.108973704, -0.01828762) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.02353574, 0.12925528, -0.103289835, -0.04508289, -0.008032645, -0.0032984929, 0.031241048, 0.10855681, -0.014146661, -0.06415369, 0.08038387, 0.019622287, 0.10292075, -0.010572693, -0.023009026, -0.090629905) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.088386945, -0.031532843, -0.0478147, -0.037775718, 0.084623784, -0.017881174, -0.119551584, -0.05066966, -0.08675798, -0.04589876, -0.006283722, -0.09277274, 0.0018372581, 0.019095, 0.018991433, 0.08162115) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.061558936, -0.023329174, -0.05173367, -0.061170585, -0.12988907, 0.02560699, 0.10465059, -0.03246207, -0.046974763, -0.0031397166, -0.07150699, 0.024136085, -0.022393592, -0.06476617, 0.025518684, -0.016449701) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0003105685, 0.112822324, -0.17245114, -0.09100159, 0.090701215, -0.041928522, 0.036354367, -0.091436096, -0.03054911, 0.021809053, -0.08357215, 0.043661933, -0.036309015, -0.05929171, 0.034266543, 0.041488912) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0699, -0.06802696, -0.118003815, 0.024763422, -0.113789804, 0.00820018, 0.05899957, -0.006858595, -0.095512226, -0.048163045, 0.06947071, -0.0065126503, -0.03278608, -0.063707635, 0.0087253, -0.060966253) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.018512981, 0.20938855, -0.07381695, -0.0021696284, -0.086967856, 0.026584681, -0.09155546, -0.037897456, 0.12546395, -0.05799967, -0.028232217, -0.033903923, -0.0014904769, 0.00871965, -0.038308755, 0.016197735) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.037008595, -0.03334967, 0.15311697, -0.058099456, -0.05943241, 0.0458402, 0.083439626, -0.0642011, -0.033287715, 0.054966167, 0.10094721, -0.08225503, 0.12543209, 0.12739961, 0.13884738, -0.1510141) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.1395355, 0.18413527, 0.09929639, 0.054510936, -0.022072144, 3.653761e-05, -0.11479926, 0.17919476, 0.03598976, 0.07895406, -0.02092442, 0.05051627, -0.046784833, 0.007935168, -0.08252544, 0.0061053634) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.03779649, -0.07891349, -0.0506571, 0.07443722, 0.055762496, 0.09940456, -0.09844577, 0.041726314, -0.06474542, -0.04639385, 0.069236234, 0.12090632, -0.07219978, 0.07749022, -0.012450074, 0.044993624) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0015142753, -0.10278332, -0.02112002, 0.02163204, -0.061768975, -0.019094309, 0.024217434, 0.05342125, 0.017420538, 0.04369068, 0.10574606, 0.06550595, -0.038671058, 0.17878352, 0.03632205, 0.08429799) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.014222577, 0.028750641, -0.025364336, -0.03799132, 0.12191485, -0.044757847, 0.03638611, 0.035173897, -0.055415876, -0.019270666, -0.029587531, 0.021871107, -0.0046337927, -0.09135549, -0.08602843, 0.0842959) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.07012096, 0.03267791, -0.087364465, -0.049299654, -0.045256704, 0.06476236, -0.31475484, 0.09743393, 0.07930344, -0.07983675, -0.011515391, 0.019979138, -0.07530401, 0.023368148, -0.11723518, 0.13526474) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05964749, 0.014155246, -0.07484547, 0.0041015265, -0.029510796, -0.080988586, 0.034463838, 0.14565398, -0.065564595, -0.06926234, -0.072689116, 0.08444465, -0.0008344084, -0.06848954, -0.042353578, -0.07155271) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.11916696, -0.049838364, -0.12433276, 0.054805893, -0.017697748, -0.0902201, 0.06584496, 0.055197906, -0.0608965, 0.03169635, 0.0042745904, 0.018417515, 0.16708447, 0.060755398, -0.02655057, 0.01629553) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.041598845, -0.016187962, -0.049939677, -0.0075789373, -0.11890842, 0.055042516, -0.06297794, -0.0332452, -0.095378645, -0.033444982, 0.07623157, 0.025656275, 0.004933435, 0.0049235495, 0.07874337, 0.015478843) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.04222491, 0.049260814, -0.033473067, -0.07313565, -0.08927281, -0.06826574, 0.05652189, -0.0148047265, -0.08067069, 0.05568892, -0.27869964, 0.2242681, 0.06042978, 0.08624994, 0.024782425, 0.028057119) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.13835308, -0.041646432, 0.061237346, -0.41368553, 0.015568001, 0.088887565, 0.047259834, 0.078841425, 0.038902678, -0.029252844, 0.09067905, -0.08149438, -0.096127175, 0.023137618, 0.009827007, 0.11092158) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.20671457, -0.21583454, 0.05080811, -0.03985139, -0.09278551, 0.022611052, -0.049891908, -0.030083625, 0.041489568, -0.03859803, -0.18836792, 0.10645976, -0.09473744, -0.08206966, -0.01977349, 0.108454235) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.08438201, 0.10109855, 0.04835497, -0.097279996, 0.10464185, -0.081028424, 0.023336766, -0.05551088, 0.117488235, 0.07336154, -0.066660866, -0.12331002, -0.017617287, -0.075394906, 0.032989293, 0.0639043) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.05415811, 0.053215038, -0.15804274, 0.012755712, 0.016137525, -0.113652594, 0.06555802, 0.049256444, -0.09367918, 0.049105804, 0.024765981, 0.07863174, -0.01356092, 0.02009712, -0.047503468, -0.09203007) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.16348255, 0.06164869, 0.10698088, 0.1697916, 0.05157265, 0.07173701, 0.0789601, 0.10337374, -0.098802365, 0.025100932, 0.08630953, -0.088553116, 0.029131643, 0.07562116, 0.035270106, 0.013072624) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.03718207, 0.06955725, -0.06201116, 0.095698476, 0.06967885, 0.022552341, 0.0828904, 0.0844106, -0.077113956, -0.09510503, 0.20583567, -0.120412394, 0.044752944, 0.029797595, 0.007872696, 0.041015033) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.18671519, -0.11241185, -0.14541543, 0.02497096, -0.004093575, -0.11851908, 0.05697698, 0.0036773365, -0.009395175, 0.17734392, 0.084612414, 0.10919383, -0.07812235, -0.027470892, 0.015064795, -0.07023634) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.023248414, -0.17918935, 0.3039317, -0.20914415, 0.040558305, 0.11658683, -0.07976297, 0.17796718, -0.02785066, 0.06334601, 0.08237335, -0.044847053, -0.027200663, -0.031045765, 0.0133346515, 0.042113364) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.12313874, -0.022201233, 0.13676512, -0.20417577, 0.09579883, -0.041295234, -0.07993363, 0.08701582, 0.06340395, -0.052874677, 0.16660255, 0.069349155, 0.016829384, 0.08329944, 0.029438246, 0.03877884) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.005183316, -0.15270017, 0.15665948, 0.08135187, -0.060290392, 0.1254701, 0.005225119, 0.18915918, 0.09127011, -0.017276337, -0.0995399, 0.066343114, 0.076982565, -0.100880854, -0.008821775, 0.061642777) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.23649675, 0.113303155, 0.11089937, 0.22017753, 0.17644916, -0.040031992, -0.06622252, -0.08742151, 0.13297348, -0.08437998, 0.05657392, 0.05205783, -0.036187243, 0.0625019, 0.07930819, 0.079385564) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.03955119, 0.121434405, -0.08533528, -0.01196203, 0.036766663, -0.10874476, 0.117752254, 0.060306042, 0.11999636, -0.009082349, -0.0053480226, -0.016360553, 0.08404274, -0.031563085, 0.04300188, -0.07718227) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.04080095, -0.04516341, -0.24529295, -0.03471159, 0.16470635, -0.034871727, 0.17730154, -0.10027146, -0.0147999525, -0.06347412, -0.014954238, -0.0044432604, 0.06496281, -0.09795616, 0.025435383, -0.021183675) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0745711, -0.32010895, -0.08191053, -0.17890424, 0.08521167, 0.12647803, 0.15476389, 0.07569176, 0.038981907, 0.09267308, 0.17334458, 0.09705121, -0.028559655, 0.020889917, -0.07934987, -0.07063077) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.058581203, 0.05481933, -0.102725334, 0.00054632523, -0.014864315, 0.031976774, 0.3184148, -0.13375854, 0.0028076419, -0.11976155, 0.19108021, 0.019597169, 0.020193608, 0.040092286, -0.08651569, -0.07034373) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.06811454, -0.30094254, -0.31127912, -0.06389527, 0.022924952, 0.20998423, 0.09897904, -0.008806621, 0.09054789, 0.20787308, 0.067054234, 0.09840057, 0.030542051, -0.020097708, -0.11164204, -0.10558834) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0147944, 0.16923076, -0.19365954, 0.016354663, 0.0179701, -0.0014622626, -0.06079666, 0.045306984, 0.09215516, 0.25195295, -0.019599643, -0.050997417, -0.052923966, 0.0370636, 0.12669684, -0.07636879) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0017328475, -0.062553436, -0.058573164, -0.11326381, 0.06686627, 0.034723446, 0.16632907, 0.060322896, -0.17527656, -0.16062477, -0.025523257, 0.051525317, 0.053178232, 0.016461007, 0.009224222, 0.117979474) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.007099262, -0.08498394, -0.019383837, 0.031228475, 0.090004936, 0.04655821, 0.015765645, 0.15946323, -0.09692485, 0.043933056, -0.062082507, -0.055708982, 0.022711681, -0.026090942, 0.007075086, 0.094657816) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.07135292, 0.13303703, -0.12691426, 0.0016388777, 0.10658249, 0.01904966, 0.15309335, 0.014387505, -0.10355512, 0.0031776347, -0.11626996, 0.002473539, 0.16922055, -0.063464455, -0.04569613, -0.09600729) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07321115, 0.026258584, 0.042844165, -0.05731958, -0.04653382, -0.046323437, 0.03829019, 0.10542283, 0.014822933, -0.07223352, -0.05845845, -0.05245863, 0.071427375, -0.023018666, -0.07168124, -0.053759478) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.053822506, -0.03516894, 0.016144965, -0.05681739, 0.078939825, 0.0034966848, 0.0588891, -0.09199508, 0.032641925, 0.08030426, -0.10326962, 0.06630255, 0.013383807, -0.0032370503, -0.07309646, -0.027627762) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.046528395, -0.020150835, -0.16492063, -0.008063345, 0.0566744, 0.08136724, 0.036954932, -0.028310603, 0.036593236, -0.13923924, 0.03874829, -0.024299087, 0.046711426, 0.12027686, 0.07873215, -0.056707896) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.008849047, -0.05328244, 0.11294245, 0.077844836, -0.03231928, -0.039708402, 0.12911479, -0.054102287, -0.07207237, 0.023877505, -0.0091733625, 0.017418968, -0.023286188, -0.025621377, 0.18542492, -0.09035961) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.24548459, 0.11366697, 0.026608147, -0.011380166, -0.068937935, 0.05858985, 0.09308093, -0.02150483, -0.023025619, -0.089805335, -0.09542768, -0.0645171, 0.061186545, 0.07799115, 0.14530878, 0.05913566) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.006215006, -0.04195464, -0.060494643, -0.016106568, -0.07781778, -0.026003445, 0.06884006, -0.08146866, 0.026090072, 0.07743246, -0.153756, 0.10913951, 0.18884245, 0.028492304, -0.026944922, -0.07159445) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.13312884, 0.020791404, -0.011476196, -0.08258898, -0.079863116, 0.10429129, 0.06461874, -0.16199265, 0.053389657, 0.0016562509, -0.16823909, 0.036011796, -0.046280045, -0.09130366, -0.019821005, -0.003490752) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.02637234, 0.003839667, -0.11280954, 0.07887154, -0.16050191, 0.038991433, 0.071208, -0.05809164, 0.04161225, 0.07906716, -0.008864255, -0.14590111, 0.15517384, 0.07924608, -0.15507409, 0.014431999) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.059623122, 0.08610828, -0.12339475, -0.048790492, -0.1434395, -0.0667607, -0.04823531, 0.06269931, 0.016354218, -0.06697374, -0.075201884, -0.0074788504, 0.13962579, 0.19486101, -0.09923358, 0.07657977) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0024650185, -0.09423582, -0.0014853256, -0.07036325, -0.0108841155, 0.10253081, -0.1592986, -0.04233518, 0.0020340157, -0.024791788, 0.13080625, -0.077072084, -0.080920555, -0.13925171, -0.03632214, 0.009198923) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.1273026, 0.082468666, -0.076032475, 0.06922508, -0.16447973, 0.046402097, 0.0068236385, 0.045510057, 0.048593845, 0.1293485, -0.05072142, -0.04789056, 0.19458714, 0.21363118, 0.08517636, -0.1258577) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.12538639, -0.13491894, -0.19772142, 0.06354123, -0.012646169, -0.12845467, 0.039675314, -0.0012103168, -0.024604607, 0.092560425, 0.0070612035, 0.06255603, 0.15246171, -0.0668309, -0.058645688, -0.089570105) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.024142267, -0.06304781, 0.095677435, 0.04587942, -0.0077792355, 0.03213616, -0.14179476, -0.032539576, 0.100014746, -0.047373842, 0.048226416, 0.07206783, 0.09099761, -0.044454914, 0.16000612, 0.016380569) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.14879318, -0.032642722, 0.046427384, -0.05243468, 0.060599796, -0.19269058, 0.0203106, -0.0043840175, 0.11268127, -0.037726317, 0.029066226, 0.12905635, 0.2302876, 0.10108943, 0.07214831, -0.11023703) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.08180923, 0.05722328, -0.04134615, 0.07226055, -0.0146638015, 0.10235656, -0.01817456, 0.05709055, -0.06868476, -0.019262644, -0.014241581, -0.105246745, 0.07188785, 0.031418744, 0.08088386, -0.053292107) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.09241504, -0.0176939, -0.041099783, 0.07282346, 0.09859766, 0.104741834, 0.04641909, -0.006147371, 0.13593078, 0.03879295, 0.03523546, 0.06104692, -0.11296395, -0.05959855, -0.02446783, -0.043239135) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.061206445, 0.10227823, 0.07812581, 0.10158114, 0.012146762, 0.033374697, -0.11059852, 0.09906475, 0.055343553, -0.1424462, -0.006535454, 0.05491578, 0.085004255, 0.07328792, 0.08888612, -0.059611805) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.09636153, -0.03309488, 0.072099224, -0.015887033, -0.062449556, 0.0070542167, -0.08716011, 0.058069985, -0.14568558, 0.12176272, 0.12124619, 0.0038388588, 0.11644186, -0.00812438, 0.027258594, 0.041122966) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.10818618, -0.09333734, 0.11177544, 0.009722059, -0.039850216, 0.039553292, -0.08449213, 0.04448799, 0.01918366, 0.048204165, -0.06341774, 0.015144849, -0.007970177, 0.110212654, -0.075593546, 0.082136214) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.010567975, 0.0073764957, -0.0119619295, 0.035409182, -0.07667536, -0.09016946, -0.037919715, 0.079019025, -0.035555456, -0.088727444, -0.00670423, 0.0685123, -0.009501422, 0.020203806, -0.004700152, -0.09814708) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.05923798, -0.04701577, -0.08120059, -0.07372097, -0.06787038, 0.019650178, -0.05275782, -0.018468587, 0.05143172, -0.12083961, -0.07905041, -0.008644658, 0.029489512, -0.021678576, -0.13014157, 0.05191168) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07311946, -0.00971481, 0.046882797, 0.06738838, 0.034707483, 0.0068468316, -0.017982768, -0.11204199, 0.020481985, 0.0027910236, -0.049475618, 0.060932834, -0.07326506, -0.035942994, -0.10338203, 0.0050914306) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.030990351, 0.10504075, -0.05887262, -0.07403477, -0.08955305, 0.010453459, 0.06579182, -0.034479667, 0.08244798, -0.064673476, 0.047025323, 0.067608945, -0.056295212, 0.06179171, -0.030385278, -0.11070112) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.0088090105, -0.016752342, -0.039628763, -0.015084046); + result5 += M4(0.050414, 0.08473254, -0.09987163, -0.0033134145, -0.0778504, -0.00079786935, 0.094602846, 0.1885519, -0.06896312, -0.038446665, 0.024472125, -0.10554964, -0.09010018, 0.006611687, 0.08593856, -0.17391464) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.008896208, 0.052704338, 0.09106369, 0.01623027, -0.059480555, 0.23042499, 0.01373109, 0.010983339, -0.020082666, 0.084601045, -0.101083264, -0.057115216, -0.06908593, 0.024037117, -0.06053194, -0.09370632) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.034419876, 0.027612118, -0.017359078, -0.0024572057, -0.024153171, 0.1862957, 0.03535662, 0.08236361, -0.08816691, -0.04710695, 0.07771245, -0.19126007, 0.12695736, -0.02989989, -0.05993501, 0.040389623) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.025376827, 0.0012821978, -0.02712986, 0.045796152, -0.0017144078, -0.019787084, 0.06568391, 0.19634984, 0.027964134, -0.035935704, 0.03316756, 0.011822895, -0.02643366, -0.021529673, 0.0048164115, -0.03761635) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.020526646, 0.1068086, 0.051094864, 0.10218603, 0.02865511, 0.08169258, 0.029304778, 0.027999615, -0.08843049, -0.29966852, -0.11008211, 0.11294648, -0.0135864625, 0.00017746595, -0.033158146, 0.033411395) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.007333058, 0.0643789, 0.05576426, -0.084461965, 0.28898343, 0.18237397, 0.08954228, -0.019445451, -0.052936763, -0.093386896, 0.05576748, -0.23007141, -0.06766702, 0.109210216, 0.0043788524, -0.13587755) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.101472564, 0.027562974, -0.017604595, 0.05515815, 0.014799801, -0.120750576, 0.10855637, 0.044402312, -0.10667068, 0.065199874, -0.05093361, -0.00968512, -0.09367184, -0.0033117528, 0.07664916, -0.19041073) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.03181475, 0.12951665, -0.07734823, -0.010224463, -0.09134335, -0.007915625, -0.021665778, 0.058906112, -0.031948928, -0.09524843, -0.1009961, -0.00048539188, -0.09799897, -0.163594, -0.08234963, 0.16278222) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.018066043, 0.050728217, 0.031174691, 0.015662074, 0.092022784, -0.00799051, 0.04489978, 0.009525031, -0.14754735, -0.002074072, -0.037968013, -0.029616285, 0.26668355, 0.010278124, -0.071732886, -0.20668685) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.032379556, -0.21813367, 0.09098259, -0.18797046, 0.0107282465, 0.08785592, -0.0039953208, -0.45733348, 0.03850412, -0.07120937, -0.08311114, -0.12543501, -0.105831474, -0.044682287, -0.038924143, 0.26900396) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.080939785, -0.31284925, -0.053159334, -0.13299577, 0.04849924, 0.044665195, -0.05235064, -0.17748852, -0.0649649, -0.10123812, 0.00616318, -0.04174146, 0.038032506, 0.0022887788, -0.073168576, 0.0013853887) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06280923, -0.08773247, 0.028586963, -0.044867102, -0.015027794, 0.18404445, 0.030198827, 0.02978504, 0.008113309, -0.08025364, 0.03677549, -0.1413542, -0.037724823, 0.092379406, -0.089792885, 0.12689027) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.053028498, -0.17371379, 0.010880563, -0.116484, -0.107762896, 0.021590091, 0.01406337, 0.08236744, -0.10454625, -0.13151653, -0.049435835, -0.08678966, -0.09182622, 0.07198642, 0.016769003, 0.043149922) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.013133092, -0.10821928, -0.025545627, 0.010325739, -0.0586114, 0.008847764, 0.10357605, -0.044184063, -0.048252195, -0.19632444, 0.080500565, 0.03613015, -0.014324805, 0.1750198, 0.056753494, -0.08010559) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.021216076, 0.04013462, -0.0015009912, 0.045293577, 0.06866397, -0.034520097, -0.08469119, -0.09149297, 0.050970115, -0.09634674, -0.0116465995, -0.07146418, 0.0257332, 0.12762259, -0.059959263, -0.023931347) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.12334489, -0.09486098, -0.024682112, -0.024754882, 0.014009291, -0.1564648, -0.11243381, -0.13461067, -0.10127412, -0.05984244, 0.073340766, 0.0027260333, 0.12747276, 0.050573792, -0.04838065, 0.15195711) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.12163591, 0.005003651, -0.04079216, 0.08034854, 0.042436425, -0.022331761, 0.06231861, -0.01203694, -0.14796253, 0.021853603, 0.07697012, -0.026616096, 0.053728696, 0.082292736, 0.06980636, 0.077886656) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.018860847, 0.098148175, 0.007831446, 0.021586834, -0.14625444, -0.03741886, -0.009771408, 0.21077196, -0.0922294, 0.0449821, 0.04238299, 0.0977885, 0.19472243, -0.05592255, 0.044421855, -0.018517578) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.14139451, -0.035071414, 0.06914942, 0.20838389, -0.05912261, 0.07693023, 0.12901309, -0.048631627, -0.07070585, 0.029934734, 0.102654524, -0.119016156, -0.107143156, 0.0061845426, -0.022770837, 0.11759651) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.069619775, 0.056224756, -0.08503622, -0.06539206, -0.0726186, -0.020566152, -0.016312247, 0.04891742, 0.030198129, 0.08901828, -0.061404116, 0.017855566, 0.14579889, 0.04199216, -0.07170519, 0.008699391) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.004622645, 0.09201129, -0.08818528, 0.7219454, 0.10777447, -0.006401707, -0.106485285, 0.23151354, 0.041409403, -0.005709619, 0.057598304, 0.013101955, -0.048271142, 0.024683218, 0.035366256, -0.05109898) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.060320884, -0.065173894, 0.093448885, 0.13967268, -0.029447671, -0.13488992, -0.040148903, 0.068312906, 0.06590625, 0.040525373, 0.023043415, 0.11687214, -0.041204322, 0.05199793, -0.027382206, 0.031439133) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.15894948, -0.27763322, 0.08873291, 0.08019887, -0.16965489, 0.05772807, -0.0055598207, -0.02340867, 0.16505475, -0.07345378, -0.03675307, -0.039460346, 0.049012933, 0.18790837, -0.012651545, 0.10704027) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.13526365, -0.17836031, -0.034026887, -0.15073684, 0.0405121, 0.12410729, -0.030491687, -0.028001813, 0.05430124, -0.037492044, -0.025876626, -0.08102473, 0.053781655, -0.10313615, 0.006443645, -0.041358616) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.1282835, -0.051189765, -0.0062667066, -0.5984734, -0.062638454, -0.055442236, 0.067123555, -0.18039145, 0.07154619, 0.0023743876, 0.038592964, 0.089497246, 0.08170808, -0.09811899, 0.029816736, 0.05481179) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.2536596, -0.15495391, 0.054681737, 0.24012734, -0.15202072, 0.14797859, -0.031249778, 0.21873273, 0.01619971, 0.040870413, -0.016419994, 0.06584393, 0.018176576, -0.11674203, -0.012126837, -0.03313733) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.28663304, -0.080699585, -0.016042965, -0.18413262, 0.19938001, 0.2364686, 0.00894697, -0.1698736, 0.030511152, -0.113597795, 0.09528029, 0.06953854, 0.029479668, -0.06870517, -0.028465671, -0.01106093) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.059718512, -0.10117343, 0.100848734, -0.036988836, -0.062084336, -0.07491397, 0.033599645, 0.12513998, 0.14438428, -0.11195347, 0.04364426, -0.026118193, 0.09671882, -0.12790528, -0.033217777, -0.19638705) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.07240134, -0.0056367833, -0.01769792, -0.08249673, -0.06541131, 0.10064013, 0.028528083, -0.07828684, -0.09653107, -0.107471004, 0.035847425, -0.07010181, 0.0055030696, -0.19870685, -0.097295396, -0.026863026) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.033379216, -0.048624367, -0.022679813, -0.06919699, 0.09099423, 0.24338117, 0.011537056, 0.007658676, -0.12723151, -0.012294067, -0.020517407, 0.12841275, -0.10402546, -0.0111949565, -0.08921051, -0.13271843) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.11919059, -0.023275005, -0.138915, -0.3046058, 0.07064916, -0.035303663, -0.0130835, 0.12185464, -0.14076382, 3.3419637e-06, -0.118625, -0.13109398, -0.02157241, -0.06231202, -0.050452214, -0.012158169) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.2017124, 0.06175212, 0.059819814, 0.19566752, 0.0590672, 0.07099516, 0.06872188, 0.02619031, -0.035272993, -0.00047497664, -0.06408197, 0.13386178, -0.052148856, -0.25219527, 0.062067214, -0.039922845) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10876185, -0.1860325, -0.00078242493, 0.16637307, 0.15056083, 0.11845178, -0.07495905, -0.049387828, -0.06354015, -0.0050613307, 0.020697514, 0.03802752, 0.048755925, -0.045073558, 0.10350482, 0.078221075) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.13401312, 0.029215474, 0.0050373804, 0.17831346, -0.0594264, -0.09469283, -0.076292045, 0.13025537, 0.1403726, 0.23932946, 0.04477145, 0.20816502, -0.08104763, -0.00997463, 0.022665258, -0.04354909) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.12024541, -0.027829506, -0.042694982, 0.1374507, 0.020815978, 0.0038758933, -0.01604543, 0.20116115, 0.14679812, 0.051307026, -0.008014086, -0.01280538, -0.033022895, 0.03164607, 0.059430484, -0.009389939) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.038568214, -0.00563095, 0.014856495, -0.10472904, 0.12109006, -0.049032994, 0.036682874, 0.042809222, -0.054917924, 0.00024394358, 0.094675556, 0.09099599, -0.11843757, 0.031774454, -0.043021783, -0.06149194) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.07231295, -0.17928968, -0.06272047, -0.16943535, -0.0062750243, 0.21174674, 0.10974446, 0.088539414, 0.042161774, 0.30036846, -0.010905255, 0.13086669, 0.08949824, 0.00807042, -0.013581214, -0.18119365) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.101928815, -0.118977465, 0.009728015, -0.09376619, -0.15497874, 0.098972484, -0.00752386, 0.12040656, 0.009510178, 0.2762397, 0.06830537, 0.15076663, 0.099307664, -0.17406656, 0.0408844, -0.11878784) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.069841206, -0.15811735, 0.054902047, -0.070164345, 0.12187154, 0.1201287, -0.007088877, 0.12073297, 0.08666397, -0.07934995, 0.08732263, -0.21746807, -0.05564928, -0.0502779, 0.07440021, -0.07011105) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.024793418, 0.04607963, -0.040366396, -0.108927354, -0.13881303, 0.0960442, 0.03798962, -0.0037218272, 0.052837696, 0.29868096, 0.1270602, 0.0877385, 0.076987386, -0.027118, 0.059998702, -0.057970487) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.16263193, -0.14791605, 0.018089002, -0.03185625, 0.010005685, 0.071991526, -0.03208397, -0.06183557, -0.08610084, -0.05307547, -0.00013350244, -0.096093595, 0.07782963, -0.10322959, 0.046356726, 0.10046797) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.020519225, -0.1662513, 0.038370237, 0.21469583, 0.022922369, 0.0016967058, -0.04343971, -0.07272291, 0.024004208, -0.15337212, -0.06775982, -0.053507943, 0.03932022, -0.1484322, 0.027297013, -0.020143574) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.10556194, 0.0750697, -0.27565226, -0.24343842, 0.06630084, 0.041297033, -0.021066999, 0.18337163, 0.031920236, 0.12132763, 0.016128968, 0.2692069, 0.015093743, -0.05908706, -0.008766995, -0.06573997) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.064952865, 0.20863867, 0.10624579, 0.16304387, 0.067088336, -0.06851662, -0.18153575, -0.07740687, 0.15862405, -0.0824376, -0.069278926, -0.01276115, 0.009405141, -0.10274402, -0.08475097, 0.10468798) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.23448612, -0.10668369, -0.04350461, -0.46906105, -0.041047033, -0.0529753, 0.13355224, 0.20821694, 0.148258, 0.10516769, 0.064329006, 0.2086173, -0.12177973, -0.069714315, -0.014037164, 0.081057005) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.029885948, -0.017124385, 0.116664484, -0.2732252, -0.08420996, 0.024184182, 0.05731242, 0.3979639, 0.019842431, -0.045798033, 0.08919879, 0.09510337, 0.043320876, 0.109453045, -0.043033972, 0.16946702) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.07281097, -0.22186719, 0.009787973, -0.0002988038, 0.023536671, 0.09174523, 0.083748944, 0.048392583, 0.013914881, -0.08102105, 0.09240202, -0.13142423, 0.05884546, 0.112043045, -0.045351647, 0.19383289) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.06192399, 0.03078837, 0.063610874, 0.12899044, 0.08251394, 0.03345697, 0.051650982, -0.038996954, -0.10885055, 0.12473987, -0.0013183127, -0.101975046, 0.019488597, -0.08362515, -0.00056520104, -0.09516629) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.022525318, 0.094836675, 0.008785618, -0.040806442, -0.022498531, 0.1310569, 0.0399555, 0.041705925, 0.04143798, 0.12995645, -0.109982565, -0.15739845, -0.073268, 0.09821025, -0.01967121, 0.15537728) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.02274632, 0.13503882, -0.039286103, 0.024240611, -0.030517224, 0.06820281, 0.022626443, -0.16005571, -0.10298903, 0.11454639, -0.1133634, 0.06215786, -0.016071526, 0.1548376, -0.029631907, -0.1978083) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.017985044, 0.20543018, 0.027578115, 0.05280077, -0.03805386, -0.11201309, -0.062852934, -0.074153356, -0.04144113, 0.22299767, 0.105856135, 0.03606476, -0.014090609, 0.022593694, 0.021211246, -0.04050317) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.112408675, 0.18328016, -0.029072842, 0.031212633, -0.09008304, -0.07309512, -0.05240811, 0.09203991, 0.079368226, 0.037171837, -0.10379127, 0.14094801, 0.10799976, -0.014589191, 0.07150746, 0.1592687) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.19341956, 0.19218016, -0.010944599, -0.20699202, -0.042915147, 0.008847772, 0.031332664, 0.023757994, 0.1716521, 0.20932522, 0.110757284, 0.123104975, 0.04961257, -0.06313525, 0.049290843, -0.20353347) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.321722, 0.20086057, 0.00036446864, -0.022950992, 0.023790497, 0.05808072, -0.0402817, 0.119479, 0.11686589, 0.035674755, 0.03953239, 0.055852603, -0.03280196, -0.00046569895, 0.03292813, 0.050148617) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.035719834, -0.06366306, 0.00305512, -0.106118426, 0.030862901, -0.13915156, 0.030961553, -0.15467675, -0.1063637, -0.03007748, -0.033737693, -0.13240983, -0.01691698, -0.0056404225, -0.09449469, -0.17905112) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.016570598, -0.113574564, 0.0800056, -0.19186203, -0.027728265, -0.13353746, -0.033095952, -0.15169261, -0.11562077, -0.14281736, 0.0023874897, -0.0021097462, 0.08744849, -0.06835687, 0.01846489, 0.12642542) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.008989377, -0.021540558, -0.09382607, 0.13737984, 0.0438222, -0.033322457, 0.036108796, -0.002134793, 0.13970694, 0.06691677, -0.065204926, -0.07746017, 0.021146862, -0.007384999, -0.06475407, -0.069935896) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.004848776, -0.04485786, 0.00898217, -0.00063779525, 0.018286124, 0.025713017, 0.038095225, -0.10726698, -0.101107046, 0.11996742, -0.05329508, -0.36839777, -0.09521874, 0.17437439, 0.038803525, 0.01930261) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.1703257, 0.085726924, 0.086254165, 0.06113087, -0.0017237734, 0.11290002, -0.028794162, 0.32150197, 0.08954738, 0.15317987, 0.05766022, 0.22908257, -0.103337474, 0.049044363, 0.026997216, 0.014922629) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.011235731, 0.060733646, -0.09531226, 0.096299246, 0.022460354, -0.12336617, -0.059369415, 0.000903697, 0.029047133, 0.049568303, 0.03980712, 0.30410928, 0.007632266, 0.09353374, 0.09009642, 0.10713155) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.008992308, 0.14680879, -0.05031047, -0.30790427, 0.022301784, -0.0060163615, -0.0886035, 0.06397588, 0.15637432, 0.2168609, -0.019087551, 0.04010968, 0.09162268, -0.0230925, -0.082297, -0.12346424) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.032324214, 0.1921989, 0.07193979, -0.1081583, 0.047984965, 0.01741955, -0.005087614, 0.08468555, 0.22980537, 0.11471997, -0.077334814, -0.08665772, 0.038207397, 0.022510715, 0.07664487, -0.19512874) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.26655126, 0.13282919, -0.060605776, -0.09964281, -0.12297181, -0.024021287, -0.07230138, -0.15152237, -0.03341573, -0.06912974, 0.047553204, 0.006942218, 0.102059714, 0.10813895, -0.11137467, 0.042363353) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.08470756, 0.023598943, 0.015683614, -0.08362522, 0.06816657, -0.081384465, 0.021684699, 0.16401602, 0.018565724, -0.12640002, -0.15460525, -0.1646563, -0.048350424, -0.08526944, 0.025608115, 0.16324359) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.07673073, -0.039952647, 0.015091956, -0.112785056, -0.109136835, -0.0746798, 0.10821191, 0.0021110626, 0.068305805, -0.047371663, 0.07464305, 0.020262728, -0.049541045, -0.07285911, -0.08980574, -0.08539389) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.035531174, 0.07182939, 0.02240393, -0.026053507, 0.0779054, 0.056202456, 0.08300239, 0.15875922, -0.0037831606, -0.076454364, -0.09569559, 0.038605765, 0.018635737, -0.1250243, -0.024334915, -6.395339e-05) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.04969414, -0.09678477, 0.034280296, -0.1308104, 0.17915197, -0.07775411, 0.12064177, 0.052832007, 0.008024819, -0.08151186, 0.0584397, 0.111378185, 0.048748177, 0.14398612, 0.038549, -0.09146661) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.05755315, -0.26791456, -0.00978791, -0.0071702455, -0.06865795, -0.09436785, 0.13152775, 0.20224638, 0.053114492, -0.13753004, -0.08138597, 0.48945388, -0.12757172, -0.053508736, 0.05443862, 0.12211018) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.031211484, -0.121848196, 0.03236369, -0.050907716, -0.009480536, 0.0051535494, -0.017838966, -0.03403903, 0.05500327, 0.062439445, 0.069036305, -0.1766623, -0.12535876, -0.08458658, 0.06538458, 0.10078889) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.13838346, 0.065318495, -0.03558216, -0.12320209, 0.016022496, 0.008993901, -0.033093292, 0.022690114, 0.010870928, -0.052787557, -0.04492758, -0.2741296, 0.13919473, 0.002299327, 0.112689316, -0.017900843) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.13437931, -0.046348304, 0.0035711194, 0.09375112, -0.045950234, -0.13495189, 0.055352174, 0.019134853, -0.020332105, -0.17835884, 0.04929229, 0.028079443, 0.11040148, 0.003510094, -0.09089318, -0.14148518) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.044653624, -0.088946596, 0.06933632, 0.02443716, -0.06758146, 0.09023867, -0.002951476, -0.028247414, -0.12813342, -0.18787791, 0.088390894, -0.012096706, 0.054099075, 0.035535008, 0.0074546174, 0.016586268) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(0.01535246, 0.002334057, 0.010469864, 0.0068757595); + result6 += M4(-0.099578604, 0.0055482863, 0.023796393, 0.023339668, -0.10940227, -0.057246536, -0.021116033, 0.12817466, 0.105018534, -0.015419417, 0.05786354, -0.07421419, -0.00076512416, 0.06907284, -0.14865626, 0.056825485) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.06369135, -0.00025211685, -0.051278073, 0.045845166, -0.06874274, -0.09340049, -0.03258099, 0.07765602, -0.09273994, 0.10112845, -0.042857043, -0.069248445, -0.072052695, 0.08760152, 0.007198643, -0.04816713) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.047838524, 0.048741486, 0.10016213, -0.043414168, -0.08937862, 0.11109062, -0.08776315, 0.019833066, -0.030591773, -0.048200794, -0.07012686, 0.11842654, 0.07507222, -0.00088736444, -0.05908865, -0.08128799) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.06894782, -0.0043598907, 0.06458092, -0.04016795, -0.025204176, 0.11172614, -0.051197026, -0.033198453, 0.003278839, 0.018093372, 0.029267251, 0.03237272, -0.016736258, 0.027255131, -0.07180807, -0.09597046) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.012017105, -0.04864774, -0.06880151, -0.11229976, -0.04963216, -0.06703839, 0.0075095813, 0.1649629, 0.114044555, 0.02647054, -0.055449244, 0.0068097236, -0.06581895, -0.046807118, -0.022981308, 0.10964288) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.102602, 0.034899734, 0.03924892, 0.020380022, 0.038973145, 0.06664757, -0.10416908, -0.023202939, 0.03125626, 0.06503337, 0.08844853, -0.04353972, -0.08242791, -0.12961534, -0.098042294, 0.09378676) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.07721457, 0.12152526, -0.079646416, 0.04351895, -0.048106764, 0.04204762, 0.04705728, -0.1447443, 0.028716465, 0.005480102, 0.06488712, -0.07279755, -0.059672605, 0.13765089, -0.05346768, -0.12685315) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09132061, 0.01854122, -0.0071732034, -0.0496132, -0.03861954, 0.06858943, -0.07141063, 0.006920657, 0.030695062, -0.07495453, -0.0146956025, -0.09522221, -0.13496281, 0.027095037, -0.06428125, 0.112212315) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.08237948, 0.03743769, 0.03163411, 0.027374148, -0.0029028703, 0.067902096, -0.05704935, 0.10191501, 0.079087146, -0.051637657, 0.030823978, 0.11058975, 0.022365794, -0.092721455, -0.027569262, -0.0031517092) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.002259791, 0.09699616, -0.028860785, -0.054064956, -0.055816285, 0.20718735, 0.03282179, 0.08407721, 0.10525644, -0.041905735, -0.09394762, 0.0643906, -0.045785334, 0.06914875, -0.029297475, 0.08402818) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.004338956, 0.027949879, 0.0660037, -0.06305493, 0.099644706, -0.13945976, 0.12571493, -0.0075495183, 0.020482963, 0.07557141, 0.081462435, 0.04322084, -0.10850704, -0.021956397, 0.07339975, 0.033480886) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.10550988, 0.008123777, 0.04732148, 0.06122102, -0.16876651, 0.1259245, -0.096346684, -0.0031602366, -0.023747476, 0.06515843, -0.07580826, -0.06295153, 0.09827505, 0.0686367, 0.0408199, -0.012795387) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06281274, -0.033012133, 0.10642343, 0.0023921991, 0.04021275, 0.023958169, 0.043350723, -0.097244844, 0.053197246, -0.08633332, -0.02794245, -0.07001152, -0.08517094, -0.018514145, 0.0059442683, -0.09664073) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.11075751, 0.09004196, -0.005192052, 0.070645995, 0.044235095, 0.091480136, 0.13117178, -0.0011304375, -0.077670164, -0.07112385, -0.049511254, -0.07278434, 0.05823405, -0.07242856, 0.014415223, 0.019173695) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.1330359, -0.043987848, 0.049993005, 0.10890567, 0.019764991, -0.08497535, -0.10605469, -0.013664991, -0.06588649, -0.010965663, 0.047281343, 0.022723654, 0.02733295, -0.10711664, 0.019931583, 0.05807119) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.04918037, -0.15210044, 0.082911134, -0.066897005, 0.05875519, -0.1647038, 0.044648875, -0.055016354, 0.09820391, -0.073874205, 0.08019384, -0.06523192, 0.029436707, -0.0054050386, 0.026853152, -0.048799727) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.040055614, 0.08976324, -0.04931942, -0.054897033, -0.049227055, 0.076008536, -0.069810055, -0.043483317, -0.082161896, -0.019277148, 0.09578513, -0.037093993, 0.06661676, -0.05808748, -0.07687125, 0.08819297) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.06322981, -0.00052107644, 0.077510014, 0.08698638, -0.004687962, -0.10106482, -0.01123155, 0.067328624, -0.063220024, -0.10062753, -0.028605303, 0.023101754, -0.05351938, -0.06397046, -0.04411359, -0.016891813) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.1491096, -0.0050159446, -0.18715136, 0.21053383, -0.1569404, -0.0015714668, 0.07654724, 0.13804148, -0.060337413, -0.08370527, 0.08072491, 0.035189178, 0.07496685, 0.013046376, 0.08452412, -0.08029743) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.23685674, -0.036051903, -0.08976417, 0.1106323, -0.080145635, -0.06364895, -0.05165207, 0.09697384, 0.019083265, -0.024430096, 0.034981005, -0.089612655, 0.064483054, -0.14613773, -0.017280672, -0.11347067) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.15765448, -0.058121458, -0.14565447, -0.14713965, -0.19919705, 0.0026110215, 0.041706968, 0.02408511, 0.067035064, -0.003723377, -0.023838656, -0.026870465, -0.05744477, 0.15530308, 0.040555537, -0.036356766) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0964622, 0.12177917, -0.18599944, 0.09138213, -0.21679589, 0.00930075, -0.13409857, 0.013576879, -0.028810391, 0.1162599, 0.01221714, 0.016208563, -0.03598451, -0.14516944, 0.014142426, -0.006570285) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.09597093, 0.052974727, -0.020173239, 0.085633196, -0.12709336, -0.11912772, -0.027181804, 0.12258373, -0.042638004, -0.02255151, 0.008868137, 0.07119827, -0.06062806, 0.16639511, 0.026727838, -0.07842415) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.12980402, -0.0013303088, -0.12674467, 0.066975065, -0.06303222, 0.09587195, -0.035207473, -0.0414149, 0.034333114, 0.009756673, -0.09220797, -0.08811007, 0.11412453, -0.174555, -0.004708406, -0.06260044) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0049168426, -0.1040108, -0.061385095, -0.049354807, -0.14552572, -0.07295244, 0.0711066, -0.023314636, 0.021936458, -0.0979696, 0.0030844542, -0.012452741, 0.03406905, -0.017978255, 0.012281016, -0.026137844) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.02148211, 0.14575228, -0.01230665, -0.046271518, -0.12248301, 0.08179556, -0.016037485, 0.023618633, 0.117173664, -0.0037110776, -0.00269635, -0.019897366, 0.09674864, -0.024196694, -0.09442293, 0.069840245) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.12616865, 0.13018657, -0.03801273, 0.08629655, -0.040497445, -0.0813176, 0.0022220865, 0.13691865, 0.031703573, 0.09649188, 0.02144791, -0.04337646, 0.092517585, -0.017117135, 0.042988624, 0.030148633) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.091898285, 0.10539604, -0.00022927782, -0.05362202, -0.06678953, 0.05060491, -0.05283759, -0.029685602, -0.09275747, -0.039358474, -0.02274879, 0.06958768, -0.054337654, 0.06734742, 0.04843611, 0.07703325) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.047763318, 0.08505465, 0.029553603, -0.042763516, -0.09083985, 0.020611588, 0.0218238, 0.10364504, -0.1440525, 0.10516183, 0.02751855, 0.110182144, -0.006335585, 0.055840362, -0.07413172, 0.10564111) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.037685167, 0.13534851, 0.013890131, 0.14330833, 0.09486917, -0.002141371, -0.10881948, -0.0700937, 0.09015352, -0.09453568, -0.04019919, 0.19488974, -0.027287688, -0.067788914, -0.083772264, 0.09590505) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.16248676, -0.22434518, -0.075925626, -0.023215758, -0.07131964, -0.067945756, -0.109720394, 0.045694903, -0.029911974, 0.0010814423, 0.09878556, -0.09149358, -0.061978187, -0.02993607, -0.07410134, 0.09315295) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.07290716, 0.11469069, 0.16735438, -0.067015626, 0.021936968, -0.059070814, -0.061958972, 0.1221209, 0.041146506, 0.14851029, -0.013648441, -0.009718062, -0.011134049, 0.073112465, -0.04379107, 0.02769827) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.14614348, 0.0004487857, -0.10672616, 0.061815806, 0.04329874, -0.068840854, -0.008375975, -0.051815826, 0.009977147, -0.034855414, 0.16749316, 0.026905673, -0.020755235, 0.10939057, -0.01637421, -0.026456796) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.064641975, -0.15517437, 0.13422023, 0.17362778, 0.018888779, 0.042097405, 0.015657898, 0.018483898, 0.009432297, 0.029174123, 0.05565005, -0.036415353, 0.05683499, 0.03611238, 0.077035815, -0.100594416) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.03390315, 0.06615515, -0.101681, -0.15385544, 0.0539985, -0.06980682, -0.085287206, -0.06761921, -0.017866587, -0.094980285, -0.09579466, -0.108786285, -0.068487674, 0.04266774, -0.0007186188, -0.087653644) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.048431028, 0.06745568, 0.034047317, 0.10720527, -0.057520084, 0.05271078, -0.09948358, 0.11742151, 0.08464735, -0.006620753, -0.084571764, -0.08317781, -0.12291357, -0.032546185, 0.014828777, 0.10589131) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.331622, -0.22447313, 0.111163594, 0.13109626, -0.2631011, 0.20857751, -0.028767703, -0.06058442, 0.059877463, -0.028788289, -0.039463434, 0.027172105, 0.10121292, -0.10584534, -0.07662507, -0.059465904) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.27496618, 0.041863587, 0.12237015, -0.10891951, -0.051931024, -0.12641801, -0.075905025, -0.11188238, 0.19044034, -0.049633715, 0.10799188, -0.021614457, 0.11612521, 0.11029006, -0.06711436, -0.08104054) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.00036053732, -0.018890133, 0.013372965, 0.14889039, 0.11448677, 0.04095257, -0.09549307, -0.015556528, -0.059752587, -0.10112596, -0.0438977, 0.14089203, -0.034234, -0.022813648, -0.008591946, 0.082018055) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.082727, 0.0009236159, -0.054481223, 0.08375925, -0.079461105, -0.027187962, -0.09862464, 0.03873161, -0.11024226, -0.055627435, 0.09516925, 0.16123378, 0.037878763, 0.02184031, 0.012324688, 0.08988867) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.21302852, -0.01108857, 0.22095583, -0.043329876, 0.06993355, 0.047646157, -0.12148249, 0.09864996, 0.27853003, -0.037218433, -0.17659257, -0.14096415, -0.00300316, -0.08088997, 0.012546695, 0.03256319) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.30824727, 0.1172803, -0.007183296, -0.081379555, 0.033460308, -0.009735137, 0.10291124, -0.023259176, 0.104261875, -0.012423987, 0.16226856, -0.06400793, 0.009897889, 0.031953912, -0.029829068, 0.009754183) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.1012338, -0.3661385, -0.02328685, 0.20775573, 0.14466265, 0.1166957, 0.02531568, -0.058375075, 0.030103233, 0.13270895, -0.12252502, 0.039495237, -0.033629615, 0.087804474, 0.048366606, -0.043090772) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.045867313, 0.19428329, 0.12002355, -0.04310063, 0.17343087, -0.2140284, -0.049506746, 0.068252936, 0.16899821, 0.013598138, -0.12386372, 0.016161252, -0.09354446, -0.030714735, -0.07121204, 0.008478763) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.031962026, -0.1120269, -0.10534903, -0.043571126, 0.0742193, 0.13126801, -0.04605866, -0.11936348, 0.05194759, 0.022354655, 0.13120446, -0.22661644, 0.06959577, -0.021233791, -0.08088737, -0.02227644) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.061454307, 0.085747294, 0.14126454, -0.08265858, 0.00064153504, -0.099481024, -0.055069834, 0.062579125, -0.05436221, -0.0082622925, 0.16964276, -0.00063786824, 0.032801457, -0.022056427, 0.07706531, -0.097043544) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.18137328, -0.08320683, -0.0048264624, 0.15306675, -0.014388193, 0.028470092, -0.11971235, -0.10754343, 0.07434022, -0.03213596, -0.022039393, 0.02340359, -0.065431304, -0.055472307, -0.065477386, -0.05001452) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.04439882, -0.0062783845, 0.12675254, -0.047097087, -0.0273773, -0.039227843, -0.057372387, -0.060772613, -0.0052131237, 0.039571047, 0.03486965, 0.123852886, -0.026419176, 0.0315294, -0.028998587, 0.056564305) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.16197704, 0.08713111, -0.03111488, -0.13131893, 0.06028583, -0.05206349, -0.09954216, 0.15310617, 0.047037043, 0.14958505, 0.034411084, 0.050205532, -0.04499521, -0.02719239, 0.010067397, -0.063912764) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.1294358, -0.12335496, 0.114689745, -0.1048117, 0.027546834, -0.09265357, -0.07487691, 0.020099873, -0.10476385, -0.17727998, 0.15224785, 0.02367305, 0.07793359, 0.048128083, -0.1188674, 0.0032961823) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0938391, 0.028097967, 0.20921662, -0.1359386, 0.11138106, 0.12477254, 0.058115598, -0.066018134, -0.0775512, 0.097075015, 0.08843088, -0.029530354, 0.02366019, 0.060298063, 0.15210365, -0.07104227) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.21876606, 0.06674357, -0.113218464, 0.027531486, 0.01743253, -0.02131312, -0.068621665, -0.065092, -0.035087835, -0.1560874, -0.08051735, -0.0828705, -0.046726268, 0.012187361, 0.053438697, 0.10437371) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.04321305, -0.15177734, -0.12236193, 0.172206, -0.033419184, -0.05716891, 0.021284835, -0.014985287, -0.104491726, 0.07168098, -0.04265354, 0.05826023, 0.13632444, -0.16856338, -0.010569198, 0.00041842012) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.20566566, -0.011247947, -0.043177407, -0.041441754, 0.018305307, 0.010024282, -0.0007091247, 0.04000433, 0.0949282, -0.09733099, -0.1031055, -0.0882436, 0.07868123, 0.09232749, -0.077265605, -0.04762952) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.10415603, -0.050076813, 0.11005622, -0.08326066, -0.04475326, 0.03695116, 0.031858835, -0.012020294, -0.033038963, 0.14445485, -0.059398077, -0.04276503, -0.0912014, -0.04843333, 0.0652052, 0.008916966) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.09961901, 0.08563857, 0.00033354643, 0.015225438, -0.025885044, 0.0933696, 0.13320589, -0.057471618, 0.07932565, -0.015379087, 0.116469756, -0.027576927, 0.14670713, -0.0024699, 0.108898304, -0.106529705) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.12513635, -0.034617435, 0.11789229, -0.049598537, -0.1498718, -0.05537802, 0.0950952, -0.032889724, -0.06906129, -0.100764565, 0.010879511, -0.013544281, 0.0863665, -0.022720376, 0.061068464, -0.16695958) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.13808861, 0.11696037, -0.010690698, -0.09495652, 0.019111319, -0.07491097, -0.06481876, -0.01899027, 0.06514543, -0.10774333, -0.055383768, -0.016730314, -0.12118944, 0.18476783, 0.07307586, -0.064872555) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.05819417, -0.0044255424, -0.08593671, -0.009845559, -0.052938227, -0.04442853, 0.15448698, -0.08345233, -0.024103843, 0.06126544, -0.00081301027, -0.14838867, 0.08754173, -0.11302074, -0.08148381, -0.018474068) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.1035095, -0.02002143, 0.014839803, -0.018158736, -0.015430147, 0.00961599, -0.0105680255, 0.13650681, -0.014748632, 0.018096937, 0.027762277, 0.13310307, 0.08384116, -0.012234115, 0.22962603, -0.14955075) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.026903123, -0.04455861, -0.012015546, -0.050227664, -0.08890349, -0.002999286, -0.024099413, -0.08536453, -0.07245603, -0.0368327, -0.08811443, 0.07502762, -0.09039195, -0.0044528665, 0.013482542, 0.04317987) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.012173193, -0.104716085, 0.028015228, 0.07026166, -0.017986499, 0.13454989, 0.118026614, 0.012873384, 0.12611425, -0.166317, -0.11305373, -0.03171902, 0.111754954, 0.023834547, 0.06855709, -0.028401792) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.12650786, -0.0047193486, 0.045794994, 0.09161245, -0.11028719, -0.019568264, -0.042281643, 0.1364284, -0.033713438, 0.11642366, 0.07564675, -0.024442472, 0.036465663, 0.07833873, 0.014873189, -0.14370635) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.028254526, 0.03760354, -0.011797037, 0.09870556, -0.0036645592, -0.088996716, 0.056265235, 0.01563317, 0.12723766, -0.18277185, -0.065603904, -0.009434915, -0.042067092, 0.1101167, -0.04523329, -0.05518942) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09887286, -0.062833555, -0.10169822, 0.045400508, -0.10149524, -0.020788958, 0.049276303, 0.1848544, -0.036457896, 0.089807145, 0.064557664, -0.037241396, 0.07144491, -0.040111642, 0.018787336, 0.0459721) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.02347139, 0.06849755, 0.020212974, -0.073171265, -0.09778604, -0.014445421, -0.060268626, -0.11255312, -0.027394159, -0.1284241, -0.116680905, -0.07262339, 0.01820211, 0.11708002, 0.11478465, 0.042252164) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.074675925, 0.062356316, 0.10121299, -0.05468041, -0.17298809, -0.08007273, -0.021630626, 0.04011219, -0.055344217, -0.015984988, 0.038248274, -0.04828419, -0.020083927, -0.114590816, 0.041761182, -0.1102727) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.078522146, -0.04654445, -0.013584582, -0.055614058, -0.16887546, 0.13834028, 0.06688044, 0.07430672, -0.074730664, 0.05231348, -0.12518688, 0.055874057, 0.06311226, 0.07774808, 0.09540121, 0.031748146) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.061944894, 0.1019094, -0.033603672, 0.028389081, -0.06501574, 0.04419563, -0.06686472, 0.012942882, 0.051533747, -0.042957004, 0.08542106, 0.12271295, 0.04759611, -0.10126614, 0.03832705, 0.06986874) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.036853768, -0.074119866, 0.017912362, -0.08458544, -0.039857548, -0.03394903, 0.040394437, -0.072873235, -0.029146789, -0.07400487, -0.087986626, -0.02232881, 0.0012841695, -0.05850906, -0.053323742, 0.0344403) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.074327774, -0.08389734, 0.015938314, 0.01334375, -0.007207572, 0.0703115, -0.094333984, 0.10248625, 0.08068116, 0.021807257, 0.16126512, 0.045083255, 0.05597088, -0.06936684, -0.041154552, -0.0011198962) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.09000184, 0.04163457, 0.11448483, 0.052682266, 0.06829012, 0.103317015, 0.0009461821, 0.010028677, -0.04878846, 0.06509187, -0.044245765, 0.08430748, -0.14804026, 0.052387252, 0.11350894, -0.121219076) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(0.0044188052, -0.009346381, -0.012235327, 0.015252484); + result7 += M4(-0.042972498, 0.08236769, -0.023618605, -0.06191364, 0.04191988, -0.008675704, -0.07390221, 0.0009311356, 0.09500118, 0.08298368, 0.044286814, -0.059407096, 0.01787688, -0.0554614, -0.017483596, 0.00093742355) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.13977277, 0.01398194, -0.039226227, 0.10783513, -0.05334263, 0.037340507, -0.081757136, -0.11580031, 0.00525869, -0.11478112, -0.11297556, -0.0061270124, -0.1348311, -0.022002054, -0.090973005, -0.006276886) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.06473276, 0.05067689, 0.058701705, 0.03988178, -0.0020876927, 0.037043255, 0.11746849, 0.029095052, -0.047080904, -0.12857254, -0.042120684, -0.06485761, -0.13170835, 0.08814094, 0.071971744, -0.06819217) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.031466667, 0.03851458, -0.061024304, -0.035576716, -0.0034004268, 0.094658814, 0.029965902, -0.0007654756, -0.032061186, 0.033324577, -0.022280822, -0.0740202, 0.18441853, 0.12826037, -0.0128189055, -0.027810102) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.046307396, -0.042226657, 0.10600841, 0.103890106, -0.06976821, -0.14608271, -0.15969653, 0.054102868, -0.032681562, 0.02596465, -0.100162305, -0.019553388, -0.10975941, 0.035550997, -0.10094666, 0.068499625) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.11081086, 0.06376337, 0.021107139, 0.05602029, 0.051659282, 0.08977382, 0.027325183, 0.031382747, -0.017366126, 0.06011955, -0.08811169, -0.09456346, 0.044535648, -0.17661487, 0.041359928, -0.081572115) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06385934, -0.0414731, 0.07428848, -0.020465659, -0.06924196, 0.06559097, -0.08858527, 0.03863324, -0.017671417, 0.058841515, 0.050122302, -0.080328904, -0.09091497, -0.057557963, -0.18077, 0.09653239) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.06400039, -0.0810924, -0.043889116, 0.019048017, -0.033843514, -0.04030667, -0.028509255, 0.08303655, -0.08567671, -0.012256329, -0.0781362, -0.08034393, 0.091040805, -0.14055714, -0.0040820283, -0.036268663) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.088520035, 0.043026187, -0.05791277, -0.09694408, -0.05769773, 0.034705132, -0.0734794, 0.014783636, 0.061584204, 0.070767395, 0.08592947, -0.07063723, 0.15544488, 0.019874154, -0.031173864, -0.023830239) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.07329762, -0.052830968, 0.065536544, -0.02043986, -0.1839597, -0.16657177, 0.020405231, 0.05674559, 0.049243655, 0.09800907, 0.016842889, 0.08090283, -0.0057650604, -0.042263307, 0.1024937, 0.100807525) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.14186054, 0.06957121, -0.09371007, -0.103624344, 0.1952639, 0.011528402, 0.056691114, -0.178617, 0.030123634, -0.10215357, 0.0049742092, -0.018976381, -0.011651249, 0.08920201, -0.029738203, 0.06812927) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0691108, -0.04874268, 0.039057232, 0.10373766, -0.17683646, -0.15897743, -0.045607284, 0.27158597, -0.016547546, 0.06300457, -0.03572716, -0.038823098, -0.080916725, 0.026222965, 0.10451524, -0.012559655) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.027840726, 0.023510518, 0.0709063, -0.060737185, -0.010471409, 0.12458618, 0.059408803, -0.0005855043, -0.079232566, -0.033852626, 0.07291792, -0.08391672, 0.0065321084, -0.014525109, -0.008916134, -0.005250325) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.07064998, 0.008205172, 0.014256786, 0.060115546, -0.036033798, -0.2257095, -0.058475986, 0.044987645, 0.08654608, 0.073779, 0.041525807, -0.04604366, 0.08340023, 0.051346913, -0.06490604, 0.006678627) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.025671128, -0.08049351, -0.06395712, -0.034588303, 0.22381192, 0.18458383, 0.10206551, -0.038579214, 0.0775415, 0.08581948, -0.10330833, 0.0032988365, 0.06643222, 0.058374785, 0.1048187, 0.047139924) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.01718272, -0.041079007, 0.0028916863, -0.045841116, 0.06290111, 0.10825325, -0.012091148, -0.12546325, 0.08754547, -0.07688822, 0.07113101, -0.06434712, -0.08960407, -0.024328178, -0.06888256, -0.010802101) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.04562127, -0.033757474, 0.0333275, 0.042751852, -0.12483206, 0.07173492, 0.028207038, 0.111860454, 0.040582974, -0.031253193, -0.015997479, 0.08742704, -0.050877187, -0.09085872, -0.011412988, -0.071639545) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0681969, 0.014121789, 0.084272936, -0.11689993, 0.0650356, 0.0037843802, -0.070339344, -0.046727277, -0.017384231, -0.052480593, 0.00622065, -0.0077619585, 0.11511185, 0.09917432, -0.06462241, 0.013835205) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.4502069, -0.14058442, -0.32510665, -0.031222165, 0.11508633, -0.13026409, -0.042208627, -0.09696273, -0.02653963, -0.081706166, 0.079558186, -0.008650209, -0.04185425, 0.033850662, 0.012780042, 0.0028709555) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.6171254, 0.04880311, -0.06366232, -0.048632268, 0.09391385, -0.008851289, -0.04452032, 0.044348, 0.010649384, 0.04123659, 0.07070385, -0.08392835, 0.04774949, 0.18820691, 0.1375036, -0.15219852) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.012749834, 0.03862648, -0.12462674, -0.09528665, -0.2766919, -0.06359671, 0.13081431, 0.06950242, -0.0012419836, 0.08928085, -0.07385423, -0.019549424, -0.14748497, -0.043136973, 0.017317096, 0.118798845) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.05377673, 0.038660076, -0.08637298, 0.09246952, -0.08943347, -0.058526535, -0.17723918, -0.03173288, -0.040664397, -0.034982074, -0.088963576, 0.0673496, -0.038978536, 0.0011519849, -0.047311116, -0.06692778) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.016708337, -0.07142881, -0.17485009, 0.046416435, 0.06907238, -0.1640736, -0.037923932, -0.08383272, -0.058138955, 0.03066273, -0.03930247, -0.058903515, -0.15952809, -0.14465106, -0.06922676, 0.08436034) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0548304, -0.001955446, -0.06137349, -0.002579337, -0.018770404, 0.053265315, 0.0569514, -0.067930475, 0.017032743, 0.09003891, -0.0009916181, -0.022997674, 0.09324562, 0.02234357, 0.052872874, -0.08975708) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.006500333, 0.10855631, 0.055917233, -0.02552525, -0.034358244, 0.1630112, 0.008826352, 0.12530114, 0.102394395, 0.019413164, -0.030894356, 0.007903982, -0.07372388, -0.1341909, -0.03528071, 0.14413129) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.039479576, 0.003751778, -0.029938944, -0.011562966, 0.01372743, -0.048338767, -0.17865638, 0.1156163, 0.05463624, -0.033179086, 0.025522457, -0.09588742, 0.056066476, 0.038501736, 0.10310547, -0.07028259) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.10189389, -0.07894085, -0.010738713, -0.040523022, 0.04871086, -0.15268117, -0.17392033, 0.07826077, 0.061577957, 0.07235159, 0.08870906, -0.1059967, -0.03774972, 0.015838, -0.02016568, 0.07129622) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.08413017, -0.024244286, 0.11126331, 0.15677144, 0.09960454, -0.090100616, -0.072861396, -0.04066774, -0.19846842, 0.18788089, 0.07460535, 0.16101979, -0.014709628, 0.10972338, -0.047890175, -0.06562814) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.029365957, 0.021124853, -0.08882974, 0.0047347504, 0.047496114, -0.08617213, 0.009591299, -0.078052506, -0.1381898, -0.18845789, -0.024468902, 0.08282443, 0.09653097, -0.013629455, 0.053046867, 0.10030924) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.056686174, 0.10158162, -0.10148985, -0.09656042, -0.040548015, -0.077940285, -0.058515888, 0.08102927, 0.2805579, 0.08287495, 0.022490898, -0.16125019, 0.11050356, -0.10154386, -0.10571093, 0.028916081) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.12782824, 0.16595022, 0.0817979, -0.12992367, -0.0294961, -0.08895477, 0.0091270525, -0.030490559, -0.032378417, -0.024405543, 0.08162507, -0.16938132, 0.03223068, 0.013271533, 0.02296996, 0.0074539813) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.075403385, 0.07022349, 0.04048072, -0.011805813, 0.049484305, 0.06511094, -0.058259293, -0.046113107, 0.06881787, 0.09468641, 0.08956952, -0.030891474, 0.029509544, -0.072196014, -0.02522846, -0.03126399) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.11992874, 0.006091359, 0.011452678, -0.019710643, -0.00091066724, -0.05322973, -0.09153711, -0.046453882, -0.056157224, -0.09612111, -0.12461235, 0.06839094, -0.053210936, 0.06443881, -0.06524147, -0.013285268) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.016592978, -0.05170965, 0.013124206, -0.008229887, 0.068704724, -0.05544043, -0.033693474, -0.019731853, -0.14927536, -0.22934002, -0.16900721, 0.042109188, -0.07119953, 0.08096116, 0.09816346, -0.08440075) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.021389626, -0.15911743, 0.059243187, -0.041614234, -0.08581605, -0.07801326, -0.014880717, 0.0688762, 0.16751014, 0.14271726, 0.050911162, -0.097509295, -0.02907791, -0.101282276, 0.092033915, -0.06555687) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.055462394, -0.028573176, 0.019333964, -0.20141667, 0.0127428295, 0.038475774, 0.021786643, -0.061532535, -0.056278512, 0.05232261, -0.059163935, 0.1514255, -0.07671748, 0.013675766, 0.009982045, -0.08100556) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.005167638, 0.020581504, -0.07862394, -0.17684157, -0.0031000625, -0.14954539, 0.069842964, 0.030354353, 0.124608554, -0.09446856, 0.1687582, 0.005157815, 0.007742732, 0.09855265, 0.040785424, -0.06443787) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.107285194, -0.012274551, 0.03476451, 0.08232292, -0.028296445, -0.08165656, 0.1113063, -0.04116379, -0.117790595, 0.0061224755, 0.17527793, 0.11147725, 0.07468039, -0.060451962, -0.05534745, -0.053837113) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.4099292, 0.05319343, -0.07277789, 0.08392169, 0.0778884, -0.0016935042, 0.053082906, -0.024616612, -0.010807481, -0.026990024, -0.0107655395, 0.10837214, -0.02306861, -0.09735729, -0.029194392, 0.06834456) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.47505695, 0.013424064, 0.15694304, 0.108538955, 0.16191903, 0.07646038, -0.07085192, -0.11418573, 0.13251925, -0.12840144, -0.19181624, -0.10899171, 0.07911538, 0.037602026, 0.033040803, -0.087832704) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.0023192822, 0.056456596, 0.11698143, 0.06585435, 0.20019081, -0.1072962, -0.05490011, 0.05927231, 0.111795865, 0.10762911, 0.115964815, -0.0057104235, 0.029638218, 0.09479947, 0.024725636, 0.09952583) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.37098902, 0.09024805, 0.04935781, -0.0108443815, 0.38294646, 0.14033927, -0.08040615, -0.00047512425, 0.20373835, 0.02647173, 0.17475735, -0.10867986, -0.013326589, -0.01081643, -0.07153496, 0.077986486) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.2026888, 0.38725019, 0.22630195, -0.2397593, -0.057994384, -0.1602306, -0.20954075, 0.23057564, -0.1212649, -0.06828097, -0.31270313, 0.07583422, -0.02048566, 0.060854737, -0.026188299, 0.02587037) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.115148544, -0.05973017, 0.105538286, 0.038416564, 0.07450745, 0.17460452, -0.024395261, -0.07867058, 0.048128754, -0.050820958, -0.09522374, -0.05467946, -0.115934685, 0.077789195, 0.08014698, 0.06520131) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.18097208, -0.057183832, 0.115934014, -0.06612094, -0.20411746, -0.02116219, -0.09826483, 0.12012894, -0.12474726, -0.12424287, -0.021464726, 0.23416954, 0.074439414, 0.042034335, -0.03599648, 0.10615894) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.12838504, 0.078036584, -0.060761474, -0.07416854, 0.19088359, -0.108306155, 0.06963609, 0.01153449, -0.26607174, 0.075586155, 0.008192374, -0.02142922, -0.07934279, 0.065015435, 0.050541308, -0.0029828877) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.36981347, -0.037735168, 0.043609772, 0.028525606, 0.09282028, -0.09432902, 0.12392448, -0.034204256, -0.10482351, -0.0038587102, -0.037856054, -0.08583087, -0.23455796, 0.0681164, 0.041203354, -0.0337476) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.17138104, 0.018881427, 0.13214697, 0.025100978, 0.056494992, -0.09864637, -0.03657233, 0.05699267, -0.11559624, 0.06690213, -0.08271825, -0.16194308, 0.1698416, 0.092894256, -0.028552894, -0.05993268) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.05665143, -0.10725243, -0.021360341, -0.020634897, -0.05536402, 0.01126733, -0.09322824, -0.018626515, -0.039469253, -0.031065976, 0.12657729, 0.06617079, 0.009733555, -0.09043607, 0.027877841, -0.070866555) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.06927989, -0.0354144, 0.0913346, -0.02813786, 0.14509279, 0.11216251, -0.020455442, -0.10641737, -0.00992218, -0.053365022, -0.052748807, -0.13504332, 0.07232538, 0.09110253, 0.09554926, -0.09316133) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0413889, -0.04932883, 0.18011075, 0.07646243, 0.0059266337, 0.1268775, -0.10422976, 0.03187383, -0.015668241, 0.015213961, 0.1008891, 0.020698952, 0.088751554, 0.02155865, -0.00312336, 0.049160823) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.09845953, -0.04807057, -0.043651782, 0.10603783, -0.019108322, 0.11157556, 0.026124043, 0.04728367, 0.022227494, 0.07575614, 0.027786085, -0.077188425, -0.05634767, 0.017439459, -0.012602251, 0.1331112) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.12226909, -0.12653734, 0.06052695, 0.0022916752, -0.026772361, 0.11964343, -0.005062834, 0.116502516, 0.06149993, -0.19168381, 0.048470173, 0.047855955, -0.044725195, 0.15975447, 0.010538891, 0.041401602) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0021262981, 0.096402995, 0.036751896, 0.095884934, -0.1440762, -0.033938132, 0.041247673, 0.17431653, 0.08332564, 0.085176274, 0.02079729, -0.13884166, -0.0103706485, -0.056976233, 0.06429865, 0.20951837) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.14865911, -0.0033151659, -0.07556782, -0.09529799, -0.07728004, 0.08411206, 0.05856479, -0.017499086, -0.1811411, 0.0665903, -0.068367556, 0.21565972, -0.080145344, 0.017228749, 0.07492279, -0.065801576) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.14765729, 0.10826299, -0.024709873, 0.012362728, 0.04391636, 0.10987977, -0.018460494, 0.00878542, -0.11648853, -0.0547344, -0.10289871, -0.036513843, -0.22267629, 0.14624597, 0.12987025, -0.068637624) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.013880712, 0.07201017, 0.08995496, 0.023345022, -0.0069717257, 0.12730515, 0.08843655, 0.13002919, 0.029217303, 0.048933927, -0.057865877, 0.0029433516, 0.009081064, 0.00090320734, -0.039985053, 0.12593411) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.020093922, 0.02832678, 0.076517284, 0.14896962, 0.030297626, 0.039410945, 0.06290372, -0.012125426, 0.016962443, 0.12556942, 0.081339605, -0.07519717, -0.10587436, -0.11860046, 0.047564913, 0.1811847) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0022420331, -0.018002613, -0.05148695, 0.044879645, -0.021220846, 0.12832104, 0.04005127, -0.03339664, -0.14241697, 0.0080814725, 0.054456588, 0.09187548, -0.0062494064, -0.021719959, 0.008873317, -0.089253955) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.027915016, -0.0050413944, -0.003969127, -0.061730318, -0.024238197, -0.08404075, 0.008629776, -0.042085335, 0.024575708, 0.088190086, 0.08441291, 0.033729814, -0.11431039, -0.015531204, 0.01765996, 0.12082085) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.05232218, -0.1242685, 0.11219631, -0.0071739196, 0.0032092307, 0.012850346, 0.141704, -0.082019165, -0.01477886, -0.07279771, 0.037390485, -0.037801385, 0.078651845, -0.02685829, 0.016210916, -0.1317117) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.0049826205, 0.045458294, -0.094738096, -0.012499717, -0.062567115, 0.0020541043, -0.05723545, 0.06692189, 0.020766987, 0.009829899, 0.102257006, 0.035253223, 0.017854722, -0.016762182, 0.15947789, -0.125396) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.036733855, 0.05617634, 0.005982208, 0.09329533, 0.09484701, -0.029876193, 0.0055299876, -0.04210585, 0.06478121, 0.033512, -0.04066347, 0.0084053995, 0.06250591, 0.079230666, 0.15870893, 0.107289195) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.06531635, -0.06625975, -0.10347056, 0.025065754, 0.026364654, 0.02390899, -0.0046242476, 0.11252533, 0.022141954, 0.17861386, 0.043199148, -0.17532277, -0.041788377, -0.08357254, -0.07215946, -0.0669387) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.02921715, -0.10792706, -0.012892618, 0.06352269, 0.06141789, 0.07308627, -0.020512952, -0.036848176, -0.017593946, -0.040751047, -0.062127266, 0.12765522, -0.0736577, 0.14404714, 0.04670535, 0.010925797) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.08084389, 0.03364242, -0.026560796, 0.06986507, 0.06206371, 0.063918054, -0.019717116, 0.00048482596, 0.042276606, -0.024262639, -0.120303124, -0.037834655, -0.11741202, -0.087440185, -0.10753524, 0.11074116) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.013639584, -0.04522073, -0.045491457, 0.07629796, -0.030604478, -0.05056982, -0.10951277, -0.03778193, -0.17291497, 0.046923887, 0.001919085, 0.11581932, -0.009824227, 0.14124894, 0.12648281, -0.010122175) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.04298535, -0.01983132, -0.0032256874, 0.022838103, -0.18907496, -0.07964904, -0.024860065, 0.019412767, -0.0826054, -0.014342087, -0.08917059, 0.005110098, -0.014483347, -0.020919787, 0.054011423, 0.14644018) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.017723536, -0.024452621, 0.038154136, -0.033410314, -0.0039806333, -0.056049388, -0.09950896, -0.01011608, 0.089299366, -0.085298575, 0.0056067267, -0.1920985, 0.031546757, 0.07737097, 0.04859091, 0.03354972) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.106303185, -0.020270139, 0.055845004, 0.08245232, -0.077301726, -0.111508645, 0.048426956, 0.061425447, 0.010446957, -0.05391356, 0.12373156, -0.04634582, -0.08086986, -0.12794629, -0.0010374871, -0.03704727) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.10840291, -0.025253637, 0.043432534, -0.027769437, 0.012440286, 0.012097243, 0.006579044, -0.01397799, -0.0019582852, -0.030722551, 0.042473722, -0.18090717, 0.058281105, 0.06528352, 0.15172726, -0.06857547) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.09554375, 0.08136336, 0.019328006, -0.04607918, 0.06763769, 0.020982848, 0.03403954, 0.07027059, -0.027469065, -0.07210642, 0.053730663, -0.025463764, 0.0121935345, -0.06680501, 0.047258466, 0.047999073) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Conv2D-2-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_1 +//!SAVE conv2d_2 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.003442629, 0.013375611, 0.011637685, -0.0033052866); + result0 += M4(-0.0516883, 0.1223235, -0.010883935, 0.09438911, 0.017591503, 0.051363852, 0.051496428, -0.04656569, 0.02543791, -0.1092288, 0.11765959, 0.039808914, -0.047174525, -0.114782095, -0.019813973, -0.027763354) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.042130083, -0.17126416, 0.033631187, 0.09168481, 0.019962575, 0.10976285, 0.034760248, 0.073325485, -0.09115988, -0.0115670655, -0.03478817, 0.018615771, -0.0023165664, 0.014027706, -0.03731295, -0.043543793) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.16503891, 0.1166455, -0.14426629, -0.11587218, -0.017246457, 0.10145523, -0.024674272, -0.03727136, -0.038797025, 0.024247516, 0.07808381, 0.019523546, 0.0056397147, 0.013953187, 0.09304354, 0.07722131) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.074226476, -0.20569965, -0.040748388, 0.12922601, -0.032972317, 0.11628865, 0.08778825, 0.100518756, 0.016125318, -0.13110456, -0.015183646, -0.022027299, 0.032437608, -0.110451385, -0.03447586, 0.0043697096) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.032670178, -0.16246165, 0.024775188, 0.09502671, 0.025912184, 0.121336885, 0.025341397, -0.030970527, -0.049652822, -0.14885397, 0.041994046, -0.023311207, -0.08581219, -0.13498022, 0.06965343, -0.056874692) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06393143, 0.034051385, 0.008888838, 0.038546853, 0.06947941, 0.06178005, -0.049819645, 0.06794293, -0.13366286, -0.14938863, -0.037693966, 0.051842153, 0.037708096, 0.040628813, 0.102534845, 0.0071342047) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.06150137, -0.046255656, 0.13692896, -0.023179762, 0.03713181, -0.10310992, 0.09385238, -0.0047284197, 0.025656024, 0.09891812, 0.08686281, -0.009539339, 0.0731247, 0.07668687, -0.09762713, -0.059970424) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.059885383, -0.08883125, 0.05225452, -0.025442436, 0.06153856, 0.14436032, 0.013788722, 0.0113854725, -0.012819896, -0.19287184, 0.09983513, -0.024793316, 0.038836777, -0.052246887, 0.0059347996, 0.01900127) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.15384208, -0.22237863, 0.07046196, 0.09070783, -0.019386219, 0.01878587, 0.09160569, 0.16305578, 0.0098382505, -0.14395851, 0.014114545, -0.035733894, 0.056480207, 0.0006837963, 0.0019656941, 0.04400927) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.10650795, 0.046735253, 0.09259645, 0.014654708, 0.010226026, -0.11936858, -0.11678929, -0.052416194, 0.13530041, -0.05194774, 0.13022895, 0.1432494, -0.035729438, -0.0019865127, 0.050633468, 0.006274034) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.0214423, -0.17011152, -0.028696338, -0.110234044, -0.040174622, -0.108965695, 0.008227098, 0.063629985, -0.14791602, 0.004125044, 0.011615113, 0.122726314, -0.028705064, -0.039566778, -0.071891725, -0.06212427) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.081452325, 0.020910071, -0.016452488, 0.07210494, -0.08088186, 0.06797714, 0.08857902, -0.03965487, 0.046168204, -0.05276988, 0.04365019, 0.24730065, -0.003263334, -0.14522351, -0.02959662, 0.09913768) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.09131164, -0.03868012, -0.045859553, 0.038488243, 0.10892, 0.13744669, -0.063878775, -0.017026704, -0.31645218, 0.16467562, -0.09782914, -0.10328421, 0.08764717, 0.042647827, -0.03998367, -0.0065759374) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07121675, -0.053125687, -0.015473897, 0.037690498, -0.11444654, -0.14523968, 0.008924308, -0.04098788, -0.104130544, -0.05505333, -0.028085077, -0.052494265, -0.0226373, 0.0030073656, 0.0841683, -0.05533188) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06603429, -0.0698434, -0.01583814, -0.05218147, 0.0054660025, -0.11764239, -0.028240068, 0.010165519, -0.28188765, -0.01058381, -0.03525232, -0.047920473, -0.047851518, -0.04823144, -0.058103524, -0.08332379) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.028600972, 0.13142908, 0.026104137, -0.04268192, -0.022775013, -0.014523361, 0.02226707, 0.06322737, -0.10761655, 0.06735946, 0.117321685, -0.016469825, -0.056598056, 0.02441578, -0.03231526, 0.009799762) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.046519756, 0.0010246322, 0.055382118, 0.10480469, -0.056605417, -0.0649274, 0.039919082, 0.042091604, -0.03027313, 0.000687018, 0.03254063, -0.17211948, 0.04611447, 0.06783789, 0.10692804, -0.014811766) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07505623, -0.15010943, -0.09224019, -0.009662299, 0.0391686, -0.07664002, 0.07763067, -0.064216435, -0.09109313, 0.12934338, 0.03457879, 0.01982002, 0.045189314, 0.0014844715, -0.1354248, 0.07776369) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.23575372, -0.20916402, 0.062224787, -0.112326115, 0.064626195, -0.03810418, 0.07295485, 0.014745601, 0.08663006, -0.035257984, 0.067087986, -0.0068540587, -0.07883062, -0.049193997, -0.01979881, -0.036141884) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.016203457, -0.20384413, -0.06284793, -0.039454132, 0.05827383, 0.06440675, 0.036207717, 0.020822337, 0.04353693, 0.037884302, -5.167541e-05, 0.05858269, -0.0009116797, -0.00086968276, 0.031834215, -0.024399042) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.003219082, -0.04297337, -0.0062287953, 0.08495083, -0.004494778, 0.10618316, -0.17250143, 0.029387794, 0.048578553, -0.17977375, -0.09815774, -0.004012064, 0.034396183, 0.031990655, 0.04576335, 0.044685774) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.057716437, 0.06253896, -0.088651486, -0.046108227, -0.06020788, 0.016781656, 0.041366972, 0.09491335, 0.06343052, -0.014260148, 0.05434982, 0.02787039, 0.1024581, 0.010880765, -0.033063978, 0.06677028) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.12709586, 0.4045799, 0.009852, -0.02042569, 0.08908296, -0.1090025, 0.033085667, -0.03766496, -0.06446206, 0.04983797, -0.05064461, -0.16059521, -0.12109033, -0.0027703668, 0.066734456, 0.02556977) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.073184855, 0.25490257, -0.16114198, 0.02275981, 0.0065019755, 0.08409689, -0.14280286, -0.08801142, -0.066786714, 0.014090064, -0.26533183, 0.06304747, 0.02210616, -0.032883894, 0.06576031, -0.011046229) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.14275646, -0.00084464403, -0.0703081, 0.043860044, -0.010851522, -0.22751017, 0.122808665, 0.046687886, -0.02003021, 0.035175133, 0.119783655, -0.031573713, 0.032656256, -0.053362623, -0.02658459, 0.03316823) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.055334743, 0.017404053, -0.016423844, 0.0741847, -0.07912923, -0.040405974, 0.05193074, 0.012869429, 0.036050186, 0.031962436, 0.12607427, -0.011362307, -0.09532705, -0.08341516, -0.020436132, -0.005016131) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.054198246, -0.008781335, 0.11987427, 0.013400618, -0.06351809, 0.017788813, -0.03444837, -0.005943444, -0.07397155, 0.080663346, -0.13804428, 0.06851538, -0.08832343, -0.08281272, 0.061568934, -0.05590224) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.048422214, 0.0882096, -0.015030608, -0.10135356, 0.008011804, 0.030250866, 0.014552564, 0.008256356, -0.05740036, -0.046427455, -0.018813487, -0.016010005, 0.01048484, -0.114028156, 0.031222235, -0.060205508) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.028182564, -0.05912414, 0.022914773, -0.13453418, 0.037059613, -0.036556043, -0.07535737, -0.016822884, -0.028566778, 0.11565894, 0.021367239, -0.06701894, -0.032096725, 0.044734847, -0.0073112627, 0.0074240505) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.05880545, -0.052018944, 0.022135228, -0.03800326, -0.07087699, -0.28158522, 0.121120945, 0.029811101, 0.057445467, 0.290543, 0.078989066, 0.019574359, 0.08412573, -0.10001867, 0.00626211, 0.05163718) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.050437752, 0.020409917, 0.05806958, 0.019130085, 0.0372162, 0.09366855, -0.07678022, -0.039855033, 0.033538964, 0.23069714, -0.038316667, -0.12954265, -0.07289259, 0.049885344, 0.06292729, -0.025425589) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.023943014, -0.08759173, -0.06185972, -0.061545014, 0.053152163, 0.19081846, 0.043645542, -0.008407938, -0.075783245, -0.1859964, 0.08659916, 0.010488999, 0.08240174, -0.11964047, -0.114584886, -0.11902114) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.010366827, -0.029145885, 0.115005665, 0.01655262, 0.04004001, 0.06597598, -0.09807251, 0.08586093, 0.08319979, 0.013092327, 0.08287092, 0.078944795, -0.030562766, -0.027823647, -0.05334102, -0.11193261) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.054666776, 0.13348368, 0.0019419125, 0.08124257, 0.046780676, -0.07266956, 0.06664775, -0.035681203, -0.0008467227, -0.14177862, 0.051860817, -0.14050585, 0.005693945, -0.16635133, 0.02721335, -0.03807163) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07823977, -0.15409158, -0.08923035, 0.08401554, -0.099613614, -0.16091618, 0.039866116, -0.012680801, 0.055174213, 0.07946077, -0.044296768, 0.05820352, -0.015891919, -0.046970848, -0.019661175, -0.1313544) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.08236053, -0.14904302, -0.007949339, 0.06310023, -0.08902054, 0.09991664, -0.026032416, -0.0011966327, -0.036444787, 0.09199297, -0.21504907, 0.043247856, 0.02236589, -0.15416005, -0.0105029885, -0.0067938785) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.11732966, -0.10472387, 0.12730962, -0.053779032, -0.08099377, 0.04476129, 0.022480056, -0.13573004, 0.18501645, -0.11255146, -0.0829434, -0.08779753, -0.082872234, -0.07091369, 0.046987016, 0.001789607) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.0001841773, 0.08885647, -0.13208508, -0.072944574, 0.0070056603, -0.054579325, -0.16735768, -0.049921118, -0.049292635, -0.03392617, 0.10550992, 0.030762367, -0.10163061, 0.047216035, -0.08041572, -0.07611193) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.035448655, 0.14822306, -0.04878872, -0.0746945, -0.060244925, 0.0822443, 0.0625219, 0.03356549, 0.03891253, -0.010678343, 0.072259866, -0.12065982, 0.027890064, -0.01056815, -0.106252536, -0.00812856) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.010682728, -0.057190124, 0.024039853, -0.049071018, 0.06671262, 0.10580547, 0.06114008, -0.027142048, 0.0070528546, 0.111861385, 0.05085344, 0.07242349, 0.11960674, -0.22299533, 0.026508173, 0.030118395) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.13280915, -0.07924072, -0.090050384, 0.05283513, -0.091666065, -0.14002225, -0.14763567, -0.016189087, -0.10117109, 0.05499106, 0.029511433, 0.081549644, -0.035187725, 0.06161617, 0.042676724, 0.029305635) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08529392, -0.051476993, 0.040334698, 0.08094866, -0.050459165, 0.026990544, 0.017269399, -0.0046234047, -0.07637832, -0.0015510239, 0.11318409, -0.004616539, 0.10067467, 0.14108709, 0.043603513, -0.088025756) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.038899567, 0.03502128, 0.094575115, -0.1716205, -0.037085354, -0.11291488, -0.025886811, -0.10783659, 0.04456275, -0.052541457, -0.079615116, 0.073266625, -0.067546375, -0.07555959, 0.03368702, -0.07228856) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.08401444, -0.0033819543, -0.111090004, -0.012519393, 0.051470328, -0.19865474, -0.14088048, 0.06306316, -0.063153945, -0.029220344, 0.009064916, 0.05055387, -2.0794327e-05, -0.025079904, 0.021477627, 0.034820333) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.038313475, 0.03284816, 0.114614934, -0.12352222, -0.012737359, -0.0028172547, -0.046252742, 0.17683344, -0.096878424, 0.08909354, 0.04416406, 0.004774474, -0.04148429, 0.023412686, -0.008101432, 0.067253225) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.062278196, -0.53816324, -0.15103306, -0.17200018, 0.051400732, 0.04138932, 0.13394047, -0.119237274, -0.047384914, 0.01679893, -0.0068038427, 0.025806105, -0.117235914, 0.087412186, -0.11617584, -0.14323951) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.11668384, 0.074840136, 0.42223442, -0.19560121, -0.020292128, 0.01671585, 0.054223668, -0.056781337, 0.07575778, -0.018754218, 0.06514087, -0.031790406, -0.10921607, 0.052557115, -0.16343062, 0.030965082) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.17218459, 0.23054613, 0.16784467, -0.065492846, -0.050076734, 0.123028904, -0.17201862, -0.1655768, 0.06440684, 0.13164178, -0.005537595, -0.034656573, -0.22443742, 0.20967042, 0.3041761, -0.007478679) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.17426656, 0.4528224, -0.12206193, -0.09436925, 0.08454841, -0.09759462, 0.014630061, -0.057183, 0.05609388, 0.010791998, 0.007940699, 0.02109524, -0.121039115, 0.376498, -0.049768537, -0.14014526) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.056152247, -0.078359775, 0.024252938, 0.002805122, -0.049185686, -0.42327765, 0.022885872, -0.11947411, -0.06836373, -0.11480447, -0.085081905, 0.071665406, -0.36042693, 0.18898365, 0.12252569, -0.061614163) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06352047, -0.03375747, -0.065147534, -0.0574813, 0.1371266, 0.103330635, -0.1323223, -0.2582797, 0.059934467, -0.075954154, 0.05327265, -0.00027559337, -0.436382, 0.23164439, -0.11767409, -0.13686763) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.010999393, 0.037416346, -0.117749415, 0.037723485, -0.09378002, -0.06545638, 0.10155104, -0.2491548, 0.0728737, 0.07561564, -0.09612676, 0.066651665, 0.15435365, -0.20851313, -0.25308436, -0.1517674) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.059262548, 0.088123396, 0.04595589, 0.071299136, -0.2657167, -0.0743166, 0.19549409, -0.17509139, -0.07912206, -0.07722041, 0.032773502, 0.008807091, -0.36755344, 0.69608283, 0.2551445, -0.06061691) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.12210964, -0.057808213, -0.03825865, 0.027386822, -0.21363692, -0.12373217, -0.13868341, -0.2978032, -0.06466259, 0.10511675, 0.101937175, -0.0048433132, -0.091977045, 0.044653077, 0.20223714, -0.33129585) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.058450785, 0.063353345, 0.099592514, 0.030007755, -0.04972511, -0.14383356, 0.0020709035, 0.07048428, -0.022548817, 0.0063583693, 0.004757659, 0.056969695, 0.046252646, 0.2022494, 0.036288697, 0.007839983) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.021845829, -0.08786369, -0.13037223, 0.027431091, 0.030601915, -0.04768066, -0.03495091, 0.033611946, 0.03385561, -0.06580581, -0.021568859, -0.016728533, 0.04180178, 0.3107473, -0.04187441, -0.009557169) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.017555168, -0.09019388, -0.13118231, 0.0041893627, -0.055518832, 0.10808544, 0.018163051, 0.06777048, 0.025003126, -0.02140458, 0.071954355, -0.022797646, -0.0066630314, -0.07335746, -0.06472745, 0.030310564) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.01794501, -0.092173874, 0.05863492, 0.028494524, 0.18878207, 0.12759832, -0.1275855, 0.05596837, 0.034271166, 0.060568184, 0.033352237, 0.026323156, 0.046888746, 0.13910039, -0.033721946, 0.048105676) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.0843007, 0.14086449, -0.12937884, -0.029571462, -0.103683874, -0.12255864, 0.011206627, -0.037995305, -0.00062648655, -0.033720143, 0.04066085, -0.05737302, -0.099000625, 0.11286555, -0.06838891, -0.017499028) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.03421948, 0.048566256, -0.1642122, 0.07475413, 0.029047074, 0.02460739, 0.048939757, -0.0061795223, 0.040129643, -0.15545441, -0.028020121, 0.006692578, 0.043647636, 0.20153019, -0.087731495, -0.047531262) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.019625593, -0.118388884, 0.054435182, -0.005192937, 0.061393365, 0.12351411, -0.009069284, -0.08370055, -0.036216546, 0.012977539, -0.016095726, 0.083318464, 0.0023230386, 0.054868925, 0.0021136866, -0.052701376) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.12024552, -0.057164833, -0.024687454, -0.020667013, -0.083002895, 0.04474543, 0.029743817, -0.04447344, -0.08212052, 0.062480733, -0.124424934, -0.117168, -0.0048817443, 0.23786889, 0.0876864, -0.06447469) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06302613, 0.015881766, -0.18436377, -0.0590962, -0.0006935935, -0.12352232, 0.046164673, 0.012302003, 0.020855915, -0.10902478, -0.07522982, -0.06429665, -0.034547158, 0.10823844, 0.015109224, -0.028962206) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.01946017, 0.016151685, 0.11467929, -0.04279579, 0.022072032, 0.1371591, -0.0482247, -0.051824886, -0.0031306858, 0.112242214, -0.055662546, -0.016279643, 0.047434453, -0.06905586, -0.008905158, 0.04366862) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.016693613, -0.001538355, 0.0112478165, 0.042273838, -0.1174123, 0.00038066664, -0.019793522, 0.15272483, 0.008429458, -0.073130004, -0.092114285, 0.075534694, -0.12419683, -0.13350578, 0.0949343, -0.046170726) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.07946698, -0.04164358, 0.056165032, 0.034795765, 0.0594917, -0.008625992, -0.04381531, -0.07846636, 0.0017590298, 0.14191683, 0.055887274, 0.080611594, -0.02343628, -0.04236199, -0.012723384, 0.046555463) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.006229897, 0.0926588, 0.013100328, 0.0713355, -0.06869194, -0.02985101, 0.021145627, 0.016922202, -0.03673092, 0.18399979, -0.056074876, 0.0070666173, -0.007980999, 0.14234199, 0.07306246, -0.029087301) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07607793, 0.17911147, 0.013611211, -0.009084229, 0.13068137, 0.038981672, 0.029955443, -0.00994748, 0.09046184, 0.07559542, 0.012598565, -0.0034760982, -0.05443224, 0.034976996, -0.03046626, 0.057495724) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06430616, -0.0723466, -0.037540536, -0.022483155, -0.13232912, -0.18224835, -0.12110369, -0.064465016, -0.030505897, 0.05481982, 0.041200448, 0.024950625, -0.02368916, -0.056606762, 0.013905769, -0.012128648) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.039399266, 0.12301912, -0.05215033, 0.031424098, 0.004601558, -0.09658625, 0.14569914, 0.035255328, 0.03054353, -0.2175089, -0.0858491, 0.094312824, 0.116292305, 0.023325652, -0.012200195, 0.005125089) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.09873105, 0.16695476, -0.074045815, 0.14276518, 0.09140053, -0.052848183, 0.015915362, 0.043499194, -0.02386, 0.09549653, -0.033498764, 0.026330357, 0.097885154, 0.10678137, -0.105109885, -0.025195993) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.03615445, 0.045302264, 0.052051153, -0.011744928, -0.010769293, -0.042392176, -0.10117992, -0.06578498, -0.035368808, 0.11709175, 0.04415361, -0.07105186, -0.03605601, -0.056450993, -0.024680115, -0.043298017) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(-0.0026704965, -0.0069852816, 0.013155309, -0.0030670145); + result1 += M4(0.1088151, -0.1832992, 0.048958622, 0.01714007, -0.02975891, -0.07361721, 0.04749533, 0.025297625, 0.017636111, 0.035925288, 0.105162285, -0.02550838, 0.07371688, 0.18853368, 0.054847084, 0.054785542) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.02039287, -0.07107351, 0.058345817, -0.12288336, 0.012482367, 0.037051555, 0.15683356, 0.10577934, 0.0041690376, -0.0052497326, 0.07248003, 0.05679496, 0.038790483, 0.061607312, 0.09126633, 0.023941834) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.12869008, -0.03287627, 0.01949578, -0.06683287, 0.008253354, -0.03939117, -0.028978111, 0.30465445, 0.028981432, 0.039871175, -0.05122636, -0.022937665, 0.0077531715, -0.033321038, 0.07472768, -0.14529845) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08185111, 0.07739009, 0.050191715, 0.013613045, 0.023266561, 0.0016993212, 0.04417637, 0.061227184, 0.020861998, 0.013890073, -0.09765723, -0.06517111, 0.017003689, -0.027420385, 0.029547054, -0.065200455) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.18058242, 0.1254569, 0.04266301, 0.08140856, 0.09683645, 0.01607585, -0.19379143, 0.23192826, -0.012026313, -0.06126885, -0.035950378, 0.013585793, -0.05303691, -0.13076438, 0.08686017, -0.034630038) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.021640534, 0.05879787, -0.041268736, -0.0329055, 0.010431408, 0.011531553, -0.0946539, -0.23675436, 0.0039062416, -0.090672486, -0.14505802, -0.049114898, -0.019955348, -0.062832475, -0.068216555, -0.062025294) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.10506846, -0.14340083, 0.04425446, -0.16630755, -0.013111705, -0.088043086, -0.07118783, -0.0084669255, 0.007818927, 0.08007053, 0.10037983, 0.008034847, -0.015481081, -0.09441236, -0.02934192, 0.080016166) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.23244402, -0.25649387, 0.10123927, -0.09339192, -0.11517544, -0.03192777, -0.028575087, -0.0039167535, 0.02461542, 0.06610514, -0.0022811962, -0.060388286, -0.07823475, -0.1295637, -0.1250978, -0.0077112494) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.14078344, -0.25149414, -0.000262269, 0.03776187, -0.05942706, -0.11188389, 0.06237743, -0.0960046, 0.008844598, 0.01064003, 0.009240677, -0.105411306, 0.03588519, -0.08503706, 0.027017552, 0.091664344) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.025809344, 0.036648158, -0.038556434, -0.091364026, 0.021098474, -0.18813086, 0.054817956, 0.013274525, -0.004860089, 0.061252136, -0.4010078, 0.028161518, 0.057617947, -0.040474117, -0.028016347, 0.08150711) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.03109231, 0.10934241, 0.112985976, 0.0393403, -0.044026494, -0.14719681, 0.08305918, -0.049001534, -0.14948358, -0.116897725, 0.14239249, -0.1475096, 0.04267312, 0.09919887, 0.058851175, -0.06775575) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.07256321, -0.070845716, 0.08027308, -0.023798112, 0.021374578, -0.058409873, -0.005381723, 0.100429565, -0.067277536, -0.31138912, 0.028534539, -0.010959187, 0.042965706, -0.051006038, -0.0063746893, -0.0386547) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.00825807, 0.018709922, -0.0076478333, 0.05206399, 0.071014956, -0.044771537, 0.049626976, 0.042767078, 0.13867988, 0.08031969, 0.52796715, 0.012749221, -0.012184806, -0.050476115, -0.090253726, -0.061818082) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.09834351, 0.20069839, 0.0008747681, -0.054800313, -0.03508278, -0.03650194, 0.008603268, -0.031086609, 0.08389489, 0.0628695, -0.007057513, 0.30119655, 0.016492778, -0.014644034, 0.08891636, 0.07418784) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.07156967, -0.082470946, -0.07492583, 0.033875734, -0.013942119, 0.008381342, -0.13543797, -0.021790132, -0.07335912, 0.0398517, -0.033103228, 0.02030422, -0.044961028, 0.07043076, -0.09802279, -0.006354124) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.04951003, 0.017480737, 0.016225683, 0.007048184, 0.059292335, 0.12895189, -0.05478721, -0.013576888, -0.13228326, 0.17077534, -0.28587508, 0.13150844, -0.068026975, 0.17105229, 0.04167912, 0.014466832) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.038300667, 0.07154786, -0.03586753, 0.016044145, 0.057209227, 0.090286724, -0.019170709, -0.07921791, -0.11503769, 0.12964235, -0.21930082, -0.014193156, -0.07745815, -0.11389486, -0.012471894, -0.07303676) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.05260188, -0.0008349193, -0.057639297, -0.08013019, -0.0062188604, 0.124228574, 0.011428276, 0.006081407, 0.0275851, 0.005091149, 0.071275055, 0.12313547, 0.036689863, -0.0072859265, 0.044182673, 0.03913697) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.085747205, 0.08977075, -0.075297445, -0.053212356, 0.043574367, -0.08332664, 0.033378232, -0.016753674, 0.035918314, 0.017287347, 0.10905726, 0.11174788, 0.041658066, -0.07496966, -0.16299699, 0.022935748) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.058556892, 0.04428411, -0.14927663, -0.09258147, 0.004791652, -0.09980849, 0.103075534, -0.039152823, -0.040156644, -0.0013588275, -0.09726483, -0.0933792, 0.00085981714, -0.06333058, -0.20642959, 0.062655844) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.010851088, 0.01380577, -0.08843051, 0.029241262, -0.03987717, -0.04235511, 0.062285908, -0.028464457, 0.070916586, -0.17241235, -0.13732435, -0.04874849, -0.006166181, -0.026928531, -0.07700698, -0.003995623) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.008161641, 0.07345208, -0.11394142, -0.051929906, -0.03988688, 0.00034258308, 0.031395, -0.04526695, 0.036304057, -0.010043342, -0.05661853, -0.011951855, -0.001625418, 0.04959622, 0.041639585, -0.04584268) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.056066968, -0.008693962, 0.06537246, 0.06524182, -0.05325742, -0.048489656, -0.13713194, -0.26379478, -0.09561769, 0.059302866, -0.04856914, -0.081459895, 0.036279865, -0.007421027, -0.051144138, 0.045120463) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.23677833, -0.100541584, -0.07114872, 0.19120902, -0.007977221, -0.0437171, 0.031434637, 0.13993657, 0.019671714, -0.033520013, 0.029058244, 0.05690114, 0.041721802, 0.092754856, 0.08479769, 0.015923) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.107399374, -0.072907366, -0.061016914, -0.07816711, 0.00865098, 0.062974535, -0.009175328, 0.057524927, -0.029175969, 0.097273156, 0.17491844, 0.10403947, -0.074273966, -0.033571154, -0.03973288, -0.01795094) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.07135758, -0.03402484, 0.13840432, -0.059983995, -0.027984899, -0.005216275, -0.113446586, -0.011974018, -0.040498774, -0.025960442, 0.0021536136, -0.08108863, 0.06570102, 0.021127172, 0.10499755, -0.10434602) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.13126719, 0.030389834, -0.027178172, 0.052266292, 0.050826833, 0.10726871, 0.018899592, 0.09672414, 0.004778316, 0.010996268, 0.09388898, 0.034348436, -0.021181598, 0.049826242, 0.025890322, -0.021035185) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.02387066, -0.0019770782, 0.014698564, -0.008972518, -0.080487885, -0.051378407, -0.09584634, 0.041089877, -0.14433114, 0.11417367, -0.08283237, 0.05915595, -0.008951171, 0.031376246, 0.056666695, 0.045404032) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.04551425, 0.102362484, 0.0474437, -0.058157034, -0.036515962, -0.051881462, 0.014176975, 0.06985667, -0.04951922, 0.06337128, 0.23234814, 0.04558573, -0.0005147947, 0.09289937, -0.13400975, -0.037995934) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.011400457, 0.060906548, 0.017685182, 0.13471691, 0.042263918, -0.072464585, -0.029505994, 0.042287562, -0.15731233, 0.041662168, 0.12050174, -0.009218427, -0.05272572, 0.045482863, -0.07564003, 0.080094784) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.13179456, -0.044580128, -0.0678042, -0.0067075305, 0.036029655, 0.050663132, 0.099046044, 0.0021006803, 0.022268966, 0.05823543, 0.0706285, -0.042681515, -0.11546079, 0.037124842, -0.13093139, 0.09928705) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0050920066, -0.048848465, 0.007235457, 0.047719467, 0.013665446, 0.059786, -0.044465125, -0.06423957, 0.009951522, -0.007955132, 0.06168498, 0.14562762, 0.016457863, -0.10418997, 0.11994617, -0.12006934) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.060305364, 0.091600575, 0.09400265, 0.004962471, -0.023778446, -0.10445334, -0.045618597, -0.08188831, -0.03188418, -0.051408507, 0.0733052, -0.0030304336, 0.0030962958, -0.13388325, 0.095084056, -0.10653108) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.077077985, -0.005678703, 0.035587642, 0.019118015, 0.0129434755, 0.09225257, 0.070360735, 0.058033004, -0.042619266, -0.15670079, -0.028990913, -0.037901893, 0.044235617, 0.016797164, 0.10073648, 0.07225611) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.10855486, -0.045005046, 0.05747941, -0.08356379, 0.008437102, 0.03584871, 0.018218372, -0.07147123, 0.052730054, -0.0541613, -0.09760797, 0.020678725, -0.1862807, 0.024548158, -0.06646696, -0.065310076) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.06963095, 0.029642345, -0.0063035246, -0.018240528, 0.043350488, -0.08533327, 0.033755474, 0.013139315, -0.062036183, 0.063722596, 0.051771253, -0.03816292, 0.09839318, 0.09614864, 0.10981896, -0.1290471) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.17641085, -0.010182052, -0.0036417746, 0.14117956, -0.17076519, -0.11276081, 0.062209047, -0.0030820128, 0.02975343, -0.068979725, -0.05307052, -0.13357079, -0.0627314, 0.093097314, 0.12116838, -0.061883282) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.1725705, 0.10295102, -0.0067457375, 0.070907705, -0.15377024, -0.05920565, 0.06955612, -0.09185015, 0.103261694, -0.02419628, 0.059518483, 0.0070519676, 0.0002755215, 0.030872881, 0.05809548, -0.14090301) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0028612476, -0.06292442, -0.14077505, -0.0040909876, -0.04104147, -0.05700585, 0.12088585, -0.113127984, 0.0072628506, -0.2860728, -0.09936785, -0.05225051, 0.055694547, -0.015715964, 0.061907955, 0.0076989187) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.013300694, 0.05932074, 0.02024308, -0.012018003, -0.11679539, -0.048200108, -0.0010584274, -0.012746669, -0.1520735, -0.010815683, -0.009636238, 0.07178915, -0.08070399, -0.087217115, -0.13590254, 0.1416625) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.07212092, 0.0133687835, 0.101147115, 0.043204058, 0.0014778317, -0.0031936024, -0.001279152, 0.06300477, 0.0065123173, -0.07069444, -0.03826448, -0.010170904, 0.060314506, 0.04550587, 0.032762975, 0.07501511) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0765572, -0.06225455, -0.03720499, -0.027457511, -0.017475808, 0.0854966, 0.0128695825, -0.06962552, 0.013439235, -0.3151606, -0.05162763, -0.06907078, 0.07320413, 0.118098356, 0.007507865, -0.06823115) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.13064471, -0.04525325, -0.06729313, -0.10874011, -0.12503847, -0.08993702, 0.123558454, -0.022549894, -0.045872938, -0.014483434, -0.015273253, 0.08612221, 0.07558581, -0.11063083, 0.056277506, -0.008811498) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.09475841, 0.04157716, 0.101559035, -0.079362325, -0.14107005, -0.054472543, -0.000538525, -0.030467028, 0.0836119, 0.1072241, 0.093004026, 0.07438355, -0.052058168, -0.073526055, -0.12048847, 0.060134094) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.012937585, 0.085655585, -0.0270884, 0.0158207, -0.13645686, 0.03343071, 0.154644, 0.060194816, 0.042012356, 0.11193414, -0.12376376, 0.014426494, -0.05523338, -0.058922317, -0.027986813, -0.026128557) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.081485234, 0.19365637, 0.39215708, -0.33364275, -0.043804552, 0.35765672, -0.0031804915, -0.05506859, -0.027712235, 0.03164502, -0.005734909, 0.079150744, 0.064796105, -0.22864886, 0.30665022, 0.20148) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.027903143, -0.17736118, 0.019127762, -0.016941661, 0.049628414, 0.09541171, -0.06659206, 0.013946481, -0.03042714, -0.004203666, -0.053757437, -0.053279944, 0.18877645, 0.33594015, 0.06748911, -0.018176422) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.07447659, -0.015346219, 0.025095666, 0.13611203, 0.065223485, -0.019520022, -0.10179913, 0.009003509, 0.04392522, 0.01924529, 0.082025036, 0.055515688, 0.11723383, 0.03858237, 0.20347755, 0.59635836) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.038716223, 0.32654786, -0.081118494, 0.1309216, 0.09445383, 0.10445356, -0.019478874, 0.021666443, -0.021147601, -0.108409785, 0.06560097, -0.0057787723, -0.013059382, 0.2296983, 0.21498029, 0.053936318) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.0017508173, 0.16176096, 0.054738402, 0.027850294, 0.030409595, -0.072870396, -0.16046646, 0.1724339, 0.016977604, 0.008775995, 0.06307639, -0.00019767167, 0.4451092, 0.16957378, 0.29084396, 0.44695956) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.03507766, -0.38168535, 0.08430297, -0.10719897, 0.010931773, -0.08159854, -0.17967746, 0.12140802, 0.04934819, 0.03658758, -0.06290671, -0.061221533, -0.3718763, -0.600655, -0.07915636, -0.21348712) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.034924757, -0.13438396, 0.032301974, 0.045070734, 0.08027754, -0.10418697, 0.023910154, -0.19306639, 0.08650844, 0.017263744, -0.01178968, -0.028993733, -0.8645689, 0.033755895, 0.007948923, 0.3410306) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0047199307, 0.10619797, 0.11525978, 0.037618894, 0.047066554, -0.06652497, -0.20610657, 0.04888747, 0.08347011, -0.06650786, -0.01612577, 0.044566292, -0.19907191, 0.12543651, -0.28160203, -0.28315276) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.09135274, 0.10351545, 0.09480959, 0.04342388, 0.056631826, -0.25605074, -0.07694557, 0.07892138, 0.06781161, -0.032615397, -0.010433441, -0.035385344, -0.07405581, -0.0036417297, -0.23708083, -0.1570032) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.026759056, -0.047683284, 0.11272839, 0.047666263, -0.07337569, 0.059083562, 0.029269814, 0.057907235, -0.03443016, 0.016351, -0.073791504, -0.02960598, -0.01220422, -0.016893888, 0.01654694, -0.008970511) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.012990575, -0.059437305, 0.053463947, 0.024959585, -0.043774337, 0.08394113, -0.07143647, 0.08682348, -0.051990546, -0.0220162, -0.28938624, 0.011068624, 0.020086268, 0.13227147, 0.12643246, 0.07697984) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0070821494, -0.055028163, 0.055550747, -0.052326813, -0.04880355, 0.043850675, -0.019916993, 0.095207065, 0.024018437, 0.004741865, -0.20379701, -0.03205333, -0.01306054, -0.037194315, -0.066100076, 0.0880687) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.035614494, 0.0195995, 0.03172716, -0.044270128, 0.05476892, -0.0681205, -0.10611151, -0.057478696, 0.08412523, 0.07445439, 0.03845507, -0.015672065, 0.059600424, 0.10137879, -0.021469647, 0.103087716) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.021467581, -0.07585906, -0.06877208, 0.09122821, 0.08158795, -0.017641615, 0.06464714, 0.1052147, -0.0323058, 0.08724154, 0.008192184, 0.03622704, 0.044998072, 0.11121423, 0.02731009, -0.042066287) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.03308632, 0.08297764, -0.11844884, 0.017111233, 0.011611377, -0.07365047, 0.05491624, -0.1349648, 0.008340181, 0.05791371, 0.029888865, 0.07637047, -0.0047884677, -0.029054781, 0.017358597, -0.09362269) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.058560807, -0.0812555, -0.055556864, -0.10472523, 0.10357364, -0.023850085, 0.011952905, -0.0632911, 0.033069592, 0.14187448, 0.033038504, -0.059645314, -0.03547079, -0.13193862, 0.08067015, 0.10193497) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.011560774, -0.09525364, -0.060700435, -0.0034738835, -0.004149295, 0.0012452266, 0.08497418, 0.028244028, -0.038908776, -0.008875011, 0.051133815, 0.12043489, 0.059140496, 0.03854453, -0.021552913, -0.07531871) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.054233734, 0.10431967, -0.06309718, -0.008249014, -0.068859495, -2.472221e-05, -0.01962901, -0.0550269, 0.07172022, 0.0021008865, 0.009355253, 0.0018972098, 0.0069770534, 0.14083464, -0.043212507, -0.076081425) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.014855535, -0.076818466, -0.12069867, -0.016461655, 0.04632222, -0.08924164, -0.14444649, -0.013705438, -0.10629519, 0.07447358, 0.103745714, 0.0532043, 0.047529317, 0.039758485, -0.0019607402, -0.060533386) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.024203092, 0.041032843, -0.07819547, 0.065076016, 0.098019525, 0.0039738026, -0.13179854, 0.05826582, 0.050578855, 0.029939752, -0.05294407, 0.15086016, -0.08475205, -0.022390533, -0.062435713, -0.028691648) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.035394967, -0.019776506, -0.13145833, 0.105074435, -0.0876225, -0.03131812, -0.05946118, 0.008440808, -0.03241915, -0.09119424, 0.012539307, 0.055068422, -0.022113472, 0.06397827, -0.06943161, -0.007590992) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.010154215, -0.040791787, -0.028874818, 0.07792026, 0.0041777114, 0.010586441, 0.04266796, -0.15120162, -0.01588253, 0.07648988, 0.0021197675, 0.068199955, -0.007960036, -0.051724818, 0.059286304, 0.1320615) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.05823228, 0.07613547, 0.040016692, -0.06628279, 0.051269006, 0.05712993, 0.023926284, 0.0110481195, 0.07769265, 0.07996533, 0.06614829, 0.07428, 0.0073516103, 0.07385875, 0.12093192, 0.006949762) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.024753397, -0.05918336, -0.04520435, 0.020141589, -0.040896162, 0.009261509, 0.12394741, -0.116169095, -0.036923975, -0.010316278, 0.05081735, 0.03784362, -0.039655194, 0.07628969, -0.010759494, -0.07288344) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.02587162, -0.10437475, -0.16753805, 0.019829882, -0.035106115, 0.05311255, -0.03649359, 0.044361763, -0.045516107, -0.07203907, -0.02955126, -0.0730952, 0.05720901, 0.0959022, 0.054544374, -0.06752504) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0053152847, -0.070863366, -0.092273585, -0.05409987, -0.018190462, 0.076571845, 0.020241732, 0.08773496, 0.00028201131, -0.024266556, -0.11885602, -0.025534047, 0.041835975, -0.07190047, -0.017420858, 0.049698886) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.05920705, 0.115230545, -0.0820071, -0.11792878, 0.0052734255, -0.06270135, 0.076746665, 0.08309652, 0.075374834, -0.031009419, -0.13471813, 0.012491437, -0.0006443069, -0.055743083, -0.0722765, 0.0061092316) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(0.008124407, -0.0020193816, 0.012078299, 0.0024210974); + result2 += M4(-0.052535776, -0.014211415, -0.17005576, -0.027237497, -0.034896113, 0.10457906, -0.035401966, 0.101174966, -0.05727851, 0.13829572, -0.12618788, 0.011687037, 0.0028803404, -0.002095759, 0.006880763, -0.11591623) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.15124372, -0.0202947, -0.07680285, -0.09734262, 0.010044373, -0.015822256, -0.253034, 0.08154531, -0.017261066, 0.11458919, -0.067662284, 0.029937135, -0.052168176, -0.065581456, 0.08717657, -0.030866234) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.1300706, -0.13887797, -0.0766475, -0.07821131, 0.041690633, 0.04234833, 0.11015016, 0.053378522, 0.052996542, 0.06750751, 0.12402405, 0.08211918, -0.09521911, -0.037727416, 0.015168657, -0.060231246) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.11782033, -0.051945087, -0.09596021, -0.025618782, 0.023758316, -0.11414418, 0.488304, 0.072520986, 0.016367633, -0.057003368, 0.04256549, 0.012725302, 0.0087373685, 0.061531745, 0.01970312, -0.011890301) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.08834262, 0.038400967, -0.17562167, -0.01965825, 0.04788477, -0.057316363, -0.022016158, 0.0537068, 0.107173815, -0.22044869, -0.020337395, 0.002501145, 0.012108825, 0.04973479, -0.06372553, -0.050760705) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.008078243, -0.18531144, 0.07852272, 0.13154668, -0.0454689, 0.043260574, -0.7291269, 0.16427864, 0.044356998, -0.06903823, -0.11544218, 0.21921986, 0.01667663, 0.100789875, 0.0050756484, -0.084862426) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.031693336, -0.05431168, -0.023739772, 0.113188595, 0.047176104, 0.037936557, -0.14309663, 0.033107154, -0.021537835, -0.18022846, -0.14955017, -0.021592883, 0.042608432, 0.004977977, -0.121474124, 0.008736747) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.035450157, 0.17297141, -0.0432462, 0.04828009, 0.06904412, -0.042664506, -0.48801273, 0.07338872, 0.057418235, 0.115706876, 0.084082976, -0.056380406, 0.05721174, -0.020170929, -0.018231472, -0.019912915) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.01570996, 0.13402873, 0.14335136, 0.16034704, 0.122387804, -0.11458639, -0.67476964, 0.071622394, -0.0055932426, -0.007218675, -0.12868723, 0.07392125, 0.005712185, -0.035340235, 0.07343785, -0.03075334) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06842837, 0.0014799602, 0.09242908, 0.018144805, 0.11390728, -0.06139364, 0.051422134, -0.12517595, 0.22213769, -0.24756144, -0.14524817, -0.12331956, 0.017291635, -0.05073709, 0.09078665, -0.0018638001) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.1693954, 0.092451856, -0.068647966, 0.031207222, -0.014652092, -0.16089562, 0.08973792, -0.09157502, -0.18550354, 0.16457786, 0.12014937, 0.27663234, 0.06622955, -0.032419216, 0.09001038, -0.060215563) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.09436052, 0.018222474, -0.07056811, -0.09489533, 0.100522496, 0.020838158, 0.07128237, 0.009293915, 0.07398343, -0.090709925, 0.038814157, 0.070531875, -0.11602609, -0.09303687, 0.040626682, -0.039370857) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0033815622, 0.026455026, 0.13445567, -0.027127545, -0.05571503, 0.23140806, -0.1738328, 0.027930072, -0.017656753, 0.27099556, 0.17390294, -0.0008110577, 0.0080086915, -0.024295608, 0.005313502, -0.007095684) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.009123415, -0.14150245, 0.11645765, 0.08068394, -0.025846453, 0.063673496, 0.17174795, -0.0046284916, 0.03781219, -0.1327192, 0.028737323, 0.05104707, 0.011437801, 0.1740317, 0.034525834, 0.052320953) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.042135403, -0.08864625, 0.028220575, -0.0843621, 0.0061724805, 0.03458925, -0.44155458, -0.013346777, -0.10843706, 0.03951845, 0.16782464, 0.017718796, 0.008080537, 0.036954474, 0.09717939, 0.13488936) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0327611, 0.09008878, -0.10471193, 0.03847788, 0.11938482, -0.08097387, -0.20089841, 0.064390816, 0.06497311, -0.17245272, 0.0935848, -0.16081041, -0.042574424, -0.00761538, 0.00692099, -0.014547337) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03176615, -0.1922432, -0.08986754, 0.045440774, -0.04923635, -0.12517464, 0.061887022, -0.059543464, -0.033718884, 0.102514945, -0.06837295, 0.13247837, -0.09565723, -0.058953423, -0.1396155, 0.020317772) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.027684502, 0.10811927, 0.00108738, -0.105242416, -0.04064422, 0.0418755, -0.41457203, -0.052987874, 0.059145253, -0.0862944, 0.12899467, -0.12314277, -0.027189719, -0.016242286, -0.08853324, -0.07417349) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.020300949, 0.1378349, -0.07735279, -0.070956886, 0.027683172, -0.03910675, 0.22344933, -0.04991637, -0.04153582, -0.0077428822, 0.0052021267, 0.0041702613, -0.023509122, 0.112413585, 0.06663535, -0.007655562) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.026391853, 0.13063906, 0.19918168, -0.027567947, -0.15280806, 0.0005399417, 0.044323698, -0.05353186, -0.108331844, 0.0642273, 0.11526692, 0.1763071, 0.08671701, -0.08591536, 0.15455848, -0.06257889) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.035121102, -0.049517103, 0.12550326, 0.05493655, -0.07018697, 0.04505196, -0.075139545, 0.063487306, -0.0034183017, -0.17775097, -0.069629, 0.033472158, 0.00058203127, -0.09124237, 0.008812818, -0.01835733) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.06364609, -0.060786966, 0.06728228, -0.13645837, 7.4434225e-05, 0.040680885, 0.12634079, 0.08272184, 0.051654816, 0.184505, 0.12543541, 0.06802063, 0.09359788, -0.13195473, -0.035926852, 0.10100427) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.034730118, -0.13259622, -0.25746426, -0.06640055, -0.08099572, 0.045332354, -0.02092612, 0.071015134, -0.09260636, -0.18842165, 0.15495226, 0.07177528, 0.058337443, 0.03949755, -0.03160813, -0.06399582) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.29608458, -0.08133991, -0.18249218, -0.15995133, -0.0074370517, -0.06982894, 0.015924254, 0.09221639, 0.03295871, 0.0012430374, 0.07714546, 0.04428004, -0.023817755, 0.013524082, -0.1573092, 0.04716363) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.027431134, -0.13822332, 0.018933218, -0.06384679, 0.066807315, 0.024663057, -0.009654227, -0.0029937471, -0.01806688, 0.055148497, -0.060793687, -0.06507566, -0.09519545, -0.016968334, -0.27206853, -0.072879545) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.0047973716, 0.23479585, 0.2710734, 0.04421939, 0.0695976, -0.13279814, -0.07414404, -0.12323619, -0.02778131, -0.058724355, 0.028642131, -0.0061892434, 0.03429735, 0.16703483, -0.17521217, -0.05143772) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.23435596, 0.05767946, 0.09423902, 0.095939666, 0.016260337, -0.039704084, -0.13278197, -0.05309615, -0.03196163, 0.10293732, -0.15582295, -0.022381393, -0.039811075, -0.0049146917, -0.09745298, 0.063672006) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.021042801, 0.116783865, -0.058065318, -0.008813273, -0.031008596, -0.009723028, 0.051484894, 0.026334632, -0.041873958, 0.06253409, 0.07625625, -0.07441391, 0.006316715, -0.095433354, 0.0138627095, -0.0045948704) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.057156205, 0.036514215, -0.027188191, 8.630857e-05, -0.02359836, -0.009866879, 0.13497095, -0.0814636, -0.05694517, 0.117544375, 0.11597932, -0.028813086, 0.00068886613, -0.14869054, -0.23531663, -0.03901723) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.049799748, -0.009938766, -0.028716963, 0.08784805, 0.044684723, 0.029870348, 0.0033121952, -0.02467974, 0.012198275, -0.00037626573, 0.13357611, 0.047521908, 0.10361371, -0.033129334, -0.036486365, 0.020141436) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.04340855, -0.18654637, -0.071857534, 0.019414844, 0.014858241, 0.053474236, -0.022015559, -0.0033104806, -0.029859243, -0.013297177, 0.062095992, -0.08799694, -0.036811695, -0.13892487, 0.03512006, -0.035490982) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.0178077, 0.013258619, 0.023754146, -0.08777631, -0.123559855, 0.080691315, 0.03365515, 0.0077727456, -0.019071914, -0.123532854, 0.17364188, -0.16524413, -0.05502586, -0.08722581, 0.1189093, -0.079791315) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.070832305, 0.056602158, -0.032178942, 0.014502144, 0.02902185, 0.08341152, -0.07531352, 0.11774292, 0.041873805, 0.035229, -0.044145618, -0.031148184, -0.03532755, -0.02851702, -0.014900279, -0.051433213) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.031234711, 0.01669503, -0.073721796, 0.051360052, 0.03472475, -0.010263244, 0.04534574, -0.043840338, -0.006697858, 0.10550431, 0.042000767, -0.034370556, 0.06552974, 0.13232537, 0.08448493, -0.047447257) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.023305265, -0.08813832, -0.05707718, 0.04819251, -0.010520421, -0.06483293, 0.033472568, 0.047580775, -0.1565443, 0.22539379, -0.107965685, 0.03451597, 0.062833466, 0.077650726, 0.06410451, -0.15403499) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.038148414, -0.1998617, -0.13230838, -0.08391571, -0.016357375, -0.17041, -0.12451344, 0.031758066, 0.06863037, 0.009345845, -0.19005936, 0.08374422, 0.023269571, 0.07401202, -0.45052704, -0.028954258) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.06906135, -0.121656805, -0.096703775, 0.025245335, -0.073695056, 0.08447997, -0.10079928, 0.01572041, 0.006553555, -0.017723486, -0.075667605, -0.0288287, -0.008437011, -0.18121357, -0.08487259, -0.004625675) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.028657798, 0.050350923, 0.07817257, 0.02083274, -0.05504802, 0.09905155, 0.057043377, 0.019634902, -0.116677195, -0.020129712, -0.012650706, 0.034142125, 0.07788996, -0.02256509, -0.00041805863, 0.014918388) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.03828233, 0.06178211, -0.046562687, -0.09398483, -0.035327204, 0.06762725, -0.015460955, -0.021733925, -0.040423937, 0.009866935, -0.15314358, -0.019070916, -0.048563726, -0.050428487, -0.01475836, 0.021238107) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.17084639, -0.03216837, 0.067380905, -0.07225759, 0.058293488, -0.14431457, 0.021505976, -0.027038366, -0.026928796, 0.00217304, 0.04902029, -0.107884765, 0.060176235, -0.11676606, 0.048157606, -0.002454523) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.008564068, 0.07738041, 0.03556781, -0.013533667, 0.073667064, -0.05908527, -0.27559882, -0.10767401, -0.08099931, -0.044537865, 0.106307365, -0.010011945, -0.077408314, 0.02209622, 0.0016589265, -0.041718632) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.029442482, 0.012268094, -0.11027414, 0.007866336, -0.033615977, 0.0040453244, -0.08624242, -0.02455893, -0.0067750216, -0.093974374, 0.04301029, 0.0018668688, -0.027411643, 0.017462313, -0.04138216, -0.0073121977) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.022825908, -0.07490623, -0.047620192, 0.019579092, -0.05006438, 0.023714388, -0.09593809, 0.016069254, -0.06131708, -0.12291849, 0.14684057, -0.04243996, -0.054392878, 0.21841945, 0.10099634, 0.011432986) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.00189062, 0.083734475, 0.088338405, 0.059007727, -0.13090092, 0.040832534, -0.040133324, 0.077142306, -0.11970538, -0.12467267, 0.07499235, -0.0019709743, -0.0114843175, 0.083587684, 0.09818655, 0.07874441) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0028946407, -0.008939552, -0.037139304, 0.076602064, -0.048469473, -0.10961944, -0.12835595, 0.008010287, 0.0032538376, -0.033537302, 0.015438487, -0.049786907, -0.005741158, 0.025683124, -0.066857494, -0.066738896) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.060647056, -0.13786669, -0.08960521, -0.16577527, 0.14696306, 0.082829595, 0.120474026, 0.056174066, 0.031312454, 0.00037252446, 0.0925302, 0.10683427, -0.089117154, 0.21500608, 0.023205632, -0.027533635) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.12305827, -0.023216942, 0.40843007, -0.036796365, 0.16070177, 0.090896256, -0.028923228, 0.09217565, 0.04584545, -0.007953125, 0.04655022, 0.007821298, -0.07040309, 0.20610932, -0.22402284, 0.086188816) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.12672457, 0.21635312, -0.007658912, -0.06338032, -0.015614248, 0.059981894, -0.036089096, 0.253188, 0.047513656, -0.018895, 0.05315635, -0.045215398, -0.15651777, 0.14414075, -0.0022256677, 0.26796883) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.09581846, 0.12966518, -0.046075616, -0.10618528, -0.084612705, -0.22689326, -0.14084078, -0.0015569233, -0.11834107, -0.0074450276, 0.020628192, -0.05903313, 0.24642222, 0.15175356, -0.65473646, 0.1462456) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.04255483, 0.2422738, 0.013521262, 0.086461596, -0.07591773, -0.2403478, 0.032429025, 0.049108926, 0.097121134, -0.044095583, 0.03627894, -0.03705819, 0.46417817, 0.032130044, -0.0037030703, -0.02033806) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.023460567, 0.08868948, 0.047699016, -0.09021233, 0.016410267, -0.22500864, -0.0052801846, 0.12017604, -0.04147999, 0.08157115, -0.08603833, 0.041315462, -0.07288791, 0.28835016, 0.09133119, -0.033017047) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.046196885, -0.2843749, 0.24743016, 0.08067155, 0.11526439, 0.122329704, -0.05142601, -0.16448979, -0.10209903, -0.011385983, -0.038594186, -0.031843033, -0.09735162, 0.4929669, -0.028064996, -0.111828655) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06394871, -0.041687082, 0.114683814, 0.01843774, 0.024552055, 0.052396603, 0.1018556, -0.118303895, 0.022760816, -0.0057125385, -0.16846563, -0.03842608, 0.022532526, -0.6222966, 0.14168759, -0.19894227) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.053083412, -0.21444872, 0.0019725626, 0.006817263, -0.10663231, 0.26685303, 0.09000829, 0.12726967, 0.08040452, 0.00239694, -0.21638417, 0.05202804, 0.060966194, 0.11699174, 0.20532265, -0.33910066) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0067659467, -0.06274069, -0.043823, -0.0016491401, -0.02039174, -0.11671349, 0.119548604, -0.0134675, -0.0022919942, -0.0692119, 0.07936216, -0.010279963, 0.060703624, 0.0835079, -0.102447525, -0.01728927) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.054595187, 0.038653016, -0.0372437, 0.06625272, 0.016852802, -0.09259641, -0.013169063, -0.01674635, -0.043728046, 0.043360934, -0.08662618, 0.047291115, 0.026712408, 0.120873205, -0.25950655, 0.11518089) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.010948247, 0.019712524, 0.16311762, 0.053796805, -0.11105897, 0.04501822, -0.07785052, -0.07632084, 0.014309578, 0.02573699, -0.0329539, 0.0020288685, -0.03550915, -0.03667852, 0.26099935, -0.057078518) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.014883856, 0.1723117, -0.1662286, 0.10677147, -0.052755564, -0.08503574, 0.1084729, -0.014702356, -0.14190675, 0.020650664, -0.055357393, 0.1023268, -0.033492994, -0.039679863, 0.06958044, -0.001251619) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03139613, 0.058421362, -0.100158155, 0.10987329, 0.13696006, 0.09851761, 0.011595606, -0.104920164, 0.06830703, -0.000880735, -0.11312242, -0.073666975, -0.02293863, -0.06509251, 0.02116773, 0.051084027) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.12932421, 0.021144506, 0.24132755, -0.0038678437, 0.012704769, -0.04911282, 0.077328816, 0.04345564, 0.04921675, -0.011733689, -0.09273999, 0.04864153, -0.036446914, 0.060412392, 0.10110944, 0.0021588057) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.073132284, -0.056209352, 0.11774526, 0.052885562, -0.04536572, 0.092013635, -0.05113821, 0.10789656, 0.0040255934, -0.1477107, -0.06086219, -0.046296872, 0.051665388, -0.07828915, -0.077615984, -0.01698224) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.10686115, -0.0013952448, -0.26336846, -0.011506914, -0.0040087495, 0.07770171, -0.31766212, 0.0813433, 0.0637688, -0.0064722644, 0.05089167, 0.01888754, 0.08170416, -0.105017185, -0.21673621, 0.008697255) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.09727243, -0.030679313, 0.0018239318, 0.1084791, 0.0467288, 0.045753002, -0.028850071, -0.019675976, 0.010843736, 0.081030406, -0.0008179727, 0.063497365, 0.038878802, 0.003440067, -0.38809142, -0.0267265) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.058111727, 0.051079918, 0.013481994, 0.015481259, 0.014770735, -0.063191, 0.08966536, 0.06343161, 0.023537181, 0.002710287, 0.044653926, 0.038899705, -0.11147924, -0.024242477, 0.050940458, 0.059727356) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.014367345, 0.0014869478, 0.097891584, 0.025157472, -0.008440475, 0.03279256, -0.05519584, 0.003762991, 0.105258286, 0.06507283, 0.23076873, 0.060666185, 0.0032257517, -0.00967675, -0.00614575, -0.07814585) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.046487115, -0.00047466694, -0.030015826, 0.052825112, 0.040465046, 0.026129836, -0.023980934, -0.03898887, -0.026454994, -0.075065225, -0.0059987246, -0.03840582, 0.0009763966, 0.051358137, -0.05193923, 0.036122665) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.014428596, 0.060780868, 0.011105292, -0.015106931, -0.006564676, 0.02907815, 0.012398738, 0.0776083, 0.045921016, 0.06828431, -0.07960895, 0.019630233, -0.09608293, -0.12930602, 0.015388368, 0.029871682) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.033425223, 0.05204155, 0.100817196, -0.057977065, 0.011955073, -0.10364568, -0.028932136, 0.036511518, 0.0038376253, 0.052375857, -0.23280184, 0.03899165, 0.124620244, -0.030906051, -0.15981069, -0.011859105) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.08416316, 0.03873556, -0.053507432, 0.081637025, -0.035126343, -0.0046718344, -0.12627733, -0.10779359, -0.015306946, 0.060055126, -0.053386163, -0.01958905, 0.10607404, -0.039135017, -0.056744516, -0.044107907) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.056529015, -0.045700572, -0.018841397, -0.004230751, -0.05324538, 0.015358149, 0.015203164, -0.0033391279, 0.058028363, -0.01416199, 0.17194435, 0.00426538, -0.03344133, 0.00908011, -0.056920476, 0.052656043) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.0092925355, 0.0002989357, -0.180472, -0.034488328, 0.039845984, -0.07233865, -0.15334694, 0.026931679, -0.0382505, -0.072958216, 0.15677318, 0.0762494, -0.037486196, 0.13549002, -0.1518991, 0.0015173068) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0059870235, 0.087831415, 0.06962559, 0.048658643, -0.10469524, 0.13786025, -0.13996576, 0.03869361, 0.03827801, -0.1335386, 0.020064032, -0.0063017393, 0.038187154, 0.0061584706, -0.15772523, -0.044064794) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(-0.011652052, 0.022062385, -0.001546929, 0.00020062509); + result3 += M4(-0.08330636, 0.049162906, 0.008396231, -0.0076774913, -0.09351204, -0.07772722, 0.0094818715, 0.02542276, 0.03664139, -0.26479062, -0.07053719, -0.03249695, -0.14121793, -0.043294985, 0.07003803, 0.08941718) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.11044743, -0.073958315, 0.13564977, -0.026050512, -0.11226439, 0.08101391, 0.04124508, 0.06568714, 0.023263384, 0.07711352, -0.10179949, -0.06604675, -0.019488912, -0.12501998, 0.026219713, 0.010592317) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.036472596, 0.0090033645, -0.028176447, -0.06921427, 0.042495813, -0.06291604, 0.09473066, -0.18481648, -0.045481768, -0.042123906, 0.06684412, -0.043141592, -0.48408964, -0.13946135, -0.044245936, 0.0151885105) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.07125669, 0.0780961, 0.27557254, -0.11918002, 0.08550482, -0.066431336, 0.037522454, -0.028691629, -0.059012815, -0.13621074, -0.026611488, 0.029657127, 0.029513292, 0.095107004, 0.0028469043, -0.12458502) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.22948313, 0.17340198, 0.18488769, 0.078466594, -0.10531251, -0.2071252, 0.110695325, 0.027070861, -0.11073122, 0.16606508, 0.030653901, 0.13079351, 0.014863717, 0.053982675, -0.023042131, -0.062409468) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.1520212, 0.06347779, -0.35537082, -0.036669385, 0.10637588, -0.17982265, 0.05626281, -0.17016101, 0.01238604, -0.117131226, 0.057543878, -0.03667534, -0.06371315, 0.09929477, -0.07217054, 0.013174418) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.10996774, -0.0033679968, -0.0031981538, 0.08871225, -0.0118426, -0.23688729, 0.046026617, 0.007611081, -0.008071957, -0.27882507, 0.010923047, -0.011725823, 0.033326495, 0.20596988, 0.04888373, 0.1347579) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.024169922, -0.076512985, 0.00057504675, 0.022177026, -0.109111816, -0.34708214, 0.12115656, 0.07083134, 0.10801001, -0.069281176, -0.09671689, 0.015401848, 0.027214518, 0.032161623, -0.010618085, -0.116707616) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.030222045, 0.028324934, -0.11937444, 0.22152331, 0.14065568, -0.03130195, 0.41301054, 0.05900636, -0.01804583, -0.12667306, -0.10402285, 0.10095315, -0.09630131, -0.03189374, -0.08930149, -0.062197305) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.09634118, 0.0570853, -0.10267185, 0.027406638, 0.035797384, 0.11004353, 0.12025238, -0.026480641, -0.40793347, 0.11404435, -0.0033047625, -0.3694174, 0.00036460801, 0.0035789502, 0.01743744, -0.0797779) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.16516463, 0.009316201, 0.018115483, 0.04987651, -0.030466622, -0.14033845, -0.12595646, 0.109484516, 0.48992527, -0.05685021, -0.24464664, 0.03638251, 0.07271939, 0.036355752, 0.026580183, 0.18453635) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.12491497, -0.01703926, -0.004937495, 0.059267916, -0.03736439, -0.0809114, -0.071080685, 0.018006155, -0.07773382, -0.058246627, -0.021915266, -0.34110448, -0.13491006, 0.071395054, -0.08990192, -0.05934976) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.06130466, -0.068749234, -0.08244389, -0.03347531, -0.008824207, 0.08897292, -0.025526218, -0.10255953, -0.24932893, 0.022437334, -0.025842492, -0.084644005, -0.0935894, -0.09659154, -0.06378207, 0.06084524) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.029936112, -0.004573059, -0.054074846, -0.08333223, 0.10769997, 0.13173296, -0.56757087, -0.009202769, -0.11770031, 0.0880048, 0.27976876, 0.2844114, -0.030647727, 0.017353158, 0.079904854, -0.01558535) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07043644, 0.043099076, 0.13575919, 0.041761108, 0.012894792, 0.12149047, 0.115931, -0.024168203, 0.29955688, 0.07533524, 0.0060966606, 0.10181777, 0.08390215, 0.0411948, 0.0038429946, 0.0892596) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.060933646, 0.08951312, -0.015868338, -0.112811, -0.021716075, 0.102082655, -0.053108267, 0.012841387, 0.07154755, 0.11051479, 0.27700707, -0.09897719, 0.0035411594, -0.1473833, 0.022692515, -0.059862476) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.059023205, 0.07045528, 0.06671744, 0.019316906, 0.07203406, -0.1470815, -0.1888366, -0.030285323, 0.023868715, -0.13033564, 0.022384997, 0.12078735, -0.033538993, -0.02623755, 0.015084656, -0.21218133) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.016217167, -0.135535, 0.059825126, 0.03368268, -0.035295203, -0.1896766, 0.2459194, 0.021643693, -0.03184525, 0.074946575, 0.014342048, -0.09689158, 0.055604465, 0.038521167, 0.065738104, 0.09486489) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0467992, 0.07507035, -0.31387568, 0.0017789045, -0.06943144, -0.023551079, 0.1202195, 0.051861517, 0.006746107, -0.084154606, -0.13943137, -0.06261484, -0.003634806, 0.032643322, -0.004670953, 0.025849395) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.22467735, -0.10897901, 0.287165, -0.08951138, -0.34167737, -0.081294395, -0.08632213, 0.024225855, -0.1896291, 0.11991027, 0.038341846, -0.043174203, 0.10404109, 0.037286162, 0.012857701, -0.08057198) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.38277555, -0.067399554, 0.09805988, -0.3778351, -0.652566, 0.09076445, 0.018322535, -0.034138165, 0.05401292, 0.075686105, 0.083106466, 0.05198759, -0.12817162, -0.080426, -0.01500607, 0.05127779) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0539401, -0.14120239, 0.32033452, -0.12151134, 0.13389514, -0.10262602, -0.1294399, 0.02234751, 0.0019548265, -0.083460905, -0.25419915, -0.02717899, 0.07117888, 0.02960478, -0.048321713, -0.05435106) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0029470022, 0.17161573, 0.14963561, -0.13844451, 0.19944277, 0.18664123, -0.031895384, -0.1521851, -0.02539496, 0.05954258, 0.00716028, 0.044349883, -0.0067527993, -0.078803115, 0.042293865, 0.12174216) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.02879266, -0.15779871, -0.16138062, -0.27796337, -0.19896412, 0.0035436952, 0.10695336, 0.25440073, 0.033224627, 0.021448035, 0.13631922, 0.004792618, -0.064079985, 0.039922588, -0.002313311, -0.07275477) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.034795843, -0.30295643, 0.11718697, 0.00025957753, 0.021149829, 0.1013589, -0.14658146, 0.038830064, 0.056402437, -0.31482187, -0.0069417306, 0.0046984367, -0.007964319, -0.049518526, -0.103734665, 0.11375604) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.14336222, -0.40361738, 0.076255895, 0.0664032, -0.09441012, -0.0153489355, 0.0693471, 0.063041724, 0.005981882, 0.02596235, 0.04040183, 0.09256692, 0.011770913, 0.04358797, -0.18356423, -0.15636829) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.03172028, -0.11724038, -0.32512513, 0.03610552, -0.13753153, -0.0247058, 0.11007234, -0.3066736, 0.009625976, 0.044196256, 0.06281339, -0.059191924, 0.098102614, 0.013401028, -0.055753667, 0.028744685) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.1723049, -0.07040044, 0.056452185, 0.019519886, -0.007948932, 0.23141168, -0.02762798, 0.012102004, 0.2448916, 0.03802371, -0.047116183, -0.034872662, -0.41310167, -0.018370124, -0.31477657, 0.03455253) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.13167496, 0.010988499, -0.011340504, -0.0076854494, 0.17186487, -0.03843782, -0.0853645, 0.06367902, 0.14475204, -0.05390038, -0.10594651, -0.107169375, -0.5768419, 0.063925646, -0.17971571, -0.20200756) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.56925964, -0.027769405, 0.05211042, -0.036807984, -0.2042305, 0.025781007, 0.14044596, -0.20522039, 0.027589638, -0.057910703, -0.003162761, 0.14441961, -0.2768724, 0.07164081, 0.03400485, -0.06213148) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.16602193, 0.012349463, 0.034252286, 0.049536224, 0.07069032, 0.057927124, 0.075170696, -0.044493444, -0.013126579, 0.0557171, -0.035722382, -0.06765479, -0.18425788, -0.16180725, -0.14182726, 0.02177146) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0204844, -0.08323888, -0.050945025, -0.12144609, -0.1939198, 0.23082834, -0.0057885074, -0.10291823, -0.11061234, -0.0071849725, 0.049740016, 0.11244706, -0.1583826, -0.072612785, -0.0918428, -0.113358185) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.11861806, 0.04549157, -0.047710583, -0.04305479, -0.03936605, -0.06215322, 0.06042824, 0.15859792, 0.059743028, -0.14048731, -0.08342951, -0.109495796, -0.24759775, 0.0390175, -0.04202932, 0.01088754) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.05000272, 0.12829296, 0.054699045, -0.0010108113, 0.02808264, -0.20279196, -0.11197208, 0.198424, -0.04816655, 0.087231696, -0.07284435, 0.11132787, 0.005510299, -0.12606308, -0.12486048, 0.027935965) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.069721766, 0.027720887, -0.032809466, 0.051508076, 0.009564985, -0.14988148, -0.11472035, 0.008004764, -0.008429419, 0.07944074, -0.012340306, -0.16404247, 0.0057158596, -0.08669706, -0.048008643, -0.079706855) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.027881954, -0.034280255, -0.06919617, 0.04957271, -0.0026781317, -0.06833296, 0.057472717, -0.0942837, -0.011173484, -0.040623467, -0.074820615, -0.09725291, -0.09535903, 0.06440736, 0.014952256, -0.05788655) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.090988494, 0.135864, -0.037293557, -0.00669852, 0.11474156, 0.05095543, 0.0009546769, 0.033547606, -0.34649068, 0.16997112, 0.20497166, -0.03151781, 0.12801076, -0.13004877, -0.06752601, -0.06540437) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.072644144, -0.028671, 0.08693593, 0.0214741, 0.1516645, -0.05550459, -0.004890301, -0.1074339, 0.3341523, -0.10148679, -0.16534632, 0.06090466, -0.105967894, -0.0072356607, 0.021972273, -0.1023005) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.4886623, -0.0734097, -0.019953737, -0.09170267, -0.14879447, -0.053270012, 0.16986816, 0.012297041, 0.2774014, 0.08816917, -0.11438952, 0.04281652, -0.26109532, -0.15842235, -0.052390497, 0.04425239) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.05403593, 0.07664394, 0.0035441879, -0.00025371715, 0.16069125, 0.1404209, -0.21648829, -0.05334183, -0.0143241305, 0.18921508, -0.024575213, -0.038048994, -0.2713237, 0.13207144, -0.00044428243, 0.07971978) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.043509074, -0.0093786605, -0.05775749, 0.08396122, 0.10528818, -0.06345159, 0.11478223, 0.15232384, 0.120478354, 0.14627941, 0.0009952316, -0.013299346, 0.06938963, 0.010698561, 0.07483393, -0.0062399586) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.06764553, -0.1233951, -0.023840243, -0.033741347, -0.08368751, -0.09093282, 0.048353117, -0.09387961, -0.1414398, -0.062646344, 0.10185746, -0.10339812, -0.4712729, 0.014148734, 0.09298878, -0.17830105) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0047729313, -0.0794016, -0.030354537, 0.08674144, -0.05598557, 0.2412231, 0.04060981, 0.008682972, 0.014793397, 0.10090573, 0.21526873, 0.0010166336, -0.023241458, 0.03160017, -0.030968174, -0.042707015) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.054066125, -0.0060979403, 0.062678866, 0.0053949896, 0.24452867, 0.041589152, 0.031095654, 0.07002662, 0.053817064, -0.020950347, 0.05275373, 0.049925685, 0.05820521, 0.12140638, 0.00603149, 0.07743739) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.08679559, -0.090480745, 0.04166125, -0.16482885, 0.073066644, -0.029751176, 0.43331534, 0.17069033, -0.0083841495, 0.024059176, -0.00920533, 0.039571773, 0.040804364, -0.06687341, 0.017265236, 0.12513639) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.7391665, 0.2827394, -0.5394532, -0.008632795, -0.061030187, 0.2029287, 0.06706516, 0.061498288, -0.101262726, 0.040589318, 0.10952882, 0.027766107, 0.23612231, 0.041229203, -0.16286215, 0.024957974) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.12409921, 0.116870254, -0.07005952, 0.01619142, -0.19819717, -0.025387099, 0.122740336, 0.1359832, -0.119658634, -0.120027125, 0.0435, -0.011905054, -0.15860997, -0.035980392, 0.016164202, 0.011981146) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.2202051, 0.020243369, 0.10773024, -0.016802201, 0.22045475, -0.042656735, 0.09619403, -0.021666488, 0.036526326, 0.018207455, -0.023582028, 0.071033366, 0.12903962, -0.5503087, -0.25029528, 0.03655807) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.34356573, -0.42054573, 0.09326763, -0.18265307, 0.1214744, -0.04915886, 0.07463705, -0.103529274, -0.0775286, 0.07665473, -0.08224456, -0.08668903, 0.4928269, -0.17220399, -0.31068486, -0.26251906) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.03184825, -0.008898757, 0.026278501, 0.056645762, 0.054021943, -0.06420886, -0.07775908, 0.026141867, 0.06902462, -0.059885032, 0.023253333, -0.025502818, -0.08446218, 0.055721834, 0.011700037, 0.6573216) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.27687755, -0.03200076, 0.048366074, 0.24966271, 0.23309463, -0.093944825, 0.040354546, 0.036569834, -0.07962413, 0.02223425, 0.00023224163, -0.11816629, 0.1642228, 0.18144776, -0.11416183, -0.11652635) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0044673057, -0.1910388, 0.017006455, 0.123332135, 0.009453745, -0.08816662, 0.12287432, -0.016641289, 0.047612205, 0.0058223256, 0.017607886, 0.085550226, -0.036656406, -0.48096725, -0.83117497, 0.06763204) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.04656699, 0.0046211146, -0.008614267, 0.018187627, -0.13009639, 0.025140038, -0.13616438, -0.077271774, -0.064900644, 0.049480226, 0.0030205173, 0.040368833, 0.108254634, -0.38116303, 0.26202172, 0.13821222) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0016573431, -0.05717647, 0.10620185, -0.15327954, -0.09015996, -0.13687421, -0.13446945, -0.01816269, -0.03518803, 0.043194328, -0.06959625, 0.028712219, -0.013961362, 0.058676884, 0.022391181, -0.15274402) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.24144281, -0.14400913, -0.062018573, -0.06647732, -0.2761569, 0.10189228, -0.06810651, 0.098376, -0.10659099, -0.07570074, 0.019777685, 0.007531339, 0.27236366, 0.033979688, -0.033113673, -0.043607168) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.14071223, -0.0051564267, 0.03646982, -0.06466368, 0.20870309, -0.0071925353, 0.07821617, -0.019102607, 0.11883222, 0.036697175, 0.087084375, -0.1030211, -0.29508936, -0.053574834, -0.1275982, 0.0059927697) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.20608684, 0.020648291, 0.057047933, -0.08864953, 0.15636049, -0.10578052, -0.035335757, -0.09837999, -0.06811496, 0.071228616, -0.05985415, 0.109940454, 0.0545609, -0.025351673, -0.04069463, 0.047175128) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0020735653, -0.29089704, -0.0033984357, 0.063937515, -0.047978356, 0.015881786, -0.009875686, -0.0654542, 0.087348334, 0.01914603, 0.029716035, -0.00512595, 0.013613408, -0.19007736, 0.14355746, 0.009465248) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.08316984, 0.025992809, 0.034225874, -0.00076259923, 0.074796535, -0.041568212, 0.030300073, 0.17745571, 0.015946425, -0.041914605, 0.0010679243, 0.066954814, -0.058067843, -0.008671985, -0.021261372, -0.09916718) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.075042345, 0.015637053, -0.04006511, 0.07571555, -0.14340895, 0.07688097, -0.022702666, -0.10312867, 0.016358972, 0.070819415, -0.015063529, -0.004873108, 0.10336658, -0.10496165, 0.06862018, 0.047109496) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.021951608, -0.23525625, -0.027076358, 0.072561175, -0.038820703, -0.07082861, -0.005169914, -0.049515583, -0.01020729, -0.15829383, 0.12618855, 0.039894268, 0.027133815, -0.25428462, 0.08580189, -0.067688294) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.10861442, 0.043021247, 0.07620817, 0.013570201, -0.0019210486, 0.09309381, 0.14931512, -0.16174383, -0.0059727672, -0.16072449, -0.011591054, -0.023387874, -0.08254176, -0.043620072, -0.0235324, 0.04300052) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.085828885, -0.047209084, -0.10880459, -0.0870634, -0.05622369, -0.057588466, -0.17478503, 0.19157821, -0.020144265, -0.05294794, -0.110088736, -0.1405198, 0.081271596, -0.062294167, -0.03246561, -0.016470082) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.1807892, 0.12269327, -0.032686412, 0.034980506, -0.07747139, 0.014915848, -0.056166377, 0.04459676, 0.09183141, 0.04164659, -0.116649054, 0.031404547, -0.08243292, -0.041228633, -0.022320407, -0.11184662) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.12688437, 0.06261286, -0.051828027, 0.0676579, -0.016404754, -0.046448167, 0.051989775, -0.011964095, -0.082994714, -0.023272978, 0.08587617, 0.04658063, -0.055298757, 0.0056486554, -0.010558743, -0.04508733) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.010341792, 0.041159056, 0.077650405, -0.04643296, -0.12247132, -0.024182014, -0.06788601, -0.054608095, -0.05421754, -0.035198692, 0.014502264, -0.09634834, -0.16039112, -0.070390105, 0.0037416657, -0.062297985) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.042285956, -0.04050862, -0.11637513, 0.054310247, 0.10902279, -0.21600753, -0.052831378, -0.07732206, 0.032911032, -0.062154345, -0.047157697, 0.035121948, -0.058768403, 0.019368898, 0.03910559, 0.10354808) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.12899391, -0.043552097, 0.033675674, -0.15806904, -0.00020917632, 0.04560186, 0.034179527, -0.09029664, 0.010178838, 0.11538606, 0.097935736, 0.0038417382, 0.020915117, -0.039434724, -0.014987019, 0.113300756) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07399016, -0.0069469702, 0.11629896, 0.13147637, -0.104717515, 0.14911765, -0.051662326, 0.20679307, 0.033848498, -0.009340367, -0.04389881, 0.093633644, -0.06466577, 0.031942412, -0.05409814, -0.16794822) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.031885304, -0.14330411, -0.09025747, 0.01589742, -0.019025436, -0.0701957, 0.08231872, 0.015730564, -0.074974336, -0.19851577, -0.04655555, -0.0540558, -0.028068583, 0.023066452, 0.07706145, 0.031974092) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.13133459, 0.1340606, 0.064349115, 0.119187765, 0.07823739, -0.013258393, 0.11756852, -0.02244607, -0.018553818, -0.010439721, 0.08452864, 0.0030316496, 0.093463704, 0.00894494, -0.07296927, -0.09368486) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.056231953, 0.08907265, 0.013330655, -0.047468364, 0.007810955, 0.046405457, -0.044531606, -0.037312873, 0.13709784, -0.045995966, -0.005603822, 0.008829829, -0.06720611, 0.060846344, -0.059751607, 0.18905227) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(0.01857259, 0.020888787, 0.007238534, -0.00403704); + result4 += M4(0.10967289, -0.013293821, -0.14953062, 0.007050341, -0.07907498, -0.01906839, -0.03607447, 0.06456735, -0.012081385, 0.050091762, -0.005414264, 0.0069189034, -0.016207904, -0.014012386, 0.0627765, -0.028777385) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07918457, 0.013209431, -0.04499024, -0.11687809, 0.01268219, 0.0074925385, 0.12746306, -0.049772598, 0.04713802, 0.104619786, -0.019431584, 0.046959113, -0.030143918, 0.009717761, -0.007827202, -0.043561347) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.16257705, 0.03467366, 0.08518225, -0.046024397, -0.03135386, -0.034851365, -0.020914344, 0.028596807, -0.12224856, -9.988478e-05, -0.009115976, -0.062032085, 0.11767511, 0.10622022, 0.013164589, -0.029558318) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.018060263, -0.02867387, 0.029803667, -0.08594958, 0.015107323, -0.073091805, 0.036897548, -0.013076949, -0.0120678665, -0.08624659, -0.021395558, -0.03611275, 0.0057391925, -0.08998793, -0.041092075, -0.028520864) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07196759, 0.027180946, 0.055509083, 0.1888752, -0.00842885, -0.045146238, 0.001887397, -0.021091156, 0.0007294446, -0.09178041, 0.055937298, 0.007393392, -0.09361864, 0.009492764, -0.0021452361, -0.0344149) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.17174779, -0.1188803, 0.05648137, 0.21428655, 0.18758354, -0.09332587, 0.05619607, 0.06374383, 0.06633351, 0.013780069, 0.04560336, -0.04951734, -0.11180627, 0.021182401, -0.07579525, 0.04604379) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.12862727, 0.17750795, -0.09120518, -0.13478005, 0.047357757, 0.10503705, -0.070507035, -0.004920827, -0.065118216, 0.018146256, 0.028936053, 0.120275095, 0.015813692, -0.10555226, 0.011669277, 0.009304321) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.054230675, 0.07131498, -0.04538429, -0.02730018, 0.03749153, -0.03486007, -0.007372331, 0.121224925, -0.009547714, 0.057651766, -0.068087325, 0.014474149, 0.07146902, 0.07629445, -0.05295835, 0.09128088) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.10265219, 0.038865693, 0.0007280558, 0.034281064, 0.19002894, -0.15108632, -0.1617103, -0.035664424, -0.06964315, 0.1247818, -0.037078608, 0.05408554, 0.08111989, -0.022131514, -0.09336266, 0.07612998) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.034781873, 0.008768646, -0.020172289, -0.016108485, 0.17865731, -0.058091443, 0.10142226, 0.015737405, -0.25811228, 0.10340568, 0.1762534, 0.0702288, 0.1146735, -0.048717238, -0.033869933, -0.073756225) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0896519, 0.040145867, -0.037814766, 0.05316818, 0.053987477, -0.13904224, -0.0678985, -0.062443666, 0.19061452, 0.11765743, -0.019090055, 0.065148525, 0.061330922, 0.054668043, -0.001344092, -0.004846902) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.01585879, -0.038350105, -0.0022357495, 0.04849701, -0.027535874, 0.052150987, 0.060644407, 0.010999622, -0.0432819, 0.16372447, 0.08533679, -0.1412715, 0.023804422, -0.042077426, 0.07172983, 0.07251932) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.06865901, -0.043294184, 0.13124649, -0.01998965, 0.075910226, -0.15211248, 0.005416819, -0.061996937, -0.15881419, -0.0033964473, -0.04293052, -0.27600986, 0.025783977, 0.010925737, -0.07398209, 0.04738424) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.11051977, 0.026122313, 0.028679958, -5.3052758e-05, -0.16662455, 0.16775064, -0.036147498, -0.02761276, -0.30059212, 0.041976053, 0.33618078, 0.052713133, -0.044952087, 0.062899925, 0.028357506, 0.087590404) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.049435418, -0.055601373, -0.05483589, 0.012929352, -0.14574559, -0.010891065, -0.087778434, 0.003872387, -0.1705317, -0.029696887, 0.12805921, 0.1134294, 0.020899188, -0.08293696, 0.06235339, 0.016491871) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.06681283, 0.06297766, 0.041880272, 0.045250855, -0.05479287, 0.026897931, -0.0027426328, 0.004391306, -0.016174123, 0.06820367, -0.03513827, -0.0025769854, -0.07214782, -0.022227753, -0.06108957, 0.007224175) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0058817337, -0.019163292, -0.029854972, -0.047936916, -0.018569475, 0.17907861, 0.00153486, -0.023768753, -0.09154197, 0.07704797, 0.0082255425, 0.014598756, -0.030119138, 0.07094062, 0.012222555, -0.05931726) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.09984412, -0.07356945, -0.08113471, 0.018231397, 0.043577038, -0.0735985, 0.04540236, -0.05205051, 0.10076603, 0.016761003, 0.11810357, -0.014211836, -0.08304744, -0.026871096, 0.015814789, 0.015877115) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.098559484, 0.14670555, -0.053650424, 0.37768367, -0.032427125, -0.123920254, 0.01742982, 0.025579356, 0.006046203, 0.009799896, 0.005363464, 0.020183664, -0.027991481, -0.053980175, -0.06521101, 0.018351655) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07977202, -0.09445745, -0.017913347, 0.10178565, 0.030844454, -0.09312721, 0.09609783, -0.060033876, 0.026633723, 0.1307258, 0.076929964, 0.0018970632, 0.05722249, -0.14772636, -0.17554845, -0.03327956) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.022553483, -0.009134754, -0.03369612, -0.043095842, -0.10134476, 0.037938762, 0.124365725, -0.116667315, 0.056688815, -0.0890345, 0.12057316, -0.052658644, 0.008672906, 0.030163862, -0.11128414, -0.044175986) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.18910822, -0.17729102, -0.18767454, 0.10087806, 0.00325382, 0.10777388, 0.035040066, 0.046848107, -0.1046287, -0.10865923, -0.102109656, 0.044469055, -0.011397, 0.017436434, 0.018583497, -0.026365766) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.03286891, 0.07985469, -0.043117926, 0.037655886, -0.17278744, 0.15383828, -0.080331564, 0.06276011, -0.03204496, 0.051486716, 0.055926368, -0.049044017, 0.08868475, -0.023991957, 0.06823326, -0.14062157) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0059354473, -0.090656646, -0.027698673, 0.02313914, 0.019000547, 0.021021465, -0.06376444, 0.019146847, 0.044650204, -0.08702587, 0.06479418, -0.041983593, -0.10566302, 0.07219649, 0.067135766, -0.038041215) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.054858178, -0.12565796, -0.06652672, 0.0046777185, -0.0564918, -0.01724832, -0.0346407, 0.09900646, 0.022778621, 0.11191918, -0.10252596, -0.0033474888, -0.06889147, 0.19719581, 0.08740053, -0.06327915) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.062599264, 0.04801815, 0.018566884, -0.03270711, 0.15284248, -0.09396901, -0.07398883, 0.0097584175, -0.060111973, 0.062136948, -0.025920797, 0.010134888, -0.046181004, 0.15617587, -0.018010393, -0.036242064) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.1242844, 0.21191922, 0.036963593, 0.12200254, 0.063753694, 0.03233781, 0.0053352015, -0.11061274, -0.04201351, 0.0015074124, 0.0060441047, -0.010141946, -0.009555532, -0.010544267, -0.04314097, 0.028344546) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.08088072, 0.0059827114, 0.21148568, -0.13334909, 0.019948993, -0.01906085, 0.06438295, 0.029699985, -0.13814679, -0.052204035, 0.17554669, 0.022233654, -0.08348387, 0.122280255, 0.084545024, -0.026955962) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.004924417, -0.10987649, 0.075152844, 0.070244566, 0.054765098, -0.16274123, 0.08626406, -0.014773861, -0.07184794, 0.16716999, -0.25992894, -0.023315063, 0.014667282, -0.058417723, 0.14199135, -0.021057734) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.05957402, -0.023738245, 0.13210142, 0.09085989, -0.05539771, 0.075117595, 0.05002829, 0.081334196, 0.114480704, 0.054078307, -0.15846047, -0.013698696, -0.0074021914, -0.011857826, -0.035579666, 0.06767839) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.045069054, 0.01719902, -0.06661749, -0.015605888, -0.10064918, -0.007915361, -0.024505952, -0.025148537, 0.039265264, -0.001784636, -0.0021948372, 0.041779723, -0.12468699, -0.03842205, 0.08182073, -0.11126409) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06310543, -0.054441974, -0.048329514, 0.06260527, -0.0693293, -0.09211749, 0.007818526, -0.08082515, 0.13494363, -0.09900091, -0.053903356, 0.062414005, 0.037604477, -0.059827805, 0.3556317, -0.06562772) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.05829909, -0.050673295, -0.056385327, 0.004621441, 0.016593354, 0.016039899, 0.052652564, 0.08343319, 0.05751422, 0.052646082, -0.05496396, -0.025797253, 0.0924839, 0.041013926, 0.09229606, 0.062440813) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.020773614, -0.1078972, -0.093438625, -0.006121549, 0.027955165, 0.108248465, -0.07321735, 0.061445262, 0.09590813, 0.16763993, -0.09198082, 0.08817931, -0.08210198, 0.055414136, -0.16297404, -0.13803203) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.031825576, 0.04908549, -0.09039055, 0.048296127, -0.023166232, 0.05662354, 0.02121508, -0.089728914, 0.031147739, 0.23726235, 0.0033778634, -0.08600718, -0.09182115, 0.037283327, 0.07486584, -0.082122035) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.014665775, 0.029003534, -0.011186521, -0.06027118, 0.041377656, 0.058076065, -0.06571409, -0.042715598, -0.05174396, 0.28977394, -0.055684026, -0.023867637, -0.049236044, 0.07488795, -0.19048877, 0.059757646) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.08148838, 0.03489174, -0.18769434, 0.03127589, 0.073262244, 0.029319407, 0.30351332, -0.109721325, 0.19410379, -0.04780345, 0.06073894, -0.14044657, 0.0119226035, 0.016777916, -0.055305194, -0.058671046) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.023804324, 0.16828187, -0.12717621, -0.043349173, -0.08130066, -0.014888782, 0.19605576, 0.12806931, 0.029461788, -0.0850722, -0.22066222, -0.086207986, 0.09668434, 0.14662412, 0.038236935, -0.027301364) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.052222084, 0.0014978964, -0.08176945, -0.05130913, -0.047698658, 0.20141694, 0.1932175, -0.11715432, -0.12131196, -0.14304024, -0.011259099, -0.04790511, -0.072519824, 0.15122196, 0.0297478, -0.040584862) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.032584663, -0.022773951, 0.17060414, 0.055011548, 0.032739453, -0.061072167, -0.18261917, 0.08388062, -0.043350495, -0.00750836, 0.024371093, -0.030445172, -0.011480477, -0.09744492, 0.07955392, -0.064587794) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.011636613, -0.08287539, 0.0783088, -0.022689316, -0.07641636, -0.15817478, -0.1271724, 0.112740085, 0.0045166034, -0.12647337, -0.115381405, -0.11007196, 0.00938381, -0.08226849, -0.10325836, 0.046306614) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.024087476, 0.003225992, 0.031204412, -0.031232027, -0.07936151, 0.007570615, 0.03150448, 0.024551554, 0.0556452, -0.35328162, -0.049990732, -0.10110353, -0.087240234, -0.050849184, -0.09629491, 0.046937585) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.024741538, 0.06061063, 0.046193436, 0.01720697, -0.07238745, 0.23646607, -0.11201221, -0.117345795, 0.054472003, -0.12911755, 0.13056277, -0.17377071, -0.04660596, 0.09696492, -0.018524779, 0.046871386) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.083669186, -0.053513065, 0.08024297, 0.046209037, -0.01033379, 0.07104392, -0.066179164, 0.048617925, 0.09320756, -0.0057532275, 0.044687916, -0.022881856, 0.07643959, -0.036727227, 0.040449727, 0.027972786) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.011457813, -0.12169325, -0.010937543, -0.007945057, 0.060219817, -0.061780907, -0.080071345, 0.008881678, -0.07780946, 0.11040561, -0.015533364, 0.03476733, -0.04279532, -0.08905175, 0.05362479, 0.048324477) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07379912, -0.08974454, -0.31221688, 0.31423903, -0.0020414002, -0.10421233, 0.2727074, -0.46847436, 0.0765586, 0.054675113, 0.07743009, 0.10468551, 0.17016593, 0.21636865, -0.013252979, 0.43400237) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.13186799, -0.05960515, -0.14344595, 0.104881294, -0.049666237, 0.10468047, -0.087970376, 0.07475206, -0.13590285, 0.020308552, 0.0021445232, 0.034008462, 0.11126391, -0.0016126926, 0.46066344, 0.31372267) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.013713915, -0.13504335, -0.07655789, -0.15935956, 0.18705988, -0.034855384, -0.08338708, 0.091781944, 0.043279365, 0.013114455, 0.046055607, -0.054581027, -0.07750604, -0.3401825, 0.0740436, -0.10619498) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.11884086, 0.22747955, 0.045354016, 0.19584218, 0.23029639, 0.1586264, 0.07773575, -0.27856395, -0.0223825, -0.10113906, -0.049126834, -0.015580851, 0.24910434, -0.39251474, -0.074891545, -0.014674201) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.14931205, 0.12530185, -0.00700508, -0.032516018, -0.15689875, 0.04939057, -0.1327473, -0.07332778, 0.037156075, -0.014016345, 0.017006353, 0.04560819, 0.269051, 0.008449732, 0.19899794, -0.07768204) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.11663734, -0.13124512, -0.008104163, -0.3061945, 0.15005948, 0.048333887, -0.2372172, -0.16608796, 0.008596328, 0.014568234, 0.015526763, -0.045243397, -0.38461944, 0.5708276, -0.0108670285, -0.11463723) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.06276771, 0.023090865, 0.17844161, -0.022977576, 0.12217172, -0.0023340357, 0.20656134, 0.05886508, -0.05020614, -0.013372999, -0.11507288, -0.0064873756, 0.2388367, 0.1816009, 0.48670453, 0.54038036) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.055491593, 0.07216549, -0.050165057, -0.057778, 0.038662907, 0.047224518, 0.11620347, 0.2541949, 0.06943954, 0.050353047, -0.030529926, -0.041601907, 0.44253665, -0.012129478, 0.4095507, -0.4543625) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.043787654, 0.13750023, 0.074168675, -0.12511553, 0.21608989, -0.071201265, -0.055323113, -0.05007086, 0.024435852, 0.017426398, 0.045813374, -0.076589994, -0.09135835, -0.1115496, 0.34639132, 0.36721388) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07903278, -0.120777145, 0.055270813, -0.058830548, 0.053322926, -0.049677372, 0.04236781, -0.024325967, 0.044554867, 0.013636287, -0.18880354, -0.015345383, -0.047079057, -0.051606584, 0.02596575, 0.00020469449) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.019326562, 0.044735815, 0.040966444, 0.08733458, 0.023817016, -0.17114091, 0.025438825, 0.106942736, -0.022533976, 0.05563792, -0.17772534, 0.0425728, 0.028187037, -0.03152132, -0.043655623, 0.02664131) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.008790251, -0.03131413, 0.16859248, 0.03880981, -0.041067228, 0.01412589, -0.054849636, -0.017050464, -0.014785012, 0.035363108, -0.029243266, -0.034276173, -0.003935834, 0.051821306, -0.19852048, 0.023901531) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.04378375, -0.09414415, -0.08714498, 0.013981138, -0.07939476, 0.09188874, -0.06869893, -0.04341569, -0.09461346, 0.16208062, 0.011330236, 0.023708148, 0.11809939, -0.060284566, -0.0065738554, -0.029795077) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0077576824, -0.07456527, -0.106406264, 0.085264765, 0.18380718, -0.016068762, 0.029291052, 0.046777874, -0.055501774, -0.121245064, -0.044295393, 0.046549376, 0.019864453, -0.011270729, 0.07053211, 0.096204765) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.092552476, -0.2683427, 0.03392313, 0.10920852, -0.07048239, 0.15458229, -0.079066396, 0.102609634, 0.010556015, -0.024930615, -0.06838372, -0.0286873, 0.079655245, -0.073063485, -0.037423264, -0.10934318) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.045746025, -0.10774832, -0.121795535, 0.06507651, -0.05160872, -0.011019425, -0.008473849, -0.10631199, -0.058666613, 0.057450373, 0.020254774, -0.07405828, 0.041318152, -0.072057575, -0.04559828, 0.049601324) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.046588834, -0.37314194, -0.14343248, 0.09961091, -0.038530704, -0.009202089, 0.059594072, -0.019697472, 0.05199055, 0.04673683, 0.07766044, 0.10076961, -0.065983064, -0.03542237, 0.067469165, 0.046354767) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.028424596, -0.11306427, -0.039330702, 0.047458425, 0.029179644, -0.029850198, 0.03271165, -0.05307752, -0.013545757, 0.07222693, 0.07391397, -0.006753348, 0.03540693, -0.052112743, 0.058363248, -0.05059325) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.020158192, -0.1382549, -0.03805195, 0.07839086, 0.024502633, -0.08325899, 0.10442678, 0.106010094, 0.092813194, -0.030464465, -0.10319511, 0.01272336, 0.09420401, 0.021368386, -0.055554118, -0.016121214) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.03287945, -0.017870774, -0.0819087, 0.00097607984, 0.003780958, 0.04140619, -0.014074337, -0.017316507, 0.049977336, -0.09422557, 0.010630434, 0.06590678, -0.056841977, -0.013153161, -0.08757371, 0.038220484) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.02138877, -0.07560103, -0.015501253, 0.12655002, -0.011854948, 0.042692427, -0.13602078, -0.029090812, 0.026129406, 0.013012344, -0.025182707, 0.080126226, -0.04990616, 0.0853841, -0.04389179, -0.017734492) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0365429, 0.06441157, -0.020278446, -0.0076265363, 0.0072516683, 0.03997104, -0.06139289, -0.042760577, 0.032075357, 0.012124861, 0.024963958, 0.05551307, 0.0078075137, 0.010221212, 0.06174257, -0.08354646) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0084719015, 0.07308454, -0.040790636, 0.07345684, 0.00492248, -0.013039461, -0.0047874674, -0.035205323, -0.024858091, -0.08256945, 0.06608196, -0.037582237, 0.10006943, -0.14145644, 0.033362545, 0.0767524) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0165489, -0.04997377, 0.059976976, 0.017004969, -0.07300802, -0.06577859, -0.048123863, 0.09686428, -0.099549904, -0.09598758, -0.035849836, 0.0051228055, -0.05938937, 0.10001028, -0.09651446, 0.113233864) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.039901406, -0.07206994, 0.06891404, -0.044568736, -0.04136785, 0.0009571173, 0.09903945, 0.020985054, 0.089511774, -0.12881942, -0.0072235633, 0.03772051, -0.055335283, 0.006012859, -0.04232295, -0.0024678125) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.04359205, -0.056857064, 0.1396613, -0.0025182038, 0.025736034, -0.05887709, 0.0063486816, -0.003208133, 0.08862747, -0.114592366, 0.037339997, -0.041908044, -0.062324062, -0.09517351, 0.09982301, -0.04886982) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.10634239, -0.12392349, 0.12503938, 0.023933146, 0.07300103, 0.12592071, 0.010313503, 0.00061433343, 0.08321294, -0.20702001, -0.16440046, -0.016937824, 0.057380952, 0.020351058, 0.09752324, -0.042238925) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.01353681, 0.0059173047, 0.009455066, -0.06561346); + result5 += M4(-0.23735307, -0.0652622, 0.016052736, 0.12966576, -0.018279819, 0.06395662, -0.0604202, -0.050795015, 0.11654865, 0.097204946, -0.013710466, 0.03327355, -0.050578125, 0.03935842, -0.06126209, -0.041436307) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.19733028, 0.030490952, -0.019426456, 0.13732824, 0.06571396, 0.06827393, -0.15381348, -0.05330653, -0.0076578627, 0.040544786, 0.06082586, -0.09375613, 0.00090473925, 0.095929, -0.06796813, -0.11225004) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.28367582, 0.08566306, -0.040297363, 0.1480605, 0.05022474, -0.02833898, 0.16204791, -0.23837155, 0.016739085, -5.4234653e-05, 0.02498039, -0.23225506, -0.08314183, 0.0018945858, -0.09970236, -0.028313383) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.05593027, 0.042922154, -0.16540058, 0.080197774, 0.04063859, -0.068269424, -0.0026102595, 0.062498532, -0.1118361, 0.09477544, 0.007534625, 0.018183436, -0.044208076, 0.044527844, 0.05902022, 0.04283692) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.007982958, -0.112160236, 0.18007588, 0.11975772, 0.053692438, -0.034405008, -0.09851102, -0.11239068, 0.038845103, -0.035252478, -0.12314611, 0.049339056, 0.13042308, 0.026388649, 0.019821638, -0.01308899) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.10335505, 0.07277708, -0.028688285, 0.0034167138, 0.02061956, 0.071611196, 0.11519382, -0.6914963, 0.028662808, -0.005573126, 0.096354455, -0.08053773, -0.040671088, 0.07534644, 0.112193026, -0.036820002) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.025606956, -0.03623982, 0.15006569, 0.053134896, 0.10214222, -0.023711871, 0.008881994, 0.04114201, -0.03642404, -0.024428278, -0.048740946, 0.014965302, 0.05128559, 0.030646164, 0.005904384, 0.10235021) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.015401585, 0.07148117, 0.15802893, 0.009821948, 0.12087749, 0.034545045, -0.13646767, -0.023442902, 0.06223444, 0.030259283, 0.03725835, -0.07791329, 0.07340227, -0.06457359, -0.02677432, 0.07124813) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.015005511, 0.049881183, 0.1223008, 0.035444237, 0.016948603, -0.051284414, 0.124149136, -0.058760084, -0.16631436, 0.017339993, 0.080793016, -0.015165146, 0.01586677, -0.024232183, -0.062361997, -0.041806288) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.09108784, 0.07793329, 0.00074809656, -0.053806685, -0.057026234, -0.14185692, 0.01571714, 0.15026052, 0.10145905, -0.086524464, -0.073561646, 0.015963838, -0.09909224, -0.02571335, -0.040460076, -0.023384703) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.10294317, 0.030461898, 0.0020525963, 0.06420687, 0.06606386, -0.049814638, -0.11059498, -0.03079706, -0.14158267, -0.27957013, 0.20420672, 0.07946835, 0.08130071, -0.04831967, -0.13085793, -0.0052076713) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.037628055, 0.09346202, 0.001886137, -0.08829984, -0.053793382, 0.052393187, -0.12082882, -0.085459635, 0.4146695, -0.04661081, 0.06872527, -0.088119276, -0.002712217, 0.022286415, 0.036476664, 0.07871722) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.028565487, -0.018032305, 0.019993234, -0.017699014, -0.00027475884, -0.044234812, 0.05036078, -0.04983042, -0.24588455, 0.08054836, -0.15385877, 0.052588314, 0.0024693487, -0.029249119, -0.07992449, -0.04686426) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.05915254, -0.02499786, 0.050892368, 0.081852555, -0.012582628, 0.06018068, 0.07759678, -0.08230762, 0.097699456, 0.009405475, -0.17219996, -0.00045306873, 0.06552581, 0.07830941, 0.011547842, -0.01844987) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0055807116, -0.044964787, -0.04201196, -0.0055737873, -0.016677774, -0.00951261, 0.05647445, -0.0001946351, -0.19178915, 0.11183416, -0.21702045, 0.13368106, 0.008175524, -0.047931395, -0.051164944, 0.028708104) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.106025785, 0.04827277, -0.06824549, 0.04530747, 0.010040959, 0.047816437, -0.035710335, -0.03449957, 0.062883414, 0.10324068, -0.0475433, -0.12640645, -0.094069816, 0.0112876445, 0.026417105, -0.0488702) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.04718561, -0.10326767, -0.019695543, 0.055308502, -0.02539689, -0.010178188, 0.009915679, 0.013178478, 0.20357002, -0.10094949, -0.25285476, 0.08852787, -0.013270086, 0.036792163, 0.09874398, 0.07818088) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.03467638, -0.054264013, 0.034818497, -0.04390087, -0.062451307, 0.114496276, 0.0112654865, -0.021314662, -0.13981849, 0.1256962, 0.08423735, 0.17459682, -0.16004293, -0.0051985546, 0.08094039, -0.069427766) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.14300738, 0.07089623, -0.12690848, 0.0815967, -0.09272153, -0.0007083397, -0.000825486, 0.0004077729, 0.0007645436, -0.09581712, -0.1451279, -0.06296552, -0.10823187, 0.14934221, -0.018843533, 0.06747873) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.060922112, 0.15397286, -0.056360167, 0.04400242, 0.05426037, 0.08352793, -0.002508474, -0.03445279, -0.035842888, -0.028816298, 0.08459189, 0.020494947, -0.056567688, -0.2345421, 0.08054554, -0.04447615) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.011738017, -0.005126863, -0.0163909, 0.44857222, 0.08647339, -0.02518792, 0.06145625, 0.007731622, -0.122636706, -0.054621212, 0.021104217, 0.008578667, 0.08506497, -0.023247855, -0.021295883, 0.10858076) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.040498383, 0.0138248755, -0.12927243, 0.00536549, -0.03419615, 0.08454201, -0.11034346, 0.017174833, -0.070048355, 0.10393343, -0.047001142, -0.018824799, -0.060813375, -0.09088826, -0.06202124, -0.041994203) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.032586068, 0.028390232, -0.0878151, -0.118801825, 0.04755131, 0.021344662, 0.053511187, -0.010708393, -0.033964407, -0.06710113, 0.16789915, 0.012736925, 0.13235673, -0.01874683, 0.14939252, 0.008864691) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.048998572, -0.083739065, 0.120087825, 0.10513611, -0.102526695, -0.03485622, -0.037975695, 0.07344169, -0.028166356, -0.015494939, 0.07352754, 0.035402484, 0.13390346, -0.04773846, -0.027217463, -0.036711253) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.032593008, -0.11457967, -0.0676911, -0.15977077, 0.049267158, -0.015022297, 0.024103327, -0.036288034, -0.049446493, 0.08390857, -0.21763225, -0.003581375, 0.0024045808, -0.01400532, 0.117285386, -0.11610388) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.0012309003, -0.12735178, 0.08773004, -0.030052284, -0.0004673605, -0.033730023, -0.06721574, 0.031059874, -0.012644349, 0.04194687, 0.12806068, 0.085339405, 0.06877, 0.014165804, 0.018051468, -0.072827354) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.25995806, 0.07440623, -0.06633635, 0.0069265156, 0.055084493, -0.10239992, 0.018360764, 0.019308615, 0.04230354, 0.0015911133, -0.064445704, 0.03483173, -0.0371255, 0.05514569, -0.06090195, -0.0057822205) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.06105467, -0.013976459, -0.04810161, 0.07870925, -0.07351109, -0.17185329, 0.056165166, -0.005805865, -0.028361563, -0.15435544, 0.063116066, 0.018066801, 0.017585274, 0.04580864, -0.00286124, 0.1419176) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.072450824, -0.03322898, 0.040231943, -0.036842365, 0.044594724, -0.025336117, -0.021715691, 0.026637359, -0.044576183, -0.03210198, -0.08222462, 0.0022228179, 0.002240779, 0.046739858, -0.08996766, 0.28939328) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.055691734, 0.052730665, 0.09980155, -0.029798578, 0.07248881, -0.14179769, -0.0002029484, 0.05736459, -0.08243939, -0.0058614677, 0.0090626655, -0.018530453, -0.033448324, 0.07280501, 0.012835352, -0.020146951) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.11536833, 0.049265023, 0.07230971, 0.09327738, 0.014039213, -0.06369424, -0.03833462, -0.0231456, -0.010358377, -0.024001176, 0.027237637, -0.2702502, -0.06868693, -0.0011844612, 0.01270004, 0.11945122) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0058807894, 0.08531298, -0.07140863, 0.061922945, 0.0349968, 0.1025458, 0.09617451, -0.06208352, 0.04232867, -0.07017044, 0.018171398, 0.022925323, 0.029584806, -0.030618846, -0.03793145, -0.10085252) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10579153, -0.042237252, 0.011305523, -0.01621337, -0.051863156, 0.050971806, -0.05480254, 0.06322881, 0.1269123, 0.109943, 0.023331918, 0.12507108, -0.034883976, -0.04537587, -0.05640265, -0.04852635) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.114722796, -0.036705308, -0.058774427, -0.041493617, 0.05959832, 0.0688787, -0.098242454, -0.062100396, 0.050134365, 0.078825034, -0.07603158, -0.084399596, -0.029078254, 0.015490392, -0.17236646, 0.24088848) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.051852956, -0.039989457, 0.030041715, -0.08010738, 0.030876698, 0.16010472, 0.066263564, 0.034014296, 0.009096297, -0.00016639242, -0.03203736, 0.16088776, -0.020249188, -0.031127525, -0.05564619, 0.074225314) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.021550914, -0.023549795, -0.06189534, -0.09476848, -0.051550746, 0.012194424, 0.013548567, -0.003643752, 0.09098134, 0.040990915, 0.03840504, 0.118517764, 0.045686167, 0.06437383, -0.05376765, 0.0666491) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.099015184, 0.03500007, 0.0933932, -0.013763404, 0.10611047, -0.030151375, 0.008687981, -0.17390022, -0.010357151, 0.0037973584, 0.04451201, -0.47383535, -0.043883953, 0.095434226, 0.008985713, 0.017199218) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.05140939, 0.06187163, -0.02096817, -0.041651875, -0.075807154, 0.017882248, 0.039651226, -0.07143041, 0.0713116, 0.073344246, 0.045282528, -0.10114683, -0.054192714, 0.04893598, -0.053567693, 0.008312285) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.010290655, 0.037567105, -0.054062527, 0.13549717, 0.003984349, -0.04704232, 0.00090713403, 0.015518633, -0.044600166, -0.011049431, 0.17379348, -0.035964366, -0.024794038, 0.07750628, -0.036825225, 0.037809074) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.027097574, 0.08171161, 0.09628703, 0.3343901, -0.06469457, -0.15294991, 0.027598793, -0.17149867, -0.04943282, -0.07620475, -0.18062398, -0.106246755, -0.035804868, -0.064186916, 0.11199222, -0.03614291) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.019513838, -0.01113246, 0.115151614, -0.056833085, 0.048250884, 0.025248583, 0.02220513, 0.05796664, -0.16717197, 0.023371646, -0.038020324, -0.0132686505, 0.106527984, -0.056256987, 0.014048423, -0.013953765) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.07367401, 0.019808441, -0.04657124, 0.02376679, -0.041022226, -0.046520595, 0.061511345, 0.18319462, 0.006923705, 0.05392838, -0.09386923, 0.080193, 0.04482432, -0.045932736, 0.011430329, 0.03979142) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.10598416, -0.085635945, -0.031024998, -0.12770595, -0.2568619, -0.17363603, -0.2638495, -0.06996971, -0.02311967, -0.00655481, 0.011683348, 0.049524937, 0.0018321014, 0.021074655, 0.03017087, -0.06556681) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.05211377, -0.004601518, -0.09612739, -0.15220925, -0.10374338, 0.072172545, 0.037019208, -0.043692537, -0.0043634814, 0.023708578, 0.13495283, 0.022016125, -0.043506313, 0.011071505, 0.038609546, 0.028885955) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.023423275, -0.014850502, 0.01662597, 0.041795727, -0.12176833, 0.0736197, 0.053319495, 0.08301435, 0.06849843, 0.1705687, 0.033053905, 0.048472013, -0.05574832, -0.02626521, -0.08309131, -0.052587796) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.77233785, 0.006393876, 0.36735722, -0.07890108, 0.13657752, 0.01477426, -0.06295646, 0.015871115, 0.064781286, -0.060841728, -0.01085609, -0.012541993, 0.19306976, 0.2529333, -0.1357119, 0.053578988) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.14096919, 0.101748, -0.06550409, -0.0792966, 0.037381917, 0.0523011, -0.14150633, -0.12622538, -0.07014487, -0.010596306, 0.06042152, 0.10822163, 0.06749768, -0.20000535, 0.17510734, -0.70991063) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.09036168, 0.054815844, 0.09136112, -0.13275306, 0.06964799, 0.12677146, -0.13850625, -0.14608008, -0.064552754, 0.064353734, 0.043868754, 0.09171546, 0.12046518, -0.041478284, 0.33256626, -0.66216105) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0009857231, 0.076647244, 0.33709645, 0.21337996, -0.049800426, 0.04716261, -0.068043664, -0.21376781, 0.0018597327, 0.073524185, 0.076222986, 0.040136, 0.0026282244, 0.18404269, -0.04442308, -0.085673966) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.05874647, -0.03943763, -0.13145657, -0.06648413, -0.253045, 0.1268124, -0.038562663, -0.061502606, 0.019345982, -0.022664811, -0.022142114, -0.04447954, 0.18363045, -0.058746185, 0.06523419, 0.25664195) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.08019555, -0.012239751, -0.011895252, -0.061315633, 0.038944505, 0.14706634, -0.15751922, -0.10458593, 0.1115193, -0.0410773, -0.0708922, 0.06306769, -0.24465056, 0.5771332, -0.77821606, 0.10064463) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.10863808, 0.0387043, 0.034883734, 0.00736392, 0.102684096, -0.123234995, -0.07671682, 0.025862332, -0.036028706, 0.059380133, -0.021309514, 0.13564269, 0.08718602, 0.0660794, -0.62152934, 0.06356079) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.13219112, -0.03859387, 0.069880486, -0.039997123, -0.04373965, -0.064094, 0.040652506, -0.017591119, -0.029136121, -0.12277621, -0.035486937, 0.093530566, -0.18162584, 0.6069, -0.0056084874, 0.18537244) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.009590808, -0.026721004, -0.13316211, 0.003195802, -0.008524979, 0.15655214, -0.18576302, 0.10593688, -0.033705708, 0.0074143307, 0.0072742095, 0.028321259, 0.14526361, 0.27303115, -0.10055347, 0.11181452) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.12747978, 0.015559857, -0.0279742, -0.09386083, -0.1165334, 0.07168884, 0.10968242, 0.11787874, -0.0595236, 0.04358443, -0.04367302, -0.0027309263, -0.04038383, 0.030720126, -0.1630981, -0.08419226) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.0003181307, 0.00505075, -0.07564156, -0.043625094, 0.10428135, 0.033647664, -0.119266815, 0.05638696, 0.0022349646, -0.036607567, 0.04933508, 0.013704803, 0.041861095, -0.006851572, -0.0025068629, -0.17488024) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.047816746, -0.03701946, -0.0036915878, 0.014944819, 0.007316625, 0.0069717015, 0.07201905, 0.0451527, -0.065704264, 0.0457849, -0.03573041, 0.09611936, -0.13465062, -0.06738985, 0.07426441, 0.025207536) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.14039126, 0.103511274, -0.070839904, 0.0359138, -0.10010466, -0.079511814, 0.021657562, -0.05220276, 0.06966273, -0.097947605, 0.048306875, -0.001760612, 0.017690253, -0.025701575, -0.09290096, 0.008922746) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.014666001, 0.16857994, 0.13247117, 0.07219578, -0.011406998, -0.0299144, -0.17868042, -0.087843984, -0.034396175, -0.04378406, 0.0014156562, 0.055493787, 0.09912178, 0.010798549, -0.056449745, -0.105339006) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.08475972, 0.024784021, 0.05117882, 0.0030542447, 0.06358664, -0.059914384, -0.08966191, -0.027729059, -0.020200023, 0.015280264, 0.11297914, -0.029743366, -0.1393606, 0.052631944, 0.040251493, 0.049765185) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.04627259, 0.10382761, -0.12397328, -0.04554128, -0.049570445, 0.09403558, 0.12372191, -0.048224386, 0.079080045, -0.042654444, 0.06234977, 0.011434104, -0.23205517, 0.0335763, 0.024476146, 0.04098352) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.03452633, 0.017702322, -0.025027052, 0.053853385, 0.09295817, -0.05085124, 0.044716712, -0.064820446, 0.016282395, 0.036084466, 0.056406625, -0.120010056, 0.088272974, 0.035654973, -0.13473986, 0.01703694) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.035903554, -0.048575256, 0.024643412, -0.00443236, -0.09261782, 0.05099343, -0.006347384, 0.055303227, 0.03278513, 0.03181457, -0.013651474, -0.12203365, 0.042468697, 0.054433845, -0.011344749, 0.027542654) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.086430915, -0.065509714, 0.043919407, -0.04097845, 0.11006178, -0.088632576, -0.09873109, -0.008289689, -0.015440207, -0.19398527, -0.07621872, -0.053077586, 0.002886392, 0.07673537, 0.0782981, 0.017993418) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.10632289, -0.11350796, 0.0053830203, -0.14215466, -0.017720895, 0.12882212, 0.06310734, -0.06953946, -0.04053536, -0.08010739, -0.032327257, -0.030655555, -0.051441494, -0.07905176, 0.06792791, -0.024575006) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.030074816, -0.030221714, -0.07829937, 0.12425652, -3.8672904e-05, -0.029702056, 0.0333131, -0.072872885, 0.007072218, 0.04201622, -0.043637272, -0.017288411, 0.029321441, 0.002571058, -0.05830326, -0.036916103) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.009731808, -0.07976237, -0.07436349, -0.115674466, 0.012868435, 0.07498626, 0.006302168, -0.0031271582, -0.031092001, 0.041452654, 0.0029373302, 0.008484121, -0.110957146, -0.05176115, 0.045835372, 0.009569374) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.030405916, 0.062476136, 0.06415665, -0.19112875, -0.13489065, -0.05099669, 0.034169614, 0.09077126, 0.0057279305, 0.0021678875, -0.009860846, 0.09303514, 0.008051612, -0.11715329, -0.07073297, 0.0034952646) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0055856523, -0.04420112, 0.057584874, -0.04059, 0.100946784, 0.01372505, -0.029832253, 0.027149882, -0.017059969, 0.066859275, -0.056763906, 0.07876712, 0.091814935, 0.006537651, 0.00072605826, -0.005798766) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.026313337, 0.033527467, -0.058112957, 0.027514352, -0.042737003, -0.08616322, -0.07042629, 0.022246884, 0.012239016, -0.069337025, -0.10015211, -0.31331468, -0.07439822, -0.020264693, 0.016009275, 0.060473885) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.11078354, -0.020858342, 0.01171633, -0.039373726, 0.0846813, 0.0017472956, 0.059698742, 0.07358353, -0.039256245, 0.08319258, -0.002833705, -0.08858863, 0.070085265, 0.05738256, 0.031479087, -0.03547387) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0885485, -0.046670824, -0.14118028, -0.11072674, 0.008664852, -0.008465289, 0.00963273, -0.06553135, 0.03722114, -0.043166548, -0.11217241, -0.013756767, 0.07886938, 0.12084444, -0.10432687, -0.0026870214) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(-0.0004264091, 0.005937544, 0.0035721099, -0.014284692); + result6 += M4(-0.042577773, -0.077956386, -0.059540264, -0.23328188, -0.09816041, 0.07455467, -0.025121294, 0.07271508, 0.026003769, 0.056198437, 0.04908984, 0.018677354, -0.048364215, -0.044719025, -0.019636089, -0.06626732) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.060725257, 0.0136296665, 0.23225763, -0.0683614, 0.060532954, -0.024470521, 0.10719459, 0.09746133, -0.0044030137, 0.06786734, -0.062048074, 0.015671123, 0.007394907, -0.10441487, 0.005962235, -0.017620144) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.051392607, 0.3164097, 0.061055504, -0.17507575, 0.002527037, 0.032407638, -0.3650608, -0.030682726, -0.013766896, 0.029345607, -0.0835438, -0.06651298, 0.017686, -0.20419958, -0.0058855936, -0.0032635138) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.13391773, 0.15957427, -0.48225874, -0.042625632, -0.039695818, -0.11436006, -0.069976486, -0.024810981, 0.028983217, 0.09998346, 0.06226458, 0.11312214, 0.08349287, -0.09247754, -0.023621144, 0.061271507) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.031214278, -0.052541412, -0.2801004, 0.04734473, -0.078062005, 0.084203675, 0.06400836, 0.02688797, 0.11493345, 0.08728993, 0.025520982, 0.011056487, 0.09479432, -0.117512554, 0.04229702, 0.036032364) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.05418046, 0.17469393, 0.011565229, -0.13769169, 0.014414331, 0.14864779, 0.057055417, -0.30031353, 0.120246306, -0.0054366537, 0.17772159, -0.05580829, 0.018963616, -0.0063377637, 0.049221214, 0.036523055) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.050742593, 0.10772785, 0.060549796, -0.15822785, 0.02916783, -0.042092495, 0.014020564, -0.11006188, 0.0070868745, -0.11593029, 0.06802139, 0.07831628, 0.06399996, 0.0048264815, -0.009292508, -0.103551224) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.006512731, -0.035323747, -0.13796578, -0.02163476, -0.064236216, 0.098594554, -0.0815945, 0.113997295, 0.030383274, -0.07086206, -0.010099978, -0.07885382, 0.032812387, -0.06676014, 0.12388364, 0.02276361) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.010259105, -0.06728323, 0.04149047, -0.034909725, 0.014955953, -0.017496476, 0.12975033, -0.11433472, -0.023374662, 0.018814947, -0.03945723, 0.09011417, -0.10127962, 0.053520672, 0.06339788, -0.08821346) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.034490604, -0.08592626, -0.017572964, 0.031274147, -0.031546578, -0.03407052, 0.02475188, -0.09163524, -0.08514582, -0.15226641, -0.13601367, -0.0028377653, -0.06265119, -0.0464583, 0.039890215, -0.10839764) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.015984641, -0.040684097, -0.048208468, 0.0015477275, -0.0059633977, 0.017775137, 0.15742524, -0.031754833, -0.0049295384, 0.0061479476, -0.18259297, -0.10025176, 0.045257777, -0.0014434316, 0.04885071, 0.15015508) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.046460517, 0.043068882, 0.045054093, 0.013955046, -0.02643912, 0.0045010857, 0.047738515, 0.10592973, -0.15079391, -0.010410149, -0.095728725, -0.020180425, 0.04360357, -0.017615482, 0.08112072, -0.0026855685) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.005795852, 0.01907471, 0.051279318, -0.09930653, -0.033596825, -0.06355971, -0.030189376, 0.041561868, -0.014145312, -0.24842227, -0.030857312, 0.16594979, -0.07846819, -0.06015665, 0.026562674, 0.0547817) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.03350617, 0.039106645, 0.08830988, -0.0037522414, 0.015912836, 0.061395198, -0.015271464, -0.010129363, -0.018035024, -0.084739946, 0.10353, 0.04736907, 0.09709259, -0.074155554, -0.04152452, -0.16868268) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.07064044, 0.097939916, 0.12855777, 0.0439167, 0.045879688, -0.038390294, 0.046347182, 0.12151034, -0.09935332, -0.036059514, -0.085764535, -0.24381882, 0.08867297, 0.070544586, -0.08301343, -0.10830596) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.07783152, 0.023744743, -0.08426514, -0.063795, -0.01989762, 0.08851649, -0.068707615, -0.051585317, -0.028470688, -0.17170103, 0.01773259, 0.071877204, -0.026643718, -0.06285906, -0.042698715, 0.08677802) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0857614, -0.0006550824, 0.02910495, -0.21246761, -0.07237258, -0.02832576, -0.08112254, -0.03742035, -0.16849908, -0.14463174, 0.12396146, 0.26929656, -0.037450824, -0.033768583, 0.019363262, -0.107025646) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.026310513, 0.017839829, -0.085504286, -0.12561972, 0.10286881, -0.07125225, -0.059048012, -0.020323709, -0.14752758, -0.041401487, 0.13259363, -0.15987426, 0.045780674, 0.0005910613, -0.04225513, -0.05354625) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.12593487, -0.16345686, -0.054435603, -0.013675059, -0.08175027, 0.035872277, 0.044541687, -0.013734589, -0.07244321, -0.042503268, -0.06451637, 0.112249576, 0.044948213, -0.10950716, 0.0271489, -0.08489257) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09125924, -0.027624339, 0.45312744, -0.0060238224, -0.04194228, -0.13583626, -0.084564514, -0.032295477, 0.038657393, -0.017130256, -0.0992161, -0.01397506, 0.009838301, -0.13227843, 0.029034238, 0.081426404) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.23138896, -0.15576662, -0.1489242, -0.07425258, 0.08938947, 0.0064302036, -0.06886603, -0.10231456, -0.0780459, -0.013454179, -0.003830311, -0.04116771, -0.07584303, -0.07161291, -0.05265901, 0.06713695) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.13699703, 0.0879359, 0.036424085, -0.14780053, -0.03107792, 0.007178339, 0.04573627, -0.06967439, -0.006942722, -0.025955446, -0.124463476, 0.07444043, -0.02788854, -0.10125745, -0.017385172, -0.05724794) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.07044322, -0.042001348, 0.0014581396, -0.06590976, -0.09167587, 0.042081155, -0.060550217, -0.24139938, 0.07154418, 0.08488996, -0.08223617, 0.031395577, 0.041587185, 0.029740317, -0.049667273, 0.029697489) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0056358073, 0.0039491835, 0.18076648, 0.031224607, 0.07627618, 0.037655495, -0.12406358, -0.022427263, 0.035241038, 0.036430534, -0.08195273, 0.023283409, -0.02319754, 0.0729022, -0.074347705, 0.10066725) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.048884727, 0.026119146, 0.35505974, -0.056831356, 0.06610226, 0.026168963, 0.08859439, -0.17305438, 0.024694262, 0.029860884, 0.03133766, -0.055157285, 0.012950357, 0.014844853, -0.08340626, 0.02199587) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.02778354, 0.041584894, -0.11667611, 0.06681191, -0.043748066, 0.07694623, 0.08660364, -0.13821697, 0.062939756, 0.013305564, 0.063139215, -0.1215003, 0.017204082, -0.026662208, -0.060951736, -0.043540075) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.030071147, -0.059526093, -0.10506504, 0.2773404, -0.055779878, -0.014838181, 0.06987174, -0.07557315, -0.0077181663, 0.0072538247, 0.023385204, 0.022719152, -0.009496598, -0.056971878, -0.034776337, -0.038293265) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.031155968, -0.016943721, -0.08239819, -0.0549717, 0.00274148, -0.13906625, -0.03132978, -0.07075669, -0.07038984, 0.012750922, 0.07060429, 0.01733845, -0.07619339, -0.079963185, -0.02175363, -0.06496028) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.025425836, -0.022124495, 0.007158458, 0.001217976, 0.024905121, -0.24160852, -0.02243388, -0.018607637, 0.021341788, -0.020668369, -0.009122475, -0.07200047, -0.07157541, 0.113855794, 0.062393077, 0.23326081) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.023852853, -0.13200527, 0.08323842, 0.010220229, 0.032118686, 0.07507577, 0.09607754, -0.10689959, -0.049993146, -0.14645717, -0.12211937, 0.13578005, -0.10429025, -0.045783084, 0.0795505, 0.06853356) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.007479156, 0.1309282, 0.047995068, 0.049660936, 0.006086352, 0.16730678, -0.13319813, 0.035390835, -0.14892192, 0.0905492, 0.25641343, 0.013718618, 0.056348495, 0.021455048, -0.05752022, -0.1756935) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.010921784, -0.08542085, -0.007980609, 0.053927597, -0.06657699, -0.010462975, -0.02873351, 0.10501236, -0.11121293, -0.2622706, 0.09138707, -0.038543288, 0.023267588, -0.06556869, 0.11259117, 0.023230383) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.042706285, 0.09893061, 0.036133256, -0.0071409843, -0.0191799, 0.055100214, -0.008109323, 0.090333626, -0.0596578, 0.042258695, -0.0093518505, 0.041049797, -0.018995173, 0.19098689, -0.05664252, -0.32975656) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.015577549, 0.04875396, 0.0026381605, 0.06630381, -0.0011482927, -0.079627015, -0.029827833, -0.09024112, -0.08184988, 0.2514084, 0.13034645, 0.014077346, 0.0050434736, 0.0010724547, -0.10509333, 0.03711317) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.11590032, 0.024120253, -0.07089869, -0.024748875, -0.052186165, -0.02575927, 0.04455965, -0.12033272, -0.087819085, 0.04119415, -0.117326714, -0.10475886, -0.11821093, -0.14033663, -0.034128156, 0.19320899) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.019832043, 0.1016876, -0.0986808, -0.072319105, 0.04705192, -0.018404111, 0.012934827, -0.012026547, 0.041148085, -0.18479517, -0.0637207, -0.24290517, -0.08633974, -0.05443155, 0.012410934, -0.020451948) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.1570391, -0.02804512, -0.2022808, 0.15134914, -0.06334352, 0.25673828, -0.11532457, -0.0070444397, 0.010697046, -0.06522865, 0.04603086, -0.20159441, -0.053978913, 0.02767094, -0.08525054, -0.09987039) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.039845128, -0.15688312, 0.0012659659, -0.17762418, -0.05236062, 0.071555644, 0.008511281, 0.08732305, -0.020046236, -0.023585295, -0.08951699, -0.3873027, 0.047776062, -0.020395685, 0.0032143441, 0.07065591) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.05174699, -0.16144924, 0.07546116, -0.1041507, -0.008119178, -0.04552907, -0.010301143, -0.00053371605, -0.03710154, 0.02666633, -0.037634276, -0.02281001, 0.03002562, -0.018909644, -0.06638723, 0.050033737) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0052562654, 0.11975083, 0.06353933, -0.06782186, -0.03148752, 0.112668656, -0.15249333, -0.026453739, 0.053123884, 0.033976518, -0.030461306, -0.15371186, -0.04482542, -0.10812421, 0.116154104, -0.004454006) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.047487877, 0.08994409, -0.08378867, 0.005575779, -0.022916157, -0.23025134, 0.003621081, 0.09947929, -0.026862739, 0.058303297, -0.049354725, -0.21494308, -0.07298947, -0.08449239, 0.15149896, 0.0972863) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.073171005, 0.0022491408, 0.004480586, -0.1396087, -0.066008225, 0.041926276, 0.077401176, -0.07177158, 0.006422821, 0.08670165, 0.08758592, 0.16492946, 0.07340619, -0.053376727, 0.07582215, -0.083218895) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.041799124, 0.066667125, 0.03190019, -0.029580675, 0.057970554, -0.038371168, 0.043127343, 0.10818981, 0.03851449, 0.044829555, 0.011709395, 0.22661434, 0.1095633, 0.100413494, -0.033492785, -0.04723497) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.03307666, 0.070453234, 0.06317883, -0.23473312, -0.08245466, -0.16504043, -0.18091509, 0.07463026, -0.05866306, -0.07097979, -0.05458624, 0.0780096, -0.016721994, -0.021029124, -0.018965775, -0.032754052) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.024297507, 0.0006460339, 0.02494553, -0.13983472, -0.08233686, 0.056075417, -0.050025593, -0.15296987, -0.09916967, -0.057149086, -0.031006848, 0.02837649, 0.009155175, 0.01278855, -0.09076268, 0.029292503) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.19640549, 0.086963825, 0.0681292, -0.1811652, 0.08967127, -0.23284656, 0.09593735, -0.14773206, 0.045919377, -0.04805539, -0.027261682, -0.09064161, 0.031166324, -0.028916132, 0.11069551, 0.018083334) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.046282757, 0.07022012, -0.021611804, 0.015486397, 0.0017170198, -0.11547197, 0.13555785, 0.071025856, 0.09175413, -0.03902823, 0.08474814, 0.04640062, 0.049641993, -0.21414725, 0.09995083, 0.14675312) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.003570117, 0.29845083, -0.16479817, -0.16584677, 0.07758215, -0.16391514, -0.16437647, 0.08020513, -0.058781482, -0.07833067, 0.0016890962, 0.07912792, -0.0689971, -0.24674723, -0.061103277, 0.21994698) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.12102856, -0.07532253, -0.0023631966, -0.107289374, 0.09514554, -0.0651862, 0.078417495, -0.14983092, -0.0153338, 0.020040894, 0.09313856, -0.11413359, 0.06976474, 0.71448463, -0.21779947, 0.19663434) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.027644534, 0.23597267, 0.057272885, 0.006029669, 0.11920952, 0.10335024, 0.22472882, 0.04750365, -0.04288211, 0.007053268, 0.077791564, -0.040292732, -0.42941442, -0.08644213, 0.9345921, 0.3517853) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0137436045, 0.14845555, 0.10991932, 0.4175938, 0.040128134, -0.078556135, -0.05144127, 0.104240224, -0.07082723, 0.043770388, -0.00010998591, -0.06608717, 0.17442042, -0.5062115, 0.021388521, -0.08159179) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.008749383, 0.085934, -0.024593689, -0.009342965, -0.092573136, 0.043908626, 0.11518263, -0.18980132, -0.020809593, -0.049848855, -0.13010202, 0.037051145, -0.1669628, 0.097693644, 0.31814525, -0.04882667) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.042194128, -0.011674845, 0.07626045, 0.024274576, -0.08506086, 0.14655381, -0.22198848, 0.062456407, 0.07191522, 0.03335872, -0.11652837, 0.07541473, 0.49359927, -0.45849997, 0.19145717, -0.25934938) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03475545, -0.028462712, -0.013618619, 0.04708128, 0.08664516, -0.046458505, 0.13232322, -0.22901559, 0.0667344, 0.03085983, -0.020873455, 0.10222632, -0.2611279, -0.21692024, 0.08966302, 0.0037844712) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.07771795, 0.033730872, -0.046177845, 0.20739533, 0.12897904, 0.059704654, 0.096005484, 0.046961337, 0.04043023, -0.08252133, -0.075502284, 0.0092655895, -0.066645816, 0.08655621, 0.097130105, -0.005034047) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0043796827, -0.041134235, -0.07280609, -0.10867899, -0.07217665, -0.0052616373, 0.13197671, 0.1321504, 0.059979726, 0.09622325, -0.02691405, -0.004788777, -0.03523106, 0.078405574, -0.069668554, 0.090516694) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0022567979, -0.06482103, -0.024878317, 0.005236776, -0.12749022, -0.043835074, -0.03125229, -0.14521727, -0.04032008, -0.18585172, 0.06659718, -0.024166882, 0.032716513, 0.037917733, -0.08269988, 0.12867971) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.027577017, 0.062398, -0.03161065, -0.1984228, 0.043994464, 0.071540624, -0.0769222, -0.07245015, 0.097281694, 0.036788452, -0.15146855, 0.04700497, 0.02026809, 0.038153145, 0.074723214, -0.1625608) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.008544523, 0.1033058, 0.06448073, 0.07207453, 0.10278613, -0.08839407, 0.019589404, 0.09392849, -0.057403985, -0.014791048, 0.015990091, 0.022426598, -0.016531639, -0.049922276, 0.058254518, 0.07329709) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.015053353, -0.10993852, -0.02372503, 0.008879514, -0.1476332, -0.06305476, -0.013468469, -0.10362475, 0.09241548, -0.0055219256, 0.11470531, -0.089309685, -0.035324298, 0.021731652, 0.08384883, -0.00634845) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.064109124, 0.089048274, 0.015129284, 0.113012135, -0.040176652, 0.058444947, -0.074923314, -0.07029526, -0.021091003, -0.020197496, -0.1631834, 0.036998924, -0.03393292, 0.06178893, -0.036781445, -0.047052033) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0047763707, 0.023142477, 0.10713467, 0.05227011, 0.017489921, -0.069223866, -0.05283379, 0.11562391, 0.046654064, -0.046573464, -0.17478119, -0.024396924, -0.12748063, 0.04773925, -0.038070694, 0.04308706) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0207454, 0.0065072104, 0.120736316, -0.12497009, 0.03243522, -0.031404, 0.037922848, -0.041609757, -0.0069228243, 0.014103973, -0.14685644, -0.015528963, 0.014804607, 0.02906411, -0.02806056, -0.044774313) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.085983686, -0.026710888, 0.015978444, -0.027722757, -0.10153876, 0.035194993, 0.0051833587, 0.1232624, 0.025893308, -0.0973468, 0.015180037, 0.01581638, 0.09675774, 0.011234542, 0.045843583, -0.09305535) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.06817786, 0.003497266, 0.030175231, 0.02983251, 0.06095087, 0.036047883, 0.06767649, -0.07874793, -0.039684877, -0.084995136, 0.05892904, 0.044998586, -0.007679529, 0.16906635, -0.031347573, 0.064132474) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.04012152, 0.0730568, 0.0095109455, 0.031935446, 0.0652706, 0.030271951, 0.017871648, 0.06921794, -0.024663186, 0.09138562, -0.007347492, -0.018937554, -0.15359351, 0.032435097, 0.06897794, -0.08736604) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.14759475, 0.0062286584, 0.011327622, 0.06866775, 0.10847301, 0.056752063, -0.056113143, 0.0590981, -0.06830198, 0.05297486, 0.03336916, -0.016855862, -0.054833576, -0.03184048, 0.006759047, 0.09345793) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.023615476, 0.016381538, -0.0773503, -0.5177109, -0.057268377, 0.060075745, -0.042404313, -0.05456304, 0.027147042, -0.0050419103, -0.009349153, 0.020928545, 0.072674446, -0.06446604, 0.06668412, 0.10886393) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.03857033, -0.10699387, -0.0018258106, 0.17069462, -0.031347156, -0.110483296, 0.03345727, 0.06301936, -0.038085036, -0.067378506, 0.035097476, 0.016893866, -0.06401619, 0.028808264, 0.005645964, 0.016329268) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.053584523, 0.12572215, 0.08838021, 0.336898, -0.13841294, 0.01397935, 0.063325845, 0.040917937, 0.07410617, 0.12144694, 0.17548656, -0.01019531, -0.08077669, -0.11017199, -0.102404706, -0.096533306) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.033442985, 0.09870464, 0.1427535, -0.09824837, 0.012289218, 0.03309981, -0.08743496, 0.070933655, -0.06671893, 0.08355648, 0.0463622, -0.12656225, 0.044989333, -0.055795744, -0.04745669, -0.052177347) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.03234606, -0.02594794, -0.07466235, 0.0025612034, 0.06352495, 0.0067928927, -0.13020647, 0.046504013, 0.06025401, 0.04108894, -0.0020044441, -0.031627566, 0.07211742, -0.06771876, -0.033619847, -0.030113189) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(0.0053789704, 0.0025854765, 0.015197983, -0.011652295); + result7 += M4(0.05666514, -0.0687492, -0.20598878, -0.08785657, 0.018653763, -0.10966081, 0.0026371218, -0.061146006, 0.00061644556, 0.026699504, 0.14169437, -0.0072716544, 0.036873106, -0.037818324, 0.08342457, 0.027157893) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.06956009, -0.19231883, -0.14141782, 0.055096384, 0.030632079, 0.06572195, 0.15954925, -0.012697241, 0.0003095268, -0.07799744, 0.07448543, 0.030110694, 0.051203646, 0.007050742, -0.04388412, -0.11948482) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.022695528, 0.031703804, 0.012767316, -0.11228437, 0.02793923, 0.010146033, -0.013791832, 0.031158343, -0.02931798, 0.03702564, 0.10596144, -0.058024183, 0.035432126, 0.071007796, -0.051965307, 0.07440998) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.015914058, -0.098694816, -0.08454627, 0.014217437, 0.06657819, -0.0077960095, 0.036915753, -0.046696495, -0.079249896, -0.14123632, -0.018564327, 0.061380323, -0.07054456, -0.16939011, -0.055110887, 0.054265097) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.026921999, 0.023473589, -0.05059933, -0.072471, -0.21903448, 0.1140922, 0.11606049, 0.016368339, -0.07729925, -0.04143266, 0.067296274, 0.051659137, -0.2019198, -0.14190796, -0.0044181384, 0.041265965) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.009694087, -0.07087399, 0.015845967, 0.06585512, -0.24124053, -0.0655696, -0.07027005, 0.122316465, -0.064407386, 0.08761634, 0.053304445, 0.034286425, 0.009045888, -0.099226855, 0.0051248055, 0.031103073) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.095543936, 0.08424394, -0.022815775, -0.07014027, 0.052844353, 0.05348323, 0.026352283, -0.005606848, -0.002883026, 0.039527986, -0.09411716, -0.1342347, -0.098524116, 0.03447414, 0.06730448, -0.010394821) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.026385324, -0.08824026, -0.11585972, 0.1030116, 0.04219515, 0.0318411, -0.026093587, 0.027016265, 0.08567896, -0.0143344505, 0.055180106, 0.008065516, 0.034066617, 0.04156471, 0.06309237, -0.020552596) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.00096979213, -0.12608443, -0.033576388, 0.012878639, -0.09766652, -0.03690318, 0.03403222, 0.13202143, 0.12101274, 0.027858492, -0.012407527, 0.049603727, -0.10900754, 0.0022585979, -0.056014832, -0.05491789) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.011571224, 0.10039139, -0.0014391219, -0.020644149, 0.08792045, 0.0624742, -0.21022794, -0.050530553, 0.05408142, 0.13484432, -0.035968672, -0.27709222, 0.15014364, 0.038168304, -0.0066760574, 0.10458473) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.05167086, -0.12039959, -0.01986911, -0.074747734, -0.044697285, 0.04921119, 0.1378892, 0.03481171, 0.028050862, -0.061392564, -0.19878274, -0.036646966, -0.080988966, -0.08365945, -0.029412778, -0.13012893) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.036751747, -0.12197377, -0.009800108, 0.022284098, 0.03371776, 0.0839102, 0.019083815, 0.057321984, 0.00938777, 0.02370644, 0.0064145187, -0.093253545, -0.06927927, -0.033613797, -0.031398904, 0.04975483) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.07102962, 0.0136048915, 0.05139143, 0.011585698, 0.017591143, 0.15940964, -0.20790483, 0.004592042, -0.10924146, 0.0036954589, -0.03261804, 0.07504535, 0.03150984, 0.02770599, -0.054189883, -0.021886973) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.017331854, -0.08597708, 0.06806796, -0.0077305324, 0.05669231, -0.056901522, 0.080572926, 0.14957619, 0.03349567, 0.3439177, 0.05930278, 0.13584878, 0.06892927, 0.055669587, 0.006997141, -0.011672978) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.028430147, -0.0019392807, 0.039368816, 0.0011118908, -0.07042851, -0.0005342881, -0.04321876, -0.18646954, 0.06697478, 0.010731473, -0.07831406, -0.06941017, -0.08234334, -0.017092653, 0.033339232, -0.03498768) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.08338941, 0.016742336, -0.00095426396, 0.026095787, 0.052147616, -0.05183135, -0.08809574, -0.017223313, -0.024711594, -0.06462015, 0.2737911, -0.34832507, -0.08410303, -0.018319262, -0.008743848, -0.0062105493) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.07855083, -0.017816482, -0.030418888, 0.05447271, -0.021245, -0.020841155, 0.013671578, 0.03882945, 0.1742647, 0.01775674, 0.1562898, -0.062315434, 0.010131578, -0.06636407, 0.10727656, -0.019702993) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.017121596, 0.09368523, 0.03144715, -0.012291371, -0.020281412, -0.12299579, 0.02910841, 0.007218249, 0.080847934, -0.08406859, 0.07259622, -0.013574704, 0.07549602, 0.07723734, -0.07970015, -0.02615056) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.0790598, 0.0070430296, -0.092757374, -0.082541466, 0.047627795, 0.021244135, -0.13364942, -0.0810232, 0.054291513, 0.13363357, -0.20676257, -0.062141486, 0.030947106, -0.09416954, -0.1027634, -0.032044455) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.018030254, 0.0098400805, 0.13232952, -0.033046655, 0.07596969, 0.13749397, 0.1859569, -0.14020164, -0.06990134, -0.0019651868, -0.057608586, 0.042596128, 0.013491154, 0.056449253, 0.11832558, -0.016455222) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.115637764, 0.0868485, -0.051552907, -0.10830525, 0.05680974, 0.017426718, -0.017443301, 0.14847037, 0.009757844, -0.065559335, 0.050576314, -0.023079261, -0.052207172, -0.0015279793, -0.01021434, 0.0567085) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.19769597, 0.008447673, 0.05445979, 0.08525326, 0.052396342, 0.06385715, -0.15212223, -0.0008696227, 0.018443141, -0.059416693, -0.031270802, -0.0066024265, 0.07033135, 0.04949086, -0.11986256, 0.048120964) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.08346605, -0.06636133, 0.054285944, 0.12908636, -0.08527135, -0.122714736, -0.044791445, 0.08082007, 0.054965813, 0.035973955, 0.13196996, 0.093821354, -0.040817473, 0.17990302, 0.08994842, -0.025919829) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.13936931, 0.15964657, 0.0021002723, -0.07155503, -0.029519333, -0.008643308, 0.019718772, 0.060484882, 0.028331464, 0.00967312, -0.008407306, -0.11079924, 0.057593424, 0.15932065, 0.051221114, -0.0016470518) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.10734961, 0.06235397, -0.009057098, -0.026301542, 0.013540632, -0.05162323, 0.0370406, 0.026798243, 0.043326765, -0.10875731, 0.011128338, -0.01863063, 0.10689365, -0.005097236, -0.058399286, -0.073798954) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.029223802, 0.0012966333, 0.10094817, -0.17609578, -0.10913601, -0.10453748, 0.011173238, -0.14054483, -0.112140834, 0.06626987, 0.09080102, -0.08762913, 0.13030668, 0.054614175, 0.05091183, 0.099065416) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.05469908, 0.035654828, 0.10501923, -0.0042429804, 0.044244573, -0.03625996, 0.044347595, 0.033446666, 0.03411213, -0.05345478, 0.14238544, 0.08360376, -0.02604568, -0.1375197, 0.035960864, -0.0064564426) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0499932, -0.06142242, 0.100184634, 0.075236306, 0.036325846, 0.016511641, -0.012447042, 0.05944831, -0.07555385, 0.056282684, -0.24895836, 0.014458436, -0.019543694, -0.18169408, -0.20884325, -0.11685414) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.119416036, -0.008168222, -0.025852013, -0.11279435, -0.029294118, 0.06619017, -0.112610884, -0.10391663, -0.051209502, -0.094587654, -0.058253013, -0.14903109, -0.055112056, -0.041897323, -0.015950289, -0.044616196) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0680232, 0.07212786, -0.075774565, 0.12888348, -0.07565356, 0.0019361761, 0.023712091, 0.14158373, 0.090737484, -0.051129308, 0.05690291, 0.0037955295, 0.026192429, -0.08388514, 0.062261645, 0.064529076) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.101079434, 0.011922752, -0.058729544, 0.08692563, 0.024849348, 3.467293e-05, -0.093050905, -0.02413552, 0.017605588, 0.09245521, -0.11766639, 0.00047133458, 0.052890748, 0.014028446, -0.115995176, -0.08884552) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.017140824, 0.012285072, -0.029690033, -0.15068929, 0.054078132, 0.025342502, 0.033844642, 0.11498677, -0.03540204, 0.12705295, 0.039011642, -0.03131211, 0.16139264, -0.00338103, -0.09842188, -0.051374804) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.060567785, 0.014906641, 0.009815348, 6.619824e-05, 0.04369735, 0.030770164, -0.023521341, 0.018942414, 0.19000447, 0.041663565, 0.10003292, 0.05336761, 0.024944112, 0.08883642, 0.006914667, -0.020451684) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.00907664, 0.026173059, -0.005008095, 0.09504228, -0.047254335, -0.000649588, 0.048251353, -0.14182955, -0.3485766, -0.021746434, 0.04815546, -0.14104033, 0.10107957, -0.08167642, -0.024006402, -0.08239549) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.067871146, 0.018201813, -0.097101584, -0.104746565, -0.010194239, -0.08051833, -0.007596521, -0.09627473, -0.040196355, 0.021017613, -0.024181781, 0.0033035597, 0.07156622, 0.041812293, -0.07725421, 0.01648094) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.007247082, 0.07118014, 0.013164776, -0.0026585266, 0.029301973, -0.074743226, 0.08969769, 0.0076641636, -0.048669834, -0.062386185, 0.14539757, -0.077229924, 0.1568452, -0.028835239, -0.12936483, 0.010520348) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.09140188, 0.16926093, 0.06886596, 0.078117505, -0.101858296, -0.0052931174, -0.14932333, -0.089288495, 0.036855947, 0.020352522, -0.12879966, -0.057451647, 0.0583163, 0.07000335, -0.051591545, 0.000107920656) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0016148832, -0.076266445, 0.084311694, 0.13753302, -0.06577036, 0.006041888, -0.0141350925, -0.05092375, -0.013288516, 0.06724341, -0.09086112, -0.24800844, 0.012090776, -0.09634044, -0.15034819, 0.111872695) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.04533377, 0.029518532, 0.036748208, -0.030043608, -0.0015710319, 0.046938032, -0.12150115, -0.23176794, 0.010277305, -0.028474892, 0.017144188, 0.004385751, 0.05635276, 0.022111354, 0.12564327, -0.11502858) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.04469734, 0.0113415, -0.028640777, 0.02836782, -0.12246081, 0.028170826, -0.09266717, 0.116464384, 0.13647519, 0.10977953, -0.18012261, 0.038502276, 0.07918458, 0.10636838, 0.05412915, -0.08286509) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08048876, -0.022884697, 0.007001685, -0.0944541, -0.17289579, 0.081044406, 0.07140763, -0.07240395, -0.18377699, 0.16049394, -0.022612097, 0.022131315, -0.13993753, -0.06406611, -0.075289205, -0.1052884) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.056851868, -0.010847677, 0.05635118, -0.014116288, 0.053181335, 0.035709463, -0.008538211, 0.23569828, 0.22660647, -0.042526037, -0.22268362, -0.032510936, -0.06532491, -0.0791376, 0.025359834, -0.037947442) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.0053019673, 0.02478364, -0.029590646, -0.061128553, -0.09762802, 0.22151712, -0.19141476, -0.2846354, 0.070802085, 0.0020157513, 0.007862835, -0.020805826, 0.07594529, -0.026372926, 0.0012691952, 0.06980455) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.09351495, -0.007966582, 0.12022749, -0.15391615, -0.1896228, 0.13500099, 0.08563764, 0.078252435, 0.20570906, -0.07511488, 0.031098815, -0.09944285, 0.031679932, 0.03593208, -0.11530465, 0.06200585) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.061249282, -0.1575541, 0.041680746, -0.042291097, -0.044488933, -0.07686675, 0.14201736, 0.21293552, 0.24996586, -0.14468548, 0.036632843, 0.00038907008, -0.11500689, -0.051599603, 0.09331435, 0.09749423) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.124378406, -0.4048025, 0.17961971, 0.26844308, 0.07949525, 0.1347329, 0.07709348, -0.097555734, -0.06629847, -0.090735376, -0.09644388, 0.06310977, -0.27906576, -0.43457314, -0.1366527, -0.15464012) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.052193165, 0.015854765, -0.01224421, 0.07321183, -0.042924818, 0.047326166, -0.086192526, -0.07872293, -0.011293528, 0.04775049, -0.10551445, 0.047768187, -0.04716993, 0.03131848, 0.37574837, 0.15519753) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.052107293, -0.033524152, -0.18055573, 0.080779105, 0.06821293, 0.19942957, 0.0014988541, 0.052248172, 0.0466914, -0.034186024, -0.010236326, -0.047998883, -0.041536625, 0.2490287, -0.371111, -0.2193193) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.22888456, -0.03543311, -0.16168748, -0.07889605, -0.01669852, 0.07677655, 0.08500835, -0.086704925, -0.01576141, 0.003543525, -0.0107001765, -0.05774835, -0.12800154, 0.28807333, -0.15624149, 0.35628632) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.21485566, 0.23107779, -0.12810478, -0.14246476, -0.053422194, 0.12332042, 0.038226463, 0.055101406, -0.0960511, -0.044886257, -0.092476755, -0.08146779, -0.16568983, 0.59729934, 0.37994778, -0.4317865) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.077629216, 0.04490685, -0.0014667452, -0.013239536, 0.022386512, 0.075461105, -0.029538881, -0.18596256, -0.03985326, 0.046895646, -0.06676009, 0.023410453, 0.30913633, -0.20051044, -0.13216172, 0.3900065) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0068070083, -0.0069136056, -0.14759555, 0.03651449, -0.018215606, -0.00083672896, 0.03328746, 0.14425918, 0.03445058, 0.03131223, -0.16414946, -0.058880024, -0.4315149, 0.04385308, 0.032215543, -0.09452023) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0029658887, 0.054051768, -0.044476446, -0.12003007, 0.0021438722, 0.039113697, -0.109358735, 0.28525048, 0.09043809, -0.035674576, -0.05397791, 0.07343925, -0.039687783, -0.025696091, -0.14772332, 0.34789202) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.11246529, 0.033228833, 0.07324775, -0.030482141, 0.050453078, 0.08626062, -0.08022131, 0.2620251, 0.06485852, 0.053682942, -0.07258124, 0.046973646, -0.05858527, 0.22647582, 0.06114931, 0.24786088) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.056778446, 0.016456615, 0.041475434, -0.0344607, 0.013947115, -0.10177933, 0.08294105, 0.008011066, 0.019947631, 0.057009883, 0.004877294, -0.085832454, -0.049219225, 0.02447436, 0.059908643, 0.03551456) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.042105965, -0.0884481, -0.016966134, -0.0117598465, -0.13590808, -0.07694648, -0.009869471, 0.0072160605, 0.0482305, -0.009109982, -0.0052547525, 0.124012925, -0.0119091645, -0.057929713, -0.024751287, -0.05337793) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.004894345, -0.14617302, -0.001989701, -0.030300831, -0.04007291, 0.037290458, -0.106011085, 0.042428236, -0.0016004231, -0.0004504842, -0.03793217, -0.08372132, 0.037499513, -0.09089602, 0.008211781, 0.016897323) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.27796113, -0.07810831, 0.062244676, 0.013541458, -0.01436712, 0.010686106, -0.09237694, 0.1376333, 0.01749583, -0.0019605109, -0.05104232, 0.19070308, -0.17772831, 0.011466239, -0.19379972, -0.033944525) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0655731, 0.0019040171, -0.12391805, 0.1217065, -0.017015886, 0.023397053, 0.035671487, -0.039599694, 0.014829829, -0.018512562, 0.07511455, -0.05615126, -0.12937154, 0.057979073, 0.055963453, 0.12754911) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.050232027, -0.028957525, -0.15878057, -0.042808246, -0.07007482, -0.009819291, -0.014887981, 0.13020256, -0.06350212, -0.03718679, 0.0540824, -0.00460389, 0.046179693, -0.049890947, -0.02975092, 0.017548801) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.46527207, -0.06798271, 0.16449538, -0.053844187, 0.12740596, 0.11932178, -0.10305892, -0.117529355, 0.0811836, 0.1431828, -0.033068728, 0.053193957, 0.09336577, 0.0023919397, -0.15100269, -0.13261929) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.30288944, -0.021273544, -0.04617583, 0.1303943, 0.096688755, -0.06859098, -0.067672186, -0.0554803, 0.0657815, -0.028244924, 0.06733386, -0.10710465, 0.0067219357, 0.003860032, -0.011553924, 0.08953613) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.085617416, -0.010688524, 0.13662979, -0.03836585, 0.05179767, 0.069494516, -0.040404085, -0.08666117, 0.0021569484, 0.10934313, -0.025590356, 0.007480811, -0.053807955, 0.022814091, 0.112554744, 0.10559354) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.012023872, 0.07079116, 0.053840525, 0.11851069, 0.018109271, -0.056847878, 0.032157272, -0.01902578, -0.028272795, 0.03748648, 0.03727818, -0.00048632055, 0.006171326, -0.093427196, -0.1170217, -0.021707464) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.056917716, 0.14060374, -0.16010235, 0.066473715, -0.055243585, -0.03828031, -0.07051191, 0.03115574, 0.070036195, -0.07905837, -0.12327318, 0.0304603, -0.029671662, 0.03397466, 0.038026333, 0.036792763) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.066246256, -0.061950386, 0.08933538, 0.031459566, -0.031286642, 9.614108e-05, -0.029668983, 0.038759045, 0.024603458, 0.07435891, 0.06422563, 0.030144641, 0.09051597, -0.030882716, -0.067613274, 0.1261506) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.19958952, 0.19628568, 0.04254856, -0.102305725, 0.02405828, -0.05493232, -0.008526281, -0.013256018, -0.07802039, 0.019447172, 0.04605606, -0.046304177, -0.09106759, 0.12520824, -0.12901597, -0.029309845) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0835762, 0.06394317, 0.046013217, 0.02414982, 0.050658476, -0.03236606, -0.07829686, 0.1161885, -0.030762492, 0.110627405, 0.02351719, 0.06414008, -0.0014508388, -0.0032928966, 0.03290606, -0.1314493) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07293574, 0.062243484, -0.011109678, -0.047835413, 0.061750825, -0.03635749, 0.08776314, -0.0120963715, 0.02658541, 0.10977554, -0.0228995, -0.052181434, 0.012684233, 0.008198349, 0.07738348, 0.07691579) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.13568059, -0.030253146, -0.13753651, 0.106419034, -0.1557093, 0.07538132, 0.036382604, -0.1520924, -0.08000182, 0.03251509, 0.074987926, -0.05645376, 0.051527865, -0.053209826, -0.077316046, -0.0021309035) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.49364266, 0.078044444, -0.13522051, 0.070170246, 0.05484597, 0.057964224, 0.04982187, -0.13059925, -0.024406066, 0.011622169, -0.0415241, 0.01034871, 0.010487049, 0.059847392, 0.0034699654, -0.038274396) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07862424, -0.010938437, -0.05813607, 0.041292384, 0.045454565, 0.14464068, -0.018179748, 0.040905673, 0.1500685, -0.058837574, -0.024157893, 0.074536055, -0.009033567, -0.020644836, -0.08995514, -0.009798473) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Conv2D-3-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_2 +//!SAVE conv2d_3 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.004638044, 0.0013329395, -0.00088052906, -0.0008565964); + result0 += M4(0.07550451, -0.062335107, -0.030128578, -0.01702887, -0.0067610205, -0.09363684, 0.0990458, -0.0072268276, 0.043910407, -0.014495193, 0.0010299616, 0.06571345, 0.051192664, -0.042668786, 0.11707809, 0.038482215) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.028938133, -0.07763962, -0.039839357, 0.005674207, 0.029407276, -0.09656223, -0.0055031516, 0.082172535, -0.010112508, -0.062146503, 0.035055943, 0.037777815, 0.003791935, 0.04126734, -0.025585257, 0.01193133) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.030179523, -0.0009621381, -0.026895603, -0.026422866, -0.009596113, -0.090893455, 0.21804497, 0.11891871, 0.007617312, 0.02739259, -0.036617145, 0.017682299, -0.093786575, -0.002729282, -0.0443831, 0.05467525) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.08374694, 0.04840475, -0.026630968, 0.03070717, 0.15004708, -0.005388031, 0.16621166, 0.038215104, 0.037021782, -0.059139475, 0.033812936, 0.104307264, -0.02521773, -0.05312636, -0.022046043, 0.051154003) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.039371412, -0.05422514, 0.045989472, -0.072994255, -0.026025929, 0.07628557, -0.2575606, -0.025011815, 0.036368866, -0.051147897, 0.03937521, 0.13125563, 0.09123269, 0.09021674, 0.07406457, 0.014771902) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.077451915, 0.036679897, -0.056028325, 0.014218875, 0.03210626, 0.017991815, 0.10675305, 0.055960767, -0.060156737, -0.08060133, 0.004610833, -0.005791917, -0.030218259, -0.05701287, 0.030644499, -0.036675338) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0573847, 0.06121734, -0.022958796, 0.009732074, 0.15481265, 0.0048336796, -0.021265794, -0.0014876906, 0.0056713065, -0.018603824, 0.053220365, 0.025527135, -0.058431905, -0.0014262631, -0.064513154, -0.015684986) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.11597489, 0.032360062, 0.044680815, 0.043940496, 0.03594062, 0.014350057, 0.15514506, -0.054004006, -0.009222455, 0.049240157, -0.032198053, 0.101598024, -0.07465124, -0.014790325, 0.057053253, 0.016285447) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.034978684, -0.09362837, 0.05964478, 0.0033915446, 0.0844611, -0.008974734, 0.090058774, -0.054855116, 0.083573624, -0.03900838, 0.019984512, 0.0442797, 0.07372096, 0.07309687, -0.006958133, -0.10594898) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.054712515, 0.07088088, 0.0073476234, -0.06699575, -0.08808331, -0.03199675, -0.04514842, 0.032373276, -0.038173363, -0.024278319, -0.027418261, 0.064418174, -0.10447958, 0.0032106645, -0.04277769, -0.11309977) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.05384842, 0.0740386, -0.054084986, 0.0024278406, 0.056520715, 0.029342713, 0.021787433, 0.0038633363, 0.015939254, 0.0682706, 0.0054887994, -0.04119087, -0.07394435, -0.00663839, 0.027829101, -0.017376835) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.078896746, 0.046693444, 0.08750508, 0.08403734, 0.02203688, -0.010983498, -0.072839454, 0.031068912, 0.04118232, 0.03291075, -0.03185903, 0.076725654, 0.020303203, 0.080684036, 0.051007036, 0.0024716079) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.013261571, 0.043484103, -0.034937546, -0.07128885, 0.001998469, 0.009554853, 0.05851828, 0.052759014, -0.025819391, -0.015543633, 0.02712523, -0.06484681, -0.012022489, -0.016641388, -0.0048575513, 0.012229059) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.05502941, 0.07690699, -0.032896075, 0.012344708, 0.009396056, -0.026499858, -0.011459326, 0.06036896, 0.078324586, -0.09677589, 0.12032886, -0.05718042, -0.103318155, -0.03446979, -0.1430661, 0.13276161) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.022034168, 0.021548055, -0.072068125, 0.045090538, -0.1366563, 0.09238439, -0.014003816, -0.019418236, -0.0141091915, 0.026721846, -0.018281663, 0.10515927, 0.033571433, 0.11032933, 0.11833405, 0.00043340217) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06571235, 0.04375221, -0.03530189, -0.028916305, 0.14437988, -0.05696346, 0.08870323, 0.13027044, 0.12405446, 0.06079818, 0.011711471, -0.04522661, 0.0026470372, 0.035102524, 0.052623324, 0.011086813) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.015897902, 0.054018516, 0.027189003, -0.0784164, -0.0619845, -0.085624985, -0.15043996, -0.008923019, -0.022991644, -0.038600445, -0.0016093372, -0.04856352, -0.03957691, -0.0036588367, 0.08671981, 0.055210836) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.021715198, 0.045859955, -0.026510036, 0.090152085, -0.1554341, 0.18493308, -0.08130215, -0.12307236, -0.18049568, 0.037198436, -0.04618665, 0.04035744, -0.014461031, 0.009296255, 0.071711965, -0.018782066) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.1423923, -0.040828574, 0.06017673, -0.012305377, -0.01756701, 0.0132827135, -0.058057845, -0.1505554, 0.14422798, -0.0973062, -0.05318921, -0.027779114, 0.08943591, 0.035738494, -0.04599758, 0.1138796) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.08693265, -0.0630501, 0.04077083, 0.0026657602, 0.006951623, 0.07434736, 0.10658128, -0.002723772, -0.20628722, -0.1874146, -0.0982181, -0.06054813, 0.123957746, 0.0029406028, -0.085461855, 0.019555211) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.019727336, 0.034046743, 0.078694925, 0.03092844, 0.045617487, 0.016383491, -0.028096786, -0.07075771, -0.07275973, -0.011496064, 0.08588529, -0.41148093, -0.013605152, 0.008960944, 0.0054122023, 0.011849688) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.053449254, -0.01759084, -0.05983056, 0.07469939, 0.09675158, 0.15918379, -0.03123546, -0.0478807, 0.023928693, 0.027205884, 0.035120673, 0.11770268, 0.054755293, 0.0037571308, -0.017051104, -0.07279476) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.048907664, 0.0711624, 0.03633436, -0.00265645, -0.028118687, 0.014030224, -0.070787236, -0.09514738, 0.086933315, 0.14440535, -0.09338331, 0.1871065, -0.11713414, 0.02804693, -0.06628909, -0.013888061) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.081196286, -0.065492086, -0.00017666405, 0.09595935, 0.01980225, 0.05067121, -0.081625275, -0.06238897, 0.09958395, 0.15478204, -0.028720425, 0.15622725, -0.035913825, 0.032719728, -0.009650126, -0.1581231) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.025216818, -0.0022359875, -0.12852153, -0.003495527, 0.058687817, 0.005596214, -0.029446207, -0.033708625, -0.095558025, -0.018134689, -0.0072379378, -0.061378617, 0.065822594, 0.04122825, 0.0903899, -0.024085391) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.12524936, -0.043412864, -0.061029445, 0.07299882, 0.069372505, 0.08731561, -0.0033887848, -0.041316967, -0.055528387, 0.035052698, 0.091037504, -0.026066255, -0.102841415, 0.034771822, 0.009706607, -0.10095511) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.11310718, -0.098786786, -0.029074667, -0.05250082, -0.10541161, 0.09621685, -0.14312825, -0.09211866, 0.0072362097, -0.010769236, 0.04380973, 0.07227443, -0.024610572, -0.06353912, -0.056663837, -0.00031348024) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.09799025, -0.05561765, -0.10684524, -0.09130704, -0.02029044, -0.08786181, 0.05247843, -0.11993557, 0.14233977, -0.020953557, 0.00042240537, 0.17486909, -0.16096553, 0.07802784, -0.013483595, -0.011192127) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.018832644, -0.022803077, 0.029230187, 0.0117769465, 0.013131861, -0.024574993, 0.0014103446, 0.019665701, 0.11111023, 0.07740727, 0.049223423, 0.042547356, -0.06180384, 0.071026035, 0.01826411, -0.12811337) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.03519996, -0.0016774106, -0.050582953, 0.02969125, 0.05295512, 0.07545041, 0.067757614, 0.058877304, 0.049738064, 0.019004583, -0.01497017, 0.1209859, -0.2608165, 0.088678956, -0.13987042, -0.26864347) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.18752822, 0.11003352, 0.12516375, 0.038616635, -0.015304432, -0.004085559, 0.043638982, -0.072326325, 0.05825277, 0.032821376, 0.034980297, 0.13589483, -0.14525366, 0.086786486, -0.0061633536, -0.13445525) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.091591895, -0.015429195, 0.008949045, 0.043816864, -0.013914944, 0.027358234, 0.13735779, -0.061025914, -0.025603358, 0.025186263, -0.054422177, 0.14329095, -0.045384888, 0.030472955, -0.060815126, -0.0016653932) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.05414674, 0.004098243, -0.0066918703, 0.07354258, -0.043389253, 0.009581423, 0.02754253, 0.06773356, 0.04515303, -0.040643677, -0.042861022, 0.06493858, -0.19283381, 0.12989104, -0.08427725, -0.17517987) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.107989915, 0.6592918, 0.81305116, -0.16442487, 0.0012615005, -0.028390218, -0.2076805, -0.10502958, 0.09900609, -0.006584518, -0.052727483, 0.08136194, -0.10383863, 0.04554994, 0.034533855, -0.13303411) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.30287343, -0.29062536, 0.07027857, 0.6074594, -0.06719367, 0.04593709, -0.082563914, -0.040913377, -0.056906268, 0.015311079, -0.031499416, 0.051717397, -0.09323974, 0.07442548, -0.013729593, -0.13460834) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.16709657, 0.3004767, -0.013979588, -0.057253104, 0.09093283, 0.027809702, -0.093225345, -0.0074986434, -0.09183636, 0.06686104, -0.0025844949, 0.008254446, -0.12355159, 0.026022097, -0.014114874, -0.12702648) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.007892159, -0.030996205, 0.060949434, -0.1052953, 0.054757163, 0.0049502593, 0.049148757, 0.024501031, -0.0044443845, -0.06428674, 0.02081297, -0.010449093, 0.0006796615, -0.116483375, 0.07895969, -0.09875419) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.036055494, 0.0040580053, -0.060177404, 0.01923804, 0.0746371, -0.027677456, 0.018235246, 0.11637139, 0.016069638, 0.012379733, 0.08045141, -0.01632434, 0.04212761, -0.03840027, 0.026693087, 0.010439889) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.02060023, 0.014448262, -0.0688781, 0.005006292, -0.045237195, -0.03089264, -0.10705499, -0.062051166, -0.010832554, -0.025314834, 0.09144002, -0.038024154, -0.06706859, -0.055244148, 0.037440185, -0.076413795) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.040396523, 0.0043113614, 0.043053027, 0.014303586, -0.015000269, 0.00072920515, 0.12018328, 0.07367008, 0.03514693, 0.08594737, -0.040571876, 0.047524042, 0.06355542, -0.011198771, 0.020886287, -0.0136213675) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0059468625, 0.091515474, -0.03255579, -0.08121742, 0.092769906, 0.0031186666, -0.009267876, 0.009321596, 0.086935714, 0.100779824, 0.026747864, 0.085568935, -0.032602098, -0.004454295, -0.011054594, 0.08759095) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.024563242, -0.093507014, -0.025027728, 0.05411134, -0.11971296, 0.03569462, -0.10608399, -0.014252344, -0.0030740744, -0.060720615, -0.040373884, -0.05067482, -0.020264626, 0.022318961, -0.06568771, 0.10153597) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.05366157, 0.05012672, 0.010328434, -0.03369169, 0.11503748, 0.059484664, -0.0016224221, -0.05684909, 0.044594545, 0.06982947, 0.048649967, -0.0009415055, -0.029072171, -0.1392011, -0.058411654, -0.14244273) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.018280528, -0.021797685, 0.045640808, -0.005444198, -0.076482624, -0.07411756, 0.03619293, 0.0696966, 0.14507923, 0.0238164, 0.034416225, 0.115115575, -0.019453438, -0.11304696, 0.017618693, 0.031941455) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0037019202, 0.009083433, -0.014298384, 0.07596038, -0.008830719, 0.03493475, 0.029754981, -0.041310363, 0.017609261, 0.068001464, 0.040328622, 0.08654431, -0.0115386695, -0.09800658, 0.060005356, 0.038184598) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.07291011, -0.028364709, -0.017231965, -0.119886935, -0.0070341835, 0.04227094, 0.011697326, 0.014779357, 0.047855932, -0.06823143, 0.053692754, -0.09584762, -0.0010860756, 0.01818491, 0.017221306, -2.6360969e-05) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.00700668, -0.06970981, -0.069699794, 0.025218759, -0.05516095, 0.041521274, -0.073224254, 0.03281639, -0.035012044, 0.0011292085, 0.013880517, 0.03215441, -0.039938074, -0.05514986, 0.037627354, -0.089501984) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06485068, 0.073909126, -0.20852885, -0.074550554, 0.030342076, 0.0060152677, 0.057080176, -0.061303694, -0.026844798, 0.0312766, -0.09419688, 0.05710712, 0.085175194, -0.054999884, 0.09518784, 0.05660951) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.00633142, 0.021536225, -0.098287195, 0.040192537, 0.043196965, -0.013291022, -0.011696372, 0.09544832, -0.037339088, -0.01466889, -0.012527002, -0.026837317, -0.05629395, -0.026563983, -0.03519713, 0.057014566) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06742553, 0.16203931, 0.035801552, 0.04725366, -0.006839323, 0.012659727, 0.07697063, -0.07247078, 0.022152634, -0.008589092, -0.0399024, -0.047231335, -0.039026804, -0.104366235, -0.12933916, -0.1055458) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.07643264, -0.024429707, -0.055225924, -0.15168265, -0.092801124, 0.050427075, 0.009033653, 0.015783686, 0.059598852, 0.018057335, 0.0041746157, -0.09822667, -0.064765744, -0.08420155, -0.10469114, 0.0027721566) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.004969701, -0.019684803, -0.0023362797, -0.07781452, 0.009495337, 0.030909099, -0.0020470577, -0.06995148, -0.056489125, 0.067498975, -0.033915773, -0.05419307, -0.043032195, 0.024316503, 0.072555274, 0.08646344) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.049429715, 0.024585338, -0.04228766, 0.058864743, -0.056415882, -0.09031061, 0.098517254, -0.020772228, 0.11875924, -0.042835537, -0.04006169, 0.014155194, -0.14321163, 0.035287462, 0.038775966, -0.026632061) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.080034316, 0.0075196186, 0.02557883, -0.09059167, 0.014115703, -0.07790354, 0.026459787, -0.13106064, 0.0686173, 0.035748597, -0.07041808, -0.010261114, -0.117917664, -0.00060949405, -0.096128836, 0.08858381) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.025792174, -0.043125387, -0.02438486, -0.06168551, -0.09020301, -0.098141, 0.050459802, -0.10763907, 0.07656642, -0.055485874, 0.0106896255, 0.045363974, -0.055227973, 0.041982487, 0.01939652, 0.01933086) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.009202173, -0.09083309, 0.061039034, 0.014430451, -0.121787645, 0.02170057, 0.033894107, -0.055819105, -0.06420505, -0.06792123, 0.07905533, 0.12970804, 0.008477709, -0.00758126, -0.018335834, -0.0069725495) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.098140866, -0.0077063874, 0.094662495, 0.02921294, -0.14219654, 0.08993935, -0.12432894, -0.049365994, -0.10765265, 0.0030529539, 0.028907653, -0.14933185, 0.15688027, -0.09607701, -0.038473636, 0.066820934) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.109544456, -0.022704171, 0.025218716, -0.051683217, -0.05289845, -0.012563853, -0.11210084, -0.06563382, 0.01357761, -0.109513275, 0.1082599, 0.081950404, -0.07320254, 0.040982097, -0.029645588, -0.059207924) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.06890508, 0.027215194, 0.022536399, -0.031923305, -0.08707902, 0.06516953, 0.058389448, -0.084786564, 0.10831499, -0.023406982, 0.035605416, 0.10951021, 0.033340465, -0.00094364764, -0.27169314, 0.08120589) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.05146102, 0.09468764, 0.060545336, 0.07217722, 0.0038827718, 0.035922326, 0.09512193, -0.024249235, -0.10889323, -0.13436069, 0.047264673, -0.007881797, 0.045006167, 0.05478931, 0.010914823, 0.06335571) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.107982196, 0.040635265, 0.009674093, -0.100797616, -0.01037918, 0.021897992, -0.055415664, -0.036284357, -0.046191048, 0.016217427, 0.043449745, -0.027171357, 5.0366543e-05, -0.116625465, 0.08526652, -0.047906976) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.039177623, 0.06776419, -0.06735239, -0.060768597, -0.05232136, 0.028872924, -0.055196103, 0.005945679, 0.09334819, 0.061021294, 0.10189038, -0.015966283, -0.012409853, 0.032773286, -0.020590406, 0.09946743) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.023877263, -0.0026558377, -0.043284733, 0.027011143, 0.0027714875, -0.042179793, -0.013992048, 0.047184926, 0.028351655, 0.0020465835, -0.0042692395, 0.030745761, 0.20748039, -0.03634542, 0.08284478, 0.07486638) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.064863555, -0.061631463, -0.06939373, -0.058285333, 0.0476506, 0.04547357, -0.026650984, 0.0038155748, 0.027852671, -0.13588051, -0.024810072, -0.0040653087, 0.026684485, 0.07416254, 0.018078407, 0.055533618) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0649953, 0.09668107, -0.06574944, -0.004875135, 0.025712471, -0.0387325, 0.105153784, -0.007855383, 0.08342693, -0.1808626, -0.04671476, 0.08321175, 0.02682099, 0.033327505, -0.0004884546, -0.018751396) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.045200143, 0.009577292, 0.016348368, 0.014176594, -0.060916077, 0.047202036, 0.0560356, 0.025348397, -0.04523417, -0.120603204, -0.1354737, -0.1443878, -0.01837244, -0.046950243, -0.06550495, -0.034148633) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.08332346, -0.0130338585, 0.023027698, -0.017426869, -0.0039050183, -0.062203135, -0.049673438, 0.06722776, -0.044250526, -0.123791814, -0.03686481, 0.055875216, 0.10666146, 0.03328583, -0.05980216, 0.040882327) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0070009707, -0.033739816, -0.028997937, -0.05703844, 0.018149657, -0.046305824, -0.018351201, 0.13682646, 0.025964893, 0.012340385, 0.0385617, 0.15253662, 0.12500963, 0.036884084, 0.029603606, -0.070373885) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.027597323, -0.009051174, 0.020609139, -0.030550875, 0.018079022, 0.06926881, 0.053048816, 0.036067955, -0.11558739, -0.04067844, -0.016622169, -0.19319125, -0.11470861, -0.06814917, 0.058138814, -0.063312866) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.034770187, -0.114568174, 0.044806715, 0.025352184, 0.07940104, -0.05224068, -0.008557804, -0.027625272, -0.028154701, -0.00554887, 0.06613189, 0.03483264, 0.07055817, 0.00516033, 0.035881147, -0.042731375) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.033385437, -0.0018418881, -0.0057918127, 0.02121062, -0.0052135587, -0.07495365, 0.088017695, 0.09515293, 0.07774717, -0.036435105, 0.049255703, 0.12696859, 0.054903723, 0.0424865, 0.014382958, -0.04382939) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.009779173, -0.0141778495, 0.02382084, 0.0731548, -0.073161975, -0.0810154, -0.087937035, -0.10825817, -0.052717503, -0.19617619, 0.079801455, -0.061422553, -0.05983676, -0.076028965, -0.012642849, 0.07324476) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(-0.0036242744, -0.005289604, -0.006082875, -0.004486832); + result1 += M4(0.11041926, -0.013642997, 0.01941969, -0.13551107, -0.07636666, 0.14380749, -0.08821902, -0.027975705, 0.076648906, -0.014130777, -0.014306416, -0.01326992, -0.17404439, -0.019723644, -0.0150222, -0.08196701) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.11145045, 0.07703348, 0.013738923, -0.041917086, 0.08303143, -0.0019729033, -0.035230268, -0.05759371, -0.09996412, 0.017979221, 0.035272297, -0.010122982, -0.065574266, -0.082887724, -0.11180638, 0.045597043) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.06041171, -0.047889072, 0.013032555, -0.05674196, -0.049768846, -0.16431013, -0.039846253, -0.05696949, -0.03384903, -0.005812267, 0.027481828, 0.027965613, 0.04702176, -0.014047294, 0.0040174993, 0.07870478) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0061399234, -0.029781692, 0.0342467, -0.09243609, -0.1671689, -0.089433275, 0.10100709, 0.050218426, -0.024030792, -0.035494413, 0.020345375, 0.043102298, 0.05268208, 0.016824873, -0.010671081, -0.029339425) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0850371, -0.03021448, -0.0006579921, 0.05870759, 0.17931254, 0.012252652, -0.029077038, 0.1557844, 0.068633616, -0.010727571, 0.0111757, -0.0006619933, -0.061237447, -0.080668695, 0.03694657, 0.005882804) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.039284453, 0.12938578, -0.054949645, 0.044601575, -0.061479997, 0.012750529, -0.013957438, -0.05087325, 0.031530827, -0.11414851, 0.06507259, -0.024469497, 0.0015316467, 0.097087026, 0.028733607, -0.049078647) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.110952854, -0.048297267, 0.0016829252, -0.023874594, 0.30690274, 0.09298809, -0.007255941, -0.12696588, 0.022794286, -0.004423633, 0.038792472, -0.08485592, -0.11818199, 0.052286647, 0.017924253, 0.0004946917) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.052405115, 0.031178992, -0.069990896, 0.017708346, 0.04254406, -0.06868603, 0.004948076, -0.04169902, 0.07126781, 0.0133477645, 0.04255837, -0.10888506, 0.042417526, -0.019762838, 0.022641428, 0.060820926) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.05297054, -0.038713496, 0.047507487, 0.06328998, 0.027493902, 0.025763825, 0.01562572, 0.004883579, -0.04729108, 0.05243348, 0.007495019, 0.09996488, 0.06399121, 0.028784584, -0.06979498, -0.026982049) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.11264847, 0.076772854, 0.06285069, -0.1360328, -0.07947071, 0.061208326, -0.0040222886, -0.010650883, -0.2891781, 0.0907444, 0.040094197, 0.104091436, -0.07808069, -0.08122291, 0.011603443, 0.07125012) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.092229374, -0.055039562, 0.0021436454, -0.0498183, 0.1368853, -0.06764557, -0.04116273, -0.061664455, 0.0005088927, 0.11308255, 0.010504985, -0.0002396099, 0.014526815, -0.056015983, -0.0082915425, -0.0199536) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.018808275, -0.019995568, -0.020682476, 0.042709347, 0.09616552, -0.016587196, 0.08691799, -0.04449925, -0.006192871, 0.028777286, 0.105152585, -0.000563213, -0.0109313885, -0.037859783, 0.04554028, -0.019829245) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.038143747, -0.058929414, -0.06907299, -0.067938074, 0.12453968, 0.04741291, -0.13743295, 0.029108092, 0.11761386, -0.03945222, -0.013060284, -0.038628574, 0.014531108, -0.02067494, 0.026703151, 0.027414827) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0825296, 0.0844686, 0.04532099, -0.0025514832, -0.07179565, 0.081927665, -0.023587814, -0.030306004, -0.06678964, 0.05848835, 0.060262848, -0.022264108, 0.025425484, 0.13242587, 0.079798795, 0.016780458) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0016233135, 0.08910649, 0.018997066, 0.04650938, 0.14032406, 0.12204884, -0.08651441, 0.029024985, 0.20210628, 0.05504176, 0.078186005, 0.06270403, -0.011137399, 0.039159857, -0.053795222, -0.006939948) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.056993973, 0.015646556, 0.052484535, 0.10150468, -0.08409195, 0.09905435, 0.08097561, 0.098143466, 0.0554386, -0.11730653, 0.0471719, 0.010522996, 0.0015789813, -0.0025814774, -0.0012255408, 0.0068571744) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.03129706, -0.08672031, 0.036483243, 0.11534501, 0.0060086814, 0.06399479, 0.03891094, -0.10566114, -0.05226492, -0.015754102, -0.10434002, 0.0804794, -0.08340187, 0.020774677, 0.02658139, 0.04153418) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.07279303, -0.04277622, -0.022332724, 0.033348862, -0.0016894583, -0.06748876, 0.08726391, -0.02130423, 0.034252193, -0.11472518, -0.030995417, 0.07674198, 0.040180724, -0.036847617, -0.014826158, 0.040430155) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.04897707, -0.07583299, 0.0026693586, -0.01774975, 0.06785023, -0.021615764, -0.08565717, -0.0624921, -0.09141639, -0.048468947, 0.031531617, 0.08867062, -0.09310766, 0.070388615, 0.04518173, 0.019329583) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.21140064, -0.118781514, 0.008640593, 0.045391012, 0.050383408, -0.009522922, -0.030051503, -0.014282942, -0.100506015, -0.12771232, -0.067873515, -0.0555918, 0.075603716, -0.050421897, 0.07426838, 0.055758342) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.069717295, 0.019385578, 0.0016496398, -0.009461111, -0.32446986, 0.014274383, -0.03375793, 0.0045403335, -0.19697425, 0.11747762, -0.05951152, 0.04618126, -0.019383604, 0.09763079, -0.0111384215, 0.06113077) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.017358493, 0.09005723, 0.023664653, -0.119806506, 0.23388506, 0.102560215, -0.050751198, 0.03816619, -0.08360957, -0.0020551959, -0.09166499, -0.11925602, -0.10184179, -0.0011944897, -0.021166516, 0.081681125) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.14774026, 0.047280684, -0.025804112, 0.0927594, -0.12006226, -0.05681688, -0.071410835, 0.07820292, -0.023836713, 0.06960154, 0.04275955, 0.1459012, -0.014135709, 0.017991187, 0.07153791, -0.08033414) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.13833062, -0.018163104, -0.030517854, 0.0315802, 0.07727878, 0.06901876, -0.054639325, 0.046008337, -0.1538294, 0.11000659, 0.02419592, -0.13985842, -0.14143434, 0.050663177, -0.020025121, 0.024202183) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.14155301, 0.086209945, 0.07010831, 0.02121562, -0.03433445, -0.07131087, 0.021530515, 0.06517639, -0.021944242, -0.07625894, -0.03997962, 0.008472106, -0.020765347, -0.15909708, -0.030594908, -0.03816833) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.06867411, 0.02608135, 0.085751206, 0.010238442, -0.17581658, 0.07887809, 0.04311893, -0.07050578, -0.050487828, -0.0010305465, 0.042140655, 0.063122176, 0.18043864, -0.027916417, 0.027330559, 0.02514334) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.08635559, -0.059645046, -0.045859423, -0.027666368, -0.15682614, -0.05086466, 0.013070787, -0.021805638, -0.1735552, -0.042729724, -0.047796786, -0.08674762, 0.13148005, 0.06613158, 0.06371481, -0.007359133) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.15523273, -0.040036023, -0.04877897, -0.03211038, 0.06439256, 0.00686451, 0.0005281419, -0.0009669833, -0.015633138, -0.029525949, -0.096842505, 0.03788632, 0.21441686, 0.014666519, 0.047690272, 0.029601887) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.21543196, 0.024521904, -0.057729613, 0.032250684, -0.062475014, -0.108686805, -0.01702861, -0.0057732486, 0.17342022, -0.036859687, 0.054292653, -0.049758274, 0.1505113, -0.056047626, 0.06845113, -0.045679115) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.026718406, -0.102589734, 0.023490187, 0.041583966, 0.02092212, -0.09446896, -0.0041000536, 0.007689522, 0.09786688, -0.08643873, 0.07668125, -0.067850634, 0.020798609, -0.08430466, -0.039359145, -0.07386437) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.27284223, -0.03346459, -0.255149, 0.098367415, 0.011605497, 0.07360927, 0.029931255, -0.010709494, -0.027306756, 0.06444499, -0.046451952, -0.14781758, 0.14734891, -0.019737102, 0.065264426, 0.0033951127) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.4255001, -0.022696191, -0.06455307, 0.118653014, -0.10078108, 0.08211034, -0.025757251, 0.13471709, 0.036728147, 0.11220965, 0.09924172, 0.020902677, 0.016052186, 0.055675395, 0.15283176, 0.1740219) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.109029, 0.049718946, 0.038869243, 0.100699164, 0.016381297, 0.0063549043, -0.07356171, 0.017434694, 0.0023371682, 0.061028227, -0.043292493, 0.020546578, -0.15911047, -0.08130223, 0.06250305, 0.0070966114) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.3429501, -0.21277043, -0.049093653, 0.054242488, 0.03864163, 0.15202525, 0.13077521, -0.024716642, 0.12944369, -0.04242532, -0.0984026, -0.0075546815, 0.049691617, -0.26148278, 0.11690892, 0.026852012) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.21194349, 0.5033045, -0.15561762, 0.29727763, -0.053240307, 0.06598053, 0.03536803, -0.05529177, 0.003915308, -0.030083273, 0.11567217, 0.086338036, -0.08228356, -0.098615445, -0.017176205, -0.04703896) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.40610483, 0.37556309, -0.1011902, -0.17072535, 0.0418945, -0.03117632, -0.015956977, 0.031467345, 0.06438388, -0.065987475, -0.023303997, -0.00033362446, 0.016899861, -0.16399954, 0.19797426, 0.02526555) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.20880018, -0.04814317, 0.034842845, -0.08506645, 0.023150053, 0.17523171, -0.08906912, 0.018768176, -0.15747237, -0.013412836, -0.010350671, 0.081620745, -0.07663209, 0.06631126, 0.027957207, -0.011831954) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.012521762, -0.07600875, -0.047059476, -0.01805801, -0.048674945, 0.12181972, -0.017663226, 0.0432318, -0.14352627, 0.06650046, 0.035068337, -0.013101888, -0.067864515, -0.04194169, 0.037848126, 0.09747346) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.09322095, -0.04626651, 0.06241107, 0.08410371, 0.08864914, -0.005793155, -0.048492763, 0.0022041746, -0.13943855, -0.02801761, -0.06640211, 0.013866674, -0.16187423, -0.10009419, 0.0035107725, -0.011626992) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.16228244, -0.021634847, 0.05236101, -0.071439035, 0.027690664, 0.09696895, 0.040318534, -0.061701674, -0.1430865, 0.05777522, -0.099094726, 0.0017936935, 0.0753561, 0.03443709, 0.014760066, -0.014573198) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.038053274, 0.1179154, -0.042510927, -0.026590457, -0.18273753, -0.032407228, 0.057307344, -0.024179177, 0.012070812, -0.04441303, -0.07412736, -0.028880898, 0.013157441, 0.024619505, -0.026092878, 0.052096672) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.020279795, 0.029085517, -0.095050074, -0.104299106, 0.0037579818, -0.017660499, 0.030140616, -0.021265104, -0.14832298, -0.0051694326, -0.0037362757, 0.014919578, 0.05259005, -0.07513208, -0.0146490075, -0.020174798) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.060481466, 0.064523265, -0.016726509, -0.030172478, 0.06568881, -0.02927993, -0.034046184, -0.039543655, -0.029001983, -0.059581038, -0.03352741, -0.023694208, -0.079014026, 0.03805421, -0.079779446, 0.009257319) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.14134443, -0.018266985, 0.00225007, -0.016296288, -0.008975656, -0.1963972, 0.093705304, 0.029402032, -0.012637663, 0.040354986, 0.066651635, -0.029830167, -0.006835361, -0.06894832, -0.013944294, 0.0091162175) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.114390135, -0.00016745036, 0.12920782, 0.08555781, 0.074522816, -0.13803281, 0.07790181, 0.06764221, -0.06504244, 0.19695061, 0.007874553, -0.008984066, 0.0646646, -0.045174103, 0.045999963, -0.023214761) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.10191958, -0.03874261, -0.037013978, -0.03554504, -0.15408207, -0.03912224, -0.0025491773, 0.02514618, 0.0081371935, -0.011157079, -0.049409658, -0.09066647, -0.082534716, -0.140024, -0.07047659, -0.010767147) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.11951902, -0.033060033, -0.017517444, -0.068778016, 0.13182302, 0.06574557, 0.033769637, 0.007278625, -0.02074191, -0.01054671, -0.032349627, -0.14870508, -0.018687231, -0.10657922, 0.018227793, -0.1510748) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.10524415, -0.082600325, -0.06009325, -0.07936977, -0.022961827, 0.07552152, 0.0772994, 0.049266733, 0.0011367839, 0.05645326, -0.03506292, -0.027761465, -0.04068284, -0.0372859, -0.007829683, -0.0029989474) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.24137077, 0.11253418, 0.014269552, -0.0049034758, -0.15284607, -0.17572679, -0.010111458, -0.050182037, 0.016863324, 0.028379707, -0.008467809, 0.05363246, -0.0059467405, -0.06815264, -0.04820141, -0.039045922) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.11472866, -0.004083763, -0.05435374, -0.04374669, -0.24542388, -0.13271864, -0.030852046, -0.071296185, -0.04381048, 0.18751605, 0.013991484, -0.008890562, 0.027254371, -0.13989857, -0.026445393, 0.106878355) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.05933585, 0.1296524, -0.24849, 0.061089203, -0.011110502, -0.046969563, 0.057217665, -0.10190127, 0.04149168, 0.013625205, -0.009964156, 0.00655208, 0.12474139, 0.05813398, 0.034603283, 0.102029055) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.23110618, 0.025900839, 0.09039707, -0.03600807, 0.05083383, 0.0007133113, 0.031209944, -0.05488001, -0.085672684, -0.05489757, -0.023722759, 0.01343279, -0.042107046, 0.05121416, 0.056957364, -0.07334564) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.08630733, -0.023526754, -0.04581732, -0.06983333, 0.052523002, 0.013817501, -0.04829048, 0.029134845, 0.04165144, -0.01300882, 0.012012411, 0.045277026, -0.07602016, 0.17785713, -0.055950396, -0.023746358) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.049360923, 0.16614445, -0.011222778, -0.024431104, 0.07472029, -0.005999077, -0.12143143, -0.06615785, 0.11231663, -0.07111464, 0.0069506564, 0.031068586, -0.0065435125, 0.0860152, -0.10510063, -0.007849685) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.16503394, -0.030097283, -0.06097495, 0.014028306, 0.23415084, -0.07284573, -0.015977817, -0.00022654721, -0.26720545, 0.031500626, 0.049804825, 0.0021022758, 0.02852822, 0.0041927802, -0.028819656, -0.12635648) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.057454627, -8.802682e-05, -0.026928894, 0.057943676, 0.16152431, -0.020799745, 0.073038295, 0.06438425, -0.11345996, 0.0053526172, 0.03072667, 0.09149475, -0.14405242, 0.08746874, -0.017918596, -0.08689966) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.08908187, -0.08191689, 0.06759692, -0.036632597, 0.048351426, -0.04757934, 0.011406578, 0.012961949, -0.06647717, 0.051628597, -0.06885519, 0.12285056, -0.018870829, 0.07443567, 0.016951323, 0.013862363) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.042692978, 0.077293925, 0.03896673, 0.0425908, -0.28592974, 0.03445474, -0.01632285, -0.011563877, 0.07550368, 0.03203724, 0.07518867, 0.06220217, 0.1314145, 0.032467943, 0.02704701, -0.024360724) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.15659915, -0.05721017, -0.091016546, 0.031778496, 0.02089697, -0.02270808, -0.06612838, -0.057273105, 0.1423093, -0.036797423, 0.11714067, -0.026786275, 0.38642588, -0.011024934, 0.059736818, -0.036764227) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.058708556, 0.03706921, -0.0008710216, 0.04416315, -0.15748537, 0.0007599563, -0.06059174, 0.06445689, -0.091981515, 0.038883362, 0.010335649, 0.10921828, 0.033286862, -0.067116, -0.05037677, 0.02959022) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.012230355, -0.06236505, -0.029447619, 0.011503981, 0.057088036, -0.0028359322, 0.053800084, 0.040693726, 0.009525737, -0.016998239, -0.058721464, 0.058173772, 0.13641192, -0.02478606, -0.0038512833, 0.02965093) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.081262305, 0.040893327, -0.06860977, -0.06282487, -0.002353218, -0.0024606825, 0.0011623024, 0.08530419, 0.12838128, 0.09145752, 0.09669559, -0.0040755267, -0.0032358633, -0.026013672, 0.09415612, 0.05954407) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.052563474, 0.07604839, 0.07239139, -0.06243014, -0.029170431, 0.010141796, -0.22448957, -0.04312275, -0.03771702, -0.038096126, 0.03964655, 0.0014458939, -0.09441405, -0.05434206, -0.11259064, 0.06293755) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.11496349, 0.02573986, 0.027303828, 0.0748392, -0.27423587, -0.007129563, 0.014165222, -0.0012558092, 0.008829933, -0.05276369, -0.023303749, -0.035579868, 0.17526165, -0.005927478, 0.0015676081, 0.052291207) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.05625258, -0.005404888, -0.029767733, 0.02800696, -0.28336978, -0.027190037, -0.016843513, 0.038721167, 0.0885064, 0.07903839, 0.060136586, 0.016053334, 0.0729737, 0.16545194, 0.06819913, 0.002046832) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0738362, -0.052854244, 0.02799776, -0.0011567409, -0.008778064, 0.07761802, -0.061677296, 0.07041691, -0.059107147, 0.010733205, 0.023213526, 0.02539794, 0.008882071, 0.00053705944, -0.005576075, -0.02450448) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.066811346, 0.01722091, -0.037251867, -0.019496892, -0.26120344, 0.09679296, -0.019666381, 0.036662705, 0.050680723, 0.12882115, 0.019879477, 0.03638969, 0.0076786554, -0.07982096, 0.014343399, -0.06562858) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.1808875, -0.012710979, 0.008214454, 0.083973184, -0.20222192, -0.016720204, 0.04636568, 0.17955957, -0.056773156, 0.02040038, 0.063023746, -0.075231224, -0.15711196, -0.09329235, -0.014461877, -0.15659945) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0070561194, 0.040393945, 0.027761368, -0.011914938, -0.24730462, 0.010503104, -0.1013549, 0.011239225, -0.10323379, -0.105025046, -0.10390131, 0.030872915, -0.045116328, -0.10852855, -0.031169297, -0.033775616) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.020622585, 0.09235388, 0.045661643, 0.023561945, -0.12915225, -0.09366666, 0.02256627, 0.07274897, -0.06484767, -0.040414084, -0.06418333, 0.07192602, -0.0013509926, 0.03002767, 0.03440333, 0.0015422223) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.013748483, -0.038822625, 0.004070744, -0.0035835847, 0.05616971, -0.13141598, 0.0648682, 0.050821226, -0.06351425, 0.13671215, 0.053132717, 0.023813974, -0.06612636, 0.0570178, 0.06354147, 0.07083255) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.018749023, 0.033468246, 0.08911305, 0.06979292, 0.16021834, 0.017705414, -0.016056716, 0.08098104, -0.0104938485, -0.104511894, -0.0029400282, 0.0035629903, -0.12257078, -0.010939516, -0.021454025, -0.108183004) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(-0.007836888, -0.017780114, -0.0030567038, -0.012376305); + result2 += M4(0.064867124, 0.08116552, -0.042717513, 0.07135525, -0.06274602, 0.026776405, 0.026968006, 0.009218932, -0.054236013, 0.02801656, -0.12646192, 0.035681557, 0.05499709, -0.1261364, -0.042787287, -0.051813222) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.036879618, 0.062372934, -0.037162654, 0.10689936, 0.0753199, 0.09334855, -0.12810078, 0.015713481, -0.0400899, -0.07045015, -0.13400082, -0.030875336, 0.0076537947, 0.01008903, -0.06466983, 0.068072855) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.049684588, -0.04772579, 0.037324946, 0.024771214, 0.1378929, -0.19453223, -0.054536548, -0.08664942, 0.07479053, -0.043426964, -0.07761122, 0.030413933, -0.12079091, -0.017851325, -0.061491624, -0.039906256) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0050705587, 0.012214411, 0.066997685, -0.042899966, -0.054423973, 0.10105104, 0.08845574, -0.024304843, 0.035645276, 0.057728104, 0.009663384, 0.026262198, 0.09677756, -0.055687472, 0.03498619, 0.070468) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.075751044, 0.07946137, 0.008891481, 0.018256815, -0.004769432, 0.22556365, 0.07304193, 0.025247838, 0.09156931, -0.04650038, 0.07169809, -0.13114129, 0.104602404, -0.03157063, -0.064767495, -0.017320616) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.12617247, -0.03360223, 0.012468606, -0.04125704, -0.06796843, 0.036802657, 0.052807115, 0.08315858, -0.043726366, -0.06982438, -0.11247679, -0.052452747, -0.0851437, -0.08498668, -0.056587644, -0.026131725) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.12872946, 0.06651097, -0.021923192, 0.089969814, 0.043146133, 0.033607785, 0.0664458, 0.04983982, -0.035349283, -0.00602551, -0.041191462, 0.070467085, -0.058300726, 0.020012807, -0.05781061, -0.082117796) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.040243853, 0.061657246, -0.003927181, 0.0003782733, 0.14085606, -0.064911574, 0.032850765, -0.17609514, 0.05409894, -0.055293016, -0.11594751, -0.035899278, -0.0151736755, 0.00023742852, -0.014663413, -0.10710294) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.10809791, -0.01882408, 0.071670584, 0.004769354, 0.14412333, 0.00061455363, -0.013466365, -0.00559433, 0.057903465, -0.053236686, 0.045947924, -0.011523849, 0.05577444, 0.08778107, 0.015510017, -0.00241558) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.045244776, -0.056265276, 0.018449282, -0.048074085, -0.008075517, -0.0067596366, 0.10184961, -0.011604453, -0.0613305, 0.034325946, 0.020245792, 0.016657533, -0.10425194, -0.0016832374, -0.08741105, 0.09788958) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.08257654, -0.076758094, 0.042764682, -0.09449557, -0.030543631, 0.025712078, 0.016326576, -0.022411717, 0.060647313, 0.13265954, -0.099330194, 0.00442133, 0.05853471, -0.02471072, 0.021411646, -0.06349755) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.15767977, -0.16815087, -0.008513889, 0.019822152, -0.10052779, 0.021605404, 0.08858671, 0.022810232, -0.043820005, -0.039937567, 0.0070138588, 0.08095023, -0.1263726, -0.107525714, 0.012859529, -0.018182985) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.049787004, -0.0026324473, -0.040232815, -0.058697402, 0.10134607, 0.024951793, 0.05546618, -0.077452205, 0.04918382, 0.01528203, -0.13156049, -0.100772664, -0.060207028, -0.00081977225, -0.07573476, -0.0031026392) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.023565786, 0.055348426, -0.03428737, 0.09799082, -0.055268943, 0.113410234, -0.0026607362, 0.2528761, -0.04966023, 0.018075192, -0.040889144, 0.19475861, 0.08083943, -0.04727874, -0.13308279, 0.018120747) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.080781616, 0.013140725, 0.05523571, -0.12655741, 0.030729664, -0.063033506, 0.05181861, 0.07897962, 0.010540272, -0.14124185, -0.112319425, -0.06437154, 0.0041169217, -0.12251772, 0.017566338, -0.027628383) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.059300713, -0.002951986, -0.006505751, -0.06900276, 0.0040559974, -0.045834605, 0.19747004, -0.43178058, 0.05137482, 0.05150407, 0.07873406, -0.017233321, 0.05912573, -0.0255193, 0.022505127, 0.063944295) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.012822053, -0.08249302, 0.037735585, 0.029413765, -0.18334402, 0.059212074, -0.049098898, 0.12658434, 0.015182256, -0.008130877, 0.02941914, -0.017085813, -0.019478178, 0.10284055, 0.014324915, -0.05191756) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.07886133, 0.029362326, -0.078605086, -0.034613874, -0.018729337, -0.03743598, 0.07386679, -0.10731108, -0.16454412, 0.009396162, -0.06718669, 0.025988216, 0.02417802, 0.0144832395, -0.067050956, 0.026532969) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.039690178, 0.029612394, -0.03280664, -0.087282665, 0.047143094, 0.10279325, -0.003165382, -0.01049849, -0.09025831, 0.072282255, 0.12533449, 0.08718501, 0.013361927, -0.04690151, -0.021449031, -0.060457103) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.053461693, 0.073145464, 0.05972572, -0.01836888, -0.019485593, 0.16535361, -0.10352698, -0.057225022, 0.335944, -0.14922038, -0.051865768, -0.09299926, 0.07656307, 0.07449775, 0.048373137, 0.068631485) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.10068067, -0.011042619, 0.0016748653, -0.033888984, -0.024243513, -0.095328, -0.11664949, -0.117893904, -0.11824704, 0.0046946337, 0.1577316, 0.108014874, 0.0136241345, 0.083659, 0.09382239, 0.03989257) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0045214263, 0.0099560805, 0.10306492, 0.090566516, 0.09249973, 0.0013719198, 0.020489851, 0.2311689, -0.016418936, 0.09004837, 0.10745057, 0.1436865, -0.032783713, 0.00042356804, -0.07277369, -0.14467028) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.05922811, -0.036643066, -0.102698706, 0.031125888, 0.116843805, 0.033747837, -0.06226649, 0.27403384, 0.033350803, -0.009099586, 0.0007810661, 0.13877438, -0.06683036, 0.029215446, 0.10675674, 0.026762793) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.12623322, -0.025143683, 0.005891797, -0.025634978, -0.02845588, 0.056256626, 0.020862829, 0.03541102, 0.019190941, -0.020842977, -0.021876287, 0.09791826, -0.11097346, -0.04083419, 0.104472704, -0.019207004) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.09595539, -0.00120303, 0.047564495, -0.034901615, -0.06700871, 0.10137784, 0.0024619205, -0.029052246, 0.00060329644, -0.08600963, 0.020294841, -0.0070577287, 0.01682353, 0.073653184, -0.014975451, 0.008448338) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.007343811, -0.024925608, 0.058315754, -0.0134660555, 0.09831449, 0.0074572656, -0.07337497, 0.025398139, 0.023413152, -0.06985647, 0.06997643, 0.055757385, 0.020339973, -0.0030641607, -0.020580562, -0.055939827) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0121545615, 0.086005315, -0.0700809, -0.045746673, -0.03592779, -0.031454153, -0.03901285, -0.0020150472, 0.0033141787, 0.0051090075, -0.011993272, -0.017800413, -0.000247124, -0.006122932, 0.023016963, -0.045373186) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.048518464, 0.023002146, 0.09101621, -0.0150993895, -0.07802911, 0.0096329395, 0.055244595, -0.10065365, -0.028113408, 0.03402117, 0.03671585, -0.53991705, -0.06637541, 0.044506766, -0.23535141, 0.07314484) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.023382824, 0.054615013, -0.062259965, 0.04253972, 0.010439508, 0.010369349, 0.04495065, 0.013806849, 0.08643737, 0.13632987, 0.04923533, 0.025767887, -0.12344774, 0.138286, -0.2117759, 0.022032846) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.021846995, -0.2183748, -0.0669629, 0.052866135, 0.049547292, -0.0917945, -0.02691233, 0.0065659108, -0.02898437, -0.20100898, -0.07140602, 0.059327263, -0.110967755, 0.063089475, -0.039848804, 0.101310946) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.12304643, 0.08600901, -0.086043805, -0.4373529, -0.038673215, 0.08472819, 0.027486669, -0.08218865, 0.031040192, 0.01759818, 0.11964828, 0.1282844, -0.23848814, 0.09170438, -0.16936828, 0.057127636) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.025140189, 0.06579242, -0.018113695, 0.18109828, 0.01540709, -0.0104258945, 0.096301295, -0.13920261, 0.0032722757, 0.11594367, -0.0631355, -0.013543512, -0.10336542, 0.07085419, 0.0027251805, 0.12998712) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.03220046, 0.010742731, -0.1252253, -0.07583481, 0.06504055, -0.085044146, 0.06929313, -0.18942456, -0.019775147, -0.055204723, -0.09028095, -0.048191387, -0.014879141, -0.009397993, 0.08697113, 0.1709783) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.27971327, 0.1830119, 0.11491136, -0.27309558, -0.118982084, 0.10239444, 0.101834096, -0.0362393, 0.08575636, 0.010436211, 0.04213823, 0.017934479, -0.02270839, 0.11539529, 0.029402746, 0.10470581) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.35318425, -0.2154415, 0.09472703, -0.4916189, 0.0007722517, 0.061319403, 0.08076075, -0.090124115, 0.0040707984, 0.06506524, 0.03146755, 0.068794034, -0.024000535, 0.06742625, -0.05461802, 0.033735123) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0607574, -0.011533519, -0.0052474192, -0.248598, -0.07101345, 0.064575456, 0.102011524, 0.034539964, -0.12731016, -0.035224803, 0.0065832534, 0.05208777, -0.021112682, 0.10908446, 0.07827533, 0.07603959) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.00989775, 0.042330835, 0.06137369, -0.208577, -0.083904624, 0.030999891, -0.011113184, 0.03510446, 0.040647447, 0.073540635, -0.06164029, 0.080778256, 0.022658829, -0.03230737, 0.023580452, 0.059405684) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.010226946, 0.05118414, -0.042006712, -0.054912392, -0.04581744, -0.042859137, 0.02994442, 0.036453947, -0.06546612, 0.01756355, 0.008825342, -0.046769146, 0.050681405, -0.03636642, 0.01996099, -0.010326923) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.11864682, -0.014455684, -0.024851566, -0.005084514, 0.011766685, 0.025016347, 0.0056383363, 0.0031668758, 0.041566223, -0.030836785, -0.10276229, 0.014021363, -0.08281395, 0.0053541, -0.041281406, -0.090839624) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.015251424, -0.015589548, 0.13332509, -0.08958094, 0.059801243, -0.037289582, -0.076657645, -0.11877761, 0.06345926, -0.036079213, -0.04139002, 0.08628088, 0.0985828, -0.09563308, -0.036603626, -0.068365596) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.07978581, 0.00020230809, -0.089976475, -0.004476051, 0.009229594, -0.09260871, 0.109404996, -0.048022695, 0.11503476, 0.008346313, -0.051847484, 0.12988037, 0.12733372, -0.02487283, -0.11312637, 0.016830392) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.08404981, -0.041387837, 0.06591291, 0.0138987135, -0.15861037, -0.039738968, -0.01591915, -0.00015206134, 0.11198493, 0.08536562, -0.019507006, 0.042737473, -0.1040353, -0.10862504, 0.046145402, -0.1053108) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06252069, 0.050228078, -0.013423237, -0.12080195, 0.079800904, 0.028625904, 0.0020529972, -0.13143612, 0.10848543, 0.13957642, 0.031159222, -0.029737575, -0.11095812, -0.01722123, 0.02253779, 0.015025483) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.035642717, 0.072670974, 0.09227086, -0.006960762, 0.09344914, -0.10057379, -0.015956115, 0.037299167, -0.09408371, 0.11645593, 0.12852386, 0.03756607, 0.089232475, 0.106520265, -0.04271509, -0.019486358) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.047652014, 0.08011616, -0.084661625, 0.072131425, -0.062498335, 0.028728375, -0.058975317, 0.13279505, 0.21369706, -0.007902714, -0.022945374, 0.03773331, -0.000742448, -0.036565267, -0.0067201694, 0.04314417) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.026797093, 0.015207327, -0.004711901, 0.07134827, -0.05442815, 0.0404376, 0.0050826934, 0.048135206, -0.015051483, 0.040219456, -0.007174698, -0.02342508, -0.020744871, -0.118869595, 0.00059445656, -0.045250222) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.046181433, -0.12215475, 0.023687834, 0.023096219, -0.075024344, 0.015536311, -0.0004707185, -0.017627237, -0.023165371, 0.06782119, 0.005555786, 0.09824037, 0.06203637, 0.1158184, -0.019484244, 0.16694842) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.12960562, 0.104927845, -0.0904708, 0.052424215, -0.076434344, -0.045645006, 0.047053814, 0.0115662785, 0.08173085, -0.04085224, -0.021101506, 0.039589364, 0.1989789, -0.0794755, 0.022297597, 0.060057897) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.123900525, -0.030985635, 0.004160302, 0.05607748, -0.0171013, -0.013624366, 0.0036712473, -0.10706851, -0.08273937, -0.02643046, 0.07085563, -0.053843644, 0.050284095, -0.08355137, 0.0010697911, 0.062090505) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.02272455, -0.035506617, 0.10369482, 0.029699186, -0.027146531, 0.015098471, -0.014034926, 0.019962842, -0.10970273, 0.023633087, 0.029260712, 0.017109668, 0.047055863, -0.0023782027, 0.12681669, 0.021947091) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.012770919, 0.12520048, 0.124157116, 0.10329926, -0.09709967, -0.13523929, 0.049120467, 0.024366321, -0.04635268, -0.053958524, 0.034399845, -0.01698449, -0.011092493, -0.12745579, 0.029072868, 0.15284488) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.013705744, -0.023099976, 0.005381425, -0.067938924, 0.07149288, 0.06345384, 0.046428736, -0.03212844, 0.101470985, 0.046261217, 0.0478026, 0.0059452523, 0.029024677, 0.015864443, 0.025546491, -0.026913246) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.087239385, 0.07264499, 0.10672952, 0.07022457, 0.013734032, 0.09373572, 0.057128344, -0.104541086, -0.007673397, 0.03174853, -0.01684911, -0.06255564, 0.019564072, -0.06591953, -0.046294812, 0.1440224) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.026808104, 0.06483529, -0.07593498, 0.037337024, -0.010671756, -0.010567212, -0.007066666, -0.07766787, -0.05939303, -0.057808455, 0.08466622, -0.0015391326, -0.036044322, 0.0567753, -0.085352, 0.035164956) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.022483801, 0.03767137, 0.05925877, -0.057902772, -0.112983145, 0.014669387, -0.024587594, -0.013244178, 0.05199239, 0.017614657, -0.013509225, -0.089065865, 0.024319937, -0.04739392, -0.032571938, 0.08252971) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.0042097447, 0.0538892, 0.01428982, 0.07087082, -0.17661992, -0.086898774, -0.11922367, 0.051708452, -0.055376142, 0.050917257, 0.062313657, -0.09885456, -0.04933336, -0.043045714, -0.06600457, 0.11954962) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0356375, -0.06740745, -0.018059561, -0.03662148, -0.17665485, -0.037729207, 0.00893899, -0.014461336, -0.053481895, 0.038475066, -0.010790406, 0.110719785, -0.00088759273, -0.09699064, 0.1356421, -0.111286946) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0003840645, -0.051959295, 0.018975744, 0.09185836, -0.07121334, 0.0412956, -0.045374684, 0.058718562, 0.059167754, 0.046799563, -0.027636718, -0.02538539, 0.01526129, 0.024174556, 0.10681165, 0.03545854) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.052171506, -0.057785958, 0.053119306, -0.03804127, -0.14660102, -0.015885042, -0.09493207, -0.012802389, 0.1077968, 0.023977436, 0.056385662, 0.13389829, -0.03409409, 0.05631319, 0.03504353, 0.054927893) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.022600029, 0.016337868, -0.046836406, -0.055491, -0.122020826, -0.050626907, -0.04049129, 0.044815224, 0.15334393, -0.040983606, 0.086781606, 0.12263395, 0.13598368, -0.029949063, -0.14003432, -0.16128942) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.060244635, 0.012587049, -0.06521883, -0.028400365, -0.044947445, 0.004762534, 0.0074034636, -0.13436104, -0.01495801, 0.04163697, 0.025688598, -0.0008085523, 0.05991574, -0.03701323, 0.08403229, -0.086293876) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.08802117, -0.07833956, -0.056918945, -0.0601627, 0.14277685, -0.027123487, 0.009378864, -0.13117345, -0.012370647, 0.05855523, 0.061166547, 0.020553557, 0.056749143, -0.16038379, 0.012941727, -0.007054367) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0052366364, -0.023185035, 0.066899486, -0.083040215, 0.036027603, 0.037935726, 0.10562217, 0.094911985, 0.015138541, 0.019327002, -0.025114661, -0.027460491, -0.12451173, -0.014303632, -0.008734612, -0.017810417) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06306168, 0.06890165, 0.036780767, -0.041341122, 0.056517236, -0.0030566754, -0.019079229, 0.031899083, -0.037550688, -0.027635846, 0.07805982, -0.06747401, -0.024682289, 0.1056633, -0.06990837, 0.030996542) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.070520036, 0.10911468, -0.041152567, -0.015369213, 0.048588928, -0.025702802, 0.044370543, 0.017154846, 0.060050506, 0.06794226, -0.0008629066, 0.04797938, -0.03938491, 0.054177005, -0.013213945, -0.023345994) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.062167376, -0.00857359, -0.029520046, -0.036285758, 0.067987315, 0.06819931, -0.055840652, 0.034848955, -0.054334853, -0.0355902, 0.0073488276, -0.037003614, -0.20238714, 0.09083669, -0.047831625, 0.08126633) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.09821312, -0.05826319, -0.0050994856, 0.07252472, 0.021788003, 0.003992055, -0.002852754, -0.061774842, -0.056406945, 0.012880579, -0.02117645, 0.10498327, -0.053611517, 0.0132983755, -0.062423445, -0.032335807) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.00546202, -0.04657244, -0.031963397, -0.021432558, -0.050222527, -0.025026033, 0.0075516254, -0.0022420678, -0.003297881, -0.015766388, -0.032450765, 0.1336898, -0.073937364, 0.014101668, 0.0017328606, -0.13124995) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.045719624, -0.0088148415, -0.04392568, -0.056650594, -0.0811456, 0.08487926, 0.029103303, -0.06995726, 0.08693881, 0.07955721, 0.0074128085, -0.015125575, -0.0014562369, -0.027886417, 0.080719724, 0.03795393) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06792885, 0.043767866, 0.05669561, -0.014340465, -0.018706026, 0.05095034, 0.05180557, 0.024369225, -0.030198174, -0.010530062, 0.0022768613, 0.04936656, -0.09273409, 0.036811337, 0.008328851, -0.06674966) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.046439458, -0.0065687075, 0.050190717, 0.022581525, -0.08102853, 0.0486295, -0.059325356, 0.025582356, -0.0059659537, 0.11713113, 0.054784697, -0.065588325, -0.05982006, -0.060878433, 0.03242755, -0.053998288) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0217669, -0.006241051, 0.09188003, -0.026316183, -0.04602839, 0.03506404, 0.027233733, 0.02179772, 0.17619652, -0.03644682, -0.09131738, 0.012778665, 0.01541296, 0.012450838, 0.011495254, -0.0074731475) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(0.0026036764, 0.0044385036, -0.0040474595, 0.009238027); + result3 += M4(-0.0714545, 0.065498, -0.061600354, -0.06415288, -0.018808343, 0.008028284, 0.014483795, 0.09299403, 0.090389, -0.052577298, -0.09260725, -0.024926452, -0.030117005, 0.076228775, -0.086576946, -0.0482364) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.08472644, 0.07986897, -0.018794218, 0.11723797, -0.10964081, 0.12213347, 0.09669454, -0.03164835, -0.12106711, -0.080865756, 0.053249404, 0.080235586, 0.07940725, -0.110999145, 0.012126561, 0.0017895659) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0067173666, -0.007983506, -0.0460779, -0.023966307, 0.0263185, 0.014775326, 0.004461807, 0.014015511, 0.020959437, -0.058172524, 0.02585372, -0.010874219, 0.08365153, 0.0057499628, 0.08518352, -0.045191023) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.038094383, 0.045685858, -0.027216624, -0.03394116, 0.0040049246, -0.17535195, 0.033721115, -0.041036107, -0.0704733, 0.04439279, 0.00097406254, -0.024943428, 0.065802015, 0.10245639, -0.04642332, -0.004365874) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.014868387, -0.03844958, 0.12753086, 0.058758114, -0.27152115, -0.06634455, -0.09231862, 0.019900192, -0.01400693, -0.03001302, 0.0627821, 0.014236835, 0.033044692, -0.09042842, -0.094869114, 0.08472492) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.04007452, -0.10056755, -0.060954265, -0.055218622, -0.10610404, 0.15858957, 0.030801462, 0.05040157, -0.009074889, -0.095647804, 0.0052459603, -0.0055895536, -0.035407223, -0.03133827, 0.061817084, 0.046344828) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.13135906, 0.0031819667, -0.021039218, -0.065024935, -0.0011845811, 0.04016623, 0.0035092523, 0.085468344, 0.029049948, -0.020375462, -0.028043473, -0.012218688, -0.012207591, 0.022088192, 0.07060732, -0.024101438) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.03938141, -0.0053701983, -0.01068585, 0.02057677, -0.0819056, -0.07419435, -0.077708, 0.05281823, -0.08940981, 0.055519886, -0.035490893, -0.01116059, 0.041717708, 0.06142335, 0.007849206, 0.006546085) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.014057999, -0.07531093, 0.07601044, 0.011395965, -0.16565192, -0.007824894, -0.03631075, -0.009606571, -0.050404448, -0.032819726, -0.001880161, -0.015130115, -0.007845919, 0.030869804, 0.04247279, 0.03709897) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.03183466, -0.08183416, 0.017525107, -0.06888788, -0.043214746, 0.02529286, -0.02572965, 0.08564433, -0.021533202, 0.050036352, 0.053293563, 0.034276754, -0.010673255, -0.015755996, -0.08998709, -0.023324717) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.026349535, -0.034181334, -0.023696264, -0.004285344, -0.034388676, 0.06497488, -0.048948925, 0.057839327, 0.05402305, 0.050073404, -0.035385966, -0.07153681, -0.028492521, -0.04192891, 0.059576202, -0.006890968) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.058749676, -0.05682726, -0.079438314, 0.042174775, 0.00080519426, -0.075743735, -0.05097762, 0.09805696, -0.012928097, 0.06748731, -0.051517807, 0.094262876, 0.0027653924, -0.023517696, 0.053181965, 0.015048062) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.022172783, 0.11496847, -0.030385027, 0.008614392, 0.030981326, 0.019453583, 0.13187481, 0.09377922, 0.0026864132, -0.026794732, -0.015599469, 0.0071094367, -0.0132001955, 0.010960563, 0.021424081, -0.008965632) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.029493902, -0.032789975, 0.037515894, -0.033258967, 0.037783727, 0.09917456, 0.06288577, 0.04100962, 0.052388463, -0.024480442, 0.026190905, 0.14440596, 0.035397332, 0.07477578, 0.00957738, 0.012383921) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.065307766, -0.038607135, -0.07138016, 0.08806195, -0.018617405, 0.039815776, 0.083885856, 0.010016369, 0.0074204723, -0.08191276, 0.036251795, 0.02697035, 0.108486585, -0.019209757, 0.07805835, 0.03610147) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.080954485, 0.06536743, 0.023199186, -0.009885833, 0.05521075, 0.112755686, -0.030556105, -0.036457494, 0.023692, -0.04199314, 0.080927536, 0.029178442, 0.021286821, -0.11084144, 0.14549212, -0.08454426) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.097908795, 0.0324215, 0.055298734, -0.03475424, 0.18426526, -0.0085680885, -0.10986818, 0.043182865, 0.030597916, -0.060408834, -0.00623625, -0.00394038, -0.073336124, 0.032060314, -0.14339039, 0.028863093) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07761118, -0.0026173673, -0.041108754, -0.09113873, -0.017281923, -0.068149745, -0.06477051, 0.012139082, 0.0026904878, -0.052617252, -0.09932861, -0.041587833, -0.013097101, 0.048657995, -0.09725451, 0.0125665525) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.047918092, 0.00644297, -0.021414302, 0.039830394, 0.039546497, -0.041452162, -0.097632885, -0.07177341, 0.0252415, 0.020891104, -0.04055002, -0.13496552, 0.084507294, 0.0028764578, 0.06508134, -0.12704062) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.008542774, -0.01689032, -0.08744516, 0.00674331, 0.021076474, -0.08560567, 0.086418994, -0.047166657, -0.028859299, -0.056496955, -0.17195557, -0.04674375, 0.07896536, 0.031319115, -0.019618778, 0.01019462) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.048574854, -0.13142207, -0.01407468, -0.061679125, -0.06458987, -0.055473935, -0.10797231, -0.016784528, -0.019857321, 0.14748909, -0.08458109, 0.11072837, -0.022147179, 0.12492681, 0.0073770266, -0.02923637) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.07340522, 0.0019291071, 0.041346185, 0.0024796927, -0.038646534, -0.087153904, 0.23527718, -0.043642815, 0.0028348465, -0.05045508, -0.34367493, 0.05952948, 0.097119644, -0.036778547, -0.112308584, 0.026914578) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.054319162, -0.018014949, 0.12896298, -0.00020219608, -0.01438306, -0.09802356, 0.039358266, 0.0707573, 0.02565265, -0.0012682289, 0.1565099, -0.019489799, -0.04849277, 0.07084013, -0.13685842, 0.05277736) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.020934893, -0.0060985046, 0.0899548, 0.046221424, 0.028288051, -0.107719846, 0.018293079, 0.016777739, 0.033358093, -0.075334124, 0.04232806, 0.05374841, 0.014950256, 0.14606972, 0.080643125, 0.029063674) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.023923399, 0.023661247, 0.12406709, -0.11637559, -0.098827034, -0.2140225, 0.07058601, 0.008464584, 0.077404216, -0.065253735, 0.12601657, 0.016932134, 0.007663073, 0.009982655, -0.056592762, 0.045935716) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.056047067, 0.091744915, -0.060684353, 0.020088946, 0.00072521204, -0.097573884, 0.23040147, 0.015055929, -0.07132253, -0.021449212, -0.06351318, 0.10761701, 0.09022344, 0.02019259, 0.06102733, -0.028591024) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.040703457, -0.045877304, -0.14895058, -0.0155656375, -0.033993684, -0.110211186, -0.0013925176, 0.016713768, -0.0007963287, -0.022050483, -0.05160167, 0.033303943, -0.06440652, 0.067670226, -0.025576, 0.019698935) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.11003221, 0.06749978, 0.024378518, -0.15460198, 0.054584432, 0.01802052, 0.026277028, 0.0349336, -0.041640446, -0.009001229, 0.13871288, -0.021442268, 0.08117112, -0.07073695, 0.03765347, -0.25913537) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.02132993, 0.034324087, 0.019986272, 0.021555241, 0.032336984, -0.08027819, -0.06734585, 0.02961137, -0.2983855, 0.08308537, 0.07450085, 0.05305424, 0.04864929, 0.011654245, -0.02285861, -0.10553484) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.17347518, 7.1894196e-05, -0.017684363, -0.056074556, -0.011781041, -0.08892966, -0.047113936, -0.06421842, -0.1799119, 0.040620517, 0.008175481, 0.07600921, 0.09789055, -0.15827401, -0.009406223, -0.07810505) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.079829335, -0.006345632, 0.012504709, 0.10534068, -0.025812292, -0.057341766, -0.028314874, -0.063599706, -0.038188733, -0.096084155, -0.018726349, -0.083818555, 0.0144246975, -0.05314762, 0.038902022, -0.025251826) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.013789667, -0.056864474, 0.016856376, 0.09257926, 0.02633923, -0.10530635, -0.028794222, 0.013368844, -0.118350156, 0.05195979, 0.10333594, 0.043878343, 0.22877769, 0.042130142, 0.08544454, 0.0020097494) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.010879447, 0.029319435, 0.046042897, 0.09194739, -0.10691528, -0.1317304, 0.025600443, -0.031563066, 0.037932064, -0.03987921, 0.00740476, 0.03467083, 0.11889545, -0.026353987, -0.083119534, -0.093931794) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.13367672, -0.52021724, -0.5622331, -0.15691873, -0.1187782, 0.15989777, 0.0021084575, -0.09893177, -0.026648879, -0.042741574, 0.038363777, 0.026406838, 0.22023259, -0.13688634, 0.06151974, -0.096442774) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.520493, 0.47050917, 0.30301076, 0.59267247, 0.034429077, -0.018276166, 0.091590114, -0.00596645, 0.0065793362, 0.0611077, -0.087548114, 0.09399796, 0.2327971, -0.04315915, 0.03379643, -0.059445925) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.067003034, -0.07874017, 0.051140867, -0.13949995, 0.02540472, 0.03181655, 0.036438886, -0.012121058, -0.0056509674, -0.028863037, -0.0089688245, 0.0037452593, 0.25239575, -0.06964125, -0.0063551646, -0.0017476056) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.021775508, -0.08066443, -0.114946954, 0.043449074, 0.090165645, -0.0021365567, 0.10626677, -0.11184275, -0.08547339, -0.097629435, 0.011686386, 0.049501114, 0.0074638887, 0.009472601, -0.039127957, -0.0014180952) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.039523438, 0.015843045, 0.011464026, -0.024143131, 0.0022692163, 0.06907575, 0.015447468, 0.12548776, -0.06542547, -0.02309186, 0.023855122, -0.0043289196, 0.0638667, -0.0695001, -0.030883804, 0.0739935) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.002419384, 0.04759746, 0.108132266, -0.016725654, 0.024584569, -0.018576909, 0.010683569, -0.025430081, -0.1278667, -0.042549822, 0.04827011, 0.10051653, 0.028136412, 0.017135058, -0.13889293, -0.047769643) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.010974923, -0.007878488, -0.015520591, -0.066078186, -0.07691915, -0.084176004, -0.009103109, 0.03185102, -0.0144848265, -0.044766363, 0.10361305, 0.09840192, 0.02096667, 0.072684065, -0.051061876, 0.021439662) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.05284137, 0.016475389, 0.068663865, 0.08115189, 0.16691133, -0.09066687, -0.012394095, 0.015857033, -0.09017429, 0.062576026, -0.020789266, -0.0520461, -0.056230344, -0.109361984, 0.04249437, 0.017052783) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.024210362, -0.0065703867, -0.040717747, 0.037433386, -0.024385748, -0.0036765735, -0.061571177, -0.0022780464, -0.18261018, 0.09241959, -0.078964755, 0.009261177, 0.05212027, 0.06202276, 0.11746936, 0.051050015) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.01251557, 0.027184587, 0.05036122, -0.1000089, 0.015584482, -0.09961171, 0.012073849, 0.008231646, -0.14602979, 0.053591035, -0.06944473, -0.06288132, 0.041342404, 0.009767239, -0.06564838, 0.021195307) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.05245409, 0.0209776, 0.032398406, -0.049946513, -0.030092131, -0.037957065, -0.03394185, -0.032239065, -0.14805831, -0.01918394, 0.09588077, -0.007946895, 0.029780399, 0.017832829, 0.07323535, 0.03969193) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.014741487, -0.032017328, -0.10656832, -0.0026423193, 0.09264616, 0.017114308, 0.05090972, 0.064666234, -0.282506, 0.058844704, -0.1327057, 0.07091124, 0.0026194658, 0.07859634, 0.00076602295, -0.11814861) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.046556894, -0.08281667, -0.05634788, -0.06808367, 0.01709079, -0.034677062, 0.12162032, 0.041204333, -0.05168435, 0.0042249803, -0.053210877, -0.030572927, -0.07658626, 0.013784009, -0.2707799, 0.04548639) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.026479287, -0.10049472, 0.015186118, -0.01999732, 0.076974615, -0.049945638, -0.14202558, 0.030205863, 0.030481651, 0.010659522, -0.054029297, -0.07601431, 0.012206371, 0.010064765, -0.21703325, 0.085651256) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.03555312, 0.04546238, 0.07206854, -0.030742306, -0.04373742, 0.07571863, -0.08311978, 0.09518465, -0.039265487, -0.021036347, 0.060136493, 0.041247062, 0.021759853, -0.09591445, 0.07990565, -0.058321323) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.061680514, 0.114830114, 0.018918889, 0.08874849, -0.016434686, -0.061448094, 0.10058316, 0.039125156, 0.04295758, 0.03042395, 0.01729835, 0.018572576, 0.057179157, 0.027403226, -0.18164486, 0.07334759) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.111717805, 0.042118203, 0.09333064, -0.0046623196, -0.079890296, -0.0487579, -0.2757372, 0.042880733, 0.028895026, 0.11475146, -0.025685437, -0.0007470209, -0.02142076, -0.03960211, -0.07835267, -0.010756627) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.044826526, -0.032822713, 0.08019007, 0.02145821, 0.091736615, -0.1319012, 0.049043123, -0.08397175, -0.13970937, -0.06267836, 0.050826192, -0.022212155, 0.04976189, -0.035551876, 0.008948665, -0.061360907) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.05769575, 0.026525272, -0.010219101, -0.006115766, -0.018494952, -0.014934534, -0.063206695, 0.0196463, -0.034213446, 0.034672722, -0.017848123, 0.026952036, -0.03467854, 0.09149045, 0.058725566, 0.12185632) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.03782309, -0.07411752, 0.05573643, -0.020300163, -0.015106704, -0.066599265, -0.057195533, 0.02953021, -0.012815698, -0.031527832, 0.0339034, -0.01615142, 0.086941004, -0.03159188, -0.0017003593, 0.06749315) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.1752955, -0.0199468, -0.13840647, -0.045556806, 0.06091559, -0.0039247796, 0.08012011, -0.042903524, -0.039857306, -0.036994427, -0.04440077, -0.007385724, -0.0017408774, -0.035084344, -0.028053561, -0.07670797) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.07483355, -0.007243654, -0.060994845, -0.089232, -0.05188221, -0.0105481185, -0.15425228, -0.0059690485, 0.008212583, -0.0018751272, -0.045637075, -0.079164945, -0.19020642, -0.037828747, 0.024478463, -0.0040043495) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.021676257, 0.009986342, -0.016953986, 0.015556635, 0.020019429, -0.031057062, -0.09107665, 0.04205193, -0.074002825, -0.0025922663, -0.008091998, 0.0031079615, -0.0653097, -0.080673955, 0.08129577, 0.026175456) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0944075, -0.062118873, -0.0334687, 0.034969423, -0.082649685, 0.06841236, 0.04568395, 0.038040575, -0.033794135, 0.15894778, 0.036773346, 0.017924074, -0.10249818, 0.16631655, 0.11280874, 0.14923227) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.056345664, 0.0020313042, -0.16113833, -0.016114146, -0.10067524, 0.019166157, -0.0015776453, -0.09778376, 0.021652807, 0.05182534, 0.002318157, -0.091949254, -0.027834285, 0.09071933, 0.07388685, 0.1227561) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.082682624, -0.015465603, -0.00667202, -0.014446184, 0.043527056, -0.079608545, -0.03640065, -0.11981999, -0.01911159, 0.09126658, 0.051822476, 0.0009398118, -0.0010211744, 0.054650437, 0.019304587, 0.03468232) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.043016285, 0.048682045, 0.04126939, 0.044463165, -0.015304141, -0.026303884, 0.048771102, -0.13009897, 0.013979769, 0.08684027, 0.020994574, 0.018884627, -0.077606715, 0.07690616, 0.0660881, 0.08118238) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.05906544, 0.1187921, 0.03432537, 0.061378717, -0.021062432, 0.03532236, 0.08770343, -0.013009092, 0.062185496, 0.024752779, -0.001438773, 0.0142205795, -0.008901933, -0.02617475, 0.059874963, 0.08781766) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.068480805, -0.07250875, 0.03186545, 0.07828275, -0.07203089, -0.032775603, -0.15222213, -0.11272224, -0.018315226, 0.03553894, 0.018937396, 0.0007509646, -0.011302495, -0.042354297, -0.010435266, -0.04434733) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.049039423, -0.036833633, 0.09292994, -0.027307821, 0.018024636, 0.03459209, -0.009422918, -0.0058641033, -0.007582944, 0.05095108, -0.037836995, 0.05233823, -0.13675198, -0.06881579, -0.060528852, 0.112404905) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.12193916, -0.04553563, -0.05576789, -0.07414427, 0.013000115, 0.0070517855, -0.068785354, -0.0065676956, 0.03727183, -0.0050972733, -0.104057044, -0.026727235, 0.05827359, -0.09806976, 0.07189457, 0.027599633) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.09701775, 0.026237557, -0.11394842, 0.026580092, -0.06505886, 0.04505161, 0.088803194, 0.014750034, 0.088819936, -0.012877766, 0.09513793, 0.00033038182, 0.10534173, -0.031501725, 0.004437941, -0.09329253) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.10147423, -0.02970726, -0.05316123, -0.019707795, -0.09710665, -0.089805014, 0.025359, -0.03694656, -0.068765886, 0.13602133, 0.043600727, -0.05811662, -0.06060836, -0.0293223, -0.0712798, -0.0081870705) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.065419905, -0.059703067, -0.0035745697, -0.009302754, 0.010457414, 0.09394642, 0.06568142, -0.021500912, -0.071534954, 0.025833325, -0.002483204, -0.07052453, 0.06817526, 0.057378713, -0.010048686, -0.071558245) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.097686514, 0.030942025, -0.03449037, -0.035528556, 0.0052185077, 0.041012425, 0.1019464, 0.088232055, -0.029422862, -0.0058931266, 0.121769376, -0.117122054, 0.07236717, -0.025981406, -0.117532805, 0.045560468) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.17881715, -0.098069526, 0.02105095, -0.02356276, -0.01234635, 0.13489187, -0.053738844, -0.03750417, -0.14413872, -0.05249437, 0.044711966, -0.030961413, -0.05624273, 0.027276374, 0.029368356, 0.045046408) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.012224694, -0.02086723, 0.090835005, 0.012672982, -0.024984442, 0.03280425, 0.054065123, -0.016199512, 0.041835286, -0.11200286, -0.010293755, -0.02264231, -0.017152052, 0.055216603, -0.08007815, 0.0957691) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.013541014, 0.019288378, 0.019121042, 0.084853314, 0.025010405, 0.0022340596, -0.091715306, 0.017532155, 0.006510062, 0.10284994, 0.04330279, -0.084811784, -0.066089846, -0.027881298, 0.08283547, 0.052171025) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.022040302, 0.0636172, -0.07385822, -0.005745445, -0.12149394, -0.07430491, -0.033473834, 0.025718667, 0.009256204, -0.02986516, -0.14274886, 0.04576361, 0.08325691, -0.004615722, 0.016273994, 0.030325472) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(0.004735955, -0.011154338, 0.00050490565, -0.008099378); + result4 += M4(-0.015063483, 0.07670223, 0.01684671, -0.06119425, -0.09611889, 0.027036062, -0.032425106, 0.11784769, 0.017464705, 0.10454548, 0.04590622, 0.07588411, -0.10989313, 0.019989684, 0.106785685, 0.020414012) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.02321356, -0.02673635, -0.00414593, -0.11078863, 0.008538254, 0.036928393, -0.0886962, 0.15977104, 0.024822144, -0.090606615, -0.0411504, -0.024451608, -0.0472288, 0.008614179, 0.11563864, 0.026788743) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.04553711, 0.07778015, -0.058635138, 0.060077738, -0.168339, -0.037088238, -0.03403537, 0.027929107, -0.12416154, -0.18549521, -0.018047435, 0.017525887, 0.13410054, -0.015204183, -0.04553936, -0.07551208) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07606639, -0.036872454, 0.01764641, 0.08853326, 0.01862117, 0.108252056, 0.015324277, -0.0043183104, -0.032374747, 0.12055598, 0.03515931, 0.037427537, -0.09215995, 0.065545894, -0.02240777, -0.08328936) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.060890693, -0.087199375, 0.094016075, -0.095759735, 0.07033259, -0.11294448, -0.0011424568, -0.16863006, 0.09971104, -0.028399535, -0.059583094, 0.024857251, 0.09153301, -0.057876833, -0.073316835, -0.027404126) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.05600564, 0.04947255, 0.075047754, 0.051623043, -0.0765812, -0.24560504, 0.16239622, 0.07069269, -0.08922536, -0.052034173, 0.040838905, -0.06619146, -0.02585233, -0.049992476, -0.05536244, 0.08680326) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.015363561, 0.050251372, 0.008811858, 0.10584626, 0.13243008, 0.14305958, 0.047309298, -0.061379623, 0.068279624, 0.03575837, 0.009580203, -0.09990796, 0.015620114, -0.018361269, 0.007936499, -0.022617964) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.10947004, -0.033525225, 0.011086085, 0.019964335, 0.02216596, 0.12322872, -0.07247044, 0.19340494, -0.05991777, -0.06357445, -0.0014785611, -0.0012751089, 0.028833939, -0.042707704, -0.071295284, -0.10729627) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.02193807, 0.034767658, 0.023371154, -0.026161553, -0.00085793633, 0.07909539, 0.0894838, 0.08679381, -0.06955741, -0.0887129, 0.036617953, 0.036971297, 0.10324221, 0.053066395, -0.02491876, 0.10822163) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.030263452, 0.0005361006, -0.080568045, -0.058568124, 0.05157814, -0.09032775, 0.007788106, -0.10795898, -0.0049413126, -0.056324344, -0.019912016, -0.018144833, 0.079457216, 0.09910783, 0.012470503, -0.071430884) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.049396433, -0.10223651, 0.037205927, 0.10544326, -0.023765408, -0.07264304, -0.12989543, 0.10723356, 0.10040238, 0.025848826, -0.011372795, 0.04918811, 0.06544232, 0.1132606, 0.1264817, 0.05795943) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.01334088, 0.0034315574, 0.007028578, -0.0014464344, -0.015642703, -0.16441911, -0.07369869, -0.026512904, 0.06275765, 0.01113901, 0.025633525, 0.0719524, 0.020007629, 0.059556507, -0.097847596, -0.024269553) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.037835706, 0.07718426, 0.012495012, -0.07350939, 0.033679035, -0.021725936, -0.052601185, 0.08526635, 0.066473, -0.039759774, -0.08002632, -0.07997743, 0.11824938, -0.074507385, -0.03681701, -0.09755007) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.055141326, 0.0074919956, 0.026570933, 0.07530658, -0.10418526, -0.2814364, 0.00022002973, 0.06607884, 0.0018605699, -0.011164871, -0.08434438, 0.018605543, 0.04273815, 0.1790712, 0.06424053, -0.027971296) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.010445089, -0.041883513, -0.07051296, 0.06295059, -0.048888203, -0.2921149, -0.015932187, -0.0627166, -0.09900603, -0.037403047, -0.063741304, 0.052013792, -0.022986082, 0.052960657, -0.08005012, 0.011343181) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.019453028, -0.014998984, -0.031842075, 0.027155476, 0.06459917, -0.17020185, 0.036979835, 0.1167967, -0.09425153, -0.020765433, -0.06249579, 0.06370447, -0.027015598, -0.0151165705, -0.023108847, 0.12545837) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.059413996, -0.078269266, 0.02936003, -0.064708166, 0.027820757, 0.059683822, -0.1387525, -0.106353156, 0.078919, 0.093358345, -0.0020976416, 0.028167564, -0.02248795, -0.049959823, 0.034695227, -0.10863736) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.07566479, 0.055308267, -0.08813703, -0.03289597, -0.09893957, 0.07163572, -0.086205706, -0.17112343, -0.040505257, 0.015727526, -0.10283423, -0.12432348, 0.110397175, -0.0077269105, 0.036370482, 0.027239084) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.044626057, 0.10841306, 0.08305002, 0.020105464, 0.014522675, 0.03021191, -0.10379491, -0.02786152, 0.020262627, 0.018890157, -0.09078023, 0.15829025, 0.009205817, 0.1581095, 0.17284802, -0.039782807) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0502276, 0.021795431, 0.002451595, 0.045030206, -0.020100854, 0.025641674, 0.030649694, 0.21810453, 0.008550539, -0.18789558, 0.04487359, -0.106224574, 0.027043631, 0.0367444, -0.049134918, -0.0025564297) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.036417242, -0.06951425, 0.008830553, -0.06735311, -0.07463138, 0.003413202, -0.13372855, -0.099537455, 0.09679968, 0.023558361, 0.055189315, -0.24139465, -0.043912638, -0.17511179, 0.07693848, 0.0970188) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.020517325, -0.0040909313, 0.05793624, -0.16408017, -0.00557655, -0.0051472764, -0.10158333, -0.039138425, 0.005312237, 0.07954688, 0.08198155, 0.10167433, 0.07270455, 0.18783389, -0.014246334, -0.08390186) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05983925, 0.026325604, 0.018141413, 0.1564759, 0.18160091, -0.051375177, -0.017691165, -0.029988118, -0.09824875, -0.13475586, -0.0074675246, -0.15796721, -0.062973745, -0.0976916, 0.07465285, -0.15239434) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.014030234, -0.10303328, -0.06380614, -0.015099564, -0.05724248, 0.2666387, -0.03398221, -0.1433912, -0.06970823, -0.2016702, -0.0515048, -0.09067586, -0.04794586, -0.114475265, 0.010336639, -0.006356276) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.029262418, 0.06569483, -0.045076955, -0.1089898, 0.08935271, -0.12472187, 0.05317387, -0.047480512, -0.078948185, -0.0012255943, 0.022777082, 0.014297449, -0.061717898, 0.027948165, 0.018843777, 0.031519562) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.048277713, 0.03990761, -0.0050848457, 0.08172836, 0.045054026, -0.03594903, 0.034082044, 0.057197753, 0.08153872, 0.0553497, 0.02736703, 0.013399202, 0.032955576, 0.0130273225, 0.05390365, -0.0340063) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.046077274, -0.19646434, 0.004863062, 0.07467918, -0.00956752, 0.10955548, -0.0017258303, 0.0070082904, 0.06417592, 0.09296826, -0.0112590585, -0.10896619, -0.015760524, -0.14936794, -0.009051693, -0.0006272792) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.020896472, 0.11320545, 0.001124608, -0.056407034, -0.050261434, 0.1690631, -0.09687377, 0.030149976, 0.08829461, 0.21508066, -0.012716894, -0.011991619, -0.11170859, 0.11224431, 0.06793867, -0.0032008039) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.057047207, 0.043738004, -0.015311935, -0.026227348, 0.011305239, 0.0069190534, -0.07904699, 0.12032293, -0.047430176, -0.026218101, 0.104247615, 0.042496756, 0.043209646, 0.12655537, 0.005471818, -0.023191845) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0055392976, -0.11158563, 0.14455085, 0.12809001, 0.023795452, -0.14742707, -0.012721887, 0.024853485, -0.025120981, -0.3866285, 0.1043825, -0.020051423, 0.019107943, 0.16134024, 0.036961883, -0.05381674) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.051150613, -0.19773835, 0.029640399, 0.43385142, -0.1150951, -0.23231862, -0.08687607, -0.118368715, -0.032466136, 0.054480467, 0.098070905, -0.2723822, 0.0008046459, -0.015044088, 0.07531475, -0.28840706) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.34304637, -0.33477625, 0.04300784, 0.01990439, 0.02852147, 0.059356894, -0.040918287, 0.02586044, 0.03242986, 0.0066069663, 0.04265384, 0.055829633, -0.012299194, 0.14929631, 0.0083323885, -0.021617578) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.22631077, -0.08278223, 0.14459121, -0.08762887, 0.030586127, 0.13664284, 0.052248508, 0.07783478, 0.05011825, -0.48137036, -0.09635861, 0.024184162, 0.07389443, 0.1565075, -0.035496753, 0.057884023) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.54414004, -0.18155654, 0.3048669, -0.27371472, -0.16746517, 0.052716263, -0.121110246, -0.11073803, -0.039138988, 0.056080442, -0.004188109, 0.0110723125, -0.059925742, 0.25680318, 0.056285977, 0.103013225) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.23950188, -0.3977739, 0.57169014, -0.14458138, -0.056247722, 0.10782982, -0.04864947, -0.08174219, -0.023266045, 0.005675665, 0.057111993, 0.026830496, -0.025445044, 0.06946184, 0.013491426, -0.09727738) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.32490414, -0.22977674, -0.105144024, 0.15895532, 0.024886861, -0.2132562, -0.070100695, 0.02739811, -0.020368155, -0.25673497, 0.055790942, -0.026785845, 0.05664801, 0.29083517, -0.027099108, -0.0383722) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.087586455, -0.09212045, 0.04954156, 0.013363578, -0.04871678, 0.034068085, 0.07765974, 0.059765078, 0.06407479, 0.028653027, -0.015470749, -0.06786355, 0.07014502, -0.028997868, 0.050877824, 0.05511069) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.019349335, 0.015258747, -0.049923, 0.05603056, -0.030476602, 0.059233647, -0.08050101, -0.0010983229, 0.030475996, 0.075902514, 0.00782849, -0.0668396, 0.0045790505, -0.009687267, 0.026884336, -0.042174757) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.00051313476, 0.03267351, -0.029418895, -0.03250419, -0.0248214, -0.095108084, -0.00025430255, -0.07404958, 0.080239594, 0.13910554, -0.006736224, 0.049584795, -0.0011373629, -0.049073998, -0.022927653, -0.07295206) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0039193854, 0.12593965, 0.012992398, -0.11977936, -0.054284535, -0.008254932, 0.043845713, 0.07534619, -0.027889743, 0.0057226424, 0.04240325, -0.06705133, 0.07617884, -0.0041327407, -0.03178493, 0.005971945) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.023388581, 0.036700383, -0.0048774397, 0.0867597, 0.058875315, -0.11094137, -0.014637974, 0.0918556, -0.016443165, -0.122703195, 0.0535901, -0.11854644, 0.028812679, 0.103230424, 0.09196645, 0.04649116) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.058415327, -0.0492348, 0.028566418, -0.042918902, 0.036632646, -0.012206388, -0.09212673, -0.032336198, 0.026986443, 0.0386428, 0.08204011, -0.00012513103, -0.06602606, 0.17851155, -0.0652653, 0.052647516) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.000597286, -0.055876274, 0.03537347, 0.04849983, 0.05590338, -0.02745153, -0.017409094, 0.023931487, -0.074991, 0.001437211, -0.021529526, 0.04771364, -0.001690222, 0.07828316, -0.025744053, -0.14176777) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.04835507, -0.15864792, -0.072972864, -0.07622847, 0.069862954, 0.04224408, 0.004434023, -0.044949643, -0.06809051, -0.016191661, 0.066770375, 0.0026798074, 0.080338545, 0.00010194231, 0.026666297, -0.02961198) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.024921302, 0.084872834, -0.07425524, 0.017264077, 0.14707325, -0.0975542, -0.034451336, -0.041742437, -0.22483371, 0.16553187, 0.13737528, 0.047064394, -0.0056819217, -0.16876066, -0.013260631, -0.00018139323) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.08245482, -0.15062691, -0.031405356, -0.044244416, 0.124649666, 0.039452035, 0.050509945, 0.008117046, -0.13125412, 0.11401934, -0.021634994, -0.08312318, -0.033093195, 0.057580177, -0.048852388, -0.023589993) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.041651454, 0.03180477, 0.046396308, 0.029842524, 0.008660811, 0.12482323, 0.0836882, 0.008276516, 0.008292012, 0.072104596, 0.031204656, 0.007151598, -0.09527128, 0.02321866, -0.078018785, 0.012518177) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.03271469, 0.09788881, -0.1076272, 0.0337693, 0.06877698, -0.14705335, 0.027128033, 0.021017918, -0.03542469, -0.015168685, -0.0774517, 0.03110525, 0.043630283, -0.014300013, 0.008984056, 0.055108342) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.04206248, -0.06677257, 0.009721873, -0.13384317, 0.0057018194, 0.12084662, 0.055175636, 0.004443207, -0.07902124, -0.085541934, -0.025257515, 0.01114654, 0.030447353, -0.14010184, 0.034927405, -0.086872034) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.043609615, 0.12699306, 0.10880322, 0.09177279, -0.030582314, -0.014937853, -0.0058863154, -0.00020161114, -0.116040245, -0.12360829, 0.03134614, -0.043157447, 0.028543152, 0.1083842, -0.0048643546, -0.0114639485) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.025722554, 0.09559571, -0.031839512, 0.008622582, -0.014690661, 0.079801604, 0.06835276, -0.02800534, 0.06504849, 0.039506786, -0.031397793, 0.08614376, 0.025308384, 0.113900565, 0.025341993, 0.018600369) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0051322496, -0.068629324, -0.0025876532, -0.06554289, 0.052944176, -0.0044878377, -0.013153771, -0.064186335, -0.005671102, 0.060347922, -0.1363615, -0.040712707, 0.018905962, -0.06732461, -0.019903129, -0.12518822) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.010830499, 0.011836183, 0.087253995, 0.054375276, -0.09590798, -0.06296603, 0.059564825, 0.016791051, 0.0059145424, 0.104429014, -0.02891308, -0.11841333, 0.014105828, -0.0059882216, 0.12213775, 0.038086493) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.002816375, -0.26531777, 0.056919463, 0.017331416, 0.01507084, -0.14502144, 0.114110604, 0.037730366, 0.021625787, 0.09293539, -0.12940904, 0.058913935, 0.03772994, 0.03914597, -0.09284706, 0.06466444) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.026590386, -0.08522513, -0.074660696, -0.0036900388, -0.06790109, -0.0735118, -0.009513342, 0.051435594, -0.03630675, 0.00080939505, -0.021313054, 0.061078973, -0.038468257, -0.047212824, -0.027851712, 0.0065175807) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05656805, 0.08203627, -0.058001794, 0.09393716, 0.030302916, -0.031128677, -0.15442665, -0.0736598, -0.026734265, -0.10428282, 0.031861372, 0.0119149955, 0.11251739, -0.017858919, 0.013742262, 0.052598506) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.09244924, 0.10033164, 0.09077303, -0.047417644, 0.019606205, -0.024444072, 0.015651243, 0.020481972, 6.157843e-06, -0.038752656, -0.031847596, -0.04209745, -0.110352986, 0.14359398, 0.118057445, 0.0040780427) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.062835574, 0.056254417, 0.06475736, -0.0969588, -0.0652468, -0.20191394, -0.13651143, -0.0761128, -0.05620092, 0.05715848, -0.005989714, -0.06643722, -0.02846998, -0.20334885, -0.03416355, 0.023229491) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.01971213, -0.10195105, 0.012422608, -0.008319593, -0.0048562353, -0.16926892, -0.015901532, 0.028719665, -0.06454108, 0.016990619, 0.057776228, 0.11297205, -0.014921143, -0.23819336, -0.09400553, -0.11355093) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.034569073, -0.069308914, 0.009807801, 0.054807883, 0.019075267, -0.0063178623, -0.101287834, 0.030941192, -0.096113674, -0.36371267, -0.1107633, -0.010352561, 0.03892786, -0.2926382, 0.12538378, 0.02102076) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.02034876, -0.0458069, 0.0005795509, -0.030917404, -0.063640475, 0.0002717584, -0.03700314, -0.05163001, -0.051994205, -0.02712251, -0.043111846, 0.0127102835, 0.0061135143, -0.07174879, -0.031637818, 0.061048105) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.08187789, 0.089889936, -0.08577894, 0.05576432, -0.032083, -0.18602961, -0.03344683, -0.09566295, -0.0005560678, 0.06934706, 0.035132986, -0.03845225, 0.095963016, -0.16203149, -0.039352767, -0.02568342) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.025420168, -0.015849527, -0.04370373, 0.014300688, 0.07055051, -0.07173607, -0.030016655, 0.06631208, 0.035520647, -0.06769677, -0.063831, 0.0163351, 0.06808609, 0.10922171, 0.2880431, -0.013449426) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.06945285, -0.0445309, -0.00010099563, -0.13370097, 0.018477818, 0.07351692, 0.04665236, 0.044313367, 0.10504947, -0.045164954, -0.04887666, 0.100453936, -0.00021914572, 0.010932825, -0.040392384, -0.030983973) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.017678723, 0.099341735, -0.15917104, 0.117130555, -0.045357857, -0.03863164, 0.02966814, -0.0085029425, -0.006919527, -0.0068871095, 0.043999743, -0.06522521, -0.07881302, 0.066340506, -0.073380984, 0.0920036) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.075727314, -0.16187425, -0.12722991, 0.11383079, 0.026065184, 0.051327985, 0.052497186, 0.008737786, -0.113209344, -0.1290982, -0.050255, -0.009904176, 0.10882039, 0.08016468, -0.10517997, 0.077066936) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.017081818, -0.005477723, -0.021428928, 0.033803225, 0.0031606671, 0.09513672, 0.04874967, -0.0033948787, -0.026035843, 0.018785642, -0.0064884, 0.070093185, -0.0019563385, 0.07318126, -0.03290593, 0.0037585297) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.04805944, -0.008027864, -0.16179848, -0.064286694, -0.06725689, 0.15208247, 0.013324412, -0.068980314, 0.10170304, -0.102749035, 0.006374425, -0.025578938, 0.07889637, 0.04789324, -0.012576449, -0.059824638) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.028867366, -0.15914789, -0.10484364, 0.03155037, -0.07186452, -0.11069487, 0.057437357, -0.06389273, -0.13453409, 0.19078203, 0.008993035, 0.051782776, 0.009674137, -0.038414992, -0.074951224, 0.05837314) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0044407295, -0.08260227, 0.021554744, 0.036690094, -0.08016129, 0.03933205, 0.053518888, -0.029578457, 0.07746776, 0.11039787, 0.0458523, 0.021110237, -0.04664053, -0.040015567, -0.03272275, -0.025357846) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.11893543, -0.02469871, 0.020011425, -0.032255877, -0.046219725, -0.011934205, -0.048680093, -0.049135126, -0.009581826, -0.07269019, -0.026464729, -0.034968637, 0.022838075, 0.04628182, -0.02930733, 0.046895586) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.051664896, -0.256316, -0.042295165, -0.013032644, 0.014426622, -0.18166812, 0.008655725, 0.07370474, -0.15512861, 0.07226539, -0.040640846, -0.008279804, -0.060272556, 0.08703779, -0.037998423, 0.007323034) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.010292046, 0.017811157, 0.0015870796, 0.0039759693); + result5 += M4(0.019898266, -0.03102323, 0.07265718, 0.049024213, -0.039219655, -0.007905203, 0.058321908, -0.062380556, -0.088430956, 0.008231799, -0.08622275, 0.053757045, 0.0304779, 0.0274935, 0.0009828041, 0.065651335) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.048961546, -0.10284589, -0.042098507, 0.06947375, -0.115686245, 0.024872493, -0.10764795, 0.02461632, 0.097908005, -0.0064840363, -0.07596243, -0.030596124, -0.01642703, -0.058535527, 0.015209974, 0.08596268) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10480637, 0.053117026, -0.1073671, 0.038229477, 0.01945628, 0.0023012436, 0.009755064, -0.12681668, -0.007056047, 0.080952086, 0.06616974, -0.0008809339, -0.034013424, 0.020581769, -0.1139986, -0.041461967) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.077559404, -0.030616604, 0.11146209, 0.028385766, -0.07597514, 0.012847523, -0.008744325, 0.06404043, -0.16936131, -0.026680537, 0.009117358, -0.0041741203, 0.057449076, -0.06580516, -0.005474894, 0.06429752) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.08747548, -0.0141959945, 0.047885794, -0.029450195, -0.025448551, -0.017606499, 0.010157665, 0.22638029, -0.01489979, 0.06329646, 0.03215423, 0.050167605, -0.06238946, 0.013820056, 0.09135299, -0.072570674) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.14702259, 0.04718864, 0.036916178, -0.10988399, -0.04078568, 0.010761461, -0.19532706, -0.035943087, 0.13237567, -0.0073409863, 0.07728901, -0.065670155, -0.01998341, -0.033257816, -0.037865683, -0.10209929) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.008866902, -0.062336802, -0.014137499, 0.038570046, -0.03972095, -0.027769076, 0.017015554, 0.017669616, 0.01996671, -7.577808e-05, 0.078459255, -0.013437907, 0.04575979, -0.026343293, -0.0959558, 0.015536176) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.082388304, 0.041299697, -0.014870574, -0.047188073, -0.11531502, -0.029519118, 0.13669339, -0.0078857085, -0.07088982, -0.05065388, -0.011715734, 0.021657499, 0.028356194, -0.09864892, -0.021652753, -0.012401035) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.017287599, -0.003641197, 0.044179477, -0.065630496, 0.072573565, 0.09064762, -0.03321381, 0.008596993, 0.07018502, 0.023963723, -0.052777644, 0.09159396, -0.0013718654, 0.02280182, -0.09079759, -0.011082365) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0042779935, -0.1213387, 0.13900805, 0.0653358, 0.044736207, -0.073437355, -0.083238244, 0.005519809, 0.075506166, -0.019063545, -0.014192979, -0.13275342, 0.019297898, 0.055898435, 0.07407258, 0.102626964) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.08075919, -0.056649897, -0.0065887165, -0.012304268, -0.042337485, -0.025335705, -0.08074793, -0.051833868, -0.020377891, 0.063150406, -0.057909813, -0.24413958, -0.005246811, -0.010505003, -0.019446488, 0.020563185) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0513973, -0.037913665, -0.027011856, 0.010880086, 0.026303468, 0.003622293, -0.07231485, -0.037178926, 0.0004798497, -0.07037806, 0.021741677, -0.17073485, 0.028371612, 0.033486, 0.024112921, 0.013460672) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.002505241, -0.1318156, 0.06075139, -0.017321615, -0.13431928, 0.04740631, 0.055394184, -0.06645817, 0.045988098, 0.014917374, -0.035739377, 0.061110016, -0.008503344, 0.023125151, 0.1095111, 0.048940334) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.11341975, 0.0420957, -0.03920861, -0.008753801, -0.03344046, -0.06076109, 0.026289845, 0.08942012, -0.075039834, -0.0010372045, 0.09943631, 0.065857105, -0.0025754315, -0.12825638, -0.12481507, 0.12516071) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.045262028, 0.03488839, -0.026222078, -0.048237834, 0.028981289, 0.1057249, 0.052424952, -0.05486685, 0.030450527, 0.1176183, 0.050020833, 0.11518075, -0.088798426, -0.058807086, 0.053199075, 0.06337715) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.058434404, -0.05216907, -0.090296656, 0.009646472, 0.0054599014, -0.01800373, 0.1819028, -0.052061837, 0.0771914, -0.04287359, 0.06991865, 0.07044203, -0.065976106, 0.043955166, 0.02281677, 0.05198581) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.023298545, -0.033074927, -0.05650547, 0.07228898, 0.00064778473, -0.062095925, -0.10694023, -0.058337167, -0.05142881, -0.05483003, -0.0940436, 0.11445554, -0.0012370702, 0.0700007, 0.0068462114, 0.0528641) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.012832624, -0.048799925, -0.07882709, -1.9790159e-05, 0.014034885, 0.07641611, 0.11621244, -0.011937855, 0.062663116, 0.0006656655, -0.1321811, -0.00011244179, 0.06936362, -0.11945097, -0.035863854, 0.072146535) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.042039525, 0.061217286, 0.0023070376, -0.06355448, 0.07593987, 0.042586822, -0.030279031, 0.07227913, -0.0005004753, 0.002201379, 0.081546515, -0.02234479, -0.08077246, 0.01744644, 0.06937229, -0.0023126216) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.060474634, 0.03563597, -0.048449554, 0.11766885, -0.06035128, 0.059181675, -0.103754975, 0.038546793, 0.07018518, 0.0480535, 0.028971244, -0.012167781, -0.029271174, -0.010183264, 0.08994146, -0.035359614) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.04502664, -0.11819687, 0.0017872906, -0.02746493, -0.019755699, 0.065451704, -0.041309807, -0.02750317, 0.1849534, 0.027144413, 0.08684711, 0.114544146, -0.052903686, -0.019412983, 0.009354269, 0.020405274) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.05717253, -0.038361043, 0.0138104735, 0.0023000885, 0.04633789, 0.025579933, -0.11485757, -0.009179847, -0.006942586, -0.06661638, 0.008716604, -0.030035334, 0.054594904, -0.07129582, 0.010413648, -0.10838735) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.04801093, -0.041181874, 0.08267906, -0.06002975, 0.10201126, 0.04084427, -0.028060852, 0.09054284, 0.047106, 0.0011673092, -0.051753543, 0.036465257, 0.08605359, 0.077430785, 0.07017208, 0.018571835) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.021536091, 0.03699245, -0.018637797, 0.08049834, -0.034678947, 0.15327473, -0.08128214, 0.079457074, 0.1293499, 0.027893748, 0.03402142, -0.06271972, 0.022226302, 0.030717926, 0.028144049, -0.13021562) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.083727114, -0.051307227, -0.032771662, -0.032526776, -0.030331977, -0.011982045, -0.03112242, 0.027140804, 0.123297356, 0.006223701, -0.039508402, 0.106729776, 0.011343601, 0.063883916, -0.0077201463, -0.036829796) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.027799038, 0.09573617, 0.084772594, -0.02806329, -0.023049394, 0.03158497, 0.054682083, -0.026241254, -0.011525106, 0.024196615, 0.014161, 0.03531537, 0.046109088, -0.059963033, 0.055303846, 0.080541424) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0034514545, -0.016191673, -0.022026343, -0.0016931124, 0.070976935, -0.004262911, -0.00096220867, -0.01289568, -0.11138385, -0.09721889, 0.022620434, -0.033679914, 0.044646394, 0.015293881, -0.019056309, -0.007531635) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.05022479, -0.0644463, 0.112185515, -0.016564539, 0.057196613, -0.0041910717, 0.00859705, 0.0045335293, -0.058300126, -0.03151445, 0.021250987, -0.0683099, 0.10680195, 0.13217027, -0.051593877, 0.09301706) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.09899685, 0.16492116, -0.017884683, 0.06089034, -0.07136719, -0.030590171, 0.032426786, 0.12257921, -0.0065773837, 0.06275063, 0.15830463, -0.035916563, 0.031498805, 0.08829284, 0.020857727, -0.117173046) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.09733915, 0.10495844, 0.08310153, 0.06597559, -0.10357524, 0.02096253, -0.04093932, 0.11083315, -0.055126164, 0.011316645, 0.059574008, -0.087016255, -0.07485649, 0.21497902, -0.08492185, 0.058321346) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.02137871, -0.076491944, 0.11702748, -0.04873554, 0.10934954, -0.033340964, -0.07426723, 0.007504287, -0.13460815, 0.04475907, 0.18636806, -0.056291424, 0.24983634, 0.09065705, -0.042634074, 0.031589188) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.47457373, -0.13196267, -0.019636571, 0.22722289, -0.04592603, 0.062394865, -0.038237814, 0.047248926, -0.027640892, -0.021636382, -0.094269976, 0.04466166, -0.067229055, 0.12356696, 0.014440733, 0.17287399) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.030627074, -0.11357722, -0.031575378, 0.023155302, -0.19660853, -0.09899298, -0.034384623, -0.041821368, 0.047804598, 0.026575217, -0.09318437, -0.008268077, -0.089149214, 0.21467431, -0.05849381, 0.05996214) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.30367056, 0.32124925, 0.36718544, -0.15644331, 0.08721045, -0.051870927, -0.1128741, -0.19010973, -0.1073772, -0.026730148, -3.96388e-05, -0.047910277, -0.017116211, 0.17794198, 0.036911633, 0.21090814) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.11278304, 0.1965289, 0.6046851, -0.34184146, -0.0064564953, 0.04572099, 0.015147546, -0.040653735, -0.08214308, -0.08428354, 0.00042597204, -0.012188032, 0.032635838, 0.16165397, 0.07757847, 0.09223495) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.16915497, 0.0153973, 0.12676285, 0.06972969, 0.014682666, -0.03466612, -0.0028453856, 0.029096572, -0.0043599266, 0.012213018, -0.076532155, 0.04508606, -0.12350809, 0.14752205, -0.024942026, 0.18994325) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.032883488, -0.052701104, -0.06523296, -0.09578863, -0.070546485, 0.0007160986, 0.023965025, 0.027140899, -0.04201505, 0.006525939, -0.09661379, -0.05856582, 0.038180403, -0.044355646, -0.046104413, -0.020868266) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0796293, -0.008570138, 0.04403255, 0.10455205, -0.12476015, 0.02706622, -0.04345614, -0.14163625, -0.00070032396, -0.01060892, 0.008377632, -0.04463019, 0.05249191, 0.00030885308, -0.10371343, -0.04111633) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.035385042, 0.0074648275, -0.0042256755, -0.032188427, 0.10550991, -0.008609807, -0.09484075, 0.00051719986, 0.08417588, -0.060725994, -0.18207002, -0.10115796, 0.081672706, 0.021356784, 0.005790011, 0.020541478) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.12571718, 0.026249358, -0.0005818357, 0.038163964, -0.1497834, -0.026215944, 0.15504782, -0.09632822, -0.11961636, 0.060720325, -0.029770376, -0.036256462, 0.1368126, -0.045905266, 0.074709594, 0.021943737) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.030187681, -0.055592414, -0.0008680993, 0.026324185, 0.1047444, 0.08543081, -0.0051651597, -0.011929584, -0.029364629, -0.009013848, 0.002724289, 0.02825831, -0.061591636, -0.0040002954, -0.05028465, 0.10412465) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.07392467, 0.08178864, -0.070465595, 0.0017576977, 0.017052865, 0.047865078, -0.08854556, -0.047512915, -0.005198814, -0.009488779, -0.014298924, -0.01903477, 0.0425555, 0.0949892, -0.0064983545, -0.0149973575) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.07844767, 0.05093207, 0.014128391, -0.028700806, -0.051558983, -0.031980146, -0.02388972, -0.0300492, -0.16985591, 0.11626446, 0.014311478, -0.061581533, 0.051919725, 0.021960206, -0.02508247, -0.052968744) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.047611352, 0.021378057, 0.12452001, 0.11122276, 0.124606036, -0.053068332, -0.07298715, 0.14800288, -0.13077472, 0.050573636, 0.13899545, 0.14172249, -0.00914518, -0.047857977, -0.015108806, 0.015885195) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.025437076, -0.06482224, -0.085284956, -0.056458317, -0.06278887, -0.027232738, -0.0086713005, -0.0031674847, -0.05697876, -0.029965132, 0.11181712, -0.10408781, 0.06897122, -0.067343526, 0.13986716, 0.041485526) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.05582442, 0.022608185, -0.14463839, 0.028609566, -0.1316193, 0.01402416, 0.04438618, -0.10716094, 0.07536865, -0.05689485, -0.010988654, 0.0802037, 0.103024326, -0.17312713, -0.044616953, -0.02591282) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.007841725, -0.029510487, -0.07404941, 0.079887256, 0.095747724, -0.051596474, -0.063693464, 0.018858278, 0.030332105, -0.0641837, 0.07483415, -0.006859072, 0.028423559, -0.21472485, 0.08214206, 0.09460861) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.19341941, -0.008559521, -0.02786418, 0.008049167, 0.034066003, -0.040081434, 0.003680143, -0.037779566, -0.23077072, -0.038599227, -0.040743884, 0.016700126, 0.018629976, -0.05290129, 0.13016932, 0.098385155) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.037717786, -0.046259657, -0.026423305, -0.0069667744, -0.074130096, 0.007958183, -0.025208341, 0.09849877, 0.11521551, 0.045813486, 0.022236196, 0.004416141, 0.017433736, -0.1068484, 0.033268478, 0.0043522054) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.17370465, -0.03488704, 0.057367038, -0.04789062, 0.096039064, 0.033296652, 0.014079373, 0.015356793, 0.16518968, 0.057152346, -0.054042917, 0.0070565254, 0.10757034, -0.021602929, -0.07919234, -0.022110537) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.04852621, -0.019377688, 0.0119137885, -0.0042394428, -0.06657281, 0.042298924, 0.05027284, 0.04697178, -0.15285842, -0.054350946, -0.10979889, -0.0029864863, -0.15729165, -0.12643307, -0.2642667, 0.038907614) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.010043995, 0.09287422, 0.038897205, 0.0710695, -0.04138276, 0.028926764, 0.0073119686, -0.048609313, -0.020024547, -0.0038690055, -0.054206144, -0.017099261, -0.011421355, -0.08654407, 0.05131156, 0.016581675) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.014845168, -0.040038552, 0.11575068, -0.08706872, 0.01814075, -0.0062346742, -0.004651195, 0.18341804, 0.049718257, 0.027503256, 0.006899092, -0.047349628, 0.0018782485, -0.0012107973, -0.00048724993, -0.15566508) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.039332088, -0.035715014, 0.03523943, -0.028101392, 0.04011208, -0.0801635, 0.0060611656, -0.034481786, -0.1380085, 0.09051378, -0.057559397, 0.0770283, -0.122531116, -0.14357041, -0.087311246, -0.15660973) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.05396752, -0.015057689, -0.038443115, 0.07965854, -0.023314228, -0.056096565, -0.0056100255, -0.02272898, -0.027265538, 0.038172036, 0.098645285, -0.07003121, 0.013717061, 0.032166757, 0.05594546, -0.061714157) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.053008437, 0.06427805, -0.03746859, -0.04090423, 0.0429269, -0.01746919, -0.007380819, 0.039974883, 0.06559021, -0.068925425, 0.10925703, -0.09568423, -0.07477659, 0.06146387, -0.030916087, 0.15617129) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.03857919, 0.010715387, 0.006954834, -0.00023796473, 0.033609215, -0.021531533, -0.08522054, -0.011814584, 0.018671313, -0.064097516, 0.01060304, -0.01285243, -0.086842194, -0.058414467, 0.17138194, -0.0032262662) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.097497374, -0.06957041, -0.024459133, 0.029793017, 0.05773547, 0.05517656, -0.05697278, 0.032118294, -0.0062131686, 0.025256071, 0.01674892, 0.018072452, -0.04720883, -0.092359215, -0.08249947, 0.08784974) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.021926617, 0.049375426, -0.063890345, -0.04655509, -0.0630303, 0.016058976, -0.032819696, 0.091796234, -0.15869053, 0.167308, 0.035466738, 0.008962673, -0.01384396, 0.086096995, -0.253834, -0.06845667) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.11755873, -0.028916698, -0.013987473, 0.019167537, 0.08750411, 0.04941727, -0.12692647, -0.05395736, 0.0034140083, 0.004808461, 0.10841692, -0.0098558385, -0.099827036, 0.076205924, -0.021544598, -0.035159983) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.102698945, -0.08195324, -0.09538588, -0.062762074, 0.021301981, 0.030618185, 0.053401537, -0.035845064, 0.057678647, -0.04588069, 0.019323697, -0.060831662, 0.088909574, -0.03719734, 0.009234662, -0.032310676) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.012444303, -0.10928829, -0.007710559, 0.07088603, 0.022959635, -0.001601276, -0.050142728, 0.04961799, -0.0792677, 0.053062897, -0.0389657, -0.014050945, -0.2302402, -0.00070387474, -0.1200321, -0.22535647) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10639305, -0.010127715, -0.034682564, -0.12139725, 0.026878467, -0.031295903, -0.13005422, -0.014716105, 0.056644812, -0.021237567, 0.03402466, 0.030415252, -0.19540247, -0.10646383, 0.08526519, 0.13609745) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.10841735, 0.00703575, 0.05229535, 0.003712159, -0.014488463, -0.048153657, 0.09024097, -0.020500712, -0.078996606, -0.049159348, 0.024551094, 0.017371215, -0.027138304, 0.0075862617, -0.043698415, -0.060584247) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.040153775, -0.034538966, -0.06831485, -0.08698853, -0.0010678475, 0.07407043, 0.11552406, -0.04862151, 0.04826814, 0.05090706, 0.15577137, -0.026989767, 0.020895014, -0.049075644, -0.16568467, -0.029126916) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.041043345, -0.0725161, -0.019178197, 0.03876852, 0.03712581, 0.055178043, -0.026280928, -0.2545717, 0.102481656, -0.11295318, -0.032639362, -0.026244422, -0.010449924, 0.016885139, -0.01883277, 0.029929966) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.15909685, 0.05688062, -0.04938656, -0.052956108, 0.050724044, -0.010793868, 0.03242358, -0.013564398, -0.08833861, 0.011785539, -0.03140303, 0.04352616, -0.1267456, -0.016473839, 0.0007947726, -0.023370145) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.018270547, -0.014315625, -0.04530398, -0.10853184, -0.057609275, 0.08228726, 0.01282188, -0.030917626, -0.08893558, -0.0047554187, 0.030033132, 0.10651613, 0.11290742, 0.050030164, -0.10250954, -0.13145623) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.009434476, -0.017702028, -0.12924476, -0.018579815, 0.049015347, -0.04967243, 0.028853342, -0.16670261, 0.06618221, -0.18739995, -0.06235724, -0.0323652, -0.07132881, 0.072841205, -0.036427245, 0.003952112) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.038359758, -0.03458916, -0.00883968, 0.054694217, 0.005327728, 0.014527585, 0.02445876, -0.051686373, 0.07238767, 0.028454082, -0.010694447, 0.026264979, -0.06398158, -0.001123328, -0.03547982, 0.003787934) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0026730602, -0.010797033, -0.014636274, -0.12515742, 0.035996962, -0.062317528, -0.061463512, -0.09849216, -0.065137595, 0.06860676, 0.08229327, -0.070360854, -0.0663919, 0.023231652, -0.0022527133, 0.009690312) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.07832781, -0.023008034, -0.05025634, -0.0072358884, -0.022369241, 0.015263983, -0.06372441, -0.15701488, 0.16068271, -0.061635286, -0.017301856, 0.03252815, -0.025266672, 0.003950214, -0.082581274, 0.026801404) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(-0.004757555, 0.0066921245, 0.0015465204, -0.000539636); + result6 += M4(0.11349899, 0.03682467, 0.011535115, 0.1134954, -0.06778684, -0.11583971, -0.04730881, -0.005766791, -0.057189506, 0.02036273, 0.06992569, 0.08935313, 0.094404444, -0.041955933, -0.007894757, 0.00083215197) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.10448087, -0.03055553, 0.050075825, -0.026454924, 0.07776824, -0.04372387, 0.009735731, 0.11756392, -0.030613687, 0.039888073, 0.05550842, -0.011767378, 0.038470417, 0.09790034, 0.1053843, -0.044205744) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.040458314, 0.038171683, -0.03260193, 0.055705454, -0.0094249835, -0.0311955, 0.0020066788, -0.010603218, -0.0590773, 0.08409822, 0.08585444, -0.021766132, 0.03565077, 0.11177095, -0.005916123, 0.029700363) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.07804942, -0.048418522, -0.11822066, -0.14643224, -0.052237958, 0.0049337726, -0.11353842, -0.24496666, 0.026374422, 0.055838462, -0.031768564, -0.023432704, 0.014158713, -0.0033560663, 0.0087569915, 0.093721904) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.10306694, -0.05687962, -0.073112905, 0.10862642, 0.121475525, 0.04025473, -0.055780344, 0.043165553, -0.04195123, 0.08860717, 0.0042974046, -0.013587914, 0.0041836943, 0.05036958, -0.06577297, -0.06400082) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.07342447, 0.022924803, -0.08262387, -0.02821925, -0.11561012, 0.05878551, -0.081531666, 0.059017397, -0.029640576, 0.039185617, 0.03206757, 0.0053963237, -0.022958111, -0.05658538, -0.08873518, 0.036778968) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.05429673, -0.007503706, -0.11964424, 0.03583713, -0.0022615332, -0.16127859, -0.037525125, -0.08634031, 0.08670388, -0.069134004, -0.05868231, -0.067023136, -0.06621436, 0.039539885, -0.02442324, -0.116597004) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.11058096, -0.037296385, 0.011716341, -0.17049587, 0.11286633, -0.061436735, -0.07316096, -0.043949377, 0.08578814, 0.025394598, -0.11578363, -0.12133509, 0.036231276, 0.00283885, 0.0071045132, -0.02475817) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.13321236, 0.10548257, -0.022046754, -0.12420882, -0.052974854, 0.10962823, -0.117062375, 0.10289217, 0.04886255, 0.052521188, -0.038161162, -0.028780565, -0.097921774, -0.061971717, -0.0053417953, 0.052453052) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.05065307, -0.113952495, -0.03008697, -0.031024761, -0.06223088, 0.047849946, -0.041622628, -0.047523104, -0.16697808, 0.059578948, 0.007976812, -0.02929543, -0.06833772, -0.097213976, 0.06381056, -0.050738882) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.039316688, -0.021094432, 0.06550708, -0.031300284, 0.005683813, 0.03649793, -0.016535792, 0.009946008, -0.21162187, 0.047833323, 0.07382211, 0.029751297, 0.043913007, 0.043567155, 0.0036953858, 0.029767344) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0063038785, 0.10711857, 0.0747232, 0.053938143, 0.028359989, 0.0056362334, 0.06201187, 0.013750262, -0.12456847, -0.016474402, 0.05970153, 0.06165272, 0.00040503746, -0.027742824, 0.027708692, 0.03154629) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.048496153, 0.056712948, -0.08912388, 0.14948198, 0.04904744, 0.064647146, 0.08713012, -0.17428106, 0.017615698, 0.03156796, 0.0076193716, -0.034744363, 0.026632795, -0.08388072, -0.04966008, 0.0420437) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.00027174, -0.018484779, 0.017151076, 0.009515324, -0.08260088, -0.0011761031, 0.054539025, -0.08429204, 0.17473443, -0.07000628, 0.015802365, 0.025413582, -0.033006478, 0.044893403, 0.05101894, 0.019576613) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.05556953, -0.0043248413, -0.10920537, 0.04212936, -0.07425214, 0.0049062395, 0.012085829, 0.11344209, -0.037492193, -0.03936168, -0.09392863, 0.08912198, 0.0037864845, 0.039498962, -0.012497312, 0.03129254) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.10349949, -0.019108104, 0.0271792, -0.043420084, -0.24280572, -0.018777141, 0.02111925, -0.020043941, 0.15011993, -0.033566855, -0.05220742, -0.21430387, 0.033793673, 0.023931855, -0.031598497, -0.17530876) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.008160566, 0.04790762, -0.10873158, -0.06855155, -0.11840364, 0.102650575, -0.21880019, -0.23445879, 0.08393631, -0.020286081, -0.051135343, -0.030273959, -0.037730783, 0.10600372, -0.03188769, -0.13385715) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.08042516, 0.0068187476, -0.08388898, -0.06233123, -0.029016411, 0.024358617, 0.12879671, -0.000651075, -0.019510139, 0.12592776, -0.15377519, 0.004293696, -0.036617503, -0.11463557, 0.07544606, -0.039037067) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.12670575, 0.0025218169, 0.07214214, 0.061585333, 0.077228926, -0.045126535, 0.07227507, 0.084963806, 0.058618683, 0.010716497, 0.13813764, -0.063208774, -0.063441575, 0.03546016, 0.019498022, -0.014480743) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.10878993, -0.001717275, 0.055847716, -0.016908139, -0.0039723986, 0.028472496, -0.11038391, 0.05307657, -0.043845467, -0.058447253, -0.10275314, 0.021605598, -0.041815136, 0.053483896, 0.046177905, 0.008242724) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.004308458, 0.0061851065, -0.030787209, -0.06687588, 0.11691508, 0.11137651, -0.06870892, 0.0679365, 0.08282016, 0.18061428, 0.0058225235, -0.0035563533, -0.022215093, -0.05853177, -0.06624062, 0.10195481) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.06207687, 0.06801286, 0.05132017, 0.13642049, -0.0449156, -0.0077699777, 0.08562286, 0.12734161, 0.11306914, -0.113344915, 0.13355012, 0.17697674, -0.12486384, -0.0598797, -0.01142903, -0.14067113) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.00089821336, -0.05310936, -0.034743913, 0.10185827, -0.15219459, 0.027291978, 0.06965937, 0.083906874, 0.026358424, -0.05011626, 0.041339397, 0.004187528, 0.025451437, -0.067929566, -0.06314939, 0.07040784) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0053124023, 0.021365123, -0.07844448, 0.021620518, 0.018069288, -0.0258702, 0.030977404, 0.12526077, -0.10196389, -0.086077295, 0.040602755, -0.16427751, 0.12992612, -0.016316755, -0.06691121, 0.14424118) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.13271052, 0.050992165, 0.013349729, -0.19272551, 0.0261862, -0.07412381, -0.16521539, -0.017831609, -0.033204485, -0.007401179, 0.008699602, -0.04113147, 0.013678685, -0.041841835, -0.033449862, -0.078453004) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.14311169, -0.18062009, 0.02696865, -0.023684287, 0.048120074, 0.0022888265, 0.0034597565, 0.054043934, 0.09733168, 0.06112986, 0.06425913, -0.0055744965, -0.003110356, -0.07575617, -0.029493136, 0.042553112) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.10877049, 0.015661005, 0.01836191, -0.024580982, 0.08938417, 0.016133158, -0.083037436, 0.041907147, 0.19387297, -0.05894791, 0.047843628, 0.1775111, 0.0015946283, 0.0020886348, -0.14576925, -0.0433137) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.094514154, -0.03210124, -0.07565005, -0.20597404, 0.023298204, -0.17757241, -0.1387228, 0.047445524, -0.06114681, 0.045789618, -0.10065938, -0.034673207, -0.24135587, -0.023437276, -0.10630994, -0.115963876) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.05300619, -0.0063644014, -0.109262876, -0.039670758, 0.04336747, -0.034151327, 0.01861349, -0.004413683, 0.054878518, 0.0057930704, 0.08501838, 0.042661592, 0.06946401, -0.12543148, 0.050226208, -0.047517277) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.041740403, 0.07430137, 0.08569165, -0.057543404, 0.08646031, 0.1393351, 0.053923957, 0.12306488, 0.02644189, 0.023807218, 0.13098423, -0.02051862, -0.05499877, -0.08754613, -0.035724323, 0.070999324) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.03482623, 0.01282608, 5.8674977e-06, -0.38494566, 0.013138842, -0.12779595, -0.0077767274, -0.16306975, 0.05228305, 0.0020776272, 0.111728214, 0.018564979, -0.069880314, -0.011943985, -0.0008817632, 0.0661268) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.17886259, 0.12594935, 0.44553977, 0.23785625, 0.08682439, -0.08111878, -0.07357941, 0.06275705, 0.10032153, 0.07850621, 0.0016675915, 0.0119662145, -0.0035606516, 0.0020743476, -0.027936766, -0.06926981) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.16417812, -0.0070310337, 0.14106219, -0.09991219, -0.037681475, 0.089959666, -0.02957134, -0.015084552, -0.148131, -0.07798319, 0.02414321, -0.012240228, -0.18377134, -0.020498876, -0.23074734, 0.032067563) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.32918534, -0.16878515, -0.0830635, 0.07592082, -0.041547474, -0.10544633, 0.08481323, 0.12836282, 0.016958868, -0.04063196, -0.022966098, -0.11859095, 0.028517874, -0.015105806, -0.12805948, 0.22081275) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.075458646, -0.10800405, -0.263067, 0.20835415, -0.061416715, -0.031533703, 0.013553136, -0.022732047, -0.050140247, 0.08912443, 0.05826256, -0.03147566, -0.27344075, 0.010031876, -0.22195, 0.18671158) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.21969724, 0.039667282, -0.3086246, -0.0058653164, -0.09200558, 0.04614033, 0.0904847, -0.08542906, -0.039527368, -0.010760348, -0.07588415, -0.11697903, -0.3011086, -0.027940327, -0.2591113, 0.07887538) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.11310526, -0.1191841, 0.008222723, 0.0030214223, 0.046757426, 0.019034086, 0.022289075, 0.012728503, 0.039831948, -0.048884124, 0.051098753, 0.053818706, -0.023442304, 0.076537855, 0.06961743, -0.007961205) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.04796011, 0.004699384, 0.04051665, 0.0012662468, -0.065301515, -0.017007938, 0.07413308, -0.02438513, 0.035958406, 0.010927845, 0.022229886, 0.009191045, -0.035966754, 0.03084916, 0.04305757, -0.021394214) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.06798636, -0.036332805, 0.043610465, -0.013572959, -0.04986304, 0.035915036, -0.067367814, 0.01923968, 0.02163741, -0.15295288, -0.04248053, -0.027923513, -0.0653446, -0.01685205, 0.0016655462, 0.04086946) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.082093135, 0.0116175795, -0.06229353, 0.057567067, 0.002070583, -0.019433213, -0.10820982, -0.06510465, 0.0023888461, -0.039131373, 0.08684572, -0.029247586, -0.046205662, -0.07600052, -0.048761863, 0.1119688) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.09854264, 0.034014903, 0.032533847, 0.086708464, -0.18420456, 0.06425726, -0.019944152, -0.113858595, 0.067102134, -0.023330009, 0.016175846, 0.02207056, 0.051203225, 0.106763445, 0.022313962, -0.07319695) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.08285395, 0.101158425, 0.095449746, 0.056932118, -0.010269262, 0.10500684, 0.09804487, 0.029416436, 0.018405171, -0.00756643, -0.14734982, -0.027628047, -0.0021709756, 0.04837203, 0.04046945, -0.07148995) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0068056993, -0.012655505, 0.041893397, -0.20637612, 0.10357054, -0.039183695, -0.03874575, 0.03250902, -0.005688544, -0.08735709, 0.0407617, -0.2630221, 0.04929919, 0.015207005, 0.031928465, -0.05988603) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.06360958, -0.0016529092, 0.036746763, -0.07929452, 0.04649289, 0.10552208, 0.019129697, 0.04247747, 0.0333161, -0.055369295, 0.015400768, -0.21071377, 0.075626925, -0.019724565, 0.05673808, 0.031451184) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.10448173, 0.0024858385, -0.055335138, -0.025521627, 0.07000973, 0.045164585, -0.08821254, -0.029078333, 0.03237743, 0.03412713, -0.08277621, -0.008206058, 0.13888146, 0.06433806, 0.09635601, 0.009300237) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.05628329, -0.049013995, -0.042843785, 0.10905238, -0.13861625, -0.0033450013, -0.08102925, -0.021642348, 0.06950021, -0.050236728, 0.011063194, -0.05445041, -0.026387254, 0.02149008, -0.012052465, -0.015521887) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.037469618, -0.10782092, 0.16267659, -0.017570743, -0.11076471, -0.017461535, 0.09157403, 0.06183931, 0.050781213, -0.047209375, 0.057156242, 0.017524479, 0.05568796, -0.09026668, 0.009749823, 0.01231608) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.012531465, -0.10234399, -0.06545549, -0.05673929, 0.01473559, -0.023543626, -0.024662662, -0.023166092, -0.011096109, -0.034617644, -0.04284926, 0.069722705, 0.10831282, 0.0448412, 0.0035130812, -0.063478604) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.012193419, -0.0046619456, 0.06142149, -0.009428366, -0.04379314, 0.018028691, -0.064939916, 0.045077585, -0.06380097, -0.030957522, -0.00064179423, -0.10726085, 0.04562282, 0.03318346, 0.032894075, 0.0057286317) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0774749, -0.05273974, 0.013361095, 0.003996927, 0.07394484, -0.03463487, 0.0135050155, 0.10033323, -0.077846445, -0.016434154, 0.036393348, -0.10085155, -0.04174958, -0.10173868, -0.055484813, 0.0767971) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.054177377, -0.035136092, 1.6553884e-05, -0.075745866, 0.07161627, 0.028670466, 0.08635801, -0.049687378, -0.06149632, -0.090239674, -0.04604012, 0.037281927, -0.013900084, -0.025308648, -0.04160905, 0.05236423) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.021772992, 0.079682894, 0.049365964, 0.080592774, 0.09486552, 0.0005647539, -0.09744135, -0.06550276, 0.06517251, 0.013947098, -0.049141996, 0.07036129, 0.05793302, 0.009150216, 0.008434343, -0.010301527) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.020805387, -0.02862174, -0.06900585, 0.08063093, 0.042023793, -0.017361684, -0.14224279, 0.002890036, -0.050307795, -0.07287953, -0.12160202, 0.029457036, -0.081102654, -0.040054563, 0.010552698, 0.008621605) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.06572347, -0.03944712, 0.07462236, -0.052968614, 0.1651128, -0.0050947857, -0.16246855, 0.011928858, 0.0022549967, -0.041426033, -0.009666929, 0.13474783, -0.16574116, 0.058332365, 0.01842872, -0.041698866) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.061695214, 0.0439581, 0.04819791, 0.04084196, -0.04817394, -0.06648881, 0.07974342, 0.07847899, -0.047357164, -0.014205644, -0.06797453, 0.014230147, 0.06291337, -0.068596296, -0.12509707, 0.08504361) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09887612, -0.030411558, -0.068186745, -0.06456985, -0.053841483, 0.09986901, -0.17974052, 0.0033505913, 0.010932002, -0.05817109, -0.01561137, 0.04292959, 0.004044488, 0.044107474, -0.036454186, -0.022074549) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.048093945, -0.04142131, -0.006397631, 0.029621024, -0.033857297, -0.00832237, 0.061985046, 0.0018212764, 0.036430612, -0.002574387, -0.042038023, 0.060955923, 0.09265335, 0.07207511, -0.03624408, 0.011721343) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.09587588, -0.048132017, 0.0030001635, 0.017401407, 0.014507915, -0.1613648, 0.08629626, 0.0671625, 0.06365815, 0.017713983, 0.13653816, -0.10809365, -0.10039833, 0.022505641, 0.037629344, 0.04369148) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.021129504, -0.027774522, -0.040217243, 0.044580977, 0.03418482, 0.06980686, 0.05906925, -0.12685576, 0.05005031, -0.009486927, 0.14387128, -0.09414186, -0.16633372, 0.06291003, 0.06385437, 0.01382828) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.040803794, -0.11550628, -0.009804584, -0.10101504, -0.07007197, 0.033600125, 0.019411325, -0.009911569, 0.0219513, -0.025183251, 0.061174493, -0.012735013, -0.18262456, -0.065662146, 0.058936115, -0.057779215) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.1097271, 0.1060282, -0.09872891, -0.0380541, 0.016392106, -0.053847674, -0.003181774, -0.09004309, -0.07646991, -0.04291185, 0.002126514, -0.02716048, -0.017903525, -0.015712854, 0.04478264, 0.11158974) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.032863095, 0.071703695, -0.108703256, 0.07342488, 0.108845875, 0.07361278, 0.17857915, -0.08053826, -0.044019863, 0.022172097, -0.01441005, -0.037975915, -0.0040993467, 0.028056452, -0.1959774, -0.396473) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.008128875, 0.015478254, 0.008289732, 0.028073817, -0.05445876, -0.04683642, -0.06538109, 0.03899905, -0.096197486, 0.025874358, -0.034843657, -0.0023212302, 0.33299488, -0.008234567, 0.035895467, 0.008845726) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.015127326, 0.050381284, -0.023957968, 0.013446369, 0.049920883, 0.035301927, 0.03798589, -0.0042353948, 0.0004398059, -0.05863492, 0.08663867, -0.12998216, -0.1223253, 0.0843225, 0.044872735, 0.13198064) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.12622693, -0.028360683, -0.015941314, 0.027059209, 0.1658973, 0.0026687132, 0.0013781668, 0.03768538, 0.00037406373, 0.082323045, 0.07725557, -0.013813238, -0.07053939, 0.018268615, -0.016613442, 0.08555984) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.030968921, 0.04988211, 0.047198135, -0.06080826, 0.03948702, -0.026050689, 0.01785742, 0.021210028, -0.02777861, -0.024286846, -0.18957746, 0.030048167, -0.05093788, 0.022113025, 0.080163375, 0.043587737) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.12931837, -0.06624186, 0.048230994, -0.14303525, 0.011868749, 0.05876437, 0.08283446, 0.096630804, 0.078242354, 0.017186532, 0.01107169, -0.09535571, -0.081958145, -0.01187443, -0.042515688, 0.041455794) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.09620027, -0.09389716, -0.02755073, -0.07172476, 0.060631033, 0.10633425, 0.020453556, 0.015004116, 0.068574816, 0.037624687, 0.083897874, -0.043020047, -0.055612575, -0.037665978, 0.03191591, 0.018990554) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.16054095, 0.079194486, 0.08251715, -0.030420316, 0.024793591, 0.0066223466, -0.07848799, 0.026549103, 0.10273049, -0.055960022, 0.09209815, -0.058158513, 0.030097134, -0.059460137, 0.042498615, -0.0655346) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.076910384, -0.028854616, 0.034690343, -0.3163691, -0.022167513, 0.048529234, 0.011295191, -0.24878581, -0.07049643, -0.043963216, 0.03107965, 0.045172, 0.09532809, 0.025588188, -0.08722443, 0.06796673) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.032659616, 0.011626888, 0.11363313, -0.10491743, -0.089956574, 0.023321712, -0.086859286, -0.28858283, -0.0436798, -0.0041113957, -0.041210726, 0.058477964, 0.08519075, 0.06381179, 0.10313036, 0.1064427) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.08195395, 0.029072773, 0.09645364, -0.1331128, 0.010006744, -0.035336263, -0.078235984, -0.100892104, -0.11188394, -0.09306771, -0.05584668, 0.0851246, -0.058804363, 0.050579723, -0.03372555, 0.03584036) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(0.010093253, 0.0030979498, -0.009945917, -0.0028646134); + result7 += M4(-0.052817143, 0.002212199, 0.028175354, 0.01752312, -0.024059987, -0.034982406, -0.0823692, -0.14901216, 0.020960469, -0.03748541, -0.09018264, 0.015323, 0.05144814, -0.13600393, -0.13445613, 0.069762036) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.06827586, 0.0703458, -0.06894819, 0.00088594516, 0.018793514, -0.053264253, 0.15727098, 0.10565909, 0.020995786, -0.073440425, -0.016690494, 0.1479086, -0.058948364, -0.0791279, -0.055432227, 0.046929073) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0282332, -0.038427632, 0.037297875, -0.034946367, -0.02903317, 0.07089535, -0.1317738, 0.31971014, 0.08237799, -0.002177024, 0.0028373394, 0.03672002, 0.02289465, 0.0010561787, 0.018560356, 0.10047951) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.09461853, -0.037170637, 0.04099613, 0.026774347, -0.035639457, -0.03770909, 0.011653578, -0.2728709, 0.11719966, 0.09836897, -0.05813555, -0.070931844, -0.08800717, 0.035530616, -0.045155324, -0.078391835) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.19398674, -0.012254907, -0.08600672, -0.11491757, 0.08367692, -0.059326764, 0.05075526, -0.23950206, 0.034008104, 0.07750407, -0.0053664437, -0.0378413, 0.1358654, 0.09803174, -0.040954523, -0.10823794) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.16082066, -0.124672525, -0.0351442, 0.014070176, 0.054719046, 0.043338597, 0.10507917, 0.15590054, 0.008730584, -0.05798604, 0.050166424, 0.06823853, 0.01843268, -0.011128594, 0.054955035, 0.048077513) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.071411334, -0.02709184, -0.017589344, 0.08073806, -0.0069443267, 0.02389994, 0.0073655583, -0.03998735, 0.067277394, 0.049400445, -0.04988836, 0.01824602, -0.022236217, -0.00056634116, -0.07687963, -0.02842552) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.024667177, 0.0042771534, -0.014276378, 0.045863137, 0.040866137, -0.08839627, -0.0041296543, 0.00051970244, 0.029851934, -0.058286875, -0.0013674849, -0.0805984, 0.03570393, 0.086647585, -0.057948098, 0.0062022763) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.015547867, 0.04384457, -0.015359485, 0.04380505, 0.07681569, 0.030143823, 0.13590969, 0.044662785, -0.026010433, -0.06590536, -0.0030342895, 0.0019454237, -0.038111445, 0.02542262, 0.04671972, -0.002052507) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.045374565, 0.047892347, -0.08426521, -0.04845604, -0.011286642, 0.0019627323, 0.028258817, 0.0148245655, 0.003643463, -0.007561848, -0.13815665, 0.05888418, 0.010417708, 0.046106715, 0.0010331987, 0.070423216) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.07544333, 0.027092673, -0.063055724, -0.010969607, 0.052434634, 0.0053786454, 0.09524213, 0.01183889, -0.09156778, 0.00337187, -0.075037174, -0.06613649, 0.017007899, 0.029491507, 0.020276293, 0.1002523) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.06794062, -0.06663001, -0.0013214787, -0.026867885, 0.07225855, 0.030664058, 0.086437754, -0.09958769, -0.006958276, 0.043646608, 0.025989138, -0.0073254933, -0.0372581, 0.046872683, -0.07750571, 0.037775975) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.059993867, 0.0208507, 0.022746803, 0.05375079, -0.028866738, 0.013796953, 0.06107955, -0.034542948, -0.17232534, -0.058118045, 0.082838595, -0.01369194, 0.14652948, 0.017388348, -0.026810039, 0.07939627) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.04958076, -0.034861684, 0.013720466, 0.050227273, -0.024653476, 0.028051538, 0.04030152, -0.117435165, 0.056463327, -0.086978674, 0.08665229, -0.09058818, -0.031566508, -0.03196963, 0.11628149, -0.039170064) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.07786924, 0.046314433, 0.016736176, 0.0025878206, -0.13275605, 0.010890811, 0.02608986, -0.077810585, 0.13155577, -0.070663676, 0.040935438, -0.027096994, 0.015678724, 0.0632002, -0.029694784, 0.040319134) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.080062516, -0.017041847, -0.1807908, 0.028788142, -0.03383607, 0.004711085, -0.04754284, -0.30198175, 0.012987751, 0.007168569, -0.09628087, 0.0041087135, 0.094406836, -0.13526797, -0.027160518, -0.07329403) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.1142603, 0.051183037, -0.005216107, -0.037383903, -0.06358105, 0.18394762, -0.069858104, 0.1765225, -0.024236305, -0.052698888, 0.08283749, -0.10126377, -0.06296555, -0.06794055, -0.065837964, -0.18322305) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.057684455, 0.039189402, 0.024506807, -0.07146248, -0.06307401, -0.096499056, -0.07782666, 0.07304465, -0.14147285, -0.0094955545, 0.07641891, -0.17299448, -0.060026, 0.015830213, 0.016441697, -0.08980843) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.08995622, 0.035335455, -0.062040627, 0.024272358, -0.057256218, -0.13136488, 0.09059813, 0.02450577, 0.05146425, 0.07659153, 0.04129474, -0.013656916, -0.03501584, 0.011278049, -0.121104985, -0.014527283) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.08175117, 0.002600368, 0.018559895, -0.030640086, 0.052098293, 0.015568206, 0.17529301, 0.13796051, -0.031648304, -0.11440125, -0.08731695, 0.022338102, 0.024790972, 0.06100665, 0.026448535, 0.035441745) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08833055, 0.028866421, 0.05383967, 0.037397347, -0.020838268, -0.104215994, 0.038883522, -0.05276631, -0.036368255, -0.12485399, -0.020505834, -0.152442, 0.013298882, -0.09412798, -0.040997755, 0.10254575) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.072345644, 0.0028624153, -0.023264164, 0.0032946577, -0.07990283, -0.004601327, 0.21140556, -0.049908727, 0.053420562, 0.0389528, -0.008937805, 0.032145094, 0.08891193, -0.1038764, -0.1290682, 0.03327991) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.044321563, -0.05759256, 0.15617782, 0.077190705, -0.21873704, -0.15992488, 0.17741539, 0.11081979, -0.07004686, -0.0046884236, -0.087132335, -0.035204023, -0.116804965, 0.0885009, -0.030251827, -0.08839536) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07535699, 0.06980732, -0.049515944, -0.033445325, -0.09237193, -0.031234704, -0.054125268, -0.060737535, 0.017052, 0.025330685, 0.19404979, -0.046796653, 0.025860898, 0.0026086213, 0.12825601, 0.066703536) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.035218675, 0.056579303, -0.04601394, -0.03773755, -0.06502738, 0.054420687, -0.04699332, -0.22961397, 0.014562894, -0.018646099, 0.011672857, 0.08276406, 0.009118081, -0.0008451879, -0.009345393, -0.03606451) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08277387, -0.15970086, 0.06275407, 0.003424809, -0.16147119, 0.11690582, 0.056949176, -0.23921, 0.052308455, 0.14488497, -0.10344301, 0.11020762, -0.017569592, 0.0144406995, 0.04930314, -0.026829936) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.04917524, 0.086095154, -0.027394922, 0.040365323, -0.08899659, -0.040968, 0.046315666, -0.33874503, -0.23498026, -0.10822274, -0.0025513615, 0.042556245, 0.015212904, -0.099088006, 0.045687508, -0.075261146) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06726809, -0.0061324444, -0.3444722, -0.039973885, -0.1582473, 0.05025102, 0.08495311, 0.025857005, 0.052926548, -0.12193293, 0.1380711, -0.14170942, -0.011231747, -0.005751425, 0.03124626, -0.080484755) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.015424694, 0.016479969, -0.09517515, -0.10323726, 0.039380245, 0.037390523, 0.004262769, -0.049400486, -0.13183437, -0.07021707, 0.00012383003, 0.09193902, -0.01197365, 0.06633876, 0.023855792, -0.12509575) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0061365734, -0.051785953, 0.15651871, 0.039185368, 0.023622895, -0.0559847, 0.052860074, -0.07439876, -0.044265773, 0.053211868, 0.08892756, 0.1404263, 0.08816908, 0.08679912, 0.07592974, -0.055393804) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.04603408, 0.18642771, -0.015224575, -0.40612525, 0.00039912146, -0.08327426, -0.018544627, 0.08702238, -0.07618399, 0.00045984448, -0.0024707546, -0.1688651, 0.12915307, 0.13075638, 0.05146175, -0.06817692) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.3018873, -0.059525907, 0.015119917, 0.46888322, -0.058859102, -0.045305185, -0.061065163, 0.07687981, -0.030210031, 0.056729868, 0.09037692, 0.11505714, 0.1176135, 0.035580378, -0.028978491, -0.07123962) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.17184415, 0.060126923, -0.03419522, -0.08774862, 0.1027244, -0.041237164, -0.15576603, -0.017237198, 0.021603772, 0.041135587, -0.041272953, -0.00532409, 0.11762288, 0.050772674, 0.11216044, -0.040241525) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.21900521, 0.1753161, -0.220829, 0.022376612, -0.0067504523, 0.07743558, 0.07179624, 0.10919218, -0.012175348, -0.028337767, -0.021360382, -0.139815, 0.113238186, 0.15368696, 0.025225963, 0.08891982) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.37238395, 0.32597846, 0.7211832, -0.16881873, 0.021591071, -0.0018966692, -0.110048905, 0.004778059, 0.043364957, 0.07239852, 0.057545107, 0.017220007, -0.03667948, 0.115216516, 0.092870414, -0.08104667) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.13875571, -0.13770458, -0.028352967, -0.1464727, -0.027298847, -0.01445571, 0.006155361, 0.016625125, -0.08740675, 0.0646462, -0.088235416, -0.02831539, 0.017340869, 0.14814426, 0.038821958, -0.06661259) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.0031220994, -0.0339335, 0.07614791, -0.055266626, -0.1180158, -0.035372414, 0.017735355, 0.013722326, -0.06587946, 0.050467912, -0.047740486, 0.017698769, -0.06282047, -0.050236564, -0.054655477, -0.0121994475) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.14619339, -0.076966405, -0.010861275, -0.031517904, 0.039184112, 0.07138213, -0.0702162, -0.02079, -0.06701071, -0.04727614, 0.015979549, 0.022992207, -0.05809022, 0.071408436, -0.013638785, 0.1351908) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.051964168, 0.09378624, 0.009820825, -0.0062255394, 0.022991994, 0.021567462, 0.04614127, -0.08799105, -0.0570647, -0.03943098, -0.20275263, 0.14406271, 0.027310422, 0.06477741, -0.014123091, 0.027554346) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.046303146, -0.028624179, -0.0019513558, -0.010861608, 0.07929469, -0.05229401, -0.09874981, -0.0068337885, -0.07316628, -0.049669296, 0.037577294, 0.04280212, -0.00013534028, 0.009134087, -0.06995011, 0.07442783) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.13656802, 0.08492786, -0.08779892, 0.023367425, 0.026074382, -0.047828443, 0.057581216, -0.046263594, -0.086343735, -0.05570989, -0.02979171, -0.0025530716, 0.046799492, 0.10757387, 0.032787602, 0.061262116) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.064034514, 0.017740712, 0.051968142, -0.0047266055, -0.0529538, 0.01375426, -0.021655386, -0.033190448, -0.03280069, -0.1705518, 0.0061334386, 0.089156695, 0.09321499, 0.051029947, -0.060467582, -0.0034452858) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.12664945, -0.075080074, 0.07323743, -0.00075575995, -0.030720523, 0.101101756, 0.09509263, -0.046846274, -0.048263088, 0.04333969, 0.0888796, -0.15111901, -0.0030033125, -0.05993035, -0.03718872, 0.024819108) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.09730331, -0.049084567, -0.112638086, 0.060049362, -0.017738773, 0.11905199, -0.03558887, 0.016899299, -0.08229485, -0.12859744, 0.009020687, 0.050146732, -0.02080286, 0.029949125, -0.029627774, 0.009691969) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.11997835, 0.03191391, 0.06534221, -0.045429386, -0.05032835, 0.08009786, 0.1826683, 0.027050843, -0.040142428, -0.21352889, -0.131883, -0.00025124155, -0.01040815, -0.05225331, 0.004208429, -0.03359977) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.023396213, 0.06891799, -0.098445386, -0.035124484, 0.03471554, 0.02272089, -0.18472956, 0.017888885, 0.06040376, -0.040489376, -0.0005443804, -0.16046587, 0.06093021, 0.07839775, 0.021473665, 0.055592645) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.041557085, -0.072037905, 0.1804498, 0.018611887, 0.002847408, 0.053269785, -0.20205802, -0.00089862355, -0.06433174, 0.042295527, -0.17964174, 0.020377232, -0.09655997, -0.08049554, 0.19659108, -0.02854923) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.026232813, 0.0325022, -0.02037916, -0.047701124, 0.06980882, 0.06691362, 0.028768243, 0.113236845, -0.039957304, -0.12430314, 0.028447095, 0.0040261173, 0.081020035, 0.010674468, -0.117409654, 0.013692501) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.065786384, 0.0005992301, 0.064661525, 0.1288952, -0.074281275, 0.060290888, -0.06730421, -0.011512728, -0.010016912, -0.06614566, 0.006222685, 0.012775675, -0.13318385, 0.02976427, 0.0009275602, -0.02657586) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.055243112, -0.10161648, 0.06896416, 0.009231527, 0.03402835, 0.037006166, -0.120754935, 0.06723492, -0.07661594, 0.057083845, 0.07694408, -0.029086439, -0.025010493, 0.04097605, 0.21848506, -0.0465654) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.05601832, -0.022294002, -0.069476075, -0.07090722, -0.16644618, -0.033828788, 0.005138565, 0.044612136, -0.05478788, -0.031215979, 0.03188637, 0.00984995, 0.037473064, -0.03152525, 0.2799505, 0.05473705) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.011880885, -0.18498395, -0.01388173, 0.0031235705, -0.041054986, 0.057089932, -0.00917233, -0.10033175, 0.05777529, 0.01899963, 0.0005910955, -0.027155481, -0.06403921, -0.06533432, -0.062140424, -0.031655308) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.06345406, -0.17486466, 0.021360697, -0.2622939, -0.071724676, 0.008789376, 0.035861846, -0.015483006, -0.06038933, 0.00018164098, 0.051145785, -0.023036532, 0.05892123, -0.011357707, -0.11050422, 0.08514108) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.054249708, -0.0021653613, 0.06626078, 0.014232258, 0.07234081, -0.055689257, 0.033304486, -0.14233044, 0.0020672218, -0.015958883, 0.033780273, 0.019420587, 0.0026314084, -0.06797286, -0.08075071, 0.076316744) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.106767334, 0.055033952, -0.12942946, 0.0644164, 0.08123859, -0.005265214, 0.07153413, 0.21271828, -0.063327186, 0.0046514533, -0.06277532, -0.34372458, -0.071054906, -0.053403847, 0.015840659, -0.07562892) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03923783, -0.047094095, -0.07043216, 0.045965537, 0.0049150814, -0.029306993, -0.09854758, 0.043443885, -0.13287699, -0.018384436, -0.007359946, -0.30717736, 0.095961116, -0.12309459, 0.04673524, -0.01774819) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.034959465, 0.059510365, -0.11494939, -0.003503468, 0.07101595, 0.09836746, -0.03300809, 0.06969265, -0.07663193, -0.08983477, -0.01930957, -0.0068298737, 0.07137577, -0.08357992, -0.20070665, -0.056401964) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.04936233, -0.03653014, -0.017894328, 0.11140129, 0.02891294, -0.019181771, 0.24414434, 0.19152279, -0.020054162, -0.042048648, 0.09356266, -0.07262944, -0.042722102, -0.08282751, -0.05615183, 0.03592758) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08730993, -0.073902436, 0.029642459, -0.0222136, -0.11398949, 0.074024804, 0.038144443, -0.029516261, 0.0010372894, 0.016119584, 0.053904753, -0.07544754, -0.0027566398, 0.068776906, 0.094996184, 0.032324824) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.027888713, 0.027564524, 0.02109768, -0.011936006, 0.01818104, 0.048043896, -0.037970714, 0.056252904, -0.0056945374, -0.037662074, 0.095109396, -0.004566899, -0.013025716, 0.050833914, 0.02962866, -0.14334038) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06135352, 0.0038510638, -0.04605617, -0.058818962, 0.08151938, -0.03980168, -0.095936544, -0.03936693, -0.039692435, -0.0395301, -0.034059517, -0.08426192, 0.047299232, -0.12162504, -0.02667258, -0.012606707) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.04608114, 0.035380967, 0.020888275, -0.03911857, 0.13951616, 0.03369697, 0.044491384, -0.017207447, -0.07701077, -0.021307955, 0.08442861, -0.24578623, 0.06171646, 0.04667645, 0.1821173, 0.06257717) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.02094516, -0.06937651, -0.020470114, -0.023903364, 0.08313354, 0.040232696, -0.11638914, 0.010351562, -0.11930117, -0.013907573, 0.008204282, -0.1444142, 0.0070734136, -0.034355175, -0.11675269, 0.054532167) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.03696335, 0.030188408, 0.044820342, -0.014465056, -0.07805499, -0.02122215, -0.08872484, 0.010395978, -0.015623597, -0.020731209, -0.012713514, 0.09328578, 0.013983574, -0.014601428, -0.06184512, -0.043835092) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.024949647, 0.021963747, -0.17282303, 0.066650376, 0.03973785, -0.0035689252, -0.13222031, 0.052264296, 0.056597553, 0.0025277394, 0.1024629, 0.02972996, 0.05745854, 0.026602328, -0.012088891, -0.04472458) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.008840532, 0.00937341, 0.0935768, -0.018508814, 0.031145768, -0.024462301, -0.108331606, 0.069659, -0.021821752, 0.023265984, -0.25949734, -0.032884013, 0.15698111, 0.022307903, 0.013167216, 0.07558735) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.04454401, -0.0555355, 0.016810743, 0.03685232, -0.04014836, -0.037628025, -0.04510644, -0.038304143, 0.005727342, 0.006939839, 0.08064889, 0.06592243, 0.072425835, -0.075042665, 0.018586641, -0.09252461) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.024218814, -0.008518983, 0.0060934126, 0.03086288, -0.055540152, -0.0003721631, 0.1467716, 0.07673141, 0.037549675, 0.069674626, 0.10925861, -0.022487411, 0.07579648, 0.03342671, 0.012877341, -0.25499743) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.031397786, -0.040787194, 0.08291078, 0.043072525, -0.11775743, -0.03071782, 0.10617856, 0.081188485, -0.06410682, 0.0486248, 0.07217999, 0.09787964, 0.0014497906, -0.012750786, -0.0058547626, 0.020066911) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.008479106, -0.078493804, -0.044856735, -0.02280209, -0.15707463, -0.11767986, -0.08458008, -0.10706185, -0.003569438, -0.08211497, 0.10066953, 0.013452658, 0.09199308, 0.06541638, 0.018911876, -0.04524077) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.052886218, 0.00013017308, -0.07390449, -0.13183668, -0.14034812, -0.0055607823, -0.0012001754, -0.266319, -0.08458421, 0.03773662, 0.12072527, -0.14198543, 0.024804272, 0.105756626, -0.016230503, -0.0021803358) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.13210618, -0.05634646, -0.0071148924, -0.07793783, -0.10219109, -0.078970596, -0.009146864, -0.2209968, 0.084586404, 0.08742043, -0.1394729, 0.044054504, 0.085197434, 0.040285654, -0.0039622323, 0.042296283) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Conv2D-4-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_3 +//!SAVE conv2d_4 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(-0.001297498, -0.0065087434, -0.009712298, 0.0029563736); + result0 += M4(0.0307542, 0.110071115, -0.040095046, -0.059011918, -0.0090467455, -0.0791047, 0.024168316, -0.035515428, -0.023193259, -0.07325606, 0.031104079, -0.032659292, 0.0005690495, 0.021187503, -0.024620738, 0.02402571) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.030317472, 0.009841716, 0.001405222, 0.10998552, -0.04070918, -0.030174514, -0.10165219, 0.027603397, 0.03920649, -0.014142091, -0.018238597, -0.04310875, 0.039986778, 0.05468892, 0.13610546, -0.09742952) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.018383956, 0.081812285, 0.0978937, -0.08858433, -0.042761404, -0.018811576, -0.11025978, 0.00821123, -0.037487622, -0.047184784, 0.078985445, -0.13612099, 0.11629009, 0.109684765, -0.15596342, -0.15914178) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0005451826, 0.10638089, -0.114058085, -0.044767763, 0.05867638, 0.07330843, 0.024307122, -0.06548046, -0.09819632, -0.05593764, 0.06872451, 0.011643019, -0.048135873, -0.039245054, 0.18267886, 0.022808876) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0061249533, -0.025543265, 0.087183535, 0.06305036, 0.08679025, 0.055491995, -0.051148675, 0.06606443, 0.045283027, -0.058413275, -0.14586654, -0.04275762, 0.026269728, 0.06888181, 0.02443734, -0.1153312) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.053239673, -0.039385278, 0.12978165, -0.057609085, -0.029325148, -0.0075038997, -0.01560957, -0.045984242, 0.03956, 0.10531751, 0.007981278, -0.017814726, 0.08625581, 0.13439517, -0.15654576, -0.22681886) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.062885135, 0.060144275, 0.022538256, 0.080524385, -0.09633449, 0.029877335, -0.058771614, 0.00077241875, 0.009234255, 0.057728197, 0.04450057, -0.0060449303, 0.03931956, 0.024256837, 0.16332047, 0.010146978) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.02263935, 0.01685396, 0.06881484, -0.08608047, -0.035623115, 0.0701705, -0.04254183, 0.094864406, -0.0028715294, 0.00421661, -0.07754217, 0.07112932, 0.11540607, 0.026115391, -0.10514461, 0.03153022) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.010606313, -0.06293143, 0.009866375, 0.010348902, 0.058000587, -0.011621273, -0.040615186, -0.021988424, 0.0027976448, -0.017929649, -0.039801568, 0.04725894, 0.11663037, 0.06689773, -0.07368649, -0.13354376) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.09756944, -0.12760656, -0.09669971, 0.02254296, 0.027734643, -0.006440755, -0.0086526675, 0.004913226, 0.054760635, -0.037872385, -0.0647683, -0.03295994, -0.08560667, 0.024064248, -0.0076756733, 0.17973886) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.11556187, -0.05046799, 0.03406781, -0.17882515, -0.012502973, -0.034855243, -0.039059963, 0.0073535647, -0.025793198, 0.050479945, -0.033634454, -0.052991625, -0.031874537, 0.031061765, -0.030797457, 0.013010272) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.15420745, -0.1119091, -0.028498705, 0.072394595, -0.011131699, -0.020890353, 0.031915553, -0.023362067, -0.020740172, -0.038504977, -0.03187763, -0.02519372, -0.043623883, -0.14736407, -0.060275123, -0.03588015) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.08187187, -0.09991047, -0.19398731, 0.01396751, -0.00029235732, 0.0153481085, -0.15794529, -0.03274963, -0.035598565, -0.011526904, -0.0395109, 0.044316217, 0.07450283, -0.012877751, -0.08947059, -0.052287932) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.06408677, -0.050958212, -0.15064482, 0.02524688, -0.09586835, 0.10694065, 0.060516164, -0.05857554, -0.107326046, 0.053013414, -0.08412699, -0.07637008, 0.08172109, 0.05021269, 0.114445105, -0.008352143) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.12518707, -0.105771616, 0.024336437, 0.130691, 0.005528732, -0.06271579, 0.030122153, -0.15884657, 0.08020923, -0.038627278, -0.050263498, -0.09366431, 0.031746317, -0.032087095, -0.016263798, -0.09096556) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.055702973, -0.029449092, -0.1435379, 0.049259502, 0.02895272, -0.031808507, 0.02508659, -0.22359204, -0.04380133, -0.0033889313, -0.045197885, 0.10225647, -0.009282755, -0.07061266, -0.09267174, -0.031175869) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.04561683, 0.028633386, -0.094766825, 0.031183949, 0.096117266, -0.002092539, 0.023125917, -0.1354043, -0.010632316, -0.14139698, 0.05043378, -0.021457214, 0.060801364, -0.03997295, 0.010746449, -0.10096417) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.053789776, -0.13882828, -0.04896368, 0.13932355, 0.10390755, 0.14019322, 0.009105085, -0.25317812, -1.535523e-05, 0.0068908846, 0.02472801, -0.003135073, 0.014385219, -0.03566427, 0.080236286, -0.06345098) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.077196844, 0.004092501, -0.046330996, -0.06201501, -0.030739622, -0.0789396, -0.00090717175, -0.10028272, 0.034967124, 0.07509549, 0.073571794, -0.04538965, 0.007212024, 0.023142103, -0.0257363, -0.019395739) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.098047264, 0.012449374, -0.08943702, -0.08114387, -0.052819632, 0.021099402, 0.015188124, -0.14554141, 0.035786945, -0.04229858, -0.049022265, 0.13082772, 0.040538386, -0.12868588, -0.20625453, -0.05965263) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.023317575, 0.104224786, 0.09206533, -0.023418326, 0.0042558634, -0.02666202, -0.031166553, 0.12801245, 0.05182929, -0.06887129, 0.05300279, -0.123951025, -0.049699016, 0.06908968, 0.29655758, -0.038046475) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.1964653, 3.4631346e-05, -0.09324147, -0.07098879, 0.00089661917, -0.11899747, -0.017626856, 0.039199922, 0.04253898, -0.0014969219, 0.03797999, 0.04869461, 0.010138269, 0.1138518, -0.35780638, 0.0236427) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.091229826, -0.10324766, 0.10011874, -0.031203935, 0.08294743, 0.124475785, 0.017462194, -0.104370385, 0.054000873, 0.045663238, -0.050728757, -0.06544032, -0.06252454, -0.009182348, -0.09399992, 0.095046304) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.036615778, 0.0058296607, 0.090496495, -0.14238304, -0.034296636, -0.020861303, 0.036375947, -0.14971264, -0.09989942, -0.019475972, 0.05718199, 0.029351253, 0.05768112, -0.117703214, 0.16779335, 0.030592788) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.045826964, 0.05831493, -0.114153065, 0.0620855, -0.047409765, -0.08814292, -0.06820969, 0.08479351, 0.012514235, 0.0022593061, 0.008650499, -0.032736726, -0.0893812, -0.023484234, -0.21249874, 0.01186003) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.05623989, -0.015771845, 0.052164074, 0.0026584459, -0.046969395, 0.039325863, 0.039562754, 0.066653684, 0.004509716, -0.04127077, 0.15639794, -0.09216284, -0.036561962, 0.086212836, -0.019100452, 0.09528127) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.011825223, -0.038636, 0.035087947, 0.02963992, -0.06643939, -0.055656023, -0.014666177, 0.04367673, -0.024191942, 0.018664971, -0.1048709, 0.09064458, 0.031754673, -0.08235673, 0.3301148, 0.04262688) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06501429, -0.031165564, -0.005327258, -0.06717788, 0.003616754, 0.10405685, -0.095887996, -0.047348894, 0.0409149, -0.12565504, 0.0427097, 0.048669744, 0.018292882, 0.04050423, 0.05457229, -0.07633226) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.02089264, -0.059583075, -0.0071142484, -0.008521035, -0.049831536, -0.0616244, 0.0814477, -0.0046176105, 0.0063499394, 0.0030608159, 0.01147707, 0.0007642247, 0.05646711, -0.045907, -0.07669806, 0.030491516) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.00071282836, -0.093612395, 0.027151577, -0.0121151265, -0.08838265, 0.031802285, -0.0786883, 0.12009554, -0.016435333, -0.04704302, 0.097600535, -0.13984397, 0.02851337, 0.108890116, -0.00081444427, 0.028605126) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.03280678, -0.015515791, 0.081762955, -0.043930836, 0.04634103, 0.15362364, 0.019036409, -0.08762447, -0.036144573, 0.00013811376, -0.10648993, 0.05397241, -0.062102128, 0.072900385, 0.0530934, 0.034270357) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.006247557, 0.078225024, -0.043557804, -0.07037807, -0.04431877, 0.019305224, 0.109520264, -0.004579523, -0.14944728, 0.01711581, 0.12166854, 0.006380165, -0.029962087, 0.046440613, -0.1660476, 0.09694119) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.045680307, -0.055874266, 0.043643504, 0.070179984, 0.019562298, -0.08366807, -0.066016875, -0.015373493, 0.025208062, 0.037054513, -0.09943359, -0.19693671, 0.042480238, -0.054974757, 0.021959044, -0.07544782) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.036999106, 0.026237903, -0.07756478, -0.025651202, 0.040296767, 0.021823041, -0.10726705, -0.001880506, 0.020753525, -0.022241127, 0.099860944, -0.01582521, 0.06560787, -0.00032392485, -0.020402864, 0.0019662138) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.043003313, -0.06846286, 0.0016433535, 0.08310244, 0.11344309, 0.16058642, -0.026007267, 0.08067074, -0.07387524, -0.037627757, 0.10078218, -0.30546921, 0.03623496, -0.08555637, -0.0731982, -0.14555268) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.09309881, -0.16514696, 0.048096593, 0.030614678, 0.025486484, -0.04482028, -0.055902865, 0.017464122, 0.13281885, -0.032596026, -0.23231979, -0.24311082, -0.049219217, 0.06379393, 0.06227947, 0.07824621) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.0029592272, -0.0330112, -0.004600684, -0.045740645, -0.10392563, -0.21787354, 0.05658194, 0.046001498, -0.07394025, 0.01582621, 0.05982421, -0.042299494, 0.009829001, 0.06504289, 0.08802753, -0.10162826) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.031229619, 0.017050657, 0.0042669787, 0.01449318, -0.12361226, -0.13428785, 0.008537231, 0.010576643, 0.005321235, -0.09053617, -0.011286252, 0.032964926, 0.063006096, 0.08278964, -0.07858851, -0.013400612) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.006416756, -0.017903578, -0.06097922, 0.04595689, -0.021175915, 0.010042849, -0.03621645, 0.058986496, 0.053579263, 0.058018215, -0.07598693, 0.04467991, -0.078982115, -0.047617685, -0.051238883, -0.060940657) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.008006531, 0.005419851, -0.01851887, -0.12200991, -0.06509548, -0.06956807, -0.22295326, 0.009908863, 0.16202894, 0.09325551, -0.09836891, -0.056791734, -0.080961846, 0.0061289063, 0.119229406, -0.06516644) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.026715597, -0.06488778, -0.076047994, -0.00027032994, -0.03899138, -0.08387015, 0.0004755267, 0.024045484, -0.042108167, -0.036748625, 0.012082791, 0.05340476, 0.016424278, -0.069954745, 0.029739354, -0.24664564) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.050991487, 0.011041646, 0.09607095, 0.08222427, -0.020713005, 0.03526859, -0.08924468, -0.030224532, 0.007608889, -0.12818351, -0.058399063, 0.004891563, 0.1319858, 0.12219863, -0.054178406, 0.00443812) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.029241577, 0.12286318, 0.018364731, 0.084777646, -0.07230131, -0.16515256, 0.051283628, -0.024057353, -0.003159949, -0.017476914, -0.13690387, 0.022863373, -0.04398845, -0.013619937, 0.09118551, -0.030597817) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.047796004, 0.053400468, 0.06587853, -0.09657542, -0.1168141, -0.08290447, 0.0066278954, -0.0039822008, -0.08968305, 0.004075313, -0.031153284, -0.085834384, -0.030500645, -0.001754176, 0.025058124, -0.17719801) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.012093572, -0.0028116016, 0.12560028, 0.01600372, -0.09476861, 0.0030154102, 0.03254636, -0.14718753, -0.039479017, -0.06743988, 0.061963316, -0.0011230095, 0.0064540724, 0.08046787, 0.038849723, -0.10481304) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.00931645, 0.055880506, -0.029021595, -0.2355026, -0.0037775412, -0.054555755, -0.05965363, -0.012274303, -0.0035042088, -0.016910566, 0.16002516, 0.060919665, -0.027682295, -0.04949971, 0.12735513, -0.043415584) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.018021692, 0.07864286, -0.017921787, -0.26490626, 0.026476748, 0.07127155, -0.042125244, 0.060463946, 0.17918523, 0.15827659, -0.041599564, 0.06345943, 0.0019365129, -0.010124011, -0.067821845, 0.061100647) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0053032497, 0.14350167, -0.013867777, -0.23029254, -0.09990379, -0.046520513, -0.024037374, 0.06713618, -0.052718636, -0.033764903, -0.018470788, 0.04428408, -0.04714799, 0.021927105, -0.08813312, -0.026622457) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.021239528, 0.014440995, 0.04270728, -0.19568206, -0.004939722, 0.019886607, 0.08293881, 0.023766965, -0.054048106, -0.03639703, 0.23772617, -0.042408448, -0.04110383, -0.10284417, 0.06320205, 0.08808155) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.040875874, 0.10902725, -0.016772829, -0.22694634, -0.051665004, -0.01408541, 0.032597907, -0.028247062, 0.15107481, -0.0007243052, -0.14807174, 0.20454818, 0.04342644, 0.047159765, -0.0685189, -0.19587798) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08543036, 0.10890476, -0.01631826, -0.2169062, 0.03694484, 0.094237626, -0.08748355, -0.06613997, -0.039067704, 0.17417417, 0.08749135, 0.020222077, -0.028901102, 0.044807855, -0.030436795, 0.13042559) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.00052453903, 0.030077165, 0.054609634, -0.09680568, 0.002509746, -0.016451577, -0.017412098, -0.09732518, 0.02325644, -0.15515515, 0.038588226, 0.012091095, -0.017176855, -0.07627223, 0.07901696, -0.058352504) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.020975858, 0.09265018, 0.031137316, -0.28925422, 0.011965871, 0.013576407, 0.016227296, 0.0709036, -0.06389025, -0.044018753, -0.05544598, -0.013356189, 0.04382926, 0.05201352, -0.075479604, 0.0010320517) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06068905, 0.081895284, -0.039442956, -0.20067702, -0.044060506, -0.06541156, -0.01929244, -0.06877913, -0.025418289, 0.009166058, 0.03897904, -0.049793076, -0.00059621176, 0.10523079, 0.032395337, -0.037087638) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.012649169, -0.016478803, 0.02811713, -0.1288813, 0.030994868, 0.066158265, -0.12128426, -0.05990015, -0.08596737, -0.059043776, 0.11374108, 0.078249454, -0.00853374, 0.06551078, 0.1043416, -0.040512238) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.052196752, 0.13836735, 0.032849066, -0.110948406, -0.055362485, -0.061873112, 0.019687528, -0.06281369, 0.0122711575, 0.05506548, -0.13559866, -0.036733773, 0.043169715, 0.08321538, -0.01972971, -0.13704552) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.02453781, -0.10235448, -0.04871784, -0.14650507, -0.036084916, 0.014000968, -0.027747724, 0.062071666, 0.0066410154, -0.030238656, 0.085084334, 0.017837113, 0.10545094, 0.071239635, 0.024302112, -0.0687442) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.05438801, -0.06291775, 0.0959787, -0.14545797, 0.025826182, 0.014061577, -0.08653995, 0.06959441, 0.13462521, -0.046186417, -0.027058318, -0.0040011723, -0.021815652, 0.055174697, 0.07899487, -0.015391194) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.014874482, 0.2834055, -0.031861242, -0.086979024, 0.010068959, -0.04039305, 0.070874505, -0.071026094, -0.022789251, -0.059423715, 0.13312775, -0.090216756, 0.034641657, -0.0765178, -0.1255788, -0.014283237) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.015436476, 0.0054826564, -0.03670224, -0.26363578, -0.0065187193, 0.0012426856, -0.06513984, 0.07602856, -0.048755202, -0.08096903, 0.004155334, 0.009528009, 0.12222361, 0.0083645005, -0.031097414, 0.05375383) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.06738378, 0.022118593, -0.049497444, -0.040710486, 0.14152277, 0.012439517, -0.03872261, 0.0036324025, -0.088352464, 0.06362654, 0.0057503446, 0.034636024, -0.016986528, -0.023452438, 0.07595582, 0.024162212) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.008057275, -0.009183485, 0.21042077, -0.07742524, -0.09224939, -0.11267391, 0.08989098, 0.12049052, -0.1186678, -0.047290556, 0.07291625, 0.0749828, 0.07284727, -0.14506471, 0.020206574, 0.0548584) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.042531006, -0.063214146, -0.11715253, -0.12647526, 0.05192705, -0.04712912, 0.05893539, -0.13802843, 0.0484423, -0.112423055, -0.10124069, 0.07110461, -0.006452327, 0.026906116, -0.07637753, 0.02274258) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.045590512, -0.053180832, 0.040544603, 0.07261352, 0.027663944, -0.05133755, -0.03554973, -0.080693096, -0.03350957, 0.05262152, -0.09918379, 0.042182315, -0.011063213, 0.007788051, -0.2607562, 0.08191719) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.06860746, -0.05494562, 0.05685143, -0.090176344, 0.030526621, 0.050996087, -0.15769346, -0.020723766, 0.031475082, -0.0085524265, 0.054390844, 0.060677394, -0.10295058, -0.012169543, 0.019751893, 0.07105646) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.011602318, -0.05711275, -0.06437084, -0.09135134, -0.08599616, 0.0037876826, 0.18347543, 0.01694199, -0.040707465, 0.05684759, -0.0587266, 0.039101496, -0.056792706, -0.10920313, 2.935624e-05, 0.08455136) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.062483698, -0.078039676, -0.0624309, 0.0825381, 0.059258297, 0.046247248, -0.1232144, -0.05782922, 0.07832184, -0.035790816, 0.013762023, 0.053666815, -0.00928483, 0.04190493, -0.10190783, -0.0052450737) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.0552271, -0.004141488, 0.0064614736, 0.07087936, -0.034206193, -0.01323255, -0.042950492, 0.01013751, -0.0006116106, -0.21293692, -0.15012604, 0.26192838, -0.089695476, -0.06988212, -0.05460127, -0.03294617) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.016797192, 0.01788471, -0.018910827, -0.11585205, -0.013969206, -0.0010817602, 0.048054293, 0.094405785, 0.0069383574, 0.03038115, 0.0798555, -0.30880728, -0.094242185, -0.145702, 0.09085706, 0.034629773) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.024397159, 0.0015022815, -0.047804654, 0.06643988, -0.04243779, 0.056689598, -0.052593403, 0.06582832, -0.09247831, -0.098168895, 0.07059941, -0.09151667, 0.09736248, 0.007911405, -0.1270915, 0.045242336) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.013235571, 0.020706205, 0.028391587, -0.11776801, -0.052475262, 0.047859296, -0.25097835, -0.08298256, -0.0021267128, 0.09005628, -0.18598458, -0.023555268, -0.14667366, -0.1607977, -0.030906295, 0.08551479) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.01866763, -0.028790705, -0.03306289, 0.052150063, -0.029481972, -0.04892118, -0.07195435, -0.022099348, -0.16663189, 0.03374329, 0.10295009, -0.06170818, -0.11896051, -0.040600613, 0.114862375, 0.015520137) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(-0.006379549, -0.008068941, -0.006406628, -0.0015497542); + result1 += M4(-0.031557634, -0.09833661, -0.012600758, 0.062796265, 0.048256084, 0.0071421205, -0.0062383804, -0.03477908, 0.014040985, 0.034432925, 0.11154019, -0.08572129, 0.111747235, 0.038687356, -0.043459814, 0.012978157) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0749469, -0.1464586, -0.13580792, -0.030490637, 0.02536902, 0.063326105, -0.015711743, 0.057850186, 0.018953172, 0.027411148, -0.107490405, -0.034978304, 0.090348616, -0.039208833, 0.067540415, -0.073663816) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.052428, -0.025310375, -0.012101226, 0.02872605, 0.03845422, -0.13816716, 0.07972185, -0.087639056, -0.034431107, 0.015608462, -0.001860736, -0.08053116, 0.04661563, 0.054424103, 0.0017307067, -0.013718681) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.055763863, -0.047137097, -0.041851573, 0.07192936, 0.027522488, 0.05603891, 0.044625197, 0.104749486, 0.019905852, 0.042022575, -0.051554766, 0.05292041, -0.043068454, 0.017715639, -0.06493816, 0.038954046) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.016847378, -0.031903423, -0.045065466, -0.103377916, -0.009210504, -0.034480657, -0.014561754, -0.03902196, -0.019400213, 0.011279455, 0.14939165, 0.019456228, 0.021778706, 0.031016603, -0.12966788, 0.006136294) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.012586105, -0.04650489, -0.09717416, -0.064375736, 0.028706407, -0.03538536, -0.0014567799, -0.0947692, -0.111324854, 0.04230429, 0.038363326, 0.09026202, 0.0808334, -0.049467277, -0.016986497, 0.035324596) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.041722007, -0.05653621, -0.018161407, 0.0093411375, -0.028402137, -0.025824646, -0.061412856, -0.04429888, 0.037695054, 0.03982964, -0.06465468, -0.004455608, 0.078447975, 0.043222263, -0.03933266, -0.032986682) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.027190413, -0.066920035, -0.06023376, 0.016298406, -0.118690744, 0.0051810415, -0.0040356913, 0.0147043485, 0.023735289, -0.088419594, -0.2024236, -0.079781175, -0.004736081, -0.034069758, 0.08687962, 0.019174892) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.054737765, -0.021340962, 0.01104752, 0.0333757, -0.053149, -0.03882079, -0.096302904, 0.013653397, 0.089342155, 0.0093604885, 0.057342783, -0.103037946, -0.0030194612, 0.01629727, -0.018219076, -0.20671043) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.1270316, -0.021611517, -0.092947654, 0.029557023, -0.034573324, -0.06703402, -0.14412916, 0.029102309, 0.05557864, -0.05357307, -0.09082321, 0.019904437, -0.08588484, -0.08338233, -0.040256515, -0.012690078) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.011558843, 0.107756816, 0.075884484, -0.057844736, -0.040056314, 0.07745908, 0.0015567744, 0.0670652, -0.082373984, -0.07205164, 0.042835336, 0.009112733, 0.010506597, -0.009922741, -0.13930598, 0.0332309) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.14390019, 0.02255831, -0.0007907062, -0.06768102, -0.14758824, 0.011935593, 0.048765987, 0.012218844, 0.042762093, 0.07372455, 0.040072832, -0.06231301, 0.07784797, 0.03052204, -0.03896795, 0.05628744) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.106554605, -0.034986675, -0.013941409, -0.021957757, -0.109548934, -0.053906474, 0.003178843, -0.03242499, -0.03753928, -0.09477807, 0.20001714, 0.12106788, -0.017310549, 0.061520476, 0.10212664, 0.085120246) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.06820208, 0.06267926, -0.18606792, -0.15910155, -0.0044741435, 0.0010818539, -0.06256029, 0.08838236, 0.06802175, 0.0008685989, 0.12538886, -0.07624376, 0.07764809, -0.023178866, 0.05820777, 0.046605077) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.11031076, -0.043721896, -0.09019402, -0.096983165, 0.010841077, -0.0565334, -0.036537968, 0.038519647, -0.04230495, -0.0026516193, -0.011886841, 0.040969823, -0.04114108, -0.056148015, 0.04165617, 0.01682448) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.072676696, -0.04935679, -0.008774759, -0.034445893, 0.016995613, -0.06504868, 0.036067665, -0.06956205, -0.06397044, 0.011371528, -0.05833817, 0.017485252, 0.011973828, -0.11467404, -0.067089565, -0.032667823) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.044613097, -0.07150738, 0.09481051, -0.034945123, -0.005838635, -0.009794261, 0.025432182, 0.012879437, 0.031842623, -0.023082467, 0.06791512, -0.04485353, 0.0061815367, 0.02073496, 0.0235874, -0.089794904) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.062255457, -0.05034199, 0.12960191, 0.014749233, -0.084441185, -0.043702856, 0.010875469, 0.01378591, -0.09913864, -0.013836205, 0.044231307, -0.07501944, 0.035245683, -0.12061859, 0.08606187, -0.020762263) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.039011452, -0.021201672, 0.08973478, -0.12652613, 0.04091401, -0.042701654, -0.05553945, -0.023494247, 0.023621388, 0.030265056, 0.004952567, -0.07795097, -0.031923488, 0.032330234, -0.095344685, -0.00820541) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.027047275, -0.03497473, -0.04303649, 0.007833228, -0.0017952244, -0.011845454, -0.02594256, 0.044121236, 0.054716222, -0.08063141, -0.011296308, -0.057420578, -0.011466104, -0.025981821, -0.028433414, 0.06771239) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.081554964, 0.0060052723, -0.07570701, -0.16558117, -0.016621096, 0.03762745, -0.025554847, -0.07534501, 0.07163663, -0.03910671, -0.11210569, -0.024504058, -0.09524719, -0.024367318, -0.09679198, 0.10582615) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.041602045, -0.04592826, -0.058546264, -0.06703029, -0.039960887, -0.012083674, 0.031457923, -0.15202989, -0.003566816, 0.04517968, 0.033583768, -0.0079607265, -0.07493188, -0.07676251, -0.11132592, -0.08907929) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0489248, -0.032027543, 0.048861843, -0.16087845, 0.0183817, -0.023579668, 0.097747706, -0.06979567, -0.0482675, -0.037625317, -0.07446015, -0.04399538, 0.031422477, 0.13986263, 0.05564236, 0.018157335) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.075395726, -0.10987765, 0.028960433, -0.09613142, -0.015673451, -0.02715371, 0.009297457, 0.03968693, -0.019503893, -0.046434402, -0.008862317, -0.1264693, -0.021771563, -0.03364429, -0.06408313, 0.035143375) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.0067302026, 0.029115217, 0.10212905, -0.046082444, 0.019866742, -0.08075798, 0.007520845, 0.13507208, -0.056084305, -0.016229725, 0.036655758, 0.07552115, -0.014207492, -0.032520503, 0.08934484, 0.01803111) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.010150478, 0.036370803, 0.035316333, 0.006266827, -0.03643874, -0.025266206, 0.025615927, 0.013662436, -0.035489373, -0.085752144, -0.00018927001, 0.049070083, -0.15031797, -0.0019938648, -0.052474562, 0.13337575) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.017123569, -0.050188128, -0.04494167, -0.075566456, -0.003976764, -0.065112054, 0.0935131, 0.07206743, 0.06249476, -0.06999651, 0.08811845, -0.04911541, -0.0897098, 0.019112157, -0.18798569, -0.018330144) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.014443157, -0.003867554, -0.056355413, -0.04501927, -0.051694386, -0.009236123, 0.1934243, 0.0152042275, -0.15414947, -0.026325725, 0.0639396, -0.065190166, 0.0063039567, 0.04605716, 0.04693497, -0.057013843) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.049466543, 0.046881102, -0.089264385, -0.09105392, -0.0026708045, 0.028674418, -0.0688195, 0.04500861, -0.056107096, 0.020292899, -0.022170024, 0.019272014, 0.040343903, -0.01864657, 0.039130572, 0.12246929) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.11978123, -0.014080547, -0.03095094, -0.05827396, 0.020160414, 0.08341323, 0.03122259, 0.06813834, 0.07521792, 0.037215207, 0.17815745, 0.018291129, -0.054779578, 0.020670453, 0.047426403, -0.054653898) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0098295575, -0.09078141, -0.01947299, 0.097710036, -0.014986923, 0.013906354, -0.15915929, 0.077868424, -0.014539689, -0.007099252, -0.13051815, -0.004207807, -0.025044637, -0.064730644, -0.07236125, -0.023479084) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.05483069, -0.0642339, -0.11310222, -0.035991013, 0.07335746, 0.028148228, -0.08902329, -0.016377512, 0.09289109, 0.041102886, -0.14050706, 0.07754713, -0.033194207, 0.026210776, -0.15714128, -0.023462247) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.12646034, -0.09611034, 0.06925332, 0.03613202, 0.0088838525, -0.0013688274, -0.057155307, 0.058939993, 0.049988396, 0.04502221, -0.03312694, 0.10025968, -0.038739346, 0.041013986, 0.022444034, 0.05929534) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.009394362, -0.012867917, 0.10170856, -0.050007902, -0.042305037, 0.0010661094, 0.073919214, -0.10299727, 0.034269635, 0.013315939, 0.01827331, -0.11886929, -0.03280931, -0.055600323, 0.06487842, -0.033505674) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.014987281, -0.01479912, 0.061754286, -0.057256557, 0.015801616, -0.05664583, 0.043822795, 0.0003575993, 0.015437192, 0.06385222, -0.10102374, -0.02188333, 0.060227167, 0.056198474, 0.0011104168, 0.023920864) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.04105658, 0.0016000401, 0.07631601, -5.0323033e-05, 0.051494293, -0.017381554, 0.14712106, 0.04231181, -0.11968268, -0.024419863, -0.12928204, -0.19623996, -0.011724766, 0.10955326, 0.0672974, -0.01196519) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.009500626, -0.04593044, 0.15175454, 0.020074619, -0.14804457, 0.09085396, -0.03886497, -0.062061604, 0.06479826, 0.033519138, 0.066756226, 0.15580761, 0.019001205, -0.01766892, -0.10331112, -0.048340514) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0844588, -0.17924862, 0.08131529, -0.057142507, -0.09489402, 0.13710365, 0.14796935, 0.08574858, 0.013559088, 0.061372247, 0.016817117, -0.059698835, -0.025622744, 0.09422751, -0.030873083, -0.13956547) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.004176894, -0.045978073, -0.021016007, -0.029214354, -0.08006942, -0.024203746, 0.0754765, 0.05516781, 0.026428793, -0.017889999, 0.121390805, 0.102080196, -0.0564172, -0.029988818, 0.08641925, -0.06576334) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.037855122, 0.076551534, 0.073687285, 0.053381443, -0.15082312, 0.015844898, 0.027618458, 0.024533326, -0.02033491, 0.050976362, -0.046312857, -0.1050088, 0.07674517, -0.07822095, 0.048117667, -0.12752186) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.033724017, -0.19545004, 0.0062876013, -0.02873434, -0.05307122, 0.03550702, -0.21098393, 0.045404747, -0.002765991, 0.04490203, -0.15316449, 0.0042809513, -0.03308299, 0.01909727, 0.04443164, -0.0221982) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0042151795, -0.16366081, 0.02720247, 0.041591402, -0.04979202, 0.06568537, -0.08404586, -0.07298453, -0.011102839, -0.028511155, -0.007857246, -0.01601577, -0.18030691, 0.036533706, -0.11274184, -0.14314854) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.039053682, 0.093523666, 0.02666122, -0.10628801, -0.08118801, 0.008226446, 0.07636806, -0.10582424, -0.011157787, 0.07067199, 0.015913136, 0.044000614, -0.035512898, 0.06841706, -0.011828261, -0.04549051) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.09267773, -0.03447796, -0.00033222444, -0.04680444, -0.04599075, 0.022900414, 0.10739522, -0.006933593, -0.0407681, 0.051071838, 0.10855842, 0.088202104, 0.05512666, 0.026374947, 0.13797046, -0.008934741) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.024418455, 0.032623876, 0.016051661, 0.0012874677, -0.0832906, 0.026129542, -0.024901014, -0.0005604438, -0.0104362, 0.021871138, 0.032550603, 0.11117649, -0.02353592, 0.022361765, 0.09432064, 0.008075875) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.10782272, 0.010707939, -0.035464585, -0.13409427, 0.015791193, 0.021345653, 0.105609216, 0.11404161, 0.039640475, -0.06334943, -0.02653452, -0.07496489, 0.054856766, -0.04968686, 0.10544469, -0.030918695) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.062389884, -0.05547848, 0.0010734282, -0.0429281, 0.07614693, 0.01534373, -0.05008403, -0.007615763, -0.011251943, 0.008121658, -0.013581108, -0.016601838, 0.09310436, -0.012089313, -0.096622095, 0.015976) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.03898166, 0.043864068, -0.016967306, -0.03452438, -0.00075442164, 0.08786674, 0.05508875, -0.02882528, 0.012361892, 0.029220203, -0.056392934, -0.16082695, -0.0039260807, -0.06794844, 0.0029214052, -0.090994276) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.04607115, 0.010185816, 0.036989134, -0.04311765, 0.03577598, -0.01360423, -0.07308209, 0.024986299, 0.102144115, -0.054218113, 0.067918055, -0.04779955, -0.008445968, 0.0051174588, 0.05930026, 0.002343835) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.13733412, -0.014426313, -0.03514928, -0.052066527, 0.02400515, -0.05688351, 0.10741943, -0.014617627, -0.019645352, 0.01664399, 0.059176996, -0.01098756, 0.018908162, 0.026661571, -0.26604939, 0.036170106) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.12316135, 0.062278144, 0.06716553, -0.1370833, 0.028455734, 0.032528765, 0.09571788, -0.07751702, 0.08597513, 0.02184005, -0.0055810153, 0.021880092, 0.057679277, 0.071229085, -0.16049728, 0.10844087) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0040560393, 0.0013187994, -0.10736172, -0.08318756, -0.046868272, -0.011398476, -0.0077576307, 0.07510381, -0.007149423, 0.0037010862, 0.033663042, 0.0091506895, 0.030220961, 0.0041366634, -0.0939435, -0.08187666) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.08728521, 0.0103874905, -0.24696323, -0.11262677, -0.020995151, 0.01415977, 0.0055129183, 0.01609927, 0.038575538, 0.11412283, -0.09385882, 0.026222993, 0.0067803743, 0.08869492, -0.061580356, 0.064350136) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.006635151, 0.013697534, -0.036708083, -0.09071457, 0.02252869, 0.036674485, -0.021161666, -0.021817124, -0.0068915305, 0.090446904, 0.028016478, -0.03908822, -0.06741112, 0.07661349, -0.13695787, 0.018650535) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.019289339, 0.037071098, -0.1218084, -0.07588943, -0.079689905, 0.042683553, 0.059263237, -0.078778364, 0.079837434, 0.035180893, 0.013684723, 0.024062498, 0.105321005, 0.093330875, -0.070933536, 0.011564074) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.025750613, 0.0069270637, -0.13420728, 0.008692811, 0.01377209, -0.013325155, -0.07579644, 0.0040682517, 0.042294264, -0.033541728, 0.00042764246, -0.07840713, -0.104129896, 0.07424997, -0.07653547, 0.033231627) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.00030930762, 0.050755963, -0.06730331, -0.23007311, 0.07969623, 0.031384524, -0.036481157, -0.06480065, 0.0129956305, -0.11166892, -0.036413856, 0.017459098, 0.015679915, 0.11686492, -0.065539606, -0.10107066) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.04837143, -0.021418607, 0.1173516, 0.036758166, -0.09965267, -0.0051464736, -0.15964583, -0.051872596, -0.014420162, 0.0062180683, -0.044712983, -0.006595436, -0.02539534, -0.013090929, -0.10992321, -0.023108393) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.012958707, -0.1122496, -0.008336997, 0.035062794, 0.06348563, -0.0422613, -0.022596734, 0.093218945, -0.013564156, -0.109662205, 0.21543671, 0.0028705643, 0.005906808, 0.056813344, 0.07401914, 0.015659334) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.014846, -0.07035893, -0.042500004, -0.05063596, -0.0040058238, -0.030017363, -0.053446654, -0.009495751, 0.021402175, 0.027752375, 0.04942243, 0.046363335, -0.018042265, 0.05339136, -0.048854053, -0.0977109) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.033647865, -0.050957497, -0.13686328, -0.16783376, 0.041911226, 0.0713124, 0.13232704, -0.05402305, 0.0701161, 0.08855016, 0.11501843, 0.081495345, -0.055866815, -0.025376003, -0.088600576, -0.08924299) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.043295972, -0.116145045, -0.00021050368, -0.12492157, -0.052067526, 0.044986323, 0.103310995, 0.02496672, 0.08851941, 0.021261754, -0.009708712, 0.029323298, -0.049297825, -0.039404806, -0.049114585, -0.1531363) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.060109217, -0.07982405, 0.18495898, -0.10848381, -0.019830562, 0.06386159, 0.10412183, 0.0063083703, 0.088378355, -0.013027357, -0.1280596, 0.039428927, -0.092504114, 0.04911022, -0.099677615, -0.25590375) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.067895755, 0.1225913, -0.033694915, -0.020392777, -0.06474364, -0.00029990927, 0.108219296, -0.0092293, -0.022290297, -0.01545505, -0.02490264, 0.0708652, -0.2087358, -0.003039558, -0.115329154, 0.020226866) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.023737814, 0.066237, -0.04278168, -0.1768209, 0.071938224, -0.022252603, 0.067882106, -0.018303582, 0.075020485, -0.07614848, -0.06657078, 0.030590668, 0.0005044966, 0.06254264, -0.047597747, -0.03860997) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0056649246, -0.02772952, 0.0059592472, -0.19438975, -0.0979509, 0.04257816, 0.048015803, -0.14468832, -0.13062087, -0.001109985, -0.08225019, -0.04780823, -0.049912065, -0.11205447, -0.013591776, -0.009455406) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.056263454, -0.026980465, -0.12238719, 0.020796232, -0.12228451, 0.04957358, -0.02037517, -0.17504129, -0.036068764, 0.03719431, 0.023687003, -0.04598091, -0.12891547, -0.14131694, -0.032963414, -0.0011036004) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.03588658, -0.09526258, -0.038530387, -0.104611106, -0.04273799, -0.027974825, -0.044680264, 0.00452936, 0.019387638, 0.1652349, -0.14495638, 0.013041547, -0.066739716, -0.037750505, 0.17374417, 0.07637479) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.020533798, -0.06264511, -0.15585168, 0.039230622, -0.092151396, 0.029082121, -0.027477669, -0.00910508, 0.008025708, -0.085854314, -0.19811887, 0.102801695, -0.08136379, 0.00029042174, -0.06017675, -0.037106395) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.06030947, -0.007916848, -0.010851101, 0.094587944, -0.090791635, -0.029541526, 0.07362873, 0.05331954, 0.041299146, 0.013917543, 0.057984937, -0.10002641, -0.06355282, -0.08085237, -0.25989357, 0.091206044) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.010071332, -0.023625618, 0.09582982, -0.027598761, -0.083347395, -0.04313407, -0.04942605, 0.0577437, 0.011144802, -0.0657881, 0.0034739564, 0.065259576, -0.011166708, -0.0456764, 0.02932219, 0.004185385) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.011356291, -0.0073744208, -0.08721416, 0.0054885093, -0.17897803, -0.06306387, -0.020903874, 0.07883087, -0.045014415, -0.05545672, 0.070923656, 0.084147304, 0.011384594, 0.022585245, -0.06772357, 0.06783098) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(-0.0033967996, -0.011525759, 0.001000769, 0.0024347317); + result2 += M4(0.0012797012, 0.064603224, -0.03167407, -0.008984405, 0.013882293, 0.028909836, -0.050851762, -0.028747026, 0.032513674, 0.0018186644, 0.004228268, 0.03359829, 0.08037707, 0.11243716, -0.045996413, -0.01372579) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.051785935, 0.105163775, -0.050439734, 0.008110951, 0.0031589668, 0.05644954, -0.012534201, 0.04176635, 0.02135067, 0.0462119, -0.0059558083, 0.01364383, -0.015007946, 0.017699003, -0.0738038, -0.06725637) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.034045927, -0.048980776, 0.007907708, 0.00787968, 0.06480215, -0.0047387662, -0.032979444, -0.08521585, 0.0057624346, 0.058704223, 0.023376156, -0.012310096, 0.048041485, -0.031442642, -0.08386895, -0.015208176) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.017868506, 0.028601903, -0.010064311, -0.030338977, -0.060749106, 0.06675904, 0.028715545, 0.022116827, 0.06588907, 0.008097056, 0.0093545, -0.05988307, 0.08818741, 0.08040428, -0.044130526, 0.053917117) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.015140886, 0.08416198, 0.008040863, -0.058584493, -0.044646256, 0.027235327, -0.016297221, 0.051164825, -0.060073905, 0.080755405, -0.14304934, 0.12298097, 0.03489213, 0.07207115, 0.032725614, 0.042357214) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.05616683, 0.09858498, -0.015024381, -0.10186987, -0.029762134, -0.0755632, -0.034539156, -0.0034500202, 0.048103675, -0.05933044, -0.049120482, 0.08334892, -0.0073441598, 0.08102224, 0.0028269417, 0.119426765) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0027114425, -0.04607504, -0.03229435, 0.035030186, -0.06260466, -0.024089329, -0.0020227032, -0.03706233, -0.07813799, -0.009345002, -0.017952668, 0.05627455, 0.05437145, -0.030515525, 0.058517385, 0.011959416) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.01699319, -0.17324385, 0.012895436, 0.016268872, 0.09406972, 0.023450086, -0.014906668, -0.05519765, -0.03740592, 0.019486872, 0.069116734, 0.055231668, -0.017312495, -0.071521655, -0.054614652, 0.06843946) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.016752435, -0.004666998, 0.03877957, -0.048480608, 0.031330865, -0.039954662, -0.0637838, -0.03812079, 0.020133888, 0.05949326, -0.008591646, 0.09279523, -0.019543344, 0.029551003, 0.0445, -0.0013720461) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.10733103, 0.012951398, 0.11089118, -0.022197507, -0.07094193, -0.17127149, -0.022135621, 0.0022817252, 0.09587112, -0.05293235, -0.035395905, 0.039657492, -0.010123302, 0.024922024, 0.03595476, -0.09856857) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06941942, 0.000391484, 0.04912582, -0.013312207, 0.07538991, -0.18163049, 0.037853792, -0.060946666, -0.05614457, -0.11674057, -0.0014746565, 0.022648748, 0.038072646, 0.0862642, -0.015673498, -0.03351374) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0965454, 0.0866725, 0.025630346, -0.060738556, -0.0064773243, -0.1715594, -0.07335091, 0.050168645, -0.0066294465, 0.057750657, -0.0050638383, -0.06184518, -0.026206415, 0.05021243, 0.023560587, -0.017160311) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.19594999, 0.013910842, -0.001661627, -0.121117376, 0.08692266, -0.049739014, 0.020122, -0.04611084, 0.0056465175, 0.015577081, 0.018807147, 0.0020665955, -0.02929408, -0.03439837, 0.0010688041, 0.06044485) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.14412895, -0.10852596, 0.052967153, -0.09636424, 0.13914329, -0.03555186, 0.019495394, -0.10366792, -0.04926855, 0.032998547, 0.06975885, 0.08109695, 0.08578113, -0.10372708, 0.02196528, -0.123482764) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.04677668, -0.0008822032, -0.014623308, -0.04396308, -0.025980726, 0.0519444, 0.00035437045, -0.008102987, -0.055020202, 0.03930469, -0.021717716, 0.07884037, -0.027123613, -0.08434695, -0.051020432, -0.09125666) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.10581239, -0.076694846, 0.08568653, -2.6555514e-05, 0.010998989, -0.036057573, 0.018492438, -0.020084538, 0.049124315, -0.006230729, 0.054095794, 0.014446974, 0.0068071783, 0.018295646, -0.010183636, 0.00068526855) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.036035452, 0.08202985, -0.012924356, -0.098656036, 0.07746468, -0.05132666, 0.0077549974, 0.01233861, -0.013460852, -0.028389148, -0.085371375, -0.06332497, -0.08868742, 0.00536267, 0.107514486, 0.012895361) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0024658428, 0.019426126, -0.016881164, -0.020488717, -0.048922155, 0.17309126, -0.018372579, -0.03677687, -0.09155397, 0.061009586, -0.009616071, 0.03962786, 0.0035316525, 0.07635197, 0.058956627, -0.078343235) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.03039151, -0.02179706, -0.13256884, 0.015438953, 0.045164272, 0.008465823, -0.037302323, -0.047198467, 0.086461805, -0.026166867, -0.082825124, 0.04287783, 0.0063669016, -0.11573385, -0.07224976, -0.013714064) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.00093393464, -0.071298994, -0.045471337, -0.049521264, -0.0225174, 0.00059206336, 0.04374177, 0.0036091383, 0.13097739, 0.058485433, -0.0064394586, 0.04528803, 0.07804035, 0.12880003, 0.06069678, 0.035211768) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0034267632, -0.02445536, -0.03262998, -0.016478172, -0.0055122855, -0.0501113, -0.008704746, -0.0031927635, 0.0469722, -0.024210429, 0.06736551, 0.009961532, -0.08491963, -0.06583238, 0.037627954, 0.06542382) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.016578473, 0.033218205, -0.0065697734, -0.04158166, 0.046912592, 0.04613003, -0.0012280424, -0.03691783, -0.042330205, 0.086754456, -0.044629443, 0.047134366, -0.036992215, -0.010501608, 0.067551166, 0.037200015) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.027897786, 0.09747921, -0.04084643, 0.13552453, 0.057026025, -0.041359186, -0.042058386, 0.0009002652, -0.01104683, 0.032735273, -0.10358667, -0.014704521, 0.029653493, 0.033336595, 0.021377075, 0.05612358) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.03921452, -0.065892264, -0.030849714, -0.008552324, 0.036152713, 0.002843949, -0.005661146, -0.054293033, 0.05298091, 0.060773555, -0.01566006, -0.025550537, 0.094225734, 0.1822973, -0.030561825, 0.12817883) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.08536916, 0.035227258, 0.03755952, -0.11607174, -0.0853034, 0.012900766, -0.03739922, -0.035334002, 0.047585174, 0.028244445, -0.0740126, -0.029372832, -0.059338946, 0.14307924, 0.051048215, -0.067679934) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.008592182, -0.058410797, 0.020849366, -0.16382204, -0.07770384, -0.025317764, -0.104188986, 0.020005422, -0.029965192, 0.0027783809, -0.04855559, 0.031024054, 0.11907461, -0.066049755, -0.0123903, 0.0012193247) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.03476529, 0.046214636, 0.009888887, -0.031571466, -0.0017239347, -0.035213687, -0.018704506, -0.022970913, 0.038869925, 0.020617284, -0.027653646, 0.08438496, -0.05168644, -0.10030595, 0.05942646, -0.017527822) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.03824222, -0.039970245, 0.01865399, 0.022627542, 0.010494951, 0.018938268, 0.047688883, 0.022623101, 0.028303806, 0.0012284952, 0.008151883, -0.013123273, -0.09821819, 0.12810522, -0.007887982, 0.001014433) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.055547453, -0.0048729135, -0.0971161, 0.081274316, -0.05333528, 0.10024997, 0.054938883, -0.044047352, 0.009951941, 0.03587957, 0.0074661407, -0.035541084, -0.04780075, 0.16808356, -0.013456479, 0.062173862) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.043390345, -0.0902233, 0.019866854, -0.0050886264, -0.030174786, -0.038430244, 0.044491645, -0.033973187, -0.04173327, -0.122817226, 0.04216472, -0.0034701554, 0.060158264, 0.10290473, -0.0754422, 0.08634506) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.08462651, 0.033815403, 0.017733779, -0.038401034, 0.018818637, -0.0011925928, -0.026301434, 0.027053649, 0.12861253, -0.10564661, -0.01422242, -0.013916042, -0.07513677, -0.043186367, -0.0067386, 0.103070624) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.020922124, -0.08269207, -0.03295733, 0.035343938, 0.06537153, -0.047538456, 0.026420915, -0.018416645, 0.031600706, 0.058092102, -0.030969834, 0.002246037, -0.0394724, 0.036406036, -0.025417443, -0.018096048) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.00821621, -0.014421023, 0.03438348, 0.048134994, -0.0058628554, -0.03268358, -0.050201043, 0.01843207, -0.017932825, 0.013981086, 0.09228249, 0.049337987, -0.06945597, -0.07996624, -0.009553615, -0.10418455) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.044928364, -0.044632304, 0.056615733, -0.0014097706, -0.047924325, 0.056804743, -0.050601732, 0.033798244, 0.08417014, -0.20754884, -0.0007047572, -0.114615664, -0.014755344, -0.0026903795, 0.006950572, -0.01987855) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.013488814, 0.025454564, -0.02341538, 0.08783819, 0.011724989, 0.15184675, 0.026375612, -0.06215876, -0.05694868, -0.11776829, -0.019890303, -0.13095337, -0.054090627, -0.00496299, -0.055181853, -0.09454007) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.012735355, 0.018960586, 0.05001001, 0.043005828, -0.008215865, -0.08145173, 0.0114331795, -0.06774784, -0.15480073, -0.011143561, 0.01525811, 0.018036444, 0.08212632, -0.057760276, -0.0100080045, -0.055943586) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0719452, -0.034702178, 0.029877292, -0.05708773, 0.034847297, 0.029303042, 0.060125273, -0.0180112, -0.0020914136, -0.026441699, -0.025329432, 0.0323247, -0.0041177548, -0.067490324, 0.078212105, -0.06227927) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.055863574, 0.025960127, 0.060764145, -0.0062505207, 0.02821774, -0.08844675, 0.0537338, -0.049768437, -0.045151267, 0.018788723, 0.048033886, 0.030205024, 0.004011241, -0.11857617, 0.0021722885, 0.02041612) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0044614743, -0.0029739495, 0.06573779, -0.104692, 0.023032987, -0.019020164, 0.023129476, -0.018608885, -0.01780469, -0.13210958, -0.015820531, 0.028582064, -0.08297361, -0.22304453, -0.009781116, -0.05540077) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.04148067, -0.07938162, -0.08559252, 0.0070517873, -0.022326691, -0.17069066, 0.018649975, -0.04916772, 0.03511808, -0.06106422, -0.006205177, -0.03637524, 0.037280105, -0.049147673, 0.008087028, -0.11563153) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.041020527, -0.18646048, -0.123824924, 0.012383464, 0.030892888, 0.018914605, 0.06445953, -0.050220583, -0.0033223818, -0.01965866, -0.011409584, -0.022810342, -0.049872324, -0.04103424, -0.016393682, -0.043692466) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.054093715, -0.023727251, -0.013804765, -0.084482364, -0.041383408, -0.058891702, -0.0053521013, -0.0042508296, 0.017268108, 0.07580175, 0.08361346, 0.07055574, -0.07338056, -0.14742196, -0.029450634, -0.08742219) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.037076417, -0.27098152, 0.023080725, 0.025779113, -0.059550636, -0.25044376, 0.046278056, -0.049013242, 0.023746453, 0.18471119, -0.048386067, 0.098932974, 0.07062038, 0.014056283, -0.041788485, -0.112907685) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.040042374, -0.12694302, -0.06398615, -0.057966642, 0.010992132, -0.15962599, 0.03906477, -0.08054112, -0.006501323, 0.010249696, 0.06880296, -0.06852358, -0.06081176, 0.05288796, -0.061262764, 0.03487321) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.032061063, -0.07416875, 0.0682027, 0.006373449, -0.046085116, -0.059895344, 0.010099894, -0.08965473, 0.009417068, -0.00817722, 0.00079142, 0.030896246, -0.05620375, 0.057320725, -0.054367647, -0.02623629) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.015816675, -0.15531982, -0.005206039, 0.007645835, -0.007771944, -0.0132624945, 0.0625539, -0.06698558, 0.003625047, -0.0032118931, -0.030248037, 0.027676187, -0.03451308, 0.012206931, 0.035691753, 0.06082284) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.044962388, -0.057782564, 0.01296181, 0.020606516, -0.06641213, 0.03993328, 0.030176982, -0.09484069, -0.052395258, -0.050568223, -0.034460723, 0.071124546, 0.05422943, 0.08460577, 0.06380692, -0.011501751) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.009660192, -0.09361667, -0.03251414, -0.013151599, -0.040979795, -0.05231673, -0.041940108, -0.037534334, 0.02810291, -0.061070066, -0.040707756, 0.060918637, -0.0060664634, 0.12844777, 0.036742795, 0.068170786) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0048745926, -0.0008011151, 0.07446404, 0.011292771, 0.09979208, 0.067748405, 0.019722788, 0.015271771, 0.017714567, 0.009429175, -0.034042183, 0.07173949, 0.036631677, -0.05526973, 0.002880339, 0.061510485) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06614409, 0.06266898, 0.0204264, 0.036126405, 0.01966758, 0.06676798, 0.030933442, 0.01711721, 0.005032706, -0.032642487, 0.0070301406, 0.138236, 0.042887654, 0.08758957, -0.04261293, -0.05813972) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.02966356, -0.12169962, -0.035445753, 0.084398106, -0.05821306, 0.013775431, 0.013556504, 0.05518103, -0.034953527, -0.09678412, 0.03955658, 0.010430911, -0.0491261, 0.044643894, 0.038866147, -0.06255568) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.079773255, -0.096904, 0.03383102, -0.12007136, 0.029170882, -0.01665323, -0.041662946, -0.015791152, 0.07260459, -0.11096734, 0.0132565815, -0.03247111, -0.028906442, 0.023412194, 0.039661754, -0.0258751) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.005359845, -0.06514452, 0.0014987016, -0.06347716, 0.0074985554, 0.010479475, -0.033800952, -0.009142053, -0.037466243, 0.10754679, -0.0103402315, 0.005610633, -0.060096703, 0.034217257, -0.013323613, -0.044567) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0132925, -0.06560411, -7.0472954e-05, -0.02130029, -0.008911687, 0.06235323, -0.00831353, -0.10302195, -0.0036789016, 0.09753386, -0.01413683, 0.007755424, -0.02968591, 0.06487408, 0.021168506, -0.02894458) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.055423524, -0.0428516, -0.023361767, -0.074740335, 0.016760694, -0.02606389, 0.053089194, 0.03699819, -0.13424088, 0.007630524, -0.050693437, -0.019893171, 0.028126093, -0.0062043164, -0.010298197, -0.0027769918) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.036042705, -0.042179275, -0.01071094, 0.03433382, 0.065297455, -0.012492263, 0.057106085, 0.044447195, 0.08680467, -0.008501053, -0.04260962, -0.016765803, -0.07755736, 0.12021559, -0.008874005, 0.009416701) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0042503923, -0.04272626, -0.01067183, -0.069843136, 0.009286404, 0.08016353, -0.028357888, -0.018561486, 0.032112494, 0.0031795872, 0.03642644, 0.065502025, -0.04945278, -0.06757261, -0.008669982, 0.0077634053) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.049741976, -0.029375453, -0.046725325, 0.07005209, -0.064609766, -0.13317938, -0.013353921, -0.019411417, 0.010509471, 0.16890813, 0.076283224, 0.09533363, -0.0064305337, 0.028285988, 0.021680988, -0.09024364) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.039019015, -0.027848033, 0.031733505, 0.08839901, 0.043180976, -0.2524302, -0.023028154, -0.015218826, 0.052012503, 0.16632442, 0.017646398, 0.18621239, -0.0097579155, 0.1825051, -0.02189521, 0.06670682) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.033070676, 0.037405487, -0.061235312, 0.09276253, -0.001496106, -0.10943658, -0.072145805, 0.004012103, 0.11671623, 0.14107701, 0.010714424, 0.018237907, 0.0064061284, 0.13976876, 0.020199688, 0.069814414) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.05581321, 0.015832694, -0.0425583, 0.1393105, 0.045069277, 0.022563534, 0.0139543805, 0.06248187, 0.036751226, -0.02479933, 0.01755073, -0.059485618, -0.039507475, -0.09686741, 0.056280024, 0.032757618) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.005470739, 0.020747596, -0.00782719, 0.0047819032, -0.026731307, -0.021794774, 0.0073465314, 0.017722085, 0.005226232, 0.0625953, -0.0061536594, -0.013886793, -0.07939598, -0.043005157, 0.0020199786, 0.05080855) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.01181249, -0.020794665, -0.012574842, 0.009385898, -0.06470445, 0.038837947, -0.012595815, 0.024456784, -0.013719272, -0.022295173, -0.014469, 0.0871819, -0.036611926, -0.050177533, 0.049599353, 0.063622504) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.031631738, -0.08377756, 0.04044927, 0.0036506825, -0.07809195, -0.010969768, 0.032230765, 0.025300901, 0.058146697, -0.06675496, 0.018597487, 0.07562908, 0.011475568, -0.07067235, -0.031121675, -0.06076908) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.031133257, -0.016882684, 0.043442976, -0.049766973, 0.036424372, 0.14464913, 0.023976605, 0.0364909, -0.0091075795, 0.012250791, 0.054124653, -0.0030592147, 0.04784614, -0.04640315, -0.03422624, -0.09543607) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.003039702, 0.035483304, 0.0062032216, -0.000873496, -0.04437085, 0.1484053, 0.059837677, 0.024659747, -0.06616237, -0.17420301, 0.055830006, -0.096234895, -0.018372519, 0.055164456, 0.0060703284, -0.013344392) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.039046418, -0.011347246, -0.08700006, -0.021849783, 0.036124066, 0.09683748, -0.011546806, -0.023120515, 0.2142085, -0.007437622, 0.016581131, -0.049597185, -0.22432843, -0.058209084, -0.026320519, -0.051152814) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06569501, -0.06260183, -0.022898367, -0.07602671, -0.10893328, 0.009627328, -0.028194264, 0.018917458, 0.021341037, 0.054987516, -0.07046321, -0.13342457, 0.00964241, 0.06752712, -0.009670117, -0.008319827) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.012208404, -0.11404956, -0.093397826, -0.029117785, -0.045053843, 0.020680185, 0.105920635, -0.071645394, 0.11382571, 0.10907914, -0.02633005, -0.007285609, 0.03315715, -0.10891025, 0.018143376, 0.004968434) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.007814497, -0.108202524, 0.005990356, 0.07029117, -0.02400429, 0.08479373, 0.044013735, -0.027646372, 0.12385591, 0.09819356, -0.01390868, -0.014023669, -0.05179794, -0.02380332, 0.01904011, -0.007829915) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.05996399, -0.011351212, -0.002182095, -0.03762001, -0.10872467, -0.0039557135, 0.011847394, -0.080973424, -0.03966573, -0.047995437, 0.016876742, 0.056057207, 0.016441537, -0.42474058, -0.031029325, -0.13765779) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.04123183, -0.12598296, -0.0017007043, -0.029298684, -0.027486444, -0.09203502, -0.031962857, 0.02635506, 0.07193526, -0.014323217, -0.04090487, -0.07708059, 0.06994412, -0.29370317, 0.0012741195, -0.04218431) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(-0.001753894, -0.0013974875, -0.004897225, -0.005634429); + result3 += M4(0.0510955, -0.0014422251, -0.16106804, -0.062141303, -0.07308469, -0.0027836259, -0.21114375, -0.100874186, -0.013258162, 0.044785988, -0.047111925, -0.020188062, 0.0670417, -0.020951303, -0.14186628, 0.064117864) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.16701005, -0.06742916, 0.03127594, 0.008484275, -0.047200687, 0.032157466, -0.05341922, 0.01914972, -0.16609915, -0.07062191, 0.10585516, -0.022021443, -0.008743887, -0.12588485, -0.013068496, -0.0010706417) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.024073077, -0.0893969, 0.02240187, -0.09664518, 0.017476859, -0.008503885, 0.03401605, -0.025034517, -0.020375827, 0.02779849, 0.045822665, 0.008929096, -0.0035302187, 0.036612146, -0.03156456, 0.11757052) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.031898964, 0.017378872, 0.09017029, -0.06271773, -0.024249142, -0.04200131, 0.0053986455, -0.08215535, -0.029748129, -0.0111275595, -0.23061034, 0.08160556, 0.07733545, 0.04055246, -0.10813094, -0.07082996) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.08149865, 0.0089612175, -0.004277574, -0.06320481, 0.002159603, 0.014942097, -0.20311283, -0.00051849225, -0.012931464, -0.08299128, 0.024814848, -0.020236392, -0.0396539, -0.104194514, 0.0059578517, 0.07320285) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.05389601, 0.051244125, -0.07886199, -0.006991185, 0.0701821, 0.01742971, -0.0360802, -0.1586421, 0.0014566769, 0.031960763, 0.07926618, 0.055757407, 0.05081961, 0.091059536, 0.051290788, 0.054321263) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.043374978, 0.009481372, -0.022228906, 0.09681656, 0.024620373, -0.038787384, 0.1481093, -0.102501646, 0.0666276, -0.009648747, -0.043973416, 0.053977057, -0.057475377, 0.05297815, -0.15797196, 0.047255475) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.074815035, 0.051806025, 0.0119373705, -0.08923786, 0.092210636, 0.043409556, 0.05540594, -0.14369188, 0.055297863, -0.02117661, -0.055621177, -0.01922724, -0.02464503, -0.010207825, -0.13104855, 0.053837925) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.018252091, 0.008290987, -0.055075508, -0.064988494, -0.027021425, -0.0025310665, 0.07473345, -0.020244943, 0.027049959, 0.011974791, -0.022015415, 0.021458128, 0.2592622, 0.10979678, -0.07179369, -0.0056512686) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.015216589, -0.07023487, 0.0839606, 0.1662634, -0.079139516, 0.0058597443, 0.0017449085, -0.08332759, -0.09100947, 0.06654936, -0.17768103, 0.07736078, 0.077316776, -0.009327731, -0.03529375, 0.100601755) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.009649454, -0.044944834, 0.102665305, 0.1490509, -0.062011812, 0.032266464, -0.13779493, -0.0005610752, 0.02608158, 0.071216986, -0.027217088, -0.005946147, -0.015692627, 0.0035445904, -0.0039190263, -0.012237743) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.06427003, -0.15058146, 0.080158085, -0.085569456, -0.050241597, -0.10667351, -0.111500025, -0.016578663, 0.028872231, 0.03475622, -0.053965945, 0.043960016, -0.12721512, -0.054666117, 0.0546907, 0.015116224) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.11448927, -0.20485592, 0.31450891, -0.06642643, -0.0688781, 0.049433906, -0.21860045, -0.1494118, -0.016739411, -0.12855761, 0.1603473, -0.14590974, -0.09434075, -0.026790807, 0.15449707, -0.092657305) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.14060137, -0.10084397, 0.06508738, 0.021710044, 0.067415945, 0.10555721, -0.11868009, 0.043667387, 0.02157634, -0.046667363, 0.013558025, -0.019680679, -0.1182172, -0.01087916, 0.054286998, -0.005211396) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.14056996, -0.22013167, 0.1461965, 0.0360858, -0.038464427, -0.009259199, -0.00449183, -0.06022597, -0.04390082, -0.037551455, 0.06474504, -0.12466846, 0.0029804995, 0.11938867, 0.0784881, -0.0009411952) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.04892837, -0.103729464, 0.10369665, 0.06400206, 0.00539981, 0.0845724, -0.20368838, -0.08218857, -0.03792307, -0.013620782, 0.027519066, 0.009342098, -0.015998136, 0.0529728, -0.10673174, -0.008221573) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.105546065, -0.024494499, -0.030712072, 0.09429169, 0.08583257, 0.06958051, -0.05242256, 0.04935028, -0.16270357, 0.02895549, -0.011352454, -0.03855827, 0.050440468, -0.008253578, 0.04382224, -0.0802333) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.103211984, -0.07709018, 0.12742479, -0.009656271, 0.10314204, 0.06314763, -0.08325108, 0.032728635, -0.038588986, 0.016493468, 0.046914, -0.08048543, 0.079990596, -0.03558994, 0.027630607, 0.10869989) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.016523518, 0.043567576, 0.031989362, -0.051843897, 0.09156953, -0.049898338, -0.08456457, 9.295932e-05, 0.0067236093, 0.039171863, -0.05957704, -0.053250317, 0.12056515, 0.051788855, 0.09959172, -0.075641766) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.03300706, 0.042960815, -0.038229458, -0.082272045, -0.02062046, -0.013584404, 0.023872068, 0.01837958, 0.0064911153, 0.014958984, -0.061633807, 0.10158009, 0.038852327, -0.01880267, 0.051303536, -0.043501228) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.091645375, 0.03069737, 0.0011189341, 0.020449331, 0.08068335, 0.020978091, -0.0010769651, 0.00061968376, 0.059274398, 0.038646713, -0.080847554, 0.062156983, -0.008254736, -0.109845705, 0.08902917, -0.06016639) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0032500124, -0.0029053027, -0.10139858, -0.092240416, 0.0028348682, 0.06729654, 0.06749318, -0.09978482, -0.03982243, -0.030453835, -0.015678678, 0.03608406, 0.15083215, -0.007230306, -0.10706982, -0.07223214) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.007562644, -0.042438913, -0.2473465, -0.13399822, -0.045433365, -0.025494002, 0.024317758, 0.044449568, 0.05944731, -0.0694204, -0.020144688, -0.06183033, -1.578965e-05, 0.07795331, 0.005881074, 0.005066053) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.11387325, 0.033727806, -0.18759632, -0.14813696, 0.09174701, 0.0008894907, 0.036859125, 0.056849327, 0.054114643, 0.0035360134, -0.13394095, 0.018504262, -0.29520825, -0.060625486, 0.17550802, -0.004313305) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.030649202, -0.04472229, -0.0074572894, -0.0017512267, -0.008976157, -0.02922784, -0.066103965, -0.020210957, 0.030231677, 0.05777765, 0.024088016, 0.027347937, 0.11041822, -0.0019651058, 0.011401381, -0.10339278) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.14884105, 0.09695989, -0.25524306, -0.04117012, 0.098701954, -0.013257333, 0.0063331877, -0.05731089, 0.032744903, -0.053980805, 0.065288156, 0.03085845, 0.048825268, -0.072569326, -0.09417011, -0.10579333) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.010043043, 0.0642085, -0.06357349, -0.07118855, -0.10935073, -0.10364806, -0.01580492, 0.03195866, -0.10764109, -0.09563928, -0.082239136, 0.02280415, 0.0524383, -0.109502465, -0.2635903, -0.08593865) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.068846524, -0.07125774, -0.12089259, 0.098966055, 0.034653466, 0.0041809925, 0.13387324, -0.043039873, -0.10819184, -0.023255398, 0.047557384, 0.016823234, 0.0054768776, 0.040949013, -0.030277798, -0.04270398) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.031168938, -0.10615755, 0.025889881, -0.011743299, 0.08902674, -0.034878504, -0.022646587, 0.11851831, -0.06464948, 0.079670824, 0.023234254, -0.084553234, 0.0376315, 0.05054771, 0.09117024, -0.07906715) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08629371, -0.093498096, -0.027559953, 0.047508396, -0.035618316, -0.027674304, -0.024086535, -0.055605736, 0.023311825, 0.022395147, 0.031558786, 0.19042405, 0.078466065, 0.0053509464, 0.06812108, -0.064697385) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0012832027, -0.055628862, -0.09948993, -0.059389584, -0.014586518, 0.030167721, -0.06910902, 0.06505407, -0.039179996, -0.029795416, 0.08534994, 0.0036559643, -0.010633829, 0.040293515, -0.08916706, 0.018675936) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.09189747, 0.058991402, -0.2527707, 0.037559688, -0.100008465, 0.08455966, 0.05074772, 0.048251648, 0.11207963, 0.020535069, -0.040172968, 0.031538695, -0.011502413, 0.07442321, 0.013476581, 0.025898138) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.052855596, 0.015964417, -0.13057, -0.047626056, -0.06671311, 0.031874254, 0.022143204, 0.06536331, -0.025325635, -0.036011934, 0.04260797, 0.11191557, 0.03770287, -0.06586303, -0.04873123, -0.056259878) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.043878954, -0.09928315, -0.014432066, 0.08127803, 0.062331323, -0.046219483, -0.043137003, 0.03721585, -0.046861503, -0.00588611, -0.027924262, 0.1838219, -0.023916904, 0.01123887, 0.011843222, 0.015758688) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.084801756, -0.012706828, 0.013612413, -0.115316086, 0.08332046, 0.05916644, 0.021933448, -0.03828946, 0.095254734, 0.017298417, -0.118689686, 0.11724159, -0.07606251, 0.0076094596, 0.04970195, 0.065284766) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.060157716, -0.028205112, 0.042110384, -0.040150832, 0.045903124, -0.037776917, 0.0062161894, -0.028285803, 0.23512363, 0.19943635, 0.0038068262, 0.093790285, 0.0025054172, 0.028764432, -0.093119, -0.045774717) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.073444866, 0.060245566, -0.127142, -0.099453315, -0.021869423, -0.08437972, -0.050510045, 0.01687948, -0.10656644, 0.059470206, -0.009267788, 0.09276904, -0.10689266, 0.041661225, -0.12071594, 0.019657483) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.00978651, 0.06365811, 0.05696499, -0.10536901, -0.1619058, -0.044065308, 0.077532925, 0.1587201, -0.020892577, 0.043757036, 0.009239805, 0.050515994, -0.15479021, 0.0082413, -0.00069826597, -0.11101841) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.03802562, -0.020386336, -0.05290729, -0.03698568, -0.102888085, -0.0045681875, -0.0063377465, -0.007031675, -0.05778179, 0.025034413, 0.022338934, 0.021851199, -0.13945115, -0.07390588, -0.0044923997, 0.044538014) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.021892704, 0.00037856385, -0.11895421, -0.06480491, -0.10637716, -0.037670396, 0.04496369, -0.20524552, -0.075241, -0.028605994, -0.01751968, 0.09528775, -0.08733261, 0.05390727, -0.27705854, -0.026450418) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.02181557, -0.0066893054, -0.017281216, -0.08216643, -0.04727442, -0.09027435, 0.08207199, 0.15310322, 0.17353615, 0.052801713, 0.05405899, 0.04529899, -0.0498973, 0.0016325635, 0.03305958, -0.08463907) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.033219725, 0.0012860984, -0.08258132, 0.021474639, -0.12610169, -0.15752739, -0.046107717, 0.106777325, 0.15860939, -0.07408108, 0.150278, -0.08699531, 0.009110753, 0.02425064, -0.04594132, 0.09777492) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.04595936, 0.029654864, -0.039329115, -0.050485395, -0.030018251, -0.063663594, 0.03981099, -0.0051486436, 0.07483936, -0.08247493, 0.017164234, -0.06291066, -0.06077101, -0.017245466, -0.25384012, -0.0022864235) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0035274639, 0.0358282, 0.018104183, 0.05536197, -0.12962946, -0.05110302, 0.12784457, 0.022837047, 0.19512647, 0.06961312, -0.09589237, -0.06404749, -0.016611125, 0.0038207427, -0.12766546, -0.0014321043) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.044558328, -0.01735912, 0.13207456, 0.021598047, -0.031222777, -0.10839589, 0.12342696, 0.04601945, -0.15945779, -0.07611491, 0.04070373, -0.06437884, -0.041275237, 0.10437949, -0.023904061, -0.025326276) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.057078492, -0.0151794525, -0.029766973, 0.024047032, -0.06513498, -0.011700269, 0.028901184, 0.05379153, 0.014255961, -0.0020879265, -0.0753137, 0.010188508, 0.027880954, -0.0067705973, 0.11648632, -0.055566184) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.05751735, 0.021435417, -0.04841467, 0.009407018, 0.025138883, -0.04521057, 0.12123212, 0.0666516, -0.1910915, -0.073106326, -0.08085441, -0.06504755, -0.053867415, 0.040782426, -0.050118912, -0.06360974) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0587823, 0.042719536, -0.047062896, -0.021352036, 0.040855724, -0.12014876, 0.0024324432, 0.015546583, 0.03618561, 0.035796918, -0.04368792, 0.117325194, 0.08885002, -0.007225945, -0.07319086, -0.007073744) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0077290074, -0.09140962, -0.029023077, 0.07722968, -0.042377498, 0.037398588, 0.08975266, 0.15041004, 0.038663536, 0.021520466, -0.11967419, 0.07517593, -0.10444741, 0.002757502, 0.052663285, 0.08683975) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0056375484, 0.018065926, 0.13958345, 0.039871924, -0.05444778, -0.033001233, -0.010109822, 0.082818545, -0.04757214, -0.025648618, -0.07276786, -0.08655178, -0.07756433, -0.074569575, 0.07933869, 0.039463654) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.03843932, 0.045454994, -0.020771028, -0.0029789829, 0.045178797, 0.07428903, -0.034121823, 0.13406952, 0.053619333, 0.019638985, -0.054928973, 0.056603216, -0.04985281, 0.08746511, -0.041357283, -0.014900436) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.013246526, -0.010679136, -0.03217186, 0.013331226, 0.020726323, 0.043613445, 0.04588832, 0.0976425, -0.063859284, 0.044196937, -0.14352582, 0.04864811, -0.034070514, -0.056568336, -0.25813615, -0.009612735) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.07611071, -0.019221358, -0.021143042, 0.029803796, -0.06961618, -0.0054458445, -0.15659875, -0.038813353, 0.018120872, -0.040981874, -0.13567838, -0.042946678, -0.101973675, -0.016012631, -0.07357373, 0.11768315) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.046529002, 0.020634364, -0.070021726, -0.006326034, 0.043883044, -0.03478427, -0.07738003, 0.08201628, 0.03330556, 0.039060973, 0.012904503, 0.04871265, -0.038782973, 0.085138164, 0.058802683, -0.0141459135) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.032335225, -0.061436202, -0.047159657, -0.002345953, 0.044860628, -0.012254223, 0.09882336, 0.015789606, 0.047507744, -0.06272349, -0.032162435, -0.034077246, 0.0125551, -0.030660152, 0.019176075, -0.025342297) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.083775856, 0.017595567, -0.013300681, -0.026620507, 0.1108536, -0.01823224, 0.10865026, 0.008377945, 0.015202055, -0.080439016, -0.16888207, 0.005813549, 0.011944522, -0.03933163, -0.07740789, -0.030251414) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.017145677, 0.004600184, 0.03873979, 0.051255386, -0.04994213, -0.06982445, 0.009787673, -0.053041965, -0.032913458, 0.10153216, -0.10730869, 0.062210664, 0.0696992, 0.05948065, -0.02450586, 0.17984338) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.053155616, -0.020660501, -0.08134207, -0.093596205, -0.0494826, -0.05476016, -0.033018854, -0.01961811, 0.030948794, -0.05289281, 0.113410406, -0.1374441, -0.012185742, -0.04681447, -0.0018786815, 0.015002339) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.17019029, 0.13228357, -0.017629202, -0.05854934, -0.06350081, 0.02816042, -0.03780741, -0.010020251, 0.21375313, -0.007976269, 0.17335916, 0.07364091, 0.04588028, -0.013080616, 0.08528194, -0.0664166) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.14674406, 0.010323853, -0.07197128, -0.079804614, 0.0012769854, -0.09133876, -0.011044012, 0.015296239, -0.15470837, -0.11878868, 0.027009109, 0.066733055, 0.02005289, -0.03605219, -0.19479476, 0.038946524) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.030754004, 0.054105617, -0.23930266, 0.0012532229, 0.0681863, 0.048780955, 0.10493848, 0.010416127, -0.05268154, -0.11759406, 0.13387895, 0.0913066, -0.032745544, 0.03413392, 0.119295806, -0.0268384) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.04134917, 0.035077658, -0.16075496, 0.044309866, 0.064346045, 0.062219102, -0.003758656, -0.017410656, -0.112895384, 0.031625766, 0.100723445, -0.009958311, 0.010116062, 0.02509581, 0.04657778, -0.028242614) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0030505157, 0.09393354, -0.072180524, -0.08279992, -0.0073182653, 0.059307057, 0.1027422, -0.068089135, -0.13267042, -0.03093472, 0.011780204, 0.012928362, 0.05809045, -0.049689002, -0.029076193, 0.080765314) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.05612331, -0.047981143, 0.015793415, 0.06191897, -0.06897301, -0.023674635, 0.051501837, -0.01883504, 0.02034847, -0.06250871, 0.09392491, -0.12458577, -0.093867674, 0.04094437, 0.091689095, 0.018923631) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.103490815, -0.05204404, 0.0894954, -0.0038717366, 0.0060165925, 0.013116367, 0.023980673, 0.0060623763, 0.10017958, 0.06305146, 0.07879622, -0.0007648767, 0.024047611, 0.04951123, 0.0063824872, -0.04768324) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.00996387, -0.03359056, 0.022958431, 0.00852871, 0.021310773, 0.034655355, 0.046074633, -0.06907012, 0.01641809, 0.1414664, 0.042853694, 0.019500487, 0.015980314, -0.052236717, 0.013711238, -0.0041444907) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0035556378, 0.0031836366, -0.16782846, -0.061324954, 0.10267203, 0.00014618594, -0.093233876, -0.09201191, 0.021259613, 0.040947814, 0.11295105, 0.06664166, 0.0020217039, 0.095334664, 0.13313785, -0.08777343) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.023374978, 0.0245457, -0.142329, -0.01641789, -0.015534354, 0.022523342, 0.07155096, 0.049665954, -0.21894057, 0.01754712, 0.23158684, 0.09972439, -0.0061606965, -0.093659826, 0.1867843, -0.1590593) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0038185576, -0.0066499216, 0.100905396, 0.018203642, 0.027271736, 0.013972642, -0.044893872, -0.030234348, -0.08020654, 0.03789202, -0.058251068, -0.009965162, -0.04527503, -0.1492402, -0.03028936, -0.12618981) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.017472351, -0.02098791, 0.014205505, 0.026244208, 0.07826186, -0.07506567, 0.026739568, 0.017112497, -0.032292403, -0.056721248, 0.24799104, -0.08332576, 0.04910049, 0.047754016, 0.00740242, 0.07962765) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.028897962, -0.006679737, 0.039222337, -0.016151924, 0.030311882, -0.0021482261, 0.1714241, 0.1221679, 0.11398978, 0.004748163, 0.064690985, -0.061905473, -0.11294383, -0.030517105, 0.110042654, -0.02256132) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.10085912, -0.016250946, 0.12300144, -0.04213109, -0.007596897, 0.013866745, -0.06238941, -0.0044107796, 0.016672386, -0.09185689, -0.015329627, 0.0933653, -0.23079273, 0.0064556836, 0.06462897, -0.0051751006) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(-0.0077957916, 0.0060499012, -0.010836468, -0.0017485411); + result4 += M4(0.005616523, -0.04194812, -0.09163412, 0.08635277, -0.050443027, 0.06253843, 0.048551682, -0.011747643, 0.008492668, 0.079617746, 0.031543497, 0.08591439, 0.037825957, -0.110151805, 0.036944993, 0.053537607) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.017273068, -0.16909112, -0.10701974, 0.029792253, -0.008890513, -0.032852247, -0.034842115, 0.10169415, -0.03968484, -0.25570327, 0.103661686, -0.015338259, -0.033557802, -0.003787473, -0.0070499345, 0.06419729) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.12731797, 0.10600407, 0.0020919521, 0.04016499, 0.03951315, -0.24479462, -0.015232936, -0.06416498, 0.029538224, -0.18024328, -0.021564098, -0.03283761, -0.059248954, -0.27103087, -0.08914301, -0.070944354) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.02155511, 0.018095965, -0.10213831, -0.073654994, 0.030524455, 0.07272491, 0.101944596, -0.07291663, 0.039682604, -0.016149491, 0.023214934, 0.04756301, 0.06082331, 0.34726402, -0.011065706, -0.07920397) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.050924055, 0.22085744, -0.05160645, -0.10828216, 0.10336194, 0.049868155, 0.09316188, 0.057960473, 0.011030283, -0.09813769, 0.04142197, 0.058068234, -0.081382684, 0.14713648, 0.113756895, 0.049565565) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.03138243, -0.50052327, -0.07227262, 0.030304221, -0.03891303, -0.22329788, -0.05441807, 0.039840102, -0.16109404, -0.19939257, -0.043962058, -0.003267227, 0.042068847, -0.3290805, 0.009366777, 0.057383373) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.079585865, -0.0061681005, -0.051853005, 0.07058491, 0.010256865, -0.03913294, 0.047809187, 0.008772287, 0.0261286, 0.02663037, 0.030273622, 0.018596409, 0.029003954, -0.16997048, -0.009826249, -0.0037874829) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06694902, -0.2436866, -0.059604432, -0.026513252, -0.03996721, -0.02117163, 0.09241017, -0.02629, 0.049830202, 0.2232943, -0.0018110595, -0.03418314, -0.038950525, -0.072844274, 0.04636144, -0.017988058) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.05093455, -0.06564816, -0.06433161, 0.00042637912, 0.023587756, -0.109346606, -0.030906107, -0.033827014, -0.10780864, -0.0872342, 0.028665652, 0.0060701533, 0.08462985, 0.39795703, -0.045315877, 0.11150783) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.14383322, 0.028507762, 0.08961605, -0.08953246, 0.047910232, -0.010007266, 0.010711339, 0.045588322, -0.0396927, -0.11735218, 0.07079176, -0.0062896134, 0.022389576, -0.0050860886, -0.037289906, -0.0699777) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0746044, 0.09196737, 0.071747646, -0.10441333, 0.03622997, 0.023850085, -0.0031288909, 0.004427611, 0.1101886, 0.0033883322, -0.103875495, -0.007049097, -0.00829487, 0.053826746, 0.059646457, -0.11553904) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.11399977, -0.2441146, 0.18741101, -0.103084944, -0.10768034, -0.046083275, 0.08148009, 0.00021542759, 0.05614393, -0.3593529, 0.030421058, 0.036315087, -0.0377118, -0.093583114, -0.026268834, -0.08747736) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.09930037, 0.0019598862, 0.119516365, -0.11008051, 0.031695403, 0.016200045, -0.04629515, -0.015688848, -0.010773767, -0.08754631, -0.05951426, -0.0029130029, 0.0047315294, -0.117544465, -0.04873057, -0.056104623) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.063162774, -0.10060283, 0.019020073, -0.06556571, 0.020053413, 0.025257668, 0.021311715, 0.10337843, -0.004513997, 0.04654615, -0.029650498, -0.018564593, -0.04667031, 0.11830512, 0.050825644, 0.028347157) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.051573876, -0.0937203, 0.04461173, -0.037602253, -0.0037400185, -0.124283224, 0.023265764, 0.012887522, 0.07170855, -0.5180021, -0.025531614, -0.008329156, 0.013361593, 0.027761199, 0.09889079, -0.0045408) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.036340803, -0.011897847, 0.05298622, -0.055303965, -0.025094805, 0.0039159763, 0.04067957, 0.08146312, -0.027963297, 0.039958414, 0.06073669, 0.0050723366, -0.0028475302, -0.03816663, -0.026238924, 0.01452438) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07241517, 0.08496, 0.041270934, 0.009422109, -0.014233708, -0.03344472, -0.028623762, 0.097772606, -0.0335184, 0.06869213, -0.010452685, -0.09835321, 0.01055246, 0.08456435, 0.061575342, 0.036262058) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.04834043, -0.15445288, 0.062427707, -0.06173424, 0.07083953, -0.076515295, -0.0104816165, 0.1784565, 0.0037879, -0.21123756, -0.057521716, -0.06752559, 0.04006161, -0.14409976, -0.04493574, 0.03115341) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.005936736, -0.41574243, -0.078262456, 0.10427586, -0.07916875, -0.285287, 0.08326516, -0.037848216, 0.07577904, 0.019001491, 0.030947044, 0.0223377, 0.044018496, -0.16739902, 0.062251497, 0.12273618) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.032892976, 0.07423079, -0.030662924, 0.04644273, -0.006555387, 0.18126653, -0.06202708, 0.047890246, 0.015667427, -0.082207814, 0.08150648, -0.06580664, -0.029766543, -0.039742194, 0.06219679, 0.107196786) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.13062109, -0.69701385, 0.0038875984, 0.060295857, 0.118312344, -0.22918193, -0.009899899, -0.054273427, 0.013730554, -1.0338554, 0.004849621, -0.018519918, 0.12186263, -0.20518574, 0.01985373, -0.011412594) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07179696, 0.2682679, 0.0064091957, -0.15226164, -0.065185666, -0.25371572, -0.051706366, -0.09365108, 0.07062635, -0.043243606, 0.047333784, -0.02331007, -0.09053152, 0.2471111, -0.022574922, 0.04724258) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.018842602, 0.15833573, -0.11940482, 0.008295181, 0.082506046, 0.15588483, 0.012468154, -0.044290137, 0.0353944, -0.15662749, -0.016983058, -0.009625651, 0.011186484, 0.14717506, 0.14740981, -0.017075496) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.036897816, -0.06469471, -0.0016651851, 0.03536971, -0.0008533324, -0.4669576, 0.0026389956, -0.041868433, 0.0025501212, -0.07656041, 0.015197298, -0.03913252, -0.015102281, -0.6242041, 0.04100527, -0.016835585) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.061205424, 0.013390021, -0.008541395, -0.0077885017, -0.15873006, -0.116234355, -0.04305151, -0.06894059, -0.032050267, 0.0632322, 0.072749354, 0.027645756, 0.04121468, 0.073422246, -0.10441441, -0.030846043) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.061464474, 0.09787812, -0.020589935, 0.04169216, -0.03464933, 0.09886306, 0.0043368726, 0.029481294, 0.060673352, 0.043412812, 0.004616656, -0.051887844, -0.029155979, -0.054204866, 0.022457417, -0.12689973) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.014057861, -0.37331596, -0.07567709, 0.07600225, -0.046482608, -0.014156591, 0.001536117, -0.034718983, 0.019387329, -0.0048332075, 0.042042635, -0.07600525, -0.05461395, 0.1349002, 0.014131715, -0.10225792) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0070915306, -0.02341524, 0.04991137, 0.07358809, 0.062125437, -0.028774606, 0.009060363, 3.6618803e-06, -0.04232729, -0.047909174, 0.027794912, -0.0053995857, 0.05325111, 0.0507387, 0.05919748, 0.0075960252) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0055301907, -0.09783762, 0.017426338, -0.016257007, 0.056992296, 0.09599861, -0.08645053, 0.1219878, 0.04655339, -0.058836933, 0.08857425, 0.0724557, -0.034280043, 0.032993313, -0.0967161, -0.01669226) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.05602945, -0.032707322, -0.016324714, -0.019620981, -0.02037338, -0.073617324, 0.0041948766, 0.0015006386, -0.02617954, -0.098561525, 0.03997049, 0.005833275, -0.0075590652, -0.39213702, -0.089157, -0.031535484) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.024066795, 0.04986418, 0.008835163, 0.0760122, 0.09693236, -0.0031007489, -0.019368127, 0.044720795, -0.041099846, -0.030399416, 0.025275527, 0.03144213, 0.01799178, 0.013279282, 0.018009834, -0.115825355) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0042124554, -0.07395183, -0.008424302, -0.08135186, 0.13492796, 0.019682966, 0.014834531, 0.015007713, 0.030036928, 0.19016832, 0.012022241, 0.028489059, -0.06565293, 0.15362583, -0.021672308, -0.007369544) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.046676274, -0.32627523, -0.088944666, 0.013662126, 0.02914319, -0.088862374, 0.00948638, 0.0272932, -0.0876102, -0.21171248, -0.078587115, -0.0044856896, 0.09769026, -0.09830262, 0.08361649, 0.04894043) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.056403816, -0.028157853, -0.0070459833, -0.006378269, 0.02970313, 0.037882026, -0.03152504, 0.06505461, -0.022435348, -0.0023176281, 0.010481274, -0.0035972742, 0.09714971, -0.12912509, -0.05330272, 0.0043754675) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0034634916, -0.13739361, -0.01643065, -0.027316427, 0.07203822, -0.019178567, -0.015450501, 0.046859942, -0.015823357, -0.0016083946, 0.014616803, -0.0274558, -0.082427934, 0.09277257, -0.029764075, 0.0312986) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.01670181, -0.08596425, 0.014383179, -0.12495727, 0.028569762, 0.109109364, -0.001792472, 0.0115257045, 0.038399257, 0.36772048, -0.030903071, 0.086435184, -0.013315077, -0.11824613, -0.029170062, 0.0047071683) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0017876618, 0.025184765, -0.014334835, 0.062102173, -0.1341015, 0.07384047, -0.039485138, -0.1631736, -0.033800665, 0.07445206, -0.06214827, -0.11952224, -0.018801166, -0.0623742, -0.044624705, -0.035128158) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.037538078, 0.047088366, -0.04701197, -0.015092142, -0.11459388, 0.07065409, -0.10924341, -0.10066645, -0.010656005, 0.10921427, -0.08398287, 0.023150427, -0.02606512, -0.053402413, -0.010602136, -0.0013749858) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.08899141, -0.43752456, -0.03284476, -0.005405861, -0.10196191, -0.5272519, 0.005430924, -0.09541268, 0.05432332, -0.24191913, -0.077337205, -0.06556873, -0.07910125, -0.009894806, 0.10301255, -0.10655763) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.04677127, -0.019749215, -0.008875983, 0.027499197, -0.12072266, -0.09069183, -0.04785233, -0.17034213, 0.09350408, -0.23526967, -0.046902936, 0.08199511, -0.0032688999, -0.03868497, 0.099952295, -0.053228933) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.025132105, -0.03711758, -0.057196382, 0.0886392, -0.047623463, 0.11254569, -0.11090408, -0.13532583, 0.13554347, 0.026121082, -0.014256699, 0.052409474, 0.038515557, 0.18403813, 0.028872183, 0.02939466) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.064347744, -0.2935133, -0.15066758, -0.037243746, -0.040397864, -0.3381021, -0.02721872, -0.054716237, -0.02428898, 0.2414867, 0.017546976, -0.06722838, 0.016060075, 0.07363465, -0.12134249, 0.066975676) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0072765, 0.0061570206, -0.07220738, -0.029459078, -0.17303656, 0.04735067, -0.010392902, -0.19273293, 0.038847405, -0.0010137454, 0.012143286, 0.06704791, -0.06079272, -0.0551711, 0.02418044, 0.059530947) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0057339347, -0.028764024, -0.043444213, 0.015123992, -0.17962073, 0.11742091, 0.055634864, -0.035403784, 0.015779737, 0.18281761, -0.010293197, -0.012891442, -0.008172115, -0.14339153, 0.08529122, -0.0919818) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.051245194, -0.0145835215, -0.12087156, -0.09522901, -0.18143776, -0.23926938, 0.06897029, -0.005186131, -0.0062377434, 0.17065518, -0.028380286, 0.035844486, 0.046486773, -0.18603137, -0.010511874, 0.08028066) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0004506794, 0.013103107, -0.016295668, -0.102630936, -0.005110509, 0.00685665, 0.039797332, -0.0020058618, 0.052021362, 0.029573945, -0.03489618, 0.029739795, 0.036076862, 0.0968505, -0.07506856, -0.03221121) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.10435145, 0.11439071, -0.032601725, -0.011404292, 0.0010952663, -0.07771282, -0.034104135, -0.0675817, -0.06190838, -0.06666439, 0.058334887, 0.0008694473, 0.013148221, 0.073147126, 0.00013851986, -0.033418313) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.12613243, -0.30254334, -0.051057808, 0.06504544, 0.04140065, -0.109994575, 0.04425234, -0.06838215, -0.046413735, -0.94631284, 0.023434887, 0.014697015, -0.021180106, -0.2183863, 0.11645992, 0.028757503) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.053507037, -0.046670087, 0.056991126, 0.072554536, 0.0015466721, -0.018859405, 0.002989442, -0.059628405, -0.040513694, 0.17697826, 0.043422233, -0.046890702, -0.03768788, -0.04253526, -0.016702065, -0.0002009787) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.024480825, 0.072715774, -0.025486022, -0.009541553, -0.006200587, -0.055025265, 0.04167592, 0.048057698, -0.017616792, 0.018975029, -0.0090307295, -0.0066762026, 0.010227241, 0.121138304, -0.019544253, -0.0074589746) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.051538445, -0.4026569, 0.03312216, 0.07355576, 0.07319814, -0.029389808, -0.006276697, 0.086079895, 0.04214275, -0.28169334, 0.06188226, -0.008583532, 0.022548335, -0.184679, 0.06424013, 0.055858057) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.011189002, -0.015745312, 0.052557625, 0.0014153324, -0.048605327, -0.13785297, -0.00420498, -0.058074653, -0.014109974, -0.068019345, -0.05556461, -0.072568744, -0.014222318, -0.0796309, -0.003964272, -0.018734748) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.07466565, 0.12048894, -0.049311258, 0.06647813, -0.03523906, -0.058351386, 0.050657038, 0.071672894, -0.06274618, -0.051137377, 0.04815986, -0.027385246, 0.024217578, 0.11098382, -0.015278791, 0.0089761885) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.019446075, -0.026279556, 0.08840606, 0.004755141, 0.0050940313, -0.011071269, 0.014430294, -0.015337095, 0.03688326, -0.113050036, 0.019847535, -0.11014168, 0.050903853, 0.016559998, -0.043682724, 0.105734855) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.02413538, -0.09661888, -0.016680568, -0.027003048, 0.027720515, 0.05139895, -0.059533376, -0.008480151, -0.021782156, -0.0948348, -0.011946053, -0.083661206, 0.0027541763, -0.016553452, 0.05976177, -0.012382243) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.01664136, 0.032890648, 0.118016645, 0.07897552, 0.0075631356, 0.009923929, -0.028552296, -0.023822825, -0.018407537, 0.09924053, 0.028851537, 0.009706015, -0.06151248, 0.043282833, 0.0762848, 0.096101545) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.030704016, -0.20709091, -0.022521349, 0.0055669267, 0.036171656, -0.26116917, -0.0017919166, 0.0872411, 0.06075258, -0.17477477, -0.06139795, -0.057686936, -0.036947742, 0.0022338675, -0.06827943, 0.09513659) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.046025567, 0.02053716, -0.07563358, 0.114850186, -0.008834413, -0.10452754, -0.015598493, -0.04279575, -0.0076079275, 0.25391746, 0.01138008, -0.06014513, 0.05888544, 0.019534808, 0.041184768, -0.037653156) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.103366904, 0.063476406, -0.032284666, 0.16858894, -0.037980165, 0.098204985, -0.019629885, -0.083128214, 0.029296165, 0.07721127, -0.12941137, 0.019428158, 0.041222446, -0.05031155, -0.05398474, 0.05417108) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.08151757, -0.083410375, -0.09471605, 0.106122725, -0.042444084, -0.14979301, 0.06904225, -0.07871019, -0.011820193, -0.1595203, 0.06331041, -0.03371198, -0.019725615, -0.16591094, -0.1034206, 0.08035169) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.028080456, -0.01699382, 0.005616744, 0.106527865, -0.018187832, 0.057436462, -0.05104383, 0.11279502, 0.02042168, 0.040071566, -0.042232268, -0.003008953, -0.0283707, -0.010943442, 0.054606497, 0.022894923) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.014796767, -0.02887353, -0.018621137, 0.0028737967, 0.005466853, 0.08801529, -0.056778353, 0.07749991, -0.012213929, 0.08049053, 0.10469463, -0.010493468, -0.045273356, 0.0007864626, 0.04533333, 0.069797084) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.021616668, 0.05122962, 0.020707974, -0.02161771, 0.049373332, 0.21950689, -0.045331094, 0.038253475, 0.0033141759, 0.02463723, 0.026869116, 0.10298469, -0.049214076, 0.22436714, 0.04614014, 0.039212156) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.018752968, -0.04300836, 0.020475762, 0.044724848, 0.07042785, 0.099228844, 0.027523432, -0.00195699, -0.032637656, 0.011948905, 0.007918143, -0.0043041757, -0.029532015, 0.0026891085, 0.012754861, -0.0430998) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.016704883, -0.4837664, 0.06987767, 0.059787884, 0.08465444, 0.0885631, -0.05699635, -0.001997929, 0.10992531, 0.07447915, -0.0991016, 0.03178755, 0.061731808, -0.033232562, -0.04067799, -0.12527466) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.012273902, -0.41195315, 0.033000518, 0.006268288, -0.03206302, -0.46935156, 0.026043748, 0.018582162, -0.04194034, 0.2521312, 0.020366658, -0.012321433, -0.10020968, -0.2217259, 0.011765439, -0.043904427) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.10416891, 0.0075240354, -0.061949026, 0.027345, -0.027931014, -0.038200084, 0.043745268, -0.03831279, 0.013798263, 0.11791611, -0.013712109, 0.09794572, 0.06262215, 0.025320092, 0.022832619, -0.11276125) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.00523913, -0.512136, -0.088847265, 0.055632632, 0.09073465, 0.05092907, 0.0014315202, 0.01968783, -0.021083983, 0.13120243, 0.03384559, -0.12446009, -0.14667505, 0.017845381, -0.15785621, -0.13544762) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.020052887, -0.39797193, 0.010568928, -0.046947133, -0.03511945, -0.15283805, -0.011877808, -0.049116343, -0.14616685, -0.3074045, -0.048095446, -0.097700015, -0.05758815, -0.092551984, 0.054198664, -0.19315828) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-3.4956247e-05, 0.03476059, -0.035631776, -0.1646381, 0.04365449, 0.07835767, 0.064133234, -0.15099297, -0.051307492, -0.16103648, -0.016963178, -0.14490701, 0.045352284, 0.025952758, 0.030611787, -0.028325474) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.051873993, -0.030742146, -0.044068847, -0.15974861, -0.037380863, 0.123501696, 0.0007096733, -0.042267565, 0.05865187, -0.09406753, -0.048962224, 0.01845395, -0.05687447, 0.060790457, 0.015549078, -0.02682802) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.013546276, -0.2674674, -0.014769907, -0.09219755, -0.01816903, -0.12910564, 0.13570172, -0.07004518, -0.05699189, -0.13199072, -0.04986581, 0.00066671567, -0.11889433, 0.055775836, -0.032207955, -0.056921985) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.017064162, -0.009138364, -0.01383351, 0.00047878188); + result5 += M4(-0.052580684, -0.15064926, 0.02987774, 0.071231954, -0.19225833, 0.025622597, -0.0011039003, 0.071457036, 0.008199889, -0.0149901835, 0.05406384, -0.06376478, -0.01122113, -0.021406636, -0.045523465, -0.0074157855) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.025274225, -0.21419498, -0.009573271, -0.0031474095, 0.0017731632, 0.058964983, 0.011905587, 0.00091531203, -0.017207287, -0.063950986, 0.0007750435, -0.019510195, -0.023048855, -0.027910337, -0.055168293, 0.09232138) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.08605948, -0.0030003372, 0.052741267, 0.040023748, -0.09887652, 0.023920717, 0.044278517, 0.029505044, 0.098118536, -0.011110594, 0.025991485, 0.06361509, -0.06282377, 0.12177764, -0.09917582, -0.023999235) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.10372887, 0.13150156, -0.02967161, -0.054864723, 0.04916811, 0.08334721, -0.015376945, 0.077685595, 0.021581098, 0.026523333, 0.046904378, 0.03219035, 0.026270257, 0.028524369, 0.0808416, -0.015126878) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0686373, -0.19545661, -0.02708483, 0.038734537, -0.07516088, -0.08819075, 0.033431824, -0.07084005, -0.037832294, -0.13529156, 0.014877889, 0.052974556, -0.00043094283, 0.036109447, 0.054239854, -0.048982244) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.01925057, 0.11993922, -0.012421586, 0.09361362, -0.1287831, 0.02428774, -0.020293595, 0.047963224, -0.032048315, -0.026012499, 0.00694215, -0.046500634, 0.026485292, 0.037203632, -0.019537913, -0.04560386) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.0022092953, -0.08684662, -0.013565316, -0.09283821, -0.030863952, 0.015646499, 0.10596539, 0.05793488, -0.026306584, 0.09371543, 0.048523117, -0.064937055, 0.078743555, -0.042760815, 0.035294045, -0.049106862) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.011494794, -0.10678031, 0.009467505, -0.059890613, 0.04309799, -0.029751549, 0.10095897, -0.009623872, 0.018188117, -0.01677607, -0.016772823, -0.054297403, 0.032907236, -0.03913367, 0.03649624, -0.040169254) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.052569184, 0.08124637, 0.04154669, -0.032765217, -0.01812052, -0.0010777035, 0.03483911, 0.06408343, 0.00833733, 0.032703206, 0.03860717, 0.051305726, -0.03682224, 0.12587099, -0.10561036, -0.060865622) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.09097959, -0.07135179, 0.09142802, 0.07326993, -0.058128767, 0.04646628, -0.010448193, 0.10141786, -0.004616605, -0.013517964, -0.03763962, -0.07403178, -0.0009963597, -0.020518739, 0.018544478, 0.011436883) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.014348731, -0.15722904, 0.11336486, 0.026427304, -0.07103025, 0.036963984, -0.0030734194, -0.022326298, 0.026184712, -0.111013845, -0.009728729, -0.05109377, 0.024496106, -0.028599976, 0.031787872, 0.03542584) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.07050498, -0.109162614, 0.045223612, -0.047703285, -0.009953353, -0.00785853, 0.046700656, -0.0028644206, -0.011897823, 0.06520107, -0.042867575, -0.041821364, 0.028639575, -0.014540787, -0.06456859, 0.0064730393) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.13522974, -0.15272519, 0.08009654, -0.047066122, -0.08123054, 0.13892876, -0.026219133, 0.019194964, -0.09978711, -0.048148822, -0.023773579, 0.074001074, 0.059268706, 0.023089651, -0.0020605852, -0.049749803) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.1035288, -0.07737308, -0.052633196, -0.04648146, 0.04661116, 0.18126677, -0.0076506822, 0.010274198, -0.04626878, -0.1933045, -0.068177186, 0.018264003, -0.01584764, -0.023423357, -0.05962603, -0.104598) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.29603174, 0.04270164, 0.02925997, 0.034024626, 0.07141427, 0.07198113, -0.0576125, 0.072871424, -0.029549595, -0.03296585, -0.045270614, -0.025112106, 0.03141592, 0.05787938, -0.023451163, -0.011590421) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.115010194, 0.0060094194, 0.057757296, 0.020855885, 0.008687725, -0.053142034, -0.054601498, 0.03892092, 0.072945, 0.0351329, 0.020654047, 0.049179904, -0.06461736, -0.0075203404, 0.050319687, -0.054393794) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.13110146, 0.038108196, 0.09231352, 0.01521032, -0.15011574, 0.060580675, -0.106966026, 0.13397363, -0.08296644, 0.0009438238, 0.045094255, -0.05785406, -0.06297069, 0.04615938, -0.024615912, 0.040067635) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.17284414, 0.04515633, 0.10534201, -0.10964022, -0.06890745, 0.064414054, -0.12355559, 0.062324725, -0.04746664, 0.07626474, 0.01518654, -0.06601995, -0.034115233, 0.0062601757, 0.056195226, 0.052302837) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.007837691, -0.01199658, -0.017733863, 0.06306481, 0.05477579, -0.03247842, 0.06285389, 0.03631672, -0.009716627, -0.028226832, -0.021615943, -0.029075084, -0.03702496, -0.19614635, 0.02188354, -0.03116074) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.036597606, -0.04945229, -0.053345334, -0.0077212485, -0.054383732, -0.07641286, 0.053576794, 0.0015732987, -0.053602118, -0.05044491, -0.040455487, 0.0040192823, 0.059879083, -0.16295475, -0.030358082, -0.05802254) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.02100697, -0.027025238, 0.039390437, -0.039955378, -0.015499209, -0.013657418, 0.03277752, -0.0034124032, 0.047590386, 0.054839954, -0.018624965, 0.034774452, -0.03736205, 0.081904836, -0.025306534, -0.07560313) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.019029297, 0.111544676, -0.019449128, -0.062633835, -0.083387695, -0.11506184, -0.025028003, 0.11878264, -0.12687209, -0.1018427, -0.00032619596, -0.0026753717, -0.22193514, 0.08331448, 0.00112046, -0.039312974) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.040813815, -0.07806331, 0.03336142, 0.037170477, 0.007642417, -0.028553793, 0.024147913, 0.06769474, -0.08894962, -0.18185507, 0.07269825, -0.004149227, 0.012871838, -0.0026559688, -0.0018293501, -0.0714703) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.024167957, -0.059312645, -0.01700588, -0.0029320365, -0.033242915, 0.027415048, 0.005478587, 0.0093810465, -0.08544, -0.024799146, -0.05432229, -0.0023842666, 0.20560393, -0.26743928, 0.010901901, -0.04611726) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.038561303, -0.045697164, -0.05869932, -0.036688242, 0.1325007, -0.03593313, 0.051447615, 0.04460445, -0.0013512254, 0.055332843, -0.029415287, -0.019206904, 0.054360576, 0.026933549, -0.019128239, 0.012142919) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.030934611, -0.08669126, -0.029762989, -0.05379838, 0.07881614, 0.06504117, -0.027605763, 0.023803793, -0.08531236, -0.11109963, 0.038883496, -0.029502144, 0.02944934, 0.08285026, -0.03329594, 0.05665866) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.008495413, -0.02058559, 0.044251725, -0.019452604, 0.018759632, -0.038155902, -0.0054274984, 0.019549018, -0.14419942, -0.021452796, -0.085885644, 0.018500164, 0.06183025, -0.04069198, 0.037580013, 0.07268955) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.074962415, -0.14022659, 0.016520677, -0.03555597, 0.004317521, 0.021628324, -0.016216125, -0.0090265395, -0.01530891, -0.10614487, 0.033422954, 0.030696338, -0.041668694, -0.01127462, -0.0020192435, -0.06253296) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.03193416, -0.09075817, 0.015444187, -0.004731062, 0.016805839, -0.011859106, 0.0022314081, 0.013757967, -0.09098486, -0.057078097, 0.019984663, 0.08406895, 0.042971447, 0.017707441, -0.07873982, -0.106951326) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.029794892, -0.04604144, 0.010108115, -0.08741878, 0.05272005, 0.018187212, 0.03645441, 0.012478393, 0.10531403, -0.09543154, -0.030098045, 0.052879542, 0.08159108, 0.0033676077, -0.0076734563, 0.056860436) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.22705682, 0.00079008023, -0.011108722, 0.021449545, -0.007286752, 0.05923551, -0.03640832, -0.07398509, -0.01398978, 0.15273027, -0.0035569891, 0.03433935, -0.10257959, 0.0018353865, -0.08885308, -0.00683911) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.20244955, 0.029942783, -0.01571777, 0.07039789, 0.052346084, 0.044757873, 0.07072515, 0.03373764, 0.10586753, 0.11967013, 0.06233647, -0.014309061, 0.037730675, 0.08074081, 0.07824349, 0.030605627) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.029372077, -0.08410153, -0.039379567, -0.03293846, 0.058879156, 0.10751088, -0.04405436, -0.021532848, 0.033775743, 0.13573281, -0.06923716, 0.05646577, 0.04221952, 0.091175765, -0.029289754, -0.06825895) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.00815596, -0.14585166, 0.037386876, 0.050968193, -0.17023389, -0.005002287, 0.013146105, -0.03545544, 0.016367182, -0.18802391, 0.014690057, 0.12102291, -0.14183491, 0.042241927, -0.0611679, 0.060872253) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0832433, -0.088078916, 0.0015827757, -0.025694754, -0.12472857, -0.013242852, -0.05026308, 0.028733818, 0.004187615, -0.009066128, -0.02889407, 0.08355199, -0.056096047, -0.007907776, -0.03415466, -0.02147954) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.081740275, -0.08329364, 0.02646948, 0.04717796, 0.027727498, 0.073901534, 0.009284709, -0.05989023, 0.12223431, 0.043366108, -0.11360815, 0.051331054, 0.034414172, -0.019913677, -0.014516429, -0.05338667) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.024820674, 0.042039003, 0.02557277, 0.016237829, 0.13573207, -0.009554409, 0.042378433, 0.05221828, 0.03467738, -0.008004979, 0.048410967, -0.0777469, -0.056629356, 0.013864829, -0.011651788, 0.088673696) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.05088607, -0.009790113, 0.012366664, -0.03817271, 0.06393957, -0.20795764, 0.0148599865, -0.051517952, 0.023521481, -0.032240342, 0.0012528885, -0.043891285, -0.12818205, 0.02200286, 0.012515829, 0.105249815) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06575557, 0.007183827, 0.08914133, -0.08024906, 0.10274569, -0.06478045, 0.08660466, -0.041635897, -0.03250085, 0.050974824, -0.016890934, -0.013152202, 0.04095364, -0.023561912, 0.074805975, 0.010691788) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.026221585, 0.043330725, -0.059108663, 0.07382594, 0.03668524, -0.11761509, 0.021285456, 0.045165, -0.14192653, 0.060858056, 0.010537122, -0.0155713, 0.05379938, -0.036375877, -0.03184592, -0.012125754) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.0486592, 0.022117248, -0.05874868, -0.005936204, 0.050171755, -0.28107113, -0.0077959495, 0.027032051, -0.104360506, 0.04668788, 0.087733194, -0.0639317, -0.06912867, 0.07747981, -0.067822784, 0.028730944) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.07823856, 0.0013985023, 0.108623, 0.0021302488, 0.13876343, -0.10544516, 0.085131936, 0.017325265, 0.03752746, -0.054372102, -0.027844364, 0.04206507, 0.08210051, -0.001717249, -0.007464347, 0.08731228) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.048742786, 0.014443547, -0.04710202, 0.01071015, 0.04355869, -0.001159062, -0.0078969775, 0.035044957, -0.04782799, 0.114430696, 0.049874514, 0.052845404, 0.017371679, 0.079726264, -0.027398052, 0.043368444) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.030715011, 0.107153215, -0.012649968, -0.07014838, 0.087433375, -0.0805983, 0.013917231, 0.06447163, 0.14152324, -0.041162245, -0.051097997, -0.014839854, -0.014786458, -0.012846841, -0.18997125, 0.052193753) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.043101534, 0.024263863, 0.069595486, -0.080130525, 0.10499162, -0.11555224, 0.097466506, 0.06178219, 0.083992146, 0.038534395, -0.06808349, 0.071081005, 0.090051174, 0.036718383, -0.03371315, 0.089062415) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.02752385, -0.043868963, -0.0075966883, 0.05074857, -0.010309309, 0.0029827978, 0.008614498, -0.050269563, 0.0073773093, 0.05339757, -0.038882896, 0.037564635, 0.040408596, 0.079476185, 0.049911276, -0.031025842) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.010402423, -0.021169057, -0.006185289, 0.03808448, 0.004703902, 0.04132122, 0.027664572, -0.083228655, -0.12492678, -0.017198684, -0.047410347, 0.03462901, -0.086314954, -0.1605177, 0.007901679, -0.008727798) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10260776, -0.0032098314, -0.026985312, 0.032166883, 0.06461039, -0.027318908, 0.049204275, -0.017971812, -0.11446602, 0.03409934, 0.0033458848, -0.024349788, 0.05180107, -0.055579998, 0.0026593648, -0.007589303) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.019445686, -0.020414535, 0.0006472283, 0.0156667, 0.0491174, -0.0066385847, 0.01661231, -0.021331865, -0.017333452, 0.07392369, 0.013600466, 0.025585927, -0.04805005, 0.0035442205, 0.049909502, 0.05410278) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.116750695, -0.026829056, 0.025816385, 0.18974182, 0.036839206, -0.058677956, -0.05649178, -0.03159795, -0.084431015, 0.21318555, 0.030447993, 0.14198494, 0.02155719, -0.06378866, 0.056859545, 0.039767765) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.043991324, 0.06969867, -0.09649554, 0.068113476, 0.07376832, 0.027794264, 0.06412948, -0.107598566, -0.06815859, -0.039101645, -0.036776356, 0.09060587, -0.059446387, -0.0061770855, 0.036457524, -0.08388637) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.012548781, -0.0053755897, 0.027420633, 0.058871847, 0.12011362, 0.036351822, 0.024999782, 0.06201431, -0.006500293, -0.06003566, -0.012171236, -0.0034447624, 0.005984315, 0.05129913, 0.033435665, 0.054115847) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.064937584, 0.0130189415, 0.014841783, 0.013236126, -0.011993064, -0.0010715196, 0.033699043, -0.064773686, -0.06944554, 0.06720751, 0.052476846, 0.050593235, -0.020699535, 0.13518973, 0.0017886882, 0.042394735) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.092944555, 0.018714722, -0.059384845, 0.05072983, 0.035747956, 0.061721165, 0.041678034, -0.082633905, -0.032900624, -0.051342104, -0.08912702, 0.008042744, 0.08002831, -0.043737162, 0.028259652, 0.023484616) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.013745657, -0.007633268, -0.048201825, 0.0053475653, -0.06224788, 0.081527114, -0.040953435, -0.023771685, 0.088649556, 0.09754979, -0.016013704, -0.11392925, 0.005409401, 0.022066267, 0.0230272, 0.071867086) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.029500319, 0.0369013, 0.014230375, -0.039850343, 0.03266401, -0.012809505, 0.02225152, 0.040311716, 0.016176805, 0.13866723, -0.05700596, 0.0092237545, -0.23510231, -0.000337322, 0.016938541, 0.09166502) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06344694, 0.045878544, -0.017930366, -0.011110018, -0.007533558, -0.10000114, 0.028966762, -0.0113148, -0.10936397, -0.056249842, 0.054771904, 0.10257253, -0.017031658, 0.011547765, 0.018011222, -0.014017226) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.048865512, 0.025866576, -0.024717387, 0.029450499, 0.021262022, 0.10048638, -0.056855593, -0.07887682, -0.007713335, -0.1985286, 0.033151604, 0.060416847, 0.08108954, -0.03879282, 0.028452195, 0.03459194) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.025263092, -0.028710818, 0.053543083, 0.021539392, 0.05636524, -0.038863085, 0.035249256, 0.003139853, 0.002222635, 0.015200795, 0.056427654, -0.054206114, 0.044076152, 0.084221594, -0.02612379, -0.0029482276) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.026838617, 0.0904887, -0.008255456, 0.007646968, -0.028907517, 0.10389119, 0.077646695, -0.034427915, -0.12124107, 0.06974404, -0.054933053, -0.037042152, 0.059587143, -0.004180774, 0.042085014, -0.049726043) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.014240625, 0.049130592, 0.054632396, 0.05262821, 0.034751363, 0.04461164, -0.01893102, 0.06457297, -0.0030643991, 0.077637345, 0.07165792, -0.07350835, 0.10283324, -0.1352381, 0.0479085, -0.04838709) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.018387407, -0.039498515, -0.03944234, -0.011729611, -0.026777115, -0.019394714, -0.0030624773, -0.058942895, 0.00010417057, 0.0046145073, -0.03480986, -0.000865622, 0.11664703, 0.030569486, -0.048659857, 0.0733454) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.012518504, 0.04270005, -0.04549333, -0.013024053, -0.086333744, -0.029665101, -0.033968486, -0.00806569, -0.22396058, -0.043458533, 0.07180374, -0.0006986618, 0.1694426, -0.034902193, -0.027834652, 0.014592792) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.14171517, 0.00762185, 0.029552683, 0.059720222, -0.096513994, 0.14818208, -0.02875358, -0.015003521, -0.00791769, -0.03699371, 0.015498617, -0.00073933665, -0.112339795, -0.012962045, -0.034593403, 0.0075096604) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.039212655, -0.0618684, 0.05029151, 0.039569814, -0.07647384, 0.105941355, -0.02122875, 0.07988431, 0.13522357, 0.01837457, 0.07444361, -0.24716674, 0.06037326, -0.04073068, -0.0063440213, -0.0523196) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.04664386, 0.069369055, -0.032271415, 0.10329228, -0.1251751, 0.026377456, 0.05780323, 0.022418464, 0.07428419, 0.10319433, 0.026942212, -0.013725641, -0.11263362, 0.010131541, -0.027427072, 0.019740785) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.00065466994, -0.032091245, -0.018805465, 0.025538133, -0.042291056, 0.09112029, -0.001967435, 0.00907886, -0.028492209, 0.12510802, 0.035390504, 0.035649158, 0.079726964, -0.12697986, 0.048638616, -0.09750821) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.002654665, 0.039059293, -0.010432873, -0.08553095, 0.0068300953, 0.094018064, -0.11085811, -0.008229747, 0.039278056, 0.061763294, -0.026760988, 0.050798867, -0.010892567, -0.05135347, -0.04973469, -0.08129986) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.04475997, 0.0016825717, 0.0367337, -0.018750174, -0.03916739, -0.048325635, -0.019920122, 0.063258015, -0.21115406, 0.13041137, 0.02212824, -0.05905629, -0.0020679291, -0.08770216, -0.057347674, -0.010861143) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.037821528, -0.046192843, 0.06482348, 0.079046875, -0.073419996, -0.005091488, 0.037938118, -0.018443927, 0.123021156, -0.055003177, -0.07070309, -0.08514817, -0.010225843, -0.058565214, 0.006292945, -0.117130995) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.03319668, 0.04250895, -0.04410246, 0.049072955, 0.05344825, 0.0024664747, -0.0565792, 0.05722042, 0.027147643, -0.18456233, -0.013522794, -0.17024432, -0.066083804, -0.042966776, 0.044605523, -0.08420987) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.030072097, 0.010024286, 0.03837929, -0.07633771, 0.02184606, 0.053947315, -0.052319027, -0.06662929, 0.07677724, 0.039782483, 0.030801704, 0.029726626, -0.08834049, -0.04875117, 0.064755246, -0.042219732) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(-0.009212119, 0.003507561, 0.0017614447, -0.000891854); + result6 += M4(0.005420479, -0.03765253, -0.2113703, -0.017019596, -0.00012232907, -0.0119664, 0.030475564, 0.055534728, 0.016226996, -0.0041894116, -0.028692553, -0.14969012, 0.009976876, -0.03127412, -0.025543587, 0.0060234335) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.06841778, 0.023803147, -0.0072954386, 0.019212373, 0.0064333337, 0.009574441, 0.015377656, 0.05924476, -0.042617206, 0.023110364, 0.023833469, -0.083872244, 0.05775824, -0.030449226, -0.02677098, -0.10038502) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0638864, -0.011889598, -0.008499467, -0.063392386, 0.027327657, -0.0443597, -0.075027354, -0.03230062, -0.0009098622, -0.02644064, -0.029291596, -0.1973508, 0.027956672, -0.04969405, -0.0017926429, -0.34395823) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.090639815, -0.071703546, -0.031222042, -0.11186478, -0.092462555, 0.012811491, -0.08094574, 0.017513886, 0.05244458, 0.02451952, -0.089271806, -0.061425485, -0.03058655, -0.009828067, -0.03462443, -0.09433234) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.020117106, -0.024253564, -0.031959753, -0.02785439, 0.09027044, 0.024937445, 0.08147845, 0.08131762, -0.056052797, 0.05791107, 0.017341726, 0.044404604, 0.02774216, 0.04790289, 0.11865258, -0.0039098156) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.040809244, -0.008604578, -0.0153527865, 0.04332529, 0.018727358, 0.03269885, 0.004727862, 0.03407893, -0.015570462, 0.042268675, -0.038988966, -0.08019628, 0.025311142, -0.048892096, 0.090186566, -0.02802924) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.009189727, -0.045040485, 0.010411647, -0.01015024, -0.011376033, -0.041132443, 0.061139964, 0.03836695, 0.006959192, 0.047185596, 0.014345384, 0.015355248, -0.008752522, 0.041594893, 0.055910952, 0.019942183) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.036358375, 0.042022303, -0.035140347, -0.026121737, -0.004275827, 0.039477937, -0.018245168, -0.02093531, 0.03132263, 0.030153207, -0.016479421, 0.0717239, -0.095710844, 0.030274253, -0.022124823, -0.071871266) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.032366402, -0.007857223, -0.004956957, -0.028024815, -0.030021444, -0.026756978, 0.017738787, -0.030870682, 0.025447551, -0.046104956, -0.031820256, -0.065970615, 0.131537, -0.055886056, -0.02947717, -0.39466482) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.08857444, 0.06181201, 0.10892477, 0.1598865, -0.029200364, -0.06248032, -0.161934, -0.057283062, 0.0060867066, -0.01603005, -0.050214414, -0.034583017, -0.008151495, -0.029216588, 0.037830215, 0.051382557) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.008736238, 0.035757974, 0.09563558, 0.16731556, 0.05011469, -0.010148606, 0.0024213805, -0.030117258, -0.05672622, 0.0044039665, -0.05888496, 0.06614675, 0.03148651, -0.0059596444, 0.021443851, 0.033808507) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.04901095, 0.04794677, 0.0643962, 0.13461615, -0.050091352, 0.053921502, -0.033675965, -0.10954018, -0.009882757, 0.03844012, 0.06563831, -0.030110866, -0.0114040375, -0.050989687, -0.017535688, 0.022628047) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.1263618, 0.03231095, 0.062102746, 0.07534381, -0.04930551, -0.035797704, -0.07076261, -0.09166402, 0.024191594, 0.0050198454, -0.0826121, 0.06363455, 0.022899987, 0.0228045, 0.070139974, 0.03956099) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0058244937, -0.005637994, 0.1246669, 0.06947529, -0.06064936, -0.032905243, -0.018688258, -0.02922478, -0.057199407, 0.10089234, -0.09028781, 0.07328673, 0.049419697, -0.0432712, -0.036055803, 0.008174136) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.048131414, 0.015285253, 0.014695274, 0.02809009, -0.0687197, -0.063207634, -0.050545406, -0.040920738, 0.027214851, -0.03648223, 0.026417531, -0.024559537, 0.054645345, 0.013809618, 0.03174937, 0.037179485) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.07546025, -0.0013769476, 0.04695833, 0.11174557, -0.058189187, -0.037412923, -0.1805649, -0.19137752, -0.0008346956, 0.038469624, 0.031923845, 0.008102112, -0.029564379, -0.015368986, 0.08247637, -0.07343577) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.010937313, -0.004594886, 0.021334773, 0.026873654, -0.021222077, -0.05205842, -0.11226086, -0.071445644, -0.036068343, -0.0620517, -0.04320595, 0.008665601, -0.00785826, 0.031145884, 0.0119496705, -0.013787682) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.05067506, 0.0053193653, 0.1120914, 0.03604513, -0.048197076, -0.023107274, -0.13865311, -0.18559352, -0.036083188, -0.07118795, 0.034903843, -0.052835755, 0.0023837686, 0.002603539, 0.01904784, -0.110311635) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.02851371, -0.0037221194, -0.24336554, 0.033621766, -0.065597855, -0.003746745, -0.060015995, -0.16574976, -0.008641539, -0.010923488, -0.07563573, -0.043142762, 0.13892038, -0.00751957, 0.018870976, -0.08124187) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.054872446, -0.030896993, -0.09895045, -0.030481728, 0.031462237, 0.08630375, -0.010975847, -0.13422976, -0.019862631, -0.04584088, 0.042665944, -0.0091746915, 0.10421198, -0.03711207, -0.03594472, 0.019919347) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.017245872, -0.029405488, -0.01558761, -0.11982464, -0.009225813, 0.110546574, 0.05875645, -0.3290906, 0.0025578954, -0.05087402, 0.061268315, -0.027504647, 0.009124695, -0.011226426, -0.034456946, 0.08192874) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.10110505, -0.0006719686, 0.019420506, 0.0016768094, -0.05121278, 0.070078194, 0.07162851, -0.32755074, 0.05429881, -0.060515676, -0.0042930716, -0.04429736, -0.060902376, 0.0042079967, -0.028214697, -0.040386092) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.027918313, -0.06751752, 0.012395925, 0.0077983495, 0.0702817, 0.01616738, 0.022086967, -0.22833492, -0.11892267, 0.054747373, -0.0059430473, 0.038749106, 0.07894161, 0.08004822, 0.06869113, 0.07990716) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.017407585, 0.00932523, -0.06423329, -0.016436294, -0.050855115, 0.051179826, 0.025090018, -0.20749547, -0.06830204, 0.028537685, -0.020847978, -0.030851929, 0.031569283, -0.011937661, 0.051993158, 0.13939153) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.02265431, 0.020365246, 0.08315113, -0.038282223, -0.007635813, -0.018300107, -0.024974423, -0.07329284, -0.009175386, -0.057932477, -0.007921735, -0.03841722, 0.010409289, 0.027423337, 0.013023029, 0.029375158) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.09788744, -0.019917792, -0.04689008, 0.007919722, -0.054792784, 0.06983508, -0.055376597, -0.36580855, -0.06952103, 0.047611367, 0.07804524, 0.10084286, -0.04242552, -0.11590829, -0.117419906, -0.16327634) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.009322183, -0.020338742, -0.053499017, 0.03870518, 0.034012996, -0.009704714, -0.042649142, -0.3736386, 0.08686116, 0.036925863, -0.09613664, -0.035198007, 0.007542228, 0.024381611, -0.027772823, -0.055469017) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.12438315, 0.016053284, -0.023481993, -0.013729316, -0.036056396, -0.03041527, -0.053764075, -0.10810889, -0.06855047, 0.029137896, -0.0588834, -0.06328406, 0.061036192, -0.011093373, 0.024279324, 0.0039942316) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0028309189, 0.0051225, -0.0059563676, 0.0008854113, 0.022889823, -0.012180989, 0.048347134, -0.14547911, 0.024895424, -0.0065479483, 0.060581416, -0.12862974, -0.06892344, -0.0153697375, -0.044898406, -0.024793794) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.108111, 0.052010685, -0.018785994, 0.029380225, 0.0012618627, -0.035650805, 0.03608617, -0.0028627913, 0.05361636, -0.02459279, -0.03273652, -0.25427926, -0.041043144, -0.023363115, -0.00742035, -0.004624003) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.1640952, -0.047170945, -0.04551896, 0.03965776, -0.047767162, -0.07997877, -0.069618315, -0.095630296, 0.011616412, 0.031869434, 0.019766618, -0.028307041, 0.0662131, 0.00036933148, 0.062150527, -0.039836116) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0508459, -0.040735494, 0.014530418, -0.11175503, 0.05048648, -0.088057734, 0.029414315, -0.14583485, 0.07421976, -0.0035945121, -0.0507099, 0.13300386, -0.09657928, -0.016817443, 0.076937854, 0.019341528) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.112102926, 0.014283031, 0.04217049, 0.06394476, 0.0057991594, -0.009704378, -0.009131476, -0.0075958115, -0.013932986, -0.0009159908, 0.037982393, -0.0968711, 0.006820429, 0.03866606, 0.06786605, -0.099541634) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.052092947, 0.041884527, 0.05191982, 0.04347814, 0.10904768, -0.014295642, -0.04148065, -0.21627739, -0.13130075, 0.035921946, -0.045557268, -0.042424355, 0.09602343, 0.0035689296, -0.018205272, -0.052623875) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.025036452, -0.0076597426, -0.02203931, 0.019824011, 0.06812738, 0.010534089, 0.018215513, -0.05743859, -0.037721954, 0.0008116475, 0.03437198, -0.101671964, -0.117324814, -0.008874275, -0.026740242, 0.06072316) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.11793707, 0.08127973, 0.08387046, 0.06991066, -0.0060999948, 0.07509213, 0.0047291066, -0.01790309, 0.07883465, 0.010194506, -0.09597886, -0.12710233, -0.008561454, -0.017651455, 0.03258561, -0.04704412) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.079296835, -0.007176497, -0.071003966, -0.031774525, -0.015139711, 0.07969195, 0.022572745, 0.040847152, -0.042071294, -0.023583526, 0.019269235, -0.17594016, -0.0039828536, -0.034430988, 0.035904717, -0.042818602) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.004719372, 0.034166947, -0.025561862, 0.0542308, -0.028828839, 0.066719316, -0.07790735, 0.009795526, 0.028332122, 0.055737182, 0.028444644, -0.024588242, -0.03623557, 0.032434884, 0.04088559, 0.006522376) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0040604705, 0.05340919, -0.08511965, -0.06321315, -0.008831744, 0.064645715, -0.03758154, 0.11131898, 0.021846121, -0.06376234, 0.0130395, -0.045623153, -0.047709044, 0.086039335, -0.025562337, -0.06477406) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.09928899, -0.05115178, -0.039197285, -0.1304032, -0.01651919, 0.05500903, -0.064241424, 0.047493014, 0.0070789205, 0.0042427517, 0.05329404, -0.18802434, -0.05672121, -0.053789075, 0.05852742, -0.036337513) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.118793085, -0.0035033973, 0.012065124, -0.104995035, 0.11729614, 0.028198905, -0.023159819, 0.002350429, 0.13809848, -0.082262814, 0.063063905, -0.087338775, -0.049746137, 0.07663729, 0.01871825, -0.022991672) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.08495069, 0.00314966, -0.028027764, 0.060831062, 0.08110046, 0.059274297, -0.045435946, 0.17525941, -0.02373271, 0.016823854, -0.03621947, -0.15517719, 0.009195386, 0.024517583, -0.034663264, -0.074018836) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.031922374, -0.09178929, -0.04470328, -0.0056425915, -0.087193444, -0.009263831, 0.03570166, 0.05786685, 0.05603946, -0.012095759, -0.038036183, -0.11744668, 0.01418083, -0.029454716, 0.058547355, -0.013933753) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.008746428, -0.00881258, -0.067780726, 0.036993146, -0.012930327, 0.01738473, 0.023857154, 0.07016731, 0.026034068, 0.049846373, 0.07283143, -0.15461919, 0.01664893, -0.03011495, -0.053724024, 0.007614907) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0047720834, -0.025973728, 0.023875091, 0.019430986, -0.08790736, -0.026733058, -0.0649873, 0.15559092, 0.03333609, 0.080161825, -0.088263795, -0.11223622, -0.03777764, 0.033592675, 0.0553681, -0.092704765) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.13162029, 0.04512068, -0.19087441, -0.090574555, -0.04596346, -0.0112638315, -0.02115543, 0.028295139, 0.036870148, -0.054876927, 0.040446706, -0.0021400983, -0.062495697, 0.0061328243, 0.06592003, 0.008668666) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.008848764, 0.0011493338, -0.110375166, -0.18631724, 0.016458943, -0.023491599, -0.020219717, -0.024194023, 0.021168703, 0.0002756136, 0.004352087, 0.026927633, 0.0036976594, -0.03347136, 0.03199937, 0.04778199) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.044887014, -0.015682817, 0.015037376, -0.175748, 0.04638299, 0.0693437, 0.021798363, 0.00063979503, -0.0596638, -0.02457474, 0.059407007, -0.14366494, -0.01380239, -0.06749423, 0.02994469, -0.014496362) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0017486031, 0.02841711, -0.06604549, -0.026702298, -0.008490819, 0.018497119, 0.023257617, 0.022516849, -0.037321553, 0.064146526, 0.07898731, -0.02519196, -0.012452306, -0.0840357, 0.0040852013, 0.012126074) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.010438524, -0.059748568, -0.06683171, 0.018264327, -0.028358066, -0.0077525545, 0.0019843841, 0.10297452, -0.013029149, -0.0780084, -0.07030604, -0.020326504, 0.033161737, -0.16851957, -0.00884115, -0.005680489) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03172593, -0.076460324, -0.034672793, -0.09565322, 0.09411801, -0.033733364, 0.014327661, 0.034022108, -0.047447667, 0.03942549, 0.018579211, -0.03399011, -0.0167137, -0.10788374, -0.011078335, 0.08186553) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06586778, -0.040866595, -0.07490561, -0.1436565, -0.0050556655, -0.06338725, -0.0017707113, 0.001981463, -0.0054731644, 0.082569465, -0.02897088, -0.10292658, -0.06616384, -0.018430147, -0.012137832, -0.062166538) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.03181218, -0.05381025, 0.059821106, -0.11877228, 0.009863026, 0.05000853, -0.06959257, 0.06890695, 0.039417874, -0.022792812, -0.0029466874, -0.0687668, -0.006412169, -0.08145962, 0.08518502, 0.04658461) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03083078, -0.0310465, 0.0078087426, -0.18088213, -0.010876949, -0.0359779, 0.022039082, -0.016628625, -0.007735943, 0.035845563, 0.048187084, -0.06311247, 0.043105073, -0.0349099, -0.05868301, -0.06875034) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.07597523, -0.000118873795, -0.0996825, -0.20153405, 0.0039742854, -0.044571046, -0.10699664, -0.024057847, -0.047947194, 0.007382565, 0.099283315, 0.055183735, 0.004617195, -0.010980081, 0.05941656, -0.007280792) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.097414196, 0.013401685, 0.025069386, -0.16215841, 0.086117856, 0.01131146, -0.026106486, -0.07709636, -0.09018702, 0.04200694, -0.019005083, 0.011442096, -0.058725484, 0.0143419495, 0.041763484, 0.048719704) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.020885194, -0.04005326, -0.050581712, -0.2618801, 0.0009486669, 0.04054283, 0.014780989, -0.015885768, 0.07160794, 0.005877842, 0.015010413, -0.102895364, -0.0098498985, -0.015015686, 0.035676993, -0.043735452) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.061503306, -0.0328786, -0.16844888, -0.15721038, -0.018058324, -0.017600132, -0.01782079, -0.020330062, 0.054945245, 0.06528852, 0.016597655, 0.15817197, 0.115286455, 0.08032661, 0.12972084, 0.09322981) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.056910582, -0.0557694, -0.013893304, -0.03856103, 0.048139565, -0.046840668, -0.0886231, -0.040739585, 0.058171514, 0.031745203, -0.016775448, 0.11105396, -0.07627872, 0.038695868, 0.051778734, 0.014261746) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.031500544, -0.012877934, -0.021475017, -0.18154864, -0.09454298, 0.007249689, 0.030825041, -0.05184904, -0.07232011, 0.029033003, 0.079822086, 0.077453986, -0.03341855, 0.048954055, 0.071169496, 0.059435852) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.03906401, -0.058501486, -0.14872393, -0.2742766, 0.025929766, -0.059418917, -0.06694148, -0.06988536, 0.06319708, 0.05856558, 0.11449252, 0.07617328, 0.01054938, 0.030854799, 0.10453961, 0.14716713) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.05172054, -0.02230426, -0.039621804, -0.16871932, -0.036133233, 0.002362637, -0.056437444, 0.06979001, -0.08853697, -0.050805826, -0.004369545, -0.051083148, 0.026776522, 0.00321468, 0.06917667, 0.058441408) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0453228, -0.094410285, -0.07183124, -0.25580448, -0.017125934, -0.034065496, 0.08573492, 0.011414003, 0.019990936, -0.0243371, 0.12472054, -0.20313217, 0.029985143, 0.02701724, 0.09371544, 0.08373268) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.11070917, 0.0439401, 0.057106707, 0.017534625, 0.067257494, 0.039300725, 0.028364751, -0.07374785, 0.004958037, 0.011277688, -0.029628806, -0.038294997, 0.05835732, -0.037194714, -0.030700421, -6.9137727e-06) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.11989683, 0.0040158937, 0.14065981, 0.007349627, 0.20193796, 0.030507924, -0.0023648832, 0.06658213, 0.025256509, 9.29601e-05, 0.025075002, 0.16907753, -0.008863759, 0.0076728025, 0.014367052, -0.00060556596) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.047034778, -0.015400275, 0.004685636, 0.073158406, -0.044403385, 0.07081168, -0.067296274, 0.029516382, -0.015040729, -0.0566585, 0.18062492, -0.5907118, 0.10280664, 0.03330281, 0.042279024, 0.12872829) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.04784915, -0.011008344, 0.10566314, 0.06728622, 0.09206833, -0.009041669, 0.008447539, 0.031529874, 0.058620296, 0.025984839, -0.12565587, -0.023129258, 0.026509024, -0.015427807, -0.050995562, -0.02812431) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.022808002, 0.04667675, 0.07053496, -0.054106794, 0.028469762, -0.056300867, -0.0331732, -0.016392956, -0.02228722, -0.12965798, 0.017047266, 0.02932775, 0.033993304, 0.00042188136, -0.009978589, -0.08932756) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0060096155, 0.050465334, -0.0038856936, 0.03307228, -0.012065276, 0.037406396, 0.010433575, 0.07261764, 0.054356474, -0.1076354, -0.079320826, -0.17579685, 0.034004785, -0.008865941, -0.036165453, 0.11775663) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.08025587, 0.10296218, -0.012258889, 0.062083304, 0.03845399, 0.05631123, 0.031561494, 0.063703045, 0.02222153, 0.05718004, -0.031593386, -0.11101201, 0.039877437, 0.026264228, -0.032481875, -0.2196715) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0489668, 0.0010311719, -0.06638701, 0.018845031, 0.01477753, -0.01137375, 0.038283516, 0.064369716, 0.007782226, -0.054979388, 0.09096508, -0.61624783, -0.14061299, -0.11406425, -0.090516776, -0.2311314) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.04823342, -0.010690917, -0.12086475, 0.023696559, -0.061699413, 0.061169304, -0.00816611, -0.00984813, 0.048814062, 0.07085177, -0.059462026, -0.45679572, -0.10226936, -0.037628002, -0.09047446, 0.08713969) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(0.002669215, -0.01324276, -0.00011292872, -0.010680473); + result7 += M4(0.09509804, -0.0260975, -0.04915667, 0.016497044, 0.017099814, -0.06685925, -0.042665336, 0.010021266, 0.06278705, -0.030936882, -0.03838248, 0.042923566, 0.056590818, 0.07017174, -0.022362825, 0.015948705) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.07436793, 0.026458325, 0.0200128, 0.07077347, 0.05570568, -0.1382031, 0.0662111, 0.0043516043, -0.004679328, -0.010046683, 0.07372989, -0.0027802878, 0.10218949, 0.016884988, -0.0919625, 0.09714363) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.05144776, 0.053020295, -0.012051706, 0.03972529, -0.017922463, -0.014130645, -0.014651319, 0.043121416, 0.025595991, -0.006558703, 0.013938911, 0.015596526, -0.15599446, -0.025858803, 0.103406094, -0.0023589653) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.006291228, -0.12488046, 0.018219192, 0.04924067, 0.051676158, -0.065034166, 0.03867943, -0.049148593, 0.010582938, 0.007864326, -0.038151097, 0.07490664, 0.06237196, -0.026859505, -0.0026723386, 0.024659969) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.015726265, 0.08470628, 0.03120822, -0.043831702, 0.039787345, -0.066167094, 0.00479981, 0.05600491, -0.05444266, -0.07832684, -0.07056958, 0.013445683, 0.007042126, 0.039213315, 0.049364813, 0.17377923) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.031456947, 0.011824878, 0.016384814, 0.03361905, -0.02912313, -0.016298495, -0.051798835, 0.010770181, 0.0021463153, -0.042709116, -0.024340803, -0.05669632, -0.0913355, -0.037386224, -0.0046709366, 0.009339287) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.04738725, -0.14186674, -0.007238591, -0.03597469, 0.027712168, 0.09254865, -0.058941033, -0.06771746, 0.026533367, 0.038218558, -0.040922947, 0.031181447, 0.057635423, -0.012833247, 0.015726363, -0.0438761) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.049790014, -0.04677081, 0.013393136, 0.008539996, -0.04643382, -0.022885246, 0.068089664, -0.05737753, 0.034184087, 0.04578702, -0.050449654, 0.08079892, -0.044178877, 0.023390407, -0.0359162, 0.06218773) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.021407863, 0.029952666, -0.018748153, 0.04656004, -0.05470231, -0.07156915, -0.020291472, 0.01755869, -0.001197893, 0.07060626, -0.007236357, 0.06187316, -0.09151224, 0.0686004, 0.02631925, 0.043438625) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.12128607, -0.08298752, -0.09287402, -0.081176125, -0.057412963, -0.02963621, 0.001109597, 0.0105837155, 0.0035328413, 0.020991234, -0.002571738, -0.018114911, 0.05772237, -0.014524359, 0.040176537, -0.08970681) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.012077851, 0.071453385, -0.07762376, -0.035041753, -0.026071304, -0.07242228, 0.047321763, 0.02397318, -0.045705512, -0.031085413, -0.006398165, 0.055739872, 0.021336447, 0.06825994, 0.052387826, 0.07218286) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0124902865, 0.07148235, -0.115365684, -0.036425367, -0.07714737, -0.015790502, 0.03319466, 0.0044984547, 0.003071388, -0.050188646, 0.088411294, 0.025640257, -0.055337977, 0.04781487, 0.04547203, 0.0056131333) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.027007531, 0.032714378, -0.015579366, -0.07864369, 0.0522998, 0.007413699, 0.08407096, -0.08403881, -0.058065392, 0.034297656, -0.032638043, -0.03187721, 0.079803765, -0.03559729, -0.0044487254, -0.16528374) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03391244, 0.03523056, -0.041395508, -0.14089763, -0.055353433, -0.074297816, 0.043281782, -0.017818613, -0.04470178, 0.03634068, 0.03644494, 0.03904382, -0.011963993, 0.08741201, 0.022734731, 0.04290619) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.09279002, 0.0023653207, -0.06693567, -0.031766724, -0.08119414, -0.05669062, -0.024397975, 0.025247734, 0.02511989, 0.00010488518, -0.0006829904, 0.054307804, 0.08190456, -0.021121474, 0.06603495, 0.0912821) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.05688605, 0.03485642, -0.060110312, -0.12886216, -0.06642308, -0.047794655, 0.006394271, -0.03129535, -0.031120932, -0.01556449, 0.02749528, -0.12944934, -0.024795914, 0.076477766, 0.04151031, -0.013854377) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.005372746, 0.02227092, -0.012311792, -0.029566428, 0.009638148, -0.05496294, 0.012767408, 0.026995905, -0.053568322, 0.034392733, 0.025113888, 0.09247798, -0.009904636, -0.040398356, -0.057545085, -0.054718237) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.061927915, -0.039082225, -0.034470774, -0.04508834, -0.055818815, -0.12833901, 0.03157569, -0.016068023, 0.09010257, -0.021653172, 0.044654243, 0.07218676, 0.029622123, 0.024301842, -0.03772821, -0.028449561) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.02004556, -0.09047149, -0.026406033, -0.00994943, -0.032936525, 0.03947561, -0.010666474, -0.044158522, -0.008806814, -0.08586626, -0.0030346254, 0.07160956, 0.0410856, 0.02548059, 0.019954449, 0.089883305) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.12652948, -0.12123646, 0.019508008, 0.022783305, 0.11040808, -0.013581427, -0.011050622, -0.039466817, -0.022169286, 0.07527904, 0.08945607, 0.1263246, 0.08846808, -0.031082122, 0.0060985927, 0.015899055) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.006706781, -0.04333852, -0.013737424, 0.010110162, -0.048778392, 0.034943502, 0.03420467, -0.08015552, -0.14442076, 0.062231183, -0.045481026, 0.10642295, -0.02801775, -0.015347174, 0.03523468, -0.03394926) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.023066955, 0.043604083, 0.04573602, 0.11164243, -0.08230664, -0.05673921, -0.0022918598, -0.07203416, -0.055865332, -0.012818857, -0.07651473, -0.019999826, 0.10063792, 0.0024091674, -0.08182426, 0.036311213) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.053220477, 0.03775347, 0.049762536, -0.03842798, 0.0004457111, 0.011410378, -0.005100675, 0.024385862, 0.018930119, -0.025555504, -0.04525638, 0.04334644, -0.07874264, -0.016730947, -0.040882148, 0.1390542) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.03879289, -0.015441588, -0.05013747, 0.04522259, 0.08421049, 0.024017235, 0.022606017, 0.00016016592, -0.06267971, 0.030979354, -0.014125186, 0.004161714, -0.22693007, 0.12533462, 0.0035303168, 0.055525247) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0014371908, -0.060832873, -0.08731013, -0.07445389, 0.026473226, 0.026154594, -0.1443135, -0.052997977, 0.048006848, -0.040430356, 0.0023278925, -0.047512397, 0.041652016, 0.053920623, -0.0987663, -0.12696236) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.04481602, -0.040568326, 0.0986609, -0.025350425, -0.07412867, 0.06510033, -0.057510708, -0.045928396, 0.06634276, 0.027734322, -0.03882129, -0.05568433, -0.039500292, -0.06437144, 0.031155296, -0.040128503) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.010008355, -0.037154652, -0.0843367, 0.029351631, 0.045252334, -0.012072569, -0.055026136, -0.046886157, 0.04205571, -0.007055199, 0.0443245, 0.024062412, 0.014314027, -0.1151556, 0.077045746, -0.0151990745) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.041156907, 0.0759031, 0.07889275, 0.03450963, -0.047606524, -0.053074215, 0.08139143, -0.06512613, -0.013471494, 0.067886785, -0.071686864, -0.06430266, 0.008278623, 0.080193065, 0.053022504, -0.05722909) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.059739076, -0.075947866, 0.016943183, 0.03287425, -0.12669267, -0.042374253, 0.043299817, 0.054841943, -0.035564736, 0.018597333, -0.023147237, 0.016642064, 0.03765681, -0.006828834, 0.048907254, -0.10100023) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.026871841, 0.01727965, -0.055016097, -0.08307849, 0.040982537, -0.0147850895, 0.02251871, -0.007191776, -0.025359767, -0.009297464, -0.024676088, -0.13542332, 0.008260476, -0.042935476, -0.06755175, 0.040604923) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.016880255, -0.0061376863, 0.030183338, 0.06488325, 0.027814884, 0.0044546537, 0.14329411, 0.09076932, 0.031734847, 0.035296265, -0.041926727, -0.12735826, -0.051497795, 0.09235399, -0.050016914, -0.039839752) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.031869687, 0.028461978, 0.027155982, 0.024960002, -0.009874414, -0.040482182, 0.08853894, -0.03176642, -0.022223396, 0.0014655255, -0.018106105, 0.061106738, 0.067844875, -0.030435463, -0.0449119, -0.060034048) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.056076, 0.0058780797, -0.07770399, -0.11300008, -0.06736307, -0.06335636, 0.006418225, 0.085116014, -0.016888771, 0.01782533, -0.056947894, -0.03205195, -0.0029272966, 0.08218483, -0.06341684, -0.025212483) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.008625681, -0.11677099, 0.012889204, -0.0035079918, -0.055476192, -0.07927437, -0.10359611, -0.048676815, 0.067709185, -0.05969599, -0.011423708, -0.07823349, -0.054979015, 0.01564609, 0.04421371, 0.030285614) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.006704696, 0.008483292, 0.054944567, 0.012473574, 0.03913801, -0.0071071577, 0.05202915, -0.095991656, -0.0403669, 0.012823341, -0.03536943, -0.06715997, -0.009818641, -0.06954237, -0.0032420766, -0.08118319) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.016862502, -0.057848375, -0.04452297, 0.021293469, -0.042067237, -0.0641008, 0.007854995, -0.035990454, -0.019306142, -0.0017404554, -0.03468228, 0.013948062, -0.009189609, -0.0037677404, 0.034298647, 0.001987933) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.101791024, -0.03861022, -0.00055902754, 0.054606427, 0.013181496, -0.00921744, -0.006068905, -0.016632628, 0.05942865, -0.054612618, 0.033215173, 0.006581911, -0.061002515, 0.05550885, -0.08357114, 0.056484513) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03933551, 0.058385927, -0.006847211, 0.07337353, 0.064247295, 0.0064406446, -0.05309993, -0.07592477, -0.050610594, -0.04741981, -0.023028115, 0.04534434, -0.10203023, -0.036492642, -0.05051568, -0.034937836) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.044662397, 0.038621247, -0.027416794, 0.0050779097, 0.075576745, -0.017770225, -0.020353736, -0.018932603, -0.033239286, -0.0011513147, 0.039544553, -0.01795809, -0.029329024, -0.013690351, -0.124186024, -0.03462597) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.04257701, -0.055099998, 0.029040772, 0.024093058, -0.0072335163, -0.03880002, 0.029391952, -0.027656557, -0.075896256, -0.038653567, -0.04855804, -0.091142684, -0.065500304, 0.07000933, 0.008497522, -0.06613133) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.017295115, -0.063026056, -0.0775108, 0.03592581, 0.07171102, -0.08580637, -0.027222326, -0.119518004, -0.020559743, 0.061371714, -0.018620329, -0.02351467, -0.062159043, 0.008414931, -0.046171933, -0.033601493) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0402189, 0.04804308, -0.02661349, 0.038610358, 0.012372356, -0.07724353, -0.053512838, -0.058358975, -0.07996342, 0.051568836, 0.019783366, 0.004512676, -0.07175622, -0.06501454, -0.022997018, -0.10550358) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.12457887, -0.09028941, 0.021895235, 0.088990726, 0.031678468, -0.090191804, -0.032909095, -0.05220465, 0.057994638, -0.038745638, -0.0771157, 0.011022023, -0.095246434, 0.12716107, -0.063549794, 0.026095755) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.12146466, -0.14451772, 0.035056893, -0.05552198, -0.03522892, -0.07084095, -0.036000237, -0.070253566, -0.058430128, -0.0053771413, 0.00025112127, -0.0007152414, 0.0005477744, 0.025603887, 0.02067066, 0.11874664) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.062123913, -0.0037746248, 0.014142515, 0.018475432, 0.06324443, -0.05265742, -0.047498655, -0.053059302, -0.05245082, -0.005317661, -0.007846951, -0.0047517647, 0.02253976, 0.0052878475, -0.06380437, -0.0014238544) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.02901082, -0.11822816, 0.012937342, -0.059892487, -0.017966911, -0.06725412, -0.053426743, -0.022288222, -0.0055785207, 0.043725405, -0.02777566, 0.06574336, 0.019009206, 0.015071577, -0.04875629, -0.011450167) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.015934044, -0.003465889, -0.004857339, -0.05021806, 0.0028385995, 0.014339931, 0.06747123, -0.0150474515, 0.062462654, -0.0060908543, 0.12565206, -0.0059300438, 0.03547323, 0.029714992, 0.019324282, -0.00092958665) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.030749189, -0.070211425, 0.0030671426, 0.021623831, 0.02892006, -0.025829345, -0.008585222, -0.062982075, -0.16712432, 0.006541407, -0.010514737, 0.0074770134, -0.022373661, 0.05293827, -0.031403255, 0.080122955) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06483354, -0.009424864, -0.05671813, 0.0068170163, -0.044914413, 0.025288442, 0.022790276, 0.09607194, 0.098205864, -0.042495534, 0.023368465, -0.03068283, -0.05852073, 0.05913732, -0.04694231, 0.010509533) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.06695363, 0.067560226, -0.009472871, -0.040383626, -0.0019225284, 0.021008579, -0.012908505, 0.07644995, 0.02914573, -0.015160601, -0.06710593, 0.03164365, 0.03378987, 0.070231386, 0.04496538, 0.06497074) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.013337089, -0.03638825, -0.009092986, -0.017553313, 0.0062655555, -0.04809327, 0.012429867, -0.014433407, -0.03587891, 0.033246454, 0.04355818, -0.021928959, -0.06462385, 0.042450693, 0.04885023, 0.05720988) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.0090780845, 0.0017111562, -0.048914663, -0.029223057, 0.029741988, 0.04572118, 0.00041218664, 0.050662566, 0.0017866865, 0.038365632, 0.032629818, 0.038047455, 0.03068323, 0.05707852, -0.03720082, 0.073062256) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.01865047, 0.03496709, -0.0707095, -0.068461925, 0.011485108, 0.06521586, -0.038450662, 0.077262394, -0.034063864, 0.03508158, 0.036535047, 0.011477121, 0.016148485, 0.020015987, -0.025662951, -0.039498117) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.04342492, 0.03251712, -0.028593414, 0.0077342754, -0.018718015, 0.086338185, 0.021287886, -0.030504065, 0.013068395, 0.00751849, 0.01530749, -0.008229388, 0.021120407, 0.051665984, 0.0043084254, -0.009477098) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.11681988, -0.17888458, 0.03986504, 0.0062214206, -0.17436394, -0.07415465, 0.04296939, -0.00049912673, -0.006160157, 0.052334778, -0.04524973, -0.031948116, 0.034608554, -0.017941708, 0.0046420735, -0.036495868) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.058362234, -0.0386352, 0.03755047, -0.022654448, -0.019443568, -0.012874132, -0.05141756, -0.002153988, 0.0008672001, -0.024206692, 0.047777113, -0.024106503, -0.043243654, -0.047617134, 0.024152702, 0.028907483) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.072701804, -0.069696374, 0.0012447522, -0.0005214491, -0.034087032, 0.0049765343, 0.009306674, 0.0457045, 0.013447202, -0.05044551, 0.024288882, -0.0041236524, 0.040500633, -0.071209684, 0.09067322, -0.06353502) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.026120787, -0.07040742, -0.055892967, 0.023343803, -0.06314777, -0.1045657, -0.06618276, 0.09465675, 0.07857794, -0.07540966, 0.011724252, 0.07247998, 0.08130454, -0.006069152, -0.008529759, -0.045678217) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.017086586, -0.007441391, 0.019746523, -0.045817968, -0.04000846, -0.017257737, 0.030551001, -0.003998885, -0.0042725317, -0.0047326717, 0.05458719, 0.0670194, -0.0340359, -0.031566065, -0.009848324, 0.048013736) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.09684701, -0.08975948, -0.060738437, -0.07819736, -0.023142591, 0.020365944, -0.016487742, -0.013513302, 0.03802714, 0.07824638, -0.03189063, 0.017144576, 0.119101346, -0.032370247, -0.07151109, -0.015868612) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.049905755, -0.016904004, 0.0032629096, 0.04295023, -0.1512551, -0.0024030714, 0.026571915, -0.023693439, -0.025238788, 0.06604382, 0.061357375, 0.030439692, 0.07920508, 0.03240022, -0.07071788, -0.08677256) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.015684713, 0.063254915, 0.03419383, 0.024222797, -0.03886868, 0.02741185, 0.04031258, -0.0029075549, -0.00066070457, 0.054333232, 0.032301355, -0.007899738, -0.0031201108, 0.060267292, 0.06664487, -0.0064742924) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0068804906, -0.039088655, 0.010331489, 0.035411503, -0.04795893, 0.08107223, 0.061894022, -0.023996828, 0.12787633, 0.019412963, 0.041040666, 0.054615717, 0.100460015, -0.03213995, 0.035799053, -0.0506849) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.014042483, 0.013561113, 0.008976486, -0.046831608, -0.09024934, -0.031452715, -0.0545026, -0.010326421, 0.019532273, -0.01181134, -0.033197537, 0.0058796406, 0.030525487, 0.0609161, -0.050598133, -0.115434855) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.013493188, 0.036604386, 0.03579836, 0.02621461, -0.053410787, -0.015596275, 0.023898745, -0.021575874, 0.10780518, 0.0123118395, -0.079472564, 0.18007936, 0.014054813, 0.050300777, -0.027088825, -0.022653515) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.012980403, 0.0048834863, -0.016428892, 0.08001939, 0.046836745, -0.036484778, 0.018573424, -0.06071984, 0.16723911, 0.038757995, -0.16987182, -0.081255734, 0.061021082, 0.06294271, -0.037060946, -0.006347099) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.01969713, -0.08471508, -0.042094108, 0.05736652, 0.027807426, 0.010467993, -0.050640453, 0.05045342, -0.088654734, 0.024482977, 0.07408075, -0.029481517, 0.024638372, -0.014811872, 0.036414463, -0.09100655) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03616731, -0.014081638, -0.08935992, 0.05106118, -0.059748195, 0.10641145, -0.0282045, -0.012878687, -0.086143576, 0.03210539, 0.023254707, 0.100775614, -0.036376514, 0.011308184, -0.10283376, -0.08474658) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.020653952, 0.011459207, -0.039391894, 0.061850026, 0.059688672, -0.0007847552, 0.03019697, -0.094665416, -0.14404018, 0.01646196, 0.05408525, -0.09661564, -0.020629883, -0.058299806, 0.0168118, -0.03136271) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06300099, -0.006232448, 0.016105438, 0.06363686, -0.006106016, -0.0146937, -0.052622575, 0.05384721, -0.04753053, 0.04115358, 0.026560405, 0.077490255, 0.015414976, 0.11225076, 0.030034073, 0.049236774) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.049686655, 0.045816965, 0.07222748, 0.0076779583, 0.048509855, 0.03846479, -0.085029185, 0.029201042, 0.0003082585, -0.11095101, 0.024311798, 0.122215666, -0.032491505, -0.10175521, -0.008021124, -0.1647659) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.029622095, 0.025378825, 0.032697216, 0.000531506, 0.1085082, -0.009581016, -0.055770263, -0.06708585, -0.1516061, 0.0456562, -0.123505756, -0.24343124, -0.03551562, -0.01771766, -0.07190658, -0.14269395) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Conv2D-5) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_4 +//!SAVE conv2d_5 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.0068704183, -0.0008184981, 0.00053801516, -0.005115695); + result0 += M4(0.0089351125, -0.019687459, 0.054840878, 0.009351024, 0.08534759, -0.04835056, -0.052888565, 0.008330854, -0.05467928, 0.034834784, 0.038784675, -0.012550752, -0.07649542, -0.020199435, -0.0032961955, 0.0009197935) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06676828, -0.030532401, -0.037169307, -0.05816945, -0.06548589, -0.020025376, 0.00270329, -0.057867993, -0.04088602, 0.11030627, -0.07400867, 0.01829282, 0.06218162, -0.053826552, 0.10934433, -0.0481235) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.020571023, 0.044922236, 0.0059106774, 0.039149262, -0.036205333, -0.11093879, 0.06541725, -0.0040161917, 0.05917866, -0.09575146, -0.02257544, -0.10410523, 0.055060677, 0.012375275, 0.044975612, 0.027491242) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0065554976, 0.05214835, -0.029794812, -0.15519784, -0.07973468, -0.0140592335, 0.066557854, 0.02680273, 0.06305301, -0.03301485, 0.018456623, 0.0120937945, -0.09284865, -0.10175812, 0.004180556, 0.0014735757) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.052897513, -0.009855387, -0.019383708, 0.00993521, -0.024182077, 0.08052406, -0.015987117, 0.030285008, -0.00023620695, 0.041093733, 0.006613131, 0.0006258458, 0.11445524, -0.04391206, -0.005291369, -0.005982243) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.045632273, -0.018485991, -0.025746426, -0.02944296, -0.020213528, -0.031033207, -0.0224663, -0.056182846, -0.058863647, 0.014806016, 0.02293651, -0.056654636, 0.024753278, -0.054148782, 0.11917229, 0.05950619) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.007410156, -0.03606558, -0.03276517, -0.075943455, 0.049042206, -0.07806796, -0.048030224, -0.07814778, -0.04395941, 0.02320815, -0.021930315, -0.005802255, 0.035624705, -0.060866553, -0.0093995705, 0.04289787) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.10196139, 0.020469155, -0.091443434, 0.17017338, 0.09639528, 0.070416674, -0.020954153, 0.11631091, 0.06627893, 0.0573025, 0.020358056, 0.13702211, 0.025661247, 0.023575488, 0.05250186, 0.053566154) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.04667588, 0.057758223, -0.031660426, -0.0039975024, -0.0072907237, -0.046296757, 0.050210804, -0.110641286, -0.021179821, -0.01059394, -0.08238844, -0.13151468, -0.12079436, 0.07433892, -0.02018423, -0.022243107) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.04097359, -0.050566886, 0.058780856, -0.014695101, -0.015679462, -0.0056096246, -0.020310588, 0.03330928, 0.068189204, 0.07007472, 0.04971392, 0.059427973, 0.07087474, -0.078294635, -0.0718768, -0.041057188) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.016781244, -0.04307323, -0.041099936, -0.068613425, 0.023208749, -0.007685192, 0.048007734, -0.025787488, -0.04747545, 0.0217557, -0.031796135, 0.011882955, -0.03955309, -0.08831483, 0.092366345, 0.013381528) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.092084326, -0.059478678, -0.021572351, -0.05036196, 0.03479135, -0.045992862, -0.04472314, -0.052220702, -0.0061075324, 0.057901584, -0.019370064, 0.06646441, -0.0777675, 0.0032759907, -0.0843648, 0.021105401) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.00712375, 0.008776349, 0.013228423, -0.012393718, 0.06496742, 0.014041018, -0.02342003, 0.055350363, -0.020387283, -0.027041228, -0.017270744, -0.07481111, -0.07617071, 0.029560957, 0.087847814, 0.027215503) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07844044, -0.0023298054, -0.051966507, -0.040740427, 0.07409788, 0.06873694, -0.040477253, 0.09047394, -0.035850637, 0.12630759, 0.0051445267, -0.0060956567, 0.0009971937, 0.0566572, 0.11248435, -0.019803064) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.009044111, -0.08652214, -0.02902502, -0.0354138, -0.040091798, 0.003363379, 0.023736741, -0.0028941596, -0.054070286, 0.1133587, 0.030692033, 0.08634379, 0.00035920792, -0.042302012, 0.02592741, -0.018384874) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-1.6610058e-05, -0.03502827, 0.014638192, -0.0045856005, 0.040637407, 0.13155533, -0.07406502, 0.068894155, 0.07172665, 0.052388195, 0.07886127, -0.034498677, 0.08752839, 0.029821513, -0.15863347, -0.030406656) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.03487942, 0.05270258, -0.045558043, -0.04914183, -0.024679033, 0.1112565, -0.092041865, 0.08830799, 0.066718005, -0.0076533393, 0.030110978, 0.04502398, 0.10508301, -0.09417337, -0.081794776, -0.067307256) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.07740916, 0.050989617, 0.01388403, 0.048259508, -0.026935983, 0.09748706, 0.036555976, 0.070591696, 0.00074794283, 0.06962248, -0.034823373, 0.019950641, 0.044402413, -0.20283484, -0.05767889, -0.03574074) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.010744293, -0.06728255, 0.10054906, 0.012061002, -0.021742804, -0.044596903, -0.00537681, 0.048915364, -0.07123228, 0.02028668, -0.030166736, 0.051342208, -0.017006991, 0.020432925, -0.04466543, 0.056619585) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06581936, -0.07009559, -0.0404749, -0.038958874, -0.10495195, 0.018469138, -0.07757508, -0.015290872, 0.017126402, -0.009791648, 0.061622053, 0.02986847, -0.064061314, -0.020631146, -0.08569015, -0.08780043) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.008365497, -0.09181523, 0.043089047, 0.017411238, -0.0025529522, 0.048732884, -0.1253064, -0.24449241, -0.03910505, -0.034871705, -0.023143923, 0.045387495, -0.061580252, 0.05597479, 0.015378702, -0.017066328) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.019621788, -0.03777035, -0.06531434, 0.032430023, 0.017833855, -0.0837012, -0.124649234, 0.021386368, 0.028865682, 0.054702807, -0.041599866, 0.00631652, 0.033340547, -0.07380548, -0.11871497, -0.027629916) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.09434077, -0.05583008, 0.0078678625, 0.07785567, 0.07342301, -0.124759056, 0.014771239, 0.10701013, 0.027940637, 0.041051913, -0.033646654, 0.007457554, -0.1186463, -0.056115888, -0.06527836, 0.028768746) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.025043003, -0.13706717, 0.02677588, -0.14226046, 0.010775881, 0.03886688, -0.033089213, 0.06537857, 0.11287046, 0.040141296, 0.104452245, -0.09283976, 0.0031570485, -0.052650604, -0.024417417, 0.05069391) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.00080351776, 0.09262792, 0.029130291, 0.013593789, 0.12142124, 0.01921025, 0.076910265, -0.062469643, 0.019706385, -0.0329548, 0.03978674, -0.075878136, 0.092708126, 0.053067032, 0.035874378, -0.024362003) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.04607368, -0.069676675, 0.16629584, -0.014799067, 0.001192381, 0.030945253, 0.098331526, -0.112655826, -0.01297005, 0.062255614, 0.013084549, -0.14358762, -0.008702177, -0.05557274, -0.0352792, -0.002119195) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.099473566, -0.059056528, 0.04824916, -0.06765971, -0.025778992, 0.10788699, 0.030197093, -0.026403345, -0.021976102, 0.108318955, -0.07603046, -0.03777231, 0.057422575, -0.011758423, 0.05207603, 0.0036845135) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.106617175, -0.07775219, -0.036307454, 0.009349106, -0.014447801, 0.08013579, -0.042478144, -0.032543395, 0.084187046, -0.007917806, -0.05239436, -0.01666382, 0.02734952, -0.05179811, 0.048967596, -0.0012302594) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.043995947, 0.063486315, -0.011721959, 0.023200488, -0.034749947, -0.037074395, 0.0673143, 0.026951546, 0.004468138, 0.03692955, -0.02301609, -0.074053705, 0.06409873, 0.008644459, 0.06181591, 0.068040505) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06370921, -0.0061958996, -0.03382395, -0.054233488, -0.06767282, 0.033263218, 0.00065832835, 0.10065657, 0.013205156, 0.0027371957, 0.03726718, 0.11178582, -0.039922167, -0.07177928, -0.06932602, -0.057622507) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.002590236, 0.09007268, -0.04408003, 0.111161776, -0.047942545, 0.0023000408, -0.028234757, -0.061778113, 0.1233457, -0.11088695, -0.091473944, 0.051021997, -0.036809962, 0.041854057, 0.06968895, -0.007938947) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.01640149, 0.01976448, -0.10067279, -0.027164523, 0.10248592, -0.08481506, 0.059912853, -0.07425935, 0.057104625, -0.062326863, 0.047750257, -0.13946432, 0.07826713, -0.0698949, 0.0074672103, 0.0082684755) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.031021677, 0.04040567, 0.040483557, 0.023841266, 0.018017737, 0.030022489, -0.016782029, 0.016386138, -0.015615892, -0.04518847, -0.03602962, -0.059468605, -0.027334832, 0.05618181, -0.09683836, -0.004880988) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.0022721607, -0.055794775, 0.07321588, 0.022306079, -0.06265753, 0.076305084, 0.008081479, 0.08238053, -0.10153576, -0.04131239, 0.01270467, 0.005705008, -0.109254695, -0.046082083, -0.031253863, 0.022236375) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.043364443, -0.029162448, 0.07404681, -0.05996801, 0.02878227, 0.0036791428, 0.060117796, 0.03662232, 0.016926518, -0.018518263, -0.036682006, -0.099258915, -0.009952363, 0.07049274, -0.06466023, -0.13957168) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.047584184, -0.078745335, -0.016715724, 0.07110776, 0.09001693, 0.023445044, 0.00964298, -0.034806397, -0.020597393, -0.0075196647, 0.029747302, -0.040009312, -0.01426835, -0.04871863, -0.0237302, -0.014802798) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.06743185, 0.052884057, 0.047451586, -0.02037725, 0.16322525, -0.1531778, -0.1256636, 0.22651587, 0.044276834, -0.048607066, 0.063612744, 0.029305775, 0.0346998, -0.06041226, 0.042218763, 0.025834518) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.08256057, -0.00017878207, -0.0058860667, 0.07381972, -0.16865894, -0.07191414, 0.018464869, -0.061013076, 0.029783264, -0.023699954, -0.07442664, 0.031362187, 0.00040556228, 0.009263026, 0.023126716, 0.07159234) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.007263786, 0.004156501, -0.02912272, 0.033650853, 0.103994794, -0.0033801915, -0.021025755, 0.10894988, 0.00934207, 0.035489675, 0.028022282, 0.021041617, -0.033578116, -0.038362075, 0.0072382614, 0.031170402) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.009082703, 0.033455018, -0.0807705, 0.0005705301, -0.08662721, 0.2865321, 0.09037958, 0.08618787, -0.056633066, 0.08002964, 0.076010935, 0.07192418, -0.049060274, 0.048698287, 0.034825515, -0.021380855) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07957789, -0.010548475, 0.07696895, -0.14178933, -0.13287313, -0.16963248, 0.024106722, -0.14462966, -0.029372476, -0.009758989, -0.08885964, 0.011787444, -0.028434774, 0.013682817, 0.08559453, 0.10806266) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.008824456, -0.06467494, 0.08266232, -0.049302764, 0.06843486, -0.06852761, -0.042012133, 0.050813623, -0.04349286, 0.066327155, -0.04127093, 0.09394901, 0.046811305, -0.042177267, -0.032109942, -0.04372742) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.07161262, 0.0061804033, 0.012406876, 0.0091825975, -0.0033852353, -0.09993311, 0.1378399, -0.6314428, 0.11224404, -0.00817904, -0.051087018, -0.0116019305, 0.031739194, -0.041702148, 0.050095476, 0.024150765) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.04106323, -0.020316955, -0.0058238297, -0.051968448, 0.05926723, -0.09531788, 0.001629506, -0.21945381, 0.06956103, -0.119668245, 0.00926623, 0.10473253, 0.07341304, -0.10962606, 0.016183391, -0.015150696) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0823763, 0.04987077, -0.056672815, 0.035176396, 0.12544362, -0.05499351, 0.06399529, 0.044737667, -0.040937737, -0.012659562, 0.087124705, -0.07877567, -0.037225004, -0.0190791, -0.0184278, -0.0496724) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.022024922, -0.0021796867, -0.053903658, 0.038979717, -0.11174293, -0.00079090253, -0.07263006, -0.06268898, -0.045038007, -0.053601816, 0.05911775, -0.072590716, -0.029793533, -0.003887389, -0.020863948, 0.053680528) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.023625227, 0.032227185, 0.009896512, 0.009448001, 0.0715595, 0.064494714, -0.010882118, 0.13895434, -0.01374369, 0.069937125, 0.030494891, 0.09144058, 0.032075647, 0.0587475, -0.027393974, 0.010148566) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.071041286, -0.03655197, -0.06300981, -0.009598787, -0.01308348, -0.08374661, -0.022700967, 0.056356132, 0.00062715437, -0.10093433, -0.08817245, -0.04924788, -0.055785097, -0.036332775, 0.020962633, 0.1182019) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.071011215, -0.03794389, -0.07568689, -0.066430226, 0.026158703, 0.031795472, 0.06059014, 0.007832692, 0.08750813, -0.044343166, -0.041308574, -0.080933034, 0.009422874, -0.080070384, -0.025783762, 0.025972908) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.04842187, -0.031703115, 0.0042865863, 0.035140343, -0.025372555, -0.0052319034, -0.020545145, 0.0762936, 0.08932694, -0.05224589, -0.088270806, 0.015159366, -0.048836794, 0.09671703, -0.06598211, 0.076310106) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.025834287, 0.03430641, -0.060292248, -0.06341417, -0.03166881, -0.057327468, -0.035120353, -0.047869038, 0.024801087, 0.027920568, -0.00831597, -0.025619263, 0.000878633, 0.008645581, 0.039167095, 0.0002602259) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.049033806, 0.0139739, -0.052298184, -0.029019624, 0.0015221382, 0.0074258, 0.007996229, 0.074512325, -0.066626385, -0.09777252, 0.03143906, -0.024966761, 0.048442744, 0.021807447, 0.04846584, 0.0051699746) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.036476288, 0.05687793, 0.08645541, -0.05265017, 0.07155849, 0.057126038, -0.009779811, 0.13516483, 0.067363754, -0.093984775, 0.08044039, 0.008849185, -0.045979742, 0.06735697, -0.0025237973, -0.071959965) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.068751834, 0.042262346, -0.01986313, 0.061537445, -0.010819013, 0.02306634, -0.104784116, 0.16059521, 0.053777203, -0.08468118, -0.034412608, -0.08037786, -0.040394466, -0.06871724, 0.018039415, 0.048371427) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.029013408, -0.084515475, -0.06955137, -0.007341248, -0.035802472, -0.046700403, 0.008231872, 0.043706726, 0.06083256, -0.097171105, -0.048568033, -0.096830614, 0.026270477, -0.04282859, -0.016599637, 0.10263836) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.101975374, 0.021375941, 0.028220009, -0.024869245, 0.04578176, -0.038429875, -0.08258801, -0.051756643, 0.016145824, 0.049562756, -0.01658977, 0.016404483, 0.016263878, -0.06585804, -0.088367514, -0.11944384) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.04844008, 0.032120023, -0.017223248, -0.13633531, 0.03408712, -0.01367194, -0.054377608, -0.014516213, -0.060244896, 0.01767653, 0.020301532, -0.04292862, -0.05479681, -0.0050530387, 0.024145592, -0.048766233) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.017035231, -0.09429641, 0.038701624, 0.039486025, -0.009971514, 0.020604668, 0.051465448, 0.092146166, 0.07918413, -0.010289001, 0.0242581, 0.038315196, 0.041743636, 0.0625975, 0.016294673, 0.021999687) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.049847107, 0.0069700484, -0.0034077629, 0.06951502, -0.0728415, -0.029548574, 0.029498884, 0.07929732, -0.026036028, 0.022120394, -0.053467512, 0.0970619, 0.035145625, -0.030188613, 0.059409283, 0.0025130375) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0806046, -0.034683123, 0.034635466, -0.11250921, -0.06670394, -0.068827584, -0.08316675, -0.044468425, 0.03879086, 0.008067257, -0.049593873, -0.006991782, -0.044970497, -0.062532835, 0.059521012, 0.0328142) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.080308415, 0.10181174, 0.044344317, 0.0021548967, -0.00845048, -0.03967369, -0.027532468, 0.029789953, 0.03458602, 0.04806129, 0.047201924, -0.0048938207, -0.024476081, 0.092894144, 0.08846718, 0.1579219) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.041841358, 0.005677822, 0.06922681, -0.048083626, 0.097571574, 0.047701757, 0.0036025154, 0.1018424, 0.049389146, 0.004103623, -0.007945338, -0.07330994, -0.013952582, 0.045730125, 0.0047303494, 0.11872442) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.05160376, -0.04894183, -0.014141355, 0.05035471, 0.09819487, 0.0053927843, 0.084690794, -0.03531734, 0.08323211, 0.037992064, -0.070520505, 0.011019639, 0.048764836, -0.06608268, 0.041282147, 0.024909994) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.033300977, 0.07279668, 0.10627013, 0.020469174, -0.096220404, 0.045072805, -0.03270042, -0.11025601, -0.011039694, -0.013577942, 0.02802186, -0.014185798, 0.07175231, -0.05551124, 0.014617462, -0.07135809) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07803054, -0.02414874, 0.05894797, -0.02479912, -0.047674816, 0.0025892819, 0.037744947, 0.06104219, -0.035633408, -0.062775165, 0.0037292673, -0.0153946765, -0.08351275, -0.043101907, -0.07331221, -0.02441435) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07369911, 0.030597042, 0.03024739, 0.010727306, 0.08366953, -0.045006514, 0.012257517, 0.13237375, 0.047627993, -0.03177754, 0.06971235, 0.02169899, 0.040990446, 0.122375295, -0.10282813, 0.051194537) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.010020268, -0.060366325, 0.085248515, -0.0010897128, -0.019696536, -0.03936248, -0.059342247, -0.14196207, -0.0021915745, 0.05692575, 0.041611716, 0.091524825, -0.010391258, -0.04893347, 0.06383667, -0.04426228) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0142768, 0.039306317, -0.056363016, 0.024399225, 0.047635704, -0.010287485, -0.09361941, 0.038198, 0.1142202, -0.047814418, 0.03448349, -0.06551039, 0.072602056, -0.08336226, 0.09169459, -0.04872688) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.034146853, -0.087322414, 0.031813525, 0.031112073, 0.045516774, 0.04218627, 0.05662515, 0.113515764, -0.06374518, -0.025907435, -0.019382333, 0.0030027428, -0.03578963, -0.047216572, -0.15556793, 0.051298834) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.017529786, -0.05453987, -0.014579836, 0.013982577, -0.012338022, -0.06957733, 0.03216297, 0.09394415, -0.004125686, 0.02958306, 0.02284419, -0.00012627378, 0.067349106, -0.021241331, 0.14218384, 0.021594798) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.047293227, -0.092491396, -0.035437353, 0.024690416, 0.008770148, 0.049056724, 0.06515176, -0.025578087, 0.054910097, -0.04324538, -0.06505705, -0.09945743, 0.13911693, -0.09362983, 0.008960207, -0.08011779) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07155997, 0.06128728, -0.03873925, 0.08012582, -0.021141024, -0.0398634, 0.08484929, -0.08437433, 0.04036481, -0.049382754, -0.057052426, -0.07894898, -0.044899106, 0.005294608, 0.005206371, -0.079267345) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, result0); + V4 result1 = V4(0.0015744518, -0.00315685, -0.0047916123, -0.0009097862); + result1 += M4(-0.08207461, 0.128031, -0.060778514, -0.07308753, 0.044411883, 0.05836676, -0.050955847, 0.016708346, -0.05798879, 0.11714337, -0.052356206, 0.042580917, 0.006795871, 0.12712358, 0.11993258, 0.030954897) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.058262013, 0.041206233, 0.007543306, 0.04446718, -0.01366612, -0.076529294, -0.031074502, 0.005322028, -0.022817938, -0.028028283, -0.016736988, 0.046615783, -0.04572135, 0.089648, 0.08413048, -0.08919982) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.08645594, 0.0050271507, -0.032075305, -0.040443815, 0.034082033, 0.06611981, -0.027867002, -0.030158594, 0.013906814, 0.026116017, 0.018339824, -0.12150972, 0.0007001709, 0.12323806, 0.048591305, 0.012069313) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08574896, 0.03490693, 0.10887373, -0.039868765, -0.050297137, 0.15007064, 0.012962637, 0.013152888, -0.047288943, 0.038013607, 0.020826334, -0.009567814, -0.003935442, -0.0113079725, 0.04714801, -0.047529265) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.009640125, -0.012096071, -0.06525293, 0.0025943515, 0.070360176, -0.045646265, 0.11112204, -0.037174113, -0.00879591, -0.072668545, 0.22171813, 0.010734058, -0.0237459, -0.048001602, 0.09817084, 0.07792022) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.025713297, -0.09730578, 0.0672508, 0.03366786, 0.054060634, -0.017196177, -0.02789959, -0.023999266, 0.00026824255, 0.02538447, -0.12243193, -0.014045171, 0.06856121, -0.04917505, 0.122780435, -0.09510793) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.025220536, -0.0027022164, -0.079601996, 0.052991632, -0.027307203, -0.16320674, -0.0029485933, -0.012612752, 0.062479123, 0.08403083, -0.076258935, 0.040843625, -0.0076961936, 0.020959811, 0.022210691, -0.012757572) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.097228445, -0.11964642, 0.0437995, -0.067135684, 0.122634694, -0.0688758, 0.083091214, -0.04703333, -0.0030005074, -0.20338391, 0.10228295, 0.051370822, -0.02420366, 0.027422238, 0.050585903, -0.03864971) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0090997415, -0.0073661795, -0.021248106, -0.07133465, -0.011986169, -0.04540049, -0.011632216, 0.0059723356, 0.0031430654, 0.039925516, -0.08832678, -0.07390973, 0.011175895, -0.06228055, -0.024750415, -0.096985474) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.07414657, -0.013166536, -0.0128790345, -0.0019505484, -0.05112348, -0.0670819, 0.030563334, 0.0063347807, -0.04715597, 0.02079552, 0.10212792, -0.052024752, -0.019234339, -0.057214066, -0.01760098, 0.035788972) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.10073612, 0.025284361, 0.01799725, -0.045044526, -0.10915153, 0.01861345, -0.025841694, -0.056204036, -0.024824493, 0.016278937, 0.021782693, -0.00041866518, 0.014289397, 0.0025710247, -0.0010688631, 0.06211718) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.044595417, 0.027933536, 0.014216649, 0.0035386812, -0.01371713, 0.006653045, -0.030719293, 0.042508498, 0.03755301, 0.023092031, 0.029622376, 0.08614433, 0.042411946, 0.11303214, 0.107441604, -0.022470376) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.00014068463, 0.02840342, -0.076813854, -0.09006436, 0.038246196, -0.08805528, -0.050742894, -0.03173131, -0.001463244, -0.18382841, -0.06193491, 0.058683295, 0.09727319, 0.006721488, 0.07999272, -0.07159652) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.042053588, -0.031173093, -0.022957752, 0.061543006, 0.018770942, -0.12309312, 0.054761473, -0.05516783, 0.020083623, 0.019241178, 0.019593194, 0.088096835, 0.082432814, -0.074144594, 0.0701276, -0.046437882) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.006627367, -0.0563967, -0.07410418, 0.06402185, 0.03711646, -0.035059765, 0.083192766, 0.01510412, 0.07053082, -0.022192428, -0.027349852, -0.05496426, -0.070448555, 0.09110879, 0.061914165, -0.07099035) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0112421, -0.06318748, -0.030201001, -0.026541615, -0.012958307, 0.013556429, 0.033317436, 0.09277822, -0.028898189, 0.07258025, 0.0017646325, 0.04923396, 0.015765496, -0.096044675, 0.021339156, 0.11998846) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.025963705, -0.14235736, 0.018983569, 0.08043819, -0.011825716, -0.037286013, -0.10060333, -0.04412867, -0.058619134, 0.020563444, -0.044952367, -0.023160217, 0.06861615, 0.06738008, -0.13379839, -0.02821938) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0048707277, 0.019043662, -0.09130815, -0.028931031, -0.12072946, -0.04285368, 0.047944613, 0.0071949153, -0.016142078, 0.035332035, 0.022060735, 0.085825235, -0.067373425, -0.022455653, -0.04767743, -0.048142366) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.05140144, 0.05181245, -0.06301856, 0.074836195, 0.026091909, -0.08193144, -0.10077823, 0.08254615, 0.051102396, -0.16009636, 0.04013238, 0.08969665, 0.05411428, -0.06194502, -0.05644336, 0.016973268) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.04162779, -0.046149403, 0.094905056, -0.03947095, -0.09116851, 0.068469666, -0.13266772, 0.02847797, 0.07563702, -0.03476562, 0.00035290717, -0.08658155, 0.09233487, -0.08627873, -0.030073458, 0.036853608) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.055671353, -0.03131724, 0.13931848, -0.06539979, -0.08069431, 0.13643463, -0.022178167, 0.04327252, -0.07346584, 0.035118394, 0.016005788, 0.056704275, 0.026105251, 0.04282995, -0.06303541, 0.076745875) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.045179103, 0.054460242, 0.0077447975, -0.085180216, -0.01566763, -0.1009268, -0.024783328, 0.04414422, 0.012784531, -0.019566605, -0.027646791, 0.044121083, 0.08135351, 0.08704931, -0.087942466, 0.014123775) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.07864032, -0.07392511, 0.13945386, -0.12874517, 0.026596067, -0.035203494, 0.019874567, 0.051604655, 0.053425584, 0.0027145792, -0.006463004, 0.05451999, -0.0065586106, -0.069064334, -0.0974623, -0.009454692) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.016025051, 0.0007612342, 0.13227014, 0.047292605, 0.057990685, -0.019613834, -0.08594389, -0.065454945, -0.08222361, -0.044085234, -0.08149126, 0.05107215, -0.03914704, 0.03223031, 0.00304858, -0.06086178) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.06393338, 0.06585824, -0.03971863, 0.020638505, -0.07020036, 0.078165784, -0.023239728, -6.633304e-05, 0.030490613, 0.028117688, 0.0071176467, 0.1006156, 0.0324208, 0.0752441, 0.11308696, -0.08263972) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.0025181125, 0.11797309, -0.021731965, -0.07892438, -0.07854623, 0.028694732, -0.05136196, -0.058108527, -0.08698288, 0.06280971, 0.0040476243, 0.05245663, 0.04189153, 0.0026266198, 0.09258347, -0.078927405) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.060458113, -0.04678678, 0.09956348, 0.011742875, 0.008868679, 0.006625514, 0.091778696, -0.043040473, 0.08784683, 0.052745003, 0.043978646, -0.083363466, -0.032200236, 0.11251037, -0.02860443, -0.103177436) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.07071596, 0.016839089, -0.022337893, -0.08259886, -0.031224867, 0.03727092, 0.087207235, -0.047582027, 0.023779932, -0.050206583, -0.036889657, 0.070519656, -0.051758092, 0.15320495, -0.09819768, -7.072286e-05) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.06317105, 0.033416178, 0.0449686, 0.081640564, -0.083311096, 0.07454317, 0.05053473, -0.0029744266, 0.09618669, 0.0074289017, 0.025976038, -0.092613116, 0.083344996, -0.14098476, -0.054685637, 0.076934576) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.06789643, -0.064856656, 0.032808043, -0.04262345, 0.007198571, -0.010004189, 0.019686922, 0.08004179, 0.050241593, 0.043750808, -0.11611121, 0.030248156, 0.0105378525, 0.007712705, -0.012948104, -0.023271808) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0336584, 0.06680392, -0.03810359, 0.10981599, -0.012707544, 0.079749614, -0.06501294, 0.058317214, 0.006147558, -0.03453871, -0.013086812, -0.008479568, 0.04076724, -0.05171989, -0.009558312, -0.04216178) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.06424287, 0.015117791, 0.09866135, -0.11583168, -0.038254708, 0.045963112, -0.07479253, -0.070931055, 0.14413445, -0.16248962, 0.046398263, 0.004666128, 0.11266801, -0.027226616, -0.015955612, -0.0011878137) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.02643191, 0.061254453, 0.0494096, -0.070793144, 0.051311836, 0.06554481, 0.06070888, 0.0007983009, 0.118567355, 0.058919575, -0.12287852, -0.065054044, -0.09050717, -0.08488536, 0.060238257, 0.09057325) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.053385943, -0.049452152, 0.0046193106, -0.01685909, 0.009417546, 0.028648866, -0.1128238, -0.014155764, -0.02289151, 0.100980856, 0.027469363, -0.013521908, 0.03599915, 0.010645383, 0.019884411, 0.046648238) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.029820515, 0.07319057, -0.0066431942, 0.03834879, 0.07585747, -0.038781594, -0.091037795, -0.00315325, 0.004773232, -0.07082028, -0.0038611775, 0.12734783, -0.054217707, 0.05946556, -0.004164111, -0.017936824) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.13253604, -0.037577722, -0.02488564, -0.008829228, -0.012505153, -0.02908171, 0.0441026, -0.03729904, 0.036706522, -0.02713551, -0.0772041, 0.018094081, -0.0043151844, -0.06394325, -0.068446316, 0.008595216) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0047655925, -0.021968573, -0.028744014, -0.0043960414, 0.20115684, -0.45204598, -0.13310242, 0.12808609, -0.05972118, 0.009548704, 0.08142846, -0.0487313, -0.09748383, -0.0064620366, -0.017237367, 0.014978191) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.03343201, 0.054988347, 0.05308599, 0.08172151, -0.055764213, 0.0269587, 0.11555799, -0.08459183, -0.09585558, -0.012892078, -0.03151684, 0.03323867, -0.011431184, 0.06585031, 0.027478406, 0.05871462) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.08042042, 0.04890294, -0.014130122, 0.038282223, -0.12590457, -0.0014584339, 0.07872687, -0.099718854, 0.06804265, 0.035732787, 0.015128886, -0.010855872, 0.066030845, 0.05881367, 0.027005825, -0.07471434) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.019399446, 0.025957778, 0.05300542, 0.099114425, -0.10982213, -0.046070393, -0.32537702, 0.10938942, -0.0027226578, -0.024557132, -0.03304138, 0.0049389703, 0.019805884, 0.06714838, 0.037260696, 0.02810851) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.06645875, -0.002060287, 0.07049757, -0.026402557, 0.077229165, -0.06548032, 0.14558247, -0.052601762, 0.03334513, 8.196931e-05, 0.012000327, -0.010111689, 0.01992569, -0.034149673, 0.043733038, 0.03886595) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.02363717, 0.010785562, 0.10112841, 0.007340719, -0.10487544, 0.1929132, 0.011476935, -0.03674878, 0.03454059, -0.032261427, 0.027909322, 0.023721904, 0.022733402, 0.053215142, 0.031351533, -0.017638128) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.07517212, -0.05143191, -0.10977297, -0.07020565, -0.21650451, 0.33921042, 0.09528011, -0.058998466, -0.08199703, -0.0775177, -0.061146848, -0.0048794183, -0.040759, 0.042332716, 0.022684205, 0.041701116) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.024941389, 0.05746091, -0.06814183, 0.009118384, 0.007959227, 0.031606995, 0.072192915, -0.09604929, -0.0007833483, 0.14576305, -0.05618914, 0.0287033, -0.011039046, -0.0760783, 0.025293462, 0.06423465) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.006881821, 0.012358748, 0.029021265, 0.029400565, -0.09540961, 0.042767294, 0.19549835, -0.033266455, -0.08963395, -0.028339036, -0.047620814, -0.013307404, 0.04318503, -0.019088237, 0.009689555, -0.019531729) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.0062636775, 0.07793288, -0.12550123, -0.05078043, -0.13507916, 0.09427305, 0.031841133, -0.026660876, -0.04723877, -0.059109464, -0.045466147, -0.09010795, -0.029463403, 0.04876187, -0.052012656, 0.061184004) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.022775827, 0.0046038292, 0.022742953, -0.067685984, -0.0053338357, 0.03386472, 0.011141653, -0.08568731, -0.008999113, 0.08444365, 0.061198704, -0.09470672, 0.027035728, 0.11517622, -0.026788063, -0.047254182) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0055007213, 0.04812832, -0.004914767, 0.009009914, 0.042136956, -0.10551308, -0.022911811, -0.14204964, -0.026227344, 0.005234821, -0.0037428648, 0.007144, 0.0094122, 0.006046598, -0.034700245, -0.019903675) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.018364673, -0.18498482, -0.011405394, -0.036670245, 0.038520485, 0.03019936, -0.024638332, 0.05970711, 0.012801251, -0.032582067, 0.06690392, 0.0024039003, -0.06536767, -0.07672549, -0.08432428, -0.0640461) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.04331173, -0.07173946, -0.008296501, -0.059604414, 0.11777428, -3.595124e-05, 0.018274384, 0.0025083884, -0.039044168, 0.15155117, 0.12384329, 0.08502396, 0.099061035, 0.046291023, -0.06215099, -0.018813469) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.02699112, -0.12921812, -0.04144525, -0.08146554, 0.1600772, -0.03318599, 0.09983624, 0.05829146, 0.019063668, 0.013803068, 0.025891146, -0.013269338, -0.06700442, -0.032046944, 0.05948108, 0.06833112) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.021418927, -0.011101314, -0.020450482, -0.08121432, -0.07353969, 0.029470403, -0.13112298, 0.029026585, -0.06622451, 0.033091076, -0.042509414, -0.080686525, -0.00291086, 0.074634716, -0.022687335, -0.02273041) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.16050445, -0.049605634, 0.090725034, -0.102959774, -0.04005191, -0.18857746, -0.11889628, -0.01967432, 0.019580152, 0.006339733, 0.03364817, -0.08662583, -0.059530478, -0.16516912, -0.042404875, 0.06995557) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.029750627, -0.022227222, 0.021009974, -0.06495962, 0.106745966, -0.015408411, -0.10110798, 0.023828875, -0.00080876687, -0.022463724, -0.025799464, -0.034135137, -0.043182123, -0.0460344, -0.018800568, 0.08364141) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.05468824, -0.07324864, 0.010586975, 0.06644255, -0.01111311, -0.068100885, -0.048155323, -0.07400499, 0.018563412, 0.013836224, 0.016608158, 0.017961936, -0.098474726, -0.14732291, -0.029901335, 0.07051247) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.07104974, 0.13000278, -0.0363939, 0.038571544, -0.09183947, 0.006131708, 0.026080236, -0.008271055, -0.043282244, -0.13521156, 0.05219377, -0.085583135, 0.042754598, 0.09081776, 0.0065654395, -0.05418741) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.005564275, 0.063033395, 0.020314885, 0.0032168725, -0.0034702537, -0.06514294, -0.039540354, -0.050846856, -0.039750632, 0.0015255087, -0.022842724, 0.08270857, -0.021029124, 0.2329149, -0.041130327, -0.012916637) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.067804776, -0.028096242, -0.10096214, 0.031326324, 0.05355421, 0.06449, -0.095629536, 0.001459921, -0.030267835, 0.01581432, -0.00532259, -0.07077051, 0.035441488, -0.037319656, 0.056437634, 0.07900447) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.041436315, 0.05622749, 0.123041905, 0.062267337, 0.0481683, 0.01865463, 0.0040591136, -0.008823932, 0.062817335, 0.079116456, -0.055431556, -0.0116736805, 0.04154101, 0.1590696, 0.004218053, 0.049467042) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.032427363, 0.018535338, -0.06170839, 0.0040236865, -0.053686354, -0.022904709, -0.019076394, 0.036216035, 0.0354274, 0.11485263, 0.009051487, 0.06564365, -0.06861848, 0.041621357, 0.06755258, -0.09224878) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.01622149, -0.034300797, 0.08987136, 0.0702994, 0.024909563, -0.11367525, -0.035101425, -0.020093646, 0.023257593, -0.057246193, 0.04018863, -0.09302388, -0.016728664, 0.14072296, 0.08600977, -0.025837766) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.037857607, 0.043329407, 0.034968685, -0.059303157, -0.046973567, -0.05306599, 0.09905086, -0.102516145, 0.013375577, 0.0029394557, 0.06833007, -0.074773945, -0.08917028, -0.039669916, 0.081695035, -0.004198344) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.06591738, 0.12900765, 0.050994713, -0.097922914, 0.028693216, -0.076116174, -0.014631744, -0.06018762, 0.0070316354, 0.046670698, 0.0022600282, 0.09933559, 0.022741584, -0.33439976, 0.019821465, -0.017797852) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.034110013, 0.04107951, 0.022204535, 0.05144505, -0.04561792, -0.00082960294, 0.08117352, 0.052167963, -0.047282647, 0.09067634, 0.069996275, -0.08998225, 0.06417269, 0.0039199106, 0.046506315, -0.0047159814) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.042432256, -0.07655563, 0.05198022, -0.005011239, -0.02297892, -0.041709293, 0.0915206, -0.030097082, -0.06248965, -0.0037499012, -0.030361224, -0.081809066, -0.07878031, 0.021166047, -0.04119685, 0.07021323) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.047959343, -0.034814708, -0.073872425, -0.026258638, 0.028664712, 0.046093605, -0.0048153824, -0.008193044, -0.024218341, -0.066153936, -0.059232924, -0.067110375, 0.03871316, 0.033611733, -0.004104547, 0.073363796) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.033081766, 0.16570848, 0.0065126475, 0.036230378, 0.056893192, 0.0015048473, 0.08329359, -0.09228875, -0.030670855, 0.10487499, -0.030180218, 0.07263737, -0.05247978, 0.037022844, 0.021047143, -0.07133372) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.05955705, -0.092319295, 0.042161267, 0.072634146, -0.022933224, 0.01174158, -0.038910024, -0.05347283, 0.05967942, 0.063284345, -0.03701574, -0.020104041, 0.030629955, 0.03572669, 0.113548934, -0.0473838) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.05977702, 0.112645306, -0.080086626, 0.016950965, -0.046943597, -0.019606873, 0.039892107, -0.018075371, 0.029472286, -0.03970586, -0.029501943, 0.0029884784, -0.031321682, 0.0074781817, 0.009190205, 0.023377337) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.05442769, 0.05273514, 0.06724367, 0.093674995, 0.08680738, 0.029476075, -0.011874092, 0.040094722, 0.025008587, -0.13052899, -0.09325967, 0.028062379, -0.044704042, -0.00075232005, -0.008641598, -0.030548042) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.061492797, 0.10923731, -0.050821174, 0.022420067, -0.030300854, 0.07727355, -0.050642256, -0.08365486, -0.018256022, -0.043782055, 0.090091035, 0.09128473, -0.07490706, -0.022864461, 0.12723088, -0.015180536) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.10572695, 0.011199196, -0.059476983, -0.0742299, -0.043164264, -0.001748795, -0.014968911, 0.04468511, 0.01665706, 0.06361507, 0.07060267, -0.037134826, -0.04272324, 0.031192753, -0.00221025, 0.00773614) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, result1); + V4 result2 = V4(-0.0012241185, 0.0021334367, 0.0068932255, 0.002486373); + result2 += M4(0.026180847, -0.16952972, 0.043499254, 0.06416331, -0.017287761, -0.06230252, 0.04120995, -0.05618189, -0.053149868, 0.028108856, 0.0073445113, -0.05426348, -0.06610465, -0.057755865, -0.009087896, -0.11058771) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.017525462, -0.05434187, 0.1059205, 0.001318233, 0.042203754, 0.089070834, -0.07264212, 0.039259356, -0.006474489, -0.1186814, 0.00856044, 0.085298546, -0.063202165, -0.007112022, 0.009975171, 0.0173496) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0031374092, 0.0015352984, 0.019587563, 0.053573012, -0.053394888, 0.056993257, -0.046885233, -0.027907748, 0.06467499, 0.088733345, -0.021598147, -0.026513984, 0.060804382, 0.07467208, -0.042883873, 0.075304784) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.05299402, 0.0076483083, 0.034248434, 0.04782389, 0.05177671, 0.0718715, 0.030275084, 0.089537755, -0.08820798, 0.046845276, 0.029100886, 0.053414248, 0.009286998, -0.0022712906, 0.07270295, 0.030649085) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.047304187, 0.010320102, 0.07162091, 0.04033483, -0.11847376, -0.074101724, 0.05699219, -0.006389591, 0.117062815, -0.03134645, 0.09951441, -0.045558523, -0.023229687, 0.0793525, -0.079174615, -0.042221762) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.012467373, 0.07453426, 0.059200153, 0.08628127, 0.046222318, 0.060835138, -0.11441226, 0.018861081, 0.041324604, 0.049773127, -0.004593515, -0.016675977, 0.07830738, 0.111825414, -0.09450625, 0.01634409) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.10708641, 0.105287276, -0.08288423, -0.0294331, 0.06523496, -0.02606312, 0.00074847357, 0.0028245733, 0.028431064, -0.09105569, 0.03701324, -0.04717843, 0.020553712, 0.019483296, 0.006110116, -0.06955634) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.110848226, 0.064007334, -0.017016826, -0.06788547, 0.09553613, 0.034604624, 0.012010758, -0.020224392, 0.06942821, 0.096088044, 0.053738456, 0.04097387, 0.040535636, 0.055802915, -0.050420802, -0.08064581) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.02056924, -0.03479031, 0.020669146, 0.06619753, -0.0073672114, -0.000638291, -0.08000646, -0.11552554, 0.15621226, -0.06364623, 0.025815813, -0.006683139, 0.19226713, -0.012636726, 0.037548643, -0.0154771395) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.011184736, 0.04237306, 0.089148216, -0.0025677795, 0.011131455, 0.10101753, 0.10278244, 0.04494601, -0.057626657, 0.07070167, -0.0044768043, -0.06161475, -0.0203539, 0.048371457, -0.07864781, 0.0256692) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.026482403, -0.052022453, -0.028436452, -0.015990475, 0.0029733954, 0.045734134, -0.013345869, 0.103559375, -0.014014504, -0.0055943117, 0.028680645, -0.063654006, -0.017549353, 0.005930955, 0.026078304, -0.030188177) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.04492782, -0.028460477, 0.060610663, 0.049183693, 0.048369046, 0.07048745, -0.007948521, 0.038808312, 0.01949531, -0.0074281716, -0.09911383, -0.06441001, 0.059698783, 0.10489308, -0.08145082, -0.054509286) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0016390801, -0.023419019, 0.042550687, 0.09153814, -0.06952357, -0.047241125, 0.05250122, 0.07200129, -0.025023395, -0.12957473, 0.0880356, 0.055206448, 0.039007295, -0.06747793, -0.01196971, -0.028028782) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.042228274, -0.13640381, -0.05348677, 0.08959021, -0.10725413, -0.10059156, -0.00025799166, 0.07941621, 0.037943512, 0.036201626, 0.11996914, -0.023057764, 0.008355933, 0.055369094, -0.00144779, 0.06666965) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.034226667, 0.022774898, 0.011817686, -0.07590995, -0.018459072, -0.104730844, -0.0019611972, 0.036839306, 0.05048668, 0.0643981, -0.09588899, 0.07278026, -0.023179384, 0.11892957, 0.055207867, -0.06674579) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06611283, -0.019130662, 0.034497153, -0.013895366, -0.0018945879, 0.009245126, 0.11520003, -0.049800385, -0.04321028, 0.057020154, -0.04549669, 0.031447403, -0.14874002, -0.10976988, 0.053844746, -0.10796051) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.064305164, 0.017498314, 0.04589522, 0.04612451, -0.040739216, 0.05353419, 0.013319945, -0.066659965, -0.12095996, -0.029800702, 0.069868095, 0.03891325, 0.047578104, -0.05515826, 0.024488984, -0.079771) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.14049178, 0.10679814, 0.015234572, -0.061061822, 0.070621066, 0.02500317, 0.07848263, -0.009291018, -0.06886433, 0.059419736, 0.046194643, -0.013400316, -0.03426553, -0.04767137, -0.01052386, 0.065155245) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0018380901, -0.100722425, 0.037608057, -0.024494912, 0.025990305, -0.035539094, 0.11090735, -0.1206273, -0.018506464, 0.09159799, -0.06881489, -0.08032549, 0.0059454427, -0.064983286, -0.012770929, 0.01613593) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.023787126, 0.15421133, 0.020594522, 0.042514496, 0.025265347, 0.010228249, -0.0003747916, 0.001164655, 0.028721064, 0.042104322, 0.07913053, -0.07070887, 0.03783195, -0.04253122, 0.058427542, 0.019336864) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.053029936, -0.06732142, -0.03374933, -0.024254622, -0.04499429, -0.044275023, 0.013035989, -0.015884401, 0.019476913, -0.020123575, -0.11515511, -0.07181934, -0.036002997, -0.05861097, 0.054649405, 0.053042512) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0006783093, -0.05147645, 0.06360567, -0.03345198, 0.01549789, -0.02867565, -0.08252393, 0.041093204, -0.099138185, 0.09952141, 0.048564274, -0.058072764, 0.04908185, 0.08240476, -0.08783841, -0.08247249) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.042243954, 0.052196372, 0.048607778, -0.0882041, 0.051813733, 0.055787183, 0.013663718, -0.0006376014, -0.03953027, -0.022029808, -0.020313045, 0.047251374, 0.1175269, -0.019288447, 0.070529185, -0.10401507) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.06273552, -0.022590306, -0.12059001, -0.09641833, 0.07988838, 0.0393035, -0.040149193, 0.06555887, -0.018175518, 0.16491282, 0.030639257, -0.12775981, 0.04745357, -0.040889278, -0.03516744, 0.061541032) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.014498466, -0.0681961, 0.073660806, -0.03635975, -0.042778928, 0.03200906, -0.016805988, -0.06730266, 0.04469406, 0.06948934, 0.053909983, 0.022758132, -0.054390382, 0.06476216, 0.0014941997, 0.018873064) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.05790418, 0.05245671, 0.06528069, 0.0587325, -0.04423894, 0.04503924, 0.017266309, -0.06850021, 0.062676944, 0.035676297, 0.06428191, -0.021091184, -0.05936686, 0.07636687, 0.05724186, -0.111265086) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.027879877, 0.012189548, 0.029937346, 0.072025076, 0.028462818, -0.021995557, 0.047506038, 0.0046073375, 0.0116181625, -0.08035078, -0.051943857, -0.032913093, 0.031142298, -0.11155354, 0.079034135, -0.08799515) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.008985443, -0.011763437, 0.13171777, 0.07496883, 0.04349307, 0.04008183, -0.039008938, 0.020693056, 0.021652997, -0.080336116, -0.13589565, 0.015393162, -0.06520484, 0.067117676, -0.11675259, 0.056678172) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.0045156986, -0.10225994, 0.07425678, -0.036810845, 0.036421232, 0.00040367825, 0.023993498, -0.025663141, -0.0044587497, 0.0579683, -0.058348347, -0.051328924, -0.013961377, -0.045055248, 0.073939554, 0.030704541) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.022587204, 0.064183004, -0.06791376, 0.009150594, 0.036651857, -0.14985284, 0.032818466, -0.015700202, -0.016282944, 0.07251849, -0.10622729, 0.01207867, -0.08330932, 0.012815391, -0.05835337, -0.036899038) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.002146366, 0.0033056973, 0.109566905, 0.05129626, -0.0011042826, -0.04794001, -0.01514892, 0.06714098, 0.08702866, 0.014478575, -0.037140016, -0.024209656, 0.11050573, -0.04233672, 0.09712027, -0.009000431) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.062549636, 0.10421009, -0.14621222, -0.021877756, 0.056352425, -0.040315025, -0.026519904, 0.05594597, -0.0029486157, -0.091164656, -0.019262562, 0.016197424, 0.04583358, 0.029062865, -0.12586722, 0.04533726) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0570938, 0.0484471, 0.021862749, 0.02507954, -0.014260676, 0.08177275, -0.008907858, -0.02226478, 0.0009870944, -0.03341529, -0.10750207, 0.05052649, -0.12615874, 0.120086886, 0.09695753, 0.028788373) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.10404641, -0.055343777, 0.059317887, 0.036331765, 0.13507774, 0.010617282, -0.03190572, -0.05892843, 0.033767328, -0.10141904, -0.073986426, 0.084820926, 0.0011830141, -0.0070112105, -0.0013766752, -0.054657012) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.061561644, 0.016768254, 0.02129458, 0.057884406, 0.04301123, 0.04977976, 0.05378472, 0.1085755, -0.10980783, -0.19517791, -0.16695395, 0.084237754, -0.005536279, 0.07782114, -0.058871396, 0.018939653) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.032725487, 0.03686749, 0.0021732685, 0.01717838, 0.07967108, 0.06264704, -0.011177685, -0.0455891, 0.016361756, 0.073487565, -0.045595482, 0.026039157, -0.009627082, 0.03116972, 0.035471514, 0.12119219) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.01574868, -0.022228353, -0.06758825, -0.04066597, -0.20094728, -0.15644898, 0.3604267, 0.17203873, -0.0054925373, 0.038341153, -0.03175302, -0.09687927, 0.04077461, -0.059320346, 0.04266336, 0.011216107) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.13685343, 0.020444097, -0.04527778, 0.009981499, 0.029449446, 0.046244092, -0.12048201, -0.02798361, 0.036831103, 0.048521705, -0.07807242, -0.042944606, -0.03103272, 0.083251305, 0.12440028, -0.07073837) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.015082916, 0.061226223, -0.009352516, -0.0050520063, 0.013248791, -0.045671195, -0.08001653, -0.107937515, -0.03803422, -0.056096505, 0.10405189, -0.045633033, 0.0874752, 0.04573415, 0.014751291, -0.015374511) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.01992694, 0.0037419219, 0.09654823, -0.07737047, -0.008273786, -0.057463884, 0.22298786, -0.044002444, -0.04149176, 0.034357596, -0.10170319, 0.015404388, 0.0979337, 0.057932362, -0.033167087, -0.08628929) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.086967595, 0.08035633, -0.08364339, -0.012394236, -0.07217406, 0.0077195466, -0.13820396, -0.024604272, 0.057311613, 0.02058696, 0.06155511, -0.062212422, 0.024667839, 0.079907216, 0.02021347, -0.039041054) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0018395793, 0.036675166, -0.039544083, 0.057040572, -0.10940155, 0.12301371, 0.04079556, -0.06973229, 0.0014453814, 0.019001443, 0.042095598, 0.021565063, 0.003843627, 0.025290098, -0.05930652, -0.060487784) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.12504193, -0.0019781387, 0.0596247, -0.0072801434, -0.3675003, 0.10233333, -0.031910796, -0.33279857, -0.03827071, -0.047691703, 0.054306038, 0.04991421, -0.02068515, 0.08593456, -0.10260943, -0.06754247) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.034048505, -0.035963766, -0.07012309, 0.0799518, -0.12793687, 0.16142762, -0.035756063, 0.044046953, -0.03411737, 0.06786099, 0.056355845, 0.06094501, 0.09366579, 0.037332505, -0.058319304, -0.043978117) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.030508691, -0.08193699, 0.007691217, -0.00062860025, 0.043020803, 0.032419655, -0.03591024, 0.013728307, -0.089829944, -0.066203386, -0.08721472, 0.002392878, -0.043601643, -0.039625272, -0.0579906, -0.058756016) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.043022092, -0.025698598, 0.08005537, 0.064640775, 0.05918357, 0.0005471442, -0.008595545, -0.029295992, -0.008803515, -0.035412677, 0.08089217, 0.00533667, -0.051157776, -0.07088551, 0.009983456, -0.07015081) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.052928653, 0.042614646, 0.02650933, 0.011813514, -0.019210918, 0.03400474, 0.051443808, 0.046640188, -0.018472834, -0.0062992275, -0.08747558, -0.085021734, -0.010826439, -0.05052233, -0.05338932, -0.04394019) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0057938257, -0.1058471, 0.029063158, -0.048314914, -0.003359733, 0.0182065, 0.015395308, 0.013391667, -0.062125072, -0.0061351364, 0.02695363, 0.032887366, -0.0064049163, -0.033818614, 0.04590366, 0.083584055) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.07273141, 0.056978628, 0.020062437, 0.08879118, 0.04383751, 0.0049260994, -0.0022260724, -0.018392978, -0.05969295, 0.025904998, 0.06375315, 0.08162083, -0.01412638, -0.1664552, 0.001785757, 0.06322796) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.044435386, -0.028024139, -0.016509142, 0.12734327, 0.0003607643, -0.15563126, -0.05983459, -0.047431465, -0.06303351, -0.010999904, 0.053138472, 0.04958344, -0.07708359, -0.044805728, -0.04770434, -0.070404306) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.053093355, -0.03812173, 0.06262051, 0.029390162, -0.04916654, -0.033913516, -0.033925116, 0.028242417, -0.06742547, -0.028239336, -0.07462943, -0.08169905, 0.04091116, 0.026346417, 0.058489215, -0.020806976) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.1446484, -0.025160775, 0.04222738, -0.026083117, 0.05376271, -0.035563696, 0.022631554, -0.16083054, 0.12225214, -0.0022205308, -0.04860979, 0.06947267, 0.025737809, 0.04529258, 0.07473952, -0.052303374) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.07834728, 0.09587678, 0.05700881, -0.0321596, 0.11405922, 0.024087247, 0.03775237, -0.0388141, 0.0044186786, -0.07662549, 0.0030320536, 0.05783577, -0.00023966275, -0.057636164, 0.019401992, 0.01830553) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0077685136, 0.01862816, -0.071248665, 0.0014062023, 0.0863223, 0.14929448, 0.072282866, 0.04201909, 0.010135287, -0.06930002, 0.0029319518, 0.06784896, -0.003129213, -0.042382196, 0.008275924, -0.0072262576) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.008592076, 0.053503744, -0.046048623, 0.06984635, 0.07416733, -0.10997004, 0.06989124, 0.044969026, -0.047056653, -0.04250353, -0.028814115, 0.041083295, -0.07997169, -0.103192165, -0.09488172, -0.07150983) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.034342095, -0.12401346, -0.06516515, 0.019533003, 0.063061595, -0.06014257, 0.05017817, -0.03134353, -0.01321635, -0.03705954, 0.08590673, 0.04369743, 0.012250313, -0.04960861, 0.026117694, -0.050277874) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.024159886, -0.050286807, -0.07320185, -0.037535366, -0.04663439, -0.053366806, -0.05063529, -0.00342683, -0.021736585, -0.056364376, -0.009154389, -0.057597823, -0.012613285, -0.06798044, 0.04600491, -0.06969079) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0092861485, -0.060165096, 0.07866518, -0.08266665, -0.008406315, -0.052310944, 0.10650347, -0.04625679, -0.042812962, 0.038348388, -0.064809486, 0.087653436, 0.057408765, 0.08415318, 0.07803611, 0.027114546) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.028660838, -0.046538174, -0.016554158, 0.07110114, 0.040407818, -0.048464786, 0.014544363, 0.008121488, 0.016478071, 0.007852912, -0.07517136, 0.08645907, 0.13397284, 0.004913691, 0.013126187, -0.05955893) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.01772752, -0.042552352, 0.04022111, -0.061883643, -0.097827815, -0.03567983, 0.06499052, 0.055168267, -0.108419545, -0.055947658, -0.056289464, 0.058047045, 0.050205685, -0.040717937, -0.038549487, 0.03466021) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.08305135, 0.06707062, 0.106808566, -0.04625723, -0.002112975, -0.06443947, 0.107865416, 0.091299295, 0.051955547, -0.05400569, -0.032580074, -0.06336394, 0.027706698, 0.074923486, 0.09990255, -0.10163063) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.17238379, -0.1372312, 0.021696858, -0.050194796, -0.07787714, -0.004796564, 0.03762878, 0.017088871, 0.063170284, 0.019747527, 0.10629413, 0.04509671, -0.08048468, 0.07245186, -0.0671699, -0.028863296) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.06802668, -0.009189577, 0.112041675, -0.02242001, -0.055040244, -0.060112633, -0.041452844, -0.02283866, -0.05264939, -0.07195993, 0.14483029, 0.020627663, 0.18046711, 0.1544126, 0.07911424, 0.021239154) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.07212184, 0.08806584, -0.048293106, 0.031250432, 0.015933016, -0.031126015, -0.03097172, -0.10448927, -0.02261423, -0.05587862, -0.056037728, 0.098925576, 0.015742805, -0.03344821, 0.047337104, 0.021288436) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.078381516, -0.032726932, 0.041256435, 0.061052635, 0.028808601, 0.058138087, -0.0013869487, -0.024506232, -0.011771132, 0.019624095, 0.053384613, 0.06201631, -0.06445736, -0.018564906, 0.037221406, 0.038053736) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.01246255, -0.0003297638, 0.040747695, 0.06180846, -0.022848543, -0.044420164, 0.13935216, -0.0035471616, 0.015648797, -0.03682713, 0.101843104, 0.0030014245, 0.0012333349, -0.10412579, 0.18550429, -0.01411108) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.031184636, 0.027742168, -0.0027437084, -0.06399479, -0.013544893, 0.005496408, -0.019245494, -0.019787217, -0.01635598, 0.053362478, 0.062045038, -0.032369506, 0.007514835, -0.0053912033, -0.0053840172, 0.000982317) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.061260734, -0.003145944, 0.0040632556, 0.0065143346, 0.07446834, -0.011942263, 0.030779723, 0.10981805, -0.07932501, 0.027470497, -0.06078425, 0.037311755, -0.11016517, -0.053254724, -0.03710013, 0.059669875) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.024247834, 0.10966437, 0.02359339, 0.054738913, 0.02411414, 0.07145777, 0.038426436, -0.013665711, -0.03045429, -0.012113072, -0.022659652, -0.06558497, 0.0028031287, -0.06433196, 0.02926421, 0.07350148) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.024251517, 0.09701043, -0.1124138, -0.061269626, 0.109400235, -0.06759477, -0.013664735, -0.027090672, 0.05782927, -0.045277324, -0.05493923, 0.101585045, -0.094508335, -0.021006998, 0.0039328467, -0.040771574) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.013551815, 0.017554315, 0.0051329266, -0.007015086, 0.07063217, 0.016869506, -0.043250456, 0.035651084, 0.01695553, -0.009637777, 0.031231096, -0.06202286, -0.15219331, -0.0061909063, 0.03696451, 0.022182986) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0052010976, -0.09530196, 0.0036757172, -0.07313419, 0.05102148, 0.026703484, 0.004850132, -0.09532817, -0.009647847, 0.06250944, -0.016948428, -0.0047450946, -0.030705994, 0.010842339, -0.04632994, 0.015994659) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, result2); + V4 result3 = V4(-0.00066564477, 0.0010563044, 0.0043857675, 0.0033964757); + result3 += M4(-0.04965496, -0.032845944, 0.17420122, 0.07279458, -0.029353077, 0.032154594, 0.04751179, -0.010608295, 0.025328763, -0.047787726, -0.052980732, -0.027171941, 0.1157033, 0.012155323, 0.029949913, 0.019379843) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.07958481, -0.024668349, -0.11435639, 0.0104685025, 0.026317947, -0.013295513, 0.024842342, -0.047194004, -0.03432133, 0.067948125, 0.026185177, -0.019834295, 0.115569755, 0.0048556305, 0.13091524, 0.0963583) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.017805737, 0.009513357, 0.051666744, 0.01622128, -0.0024905482, 0.057069946, 0.10766987, 0.078912824, 0.055318665, -0.00484229, -0.040401593, 0.052190654, 0.10108639, -0.10095517, 0.02062326, 0.045744695) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.08813545, -0.025514407, -0.042131137, -0.024813518, -0.0053815832, 0.055198234, -0.029767111, 0.076695986, 0.032286234, 0.07362966, -0.039759442, -0.025419991, -0.023037996, -0.051124927, 0.10731115, 0.043635212) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.07951115, 0.11875102, -0.024288114, -0.007311204, 0.03348762, -0.009113629, 0.04819958, -0.07456986, 0.19380133, 0.065747224, -0.020100793, 0.046563253, 0.07948094, -0.017988551, 0.038944453, 0.032403827) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.118736476, 0.07471766, -0.06543112, 0.07027956, -0.030996228, -0.11387543, 0.04410744, 0.044112835, 7.724804e-05, -0.012684286, 0.031920988, 0.046931826, 0.043564092, 0.04113181, 0.08795405, 0.017814873) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.011440582, 0.03539074, -0.13142401, -0.12319542, 0.006626106, -0.017161643, 0.10087039, -0.07861211, 0.11957087, -0.042704917, 0.03181065, -0.031687833, -0.032040715, -0.085672386, -0.03731286, 0.09247869) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0164312, 0.0373564, 0.123123385, -0.032623425, 0.0410248, 0.04371903, 0.05912219, 0.028348828, -0.06729655, 0.016056236, -0.0268782, -0.02514766, 0.1304412, 0.05648671, 0.05335545, 0.07372077) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.075717464, 0.0027271686, -0.106865175, -0.031144673, -0.03256212, 0.047226693, -0.0044491813, -0.018646142, 0.06463714, -0.05014742, -0.0065794033, 0.041603923, -0.015953908, -0.05444758, -0.05220504, 0.007150281) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.014402861, -0.008701039, -0.13568927, 0.04362019, 0.06880018, 0.10124775, 0.0043096654, 0.009685942, -0.051561944, -0.024363078, 0.03283829, 0.06890914, -0.0790725, -0.02457368, -0.14932442, -0.07309337) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.012319044, -0.025792701, -0.056349944, -0.0042862426, 0.01046212, 0.03431693, 0.033980478, 0.060082402, -0.051070355, 0.048967667, 0.102149256, -0.113932416, 0.01594608, -0.011475697, -0.023984727, -0.0456711) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.103089586, 0.07346306, -0.07938509, 0.044030048, -0.046531655, 0.0752054, -0.0710504, 0.05508294, -0.06351002, -0.049238544, -0.15576373, 0.0018918692, -0.057744842, 0.058987454, 0.0054796026, 0.09843323) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0064073876, 0.08101752, 0.07029035, 0.060379025, -0.06222474, 0.037522115, 0.08384388, 0.067077, 0.033286147, -0.080269456, 0.029547308, -0.043301277, 0.022489209, 0.038948968, 0.10910836, -0.04526579) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.007706046, 0.027786229, 0.049294118, 0.007407481, 0.086012214, 0.10006221, 0.021265391, 0.073825724, 0.00507476, 0.07351857, -0.032875787, -0.051367763, 0.1281773, -0.018285904, 0.16730374, 0.12271633) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08513638, -0.020948479, 0.079986826, 0.00026301522, -0.083551794, -0.052718766, 0.02733043, 0.067475416, -0.03693831, 0.033050098, 0.048297532, -0.00872345, 0.03264878, -0.079888575, 0.022609252, 0.044698298) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.012901876, -0.02997397, 0.06527916, -0.06117767, 0.019725101, -0.01744969, -0.08399128, 0.00251731, -0.0106158955, -0.05041779, -0.07282707, -0.036858417, 0.05598989, -0.033882, 0.09310902, 0.08482341) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.013295772, -0.09142326, -0.08515588, -0.027008414, 0.06818066, 0.018305447, -0.01879774, -0.072526105, -0.037325747, -0.0031093834, 0.016224658, 0.035552002, -0.054624032, 0.06826968, -0.020159135, 0.124618046) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.050975405, 0.04693929, 0.054667674, -0.04993492, 0.11716737, -0.06765932, -0.0703769, -0.004049784, 0.058689944, 0.0749334, 0.06183977, 0.0016443627, -0.09711934, -0.024498902, 0.07801721, -0.0072840536) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.007753343, 0.00065703527, -0.010690872, -0.021379411, -0.02025124, 0.16319138, -0.018383225, -0.030785555, 0.082601316, 0.100151725, 0.06655144, -0.02768608, -0.08505653, 0.13410477, 0.108854614, -0.06872262) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.10274929, 0.048984315, -0.0947098, 0.0019607195, -0.013591961, 0.150165, 0.046892114, 0.018961133, -0.09707353, 0.044741094, -0.07619304, -0.06569948, -0.032428566, 0.062587894, 0.06647556, -0.08895508) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.05190945, -0.08253262, 0.013132303, -0.05271648, -0.10465568, 0.090202436, -0.05733723, 0.0078040464, 0.048479967, -0.0009750442, -0.058367528, 0.008752893, -0.04299245, 0.07692714, -0.0113232, 0.04525288) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.06148492, -0.019748138, -0.03957885, -0.051673464, -0.019684458, 0.025370996, -0.059317365, 0.12901613, -0.12941347, 0.028286789, 0.14389168, 0.09408047, 0.069710076, -0.07259785, 0.00068321265, 0.04234431) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.025969187, 0.029778482, 0.0419731, 0.020057667, -0.06952143, 0.031779405, 0.024958117, 0.09435454, -0.013228793, 0.0601804, 0.03219602, 0.042832598, 0.07212862, 0.04432122, 0.096366316, 0.0718793) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.102876745, -0.1731588, 0.06653613, 0.048829123, 0.055233818, -0.10599671, 0.009458724, -0.043380734, 0.02006283, 0.011742841, 0.041225366, 0.036951866, -0.015873516, 0.047520485, -0.029371826, -0.00047485234) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.108037874, 0.0058612213, 0.049596764, 0.02668276, -0.040526755, -0.03435691, 0.09860258, -0.017279381, 0.056755416, -0.07062187, -0.065036766, 0.072542466, -0.08228658, -0.0024221465, -0.05297623, 0.006136658) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.021551678, -0.07188434, -0.008294133, -0.0396408, -0.0050509246, -0.037953056, 0.05487055, -0.020516558, -0.045874868, -0.031024916, 0.10018122, 0.030961905, 0.032721307, 0.03535032, -0.060263585, -0.009736684) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.12543346, -0.056815468, -0.19368863, 0.045435216, -0.029726634, -0.020505656, 0.009702816, -0.02707804, -0.081240825, -0.015640814, 0.15657991, -0.05032671, 0.015776996, -0.059215195, 0.13649292, -0.011201503) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.07015176, -0.03510309, -0.043964528, 0.06343956, -0.0127700325, -0.043781355, -0.019546604, 0.099147126, -0.09817763, 0.050527547, 0.09704394, -0.04530481, -0.088101685, -0.06023596, -0.007475402, 0.018636748) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.01930668, 0.049810972, 0.11563631, -0.032801893, 0.0053161047, -0.05052775, -0.008305108, 0.00647906, -0.019559585, -0.0021819987, 0.06447671, 0.006524004, -0.13114233, 0.09035474, 0.032354683, 0.05949837) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.06376562, 0.043537408, -0.1195698, -0.024439827, 0.01046652, 0.02063456, -0.007182602, -0.026770992, 0.0009697664, 0.012976517, 0.080392264, 0.0052343886, -0.027307937, 0.06251319, 0.079813905, 0.07226137) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.030412765, 0.0024905088, -0.03054199, 0.08633703, -0.09978938, 0.026921408, -0.0060762814, -0.02328295, -0.14730658, 0.0747344, 0.075406, 0.0029571236, -0.06650033, 0.043958057, 0.015684193, 0.08379092) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0016708921, 0.041865103, 0.17394364, -0.027817287, 0.023196818, -0.022001395, -0.059220776, -0.04497443, -0.053115167, -0.06672245, 0.059360784, 0.0672539, 0.036814895, -0.048553653, 0.17052399, 0.08394399) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.020468207, 0.003756929, -0.0072037946, 0.10539373, -0.08757847, 0.063182995, -0.00081041513, 0.06153583, 0.0045582587, 0.10273763, 0.08434555, -0.054307476, 0.016485708, 0.016764384, -0.037932795, 0.06085817) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.06354764, -0.061710007, -0.0027559686, 0.02094964, -0.0958465, 0.0917449, 0.056842398, -0.0973191, 0.019454181, -0.03518369, 0.17499109, 0.014494405, -0.0011413329, 0.05811458, -0.07719406, -0.054944567) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.053842857, -0.012418873, -0.29022312, -0.012654878, 0.01658611, 0.0411714, -0.08832631, -0.097342074, -0.018752137, 0.012100996, 0.14300728, 0.01953606, 0.1513623, 0.0028747467, -0.04062272, -0.021905698) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.04438801, -0.0037665165, -0.00879815, -0.015106724, -0.031080434, -0.028873343, 0.028426286, 0.012726514, -0.121392466, 0.04120006, 0.007428881, 0.007245145, 0.09768828, -0.0572828, -0.006261016, 0.03136443) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.11092388, 0.030687472, -0.0025216835, 0.00011393092, -0.13083208, 0.33084056, -0.36987245, -0.07165956, 0.0020469485, -0.014525444, -0.07811935, 0.08392322, 0.056748528, -0.06667951, -0.08155125, 0.015312198) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.049926292, -0.054071713, -0.02039796, 0.11453863, -0.017833551, -0.10181513, -0.042959243, -0.04550867, 0.18519457, 0.09661973, -0.0726543, 0.081899166, 0.09962155, 0.05049005, -0.1467715, -0.014141606) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.08548888, -0.046010047, 0.009047964, -0.036730655, 0.0372795, -0.06295281, -0.06837248, 0.016531058, 0.014579257, 0.02688902, 0.008133402, -0.09161907, 0.006608687, -0.051780023, 0.100585096, -0.05019993) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.023303181, 0.05805109, -0.014382451, 0.016395314, 0.12938218, 0.028624464, 0.05620219, -0.2899141, 0.0642175, -0.005188193, 0.096612245, 0.10392066, -0.020856041, 0.020019107, -0.095452525, -0.09017581) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0624572, -0.04360607, 0.041564282, -0.05431758, -0.112544104, -0.117576495, 0.08783002, 0.1517685, 0.072197415, 0.057642657, -0.040740985, 0.056693785, 0.016848985, -0.030341353, -0.027927894, -0.011845796) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.06927911, 0.05322784, -0.055215985, -0.027547551, -0.10002539, -0.059214063, 0.0026999603, 0.027733104, -0.04572879, -0.040529173, -0.16503851, -0.06419761, 0.08241352, -0.0930357, 0.0709961, -0.037101373) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.050254874, 0.099994235, 0.1636646, -0.056158666, 0.0120549565, -0.2606392, -0.022930976, -0.18878406, -0.068137266, 0.085801065, -0.006325796, 0.0033142418, 0.04296383, 0.0007579084, -0.04554287, 0.10589507) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.02613469, -0.02326584, -0.01172839, 0.12739861, 0.07592562, -0.1615939, 0.031955328, -0.031232651, -0.018222053, 0.06862852, -0.004851981, 0.07581732, -0.016174108, 0.024217864, 0.084747605, -0.03383143) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.066033825, 0.015255408, 0.07029435, 0.04836858, 0.03804679, 0.027285842, 0.056768525, 0.052567467, -0.15350316, -0.011982959, 0.04265242, 0.05265149, -0.027315542, 0.014218869, 0.101087816, -0.07121423) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.053334795, 0.12539877, -0.031446673, 0.080801934, 0.085624784, 0.017584778, -0.0919694, 0.07258318, 0.14761683, -0.02016922, 0.042756073, -0.0045083202, 0.044776153, 0.0633869, -0.1183542, -0.08985082) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.01074587, -0.019060094, -0.032144684, 0.037374135, -0.09614755, 0.0817037, -0.03162057, -0.037294883, -0.053340197, -0.004758764, -0.07658727, -0.053413298, -0.02018514, -0.051059794, -0.016029455, -0.003014603) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.071541, -0.07459526, -0.016592743, -0.05694229, 0.00019360337, -0.03187446, -0.06410317, 0.008062264, 0.039167315, 0.035567302, -0.022360908, 0.021615675, 0.06416983, -0.053082414, -0.09544388, 0.025702164) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.022279806, 0.06618617, 0.047953006, 0.00064447685, 0.008311917, -0.07908905, 0.020494506, 0.01907643, -0.05933852, -0.064527325, 0.004703742, -0.065763466, -0.12543473, -0.055400543, 0.12137765, -0.07573331) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.06831774, -0.03153999, -0.041699957, 0.043329764, 0.14080508, 0.032131143, 0.10435569, 0.055297166, 0.18509169, -0.072444625, 0.03345621, 0.076893106, 0.024390608, 0.07794804, -0.015277222, 0.038197283) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.046563804, 0.030545713, 0.029859193, 0.06988408, -0.05489796, 0.06826449, 0.053174153, -0.0059084026, -0.11525266, -0.027716277, 0.113017924, 0.068945274, 0.1702862, 0.008618672, -0.016891493, 0.05308612) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.026010275, -0.04591583, 0.10995382, 0.07374681, -0.005359924, 0.039285757, -0.044620894, 0.0065805004, -0.10359441, 0.038985718, 0.0731294, -0.0406449, 0.05450718, 0.024184767, 0.05379468, 0.07004262) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.028805664, -0.026263826, -0.07539353, -0.03275098, 0.09445047, 0.017196337, -0.09528307, -0.0167128, -0.19505626, -0.02711592, -0.07238908, -0.030172914, -0.033260766, -0.08458194, 0.0050268024, -0.08606237) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0527066, -0.022109086, -0.045959502, 0.026069522, 0.045802973, 0.17678331, -0.07319882, -0.00059274345, -0.025018623, -0.030851405, 0.045408938, -0.029669913, 0.08750673, -0.0006712045, 0.0016092157, 0.034081273) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.04151643, 0.058652878, 0.030573355, -0.025278695, -0.15799631, -0.023736771, -0.01292628, -0.010195479, -0.032770544, -0.026486166, -0.010211519, 0.017633887, -0.008832185, -0.023432197, 0.11240776, 0.07497471) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.119065925, 0.057818845, 0.047967438, 0.0679879, -0.036222734, -0.03596969, -0.064198665, -0.049234312, -0.079273865, 0.042634975, -0.07900292, -0.046060406, -0.012563002, -0.035877384, 0.024684798, 0.065801136) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.013716025, -0.046273567, 0.05454717, -0.0066332268, -0.06352153, 0.07384359, 0.063979626, -0.042440996, 0.036162898, -0.044879705, -0.07203001, -0.04237668, -0.10057416, 0.028313387, 0.12602645, 0.022779407) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.057604335, 0.04510566, 0.035411168, 0.08153045, -0.021125328, -0.012931759, -0.06148545, 0.0643993, -0.07851416, 0.0624778, -0.07441953, 0.058916003, 0.102506526, 0.063732214, -0.016015792, 0.10577576) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.041045945, 0.018965071, 0.038929287, 0.09202626, -0.061693456, 0.10463301, -0.026579149, 0.06469876, -0.10932353, -0.08196256, 0.1139375, 0.039097928, 0.03322559, 0.06394933, -0.003777046, 0.06414087) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08373075, -0.009742751, -0.087862976, -0.071887806, 0.020090798, -0.06334507, -0.037911184, 0.08988327, 0.016569808, 0.0368165, -0.012309093, 0.038598012, -0.014364159, -0.034353472, 0.023268726, 0.01683538) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.039903924, -0.082714155, 0.03121376, 0.07840486, -0.0022914787, 0.057187166, -0.123530276, -0.03206679, -0.013528226, 0.06654601, 0.04288165, -0.07603719, 0.12341525, -0.014339065, -0.11904591, 0.07730449) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0019870196, 0.026217094, 0.020562384, 0.045966443, -0.15828438, -0.013037274, 0.05006155, -0.032622553, 0.024325175, 0.02413631, -0.1660916, 0.0053578042, 0.022966726, -0.002320646, -0.02297697, -0.07978915) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.08327273, -0.09480746, 0.07788147, 0.011058919, -0.06828601, 0.06321058, -0.05622566, -0.025430666, 0.055735745, 0.075442195, -0.04450007, -0.076296136, 0.124788605, -0.07611515, 0.021319138, -0.076115035) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0008049794, -0.07036849, 0.07529526, 0.010628053, 0.14685307, 0.013269007, -0.0050777295, 0.076098755, 0.119944714, 0.06852327, -0.061064843, 0.018537557, 0.046279043, -0.041587595, -0.066113524, -0.014499317) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.056823332, -0.098847955, -0.14716429, -0.007734367, 0.024103262, 0.0011403817, 0.035371028, -0.037886094, -0.016439497, 0.075764425, 0.10145809, 0.09428311, -0.04909143, -0.06144114, 0.049818728, -0.08509077) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.076122, 0.065811746, 0.0050751506, -0.085049294, 0.018289493, 0.049851168, -0.11702433, 0.053260617, 0.075591534, 0.025404587, -0.04301199, -0.028843474, 0.031004962, 0.050720736, -0.097381085, 0.025634453) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.022931518, 0.08285007, 0.06451306, 0.059067618, -0.123449504, -0.036387432, 0.053533766, 0.027387524, -0.047908846, -0.044387992, -0.045430817, 0.056758776, 0.09140255, -0.06755245, -0.050027132, 0.05546279) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.039138664, 0.07875287, 0.027342793, 0.018269237, -0.028000182, -0.09444066, 0.01283063, 0.027388897, 0.020714886, -0.11064489, 0.12930675, 0.04760198, 0.007000449, -0.124130696, 0.06392878, -0.009571566) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.04884932, 0.031565405, 0.02258524, 0.039457366, -0.029575286, -0.06631955, -0.036614828, -0.019468676, -0.06530678, -0.058188614, 0.050736517, 0.021937635, 0.05916833, -0.08148601, -0.12167799, -0.04819995) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0038426602, -0.06850665, -0.08899406, 0.06699124, -0.16257523, -0.049419936, 0.051817678, -0.029811293, -0.16122158, 0.04241034, 0.026693529, -0.068936676, 0.00062910054, 0.06381026, 0.03775243, 0.095048204) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.114128545, 0.08971201, 0.11484016, 0.061043, -0.038567886, 0.04451493, -0.060092278, -0.05064437, 0.02704619, 0.0090989405, 0.106074624, -0.0117297955, -0.014801792, 0.027876044, -0.0048597245, 0.07077345) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.091560714, -0.06833524, 0.11300207, -0.040428422, -0.05921099, -0.033685703, 0.08646066, -0.03205203, 0.011524498, -0.018763993, 0.017571291, -0.021773798, 0.051877115, -0.050145607, -0.06603591, 0.035110038) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, result3); + V4 result4 = V4(-0.0066810246, 0.0018481286, -0.00033951848, 0.0037572116); + result4 += M4(-0.1454234, 0.118577346, 0.084146135, 0.066284634, -0.05101599, -0.08149609, 0.031527247, -0.07957793, 0.12625901, 0.066853456, -0.0029544479, 0.073815085, 0.08522063, 0.09901475, -0.037469815, 0.078106254) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.01289617, 0.06096581, -0.15403537, -0.02093399, 0.002858162, 0.0024964819, 0.008340329, 0.012466045, -0.2004266, -0.0730933, 0.03813624, 0.0035200994, 0.015131022, -0.0044399016, 0.061771918, 0.07339305) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.04218197, 0.00020500412, -0.1466217, 0.00788484, 0.09071201, 0.06298282, -0.04777026, -0.026916701, 0.08549407, 0.037023045, -0.044494413, 0.016929444, -0.19886985, 0.1034652, 0.04188245, 0.12797941) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.10237709, -0.054812647, -0.074669264, 0.0798559, -0.0568912, 0.01644331, 0.005844843, 0.080499396, -0.038965426, -0.05859596, 0.053307746, 0.05285595, 0.12713034, 0.08930979, -0.054491132, 0.019827506) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.043532547, 0.051361617, 0.0933233, 0.116320446, -0.16903198, 0.008767033, -0.030514091, -0.066253945, -0.046870757, 0.07323487, -0.005941338, -0.04186942, 0.04575262, 0.100002594, 0.07766617, 0.07395104) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0450105, 0.04202919, 0.081205994, 0.053258803, 0.093528576, -0.04744671, -0.003414659, -0.030952234, 0.09073237, -0.08408553, -0.1174407, 0.034149628, -0.08730266, 0.1325132, -0.04100704, 0.11679973) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.100412324, 0.11315079, 0.036506858, 0.05694918, 0.083782844, 0.021082915, -0.06631393, 0.04188376, -0.033586428, -0.030874563, 0.11311604, 0.031918373, 0.12500961, 0.08690077, 0.031937458, 0.033336878) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.014534382, 0.08735154, -0.026447445, -0.084672004, -0.20705302, 0.1242548, -0.0389478, -0.0070381938, -0.0588029, -0.13053258, -0.02075563, 0.021001264, -0.05170915, 0.084028296, -0.07517903, 0.065952346) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0012252101, -0.07451598, -0.033966653, 0.02390212, 0.029329054, -0.0045831637, 0.07054244, -0.025765272, 0.1430734, 0.07365544, -0.09561248, 0.08303349, -0.22779103, 0.061753545, 0.14546189, 0.0039736764) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.026149828, -0.044212833, -0.012675749, 0.07027747, -0.051998332, -0.11558332, -0.09068986, -0.07972171, -0.024001436, 0.045933094, 0.09264502, -0.009699684, 0.04500048, -0.05090335, -0.0791226, 0.041675277) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.055448078, -0.0060178945, 0.02160403, -0.04589085, -0.051498875, -0.010691182, -0.0013664045, 0.03066512, -0.07825448, -0.046468273, 0.03441964, -0.06143529, -0.05672327, 0.10859777, 0.024001617, 0.12236595) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.04954981, -0.04627807, -0.014824093, -0.05499597, -0.051462006, 0.114274025, 0.025271203, 0.063367695, 0.02247477, 0.011910081, 0.025904654, -0.059994083, 0.060370713, -0.009014798, -0.01096902, 0.018991174) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.06212963, -0.037682705, 0.093602516, 0.079849616, -0.0064481767, -0.03757647, 0.030108245, -0.08893344, -0.08896451, 0.0723719, -0.035507396, 0.06133571, -0.042825088, 0.09254827, -0.039762318, 0.0012638742) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.05904563, -0.08937669, -0.08826863, -0.020859515, 0.09721846, -0.07401241, 0.008023233, -0.0637347, -0.059410468, -0.03800932, 0.027755333, 0.047766387, 0.066135965, -0.045825053, -0.06414474, -0.05540975) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.051311087, -0.07329846, -0.13850693, -0.0489808, -0.03044198, 0.031429823, -0.092998624, -0.011503082, -0.078357786, -0.0884399, 0.08209499, -0.0995643, 0.059562206, 0.06387708, 0.081705794, -0.028933045) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0004699991, 0.021435106, 0.07735045, -0.014011949, -0.056538478, 0.02904583, -0.021282595, -0.031618547, -0.059026733, 0.027998162, 0.063502684, 0.030422583, 0.075260825, -0.10898081, 0.049877573, 0.009992306) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.05871868, 0.011773306, 0.022084963, 0.08591861, -0.070329554, -0.00072259957, 0.038799036, -0.04182448, -0.041663475, -0.08321671, 0.104287185, -0.021555195, 0.04244171, -0.03758001, 0.00066069525, -0.12156332) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.076814964, 0.09758016, 0.03138593, -0.030252011, -0.05913354, 0.104816064, 0.06704845, 0.040433362, -0.055283453, 0.056353707, -0.11159921, 0.037754025, -0.004427586, -0.0004914108, 0.13628483, -0.06341698) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.024136063, 0.07607527, -0.032061264, 0.039754894, -0.010457682, 0.0738129, 0.1085042, -0.02759308, -0.087814994, -0.10755414, 0.021634692, -0.08233453, 0.1388553, -0.07608767, 0.03985297, -0.03455183) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05793486, -0.0090506645, -0.023590881, 0.003340485, -0.027419362, 0.06919082, 0.0658351, 0.023126066, 0.006824024, 0.08351131, -0.024374982, 0.03228356, 0.08016631, -0.08992874, 0.06411562, -0.13021068) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.061547063, -0.021399893, -0.036271673, -0.067708366, 0.078203745, -0.16349828, 0.06368653, 0.020010969, 0.043094426, 0.03070092, -0.09291343, 0.085171215, 0.12276945, -0.12985668, 0.017018663, 0.03567269) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.067393675, -0.025191845, -0.04170705, -0.03343983, 0.043370638, -0.12779607, 0.10574491, 0.0069314106, -0.1520044, -0.046314694, -0.027748331, 0.059878204, 0.017876094, 0.039548434, 0.06324159, 0.09951334) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05495965, 0.026664728, 0.025717601, 0.004542937, 0.15527771, -0.18659808, -0.008367487, 0.119065136, 0.034977805, -0.117919065, -0.047038946, -0.06551022, 0.15309483, -0.068232216, 0.07953068, -0.01323979) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0956731, -0.08788485, 0.011524555, -0.04699746, -0.037722234, -0.092778265, -0.05981695, 0.07778271, -0.035871822, 0.020731458, -0.004162883, 0.029628864, -0.077507265, -0.10310359, 0.021788452, 0.05970088) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07305806, -0.037522916, -0.019791115, 0.028759956, -0.07264272, -0.0007600045, 0.042086277, 0.106680356, -0.048898257, -0.023220344, 0.07156301, 0.071274914, -0.060965247, -0.008249694, -0.036432154, 0.034249965) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07765611, 0.0015133177, 0.05081859, 0.015981873, 0.049812507, -0.02736955, 0.13716494, 0.08703195, 0.05770408, -0.11613698, 0.023872001, 0.054330304, -0.0018195465, -0.063827984, 0.056237247, -0.012760243) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.086154416, 0.09053662, 0.04702018, 0.036486305, 0.015328876, 0.11403385, -0.0038906918, 0.006706476, 0.04416702, 0.08125307, 0.16605811, 0.070107825, -0.15009555, -0.010306457, -0.07571526, 0.105302475) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.16585678, 0.006997362, -0.1668906, 0.06719737, 0.03096391, 0.018266402, -0.048931785, 0.06787526, -0.0014698552, -0.026484417, -0.08039259, -0.03251278, 0.12423963, 0.04769175, -0.05937632, 0.05894416) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.06243448, -0.031221254, 0.14768405, 0.06138782, 0.063099526, 0.088196695, 0.064215824, 0.010639811, 0.09197867, -0.058328636, -0.019648153, 0.016167877, -0.08816055, 0.101929225, -0.018412963, -0.04818977) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.15056632, -0.005338355, 0.019739006, 0.06011089, -0.08665764, 0.1311835, 0.083491445, -0.030110419, -0.044864528, -0.014645265, 0.027940549, -0.06493915, 0.06801923, -0.030797103, -0.05010062, 0.040488742) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.09481882, 0.014731595, -0.017823419, -0.02143837, 0.13080212, -0.050590463, -0.012127482, 0.0877929, -0.09974944, -0.0027693347, -0.027631015, -0.03292151, 0.12239431, -0.022260481, -0.10427207, -0.06088693) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.029735504, -0.029024538, 0.12550315, -0.084285304, 0.009094124, -0.14734475, 0.058959715, 0.030490452, 0.18130562, -0.08063439, 0.01925063, 0.023829538, 0.035302434, -0.022123355, 0.118306, -0.022762377) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.034619235, -0.03167371, -0.054103382, 0.058093533, 0.041657425, -0.013603392, 0.030933315, 0.06974444, 0.091755524, -0.034154892, 0.021488694, 0.018578546, -0.011004275, -0.008613081, 0.028657312, -0.0047700997) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0120926, 0.023917872, 0.0262775, -0.04173089, 0.037732355, -0.091555975, 0.049871568, -0.08338451, -0.09875712, -0.19642112, 0.03146158, -0.03953602, 0.098439224, 0.020397203, -0.053868234, -0.016795594) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0011602946, -0.12256907, 0.0070945174, -0.073831305, 0.012441584, 0.025959643, 0.081596054, 0.016617317, -0.031246653, -0.11973777, 0.07767776, 0.0072939587, -0.06466798, -0.048101872, 0.040551364, -0.022208422) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.00944659, 0.10397561, -0.025655437, 0.00960561, -0.0712601, 0.06387639, 0.065150104, -0.0055779214, -0.041771233, -0.103746615, -0.0939936, -0.14549525, -0.05317687, 0.07165311, 0.10812223, -0.117206655) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07314815, -0.030602608, 0.0753387, -0.07211454, 0.02311026, -0.062393304, -0.09600432, -0.21508797, 0.025208328, 0.075611934, -0.05395224, -0.02079858, 0.025772288, 0.072143905, 0.074937545, -0.027703132) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.10124499, 0.0038723678, 0.022313809, -0.052751344, -0.048767433, -0.1417307, -0.09222222, 0.06757776, -0.009814286, 0.07225264, -0.0018398877, 0.07246523, -0.020459592, 0.009849785, 0.010076836, 0.024380097) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.097515896, 0.004791476, -0.02347648, 0.046875156, 0.10574328, 0.2289319, 0.09889283, 0.018576175, -0.010059289, -0.054167964, 0.06732403, -0.014119568, 0.053408366, -0.063025914, -0.08673664, -0.015965277) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.056150213, 0.011739436, -0.09352077, 0.0735997, -0.45809487, -0.37239575, -0.091849305, 0.0015338967, 0.04459794, -0.05312675, -0.038773175, 0.02441273, -0.040464673, -0.05109337, -0.00178304, 0.058900837) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0037235778, -0.07493789, -0.1353163, -0.07278743, -0.051337015, 0.06607256, -0.23344202, -0.0075870603, 0.10837938, -0.0046916166, -0.032854363, 0.08871867, 0.0005172896, 0.07798124, -0.121774055, -0.010684336) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.012332442, -0.118479185, 0.017035518, -0.025442975, 0.14196905, 0.1851311, -0.01929749, 0.093844734, 0.0018614689, 0.04643459, -0.033437207, 0.015481818, -0.029304769, 0.059706766, 0.03626197, 0.031473402) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.025883036, -0.14627126, 0.06325601, -0.09912748, 0.45821056, -0.08591715, 0.2763777, 0.15779254, -0.021487791, -0.0037765363, -0.04048565, 0.0181231, -0.049982496, -0.0064925174, 0.1021058, 0.08960008) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.12113948, 0.012924315, -0.06846636, 0.03265741, 0.1280957, -0.13998793, 0.05374097, -0.022573112, -0.0036039376, 0.0027757501, -0.09632231, 0.03360819, 0.015468094, 0.042097066, -0.13614953, 0.006829672) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.08023688, -0.095049046, 0.009876882, 0.06834242, 0.0655961, 0.13657208, -0.04211134, 0.041993123, 0.08273559, -0.012319871, 0.04909472, -0.056758363, -0.04582418, 0.033040587, -0.08918021, -0.06420592) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.047567245, -0.1074993, 0.0016674306, 0.061469264, 0.0037429365, 0.088540815, 0.015093785, 0.104382806, 0.0062642917, 0.019671166, 0.0039836094, -0.016627315, -0.057615653, 0.018678578, -0.003822078, 0.046533298) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.019267526, -0.008477927, 0.13440226, -0.04550798, 0.021552453, 0.048957575, 0.074986726, 0.052256156, 0.011582045, 0.0066711186, 0.021575436, 0.0019114021, -0.050752725, -0.011512204, 0.051235355, -0.017074872) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.032231793, 0.010694131, 0.021449527, -0.03739876, 0.0053523355, 0.07569886, 0.055539716, 0.022212598, 0.13948251, 0.019537766, -0.027708475, -0.04750084, 0.020528456, 0.12498933, -0.12636782, 0.09657737) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.017961543, -0.099722564, 0.046295077, 0.0671486, 0.07131119, -0.030150888, -0.18348105, 0.09365986, 0.017810026, -0.06386613, 0.017309401, 0.03585449, 0.02893193, -0.004493634, -0.13282871, -0.050458916) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0044755214, 0.0674809, -0.0125082275, 0.042899255, -0.055455104, 0.16787113, 0.021250261, 0.09208303, 0.06934059, -0.014431691, -0.074047655, 0.068412766, -0.0072685676, 0.03794979, -0.026817178, 0.093638554) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.092658766, -0.006044878, -0.035185274, -0.03990764, 0.09308498, 0.011963026, 0.0002529632, 0.11368626, 0.066009365, -0.04096019, -0.046809055, -0.06261863, -0.069444954, 0.03111818, -0.060230218, -0.040573485) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0012155459, -0.03412794, 0.07880335, 0.031292517, 0.17758316, -0.04938767, -0.0061092633, -0.11288966, 0.10600489, 0.011883149, 0.11158336, -0.054690927, -0.009592237, 0.092298396, 0.012591039, -0.011041583) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06829021, 0.019724954, 0.04387375, -0.043795098, 0.06742926, 0.08836176, 0.110432565, -0.076149754, 0.069969945, -0.03781257, -0.013028746, -0.03995661, -0.048590347, 0.0149921635, -0.019191016, -0.0794191) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.020698624, 0.052340657, -0.035596106, 0.06789083, 0.07760871, -0.07223464, 0.08478535, -0.07300073, 0.08151059, -0.10764991, -0.024021786, -0.07015038, -0.049776234, 0.019536976, 0.02043777, 0.012433491) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.05534939, -0.16586958, -0.14105555, -0.038338445, -0.0013677037, 0.082903415, 0.015823673, -0.035727546, 0.08346175, 0.03030556, -0.010819836, 0.07886966, -0.05206609, 0.07558807, -0.06068811, -0.030996388) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0649426, 0.077273555, -0.017755454, -0.030050296, -0.046959415, 0.019476846, -0.05001552, -0.050326947, 0.0226485, -0.04249172, 0.036188487, 0.012620431, -0.021555511, -0.02542055, -0.10351646, 0.051176738) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.06882997, -0.066215724, -0.073097624, -0.041493654, -0.011059722, -0.060888346, -0.02588293, -0.10664102, -0.024590584, -0.015145297, 0.08451634, -0.032758024, -0.019981166, 0.07461115, -0.058729645, 0.06392882) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.061676007, 0.008685339, 0.047308847, -0.058646258, 0.05074658, -0.014274243, 0.0673019, -0.018358633, 0.03818756, -0.029297026, 0.06002997, 0.044382412, -0.19935507, 0.08183828, -0.013328918, 0.07896204) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.105388194, 0.021633456, -0.014067796, 0.009244353, -0.09359239, 0.009304678, 0.043739196, 0.064076915, -0.11708416, 0.0462472, -0.090995826, -0.02400182, 0.03717528, 0.05020826, -0.032460086, 0.047955308) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0010280552, -0.051729903, -0.022593834, -0.06508335, 0.009685854, -0.110936016, -0.17793489, 0.064129144, -0.070095286, -0.10186136, -0.04580074, 0.055767242, -0.028062927, 0.034761183, 0.14351593, -0.07553191) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.047071796, 0.027733685, -0.0013516316, -0.059180625, -0.015817903, 0.02569991, 0.023934582, 0.026201267, -0.032167286, -0.03726116, -0.017700013, -0.025227692, -0.0036948356, 0.01823647, 0.06731656, -0.045873992) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.093809985, 0.047506183, 0.0114046475, 0.0025597306, -0.1334071, 0.11983957, -0.002845128, 0.09950922, -7.8523175e-05, 0.009346356, 0.017692797, -0.03645581, 0.037867423, 0.06393451, 0.0550905, 0.01729647) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0534811, 0.013156531, -0.053110227, 0.033579573, 0.08972143, -0.028091667, -0.030649804, 0.048850354, 0.003962418, 0.03293476, 0.08222969, 0.07896115, -0.11662106, 0.08428309, 0.15771914, 0.022382049) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.09141887, 0.04750336, 0.032978144, -0.04192944, -0.036419097, 0.006506453, 0.019579696, 0.0049727843, -0.007138511, -0.023181388, 0.08306142, 0.08061582, -0.043635096, 0.05212665, -0.005764586, 0.028012984) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.037996557, -0.006601166, 0.047187693, -0.06311132, 0.05470213, 0.08672038, 0.026914328, 0.00061445194, -0.090269215, -0.0056970455, 0.072329365, -0.0047329427, 0.032639872, 0.027906643, -0.00464545, 0.066900544) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.01233397, 0.07222661, 0.0035222492, -0.032776203, 0.07378816, 0.051363077, 0.028668215, 0.0818917, 0.03229149, 0.05336913, 0.022694286, -0.020728387, -0.11795673, -0.022303509, 0.027222073, -0.1325761) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.003809092, 0.12103966, 0.019501863, 0.011481161, -0.032050677, 0.10492036, 0.04719302, 0.053977445, 0.011954212, 0.007759828, -0.060119923, -0.020732282, 0.07230989, 0.030046526, 0.054075442, -0.04449091) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.028871961, -0.025497233, 0.035111364, 0.06600613, 0.064106286, -0.084959045, -0.0751081, 0.008251171, 0.017813053, -0.07015104, 0.02790539, 0.05356124, 0.060199704, 0.05943656, 0.06722794, 0.13412511) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.1445173, -0.15655605, -0.08112188, 0.038785387, 0.014519277, 0.038636338, -0.17073762, -0.028946156, 0.050480306, 0.00094400614, -0.046985604, -0.05800863, 0.02938674, -0.06498928, 0.06548649, 0.006211968) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.030735983, 0.01647197, 0.0071589067, 0.10151262, -0.00020053051, 0.12835763, -0.012673461, -0.024257768, -0.094545305, 0.031187905, -0.088839024, -0.030490516, -0.08861047, 0.013100262, 0.04558413, 0.02191031) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.049921937, 0.07283791, 0.051318806, 0.083581395, -0.07247913, -0.037460387, 0.02706539, 0.07018249, -0.047635417, 0.09073333, 0.03405237, -0.07263553, 0.05830708, 0.06323497, 0.06785569, -0.031078683) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.05876982, 0.0034128858, 0.019529285, -0.037030995, -0.04625523, 0.07436531, 0.11989561, -0.07867028, 0.073051706, -0.005931688, 0.042963002, 0.03182493, 0.01396922, 0.03529996, 0.038327496, -0.10216107) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, result4); + V4 result5 = V4(0.003744023, 0.004870065, 0.00056463777, 0.0051579904); + result5 += M4(0.06846735, 0.020906022, -0.052735206, 0.06254394, 0.011189268, -0.04632401, 0.08487812, -0.019326968, 0.028731536, 0.078733765, 0.049371026, -0.014876194, 0.178366, 0.00089044956, -0.0421401, -0.030461717) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.062325638, 0.13597403, -0.0522696, -0.007233695, 0.064067766, 0.021936687, 0.038012225, -0.017676266, -0.055330243, 0.052786075, -0.0416165, -0.04537908, 0.065348856, -0.028589722, -0.037748083, 0.044201877) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.029778155, 0.084842846, -0.046133053, -0.012237669, 0.1070076, 0.0112756835, -0.07336129, -0.08949529, 0.04841557, -0.065667965, -0.004705498, 0.024933007, -0.032954793, 0.12286488, -0.04912803, 0.07578236) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.17954022, 0.096989706, -0.10397003, -0.05131605, -0.06556684, -0.013882195, 0.012111392, -0.019121448, -0.03729823, -0.033649657, -0.05898776, 0.009589689, -0.0029119656, -0.053572025, -0.03605525, -0.013553741) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.03787153, 0.037385587, -0.005686847, 0.15763344, 0.009408978, 0.044804987, -0.048841193, -0.061910678, 0.043059584, 0.00929426, 0.06893808, -0.035996955, -0.0568531, 0.081814915, -0.14410943, -0.14000413) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.005200054, 0.013040009, 0.07655291, 0.002630008, 0.0064204177, 0.028295381, -0.11398628, 0.012945082, -0.09437754, -0.12553217, -0.102056175, -0.030106822, -0.015990794, -0.08203441, -0.11809439, -0.032000497) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.057965983, -0.107841924, -0.09493145, 0.08932851, 0.13715027, 0.014039646, -0.048187297, -0.08610366, 0.06149587, -0.008499362, 0.02294081, -0.036505777, -0.0013138453, 0.005065025, -0.09039269, 0.027581697) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.056370217, -0.034675233, -0.08059412, 0.02621469, -0.059545293, 0.08119379, -0.010797446, -0.05600982, -0.053261306, -0.0026077055, -0.037882946, -0.00028856145, -0.04011465, -0.0071797003, 0.010439201, -0.028104486) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.052025314, -0.072031684, -0.03209266, 0.11075055, -0.05985592, -0.01060547, 0.01387234, -0.058470163, 0.05714156, 0.04993751, 0.00388142, -0.008095163, -0.17499527, -0.03270615, 0.10519208, 0.059092633) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.060266104, -0.041237745, 0.041911807, 0.09812712, 0.037394874, 0.06760783, 0.008624535, -0.034502484, 0.07407191, 0.08079325, -0.22444727, 0.06092887, -0.027044335, -0.08720241, -0.026266506, 0.011823099) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.09512609, -0.043037415, 0.017516283, -0.069721565, 0.058594655, 0.03104387, -0.060501155, 0.0870694, -0.004529748, 0.11892672, -0.096124575, 0.0029507324, 0.044006918, -0.020828968, -0.020181943, -0.005507399) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.14454062, 0.025602356, 0.1043259, -0.058483917, -0.021097125, -0.0013623851, -0.009642451, 0.019308152, -0.080670625, -0.040985428, -0.019426048, -0.025615541, -0.038995545, -0.12254544, -0.009502445, 0.022095283) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.021494536, -0.0112036895, 0.016460426, 0.15042785, 0.03442728, 0.04954993, -0.007987884, -0.050649263, 0.003376389, 0.077782355, -0.066691905, -0.008251065, 0.11555165, 0.041291762, -0.054530397, 0.040192727) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.01232892, 0.044582408, 0.028808637, 0.034783065, 0.0068246447, 0.07713295, -0.1460967, 0.01663489, -0.06029968, 0.042767856, 0.026165351, 0.07657759, -0.041379403, 0.15543364, 0.040179648, 0.012467017) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0023207045, 0.05736371, -0.01132253, -0.1534512, 0.07485476, 0.02739037, 0.07676418, 0.01020324, -0.1187346, -0.09200833, 0.070962034, -0.04863679, -0.06715823, 0.07265024, 0.08408705, 0.0010903036) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.024114786, 0.06446153, 0.029690359, -0.11670471, 0.118216984, 0.052959505, 0.02448341, -0.06599091, -0.050498147, 0.033372656, -0.005300518, -0.031294465, 0.10214152, 0.07824243, -0.010360454, -0.13248253) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.1414404, 0.004092192, -0.014139859, 0.06583774, -0.011890989, -0.052403595, -0.032660343, 0.13355012, -0.023351131, -0.07547985, 0.104361646, 0.013764869, 0.10141547, -0.11751049, 0.040695943, -0.1948841) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.049919527, -0.0029951532, 0.06338027, 0.031926338, -0.06130881, 0.10182471, -0.10721121, 0.086533025, 0.024608426, 0.05739487, -0.1212114, 0.078359485, -0.109681785, -0.12131577, -0.11682675, 0.0031116193) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.07831664, -0.035689194, -0.03527999, -0.043032955, -0.12290076, -0.09080753, 0.12231854, 0.029947743, -0.025398241, 0.07999272, -0.12603007, -0.081264205, 0.0277639, -0.04373436, 0.055347405, -0.131465) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.02541266, -0.1256484, -0.085705645, -0.013263183, -0.040224005, -0.05270937, -0.0026769575, 0.056716423, 0.13118586, 0.07022212, -0.08397483, 0.10328523, 0.08287278, -0.027878696, 0.01902678, -0.06677355) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.028777877, 0.11086367, 0.04308157, -0.05229589, -0.008462096, 0.05552019, -0.053677414, 0.0138355475, -0.038781203, -0.029743066, 0.034048155, 0.032000605, -0.026168112, 0.0004236296, 0.046753205, -0.063461035) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.075283185, 0.00899224, -0.051217236, -0.056587532, -0.04828392, -0.032860726, -0.045876265, -0.029209381, -0.1541533, 0.06720572, 0.054422125, -0.02866607, -0.08794386, 0.022420552, -0.058106966, 0.03575867) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.03916231, 0.08555684, -0.088987134, 0.021489194, 0.024067761, -0.11974007, 0.09833582, -0.121529706, -0.17389154, -0.01299806, -0.039932624, 0.026737932, 0.049899634, -0.12711392, 0.040493857, 0.003466314) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06102618, 0.026743783, 0.07239618, 0.029338099, 0.04955603, 0.009491897, 0.0008369078, 0.054401115, -0.020695686, 0.028992388, -0.02133122, 0.068612196, 0.036271147, -0.06818659, -0.038204927, 0.045566205) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.064243816, -0.010918527, 0.021009004, 0.009975176, 0.036581032, 0.07069516, -0.016712269, -0.09621008, -0.06402951, -0.0067863055, 0.054012455, 0.0142729785, -0.032235358, -0.053390626, -0.0709931, 0.029953102) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.041737095, 0.026268642, -0.019955106, -0.121917635, 0.02430028, -0.0053680204, -0.11221418, 0.12268428, -0.0653812, 0.008196103, 0.019962646, 0.07343737, -0.014857356, -0.007706544, 0.031310216, -0.039224807) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.055153407, 0.1201757, 0.014910485, -0.041863848, 0.08641824, -0.047126733, 0.03153363, -0.03731821, -0.014664259, -0.04255379, -0.07980397, 0.041875847, 0.09858229, -0.012495974, 0.024915196, -0.045838844) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.005927034, -0.006315491, 0.10169004, 0.04798741, 0.025085539, 0.07141469, -0.06679379, -0.0057335044, -0.12131783, 0.12775922, -0.07921675, -0.055179738, -0.027879836, 0.060247287, 0.050589498, -0.11108483) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.04696793, -0.016145974, -0.05256074, 0.028282398, 0.022240443, 0.122661404, 0.011428074, -0.1279471, 0.11401287, 0.086877026, 0.045713052, -0.087724, -0.16849732, 0.032219004, 0.069909416, 0.08741539) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.14066437, 0.067110345, 0.010936827, -0.007668058, 0.08217572, 0.00841441, -0.01941246, -0.06786596, -0.13226213, -0.08085224, -0.11149987, -0.061246075, 0.09291042, -0.04116771, -0.05506247, 0.019867012) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.077268966, -0.04896945, -0.055613294, 0.022682616, 0.18807432, -0.062316835, -0.057403825, 0.07387256, -0.066929854, -0.009007251, -0.020115238, 0.05232063, -0.15392567, 0.04770581, 0.07191161, 0.051973794) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.21478997, 0.091474876, -0.030739518, -0.08158304, -0.02790185, -0.02979981, -0.021719921, 0.08204321, -0.12939404, -0.06735152, 0.09934753, 0.0012824747, -0.008693602, -0.020377485, 0.07784078, -0.12304573) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.085281916, -0.029611537, 0.058781616, 0.043521415, 0.055174436, 0.009438932, -0.0013914962, -0.11142648, -0.08129252, -0.04870104, 0.13142738, -0.005071297, 0.04936838, 0.086221665, -0.06670232, -0.059800755) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0123978695, 0.041609578, 0.094882555, -0.042822156, 0.028931918, -0.008546986, 0.000114796094, -0.1091503, -0.13006477, 0.06893068, 0.024614748, -0.03145258, 0.07281108, 0.11544433, 0.040181905, 0.012503706) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0054365206, 0.095119804, 0.11055951, 0.019466052, 0.022754982, 0.013888814, 0.06129462, -0.11578633, -0.05445107, -0.039615244, 0.15302792, 0.110302314, 0.116525285, -0.0006115953, 0.12929587, -0.038521346) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06512398, 0.061926305, -0.008084291, 0.035116784, 0.02375231, 0.019758748, -0.023034362, -0.009782914, -0.01007939, 0.05070668, 0.018011214, -0.0043852953, -0.080347784, 0.015872212, -0.025146695, -0.01332058) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.06011352, -0.15089753, 0.067033246, 0.012786638, 0.058768492, -0.15734772, 0.27038375, -0.14632265, -0.09580229, 0.048278365, 0.017851833, 0.028954787, -0.0010272993, -0.045458276, 0.11447305, -0.015022732) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.08995797, 0.029364645, 0.03475384, -0.05147952, 0.106936365, -0.017066497, 0.07715486, 0.13596886, 0.09231862, -0.033172823, -0.051674116, -0.04296102, -0.0050418586, -0.10764638, 0.015279778, 0.07496989) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.12156424, -0.037988137, 0.050076272, 0.01594717, 0.052990053, -0.07748455, 0.060284864, 0.035587624, 0.049477614, -0.079133056, -0.057939522, 0.0043415623, -0.002303934, -0.0134762935, -0.072031125, -0.05209605) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.057991978, 0.061251305, -0.045199364, 0.07096099, -0.008577397, -0.2599384, 0.13919918, 0.17660145, -0.008784007, -0.0246532, -0.0021464394, -0.022267051, -0.06861374, -0.09967094, -0.023346582, 0.14024962) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.09577922, -0.038292043, -0.17260629, 0.078615844, 0.029454043, 0.07253665, -0.05595646, -0.180276, 0.040220786, -0.119755425, -0.050313752, 0.028673591, -0.019038057, -0.004465893, 0.019879675, 0.05027829) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.023444101, -0.086703844, 0.029419716, -0.00113442, 0.20119664, -0.025611356, 0.15682045, 0.09031158, 0.00243881, -0.053269643, -0.017256362, 0.027917195, -0.058515046, -0.013399024, 0.08994863, 0.0035714835) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.064988725, -0.01322924, 0.08890545, 0.008832729, 0.42415693, -0.09322649, -0.21070673, 0.3951789, 0.020704292, 0.029130926, 0.0046257004, -0.0070671276, -0.09022319, 0.05440207, 0.020891106, 0.04141828) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.030875014, 0.084602475, -0.08353568, -0.033656146, -0.01568491, 0.028286422, -0.09182198, -0.07100839, -0.04138483, 0.071349025, 0.017886164, -0.121415, -0.033885557, 0.0057150153, 0.0018305236, 0.09387769) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0123145655, -0.0099281445, 0.04615881, -0.063446224, 0.01643084, -0.011173605, 0.073378086, -0.0008987534, -0.14478499, 0.06371908, 0.057060014, -0.057691164, 0.07834634, -0.026782714, -0.034304015, -0.04349605) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.026682276, 0.058032036, 0.052992783, 0.08640613, 0.062215608, 0.011175916, 0.06895342, 0.098698184, 0.04238471, 0.061910633, -0.035422835, 0.12650092, -0.043282706, -0.052077778, 0.017510325, 0.0391391) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.055350386, -0.11243646, 0.016253911, -0.017257173, 0.059547544, -0.03279304, 0.059083026, 0.13241072, 0.11585804, 0.007748599, -0.15230541, -0.082291655, 0.04977091, -0.09433375, -0.11558307, -0.044398483) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.03694274, -0.04757227, 0.033450104, -0.006906205, -0.039507255, -0.025179757, 0.06421492, 0.06318208, 0.12851301, -0.033888433, 0.052618366, -0.067583166, 0.023584934, -0.07171288, 0.009042901, 0.052614525) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.06865501, -0.08506733, -0.03181859, 0.091107994, 0.013501152, -0.052470803, -0.07013389, -0.083611645, 0.065679654, 0.03527835, 0.019509893, -0.005068851, -0.083922096, -0.07483168, -0.07798355, -0.060162324) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.10568385, -0.068733856, -0.034105837, 0.101661384, -0.055912126, -0.115467705, -0.100008786, -0.039577864, -0.08001328, 0.052759133, 0.06730137, -0.08151633, -0.05223798, -0.08851479, -0.015127876, -0.035514206) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.08738335, 0.063933805, -0.06923387, -0.04498289, 0.08970926, -0.1280684, -0.026634673, -0.048193462, 0.06939812, -0.0055687865, 0.14315495, -0.065449394, 0.05319766, 0.09562006, 0.018232567, -0.0068880664) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.019638283, 0.029776422, 0.09846647, -0.0018766077, 0.04539501, 0.026950909, -0.009732111, -0.089069754, -0.02190145, -0.022243822, 0.07034941, 0.039916843, -0.04829366, 0.022626007, 0.11650622, -0.09942129) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.038089514, -0.072992, 0.06300367, 0.16943501, -0.13926145, -0.041970383, 0.088639595, -0.14727603, 0.0056853006, -0.064994924, 0.056964185, 0.07359896, 0.019292265, 0.060979106, 0.029346703, -0.04265193) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.029183106, -0.050026517, -0.078770116, -0.014796788, -0.09843477, -0.029030422, 0.028071817, -0.11035143, -0.004221629, -0.1170657, 0.14455308, -0.027150443, -0.039355103, -0.09308857, 0.061652742, 0.021465192) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.012062831, -0.023213759, -0.0657983, -0.07618228, -0.024795879, -0.05445502, 0.09607557, -0.10754038, 0.15597863, -0.017730268, -0.10101892, 0.11538386, 0.11280126, 0.023103496, -0.04814666, 0.0064585838) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.09765952, -0.054239947, -0.0132161835, -0.046721194, -0.14888962, -0.059387676, -0.01650269, -0.09270816, 0.06224387, -0.016942, 0.0314212, 0.1423623, -0.087335885, 0.029983481, -0.027997935, 0.0033472553) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.0057658716, -0.021192549, -0.069001675, -0.06350078, 0.035925057, 0.049378388, 0.06646266, -0.10569743, 0.019708699, -0.11553864, 0.032608114, -0.011889396, 0.022661587, 0.047868066, 0.02103731, -0.038514327) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.14394201, -0.023957448, 0.06554235, -0.07161674, -0.05782059, -0.07552992, 0.09317427, 0.014325416, 0.07816694, -0.013390847, -0.057398427, 0.0379044, 0.03792542, 0.03255789, 0.07498712, 0.03614446) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.031551566, 0.06248341, 0.07569591, -0.017257998, -0.058447305, 0.07261866, 0.043408778, 0.06811565, 0.09551703, -0.030513262, -0.050053604, 0.08271029, -0.01252269, -0.04237621, 0.031728614, 0.017131992) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.048818547, -0.004054868, 0.05796488, 0.10060417, 0.04989325, -0.024786364, 0.029081058, 0.0128275445, 0.023292568, -0.110230334, 0.06500354, -0.025300438, -0.012592869, 0.08054506, -0.009014249, -0.071543425) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.009190626, 0.020073213, 0.13161026, 0.023810066, 0.0655364, 0.0020289188, 0.070556074, 0.028104233, 0.085571356, -0.069448866, -0.112842955, 0.0018542148, -0.00836836, 0.061638143, -0.024954794, -0.06287971) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0777442, -0.0025372866, 0.038157776, 0.08322318, -0.008563062, 0.038341187, -0.04925698, 0.010730074, 0.07119472, -0.045390327, -0.030925635, 0.020801136, -0.0045577125, 0.014000937, 0.05288587, -0.05275179) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.021599513, -0.07084059, -0.089016594, 0.030028177, 0.033480838, 0.101015, 0.07489181, 0.04353765, -0.07102654, 0.033456057, -0.053162564, -0.0005686912, -0.23494233, -0.007813858, 0.12495595, 0.059529725) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.06711534, 0.075830065, -0.07966251, -0.07553609, 0.0147503605, -0.013223262, -0.04551362, -0.011257145, -0.012694605, -0.08958082, 0.06187837, 0.044504434, 0.041044578, -0.02663682, 0.003485268, -0.02617802) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.15290812, -0.024552645, -0.09029851, 0.017190058, 0.09260614, 0.05617855, 0.06164358, -0.038813833, 0.036533184, -0.013717633, 0.14508894, 0.027985066, 0.032225534, 0.1401639, 0.021510081, -0.08370948) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.018064985, 0.04841411, 0.011784491, -0.00284516, 0.050068155, -0.007230001, -0.07445653, -0.05416669, 0.012791681, 0.05012369, -0.15198144, -0.018468644, -0.13590245, -0.013564884, 0.09095281, 0.011901732) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.0797991, 0.013461552, -0.03779303, 0.07433649, -0.0048588063, -0.06511285, 0.06473454, 0.07474874, -0.054695174, 0.082647994, 0.08665234, -0.17189452, 0.011412084, -0.027717425, 0.014711496, 0.0047551463) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.10216377, 0.036662385, 0.044541545, 0.00046771983, 0.0036661623, -0.08293504, 0.14332078, 0.006545568, -0.040461604, -0.107852384, -0.017785491, 0.021744784, 0.103127725, 0.039981324, 0.014377891, 0.094433926) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.030446777, 0.08244882, -0.019188235, 0.050039105, 0.052524067, -0.0561168, -0.12180259, 0.038321923, 0.04775349, -0.073457465, -0.04209007, 0.031027488, -0.06965118, -0.099260926, 0.12210426, 0.0036331296) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.014520563, 0.048301473, -0.06791086, 0.01625226, 0.031684645, -0.07458947, -0.116040595, -0.0645365, -0.011072574, 0.020535178, -0.09332042, 0.026152479, -0.16180445, 0.020102587, 0.04551129, 0.007019158) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.024445016, 0.021846805, 0.114462204, 0.07642519, -0.09132519, -0.011418861, 0.051222786, -0.007874475, 0.14284293, 0.0103699295, -0.07609448, 0.011053131, -0.03580652, 0.08496922, 0.02774456, 0.021535328) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.11077886, -0.0017219923, 0.038973223, 0.017248789, -0.051838186, 0.07698393, -0.09820654, -0.019634092, 0.07189122, -0.005516489, -0.083289616, 0.06798331, -0.07575297, -0.066030525, 0.10271427, 0.03930737) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, result5); + V4 result6 = V4(-0.00010800735, -0.0060253716, -0.00014175977, -0.0024079708); + result6 += M4(-0.05891607, -0.055818416, -0.025703147, 0.014893444, 0.041632358, -0.061393894, 0.01138957, -0.0003060534, -0.002770325, 0.0123026585, -0.0027956546, 0.0412105, -0.09062184, -0.01931541, -0.044927172, 0.039003454) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.08372776, 0.07368329, 0.05993131, 0.096041, 0.030658238, 0.01783835, 0.0279946, 0.017525857, 0.0035396735, -0.100731716, -0.04346371, -0.074386746, -0.03412513, 0.06843029, 0.019430036, -0.026856251) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03714345, 0.0073623657, 0.067051426, -0.09731394, 0.02180703, -0.08836557, -0.05873427, -0.07609786, 0.047711704, 0.028371241, -0.12575391, 0.068714924, -0.019853454, -0.0108744325, 0.034402438, -0.03947283) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0064668865, 0.046585217, -0.045046937, -0.010090959, -0.057889603, 0.053252976, -0.02949186, -0.005010347, -0.03681916, -0.049421515, -0.014790797, 0.05104032, 0.036831297, -0.04565253, 0.08468103, 0.033914186) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.06379281, 0.10606919, 0.055790827, 0.046800736, -0.057342067, 0.041786883, -0.061238263, -0.03692814, -0.03947566, 0.037991215, 0.021252612, 0.0021608882, -0.021783317, -0.026893621, 0.07806203, -0.100642905) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.08187347, -0.06206358, 0.080680564, 0.047941677, -0.002277811, -0.059837025, 0.044087354, -0.06582973, 0.084604695, -0.023997072, -0.067719825, 0.05046579, 0.023828821, 0.03939754, -0.071708836, 0.04752016) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.029952725, -0.09667125, -0.00066138123, 0.04769464, 0.079400405, 0.024411255, 0.05884881, 0.079120815, 0.047340587, -0.024291163, 0.038562726, 0.020604441, 0.010575722, 0.10967317, 0.014376675, -0.038327277) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.06287125, 0.070674025, -0.010538649, 0.03203308, -0.019796101, 0.051727124, 0.047506157, -0.05524831, -0.0042553185, 0.07679921, -0.07532232, 0.15636891, 0.011520409, 0.13203236, 0.0507361, 0.05706136) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.054613933, -0.037091885, 0.0009065115, 0.015578806, 0.029945353, -0.09977472, 0.014429149, 0.03598694, 0.00075545243, 0.0016660051, -0.04826273, -0.060955096, -0.018016335, 0.0853128, -0.017284924, 0.030501008) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.03428711, 0.026091322, 0.020565135, 0.08366415, -0.0029549603, 0.007559108, 0.034051366, -0.08350958, 0.012856849, -0.0010009388, 0.060871813, 0.011225134, -0.04035431, -0.0038169436, -0.00057985407, -0.024633229) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.010531846, 0.08934077, 0.051038563, -0.09843234, -0.06672527, 0.11225655, -0.0028012474, 0.051177386, -0.012679681, 0.031802446, 0.07369037, -0.010714595, 0.04583904, 0.0755224, 0.00023063405, 0.0680831) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.017600548, 0.06502304, 0.049715288, -0.07262733, -0.007515421, 0.024174131, 0.057123113, -0.024273023, -0.083369605, -0.03708399, 0.03823819, -0.026998373, 0.044279948, 0.016334454, 0.0019526624, -0.08235597) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.12288613, 0.03513285, -0.06324576, 0.088840716, 0.031426866, -0.038318116, -0.0077608493, 0.07648296, -0.008145227, -0.06567107, 0.027106209, -0.013306976, -0.10697064, -0.05888695, -0.044972606, -0.044149198) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.03787096, 0.058683846, -0.08714045, 0.021734657, -0.027938997, -0.027559884, -0.05259493, -0.00527079, -0.0968518, 0.08639186, -0.06299825, -0.017630886, -0.18182836, 0.04028746, -0.023016887, -0.16718754) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.10821648, 0.03125528, 0.07131545, 0.09464252, 0.050715107, 0.17174575, 0.09164212, -0.00040434167, -0.04257271, 0.038092274, -0.031484306, -0.032089632, 0.016541718, 0.083913535, -0.035890467, -0.114216514) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.035519592, -0.019508332, 0.10797242, 0.05217214, 0.06258685, -0.046536937, -0.07664148, -0.1048046, -0.022738276, -0.0028893736, -0.08300824, -0.0799885, -0.0202188, 0.16008598, 0.05311595, 0.14601421) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0057513756, 0.14138156, 0.044822935, 0.07209472, 0.08130084, 0.038273875, 0.08884316, -0.01243985, 0.0009328225, 0.0114472415, 0.013494356, 0.013273342, -0.024302782, -0.029582668, 0.13231325, 0.113158874) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.010437825, 0.012448457, -0.056652248, -0.0887728, 0.03914561, 0.053675838, -0.122133225, 0.05794023, 0.041938316, 0.06729166, -0.05227809, 0.015268755, -0.008313473, -0.024801048, -0.0054720705, 0.14827597) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.028761204, 0.07333062, 0.022365144, -0.009992802, 0.10757404, -0.05120705, 0.079621606, -0.12650292, -0.019798081, -0.069985814, -0.014832247, -0.044227026, -0.015865823, 0.06849617, 0.008620538, -0.0089411475) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.025614668, 0.052395683, 0.048013028, 0.053321097, -0.018943906, -0.0911834, 0.020315137, 0.009568774, 0.053061645, 0.021918423, -0.05401135, 0.07646233, -0.042207897, -0.047038857, 0.11283149, 0.119577765) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.041562404, -0.087873235, -0.04447696, -0.008090757, -0.014695838, -0.029645171, -0.052447904, 0.008476244, 0.030555818, -0.030299786, -0.02417144, -0.100255094, -0.030237572, -0.03736984, -0.010838179, 0.0338734) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.02034669, -0.031184968, 0.036080092, 0.029294787, -0.027910544, -0.10997921, -0.08212682, -0.023281157, -0.09701014, -0.04667296, 0.07236996, -0.06875987, 0.0018313085, -0.027728437, -0.11319556, -0.06688292) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.18328162, -0.09410946, -0.017946959, 0.07484558, -0.12638044, -0.08282636, -0.13124168, -0.0024222662, -0.0070708496, -0.08760912, 0.047766224, -0.12082213, 0.02096226, 0.0777324, 0.00078988506, -0.021013662) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.024043836, 0.015182105, -0.09119308, -0.09507997, -0.028330164, 0.06682432, -0.055507433, -0.031032162, -0.059383262, 0.089720845, 0.06044238, 0.0032397076, -0.05410032, -0.1163895, -0.08073255, -0.0058232564) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.017943654, 0.06840554, 0.07012803, 0.013843289, 0.017205507, -0.011223481, -0.022196978, 0.14360492, -0.092534386, 0.022194441, 0.04178856, -0.047393303, -0.009411746, 0.033234157, -0.06532909, 0.101727545) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.007434654, -0.1086224, 0.06935581, -0.012658257, 0.061572894, -0.011706881, 0.0308903, 0.0736597, 0.12987943, -0.05081095, 0.011523893, -0.03506991, 0.044780284, -0.013583677, 0.04943616, 0.046820614) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.011473868, 0.05361749, 0.006936757, 0.03837745, -0.012945828, 0.015524374, 0.007673216, 0.13757087, -0.043397836, 0.02311259, 0.06405981, -0.062237494, -0.038214326, -0.04002505, -0.06322114, 0.07529249) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.051067293, 0.01441175, -0.025411477, 0.15705688, 0.0020218983, 0.037214328, -0.09342253, -0.043778367, -0.06211368, -0.15421464, 0.03005483, -0.12681845, 0.037709784, -0.035862956, -0.08261765, -0.052133225) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.07967775, 0.05226606, 0.018689651, -0.06403869, -0.007681651, -0.03723907, -0.047131635, 0.010881137, 0.009757213, -0.09395056, 0.078745216, 0.020392535, 0.021376725, -0.004695581, -0.0050038933, -0.116437994) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.07396499, -0.04467992, 0.037088443, 0.1149424, -0.07442583, -0.039374456, 0.013312073, 0.054966707, -0.03421485, -0.060300454, 0.13126172, -0.06293344, -0.04400627, 0.028728338, 0.037440896, -0.037900362) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.033876896, -0.01601887, 0.025593525, 0.006039605, 0.024364274, -0.04797028, 0.09693112, 0.05071231, 0.0026292186, -0.050802484, 0.12546101, -0.087659255, -0.00682104, 0.028917266, 0.040521294, -0.020344894) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.012789372, -0.03130457, -0.061474208, -0.08477137, -0.022471324, -0.09343703, 0.052898977, -0.04553556, 0.040092725, -0.06770857, -0.009832583, -0.15104657, -0.04463934, 0.07300527, 0.07721952, -0.08406604) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.058277108, -0.024997687, -0.048033778, -0.14751582, 0.02449909, -0.062831886, -0.06199041, -0.034332294, -0.102010205, -0.06996329, 0.12004006, -0.071520284, -0.07427497, 0.011991249, 0.016592449, -0.08865749) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.01867152, 0.0009101457, -0.01117776, -0.15761206, -0.017810421, 3.277767e-05, -0.04121825, -0.0060248547, 0.1319718, -0.15207556, 0.07645303, -0.022329481, -0.041795425, 0.04243393, -0.062283445, -0.09860213) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.041777305, 0.026961304, 0.069987945, 0.1125452, -0.0165073, -0.02660315, -0.100314066, -0.04913101, 0.086327255, -0.009335691, -0.007720912, -0.0936823, -0.10425135, -0.112192966, -0.054848474, -0.008930241) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.059042953, 0.11067629, -0.015890103, 0.09766256, 0.047621883, -0.005980264, -0.02102074, 0.058904033, -0.012721662, -0.04240984, 0.028599694, -0.031879235, -0.09010318, -0.0645402, 0.054281007, -0.082549445) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.091450416, 0.06823795, -0.047209784, -0.021595096, 0.18368845, -0.033119474, 0.037184704, -0.14450079, -0.006730331, -0.045345884, -0.047405306, -0.022313895, 0.08320054, -6.6373104e-05, 0.049354605, 0.05473569) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.010599693, -0.033871964, 0.08865197, -0.07120556, 0.2243022, -0.043618366, -0.024650443, -0.03107622, -0.07248459, -0.0060660513, -0.015784867, -0.025589678, 0.00039407247, 0.013996792, 0.11280169, 0.011401994) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.09200231, 0.05192783, 0.037400156, -0.050846703, 0.035394825, 0.028383521, 0.053883303, 0.01812208, 0.0362687, -0.100066334, 0.07586878, -0.05114945, -0.03126923, 0.08520733, -0.026446797, 0.011980953) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.06071653, 0.15951839, 0.06685639, -0.10666966, -0.158203, 0.17492393, 0.32272932, 0.03761915, -0.035367247, 0.02447374, -0.08521716, 0.0817251, 0.060914174, 0.054594386, -0.066563554, -0.004885275) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.07185054, -0.026100524, 0.06956391, 0.05798612, 0.062055107, -0.07788397, -0.2215335, -0.09710465, -0.03763547, -0.026498605, 0.022033837, -0.056696787, -0.016676592, 0.049264174, -0.14244097, -0.14548786) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.00030008418, 0.022883503, 0.046351213, 0.016647276, -0.09939703, 0.06860946, 0.027000569, -0.003637559, 0.014364105, 0.0436147, 0.02167385, -0.035235547, 0.02709174, 0.12448186, -0.077609, -0.06734911) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.035540726, 0.082818285, 0.10640225, 0.055520054, 0.25656837, -0.07521005, -0.26976293, -0.20682111, -0.0010873412, -0.0076049403, 0.026772115, 0.070052534, -0.053952504, -0.04264002, -0.07538074, -0.010789174) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.022577604, -0.032595128, 0.05581884, -0.05637496, 0.1134154, -0.007498883, -0.0074866195, -0.020146132, -0.0060545104, 0.04140638, 0.011553352, -0.007779658, -0.05035119, 0.04231533, -0.1159343, -0.041411404) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.033997674, -0.01300362, 0.060521204, 0.030843811, 0.09011756, -0.04444579, 0.010557366, 0.06390006, 0.03865942, 0.038038485, 0.032360643, 0.03175655, -0.048345692, -0.053713158, 0.042862546, 0.01999215) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.009029654, -0.015839593, -0.0008415983, 0.029903138, 0.027293481, -0.040350307, -0.13115652, 0.027611844, -0.06053977, 0.061337072, 0.068989396, 0.09488203, -0.086118855, -0.042966396, 0.05332237, -0.03993151) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.033072893, -0.02301849, 0.09666164, -0.021674484, 0.03977146, 0.021081645, -0.031614874, 0.011723562, 0.00068165746, -0.093443856, -0.087376624, -0.052463725, 0.13523975, 0.021700632, -0.047988154, -0.024414755) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.003364507, 0.059604894, -0.016751902, 0.011191916, 0.04449777, -0.061399654, -0.10788696, 0.0064491476, 0.008358763, -0.024177141, 0.0068715597, 0.061484665, -0.012053949, 0.08702497, -0.015229336, -0.07036682) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.017904243, -0.10239701, 0.031578973, 0.1432706, -0.047830492, 0.030587513, -0.06351282, -0.07946193, 0.009548698, -0.13196263, 0.077317916, 0.06651956, 0.051394757, -0.06613251, -0.039217785, -0.000102161626) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.026882699, 0.0076133595, -0.011881761, 0.083685525, -0.048107, -0.079271294, -0.08940324, -0.015527074, 0.0681865, -0.08179548, -0.07184748, -0.027342843, -0.035955604, 0.028861145, -0.0025470247, 0.099347614) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.018467726, -0.027150752, -0.07124559, -0.0808282, -0.111350276, -0.08718776, -0.05898684, -0.10300843, 0.09388607, -0.08031927, -0.05213167, -0.05010138, 0.09795802, -0.043414343, -0.013442392, 0.06726497) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.061113965, 0.05249573, -0.013291015, -0.027990464, 0.07525972, -0.037400562, -0.027570518, 0.03025376, 0.058301542, -0.00991113, -0.04094608, 0.06037023, 0.068298265, 0.07331197, -0.062976345, -0.0815164) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.033827167, -0.005867483, -0.10483641, -0.0673539, 0.033584747, -0.027236478, -0.0021427039, -0.07869041, -0.01493794, 0.021678748, -0.06109411, -0.017292952, 0.030456912, 0.077925794, -0.021568073, -0.054193225) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.04762376, 0.025418248, 0.0025025953, -0.11649213, -0.008234075, 0.03518229, -0.032501448, -0.07989873, 0.047708966, -0.005987734, 0.03900678, 0.042927586, 0.025329221, -0.03461939, -0.039206788, 0.08232059) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.03826938, 0.011680362, 0.07731792, -0.06684018, 0.06040148, -0.027300991, -0.035361104, 0.043682802, 0.10329265, -0.055681083, -0.009697752, 0.015017509, 0.07700184, -0.004714174, -0.03362555, -0.0047102342) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.13924372, -0.0690446, 0.022191914, -0.12541771, 0.061454188, 0.01673397, -0.068967514, 0.06401603, 0.08639304, -0.14596094, 0.03429848, -0.07712268, 0.13027209, 0.028841615, -0.068355925, 0.012548832) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.024495505, -0.056479745, -0.042414196, -0.00951063, -0.031538535, -0.03353232, 0.0033490192, 0.011012555, 0.040643983, -0.0065900423, 0.04440702, 0.07220398, 0.045626614, 0.021800417, 0.124882095, 0.118016414) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.12942523, -0.004802336, -0.02056276, 0.01726196, 0.006923887, -0.011416048, -0.025601696, -0.02324903, -0.06723031, -0.0011436995, 0.04613145, 0.016824527, -0.11203403, -0.00091890263, -0.109971896, 0.055671837) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0064730593, -0.056771252, -0.022314271, -0.13377938, 0.030712241, -0.040122893, -0.061507415, -0.030837838, -0.073205836, 0.07760601, 0.09313948, -0.038571, -0.015589485, 0.06175334, -0.05960568, 0.016294312) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.059321616, 0.041926414, 0.068366356, -0.07494138, 0.008720035, 0.104823604, -0.04432755, 0.061935626, 0.013494984, 0.009429721, 0.09286653, 0.012558406, 0.009171961, -0.009844101, -0.03379411, 0.11758488) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.030894462, -0.033103596, -0.03778012, -0.067914985, -0.05351728, -0.06479064, -0.016870918, -0.09408398, -0.08043218, -0.015742619, -0.01484155, 0.012425478, 0.047873296, -0.04742287, 0.05957968, -0.0005618238) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.059685986, -0.013049472, -0.05666807, -0.00968682, -0.10455128, -0.07583545, 0.048583936, -0.007676874, 0.05676029, -0.048909135, -0.0019415809, 0.068293236, 0.027117664, -0.017194163, 0.094369866, 0.05667501) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.031075524, -0.033919692, 0.068281, -0.026723804, -0.07270547, -0.004834097, -0.04459098, 0.04327511, 0.0012198207, 0.07535258, 0.00040769888, 0.018127592, 0.050823737, 0.026912814, -0.07275788, -0.032447472) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.021461288, 0.020990511, 0.10006202, 0.0083914315, 0.0019283592, -0.09763618, -0.090835005, -0.009497216, 0.017019127, -0.093741484, 0.010192886, -0.05353938, -0.03774787, -0.08022948, 0.0068344646, -0.015532838) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.08368494, -0.05503489, 0.07188303, -0.011911395, 0.08884825, -0.0015604271, -0.11350201, 0.061944272, 0.016814282, -0.10553847, -0.0017305467, 0.022885334, 0.0083703855, 0.00230571, -0.010123704, -0.07190447) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.018472152, -0.021339577, 0.051397167, -0.024673272, -0.010886927, -0.13126023, 0.080665104, 0.04719417, -0.08153049, -0.027909016, -0.056776077, 0.014227528, 0.01062346, 0.056648493, 0.0370948, -0.0843458) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.056890644, -0.019398227, 0.04421708, 0.123132974, 0.071698084, -0.0015067573, -0.0061808955, -0.010428517, 0.025756804, -0.08145282, 0.11189795, -0.035047166, 0.06368638, 0.10706635, -0.022892322, 0.0732603) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0208906, 0.014064872, 0.025122993, 0.080707096, 0.0925971, -0.03994455, -0.044639815, 0.026335329, -0.0123001365, 0.042202212, -0.07550079, -0.10712752, 0.010719375, -0.08303557, -0.04082365, -0.1434208) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.011365811, -0.011319931, -0.088007614, 0.06914035, -0.00035818605, -0.04327692, 0.039622106, -0.014314688, -0.043067418, 0.07676943, -0.0645869, -0.007152693, -0.019215066, 0.062659636, -0.040148072, -0.072568715) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06260198, -0.021592585, 0.051272288, 0.0149572, -0.060935963, 0.024973173, 0.04874284, 0.006408399, -0.066549696, -0.018406643, -0.044902887, -0.090200216, 0.10648487, 0.060248017, 0.062366378, 0.02011354) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.049338702, -0.08505236, -0.020702435, -0.08719552, 0.03119708, 0.07414778, -0.07192403, 0.03382124, 0.11760936, -0.08562826, 0.06085735, 0.075226806, -0.025861744, 0.09010827, -0.09700145, -0.049685273) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.027805904, 0.01296522, -0.0036581114, -0.07801545, 0.066172354, -0.008460442, -0.07732261, 0.08201733, 0.020809105, -0.033417676, 0.08031244, -0.07328894, -0.11427932, 0.028229544, 0.056098722, -0.026376273) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, result6); + V4 result7 = V4(-0.005779137, 0.00042278095, -0.006643014, 0.0032105937); + result7 += M4(-0.028253032, -0.086946264, -0.035641264, 0.017218307, -0.049524646, -0.0054218136, 0.07356867, 0.05497261, 0.0034967894, 0.08287484, 0.013626619, -0.05920321, -0.033626165, -0.029896446, 0.026358752, -0.042374063) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0109004015, 0.067438796, -0.12630554, 0.019525347, 0.037004344, -0.076981686, 0.020817578, 0.024258735, 0.003737925, 0.0043056384, -0.07315689, 0.21524364, 0.027668813, -0.08941938, -0.009379241, 0.024677476) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0069841966, 0.008775142, -0.0293509, 0.02190016, 0.026718711, -0.04174519, -0.0362867, -0.06309356, 0.0582507, -0.09112459, 0.020383934, 0.018116275, -0.04851339, -0.10327412, 0.03556169, -0.05733122) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.14081758, 0.011671083, 0.010379509, 0.10333814, 0.0976033, 0.049594674, 0.10363215, 0.026326582, -0.05548824, -0.004862798, -0.016896252, -0.07550078, 0.012015258, -0.013939048, 0.05480079, -0.05350712) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.010915985, -0.022584384, -0.045220412, -0.010074606, -0.08276838, 0.06411727, -0.1401672, 0.010118486, -0.046954926, 0.08351121, 0.069268845, 0.07963974, 0.041331515, -0.070004374, -0.0798327, -0.050694745) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.017128536, 0.07098477, -0.09438486, 0.014294622, 0.12050743, -0.009372627, 0.020266727, 0.052830018, 0.0009557811, -0.079178505, 0.058548953, -0.07657645, 0.04692203, -0.014892061, -0.106876634, -0.009221883) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.07914881, 0.046544876, -0.047758054, -0.13949709, -0.0058449623, -0.021825003, 0.038034808, -0.01355967, -0.040756106, 0.044772614, -0.03521749, -0.035055663, 0.04153906, 0.028035518, -0.059809607, -0.00018377688) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.06903463, 0.040708173, 0.03880754, 0.087958686, 0.097045474, -0.026810037, -0.0912696, 0.15234607, -0.14135183, 0.044077586, -0.0027172116, 0.0036050698, -0.031176237, -0.087168194, -0.0052882144, -0.09792009) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.012559337, -0.0009580034, 0.017924711, 0.04447978, -0.090456165, 0.03693338, 0.07936274, -0.11123651, 0.05216649, -0.027916264, -0.01309539, -0.06458855, 0.0069010127, 0.0017482577, 0.00880386, 0.052460745) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.036492657, -0.050502278, -0.008660938, -0.07902446, 0.049333423, -0.044341996, -0.008179306, -0.08201362, -0.09605504, 0.08511496, 0.041150153, 0.021596825, 0.09684253, -0.07860693, -0.01976016, -0.032737076) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.016381651, 0.09049819, 0.089420326, 0.016017415, 0.020983169, -0.0050337473, 0.05726063, -0.07228454, -0.04861632, -0.050195154, 0.034888323, 0.062370963, 0.0015738789, -0.07723301, 0.06401333, -0.058803145) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.07724018, -0.065496534, 0.110313416, 0.017269822, -0.016822288, 0.013604673, 0.00093475345, -0.085221775, 0.031109685, -0.025308603, 0.042456508, 0.0035059939, 0.08272418, -0.06560935, 0.07334858, 0.04430133) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.029242264, -0.046879888, 0.04996607, -0.054425325, 0.02972727, 0.004451307, 0.01412291, -0.08250154, -0.0981519, 0.03523192, -0.045271035, -0.024335135, -0.032067403, -0.04727411, 0.048816763, 0.037438437) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.054958478, 0.03190124, 0.07657767, -0.029615222, -0.031131336, -0.005139885, 0.13564779, -0.07076418, 0.11099956, -0.013317539, 0.00828025, 0.061199296, 0.01452047, -0.07083135, -0.09472059, 0.037591986) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.06627312, 0.13576345, 0.026791217, -0.05118388, -0.055035748, 0.04940249, 0.045775283, 0.06248826, -0.11060719, -0.0209596, 0.039903212, -0.05914595, -0.040312074, 0.0018348438, -0.022609726, -0.017266389) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.024557697, -0.013285843, -0.0028270877, 0.072398074, 0.0255208, 0.048574004, 0.025271976, -0.045687232, 0.05402702, 0.01317333, -0.043156948, 0.06266694, -0.13753714, 0.18027213, 0.13111489, 0.13735925) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.015762536, 0.0018953091, 0.045992218, -0.112649515, -0.10324411, -0.011188894, -0.01431933, -0.052422065, -0.0075512812, -0.044456106, -0.021974204, -0.031512275, -0.18989961, 0.1367532, 0.041323584, -0.13469361) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.035208344, -0.033864796, 0.10911213, -0.033643384, 0.027342383, -0.023280943, -0.032320783, 0.048167173, 0.056682847, 0.0012769927, 0.01862501, 0.012554472, -0.06446649, 0.039269954, 0.08076099, -0.017458223) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.012885507, 0.009209736, -0.083865695, 0.07959508, -0.029333297, 0.082016714, -0.113179766, 0.08416138, 0.055223837, 0.014136866, 0.043214217, 0.045978114, -0.069610775, 0.08953053, 0.053672444, 0.06996034) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.030470883, 0.0004462303, -0.087180026, -0.035695624, 0.04761456, 0.017006654, 0.19534618, 0.12106637, 0.03155006, -0.049480278, -0.01261452, 0.06423218, -0.007239843, 0.10188954, 0.10040688, 0.057698585) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.012375949, -0.07689353, 0.08656054, 0.015806638, -0.1314456, -0.030045927, 0.124375604, 0.14373706, -0.060269922, -0.030615028, 0.012693174, 0.102653876, 0.040096227, 0.03174741, -0.018729975, 0.08035056) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.02323443, 0.06236653, -0.074340224, -0.046976063, -0.15379925, 0.04048903, 0.040640913, -0.112237886, 0.0427239, 0.047402807, -0.057280965, 0.08461352, -0.1073478, -0.031918198, 0.031302694, 0.026583867) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.056239486, -0.11865469, 0.037415013, 0.023096764, -0.15692729, -0.13073564, 0.035166074, -0.07427562, -0.02479855, 0.027565107, -0.02992471, 0.15682185, -0.007260976, -0.0440398, 0.086759746, 0.0042956667) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08959485, -0.019754449, 0.14104061, -0.021443676, -0.06406621, 0.0005579906, 0.007923884, 0.0014948547, -0.111523256, -0.047221445, -0.04029775, 0.016153418, 0.00063455815, 0.04410781, 0.01885558, 0.0055520013) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.034323674, 9.460711e-05, -0.0007359895, -0.027046464, 0.04318669, -0.08414971, 0.05686807, -0.023323342, 0.010228248, 0.08683357, 0.038528107, 0.10805178, -0.023680026, -0.004755313, -0.03389245, 0.012734498) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.012236106, -0.07203773, -0.008608118, 0.0024575603, -0.04232684, -0.019230453, 0.029250728, -0.05603258, -0.0801214, -0.06978866, -0.08000279, 0.037450425, 0.0781729, 0.037768207, -0.004335589, 0.05682063) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.00029580665, 0.07315774, 0.045308378, -0.076265015, 0.12535092, -0.009614463, -0.0073282174, -0.020524345, 0.07204918, 0.0830742, -0.029136293, -0.029060746, 0.0014572939, -0.0073374514, 0.032702744, -0.0013741754) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0032954097, -0.016095692, -0.046177033, -0.20780128, 0.015440438, -0.01085817, 0.02067063, 0.031933248, -0.06932332, 0.028807284, -0.032100406, 0.18879421, 0.021844642, 0.08987261, 0.010740873, -0.06353127) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.060457878, -0.0349731, -0.11675425, 0.0062023536, 0.012601688, -0.020256445, 0.001955131, -0.07574461, -0.03758155, -0.056676507, 0.076893575, 0.09114341, -0.04868475, 0.09959766, 0.052856904, 0.100737385) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.021795077, 0.0025798948, -0.081038505, 0.009231524, 0.06075437, 0.035809893, 0.106640905, -0.013391686, 0.049030513, 0.0073588816, 0.024329936, -0.030877892, -0.00467403, 0.10419009, 0.02175774, 0.043493915) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.044691026, 0.035652388, -0.04945686, 0.02091936, 0.003205286, 0.058965426, 0.010397615, -0.09550528, -0.08540447, 0.024840433, 0.09776307, 0.1251076, 0.021055054, 0.027489662, -0.00827197, 0.15326947) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.13028722, 0.007735435, 0.07583083, -0.050559662, -0.13549076, -0.029697148, 0.029114546, -0.041852545, -0.059823073, -0.09515554, 0.10153633, -0.014494054, -0.09433562, 0.019888455, 0.036210135, -0.02034067) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.01574288, -0.019830547, -0.03075631, -0.117404155, 0.038604237, -0.009174605, 0.10562968, -0.041399606, -0.056875255, 0.07832329, -0.07756351, -0.019934412, -0.003634435, 0.016883012, -0.06603365, 0.1356531) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.053368345, -0.079521164, -0.06285646, 0.09585588, 0.03153313, 0.0076762345, 0.052269936, 0.043962006, 0.009036366, -0.041440748, 0.046687778, 0.09949121, 0.050993524, -0.02714463, -0.02659766, 0.11569393) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.032954596, 0.03213268, -0.12177888, -0.05651094, 0.024796236, -0.03921594, -0.017488321, -0.0028232986, -0.04034271, 0.020432452, -0.010275974, -0.055891175, 0.007358546, -0.0067139715, -0.03814775, -0.040403523) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.081584744, 0.053192515, -0.0037527955, 0.08946813, 0.016415672, -0.032996252, 0.02619047, -0.02667242, 0.049990505, -0.0032465924, 0.04463879, 0.016481372, 0.060604975, -0.0037830793, -0.060693447, 0.04562253) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.00586133, -0.030767668, 0.08056091, -0.08942766, 0.23069814, 0.18360853, 0.110741206, -0.050012648, -0.020870673, -0.02292241, 0.06309026, 0.028831132, -0.03729215, -0.045939542, -0.057772703, -0.04261544) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.02583127, 0.03895145, -0.036418207, -0.03662379, -0.0790851, -0.03179599, 0.01017485, -0.07021439, 0.004541492, 0.0019216574, 0.034581125, -0.07219656, -0.09391331, 0.005159334, -0.088578984, 0.063212015) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.013821276, 0.030899415, -0.07698804, 0.023868144, -0.055200823, 0.04935741, -0.033050254, -0.06903777, -0.030846382, -0.049522337, 0.020195458, -0.071564645, -0.023807852, -0.053124417, 0.08241967, -0.02004951) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.026447354, -0.025564468, -0.059129674, 0.047770895, -0.08645755, -0.11861152, -0.14027037, -0.01324522, -0.0033693195, -0.0068324124, -0.0018775514, -0.033316128, 0.07090098, -0.080856994, -0.09768395, -0.01709052) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.028721005, 0.053287923, 0.012443694, 0.11419668, 0.012500333, 0.025011063, 0.026921269, -0.19173251, -0.03905899, -0.061321665, 0.010901208, -0.069761895, 0.11869526, -0.07477699, 0.047591023, 0.11170034) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.026094835, -0.0882828, 0.053042535, -0.05047946, 0.023486467, -0.07057464, -0.017720966, 0.020289524, 0.015617883, -0.07863495, 0.0054048086, -0.012265838, -0.0148286475, -0.055572245, -0.01100208, 0.017281074) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0063621923, 0.025807178, 0.08428081, -0.023606176, 0.2226884, -0.07160978, 0.12759535, 0.06945388, 0.05560955, -0.008257105, 0.01537838, 0.01614742, -0.066194296, -0.10572095, -0.10534224, 0.0046508303) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.023385031, -0.08905974, 0.017809924, 0.02866596, 0.04247738, 0.018570494, -0.037092164, -0.057012133, 0.012409094, 0.08593214, 0.018362375, 0.02058307, 0.04138473, -0.014772487, -0.040718976, -0.007828772) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.04112366, -0.0054324768, 0.04197312, 0.061038304, 0.05609176, -0.03593342, 0.008359415, -0.02862617, 0.021617506, 0.09178711, -0.040604178, -0.026081266, -0.0397593, -0.07465108, -0.01517048, -0.022273866) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.10604568, -0.041724853, 0.03275467, 0.03611845, 0.013727458, -0.096504584, 0.024098394, -0.0137674, -0.025301093, -0.019138157, 0.06707469, 0.027643962, 0.009583311, 0.01871023, 0.017534897, -0.0060215113) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.096569724, -0.01859128, -0.049109146, -0.05053281, 0.015630757, -0.0016983232, -0.11833674, -0.071809515, -0.08516837, -0.046112124, 0.09002566, -0.101535976, 0.07432672, -0.032197103, -0.067913175, -0.0029871948) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.035411905, 0.035405196, 0.105476595, 0.04239974, 0.05558048, -0.10074761, -0.029263338, -0.08129134, 0.03146499, 0.029092275, 0.065852016, 0.099371314, -0.09343022, -0.050908532, -0.017134879, -0.02413823) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.104144655, -0.029489527, 0.04058192, 0.012844405, -0.093295485, -0.06256186, -0.008842649, 0.10394541, -0.011332068, -0.07927043, -0.015468125, -0.075525984, -0.06697549, 0.06375462, 0.058515925, 0.027642144) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.062761106, -0.039256804, 0.02317152, -0.07249235, -0.13299364, -0.084803075, 0.1385897, 0.08382741, -0.009642627, -0.07024112, -0.08902621, -0.0021533465, -0.039810337, -0.0007204689, -0.046018668, -0.050898086) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.06301794, 0.08006524, -0.030382873, -0.032168128, -0.029826796, -0.0875045, 0.094020166, 0.023693347, -0.05741185, -0.041021023, 0.06600824, -0.06647878, -0.07037752, -0.040301554, 0.075893566, -0.00042456354) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.064054534, -0.0035670786, 0.059994094, 0.10326256, -0.12318841, 0.13558021, 0.0125090545, -0.058484852, 0.096616335, -0.03896643, -0.046371512, 0.040114827, 0.0448459, 0.007284289, -0.013928766, 0.01218525) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.091265164, -0.027797788, -0.00027912782, -0.12877208, -0.07484913, 0.008016232, -0.08641135, -0.0481376, -0.07420048, 0.10089178, 0.047982827, -0.060796704, -0.059346393, -0.04612916, 0.033882458, 0.026728494) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.047066413, 0.07873844, 0.026105905, -0.1600929, -0.024608573, 0.09947426, 0.065639384, 2.7922863e-05, -0.031117005, -0.059582736, 0.015552532, 0.028383661, -0.01083358, 0.010308079, 0.06189786, -0.03700117) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.1442446, 0.15159792, 0.06343997, -0.022044217, -0.03377897, 0.04669872, -0.023816962, 0.014196352, -0.011626502, -0.0029249247, -0.057205275, -0.0032677671, 0.05588748, 0.010942478, 0.03757651, -0.04583985) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.019644715, 0.09338746, 0.19974399, 0.046979226, 0.03335496, 0.06205432, -0.016096322, 0.026181635, -0.020302778, -0.14820248, -0.0120246, 0.018365309, -0.08204863, -0.022086052, 0.106557064, 0.046494488) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.03892152, -0.057821486, 0.009219285, 0.07812219, -0.059700165, 0.04451283, -0.023670744, 0.0031098856, 0.02094949, 0.028182458, -0.07822925, -0.13244633, -0.01076856, 0.021887662, 0.007603247, 0.03295925) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.029050346, 0.064270094, 0.04270021, -0.025242139, -0.023225592, 0.06949003, -0.009655899, -0.07066359, 0.066757694, 0.0059521087, -0.017846324, -0.0069171195, -0.06053091, 0.001433407, -0.058130518, 0.07585283) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.04534983, -0.045351516, 0.030745754, -0.10620418, 0.056526408, 0.024354113, 0.07454341, -0.09229674, -0.04206519, 0.0071727363, 0.026720759, 0.026613742, 0.0021545081, -0.0408902, -0.036763985, -0.017053159) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.042160913, -0.06335052, 0.052078463, -0.04297389, -0.09606052, -5.2382667e-05, -0.054684833, 0.061335463, -0.030644264, -0.04935092, -0.06503015, 0.05564371, 0.017072078, 0.019519145, -0.0938524, 0.019229425) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.045002304, -0.075021185, 0.04329888, 0.01489173, 0.055737372, -0.047687203, 0.023502018, -0.078056596, -0.0847728, -0.007869255, 0.05368628, 0.04841905, -0.008667658, 0.053759273, -0.06650258, 0.031134877) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.111246385, 0.026758008, 0.01646261, -0.06806571, 0.078242436, 0.006063244, -0.018738419, 0.04650492, 0.036844768, 0.050989438, -0.039208256, 0.056157537, 0.006354117, 0.08693057, 0.056273468, 0.02091445) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.022977374, -0.0014300833, 0.062207952, -0.095694505, -0.10741718, -0.00050973345, -0.031657964, 0.036381297, 0.00896154, 0.07896397, 0.016439738, -0.017416283, -0.0031610092, -0.045621984, 0.10429879, 0.10542718) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.04796138, 0.04415909, -0.0021250215, -0.087782644, -0.0071251593, -0.048251912, -0.12235456, 0.062835224, 0.011508803, -0.036585294, -0.0426859, -0.04978311, -0.07948074, -0.06722222, 0.007934674, 0.019564953) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03204764, -0.10523549, 0.027641624, -0.07667062, 0.1354586, 0.016092792, 0.09972025, 0.012906847, -0.033743937, 0.07147002, 0.034713827, 0.043930236, 0.014883329, 0.02524039, 0.026734399, 0.030716382) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.043743636, 0.0029258747, -0.02473737, 0.061607964, 0.0028393453, 0.0381262, 0.11229226, -0.18048024, 0.012362399, -0.004974342, -0.039110374, -0.11029301, -0.06889716, 0.011196136, 0.066405274, 0.10036628) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.07871994, -0.00099768, -0.0750482, -0.026606226, -0.051590253, -0.012234833, 0.030981906, -0.031416766, -0.02848297, 0.058172315, 0.06233239, 0.032706115, -0.060493603, 0.04980745, 0.04306429, -0.031099973) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.061602265, 0.07691331, -0.055697855, 0.0050246464, -0.06305271, -0.0736643, 0.021433018, -0.07474178, -0.105606355, 0.014244165, 0.07914348, -0.11292411, -0.095335886, -0.071094394, -0.07282101, -0.07422806) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07029004, 0.018697945, 0.0022270917, -0.009476005, -0.04571607, -0.022667216, 0.046978887, 0.028764354, 0.071321316, 0.008898331, 0.023918873, 0.05202203, -0.0856404, 0.06693358, 0.016701309, -0.009749524) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.061513748, 0.026849693, -0.01561694, 0.065646306, 0.041385055, 0.099377155, -0.016654817, 0.0693534, -0.011715889, -0.038535345, 0.11338716, 0.024648137, 0.0459147, 0.06131176, -0.0041660555, 0.06061415) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.059321817, -0.05359826, 0.00025477225, -0.0011721341, -0.12417827, -0.079942554, 0.040795583, -0.09183394, -0.07899908, -0.024261517, 0.051511224, 0.060799964, -0.010897694, 0.024622234, 0.06460701, -0.12333705) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.07917502, 0.048086353, 0.07050766, -0.004076172, 0.006657389, 0.023776792, 0.101774, -0.02063244, -0.013669324, -0.0954094, -0.011442866, -0.01449291, 0.024887312, -0.046713404, 0.009987978, -0.056528244) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, result7); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Conv2D-6) +//!COMPUTE 16 16 16 16 +//!HOOK LUMA +//!BIND conv2d +//!BIND conv2d_5 +//!SAVE conv2d_6 +//!WIDTH LUMA.w 1.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.024332196, 0.027890053, 0.015494279, 0.016373875); + result0 += M4(-0.006710672, 0.10819825, 0.10657426, 0.121869884, 0.025277061, -0.08890546, 0.13596319, -0.027210604, 0.11416734, -0.10976065, 0.025073212, -0.12764436, -0.09484653, 0.12168227, 0.032338645, -0.07086558) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.080231845, 0.041402802, 0.099971466, -0.008647712, 0.07844788, -0.07943739, 0.08147172, 0.0788801, 0.12932019, 0.12981597, 0.117202364, 0.04055169, -0.060325406, -0.03475144, -0.108370595, -0.11363518) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.080192536, -0.017889569, -0.0064460984, -0.06696428, 0.080490634, -0.05546327, -0.11690986, -0.07888482, 0.12720379, -0.020063436, 0.069880545, 0.13812047, -0.12683728, -0.0171501, 0.054349907, -0.052623987) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.11765887, 0.078459986, 0.046103798, -0.11227527, -0.11008721, 0.04433821, -0.11669834, -0.07897192, -0.06989865, -0.027661398, 0.10944971, -0.0013382061, 0.14258613, -0.06983092, -0.116013855, 0.16695975) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.022626203, -0.114210404, 0.10560931, -0.07228, -0.07698427, 0.0022480823, -0.017202422, -0.009761992, 0.13241181, -0.047580317, -0.13362494, 0.029388865, -0.030412393, -0.09364824, -0.06483027, 0.0003325324) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.025818298, -0.12567253, 0.030373678, 0.045762517, 0.10901701, -0.07701056, 0.04559262, -0.037811738, 0.04022117, -0.059237994, -0.09312746, 0.119778536, -0.08168876, 0.042113364, 0.07221957, -0.036318004) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.13170034, 0.0656528, 0.043564245, -0.0636066, -0.054903667, 0.07990299, 0.11609635, -0.0352888, -0.020488242, -0.06845429, 0.08058064, 0.0013488773, 0.10529079, 0.09782611, 0.15135156, 0.18203229) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.10523215, -0.1459082, 0.0853668, -0.047894467, -0.07931036, -0.08851267, -0.019642526, 0.03679236, 0.10392002, -0.09171063, 0.13560952, 0.03453783, 0.0633279, -0.058131102, -0.048016973, 0.031710938) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.019861273, -0.064092435, 0.041742355, -0.016603328, -0.10051236, 0.08838123, 0.042477183, 0.06702887, -0.030780273, -0.105108425, -0.039323624, 0.1314233, 0.018433986, 0.04474921, 0.01597495, -0.07224123) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.051710833, -0.06724883, -0.071763754, 0.005004278, 0.07806602, 0.012768872, -0.0096296435, 0.025604242, 0.06131592, 0.1364236, 0.036816094, 0.070851825, 0.09257616, 0.036888454, 0.018328179, -0.06820204) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.14497851, -0.056553476, -0.030701663, 0.0986112, -0.057493918, -0.009646267, -0.055261977, 0.047252905, 0.067193136, -0.08944045, 0.07775158, -0.08988222, -0.13941595, 0.007352336, -0.04751652, 0.04456369) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.0851253, -0.03156393, 0.02710076, 0.13900077, 0.039868962, 0.057358436, 0.057019487, 0.095474504, 0.09108698, 0.1449051, -0.058969073, 0.16053016, -0.14412206, -0.0012964082, -0.077745385, -0.09903667) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.03367852, -0.044748414, 0.07964608, 0.010960478, 0.06025874, 0.033652674, 0.04152843, -0.017580548, 0.045098636, -0.034885094, 0.050778005, -0.0848392, 0.0035125874, -0.056173045, 0.093170755, -0.09119204) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.11723456, 0.050840918, 0.10745895, -0.08094769, 0.09047693, -0.13055825, 0.073278144, -0.025213389, 0.15354241, -0.0035593838, -0.028231034, 0.08375466, 0.036006298, -0.10471177, -0.13691142, 0.07213895) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.112036616, 0.08674586, 0.09014681, -0.043824777, 0.013251182, -0.04812275, -0.115137085, -0.017566465, -0.047301505, 0.09536501, -0.10819733, 0.16084617, 0.09856737, 0.0061373473, -0.14974537, -0.11383502) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.056016967, -0.04915487, 0.12933904, -0.09473493, -0.06609004, 0.042119008, -0.08838664, -0.025963169, -0.072978586, 0.13777608, 0.008948696, 0.053440217, -0.12426079, 0.03400561, -0.1429012, -0.1390262) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.03350481, -0.08000013, 0.03714285, -0.06897109, -0.050985653, 0.019555073, 0.06314639, -0.044453688, 0.109778054, 0.13156785, -0.025921397, 0.062934674, 0.012499731, -0.07981995, 0.01000116, -0.15340354) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.031019023, 0.07389943, 0.09847652, -0.04417276, -0.104056194, 0.02175672, 0.0320549, -0.03858413, -0.020621315, -0.06512883, -0.052621383, -0.06936152, -0.080317155, -0.07204538, 0.025868552, -0.14942594) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.04608968, 0.0040410273, -0.07665788, 0.020088613, -0.11267263, 0.032073364, 0.056263003, -0.030996138, -0.14928663, 0.03708502, 0.07262946, -0.0264557, -0.014090576, -0.034009222, -0.027032133, -0.13241303) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.13648278, -0.062014904, -0.15131108, -0.11321863, -0.05088156, -0.022415351, -0.0068385606, 0.03962251, -0.13985574, -0.0514407, 0.061428037, -0.00055272545, -0.0071866736, 0.00882712, -0.040818002, 0.073940575) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.04512339, 0.012584853, 0.11552134, -0.07305908, 0.1100757, -0.11626963, -0.049973026, -0.05585647, 0.07903468, -0.058530193, -0.029089991, -0.073072895, 0.020355307, 0.060374342, -0.06001928, 0.0534806) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.021455918, 0.026797218, 0.09101826, -0.07623289, 0.007903418, 0.062276054, -0.0011424143, 0.124615386, 0.05897873, 0.041363213, 0.074513875, -0.06444271, -0.015417732, -0.0058667557, -0.06024877, -0.12692757) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.028936762, -0.06328201, -0.06426441, 0.10680767, -0.15971036, 0.038861603, -0.053866457, -0.014664326, -0.048359435, -0.05465547, -0.06373442, 0.011250136, 0.04141148, -0.08220522, 0.08109823, -0.032798376) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08945093, 0.12442138, -0.1707947, 0.05647203, -0.0004306513, -0.07041601, 0.014339759, -0.043511342, 0.039874226, 0.015516885, -0.084379375, -0.034052704, 0.0900045, -0.13235609, -0.08580213, 0.08999805) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.017412994, 0.11014566, 0.12253012, 0.005026838, 0.059158478, -0.073611684, -0.029981725, 0.09708247, 0.05958697, -0.060908318, -0.13897473, 0.020813474, -0.00079079793, 0.03715904, 0.015075314, 0.06690295) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07790429, -0.007948237, 0.045086678, 0.0012081859, -0.018257523, 0.048969883, 0.019101735, 0.068658106, -0.0078714555, -0.045695495, -0.11741989, -0.13802846, 0.09428725, -0.043539643, 0.15167883, 0.0035436044) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.025892327, -0.04911562, 0.06134737, 0.031868502, -0.007445753, 0.11122707, 0.05307498, -0.029006518, 0.05033624, -0.026253862, 0.05013779, -0.11285227, -0.06953401, 0.10310922, -0.100386016, 0.05620094) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.077580586, 0.054001298, 0.04505884, 0.013187809, 0.11572828, -0.13088605, 0.00025114065, 0.091532834, -0.091472015, 0.12651305, 0.1420044, 0.08917988, 0.093849905, -0.041656155, -0.07580995, 0.006666356) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.010974683, 0.0811231, -0.08476847, 0.09136333, -0.111957, -0.097541735, -0.040693738, -0.026490033, -0.07881557, 0.020027341, 0.09265154, 0.0007222933, 0.081538305, -0.094166934, 0.043200314, -0.08018527) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.015268724, -0.023986578, -0.048922077, 0.008354022, -0.064828925, 0.021863561, -0.0064881397, 0.08558727, 0.012093727, 0.08320732, -0.088256896, -0.06632737, 0.0629199, 0.015809372, 0.09720273, -0.02780842) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0021121064, 0.0024316027, -0.0855794, -0.15333039, 0.12999487, 0.012510921, -0.0743608, -0.073245935, -0.015078744, -0.092976175, 0.08323451, -0.11860701, -0.014579873, 0.12654348, 0.10828954, 0.056970198) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.14076942, -0.052552056, -0.04356804, -0.119661056, 0.04080093, -0.07755867, -0.14533839, -0.042499367, 0.09872452, -0.024616094, -0.07879379, 0.009326565, -0.08557512, 0.16130392, -0.014894024, 0.11193866) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.011582243, 0.025277583, 0.16442522, 0.08464369, 0.069308594, -0.059400007, -0.0972484, 0.038412612, 0.13191514, 0.029828457, -0.04067329, -0.009766925, 0.0893264, 0.15686433, 0.13095218, 0.08013446) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.09640978, 0.0041219974, 0.13953476, -0.016952137, -0.06293245, 0.07169512, -0.022097226, -0.062293574, -0.054663412, -0.10017026, -0.07848903, 0.051152296, 0.036405347, -0.068401374, 0.052168228, -0.07608599) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.075839736, -0.03342491, 0.045058906, 0.06868252, -0.022798495, 0.09332825, -0.05910386, -0.10841459, 0.011498118, -0.058387827, -0.021310626, 0.088923134, 0.12806393, -0.09491371, 0.13367067, -0.04115069) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.061864167, -0.06401489, -0.12824342, 0.03193039, 0.09361337, -0.10366194, -0.10764634, 0.116666175, -0.016320568, 0.018465318, -0.0063566663, -0.043671858, 0.01181521, -0.05712085, 0.034126844, -0.07909593) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.05267128, 0.038643535, 0.03953734, -0.028213546, -0.01433346, -0.012686865, 0.030689731, 0.09652594, -0.093040206, 0.008205053, -0.13150544, -0.045237422, -0.10264257, 0.00019004362, 0.12245579, 0.09666482) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.015597643, 0.006721611, -0.038910042, 0.08337514, -0.052653354, -0.082745574, -0.10210213, 0.002103484, -0.08992084, -0.038731303, 0.09879766, 0.11236482, 0.13682629, 0.0015712297, 0.1378842, -0.09553678) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.060090218, 0.034135595, -0.06558718, -0.04162944, 0.07787922, 0.015487257, -0.066858485, 0.06887979, -0.022944927, -0.03128469, 0.113207266, 0.058334786, 0.04711753, 0.046241153, 0.00753094, 0.044930726) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.129992, 0.05922731, 0.054760225, -0.03554741, 0.04470233, 0.028254455, -0.09044389, -0.03415067, 0.0627537, 0.022094734, 0.029697303, -0.08838058, 0.10013191, -0.003320103, 0.028718641, 0.09081079) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.105082385, -0.11749798, 0.13642989, 0.021657152, -0.0017786543, 0.08864365, 0.049450178, -0.14033931, -0.024840653, -0.077470765, 0.02126161, 0.05252793, 0.015087027, 0.048363503, -0.10751626, 0.141214) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.026552299, 0.0052369824, -0.05744235, 0.07066289, 0.028424393, -0.07709075, -0.09234827, 0.0005205027, 0.038383983, 0.07076435, 0.072595924, 0.029487329, -0.07443678, 0.122239396, 0.12605809, -0.074149884) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.08104709, 0.06649468, 0.079389736, -0.05206354, 0.017761825, 0.08028337, 0.027072009, -0.0015500056, 0.05290546, 0.095498785, -0.06530074, 0.04247793, -0.03144845, 0.06496069, 0.13665034, 0.12020083) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.011451294, -0.13136815, -0.15400143, 0.05162515, -0.058330655, -0.076598294, 0.12526475, -0.031833384, 0.10074778, -0.02737285, -0.05431436, -0.21748076, 0.13562876, 0.09417703, -0.062829904, 0.040828437) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.06120201, -0.023276187, 0.029930884, -0.058546357, -0.04502094, 0.06428284, 0.11397174, 0.017069966, 0.04136445, -0.013916056, -0.089675, -0.011678936, 0.04906112, 0.11839074, 0.045486692, 0.08760997) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.14683284, 0.07353772, 0.042218335, 0.0042251316, 0.029141221, -0.08240289, -0.17113847, 0.015555399, 0.045853753, 0.08192045, 0.010666003, 0.044956427, 0.06320903, 0.07120572, -0.0038742921, -0.08183106) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.09951885, 0.10843651, 0.0048064836, 0.06093788, 0.0015264805, 0.0033635586, 0.026600003, 0.03226541, 0.07722241, -0.08972728, 0.05736983, -0.011373007, 0.043598108, 0.0941322, -0.044599567, 0.07213255) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.059985578, -0.08580081, 0.078689024, -0.106579326, -0.046917964, 0.07644787, 0.108420864, 0.09130348, 0.07564788, -0.04791974, -0.05420803, -0.06870644, -0.092679664, 0.085856445, -0.03555799, -0.024324019) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.011868116, 0.13456446, 0.058174092, 0.18865576, -0.05372018, -0.08078464, -0.09846664, -0.037639324, -0.12342844, 0.005284944, -0.04190624, 0.1529369, -0.040111713, -0.07289829, -0.03153637, 0.06588927) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.1426056, -0.04272239, -0.050520554, -0.059382442, 0.059854552, -0.056830693, 0.02879342, -0.06389006, 0.11790221, -0.06775044, -0.07592776, -0.013444097, -0.07941139, -0.13535194, -0.019959867, -0.036759112) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.04723031, -0.06269766, 0.0022022699, 0.031984907, -0.02446148, 0.06565831, 0.05181914, -0.11016949, 0.0008516823, -0.080314174, 0.0153174205, -0.024145512, 0.09324116, 0.04254904, -0.03486878, 0.039789803) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.017154627, -0.08333423, 0.025345277, 0.074755214, -0.019358627, 0.04048235, 0.06510684, 0.09906411, -0.19977222, -0.008072648, -0.024245445, -0.05534184, -0.06553802, -0.03052696, -0.026596785, -0.00615155) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.010410333, -0.0343796, 0.017938064, -0.12350803, 0.042722203, -0.032559033, 0.055957846, 0.06390068, -0.020984953, 0.062293433, 0.10768917, 0.021160271, 0.030629314, -0.09577217, 0.11386064, 0.015131414) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0153262075, -0.065030254, -0.16276166, -0.021482741, 0.011492901, 0.08376618, -0.07352633, -0.106813535, 0.024947394, 0.12215677, 0.0064980127, -0.03113036, 0.0831491, 0.04177188, 0.08198766, -0.06563649) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.04512963, -0.09670489, 0.108197, 0.08166539, 0.09153439, -0.0041670348, -0.07299372, 0.0717406, 0.04366148, -0.061015286, -0.010372106, 0.14122725, 0.093957454, 0.010466939, 0.046854213, 0.03848025) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.09720875, 0.11263628, -0.06913729, 0.14561757, -0.04827889, 0.0060141818, 0.059929077, 0.0009016341, 0.15528698, 0.023272365, -0.006867064, -0.020450626, 0.07815676, -0.019211087, -0.047088522, 0.010952628) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.11914094, 0.021652265, 0.12146005, 0.057280503, -0.06221825, 0.024388587, 0.113126524, 0.07874618, 0.08361234, 0.102074854, 0.1044363, 0.078054905, 0.025823556, 0.07699644, -0.014410769, 0.10180511) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0711233, -0.08020415, 0.0036274323, 0.05900797, -0.033104885, -0.013175366, 0.011784655, 0.030028287, -0.06003858, 0.0429968, -0.017514052, 0.07700261, 0.024906386, -0.033061728, -0.05297299, 0.01630108) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.09560826, 0.10603009, -0.065597355, -0.06194091, 0.0114972945, -0.10189798, 0.06329802, -0.15743783, 0.0014020745, -0.12786289, -0.08529752, -0.041888364, -0.14784755, -0.10057494, -0.073116876, 0.026817983) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.021014174, -0.16390173, -0.042803206, -0.11574508, -0.006506324, -0.10589054, 0.043100428, -0.10600564, -0.10814442, 0.011551233, 0.027930772, -0.100139916, 0.10351467, -0.024557948, 0.1081109, -0.046822164) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.036308594, 0.055407073, -0.019521035, 0.0060693063, 0.008207976, 0.06799936, -0.08421482, 0.053203605, -0.1001066, 0.12608531, -0.054803472, -0.02659383, 0.03071786, -0.0012858112, 0.09364783, -0.06995948) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.08623435, -0.07804446, -0.036668018, -0.19589001, -0.041365903, 0.12268608, 0.0124511765, 0.09250411, 0.010830903, -0.07444115, -0.07049862, -0.017241728, -0.0917488, -0.07399329, -0.06711326, -0.068555646) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.03218889, 0.08442868, 0.017074348, 0.068883024, 0.045661006, -0.12530427, -0.11518121, 0.07997431, -0.006032728, -0.035444323, -0.008978089, -0.019196173, -0.020756707, 0.08010469, 0.034049418, -0.03639271) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.018905973, 0.1415685, 0.003898159, 0.076616995, -0.032944206, 0.12567292, -0.04161813, 0.0108458605, -0.01616077, -0.06334155, 0.02942931, -0.014446954, -0.029505428, 0.059518382, 0.05104441, -0.08539159) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.045467917, 0.057396617, 0.10812974, -0.03210309, -0.035897736, 0.10164431, 0.030502422, 0.0382147, -0.051511858, 0.12266079, 0.026877636, -0.021461876, 0.059394266, 0.06967532, -0.05598733, -0.07699448) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.012975825, 0.069637775, 0.0051551745, -0.020927003, -0.004539026, -0.10754023, -0.056129698, 0.015924113, 0.040113535, -0.05745693, -0.06389068, -0.07168417, 0.0022833387, -0.0629351, 0.09910774, 0.06356649) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0151594, 0.031326655, 0.06911758, -0.08433926, -0.060209826, 0.06967554, 0.016329456, -0.098044306, 0.1733242, -0.023159878, -0.035384506, 0.024726085, 0.091182895, 0.070071995, -0.03650149, 0.10205691) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.05310989, 0.15889364, -0.11386726, -0.045727987, -0.019352138, -0.003314156, -0.07612862, 0.021138493, 0.030946285, 0.08839936, -0.09617174, 0.042511895, 0.074900925, -0.05446484, -0.0979616, -0.0758873) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.10301069, -0.071659915, 0.14405948, -0.056097623, -0.07272917, 0.016589085, -0.11329532, 0.12343735, -0.075624675, -0.07764027, 0.12390483, 0.06178329, -0.07062249, 0.10067397, 0.040892098, 0.103458814) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.06119077, -0.081706144, 0.12907842, -0.090091735, -0.019620525, -0.091297306, 0.08820094, 0.11676135, -0.008345123, 0.08562112, -0.02700248, -0.05556094, -0.017121539, -0.03872028, -0.07627159, -0.08630841) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.050093785, 0.03171393, 0.116603464, -0.058734518, -0.013041671, -0.056675114, 0.118156955, 0.06779944, -0.012520049, -0.07422018, 0.12603906, -0.013609811, 0.011059942, -0.12096396, 0.0076767323, -0.04380886) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.13911876, -0.031045062, -0.03623802, 0.058921527, -0.027579332, -0.010677776, 0.016218718, -0.048369877, -0.08673656, 0.007987631, -0.08386395, 0.038887206, -0.104342535, -0.05434241, 0.0796653, 0.10178565) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(1, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, result0); +} + +//!DESC [Ani4Kv2_ArtCNN_C4F32_i2_CMP] (Depth-To-Space) +//!COMPUTE 16 16 16 16 +//!HOOK LUMA +//!BIND conv2d_6 +//!WIDTH LUMA.w 2.0 * +//!HEIGHT LUMA.h 2.0 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +void hook() { + vec4 result = vec4(0.0, 0.0, 0.0, 1.0); + vec2 f0 = fract(conv2d_6_pos * conv2d_6_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + result.x = conv2d_6_tex((vec2(0.5) - f0) * conv2d_6_pt + conv2d_6_pos)[i0.y * 2 + i0.x]; + imageStore(out_image, ivec2(gl_GlobalInvocationID), clamp(result, 0.0, 1.0)); +} + diff --git a/shaders/Ani4K/AniSD_ArtCNN_C4F32_i4.glsl b/shaders/Ani4K/AniSD_ArtCNN_C4F32_i4.glsl new file mode 100644 index 0000000..830e78d --- /dev/null +++ b/shaders/Ani4K/AniSD_ArtCNN_C4F32_i4.glsl @@ -0,0 +1,4046 @@ +// AniSD ArtCNN - trained by Sirosky and distributed on the CC BY-NC 4.0 license. +// The ArtCNN architecture is further subject to the below license. + +// MIT License + +// Copyright (c) 2024 Joao Chrisostomo + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.013978721, 0.0031982274, -0.00406756, 0.01177468); + result += vec4(-0.06260866, 0.082763985, 0.14164732, -0.053588256) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(-0.09699689, -0.027224675, 0.021248084, -0.023265827) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.020285383, -0.011549137, 0.01538485, 0.15310518) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(-0.110058516, -0.12534232, -0.056161627, -0.054789178) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(-0.013677861, -0.0032800715, -0.008504447, -0.0106763) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(-0.109512135, 0.07647615, 0.012072265, 0.015106865) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.034681413, 0.016010936, -0.06279752, -0.101619415) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.115545586, -0.10168375, 0.14183502, 0.02548805) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.01416855, -0.0008652157, -0.021325836, 0.037982244) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0042411904, 0.004277534, -0.013120737, 0.0027991557); + result += vec4(-0.11594862, 0.02705099, 0.14033581, -0.074022576) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.116293706, 0.046568174, 0.1394961, -0.14125156) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.04989585, -0.0828565, 0.04881033, 0.03178709) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.016412597, -0.10743466, 0.024738258, -0.10375271) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.100310855, 0.06670079, -0.11601908, -0.07392482) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.03984705, -0.0096552335, 0.14489032, -0.10833145) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.04296173, 0.07297119, 0.046887636, -0.0297815) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.060959492, -0.027501214, 0.1303518, -0.13515003) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.07429501, 0.010965697, 0.04649, 0.06157589) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0024795982, -0.008282674, 0.01554379, 0.014000561); + result += vec4(0.013022686, -0.13729435, -0.010445361, 0.024342334) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.0742076, 0.06981985, 0.009131572, -0.0888716) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.036306072, 0.11762731, -0.05186239, 0.016985675) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(-0.010559445, -0.14884269, 0.063748084, -0.11451124) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.04135019, -0.11892858, -0.032825522, 0.08911688) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.0948156, 0.14426383, 0.012893541, 0.0058735134) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.020029929, 0.11136897, -0.028878719, 0.109275356) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.14923672, -0.08768057, -0.099280015, -0.030968973) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(-0.07608398, 0.063041, -0.10544221, -0.080536954) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.002182056, 0.006310906, -0.007791593, -0.005081797); + result += vec4(-0.12475879, -0.11718962, 0.09985407, -0.019534342) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.029629165, 0.09462139, -0.0680067, 0.13870773) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.02313818, 0.024657542, -0.04665924, -0.08719772) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.058056727, -0.06617239, 0.07205129, 0.10497648) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.1788897, 0.0009254218, -0.042583827, 0.027515013) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(-0.1344009, -2.5660804e-05, -0.11867892, 0.098130755) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.04432908, -0.14196847, -0.16525033, -0.10226216) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.028377859, -0.09404305, 0.12957275, 0.13308458) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.0356926, 0.05010477, 0.1536443, 0.04134981) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.002427759, -0.0032887238, 0.0003240174, -0.0014591495); + result += vec4(-0.15028566, 0.18225344, 0.13219613, 0.050297726) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.08042322, -0.02087564, -0.09474448, 0.07754841) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.16028786, 0.11312182, 0.12515414, 0.07619896) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.08674672, -0.095186844, -0.006784192, 0.06623582) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.033118956, -0.10453986, -0.12972914, 0.15729931) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.095563754, -0.09031441, -0.10949225, 0.07216112) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.06390575, 0.015591018, 0.118863635, 0.119465075) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.05376685, -0.030794805, 0.100771636, 0.14795654) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(-0.10094857, 0.0366277, -0.13553415, -0.11201839) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.001394779, -0.0072305053, -0.0030902666, -0.0069876867); + result += vec4(-0.056897268, 0.0708558, -0.1085677, 0.11055367) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(-0.13106574, 0.068432495, 0.02279089, -0.07824431) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.0063514807, 0.07062718, -0.08329046, 0.05606946) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.0064052027, -0.020656021, 0.08378912, 0.031368513) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(-0.08319203, -0.13002487, -0.0448469, -0.11016698) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.056535464, 0.001522267, 0.02288951, -0.10872341) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.05807748, 0.06568853, 0.0070188497, 0.0456562) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.010281286, -0.029829085, 0.004351042, 0.1035671) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.14473234, -0.09231029, 0.10187594, -0.040507786) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0080422275, 0.009037509, 0.010156446, 0.011443132); + result += vec4(0.0066208327, -0.11260479, 0.04830371, 0.049707055) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(-0.120107174, 0.050798908, -0.1463938, -0.12429945) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(-0.07376781, -0.12456761, -0.018031595, -0.10637738) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(-0.026657827, 0.02006576, 0.08417361, 0.118596874) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(-0.043339457, 0.12896782, 0.10156586, -0.12109) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.13702823, 0.004683143, -0.11548332, 0.14971596) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(-0.03141364, -0.042994354, -0.09071766, 0.081247814) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(0.03361517, 0.016852874, -0.038877808, 0.0032291883) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.110981084, 0.0138866035, 0.10443184, -0.067183435) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D) +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.012365459, 0.00826808, 0.013948916, -0.015842063); + result += vec4(0.12346209, -0.0016275266, 0.09607402, 0.059844337) * LUMA_texOff(vec2(-1, -1)).x; + result += vec4(0.03911992, -0.05424452, -0.031176982, -0.15148336) * LUMA_texOff(vec2(0, -1)).x; + result += vec4(0.12780531, 0.017826343, -0.10154654, -0.053268697) * LUMA_texOff(vec2(1, -1)).x; + result += vec4(0.06311205, -0.10683569, -0.046949495, -0.0019249945) * LUMA_texOff(vec2(-1, 0)).x; + result += vec4(0.027781257, 0.10045284, 0.080609575, 0.09789442) * LUMA_texOff(vec2(0, 0)).x; + result += vec4(0.08038794, 0.104880646, 0.13838705, -0.0011057177) * LUMA_texOff(vec2(1, 0)).x; + result += vec4(0.036436137, -0.11746025, -0.123186596, 0.100112535) * LUMA_texOff(vec2(-1, 1)).x; + result += vec4(-0.03413955, -0.02780014, 0.083691984, -0.048387755) * LUMA_texOff(vec2(0, 1)).x; + result += vec4(0.0043313275, 0.019878542, -0.1259369, 0.028067157) * LUMA_texOff(vec2(1, 1)).x; + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.026006414, -0.0028226124, 0.0040266206, 0.0070237666); + result += mat4(0.077940084, 0.033206068, 0.042917658, 0.035930313, 0.20162073, 0.013023307, -0.027915772, 0.11971512, -0.23718762, -0.0728541, -0.06932467, 0.037109192, -0.033500906, -0.100404225, -0.046477325, -0.02887065) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(0.058187984, 0.039409418, 0.06827895, -0.105029754, 0.064815976, 0.03549751, 0.06082835, -0.028284416, -0.26486346, 0.037748683, -0.0788508, 0.05780628, -0.12665667, 0.1823963, -0.024215914, 0.16817258) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.07118927, 0.040462278, -0.09163839, 0.051932186, 0.20411053, -0.05156568, -0.0722339, 0.038223766, -0.4521338, 0.005142939, -0.09197289, -0.08815807, -0.15422633, 0.0086276885, 0.100247145, -0.08066984) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.07715419, 0.06063353, 0.053762943, -0.003174311, 0.069803655, 0.118988186, 0.15655239, 0.0795532, -0.25642282, 0.0012356808, 0.05875401, -0.029261366, 0.01072249, -0.021336922, 0.20982938, 0.04217777) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.071698196, 0.088109314, -0.039189402, 0.029513026, 0.11471397, 0.024589298, 0.041664217, 0.05160716, -0.36980578, 0.073315546, -0.042617526, 0.07353263, -0.028098129, 0.09716177, 0.116838045, 0.010979695) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.027965788, -0.072462015, 0.051428042, 0.030809369, 0.05345404, -0.015753852, -0.082770474, -0.0676433, -0.05971514, -0.049180083, -0.0825884, -0.049660455, 0.031364635, -0.053660635, -0.14377405, -0.11092187) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.041862525, -0.013211729, 0.052855086, 0.10398823, 0.08074529, -0.024640104, -0.043727692, 0.12716116, 0.113547064, 0.07509082, -0.06322121, -0.07738947, 0.1815431, 0.14841576, 0.1363694, 0.021791993) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.09239948, -0.009127995, 0.066610165, 0.07530418, 0.021212246, 0.029805498, 0.062551245, -0.007714251, -0.06532647, -0.12883712, 0.10572261, -0.06049368, 0.10082813, -0.0032476373, -0.023460638, 0.11436958) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.016027132, -0.06544386, 0.07821555, -0.054339573, 0.105549134, 0.01844374, 0.041899346, 0.11177082, 0.059404485, 0.03225546, -0.04068793, -0.06531279, -0.00896203, -0.039110854, 0.01659506, 0.14692819) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(-0.1720659, -0.0145995505, 0.027772062, -0.046323765, 0.030077316, -0.014540149, -0.04862702, 0.076899804, -0.23119007, 0.01975818, -0.038839776, 0.09391069, 0.22446936, -0.06189266, -0.00701919, 0.056956172) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(-0.07817074, -0.06271554, 0.001080422, 0.043004915, -0.035360765, -0.05805288, 0.12285516, -0.19017453, -0.2461398, -0.00292966, 0.092985146, -0.0007612537, 0.18338276, -0.027251527, -0.052245893, 0.08459741) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.2701292, 0.08483179, 0.021683808, -0.007249067, -0.05282098, -0.0009885338, -0.116335414, 0.044476416, -0.36663812, -0.021421548, 0.050665703, 0.0029572535, 0.43601957, -0.038057573, 0.011226493, -0.035508122) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.046453506, -0.08105078, 0.016213074, -0.063145325, -0.024530519, -0.04843882, -0.058251176, -0.05567651, -0.083427995, 0.03267013, 0.0018660392, -0.026336808, 0.014644793, 0.06254056, 0.09906934, 0.108093254) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.041677047, -0.03060053, 0.06287717, -0.072584935, 0.0864171, 0.17777522, 0.02584134, -0.0038482994, -0.05410583, -0.0076239184, -0.08634068, 0.07942909, 0.077022605, 0.07190742, -0.01053038, -0.021577135) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.026392344, 0.12008055, -0.06140617, -0.059867296, 0.0045291423, -0.03966564, -0.003868608, 0.12545969, -0.021523051, 0.047077894, -0.002874648, -0.010374782, -0.047521204, -0.06940213, -0.028435355, 0.07791801) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.11823597, -0.074213445, 0.060325745, 0.0010547927, -0.029275311, -0.25193813, -0.05784307, -0.06731371, 0.07763524, 0.07569746, -0.027791517, -0.04496188, 0.08017636, 0.11236496, -0.015674694, 0.06424949) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.04996967, 0.004235333, -0.109936856, 0.009793592, -0.120311245, 0.19514939, 0.035585452, -0.00053158676, -0.01898764, 0.049806204, 0.053589467, -0.086508915, 0.035885278, 0.029102229, 0.063750945, 0.0022610815) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(0.112126, 0.031558838, 0.02950423, 0.014375046, 0.2592506, -0.05196331, -0.055495873, 0.079601675, 0.11706458, -0.04695013, 0.045961015, 0.033700757, 0.0615085, -0.036627956, -0.022703355, -0.0040361383) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.050412662, 0.04568925, 0.16257192, 0.27236322, 0.055493817, 0.0064286715, 0.10681478, -0.008032677, 0.020070849, -0.0031831875, -0.059001956, 0.029941805, -0.036942396, -0.065179355, -0.08793772, -0.07034015) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.25409797, -0.1993004, 0.18181674, 0.16592786, -0.0724305, 0.037813883, -0.118051566, 0.1106587, 0.09245331, 0.035598166, -0.062746495, 0.0412265, 0.12709014, -0.109788984, -0.0764337, 0.0127024045) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.32679495, -0.025637228, 0.16350071, 0.12437653, -0.17687784, 0.03970159, -0.07691756, -0.032977946, 0.20582394, 0.011825331, -0.054265406, -0.078376114, 0.21542843, -0.026801387, -0.00638595, 0.048695236) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.08389137, 0.038200352, 0.014070578, 0.08668997, 0.03767588, 0.1072005, 0.13118112, 0.041204862, 0.015994761, 0.011083661, 0.011352751, -0.050795615, 0.06739171, -0.051726006, 0.07366834, 0.0752362) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.1763565, 0.013980343, -0.012538759, 0.05166045, 0.13958295, 0.07543547, 0.080811284, 0.05424163, 0.06900581, -0.020838842, 0.0047308933, -0.03477567, -0.016444439, 0.08662358, 0.019932862, -0.101448044) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(0.064487405, 0.20578851, -0.046549425, -0.042575326, -0.16247183, 0.08752523, -0.006663489, -0.08967282, -0.08746743, -0.0010459264, 0.018247958, 0.030473731, 0.111828126, -0.0595788, 0.05236575, 0.018691035) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.03536659, 0.07877052, -0.04364787, -0.029340602, 0.10983365, 0.043590486, 0.050351452, -0.057067353, 0.055614896, 0.0009996009, -0.0024249384, 0.01635326, 0.045693368, 0.034877714, -0.10860436, 0.0587022) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(0.15055361, 0.06969037, 0.019811692, 0.1359352, 0.36638635, 0.087312125, 0.08996232, -0.07826658, 0.022417096, -0.10445072, 0.03386033, 0.097490974, 0.13883528, -0.09921545, -0.024149306, -0.043621365) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.14972168, -0.08991098, -0.014429428, 0.05569066, -0.042777583, 0.030296009, 0.02906722, -0.074568465, -0.003520513, -0.039835133, 0.07466372, -0.017689746, 0.042296156, -0.046917994, 0.0020526312, -0.07332553) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.04710424, -0.025686113, -0.26242116, -0.14321122, 0.38200432, 0.120090604, 0.008569797, 0.012547638, 0.08079416, 0.012724339, 0.047225848, -0.04261055, -0.1681797, 0.022967674, 0.016831243, 0.071351126) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(-0.079246484, -0.015616295, -0.087301604, -0.009396992, 0.20240128, 0.079739824, 0.07991514, 0.015777832, -0.048897143, 0.26049665, -0.10449843, 0.086646885, -0.32709342, 0.111727156, 0.08944044, 0.08133099) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.16140822, -0.105577044, 0.2507828, 0.20761546, 0.17965074, -0.052402552, 0.033924267, -0.017235344, -0.21838215, -0.07518121, 0.03169772, -0.031307604, -0.5330074, 0.06672062, 0.037232794, 0.011361407) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(-0.035866976, -0.25630036, -0.06513687, 0.101870134, 0.12041612, -0.09737801, 0.023473013, 0.11932522, -0.036398962, 0.00874801, 0.086845726, -0.022416122, -0.028733538, 0.043891404, 0.06271666, -0.025548458) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.07022688, 0.005708278, 0.090901375, -0.040928397, -0.018900314, 0.09702911, 0.06974567, 0.10941754, -0.09510435, -0.07651666, -0.1209008, -0.03650678, -0.070242986, -0.04112742, -0.0041893497, -0.03668472) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(0.1361287, 0.11390106, 0.08058615, -0.07053778, -0.02367633, -0.027006872, 0.075627215, -0.028612666, 0.03269426, -0.03040985, 0.11761871, 0.025048079, 0.15706494, 0.09465012, 0.0030817194, 0.07030532) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(0.09623033, -0.13570917, 0.033428516, 0.0026089135, -0.023225406, -0.060868464, -0.008764755, 0.08547829, 0.10832953, 0.040723987, 0.058437906, 0.014722109, 0.0346917, -0.013243153, -0.062022902, -0.013442834) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.23218273, 0.06752206, -0.079083584, 0.06608746, 0.007609898, 0.122656174, 0.0901678, 0.005606881, 0.075787485, -0.08908938, 0.037152633, -0.071216494, -0.1688, 0.06895751, 0.04655696, 0.018787965) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(0.2239949, 0.0188548, -0.14050649, -0.15288775, 0.18933657, -0.04196706, 0.007601371, 0.03609902, 0.18926722, -0.00025373095, -0.09943308, -0.016639527, -0.059059884, -0.07474384, 0.05103355, -0.08353106) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.05628961, -0.2542224, -0.079926945, 0.055024095, -0.093466535, 0.03421317, -0.015940249, -0.056332428, -0.033354696, -0.14387396, -0.12803689, -0.13770442, -0.295495, 0.0062364344, -0.013903502, 0.028328624) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.07371098, -0.08677122, 0.019592103, 0.14412266, -0.046417426, 0.05618796, -0.11543095, -0.06735586, 0.16926467, -0.094400615, -0.0042882697, -0.18521553, -0.14988449, -0.084862, 0.020714043, 0.049513936) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.060826078, 0.034613557, 0.15900104, 0.07862377, 0.028013429, -0.032161526, -0.105350494, -0.095107175, 0.3325189, 0.054979824, -0.0020716945, -0.10867134, -0.24328294, -0.05497357, 0.058822352, 0.07822619) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(0.13649927, -0.20222892, -0.40618572, -0.10257527, -0.107928716, 0.27214, -0.021538066, 0.14665562, -0.07121862, 0.04070704, 0.0757865, 0.17407401, -0.09706861, -0.016008, -0.058190513, 0.0903764) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.10680567, 0.03678132, -0.1752303, -0.16779876, -0.023930162, 0.017032254, -0.05748626, 0.15398681, -0.15255286, -0.07249886, 0.011115575, -0.018611584, -0.10128358, 0.049493745, 0.0011502926, 0.08703362) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(0.16837381, 0.17158705, -0.19802459, -0.13098319, 0.0073739686, -0.17211099, 0.1558609, 0.006741859, -0.07625415, -0.054236688, 0.050470475, -0.041921016, -0.022894228, 0.08338575, 0.05448855, 0.08758037) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.16008043, -0.3292224, -0.42297485, -0.25632882, 0.05195818, -0.03605335, 0.118415445, 0.16423406, 0.19168791, 0.04557918, 0.076985724, 0.059874207, -0.011754775, 0.022624053, -0.1056237, 0.04062319) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.45061165, 0.22267085, -0.057147622, -0.10537132, 0.28056347, -0.08718666, 0.07234985, 0.053528536, 0.27446955, -0.1946446, 0.14490293, -0.0010806147, -0.026422385, -0.043037795, -0.07920457, 0.0020234548) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.04252658, -0.018624838, 0.011776994, -0.08284015, 0.20110814, 0.032166637, 0.13974524, 0.20804, -0.15642044, 0.050376926, -0.067283995, -0.01592689, 0.068382666, -0.0072861845, 0.052366577, -0.008378462) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.015321244, 0.17668177, 0.0299631, 0.08029069, 0.12612225, -0.0414416, 0.0003356985, -0.072777346, 0.011616888, 0.14121047, 0.04567536, 0.021110602, -0.044444624, -0.13232233, 0.02681352, 0.053111374) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.14542979, -0.14134578, -0.14129066, -0.115254626, 0.05373955, -0.1267935, 0.07658613, -0.054430358, 0.022099754, 0.047081247, -0.18350962, 0.118304916, -0.06849472, 0.019348811, 0.03712972, -0.08099451) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.33019167, -0.011468907, -0.03796456, -0.15085346, 0.043654855, 0.13985094, -0.04654352, -0.03304935, -0.14384584, -0.12066565, -0.08275793, -0.030662388, -0.12087791, -0.053712573, -0.0736237, 0.026281118) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.14049257, 0.29792294, 0.018574769, 0.050451826, 0.01982764, 0.0798444, 0.010372247, 0.08932301, 0.081173904, 0.12505037, 0.04857234, 0.01490648, -0.16474107, 0.018852826, 0.07895687, 0.113043316) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(0.16132182, -0.07143381, -0.04555354, -0.13744704, 0.08502387, -0.01884286, -0.02154249, 0.15047224, 0.042528078, -0.18873882, -0.11006615, -0.18352295, -0.10548032, -0.13587129, -0.018806998, -0.09015126) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.084339134, -0.026388075, -0.11633158, -0.12182968, -0.05464903, 0.006912537, -0.046364155, 0.14193837, -0.048886348, 0.068257935, 0.11357481, -0.07549473, -0.08842083, 0.03564314, 0.08758901, -0.069903694) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.1344369, 0.29337692, 0.03016886, -0.017619727, -0.0636602, -0.08078972, 0.064945385, 0.0841199, 0.036771104, 0.118473165, -0.041855935, -0.16188368, -0.04458774, -0.03134333, 0.0673674, 0.015880227) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.12698407, -0.18709527, -0.06540263, -0.07417053, 0.084409766, -0.022336293, 0.033019006, 0.06037925, -0.07735382, 0.010741093, -0.00083430484, -0.015128645, 0.13230036, -0.08242914, 0.04902468, -0.10138274) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(-0.5290975, -0.051031865, 0.11035658, -0.07766992, 0.15421645, -0.020088276, 0.041712195, -0.038032565, -0.07672695, -0.0562507, -0.058500256, 0.014929645, -0.085309744, -0.0032269168, -0.029088303, -0.0025088547) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.0013931443, -0.012632678, 0.15921088, 0.07381447, -0.013821462, 0.09089552, -0.057282455, 0.046186138, -0.010045843, 0.057538316, 0.07808503, 0.043958984, -0.04839716, -5.5465338e-05, 0.113726124, 0.09118156) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.09078305, 0.04239285, 0.060089413, 0.05412216, 0.0011636657, -0.034647703, -0.04938542, -0.08241601, -0.09640993, -0.023849972, 0.044214655, -0.03705452, 0.05224881, -0.06379218, 0.038221482, -0.0373137) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.21342957, -0.016363831, -0.23178963, -0.07316166, 0.033671506, 0.04928633, 0.03209037, -0.054877874, -0.1216835, -0.0611902, 0.110328026, 0.091981724, 0.0048749703, 0.044446267, -0.086561635, -0.055130567) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(0.11977431, 0.22420765, 0.061312836, -0.124513485, 0.11848466, -0.15460157, 0.0017721405, -0.07435448, 0.009035991, 0.0400028, 0.03161606, -0.102583766, 0.12506542, 0.08099439, -0.120030865, -0.114025444) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.101635195, 0.0062747034, -0.15450324, -0.059488207, 0.0916171, 0.090640165, -0.06627533, -0.036640786, 0.011352814, -0.08366345, 0.09828297, 0.041434016, 0.041353233, -0.15337883, -0.09864122, -0.15858652) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(0.15547201, 0.04105328, -0.042928927, -0.10706424, 0.21224238, -0.008452193, -0.031264547, 0.055706788, 0.15340695, -0.032320607, -0.067885265, -0.063935295, -0.0150577715, 0.05958743, -0.07824489, 0.008667307) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(-0.03919938, 0.052836888, 0.06684303, -0.09237977, -0.081941485, 0.0382083, 0.0022207242, -0.06339004, 0.03911941, 0.00842816, -0.018080963, -0.024487292, 0.048886903, 0.04113574, -0.121806175, -0.001261997) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(-0.03087128, -0.106268354, -0.099535644, -0.05231313, -0.13165812, 0.09230253, -0.059073526, 0.07792351, -0.12829287, -0.11971944, -0.06142683, -0.07364631, -0.04019362, -0.1553241, -0.020548591, -0.008859368) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(-0.34268713, 0.051111437, 0.03607787, 0.027760597, 0.036923055, 0.03894055, -0.04804187, -0.057348303, -0.12707561, 0.07744031, 0.058320932, -0.03204622, -0.30097437, 0.047509342, -0.08561436, -0.042312395) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.25028732, 0.0121014565, 0.029764555, 0.081479974, 0.19187059, 0.0017634436, 0.103453495, 0.044646356, 0.020012986, -0.09276103, 0.037700813, 0.0033166294, -0.087322176, -0.08725927, -0.09063054, -0.098228775) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(-0.17311274, -0.024161639, 0.0037144937, -0.04871491, 0.10209283, 0.06101466, 0.08469874, 0.0889613, 0.16693105, 0.13094662, 0.13811523, -0.010942217, -0.018988607, 0.016811587, 0.10397937, -0.019498426) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.26363182, 0.0840433, 0.038128074, 0.066942096, 0.10167505, 0.005973818, 0.021729182, -0.07593547, 0.06076204, -0.06951677, -0.023770517, -0.051958192, -0.0910566, 0.08650666, 0.05515754, -0.015850522) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.0044387616, -0.09708507, 0.08281157, 0.062271364, 0.089092, -0.04335761, 0.168162, -0.044544518, -0.013711675, -0.10198339, -0.00074214704, -0.08499291, -0.047943387, 0.011040418, -0.012463189, -0.12927955) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.016112007, -0.08029476, 0.04650798, -0.007173658, 0.3080043, 0.16092707, 0.13136779, 0.07663408, 0.19473518, 0.21793915, -0.08282241, 0.011576434, -0.02650557, -0.08476581, -0.05339167, -0.023960778) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(-0.09199071, -0.018274985, 0.04680713, -0.025764959, 0.3271647, -0.1281213, 0.049753867, -0.06758863, 0.27937084, 0.009195646, 0.006117387, 0.03370013, 0.10773046, 0.12349222, 0.07511231, -0.06900168) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.02092032, 0.08736634, 0.090005495, 0.06749536, 0.086794786, 0.1615533, 0.028313296, 0.12001067, 0.051083475, 0.08948301, -0.09410637, 0.09198264, 0.02044791, 0.094033755, -0.03677769, -0.06701034) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.033792544, -0.1000056, -0.04430407, 0.039693195, -0.02430006, 0.0017380244, 0.06266404, 0.12515773, -0.08223232, -0.1295379, 0.023666065, 0.12193975, 0.026776684, -0.123523206, 0.023586914, -0.025279038) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.0034378963, -0.045506917, 0.077677034, -0.029844182, 0.18384792, 0.03596659, -0.02349564, 0.008952317, 0.028365199, -0.1152425, 0.07721344, 0.056662504, -0.12192483, 0.032213464, 0.07074791, 0.046657916) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.011197032, 0.0011845044, -0.00043132543, -0.010066675); + result += mat4(-0.077593684, 0.021467157, 0.063081056, -0.038775064, -0.013073112, 0.08613357, -0.08512714, -0.011196417, 0.0051700855, -0.056083612, -0.15805517, -0.023025278, -0.10769025, 0.008534551, -0.1628352, -0.014436603) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.0560491, 0.078768365, 0.041245, -0.051552217, -0.05786129, 0.058469865, -0.09150033, 0.026860313, 0.080614425, -0.008213706, 0.19441298, 0.049370807, 0.006399001, -0.06295963, 0.25489932, -0.120007016) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.056839455, -0.048737787, -0.07053638, 0.096231855, -0.08275435, 0.06357735, -0.041763913, 0.07321155, 0.013955933, 0.07032971, 0.008945641, 0.03456969, -0.03984634, 0.019094903, -0.07235222, 0.0097471345) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.10205411, 0.015565734, 0.016892718, -0.09728134, 0.057428394, -0.09138915, 0.068736896, 0.035048407, 0.067588255, -0.054523133, 0.0483479, -0.02769002, 0.1161125, 0.013815037, -0.10633473, -0.102742404) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.004303968, -0.07645531, 0.03737258, 0.0692931, 0.07895443, 0.10609788, 0.17086294, 0.0044495827, 0.03047413, 0.1150696, -0.14137435, -0.022454325, -0.096000195, 0.096118055, 0.069299154, -0.03158177) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.012379325, 0.035801724, 0.06768513, 0.09098614, 0.10781677, -0.13291097, 0.061926324, -0.01496318, 0.034544963, -0.065663695, -0.011182411, -0.002137286, 0.12427206, -0.07137146, -0.0033809787, 0.04976954) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(-0.046655387, -0.002474274, -0.16465357, -0.025587749, -0.05499933, 0.047096543, -0.023487289, 0.12226314, 0.02304305, 0.08807711, 0.16423365, 0.080750145, -0.07662004, 0.07377096, 0.04994284, -0.11650014) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.08493715, -0.039353535, -0.11249473, 0.020118019, 0.021038443, 0.0895709, -0.08766897, 0.0981311, -0.030690303, -0.04284645, 0.078766696, -0.036029313, 0.058755603, 0.11213027, -0.19099735, -0.020548081) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(-0.05178086, -0.07931726, 0.048405156, 0.091889635, 0.030147472, -0.0757067, 0.22394197, -0.08437664, -0.05704658, -0.0038627868, 0.10256466, -0.036784165, 0.07599415, -0.02827247, 0.0559291, 0.10704671) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.050009254, 0.09473724, -0.055334825, 0.050062045, 0.04104625, 0.06256795, 0.106712036, -0.09937198, 0.01559964, -0.08012361, 0.0031182575, 0.08344543, -0.028077664, 0.097338445, -0.048061896, 0.0065810904) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(-0.006929624, -0.080034524, 0.017118238, -0.07206668, -0.110272564, -0.026011342, -0.27808696, 0.062990345, 0.02420505, -0.019818055, -0.044902716, 0.08923097, 0.03178395, 0.085829765, -0.07279556, -0.016631318) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.06825527, 0.09067984, -0.034415547, -0.06953337, -0.081254914, 0.026697025, 0.3335022, -0.08264325, -0.008770704, -0.06030165, -0.04782143, -0.0863968, 0.03495024, 0.08092718, -0.030964602, -0.05063452) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.062073216, 0.0075590904, -0.027390314, 0.008167342, 0.024785556, 0.0055578817, 0.009134213, -0.018017014, -0.046541825, -0.0618373, 0.04037698, 0.077020146, -0.103575945, -0.02556394, 0.056481037, -0.097121835) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.09327852, -0.0011845168, 0.11876653, 0.0027953733, 0.045754388, -0.13683105, 0.2264903, -0.04137656, -0.047602408, 0.084626876, -0.021380201, 0.034057446, -0.017850518, -0.054241262, 0.09456408, -0.068134375) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(0.06678825, -0.024902908, -0.10130563, 0.007933867, 0.010951779, -0.020133257, -0.28614855, 0.038368974, -0.034663524, 0.011517662, 0.094227485, -0.103419885, -0.05564191, -0.11256028, -0.008382839, 0.0317516) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.005788908, -0.022733897, 0.088095, -0.035078276, 0.22619739, 0.08739321, 0.17816615, -0.017289793, -0.11475056, 0.009142387, 0.08702502, 0.0800672, -0.07106212, -0.023230908, -0.08085899, -0.021376584) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(0.030817749, 0.08572747, -0.10088868, -0.08186276, -0.019808248, 0.0286014, 0.014910297, 0.095780894, 0.08695918, -0.078616686, 0.09706928, -0.110940464, 0.09740325, 0.04471384, 0.05395044, 0.034274787) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.111951835, 0.047681704, -0.15787779, 0.07339479, -0.05293861, 0.054606795, 0.074477494, 0.06575657, -0.057378065, -0.09009873, -0.09203264, 0.054996114, 0.11404258, -0.023427352, 0.10705266, 0.09914807) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.040791046, 0.038581576, 0.018064398, -0.13169749, 0.020284768, -0.004375252, -0.23024695, -0.115045816, -0.07264343, 0.033511024, 0.16873449, -0.02356218, -0.05273216, -0.08368404, 0.008427831, -0.029288292) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.10951014, 0.092564814, -0.09721904, 0.09124065, -0.08811126, -0.021828948, -0.07885515, -0.02780345, -0.09441028, 0.009728772, -0.09315417, 0.010954373, 0.05529187, -0.08971671, -0.040717542, 0.014720291) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(-0.08970155, -0.040946152, -0.10866294, 0.08644945, 0.052591503, -0.013378186, 0.014156524, -0.11998109, -0.06448937, -0.0077219927, -0.095990136, 0.044197142, -0.11045195, 0.054077905, -0.033737868, 0.05385419) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.0652946, 0.067820355, -0.05717015, -0.052806407, -0.08759944, 0.068004, -0.057507366, -0.0413998, 0.12033738, 0.018457595, 0.031110154, 0.015287182, -0.018700052, -0.04858387, -0.10791296, -0.062666625) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.008670409, -0.26358938, 0.13061461, -0.02520851, 0.031921256, 0.122775175, 0.10808608, -0.10440236, 0.010433741, -0.10397802, 0.027195575, 0.099217296, -0.10703348, -0.06669311, 0.19642319, 0.05887108) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(0.026742809, -0.062211066, 0.13540792, -0.027700378, -0.052574914, 0.09834686, -0.06894894, 0.09489552, 0.024466427, -0.10927328, 0.09987772, 0.019811213, -0.00338848, 0.002827732, -0.06917198, 0.03353189) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.033505887, 0.10272014, 0.19419245, 0.065212056, -0.051405456, 0.07007067, 0.14419541, -0.008488389, 0.10289747, 0.10099129, -0.085925706, 0.031086013, -0.05760552, 0.097239375, -0.095257625, 0.031016486) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(0.024864677, 0.1798425, -0.11428419, 0.03188098, -0.012341468, 0.122155584, -0.15315248, -0.063928805, 0.08601657, 0.016680647, 0.03223837, 0.0061351284, 0.056051407, 0.08456658, -0.22224057, 0.10762852) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.024459282, 0.024073455, -0.08123674, 0.052016493, -0.008242277, 0.02969776, 0.04115115, -0.056339704, 0.054509226, 0.020554388, 0.020432271, 0.10111858, -0.065210305, 0.05225737, 0.10737269, -0.057737984) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(0.038101338, 0.029717788, 0.34090123, -0.0012896152, -0.107350394, -0.09462676, 0.09662835, 0.057378374, -0.061416436, -0.0091125155, 0.038300913, 0.01952702, -0.060997177, 0.021651363, -0.005388136, -0.100183524) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(-0.038008094, -0.062854744, 0.014815458, -0.0718021, -0.067657225, 0.006967158, 0.06857382, 0.065920584, -0.032086417, -0.03471704, 0.083417565, -0.04371819, 0.09644099, 0.016452793, 0.041778304, -0.03236345) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.07854774, -0.06262406, -0.18092248, 0.05598563, 0.027578108, -0.07369806, -0.11913061, -0.073108725, -0.02695894, 0.09156246, -0.059756715, -0.044734072, 0.074670434, 0.011602037, 0.1078704, -0.09611672) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.09841949, 0.01920534, -0.16799006, 0.009778865, 0.077576034, 0.0994073, -0.1074165, -0.008372128, -0.038416807, -0.043943077, 0.16095944, -0.055731215, 0.029060388, 0.018776266, 0.029425362, 0.089857794) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.14053565, 0.029248448, 0.17926775, 0.103563525, -0.08561446, 0.039301135, 0.098349325, -0.11387821, 0.09551549, 0.08043579, -0.27985284, 0.17787266, 0.06748296, -0.075161666, -0.10373679, -0.07620295) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(0.09285278, 0.10392205, -0.031192431, 0.026599843, -0.0061871447, 0.006766428, 0.13685565, 0.07550382, 0.10586941, 0.090604745, 0.34784156, -0.060757723, -0.085036345, -0.0050689494, 0.09618539, 0.0551968) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.046836328, -0.057685304, 0.014581882, -0.1100989, 0.09266579, 0.062809825, -0.015721267, -0.01960753, -0.1641682, -0.015209308, 0.07708829, -0.106977925, -0.0026359188, 0.050135918, 0.06655086, 0.06483702) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(0.0019965428, -0.11078212, -0.07536711, 0.117815554, 0.07756447, 0.113307916, -0.072784446, 0.052546483, 0.108961724, -0.11143704, 0.11668381, -0.019103788, 0.0071545676, -0.062686376, 0.08638575, -0.082998976) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.022224499, 0.06541032, -0.009436284, -0.0025557089, 0.009064811, -0.036178242, -0.0433923, -0.035537325, -0.020578409, -0.057407968, -0.087754615, 0.06141195, -0.092965595, 0.075376436, -0.08423372, -0.08004482) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.08220575, -0.07184336, -0.058614317, 0.0843076, -0.09630659, -0.07110121, 0.047148675, -0.13063975, -0.06915439, 0.09540834, 0.07459957, 0.15948689, 0.070262544, 0.039559253, -0.008010429, 0.09920942) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.09558235, -0.020636613, -0.20786929, 0.059032954, -0.0005612618, -0.01721251, -0.025623411, 0.016187876, 0.0009592064, 0.027155716, -0.008166078, 0.16021515, 0.049881916, 0.06705035, -0.10482905, 0.0812545) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.06764498, -0.022597747, -0.020980213, 0.008215601, -0.04189679, 0.07972458, 0.15823498, -0.012776151, 0.1602486, -0.10089629, 0.0030579104, -0.0781539, 0.018627519, 0.0013848414, -0.05163449, -0.050677236) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(0.08408999, -0.02935708, 0.15361032, 0.13731013, -0.056125175, 0.038075376, 0.013710485, -0.08152186, -0.047237348, -0.12779213, -0.042869296, -0.01924674, 0.10733952, -0.11469398, -0.099387996, 0.0958137) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.09646135, -0.08027133, 0.05231808, -0.08219673, 0.10392442, 0.04699185, -0.012784492, -0.021462236, -0.005101875, 0.017084217, -0.18351461, 0.10290571, 0.005750269, -0.020673392, 0.08471115, -0.024997808) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.14691545, 0.09505521, -0.18961516, -0.03809277, -0.029588409, -0.027384676, 0.09391944, 0.080573454, 0.019731224, 0.16457154, -0.15754822, -0.024084311, 0.009421247, 0.08991307, -0.10641109, 0.08054075) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.1940632, -0.054194555, -0.06697631, -0.052259307, 0.11055636, -0.015883815, 0.22054464, 0.056350283, 0.062341493, -0.026126584, -0.018897891, -0.11634002, -0.089097485, -0.005303682, 0.06750532, 0.026972143) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.24127328, 0.2487623, -0.012781001, 0.008709633, 0.06839755, -0.09003607, 0.033487782, -0.032065317, 0.13351513, -0.08155357, 0.0030790174, -0.052181836, -0.11075274, 0.10662739, -0.087673865, 0.006986188) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.025603864, 0.042945478, -0.24647076, 0.044966623, 0.12331321, -0.20497249, 0.2036753, -0.10706657, 0.06152236, -0.25329998, 0.046739887, 0.002857749, 0.06954412, 0.035016622, -0.039317027, 0.06897127) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.14481536, 0.015847849, -0.08406516, 0.030213892, -0.06810796, -0.037775297, -0.089294486, 0.00999569, -0.016623152, 0.013244674, -0.16468693, -0.0010807676, -0.059446465, 0.054444063, 0.050959222, -0.042924296) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(0.14426108, 0.017917318, -0.04296087, 0.10319138, -0.009127747, 0.038568318, -0.049689747, 0.15281406, 0.043737255, 0.02186607, 0.028837623, 0.01975358, 0.08907052, -0.039357826, -0.09462759, 0.020377789) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(0.055160597, -0.062312618, 0.1451391, 0.019373974, 0.094833985, 0.03805799, 0.017498184, -0.057524193, 0.10020497, 0.08382782, 0.124565214, -0.111065656, 0.099022985, -0.047001563, 0.06749704, -0.026679793) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(-0.12681954, 0.15121277, 0.1787491, -0.0036444333, -0.022744536, 0.108066544, 0.10131921, -0.049287777, -0.008872869, -0.038433675, 0.20254527, 0.07844617, -0.12703407, 0.056729615, 0.12367116, -0.07455694) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.034039374, 0.16818461, -0.13807471, -0.031375714, -0.049563188, -0.014772521, -0.008721809, 0.0069029205, -0.0043085357, -0.025188025, -0.17196482, 0.045609847, -0.05872129, -0.024289493, -0.1948678, 0.043144617) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(-0.059259467, 0.0476848, -0.13966836, -0.025650298, 0.027552761, -0.038882345, -0.09507021, -0.017237619, -0.1526966, -0.052759882, -0.038385727, 0.056602962, 0.043265987, 0.15495132, 0.07737573, 0.036249865) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.10637617, 0.12790266, -0.019113215, -0.0046220934, 0.033132914, -0.032978375, -0.10429145, 0.04256183, -0.0932761, 0.0076872595, -0.051023178, -0.006046983, 0.034375943, -0.05516948, -0.16010912, 0.056487978) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.033122882, -0.019263973, -0.07066631, -0.017324133, 0.12711081, 0.052154306, 0.08134222, -0.08022149, 0.032038953, -0.05111271, -0.033379875, 0.017108388, 0.07230414, -0.11715971, 0.028730575, -0.023421079) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.011512532, -0.10508689, 0.0894752, -0.022014068, -0.08321548, -0.17738114, -0.12470248, 0.024611663, -0.045626402, 0.00074565236, -0.096553065, -0.019304361, 0.03700293, -0.087171584, 0.088685624, -0.10977033) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(0.011561034, 0.03207418, -0.20317896, -0.123729154, -0.011804991, 0.09279506, -0.0002714132, 0.053187683, -0.06876078, -0.022850782, 0.10695012, 0.12364065, -0.09515578, 0.0454818, -0.052211687, -0.044373557) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.07524904, -0.01303212, 0.06567262, -0.020398201, -0.04762796, 0.031497635, -0.065382764, 0.020182272, 0.10092458, -0.069189616, -0.03750628, 0.070033535, 0.06929445, -0.0055810856, -0.006984035, 0.033983793) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.09305166, 0.05588123, 0.12444727, -0.00034257598, 0.049311068, -0.09031976, -0.07322501, -0.05251122, 0.0018742186, 0.096491314, -0.15684827, 0.040418286, 0.0941989, -0.015651649, 0.0054800874, 0.0071675167) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.122125916, 0.022609564, 0.23358656, 0.08701956, 0.06187617, -0.08175526, 0.092691496, -0.039298378, -0.0985711, -0.04770481, -0.0755106, -0.029492127, -0.08733685, -0.06423106, 0.12962055, 0.023736231) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.034419976, 0.14868204, -0.17559192, 0.032083094, 0.04241132, -0.04746496, 0.01099378, 0.0011546575, -0.0151850935, 0.10499507, -0.06532762, 0.08281521, 0.13270208, 0.054606237, -0.061110016, 0.12280781) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.01666026, 0.029311327, 0.06790177, -0.010375006, -0.003543032, -0.06641481, -0.105488144, 0.0411772, -0.0498763, 0.03984737, 0.03161541, -0.07551215, -0.08033757, 0.061549645, -0.14761074, 0.043269694) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.04077134, 0.12628184, 0.045886863, -0.07112072, -0.012989341, -0.010519814, 0.013032833, -0.010173235, 0.09690827, -0.005688653, 0.029586788, 0.09977007, 0.0528606, 0.06737324, -0.17684789, 0.12274845) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.11051834, 0.112534024, 0.04023594, -0.023532668, 0.019755028, -0.06372047, -0.09985536, 0.031597838, -0.020713326, -0.102745175, -0.029645942, -0.024639538, 0.07248913, -0.05013476, 0.14356793, -0.011027475) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.06534363, -0.12289853, 0.21592255, -0.04301855, -0.0797139, 0.025854312, -0.012056828, 0.03884168, -0.076569766, -0.009442021, 0.059687484, -0.032682747, -0.07527654, -0.18639769, -0.05681965, -0.014164501) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.07350101, 0.062403087, -0.12091217, 0.05587299, -0.054483816, 0.004000964, 0.030310923, -0.066755675, 0.06855768, 0.005997307, -0.1930044, 0.08093344, -0.014597135, 0.020203037, -0.06891152, 0.035144437) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.057548594, 0.07052484, 0.080218315, 0.017123714, 0.024672821, 0.038864672, 0.08245334, 0.01951934, 0.05174505, 0.021838522, 0.07198582, 0.11640742, 0.05577094, 0.06452158, -0.14083968, 0.038878594) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.0047695157, 0.060710553, 0.021283697, 0.07349775, 0.03647659, 0.06936554, -0.12585251, 0.03828772, -0.014634834, 0.009490599, -0.16296968, 0.088733695, -0.040879995, -0.05571747, 0.09926516, -0.11614051) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.106826514, -0.04649594, -0.14007555, 0.05667105, -0.004630705, -0.015149721, -0.0732524, -0.08925447, -0.016161194, -0.04549497, 0.14235143, -0.08592723, -0.040225346, -0.05131405, -0.062676914, -0.0060632313) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.038384005, -0.061767116, 0.04593187, -0.104092956, 0.12692076, 0.020024188, 0.20856659, 0.0083163865, 0.0703962, 0.008016123, 0.08932849, 0.03460573, 0.02017547, 0.027802642, 0.30066144, 0.051757224) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(-0.018849816, -0.008842451, 0.110511445, -0.07953247, 0.08785997, 0.020272696, 0.06529953, 0.058567528, -0.023796901, 0.06515486, 0.12923531, -0.08801613, 0.054074615, 0.064689115, -0.14018457, -0.014326444) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.022940774, -0.009756425, -0.023515387, -0.029475462, -0.0040469086, 0.09087866, 0.021282075, -0.058384757, -0.012310124, -0.012590883, -0.1462424, 0.06715117, -0.02228805, -0.018376404, -0.08642809, 0.04833315) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.10708967, 0.056719698, 0.020791054, -0.060032506, 0.12753828, 0.18122064, -0.17349672, 0.08982407, 0.0079500135, 0.10844677, -0.026548464, 0.009938061, -0.10532116, 0.07382838, -0.003523802, 0.0776772) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.04449969, 0.037770603, 0.050638754, -0.056681287, -0.029222745, -0.030981783, 0.3223898, 0.09042483, 0.09783577, 0.03648542, 0.16385038, -0.0819435, 0.030217344, -0.031305484, -0.037688814, -0.027503349) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0033872693, 0.01203482, -0.0007529152, 0.014821875); + result += mat4(0.037198875, -0.06318623, 0.029464114, 0.03158958, -0.073542476, 0.05856651, -0.06557546, 0.094294, 0.049270973, 0.031795427, 0.011142766, 0.042713262, -0.14008807, 0.006121414, 0.054622136, 0.01216045) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.11165766, -0.048906796, 0.017778872, 0.046594862, 0.07830664, -0.05664532, 0.07929783, -0.03846434, 0.024031889, -0.039146896, 0.018171838, 0.076072425, -0.037843823, -0.08446405, -0.15279283, 0.06976163) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.02665353, 0.021818096, 0.015983984, 0.012481549, -0.068786696, -0.058735177, 0.08392357, -0.0987427, 0.09114458, -0.025156561, -0.11887814, 0.09023599, -0.024439983, 0.1789214, 0.12787355, 0.059245143) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.012709354, 0.013211087, -0.07740537, 0.106974505, 0.035243187, -0.11834342, -0.13311131, 0.097491995, -0.044114225, 0.08220231, -0.016037483, -0.02632333, -0.11514597, 0.15206194, -0.030721132, 0.06538655) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.0031793292, 0.045643363, -0.03997819, 0.049497243, -0.07571808, -0.07555454, -0.0068918727, 0.035808053, -0.041412365, 0.0390809, -0.111770935, -0.03987962, 0.07849795, -0.12874204, 0.07845302, 0.08866954) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.06488477, 0.091581665, 0.05335213, 0.0680783, -0.04572248, 0.14250535, -0.07628013, 0.06356213, 0.09668829, -0.032973673, -0.07988419, -0.06947383, -0.06128997, 0.06905397, 0.04277823, -0.04994157) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.061965823, -0.0030537606, -0.07518582, -0.027505087, -0.027796106, -0.086998366, -0.09557219, -0.09582798, 0.025390418, 0.07132137, -0.08687465, 0.043294977, -0.11733313, -0.23494111, 0.0020120628, -0.048772257) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.018216493, -0.087487124, 0.0021879063, -0.048587877, 0.11746869, -0.013881181, -0.03824968, 0.063332446, -0.024999391, -0.032853913, 0.041752394, -0.02561549, 0.07625771, 0.04456821, -0.05417423, 0.04462803) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.033385452, -0.08450989, 0.09168842, 0.047502518, -0.110002466, 0.046790443, 0.06953812, 0.05459428, -0.00973985, -0.055130225, -0.09318967, -0.058996107, -0.035808545, -0.058596205, 0.062835544, 0.0034215641) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.047777377, 0.04392559, 0.067306966, 0.053412188, 0.15193802, 0.023547843, -0.011238839, -0.04784402, -0.0257294, -0.03542679, 0.08091976, 0.047159996, -0.105575435, -0.101783596, 0.042021867, 0.11492175) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.0071342415, 0.13363077, -0.019352203, 0.09327305, 0.17886207, 0.051617444, 0.06529795, -0.14723922, 0.04732128, -0.07948846, -0.06823228, -0.06426478, 0.07218247, 0.042457584, 0.083457045, 0.08621637) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(0.057936776, 0.017374096, -0.069389224, 0.035042513, 0.05654349, -0.15792385, -0.018916817, 0.14186883, 0.012650372, 0.0023539495, -0.109794445, -0.009911863, 0.0024223397, 0.10150807, -0.06603184, 0.0077295876) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(0.09122356, 0.09365007, -0.030690163, -0.034971382, -0.005661598, -0.004751409, -0.1084171, -0.075966164, 0.018268488, 0.010119276, -0.007236247, 0.04708169, 0.10351936, 0.0897006, -0.025163855, -0.0093469005) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.05004344, -0.03806487, 0.025904354, 0.04053517, -0.16692139, -0.039214846, -0.062100988, -0.023749955, -0.06486773, 0.10164374, -0.0851645, -0.031195993, -0.095689245, -0.09455837, 0.039383188, -0.050902434) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.065034986, -0.06504284, -0.06968113, 0.11035763, 0.089987114, 0.18300961, -0.010155287, -0.0022977402, -0.044887576, 0.075130485, -0.091329984, 0.009733239, 0.0664312, -0.01600564, 0.099342406, -0.067188) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.06183018, -0.08933783, -0.030563062, 0.08510223, -0.09791422, -0.045149077, 0.09141937, -0.09879377, -0.012237978, -0.0025413933, 0.030791277, -0.09411839, 0.09243099, 0.08143078, -0.10177903, 0.028564712) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.020920096, 0.06501531, -0.09640705, 0.069759265, 0.14962603, -0.016226955, -0.002403366, 0.12170193, 0.034209494, -0.097139, 0.046047997, 0.014522164, 0.05932767, 0.046274133, -0.067689985, -0.04010289) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.017131476, -0.039633762, -0.08992393, -0.0037834318, -0.049825355, 0.0059971367, 0.0075209267, 0.07076052, 0.0004324255, -0.09913208, 0.04018316, -0.037153617, 0.02504974, -0.087457016, -0.060140584, 0.04272199) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(-0.04514888, 0.10095337, -0.2843385, -0.17880054, -0.16367526, 0.16655092, -0.011233128, 0.072611846, -0.08447396, 0.054437913, 0.06208416, 0.029635785, 0.07216677, 0.08775427, 0.03021831, 0.09061834) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.03365546, 0.22371158, 0.055611167, -0.12534407, 0.06649448, 0.014040633, -0.01129319, 0.115254216, 0.015335179, 0.07438181, 0.024762947, -0.045815088, 0.0014872191, -0.08232281, 0.037563547, -0.019272853) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(-0.09915642, -0.120797515, 0.11578111, -0.16625346, -0.0021745302, -0.082823746, -0.06537099, 0.057386454, 0.0146929575, 0.08422319, 0.038237408, 0.034472268, 0.01433422, -0.15262693, 0.08831839, -0.07580186) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.031437367, -0.042827193, -0.06955838, -0.09878737, -0.12951072, -0.17006096, -0.1305498, 0.07676642, -0.012840147, 0.01929213, 0.01663937, -0.045351543, -0.0857135, 0.035773873, 0.13020937, 0.11182874) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(-0.109328546, -0.030570459, 0.027840529, -0.09159507, 0.035802662, 0.02792968, 0.05781693, 0.11601368, -0.092781946, -0.07637987, -0.014085661, -0.08191203, -0.16592269, 0.00922626, -0.11134777, 0.105186574) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.085224085, 0.09900903, 0.041739386, -0.018781323, 0.09348215, 0.03588465, 0.06033542, -0.09603961, -0.09116929, -0.083509795, -0.06310992, 0.0017615565, 0.108689435, 0.1310343, 0.026896909, -0.0025800387) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.014682499, -0.091857396, -0.23377281, 0.12425266, 0.060666256, -0.08885739, 0.032215446, 0.12945625, -0.11708009, 0.0020389103, -0.08696399, -0.0026077665, -0.055149764, 0.0465018, -0.04184494, -0.018036699) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(0.110577054, -0.024170343, -0.24500969, -0.049209606, -8.6519685e-06, -0.026779456, -0.057108745, -0.049161002, 0.013114811, -0.029923461, 0.026970647, 0.026526487, 0.16339006, 0.06917211, -0.08276699, -0.08211838) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.09434104, -0.047210533, -0.12328795, 0.052771743, 0.097557195, 0.04473006, 0.042302635, -0.11136252, -0.09643371, 0.0076989154, -0.07862588, -0.030084144, -0.12507202, -0.020054428, 0.094481885, -0.011009404) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(0.0316578, -0.13088457, -0.17588094, -0.0777947, -0.030869588, -0.036033925, -0.04339884, 0.035560966, -0.13597126, -0.090002604, -0.00016377207, 0.094618924, 0.04431431, 0.024465363, 0.08859408, 0.072072916) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.064257264, 0.105529845, -0.10713889, -0.048143458, 0.01985384, 0.0468012, -0.041892786, -0.06756845, -0.04919875, -0.11414902, -0.14688092, 0.09090615, -0.012439249, -0.03136143, -0.068216935, 0.037473958) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.014216709, 0.14298275, 0.10475493, 0.066766195, 0.008380913, -0.05292545, -0.077480786, 0.03605688, 0.084809594, 0.27734867, 0.09083713, 0.0021827433, 0.011472895, 0.0285952, 0.04061539, 0.014958524) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.11081102, 0.1262357, 0.0883178, 0.05338563, 0.039791893, -0.028253624, 0.06979173, -0.034374, 0.06604825, 0.037233897, -0.113161504, 0.02110824, -0.03256347, -0.05756423, 0.018958317, 0.009837905) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.094302624, -0.15811965, 0.13823923, -0.043934386, 0.10540004, 0.025446186, -0.07073553, 0.015804466, 0.13921773, -0.052843004, 0.00070349436, -0.15330306, 0.043978997, -0.061303258, 0.08241675, 0.074169464) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.103738725, 0.0037784083, -0.014538332, 0.12720357, -0.0835249, 0.026397388, 0.05777221, -0.03784048, 0.013324697, -0.0014938791, 0.07658271, -0.033641484, -0.039785553, -0.09573131, -0.038615316, 0.049792614) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.1103502, -0.09769328, 0.03503169, 0.05591943, -0.058195204, -0.06383137, -0.035296243, 0.0028852345, 0.09450965, -0.115074165, 0.08370758, -0.051932484, -0.064755656, 0.09860497, -0.015256305, 0.051498815) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(0.017678332, 0.002788513, -0.19815445, 0.12734558, -2.1875396e-05, -0.09617925, 0.0627105, 0.106779605, -0.15095232, -0.07296885, 0.15172078, -0.12639609, -0.0417069, -0.0066351127, 0.06363391, -0.07926058) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(0.14109018, 0.06520356, -0.044605926, -0.12212118, -0.10193367, 0.030556377, -0.041428067, -0.09214786, -0.063883655, -0.07646711, -0.09332448, 0.11702989, 0.012095858, -0.020069346, 0.040555548, 0.03854868) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.14183311, 0.38662767, 0.03232177, -0.10469553, 0.08080497, -0.09424702, 0.026318422, 0.0925554, 0.08997502, 0.23716, 0.037886195, -0.06638462, -0.07835291, -0.049390152, 0.077039376, -0.11908193) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(-0.23751546, -0.030282162, -0.032215826, -0.022601271, 0.00067754975, -0.147944, 0.002853154, 0.059047375, -0.06500956, -0.2152355, 0.1322256, 0.01944014, -0.004191754, 0.056866143, 0.067974426, -0.08788965) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.09680417, -0.15699488, -0.0804568, 0.01676076, 0.12815712, 0.0060468586, 0.049350873, 0.08163435, 0.038888983, -0.008901227, -0.123915054, 0.012339561, -0.026553493, -0.028946735, 0.026989497, 0.029385863) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.092980385, -0.22866802, 0.06262821, 0.027921021, -0.052286856, 0.167208, -0.060164146, 0.056512684, -0.14015652, 0.17728393, -0.07130808, -0.049013022, -0.048909657, -0.023932755, -0.005187945, 0.012203627) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(-0.09304993, 0.036358207, -0.21841237, 0.15128046, 0.05341881, 0.09585094, -0.0372072, -0.098158486, 0.03140383, 0.101818055, 0.06459007, 0.021177817, -0.054379553, -0.05257865, 0.077069044, -0.013115112) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(0.010404021, 0.009535312, -0.04963715, 0.0870632, 0.010364752, 0.04895861, 0.040784597, -0.089928105, 0.1508261, 0.14539759, 0.116447866, -0.015752519, -0.02470069, 0.09253375, -0.029373355, 0.055590585) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(0.086076275, 0.2070169, 0.23413727, -0.107444994, -0.06625385, -0.22194216, 0.08932315, -0.052813984, -0.0895947, 0.017738316, -0.3001079, 0.060833976, -0.05761688, -0.018665513, 0.026231037, 0.09577587) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(0.10838354, 0.015648574, -0.05999732, 0.19782047, -0.06211535, -0.09452009, 0.14373237, 0.016475258, -0.0061159204, 0.06676599, 0.24570633, -0.16184205, 0.048715226, -0.079962276, -0.06011166, 0.06898884) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.10622603, 0.22252941, 0.08629886, 0.050439775, -0.10173889, -0.25574923, -0.014060148, 0.11562325, -0.030823074, -0.25186762, 0.07017963, -0.05526597, 0.099536814, -0.060808215, 0.0907226, 0.075261444) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.046750806, -0.116496205, -0.09198495, 0.071708806, 0.086151145, 0.11138192, 0.010033299, 0.09335201, 0.02387457, -0.052623715, 0.07594558, -0.040880907, 0.035226267, -0.026293393, -0.09905361, 0.001259057) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.011797196, 0.02678488, 0.076907255, 0.10748688, -0.06290601, -0.11330915, -0.041077945, 0.039757907, 0.06752818, -0.023631647, -0.07064733, 0.025535006, -0.0010212301, -0.063122585, 0.093276545, 0.006032672) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(0.04814565, -0.14763819, -0.039122578, 0.10255285, -0.083612375, 0.07596085, -0.103636615, -0.061994333, -0.12590544, -0.011833722, -0.12076286, -0.059393093, 0.12155195, -0.011797921, 0.076602384, -0.035191435) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(-0.030333351, -0.13547255, -0.20730515, 0.16425778, 0.09208712, -0.026635332, -0.111992806, -0.0046456275, 0.13855831, -0.042409718, -0.17140831, -0.030970968, -0.03235377, 0.017782927, -0.029361397, 0.010426985) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(0.0066626966, 0.109656654, 0.19470657, -0.011908274, -0.110455394, 0.062535204, 0.10443448, -0.1392414, 0.12986167, 0.024817672, 0.020198254, -0.07992811, -0.031549916, -0.0057186084, 0.01317233, 0.004738467) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.1378633, -0.18021114, 0.0015913501, 0.045164675, 0.0022879145, -0.07495011, 0.0564772, 0.041429345, -0.0026017195, -0.11761003, -0.07820443, 0.009395562, 0.11259043, 0.026162148, 0.053386547, -0.073887594) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.051692087, -0.06777703, -0.069324695, 0.08772166, 0.07834732, -0.051389653, -0.05541454, -0.051322185, 0.14807563, 0.12546174, 0.1192804, 0.06565625, -0.03255349, -0.0023618338, -0.040717836, 0.097493984) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.0122825615, 0.08675141, 0.19181256, -0.04801896, -0.1293959, 0.032539595, -0.0391843, -0.088004366, -0.11610231, -0.10168186, 0.16051726, 0.039642762, -0.11886237, 0.03552416, 0.1834753, -0.09690976) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(-0.088247985, 0.039378855, 0.18721344, -0.12303653, -0.036515385, -0.1015987, -0.044977933, -0.0059770155, -0.020577196, 0.21198799, -0.08448784, -0.023867732, -0.09636172, -0.05217362, -0.06230753, -0.0673417) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.04143555, -0.06434925, 0.13268319, 0.054156184, -0.02739478, -0.027775537, -0.05411599, -0.046585277, -0.14359678, -0.17748514, -0.010402611, -0.025419878, -0.042054813, 0.070507586, 0.0738077, 0.047887255) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(0.056327667, -0.11037932, -0.064486295, -0.00028264362, -0.075406656, 0.081668414, -0.04674526, 0.032522395, -0.08679792, 0.05114967, -0.11920229, -0.023846276, -0.0023330923, -0.16175571, 0.13526265, 0.01531539) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(0.10641157, -0.09245742, 0.025458138, 0.095404685, -0.07810596, -0.014495466, -0.07749727, -0.062123932, 0.08523248, -0.0163956, -0.07766263, 0.061357774, -0.016478455, -0.029833129, 0.050713364, -0.062058467) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.099287406, -0.124912776, -0.08957284, 0.09206946, 0.077352546, 0.077084154, 0.03893286, 0.10158148, 0.26265356, 0.022997707, -0.08215801, -0.022087097, 0.012221629, -0.09785601, -0.10295539, 0.017879514) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.17196265, -0.086922586, -0.13871957, 0.05014503, 0.06706456, -0.006317162, 0.038531322, 0.03240582, 0.0997608, -0.024703545, 0.123536386, -0.038503263, 0.088646024, 0.010003686, -0.05806905, 0.0008595674) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.060291663, 0.03250313, 0.084959336, -0.028008675, -0.032070663, -0.045678973, 0.044860996, -0.029441904, 0.025124151, -0.0827606, -0.10063414, 0.0155096995, -0.0021959648, 0.019414183, 0.1070217, 0.102565706) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.10950012, 0.03101446, -0.05328724, 0.045060642, -0.103009894, 0.08120981, 0.06001765, 0.08091648, 0.0797928, -0.058167234, 0.08982389, 0.057351112, 0.031306908, 0.18488394, 0.024129895, -0.08560409) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.15607314, 0.07388785, 0.19578715, -0.06600553, -0.05594764, 0.021988956, -0.087141395, -0.0016892091, 0.025397677, 0.047780823, 0.02208489, -0.04413851, -0.11430235, 0.08592562, 0.18334486, -0.042587675) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(-0.14745066, 0.028772281, -0.02817075, 0.08963559, 0.051282894, 0.06282376, 0.10968242, -0.0055496036, 0.021256706, 0.059366446, 0.024493614, 0.017052177, -0.02812918, -0.13843253, 0.17032278, -0.027696501) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(0.02349685, 0.011519274, 0.057451252, -0.081887096, -0.08915053, -0.012257917, 0.041043036, 0.085946664, 0.051549178, 0.10829412, 0.024059556, -0.11304195, -0.042719804, -0.005471454, 0.058888365, -0.053943407) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(-0.053379644, 0.07578121, -0.029772514, -0.09173171, -0.10382581, -0.068371706, 0.023306547, -0.030216487, -0.0005400173, -0.10391691, -0.012328547, -0.031530857, -0.07101214, -0.00029106307, 0.10904704, -0.120295666) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.058713917, -0.004970348, -0.06432422, -0.077368826, 0.14073387, -0.0039929794, 0.04085048, 0.055726055, 0.0008835653, 0.016337208, 0.007874073, -0.0642132, -0.05621142, -0.06375811, 0.08993783, 0.08116989) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.054882057, 0.031255335, -0.00937629, 0.04280457, 0.011692529, -0.087107934, -0.08304411, 0.037464365, -0.01866047, -0.11370457, 0.000509223, 0.12838516, 0.008228103, 0.0592986, -0.04930101, 0.07554807) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.07453059, 0.074558996, -0.030733055, 0.048796564, 0.13063982, 0.020466965, -0.051619727, 0.013452335, -0.07785985, -0.08671338, -0.04616167, -0.03982221, 0.01836264, -0.13134514, -0.03475978, 0.11600512) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.019685458, 0.048200358, -0.07445514, 0.06081855, -0.025291704, 0.024983307, 0.0230919, -0.0026427817, 0.049629137, 0.1429679, -0.03886688, 0.047204, 0.027163848, 0.02905813, 0.028815137, -0.045238324) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.03951712, 0.0068928422, -0.07227556, 0.0059631225, -0.022553004, 0.069014795, -0.11028471, 0.08055054, -0.02998101, -0.003918238, 0.011796322, -0.024194065, -0.0013615427, -0.046854213, -0.03235497, 0.04464656) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.06703059, 0.07750729, 0.020141052, -0.045001823, 0.17837884, 0.09285474, -0.07115092, -0.0037057674, -0.03347676, 0.08215089, -0.011957318, -0.10807144, 0.074018575, 0.07984759, 0.13037604, -0.0158725) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.08884892, 0.051664125, -0.022051435, 0.08409583, 0.061172128, 0.04704994, 0.007846713, 0.0001397612, -0.048993945, -0.10017504, 0.05740147, -0.117473274, 0.05528591, -0.012109296, 0.007026303, 0.09979741) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.008739096, 0.0024725376, -0.013386704, -0.0038562224); + result += mat4(-0.02062692, -0.03589331, 0.0028796776, -0.069743276, 0.033811543, -0.08065521, 0.030370817, -0.004952767, 0.053443562, 0.06489981, -0.0051904693, -0.050831363, -0.028475404, -0.044025134, -0.0545412, 0.091572) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(0.038847417, -0.00019370005, -0.046182822, -0.018554606, 0.008466101, 0.11027352, 0.01795353, 0.0456056, 0.05718633, 0.052195217, -0.04551628, 0.04120118, -0.07459906, -0.027351934, -0.061828014, 0.11052518) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.026409712, 0.061660036, 0.035437696, 0.047108136, 0.073040776, 0.06008144, 0.05877714, 0.047598716, -0.13613467, -0.019922893, -0.09907848, -0.038960297, 0.0006076094, -0.072264545, -0.026271313, 0.014303528) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.007017821, -0.013858539, 0.012449699, -0.055304132, -0.07090374, -0.07232492, -0.0020707375, -0.05174788, 0.06338638, 0.04848387, 0.036033824, -0.052349728, 0.013889362, -0.024454642, -0.13963056, -0.0022994315) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.09314635, -0.024667358, 0.0018668043, 0.07536699, 0.012293452, -0.08654072, -0.11924947, 0.0012387385, 0.033256236, 0.097588725, -0.06073695, -0.11380267, 0.034593645, 0.089581415, -0.10510037, 0.060799055) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.048076943, 0.052267402, 0.005941806, 0.10331367, 0.08091858, 0.038795196, 0.03521213, -0.031976648, 0.09185437, -0.04341276, -0.11470637, 0.042372458, 0.059803728, 0.03201012, -0.01870716, 0.22220588) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.02446678, -0.0060666297, -0.03589361, -0.07210075, 0.07876505, 0.10096277, 0.047240816, -0.09115429, 0.084307685, 0.015237141, -0.083110236, 0.091213495, -0.03499064, -0.08024439, 0.09289713, -0.07342703) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.07584645, -0.084391825, 0.01428156, 0.0060329577, 0.020144092, -0.060260557, 0.09451176, -0.030528335, 0.07302806, 0.0017953567, -0.11469489, -0.09958275, 0.006799894, -0.048849482, 0.018283052, 0.15517007) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.058037087, 0.066085674, 0.0705559, 0.018127559, 0.03867997, 0.031457353, 0.037886027, 0.021916611, -0.007977898, -0.07664734, -0.09453283, 0.11318036, 0.105501674, -0.12112749, -0.08219448, 0.054677982) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.041034378, -0.041815408, 0.09489859, 0.06674082, 0.049385346, 0.21888953, -0.14941293, -0.0038804763, 0.06220507, 0.062240005, 0.05121943, -0.05301123, 0.046798784, -0.046111967, 0.01430893, -0.020387797) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.0038788144, -0.036725767, 0.003139178, 0.05602481, 0.056318723, 0.08289549, -0.0854152, -0.11357963, 0.020233603, 0.0064371126, 0.046657544, 0.020825107, -0.071938396, -0.0008062755, 0.08768186, 0.0547443) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(0.016346667, -0.018419815, 0.11903944, 0.0130470265, -0.022120148, -0.18327558, -0.15603013, 0.19233876, -0.084630616, 0.06390716, 0.034831863, -0.020620612, -0.051983368, 0.10305497, 0.029119717, 0.07368669) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.054073352, 0.02005612, 0.022254765, 0.04629833, -0.18141413, 0.059634224, 0.121464774, -0.048147153, -0.032796834, 0.071714565, -0.059220087, 0.08204278, -0.026282463, -0.010254625, -0.03513211, 0.029855294) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.012374995, -0.019117171, 0.016755218, -0.057168294, 0.019336373, -0.066110514, -0.010861781, 0.034228403, -0.09120941, -0.016504308, 0.017034842, -0.014101798, 0.04979094, 0.072201446, 0.0037487724, -0.041247874) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.047927126, -0.051194753, -0.093115255, 0.10915638, 0.07652742, 0.0025059152, -0.12051796, -0.15649271, -0.03145958, -0.077770844, -0.04824344, -0.0857384, 0.10947641, 0.05500241, -0.089903854, 0.10304492) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.03190901, 0.03724357, -0.033865973, -0.10734711, -0.03355379, 0.106683634, -0.2807774, -0.077254824, 0.065008245, 0.07500423, 0.028054865, -0.029399227, 0.0069158925, -0.008155889, -0.03501118, 0.09056681) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(0.03814196, 0.1065662, -0.013648463, 0.022123115, -0.042360973, -0.06979302, 0.082516864, -0.14994514, -0.06779166, -0.111427516, -0.00067856174, 0.06629989, -0.042459477, 0.030113291, -0.07691119, 0.11010445) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.0114723705, 0.07096572, 0.0062755635, -0.031745937, -0.002699689, -0.12688847, 0.1809189, 0.15625155, 0.06075428, 0.023915881, 0.02061089, -0.016905122, 0.006278512, -0.071307614, -0.061725702, -0.08480147) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.009919508, 0.11451995, -0.08494489, -0.035625283, 0.058674775, -0.05727558, -0.024545785, 0.041243605, -0.034622233, 3.5089615e-05, 0.08039478, 0.059291966, 0.104676485, 0.05720982, 0.022645121, -0.041767545) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(-0.12135024, 0.016394418, 0.038013455, 0.026045, -0.12452478, 0.050260797, -0.10856389, 0.02422773, 0.025715336, 0.035684425, 0.08252323, -0.085289225, 0.047380578, -0.08234647, 0.08665152, -0.1079992) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.0010841824, -0.10208558, 0.29677302, 0.10929812, 0.0230144, -0.007877244, 0.24788962, 0.097032234, -0.0046739383, -0.07385176, 0.10679617, -0.065574765, 0.08372264, 0.063937485, -0.095426604, 0.06362687) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(-0.07521925, -0.17367484, 0.039546415, 0.028440766, -0.0082052415, -0.014537429, 0.014563671, 0.01945197, -0.09690277, 0.045522813, 0.056900024, 0.026404375, -0.036026623, -0.1329119, 0.05747525, -0.13106225) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.056108467, -0.17783542, 0.008227196, 0.117556885, 0.04679432, 0.06414989, -0.049644276, 0.14015612, -0.07655604, 0.008850784, -0.0034782041, 0.049449105, 0.032917146, 0.023485295, 0.098917656, 0.08202724) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.011776326, -0.105710804, -0.053868417, 0.13057785, -0.010019522, -0.019071806, -0.025313433, 0.081011906, -0.06430649, 0.017011, 0.044144664, -0.04191512, 0.08000606, 0.098243296, -0.04048807, -0.10124048) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(0.022214983, 0.12275404, -0.13685216, -0.08421181, -0.08596396, -0.017657805, 0.022431923, -0.062369257, -0.07030598, 0.0834117, 0.06582719, -0.05947086, 0.010300341, 0.011285829, 0.06909638, 0.04245823) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.13517413, -0.046451718, 0.11798839, -0.24519947, 0.064453945, 0.0027563334, 0.02404945, 0.08733412, -0.009083223, 0.09970423, 0.06715458, -0.11275724, -0.032399006, -0.023945097, -0.03491381, -0.05898863) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.0406631, -0.11270033, -0.112850614, -0.058001336, 0.0811323, -0.03761845, -0.123766005, 0.17811662, 0.097185485, -0.060470406, -0.038588494, -0.09605941, -0.05017928, 0.021955745, 0.11208835, 0.024559872) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.062216617, 0.09190972, 0.13849126, 0.08823891, -0.060651336, 0.05291516, -0.09917136, -0.067206904, -0.05167161, -0.15320511, 0.2802821, -0.16703875, 0.07459464, -0.007542502, -0.02299279, -0.0032147577) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.08419234, -0.07052551, 0.047488637, -0.021911751, -0.052676965, -0.07278701, -0.076326534, 0.066354364, 0.03756598, 0.053092025, 0.0105784815, 0.12642348, 0.025469404, -0.031365376, 0.032926377, 0.036704753) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(0.0913853, 0.004375619, -0.25794813, -0.06068813, -0.0674426, 0.00925344, -0.00940849, 0.018850368, -0.026824526, 0.018789507, -0.2557219, 0.034118846, -0.018850822, -0.025094843, -0.10453769, 0.07245054) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(-0.06765251, 0.21352802, -0.07625153, -0.14959805, 0.07145515, 0.031864606, 0.0606766, -0.09748989, -0.046238832, 0.12832503, -0.1809379, 0.043261655, -0.014412996, 0.051034912, 0.05743692, -0.021123284) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(0.084664926, -0.05002035, 0.18079998, -0.20991684, -0.068973646, -0.07660487, -0.03946168, -0.046841584, -0.015867239, 0.21066868, 0.18110833, 0.023591818, -0.061697416, -0.010629157, -0.06763717, -0.06989697) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(0.011082986, -0.06879907, 0.05025601, -0.03732403, 0.08805433, -0.105916545, 0.010529041, 0.017343929, 0.11626527, -0.138469, 0.07003376, 0.08133048, 0.06523511, 0.01340182, -0.107054755, -0.030937837) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.08301624, 0.06764356, -0.15533142, 0.108561754, -0.0013060652, 0.0029942573, 0.08340954, -0.0023890946, -0.020592052, -0.07031761, 0.15222587, 0.24437942, 0.036061365, 0.0625158, -0.027190227, -0.1041387) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(0.07150087, -0.024251282, -0.054499794, 0.023164751, 0.06553551, -0.05408574, -0.015681526, 0.08384272, 0.089726366, -0.026482543, -0.17182116, -0.017883727, -0.06897108, 0.087402605, 0.06956909, -0.10078878) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.018148225, 0.092971005, 0.009024481, 0.09162606, -0.032571964, 0.09567617, -0.08744239, 0.018271087, -0.118221276, 0.029770486, -0.006650845, -0.20848168, 0.08193237, 0.09497523, 0.05105319, -0.09604128) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.09124374, 0.25853476, -0.07031844, 0.07586055, -0.07700176, -0.16201127, -0.05409477, -0.13302127, -0.14193936, 0.055884376, -0.112316564, 0.056504022, 0.022490988, 0.10060102, 0.06817951, 0.081705935) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(-0.06932173, -0.10824074, 0.10261683, -0.243315, -0.048243787, -0.022441497, -0.11941564, 0.19083874, -0.021790078, 0.07713366, 0.16684185, 0.0024917535, 0.05079612, 0.040317155, -0.056442868, -0.049301427) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.053760454, 0.048680507, -0.07647234, -0.005880319, -0.106671765, 0.032268293, 0.03495255, -0.10108321, -0.016086847, 0.057551075, -0.11068367, -0.12410455, -0.06310013, 0.034427103, -0.09865551, 0.060031865) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.030184641, 0.044263717, 0.026486274, 0.029051105, 0.10105845, -0.01917414, -0.07979078, 0.03566522, 0.04451616, -0.03664749, -0.16646357, 0.17319411, 0.08668961, -0.016331151, -0.0831119, -0.05810109) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.03319616, -0.1314319, -0.047813367, -0.3254158, -0.021206573, 0.064671926, -0.14467469, 0.120198056, 0.05565646, 0.07730321, -0.075706385, 0.121929266, 0.061571088, -0.10813465, 0.10920725, -0.062053055) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.08194819, -0.025094498, 0.00084391324, -0.07358036, 0.07987154, 0.107751004, 0.046746127, -0.0041098306, 0.053015437, 0.059921183, 0.102433026, -0.11418319, -0.054130796, 0.03213735, -0.01103557, 0.0008137982) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.0709131, 0.21532243, -0.3065609, -0.29578403, 0.026185082, -0.13124461, 0.106761, 0.12498956, 0.103761345, -0.06941454, 0.14669165, 0.037530877, 0.04126064, -0.098183185, 0.031681262, 0.00050419016) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.02984239, 0.002169638, 0.2150906, 0.0930299, -0.13601446, -0.19029935, -0.10881603, 0.07521462, -0.03579529, -0.20971252, -0.05422156, -0.06399177, -0.057406805, 0.025937129, 0.007063215, 0.004495781) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.21802947, 0.17064671, -0.025651556, 0.048356663, -0.020584438, -0.072063535, 0.111774445, -0.103197716, 0.049822554, -0.2311166, 0.018840622, 0.035459425, -0.09021065, -0.037711192, 0.08613032, 0.09709833) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(0.061375868, -0.28251222, 0.28168634, 0.1261976, 0.075008206, 0.017904663, -0.10111551, -0.017830912, 0.09154306, -0.08890274, 0.2183735, 0.119486146, -0.15937752, 0.012519974, -0.039262585, -0.014091751) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(0.026870584, 0.10842348, -0.033392176, -0.034641836, 0.018534614, 0.08233241, 0.15875302, 0.13806777, 0.03611864, -0.015973456, 0.0018738003, -0.07711809, -0.03675473, -0.023137819, 0.17971645, -0.052573368) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.07784997, 0.034156796, 0.0682935, 0.015385402, -0.0020325761, -0.061995365, 0.21352762, -0.09696922, -0.031299636, 0.049004808, -0.09511252, 0.05818166, 0.060144868, -0.067555346, -0.084613584, -0.030356808) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.10697274, 0.04135883, 0.06356846, -0.0012173111, 0.054814555, -0.04297507, 0.08925606, 0.121296905, 0.032722756, 0.17719279, 0.031075353, -0.098486006, -0.09451131, -0.10411323, -0.15557566, 0.10227097) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.100968495, 0.034661952, -0.15347058, 0.12342025, 0.05407795, -0.006617031, -0.09784, 0.120764606, -0.015629148, 0.01692176, -0.060861226, -0.017623119, 0.020352643, 0.07390312, -0.09498996, 0.057667725) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(-0.0722709, -0.050860744, 0.01659783, 0.12515315, 0.017836735, 0.14077993, -0.026080417, 0.01389766, 0.102894686, -0.04086808, -0.0062156897, -0.044581395, -0.070659906, 0.012588228, 0.05131144, -0.0007445404) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.122463, 0.06877441, -0.02017321, 0.20335683, -0.011976725, -0.03293542, 0.03338623, -0.20594932, -0.08679188, 0.17481491, 0.029466929, 0.013734239, -0.04986357, -0.050554033, 0.056045175, 0.12713586) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.11805552, -0.023008635, 7.786845e-05, 0.11505415, -0.00396033, -0.17186245, 0.08201819, -0.102577865, 0.06426364, 0.05959403, 0.1990583, 0.24114202, 0.03803075, 0.016642218, -0.15188976, 0.063137256) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(-0.14546962, 0.13674897, -0.0045918855, 0.021882385, -0.022261262, -0.0007475266, -0.056414075, -0.061224665, -0.077979006, 0.08445077, -0.026561119, 0.007820436, 0.082114495, -0.118912235, 0.031953294, -0.03992326) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(0.019386735, -0.17337476, 0.02134629, -0.124466084, -0.027359424, 0.098940015, -0.027971216, 0.08870269, 0.03330463, -0.12873779, 0.21228576, -0.04236145, -0.0073977644, -0.15958712, -0.14579181, 0.016519135) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(0.108364835, 0.0059319767, -0.14811035, 0.122147076, 0.03821987, -0.064194314, -0.07996085, 0.034793828, 0.08516147, -0.007451261, -0.100671895, 0.04760564, 0.081475906, 0.21736813, 0.040038973, 0.0027632746) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(0.008636645, 0.11420495, -0.07131817, 0.058794413, 0.0066960403, -0.06186281, -0.19157754, -0.0045249686, -0.068941146, -0.048485916, -0.22864339, 0.004234862, -0.10044161, 0.06982252, 0.066084445, -0.07488658) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.04122022, -0.045141667, 0.026221441, -0.06881463, 0.029712472, -0.0012385998, 0.088373445, -0.029192869, 0.025044983, 0.08090737, -0.11804117, -0.082290955, 0.0082024755, -0.15285233, 0.13813776, 0.03762288) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.08399818, 0.13795726, 0.08334879, 0.13294251, -0.0049978863, -0.103501104, 0.15111904, 0.027733585, -0.100130044, 0.06191623, 0.17986718, 0.085312426, -0.10281626, 0.16926843, -0.074646816, 0.017338486) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.025101455, -0.10786817, 0.07692354, 0.08270257, -0.0800792, -0.006031019, 0.019332115, 0.033377595, -0.013993752, -0.031448066, 0.11971098, -0.052091584, -0.051115934, -0.12573086, -0.026853941, -0.2288293) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.13914749, 0.16805889, -0.037791934, 0.11195738, -0.03208784, 0.07499982, 0.07511999, -0.023743907, 0.0017767261, -0.0962638, 0.12600206, 0.088221796, 0.09217995, 0.07122336, -0.018035347, 0.05451957) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.12671623, 0.030587925, -0.031445734, 0.05829094, -7.6908604e-05, 0.07141251, 0.1314697, -0.0738902, 0.10996934, 0.103560865, -0.018168095, 0.0043466035, -0.042362344, -0.032806933, -0.076367415, -0.004654037) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.030229189, -0.03763347, -0.11006612, 0.09868401, -0.0774022, 0.04054941, -0.0037790525, -0.09226201, -0.11257748, 0.018700078, 0.09871959, -0.1654493, 0.0036686002, 0.007930674, -0.07340056, -0.051149823) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(0.04249613, 0.041928362, -0.0335921, -0.07461962, 0.037157945, -0.05327246, -0.04423667, -0.062199872, 0.0018308066, 0.10472039, -0.16578273, -0.053464502, -0.06614017, 0.063727364, -0.008479616, 0.07285321) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.07694822, -0.008183712, -0.018504713, 0.04936265, 0.09123717, -0.008707733, 0.026015468, 0.059304677, 0.15971673, -0.009581171, 0.014538181, 0.056216378, 0.09761213, 0.11133713, -0.11558271, -0.0080547705) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.07457893, -0.06961043, -0.03569081, 0.08566511, 0.03262842, 0.07243581, -0.042916663, 0.028997688, 0.0029612035, 0.060844112, -0.108577445, 0.15344356, -0.13788429, 0.10683097, -0.028032232, -0.032554567) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.07247737, 0.057991054, 0.1218796, 0.092810996, 0.028121822, -0.0133580305, 0.041856408, -0.009942668, -0.121762924, -0.0166773, 0.08369562, -0.089569025, -0.12309637, -0.12328348, 0.050148077, 0.0005803798) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.01818056, 0.06468686, 0.048668604, -0.073914506, -0.044378582, 0.05316955, 0.048525907, 0.041465845, -0.03802939, 0.0012629672, 0.11157956, 0.04728687, -0.10458539, 0.09126685, 0.03000295, -0.014608383) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.052273344, 0.005653936, 0.02937832, 0.0137906335, 0.006477444, -0.10760524, 0.069172226, 0.17528568, -0.034741342, -0.07492991, 0.041394517, 0.011703913, -0.01293028, -0.025509331, 0.09298305, 0.0071548237) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.07902113, -0.108616725, 0.058997322, 0.063264266, 0.11020373, -0.089050815, 0.117041156, 0.05588188, 0.1282322, -0.005790242, -0.047862016, -0.12129489, 0.030355513, 0.12708251, 0.08056946, -0.0064981645) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(0.03257809, -0.076975845, -0.003909003, -0.07582689, -0.015173618, 0.16029586, -0.035136804, -0.020634444, 0.043394383, -0.009152167, 0.007245613, -0.19843842, 0.090923175, -0.038627923, 0.071801856, 0.0515674) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.049551368, -0.087662384, -0.073277175, 0.09873187, 0.025338676, -0.021965643, 0.043641645, -0.069786035, 0.06376868, -0.03459039, -0.040987365, 0.027192304, -0.15102813, 0.07779334, 0.110606246, -0.009940399) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.048475258, -0.0016466539, 0.00079193723, -0.00085421646); + result += mat4(-0.07107167, 0.009886906, -0.061021622, -0.11019054, -0.034301095, 0.09771787, -0.051864993, 0.09684327, -0.08797835, 0.03040107, 0.092474334, 0.055616572, 0.16722639, -0.1127143, -0.0521261, -0.032228544) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(0.003916877, 0.03955855, 0.02740431, 0.0747205, 0.030897507, 0.0008090569, -0.017456397, -0.09746496, -0.02540629, 0.026678773, -0.056202892, 0.096326, -0.04499608, 0.08766099, -0.157929, -0.0136659695) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.05888182, -0.08005892, 0.02972462, -0.061811693, 0.015362483, 0.06387018, -0.03346448, -0.05173854, -0.003174016, -0.17640525, 0.0580828, 0.03887592, 0.091787554, -0.13279878, -0.229628, -0.029493328) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.052578602, -0.048647314, 0.011727147, 0.0728119, 0.066691816, 0.023814555, -0.1126139, 0.03546712, -0.002087306, 0.017589265, -0.058256943, -0.047809675, -0.07192625, 0.06246048, -0.11960075, -0.018469479) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.014639136, 0.028646419, 0.046338856, 0.060429603, -0.10019169, 0.080828354, 0.09331199, 0.14373761, 0.0037974808, -0.011071799, -0.043200232, -0.07697648, 0.0040110005, -0.02748587, -0.005841718, 0.014361532) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.08907297, 0.072387315, 0.0029937676, -0.09195208, 0.07152659, -0.09494845, -0.054923747, 0.018583521, -0.030953446, -0.12522377, 0.026961498, -0.087497994, 0.07090582, -0.046127476, -0.053495232, 0.074679635) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.019997457, 0.06544093, -0.100700974, 0.114821866, -0.0025632358, -0.05271472, 0.040871523, 0.09046423, -0.005349519, 0.031155914, 0.110909775, 0.08456448, 0.02460135, 0.12392686, -0.09796079, 0.111834705) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.08109648, -0.0791714, 0.054299906, -0.07003891, 0.07221653, -0.051927596, -0.048794396, 0.1044918, -0.058412284, 0.06551401, -0.022327121, 0.03320334, 0.0012289003, -0.048411686, -0.09511639, 0.13888888) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.09425481, -0.06460806, 0.022865728, -0.07748199, -0.06553375, 0.11530394, 0.04581206, -0.05435501, -0.022918606, 0.0069057145, 0.032330308, -0.0034222333, 0.066027954, -0.04841268, 0.016022174, 0.12746422) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(-0.07920653, -0.08363159, 0.0010728261, 0.012219267, 0.09309983, -0.12286994, 0.07552689, -0.095300145, -0.07656956, -0.057501182, 0.022588748, 0.08657829, -0.04110398, 0.00840442, -0.0301489, 0.07301429) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.06606469, 0.002892196, -0.06095837, 0.07593702, 0.06942875, 0.0075755315, 0.0013442078, -0.00828146, 0.07808627, -0.033583682, -0.04790125, -0.034544893, 0.01924233, -0.012109767, -0.08271749, -0.0770741) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(0.04393366, -0.048891038, 0.012380383, -0.013186112, 0.091847725, 0.12389503, 0.0014147998, 0.039275076, -0.081549376, -0.004623564, -0.07935479, 0.02697655, 0.013832333, 0.07072621, -0.074392945, 0.023116622) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(0.075016424, 0.0036415877, -0.053060777, -0.056322463, 0.08892003, -0.040733617, -0.050070472, -0.07478059, -0.053945776, 0.06613757, -0.068126686, -0.0366981, -0.08842961, 0.061394252, -0.107219614, -0.010985793) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.04425772, 0.1415786, -0.10028226, -0.05761347, -0.004844568, -0.0032089874, 0.03403872, 0.08799576, -0.003998129, -0.06563576, 0.080497, 0.02689489, 0.09211451, -0.009449857, -0.021673668, -0.09247571) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.05685288, -0.026809065, -0.043143183, -0.028621139, 0.08062907, -0.1118278, -0.10232857, 0.0051646093, -0.09801772, -0.04775816, -0.008075825, -0.094374605, 0.0006863199, 0.021976998, 0.019612359, 0.08583876) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.05038929, -0.014370407, -0.03754497, -0.05101319, -0.12656486, 0.044807885, 0.153567, -0.03021155, -0.055450015, 0.0024230254, -0.07350356, 0.039584994, -0.020816842, -0.07185247, 0.027207956, -0.022641852) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.005510938, 0.123205535, -0.16553472, -0.10090446, 0.067777455, -0.050744336, 0.012532508, -0.058043756, -0.016505513, 0.026806338, -0.0822389, 0.04897396, -0.043428343, -0.060327265, 0.031839, 0.038261805) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(0.095266946, -0.069655195, -0.0833478, 0.044375885, -0.0050480026, 0.02494113, -0.0026564854, -0.026991423, -0.090860516, -0.047116943, 0.06952996, -0.0022425181, -0.033474483, -0.066667505, 0.0069856537, -0.06317381) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(-0.059562445, 0.33172792, -0.068092905, 0.03439291, -0.07195195, 0.019469827, -0.10411104, -0.021679623, 0.10722331, -0.05072971, -0.02525003, -0.028281672, 0.00039866174, -0.013313403, -0.06571361, 0.035347108) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(-0.04977538, -0.0017900668, 0.13885789, -0.016805725, -0.051949155, 0.041026216, 0.060506903, -0.06219489, -0.069464386, 0.065778896, 0.10740752, -0.07738396, 0.08975158, 0.15263703, 0.12299245, -0.1265624) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.028145334, 0.30570847, 0.05282162, -0.030067949, -0.011653075, 0.05043263, -0.10923805, 0.07860362, -0.0065150973, 0.091024, -0.01978334, 0.044780657, -0.06802425, 0.01619638, -0.032472163, -0.036589485) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.04383754, -0.11635602, -0.05356793, 0.069980174, 0.053393573, 0.08778265, -0.10002602, 0.040620703, -0.0719102, -0.058726236, 0.06272818, 0.113265656, -0.08282801, 0.0806168, -0.03435795, 0.06393256) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.053959183, -0.09781597, -0.028107336, 0.013168064, -0.05517896, -0.0070146006, 0.024262734, 0.05077324, 0.01742612, 0.03924756, 0.09421593, 0.062603146, -0.012073489, 0.17694129, 0.038263243, 0.023792565) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(0.04723068, -0.012133287, -0.03745491, -0.037270006, 0.07043867, -0.020096198, 0.022377525, 0.08486179, -0.06479224, -0.028053263, -0.03974197, 0.0110172415, 0.0028299487, -0.0931082, -0.053632356, 0.12266451) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.04069112, 0.05891232, -0.09750251, -0.057000395, -0.101015665, 0.07471539, -0.2604556, 0.12583551, 0.0560215, -0.09036416, -0.02305098, 0.009647609, -0.09342624, 0.034376714, -0.10022436, 0.044726584) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.0893111, 0.032148596, -0.08310081, -0.01700428, -0.026341679, -0.07058934, 0.0401634, 0.11052103, -0.08138663, -0.06858296, -0.08201966, 0.05669221, -0.030063495, -0.087017015, -0.020989407, -0.036788102) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(-0.1018986, -0.042433813, -0.07444545, 0.045093488, 0.027629675, -0.09635534, 0.1072441, 0.10577341, -0.08239687, 0.022819147, -0.00876415, 0.0016464603, 0.10720989, 0.05540897, -0.062239096, -0.009283536) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(0.06591523, -0.07131523, 0.024921052, -0.015680742, -0.09914005, 0.05626993, -0.05292952, -0.036368117, -0.10857693, -0.0059597846, 0.050618604, -0.13376951, 0.009434105, 0.015088126, 0.08179394, 0.015679443) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.076290846, 0.03541919, -0.055864416, -0.016687224, -0.09611953, -0.07071792, 0.053021263, -0.010106112, -0.025130682, 0.028633118, -0.23567815, 0.17808124, 0.07005153, 0.07826673, 0.024890091, 0.023305975) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.064567454, -0.033199146, 0.09650413, -0.17799379, 0.02295999, 0.11236896, 0.046314254, 0.09271234, 0.044735212, -0.10450614, 0.08487375, 0.19327681, -0.07534402, 0.018160982, -0.0037443629, 0.11518748) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(-0.074817896, -0.25444332, 0.08994501, -0.003402821, -0.06868562, 0.010200037, -0.04413558, -0.029965216, 0.028254136, 0.07453517, -0.18587708, 0.13040918, -0.08169941, -0.07463817, -0.016549308, 0.09607141) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(0.049767446, 0.08906422, 0.03520491, -0.18080193, 0.093580715, -0.08677526, 0.017181639, -0.053806826, 0.05625478, -0.029974375, -0.053062465, -0.0949589, -0.010565272, -0.07894193, 0.033265743, 0.076197974) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(0.08991163, 0.091494925, -0.123886764, -0.017650919, 0.038362112, -0.10751506, 0.057819013, 0.052269515, -0.048736475, 0.17748421, 0.052762084, 0.032844882, -0.003172618, 0.027197465, -0.042117845, -0.09647693) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(0.070276394, 0.091965385, 0.18032838, 0.055179443, 0.07143453, 0.06666891, 0.07750902, 0.0971104, 0.06969746, -0.023943286, 0.07685685, -0.054852318, 0.04071043, 0.083464965, 0.036707748, 0.028562546) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.05483332, 0.038014922, -0.0797481, 0.104571775, 0.05305026, 0.013832211, 0.07611026, 0.0676712, -0.14325614, -0.14733802, 0.14168787, -0.07403644, 0.039843615, 0.030549305, 0.0108772265, 0.041099068) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.18807925, -0.18166865, -0.073961146, 0.09488423, 0.017565051, -0.11731689, 0.06118783, 0.004431156, -0.04516029, 0.15848775, 0.015962576, 0.09288796, -0.07108715, -0.02125822, 0.020775877, -0.064516835) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(-0.012176497, -0.1848709, 0.33734348, -0.05894486, 0.012782097, 0.07570575, -0.1313699, 0.07827184, -0.07354171, -0.00092987146, 0.0107863145, -0.011807078, -0.030788118, -0.02953122, 0.00971608, 0.044922534) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.09694433, -0.032827593, 0.15188283, -0.17432085, 0.11572419, -0.0063958676, -0.08504576, 0.038501017, 0.06560127, -0.04954205, 0.15751575, -0.04984897, 0.02309161, 0.07924355, 0.02460358, 0.033725135) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.04326798, -0.14398536, 0.060109764, -0.009088822, -0.083218165, 0.07964472, 0.07563434, 0.17255236, 0.11756493, -0.17077628, -0.007821553, 0.00094260735, 0.08448119, -0.11472465, -0.013286992, 0.05210723) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.13507149, 0.05056716, 0.14240554, 0.0124415755, 0.026616398, -0.00023256459, -0.090696454, -0.019716704, 0.05823546, -0.061785523, 0.03757798, 0.058364972, -0.036875404, 0.06911994, 0.07660618, 0.0748468) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.0020429557, 0.12220026, -0.08686554, 0.019307192, -0.015522322, -0.10677009, 0.12831856, 0.0640619, 0.11178919, -0.014166529, -0.0016424197, 0.003893712, 0.094736986, -0.031916592, 0.04108218, -0.08029681) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.033818807, -0.057580315, -0.17926937, -0.019071288, 0.095854074, -0.03173402, 0.14486367, -0.11090472, -0.09688005, -0.1020589, -0.012277055, -0.01987762, 0.06854693, -0.101630844, 0.023158424, -0.024749078) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(-0.04278791, -0.39753047, -0.050630122, -0.15013146, 0.030995678, 0.10476827, 0.1192825, 0.095728196, 0.01241079, 0.09018692, 0.117576614, 0.06446324, -0.028965274, 0.02938581, -0.0800518, -0.070997775) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.071223065, 0.045461647, -0.09929226, -0.104495004, 0.04476408, 0.04722664, 0.3189616, -0.060818408, 0.106646135, -0.11574792, 0.19994585, 0.07147646, 0.03201663, 0.04001358, -0.082039565, -0.062932745) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.06889859, -0.3564969, -0.28342602, 0.012938501, 0.08771154, 0.25822315, 0.041526116, -0.09530609, 0.05814752, 0.20632811, -0.0013347827, 0.09847382, 0.02871313, -0.015895266, -0.107586086, -0.10094418) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.01990683, 0.15605038, -0.23181713, -0.015028779, -0.08116957, 0.041289378, -0.10415446, 0.0912794, 0.090948105, 0.25195464, -0.04139658, -0.076655924, -0.105826296, -0.00845422, 0.037362546, -0.07934489) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(0.037937388, -0.0637305, -0.058527086, -0.106701404, 0.009227687, 0.07402236, 0.14353609, 0.038850978, -0.14577241, -0.20072232, -0.02152236, 0.09742811, 0.058013044, 0.0155805405, 0.01312362, 0.01759056) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.004988307, -0.08699653, 0.008860123, 0.042042453, 0.06332248, -0.004671539, 0.0185625, 0.016896315, -0.09381278, 0.06720311, -0.14042412, 0.01487101, 0.040130008, -0.16804193, 0.060712453, 0.09343712) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.03561345, 0.16724397, -0.12962472, 0.009159126, 0.033909254, 0.007743173, 0.1295449, 0.018664222, -0.08172696, -0.041466434, -0.11758127, 0.00088513613, 0.085355654, -0.019932844, -0.05447414, -0.08687549) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.07103445, 0.0452273, 0.057658583, -0.057639357, -0.053583283, -0.036553428, 0.019884568, 0.13787714, 0.004777098, -0.019850634, -0.0561567, -0.045421574, 0.041153472, -0.027913861, -0.066323474, -0.03413847) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(-0.021707796, 0.0038350872, 0.020430477, -0.05453779, -0.030844236, -0.027564893, 0.026277285, -0.090540655, 1.025651e-05, 0.0831811, -0.09519294, 0.06232579, -0.073697284, -0.02375083, -0.068221204, -0.045323938) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.11126249, -0.030950433, -0.12846975, 0.019384673, -0.029222744, 0.04292489, -0.005472069, -0.013624525, 0.03900492, -0.20187259, 0.061479345, 0.018400386, 0.039325856, 0.09856128, 0.02980483, -0.055565502) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.008030769, -0.03104475, 0.12869589, 0.084577695, 0.024880506, 0.0015863865, 0.12685429, -0.08704813, -0.12965715, 0.050971035, -0.017468322, -0.008786162, 0.040520977, -0.02004884, 0.18062603, -0.055512) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.23323788, 0.06334802, 0.05225023, 0.00043607646, -0.03571876, 0.018188532, 0.066918, -0.010153479, -0.019752601, -0.23112004, -0.07860096, -0.035277765, 0.026505912, 0.06179351, 0.077628106, 0.057613395) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(0.009436241, -0.050790813, -0.086943954, -0.079254635, -0.022531273, -0.035436243, 0.0983481, -0.06356742, 0.026240654, 0.0805506, -0.1499398, 0.0748268, 0.07842964, 0.07381265, -0.09532043, -0.036446363) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.11400664, 0.021654895, 0.0061850306, -0.09961288, -0.08737236, 0.077904865, 0.08036145, -0.11633716, 0.0863448, 0.019641003, -0.14571203, 0.054178245, -0.06444375, -0.069144905, 0.09473548, -0.0061333785) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.026497746, 0.019416533, -0.121185556, 0.12583995, -0.117015906, 0.0743505, 0.054157857, -0.026286624, -0.03113982, 0.07616736, 0.012576774, -0.08693734, 0.10418915, 0.028850554, -0.16393994, -0.10983428) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(0.043596298, 0.13709915, -0.11882029, -0.06429899, -0.068146706, -0.0962499, -0.039666053, 0.050236776, -0.04703746, -0.059996374, -0.07363852, 0.039451927, 0.033618648, 0.23584199, -0.158181, 0.026572796) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.010889843, -0.08782069, 0.017778782, -0.060033727, -0.01276126, 0.1032493, -0.15713793, -0.04965889, -0.034666874, -0.022112066, 0.1344209, -0.1087487, -0.010047588, -0.1161863, -0.0028834247, 0.053243298) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(0.10104686, 0.108973145, -0.066654116, 0.08176969, -0.10179938, 0.060931846, 0.027188169, 0.08249329, 0.04682417, 0.12893721, -0.039238207, -0.08673354, 0.096696444, 0.18988575, 0.09436111, -0.16665058) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.102844924, -0.121063076, -0.15120025, 0.109667115, 0.06777, -0.11630844, 0.061267655, -0.010897848, -0.047274522, 0.07608138, -0.0073114485, 0.035060875, 0.022505092, -0.11353897, -0.0994852, -0.017566938) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(-0.06230334, -0.051167365, 0.10845475, 0.06589715, -0.06691571, 0.009406191, -0.14147575, -0.04683061, 0.049787533, -0.049566865, 0.017011613, 0.095692754, 0.11373638, 0.011897234, 0.21297935, -0.06009686) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.1239739, 0.0021995236, 0.017582195, -0.069414996, 0.07280288, -0.16227229, 0.044274483, 0.005935938, 0.0054356866, -0.05059835, 0.020577883, 0.06938757, 0.18385416, 0.06177331, -0.0042567877, -0.17950304) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.09434619, 0.06560225, -0.04573101, 0.07085812, 0.030111752, 0.107882775, -0.0033291937, 0.059003323, 0.01246872, 0.012420151, 0.0014607864, -0.047120944, 0.025445282, -0.009040443, 0.059385948, -0.06825505) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(-0.08541858, -0.0174127, -0.04654507, 0.070258774, 0.0889998, 0.10864832, 0.04691948, -0.0027463394, 0.07281909, 0.06914409, 0.068514556, 0.022353638, -0.14776325, -0.02298394, -0.012090953, 0.018218253) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.05204478, 0.09184707, 0.07330293, 0.092975646, 0.01661342, 0.070435844, -0.0971031, 0.12135898, 0.07111196, -0.121019915, -0.012531093, 0.06530126, -0.017568344, 0.03134535, 0.10205825, -0.099354796) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.08191207, -0.024354478, 0.06817851, -0.014563292, -0.01565188, 0.023515431, -0.08222648, 0.047537677, -0.07971235, 0.16833308, 0.12393237, -0.028001945, 0.0520506, -0.0012640959, 0.0162566, 0.055017017) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.09336124, -0.09281495, 0.1101393, 0.006538246, -0.034197673, 0.028642962, -0.08813212, 0.03629264, 0.06582348, -0.004847371, -0.07030353, 0.026741609, 0.008455193, 0.12576023, -0.06088293, 0.036267947) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(-0.01447002, 0.0016440776, -0.017955488, 0.029259834, -0.025812186, -0.07462318, -0.056285467, 0.100892186, 0.0344237, -0.11248404, -0.007935469, 0.07946504, -0.014773585, 0.011958028, 0.016499666, -0.07582556) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(0.044969257, -0.040438708, -0.085450225, -0.06899979, -0.03020031, 0.03161272, -0.031150188, -0.040331975, 0.11117189, -0.11816059, -0.070126675, -0.020423241, -0.030005997, -0.024055695, -0.068071306, 0.026006375) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.05357187, -0.0027176172, 0.049922068, 0.070143506, 0.0024742284, -0.001609003, -0.016137697, -0.09247473, -0.043662626, -0.047819484, -0.045613714, 0.081337824, -0.09299693, -0.0010868433, -0.05359032, 0.056290947) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.029666858, 0.10530187, -0.054595873, -0.07281814, -0.09350027, 0.038444787, 0.061979685, -0.058553815, 0.049948607, 0.012294495, -0.05192567, 0.025429344, -0.12098077, 0.08080997, 0.0094671985, -0.12551332) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.004292939, -0.007199753, -0.020891383, -0.014245914); + result += mat4(0.055644114, 0.09100377, -0.09884798, -0.051091373, -0.085678, -0.033505734, 0.08471433, 0.18646845, -0.07639864, 0.00441054, 0.024321288, -0.09081836, -0.08614323, 0.033649556, 0.11116135, -0.04754286) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.008508442, -0.06055039, 0.0892533, -0.0026407773, -0.066962324, 0.20870215, 0.016249817, 0.014573222, -0.014040939, -0.027278153, -0.10285528, -0.054542765, -0.013049143, -0.06981654, -0.076475196, -0.09750048) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(-0.03795553, 0.0143357925, -0.016079782, -0.006489082, -0.03972342, 0.28403255, 0.035600446, 0.06803707, -0.07935166, 0.004586236, 0.08002264, -0.18448937, 0.041353814, 0.015822008, -0.05091458, -0.040045615) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.022752449, -0.0015922387, -0.02417062, 0.044221714, -0.023399815, -0.027109493, 0.057470188, 0.16871566, 0.02850123, 0.019003008, 0.035710644, 0.059970394, -0.05851297, 0.0014255987, 0.01846305, -0.05837014) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(-0.015941922, -0.00018951598, 0.054370604, 0.08404262, 0.019477477, 0.08344221, 0.018560952, 0.017283296, -0.07392705, -0.05338679, -0.11020158, 0.116446935, 0.0069110105, 0.08907191, -0.020846397, 0.034059506) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(-0.0113523025, 0.060716033, 0.06007438, -0.09162546, 0.1260145, 0.19113933, 0.09518889, -0.021285597, -0.048454158, 0.0063076103, 0.057714187, -0.21400014, -0.08418822, 0.1280361, 0.006485279, -0.12659805) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.1002374, 0.018109227, -0.01716318, 0.052764807, 0.01971112, -0.051976264, 0.10663379, 0.038151883, -0.09956897, 0.027390987, -0.039190672, 0.00077889336, -0.102483846, -0.060825493, 0.0842883, -0.25052896) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(-0.033495557, 0.15619174, -0.07669208, -0.013560531, -0.11360866, 0.06649094, -0.0164348, 0.042110782, 0.0018052958, 0.06994752, -0.09987116, 0.008038039, -0.058035474, -0.072867595, -0.07268963, 0.15754937) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(-0.021473728, 0.033792827, 0.03537521, 0.01428014, 0.03222293, -0.039847914, 0.036089383, 0.0024968488, -0.062251233, -0.16892616, -0.033293054, -0.031068735, 0.2530231, 0.001155346, -0.03992736, -0.20498578) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(0.030766783, -0.13724993, 0.09068031, -0.2650363, 0.0125939865, 0.058933888, -0.07848431, -0.60372937, 0.030212702, -0.08489361, -0.08394632, -0.13388334, -0.09928932, -0.07939152, -0.03928932, 0.20898159) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.09317262, -0.043295905, -0.04844237, -0.12268558, 0.010076108, 0.02171641, 0.04081988, -0.257819, -0.0614182, -0.07455797, 0.004421147, -0.03552105, 0.037976246, -0.06416607, -0.07303247, -0.0073462785) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(0.08058797, -0.11186992, 0.022134712, -0.046224464, 0.15134649, 0.121105306, 0.005597554, 0.0030800474, 0.012267675, -0.07358752, 0.03395754, -0.1442319, -0.044373643, 0.03912309, -0.08802164, 0.11862474) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.047818724, 0.06288061, 0.009817287, -0.11424003, -0.10694429, 0.06393536, -0.0044410587, 0.090005174, -0.10714287, -0.1317614, -0.051108394, -0.08207541, -0.08945396, 0.055785347, 0.017509166, 0.029217197) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.005427444, -0.39763704, -0.028461594, 0.010529486, -0.055614814, -0.22618075, 0.06641385, -0.09347008, -0.04260682, -0.06892283, 0.07956672, 0.042624615, -0.016972566, 0.05952707, 0.0580695, -0.083627835) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(0.0005555321, 0.044410344, -0.005095968, 0.05072879, 0.070896395, 0.08087963, -0.01440604, -0.062481552, 0.054988667, -0.06871177, -0.01248332, -0.06680518, 0.018737905, 0.047259007, -0.05739308, -0.026940063) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(-0.110868976, 0.012300397, -0.024920572, -0.01776843, 0.03148568, 0.07927911, -0.115689695, 0.12725687, -0.08959673, -0.051062927, 0.0756265, 0.008200832, 0.12126783, 0.046756875, -0.0520029, 0.1433251) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.07526472, -0.15608633, -0.04184872, 0.077368036, 0.008526319, -0.06521899, 0.08615129, -0.051503226, -0.121396534, 0.025763517, 0.076955155, -0.02363298, 0.03235363, 0.059667144, 0.07008671, 0.073270455) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.0010615847, 0.14783226, -0.00045865067, 0.027492642, -0.23415092, 0.06078512, -0.05858751, 0.26728588, -0.061105136, -0.0034197837, 0.041975733, 0.09819361, 0.14543128, -0.06382426, 0.04237917, -0.01878692) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(-0.14783914, 0.016857151, 0.08701159, 0.3839409, -0.05986543, -0.001223289, 0.116124675, -0.11462088, -0.065441445, 0.045305803, 0.105727576, 0.113511905, -0.09839826, 0.10658338, -0.013634175, 0.27196166) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.08806897, 0.16058789, -0.02110755, -0.019904554, -0.026408557, -0.014882521, -0.0041339393, 0.0535871, 0.023940505, 0.21421805, -0.055575103, 0.015863266, 0.103765585, -0.04679736, -0.05604605, 0.015547754) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(-0.016207287, 0.14002056, -0.081970565, 0.8476871, 0.091421716, -0.07672085, -0.13585556, 0.10495173, 0.0354231, 0.0010502952, 0.06366433, 0.020647908, -0.07145658, 0.046143085, 0.03641755, 0.032779723) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.05282534, -0.009298014, 0.069248386, 0.12569632, -0.055417318, -0.15349583, -0.076167546, -0.027360843, 0.053949777, 0.01833769, 0.022393016, 0.12506182, -0.071708985, -0.096842155, -0.024014313, 0.058814757) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(0.15311414, -0.3153416, 0.061271377, 0.08881981, -0.15500443, 0.023460561, -0.012241763, -0.011228046, 0.09992462, -0.10410188, -0.034400377, -0.042398654, 0.05027194, -0.013892793, -0.018229159, 0.07468395) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(0.1334948, -0.13669999, -0.04679306, -0.13389024, 0.0345736, 0.16154362, -0.019610494, -0.0134619335, 0.010543973, -0.058033522, -0.02503624, -0.0829884, 0.0620119, -0.011144529, 0.03143673, -0.06020535) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.1486809, -0.008192016, -0.0054756096, -0.7009343, -0.020700095, 0.035480622, 0.035028126, -0.33240998, 0.054471724, 0.029226253, 0.041914374, 0.08902709, 0.11550206, 0.03649633, 0.029427016, 0.12272899) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.28581318, -0.11949545, 0.048436508, 0.21196504, -0.13154086, -0.026226213, -0.04853247, 0.18927798, -0.03168101, 0.08022983, -0.015022998, 0.06487658, 0.015757538, 0.072379604, 0.018881375, -0.018444886) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(-0.26712573, -0.0032310884, -0.016834408, -0.1816439, 0.18915878, 0.21618153, 0.002511784, -0.13175535, 0.013028425, -0.053407785, 0.101628885, 0.06819314, -0.008635901, 0.068020396, -0.017948767, -0.0011337672) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(0.0033801186, 0.117035866, 0.08848007, -0.011297425, -0.058179323, -0.064032614, 0.03296836, 0.16049223, 0.1070602, -0.12713557, -0.004779712, -0.4011729, 0.08764687, 0.024407176, -0.03358569, -0.27312428) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(-0.06418312, -0.042300995, -0.019602612, -0.086257786, -0.052899487, 0.026715865, 0.029930742, -0.0804106, -0.117608294, -0.22286575, -0.03853984, -0.11321715, 0.012586427, -0.06935172, -0.09880006, -0.015679559) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(-0.006873587, 0.019033734, -0.023495542, -0.022405172, 0.08440516, 0.26194724, 0.011715261, -0.006633725, -0.16860041, 0.06950722, 0.070177846, -0.060152218, -0.09223719, 0.028397342, -0.0915829, -0.1292168) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.15370016, 0.33142152, -0.058273178, -0.2868947, 0.06558088, 0.015430644, -0.01578264, 0.10768305, -0.10206022, 0.052218422, -0.043306116, -0.2393894, -0.016030865, 0.053676378, -0.051455665, -0.0038445867) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(0.20652036, -0.13867076, 0.046967026, 0.18810634, 0.05066032, 0.022995483, 0.06783667, 0.012802927, -0.042999428, 0.1679408, -0.034873832, 0.04749268, -0.043482706, -0.11492579, 0.060911417, -0.041120086) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.08529889, -0.19887765, -0.05275126, 0.16137825, 0.10895081, 0.06818321, -0.07515901, -0.04891235, -0.07468073, -0.11204083, 0.03679473, -0.057139438, 0.05710983, -0.038850594, 0.10024077, 0.081158176) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(0.0790737, -0.051616836, -0.021337593, 0.32708284, -0.064390264, -0.08611764, -0.07299765, 0.11629796, 0.08347041, 0.011340547, 0.06340137, 0.26635128, -0.075679384, -0.03764004, 0.030090153, -0.037227985) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(0.1784687, -0.16661578, -0.07178752, 0.13216893, 0.01753238, -0.007203522, -0.020626618, 0.17457542, 0.16491905, 0.096586764, -0.0041018194, 0.06494877, -0.0022741517, 0.0023413375, 0.056674287, -0.006198614) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.06546798, 0.17806013, 0.00612111, -0.2504232, 0.09828336, -0.012952871, 0.034865692, 0.038956523, -0.065451026, -0.19129173, 0.055539172, 0.01841785, -0.056690443, 0.004939801, -0.042002056, -0.06249305) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(-0.07250634, -0.04214204, -0.043711506, -0.16882437, -0.003681087, 0.08322764, 0.09566099, 0.07023795, 0.06459661, 0.26854116, 0.022844557, 0.18311113, 0.08485956, 0.048210695, -0.012465864, -0.06934984) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.08773552, 0.032249037, 0.031273827, 0.024720963, -0.17257583, -0.015102483, -0.019464351, 0.09157749, -0.03820949, 0.064436466, 0.056434434, 0.1331503, 0.097844854, -0.12721643, 0.04045196, -0.11391265) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.06485637, -0.18431708, 0.018872345, -0.006628801, 0.013950366, 0.06822668, 0.025233407, 0.043890025, 0.013630276, -0.12381056, 0.09421659, -0.26922756, -0.052022092, 0.020833546, 0.071972966, -0.059330553) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(0.020175068, -0.0077399057, -0.12277569, -0.09335791, -0.20299459, 0.10106041, 0.06742303, -0.013244781, 0.027820807, 0.22079356, 0.13813128, 0.098309785, 0.07117544, -0.019483617, 0.0595568, -0.042477697) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(0.19882151, -0.4041186, 0.016097339, -0.038302995, -0.040197145, 0.2646564, -0.012879744, -0.056977246, -0.091667354, 0.032797452, 0.0503183, -0.084563196, 0.08102928, -0.032928515, 0.04469852, 0.10614667) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(0.06931306, -0.15771067, 0.018497972, 0.21386568, -0.028646845, 0.1127942, 0.0138763245, -0.07122855, 0.021736091, -0.06372138, -0.0442334, -0.055689104, 0.048099957, -0.04843639, 0.024233894, -0.018077156) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(0.11171957, 0.1836148, -0.24335489, -0.3293444, 0.10519631, 0.0070859874, -0.057608176, 0.27348486, 0.03894111, 0.080753565, -0.0038434237, 0.26486287, 0.023257867, -0.054950252, -0.007635298, -0.05807418) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(0.034679346, 0.119858414, 0.028517682, 0.12541653, 0.068251744, -0.00052726286, -0.109709665, -0.07537806, 0.15935399, 0.08224939, -0.018930174, 0.004545589, 0.03580057, -0.068810225, -0.0848546, 0.10910069) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.16975042, 0.08385562, -0.019323999, -0.4207543, -0.030151581, -0.19558407, 0.10084607, 0.2539609, 0.20269632, 0.04474558, 0.114418186, 0.2853872, -0.081392586, -0.051220145, -0.010991561, 0.08170888) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.04427489, -0.14128783, 0.12066803, -0.3922497, -0.0708468, -0.034092937, 0.08448367, 0.42555586, 0.010222631, -0.095249556, 0.083039716, -0.014124507, 0.044962715, 0.06833478, -0.046168923, 0.100519076) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.08214263, -0.12045208, -0.011228252, 0.025635011, 0.021952296, 0.08572999, 0.105687365, 0.04004142, 0.03359631, 0.008610901, 0.068155885, -0.095625214, 0.011148379, -0.095789015, -0.08024637, 0.17837481) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.10016818, -0.05832227, 0.06217913, -0.03258136, 0.07217873, -0.077596694, 0.05088975, -0.05954446, -0.037371486, 0.03125029, -0.02910495, -0.21224326, -0.019546857, -0.1345682, 0.009360086, -0.09555079) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.021508092, -0.20426661, 0.017114809, -0.047079366, -0.059548203, 0.081849545, 0.023988977, 0.037090033, 0.061871964, 0.06478672, -0.110401, -0.15728383, -0.0792295, 0.04227156, -0.014002586, 0.16745356) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.016550982, 0.20382951, -0.02692183, 0.023213081, -0.057956774, 0.20573159, 0.05177937, -0.15147279, -0.09678313, 0.0038483278, -0.10034566, 0.057732306, -0.024816891, 0.31986454, 0.009769604, -0.18963176) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(-0.020347765, 0.10928244, 0.039942354, 0.03959467, -0.051366813, -0.030560926, -0.039278496, -0.06696584, -0.033686683, 0.077553116, 0.108040154, 0.031460248, -0.019993149, 0.037052587, 0.027747856, -0.052539505) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(0.13990198, 0.153456, -0.04542057, 0.029194029, -0.045146197, -0.026631914, -0.052210677, -0.050615616, 0.070918016, 0.058730442, -0.10814299, 0.10040124, 0.11118155, -0.08326182, 0.047304686, 0.16626035) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.19942518, 0.16004656, 0.0051715667, -0.23234288, -0.0850096, -0.014540449, 0.029734468, 0.028703284, 0.15345702, 0.060000345, 0.0964286, 0.08085447, 0.048258416, -0.005429813, 0.056613512, -0.18905881) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.24462524, 0.15451431, -0.004508733, -0.011049552, 0.15904494, 0.014337372, -0.023105847, 0.1466589, 0.027983746, 0.019366248, 0.025918817, 0.07561972, 0.026054906, -0.11135223, 0.03468939, 0.040179823) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.014611327, -0.10121976, -0.012014963, -0.2008808, 0.037219074, -0.061283253, 0.036003754, -0.17796265, -0.09942259, -0.00046910017, -0.043701842, -0.19557664, -0.07636681, -0.07517057, -0.08781258, -0.16742809) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(0.01174972, -0.06614205, 0.05407236, -0.16031916, -0.039798856, -0.092443, -0.021134224, -0.13759428, -0.12260421, -0.14021268, -0.0063174507, 0.0044863042, 0.012214964, 0.10938553, 0.022553984, 0.13440818) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.014141495, 0.008313913, -0.08818923, 0.09777944, 0.071927026, -0.008345156, 0.03798976, 0.052152008, 0.084851235, 0.15265068, -0.03857112, -0.07690967, 0.029678, -0.019178161, -0.051616143, -0.039993167) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(0.0023489448, -0.20498063, 0.008616179, -0.008651759, 0.038537506, 0.1264171, 0.052656814, -0.0989684, -0.07601843, 0.175161, -0.033019602, -0.35669017, -0.07406906, 0.015371613, 0.0009856811, 0.03281617) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.1494672, 0.13954525, 0.078160785, 0.053159017, 0.004550467, -0.02782462, -0.033040896, 0.3088946, 0.06554074, 0.19207506, 0.051462516, 0.19270122, -0.09354585, 0.108496346, 0.047225807, 0.015767293) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.020020802, -0.0038856298, -0.07994644, 0.08461428, 0.036428776, -0.13642997, -0.059102934, 0.003096909, 0.015220521, -0.091018066, 0.03366148, 0.25302845, 0.008346765, -0.013925157, 0.10445419, 0.095947795) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(0.024125867, 0.131004, -0.036612254, -0.2609639, 0.017814986, 0.06305231, -0.061913304, 0.111362875, 0.13694988, -0.05538387, -0.02844326, 0.08826575, 0.071870856, -0.01899622, -0.07534982, -0.10540232) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(-0.042177524, 0.24119769, 0.087500766, -0.11947602, 0.054912142, -0.06156533, -0.014772919, 0.078837775, 0.20128468, 0.31156486, -0.05370486, -0.082766354, -0.033690557, 0.077190876, 0.09891412, -0.18027462) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.16838363, 0.0717853, -0.06305715, -0.078164145, -0.11990449, 0.12974742, -0.06874924, -0.13946219, -0.12111357, -0.038500782, 0.038149644, 0.0121555, 0.05740068, 0.10635327, -0.06441076, 0.1214566) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(0.07962822, 0.026585544, 0.0152262, -0.026543882, 0.056499828, -0.025001235, 0.026526922, 0.3027483, -0.018413372, 0.05891316, -0.1406145, 0.052545972, -0.054940324, -0.09337434, 0.0013769905, 0.09233819) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.07820321, 0.0042193057, 0.014068344, -0.107965685, -0.10064773, -0.09709808, 0.11343873, 0.014041947, 0.044066686, -0.09405697, 0.06153122, 0.04237442, -0.11336107, -0.054238673, -0.08926233, -0.0807603) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.033652373, 0.1047874, 0.02118369, -0.023661261, 0.05328256, 0.23322287, 0.08916468, 0.15312532, 0.009239292, 0.16489509, -0.09126923, 0.15254366, 0.009453087, -0.1396487, -0.020423133, 0.051727515) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.043349545, -0.08852708, 0.033218063, -0.1246443, 0.16214259, -0.049378127, 0.12479136, -0.012243139, 0.013372278, -0.10934197, 0.03852828, 0.09618693, 0.06022652, 0.06486975, 0.04713489, -0.09559535) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(0.057024423, -0.13659717, -0.012351795, 0.0056397766, -0.06044732, -0.10356769, 0.11958595, 0.18055393, 0.06377517, -0.17707728, -0.10713078, 0.47401905, -0.12482789, -0.11807397, 0.026042808, 0.11599631) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.03494781, -0.09645318, 0.028966196, -0.04641322, -0.037011404, 0.0013174255, -0.016328868, -0.041759737, 0.042689096, 0.09282563, 0.06016206, -0.16539642, -0.09345006, -0.16392319, 0.07466253, 0.09104711) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.12995051, 0.051939905, -0.036005184, -0.118541546, 0.021179078, -0.00683411, -0.013371415, 0.027010856, -0.0043306933, -0.14565396, -0.0045375093, -0.18205337, 0.14343725, -0.009547237, 0.060663674, -0.06357451) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.10902644, -0.00056041393, 0.0042263377, 0.09643926, -0.035976343, -0.047115263, 0.0606451, -0.005948926, -0.03259752, 0.05036386, 0.04517439, 0.05276042, 0.07211694, 0.0014044475, -0.06844833, -0.14150175) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(0.06975195, -0.10852827, 0.06821558, 0.024703262, -0.11091825, 0.064011246, 0.00042182748, -0.02777697, -0.09659334, -0.20865579, 0.1122862, -0.051212423, -0.02592291, 0.01885453, -0.03651825, 0.018138785) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.008209412, 0.0036267866, 0.010955691, 0.012122923); + result += mat4(-0.08971826, 0.009755134, 0.024108082, 0.021998988, -0.09971011, -0.077811785, -0.018673878, 0.12245483, 0.0976537, -0.019683914, 0.063392304, -0.07712546, -0.02526047, 0.10542067, -0.106252775, 0.030170942) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.056845814, -0.005701543, -0.059821457, 0.046284635, -0.06211573, -0.07354531, -0.033425458, 0.07692848, -0.09811117, 0.07596387, -0.042805985, -0.06723873, -0.058561113, 0.081856266, 0.050178386, -0.05841457) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(-0.046308946, 0.048190247, 0.095933825, -0.043295655, -0.09051246, 0.09801284, -0.08490673, 0.018770969, -0.030554472, -0.013495266, -0.05858333, 0.11788926, 0.06886642, 0.039519854, -0.05097836, -0.051860195) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(0.07875512, 0.0037143175, 0.06137392, -0.039755248, -0.016687317, 0.09264347, -0.048000015, -0.029796744, -0.0011601277, 0.016744299, 0.026984653, 0.03665018, -0.018572794, 0.030106109, -0.09073815, -0.081291206) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.015516471, -0.07129997, -0.07184864, -0.11087486, -0.04249271, -0.080451615, 0.010491222, 0.158226, 0.10958616, 0.008178929, -0.04849003, 0.007405969, -0.058344457, -0.06667998, -0.013192712, 0.10491594) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.10171312, 0.04399978, 0.03330453, 0.019767419, 0.03373304, 0.09452068, -0.10092028, -0.025701888, 0.03507788, 0.07112797, 0.078616045, -0.043754436, -0.07079855, -0.07409572, -0.13416715, 0.08667863) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(-0.07010381, 0.100730665, -0.07854648, 0.045747522, -0.04439835, 0.037645675, 0.053551733, -0.12805173, 0.021313267, -0.018063325, 0.065623164, -0.06880019, -0.05610914, 0.08389454, -0.0044170525, -0.11851628) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.09134001, 0.026140679, -0.0055229743, -0.04981696, -0.03844942, 0.08130511, -0.064545445, -0.0044911825, 0.029820511, -0.05917406, -0.018881876, -0.096668445, -0.11719329, 0.05271297, -0.053567514, 0.09103927) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(-0.08822942, 0.03968685, 0.032203738, 0.026246492, -0.0067540067, 0.056587916, -0.060369696, 0.09875949, 0.08592363, -0.06877087, 0.035056747, 0.104331985, 0.006531792, -0.06614849, -0.04924024, -0.031434037) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(-0.004954586, 0.084096044, -0.033365566, -0.052217346, -0.08442804, 0.01761401, 0.021906974, 0.08492021, 0.09887061, -0.04393864, -0.09413369, 0.066131406, -0.037874132, 0.071074896, -0.029357363, 0.08231845) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.0045036455, 0.051833928, 0.06883673, -0.062047005, 0.08381633, -0.073738985, 0.1026821, 0.06072899, 0.01882159, 0.06310653, 0.087420985, 0.043367703, -0.10387822, -0.010073063, 0.070951685, 0.03200617) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.09738996, -0.018862722, 0.049255114, 0.05961699, -0.13057972, 0.09480797, -0.03754837, -0.059870332, -0.01991958, 0.07369053, -0.07158032, -0.06324326, 0.096051395, 0.063911155, 0.035158634, -0.012764381) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.06798638, -0.0368062, 0.11193917, -0.0037040317, 0.059107713, 0.02915958, 0.12071999, -0.119032465, 0.04904137, -0.09508187, -0.02955055, -0.066848494, -0.07910355, -0.016003301, 0.006842956, -0.09845519) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(-0.105871275, 0.11010067, -0.015839461, 0.070748806, 0.041957065, 0.07699882, 0.10602816, 0.004985684, -0.07682741, -0.0632745, -0.048613776, -0.072103165, 0.06067607, -0.079320855, 0.013491617, 0.017735409) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(-0.124516815, -0.04247377, 0.060606126, 0.10654439, -0.012093496, -0.10817692, -0.026713576, -0.010791153, -0.059482746, -0.020391308, 0.0443333, 0.023094004, 0.022379868, -0.10111678, 0.020880608, 0.057710424) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(0.05060668, -0.11805197, 0.07594568, -0.07069406, 0.08143436, -0.056195416, -0.0654136, -0.018500993, 0.09500568, -0.07524953, 0.076579, -0.06047056, 0.034190997, -0.012076662, 0.030526042, -0.049850434) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(0.04605557, 0.044651862, -0.051289026, -0.056656394, -0.08358299, 0.0074357437, -0.061260894, -0.13050583, -0.07789244, -0.020996355, 0.09070874, -0.03497628, 0.06582427, -0.04890103, -0.070766635, 0.08595799) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.052046243, 0.040267058, 0.06845873, 0.08591292, 0.0028140454, -0.08552415, -0.099744, 0.09305307, -0.054031193, -0.10067132, -0.028392294, 0.023192516, -0.061748616, -0.06588706, -0.04331578, -0.01642068) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.16903502, 0.050249174, -0.22191636, 0.19126186, -0.16717446, 0.05334943, 0.011586367, 0.13533907, -0.057124503, -0.07409675, 0.078524806, 0.036188703, 0.069969445, -0.0020349424, 0.08806575, -0.08283932) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.2516604, -0.009114172, -0.109552726, 0.10941368, -0.059094105, -0.038776163, -0.019998211, 0.08589514, 0.01430332, -0.026593562, 0.033004202, -0.0891728, 0.057688985, -0.12246458, -0.04425753, -0.095962316) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(0.1348317, -0.0467185, -0.16539787, -0.11454304, -0.1643636, 0.012890544, 0.013844422, 0.039174177, 0.057631414, -0.0038635065, -0.025858756, -0.027921854, -0.061556645, 0.087746955, 0.047855757, -0.015983094) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(0.09391917, 0.100080565, -0.1466459, 0.09006818, -0.17677289, -0.009713587, -0.11466557, 0.0044841785, -0.029240943, 0.1011468, 0.015449802, 0.016408054, -0.030177692, -0.0714135, -0.0061454093, -0.013573647) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(-0.0811045, 0.090918586, 0.0013696377, 0.09162704, -0.100717224, -0.097756505, -0.044214357, 0.12057229, -0.05028264, -0.0015608694, 0.012594963, 0.07051633, -0.059859343, 0.09829349, 0.029803269, -0.069687374) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.14455098, 0.023940865, -0.0886486, 0.07189609, -0.04141588, 0.11090175, -0.024598105, -0.04952651, 0.021553198, -0.0064484044, -0.08628728, -0.0861726, 0.09625215, -0.109878615, -0.016901143, -0.048544433) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(0.0015492368, -0.07902587, 0.01515373, -0.09127597, -0.085316986, -0.08298783, 0.07879215, -0.00890793, 0.017699558, -0.08472732, 0.011217422, -0.026798217, 0.037397582, -0.0400565, -0.0026135452, -0.026260396) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(0.0068494403, 0.12326532, 0.01172835, -0.04974133, -0.095666625, 0.063072234, -0.02284957, 0.023840886, 0.107047044, -0.009414165, -0.00043899592, -0.024644634, 0.074998535, -0.011817158, -0.098676674, 0.07537046) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(-0.07771653, 0.12978542, -0.071654834, 0.09538589, -0.025187911, 0.00400034, -0.018890506, 0.14493383, 0.017602526, 0.0971679, 0.028802233, -0.045145895, 0.08564867, -0.07439091, 0.0011997717, 0.045205332) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(0.07023967, 0.06253002, 0.022010026, -0.119200386, -0.05536548, 0.058760405, -0.051729303, -0.03464536, -0.052699693, -0.12301407, 0.03705289, 0.055314124, -0.06029911, 0.06948198, 0.0466372, 0.07817586) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(0.031640016, 0.10841944, 0.020212704, -0.050232578, -0.081144646, 0.037255034, 0.024878828, 0.0993073, -0.15255094, 0.0967557, 0.020852508, 0.098357625, -0.008463373, 0.042150978, -0.07113693, 0.10724578) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(0.058027938, 0.090957925, 0.03466782, 0.12895627, 0.09803805, 0.0035630965, -0.107017376, -0.07231079, 0.090604626, 0.02382962, -0.076581374, 0.1711485, -0.022017237, -0.05058417, -0.07932253, 0.093538254) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.16477303, -0.16297221, -0.053446323, -0.07453705, -0.061605286, -0.08134782, -0.10182048, 0.045394715, -0.010991829, 0.00826014, 0.08322968, -0.06973355, -0.0663064, -0.04392806, -0.07263214, 0.096778914) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.0941862, 0.092584, 0.16524832, -0.07801329, 0.029286487, -0.06002916, -0.06292552, 0.12303158, 0.039355617, 0.010139943, -0.04226107, -0.04542821, -0.011060624, 0.08968969, -0.04525725, 0.027380642) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.11244076, 0.075267, -0.056879856, 0.06691347, 0.04306523, -0.06540409, -0.00081445073, -0.054707125, 0.030885937, -0.033187952, 0.038052656, 0.031427264, -0.012988954, 0.093892016, -0.018312488, -0.028845955) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.008654258, -0.11938565, 0.09968486, 0.13558844, 0.026740788, 0.04479369, 0.026828662, 0.01558401, -0.013867659, -0.05291776, 0.031263795, 0.0114549, 0.05316401, 0.046067547, 0.075380445, -0.10019385) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.061785296, 0.05236009, -0.07940044, -0.1617263, 0.059586592, -0.07821926, -0.07633899, -0.07715223, 0.0017316676, 0.06451359, -0.05252992, -0.14524883, -0.0643712, 0.027679756, -0.00835125, -0.086677074) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(-0.05438811, 0.054803856, -0.029354887, 0.11615474, -0.061110962, 0.076409735, -0.093912944, 0.11151834, 0.04893188, -0.091643915, 0.015038946, -0.06400341, -0.11400913, -0.013802248, 0.017815491, 0.10256088) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(0.32073182, -0.2009675, 0.08431246, 0.16020915, -0.2805809, 0.13982414, -0.01578111, -0.042807538, 0.117791235, -0.012969516, -0.03506166, 0.037866436, 0.09308744, -0.10643966, -0.0752197, -0.058317352) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(0.2569763, 0.027963521, 0.1053661, -0.049004056, -0.033680785, -0.123134896, -0.06546271, -0.11758396, 0.19743277, -0.08741948, 0.10938627, -0.023338662, 0.11196195, 0.10032507, -0.06476967, -0.07993123) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(0.02719125, -0.046528853, 0.002850356, 0.12413328, 0.058446962, 0.07013216, -0.07500845, 0.008081168, -0.06821149, -0.07714301, -0.028294, 0.18455096, -0.03211471, -0.02362995, -0.002759362, 0.08398882) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.11726927, -0.053239282, -0.05175853, 0.021330114, -0.048052568, -0.017476609, -0.10959411, 0.07007045, -0.024116676, -0.018705731, 0.026514526, 0.16994923, 0.031995203, 0.028431585, 0.010113981, 0.09065125) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(-0.22731236, 0.07580438, 0.22210746, -0.02353637, 0.08827543, -0.035852853, -0.123698376, 0.10580182, 0.2708506, -0.06943579, -0.1545427, -0.13396654, -0.005165474, -0.08102771, 0.014273996, 0.035130348) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.296201, 0.07753484, 0.004271766, -0.11127421, -0.015080855, -0.015710302, 0.09247011, 0.009073645, 0.121286236, -0.09238384, 0.11495153, -0.04172125, 0.015166584, 0.035352062, -0.03073745, 0.010985026) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(0.084711485, -0.16018455, -0.042181976, 0.11761995, 0.15203808, 0.051504392, -2.513736e-06, -0.020947132, 0.076358795, 0.08873159, -0.16870378, 0.04474556, -0.037296757, 0.088835426, 0.043566223, -0.041029632) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.058052193, 0.1308858, 0.07252604, -0.013733138, 0.18423401, -0.159446, 0.008385332, 0.07948717, 0.17187402, 0.050579812, -0.15937303, 0.03943235, -0.092624925, -0.03653303, -0.0764742, 0.012176999) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(-0.014286126, -0.056890715, -0.07886575, -0.05090753, 0.06372104, -0.009480762, -0.030898916, -0.083031565, 0.10497022, -0.051140502, 0.13767391, -0.25649428, 0.07853264, -0.02423514, -0.08454639, -0.021786164) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.06631674, 0.09545863, 0.15017273, -0.027726227, 0.026797233, -0.054006502, -0.07977919, 0.059067678, -0.07718974, 0.008178607, 0.16320002, 0.0445999, 0.071921565, -0.024005396, 0.09396782, -0.09266632) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.16552348, -0.07857625, 0.03806774, 0.14816381, -0.0047077322, 0.014397493, -0.12480399, -0.12005361, 0.083158486, -0.008982747, -0.00539069, 0.029295158, -0.07320595, -0.094256535, -0.068896115, -0.05811549) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.03638114, -0.034553587, 0.100634165, -0.040112536, -0.03655359, -0.0026969593, -0.052037917, -0.039368987, 0.038872484, -0.021310112, 0.015337623, 0.0509571, -0.055229247, 0.05558522, -0.017492982, 0.07354954) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(-0.1727934, 0.081648044, -0.038751144, -0.1311226, 0.10538738, -0.06531135, -0.12715194, 0.15820824, 0.010739137, 0.10557741, 0.053213965, 0.04526114, 0.008800681, -0.0031037356, -0.048722405, -0.053706754) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(-0.10853218, -0.11841738, 0.100478135, -0.10903275, 0.043375112, -0.07657886, -0.07982597, 0.036392268, -0.07956834, -0.12711865, 0.10373159, 0.016590424, 0.0595997, 0.01294229, -0.09906514, 0.0033575634) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.10032501, 0.014363291, 0.19459076, -0.14805886, 0.10569203, 0.044122767, 0.045861624, -0.040769085, -0.06068043, -0.0140993465, 0.10252077, -0.044182535, 0.020544998, -0.0013867234, 0.10200624, -0.060798407) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.20466085, 0.03625066, -0.1843449, 0.04633975, 0.021496639, -0.014957268, -0.09212855, -0.07461293, -0.029268652, -0.13452794, -0.10055293, -0.07281387, -0.042594746, -0.028963031, 0.015029755, 0.12974194) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.056417838, -0.14495808, -0.13726485, 0.21519509, -0.00029698695, -0.054831922, -0.018193932, 0.009701383, -0.081678204, 0.017475087, -0.09577147, 0.070612885, 0.123600855, -0.12620042, -0.02203835, 0.028395876) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(0.17369765, -0.0064543695, -0.059030794, -0.042425647, 0.06432956, -0.0005802861, 0.010852923, 0.07350785, 0.060213488, -0.006799091, -0.010165326, -0.07067583, 0.08242376, 0.03475784, -0.022982586, -0.060285952) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.114339784, -0.054106086, 0.12128907, -0.059633907, -0.022478983, 0.025326144, 0.020737223, 0.004398691, -0.014060204, 0.063974485, -0.05002576, -0.039501905, -0.091279835, -0.038092967, 0.04549341, 0.06374413) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.089171216, 0.072608076, 0.024991069, 0.03544505, -0.015556167, 0.10790686, 0.117217205, -0.04350327, 0.08595954, 0.006674119, 0.08956625, -0.030126, 0.10988481, -0.043620855, 0.105749354, -0.0951767) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(-0.12006753, -0.01955477, 0.09708227, -0.0666692, -0.10030734, -0.092887424, 0.094246134, -0.04252154, -0.07384329, -0.14077577, -0.006760666, -0.0069477926, 0.062084038, -0.02302523, 0.018631998, -0.15112346) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.13777764, 0.10273763, 0.007632788, -0.08960165, 0.04559774, -0.07544861, -0.05688129, 0.0015677959, 0.07098258, -0.037636455, -0.06413753, 0.02403126, -0.12374905, 0.16616316, 0.043122, -0.038059086) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(-0.04255921, 0.0066659157, -0.080288306, -0.024924811, -0.03854211, -0.025139611, 0.13093151, -0.08051822, -0.023702512, 0.0008909487, -0.012441252, -0.14512548, 0.06290787, -0.0627451, -0.05376049, -0.016875034) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(0.10446171, -0.030003535, -0.013478192, -0.04079119, 0.032470435, 0.012748637, -4.8015216e-05, 0.11777831, -0.019678464, 0.07552121, 0.018166179, 0.11122018, 0.06942704, -0.13363725, 0.20989673, -0.16243055) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(-0.052103087, -0.079394124, 0.0017567518, -0.04205538, -0.04819655, 0.050396822, -0.051722582, -0.086343564, -0.061928514, -0.056164958, -0.103860185, 0.086647026, -0.13564175, -0.010355185, -0.01903613, 0.018759688) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(0.022745615, -0.0978525, 0.0033426408, 0.054647684, -0.003505767, 0.10089109, 0.09412082, 0.017425727, 0.1137775, -0.060303688, -0.08587214, -0.021158243, 0.091735445, 0.028339824, -0.030134948, -0.021621885) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(0.08747728, 0.011512994, 0.0717236, 0.061208803, -0.076573655, 0.041673254, -0.0675556, 0.11181996, -0.053996112, 0.044173643, 0.053413633, -0.029855793, 0.012684745, 0.041368276, 0.06390253, -0.15167898) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.036067672, 0.034350358, -0.00925414, 0.09861341, 0.040601175, -0.079586044, 0.0779505, -0.00096066325, 0.12480722, -0.1455423, -0.07100209, -0.028499307, -0.042616572, 0.075331405, -0.03803601, -0.06148403) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.09577508, -0.06586264, -0.09461651, 0.04406942, -0.06739856, -0.01579104, 0.054170765, 0.18788831, -0.040323216, 0.03297514, 0.03430955, -0.00446025, 0.06593568, -0.008899292, 0.0008685322, 0.05417267) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(-0.022591531, 0.072815605, 0.024854925, -0.07131336, -0.06897831, 0.010769366, -0.047954466, -0.106407054, -0.029468978, -0.052580085, -0.09307574, -0.08744278, 0.03287153, 0.020284602, 0.101879396, 0.06451834) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(0.06818085, 0.06449297, 0.100251615, -0.053532, -0.12179847, -0.07755538, -0.008236765, 0.051288992, -0.031962357, -0.06705911, 0.015510364, -0.03742735, -0.011930059, -0.048913054, 0.04345253, -0.119772375) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.079284385, -0.046628084, -0.009457931, -0.055627327, -0.13537082, 0.12148514, 0.081402116, 0.08154598, -0.09370651, 0.06241709, -0.10660856, 0.05513427, 0.07800654, 0.06122744, 0.09781411, 0.029378504) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.06609046, 0.10636401, -0.033229325, 0.02919185, -0.03465481, 0.09273758, -0.06796313, 0.00727171, 0.04824167, -0.027230127, 0.017861875, 0.12945844, 0.043050032, -0.0555934, 0.03759506, 0.0645216) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(0.032701094, -0.075902455, 0.015001619, -0.08307828, 0.010519979, -0.06100482, 0.062846564, -0.056279644, -0.042119116, -0.08681587, -0.07427532, -0.029271765, 0.04347347, -0.051496983, -0.08245311, 0.07007821) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.07181552, -0.07410466, 0.0148859145, 0.013438447, 0.021604003, 0.082845636, -0.086334355, 0.08336231, 0.06350397, 0.021218328, 0.107357934, 0.011776181, 0.051204138, -0.05132423, -0.009434124, 0.024037074) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(-0.08193188, 0.029769914, 0.11165611, 0.05215613, 0.09633487, 0.11339332, -0.0013363763, -0.0023325789, -0.032144744, 0.040741798, -0.049831975, 0.063456595, -0.12750301, -0.011799268, 0.06341652, -0.09502834) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-1-ReLU) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_1 +//!BIND conv2d_2 +//!BIND conv2d_3 +//!BIND conv2d_4 +//!BIND conv2d_5 +//!BIND conv2d_6 +//!BIND conv2d_7 +//!SAVE conv2d_1_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.007201527, -0.0038936515, -0.015014618, 0.015171136); + result += mat4(-0.038052376, 0.080979824, -0.027369432, -0.07227953, 0.03908342, 0.0008002416, -0.064178765, -0.019408682, 0.08053993, 0.07275231, 0.0375336, -0.052410968, 0.015782395, -0.040430468, -0.009252719, 0.009426331) * conv2d_0_texOff(vec2(-1, -1)); + result += mat4(-0.13834356, 0.01338803, -0.042878583, 0.10457062, -0.044514794, 0.01977904, -0.074166685, -0.1126213, 0.00046356788, -0.10513476, -0.11182531, -0.0015044012, -0.13934208, -0.0017670082, -0.07002747, -0.0036286602) * conv2d_0_texOff(vec2(0, -1)); + result += mat4(0.06464731, 0.043007273, 0.053733457, 0.02822298, 0.024720598, 0.051593717, 0.13078135, -0.0053844466, -0.049384266, -0.12232947, -0.03990666, -0.062108126, -0.18224852, 0.057169326, 0.03577176, -0.057130385) * conv2d_0_texOff(vec2(1, -1)); + result += mat4(-0.027295975, 0.039763488, -0.061417773, -0.03239677, 0.009745626, 0.078573525, 0.042652134, 0.0009185599, -0.030939417, 0.04319925, -0.021268295, -0.070497476, 0.16065076, 0.13311355, -0.01740546, -0.012425665) * conv2d_0_texOff(vec2(-1, 0)); + result += mat4(0.05356227, -0.0417649, 0.103812516, 0.09624864, -0.057420485, -0.11193007, -0.14816448, 0.032600768, -0.036166806, 0.027451081, -0.09980827, -0.01718375, -0.11470784, 0.006754834, -0.08924845, 0.053184375) * conv2d_0_texOff(vec2(0, 0)); + result += mat4(0.11033825, 0.06692085, 0.019198792, 0.057264253, 0.054825142, 0.07068172, 0.02474603, 0.05987992, -0.02261368, 0.065655746, -0.090900145, -0.077785134, 0.050509933, -0.12642778, 0.07030841, -0.08483738) * conv2d_0_texOff(vec2(1, 0)); + result += mat4(0.072748646, -0.03008117, 0.07754033, -0.027594933, -0.05386795, 0.066316776, -0.083220415, 0.03197281, -0.0063470937, 0.062028453, 0.04044486, -0.0873346, -0.10390627, -0.025818203, -0.1836566, 0.02527015) * conv2d_0_texOff(vec2(-1, 1)); + result += mat4(0.06448223, -0.08870925, -0.04512832, 0.025763948, -0.035984736, -0.058353957, -0.022724375, 0.096630044, -0.08812378, -0.024110641, -0.08425243, -0.08393128, 0.06180728, -0.1414254, 0.0120587135, -0.04468879) * conv2d_0_texOff(vec2(0, 1)); + result += mat4(0.08169826, 0.041856736, -0.059762426, -0.095682584, -0.059084542, 0.043467317, -0.06909981, 0.010631407, 0.054789048, 0.08572608, 0.08738264, -0.08770914, 0.14309205, 0.02596138, -0.0015669836, 0.012677062) * conv2d_0_texOff(vec2(1, 1)); + result += mat4(-0.07922895, -0.045985956, 0.062106635, -0.017120086, -0.21597414, -0.0753163, -0.024876112, 0.009419852, 0.044872988, 0.09196043, 0.014769044, 0.09197203, -0.0016715655, -0.037465435, 0.10485502, 0.089839295) * conv2d_1_texOff(vec2(-1, -1)); + result += mat4(0.14347798, 0.06419481, -0.09736122, -0.08937404, 0.15082604, -0.05270968, 0.021825366, -0.09798001, 0.032188393, -0.09799223, 0.008612049, -0.020177597, -0.011724847, 0.087455705, -0.03071377, 0.06532774) * conv2d_1_texOff(vec2(0, -1)); + result += mat4(-0.061560467, -0.03817375, 0.044215966, 0.11386046, -0.037979517, -0.038531404, -0.0014599866, 0.23607758, -0.013231906, 0.07194196, -0.030892838, -0.030557636, -0.08111789, 0.020703476, 0.09924315, -0.01688687) * conv2d_1_texOff(vec2(1, -1)); + result += mat4(-0.039087474, 0.019229135, 0.06539234, -0.07746306, -0.02151763, 0.074237004, 0.097991675, -0.009128623, -0.079465084, -0.02862757, 0.07424619, -0.08884778, 0.007882294, -0.017886417, -0.0077899145, 0.0004613787) * conv2d_1_texOff(vec2(-1, 0)); + result += mat4(0.06394166, 0.012214334, 0.013698442, 0.06687482, -0.03875368, -0.0820514, -0.05215186, 0.07868226, 0.08706351, 0.07349288, 0.043973133, -0.043852106, 0.08530362, 0.055611525, -0.065511085, 0.0043148655) * conv2d_1_texOff(vec2(0, 0)); + result += mat4(0.027625376, -0.08179209, -0.059942294, -0.04918686, 0.16643098, 0.03424118, 0.06395785, -0.0337957, 0.082510315, 0.089248404, -0.10038277, 0.00663826, 0.06290656, 0.05524213, 0.1011302, 0.051564004) * conv2d_1_texOff(vec2(1, 0)); + result += mat4(0.006140393, -0.04940255, -0.00050219643, -0.044514313, 0.087626435, 0.14851761, 0.018451776, -0.072206125, 0.09181855, -0.0838941, 0.06792062, -0.06934328, -0.09022456, -0.018869486, -0.06527573, -0.0106838485) * conv2d_1_texOff(vec2(-1, 1)); + result += mat4(-0.043934684, -0.016780818, 0.036148738, 0.03175147, -0.12744972, 0.02634025, 0.030074805, 0.15085249, 0.04517367, -0.027309798, -0.015733669, 0.07649945, -0.05638227, -0.09288169, -0.010037834, -0.06306788) * conv2d_1_texOff(vec2(0, 1)); + result += mat4(-0.06059311, 0.009257708, 0.08886488, -0.11395654, 0.014595216, 0.03572645, -0.03394631, -0.15019181, -0.012033989, -0.049776316, 0.009989611, -0.015690451, 0.11131944, 0.09411998, -0.0671135, 0.021830808) * conv2d_1_texOff(vec2(1, 1)); + result += mat4(0.4090917, -0.12975751, -0.27959952, -0.021477299, 0.10303849, -0.11279957, -0.068631195, -0.06443312, -0.020294452, -0.08127903, 0.08601168, -0.0072733886, -0.050698724, 0.06811237, -0.00795125, -0.024726043) * conv2d_2_texOff(vec2(-1, -1)); + result += mat4(0.597458, 0.043554768, -0.033736184, -0.033494435, 0.10808369, -0.027733808, -0.037335023, 0.04578384, 0.01685896, 0.04202578, 0.07005423, -0.094955556, 0.044262927, 0.13447675, 0.10690729, -0.10031059) * conv2d_2_texOff(vec2(0, -1)); + result += mat4(-0.008404077, 0.044692863, -0.087021865, -0.110792436, -0.25813013, -0.03385143, 0.1189184, 0.054373804, -0.005380934, 0.08821235, -0.07331821, -0.020228507, -0.12153013, -0.04971653, 0.016341092, -0.010747541) * conv2d_2_texOff(vec2(1, -1)); + result += mat4(-0.063672915, 0.020128647, -0.08890703, 0.09651422, -0.12790067, -0.03545926, -0.14812145, -0.05018122, -0.035731427, -0.031319328, -0.08691342, 0.06429655, -0.054123364, -0.054072052, -0.046808098, -0.033671018) * conv2d_2_texOff(vec2(-1, 0)); + result += mat4(-0.03878364, -0.07605488, -0.17034729, 0.051471516, 0.060567614, -0.14520754, -0.024923714, -0.08110325, -0.061955553, 0.020793699, -0.04248406, -0.05160582, -0.12553415, -0.095722966, -0.059534278, 0.004877229) * conv2d_2_texOff(vec2(0, 0)); + result += mat4(-0.048770696, -0.041531228, -0.060845453, 0.002074457, 0.017513841, 0.04844567, 0.053277954, -0.05151635, 0.0121183125, 0.08335021, -0.0038582347, -0.026079332, 0.08842311, 0.020906152, 0.04247269, -0.02955627) * conv2d_2_texOff(vec2(1, 0)); + result += mat4(-0.02538893, 0.050311096, 0.037041504, -0.036141895, -0.03919591, 0.11935461, 0.041920815, 0.09425795, 0.091703564, 0.012059138, -0.027636953, 0.023710815, -0.05904561, -0.08181027, -0.029364718, 0.12466643) * conv2d_2_texOff(vec2(-1, 1)); + result += mat4(-0.050222006, 0.023249295, -0.01666968, -0.021073297, 0.04069259, -0.008869889, -0.15700357, 0.095870964, 0.049066704, -0.031789377, 0.02640234, -0.08885126, 0.07360328, -0.0008496402, 0.08782058, -0.033768184) * conv2d_2_texOff(vec2(0, 1)); + result += mat4(0.1173859, -0.038774922, -0.03036511, -0.008234209, 0.07291406, -0.17202759, -0.15325299, 0.11874534, 0.050614003, 0.06908297, 0.084796555, -0.101095274, -0.003802595, 0.049146466, -0.032567933, 0.07242745) * conv2d_2_texOff(vec2(1, 1)); + result += mat4(-0.027366199, -0.002763924, 0.14862566, 0.113281295, 0.106808715, -0.08305284, -0.06134399, -0.048254494, -0.19106627, 0.17400184, 0.120445795, 0.12497504, -0.022004588, 0.10021631, -0.049123183, -0.050179493) * conv2d_3_texOff(vec2(-1, -1)); + result += mat4(-0.005894894, 0.030023856, -0.099411264, 0.061228372, 0.05968115, -0.07877603, 0.018482571, -0.08274954, -0.11293636, -0.08944187, 0.052000567, 0.014210127, 0.09805481, -0.006619232, 0.05648319, 0.09093103) * conv2d_3_texOff(vec2(0, -1)); + result += mat4(0.02626072, 0.08145224, -0.10150438, -0.07172083, -0.035211712, -0.076286145, -0.052936167, 0.085684374, 0.24368948, -0.0018069663, -0.014222038, -0.06269161, 0.11711415, -0.09338889, -0.09823579, 0.04489546) * conv2d_3_texOff(vec2(1, -1)); + result += mat4(0.14079121, 0.11507747, 0.056059197, -0.12017887, -0.024060845, -0.084220424, 0.014307901, -0.037385657, 0.060175408, -0.004214219, 0.062813714, -0.18487822, 0.03475195, 0.02455728, 0.021527361, -0.012319171) * conv2d_3_texOff(vec2(-1, 0)); + result += mat4(-0.046612024, 0.041280113, 0.03441282, -0.010385453, 0.050717298, 0.061984573, -0.0535933, -0.03462243, 0.108015984, 0.043971952, 0.069107905, -0.03405501, 0.027892025, -0.08265824, -0.025167016, -0.021497343) * conv2d_3_texOff(vec2(0, 0)); + result += mat4(-0.14337285, 0.022017835, 0.03680537, -0.08169876, -0.0019242862, -0.052068003, -0.08711008, -0.054244738, -0.10350756, -0.0033643425, -0.1344355, 0.08105951, -0.05010499, 0.0728132, -0.062273785, -0.021577569) * conv2d_3_texOff(vec2(1, 0)); + result += mat4(-0.002652958, 0.06661113, 0.010244389, 0.009362658, 0.06630265, -0.058266263, -0.029512402, -0.026936678, -0.07385946, -0.14960656, -0.2456625, 0.0027919132, -0.07161524, 0.07059979, 0.09157219, -0.08331055) * conv2d_3_texOff(vec2(-1, 1)); + result += mat4(-0.02172642, -0.17765602, 0.05446531, -0.05283897, -0.092159756, -0.07119614, -0.0058425656, 0.06227361, 0.10491573, 0.062322207, 0.014671265, -0.10091117, -0.026217826, -0.091968596, 0.091329455, -0.07648637) * conv2d_3_texOff(vec2(0, 1)); + result += mat4(0.06994806, -0.032795217, 0.06463935, -0.2520779, 0.008083562, 0.035677303, 0.02791061, -0.052524034, -0.09178921, -0.028530827, 0.010601906, 0.13171518, -0.079117715, 0.013006626, 0.015165449, -0.08714064) * conv2d_3_texOff(vec2(1, 1)); + result += mat4(-0.054046582, 0.004019761, -0.10631822, -0.08512665, 0.019265184, -0.14475206, 0.07013727, -0.011605049, 0.14941272, -0.103253745, 0.119249806, 0.0070061055, 0.005738555, 0.09708187, 0.037798043, -0.05589609) * conv2d_4_texOff(vec2(-1, -1)); + result += mat4(-0.15780738, -0.01402905, 0.01618609, 0.025895957, 0.03926097, -0.08297395, 0.11971964, -0.024230774, -0.08390391, 0.01462377, 0.15793164, 0.11719322, 0.07299911, -0.06064601, -0.055211198, -0.043295376) * conv2d_4_texOff(vec2(0, -1)); + result += mat4(-0.38463026, 0.06910497, -0.00501006, 0.08442266, 0.06670761, -0.008752275, -0.006877936, -0.037879318, -0.08964556, -0.052410558, -0.08187576, 0.06684298, -0.027748179, -0.0958072, -0.025234362, 0.06557439) * conv2d_4_texOff(vec2(1, -1)); + result += mat4(-0.47176787, 0.07132424, 0.15652566, 0.06861407, 0.1804837, 0.045166843, -0.06350747, -0.08118695, 0.1204818, -0.12069472, -0.18542963, -0.04643418, 0.07490083, 0.036334008, 0.031284492, -0.08658168) * conv2d_4_texOff(vec2(-1, 0)); + result += mat4(-0.045501657, 0.0033887012, 0.112740144, 0.09178206, 0.23818009, -0.058346286, -0.05406413, 0.051207036, 0.11871406, 0.10467253, 0.10172185, -0.011532777, 0.027839918, 0.0924941, 0.026103605, 0.095279686) * conv2d_4_texOff(vec2(0, 0)); + result += mat4(-0.3104613, 0.09422485, 0.056251414, -0.035951946, 0.28927153, 0.11168964, -0.08871193, 0.025060473, 0.22045815, 0.034695104, 0.17802997, -0.09109931, -0.007796476, -0.0070548393, -0.0660194, 0.0725219) * conv2d_4_texOff(vec2(1, 0)); + result += mat4(0.10586, 0.2498261, 0.26807046, -0.051297653, 0.00610941, -0.12030463, -0.24638191, 0.1196356, -0.1016603, -0.03359046, -0.24424516, 0.081014074, -0.018934648, 0.060475744, -0.02788042, 0.021790339) * conv2d_4_texOff(vec2(-1, 1)); + result += mat4(-0.043330107, 0.015306886, 0.1050018, 0.043981194, 0.01996294, 0.031717915, -0.037922252, -0.093729876, 0.08037255, -0.10762343, -0.11535202, -0.052344292, -0.1082841, 0.0775432, 0.079228684, 0.057988603) * conv2d_4_texOff(vec2(0, 1)); + result += mat4(0.12455585, -0.08176639, 0.116995074, -0.114965804, -0.13681485, 0.028398806, -0.10786723, 0.11514679, -0.0674036, -0.05156717, -0.06643584, 0.17534566, 0.082481906, 0.050205696, -0.034396533, 0.09951322) * conv2d_4_texOff(vec2(1, 1)); + result += mat4(-0.13685705, 0.08181086, -0.08831745, -0.07199038, 0.20642853, -0.11971863, 0.06370798, 0.023079524, -0.26114509, 0.06453952, 0.020685833, 0.015071574, -0.059663657, 0.04957371, 0.030870546, -0.016551899) * conv2d_5_texOff(vec2(-1, -1)); + result += mat4(-0.3959045, -0.041327223, 0.04482083, -0.022683153, 0.15482493, -0.09424389, 0.13025583, -0.03508159, -0.13358644, -0.0020734165, -0.024988875, -0.16057926, -0.22086589, 0.086459644, 0.042192556, -0.040641204) * conv2d_5_texOff(vec2(0, -1)); + result += mat4(-0.14634256, 0.028475652, 0.07248711, 0.038590662, 0.028829534, -0.10063688, -0.03757898, 0.060293656, -0.048177414, 0.08032441, -0.05084193, -0.07986971, 0.11635561, 0.06220746, -0.05735181, -0.05443532) * conv2d_5_texOff(vec2(1, -1)); + result += mat4(0.04007897, -0.1284742, -0.016832588, -0.032824107, -0.055388335, 0.041821674, -0.08719763, 0.003660678, -0.048350338, 0.0005437353, 0.12590389, 0.027014168, 0.018107936, -0.07700438, 0.044153113, -0.010989548) * conv2d_5_texOff(vec2(-1, 0)); + result += mat4(0.09054246, -0.012394596, 0.10062247, -0.05339143, 0.105701774, 0.096927695, -0.027527494, -0.09078202, -0.006394046, -0.07249615, -0.051860515, -0.120880984, 0.08739223, 0.086304076, 0.08247264, -0.09364125) * conv2d_5_texOff(vec2(0, 0)); + result += mat4(0.05095601, -0.018551765, 0.17293532, 0.10340932, 0.03200107, 0.09875342, -0.10627866, 0.048716888, -0.019232498, 0.03726001, 0.101366766, 0.008686586, 0.08542003, 0.052197494, 0.0036786017, 0.06999834) * conv2d_5_texOff(vec2(1, 0)); + result += mat4(-0.0969951, -0.030194992, -0.0040314295, 0.07037078, -0.014721987, 0.026281793, 0.03681838, 0.06591007, -0.037641995, -0.023152754, 0.05264423, -0.0072529847, -0.030030288, 0.043611992, 0.03306355, 0.1350857) * conv2d_5_texOff(vec2(-1, 1)); + result += mat4(0.10876529, -0.09758881, 0.069995075, 0.046452783, -0.012114401, 0.112114646, -0.008294023, 0.0947266, 0.065141134, -0.06380625, 0.077541195, 0.032891963, -0.035093535, 0.10444247, 0.0024906306, 0.042392887) * conv2d_5_texOff(vec2(0, 1)); + result += mat4(-0.0063606566, 0.046983473, 0.04879547, 0.1454697, -0.081603065, -0.012643221, 0.0065459623, 0.129145, 0.026095456, -0.040018898, 0.059168115, -0.06645254, 0.02816478, -0.035896897, 0.06293046, 0.15182656) * conv2d_5_texOff(vec2(1, 1)); + result += mat4(-0.19774227, -0.0051791514, -0.112349965, -0.07554412, -0.040043738, 0.08853505, 0.066516995, -0.026850836, -0.14408626, 0.09094134, -0.041219614, 0.124684654, -0.100167386, -0.0048862826, 0.040946722, -0.001239081) * conv2d_6_texOff(vec2(-1, -1)); + result += mat4(-0.15382914, 0.09888226, -0.023201104, -0.06283825, 0.03843897, 0.1091499, -0.028538361, 0.003318517, -0.119436316, -0.0458094, -0.09071349, -0.03255402, -0.25179932, 0.14118388, 0.090443246, -0.105167724) * conv2d_6_texOff(vec2(0, -1)); + result += mat4(0.06869354, 0.090134054, 0.07514167, 0.026466811, 0.047788978, 0.14153475, 0.117657654, 0.117229395, 0.023203762, 0.020649076, -0.07388578, 0.016273124, 0.021353966, 0.019290544, -0.039155334, 0.1083073) * conv2d_6_texOff(vec2(1, -1)); + result += mat4(-0.015096479, 0.041228283, 0.08429848, 0.1104864, 0.06300026, 0.042591736, 0.060592934, -0.0542872, 0.044981807, 0.07138056, 0.070802316, -0.04000118, -0.099325486, -0.104622796, 0.051340524, 0.1589909) * conv2d_6_texOff(vec2(-1, 0)); + result += mat4(0.027417943, 0.0046731504, -0.042504895, 0.020429544, 0.012665182, 0.10844831, 0.03919859, -0.025908183, -0.1069692, 0.01691405, 0.05724644, 0.036081642, 0.012730116, -0.02856372, 0.0012802749, -0.09503625) * conv2d_6_texOff(vec2(0, 0)); + result += mat4(-0.02215103, 0.021895925, -0.023179589, -0.018083101, 0.007413302, -0.0803415, 0.01617102, -0.08023202, -0.0017036226, 0.095597565, 0.08943024, 0.025378808, -0.06504388, 0.000825817, -0.005812277, 0.1482915) * conv2d_6_texOff(vec2(1, 0)); + result += mat4(-0.034632105, -0.11508885, 0.08972762, -0.0112380255, -0.0014663934, 0.0034956736, 0.12935714, -0.049270503, 0.0026877339, -0.025694352, 0.043128114, -0.05425603, 0.0796177, -0.09515817, 0.028917901, -0.0752607) * conv2d_6_texOff(vec2(-1, 1)); + result += mat4(-0.011032815, 0.06206703, -0.09782582, 0.03322364, -0.024201987, 0.012407279, -0.06486112, 0.065004334, -0.006245923, -0.034009162, 0.08770933, 0.065151595, 0.043262474, 0.054994624, 0.115840785, -0.09499264) * conv2d_6_texOff(vec2(0, 1)); + result += mat4(-0.040038913, 0.020927478, 0.0095707625, 0.11241672, 0.07298628, -0.03342749, 0.01005333, -0.018234663, 0.064127184, 0.022129644, -0.03225046, 0.015303761, 0.0025954084, 0.026910244, 0.10920543, 0.10982261) * conv2d_6_texOff(vec2(1, 1)); + result += mat4(-0.0673264, -0.06406114, -0.10207532, 0.03043728, 0.013002137, 0.043359507, 0.026096458, 0.10082838, -0.0642811, 0.14010613, 0.0625042, -0.1671225, -0.041694086, -0.06912805, -0.070819736, -0.10707673) * conv2d_7_texOff(vec2(-1, -1)); + result += mat4(0.028437516, -0.104031324, -0.00883411, 0.07303809, 0.063450605, 0.07766218, 0.0025482972, -0.03874655, -0.024112262, -0.055926625, -0.054404005, 0.07200242, -0.12923439, 0.11756624, 0.03235073, 0.025140604) * conv2d_7_texOff(vec2(0, -1)); + result += mat4(0.07630516, 0.035479344, -0.02406291, 0.07414668, 0.07996684, 0.071500994, 0.0041644117, -0.030916646, 0.042177014, 0.008170894, -0.058136985, -0.1272659, -0.08456959, -0.09318241, -0.111825354, 0.056025278) * conv2d_7_texOff(vec2(1, -1)); + result += mat4(-0.017236957, -0.04931214, -0.04546525, 0.08366393, -0.014682055, -0.06471796, -0.08719627, -0.05236608, -0.1175413, 0.069371335, 0.044888984, 0.04929942, -0.013770809, 0.06761477, 0.12102053, 0.0067485953) * conv2d_7_texOff(vec2(-1, 0)); + result += mat4(-0.045766212, -0.01832294, -4.223035e-06, 0.017818777, -0.1624566, -0.056260627, 0.00011573624, -0.014903727, -0.08539675, -0.03885584, -0.077474184, -0.02180623, 0.008653656, 0.055133738, 0.059180453, 0.086535186) * conv2d_7_texOff(vec2(0, 0)); + result += mat4(0.02064942, -0.021755693, 0.04258459, -0.03132326, 0.008472219, -0.03861974, -0.07710478, 0.010436849, 0.08350143, -0.092069946, 0.025091209, -0.16653621, 0.024409093, 0.06170515, 0.0407223, 0.05875108) * conv2d_7_texOff(vec2(1, 0)); + result += mat4(-0.105911255, -0.021872785, 0.053831067, 0.07443288, -0.059776537, -0.080721244, 0.06047898, 0.038081765, 0.030592326, -0.042387508, 0.10630578, -0.039533924, -0.05868546, -0.04629572, 0.008200039, -0.0152924005) * conv2d_7_texOff(vec2(-1, 1)); + result += mat4(-0.10590312, -0.024143511, 0.04500078, -0.034833405, 0.0077869915, 0.0062474054, 0.019995918, 0.003982944, -0.0021419218, -0.08393671, 0.023151234, -0.13564983, 0.055672098, 0.025012732, 0.12809329, -0.027097646) * conv2d_7_texOff(vec2(0, 1)); + result += mat4(-0.08534338, 0.08722762, 0.022182066, -0.049489636, 0.056009308, 0.045273256, 0.055560343, 0.07922446, -0.10813027, -0.054762598, 0.053643025, -0.082616836, 0.0699048, -0.040993948, 0.02715074, 0.06129833) * conv2d_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0038961265, 0.001332783, 0.0017195513, -0.012215322); + result += mat4(0.020768486, 0.19518504, 0.10652916, 0.016277736, -0.01911715, 0.09338258, 0.061322775, 0.021276098, 0.033209424, 0.023758238, 0.13228233, 0.017543152, -0.08639269, -0.10579368, -0.021436824, -0.041996963) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.02072158, -0.029260047, 0.10317572, 0.018998116, 0.06893516, 0.016882386, 0.029664101, 0.033205308, -0.07925137, -0.0117294, -0.033008587, -0.08429268, -0.009129892, 0.00844741, -0.017484661, -0.041629616) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(-0.05287871, 0.0714904, -0.05438321, 0.10782685, -0.019365048, 0.04753656, 0.0057719294, 0.01661721, 0.01850611, 0.04280566, 0.054570835, 0.024997398, -0.024685761, 0.0108154975, 0.110397175, 0.020391693) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(-0.13310038, -0.17994042, 0.09879768, -0.006364421, -0.048433002, 0.07472358, 0.085165694, 0.05120727, -0.01948186, -0.01708294, -0.003669543, -0.033181053, -0.011578635, -0.067337684, -0.039517853, -0.0066827773) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.06415745, -0.05185256, 0.1186324, 0.07332391, 0.039549273, 0.18897007, 0.017069127, -0.07572157, -0.041313797, -0.113993324, 0.034083586, -0.08321626, -0.09899019, -0.20111105, 0.08013798, -0.049507666) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.004421147, -0.06988728, -0.1693638, 0.01637007, 0.003774199, 0.028707651, -0.034669466, 0.041887756, -0.12499024, -0.14824395, -0.037254, 0.03626716, 0.024191184, 0.010770511, 0.10946722, -0.012818109) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.06518783, 0.08121745, 0.08918908, 0.02310599, 0.03623461, -0.13732864, 0.070472024, 0.058844727, 0.057325784, 0.1353737, 0.07116109, -0.0101564415, 0.058186606, 0.061101504, -0.097902454, -0.037124325) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.001278279, -0.12656812, -0.13933757, -0.007784996, 0.011574005, 0.14250986, 0.011222252, -0.023558123, 0.00079916744, -0.054769196, 0.08418574, -0.011806821, 0.020265067, -0.1157282, 0.022684122, 0.056439396) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.02458042, -0.16910408, -0.014593553, -0.03235627, -0.04779372, -0.008499454, 0.1181949, 0.10087122, 0.05127935, -0.11893997, 0.0008351227, -0.003412373, 0.051829055, -0.010493163, 0.023809, 0.027481949) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.05583759, 0.12039312, 0.049189202, -0.0033234935, -0.0128697725, -0.20673724, -0.11376061, -0.04513069, 0.006834934, -0.113968655, 0.09831999, 0.15115435, -0.028312294, 0.05344022, 0.0230219, -0.015505616) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.00070553337, -0.14369376, -0.025746442, -0.115839556, -0.027429733, -0.22975318, 0.010271601, 0.038519192, -0.15733579, -0.09535876, 0.036753237, 0.04535995, -0.015221701, 0.009748689, -0.01113504, -0.033767708) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.031698138, -0.047707994, -0.011964013, 0.07519611, -0.11171261, 0.0014576577, 0.112082936, -0.054679986, -0.06935404, -0.07026278, 0.037267886, 0.18976697, 0.0046615293, -0.121218346, 0.023205673, 0.08507905) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.10813317, 0.026324559, -0.058060277, 0.034778446, 0.09977958, 0.110755235, -0.07610188, -0.05169733, 0.09893716, 0.2064326, -0.1973082, 0.011295613, 0.055551022, 0.05705061, -0.057435445, -0.06461288) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.045676377, -0.056204285, -0.0011548348, 0.040627398, -0.12363167, -0.12852292, -0.00085430965, -0.037388556, 0.00844487, 0.14106186, 0.09070133, 0.039000336, -0.0059762467, 0.03153208, 0.083921984, -0.05227681) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.051444214, -0.07501466, -0.02736227, -0.029298639, 0.031347092, -0.06630262, -0.017180841, 0.05112174, -0.039328843, 0.045823384, 0.11843252, -0.057929497, -0.028011715, -0.0024052528, -0.05447095, -0.08166851) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.029137295, 0.04394078, 0.024085755, -0.04682829, -0.008840531, 0.046565503, 0.028540466, 0.06610155, 0.007266516, -0.064102635, -0.07334753, -0.11840728, -0.10386313, 0.09748474, -0.014535573, -0.065157816) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.034119498, -0.10110233, 0.062206313, 0.060490754, -0.056164585, -0.010824694, 0.030567843, 0.041654594, -0.07085679, 0.017946146, 0.07776861, -0.05438649, 0.040264107, 0.084866695, 0.12399638, -0.02646175) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.06160804, -0.08157371, -0.09690197, -0.0053563523, 0.027080167, -0.00813666, 0.074484125, 0.028181752, 0.10777577, -0.05067239, 0.16796178, -0.06555477, 0.010340013, 0.005175866, -0.11509617, 0.053702924) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.10997413, -0.23575288, -0.004338256, -0.17804305, 0.088344626, -0.0602253, 0.029983163, 0.03522086, 0.050785214, -0.06110994, 0.05317057, -0.0041962243, -0.05477119, -0.027402788, 0.0068501597, 0.022762587) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.12499325, -0.2963777, -0.053973384, -0.0863788, 0.061468765, 0.02624447, 0.050280765, 0.007978251, 0.043330833, 0.015782738, -0.02406044, -0.012082534, 0.014833368, 0.03636138, 0.021866325, 0.002705452) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.0670178, 0.1517865, -0.060079947, -0.019175414, -0.00950054, 0.02186507, -0.16947927, -0.019976761, 0.017263884, -0.21380761, -0.040637568, -0.029934557, 0.05448739, 0.007488777, 0.041584082, 0.035889525) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(0.088071905, 0.088525586, -0.10630332, -0.08889899, -0.05567067, -0.014407666, 0.022553239, 0.042067133, 0.064223126, -0.049846806, 0.04151039, 0.044511788, 0.072003365, -0.021226842, -0.028754074, 0.085390344) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(0.13223739, 0.22873339, 0.022842832, -0.110073015, 0.043129012, -0.12935705, 0.011199929, 0.048705462, -0.039713945, 0.038975433, -0.13740028, -0.14390735, -0.07936343, 0.03079609, 0.06856621, 0.022711476) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(5.577286e-05, 0.019684795, -0.17099325, 0.086151764, -0.02518586, 0.0326021, -0.1538337, -0.032159623, -0.046835143, -0.026700933, -0.2898238, 0.019142104, 0.048806053, -0.032409724, 0.07595997, -0.014350331) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.113683246, 0.106619164, 0.035031386, -0.075541675, 0.0054782513, -0.31739518, 0.08305017, 0.02839219, 0.00090749457, 0.08332185, 0.07975957, -0.037888702, -0.009494333, -0.039190985, -0.023774182, 0.03629856) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.01317086, -0.17966376, -0.0046711154, 0.0573031, -0.024371548, -0.11985576, 0.059062485, -0.109271765, 0.05535692, -0.011248494, 0.04973407, -0.043837454, -0.11109329, 0.0018599973, -0.019615516, 0.008063546) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(-0.0078926, -0.025773687, 0.1696136, 0.08084846, -0.12121332, 0.057914667, 0.0011041306, -0.050299834, -0.034782372, 0.0646752, -0.07594214, 0.042853054, -0.04617414, -0.11512558, 0.08340222, 0.0027434994) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.039316215, -0.0047521982, 0.0007410762, 0.003044629, -0.014875219, 0.0003238436, 0.011892292, 0.017935025, -0.066173576, 0.004730928, -0.028995039, 0.049613565, 0.080073915, 0.03108165, 0.04943785, 0.023901751) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(0.026870532, -0.002210108, 0.04364908, -0.085835844, 0.066105135, 0.0270752, -0.035426065, 0.03159552, -0.052549567, -0.16905689, 0.030008933, -0.024280457, -0.018040571, 0.05162439, 0.04035218, 0.028920501) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.05643361, -0.0026553562, -0.004815994, -0.056199763, -0.015197031, -0.27437776, 0.08667686, 0.009542018, 0.020103246, 0.30491906, 0.09443379, 0.047749072, 0.07879209, -0.16204481, 0.05484295, 0.014890158) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.04251266, 0.108698756, 0.07989816, -0.03404856, -0.0117967175, 0.029044988, -0.054395277, -0.02599575, -0.01700795, 0.21388772, -0.071163945, 0.046782244, 0.004954562, 0.08941993, 0.051816255, 0.007873691) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.009905115, -0.06495422, -0.07182362, -0.07009032, -0.0011140234, 0.1801605, 0.045418646, 0.022728456, -0.07182372, -0.20405844, -0.2595796, 0.025947588, -0.0051582963, -0.21421307, -0.115997046, -0.04933461) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.07039363, -0.07689468, 0.04071002, -0.011898511, 0.058931004, 0.19578938, -0.047047555, 0.045687, 0.039013788, -0.03537131, 0.09728327, 0.06489651, 0.009094454, -0.035449073, -0.010307263, -0.128886) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(0.07495727, 0.12349849, -0.011538896, 0.08012793, 0.110961534, -0.10587627, 0.041072518, 0.048473507, 0.04384488, -0.1849016, -0.016741171, 0.0036955767, 0.055009063, -0.20208012, 0.028385293, 0.010734535) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.09469653, 0.017364593, -0.09390158, 0.12721796, 0.04345901, -0.2840768, -0.05992785, 0.066435404, 0.05637269, 0.14012375, 0.0345561, -0.054484397, 0.039971624, -0.030509844, -0.020659527, 0.0061903074) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.03903556, -0.14210649, -0.017638791, 0.07868067, 0.028452715, 0.12341494, -0.019836478, -0.021302665, -0.04480746, -0.00985662, -0.0718964, -0.028854342, 0.09794145, -0.080464825, 0.050758284, -0.026055876) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.028701145, 0.01829752, 0.087533996, -0.00965923, 0.036159534, 0.03749543, 0.009703668, -0.11557614, 0.075031266, -0.1879373, -0.11208702, -0.032449514, 0.011989358, -0.1298161, 0.053492643, -0.020412037) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.013003049, 0.026942214, -0.030305991, 0.034897134, -0.016770195, -0.0018774936, -0.16833772, -0.045802023, -0.04935283, -0.030899772, 0.089957945, 0.027436828, -0.07391319, 0.022749206, -0.08397321, -0.079581566) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.015891165, 0.03229516, -0.026230607, -0.016856106, -0.013348166, -0.058003638, 0.091278724, -0.020132544, -0.0104976315, -0.06962491, 0.10252575, -0.104778886, 0.011487738, 0.07815713, -0.1523581, 0.04473245) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.015247553, -0.0689445, -0.024725895, 0.059181888, 0.11106032, 0.005426758, -0.0007795084, -0.10700971, -0.042458396, 0.10347201, 0.0126216225, 0.06868036, 0.11178716, -0.30893403, 0.035914417, 0.022325242) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.07837707, -0.10944139, -0.055363763, -0.0064786635, -0.10494937, -0.030199448, -0.09446005, 0.06313394, -0.05885978, 0.024449185, -0.053455792, 0.10630162, -0.02901833, -0.0077567264, 0.07457602, -0.014757839) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.0016780697, -0.10031895, -0.00528505, 0.08190756, -0.004673542, 0.024529556, -0.01576794, -0.052456655, 0.0008170726, -0.07658871, 0.17358595, -0.027121188, 0.04863556, 0.1847656, 0.060486633, -0.10650409) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.03644902, 0.1148294, 0.045266416, 0.10774466, -0.020824777, -0.13833138, -0.15486678, -0.28599513, 0.0057938877, -0.02195408, -0.087424345, 0.05426812, -0.07872704, -0.074092545, 0.042901468, -0.018899178) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.08066995, 0.06903461, -0.06546987, 0.07025312, 0.0066974177, -0.21211831, -0.13548216, -0.15869343, -0.03845252, -0.018342808, 0.012805937, 0.0571223, 0.0010664713, -0.16705228, 0.03932396, 0.07297253) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.10483158, 0.14434452, 0.10646279, -0.07861952, -0.11446141, -0.06909528, -0.06899353, 0.06655939, -0.023679903, 0.08045442, 0.075076155, -0.0067794793, -0.03872731, -0.0021570718, 0.008664595, 0.04054242) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.1058983, -0.64768726, -0.1070164, -0.16036078, -0.006849701, 0.08040625, -0.01209451, -0.021268113, -0.043588012, -0.010082733, 0.00032744344, 0.032486998, -0.16930111, 0.09392636, 0.031829715, -0.023427248) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(0.1391673, 0.09537431, 0.15677875, 0.26951012, 0.04830714, 0.138435, 0.02802541, -0.044355396, 0.087282084, -0.0071173464, 0.06556808, -0.014055374, -0.21888524, 0.28007838, -0.26575592, 0.103729926) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(0.066979684, -0.023621002, -0.08544632, 0.021912837, -0.02770723, 0.23085785, -0.07876425, -0.001778253, 0.059612133, 0.13702968, -0.018019872, -0.011194369, -0.17940903, 0.38167855, 0.3581132, 0.052256417) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(0.013459989, 0.35978305, 0.0080676675, -0.07412809, 0.14155985, 0.16714828, 0.07242234, 0.045785334, 0.044334922, 0.053570222, 0.0149026485, 0.021398667, -0.22911492, 0.32159582, -0.10092565, 0.09225282) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(-0.005439314, -0.06433109, 0.005245534, 0.13578549, -0.14659771, -0.51859146, 0.012266429, 0.06077045, -0.064145505, -0.0999825, -0.08526874, 0.08859418, -0.051710278, 0.0039805844, 0.21263716, -0.06515673) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.04172571, -0.005810074, -0.023136543, -0.06914317, 0.1286092, 0.104499236, 0.2298874, -0.036697045, 0.04959671, -0.07776955, 0.04101511, 0.028588077, -0.020894285, 0.13061762, -0.090738826, 0.23239848) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.06448335, 0.0014417671, -0.10011012, 0.04494505, 0.1481389, 0.006609362, 0.07581272, -0.04148623, 0.06993912, 0.081995845, -0.08818529, 0.07156934, 0.26274258, -0.25181508, 0.036202215, 0.24277289) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.04972903, 0.02704316, 0.027814522, 0.11539635, -0.14725707, 0.042437248, 0.055962242, -0.13022345, -0.08122987, -0.107094996, 0.019609177, 0.017482767, -0.40221646, 0.89007, 0.32853803, 0.03351898) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.08624043, 0.044317793, -0.030672917, 0.024382416, -0.035281107, -0.13298373, 0.03268051, -0.08780466, -0.062240686, 0.15269567, 0.088559024, 0.02112772, -0.12399524, 0.18136752, 0.18347566, -0.41017237) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(-0.012344986, 0.0819994, 0.08926104, 0.037693802, -0.026298285, -0.14426899, 0.013797544, 0.07573523, 0.042820767, -0.008953319, 0.03555183, 0.07681178, 0.03561626, 0.20060936, 0.014094836, -0.07780646) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(0.0076577337, -0.077223584, -0.049890388, 0.013612941, 0.0417324, 0.038160775, -0.031893957, 0.06730074, 0.048760794, -0.08885555, -0.014088995, -0.03504145, 0.08756986, 0.33382958, -0.025584355, 0.0898367) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.0027248159, -0.009261547, -0.010573189, 0.016224667, -0.00859355, 0.23445041, -0.037793424, 0.045305517, 0.019869976, 0.06422869, 0.086130686, -0.040192682, 0.009780726, -0.05960844, 0.01658926, 0.019263476) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(-0.012945488, -0.102715746, 0.074896775, 0.0124892155, 0.122968525, 0.135008, -0.132012, 0.044492103, 0.073970355, 0.048286952, -0.0033707109, 0.0077622165, 0.03792696, 0.18066593, -0.058781058, -0.00574739) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.07965153, 0.12858966, -0.07428137, -0.0073787323, -0.077527784, -0.23929825, 0.02083824, -0.06023361, 0.019069064, -0.06172661, 0.034480214, -0.064167224, -0.1050257, 0.052588984, -0.06398863, 0.040950246) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.04623202, 0.114150316, -0.15639481, 0.08311473, 0.068393774, 0.12620011, 0.0075128404, -0.053743124, 0.018285705, -0.14228502, -0.02221842, -0.019861415, 0.005128908, 0.17778534, -0.07174087, 0.030204035) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.008492201, -0.122009255, 0.0605521, -0.03450755, 0.0509936, 0.066243686, 0.00546704, -0.014830274, -0.006705027, 0.030692441, -0.019571733, 0.08969137, 0.03030771, 0.07903839, -0.02059117, -0.06824601) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.0991305, -0.07580958, 0.046257865, -0.042087436, -0.0947227, 0.02381838, 0.024904741, -0.04824861, -0.059442014, 0.11869142, -0.098470874, -0.09807145, 0.019457888, 0.29149088, 0.09020278, -0.04943551) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.082584344, 0.084786005, -0.13481602, -0.04953457, 0.023263622, -0.09584821, 0.027991343, -0.04067843, -0.009498681, -0.033229757, -0.0296905, -0.086042464, -0.015430221, 0.25951028, 0.026116326, 0.015405893) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.06470308, 0.025905779, 0.06861305, 0.021462845, -0.023637587, 0.15395701, -0.03916342, 0.0006587917, -0.008185829, 0.11200546, -0.037124023, 0.007394828, 0.06663645, -0.027812524, -0.0037342268, -0.0061668474) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.03544779, -0.00031186134, 0.02004818, 0.051684547, -0.09745726, 0.042007558, -0.008420215, 0.09486203, 0.010861714, 0.010206691, -0.040740013, 0.06942054, -0.101959646, -0.10260883, 0.10044887, -0.0027186745) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(-0.018351192, -0.08589665, -3.2480384e-05, 0.05149168, 0.045533057, -0.108840615, -0.07827046, -0.043606672, 0.007251551, 0.1417391, 0.014130545, 0.13982835, 0.016003221, 0.0120230345, -0.023557581, 0.050320093) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.030199634, 0.14185253, -0.046193156, 0.117007956, -0.082545996, -0.06779435, -0.020080375, -0.011942185, -0.06754442, 0.15454075, -0.012006602, 0.06574313, -0.046923466, 0.07991663, 0.06952191, -0.020431083) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(0.05245333, 0.18594715, -0.005668068, 0.025746932, 0.101661645, 0.051543713, 0.00084247196, -0.062519245, 0.0899365, 0.07716826, 0.029157262, 0.01285533, -0.02915037, 0.06552279, -0.0121986, 0.034650713) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(0.021543847, -0.04752802, -0.03929521, -0.014301264, -0.10118153, -0.18696767, -0.12275127, -0.04238438, -0.0013353159, 0.047490425, 0.0026643847, 0.029076844, -0.032518886, -0.11041743, 0.020810358, -0.035274237) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.060908165, 0.16895033, -0.06763098, -0.014263504, 0.007936432, -0.106404535, 0.09746626, -0.01898785, 0.0048336, -0.18966739, -0.040730722, 0.098006144, 0.09074511, -0.10843708, -0.035986647, 0.02219366) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.05764318, 0.09750307, -0.087208144, 0.117957935, 0.09374338, -0.041801717, 0.04441212, 0.03233607, -0.053928304, 0.08444281, 0.06290966, 0.040370744, 0.043357067, 0.0613805, -0.10498971, -0.024346486) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(-0.007321799, -0.003973235, 0.06420614, 0.016369943, 0.02087516, -0.044659432, -0.14253752, -0.056806125, -0.00084979524, 0.1113189, 0.044143334, -0.074175484, -0.05122868, -0.13652909, -0.0013369785, -0.07416767) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.01809597, -0.007259329, 0.011446571, 0.009539949); + result += mat4(0.08974722, -0.057394583, -0.046069987, 0.07864474, -0.03406532, -0.043008525, 0.0076725646, 0.030887362, 0.03493497, 0.07332323, 0.11389477, 0.0099623585, 0.06267059, 0.05067181, 0.003936554, -0.020788096) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.001502734, 0.0386735, 0.0034451203, -0.06866382, 0.06357977, -0.034083746, -0.0014485398, 0.09803482, 0.016053537, -0.093313985, -0.013740547, 0.095902175, -0.0068273414, 0.0069317883, 0.07468291, -0.014008881) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(-0.018305873, 0.08809944, 0.12883478, -0.02866853, 0.011447931, -0.08039699, -0.022190414, 0.3031448, 0.03934125, 0.0696803, -0.044736862, 0.045283377, -0.03417613, -0.012693501, 0.06992652, -0.14414586) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.17251596, 0.11039471, 0.06795553, 0.057806175, 0.017827867, 0.0118180895, 0.050705157, 0.059729815, 0.025164269, -0.060798462, -0.056215513, -0.0363927, 0.0214516, 0.0192505, 0.080937915, -0.12746243) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.14713654, 0.13962387, 0.0292696, 0.08108621, 0.11103104, -0.033517674, -0.21728092, 0.21753646, -0.005512285, -0.06124906, -0.05421699, -0.00859261, -0.04453755, -0.09267506, 0.1667471, -0.086991236) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.085520335, 0.09010655, -0.04551471, -0.041702263, -0.02551267, 0.0002442629, -0.11318135, -0.23075797, -0.0032654917, -0.020646181, -0.16889559, 0.00024069057, -0.0039345985, -0.007057778, -0.0066967322, -0.03788228) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.022932258, 0.050379436, 0.07207928, -0.11221837, 0.0130831115, -0.0545057, -0.07050016, -0.017975781, 0.015554515, 0.009807091, 0.10832974, 0.010133914, -0.010356311, -0.08178744, 0.04492316, 0.085487835) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.22200887, -0.10962674, 0.1547704, -0.13002324, -0.08965904, -0.033875242, -0.050751805, -0.010955291, 0.007495879, 0.047288466, -0.0234695, -0.0442233, -0.05707627, -0.05559915, -0.032663383, 0.022517374) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.0388565, -0.061275236, 0.04765436, -0.13374029, -0.089926176, -0.073177524, 0.011910142, -0.10706633, -0.028476244, -0.0018096503, -0.09545337, -0.124540105, -0.0040880535, -0.01339201, 0.08047419, 0.12758337) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.00031812486, 0.008170696, -0.06208043, -0.059076823, 0.0046319487, -0.109885566, 0.058871698, -0.028006772, 0.056106254, 0.12692627, -0.1050283, -0.31867397, -0.00816154, -0.029396255, -0.041891497, 0.08142962) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.048969254, -0.04084207, 0.10848751, 0.0162676, -0.045184273, -0.13072723, 0.07681187, -0.07474879, -0.12002091, -0.04601605, -0.46615177, -0.22194192, -0.10415525, 0.070380114, 0.027935691, -0.076817654) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(0.058873277, -0.02194783, 0.11969051, -0.1133347, -0.013515706, -0.028978303, -0.09594172, 0.104455106, 0.13784535, -0.10757687, -0.17776383, -0.06740314, 0.027393539, -0.0958441, -0.023288494, -0.053651378) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(-0.04353452, -0.0018926831, -0.008601414, 0.040108994, 0.05980129, -0.029484522, 0.097080655, 0.02981196, 0.09436037, 0.05498659, 0.09255856, 0.14033128, -0.1002076, -0.057044487, -0.09080253, -0.08466663) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.13454814, 0.053118296, 0.0020678288, -0.121801004, -0.0442235, -0.04095646, 0.06825874, -0.03648487, -0.07244828, 0.041476924, -0.058172427, 0.43018842, -0.04076554, 0.04303618, 0.07993228, 0.054027397) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.057967342, -0.068577655, 0.044533517, 0.023215523, -0.034145925, -0.007827256, -0.120982826, -0.020564968, -0.16727303, 0.14238362, -0.032474738, -0.06825909, -0.07495851, 0.07559027, -0.08125224, -0.01977864) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.08150442, 0.032221925, 0.028710455, -0.03734639, 0.059873328, 0.13391107, -0.05114325, -0.0128373355, -0.14087403, 0.0709955, -0.07242348, -0.0035251733, -0.09796152, 0.11837425, -0.016200937, 0.029503472) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.05068108, -0.0898573, 0.0108421855, 0.021399837, 0.02234396, 0.05424754, -0.020104418, -0.11817873, 0.1220066, -0.021129828, -0.13346282, -0.030525615, -0.047299366, -0.053865477, -0.022940893, -0.07856213) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.012096377, 0.013601851, 0.020446809, -0.10492482, -0.06469445, 0.03448889, -0.07677999, 0.0017471157, -0.036593143, -0.03791922, 0.046369188, 0.058738172, 0.039446738, 0.015426071, 0.040716898, 0.052520655) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.011576842, 0.14291708, -0.085464, 0.04823769, 0.013427116, -0.067072675, 0.024363173, -0.061673254, 0.021091694, 0.010108753, 0.06366308, 0.059176635, 0.030968698, -0.05105878, -0.08252918, 0.061828688) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.025508406, 0.053967323, 0.021817207, -0.07290561, -0.029633604, -0.08344699, 0.09763669, -0.05941648, -0.026044406, 0.04977485, -0.12530185, -0.09826884, -0.008688463, -0.07970346, -0.09230995, 0.073997356) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.056518354, 0.016244685, 0.14062637, 0.011818997, -0.039067525, -0.03314261, 0.018776461, -0.06979147, 0.091528535, -0.02864895, -0.103084445, -0.07929676, -0.027924893, -0.048091784, -0.12286067, 0.007017993) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(0.03082558, 0.004830918, -0.035591446, 0.013694819, -0.047595814, -0.099315725, 0.014426182, 0.045877915, 0.018080486, -0.021914203, -0.099665806, -0.021313844, -0.014837844, 0.043898433, 0.041621327, -0.04202227) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.044189997, -0.07950915, 0.2066972, -0.029563887, 0.03156508, -0.052999865, -0.057783432, -0.1239231, -0.12936692, 0.082947336, -0.043181423, -0.05811266, -0.013954634, -0.0075906524, -0.06267514, 0.03286673) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.0018704489, -0.028523736, 0.0285131, 0.19535622, -0.004870037, -0.11971281, -0.035292182, 0.07921527, 0.032171868, 0.02107969, 0.013217628, 0.044199698, 0.0074292943, 0.09520273, 0.0777525, -0.005481386) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.1537963, -0.077397294, -0.040240813, -0.01483856, -0.010614203, 0.016921805, -0.06463972, -0.014581693, 0.020288756, 0.08486695, 0.114225395, 0.071876846, -0.061787628, -0.0150212385, -0.06625069, 0.0127510745) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(0.07969649, -0.07553746, 0.3011664, -0.07753997, -0.008760307, -0.04732446, -0.06533066, -0.04861088, -0.04453593, 0.014899991, -0.013779289, -0.03079048, 0.035094455, 0.0026017237, 0.05492003, -0.07883217) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.1382815, -0.001781069, -0.009535754, 0.014254669, 0.027612543, -0.0713885, 0.009494898, 0.019641854, 0.053180195, 0.041654743, 0.011953401, 0.031995524, -0.06460382, 0.03716663, -0.0066641453, -0.023757324) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.11485917, -0.08821221, -0.033164237, 0.035665486, -0.10356065, -0.08925449, -0.08776844, 0.0443344, -0.04627364, 0.03123617, -0.46454397, 0.028888578, 0.084829845, 0.02420092, 0.21837008, -0.010578558) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(0.017928071, -0.019868823, 0.07635952, -0.06252927, 0.011634639, -0.112031534, -0.06432357, 0.044311896, -0.03306069, -0.009021196, 0.20783746, 0.029818283, 0.044896267, 0.103549056, -0.15614301, -0.10390704) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.05877805, 0.037358385, -0.007874027, 0.02150572, 0.087275535, -0.12576886, -0.17768301, 0.08391734, -0.13349986, -0.020330323, 0.07866404, -0.051829178, -0.07415576, 0.08051908, 0.0019096436, -0.0248202) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.06818973, 0.04258476, -0.11570403, 0.019937577, -0.032644536, 0.03827634, 0.09796537, 0.04925239, -0.022239348, 0.06727167, 0.06726447, -0.039859198, -0.08094699, 0.100528106, -0.05513857, 0.03842808) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.038287744, -0.046130396, 0.0044009783, 0.06255144, 0.07952102, 0.058554716, 0.044949017, -0.023608152, 0.042466514, -0.0037990552, 0.072036006, 0.13415317, 0.061293673, -0.093681894, 0.01659891, -0.10580722) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.0075947028, 0.04923867, 0.04950351, 0.033283208, 0.02411005, -0.07484874, 0.039531544, -0.040823437, 0.031972732, -0.05750063, 0.062427163, -0.048166666, 0.08210575, -0.08971807, 0.0014726426, 0.024761481) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.06970087, -0.02279949, 0.036573384, 0.04610181, 0.052381646, 0.022673553, 0.062322322, 0.08522047, 0.011990278, -0.060493305, -0.22580588, -0.13913772, 0.067572676, 0.113445826, 0.118292265, 0.068487026) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.073160335, -0.053239502, 0.058038283, -0.078760535, 0.030652044, 0.055304956, -0.10536544, -0.042361442, 0.08508474, -0.14913025, -0.06592552, 0.028471349, -0.043403942, 0.028345525, -0.03665315, 0.06630598) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.064241365, 0.037043408, -0.030782968, -0.018506581, 0.0022339206, -0.03144272, -0.054002218, -0.038323894, -0.07115976, -0.090881124, -0.054997433, -0.051876, 0.015684353, 0.07759289, 0.14167948, -0.0021917135) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(0.05477468, 0.14993134, 0.024986196, 0.019096363, 0.060178306, -0.120737426, 0.05904739, -0.012368025, 0.030011868, 0.021836974, -0.02062985, -0.127062, -0.049314924, 0.114634186, 0.08724103, -0.10614678) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.026916834, -0.02322393, -0.06406004, 0.05087083, -0.019631015, -0.082680516, -0.06368981, -0.13085927, 0.024152614, -0.009476421, 0.08715081, -0.067289144, -0.036660537, 0.0037622356, 0.039944604, -0.0964066) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.04755059, -0.106824026, -0.03209321, -0.038908567, 0.06699002, 0.0852551, 0.0488239, -0.11888451, -0.029342968, 0.016189383, 0.0006822671, -0.04981751, -0.086947605, -0.059580225, 0.029643087, 0.00021858286) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.02501859, 0.13633497, -0.05413384, -0.039060574, -0.13850933, -0.052807204, 0.022122784, -0.0062004775, -0.05766888, -0.014106309, -0.012562379, 0.006912933, -0.15607083, -0.14682062, -0.111053236, 0.09419012) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(-0.045371503, -0.06589474, 0.00377123, 0.03228386, 0.050489787, 0.011352468, 0.011432119, 0.06737237, 0.0014837743, -0.073518634, -0.029983262, 0.019647364, -0.008811636, 0.022412278, -0.02858212, 0.007172225) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.000113790156, -0.037234273, 0.036010038, 0.050041687, 0.11892256, 0.092400156, 0.013134459, -0.085957184, -0.05347301, -0.25043193, 0.16402128, -0.015024794, 0.0110863745, 0.09496419, -0.06436348, -0.05829286) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(-0.02188274, -0.016275775, -0.03614848, -0.10994358, -0.3107118, -0.2234907, -0.0012438593, -0.027794728, -0.06316975, -0.0024332027, -0.0014720003, 0.111853264, 0.06801622, -0.066525, 0.13523015, 0.0863234) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.03687555, -0.050679803, 0.046274412, -0.08960817, -0.2260352, 0.095823035, 0.039576087, -0.014151317, -0.038530204, 0.060383882, 0.00799593, 0.07945562, -0.044110917, -0.10669394, -0.055741455, 0.08334321) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.050064012, 0.0645976, 0.034032837, 0.13629472, -0.02919891, 0.14524814, 0.028753709, -0.011516505, -0.043493725, 0.09487557, -0.013130709, 0.041645847, -0.05654849, -0.04582667, 0.009315843, 0.01709956) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(0.22713026, 0.13292877, 0.16952021, -0.4218617, 0.04456534, 0.017331598, -0.008258746, -0.0908604, -0.026475342, -0.006474787, -0.017406981, 0.11194806, 0.034013066, -0.24220166, -0.10562158, 0.16913258) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.03811829, -0.023052575, 0.024508754, -0.028697502, 0.06442697, 0.14254358, -0.008434641, -0.016290251, -0.03435895, -0.034129024, -0.0440653, -0.0052929064, -0.17684558, 0.24296668, 0.09406738, -0.034765854) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(0.055974524, -0.02729386, -0.08167744, 0.22531694, -0.017333092, -0.07153252, -0.06727929, -0.1133512, 0.028469894, -0.015679823, 0.0834762, 0.047915354, -0.10794529, -0.10519973, 0.64922744, 0.3440164) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(0.06920051, 0.21219712, -0.17762788, 0.1471426, 0.05406958, 0.0053514726, 0.021575779, -0.13939373, -0.028380929, -0.027847107, 0.053497307, -0.013014344, -0.26296037, 0.16364071, 0.24188672, -0.0063509718) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(-0.0131874755, 0.043574467, 0.03535185, 0.032853585, -0.038923983, 0.060529564, -0.030346926, -0.0009526909, 0.00436926, 0.08046837, 0.060406864, 0.006680331, -0.12000841, 0.15016437, 0.26632604, 0.48897293) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.033514064, -0.06738859, -0.012968893, 0.02751357, 0.08441579, -0.03695041, 0.07956055, 0.15366794, 0.032722533, 0.041380964, -0.07082148, -0.052959573, -0.33346766, -0.50331694, -0.2095244, 0.054262448) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(0.020997878, 0.014422675, -0.13087961, 0.014882582, -0.05240696, 0.056935374, 0.09795725, -0.030672986, 0.07048674, 0.06168097, -0.022310816, -0.06722859, -0.74283427, 0.08410451, -0.14403035, -0.29033536) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(0.03521117, 0.118142895, -0.00726161, 0.031414963, -0.025939172, 0.002009573, 0.0110588, -0.28460506, 0.077694386, -0.059011452, -0.0036872562, 0.012884099, -0.51541626, -0.040709388, 0.04447552, -0.07987485) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.03814058, -0.04760199, -0.02700305, 0.08544459, 0.023369074, 0.004915809, -0.054034088, -0.028421447, 0.0443263, -0.026355516, -0.010056215, -0.035825133, -0.11703855, -0.069832526, -0.24104445, -0.073950574) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.018098732, 0.013704905, 0.1133674, 0.04412713, -0.07361442, 0.09365645, 0.012718531, -0.009049257, -0.025340073, 0.018135931, -0.19494182, -0.002061071, -0.03413712, 0.0007040512, -0.010645244, -0.008207909) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.033838723, -0.022498785, 0.007711611, 0.0012832687, 0.014009118, 0.08435797, 0.008202341, 0.059073262, -0.04152342, -0.02708974, -0.18229802, -0.004802321, 0.0075961393, 0.09781479, 0.06894605, 0.11107733) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.013861185, -0.087811634, 0.041258454, -0.050483946, -0.009920498, 0.035319597, 1.2286335e-05, 0.10297167, 0.01479326, 0.04035613, -0.14445129, -0.02399068, -0.1560111, 0.020937288, 0.08566862, 0.096880764) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.076691784, 0.05224252, 0.06463334, 0.023242442, 0.030325819, 0.028272672, -0.044215422, -0.06758528, 0.026336672, 0.07030837, 0.0056808535, -0.010476183, 0.059838552, 0.041539215, 0.029340776, 0.06620468) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.030305991, -0.07936912, -0.047789887, 0.06866783, 0.062147338, 0.049661256, 0.03228067, 0.06764497, -0.065919235, 0.08304244, -0.018804317, 0.028215455, 0.092014216, 0.09544994, -0.11402804, 0.023660555) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.039843164, 0.060860302, -0.11504969, 0.055434577, 0.055932686, 0.006411057, 0.06797907, -0.08785874, 0.020152723, 0.06960439, 0.018815245, 0.078055754, -0.01404437, -0.07511067, 0.02129542, -0.13894649) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.066356525, -0.0775759, 0.012709613, -0.06563699, 0.06179321, -0.092641726, -0.0025534416, -0.11037741, -0.025161093, 0.14205174, -0.006717618, -0.06597957, -0.044015322, -0.042251267, 0.0063446686, 0.040883254) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.003159712, -0.13736087, -0.02993725, -0.032971874, -0.029832099, 0.062253974, 0.04115334, 0.012469297, -0.055475395, -0.0054963627, -0.0044782986, 0.10387991, 0.05620466, 0.093795136, -0.10121794, -0.044565428) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.052741747, -0.034348555, -0.025687827, -0.022061719, -0.029136438, 0.040146545, -0.05078188, -0.027782798, 0.038713533, 0.012091828, -0.021268317, 3.6128724e-05, 0.0034925167, 0.027388655, -0.10872045, -0.093549274) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.02193932, -0.012822027, -0.047523063, 0.05462516, 0.009011104, -0.073354386, -0.12922992, 0.0150262285, -0.00053732086, 0.01369674, 0.10813449, 0.021115499, 0.04390482, 0.016575783, -0.014994648, -0.056979902) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.019170277, 0.099072754, -0.018233325, 0.051609475, 0.058348004, 0.018658498, -0.15021506, 0.056880508, 0.02809023, -0.016143002, -0.07931041, 0.15440942, -0.057271652, -0.03054734, -0.043911025, -0.038276713) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.008147103, -0.04196257, -0.057375085, 0.080293596, -0.08650824, 0.07464022, 0.059342343, -0.013514991, -0.0017009542, -0.09215389, -0.010630842, 0.07133518, 0.016978798, 0.051547363, -0.022900151, 0.03725451) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(0.053627398, -0.07594534, -0.08293544, 0.07062079, 0.008092155, 0.011203761, -0.049896248, -0.1095071, 0.020627553, 0.06849083, 0.023807649, 0.050426554, -0.024705023, -0.04445586, 0.028543489, 0.11714655) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.0253437, 0.11163769, -0.056022808, -0.086334206, 0.0548052, 0.05575991, 0.020656308, 0.020506606, 0.029533695, 0.08191477, 0.07643528, 0.062418755, -0.029370684, 0.06381357, 0.05412051, -0.037089135) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.051183894, -0.03757569, -0.029112045, 0.03299519, -0.025720412, 0.031985633, 0.09623768, -0.12699568, -0.039920144, -0.014619097, 0.06818959, 0.030528614, 0.0046248175, 0.07972895, 0.0017097621, -0.051464528) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(0.043959036, -0.23009662, -0.18270104, 0.087902606, -0.028532691, 0.061174434, -0.07020298, 0.071242146, 0.012165943, -0.11729443, 0.055243723, -0.12658738, 0.0073455935, 0.15306695, 0.01847725, -0.036773525) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(0.06332987, -0.04728535, -0.23360464, 0.07500628, -0.0089232735, 0.09835102, -0.016741151, 0.07327699, -0.0136921145, -0.015816888, -0.063507095, -0.04316202, 0.023014594, -0.10914005, -0.065197706, 0.039538562) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.07051828, 0.109170645, -0.08550662, -0.004776298, 0.024742745, -0.044424456, 0.06266902, 0.05564689, 0.08593459, -0.032819565, -0.043338478, -0.0046684686, -0.021086099, -0.04222097, -0.067092195, 0.057967756) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0102932025, -0.016872637, -0.003169691, 0.01035535); + result += mat4(0.038436566, -0.08512791, 0.004339673, 0.09842734, -0.033262126, 0.02654032, -0.075260505, 0.07575426, -0.014356203, 0.15852922, -0.090657026, 0.006296348, 0.047070708, 0.019586686, 0.023525812, -0.0962133) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.19872907, 0.08625483, 0.116702214, -0.17054479, 0.0028970349, 0.10555472, -0.27063096, 0.05327625, -0.03373055, 0.20111196, -0.02417172, 0.03496838, -0.04136293, -0.07466215, 0.095720924, -0.015632864) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.008374931, -0.14173995, 0.0022480914, 0.050477024, 0.046393193, 0.039269555, 0.13201414, 0.101128995, 0.047907144, 0.058423255, 0.12498084, 0.15058988, -0.048830826, -0.062268846, 0.010936774, -0.07372181) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.112753555, -0.10063212, 0.023306943, -0.1954272, -0.0024644032, -0.08882114, 0.4429248, 0.045186307, 0.02964832, -0.08449549, 0.03277133, 0.007311968, 0.009453563, 0.09974951, 0.016108891, -0.032179564) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(-0.10669576, 0.14344154, -0.11711736, -0.046523146, 0.05932392, -0.13387178, -0.00028596108, 0.049812097, 0.09982752, -0.18304667, -0.031258404, 0.036160044, 0.022425203, 0.018642949, -0.066576414, -0.07888162) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.04064275, -0.27184048, -0.024960717, 0.14244938, -0.07044915, 0.055797875, -0.52521235, 0.17480679, 0.032233015, -0.09975703, -0.13259786, 0.17486903, 0.016814435, 0.064331636, -0.0026589786, -0.14208914) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.27433497, 0.17472564, -0.12036747, 0.022946425, 0.0040909215, 0.007094669, -0.03019933, 0.030576253, -0.04390153, -0.14853579, -0.07543346, 0.020188756, -0.013806313, 0.023557309, -0.09423453, 0.02147953) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.181797, 0.13379341, -0.2832532, -0.17646243, 0.084766895, -0.080704495, -0.5911435, 0.103994444, 0.04387691, 0.067191675, -0.09801248, -0.012975976, 0.050375447, -0.027577884, -0.026709937, 0.0012420831) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(-0.06778531, -0.20722494, -0.21393287, 0.013781556, 0.14178617, -0.19631566, -0.4015847, 0.13992907, -0.05431584, -0.06281534, -0.23505583, 0.074036844, 0.0020055538, 0.022703046, 0.14421001, -0.01810498) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.015352279, 0.060496587, 0.092507616, 0.017952317, 0.10531777, -0.010543484, 0.063774586, -0.14915013, 0.10773597, -0.058030672, -0.11852347, 0.027841676, 0.01740626, -0.05636895, 0.09594972, -0.01946828) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.11770859, 0.08592794, -0.0752219, 0.013500635, -0.009520548, -0.072118394, 0.092815585, -0.12400817, -0.15295558, 0.24206327, -0.08984538, 0.124470346, 0.05235887, -0.054060034, 0.08742749, -0.06007786) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.093583226, -0.022560887, -0.06824664, -0.07133742, 0.09551432, 0.009690677, 0.07135554, -0.028927475, 0.0074561117, -0.060570728, 0.13366985, 0.13396743, -0.14657004, -0.060656056, 0.04517194, -0.037952352) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(-0.00019230878, 0.052784175, 0.1309262, -0.066142745, -0.06477744, 0.090797916, -0.19412965, 0.024527637, 0.11954954, 0.21313839, 0.28447026, -0.08316091, 0.01588293, -0.023936806, 0.017393047, -0.029170873) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(0.045616828, -0.12090421, 0.11151787, 0.06230041, -0.0033326112, -0.056190014, 0.11498565, -0.05439721, 0.16014022, -0.01738808, 0.0022950938, 0.035964336, 0.0026112283, 0.090370126, 0.04855141, 0.027992139) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.034891196, -0.03574627, 0.027517471, -0.056426972, 0.011956307, 0.013198277, -0.34737143, -0.01976567, 0.0830579, -0.0100226095, 0.14323045, -0.09168779, 0.005296248, 0.044712007, 0.11500597, 0.103682324) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(-0.008656309, 0.082859464, -0.11422552, 0.002834319, 0.0989221, -0.01567809, -0.039741844, 0.066015616, 0.045652866, 0.09474033, 0.22074726, -0.09310809, -0.06197577, 0.0034248813, 0.001941734, -0.051574443) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.018885199, -0.18505983, -0.06257531, 0.05206431, -0.019649072, 0.01953629, 0.014135476, -0.07915282, 0.008791792, 0.110373735, -0.32844788, 0.16660698, -0.10577062, -0.057653308, -0.115892164, 0.011086274) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.03784607, 0.022533193, -0.053525362, -0.048276614, -0.011195153, 0.026045162, -0.10399662, -0.023260226, 0.08476679, -0.10535599, -0.30735326, -0.055628445, -0.060028102, 0.034853008, -0.056184, -0.083230115) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(0.06760786, 0.16179302, -0.118864946, -0.034298413, -0.049755417, 0.043124072, 0.25422427, 0.012247339, 0.005825049, -0.058031347, 0.04185984, -0.008767722, -0.022682743, 0.055060845, 0.07432099, -0.026758477) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.03671346, 0.24082515, 0.31776464, -0.11949707, -0.12781343, 0.06720598, 0.073798455, -0.06606062, -0.05825967, 0.054210808, 0.1039934, 0.17075765, 0.05385945, -0.092671126, 0.13634287, -0.06547265) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.10002236, -0.09289105, -0.1750595, 0.017257025, -0.04493247, 0.1408271, -0.069975294, 0.020198068, 0.046180718, -0.17173108, -0.04980055, 0.028744346, -0.03193435, -0.0023842084, -0.036552504, -0.001482784) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.015841138, -0.06837806, 0.07714096, -0.11363247, -0.0055072014, -0.012350458, 0.07332677, 0.04667852, 0.04378284, 0.104695976, 0.11022535, 0.0188256, 0.09636939, -0.09210068, 0.017602984, 0.083510995) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.055630315, -0.015418918, -0.45787054, 0.06243029, -0.043179344, 0.049424123, -0.039964218, 0.0010888253, -0.08222683, -0.107776105, 0.19656059, 0.06365014, 0.0598147, 0.017306158, -0.06394163, -0.04326622) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.21412842, -0.11010432, -0.43835136, -0.18818177, -0.0142450705, -0.09189092, 0.019128043, 0.09999981, -0.021642478, -0.02316909, 0.097123414, 0.058954697, -0.031292256, 0.04103063, -0.05887264, 0.05350077) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(0.11024992, -0.07412409, -0.22186321, -0.032255672, 0.02559088, 0.051890284, -0.12523603, -0.02233625, -0.020445233, 0.028723149, -0.09130667, -0.03274198, -0.09089258, 0.07206191, -0.19203721, -0.07408743) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.001041941, 0.11271334, -0.024774585, 0.08025154, 0.06622964, -0.0787396, -0.07239129, -0.04297541, -0.009916974, -0.00023384744, 0.041440386, 0.040175464, 0.036225393, 0.18640225, -0.2673015, -0.051663592) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.1364139, 0.005123496, -0.035877466, -0.008553494, -0.017431224, -0.008453461, -0.20078611, 0.0117227975, -0.086602874, 0.105799235, -0.15483473, -0.00891134, -0.011340127, 0.026145222, 0.030248864, 0.06156444) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(-0.053950526, 0.1763199, -0.096226424, 0.019539474, -0.084666, 0.0570082, 0.03784466, 0.074179165, -0.018736616, 0.05449927, -0.2547008, -0.04102699, 0.0017552393, -0.029828632, -0.091094196, 0.058404624) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(0.009414969, 0.10637441, 0.009950074, 0.016101075, -0.09520018, -0.04036803, 0.061013084, -0.027367057, -0.091663584, 0.11467181, 0.06463298, -0.0427656, -0.024823729, -0.12846106, -0.23350102, -0.05436409) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.0033072068, 0.0734535, -0.018544026, 0.09311907, 0.04576039, 0.04276625, 0.033969123, 0.011789976, 0.014353016, 0.031544838, 0.13360602, 0.05744321, 0.11423754, -0.0031193208, -0.047385346, 0.06413874) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(0.06941058, -0.18033704, -0.07863076, -0.008833946, -0.0054664505, 0.0696076, -0.047601327, 0.0018578348, -0.0620215, 0.09904048, -0.020699257, -0.11007639, -0.028059557, -0.121822394, 0.070102885, -0.04994039) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.017573103, 0.007679572, 0.026391247, -0.07140823, -0.08884767, 0.06557619, 0.007466384, -0.0072667343, -0.052095298, -0.06172468, 0.26702762, -0.18441689, -0.09234244, -0.06163663, 0.067234576, -0.117673665) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(0.032265406, 0.116357826, -0.023417607, 0.02672593, 0.040108383, -0.02738228, -0.054578163, 0.05454198, 0.040966887, 0.010791084, -0.033974644, -0.0786729, 0.06342873, -0.019063843, 0.051141724, 0.0069184983) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.07889718, -0.07952128, -0.094684176, 0.022913521, -0.009632588, -0.059502617, -0.026889572, -0.08062059, 0.08303738, -0.05446329, -0.06300248, -0.044137094, 0.06444689, 0.13780734, 0.21234609, -0.017626805) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.034006935, -0.08940642, -0.06272829, 0.04411658, 0.01798195, -0.104893796, 0.019006882, 0.06116671, -0.18644714, 0.17860366, -0.26413506, -0.02458007, 0.029075824, 0.06940631, -0.13286953, -0.08503223) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.045879576, -0.1087109, -0.107159376, -0.094712116, 0.030352993, -0.19299898, -0.18308118, 0.010863185, 0.02918216, 0.056017328, -0.18417405, 0.020459736, 0.07628103, 0.07029216, -0.4088816, -0.021462254) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(0.054681033, -0.08866085, -0.071540125, 0.03984152, -0.031823557, 0.36911505, -0.22409001, 0.02752617, -0.05400007, -0.019800322, -0.062325355, -0.067619726, -0.06782346, -0.16322389, -0.1117041, -0.07872052) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(0.046901528, 0.06896929, 0.13946067, -0.0062405067, -0.0047559617, 0.05723938, 0.19492902, 0.009900525, -0.13558947, -0.024676166, -0.065283656, 0.013416491, 0.0101868, 0.004186771, -0.029699646, -0.045889378) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(0.084060974, 0.0016211019, -0.040410023, -0.0783535, -0.005206962, -0.07968763, -0.006465683, -0.009126374, -0.047315862, 0.041601934, -0.12024455, -0.035002925, -0.028280394, -0.0810851, -0.034790147, -0.013771664) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.021242226, 0.095532194, 0.076721765, -0.026553733, 0.031585578, -0.12667543, -0.069441915, 0.008807565, -0.044141836, -0.037165217, 0.041965358, -0.11623221, 0.07892406, -0.09533872, 0.058022056, 0.00077833893) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(-0.05742083, 0.110277995, 0.058405433, -0.055889264, 0.06458655, -0.055901818, -0.77792925, -0.088611074, -0.027649742, -0.10273671, 0.10163885, -0.009994354, -0.08487444, 0.030386612, 0.007014902, -0.04833746) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(-0.002424757, -0.029553069, -0.07197424, -0.024408944, -0.04883749, -0.024681265, -0.08422193, -0.015338752, -0.03673912, -0.10462448, 0.039489694, -0.03923748, -0.046972524, 0.035760894, -0.032794204, -0.0107256705) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.0070809056, -0.047797758, -0.13858901, 0.108376324, 0.013058967, -0.024047606, -0.26500574, 0.16478828, -0.043381702, -0.07984513, 0.12342754, -0.04828717, -0.0432947, 0.1852055, 0.059879538, 0.027911406) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.03838499, 0.07789943, 0.020304423, 0.011777649, -0.17935899, 0.030462299, -0.16097908, 0.05198708, -0.17859733, -0.051735587, 0.055896256, 0.00494307, -0.0010397424, 0.033436816, 0.061873015, 0.031221524) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.0318674, -0.08059559, -0.033897895, -0.0039172093, -0.087237015, -0.21547756, -0.11164707, -0.024446458, 0.009270226, 0.032253712, 0.03986306, -0.038591385, -0.031743154, 0.040938154, 0.09550822, -0.06298452) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.13017938, -0.15028317, -0.12969221, -0.1043039, -0.012920603, 0.04569196, 0.04435078, 0.040591054, 0.03944431, 0.026448384, 0.10263269, 0.10542558, -0.02842415, 0.04965194, 0.0634247, -0.0357331) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.14624007, -0.047458347, 0.2685088, -0.022711262, -0.06850198, 0.04913833, 0.010421702, 0.04611434, 0.048958287, 0.026491787, 0.06559385, -0.0034263341, -0.059245735, 0.30079526, -0.14259365, 0.0017579381) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.115300976, 0.17536932, -0.009892438, -0.068190575, 0.06792405, -0.086249694, 0.11960104, 0.12190239, 0.053113792, -0.034242418, 0.0751862, -0.04331498, -0.38313526, 0.21867825, -0.061861128, 0.23064874) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.0840936, 0.11634695, -0.0430927, 0.056506198, 0.034981772, -0.03422949, -0.013373497, 0.023914328, -0.10709244, 0.03822539, 0.028850893, -0.04460132, 0.14481448, 0.140083, -0.57125807, 0.2933987) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.05351227, 0.150712, 0.017380076, 0.11412461, -0.017745247, 0.08473363, 0.058622714, -0.008154244, 0.1020304, -0.021647712, 0.049595736, -0.02396736, 0.47079638, 0.0974281, 0.059246197, 0.054357376) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(-0.022625217, 0.011287094, 0.052335873, -0.07860558, 0.022489201, -0.019969516, 0.05445085, 0.05752353, -0.046792224, 0.08552776, -0.07650753, 0.05570578, -0.08373085, 0.52198946, 0.06233925, 0.112970755) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(0.02412142, -0.13709944, 0.31732944, 0.07237704, 0.08689409, 0.007899531, 0.18332665, -0.015826361, -0.11312801, -0.016447818, -0.0113938395, -0.014441074, -0.029608294, 0.03684169, -0.019402063, -0.06982171) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.014929913, -0.024197336, 0.19757926, 0.010481152, 0.06688258, 0.05659993, 0.20386209, -0.0028658465, 0.008939656, -0.043802857, -0.13143091, -0.034888577, 0.15854679, -0.119875796, 0.26592213, -0.04812516) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.05149029, -0.053902835, 0.019250399, 0.025507912, -0.069421805, 0.033471353, 0.25625825, 0.027726457, 0.06372428, -0.041288726, -0.08282182, 0.076339826, 0.2184976, 0.27349892, 0.3503637, -0.049747977) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.029718706, -0.04287497, -0.05499922, 0.027714657, 0.022354372, -0.063758135, 0.11159636, -0.043364897, -0.0072996947, -0.09038369, 0.100911036, -0.016543537, 0.049721666, 0.02941606, -0.11691966, 0.020610567) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(0.098099194, 0.085279696, -0.048809852, 0.06709965, -0.007815398, -0.0685144, -0.010666763, -0.0010941268, -0.07402356, -0.012661744, -0.04236838, 0.016732441, 0.021211972, 0.16894662, -0.12524271, 0.09203761) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.0108954655, 0.06299382, 0.14573206, 0.069583654, -0.12601423, -0.037525725, -0.07272767, -0.074798755, 0.01847171, 0.05237007, -0.016999833, -0.043488294, 0.018724574, -0.12385603, 0.19301042, -0.031394072) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.052354407, 0.15061304, -0.18920131, 0.10281557, -0.017736316, 0.13217326, 0.117505915, -0.06925163, -0.14126766, -0.047876824, -0.014937355, 0.087846965, -0.03431368, -0.08010721, 0.06716881, 0.02613869) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.092874885, 0.077539764, -0.11579568, 0.112091705, 0.13014455, 0.032826997, 0.026774347, -0.05526162, 0.056351658, -0.05233546, -0.12484103, -0.07006318, -0.022882864, -0.022387967, 0.014668696, 0.042093206) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.14906292, 0.015874192, 0.23521465, 0.005111183, -0.044189412, -0.015792584, 0.086519666, 0.022522233, 0.07542121, -0.011393279, -0.10339653, 0.039397072, -0.006078826, -0.0051247934, 0.09563044, 0.014480886) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.11678447, 1.7845294e-05, 0.10215003, 0.054540224, -0.033635076, 0.08703893, -0.030217022, 0.057368334, 0.015123244, -0.090717144, -0.038291443, -0.033875953, 0.017875887, -0.034699716, -0.23149264, 0.033104595) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.16173868, 0.054690953, -0.27940604, 0.0047899815, -0.004138031, -0.069766276, -0.47151655, 0.049226787, 0.030922275, 0.009528747, 0.028003275, 0.026640084, 0.08556254, -0.042903446, -0.40969568, 0.035925705) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.13201301, -0.054580696, -0.006346402, 0.1451841, 0.030837325, 0.07512436, -0.0027708053, -0.046877913, 0.009670716, 0.052719254, 0.034868006, 0.07024189, 0.028265422, 0.011575719, -0.4945715, -0.006348062) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(0.055183977, 0.008108826, -0.0055430657, 0.007228498, 0.028702632, -0.032405503, 0.11343111, 0.07021433, 0.05335073, -0.0015234221, 0.09255652, 0.022943944, -0.100583695, -0.07290064, 7.688624e-05, 0.06272483) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(-0.04426916, 0.030913018, 0.07948671, 0.00743949, 0.011443533, -0.01719291, -0.047537826, 0.01075883, 0.07705052, 0.039794687, 0.16261083, 0.060550287, -0.02253408, -0.020008467, -0.11067305, -0.056968395) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.031702846, -0.033104785, -0.061263345, 0.07537538, 0.062372822, 0.021449557, -0.011025019, -0.014938684, -0.0065337894, -0.023644093, -0.0017999671, -0.031946063, -0.01795196, 0.08560266, -0.2530871, 0.027840102) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.002481655, 0.07546714, 0.014729231, 0.024397815, -0.009094325, 0.0103306, 0.04763772, 0.08322696, 0.07387954, 0.10279547, -0.03245113, -0.002073921, -0.08167011, -0.09827524, 0.045025956, -0.0037467072) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.064866476, 0.06989372, 0.112723716, -0.030047975, -0.020748861, -0.15807103, -0.033446215, 0.041312814, 0.0111960545, 0.09730004, -0.19074617, 0.036935627, 0.123753704, -0.032847974, -0.056477804, 0.048730224) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(0.07160658, 0.05772131, -0.04459135, 0.05553974, -0.055918027, -0.04404882, -0.13207902, -0.064291656, -0.008771594, 0.089713916, -0.035394825, -0.02762624, 0.099857934, 0.01776644, -0.014588838, -0.037571955) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.040910184, -0.04285425, 0.04800403, -0.043808937, -0.05812583, -0.019329973, 0.051248714, 0.023578288, 0.027072849, -0.06670806, 0.16749991, -0.0021904965, -0.029356312, 0.015223641, -0.09639004, 0.036017366) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.02015595, -0.012078545, -0.23260634, -0.05448767, 0.052733894, -0.059069306, -0.11905436, 0.07345789, -0.014847146, -0.03260874, 0.20743726, 0.095189616, -0.046952035, 0.1814644, -0.25117528, -0.003667681) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.00021565598, 0.081821695, -0.12632315, 0.015384286, -0.08942369, 0.042021208, -0.123727426, 0.04400622, 0.036081724, -0.0863829, 0.032079972, 0.015811784, 0.018077271, 0.07557113, -0.02223882, -0.071249254) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0024439683, 0.019512722, -0.0017031707, -0.0012694178); + result += mat4(-0.0755665, -0.010767762, 0.055436224, -0.04694176, -0.047075167, -0.0043572793, -0.001817404, 0.0072529884, 0.08081653, -0.09721457, -0.060728904, 0.049476348, -0.11415875, 0.057030857, 0.0712053, 0.078845665) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.05738836, 0.05976088, 0.092685364, -0.028193692, -0.17001967, 0.20816772, 0.120990075, -0.007158994, 0.056702163, 0.04631052, -0.07533091, -0.070604056, -0.026277382, -0.059989728, 0.051547613, 0.013595435) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(-0.06124998, -0.073344715, 0.10531479, 0.0072710454, 0.1053132, 0.014310009, 0.15152456, -0.33350325, -0.040441, 0.08732096, 0.12121553, -0.04351983, -0.34424537, -0.08237802, -0.04820149, 0.104876064) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(-0.10690648, 0.1040207, 0.42536393, -0.02857954, 0.10327315, -0.10828661, 0.056875154, -0.04070055, -0.105949454, -0.15033953, -0.017957356, 0.055889588, -0.035868034, 0.12281235, -0.007860114, -0.12691148) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.10746047, 0.21269843, 0.07394864, -0.052784573, 0.05265619, 0.0049780393, 0.13293569, 0.03263521, -0.01988503, -0.023654295, 0.049924407, 0.09036715, -0.0032699164, 0.01494379, -0.021433448, -0.08484771) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.12985334, -0.1239503, -0.013680318, -0.0792712, 0.0970818, -0.047295943, 0.00760885, -0.063083656, -0.07301688, 0.00018367458, 0.06973737, 0.06990518, -0.16313145, 0.060273055, -0.077587195, -0.008858535) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.22075438, -0.23375578, -0.034441438, 0.15279879, -0.008461356, -0.068064116, 0.06361679, 0.04007657, -0.029563876, -0.23421589, 0.033800963, -0.005407339, -0.009484908, 0.21535683, 0.018031906, 0.09134295) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.15496482, -0.1670199, 0.13773978, -0.011931154, -0.081279315, -0.039608255, 0.12453239, 0.1276813, 0.12836005, -0.119373515, -0.07643012, 0.047119588, -0.044818427, 0.033321, -0.012663483, -0.096910894) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(-0.09907172, -0.10371382, 0.07232907, 0.14814718, 0.09651088, -0.00896925, 0.38838813, 0.1020086, -0.025031932, -0.053150542, -0.09183183, 0.11867624, -0.085193805, -0.025020966, -0.10029541, -0.041201092) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.020531971, 0.003417111, -0.06271279, -0.026634505, 0.034578327, 0.116674714, 0.1338508, -0.043152682, -0.063085996, -0.08629137, -0.30712903, -0.19289695, -0.015535322, -0.059583306, 0.022363232, 0.019661924) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.2312567, 0.04472869, 0.047561467, -0.001165244, -0.090071805, -0.09977217, -0.14993055, 0.09835359, 0.5361882, 0.08246859, -0.2542734, 0.07926661, 0.13084325, 0.04182162, 0.02620155, 0.12630318) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.19702242, 0.0123242475, 0.02225153, 0.05970897, -0.09496017, -0.033168968, -0.073019445, 0.056048878, -0.09128233, -0.003583779, -0.28197548, -0.15372555, -0.1464209, 0.0072798394, -0.08799655, -0.02232909) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.12949315, -0.035099898, -0.07566216, -0.058953226, -0.0025877068, 0.040030077, -0.05455067, -0.07908828, -0.04570407, 0.15088113, -0.123145096, 0.029668903, -0.084556095, -0.15080957, -0.059207734, 0.098784216) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.08652007, 0.058674663, -0.052215375, -0.04389989, 0.12918212, 0.014265353, -0.6840957, 0.013137876, -0.15455137, -0.003828631, 0.12784281, 0.26304543, -0.0073065436, 0.009438248, 0.080665395, -0.07291442) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.06896193, 0.07143689, 0.1422291, 0.04181201, 0.001588767, 0.11281226, 0.09135195, -0.065576285, 0.122171864, 0.1318298, -0.077025734, -0.02181093, 0.09893512, -0.010643976, 0.018618178, -0.025533177) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(-0.0033217645, 0.048242938, 0.007789171, -0.082099415, 0.03558746, 0.06314407, -0.056198932, -0.028400503, 0.08119814, 0.09878029, 0.041178416, -0.11889988, -0.0024851244, -0.17679428, 0.041961703, -0.068025514) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.0414067, 0.046838965, 0.08298999, 0.040345658, -0.013488099, -0.08501191, -0.16345388, -0.00809286, -0.19034596, -0.053509835, 0.05253413, -0.017114468, -0.04019475, -0.042864673, 0.01864118, -0.10810199) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.021295222, -0.11360314, 0.068448946, 0.08234188, -0.09933013, -0.047439717, 0.21397483, 0.06526395, -0.18744828, 0.009623302, -0.05668153, 0.03902404, -0.03295589, 0.007627956, 0.08348739, 0.02719745) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.007202448, 0.13217683, -0.20591357, -0.06760821, 0.006883325, -0.015309343, 0.12440693, -0.042088218, -0.045229033, -0.08867684, -0.12499356, -0.042065054, -0.053311203, 0.070153594, 0.0059397817, 0.04975014) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.08103529, -0.059842322, 0.17915952, 0.01716584, -0.29613575, 0.002817081, -0.14583613, 0.14410678, -0.24759628, 0.05586338, 0.03710151, -0.03472621, 0.07924083, 0.0081458865, 0.0547831, -0.15772095) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.23306684, 0.16401912, 0.09020467, -0.28693134, -0.6724793, 0.066790774, 0.023735281, -0.007003017, 0.049031097, 0.03963651, 0.07285127, 0.0075524817, -0.13088937, -0.10189472, -0.00873083, 0.033901755) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.14389843, -0.21984327, 0.16881073, 0.060216684, 0.09248231, -0.06876036, -0.080689624, 0.085479446, 0.033865023, -0.19477972, -0.2254114, -0.12901028, 0.056992505, 0.03229492, -0.052367352, -0.1011957) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.041014213, 0.06414788, 0.1769779, -0.11133373, 0.14965421, 0.10756031, -0.06620285, -0.106946975, -0.02840453, 0.08588292, 0.014530447, 0.081375055, -0.0084445225, -0.0732982, 0.053738277, 0.05394488) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(0.11953167, -0.107447095, -0.18017976, -0.09817557, -0.005222679, -0.0023724285, 0.093004026, 0.077160016, 0.017014522, 0.030270675, 0.107690334, -0.013702926, -0.052474156, 0.029904017, -0.06740597, -0.0063054548) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(0.03222448, -0.116979755, 0.21846302, 0.033012155, 0.028815705, 0.005029473, -0.07782633, 0.13594444, 0.014946897, -0.18546651, 0.036180645, 0.10938664, 0.024460908, 0.014264258, -0.13222307, 0.060258362) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.18393159, -0.16223755, 0.019884955, 0.11466061, -0.06469925, 0.06298804, 0.065657936, -0.041585248, -0.015433575, 0.006396151, 0.051895544, 0.15913105, 0.035573557, 0.0112305125, -0.21006528, -0.14250156) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.12663561, -0.095338255, -0.27946192, 0.02128321, -0.015194996, -0.07424352, 0.0959711, -0.19865943, -0.0059690904, 0.010486325, -0.020028856, 0.049172428, 0.12706377, 0.089994945, -0.02050076, 0.016622454) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(-0.16857249, -0.037597917, 0.07742342, 0.030571638, -0.023085024, 0.108294815, 0.0020563721, -0.16843162, 0.1940619, -0.038644567, -0.031065365, -0.031824686, -0.13863023, -0.09413081, -0.21634237, 0.005069632) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.071961254, 0.048660826, 0.003649672, 0.0041155433, 0.15588227, -0.003964211, -0.031496424, -0.13976167, 0.1348135, -0.014731528, -0.103237726, 0.06393336, -0.3921075, -0.040925644, -0.15429476, 0.05519343) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.2789682, -0.03876892, 0.004851156, 0.005884823, -0.295854, -0.017191578, 0.19521075, -0.050100856, 0.073072284, -0.026844824, -0.022000458, 0.1420966, 0.14169234, -0.048588675, 0.07816756, -0.14076613) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(0.122832805, 0.012236243, 0.050668143, 0.039283488, 0.058716517, -0.01600305, 0.083131276, 0.24574642, -0.025857331, 0.0019925402, -0.08911686, -0.081346475, -0.030862058, -0.060055602, -0.1984402, 0.0041727647) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.005388854, -0.114639916, -0.04320431, -0.089311145, -0.07839241, 0.13670197, -0.054919824, 0.02102149, -0.12674206, 0.033966072, 0.050575938, 0.13005514, -0.25133058, -0.0015197633, -0.09158423, -0.08844042) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.21123745, 0.027254503, -0.058604237, 0.013037119, -0.19768924, -0.059738252, 0.08380492, 0.10435337, 0.0574057, -0.03689418, -0.09467587, -0.043601684, -0.19093706, -0.02790387, -0.05952948, -0.034295857) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.0071436097, 0.11574013, 0.060556002, -0.080021575, 0.08051304, -0.03420034, -0.043683983, 0.065953225, 0.0021009473, 0.16505803, -0.14622526, 0.027051687, 0.02541142, 0.06914079, -0.08346833, 0.021384742) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.042509437, 0.051471695, -0.031550463, 0.020208752, -0.1532882, 0.0735304, -0.13705751, 0.036970675, 0.0014278181, 0.013171242, -0.024068939, -0.13215396, -0.05730145, 0.08016198, -0.025662752, -0.08587131) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.053934578, -0.032039557, -0.08051518, 0.045982424, -0.02374054, -0.019693382, -0.0018277743, -0.054029062, 0.003635964, 0.0011593592, -0.23755905, -0.13920304, 0.10378742, 0.046343777, -0.03676633, 0.00029489657) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(0.024636649, -0.0050299168, -0.045951765, -0.015959144, 0.09754773, 0.038934726, -0.020529168, 0.1835107, -0.2682421, 0.120696574, 0.2547401, -0.046953455, -0.122591235, -0.045921985, -0.0788604, -0.084564805) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.068304345, 0.014219705, 0.08588209, -0.0026573436, 0.118838266, -0.018982885, 0.0040614977, 0.11576602, 0.1771048, -0.065772265, -0.18259129, 0.018668506, -0.1834852, -0.049977392, -0.019376962, -0.013116242) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(0.007433511, -0.072783045, -0.0015766305, -0.024139449, -0.14172974, -0.03989491, 0.13044003, 0.06024233, -0.10525412, 0.055659037, -0.16240607, 0.10685218, 0.05940427, -0.023129867, -0.041884053, -0.064597346) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.097018816, 0.015014841, -0.050692502, 0.008738501, 0.15295647, 0.13415022, -0.223551, -0.09744734, 0.003795122, 0.40313143, -0.016447736, -0.056280997, 0.15410438, 0.13452205, -0.0062764366, 0.052659895) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.010855988, 0.044013537, -0.06094396, -0.048137426, 0.104607746, -0.0024068598, 0.1186706, 0.25432938, 0.057422172, 0.20411257, -0.023333695, 0.026398387, 0.045977987, -0.00094959117, 0.07878928, -0.016947972) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(-0.007007899, -0.050020028, -0.046062745, -0.014958813, -0.07886487, 0.09337535, 0.07459256, -0.11843755, -0.14981216, -0.04115025, 0.059739992, -0.012895023, -0.1760281, -0.0033726224, 0.10114601, -0.10764131) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.001543158, -0.03858369, 0.03223673, 0.23258542, 0.09270506, 0.21240467, 0.054657448, 0.07336189, 0.006422203, 0.07833568, 0.16573226, 0.07108642, -0.008766004, 0.06512272, -0.03302987, -0.02797947) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(0.028022608, 0.0091044875, 0.0693305, 0.036662105, 0.21939704, 0.09218265, 0.02815152, 0.080356784, 0.010097972, 0.014943017, -0.007905883, 0.023862928, 0.048917048, 0.05729722, 0.0831082, 0.027399562) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(-0.016011842, 0.022446735, -0.030658402, -0.12109176, 0.2237893, 0.06832034, 0.45354044, 0.18180805, 0.092650905, 0.07694227, -0.01966955, 0.0071359747, 0.100516014, -0.052199617, 0.012800805, -0.004914216) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.70420843, 0.049872197, -0.32068816, 0.21067978, -0.097715795, 0.049278945, -0.20103611, 0.16204827, -0.04437204, 0.03827814, 0.10795599, 0.03625148, 0.15626086, 0.07956924, -0.13841249, -0.15183163) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.10603938, -0.023183042, -0.0703821, -0.097909056, -0.33578274, 0.04284628, 0.14117248, -0.043745175, -0.29291993, -0.10379433, 0.023772636, 0.0075242743, -0.06929925, 0.02719831, 0.056759175, 0.022659646) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.26435935, 0.07137349, 0.2677273, 0.098405726, -0.07243768, -0.0020089615, -0.06029423, 0.12582591, -0.023645217, 0.06234697, -0.025832402, 0.060587738, 0.27004024, -0.39305025, -0.35211402, -0.3143628) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(0.22176567, -0.36387423, 0.08885875, -0.23369165, 0.10150541, 0.29871333, -0.114403024, 0.08586904, 0.03220077, 0.064664334, -0.09037718, -0.06359386, 0.22512738, -0.85143787, -0.14568345, -0.11754462) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(-0.008134418, -0.057227816, 0.027406456, -0.047872737, -0.20540428, -0.025693793, -0.80253905, 0.061462972, 0.17591229, -0.059937846, 0.0030434378, -0.03135271, -0.123737805, -0.06955517, -0.16047724, 0.45599505) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.16122521, -0.0011409809, 0.05400998, 0.30436337, -0.09920399, 0.107894726, -0.10408273, -0.06549424, 0.062139172, 0.033892598, 0.005394248, -0.10185457, 0.2912035, 0.37464246, -0.16884226, -0.06057401) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(0.0076620826, -0.116041966, -0.017775308, 0.035007324, 0.012062985, -0.13155538, 0.16888653, -0.111066975, 0.07491745, -0.010682586, 0.007857368, 0.10825727, -0.234603, -1.0054199, -0.69815296, 0.2682789) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(0.006713288, 0.032715194, 0.018587004, 0.059641127, -0.04432385, 0.085524224, -0.23894891, -0.05955936, -0.07414165, 0.03214713, -0.027972925, 0.05283895, -0.11153182, -0.51201504, 0.35653988, 0.69038427) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(0.003504616, -0.0320271, 0.08336806, -0.09650968, 0.011554334, 0.05019464, 0.20794, 0.02657595, -0.070389666, 0.02183665, -0.05972918, 0.040903334, 0.009742165, -0.115499124, 0.06477195, 0.056922458) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.25093523, -0.055817563, -0.071116306, -0.16897827, -0.11863586, 0.15599102, -0.06029875, 0.1263819, -0.13760826, -0.0054466184, -0.002932313, 0.0053629414, 0.14658342, 0.053537138, 0.0017918563, -0.019407671) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.1074455, -0.016125906, 0.027174877, -0.18975352, 0.18853614, -0.034198694, 0.07653115, -0.032357547, 0.13137315, 0.03198201, 0.07638485, -0.14256744, -0.36499456, -0.064068854, -0.20631799, -0.06414473) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(0.091646165, 0.013261934, 0.035274845, -0.117947206, 0.15341647, -0.013329101, -0.04925649, -0.07097705, -0.010345142, 0.06638922, -0.064822145, 0.09345621, 0.24898607, 0.010249419, -0.016478278, -0.28960562) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.01486177, -0.53537595, 0.019208675, 0.037433214, 0.0014182061, -0.030560805, -0.009765784, -0.015005433, 0.072008796, 0.02388473, 0.022536224, -0.05405137, 0.0026045174, -0.10544653, 0.15891246, 0.018642334) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(-0.09698006, -0.05968244, 0.026128316, -0.009682552, 0.057604793, -0.048273493, 0.032746293, 0.06241507, 0.013164028, -0.033157814, 0.006640909, -0.01614499, 0.039440557, 0.023229472, -0.020834753, -0.029184517) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.06648768, -0.0055227857, -0.052750997, -0.01728543, -0.2104077, 0.09172078, -0.032991536, -0.051767997, 0.028667826, 0.04694706, -0.014961463, -0.04469655, 0.01697386, -0.012298738, 0.08855067, -0.026439272) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.025899082, -0.33124217, -0.004791511, 0.11266002, -0.02788441, -0.017265026, -0.0074089025, -0.071291156, -0.010410942, -0.20238537, 0.11815937, 0.053709008, 0.030767575, -0.14854033, 0.13379943, 0.03124216) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.07625441, -0.0068399543, 0.068905324, 0.07524653, 0.0059102345, 0.04919539, 0.14159401, -0.07741384, 0.01246916, -0.1787227, -0.028668359, 0.028185396, 0.03936493, -0.032654613, -0.010547529, 0.108062826) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.05788978, -0.040923703, -0.08983489, -0.0700707, -0.029388174, -0.044662975, -0.2768775, 0.18378432, 0.0047585615, -0.031726785, -0.115120776, -0.1087724, -0.01060561, -0.017682848, -0.010049431, -0.0027243758) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(0.07863563, 0.099396795, 0.0033690445, 0.014833077, -0.028895052, -0.016868336, -0.025975892, 0.04448299, 0.03818873, 0.087971844, -0.12963657, -0.097560205, -0.13973372, -0.034005467, -0.014492949, -0.0806148) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.0998561, 0.012295841, -0.0059086806, -0.28133255, -0.01579424, -0.015869725, 0.054684054, -0.0025523447, -0.11054835, -0.02036454, 0.0874946, -0.015267015, -0.15166879, -0.029671937, 0.05825089, -0.08996526) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(-0.2644526, 0.00037119797, 0.037712757, -0.13570064, -0.011705836, -0.053835057, -0.06546043, -0.003904192, -0.058295902, -0.011014905, 0.036608826, -0.09316759, -0.05192918, -0.056275994, -0.025871113, -0.029993916) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.20437467, -0.009838396, -0.12326762, -0.008826467, 0.10445204, -0.1766781, -0.0047602938, -0.040478457, 0.028650427, -0.012216731, -0.09486806, 0.047554187, -0.09035074, -0.0061642337, 0.07412471, 0.042262223) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(0.4627154, -0.096632354, 0.030329397, -0.21625616, -0.011286863, -0.009264482, 0.03777131, -0.065025486, 0.00558388, 0.08576623, 0.08980313, -0.009367564, 0.01609784, 0.0063253394, 0.03792126, 0.0018586838) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.40199944, -0.011124172, 0.06254554, 0.08350746, -0.1005274, 0.119913734, -0.05070139, 0.13164969, 0.04593655, -0.011362191, -0.029268637, 0.099412136, -0.064908616, 0.0038163015, -0.1178298, -0.061717547) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.0051836562, -0.114454456, -0.1145857, 0.08821922, -0.01587761, -0.153387, 0.11834224, -0.010078264, -0.04602583, 0.13094519, -0.06641285, -0.004716112, 0.04861025, 0.03475349, 0.07663966, 0.06839736) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(0.14684974, -0.010885488, 0.07722289, 0.13635775, 0.07632183, 0.017249947, 0.1170382, -0.04072057, -0.026988951, 0.04552819, 0.087141216, 0.04121242, 0.08908037, -0.01440492, -0.06261672, -0.006765471) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.023216741, 0.037553933, -0.021615116, -0.02959753, 0.019916674, 0.015616843, -0.059720352, 0.07283618, 0.17728907, -0.040844448, 0.020347655, -0.04245515, 0.02999219, 0.05087262, -0.19879507, 0.150642) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.015284621, 0.0075803893, 0.0035219751, -0.00810834); + result += mat4(0.10089722, -0.06443871, 0.14568143, -0.09954367, -0.07683818, -0.033734936, -0.04811656, 0.10664942, -0.03475512, 0.054659437, 0.03820792, 0.023073552, 0.021913474, -0.04652848, 0.087426476, -0.032789916) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.0007417948, 0.012891258, 0.14044069, -0.20839092, 0.030918991, -0.051141784, 0.10253684, -0.031074345, 0.03796036, 0.14934118, 0.027667413, -0.0006018257, 0.030512357, -0.08976165, 0.043886513, -0.05992656) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.0063666133, 0.031453233, -0.05032326, -0.09747301, -0.04173207, 0.036128793, -0.18436228, -0.07930586, -0.09015892, 0.099168226, -0.024928693, -0.013754599, 0.10938362, -0.027342454, 0.06767825, 0.017478118) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.18361095, -0.03686669, 0.12688193, 0.07344306, -0.042493284, -0.06679468, 0.049492907, -0.0686762, 0.0063613807, 0.04242265, -0.03268248, -0.012933237, 0.04850132, -0.11749419, -0.03158751, -0.026313517) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(-0.025674902, 0.011632035, 0.19160101, 0.13017164, 0.033340067, -0.06443997, -0.011907534, -0.04421661, 0.0069531524, -0.025805647, 0.041850377, 0.045619737, -0.046563618, -0.03741057, 0.005266853, -0.026588485) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.16777207, -0.15943483, 0.11959897, 0.20576183, 0.084090106, -0.035135467, 0.0062601347, -0.020519855, 0.051865254, 0.09715117, -0.022332061, 0.00041214458, -0.09133639, -0.0038492593, -0.04483786, 0.07159544) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.19268401, -0.0051884865, -0.26957387, -0.24012648, 0.014772365, 0.0719881, -0.07707021, -0.012666332, -0.07078298, 0.003211214, -0.006569457, 0.12216695, 0.05895859, -0.10598566, 0.026854904, -0.012319349) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.114600934, 0.06542146, -0.20274659, -0.1192942, 0.0028413986, 0.0095050875, -0.018863669, 0.08748821, -0.0031112633, 0.036286242, -0.06295527, 0.043518394, 0.06678936, 0.066339135, -0.041013107, 0.09123855) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(-0.14915279, 0.2907822, -0.09656576, -0.03619446, 0.17413843, -0.10442265, -0.16451426, -0.029117767, -0.05298004, 0.08113195, -0.076549865, 0.063915014, 0.024209032, -0.04620692, -0.07733112, 0.08848253) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.059490994, 0.027694536, -0.013536373, -0.0071221786, 0.19364642, -0.070162766, 0.05438176, -0.011794533, 0.0073090824, 0.04499496, 0.24981081, -0.06763173, 0.04966615, 0.032806955, -0.01931735, -0.0543255) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.06289598, 0.014345173, -0.022261556, 0.024421783, 0.053157076, -0.10662002, -0.08893606, -0.019301493, 0.09425252, 0.12167757, -0.501935, 0.15572563, 0.09125769, 0.038310084, -0.040728994, 0.014561345) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(0.06926081, -0.05419618, 0.06168418, 0.037189495, -0.07078368, 0.09460417, 0.071867965, 0.034771543, 0.058906164, -0.14770094, -0.22581503, 0.01710466, -0.044432994, -0.08349109, 0.02115879, 0.058064047) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.02356387, -0.0019460355, 0.08031415, -0.04153505, 0.12078096, -0.1186146, 0.018928593, -0.028491342, -0.019932343, 0.18260767, -0.092647165, 0.08090581, 0.05303282, 0.054923292, -0.047244377, 0.06716625) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.059011344, -0.07188621, -0.00026833412, -0.006386651, -0.11297576, 0.17560901, 0.0013431637, -0.008420134, -0.076370865, 0.12120244, 0.40973225, 0.019286746, -0.013144813, 0.07494225, -0.0025681793, 0.09230076) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.007130028, -0.12066013, -0.09759611, 0.04462167, -0.1786062, 0.048661068, -0.03881423, 0.0034344401, -0.110363774, -0.08726387, 0.23341763, 0.18612081, 0.028085502, -0.06731253, 0.051906057, -0.002242906) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(-0.061325785, 0.060978234, 0.037983853, 0.032293897, 0.0031641203, 0.013176299, -0.06417184, -0.019810522, 0.04612644, 0.06086061, -0.23223136, 0.074979305, 0.00044393897, -0.050677363, 0.009057892, -0.020961946) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(-0.0073866257, 0.0014631128, 0.015611636, -0.055718806, -0.0655345, 0.1607574, 0.012450145, 0.008622426, 0.09662636, 0.25724012, -0.053457372, -0.044607792, -0.022253389, 0.041946035, 0.018883962, -0.044030063) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.09770641, -0.047926463, -0.048534647, 0.026441213, -0.07326559, -0.06223302, 0.04068433, 0.0023343887, -0.0073096943, 0.089814164, 0.06629672, -0.032469433, -0.09286273, 0.021503197, 0.020492487, 0.010572497) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.039614756, -0.00044574653, 0.035431262, 0.3400577, 0.042843856, -0.06939011, -0.033852097, 0.03771537, 0.00013262121, 0.07144951, 0.012731165, -0.010784622, -0.01264725, -0.045134347, -0.03560986, -0.04099927) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.09011629, -0.20372726, 0.01389888, 0.03949574, 0.016577296, -0.12735395, 0.08670398, -0.06256578, 0.09589394, 0.21515243, 0.078835435, 0.0048213582, 0.041575376, -0.113110766, -0.14508143, -0.04288903) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.086150385, -0.07159441, 0.0386295, -0.04838041, -0.060054228, -0.016365077, 0.14630683, -0.07241237, 0.0075803455, 0.06795148, 0.131008, -0.07458757, 0.014544664, 0.09059734, -0.062168304, -0.049943984) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.05607149, -0.14172314, -0.11271921, -0.110042214, 0.005879025, 0.061670616, 0.07775762, 0.009804815, -0.099771574, -0.056979895, -0.09567437, 0.032964367, -0.034925327, 0.03525703, 0.025001884, -0.042706188) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(0.09112134, -0.008622076, -0.0697333, -0.01740181, -0.13144015, 0.08244041, -0.10942452, 0.08328528, -0.021599438, 0.008890282, 0.06518877, -0.03183163, 0.073259234, -0.0018628255, 0.06921419, -0.10276965) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(0.032401256, -0.21025875, -0.15123025, 0.06540523, 0.067034416, 0.047411274, -0.05761523, -0.035550874, 0.03701347, -0.10386533, 0.07095634, -0.05604995, -0.09341136, 0.10185832, 0.07279055, 0.029357282) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(0.042296577, -0.053026114, 0.0074878545, 0.019255837, -0.04881339, 0.0019136766, -0.009888043, 0.03161265, -0.03328549, 0.0627692, -0.04317628, 0.023800937, -0.025856212, 0.21344204, 0.064423084, 0.012795787) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(0.023826072, -0.05897642, 0.07152464, -0.026350364, 0.093933545, -0.0025958794, -0.08350015, -0.028669031, -0.03506477, 0.057226803, 0.00961041, 0.07077195, -0.03207445, 0.15633237, -0.029006911, 0.0010789412) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(-0.018266184, 0.012496159, 0.037389886, 0.07053402, -0.04056948, 0.012907686, -0.08575057, -0.08959244, -0.09506608, -0.01984423, -0.007485444, 0.019302124, -0.03522425, -0.03858841, -0.041980855, 0.075418174) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.02509303, 0.016079182, 0.18328445, -0.11727558, -0.06273362, -0.16675188, 0.017584467, -0.04644241, -0.033307604, -0.19607963, -0.23178567, 0.057126615, -0.023207648, 0.056291137, 0.098518975, -0.048474375) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.041426055, -0.06054551, 0.053095523, 0.09780231, 0.05408838, -0.12151614, 0.0047127535, -0.076593764, -0.08453026, 0.099717565, -0.24124458, -0.011464561, 0.061303042, -0.16388333, 0.14678887, -0.11588486) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.04826398, -0.036011044, 0.10714097, 0.08907968, -0.011454345, 0.031760186, 0.049608916, 0.026239248, 0.0418314, -0.08368993, -0.049965624, -0.00028799693, 0.023703566, 0.029219572, -0.03969776, 0.03891546) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.065977044, -0.0077311317, -0.079131074, -0.06960062, -0.09640306, -0.012586163, -0.08141892, -0.05477438, 0.06945082, -0.053552352, -0.07191922, 0.017246652, -0.05995842, -0.11304478, 0.10491476, -0.070515275) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.05498388, 0.004865677, -0.09475868, 0.07743571, -0.048698716, -0.0035447134, -0.056441396, -0.047848694, 0.06656872, -0.09900567, -0.08548736, 0.0711267, 0.13723628, -0.06703303, 0.29064733, -0.058957066) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.11392712, 0.061821654, -0.10969853, -0.006970733, 0.023556776, 0.13817003, 0.10888, 0.065788314, -0.09242205, 0.010984505, 0.0011335326, 0.0047183945, 0.037912246, 0.008333737, 0.16521664, 0.07901772) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(0.056459464, -0.0842653, 0.01856258, -0.049041223, 0.098034404, 0.07843927, -0.115043685, 0.030974949, 0.014074656, -0.10566107, 0.05946043, 0.031103622, -0.08660944, 0.03923656, -0.08800654, -0.08110531) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.12542206, 0.08245408, -0.07882406, 0.056729198, 0.0006004883, -0.024567505, -0.028658882, -0.005052358, 0.06504062, 0.38045764, -0.09843952, -0.07483014, 0.06170114, 0.02086724, 0.0021686617, 0.06979346) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.053109583, 0.009262914, 0.013644574, -0.04899947, -0.03820014, -0.0047815633, -0.07976084, 0.03396075, 0.028872252, 0.1525046, -0.007686572, -0.035268936, 0.032599222, 0.062106363, -0.08562679, 0.05821433) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(0.0068683145, -0.07867088, -0.06281155, 0.036213066, 0.13368577, 0.044247754, -0.10347171, -0.087464586, 0.15423143, 0.112897985, 0.10274618, -0.116386004, 0.013374841, -0.06964349, -0.015849693, 0.022949569) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.075333335, 0.19290051, -0.043484967, -0.040709287, -0.00052210473, 0.030199777, 0.09773196, 0.15046082, 0.05108785, -0.0092773335, -0.19418761, -0.07810007, 0.0054931566, 0.045144938, 0.053353716, 0.020545507) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.023576235, 0.030750575, -0.021387031, 0.002101121, -0.009256025, 0.16648178, 0.098315075, -0.10221597, -0.01967276, 0.101935096, 0.081298955, -0.03160711, -0.11524972, 0.060956318, 0.06330561, -0.08484691) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.02811281, -0.13144515, 0.03237774, 0.09522125, 0.04849602, -0.0444045, -0.14120723, 0.012292469, 0.03754099, 0.056149606, 0.02459886, -0.0075666923, -0.037005596, -0.04552726, 0.054868516, -0.049468327) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(-0.07610538, 0.06081227, -0.019379148, -0.017061386, -0.12982637, -0.18156712, -0.11689999, 0.13798793, 0.084921, 0.17778663, -0.10848857, -0.08139098, -0.04292614, -0.040574007, -0.09304154, 0.01831417) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.028839698, -0.035218645, -0.0052095414, -0.02854752, -0.055767737, 0.06467545, 0.049401943, -0.00373934, 0.029006261, -0.011459003, 0.024750168, -0.05664754, -0.063084416, -0.05226667, -0.10069407, -0.003943578) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.03763561, -0.014426988, -0.008976342, -0.024611851, 0.023362735, -0.1132448, -0.045800842, -0.17385267, 0.06366888, -0.030134415, 0.04402005, -0.07698679, -0.031094525, 0.06347633, -0.0014727425, 0.015219663) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(0.075424716, -0.023985047, 0.055464983, 0.043958444, -0.043462794, 0.1322288, -0.018792888, 0.065827675, 0.052256092, -0.02124933, 0.028411094, 0.040430013, 0.063625336, -0.049855974, -3.1818126e-05, -0.006232471) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(-0.0027825153, -0.14369318, 0.0067411545, -0.056002375, 0.03869679, -0.0049044103, -0.32312787, -0.011659815, -0.09219209, 0.15488175, 0.00662244, 0.020651657, -0.07661212, -0.062178563, -0.012546979, -0.022103863) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.1694207, -0.36465237, -0.29931507, 0.09609974, -0.018029805, 0.015358688, 0.088083416, -0.32316652, 0.089983396, 0.029164732, 0.07030397, 0.101704694, -0.067567475, 0.1005351, -0.1524649, 0.07652474) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.07600626, -0.042135503, -0.16333663, 0.0954698, 0.24438669, 0.1946776, -0.28641203, 0.037874635, -0.11796449, -0.00029318748, 0.005481582, 0.038918596, 0.07636511, -0.05706522, 0.40199065, 0.40542683) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.01586497, 0.09445771, 0.06125132, -0.08844965, 0.020581266, 0.08473238, 0.09486327, -0.023915987, 0.08394921, 0.0040210187, 0.062122107, -0.07209264, -0.036477078, -0.20522413, 0.12517038, -0.0678131) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.14004675, -0.17444499, 0.046502564, 0.0301658, -0.11712621, 0.2016608, -0.008629084, 0.109045185, -0.014254482, -0.104410514, -0.048748564, -0.02609372, 0.26283577, -0.009337795, -0.103646226, -0.0037226574) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.11792695, 0.2588543, 0.05775609, -0.033646174, -0.20825818, -0.26435655, -0.1787004, 0.03155541, 0.06905271, -0.0057776025, 0.0116009, 0.04739881, 0.30812618, -0.2908703, 0.15365131, -0.14820862) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(-0.093219705, 0.063096754, 0.05226532, -0.18775408, 0.0029677167, -0.08719326, 0.055761877, -0.0786776, 0.008324104, 0.008230881, 0.012069773, -0.027196258, -0.22133616, 0.43233246, 0.19561939, -0.2555573) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(0.050134234, -0.0022280582, 0.10548923, -0.07250905, -0.060570948, 0.009905906, 0.0232379, -0.13268977, -0.07554757, -0.013623986, -0.116262816, -0.018414835, -0.11036569, -0.44200033, 0.13900885, 0.6628395) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(0.03868786, 0.07486307, -0.06509603, -0.0557086, -0.023256753, 0.11035806, 0.04471872, 0.053364724, 0.097584724, 0.045418378, -0.04285606, -0.035722442, 0.058019698, 0.11870418, 0.14094312, -0.39868337) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(0.027341155, 0.13664837, 0.07067559, -0.0466578, 0.071559496, -0.3670707, -0.03967819, -0.000931404, 0.028569775, 0.0071164737, 0.033167243, -0.05554399, -0.25762543, -0.16361864, 0.28015456, 0.2862816) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(-0.09797366, -0.044457503, -0.008044546, -0.03475197, -0.011998901, -0.051943295, 0.020563751, -0.027826015, 0.017536921, 0.023692688, -0.105198674, -0.047562428, -0.02096047, -0.04386854, 0.028073588, 0.004655403) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.035002235, 0.02980822, 0.037008617, 0.078091875, -0.02617316, -0.1677346, -0.00044271097, 0.10632181, -0.025652207, 0.06668331, -0.14079632, 0.036970153, -0.1089534, -0.05736076, -0.05344992, -0.032694217) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(0.0418454, 0.051319696, 0.1605503, 0.041017182, -0.015021131, 0.018352184, -0.040055797, -0.042552166, 0.01410723, 0.009258959, -0.0037721873, 0.032248292, 0.0524501, -0.052717008, -0.19322741, 0.10605808) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(-0.06852766, -0.008843437, -0.05380628, 0.017415397, -0.0955214, 0.11804916, -0.0408179, 0.011897117, -0.0734573, 0.16294767, 0.052905872, 0.01971047, 0.08457153, -0.02287755, -0.0105985515, 0.06071363) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(-0.028034698, -0.14101668, -0.101414725, 0.074851, 0.11440957, 0.076500505, 0.02640619, 0.048208114, -0.015093911, -0.10559339, -0.041087486, 0.04573483, 0.0009421101, -0.049555067, 0.027640207, 0.11600196) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(0.08456348, -0.2016056, 0.01628307, 0.097781025, -0.13759124, 0.091026016, -0.06612956, 0.14150445, 0.030998785, -0.014241977, -0.07374479, -0.011570147, 0.0871346, -0.17440985, -0.102434576, -0.14782734) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.0061065853, 0.008025402, -0.09061106, 0.033630136, -0.033912525, -0.0020177036, -0.021688819, -0.101816125, -0.07708646, 0.054817535, 0.025345312, -0.05313017, -0.015019204, -0.040955607, 0.033928573, 0.05712773) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.0017844916, -0.37558803, -0.14140037, 0.08916838, -0.059535235, 0.0027138602, 0.06839422, -0.049810853, 0.040595707, 0.058861747, 0.060493767, 0.10509062, -0.011743537, -0.06312591, 0.030528747, 0.09404268) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.005491946, -0.043415226, -0.005737655, 0.013462778, 0.02214155, -0.044476073, 0.054251228, -0.043221135, 0.013454339, 0.06702507, 0.07892291, 0.008299904, 0.010618771, -0.05732609, 0.0051321317, -0.09214062) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.010448737, -0.0763144, -0.045504224, 0.050767306, 0.012635879, -0.10243356, 0.11322095, 0.0214895, 0.01335722, -0.08395272, -0.103717305, -0.004123846, 0.043246422, 0.039673284, -0.04538705, -0.017957779) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.031979065, 0.01597066, -0.124012396, -0.08086684, -0.019402068, 0.030618137, -0.04379822, -0.024350798, 0.0023392958, -0.12733607, 0.08141463, 0.06353682, -0.08084014, -0.03747668, -0.09484418, -0.013079253) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.046345055, -0.058738206, -0.020421552, 0.05564293, 0.008233856, -0.00583308, -0.19170709, 0.001146765, 0.0043787477, -0.0042586965, 0.008095479, 0.099098384, -0.06682956, 0.06539562, -0.03995034, -0.011960787) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(0.051781323, 0.095482536, -0.0020929624, -0.058993574, 0.00023238696, 0.03670268, 0.025858283, -0.027639112, 0.026986834, -0.014690499, 0.02267922, 0.08789637, -0.0120634185, 0.03053118, 0.03956704, -0.06719874) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(0.005722231, 0.13964644, -0.027131809, -0.011101668, 0.0005265016, -0.016076455, 0.016948057, -0.0322674, -0.01869099, -0.112297475, 0.049102433, -0.038916517, 0.106997155, -0.102597035, 0.010934799, 0.040540785) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.011907185, -0.03195889, 0.043633647, -0.0083866455, -0.06323015, -0.016081903, -0.07136137, 0.049347166, -0.029908257, -0.06565116, -0.034235455, 0.036397263, -0.072030246, 0.075695105, -0.13079429, 0.12920211) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(0.0015175362, 0.021335479, 0.02146133, -0.06038062, 0.00080140086, -0.0022465654, 0.11279797, 0.06713731, 0.09654536, -0.06997881, 0.039597716, 0.04114037, -0.03440995, -0.009359729, -0.029094754, 0.025551956) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.05281169, 0.11202297, 0.079287015, -0.04560356, 0.058398824, -0.06945946, -0.026415464, 0.0160811, 0.043219727, -0.12492527, 0.052325107, -0.044891126, -0.035773546, -0.03371483, 0.11292073, -0.07719437) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.09998993, 0.020657647, 0.05914948, 0.084108375, 0.137519, 0.13890447, -0.0038755392, -0.04956, 0.06387369, -0.119433515, -0.15042101, -0.0034510603, 0.01573111, -0.00908254, 0.1505648, 0.013190279) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.017029766, 0.0026182518, 0.0076097404, -0.05298403); + result += mat4(-0.26969707, 0.06524865, -0.034910116, 0.10716784, -0.012184682, 0.06790791, -0.056467034, -0.05117357, 0.13427982, 0.09756453, -0.015195975, 0.0043514203, -0.016651496, 0.07863006, -0.016474612, -0.06635994) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(0.029933723, -0.12646446, -0.04914896, 0.06726342, 0.061262373, 0.066556126, -0.030240647, -0.020036204, 0.0006011609, -0.024370167, 0.053824496, -0.05982114, -0.0014629327, 0.11171455, -0.010359523, -0.08608828) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.1051924, 0.27188978, -0.014654504, -0.0018300583, 0.09940436, 0.020210095, 0.17744707, -0.09966902, 0.069840305, 0.01834343, -0.041189738, -0.31659272, -0.032945566, -0.007824346, -0.07791143, 0.048303474) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(-0.07786165, -0.100265674, -0.16851753, 0.04480318, 0.09389894, -0.045890126, -0.026472284, -0.008443509, -0.122594535, 0.044459287, 0.005041826, 0.0067074234, -0.047006283, 0.065866336, 0.05942036, 0.031581286) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(-0.00602724, 0.06697397, 0.18384673, 0.01027512, 0.042820822, 0.007021697, -0.0323376, -0.1833276, 0.004656694, -0.07827061, -0.033343844, 0.028004551, 0.10583701, 0.020000068, 0.0037480006, -0.05287195) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(0.07390632, 0.18814299, 0.036274645, -0.018576303, 0.004750342, 0.059536073, 0.19308347, -0.4528547, 0.017254237, -0.041691933, 0.061326373, -0.14300399, -0.005055382, 0.09145138, 0.093360014, -0.021485277) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(-0.121915326, -0.07763473, 0.085626386, 0.027659494, 0.077777, -0.010674994, -0.011545273, 0.004186847, -0.089231595, -0.048946496, -0.05470035, 0.015323905, -0.021655943, 0.046722192, 0.022299444, 0.11340525) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(-0.18421695, 0.05888825, 0.14848131, 0.014433412, 0.113811694, 0.07111202, -0.09765235, -0.07693179, 0.0602293, -0.008185876, 0.025422461, -0.04719523, 0.059935145, -0.050485875, -0.03513375, 0.027424844) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(-0.16856517, 0.106958345, 0.0995741, 0.031181378, -0.02347832, -0.0073813573, 0.20096287, 0.1723206, -0.16832705, -0.032580975, 0.08661121, 0.014525628, 0.0500234, 0.011579943, -0.0040895683, -0.014273579) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(0.031319104, 0.08890289, -0.036908906, 0.039951283, -0.06941218, -0.12592047, 0.01263135, 0.18038338, -0.1529123, -0.09730094, -0.25230816, -0.15152137, -0.06788534, -0.022764865, -0.031498637, 0.14177006) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.06792869, 0.07877402, -0.052625578, 0.034551255, 0.05252881, -0.09421165, -0.079967454, -0.03667114, 0.0122212265, -0.20869061, 0.26856872, -0.03768078, 0.05866091, -0.040971063, -0.09132208, 0.0053021717) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(0.032328375, 0.12871602, -0.034526303, -0.08058767, -0.024143964, 0.04123636, -0.071840405, -0.025301475, 0.10846705, -0.0005009965, 0.116081, -0.09387739, -0.029391587, 0.041163437, -0.02343205, 0.042011756) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(-0.009995413, -0.031811856, 0.041431498, -0.044237185, 0.031169385, 0.018742668, 0.010501838, -0.074916266, -0.122546464, 0.092835546, -0.27030805, -0.021109458, 0.029642392, -0.019051002, -0.040155347, -0.0017119342) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(0.0071336096, -0.016731696, 0.084511995, 0.07081034, -0.016044186, 0.0030624, 0.055037323, -0.12770587, -0.006081255, -0.047676757, -0.11307422, -0.0014949614, 0.01914759, 0.054901253, 0.017708529, -0.059797592) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.025179401, -0.03025158, -0.048162967, -0.025701175, -0.0011000743, -0.0054261936, 0.0696297, 0.030286578, -0.015683876, 0.15854381, -0.000960113, 0.045958098, -0.04803642, -0.051190984, -0.084568866, 0.029185671) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.13343698, 0.04387127, -0.08858853, 0.039225515, 0.028960763, 0.0122523075, -0.026185688, -0.061627798, 0.062422622, 0.12905356, -0.10242836, 0.087893724, -0.059261795, -0.041836362, -0.0020415436, -0.046103142) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(-0.06690978, -0.07737104, -0.034676712, 0.049053475, -0.015790988, -0.01816458, 0.028024923, 0.0041574254, 0.14866997, 0.012767012, -0.25859684, 0.20342813, -0.09240526, 0.017292514, 0.07047152, 0.06293975) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.0817109, -0.044254728, 0.013244365, -0.060593355, -0.054841064, 0.10401544, 0.032707024, 0.012629702, -0.118282616, -0.044306867, 0.35330382, 0.17721374, -0.1114456, -0.058162365, -0.003546469, -0.0845349) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(-0.19880357, 0.059741497, -0.03827411, 0.071425736, -0.075892024, 0.072549745, 0.033630896, 0.044860136, 0.082574934, -0.07166674, -0.16222098, -0.114743434, -0.14403903, 0.100831576, -0.01996922, 0.094166) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.0738981, 0.1545612, -0.06781132, -0.11175757, -0.023283117, 0.04801318, 0.0078938585, -0.0965526, -0.0707145, -0.04512902, 0.07874076, 0.044540495, -0.058215566, -0.25557983, 0.08157237, -0.052170843) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.11173838, -0.0020115932, -0.04526016, 0.09114158, 0.017256513, 0.044909816, 0.06590035, 0.009246264, -0.097504176, -0.0073500485, 0.011585191, 0.031382956, 0.12815003, -0.077566884, -0.04311267, 0.0756899) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.060002718, -0.0056088343, -0.16355346, -0.11462732, 0.007857242, 0.024046278, -0.18015987, -0.030390946, -0.036422, 0.060930215, -0.009096734, -0.13307464, -0.048260733, -0.062241316, -0.07130666, -0.007867302) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.08134455, 0.056031805, -0.14318475, -0.2813397, -0.07978617, -0.006673399, -0.0042841216, -0.0016206937, -0.035881884, -0.052539952, 0.12968351, 0.06074183, 0.13390513, -0.037999887, 0.1476654, -0.026176197) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.027973985, -0.15338577, -0.07150376, -0.2194149, -0.13231678, -0.081399634, -0.053270098, 0.0484668, -0.04677012, -0.09067324, 0.06573042, 0.009586889, 0.13933039, -0.022283424, -0.03855533, -0.052375987) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.03145619, -0.05269622, -0.083968855, -0.05890199, 0.064208314, 0.038341, 0.02257381, 0.030543944, -0.026201153, 0.080296196, -0.107155316, 0.19480883, 0.03551925, -0.02143546, 0.075129986, -0.06252473) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(-0.023891192, -0.10253443, 0.010415969, -0.15022951, 0.044576913, -0.061632283, -0.064142086, 0.08906751, 0.012865637, 0.030913604, 0.13335633, 0.1156359, 0.063275844, 0.045636363, 0.009950541, -0.068348095) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.25380403, 0.07222255, 0.15430467, -0.0029455193, 0.051101398, -0.08008068, 0.00967216, -0.0424779, -0.012633348, 0.020042336, -0.056133483, 0.026158713, -0.049946845, 0.07440664, -0.024540264, 0.012483923) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(-0.027514534, 0.010503831, -0.05529919, 0.051151473, -0.12777993, 0.0017468381, 0.033581313, 0.046373155, -0.07036032, -0.07243802, 0.038944323, 0.008074952, 0.05702504, 0.034314957, -0.04334646, 0.058885086) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.01718694, 0.0024343121, 0.06395386, -0.06528679, 0.09187729, -0.066754915, -0.082135014, 0.06271207, 0.0048517054, -0.0006502553, -0.052672837, 0.010453589, -0.0002793513, 0.025204431, -0.16500238, 0.01232479) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(0.07470527, 0.01958761, 0.02907453, -0.0033163633, -0.020057654, -0.015939778, 0.044119533, 0.018834371, -0.086884804, 0.02066153, 0.02659018, -0.025405128, -0.030325947, -0.0024410195, 0.052593462, 0.07027683) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.061814327, 0.04902046, 0.06975528, 0.09674795, 0.07400881, -0.030832037, -0.068325706, -0.28539503, -0.011646138, 0.11795938, -0.03168293, -0.13822131, -0.13354857, -0.0367796, 0.041180305, 0.1832187) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.053103555, 0.09693912, -0.05690085, 0.0430419, 0.041139737, 0.04374001, -0.043549925, -0.045733515, 0.025844052, -0.024295192, 0.02632686, 0.031355284, -0.025869286, -0.015384743, -0.19231439, 0.047072247) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.019663326, 0.05288881, -0.029900167, 0.027453186, -0.07065517, 0.004660519, -0.058758568, 0.071469694, 0.09200928, 0.025993206, 0.06350677, 0.09959603, 0.039369427, -0.09484301, -0.052181423, -0.058604594) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.12711163, -0.093113564, 0.011707209, -0.04628494, 0.010537424, 0.0048373267, -0.008828664, -0.043850176, -0.13947192, -0.03538602, -0.37171027, -0.27829358, -0.0069816853, 0.039810818, -0.103474334, 0.1860338) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.07018136, -0.06213217, 0.064913444, -0.042679187, -0.010857788, 0.07866826, 0.08051424, 0.08617109, 0.100217514, -0.013381774, -0.03168785, 0.066240974, 0.041898996, 0.052527912, -0.20074497, 0.02927664) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(0.040205557, -0.077584095, -0.079216786, -0.034955923, 0.007229153, 0.036935322, -0.003994174, -0.035330005, 0.13470751, 0.04052074, 0.08470326, 0.046256673, 0.10367631, 0.035996467, 0.08435148, 0.015167908) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.03609745, 0.011110089, 0.081246175, 0.21772598, 0.25638467, 0.10309746, -0.019938255, -0.12071986, -0.14128774, -0.0058060237, 0.32478487, 0.014180219, -0.11564704, 0.0036171004, -0.061511155, 0.13685413) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(0.016204288, 0.025427379, -0.032491725, 0.038200684, -0.17813689, 0.051033653, 0.017098531, -0.033479087, -0.031123739, 0.02592637, 0.021323444, -0.17615238, -0.004071446, 0.024089845, -0.11328454, -0.10246446) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.026363332, 0.0774693, -0.001488926, 0.074328214, 0.10431356, 0.045457643, -0.05182458, -0.07608814, -0.05636305, -0.048104573, 0.056380313, -0.051220886, -0.013051256, 0.07232895, -0.017295277, 0.046196643) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(0.07148113, 0.041202053, -0.023399366, 0.31530088, -0.04816606, 0.033267178, 0.035453737, -0.07740784, -0.07473749, -0.084001854, -0.16188906, -0.05995198, -0.01454982, -0.04015711, 0.080324546, -0.04428545) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.04573671, -0.028660351, 0.07055464, -0.06023813, 0.0358784, 0.039551362, 0.051226728, 0.2707989, -0.113762096, 0.00055007805, -0.041450407, -0.07462006, 0.060826674, -0.05905481, -0.026069222, -0.112142615) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(-0.053279698, -0.0032421292, -0.022948861, -0.021695847, -0.04314488, 0.016928686, 0.049900077, -0.013736364, 0.09159843, 0.040690944, -0.089060396, 0.075674, 0.037561912, -0.019046945, -0.0052949497, 0.06942163) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.057270415, 0.030945752, -0.051915206, 0.03747818, -0.29900372, -0.03539909, -0.2623809, -0.14053984, -0.06724629, -0.002058162, 0.025339983, 0.034215078, 0.09452597, 0.008239918, 0.0077291573, -0.045769628) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.04734648, -0.016243327, -0.106288806, -0.03594557, -0.26163426, 0.044178136, 0.03810632, -0.15159981, 0.062477387, 0.0029771402, 0.15897194, 0.031832475, -0.0027898247, 0.020303156, -0.00094719423, 0.061058104) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.10737836, -0.047659006, 0.033494566, -0.019183882, -0.12528087, -0.0047131795, 0.06947518, -0.08452694, 0.15260527, 0.16697158, 0.0662454, 0.093549274, -0.048005812, 0.010547435, -0.07672287, 0.008138391) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.4034531, -0.07336866, 0.054269694, -0.088195376, 0.07254467, 0.054527745, -0.09746604, 0.041571233, 0.07851575, -0.06665327, -0.01872743, -0.022730755, 0.2237277, 0.27669412, -0.12509036, -0.124001995) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.17640968, 0.11495339, -0.075981, -0.021307552, 0.02361582, 0.103638485, 0.13105026, -0.01477062, -0.054478426, -0.00042184402, 0.0563414, 0.116156526, 0.12930475, -0.4096145, 0.065834604, -0.44063684) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.07515911, 0.05480233, 0.048164148, -0.0698216, -0.0048652333, 0.15709642, 0.15201579, -0.009992494, -0.03799079, 0.052205637, 0.035803646, 0.09784627, -0.052154884, -0.021929527, 0.10782196, 0.14605185) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(0.07340599, 0.05675576, 0.16155493, 0.23515168, -0.10060028, -0.014091447, -0.14785613, -0.30227914, 0.004407614, 0.0823413, 0.07310364, 0.039226864, 0.17360078, -0.04300298, 0.012603476, -0.16852224) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.05241981, -0.044155005, -0.12009607, -0.021826092, 0.08454434, 0.035356153, 0.15445329, -0.16383909, 0.019939046, -0.012035172, -0.021772088, -0.039319593, 0.2113125, -0.19087756, 0.09711666, 0.23051569) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.07032819, -0.008868697, -0.012584712, -0.03610978, 0.0085982215, -0.073083095, 0.005314122, -0.15008338, 0.111559, -0.034215957, -0.059302565, 0.061598655, -0.15815967, 0.7643408, -0.6688679, -0.015675765) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.04652039, 0.0023509252, 0.06324783, 0.060657516, 0.04368846, 0.09922848, 0.016998468, -0.1707438, -0.05715121, 0.07029522, -0.024926111, 0.13404353, 0.043076552, 0.35814863, -0.6626277, 0.004661073) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.02774036, -0.05662422, 0.084981784, -0.015987758, -0.18142702, -0.043269794, 0.036585227, -0.31359372, -0.037696313, -0.099541634, -0.047562238, 0.091655485, -0.023354845, 0.4656288, 0.45047572, 0.17105147) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.0076555354, -0.04979883, -0.12889482, 0.024111828, -0.24661215, -0.019473843, -0.16955906, 0.0009965954, -0.030066233, 0.021942018, 0.042639494, 0.019092843, 0.05292547, 0.38002372, 0.076062664, 0.096562475) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.17487007, 0.02716904, -0.043371353, -0.32799977, -0.18254909, 0.03244557, 0.093665704, 0.12422773, -0.04813594, 0.023399659, -0.049716085, 0.019244196, -0.03420005, 0.06143091, -0.013536346, 0.035490282) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(0.11734277, 0.011759425, -0.09654516, -0.040260497, 0.08776812, 0.07565629, -0.0662768, 0.1033306, 0.021257868, -0.005124921, 0.048855864, 0.04399978, 0.05600546, 0.00627899, 0.06954754, -0.4721312) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(0.11846434, -0.034724407, 0.02406037, 0.009163481, 0.04919227, -0.012226861, -0.0040999786, 0.07114601, -0.060678434, 0.00071401516, -0.026075708, 0.098185174, -0.26407084, 0.053739548, 0.096671924, 0.0950351) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.14992541, 0.09855627, -0.051828545, -0.21739236, -0.06426778, -0.00898051, -0.019912016, -0.11489576, 0.04586731, -0.044006187, 0.051051468, 0.0027259246, -0.0026719961, -0.04945696, -0.031669617, 0.014082213) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.053877745, 0.16251695, 0.12707567, 0.030175999, -0.005992873, -0.039566908, -0.12295258, -0.08529856, -0.037976827, -0.064296514, -0.0109587945, 0.068643615, 0.09037895, -0.026651924, 0.0057991473, -0.11456577) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(-0.12622368, 0.005051562, 0.08239491, -0.008606, 0.05442144, -0.0020586473, -0.10162568, 0.0058700773, -0.022050317, -0.004340718, 0.15215017, -0.05553393, -0.22747318, 0.095394574, 0.07996917, 0.081355445) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.047325574, 0.11461733, -0.1606758, -0.1018006, 0.027850825, 0.05353667, 0.09283654, -0.07201258, 0.077073835, -0.0358214, 0.07575786, 0.093668826, -0.1053017, 0.011942607, 0.0072190077, 0.07295913) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(-0.061661605, 0.014500618, -0.0343881, 0.03676811, 0.09882814, -0.044081554, 0.012693663, -0.06509486, 0.009106592, 0.024507022, 0.036264386, -0.070494056, 0.08864536, 0.040168896, -0.10938189, -0.09325679) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.031548742, -0.045785595, 0.03481303, 0.0126136625, -0.046127744, 0.020386765, -0.012544244, 0.02643296, 0.020333808, 0.12276741, 0.03435273, -0.08855063, -0.032666843, 0.051521264, 0.036327366, -0.012208532) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.13453694, -0.06425231, 0.099538736, 0.08828377, 0.11944238, -0.013993342, -0.053921074, -0.045331813, -0.02260944, -0.09307777, -0.061098173, -0.06510203, -0.14304908, -0.01652368, 0.025414295, 0.0005006357) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.06453418, -0.1286868, -0.08830644, -0.067143, -0.00040941298, 0.066550925, 0.09138168, -0.06172078, -0.011784804, -0.10284127, -0.049765367, -0.039987683, -0.07333526, -0.045114417, 0.07188807, -0.016312258) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.016668053, -0.029917741, -0.04790702, 0.13301483, -0.0226875, -0.019958513, 0.013383337, -0.04643367, 0.07789965, 0.0027342453, -0.027355531, 0.00842957, 0.059866987, 0.011565059, -0.08031227, -0.055167854) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(0.028732752, -0.08508627, -0.025830543, -0.13049383, 0.007676596, 0.06923891, 0.03653034, -0.035906527, -0.015377517, -0.0006535983, -0.008989587, -0.1138247, -0.11669001, -0.02285596, 0.029788185, 0.03642247) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(0.05257182, 0.034222256, 0.069169685, -0.13427936, -0.09826113, -0.033780433, -0.008858038, 0.07313291, 0.0013643248, -0.02640931, -0.009135024, 0.070298485, -0.008649201, -0.1279212, -0.07136913, 0.014068566) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.061272312, 0.0025007627, 0.08642541, 0.056899246, 0.080976896, -0.014870841, -0.056911606, 0.019520482, -0.020400884, 0.061708752, -0.053698104, 0.109109126, 0.072821215, 0.028308649, 0.04283325, 0.0086398665) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.06382388, -0.03440983, -0.17204529, 0.037740856, -0.0043762517, -0.032933373, -0.09845114, -0.004478965, 0.011440689, -0.08439051, -0.24172826, -0.363408, -0.044690162, -0.037426498, 0.038753204, 0.11324205) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(0.15386839, -0.07965738, -0.003304589, 0.009285985, 0.10472413, -0.022005673, 0.050299566, 0.06737807, -0.0365651, 0.066187255, 0.019654201, -0.15182674, 0.06450326, 0.09565512, -0.048541855, -0.053782176) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(-0.10440549, -0.05085832, 8.3101346e-05, -0.0449915, 0.002588291, -0.017261835, 0.009551745, -0.0365315, 0.060835935, -0.010699974, -0.073593125, 0.013337622, 0.0608693, 0.14456865, -0.016152615, 0.050170276) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.010690784, 0.005997089, 0.002451169, -0.005412337); + result += mat4(-0.082862236, -0.09332624, -0.004916408, -0.25246146, -0.056272738, 0.07155223, -0.009127834, 0.07654658, 0.04773212, 0.082947515, 0.045665577, -0.08155483, -0.040157765, -0.0028256194, -0.01287591, -0.011608416) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.114815235, 0.091305695, 0.22614469, -0.06545236, 0.06945439, -0.002299741, 0.11802385, 0.10429289, 0.006980407, 0.044104833, -0.07763246, 0.03220111, 0.011595399, -0.037364498, 0.0068959096, -0.015846925) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.11442867, 0.1947, 0.0014312532, -0.09519812, 0.038128227, 0.043568403, -0.3227581, -0.05126703, -0.02121803, 0.00038251144, -0.11258952, -0.051133096, 0.0072281426, -0.13872194, -0.014798982, -0.0063778055) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.13032909, 0.15123816, -0.14155665, 0.011307483, -0.04383294, -0.100376636, -0.073844135, -0.09189189, -0.022353243, 0.08658764, 0.065357275, 0.023020228, 0.093580894, -0.078171946, -0.025888711, 0.018376289) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.16127862, 0.0035623254, -0.15936317, 0.120565504, -0.042104054, 0.079555735, 0.05391565, 0.03966206, 0.109242976, 0.04145595, 0.006665532, 0.029222775, 0.059675947, -0.11362838, 0.032819584, 0.03917334) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.073818006, 0.075325646, -0.15390112, -0.103969745, 0.060122073, 0.13159041, 0.09445272, -0.39024514, 0.12217026, -0.048006278, 0.16148163, -0.05440857, -0.018169494, -0.008575086, 0.023165897, 0.07195667) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.029446874, 0.17245877, 0.19578046, -0.0959553, -0.010836295, -0.01651593, -0.049712602, -0.07257559, -0.024723414, -0.101832464, 0.06686563, 0.107243426, 0.019410517, 0.0057076416, 0.0071558966, -0.06711621) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.19535314, -0.139618, -0.06464305, -0.005250526, -0.07216891, 0.14065611, -0.1013816, 0.122438036, -0.0066403984, -0.076991655, -0.032490995, -0.0532696, -0.021064356, -0.04401845, 0.14308032, 0.032499548) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.23283342, -0.26353815, 0.022908762, 0.005311544, 0.0076993722, 0.0010392838, 0.15888968, -0.14901665, 0.007011363, -0.002178251, -0.07326514, 0.06859169, -0.13724253, 0.013294479, 0.040944602, -0.08874898) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(0.021038538, -0.13492516, -0.002590426, -0.015944479, -0.04631184, 0.06783748, 0.023126155, -0.11957147, -0.4165431, 0.023782954, -0.16402291, 0.120118864, -0.04066827, -0.018194545, 0.039823037, -0.15194955) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(0.036565546, -0.08837816, -0.01086319, -0.05594958, -0.00022415584, 0.05196372, 0.14731847, -0.032799017, -0.091960035, 0.052995168, -0.0922611, -0.29245508, 0.067643054, 0.010263509, 0.06141319, 0.061214045) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.042150944, 0.03656631, 0.063485555, 0.10510755, 0.015781783, -0.031539366, 0.04197354, 0.08098534, -0.020930447, -0.12196443, -0.14710884, -0.19126503, 0.055784065, -0.07713417, 0.09130778, 0.06264028) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.060479272, -0.0024931005, 0.052952014, -0.087905586, -0.05729654, -0.040366028, -0.030486217, 0.06751229, -0.08824472, -0.08027508, -0.11356451, 0.15342566, 0.0015291413, -0.03325, 0.015456402, 0.025399398) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(-0.00819072, 0.009564266, 0.10381901, -0.00022270654, 0.04513513, 0.057175398, -0.008626486, -0.015773304, 0.11299881, 0.068074316, 0.14078437, -0.2912405, 0.11316507, -0.07743027, -0.015361845, -0.11405017) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(0.046051558, 0.068835884, 0.13150439, 0.10288098, 0.05236311, -0.0744856, 0.019866904, 0.105658926, 0.06095486, -0.06600033, -0.046087004, -0.33375698, 0.14436951, 0.037028078, -0.074084036, -0.04736998) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(-0.038823046, 0.07299554, -0.05847491, -0.04147976, -0.024128156, 0.12933809, -0.05945189, -0.01133884, 0.14848295, 0.001175198, -0.036680046, -0.063963674, 0.013725881, -0.0024379923, -0.08727678, 0.027952837) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(0.09670086, 0.015370373, 0.07292432, -0.19480015, -0.03054069, -0.043485958, -0.05360734, -0.041912492, 0.083735056, 0.014563895, 0.14733133, 0.15650618, 0.055674646, -0.048056748, -0.0026853587, -0.026554152) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(0.024410594, -0.020015312, -0.05516048, -0.07794716, 0.069992274, -0.054092847, -0.035513066, -0.008233446, -0.15371548, 0.12472223, 0.092795506, 0.0486925, 0.0751384, 0.0087347645, -0.06254022, -0.13146058) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(0.07937235, -0.36524597, 0.014878924, 0.08545474, -0.059753794, 0.05383852, 0.023399932, -0.021316389, -0.024138786, -0.055432, -0.10718331, 0.13316295, 0.07257173, -0.085463226, 0.031754185, -0.09082864) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(0.043743897, -0.010155396, 0.43185225, 0.037378218, -0.043807924, -0.0804751, -0.10160702, -0.11564795, 0.017340822, 0.009554977, -0.14971316, 0.03535888, 0.0031790596, -0.049985144, 0.02717979, 0.07938209) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(-0.14309597, -0.08889616, -0.06141119, 0.06071407, 0.11449267, 0.06290235, -0.04803331, -0.07786643, -0.06757743, -0.038061988, -0.004627741, 0.07817144, -0.070204556, -0.087684765, -0.0864271, 0.05784742) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.0040593813, 0.10823612, 0.03336655, -0.12777032, -0.062495008, 0.0023544978, -0.0013834701, -0.07696703, 0.027040644, 0.008879399, -0.1106963, 0.051833767, -0.008440142, -0.10857426, 0.010843847, -0.06638709) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.08215438, 0.03408142, -0.03042029, -0.06574534, -0.010344192, 0.025222981, -0.0942375, -0.32072356, 0.09445149, 0.11608672, -0.17004067, -0.0183685, 0.012359906, 0.014784032, -0.057997458, 0.026573583) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.114010945, 0.035921995, 0.1132185, -0.046908446, 0.021192726, 0.098312296, -0.10051638, -0.051098324, 0.013655437, 0.03112521, -0.101226255, -0.04436151, 0.011892899, 0.028890118, -0.057120286, 0.07885435) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.0875976, 0.08396669, 0.26676595, -0.07832734, 0.014096917, 0.01925402, 0.07948707, -0.19239175, -0.030101273, -0.007404924, 0.06454918, -0.033043984, 0.020191524, -0.015888287, -0.0768603, -0.0014707345) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(0.007838508, 0.050731845, -0.12275289, 0.077348635, -0.06637055, 0.042404823, 0.056114607, -0.2082521, 0.0052744793, -0.0034520295, 0.033134595, -0.14992613, 0.045224596, -0.047294725, -0.035579734, -0.043103494) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(0.0117669385, -0.046722222, -0.082754396, 0.18934056, -0.077659056, -0.021580162, 0.0766293, -0.1434723, -0.039356105, -0.051062122, -0.022995232, 0.12825657, 0.06975765, -0.05721996, -0.0046809018, -0.06016137) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(0.031200016, -0.044873744, -0.04577383, -0.09014457, 0.011431982, -0.16096246, -0.04573897, -0.021885265, -0.076434284, -0.07447358, 0.11294924, 0.040629297, -0.055489622, -0.017967565, 0.020820567, -0.06783229) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(0.008515332, -0.012485643, 0.017390816, -0.035030354, -0.0049802437, -0.1521472, 0.040498625, -0.04042039, 0.0140814595, -0.14227289, 0.07657805, -0.10505521, -0.038342696, 0.10698481, 0.014068513, 0.17430907) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(-0.031913165, -0.073796816, 0.08374395, -0.036987934, -0.027900955, -0.010202113, 0.050811402, -0.09660639, -0.029861007, -0.08969103, -0.2102356, 0.14262727, -0.11207342, -0.03937835, 0.045553975, -0.0172096) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(0.026628032, 0.053303003, 0.030054938, -0.07204776, -0.024216121, 0.16775322, -0.058352433, 0.09911573, -0.17444852, 0.05383404, 0.3569527, -0.015095063, 0.055044323, 0.0036387478, -0.058078967, -0.15752015) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(0.005434836, -0.09366988, -0.0006659146, 0.06655433, -0.07314304, 0.049210344, -0.06501994, 0.09020106, 0.007943374, -0.24311112, 0.11246132, -0.05669102, 0.017933127, -0.09891863, 0.07549983, 0.021653479) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(0.03517719, 0.09923731, 0.044575054, -0.053033523, 0.0017107581, 0.07446237, -0.031252462, 0.11600726, -0.054050457, -0.03993115, 0.045306034, 0.08790281, -0.050194588, 0.16850585, -0.09426044, -0.08788989) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(-0.0014516271, -0.030251157, 0.0024254667, 0.04534443, 0.056322027, -0.07524383, 0.0014791054, 0.067090385, -0.3117536, 0.22211868, 0.08488968, -0.43937343, -0.029876236, -0.021681514, -0.118743554, 0.008213524) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(-0.14914426, 0.05132183, -0.06847439, -0.0098333815, -0.06761469, 0.006456852, 0.09248922, -0.3200455, -0.14957795, 0.016720846, -0.1418253, -0.16575523, -0.06651087, -0.13473675, -0.0292337, 0.21095127) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.032742526, 0.055474162, -0.060109146, -0.067157075, 0.021278894, 0.01700543, 0.021176396, 0.099747844, 0.062318478, -0.17896491, -0.053276803, 0.03987469, -0.0014845199, 0.013721121, 0.0068959235, -0.031793147) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(-0.013827739, 0.029192314, -0.15077412, -0.07280277, -0.11141827, 0.074057266, -0.03826989, -0.04493996, -0.01792707, -0.042056218, 0.08892316, -0.16241309, -0.021858077, 0.10777993, -0.058708988, -0.06142172) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.08071342, -0.034904685, 0.0032877438, -0.032918695, 3.5765264e-05, 0.075260065, 0.070635706, 0.001903675, -0.07981462, 0.037416752, -0.049325954, -0.019922206, 0.07265439, 0.034716118, 0.022258228, -0.011259153) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.0048448513, -0.14551418, 0.13294397, -0.11285735, 0.0057811276, -0.033272423, 0.08149882, 0.040891297, -0.09873544, 0.038263552, 0.05520923, -0.031299513, 0.017749077, -0.012483133, -0.041523993, 0.06459376) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(-0.096644066, 0.0458126, 0.029846074, -0.037850592, -0.04341194, 0.06412556, -0.02204861, -0.026579129, -0.0043215244, 0.0030381086, -0.009296391, -0.1333166, -0.037021775, -0.07936589, 0.11547145, 0.032951925) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.06483997, 0.07908248, -0.032705646, 0.07469769, 0.1075552, -0.17562248, 0.0017593886, 0.100031786, -0.06114924, 0.05383326, -0.029468963, -0.2074514, -0.047082335, -0.054200534, 0.14617506, 0.09124103) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(-0.090670995, -0.030332653, -0.047783908, 0.09332696, -0.050707784, 0.20759183, 0.06719066, -0.051192265, -0.018785628, 0.07708997, 0.09815681, 0.015772363, 0.082743764, -0.07724646, 0.07533772, -0.019618925) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(-0.015034162, 0.027678078, 0.004485577, -0.0053388663, -0.0078025865, 0.08644683, 0.09853315, 0.07405606, -0.08312033, -0.016515655, 0.04020123, 0.15109605, 0.07393641, 0.11420123, -0.019472519, -0.078546286) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.010722131, 0.08855316, 0.09228766, -0.13401242, -0.00354648, -0.1324043, -0.15619309, 0.15188502, -0.04957025, -0.070352495, -0.08778581, 0.06650648, 3.414893e-05, 0.019148303, -0.015781783, -0.010458694) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(-0.013016937, -0.058610007, -0.01955858, -0.010563064, -0.09038516, 0.24968396, -0.069559604, -0.027359894, -0.050136372, 0.026390802, -0.096367836, 0.091583066, 0.01743045, -0.042999726, -0.08765771, 0.06957089) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(-0.097619414, -0.03596058, -0.07945388, -0.18552269, -0.11350878, -0.13267313, -0.06915545, -0.054690965, 0.010391561, -0.014942967, -0.015519899, -0.089317374, 0.035449956, -0.054202728, 0.11432231, 0.21882272) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.05647023, 0.07100975, -0.05997138, -0.029043961, -0.009731872, 0.010453934, 0.049745265, -0.16170847, 0.08597285, -0.014077391, 0.08981343, 0.027544783, 0.0128316125, -0.3657645, 0.10594425, 0.23268223) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.010719718, 0.14443997, -0.12875578, -0.040287886, 0.03941465, -0.04173003, -0.21589702, 0.11105341, -0.07029314, -0.04101937, 0.0014073573, 0.05151061, -0.1504672, -0.21717829, -0.24764758, -0.13079694) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(-0.16044514, -0.09288801, -0.010618369, -0.10929675, 0.07969499, 0.028753832, -0.048848506, -0.032439258, -0.047022868, 0.023455612, 0.09936926, -0.086376324, 0.08733632, 0.5036459, -0.2390321, 0.122648895) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.010534861, 0.22026429, 0.052812472, -0.042793896, 0.1526966, 0.13103181, -0.024165567, 0.2552295, -0.059412207, 0.004601544, 0.08095746, -0.04323657, -0.25822118, -0.036181983, 0.78730196, 0.3700736) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.0073771523, 0.032667294, 0.10373542, 0.3054397, -0.05403309, 0.07770418, 0.19603463, 0.103815265, -0.083129615, 0.056437533, 0.0036738557, -0.08030763, 0.08578597, -0.47391012, -0.2340688, 0.09837176) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(-0.0040087216, 0.05885074, -0.0427872, -0.02846482, -0.11479727, 0.012885045, 0.012890566, 0.04019892, -0.066839315, -0.059595812, -0.11559759, 0.056647632, 0.04924228, 0.11483939, 0.42489016, 0.046949796) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.03134626, 0.030074157, 0.059376065, 0.0070128655, -0.053245947, 0.15632841, -0.27364123, -0.24739368, 0.050405618, 0.024330301, -0.09987591, 0.06328098, 0.33785403, -0.020707022, 0.24607974, -0.5918927) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.019868644, -0.03391321, -0.0023804966, -0.010340161, 0.08739526, -0.030633437, -0.039041147, -0.19612013, 0.05589272, 0.03628168, -0.013933484, 0.075527556, -0.110349745, -0.014205303, 0.2221825, 9.5935e-05) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(-0.031899307, 0.07540582, -0.06766358, 0.1594253, 0.12397341, 0.117427625, 0.09891616, 0.094036795, 0.05896751, -0.0033413924, -0.07776852, 0.008694928, -0.096475326, 0.081829466, 0.1114397, 0.034583464) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(0.0053996695, 0.011602496, -0.06938011, -0.023684524, -0.07905979, 0.033401567, 0.12814227, 0.12704155, 0.06321761, 0.062416516, -0.025955332, 6.5184824e-05, -0.059599515, 0.08655594, -0.06143751, 0.085237406) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(0.00058507366, -0.024090067, -0.036246452, 0.012581524, -0.08575937, -0.02125795, -0.017338436, -0.10863408, -0.068193376, -0.08457068, 0.045226287, -0.04682276, 0.062292855, 0.040923733, -0.009620206, 0.13549171) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(0.002376552, 0.07506957, -0.062821805, -0.052593358, 0.021240054, 0.044370417, -0.059411313, -0.08343843, 0.11286664, 0.099397056, -0.14576577, 0.036803715, 0.02230992, 0.014093872, 0.06560242, -0.13011786) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(0.014644928, 0.107997805, 0.07072257, 0.20512718, 0.07422325, -0.0964916, 0.007396849, 0.09779219, -0.032845605, -0.047252584, -0.025998967, 0.016014457, -0.03291501, -0.05611761, 0.058003977, 0.062348176) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(-0.025252977, -0.079215795, -0.019680161, -0.07315868, -0.039013438, -0.050878223, -0.0012554437, -0.12303936, 0.07835808, -0.0057618353, 0.08719168, -0.10248976, 0.014171008, -0.036710598, 0.08065212, 0.12406483) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(0.06047156, 0.078221224, -0.005402685, 0.14069128, -0.009749106, -0.032800645, 0.043753702, -0.0020275633, -0.033397667, -0.05355792, -0.12752733, 0.027336076, -0.024347508, 0.029256696, -0.07217182, 0.04384008) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(0.00921567, 0.01450125, 0.10956622, 0.080035426, 0.01875688, -0.07081381, -0.032756895, 0.1198064, 0.020125113, -0.068008535, -0.16996945, -0.019588333, -0.1170872, 0.11217965, -0.03773435, 0.023224028) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(0.015116493, 0.01423454, 0.1245378, -0.08725238, 0.03207636, -0.025948778, 0.045346208, -0.12668304, 0.0074921213, 0.017547948, -0.10769967, -0.020954352, -0.032058917, 0.006698829, -0.028226264, 0.009531056) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(-0.009082316, -0.04974578, 0.021507699, 0.063199066, -0.08571374, 0.002195545, -0.0001694958, 0.09936031, 0.062492624, -0.092212886, 0.07836746, -0.0007151658, 0.0027925319, 0.027827486, 0.026872355, -0.12791967) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(0.017570052, -0.04244917, 0.022947263, -0.004099355, 0.01993168, 0.05163696, 0.08748351, -0.06830031, -0.06739364, -0.08220055, 0.093481876, 0.047001038, 0.019670546, 0.11035209, -0.06310049, 0.058654413) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(-0.02478547, -0.0035681177, 0.013097798, 0.067774385, 0.042852964, 0.00030201027, 0.0117423795, 0.07670981, -0.03171201, 0.03998607, -0.010848306, -0.02885261, -0.08978039, 0.031287923, 0.055206515, -0.090399906) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.116015434, -0.024938617, -0.0069558984, 0.031076705, 0.03423816, 0.09265258, -0.06926436, 0.07258405, -0.02805012, 0.067438275, 0.13772243, -0.019412128, -0.06259269, -0.012765915, 0.008289173, 0.029476484) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.0147683555, -0.013401025, -0.13986728, -0.19639333, -0.08134613, 0.08388335, -0.063143656, -0.073297754, -0.0017003792, -0.00055649667, -0.031086793, 0.023365153, 0.053659063, -0.08405771, 0.045653347, 0.11688034) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(0.05130243, -0.09904857, -0.0378094, 0.034630097, -0.039673038, -0.10745154, -0.041698955, 0.047820237, -0.08594879, -0.067647725, 0.05149418, 0.007884894, -0.021675237, -0.011916742, 0.04341664, -0.024816668) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(0.061165635, 0.108585514, 0.03334415, 0.30366713, -0.11528146, -0.00058979983, 0.037980568, 0.045508444, 0.12863614, 0.12833299, 0.25715324, 0.04659202, -0.10637552, -0.072700106, -0.082676746, -0.049088042) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.05726864, 0.07935854, 0.10549142, -0.068712786, 0.0042473865, 0.04665184, -0.15141368, 0.058854952, -0.056800183, 0.094561696, 0.12012377, -0.099305235, 0.0012673351, -0.077923365, -0.028462173, -0.040689047) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(0.07104608, -0.06413843, -0.09069548, 0.020858338, 0.043033052, 0.09225001, -0.16452445, 0.052920576, 0.017080646, 0.04904874, 0.12896115, -0.09881568, 0.049004003, -0.025881693, 0.015833985, -0.04814061) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-2-ReLU) +//!HOOK LUMA +//!BIND conv2d_1_0 +//!BIND conv2d_1_1 +//!BIND conv2d_1_2 +//!BIND conv2d_1_3 +//!BIND conv2d_1_4 +//!BIND conv2d_1_5 +//!BIND conv2d_1_6 +//!BIND conv2d_1_7 +//!SAVE conv2d_2_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.00064860965, -0.0002542105, 0.0034470388, -0.00044491922); + result += mat4(0.031162802, -0.008757692, 0.08214746, 0.047523174, -0.006688792, -0.09842215, -0.120437585, -0.1128324, -0.007867041, 0.032236293, 0.042005185, 0.049446292, 0.031461608, -0.039313708, -0.0106289955, 0.064795405) * conv2d_1_0_texOff(vec2(-1, -1)); + result += mat4(-0.09309159, -0.22635044, -0.082104154, 0.19508606, 0.035620756, 0.05762853, 0.16084354, 0.005334513, 0.014237292, -0.09505982, 0.065088876, 0.048038885, 0.016058909, 0.00012522395, -0.036496364, -0.06643789) * conv2d_1_0_texOff(vec2(0, -1)); + result += mat4(0.08257704, 0.001174265, 0.15590613, -0.022218218, 0.0076125837, 0.028754758, -0.07402362, 0.06663303, -0.045714367, 0.04686763, 0.086656034, -0.07300678, 0.054710183, 0.06941959, -0.07530675, 0.091957584) * conv2d_1_0_texOff(vec2(1, -1)); + result += mat4(0.09857265, -0.11390332, -0.18169977, -0.014009257, 0.032378554, 0.00028796482, 0.06971053, -0.06466647, -0.08591199, -0.1883516, 0.07052337, 0.07699922, -0.048252013, -0.14209114, 0.09588853, 0.044951204) * conv2d_1_0_texOff(vec2(-1, 0)); + result += mat4(0.020877661, 0.016536655, -0.062076554, -0.11427186, -0.21191455, 0.12167865, 0.122240745, 0.028201176, -0.0871009, -0.053196564, 0.06808328, 0.071704194, -0.19227485, -0.14654213, 0.008296314, 0.01008239) * conv2d_1_0_texOff(vec2(0, 0)); + result += mat4(-0.0345322, -0.08360303, 0.08294067, 0.0024336807, -0.11972769, -0.08098406, 0.0019175576, 0.15981314, -0.076919034, 0.09906409, 0.06229293, -0.0015484038, 0.05739559, -0.09769374, 0.034139607, 0.01022288) * conv2d_1_0_texOff(vec2(1, 0)); + result += mat4(0.20823511, 0.14903569, -0.12662478, -0.18958801, 0.042705096, 0.087041914, -0.011798994, -0.03054304, 0.008387501, -0.00020869075, -0.13544756, -0.056264065, -0.06893683, 0.043509603, 0.047092162, -0.020960758) * conv2d_1_0_texOff(vec2(-1, 1)); + result += mat4(0.1253149, -0.1795108, 0.10664313, -0.053281732, -0.014992822, 0.038051307, -0.017754287, 0.087486215, 0.0008402511, 0.002476463, 0.057796687, -0.0063772392, 0.04383979, 0.029714601, 0.06885332, -0.04575157) * conv2d_1_0_texOff(vec2(0, 1)); + result += mat4(0.100397795, -0.14530356, 0.13411486, -0.1946371, 0.072108604, -0.036068115, 0.10393212, 0.17481814, 0.06693771, 0.02193282, -0.0074789394, 0.05288564, -0.06459968, -0.00963971, -0.044981368, -0.06412206) * conv2d_1_0_texOff(vec2(1, 1)); + result += mat4(-0.057341356, 0.10777572, -0.017328802, -0.07610742, 0.07844612, 0.07733976, -0.26711637, 0.08371567, -0.041454475, 0.057934903, -0.10404679, 0.026970921, 0.12022616, 0.050202593, -0.080836974, 0.025968835) * conv2d_1_1_texOff(vec2(-1, -1)); + result += mat4(-0.014504614, -0.13850531, 0.0068394463, -0.05590347, -0.03778167, 0.048496246, 0.14092802, 0.01474621, 0.027917031, -0.1785379, -0.27962312, 0.011066198, -0.07097587, -0.09966025, -0.013836089, -0.07241031) * conv2d_1_1_texOff(vec2(0, -1)); + result += mat4(-0.035284434, -0.08841303, 0.06708375, 0.017741943, 0.051878214, 0.08496953, 0.029842097, 0.10218103, -0.028753716, -0.018283106, -0.05078945, -0.14202194, -0.09313042, -0.024567727, -0.080564946, -0.016078297) * conv2d_1_1_texOff(vec2(1, -1)); + result += mat4(0.043310538, -0.005628924, -0.02308888, 0.015222, -0.0066234106, 0.15714623, -0.20240225, -0.016845098, -0.10588985, -0.05295458, 0.10424738, 0.08383936, 0.0017299048, 0.035341155, -0.08292438, -0.06275) * conv2d_1_1_texOff(vec2(-1, 0)); + result += mat4(0.013611505, -0.08551848, 0.10457699, -0.014633607, 0.027828956, -0.07413837, 0.08218087, 0.06118614, -0.053852443, 0.26649082, 0.22061037, -0.103588976, 0.036559004, 0.04432333, 0.00031273966, 0.010355381) * conv2d_1_1_texOff(vec2(0, 0)); + result += mat4(-0.0055246893, -0.0046726153, 0.1404974, 0.027678516, -0.04535721, -0.0046062237, -0.046658788, -0.1455918, 0.14065377, -0.2160178, 0.061948158, 0.077671476, -0.11155712, -0.015652515, 0.06591247, -0.079606846) * conv2d_1_1_texOff(vec2(1, 0)); + result += mat4(0.04944428, 0.013074611, 0.033495624, -0.006329389, 0.039378893, -0.031233173, -0.09265984, -0.011124271, 0.0009153778, -0.015792089, -0.039203104, -0.08640315, -0.024130197, -0.013269353, 0.047436606, 0.02411756) * conv2d_1_1_texOff(vec2(-1, 1)); + result += mat4(-0.057765394, -0.04890302, -0.11222109, 0.06843934, -0.027632425, -0.0144710895, 0.0053112246, 0.033190195, 0.35012537, -0.06261493, 0.19600707, -0.11582837, 0.054907177, -0.0884194, 0.1513694, -0.013817495) * conv2d_1_1_texOff(vec2(0, 1)); + result += mat4(-0.048453707, 0.06472686, 0.047013845, 0.0641604, -0.015910165, -0.09338272, 0.010620823, 0.012727837, 0.015125792, -0.09040648, -0.029552838, -0.27037737, 0.094282195, 0.030202609, -0.030899743, -0.031859875) * conv2d_1_1_texOff(vec2(1, 1)); + result += mat4(0.034217663, -0.039460376, -0.012393887, -0.100564264, 0.053931348, -0.024658075, -0.109412335, -0.06284644, 0.032397095, 0.12667423, -0.23002815, -0.07342986, 0.046325065, -0.05945156, -0.047825284, -0.06603457) * conv2d_1_2_texOff(vec2(-1, -1)); + result += mat4(-0.06552447, 0.020509327, 0.14533457, -0.13914771, 0.021107439, 0.091681205, 0.082723185, -0.068430625, -0.086770415, -0.053404074, -0.15457001, 0.05430344, 0.011251093, 0.078977354, 0.1211214, -0.014628935) * conv2d_1_2_texOff(vec2(0, -1)); + result += mat4(0.027090933, 0.08689176, -0.05525556, -0.12701924, -0.056948997, 0.026256703, -0.07762119, 0.090049274, -0.026512124, -0.06863006, 0.1627328, -0.037766345, -0.050477374, 0.028594289, -0.012942202, 0.07589747) * conv2d_1_2_texOff(vec2(1, -1)); + result += mat4(-0.12453089, -0.011970907, 0.18871064, 0.0050166366, 0.065247044, 0.016960278, -0.2226072, -0.05260013, 0.009542172, -0.07569817, -0.037951794, 0.052664988, 0.0622325, 0.051272474, -0.109977424, 0.008841432) * conv2d_1_2_texOff(vec2(-1, 0)); + result += mat4(-0.016921584, -0.11089787, 0.05648481, 0.21671112, 0.00015102842, -0.14472821, -0.059798043, -0.0013555695, 0.055424623, 0.028723393, 0.06816924, 0.07606729, -0.04787323, 0.16900629, 0.0890633, -0.033358198) * conv2d_1_2_texOff(vec2(0, 0)); + result += mat4(-0.143459, 0.1351778, -0.016592292, -0.10092211, -0.065327324, 0.029622236, -0.038531173, 0.07134741, -0.023268731, 0.027860677, 0.013389837, -0.05380223, 0.050726175, 0.13962166, 0.045234684, -0.019238325) * conv2d_1_2_texOff(vec2(1, 0)); + result += mat4(-0.14183797, 0.053517964, 0.056303978, -0.01590549, 0.0065734107, -0.049556825, 0.1180889, -0.036936674, 0.05643276, -0.07591604, 0.019332478, -0.021931168, 0.09086701, -0.022386895, -0.081432484, -0.06673876) * conv2d_1_2_texOff(vec2(-1, 1)); + result += mat4(0.008325278, 0.0056238417, 0.09198202, -0.16568907, -0.024698736, -0.09373832, -0.06819886, -0.0826863, 0.010892532, 0.08296999, 0.03641377, -0.044848405, 0.11045312, 0.039825726, 0.051317453, 0.061486423) * conv2d_1_2_texOff(vec2(0, 1)); + result += mat4(-0.030298421, -0.09127495, 0.15234521, -0.12689416, 0.025191136, 0.036626924, -0.11038827, -0.046817113, 0.01413108, -0.016979415, 0.11719717, 0.07779946, -0.04049531, -0.13277234, 0.020007197, 0.017575957) * conv2d_1_2_texOff(vec2(1, 1)); + result += mat4(-0.043925725, -0.12304439, 0.06566889, 0.08772669, 0.04395645, 0.0034048588, -0.112973675, -0.056709565, -0.13671277, -0.036724143, 0.09637912, 0.01027923, 0.07570598, -0.17822143, -0.22025937, -0.11571199) * conv2d_1_3_texOff(vec2(-1, -1)); + result += mat4(-0.055342816, -0.047199737, -0.1006355, -0.15406649, -0.022052363, 0.037657857, -0.15297286, 0.018364694, -0.098418795, -0.12964359, -0.032292146, -0.10484703, -0.035504304, -0.007640491, 0.07595978, -0.09426974) * conv2d_1_3_texOff(vec2(0, -1)); + result += mat4(0.074180245, 0.0022911648, -0.060650155, 0.07706165, 0.042399142, -0.013352806, 0.0052035395, -0.010693409, 0.036603317, -0.034183055, -0.0875537, -0.11926955, 0.111262545, -0.05744457, 0.066937864, 0.0109483255) * conv2d_1_3_texOff(vec2(1, -1)); + result += mat4(-0.07140309, 0.0017592674, -0.28626558, 0.12909453, 0.054427676, -0.028394029, -0.03438435, -0.048481606, -0.026013052, 0.065143645, -0.08558146, -0.031465903, 0.09214186, -0.00043676817, -0.13822325, -0.089033) * conv2d_1_3_texOff(vec2(-1, 0)); + result += mat4(-0.010899252, 0.013444644, -0.21668449, -0.13231798, 0.015040892, -0.045443825, 0.1045085, 0.13347825, 0.024619233, 0.10990166, 0.05795871, -0.10556404, 0.05066911, -0.03065494, -0.0955556, -0.030788325) * conv2d_1_3_texOff(vec2(0, 0)); + result += mat4(-0.019419951, -0.009229003, -0.027585449, 0.050794773, 0.0682526, 0.07931148, -0.029924965, -0.040264193, 0.060295276, 0.053969227, 0.08592586, 0.014475783, -0.0066896016, 0.09464876, -0.023833895, -0.04402733) * conv2d_1_3_texOff(vec2(1, 0)); + result += mat4(0.024010876, 0.05649775, -0.010965242, 0.006494171, -0.08085587, -0.0135588795, 0.07465162, -0.08387553, -0.38230607, -0.024067359, 0.27060926, -0.017428715, 0.1588777, -0.049045783, 0.0030008475, -0.08620333) * conv2d_1_3_texOff(vec2(-1, 1)); + result += mat4(0.07736196, 0.040715955, -0.054656055, -0.09074839, -0.02990215, -0.06171232, 0.0062310323, 0.012574248, -0.07423619, 0.07230856, 0.16769326, -0.09955486, -0.017978592, -0.00376594, -0.01959666, 0.020451088) * conv2d_1_3_texOff(vec2(0, 1)); + result += mat4(-0.0191042, 0.07641419, 0.026766025, 0.0062361713, -0.06794068, -0.03777919, 0.03125627, -0.036392994, 0.010299571, 0.0006321784, 0.02988043, -0.10702073, -0.019692184, -0.05703886, -0.055296697, -0.032164272) * conv2d_1_3_texOff(vec2(1, 1)); + result += mat4(0.08780687, 0.06382538, 0.11040165, -0.01168355, -0.14652027, -0.016029429, 0.01944888, -0.15852267, 0.2733673, 0.033866342, 0.0941384, -0.05627305, -0.04882399, 0.018717794, -0.025001237, 0.016736899) * conv2d_1_4_texOff(vec2(-1, -1)); + result += mat4(-0.011445415, -0.09245938, 0.052272655, 0.049110502, -0.1290952, -0.029079147, -0.00692394, -0.060986716, -0.115850285, 0.09327869, -0.077394985, -0.20036305, -0.0626525, -0.10035395, -0.12814616, 0.087773055) * conv2d_1_4_texOff(vec2(0, -1)); + result += mat4(-0.07005146, 0.068726964, 0.003938913, -0.05965407, -0.037779998, -0.001946895, -0.11166225, -0.18779494, 0.03043351, 0.033680074, -0.058381688, -0.042464454, 0.06597292, 0.04931646, 0.08156206, -0.08376072) * conv2d_1_4_texOff(vec2(1, -1)); + result += mat4(0.0541671, -0.06862131, -0.097136945, 0.031052178, -0.11229367, 0.013700579, -0.087635994, 0.18394086, 0.10322398, 0.11246905, -0.108702645, 0.028444434, 0.043599386, 0.048060656, -0.003975545, -0.058290016) * conv2d_1_4_texOff(vec2(-1, 0)); + result += mat4(0.015076612, -0.03943537, -0.013148105, -0.021479817, -0.10725273, 0.07034479, 0.07028399, -0.12401543, -0.0069128685, 0.15114632, -0.09768571, 0.05561166, -0.14328957, -0.036845163, -0.15945019, -0.054126002) * conv2d_1_4_texOff(vec2(0, 0)); + result += mat4(0.07963718, 0.056610465, -0.027586304, 0.008666854, 0.05608368, 0.0354096, 0.002473013, 0.2802242, 0.2304349, 0.009057034, -0.032056365, -0.03564973, -0.08188656, -0.04717041, -0.00058522704, -0.05542288) * conv2d_1_4_texOff(vec2(1, 0)); + result += mat4(0.021664033, -0.003922389, 0.028557418, 0.05481902, -0.2429336, 0.07134014, 0.03540102, 0.0455878, 0.0423216, 0.07683857, -0.08300639, -0.014615259, 0.12732883, -0.044108443, 0.003722633, 0.039532978) * conv2d_1_4_texOff(vec2(-1, 1)); + result += mat4(-0.119040966, 0.034698237, 0.029780699, -0.09373721, 0.06497289, 0.18443705, 0.123711385, 0.09711522, 0.20454118, -0.035233613, -0.07358363, -0.085236676, 0.06911898, 0.027452765, -0.023302466, 0.058168385) * conv2d_1_4_texOff(vec2(0, 1)); + result += mat4(0.004033362, -0.08089707, -0.08099588, -0.039473455, 0.07402632, 0.014335105, 0.11434177, 0.2636139, 0.15050039, -0.04723303, -0.14428635, -0.07259492, -0.044719897, -0.09078159, 0.082162745, 0.11220154) * conv2d_1_4_texOff(vec2(1, 1)); + result += mat4(0.048008054, -0.4684617, 0.29814914, -0.111897476, -0.17648853, 0.13639835, 0.059435274, 0.052396066, -0.040743425, -0.08543701, -0.11146877, 0.06882664, -0.14967878, -0.5103915, 0.37118155, 0.09353371) * conv2d_1_5_texOff(vec2(-1, -1)); + result += mat4(-0.1700491, 0.00024562504, -0.05831955, 0.20874903, -0.08737317, -0.01699044, -0.01193738, -0.060658704, 0.013190208, 0.05118988, -0.08729937, 0.0057875603, -0.010839486, 0.12817681, 0.36085293, 0.21885367) * conv2d_1_5_texOff(vec2(0, -1)); + result += mat4(-0.053345118, -0.007991629, -0.2295447, -0.106712036, -0.0642862, 0.082693905, 0.08296624, 0.041027255, 0.044807896, -0.030854832, 0.025336493, -0.07641644, 0.2284241, -0.02235579, -0.39754578, -0.18967454) * conv2d_1_5_texOff(vec2(1, -1)); + result += mat4(0.033049133, 0.03970557, -0.11871673, -0.08604657, 6.167124e-05, -0.018901229, 0.03054421, 0.17262478, -0.0029762278, 0.019034421, 0.13058494, -0.056960683, -0.094177425, 0.277204, 0.049699496, 0.4098002) * conv2d_1_5_texOff(vec2(-1, 0)); + result += mat4(0.08345702, 0.15348859, -0.1888255, -0.10058136, 0.08243991, 0.008275174, 0.07337287, -0.12490293, -0.07774213, -0.040393777, -0.07410342, -0.09028767, -0.22894393, 0.55879414, 0.34077474, -0.11093413) * conv2d_1_5_texOff(vec2(0, 0)); + result += mat4(0.039656118, -0.023894448, -0.012575258, -0.027416592, -0.0099816155, 0.097422384, -0.025962252, 0.19579163, -0.033561453, 0.04202789, -0.026714629, -0.005847835, -0.07840013, -0.18340814, -0.14287804, 0.12915361) * conv2d_1_5_texOff(vec2(1, 0)); + result += mat4(0.050350107, 0.008674347, -0.1116445, 0.037850384, -0.08067634, -0.13130316, 0.008206221, 0.07621393, 0.038831506, 0.035003662, 0.0017584978, -0.031755894, -0.5487466, -0.08510481, -0.26247123, -0.007668856) * conv2d_1_5_texOff(vec2(-1, 1)); + result += mat4(-0.0025259892, 0.031122757, 0.09867293, -0.079449035, 0.32029513, 0.023163596, 0.03648681, -0.031461753, 0.08427882, -0.049382403, -0.017344179, 0.051359776, 0.115607925, 0.40584886, -0.019569403, 0.6893792) * conv2d_1_5_texOff(vec2(0, 1)); + result += mat4(-0.0554935, 0.02558419, -0.013385633, -0.021018988, -0.025119472, -0.039431427, 0.021714624, 0.008171393, 0.060130153, 0.047260847, -0.039414685, 0.038478136, 0.014895645, 0.090197705, -0.0076264814, 0.36805063) * conv2d_1_5_texOff(vec2(1, 1)); + result += mat4(0.028656688, 0.023696585, 0.019299261, -0.0131955175, 0.03803729, -0.096731834, -0.18471529, 0.0003827907, 0.040712662, 0.08217805, -0.02724716, -0.046793487, -0.07556268, -0.039582565, 0.04730422, 0.027060753) * conv2d_1_6_texOff(vec2(-1, -1)); + result += mat4(-0.018739216, -0.05732208, -0.14677496, 0.022470666, -0.05294048, -0.114461355, -0.004439937, -0.0016457578, 0.042711783, 0.0191185, 0.03964613, 0.11062689, -0.06912071, -0.059979975, -0.025112407, 0.0023706553) * conv2d_1_6_texOff(vec2(0, -1)); + result += mat4(-0.00058619084, -0.09338333, 0.050038807, 0.022421064, -0.027231814, 0.06430328, -0.16561268, 0.004567822, 0.012917596, -0.003641644, -0.0153982, -0.10206195, 0.11344666, -0.06960186, 0.02171651, 0.06610664) * conv2d_1_6_texOff(vec2(1, -1)); + result += mat4(-0.2452681, -0.04763313, 0.04848218, 0.06307683, -0.040564146, 0.050070893, -0.08049614, 0.08429296, 0.06380898, 0.009793144, -0.05663616, 0.16365905, -0.053461596, 0.030028192, -0.16878459, -0.026341502) * conv2d_1_6_texOff(vec2(-1, 0)); + result += mat4(-0.05487907, 0.028102914, -0.18054219, 0.118018016, 0.03812863, 0.020934626, 0.0424677, 0.05674933, 0.034156475, 0.00322894, 0.07735863, -0.03202418, 0.006530581, 0.078506455, 0.0543521, 0.10048169) * conv2d_1_6_texOff(vec2(0, 0)); + result += mat4(-0.056984287, -0.005904742, -0.059880134, 0.0013915695, -0.06056138, -0.015850691, 0.0033215059, 0.07386708, -0.062183436, -0.032575116, 0.04079583, -0.03962085, 0.099124886, -0.017045949, 0.040351085, 0.070955284) * conv2d_1_6_texOff(vec2(1, 0)); + result += mat4(-0.23928301, -0.045235932, 0.1792885, -3.1293457e-05, 0.082065284, 0.11440652, 0.106156945, -0.0615243, 0.114815645, 0.13704878, -0.041952446, 0.043298386, 0.0908189, 0.04690605, -0.056807585, -0.14534093) * conv2d_1_6_texOff(vec2(-1, 1)); + result += mat4(-0.3006996, -0.0025777186, -0.020018628, 0.16254738, 0.014978664, -0.11584511, -0.052482218, -0.062216055, 0.09777342, -0.014347105, 0.062344667, -0.095268376, -0.04810277, 0.048894394, -0.01396083, 0.0873111) * conv2d_1_6_texOff(vec2(0, 1)); + result += mat4(-0.08905706, -0.052323777, 0.09366339, -0.015430091, 0.025547259, 0.04735252, -0.036291633, -0.06011491, 0.0013053482, 0.10332126, -0.040534172, -0.033286426, -0.0048432224, 0.07413334, -0.04097658, 0.11119359) * conv2d_1_6_texOff(vec2(1, 1)); + result += mat4(0.12875931, 0.06171282, 0.13571867, 0.0065787383, -0.004979468, -0.045374207, 0.029823486, -0.012911564, -0.035592265, 0.056817155, -0.04674272, 0.0029563603, -0.016331282, -0.07914643, -0.26609164, -0.00044424366) * conv2d_1_7_texOff(vec2(-1, -1)); + result += mat4(-0.03545822, 0.12666087, -0.06322034, 0.09302134, -0.04882514, -0.028394952, -0.09171164, 0.065767676, 0.05592496, -0.07356467, -0.10331256, 0.073106304, -0.01125202, 0.027758313, 0.039658755, 0.008349148) * conv2d_1_7_texOff(vec2(0, -1)); + result += mat4(0.11303621, -0.047585323, 0.16087149, -0.035328887, -0.022284022, -0.010228728, 0.017476482, -0.0025067858, 0.03513297, 0.06548489, 0.04282244, 0.06300343, 0.09760368, -0.023188997, -0.20604132, 0.11211723) * conv2d_1_7_texOff(vec2(1, -1)); + result += mat4(-0.10886368, 0.17902881, 0.06024959, -0.05510204, 0.04851614, -0.014515998, -0.08250451, 0.033878278, -0.08667216, 0.017453155, 0.038359188, -0.03776458, -0.11163618, 0.10619242, -0.16477354, -0.07421862) * conv2d_1_7_texOff(vec2(-1, 0)); + result += mat4(-0.041987054, 0.11644637, -0.006158093, 0.028818311, 0.056580674, -0.029866315, -0.11043473, 0.1167713, -0.043802347, 0.10632521, 0.026136281, -0.0004826731, 0.041647535, -0.025852622, 0.029017415, -0.065609515) * conv2d_1_7_texOff(vec2(0, 0)); + result += mat4(-0.03931465, 0.027772535, -0.013415643, -0.0495431, 0.08483547, -0.047082886, 0.0822504, 0.081875585, 0.057233125, 0.098173454, -0.017621156, -0.026879942, 0.008444754, -0.0034473073, 0.076665595, 0.035352718) * conv2d_1_7_texOff(vec2(1, 0)); + result += mat4(-0.029887056, 0.06983454, -0.1497635, 0.15160418, -0.12243339, 0.07390919, 0.015558749, -0.11193292, -0.11566052, 0.0011973128, 0.1294462, 0.038694005, 0.04842549, -0.07361883, -0.087999076, -0.012567805) * conv2d_1_7_texOff(vec2(-1, 1)); + result += mat4(-0.64574295, 0.17106201, -0.19080785, 0.05886845, 0.064426176, 0.06376586, 0.045012735, -0.07099809, -0.052735697, -0.004316832, -0.021189725, 0.012291064, -0.0026250503, 0.07806516, 0.010088264, -0.061621714) * conv2d_1_7_texOff(vec2(0, 1)); + result += mat4(-0.01049018, 0.044615597, 1.5735648e-05, 0.026528304, 0.041527037, 0.1236395, -0.009474413, 0.02995342, 0.15638192, -0.061404996, -0.031147651, 0.10672426, -0.034964863, 0.010004442, -0.06802769, -0.005792207) * conv2d_1_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0041763675, -0.00015561197, 0.00043137456, -0.005530642); + result += mat4(0.09109096, -0.06185723, -0.06877932, -0.021424336, 0.13679335, -0.09147299, 0.05754927, -0.028977683, 0.04701814, 0.013856045, -0.00052681915, 0.059742622, -0.011636531, 0.007831621, 0.09873801, 0.042428706) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(-0.013023498, -0.02423417, -0.021192769, -0.0029050251, 0.04960979, 0.08463689, 0.010403451, 0.071290515, 0.044170592, -0.029673295, 0.044549223, 0.028909495, -0.007524028, -0.019105086, -0.038480397, 0.020389024) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(0.01249002, -0.005095979, -0.021253841, -0.028534885, -0.05202186, -0.08575097, 0.061236273, 0.15328415, 0.0015902332, 0.02191497, 0.01828848, 0.0028353522, -0.069555886, -0.0129308505, -0.079767905, 0.06196179) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(-0.038188342, 0.11562443, -0.10354651, -0.0033936515, 0.3094532, -0.10322889, 0.16911487, 0.02602767, 0.0830408, -0.060751818, 0.042680934, 0.10321985, -0.07879421, 0.0060526878, -0.019599505, 0.05635195) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(-0.001166806, 0.015558341, -0.06189823, -0.11618233, -0.24148875, -0.00018016309, -0.21207339, -0.04778991, 0.02659277, -0.0042296653, 0.032283247, 0.13142076, 0.0640047, 0.10595964, 0.052426673, 0.010838571) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(0.07870593, 0.07172099, -0.09810201, 0.00836024, 0.048926823, -0.09042952, 0.022393446, 0.09029196, 0.0048283404, -0.023672473, 0.040032633, -0.031008942, -0.05409776, -0.09373574, 0.020449419, -0.02502696) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.0708253, -0.0022896654, -0.056199774, -0.014342989, 0.11863331, 0.05260165, -0.027277598, 0.043524772, 0.058483288, 0.019180834, 0.05931086, 0.04017826, -0.08757496, 0.015762083, -0.02235846, 0.02158191) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.10172552, 0.04275861, -0.0026946783, 0.039442725, -0.07141638, 0.0938156, 0.12733677, -0.07022865, 0.042079184, 0.060169443, -0.00927315, 0.10522642, -0.030397024, -0.033735488, 0.03424985, 0.028722497) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.052126255, -0.018671086, -0.018677743, -0.01486122, 0.07512424, -0.02600645, 0.06376631, 0.048908573, 0.08128219, 0.009870944, 0.035612788, 0.01434291, 0.057785507, -0.007445471, -0.0050640586, -0.08135727) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(0.040587783, -0.0046785017, 0.03511542, -0.06748168, -0.10525443, 0.009259858, 0.008561076, 0.033411153, 0.011438507, 0.008868877, -0.016604926, -0.056095313, -0.1167241, -0.0045294166, -0.026720071, -0.09620785) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.03495275, -0.049134657, -0.04651088, -0.013172636, 0.06366684, 0.05554731, -0.04750784, -0.03243142, 0.07711349, 0.01338336, -0.001713371, -0.0034176365, -0.011421256, -0.028545482, 0.07339049, -0.014552849) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.08656529, 0.020004468, 0.13131823, 0.07824596, 0.051806178, -0.0652573, -0.08077671, 0.04597167, 0.04477222, 0.029432308, 0.0031636637, 0.11540172, -0.015211879, 0.022537231, 0.051984113, -0.019883154) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.0046748137, -0.006259269, -0.0056213043, -0.09709571, -0.024479676, 0.015068162, -0.006853446, 0.043740794, -0.024493016, -0.018852964, 0.06426209, -0.10486125, -0.1064356, 0.02938895, 0.050451744, -0.0058905277) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.02865254, 0.055924214, -0.06660468, -0.013989141, 0.114928536, -0.033382304, -0.024567036, 0.036259554, 0.097210065, -0.1092158, 0.11839015, -0.046843685, -0.07305035, -0.023987174, -0.09167229, 0.13318402) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(0.027520066, 0.05108252, -0.051894978, 0.036802597, -0.08344155, 0.07560126, -0.000118964104, -0.024772577, -0.034960173, 0.043626167, 0.002068566, 0.0901237, 0.018777234, 0.058930125, 0.06904689, -0.015776988) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.08217847, 0.009816564, -0.053399637, -0.034870904, 6.63189e-05, -0.069174044, 0.08256971, 0.0312444, -0.021373205, -0.046342913, 0.0074867075, -0.10880407, -0.07670315, -0.015092539, -0.010244525, -0.031691067) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.028407985, 0.017863622, 0.027518991, -0.0951435, -0.05682118, -0.13884291, -0.19842662, -0.13354085, -0.070607096, -0.08158341, 0.022987477, -0.046564396, -0.011791028, -0.034969945, 0.06253055, 0.04563233) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.0035378064, 0.007863229, 0.012223727, 0.0810219, 0.046096146, -0.05974413, 0.057429437, -0.11694107, -0.10726504, -0.0456898, -0.019971529, 0.047886707, 0.013380604, -0.03204019, 0.030690433, -0.030988295) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.12603527, -0.027436055, 0.03796484, 0.011414426, -0.1125516, 0.00088821293, -0.12408824, -0.12310542, -0.09274338, -0.12436026, -0.115539655, -0.013749771, 0.06424589, 0.0883727, -0.030456608, 0.11754842) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.09219693, -0.06867746, 0.042474233, -0.0034714162, -0.070511356, 0.071659654, 0.100930326, 0.0002892454, -0.03677257, -0.20039818, -0.15029483, -0.20365614, 0.09272926, 0.024812477, -0.03912339, 0.035159975) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.04643662, 0.0007948261, 0.034974378, 0.022535544, -0.035261445, 0.04582424, -0.01373341, -0.037395004, -0.020323051, -0.043710086, 0.11207105, -0.36824712, -0.028825987, 0.039722957, 0.01539624, -0.0014503235) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.038240034, 0.028692953, -0.06101003, 0.11014191, -0.0817274, 0.039969616, -0.030644773, -0.020454582, -0.012183322, -0.06761811, 0.071939565, 0.124877915, 0.047227748, -0.067076735, -0.0073560816, -0.058362134) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.04838307, 0.06431387, 0.065706156, 0.002611797, -0.048204217, -0.12998635, -0.09611708, -0.09234349, 0.10647229, -0.034014795, -0.054942377, 0.18679762, -0.11273208, -0.02249036, -0.030772092, 0.0066053043) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(-0.08824016, -0.02026669, 0.027416304, 0.08108321, -0.02831068, 0.053601928, -0.049589653, 0.030155621, 0.08164136, 0.07336984, -0.013902324, 0.15839839, 0.007585001, 0.0120746745, -0.00092273566, -0.14492542) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.012240494, 0.047363944, -0.15562788, 0.04333409, 0.015506487, -0.046294544, -0.040334288, -0.0378044, -0.08691312, 0.015103868, 0.001985882, -0.0808378, 0.02408316, 0.013329761, 0.10085932, -0.007282879) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.13499415, -0.030362675, -0.037270315, 0.08620722, 0.08054962, 0.040360443, 0.0024624777, -0.055999186, -0.031592146, 0.07169038, 0.07866088, -0.11272253, -0.03385377, 0.000935028, -0.0062249857, -0.04557142) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.14792214, -0.06932704, -0.050349783, -0.055980608, -0.13538426, 0.11274684, -0.1518314, 0.008134292, 0.01214271, 0.040907685, 0.03715167, 0.19796917, -0.013006023, -0.09116018, -0.063718565, 0.055086385) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.01819719, -0.02022356, -0.17738704, 0.0014655583, -0.0068674497, -0.050734494, -0.061214004, -0.08729115, 0.17869957, 0.037954, 0.020123564, 0.18673836, -0.03995827, 0.014157153, -0.055163287, 0.024377879) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.05382804, 0.0020711976, -0.0793398, -0.015758013, 0.07349594, 0.0014140776, -0.023829048, 0.072867826, 0.1243727, 0.055346683, 0.09414809, 0.059329797, -0.019271912, -0.054485913, 0.11686076, -0.028745748) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.025249727, 0.018151114, -0.010578322, 0.054611802, 0.083876364, 0.07017413, 0.049863968, 0.08700835, 0.026560968, 0.021844113, 0.087237366, 0.12952451, -0.22799028, 0.06330762, -0.14015156, -0.110854074) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.20107105, 0.052422807, 0.09096262, 0.07321379, -0.028227502, -0.03412706, 0.009498838, -0.04389087, 0.074914105, 0.026869817, 0.07713518, 0.123361155, -0.11936596, 0.018390154, 0.017766356, -0.15083162) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.15814051, -0.043697603, 0.01379969, 0.035954338, 0.031770214, 0.03620162, 0.17973149, 0.0045978725, -0.049178306, 0.026244974, -0.06088974, 0.15190303, -0.06045505, 0.05975894, -0.029584263, 0.042438965) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(-0.021228747, -0.00853488, 0.032834146, 0.055365425, 0.014042705, 0.015590358, 0.058042366, 0.07874549, -0.011871365, -0.087318026, -0.017388763, 0.06343017, -0.18901287, 0.12065834, 0.009961089, -0.12818676) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(0.18813676, 0.6822455, 0.6391616, -0.15212151, 0.05392684, -0.00031880045, -0.24033982, -0.0033354668, -0.020144396, 0.03866757, -0.10475279, 0.081903875, -0.13194363, -0.021671645, 0.05168822, -0.031649426) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(0.3535044, -0.087622836, 0.09726497, 0.5122971, -0.009225645, 0.09826871, -0.02467884, -0.046394262, -0.009935868, -0.017851865, -0.123835266, 0.10672286, -0.09770804, -0.015247506, -0.09598879, -0.08966965) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(0.0044493764, 0.2888372, -0.029995203, 0.111622065, 0.07695551, -0.017294675, -0.0639725, -0.052036062, -0.042924922, 0.06996007, -0.0030690494, 0.0146609135, -0.075210676, -0.0056788484, -0.0063045933, -0.015749069) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(-0.089909926, -0.11137289, 0.0899113, -0.085118264, 0.033892997, 0.02884245, 0.1126895, 0.012579078, 0.064842306, -0.028779255, 0.028939465, 0.04449653, -0.0759756, -0.023774303, 0.08678125, -0.07514472) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.0061250553, -0.023816254, -0.05522394, 0.010986393, 0.0769645, 0.016106417, -0.0034507494, 0.073808625, 0.041632716, 0.09599839, 0.15408577, 0.035930872, -0.0012858206, -0.01536606, 0.04508762, -0.011481658) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(-0.076247096, 0.020954696, -0.04884322, 0.0047451695, -0.05179795, 0.024971588, -0.0016755456, -0.022067595, 0.044266585, 0.05071097, 0.06782933, -0.04224308, -0.045821015, -0.011028278, 0.031341232, -0.119915195) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.06274977, 0.07152471, 0.058587503, 0.04947509, 0.011874565, -0.073661596, 0.13372722, 0.031425543, 0.019517792, -0.017660597, -0.07801366, 0.08257685, -0.0152752055, 0.051833943, 0.04444307, 0.017267935) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.050870918, 0.112134576, -0.0043491297, -0.11007788, -0.025757805, 0.032058995, -0.041592576, -0.069347344, 0.1010248, 0.037021678, 0.060762048, 0.08789535, -0.043587156, 0.032193154, 0.024842924, 0.063237354) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.019522848, -0.05530802, 0.03502901, 0.03545693, -0.0819186, 0.05510059, -0.060606923, 0.04781063, -0.0077671097, 0.042378303, -0.02231979, -0.10625905, 0.019380989, 0.023501469, -0.05967367, 0.069153205) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.056381248, -0.00873931, -0.0066795396, -0.0021557382, 0.028124247, 0.074391626, -0.029136118, -0.018152768, 0.048905917, 0.00868244, 0.005598844, 0.06878635, -0.0030572673, -0.06320811, -0.040207926, -0.10750542) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(0.014446289, -0.064317785, -0.008612635, 0.010680333, -0.07492969, -0.016623009, 0.0738781, 0.08213655, 0.0638948, 0.10263002, 0.024795486, 0.09025263, 0.02693005, -0.00614219, 0.0721093, 0.021186879) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.020144088, 0.06780066, -0.036743972, 0.08851702, 0.005754635, -0.04735153, 0.044504173, 0.04472034, 0.05125983, 0.111753136, 0.0137629695, 0.02963471, -0.016716482, -0.0339091, 0.093319334, -0.009386969) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.11485336, 0.030262409, -0.012468138, -0.12403241, 0.015280468, 0.053778265, 0.033369914, 0.011238094, 0.06572572, -0.05490244, 0.08510248, -0.070507154, 0.058104035, 0.08456986, -0.043425202, 0.033838134) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.0122358, -0.0515461, -0.043307304, 0.04277791, 0.026636532, 0.023602007, -0.029029349, 0.040292226, -0.067805596, 0.071106225, -0.005092644, 0.043389272, 0.018436037, 0.017043654, -0.013611974, -0.12094301) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.02177135, -0.0069624623, -0.13503325, -0.0038192144, 0.0011895316, 0.012521961, 0.05178955, -0.07150512, -0.074818574, 0.06557555, -0.12516412, 0.022465529, 0.038763016, 0.007305712, 0.01305057, 0.02347406) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(-0.042498395, 0.06301701, -0.12554123, 0.045705087, 0.04338638, -0.0014682045, 0.008243261, 0.09885924, -0.009853623, 0.08857842, -0.06591207, -0.06237435, -0.002959914, 0.07989312, -0.048987124, -0.01172794) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.033357777, 0.027390286, 0.057908237, 0.073077425, -0.037573826, 0.03330829, 0.058746934, -0.07233917, -0.013489555, 0.02756826, -0.08307646, -0.048566286, 0.10099485, 0.04190055, -0.09093189, -0.12853788) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.18374674, -0.022448728, -0.09004078, -0.12400761, -0.0086569805, 0.0191931, 0.020113608, 0.032969866, 0.02220212, 0.062447272, -0.0372169, -0.10063112, -0.0047156257, -0.046290807, -0.123499535, -0.105957985) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(-0.03963375, 0.0083684, -0.065405875, -0.047477864, -0.029260624, 0.075531945, -0.020448161, -0.063663796, -0.053645883, 0.05619168, 0.031642858, -0.086825125, -0.19545855, 0.050727658, 0.12190084, -0.013859189) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.039203953, -0.040638413, 0.013504533, 0.085428946, -0.039118536, -0.051279478, 0.077434696, -0.023042008, 0.13396579, -0.008277115, -0.009366487, -0.04710817, -0.19759806, 0.00044209603, -0.07191776, 0.007557136) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.1901677, 0.019543996, -0.03418915, -0.053808205, 0.071042635, -0.077372506, 0.04217533, -0.1250138, 0.013910553, 0.016525956, -0.09776278, -0.03575992, -0.06674554, 0.008678073, -0.032910872, 0.08060425) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.07825587, 0.020148901, -0.065872565, -0.11958164, -0.03010001, 0.019026687, -0.04438779, -0.12133159, 0.0077309627, 0.006650541, 0.003811155, 0.048030466, -0.011303394, 0.020346541, -0.012581831, 0.015147838) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.0055140723, -0.07471953, 0.051632952, -0.027916014, -0.028248025, -0.023153896, 0.023269018, -0.061012033, -0.03808918, 0.022250304, 0.10639992, 0.14680037, 0.041620404, 0.038445007, -0.015676579, 0.017151127) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.14597718, 0.030522935, 0.10634136, -0.017035512, -0.08410382, -0.007061276, -0.094022945, -0.09955001, -0.03442219, 0.060061052, 0.053325474, -0.1661115, -0.06708026, -0.025088962, -0.10291502, 0.061344534) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.10942561, -0.0012564738, -0.016163008, -0.084714696, -0.06309771, 0.04764716, -0.099502236, -0.0761, -0.028567802, -0.03830971, 0.10546969, 0.07042692, -0.041569177, 0.019884901, 0.05730684, -0.05297699) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(-0.042712834, -0.036417753, -0.002602268, -0.0067977104, -0.11328113, 0.013078841, 0.036829785, -0.080707036, 0.071397915, 0.0040602162, 0.047046546, 0.105054855, 0.056404427, -0.02757987, -0.2532226, 0.100117035) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.07181533, 0.037270866, 0.06533561, 0.058662865, 0.041214097, 0.0049806745, 0.0833059, -0.023144128, -0.12998308, -0.011185712, 0.071349606, -0.023730969, -0.09784311, -0.12578508, -0.021785459, 0.14702275) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.077116184, 0.043942716, -0.058104355, -0.1453441, 0.019583872, 0.032505844, -0.010124359, 0.015846053, -0.014315148, 0.0072051934, 0.010739286, -0.009922742, 0.010441605, -0.039423592, 0.115341954, -0.04064504) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.062381286, 0.018782977, -0.10575856, -0.022355104, -0.077479675, 0.07798946, -0.09286455, 0.04743935, 0.09128447, 0.029061032, 0.0808942, -0.023821197, 0.008845712, -0.042580847, -0.034596607, 0.10260751) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.076039515, 0.023823574, -0.03575594, 0.03133738, 0.057809882, 0.03741761, -0.027584683, 0.07036043, 0.014783812, 0.03277514, 0.002150228, -0.015895305, 0.0900988, -0.11856944, 0.12598258, 0.06335661) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.10393949, 0.017905174, -0.08749522, 0.029944483, 0.07527995, 0.03168551, 0.029189972, 0.035079822, 0.0708913, -0.07008, -0.031896662, 0.00861186, 0.05943853, 0.06746308, 0.024461526, 0.044479) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.042053252, 0.05443424, -0.081964195, 0.028100671, 0.020662962, -0.030107992, 0.121280305, -0.009434287, 0.05248376, -0.025832636, -0.006187891, 0.08903902, 0.076210335, 0.012958884, -0.05587589, -0.022360483) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.017511804, 0.004326304, -0.019913781, -0.0022056706, -0.025522796, 0.06184632, 0.0391333, 0.009833495, -0.109105885, 0.036124915, 0.009227339, -0.19228028, -0.032124102, 0.01963566, -0.06022394, 0.023460716) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.044242095, 0.060959473, -0.021715123, -0.034922697, -0.016567899, -0.06368721, -0.055842333, 0.065887116, 0.007342737, -0.047535814, 0.02802253, 0.05121095, 0.09555179, -0.004266918, -0.058399368, 0.01943327) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.043373153, -0.025791282, -0.01273769, -0.047513913, 0.045219436, -0.046305116, 0.014359003, 0.13959664, -0.016333926, 0.078411326, 0.07970509, 0.16192868, 0.015694024, -0.031581193, 0.0031667764, -0.07919286) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(0.035594463, 9.650971e-05, 0.012744533, -0.03561376, -0.007781158, 0.070922144, 0.107200116, 0.030783992, -0.0812112, 0.066788346, -0.1917975, -0.14986412, 0.006755266, -0.0059948843, 0.04309903, 0.023260389) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(-0.021290086, -0.007955193, -0.004327404, -0.016638096, 0.076614514, -0.07827367, -0.0425833, -0.010376575, -0.038699128, 0.04555001, 0.032223694, -0.017238818, 0.05078738, 0.0108291125, 0.06604542, -0.02849594) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.07275331, 0.03742488, -0.053991497, 0.07134036, 0.016605735, -0.10837867, 0.09841648, 0.107206255, 0.064727925, 0.04310941, -0.0041035456, 0.12819009, -0.06502868, 0.05424949, -0.00020071087, -0.039668012) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(-0.04357689, -0.05529, 0.02577039, 0.07166711, 0.080779254, -0.044064417, -0.060194682, -0.12890907, -0.07809638, -0.102881074, -0.07711648, -0.18950565, -0.014409476, 0.022002943, -0.0575237, 0.12901509) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.001695126, 0.0035469946, -0.0029454967, -0.00041324383); + result += mat4(0.120979354, -0.02878675, -0.0495997, -0.1580815, -0.097700566, 0.14393945, -0.083768174, -0.038431656, 0.06994295, -0.053472165, -0.002781343, -0.031601146, -0.18552853, -0.012774675, 0.025145855, -0.109563455) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(-0.023624105, 0.10340295, -0.039883584, -0.035649963, -0.015365898, 0.044752385, 0.011276085, -0.047258615, -0.07457625, 0.011077787, 0.06507321, -0.008440496, -0.076733805, -0.07757294, -0.081813686, 0.08688327) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.024937838, -0.03531588, 0.015341963, -0.05523468, -0.0043307026, -0.20113333, -0.040050667, -0.03714107, -0.005232295, -0.03687982, 0.012842953, 0.058079023, 0.11614248, -0.0060069645, -1.3339843e-05, 0.12167088) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.0076056537, -0.029742151, 0.0018670256, -0.087247886, -0.18013673, -0.11899622, 0.006558994, -0.04932152, -0.02549274, -0.04985082, 0.02305793, 0.0023423992, -0.05027982, 0.007874547, -0.01679334, -0.03436683) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.04999365, -0.018407956, 0.0009944985, 0.04345085, 0.19637534, 0.13149936, 0.02554096, 0.17302908, 0.03441786, -0.02335343, 0.042003118, -0.01024421, -0.04159061, -0.054837275, -0.0038416046, -0.02476297) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(0.031101795, 0.14558767, -0.07206877, 0.052708235, 0.08505478, -0.023270348, 0.001553299, -0.04549834, 0.05328786, -0.08920926, 0.019936608, -0.025718318, 0.007268998, 0.11558863, -0.0056009186, -0.020495217) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.076302186, -0.05664674, 0.005006967, 0.0030133713, 0.23879714, 0.20663442, -0.025949836, -0.14244378, -0.03495674, 0.009446209, 0.038171247, -0.094296895, -0.07021408, 0.034290023, 0.050304703, 0.0073547536) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(0.037316702, 0.0374497, -0.017506687, 0.028516188, 0.15285978, 0.04927979, 0.020178253, -0.035836015, 0.04757408, 0.06106494, 0.03895352, -0.061005022, 0.090642475, -0.031720303, -0.0657355, 0.0036125642) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(0.084251754, -0.032407988, 0.08594951, 0.0094843535, 0.096124806, 0.09917944, -0.05300003, -0.03277863, 0.032336593, 0.033859808, -0.04932706, 0.060522802, 0.11293289, 0.045322232, -0.07137389, 0.04431934) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.20299543, 0.07374019, 0.062128976, -0.09794446, -0.18816027, 0.09832832, -0.01781829, -0.025102649, -0.08251809, -0.07359961, -0.016819915, 0.09163986, -0.16517146, -0.026389815, 0.018533437, 0.041983113) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.10197416, -0.038901415, -0.03290255, -0.02866043, -0.02106087, -0.024985416, -0.009235168, -0.0084007345, 0.033358987, 0.026020119, -0.055465814, 0.03882352, -0.056451727, -0.032081675, -0.013445896, -0.022249242) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(-0.041866995, -0.0018986667, -0.04207936, 0.0476088, 0.0015847433, 0.014748927, 0.061728556, -0.005355436, -0.074536234, -0.09464863, 0.078781456, 0.0629639, -0.09645533, -0.038578674, 0.051876534, 0.021090968) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.023294697, -0.07415144, -0.03876262, -0.020699421, -0.0097194435, 0.045351394, -0.13063055, 0.016075116, -0.05201356, -0.029176803, -0.02607847, -0.017430224, -0.04435609, -0.038422227, -0.024159383, 0.0072050504) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.09464821, 0.07447065, 0.029499, -0.028388696, -0.15753546, 0.07398198, -0.007743805, -0.008364636, -0.094372734, 0.06745459, 0.012756842, -0.045111407, 0.11997749, 0.0994641, 0.10030438, 0.01799874) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(0.02799827, 0.09793178, 0.024977699, 0.023258513, -0.12608148, 0.10916745, -0.14883418, 0.035558652, 0.11771888, 0.0042778403, 0.010383776, 0.019918237, 0.07198248, 0.023574272, -0.031442724, 0.019957317) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(0.0043087075, -0.00082002574, 0.058719743, 0.036921773, 0.06913111, 0.09918062, 0.02941314, -0.029773962, -0.034880966, -0.03838896, 0.07653483, 0.038277686, -0.029821768, -0.03414616, 0.03570715, -0.005031276) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.08538469, -0.09484191, 0.025680063, 0.07115345, 0.04032414, -0.16641897, 0.050149787, -0.03156375, -0.024096526, 0.007861947, -0.08193744, -0.0042563756, 0.009750892, 0.006175754, 0.033445843, 0.062000804) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.12031357, -0.030815415, -0.022709282, -0.014617363, 0.02763779, -0.11548848, -0.093102075, -0.049090955, -0.015110666, -0.07122676, -0.06100469, -0.041725263, 0.1508762, -0.0752942, -0.011387075, 0.054927304) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.007859664, -0.04475106, -0.027078278, 0.0080731455, 0.11163838, -0.008791884, -0.090811655, -0.11808353, -0.060474988, -0.0029890046, -0.009780171, 0.097226046, -0.15477987, 0.067599885, 0.03767048, 0.023817455) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.17517915, -0.14561799, -0.023605771, 0.007633187, -0.014248703, -0.027388059, 0.01198336, -0.027139584, -0.13348784, -0.14291753, -0.0057209185, -0.019734932, 0.032727998, -0.03789137, 0.08126512, 0.07738896) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.045970835, 0.011182986, 0.010202174, 0.014528165, -0.2693465, 0.01358104, -0.054585338, -0.06201296, 0.011126145, 0.056822605, 0.074944824, -0.0023714162, -0.010245429, 0.09187759, -0.017843354, 0.04795185) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.008522892, 0.102788866, 0.006981109, -0.10024916, 0.28781766, 0.088221125, -0.06545298, -0.008376609, -0.0020934935, 0.011839558, -0.072302304, -0.18292524, -0.11375688, -0.031460643, 0.007883356, 0.06299395) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.09471401, 0.034616962, -0.028017316, 0.13753618, -0.18602444, 0.04003355, -0.079305515, 0.12179236, -0.11647172, 0.09087429, 0.04967249, 0.13721493, -0.019839615, 0.0010373363, 0.05881965, -0.10853915) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.13610534, -0.026888534, -0.008868884, 0.06915366, -0.11881806, 0.020302849, -0.09099203, 0.014362128, -0.13286738, 0.12852296, 0.027463447, -0.14802273, -0.11335478, 0.031861614, -0.010643729, 0.025794521) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.09765346, 0.096369036, 0.083908774, -0.0071675545, -0.098320484, 0.083397135, -0.04542146, -0.092722826, -0.031113608, -0.06659874, -0.016564088, -0.058676437, -0.0242032, -0.22367243, -0.024527555, -0.04281457) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.023611171, 0.035759673, 0.09438736, 0.021545468, -0.31685704, 0.022719257, 0.065302454, -0.08936363, -0.021261143, 0.0058661257, 0.028611572, 0.0645087, 0.14514728, -0.016857646, -0.0018004656, -0.010506927) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(0.09604528, -0.05051102, -0.028486157, -0.077873856, -0.08814019, 0.048149366, -0.044530507, 0.015084428, -0.100324795, 0.0053425287, -0.0094195455, -0.11545506, 0.16364709, 0.06271429, 0.07365711, 0.015183893) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.37431532, 0.028314484, -0.0036227778, -0.057684645, -0.03631459, 0.016578926, 0.010724293, 0.040908758, -0.057744328, -0.07863153, -0.04608624, 0.059156597, 0.13436551, 0.020720813, -0.00809405, -0.0021686715) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.020523028, 0.10956574, -0.0124110645, 0.12653027, -0.123100415, -0.110394046, -0.015657997, 0.12724194, 0.21756174, -0.060873926, 0.066837646, -0.035253663, -0.17558762, 0.015404649, 0.024176367, 0.11440313) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(0.07423888, -0.025016446, 0.022672895, 0.031679463, -0.009638226, -0.08402899, -0.012406549, -0.017912447, 0.13584289, -0.14279296, 0.058486238, -0.0027849053, -0.010427526, 0.08485522, -0.022379724, 0.0013967078) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(-0.84317213, -0.023233047, -0.124564834, 0.08486047, 0.0005522705, 0.07572115, -0.010272373, -0.08059017, -0.027873145, 0.014856045, -0.051359583, -0.07709768, 0.10330256, -0.003251504, 0.02128288, 0.011174523) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.5891102, -0.007297348, -0.11212582, 0.102294594, -0.07852611, 0.03672132, 0.036932867, 0.15429047, 0.08610674, 0.070360504, 0.11874341, 0.039527327, -0.010189727, 0.051074, 0.13214155, 0.08871922) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.08628179, 0.06146346, 0.078478396, 0.08181509, 0.07183571, 0.012027773, -0.07966983, -0.002756555, 0.03057004, -0.009796683, -0.020377913, 0.065331906, -0.04583342, -0.018901838, 0.16379072, 0.067847505) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.068376146, -0.18645833, -0.25786176, -0.059603553, -0.020452645, 0.13372366, 0.07543567, -0.1671983, 0.08622481, -0.05590138, -0.15604052, 0.040382497, 0.068502486, -0.21409373, -0.022681214, -0.045538153) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(0.7042945, 0.44532728, -0.06582906, 0.28570914, 0.12053793, 0.025208574, 0.013721537, -0.099207334, 0.017339557, -0.055757828, 0.132603, 0.08377091, -0.053463016, -0.08294009, -0.043390602, -0.11660554) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(0.6662031, 0.23442477, -0.12109777, 0.035970718, 0.049074527, -0.045996748, -0.014837732, -0.059394844, 0.055830266, -0.15251276, 0.019136664, 0.007923769, 0.020743597, -0.16777988, 0.0692797, 0.026173597) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.008735918, -0.016552668, 0.0072966535, -0.08452039, 0.11350085, 0.15975443, -0.08562183, -0.027397105, -0.06870216, -0.019950949, 0.03322857, -0.0030811382, -0.10584985, 0.04335193, -0.028269254, -0.04759222) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.030517701, -0.10153762, -0.08577086, -0.007001882, -0.023796119, 0.1571513, -0.017136801, 0.03362944, -0.065504014, 0.017829467, -0.003152348, -0.025025742, -0.056818895, -0.032732252, 0.040449288, 0.08631016) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.11427627, -0.020932868, 0.060513884, 0.07634306, 0.06481846, -0.014044473, -0.070285164, 0.0055161533, -0.11969021, -0.028338837, 0.008823704, 0.07754777, -0.19288737, -0.16345, 0.013528805, -0.030611537) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.08901934, -0.011765763, -0.008514003, -0.0712908, 0.15724601, 0.052006707, 0.044300493, -0.042546265, 0.05298206, 0.10882809, -0.036494803, 0.0069655813, 0.093319476, -0.001671333, -0.027468337, 0.020579278) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(-0.021467047, 0.13117963, -0.06455478, 0.073450066, -0.05164008, -0.09289505, 0.08755929, -0.066193976, 0.10254288, -0.008725138, -0.0874812, 0.03496526, -0.018148798, 0.06375959, -0.023822214, 0.031257454) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.011168607, 0.024394572, -0.05712068, -0.09692817, 0.036179967, -0.057953972, 0.02262951, 0.017100668, 0.024150567, 0.03789516, -0.00569539, 0.08658028, -0.012661242, -0.035898816, -0.020251177, -0.06636453) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.044158597, 0.086875565, -0.04985011, -0.042435437, 0.13373962, -0.10019561, -0.018374123, -0.008592104, 0.101892285, 0.0640393, -0.041101966, -0.07120493, -0.095187105, -0.010280181, -0.031027585, 0.030646706) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.06793054, -0.04408216, -0.017417615, 0.030673001, 0.05375466, -0.14672996, 0.04664092, 0.055592787, -0.072512075, 0.04363514, 0.087875664, -0.042792242, -0.002348041, -0.024498314, 0.042116158, 0.032813452) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.09474024, 0.014502264, 0.112584546, 0.06388797, 0.04298744, -0.09666449, 0.015310679, 0.062272925, 0.111511536, 0.19657391, 0.113643445, 0.048666622, 0.05289649, -0.03358125, 0.05483144, -0.03797082) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(0.016499748, -0.012971018, -0.0077930884, -0.21996155, -0.21164922, -0.011023533, 0.06937302, 0.025870001, -0.052739523, 0.016032279, -0.07337761, 0.06452694, 0.14569001, -0.071689576, 0.014264745, -0.07913473) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.09583265, -0.0067581376, 0.012064369, -0.07697233, 0.0873349, 0.0996607, 0.06872118, 0.022023255, -0.059153408, 0.009720398, -0.03870433, -0.13199489, -0.08083868, 0.09770701, 0.04238034, -0.22503191) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(0.05262505, -0.052887067, 0.035186853, -0.045221575, -0.021154094, 0.069459654, 0.03100293, 0.04067052, -0.03540009, 0.06965588, -0.003726936, 0.011248934, 0.010190698, -0.03702116, 0.03671705, 0.015338267) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.14699228, 0.11470225, 0.020152789, -0.016092429, -0.18850055, -0.14882384, 0.04467915, 0.024607753, 0.036606986, 0.01352187, -0.020275941, 0.0052318247, 0.13341345, 0.07133841, -0.051475536, -0.121376924) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(-0.014287946, 0.012444324, -0.050074074, 0.018906185, -0.18665072, -0.1149708, -0.0079510175, -0.0753276, -0.06797471, 0.14258552, 0.023063447, -0.075076684, -0.06873534, -0.1730034, 0.0012545306, 0.028541984) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(0.02846377, 0.12151978, -0.124905735, 0.009687822, -0.027436702, -0.05357431, 0.021610629, -0.061773486, 0.06420684, -0.017097952, 0.0073344596, -0.017715234, 0.1852347, 0.031687498, 0.069712676, 0.0014366441) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(-0.07673816, 0.01995788, 0.107359625, -0.090935424, -0.001921281, 0.02656395, 0.048369966, -0.017840147, -0.080636665, -0.08180919, 0.04834899, 0.0015225599, 0.01544942, 0.1193003, 0.015031258, 0.011810025) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(-0.08201891, -0.03147827, -0.048029434, -0.085482724, 0.057044175, 0.03371332, -0.05833178, 0.053381037, -0.1151787, -0.058001664, -0.03661726, -0.037436437, -0.1016984, 0.015646987, 0.0161747, 0.07082504) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.07416894, 0.12531255, 0.08773385, 0.026841203, 0.09168545, 0.027556455, -0.17864732, -0.018536225, 0.12551567, -0.11431026, 0.05667067, -0.033355806, -0.05999268, 0.06607051, -0.00012177364, 0.022883916) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.062012788, -0.024178715, -0.065193504, 0.01591572, 0.07099499, -0.084374696, 0.018266182, 0.025937214, -0.20242488, -0.024059234, 0.068975255, -0.0065429937, 0.0521716, 0.024820508, -0.0023269926, -0.0014653233) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(0.031414915, -0.0015215, -0.0040303003, -0.007881103, 0.12271322, 0.03977797, 0.086416945, 0.079124816, -0.1138277, -0.06720367, 0.016261024, 0.014597225, -0.005695069, 0.092042536, -0.008482797, -0.047888424) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(-0.07262758, -0.07360008, 0.06424976, -0.12958036, 0.08677227, -0.07527582, 0.09411052, 0.038032535, -0.06345592, 0.06803661, 0.013504337, 0.069575995, 0.010823083, 0.14786206, 0.110971734, 0.11126561) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(0.05956491, 0.08107864, 0.03449159, 0.010731487, -0.16767843, -0.006065907, -0.042333443, -0.053766403, 0.17455734, 0.017327325, 0.07245705, 0.08644377, 0.01988573, 0.024529967, -0.009406646, -0.020711878) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(-0.115946785, -0.06089743, -0.08074082, 0.032381058, 0.0061543984, -0.028524878, -0.06793479, -0.036878835, 0.13806915, -0.042218886, 0.11678687, -0.00090498244, 0.29348645, -0.014320777, 0.041155282, -0.087611794) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.026499242, 0.036823895, -0.016874606, 0.054945488, -0.14135462, 0.003119672, -0.06133646, 0.061891586, -0.067013256, 0.05548704, 0.023563322, 0.04675509, 0.06804865, -0.06505125, 0.018271519, -0.0025467891) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.054302882, -0.061802804, 0.0019591472, 0.045180585, -0.059537012, 0.1394548, 0.005980327, -0.0058350693, -0.020456858, -0.046402153, -0.010022602, 0.06339777, 0.119047, -0.034138568, -0.019524226, 0.12346388) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(-0.040561948, 0.032790564, -0.019809453, -0.03384967, -0.013670866, 0.027582934, 0.025641128, 0.018177373, 0.13220595, 0.08758595, 0.05625453, -0.012538245, -0.10281388, -0.0015052309, 0.0895955, 0.07420398) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.041795217, 0.08574753, 0.07635721, -0.03515584, -0.02420448, 0.023920424, -0.15350334, -0.037810933, -0.03838793, -0.022589438, -0.0064954404, 0.0021103716, -0.014819415, -0.027450534, -0.05934157, -0.008695782) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.042205054, 0.018614309, 0.007851295, 0.046297595, -0.24183019, 0.027401775, 0.017248489, -0.012429373, -0.042467855, -0.046359498, -0.022617312, 0.01626133, -0.05492061, -0.028604086, -0.036515485, 0.097537816) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.10396312, 0.017524922, 0.011472904, 0.020845897, -0.26122263, 0.019552572, -0.03172834, -0.033151988, 0.065141775, 0.103926316, 0.06236278, 0.041407954, 0.032645855, 0.035589006, 0.062751755, 0.0035970297) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.0576436, -0.072462745, 0.051761076, -0.001047803, -0.039282132, 0.0933381, -0.037674077, 0.032647416, 0.27354053, 0.011865897, -0.011883624, 0.085043676, 0.007905506, -0.0050565456, 0.0032242103, -0.028188813) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.02416108, 0.011778806, -0.016185254, -8.691657e-05, -0.17782792, 0.110108, -0.002869375, 0.0332401, 0.13199915, 0.12161593, 0.05139728, 0.020023048, 0.04682392, -0.036384054, 0.010302242, -0.0956114) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.26169407, 0.011459785, 0.07993364, 0.04235536, -0.2098329, 0.0012910515, 0.018362895, 0.17560834, 0.042828817, 0.0001753438, 0.07747225, -0.11136137, -0.06596987, -0.05506108, 0.046621695, -0.07077712) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.010268987, 0.004285359, 0.058696207, -0.00053708354, -0.13048704, 0.015147156, -0.08473016, 0.00037517058, 0.1058567, -0.114628516, 0.15576214, 0.028311169, -0.051209185, -0.10203438, 0.043601263, 0.010307722) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.059871763, 0.028935708, 0.015361416, 0.010930137, -0.04625728, -0.08010309, 0.057188444, 0.03677016, -0.12951392, -0.061616726, -0.078584306, 0.058783665, -0.018577265, 0.04047491, 0.0033863813, -0.042006657) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.088006325, -0.09902004, 0.0271109, -0.020511772, -0.049860243, -0.0761366, 0.06431757, 0.06130018, -0.052722853, 0.093606636, 0.056442033, 0.02692931, -0.03681526, 0.041243743, 0.026631894, 0.08089786) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.037052188, -0.0073050703, 0.0858246, 0.1512505, 0.109421164, 0.055910077, -0.03479114, 0.088097215, 0.19901906, -0.41625667, 0.075844236, -0.0148873655, -0.057355154, 0.024822118, -0.064146586, -0.070230514) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0045238333, -0.004889116, 0.0029066089, 0.0005750118); + result += mat4(0.057112973, 0.020615457, -0.054681756, 0.05756795, -0.015051226, -0.07104642, 0.10279971, -0.02650988, -0.051031593, 0.057722468, -0.0673516, -0.011588926, 0.019416137, -0.05626919, -0.10245886, -0.03639146) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.034475967, 0.032363594, -0.074850194, 0.0848269, 0.15761563, -0.0043860595, -0.04992016, 0.01731597, -0.0008322439, -0.09852727, -0.053828027, -0.05874407, -0.031768218, 0.021364903, -0.05454367, 0.072328314) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.048537247, -0.15310879, 0.080732755, 0.014770431, 0.07062163, -0.45362732, 0.04278762, -0.05392304, 0.09188754, -0.009436, 0.004541892, 0.04073567, -0.10774513, 0.008065861, -0.02509486, -0.02209455) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.02104821, -0.049408413, 0.0019412522, -0.037934378, -0.0586729, 0.023500409, 0.10437538, -0.08587762, 0.04227692, 0.090486966, 0.009507788, -0.0041727484, 0.06819398, 0.0007218819, 0.06362771, 0.021373948) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.050341576, 0.093609706, 0.060623262, -0.015824903, -0.15225929, 0.2713158, 0.058997266, -0.05853468, 0.07826092, -0.05220583, 0.1214283, -0.13154846, 0.101946115, -0.12898886, -0.01901494, -0.06672838) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.07029579, -0.016813723, 0.0019697119, -0.010603869, 0.017798664, -0.069890976, -0.0351873, 0.051242538, -0.016969997, -0.06051271, -0.056313474, -0.06009151, -0.105198875, -0.04119321, 0.014228338, -0.08304415) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.13370648, 0.020312278, -0.0152123235, -0.0039538615, 0.040609606, 0.0601383, 0.07345785, 0.016262565, -0.0033321818, -0.010223448, -0.051989112, 0.05562543, -0.037242305, 0.058692228, -0.061698887, -0.12271162) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(0.03929592, 0.058241017, 0.027115105, -0.034646638, 0.12275659, -0.107494555, 0.015138495, -0.019347426, 0.04666663, -0.01581161, -0.06532639, -0.00433238, 0.03323775, 0.022493538, -0.04534503, -0.08731751) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(0.0036566644, -0.054339193, 0.06607312, 0.020599766, 0.05370609, -0.0026280577, -0.011630983, 0.0037924724, 0.06989068, -0.00044492655, 0.011197978, 0.03907651, -0.01038709, 0.039848533, 0.0096459165, -0.08384252) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.03970532, -0.04153331, -0.029928973, 0.01721566, -0.012722975, 0.030220006, 0.030458577, -0.020237435, -0.06342895, 0.04213135, 0.04031748, -0.0061473227, -0.060565036, 0.0015558003, -0.05818337, 0.074211285) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.019665003, -0.03137201, 0.026908224, -0.10974158, -0.031929687, 0.00023439238, -0.034990277, -0.023966204, 0.018995823, 0.11158455, 0.0125510665, -0.012719624, 0.04579868, -0.015458063, -0.023841957, -0.07531246) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.08863205, -0.16077782, -0.0044700266, -0.022001984, -0.12602115, 0.062610626, -0.004209069, 0.02808837, -0.07128026, -0.0294033, -0.029388294, 0.065665506, -0.054903537, -0.17838635, -0.0582067, -0.029043496) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.022433206, -0.0044298763, -0.024100868, -0.026675614, 0.049398657, -0.020211574, 0.10133621, -0.08213473, -0.019514892, 0.053941794, -0.12742195, -0.13020335, -0.0008406183, -0.0023985219, -0.057330184, -0.027436597) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.034322396, 0.09414814, -0.04784518, 0.08396525, -0.05949029, 0.09414585, -0.042550888, 0.05088709, -0.042961344, -0.0049733827, 0.06140857, 0.10267093, 0.05936708, -0.072791666, -0.07776884, 0.0139899645) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.023410194, -0.019197091, 0.050775077, -0.12783492, 0.03403312, -0.05219335, 0.095072195, 0.11040724, 0.02711627, -0.14839306, -0.05096333, -0.1229422, 0.054267116, -0.12515405, 0.022015922, -0.030896317) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.07678537, -0.029321462, 0.040538337, -0.08704001, 0.058418706, -0.02031675, 0.075960256, -0.035108536, 0.038809735, -0.04158064, -0.070680894, 0.025477001, 0.02691437, -0.041466806, -0.014115786, 0.029224843) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.03854629, -0.0064543476, 0.0038028562, -0.0042408966, -0.06816818, -0.0155378375, 0.0063932105, 0.16797787, -0.07739299, 0.035135906, -0.15395148, -0.03560261, -0.04647594, 0.07256355, -0.0030757869, -0.038843755) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.023600327, 0.012961186, -0.04233054, -0.057293095, -0.19364442, 0.027842341, -4.1805048e-05, 0.036959197, 0.010430722, -0.05311237, -0.045471903, 0.0096809175, 0.041927937, 0.071626954, -0.07176687, 0.027246043) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.033455458, 0.0236276, -0.060063884, -0.09088969, -0.044566095, -0.0071855304, 0.010860479, -0.12682681, -0.070550025, 0.037334, -0.07041695, -0.018276794, -0.025884992, 0.008646029, -0.008813758, -0.059880894) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.0783965, -0.011895583, 0.09237925, -0.02039847, -0.026247678, 0.11860616, -0.10185494, 0.0018856028, 0.083640665, 0.11768367, -0.19834404, -0.10607815, 0.06377665, 0.060863603, 0.02585951, 0.038025673) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.13020016, -0.017078755, 0.023785617, -0.00029791667, 0.047352947, -0.15883642, 0.01634104, -0.03629104, -0.3727143, 0.11152793, 0.1493535, 0.105893604, 0.004237848, 0.10719749, 0.040626638, 0.022336518) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(-0.030642195, 0.013595795, 0.062215205, 0.11320438, -0.006064903, -0.13728492, 0.044893917, 0.13752277, 0.009434499, -0.007495976, 0.084924206, 0.15735225, 0.02234228, -0.0013009978, -0.031350773, -0.11057811) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.061903547, 0.020146592, -0.07358796, 0.06532858, 0.07970224, 0.014617892, 0.040745698, 0.2767723, 0.048460264, 0.038670067, -0.031101037, 0.15201911, -0.074170075, 0.015510521, 0.11116075, 0.053015884) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.123164095, -0.01144722, -0.012831693, -0.04996835, 0.017853508, 0.09026736, 0.041288927, -0.0059050783, 0.036964685, 0.06318223, 0.0058551896, 0.10002642, -0.12390993, -0.031425484, 0.07629914, 0.011527903) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(-0.02060965, 0.022816347, 0.014545157, -0.027793506, -0.013639175, 0.021466997, 0.12717035, -0.13933228, 0.043242045, -0.07991226, 0.031034239, 0.039460227, -0.014516196, 0.08629286, 0.00058966107, -0.003423727) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.049572606, 0.022309689, 0.048864916, 0.027826576, 0.09841519, -0.015123755, 0.04702031, -0.03188495, 0.028732546, -0.010471701, 0.08195976, 0.05224906, 0.023973817, -0.018393168, 0.029592447, -0.089930706) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.048839677, 0.0051257564, -0.1619934, -0.057825483, -0.010477929, 0.054117266, 0.026546009, -0.045363884, 0.03295215, 0.01355769, 0.030235058, -0.021234715, -0.008829137, -0.021678463, -0.0016397121, -0.06107389) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.017889936, 0.0036068195, -0.02624067, -0.008710677, -0.07222429, 0.035132095, -0.075326286, -0.05363533, -0.06875605, -0.008772321, 0.048298314, -0.3997056, 0.032346644, 0.013516443, -0.086958535, 0.07649838) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.10341964, 0.015006456, 0.072109446, 0.058952525, -0.037182275, 0.007850536, -0.04095496, 0.04381556, 0.07944139, 0.13443325, 0.0834929, 0.018808817, -0.027470076, -0.03474489, 0.0076134023, 0.12761751) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(0.022061171, -0.09301396, 0.0062742117, 0.0732272, -0.05748265, -0.0042322893, -0.014390072, 0.02790063, 0.056633975, -0.28840244, -0.030806577, 0.068376794, 0.02603125, 0.05964179, -0.018574681, 0.056771576) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.07413683, 0.06796027, -0.101980135, -0.2414841, 0.04553166, 0.058279056, 0.019068006, -0.017024286, 0.040094152, -0.06623846, 0.12735389, 0.14263384, -0.08645427, 0.028811937, -0.14518535, 0.0048232507) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.03742574, 0.07355721, -0.13329808, 0.16863911, -0.04613101, -0.045905493, 0.05717078, -0.052840136, 0.0076480913, 0.11087544, -0.047661636, 0.0016101835, -0.035061646, -0.025505243, -0.24829307, 0.14718108) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(-0.006169293, 0.01936533, -0.1744423, 0.027688472, 0.07163206, 0.061367672, 0.048209623, -0.059062988, 0.04675678, -0.20318712, -0.09487307, -0.050871447, 0.031034265, -0.16923092, 0.06397902, 0.040220436) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.030493544, 0.187692, 0.2632313, -0.5144182, 0.03127812, 0.033324413, -0.003978063, -0.0769634, 0.08161913, 0.0099631725, 0.09321798, 0.038308818, 0.04492955, -0.025759777, -0.07123788, -0.00049171434) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.31228882, -0.51284826, 0.25783163, -0.119994454, 0.011008677, 0.04898014, 0.08119535, -0.020668127, 0.0016715294, 0.062157337, 0.026818551, 0.08006652, -0.14491954, -0.019931886, -0.034102645, -0.07835148) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.16203362, 0.18070349, -0.11491744, -0.07658593, -0.14827538, 0.14311372, -0.033469822, -0.01132748, -0.03245205, 0.026666999, 0.017775934, 0.007076036, 0.040689975, -0.041530427, 0.021683898, 0.035605922) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.05774628, 0.05271088, 0.056800056, -0.06250714, -0.027882816, 0.029719125, 0.014728708, 0.06358577, 0.082836844, -0.025124023, -0.068027005, 0.035861947, -0.01170593, -0.01890234, -0.010421098, 0.027421148) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.06273105, 0.02334724, -0.054436054, 0.007192827, 0.080980875, -0.062426206, -0.053779982, 0.04772975, 0.01109709, -0.23090562, -0.032256503, -0.08553758, 0.052391183, -0.059037056, -0.019739045, -0.013564222) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(-0.09985652, -0.12772499, -0.047925048, -0.0062670195, 0.052384492, 0.023804402, -0.00037400454, -0.021179216, 0.098525055, -0.21382087, -0.013812197, -0.022155862, -0.0050777127, -0.061201967, -0.040884238, -0.08725832) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(-0.04208864, 0.01171837, 0.10537344, -0.05444715, 0.006769932, 0.055328887, -0.050763216, -0.061033864, 0.062297825, 0.015602279, 0.0106985625, 0.07086065, 0.063426696, -0.05598022, -0.033888068, -0.056114845) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.10892593, 0.012951652, -0.040594213, 0.015158121, -0.089593574, 0.044684466, 0.07625076, 0.026229002, 0.1576244, 0.04967836, 0.060355444, -0.013794931, 0.122287564, -0.033520572, -0.09368194, 0.05942188) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(0.07427083, -0.115272366, 0.0042357002, -0.008289828, -0.14760576, -0.081632994, 0.0579789, 0.03883641, 0.16409665, 0.09106399, 0.06633137, 0.018769937, 0.041521877, -0.11375989, 0.036064163, -0.038531937) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.029282685, 0.025163626, 0.03348391, -0.08980383, 0.0074298447, 0.061913, -0.07333008, -0.045827683, 0.13810055, 0.045274287, 0.011767536, -0.09424128, -0.1073153, 0.0009909912, 0.03546797, 0.001548514) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(0.006941977, 0.050698638, 0.04998451, 0.030470999, -0.00845585, 0.015274012, 0.031489324, -0.016497318, -0.011697824, -0.035411086, 0.13420139, -0.005338081, 0.074208, 0.10647866, -0.07199528, 0.024457604) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(-0.074917026, -0.018220283, -0.048020735, -0.03878238, 0.1160728, -0.092012726, -0.04547725, 0.029659672, -0.10252465, 0.039461344, -0.03517753, 0.085063286, 0.048155934, 0.028196072, -0.006629241, 0.051794823) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.012125754, 0.06992455, 0.0069791377, 0.10374045, -0.05988704, 0.06953253, 0.030367777, 0.0144927185, 0.017448407, 0.073460825, 0.02400938, -0.014097017, 0.020009626, -0.10915348, 0.011181331, -0.124113806) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.05735796, -0.13939999, -0.038724307, 0.046827033, -0.047707617, 0.0006852026, 0.021207642, -0.036681637, -0.025126062, 0.0573397, -0.02508312, 0.08953949, 0.10006642, 0.042674102, -0.003352901, 0.002567033) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.10561051, 0.094089136, -0.08282901, -0.017326422, -0.05501863, -0.071879536, 0.013245413, 0.030549379, 0.04744536, -0.07709311, -0.09004062, 0.016758347, 0.12375554, 0.061700646, -0.0035246583, -0.014417808) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.09177842, -0.026979156, -0.01964189, 0.074467905, 0.019799398, 0.00595041, 0.013407521, -0.12589614, -0.04357464, -0.062080037, 0.010900876, -0.06738028, 0.08362948, -0.027824441, -0.04020585, 0.110121146) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.027222503, -0.06081022, 0.0907766, 0.024397124, -0.019050077, -0.037601028, -0.037350558, 0.0070966287, -0.12670204, 0.072305925, 0.030357564, 0.04784212, 0.0051629324, -0.18771732, 0.11758992, -0.048249952) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.07363704, 0.061510038, 0.03990216, 0.05302595, -0.08736905, -0.1378227, 0.09554391, 0.026743904, -0.09091676, -0.079776056, -0.037001405, 0.027889833, -0.1864823, 0.0394522, 0.10734787, 0.040813938) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.12590449, -0.059942707, 0.010620578, -0.048350606, -0.008389569, 0.07271041, 0.017513648, -0.012693886, 0.0488569, -0.029986585, 0.012955492, 0.0494187, -0.080685414, -0.021246193, 0.021999398, -0.015477046) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.04321752, 0.10931044, 0.12739629, 0.05817966, -0.0007950662, 0.08736086, -0.023289178, -0.059708416, -0.07539309, 0.032375302, -0.072693266, -0.03647489, 0.0432798, -0.03955473, 0.047986884, 0.046990514) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.13045037, 0.044241372, -0.043476015, 0.015106855, 0.0026655789, 0.09329909, -0.030557489, -0.022819085, -0.11475387, -0.22225367, 0.004694687, 0.12069505, -0.019460956, 0.029647307, -0.05232957, -0.038300965) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.011083792, 0.011906822, 0.06131071, -0.061755393, -0.03464432, 0.037248913, -0.094054, 0.015580219, 0.06250317, 0.053562373, 0.0038623684, -0.12153313, 0.07715614, -0.025010873, -0.018921386, 0.08081675) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.010685507, 0.096690856, 0.052079573, 0.054694697, -0.04679737, -0.04266614, -0.05665158, -0.08372487, -0.0413917, 0.0107491445, -0.0044120834, -0.11491234, -0.03744978, 0.027928762, -0.0764448, 0.08916992) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.046550997, -0.05694292, 0.01683723, -0.019565092, 0.009276631, -0.044585343, -0.03922757, -0.006662641, -0.054431107, 0.0714288, -0.00043911522, 0.12709251, 0.2309315, 0.06637541, 0.32377318, -0.048658717) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.015694989, -0.08074153, 0.023422841, 0.07791582, -0.13850683, 0.018662246, -0.0131913675, 0.20083748, 0.055071823, 0.03363868, -0.021647897, -0.017154373, -0.03848612, 0.04611543, 0.09376384, 0.035315283) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.04088403, -0.06317429, 0.00036597362, -0.057012774, -0.17311996, -0.034414355, -0.014712007, -0.01574705, 0.11734749, 0.03745787, 0.048709825, 0.1401293, -0.06323099, 0.15463519, -0.009127379, 0.033732668) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.08792038, 0.04992287, -0.0069386936, -0.07049698, -0.20022504, -0.01766549, -0.041969918, 0.033105973, 0.16563727, -0.046898324, 0.055141084, 0.12197373, 0.082443975, -0.035074774, 0.29912463, -0.24628429) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.037869494, -0.007391094, -0.047423113, -0.032440994, -0.027628295, -0.09110074, -0.013159457, -0.09229639, -0.0421862, 0.009971829, 0.050190236, 0.012489949, -0.08345043, -0.023179578, 0.07191096, -0.07826836) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(-0.06450955, -0.06836671, -0.049892895, -0.04776829, 0.13837238, 0.004276222, 0.023228152, -0.039792042, -0.02877745, 0.067194134, 0.06581406, 0.03657637, 0.017167874, -0.108207576, 0.009383951, -0.056869514) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.01875787, 0.019006865, 0.07690981, -0.124328494, -0.018296205, 0.119496025, 0.017444875, 0.005949733, -0.023210328, 0.0120402165, 0.0029852986, -0.035352856, -0.18857864, -0.07331129, 0.054283686, 0.10033813) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.03784443, 0.102709755, 0.015776029, -0.012393043, 0.07027873, 0.016508704, -0.016507791, 0.04880459, -0.07023973, -0.011340364, 0.08408648, -0.061082564, -0.009146414, 0.030840771, -0.013530239, 0.047764678) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.09412385, 0.15383047, -0.07590022, 0.016950594, 0.0788456, -0.03517872, 0.05198512, 0.046165068, 0.039808575, 0.13391711, -0.0021222876, 0.038152546, -0.06596184, 0.03378402, -0.04363615, -0.005977691) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.020716801, -0.004289645, -0.029453648, 0.018604485, 0.06942748, 0.0009396874, 0.054602146, 0.031237567, -0.14700803, -0.16743271, -0.01813351, 0.092707865, -0.13627335, 0.041645057, -0.03341382, 0.029021492) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.12922868, -0.015842471, 0.033234008, 0.067735545, 0.008958662, 0.03145104, -0.055818953, -0.04251014, -0.03090641, -0.03791946, -0.019501017, 0.11836875, -0.00863929, 0.008293092, -0.084978536, -0.007106947) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.018237755, -0.026470622, -0.030130362, 0.00599713, 0.015527883, -0.014050814, 0.032562472, 0.06216569, -0.004739682, -0.012727669, -0.06906886, 0.10433483, -0.06593709, 0.03752947, 0.047484726, -0.09846805) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.0055911816, -0.051880967, -0.039031073, 0.026921146, -0.049020827, 0.06715993, 0.04307166, -0.06512721, 0.0074323276, 0.09280825, 0.052341133, -0.47171414, 0.01911847, -0.10592636, -0.029480767, 0.035079807) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(-0.012449088, -0.071626976, 0.027012749, -0.073701665, -0.018323744, 0.05952134, -0.007523616, 0.015241156, 0.024253983, -0.017914841, 0.0085639395, 0.06668102, -0.058389865, 0.03105197, 0.007792246, -0.022540433) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.006485997, -0.044825856, 0.028180564, -0.047148596, -0.007400923, 0.10502664, -0.053417698, -0.00022409415, -0.027458351, 0.038403343, 0.015168591, -0.07863637, 0.0015431998, 0.014810005, 0.042180292, -0.06993212) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.10099195, -0.026201533, 0.052204814, -0.04974532, 0.03748638, 0.08232888, 0.051648986, -0.043288734, -0.1569404, -0.20437518, -0.21923262, 0.085457705, -0.023134448, -0.05953383, -0.10719521, -0.0434241) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.003947234, -0.002561167, -0.0011790267, -2.014591e-05); + result += mat4(-0.13106611, 0.053482756, 0.00038589162, -0.0056955316, 0.0017130479, 0.043710273, 0.10119728, 0.08012362, 0.08440158, -0.06469622, -0.10290841, 0.033732757, -0.01880485, 0.023713788, -0.11727955, -0.048860643) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(-0.077521406, 0.10908381, 0.009900734, 0.12274257, -0.018021185, 0.11573925, 0.06465567, 0.025618277, -0.10085711, -0.018748345, 0.124785915, 0.01823724, 0.005189854, -0.08519531, -0.09596304, 0.03327007) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(0.0405351, -0.009594394, 0.002297292, 0.009609962, 0.036430076, 0.013814007, -0.0661689, 0.018347384, -0.024033112, -0.06397346, 0.0887398, 0.06404509, 0.095669, 0.04262892, 0.06765661, -0.0107992375) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(-0.10597429, 0.0400913, -0.0039242664, 0.0068854406, 0.07862207, -0.13966441, 0.029313672, 0.11450031, -0.026093988, 0.043806706, 0.011304548, 0.00047152012, 0.09192901, 0.06900943, -0.038945146, -0.0009452566) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(-0.016804075, -0.016016476, 0.11771494, 0.0651886, -0.3488553, 0.0052029225, -0.08155847, -0.11439741, -0.0066254344, -0.03803172, 0.111691214, 0.041453324, 0.043726765, -0.095499724, -0.056047928, 0.018493105) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(0.03341408, -0.04927723, 0.01268661, -0.0094638085, -0.051619608, 0.14721107, -0.07247511, 0.10753357, -0.04229844, -0.06135253, -0.053557523, 0.0070538586, -0.033918265, -0.06363269, 0.0625936, -0.014426903) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.0973166, -0.021124555, -0.011923763, -0.04790406, 0.06841653, 0.10846276, -0.025025835, 0.20245613, 0.03401223, -0.022417344, -0.030408049, -0.018727742, -0.00013151116, 0.034166344, 0.018939704, -0.0007299963) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.044867635, -0.012720854, -0.027975008, 0.010878311, 0.0029588132, -0.09681894, -0.001302709, -0.003117125, -0.07775905, 0.063567266, 0.005508133, 0.017214589, 0.00857055, 0.057163917, -0.108253725, -0.01762987) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(0.043039415, -0.044822793, 0.079846665, -0.011403051, -0.12088672, 0.060164403, -0.036947962, 0.046837647, -0.06688712, -0.030272763, -0.053044677, 0.008675147, 0.03464524, 0.045566015, -0.00020009157, 0.03152764) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.056806117, -0.09392594, 0.018745655, -0.0060674474, -0.016795041, -0.006630969, 0.035110105, 0.10476553, -0.035630435, 0.03115476, -0.0011275664, 0.062414948, 0.021196218, -0.0066934065, -0.14657108, -0.057529073) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.073707, -0.054553144, 0.02703687, 0.0074906927, 0.01366764, 0.0600991, 0.03774718, 0.021183858, 0.0021892579, 0.027107209, -0.073624864, 0.012244268, 0.054407023, -0.040957615, 0.07304932, -0.06256317) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(-0.005077499, -0.07869022, -0.02898042, 0.06642155, 0.0034122437, -0.08361216, 0.01621667, 0.064021096, -0.027228676, 0.049969915, -0.035177488, 0.09236643, -0.0009296824, -0.020277781, 0.016672155, -0.010748883) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.022905596, 0.05271753, -0.03624749, 0.064148165, -0.013844652, 0.016780086, 0.1306462, 0.08023485, 0.058430977, -0.015224185, -0.04490495, -0.009086646, -0.0112603465, 0.020275563, 0.019791353, -0.026419109) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(-0.029031383, -0.06188445, 0.07467021, -0.032512113, 0.05032727, 0.100311704, 0.067745976, 0.025516083, 0.07392709, -0.036351394, 0.0074708555, 0.06880417, 0.073082976, 0.07068105, 0.06048279, 0.012224975) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.071151294, -0.10509056, -0.03968831, 0.03943878, -0.036232978, 0.034877796, 0.074095964, 0.028912492, 0.07844629, -0.09730232, 0.02326167, 0.010067289, 0.032727588, -0.041857492, 0.071605295, 0.0067320056) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(0.08421442, 0.050287034, -0.00090260984, 0.035756297, -0.03282382, -0.014390832, -0.017732697, 0.15471338, 0.13243046, 0.039549317, 0.05379426, -0.0009690376, 0.015976798, -0.07573524, 0.086694755, -0.022503855) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(0.07002803, -0.02507491, 0.06857893, 0.0018355033, 0.26760462, -0.0774578, -0.083337225, -0.12062598, -0.00468664, 0.0026712206, -0.017028062, -0.0032469183, -0.0741771, 0.04318376, -0.12569693, -0.022973515) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.092742324, 0.018209929, -0.0030990718, -0.046050753, 0.08087843, -0.10788622, -0.24566704, 0.0055533797, 0.038027357, -0.062314566, -0.04392273, 0.0041553625, -0.046313632, 0.018309886, -0.117508754, -0.0018961666) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.0031033151, 0.05638505, -0.030731495, 0.028887, -0.035689354, -0.0090172775, -0.10817172, -0.06263582, -0.014735905, 0.045259435, 0.06541292, -0.09169659, 0.07046977, -0.002431856, 0.086787865, -0.06809015) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(0.019228593, -0.0011575363, -0.09350881, 0.02127252, 0.076804906, -0.06670651, 0.08091712, 0.010631452, 0.14021614, 0.025683412, 0.003882279, 0.11035381, 0.062103767, 0.03373352, 0.008926329, 0.013641683) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(0.024141453, -0.08493972, -0.034432255, -0.05696055, 0.02198018, -0.040096574, -0.0062736995, -0.049074568, 0.014206014, -0.022957146, -0.14755861, -0.091835566, -0.05335449, 0.110102646, -0.020365471, -0.09921349) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.052066423, 0.008548311, 0.10570044, -0.052307468, -0.031924337, 0.01878719, 0.1852545, -0.055556208, -0.022962263, 0.010515449, -0.19338073, 0.0750018, 0.101861686, -0.016032703, -0.13010505, 0.023463385) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.06813781, -0.032418355, 0.14690132, 0.021720681, 0.07143895, 0.01151556, -0.10513933, 0.047681008, 0.029407596, 0.08266641, 0.11951416, -0.050737824, -0.06853423, 0.091066815, -0.12505224, 0.031167531) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.051362608, 0.038735963, 0.020150485, -0.007736788, -0.0802298, -0.059162676, 0.039519135, -0.11440063, 0.027331727, -0.043158703, -0.029787531, 0.013328911, 0.02004632, 0.15077785, 0.06765808, -0.0026104997) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.014509543, 0.0062726536, 0.058094427, -0.11789219, -0.08711861, -0.096518755, 0.09626832, -0.019075455, 0.10260254, -0.03382437, 0.0106764585, 0.02128081, 0.009353137, 0.014786505, -0.029290086, 0.06661296) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.03914799, 0.08926026, -0.03778493, 0.045095254, 0.031829815, -0.14418186, 0.2167455, 0.02971823, -0.03032171, 0.040985197, 0.047683224, 0.12765022, 0.072002694, 0.05342847, 0.022983538, -0.0031157818) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(0.07042976, -0.01969585, -0.105758145, -0.051294226, -0.027758399, -0.116282895, 0.056959007, -0.040111057, 0.03895334, -0.054274186, 0.010240326, 0.023332503, -0.08176787, 0.07627176, -0.012014754, -0.017017705) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.06775771, 0.084996305, 0.0316373, -0.11910989, 0.1062973, 0.062452916, -0.0006637541, 0.034576777, -0.07379058, 0.026570113, 0.12622832, 0.030744242, 0.012874931, -0.008489812, -0.04346528, -0.0086001875) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.045309763, 0.003914786, -0.0020195616, 0.04640575, -0.029938415, -0.046591964, 0.007606457, 0.040533632, -0.28794092, 0.09092936, -0.023851698, 0.04727258, -0.002946619, 0.013844392, -0.09977278, -0.18015823) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.01935369, 0.08767728, 0.045565024, -0.0084868455, -0.05283324, 0.06225443, 0.041997958, 0.07430694, -0.1451413, 0.04983295, -0.027488403, 0.093481384, -0.15980883, -0.05857321, -0.019112483, -0.14369729) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.06551293, 0.012207022, 0.017063223, 0.109443106, 0.043179654, -0.05511042, 0.05619718, -0.095386215, -0.103619635, -0.059088413, 0.13935027, -0.05123851, -0.036746513, -0.07035158, -0.17360677, 0.0120604625) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(0.023434186, -0.047025304, 0.01135503, 0.045462735, -0.016185751, -0.115353085, -0.005402078, 0.019039778, -0.054260217, 0.06306372, 0.10997606, 0.033989675, 0.17548619, 0.0782654, 0.005733476, 0.044994157) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.0011300157, 0.055080865, 0.04953103, 0.06707611, -0.08029597, -0.11683917, -0.023796402, 0.07677737, -0.010477361, -0.060381208, -0.0064963964, -0.016461212, 0.11110492, -0.13389085, 0.019209458, -0.072022244) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.0566542, -0.17345345, -0.097446136, -0.17761977, -0.02986992, 0.13805677, -0.011270616, -0.05363816, -0.013566724, -0.04771264, 0.062317144, 0.050632115, 0.1614999, -0.022110183, -0.10480495, -0.018625202) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.3988127, 0.2799186, 0.28711024, 0.5848413, 0.06668219, -0.022286313, -0.022487743, 0.014743339, -0.027783874, 0.06601231, -0.012985759, 0.08600638, 0.15854982, -0.0072928974, 0.05298163, -0.023803763) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.031135015, 0.07127344, 0.085562915, -0.029313622, 0.034387022, -0.03215672, -0.02575078, 0.023147142, -0.018466987, -0.05922657, -0.023855092, 0.00087573257, 0.080073975, -0.0891467, 0.060559, -0.0378914) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(-0.008305939, -0.03935197, 0.014076207, 0.048754226, 0.12744287, -0.023560295, 0.049354892, -0.091380276, -0.0072127804, -0.021402061, 0.072196476, 0.08129819, 0.039304208, -0.00017727232, -0.005157902, 0.051015943) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.03901238, 0.010981253, 0.08542476, -0.025507635, 0.01557143, 0.09285739, 0.03197869, -0.008607433, -0.05412187, 0.011138082, 0.007338076, 0.013996394, 0.051424723, -0.053832717, -0.089758925, 0.0702205) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(-0.005001848, 0.120174214, 0.013003728, -0.023751799, -0.009350285, -0.06778702, 0.014313629, -0.08877817, -0.08286723, -0.029872622, -0.0129371295, 0.006208883, 0.03801006, 0.009457537, -0.1237054, -0.028944721) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(-0.046870735, 0.006134307, -0.033162206, -0.009083675, -0.029951027, -0.09543162, -0.0056222747, -0.04817941, -0.12254351, 0.001592851, 0.17062001, 0.03886488, -0.005196077, 0.05524676, -0.023765456, 0.027510244) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.08138665, -0.03124851, 0.034584466, 0.10349432, 0.042377982, -0.043028906, -0.0044965832, -0.023497924, -0.110080786, 0.05715437, -0.029475866, -0.021886922, -0.09908303, -0.105444156, 0.05068266, 0.0020086723) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(0.014494096, -0.0264399, -0.0015814545, 0.04163051, -0.058175582, -0.025189068, -0.013683961, -0.02578075, -0.12771422, 0.08619533, -0.118388385, 0.037479658, 0.03411467, 0.05193975, 0.14035666, 0.063202955) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(-0.012907833, 0.07740956, -0.0062752664, -0.061600156, 0.00844522, -0.02264665, 0.028588489, 0.07499283, -0.10471193, -0.009458364, 0.027879866, -0.0073922845, 0.06177054, -0.026231067, -0.083237015, 0.0011199771) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.11257355, -0.00032959113, -0.0010302928, -0.07530039, -0.022379808, -0.012842301, 0.10519265, 0.045822263, -0.12053083, -0.06458512, 0.022318024, -0.03841336, -0.04254277, 0.012498128, 0.07565063, 0.04372107) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.0696123, -0.029510103, -0.079395324, 0.002547502, 0.09472379, -0.06570446, -0.08970974, 0.04046583, -0.22842747, 0.03587011, 0.05653007, 0.034472898, 0.04754688, 0.041046478, 0.0081889145, 0.032138165) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.0011428555, -0.03711782, -0.054510962, -0.08281694, 0.044056773, -0.015589076, 0.11744309, 0.062567495, -0.07484867, -0.04558456, -0.13870732, -0.013763469, -0.04631679, -0.005603011, -0.025965802, -0.064021416) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(0.08787203, -0.14663644, 0.0357676, 0.043094277, 0.076346315, -0.032800272, -0.15120023, 0.043054022, 0.09422386, -0.014872851, -0.0013562866, -0.05159628, 0.09247207, 0.08456378, -0.07744124, 0.058318164) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.076427706, 0.04086183, 0.12542936, 0.0050333273, -0.043211836, 0.10596035, -0.036179587, 0.05653404, 0.07113442, -0.041395254, -0.0022703875, -0.025051136, 0.01182796, 0.030837664, 0.011994567, -0.031871587) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(-0.0020692123, 0.12251849, 0.044539824, 0.0685957, 0.012242417, -0.06868688, -0.0047817095, 0.03509918, 0.023758063, -0.00955882, 0.006720751, 0.003392985, -0.015473358, -0.02031442, 0.048156753, -0.047624875) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.09802928, 0.06891061, 0.08355116, -0.039646693, -0.049098182, -0.032023475, -0.23588915, 0.018031146, 0.023582814, 0.099632874, -0.0063022836, 0.0519775, -0.1009443, 0.04447339, -0.06303085, 0.026785677) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.05873264, -0.0370775, 0.058506418, -0.018503157, 0.07673255, -0.11965757, 0.012242991, -0.043719485, -0.060287025, -0.057388265, 0.058935344, -0.037189577, 0.017963113, -0.024959367, 0.0180685, 0.011807819) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(-0.077788, 0.017432999, -0.014145594, -0.056849148, -0.09038051, -0.053442586, -0.061786406, -0.022588095, -0.048477698, 0.002911615, -0.08753577, -0.0052446327, -0.016760176, 0.044750348, 0.11680954, 0.055212464) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.013719127, -0.08011523, 0.02227636, -0.03080708, -0.06862203, -0.076471224, -0.04357039, 0.02445583, 0.018506419, 0.011701193, 0.025978748, -0.036122005, 0.009732635, 0.00928053, 0.076173805, -0.023010693) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.07374507, -0.10437711, 0.13427009, -0.0622699, 0.10286162, -0.036447093, 0.006792374, -0.008984036, 0.08024131, -0.014128671, -0.047297306, 0.00051484443, 0.03213927, -0.0371504, 0.08134625, -0.035742443) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.036414318, -0.02980559, -0.13651401, -0.06857305, 0.018918484, 0.052350145, -0.18025768, -0.022325981, -0.04271374, -0.027067622, 0.006968805, -0.09671996, -0.06685992, -0.023930028, -0.06382305, -0.056033537) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(0.06343058, -0.009940362, -0.07846237, 0.0062298505, 0.010748569, -0.052433293, -0.08499977, -0.0038331316, -0.083798125, 0.10671074, -0.038811944, -0.05614712, -0.032433175, -0.02725598, 0.10134623, 0.036177363) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(-0.08238537, -0.101118654, -0.0956944, -0.022187788, -0.112807, 0.049552683, 0.020023301, 0.014306471, -0.05975507, 0.18305519, -0.00022794373, -0.029654803, 0.013794755, 0.08026167, 0.12948288, 0.05566131) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(0.053705815, -0.018845921, -0.11592799, 0.009263663, -0.038707886, 0.033411745, -0.007699467, -0.029356126, 0.01898182, 0.050436858, -0.006743763, -0.08308025, -0.009096702, 0.08624577, 0.05013051, 0.0072236424) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.08754469, -0.009000641, 0.011506083, -0.010462639, 0.023173273, -0.14340998, 0.07175748, -0.14914648, 0.0015114633, 0.09007834, 0.049626812, 0.048082683, 0.023228288, 0.05250914, 0.056539048, -0.060020912) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.040813245, 0.038283546, 0.019381434, 0.060641263, -0.04750148, -0.013213389, 0.05517871, -0.04686974, 0.048340514, 0.053758625, 0.0060228067, -0.0016701806, -0.17216744, 0.10935377, 0.047607213, -0.05646159) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.08769185, 0.0970494, 0.026946494, 0.07289917, -0.046650678, 0.0024461304, 0.067568794, 0.01711998, 0.016500885, 0.013020562, -0.047713805, 0.00844297, -0.0066685695, -0.029065894, 0.056959774, -0.028405251) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.061827354, -0.0697762, 0.043939315, 0.07014996, -0.0962653, -0.019131057, -0.056386754, -0.06828851, -0.019127669, 0.062186718, -0.038369447, -0.0014330264, 0.0069821803, -0.025331778, -0.0002037322, 0.0152053945) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.049060732, -0.041804958, 0.11041892, 0.009422316, 0.0021639173, 0.0028688202, -0.014186335, 0.0117062805, 0.009630231, 0.0129206795, 0.0058852932, 0.026569348, -0.1883555, -0.100010365, -0.06425587, -0.009337554) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.15233806, -0.040747676, -0.050933797, -0.036801893, 0.0034332923, -0.0037240009, -0.000790056, -0.0037876742, 0.019700905, -0.049745165, -0.07830757, -0.00737646, 0.070502795, 0.0025455502, 0.010114206, 0.13142519) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(0.05284936, -0.013533391, -0.17096125, -0.037570912, -0.07328346, 0.025406556, 0.10085429, 0.015645698, 0.095468745, -0.068924524, 0.09579058, 0.009056416, 0.10629017, 0.040287692, -0.101047955, -0.022959424) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.034791514, -0.050179493, -0.06413149, 0.0255959, -0.06871181, -0.045244325, -0.02095138, -0.026331434, -0.026089394, -0.019754613, -0.11684487, -0.01730163, -0.011072255, -0.009380736, -0.025180336, -0.010558172) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.0008639364, -0.030773692, -0.06855936, -0.055832084, -0.0369103, 0.09022024, 0.07740064, -0.0011987004, -0.005642687, -0.0036717872, 0.0036984, 0.023910075, 0.08974062, 0.081534915, -0.05875803, 0.037848134) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.09565626, 0.037096918, -0.03869736, 0.0019068436, 0.003427942, 0.04745199, 0.10923475, 0.09540731, -0.021927774, -0.022261303, 0.13665186, 0.028576864, 0.10074329, 0.010374096, -0.17337345, -0.019470748) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.106179796, -0.07101481, 0.032995958, 0.017271189, -0.017393261, 0.13569428, -0.055394787, -0.0070715053, -0.16002037, -0.08838119, 0.0034275723, -0.052111916, -0.012589813, 0.04220015, -0.0063393833, -0.0054342435) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(-0.0066924156, 0.0045321602, 0.081136316, -0.031769846, -0.088399455, -0.028128792, 0.08660379, -0.0407639, 0.025755525, -0.075595185, 0.044359, -0.037731793, 0.022676341, 0.02371813, -0.039134458, 0.09001337) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.078424156, 0.058261845, 0.06523311, 0.049465872, 0.0055583837, -0.010385999, -0.07324968, 0.012865225, 0.034673695, 0.122251935, 0.058771305, -0.2143419, -0.047445673, -0.03428598, 0.15646714, -0.037584797) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(-0.013225298, 0.12899806, 0.056419276, -0.07075129, -0.049062856, -0.04924634, -0.041237056, 0.0701573, -0.2220656, -0.05615824, -0.2700362, 0.04346204, 0.028624753, -0.013457809, 0.05958438, 0.008763065) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.002063369, 0.0013652911, -0.0058718277, -0.004708916); + result += mat4(-0.00082150043, 0.0035749278, -0.06620391, 0.015952481, -0.06066882, 0.11966424, 0.020625908, 0.14022347, 0.03453027, 0.09951686, 0.030452102, 0.09785175, 0.017366413, 0.021417418, 0.0854475, -0.028064398) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.025837269, -0.00859641, -0.024063835, -0.09492943, 0.04334022, 0.062923044, -0.05198598, 0.13739535, -0.0012544091, -0.041129928, -0.048442326, 0.0045883493, -0.056084245, -0.05464814, 0.11608336, 0.07752806) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(0.025297863, 0.022830343, -0.07327247, 0.01121118, 0.03380974, -0.19225067, -0.073077306, 0.07556116, -0.09177012, -0.111199096, -0.021232245, -0.019701473, 0.07070674, -0.06856982, -0.05295248, -0.11421962) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(-0.07735331, -0.018009976, -0.0075341486, -0.0012720634, -0.011056032, 0.16033258, 0.0667747, 0.06981774, 0.010906969, 0.14408739, 0.014330172, 0.036531374, -0.023353843, 0.06018063, -0.03483861, -0.080878764) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.073614664, -0.10017217, 0.08000374, -0.042103946, 0.006346365, -0.45544505, -0.024923574, -0.19155972, 0.06519284, -0.00072215166, -0.11229065, 0.060366947, 0.066153385, -0.10267078, 0.0028149183, 0.03730766) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.008723056, -0.024858225, 0.10066162, 0.02372652, -0.08866089, -0.31624717, 0.13398072, 0.14831802, -0.017838968, -0.038123928, 0.00032908857, -0.03882798, -0.034221943, -0.0899852, -0.068446405, 0.050456006) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.023857558, 0.03242931, -0.05590451, -0.042968877, 0.02135128, 0.200712, -0.041062947, -0.061071947, 0.1054583, 0.07357374, -0.012569769, -0.043516964, -0.033741653, -0.014247395, -0.012548519, -0.009561672) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.08726369, -0.060914654, -0.031773113, -0.030238662, -0.051007222, 0.14936559, -0.11216821, 0.11134024, -0.058264796, -0.019343631, 0.009661967, 0.039841365, -0.059944253, -0.029421512, 0.039503593, -0.044727575) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(0.007805335, -0.012389752, 0.020664584, -0.009623104, -0.009971435, 0.009738455, 0.09384818, 0.10673573, -0.0740482, -0.030384272, 0.034586944, 0.03367864, 0.06858058, 0.08445905, 0.032800365, 0.042304423) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(0.014035343, 0.081812665, -0.06422505, -0.076681525, 0.06341031, -0.03700187, 0.0006734252, 0.029236669, 0.013358772, -0.0047658165, 0.018954577, -0.113744274, 0.035476528, 0.029532865, 0.047196362, -0.051773593) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.076276265, -0.04768669, 0.038157634, 0.00042377834, -0.0039818385, 0.0076991688, -0.08821033, 0.12856951, 0.053439494, -0.080139205, -0.045325883, -0.07181683, 0.10289659, 0.09581256, 0.10965571, 0.014237591) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.017790215, 0.028578533, 0.010011636, 0.01868254, 0.0055043725, -0.048826467, -0.10326938, 0.036806762, 0.090546936, -0.06676981, 0.085744105, 0.098126404, 0.06311324, 0.035443004, -0.093599424, 0.032334074) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.03420814, 0.14034154, 0.027152801, -0.12475677, -0.04369547, -0.030006515, 0.0028874227, 0.0653085, 0.0849355, -0.12570313, -0.008965667, -0.07424618, 0.022176366, -0.030742386, -0.012800186, -0.044536352) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(-0.04822499, 8.286155e-05, 0.04892865, 0.028617466, -0.017581029, -0.18075672, -0.08807248, -0.06286527, -0.07095109, -0.04393712, -0.15858203, -0.14273772, 0.09063627, 0.18849294, 0.014447544, -0.016789451) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.010466232, -0.03458191, -0.055174023, 0.02165314, -0.0454547, -0.2133287, 0.019270482, 0.014150804, 0.019111788, 0.05717106, -0.06651127, 0.058889534, -0.019852042, 0.034681775, -0.1008761, 0.055975314) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.02514957, -0.013665099, 0.009453669, -0.091441505, 0.11340974, -0.14352691, 0.015074522, 0.10876473, -0.05973946, -0.065673046, -0.0115122795, 0.16799292, -0.082857385, -0.012078929, -0.05028857, 0.14637986) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.055300415, -0.09146368, 0.01570551, -0.034911945, 0.007390362, 0.005620275, -0.10591464, -0.20927264, 0.048731286, 0.048591748, 0.0512039, -0.035637736, -0.057843972, -0.043307193, 0.03391351, -0.050667476) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.07935686, 0.069221206, -0.06541192, -0.035265442, 0.03748376, 0.50719774, 0.015448604, -0.20611364, 0.09222633, -0.14132449, -0.036654532, -0.049323678, 0.040579464, -0.09628602, 0.05307159, 0.05799895) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.053813465, 0.0812664, 0.07250382, 0.024781466, -0.022118524, -0.006057994, -0.012389928, 0.0917676, -0.049959335, 0.044740304, -0.09450066, -0.10054234, -0.039846092, 0.14370272, 0.12880066, 0.01113598) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(0.03909449, 0.019128364, 0.016260197, 0.036782686, -0.021127097, -0.008794415, 0.047429856, 0.07645338, 0.00514971, -0.07962687, -0.07814472, -0.19827934, 0.0034827671, 0.051165693, -0.036491662, -0.04852522) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.016425228, -0.10102339, -0.03175214, -0.030488184, 0.0042407075, 0.07631549, -0.071398415, -0.030553212, 0.18280296, 0.04675959, 0.14613643, -0.1561248, -0.024883093, -0.18060163, 0.06332671, 0.101312615) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.02042093, 0.004889987, 0.04746692, -0.04194233, 0.034580436, 0.006149458, -0.028721103, 0.12035057, 0.05197916, 0.04783975, 0.11595752, -0.28027746, 0.017383585, 0.18964976, 0.0054357294, -0.038227707) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(-0.03205345, 0.021737898, 0.05476861, 0.111005254, 0.0633535, -0.067363106, 0.00689729, 0.020789541, -0.022878207, -0.17643768, -0.06102929, -0.09776104, -0.06754785, -0.06988824, 0.08273632, -0.13135137) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(-0.046391204, -0.12702799, -0.016413176, -0.005956036, 0.04931025, 0.11508843, -0.025776647, -0.10140436, -0.175635, 0.024518745, 0.04165953, -0.264902, -0.04553731, -0.108174264, 0.015542758, -0.019481743) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.05392207, 0.031177552, -0.050194845, -0.07917215, 0.00845692, -0.10890896, 0.09334872, 0.11597256, -0.08126385, 0.053044394, 0.051821955, -0.005567906, -0.084544815, 0.050703745, 0.037241194, 0.0995452) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.052955378, 0.040978815, 0.10751517, 0.06816208, -0.016330251, -0.117702365, 0.050645854, 0.121252626, 0.07031536, 0.024954462, -0.10836048, -0.028652735, 0.024552448, 0.02089307, 0.029889422, 0.011071389) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(0.0010691027, -0.18625301, 0.037954114, 0.093543485, -0.043069072, -0.031920284, -0.042359423, -0.08726012, 0.042967014, 0.11449552, 0.05110642, -0.0496941, -0.03300231, -0.10130463, -0.016392613, -0.02024943) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.0586301, 0.15245676, -0.033052623, -0.07168638, -0.0007607549, 0.09323441, -0.11542363, 0.04648918, -0.15328716, 0.26346698, -0.030904697, 0.030372068, 0.037749205, 0.09137971, 0.02904065, 0.040045053) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.0018155596, 0.09201568, 0.07001537, 0.032052774, -0.021042239, 0.07662103, -0.053666964, 0.13526371, 0.024814583, -0.018301426, 0.08439379, 0.12338302, 0.048591074, 0.0069108913, 0.06375166, -0.057427537) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(0.041273054, -0.047927774, 0.010706581, 0.11212849, 0.03788077, -0.08844824, 0.0075060115, -0.024004288, -0.016592283, -0.124963574, 0.047481053, -0.029573433, -0.01174942, 0.03842072, 0.060125805, 0.0064416286) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(-0.09386426, 0.01719142, -0.022716224, 0.4145352, -0.0011966901, -0.010671357, -0.09432069, 0.07196611, -0.066162445, 0.11973952, 0.08679566, 0.045976005, -0.05242675, -0.04456436, 0.09487151, -0.0636997) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(0.0665664, -0.491547, 0.09975024, 0.09695219, 0.017481357, 0.05835143, 0.008020929, 0.16326845, 0.04377168, 0.041760277, 0.04681802, 0.056204192, -0.027579362, 0.082259275, -0.04886175, -0.006413534) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(-0.15407313, -0.2352814, -0.019875789, -0.071651205, 0.13668239, 0.1099387, 0.12249358, 0.031012705, 0.07547411, -0.4822725, -0.09161933, -0.0005460044, -0.118472286, 0.01575216, -0.05584889, 0.093608245) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.6005004, 0.18364763, 0.3029105, -0.55660754, 0.002791999, 0.17598347, -0.02773778, -0.20713608, -0.035308547, 0.064654864, 0.034603156, 0.034586817, 0.013711437, 0.12487707, -0.010939594, 0.08632934) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.0252136, -0.3524975, 0.40899456, 0.43160588, -0.0038752526, 0.022989146, 0.05450196, 0.033454284, -0.018443212, 0.007951612, 0.058630154, 0.035924617, -0.00043654535, 0.011249563, -0.07747764, -0.14832802) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.55209124, 0.1645877, -0.05679325, 0.2825911, 0.04400707, -0.10969654, 0.08035051, -0.00402581, -0.07924538, -0.17954224, 0.025348974, 0.013646938, -0.04233854, 0.16283436, -0.018776229, 0.074038565) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(-0.046763226, -0.035151694, 0.058825307, 0.004375999, -0.01177665, 0.048826013, 0.05469535, 0.091088586, -0.018859731, -0.010921311, 0.03825621, -0.061831962, 0.01987421, -0.071696095, -0.01614405, 0.027941206) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(0.0053317067, 0.03831628, -0.032568756, 0.03189514, 0.01934001, 0.05037884, -0.050679963, 0.018834228, 0.02378493, 0.08113243, 0.055374723, -0.014344073, 0.01835414, -0.021392467, 0.039939445, -0.028287724) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.057162616, -0.038000155, -0.02357545, -0.0008907829, 0.04940179, -0.17048118, -0.021740831, -0.15063486, 0.034101814, 0.059717454, -0.05613094, 0.02516169, -0.0031082819, -0.017597577, -0.0024994833, -0.021807186) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.052368134, 0.06852329, -0.026991952, -0.071913876, -0.002987438, 0.012389825, 0.08220137, 0.06443077, 0.06327744, 0.10107812, 0.050826572, -0.07522763, 0.014188798, -0.020329168, -0.044629183, 0.00677529) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(-0.016701993, 0.026134696, -0.021828149, 0.06621852, -0.0016943878, -0.11616585, -0.0020408516, 0.085480705, 0.0408997, -0.039685782, -0.020032246, 0.02805984, 0.036703184, 0.10641765, 0.1245149, -0.016577717) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(0.095616624, -0.02345342, 0.040970273, -0.017994381, -0.09705228, -0.046410024, -0.07243504, -0.06915207, 0.09584475, -0.1670904, -0.02957425, 0.12623549, -0.031264998, 0.19731334, -0.050352015, 0.08076492) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.007844104, -0.042084366, 0.015844358, 0.070565976, 0.0052973493, -0.01272131, -0.006171012, -0.05680897, -0.025337802, 0.09308619, -0.036781996, 0.08092892, -0.022079369, 0.008666444, -0.035587173, -0.016502159) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.0269401, -0.13831225, -0.09083566, -0.027309593, -0.049807627, -0.045062922, 0.0009896684, -0.02512906, -0.022978082, -0.041933935, 0.065487444, 0.079139106, 0.031568184, 0.022119548, 0.029080393, -0.07015594) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.0923806, 0.056251116, -0.06329321, 0.039772015, 0.00980235, -0.02133817, -0.020178854, -0.06917338, -0.118036345, -0.004629583, 0.074251376, 0.14185011, -0.028419307, -0.054235984, 0.020540044, 0.020940477) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.0032550932, -0.181009, -0.030018274, -0.14767028, 0.06123868, 0.0045143873, 0.03324062, -0.043148898, -0.1023546, -0.055224273, -0.02694958, -0.03570513, 0.04702962, 0.2159486, -0.016663123, -0.088567734) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(0.013885054, 0.083086565, 0.050449066, 0.0836425, -0.02782874, 0.10957025, 0.12191435, -0.05541814, 0.020524802, -0.016859332, -0.04641707, 0.050575484, -0.06410691, -0.013773409, -0.018132692, 0.032087695) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.031779718, 0.059460845, -0.08601958, -0.07505201, 0.049904864, -0.074014366, -0.0025562178, 0.039499708, -0.064794786, -0.0857096, 0.0079706805, 0.022299673, 0.021123972, -0.08293265, 0.0767032, 0.027342996) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.0013085239, -0.077876195, -0.049100835, -0.18723825, 0.003940156, 0.13132958, 0.050240505, -0.09619965, -0.025599359, -0.18996677, -0.005152275, -0.001275176, 0.07172794, -0.052275997, 0.1122533, -0.09737049) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.032744933, 0.1550318, 0.11544148, 0.11771438, -0.046389394, 0.0011422398, 0.03199717, -0.046601623, -0.06984624, -0.08996993, 0.013201784, 0.0119696865, 0.026229668, 0.08885468, -0.07879065, -0.005026658) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(0.0609193, 0.068676814, -0.03191292, -0.12474674, 0.0063563203, 0.08033157, 0.07963442, 0.01564074, 0.07961193, -0.03642438, 0.0065206713, 0.051607013, 0.10888965, 0.28157482, -0.09730009, -0.042534053) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.022793945, -0.0028026134, 0.0068392335, -0.062040824, 0.04623863, 0.011386527, -0.030242186, -0.037626833, -0.023156883, -0.033678032, -0.065720774, -0.028163206, 0.006870488, 0.033630937, 0.008268072, -0.054861635) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.045331493, 0.05020013, 0.10427859, 0.060280446, -0.052992944, -0.04577016, 0.031466357, 0.023927867, 0.012516522, 0.10484287, -0.062549695, -0.10647479, 0.077242956, 0.008638172, 0.032735363, -0.015857393) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.016002987, -0.30219203, 0.07650835, 0.025628416, 0.05764548, -0.13725948, 0.09010687, 0.042306308, 0.033346497, 0.15029362, -0.060961057, 0.00894175, 0.041290943, 0.1704489, -0.062351212, -0.054177705) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(0.016316902, -0.12818614, -0.10619036, -0.10140975, -0.008219888, -0.09722211, -0.043875765, 0.06335974, 0.044684976, 0.04600923, -0.005252201, -0.06684235, -0.06641287, -0.04012307, -0.0074282247, 0.029494101) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.017824786, 0.098452926, 0.012296506, -0.004276311, 0.07102459, -0.09456646, -0.14416084, -0.121801, 0.016402494, -0.07177419, 0.10748802, 0.034015067, 0.11539839, -0.08169095, 0.07650734, 0.09239199) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.12585069, 0.097613364, 0.03856618, -0.020045701, -0.026921788, -0.118060075, -0.004722563, -0.01553552, 0.029153224, -0.05889056, -0.049339756, 0.015525131, -0.16506709, 0.12429404, 0.08266398, -0.010347145) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.046347257, -0.03863266, 0.03656146, -0.088605426, 0.043382805, -0.14498772, -0.13087383, -0.016001273, -0.04492706, 0.05562443, -0.055423778, -0.17906542, 0.019989554, -0.08165095, -0.03732918, 0.020192878) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.033938613, -0.09324732, -0.0035502166, -0.08345665, 0.12234306, -0.18647549, -0.017358009, 0.04510842, -0.050143722, 0.053056806, 0.04677238, 0.1047267, 0.08310617, -0.102690056, 0.016488941, -0.07947489) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.0069156806, -0.03547114, 0.02156658, -0.033402376, -0.010424037, -0.029399341, -0.11154678, -0.0103988685, -0.15821448, -0.38730684, -0.11565995, -0.109661385, 0.039427117, -0.04090512, 0.012171899, 0.01256442) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(0.016389597, -0.09865097, 0.056343865, -0.034813903, 0.0047886684, 0.013769445, 0.009423025, -0.023225576, -0.079863206, -0.06061149, -0.024357378, 0.004493122, -0.019576937, -0.111168, 0.033561286, 0.14747351) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.08390321, 0.07173094, -0.041794963, 0.0035809043, 0.006102272, -0.15532741, -0.032456625, -0.019441495, 0.020618388, 0.08986565, 0.03538222, -0.01939673, 0.076332875, -0.013586937, 0.06741929, 0.013323022) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.023607086, -0.029768385, 0.016973399, -0.083096914, 0.068514355, -0.020669064, 0.04778413, 0.0761075, 0.0037662913, -0.10202609, -0.03309399, 0.025283104, 0.024194207, 0.3073668, 0.08416663, 0.06969849) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.0066670566, -0.010130502, -0.022964966, 0.035760447, -0.015583154, 0.09136924, 0.027512703, -0.045204908, 0.0069360356, 0.011184111, 0.042231694, 0.11682879, 0.0368069, -0.009694665, 0.0039190454, -0.025593063) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.01674067, 0.009730073, -0.11259253, 0.029802613, -0.031227553, -0.016761737, 0.044058766, -0.021533756, -0.031237628, 0.009930453, 0.070949025, -0.053794526, -0.047235817, -0.012942685, -0.099856086, 0.071843065) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(0.0383152, -0.10713343, -0.08952353, 0.07442802, 0.043767426, 0.03729869, 0.050835606, -0.031993665, -0.10506379, -0.07867678, -0.022816164, -0.10167317, -0.010568192, 0.21106417, 0.006301526, 0.006704791) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.0072359494, -0.020404778, -0.012734181, 0.059417512, -0.015773958, 0.09269551, 0.052322045, -0.07522165, -0.064139806, 0.059473224, -0.013410602, 0.062403582, 0.043532852, 0.08153042, -0.020223536, 0.013900687) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.06639631, -0.01644478, -0.13592061, -0.17679001, -0.05455721, 0.14738032, 0.06283412, -0.050562892, 0.07928836, -0.031588964, -0.00020748048, -0.036100026, 0.08934062, -0.04945716, -0.07407497, -0.036186974) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(0.050434552, -0.10837513, -0.08770597, -0.0059757675, -0.011203099, -0.13941531, 0.027200218, 0.030181265, -0.027888268, 0.07884397, -0.10534716, -0.08069642, -0.050978094, -0.08941705, 0.0130151035, 0.054690223) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.023725403, -0.031113746, 0.035048373, -0.008659908, -0.031079264, 0.05530943, 0.054623462, -0.08630194, 0.07760351, 0.07674006, -0.027398035, 0.030755548, -0.0236653, -0.028175864, 0.0049277944, 0.03700644) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.030132316, 0.08498954, 0.0065402794, -0.07312959, -0.061131194, 0.015095139, -0.0088806655, 0.020033402, -0.010954551, -0.04922252, -0.060566384, -0.0424551, 0.056430493, -0.05441354, 0.0055932584, 0.05086343) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(-0.019307736, -0.11485267, -0.07061357, -0.05969741, 0.009375154, -0.2592922, 0.021961626, 0.119069815, 0.09418568, -0.017620513, -0.19550745, -0.10856597, 0.04302272, 0.035285115, -0.0602747, -0.014331461) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0018502712, 0.013060026, -0.0016276615, 0.0031085813); + result += mat4(-0.0034867683, -0.06799548, 0.104626626, 0.07303658, -0.027375786, 0.07564673, 0.09572826, 0.047167797, -0.13840175, -0.0031795986, -0.042895127, 0.04400798, 0.02009291, 0.07265283, 0.026135247, 0.07674724) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.08454174, -0.12616928, -0.07216902, 0.093206435, -0.10129391, -0.07470844, -0.16667219, 0.01982844, 0.06570152, -0.0040220884, -0.046764296, 0.08865105, 0.008413359, -0.037302844, 0.055106986, 0.059266504) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.073272236, 0.0699166, -0.10227257, 0.018430935, 0.05203697, -0.0077220895, 0.20302588, 0.06310515, 0.012925274, 0.039079733, 0.09162067, -0.0036802778, -0.03891433, 0.030667461, -0.12863748, -0.061780296) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.07740777, -0.02794487, 0.10000304, -0.016996691, -0.082056046, 0.075817116, 0.038522486, 0.031263057, -0.23933397, -0.023163714, 0.024396686, -0.012583904, 0.01432167, -0.023034513, -0.07294257, 0.105155446) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.09158961, -0.09077395, -0.019323545, -0.058573775, -0.015066817, -0.027484333, 0.06380175, 0.27504218, -0.06905784, 0.0395521, 0.04059389, 0.05345466, -0.08288642, 0.043936454, 0.08308352, 0.0056901667) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.11470604, 0.043889385, 0.04602655, -0.09404921, -0.103423655, 0.08737013, -0.123206265, -0.030117817, 0.06853928, -0.050956983, 0.08862316, 0.009697244, -0.03782898, 0.008836726, -0.047139525, -0.07108922) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(0.037052277, -0.05272276, -0.025745844, 0.031913377, -0.10988181, -0.02445581, 0.044487067, 0.055945948, -0.010659528, -0.0056559923, 0.048278924, 0.005885464, 0.0049629086, -0.03368503, -0.040521704, 0.06252929) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(0.08015414, 0.07871552, -0.051518604, -0.04828251, -0.12250616, 0.0961609, 0.13415286, -0.06894969, -0.11286687, -0.06066549, 0.006262956, 0.034157954, 0.0657992, -0.07559211, 0.021974036, 0.03179849) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.00761903, -0.0033597557, 0.05955128, -0.0004949997, 0.07120819, 0.1358684, -0.041501727, -0.026851369, 0.012229947, -0.017305542, -0.03838526, 0.08197147, 0.022157433, 0.0228919, -0.06402769, 0.017405318) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.018751951, -0.09725986, 0.14570455, 0.0733288, 0.0626444, -0.09380579, -0.03282332, -0.03408707, 0.11018893, 0.06079217, 0.04924616, -0.04709964, 0.004935011, 0.0033031956, 0.009620953, 0.04110896) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(-0.119331524, -0.041621476, 0.020308068, 0.064131126, -0.04575323, -0.01969331, -0.064907394, -0.082343966, 0.005354518, 0.09537535, -0.095304884, 0.007893051, 0.054199796, -0.00081671495, -0.04141645, 0.051360905) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(-0.061368935, -0.025826558, -0.0014476342, -0.027698595, 0.015461433, 0.020282753, -0.14221196, 0.031994525, 0.04652222, -0.05602202, 0.007611992, -0.026475392, -0.010036504, 0.018430166, 0.028369807, -0.025243111) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.02331098, -0.07114149, 0.057605274, -0.01798871, -0.030704323, 0.02618171, 0.03892856, -0.16003852, 0.03254898, 0.017172366, -0.029877653, 0.04520348, -0.05242536, 0.00075598503, 0.08305009, 0.0632149) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(0.09061947, 0.07380929, -0.07807831, 0.034749664, 0.043393087, 0.0038926443, 0.02431722, -0.0586504, -0.06708017, 0.010430389, 0.05304435, 0.1483699, 0.04252227, -0.093155935, -0.20923366, 0.10114229) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.042515274, 0.056481134, -0.0050386526, -0.108752, 0.027364075, 0.029051226, 0.0095078135, -0.09571274, 0.040487014, 0.098090686, 0.01574532, 0.05326494, -0.03191604, 0.037421823, 0.05902839, -0.041053366) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(0.06252495, -0.013159625, -0.043922715, 0.03240694, 0.055383805, 0.06305195, 0.10862439, -0.06721558, 0.020994438, -0.0010589706, -0.0073243547, 0.053586785, -0.0999526, 0.030172931, 0.028610907, 0.05298781) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.027181327, 0.00089175, -0.035875455, 0.0700373, 0.025296643, 0.015070835, -0.17424005, -0.08070625, -0.026955241, -0.06017101, -0.059225332, 0.11732912, 0.0051175538, 0.07206786, -0.07057198, -0.0034850813) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(-0.007746302, -0.03530862, -0.0826572, -0.10725515, 0.013858807, -0.013930487, 0.037456524, 0.09528927, 0.06426936, -0.058356244, -0.12601738, -0.051057514, 0.06708228, -0.10370741, -0.0143711865, -0.020461775) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(-0.018505381, 0.06280765, 0.00893378, -0.046311203, 0.08710613, 0.010459748, -0.041679975, 0.05716624, 0.08140529, -0.038917303, 0.07694025, -0.07460701, -0.06611691, 0.023722533, 0.07290425, -0.018240826) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.044367813, 0.02315649, -0.048203208, 0.091498524, -0.02996703, 0.06782791, -0.13243331, 0.011353569, 0.09195264, -0.1163415, -0.13685246, 0.17857984, -0.011073682, -0.032562423, 0.09509679, -0.041359745) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(0.03156342, -0.10025963, -0.013017946, 0.0257307, 0.0011655566, 0.03229435, 0.051889036, 0.026342308, 0.41414958, 0.012588855, 0.13593782, 0.19657598, -0.07852095, -0.01594614, -0.03566659, 0.064261064) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(-0.09222063, -0.058339145, 0.023249721, 0.003983082, 0.023988148, 0.092463374, -0.08646758, -0.0545711, 0.04530583, -0.06911478, 0.07597236, -0.040497676, 0.03971526, -0.031512626, 0.0056959204, -0.11790931) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(-0.040312603, -0.04079137, 0.13341509, -0.07020256, 0.10391367, -0.019775882, -0.045597337, 0.09759153, 0.120882414, -0.0070507145, -0.049658306, 0.053672593, 0.109002165, 0.051296826, 0.07197283, -0.023618313) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.026795456, 0.074361324, -0.006788881, 0.0042565023, -0.054562055, -0.0027935575, -0.14169939, 0.0044548293, 0.16372812, 0.039148312, 0.05321331, -0.063007146, 0.009212332, 0.014397695, -0.04166784, -0.08835426) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(0.04724247, -0.122024976, -0.014700797, -0.03276682, 0.021924186, 0.022364102, -0.040529076, -0.08829915, 0.1504969, 0.04789319, -0.0070095453, 0.10675398, -0.0011716726, 0.11240305, 0.00907958, -0.048820153) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.028236004, 0.085503906, 0.13320252, -0.079881065, -0.00879117, -0.007598905, 0.07094805, -0.014092084, 0.030077713, 0.015622199, -0.0063013197, 0.048987027, 0.053226143, -0.065982394, 0.046956718, 0.06776234) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(0.025318446, -0.018986637, 0.0010503505, -0.00620221, 0.06230818, -0.11016683, -0.0046868976, -0.09211424, -0.094955206, -0.062662005, 0.018036988, -0.039500773, 0.029013721, 0.044339567, -0.058506794, -0.01863493) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(-0.1449545, -0.04456019, 0.2313092, -0.0022946603, 0.03316544, 0.016549297, 0.011667408, -0.0025256004, -0.05439931, -0.009969395, 0.07813555, -0.114387766, 0.052652866, 0.06594491, 0.008688532, 0.020052353) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.07468828, 0.1671007, -0.0026488134, 0.016083784, -0.07103053, -0.0154779935, -0.03818411, 0.078462854, 0.012833457, 0.003714522, 0.17777874, -0.0132201305, -0.029431153, 0.04108548, 0.13806884, 0.10287192) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(-0.15160893, 0.123133935, 0.004553965, 0.050150372, -0.14184715, 0.022584926, 0.11896978, 0.018132892, -0.07663858, 0.019862494, -0.021870669, -0.040176585, 0.08019894, 0.013569891, 0.12539373, 0.08668106) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(-0.02119943, -0.07507259, 0.18291096, 0.08199222, 0.07863311, -0.019817855, -0.012006836, 0.12678276, -0.16732183, 0.07232327, 0.22850059, -0.05757299, 0.12350581, 0.0158648, 0.079822704, 0.0721462) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.34529743, -0.15307695, -0.037712686, 0.110782854, -0.050074626, 0.026551321, 0.013175536, 0.0020625908, -0.027689343, -0.042692546, -0.0945062, 0.049148344, 0.023155386, 0.0053128544, 0.05415328, 0.110407) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(-0.0651822, -0.11879126, 0.010653457, -0.007635576, -0.25156125, -0.04694231, 0.026544593, -0.06362206, 0.056315932, 0.048021078, -0.016222343, -0.014184984, 0.085660696, 0.019384801, 0.022748632, -0.11191533) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(-0.44623163, 0.6165858, 0.42312464, 0.122841716, 0.0568353, -0.049715966, -0.07067143, -0.03544703, -0.10283778, -0.0015414917, 0.09148322, -0.087793775, 0.011875088, 0.10354395, -0.034211162, 0.11749575) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(0.27958894, 0.42554858, 0.44331464, -0.42646545, -0.06608566, 0.0023158144, 0.14139481, 0.077250354, -0.06722247, -0.050994523, 0.0307696, -0.029116957, 0.09956953, 0.07132974, -0.08264837, 0.047654986) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.30229408, 0.048168216, 0.15805377, 0.14520514, 0.010495806, -0.024665743, -0.0062411455, 0.09256795, 0.023344511, 0.0021540725, 0.035688963, 0.026297262, 0.070672646, -0.054093998, 0.06567969, 0.042465094) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.029061485, -0.045439236, -0.060472358, -0.04693463, -0.02682241, 0.00868559, -0.05213031, -0.009660583, -0.0065009366, -0.038077366, 0.0019683763, -0.015385262, -0.004920744, -0.03671484, -0.04807187, 0.059857283) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(-0.053987972, -0.0005788648, 0.0023654925, 0.01086061, -0.122963816, 0.042630292, -0.009455475, -0.04195461, 0.002737431, -0.006530747, -0.00045317633, -0.010581471, 0.062147774, -0.017458213, -0.06993401, -0.019796146) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.052362535, 0.030909497, -0.021492915, 0.052789494, 0.11830324, -0.0375631, -0.11699532, -0.073763326, 0.15291512, -0.020241346, 0.10914442, -0.025021045, 0.019168183, 0.0018543932, 0.05294428, 0.056688808) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.09469633, -0.023578895, -0.0030968478, -0.040890545, -0.14250876, -0.08831487, 0.03827692, 0.022349015, -0.11394762, 0.030952442, 0.038697615, -0.11182602, 0.12860519, -0.022258185, 0.0725786, 0.09179456) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(-0.040537886, -0.02905925, 0.029597867, 0.073216096, 0.14953516, 0.0628931, 0.03801425, 0.004615126, -0.10813203, -0.0012218577, -0.030181715, 0.023227105, -0.016616719, -0.030022006, -0.06760628, 0.13831317) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.069252364, 0.08563284, -0.08996617, -0.043738395, 0.01070131, -0.043019366, -0.107516795, 0.012081963, 0.046827286, 0.048738047, -0.065743044, -0.1082709, 0.041014552, 0.03536314, 0.005398703, 0.0029251575) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.021586033, 0.005284693, -0.026472084, -0.03044557, 0.046170898, -0.006076123, -0.11087607, -0.0673467, -0.09037475, -0.008089788, 0.04187487, -0.014248918, 0.03648588, 0.023301037, 0.03793544, -0.0057259374) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.032596573, 0.052019544, 0.09881275, 0.062834956, 0.17446987, -0.056122202, -0.050665345, -0.057391778, -0.08821251, 0.023172405, 0.099907316, 0.05844725, 0.01871133, -0.074424714, -0.032109767, 0.035101775) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(-0.020349177, -0.044381548, -0.11637121, 0.012656253, -0.064132966, -0.09566845, -0.030865995, -0.040884618, 0.054369144, 0.021972781, -0.03771244, 0.08873821, 0.06801693, -0.12766573, 0.1449775, 0.064136714) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(0.079329565, 0.073970035, -0.034124024, 0.07211574, -0.08693538, -0.0033195568, 0.07101696, -0.12414901, 0.04284019, -0.029499939, 0.0331111, -0.0038576915, 0.031238582, 0.050063208, 0.09144514, -0.05277108) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(0.021449404, -0.0075499956, -0.0469231, 0.053179033, 0.06812503, -0.07195542, -0.048390873, 0.0016878637, 0.019933537, -0.079445496, 0.10816008, -0.010475649, -0.041381385, 0.02159222, 0.10465893, 0.09724063) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(-0.06260436, -0.070720024, 0.019447621, -0.0029906617, 0.048330557, -0.03589644, -0.005590478, 0.0029294547, -0.16843839, -0.029476237, -0.080948666, 0.004498308, 0.028533462, 0.07080235, 0.17012274, 0.017130153) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(0.0689058, 0.03230708, -0.036929943, -0.010096919, -0.07922481, 0.013460419, -0.019626755, 0.081317864, 0.09977364, 0.111893624, 0.02989708, -0.044290747, -0.028390877, -0.032441583, 0.099911705, 0.04555478) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(-0.2142877, -0.032183833, 0.041199625, -0.11699432, 0.12505189, 0.055499434, -0.0013959837, 0.013759204, 0.15844987, 0.0017676211, -0.027147895, 0.0005089197, 0.019668553, 0.008932202, -0.11473781, -0.045008395) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(0.053575903, -0.10717223, 0.05347942, 0.039754707, -0.03345623, 0.01758708, 0.04305394, 0.050766457, -0.08772696, -0.013621805, -0.0762947, 0.022190684, -0.13203281, -0.07665446, -0.25784504, 0.025728654) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.10171311, 0.014510399, -0.022153229, 0.043001786, -0.044839535, 0.061768025, -0.017428817, -0.0024155, 0.026451623, 0.10312222, -0.043024514, -0.08268803, 0.023773594, -0.02314727, 0.0638462, -0.0045800502) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.0025931569, -0.01936465, 0.09707398, -0.06931802, 0.035466447, -0.00023873974, -0.06279841, 0.18710504, 0.04238498, -0.008877194, 0.024820281, -0.04490692, 0.011235269, -0.026580723, -0.039882068, -0.0941417) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.104906335, 0.0026718637, 0.025410641, 0.024491915, 0.06137515, -0.060977787, -0.06778615, 0.009123535, -0.047914356, 0.11134194, -0.1379349, 0.042340606, -0.031168671, -0.054927774, -0.23867685, 0.023472602) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(0.057836242, -0.0022434306, -0.05715349, 0.037693046, -0.023173543, -0.063113585, -0.040417723, -0.01667871, -0.08142543, 0.055259004, 0.08037067, 0.0064939936, -0.0805877, -0.021205802, 0.042765286, -0.084956795) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.06419795, 0.0394746, -0.06869522, -0.014618079, 0.071850844, 0.07632752, -0.061004896, 0.026365938, -0.008972183, -0.063974686, 0.102054566, -0.07028359, -0.033728037, 0.06701828, 0.035105564, -0.06403196) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(0.0028174256, 0.016724378, 0.041380495, 0.01032302, 0.04895295, 0.08854221, 0.0064540035, 0.05622498, 0.012599644, -0.022446038, -0.034043763, 0.005340875, 0.0062671956, -0.0029533524, 0.27926448, 0.056106325) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(0.10503049, -0.05114609, -0.03513689, 0.027661879, 0.014933936, -0.002855156, -0.12585463, 0.09856479, -0.037063308, 0.0061761406, -0.025112197, 0.058180254, -0.045225557, -0.05042486, -0.024246199, 0.08490273) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.038721893, 0.040877443, -0.021830358, 0.027328668, -0.08662517, 0.019631477, -0.07702437, 0.044343833, -0.11632552, 0.16801949, -0.0011627385, 0.031129051, 0.17172147, 0.09361721, -0.22902071, 0.0046398635) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.10943754, -0.02450331, -0.0052538617, 0.01536998, 0.06708846, 0.03559325, -0.032481857, 0.0058926116, -0.02187761, 0.021631522, 0.10126193, -0.015683185, -0.116349824, 0.22354414, 0.15982276, 0.007648408) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(0.09519393, -0.08746887, -0.11373701, -0.040829618, -0.045432087, 0.03844504, 0.03284802, -0.026442667, 0.056495596, -0.06727405, 0.014754259, -0.060380634, 0.07910566, 0.0076329727, 0.060233828, -0.027694043) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(-0.014422433, -0.11226171, -0.033845693, 0.08287245, -0.00533613, -0.028171543, -0.069962114, 0.01795553, -0.054738816, 0.08107565, -0.07315344, -0.029890817, -0.0058989087, 0.0038030688, -0.08546062, -0.10980397) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(-0.11178818, -0.00018276428, 0.013667662, -0.092647985, -0.016556172, 0.027649274, -0.038982797, 0.0073705716, 0.005167111, 0.0004047553, 0.028304193, -0.005546212, -0.0020436377, -0.081729606, 0.15764152, 0.19297391) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.10865291, 0.022492679, -0.06725254, -0.07402369, 0.009561395, -0.05032684, 0.063788995, -0.0011078919, -0.061705396, 0.07058117, -0.043833874, 0.008595119, 0.016690504, -0.03254529, 0.0068680057, -0.049732987) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.040279765, 0.033816963, -0.11137613, -0.17196828, 0.003476875, 0.050391644, 0.09385161, 0.034769014, 0.075421005, 0.090086594, 0.10458649, 0.06382363, 0.032953225, -0.013192451, -0.11549236, -0.033632897) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.043853145, -0.02960237, -0.044585142, -0.023463616, -0.0063892817, 0.010974768, -0.056211535, -0.034223776, 0.14973699, -0.08122499, 0.012469696, -0.019757243, -0.052417673, 0.07006685, 0.0009089673, 0.0716704) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.1290615, -0.024734018, -0.066718146, -0.045559973, 0.023330813, 0.007858997, 0.025794307, -0.011063666, -0.03234947, -0.002042002, -0.025240067, 0.022175862, 0.020873437, 0.008090758, -0.02028331, -0.008801376) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.038056914, -0.06315142, -0.062348034, -0.0802054, -0.060623568, 0.08792905, 0.0014848039, -0.04334639, -0.034441654, 0.0129482625, 0.1063787, 0.051099297, 0.15018068, 0.11398622, -0.052637883, -0.14344603) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.05166784, 0.0014913273, -0.11174579, -0.057976343, 0.009156046, -0.040897816, 0.05148764, -0.2329133, -0.036603075, -0.16452911, -0.033397604, -0.27509752, 0.0029807237, 0.0967238, -0.099186145, -0.0526396) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(-0.036465388, -0.049579907, 0.029325692, 0.10625172, 0.01572375, 0.016968515, 0.03425351, -0.06374192, 0.123899944, -0.02193389, 0.008492115, 0.008948067, -0.09144133, 0.03858344, -0.07675407, 0.0077100624) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.04402887, -0.04482599, 0.043106318, -0.12008298, 0.020101454, -0.052356184, 0.021416297, -0.13514215, -0.10392866, 0.08330446, -0.025625795, -0.05292545, -0.017441912, 0.09128178, 0.0071307896, -0.0071505294) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.0512658, 0.01558601, 0.07133337, -0.080093846, -0.031748887, -0.02299093, -0.023076529, -0.04939016, 0.13369799, -0.07887103, -0.088508, 0.10764186, -0.05047807, 0.032808747, -0.1381507, -0.024785798) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0040995805, 0.0007194403, 0.0008392621, 0.001028336); + result += mat4(0.075784825, -0.037034735, -0.0036744392, 0.07465112, -0.05670644, -0.123901725, -0.03362572, -0.09263351, -0.07233453, 0.035810124, 0.043668594, 0.031640645, 0.027920155, -0.01759315, -0.029453129, 0.083901174) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.09306272, -0.08824151, 0.034110248, -0.07909394, 0.07923777, -0.0675245, 0.0042159534, 0.19649169, -0.016765067, 0.03096694, 0.048028514, -0.07512955, -0.023861969, -0.005058159, 0.08191341, -0.04802696) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(-0.058305357, -0.0064076507, -0.045440044, 0.010436483, 0.006578405, 0.013296199, -0.009523827, -0.0150202615, 0.024477644, 0.057438094, 0.09306709, -0.093153514, 0.056336462, 0.04485729, 0.01790751, 0.070120595) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.0313928, 0.014648428, -0.050919294, -0.026879977, -0.04663104, 0.06514853, -0.24839179, -0.2559412, -0.013346348, 0.06336832, -0.04446757, 0.00716393, -0.018794393, -0.00844793, -0.0004606483, 0.10248499) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(0.11796386, -0.060605563, -0.06008603, 0.052328076, 0.13648452, 0.07972063, -0.031880084, -0.0076901787, -0.06552623, 0.0724651, 0.026186442, -0.047391493, -0.046831083, 0.07065877, -0.10031437, -0.16015299) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(-0.054404497, -0.030310035, -0.07916586, -0.018411417, -0.17997582, 0.0027978893, -0.029557252, 0.068462595, -0.017427402, 0.06356921, -0.0020368495, -0.08432101, -0.0077087726, 0.021030258, -0.017963763, 0.03507504) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.060396884, -0.03615521, 0.017617533, 0.040767163, -0.04254167, 0.021306572, 0.009591684, 0.009189992, 0.058817904, -0.06426405, -0.08170266, -0.09619696, -0.030870477, 0.033960838, -0.03965184, -0.06645826) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.062075656, -0.024442522, 0.047215283, 0.026543064, 0.08701226, -0.018016454, -0.072575614, -0.17055945, 0.036155406, 0.075321995, -0.09031264, -0.15160705, 0.059795808, -0.0070480537, 0.0070460513, -0.044634003) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.075822234, 0.054797918, 0.06824017, -0.029036801, -0.045672283, 0.09358717, 0.04528781, 0.13409637, 0.05107057, 0.017422644, -0.016560322, -0.057816494, -0.03746733, -0.032234468, -0.021010201, 0.104233325) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(0.047409087, -0.07584622, -0.028389918, -0.043902453, -0.08117806, 0.028989743, -0.027972389, -0.023108205, -0.13299781, 0.022252431, -0.0028104885, -0.03011302, -0.07698808, -0.059214108, 0.080463715, -0.056250267) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.002134049, -0.019120194, 0.03312843, -0.05437777, -0.08774896, 0.009408445, 0.0075655514, 0.01665685, -0.10784665, 0.044640757, 0.042213, -0.012612082, 0.036114372, 0.039087627, 0.0027787406, 0.042103626) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.0041997316, 0.086481616, 0.067280866, 0.08253101, -0.070072815, -0.071970515, 0.07198788, -0.0054747644, -0.14748324, -0.0439888, 0.043008275, -0.10177188, -0.04178462, -0.038689487, 0.019626841, 0.0742595) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(0.07189703, 0.057184383, -0.07037502, 0.14259343, 0.060009085, 0.036687415, 0.012385468, -0.0508431, 0.0049068243, 0.07225714, 0.015716087, -0.05533045, -0.026449, -0.07432045, -0.04494133, -0.024861796) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(-0.007911497, -0.038424183, 0.006557816, -0.0047409437, -0.051903225, -0.062036783, 0.026093366, -0.1286919, 0.22201407, -0.0880022, 0.036473483, 0.07054957, -0.046250846, 0.002670057, 0.0786102, -0.0015347187) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.068808, 0.00817027, -0.09470922, 0.044015326, -0.02123932, -0.007457848, -0.02681251, 0.050263304, -0.09517985, -0.038973756, -0.0056617786, -0.13577169, 0.013468868, -0.0024175819, -0.049055975, 0.004862744) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.105605885, 0.00010736009, 0.015954357, -0.018006427, -0.11654987, 0.04857302, -0.068878494, 0.048468478, 0.028973652, -0.0047394405, -0.012017695, -0.3414426, 0.0020292595, -0.0032039136, -0.041515544, -0.13003236) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.02665528, 0.0123444805, -0.15224406, -0.07283353, -0.06648851, 0.0027401596, -0.37770632, 0.1087291, 0.026800249, -0.026198603, 0.11412758, -0.08979594, 0.0035151974, 0.053278077, -0.03796317, -0.05951592) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.041024238, 0.0554413, -0.072679505, -0.023713483, 0.011778139, -0.033869736, 0.05542054, -0.08060762, -0.1281429, 0.102093466, -0.009475736, -0.07403527, -0.029223816, -0.079576075, -0.066868566, -0.034956153) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.15751092, -0.002922585, 0.058777884, 0.120532386, 0.104184724, 0.0030118763, 0.08212096, 0.04870226, -0.070953615, -0.02906071, 0.08277526, -0.21920621, -0.06618266, 0.018751426, 0.036778748, -0.039397325) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(0.078352064, 0.011909341, 0.04062053, -0.026477944, -0.06561129, 0.022655228, -0.12133559, -0.033172566, -0.25741947, -0.09674623, -0.08590713, 0.047873467, -0.01153178, 0.05388575, 0.04972468, -0.039266985) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.032735944, -0.02804838, -0.0028892965, -0.021525461, 0.0153857265, 0.036948256, -0.03812983, 0.018801192, 0.1265375, 0.18276389, -0.08900698, -0.34324038, -0.042282443, -0.036980476, -0.071380675, 0.06820878) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.06869368, 0.055244543, 0.035414852, 0.06787427, -0.04106649, 0.004666228, 0.12908316, -0.0794526, 0.11041069, -0.1658983, 0.1336631, 0.055152684, -0.13532472, -0.060904626, 0.027376715, -0.04269367) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(-0.010061226, -0.013364758, -0.035947792, 0.05055585, -0.10685589, 0.055952206, 0.04942887, -0.07230718, 0.035587184, 0.002834822, 0.049032222, -0.052862898, 0.021786802, -0.072216764, -0.027980471, 0.03741185) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.01814372, -0.019199124, -0.088884816, -0.040276557, 0.011225926, -0.02392494, 0.12299576, 0.05498155, -0.083806716, -0.05359223, 0.048688833, -0.071507625, 0.11425632, 0.011466738, -0.031130789, 0.10929553) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(-0.12265596, 0.028175121, -0.0036790764, -0.09918629, 0.04737664, 0.019807717, -0.00045996768, 0.0066755014, -0.0162506, -0.01321463, -0.108937465, -0.06427941, 0.0032976524, 0.0075977016, -0.033021495, -0.02953288) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(-0.076458454, -0.113163106, -0.012966943, 0.038921654, 0.062996395, 0.0022881832, 0.01811026, -0.02729255, -0.096882015, 0.06817397, 0.069015205, -0.021836668, -0.013949573, -0.06424284, -0.017807946, -0.02440056) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.07136498, -0.0038939524, 0.03900771, 0.03700254, 0.08741363, -0.0022454604, -0.0014154488, -0.028975487, 0.14422542, -0.06361462, -0.057330027, 0.114143476, 0.0009532344, 0.008226942, -0.033391457, -0.040312465) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(-0.10975379, -0.050525855, -0.023568302, -0.08570266, -0.06840891, 0.005844911, -0.016350325, -0.023411466, -0.025871228, -0.020770235, -0.10654536, -0.1130113, -0.109810114, 0.043912157, -0.059932735, -0.064309366) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(0.070594735, -0.00608234, -0.04316723, 0.08306767, -0.0039995834, 0.011218607, 0.036084186, -0.035549276, 0.077730335, 0.02012915, 0.082858965, -0.011750897, -0.0038050998, 0.058458645, 0.18136276, 0.02796572) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(0.037457623, 0.08951187, 0.08441385, -0.008001495, 0.09118148, 0.23848061, -0.00089086546, 0.08888437, 0.0076586376, 0.047595765, 0.1327579, 0.005664814, 0.011146499, -0.034713596, 0.03685316, 0.18071067) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(0.017900744, 0.037109077, -0.013623201, -0.30673042, -0.0082627805, -0.007435282, -0.13231505, -0.039587397, 0.06336391, -0.0783978, 0.109691486, -0.006686191, -0.10050798, 0.1126066, 0.013973538, 0.017366186) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(0.088595815, 0.09434826, 0.42113963, 0.2181903, 0.09694992, -0.010170856, -0.033429187, 0.033083323, 0.11616692, 0.10753624, 0.014353337, 0.06309333, -0.0819036, -0.056370478, 0.00026780527, -0.050095692) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.07765841, 0.055768788, 0.16893816, 0.0009272401, -0.005259585, 0.17665608, -0.012397951, 0.034331504, -0.1238305, -0.035179656, 0.017211473, -0.010246033, -0.03785887, -0.07037884, -0.0757905, -0.013359126) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(0.2877394, -0.3015103, 0.09225844, -0.3142366, -0.030696675, 0.009979452, -0.013889809, -0.020587314, 0.03605473, -0.078756124, 0.053827375, 0.03301005, -0.09068779, 0.051264796, -0.012596591, 0.021768957) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(-0.067670435, -0.043262254, -0.1596326, 0.3030241, 0.01895088, 0.0040574265, -0.0051164655, -0.004656267, -0.03430412, 0.115382254, 0.07755916, -0.008027397, -0.18731835, 0.011346427, 0.023359256, -0.07611405) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(0.3932418, 0.11982806, -0.102788575, 0.15125471, -0.10291859, 0.03685125, 0.019590132, -0.10249256, 0.021041844, 0.02601678, -0.11329641, -0.09111946, -0.10119382, -0.051561467, 0.07476287, -0.18138681) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(0.10560016, -0.13546129, -0.036613513, 0.07997315, 0.099902645, 0.034502693, 0.07298287, -0.026949938, 0.15143749, -0.0467919, 0.0439646, 0.027021812, -0.026455887, 0.048353408, 0.066897824, 0.035629403) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(0.03900909, -0.009786942, 0.015355591, 0.06324531, -0.00981996, -0.014564315, 0.020297898, 0.034888506, 0.11754937, 0.052791104, -0.01691994, 0.036161087, -0.03435664, 0.025007345, 0.04006793, -0.059030153) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(0.101145186, -0.07391174, -0.0074511142, 0.07465371, 0.08463312, -0.0026960683, -0.08909615, 0.036097363, 0.057600897, -0.015458208, -0.054448523, -0.012336991, -0.08196054, -0.0767501, 0.011967843, 0.008852817) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.07402495, -0.0037017073, -0.056158654, 0.023373332, 0.018290255, 0.021874921, -0.11203274, -0.005267921, 0.05423887, 0.008000864, 0.04115322, -0.057570428, -0.044893872, -0.06941183, -0.0077723013, 0.069332905) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(-0.050966557, -0.017516239, 0.030560367, 0.09391085, -0.128995, -0.018876946, 0.08524631, -0.05506019, 0.11731248, 0.012692621, -0.04779738, -0.022259794, 0.04707504, 0.12959886, 0.026473269, -0.07922185) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(-0.011894129, 0.054470845, 0.08677116, 0.023872146, 0.0059602275, 0.0812918, 0.038790215, 0.09172316, -0.008902236, 0.043471955, -0.105567835, -0.025899602, -0.012557201, 0.036291618, 0.0461713, -0.13611244) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(0.026248284, 0.04591016, 0.0035202038, -0.040674426, 0.08938791, -0.04324288, -0.016800376, 0.023875188, 0.038754262, 0.012928615, -0.036349487, -0.0026156846, 0.071647264, -0.0074934694, 0.05402713, -0.07936617) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.0015902558, -0.0026148849, 0.0035071715, -0.072128505, 0.033000067, -0.017013254, 0.08605147, 0.041127656, 0.057936415, -0.01251234, -0.04451689, 0.02884447, 0.08693841, 0.0076021347, 0.044980578, 0.044903275) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(-0.11004734, 0.020374523, -0.02751872, 0.0056054727, 0.045503236, 0.022404682, -0.038243737, -0.08349946, 0.07479342, 0.010275628, -0.031498216, 0.009106534, 0.14483397, 0.049655586, 0.058452595, 0.023608496) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(0.07059229, -0.072942354, -0.046564106, 0.060051035, -0.08757176, -0.020280551, -0.07507936, 0.014343428, 0.08454992, -0.03149941, 0.01841863, -0.039834507, 0.031424575, 0.06442456, -0.017531049, -0.019321451) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.033820365, -0.09149963, 0.1379492, -0.028885376, -0.02155706, 0.021367133, 0.09755764, 0.09343826, 0.031593826, 0.079370745, 0.07474883, 0.022736179, -0.008981653, 0.021585256, 0.09717013, 0.13043514) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(0.071485355, -0.025821334, -0.034782704, 0.08295012, 0.025483899, -0.0370539, -0.04923022, -0.043369286, -0.088932686, -0.04213422, -0.009571967, -0.009586513, 0.03923283, -0.013330958, -0.036393765, -0.012452708) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(-0.007955947, -0.015396532, 0.0606414, -0.06604671, 0.013569603, -0.012920741, -0.042753957, 0.052371066, -0.06234184, -0.020281414, 0.01691426, -0.018859338, 0.059666887, -0.007792618, 0.091137946, 0.013203943) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.04950991, -0.029276315, 0.05333789, 0.046429027, 0.08598103, 0.012093643, 0.016167099, 0.13935785, -0.08649431, -0.023436934, 0.058711994, -0.024308898, -0.14311612, -0.03854239, -0.011153258, 0.09271113) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.048922174, -0.0012349652, -0.033578847, 0.033207037, 0.063778855, 0.04492899, 0.056527548, 0.0014426047, -0.116486765, -0.10522376, -0.010142692, -0.061665352, -0.1823303, -0.025917478, -0.016442949, -0.039305158) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(0.11602028, 0.076338015, 0.032325927, 0.052642167, 0.0699499, 0.027113905, -0.029870162, -0.06214534, 0.057815764, 0.031652573, -0.0012677466, 0.028197495, 0.12950327, -0.0059223254, -0.0033589685, -0.24238108) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(0.052740067, -0.03091239, -0.0020769306, 0.004958028, 0.021336662, -0.01839474, -0.15227886, -0.00957193, -0.06660239, -0.03468546, -0.032061365, -0.027188256, -0.011418049, 0.016973997, 0.046178203, -0.05425492) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(0.12359362, 0.06644732, 0.19678949, 0.009195905, 0.16860095, -0.025547309, -0.2378082, 0.025239842, -0.09690796, -0.0659429, 0.078829266, -0.015220184, -0.13456789, 0.078189135, 0.040802073, -0.016863095) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(-0.0586213, 0.082730144, 0.047876, 0.02271868, -0.14374904, 0.009494682, 0.06518188, 0.015825523, -0.024352936, -0.071659915, -0.11085679, 0.010157067, 0.056892052, -0.040694136, -0.13312623, 0.1562372) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(0.048218757, -0.025627442, -0.0150366975, -0.07070127, -0.03160442, 0.11947794, -0.22880927, 0.0011263369, 0.01830078, -0.029966818, -0.07049896, 0.01311493, 0.019797916, 0.019647432, -0.06512579, -0.019401582) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(-0.003684155, -0.11322871, 0.021595435, 0.014830626, -0.04636448, 0.045040462, -0.002180474, 0.049213458, 0.037397448, -0.06408552, -0.15158659, 0.07719345, 0.16637748, -0.037026074, -0.03668016, 0.016484372) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(0.12923804, -0.012280064, -0.010375526, 0.04833682, 0.057614837, -0.058546394, 0.016395586, -0.017851833, 0.061571695, -0.011262792, 0.12893789, -0.023857925, -0.035589203, 0.06910929, 0.034011, -0.027480623) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(-0.044398885, 0.0070395926, -0.049497347, 0.094030105, 0.040831756, 0.051556204, -0.009156504, -0.029411184, 0.0747, -0.04733982, 0.13636045, -0.023569204, -0.16229048, 0.07731977, 0.0035111778, -0.05617703) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(-0.038832314, -0.1289141, -0.028360402, -0.07850156, -0.07895707, 0.05480737, 0.042746365, 0.058534637, 0.023299074, 0.016785981, 0.05598676, 0.017842354, 0.064228185, -0.017762111, 0.102072656, -0.12268578) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(-0.06433851, 0.11326531, -0.065978274, -0.004507696, 0.040716365, -0.03978195, -0.0534891, 0.018440284, -0.02380654, -0.02401716, 0.028100263, -0.03073389, 0.107564874, 0.016314628, 0.04168726, 0.020263473) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(-0.035460804, 0.0357486, -0.07622063, 0.03331792, 0.100973174, 0.08493305, 0.08144773, -0.07367592, 0.0234661, 0.019602658, -0.010997864, 0.00759759, 0.026850922, 0.016619274, -0.12808122, -0.20908085) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.055375617, -0.06302854, 0.029809954, 0.08342864, -0.018393025, 0.013538995, -0.0005940099, -0.026758801, -0.09608356, 0.024706798, -0.04203143, -0.0070700157, 0.25693032, 0.073805705, 0.060309682, -0.28700766) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(-0.1366952, 0.09315302, -0.0018156276, 0.02101165, 0.073012516, -0.015559723, 0.03573981, -0.018641973, -0.024274318, -0.040071514, 0.06052798, -0.041788667, -0.08454842, -0.020626208, 0.022051614, 0.10668839) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(-0.2505601, 0.0071259183, -0.037949115, -0.055478066, 0.18868317, 0.025103696, 0.006053843, 0.034363948, -0.00039524547, 0.011564555, 0.059246957, -0.048508056, -0.010334399, -0.032971673, 0.014907592, 0.051593527) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.14754188, 0.043181807, -0.0072030583, -0.043672103, 0.07966856, 0.04762748, 0.019842882, 0.04340642, -0.09294296, -0.037997905, -0.16734177, -0.011272238, -0.05091578, 0.031709615, -0.016463056, -0.009111754) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(-0.17113103, -0.002401233, 0.091239154, -0.036546882, 0.017972274, -0.00366723, 0.06461849, 0.058298413, 0.037924875, 0.03269161, -0.014379665, -0.035273604, -0.031480096, 0.0327497, -0.06776037, 0.10130381) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(-0.14833392, -0.058305327, -0.04748128, -0.015210478, 0.15210019, 0.047967747, 0.022050526, -0.0047587645, 0.06876507, 0.0040694466, 0.060355138, -0.066510044, -0.083440125, -0.004101691, 0.024558842, 0.09156439) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(-0.13313475, 0.09494233, 0.07570907, 0.057123035, 0.044783715, 0.005087251, -0.040658046, 0.042770818, -0.033790983, 0.03508607, -0.23358314, 0.3278477, -0.016507829, 0.0006220648, 0.02795928, 0.028450571) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.024277275, 0.0017085826, 0.0346671, -0.07381716, 0.046998374, -0.00924105, -0.028158935, -0.011202935, -0.16901189, -0.033648815, 0.013998681, -0.11973414, 0.06475158, -0.049846448, -0.12599602, 0.14882696) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(0.009721639, 0.07289408, 0.053445093, 0.006440991, -0.014337965, -0.022745494, -0.038667556, 0.042440545, -0.038012926, -0.00510376, -0.06585122, -0.12761426, 0.11821854, -0.017705405, 0.04929374, 0.076878585) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.008856413, 0.077851884, 0.040298983, -0.031463664, 0.027861431, -0.027248047, -0.08703795, -0.09507543, -0.22699015, -0.040289298, -0.4311762, -0.08651744, -0.08639272, 0.008488912, -0.0048553, 0.09333754) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-3-ReLU) +//!HOOK LUMA +//!BIND conv2d_2_0 +//!BIND conv2d_2_1 +//!BIND conv2d_2_2 +//!BIND conv2d_2_3 +//!BIND conv2d_2_4 +//!BIND conv2d_2_5 +//!BIND conv2d_2_6 +//!BIND conv2d_2_7 +//!SAVE conv2d_3_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0048161834, 0.009727377, -0.0014840926, 0.00012165853); + result += mat4(0.025039429, 0.03013667, 0.066278994, -0.041251805, 0.11108524, -0.035599016, -0.019618908, -0.21625993, -0.0063663092, -0.035127636, -0.027561767, 0.07097017, -0.036629375, -0.08694292, -0.15888155, 0.07487742) * conv2d_2_0_texOff(vec2(-1, -1)); + result += mat4(0.01053451, 0.057906907, 0.010747799, -0.035336517, -0.031514075, 0.010978614, 0.1364847, 0.12054768, -0.04888975, -0.045236163, -0.004386479, 0.03850302, -0.13129434, -0.0497297, -0.01575554, 0.12745252) * conv2d_2_0_texOff(vec2(0, -1)); + result += mat4(0.07361885, -0.021164313, 0.03291483, -0.0023651808, 0.10867506, -0.059129238, 0.020307926, 0.23388095, 0.01864443, 5.0188668e-05, -0.031115016, 0.026113056, 0.053476237, 0.021374516, 0.007745682, 0.18068732) * conv2d_2_0_texOff(vec2(1, -1)); + result += mat4(0.068105265, 0.04654239, 0.054366212, 0.046648163, -0.014712608, -0.08728475, -0.07377327, -0.10256862, 0.0907138, 0.055979583, -0.023511622, -0.1202632, -0.022994742, 0.029467953, -0.0005479362, -0.03756547) * conv2d_2_0_texOff(vec2(-1, 0)); + result += mat4(-0.08505834, 0.00938525, -0.058810808, -0.088856585, -0.09180542, -0.042714365, -0.027211154, -0.19100037, 0.046147816, 0.054606847, -0.014925635, -0.042089038, 0.015242426, 0.083354875, 0.0139945485, -0.09529067) * conv2d_2_0_texOff(vec2(0, 0)); + result += mat4(0.034838993, -0.067779, 0.019118404, 0.036017545, 0.046485517, 0.044608705, 0.070443206, 0.10072941, -0.040420387, -0.06284439, 0.02916565, 0.05087923, 0.09425728, -0.008005101, 0.0504385, 0.037141543) * conv2d_2_0_texOff(vec2(1, 0)); + result += mat4(-0.008921252, -0.08538477, 0.022146035, 0.077557944, -0.010804189, 0.07016124, -0.021790538, 0.03807131, 0.057998665, 0.0049246447, -0.0070678373, -0.050137855, -0.026693638, 0.06768647, -0.044545367, -0.049194336) * conv2d_2_0_texOff(vec2(-1, 1)); + result += mat4(-0.018764397, 0.012243927, 0.07004576, 0.053775206, 0.03829867, 0.044140514, 0.043141387, -0.0793715, 0.07910775, -0.03295387, -0.003991269, -0.0178852, 0.0052786316, 0.0019503211, 0.0021789467, 0.039799046) * conv2d_2_0_texOff(vec2(0, 1)); + result += mat4(-0.03042513, 0.07351083, 0.054963708, 0.037749436, -0.0058072065, 0.10559782, 0.11398138, 0.099258065, -0.02226356, 0.039224196, -0.04042163, -0.0060405685, -0.046095192, -0.05014155, 0.048033603, 0.0009503667) * conv2d_2_0_texOff(vec2(1, 1)); + result += mat4(-0.00017193946, -0.017799452, -0.06550852, -0.018298006, 0.034292143, 0.005284306, -0.0838539, 0.05411648, 0.0022133514, -0.05498127, -0.058025047, 0.034531265, -0.02646286, 0.0049115983, -0.06113505, 0.10165685) * conv2d_2_1_texOff(vec2(-1, -1)); + result += mat4(0.030522063, 0.028836124, 0.032255996, -0.008325959, 0.02264571, 0.047409266, 0.15453325, -0.00970025, -0.030810371, 0.002585828, -0.083726525, -0.09660199, 0.03273198, 0.06955148, 0.013121131, 0.10118008) * conv2d_2_1_texOff(vec2(0, -1)); + result += mat4(0.06658003, 0.01649771, 0.0018529936, -0.08962168, 0.03323653, -0.004410881, 0.09016291, -0.076761596, -0.068186045, -0.027106918, -0.025406722, -0.070550315, -0.033943158, 0.007863331, -0.06777041, 0.023896538) * conv2d_2_1_texOff(vec2(1, -1)); + result += mat4(-0.015557388, 0.013146597, 0.048693627, 0.11109193, 0.030822553, 0.04730767, 0.04284473, -0.02119772, -0.060836833, -0.036450367, 0.0829382, -0.0029457682, 0.12330495, -0.003126959, -0.021918938, 0.07005769) * conv2d_2_1_texOff(vec2(-1, 0)); + result += mat4(-0.034881778, -0.11052026, -0.005147006, 0.062039565, -0.027834788, -0.050364178, 0.036868006, -0.15456253, 0.025673283, -0.0032444703, 0.09323544, -0.042575147, -0.021729037, -0.028223272, 0.13033235, 0.014831642) * conv2d_2_1_texOff(vec2(0, 0)); + result += mat4(-0.08723661, 0.08905465, 0.018381136, -0.006458301, -0.069739, 0.0320874, 0.011091516, -0.12703207, 0.060842, 0.08111388, 0.037749477, 0.023236345, -0.047066208, 0.030507643, -0.043691333, 0.03118668) * conv2d_2_1_texOff(vec2(1, 0)); + result += mat4(-0.03807934, -0.04865967, 0.019920155, 0.059075076, 0.044192195, 0.014279638, 0.02932825, -0.1940962, -0.026829576, -0.002572771, -0.1005265, -0.05613515, 0.085755676, -0.056545272, -0.03735823, -0.10258416) * conv2d_2_1_texOff(vec2(-1, 1)); + result += mat4(-0.12418496, 0.020019868, 0.017953046, -0.029208219, 0.014698287, -0.05749513, 0.048885383, 0.15737984, -0.035876486, -0.042323653, 0.031207021, 0.019864652, -0.034112476, -0.026603572, -0.04378577, -0.062377583) * conv2d_2_1_texOff(vec2(0, 1)); + result += mat4(0.0051290607, -0.017384771, 0.0016366097, -0.10475058, -0.087537564, -0.007919272, -0.023316184, -0.0001621648, 0.0180734, 0.007751429, -0.18366235, 0.16231689, -0.10436554, 0.043097503, -0.011531957, -0.017831868) * conv2d_2_1_texOff(vec2(1, 1)); + result += mat4(0.0498927, 0.05218692, -0.022681305, -0.015645377, -0.14598949, 0.11817935, -0.048905812, 0.039967697, 0.08813842, 0.06267705, 0.0697879, 0.052240945, 0.0065163644, 0.048592135, -0.17908724, -0.060655646) * conv2d_2_2_texOff(vec2(-1, -1)); + result += mat4(-0.0018243379, 0.0025947585, 0.009814614, -0.10676828, 0.09453457, 0.029696338, 0.14458123, 0.15852074, -0.11801052, -0.12956372, -0.12853578, 0.040379547, -0.015193296, 0.032968912, 0.026786443, 0.04908736) * conv2d_2_2_texOff(vec2(0, -1)); + result += mat4(-0.078241765, -0.013350392, 0.042566918, 0.0767091, -0.0455118, -0.07297753, -0.06380186, -0.034506846, -0.018274622, 0.09590501, -0.12607604, -0.37873814, 0.01647588, -0.1384473, -0.05393799, 0.09654224) * conv2d_2_2_texOff(vec2(1, -1)); + result += mat4(0.05838379, -0.044477336, -0.055952173, -0.018866232, 0.20292205, -0.083229564, 0.014835593, -0.01167277, 0.032137908, 0.046264492, -0.015794264, 0.04020248, 0.11819242, -0.02981802, -0.11186192, -0.0070930133) * conv2d_2_2_texOff(vec2(-1, 0)); + result += mat4(0.09512601, 0.010587545, 0.14110008, 0.07213758, 0.038087778, -0.1515509, 0.013968052, 0.05263283, -0.10443906, 0.012997079, -0.10159136, -0.010662801, -0.1482716, 0.11994928, 0.00022833263, -0.07907922) * conv2d_2_2_texOff(vec2(0, 0)); + result += mat4(0.04007432, -0.0346192, -0.02490417, -0.00092985766, 0.0030980299, 0.018066602, -0.14455567, -0.03700813, 0.011129622, 0.011716246, 0.18371089, -0.038566772, 0.06507061, -0.013297414, 0.13203332, 0.06886218) * conv2d_2_2_texOff(vec2(1, 0)); + result += mat4(-0.053803936, 0.014978988, -0.02270739, -0.051912803, 0.045639157, 0.037899423, -0.1459817, -0.08397178, 0.051854413, -0.04659744, 0.04263632, 0.08683153, 0.10024677, 0.02457733, -0.02438646, -0.15865819) * conv2d_2_2_texOff(vec2(-1, 1)); + result += mat4(0.08589109, -0.1394415, 0.055111215, -0.036536504, 0.027107442, 0.16206259, -0.0198569, -0.2688596, 0.051260613, 0.06867203, -0.07404325, 0.13139188, 0.01743978, 0.019514129, 0.07657141, -0.053524166) * conv2d_2_2_texOff(vec2(0, 1)); + result += mat4(-0.08196984, 0.034083433, 0.039933063, 0.034187105, -0.012881695, 0.010053679, 0.029288182, -0.26414397, 0.07488915, -0.06362344, 0.07141748, 0.12971117, 0.09661248, -0.10887599, 0.018911485, -0.07946649) * conv2d_2_2_texOff(vec2(1, 1)); + result += mat4(0.06148454, 0.062326565, -0.16359001, 0.019364696, -0.081690095, 0.03085994, -0.037601285, 0.08285821, 0.14259322, -0.15454839, 0.015229282, -0.17833291, -0.07808946, -0.020126877, -0.043415286, 0.15833747) * conv2d_2_3_texOff(vec2(-1, -1)); + result += mat4(-0.028880436, 0.08411768, -0.22433567, -0.010715879, 0.037864115, 0.04998051, 0.03617211, -0.07036372, -0.005372421, -0.04414077, -0.047224466, 0.044577338, -0.12495246, -0.015916897, -0.0955271, 0.007864995) * conv2d_2_3_texOff(vec2(0, -1)); + result += mat4(0.0010807153, 0.012719104, 0.16710302, 0.1405584, 0.09146341, -0.00403967, -0.039430074, -0.017779345, 0.016238332, 0.052911565, 0.07756647, 0.122722276, -0.13983896, -0.063172, -0.040809985, 0.20213069) * conv2d_2_3_texOff(vec2(1, -1)); + result += mat4(-0.19201268, 0.15487988, -0.012884574, -0.16768973, 0.013003094, -0.026339417, 0.09256384, 0.03343729, -0.031111572, 0.004782513, -0.04024879, -0.1632102, 0.08728369, 0.0002995024, 0.057398874, 0.16353533) * conv2d_2_3_texOff(vec2(-1, 0)); + result += mat4(-0.13083121, 0.030363366, 0.021431942, 0.4032731, 0.15053168, -0.06569765, -0.2490553, -0.055408195, -0.038456034, 0.04965363, 0.05773032, 0.1423652, 0.12844715, -0.04914895, 0.016559193, 0.058504242) * conv2d_2_3_texOff(vec2(0, 0)); + result += mat4(0.1631078, 0.23093706, -0.03182444, 0.025724018, 0.060086288, 0.019565724, 0.1536841, 0.004579478, 0.09832495, 0.068251655, -0.023692409, -0.0045076497, -0.07173247, -0.07193232, 0.07395746, 0.05628922) * conv2d_2_3_texOff(vec2(1, 0)); + result += mat4(0.06906948, 0.025669511, 0.13647746, -0.41632786, -0.069520816, -0.011027584, 0.06329774, -0.004776293, -0.087015234, -0.040825143, 0.011575877, -0.13598055, 0.097276576, 0.055978924, 0.015107901, 0.2198481) * conv2d_2_3_texOff(vec2(-1, 1)); + result += mat4(0.23540613, 0.2821819, 0.48442444, -0.074784, 0.04111797, -0.01965276, -0.11504319, -0.043317694, 0.05264232, 0.057372928, -0.022012442, 0.047789007, 0.08072532, 0.120098144, -0.054656275, 0.18381414) * conv2d_2_3_texOff(vec2(0, 1)); + result += mat4(-0.09336368, 0.04913253, 0.023467408, 0.06904785, -0.05605766, -0.010474101, 0.02316119, -0.033795625, -0.1053315, 0.07061172, -0.044152703, -0.021998791, 0.03353562, -0.06461351, 0.019438695, 0.059416648) * conv2d_2_3_texOff(vec2(1, 1)); + result += mat4(-0.16097197, -0.021394448, 0.023789743, -0.107138745, -0.020833462, -0.08040261, -0.30237192, -0.021535706, -0.058765627, -0.049508896, -0.11361073, -0.036269322, -0.085492894, -0.018552022, 0.03488629, -0.044737786) * conv2d_2_4_texOff(vec2(-1, -1)); + result += mat4(0.008054611, -0.030155862, -0.042324197, -0.055047326, 0.12685855, 0.008053785, -0.060019594, -0.06877479, -0.024782764, -0.013649764, -0.0129432, 0.040209312, -0.052106936, 0.057914954, -0.0131666865, 0.042435385) * conv2d_2_4_texOff(vec2(0, -1)); + result += mat4(-0.04564159, 0.07540391, -0.0056589413, 0.028865052, 0.038488112, 0.10993601, -0.058215223, -0.13303073, 0.008834235, -0.016548006, 0.0016905958, 0.060742795, -0.07584547, 0.044790294, -0.09953135, 0.014456278) * conv2d_2_4_texOff(vec2(1, -1)); + result += mat4(0.046066795, -0.12501962, 0.09320583, -0.019297047, 0.06240062, -0.048627935, -0.11256255, -0.0046780575, 0.04539123, 0.016032249, 0.027271375, -0.028358923, -0.008181982, 0.018411344, -0.058723114, 0.03837226) * conv2d_2_4_texOff(vec2(-1, 0)); + result += mat4(0.10086399, 0.13765101, -0.12256986, 0.03439202, -0.0029659234, -0.035987392, 0.040269524, 0.04060219, -0.017777983, -0.13281606, -0.0646033, 0.022574596, 0.028000975, 0.08684196, 0.04040113, 0.038214803) * conv2d_2_4_texOff(vec2(0, 0)); + result += mat4(0.038991764, 0.055392474, -0.0066613494, 0.04243421, -0.1910127, 0.018373176, 0.09954618, -0.038060714, 0.05536985, -0.03603567, -0.031270254, 0.09394785, 0.011504363, 0.0031121976, -0.052518558, -0.0067013106) * conv2d_2_4_texOff(vec2(1, 0)); + result += mat4(-0.028291434, -0.013060494, 0.05817559, -0.0010428007, -0.025994496, 0.008046389, 0.17309935, 0.06595187, -0.10446754, 0.076147914, 0.03707188, -0.03495489, -0.046557296, -0.06644214, 0.026446134, -0.012873902) * conv2d_2_4_texOff(vec2(-1, 1)); + result += mat4(-0.062031344, -0.050695978, -0.03177188, 0.12806861, -0.112793036, 0.06328925, 0.055267602, 0.027236063, 0.0053047943, -0.07393548, 0.002481771, 0.14912559, -0.07452348, 0.025753919, -0.021673284, -0.033890687) * conv2d_2_4_texOff(vec2(0, 1)); + result += mat4(0.012970875, 0.06642164, -0.051823627, -0.027296813, 0.0015475005, -0.0070556025, 0.097733185, 0.062102888, 0.004256679, -0.04201944, 0.14691949, 9.580055e-05, -0.06878353, -0.022717414, 0.04510416, -0.08239188) * conv2d_2_4_texOff(vec2(1, 1)); + result += mat4(-0.16601802, -0.017521178, 0.059835937, -0.056342464, 0.0030827688, -0.029167177, -0.11598063, -0.0082606, 0.023394892, -0.07535003, -0.02153261, -0.1976546, -0.058474798, -0.016156284, -0.008770706, 0.14917687) * conv2d_2_5_texOff(vec2(-1, -1)); + result += mat4(-0.015971458, -0.16167422, 0.18459669, -0.009121645, 0.013279248, 0.058043435, -0.10655117, -0.015104323, -0.06305929, 0.033492852, -0.1195023, 0.038299646, -0.04701565, 0.034853194, 0.10056806, 0.05399733) * conv2d_2_5_texOff(vec2(0, -1)); + result += mat4(0.0018052562, 0.013512041, -0.007324447, 0.007375104, 0.031220974, 0.0056607425, 0.0744282, 0.08252725, -0.007226017, 0.093371026, 0.075735435, 0.03571601, -0.05629827, 0.024266792, -0.0038851092, 0.14397135) * conv2d_2_5_texOff(vec2(1, -1)); + result += mat4(-0.036950335, -0.10093537, 0.07024567, 0.06399347, -0.06305875, -0.011309829, -0.047329843, 0.071133845, 0.02238184, -0.080341466, -0.008996565, -0.019532885, -0.120638244, 0.027735464, 0.084603176, -0.058121376) * conv2d_2_5_texOff(vec2(-1, 0)); + result += mat4(0.10638112, 0.012843674, 0.053863034, -0.07924631, 0.0061549344, -0.0061487798, -0.07690018, 0.120016694, 0.032430727, 0.016141133, 0.08320398, 0.012747967, 0.00011170169, 0.015583843, -0.098869756, 0.023798442) * conv2d_2_5_texOff(vec2(0, 0)); + result += mat4(-0.07382349, 0.05695051, -0.093039915, 0.13353005, -0.043553807, -0.12247099, 0.068449646, 0.062183347, 0.009568971, 0.051284086, 0.027423859, 0.018051451, 0.0625508, -0.006262034, 0.095164426, -0.023082953) * conv2d_2_5_texOff(vec2(1, 0)); + result += mat4(-0.014499406, -0.09962365, -0.046233274, -0.026987324, -0.080520466, -0.020041099, -0.043208435, -0.1140247, 0.100632735, -0.039133776, -0.017542627, -0.015013006, -0.11261838, 0.019156555, 0.056716926, 0.02794268) * conv2d_2_5_texOff(vec2(-1, 1)); + result += mat4(-0.104332276, 0.00067116163, 0.011486868, -0.02324715, -0.04386467, -0.02179002, 0.039449517, -0.009794162, 0.02692965, 0.007013384, 0.010762319, 0.054397777, -0.014532465, 0.0135755995, -0.011916105, 0.09633229) * conv2d_2_5_texOff(vec2(0, 1)); + result += mat4(-0.12190228, 0.005577006, 0.078275226, 0.21963638, 0.05463154, -0.07478158, 0.07435063, -0.11177743, -0.03693591, 0.023422973, 0.007890107, 0.0437144, -0.0033894528, -0.05757877, -0.03856701, 0.16718155) * conv2d_2_5_texOff(vec2(1, 1)); + result += mat4(0.05398985, 0.12160649, -0.004154916, 0.11020438, -0.0054434533, -0.030270593, 0.13954386, 0.16648181, -0.05924101, 0.11836018, -0.088317364, -0.24899103, 0.022105196, 0.076612175, 0.06957454, -0.09132212) * conv2d_2_6_texOff(vec2(-1, -1)); + result += mat4(-0.04809194, 0.04506464, -0.05263419, 0.046268724, 0.08218097, -0.09193699, -0.05487312, -0.029752642, -0.059270844, -0.06706062, 0.0034371098, -0.24253054, -0.0026050017, -0.013805277, 0.048262678, -0.053186096) * conv2d_2_6_texOff(vec2(0, -1)); + result += mat4(-0.048656434, -0.014488852, -0.06517609, -0.08414191, -0.040279064, 0.09305432, -0.025716506, -0.029336095, 0.044734515, -0.0303104, -0.01445678, 0.09481804, 0.016243793, 0.13749605, 0.005229795, -0.08059736) * conv2d_2_6_texOff(vec2(1, -1)); + result += mat4(-0.10539772, -0.062517814, -0.027430216, 0.11036704, 0.0065636113, 0.104807526, 0.1036554, 0.20479633, -0.0009512837, 0.028802432, 0.07433156, -0.06408037, -0.056161437, 0.03480437, -0.0049670404, 0.09849436) * conv2d_2_6_texOff(vec2(-1, 0)); + result += mat4(0.026929732, -0.025046386, -0.0065072696, -0.031776782, -0.06696432, 0.087368496, -0.045297097, 0.038604088, 0.022063531, -0.035708424, 0.042398367, -0.00431404, -0.06143383, 0.11434435, 0.08455925, 0.16269188) * conv2d_2_6_texOff(vec2(0, 0)); + result += mat4(0.015829915, 0.013622377, 0.005927855, -0.054112952, -0.042142913, 0.06872065, -0.025095064, 0.077078, 0.034651488, -0.090789594, 0.09325271, 0.0364759, -0.040298473, -0.14072451, -0.0058100056, 0.08175222) * conv2d_2_6_texOff(vec2(1, 0)); + result += mat4(0.019015031, -0.033195302, -0.04160973, 0.00935932, -0.033673137, 0.027604073, -0.045354806, -0.05700751, -0.0441355, -0.021477083, -0.055929903, -0.09241882, 0.05054198, 0.11204668, 0.06125661, -0.02199262) * conv2d_2_6_texOff(vec2(-1, 1)); + result += mat4(0.02297847, 0.019128887, -0.024535242, 0.009913352, 0.04716015, -0.02355856, 0.014677698, 0.03826091, -0.10263012, -0.004401448, 0.07438234, -0.2861063, -0.027929597, -0.0135332765, 0.16186929, 0.10532077) * conv2d_2_6_texOff(vec2(0, 1)); + result += mat4(0.016538488, -0.02139744, -0.07594322, -0.034372874, -0.032610696, 0.01634037, -0.0756899, 0.035484433, -0.019604707, -0.01125339, -0.012588962, -0.08680792, -0.28332454, 0.041059986, -0.12442001, 0.0143209025) * conv2d_2_6_texOff(vec2(1, 1)); + result += mat4(0.013041002, 0.008023868, 0.031694073, 0.058765795, -0.049279045, -0.002904656, -0.2524823, -0.02578687, -0.01890075, 0.00046582083, -0.12554811, 0.039889243, -0.013595475, -0.097192094, 0.038101852, 0.075759426) * conv2d_2_7_texOff(vec2(-1, -1)); + result += mat4(0.006751577, 0.0058475942, -0.278344, 0.037722018, 0.039628185, -0.04992069, -0.16334732, 0.011836473, 0.09872208, -0.2149794, 0.09969364, 0.041867733, 0.1099937, 0.12006967, 0.00037919407, -0.05168876) * conv2d_2_7_texOff(vec2(0, -1)); + result += mat4(-0.0038252096, 0.04811779, 0.056996603, 0.057850122, 0.080309756, -0.049854923, -0.035782192, 0.04738296, -0.032009993, -0.011263951, -0.014912677, -0.07425344, 0.10239724, -0.043332003, -0.04682718, 0.029684488) * conv2d_2_7_texOff(vec2(1, -1)); + result += mat4(0.12857802, 0.098728, -0.007238617, 0.03669982, 0.028088702, -0.11264619, -0.051832594, -0.108777225, 0.06552528, 0.057554685, 0.07336488, 0.10953328, 0.10266074, 0.0034585434, 0.028738962, -0.086081594) * conv2d_2_7_texOff(vec2(-1, 0)); + result += mat4(0.017291013, -0.059617076, -0.05993366, 0.025428334, -0.053909708, -0.059065565, 0.13678956, -0.00061111554, 0.052553102, 0.16561043, 0.10288526, -0.100961536, 0.08168915, 0.06989565, -0.0076549286, -0.17282604) * conv2d_2_7_texOff(vec2(0, 0)); + result += mat4(0.073305905, 0.09868523, 0.00866687, 0.08481651, 0.022894427, -0.07961511, 0.09266052, 0.071177326, -0.045217164, 0.06814669, 0.083561994, 0.13499917, -0.025562255, -0.025103705, 0.050037745, -0.031530663) * conv2d_2_7_texOff(vec2(1, 0)); + result += mat4(0.06461073, 0.014583216, 0.017792573, -0.07175857, -0.133311, -0.033583492, -0.019498106, -0.2349789, -0.05546708, -0.1220457, 0.10431037, 0.06830799, 0.05739753, 0.026630053, 0.018223718, -0.034501947) * conv2d_2_7_texOff(vec2(-1, 1)); + result += mat4(-0.03324024, -0.035669602, -0.06857828, -0.0496221, -0.12507491, 0.03869728, -0.014420863, -0.28343892, -0.08641424, -0.03347238, 0.11473875, -0.026446642, -0.030720279, 0.003912336, -0.033452783, 0.059891287) * conv2d_2_7_texOff(vec2(0, 1)); + result += mat4(0.0004036007, 0.06545699, -0.03908309, -0.009077979, -0.055335563, -0.09674422, -0.01068964, -0.15166916, 0.14284396, -0.06313513, -0.061684247, 0.08862149, 0.07359198, 0.054906387, -0.040991988, 0.036530208) * conv2d_2_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0015804664, -0.0038044306, -0.003628573, 0.0049998662); + result += mat4(0.018706614, 0.16615464, -0.10133438, -0.017605592, -0.0016365208, -0.07361737, 0.08102467, -0.048724845, 0.06621774, 0.006320378, 0.046713166, -0.057468943, 0.06766072, 0.058498237, -0.00033488777, 0.007658247) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(-0.008550876, 0.03073904, 0.0007348921, 0.07233202, -0.02629998, 0.06157343, -0.034841698, 0.0206389, 0.054593448, -0.00036415027, -0.04007654, -0.052061975, 0.007784536, 0.04268053, 0.07741499, -0.067939624) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.018630786, 0.07504131, -0.05062644, -0.028701287, 0.020525228, -0.003630721, -0.043092623, -0.009457563, -0.012248516, -0.103960566, 0.0783783, -0.20986807, 0.14586459, 0.08968545, -0.117051, -0.18037951) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(-0.021255098, 0.13229105, -0.06420121, -0.07083409, 0.058743507, 0.03489165, 0.064032845, -0.041565023, -0.06547174, -0.013012421, 0.08656793, 0.0011133461, -0.034003235, -0.013117911, 0.19715177, -2.5379682e-06) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.05377974, -0.035550397, 0.031313285, 0.0016598942, 0.068784654, 0.036285546, -0.093238, 0.058112122, 0.046265423, -0.050403178, -0.12872772, -0.05595508, 0.036330022, 0.08010485, 0.005891014, 0.005559466) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.054361574, -0.017691871, 0.06329393, -0.011381623, -0.057599787, 0.016098121, -0.030586872, -0.046174455, 0.0034558869, 0.030984238, 0.27421623, -0.03846328, 0.12422474, 0.1380933, -0.13240746, -0.18763503) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(0.07062856, 0.07041863, -0.03676231, 0.0372063, -0.054723445, 0.052489527, -0.054391883, 0.011763474, 0.048613597, 0.04801516, -0.006565869, -0.06656638, 0.053104535, 0.030685853, 0.17781071, -0.010670102) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.028491594, 0.03759751, 0.030334478, -0.062390752, -0.053186987, 0.05777588, -0.067089625, 0.091050096, -0.000694065, -0.047468614, -0.03746065, 0.03500774, 0.1498348, 0.05099015, -0.13494958, 0.04879886) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.019462325, 0.011794182, -0.0058045657, 0.015473896, 0.124979116, 0.0075559006, 0.057004936, -0.020731885, 0.0128727285, -0.039582398, 0.13301392, -0.0005211295, 0.12236587, 0.07485313, -0.112934984, -0.08569721) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.03431349, -0.06350282, -0.045580875, 0.010457426, 0.008217867, 0.0602649, -0.057398647, -0.06884405, 0.06575881, 0.0058383, 0.010622837, -0.053522848, -0.103110075, -0.06420359, -0.018848946, 0.037413113) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.16086812, -0.05914897, -0.009082222, -0.013259455, 0.024198428, -0.013805816, -0.09599477, -0.018419394, -0.0011804067, 0.021051995, -0.037006814, -0.05561041, -0.065699115, 0.0037821964, 0.10164613, -0.03932507) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.15297274, -0.0049770074, -0.08063661, -0.13374497, 0.0369586, 0.0432137, 0.030419704, -0.054192472, 0.029406067, -0.010044444, -0.061616052, -0.0733939, -0.07634798, -0.0909756, 0.02788719, -0.014020617) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.042105537, 0.038336914, -0.319104, -0.021905232, -0.043342367, 0.05930288, -0.12859093, -0.13378994, 0.014666672, 0.0056491387, 0.06355828, 0.025594749, 0.0850515, -0.043785453, 0.015689036, -0.07727216) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.16799249, 0.0042400337, 0.002521733, -0.031103378, -0.050677173, 0.109450184, -0.01905515, -0.2143998, -0.062471364, 0.027835982, -0.106194265, -0.08695333, 0.06807246, 0.05039297, 0.09703668, -0.037425786) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.060882285, -0.07977987, 0.032461792, 0.0020529446, 0.029985175, -0.12091039, 0.06527382, -0.2447519, 0.08002997, -0.040043708, -0.019211078, -0.14518331, 0.066529185, -0.050670013, -0.08181706, -0.03279608) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.003281866, 0.041367915, -0.19808301, 0.105184935, 0.0053498773, -0.037028126, 0.020933133, -0.2748288, -0.030346015, 0.02540532, 0.0436486, 0.07518481, -0.01811427, -0.09522291, -0.17276257, -0.21784599) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.04904132, -0.007972099, 0.057898555, 0.05203425, 0.076259635, -0.054375622, -0.07022325, -0.177137, 0.008473632, -0.1709254, 0.057873175, 0.0053210338, 0.056092404, -0.016926067, -0.06794677, -0.2865892) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.111966565, -0.05042494, 0.022084251, 0.06365792, 0.07804721, 0.080854885, 0.09255858, -0.27579957, 0.04858999, 0.021432186, -0.04945703, -0.025816083, 0.07537213, -0.010306645, 0.030546973, -0.06519352) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(0.09767125, 0.033153802, -0.05957727, 0.010870081, -0.035111222, -0.07824629, 0.050994594, -0.010834929, 0.02084979, 0.049779754, 0.08902109, 0.039056998, 0.047547963, -0.06709675, -0.036082104, -0.0017112462) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.014810313, 0.01657996, -0.21423657, -0.033652883, -0.041725364, 0.039845653, -0.04717774, 0.13555083, -0.027639804, -0.048186366, 0.05492472, 0.074689895, -0.093381554, -0.16746365, -0.093820274, 0.049040154) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.016235631, 0.04039087, -0.015865093, 0.03488632, -0.0095884055, -0.10066184, -0.0325296, 0.13481852, 0.017472068, -0.1397992, -0.005303525, -0.08390402, -0.005576867, 0.120187625, 0.055897206, -0.040443238) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.19222814, -0.055253725, -0.09768335, -0.045021586, -0.019479424, -0.071549125, -0.0026058704, 0.055574384, 0.042589467, -0.05363184, 0.091115914, 0.061255287, -0.002423155, 0.05997343, -0.2733199, 0.014474957) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.11104647, -0.15873536, -0.094012015, 0.049662087, 0.10401917, 0.11317227, -0.041964002, -0.018432554, 0.010944653, 0.08633746, -0.14326158, 0.0013549542, -0.09240255, -0.021033201, -0.06358006, 0.04492234) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.038764287, 0.024117606, 0.030034702, 0.06619984, -0.106124334, -0.097190216, 0.074782565, -0.04947688, -0.15609471, -0.068144225, 0.078085706, -0.01822477, 0.04521416, -0.12264499, 0.17748064, -0.052423585) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(0.025108917, -0.06518244, -0.05341441, 0.043738976, -0.026410516, -0.042192783, -0.1706324, -0.021371748, 0.05082983, -0.019333962, 0.093327776, 0.022390585, -0.087712474, -0.03365428, -0.101358615, 0.032270487) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.06976486, -0.031713825, -0.10967085, 0.022449624, -0.042843614, 0.04197736, 0.063569866, 0.07488625, -0.025034077, -0.008617257, 0.13854389, -0.07063585, -0.04997987, 0.082154825, -0.024728412, 0.113326415) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(-0.019680806, -0.013997739, 0.049881615, 0.056859866, -0.1136083, -0.047843084, 0.013091265, 0.0020920075, 0.015598382, 0.0069943853, -0.17995559, 0.040303726, -0.02850408, -0.0045849644, 0.21343595, 0.043854695) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.1147225, -0.06045445, -0.013250287, -0.060391854, 0.023465388, 0.109159864, -0.18252243, -0.014533833, -0.0063084075, -0.051704913, 0.07392728, -0.022996787, 0.047523025, -0.026261602, 0.061425406, -0.048074864) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.030761221, -0.052301597, -0.0025084864, -0.008193687, -0.06715492, -0.05154212, 0.15635814, 0.071387425, 0.014004439, 0.0010462857, 0.05778743, 0.011557239, 0.07695908, -0.064795576, -0.047770817, 0.05259577) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.015963225, -0.083381854, 0.08912475, -0.013290094, -0.012768811, 0.042207126, -0.034879114, 0.10055751, -0.028177494, -0.198301, 0.1179056, 0.035278335, 0.03899826, 0.06403849, 0.010401718, 0.07227389) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.060929913, -0.0137457745, 0.0130044045, -0.048356548, 0.025486855, 0.17048772, -0.023742804, -0.08094858, -0.032699894, 0.010287465, -0.17216593, 0.06229366, -0.053031005, 0.059585527, 0.12925366, 0.038857684) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(0.020698728, 0.11740675, -0.0613403, -0.0814588, -0.032282386, 0.06365391, 0.13592468, 0.10139359, -0.16257925, -0.04797721, 0.22083487, 0.109866686, -0.02365958, 0.029943828, -0.1512407, 0.08434846) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.04383355, -0.09445361, 0.052858345, 0.032607436, 0.03612367, -0.06972076, -0.02454976, -0.019125998, 0.03071501, -0.04006583, -0.04057625, 0.0056392383, 0.014383232, -0.08453436, 0.052229047, -0.042576794) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.0671222, -0.028295191, -0.14950272, -0.03138896, 0.029396582, 0.0023157916, -0.02022847, -0.019711075, 0.036433194, 0.04929518, 0.10970725, 0.032099653, 0.060950432, 0.036022503, 0.087477796, -0.044098314) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.071471766, -0.094870724, 0.028918972, 0.05731616, 0.13739824, 0.1547528, 0.056736063, 0.061816696, -0.031254187, 0.058529917, 0.17615087, -0.12860174, 0.061434586, -0.084237255, -0.09143404, -0.11121704) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.07994786, -0.18051727, 0.030859381, 0.0107953185, 9.3113435e-05, -0.022159606, -0.049645163, -0.02986814, 0.22832908, -0.043429576, -0.31544653, 0.042653833, -0.0870649, 0.078093484, -0.07615455, 0.018825369) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.022805315, -0.12695132, -0.06749027, -0.043987945, -0.06001443, -0.16000848, -0.1496332, 0.027508365, -0.068887584, 0.013230031, 0.09660183, -0.019787041, -0.044237558, -0.044283032, 0.0442183, -0.051186237) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.09275842, -0.004802516, 0.10686375, 0.025380403, -0.109600894, -0.14710417, 0.0029475, 0.04737855, 0.011770558, -0.097143814, 0.05563817, 0.0652745, 0.10224557, 0.09364036, -0.1321374, 0.023591392) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(-0.0036059343, -0.046500497, -0.038338408, 0.05860707, 0.010447195, -0.009504354, 0.049770236, 0.050106872, 0.067891225, 0.09590973, -0.02107088, 0.0381016, -0.046945337, -0.07935132, -0.01582848, -0.12992474) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.06718964, -0.1270488, -0.11101901, -0.11639129, -0.027517658, -0.09217291, -0.41113213, -0.0070141237, 0.14649422, 0.07080694, -0.06706843, -0.0844863, -0.22744808, -0.027010445, 0.09881518, 0.06542304) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.03519974, -0.041227486, 0.004090405, 0.010040108, -0.12932245, -0.10672012, 0.016868005, 0.108630136, -0.017671783, -0.042135827, 0.066751815, 0.111438096, 0.029664762, 0.004840486, -0.11095081, 0.034418743) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.042148273, -0.00031746752, -0.08885343, 0.07206456, -0.0357501, -0.0043528355, 0.027055958, -0.027298044, 0.019335978, -0.052719697, 0.016006848, 0.007566219, 0.06628788, 0.011045804, 0.08947792, 0.042388618) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.06762781, -0.0062833424, -0.055829264, 0.045787193, -0.020832958, -0.093480736, -0.062021796, 0.051753286, -0.05065059, -0.015302333, -0.18155584, -0.035277814, -0.0645375, -0.053698413, 0.10225124, -0.04876655) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(0.040966954, 0.049427476, 0.069262125, -0.07890081, -0.0955194, -0.05663177, 0.0695869, 0.108245246, -0.1171343, -0.02086799, -0.0025334703, 0.0076881424, -0.022264076, -0.032288007, -0.09923547, 0.09759789) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.06770411, 0.041288607, 0.04110012, 0.0016651824, -0.018736895, -0.02405188, 0.105290994, -0.08417468, 0.0034806656, -0.05226793, 0.12670006, -0.052758206, 0.011962998, 0.08606856, 0.1265972, 0.030602075) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(0.015416804, 0.065943286, 0.0145178195, -0.0554211, -0.021731056, -0.05070943, -0.024964035, 0.036552835, -0.07576484, -0.0058238986, 0.19253702, -0.06484195, 0.021156179, 0.019920222, -0.10575495, -0.012931202) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.059154052, 0.07415665, -0.01898686, -0.17245582, 0.044845905, 0.025927877, -0.023964886, 0.0729636, 0.1286964, 0.15014492, -0.02891633, -0.09148428, 0.05480264, -0.037624136, 0.008219043, 0.10425349) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.049366154, 0.16506375, -0.034369953, -0.06672774, -0.047206927, 0.066692494, -0.009832372, 0.08448645, -0.15358709, 0.02081897, 0.027249707, 0.118566036, -0.014455933, -0.0005079403, -0.0536767, 0.0437288) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(-0.013823828, 0.065340206, -0.016067626, -0.00937373, -0.012133142, 0.0003323078, 0.15206604, 0.01661443, -0.1209103, -0.031999268, 0.21175052, -0.041742653, -0.049927276, 0.015475797, 0.03152177, 0.06108948) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(0.012176819, 0.099177405, 0.007974098, -0.1557612, -0.0130201755, 0.015358788, -0.0335845, 0.023236588, 0.13805458, 0.04629405, -0.057350457, 0.10101297, 0.11372909, 0.05435978, -0.0749311, -0.09469021) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.022428676, 0.17385055, -0.01628781, -0.09268437, 0.044886503, 0.099497154, -0.07609648, -0.061913833, -0.037771013, 0.21506666, 0.004847572, 0.21147002, -0.011121165, 0.07373857, -0.034470536, 0.093210645) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(0.024994006, 0.050533053, 0.05986884, -0.0040020775, 0.00571005, -0.051764775, -0.041507203, -0.09433331, -0.06478752, -0.0076593724, 0.06256134, -0.01396287, -0.040680222, -0.1099815, 0.022841012, -0.08447082) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.015325295, 0.06131063, -0.08130751, -0.46391585, 0.0569385, 0.09448367, -0.024889715, 0.08806553, -0.05710256, -0.013388763, -0.071115665, -0.091755375, 0.017100437, 0.03830025, -0.123110324, -0.06852787) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.08499787, 0.05041153, -0.0141712455, -0.22111756, 0.021573093, -0.037946258, -0.029436227, -0.072256036, -0.020896088, 0.054716546, 0.032097127, -0.07736367, -0.0645287, 0.06127089, 0.057020955, -0.06762995) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(0.023521751, -0.043009292, 0.121617176, -0.09493799, -0.019555585, 0.08355108, -0.09493425, -0.12630379, -0.049446285, 0.06456461, 0.25245002, 0.058496132, 0.00629362, 0.053448897, 0.0025417425, -0.028992668) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.07287031, 0.12305148, 0.034898695, -0.06842664, -0.061226964, -0.0772007, 0.059925087, -0.0795371, -0.058265172, 0.060084697, -0.13745011, -0.0137089705, 0.047957838, 0.15136488, -0.048221994, -0.09193939) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.044064227, -0.14743613, -0.04209506, -0.027353402, -0.03290639, 0.08566451, -0.02045466, 0.0615677, -0.033643164, 0.014779297, -0.0023379528, -0.12114879, -0.012494092, 0.0010660065, -0.038599007, -0.14909881) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.04724417, -0.13072921, 0.1273986, -0.04312372, -0.011857862, 0.03111467, -0.06983107, 0.037953325, 0.1488008, -0.028867189, -0.10121992, 0.034068033, -0.027374003, 0.06629789, 0.043592073, 0.057870906) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.06150766, 0.27647898, -0.053189624, 0.14126022, 0.009253536, -0.08986206, 0.0254056, -0.036002006, -0.021398794, -0.04943254, 0.17804554, -0.05171411, 0.02291524, -0.085789636, -0.084769525, 0.000861088) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.010402258, -0.053476937, -0.0022894111, -0.003965239, 0.078008786, 0.09794152, -0.046315107, 0.037210356, -0.054727986, -0.006001755, -0.082219616, -0.29897043, -0.0009430335, 0.040889986, -0.015617444, 0.040487852) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.03970394, -0.0118559245, 0.027917495, -0.02588839, 0.10111305, 0.043517426, -0.11016402, 0.027023932, -0.03471382, 0.030764164, 0.042674348, 0.05605701, -0.00030619287, 0.0020819514, -0.13580267, 0.1472039) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.00075921864, -0.019684741, 0.16831025, -0.036113758, -0.13009849, -0.16302465, 0.039524697, 0.056833975, -0.15612656, -0.018677788, 0.06970964, 0.10054492, -0.03814764, -0.16684555, -0.11262127, 0.11370861) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.032260783, -0.12351121, -0.076271325, -0.11666758, 0.097372815, -0.06801551, 0.09509246, -0.05171701, 0.03821005, -0.038828857, -0.17247067, 0.07809735, -0.018067539, -0.04239243, -0.048227187, 0.039598484) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(0.009589554, 0.006678052, 0.12022079, 0.08203776, -0.0132305315, -0.020544302, -0.12776804, -0.08679573, 0.035502557, 0.060390204, -0.15655544, -0.021236168, -0.0060780975, -0.03767171, -0.18487298, 0.03382637) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(0.067710124, 0.045046322, -0.0061837947, -0.038791012, -0.008010818, 0.042590015, -0.19402218, 0.00040344146, 0.0747313, -0.012027904, -0.043841384, 0.0012560155, -0.07675372, -0.036804102, 0.015903624, -0.026983371) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.06790478, 0.0025601496, -0.028687304, -0.04788593, -0.09713656, -0.038052164, 0.06540302, 0.045702543, -0.062242404, 0.03657734, -0.113344945, 0.012567357, -0.10775977, -0.14935744, 0.06675478, 0.04527501) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(0.05539224, -0.12987116, -0.029112933, 0.049083408, 0.0741401, 0.05473034, -0.22229046, -0.06797762, 0.13545576, -0.059149012, -0.058110476, 0.010420501, -0.0044311397, 0.028531734, -0.26114765, -0.1159827) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(0.07605979, 0.019671984, -0.029698908, 0.118396536, -0.04623072, 0.0038611956, -0.0021273948, 0.042941548, -0.050356176, -0.19826847, -0.14611807, 0.06370393, -0.15534377, -0.052327644, -0.117162056, -0.046091054) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.06005896, 0.036566623, 0.012600479, -0.020896858, -0.0073263515, -0.083799474, 0.051343, 0.085098594, -0.0701527, 0.005854804, 0.034951873, 0.09915491, -0.08836578, -0.16720548, 0.07753428, 0.0146302115) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.0013678884, 0.0031123827, 0.04023751, 0.071022965, 0.02913987, 0.012066025, -0.07154453, 0.066969365, -0.071068235, -0.07037177, 0.11163354, -0.103932366, 0.12161176, 0.041581612, -0.10263719, -0.024771914) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.02390924, -0.011547705, 0.043132447, -0.00901074, 0.02698658, 0.07888966, 0.011487444, -0.036536206, -0.05685629, 0.0899115, -0.10218136, -0.027837854, -0.23823105, -0.16937168, -0.039461046, 0.043466095) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(0.027008604, -0.058229115, 0.108301885, 0.07198761, -0.08366371, -0.09404848, 0.0031145825, -0.045827273, -0.15457062, -0.078766845, 0.029128216, -0.07032586, -0.15143469, -0.058264464, 0.05912696, 0.024884354) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0061072186, -0.00016473095, -0.00831442, -0.0020987126); + result += mat4(-0.05555133, 0.009907645, 0.030017102, 0.06831108, 0.064930975, 0.043748785, -0.011230135, -0.065347925, 0.03623647, -0.0030964252, 0.07454275, -0.0670945, 0.0017236363, 0.025684329, -0.02215928, 0.030542945) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.037094403, 0.0008288886, 0.00775596, 0.049308065, -0.002233144, 0.09067249, -0.05631102, 0.016352633, -0.019671358, 0.013993207, -0.07509311, 0.08813484, 0.02796886, 0.027267799, 0.030823963, -0.054175876) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.007149485, -0.07485261, 0.042280268, 0.047893487, 0.0130603565, -0.034279503, 0.026893716, -0.13640317, -0.11271277, -0.024857098, -0.010636121, 0.079576865, 0.05657646, 0.031606376, -0.07748084, -0.016961066) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.025592798, -0.0057069818, -0.039899882, 0.027072513, 0.027012484, 0.043985557, 0.014814323, 0.10807523, -0.03541695, 0.025331788, -0.014283494, -0.018904699, -0.02313893, -0.03316723, -0.01269451, 0.052643124) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.011090765, 0.06669238, -0.042841136, 0.010860423, -0.039455645, -0.05008564, 0.017887715, -0.011097118, -0.018009692, -0.0012655018, 0.22464526, -0.040904928, -0.02711021, 0.019240128, -0.113098525, 0.04649011) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.013374506, -0.054546136, -0.05002517, -0.032660794, 0.02285827, -0.005932452, 0.03559239, -0.0475589, -0.023903117, 0.028755004, 0.07360127, 0.04082158, 0.0902288, -0.047700945, -0.010745158, 0.04439131) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.08291466, -0.017797131, 0.029672395, -0.030541591, 0.057164613, 0.018366752, -0.0045255315, -0.0473372, 0.016328495, -0.0966861, -0.03922164, 0.020874124, 0.06871549, 0.020788543, -0.051894713, -0.018990006) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(0.03325583, -0.0012222934, 0.0043927543, -0.039175525, -0.04893639, 0.046210367, -0.033123273, 0.007086549, -0.03630781, -0.18427545, -0.082319945, 0.09141659, -0.04188956, 0.013740385, 0.0009128156, 0.038292244) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.0133779105, -0.06620531, -0.10096198, -0.089076445, -0.015375542, -0.019311491, -0.04908821, -0.007184585, -0.063907914, -0.03474316, 0.06845465, -0.004818449, 0.06597907, -0.044106115, -0.07296027, -0.24906346) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(0.09413585, 0.06644448, 0.05145224, -0.087330684, -0.039611235, 0.013601862, -0.058429085, 0.04551375, 0.084282495, -0.032329604, -0.047285285, -0.06571276, -0.018843751, -0.06280049, -0.0998927, -0.035719752) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(0.027268313, -0.028332405, 0.21097468, -0.056393784, -0.06292559, 0.059429575, 0.058163952, 0.07808999, -0.11244603, -0.09529307, 0.063220866, 0.020263972, 0.021567961, -0.01723078, -0.16958131, 0.042552494) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(0.12478643, 0.04576773, 0.08089422, -0.03490763, -0.14591636, -0.05310021, -0.06600819, 0.020733517, 0.060740247, 0.02228012, 0.059140656, 0.013993736, 0.06082484, 0.03105568, -0.10989536, 0.08261493) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.0504586, 0.06508409, -0.049398873, -0.16662608, -0.12616713, -0.044688534, 0.03846227, -0.022300463, -0.03327362, -0.15346925, 0.17793424, 0.036588836, -0.019084204, 0.06543384, 0.085067295, 0.05110127) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.01786635, 0.12225962, -0.03375853, -0.22218688, 0.010858249, -0.033530798, -0.02049806, 0.08087927, 0.060930867, -0.06764787, 0.13100487, -0.073109254, 0.076791964, -0.00012586846, 0.026481742, 0.0062136976) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.1084866, 0.03762549, -0.09548972, -0.16640791, 0.03548651, -0.068881385, 0.023986844, 0.043238334, 0.019986533, -0.0017191919, 0.023733707, 0.041847404, -0.040570498, 0.038551062, 0.021904211, -0.016889142) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.0673545, -0.08435283, -0.023848081, -0.021350304, -0.07334422, -0.06278782, 0.013349973, -0.008666989, -0.033721317, -0.09444867, -0.057689294, 0.046325743, 0.0069185006, -0.0077961944, -0.05742224, 0.011132635) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.1188402, -0.03211058, 0.048204735, -0.09478723, -0.010398949, 0.044921976, 0.06594539, 0.05331555, 0.01996924, -0.077503495, 0.04379474, 0.016944509, 0.015829273, 0.0148369735, 0.04311943, -0.0695754) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.08061918, 0.025427856, 0.0036758187, -0.24266987, -0.0044095633, -0.059119944, 0.02889521, 0.053272076, -0.06583681, -0.034134936, 0.023660813, -0.012887086, 0.046629276, 0.02253306, 0.089339525, -0.0072067026) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.08627747, -0.0139554525, 0.06765061, -0.18625164, 0.03689903, 0.03735088, -0.025248291, -0.10713696, 0.06814156, 0.09136926, 0.046506178, -0.095904164, -0.008338034, 0.03780045, -0.08385991, 0.035627935) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.016342828, 0.015108024, -0.014508158, -0.13703516, -0.041924275, 0.084583044, -0.014051839, 0.0044254228, -0.007791246, 0.025674943, 0.0228861, -0.1261029, -0.026794566, -0.08544016, -0.051855624, 0.0015968281) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.028327653, -0.06624925, -0.03714457, 0.046090834, 0.027620753, 0.052507635, 0.03213358, -0.09255217, 0.07488177, 0.01741449, -0.025269322, -0.027500547, -0.0648053, 0.010207977, -0.012219648, 0.022031177) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.0033227606, -0.05663005, -0.04574952, -0.020807594, -0.036590092, 0.10508, 0.08536013, -0.14793053, 0.06301495, 0.057319973, 0.0392869, -0.0036850458, -0.021589058, 0.004451186, -0.038794346, -0.06644024) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.021570139, -0.002328515, 0.17560172, -0.10132863, -0.044285562, -0.16159439, 0.06307587, -0.1978661, -0.11880537, -0.00129896, -0.0508321, -0.03386858, 0.029877556, 0.1008922, -0.21476917, 0.031608585) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.08444895, -0.020932944, 0.09197004, -0.040623073, -0.056008935, 0.011273491, 0.0053994074, -0.19535914, 0.019299438, -0.012063091, -0.04706441, -0.056548283, -0.04922507, 0.043493163, -0.27584463, 0.0059334263) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.011051556, -0.11535073, 0.15798391, 0.005070084, 0.03583533, -0.070065595, -0.071961805, 0.045943722, 0.039262764, -0.09596367, -0.02011127, -0.11938158, 0.013030516, 0.022491124, 0.010147978, 0.049552597) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(0.02903141, -0.06797391, -0.10499285, 0.026030395, -0.062160347, -0.018225702, -0.036702015, 0.009951715, -0.03506354, 0.032366946, -0.043200698, -0.010277249, -0.120190054, -0.013806078, -0.046692178, 0.1406622) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.006244261, -0.015698565, -0.008052686, 0.02607586, -0.0150536625, 0.076057374, 0.008160759, 0.0457343, 0.036242943, -0.021668058, 0.012621753, 0.01286513, 0.019122, 0.121596456, -0.002450053, -0.015888197) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.011238558, 0.0017032031, -0.05536977, -0.0955467, -0.082178436, 0.015276623, 0.1605585, -0.01151235, 0.08126428, -0.0057992344, 0.095712215, -0.077067606, 0.035119392, 0.011609007, 0.09267578, -0.090852074) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.07015741, 0.013536124, -0.07434335, -0.106196515, 0.039071333, 0.030651754, -0.025471596, 0.04807092, -0.046125304, -0.005336383, 0.0024000423, -0.09727577, 0.029159792, -0.047070067, 0.05118242, 0.16037795) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.035200372, 0.013126213, -0.023675837, 0.06987328, 0.0028089534, 0.0011208224, 0.09784349, 0.06984075, 0.10327891, 0.016681701, 0.05790606, -0.028778855, -0.028820444, -0.07107981, 0.015330806, -0.07963746) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(0.017108364, -0.05585155, -0.031199947, 0.11534784, -0.0016899522, -0.03958112, -0.10693858, 0.056035727, 0.037524205, 0.0018771747, -0.0034373407, 0.018256366, -0.018820412, -0.10527664, -0.0425959, -0.0031975792) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.0068094893, -0.07368841, -0.07336601, -0.05106255, 0.119756326, 0.09267543, -0.18641104, -0.014572168, 0.055543065, -0.028005479, -0.0203162, 0.10471316, -0.04657727, 0.047923844, -0.17196353, -0.0071904142) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.011437279, 0.05802119, 0.06930897, 0.013184653, -0.030186335, -0.008259032, -0.112418704, 0.047279183, 0.052058123, 0.06591099, 0.16176772, 0.14426062, -0.03343393, -0.0624436, -0.021434642, 0.06874435) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.00072183134, 0.017626574, 0.08440605, -0.04520955, -0.027798716, 0.021879902, 0.12897266, -0.024260756, 0.04358405, 0.008837475, -0.027432002, -0.059347138, 0.027155425, -0.013462658, 0.07979891, 0.037821583) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.018819613, -0.03129012, 0.044792652, -0.027199417, 0.0010351132, 0.0052289567, 0.07979193, -0.103131816, 0.012816141, 0.10633513, -0.2478997, -0.02396936, 0.016666649, 0.06393786, -0.0060065854, 0.045593284) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(0.047775693, 0.10023525, 0.058871344, 0.030437427, -0.043634757, -0.03715778, 0.11454104, -0.0814172, -0.07307213, -0.070162386, -0.12071021, -0.28296897, -0.030172769, 0.019608147, 0.03814432, 0.028654147) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(0.027953887, -0.04257743, 0.1268331, 0.030893805, -0.030173805, -0.026779486, -0.04265322, 0.011727084, 0.047442507, 0.077255644, -0.09563305, 0.12633984, 0.08903872, -0.008407183, -0.06384755, -0.07369501) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.05813343, -0.04391682, 0.080176875, 0.0043620192, 0.032691583, 0.08965384, 0.07076838, -0.16312739, -0.0011124265, 0.06469311, 0.09219247, 0.0070274295, 0.014803089, 0.008920285, 0.0045533385, -0.0527906) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.043116055, 0.027927972, -0.06584836, 0.015935037, -0.005248417, 0.060533494, 0.08806245, -0.062337756, -0.011353424, 0.042351365, 0.007185217, 0.10756737, 0.04988853, -0.010079458, 0.07128236, -0.10375051) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.0013383926, 0.08932383, 0.0417931, 0.06565833, -0.066205315, -0.006596173, -0.1208233, -0.07111459, -0.09118281, 0.03642881, -0.08260205, -0.033975422, 0.03877246, -0.03110848, -0.05632086, -0.036988188) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.09982438, -0.047307603, -0.016758181, -0.100163735, -0.018426085, 0.06900546, -0.29462343, -0.07083321, -0.004624839, 0.03469858, -0.1767586, -0.030222552, -0.062296383, -0.03917537, 0.18547758, 0.118615836) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.022409143, -0.012265641, -0.039356958, 0.0155480215, -0.04026739, 0.083194785, 0.05245501, -0.0148359705, 0.030250976, 0.02656142, -0.0723656, 0.026216717, -0.04194125, -0.021187745, -0.040035635, -0.18176708) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(0.036372144, 0.08902657, 0.032046717, -0.05453333, -0.014221338, -0.019401848, -0.09114826, 0.0418566, 0.019037355, 0.09815341, 0.017588736, 0.011043524, 0.057046466, 0.063022085, 0.06320325, 0.02023955) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.050286658, -0.03259273, -0.025832443, -0.033904582, -0.011880629, 0.04409094, -0.2327753, 0.10298493, -0.0146542685, 0.044804364, 0.15322438, 0.041663993, -0.0041781445, -0.019536553, 0.035680756, 0.029406851) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.06421422, -0.011869183, -0.076941505, 0.018241543, 0.04655919, 0.08476051, -0.03723423, 0.27165037, -0.023605948, 0.007386334, 0.011624948, 0.10100716, -0.04425242, 0.019167423, 0.031097379, 0.06683003) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.049175013, -0.06679547, 0.009842068, -0.038205106, -0.032395486, 0.024768777, 0.09659816, -0.008628422, 0.006174216, -0.0569991, -0.028231023, 0.004303191, -0.06719057, -0.025744364, 0.10732447, -0.097373076) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.04135847, -0.038735565, -0.02248978, -0.03575148, 0.026917875, -0.039798137, -0.03877918, -0.033256702, -0.061393887, -0.014626109, -0.17212515, -0.02882923, 0.03329844, 0.0005753283, -0.06924724, 0.0516359) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.045267574, -0.07765106, 0.021617008, -0.08917944, 0.0425584, 0.011819779, 0.083759554, -0.020602554, 0.018629188, 0.0619638, -0.14236535, -0.09088492, -0.031021947, 0.004137095, 0.07039997, -0.06669237) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(-0.10412178, -0.06821978, -0.009376344, -0.10724991, 0.040979564, 0.03991723, -0.05481046, -0.03662498, 0.06621457, -0.02566576, 0.16577493, 0.012722938, 0.015161039, 0.00769656, -0.030703532, -0.011005145) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(0.06132132, -0.040666096, 0.03614608, 0.043366693, 0.011246473, -0.029649729, 0.09704192, -0.005357341, -0.042611357, -0.0040473454, 0.13435718, 0.017770797, 0.010299275, 0.059667412, -0.3228306, -0.072058514) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.032430697, -0.015933631, 0.03804605, 0.0015630823, 0.05146647, 0.007760148, 0.05184452, -0.035486367, 0.16287257, 0.020889807, -0.016808605, -0.0027578864, -0.00983689, 0.017967414, -0.1497657, -0.023578689) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.047741544, -0.0674839, -0.011459704, 0.0027790328, 0.024662247, 0.013124674, -0.07872517, -0.014549725, -0.0020592648, 0.028392863, -0.04811534, 0.119053215, 0.058230408, 0.0758903, -0.002053968, -0.07950751) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.039618712, -0.026345039, -0.07730614, -0.011386788, -0.042055756, 0.0581805, -0.033499237, -0.014847153, -0.09238047, 0.05647376, -0.2639677, 0.03909353, -0.04899338, 0.048105955, 0.00821775, 0.02301182) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(-0.011532182, -0.07956592, 0.02614665, 0.027822217, 0.034414176, 0.0044247727, 0.04680813, 0.103875354, 0.049063306, 0.02453779, -0.08866842, 0.036089815, -0.0590266, -0.054534677, -0.07177492, -0.014548463) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(0.008328182, 0.051831983, -0.11147683, 0.16845107, -0.035666723, 0.02115152, 0.06340138, -0.055948313, 0.08956453, 0.03383547, 0.022037974, 0.005859562, 0.018056756, 0.034560904, -0.015019886, 0.045243543) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.119384766, -0.044576436, -0.123205185, 0.056620676, 0.03059588, 0.008447929, -0.069402926, 0.05003846, -0.03168592, 0.039400954, 0.052116334, -0.014829764, -0.03739895, 0.0011307594, 0.023558866, -0.0010353045) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.020604985, 0.03829853, -0.07178288, 0.038766228, -0.010577759, 0.05239421, -0.029033707, 0.007398321, 0.070302494, -0.027272051, -0.04513423, -0.08755365, -0.030427584, 0.05512685, -0.10133613, -0.01354409) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.045655087, -0.010780689, 0.18530732, 0.030947683, -0.04458518, 0.020174827, -0.044197503, -0.074608214, 0.031570293, -0.009409739, -0.094079226, 0.02308208, -0.039779846, -0.06312654, -0.1229876, -0.059108067) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.033577, -0.104027264, 0.14230324, 0.04181207, 0.08429016, -0.002420776, 0.044587683, 0.06724051, -0.01710488, -0.121109195, 0.19245991, 0.020002374, 0.06272429, 0.054695357, 0.039389253, -0.04215225) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(0.103099056, -0.076679096, 0.044631336, -0.0017178098, 0.027193913, -0.056498855, -0.08171553, -0.0045826174, -0.033700623, 0.051741444, 0.043901842, 0.05975472, 0.047614824, 0.018316356, 0.050674688, -0.17392935) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.050746307, -0.06927893, -0.07388271, -0.14207588, 0.031679474, 0.088145636, 0.13731, -0.0646985, 0.006077401, 0.013773408, 0.031894207, 0.07830646, -0.037711978, -0.058057, -0.04439461, -0.03736185) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(-0.026818063, -0.07921293, -0.04411991, -0.055056427, 0.04720832, 0.008428782, 0.067506224, -0.0005139902, 0.04699322, 0.1440894, 0.14249481, 0.01014312, -0.009135011, -0.0073810313, -0.08339491, -0.015164385) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.05629829, -0.07031563, 0.12171439, 0.038373217, 0.02823365, -0.0230753, 0.10722627, 0.021266991, 0.044287764, 0.057805005, 0.051360413, -0.013467288, -0.089045346, 0.053073376, -0.103241675, -0.043693025) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(0.028871885, 0.069700636, -0.024258882, -0.02752711, 0.00019105503, -0.015016382, 0.092230625, -0.035966754, -0.0911522, -0.066530384, 0.042826068, 0.019506814, -0.0031559125, -0.026756383, -0.06951716, 0.0120411385) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(0.007964552, 0.06423418, -0.12547295, -0.12769473, 0.095203556, -0.03509058, 0.04168362, -0.04878981, 0.072239704, -0.08613984, 0.19031352, 0.013566257, 0.03237939, 0.002960456, -0.00543912, -0.090702906) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.029906364, 0.02312954, -0.039068405, -0.16190009, -0.09224569, -0.031059807, 0.06936328, -0.11263341, 0.013503711, 0.037817467, 0.011086927, -0.06384579, -0.05616779, 0.005781088, 0.052223373, -0.17636453) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(0.0074241087, 0.036873545, 0.111926146, -0.033447262, -0.08061299, 0.04715982, 0.0057490836, -0.12234012, -0.019855713, -0.052541237, 0.027803965, -0.022309737, -0.018564835, -0.040394727, -0.082092635, 0.05010123) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.06789611, -0.04384773, 0.03025476, -0.1414503, -0.06307834, 0.07117125, 0.0019074578, 0.056261003, 0.045844253, 0.12343522, -0.080539405, 0.031254523, -0.04873932, -0.026298422, -0.046114504, 0.10815782) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.015875384, 0.009898091, -0.0092575485, 0.0018433528, 0.033258416, 0.053746384, -0.1040333, 0.040147837, -0.18597893, 0.0095051285, -0.09706317, 0.11498624, -0.13649859, 0.024711078, -0.09361495, -0.095815495) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.0045639714, -0.06725901, -0.10461258, 0.016652897, 0.0071862973, -0.042781986, 0.041690163, 0.0017894265, -0.017133756, 0.043727748, -0.008021358, -0.03354333, 0.04841632, -0.061214298, -0.055060443, 0.0757587) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.02565285, 0.015384623, -0.08513364, 0.012970113, -0.008472655, -0.02128074, 0.018568132, 0.053567577, -0.006417896, -0.08540258, 0.019828836, -0.0133347735, 0.0046054414, 0.07779871, -0.076674975, 0.023468275) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.012075245, 0.023621721, -0.02740885, 0.101528905, -0.018284526, 0.0020834703, 0.002139, 0.11068604, 0.09154123, -0.014122623, 0.020609705, -0.08527345, -0.0049329046, 0.0658914, -0.054329924, 0.10539874) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0037414776, -0.008942531, -0.0019100541, 0.0044174613); + result += mat4(0.004484741, -0.036167882, 0.009847092, -0.059477314, -0.022828026, 0.030624412, 0.01048997, -0.01292663, 0.028656546, 0.030830521, 0.00242591, 0.057176635, 0.09097583, 0.041024026, 0.026813053, -0.016347919) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(-0.032842763, 0.04552943, -0.04368343, -0.07074871, -0.038557295, 0.03868456, -0.0015166008, 0.060066693, 0.027881479, -0.0025662724, -0.011144619, 0.028063614, 0.006946134, 0.048274852, -0.013009583, -0.012165507) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(-0.036498155, -0.13183525, 0.021419115, -0.01784249, 0.07434229, 0.03601352, -0.015408686, -0.055577304, -0.0048858454, 0.0035838033, 0.12113434, -0.023081005, 0.03269293, -0.08395392, -0.022953006, 0.0009862087) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.033841606, -0.06765055, 0.033711474, -0.014560319, -0.119537376, 0.01824985, -0.012731271, -0.042087957, 0.07293949, 0.024198337, 0.0628577, -0.034802165, 0.11070003, 0.06494943, -0.0010466138, 0.05882893) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.028576285, 0.057043213, 0.08596521, -0.06432868, -0.076701835, -0.0402682, 0.006439564, -0.021807622, -0.04212013, 0.0881013, -0.10644234, 0.13514292, 0.06936173, 0.08546055, 0.054745518, 0.05199153) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.034520708, 0.074494414, -0.02584861, -0.09239, -0.018922983, -0.1165058, 0.0043572555, 0.02536176, 0.016209872, -0.08826549, 0.06420475, 0.10934232, -0.009979831, 0.08219814, -0.024342576, 0.12715061) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(0.02894293, -0.0010711614, 0.016368678, 0.003707369, -0.072975494, -0.070197195, -0.010618335, 0.05662138, -0.082513645, 0.02252169, 0.004864933, 0.04351783, 0.0731072, 0.033954754, 0.07968599, 0.000199645) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.03218991, -0.2123559, 0.05235623, -0.03925436, 0.074835144, -0.057651293, 0.008876883, -0.036585804, -0.025672048, 0.058425043, 0.03650923, 0.060423113, 0.018797008, -0.027644409, -6.483469e-05, 0.027819235) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.015199536, 0.056643598, 0.001992232, -0.025052974, 0.056276117, -0.040917616, -0.008335047, -0.011062116, 0.002939601, 0.04067819, 0.0024955678, 0.123486444, -0.042659055, 0.022091271, 0.050526906, -0.06748235) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.0016714755, 0.052304633, -0.04289812, 0.0049488535, -0.112180464, -0.029048778, 0.01698139, 0.008288524, 0.08404076, -0.05043747, -0.03176555, 0.05927947, 0.0034910853, -0.057448074, 0.014577508, -0.14276062) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(0.079174004, 0.10550688, -0.023277357, 0.0044404455, 0.06283814, -0.036640268, 0.027231714, -0.013710024, -0.047359023, -0.067529246, 0.041360572, 0.12454084, 0.03502521, 0.048834167, -0.03595462, -0.06001178) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.046270914, 0.17629123, -0.020664372, 0.0009171014, 0.023216214, -0.025131289, -0.014699031, 0.041209262, 0.010299059, 0.07659915, 0.0053361366, -0.08090268, -0.03487455, -0.06447407, 0.019916475, -0.05139665) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.18963557, 0.018066667, 0.0037690355, -0.094158195, 0.07189466, 0.03463454, 0.018669048, -0.01489584, 0.009428244, 0.02217091, -0.03917222, -0.0043844585, -0.003852937, -0.08082797, 0.035934392, -0.019763049) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.19222623, -0.11573391, -0.00954242, -0.09974071, 0.14179039, 0.032932617, -0.012414112, -0.03413563, -0.037066013, 0.04547361, -0.022495942, 0.117219925, 0.08693785, -0.128567, 0.018197402, -0.072188064) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(0.0302838, 0.02201547, -0.020979539, 0.070871174, 0.000803711, 0.15209037, -0.045451466, -0.03853471, -0.018709822, 0.044736236, -0.04773733, 0.0675615, -0.022110213, 0.040851872, 0.018720722, -0.046364304) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.025737463, -0.09645422, 0.014555157, 0.062278222, -0.009631733, 0.039096806, 0.06882698, -0.068697564, 0.075384796, -0.030795548, 0.023757009, -0.019109732, -0.0048626475, -0.027294433, 0.01872056, -0.015900496) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.03255791, 0.042342886, -0.03860541, 0.021001657, 0.06618486, 0.047649916, 0.0017571396, -0.08110615, 0.024451219, -0.044206332, -0.040251408, -0.043098386, -0.07215681, 0.058516275, 0.0357355, 0.025246073) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.06271995, 0.01623303, 0.023689391, 0.0058845296, -0.03049818, 0.13931814, -0.023251915, -0.054805983, -0.04447121, 0.032653775, 0.010675448, -0.008244632, 0.013203213, 0.051615898, -0.027822684, 0.019252237) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.02279438, -0.07268177, -0.019068193, -0.049678765, 0.075838216, 0.04380972, -0.021117913, 0.007608896, 0.0729225, -0.03832354, 0.019641409, -0.0004013867, 0.012310561, -0.10409058, -0.0052667847, -0.012463305) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.032599896, -0.19013958, -0.036051095, -0.069090754, -0.014464639, 0.08741735, 0.08980748, -0.053734206, 0.14219321, 0.07205151, -0.015212013, 0.01308841, 0.10159755, 0.14754519, 0.0759467, -0.0022076622) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(-0.015183392, -0.019413197, -0.08061843, -0.055378877, 0.03517532, 0.03493723, -0.0041842293, -0.047289748, 0.034225304, 0.008645886, 0.0138798375, -0.012323154, -0.055272274, 0.010287884, -0.08888677, -0.03341555) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.0073814285, 0.044571556, 0.11510163, -0.044049285, 0.011895431, 0.023595039, -0.0034164938, 0.002914333, -0.06152991, 0.034690894, -0.027510472, -0.018556302, -0.027804676, -0.015384894, 0.009195277, 0.052859504) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.031161552, 0.121566676, -0.026566379, 0.14496773, 0.0002781167, -0.12654969, -0.04102138, 0.03056938, -0.0040391465, 0.07899596, -0.011941705, -0.072069205, 0.03806569, 0.034638777, 0.012359684, 0.06464847) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.023707038, -0.058274675, -0.06117994, 0.0015577787, 0.046504762, -0.0071702595, 0.027817093, -0.0557876, 0.037505012, 0.115174785, -0.02636698, -0.025237035, 0.088198274, 0.18727212, -0.070214085, 0.13277467) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.04852515, 0.008096365, 0.007826868, -0.06690943, -0.073614985, -0.02468604, -0.036902737, 0.008502666, 0.023988308, 0.08561955, 0.013576877, -0.044677217, -0.07057747, 0.008662925, -0.027297666, 0.042377483) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(0.02383377, -0.06202214, -0.03024978, -0.11365149, -0.08957434, 0.10653521, -0.03180664, 0.06237826, -0.005892756, 0.1389679, 0.032081045, -0.027324943, 0.12647702, -0.14972335, -0.0420342, 0.050479382) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.0037033584, 0.045729123, -0.075341724, 0.0068379883, 0.043247633, -0.06529374, 0.017649096, -0.033074904, -0.010150768, 0.005204385, 0.032893784, 0.036967505, -0.072555736, -0.012871556, -0.0522799, 0.03842975) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(0.027105195, -0.032222554, -0.026831, 0.02923393, -0.029216107, -0.0037107235, -0.019523747, 0.02210568, 0.020226372, 0.05754165, 0.032513686, 0.009836957, -0.07257721, 0.10391568, 0.036012806, 0.009795254) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.055486567, -0.009358439, -0.01999337, 0.050999276, -0.026654515, 0.05842005, 0.022936806, -0.051715348, 0.014095765, 0.019962624, -0.030064087, -0.054716893, -0.067147374, 0.12894963, 0.0037548312, 0.04657668) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(0.01232213, -0.05799942, -0.0120411925, -0.01833432, -0.008159317, 0.045978494, -0.014769394, -0.07422537, -0.00337026, 0.003008319, -0.011865849, -0.010488088, 0.024712889, 0.0802811, -0.0019794814, 0.058025353) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(0.087808274, 0.01418742, 0.059627924, -0.031143134, 0.031970795, 0.036422517, 0.03775366, 0.025819229, 0.13353048, -0.129827, 0.031624317, -0.009665338, -0.06473427, -0.07867496, 0.010448545, 0.05844478) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.007995994, -0.09616334, -0.040358637, 0.0054106694, 0.08524035, -0.049305636, 0.059913687, -0.027656613, 0.053555973, 0.05866609, -0.00944467, -0.13279673, -0.035522956, -0.0457365, -0.017792063, -0.022009106) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(0.009248711, 0.0042367782, 0.04455084, 0.040442258, 0.0075453194, 0.000120458215, 0.0036354885, 0.02057366, -0.015057789, -0.015506626, 0.04730468, 0.0019385514, -0.05972524, -0.10252041, 0.03845719, -0.06364403) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.033652473, -0.06449806, -0.010923389, -0.026250826, -0.08507141, 0.13282676, -0.014394807, 0.017225284, 0.084587984, -0.122046106, -0.032119058, -0.060038235, -0.0018683143, -0.07254033, 0.017310293, 0.012778487) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(0.01201036, -0.0063133975, 0.027450182, 0.050325926, 0.03002365, 0.09763526, 0.0003020771, -0.093888715, -0.049456198, -0.27377495, -0.09282327, -0.12183506, -0.05223528, -0.012042137, -0.08813836, -0.12004615) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(0.009727773, 0.015039009, 0.005461786, 0.061484378, -0.009704712, -0.12453867, -0.00040642038, -0.028421802, -0.13540377, -0.026216934, -0.035739407, 0.043513335, 0.08184309, -0.14319685, -0.005132202, 0.02198434) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(0.076363795, 0.024169741, 0.0094955675, 0.0011816344, 0.013387227, 0.030012207, -0.05960348, -0.0028376058, -0.0037267932, -0.030797994, -0.022117455, -0.017128535, -0.025943179, 0.04581467, -0.011210822, -0.07779623) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.07590376, 0.059095632, 0.04444, -0.023389608, 0.035489604, 0.012645479, -0.045803826, 0.0020893938, -0.049711972, 0.11678938, 0.053841874, 0.019126633, 0.0018987989, -0.049943272, -0.10205871, 0.09446612) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.034488093, 0.022127781, -0.038257167, -0.0016258662, -0.025868554, 0.13992761, -0.00805064, 5.3428234e-05, 0.011111297, -0.06370033, -0.006411743, -0.04274466, -0.06563204, 0.04919838, -0.024868073, -0.040872164) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.032771155, 0.0015759591, -0.0030849744, -0.012725834, -0.02217657, 0.047175426, -0.079023436, 0.01764564, 0.029903637, -0.14278595, -0.009068842, 0.013546647, -0.027475571, 0.005120303, 0.040971138, -0.095307544) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.04993979, -0.07024095, 0.04829985, -0.0011044157, 0.06536509, -0.12649176, 0.024462858, -0.045888428, -0.003683891, -0.049648248, -0.047201272, -0.0053760875, -0.00063791533, 0.14354683, -0.14334391, -0.014860198) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.027730802, 0.11151266, 0.024491882, -0.013060895, 0.011936389, 0.071648166, 0.013284897, 0.07083711, -0.014486363, -0.027968885, 0.010843406, 0.06379314, 0.027077392, -0.15599473, -0.02339202, -0.099914715) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(0.03430988, -0.21906753, -0.009957661, 0.011003699, -0.04554353, -0.11369048, -0.05694345, 0.06565865, 0.031044511, 0.21506727, -0.03975228, 0.05442051, 0.099332094, -0.0332486, -0.022595586, -0.12769935) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.049341593, -0.181199, -0.04247891, -0.00019062837, 0.064972065, -0.04863504, 0.026854198, -0.029225197, -0.007990051, -0.046903923, 0.033289183, -0.051704627, -0.06226592, 0.10515548, -0.050392132, 0.024441509) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.07817566, -0.2198432, -0.061264284, 0.03139592, -0.015163001, -0.04457997, -0.047015034, -0.026262995, 0.02254005, 0.011151397, 0.0053651906, 0.0039397352, -0.019977367, 0.09473548, 0.031665258, -0.1339141) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.023206025, -0.055530522, 0.039677106, -0.0051001795, 0.02249507, -0.016056648, -0.014207494, -0.07358727, 0.0222681, -0.016842261, 0.046640374, -0.011197654, -0.057304136, 0.08487998, 0.00035841396, 0.0015534164) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.018046655, -0.045851093, 0.02736232, 0.024511611, -0.059031095, -0.068605185, 0.0069470857, -0.033531927, -0.048072007, -0.094616696, -0.008739754, 0.13584466, 0.08634941, 0.12502688, 0.013288132, -0.10224378) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.010014871, -0.1686737, 0.06831921, 0.03978413, -0.013882219, -0.038093045, 0.012337267, -0.022631325, 0.048861288, -0.14151034, -0.00027513862, -0.1152278, -0.005020832, 0.13272195, -0.02890495, 0.010042245) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.00088300783, 0.07736834, 0.031808972, 0.05057029, 0.114518955, 0.08571633, 0.002603915, 0.029067269, 0.009007135, 0.0011954125, 0.076764815, 0.043900806, 0.03146791, 0.014388417, 0.03348972, 0.053163517) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.06289875, 0.10260305, -0.011337184, 0.011027719, 0.0016120179, 0.07765526, 0.040681895, 0.028566001, -0.05427478, -0.026886843, -0.050910737, 0.12070923, 0.027646672, 0.13911365, 0.03108526, -0.08299342) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.042489085, -0.02389963, 0.0012992327, 0.098465756, -0.052608512, 0.01751369, -0.003308613, 0.050999314, -0.036964677, -0.15943737, 0.087471664, -0.026885193, -0.043999862, 0.064475164, 0.032843843, -0.045582417) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.04281166, -0.031778604, -0.010940234, 0.0027126877, 0.028420156, -0.015083602, -0.034123864, -0.04146718, 0.05921886, -0.17638826, 0.043674245, -0.05492087, -0.047423486, -0.021355212, -0.011513477, -0.037949577) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.019802295, -0.11508867, -3.0562056e-05, -0.0079229865, 0.015836006, 0.03333626, 0.0049949638, -0.0144241825, 0.0031437937, 0.10472002, -0.08705694, -0.023822926, -0.06485579, 0.115366794, -0.030815262, -0.043671586) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(-0.02491481, -0.0050808075, 0.044846397, 0.046877153, 0.036627136, 0.022979068, -0.0054921354, -0.032982364, 0.03864485, 0.10103102, 0.04725598, -0.0073007997, 0.011043774, 0.020650849, -0.0074444604, -0.015143542) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.00015334344, -0.06341982, 0.0077692727, -0.06435981, -0.007851315, -0.067197986, -0.047324087, 0.045290552, -0.13635762, -0.020214327, -0.08551798, -0.027994914, 0.032990746, 0.050145596, 0.04543882, -0.014311337) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.02194202, -0.16767402, 0.057291348, 0.031145852, 0.033331603, -0.02106617, 0.059719115, 0.03152421, 0.05971258, -0.07512611, 0.019083958, -0.028290158, -0.087561935, 0.16897878, 0.0065288297, 0.0046411026) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(-0.0064448616, -0.12012039, 0.042021286, -0.05935612, -0.005303248, 0.04184568, 0.019484708, -0.04256954, -0.006832843, -0.17282668, -0.0033720925, 0.033652596, -0.016570207, -0.095789075, 0.028120616, -0.014109161) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(-0.076295085, -0.045081645, -0.10022983, 0.05412095, -0.05795162, -0.018788222, 0.0027172978, -0.034074, 0.0070080366, 0.1508008, -0.021334415, 0.095339164, -0.055814575, -0.11852318, -0.027295202, -0.04893812) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.045446735, -0.049178302, -0.0024264632, 0.08887493, 0.047741674, -0.15489377, 0.01190234, -0.11386965, 0.043861922, 0.14602362, -0.027998077, 0.17574212, -0.01896789, 0.02103667, -0.029990053, 0.03381011) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.042838547, 0.014826047, -0.006804846, 0.05445213, 0.0107418625, -0.05821169, -0.017666949, -0.050038327, 0.10313449, 0.12907052, 0.022494342, 0.011309294, 0.05756236, 0.01433468, -0.052788403, 0.06234472) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(-0.0380195, -0.015779527, 0.017603507, 0.13228545, 0.030294582, 0.09838603, -0.00077082217, 0.006437178, 0.04940073, -0.024270294, 0.0055310405, -0.044922136, -0.026298776, -0.0628143, 0.025017174, 0.04899281) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.01588886, 0.03049298, -0.014881936, 0.04855316, -0.0191581, 0.082220644, -0.012960018, 0.03552634, 0.01629252, -0.006197504, 0.006898984, -0.016259264, -0.10591255, -0.109938234, -0.022118917, 0.011825624) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.013914975, 0.016422966, 0.027080556, -0.0070590177, -0.0691145, 0.059994683, -0.0003364626, 0.032505754, 0.010260604, 0.0019261317, -0.009494075, 0.07708256, -0.025587134, 0.050320756, 0.021542698, -0.026822142) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.029876744, -0.05806836, 0.00088052626, 0.039481692, -0.12404909, 0.010675261, -0.01167464, 0.12826025, 0.05867169, -0.020320188, -0.048464205, 0.03458894, -0.042191256, -0.07279444, -0.018892283, -0.02739167) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(0.0128031485, -0.046513055, 0.014145994, -0.009947879, 0.016454494, 0.071941845, 0.008654156, 0.034830067, 0.0054473095, 0.0032422016, 0.036956787, -0.001888994, 0.0012679839, -0.0760909, -0.0118856, -0.010141708) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.021196596, 0.045268465, 0.017169392, -0.0009993269, -0.0367554, 0.23827688, 0.035209633, 0.037473958, -0.04899315, -0.19329771, 0.0047976673, 0.03320723, -0.029574716, 0.07818495, 0.0023692984, 0.00043571182) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.06692635, 0.046716772, 0.008505748, -0.0068143904, 0.016994674, 0.0045370287, 0.006059657, -0.019910606, 0.20609732, -0.003402507, 0.05196346, -0.015792415, -0.1674484, -0.06848623, -0.020702995, -0.016600532) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.02556035, 0.054174438, -0.037325047, -0.065946445, 0.032206178, -0.008804066, -0.027529102, -0.045771245, 0.022886643, 0.09878504, 0.0051666065, -0.10570877, 0.019335523, -0.06323618, -0.06787963, 0.07384056) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(-0.02486968, -0.02515189, 0.024701517, -0.028800473, -0.042821687, 0.01538738, 0.022151878, -0.03904415, 0.072394066, 0.112245575, -0.030723084, 0.015512469, 0.030357458, 0.0073830225, 0.036763836, -0.035775535) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.0072410847, -0.034791116, -0.01023419, 0.08337094, 0.025608944, 0.11159764, 0.0089993365, -0.023451157, 0.11975627, 0.048038963, -0.06388296, 0.035810836, -0.028915206, -0.06917563, 0.0068483516, 0.038790498) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(0.095374, 0.07109355, 0.0016297232, -0.014569022, 0.0032654605, -0.06579484, 0.044728626, -0.032137487, -0.079704516, -0.09362815, 0.05408694, 0.11570054, 0.003487744, -0.3167224, -0.020792764, -0.043787394) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(0.005876692, -0.048514985, -0.0100105265, 0.08018275, -0.03380905, -0.09808053, -0.039084584, 0.028302813, 0.012511768, -0.045290712, 0.015695011, -0.019206556, 0.042897183, -0.14270857, 0.05404672, 0.039722323) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.005183828, 9.48733e-05, 0.0036475817, -0.007278215); + result += mat4(0.020084474, 0.06758243, -0.03163163, -0.015041143, 0.06822232, -0.04848858, -0.04129351, -0.045100506, -0.039240524, 0.052516963, -0.061416056, -0.07929778, 0.14122812, -0.024540713, -0.002548528, -0.038768183) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.16094725, -0.0017164103, 0.034322836, 0.091051824, 0.046149883, 0.043405842, 0.031773653, 0.075929835, -0.26720932, -0.12901238, 0.09676169, -0.027014602, 0.09377516, -0.102975786, -0.025952902, 0.043833952) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(-0.11873157, -0.05366836, 0.005809096, -0.07089157, -0.005418724, -0.063462086, -0.011726954, 0.009559474, -0.088419326, 0.04822798, -0.01304656, -0.031353764, 0.09209975, 0.076913536, 0.0032916546, 0.097415045) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.0026841988, 0.017445477, 0.011122808, -0.08312353, 0.01905077, -0.046288166, -0.05753952, -0.04826398, -0.023975704, 0.068933964, -0.10714086, 0.066289626, 0.17359567, 0.036257207, -0.04542655, -0.103699975) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.31524998, -0.012154288, -0.030318275, -0.011442315, 0.111295335, 0.014898294, -0.1124792, 0.092015296, -0.004324064, -0.008793627, -0.03769413, -0.023064213, 0.047377303, -0.12498418, -0.057557322, 0.12475154) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.23874, 0.0249557, -0.066145115, 0.017380409, 0.059564423, -0.0076036146, -0.040494777, -0.12159404, 0.008738101, 0.056858916, 0.069194295, 0.036531333, 0.13975592, 0.12356534, 0.058181904, 0.0903529) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.03268226, 0.035256535, -0.038870174, 0.015922057, 0.06780476, -0.013164643, 0.06383094, -0.0232432, 0.0801628, 0.022433853, 0.03222594, 0.027797991, -0.016772788, 0.07206531, -0.019493481, 0.010356457) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.21125679, 0.074805856, -0.084294066, -0.02514227, 0.106017366, 0.08639548, 0.015640467, -0.031479973, 0.122208096, -0.022332968, -0.054364584, -0.019867871, 0.093458034, 0.0071755713, -0.12753798, 0.08270919) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(-0.057050522, -0.025940249, -0.09415107, -0.025350407, -0.05812817, 0.035093572, -0.028013727, 0.028546399, -0.08039199, -0.0150702875, -0.009311095, 0.0065879747, 0.3047706, 0.05574404, -0.033010818, -0.007265517) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.030652447, -0.041227262, 0.035115935, 0.031650025, -0.080373235, 0.059490025, -0.03920817, -0.06956479, -0.14964712, 0.06561436, -0.14088322, 0.06069411, 0.021561049, -0.0068443236, -0.055435922, 0.052801922) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(0.08930892, -0.09218568, -0.030797647, 0.14157633, -0.023988534, 0.07369453, -0.13258064, -0.059660915, -0.01627556, 0.088762656, -0.04034127, 0.010952057, -0.1045898, 0.021010138, -0.00049335667, 0.0064072153) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.10516539, -0.06400941, 0.17550892, -0.22169666, -0.08434004, -0.08285036, -0.052289184, -0.06591055, 0.037690066, 0.00083151687, -0.08122602, 0.03628359, -0.12501796, -0.08612325, 0.118431434, 0.045161806) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.01984631, -0.095183335, 0.06725137, -0.12781043, -0.027476525, 0.058118265, -0.16233177, -0.11222702, -0.07968252, -0.06445811, 0.04900128, -0.05555353, -0.17969036, -0.02172841, 0.11800591, -0.06279502) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.0490286, 0.018457355, 0.11178663, 0.054934822, -0.046609968, 0.09344987, -0.1087852, 0.009706434, -0.009962842, 0.0006343639, -0.01795261, -0.0039077057, -0.037311073, 0.023092752, 0.048514724, 0.028217867) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.049261466, -0.16242193, 0.118966885, -0.04849398, -0.27263862, -0.013452888, 0.010806433, -0.080282986, 0.010567469, -0.010667685, 0.022810549, -0.07131424, 0.12308475, 0.14801408, 0.056054402, -0.022952506) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(0.071949534, -0.020015609, 0.04479269, -0.043958414, -0.0074409656, 0.09662093, -0.18149659, -0.04736349, -0.10015563, 0.06464597, -0.062216144, 0.07623865, -0.10409154, -0.009720332, -0.018261196, -0.038592853) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.06697311, 0.00713229, 0.0369223, 0.044009376, 0.09440097, 0.06326054, -0.017163811, 0.04567967, -0.15973982, 0.01616487, -0.055740166, 0.014525839, 0.07148315, -0.01712614, 0.12618785, -0.07828111) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.07186514, -0.17031842, 0.04104493, -0.024935475, 0.026281364, 0.12318267, -0.046379983, -0.0009125941, -0.0921953, 0.007627284, -0.007272264, -0.030789835, 0.10124397, -0.001004542, 0.057039894, 0.04633968) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.12392101, -0.028702796, 0.056750957, 0.007129588, 0.029564587, 0.00092405186, -0.039454203, 0.0057106735, 0.15944967, 0.0038486163, 0.03525685, 0.043431155, 0.03659633, -0.026173823, 0.20540638, 0.043027148) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.030884977, 0.08644413, -0.006750194, -0.055511348, -0.043957673, 0.008614438, 0.09056483, -0.01068272, -0.009052156, -0.038130112, -0.028486893, 0.11612213, -0.015602673, -0.05362466, -0.02594949, -0.08500749) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.080815874, 0.0026207983, -0.0066927373, 0.009048285, 0.06103288, 0.014697041, -0.057359442, 0.012553881, 0.061601933, -0.06904595, -0.0027673668, 0.053590555, -0.09300046, 0.03732454, 0.08645817, -0.057929344) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.11480543, 0.008807467, -0.13809875, -0.11486113, -0.017740458, 0.025068108, -0.01540493, -0.08816731, 0.0004072931, -0.00090111303, 0.053571865, 0.058363173, 0.052318886, -0.018555425, -0.08363434, -0.046586525) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.010532966, -0.014319378, -0.16157311, -0.10695006, -0.011086462, -0.062049236, 0.064187236, 0.10528164, 0.02255839, -0.11748393, 0.04988784, -0.029166158, -0.14557056, 0.031609435, -0.023633072, -0.00612674) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(-0.08116143, -0.00892868, -0.0032722983, -0.075384825, 0.05423199, 0.04941447, -0.057388604, -0.008382921, 0.06986472, -0.027727604, -0.108038634, -0.05643016, -0.2490234, -0.052433535, 0.19662307, 0.04139329) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.0040986817, -0.056307986, 0.10085726, -0.08170585, 0.02368324, -0.054406643, -0.07967195, -0.18498209, 0.013213182, -0.012953786, -0.019395493, 0.06634888, 0.030442573, -0.0060277428, 0.11078548, -0.048440408) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.14001697, 0.09525112, -0.058488477, 0.0108522205, 0.049057387, -0.0017265353, 0.046733636, -0.061131, 0.033210788, -0.095999084, 0.017875016, 0.06153714, -0.10104328, -0.06734948, -0.13138089, -0.0711384) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(-0.003986691, 0.033322044, -0.009040505, -0.05749956, -0.082490265, -0.04965712, -0.03275798, 0.061537873, -0.10737846, -0.038975406, 0.014959829, -0.03510323, 0.09161383, -0.040849395, -0.14151348, -0.048245214) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(0.10248654, -0.118185736, -0.017426714, 0.07858311, 0.067377746, 0.0044417116, 0.12923846, -0.03164329, -0.02265044, -0.011377758, 0.027411573, 0.0020943284, 0.03919726, -0.018601276, -0.0064453073, -0.0025711535) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.07893498, -0.13368934, 0.08775006, -0.038655058, 0.10449137, 0.0053819455, -0.033867374, 0.085984394, -0.070471026, 0.0049262047, -0.011948881, -0.08433344, 0.011943344, -0.009540346, 0.030737208, -0.048308797) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.079259396, -0.15785138, 0.014628006, 0.015464384, -0.002886263, -0.022427486, 0.0017008022, -0.030219732, 0.10098018, -0.095941834, 0.026249511, 0.1198372, 0.02303758, 0.015658986, 0.049430996, -0.08048024) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.04786982, -0.046797544, -0.0942441, -0.12997016, 0.013038792, 0.04825454, 0.1024186, 0.096311554, -0.013183089, -0.02633694, 0.11219724, -0.032854296, -0.022819113, 0.06497123, -0.00055029214, 0.033228632) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.10928695, 0.10596979, -0.06845, 0.024489723, -0.13669446, 0.12103362, 0.05328958, 0.025558246, 0.19972636, 0.008543489, -0.05463502, 0.046664193, -0.12663436, 0.09406971, -0.08760867, -0.005901504) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.05028972, -0.017115591, 0.04266699, -0.06515177, -0.04762028, 0.0031366397, -0.0041678385, 0.035679277, 0.013424573, -0.022166906, -0.014535474, 0.065817714, 0.028838124, -0.026406787, -0.07288617, -0.07143175) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.057133753, -0.09802989, 0.028036745, 0.084401906, 0.027545452, -0.08629153, -0.0020149522, 0.03489328, -0.03010585, 0.006194952, 0.03818026, 0.14170107, 0.02132061, 0.07885793, -0.009912383, 0.01978781) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(0.0046634856, -0.014551274, 0.05275205, -0.07182041, -0.020745542, 0.0572748, 0.027613593, -0.036645923, 0.028924294, 0.02441303, -0.020646377, 0.15367362, -0.047688983, 0.025618281, -0.024550324, 0.021311596) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.14826067, -0.09505668, 0.03618859, -0.10629534, 0.011267332, -0.041326527, -0.014121005, -0.04342942, 0.33868036, 0.13870789, 0.085968114, -0.030337846, -0.05222308, 0.030231798, -0.041573644, -0.056025058) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(0.10095144, 0.022108816, -0.09065052, 0.0249978, -0.06387984, -0.07155669, 0.09489915, -0.2866436, -0.112463154, -0.010514248, 0.0562328, 0.025498142, 0.040049702, 0.01347543, -0.16509897, 0.04868755) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.06751335, 0.04288561, 0.0253029, 0.015099063, -0.18023911, -0.11444089, 0.06786661, 0.0031829143, -0.036808398, 0.07630061, 0.04394285, 0.043022998, -0.06843075, 0.04361282, -0.037314072, -0.1019303) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.05816609, -0.024462463, 0.051480245, 0.06054156, -0.09656424, 0.01360741, 0.14613502, 0.0064378437, -0.0462218, 0.1011631, 0.020779507, 0.05272554, -0.05755989, 0.022410732, -0.039838053, -0.07195673) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(0.13972802, -0.03407443, 0.0051996172, -0.04519688, -0.02649703, -0.09987713, 0.11394459, -0.17392594, -0.13719091, -0.010274014, 0.11446284, 0.017232668, -0.03157133, 0.00022486794, -0.31069458, 0.07730876) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(-0.07988087, -0.034715787, 0.0041619306, -0.023999168, -0.23126392, -0.21191575, 0.1364215, 0.06270414, 0.17039965, 0.049361255, 0.005830689, 0.04183137, -0.04642504, -0.063618846, -0.039327797, -0.11279039) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(-0.12523028, 0.04395949, -0.005660064, -0.019171482, -0.17428866, -0.22599177, 0.059077267, -0.015947852, 0.15185781, -0.08648282, 0.16455238, -0.07151107, -0.13092844, 0.032658502, -0.015240357, 0.051895984) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.13100336, 0.025543071, -0.025536044, -0.014872929, -0.120649405, -0.06459796, -0.016611774, -0.104085535, 0.06808806, -0.049584474, 0.1111196, -0.077503316, -0.062009703, -0.011816306, -0.15544173, 0.08275689) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.033608884, 0.01093746, -0.0011567475, 0.09868517, -0.28505898, -0.07686699, 0.01224774, -0.047466893, 0.21479225, 0.09538759, -0.098568104, -0.039737485, -0.16530702, -0.014578932, -0.14710942, 0.03382815) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.18589973, 0.03238936, 0.06293755, -6.132251e-05, -0.068885945, -0.0957068, 0.09681253, 0.095082276, -0.1045635, -0.0046055703, 0.063556455, -0.017115215, -0.11644404, 0.15521795, -0.040276155, 0.0067145214) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.089477226, 0.041485947, -0.052893024, 0.0059125014, -0.07709741, -0.027194189, -0.09878587, -0.01041845, 0.013770305, -0.00035222294, -0.16414066, 0.109207004, 0.114149526, -0.04332065, 0.11553335, -0.1730082) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.06790765, 0.05513871, -0.073529676, 0.0008932728, 0.11783822, -0.058309026, 0.08236733, 0.07745315, -0.27161568, -0.024228217, -0.014976191, -0.048417438, 0.04203336, 0.008425722, -0.11407828, -0.035043053) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(-0.046074018, 0.090087794, -0.10545376, -0.007532693, -0.063857354, -0.04601892, -0.029427024, -0.019684914, -0.02097071, 0.08153211, -0.082361735, 0.14718749, 0.16112818, -0.07681767, 0.07493402, 0.0184271) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.08837693, -0.03492575, -0.051987365, -0.021402972, 0.020862836, 0.01111783, 0.020775694, 0.11593844, -0.052732352, 0.04904756, -0.17036922, 0.112585925, 0.02779948, -0.02092282, 0.060145102, -0.0071206936) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(0.009439925, 0.074638836, 0.06352808, -0.0068478193, -0.012943947, 0.04816368, 0.09534203, 0.09837981, -0.08043032, -0.06913725, 0.065274596, -0.16750292, -0.08063335, -0.09685005, 0.0732891, 0.046424814) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.03414456, 0.08582196, -0.051627245, 0.04675149, 0.20466717, 0.07656572, 0.03870937, 0.059567165, 0.10086333, 0.06759657, -0.06162768, 0.062105365, -0.10025363, -0.06374794, -0.011847725, 0.037458792) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(0.0014463136, 0.017270228, -0.003573663, -0.059258096, -0.0069451197, -0.0064556664, -0.013621158, 0.0857323, -0.05341207, -0.021667462, -0.052255377, 0.022381704, -0.016029809, 0.028361376, -0.07257729, 0.04572499) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.060359288, -0.02521851, -0.044230416, -0.013784432, -0.012955875, 0.04845978, -0.12927972, -0.0026913867, 0.04898193, -0.055847988, -0.059975572, -0.0799122, -0.045404017, -0.052855577, 0.0075776516, -0.0044517936) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(-0.014571299, 0.05061913, -0.06802436, -0.009473339, 0.100785054, 0.042150386, -0.01737423, 0.022976184, -0.038261678, -0.013939488, 0.027157892, 0.08355286, 0.014176197, 0.04602298, 0.029318534, -0.062147405) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.08307759, -0.035401773, -0.043641284, -0.009733289, -0.023719862, 0.02864354, 0.021840239, -0.020161562, 0.06960545, -0.07909465, -0.041270763, 0.18588275, 0.06366184, 0.023273315, -0.054810163, 0.033156253) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.15627423, 0.043016795, -0.0043683485, 0.016720347, 0.08716863, 0.068618394, 0.026082026, 0.048609324, -0.035841186, 0.032707233, -0.05734429, 0.03034774, -0.13240151, -0.046376627, 0.021521084, -0.05973573) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.03494598, -0.04379115, -0.050984625, 0.017040519, -0.023467507, -0.031774886, 0.034910593, -0.035450757, -0.03250825, 0.020725995, 0.0089192875, 0.017668031, -0.017368263, 0.05458809, 0.035369188, 0.09315064) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.012197696, -0.0283941, -0.004512029, -0.09775735, -0.113321975, -0.08381794, -0.012647783, 0.015469986, -0.036393482, 0.010264622, -0.035412032, -0.15591341, -0.027572112, 0.0022569678, -0.03591516, 0.12776536) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.14657767, 0.095886655, 0.033976518, 0.079411894, -0.018682385, -0.0030161112, -0.008624077, 0.05342656, 0.2121635, 0.039290585, 0.10801529, 0.09281205, 0.019266393, 0.03347954, 0.030166022, -0.068461984) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(0.1289012, 0.02397908, -0.068362586, -0.028724734, -0.115874544, -0.076847754, 0.008676056, 0.056860212, -0.16657504, -0.1232954, -0.020478375, 0.076948896, 0.15075937, -0.0054797013, -0.062116157, -0.020123553) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.03361338, 0.037584726, -0.05475, -0.0576554, 0.09213365, -0.022272917, 0.13604924, 0.054309983, -0.09899845, -0.11179813, 0.11995443, 0.100360386, -0.019315522, -0.007829679, 0.12326376, -0.030702949) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.03802383, 0.017047383, -0.14152396, 0.1374168, 0.08986044, 0.02747468, 0.042257883, 0.006810941, -0.16667539, 0.0760231, 0.11706706, -0.019236134, -0.08488313, -0.07618208, 0.16397971, -0.088732466) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(-0.04174263, 0.062297504, -0.059832115, -0.0611675, 0.033123463, 0.0018345978, 0.05789251, -0.031038418, -0.07351269, -0.038628675, 0.10075484, 0.040017083, -0.072609015, -0.11337553, 0.04951029, -0.010765259) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.060175303, 0.0042907884, 0.019541442, 0.1028895, -0.031255495, -0.009447475, 0.0561293, 0.02896197, 0.028881058, 0.0848369, 0.088985205, -0.040638298, -0.026604626, -0.014390675, 0.14610387, 0.031683747) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.0782837, 0.09496289, 0.018421661, 0.012415842, 0.056266494, 0.020928157, -0.018875128, -0.09697541, 0.1137432, 0.02731636, 0.1113835, 0.03614264, 0.006591243, -0.0017516456, 0.04784379, -0.067200355) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.037973102, 0.02805728, -0.040009942, -0.060563896, 0.08536583, 0.008552987, -0.009797453, -0.040796716, 0.11952856, 0.10818616, 0.12792565, -0.042485338, 0.0377877, -0.16260156, -0.0009284095, 0.05087405) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(0.0042181564, 0.04284704, -0.17240909, -0.024487682, 0.031101665, 0.044780705, 0.030523496, -0.13216908, 0.027074559, 0.014481217, 0.072425365, 0.052058097, 0.100167565, 0.07355858, 0.15783976, -0.011199391) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(0.16313957, -0.011658027, -0.014048799, -0.026156312, -0.03901689, 0.06476949, -0.021922648, -0.0198048, -0.25145695, 0.021510297, 0.18691173, 0.06702431, -0.07431938, -0.18144783, 0.13952601, -0.2295919) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.03768292, 0.038896494, 0.044633847, -0.073688954, -0.14855532, 0.007254207, -0.12791471, 0.015239359, -0.1363847, 0.010479239, -0.015597077, -0.039758004, -0.12913118, -0.1038376, 0.00027248505, -0.00023554951) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(0.09718701, -0.0038244312, -0.005050379, 0.011864381, 0.037133772, -0.011428085, -0.045734525, -0.048141867, 0.010609644, -0.13898297, 0.08209389, -0.07774883, 0.037182022, 0.07605991, 0.12296785, 0.08992923) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.05532598, 0.0038832577, -0.04970344, -0.007285348, 0.020491546, 0.010160633, 0.05866106, 0.027926918, -0.0012324755, -0.024405146, 0.08408154, -0.043996863, -0.12880978, -0.0524922, 0.12756103, -0.14196277) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.13219094, -0.004173746, 0.062799305, 0.011029396, -0.022472057, -0.061149646, 0.017115034, -0.0011316093, 0.122614875, -0.16188432, 0.04073796, 0.0832053, -0.30895698, -0.009089511, 0.014021223, 0.12935244) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.001659712, 0.0015686982, -0.0026812244, -0.0010323082); + result += mat4(0.020559898, -0.13699219, -0.11118038, 0.061652966, -0.08045502, 0.06803401, 0.008831279, -0.011236651, 0.06520165, 0.011211476, -0.0031182943, 0.054241575, 0.031697378, -0.12219832, 0.04242958, 0.010828711) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.0011020249, -0.1287697, 0.01067757, 0.08612354, -0.09946633, -0.031312633, 0.03014096, 0.071210004, -0.07424718, -0.19371484, 0.026723584, 0.040195927, 0.0007552612, -0.011745825, -0.065933675, 0.05341924) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(-0.12314138, 0.0757025, -0.040181793, 0.018983563, -0.0036874805, -0.7809413, 0.0190643, -0.035629164, 0.024356427, 0.14047949, -0.01058402, 0.017076084, 0.011988137, -0.13691007, -0.10807298, 0.045831535) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.020509478, 0.06738169, -0.016078342, 0.021202642, -0.011970728, 0.08047811, 0.04205483, -0.017350083, 0.06589694, -0.036931876, -0.073050424, 0.062360875, 0.03172255, 0.3757815, -0.012974772, -0.043230984) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.04376047, 0.4389251, -0.021287512, -0.1405933, 0.06613506, 0.026004082, 0.044704348, 0.041185524, 0.070935674, -0.117679834, 0.03926195, 0.085804105, -0.07845212, 0.16748862, 0.08294596, 0.12811096) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.047047317, -0.20215397, 0.047943432, -0.019638455, -0.07743439, -0.32780793, -0.07403038, 0.041768026, -0.15007868, -0.021869412, 0.007911892, -0.025322244, 0.07267664, -0.3143165, -0.021299394, 0.07219613) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(0.070411004, 0.063154496, -0.035066504, 0.0967381, 0.03675973, -0.032787267, -0.013259352, 0.09365573, 9.3006514e-05, -0.043778643, 0.023278795, 0.022598675, 0.0009953238, -0.22757035, -0.052360512, 0.07037452) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.06405655, -0.17317107, 0.02504415, -0.092302375, -0.02464706, -0.01171975, 0.12416583, -0.034180686, 0.03362444, 0.15519719, -0.008013067, -0.050501034, -0.0452095, -0.06909662, 0.030463876, 0.058430105) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.058309894, 0.060819324, -0.020249328, 0.06933289, 0.039675206, -0.047621436, 0.00051552133, 0.10025586, -0.10289459, -0.3378846, 0.005486807, -0.014348185, 0.11525803, 0.4562171, -0.08217181, 0.13036068) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.17633228, 0.036917184, -0.03853674, -0.083973035, 0.05150953, -0.042342395, -0.049196567, 0.03856686, -0.042043623, -0.019436652, 0.09557106, -0.040558677, 0.005042305, 0.021995997, 0.0037598105, -0.069472045) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.033390567, 0.107843965, 0.060027342, -0.12564352, 0.047451552, 0.022007966, 0.004441137, 0.036295407, 0.11607103, 0.0010575744, -0.03643113, -0.04048113, 0.013935722, 0.06375162, 0.07117474, -0.052229486) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.08210023, -0.66515315, 0.069091305, -0.038305834, -0.07296035, -0.17474979, 0.006548619, 0.022066902, 0.024708012, -0.15045066, -0.021511395, 0.071671486, -0.058852453, -0.24132784, 0.008797022, -0.051848307) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.09123059, 0.023977306, 0.0749139, 0.043218426, 0.04751282, -0.015306857, -0.033697233, -0.02457444, 0.04434023, -0.09031759, -0.08884777, -0.06875023, 0.048505224, -0.1014969, -0.014928363, -0.09789808) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(0.018630985, -0.22375864, 0.05584198, -0.10293247, -0.017310083, 0.06720158, 0.04197032, -0.0469701, 0.032860868, 0.035535775, -0.0402885, 0.02078255, 0.008052612, 0.13032427, 0.01829301, 0.07089493) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.07371981, -0.13560879, 0.011255115, -0.12618797, -0.045102302, -0.07760822, -0.0026590633, -0.04493451, 0.07525087, -0.669804, -0.067661405, -0.008882325, 0.06614981, 0.12329007, 0.07453672, 0.05476959) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(0.019797869, -0.0072556706, 0.019070687, 0.083032355, 0.060178712, -0.07217566, 0.054419823, 0.06468796, -0.011334752, -0.009203236, 0.08428041, -0.027429568, -0.0130488835, -0.040937275, 0.07445889, -0.0016471418) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(-0.007891134, 0.11889605, 0.0012089409, -0.12328555, 0.014930354, -0.012546994, -0.062499635, 0.070233434, -0.022556832, 0.05067245, 0.021462303, -0.02678849, 0.0065041585, 0.080350935, 0.059200898, 0.050952166) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.11372491, -0.20757373, 0.114417024, -0.123033434, 0.061110582, 0.030654686, 0.042504143, 0.10811961, 0.005055127, -0.22360784, -0.01401645, -0.034538537, 0.06409256, -0.0035663026, -0.034677807, 0.09172708) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.010129579, -0.14352389, -0.031210322, 0.09472488, -0.0624923, -0.16874538, 0.09266329, -0.049696393, 0.024835182, 0.16387008, -0.010938607, -0.048466444, 0.056254618, -0.105320655, 0.012420069, 0.037076756) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.037523154, 0.07488885, 0.03052542, 0.062459312, -0.030292828, 0.18595889, -0.0121072205, 0.004821915, -0.008211444, 0.04385695, 0.011696833, -0.078024656, -0.041107893, 0.052131224, 0.009269298, 0.064020365) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(-0.13759919, -0.19104457, 0.00071298686, 0.019084264, 0.035324965, -0.3556473, -0.02169804, -0.0040722187, 0.04108028, -0.2561129, -0.06840444, 0.039269634, 0.07445694, -0.3359634, 0.017214028, -0.085408546) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(-0.08058521, 0.270098, 0.07938886, -0.037802402, 0.017461253, -0.336572, -0.06859386, -0.021197163, 0.0709465, -0.05973133, 0.012830438, -0.04875981, -0.07857033, 0.29298082, 0.021713596, 0.077925175) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.054192014, 0.16307074, -0.14268659, 0.05308341, 0.14083205, 0.1567965, -0.059313454, -0.056672376, 0.045207743, -0.41292316, 0.016430074, -0.045224242, 0.040306818, 0.09509502, 0.04503464, -0.058177464) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.000596586, 0.03220169, 0.055037126, 0.051594898, -0.0016205835, -0.2029972, -0.054398008, -0.017996877, 0.027522873, -0.0863014, -0.031879473, -0.080295146, -0.011408947, -0.012197109, 0.04920937, -0.08694977) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.009014738, 0.0007383643, 0.0035321459, 0.02253776, -0.06367373, -0.02217425, 0.013334428, -0.116585486, -0.042053282, -0.052093275, -0.042580906, 0.085820176, 0.00636449, 0.041332312, -0.108290486, 0.038547806) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.07289189, 0.09725272, 0.017747331, 0.014354225, 0.012287661, 0.09916276, -0.02194406, -0.0058554914, 0.06803197, 0.19322868, 0.00067282916, -0.03147434, -0.009916093, -0.010718826, 0.007261923, -0.09866745) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(-0.012612036, -0.36172625, 0.007360322, 0.050794546, -0.0768518, -0.1023776, -0.07836455, -0.010588464, 0.03375399, 0.09091005, 0.016605219, 0.003073773, -0.005915814, 0.011115304, 0.011031256, -0.032141004) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.040264867, 0.056166098, 0.067857966, -0.024915492, 0.02896885, 0.0013846442, -0.053306405, 0.0061537307, -0.022135386, 0.0060020755, 0.04185865, -0.002316851, 0.06281611, 0.030804424, 0.006757632, 0.034999084) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.044974294, -0.0680236, -0.024075756, 0.026468124, 0.028456759, 0.11626725, -0.08500477, 0.092178054, 0.0407912, 0.0089175245, 0.13235664, 0.05310718, -0.01167591, 0.037841197, -0.11626772, -0.013617577) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.0009992144, -0.20808631, 0.048897725, -0.078093745, -0.03530866, 0.007871029, -0.0015553632, -0.02031194, 0.07696782, -0.19675818, 0.097943366, -0.00891426, -0.06030611, -0.591377, -0.018262625, -0.03814167) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.087099224, 0.017754067, 0.018233443, 0.022235364, 0.070678644, -0.018609673, -0.06476866, 0.08449504, 0.0131565565, 0.019863885, 0.060558204, 0.119030386, 0.024452072, 0.029187439, 0.029962128, -0.08427032) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.015235641, -0.08733087, -0.07811121, -0.05997136, 0.11102645, 0.035952196, -0.022078108, -0.06960277, 0.003878802, 0.12779161, 0.032756925, 0.078808926, -0.07426487, 0.16167976, -0.04301175, 0.015743926) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(0.0027633547, -0.49470168, -0.046164952, -0.0731074, 0.003536955, -0.243467, 0.019057155, -0.03567277, -0.13598314, -0.3546155, -0.11748925, -0.036309555, 0.054259248, -0.04384689, 0.12215121, 0.025073994) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.090734564, 0.0331172, 0.030022278, -0.09332564, -0.008971093, 0.090078026, -0.052420095, 0.0038724705, -0.013568642, 0.0059830304, 0.026380392, -0.02125755, 0.07682214, -0.113920465, 0.01773222, -0.03772212) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.007567446, -0.22034419, -0.041851576, -0.030806117, 0.06562655, 0.011196453, -0.017002476, -0.026220169, -0.04263944, -0.02194364, 0.03429419, -0.10005334, -0.0966684, 0.09255646, -0.013114592, -0.031713717) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.025696967, 0.25371197, 0.082253315, -0.118728004, 0.0620216, -0.048623223, -0.0075309062, 0.017814992, 0.108730674, 0.38648295, -0.0035926711, 0.039258786, -0.024442594, -0.0013070817, -0.028597599, -0.032654546) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(0.07114723, 0.009815031, 0.042604826, 0.031808466, -0.14675556, 0.005315628, 0.036192738, -0.11933927, -0.043950055, -0.006120088, -0.020338828, -0.087121114, 0.008994244, -0.0020596823, 0.011450175, 0.018520156) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(-0.015456008, -0.014478573, 0.04326583, 0.03644521, -0.1367447, 0.06608193, 0.04011906, -0.07957221, -0.03168912, 0.1067895, -0.014596211, -0.013284609, -0.037385665, -0.12235948, -0.030036425, -0.061901156) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.006855855, -0.40146473, 0.011045726, 0.010526786, -0.16583824, -0.70525604, 0.024128726, -0.08053066, 0.01705261, -0.118243925, 0.05153937, -0.0034368439, 0.054545894, -0.018481169, 0.0863477, -0.08460464) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.028467186, 0.010208391, 0.013139722, -0.052420452, -0.010899076, 0.050624605, -0.0102726575, -0.17362532, 0.10488927, -0.23920226, -0.020434188, 0.076169975, 0.022050932, -0.013161934, 0.1120727, -0.09481563) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.043467194, -0.046632685, -0.07436661, 0.021629626, -0.056559738, 0.0918293, -0.079350896, -0.12233973, 0.15706305, 0.028824322, -0.025938032, 0.04982511, 0.020648902, 0.18747896, 0.08372415, 0.0015184315) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.009508426, -0.28851503, -0.10119099, 0.015206087, 0.009606005, -0.19417383, 0.038202662, -0.09793787, -0.07283871, 0.3518289, -0.013113602, -0.0071252687, 0.07038455, 0.22495575, 0.038298056, -0.024141666) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.04749289, 0.011216882, 0.024100047, -0.027565194, -0.11246689, -0.095956616, 0.03402742, -0.05412083, 0.016260013, 0.026673188, 0.031321768, 0.03641605, -0.062141996, -0.016679559, 0.018101402, -0.026317598) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.02093392, -0.017347148, 0.019193506, 0.08074091, -0.043394342, 0.08268158, 0.059767723, -0.12119437, 0.008635602, 0.18315537, -0.0526966, -0.02855999, 0.034147404, -0.15878667, 0.07259442, -0.03030957) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(-0.03455299, -0.015534731, 0.0002845174, -0.039707836, -0.0486724, -0.6173545, 0.09348502, -0.11721769, -0.010323047, 0.12721458, -0.054353256, -0.019327696, 0.16367581, -0.0806225, 0.0094572995, 0.05866686) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(0.041249435, -0.024041865, 0.009835721, 0.0061319824, -0.005082364, -0.022245813, 0.04531576, 0.0061081154, 0.025031492, -0.15338701, 0.006966874, -0.05983692, 0.04313273, 0.14482291, 0.032091897, -0.034206316) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.09721856, 0.12713702, 0.016483074, 0.03212307, -0.049151875, -0.04702829, -0.022988932, -0.10647255, -0.13135609, 0.012612649, 0.013935606, 0.016068326, -0.0023363314, 0.07883456, -0.026320295, -0.023248572) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.15044288, -0.14202249, -0.006131538, 0.08399841, -0.027138194, 0.037407275, 0.035927113, -0.07265002, -0.04095669, -0.5990158, -0.008224024, 0.060369145, 0.0021189395, -0.2096754, 0.036404334, 0.056585215) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.08491714, 0.0057171397, 0.089527376, 0.030795436, -0.029818984, -0.0058527356, 0.008313074, -0.041704964, -0.061729815, 0.18328175, -0.005503143, 0.012168882, 0.033219174, -0.02815974, -0.018592006, 0.013164104) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.047255702, 0.09169221, 0.060747728, 0.02280022, 0.0008416139, -0.015350163, 0.005069046, 0.049448136, -0.041426398, 0.019266313, -0.042808425, 0.03296911, -0.009722616, 0.1284403, -0.03130015, 0.046757407) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.038540877, -0.075064376, 0.030594876, 0.09348764, 0.035012025, -0.09712475, -0.006589732, 0.10030764, 0.045477357, -0.116151296, 0.045642607, 0.07652333, 0.035127897, -0.43110815, -0.013072722, 0.032458235) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(0.00144866, -0.019755565, 0.055150766, -0.006370296, -0.044101845, -0.1365582, 0.043684684, -0.03371961, 0.019444581, -0.084569626, 0.0029301948, -0.15641409, -0.0221516, -0.12615481, 0.016751066, -0.0017151404) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.023865324, 0.12553476, 0.041682158, 0.047192104, -0.033835515, -0.18305019, 0.00612117, 0.1282394, -0.056013256, -0.02272026, 0.07114037, -0.080235, 0.007939856, 0.11287023, 0.017584722, 0.033576272) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.014767476, -0.1551186, 0.08893291, -0.034217365, -0.015735222, -0.09581958, 0.013326061, -0.017577937, -0.01719238, -0.095985144, -0.03538371, -0.11301956, 0.017364478, 0.23848978, -0.10759406, 0.042781465) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.05104917, -0.007135644, 0.04861936, 0.02568213, -0.030346094, 0.06094315, -0.024377221, -0.050673123, -0.092039905, -0.11361368, -0.04203074, -0.011691558, 0.06713048, 0.12833393, 0.0769178, 0.029689489) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.0102630425, 0.057911377, 0.079774685, 0.085982025, 0.022757804, 0.01812026, -0.0069408724, -0.045502838, -0.03891783, 0.102442026, -0.0013620395, -0.08221829, -0.019623406, -0.026273422, -0.0054899524, 0.06589516) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.03592547, -0.24518867, 0.013576374, 0.010220509, 0.0012340249, -0.46090606, -0.013393177, 0.07601117, 0.035986964, -0.2824564, 0.0263875, -0.07075014, -0.04460627, -0.1353678, -0.00040110885, 0.068376094) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.022415921, 0.060945954, -0.07646335, 0.14181918, -0.052727085, -0.13413966, -0.036707524, -0.023801615, 0.00075022737, 0.20210858, 0.021796184, -0.12830791, 0.038317516, -0.16118965, 0.013710686, 0.009445666) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.1487324, 0.075883366, 0.0153384935, 0.19765702, 0.021808024, 0.11636403, -0.12156365, -0.024646, 0.061347462, 0.08533535, -0.07918099, -0.0749103, 0.08033888, -0.15301721, -0.009327648, 0.062276326) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.063309476, 0.052364655, -0.06642198, 0.09031255, -0.030939233, 0.060143147, -0.030875081, -0.03928308, -0.034965795, -0.05413141, 0.07490059, -0.11615071, -0.08460739, -0.2090655, -0.027963271, 0.07294901) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.01136829, 0.01959363, -0.024394508, 0.076030366, -0.012072871, 0.07764036, -0.026635138, 0.061273694, -0.02037742, 0.01980664, 0.0034879504, -0.035796046, -0.06951053, 0.1180355, -0.065624125, 0.0069345534) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.031299617, -0.011814126, 0.0032626109, -0.038451567, 0.022049524, 0.107003465, -0.08415847, -0.010123594, -0.05360991, 0.093996726, 0.09135406, -0.028682537, -0.03876176, 0.13292068, 0.044119354, -0.092262916) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.07430533, -0.074357174, 0.016679721, -0.077125765, 0.05332765, -0.25683093, -0.04959884, 0.023626534, -0.032135237, -0.09517201, 0.033806078, -0.02488559, -0.07125217, 0.10610193, -0.021495, -0.07873476) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(0.093365826, -0.010972027, -0.024142984, 0.11644449, 0.011499283, 0.106402084, -0.0063597606, 0.06198783, 0.019853728, -0.06634829, -0.037164252, 0.047073685, -0.02228677, -0.046874024, 0.1129112, -0.13632454) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.010339084, -0.12625273, -0.016088795, 0.069963664, 0.015870772, 0.086536385, -0.0179943, 0.039168548, 0.10614821, 0.003864355, -0.1242941, 0.03649972, 0.07085007, -0.011262698, 0.04409373, -0.1319026) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.03800036, -0.57914186, 0.0356946, -0.0057229414, -0.09903625, -1.3088763, 0.032917574, -0.0110374745, 0.0013907407, -0.31959823, 0.012418086, 0.016510688, -0.04218967, -0.07628236, -0.001814182, -0.10061288) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.046443213, -0.050771642, -0.050326243, 0.07479072, -0.045556773, -0.05683619, -0.057064436, -0.04269895, 0.019668639, 0.092314035, -0.03726757, 0.049748544, 0.03778402, -0.013759232, 0.047589898, -0.17512159) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.003636057, -0.13513543, -0.05275785, 0.11715509, 0.10321991, 0.05811811, 0.0022477855, 0.03312204, -0.029094787, 0.19621731, 0.038262073, -0.20879546, -0.1455094, 0.030719409, 0.0062324903, -0.19269879) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.021267101, -0.19611599, -0.036208265, -0.0844125, -0.049282122, 0.19184484, 0.019754674, -0.084411815, -0.10611166, -0.3612199, 0.02719195, 0.0070396145, -0.031364966, -0.113234274, 0.032447863, -0.046123665) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(0.04757718, 0.039923664, -0.017325414, -0.011035005, 0.021608615, 0.07529014, -0.0021377213, -0.061068844, -0.087480396, 0.032727808, -0.0121359145, -0.12110005, 0.032599594, -0.026188323, 0.06866269, -0.16430399) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(0.0060594874, 0.051548127, 0.020940185, -0.104202606, -0.0014893691, 0.12802643, -0.022637842, -0.0100287385, 0.052910883, -0.22741987, 0.014683845, -0.02055562, -0.079601526, 0.06609356, 0.11922961, -0.33044636) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.016509173, -0.104372576, -0.013693677, -0.15762967, 0.0074020685, 0.25686184, 0.055697076, -0.07214819, 0.030155253, -0.35310283, -0.043432593, 0.051360834, -0.11972009, -0.21784566, -0.041562054, -0.100954756) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.007896668, -0.0039458103, 0.0026883641, -0.0024681427); + result += mat4(-0.058632888, 0.05055347, 0.002279876, 0.06251236, -0.094024, -0.088542335, 0.040489867, 0.036308546, 0.00042012057, 0.019464351, 0.027509648, -0.039152686, 0.040113494, -0.064713076, 0.0060069314, 0.004524586) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.044895615, -0.09378975, -0.014480465, 0.04038992, 0.04338044, 0.055958603, 0.1083325, -0.00048550902, 0.01962582, 0.009513529, 0.011612538, 0.015135154, -0.009615807, -0.085106395, -0.007304606, 0.106006056) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.04629562, 0.06201749, 0.0178472, 0.062569216, -0.078922644, 0.01715154, 0.0057672467, 0.022419086, 0.052560214, 0.020723838, -0.019194605, 0.11039461, -0.07733407, 0.108110726, -0.004168138, -0.0069920667) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(-0.0026184996, 0.23636504, -0.05094208, -0.06831275, 0.07495803, 0.03875445, -0.03884385, 0.04597469, 0.036856588, -0.04336165, -0.009954445, 0.04425811, 0.0030858913, 0.017101513, 0.045036707, 0.010756279) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(-0.031394545, -0.14084513, -0.04195571, 0.049792316, -0.01803687, -0.08963545, 0.040424235, -0.08644156, -0.017704843, -0.10043315, 0.02564672, 0.07825288, 0.036647893, 0.039722994, 0.053002365, -0.017154206) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.030319892, 0.14799279, -0.055032723, 0.11034247, -0.04270569, 0.07265783, -0.038303398, 0.020328267, -0.09343033, -0.08326003, -0.03184451, -0.002071529, 0.026191695, 0.049850278, 0.0139996605, -0.00807946) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.020671971, 0.0077967346, -0.017851753, -0.09454495, 0.02453817, 0.055504825, 0.029263876, 0.013539105, 0.028382692, 0.13356541, 0.013635786, -0.050446898, 0.033298597, -0.04710936, -0.0027537781, -0.025797853) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.010628425, -0.26611555, 0.027822034, -0.037192315, -0.0067162244, -0.025860777, 0.005567734, -0.035048366, 0.045180142, -0.032384645, -0.0035604127, -0.029973373, 0.06683765, -0.030991944, 0.05235538, -0.0024299459) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.036483735, 0.097960666, -0.040907513, 0.0046350136, 0.047667146, 0.011671389, -0.005976736, 0.0036643085, -0.02076932, -0.008157492, 0.036021143, 0.06295264, -0.0671253, 0.13413553, -0.013021121, -0.022507392) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(0.034125064, 0.047898863, 0.051208828, 0.01314674, 0.008405442, 0.027489604, -0.0018663963, 0.09954608, 0.037789144, 0.045637835, 0.0008856454, -0.07084205, 0.010582125, 0.015603786, -0.03523708, 0.019099785) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.028994732, -0.14492789, 0.102842316, 0.08011458, -0.0042894664, 0.025490258, -0.004309482, -0.019818852, 0.04847569, -0.038484685, 0.005771128, -0.03778164, 0.027546898, 0.0028346877, 0.018665286, 0.04926732) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.08831608, -0.13959448, 0.037712853, -0.057732366, -0.01786939, 0.02543522, -0.05072902, 0.0040795896, 0.019916466, 0.113739066, -0.012593153, -0.037081666, 0.024369845, -0.034064308, 0.018979082, 0.017255515) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(0.08530125, -0.057761073, 0.035766598, -0.10956983, -0.062941685, 0.137845, -0.039027702, 0.029427135, -0.050776187, -0.14360471, -0.07709, 0.05269017, -0.0016471518, 0.032635525, 0.005233849, -0.059031796) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.10135604, -0.037931815, -0.054355957, -0.05779871, 0.04640834, 0.15756111, 0.0022086864, 0.0068652816, -0.013869576, -0.29764456, -0.08070844, 0.014434643, -0.019046407, 0.014679402, -0.122668, -0.071568415) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(0.059402462, -0.02677498, 0.014383633, -0.0029164157, 0.13549355, 0.076066695, -0.01489978, 0.07949649, 0.0069735474, 0.02916583, -0.005436813, -0.023021823, 0.013158367, 0.078461744, -0.050012875, -0.03674447) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.049835823, 0.057166822, 0.03790692, -0.025375675, -0.022125484, -0.028352294, -0.013781015, 0.016274845, 0.03724362, 0.06520191, 0.018084792, 0.038188975, -0.019158075, -0.05288042, -0.0008199176, -0.052913573) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.079175554, 0.018138021, 0.03235582, -0.012755845, -0.010030547, 0.0067303674, -0.02984568, 0.11535797, -0.06649395, 0.017586594, 0.00941551, -0.068018496, -0.04192317, 0.08257431, -0.023611087, 0.05463326) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.015782798, -0.040748954, 0.0066392412, -0.10888566, -0.049430512, 0.0700738, 0.0025213629, 0.037068695, -0.058383048, 0.030395292, 0.006909112, -0.07152679, -0.11574852, 0.016562877, 0.010017695, 0.006044874) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.0054047075, 0.044633515, -0.017034663, 0.002456047, 0.10681012, -0.01622318, 0.018143315, -0.0030163054, -0.1281111, -0.011745114, 0.03442355, -0.029161882, 5.008995e-06, -0.100245535, 0.025666509, 0.024407761) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.0036276067, 0.17884347, -0.015626963, -0.024419637, -0.04314955, -0.042229183, -0.010778925, -0.048493247, -0.051035415, -0.118581206, -0.05042336, -0.0076942006, 0.13434952, -0.10815711, -0.0016569481, -0.023340117) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(-0.031345714, 0.0071293404, 0.045459103, -0.0490841, 0.021283358, -0.0017207395, 0.017942823, -0.057623863, -0.022578536, 0.06580286, -0.022257887, 0.028879791, 0.10772183, 0.061290305, -0.033173937, 0.03732757) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.012209301, 0.08420006, -0.041543283, -0.11127583, -0.025552046, -0.14868757, -0.0011534691, 0.11899171, -0.0605329, -0.10062766, -0.014002993, 0.013813426, -0.02834185, 0.21800047, -0.012476228, -0.05773331) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.046283, -0.052794777, 0.015874654, 0.0011986945, -0.13474551, 0.039240353, -0.06617222, 0.08476251, -0.0052812877, -0.0706816, -0.008374616, -0.0041472134, -0.008699904, 0.010460473, -0.035869516, -0.06382042) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.027320633, -0.054991156, -0.043266796, -0.0006087155, 0.03667574, -0.0075276415, 0.0036635173, -0.03279784, -0.023821134, -0.057164818, -0.071892835, -0.017910866, 0.11645164, -0.21584566, -0.008156089, 0.073217906) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.084739275, -0.0915656, -0.023047123, -0.029154234, -0.003837523, -0.11615021, 0.07352459, 0.07299754, -0.050227754, 0.07994529, -0.025613248, 0.0024733897, 0.044150833, 0.025270063, -0.034549303, -0.00039884503) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(0.033951893, -0.10921471, 0.038027458, -0.03489394, -0.05631161, -0.003996368, -0.06552184, 0.04836718, 0.0048860377, -0.07005502, 0.06673405, -0.04541218, 0.008107959, 0.0658968, -0.013812494, 0.10400884) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.024402808, -0.026482452, 0.043582052, 0.02227165, 0.06951101, -0.054739844, -0.013307042, -0.048284534, -0.025870629, -0.03858659, -0.08194363, -0.004417658, 0.18756126, -0.054179136, 0.019101836, 0.06583426) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(0.10496322, -0.07340198, 0.0574556, -0.07566012, -0.049967468, -0.008130119, -0.0021759877, -0.020145798, -0.004361392, -0.07062217, 0.00020275824, -0.002022589, -0.03160541, 0.02418372, -0.030149931, -0.034672383) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.06625566, -0.07943762, 0.040480603, 0.0030746465, -0.04064985, -0.06361734, 0.05405436, 0.01932206, -0.037739217, -0.022064583, 0.0034900818, 0.04449909, 0.043038044, -0.014799627, -0.028451528, -0.089460894) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(0.025587896, -0.03998979, 0.03285062, -0.088070944, 0.037725158, 0.024638271, 0.033480037, 0.023519779, 0.11819552, -0.10811294, 0.02430266, 0.01499282, -0.053343255, 0.004109654, -0.03402168, 0.06384965) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.044042103, 0.018057825, -0.058059104, 0.014748137, -0.10247047, 0.08180735, -0.06716894, -0.07173796, 0.012414359, 0.14175805, -0.02156334, 0.013727305, -0.051178917, 0.038649857, -0.08235091, -0.013702939) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.16522105, 0.05358681, -0.0030253856, 0.054266814, -0.032436308, 0.035084516, 0.08693562, 0.057329692, 0.17043078, 0.121496946, 0.049335152, -0.039060928, 0.057156235, 0.10942753, 0.0693341, 0.04824294) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(0.02753873, -0.089388594, 0.0066277753, -0.03346108, -0.029262144, 0.11950411, 0.001291736, -0.027637593, 0.1388454, 0.14381015, -0.043404773, -0.013002717, -0.043480236, 0.10541183, -0.036206666, -0.04103048) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(0.08470875, -0.057048358, 0.046188604, 0.031731118, -0.08977115, -0.02014583, -0.008551536, -0.043280054, 0.03599322, -0.11555969, 0.006509384, 0.022441769, 0.054093532, 0.024359109, -0.043571185, 0.027084427) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(-0.054879762, -0.056938913, -0.042866908, -0.053038068, -0.06736709, -0.12533571, -0.0065495833, 0.044546712, 0.00616219, -0.017087664, -0.031611517, 0.021539936, -0.0154873235, 0.022100704, 0.01676574, -0.010054986) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(0.049083345, -0.10266528, 0.0067945104, 0.0073063807, -0.057730943, 0.05802088, 0.017312305, -0.047171514, 0.11006977, 0.029730864, -0.002144943, -0.03345589, -0.077167794, -0.0032898558, 0.019837067, -0.013153866) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.008339145, -0.020411437, -0.01915613, 0.014888218, 0.07508, -0.03766244, 0.007250396, 0.023330918, 0.014284494, -0.069497466, -0.024979556, -0.019838085, 0.047969345, -0.005339376, 0.025329392, 0.12729992) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(0.081189096, -0.05126671, -0.023401251, -0.032728024, -0.027064474, -0.1968803, 0.03509443, -0.025686515, 0.0064954646, -0.077530764, -0.0054693604, 0.009219676, 0.01715533, -0.015472868, -0.0132728685, 0.11048942) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(-0.07174404, 0.056620724, 0.0126998015, -0.122316085, 0.061526664, -0.13834107, -0.014612296, -0.06708739, -0.0386526, 0.002996943, 0.011452151, 0.006575808, -0.07456697, 0.051522296, 0.03853353, -0.055995498) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(0.088429585, -0.0019774318, -0.013450368, 0.06933111, -0.026392605, -0.12949294, 0.021621125, 0.046414766, -0.02670638, 0.052928332, 0.045472737, -0.016308486, -0.024143873, -0.0214124, 0.00673677, 0.0008426832) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.06481759, -0.008948176, -0.0039719855, -0.0046411445, -0.030545972, -0.30336943, 0.022365313, 0.055533446, -0.10615541, 0.09801485, 0.110178374, -0.037944958, -0.05612613, 0.008352702, -0.027287621, 0.096214116) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.095475174, 0.054002795, 0.0032788012, -0.057189, 0.052715156, -0.10357886, -0.0043137507, 0.024142897, 0.13442388, -0.09156153, 0.0091201225, 0.02155082, 0.024288341, 0.020281108, 0.054753214, 0.052756198) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.0127241695, -0.021986268, -0.0033693907, -0.022363955, 0.050414395, 0.028937103, -0.0009179078, 0.014059349, -0.07241603, 0.116942145, 0.013334344, 0.049098182, -0.012175416, -0.010999352, 0.042217407, 0.056676067) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(0.027220096, 0.09317096, 0.038125962, -0.09999618, 0.014694421, 0.029327713, 0.0023287681, 0.046445765, 0.0045390534, -0.008102954, -0.039316647, 0.009384305, -0.055570073, 0.0055661225, -0.012265247, 0.053492583) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.04990333, 0.08803433, -0.043762278, -0.15210594, 0.039671086, -0.05994781, 0.05172733, 0.084425546, 0.09825696, 0.004956259, 0.009085544, 0.03971733, -0.0790334, 0.012927015, -0.008507133, 0.0720367) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.0209914, 0.027087757, -0.03452176, 0.090809084, -0.05698767, 0.08184144, -0.058918715, 0.00083143776, 0.03939704, -0.061676614, -0.021030862, 0.07330388, 0.0762983, -0.05312156, -0.015406377, -0.04531005) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.033327892, 0.03499924, 0.015310199, 0.040461104, -0.03925601, 0.11007165, -0.0061434153, -0.012103665, -0.10875242, -0.03121945, -0.033967916, -0.0361867, -0.010290216, -0.14941931, -0.019599067, -0.031127775) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.026167113, 0.020870125, -0.031959508, 0.052815285, 0.117547214, -0.06439892, -0.025355084, 0.019441556, -0.10485767, 0.06174717, -0.06079135, -0.06899685, -0.20490424, -0.04902346, 0.013398266, 0.006390147) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.074564114, 0.006052402, -0.020064449, 0.05978541, 0.07916341, -0.010060311, 0.049786862, 0.018042935, 0.008825587, -0.012159945, 0.038560428, 0.06368634, -0.0038906673, -0.005106271, 0.016091809, 0.02298915) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(-0.01919042, -0.006848169, 0.04655904, 0.15797973, -0.035270117, -0.1100229, -0.057673633, 0.025371108, 0.03442221, 0.2160154, 0.041088276, 0.0822301, 0.11877798, -0.040746737, 0.106405504, 0.029945187) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(-0.056839786, 0.06629693, -0.06537683, 0.09972992, 0.058160163, 0.048089873, 0.07899499, -0.053041093, -0.16499798, -0.074046835, 0.012640291, 0.054097094, -0.16197115, -0.06537729, -0.0035627142, -0.017934972) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(0.00856878, 0.054560166, 0.01740349, 0.061825655, 0.07430267, 0.004657485, 0.051917337, 0.11761621, 0.03792339, -0.16522424, 0.005142488, -0.008602713, 0.038974266, -0.063149445, 0.028993348, 0.03261409) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.021922214, 0.072605394, 0.08797638, 0.033616748, -0.06664017, 0.13923427, 0.010175934, -0.003252083, -0.010231997, 0.03210563, 0.0433597, 0.01205486, 0.022060711, 0.094930194, 0.020192014, 0.044060234) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(-0.019619457, -0.0017871087, 0.008310071, 0.0779596, 0.11610639, 0.06972875, 0.02963945, -0.031081202, -0.14466588, -0.06677918, -0.053736318, 0.014847356, 0.05711067, -0.05763583, -0.03211008, 0.07075154) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(0.03836729, 0.039266158, 0.0056794886, -0.038519744, -0.012966393, -0.03033453, -0.016349487, -0.02922185, 0.0034478286, 0.044166032, 0.035199974, -0.109382346, -0.0066230395, -0.0059641376, 0.036687277, 0.050932586) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(-0.0110331075, 0.14587492, -0.043023326, -0.032639198, -0.046591673, -0.06621099, 0.017554002, 0.050619405, -0.09044288, 0.069467604, -0.0020655978, -0.026335975, -0.028880285, -0.026207034, -0.018944964, 0.07932727) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(0.09523394, 0.16506691, 0.004918748, -0.025860082, 0.005273867, -0.06293472, 0.022070128, -0.016902246, -0.061740246, -0.05790665, -0.011105001, 0.061310627, -0.09980412, 0.02562133, -0.022050967, -0.061998803) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(0.009620468, -0.012721741, 0.047117807, 0.020896787, -0.034859978, 0.03283965, -0.01670452, -0.07251509, -0.07052757, -0.1807255, 0.03232653, 0.06966703, 0.03948902, -0.12323907, -0.019187905, 0.0053944536) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(-0.017669, -0.011170376, 0.022949092, 0.052442856, 0.051418737, -0.032090314, -0.0058903894, 0.01210898, -0.01881085, 0.023771144, 0.05295733, -0.096425526, -0.01133501, 0.048861418, -0.06339119, 0.0037583588) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(0.06795007, 0.085190706, -0.004485885, -0.0023452565, -0.047257792, 0.10250132, 0.033925477, -0.08647994, -0.09011357, 0.06887286, -0.06746365, -0.076247334, -0.04304664, -0.105732836, 0.030593183, -0.08419104) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.012172814, 0.05773958, -0.013079164, 0.056897912, -0.043939542, 0.016118811, -0.03616505, 0.04489046, 0.00716493, 0.07949882, 0.027111962, -0.04351634, -0.012874477, -0.03912666, -0.010005893, -0.08017126) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(-0.03823799, -0.07190807, -0.0022352638, 0.012253917, -0.1344095, -0.09454984, -0.050712083, -0.06941001, 0.062260248, 0.032803785, -0.02575114, 0.016813383, 0.009671715, -0.058579724, -0.008696786, 0.097553946) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(-0.083702095, 0.08923144, -0.0017379372, -0.05656382, -0.051679257, -0.051154308, 0.0341453, -0.06815856, -0.11064068, -0.031690504, -0.015564709, -0.054407816, -0.026374135, -0.06868988, 0.0184305, -0.014708122) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(0.03209019, -0.05669483, -0.015230475, 0.052032143, -0.05775836, 0.015323776, 0.041840754, -0.057138987, -0.028329507, -0.051734768, -0.038674183, -0.082348555, 0.05610918, 0.081447646, 0.001940533, 0.03890205) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.025707675, 0.0807891, -0.010127375, 0.03648397, 0.11049874, 0.014021386, 0.029942134, 0.06743733, -0.031198435, 0.03588012, 0.06364471, -0.13680933, 0.12829754, -0.00061504915, 0.024954192, -0.07289013) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.037087377, 0.035945002, -0.02151292, 0.08336403, 0.011813139, -0.07137634, 0.006289841, 0.01884602, 0.1488917, -0.0381887, 0.0009064953, -0.0036362514, -0.026800495, -0.10593942, 0.014704048, 0.058010828) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.058657784, -0.07794788, 0.06814612, 0.051578168, -0.014001689, 0.008544181, -0.021115987, -0.0039464408, -0.10895844, 0.10265642, 0.007933664, 0.032431547, 0.039344225, -0.09396181, 0.03481167, -0.062159464) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.030189296, 0.016404282, 0.007839018, -0.0662005, 0.032314222, 0.23032597, -0.02787481, -0.02337977, -0.03932377, 0.041762874, 0.013128221, 0.12197807, 0.05833704, -0.02083231, -0.007048568, -0.014344274) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.06241779, -0.04029617, 0.072974324, -0.024263276, 0.09038449, -0.04282705, 0.04226173, 0.07724734, -0.22422394, 0.11471248, 0.04427276, -0.05624473, 0.03613298, -0.06125761, 0.02880148, -0.021686679) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(-0.08129253, -0.04971023, 0.01633411, 0.08104179, -0.06676472, -0.08282834, -0.0354008, -0.04255127, -0.02912327, -0.021444712, -0.00508618, -0.11365736, -0.010647502, 8.754985e-05, -0.03826378, -0.05531334) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.026307719, 0.123988345, -0.10848296, 0.056098342, -0.112687, 0.010693964, -0.032641288, 0.045386784, -0.031296022, -0.08414078, -0.00940098, -0.17378506, 0.101926476, 0.026596783, -0.03369573, -0.039993748) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(0.064235106, -0.015592889, -0.009021254, -0.12525405, 0.02358689, -0.03792194, -0.0056757675, -0.05701566, 0.10544747, -0.030641397, -0.017392984, 0.085357055, -0.08640952, -0.14240251, -0.061408874, -0.056589026) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0060613896, 0.00046012708, 0.0033240172, -0.002245667); + result += mat4(-0.058292672, 0.04051689, -0.019931613, -0.00822875, -0.025578061, 0.026534094, 0.10375677, 0.039718304, -0.0153359985, 0.0002860817, -0.10851981, -0.04868329, -0.022411212, -0.0066013956, -0.07272248, 0.034449577) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(0.12702101, 0.044098128, -0.05190899, 0.053121857, 0.01978377, 0.021926573, -0.047610566, 0.05459901, -0.07035281, 0.04409971, 0.037775293, -0.025748339, 0.028101757, -0.04574432, -0.019560734, -0.05131202) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.012247808, 0.04857899, -0.056433607, 0.0008014985, 0.00789559, 0.0341811, -0.028242482, -0.03001052, 0.014104565, 0.035440467, -0.0065380107, 0.05418814, 0.04330012, 0.019665845, 0.011403548, -0.07418194) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(0.08386268, -0.0960037, 0.016704397, -0.08300899, -0.109969154, 0.06982458, -0.079438575, 0.009801395, 0.012032729, 0.03450857, -0.060915064, 0.0031042881, 0.002151841, -0.011730578, -0.040341683, -0.06917363) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.08360487, -0.052823536, -0.05257652, 0.00776844, 0.07913902, -0.029279575, 0.044662382, 0.09333503, -0.021912836, 0.05401634, 0.0070351325, 0.039686814, 0.0113604665, 0.0071679964, 0.116549455, -0.014032234) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(-0.02863145, -0.030058036, 0.0055827475, 0.048155412, -0.02977801, -0.02322994, 0.01261966, 0.02938777, -0.03300528, 0.071100116, 0.050886545, 0.03667185, 0.041301362, -0.01194574, 0.04144121, 0.004477943) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(0.03433001, -0.011217196, -0.02429581, 0.027088128, -0.090729624, 0.05733697, 0.0061417473, 0.035739053, -0.02563721, 0.019649867, 0.005413577, -0.020556103, -0.06940702, 0.04491822, 0.09684209, 0.05930308) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(-0.02273419, 0.010615911, -0.0129603585, 0.025834309, -0.020300558, 0.04222133, -0.027771953, 0.0002243457, 0.051133327, 0.014052639, -0.05412377, 0.004097774, -0.11749443, 0.0017041735, -0.011238157, 0.03491389) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.036684893, -0.010065615, 0.006268485, 0.004127077, 0.018695, -0.013235055, 0.022134185, -0.053945877, -0.08122635, -0.0071430453, -0.015808977, -0.09017149, 0.03716316, -0.025758225, -0.0037428755, -0.10684333) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.01881137, -0.05924625, -0.0012130094, -0.086641036, -0.0011591051, 0.008058652, -0.085367315, -0.009038891, -0.045717224, 0.04131177, -0.009103661, -0.055809703, -7.86773e-05, 0.002421726, 0.0404376, 0.0023243246) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(0.034953967, -0.004179669, 0.042066477, 0.0903596, 0.029007224, 0.05782741, 0.027146846, -0.01215312, -0.005506172, 0.007712225, -0.033749837, 0.07416104, 0.0750538, 0.033216335, 0.055064943, -0.0024215) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.0054292227, 0.07876851, 0.0811622, 0.13790862, 0.00032598764, 0.019047214, -0.03621719, -0.011594392, -0.027265618, 0.00648921, 0.044510666, -0.020785334, -0.04363156, -0.06067503, 0.026461935, -0.0011320581) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(-0.22466524, -0.0029547287, 0.010164509, 0.06221122, 0.059903212, 0.058934253, -0.059617575, -0.017791681, 0.030989612, 0.021925045, -0.08521588, 0.060469795, -0.023836259, 0.013895613, -0.01076306, 0.054870628) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.040419802, -0.040355496, 0.105515875, -0.050358668, 0.026187511, 0.04188391, -0.01950513, -0.06409534, -0.00037487657, 0.096078224, -0.06457033, 0.067760706, -0.008902005, -0.05725344, 0.052133683, -0.084063254) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(-0.11817002, 0.012493775, -0.03546439, -0.02053148, -0.0011856977, -0.015577243, -0.06926669, -0.0010486944, 0.0448515, -0.024822807, -0.00522611, -0.011749172, -0.042393293, 0.031310663, 0.0042772205, 0.015903644) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.13479543, -0.015562308, 0.023940707, -0.049183562, 0.012915587, 0.030927647, -0.08906104, -0.090577275, 0.049334522, -0.007368721, 0.05195515, 0.026894191, 0.018562797, -0.0067711426, 0.017237153, 0.028376177) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.013332824, -0.02861124, -0.0135165425, -0.0025134897, 0.031601083, -0.026573587, -0.08718148, -0.08832673, 0.0045547104, -0.10031974, -0.05885651, 0.02672521, 0.025528023, 0.028620036, -0.015995251, -0.01805928) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(-0.17345375, 0.032915194, 0.06358913, 0.03757916, 0.06110614, -0.06112149, -0.14182551, -0.07460671, -0.06422519, -0.014169499, -0.013935788, 0.027886534, 0.03600501, -0.025713332, 0.035102952, -0.030048896) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(-0.09211228, -0.012422564, -0.09483653, 0.059981406, 0.017607268, -0.029154832, -0.0304697, 0.0068165646, 0.008708909, -0.022510968, 0.018114567, -0.067506984, 0.024309669, 0.005309854, -0.0050635645, -0.010199935) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(-0.04544426, -0.022621125, -0.059812624, -0.006528929, -0.014546538, 0.0006351246, 0.040394433, 0.07098924, 0.06037745, -0.08145598, 0.04878267, 0.0068809222, 0.0437658, -0.0069423974, 0.027544318, 0.010392455) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(-0.017893756, -0.044913016, -0.051055897, -0.047202297, -0.018117405, 0.0006441543, 0.028194219, 0.03922136, 0.05751671, -0.0037851962, 0.0061333533, -0.0899815, -0.034326438, -0.01846603, 0.017805366, 0.12803826) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.08999621, 0.00059796346, 0.050812274, 0.0054880306, -0.11683178, 0.046195246, 0.043798186, -0.04005441, -0.022159958, -0.020595016, 0.09071917, -0.07628923, -0.05725344, -0.05522714, -0.0326998, -0.039884966) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(0.057095874, -0.05149063, 0.0577852, -0.010172552, 0.049389623, -0.078343205, 0.08926204, -0.02946453, -0.0140764695, 0.022682905, 0.008097809, 0.081331864, 0.092106834, 0.07466943, 0.078941986, 0.052391164) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.033119317, 0.030479992, -0.012194602, -0.02762503, -0.031791262, -0.025200814, -0.009535011, 0.07114768, -0.04982343, 0.0018681342, -0.01611675, -0.06346432, 0.06711045, -0.025391582, 0.06701618, 0.111612305) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(0.028802745, 0.00364334, 0.037064422, 0.028007066, 0.072213285, -0.021245122, 0.02685786, 0.050698593, 0.03811127, -0.03183609, 0.045038972, -0.046853706, 0.05279563, 0.054284476, 0.020041784, 0.0088646915) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(-0.039378926, 0.02462888, -0.027325371, 0.018042447, -0.049631182, 0.05757693, 0.08403082, -0.017636461, 0.022964241, -0.022100113, 0.09037099, 0.0985961, -0.08046506, -0.014959862, -0.08729836, -0.055225935) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.04686182, 0.0070020906, 0.016588515, 0.02913266, -0.10384798, -0.037643887, -0.07448244, -0.01372763, 0.09502927, -0.02638222, -0.11286081, -0.07698651, -0.10541859, 0.066056855, -0.024853632, 0.056224585) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.0729652, -0.01574744, 0.014261628, 0.0007874139, -0.09496763, -0.03866045, -0.00046995922, 0.011654517, -0.056006525, 0.0009864186, -0.017407224, -0.0025526343, 0.06736851, 0.016148273, -0.062853746, -0.02172887) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(-0.008775328, -0.009389129, -0.008046993, 0.011645802, 0.06502229, -0.015796822, 0.033246476, 0.0010481479, 0.011228993, 0.002063443, 0.092867926, -0.019855477, -0.058748394, -0.05491885, -0.08265171, -0.017609123) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(-0.071687534, 0.015851645, -0.030007793, 0.06490518, -0.032694105, -0.02938561, -0.013124616, 0.036126167, 0.054421738, -0.053180795, -0.025776086, 0.03598198, -0.056345236, -0.009074879, -0.0077108857, 0.006023247) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.03404554, -0.08604643, -0.082106024, 0.03932789, -0.10720085, -0.0048912046, -0.007034484, -0.06281713, 0.04713117, -0.04098931, 0.003906921, -0.0033409374, 0.027557675, 0.018356312, 0.05899106, -0.03209946) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.03642826, -0.048236422, -0.07433781, -0.09399451, 0.043430522, 0.0033547275, 0.046311203, -0.08014669, 0.13819307, -0.013978601, -0.022171374, 0.069330305, -0.14126149, -0.030233938, 0.036474597, 0.020265289) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.03665825, 0.016583016, -0.07368879, 0.051715653, -0.0022943062, 0.002809305, -0.0031565933, 0.010069527, -0.119667165, 0.040585265, 0.029094903, -0.14880703, -0.031094294, -0.005197646, 0.069179825, -0.083132766) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(-0.03949345, 0.03535107, 0.00656895, 0.029138016, -0.031439032, 0.031067975, -0.0074611283, -0.08329047, -0.048495896, 0.039504908, 0.0050703785, 0.042553168, 0.029105661, -0.016065063, 0.014852118, -0.020750456) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(0.051263798, -0.02589722, -0.057833176, 4.891493e-05, 0.028863002, 0.059309144, 0.05080082, 0.06996325, -0.050413724, -0.009345545, 0.065725714, -0.15435281, -0.062328678, -0.018353192, -0.063422576, 0.10110822) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(-0.013274611, -0.011426293, 0.047040477, 0.057910804, -0.09452629, 0.031034563, 0.049071375, 0.015074296, -0.02346266, -0.02060792, -0.014499034, -0.12456579, 0.024312317, -0.018030088, 0.015253862, -0.041497186) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(0.046137754, 0.004931373, -0.044341523, -0.027071334, -0.090999715, 0.02538559, 0.10602303, 0.03455878, 0.053963415, -0.031865884, -0.050321184, -0.04884731, 0.09521113, 0.037630767, -0.0019179557, -0.06931579) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(-0.0014459195, -0.0014007369, -0.018847277, 0.06322096, -0.22541237, -0.027399208, -0.0028914118, 0.024112033, -0.034628294, 0.08171816, -0.029378854, 0.04562465, -0.042299375, 0.02630789, 0.039250273, -0.032389697) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.008539474, -0.026401326, -0.028777704, -0.041067023, 0.008021453, 0.031380545, -0.010443062, 0.01654151, 0.053967074, -0.027648648, 0.027501974, 0.08680413, 0.04902195, 0.058345273, 0.05516552, 0.0005782751) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.057271536, 0.0017432601, 0.00090826506, -0.13372706, -0.09658783, -0.05280328, 0.029425045, 0.09314443, -0.04903699, 0.045709703, 0.061115663, -0.08341313, 0.043808814, 0.06739794, -0.0088815205, -0.09809559) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.08926033, -0.023196125, 0.054467857, -0.109256014, -0.025417447, 0.011659191, 0.020502646, -0.044937, 0.070921704, -0.043382008, -0.009541407, -0.09480773, -0.07517104, 0.031816084, 0.06780557, -0.12817271) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.06184493, -0.057968862, -0.047324724, 0.042599365, 0.115882084, 0.08828012, -0.10665964, 0.16403782, 0.003708681, 0.047907792, -0.035310015, -0.023863006, 0.022354206, 0.0064226277, -0.02270203, 0.0024349717) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(0.006183121, 0.089279115, -0.0047647776, 0.014754408, -0.03722483, 0.014318502, -0.0026476474, 0.11560047, 0.08869904, -0.042199377, 0.04280526, 0.052334134, 0.035902698, 0.03315705, -0.0037553937, 0.04647252) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.008149527, -0.0036176, -0.06967105, 0.058703255, 0.056680605, 0.010897716, 0.044939972, 0.0695175, -0.0430656, -0.017113741, 0.012663516, -0.09252046, 0.019986706, -0.05262623, -0.051454637, -0.023269694) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.0024659613, 0.025065439, -0.028084846, 0.033066254, 0.025111768, 0.009073958, 0.00602517, -0.0155823445, 0.09535003, 0.050897915, -0.060629137, 0.0649911, 0.079719245, -0.0039491635, 0.047634233, -0.06682595) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.063272044, 0.021933908, -0.00058130117, 0.037526354, 0.07189541, -0.03164999, 0.014818913, 0.040772945, 0.07744415, -0.012848847, -0.068235144, 0.0082477415, -0.032480493, -0.027604004, 0.033469517, 0.0507768) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(0.064977765, 0.0068404, -0.09565788, -0.10275234, -0.0339601, -0.013449826, -0.05890159, 0.000114511386, -0.019283682, -0.013513909, 0.02811146, -0.041414186, 0.032942925, 0.043143276, 0.031422812, 0.005386986) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.007922059, -0.04727038, -0.024991598, 0.007935277, 0.0056262286, -0.031912994, -0.0018978112, 0.048167378, -0.031061996, -0.019613668, 0.015239052, -0.033463787, -0.05205827, -0.024454888, 0.025680505, -0.069524944) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(-0.046714947, -0.020067362, -0.00086623704, -0.015236039, 0.0073031266, 0.02102817, 0.05599249, 0.031000402, 0.0050507006, 0.068014465, -0.004485736, -0.024213176, -0.0014634419, 0.00807391, 0.0912603, 0.048976656) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(0.009858568, 0.05399727, -0.06930093, -0.03740781, -0.03952099, -0.0060961475, -0.002929278, 0.08654308, -0.0065720365, 0.009702729, -0.053587567, 0.011635667, 0.081795834, -0.051930983, 0.0843929, -0.046219714) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.011533141, 0.015105954, 0.079921134, -0.038060665, 0.09355218, -0.017629836, 0.043532066, 0.046301655, -0.04818814, -0.055247888, -0.038942125, 0.0014618986, 0.0438632, -0.07473085, 0.052290317, 0.05947611) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.10130111, 0.01304161, 0.026331192, 0.045154467, 0.021741353, -0.03959901, 0.030335633, 0.023893788, -0.02398899, 0.04057958, -0.0891525, -0.10151279, -0.03079778, 0.010636244, 0.059212793, -0.052939244) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(-0.01095018, -0.030809533, 0.058861475, -0.14149801, 0.035387687, 0.09057092, 0.012868391, 0.04279724, -0.00870864, 0.06727952, -0.016550045, -0.010039739, -0.033663634, -0.036074292, 0.18284807, 0.021788053) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.056425247, 0.031969484, 0.045287676, -0.077538945, 0.01916153, 0.023116212, -0.0026791904, -0.011090148, -0.02800776, -0.04534334, -0.05955444, 0.013407262, 0.009083878, 0.004801394, -0.045976464, -0.09495557) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(0.007498473, 0.012783305, -0.043950405, -0.093140244, 0.084022924, -0.002212005, -0.046045396, 0.023653071, -0.00679696, -0.06432762, 0.03097296, -0.047518846, -0.007864321, 0.05291612, -0.04730153, -0.020414038) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.12222662, -0.01693394, -0.10452664, -0.047352448, 0.053452045, 0.03169891, -0.005813697, -0.06526524, -0.11846303, 0.043489512, 0.04155247, 0.026040534, -0.10076937, 0.011654529, 0.061707295, -0.034346923) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(-0.0385986, -0.09423533, -0.10467904, -0.062181372, 0.04389658, 0.010074479, -0.016659237, 0.022692233, 0.058307897, -0.0034629651, 0.040011045, -0.092777595, -0.02110541, -0.0065470664, -0.01402361, -0.06650453) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(-0.13090956, 0.0022928012, -0.19893187, 0.0038581404, -0.031386744, 0.026443664, -0.008026227, 0.03598807, 0.04394829, -0.011985251, -0.019685538, 0.09190923, -0.02480175, 0.050523676, 0.04181384, 0.028157068) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(0.07779946, 0.024368633, -0.080769084, -0.0048275692, -0.08427223, -0.05665657, -0.059673555, -0.02774682, 0.051736, 0.004115013, 0.025645038, 0.08264157, -0.06212128, 0.030755218, -0.04405339, -0.030424658) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.01828597, 0.083243646, -0.038536478, -0.017502509, -0.08105738, 0.0012228974, -0.1080627, -0.026461056, -0.054254524, 0.024791434, 0.040263943, 0.02820566, -0.039924692, 0.004517173, 0.038702767, 0.055404343) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(-0.024339195, -0.041502204, -0.09291761, -0.05632645, 0.018038707, 0.03912029, -0.06666998, -0.00014298625, 0.0065938663, -0.02512259, 0.0299102, 0.0012205282, -0.042304393, -0.022222238, 0.07156011, -0.064391285) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(0.040794306, 0.043900218, -0.036973078, 0.049076557, -0.013266145, 0.032158293, -0.022526886, 0.09566472, 0.026215214, -0.12535825, -0.012699341, 0.039910194, 0.059199158, 0.028043676, -0.0060070944, -0.04917188) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(-0.025416475, -0.029701186, -0.025735907, 0.031475063, -0.024096722, -0.06385944, 0.053379986, 0.037973452, 0.02035059, -0.04093476, 0.044662606, -0.027414022, 0.05116636, -0.010306472, 0.059939675, 0.043212175) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(0.03515672, -0.02094184, -0.08207612, -0.054684076, 0.030655652, 0.073213205, 0.042154077, -0.14648315, -0.04680004, 0.030760812, 0.018253954, 0.08666564, 0.02857724, 0.00067018415, 0.06507213, -0.01725426) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.0105545055, 0.0007286947, 0.036018923, -0.0048508793, 0.16995871, 0.023170188, -0.015085124, 0.004689544, -0.004733232, 0.08226879, -0.018453347, 0.050538737, -0.009690376, -0.0019634834, 0.027626354, 0.032829974) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(0.023726773, 0.010898424, -0.01822208, 0.03842344, 0.0075681307, 0.034020238, -0.06806231, 0.01901378, -0.018860908, -0.0089046275, 0.02895369, -0.013657344, -0.11398131, 0.0169386, 0.050894454, 0.046080027) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(0.022903727, 0.005586001, 0.021286547, 0.024171276, 0.09379018, -0.013221455, -0.065918885, -0.033722796, 0.01728323, -0.03988463, -0.025967324, 0.04819965, 0.08548069, 0.004580221, 0.0030754865, 0.01584335) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.06392119, -0.08998016, 0.13679212, -0.0026546188, 0.008815899, 0.048466533, 0.0059514577, -0.083596006, 0.00016277195, -0.07310735, 0.011484921, 0.011048554, -0.059959427, -0.038820636, 0.01967266, -0.04827847) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(0.0655254, 0.06398862, -0.055974014, 0.04236683, -0.075581856, 0.072291575, 0.08086798, 0.050604943, 0.039989542, -0.0085748965, -0.007947379, -0.023675667, 0.043423723, 0.031157669, -0.035261367, 0.01189533) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(0.025264762, 0.048750594, -0.0319619, 0.045887, 0.010637966, -0.01337898, -0.00078846747, 0.03897785, -0.054485932, -0.030125577, -0.055076122, 0.04907283, 0.064117394, 0.044890843, 0.112151355, -0.08756602) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(0.030466594, -0.05084832, -0.1537047, 0.049629997, 0.029240265, -0.015239552, -0.004242997, 0.01498136, -0.024712149, 0.029033944, 0.09824751, -0.021574397, -0.12851386, -0.0052772337, -0.03357228, -0.015747119) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.005804859, 0.0384911, -0.044841398, 0.012554774, 0.009474106, 0.076035775, -0.021141436, -0.04842297, 0.07082178, 0.012289076, -0.046594966, 0.0118862325, -0.028290298, 0.03545386, -0.029923446, 0.0071562943) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-4-ReLU) +//!HOOK LUMA +//!BIND conv2d_3_0 +//!BIND conv2d_3_1 +//!BIND conv2d_3_2 +//!BIND conv2d_3_3 +//!BIND conv2d_3_4 +//!BIND conv2d_3_5 +//!BIND conv2d_3_6 +//!BIND conv2d_3_7 +//!SAVE conv2d_4_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0014251472, -0.00062698225, 0.0018863081, -0.0067351423); + result += mat4(0.018673861, 0.032077182, 0.0037670946, 0.050522637, -0.0010146564, -0.0033454895, -0.048218563, 0.01752664, 0.015052163, -0.018461287, 0.000518453, 0.034338284, 0.004189418, 0.015203471, -0.021282619, 0.023587316) * conv2d_3_0_texOff(vec2(-1, -1)); + result += mat4(-0.046335146, 0.040292807, 0.022942806, 0.084382825, 0.010080793, -0.057140883, 0.025302446, 0.024585998, -0.017621798, 0.09681231, 0.08597285, -0.018088778, 0.073121615, 0.03417377, -0.022003455, 0.11042839) * conv2d_3_0_texOff(vec2(0, -1)); + result += mat4(0.0072236536, 0.08701254, -0.016317518, 0.029956099, 0.0070353327, 0.09767933, -0.08823228, 0.030442908, 0.018327752, -0.07752849, 0.032344893, 0.05708747, -0.051409554, -0.011494398, 0.06045909, -0.0414537) * conv2d_3_0_texOff(vec2(1, -1)); + result += mat4(-0.033427637, -0.08938779, -0.02685188, 0.050008766, 0.09848247, -0.06579934, 0.013445275, -0.016121002, 0.016009869, -0.0043092426, -0.003833644, 0.07527052, 0.08246886, 0.000503442, 0.017631046, 0.028014096) * conv2d_3_0_texOff(vec2(-1, 0)); + result += mat4(0.08188082, 0.038584508, 0.028480327, -0.048451718, 0.03168719, -0.021754295, 0.03816518, 0.09146883, -0.0010765264, -0.06581348, 0.0014887871, 0.0065062526, 0.043383367, 0.026044182, 0.091734335, 0.19638753) * conv2d_3_0_texOff(vec2(0, 0)); + result += mat4(0.03718927, 0.053397905, 0.038383354, 0.018592069, -0.021742502, 0.025835568, -0.047361977, -0.0064954096, 0.01729975, -0.009017122, -0.026055958, -0.017205367, -0.06670235, 0.024090454, -0.033529066, 0.014743781) * conv2d_3_0_texOff(vec2(1, 0)); + result += mat4(-0.053738605, 0.007041181, 0.046036437, -0.0060444134, 0.00028312794, 0.040603507, -0.0073328423, -0.029636584, -0.03361385, -0.039049573, -0.082385294, 0.0033814767, 0.0541044, 0.033086795, 0.019756822, -0.02124206) * conv2d_3_0_texOff(vec2(-1, 1)); + result += mat4(0.087686345, -0.023377942, 0.037199516, 0.024559557, 0.018899692, 0.026418706, 0.03341977, -0.03792957, 0.0275505, 0.018420523, -0.028442107, 0.045291577, -0.011137358, -0.04854017, -0.0019037462, 0.077883184) * conv2d_3_0_texOff(vec2(0, 1)); + result += mat4(0.029888572, 0.026616642, 0.0074777394, 0.079018705, -0.08085832, 0.006893435, -0.021432858, -0.0005435047, 0.011570788, 0.08827259, -0.011205707, 0.005243058, -0.152055, 0.09486768, 0.023200216, 0.0066440096) * conv2d_3_0_texOff(vec2(1, 1)); + result += mat4(-0.036357924, -0.022468893, -0.06927031, 0.006416363, -0.024620654, 0.01879684, 0.034386892, 0.006153835, -0.009186036, 0.029210422, 0.032836545, -0.031136218, 0.018181415, -0.014411614, 0.0040633543, -0.06230842) * conv2d_3_1_texOff(vec2(-1, -1)); + result += mat4(-0.002692116, 0.01595091, 0.012103822, -0.0028852818, -0.04918649, -0.011426903, 0.021665841, 0.026787248, -0.0056957547, -0.05808886, -0.047910508, 0.04350681, 0.06100713, 0.028811166, 0.02133015, 0.044510785) * conv2d_3_1_texOff(vec2(0, -1)); + result += mat4(-0.03283779, 0.020474968, -0.009379789, -0.046478886, -0.00010127794, 0.04358986, 0.032138042, 0.04838418, -0.054518834, -0.007697424, 0.070509404, -0.0047255186, 0.04810435, -0.033660453, -0.0006131127, -0.13531916) * conv2d_3_1_texOff(vec2(1, -1)); + result += mat4(0.016534878, 0.042890407, -0.039331708, -0.057275698, 0.060258616, -0.0069148056, 0.081107005, -0.053748537, -0.10022901, 0.05039925, -0.029385153, -0.025565159, 0.08208448, -0.040429253, -0.015503155, -0.060810655) * conv2d_3_1_texOff(vec2(-1, 0)); + result += mat4(-0.04645899, 0.01848358, -0.16213657, -0.13247281, 0.008172146, -0.022413464, 0.0120983515, -0.041746475, -0.04833164, 0.02780466, 0.036916304, 0.041110992, -0.059409775, 0.011541062, 0.05133046, 0.057789713) * conv2d_3_1_texOff(vec2(0, 0)); + result += mat4(0.077667974, -0.07564696, 0.03292344, 0.034902032, 0.08645655, 0.057127174, -0.035983574, 0.041130364, -0.09430936, 0.0027309242, -0.026546799, 0.05909669, -0.039390802, -0.03597687, 0.061169293, -0.0020347016) * conv2d_3_1_texOff(vec2(1, 0)); + result += mat4(-0.015044469, -0.031604793, -0.012939631, -0.016206736, 0.01517615, 0.026680779, 0.038591746, 0.0009189766, -0.002751786, -0.009990771, 0.093843356, -0.049611498, 0.03098601, 0.0075615575, -0.014763906, -0.08914085) * conv2d_3_1_texOff(vec2(-1, 1)); + result += mat4(0.03433886, -0.005145266, -0.008458593, 0.0038444481, -0.0017446778, 0.013166486, -0.034278464, 0.01675868, -0.020361602, -0.02802124, 0.03176294, 0.121953666, 0.01216741, -0.012813531, -0.06262569, 0.025326144) * conv2d_3_1_texOff(vec2(0, 1)); + result += mat4(0.05690635, -0.010919707, 0.06353192, -0.053409588, -0.033951793, 0.03649867, 0.036840856, 0.040795323, 0.051191237, -0.049146965, 0.005060033, 0.07611132, -0.049246088, 0.07014059, 0.016715694, -0.04556618) * conv2d_3_1_texOff(vec2(1, 1)); + result += mat4(0.009302602, 0.022925142, -0.09506782, -0.0009652141, 0.022958513, 0.062720284, 0.02473546, 0.030297764, 0.020179018, -0.052878477, -0.043918066, 0.05563686, 0.016502526, 0.026137283, 0.041662995, 0.08961005) * conv2d_3_2_texOff(vec2(-1, -1)); + result += mat4(0.0020234357, -0.06929336, -0.10122015, -0.0049846442, 0.03036247, -0.06017103, 0.012890323, -0.008701545, -0.0056382925, 0.08062279, 0.07927254, 0.08892949, 0.10522521, -0.043130115, -0.103439845, -0.010930402) * conv2d_3_2_texOff(vec2(0, -1)); + result += mat4(0.059949562, -0.010106791, -0.008189195, 0.058073565, -0.011187281, 0.04760568, 0.026867699, -0.017282678, 0.015786093, 0.010039718, -0.03341557, 0.08328419, -0.033737004, 0.016905379, -0.020833757, -0.02038882) * conv2d_3_2_texOff(vec2(1, -1)); + result += mat4(0.032445837, -0.011868872, 0.06239416, 0.06213402, -0.017445767, -0.033073243, -0.07801258, 0.010554514, -0.06266578, -0.033635106, -0.051942386, 0.002230595, 0.04801794, 0.006680795, -0.06931558, 0.037060603) * conv2d_3_2_texOff(vec2(-1, 0)); + result += mat4(-0.0051131244, 0.017817004, 0.056496553, -0.07136783, 0.0029402724, 0.014482138, -0.07774306, 0.018754503, 0.039444063, -0.0529761, -0.061891142, -0.022763412, -0.047215424, -0.022143684, -0.042308677, 0.14879844) * conv2d_3_2_texOff(vec2(0, 0)); + result += mat4(0.018533267, -0.0073519563, -0.034604616, 0.026556024, 0.02544939, -0.025004808, -0.035499383, 0.0013333536, 0.009648402, 0.048677217, -0.004358973, 0.0068949596, 0.037134737, 0.075999364, 0.0027339272, 0.072802305) * conv2d_3_2_texOff(vec2(1, 0)); + result += mat4(-0.031218406, -0.02069959, -0.059574407, -0.023153275, 0.068073094, 0.01770022, 0.024930185, 0.03902307, -0.034590654, 0.04104561, -0.058949873, 0.047710653, -0.00943727, -0.012719817, -0.09790834, -0.093559965) * conv2d_3_2_texOff(vec2(-1, 1)); + result += mat4(0.061980616, -0.010554665, 0.06449855, -0.060856845, -0.08688983, 0.07736875, -0.03420635, -0.074671745, 0.013144653, -0.058242917, -0.027250286, -0.09097648, -0.020261846, -0.044640318, 0.029989269, -0.06462863) * conv2d_3_2_texOff(vec2(0, 1)); + result += mat4(0.04712408, 0.023927227, -0.07727843, 0.043176714, 0.049753726, -0.062316984, -0.032757338, -0.088338725, 0.13769001, -0.07189041, -0.006145829, 0.0922036, -0.03189129, -0.044464666, 0.097756416, -0.012599847) * conv2d_3_2_texOff(vec2(1, 1)); + result += mat4(-0.0011671513, -0.0011177624, 0.02411541, 0.004836184, -0.050622363, -0.07155002, 0.037622716, -0.09249707, 0.023316821, 0.017652374, -0.034035113, -0.025422627, -0.043400515, -0.031368323, 0.066770725, -0.030394053) * conv2d_3_3_texOff(vec2(-1, -1)); + result += mat4(0.01405317, -0.039320152, 0.037645474, 0.042314123, 0.0028615517, -0.014226925, -0.01556944, 0.046608396, 0.01567301, -0.0046369713, -0.032165136, 0.015754465, 0.04449836, -0.020769795, 0.034627043, -0.08670094) * conv2d_3_3_texOff(vec2(0, -1)); + result += mat4(0.03428257, -0.03696898, -0.081838585, -0.07979541, -0.043200493, 0.036968302, -0.0020187274, 0.0023096157, 0.005769351, 0.05807819, 0.03341889, -0.0776404, 0.038735505, -0.043035842, -0.10138327, 0.04846455) * conv2d_3_3_texOff(vec2(1, -1)); + result += mat4(-0.020689912, 0.0019166246, -0.027065719, 0.04126061, -0.02533002, 0.00086589635, 0.15492079, 0.115552865, -0.056875944, -0.022360025, -0.0043618483, -0.08212114, 0.01218707, 0.10010505, -0.026401255, -0.019329824) * conv2d_3_3_texOff(vec2(-1, 0)); + result += mat4(-0.016362168, 0.023091167, -0.013403655, 0.04912382, -0.008918561, 0.0056241667, 0.104161635, -0.08361282, -0.020577656, -0.05311944, 0.007379996, 0.06819292, 0.10294477, -0.042897355, -0.011459394, -0.079536244) * conv2d_3_3_texOff(vec2(0, 0)); + result += mat4(-0.0074953698, -0.00066633977, -0.034357455, -0.093786456, -0.034172684, -0.045193113, 0.035391394, 0.0637508, -0.009815759, 0.09136212, -0.03156331, -0.043206707, -0.029839432, 0.04319882, -0.04373798, -0.017801028) * conv2d_3_3_texOff(vec2(1, 0)); + result += mat4(0.050641276, -0.02673951, 0.014651065, -0.049285684, -0.016671004, -0.051411368, -0.13158254, 0.055173073, 0.020384448, -0.01317807, 0.028595604, -0.010859899, -0.008575775, 0.058090728, 0.09015082, 0.004175989) * conv2d_3_3_texOff(vec2(-1, 1)); + result += mat4(0.042314015, 0.024753576, 0.046396643, 0.0064327307, -0.01795531, -0.009057238, 0.02421002, -0.05089526, 0.0033139752, -0.034510322, 0.01878516, -0.056755938, 0.0002463125, -0.0128552085, 0.0020875651, -0.027446223) * conv2d_3_3_texOff(vec2(0, 1)); + result += mat4(0.0060392176, -0.11788295, -0.029664127, 0.008880326, 0.05330227, 0.0070508933, -0.0043150564, -0.036530446, -0.047127727, -0.047671188, -0.06737314, 0.0083652325, -0.021477606, -0.025502743, 0.05643119, 0.04296003) * conv2d_3_3_texOff(vec2(1, 1)); + result += mat4(-0.019384488, -0.025502928, -0.04916929, 0.0022923213, 0.016502254, -0.023943558, -0.024893032, 0.0074065877, 0.002686409, -0.07249054, 0.0104133915, -0.032033708, 0.096649215, 0.011417116, -0.04899805, 0.055422977) * conv2d_3_4_texOff(vec2(-1, -1)); + result += mat4(-0.013113526, -0.019250564, 0.042865377, 0.063468516, 0.061652005, -0.028605554, -0.00045261276, -0.056041334, -0.018217677, -0.022239586, -0.033668637, 0.046041142, -0.07894112, 0.014677258, -0.013151415, 0.012707105) * conv2d_3_4_texOff(vec2(0, -1)); + result += mat4(0.013783943, -0.10895098, 0.043192018, -0.04445222, 0.034218494, 0.0021278937, 0.042090595, 0.06904218, -0.038378477, -0.003878173, 0.054208197, -0.0820488, -0.01995063, -0.066005014, -0.0711076, 0.0025117153) * conv2d_3_4_texOff(vec2(1, -1)); + result += mat4(-0.030083952, 0.0028348279, 0.011112398, -0.08014869, -0.03547214, -0.05669092, -0.04146768, -0.083904155, -0.074244715, 0.01769189, -0.072534375, -0.099040516, 0.102334, 0.053168904, -0.017171757, -0.09967863) * conv2d_3_4_texOff(vec2(-1, 0)); + result += mat4(0.030172348, -0.0008435548, -0.06212656, 0.027426317, 0.0640857, -0.059982065, -0.03495538, -0.1021958, -0.01940625, 0.102385804, -0.046452124, 0.000831927, -0.07913467, 0.038964994, -0.10516663, -0.030801887) * conv2d_3_4_texOff(vec2(0, 0)); + result += mat4(0.0038444742, 0.049801506, -0.014488756, 0.064058445, -0.01223352, 0.012045666, -0.042229064, -0.019182105, -0.055795643, 0.07517447, -0.003105533, -0.007404321, 0.07464786, -0.12606506, -0.017821776, -0.04986038) * conv2d_3_4_texOff(vec2(1, 0)); + result += mat4(-0.023115957, -0.049413774, -0.04066957, -0.017545557, 0.031623796, -0.05058053, 0.02490793, -0.016624907, 0.008775263, -0.045426115, -0.005404666, -0.013170411, 0.06792874, 0.07337203, -0.044427227, -0.05238581) * conv2d_3_4_texOff(vec2(-1, 1)); + result += mat4(-0.056813043, -0.005576083, 0.072538696, -0.07360226, -0.06892953, -0.07571264, 0.08498844, -0.028909622, -0.027828084, -0.009407866, 0.043621007, 0.0069731176, 0.048197083, -0.025200557, -0.020004543, 0.12787043) * conv2d_3_4_texOff(vec2(0, 1)); + result += mat4(0.0579893, 0.052800044, 0.084704734, -0.03470178, 0.0597469, -0.035208087, -0.06679775, 0.026968367, -0.08211052, -0.06418047, -0.04930623, -0.06802235, 0.057565562, -0.003079574, -0.026538676, -0.04687167) * conv2d_3_4_texOff(vec2(1, 1)); + result += mat4(-0.048950505, -0.04296262, 0.071002536, -0.08860448, -0.023778846, -0.041412633, -0.018603822, -0.00450639, 0.024998344, 0.0297204, 0.0131756095, 0.035242308, 0.052452054, 0.059603956, -0.04819877, -0.027153969) * conv2d_3_5_texOff(vec2(-1, -1)); + result += mat4(-0.00039456744, 0.026111925, -0.0390856, 0.015237232, -0.047974177, 0.0075821406, 0.017423477, -0.0070963115, 0.039099902, 0.010331603, 0.13222985, 0.033107437, -0.044914547, 0.012619742, 0.077392414, 0.05955516) * conv2d_3_5_texOff(vec2(0, -1)); + result += mat4(0.0013875503, 0.02167852, 0.048960786, -0.02730172, 0.023810739, 0.020395383, 0.054201044, -0.06880946, -0.15319178, -0.072294965, -0.03086937, -0.011504573, -0.026595794, -0.05325626, 0.01151914, 0.06896727) * conv2d_3_5_texOff(vec2(1, -1)); + result += mat4(0.015059782, 0.01212822, -0.011522979, 0.043589585, 0.05315072, 0.027349211, 0.069255315, 0.07850968, 0.122352585, -0.06477022, 0.051983375, -0.061325468, -0.04329559, -0.009633947, -0.109692626, 0.0060715466) * conv2d_3_5_texOff(vec2(-1, 0)); + result += mat4(0.08721693, 0.05260926, 0.05850964, 0.0054416833, 0.036334157, 0.068869755, 0.003245845, 0.08983297, -0.018924817, 0.062130507, -0.11904574, 0.07780186, 0.05350868, 0.06791477, 0.022963349, 0.13369432) * conv2d_3_5_texOff(vec2(0, 0)); + result += mat4(0.055267405, 0.009881807, -0.0069630924, -0.061420918, -0.036210015, 0.012657981, -0.032147475, -0.018918043, -0.05412775, 0.0061139315, -0.0049740467, 0.028788963, 0.006019795, 0.010503997, 0.040485717, 0.048707794) * conv2d_3_5_texOff(vec2(1, 0)); + result += mat4(-0.020625258, 0.01798343, -0.03604717, -0.015388089, 0.017517395, -0.0278744, -0.074373916, 0.038745053, 0.06285353, -0.009818533, 0.04762992, 0.004658474, -0.013168075, -0.0511346, -0.040355694, 0.06022736) * conv2d_3_5_texOff(vec2(-1, 1)); + result += mat4(0.026847128, -0.015917618, -0.062348984, -0.06671345, 0.012953547, 0.012467912, -0.015703145, 0.08393637, 0.018011587, 0.011851339, -0.0055786576, 0.042521846, -0.041248936, 0.015565254, -0.035630196, -0.021513479) * conv2d_3_5_texOff(vec2(0, 1)); + result += mat4(0.04410482, 0.06062172, -0.025012525, 0.0610936, -0.068187855, 0.008616673, 0.057610862, 0.013892458, -0.03330063, 0.024369285, -0.055133972, 0.004009792, 0.028606487, -0.012831177, 0.024481747, -0.0103146015) * conv2d_3_5_texOff(vec2(1, 1)); + result += mat4(-0.040068492, -0.05743285, 0.1223652, -0.04292859, -0.09787392, -0.0104287965, 0.03175076, -0.027615303, -0.07690209, 0.002457177, -0.024491351, -0.066331044, 0.019923544, -0.0023634525, -0.014972126, -0.0049166363) * conv2d_3_6_texOff(vec2(-1, -1)); + result += mat4(0.014411372, -0.06519537, 0.008176301, -0.039190505, 0.016877266, -0.057989515, -0.042193584, 0.008610321, 0.00978763, -0.046530053, 0.014780808, -0.041762426, -0.03441969, 0.055942096, 0.031061172, 0.03241851) * conv2d_3_6_texOff(vec2(0, -1)); + result += mat4(-0.05567167, 0.0036965034, 0.020676292, -0.016157502, -0.029994544, -0.043466363, 0.036435682, 0.05265827, 0.025745342, 0.12854025, 0.03224513, -0.032146305, 0.008559331, -0.07113304, -0.009610836, -0.04301949) * conv2d_3_6_texOff(vec2(1, -1)); + result += mat4(-0.084250554, -0.050097406, -0.051641807, 0.017897263, -0.038950898, 0.033669487, -0.09937784, 0.080832824, 0.004863509, -0.11565558, 0.012857115, 0.049446907, 0.043101717, 0.010560022, 0.057130642, -0.0024219593) * conv2d_3_6_texOff(vec2(-1, 0)); + result += mat4(-0.038006254, 0.00175756, 0.050056282, 0.0006544299, -0.046458878, 0.0068221935, 0.032770135, 0.042864546, -0.04432323, -0.10249627, 0.05425363, 0.05375547, 0.04990834, 0.020200657, -0.00047308477, 0.14005068) * conv2d_3_6_texOff(vec2(0, 0)); + result += mat4(-0.060461886, -0.0029850728, -0.038782835, 0.012754308, -0.08944805, -0.096392274, -0.01849711, 0.05648829, 0.015336808, -0.08178105, -0.036755953, 0.0072487895, -0.0036330046, -0.006314786, -0.051641997, -0.054993067) * conv2d_3_6_texOff(vec2(1, 0)); + result += mat4(0.044810563, 0.0018178963, 0.020492285, 0.060021147, -0.14395535, 0.003398305, -0.030875567, -0.013764356, -0.038610004, 0.03216734, 0.07988316, -0.08910878, 0.04003024, 0.062294267, -0.04606628, -0.042916063) * conv2d_3_6_texOff(vec2(-1, 1)); + result += mat4(-0.025485426, 0.07557817, 0.024170104, -0.05404846, -0.002042427, 0.025645697, 0.07545453, 0.016420538, -0.017638156, -0.01831494, 0.044161245, -0.03592123, 0.07976442, 0.017749855, 0.07656738, -0.028849782) * conv2d_3_6_texOff(vec2(0, 1)); + result += mat4(0.036784235, -0.013467151, 0.036444172, 0.094699964, -0.0426589, -0.0001236075, 0.0039888755, 0.022269992, 0.051420115, 0.012392849, 0.025688676, 0.0049866736, -0.011352147, -0.05340382, 0.026460119, 0.03525816) * conv2d_3_6_texOff(vec2(1, 1)); + result += mat4(-0.009309051, 0.05136777, -0.017058818, 0.028954955, 0.01527489, 0.023978993, -0.09360258, -0.0070763403, -0.024847794, -0.04260108, -0.067176566, 0.035348922, 0.066129304, -0.0630941, -0.03447217, -0.037741918) * conv2d_3_7_texOff(vec2(-1, -1)); + result += mat4(-0.025295043, -0.0011535027, -0.04075787, 0.036008663, -0.037904024, 0.023851965, -0.076395184, 0.029231895, -0.030610025, 0.047114585, -0.13267876, 0.16930126, 0.012630387, -0.01594386, 0.03031229, -0.07803302) * conv2d_3_7_texOff(vec2(0, -1)); + result += mat4(-0.06088592, 0.08036232, 0.0122171985, 0.09249436, 0.04934968, -0.012535692, -0.07967677, 0.047103208, -0.004853958, 0.0028116056, -0.09244394, -0.08335118, 0.054112826, -0.01702686, -0.0062000947, -0.070441276) * conv2d_3_7_texOff(vec2(1, -1)); + result += mat4(-0.008518993, 0.0075289435, -0.02882956, 0.048310325, -0.014057605, 0.023135917, -0.059613626, 0.040745884, -0.0985367, 0.063675575, 0.062374946, 0.0006678243, -0.0076474263, 0.051444583, 0.0569574, -0.09917991) * conv2d_3_7_texOff(vec2(-1, 0)); + result += mat4(-0.07957017, 0.015025438, -0.06321065, 0.010170821, -0.12967637, 0.16706337, 0.0032061678, 0.015850281, -0.008333481, 0.028591342, 0.041120347, 0.101062514, 0.008371019, 0.00038253592, -0.015226818, -0.0947895) * conv2d_3_7_texOff(vec2(0, 0)); + result += mat4(-0.07951248, 0.021601574, -0.05031213, 0.038909774, 0.037962697, 0.045660414, 0.019475982, -0.024168588, -0.051011853, 0.06582998, 0.059648782, -0.095692195, 0.05013716, 0.004921918, 0.026561124, 0.0048642973) * conv2d_3_7_texOff(vec2(1, 0)); + result += mat4(0.026095947, 0.035535805, 0.045056064, -0.003681012, -0.027363207, 0.011785531, -0.08933073, 0.108564496, -0.0016365715, 0.0072120633, -0.0059404206, 0.028574679, -0.041468803, 0.072764374, 0.05723946, -0.03405476) * conv2d_3_7_texOff(vec2(-1, 1)); + result += mat4(-0.054667074, 0.021056723, 0.051202897, 0.02222598, 0.04651224, -0.005652827, -0.052888025, -0.06100927, 0.061212275, -0.08811994, -0.012916998, 0.10681364, 0.0047143446, -0.104524605, 0.05122055, -0.087274775) * conv2d_3_7_texOff(vec2(0, 1)); + result += mat4(-0.08149551, 0.017300734, 0.01653693, 0.0025334565, 0.090569414, -0.023195816, 0.008278325, -0.08874223, -0.04981807, 0.07867283, -0.06438083, -0.15411055, 0.07770887, -0.12050434, -0.025502637, -0.0897674) * conv2d_3_7_texOff(vec2(1, 1)); + return max(result, vec4(0.0)); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.007920542, -0.0022907562, 0.0014729282, -0.0029908211); + result += mat4(0.012659207, -0.0082843965, 0.050612673, -0.004586635, 0.06810715, -0.055794217, -0.055540774, -0.0069531123, -0.04869505, 0.020238532, 0.03411154, -0.03394743, -0.088167824, -0.01315098, -0.015628476, 0.012594215) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(0.09373336, -0.008080655, -0.037399266, -0.054797772, -0.054466434, -0.016870465, 0.008425535, -0.07040091, -0.089233495, 0.13193156, -0.050881077, 0.02321132, 0.05240855, -0.05507531, 0.11045006, -0.05287347) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.026759261, 0.062051155, -0.003945277, 0.04563078, -0.03224445, -0.11816783, 0.069794625, -0.011122299, 0.018666968, -0.1139171, -0.04996122, -0.11003525, 0.046559703, 0.011053371, 0.023064949, 0.029661411) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(-0.014747362, 0.05423561, -0.035074584, -0.17831835, -0.08130223, -0.0009333893, 0.068694636, 0.020894865, 0.07522027, -0.023988897, 0.008578291, 0.021030499, -0.08493413, -0.08599244, -0.011630431, -0.018433454) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(0.046071053, -0.011418831, -0.035194278, 0.044674832, 0.00041246286, 0.07825398, -0.023369467, 0.03058997, 0.0081767095, 0.01475973, 0.019673605, 0.0049730144, 0.13240097, -0.027513841, 0.00013196138, -0.03916345) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.05762516, -0.019916251, -0.03911777, -0.040417038, -0.021643022, -0.04889882, -0.01983129, -0.06811472, -0.09386371, -0.013902166, 0.019391365, -0.07002573, 0.041423053, -0.038381483, 0.10094547, 0.07099513) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.012239392, -0.04553411, -0.031315375, -0.09058013, 0.044134453, -0.08493709, -0.054941684, -0.08546161, -0.031910513, 0.025139252, -0.020321775, 0.0018517378, 0.044425156, -0.04948171, -0.020069772, -0.031008974) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(-0.10237727, 0.027195487, -0.10438355, 0.18013915, 0.08098608, 0.06393669, -0.026501782, 0.09152095, 0.03727705, -0.01329895, 0.019179363, 0.10877083, 0.038874906, 0.031757224, 0.046564616, 0.0013984117) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.04633342, 0.04813199, -0.040961362, -0.00039862006, -0.010458006, -0.05505914, 0.063396074, -0.1432106, -0.016199859, 0.052676037, -0.061194155, -0.12257285, -0.104831055, 0.07285034, -0.037690945, -0.0016298497) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.0376707, -0.055586062, 0.065259084, 0.016390754, -0.008386405, -0.0029405502, -0.026257785, 0.035723936, 0.07626289, 0.06286442, 0.025170011, 0.050848585, 0.053993393, -0.074970536, -0.087790236, -0.046617504) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.027239515, -0.03871918, -0.048216864, -0.11791459, 0.026596818, -0.012932386, 0.062188514, 0.002094744, -0.025280148, 0.042759545, -0.023457889, -0.008961966, -0.060098015, -0.08615126, 0.07318971, 0.026015801) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.06591428, -0.06974538, -0.011125307, -0.06468126, 0.043495186, -0.048687283, -0.035599604, -0.096797556, -0.06708375, -0.007115299, -0.04114189, 0.09489059, -0.068501055, 0.02147516, -0.09516866, -0.0015071227) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(0.021459384, 0.0038642175, 0.008899712, -0.0018662293, 0.039088447, -0.009293485, -0.01852249, 0.0768127, -0.013204934, -0.03852263, -0.022534704, -0.027906822, -0.08647252, 0.027216952, 0.081728265, 0.041477155) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.07083061, 0.026967786, -0.07543586, -0.0030894356, 0.080068305, 0.064456545, -0.050163127, 0.08556735, -0.052110665, 0.12535931, 0.006253803, -0.01627654, 0.011363781, 0.071435735, 0.12658638, -0.021390487) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.006180938, -0.074387684, -0.017106667, -0.06576324, -0.051740456, -0.0005384904, 0.022246197, 0.023234043, -0.06136818, 0.14206524, 0.04356066, 0.03412567, -0.011127722, -0.030439658, 0.018868275, 0.006633875) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.021440627, -0.039221853, 0.0137522705, -0.01690634, 0.059286904, 0.094165325, -0.104185276, 0.0458326, 0.07012717, 0.045772318, 0.08055948, -0.078718044, 0.080590785, 0.053347133, -0.17556459, -0.01862909) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.030217057, 0.055596564, -0.039909564, -0.039487753, -0.026901927, 0.10575721, -0.092611775, 0.1027071, 0.08832089, -0.021564694, 0.032605726, 0.03632368, 0.13382831, -0.115151145, -0.058819804, -0.04666085) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(-0.029313814, 0.026086109, 0.0050191963, 0.06069516, -0.057623867, 0.10669551, 0.030928954, 0.12295723, -0.0024809528, 0.0762547, -0.024703266, 0.03297919, -0.027105216, -0.124841854, -0.043663573, 0.13534822) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.007157479, -0.05973485, 0.110251896, 0.0038233942, -0.019390102, -0.07830754, 0.058571246, 0.04170379, -0.07737476, 0.008079394, -0.03913871, 0.04531513, -0.020468723, 0.026413247, -0.03621609, 0.028344117) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.06614093, -0.066829525, -0.03889602, -0.043133322, -0.14874497, 0.025205813, -0.04521223, -0.0053451373, -0.0007332497, -0.034058277, 0.05700848, 0.038901296, -0.07983258, -0.018813223, -0.08045294, -0.10314455) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.0069888355, -0.09054443, 0.041112132, 0.008636328, 0.07070584, 0.077259436, -0.0907137, -0.2740745, -0.061728552, -0.033996508, -0.008699861, -0.0035128514, -0.070044294, 0.058498688, 0.008397797, 0.027619524) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.031641524, -0.038529657, -0.06252963, 0.03609837, 0.016870031, -0.07702599, -0.12518086, 0.02230905, 0.016294694, 0.048358, -0.036249023, 0.0402514, 0.026027886, -0.076332785, -0.11581518, -0.02984455) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.08540919, -0.05597586, 0.008536542, 0.085084595, 0.06305363, -0.13173594, 0.02650425, 0.096223906, 0.02683272, 0.044928376, -0.027425421, 0.022786822, -0.1218999, -0.05886356, -0.06373537, 0.012566754) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.03572133, -0.14330506, 0.025059253, -0.15277307, 0.015189198, 0.03791659, -0.04514338, 0.07523708, 0.10369998, 0.034488324, 0.12181086, -0.107948996, -0.0015171113, -0.058763936, -0.025617834, 0.06781687) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.0037179498, 0.08529988, 0.027889939, 0.003222262, 0.11168923, 0.00066192815, 0.07540353, -0.057343643, 0.00030487005, -0.04888555, 0.05101622, -0.034709588, 0.08829905, 0.041069593, 0.03141221, -0.02706111) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.041756507, -0.07811449, 0.16475213, -0.013378609, -0.00643016, 0.029229168, 0.10122711, -0.12280812, -0.03420747, 0.05189128, 0.035785843, -0.10635843, -0.016912397, -0.055895682, -0.033209465, -0.014799848) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.08908331, -0.05600544, 0.043326605, -0.079979375, -0.026731044, 0.106925935, 0.027010608, 0.010199388, -0.053292416, 0.11392488, -0.06671726, 0.013869556, 0.052558497, -0.008757882, 0.050396882, 0.004238255) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.11732546, -0.09634034, -0.055640962, -0.014233091, -0.015503881, 0.064164706, -0.04780396, -0.055842523, 0.07023783, -0.011185966, -0.039414886, 0.005374894, 0.035964258, -0.053783245, 0.041233014, 0.0001975019) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(0.066145234, 0.070920266, 0.013697662, 0.07268349, -0.037122075, -0.055752855, 0.07137167, -0.0070951274, 0.004516784, 0.03692181, -0.018517666, -0.06653895, 0.09884851, 0.003364147, 0.07483013, 0.089953594) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(0.054332282, -0.014929944, -0.061932918, -0.063656196, -0.06479612, 0.018064292, -0.014423946, 0.119874164, 0.009527149, 0.019724282, 0.05945179, 0.12616754, -0.023177106, -0.05653973, -0.07177297, -0.03853774) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.0031560515, 0.102466606, -0.016985284, 0.13583939, -0.042187594, 0.0070145247, -0.036459148, -0.08347707, 0.09661631, -0.096756056, -0.08569181, 0.10360648, -0.048982732, 0.044129677, 0.085172795, 0.02679583) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.035111655, 0.011007227, -0.14336789, 0.035851106, 0.114730164, -0.090360045, 0.066923484, -0.117397286, 0.058644306, -0.028735561, 0.05165274, -0.0920172, 0.1089473, -0.081362486, 0.012526838, 0.01399663) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.03603579, 0.053000085, 0.04764989, -0.0049900254, 0.015776742, 0.03136669, -0.025461132, 0.016123375, -0.022754062, -0.040256757, -0.031441882, -0.083366424, -0.0004891461, 0.057174336, -0.10576837, 0.008257444) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.021810202, -0.06182033, 0.055761512, 0.049412526, -0.08846193, 0.066105254, 0.010212099, 0.077975444, -0.11054535, -0.041816767, 0.045417804, 0.05921723, -0.115178525, -0.038490694, -0.0041492884, 0.04334992) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(0.03853905, -0.061036386, 0.074263975, -0.0879866, 0.028817635, -0.005711552, 0.046895344, -0.0010075368, 0.022929177, -0.001233571, -0.006624973, -0.079649396, 0.03365433, 0.09859024, -0.04408512, -0.13785824) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.04685672, -0.07980192, -0.017091796, 0.063593656, 0.08790774, 0.019507777, 0.00894395, -0.06250939, 0.028412756, 0.0007189592, 0.044543765, -0.028471796, -0.035928573, -0.025666278, -0.027253943, 0.07046252) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.077348284, 0.055454724, 0.047286727, -0.014136162, 0.21297774, -0.15286815, -0.07030939, 0.14328142, 0.070640884, -0.027708247, 0.07040721, 0.04340446, 0.028085908, -0.07066196, 0.024031537, 0.021551996) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.07803374, 0.009340422, -0.00011741195, 0.06900992, -0.1741137, -0.09420195, 0.018941168, -0.07138382, 0.017931731, -0.02171963, -0.07916339, 0.042324822, -0.0084804, 0.011541597, 0.015001805, 0.04564982) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.02503248, 0.025407659, -0.019203547, 0.0193773, 0.10535368, 0.00959208, -0.016841125, 0.092213996, 0.017265338, 0.034995846, 0.027710611, 0.056294788, -0.049249623, -0.060686674, 0.013258733, -0.030993462) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.0068570557, 0.040906012, -0.08349569, 0.016004015, 0.022955284, 0.26090536, 0.1959979, 0.18578872, -0.04414464, 0.066582456, 0.078135036, 0.07842101, -0.054717485, 0.050156057, 0.01714649, -0.025913632) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.07383831, -0.011720879, 0.07642587, -0.13802901, -0.13433011, -0.17891987, 0.02470329, -0.14999723, -0.033346742, 0.020762017, -0.088923946, 0.0140608, -0.040436763, 0.017892944, 0.0957397, 0.10517943) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.012581843, -0.0641339, 0.08143261, -0.04472631, 0.053777363, -0.08982334, -0.04212396, 0.052714508, -0.015142444, 0.05789171, -0.04851358, 0.13143617, 0.043224853, -0.034116317, -0.03013532, -0.10098643) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.064848736, 0.007567723, 0.014479514, 0.03315159, -0.28160718, 0.34408262, 0.59043926, -0.13805975, 0.08578609, -0.025727566, -0.065402135, -0.0385752, 0.028798452, -0.029766502, 0.034961622, -3.104939e-05) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.03613503, -0.027101398, -0.004059457, -0.082768396, 0.044968247, -0.11790055, 0.003281074, -0.22012441, 0.070738174, -0.12446346, -0.001658337, 0.12189393, 0.08714606, -0.10562411, 0.017032133, -0.036790203) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(0.07454949, 0.05402733, -0.051191084, 0.059504155, 0.12694909, -0.06001572, 0.05904764, 0.02666862, -0.0629755, -0.018075218, 0.06864025, -0.027369408, -0.022867113, -0.02276667, -0.009572518, -0.10009488) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.060711227, 0.051675085, -0.032368734, 0.057377145, -0.11970565, -0.009653726, -0.06887162, -0.06864946, -0.023298059, -0.073230684, 0.05819461, -0.11976556, -0.036530335, -8.692498e-05, -0.018504133, 0.056823064) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(-0.025944648, 0.015810618, 0.010670202, 0.01386489, 0.07891802, 0.06148694, -0.009772447, 0.14671405, -0.0005124733, 0.07623176, 0.033200298, 0.08096192, 0.027893083, 0.05866782, -0.02318737, 0.013935583) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.06912419, -0.039700318, -0.057644438, -0.01113549, -0.0051164306, -0.08136487, -0.0148531785, 0.037326295, 0.014117675, -0.08634251, -0.103635855, -0.011023973, -0.05590085, -0.036033027, 0.031777892, 0.07629729) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.078307845, -0.049978163, -0.068438865, -0.106633104, 0.02313371, 0.026683582, 0.0673353, 0.00058549776, 0.11419177, -0.033090208, -0.054374166, -0.06356589, 0.008267027, -0.07797306, -0.026205141, 0.011664107) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.060976546, 0.022161908, 0.006877606, -0.024677891, -0.021413097, -0.02084064, -0.019904284, 0.077459276, 0.09966264, -0.04727618, -0.08928757, -0.008342991, -0.05505298, 0.091976695, -0.06273845, 0.056327026) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(0.0522215, 0.039778218, -0.08734103, -0.10326401, -0.03349943, -0.06386685, -0.038285185, -0.04139568, 0.0275177, 0.02571496, -0.0076668668, -0.02207508, 0.0020197849, -0.0045990306, 0.045475878, 0.0004344982) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(-0.04153057, 0.03395094, -0.05997602, -0.045482665, -0.021174341, -0.030184926, 0.021830909, 0.04662035, -0.05339313, -0.08962555, 0.032046646, -0.022768611, 0.0538204, 0.020032907, 0.047227196, -0.011527836) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.055494122, 0.08453045, 0.05403328, -0.07182722, 0.050301585, 0.044827122, -0.021602813, 0.14450411, 0.062434472, -0.0871835, 0.08730617, 0.0026804216, -0.045862075, 0.06948351, -0.016019462, -0.06495156) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.06384203, 0.12719019, -0.05923506, 0.016249172, 0.00054639444, 0.029505188, -0.08136734, 0.16146624, 0.051130418, -0.08117765, -0.032201745, -0.046629786, -0.03106953, -0.06449613, 0.027636368, 0.056463536) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.015862223, -0.09411337, -0.052777916, 0.029921029, -0.029021418, -0.049138073, 0.005248753, 0.03883706, 0.051570605, -0.08783808, -0.060173493, -0.10942962, 0.027082019, -0.015245614, -0.026571682, 0.07175237) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.06623662, 0.023508735, 0.046236277, 0.031114891, 0.055644933, -0.04629829, -0.08040808, -0.05794674, 0.020746917, 0.034847286, -0.011106398, -0.03899153, 0.017190078, -0.052382246, -0.08801344, -0.13558784) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(0.021157345, -0.0017713321, 0.0010145286, -0.11869583, 0.022726737, -0.007596762, -0.055396423, 0.0107872635, -0.055546373, 0.004975698, 0.0129171675, -0.0044665607, -0.052194275, -0.021074649, -0.020994103, -0.023258638) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(0.0050876206, -0.085585475, 0.05284131, 0.04657147, -0.0015298714, 0.020799918, 0.04965338, 0.09055329, 0.06534174, -0.013609916, 0.020365173, 0.009542701, 0.025333093, 0.056572396, 0.014367648, -0.0059644864) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(0.06623636, 0.018546676, 0.012772181, 0.1128578, -0.0553153, -0.027193768, 0.030588992, 0.07314617, -0.029155126, 0.012377396, -0.048051365, 0.07615869, 0.02106586, -0.037551712, 0.062093396, 0.03994226) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.08615203, -0.038392875, 0.04185375, -0.11557163, -0.0724445, -0.06837753, -0.0796079, -0.0005534733, 0.022866072, 0.0019668497, -0.03375458, 0.005518931, -0.051255636, -0.086629584, 0.052938733, -0.017939853) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.082201995, 0.08338168, 0.06368014, 0.020799948, -0.0021174734, -0.044765506, -0.026496015, 0.0073489193, 0.03357522, 0.03808954, 0.042366095, -0.026202196, -0.031142592, 0.08563531, 0.0750633, 0.03830991) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(0.059878696, 0.012079003, 0.074656546, -0.005196685, 0.11351621, 0.05091811, 0.0032134173, 0.10331796, 0.04635301, 0.007022853, -0.0013485943, -0.10340123, -0.017416406, 0.04109052, 0.006881709, 0.047110867) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(-0.059919287, -0.03101404, 0.009470262, 0.025023736, 0.07611769, -0.003336585, 0.09379993, 0.022039518, 0.06452025, 0.02453208, -0.069482476, -0.029276706, 0.06404178, -0.07767904, 0.035325702, 0.0057341205) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.035175208, 0.06847525, 0.10652048, 0.009162628, -0.0767558, 0.034296, -0.058371305, -0.11118776, -0.0055949898, -0.012134497, 0.023943555, -0.0005300856, 0.08061122, -0.054515693, 0.01777842, -0.065258764) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.083935365, -0.026900299, 0.060945384, -0.054810107, -0.06297046, 0.022223262, 0.055109426, 0.06634053, -0.030266106, -0.06202114, 0.0015390554, -0.0065800655, -0.07227648, -0.034390856, -0.06954583, -0.019235443) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.063203774, 0.029398764, 0.028291611, -0.021303497, 0.10261226, -0.04520229, 0.03592958, 0.15121423, 0.06758098, -0.025456328, 0.07083506, 0.0031304099, 0.025098355, 0.11022158, -0.10039365, 0.045323513) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.015524359, -0.074430704, 0.08698407, -0.039414022, -0.0067286864, -0.023823723, -0.054444358, -0.15463683, 0.004657492, 0.06434396, 0.04229149, 0.10077084, -0.0175929, -0.0503969, 0.056542497, -0.03236558) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.014850027, 0.035510205, -0.053615622, 0.06173638, 0.044803932, -0.002333041, -0.09752026, 0.017638449, 0.11542985, -0.05690194, 0.039437305, -0.09617133, 0.058244046, -0.090813406, 0.085987, -0.041902382) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(-0.03284375, -0.08889782, 0.032698154, -0.01706314, 0.05101155, 0.047558628, 0.05355311, 0.11727696, -0.06263451, -0.02354761, -0.020732163, 0.015123445, -0.041259155, -0.0468619, -0.14686956, 0.046192385) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.02382978, -0.06351694, -0.022633234, 0.012576567, -0.00094047387, -0.05083605, 0.021433135, 0.09205889, -0.0029333474, 0.035971723, 0.024764849, -0.009984877, 0.059244607, -0.03211106, 0.13820948, 0.029564455) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(-0.05534098, -0.096680254, -0.036229454, 0.02692296, 0.010722657, 0.045933485, 0.07740435, -0.09348157, 0.070330724, -0.03929862, -0.06282764, -0.11922472, 0.1359561, -0.10417883, 0.010690849, -0.07893975) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(0.07235992, 0.06190206, -0.03768438, 0.033766117, -0.039035834, -0.029381253, 0.08724059, -0.08092357, 0.043768026, -0.0458281, -0.049568124, -0.06142317, -0.03587894, -0.00035773177, 0.008888146, -0.071498156) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_1 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.003317229, -0.0064632413, -0.0041693165, -0.0017572003); + result += mat4(-0.08265474, 0.10560329, -0.067668095, -0.062895045, 0.04958467, -0.0038375168, -0.06940705, 0.012235638, -0.060085498, 0.1382981, -0.060480203, 0.03841044, 0.020538561, 0.09340245, 0.062193632, 0.04998065) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.051759467, 0.055025395, 0.00054037326, 0.04903321, -0.010979108, -0.06674058, -0.03977226, 0.013337811, 0.0059016664, -0.032146174, -0.02144294, 0.03090346, -0.041875545, 0.021615228, 0.08663118, -0.08029276) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.090466045, -0.01429877, -0.054916203, -0.032580435, 0.023722852, 0.05932181, -0.018627854, -0.037103616, 0.00020288334, -0.009167328, 0.05088327, -0.13919438, -0.016506882, 0.085531436, 0.023385523, 0.033153646) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.08023076, 0.04054037, 0.09784964, -0.035269897, -0.055552464, 0.13078494, 2.847597e-05, 0.020044202, -0.046066992, 0.03582579, 0.01796797, -0.011334841, -0.017962998, -0.0872248, 0.031063499, -0.03456828) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.021214, 0.033319674, -0.06548679, 0.0056021586, 0.06960143, -0.008192314, 0.09968226, -0.036284246, -0.062062215, -0.0884058, 0.24871475, -0.0113721555, -0.018680625, -0.018106472, 0.09888333, 0.08924286) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.009790949, -0.09506628, 0.062405, 0.037370395, 0.060472205, -0.041514926, -0.02920433, -0.024822535, -0.046477973, -0.013701813, -0.12442923, 0.014024875, 0.054152638, -0.03998084, 0.10381648, -0.07087996) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.031451374, -0.009737688, -0.070500225, 0.06722435, -0.029432943, -0.17462918, -0.032093577, 0.0014249057, 0.07075508, 0.09676446, -0.09549088, 0.04546866, -0.008361392, -0.0055721663, -0.0012965052, 0.0026101344) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.09088915, -0.111458145, 0.034964573, -0.06334338, 0.12613358, -0.0763716, 0.0784548, -0.057297915, 0.0060366536, -0.17734411, 0.12157566, 0.01503498, -0.026981527, 0.024995724, 0.041592762, -0.022894524) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.004404648, -0.007901133, -0.008615926, -0.07488221, -0.014197678, -0.048006207, -0.016464055, -0.0008651135, 0.0023277192, 0.056148414, -0.13325216, 0.010002999, -0.002800603, -8.40845e-05, -0.03240802, -0.07873265) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.07545629, 0.06575272, 0.007861065, 0.0023801473, -0.052709818, -0.00655609, 0.06742195, -0.00030776378, -0.065383166, 0.07310911, 0.10112414, -0.058442257, -0.03389798, -0.055442993, -0.029636098, 0.043795798) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.07952838, -0.020744195, 0.023544624, -0.07228758, -0.10186815, 0.09275307, -0.017949482, -0.060527306, -0.017520878, 0.03076118, 0.055297054, 0.0022254798, 0.0055943383, -0.008069786, 0.0020714153, 0.069055505) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.03932148, 0.01884254, 0.018723609, 0.0126212, -0.0035309903, 0.04359766, -0.043469686, 0.029403241, 0.032626398, 0.029003227, 0.04297175, 0.075609215, 0.050474413, 0.10845918, 0.09105683, -0.012393394) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.02488784, 0.054166615, -0.06138746, -0.075655065, 0.047579516, -0.045368403, -0.03639043, -0.040002577, -0.007187778, -0.1368114, -0.055445664, 0.07865921, 0.094658405, -0.025232622, 0.072548896, -0.06878183) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.04332549, -0.05578202, -0.02764263, 0.07296786, 0.022012152, -0.09114279, 0.070410565, -0.061575178, 0.026308531, -0.019452238, 0.024120232, 0.07456899, 0.086531125, -0.0950327, 0.05715851, -0.05102421) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(-0.012421495, -0.09701155, -0.040836204, 0.014533989, 0.041393764, -0.037914507, 0.08338501, 0.02119708, 0.05121213, 0.021794274, -0.04444667, -0.060193773, -0.0763098, 0.084622145, 0.047389224, -0.06170933) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.00013421229, -0.005540634, -0.020578226, -0.019386388, 0.002461981, 0.014562435, 0.061549917, 0.085562505, -0.023288231, 0.10071734, 0.023439452, 0.040598728, 0.011544779, -0.08295742, 0.015601267, 0.04546638) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.024442282, -0.1042972, 0.0076779965, 0.09255094, -0.02157449, 0.0025354757, -0.09709387, -0.05775409, -0.062856205, 0.055287126, -0.033004224, -0.029021533, 0.06401177, 0.16498627, -0.16240746, -0.027750114) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.0039031995, 0.064201556, -0.006914177, -0.061504487, -0.12440111, -0.044961818, 0.04226013, -0.00016465555, 0.019992018, 0.04240296, 0.032731883, 0.0768381, -0.113604374, -0.0953154, 0.033843167, -0.06213821) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.04530765, 0.053056464, -0.064794905, 0.07495355, 0.029985292, -0.02680949, -0.07873169, 0.076697834, 0.05807, -0.115148485, 0.029793361, 0.095544115, 0.06161225, -0.07333861, -0.055662483, 0.016645523) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.044810094, -0.048346203, 0.0904013, -0.03316327, -0.104199305, 0.081632555, -0.05124095, -0.024583213, 0.079001464, -0.0046143727, 0.0050495607, -0.08556102, 0.09239731, -0.04868662, -0.025903573, 0.03551393) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.052623913, -0.047548443, 0.12634508, -0.060273297, -0.12153403, 0.17608175, -0.00015388941, -0.0044798413, -0.07519698, 0.045431692, 0.015223836, 0.05553764, 0.02085482, 0.016902572, -0.05950539, 0.07044421) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(0.041267693, 0.029094482, 0.007867406, -0.08583167, -0.017194785, -0.09548868, -0.019923303, 0.047458924, 0.01245954, -0.02165523, -0.012512882, 0.040093508, 0.08108229, 0.09158754, -0.08359462, 0.0155821135) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.078070804, -0.07526374, 0.13895224, -0.12730496, 0.017342772, -0.016859451, 0.013009278, 0.0600222, 0.06785085, -0.020580102, 0.00020255109, 0.05434867, -0.015316293, -0.07428089, -0.09653583, -0.004677268) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.01643832, -0.00075961783, 0.13193657, 0.054982483, 0.069861, 0.010317136, -0.07249386, -0.07516916, -0.08792303, -0.066908784, -0.07679963, 0.057260305, -0.035518643, 0.04714165, -0.002201417, -0.05808126) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(-0.064182594, 0.07013494, -0.03872325, 0.024523042, -0.07274467, 0.09924485, -0.017668542, -0.0062038964, 0.026449652, 0.012745494, 0.012900924, 0.094447136, 0.028386077, 0.08761028, 0.11160592, -0.07945151) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(-0.0028180094, 0.12425549, -0.025830649, -0.079014875, -0.085475504, 0.023271753, -0.06453875, -0.05694201, -0.089321844, 0.07139553, -2.6606564e-05, 0.045859758, 0.038799837, 0.007303302, 0.09027889, -0.073682405) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(-0.065822415, -0.030560782, 0.090121605, 0.028209213, 0.0019034295, 0.0091244, 0.09619606, -0.045476012, 0.09244145, -0.033329844, 0.032491345, -0.08283403, -0.03821491, 0.1030151, -0.03824745, -0.1027855) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.082245074, -0.012961774, -0.041181143, -0.08730407, -0.033928204, 0.041474722, 0.10009358, -0.06408215, 0.016463725, -0.010628875, -0.030662278, 0.07354385, -0.057238735, 0.080673195, -0.09536576, 0.001002388) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(0.057134833, 0.11728103, 0.05859105, 0.094526276, -0.085379556, 0.09725714, 0.06921187, -0.0004901866, 0.096668825, 0.056756403, 0.0104300985, -0.09716549, 0.09378571, -0.121191196, -0.04978707, 0.07797104) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.08890152, -0.07528766, 0.049433246, -0.03763722, 0.005112002, 0.014824678, 0.026509011, 0.08072689, 0.06484399, -0.0009743376, -0.12724032, 0.02594613, 0.0024610516, -0.026318176, -0.023985181, -0.010079703) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(0.021352844, 0.048029803, -0.04319157, 0.15502834, -0.023364006, 0.06591334, -0.05265612, 0.05894977, -0.0020646714, -0.016844306, -0.018469509, -0.008311669, 0.047466114, -0.09110195, -0.016078154, -0.043269314) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.08241017, 0.0035464352, 0.1449761, -0.14757952, -0.03186642, 0.064888366, -0.07819869, -0.06204304, 0.13754046, -0.1935331, 0.037460424, 0.0068521397, 0.15224157, -0.001488235, -0.020397019, -0.010741433) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.030440303, 0.05144504, 0.034376662, -0.058197904, 0.054295655, 0.068631336, 0.05166053, -0.0009775315, 0.12730227, 0.055819187, -0.12749858, -0.06636116, -0.10469723, -0.057149783, 0.05046654, 0.10494369) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.023484932, -0.007467497, -0.016365694, -0.009202472, -0.003588896, 0.061822806, -0.12135429, -0.01734984, -0.011524608, 0.10253504, 0.049723815, -0.027660893, 0.0348313, 0.023505678, 0.015921738, 0.032514688) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.005360293, 0.044789236, 0.0042173592, 0.013065976, 0.05099065, -0.021600448, -0.08033447, -0.0064670267, 0.0034170058, -0.057721414, -0.0053069573, 0.094855316, -0.036825053, 0.034112137, -0.008437704, -0.02569088) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(-0.13396332, -0.005175495, -0.035383582, 0.012889553, -0.030037276, 0.007279578, 0.06028317, -0.02773724, 0.042311706, 0.042895388, -0.061542172, 0.021113493, -0.014593523, -0.113973476, -0.06721411, 0.0004219604) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.0044631106, -0.0031095257, -0.032858137, -0.0013974987, 0.13971345, -0.48296624, -0.05553774, -0.025563752, -0.052025016, 0.022895738, 0.080650285, -0.046393737, -0.106449544, -0.03499346, -0.033301543, 0.025064504) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.029005699, 0.058130812, 0.049154457, 0.0859366, -0.061610684, 0.039527386, 0.13705124, -0.08889678, -0.09533282, -0.03303404, -0.050002586, 0.03361543, -0.025224142, 0.11523095, 0.024267178, 0.07230204) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.064637005, 0.036595948, -0.03502229, 0.053335078, -0.1320553, 0.01101674, 0.077269316, -0.09847019, 0.06931224, -0.0044268863, 0.020556197, -0.024897737, 0.059402216, 0.009583825, 0.028361665, -0.07514248) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.026057448, 0.01689678, 0.05137883, 0.10039063, -0.2602739, 0.16442367, -0.14979811, 0.13159263, 0.0016610532, 0.029338822, -0.020918742, 0.008764612, 0.019954251, 0.03510021, 0.021516513, 0.03903599) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.07098235, -0.02140054, 0.06545658, -0.023272792, 0.08566663, -0.051872008, 0.15032956, -0.04559011, 0.04971806, -0.042256948, -0.014089375, -0.0041617635, 0.029719066, -0.034145847, 0.030706462, 0.049318526) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(0.021757234, -0.015428759, 0.08437548, 0.015957322, -0.09902078, 0.19746202, 0.0069277706, -0.04072249, 0.046975713, 0.014887748, 0.027118389, 0.021182004, 0.027635317, 0.018358886, 0.023894662, -0.010150503) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.08654914, -0.057989072, -0.10828236, -0.0708152, -0.023003161, -0.002866436, -0.05857228, 0.5588384, -0.09102295, -0.08351212, -0.071473785, -0.006507019, -0.038037915, 0.034408428, 0.012049713, 0.054822817) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.028535157, 0.03823511, -0.07466701, 0.0065332963, 0.006576431, 0.060450673, 0.07050816, -0.089807376, -6.409611e-06, 0.07333516, -0.06686256, 0.02955775, -0.00440805, -0.08557526, 0.018119685, 0.066697724) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.004289615, -0.005659897, 0.0285505, 0.03454191, -0.08920333, 0.028012889, 0.19590507, -0.040862303, -0.08810902, -0.024245787, -0.0573017, -0.003614973, 0.05261424, -0.018263623, -0.007860692, 0.0040492034) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(-0.028097188, 0.02264837, -0.12139467, -0.062089626, -0.12773821, 0.10555855, 0.018535728, -0.02770512, -0.032490272, -0.03321214, -0.07087715, -0.08194864, -0.025363583, 0.09371274, -0.062652424, 0.070699215) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.033941038, -0.052628424, 0.0261875, -0.0673018, -0.0052701803, 0.035177056, 0.009129876, -0.089818306, -0.014471289, 0.030653602, 0.04807076, -0.090139404, 0.032677826, 0.062426023, -0.022769427, -0.049532857) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.037362117, 0.0710332, -0.0076509104, -0.005579028, 0.040961135, -0.08995273, -0.02069966, -0.13613637, -0.044099268, -0.015008014, -0.004785905, 0.015723646, 0.012583299, 0.0331539, -0.037661813, -0.023636607) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.030526528, -0.19416599, -0.02879475, -0.048472166, 0.047742907, 0.0088882595, -0.03187363, 0.061380755, 0.017048867, -0.087646395, 0.065029755, 0.008640341, -0.0724553, -0.09549255, -0.09025489, -0.06015066) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(-0.042008188, -0.10922489, -0.020224247, -0.031600166, 0.12404433, -0.009591216, 0.015762577, 0.0004401575, -0.035433125, 0.11651212, 0.10795125, 0.092150405, 0.10100666, 0.09725075, -0.064089276, -0.017754763) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(0.023585087, -0.038716424, -0.08046335, -0.035903443, 0.16227022, -0.0289582, 0.09348568, 0.056654863, 0.015460236, 0.054527663, 0.012680047, -0.012564031, -0.05719806, -0.011975692, 0.060119748, 0.061249677) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(-0.017821195, -0.05635035, -0.012085223, -0.07102497, -0.061383, -0.0020214051, -0.14478259, 0.01964696, -0.06297963, 0.017746294, -0.06171591, -0.08145191, -0.001820002, 0.030732539, -0.03178164, -0.013992768) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.1325695, -0.055385206, 0.088581085, -0.080026396, -0.04524384, -0.16042994, -0.10175654, -0.01484489, 0.023332277, 0.048470866, 0.02028371, -0.087887034, -0.06171018, -0.15237556, -0.061486658, 0.077672526) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(0.026732942, 0.04008846, -0.036896892, -0.041593496, 0.1165477, -0.016604, -0.09561625, 0.009646634, 0.0048429216, -0.035084125, -0.02874545, -0.045984108, -0.033618793, -0.054632876, -0.028686544, 0.082565576) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.05497071, -0.026319494, 0.023090476, 0.05449973, -0.019776369, -0.036987174, -0.050365437, -0.07614435, 0.022020204, -0.044253875, 0.008176691, 0.013353154, -0.10158644, -0.12925504, -0.03728657, 0.070383854) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.05937241, 0.0918097, -0.033868525, 0.046387006, -0.093853, 0.032131687, 0.030269168, -0.0056394385, -0.021539727, -0.051358063, 0.036021948, -0.0783007, 0.048592746, 0.05068885, -0.0074899634, -0.05288175) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(0.013251106, 0.03456651, 0.038551368, 0.021192942, -0.0028558641, -0.03364213, -0.032623585, -0.056769323, -0.005141021, 0.052676495, -0.038136657, 0.0685487, -0.03667354, 0.028060578, -0.032062825, -0.014378687) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.051198795, -0.06637197, -0.0935074, 0.012496293, 0.061241258, 0.039366134, -0.10047323, 0.002974635, -0.030449351, -0.0023441508, 0.0034939419, -0.08193388, 0.020294799, -0.061899394, 0.051958647, 0.08055818) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.03642001, 0.07452881, 0.1197253, 0.057094987, 0.04715106, 0.081623405, -0.0044062175, -0.004582375, 0.06322114, 0.09333533, -0.03946078, -0.01445832, 0.040105335, 0.05946083, 0.0051089837, 0.042402055) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.059946436, 0.0048319194, -0.07794338, 0.0070325276, -0.05966071, -0.06276097, -0.008333512, 0.028164491, 0.041831657, 0.086048596, 0.024687901, 0.05850373, -0.060074992, -0.008056797, 0.08891514, -0.08252397) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(0.017158708, -0.018349942, 0.11014227, 0.055942412, 0.026405491, -0.11176464, -0.03028435, -0.022250207, 0.022056531, -0.083699495, 0.04059349, -0.08832581, -0.024293493, 0.05699037, 0.08062783, -0.016445398) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.02276273, 0.06395695, 0.03168848, -0.07921432, -0.048340186, -0.09819974, 0.09139214, -0.0968995, 0.01841721, 0.03405929, 0.07201942, -0.07529555, -0.081843585, -0.049262304, 0.091425404, 0.0018208404) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(-0.05286673, 0.12032558, 0.035703022, -0.09813714, 0.026299212, -0.07074495, -0.004240976, -0.072812036, -0.00583624, -0.014296095, 0.016801886, 0.093132906, 0.020959452, -0.123742014, 0.025904622, 0.0067183254) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(-0.039446108, 0.08090969, 0.03015747, 0.047651775, -0.058085606, -0.013822712, 0.059130505, 0.0698776, -0.04310406, 0.10193332, 0.054714303, -0.090822436, 0.062455762, -0.0016882966, 0.05066732, -0.0038490186) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(-0.037746273, -0.08812562, 0.0555192, -0.0073171463, -0.055444248, 0.007849816, 0.07192422, -0.035243265, -0.056528233, -0.016508201, -0.03688289, -0.080423184, -0.08144828, 0.027191628, -0.043150797, 0.07665831) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(-0.037141934, -0.06985088, -0.07638038, -0.02124398, 0.020478442, 0.047980696, 0.013508163, -0.03437293, -0.022008123, -0.041865565, -0.06738792, -0.06682873, 0.052956894, -0.020939942, -0.0024555468, 0.070357986) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(0.025956756, 0.16363886, 0.007005342, 0.0340243, 0.09133191, 0.011988612, 0.034263767, -0.06275476, -0.023081716, 0.094455875, -0.033058774, 0.070847966, -0.052421253, 0.04246765, 0.020113822, -0.06551752) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(0.058487367, -0.07452578, 0.04752012, 0.06333042, -0.008172826, -0.04598828, -0.058805823, -0.044982545, 0.06714345, 0.07247324, -0.046020422, -0.018474052, 0.034795206, 0.035131115, 0.10729115, -0.047006555) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(-0.069592714, 0.070724726, -0.07399982, 0.02135313, -0.047199715, -0.005288143, 0.016016727, -0.020933134, 0.033238694, -0.06418608, -0.027226487, -0.0032158718, -0.024324818, 0.030369753, 0.0098516, 0.022523582) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.06481174, 0.06013113, 0.06702918, 0.0956333, 0.08976423, 0.040919133, -0.03807425, 0.06608507, 0.033488054, -0.12371637, -0.10481349, 0.024465814, -0.05263137, 0.0044872425, -0.005380827, -0.031119782) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(-0.061929803, 0.042508714, -0.040909126, 0.017986607, -0.033802204, 0.06335349, -0.073278375, -0.073076226, -0.0134959975, -0.034064114, 0.08089268, 0.09057025, -0.06736415, -0.019390931, 0.1326457, -0.011683198) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.10730723, 0.0626046, -0.071364574, -0.061912827, -0.041837834, -0.064673, -0.019901397, 0.05218962, 0.0154189635, 0.08687795, 0.07484543, -0.038306188, -0.039340187, 0.05811256, -0.004851035, 0.01064105) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_2 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0009868728, 0.0007818244, 0.0053685713, 0.0057270383); + result += mat4(0.00064949464, -0.16698487, 0.046916854, 0.06371801, -0.031031769, -0.049682133, 0.05307726, -0.05928201, -0.059116844, 0.0157777, -0.004171234, -0.02914175, -0.05414638, -0.03596326, -0.00023783439, -0.06472825) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.022393413, -0.07997542, 0.11374833, 0.0045784786, 0.05407927, 0.05876123, -0.07460766, 0.039679326, 0.040364612, -0.036086924, -0.0030471485, 0.07050085, -0.06784107, -0.049779586, 0.00551849, 0.043358237) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.0018203803, -2.3848519e-05, 0.03169689, 0.05231313, -0.07569164, 0.04069557, -0.042527772, -0.0140158115, 0.021529634, 0.12468804, -0.04366304, -0.028485112, 0.0035804524, 0.079448976, -0.03517371, 0.095555134) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.019839592, 0.025242861, 0.033240743, 0.06329308, 0.01005364, 0.08631441, 0.033561617, 0.08503525, -0.11276514, 0.062511325, 0.023745911, 0.05636156, 0.009621514, -0.01824681, 0.09323639, 0.03612904) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.06954648, 0.03766656, 0.07970899, 0.04615893, -0.117304966, -0.11384082, 0.06396715, 0.0016629418, 0.16027606, -0.0672756, 0.07408818, -0.027296672, -0.031701706, 0.047633633, -0.073917545, -0.024849633) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.0033971332, 0.06691601, 0.061578583, 0.0904925, 0.033025116, 0.07917803, -0.12372729, 0.020690529, 0.0006448413, 0.068535246, 0.016701277, -0.06135853, 0.057154115, 0.10919592, -0.08673763, 0.020947997) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(-0.121104695, 0.079952255, -0.09078251, -0.03531489, 0.038313117, -0.007004295, 0.028248353, -0.0045770253, 0.046006367, -0.0998504, 0.042233035, -0.045594722, -0.010536508, -0.02518926, 0.026162302, -0.056599583) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.12356296, 0.07362047, -0.011261468, -0.07832719, 0.0820357, 0.043083344, 0.018674692, 0.010449518, 0.08303806, 0.06972793, 0.03371333, 0.07664134, 0.024718437, -0.0029732762, -0.03828993, -0.07870055) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.040034678, -0.033430144, 0.022919407, 0.06585092, 0.018910995, -0.010339008, -0.090001084, -0.09797216, 0.14855683, -0.018061496, 0.04580916, -0.033648953, 0.15725692, -0.01245557, 0.05415608, -0.038911562) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.020050798, -0.004833896, 0.08000016, -0.003235002, -0.013455595, 0.071684554, 0.07424835, 0.047054645, -0.096153066, 0.060919385, -0.0014896312, -0.02240396, -0.012262397, 0.069805354, -0.055177435, 0.04611207) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.054335155, -0.07066899, -0.02997495, -0.025207128, -0.0008798808, 0.027685035, -0.021361135, 0.079601675, -0.05210171, -0.070571624, 0.0381362, -0.06570358, -0.024091342, -0.004696931, 0.0286864, -0.02049575) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.019700078, 0.004410047, 0.03376166, 0.040663213, 0.066947706, 0.103588864, -0.0099120615, 0.02200307, -0.014916655, 0.008431026, -0.09407475, -0.03374306, 0.046080973, 0.092030525, -0.0709867, -0.061325274) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(0.011057873, -0.06015159, 0.052247733, 0.09416487, -0.042765666, -0.08022042, 0.032847684, 0.06490183, 0.015448088, -0.15924975, 0.08634549, 0.0352161, 0.07796765, -0.06937311, -0.006761572, -0.024145575) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.03892408, -0.106981955, -0.026196288, 0.08060743, -0.1324578, -0.12271246, -0.01233204, 0.07552956, -0.017253082, 0.056368623, 0.13953084, -0.036938302, 0.02376971, 0.059923433, -0.01663716, 0.073628984) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.023214553, -0.036213327, -0.011466942, -0.049404193, 0.020097112, -0.08280795, 0.015978146, 0.02613461, 0.013561868, 0.1087704, -0.08452833, 0.09624825, -0.023001082, 0.14287539, 0.074100286, -0.056367844) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.06939897, -0.036538865, 0.030165847, -0.0021414163, 0.022406932, -0.006676555, 0.09473598, -0.060370147, -0.07476955, 0.058023553, -0.05347744, 0.024459554, -0.09368525, 0.017396422, 0.059556715, 0.053741485) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(-0.057394646, 0.033621997, 0.0577881, 0.011418035, -0.04322342, 0.029355481, 0.005590881, -0.07253048, -0.115360506, -0.032316744, 0.047155216, 0.016532736, 0.0895862, 0.025431685, 0.01725431, -0.100047275) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.10319327, 0.06804367, 0.022196725, -0.10679128, 0.050222695, 0.05312751, 0.07550098, 0.0028530324, -0.09470333, 0.05800333, 0.038125414, -0.033141986, 0.0916638, -0.02267667, -0.14162314, 0.12585427) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.00998823, -0.10520531, 0.036973372, -0.025184313, 0.05094961, -0.090720735, 0.04116874, -0.12634319, -0.029927379, 0.10497053, -0.063888825, -0.06792876, -0.004379732, -0.090662114, -0.022282688, 0.037158832) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.02714712, 0.13811822, 0.019240906, 0.04849655, -0.03506214, 0.078129046, -0.03797341, -0.056598205, -0.02620217, 0.03870466, 0.08451419, -0.051036406, 0.004817645, -0.044733077, 0.051782485, 0.02316678) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.044715196, -0.055395942, -0.028730134, -0.02348035, -0.04041515, -0.075559646, 0.0022796148, 0.017087188, 0.059703175, 0.008858241, -0.09982974, -0.05884826, -0.031709082, -0.038506456, 0.060847443, 0.059603754) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(0.01577335, -0.034921873, 0.059953038, -0.03322717, 0.006691976, -0.028283615, -0.08434939, 0.045133118, -0.09932594, 0.097017415, 0.049711272, -0.042144123, 0.048854984, 0.0809519, -0.092356, -0.07609379) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.06021325, 0.039772417, 0.04385025, -0.08575306, 0.041732363, 0.05534067, 0.007962567, -0.022491287, -0.059649546, -0.044764873, -0.022616304, 0.077491656, 0.118700996, -0.02911622, 0.072572306, -0.095807895) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.058102332, -0.038847413, -0.11779252, -0.10503562, 0.07236545, 0.033141293, -0.03487429, 0.052373786, -0.0031100574, 0.11322298, 0.04536898, -0.09048243, 0.043323286, -0.040984765, -0.033739142, 0.049819335) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.021885287, -0.08043984, 0.073825836, -0.05098722, -0.042667013, 0.038717914, -0.017371764, -0.06778392, 0.031230567, 0.05319893, 0.050974686, 0.07328211, -0.044438478, 0.06441879, 0.0049656075, 0.022847267) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.06376378, 0.056595046, 0.06815256, 0.071252495, -0.04863571, 0.06339047, 0.007929757, -0.06774628, 0.03239299, 0.060721003, 0.052889485, 0.03387206, -0.0675645, 0.075776264, 0.05818761, -0.10341322) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.011661718, 0.014146282, 0.034953084, 0.076114796, 0.046580765, -0.009762988, 0.045747407, -0.0012667375, 0.024114287, -0.038179625, -0.052104663, 0.0110573275, 0.050260145, -0.10064585, 0.082209095, -0.0840446) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.043231003, -0.015365618, 0.12382683, 0.05468233, 0.010885542, 0.032628804, -0.050368216, 0.025214914, 0.012007965, -0.080182426, -0.12465967, -0.013812844, -0.04360754, 0.08558866, -0.107911296, 0.057397887) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.0357675, -0.12244312, 0.110388055, 0.023478119, 0.01746867, -0.0070301676, 0.008160229, -0.030210434, -0.024536157, 0.070677854, -0.048880436, -0.011805754, 0.0013529053, -0.06337271, 0.06664618, 0.053665396) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.018643733, 0.08160039, -0.08275631, 0.014149859, 0.013413247, -0.15012406, 0.032543063, -0.017524524, -0.006947376, 0.078647, -0.10529246, 0.013496548, -0.014057629, -0.011271994, -0.055743977, -0.006958415) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(0.0026205212, 0.010961609, 0.106559895, 0.0009065093, 0.0128292525, -0.06699272, -0.003972821, 0.046598043, 0.14531241, 0.019022172, -0.034013215, -0.016200334, 0.101206325, -0.042061653, 0.10492901, 0.018669793) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.06708195, 0.06859281, -0.17770293, 0.017312583, 0.045873117, -0.08801807, -0.029234078, 0.058649946, 0.014631035, -0.0969852, -0.024184687, 0.03457353, -0.015301637, -0.016571518, -0.12991752, 0.077849224) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.06908785, 0.046049837, 0.035658225, 0.006278347, -0.03509173, 0.10101232, -0.008227384, -0.031419408, -0.008739553, -0.018822756, -0.1104878, 0.05192996, -0.039569255, 0.101350926, 0.14784229, 0.050551135) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.13446443, -0.042298846, 0.08213627, 0.045626726, 0.15786971, 0.04106979, -0.020531537, -0.062438898, 0.086089455, -0.08213896, -0.09523023, 0.071210444, -0.0029057285, 0.0047016204, 0.016131975, -0.051701456) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.08583633, 0.0044503873, 0.008890763, 0.06540896, -0.014152064, 0.06538664, 0.056238376, 0.13344373, -0.11791438, -0.12023987, -0.17783484, 0.08773428, -0.10534915, 0.053961318, -0.057003435, 0.03835123) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.013101714, 0.051590145, 0.019320846, -0.015395568, 0.03745055, 0.037791803, -0.011147826, -0.054881025, -0.0027365324, 0.05912902, -0.04622374, 0.006439541, 0.0519953, 0.039045583, 0.016951377, 0.16336404) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.012304316, -0.022584366, -0.06085258, -0.04496427, -0.10177182, -0.1690569, 0.31787238, 0.16963167, -0.014018331, 0.047091063, -0.03364108, -0.084929965, 0.044167478, -0.07512546, 0.053500056, 0.035659324) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.12620527, 0.01949151, -0.039188486, 0.0073797912, 0.028220145, 0.047842328, -0.12650147, -0.036716662, 0.045273405, 0.064537786, -0.077671744, -0.044091906, -0.03480103, 0.085140795, 0.13937326, -0.06076088) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.0067319144, 0.060289472, -0.000963558, -0.011406507, 0.029128822, -0.04681585, -0.08565819, -0.10932645, 0.0017960464, -0.031171815, 0.10125363, -0.018363532, 0.035735723, 0.0105032055, 0.010971865, 0.01262197) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.00695658, -0.0021433732, 0.099412985, -0.07507311, -0.14148316, -0.15902415, 0.51837015, 0.19613123, 0.006153298, 0.04698854, -0.089946195, 0.0033958594, 0.09563814, 0.0527336, -0.026884176, -0.08440048) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.099241175, 0.09238596, -0.08586319, -0.008281318, -0.060937032, -0.00962071, -0.13348058, -0.028008312, 0.034707624, 0.03222019, 0.06906224, -0.071260706, 0.07528438, 0.09226523, 0.026048709, -0.04877066) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.03675122, 0.044790253, -0.02914531, 0.060435943, -0.12222824, 0.14118834, 0.040496785, -0.07852747, 0.012868903, 0.05346746, 0.057457015, 0.017493246, -0.032870974, 0.024836931, -0.054547183, -0.04721663) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.13120902, 0.016368603, 0.062391046, -0.006525531, -0.47089002, -0.034329344, 0.3092136, -0.5707334, -0.008512709, -0.018364284, 0.04736787, 0.09009397, -0.027354226, 0.07218188, -0.087923184, -0.07085794) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.058837906, -0.03045312, -0.07060054, 0.08509267, -0.12012398, 0.15504916, -0.028839814, 0.04007287, -0.049653284, 0.06914361, 0.05715436, 0.056003388, 0.122019514, 0.039865155, -0.04592266, -0.037949484) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(0.0068240594, -0.07273997, 0.0037903027, 0.0042225393, 0.044858094, 0.048657782, -0.032510955, -0.0006634386, -0.046012472, -0.076959364, -0.09461544, 0.025909014, -0.07103123, -0.07483587, -0.042873412, -0.07181307) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(-0.021121515, -0.034669936, 0.086969234, 0.078357786, 0.043510064, 0.019920737, -0.01001601, -0.04532229, 0.044279233, 0.00177009, 0.09544538, -0.0075181588, -0.040023807, -0.0741072, 0.011781799, -0.07234889) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.04265879, -0.011755172, 0.0026059079, 0.035453852, -0.012910345, 0.047473833, 0.04929909, 0.041469287, -0.004009891, 0.035113905, -0.082926355, -0.09454386, -0.028028859, -0.040972922, -0.05700249, -0.052569125) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(0.051354725, -0.08079735, 0.044240754, -0.065074354, -0.0043274723, 0.017297726, 0.012422628, 0.0020781201, -0.04528041, -0.044371128, 0.033433434, 0.037062064, -0.020175835, -0.026721034, 0.039568216, 0.08574928) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(0.08538185, 0.07535134, 0.03588318, 0.101168044, 0.048937228, 0.004290628, -0.013085201, -0.015880834, -0.0730675, 0.0190603, 0.066128224, 0.05636122, -0.019461317, -0.14669503, 0.00020057024, 0.0598563) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.005610037, -0.04299494, -0.008976697, 0.13255715, -0.0069963597, -0.15373082, -0.07153157, -0.052760515, -0.08011701, -0.009816274, 0.050605647, 0.04591394, -0.06341829, -0.03326627, -0.04901377, -0.08218942) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.09208479, -0.030966062, 0.12627383, 0.00025762658, -0.05653405, -0.039280668, -0.042519756, 0.034797676, -0.058745194, -0.048425667, -0.0772807, -0.08093194, 0.053811744, 0.042018082, 0.060000915, -0.0360246) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.14467192, -0.059269346, 0.009197304, 0.020336498, 0.06226344, -0.021676151, 0.031635318, -0.117580995, 0.13945673, 0.026252149, -0.038979307, 0.07201059, 0.043870743, 0.009939019, 0.07386009, -0.050778117) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.078035325, 0.050084613, 0.087394916, -0.06487058, 0.099771105, 0.017998297, 0.012153945, -0.0057790866, -0.0005346591, -0.0517256, 0.00025284887, 0.087051556, 0.025302311, -0.0689932, 0.028885622, 0.0077437647) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(0.09439016, 0.0015287627, -0.057316553, 0.059003465, 0.100425296, 0.13241859, 0.0546974, 0.061427355, 0.06547759, -0.029035032, -0.0077362848, 0.080336735, 0.008668593, -0.027416196, 0.010027761, -0.008639418) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.00162819, 0.06248252, -0.052853182, 0.06211603, 0.038125698, -0.103343174, 0.06816103, 0.062191483, -0.05038672, -0.03485956, -0.027104339, 0.06812839, -0.031183233, -0.07152067, -0.08984514, -0.046935726) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(-0.03681733, -0.08671243, -0.054053534, 0.039943762, 0.011443884, -0.067509525, 0.045594893, -0.029108876, -0.035579734, -0.09869042, 0.07821972, 0.01149053, 0.03056888, -0.024562277, 0.018942127, -0.034565564) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.094074436, -0.0833509, -0.056601737, -0.028960193, -0.013104027, -0.046863936, -0.051032133, 0.014918333, 0.017905757, 0.0022352438, -0.020523774, -0.09464572, -0.05598045, -0.099665366, 0.02577764, -0.05421945) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.017303536, -0.020369198, 0.063413456, -0.09092804, -0.021356624, -0.065835066, 0.10795036, -0.05285231, -0.059415016, 0.038459763, -0.07178297, 0.09825152, 0.027741132, 0.09540697, 0.08040291, 0.04606338) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(0.027428608, -0.030021966, -0.021979606, 0.0705089, 0.026454432, -0.044143103, 0.016605198, 0.008849416, -0.023089495, 0.00010300911, -0.08769639, 0.0829622, 0.10158135, 0.031378955, 0.004828381, -0.044000573) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.030638045, -0.053122368, 0.033245347, -0.07808564, -0.02432935, -0.024162317, 0.067721516, 0.0741197, -0.06588797, -0.070729606, -0.067972556, 0.057441507, -0.07169077, -0.10225602, -0.053760275, 0.02231711) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(0.086432084, 0.088542275, 0.08540757, -0.07214654, -0.011980886, -0.09023816, 0.10338531, 0.09805293, 0.024282124, -0.09807912, -0.025879016, -0.06860528, -0.031729873, 0.026414549, 0.1153709, -0.09395614) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.17938147, -0.108157, 0.020800114, -0.07700154, -0.10836662, 0.0016041914, 0.033384785, 0.027081056, 0.012053498, 0.017505782, 0.10350516, 0.04922532, -0.08821452, 0.02116319, -0.066652216, -0.024277715) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.04806933, -0.0033923367, 0.09616711, -0.008886143, -0.016237656, -0.06767858, -0.053592496, 0.0067300927, -0.07084028, -0.08915349, 0.1443104, 0.04447427, 0.06763315, 0.048700977, 0.09043488, -0.020379689) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(-0.08781744, 0.055309948, -0.055063367, 0.010117322, 0.00854385, -0.0061100577, -0.019219765, -0.05977406, -0.017156897, -0.030846462, -0.055518884, 0.09702517, -0.009120838, -0.04096218, 0.04447028, 0.021823771) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.071815595, -0.04446516, 0.035554715, 0.06843143, 0.0315443, 0.06488299, -0.0025604179, -0.012592763, -0.0028781781, 0.04174843, 0.052198254, 0.058968127, -0.061820626, -0.02469278, 0.03930519, 0.030921543) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.01977956, 0.021800198, 0.037822913, 0.047152605, 0.025242863, -0.032211654, 0.12853216, 0.0153563535, 0.019872243, -0.05846455, 0.10600529, 0.00022570058, -0.024151854, -0.09468743, 0.18861791, -0.013330204) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.04565571, 0.04216231, -0.0015855737, -0.07159101, 0.017206058, -0.03629351, 0.0006044402, -0.009905051, -0.0063604475, 0.047458816, 0.060796935, -0.03831587, 0.03896383, 0.004013498, -0.00368245, 0.0005456762) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(0.013381251, -0.019870987, 0.001816649, 0.0032159826, 0.046583403, 0.016010368, 0.04558418, 0.09126212, -0.08221106, 0.021432815, -0.06537228, 0.039261196, -0.09796458, -0.044002287, -0.03584487, 0.05221627) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.0025257268, 0.08912279, 0.023837985, 0.05109022, -0.014181339, 0.11643579, 0.05657035, -0.0036089602, -0.03905755, -0.0020175488, -0.024895981, -0.066495374, 0.016634416, -0.055728074, 0.028897628, 0.08022391) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.012122979, 0.09027543, -0.11063971, -0.0688278, 0.066470414, -0.10041762, 0.00758738, -0.0038627386, 0.046701357, -0.020673564, -0.049272146, 0.09680054, -0.092373244, -0.023883158, 0.003201264, -0.046225056) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.047507603, 0.008979663, 0.0013644601, -0.0057975333, 0.058099743, -0.008679818, -0.033468194, 0.053813186, 0.024364926, -0.027605077, 0.02547298, -0.052969124, -0.1460051, -0.011891173, 0.03469561, 0.007889793) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.033015363, -0.11552436, 0.0040777503, -0.063891076, 0.07173587, 0.032051582, -0.009515369, -0.08030738, 0.008957073, 0.08723341, -0.027837517, -0.00034971058, -0.033547692, -0.007499568, -0.03789354, 0.0018512947) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_3 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0017613086, -0.0024319342, -0.0029362098, 0.0037423957); + result += mat4(-0.036000602, -0.037823748, 0.16777639, 0.07794605, -0.017690087, 0.030180806, 0.025582185, 0.0030437312, 0.06305856, -0.05416784, -0.073864736, -0.036070276, 0.08900903, -0.0063880454, 0.014419305, 0.012085734) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(0.09117312, -0.022141568, -0.108488575, 0.010836079, 0.020309122, -0.010712723, 0.052850433, -0.036709912, -0.05591846, 0.07655707, -0.013380492, -0.028264254, 0.1479253, 0.002820608, 0.07320248, 0.089114934) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.0156406, 0.008234283, 0.05320733, 0.01505077, 0.027013592, 0.051292334, 0.12952974, 0.07272874, 0.10825145, -0.015367599, 0.026509183, 0.044663068, 0.04130046, -0.105353564, -0.010750262, 0.025027033) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(-0.124182194, -0.029043572, -0.064687, -0.036371134, 0.020183805, 0.056465, -0.019294105, 0.07009604, -0.039150715, 0.06509401, -0.065881394, -0.02346156, -0.07094162, -0.07011096, 0.12269316, 0.038362905) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(0.057893157, 0.10912755, -0.047239948, -0.012169134, 0.078510866, -0.0041505126, -0.016007403, -0.090505004, 0.2493098, 0.06345563, -0.016614793, 0.04492815, 0.0739874, -0.009338281, 0.067718215, 0.027407842) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.07226816, 0.07274554, -0.103892565, 0.05399303, -0.05410265, -0.12235421, 0.063110374, 0.046830583, -0.038522802, -0.053580105, 0.008707605, 0.054677133, 0.060661845, 0.04729212, 0.09041973, -0.006795397) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(-0.008313445, 0.026430896, -0.11319171, -0.1263185, 0.022175211, -0.012487943, 0.08881528, -0.0848634, 0.13372624, -0.038842387, 0.07925938, -0.027185164, -0.081415854, -0.067122705, -0.017924769, 0.07887637) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.008379069, 0.04469998, 0.123314135, -0.035808988, 0.068679325, 0.060830686, 0.03903907, 0.049547087, -0.12797257, 0.030828891, -0.06418715, -0.054934166, 0.08102984, 0.07145958, 0.038406458, 0.065131515) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.04937767, 0.0037768926, -0.09130315, -0.028172383, -0.041032657, 0.03563707, -0.046686843, -0.019476114, 0.10491148, -0.0912838, -0.044145692, 0.02071232, 0.0075066825, -0.058285188, -0.077958785, -0.0078094383) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.042391498, -0.028626768, -0.11210982, 0.049385175, -0.020409524, 0.08095884, 0.008758299, 0.016444433, -0.11246114, -0.03315087, 0.04672355, 0.101324506, -0.1106985, -0.021783477, -0.14916463, -0.08536624) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(0.016578166, -0.039717324, -0.09451765, -0.006584274, 0.030437807, 0.021798512, 0.015055197, 0.056929473, 0.0023081538, 0.013706884, 0.026030026, -0.13704543, 0.056947157, -0.017714277, -0.029686462, -0.046013154) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.065231904, 0.055704933, 0.019491794, 0.050373316, -0.034011465, 0.057377573, -0.039026417, 0.07503233, -0.10455135, -0.11551442, -0.17918006, 0.004299261, -0.07987467, 0.06762225, -0.032869983, 0.08588431) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(0.03530026, 0.08076612, 0.07774502, 0.04528379, -0.10962536, 0.031120852, 0.15028003, 0.07609553, -0.0062005245, -0.08515753, 0.010057312, -0.06726595, 0.06716575, 0.036640827, 0.09350395, -0.040030967) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.019202545, 0.05267398, 0.078373455, 0.012130524, 0.051464994, 0.08416077, 0.01375484, 0.081588134, 0.023901928, 0.09657904, 0.04060202, -0.042797256, 0.14780308, -0.027867693, 0.16087438, 0.12718712) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.0052930824, -0.025154877, 0.05821316, 0.020903273, -0.07350783, -0.059122276, 0.032783058, 0.081576414, -0.044305433, 0.069570236, 0.030828852, -0.02402621, 0.036543787, -0.07516295, 0.040621735, 0.04446774) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(-0.036545217, -0.027460787, 0.13256805, -0.059281908, 0.021271763, -0.05077478, -0.042376347, 0.04045913, 0.0020184098, -0.050282557, -0.10829436, -0.036185082, -0.038534787, -0.052000783, 0.017104661, 0.09607561) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(-0.0027188295, -0.10393857, -0.10877403, -0.024870066, 0.015319986, -0.018172089, -0.011253502, -0.07798643, -0.06353567, -0.011869263, 0.015325047, 0.03244264, -0.10201312, -0.03634063, -0.17867276, 0.09506326) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.01083894, 0.027866788, 0.13692245, -0.015394579, 0.13286242, -0.059648983, -0.08089544, -0.028205149, 0.08888589, 0.07870598, 0.050281845, 0.0075859474, -0.01936014, -0.0925616, 0.10609262, -0.029089632) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.036620513, -0.0018529139, -0.021656832, -0.020992976, -0.021988763, 0.13279542, -0.08883639, -0.07280615, 0.10146801, 0.104726285, 0.09376208, -0.023024464, -0.08265571, 0.13742386, 0.12765418, -0.068946205) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.10401559, 0.05271156, -0.06973433, 0.00091517164, -0.0034155364, 0.15443623, 0.12098039, 0.053827062, -0.06751803, 0.050051987, -0.10414383, -0.076760985, -0.033481095, 0.069282226, 0.05972286, -0.091327585) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.042663466, -0.06925397, 0.005298862, -0.053635545, -0.009549727, 0.06183063, 0.010140756, -0.0020029906, 0.059177592, -0.008398113, -0.061660517, 0.02109336, -0.042907692, 0.0859794, -0.0023400285, 0.047540907) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.05396156, -0.01982813, -0.045648746, -0.051637508, -0.030149043, 0.035508245, -0.04765243, 0.12815244, -0.049369846, 0.035737626, 0.14013146, 0.09414744, 0.06500794, -0.07267633, -0.00093158707, 0.03999752) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.049016383, 0.0276896, 0.039981723, 0.018179597, -0.034940477, 0.02839076, 0.0448978, 0.088333614, -0.017327432, 0.05934381, 0.061924603, 0.055710144, 0.061429597, 0.048369214, 0.12241495, 0.06836473) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.10017266, -0.17649214, 0.09567704, 0.04972211, 0.082072385, -0.10490766, -0.0046936446, -0.04793239, -0.032809574, 0.027701877, 0.064111054, 0.040856265, 0.0044988426, 0.049643084, -0.044921882, -0.0024685326) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.11304116, 0.0034326387, 0.04755742, 0.02833731, -0.026833793, -0.029331012, 0.10175306, -0.024066718, -0.004964159, -0.077044696, -0.12172133, 0.08059302, -0.103056155, 0.0018529574, -0.042895533, 0.003823114) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.020885516, -0.07462676, 0.0047877105, -0.039207365, -0.0309694, -0.044636734, 0.039664764, -0.026153672, -0.076280825, -0.030939968, 0.018678766, 0.040409204, 0.03419946, 0.037713982, -0.0583425, -0.015065359) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(-0.14549279, -0.06791211, -0.1770696, 0.038749687, -0.054223865, -0.021147845, 0.012591616, -0.018768826, -0.032941144, -0.014463109, 0.092227146, -0.06604266, -0.0043435777, -0.057702553, 0.13778175, -0.0164771) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.118711, -0.047599107, -0.098155335, 0.081973016, -0.009596478, -0.051940598, -0.028494876, 0.086165935, -0.09890816, 0.050293356, 0.10456731, -0.045442455, -0.10367942, -0.043352745, -0.039574947, 0.02673349) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.032310702, 0.084028535, 0.12998867, -0.061228268, -0.017408738, -0.059676535, 0.0060468167, 0.005646932, -0.050648544, 0.0005480587, 0.13330612, 0.014065177, -0.103952385, 0.077267, 0.03519149, 0.07043348) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.008209243, 0.014553691, -0.15702403, -0.03066787, 0.016537275, 0.010603292, -0.04793803, -0.030104209, 0.03763806, 0.026083006, 0.050731905, 0.009948637, -0.004036405, 0.04568575, 0.05264295, 0.0778683) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(0.058437243, 0.036731135, -0.06434771, 0.08540853, -0.08690641, 0.03308917, 0.02049561, -0.011834622, -0.12598392, 0.08403818, 0.025367405, 0.0010990554, -0.035994217, 0.050034136, 0.0063770046, 0.11458951) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.047024038, 0.044204306, 0.16524455, -0.03345119, 0.008851951, -0.030764882, -0.054661863, -0.046915438, -0.061522588, -0.056024857, 0.035909235, 0.05540227, 0.043975458, -0.08210378, 0.06894986, 0.0846456) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.04584543, -0.0043820003, 0.006328829, 0.13771388, -0.03345026, 0.057594433, 0.026661443, 0.05895439, 0.02961253, 0.09100988, 0.098876365, -0.046469048, -0.030532466, 0.040048048, -0.022055523, 0.056243706) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.052003782, -0.036517605, 0.028018538, 0.034176033, -0.09226495, 0.10219103, 0.022295931, -0.10599235, -0.01703086, -0.039944515, 0.17517655, 0.039029054, 0.04047694, 0.03357481, -0.06224263, -0.03226444) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.122058466, -0.047516547, -0.31620622, -0.0012448342, 0.05218182, 0.018576702, -0.103939265, -0.12380162, -0.023030777, 0.016797628, 0.13267952, 0.02594905, 0.06518402, -0.009646533, -0.029753396, -0.024904892) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(-0.01609975, -0.02379285, -0.0033584516, -0.028476944, -0.043121625, -0.041240178, 0.056727987, 0.014353757, -0.08643036, 0.030068647, 0.060015015, 0.021161549, 0.09360301, -0.04322264, -0.058295414, 0.018006915) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(0.12997109, 0.03332104, 0.009328511, 0.0021343776, -0.21068858, 0.2710981, -0.3876669, -0.19076964, -0.012621942, -0.01108879, -0.06716199, 0.091378234, 0.026736017, -0.0765229, -0.086116545, -0.0067269355) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.05227814, -0.05405546, -0.023528446, 0.113132566, 0.010039802, -0.10214581, -0.03288424, -0.04129925, 0.19657156, 0.08869768, -0.1391831, 0.0706705, 0.060956985, 0.041343797, -0.17237648, -0.013915881) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.11958145, -0.042463988, 0.016407209, -0.032949205, 0.055082902, -0.0748862, -0.06659595, 0.012248171, 0.02994111, 0.0120192645, -0.008658198, -0.084315196, 0.022483807, -0.08329188, 0.052492138, -0.06560844) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.009779481, 0.06412103, -0.039461687, 0.023663538, -0.073944315, -0.03113135, -0.23090899, -0.23857819, 0.005923908, 8.870099e-05, 0.10416249, 0.09640666, -0.03276846, 0.024858812, -0.07427282, -0.11599301) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.047897696, -0.044131815, 0.022946088, -0.054836016, -0.116598345, -0.115664795, 0.09784323, 0.15542844, 0.09902185, 0.06430543, -0.049431276, 0.06602897, 0.008011568, -0.005232116, 0.008016014, -0.0052137845) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.0837519, 0.05056989, -0.06276593, -0.03180973, -0.08497402, -0.06972383, 0.011077316, 0.023401845, -0.025286714, -0.043567054, -0.16953193, -0.06595381, 0.07363643, -0.07581859, 0.10054581, -0.033668384) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.08070429, 0.08375177, 0.16000599, -0.053400174, -0.12230678, -0.21575743, -0.6871092, -0.42032254, -0.041713387, 0.06903494, -0.03301209, -0.0054746894, 0.025806166, 0.024036312, -0.044896863, 0.103360504) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.0049767764, -0.022343803, -0.023529787, 0.12800358, 0.051056903, -0.16017869, 0.040262144, -0.03706163, 0.041445464, 0.04931111, -0.09369833, 0.062382504, -0.015191966, 0.025063705, 0.108812176, -0.028616095) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.066211864, 0.005964483, 0.07130634, 0.054721944, 0.05864857, 0.022804266, 0.052223753, 0.048094966, -0.08606635, -0.009596746, -0.009271887, 0.05304261, -0.05306346, 0.009911752, 0.10007658, -0.057851154) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(-0.012509768, 0.119446725, 0.003918158, 0.074885115, 0.093594894, 0.01715358, -0.080881655, 0.07016945, 0.16284382, -0.007872472, 0.040304936, -0.013938037, 0.024748137, 0.06210334, -0.07467421, -0.094965525) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(-0.05232734, -0.04215299, 0.015799293, 0.044090208, -0.09260826, 0.07644561, -0.02332845, -0.03831509, -0.038158134, -0.0033288407, -0.09984064, -0.06284334, 4.683745e-05, -0.054963186, -0.034785595, -0.00038775112) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(0.11256507, -0.09127577, -0.010846974, -0.019348023, -0.0062036687, -0.024140242, -0.036223125, 0.008477035, -0.0535822, 0.056714825, 0.032129098, 0.021613488, 0.045079045, -0.05674658, -0.046510655, 0.027901521) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(0.05488054, 0.07080329, 0.06299486, 0.0039603985, 0.017801495, -0.08250527, 0.011072122, 0.019071948, -0.05263669, -0.06754914, -0.042804316, -0.072258115, -0.108398765, -0.057692852, 0.13245642, -0.07862433) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.1071554, -0.023854187, -0.03523215, 0.026462404, 0.17346433, 0.025099557, 0.085306846, 0.050486, 0.12753077, -0.07280213, 0.011422694, 0.07932979, 0.017087804, 0.07667188, 0.017439054, 0.035692476) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.11586204, 0.041512474, 0.06706167, 0.06385678, -0.07938211, 0.06689715, 0.034798652, -0.010554927, -0.096468754, -0.020953806, 0.07565589, 0.06709923, 0.18257429, 0.016562948, -0.0070281164, 0.0572892) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.053291783, -0.04306939, 0.058981303, 0.046742257, 0.009798728, 0.032749154, -0.04728416, -0.010692309, -0.14372951, 0.05883427, 0.1090519, -0.03674373, 0.0037054217, 0.030785535, 0.071925275, 0.061697785) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(-0.043786112, -0.043080118, -0.11961251, -0.06258902, 0.09472858, -0.009723684, -0.10173063, -0.0077656545, -0.22003505, -0.030549612, -0.12588297, -0.04079825, 0.005945655, -0.07612801, -0.02605068, -0.09058092) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(0.07290869, 0.01939745, -0.11090164, -0.00064086256, 0.10684343, 0.15499128, -0.09544573, -0.020294474, -0.0020477176, -0.024702616, -0.0051160026, -0.047453087, 0.07588434, 0.013479417, 0.00021081849, 0.044213645) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.06665839, 0.045806073, -0.0022956042, -0.0015501076, -0.16479066, -0.043105934, -0.028612781, -0.021004826, 0.03131812, -0.043345444, -0.020649571, 0.006779071, -0.036023792, -0.01562368, 0.006615064, 0.057423286) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(-0.13137902, 0.075307764, 0.04551353, 0.06316783, -0.06274204, -0.051239155, -0.07654647, -0.049102083, -0.08300443, 0.03571166, -0.061142012, -0.033341877, 0.0028726854, -0.040008552, 0.0025314682, 0.070313774) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.047806777, -0.041707493, 0.07416628, -0.01051197, -0.031633176, 0.06288355, 0.08592299, -0.039384175, 0.095937766, -0.03887551, -0.056598995, -0.020568563, 0.020470547, 0.020498365, 0.063905194, -0.01744363) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.052012283, 0.020086344, 0.007820762, 0.11175241, -0.025390545, -0.015955107, -0.11037034, 0.0651637, -0.111639395, 0.054169014, -0.07382395, 0.047940407, 0.08104498, 0.065603256, 0.012727603, 0.10084408) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.019862412, 0.006208759, -0.0129542, 0.09171513, -0.056656893, 0.10487124, -0.050117087, 0.060332406, -0.14625072, -0.10167043, 0.10663746, 0.039414596, 0.009029185, 0.0606408, -0.04030277, 0.059424903) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.08363838, -0.017744185, -0.030702569, -0.07737701, 0.03782848, -0.062303778, 0.004386348, 0.094444446, 0.028231349, 0.02328529, 0.06046744, 0.048421964, 0.011645561, -0.033600926, 0.04429172, 0.0071557905) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(0.09115676, -0.11432407, 0.028116653, 0.09615582, -0.013933963, 0.057633795, -0.14617987, -0.036102146, -0.0040343828, 0.05497614, 0.081051, -0.07132728, 0.0053688604, -0.0039012944, -0.03338293, 0.069456525) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.019193074, 0.03254533, -0.040607043, 0.044933718, -0.11634429, -0.025305334, -0.008579062, -0.031093795, -0.0029694478, 0.020141914, -0.12891611, 0.009859188, -0.06892454, 0.0015814818, 0.010008736, -0.066661015) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.008231917, -0.094318, 0.101721786, -0.0030476335, -0.04802703, 0.07253479, -0.079729445, -0.03349141, -0.020410039, 0.07052038, -0.022367954, -0.07545052, 0.09427052, -0.08718343, 0.0144163435, -0.069395386) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(-0.008406571, -0.074351184, 0.0706633, 0.015958311, 0.102927215, -0.03199462, 0.033949323, 0.055836122, 0.062148135, 0.072088905, -0.06893412, 0.0090462575, 0.04865369, -0.05100503, -0.049118716, -0.013147285) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.0042784386, -0.109348014, -0.11314999, -0.009848224, 0.023758953, 0.016952615, -0.050467532, -0.03391089, 0.00035144325, 0.07260847, 0.1379512, 0.10148987, -0.047375027, -0.053306386, 0.029230643, -0.089239575) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.12380575, 0.0637876, 0.016138121, -0.08146227, 0.00794786, -0.0007962248, -0.10939341, 0.05495535, 0.08498182, 0.01892887, -0.04443121, -0.029546011, 0.037764616, 0.054276705, -0.11694712, 0.041959465) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(0.007923892, 0.06998669, 0.07218718, 0.06540203, -0.18807384, -0.00552082, 0.02814993, 0.0059046457, -0.013277704, -0.03803994, -0.05539728, 0.0539889, 0.07224701, -0.06469036, -0.053362194, 0.05921536) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.03105752, 0.076835446, -0.025786454, 0.009623611, -0.11670827, -0.071954526, 0.008332799, 0.0396725, 0.034768764, -0.11360498, 0.13640645, 0.04687083, -0.0012390785, -0.11939839, 0.027137829, -0.00970134) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(-0.04841872, 0.021217145, 0.05145121, 0.03994496, -0.032393888, -0.06502012, -0.059177358, -0.01640223, -0.045268063, -0.06441951, 0.06776755, 0.025740163, 0.021089643, -0.07755927, -0.13013749, -0.046982903) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(0.033390768, -0.0676618, -0.075023755, 0.05762633, -0.21285714, -0.05938369, 0.039664563, -0.0321216, -0.13607958, 0.054770358, 0.0544155, -0.06507767, 0.029459499, 0.056755986, 0.026232066, 0.09220036) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.065403625, 0.0895879, 0.11050111, 0.064251795, -0.056979794, 0.052189182, -0.023275198, -0.048566677, 0.05251338, 0.010070447, 0.08343461, -0.015657213, 0.0016147365, 0.0235946, 0.012712837, 0.07883242) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.12816718, -0.07241791, 0.027532237, -0.04464096, -0.07181658, -0.042930212, 0.07982205, -0.036657248, 0.027388737, -0.029955769, -0.002831009, -0.019132406, 0.02257189, -0.05071144, -0.07465178, 0.03944232) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_4 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.005729667, -0.00043015095, -0.0010953381, 0.004356304); + result += mat4(-0.15276086, 0.07942247, 0.08949564, 0.060723398, -0.03441924, -0.06541231, 0.050393626, -0.08642525, 0.11145862, 0.088879526, 0.018257165, 0.06954197, 0.07154797, 0.07028931, -0.026106048, 0.0588475) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(0.005026405, 0.11653151, -0.14089017, -0.028572645, -0.006475202, 0.020306062, -0.0235654, 0.0027518137, -0.22195865, -0.11632897, -0.024510477, 0.033127557, 0.042736404, -0.0013703869, 0.059399374, 0.060709834) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.057378605, -0.0138775, -0.15011922, 0.0032812147, 0.054151535, 0.0733718, -0.048461176, -0.023435675, 0.07190814, 0.03326214, -0.048262995, 0.009591243, -0.18676828, 0.060517266, -0.04107985, 0.106425256) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.13024789, -0.076708704, -0.07840211, 0.07365921, -0.07155807, 0.020250402, -0.012745429, 0.077429436, -0.04208895, -0.09781345, 0.06731239, 0.06464467, 0.0708276, -0.00045760235, -0.0015747235, -0.00091934786) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.03348843, 0.03942212, 0.14521079, 0.11393092, -0.17944722, 0.014515748, 0.022040937, -0.080193296, -0.060324617, 0.113738626, -0.038194582, -0.04972042, 0.05779431, 0.10828045, 0.07306861, 0.062288594) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.022878485, 0.03055577, 0.10178619, 0.047333434, 0.08782161, -0.043591354, -0.007269692, -0.031669308, 0.11117155, -0.12283576, -0.2089983, 0.028255768, -0.091471866, 0.022622947, -0.06298962, 0.1067137) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.09499758, 0.11519524, 0.033155248, 0.04453079, 0.13212462, 0.016532045, -0.0584856, 0.023024704, -0.04678811, -0.025359584, 0.101013616, 0.030604266, 0.09925986, 0.029888682, 0.021780664, 0.015429663) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.015907485, 0.1313383, -0.030429944, -0.081694834, -0.23029754, 0.13872114, -0.046237152, -0.016141376, -0.06931419, -0.09042627, -0.04878373, 0.019912533, -0.04481489, 0.02682206, -0.08646149, 0.053053897) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.009033072, -0.055581715, -0.046858713, 0.022889817, 0.02631145, -0.012890856, 0.08130097, -0.029187188, 0.1359235, -0.0226578, -0.13223678, 0.064480625, -0.15671968, 0.03455646, 0.09110495, -0.013308984) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.010147408, -0.00955194, -0.011160685, 0.0718533, 0.016525019, -0.08055419, -0.06803433, -0.06139342, 0.03567241, 0.016920503, 0.10587896, 0.003260908, 0.032826878, -0.062269785, -0.023602488, 0.039569803) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(0.09801564, -0.033141207, -0.060552098, -0.040707644, -0.0071775536, -0.04584435, -0.03633291, 0.036216244, -0.023949813, -0.17108808, 0.14008313, -0.052827213, -0.063736506, 0.0782623, 0.07308105, 0.11559698) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.04790598, -0.12482163, -0.003912156, -0.019552933, -0.031093288, 0.11858681, 0.044762284, 0.07580456, 0.013082798, 0.030806199, 0.009720568, -0.07372781, 0.09248263, -0.056033745, -0.008640081, 0.009092144) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.05964495, -0.024564356, 0.06459252, 0.074008055, 0.0100322915, -0.048554912, 0.054766957, -0.072962984, -0.09905735, 0.058794998, -0.018094044, 0.047257494, -0.064259075, 0.14695126, -0.035673972, -0.012317881) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.021464238, -0.061363515, -0.038697876, -0.010907026, 0.16232945, -0.04990725, -0.02098382, -0.049655035, -0.098705016, 0.0500905, 0.02425294, 0.06569846, 0.090533, 0.019491682, -0.1408014, -0.06416461) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.0012226802, -0.039476793, -0.09757135, -0.04347165, -0.082003914, -0.04369602, -0.05509864, -0.01316938, -0.13386135, -0.02617436, 0.067006804, -0.099349536, 0.039151337, 0.06267166, 0.07167059, -0.022206074) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.0116554005, 0.048201796, -0.0065205568, -0.008769362, -0.05728953, 0.07054931, -0.02671859, -0.0049819634, -0.018486373, -0.0031043258, 0.08960589, 0.040662147, 0.04005452, 0.02621686, 0.030639771, 0.016957518) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.052340694, -0.034414288, 0.003912106, 0.08461106, -0.07193677, 0.011825717, 0.030764123, -0.03207337, -0.06731762, -0.053540014, 0.055754326, -0.018355504, 0.06031372, -0.15168211, 0.16209218, -0.0616059) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.016939742, 0.20518406, 0.08184577, -0.024788452, -0.1032094, 0.09305887, 0.064178586, 0.05960907, -0.06474806, 0.06440959, -0.09196042, 0.051764697, -0.11254926, 0.04317631, 0.03838804, -0.02248951) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.024302857, 0.07409582, -0.029698206, 0.040096655, -0.009171383, 0.081171945, -0.0024063515, -0.010989557, -0.054460574, -0.12828343, 0.018882442, -0.08690807, 0.1290004, -0.059028637, 0.022647155, -0.03027392) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.050845224, -0.014301794, -0.030008787, 0.00055581756, -0.00598139, 0.09117337, 0.016426248, 0.059027582, 0.07764693, 0.032369945, -0.017508183, 0.032407463, 0.04229449, -0.07518329, 0.058699597, -0.1317516) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(0.06060593, -0.039056446, -0.05247817, -0.07459926, 0.015900826, -0.16213873, 0.14802586, 0.06429327, 0.0082110055, 0.07924459, -0.07453781, 0.07902773, 0.12017322, -0.07580147, 0.051612508, 0.032185107) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.066059895, -0.04025388, -0.05282696, -0.03235045, 0.056835823, -0.12443671, 0.09742586, 0.007350654, -0.14137043, -0.0033674177, 0.031448912, 0.066387, 0.012324848, 0.04030191, 0.046613272, 0.09655096) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(-0.054316, 0.025040725, 0.024616253, 0.0035816606, 0.1425769, -0.17431596, -0.071508385, 0.11338813, 0.043339085, -0.057416964, -0.06242709, -0.06809269, 0.15621069, -0.067112654, 0.075692296, -0.017933125) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(0.09824061, -0.09940557, -0.025247565, -0.05447916, -0.040346242, -0.042779442, -0.027595613, 0.07498018, -0.07251588, 0.022827012, -0.02794804, 0.022946227, -0.09222886, -0.075413905, 0.029927384, 0.059647102) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(-0.085928105, -0.044445936, -0.017995883, 0.022882404, -0.09612574, 0.026006402, 0.062026344, 0.103529885, -0.02160401, 0.06789675, 0.055652786, 0.068733245, -0.053625405, -0.004913719, -0.05463631, 0.030637782) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(-0.07725539, 0.011168546, 0.0721605, 0.017479412, 0.07264609, -0.052678738, 0.12158343, 0.08621142, 0.045553073, -0.13805757, -0.057824325, 0.059658714, 0.0025661613, -0.089499645, 0.05399907, -0.017663164) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.10022974, 0.06991932, 0.02422738, 0.03005907, -0.010116855, 0.1412066, -0.031008733, 0.010078963, 0.047911864, 0.0660007, 0.10212923, 0.061337784, -0.14674562, -0.016446926, -0.054135438, 0.10200884) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(0.26560044, 0.031663053, -0.20135921, 0.05025343, 0.025922319, -0.012666282, -0.049217034, 0.07466987, 0.03316901, 0.03388405, -0.05912802, -0.035461273, 0.09629912, 0.040922865, -0.035643917, 0.05439306) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.0011948658, -0.06893714, 0.2934369, 0.083842605, 0.07495769, 0.04300018, 0.052646328, 0.012415676, 0.07107138, -0.005641793, -0.030188303, 0.016436791, -0.08965078, 0.071375184, 0.024620086, -0.04359645) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(0.15978824, 0.016959531, -0.010134735, 0.03673628, -0.049345005, 0.13034832, 0.11603381, -0.033327255, -0.09458413, -0.038487002, -0.009479298, -0.06535692, 0.035499875, 0.053092543, -0.01957895, 0.02571174) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.1208736, -0.072125874, 0.0023084849, -0.0122489, 0.1227515, -0.05691794, 0.0009971801, 0.07848346, -0.06845361, 0.040168926, -0.03385168, -0.01835864, 0.09036151, -0.06579815, -0.045637425, -0.06532325) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(-0.066456, 0.10226624, 0.13637118, -0.09023377, 0.019389976, -0.16513866, 0.06907256, 0.025455186, 0.14788458, -0.038267884, -0.001521367, 0.010565454, 0.09686046, -0.008004227, 0.13752733, -0.033453003) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(-0.025601622, -0.031360477, -0.043491118, 0.042911857, 0.062351793, 0.0009315795, 0.026997741, 0.06996536, 0.07547439, -0.028036885, -0.053968027, 0.022248568, -0.0292104, -0.056626324, 0.08830907, -0.0022524858) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.033317495, 0.05820478, -0.029650873, -0.037176825, -0.041937456, -0.11998004, 0.023693852, -0.07557817, -0.08290509, -0.1323981, -0.0074082734, -0.02141199, 0.039799023, 0.00079218333, -0.03513805, -0.017803619) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(0.0031029885, -0.14135988, -0.024678573, -0.07111628, -0.008681277, 0.025619801, 0.116571926, -0.0030642534, -0.02777975, -0.1020513, 0.073832184, 0.033814557, -0.07474817, -0.10208651, 0.08622235, -0.008058402) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.03439631, 0.05143221, -0.037346072, 0.0077950405, -0.06565899, 0.070869364, 0.076090604, -0.0101007065, -0.018461643, -0.085405186, -0.06638971, -0.13494958, -0.12879355, 0.06952833, 0.042878397, -0.113126256) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.09224482, -0.021128787, 0.071939826, -0.07401876, 0.0023527911, 0.006287477, -0.17553833, -0.25153297, 0.045313757, 0.096807435, -0.014700843, -0.021120524, 0.0650906, 0.01405441, 0.09247923, -0.034825224) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(-0.091759086, -0.0005594017, 0.0104044005, -0.05654807, -0.05665822, -0.13929519, -0.10425655, 0.068973936, -0.008885661, 0.07481075, -0.011187838, 0.06576421, 0.018374803, -0.05541411, 0.08727593, 0.020974532) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.11530168, -0.020280622, -0.026175972, 0.03732831, 0.10225937, 0.22456875, 0.14049654, 0.026274906, -0.004232932, -0.018390182, 0.08847682, -0.011313296, 0.087917656, -0.12845074, -0.083291866, -0.036425516) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(-0.03034102, 0.037752792, -0.0849504, 0.07600949, -0.33832178, -0.24722779, -0.064748704, -0.09867091, 0.057973128, 0.051411647, -0.0047788024, 0.03279676, -0.014350633, -0.05640388, 0.01779802, 0.048907388) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.026665082, -0.082889624, -0.14053497, -0.07377635, -0.035816558, 0.070927925, -0.2140181, -0.0018264928, 0.117495485, -0.03639823, 0.0024644695, 0.087321825, -0.0647777, 0.105226696, -0.13331458, -0.009670903) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(0.03723218, -0.13509557, 0.0036844176, -0.03697461, 0.1543366, 0.18289085, -0.0105581265, 0.09485181, -4.9585688e-05, 0.05558213, -0.03838746, 0.01686271, -0.04980424, 0.06810497, -0.018575102, 0.018456416) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.027532548, -0.12227583, 0.07930672, -0.09848031, 0.3098886, 0.1444079, 0.18386124, 0.39677224, -0.010361035, -0.037745964, -0.07495082, 0.0044296472, -0.049770445, -0.05165279, 0.09038633, 0.07141114) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(-0.13949496, -0.008566061, -0.08205957, 0.031357117, 0.13469215, -0.13984358, 0.089228414, -0.025021456, 0.04596939, 0.029453536, -0.084707245, 0.028911265, -0.00011989273, 0.0349822, -0.12578417, -0.009774023) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.07849095, -0.07741492, -0.03002424, 0.06732082, 0.05944881, 0.12135365, -0.02259724, 0.04714612, 0.05460093, 0.022376966, 0.0135290725, -0.0667747, -0.019559493, -0.045919087, -0.13714148, -0.08881304) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.0071108616, -0.044272337, 0.043075882, 0.061518542, -0.009685276, 0.092627764, 0.0042523053, 0.10157931, 0.031074513, -0.014768812, 0.0073508946, -0.023623565, -0.04124181, 0.015749557, -0.031913456, 0.040790085) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(-0.0066527417, -0.014275495, 0.012243293, -0.046868186, 0.04227223, 0.049309988, 0.07550222, 0.054016285, 0.010526209, -0.0037023183, -0.0175928, -0.0035350015, -0.024291594, -0.022052381, 0.039084423, -0.017292228) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.04666573, 0.07674136, 0.06764189, -0.054534577, -0.004178027, 0.06047796, 0.04274057, 0.019577298, 0.1032146, 0.11486907, -0.00023910812, -0.049433347, -0.01957974, 0.030038215, -0.13647704, 0.09591481) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.10650419, -0.13152908, 0.017481212, 0.069082096, 0.06849655, -0.04418378, -0.18172541, 0.09158794, 0.001816908, -0.01681682, 0.044697706, 0.027827958, 0.020274742, -0.026012434, -0.13767888, -0.055619147) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.015952997, 0.041261725, -0.02097758, 0.020367438, -0.04182375, 0.16148467, -0.004533121, 0.085371606, 0.10339727, -0.03348668, -0.12091516, 0.05911952, -0.00050659216, 0.060502786, -0.02165692, 0.08820022) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.050576646, -0.024205435, -0.023890747, -0.051688273, 0.088676676, 0.030803435, 0.00071935344, 0.11350617, 0.045458864, -0.049081746, -0.03309615, -0.07268513, -0.0781544, 0.041887123, -0.01942566, -0.038644377) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(-0.0029727172, -0.09847279, 0.065118454, 0.012071449, 0.14700973, 0.015935345, 0.0019750893, -0.12784183, 0.077751964, 0.044195373, 0.08000007, -0.051638376, 0.020539377, 0.10935899, 0.0117582325, -0.023965472) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(-0.06013374, 0.044091452, 0.0540461, -0.06048871, 0.06719454, 0.032586288, 0.10752697, -0.07717235, 0.036587283, -0.08609651, 0.023040904, -0.04157031, -0.04676754, 0.013908344, -0.051491734, -0.08774911) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.006453166, 0.01837697, 0.035457827, 0.06910021, 0.039456557, -0.09556679, 0.072082, -0.07585006, 0.020061055, -0.03220783, 0.0016222212, -0.06599003, -0.058381155, 0.015402644, 0.033919338, 0.006671906) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.026329804, -0.11787945, -0.14433403, -0.028325493, 0.0038718719, -0.004438229, 0.016020123, -0.036304336, 0.07748895, 0.030289326, -0.016000776, 0.06439678, -0.06850895, 0.08380779, -0.032107737, -0.025399344) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.07989146, 0.087534726, -0.015704682, -0.036360856, -0.0111169135, -0.07004655, -0.08041534, -0.050486613, 0.06307522, -0.0723888, -0.0034736248, 0.009431221, -0.004209616, 0.03946069, -0.10180017, 0.04242818) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.0068772044, -0.084776916, -0.11460974, -0.06211543, -0.06614107, 0.013523794, 0.017244153, -0.105507724, -0.06637307, 0.044764433, 0.07883045, -0.024397174, 0.06708219, 0.00073193345, -0.09528281, 0.072413824) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(0.071702175, 0.017405277, 0.039091825, -0.042787787, 0.02887562, -0.0746178, 0.060413755, -0.018354865, 0.034426622, 0.0017597412, 0.068194315, 0.051880147, -0.16459014, 0.055218153, 0.032614153, 0.071607485) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.064260855, 0.037946403, 0.027323404, 0.0085923765, -0.09446498, 0.040517848, 0.012871805, 0.060797207, -0.05814099, -0.0025833678, -0.092664786, -0.018908696, -0.045808636, 0.041072473, 0.0003853748, 0.054195333) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.045041922, -0.056747135, -0.06080514, -0.06075835, -0.040175155, 0.027435724, -0.08339106, 0.067836516, -0.055786442, -0.069555804, -0.05811788, 0.06514331, 0.051969774, 0.040484328, 0.06698578, -0.07379746) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.0080373045, -0.008995164, 0.00862656, -0.04654012, -0.01982247, -0.028327946, -0.037276592, 0.028267154, -0.06269765, -0.06692516, -0.008892168, -0.033050194, -0.030733164, 0.006635923, 0.08469067, -0.060973648) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(0.118289135, 0.10679692, 0.07852804, 0.024875991, -0.11418788, 0.06024819, -0.038262744, 0.09025532, 0.007690451, -0.008838898, -0.008459807, -0.030193718, -0.013254385, 0.010988964, 0.05228417, 0.01248197) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(-0.026113175, -0.030873947, -0.14510143, 0.041306227, 0.018426474, 0.07301034, -0.044981375, 0.0583777, 0.038143363, 0.044346407, 0.06558364, 0.07977226, 0.034478966, 0.025839774, 0.07721928, 0.0069526606) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.08069714, 0.030557806, 0.033185333, -0.039709527, -0.0639105, 0.033712883, 0.052523438, -0.023390159, 0.0071062497, 0.023248162, 0.055216372, 0.07694176, -0.057320744, 0.037813235, -0.007192686, 0.028486153) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.020656617, 0.019642806, 0.03819627, -0.061501984, 0.019976595, 0.032238647, 0.054137085, -0.013583545, -0.09172206, -0.057965524, 0.0793928, -0.005399107, 0.041798618, 0.02632741, -0.009702918, 0.06410451) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.023276938, 0.06282926, 0.036179554, -0.031947523, 0.068157196, 0.102732874, 0.06795135, 0.07659118, 0.049618267, 0.026132636, 0.047739174, -0.022480309, -0.16794501, -0.039987814, 0.018541813, -0.13723306) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.03153965, 0.06418949, 0.07010299, 0.012217677, -0.0012737584, 0.114024475, 0.033452008, 0.035898764, 0.031170713, -0.0072718714, -0.073373795, -0.017613433, 0.08405065, 0.024136925, 0.047195192, -0.04525122) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.035501905, 0.071830206, 0.045389898, 0.0712507, 0.112877294, -0.09886606, -0.09240563, -0.004431149, 0.018183466, -0.07781847, -0.00012206444, 0.04857818, 0.070103236, 0.06843244, 0.07066874, 0.13304698) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.18707158, -0.19681555, -0.10238186, 0.036809485, -0.062296044, 0.042448886, -0.10462396, -0.034118656, 0.069147564, 0.015194723, -0.05712557, -0.05250014, 0.04554017, -0.051171232, 0.04215276, 0.009924719) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.012634366, -0.010583368, -0.022111522, 0.10128474, -0.030730532, 0.11624675, -0.019607462, -0.06727664, -0.08025691, 0.040586017, -0.10331979, -0.026541883, -0.07862262, 6.794675e-05, 0.050930817, 0.018886376) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.0157523, 0.122716054, 0.040854633, 0.08611142, -0.10634104, -0.13981168, 0.008734246, 0.06181162, -0.067010246, 0.0070742457, 0.014529983, -0.07793163, 0.07963905, 0.04870616, 0.057613537, -0.031814568) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.024242401, -0.066150405, 0.010405965, -0.04685622, -0.110806555, 0.055420354, 0.07743684, -0.08208189, 0.09138679, -0.027320037, 0.066895984, 0.034334555, 0.026816929, 0.014385787, 0.038511187, -0.10814189) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_5 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0017306447, 0.0060327337, -0.0022298389, 0.0031541034); + result += mat4(0.0779621, 0.01536127, -0.047175165, 0.041168258, 0.002140598, -0.04618724, 0.054210987, -0.03160575, 0.021830423, 0.07292895, 0.082146674, -0.02358065, 0.05804837, 0.08463174, -0.009232058, 0.022486486) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(0.070273854, 0.14947739, -0.0675586, -0.012048586, 0.07340199, 0.03766187, 0.042533893, 0.0037730413, -0.06500994, 0.049070504, -0.010616047, -0.050461877, 0.040137984, -0.00550505, -0.064578556, 0.0830928) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.028175699, 0.059614383, -0.033094507, -0.00279947, 0.10462239, 0.01113528, -0.048738606, -0.07812485, 0.05824631, -0.08220235, 0.0101430705, -0.0305405, 0.005371137, 0.11372739, -0.0039675683, 0.09794083) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.17925762, 0.118802406, -0.07123004, -0.07492189, -0.07000605, -0.016034951, 0.030278338, -0.020726241, -0.06355461, -0.042413287, -0.052669726, 0.0371886, -0.030052453, -0.013442666, -0.043814387, -0.0016035322) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(0.00028781328, 0.053626988, -0.033890627, 0.17674764, 0.016925823, 0.038739778, -0.06356103, -0.028692985, 0.06202256, 0.007969964, 0.08086207, -0.034778062, -0.064435475, 0.12650305, -0.120113716, -0.098852284) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(-0.0072770384, -0.00016854692, 0.099797495, 0.01179523, -0.0150191905, 0.022586815, -0.10632031, 0.04600936, -0.08226981, -0.1677368, -0.17656596, -0.07162127, 0.014462061, -0.05012897, -0.04376294, -0.040439986) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(0.060179196, -0.09734574, -0.078244425, 0.11795343, 0.15282823, -0.028496461, -0.011518804, -0.12965824, 0.04615459, -0.016258327, 0.007406922, -0.02729275, -0.05235998, 0.06531181, -0.108913265, 0.05496635) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(-0.045261145, -0.04736401, -0.06801038, -0.011141553, -0.079599574, 0.06962091, -0.022780033, -0.02688225, -0.072231084, 0.0217911, -0.059324563, 0.05381493, -0.04256582, -0.008749614, -0.007797762, 0.004014286) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(0.042769108, -0.056839254, -0.04658188, 0.115779765, -0.07912371, -0.003828927, -0.0022034182, -0.051769055, 0.07014513, -0.0062569086, 0.032202426, -0.011193469, -0.08368336, -0.004466157, 0.08320837, 0.010802928) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.002462906, -0.04590783, 0.005349071, 0.008693994, 0.088178754, 0.08188545, -0.023176333, -0.01650924, 0.13102992, 0.09811313, -0.23026422, 0.12660424, -0.07046137, -0.07510859, 0.01754747, 0.05749553) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.13373277, -0.08505133, -0.0437179, -0.04869346, 0.06706512, -0.00019667226, -0.008096593, 0.05557732, 0.027321737, 0.14314955, -0.09215052, -0.0018298684, 0.03607554, -0.040583905, -0.0360277, -0.002008698) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.1596371, 0.026941082, 0.18451004, 0.06304116, -0.018699368, -0.037605118, -0.011007398, 0.054544915, -0.061805993, -0.044472113, 0.036465794, -0.008696269, -0.049722485, -0.13531989, -0.025168546, -0.009798292) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(0.008980498, 0.013560179, -0.014464112, 0.09771245, -0.004041593, 0.058573626, -0.052865434, -0.01789635, 0.026543198, 0.08361724, -0.05019104, -0.05306504, 0.08451783, 0.025990197, -0.054278534, 0.039406326) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(-0.013433673, 0.049675286, -0.10063251, -0.020524248, 0.061778303, 0.108679175, -0.081680425, 0.049368147, -0.14697108, 0.046346143, 0.10687618, 0.0021455162, -0.05677496, 0.16563354, 0.04049324, 0.005458321) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(-0.01981306, 0.039214496, 0.10102177, -0.11383357, 0.073609166, -0.0025643876, -0.0032422778, 0.0061322157, -0.10923366, -0.053724814, -0.007325734, -0.078403875, -0.05698555, 0.07525162, 0.08427753, 0.023554493) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.07541602, 0.050108094, -0.024828464, -0.06380831, 0.122870244, 0.0676643, -0.017075399, 0.00027681922, -0.041235365, 0.03162666, -0.03826376, -0.01270649, 0.054439172, -0.011557846, -0.051119473, -0.06079733) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.18362746, 0.024387639, -0.007630117, -0.0033050166, -0.013035549, -0.021314826, -0.037523817, 0.051148012, -0.0005250962, -0.09724327, 0.06142803, 0.02066537, 0.11565253, -0.059217427, -0.10316215, -0.13047965) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.06431192, 0.020997828, 0.06421656, 0.01964167, -0.06519853, 0.031739417, -0.053174023, 0.13177866, -0.023959916, 0.054914422, -0.11095652, 0.06440282, -0.027932525, -0.14725117, 0.058942728, 0.07238957) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.07973752, -0.037661415, -0.04319023, -0.02837732, -0.08178102, -0.084248856, 0.13457455, 0.024419552, -0.0015452105, 0.09769809, -0.016582854, -0.1020824, 0.043775875, -0.035260033, 0.037702758, -0.10931838) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.017561655, -0.14661475, -0.07931953, 0.0026581297, -0.009930784, -0.123802036, -0.022880742, 0.073521584, 0.12608594, 0.06599652, -0.10979369, 0.0815358, 0.095457755, -0.04619676, -0.0021090156, -0.10051218) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(0.019543692, 0.10067554, 0.021451015, -0.06818215, -0.032337047, 0.09961236, -0.052969098, 0.05715959, -0.026237706, -0.057882488, 0.057454064, -0.03709484, -0.011675414, -0.008139157, 0.0056506107, -0.09386743) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(-0.07085244, 0.0048988233, -0.03912786, -0.050521176, -0.034288276, -0.03806809, -0.0604984, 0.03575052, -0.16701838, 0.08174181, 0.049701747, -0.034729015, -0.07873251, 0.03461684, -0.07239493, 0.041049115) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(0.04017111, 0.08280612, -0.10069517, 0.02911196, 0.025262425, -0.11232385, 0.107558586, -0.1558097, -0.15674175, 0.036157724, -0.14379016, 0.052706953, 0.055144664, -0.12921119, 0.016961856, 0.01106781) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(0.054125946, 0.035522882, 0.067325175, 0.017656974, 0.046125293, 0.025741585, -0.0110646505, 0.070099264, 0.011557113, 0.028005704, -0.012917508, 0.05248801, 0.036109686, -0.065919474, -0.031808753, 0.04149726) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.0641761, -0.021224467, 0.013904854, 0.012978868, 0.004190863, 0.0803493, 0.0028404067, -0.08943835, -0.06209818, -0.029453188, -0.0075443243, 0.03336873, -0.023120241, -0.07474658, -0.06256821, 0.031392626) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(-0.039287515, 0.024596166, -0.013158201, -0.10148811, 0.031155685, -0.011289836, -0.10685981, 0.13217145, 0.0020512708, -0.020590395, 0.03450191, 0.08759107, -0.010088517, -0.022299154, 0.010409057, -0.043652758) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.057384115, 0.12541312, 0.0064340685, -0.058727633, 0.08562972, -0.039810173, 0.0018311305, -0.012497067, -0.004726232, -0.035424393, -0.10605373, 0.07031661, 0.1003678, -0.033622067, 0.031004941, -0.054471813) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(0.032814994, -0.0319134, 0.061905656, 0.032871146, 0.011961746, 0.064158015, -0.05410328, 0.037764654, -0.03705604, 0.08281587, -0.10619013, -0.08576226, -0.028889675, -0.021343421, 0.07023503, -0.045325413) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.0030662417, -0.001639542, -0.0007526115, 0.05086073, 0.025654497, 0.12987456, 0.04812271, -0.11703812, 0.1401383, 0.1398525, 0.050060976, -0.071411066, -0.16117439, 0.03854568, 0.11475588, 0.08162513) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(0.11990925, 0.07117268, 0.00043633246, -0.008882856, 0.101170436, 0.005612441, 0.023187265, -0.078265734, -0.13107418, -0.04826248, -0.12591498, -0.09422121, 0.0844473, -0.075841025, -0.06505128, -0.03293366) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(0.1234443, -0.07402856, -0.06408613, 0.05737629, 0.16844283, -0.09842496, -0.13693526, 0.061410755, -0.0018198325, -0.036004826, -0.08433716, 0.039559014, -0.17046346, 0.00634429, 0.12378012, 0.076098986) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(-0.2405765, 0.13127317, 0.027907979, -0.099426925, -0.016249169, -0.033487435, 0.0085474495, 0.08336581, -0.09762277, -0.051063057, 0.06478362, 0.02040316, 0.017938962, -0.020328939, 0.081540614, -0.087827824) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(-0.094056904, -0.009838468, -0.0043490557, 0.0017094524, 0.06741926, 0.0024339063, 0.015735542, -0.123994984, -0.11988387, -0.04580369, 0.1103105, -0.028754933, 0.07605843, 0.013540833, -0.021189343, -0.07099737) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.049073692, -0.010656348, 0.09482933, -0.06855694, 0.03592184, -0.04436178, 0.017099334, -0.08736739, -0.0656723, 0.018077597, 0.014390992, -0.020512251, 0.06795961, 0.12254206, 0.09365566, -0.025878815) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.021370169, 0.12081587, 0.10551917, -0.00916931, 0.021939933, 0.04362025, 0.07338432, -0.051085655, -0.03664957, -0.03731182, 0.1437212, 0.0845459, 0.1500117, -0.0060200463, 0.0983355, -0.053546105) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.08434443, 0.048216186, 0.010695409, -0.0129559655, 0.049092717, -0.0042063794, -0.02166102, -0.0042350343, -0.009282294, 0.07962338, -0.011455967, -0.04874502, -0.1045136, 0.008505003, 0.008240262, 0.05012671) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.06198731, -0.17297053, 0.0566073, 0.0083608795, 0.079738736, -0.060610626, 0.32370192, -0.15390739, -0.081226274, 0.055517398, 0.014447199, 0.042327527, -0.027036957, -6.616861e-05, 0.1258272, -0.019983875) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.0943363, 0.0091257505, 0.040420543, -0.053603742, 0.1091791, -0.03632799, 0.070699655, 0.13188687, 0.07417018, -0.025805647, -0.06991185, -0.051758472, -0.008438183, -0.14027536, 0.006504588, 0.114173554) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.10633977, -0.023071501, 0.036757737, 0.0007309987, 0.040427748, -0.07289382, 0.06328789, 0.034328215, 0.061943185, -0.077135965, -0.032565374, 0.00062860054, -0.021979371, 0.012276076, -0.04740816, -0.028015785) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.061437167, 0.014068996, -0.04822803, 0.09350242, 0.2183728, -0.15702839, 0.18488042, 0.026317243, -0.015471634, -0.03901568, -0.0089734215, -0.05156373, -0.08040948, -0.092209116, -0.05796151, 0.13361403) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.10973411, -0.040426504, -0.16822734, 0.07784061, 0.0090193655, 0.07438083, -0.07422519, -0.203652, 0.056367654, -0.091466054, -0.0447998, 0.024001893, -0.053914655, -0.038668424, 0.08506684, 0.048659578) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.009043112, -0.09203883, 0.022184744, 0.004209845, 0.2038544, -0.045173984, 0.16159564, 0.10053371, 0.010582952, -0.063042484, 0.021237446, -0.011668296, -0.10806168, 0.011912546, 0.04330382, -0.024746463) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.06568668, -0.02833877, 0.09351021, 0.014710483, 0.04398727, 0.09462663, 0.0329519, 0.1297999, 0.0107340375, 0.07360955, -0.018970525, 0.008502602, -0.0920376, 0.056101557, 0.012929433, 0.024619853) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(-0.051254936, 0.062558636, -0.06807978, -0.006551413, -0.0076633673, 0.030309137, -0.106015384, -0.06831281, -0.030404948, 0.05926882, 0.026715932, -0.088497296, -0.054462984, -0.01227801, -0.010311083, 0.099016026) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(0.015502542, 0.00537462, 0.02633326, -0.07737866, -0.00088330114, -0.018275209, 0.078361906, -0.0081867315, -0.13638946, 0.017618608, 0.11358515, -0.0010405321, 0.0740909, -0.002264918, -0.034063537, -0.060190443) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.042629343, 0.0739209, 0.03912732, 0.11014554, 0.055922166, 0.019368846, 0.10011919, 0.0902217, 0.019149555, 0.034863546, 0.0122089675, 0.10900886, -0.041298833, -0.010738884, -0.0026870007, 0.015890738) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.037112057, -0.06629887, 0.03936836, 0.03291702, 0.059923112, -0.032785855, 0.048083927, 0.10904809, 0.1313641, -0.010315023, -0.15743072, -0.09744198, 0.024305899, -0.096249275, -0.07857612, -0.030135915) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.00054254057, -0.048981156, 0.03329021, -0.07434241, -0.046610177, -0.024303012, 0.026940435, 0.08039689, 0.09900339, 0.007865426, 0.06268535, -0.044049695, -0.0016689152, -0.03501175, 0.017373098, 0.0821292) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.04697447, -0.035812877, 0.005974538, 0.07529157, 0.010075567, -0.03600833, -0.09430383, -0.07090645, 0.023873143, 0.02131023, -0.008348957, -0.009980639, -0.09823689, -0.028571725, -0.07929444, -0.038788684) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(-0.08295026, -0.05034217, -0.08505914, 0.10723439, -0.06637907, -0.11842358, -0.08264352, -0.032185186, -0.073077515, 0.056683484, 0.02616744, -0.059737086, -0.077050865, -0.03369475, -0.007927693, -0.085438766) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(-0.08007395, 0.039821204, -0.07772158, -0.12190979, 0.07662546, -0.11207811, -0.03946176, -0.039108325, 0.08615679, 0.0028678637, 0.124481335, -0.09508601, 0.035403047, 0.07397219, -0.011788012, 0.016682126) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.042308416, 0.0073555936, 0.049677137, 0.04294831, 0.015123363, 0.05919064, 0.05501302, -0.06064241, -0.036070332, 0.0019987954, 0.08112024, 0.023841497, -0.035630755, 0.03368634, 0.10488934, -0.06922103) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(-0.031133208, -0.07856735, 0.0032979187, 0.09211448, -0.14899664, -0.07005015, 0.056828376, -0.13923635, -0.03500791, -0.043484457, 0.0498125, 0.05312686, -0.0049841725, 0.086314626, 0.051005997, -0.049838144) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.038326543, -0.03737498, -0.11749225, 0.030851739, -0.113373496, -0.027253302, 0.05312842, -0.026225764, -0.05876045, -0.06770775, 0.119837455, -0.00083785586, -0.06378732, -0.08688726, 0.039552215, 0.0143557945) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(0.08427676, -0.046708833, -0.12518404, -0.06367922, -0.046853434, -0.0094480105, 0.12533869, -0.094604254, 0.09053903, 0.04590084, -0.13571335, 0.031874284, 0.03226618, 0.024006143, -0.026178446, -0.047451116) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(-0.027397946, -0.10847979, 0.017614635, -0.025857873, -0.093187384, -0.05926039, -0.05023872, -0.083624765, 0.06795984, 0.0027493646, 0.020749295, 0.09832049, -0.12141023, 0.08264644, -0.0016853685, -0.005181633) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(0.12752809, -0.06449464, -0.11961217, -0.12949815, 0.070006624, 0.10275249, 0.07644897, -0.06041633, -0.0075578657, -0.12794329, 0.004964539, -0.014800492, 0.046865854, 0.0861416, 0.036998138, -0.034033883) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.15891719, -0.02853235, 0.04968209, -0.09101518, -0.07018328, -0.09677462, 0.05921311, 0.028864522, 0.010213871, 0.019289343, -0.03648265, -0.0016206665, -0.018794814, -0.022705803, 0.07537745, 0.02178366) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(0.098366104, 0.05888944, 0.09015378, -0.017318806, -0.058606993, 0.061028857, 0.07028235, 0.031091658, 0.12299722, -0.00017426712, -0.099248, 0.14091423, -0.052937515, 0.013624963, 0.103408664, 0.062198255) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.020709904, -0.013738247, 0.0053076423, 0.06071885, 0.06132362, 0.02062452, -0.04768658, 0.015030882, 0.031379007, -0.15768094, 0.09955006, -0.038208373, 0.007101915, 0.007270831, 0.00070979935, -0.06905829) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.015471099, 0.0514871, 0.1274458, -0.00962907, 0.047266364, -0.039184794, 0.074994564, 0.061783098, 0.048709303, -0.061110064, -0.105690666, 0.05638092, -0.060523592, 0.05493283, 0.029071826, 0.007579573) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.009159793, -0.029544523, 0.046490125, 0.021924732, 0.0065859677, 0.012625673, -0.04738262, 0.052840993, 0.065721504, -0.039759643, -0.007013138, 0.009738096, -0.014571289, 0.027484687, 0.01607991, -0.0031033175) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.021242077, -0.011926919, -0.11427048, -0.0024482156, 0.04143177, 0.12760398, 0.08341471, -0.008716751, -0.07365522, 0.053618357, -0.08960548, -0.010779268, -0.05312473, 0.07269615, 0.014392407, 0.047747936) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.13658938, -0.0121027175, -0.15212831, -0.06805896, 0.0044576405, 0.056819245, 0.023641864, -0.029165141, -0.007019816, -0.10095858, 0.075852305, 0.041530125, 0.061919305, -0.012225218, -0.0067779715, -0.0026264193) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(0.1473576, 0.018526694, -0.04968155, 0.05507178, 0.110761136, 0.051657878, 0.06361484, -0.07440528, 0.002197135, -0.009395242, 0.13855386, 0.043868132, 0.048529003, 0.13694471, 0.0066404436, -0.06866) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.007313507, 0.04864367, 0.028402617, -0.05134491, 0.047466293, -0.0067561474, -0.11933579, -0.06931217, -0.016606612, 0.050388865, -0.1549243, -0.040929038, -0.17532085, -0.06572199, 0.13368316, 0.029552922) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(-0.0440264, 0.06244512, -0.017986642, 0.051101707, -0.049465153, -0.06626617, 0.053167023, 0.045974895, -0.051011413, 0.077131175, 0.044943135, -0.16913782, 0.011664235, -0.031492215, 0.011316658, -0.00582016) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(0.15815805, 0.0089472765, 0.0064645647, 0.033447668, -0.021514334, -0.12679036, 0.037935838, -0.060734592, -0.0764403, -0.1088427, 0.03165888, 0.008499531, 0.100371905, 0.038897533, 0.0072137997, 0.08171333) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.024810903, 0.064940825, -0.03154588, 0.039987985, 0.063023165, -0.03570734, -0.08396416, 0.03196437, 0.048474986, -0.06172891, -0.056744628, 0.043531377, -0.100087896, -0.10345158, 0.09442366, -0.020917341) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(0.048028313, 0.0141358245, -0.06323257, 0.029968219, -0.0027734619, -0.07782004, -0.093745686, -0.042267147, 0.0047365, 0.003464818, -0.039837938, 0.023058387, -0.14442062, 0.013682007, 0.058822587, 0.022545394) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.014406993, -0.010070059, 0.09844127, 0.06869167, -0.12847762, 0.032949094, 0.024468308, 0.05585862, 0.083468765, 0.0227877, -0.13058782, 0.058165018, -0.027615398, 0.080068186, 0.015689049, 0.0094376) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(0.08207505, 0.011757704, -0.0041113226, 0.049861107, -0.039926227, 0.09076766, -0.025002435, -0.017526476, 0.085348755, -0.038788512, -0.05849065, 0.04546601, -0.04753077, -0.068257004, 0.11793372, 0.02955983) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_6 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0038989536, -0.0043582628, 0.001294654, 0.0009452332); + result += mat4(-0.08121977, -0.038380336, -0.020829868, 0.029039634, 0.01530976, -0.057063304, 0.0195049, -0.014735167, 0.04185835, 0.05366711, -0.012969611, -0.03319984, -0.05106403, -0.055633463, -0.028994061, 0.028658226) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.10012796, 0.081456974, 0.07248836, 0.114769265, 0.0020802727, 0.0043847715, 0.018546477, 0.022872452, -0.00884165, -0.14625998, -0.033222083, -0.044611238, -0.070557326, 0.04118261, 0.0069094216, -0.009191822) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(-0.029538685, -0.0013723186, 0.06894521, -0.10032765, 0.026692117, -0.08450752, -0.050458167, -0.11640873, 0.080680855, 0.1107659, -0.15353, -0.010047626, -0.02712355, -0.022101564, 0.032220315, -0.06997227) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.0032224343, 0.0354366, -0.058405086, -0.030893622, -0.049045626, 0.06558179, -0.028162302, 0.043719556, -0.021546863, -0.055260427, -0.022295615, 0.06230156, 0.047480356, -0.06984872, 0.07106445, -0.014100876) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(0.060494553, 0.12180862, 0.060568683, 0.0925159, -0.05128127, 0.066973604, -0.060489904, -0.02911236, -0.11094791, 0.029127803, 0.04145522, -0.057129096, -0.033055626, -0.045930255, 0.08202525, -0.045897063) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.07843186, -0.05648976, 0.0913484, 0.02917742, 0.0021692365, -0.040970493, 0.049952883, -0.093126565, 0.11646517, -0.041701615, -0.048509415, 0.098148026, 0.042513654, 0.052685242, -0.07000275, 0.027805822) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(-0.06121697, -0.079474874, -0.007834777, 0.025671117, 0.066246934, 0.053764626, 0.067820795, 0.072327375, 0.09463396, -0.049593072, 0.041942496, -0.0015087968, -0.051801585, 0.06515436, 0.02667065, -0.017995942) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.021473557, 0.07921912, -0.013734631, 0.045093138, -0.052403267, 0.06002366, 0.06625626, -0.035469335, 0.037157696, 0.075933285, -0.06642689, 0.14660804, 0.022041352, 0.10541417, 0.06402472, 0.08726329) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.06950033, -0.018072808, 0.02695172, 0.0065026972, 0.021192212, -0.11478292, 0.023942173, 0.031428583, 0.011598373, 0.02293025, -0.08106882, -0.08036578, -0.06913851, 0.0835192, 0.018538244, 0.005392772) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(-0.024660537, -0.0007606388, -0.009067159, 0.11592896, 0.055480197, -0.012367034, 0.002867635, -0.08191675, -0.0058150105, -3.6418456e-05, 0.06569802, 0.059775144, -0.038561735, -0.020559555, 0.016552716, -0.03197267) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(-0.02979486, 0.05377789, 0.052234903, -0.05070248, -0.064947575, 0.12553914, 0.0068965396, 0.027574716, -0.035755243, 0.0077077877, 0.09281072, 0.03942586, 0.039124534, 0.07187662, -3.5058438e-05, 0.08415454) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(0.03339983, 0.070216626, 0.046354398, -0.14009127, 0.013386873, 0.031226654, 0.04923734, 0.002987121, -0.029956015, -0.07421927, 0.055250898, 0.010030061, 0.04371311, -0.0015985378, 0.003921697, -0.056088574) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.07246707, 0.033802774, -0.057142522, 0.030532017, 0.009918024, -0.054032214, -0.0345132, 0.060487933, -0.040113796, -0.047527373, -0.013189345, -0.066541985, -0.12659246, -0.07013662, -0.05618693, -0.08357053) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.080087826, 0.020220129, -0.091328844, 0.09855738, -0.051719733, -0.014984897, -0.02779708, -0.03337297, -0.1000572, 0.12688409, -0.05725992, -0.0861258, -0.19999577, 0.016356416, -0.039339047, -0.18549545) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(0.05528715, -0.0018134404, 0.07083376, 0.03813237, 0.060010713, 0.120528385, 0.084896475, 0.044722658, -0.024410535, 0.03334355, -0.026316332, -0.056382, 0.017550284, 0.06480869, -0.045649167, -0.097820565) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(-0.003237386, -0.03909121, 0.11153995, 0.071641795, 0.031698544, -0.041371208, -0.056153197, -0.06866652, 0.010502294, 0.010167646, -0.062788166, -0.08198584, -0.035270277, 0.10371835, -0.05051246, 0.094903894) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.06783628, 0.12265514, 0.072223894, 0.08102883, 0.045236282, 0.042823497, 0.09579931, -0.03763629, 0.04247451, 0.03330913, 0.017840765, 0.035211768, -0.022152655, -0.019113332, 0.090956114, 0.18752785) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.010930934, 0.060148805, 0.022271365, -0.052964818, 0.033798542, 0.067215696, -0.099011295, 0.08770544, 0.07007943, 0.09040316, -0.052158643, 0.03058002, -0.057638217, 0.04558245, -0.036542434, 0.08431221) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(-0.027814845, 0.063106425, 0.02130792, -0.0146428, 0.09549449, -0.062544644, 0.03758588, -0.17146301, -0.007836936, -0.0431447, -0.007482443, -0.025422182, -0.064280495, 0.065394, 0.020469906, -0.0277139) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(0.03358969, 0.0379092, 0.043262634, 0.049140327, 0.0039645038, -0.046470325, 0.032649245, 0.11974918, 0.029621076, 0.053436406, -0.038669176, 0.071176775, -0.055545572, -0.02194692, 0.11197511, 0.10643538) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(0.03090294, -0.091038354, -0.060254194, -0.00499489, 0.0054445085, -0.044501964, 0.005258388, -0.039474677, 0.03951341, -0.045237713, 0.017700277, -0.09254598, -0.06064518, -0.003586223, -0.015606192, 0.004800372) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(0.013809387, -0.033053614, 0.039459832, 0.02819838, -0.021556197, -0.118921176, -0.07741786, -0.020542845, -0.07848702, -0.03639302, 0.09659093, -0.07421048, 0.005345507, -0.028909598, -0.11017211, -0.068401314) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(-0.18464024, -0.09948134, -0.01705716, 0.07365286, -0.118038714, -0.07138392, -0.124259055, 0.003525617, 0.013056939, -0.10422653, 0.032659788, -0.09118937, 0.014305824, 0.07475685, 0.0008831189, -0.017462736) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.03358326, 0.009354603, -0.09213936, -0.10078634, -0.029338097, 0.0843904, -0.038262714, -0.0057825265, -0.04093783, 0.05314713, 0.059301164, 0.0046721445, -0.048050735, -0.10729937, -0.074064665, 0.005478982) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(-0.0154861845, 0.07618862, 0.07092945, 0.022824433, -0.0027034986, 0.0041112634, -0.029747354, 0.13752925, -0.1504087, 0.04048511, 0.04183432, -0.09086983, -0.022890452, 0.029080313, -0.06602369, 0.10445409) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.017917268, -0.13203806, 0.065662496, -0.014341489, 0.061482817, -0.016565453, 0.014022371, 0.056239087, 0.0969123, -0.032164313, -0.0033231692, -0.014837857, 0.035103977, -0.0096838195, 0.043399017, 0.03221769) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(0.014743158, 0.045479357, 0.015847955, 0.039153155, -0.029438738, 0.037716873, 0.008257169, 0.15298882, -0.013266421, 0.045728303, 0.0487071, -0.047196448, -0.036513872, -0.035755534, -0.06700521, 0.076701246) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(-0.0681232, 0.029739344, -0.07147357, 0.1880909, 3.3190172e-05, 0.043467093, -0.087500654, -0.051465556, -0.07007289, -0.102503695, 0.006321471, -0.08500649, 0.019971188, -0.01784205, -0.0718867, -0.013194477) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(-0.07558779, 0.058620095, 0.04910805, -0.057928365, 0.008880751, -0.031849515, -0.061676502, -0.013032714, 0.02938906, -0.06954156, 0.070568345, 0.020199547, 0.04502316, 0.014738326, 0.00029312287, -0.12000365) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.059173062, -0.017865892, 0.05141153, 0.08557688, -0.0757483, -0.03348801, 0.015686926, 0.03990614, -0.07472521, -0.049942005, 0.09716857, -0.057634108, -0.040285047, 0.008317879, 0.054989148, -0.014140023) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.011826009, 0.021604199, 0.038567595, 0.02700339, -0.0014764774, -0.047033824, 0.1040885, 0.07659863, 0.004954251, -0.053125, 0.12655114, -0.047758907, -0.033304423, 0.03233765, 0.040499114, 0.05379089) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(-0.03496207, -0.014462499, -0.081252456, -0.17735213, 0.018975845, -0.110709645, 0.06783415, -0.09749874, 0.059320617, -0.015737915, 0.0062097856, -0.13447511, -0.08083084, 0.060740717, 0.062958196, -0.07639135) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(0.041436568, -0.03645208, -0.04579347, -0.16093275, 0.018860158, -0.05696364, -0.069994375, -0.037959047, -0.08300647, -0.047230266, 0.12707584, -0.038276955, -0.031748727, -0.029482221, 0.03859251, -0.011342248) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(0.019486586, -0.021060845, 0.0036018065, -0.16014433, 0.0046816133, -0.0048009837, 0.014038131, 0.05672765, 0.08483723, -0.13409449, 0.017866405, -0.029022763, -0.06500769, 0.06632925, -0.04884642, -0.079201534) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(0.032045063, -0.0041746125, 0.06725956, 0.09691132, 0.005699202, 0.011759222, -0.067484975, -0.06577835, 0.061344754, 0.019467244, -0.027001986, -0.07910169, -0.08337438, -0.079636194, -0.06286591, 0.04838613) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(0.055871997, 0.09369375, -0.01953019, 0.12775333, 0.058744013, -0.0066160806, 0.009220085, 0.08000778, 0.053792644, -0.030642819, 0.01728414, -0.041119847, -0.07453697, -0.06410943, 0.03685116, -0.07885041) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.055632625, 0.07525554, -0.04885276, -0.01742548, 0.3075751, -0.13632649, 0.022850616, -0.26141414, -0.008697726, -0.047249142, -0.044596437, -0.0025683641, 0.12889546, -0.020300275, 0.082417175, -0.0039739665) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.02810294, -0.03809757, 0.08046189, -0.082981594, 0.23022284, -0.034283876, -0.030902399, -0.037565365, -0.07931429, -0.019811807, -0.03289918, -0.011959579, -0.008965035, -0.015181819, 0.12808155, 0.0747458) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(0.08854927, 0.04346527, 0.028700938, -0.03626645, 0.04051023, 0.013642703, 0.059354186, 0.020416602, 0.023522727, -0.094088964, 0.07168432, -0.033972364, -0.031612184, 0.07472911, 0.0048883935, 0.0045036874) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.04324146, 0.13174659, 0.054820597, -0.08789853, -0.16005291, 0.19481367, 0.62927884, 0.20935644, -0.044793837, 0.04239561, -0.068420686, 0.047670186, 0.056926824, 0.05410318, -0.07957754, -0.043798186) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(-0.0455846, -0.029302457, 0.0646816, 0.042443078, 0.037940286, -0.095387705, -0.2350709, -0.08874423, -0.018748539, -0.03410439, 0.005636539, -0.06151945, -0.0045142756, 0.0646706, -0.1369661, -0.20853448) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.010609357, 0.025846373, 0.030792624, 0.009895833, -0.09756894, 0.04911022, 0.013620234, -0.036006425, 0.059510857, 0.02168586, 0.016456366, -0.049084052, 0.0045819697, 0.13977326, -0.08826731, -0.114973925) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(0.026166959, 0.10772811, 0.111195125, 0.057942893, -0.089110784, 0.23984721, -0.36836126, -0.3785515, -0.010766863, -0.014619581, 0.019174002, 0.052273594, -0.06740997, -0.038356576, -0.068149075, 0.022867449) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(0.0030223601, -0.047699768, 0.040912174, -0.092477605, 0.15724044, -0.020237988, -0.010965915, -0.0129677495, -0.040470943, 0.032196853, 0.01428758, 0.0025178443, -0.03888765, 0.036991455, -0.110934675, -0.06804419) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(-0.017781394, 0.0067281285, 0.04054156, 0.02693883, 0.0867591, -0.057646625, -0.004688352, 0.051743183, 0.038095172, 0.04229726, 0.046975043, 0.015176319, -0.05305842, -0.053189896, 0.040467143, 0.025840733) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.017740274, -0.012710386, 0.0033259788, 0.005123573, 0.028739845, -0.042328518, -0.14219226, 0.02091681, -0.011662327, 0.07148577, 0.08588074, 0.07257112, -0.06547158, -0.041137695, 0.05207661, -0.03313349) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(0.0057860743, -0.020939376, 0.08921119, -0.06506731, 0.050761387, 0.019415827, -0.033594783, -0.00042708387, 0.012891473, -0.07623292, -0.079733476, -0.06658475, 0.09981177, 0.03150927, -0.04616619, -0.016587893) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(-0.031544868, 0.08117251, -0.015487993, 0.11661885, 0.039048657, -0.0704665, -0.10947503, 0.026447205, -0.022411382, -0.028283179, 0.0188138, 0.09396225, -0.02735331, 0.0824253, -0.0125431605, -0.08082985) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(0.013279691, -0.093350925, 0.074985296, 0.1277196, -0.029241206, 0.028187692, -0.072432674, -0.0769008, 0.03140021, -0.10582564, 0.08263234, 0.08932112, 0.053676743, -0.06139165, -0.04525355, -0.0438729) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(0.008967789, -0.004597033, -0.027966274, 0.03905671, -0.05694114, -0.06872685, -0.10061456, -0.022042295, 0.05294858, -0.08934303, -0.08214741, -0.03904183, -0.022209413, 0.03878992, -0.0047199936, 0.09345811) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(0.018654771, -0.054173484, -0.039744854, 0.009858376, -0.089152016, -0.084001526, -0.061619073, -0.10237463, 0.08925324, -0.07849693, -0.063074976, -0.06056687, 0.09099346, -0.035062224, -0.019892413, 0.060339242) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(-0.040370267, 0.08241906, -0.016646087, -0.020500889, 0.0799791, -0.033270795, -0.019412996, 0.034698624, 0.07956623, -0.01643923, -0.047943264, 0.05613537, 0.059290167, 0.07392586, -0.06305286, -0.0984932) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(0.030550504, -0.011271412, -0.10664842, -0.03798008, 0.044826753, -0.036927905, -0.01237452, -0.05574453, 0.011547484, 0.02502005, -0.09141574, -0.034175444, 0.03287005, 0.08772966, -0.026608067, -0.06803225) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.006182682, 0.003882998, 0.0022293844, -0.094368264, -0.009579791, 0.031904656, -0.041218042, -0.086839706, 0.02768442, 0.018849062, -0.00294085, 0.052888874, -0.014610092, -0.0140278125, -0.042477414, 0.09105648) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.022853049, 0.0019259572, 0.063499905, -0.033765458, 0.101450846, -0.038439374, -0.034859713, 0.01740049, 0.05581045, -0.065962866, -0.010080001, -0.042827334, 0.03546921, -0.01756796, -0.035149574, -0.05406105) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.1580656, -0.040340193, 0.018478535, -0.064532176, 0.058534574, 0.04244379, -0.06425977, 0.10288222, 0.09072548, -0.12669274, 0.028870568, -0.11511105, 0.07577319, 0.020248434, -0.08214283, 0.035512563) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(0.04232806, -0.045584124, -0.02226961, 0.045754246, -0.08769567, -0.0552654, 0.01448968, 0.07330945, 0.0045827376, 0.0156284, 0.010916423, 0.078697234, 0.02928967, 0.0042608767, 0.083718784, 0.047722142) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(0.09328954, -0.025286883, -0.04936826, 0.027563017, 0.011434637, -0.022197913, -0.03838903, -0.04670774, -0.02514433, -0.019056678, 0.049966346, 0.0037683267, 0.007453353, 0.0034734688, -0.09506934, 0.04617967) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.0076608732, -0.048219267, -0.022918345, -0.12860057, 0.06602398, -0.037191257, -0.07352826, -0.045813985, -0.026482398, 0.058808174, 0.09063254, -0.037254643, 0.016440585, 0.058191396, -0.064229846, 0.049320742) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(-0.039118264, 0.041054085, 0.06349492, -0.04045263, 0.026455425, 0.07853797, -0.034929063, 0.101546295, 0.041907545, -0.02595933, 0.079643704, 0.07804714, -0.09784616, 0.010753426, -0.030238094, 0.107038096) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.06737005, 0.013649802, -0.06268763, -0.07925037, -0.056656867, -0.07683097, -0.013727786, -0.101453476, -0.08024483, -0.013495467, 0.0025407842, -0.01588766, 0.06558699, -0.06942897, 0.07758535, 0.010492433) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(0.08597134, 0.005149852, -0.051043954, 0.01715281, -0.11375912, -0.06892198, 0.039252125, 0.0032861996, 0.06824275, -0.059931424, 0.005122382, 0.06292166, -0.0216584, -0.048531543, 0.10980739, 0.07210072) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.055184066, -0.036975604, 0.041980747, -0.022037117, -0.072424196, 0.01939902, -0.040501624, 0.04875611, 0.020369923, 0.05543229, 0.0043369783, 0.036187787, -0.033490006, 0.030462204, -0.03637684, -0.022858646) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(-0.04297529, 0.035418656, 0.09586176, 0.03355444, 0.027567318, -0.07889762, -0.06288524, -0.053781122, 0.018659063, -0.07641127, 0.002697134, -0.068351224, 0.0033770464, -0.07919011, 0.006247681, -0.009255601) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(-0.061277457, -0.053327844, 0.070346005, -0.033922527, 0.03522224, 0.053046897, -0.11109556, 0.13925882, -0.00061448495, -0.1015076, -0.0037787554, 0.036802147, 0.051768627, -0.003743548, -0.010032165, -0.0453096) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(0.029426752, -0.01598847, 0.042764127, -0.00757801, -0.049388587, -0.11944691, 0.103931926, 0.045513023, -0.08532985, -0.036303412, -0.059192635, 0.0033723451, 0.0331181, 0.08122468, 0.03682387, -0.04077265) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(0.03901068, -0.021055121, 0.05075207, 0.114628285, 0.07900779, -0.018080782, -0.041571125, -0.07785359, 0.035607874, -0.08246888, 0.11224204, -0.008898714, 0.04640706, 0.083105445, -0.034077268, 0.063498765) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(0.002015067, 0.026458666, 0.031602748, 0.09739668, 0.12569158, -0.034235034, -0.05153211, 0.014559746, 0.0012523393, 0.04826581, -0.07524033, -0.1223732, 0.00104011, -0.082020305, -0.04242575, -0.1499972) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.07169129, -0.029651612, -0.08288934, 0.06807627, -0.008072628, -0.018031934, 0.0499014, -0.019302247, -0.049408782, 0.07496624, -0.07271186, 0.00080191117, -0.007003241, 0.055754606, -0.03711976, -0.07303379) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(-0.026257513, -0.009987195, 0.053181145, 0.027097696, -0.09631528, 0.026093923, 0.039725807, -0.0033398673, -0.06079369, -0.0073444885, -0.024681434, -0.06734212, 0.10112194, 0.058777716, 0.057931934, 0.017231392) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(-0.05005092, -0.07890241, -0.017942244, -0.07459814, -0.0042739203, 0.037176672, -0.0682558, 0.06299864, 0.12989686, -0.0834491, 0.056011822, 0.061774034, -0.035469856, 0.08726307, -0.10024864, -0.05271724) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.03116139, 0.01901378, -0.012303783, -0.0753389, 0.052567188, 0.002249248, -0.08339849, 0.065930165, -0.0070671053, -0.04397056, 0.06623604, -0.058305502, -0.08922601, 0.023652848, 0.061128803, -0.008606419) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-5) +//!HOOK LUMA +//!BIND conv2d_4_0 +//!BIND conv2d_4_1 +//!BIND conv2d_4_2 +//!BIND conv2d_4_3 +//!BIND conv2d_4_4 +//!BIND conv2d_4_5 +//!BIND conv2d_4_6 +//!BIND conv2d_4_7 +//!SAVE conv2d_5_7 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(-0.0038117077, 0.0017851336, -0.0016869111, 0.0009794832); + result += mat4(-0.022108762, -0.0772762, -0.014686075, 0.009982338, -0.057432048, 0.010377828, 0.0760302, 0.01842003, 0.0026311583, 0.08536114, 0.04499131, 0.010238139, -0.03588862, -0.025822643, 0.06014943, -0.033510838) * conv2d_4_0_texOff(vec2(-1, -1)); + result += mat4(-0.029284421, 0.07346769, -0.112415425, 0.03000079, 0.030954612, -0.060051043, 0.03489691, 0.01613266, -0.023797562, 0.013623875, -0.100274116, 0.18333016, -0.0010282464, -0.08957408, -0.016285427, 0.044325836) * conv2d_4_0_texOff(vec2(0, -1)); + result += mat4(0.0036874886, 0.02437029, -0.03949278, 0.05882416, 0.034730606, -0.04464648, -0.0434839, -0.06384826, 0.05470935, -0.030296575, -0.0022262372, 0.047629252, -0.059111275, -0.07553347, 0.07795378, -0.06940068) * conv2d_4_0_texOff(vec2(1, -1)); + result += mat4(0.15271372, 0.02454326, 0.027999064, 0.08046675, 0.11828206, 0.058400836, 0.1164011, -0.021872206, -0.044146802, 0.0049063717, -0.0021209158, -0.13289754, -0.0037976734, -0.022374762, 0.052033994, -0.01903926) * conv2d_4_0_texOff(vec2(-1, 0)); + result += mat4(-0.019085867, -0.025561273, -0.05129221, -0.054469563, -0.089686975, 0.05149545, -0.1663768, 0.023601143, -0.058614332, 0.07985783, 0.099675395, 0.12938404, 0.033986263, -0.064185485, -0.07405139, -0.028947316) * conv2d_4_0_texOff(vec2(0, 0)); + result += mat4(0.026471617, 0.07042691, -0.09544429, 0.009082479, 0.13169429, -0.017167233, 0.038428567, 0.083923884, 0.035172045, -0.04452317, 0.09544801, -0.17526191, 0.020440126, 0.014149852, -0.12883401, 0.007097739) * conv2d_4_0_texOff(vec2(1, 0)); + result += mat4(-0.08267727, 0.053013325, -0.035440173, -0.14218657, 0.0033551129, -0.0057470235, 0.049236603, -0.069152586, -0.05204994, 0.020192035, -0.014467391, -0.032003634, 0.045385264, 0.043827422, -0.06540043, 0.019056026) * conv2d_4_0_texOff(vec2(-1, 1)); + result += mat4(0.08002316, 0.04515341, 0.06237523, 0.05640197, 0.08851938, -0.04902337, -0.092177905, 0.14650793, -0.118726425, 0.0554673, -0.042757448, -0.0017342283, -0.03446904, -0.080317706, -0.014800018, -0.09512153) * conv2d_4_0_texOff(vec2(0, 1)); + result += mat4(-0.013273446, 0.010650422, 0.015474958, 0.041688636, -0.090940356, 0.04170716, 0.07099755, -0.115107015, 0.0710504, -0.002440817, -0.040017672, -0.066628285, 0.004494187, 0.040857032, 0.0026506055, 0.020700559) * conv2d_4_0_texOff(vec2(1, 1)); + result += mat4(0.07458882, -0.08363497, -0.022403482, -0.075498156, 0.07194065, -0.0466907, -0.0009786695, -0.042617414, -0.043154787, 0.06711663, 0.11909791, -0.0032636428, 0.083774865, -0.08829283, -0.020261519, -0.06589554) * conv2d_4_1_texOff(vec2(-1, -1)); + result += mat4(0.03242536, 0.014664397, 0.0286414, 0.019731356, 0.02008543, -0.03529691, 0.043327924, -0.036278386, -0.08065133, -0.08188265, -0.04670728, 0.025753127, 0.011362365, -0.11739043, 0.048481718, -0.0751109) * conv2d_4_1_texOff(vec2(0, -1)); + result += mat4(-0.11260148, -0.049960513, 0.093739845, 0.058583196, 0.0018189066, -0.014266745, -0.015098044, -0.05114635, 0.04193477, -0.09496345, 0.08538932, -0.0061301994, 0.06456449, -0.07256007, 0.09440314, 0.053025104) * conv2d_4_1_texOff(vec2(1, -1)); + result += mat4(-0.024049377, -0.048633743, 0.09563663, -0.05071897, 0.035929102, 0.008051272, 0.049868815, -0.071399435, -0.10205808, 0.036965143, -0.099305734, 0.008484762, -0.009073027, -0.053958133, 0.056167595, 0.054178473) * conv2d_4_1_texOff(vec2(-1, 0)); + result += mat4(0.066072166, 0.0072884513, 0.093024015, -0.0564294, -0.040564664, -0.0003985774, 0.123239525, -0.08584849, 0.19530736, -0.036140658, 0.04370871, 0.07383917, 0.030313086, -0.048635215, -0.039205875, 0.042827968) * conv2d_4_1_texOff(vec2(0, 0)); + result += mat4(-0.053941797, 0.070613, -0.035709012, 0.017217834, -0.045103114, 0.04621686, 0.045719683, 0.020702874, -0.1057803, 0.011640327, 0.07764035, -0.116013885, -0.040522914, 0.013310397, -0.05320381, -0.030903814) * conv2d_4_1_texOff(vec2(1, 0)); + result += mat4(0.037080012, -0.005824107, -0.019775195, 0.056729216, 0.032282397, 0.040109757, 0.014124904, -0.052736532, 0.048745066, 0.030573156, -0.03477387, 0.049863774, -0.08902636, 0.047438744, 0.022952802, -0.035791904) * conv2d_4_1_texOff(vec2(-1, 1)); + result += mat4(0.04456001, 0.0025101511, 0.039836433, -0.10857939, -0.09225115, -0.00036908212, 0.028155284, -0.08036683, -0.019053577, -0.019003084, -0.015559188, -0.05176242, -0.17218363, 0.13476832, -0.018666597, -0.22940242) * conv2d_4_1_texOff(vec2(0, 1)); + result += mat4(0.040902987, -0.0038489122, 0.060533665, 0.022665745, 0.03256443, -0.04900081, -0.0674513, 0.08444212, 0.05594607, -0.018797886, 0.02598956, 0.0067269835, -0.072674036, -0.03315621, -0.008855562, 0.090455286) * conv2d_4_1_texOff(vec2(1, 1)); + result += mat4(0.0017175861, 0.004432876, -0.08571678, 0.08815005, -0.030852491, 0.105467975, -0.13066338, 0.14647692, 0.052226577, 0.015055965, 0.08580684, -0.06265265, -0.06670728, 0.09847665, 0.07251342, 0.09020322) * conv2d_4_2_texOff(vec2(-1, -1)); + result += mat4(-0.032051943, 0.008961726, -0.07772863, -0.02377053, 0.083005406, 0.03004893, 0.20764102, 0.09042182, 0.029720364, -0.07041896, -0.018942611, 0.01885571, -0.00786615, 0.111389264, 0.119036525, 0.06914475) * conv2d_4_2_texOff(vec2(0, -1)); + result += mat4(-0.017006498, -0.07508358, 0.09195707, 0.012550291, -0.13707393, -0.047904704, 0.048549216, 0.11770418, -0.07060674, -0.054857228, 0.04538206, 0.11999147, 0.041035276, 0.015318645, -0.022243252, 0.04722539) * conv2d_4_2_texOff(vec2(1, -1)); + result += mat4(0.019534253, 0.07006985, -0.06960835, -0.06288192, -0.17387794, 0.031444862, 0.034051307, -0.11319755, 0.05155222, 0.047476403, -0.015497312, 0.06387274, -0.1148164, -0.038219087, 0.038388185, 0.017016066) * conv2d_4_2_texOff(vec2(-1, 0)); + result += mat4(-0.068245076, -0.11623365, 0.02678361, 0.023207245, -0.12821373, -0.13140312, 0.07597706, -0.08400399, -0.017785383, 0.009071198, -0.007038081, 0.08130658, -0.006126337, -0.045163725, 0.10057194, -0.024674658) * conv2d_4_2_texOff(vec2(0, 0)); + result += mat4(-0.08907691, -0.010414734, 0.14749734, -0.035694443, -0.062110353, -0.000997743, -0.047550946, 0.023165844, -0.101600006, -0.06755865, -0.020144435, -0.02186901, 0.014118161, 0.03248896, 0.02622823, 0.014087114) * conv2d_4_2_texOff(vec2(1, 0)); + result += mat4(0.036788203, -0.008999711, -0.003750921, -0.024741642, 0.03874335, -0.07744384, 0.052996594, -0.015927782, 0.0065550096, 0.08569947, 0.046352863, 0.035940226, -0.019608406, 0.00352769, -0.0319453, 0.0155053) * conv2d_4_2_texOff(vec2(-1, 1)); + result += mat4(0.021151949, -0.069678, -0.009872032, -0.0071163126, -0.041195743, -0.0165002, 0.04306899, -0.08110923, -0.07182757, -0.077564746, -0.037091058, 0.008913657, 0.07311747, 0.032383252, 0.01943495, 0.05127753) * conv2d_4_2_texOff(vec2(0, 1)); + result += mat4(-0.00399499, 0.07343125, 0.07574189, -0.09746978, 0.1142471, -0.009978954, -0.016001582, -0.02433233, 0.056399036, 0.068034545, -0.07417334, -0.059331343, -0.0025952933, -0.019663459, 0.037206426, 0.0011079335) * conv2d_4_2_texOff(vec2(1, 1)); + result += mat4(0.06892245, -0.012124295, 0.009257979, -0.2587671, 0.003828631, 0.004344902, -0.008169538, 0.051003557, -0.04810335, 0.03180248, -0.0689927, 0.1363492, 0.024962123, 0.07392392, 0.009339392, -0.12199207) * conv2d_4_3_texOff(vec2(-1, -1)); + result += mat4(0.043020483, -0.013947177, -0.1694067, 0.044837795, 0.012503061, -0.009770611, 0.028907226, -0.09729356, -0.04239236, -0.07796651, 0.058166027, 0.1333084, -0.04553736, 0.11322759, 0.07179535, 0.07147171) * conv2d_4_3_texOff(vec2(0, -1)); + result += mat4(-0.013554354, -0.03038568, -0.059910882, 0.02347311, 0.053393137, 0.04546018, 0.12536614, -0.036976073, 0.046960566, -0.008009969, 0.0027020946, -0.046790022, -0.029539092, 0.09379051, 0.08958193, 0.055571742) * conv2d_4_3_texOff(vec2(1, -1)); + result += mat4(-0.06503237, 0.061410774, 0.009524289, 0.0073866234, -0.012942222, 0.08171744, -0.00850585, -0.08366409, -0.0779762, 0.026001282, 0.06379717, 0.047946732, 0.027320825, -0.0054476866, 0.014957256, 0.09648285) * conv2d_4_3_texOff(vec2(-1, 0)); + result += mat4(0.1606646, 0.00052375486, 0.017545657, 0.02180382, -0.15263359, -0.015927572, 0.050827894, -0.00017070727, -0.0763268, -0.10539596, 0.059114676, 0.011885722, -0.12039564, 0.011379521, 0.021609766, -0.053769488) * conv2d_4_3_texOff(vec2(0, 0)); + result += mat4(-0.017316435, -0.004035251, 0.03392696, -0.16517965, 0.042948753, -0.00039262557, 0.09877794, -0.043495446, -0.0354514, 0.0575543, -0.038868185, -0.028328411, -9.141329e-05, -0.0024609284, -0.06401439, 0.11179405) * conv2d_4_3_texOff(vec2(1, 0)); + result += mat4(-0.06246585, -0.077223286, -0.065999694, 0.07048112, 0.076422736, 0.057989802, 0.038670413, 0.032660462, 0.05590677, -0.070880234, 0.052391127, 0.050084487, 0.04571293, -0.048126422, 0.0063367574, 0.11231014) * conv2d_4_3_texOff(vec2(-1, 1)); + result += mat4(-0.024671948, 0.014420454, -0.13912754, -0.064359024, 0.014246568, -0.022041135, -0.029161232, -0.00014305473, -0.063821465, 0.041720066, -0.030575158, -0.06301232, 0.008975099, -0.027341042, -0.02838802, -0.026846997) * conv2d_4_3_texOff(vec2(0, 1)); + result += mat4(-0.049043518, 0.06849457, -0.024882907, 0.06503889, 0.013146226, -0.02128863, 0.06641183, -0.022719847, 0.04232845, 0.016351385, 0.0486688, -0.024709228, 0.060134824, -0.055299737, -0.06224705, 0.09244035) * conv2d_4_3_texOff(vec2(1, 1)); + result += mat4(-0.0054642824, -0.035227746, 0.09314146, -0.07578216, 0.2354858, 0.18473773, 0.09925055, -0.1339466, -0.033941768, -0.02729245, 0.08033401, -0.01042016, -0.038648494, -0.051262796, -0.03814591, -0.04033912) * conv2d_4_4_texOff(vec2(-1, -1)); + result += mat4(0.031284492, 0.037661742, -0.04126395, -0.043256424, -0.07407007, -0.044981558, 0.005672934, -0.06808281, -0.011618861, -0.009997736, 0.03826024, -0.084996685, -0.087410845, -0.016328333, -0.04031317, 0.016524449) * conv2d_4_4_texOff(vec2(0, -1)); + result += mat4(-0.015371013, 0.050453167, -0.050600223, 0.035403974, -0.04539882, 0.03803801, -0.008198186, -0.07881108, -0.015662374, -0.038917996, -0.013281139, -0.09637506, -0.012599709, -0.07281992, 0.09187619, 0.007194766) * conv2d_4_4_texOff(vec2(1, -1)); + result += mat4(0.04095932, -0.03357162, -0.06588229, 0.025510632, 0.2674117, -0.22785266, -0.12240091, -0.0013760128, -0.013565895, -0.00276124, -0.0021643194, -0.008356791, 0.0402258, -0.050306827, -0.10443381, -0.016622944) * conv2d_4_4_texOff(vec2(-1, 0)); + result += mat4(0.03470202, 0.041181553, 0.027053824, 0.106369026, 0.005251518, 0.011868653, 0.016954951, -0.21089609, -0.03974028, -0.05850968, 0.015647968, -0.11322036, 0.12823893, -0.08432836, 0.068121076, 0.16077763) * conv2d_4_4_texOff(vec2(0, 0)); + result += mat4(-0.024998384, -0.115426935, 0.057556707, -0.08807241, 0.03329757, -0.10197948, -0.028301943, 0.031340323, 0.016252283, -0.068719536, 0.01888513, -0.0068824687, -0.023013921, -0.058076188, 0.020755779, 0.0064459248) * conv2d_4_4_texOff(vec2(1, 0)); + result += mat4(-0.0060393657, 0.022092093, 0.0734516, -0.033276334, 0.24523115, 0.2430464, 0.26843286, -0.32153478, 0.03719015, -0.014183043, -0.0039644414, -0.029445626, -0.07057197, -0.094200134, -0.10454257, -0.024072656) * conv2d_4_4_texOff(vec2(-1, 1)); + result += mat4(-0.005762803, -0.098403946, 0.032143362, 0.03409906, 0.04295547, 0.004997708, -0.034336805, -0.052442804, 0.024350947, 0.09473848, 0.04116833, -0.022781879, 0.008769876, -0.010821418, -0.06514177, -0.015287337) * conv2d_4_4_texOff(vec2(0, 1)); + result += mat4(0.03298524, -0.023450147, 0.056532472, 0.04820627, 0.06645917, -0.035372693, 0.0062366608, -0.012253925, 0.0031285128, 0.07800529, -0.05330422, -0.0068239477, -0.03153592, -0.06303458, -0.0052032378, -0.052841794) * conv2d_4_4_texOff(vec2(1, 1)); + result += mat4(0.06980198, -0.007938026, -0.017063018, 0.047162212, 0.010251544, -0.07388823, 0.028271103, -0.00677798, -0.029080223, 0.0029963152, 0.060056947, 0.0835784, -0.0027231695, 0.009140382, 0.023132697, 0.027793132) * conv2d_4_5_texOff(vec2(-1, -1)); + result += mat4(-0.09639355, -0.0007255151, -0.043168895, -0.056482393, 0.0077212206, 0.020918498, -0.12696053, -0.0705045, -0.08151478, -0.013205512, 0.09157776, -0.09248994, 0.06787008, -0.048869498, -0.07316288, 0.0077557024) * conv2d_4_5_texOff(vec2(0, -1)); + result += mat4(0.037241574, 0.03713097, 0.10107685, -0.04167847, 0.04657428, -0.09126631, -0.024179278, -0.069651924, 0.029998157, -0.010647797, 0.042466883, 0.1047161, -0.10802436, -0.06271864, -0.025247434, -0.004706343) * conv2d_4_5_texOff(vec2(1, -1)); + result += mat4(-0.0712266, 0.011250825, 0.04025191, 0.06975699, -0.094956346, -0.06498642, -0.0216037, 0.08650955, -0.027008714, -0.10751367, -0.002686208, -0.06768062, -0.07280794, 0.05620467, 0.082205415, 0.075214274) * conv2d_4_5_texOff(vec2(-1, 0)); + result += mat4(-0.08280312, 0.0011460566, 0.01607163, -0.10064471, -0.1263765, -0.07537688, 0.13279788, 0.08772011, -0.025030404, -0.06478318, -0.06815474, -0.022436047, -0.043828335, 0.0019498218, -0.04975438, -0.042386193) * conv2d_4_5_texOff(vec2(0, 0)); + result += mat4(0.046281785, 0.06941192, 0.058062352, 0.034496132, -0.0224981, -0.08556613, 0.092020795, 0.008655339, -0.06495638, -0.033438765, 0.07444992, -0.024945073, -0.06979222, -0.05369701, 0.02639013, 0.05093163) * conv2d_4_5_texOff(vec2(1, 0)); + result += mat4(0.061115485, -2.7489514e-06, 0.04907979, 0.08755151, -0.109906875, 0.13293144, -0.0061956984, -0.055001926, 0.10604926, -0.036585126, -0.01129617, 0.06533925, 0.028951498, 0.02836822, -0.009285695, 0.031225085) * conv2d_4_5_texOff(vec2(-1, 1)); + result += mat4(-0.054955214, -0.014827114, -0.011391504, -0.1415423, -0.06984717, -0.033834234, -0.08672749, -0.08203714, -0.08083734, 0.096476376, 0.026909178, -0.05756255, -0.058520477, -0.057836547, 0.033693686, -0.000633979) * conv2d_4_5_texOff(vec2(0, 1)); + result += mat4(-0.072177984, 0.043209787, -0.039919898, -0.11016126, -0.046228252, 0.10044813, 0.031268172, 0.03537284, -0.02603923, -0.06400941, -0.053665984, 0.027109018, -0.019052014, -0.0098982, 0.04205872, -0.00763936) * conv2d_4_5_texOff(vec2(1, 1)); + result += mat4(-0.10131261, 0.07294803, 0.058457725, -0.09701802, -0.03572661, 0.06004882, 0.007814535, 0.036029443, -0.04847206, 0.022544416, -0.046989202, 0.04457287, 0.015332742, 0.02801241, 0.067985736, 0.010634278) * conv2d_4_6_texOff(vec2(-1, -1)); + result += mat4(0.013744527, 0.069068596, 0.17956209, 0.014133916, 0.038767934, 0.08231689, -0.0045722607, -0.0042078537, -0.02658582, -0.12694931, 0.036240965, 0.07121863, -0.09354095, -0.019289192, 0.098100014, 0.06732996) * conv2d_4_6_texOff(vec2(0, -1)); + result += mat4(-0.038938515, -0.03167146, -0.0012567732, 0.047824655, -0.07157453, 0.04418941, -0.014551912, -0.035124987, 0.028785449, 0.02682695, -0.06023985, -0.06667385, -0.013240203, 0.08523133, -0.005103467, 0.006903735) * conv2d_4_6_texOff(vec2(1, -1)); + result += mat4(-0.020899843, 0.058958724, 0.05317544, -0.06398717, -0.01966526, 0.07135247, -0.0020477425, -0.03075604, 0.068174906, 0.02354443, -0.022905147, -0.030394938, -0.07706818, 0.004408793, -0.03052902, 0.06714008) * conv2d_4_6_texOff(vec2(-1, 0)); + result += mat4(-0.08634797, -0.06523894, 0.023252988, -0.09636831, 0.06816247, 0.042835083, 0.08365992, -0.10609913, -0.05297124, 0.0042413375, 0.034709662, -0.0011367453, -0.010779664, -0.047121253, -0.038354006, -0.035943564) * conv2d_4_6_texOff(vec2(0, 0)); + result += mat4(0.051860645, -0.06394688, 0.06645791, -0.050849326, -0.0946434, 0.00290107, -0.06335382, 0.051045984, -0.016267888, -0.068001784, -0.041934684, 0.03915042, 0.01279213, 0.034656562, -0.10466623, -0.02332415) * conv2d_4_6_texOff(vec2(1, 0)); + result += mat4(-0.02785419, -0.089963436, 0.07942804, -0.012250017, 0.053166714, -0.034409646, 0.002525768, -0.060929403, -0.09435715, 0.00581492, 0.06780988, 0.08173522, -0.017907154, 0.07328727, -0.05810805, 0.06703041) * conv2d_4_6_texOff(vec2(-1, 1)); + result += mat4(-0.10841989, 0.025866363, -0.040193662, -0.04476122, 0.07598157, 0.014580666, -0.010487695, 0.0075905467, 0.041004002, 0.062421937, -0.017023217, 0.057668515, -0.010527608, 0.08871007, 0.025819842, 0.04186592) * conv2d_4_6_texOff(vec2(0, 1)); + result += mat4(0.016259976, 0.00875399, 0.09234057, -0.11611908, -0.10711838, -0.004175481, -0.049634323, 0.060516663, 0.0119442, 0.08958184, 0.08381795, -0.037994113, -0.010793835, -0.031942498, 0.08565561, 0.024797326) * conv2d_4_6_texOff(vec2(1, 1)); + result += mat4(0.046136722, 0.0478266, -0.003158088, -0.11279642, -0.031695813, -0.027098725, -0.082044065, 0.05553077, -0.0045024413, -0.015094009, -0.025931666, -0.058910236, -0.06116705, -0.063627474, 0.02103492, 0.009031596) * conv2d_4_7_texOff(vec2(-1, -1)); + result += mat4(-0.04414605, -0.095046096, 0.032809805, -0.08184362, 0.09131582, 0.016300326, 0.07270438, 0.017489854, -0.0384784, 0.074400164, 0.031727597, 0.045654103, 0.015872462, 0.02539864, 0.014262432, 0.026470609) * conv2d_4_7_texOff(vec2(0, -1)); + result += mat4(-0.039527193, -0.00022988305, -0.03284224, 0.043684322, -0.019189415, 0.06152483, 0.11235083, -0.15796722, 0.0020838324, -0.0018742892, -0.045828313, -0.09567685, -0.050994094, -0.004556612, 0.060133237, 0.11261262) * conv2d_4_7_texOff(vec2(1, -1)); + result += mat4(0.084179245, 0.0149169825, -0.035363227, -0.0435991, -0.09248099, 0.033441387, -0.026121316, 0.044969235, -0.04189926, 0.06723623, 0.038717676, 0.0388548, -0.065339096, 0.042821918, 0.053455207, -0.03305374) * conv2d_4_7_texOff(vec2(-1, 0)); + result += mat4(-0.0652578, 0.0814914, -0.087502435, -0.014426764, -0.060107917, -0.07230937, 0.03963055, -0.061515562, -0.10676588, 0.011324287, 0.09270469, -0.08671803, -0.093750544, -0.09810561, -0.07163893, -0.07288739) * conv2d_4_7_texOff(vec2(0, 0)); + result += mat4(0.07888964, 0.016953904, 0.047080345, -0.022342017, -0.066081196, 0.0046780207, 0.03669107, 0.008783624, 0.076003715, 0.009999698, -0.010853265, 0.0347905, -0.08681542, 0.06495628, 0.042112242, -0.025783714) * conv2d_4_7_texOff(vec2(1, 0)); + result += mat4(0.070680596, 0.03244454, -0.01974833, 0.021112045, 0.02290066, 0.027014915, -0.044182856, 0.07263731, -0.01968019, -0.039142694, 0.14349835, 0.027714746, 0.052184384, 0.04184255, -0.0012517895, 0.036755245) * conv2d_4_7_texOff(vec2(-1, 1)); + result += mat4(0.0506502, -0.053421464, 0.023829807, 0.0022872712, -0.111069776, -0.091984116, 0.06728056, -0.11610378, -0.09802359, -0.024736864, 0.045063097, 0.0642545, -0.011846853, 0.019056248, 0.06552419, -0.114702) * conv2d_4_7_texOff(vec2(0, 1)); + result += mat4(-0.08109886, 0.047195323, 0.05229554, -0.021077262, -0.00050660135, 0.017122546, 0.069651805, -0.0053617856, -0.013636263, -0.088768475, 0.013842211, -0.003643894, 0.017604552, -0.050271783, 0.01009005, -0.072123244) * conv2d_4_7_texOff(vec2(1, 1)); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Conv2D-6) +//!HOOK LUMA +//!BIND conv2d_0 +//!BIND conv2d_5_0 +//!BIND conv2d_1 +//!BIND conv2d_5_1 +//!BIND conv2d_2 +//!BIND conv2d_5_2 +//!BIND conv2d_3 +//!BIND conv2d_5_3 +//!BIND conv2d_4 +//!BIND conv2d_5_4 +//!BIND conv2d_5 +//!BIND conv2d_5_5 +//!BIND conv2d_6 +//!BIND conv2d_5_6 +//!BIND conv2d_7 +//!BIND conv2d_5_7 +//!SAVE conv2d_6_0 +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.021847418, 0.026646165, 0.011850322, 0.014434359); + result += mat4(-0.009889723, 0.107426584, 0.10588578, 0.117848165, 0.018140769, -0.101157784, 0.12869132, -0.03993999, 0.11800438, -0.10776718, 0.028469682, -0.121964306, -0.11474333, 0.13988641, 0.043165147, -0.06879387) * (conv2d_5_0_texOff(vec2(-1, -1)) + conv2d_0_texOff(vec2(-1, -1))); + result += mat4(-0.08272097, 0.041290887, 0.099022225, -0.011922645, 0.07082447, -0.090813175, 0.075683005, 0.06656714, 0.13310888, 0.13118923, 0.12043658, 0.04507264, -0.061519895, -0.042148918, -0.12102407, -0.12075533) * (conv2d_5_0_texOff(vec2(0, -1)) + conv2d_0_texOff(vec2(0, -1))); + result += mat4(-0.082580544, -0.0169432, -0.0073487842, -0.06944377, 0.07274668, -0.06430736, -0.12353579, -0.08945525, 0.13101895, -0.02064397, 0.074082375, 0.14104354, -0.11047018, -0.0055680135, 0.065868996, -0.039104186) * (conv2d_5_0_texOff(vec2(1, -1)) + conv2d_0_texOff(vec2(1, -1))); + result += mat4(-0.12005796, 0.07697749, 0.04531692, -0.11641718, -0.117054924, 0.03221946, -0.122770704, -0.09175688, -0.066182405, -0.02511996, 0.11299264, 0.004624894, 0.16485572, -0.06323654, -0.12066121, 0.1830277) * (conv2d_5_0_texOff(vec2(-1, 0)) + conv2d_0_texOff(vec2(-1, 0))); + result += mat4(0.021346921, -0.11511446, 0.10552642, -0.075539336, -0.08416029, -0.0092619825, -0.023444602, -0.022710523, 0.13697603, -0.045544658, -0.12988809, 0.034301627, -0.041293673, -0.10742622, -0.08617979, -0.02573861) * (conv2d_5_0_texOff(vec2(0, 0)) + conv2d_0_texOff(vec2(0, 0))); + result += mat4(0.024931835, -0.124273114, 0.03005174, 0.04316463, 0.10248847, -0.087074816, 0.03963621, -0.048530318, 0.043088343, -0.059608374, -0.08955982, 0.12245904, -0.08305319, 0.04697694, 0.08706919, -0.029035097) * (conv2d_5_0_texOff(vec2(1, 0)) + conv2d_0_texOff(vec2(1, 0))); + result += mat4(-0.13240977, 0.063125856, 0.043315347, -0.06715619, -0.060174722, 0.06779033, 0.11082245, -0.047911294, -0.016781207, -0.06652067, 0.082457945, 0.0067089214, 0.09300894, 0.08480401, 0.15551749, 0.1900903) * (conv2d_5_0_texOff(vec2(-1, 1)) + conv2d_0_texOff(vec2(-1, 1))); + result += mat4(-0.1064147, -0.14778873, 0.08633301, -0.05080275, -0.08600322, -0.100250855, -0.025075044, 0.02453683, 0.10645042, -0.08988872, 0.1389828, 0.0383483, 0.07388225, -0.06545163, -0.057646044, 0.033050545) * (conv2d_5_0_texOff(vec2(0, 1)) + conv2d_0_texOff(vec2(0, 1))); + result += mat4(-0.020723853, -0.06370891, 0.042399444, -0.018407362, -0.10610045, 0.07719828, 0.037234597, 0.05652303, -0.028218718, -0.105358705, -0.036700584, 0.13422571, 0.038736776, 0.05496147, 0.011083889, -0.07012883) * (conv2d_5_0_texOff(vec2(1, 1)) + conv2d_0_texOff(vec2(1, 1))); + result += mat4(0.05507853, -0.064877145, -0.068202354, 0.007872365, 0.06504283, 0.008765951, -0.006273594, 0.042627636, 0.059748556, 0.13451117, 0.035352986, 0.07152882, 0.09390637, 0.03789373, 0.019364802, -0.06917438) * (conv2d_5_1_texOff(vec2(-1, -1)) + conv2d_1_texOff(vec2(-1, -1))); + result += mat4(0.14850765, -0.05705158, -0.026229361, 0.101184346, -0.057647802, -0.009180692, -0.04933765, 0.05577681, 0.06575017, -0.091740936, 0.07637389, -0.09021222, -0.13791797, 0.00957294, -0.046547107, 0.04441692) * (conv2d_5_1_texOff(vec2(0, -1)) + conv2d_1_texOff(vec2(0, -1))); + result += mat4(-0.08181453, -0.030555945, 0.030472921, 0.1404876, 0.024341168, 0.05807322, 0.03273376, 0.09021191, 0.08935805, 0.14098442, -0.060531504, 0.15890358, -0.14245775, 0.0019848233, -0.07680817, -0.09774224) * (conv2d_5_1_texOff(vec2(1, -1)) + conv2d_1_texOff(vec2(1, -1))); + result += mat4(-0.031514216, -0.04167903, 0.08246631, 0.014584688, 0.05976935, 0.041116446, 0.04677939, -0.021466255, 0.042953007, -0.03596629, 0.048946716, -0.08399769, 0.0054512797, -0.05578601, 0.09486538, -0.09220213) * (conv2d_5_1_texOff(vec2(-1, 0)) + conv2d_1_texOff(vec2(-1, 0))); + result += mat4(0.12012345, 0.051057506, 0.11104359, -0.0784043, 0.08403664, -0.15976667, 0.06170287, -0.01607247, 0.15147537, -0.0058507477, -0.029724007, 0.083429426, 0.038262177, -0.10291127, -0.13511777, 0.07234804) * (conv2d_5_1_texOff(vec2(0, 0)) + conv2d_1_texOff(vec2(0, 0))); + result += mat4(0.11362492, 0.08684666, 0.09316269, -0.04158782, 0.031316955, -0.04549336, -0.11191905, -0.0325677, -0.049919516, 0.09164861, -0.11002428, 0.15930308, 0.10104297, 0.009154749, -0.1479673, -0.11255062) * (conv2d_5_1_texOff(vec2(1, 0)) + conv2d_1_texOff(vec2(1, 0))); + result += mat4(-0.0541504, -0.04528494, 0.13204922, -0.090541504, -0.048034996, 0.052225154, -0.07274788, -0.03785433, -0.07571916, 0.13693441, 0.0063218456, 0.053333614, -0.12093652, 0.03429558, -0.14039129, -0.13950346) * (conv2d_5_1_texOff(vec2(-1, 1)) + conv2d_1_texOff(vec2(-1, 1))); + result += mat4(0.03472194, -0.07958794, 0.039616495, -0.065914415, -0.07448998, 0.026272302, 0.061311666, -0.055507936, 0.10685767, 0.12977247, -0.028291877, 0.062309526, 0.0155393, -0.07848709, 0.012367904, -0.1534338) * (conv2d_5_1_texOff(vec2(0, 1)) + conv2d_1_texOff(vec2(0, 1))); + result += mat4(-0.028905826, 0.074129164, 0.10185046, -0.04180984, -0.081622906, 0.026647031, 0.033843886, -0.027291045, -0.024282327, -0.06844674, -0.055534612, -0.07083669, -0.07678228, -0.06919842, 0.028143179, -0.14859995) * (conv2d_5_1_texOff(vec2(1, 1)) + conv2d_1_texOff(vec2(1, 1))); + result += mat4(-0.038610548, -0.020274684, -0.057042897, 0.034167133, -0.11589039, 0.036715418, 0.051606122, -0.02232649, -0.15177058, 0.034801513, 0.07103619, -0.03089962, -0.020324133, -0.04809382, -0.04390401, -0.13412596) * (conv2d_5_2_texOff(vec2(-1, -1)) + conv2d_2_texOff(vec2(-1, -1))); + result += mat4(-0.12325011, -0.047272738, -0.15519218, -0.122824736, -0.027285341, -0.014732394, 0.001489188, 0.034154113, -0.1422059, -0.053226165, 0.060148224, -0.003750647, -0.0066929394, -0.014880489, -0.054938853, 0.07320733) * (conv2d_5_2_texOff(vec2(0, -1)) + conv2d_2_texOff(vec2(0, -1))); + result += mat4(-0.03083291, 0.0400566, 0.11305639, -0.060669146, 0.10630148, -0.09248155, -0.055245712, -0.044928297, 0.07759704, -0.05869562, -0.03068918, -0.07616917, 0.02789613, 0.043180127, -0.080117784, 0.05126517) * (conv2d_5_2_texOff(vec2(1, -1)) + conv2d_2_texOff(vec2(1, -1))); + result += mat4(-0.032688167, 0.023993265, 0.08068286, -0.07735461, 0.0069557265, 0.05322553, -0.00049117795, 0.11607366, 0.05715207, 0.0388371, 0.072840944, -0.068919726, -0.015728386, -0.020623589, -0.09395514, -0.13446343) * (conv2d_5_2_texOff(vec2(-1, 0)) + conv2d_2_texOff(vec2(-1, 0))); + result += mat4(0.024281338, -0.07151701, -0.06858955, 0.118048854, -0.16135125, 0.01914822, -0.056346506, -0.025911842, -0.050154593, -0.05730583, -0.06605983, 0.0074625676, 0.04686356, -0.10403883, 0.053533107, -0.04333147) * (conv2d_5_2_texOff(vec2(0, 0)) + conv2d_2_texOff(vec2(0, 0))); + result += mat4(0.07407847, 0.12688702, -0.1690811, 0.07378097, 0.0025863235, -0.061517105, 0.0014627796, -0.03065168, 0.03938891, 0.015245025, -0.08621007, -0.036925904, 0.101576276, -0.14521548, -0.11365519, 0.08474112) * (conv2d_5_2_texOff(vec2(1, 0)) + conv2d_2_texOff(vec2(1, 0))); + result += mat4(-0.018936193, 0.10882419, 0.12183127, -0.010035943, 0.06797575, -0.07815447, -0.031861592, 0.09687522, 0.05778997, -0.06398369, -0.13992098, 0.016654167, -0.0023147091, 0.026806204, -0.0058803707, 0.06615763) * (conv2d_5_2_texOff(vec2(-1, 1)) + conv2d_2_texOff(vec2(-1, 1))); + result += mat4(0.07607535, -0.0049275644, 0.026641654, -0.004615904, -9.637699e-05, 0.030199843, 0.039668366, 0.091166794, -0.009268563, -0.048668653, -0.11870905, -0.14114761, 0.10159986, -0.05577062, 0.13168594, 0.0051775635) * (conv2d_5_2_texOff(vec2(0, 1)) + conv2d_2_texOff(vec2(0, 1))); + result += mat4(0.023957014, -0.05875124, 0.067158006, 0.04266159, 0.004510497, 0.095900245, 0.04339099, -0.019153047, 0.050156068, -0.02761823, 0.049096994, -0.11482893, -0.058818992, 0.093764886, -0.11661214, 0.062485814) * (conv2d_5_2_texOff(vec2(1, 1)) + conv2d_2_texOff(vec2(1, 1))); + result += mat4(-0.065275274, 0.06901569, 0.044895206, -0.00034929172, 0.1144739, -0.13414823, -0.0010720423, 0.08693496, -0.09804944, 0.12290973, 0.14176534, 0.090081915, 0.09318766, -0.041906822, -0.07530691, 0.008571557) * (conv2d_5_3_texOff(vec2(-1, -1)) + conv2d_3_texOff(vec2(-1, -1))); + result += mat4(0.0062674894, 0.037356023, -0.08254996, 0.089546956, -0.11210089, -0.10049833, -0.041799564, -0.030619636, -0.09342691, 0.013172244, 0.089057244, 0.006462729, 0.08131253, -0.09599988, 0.043854766, -0.079230994) * (conv2d_5_3_texOff(vec2(0, -1)) + conv2d_3_texOff(vec2(0, -1))); + result += mat4(-0.034176838, -0.010650013, -0.067221016, -0.0062093735, -0.0646725, 0.02090128, -0.007796947, 0.08293779, 0.009655644, 0.0824626, -0.09050351, -0.0666367, 0.062815, 0.01306095, 0.09755534, -0.028587613) * (conv2d_5_3_texOff(vec2(1, -1)) + conv2d_3_texOff(vec2(1, -1))); + result += mat4(0.025332361, 0.023818921, -0.084787056, -0.16049877, 0.13044329, 0.008272174, -0.07526846, -0.07794514, 0.0038539306, -0.0905925, 0.079660796, -0.108867474, -0.0146711385, 0.12710679, 0.107516944, 0.058867265) * (conv2d_5_3_texOff(vec2(-1, 0)) + conv2d_3_texOff(vec2(-1, 0))); + result += mat4(0.13299024, -0.06469374, -0.054824065, -0.12750366, 0.040624928, -0.08176763, -0.14657868, -0.046965428, 0.10681233, -0.009713924, -0.07754843, -0.0011731939, -0.08652289, 0.15996973, -0.015402409, 0.11257197) * (conv2d_5_3_texOff(vec2(0, 0)) + conv2d_3_texOff(vec2(0, 0))); + result += mat4(0.010991274, 0.026577672, 0.18401393, 0.12063748, 0.069864765, -0.06087476, -0.09775771, 0.036055006, 0.12424466, 0.0194088, -0.037726786, -0.006331844, 0.08882869, 0.15414844, 0.13069434, 0.07955147) * (conv2d_5_3_texOff(vec2(1, 0)) + conv2d_3_texOff(vec2(1, 0))); + result += mat4(0.081557706, -0.015223849, 0.1256363, -0.0020331529, -0.061796255, 0.06705122, -0.022411881, -0.06694354, -0.05556523, -0.113035664, -0.08325967, 0.054191086, 0.034938864, -0.06782736, 0.05090826, -0.07517639) * (conv2d_5_3_texOff(vec2(-1, 1)) + conv2d_3_texOff(vec2(-1, 1))); + result += mat4(-0.07740859, -0.020653328, 0.04004339, 0.051557276, -0.021987094, 0.08971494, -0.059461825, -0.112324536, 0.02345627, -0.04284318, -0.003877329, 0.08949694, 0.12661166, -0.0952757, 0.13282274, -0.040081132) * (conv2d_5_3_texOff(vec2(0, 1)) + conv2d_3_texOff(vec2(0, 1))); + result += mat4(-0.0735315, -0.05321731, -0.107028395, 0.03929505, 0.09488444, -0.10530927, -0.10786457, 0.113741666, -0.021365345, 0.019902917, -0.012836721, -0.057479627, 0.009910866, -0.059033915, 0.03307595, -0.07967447) * (conv2d_5_3_texOff(vec2(1, 1)) + conv2d_3_texOff(vec2(1, 1))); + result += mat4(-0.06033095, 0.03627823, 0.052848518, -0.035031676, -0.03033548, -0.007929398, 0.0059127947, 0.08432937, -0.075383276, 0.010824598, -0.11165427, -0.039368816, -0.104095295, -0.0009789746, 0.12103073, 0.09744369) * (conv2d_5_4_texOff(vec2(-1, -1)) + conv2d_4_texOff(vec2(-1, -1))); + result += mat4(0.012977187, 0.01588767, -0.041434318, 0.09354139, -0.058879897, -0.08342745, -0.11737834, -0.012329137, -0.078917824, -0.01578777, 0.09866566, 0.10685694, 0.13492404, -0.00084650837, 0.13651535, -0.09563981) * (conv2d_5_4_texOff(vec2(0, -1)) + conv2d_4_texOff(vec2(0, -1))); + result += mat4(-0.062412236, 0.012309302, -0.06654866, -0.060045626, 0.076070234, 0.022439279, -0.05909289, 0.09593435, -0.029613892, -0.045536336, 0.08598551, 0.04168893, 0.04547852, 0.042368207, 0.006385194, 0.0432506) * (conv2d_5_4_texOff(vec2(1, -1)) + conv2d_4_texOff(vec2(1, -1))); + result += mat4(0.1418316, 0.053111203, 0.07461725, -0.028062334, 0.045339163, 0.024057476, -0.07077655, -0.01940449, 0.05490115, 0.010948397, 0.031089637, -0.0841661, 0.09754551, -0.0041401396, 0.026638204, 0.09137845) * (conv2d_5_4_texOff(vec2(-1, 0)) + conv2d_4_texOff(vec2(-1, 0))); + result += mat4(0.1075937, -0.111033805, 0.12105742, 0.048843738, 0.018550912, 0.11675641, 0.058269236, -0.1359357, -0.025013477, -0.08957631, 0.023526201, 0.04460329, 0.012490912, 0.04626943, -0.109712586, 0.14078695) * (conv2d_5_4_texOff(vec2(0, 0)) + conv2d_4_texOff(vec2(0, 0))); + result += mat4(0.033626474, -0.0002483226, -0.04802692, 0.06377609, 0.039686877, -0.071307935, -0.087567285, 0.0006246888, 0.03055763, 0.06843851, 0.064201266, 0.024641456, -0.077222325, 0.11867135, 0.123936735, -0.07589131) * (conv2d_5_4_texOff(vec2(1, 0)) + conv2d_4_texOff(vec2(1, 0))); + result += mat4(-0.0859747, 0.086069554, 0.06489656, -0.07656327, 0.031045824, 0.058257002, 0.032387488, -0.0031756773, 0.057133395, 0.07345089, -0.05368928, 0.047411606, -0.035005454, 0.064461485, 0.1338667, 0.12069) * (conv2d_5_4_texOff(vec2(-1, 1)) + conv2d_4_texOff(vec2(-1, 1))); + result += mat4(-0.0025389083, -0.12292235, -0.16139406, 0.072129555, -0.071909845, -0.09583314, 0.14803094, -0.027871747, 0.08812949, -0.02312079, -0.024450697, -0.21567358, 0.13224621, 0.09238431, -0.065742746, 0.040664464) * (conv2d_5_4_texOff(vec2(0, 1)) + conv2d_4_texOff(vec2(0, 1))); + result += mat4(-0.061340276, -0.039551627, 0.031665865, -0.0681596, -0.058560953, 0.058823097, 0.082561016, 0.01071594, 0.03266717, -0.011926166, -0.10392901, -0.010306808, 0.045369055, 0.11518302, 0.042829506, 0.08640199) * (conv2d_5_4_texOff(vec2(1, 1)) + conv2d_4_texOff(vec2(1, 1))); + result += mat4(0.13876781, 0.06868214, 0.033045463, -0.013353859, 0.022695567, -0.09690057, -0.176352, 0.017580736, 0.049070034, 0.09637348, 0.020604959, 0.03810578, 0.055598292, 0.061647877, -0.01694186, -0.075113) * (conv2d_5_5_texOff(vec2(-1, -1)) + conv2d_5_texOff(vec2(-1, -1))); + result += mat4(0.115550265, 0.089861035, 0.02034821, 0.053508356, 0.011959433, 0.04733933, 0.02691437, 0.024250992, 0.07752621, -0.09140851, 0.06790552, -0.0056148027, 0.041443706, 0.09341534, -0.043190744, 0.07752911) * (conv2d_5_5_texOff(vec2(0, -1)) + conv2d_5_texOff(vec2(0, -1))); + result += mat4(-0.06736168, -0.069730304, 0.07701787, -0.10503662, -0.044606134, 0.062927775, 0.1069412, 0.08200064, 0.0745179, -0.06610092, -0.054003477, -0.054822996, -0.079359695, 0.0798159, -0.03327212, -0.0231724) * (conv2d_5_5_texOff(vec2(1, -1)) + conv2d_5_texOff(vec2(1, -1))); + result += mat4(-0.00927329, 0.1272737, 0.06648089, 0.19039331, -0.0798155, -0.08047462, -0.10769102, -0.048133183, -0.13303444, 0.0031354143, -0.06276192, 0.14794493, -0.035050984, -0.072026655, -0.033452168, 0.07506941) * (conv2d_5_5_texOff(vec2(-1, 0)) + conv2d_5_texOff(vec2(-1, 0))); + result += mat4(-0.13203675, -0.042595286, -0.044016305, -0.06892702, 0.06692011, -0.06232152, 0.05409296, -0.0682053, 0.1406782, -0.07885134, -0.07600874, -0.03380045, -0.069045246, -0.11688943, -0.02427496, -0.05392846) * (conv2d_5_5_texOff(vec2(0, 0)) + conv2d_5_texOff(vec2(0, 0))); + result += mat4(-0.052187707, -0.06381237, -0.010658575, 0.044476148, -0.021930352, 0.08826503, 0.03818054, -0.11083318, -0.00015776425, -0.06649383, -0.0032059704, -0.028640732, 0.10641995, 0.044232342, -0.040233996, 0.02739765) * (conv2d_5_5_texOff(vec2(1, 0)) + conv2d_5_texOff(vec2(1, 0))); + result += mat4(0.015347434, -0.07364226, 0.031039512, 0.08319799, -0.012497082, 0.034464035, 0.08481253, 0.092957534, -0.20382792, -0.00076027925, -0.013777509, -0.053198054, -0.07030414, -0.03641005, -0.025523052, -0.013892217) * (conv2d_5_5_texOff(vec2(-1, 1)) + conv2d_5_texOff(vec2(-1, 1))); + result += mat4(-0.006696781, -0.041883096, 0.019244183, -0.12617157, 0.0359939, -0.031422123, 0.047977388, 0.07055464, -0.031196054, 0.07031316, 0.111958586, 0.037065055, 0.026362488, -0.10882736, 0.12730294, 0.023527438) * (conv2d_5_5_texOff(vec2(0, 1)) + conv2d_5_texOff(vec2(0, 1))); + result += mat4(0.009448472, -0.063160375, -0.1642052, -0.021492379, 0.0011432884, 0.07652323, -0.08265617, -0.08747558, 0.025054729, 0.120274656, 0.019250141, -0.03365696, 0.0804894, 0.026401615, 0.08423651, -0.06560704) * (conv2d_5_5_texOff(vec2(1, 1)) + conv2d_5_texOff(vec2(1, 1))); + result += mat4(0.038010545, -0.09715507, 0.104721285, 0.06780992, 0.08221596, -0.012030044, -0.08024616, 0.09523179, 0.02985734, -0.054624137, -0.029090779, 0.13911004, 0.11874274, 0.0052255085, 0.042985696, 0.027175697) * (conv2d_5_6_texOff(vec2(-1, -1)) + conv2d_6_texOff(vec2(-1, -1))); + result += mat4(0.098946586, 0.1059694, -0.06366852, 0.1520391, -0.057124313, -0.010740213, 0.05559705, 0.018662447, 0.14260785, 0.024396833, -0.025115801, -0.021973839, 0.08717166, -0.031875204, -0.037044857, 0.014775525) * (conv2d_5_6_texOff(vec2(0, -1)) + conv2d_6_texOff(vec2(0, -1))); + result += mat4(-0.12426093, 0.02691079, 0.12805024, 0.063780695, -0.06108068, 0.010586753, 0.114039615, 0.09757257, 0.07469282, 0.10514521, 0.0839292, 0.07745791, 0.037168927, 0.063452974, 0.0019634948, 0.09500998) * (conv2d_5_6_texOff(vec2(1, -1)) + conv2d_6_texOff(vec2(1, -1))); + result += mat4(-0.07394943, -0.07570921, 0.0041035367, 0.047529235, -0.038753167, -0.017164256, 0.0096607655, 0.050784484, -0.07233103, 0.048929688, -0.037705053, 0.07340194, 0.029293973, -0.0468146, -0.04660664, 0.0045642066) * (conv2d_5_6_texOff(vec2(-1, 0)) + conv2d_6_texOff(vec2(-1, 0))); + result += mat4(-0.10260263, 0.096363164, -0.07513548, -0.0680366, -0.0035209234, -0.12740667, 0.055345953, -0.14421564, -0.010858182, -0.12662834, -0.10428672, -0.04521833, -0.15586093, -0.10488232, -0.09281443, 0.019944655) * (conv2d_5_6_texOff(vec2(0, 0)) + conv2d_6_texOff(vec2(0, 0))); + result += mat4(-0.0116653545, -0.16215162, -0.04098625, -0.11926856, -0.011857111, -0.11974456, 0.036846664, -0.09429568, -0.1180808, 0.011833267, 0.005990785, -0.10276338, 0.11809611, -0.054714277, 0.111505084, -0.052255485) * (conv2d_5_6_texOff(vec2(1, 0)) + conv2d_6_texOff(vec2(1, 0))); + result += mat4(0.038799692, 0.058917932, -0.023270492, 0.0075751976, 0.0030726208, 0.06054327, -0.089182384, 0.07728154, -0.11416591, 0.12852122, -0.07432498, -0.027579287, 0.03550543, 0.014096266, 0.11027244, -0.08314223) * (conv2d_5_6_texOff(vec2(-1, 1)) + conv2d_6_texOff(vec2(-1, 1))); + result += mat4(0.08908669, -0.06476548, -0.034033988, -0.20558204, -0.052289642, 0.11002392, 0.0015897361, 0.10841385, -0.0024856469, -0.07484477, -0.09080256, -0.022032047, -0.08309624, -0.06782813, -0.0692113, -0.06293487) * (conv2d_5_6_texOff(vec2(0, 1)) + conv2d_6_texOff(vec2(0, 1))); + result += mat4(0.03649667, 0.09055112, 0.018688912, 0.082363434, 0.043749433, -0.13325581, -0.119827054, 0.0949446, -0.017013304, -0.033388287, -0.030499758, -0.023140043, -0.026683433, 0.05023829, 0.03912722, -0.052578084) * (conv2d_5_6_texOff(vec2(1, 1)) + conv2d_6_texOff(vec2(1, 1))); + result += mat4(-0.019042466, 0.14002052, 0.004113746, 0.07761637, -0.042550515, 0.12576485, -0.041157007, 0.010917246, -0.023139777, -0.05405823, 0.033175036, -0.013108712, -0.035886444, 0.07384537, 0.054485504, -0.08691029) * (conv2d_5_7_texOff(vec2(-1, -1)) + conv2d_7_texOff(vec2(-1, -1))); + result += mat4(-0.045807455, 0.05519643, 0.10812755, -0.03254344, -0.043689255, 0.09755419, 0.03311443, 0.038935736, -0.05642101, 0.12669212, 0.021292599, -0.02206848, 0.054330144, 0.06670545, -0.052252807, -0.08459566) * (conv2d_5_7_texOff(vec2(0, -1)) + conv2d_7_texOff(vec2(0, -1))); + result += mat4(0.012531928, 0.065492004, 0.0052607893, -0.021958983, -0.012012001, -0.11019855, -0.056713916, 0.016259747, 0.0449917, -0.057885606, -0.06446219, -0.0709703, -0.0017664544, -0.07331448, 0.097635284, 0.05575406) * (conv2d_5_7_texOff(vec2(1, -1)) + conv2d_7_texOff(vec2(1, -1))); + result += mat4(-0.015978528, 0.0303654, 0.06871306, -0.08383344, -0.0700891, 0.06826183, 0.010757437, -0.100237295, 0.16491723, -0.01612695, -0.032338638, 0.024501136, 0.087695986, 0.06899872, -0.026437053, 0.10436714) * (conv2d_5_7_texOff(vec2(-1, 0)) + conv2d_7_texOff(vec2(-1, 0))); + result += mat4(0.05155355, 0.15711448, -0.11463999, -0.046241775, -0.02633194, -0.008750438, -0.078078955, 0.019978995, 0.028261948, 0.103979036, -0.10257396, 0.04621247, 0.059579514, -0.05614224, -0.08941169, -0.080937944) * (conv2d_5_7_texOff(vec2(0, 0)) + conv2d_7_texOff(vec2(0, 0))); + result += mat4(-0.104678966, -0.07561473, 0.14333472, -0.057526626, -0.078345545, 0.014360202, -0.1171691, 0.12354993, -0.07886367, -0.06885821, 0.13227995, 0.060824133, -0.07373966, 0.10555499, 0.051356293, 0.10234158) * (conv2d_5_7_texOff(vec2(1, 0)) + conv2d_7_texOff(vec2(1, 0))); + result += mat4(0.05895332, -0.081905864, 0.12790038, -0.08944263, -0.03125902, -0.09716518, 0.081765376, 0.11624531, -0.015956925, 0.08539165, -0.034983005, -0.06682768, -0.024538064, -0.02871789, -0.06610821, -0.098415084) * (conv2d_5_7_texOff(vec2(-1, 1)) + conv2d_7_texOff(vec2(-1, 1))); + result += mat4(0.048307456, 0.030448053, 0.11490772, -0.058947746, -0.020692637, -0.062146083, 0.115900256, 0.067224145, -0.012700466, -0.070879586, 0.13357896, -0.0032322167, 0.0030411538, -0.1113178, 0.016544277, -0.05452447) * (conv2d_5_7_texOff(vec2(0, 1)) + conv2d_7_texOff(vec2(0, 1))); + result += mat4(0.13657583, -0.034036197, -0.037768003, 0.057454884, -0.036387827, -0.015774753, 0.015907431, -0.047219492, -0.09202313, 0.0010871533, -0.08542228, 0.02822273, -0.11011381, -0.059364233, 0.10220021, 0.098983645) * (conv2d_5_7_texOff(vec2(1, 1)) + conv2d_7_texOff(vec2(1, 1))); + return result; +} + +//!DESC [AniSD_ArtCNN_C4F32_i4] (Depth-To-Space) +//!HOOK LUMA +//!BIND conv2d_6_0 +//!WIDTH LUMA.w 2.0 * +//!HEIGHT LUMA.h 2.0 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +vec4 hook() { + vec4 result = vec4(0.0, 0.0, 0.0, 1.0); + vec2 f0 = fract(conv2d_6_0_pos * conv2d_6_0_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + result.x = conv2d_6_0_tex((vec2(0.5) - f0) * conv2d_6_0_pt + conv2d_6_0_pos)[i0.y * 2 + i0.x]; + return clamp(result, 0.0, 1.0); +} + diff --git a/shaders/Ani4K/AniSD_ArtCNN_C4F32_i4_CMP.glsl b/shaders/Ani4K/AniSD_ArtCNN_C4F32_i4_CMP.glsl new file mode 100644 index 0000000..e27fb1f --- /dev/null +++ b/shaders/Ani4K/AniSD_ArtCNN_C4F32_i4_CMP.glsl @@ -0,0 +1,3520 @@ +// Ani4Kv2 ArtCNN - trained by Sirosky and distributed on the CC BY-NC 4.0 license. +// The ArtCNN architecture is further subject to the below license. + + +// MIT License + +// Copyright (c) 2024 Joao Chrisostomo + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Conv2D) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND LUMA +//!SAVE conv2d +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared F inp[1][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = F(LUMA_mul * texelFetch(LUMA_raw, (base + ivec2(x,y) - offset) * ivec2(1, 1) + ivec2(0, 0), 0).x); + } + } + + barrier(); + V4 result0 = V4(0.013978721, 0.0031982274, -0.00406756, 0.01177468); + result0 += V4(-0.06260866, 0.082763985, 0.14164732, -0.053588256) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += V4(-0.09699689, -0.027224675, 0.021248084, -0.023265827) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += V4(0.020285383, -0.011549137, 0.01538485, 0.15310518) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += V4(-0.110058516, -0.12534232, -0.056161627, -0.054789178) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += V4(-0.013677861, -0.0032800715, -0.008504447, -0.0106763) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += V4(-0.109512135, 0.07647615, 0.012072265, 0.015106865) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += V4(-0.034681413, 0.016010936, -0.06279752, -0.101619415) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += V4(0.115545586, -0.10168375, 0.14183502, 0.02548805) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += V4(0.01416855, -0.0008652157, -0.021325836, 0.037982244) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, result0); + V4 result1 = V4(-0.0042411904, 0.004277534, -0.013120737, 0.0027991557); + result1 += V4(-0.11594862, 0.02705099, 0.14033581, -0.074022576) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += V4(0.116293706, 0.046568174, 0.1394961, -0.14125156) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += V4(-0.04989585, -0.0828565, 0.04881033, 0.03178709) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += V4(0.016412597, -0.10743466, 0.024738258, -0.10375271) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += V4(0.100310855, 0.06670079, -0.11601908, -0.07392482) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += V4(0.03984705, -0.0096552335, 0.14489032, -0.10833145) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += V4(0.04296173, 0.07297119, 0.046887636, -0.0297815) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += V4(-0.060959492, -0.027501214, 0.1303518, -0.13515003) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += V4(0.07429501, 0.010965697, 0.04649, 0.06157589) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, result1); + V4 result2 = V4(-0.0024795982, -0.008282674, 0.01554379, 0.014000561); + result2 += V4(0.013022686, -0.13729435, -0.010445361, 0.024342334) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += V4(0.0742076, 0.06981985, 0.009131572, -0.0888716) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += V4(0.036306072, 0.11762731, -0.05186239, 0.016985675) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += V4(-0.010559445, -0.14884269, 0.063748084, -0.11451124) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += V4(0.04135019, -0.11892858, -0.032825522, 0.08911688) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += V4(0.0948156, 0.14426383, 0.012893541, 0.0058735134) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += V4(-0.020029929, 0.11136897, -0.028878719, 0.109275356) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += V4(-0.14923672, -0.08768057, -0.099280015, -0.030968973) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += V4(-0.07608398, 0.063041, -0.10544221, -0.080536954) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, result2); + V4 result3 = V4(-0.002182056, 0.006310906, -0.007791593, -0.005081797); + result3 += V4(-0.12475879, -0.11718962, 0.09985407, -0.019534342) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += V4(0.029629165, 0.09462139, -0.0680067, 0.13870773) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += V4(-0.02313818, 0.024657542, -0.04665924, -0.08719772) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += V4(0.058056727, -0.06617239, 0.07205129, 0.10497648) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += V4(0.1788897, 0.0009254218, -0.042583827, 0.027515013) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += V4(-0.1344009, -2.5660804e-05, -0.11867892, 0.098130755) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += V4(-0.04432908, -0.14196847, -0.16525033, -0.10226216) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += V4(0.028377859, -0.09404305, 0.12957275, 0.13308458) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += V4(0.0356926, 0.05010477, 0.1536443, 0.04134981) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, result3); + V4 result4 = V4(0.002427759, -0.0032887238, 0.0003240174, -0.0014591495); + result4 += V4(-0.15028566, 0.18225344, 0.13219613, 0.050297726) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += V4(0.08042322, -0.02087564, -0.09474448, 0.07754841) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += V4(-0.16028786, 0.11312182, 0.12515414, 0.07619896) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += V4(0.08674672, -0.095186844, -0.006784192, 0.06623582) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += V4(0.033118956, -0.10453986, -0.12972914, 0.15729931) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += V4(0.095563754, -0.09031441, -0.10949225, 0.07216112) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += V4(0.06390575, 0.015591018, 0.118863635, 0.119465075) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += V4(0.05376685, -0.030794805, 0.100771636, 0.14795654) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += V4(-0.10094857, 0.0366277, -0.13553415, -0.11201839) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, result4); + V4 result5 = V4(0.001394779, -0.0072305053, -0.0030902666, -0.0069876867); + result5 += V4(-0.056897268, 0.0708558, -0.1085677, 0.11055367) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += V4(-0.13106574, 0.068432495, 0.02279089, -0.07824431) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += V4(0.0063514807, 0.07062718, -0.08329046, 0.05606946) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += V4(0.0064052027, -0.020656021, 0.08378912, 0.031368513) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += V4(-0.08319203, -0.13002487, -0.0448469, -0.11016698) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += V4(0.056535464, 0.001522267, 0.02288951, -0.10872341) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += V4(0.05807748, 0.06568853, 0.0070188497, 0.0456562) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += V4(-0.010281286, -0.029829085, 0.004351042, 0.1035671) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += V4(0.14473234, -0.09231029, 0.10187594, -0.040507786) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, result5); + V4 result6 = V4(0.0080422275, 0.009037509, 0.010156446, 0.011443132); + result6 += V4(0.0066208327, -0.11260479, 0.04830371, 0.049707055) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += V4(-0.120107174, 0.050798908, -0.1463938, -0.12429945) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += V4(-0.07376781, -0.12456761, -0.018031595, -0.10637738) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += V4(-0.026657827, 0.02006576, 0.08417361, 0.118596874) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += V4(-0.043339457, 0.12896782, 0.10156586, -0.12109) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += V4(0.13702823, 0.004683143, -0.11548332, 0.14971596) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += V4(-0.03141364, -0.042994354, -0.09071766, 0.081247814) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += V4(0.03361517, 0.016852874, -0.038877808, 0.0032291883) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += V4(0.110981084, 0.0138866035, 0.10443184, -0.067183435) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, result6); + V4 result7 = V4(-0.012365459, 0.00826808, 0.013948916, -0.015842063); + result7 += V4(0.12346209, -0.0016275266, 0.09607402, 0.059844337) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += V4(0.03911992, -0.05424452, -0.031176982, -0.15148336) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += V4(0.12780531, 0.017826343, -0.10154654, -0.053268697) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += V4(0.06311205, -0.10683569, -0.046949495, -0.0019249945) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += V4(0.027781257, 0.10045284, 0.080609575, 0.09789442) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += V4(0.08038794, 0.104880646, 0.13838705, -0.0011057177) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += V4(0.036436137, -0.11746025, -0.123186596, 0.100112535) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += V4(-0.03413955, -0.02780014, 0.083691984, -0.048387755) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += V4(0.0043313275, 0.019878542, -0.1259369, 0.028067157) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, result7); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Conv2D-1-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d +//!SAVE conv2d_1 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(-0.026006414, -0.0028226124, 0.0040266206, 0.0070237666); + result0 += M4(0.077940084, 0.033206068, 0.042917658, 0.035930313, 0.20162073, 0.013023307, -0.027915772, 0.11971512, -0.23718762, -0.0728541, -0.06932467, 0.037109192, -0.033500906, -0.100404225, -0.046477325, -0.02887065) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.058187984, 0.039409418, 0.06827895, -0.105029754, 0.064815976, 0.03549751, 0.06082835, -0.028284416, -0.26486346, 0.037748683, -0.0788508, 0.05780628, -0.12665667, 0.1823963, -0.024215914, 0.16817258) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07118927, 0.040462278, -0.09163839, 0.051932186, 0.20411053, -0.05156568, -0.0722339, 0.038223766, -0.4521338, 0.005142939, -0.09197289, -0.08815807, -0.15422633, 0.0086276885, 0.100247145, -0.08066984) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.07715419, 0.06063353, 0.053762943, -0.003174311, 0.069803655, 0.118988186, 0.15655239, 0.0795532, -0.25642282, 0.0012356808, 0.05875401, -0.029261366, 0.01072249, -0.021336922, 0.20982938, 0.04217777) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.071698196, 0.088109314, -0.039189402, 0.029513026, 0.11471397, 0.024589298, 0.041664217, 0.05160716, -0.36980578, 0.073315546, -0.042617526, 0.07353263, -0.028098129, 0.09716177, 0.116838045, 0.010979695) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.027965788, -0.072462015, 0.051428042, 0.030809369, 0.05345404, -0.015753852, -0.082770474, -0.0676433, -0.05971514, -0.049180083, -0.0825884, -0.049660455, 0.031364635, -0.053660635, -0.14377405, -0.11092187) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.041862525, -0.013211729, 0.052855086, 0.10398823, 0.08074529, -0.024640104, -0.043727692, 0.12716116, 0.113547064, 0.07509082, -0.06322121, -0.07738947, 0.1815431, 0.14841576, 0.1363694, 0.021791993) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.09239948, -0.009127995, 0.066610165, 0.07530418, 0.021212246, 0.029805498, 0.062551245, -0.007714251, -0.06532647, -0.12883712, 0.10572261, -0.06049368, 0.10082813, -0.0032476373, -0.023460638, 0.11436958) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.016027132, -0.06544386, 0.07821555, -0.054339573, 0.105549134, 0.01844374, 0.041899346, 0.11177082, 0.059404485, 0.03225546, -0.04068793, -0.06531279, -0.00896203, -0.039110854, 0.01659506, 0.14692819) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.1720659, -0.0145995505, 0.027772062, -0.046323765, 0.030077316, -0.014540149, -0.04862702, 0.076899804, -0.23119007, 0.01975818, -0.038839776, 0.09391069, 0.22446936, -0.06189266, -0.00701919, 0.056956172) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07817074, -0.06271554, 0.001080422, 0.043004915, -0.035360765, -0.05805288, 0.12285516, -0.19017453, -0.2461398, -0.00292966, 0.092985146, -0.0007612537, 0.18338276, -0.027251527, -0.052245893, 0.08459741) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.2701292, 0.08483179, 0.021683808, -0.007249067, -0.05282098, -0.0009885338, -0.116335414, 0.044476416, -0.36663812, -0.021421548, 0.050665703, 0.0029572535, 0.43601957, -0.038057573, 0.011226493, -0.035508122) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.046453506, -0.08105078, 0.016213074, -0.063145325, -0.024530519, -0.04843882, -0.058251176, -0.05567651, -0.083427995, 0.03267013, 0.0018660392, -0.026336808, 0.014644793, 0.06254056, 0.09906934, 0.108093254) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.041677047, -0.03060053, 0.06287717, -0.072584935, 0.0864171, 0.17777522, 0.02584134, -0.0038482994, -0.05410583, -0.0076239184, -0.08634068, 0.07942909, 0.077022605, 0.07190742, -0.01053038, -0.021577135) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.026392344, 0.12008055, -0.06140617, -0.059867296, 0.0045291423, -0.03966564, -0.003868608, 0.12545969, -0.021523051, 0.047077894, -0.002874648, -0.010374782, -0.047521204, -0.06940213, -0.028435355, 0.07791801) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.11823597, -0.074213445, 0.060325745, 0.0010547927, -0.029275311, -0.25193813, -0.05784307, -0.06731371, 0.07763524, 0.07569746, -0.027791517, -0.04496188, 0.08017636, 0.11236496, -0.015674694, 0.06424949) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.04996967, 0.004235333, -0.109936856, 0.009793592, -0.120311245, 0.19514939, 0.035585452, -0.00053158676, -0.01898764, 0.049806204, 0.053589467, -0.086508915, 0.035885278, 0.029102229, 0.063750945, 0.0022610815) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.112126, 0.031558838, 0.02950423, 0.014375046, 0.2592506, -0.05196331, -0.055495873, 0.079601675, 0.11706458, -0.04695013, 0.045961015, 0.033700757, 0.0615085, -0.036627956, -0.022703355, -0.0040361383) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.050412662, 0.04568925, 0.16257192, 0.27236322, 0.055493817, 0.0064286715, 0.10681478, -0.008032677, 0.020070849, -0.0031831875, -0.059001956, 0.029941805, -0.036942396, -0.065179355, -0.08793772, -0.07034015) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.25409797, -0.1993004, 0.18181674, 0.16592786, -0.0724305, 0.037813883, -0.118051566, 0.1106587, 0.09245331, 0.035598166, -0.062746495, 0.0412265, 0.12709014, -0.109788984, -0.0764337, 0.0127024045) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.32679495, -0.025637228, 0.16350071, 0.12437653, -0.17687784, 0.03970159, -0.07691756, -0.032977946, 0.20582394, 0.011825331, -0.054265406, -0.078376114, 0.21542843, -0.026801387, -0.00638595, 0.048695236) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.08389137, 0.038200352, 0.014070578, 0.08668997, 0.03767588, 0.1072005, 0.13118112, 0.041204862, 0.015994761, 0.011083661, 0.011352751, -0.050795615, 0.06739171, -0.051726006, 0.07366834, 0.0752362) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.1763565, 0.013980343, -0.012538759, 0.05166045, 0.13958295, 0.07543547, 0.080811284, 0.05424163, 0.06900581, -0.020838842, 0.0047308933, -0.03477567, -0.016444439, 0.08662358, 0.019932862, -0.101448044) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.064487405, 0.20578851, -0.046549425, -0.042575326, -0.16247183, 0.08752523, -0.006663489, -0.08967282, -0.08746743, -0.0010459264, 0.018247958, 0.030473731, 0.111828126, -0.0595788, 0.05236575, 0.018691035) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.03536659, 0.07877052, -0.04364787, -0.029340602, 0.10983365, 0.043590486, 0.050351452, -0.057067353, 0.055614896, 0.0009996009, -0.0024249384, 0.01635326, 0.045693368, 0.034877714, -0.10860436, 0.0587022) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.15055361, 0.06969037, 0.019811692, 0.1359352, 0.36638635, 0.087312125, 0.08996232, -0.07826658, 0.022417096, -0.10445072, 0.03386033, 0.097490974, 0.13883528, -0.09921545, -0.024149306, -0.043621365) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.14972168, -0.08991098, -0.014429428, 0.05569066, -0.042777583, 0.030296009, 0.02906722, -0.074568465, -0.003520513, -0.039835133, 0.07466372, -0.017689746, 0.042296156, -0.046917994, 0.0020526312, -0.07332553) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.04710424, -0.025686113, -0.26242116, -0.14321122, 0.38200432, 0.120090604, 0.008569797, 0.012547638, 0.08079416, 0.012724339, 0.047225848, -0.04261055, -0.1681797, 0.022967674, 0.016831243, 0.071351126) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.079246484, -0.015616295, -0.087301604, -0.009396992, 0.20240128, 0.079739824, 0.07991514, 0.015777832, -0.048897143, 0.26049665, -0.10449843, 0.086646885, -0.32709342, 0.111727156, 0.08944044, 0.08133099) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.16140822, -0.105577044, 0.2507828, 0.20761546, 0.17965074, -0.052402552, 0.033924267, -0.017235344, -0.21838215, -0.07518121, 0.03169772, -0.031307604, -0.5330074, 0.06672062, 0.037232794, 0.011361407) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.035866976, -0.25630036, -0.06513687, 0.101870134, 0.12041612, -0.09737801, 0.023473013, 0.11932522, -0.036398962, 0.00874801, 0.086845726, -0.022416122, -0.028733538, 0.043891404, 0.06271666, -0.025548458) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07022688, 0.005708278, 0.090901375, -0.040928397, -0.018900314, 0.09702911, 0.06974567, 0.10941754, -0.09510435, -0.07651666, -0.1209008, -0.03650678, -0.070242986, -0.04112742, -0.0041893497, -0.03668472) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.1361287, 0.11390106, 0.08058615, -0.07053778, -0.02367633, -0.027006872, 0.075627215, -0.028612666, 0.03269426, -0.03040985, 0.11761871, 0.025048079, 0.15706494, 0.09465012, 0.0030817194, 0.07030532) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.09623033, -0.13570917, 0.033428516, 0.0026089135, -0.023225406, -0.060868464, -0.008764755, 0.08547829, 0.10832953, 0.040723987, 0.058437906, 0.014722109, 0.0346917, -0.013243153, -0.062022902, -0.013442834) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.23218273, 0.06752206, -0.079083584, 0.06608746, 0.007609898, 0.122656174, 0.0901678, 0.005606881, 0.075787485, -0.08908938, 0.037152633, -0.071216494, -0.1688, 0.06895751, 0.04655696, 0.018787965) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.2239949, 0.0188548, -0.14050649, -0.15288775, 0.18933657, -0.04196706, 0.007601371, 0.03609902, 0.18926722, -0.00025373095, -0.09943308, -0.016639527, -0.059059884, -0.07474384, 0.05103355, -0.08353106) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.05628961, -0.2542224, -0.079926945, 0.055024095, -0.093466535, 0.03421317, -0.015940249, -0.056332428, -0.033354696, -0.14387396, -0.12803689, -0.13770442, -0.295495, 0.0062364344, -0.013903502, 0.028328624) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07371098, -0.08677122, 0.019592103, 0.14412266, -0.046417426, 0.05618796, -0.11543095, -0.06735586, 0.16926467, -0.094400615, -0.0042882697, -0.18521553, -0.14988449, -0.084862, 0.020714043, 0.049513936) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.060826078, 0.034613557, 0.15900104, 0.07862377, 0.028013429, -0.032161526, -0.105350494, -0.095107175, 0.3325189, 0.054979824, -0.0020716945, -0.10867134, -0.24328294, -0.05497357, 0.058822352, 0.07822619) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.13649927, -0.20222892, -0.40618572, -0.10257527, -0.107928716, 0.27214, -0.021538066, 0.14665562, -0.07121862, 0.04070704, 0.0757865, 0.17407401, -0.09706861, -0.016008, -0.058190513, 0.0903764) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.10680567, 0.03678132, -0.1752303, -0.16779876, -0.023930162, 0.017032254, -0.05748626, 0.15398681, -0.15255286, -0.07249886, 0.011115575, -0.018611584, -0.10128358, 0.049493745, 0.0011502926, 0.08703362) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.16837381, 0.17158705, -0.19802459, -0.13098319, 0.0073739686, -0.17211099, 0.1558609, 0.006741859, -0.07625415, -0.054236688, 0.050470475, -0.041921016, -0.022894228, 0.08338575, 0.05448855, 0.08758037) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.16008043, -0.3292224, -0.42297485, -0.25632882, 0.05195818, -0.03605335, 0.118415445, 0.16423406, 0.19168791, 0.04557918, 0.076985724, 0.059874207, -0.011754775, 0.022624053, -0.1056237, 0.04062319) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.45061165, 0.22267085, -0.057147622, -0.10537132, 0.28056347, -0.08718666, 0.07234985, 0.053528536, 0.27446955, -0.1946446, 0.14490293, -0.0010806147, -0.026422385, -0.043037795, -0.07920457, 0.0020234548) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.04252658, -0.018624838, 0.011776994, -0.08284015, 0.20110814, 0.032166637, 0.13974524, 0.20804, -0.15642044, 0.050376926, -0.067283995, -0.01592689, 0.068382666, -0.0072861845, 0.052366577, -0.008378462) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.015321244, 0.17668177, 0.0299631, 0.08029069, 0.12612225, -0.0414416, 0.0003356985, -0.072777346, 0.011616888, 0.14121047, 0.04567536, 0.021110602, -0.044444624, -0.13232233, 0.02681352, 0.053111374) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.14542979, -0.14134578, -0.14129066, -0.115254626, 0.05373955, -0.1267935, 0.07658613, -0.054430358, 0.022099754, 0.047081247, -0.18350962, 0.118304916, -0.06849472, 0.019348811, 0.03712972, -0.08099451) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.33019167, -0.011468907, -0.03796456, -0.15085346, 0.043654855, 0.13985094, -0.04654352, -0.03304935, -0.14384584, -0.12066565, -0.08275793, -0.030662388, -0.12087791, -0.053712573, -0.0736237, 0.026281118) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.14049257, 0.29792294, 0.018574769, 0.050451826, 0.01982764, 0.0798444, 0.010372247, 0.08932301, 0.081173904, 0.12505037, 0.04857234, 0.01490648, -0.16474107, 0.018852826, 0.07895687, 0.113043316) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.16132182, -0.07143381, -0.04555354, -0.13744704, 0.08502387, -0.01884286, -0.02154249, 0.15047224, 0.042528078, -0.18873882, -0.11006615, -0.18352295, -0.10548032, -0.13587129, -0.018806998, -0.09015126) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.084339134, -0.026388075, -0.11633158, -0.12182968, -0.05464903, 0.006912537, -0.046364155, 0.14193837, -0.048886348, 0.068257935, 0.11357481, -0.07549473, -0.08842083, 0.03564314, 0.08758901, -0.069903694) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.1344369, 0.29337692, 0.03016886, -0.017619727, -0.0636602, -0.08078972, 0.064945385, 0.0841199, 0.036771104, 0.118473165, -0.041855935, -0.16188368, -0.04458774, -0.03134333, 0.0673674, 0.015880227) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.12698407, -0.18709527, -0.06540263, -0.07417053, 0.084409766, -0.022336293, 0.033019006, 0.06037925, -0.07735382, 0.010741093, -0.00083430484, -0.015128645, 0.13230036, -0.08242914, 0.04902468, -0.10138274) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.5290975, -0.051031865, 0.11035658, -0.07766992, 0.15421645, -0.020088276, 0.041712195, -0.038032565, -0.07672695, -0.0562507, -0.058500256, 0.014929645, -0.085309744, -0.0032269168, -0.029088303, -0.0025088547) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0013931443, -0.012632678, 0.15921088, 0.07381447, -0.013821462, 0.09089552, -0.057282455, 0.046186138, -0.010045843, 0.057538316, 0.07808503, 0.043958984, -0.04839716, -5.5465338e-05, 0.113726124, 0.09118156) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.09078305, 0.04239285, 0.060089413, 0.05412216, 0.0011636657, -0.034647703, -0.04938542, -0.08241601, -0.09640993, -0.023849972, 0.044214655, -0.03705452, 0.05224881, -0.06379218, 0.038221482, -0.0373137) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.21342957, -0.016363831, -0.23178963, -0.07316166, 0.033671506, 0.04928633, 0.03209037, -0.054877874, -0.1216835, -0.0611902, 0.110328026, 0.091981724, 0.0048749703, 0.044446267, -0.086561635, -0.055130567) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.11977431, 0.22420765, 0.061312836, -0.124513485, 0.11848466, -0.15460157, 0.0017721405, -0.07435448, 0.009035991, 0.0400028, 0.03161606, -0.102583766, 0.12506542, 0.08099439, -0.120030865, -0.114025444) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.101635195, 0.0062747034, -0.15450324, -0.059488207, 0.0916171, 0.090640165, -0.06627533, -0.036640786, 0.011352814, -0.08366345, 0.09828297, 0.041434016, 0.041353233, -0.15337883, -0.09864122, -0.15858652) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.15547201, 0.04105328, -0.042928927, -0.10706424, 0.21224238, -0.008452193, -0.031264547, 0.055706788, 0.15340695, -0.032320607, -0.067885265, -0.063935295, -0.0150577715, 0.05958743, -0.07824489, 0.008667307) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.03919938, 0.052836888, 0.06684303, -0.09237977, -0.081941485, 0.0382083, 0.0022207242, -0.06339004, 0.03911941, 0.00842816, -0.018080963, -0.024487292, 0.048886903, 0.04113574, -0.121806175, -0.001261997) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.03087128, -0.106268354, -0.099535644, -0.05231313, -0.13165812, 0.09230253, -0.059073526, 0.07792351, -0.12829287, -0.11971944, -0.06142683, -0.07364631, -0.04019362, -0.1553241, -0.020548591, -0.008859368) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.34268713, 0.051111437, 0.03607787, 0.027760597, 0.036923055, 0.03894055, -0.04804187, -0.057348303, -0.12707561, 0.07744031, 0.058320932, -0.03204622, -0.30097437, 0.047509342, -0.08561436, -0.042312395) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.25028732, 0.0121014565, 0.029764555, 0.081479974, 0.19187059, 0.0017634436, 0.103453495, 0.044646356, 0.020012986, -0.09276103, 0.037700813, 0.0033166294, -0.087322176, -0.08725927, -0.09063054, -0.098228775) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.17311274, -0.024161639, 0.0037144937, -0.04871491, 0.10209283, 0.06101466, 0.08469874, 0.0889613, 0.16693105, 0.13094662, 0.13811523, -0.010942217, -0.018988607, 0.016811587, 0.10397937, -0.019498426) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.26363182, 0.0840433, 0.038128074, 0.066942096, 0.10167505, 0.005973818, 0.021729182, -0.07593547, 0.06076204, -0.06951677, -0.023770517, -0.051958192, -0.0910566, 0.08650666, 0.05515754, -0.015850522) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.0044387616, -0.09708507, 0.08281157, 0.062271364, 0.089092, -0.04335761, 0.168162, -0.044544518, -0.013711675, -0.10198339, -0.00074214704, -0.08499291, -0.047943387, 0.011040418, -0.012463189, -0.12927955) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.016112007, -0.08029476, 0.04650798, -0.007173658, 0.3080043, 0.16092707, 0.13136779, 0.07663408, 0.19473518, 0.21793915, -0.08282241, 0.011576434, -0.02650557, -0.08476581, -0.05339167, -0.023960778) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.09199071, -0.018274985, 0.04680713, -0.025764959, 0.3271647, -0.1281213, 0.049753867, -0.06758863, 0.27937084, 0.009195646, 0.006117387, 0.03370013, 0.10773046, 0.12349222, 0.07511231, -0.06900168) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.02092032, 0.08736634, 0.090005495, 0.06749536, 0.086794786, 0.1615533, 0.028313296, 0.12001067, 0.051083475, 0.08948301, -0.09410637, 0.09198264, 0.02044791, 0.094033755, -0.03677769, -0.06701034) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.033792544, -0.1000056, -0.04430407, 0.039693195, -0.02430006, 0.0017380244, 0.06266404, 0.12515773, -0.08223232, -0.1295379, 0.023666065, 0.12193975, 0.026776684, -0.123523206, 0.023586914, -0.025279038) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0034378963, -0.045506917, 0.077677034, -0.029844182, 0.18384792, 0.03596659, -0.02349564, 0.008952317, 0.028365199, -0.1152425, 0.07721344, 0.056662504, -0.12192483, 0.032213464, 0.07074791, 0.046657916) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(0.011197032, 0.0011845044, -0.00043132543, -0.010066675); + result1 += M4(-0.077593684, 0.021467157, 0.063081056, -0.038775064, -0.013073112, 0.08613357, -0.08512714, -0.011196417, 0.0051700855, -0.056083612, -0.15805517, -0.023025278, -0.10769025, 0.008534551, -0.1628352, -0.014436603) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.0560491, 0.078768365, 0.041245, -0.051552217, -0.05786129, 0.058469865, -0.09150033, 0.026860313, 0.080614425, -0.008213706, 0.19441298, 0.049370807, 0.006399001, -0.06295963, 0.25489932, -0.120007016) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.056839455, -0.048737787, -0.07053638, 0.096231855, -0.08275435, 0.06357735, -0.041763913, 0.07321155, 0.013955933, 0.07032971, 0.008945641, 0.03456969, -0.03984634, 0.019094903, -0.07235222, 0.0097471345) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.10205411, 0.015565734, 0.016892718, -0.09728134, 0.057428394, -0.09138915, 0.068736896, 0.035048407, 0.067588255, -0.054523133, 0.0483479, -0.02769002, 0.1161125, 0.013815037, -0.10633473, -0.102742404) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.004303968, -0.07645531, 0.03737258, 0.0692931, 0.07895443, 0.10609788, 0.17086294, 0.0044495827, 0.03047413, 0.1150696, -0.14137435, -0.022454325, -0.096000195, 0.096118055, 0.069299154, -0.03158177) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.012379325, 0.035801724, 0.06768513, 0.09098614, 0.10781677, -0.13291097, 0.061926324, -0.01496318, 0.034544963, -0.065663695, -0.011182411, -0.002137286, 0.12427206, -0.07137146, -0.0033809787, 0.04976954) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.046655387, -0.002474274, -0.16465357, -0.025587749, -0.05499933, 0.047096543, -0.023487289, 0.12226314, 0.02304305, 0.08807711, 0.16423365, 0.080750145, -0.07662004, 0.07377096, 0.04994284, -0.11650014) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.08493715, -0.039353535, -0.11249473, 0.020118019, 0.021038443, 0.0895709, -0.08766897, 0.0981311, -0.030690303, -0.04284645, 0.078766696, -0.036029313, 0.058755603, 0.11213027, -0.19099735, -0.020548081) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.05178086, -0.07931726, 0.048405156, 0.091889635, 0.030147472, -0.0757067, 0.22394197, -0.08437664, -0.05704658, -0.0038627868, 0.10256466, -0.036784165, 0.07599415, -0.02827247, 0.0559291, 0.10704671) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.050009254, 0.09473724, -0.055334825, 0.050062045, 0.04104625, 0.06256795, 0.106712036, -0.09937198, 0.01559964, -0.08012361, 0.0031182575, 0.08344543, -0.028077664, 0.097338445, -0.048061896, 0.0065810904) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.006929624, -0.080034524, 0.017118238, -0.07206668, -0.110272564, -0.026011342, -0.27808696, 0.062990345, 0.02420505, -0.019818055, -0.044902716, 0.08923097, 0.03178395, 0.085829765, -0.07279556, -0.016631318) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.06825527, 0.09067984, -0.034415547, -0.06953337, -0.081254914, 0.026697025, 0.3335022, -0.08264325, -0.008770704, -0.06030165, -0.04782143, -0.0863968, 0.03495024, 0.08092718, -0.030964602, -0.05063452) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.062073216, 0.0075590904, -0.027390314, 0.008167342, 0.024785556, 0.0055578817, 0.009134213, -0.018017014, -0.046541825, -0.0618373, 0.04037698, 0.077020146, -0.103575945, -0.02556394, 0.056481037, -0.097121835) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.09327852, -0.0011845168, 0.11876653, 0.0027953733, 0.045754388, -0.13683105, 0.2264903, -0.04137656, -0.047602408, 0.084626876, -0.021380201, 0.034057446, -0.017850518, -0.054241262, 0.09456408, -0.068134375) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.06678825, -0.024902908, -0.10130563, 0.007933867, 0.010951779, -0.020133257, -0.28614855, 0.038368974, -0.034663524, 0.011517662, 0.094227485, -0.103419885, -0.05564191, -0.11256028, -0.008382839, 0.0317516) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.005788908, -0.022733897, 0.088095, -0.035078276, 0.22619739, 0.08739321, 0.17816615, -0.017289793, -0.11475056, 0.009142387, 0.08702502, 0.0800672, -0.07106212, -0.023230908, -0.08085899, -0.021376584) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.030817749, 0.08572747, -0.10088868, -0.08186276, -0.019808248, 0.0286014, 0.014910297, 0.095780894, 0.08695918, -0.078616686, 0.09706928, -0.110940464, 0.09740325, 0.04471384, 0.05395044, 0.034274787) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.111951835, 0.047681704, -0.15787779, 0.07339479, -0.05293861, 0.054606795, 0.074477494, 0.06575657, -0.057378065, -0.09009873, -0.09203264, 0.054996114, 0.11404258, -0.023427352, 0.10705266, 0.09914807) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.040791046, 0.038581576, 0.018064398, -0.13169749, 0.020284768, -0.004375252, -0.23024695, -0.115045816, -0.07264343, 0.033511024, 0.16873449, -0.02356218, -0.05273216, -0.08368404, 0.008427831, -0.029288292) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.10951014, 0.092564814, -0.09721904, 0.09124065, -0.08811126, -0.021828948, -0.07885515, -0.02780345, -0.09441028, 0.009728772, -0.09315417, 0.010954373, 0.05529187, -0.08971671, -0.040717542, 0.014720291) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.08970155, -0.040946152, -0.10866294, 0.08644945, 0.052591503, -0.013378186, 0.014156524, -0.11998109, -0.06448937, -0.0077219927, -0.095990136, 0.044197142, -0.11045195, 0.054077905, -0.033737868, 0.05385419) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0652946, 0.067820355, -0.05717015, -0.052806407, -0.08759944, 0.068004, -0.057507366, -0.0413998, 0.12033738, 0.018457595, 0.031110154, 0.015287182, -0.018700052, -0.04858387, -0.10791296, -0.062666625) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.008670409, -0.26358938, 0.13061461, -0.02520851, 0.031921256, 0.122775175, 0.10808608, -0.10440236, 0.010433741, -0.10397802, 0.027195575, 0.099217296, -0.10703348, -0.06669311, 0.19642319, 0.05887108) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.026742809, -0.062211066, 0.13540792, -0.027700378, -0.052574914, 0.09834686, -0.06894894, 0.09489552, 0.024466427, -0.10927328, 0.09987772, 0.019811213, -0.00338848, 0.002827732, -0.06917198, 0.03353189) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.033505887, 0.10272014, 0.19419245, 0.065212056, -0.051405456, 0.07007067, 0.14419541, -0.008488389, 0.10289747, 0.10099129, -0.085925706, 0.031086013, -0.05760552, 0.097239375, -0.095257625, 0.031016486) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.024864677, 0.1798425, -0.11428419, 0.03188098, -0.012341468, 0.122155584, -0.15315248, -0.063928805, 0.08601657, 0.016680647, 0.03223837, 0.0061351284, 0.056051407, 0.08456658, -0.22224057, 0.10762852) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.024459282, 0.024073455, -0.08123674, 0.052016493, -0.008242277, 0.02969776, 0.04115115, -0.056339704, 0.054509226, 0.020554388, 0.020432271, 0.10111858, -0.065210305, 0.05225737, 0.10737269, -0.057737984) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.038101338, 0.029717788, 0.34090123, -0.0012896152, -0.107350394, -0.09462676, 0.09662835, 0.057378374, -0.061416436, -0.0091125155, 0.038300913, 0.01952702, -0.060997177, 0.021651363, -0.005388136, -0.100183524) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.038008094, -0.062854744, 0.014815458, -0.0718021, -0.067657225, 0.006967158, 0.06857382, 0.065920584, -0.032086417, -0.03471704, 0.083417565, -0.04371819, 0.09644099, 0.016452793, 0.041778304, -0.03236345) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.07854774, -0.06262406, -0.18092248, 0.05598563, 0.027578108, -0.07369806, -0.11913061, -0.073108725, -0.02695894, 0.09156246, -0.059756715, -0.044734072, 0.074670434, 0.011602037, 0.1078704, -0.09611672) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.09841949, 0.01920534, -0.16799006, 0.009778865, 0.077576034, 0.0994073, -0.1074165, -0.008372128, -0.038416807, -0.043943077, 0.16095944, -0.055731215, 0.029060388, 0.018776266, 0.029425362, 0.089857794) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.14053565, 0.029248448, 0.17926775, 0.103563525, -0.08561446, 0.039301135, 0.098349325, -0.11387821, 0.09551549, 0.08043579, -0.27985284, 0.17787266, 0.06748296, -0.075161666, -0.10373679, -0.07620295) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.09285278, 0.10392205, -0.031192431, 0.026599843, -0.0061871447, 0.006766428, 0.13685565, 0.07550382, 0.10586941, 0.090604745, 0.34784156, -0.060757723, -0.085036345, -0.0050689494, 0.09618539, 0.0551968) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.046836328, -0.057685304, 0.014581882, -0.1100989, 0.09266579, 0.062809825, -0.015721267, -0.01960753, -0.1641682, -0.015209308, 0.07708829, -0.106977925, -0.0026359188, 0.050135918, 0.06655086, 0.06483702) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.0019965428, -0.11078212, -0.07536711, 0.117815554, 0.07756447, 0.113307916, -0.072784446, 0.052546483, 0.108961724, -0.11143704, 0.11668381, -0.019103788, 0.0071545676, -0.062686376, 0.08638575, -0.082998976) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.022224499, 0.06541032, -0.009436284, -0.0025557089, 0.009064811, -0.036178242, -0.0433923, -0.035537325, -0.020578409, -0.057407968, -0.087754615, 0.06141195, -0.092965595, 0.075376436, -0.08423372, -0.08004482) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08220575, -0.07184336, -0.058614317, 0.0843076, -0.09630659, -0.07110121, 0.047148675, -0.13063975, -0.06915439, 0.09540834, 0.07459957, 0.15948689, 0.070262544, 0.039559253, -0.008010429, 0.09920942) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.09558235, -0.020636613, -0.20786929, 0.059032954, -0.0005612618, -0.01721251, -0.025623411, 0.016187876, 0.0009592064, 0.027155716, -0.008166078, 0.16021515, 0.049881916, 0.06705035, -0.10482905, 0.0812545) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.06764498, -0.022597747, -0.020980213, 0.008215601, -0.04189679, 0.07972458, 0.15823498, -0.012776151, 0.1602486, -0.10089629, 0.0030579104, -0.0781539, 0.018627519, 0.0013848414, -0.05163449, -0.050677236) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08408999, -0.02935708, 0.15361032, 0.13731013, -0.056125175, 0.038075376, 0.013710485, -0.08152186, -0.047237348, -0.12779213, -0.042869296, -0.01924674, 0.10733952, -0.11469398, -0.099387996, 0.0958137) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.09646135, -0.08027133, 0.05231808, -0.08219673, 0.10392442, 0.04699185, -0.012784492, -0.021462236, -0.005101875, 0.017084217, -0.18351461, 0.10290571, 0.005750269, -0.020673392, 0.08471115, -0.024997808) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.14691545, 0.09505521, -0.18961516, -0.03809277, -0.029588409, -0.027384676, 0.09391944, 0.080573454, 0.019731224, 0.16457154, -0.15754822, -0.024084311, 0.009421247, 0.08991307, -0.10641109, 0.08054075) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.1940632, -0.054194555, -0.06697631, -0.052259307, 0.11055636, -0.015883815, 0.22054464, 0.056350283, 0.062341493, -0.026126584, -0.018897891, -0.11634002, -0.089097485, -0.005303682, 0.06750532, 0.026972143) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.24127328, 0.2487623, -0.012781001, 0.008709633, 0.06839755, -0.09003607, 0.033487782, -0.032065317, 0.13351513, -0.08155357, 0.0030790174, -0.052181836, -0.11075274, 0.10662739, -0.087673865, 0.006986188) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.025603864, 0.042945478, -0.24647076, 0.044966623, 0.12331321, -0.20497249, 0.2036753, -0.10706657, 0.06152236, -0.25329998, 0.046739887, 0.002857749, 0.06954412, 0.035016622, -0.039317027, 0.06897127) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.14481536, 0.015847849, -0.08406516, 0.030213892, -0.06810796, -0.037775297, -0.089294486, 0.00999569, -0.016623152, 0.013244674, -0.16468693, -0.0010807676, -0.059446465, 0.054444063, 0.050959222, -0.042924296) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.14426108, 0.017917318, -0.04296087, 0.10319138, -0.009127747, 0.038568318, -0.049689747, 0.15281406, 0.043737255, 0.02186607, 0.028837623, 0.01975358, 0.08907052, -0.039357826, -0.09462759, 0.020377789) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.055160597, -0.062312618, 0.1451391, 0.019373974, 0.094833985, 0.03805799, 0.017498184, -0.057524193, 0.10020497, 0.08382782, 0.124565214, -0.111065656, 0.099022985, -0.047001563, 0.06749704, -0.026679793) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.12681954, 0.15121277, 0.1787491, -0.0036444333, -0.022744536, 0.108066544, 0.10131921, -0.049287777, -0.008872869, -0.038433675, 0.20254527, 0.07844617, -0.12703407, 0.056729615, 0.12367116, -0.07455694) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.034039374, 0.16818461, -0.13807471, -0.031375714, -0.049563188, -0.014772521, -0.008721809, 0.0069029205, -0.0043085357, -0.025188025, -0.17196482, 0.045609847, -0.05872129, -0.024289493, -0.1948678, 0.043144617) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.059259467, 0.0476848, -0.13966836, -0.025650298, 0.027552761, -0.038882345, -0.09507021, -0.017237619, -0.1526966, -0.052759882, -0.038385727, 0.056602962, 0.043265987, 0.15495132, 0.07737573, 0.036249865) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.10637617, 0.12790266, -0.019113215, -0.0046220934, 0.033132914, -0.032978375, -0.10429145, 0.04256183, -0.0932761, 0.0076872595, -0.051023178, -0.006046983, 0.034375943, -0.05516948, -0.16010912, 0.056487978) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.033122882, -0.019263973, -0.07066631, -0.017324133, 0.12711081, 0.052154306, 0.08134222, -0.08022149, 0.032038953, -0.05111271, -0.033379875, 0.017108388, 0.07230414, -0.11715971, 0.028730575, -0.023421079) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.011512532, -0.10508689, 0.0894752, -0.022014068, -0.08321548, -0.17738114, -0.12470248, 0.024611663, -0.045626402, 0.00074565236, -0.096553065, -0.019304361, 0.03700293, -0.087171584, 0.088685624, -0.10977033) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.011561034, 0.03207418, -0.20317896, -0.123729154, -0.011804991, 0.09279506, -0.0002714132, 0.053187683, -0.06876078, -0.022850782, 0.10695012, 0.12364065, -0.09515578, 0.0454818, -0.052211687, -0.044373557) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.07524904, -0.01303212, 0.06567262, -0.020398201, -0.04762796, 0.031497635, -0.065382764, 0.020182272, 0.10092458, -0.069189616, -0.03750628, 0.070033535, 0.06929445, -0.0055810856, -0.006984035, 0.033983793) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.09305166, 0.05588123, 0.12444727, -0.00034257598, 0.049311068, -0.09031976, -0.07322501, -0.05251122, 0.0018742186, 0.096491314, -0.15684827, 0.040418286, 0.0941989, -0.015651649, 0.0054800874, 0.0071675167) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.122125916, 0.022609564, 0.23358656, 0.08701956, 0.06187617, -0.08175526, 0.092691496, -0.039298378, -0.0985711, -0.04770481, -0.0755106, -0.029492127, -0.08733685, -0.06423106, 0.12962055, 0.023736231) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.034419976, 0.14868204, -0.17559192, 0.032083094, 0.04241132, -0.04746496, 0.01099378, 0.0011546575, -0.0151850935, 0.10499507, -0.06532762, 0.08281521, 0.13270208, 0.054606237, -0.061110016, 0.12280781) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.01666026, 0.029311327, 0.06790177, -0.010375006, -0.003543032, -0.06641481, -0.105488144, 0.0411772, -0.0498763, 0.03984737, 0.03161541, -0.07551215, -0.08033757, 0.061549645, -0.14761074, 0.043269694) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.04077134, 0.12628184, 0.045886863, -0.07112072, -0.012989341, -0.010519814, 0.013032833, -0.010173235, 0.09690827, -0.005688653, 0.029586788, 0.09977007, 0.0528606, 0.06737324, -0.17684789, 0.12274845) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.11051834, 0.112534024, 0.04023594, -0.023532668, 0.019755028, -0.06372047, -0.09985536, 0.031597838, -0.020713326, -0.102745175, -0.029645942, -0.024639538, 0.07248913, -0.05013476, 0.14356793, -0.011027475) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.06534363, -0.12289853, 0.21592255, -0.04301855, -0.0797139, 0.025854312, -0.012056828, 0.03884168, -0.076569766, -0.009442021, 0.059687484, -0.032682747, -0.07527654, -0.18639769, -0.05681965, -0.014164501) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.07350101, 0.062403087, -0.12091217, 0.05587299, -0.054483816, 0.004000964, 0.030310923, -0.066755675, 0.06855768, 0.005997307, -0.1930044, 0.08093344, -0.014597135, 0.020203037, -0.06891152, 0.035144437) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.057548594, 0.07052484, 0.080218315, 0.017123714, 0.024672821, 0.038864672, 0.08245334, 0.01951934, 0.05174505, 0.021838522, 0.07198582, 0.11640742, 0.05577094, 0.06452158, -0.14083968, 0.038878594) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0047695157, 0.060710553, 0.021283697, 0.07349775, 0.03647659, 0.06936554, -0.12585251, 0.03828772, -0.014634834, 0.009490599, -0.16296968, 0.088733695, -0.040879995, -0.05571747, 0.09926516, -0.11614051) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.106826514, -0.04649594, -0.14007555, 0.05667105, -0.004630705, -0.015149721, -0.0732524, -0.08925447, -0.016161194, -0.04549497, 0.14235143, -0.08592723, -0.040225346, -0.05131405, -0.062676914, -0.0060632313) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.038384005, -0.061767116, 0.04593187, -0.104092956, 0.12692076, 0.020024188, 0.20856659, 0.0083163865, 0.0703962, 0.008016123, 0.08932849, 0.03460573, 0.02017547, 0.027802642, 0.30066144, 0.051757224) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.018849816, -0.008842451, 0.110511445, -0.07953247, 0.08785997, 0.020272696, 0.06529953, 0.058567528, -0.023796901, 0.06515486, 0.12923531, -0.08801613, 0.054074615, 0.064689115, -0.14018457, -0.014326444) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.022940774, -0.009756425, -0.023515387, -0.029475462, -0.0040469086, 0.09087866, 0.021282075, -0.058384757, -0.012310124, -0.012590883, -0.1462424, 0.06715117, -0.02228805, -0.018376404, -0.08642809, 0.04833315) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.10708967, 0.056719698, 0.020791054, -0.060032506, 0.12753828, 0.18122064, -0.17349672, 0.08982407, 0.0079500135, 0.10844677, -0.026548464, 0.009938061, -0.10532116, 0.07382838, -0.003523802, 0.0776772) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.04449969, 0.037770603, 0.050638754, -0.056681287, -0.029222745, -0.030981783, 0.3223898, 0.09042483, 0.09783577, 0.03648542, 0.16385038, -0.0819435, 0.030217344, -0.031305484, -0.037688814, -0.027503349) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(-0.0033872693, 0.01203482, -0.0007529152, 0.014821875); + result2 += M4(0.037198875, -0.06318623, 0.029464114, 0.03158958, -0.073542476, 0.05856651, -0.06557546, 0.094294, 0.049270973, 0.031795427, 0.011142766, 0.042713262, -0.14008807, 0.006121414, 0.054622136, 0.01216045) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.11165766, -0.048906796, 0.017778872, 0.046594862, 0.07830664, -0.05664532, 0.07929783, -0.03846434, 0.024031889, -0.039146896, 0.018171838, 0.076072425, -0.037843823, -0.08446405, -0.15279283, 0.06976163) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.02665353, 0.021818096, 0.015983984, 0.012481549, -0.068786696, -0.058735177, 0.08392357, -0.0987427, 0.09114458, -0.025156561, -0.11887814, 0.09023599, -0.024439983, 0.1789214, 0.12787355, 0.059245143) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.012709354, 0.013211087, -0.07740537, 0.106974505, 0.035243187, -0.11834342, -0.13311131, 0.097491995, -0.044114225, 0.08220231, -0.016037483, -0.02632333, -0.11514597, 0.15206194, -0.030721132, 0.06538655) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.0031793292, 0.045643363, -0.03997819, 0.049497243, -0.07571808, -0.07555454, -0.0068918727, 0.035808053, -0.041412365, 0.0390809, -0.111770935, -0.03987962, 0.07849795, -0.12874204, 0.07845302, 0.08866954) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.06488477, 0.091581665, 0.05335213, 0.0680783, -0.04572248, 0.14250535, -0.07628013, 0.06356213, 0.09668829, -0.032973673, -0.07988419, -0.06947383, -0.06128997, 0.06905397, 0.04277823, -0.04994157) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.061965823, -0.0030537606, -0.07518582, -0.027505087, -0.027796106, -0.086998366, -0.09557219, -0.09582798, 0.025390418, 0.07132137, -0.08687465, 0.043294977, -0.11733313, -0.23494111, 0.0020120628, -0.048772257) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.018216493, -0.087487124, 0.0021879063, -0.048587877, 0.11746869, -0.013881181, -0.03824968, 0.063332446, -0.024999391, -0.032853913, 0.041752394, -0.02561549, 0.07625771, 0.04456821, -0.05417423, 0.04462803) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.033385452, -0.08450989, 0.09168842, 0.047502518, -0.110002466, 0.046790443, 0.06953812, 0.05459428, -0.00973985, -0.055130225, -0.09318967, -0.058996107, -0.035808545, -0.058596205, 0.062835544, 0.0034215641) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.047777377, 0.04392559, 0.067306966, 0.053412188, 0.15193802, 0.023547843, -0.011238839, -0.04784402, -0.0257294, -0.03542679, 0.08091976, 0.047159996, -0.105575435, -0.101783596, 0.042021867, 0.11492175) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.0071342415, 0.13363077, -0.019352203, 0.09327305, 0.17886207, 0.051617444, 0.06529795, -0.14723922, 0.04732128, -0.07948846, -0.06823228, -0.06426478, 0.07218247, 0.042457584, 0.083457045, 0.08621637) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.057936776, 0.017374096, -0.069389224, 0.035042513, 0.05654349, -0.15792385, -0.018916817, 0.14186883, 0.012650372, 0.0023539495, -0.109794445, -0.009911863, 0.0024223397, 0.10150807, -0.06603184, 0.0077295876) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.09122356, 0.09365007, -0.030690163, -0.034971382, -0.005661598, -0.004751409, -0.1084171, -0.075966164, 0.018268488, 0.010119276, -0.007236247, 0.04708169, 0.10351936, 0.0897006, -0.025163855, -0.0093469005) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.05004344, -0.03806487, 0.025904354, 0.04053517, -0.16692139, -0.039214846, -0.062100988, -0.023749955, -0.06486773, 0.10164374, -0.0851645, -0.031195993, -0.095689245, -0.09455837, 0.039383188, -0.050902434) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.065034986, -0.06504284, -0.06968113, 0.11035763, 0.089987114, 0.18300961, -0.010155287, -0.0022977402, -0.044887576, 0.075130485, -0.091329984, 0.009733239, 0.0664312, -0.01600564, 0.099342406, -0.067188) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.06183018, -0.08933783, -0.030563062, 0.08510223, -0.09791422, -0.045149077, 0.09141937, -0.09879377, -0.012237978, -0.0025413933, 0.030791277, -0.09411839, 0.09243099, 0.08143078, -0.10177903, 0.028564712) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.020920096, 0.06501531, -0.09640705, 0.069759265, 0.14962603, -0.016226955, -0.002403366, 0.12170193, 0.034209494, -0.097139, 0.046047997, 0.014522164, 0.05932767, 0.046274133, -0.067689985, -0.04010289) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.017131476, -0.039633762, -0.08992393, -0.0037834318, -0.049825355, 0.0059971367, 0.0075209267, 0.07076052, 0.0004324255, -0.09913208, 0.04018316, -0.037153617, 0.02504974, -0.087457016, -0.060140584, 0.04272199) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.04514888, 0.10095337, -0.2843385, -0.17880054, -0.16367526, 0.16655092, -0.011233128, 0.072611846, -0.08447396, 0.054437913, 0.06208416, 0.029635785, 0.07216677, 0.08775427, 0.03021831, 0.09061834) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03365546, 0.22371158, 0.055611167, -0.12534407, 0.06649448, 0.014040633, -0.01129319, 0.115254216, 0.015335179, 0.07438181, 0.024762947, -0.045815088, 0.0014872191, -0.08232281, 0.037563547, -0.019272853) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.09915642, -0.120797515, 0.11578111, -0.16625346, -0.0021745302, -0.082823746, -0.06537099, 0.057386454, 0.0146929575, 0.08422319, 0.038237408, 0.034472268, 0.01433422, -0.15262693, 0.08831839, -0.07580186) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.031437367, -0.042827193, -0.06955838, -0.09878737, -0.12951072, -0.17006096, -0.1305498, 0.07676642, -0.012840147, 0.01929213, 0.01663937, -0.045351543, -0.0857135, 0.035773873, 0.13020937, 0.11182874) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.109328546, -0.030570459, 0.027840529, -0.09159507, 0.035802662, 0.02792968, 0.05781693, 0.11601368, -0.092781946, -0.07637987, -0.014085661, -0.08191203, -0.16592269, 0.00922626, -0.11134777, 0.105186574) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.085224085, 0.09900903, 0.041739386, -0.018781323, 0.09348215, 0.03588465, 0.06033542, -0.09603961, -0.09116929, -0.083509795, -0.06310992, 0.0017615565, 0.108689435, 0.1310343, 0.026896909, -0.0025800387) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.014682499, -0.091857396, -0.23377281, 0.12425266, 0.060666256, -0.08885739, 0.032215446, 0.12945625, -0.11708009, 0.0020389103, -0.08696399, -0.0026077665, -0.055149764, 0.0465018, -0.04184494, -0.018036699) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.110577054, -0.024170343, -0.24500969, -0.049209606, -8.6519685e-06, -0.026779456, -0.057108745, -0.049161002, 0.013114811, -0.029923461, 0.026970647, 0.026526487, 0.16339006, 0.06917211, -0.08276699, -0.08211838) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.09434104, -0.047210533, -0.12328795, 0.052771743, 0.097557195, 0.04473006, 0.042302635, -0.11136252, -0.09643371, 0.0076989154, -0.07862588, -0.030084144, -0.12507202, -0.020054428, 0.094481885, -0.011009404) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0316578, -0.13088457, -0.17588094, -0.0777947, -0.030869588, -0.036033925, -0.04339884, 0.035560966, -0.13597126, -0.090002604, -0.00016377207, 0.094618924, 0.04431431, 0.024465363, 0.08859408, 0.072072916) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.064257264, 0.105529845, -0.10713889, -0.048143458, 0.01985384, 0.0468012, -0.041892786, -0.06756845, -0.04919875, -0.11414902, -0.14688092, 0.09090615, -0.012439249, -0.03136143, -0.068216935, 0.037473958) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.014216709, 0.14298275, 0.10475493, 0.066766195, 0.008380913, -0.05292545, -0.077480786, 0.03605688, 0.084809594, 0.27734867, 0.09083713, 0.0021827433, 0.011472895, 0.0285952, 0.04061539, 0.014958524) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.11081102, 0.1262357, 0.0883178, 0.05338563, 0.039791893, -0.028253624, 0.06979173, -0.034374, 0.06604825, 0.037233897, -0.113161504, 0.02110824, -0.03256347, -0.05756423, 0.018958317, 0.009837905) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.094302624, -0.15811965, 0.13823923, -0.043934386, 0.10540004, 0.025446186, -0.07073553, 0.015804466, 0.13921773, -0.052843004, 0.00070349436, -0.15330306, 0.043978997, -0.061303258, 0.08241675, 0.074169464) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.103738725, 0.0037784083, -0.014538332, 0.12720357, -0.0835249, 0.026397388, 0.05777221, -0.03784048, 0.013324697, -0.0014938791, 0.07658271, -0.033641484, -0.039785553, -0.09573131, -0.038615316, 0.049792614) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.1103502, -0.09769328, 0.03503169, 0.05591943, -0.058195204, -0.06383137, -0.035296243, 0.0028852345, 0.09450965, -0.115074165, 0.08370758, -0.051932484, -0.064755656, 0.09860497, -0.015256305, 0.051498815) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.017678332, 0.002788513, -0.19815445, 0.12734558, -2.1875396e-05, -0.09617925, 0.0627105, 0.106779605, -0.15095232, -0.07296885, 0.15172078, -0.12639609, -0.0417069, -0.0066351127, 0.06363391, -0.07926058) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.14109018, 0.06520356, -0.044605926, -0.12212118, -0.10193367, 0.030556377, -0.041428067, -0.09214786, -0.063883655, -0.07646711, -0.09332448, 0.11702989, 0.012095858, -0.020069346, 0.040555548, 0.03854868) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.14183311, 0.38662767, 0.03232177, -0.10469553, 0.08080497, -0.09424702, 0.026318422, 0.0925554, 0.08997502, 0.23716, 0.037886195, -0.06638462, -0.07835291, -0.049390152, 0.077039376, -0.11908193) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.23751546, -0.030282162, -0.032215826, -0.022601271, 0.00067754975, -0.147944, 0.002853154, 0.059047375, -0.06500956, -0.2152355, 0.1322256, 0.01944014, -0.004191754, 0.056866143, 0.067974426, -0.08788965) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.09680417, -0.15699488, -0.0804568, 0.01676076, 0.12815712, 0.0060468586, 0.049350873, 0.08163435, 0.038888983, -0.008901227, -0.123915054, 0.012339561, -0.026553493, -0.028946735, 0.026989497, 0.029385863) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.092980385, -0.22866802, 0.06262821, 0.027921021, -0.052286856, 0.167208, -0.060164146, 0.056512684, -0.14015652, 0.17728393, -0.07130808, -0.049013022, -0.048909657, -0.023932755, -0.005187945, 0.012203627) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.09304993, 0.036358207, -0.21841237, 0.15128046, 0.05341881, 0.09585094, -0.0372072, -0.098158486, 0.03140383, 0.101818055, 0.06459007, 0.021177817, -0.054379553, -0.05257865, 0.077069044, -0.013115112) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.010404021, 0.009535312, -0.04963715, 0.0870632, 0.010364752, 0.04895861, 0.040784597, -0.089928105, 0.1508261, 0.14539759, 0.116447866, -0.015752519, -0.02470069, 0.09253375, -0.029373355, 0.055590585) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.086076275, 0.2070169, 0.23413727, -0.107444994, -0.06625385, -0.22194216, 0.08932315, -0.052813984, -0.0895947, 0.017738316, -0.3001079, 0.060833976, -0.05761688, -0.018665513, 0.026231037, 0.09577587) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.10838354, 0.015648574, -0.05999732, 0.19782047, -0.06211535, -0.09452009, 0.14373237, 0.016475258, -0.0061159204, 0.06676599, 0.24570633, -0.16184205, 0.048715226, -0.079962276, -0.06011166, 0.06898884) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.10622603, 0.22252941, 0.08629886, 0.050439775, -0.10173889, -0.25574923, -0.014060148, 0.11562325, -0.030823074, -0.25186762, 0.07017963, -0.05526597, 0.099536814, -0.060808215, 0.0907226, 0.075261444) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.046750806, -0.116496205, -0.09198495, 0.071708806, 0.086151145, 0.11138192, 0.010033299, 0.09335201, 0.02387457, -0.052623715, 0.07594558, -0.040880907, 0.035226267, -0.026293393, -0.09905361, 0.001259057) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.011797196, 0.02678488, 0.076907255, 0.10748688, -0.06290601, -0.11330915, -0.041077945, 0.039757907, 0.06752818, -0.023631647, -0.07064733, 0.025535006, -0.0010212301, -0.063122585, 0.093276545, 0.006032672) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.04814565, -0.14763819, -0.039122578, 0.10255285, -0.083612375, 0.07596085, -0.103636615, -0.061994333, -0.12590544, -0.011833722, -0.12076286, -0.059393093, 0.12155195, -0.011797921, 0.076602384, -0.035191435) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.030333351, -0.13547255, -0.20730515, 0.16425778, 0.09208712, -0.026635332, -0.111992806, -0.0046456275, 0.13855831, -0.042409718, -0.17140831, -0.030970968, -0.03235377, 0.017782927, -0.029361397, 0.010426985) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.0066626966, 0.109656654, 0.19470657, -0.011908274, -0.110455394, 0.062535204, 0.10443448, -0.1392414, 0.12986167, 0.024817672, 0.020198254, -0.07992811, -0.031549916, -0.0057186084, 0.01317233, 0.004738467) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.1378633, -0.18021114, 0.0015913501, 0.045164675, 0.0022879145, -0.07495011, 0.0564772, 0.041429345, -0.0026017195, -0.11761003, -0.07820443, 0.009395562, 0.11259043, 0.026162148, 0.053386547, -0.073887594) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.051692087, -0.06777703, -0.069324695, 0.08772166, 0.07834732, -0.051389653, -0.05541454, -0.051322185, 0.14807563, 0.12546174, 0.1192804, 0.06565625, -0.03255349, -0.0023618338, -0.040717836, 0.097493984) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.0122825615, 0.08675141, 0.19181256, -0.04801896, -0.1293959, 0.032539595, -0.0391843, -0.088004366, -0.11610231, -0.10168186, 0.16051726, 0.039642762, -0.11886237, 0.03552416, 0.1834753, -0.09690976) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.088247985, 0.039378855, 0.18721344, -0.12303653, -0.036515385, -0.1015987, -0.044977933, -0.0059770155, -0.020577196, 0.21198799, -0.08448784, -0.023867732, -0.09636172, -0.05217362, -0.06230753, -0.0673417) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.04143555, -0.06434925, 0.13268319, 0.054156184, -0.02739478, -0.027775537, -0.05411599, -0.046585277, -0.14359678, -0.17748514, -0.010402611, -0.025419878, -0.042054813, 0.070507586, 0.0738077, 0.047887255) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.056327667, -0.11037932, -0.064486295, -0.00028264362, -0.075406656, 0.081668414, -0.04674526, 0.032522395, -0.08679792, 0.05114967, -0.11920229, -0.023846276, -0.0023330923, -0.16175571, 0.13526265, 0.01531539) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.10641157, -0.09245742, 0.025458138, 0.095404685, -0.07810596, -0.014495466, -0.07749727, -0.062123932, 0.08523248, -0.0163956, -0.07766263, 0.061357774, -0.016478455, -0.029833129, 0.050713364, -0.062058467) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.099287406, -0.124912776, -0.08957284, 0.09206946, 0.077352546, 0.077084154, 0.03893286, 0.10158148, 0.26265356, 0.022997707, -0.08215801, -0.022087097, 0.012221629, -0.09785601, -0.10295539, 0.017879514) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.17196265, -0.086922586, -0.13871957, 0.05014503, 0.06706456, -0.006317162, 0.038531322, 0.03240582, 0.0997608, -0.024703545, 0.123536386, -0.038503263, 0.088646024, 0.010003686, -0.05806905, 0.0008595674) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.060291663, 0.03250313, 0.084959336, -0.028008675, -0.032070663, -0.045678973, 0.044860996, -0.029441904, 0.025124151, -0.0827606, -0.10063414, 0.0155096995, -0.0021959648, 0.019414183, 0.1070217, 0.102565706) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.10950012, 0.03101446, -0.05328724, 0.045060642, -0.103009894, 0.08120981, 0.06001765, 0.08091648, 0.0797928, -0.058167234, 0.08982389, 0.057351112, 0.031306908, 0.18488394, 0.024129895, -0.08560409) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.15607314, 0.07388785, 0.19578715, -0.06600553, -0.05594764, 0.021988956, -0.087141395, -0.0016892091, 0.025397677, 0.047780823, 0.02208489, -0.04413851, -0.11430235, 0.08592562, 0.18334486, -0.042587675) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.14745066, 0.028772281, -0.02817075, 0.08963559, 0.051282894, 0.06282376, 0.10968242, -0.0055496036, 0.021256706, 0.059366446, 0.024493614, 0.017052177, -0.02812918, -0.13843253, 0.17032278, -0.027696501) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.02349685, 0.011519274, 0.057451252, -0.081887096, -0.08915053, -0.012257917, 0.041043036, 0.085946664, 0.051549178, 0.10829412, 0.024059556, -0.11304195, -0.042719804, -0.005471454, 0.058888365, -0.053943407) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.053379644, 0.07578121, -0.029772514, -0.09173171, -0.10382581, -0.068371706, 0.023306547, -0.030216487, -0.0005400173, -0.10391691, -0.012328547, -0.031530857, -0.07101214, -0.00029106307, 0.10904704, -0.120295666) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.058713917, -0.004970348, -0.06432422, -0.077368826, 0.14073387, -0.0039929794, 0.04085048, 0.055726055, 0.0008835653, 0.016337208, 0.007874073, -0.0642132, -0.05621142, -0.06375811, 0.08993783, 0.08116989) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.054882057, 0.031255335, -0.00937629, 0.04280457, 0.011692529, -0.087107934, -0.08304411, 0.037464365, -0.01866047, -0.11370457, 0.000509223, 0.12838516, 0.008228103, 0.0592986, -0.04930101, 0.07554807) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.07453059, 0.074558996, -0.030733055, 0.048796564, 0.13063982, 0.020466965, -0.051619727, 0.013452335, -0.07785985, -0.08671338, -0.04616167, -0.03982221, 0.01836264, -0.13134514, -0.03475978, 0.11600512) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.019685458, 0.048200358, -0.07445514, 0.06081855, -0.025291704, 0.024983307, 0.0230919, -0.0026427817, 0.049629137, 0.1429679, -0.03886688, 0.047204, 0.027163848, 0.02905813, 0.028815137, -0.045238324) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.03951712, 0.0068928422, -0.07227556, 0.0059631225, -0.022553004, 0.069014795, -0.11028471, 0.08055054, -0.02998101, -0.003918238, 0.011796322, -0.024194065, -0.0013615427, -0.046854213, -0.03235497, 0.04464656) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06703059, 0.07750729, 0.020141052, -0.045001823, 0.17837884, 0.09285474, -0.07115092, -0.0037057674, -0.03347676, 0.08215089, -0.011957318, -0.10807144, 0.074018575, 0.07984759, 0.13037604, -0.0158725) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.08884892, 0.051664125, -0.022051435, 0.08409583, 0.061172128, 0.04704994, 0.007846713, 0.0001397612, -0.048993945, -0.10017504, 0.05740147, -0.117473274, 0.05528591, -0.012109296, 0.007026303, 0.09979741) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(-0.008739096, 0.0024725376, -0.013386704, -0.0038562224); + result3 += M4(-0.02062692, -0.03589331, 0.0028796776, -0.069743276, 0.033811543, -0.08065521, 0.030370817, -0.004952767, 0.053443562, 0.06489981, -0.0051904693, -0.050831363, -0.028475404, -0.044025134, -0.0545412, 0.091572) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.038847417, -0.00019370005, -0.046182822, -0.018554606, 0.008466101, 0.11027352, 0.01795353, 0.0456056, 0.05718633, 0.052195217, -0.04551628, 0.04120118, -0.07459906, -0.027351934, -0.061828014, 0.11052518) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.026409712, 0.061660036, 0.035437696, 0.047108136, 0.073040776, 0.06008144, 0.05877714, 0.047598716, -0.13613467, -0.019922893, -0.09907848, -0.038960297, 0.0006076094, -0.072264545, -0.026271313, 0.014303528) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.007017821, -0.013858539, 0.012449699, -0.055304132, -0.07090374, -0.07232492, -0.0020707375, -0.05174788, 0.06338638, 0.04848387, 0.036033824, -0.052349728, 0.013889362, -0.024454642, -0.13963056, -0.0022994315) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.09314635, -0.024667358, 0.0018668043, 0.07536699, 0.012293452, -0.08654072, -0.11924947, 0.0012387385, 0.033256236, 0.097588725, -0.06073695, -0.11380267, 0.034593645, 0.089581415, -0.10510037, 0.060799055) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.048076943, 0.052267402, 0.005941806, 0.10331367, 0.08091858, 0.038795196, 0.03521213, -0.031976648, 0.09185437, -0.04341276, -0.11470637, 0.042372458, 0.059803728, 0.03201012, -0.01870716, 0.22220588) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.02446678, -0.0060666297, -0.03589361, -0.07210075, 0.07876505, 0.10096277, 0.047240816, -0.09115429, 0.084307685, 0.015237141, -0.083110236, 0.091213495, -0.03499064, -0.08024439, 0.09289713, -0.07342703) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.07584645, -0.084391825, 0.01428156, 0.0060329577, 0.020144092, -0.060260557, 0.09451176, -0.030528335, 0.07302806, 0.0017953567, -0.11469489, -0.09958275, 0.006799894, -0.048849482, 0.018283052, 0.15517007) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.058037087, 0.066085674, 0.0705559, 0.018127559, 0.03867997, 0.031457353, 0.037886027, 0.021916611, -0.007977898, -0.07664734, -0.09453283, 0.11318036, 0.105501674, -0.12112749, -0.08219448, 0.054677982) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.041034378, -0.041815408, 0.09489859, 0.06674082, 0.049385346, 0.21888953, -0.14941293, -0.0038804763, 0.06220507, 0.062240005, 0.05121943, -0.05301123, 0.046798784, -0.046111967, 0.01430893, -0.020387797) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0038788144, -0.036725767, 0.003139178, 0.05602481, 0.056318723, 0.08289549, -0.0854152, -0.11357963, 0.020233603, 0.0064371126, 0.046657544, 0.020825107, -0.071938396, -0.0008062755, 0.08768186, 0.0547443) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.016346667, -0.018419815, 0.11903944, 0.0130470265, -0.022120148, -0.18327558, -0.15603013, 0.19233876, -0.084630616, 0.06390716, 0.034831863, -0.020620612, -0.051983368, 0.10305497, 0.029119717, 0.07368669) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.054073352, 0.02005612, 0.022254765, 0.04629833, -0.18141413, 0.059634224, 0.121464774, -0.048147153, -0.032796834, 0.071714565, -0.059220087, 0.08204278, -0.026282463, -0.010254625, -0.03513211, 0.029855294) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.012374995, -0.019117171, 0.016755218, -0.057168294, 0.019336373, -0.066110514, -0.010861781, 0.034228403, -0.09120941, -0.016504308, 0.017034842, -0.014101798, 0.04979094, 0.072201446, 0.0037487724, -0.041247874) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.047927126, -0.051194753, -0.093115255, 0.10915638, 0.07652742, 0.0025059152, -0.12051796, -0.15649271, -0.03145958, -0.077770844, -0.04824344, -0.0857384, 0.10947641, 0.05500241, -0.089903854, 0.10304492) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.03190901, 0.03724357, -0.033865973, -0.10734711, -0.03355379, 0.106683634, -0.2807774, -0.077254824, 0.065008245, 0.07500423, 0.028054865, -0.029399227, 0.0069158925, -0.008155889, -0.03501118, 0.09056681) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.03814196, 0.1065662, -0.013648463, 0.022123115, -0.042360973, -0.06979302, 0.082516864, -0.14994514, -0.06779166, -0.111427516, -0.00067856174, 0.06629989, -0.042459477, 0.030113291, -0.07691119, 0.11010445) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0114723705, 0.07096572, 0.0062755635, -0.031745937, -0.002699689, -0.12688847, 0.1809189, 0.15625155, 0.06075428, 0.023915881, 0.02061089, -0.016905122, 0.006278512, -0.071307614, -0.061725702, -0.08480147) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.009919508, 0.11451995, -0.08494489, -0.035625283, 0.058674775, -0.05727558, -0.024545785, 0.041243605, -0.034622233, 3.5089615e-05, 0.08039478, 0.059291966, 0.104676485, 0.05720982, 0.022645121, -0.041767545) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.12135024, 0.016394418, 0.038013455, 0.026045, -0.12452478, 0.050260797, -0.10856389, 0.02422773, 0.025715336, 0.035684425, 0.08252323, -0.085289225, 0.047380578, -0.08234647, 0.08665152, -0.1079992) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0010841824, -0.10208558, 0.29677302, 0.10929812, 0.0230144, -0.007877244, 0.24788962, 0.097032234, -0.0046739383, -0.07385176, 0.10679617, -0.065574765, 0.08372264, 0.063937485, -0.095426604, 0.06362687) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.07521925, -0.17367484, 0.039546415, 0.028440766, -0.0082052415, -0.014537429, 0.014563671, 0.01945197, -0.09690277, 0.045522813, 0.056900024, 0.026404375, -0.036026623, -0.1329119, 0.05747525, -0.13106225) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.056108467, -0.17783542, 0.008227196, 0.117556885, 0.04679432, 0.06414989, -0.049644276, 0.14015612, -0.07655604, 0.008850784, -0.0034782041, 0.049449105, 0.032917146, 0.023485295, 0.098917656, 0.08202724) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.011776326, -0.105710804, -0.053868417, 0.13057785, -0.010019522, -0.019071806, -0.025313433, 0.081011906, -0.06430649, 0.017011, 0.044144664, -0.04191512, 0.08000606, 0.098243296, -0.04048807, -0.10124048) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.022214983, 0.12275404, -0.13685216, -0.08421181, -0.08596396, -0.017657805, 0.022431923, -0.062369257, -0.07030598, 0.0834117, 0.06582719, -0.05947086, 0.010300341, 0.011285829, 0.06909638, 0.04245823) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.13517413, -0.046451718, 0.11798839, -0.24519947, 0.064453945, 0.0027563334, 0.02404945, 0.08733412, -0.009083223, 0.09970423, 0.06715458, -0.11275724, -0.032399006, -0.023945097, -0.03491381, -0.05898863) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0406631, -0.11270033, -0.112850614, -0.058001336, 0.0811323, -0.03761845, -0.123766005, 0.17811662, 0.097185485, -0.060470406, -0.038588494, -0.09605941, -0.05017928, 0.021955745, 0.11208835, 0.024559872) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.062216617, 0.09190972, 0.13849126, 0.08823891, -0.060651336, 0.05291516, -0.09917136, -0.067206904, -0.05167161, -0.15320511, 0.2802821, -0.16703875, 0.07459464, -0.007542502, -0.02299279, -0.0032147577) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.08419234, -0.07052551, 0.047488637, -0.021911751, -0.052676965, -0.07278701, -0.076326534, 0.066354364, 0.03756598, 0.053092025, 0.0105784815, 0.12642348, 0.025469404, -0.031365376, 0.032926377, 0.036704753) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0913853, 0.004375619, -0.25794813, -0.06068813, -0.0674426, 0.00925344, -0.00940849, 0.018850368, -0.026824526, 0.018789507, -0.2557219, 0.034118846, -0.018850822, -0.025094843, -0.10453769, 0.07245054) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.06765251, 0.21352802, -0.07625153, -0.14959805, 0.07145515, 0.031864606, 0.0606766, -0.09748989, -0.046238832, 0.12832503, -0.1809379, 0.043261655, -0.014412996, 0.051034912, 0.05743692, -0.021123284) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.084664926, -0.05002035, 0.18079998, -0.20991684, -0.068973646, -0.07660487, -0.03946168, -0.046841584, -0.015867239, 0.21066868, 0.18110833, 0.023591818, -0.061697416, -0.010629157, -0.06763717, -0.06989697) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.011082986, -0.06879907, 0.05025601, -0.03732403, 0.08805433, -0.105916545, 0.010529041, 0.017343929, 0.11626527, -0.138469, 0.07003376, 0.08133048, 0.06523511, 0.01340182, -0.107054755, -0.030937837) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.08301624, 0.06764356, -0.15533142, 0.108561754, -0.0013060652, 0.0029942573, 0.08340954, -0.0023890946, -0.020592052, -0.07031761, 0.15222587, 0.24437942, 0.036061365, 0.0625158, -0.027190227, -0.1041387) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.07150087, -0.024251282, -0.054499794, 0.023164751, 0.06553551, -0.05408574, -0.015681526, 0.08384272, 0.089726366, -0.026482543, -0.17182116, -0.017883727, -0.06897108, 0.087402605, 0.06956909, -0.10078878) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.018148225, 0.092971005, 0.009024481, 0.09162606, -0.032571964, 0.09567617, -0.08744239, 0.018271087, -0.118221276, 0.029770486, -0.006650845, -0.20848168, 0.08193237, 0.09497523, 0.05105319, -0.09604128) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.09124374, 0.25853476, -0.07031844, 0.07586055, -0.07700176, -0.16201127, -0.05409477, -0.13302127, -0.14193936, 0.055884376, -0.112316564, 0.056504022, 0.022490988, 0.10060102, 0.06817951, 0.081705935) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.06932173, -0.10824074, 0.10261683, -0.243315, -0.048243787, -0.022441497, -0.11941564, 0.19083874, -0.021790078, 0.07713366, 0.16684185, 0.0024917535, 0.05079612, 0.040317155, -0.056442868, -0.049301427) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.053760454, 0.048680507, -0.07647234, -0.005880319, -0.106671765, 0.032268293, 0.03495255, -0.10108321, -0.016086847, 0.057551075, -0.11068367, -0.12410455, -0.06310013, 0.034427103, -0.09865551, 0.060031865) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.030184641, 0.044263717, 0.026486274, 0.029051105, 0.10105845, -0.01917414, -0.07979078, 0.03566522, 0.04451616, -0.03664749, -0.16646357, 0.17319411, 0.08668961, -0.016331151, -0.0831119, -0.05810109) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.03319616, -0.1314319, -0.047813367, -0.3254158, -0.021206573, 0.064671926, -0.14467469, 0.120198056, 0.05565646, 0.07730321, -0.075706385, 0.121929266, 0.061571088, -0.10813465, 0.10920725, -0.062053055) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08194819, -0.025094498, 0.00084391324, -0.07358036, 0.07987154, 0.107751004, 0.046746127, -0.0041098306, 0.053015437, 0.059921183, 0.102433026, -0.11418319, -0.054130796, 0.03213735, -0.01103557, 0.0008137982) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0709131, 0.21532243, -0.3065609, -0.29578403, 0.026185082, -0.13124461, 0.106761, 0.12498956, 0.103761345, -0.06941454, 0.14669165, 0.037530877, 0.04126064, -0.098183185, 0.031681262, 0.00050419016) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.02984239, 0.002169638, 0.2150906, 0.0930299, -0.13601446, -0.19029935, -0.10881603, 0.07521462, -0.03579529, -0.20971252, -0.05422156, -0.06399177, -0.057406805, 0.025937129, 0.007063215, 0.004495781) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.21802947, 0.17064671, -0.025651556, 0.048356663, -0.020584438, -0.072063535, 0.111774445, -0.103197716, 0.049822554, -0.2311166, 0.018840622, 0.035459425, -0.09021065, -0.037711192, 0.08613032, 0.09709833) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.061375868, -0.28251222, 0.28168634, 0.1261976, 0.075008206, 0.017904663, -0.10111551, -0.017830912, 0.09154306, -0.08890274, 0.2183735, 0.119486146, -0.15937752, 0.012519974, -0.039262585, -0.014091751) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.026870584, 0.10842348, -0.033392176, -0.034641836, 0.018534614, 0.08233241, 0.15875302, 0.13806777, 0.03611864, -0.015973456, 0.0018738003, -0.07711809, -0.03675473, -0.023137819, 0.17971645, -0.052573368) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07784997, 0.034156796, 0.0682935, 0.015385402, -0.0020325761, -0.061995365, 0.21352762, -0.09696922, -0.031299636, 0.049004808, -0.09511252, 0.05818166, 0.060144868, -0.067555346, -0.084613584, -0.030356808) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.10697274, 0.04135883, 0.06356846, -0.0012173111, 0.054814555, -0.04297507, 0.08925606, 0.121296905, 0.032722756, 0.17719279, 0.031075353, -0.098486006, -0.09451131, -0.10411323, -0.15557566, 0.10227097) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.100968495, 0.034661952, -0.15347058, 0.12342025, 0.05407795, -0.006617031, -0.09784, 0.120764606, -0.015629148, 0.01692176, -0.060861226, -0.017623119, 0.020352643, 0.07390312, -0.09498996, 0.057667725) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0722709, -0.050860744, 0.01659783, 0.12515315, 0.017836735, 0.14077993, -0.026080417, 0.01389766, 0.102894686, -0.04086808, -0.0062156897, -0.044581395, -0.070659906, 0.012588228, 0.05131144, -0.0007445404) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.122463, 0.06877441, -0.02017321, 0.20335683, -0.011976725, -0.03293542, 0.03338623, -0.20594932, -0.08679188, 0.17481491, 0.029466929, 0.013734239, -0.04986357, -0.050554033, 0.056045175, 0.12713586) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.11805552, -0.023008635, 7.786845e-05, 0.11505415, -0.00396033, -0.17186245, 0.08201819, -0.102577865, 0.06426364, 0.05959403, 0.1990583, 0.24114202, 0.03803075, 0.016642218, -0.15188976, 0.063137256) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.14546962, 0.13674897, -0.0045918855, 0.021882385, -0.022261262, -0.0007475266, -0.056414075, -0.061224665, -0.077979006, 0.08445077, -0.026561119, 0.007820436, 0.082114495, -0.118912235, 0.031953294, -0.03992326) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.019386735, -0.17337476, 0.02134629, -0.124466084, -0.027359424, 0.098940015, -0.027971216, 0.08870269, 0.03330463, -0.12873779, 0.21228576, -0.04236145, -0.0073977644, -0.15958712, -0.14579181, 0.016519135) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.108364835, 0.0059319767, -0.14811035, 0.122147076, 0.03821987, -0.064194314, -0.07996085, 0.034793828, 0.08516147, -0.007451261, -0.100671895, 0.04760564, 0.081475906, 0.21736813, 0.040038973, 0.0027632746) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.008636645, 0.11420495, -0.07131817, 0.058794413, 0.0066960403, -0.06186281, -0.19157754, -0.0045249686, -0.068941146, -0.048485916, -0.22864339, 0.004234862, -0.10044161, 0.06982252, 0.066084445, -0.07488658) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.04122022, -0.045141667, 0.026221441, -0.06881463, 0.029712472, -0.0012385998, 0.088373445, -0.029192869, 0.025044983, 0.08090737, -0.11804117, -0.082290955, 0.0082024755, -0.15285233, 0.13813776, 0.03762288) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.08399818, 0.13795726, 0.08334879, 0.13294251, -0.0049978863, -0.103501104, 0.15111904, 0.027733585, -0.100130044, 0.06191623, 0.17986718, 0.085312426, -0.10281626, 0.16926843, -0.074646816, 0.017338486) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.025101455, -0.10786817, 0.07692354, 0.08270257, -0.0800792, -0.006031019, 0.019332115, 0.033377595, -0.013993752, -0.031448066, 0.11971098, -0.052091584, -0.051115934, -0.12573086, -0.026853941, -0.2288293) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.13914749, 0.16805889, -0.037791934, 0.11195738, -0.03208784, 0.07499982, 0.07511999, -0.023743907, 0.0017767261, -0.0962638, 0.12600206, 0.088221796, 0.09217995, 0.07122336, -0.018035347, 0.05451957) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.12671623, 0.030587925, -0.031445734, 0.05829094, -7.6908604e-05, 0.07141251, 0.1314697, -0.0738902, 0.10996934, 0.103560865, -0.018168095, 0.0043466035, -0.042362344, -0.032806933, -0.076367415, -0.004654037) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.030229189, -0.03763347, -0.11006612, 0.09868401, -0.0774022, 0.04054941, -0.0037790525, -0.09226201, -0.11257748, 0.018700078, 0.09871959, -0.1654493, 0.0036686002, 0.007930674, -0.07340056, -0.051149823) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.04249613, 0.041928362, -0.0335921, -0.07461962, 0.037157945, -0.05327246, -0.04423667, -0.062199872, 0.0018308066, 0.10472039, -0.16578273, -0.053464502, -0.06614017, 0.063727364, -0.008479616, 0.07285321) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.07694822, -0.008183712, -0.018504713, 0.04936265, 0.09123717, -0.008707733, 0.026015468, 0.059304677, 0.15971673, -0.009581171, 0.014538181, 0.056216378, 0.09761213, 0.11133713, -0.11558271, -0.0080547705) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07457893, -0.06961043, -0.03569081, 0.08566511, 0.03262842, 0.07243581, -0.042916663, 0.028997688, 0.0029612035, 0.060844112, -0.108577445, 0.15344356, -0.13788429, 0.10683097, -0.028032232, -0.032554567) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.07247737, 0.057991054, 0.1218796, 0.092810996, 0.028121822, -0.0133580305, 0.041856408, -0.009942668, -0.121762924, -0.0166773, 0.08369562, -0.089569025, -0.12309637, -0.12328348, 0.050148077, 0.0005803798) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.01818056, 0.06468686, 0.048668604, -0.073914506, -0.044378582, 0.05316955, 0.048525907, 0.041465845, -0.03802939, 0.0012629672, 0.11157956, 0.04728687, -0.10458539, 0.09126685, 0.03000295, -0.014608383) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.052273344, 0.005653936, 0.02937832, 0.0137906335, 0.006477444, -0.10760524, 0.069172226, 0.17528568, -0.034741342, -0.07492991, 0.041394517, 0.011703913, -0.01293028, -0.025509331, 0.09298305, 0.0071548237) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.07902113, -0.108616725, 0.058997322, 0.063264266, 0.11020373, -0.089050815, 0.117041156, 0.05588188, 0.1282322, -0.005790242, -0.047862016, -0.12129489, 0.030355513, 0.12708251, 0.08056946, -0.0064981645) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.03257809, -0.076975845, -0.003909003, -0.07582689, -0.015173618, 0.16029586, -0.035136804, -0.020634444, 0.043394383, -0.009152167, 0.007245613, -0.19843842, 0.090923175, -0.038627923, 0.071801856, 0.0515674) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.049551368, -0.087662384, -0.073277175, 0.09873187, 0.025338676, -0.021965643, 0.043641645, -0.069786035, 0.06376868, -0.03459039, -0.040987365, 0.027192304, -0.15102813, 0.07779334, 0.110606246, -0.009940399) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(0.048475258, -0.0016466539, 0.00079193723, -0.00085421646); + result4 += M4(-0.07107167, 0.009886906, -0.061021622, -0.11019054, -0.034301095, 0.09771787, -0.051864993, 0.09684327, -0.08797835, 0.03040107, 0.092474334, 0.055616572, 0.16722639, -0.1127143, -0.0521261, -0.032228544) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.003916877, 0.03955855, 0.02740431, 0.0747205, 0.030897507, 0.0008090569, -0.017456397, -0.09746496, -0.02540629, 0.026678773, -0.056202892, 0.096326, -0.04499608, 0.08766099, -0.157929, -0.0136659695) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.05888182, -0.08005892, 0.02972462, -0.061811693, 0.015362483, 0.06387018, -0.03346448, -0.05173854, -0.003174016, -0.17640525, 0.0580828, 0.03887592, 0.091787554, -0.13279878, -0.229628, -0.029493328) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.052578602, -0.048647314, 0.011727147, 0.0728119, 0.066691816, 0.023814555, -0.1126139, 0.03546712, -0.002087306, 0.017589265, -0.058256943, -0.047809675, -0.07192625, 0.06246048, -0.11960075, -0.018469479) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.014639136, 0.028646419, 0.046338856, 0.060429603, -0.10019169, 0.080828354, 0.09331199, 0.14373761, 0.0037974808, -0.011071799, -0.043200232, -0.07697648, 0.0040110005, -0.02748587, -0.005841718, 0.014361532) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.08907297, 0.072387315, 0.0029937676, -0.09195208, 0.07152659, -0.09494845, -0.054923747, 0.018583521, -0.030953446, -0.12522377, 0.026961498, -0.087497994, 0.07090582, -0.046127476, -0.053495232, 0.074679635) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.019997457, 0.06544093, -0.100700974, 0.114821866, -0.0025632358, -0.05271472, 0.040871523, 0.09046423, -0.005349519, 0.031155914, 0.110909775, 0.08456448, 0.02460135, 0.12392686, -0.09796079, 0.111834705) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.08109648, -0.0791714, 0.054299906, -0.07003891, 0.07221653, -0.051927596, -0.048794396, 0.1044918, -0.058412284, 0.06551401, -0.022327121, 0.03320334, 0.0012289003, -0.048411686, -0.09511639, 0.13888888) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.09425481, -0.06460806, 0.022865728, -0.07748199, -0.06553375, 0.11530394, 0.04581206, -0.05435501, -0.022918606, 0.0069057145, 0.032330308, -0.0034222333, 0.066027954, -0.04841268, 0.016022174, 0.12746422) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07920653, -0.08363159, 0.0010728261, 0.012219267, 0.09309983, -0.12286994, 0.07552689, -0.095300145, -0.07656956, -0.057501182, 0.022588748, 0.08657829, -0.04110398, 0.00840442, -0.0301489, 0.07301429) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.06606469, 0.002892196, -0.06095837, 0.07593702, 0.06942875, 0.0075755315, 0.0013442078, -0.00828146, 0.07808627, -0.033583682, -0.04790125, -0.034544893, 0.01924233, -0.012109767, -0.08271749, -0.0770741) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.04393366, -0.048891038, 0.012380383, -0.013186112, 0.091847725, 0.12389503, 0.0014147998, 0.039275076, -0.081549376, -0.004623564, -0.07935479, 0.02697655, 0.013832333, 0.07072621, -0.074392945, 0.023116622) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.075016424, 0.0036415877, -0.053060777, -0.056322463, 0.08892003, -0.040733617, -0.050070472, -0.07478059, -0.053945776, 0.06613757, -0.068126686, -0.0366981, -0.08842961, 0.061394252, -0.107219614, -0.010985793) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.04425772, 0.1415786, -0.10028226, -0.05761347, -0.004844568, -0.0032089874, 0.03403872, 0.08799576, -0.003998129, -0.06563576, 0.080497, 0.02689489, 0.09211451, -0.009449857, -0.021673668, -0.09247571) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.05685288, -0.026809065, -0.043143183, -0.028621139, 0.08062907, -0.1118278, -0.10232857, 0.0051646093, -0.09801772, -0.04775816, -0.008075825, -0.094374605, 0.0006863199, 0.021976998, 0.019612359, 0.08583876) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.05038929, -0.014370407, -0.03754497, -0.05101319, -0.12656486, 0.044807885, 0.153567, -0.03021155, -0.055450015, 0.0024230254, -0.07350356, 0.039584994, -0.020816842, -0.07185247, 0.027207956, -0.022641852) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.005510938, 0.123205535, -0.16553472, -0.10090446, 0.067777455, -0.050744336, 0.012532508, -0.058043756, -0.016505513, 0.026806338, -0.0822389, 0.04897396, -0.043428343, -0.060327265, 0.031839, 0.038261805) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.095266946, -0.069655195, -0.0833478, 0.044375885, -0.0050480026, 0.02494113, -0.0026564854, -0.026991423, -0.090860516, -0.047116943, 0.06952996, -0.0022425181, -0.033474483, -0.066667505, 0.0069856537, -0.06317381) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.059562445, 0.33172792, -0.068092905, 0.03439291, -0.07195195, 0.019469827, -0.10411104, -0.021679623, 0.10722331, -0.05072971, -0.02525003, -0.028281672, 0.00039866174, -0.013313403, -0.06571361, 0.035347108) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.04977538, -0.0017900668, 0.13885789, -0.016805725, -0.051949155, 0.041026216, 0.060506903, -0.06219489, -0.069464386, 0.065778896, 0.10740752, -0.07738396, 0.08975158, 0.15263703, 0.12299245, -0.1265624) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.028145334, 0.30570847, 0.05282162, -0.030067949, -0.011653075, 0.05043263, -0.10923805, 0.07860362, -0.0065150973, 0.091024, -0.01978334, 0.044780657, -0.06802425, 0.01619638, -0.032472163, -0.036589485) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.04383754, -0.11635602, -0.05356793, 0.069980174, 0.053393573, 0.08778265, -0.10002602, 0.040620703, -0.0719102, -0.058726236, 0.06272818, 0.113265656, -0.08282801, 0.0806168, -0.03435795, 0.06393256) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.053959183, -0.09781597, -0.028107336, 0.013168064, -0.05517896, -0.0070146006, 0.024262734, 0.05077324, 0.01742612, 0.03924756, 0.09421593, 0.062603146, -0.012073489, 0.17694129, 0.038263243, 0.023792565) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.04723068, -0.012133287, -0.03745491, -0.037270006, 0.07043867, -0.020096198, 0.022377525, 0.08486179, -0.06479224, -0.028053263, -0.03974197, 0.0110172415, 0.0028299487, -0.0931082, -0.053632356, 0.12266451) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.04069112, 0.05891232, -0.09750251, -0.057000395, -0.101015665, 0.07471539, -0.2604556, 0.12583551, 0.0560215, -0.09036416, -0.02305098, 0.009647609, -0.09342624, 0.034376714, -0.10022436, 0.044726584) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0893111, 0.032148596, -0.08310081, -0.01700428, -0.026341679, -0.07058934, 0.0401634, 0.11052103, -0.08138663, -0.06858296, -0.08201966, 0.05669221, -0.030063495, -0.087017015, -0.020989407, -0.036788102) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.1018986, -0.042433813, -0.07444545, 0.045093488, 0.027629675, -0.09635534, 0.1072441, 0.10577341, -0.08239687, 0.022819147, -0.00876415, 0.0016464603, 0.10720989, 0.05540897, -0.062239096, -0.009283536) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.06591523, -0.07131523, 0.024921052, -0.015680742, -0.09914005, 0.05626993, -0.05292952, -0.036368117, -0.10857693, -0.0059597846, 0.050618604, -0.13376951, 0.009434105, 0.015088126, 0.08179394, 0.015679443) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.076290846, 0.03541919, -0.055864416, -0.016687224, -0.09611953, -0.07071792, 0.053021263, -0.010106112, -0.025130682, 0.028633118, -0.23567815, 0.17808124, 0.07005153, 0.07826673, 0.024890091, 0.023305975) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.064567454, -0.033199146, 0.09650413, -0.17799379, 0.02295999, 0.11236896, 0.046314254, 0.09271234, 0.044735212, -0.10450614, 0.08487375, 0.19327681, -0.07534402, 0.018160982, -0.0037443629, 0.11518748) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.074817896, -0.25444332, 0.08994501, -0.003402821, -0.06868562, 0.010200037, -0.04413558, -0.029965216, 0.028254136, 0.07453517, -0.18587708, 0.13040918, -0.08169941, -0.07463817, -0.016549308, 0.09607141) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.049767446, 0.08906422, 0.03520491, -0.18080193, 0.093580715, -0.08677526, 0.017181639, -0.053806826, 0.05625478, -0.029974375, -0.053062465, -0.0949589, -0.010565272, -0.07894193, 0.033265743, 0.076197974) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.08991163, 0.091494925, -0.123886764, -0.017650919, 0.038362112, -0.10751506, 0.057819013, 0.052269515, -0.048736475, 0.17748421, 0.052762084, 0.032844882, -0.003172618, 0.027197465, -0.042117845, -0.09647693) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.070276394, 0.091965385, 0.18032838, 0.055179443, 0.07143453, 0.06666891, 0.07750902, 0.0971104, 0.06969746, -0.023943286, 0.07685685, -0.054852318, 0.04071043, 0.083464965, 0.036707748, 0.028562546) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05483332, 0.038014922, -0.0797481, 0.104571775, 0.05305026, 0.013832211, 0.07611026, 0.0676712, -0.14325614, -0.14733802, 0.14168787, -0.07403644, 0.039843615, 0.030549305, 0.0108772265, 0.041099068) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.18807925, -0.18166865, -0.073961146, 0.09488423, 0.017565051, -0.11731689, 0.06118783, 0.004431156, -0.04516029, 0.15848775, 0.015962576, 0.09288796, -0.07108715, -0.02125822, 0.020775877, -0.064516835) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.012176497, -0.1848709, 0.33734348, -0.05894486, 0.012782097, 0.07570575, -0.1313699, 0.07827184, -0.07354171, -0.00092987146, 0.0107863145, -0.011807078, -0.030788118, -0.02953122, 0.00971608, 0.044922534) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.09694433, -0.032827593, 0.15188283, -0.17432085, 0.11572419, -0.0063958676, -0.08504576, 0.038501017, 0.06560127, -0.04954205, 0.15751575, -0.04984897, 0.02309161, 0.07924355, 0.02460358, 0.033725135) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.04326798, -0.14398536, 0.060109764, -0.009088822, -0.083218165, 0.07964472, 0.07563434, 0.17255236, 0.11756493, -0.17077628, -0.007821553, 0.00094260735, 0.08448119, -0.11472465, -0.013286992, 0.05210723) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.13507149, 0.05056716, 0.14240554, 0.0124415755, 0.026616398, -0.00023256459, -0.090696454, -0.019716704, 0.05823546, -0.061785523, 0.03757798, 0.058364972, -0.036875404, 0.06911994, 0.07660618, 0.0748468) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0020429557, 0.12220026, -0.08686554, 0.019307192, -0.015522322, -0.10677009, 0.12831856, 0.0640619, 0.11178919, -0.014166529, -0.0016424197, 0.003893712, 0.094736986, -0.031916592, 0.04108218, -0.08029681) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.033818807, -0.057580315, -0.17926937, -0.019071288, 0.095854074, -0.03173402, 0.14486367, -0.11090472, -0.09688005, -0.1020589, -0.012277055, -0.01987762, 0.06854693, -0.101630844, 0.023158424, -0.024749078) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.04278791, -0.39753047, -0.050630122, -0.15013146, 0.030995678, 0.10476827, 0.1192825, 0.095728196, 0.01241079, 0.09018692, 0.117576614, 0.06446324, -0.028965274, 0.02938581, -0.0800518, -0.070997775) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.071223065, 0.045461647, -0.09929226, -0.104495004, 0.04476408, 0.04722664, 0.3189616, -0.060818408, 0.106646135, -0.11574792, 0.19994585, 0.07147646, 0.03201663, 0.04001358, -0.082039565, -0.062932745) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.06889859, -0.3564969, -0.28342602, 0.012938501, 0.08771154, 0.25822315, 0.041526116, -0.09530609, 0.05814752, 0.20632811, -0.0013347827, 0.09847382, 0.02871313, -0.015895266, -0.107586086, -0.10094418) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.01990683, 0.15605038, -0.23181713, -0.015028779, -0.08116957, 0.041289378, -0.10415446, 0.0912794, 0.090948105, 0.25195464, -0.04139658, -0.076655924, -0.105826296, -0.00845422, 0.037362546, -0.07934489) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.037937388, -0.0637305, -0.058527086, -0.106701404, 0.009227687, 0.07402236, 0.14353609, 0.038850978, -0.14577241, -0.20072232, -0.02152236, 0.09742811, 0.058013044, 0.0155805405, 0.01312362, 0.01759056) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.004988307, -0.08699653, 0.008860123, 0.042042453, 0.06332248, -0.004671539, 0.0185625, 0.016896315, -0.09381278, 0.06720311, -0.14042412, 0.01487101, 0.040130008, -0.16804193, 0.060712453, 0.09343712) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.03561345, 0.16724397, -0.12962472, 0.009159126, 0.033909254, 0.007743173, 0.1295449, 0.018664222, -0.08172696, -0.041466434, -0.11758127, 0.00088513613, 0.085355654, -0.019932844, -0.05447414, -0.08687549) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07103445, 0.0452273, 0.057658583, -0.057639357, -0.053583283, -0.036553428, 0.019884568, 0.13787714, 0.004777098, -0.019850634, -0.0561567, -0.045421574, 0.041153472, -0.027913861, -0.066323474, -0.03413847) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.021707796, 0.0038350872, 0.020430477, -0.05453779, -0.030844236, -0.027564893, 0.026277285, -0.090540655, 1.025651e-05, 0.0831811, -0.09519294, 0.06232579, -0.073697284, -0.02375083, -0.068221204, -0.045323938) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.11126249, -0.030950433, -0.12846975, 0.019384673, -0.029222744, 0.04292489, -0.005472069, -0.013624525, 0.03900492, -0.20187259, 0.061479345, 0.018400386, 0.039325856, 0.09856128, 0.02980483, -0.055565502) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.008030769, -0.03104475, 0.12869589, 0.084577695, 0.024880506, 0.0015863865, 0.12685429, -0.08704813, -0.12965715, 0.050971035, -0.017468322, -0.008786162, 0.040520977, -0.02004884, 0.18062603, -0.055512) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.23323788, 0.06334802, 0.05225023, 0.00043607646, -0.03571876, 0.018188532, 0.066918, -0.010153479, -0.019752601, -0.23112004, -0.07860096, -0.035277765, 0.026505912, 0.06179351, 0.077628106, 0.057613395) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.009436241, -0.050790813, -0.086943954, -0.079254635, -0.022531273, -0.035436243, 0.0983481, -0.06356742, 0.026240654, 0.0805506, -0.1499398, 0.0748268, 0.07842964, 0.07381265, -0.09532043, -0.036446363) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.11400664, 0.021654895, 0.0061850306, -0.09961288, -0.08737236, 0.077904865, 0.08036145, -0.11633716, 0.0863448, 0.019641003, -0.14571203, 0.054178245, -0.06444375, -0.069144905, 0.09473548, -0.0061333785) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.026497746, 0.019416533, -0.121185556, 0.12583995, -0.117015906, 0.0743505, 0.054157857, -0.026286624, -0.03113982, 0.07616736, 0.012576774, -0.08693734, 0.10418915, 0.028850554, -0.16393994, -0.10983428) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.043596298, 0.13709915, -0.11882029, -0.06429899, -0.068146706, -0.0962499, -0.039666053, 0.050236776, -0.04703746, -0.059996374, -0.07363852, 0.039451927, 0.033618648, 0.23584199, -0.158181, 0.026572796) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.010889843, -0.08782069, 0.017778782, -0.060033727, -0.01276126, 0.1032493, -0.15713793, -0.04965889, -0.034666874, -0.022112066, 0.1344209, -0.1087487, -0.010047588, -0.1161863, -0.0028834247, 0.053243298) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.10104686, 0.108973145, -0.066654116, 0.08176969, -0.10179938, 0.060931846, 0.027188169, 0.08249329, 0.04682417, 0.12893721, -0.039238207, -0.08673354, 0.096696444, 0.18988575, 0.09436111, -0.16665058) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.102844924, -0.121063076, -0.15120025, 0.109667115, 0.06777, -0.11630844, 0.061267655, -0.010897848, -0.047274522, 0.07608138, -0.0073114485, 0.035060875, 0.022505092, -0.11353897, -0.0994852, -0.017566938) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06230334, -0.051167365, 0.10845475, 0.06589715, -0.06691571, 0.009406191, -0.14147575, -0.04683061, 0.049787533, -0.049566865, 0.017011613, 0.095692754, 0.11373638, 0.011897234, 0.21297935, -0.06009686) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.1239739, 0.0021995236, 0.017582195, -0.069414996, 0.07280288, -0.16227229, 0.044274483, 0.005935938, 0.0054356866, -0.05059835, 0.020577883, 0.06938757, 0.18385416, 0.06177331, -0.0042567877, -0.17950304) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.09434619, 0.06560225, -0.04573101, 0.07085812, 0.030111752, 0.107882775, -0.0033291937, 0.059003323, 0.01246872, 0.012420151, 0.0014607864, -0.047120944, 0.025445282, -0.009040443, 0.059385948, -0.06825505) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.08541858, -0.0174127, -0.04654507, 0.070258774, 0.0889998, 0.10864832, 0.04691948, -0.0027463394, 0.07281909, 0.06914409, 0.068514556, 0.022353638, -0.14776325, -0.02298394, -0.012090953, 0.018218253) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.05204478, 0.09184707, 0.07330293, 0.092975646, 0.01661342, 0.070435844, -0.0971031, 0.12135898, 0.07111196, -0.121019915, -0.012531093, 0.06530126, -0.017568344, 0.03134535, 0.10205825, -0.099354796) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.08191207, -0.024354478, 0.06817851, -0.014563292, -0.01565188, 0.023515431, -0.08222648, 0.047537677, -0.07971235, 0.16833308, 0.12393237, -0.028001945, 0.0520506, -0.0012640959, 0.0162566, 0.055017017) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.09336124, -0.09281495, 0.1101393, 0.006538246, -0.034197673, 0.028642962, -0.08813212, 0.03629264, 0.06582348, -0.004847371, -0.07030353, 0.026741609, 0.008455193, 0.12576023, -0.06088293, 0.036267947) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.01447002, 0.0016440776, -0.017955488, 0.029259834, -0.025812186, -0.07462318, -0.056285467, 0.100892186, 0.0344237, -0.11248404, -0.007935469, 0.07946504, -0.014773585, 0.011958028, 0.016499666, -0.07582556) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.044969257, -0.040438708, -0.085450225, -0.06899979, -0.03020031, 0.03161272, -0.031150188, -0.040331975, 0.11117189, -0.11816059, -0.070126675, -0.020423241, -0.030005997, -0.024055695, -0.068071306, 0.026006375) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05357187, -0.0027176172, 0.049922068, 0.070143506, 0.0024742284, -0.001609003, -0.016137697, -0.09247473, -0.043662626, -0.047819484, -0.045613714, 0.081337824, -0.09299693, -0.0010868433, -0.05359032, 0.056290947) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.029666858, 0.10530187, -0.054595873, -0.07281814, -0.09350027, 0.038444787, 0.061979685, -0.058553815, 0.049948607, 0.012294495, -0.05192567, 0.025429344, -0.12098077, 0.08080997, 0.0094671985, -0.12551332) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.004292939, -0.007199753, -0.020891383, -0.014245914); + result5 += M4(0.055644114, 0.09100377, -0.09884798, -0.051091373, -0.085678, -0.033505734, 0.08471433, 0.18646845, -0.07639864, 0.00441054, 0.024321288, -0.09081836, -0.08614323, 0.033649556, 0.11116135, -0.04754286) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.008508442, -0.06055039, 0.0892533, -0.0026407773, -0.066962324, 0.20870215, 0.016249817, 0.014573222, -0.014040939, -0.027278153, -0.10285528, -0.054542765, -0.013049143, -0.06981654, -0.076475196, -0.09750048) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.03795553, 0.0143357925, -0.016079782, -0.006489082, -0.03972342, 0.28403255, 0.035600446, 0.06803707, -0.07935166, 0.004586236, 0.08002264, -0.18448937, 0.041353814, 0.015822008, -0.05091458, -0.040045615) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.022752449, -0.0015922387, -0.02417062, 0.044221714, -0.023399815, -0.027109493, 0.057470188, 0.16871566, 0.02850123, 0.019003008, 0.035710644, 0.059970394, -0.05851297, 0.0014255987, 0.01846305, -0.05837014) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.015941922, -0.00018951598, 0.054370604, 0.08404262, 0.019477477, 0.08344221, 0.018560952, 0.017283296, -0.07392705, -0.05338679, -0.11020158, 0.116446935, 0.0069110105, 0.08907191, -0.020846397, 0.034059506) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0113523025, 0.060716033, 0.06007438, -0.09162546, 0.1260145, 0.19113933, 0.09518889, -0.021285597, -0.048454158, 0.0063076103, 0.057714187, -0.21400014, -0.08418822, 0.1280361, 0.006485279, -0.12659805) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.1002374, 0.018109227, -0.01716318, 0.052764807, 0.01971112, -0.051976264, 0.10663379, 0.038151883, -0.09956897, 0.027390987, -0.039190672, 0.00077889336, -0.102483846, -0.060825493, 0.0842883, -0.25052896) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.033495557, 0.15619174, -0.07669208, -0.013560531, -0.11360866, 0.06649094, -0.0164348, 0.042110782, 0.0018052958, 0.06994752, -0.09987116, 0.008038039, -0.058035474, -0.072867595, -0.07268963, 0.15754937) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.021473728, 0.033792827, 0.03537521, 0.01428014, 0.03222293, -0.039847914, 0.036089383, 0.0024968488, -0.062251233, -0.16892616, -0.033293054, -0.031068735, 0.2530231, 0.001155346, -0.03992736, -0.20498578) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.030766783, -0.13724993, 0.09068031, -0.2650363, 0.0125939865, 0.058933888, -0.07848431, -0.60372937, 0.030212702, -0.08489361, -0.08394632, -0.13388334, -0.09928932, -0.07939152, -0.03928932, 0.20898159) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.09317262, -0.043295905, -0.04844237, -0.12268558, 0.010076108, 0.02171641, 0.04081988, -0.257819, -0.0614182, -0.07455797, 0.004421147, -0.03552105, 0.037976246, -0.06416607, -0.07303247, -0.0073462785) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.08058797, -0.11186992, 0.022134712, -0.046224464, 0.15134649, 0.121105306, 0.005597554, 0.0030800474, 0.012267675, -0.07358752, 0.03395754, -0.1442319, -0.044373643, 0.03912309, -0.08802164, 0.11862474) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.047818724, 0.06288061, 0.009817287, -0.11424003, -0.10694429, 0.06393536, -0.0044410587, 0.090005174, -0.10714287, -0.1317614, -0.051108394, -0.08207541, -0.08945396, 0.055785347, 0.017509166, 0.029217197) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.005427444, -0.39763704, -0.028461594, 0.010529486, -0.055614814, -0.22618075, 0.06641385, -0.09347008, -0.04260682, -0.06892283, 0.07956672, 0.042624615, -0.016972566, 0.05952707, 0.0580695, -0.083627835) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.0005555321, 0.044410344, -0.005095968, 0.05072879, 0.070896395, 0.08087963, -0.01440604, -0.062481552, 0.054988667, -0.06871177, -0.01248332, -0.06680518, 0.018737905, 0.047259007, -0.05739308, -0.026940063) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.110868976, 0.012300397, -0.024920572, -0.01776843, 0.03148568, 0.07927911, -0.115689695, 0.12725687, -0.08959673, -0.051062927, 0.0756265, 0.008200832, 0.12126783, 0.046756875, -0.0520029, 0.1433251) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.07526472, -0.15608633, -0.04184872, 0.077368036, 0.008526319, -0.06521899, 0.08615129, -0.051503226, -0.121396534, 0.025763517, 0.076955155, -0.02363298, 0.03235363, 0.059667144, 0.07008671, 0.073270455) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0010615847, 0.14783226, -0.00045865067, 0.027492642, -0.23415092, 0.06078512, -0.05858751, 0.26728588, -0.061105136, -0.0034197837, 0.041975733, 0.09819361, 0.14543128, -0.06382426, 0.04237917, -0.01878692) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.14783914, 0.016857151, 0.08701159, 0.3839409, -0.05986543, -0.001223289, 0.116124675, -0.11462088, -0.065441445, 0.045305803, 0.105727576, 0.113511905, -0.09839826, 0.10658338, -0.013634175, 0.27196166) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.08806897, 0.16058789, -0.02110755, -0.019904554, -0.026408557, -0.014882521, -0.0041339393, 0.0535871, 0.023940505, 0.21421805, -0.055575103, 0.015863266, 0.103765585, -0.04679736, -0.05604605, 0.015547754) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.016207287, 0.14002056, -0.081970565, 0.8476871, 0.091421716, -0.07672085, -0.13585556, 0.10495173, 0.0354231, 0.0010502952, 0.06366433, 0.020647908, -0.07145658, 0.046143085, 0.03641755, 0.032779723) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.05282534, -0.009298014, 0.069248386, 0.12569632, -0.055417318, -0.15349583, -0.076167546, -0.027360843, 0.053949777, 0.01833769, 0.022393016, 0.12506182, -0.071708985, -0.096842155, -0.024014313, 0.058814757) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.15311414, -0.3153416, 0.061271377, 0.08881981, -0.15500443, 0.023460561, -0.012241763, -0.011228046, 0.09992462, -0.10410188, -0.034400377, -0.042398654, 0.05027194, -0.013892793, -0.018229159, 0.07468395) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.1334948, -0.13669999, -0.04679306, -0.13389024, 0.0345736, 0.16154362, -0.019610494, -0.0134619335, 0.010543973, -0.058033522, -0.02503624, -0.0829884, 0.0620119, -0.011144529, 0.03143673, -0.06020535) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.1486809, -0.008192016, -0.0054756096, -0.7009343, -0.020700095, 0.035480622, 0.035028126, -0.33240998, 0.054471724, 0.029226253, 0.041914374, 0.08902709, 0.11550206, 0.03649633, 0.029427016, 0.12272899) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.28581318, -0.11949545, 0.048436508, 0.21196504, -0.13154086, -0.026226213, -0.04853247, 0.18927798, -0.03168101, 0.08022983, -0.015022998, 0.06487658, 0.015757538, 0.072379604, 0.018881375, -0.018444886) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.26712573, -0.0032310884, -0.016834408, -0.1816439, 0.18915878, 0.21618153, 0.002511784, -0.13175535, 0.013028425, -0.053407785, 0.101628885, 0.06819314, -0.008635901, 0.068020396, -0.017948767, -0.0011337672) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0033801186, 0.117035866, 0.08848007, -0.011297425, -0.058179323, -0.064032614, 0.03296836, 0.16049223, 0.1070602, -0.12713557, -0.004779712, -0.4011729, 0.08764687, 0.024407176, -0.03358569, -0.27312428) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.06418312, -0.042300995, -0.019602612, -0.086257786, -0.052899487, 0.026715865, 0.029930742, -0.0804106, -0.117608294, -0.22286575, -0.03853984, -0.11321715, 0.012586427, -0.06935172, -0.09880006, -0.015679559) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.006873587, 0.019033734, -0.023495542, -0.022405172, 0.08440516, 0.26194724, 0.011715261, -0.006633725, -0.16860041, 0.06950722, 0.070177846, -0.060152218, -0.09223719, 0.028397342, -0.0915829, -0.1292168) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.15370016, 0.33142152, -0.058273178, -0.2868947, 0.06558088, 0.015430644, -0.01578264, 0.10768305, -0.10206022, 0.052218422, -0.043306116, -0.2393894, -0.016030865, 0.053676378, -0.051455665, -0.0038445867) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.20652036, -0.13867076, 0.046967026, 0.18810634, 0.05066032, 0.022995483, 0.06783667, 0.012802927, -0.042999428, 0.1679408, -0.034873832, 0.04749268, -0.043482706, -0.11492579, 0.060911417, -0.041120086) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.08529889, -0.19887765, -0.05275126, 0.16137825, 0.10895081, 0.06818321, -0.07515901, -0.04891235, -0.07468073, -0.11204083, 0.03679473, -0.057139438, 0.05710983, -0.038850594, 0.10024077, 0.081158176) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0790737, -0.051616836, -0.021337593, 0.32708284, -0.064390264, -0.08611764, -0.07299765, 0.11629796, 0.08347041, 0.011340547, 0.06340137, 0.26635128, -0.075679384, -0.03764004, 0.030090153, -0.037227985) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.1784687, -0.16661578, -0.07178752, 0.13216893, 0.01753238, -0.007203522, -0.020626618, 0.17457542, 0.16491905, 0.096586764, -0.0041018194, 0.06494877, -0.0022741517, 0.0023413375, 0.056674287, -0.006198614) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.06546798, 0.17806013, 0.00612111, -0.2504232, 0.09828336, -0.012952871, 0.034865692, 0.038956523, -0.065451026, -0.19129173, 0.055539172, 0.01841785, -0.056690443, 0.004939801, -0.042002056, -0.06249305) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.07250634, -0.04214204, -0.043711506, -0.16882437, -0.003681087, 0.08322764, 0.09566099, 0.07023795, 0.06459661, 0.26854116, 0.022844557, 0.18311113, 0.08485956, 0.048210695, -0.012465864, -0.06934984) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.08773552, 0.032249037, 0.031273827, 0.024720963, -0.17257583, -0.015102483, -0.019464351, 0.09157749, -0.03820949, 0.064436466, 0.056434434, 0.1331503, 0.097844854, -0.12721643, 0.04045196, -0.11391265) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06485637, -0.18431708, 0.018872345, -0.006628801, 0.013950366, 0.06822668, 0.025233407, 0.043890025, 0.013630276, -0.12381056, 0.09421659, -0.26922756, -0.052022092, 0.020833546, 0.071972966, -0.059330553) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.020175068, -0.0077399057, -0.12277569, -0.09335791, -0.20299459, 0.10106041, 0.06742303, -0.013244781, 0.027820807, 0.22079356, 0.13813128, 0.098309785, 0.07117544, -0.019483617, 0.0595568, -0.042477697) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.19882151, -0.4041186, 0.016097339, -0.038302995, -0.040197145, 0.2646564, -0.012879744, -0.056977246, -0.091667354, 0.032797452, 0.0503183, -0.084563196, 0.08102928, -0.032928515, 0.04469852, 0.10614667) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06931306, -0.15771067, 0.018497972, 0.21386568, -0.028646845, 0.1127942, 0.0138763245, -0.07122855, 0.021736091, -0.06372138, -0.0442334, -0.055689104, 0.048099957, -0.04843639, 0.024233894, -0.018077156) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.11171957, 0.1836148, -0.24335489, -0.3293444, 0.10519631, 0.0070859874, -0.057608176, 0.27348486, 0.03894111, 0.080753565, -0.0038434237, 0.26486287, 0.023257867, -0.054950252, -0.007635298, -0.05807418) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.034679346, 0.119858414, 0.028517682, 0.12541653, 0.068251744, -0.00052726286, -0.109709665, -0.07537806, 0.15935399, 0.08224939, -0.018930174, 0.004545589, 0.03580057, -0.068810225, -0.0848546, 0.10910069) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.16975042, 0.08385562, -0.019323999, -0.4207543, -0.030151581, -0.19558407, 0.10084607, 0.2539609, 0.20269632, 0.04474558, 0.114418186, 0.2853872, -0.081392586, -0.051220145, -0.010991561, 0.08170888) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.04427489, -0.14128783, 0.12066803, -0.3922497, -0.0708468, -0.034092937, 0.08448367, 0.42555586, 0.010222631, -0.095249556, 0.083039716, -0.014124507, 0.044962715, 0.06833478, -0.046168923, 0.100519076) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.08214263, -0.12045208, -0.011228252, 0.025635011, 0.021952296, 0.08572999, 0.105687365, 0.04004142, 0.03359631, 0.008610901, 0.068155885, -0.095625214, 0.011148379, -0.095789015, -0.08024637, 0.17837481) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10016818, -0.05832227, 0.06217913, -0.03258136, 0.07217873, -0.077596694, 0.05088975, -0.05954446, -0.037371486, 0.03125029, -0.02910495, -0.21224326, -0.019546857, -0.1345682, 0.009360086, -0.09555079) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.021508092, -0.20426661, 0.017114809, -0.047079366, -0.059548203, 0.081849545, 0.023988977, 0.037090033, 0.061871964, 0.06478672, -0.110401, -0.15728383, -0.0792295, 0.04227156, -0.014002586, 0.16745356) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.016550982, 0.20382951, -0.02692183, 0.023213081, -0.057956774, 0.20573159, 0.05177937, -0.15147279, -0.09678313, 0.0038483278, -0.10034566, 0.057732306, -0.024816891, 0.31986454, 0.009769604, -0.18963176) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.020347765, 0.10928244, 0.039942354, 0.03959467, -0.051366813, -0.030560926, -0.039278496, -0.06696584, -0.033686683, 0.077553116, 0.108040154, 0.031460248, -0.019993149, 0.037052587, 0.027747856, -0.052539505) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.13990198, 0.153456, -0.04542057, 0.029194029, -0.045146197, -0.026631914, -0.052210677, -0.050615616, 0.070918016, 0.058730442, -0.10814299, 0.10040124, 0.11118155, -0.08326182, 0.047304686, 0.16626035) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.19942518, 0.16004656, 0.0051715667, -0.23234288, -0.0850096, -0.014540449, 0.029734468, 0.028703284, 0.15345702, 0.060000345, 0.0964286, 0.08085447, 0.048258416, -0.005429813, 0.056613512, -0.18905881) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.24462524, 0.15451431, -0.004508733, -0.011049552, 0.15904494, 0.014337372, -0.023105847, 0.1466589, 0.027983746, 0.019366248, 0.025918817, 0.07561972, 0.026054906, -0.11135223, 0.03468939, 0.040179823) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.014611327, -0.10121976, -0.012014963, -0.2008808, 0.037219074, -0.061283253, 0.036003754, -0.17796265, -0.09942259, -0.00046910017, -0.043701842, -0.19557664, -0.07636681, -0.07517057, -0.08781258, -0.16742809) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.01174972, -0.06614205, 0.05407236, -0.16031916, -0.039798856, -0.092443, -0.021134224, -0.13759428, -0.12260421, -0.14021268, -0.0063174507, 0.0044863042, 0.012214964, 0.10938553, 0.022553984, 0.13440818) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.014141495, 0.008313913, -0.08818923, 0.09777944, 0.071927026, -0.008345156, 0.03798976, 0.052152008, 0.084851235, 0.15265068, -0.03857112, -0.07690967, 0.029678, -0.019178161, -0.051616143, -0.039993167) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0023489448, -0.20498063, 0.008616179, -0.008651759, 0.038537506, 0.1264171, 0.052656814, -0.0989684, -0.07601843, 0.175161, -0.033019602, -0.35669017, -0.07406906, 0.015371613, 0.0009856811, 0.03281617) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.1494672, 0.13954525, 0.078160785, 0.053159017, 0.004550467, -0.02782462, -0.033040896, 0.3088946, 0.06554074, 0.19207506, 0.051462516, 0.19270122, -0.09354585, 0.108496346, 0.047225807, 0.015767293) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.020020802, -0.0038856298, -0.07994644, 0.08461428, 0.036428776, -0.13642997, -0.059102934, 0.003096909, 0.015220521, -0.091018066, 0.03366148, 0.25302845, 0.008346765, -0.013925157, 0.10445419, 0.095947795) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.024125867, 0.131004, -0.036612254, -0.2609639, 0.017814986, 0.06305231, -0.061913304, 0.111362875, 0.13694988, -0.05538387, -0.02844326, 0.08826575, 0.071870856, -0.01899622, -0.07534982, -0.10540232) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.042177524, 0.24119769, 0.087500766, -0.11947602, 0.054912142, -0.06156533, -0.014772919, 0.078837775, 0.20128468, 0.31156486, -0.05370486, -0.082766354, -0.033690557, 0.077190876, 0.09891412, -0.18027462) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.16838363, 0.0717853, -0.06305715, -0.078164145, -0.11990449, 0.12974742, -0.06874924, -0.13946219, -0.12111357, -0.038500782, 0.038149644, 0.0121555, 0.05740068, 0.10635327, -0.06441076, 0.1214566) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.07962822, 0.026585544, 0.0152262, -0.026543882, 0.056499828, -0.025001235, 0.026526922, 0.3027483, -0.018413372, 0.05891316, -0.1406145, 0.052545972, -0.054940324, -0.09337434, 0.0013769905, 0.09233819) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.07820321, 0.0042193057, 0.014068344, -0.107965685, -0.10064773, -0.09709808, 0.11343873, 0.014041947, 0.044066686, -0.09405697, 0.06153122, 0.04237442, -0.11336107, -0.054238673, -0.08926233, -0.0807603) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.033652373, 0.1047874, 0.02118369, -0.023661261, 0.05328256, 0.23322287, 0.08916468, 0.15312532, 0.009239292, 0.16489509, -0.09126923, 0.15254366, 0.009453087, -0.1396487, -0.020423133, 0.051727515) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.043349545, -0.08852708, 0.033218063, -0.1246443, 0.16214259, -0.049378127, 0.12479136, -0.012243139, 0.013372278, -0.10934197, 0.03852828, 0.09618693, 0.06022652, 0.06486975, 0.04713489, -0.09559535) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.057024423, -0.13659717, -0.012351795, 0.0056397766, -0.06044732, -0.10356769, 0.11958595, 0.18055393, 0.06377517, -0.17707728, -0.10713078, 0.47401905, -0.12482789, -0.11807397, 0.026042808, 0.11599631) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.03494781, -0.09645318, 0.028966196, -0.04641322, -0.037011404, 0.0013174255, -0.016328868, -0.041759737, 0.042689096, 0.09282563, 0.06016206, -0.16539642, -0.09345006, -0.16392319, 0.07466253, 0.09104711) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.12995051, 0.051939905, -0.036005184, -0.118541546, 0.021179078, -0.00683411, -0.013371415, 0.027010856, -0.0043306933, -0.14565396, -0.0045375093, -0.18205337, 0.14343725, -0.009547237, 0.060663674, -0.06357451) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.10902644, -0.00056041393, 0.0042263377, 0.09643926, -0.035976343, -0.047115263, 0.0606451, -0.005948926, -0.03259752, 0.05036386, 0.04517439, 0.05276042, 0.07211694, 0.0014044475, -0.06844833, -0.14150175) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06975195, -0.10852827, 0.06821558, 0.024703262, -0.11091825, 0.064011246, 0.00042182748, -0.02777697, -0.09659334, -0.20865579, 0.1122862, -0.051212423, -0.02592291, 0.01885453, -0.03651825, 0.018138785) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(0.008209412, 0.0036267866, 0.010955691, 0.012122923); + result6 += M4(-0.08971826, 0.009755134, 0.024108082, 0.021998988, -0.09971011, -0.077811785, -0.018673878, 0.12245483, 0.0976537, -0.019683914, 0.063392304, -0.07712546, -0.02526047, 0.10542067, -0.106252775, 0.030170942) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.056845814, -0.005701543, -0.059821457, 0.046284635, -0.06211573, -0.07354531, -0.033425458, 0.07692848, -0.09811117, 0.07596387, -0.042805985, -0.06723873, -0.058561113, 0.081856266, 0.050178386, -0.05841457) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.046308946, 0.048190247, 0.095933825, -0.043295655, -0.09051246, 0.09801284, -0.08490673, 0.018770969, -0.030554472, -0.013495266, -0.05858333, 0.11788926, 0.06886642, 0.039519854, -0.05097836, -0.051860195) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.07875512, 0.0037143175, 0.06137392, -0.039755248, -0.016687317, 0.09264347, -0.048000015, -0.029796744, -0.0011601277, 0.016744299, 0.026984653, 0.03665018, -0.018572794, 0.030106109, -0.09073815, -0.081291206) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.015516471, -0.07129997, -0.07184864, -0.11087486, -0.04249271, -0.080451615, 0.010491222, 0.158226, 0.10958616, 0.008178929, -0.04849003, 0.007405969, -0.058344457, -0.06667998, -0.013192712, 0.10491594) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.10171312, 0.04399978, 0.03330453, 0.019767419, 0.03373304, 0.09452068, -0.10092028, -0.025701888, 0.03507788, 0.07112797, 0.078616045, -0.043754436, -0.07079855, -0.07409572, -0.13416715, 0.08667863) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.07010381, 0.100730665, -0.07854648, 0.045747522, -0.04439835, 0.037645675, 0.053551733, -0.12805173, 0.021313267, -0.018063325, 0.065623164, -0.06880019, -0.05610914, 0.08389454, -0.0044170525, -0.11851628) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09134001, 0.026140679, -0.0055229743, -0.04981696, -0.03844942, 0.08130511, -0.064545445, -0.0044911825, 0.029820511, -0.05917406, -0.018881876, -0.096668445, -0.11719329, 0.05271297, -0.053567514, 0.09103927) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.08822942, 0.03968685, 0.032203738, 0.026246492, -0.0067540067, 0.056587916, -0.060369696, 0.09875949, 0.08592363, -0.06877087, 0.035056747, 0.104331985, 0.006531792, -0.06614849, -0.04924024, -0.031434037) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.004954586, 0.084096044, -0.033365566, -0.052217346, -0.08442804, 0.01761401, 0.021906974, 0.08492021, 0.09887061, -0.04393864, -0.09413369, 0.066131406, -0.037874132, 0.071074896, -0.029357363, 0.08231845) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0045036455, 0.051833928, 0.06883673, -0.062047005, 0.08381633, -0.073738985, 0.1026821, 0.06072899, 0.01882159, 0.06310653, 0.087420985, 0.043367703, -0.10387822, -0.010073063, 0.070951685, 0.03200617) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.09738996, -0.018862722, 0.049255114, 0.05961699, -0.13057972, 0.09480797, -0.03754837, -0.059870332, -0.01991958, 0.07369053, -0.07158032, -0.06324326, 0.096051395, 0.063911155, 0.035158634, -0.012764381) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06798638, -0.0368062, 0.11193917, -0.0037040317, 0.059107713, 0.02915958, 0.12071999, -0.119032465, 0.04904137, -0.09508187, -0.02955055, -0.066848494, -0.07910355, -0.016003301, 0.006842956, -0.09845519) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.105871275, 0.11010067, -0.015839461, 0.070748806, 0.041957065, 0.07699882, 0.10602816, 0.004985684, -0.07682741, -0.0632745, -0.048613776, -0.072103165, 0.06067607, -0.079320855, 0.013491617, 0.017735409) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.124516815, -0.04247377, 0.060606126, 0.10654439, -0.012093496, -0.10817692, -0.026713576, -0.010791153, -0.059482746, -0.020391308, 0.0443333, 0.023094004, 0.022379868, -0.10111678, 0.020880608, 0.057710424) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.05060668, -0.11805197, 0.07594568, -0.07069406, 0.08143436, -0.056195416, -0.0654136, -0.018500993, 0.09500568, -0.07524953, 0.076579, -0.06047056, 0.034190997, -0.012076662, 0.030526042, -0.049850434) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.04605557, 0.044651862, -0.051289026, -0.056656394, -0.08358299, 0.0074357437, -0.061260894, -0.13050583, -0.07789244, -0.020996355, 0.09070874, -0.03497628, 0.06582427, -0.04890103, -0.070766635, 0.08595799) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.052046243, 0.040267058, 0.06845873, 0.08591292, 0.0028140454, -0.08552415, -0.099744, 0.09305307, -0.054031193, -0.10067132, -0.028392294, 0.023192516, -0.061748616, -0.06588706, -0.04331578, -0.01642068) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.16903502, 0.050249174, -0.22191636, 0.19126186, -0.16717446, 0.05334943, 0.011586367, 0.13533907, -0.057124503, -0.07409675, 0.078524806, 0.036188703, 0.069969445, -0.0020349424, 0.08806575, -0.08283932) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.2516604, -0.009114172, -0.109552726, 0.10941368, -0.059094105, -0.038776163, -0.019998211, 0.08589514, 0.01430332, -0.026593562, 0.033004202, -0.0891728, 0.057688985, -0.12246458, -0.04425753, -0.095962316) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.1348317, -0.0467185, -0.16539787, -0.11454304, -0.1643636, 0.012890544, 0.013844422, 0.039174177, 0.057631414, -0.0038635065, -0.025858756, -0.027921854, -0.061556645, 0.087746955, 0.047855757, -0.015983094) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.09391917, 0.100080565, -0.1466459, 0.09006818, -0.17677289, -0.009713587, -0.11466557, 0.0044841785, -0.029240943, 0.1011468, 0.015449802, 0.016408054, -0.030177692, -0.0714135, -0.0061454093, -0.013573647) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0811045, 0.090918586, 0.0013696377, 0.09162704, -0.100717224, -0.097756505, -0.044214357, 0.12057229, -0.05028264, -0.0015608694, 0.012594963, 0.07051633, -0.059859343, 0.09829349, 0.029803269, -0.069687374) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.14455098, 0.023940865, -0.0886486, 0.07189609, -0.04141588, 0.11090175, -0.024598105, -0.04952651, 0.021553198, -0.0064484044, -0.08628728, -0.0861726, 0.09625215, -0.109878615, -0.016901143, -0.048544433) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0015492368, -0.07902587, 0.01515373, -0.09127597, -0.085316986, -0.08298783, 0.07879215, -0.00890793, 0.017699558, -0.08472732, 0.011217422, -0.026798217, 0.037397582, -0.0400565, -0.0026135452, -0.026260396) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0068494403, 0.12326532, 0.01172835, -0.04974133, -0.095666625, 0.063072234, -0.02284957, 0.023840886, 0.107047044, -0.009414165, -0.00043899592, -0.024644634, 0.074998535, -0.011817158, -0.098676674, 0.07537046) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.07771653, 0.12978542, -0.071654834, 0.09538589, -0.025187911, 0.00400034, -0.018890506, 0.14493383, 0.017602526, 0.0971679, 0.028802233, -0.045145895, 0.08564867, -0.07439091, 0.0011997717, 0.045205332) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.07023967, 0.06253002, 0.022010026, -0.119200386, -0.05536548, 0.058760405, -0.051729303, -0.03464536, -0.052699693, -0.12301407, 0.03705289, 0.055314124, -0.06029911, 0.06948198, 0.0466372, 0.07817586) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.031640016, 0.10841944, 0.020212704, -0.050232578, -0.081144646, 0.037255034, 0.024878828, 0.0993073, -0.15255094, 0.0967557, 0.020852508, 0.098357625, -0.008463373, 0.042150978, -0.07113693, 0.10724578) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.058027938, 0.090957925, 0.03466782, 0.12895627, 0.09803805, 0.0035630965, -0.107017376, -0.07231079, 0.090604626, 0.02382962, -0.076581374, 0.1711485, -0.022017237, -0.05058417, -0.07932253, 0.093538254) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.16477303, -0.16297221, -0.053446323, -0.07453705, -0.061605286, -0.08134782, -0.10182048, 0.045394715, -0.010991829, 0.00826014, 0.08322968, -0.06973355, -0.0663064, -0.04392806, -0.07263214, 0.096778914) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0941862, 0.092584, 0.16524832, -0.07801329, 0.029286487, -0.06002916, -0.06292552, 0.12303158, 0.039355617, 0.010139943, -0.04226107, -0.04542821, -0.011060624, 0.08968969, -0.04525725, 0.027380642) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.11244076, 0.075267, -0.056879856, 0.06691347, 0.04306523, -0.06540409, -0.00081445073, -0.054707125, 0.030885937, -0.033187952, 0.038052656, 0.031427264, -0.012988954, 0.093892016, -0.018312488, -0.028845955) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.008654258, -0.11938565, 0.09968486, 0.13558844, 0.026740788, 0.04479369, 0.026828662, 0.01558401, -0.013867659, -0.05291776, 0.031263795, 0.0114549, 0.05316401, 0.046067547, 0.075380445, -0.10019385) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.061785296, 0.05236009, -0.07940044, -0.1617263, 0.059586592, -0.07821926, -0.07633899, -0.07715223, 0.0017316676, 0.06451359, -0.05252992, -0.14524883, -0.0643712, 0.027679756, -0.00835125, -0.086677074) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.05438811, 0.054803856, -0.029354887, 0.11615474, -0.061110962, 0.076409735, -0.093912944, 0.11151834, 0.04893188, -0.091643915, 0.015038946, -0.06400341, -0.11400913, -0.013802248, 0.017815491, 0.10256088) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.32073182, -0.2009675, 0.08431246, 0.16020915, -0.2805809, 0.13982414, -0.01578111, -0.042807538, 0.117791235, -0.012969516, -0.03506166, 0.037866436, 0.09308744, -0.10643966, -0.0752197, -0.058317352) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.2569763, 0.027963521, 0.1053661, -0.049004056, -0.033680785, -0.123134896, -0.06546271, -0.11758396, 0.19743277, -0.08741948, 0.10938627, -0.023338662, 0.11196195, 0.10032507, -0.06476967, -0.07993123) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.02719125, -0.046528853, 0.002850356, 0.12413328, 0.058446962, 0.07013216, -0.07500845, 0.008081168, -0.06821149, -0.07714301, -0.028294, 0.18455096, -0.03211471, -0.02362995, -0.002759362, 0.08398882) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.11726927, -0.053239282, -0.05175853, 0.021330114, -0.048052568, -0.017476609, -0.10959411, 0.07007045, -0.024116676, -0.018705731, 0.026514526, 0.16994923, 0.031995203, 0.028431585, 0.010113981, 0.09065125) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.22731236, 0.07580438, 0.22210746, -0.02353637, 0.08827543, -0.035852853, -0.123698376, 0.10580182, 0.2708506, -0.06943579, -0.1545427, -0.13396654, -0.005165474, -0.08102771, 0.014273996, 0.035130348) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.296201, 0.07753484, 0.004271766, -0.11127421, -0.015080855, -0.015710302, 0.09247011, 0.009073645, 0.121286236, -0.09238384, 0.11495153, -0.04172125, 0.015166584, 0.035352062, -0.03073745, 0.010985026) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.084711485, -0.16018455, -0.042181976, 0.11761995, 0.15203808, 0.051504392, -2.513736e-06, -0.020947132, 0.076358795, 0.08873159, -0.16870378, 0.04474556, -0.037296757, 0.088835426, 0.043566223, -0.041029632) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.058052193, 0.1308858, 0.07252604, -0.013733138, 0.18423401, -0.159446, 0.008385332, 0.07948717, 0.17187402, 0.050579812, -0.15937303, 0.03943235, -0.092624925, -0.03653303, -0.0764742, 0.012176999) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.014286126, -0.056890715, -0.07886575, -0.05090753, 0.06372104, -0.009480762, -0.030898916, -0.083031565, 0.10497022, -0.051140502, 0.13767391, -0.25649428, 0.07853264, -0.02423514, -0.08454639, -0.021786164) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06631674, 0.09545863, 0.15017273, -0.027726227, 0.026797233, -0.054006502, -0.07977919, 0.059067678, -0.07718974, 0.008178607, 0.16320002, 0.0445999, 0.071921565, -0.024005396, 0.09396782, -0.09266632) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.16552348, -0.07857625, 0.03806774, 0.14816381, -0.0047077322, 0.014397493, -0.12480399, -0.12005361, 0.083158486, -0.008982747, -0.00539069, 0.029295158, -0.07320595, -0.094256535, -0.068896115, -0.05811549) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03638114, -0.034553587, 0.100634165, -0.040112536, -0.03655359, -0.0026969593, -0.052037917, -0.039368987, 0.038872484, -0.021310112, 0.015337623, 0.0509571, -0.055229247, 0.05558522, -0.017492982, 0.07354954) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.1727934, 0.081648044, -0.038751144, -0.1311226, 0.10538738, -0.06531135, -0.12715194, 0.15820824, 0.010739137, 0.10557741, 0.053213965, 0.04526114, 0.008800681, -0.0031037356, -0.048722405, -0.053706754) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.10853218, -0.11841738, 0.100478135, -0.10903275, 0.043375112, -0.07657886, -0.07982597, 0.036392268, -0.07956834, -0.12711865, 0.10373159, 0.016590424, 0.0595997, 0.01294229, -0.09906514, 0.0033575634) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.10032501, 0.014363291, 0.19459076, -0.14805886, 0.10569203, 0.044122767, 0.045861624, -0.040769085, -0.06068043, -0.0140993465, 0.10252077, -0.044182535, 0.020544998, -0.0013867234, 0.10200624, -0.060798407) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.20466085, 0.03625066, -0.1843449, 0.04633975, 0.021496639, -0.014957268, -0.09212855, -0.07461293, -0.029268652, -0.13452794, -0.10055293, -0.07281387, -0.042594746, -0.028963031, 0.015029755, 0.12974194) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.056417838, -0.14495808, -0.13726485, 0.21519509, -0.00029698695, -0.054831922, -0.018193932, 0.009701383, -0.081678204, 0.017475087, -0.09577147, 0.070612885, 0.123600855, -0.12620042, -0.02203835, 0.028395876) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.17369765, -0.0064543695, -0.059030794, -0.042425647, 0.06432956, -0.0005802861, 0.010852923, 0.07350785, 0.060213488, -0.006799091, -0.010165326, -0.07067583, 0.08242376, 0.03475784, -0.022982586, -0.060285952) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.114339784, -0.054106086, 0.12128907, -0.059633907, -0.022478983, 0.025326144, 0.020737223, 0.004398691, -0.014060204, 0.063974485, -0.05002576, -0.039501905, -0.091279835, -0.038092967, 0.04549341, 0.06374413) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.089171216, 0.072608076, 0.024991069, 0.03544505, -0.015556167, 0.10790686, 0.117217205, -0.04350327, 0.08595954, 0.006674119, 0.08956625, -0.030126, 0.10988481, -0.043620855, 0.105749354, -0.0951767) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.12006753, -0.01955477, 0.09708227, -0.0666692, -0.10030734, -0.092887424, 0.094246134, -0.04252154, -0.07384329, -0.14077577, -0.006760666, -0.0069477926, 0.062084038, -0.02302523, 0.018631998, -0.15112346) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.13777764, 0.10273763, 0.007632788, -0.08960165, 0.04559774, -0.07544861, -0.05688129, 0.0015677959, 0.07098258, -0.037636455, -0.06413753, 0.02403126, -0.12374905, 0.16616316, 0.043122, -0.038059086) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.04255921, 0.0066659157, -0.080288306, -0.024924811, -0.03854211, -0.025139611, 0.13093151, -0.08051822, -0.023702512, 0.0008909487, -0.012441252, -0.14512548, 0.06290787, -0.0627451, -0.05376049, -0.016875034) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.10446171, -0.030003535, -0.013478192, -0.04079119, 0.032470435, 0.012748637, -4.8015216e-05, 0.11777831, -0.019678464, 0.07552121, 0.018166179, 0.11122018, 0.06942704, -0.13363725, 0.20989673, -0.16243055) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.052103087, -0.079394124, 0.0017567518, -0.04205538, -0.04819655, 0.050396822, -0.051722582, -0.086343564, -0.061928514, -0.056164958, -0.103860185, 0.086647026, -0.13564175, -0.010355185, -0.01903613, 0.018759688) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.022745615, -0.0978525, 0.0033426408, 0.054647684, -0.003505767, 0.10089109, 0.09412082, 0.017425727, 0.1137775, -0.060303688, -0.08587214, -0.021158243, 0.091735445, 0.028339824, -0.030134948, -0.021621885) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.08747728, 0.011512994, 0.0717236, 0.061208803, -0.076573655, 0.041673254, -0.0675556, 0.11181996, -0.053996112, 0.044173643, 0.053413633, -0.029855793, 0.012684745, 0.041368276, 0.06390253, -0.15167898) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.036067672, 0.034350358, -0.00925414, 0.09861341, 0.040601175, -0.079586044, 0.0779505, -0.00096066325, 0.12480722, -0.1455423, -0.07100209, -0.028499307, -0.042616572, 0.075331405, -0.03803601, -0.06148403) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09577508, -0.06586264, -0.09461651, 0.04406942, -0.06739856, -0.01579104, 0.054170765, 0.18788831, -0.040323216, 0.03297514, 0.03430955, -0.00446025, 0.06593568, -0.008899292, 0.0008685322, 0.05417267) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.022591531, 0.072815605, 0.024854925, -0.07131336, -0.06897831, 0.010769366, -0.047954466, -0.106407054, -0.029468978, -0.052580085, -0.09307574, -0.08744278, 0.03287153, 0.020284602, 0.101879396, 0.06451834) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.06818085, 0.06449297, 0.100251615, -0.053532, -0.12179847, -0.07755538, -0.008236765, 0.051288992, -0.031962357, -0.06705911, 0.015510364, -0.03742735, -0.011930059, -0.048913054, 0.04345253, -0.119772375) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.079284385, -0.046628084, -0.009457931, -0.055627327, -0.13537082, 0.12148514, 0.081402116, 0.08154598, -0.09370651, 0.06241709, -0.10660856, 0.05513427, 0.07800654, 0.06122744, 0.09781411, 0.029378504) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.06609046, 0.10636401, -0.033229325, 0.02919185, -0.03465481, 0.09273758, -0.06796313, 0.00727171, 0.04824167, -0.027230127, 0.017861875, 0.12945844, 0.043050032, -0.0555934, 0.03759506, 0.0645216) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.032701094, -0.075902455, 0.015001619, -0.08307828, 0.010519979, -0.06100482, 0.062846564, -0.056279644, -0.042119116, -0.08681587, -0.07427532, -0.029271765, 0.04347347, -0.051496983, -0.08245311, 0.07007821) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.07181552, -0.07410466, 0.0148859145, 0.013438447, 0.021604003, 0.082845636, -0.086334355, 0.08336231, 0.06350397, 0.021218328, 0.107357934, 0.011776181, 0.051204138, -0.05132423, -0.009434124, 0.024037074) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.08193188, 0.029769914, 0.11165611, 0.05215613, 0.09633487, 0.11339332, -0.0013363763, -0.0023325789, -0.032144744, 0.040741798, -0.049831975, 0.063456595, -0.12750301, -0.011799268, 0.06341652, -0.09502834) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(0.007201527, -0.0038936515, -0.015014618, 0.015171136); + result7 += M4(-0.038052376, 0.080979824, -0.027369432, -0.07227953, 0.03908342, 0.0008002416, -0.064178765, -0.019408682, 0.08053993, 0.07275231, 0.0375336, -0.052410968, 0.015782395, -0.040430468, -0.009252719, 0.009426331) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.13834356, 0.01338803, -0.042878583, 0.10457062, -0.044514794, 0.01977904, -0.074166685, -0.1126213, 0.00046356788, -0.10513476, -0.11182531, -0.0015044012, -0.13934208, -0.0017670082, -0.07002747, -0.0036286602) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.06464731, 0.043007273, 0.053733457, 0.02822298, 0.024720598, 0.051593717, 0.13078135, -0.0053844466, -0.049384266, -0.12232947, -0.03990666, -0.062108126, -0.18224852, 0.057169326, 0.03577176, -0.057130385) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.027295975, 0.039763488, -0.061417773, -0.03239677, 0.009745626, 0.078573525, 0.042652134, 0.0009185599, -0.030939417, 0.04319925, -0.021268295, -0.070497476, 0.16065076, 0.13311355, -0.01740546, -0.012425665) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.05356227, -0.0417649, 0.103812516, 0.09624864, -0.057420485, -0.11193007, -0.14816448, 0.032600768, -0.036166806, 0.027451081, -0.09980827, -0.01718375, -0.11470784, 0.006754834, -0.08924845, 0.053184375) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.11033825, 0.06692085, 0.019198792, 0.057264253, 0.054825142, 0.07068172, 0.02474603, 0.05987992, -0.02261368, 0.065655746, -0.090900145, -0.077785134, 0.050509933, -0.12642778, 0.07030841, -0.08483738) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.072748646, -0.03008117, 0.07754033, -0.027594933, -0.05386795, 0.066316776, -0.083220415, 0.03197281, -0.0063470937, 0.062028453, 0.04044486, -0.0873346, -0.10390627, -0.025818203, -0.1836566, 0.02527015) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.06448223, -0.08870925, -0.04512832, 0.025763948, -0.035984736, -0.058353957, -0.022724375, 0.096630044, -0.08812378, -0.024110641, -0.08425243, -0.08393128, 0.06180728, -0.1414254, 0.0120587135, -0.04468879) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.08169826, 0.041856736, -0.059762426, -0.095682584, -0.059084542, 0.043467317, -0.06909981, 0.010631407, 0.054789048, 0.08572608, 0.08738264, -0.08770914, 0.14309205, 0.02596138, -0.0015669836, 0.012677062) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.07922895, -0.045985956, 0.062106635, -0.017120086, -0.21597414, -0.0753163, -0.024876112, 0.009419852, 0.044872988, 0.09196043, 0.014769044, 0.09197203, -0.0016715655, -0.037465435, 0.10485502, 0.089839295) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.14347798, 0.06419481, -0.09736122, -0.08937404, 0.15082604, -0.05270968, 0.021825366, -0.09798001, 0.032188393, -0.09799223, 0.008612049, -0.020177597, -0.011724847, 0.087455705, -0.03071377, 0.06532774) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.061560467, -0.03817375, 0.044215966, 0.11386046, -0.037979517, -0.038531404, -0.0014599866, 0.23607758, -0.013231906, 0.07194196, -0.030892838, -0.030557636, -0.08111789, 0.020703476, 0.09924315, -0.01688687) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.039087474, 0.019229135, 0.06539234, -0.07746306, -0.02151763, 0.074237004, 0.097991675, -0.009128623, -0.079465084, -0.02862757, 0.07424619, -0.08884778, 0.007882294, -0.017886417, -0.0077899145, 0.0004613787) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.06394166, 0.012214334, 0.013698442, 0.06687482, -0.03875368, -0.0820514, -0.05215186, 0.07868226, 0.08706351, 0.07349288, 0.043973133, -0.043852106, 0.08530362, 0.055611525, -0.065511085, 0.0043148655) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.027625376, -0.08179209, -0.059942294, -0.04918686, 0.16643098, 0.03424118, 0.06395785, -0.0337957, 0.082510315, 0.089248404, -0.10038277, 0.00663826, 0.06290656, 0.05524213, 0.1011302, 0.051564004) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.006140393, -0.04940255, -0.00050219643, -0.044514313, 0.087626435, 0.14851761, 0.018451776, -0.072206125, 0.09181855, -0.0838941, 0.06792062, -0.06934328, -0.09022456, -0.018869486, -0.06527573, -0.0106838485) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.043934684, -0.016780818, 0.036148738, 0.03175147, -0.12744972, 0.02634025, 0.030074805, 0.15085249, 0.04517367, -0.027309798, -0.015733669, 0.07649945, -0.05638227, -0.09288169, -0.010037834, -0.06306788) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.06059311, 0.009257708, 0.08886488, -0.11395654, 0.014595216, 0.03572645, -0.03394631, -0.15019181, -0.012033989, -0.049776316, 0.009989611, -0.015690451, 0.11131944, 0.09411998, -0.0671135, 0.021830808) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.4090917, -0.12975751, -0.27959952, -0.021477299, 0.10303849, -0.11279957, -0.068631195, -0.06443312, -0.020294452, -0.08127903, 0.08601168, -0.0072733886, -0.050698724, 0.06811237, -0.00795125, -0.024726043) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.597458, 0.043554768, -0.033736184, -0.033494435, 0.10808369, -0.027733808, -0.037335023, 0.04578384, 0.01685896, 0.04202578, 0.07005423, -0.094955556, 0.044262927, 0.13447675, 0.10690729, -0.10031059) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.008404077, 0.044692863, -0.087021865, -0.110792436, -0.25813013, -0.03385143, 0.1189184, 0.054373804, -0.005380934, 0.08821235, -0.07331821, -0.020228507, -0.12153013, -0.04971653, 0.016341092, -0.010747541) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.063672915, 0.020128647, -0.08890703, 0.09651422, -0.12790067, -0.03545926, -0.14812145, -0.05018122, -0.035731427, -0.031319328, -0.08691342, 0.06429655, -0.054123364, -0.054072052, -0.046808098, -0.033671018) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03878364, -0.07605488, -0.17034729, 0.051471516, 0.060567614, -0.14520754, -0.024923714, -0.08110325, -0.061955553, 0.020793699, -0.04248406, -0.05160582, -0.12553415, -0.095722966, -0.059534278, 0.004877229) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.048770696, -0.041531228, -0.060845453, 0.002074457, 0.017513841, 0.04844567, 0.053277954, -0.05151635, 0.0121183125, 0.08335021, -0.0038582347, -0.026079332, 0.08842311, 0.020906152, 0.04247269, -0.02955627) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.02538893, 0.050311096, 0.037041504, -0.036141895, -0.03919591, 0.11935461, 0.041920815, 0.09425795, 0.091703564, 0.012059138, -0.027636953, 0.023710815, -0.05904561, -0.08181027, -0.029364718, 0.12466643) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.050222006, 0.023249295, -0.01666968, -0.021073297, 0.04069259, -0.008869889, -0.15700357, 0.095870964, 0.049066704, -0.031789377, 0.02640234, -0.08885126, 0.07360328, -0.0008496402, 0.08782058, -0.033768184) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.1173859, -0.038774922, -0.03036511, -0.008234209, 0.07291406, -0.17202759, -0.15325299, 0.11874534, 0.050614003, 0.06908297, 0.084796555, -0.101095274, -0.003802595, 0.049146466, -0.032567933, 0.07242745) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.027366199, -0.002763924, 0.14862566, 0.113281295, 0.106808715, -0.08305284, -0.06134399, -0.048254494, -0.19106627, 0.17400184, 0.120445795, 0.12497504, -0.022004588, 0.10021631, -0.049123183, -0.050179493) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.005894894, 0.030023856, -0.099411264, 0.061228372, 0.05968115, -0.07877603, 0.018482571, -0.08274954, -0.11293636, -0.08944187, 0.052000567, 0.014210127, 0.09805481, -0.006619232, 0.05648319, 0.09093103) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.02626072, 0.08145224, -0.10150438, -0.07172083, -0.035211712, -0.076286145, -0.052936167, 0.085684374, 0.24368948, -0.0018069663, -0.014222038, -0.06269161, 0.11711415, -0.09338889, -0.09823579, 0.04489546) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.14079121, 0.11507747, 0.056059197, -0.12017887, -0.024060845, -0.084220424, 0.014307901, -0.037385657, 0.060175408, -0.004214219, 0.062813714, -0.18487822, 0.03475195, 0.02455728, 0.021527361, -0.012319171) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.046612024, 0.041280113, 0.03441282, -0.010385453, 0.050717298, 0.061984573, -0.0535933, -0.03462243, 0.108015984, 0.043971952, 0.069107905, -0.03405501, 0.027892025, -0.08265824, -0.025167016, -0.021497343) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.14337285, 0.022017835, 0.03680537, -0.08169876, -0.0019242862, -0.052068003, -0.08711008, -0.054244738, -0.10350756, -0.0033643425, -0.1344355, 0.08105951, -0.05010499, 0.0728132, -0.062273785, -0.021577569) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.002652958, 0.06661113, 0.010244389, 0.009362658, 0.06630265, -0.058266263, -0.029512402, -0.026936678, -0.07385946, -0.14960656, -0.2456625, 0.0027919132, -0.07161524, 0.07059979, 0.09157219, -0.08331055) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.02172642, -0.17765602, 0.05446531, -0.05283897, -0.092159756, -0.07119614, -0.0058425656, 0.06227361, 0.10491573, 0.062322207, 0.014671265, -0.10091117, -0.026217826, -0.091968596, 0.091329455, -0.07648637) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.06994806, -0.032795217, 0.06463935, -0.2520779, 0.008083562, 0.035677303, 0.02791061, -0.052524034, -0.09178921, -0.028530827, 0.010601906, 0.13171518, -0.079117715, 0.013006626, 0.015165449, -0.08714064) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.054046582, 0.004019761, -0.10631822, -0.08512665, 0.019265184, -0.14475206, 0.07013727, -0.011605049, 0.14941272, -0.103253745, 0.119249806, 0.0070061055, 0.005738555, 0.09708187, 0.037798043, -0.05589609) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.15780738, -0.01402905, 0.01618609, 0.025895957, 0.03926097, -0.08297395, 0.11971964, -0.024230774, -0.08390391, 0.01462377, 0.15793164, 0.11719322, 0.07299911, -0.06064601, -0.055211198, -0.043295376) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.38463026, 0.06910497, -0.00501006, 0.08442266, 0.06670761, -0.008752275, -0.006877936, -0.037879318, -0.08964556, -0.052410558, -0.08187576, 0.06684298, -0.027748179, -0.0958072, -0.025234362, 0.06557439) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.47176787, 0.07132424, 0.15652566, 0.06861407, 0.1804837, 0.045166843, -0.06350747, -0.08118695, 0.1204818, -0.12069472, -0.18542963, -0.04643418, 0.07490083, 0.036334008, 0.031284492, -0.08658168) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.045501657, 0.0033887012, 0.112740144, 0.09178206, 0.23818009, -0.058346286, -0.05406413, 0.051207036, 0.11871406, 0.10467253, 0.10172185, -0.011532777, 0.027839918, 0.0924941, 0.026103605, 0.095279686) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.3104613, 0.09422485, 0.056251414, -0.035951946, 0.28927153, 0.11168964, -0.08871193, 0.025060473, 0.22045815, 0.034695104, 0.17802997, -0.09109931, -0.007796476, -0.0070548393, -0.0660194, 0.0725219) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.10586, 0.2498261, 0.26807046, -0.051297653, 0.00610941, -0.12030463, -0.24638191, 0.1196356, -0.1016603, -0.03359046, -0.24424516, 0.081014074, -0.018934648, 0.060475744, -0.02788042, 0.021790339) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.043330107, 0.015306886, 0.1050018, 0.043981194, 0.01996294, 0.031717915, -0.037922252, -0.093729876, 0.08037255, -0.10762343, -0.11535202, -0.052344292, -0.1082841, 0.0775432, 0.079228684, 0.057988603) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.12455585, -0.08176639, 0.116995074, -0.114965804, -0.13681485, 0.028398806, -0.10786723, 0.11514679, -0.0674036, -0.05156717, -0.06643584, 0.17534566, 0.082481906, 0.050205696, -0.034396533, 0.09951322) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.13685705, 0.08181086, -0.08831745, -0.07199038, 0.20642853, -0.11971863, 0.06370798, 0.023079524, -0.26114509, 0.06453952, 0.020685833, 0.015071574, -0.059663657, 0.04957371, 0.030870546, -0.016551899) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.3959045, -0.041327223, 0.04482083, -0.022683153, 0.15482493, -0.09424389, 0.13025583, -0.03508159, -0.13358644, -0.0020734165, -0.024988875, -0.16057926, -0.22086589, 0.086459644, 0.042192556, -0.040641204) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.14634256, 0.028475652, 0.07248711, 0.038590662, 0.028829534, -0.10063688, -0.03757898, 0.060293656, -0.048177414, 0.08032441, -0.05084193, -0.07986971, 0.11635561, 0.06220746, -0.05735181, -0.05443532) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.04007897, -0.1284742, -0.016832588, -0.032824107, -0.055388335, 0.041821674, -0.08719763, 0.003660678, -0.048350338, 0.0005437353, 0.12590389, 0.027014168, 0.018107936, -0.07700438, 0.044153113, -0.010989548) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.09054246, -0.012394596, 0.10062247, -0.05339143, 0.105701774, 0.096927695, -0.027527494, -0.09078202, -0.006394046, -0.07249615, -0.051860515, -0.120880984, 0.08739223, 0.086304076, 0.08247264, -0.09364125) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.05095601, -0.018551765, 0.17293532, 0.10340932, 0.03200107, 0.09875342, -0.10627866, 0.048716888, -0.019232498, 0.03726001, 0.101366766, 0.008686586, 0.08542003, 0.052197494, 0.0036786017, 0.06999834) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0969951, -0.030194992, -0.0040314295, 0.07037078, -0.014721987, 0.026281793, 0.03681838, 0.06591007, -0.037641995, -0.023152754, 0.05264423, -0.0072529847, -0.030030288, 0.043611992, 0.03306355, 0.1350857) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.10876529, -0.09758881, 0.069995075, 0.046452783, -0.012114401, 0.112114646, -0.008294023, 0.0947266, 0.065141134, -0.06380625, 0.077541195, 0.032891963, -0.035093535, 0.10444247, 0.0024906306, 0.042392887) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0063606566, 0.046983473, 0.04879547, 0.1454697, -0.081603065, -0.012643221, 0.0065459623, 0.129145, 0.026095456, -0.040018898, 0.059168115, -0.06645254, 0.02816478, -0.035896897, 0.06293046, 0.15182656) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.19774227, -0.0051791514, -0.112349965, -0.07554412, -0.040043738, 0.08853505, 0.066516995, -0.026850836, -0.14408626, 0.09094134, -0.041219614, 0.124684654, -0.100167386, -0.0048862826, 0.040946722, -0.001239081) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.15382914, 0.09888226, -0.023201104, -0.06283825, 0.03843897, 0.1091499, -0.028538361, 0.003318517, -0.119436316, -0.0458094, -0.09071349, -0.03255402, -0.25179932, 0.14118388, 0.090443246, -0.105167724) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.06869354, 0.090134054, 0.07514167, 0.026466811, 0.047788978, 0.14153475, 0.117657654, 0.117229395, 0.023203762, 0.020649076, -0.07388578, 0.016273124, 0.021353966, 0.019290544, -0.039155334, 0.1083073) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.015096479, 0.041228283, 0.08429848, 0.1104864, 0.06300026, 0.042591736, 0.060592934, -0.0542872, 0.044981807, 0.07138056, 0.070802316, -0.04000118, -0.099325486, -0.104622796, 0.051340524, 0.1589909) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.027417943, 0.0046731504, -0.042504895, 0.020429544, 0.012665182, 0.10844831, 0.03919859, -0.025908183, -0.1069692, 0.01691405, 0.05724644, 0.036081642, 0.012730116, -0.02856372, 0.0012802749, -0.09503625) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.02215103, 0.021895925, -0.023179589, -0.018083101, 0.007413302, -0.0803415, 0.01617102, -0.08023202, -0.0017036226, 0.095597565, 0.08943024, 0.025378808, -0.06504388, 0.000825817, -0.005812277, 0.1482915) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.034632105, -0.11508885, 0.08972762, -0.0112380255, -0.0014663934, 0.0034956736, 0.12935714, -0.049270503, 0.0026877339, -0.025694352, 0.043128114, -0.05425603, 0.0796177, -0.09515817, 0.028917901, -0.0752607) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.011032815, 0.06206703, -0.09782582, 0.03322364, -0.024201987, 0.012407279, -0.06486112, 0.065004334, -0.006245923, -0.034009162, 0.08770933, 0.065151595, 0.043262474, 0.054994624, 0.115840785, -0.09499264) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.040038913, 0.020927478, 0.0095707625, 0.11241672, 0.07298628, -0.03342749, 0.01005333, -0.018234663, 0.064127184, 0.022129644, -0.03225046, 0.015303761, 0.0025954084, 0.026910244, 0.10920543, 0.10982261) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0673264, -0.06406114, -0.10207532, 0.03043728, 0.013002137, 0.043359507, 0.026096458, 0.10082838, -0.0642811, 0.14010613, 0.0625042, -0.1671225, -0.041694086, -0.06912805, -0.070819736, -0.10707673) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.028437516, -0.104031324, -0.00883411, 0.07303809, 0.063450605, 0.07766218, 0.0025482972, -0.03874655, -0.024112262, -0.055926625, -0.054404005, 0.07200242, -0.12923439, 0.11756624, 0.03235073, 0.025140604) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07630516, 0.035479344, -0.02406291, 0.07414668, 0.07996684, 0.071500994, 0.0041644117, -0.030916646, 0.042177014, 0.008170894, -0.058136985, -0.1272659, -0.08456959, -0.09318241, -0.111825354, 0.056025278) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.017236957, -0.04931214, -0.04546525, 0.08366393, -0.014682055, -0.06471796, -0.08719627, -0.05236608, -0.1175413, 0.069371335, 0.044888984, 0.04929942, -0.013770809, 0.06761477, 0.12102053, 0.0067485953) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.045766212, -0.01832294, -4.223035e-06, 0.017818777, -0.1624566, -0.056260627, 0.00011573624, -0.014903727, -0.08539675, -0.03885584, -0.077474184, -0.02180623, 0.008653656, 0.055133738, 0.059180453, 0.086535186) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.02064942, -0.021755693, 0.04258459, -0.03132326, 0.008472219, -0.03861974, -0.07710478, 0.010436849, 0.08350143, -0.092069946, 0.025091209, -0.16653621, 0.024409093, 0.06170515, 0.0407223, 0.05875108) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.105911255, -0.021872785, 0.053831067, 0.07443288, -0.059776537, -0.080721244, 0.06047898, 0.038081765, 0.030592326, -0.042387508, 0.10630578, -0.039533924, -0.05868546, -0.04629572, 0.008200039, -0.0152924005) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.10590312, -0.024143511, 0.04500078, -0.034833405, 0.0077869915, 0.0062474054, 0.019995918, 0.003982944, -0.0021419218, -0.08393671, 0.023151234, -0.13564983, 0.055672098, 0.025012732, 0.12809329, -0.027097646) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08534338, 0.08722762, 0.022182066, -0.049489636, 0.056009308, 0.045273256, 0.055560343, 0.07922446, -0.10813027, -0.054762598, 0.053643025, -0.082616836, 0.0699048, -0.040993948, 0.02715074, 0.06129833) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Conv2D-2-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_1 +//!SAVE conv2d_2 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_1_mul * texelFetch(conv2d_1_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.0038961265, 0.001332783, 0.0017195513, -0.012215322); + result0 += M4(0.020768486, 0.19518504, 0.10652916, 0.016277736, -0.01911715, 0.09338258, 0.061322775, 0.021276098, 0.033209424, 0.023758238, 0.13228233, 0.017543152, -0.08639269, -0.10579368, -0.021436824, -0.041996963) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.02072158, -0.029260047, 0.10317572, 0.018998116, 0.06893516, 0.016882386, 0.029664101, 0.033205308, -0.07925137, -0.0117294, -0.033008587, -0.08429268, -0.009129892, 0.00844741, -0.017484661, -0.041629616) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.05287871, 0.0714904, -0.05438321, 0.10782685, -0.019365048, 0.04753656, 0.0057719294, 0.01661721, 0.01850611, 0.04280566, 0.054570835, 0.024997398, -0.024685761, 0.0108154975, 0.110397175, 0.020391693) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.13310038, -0.17994042, 0.09879768, -0.006364421, -0.048433002, 0.07472358, 0.085165694, 0.05120727, -0.01948186, -0.01708294, -0.003669543, -0.033181053, -0.011578635, -0.067337684, -0.039517853, -0.0066827773) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06415745, -0.05185256, 0.1186324, 0.07332391, 0.039549273, 0.18897007, 0.017069127, -0.07572157, -0.041313797, -0.113993324, 0.034083586, -0.08321626, -0.09899019, -0.20111105, 0.08013798, -0.049507666) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.004421147, -0.06988728, -0.1693638, 0.01637007, 0.003774199, 0.028707651, -0.034669466, 0.041887756, -0.12499024, -0.14824395, -0.037254, 0.03626716, 0.024191184, 0.010770511, 0.10946722, -0.012818109) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06518783, 0.08121745, 0.08918908, 0.02310599, 0.03623461, -0.13732864, 0.070472024, 0.058844727, 0.057325784, 0.1353737, 0.07116109, -0.0101564415, 0.058186606, 0.061101504, -0.097902454, -0.037124325) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.001278279, -0.12656812, -0.13933757, -0.007784996, 0.011574005, 0.14250986, 0.011222252, -0.023558123, 0.00079916744, -0.054769196, 0.08418574, -0.011806821, 0.020265067, -0.1157282, 0.022684122, 0.056439396) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.02458042, -0.16910408, -0.014593553, -0.03235627, -0.04779372, -0.008499454, 0.1181949, 0.10087122, 0.05127935, -0.11893997, 0.0008351227, -0.003412373, 0.051829055, -0.010493163, 0.023809, 0.027481949) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.05583759, 0.12039312, 0.049189202, -0.0033234935, -0.0128697725, -0.20673724, -0.11376061, -0.04513069, 0.006834934, -0.113968655, 0.09831999, 0.15115435, -0.028312294, 0.05344022, 0.0230219, -0.015505616) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.00070553337, -0.14369376, -0.025746442, -0.115839556, -0.027429733, -0.22975318, 0.010271601, 0.038519192, -0.15733579, -0.09535876, 0.036753237, 0.04535995, -0.015221701, 0.009748689, -0.01113504, -0.033767708) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.031698138, -0.047707994, -0.011964013, 0.07519611, -0.11171261, 0.0014576577, 0.112082936, -0.054679986, -0.06935404, -0.07026278, 0.037267886, 0.18976697, 0.0046615293, -0.121218346, 0.023205673, 0.08507905) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.10813317, 0.026324559, -0.058060277, 0.034778446, 0.09977958, 0.110755235, -0.07610188, -0.05169733, 0.09893716, 0.2064326, -0.1973082, 0.011295613, 0.055551022, 0.05705061, -0.057435445, -0.06461288) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.045676377, -0.056204285, -0.0011548348, 0.040627398, -0.12363167, -0.12852292, -0.00085430965, -0.037388556, 0.00844487, 0.14106186, 0.09070133, 0.039000336, -0.0059762467, 0.03153208, 0.083921984, -0.05227681) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.051444214, -0.07501466, -0.02736227, -0.029298639, 0.031347092, -0.06630262, -0.017180841, 0.05112174, -0.039328843, 0.045823384, 0.11843252, -0.057929497, -0.028011715, -0.0024052528, -0.05447095, -0.08166851) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.029137295, 0.04394078, 0.024085755, -0.04682829, -0.008840531, 0.046565503, 0.028540466, 0.06610155, 0.007266516, -0.064102635, -0.07334753, -0.11840728, -0.10386313, 0.09748474, -0.014535573, -0.065157816) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.034119498, -0.10110233, 0.062206313, 0.060490754, -0.056164585, -0.010824694, 0.030567843, 0.041654594, -0.07085679, 0.017946146, 0.07776861, -0.05438649, 0.040264107, 0.084866695, 0.12399638, -0.02646175) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06160804, -0.08157371, -0.09690197, -0.0053563523, 0.027080167, -0.00813666, 0.074484125, 0.028181752, 0.10777577, -0.05067239, 0.16796178, -0.06555477, 0.010340013, 0.005175866, -0.11509617, 0.053702924) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.10997413, -0.23575288, -0.004338256, -0.17804305, 0.088344626, -0.0602253, 0.029983163, 0.03522086, 0.050785214, -0.06110994, 0.05317057, -0.0041962243, -0.05477119, -0.027402788, 0.0068501597, 0.022762587) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.12499325, -0.2963777, -0.053973384, -0.0863788, 0.061468765, 0.02624447, 0.050280765, 0.007978251, 0.043330833, 0.015782738, -0.02406044, -0.012082534, 0.014833368, 0.03636138, 0.021866325, 0.002705452) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0670178, 0.1517865, -0.060079947, -0.019175414, -0.00950054, 0.02186507, -0.16947927, -0.019976761, 0.017263884, -0.21380761, -0.040637568, -0.029934557, 0.05448739, 0.007488777, 0.041584082, 0.035889525) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.088071905, 0.088525586, -0.10630332, -0.08889899, -0.05567067, -0.014407666, 0.022553239, 0.042067133, 0.064223126, -0.049846806, 0.04151039, 0.044511788, 0.072003365, -0.021226842, -0.028754074, 0.085390344) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.13223739, 0.22873339, 0.022842832, -0.110073015, 0.043129012, -0.12935705, 0.011199929, 0.048705462, -0.039713945, 0.038975433, -0.13740028, -0.14390735, -0.07936343, 0.03079609, 0.06856621, 0.022711476) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(5.577286e-05, 0.019684795, -0.17099325, 0.086151764, -0.02518586, 0.0326021, -0.1538337, -0.032159623, -0.046835143, -0.026700933, -0.2898238, 0.019142104, 0.048806053, -0.032409724, 0.07595997, -0.014350331) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.113683246, 0.106619164, 0.035031386, -0.075541675, 0.0054782513, -0.31739518, 0.08305017, 0.02839219, 0.00090749457, 0.08332185, 0.07975957, -0.037888702, -0.009494333, -0.039190985, -0.023774182, 0.03629856) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.01317086, -0.17966376, -0.0046711154, 0.0573031, -0.024371548, -0.11985576, 0.059062485, -0.109271765, 0.05535692, -0.011248494, 0.04973407, -0.043837454, -0.11109329, 0.0018599973, -0.019615516, 0.008063546) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.0078926, -0.025773687, 0.1696136, 0.08084846, -0.12121332, 0.057914667, 0.0011041306, -0.050299834, -0.034782372, 0.0646752, -0.07594214, 0.042853054, -0.04617414, -0.11512558, 0.08340222, 0.0027434994) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.039316215, -0.0047521982, 0.0007410762, 0.003044629, -0.014875219, 0.0003238436, 0.011892292, 0.017935025, -0.066173576, 0.004730928, -0.028995039, 0.049613565, 0.080073915, 0.03108165, 0.04943785, 0.023901751) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.026870532, -0.002210108, 0.04364908, -0.085835844, 0.066105135, 0.0270752, -0.035426065, 0.03159552, -0.052549567, -0.16905689, 0.030008933, -0.024280457, -0.018040571, 0.05162439, 0.04035218, 0.028920501) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.05643361, -0.0026553562, -0.004815994, -0.056199763, -0.015197031, -0.27437776, 0.08667686, 0.009542018, 0.020103246, 0.30491906, 0.09443379, 0.047749072, 0.07879209, -0.16204481, 0.05484295, 0.014890158) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.04251266, 0.108698756, 0.07989816, -0.03404856, -0.0117967175, 0.029044988, -0.054395277, -0.02599575, -0.01700795, 0.21388772, -0.071163945, 0.046782244, 0.004954562, 0.08941993, 0.051816255, 0.007873691) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.009905115, -0.06495422, -0.07182362, -0.07009032, -0.0011140234, 0.1801605, 0.045418646, 0.022728456, -0.07182372, -0.20405844, -0.2595796, 0.025947588, -0.0051582963, -0.21421307, -0.115997046, -0.04933461) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.07039363, -0.07689468, 0.04071002, -0.011898511, 0.058931004, 0.19578938, -0.047047555, 0.045687, 0.039013788, -0.03537131, 0.09728327, 0.06489651, 0.009094454, -0.035449073, -0.010307263, -0.128886) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.07495727, 0.12349849, -0.011538896, 0.08012793, 0.110961534, -0.10587627, 0.041072518, 0.048473507, 0.04384488, -0.1849016, -0.016741171, 0.0036955767, 0.055009063, -0.20208012, 0.028385293, 0.010734535) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.09469653, 0.017364593, -0.09390158, 0.12721796, 0.04345901, -0.2840768, -0.05992785, 0.066435404, 0.05637269, 0.14012375, 0.0345561, -0.054484397, 0.039971624, -0.030509844, -0.020659527, 0.0061903074) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.03903556, -0.14210649, -0.017638791, 0.07868067, 0.028452715, 0.12341494, -0.019836478, -0.021302665, -0.04480746, -0.00985662, -0.0718964, -0.028854342, 0.09794145, -0.080464825, 0.050758284, -0.026055876) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.028701145, 0.01829752, 0.087533996, -0.00965923, 0.036159534, 0.03749543, 0.009703668, -0.11557614, 0.075031266, -0.1879373, -0.11208702, -0.032449514, 0.011989358, -0.1298161, 0.053492643, -0.020412037) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.013003049, 0.026942214, -0.030305991, 0.034897134, -0.016770195, -0.0018774936, -0.16833772, -0.045802023, -0.04935283, -0.030899772, 0.089957945, 0.027436828, -0.07391319, 0.022749206, -0.08397321, -0.079581566) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.015891165, 0.03229516, -0.026230607, -0.016856106, -0.013348166, -0.058003638, 0.091278724, -0.020132544, -0.0104976315, -0.06962491, 0.10252575, -0.104778886, 0.011487738, 0.07815713, -0.1523581, 0.04473245) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.015247553, -0.0689445, -0.024725895, 0.059181888, 0.11106032, 0.005426758, -0.0007795084, -0.10700971, -0.042458396, 0.10347201, 0.0126216225, 0.06868036, 0.11178716, -0.30893403, 0.035914417, 0.022325242) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07837707, -0.10944139, -0.055363763, -0.0064786635, -0.10494937, -0.030199448, -0.09446005, 0.06313394, -0.05885978, 0.024449185, -0.053455792, 0.10630162, -0.02901833, -0.0077567264, 0.07457602, -0.014757839) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0016780697, -0.10031895, -0.00528505, 0.08190756, -0.004673542, 0.024529556, -0.01576794, -0.052456655, 0.0008170726, -0.07658871, 0.17358595, -0.027121188, 0.04863556, 0.1847656, 0.060486633, -0.10650409) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.03644902, 0.1148294, 0.045266416, 0.10774466, -0.020824777, -0.13833138, -0.15486678, -0.28599513, 0.0057938877, -0.02195408, -0.087424345, 0.05426812, -0.07872704, -0.074092545, 0.042901468, -0.018899178) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.08066995, 0.06903461, -0.06546987, 0.07025312, 0.0066974177, -0.21211831, -0.13548216, -0.15869343, -0.03845252, -0.018342808, 0.012805937, 0.0571223, 0.0010664713, -0.16705228, 0.03932396, 0.07297253) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.10483158, 0.14434452, 0.10646279, -0.07861952, -0.11446141, -0.06909528, -0.06899353, 0.06655939, -0.023679903, 0.08045442, 0.075076155, -0.0067794793, -0.03872731, -0.0021570718, 0.008664595, 0.04054242) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.1058983, -0.64768726, -0.1070164, -0.16036078, -0.006849701, 0.08040625, -0.01209451, -0.021268113, -0.043588012, -0.010082733, 0.00032744344, 0.032486998, -0.16930111, 0.09392636, 0.031829715, -0.023427248) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.1391673, 0.09537431, 0.15677875, 0.26951012, 0.04830714, 0.138435, 0.02802541, -0.044355396, 0.087282084, -0.0071173464, 0.06556808, -0.014055374, -0.21888524, 0.28007838, -0.26575592, 0.103729926) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.066979684, -0.023621002, -0.08544632, 0.021912837, -0.02770723, 0.23085785, -0.07876425, -0.001778253, 0.059612133, 0.13702968, -0.018019872, -0.011194369, -0.17940903, 0.38167855, 0.3581132, 0.052256417) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.013459989, 0.35978305, 0.0080676675, -0.07412809, 0.14155985, 0.16714828, 0.07242234, 0.045785334, 0.044334922, 0.053570222, 0.0149026485, 0.021398667, -0.22911492, 0.32159582, -0.10092565, 0.09225282) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.005439314, -0.06433109, 0.005245534, 0.13578549, -0.14659771, -0.51859146, 0.012266429, 0.06077045, -0.064145505, -0.0999825, -0.08526874, 0.08859418, -0.051710278, 0.0039805844, 0.21263716, -0.06515673) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.04172571, -0.005810074, -0.023136543, -0.06914317, 0.1286092, 0.104499236, 0.2298874, -0.036697045, 0.04959671, -0.07776955, 0.04101511, 0.028588077, -0.020894285, 0.13061762, -0.090738826, 0.23239848) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06448335, 0.0014417671, -0.10011012, 0.04494505, 0.1481389, 0.006609362, 0.07581272, -0.04148623, 0.06993912, 0.081995845, -0.08818529, 0.07156934, 0.26274258, -0.25181508, 0.036202215, 0.24277289) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.04972903, 0.02704316, 0.027814522, 0.11539635, -0.14725707, 0.042437248, 0.055962242, -0.13022345, -0.08122987, -0.107094996, 0.019609177, 0.017482767, -0.40221646, 0.89007, 0.32853803, 0.03351898) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.08624043, 0.044317793, -0.030672917, 0.024382416, -0.035281107, -0.13298373, 0.03268051, -0.08780466, -0.062240686, 0.15269567, 0.088559024, 0.02112772, -0.12399524, 0.18136752, 0.18347566, -0.41017237) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.012344986, 0.0819994, 0.08926104, 0.037693802, -0.026298285, -0.14426899, 0.013797544, 0.07573523, 0.042820767, -0.008953319, 0.03555183, 0.07681178, 0.03561626, 0.20060936, 0.014094836, -0.07780646) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.0076577337, -0.077223584, -0.049890388, 0.013612941, 0.0417324, 0.038160775, -0.031893957, 0.06730074, 0.048760794, -0.08885555, -0.014088995, -0.03504145, 0.08756986, 0.33382958, -0.025584355, 0.0898367) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.0027248159, -0.009261547, -0.010573189, 0.016224667, -0.00859355, 0.23445041, -0.037793424, 0.045305517, 0.019869976, 0.06422869, 0.086130686, -0.040192682, 0.009780726, -0.05960844, 0.01658926, 0.019263476) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.012945488, -0.102715746, 0.074896775, 0.0124892155, 0.122968525, 0.135008, -0.132012, 0.044492103, 0.073970355, 0.048286952, -0.0033707109, 0.0077622165, 0.03792696, 0.18066593, -0.058781058, -0.00574739) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07965153, 0.12858966, -0.07428137, -0.0073787323, -0.077527784, -0.23929825, 0.02083824, -0.06023361, 0.019069064, -0.06172661, 0.034480214, -0.064167224, -0.1050257, 0.052588984, -0.06398863, 0.040950246) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.04623202, 0.114150316, -0.15639481, 0.08311473, 0.068393774, 0.12620011, 0.0075128404, -0.053743124, 0.018285705, -0.14228502, -0.02221842, -0.019861415, 0.005128908, 0.17778534, -0.07174087, 0.030204035) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.008492201, -0.122009255, 0.0605521, -0.03450755, 0.0509936, 0.066243686, 0.00546704, -0.014830274, -0.006705027, 0.030692441, -0.019571733, 0.08969137, 0.03030771, 0.07903839, -0.02059117, -0.06824601) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.0991305, -0.07580958, 0.046257865, -0.042087436, -0.0947227, 0.02381838, 0.024904741, -0.04824861, -0.059442014, 0.11869142, -0.098470874, -0.09807145, 0.019457888, 0.29149088, 0.09020278, -0.04943551) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.082584344, 0.084786005, -0.13481602, -0.04953457, 0.023263622, -0.09584821, 0.027991343, -0.04067843, -0.009498681, -0.033229757, -0.0296905, -0.086042464, -0.015430221, 0.25951028, 0.026116326, 0.015405893) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06470308, 0.025905779, 0.06861305, 0.021462845, -0.023637587, 0.15395701, -0.03916342, 0.0006587917, -0.008185829, 0.11200546, -0.037124023, 0.007394828, 0.06663645, -0.027812524, -0.0037342268, -0.0061668474) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.03544779, -0.00031186134, 0.02004818, 0.051684547, -0.09745726, 0.042007558, -0.008420215, 0.09486203, 0.010861714, 0.010206691, -0.040740013, 0.06942054, -0.101959646, -0.10260883, 0.10044887, -0.0027186745) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.018351192, -0.08589665, -3.2480384e-05, 0.05149168, 0.045533057, -0.108840615, -0.07827046, -0.043606672, 0.007251551, 0.1417391, 0.014130545, 0.13982835, 0.016003221, 0.0120230345, -0.023557581, 0.050320093) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.030199634, 0.14185253, -0.046193156, 0.117007956, -0.082545996, -0.06779435, -0.020080375, -0.011942185, -0.06754442, 0.15454075, -0.012006602, 0.06574313, -0.046923466, 0.07991663, 0.06952191, -0.020431083) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.05245333, 0.18594715, -0.005668068, 0.025746932, 0.101661645, 0.051543713, 0.00084247196, -0.062519245, 0.0899365, 0.07716826, 0.029157262, 0.01285533, -0.02915037, 0.06552279, -0.0121986, 0.034650713) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.021543847, -0.04752802, -0.03929521, -0.014301264, -0.10118153, -0.18696767, -0.12275127, -0.04238438, -0.0013353159, 0.047490425, 0.0026643847, 0.029076844, -0.032518886, -0.11041743, 0.020810358, -0.035274237) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.060908165, 0.16895033, -0.06763098, -0.014263504, 0.007936432, -0.106404535, 0.09746626, -0.01898785, 0.0048336, -0.18966739, -0.040730722, 0.098006144, 0.09074511, -0.10843708, -0.035986647, 0.02219366) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.05764318, 0.09750307, -0.087208144, 0.117957935, 0.09374338, -0.041801717, 0.04441212, 0.03233607, -0.053928304, 0.08444281, 0.06290966, 0.040370744, 0.043357067, 0.0613805, -0.10498971, -0.024346486) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.007321799, -0.003973235, 0.06420614, 0.016369943, 0.02087516, -0.044659432, -0.14253752, -0.056806125, -0.00084979524, 0.1113189, 0.044143334, -0.074175484, -0.05122868, -0.13652909, -0.0013369785, -0.07416767) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(0.01809597, -0.007259329, 0.011446571, 0.009539949); + result1 += M4(0.08974722, -0.057394583, -0.046069987, 0.07864474, -0.03406532, -0.043008525, 0.0076725646, 0.030887362, 0.03493497, 0.07332323, 0.11389477, 0.0099623585, 0.06267059, 0.05067181, 0.003936554, -0.020788096) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.001502734, 0.0386735, 0.0034451203, -0.06866382, 0.06357977, -0.034083746, -0.0014485398, 0.09803482, 0.016053537, -0.093313985, -0.013740547, 0.095902175, -0.0068273414, 0.0069317883, 0.07468291, -0.014008881) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.018305873, 0.08809944, 0.12883478, -0.02866853, 0.011447931, -0.08039699, -0.022190414, 0.3031448, 0.03934125, 0.0696803, -0.044736862, 0.045283377, -0.03417613, -0.012693501, 0.06992652, -0.14414586) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.17251596, 0.11039471, 0.06795553, 0.057806175, 0.017827867, 0.0118180895, 0.050705157, 0.059729815, 0.025164269, -0.060798462, -0.056215513, -0.0363927, 0.0214516, 0.0192505, 0.080937915, -0.12746243) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.14713654, 0.13962387, 0.0292696, 0.08108621, 0.11103104, -0.033517674, -0.21728092, 0.21753646, -0.005512285, -0.06124906, -0.05421699, -0.00859261, -0.04453755, -0.09267506, 0.1667471, -0.086991236) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.085520335, 0.09010655, -0.04551471, -0.041702263, -0.02551267, 0.0002442629, -0.11318135, -0.23075797, -0.0032654917, -0.020646181, -0.16889559, 0.00024069057, -0.0039345985, -0.007057778, -0.0066967322, -0.03788228) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.022932258, 0.050379436, 0.07207928, -0.11221837, 0.0130831115, -0.0545057, -0.07050016, -0.017975781, 0.015554515, 0.009807091, 0.10832974, 0.010133914, -0.010356311, -0.08178744, 0.04492316, 0.085487835) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.22200887, -0.10962674, 0.1547704, -0.13002324, -0.08965904, -0.033875242, -0.050751805, -0.010955291, 0.007495879, 0.047288466, -0.0234695, -0.0442233, -0.05707627, -0.05559915, -0.032663383, 0.022517374) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0388565, -0.061275236, 0.04765436, -0.13374029, -0.089926176, -0.073177524, 0.011910142, -0.10706633, -0.028476244, -0.0018096503, -0.09545337, -0.124540105, -0.0040880535, -0.01339201, 0.08047419, 0.12758337) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.00031812486, 0.008170696, -0.06208043, -0.059076823, 0.0046319487, -0.109885566, 0.058871698, -0.028006772, 0.056106254, 0.12692627, -0.1050283, -0.31867397, -0.00816154, -0.029396255, -0.041891497, 0.08142962) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.048969254, -0.04084207, 0.10848751, 0.0162676, -0.045184273, -0.13072723, 0.07681187, -0.07474879, -0.12002091, -0.04601605, -0.46615177, -0.22194192, -0.10415525, 0.070380114, 0.027935691, -0.076817654) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.058873277, -0.02194783, 0.11969051, -0.1133347, -0.013515706, -0.028978303, -0.09594172, 0.104455106, 0.13784535, -0.10757687, -0.17776383, -0.06740314, 0.027393539, -0.0958441, -0.023288494, -0.053651378) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.04353452, -0.0018926831, -0.008601414, 0.040108994, 0.05980129, -0.029484522, 0.097080655, 0.02981196, 0.09436037, 0.05498659, 0.09255856, 0.14033128, -0.1002076, -0.057044487, -0.09080253, -0.08466663) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.13454814, 0.053118296, 0.0020678288, -0.121801004, -0.0442235, -0.04095646, 0.06825874, -0.03648487, -0.07244828, 0.041476924, -0.058172427, 0.43018842, -0.04076554, 0.04303618, 0.07993228, 0.054027397) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.057967342, -0.068577655, 0.044533517, 0.023215523, -0.034145925, -0.007827256, -0.120982826, -0.020564968, -0.16727303, 0.14238362, -0.032474738, -0.06825909, -0.07495851, 0.07559027, -0.08125224, -0.01977864) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08150442, 0.032221925, 0.028710455, -0.03734639, 0.059873328, 0.13391107, -0.05114325, -0.0128373355, -0.14087403, 0.0709955, -0.07242348, -0.0035251733, -0.09796152, 0.11837425, -0.016200937, 0.029503472) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.05068108, -0.0898573, 0.0108421855, 0.021399837, 0.02234396, 0.05424754, -0.020104418, -0.11817873, 0.1220066, -0.021129828, -0.13346282, -0.030525615, -0.047299366, -0.053865477, -0.022940893, -0.07856213) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.012096377, 0.013601851, 0.020446809, -0.10492482, -0.06469445, 0.03448889, -0.07677999, 0.0017471157, -0.036593143, -0.03791922, 0.046369188, 0.058738172, 0.039446738, 0.015426071, 0.040716898, 0.052520655) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.011576842, 0.14291708, -0.085464, 0.04823769, 0.013427116, -0.067072675, 0.024363173, -0.061673254, 0.021091694, 0.010108753, 0.06366308, 0.059176635, 0.030968698, -0.05105878, -0.08252918, 0.061828688) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.025508406, 0.053967323, 0.021817207, -0.07290561, -0.029633604, -0.08344699, 0.09763669, -0.05941648, -0.026044406, 0.04977485, -0.12530185, -0.09826884, -0.008688463, -0.07970346, -0.09230995, 0.073997356) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.056518354, 0.016244685, 0.14062637, 0.011818997, -0.039067525, -0.03314261, 0.018776461, -0.06979147, 0.091528535, -0.02864895, -0.103084445, -0.07929676, -0.027924893, -0.048091784, -0.12286067, 0.007017993) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.03082558, 0.004830918, -0.035591446, 0.013694819, -0.047595814, -0.099315725, 0.014426182, 0.045877915, 0.018080486, -0.021914203, -0.099665806, -0.021313844, -0.014837844, 0.043898433, 0.041621327, -0.04202227) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.044189997, -0.07950915, 0.2066972, -0.029563887, 0.03156508, -0.052999865, -0.057783432, -0.1239231, -0.12936692, 0.082947336, -0.043181423, -0.05811266, -0.013954634, -0.0075906524, -0.06267514, 0.03286673) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0018704489, -0.028523736, 0.0285131, 0.19535622, -0.004870037, -0.11971281, -0.035292182, 0.07921527, 0.032171868, 0.02107969, 0.013217628, 0.044199698, 0.0074292943, 0.09520273, 0.0777525, -0.005481386) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.1537963, -0.077397294, -0.040240813, -0.01483856, -0.010614203, 0.016921805, -0.06463972, -0.014581693, 0.020288756, 0.08486695, 0.114225395, 0.071876846, -0.061787628, -0.0150212385, -0.06625069, 0.0127510745) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.07969649, -0.07553746, 0.3011664, -0.07753997, -0.008760307, -0.04732446, -0.06533066, -0.04861088, -0.04453593, 0.014899991, -0.013779289, -0.03079048, 0.035094455, 0.0026017237, 0.05492003, -0.07883217) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.1382815, -0.001781069, -0.009535754, 0.014254669, 0.027612543, -0.0713885, 0.009494898, 0.019641854, 0.053180195, 0.041654743, 0.011953401, 0.031995524, -0.06460382, 0.03716663, -0.0066641453, -0.023757324) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.11485917, -0.08821221, -0.033164237, 0.035665486, -0.10356065, -0.08925449, -0.08776844, 0.0443344, -0.04627364, 0.03123617, -0.46454397, 0.028888578, 0.084829845, 0.02420092, 0.21837008, -0.010578558) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.017928071, -0.019868823, 0.07635952, -0.06252927, 0.011634639, -0.112031534, -0.06432357, 0.044311896, -0.03306069, -0.009021196, 0.20783746, 0.029818283, 0.044896267, 0.103549056, -0.15614301, -0.10390704) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.05877805, 0.037358385, -0.007874027, 0.02150572, 0.087275535, -0.12576886, -0.17768301, 0.08391734, -0.13349986, -0.020330323, 0.07866404, -0.051829178, -0.07415576, 0.08051908, 0.0019096436, -0.0248202) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.06818973, 0.04258476, -0.11570403, 0.019937577, -0.032644536, 0.03827634, 0.09796537, 0.04925239, -0.022239348, 0.06727167, 0.06726447, -0.039859198, -0.08094699, 0.100528106, -0.05513857, 0.03842808) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.038287744, -0.046130396, 0.0044009783, 0.06255144, 0.07952102, 0.058554716, 0.044949017, -0.023608152, 0.042466514, -0.0037990552, 0.072036006, 0.13415317, 0.061293673, -0.093681894, 0.01659891, -0.10580722) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0075947028, 0.04923867, 0.04950351, 0.033283208, 0.02411005, -0.07484874, 0.039531544, -0.040823437, 0.031972732, -0.05750063, 0.062427163, -0.048166666, 0.08210575, -0.08971807, 0.0014726426, 0.024761481) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.06970087, -0.02279949, 0.036573384, 0.04610181, 0.052381646, 0.022673553, 0.062322322, 0.08522047, 0.011990278, -0.060493305, -0.22580588, -0.13913772, 0.067572676, 0.113445826, 0.118292265, 0.068487026) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.073160335, -0.053239502, 0.058038283, -0.078760535, 0.030652044, 0.055304956, -0.10536544, -0.042361442, 0.08508474, -0.14913025, -0.06592552, 0.028471349, -0.043403942, 0.028345525, -0.03665315, 0.06630598) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.064241365, 0.037043408, -0.030782968, -0.018506581, 0.0022339206, -0.03144272, -0.054002218, -0.038323894, -0.07115976, -0.090881124, -0.054997433, -0.051876, 0.015684353, 0.07759289, 0.14167948, -0.0021917135) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.05477468, 0.14993134, 0.024986196, 0.019096363, 0.060178306, -0.120737426, 0.05904739, -0.012368025, 0.030011868, 0.021836974, -0.02062985, -0.127062, -0.049314924, 0.114634186, 0.08724103, -0.10614678) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.026916834, -0.02322393, -0.06406004, 0.05087083, -0.019631015, -0.082680516, -0.06368981, -0.13085927, 0.024152614, -0.009476421, 0.08715081, -0.067289144, -0.036660537, 0.0037622356, 0.039944604, -0.0964066) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.04755059, -0.106824026, -0.03209321, -0.038908567, 0.06699002, 0.0852551, 0.0488239, -0.11888451, -0.029342968, 0.016189383, 0.0006822671, -0.04981751, -0.086947605, -0.059580225, 0.029643087, 0.00021858286) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.02501859, 0.13633497, -0.05413384, -0.039060574, -0.13850933, -0.052807204, 0.022122784, -0.0062004775, -0.05766888, -0.014106309, -0.012562379, 0.006912933, -0.15607083, -0.14682062, -0.111053236, 0.09419012) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.045371503, -0.06589474, 0.00377123, 0.03228386, 0.050489787, 0.011352468, 0.011432119, 0.06737237, 0.0014837743, -0.073518634, -0.029983262, 0.019647364, -0.008811636, 0.022412278, -0.02858212, 0.007172225) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.000113790156, -0.037234273, 0.036010038, 0.050041687, 0.11892256, 0.092400156, 0.013134459, -0.085957184, -0.05347301, -0.25043193, 0.16402128, -0.015024794, 0.0110863745, 0.09496419, -0.06436348, -0.05829286) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.02188274, -0.016275775, -0.03614848, -0.10994358, -0.3107118, -0.2234907, -0.0012438593, -0.027794728, -0.06316975, -0.0024332027, -0.0014720003, 0.111853264, 0.06801622, -0.066525, 0.13523015, 0.0863234) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.03687555, -0.050679803, 0.046274412, -0.08960817, -0.2260352, 0.095823035, 0.039576087, -0.014151317, -0.038530204, 0.060383882, 0.00799593, 0.07945562, -0.044110917, -0.10669394, -0.055741455, 0.08334321) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.050064012, 0.0645976, 0.034032837, 0.13629472, -0.02919891, 0.14524814, 0.028753709, -0.011516505, -0.043493725, 0.09487557, -0.013130709, 0.041645847, -0.05654849, -0.04582667, 0.009315843, 0.01709956) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.22713026, 0.13292877, 0.16952021, -0.4218617, 0.04456534, 0.017331598, -0.008258746, -0.0908604, -0.026475342, -0.006474787, -0.017406981, 0.11194806, 0.034013066, -0.24220166, -0.10562158, 0.16913258) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.03811829, -0.023052575, 0.024508754, -0.028697502, 0.06442697, 0.14254358, -0.008434641, -0.016290251, -0.03435895, -0.034129024, -0.0440653, -0.0052929064, -0.17684558, 0.24296668, 0.09406738, -0.034765854) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.055974524, -0.02729386, -0.08167744, 0.22531694, -0.017333092, -0.07153252, -0.06727929, -0.1133512, 0.028469894, -0.015679823, 0.0834762, 0.047915354, -0.10794529, -0.10519973, 0.64922744, 0.3440164) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.06920051, 0.21219712, -0.17762788, 0.1471426, 0.05406958, 0.0053514726, 0.021575779, -0.13939373, -0.028380929, -0.027847107, 0.053497307, -0.013014344, -0.26296037, 0.16364071, 0.24188672, -0.0063509718) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.0131874755, 0.043574467, 0.03535185, 0.032853585, -0.038923983, 0.060529564, -0.030346926, -0.0009526909, 0.00436926, 0.08046837, 0.060406864, 0.006680331, -0.12000841, 0.15016437, 0.26632604, 0.48897293) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.033514064, -0.06738859, -0.012968893, 0.02751357, 0.08441579, -0.03695041, 0.07956055, 0.15366794, 0.032722533, 0.041380964, -0.07082148, -0.052959573, -0.33346766, -0.50331694, -0.2095244, 0.054262448) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.020997878, 0.014422675, -0.13087961, 0.014882582, -0.05240696, 0.056935374, 0.09795725, -0.030672986, 0.07048674, 0.06168097, -0.022310816, -0.06722859, -0.74283427, 0.08410451, -0.14403035, -0.29033536) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.03521117, 0.118142895, -0.00726161, 0.031414963, -0.025939172, 0.002009573, 0.0110588, -0.28460506, 0.077694386, -0.059011452, -0.0036872562, 0.012884099, -0.51541626, -0.040709388, 0.04447552, -0.07987485) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.03814058, -0.04760199, -0.02700305, 0.08544459, 0.023369074, 0.004915809, -0.054034088, -0.028421447, 0.0443263, -0.026355516, -0.010056215, -0.035825133, -0.11703855, -0.069832526, -0.24104445, -0.073950574) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.018098732, 0.013704905, 0.1133674, 0.04412713, -0.07361442, 0.09365645, 0.012718531, -0.009049257, -0.025340073, 0.018135931, -0.19494182, -0.002061071, -0.03413712, 0.0007040512, -0.010645244, -0.008207909) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.033838723, -0.022498785, 0.007711611, 0.0012832687, 0.014009118, 0.08435797, 0.008202341, 0.059073262, -0.04152342, -0.02708974, -0.18229802, -0.004802321, 0.0075961393, 0.09781479, 0.06894605, 0.11107733) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.013861185, -0.087811634, 0.041258454, -0.050483946, -0.009920498, 0.035319597, 1.2286335e-05, 0.10297167, 0.01479326, 0.04035613, -0.14445129, -0.02399068, -0.1560111, 0.020937288, 0.08566862, 0.096880764) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.076691784, 0.05224252, 0.06463334, 0.023242442, 0.030325819, 0.028272672, -0.044215422, -0.06758528, 0.026336672, 0.07030837, 0.0056808535, -0.010476183, 0.059838552, 0.041539215, 0.029340776, 0.06620468) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.030305991, -0.07936912, -0.047789887, 0.06866783, 0.062147338, 0.049661256, 0.03228067, 0.06764497, -0.065919235, 0.08304244, -0.018804317, 0.028215455, 0.092014216, 0.09544994, -0.11402804, 0.023660555) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.039843164, 0.060860302, -0.11504969, 0.055434577, 0.055932686, 0.006411057, 0.06797907, -0.08785874, 0.020152723, 0.06960439, 0.018815245, 0.078055754, -0.01404437, -0.07511067, 0.02129542, -0.13894649) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.066356525, -0.0775759, 0.012709613, -0.06563699, 0.06179321, -0.092641726, -0.0025534416, -0.11037741, -0.025161093, 0.14205174, -0.006717618, -0.06597957, -0.044015322, -0.042251267, 0.0063446686, 0.040883254) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.003159712, -0.13736087, -0.02993725, -0.032971874, -0.029832099, 0.062253974, 0.04115334, 0.012469297, -0.055475395, -0.0054963627, -0.0044782986, 0.10387991, 0.05620466, 0.093795136, -0.10121794, -0.044565428) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.052741747, -0.034348555, -0.025687827, -0.022061719, -0.029136438, 0.040146545, -0.05078188, -0.027782798, 0.038713533, 0.012091828, -0.021268317, 3.6128724e-05, 0.0034925167, 0.027388655, -0.10872045, -0.093549274) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.02193932, -0.012822027, -0.047523063, 0.05462516, 0.009011104, -0.073354386, -0.12922992, 0.0150262285, -0.00053732086, 0.01369674, 0.10813449, 0.021115499, 0.04390482, 0.016575783, -0.014994648, -0.056979902) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.019170277, 0.099072754, -0.018233325, 0.051609475, 0.058348004, 0.018658498, -0.15021506, 0.056880508, 0.02809023, -0.016143002, -0.07931041, 0.15440942, -0.057271652, -0.03054734, -0.043911025, -0.038276713) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.008147103, -0.04196257, -0.057375085, 0.080293596, -0.08650824, 0.07464022, 0.059342343, -0.013514991, -0.0017009542, -0.09215389, -0.010630842, 0.07133518, 0.016978798, 0.051547363, -0.022900151, 0.03725451) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.053627398, -0.07594534, -0.08293544, 0.07062079, 0.008092155, 0.011203761, -0.049896248, -0.1095071, 0.020627553, 0.06849083, 0.023807649, 0.050426554, -0.024705023, -0.04445586, 0.028543489, 0.11714655) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.0253437, 0.11163769, -0.056022808, -0.086334206, 0.0548052, 0.05575991, 0.020656308, 0.020506606, 0.029533695, 0.08191477, 0.07643528, 0.062418755, -0.029370684, 0.06381357, 0.05412051, -0.037089135) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.051183894, -0.03757569, -0.029112045, 0.03299519, -0.025720412, 0.031985633, 0.09623768, -0.12699568, -0.039920144, -0.014619097, 0.06818959, 0.030528614, 0.0046248175, 0.07972895, 0.0017097621, -0.051464528) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.043959036, -0.23009662, -0.18270104, 0.087902606, -0.028532691, 0.061174434, -0.07020298, 0.071242146, 0.012165943, -0.11729443, 0.055243723, -0.12658738, 0.0073455935, 0.15306695, 0.01847725, -0.036773525) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.06332987, -0.04728535, -0.23360464, 0.07500628, -0.0089232735, 0.09835102, -0.016741151, 0.07327699, -0.0136921145, -0.015816888, -0.063507095, -0.04316202, 0.023014594, -0.10914005, -0.065197706, 0.039538562) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.07051828, 0.109170645, -0.08550662, -0.004776298, 0.024742745, -0.044424456, 0.06266902, 0.05564689, 0.08593459, -0.032819565, -0.043338478, -0.0046684686, -0.021086099, -0.04222097, -0.067092195, 0.057967756) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(0.0102932025, -0.016872637, -0.003169691, 0.01035535); + result2 += M4(0.038436566, -0.08512791, 0.004339673, 0.09842734, -0.033262126, 0.02654032, -0.075260505, 0.07575426, -0.014356203, 0.15852922, -0.090657026, 0.006296348, 0.047070708, 0.019586686, 0.023525812, -0.0962133) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.19872907, 0.08625483, 0.116702214, -0.17054479, 0.0028970349, 0.10555472, -0.27063096, 0.05327625, -0.03373055, 0.20111196, -0.02417172, 0.03496838, -0.04136293, -0.07466215, 0.095720924, -0.015632864) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.008374931, -0.14173995, 0.0022480914, 0.050477024, 0.046393193, 0.039269555, 0.13201414, 0.101128995, 0.047907144, 0.058423255, 0.12498084, 0.15058988, -0.048830826, -0.062268846, 0.010936774, -0.07372181) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.112753555, -0.10063212, 0.023306943, -0.1954272, -0.0024644032, -0.08882114, 0.4429248, 0.045186307, 0.02964832, -0.08449549, 0.03277133, 0.007311968, 0.009453563, 0.09974951, 0.016108891, -0.032179564) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.10669576, 0.14344154, -0.11711736, -0.046523146, 0.05932392, -0.13387178, -0.00028596108, 0.049812097, 0.09982752, -0.18304667, -0.031258404, 0.036160044, 0.022425203, 0.018642949, -0.066576414, -0.07888162) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.04064275, -0.27184048, -0.024960717, 0.14244938, -0.07044915, 0.055797875, -0.52521235, 0.17480679, 0.032233015, -0.09975703, -0.13259786, 0.17486903, 0.016814435, 0.064331636, -0.0026589786, -0.14208914) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.27433497, 0.17472564, -0.12036747, 0.022946425, 0.0040909215, 0.007094669, -0.03019933, 0.030576253, -0.04390153, -0.14853579, -0.07543346, 0.020188756, -0.013806313, 0.023557309, -0.09423453, 0.02147953) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.181797, 0.13379341, -0.2832532, -0.17646243, 0.084766895, -0.080704495, -0.5911435, 0.103994444, 0.04387691, 0.067191675, -0.09801248, -0.012975976, 0.050375447, -0.027577884, -0.026709937, 0.0012420831) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.06778531, -0.20722494, -0.21393287, 0.013781556, 0.14178617, -0.19631566, -0.4015847, 0.13992907, -0.05431584, -0.06281534, -0.23505583, 0.074036844, 0.0020055538, 0.022703046, 0.14421001, -0.01810498) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.015352279, 0.060496587, 0.092507616, 0.017952317, 0.10531777, -0.010543484, 0.063774586, -0.14915013, 0.10773597, -0.058030672, -0.11852347, 0.027841676, 0.01740626, -0.05636895, 0.09594972, -0.01946828) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.11770859, 0.08592794, -0.0752219, 0.013500635, -0.009520548, -0.072118394, 0.092815585, -0.12400817, -0.15295558, 0.24206327, -0.08984538, 0.124470346, 0.05235887, -0.054060034, 0.08742749, -0.06007786) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.093583226, -0.022560887, -0.06824664, -0.07133742, 0.09551432, 0.009690677, 0.07135554, -0.028927475, 0.0074561117, -0.060570728, 0.13366985, 0.13396743, -0.14657004, -0.060656056, 0.04517194, -0.037952352) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.00019230878, 0.052784175, 0.1309262, -0.066142745, -0.06477744, 0.090797916, -0.19412965, 0.024527637, 0.11954954, 0.21313839, 0.28447026, -0.08316091, 0.01588293, -0.023936806, 0.017393047, -0.029170873) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.045616828, -0.12090421, 0.11151787, 0.06230041, -0.0033326112, -0.056190014, 0.11498565, -0.05439721, 0.16014022, -0.01738808, 0.0022950938, 0.035964336, 0.0026112283, 0.090370126, 0.04855141, 0.027992139) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.034891196, -0.03574627, 0.027517471, -0.056426972, 0.011956307, 0.013198277, -0.34737143, -0.01976567, 0.0830579, -0.0100226095, 0.14323045, -0.09168779, 0.005296248, 0.044712007, 0.11500597, 0.103682324) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.008656309, 0.082859464, -0.11422552, 0.002834319, 0.0989221, -0.01567809, -0.039741844, 0.066015616, 0.045652866, 0.09474033, 0.22074726, -0.09310809, -0.06197577, 0.0034248813, 0.001941734, -0.051574443) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.018885199, -0.18505983, -0.06257531, 0.05206431, -0.019649072, 0.01953629, 0.014135476, -0.07915282, 0.008791792, 0.110373735, -0.32844788, 0.16660698, -0.10577062, -0.057653308, -0.115892164, 0.011086274) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.03784607, 0.022533193, -0.053525362, -0.048276614, -0.011195153, 0.026045162, -0.10399662, -0.023260226, 0.08476679, -0.10535599, -0.30735326, -0.055628445, -0.060028102, 0.034853008, -0.056184, -0.083230115) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06760786, 0.16179302, -0.118864946, -0.034298413, -0.049755417, 0.043124072, 0.25422427, 0.012247339, 0.005825049, -0.058031347, 0.04185984, -0.008767722, -0.022682743, 0.055060845, 0.07432099, -0.026758477) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03671346, 0.24082515, 0.31776464, -0.11949707, -0.12781343, 0.06720598, 0.073798455, -0.06606062, -0.05825967, 0.054210808, 0.1039934, 0.17075765, 0.05385945, -0.092671126, 0.13634287, -0.06547265) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.10002236, -0.09289105, -0.1750595, 0.017257025, -0.04493247, 0.1408271, -0.069975294, 0.020198068, 0.046180718, -0.17173108, -0.04980055, 0.028744346, -0.03193435, -0.0023842084, -0.036552504, -0.001482784) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.015841138, -0.06837806, 0.07714096, -0.11363247, -0.0055072014, -0.012350458, 0.07332677, 0.04667852, 0.04378284, 0.104695976, 0.11022535, 0.0188256, 0.09636939, -0.09210068, 0.017602984, 0.083510995) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.055630315, -0.015418918, -0.45787054, 0.06243029, -0.043179344, 0.049424123, -0.039964218, 0.0010888253, -0.08222683, -0.107776105, 0.19656059, 0.06365014, 0.0598147, 0.017306158, -0.06394163, -0.04326622) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.21412842, -0.11010432, -0.43835136, -0.18818177, -0.0142450705, -0.09189092, 0.019128043, 0.09999981, -0.021642478, -0.02316909, 0.097123414, 0.058954697, -0.031292256, 0.04103063, -0.05887264, 0.05350077) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.11024992, -0.07412409, -0.22186321, -0.032255672, 0.02559088, 0.051890284, -0.12523603, -0.02233625, -0.020445233, 0.028723149, -0.09130667, -0.03274198, -0.09089258, 0.07206191, -0.19203721, -0.07408743) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.001041941, 0.11271334, -0.024774585, 0.08025154, 0.06622964, -0.0787396, -0.07239129, -0.04297541, -0.009916974, -0.00023384744, 0.041440386, 0.040175464, 0.036225393, 0.18640225, -0.2673015, -0.051663592) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.1364139, 0.005123496, -0.035877466, -0.008553494, -0.017431224, -0.008453461, -0.20078611, 0.0117227975, -0.086602874, 0.105799235, -0.15483473, -0.00891134, -0.011340127, 0.026145222, 0.030248864, 0.06156444) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.053950526, 0.1763199, -0.096226424, 0.019539474, -0.084666, 0.0570082, 0.03784466, 0.074179165, -0.018736616, 0.05449927, -0.2547008, -0.04102699, 0.0017552393, -0.029828632, -0.091094196, 0.058404624) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.009414969, 0.10637441, 0.009950074, 0.016101075, -0.09520018, -0.04036803, 0.061013084, -0.027367057, -0.091663584, 0.11467181, 0.06463298, -0.0427656, -0.024823729, -0.12846106, -0.23350102, -0.05436409) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0033072068, 0.0734535, -0.018544026, 0.09311907, 0.04576039, 0.04276625, 0.033969123, 0.011789976, 0.014353016, 0.031544838, 0.13360602, 0.05744321, 0.11423754, -0.0031193208, -0.047385346, 0.06413874) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06941058, -0.18033704, -0.07863076, -0.008833946, -0.0054664505, 0.0696076, -0.047601327, 0.0018578348, -0.0620215, 0.09904048, -0.020699257, -0.11007639, -0.028059557, -0.121822394, 0.070102885, -0.04994039) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.017573103, 0.007679572, 0.026391247, -0.07140823, -0.08884767, 0.06557619, 0.007466384, -0.0072667343, -0.052095298, -0.06172468, 0.26702762, -0.18441689, -0.09234244, -0.06163663, 0.067234576, -0.117673665) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.032265406, 0.116357826, -0.023417607, 0.02672593, 0.040108383, -0.02738228, -0.054578163, 0.05454198, 0.040966887, 0.010791084, -0.033974644, -0.0786729, 0.06342873, -0.019063843, 0.051141724, 0.0069184983) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.07889718, -0.07952128, -0.094684176, 0.022913521, -0.009632588, -0.059502617, -0.026889572, -0.08062059, 0.08303738, -0.05446329, -0.06300248, -0.044137094, 0.06444689, 0.13780734, 0.21234609, -0.017626805) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.034006935, -0.08940642, -0.06272829, 0.04411658, 0.01798195, -0.104893796, 0.019006882, 0.06116671, -0.18644714, 0.17860366, -0.26413506, -0.02458007, 0.029075824, 0.06940631, -0.13286953, -0.08503223) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.045879576, -0.1087109, -0.107159376, -0.094712116, 0.030352993, -0.19299898, -0.18308118, 0.010863185, 0.02918216, 0.056017328, -0.18417405, 0.020459736, 0.07628103, 0.07029216, -0.4088816, -0.021462254) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.054681033, -0.08866085, -0.071540125, 0.03984152, -0.031823557, 0.36911505, -0.22409001, 0.02752617, -0.05400007, -0.019800322, -0.062325355, -0.067619726, -0.06782346, -0.16322389, -0.1117041, -0.07872052) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.046901528, 0.06896929, 0.13946067, -0.0062405067, -0.0047559617, 0.05723938, 0.19492902, 0.009900525, -0.13558947, -0.024676166, -0.065283656, 0.013416491, 0.0101868, 0.004186771, -0.029699646, -0.045889378) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.084060974, 0.0016211019, -0.040410023, -0.0783535, -0.005206962, -0.07968763, -0.006465683, -0.009126374, -0.047315862, 0.041601934, -0.12024455, -0.035002925, -0.028280394, -0.0810851, -0.034790147, -0.013771664) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.021242226, 0.095532194, 0.076721765, -0.026553733, 0.031585578, -0.12667543, -0.069441915, 0.008807565, -0.044141836, -0.037165217, 0.041965358, -0.11623221, 0.07892406, -0.09533872, 0.058022056, 0.00077833893) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.05742083, 0.110277995, 0.058405433, -0.055889264, 0.06458655, -0.055901818, -0.77792925, -0.088611074, -0.027649742, -0.10273671, 0.10163885, -0.009994354, -0.08487444, 0.030386612, 0.007014902, -0.04833746) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.002424757, -0.029553069, -0.07197424, -0.024408944, -0.04883749, -0.024681265, -0.08422193, -0.015338752, -0.03673912, -0.10462448, 0.039489694, -0.03923748, -0.046972524, 0.035760894, -0.032794204, -0.0107256705) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0070809056, -0.047797758, -0.13858901, 0.108376324, 0.013058967, -0.024047606, -0.26500574, 0.16478828, -0.043381702, -0.07984513, 0.12342754, -0.04828717, -0.0432947, 0.1852055, 0.059879538, 0.027911406) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.03838499, 0.07789943, 0.020304423, 0.011777649, -0.17935899, 0.030462299, -0.16097908, 0.05198708, -0.17859733, -0.051735587, 0.055896256, 0.00494307, -0.0010397424, 0.033436816, 0.061873015, 0.031221524) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0318674, -0.08059559, -0.033897895, -0.0039172093, -0.087237015, -0.21547756, -0.11164707, -0.024446458, 0.009270226, 0.032253712, 0.03986306, -0.038591385, -0.031743154, 0.040938154, 0.09550822, -0.06298452) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.13017938, -0.15028317, -0.12969221, -0.1043039, -0.012920603, 0.04569196, 0.04435078, 0.040591054, 0.03944431, 0.026448384, 0.10263269, 0.10542558, -0.02842415, 0.04965194, 0.0634247, -0.0357331) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.14624007, -0.047458347, 0.2685088, -0.022711262, -0.06850198, 0.04913833, 0.010421702, 0.04611434, 0.048958287, 0.026491787, 0.06559385, -0.0034263341, -0.059245735, 0.30079526, -0.14259365, 0.0017579381) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.115300976, 0.17536932, -0.009892438, -0.068190575, 0.06792405, -0.086249694, 0.11960104, 0.12190239, 0.053113792, -0.034242418, 0.0751862, -0.04331498, -0.38313526, 0.21867825, -0.061861128, 0.23064874) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0840936, 0.11634695, -0.0430927, 0.056506198, 0.034981772, -0.03422949, -0.013373497, 0.023914328, -0.10709244, 0.03822539, 0.028850893, -0.04460132, 0.14481448, 0.140083, -0.57125807, 0.2933987) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.05351227, 0.150712, 0.017380076, 0.11412461, -0.017745247, 0.08473363, 0.058622714, -0.008154244, 0.1020304, -0.021647712, 0.049595736, -0.02396736, 0.47079638, 0.0974281, 0.059246197, 0.054357376) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.022625217, 0.011287094, 0.052335873, -0.07860558, 0.022489201, -0.019969516, 0.05445085, 0.05752353, -0.046792224, 0.08552776, -0.07650753, 0.05570578, -0.08373085, 0.52198946, 0.06233925, 0.112970755) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.02412142, -0.13709944, 0.31732944, 0.07237704, 0.08689409, 0.007899531, 0.18332665, -0.015826361, -0.11312801, -0.016447818, -0.0113938395, -0.014441074, -0.029608294, 0.03684169, -0.019402063, -0.06982171) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.014929913, -0.024197336, 0.19757926, 0.010481152, 0.06688258, 0.05659993, 0.20386209, -0.0028658465, 0.008939656, -0.043802857, -0.13143091, -0.034888577, 0.15854679, -0.119875796, 0.26592213, -0.04812516) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.05149029, -0.053902835, 0.019250399, 0.025507912, -0.069421805, 0.033471353, 0.25625825, 0.027726457, 0.06372428, -0.041288726, -0.08282182, 0.076339826, 0.2184976, 0.27349892, 0.3503637, -0.049747977) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.029718706, -0.04287497, -0.05499922, 0.027714657, 0.022354372, -0.063758135, 0.11159636, -0.043364897, -0.0072996947, -0.09038369, 0.100911036, -0.016543537, 0.049721666, 0.02941606, -0.11691966, 0.020610567) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.098099194, 0.085279696, -0.048809852, 0.06709965, -0.007815398, -0.0685144, -0.010666763, -0.0010941268, -0.07402356, -0.012661744, -0.04236838, 0.016732441, 0.021211972, 0.16894662, -0.12524271, 0.09203761) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0108954655, 0.06299382, 0.14573206, 0.069583654, -0.12601423, -0.037525725, -0.07272767, -0.074798755, 0.01847171, 0.05237007, -0.016999833, -0.043488294, 0.018724574, -0.12385603, 0.19301042, -0.031394072) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.052354407, 0.15061304, -0.18920131, 0.10281557, -0.017736316, 0.13217326, 0.117505915, -0.06925163, -0.14126766, -0.047876824, -0.014937355, 0.087846965, -0.03431368, -0.08010721, 0.06716881, 0.02613869) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.092874885, 0.077539764, -0.11579568, 0.112091705, 0.13014455, 0.032826997, 0.026774347, -0.05526162, 0.056351658, -0.05233546, -0.12484103, -0.07006318, -0.022882864, -0.022387967, 0.014668696, 0.042093206) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.14906292, 0.015874192, 0.23521465, 0.005111183, -0.044189412, -0.015792584, 0.086519666, 0.022522233, 0.07542121, -0.011393279, -0.10339653, 0.039397072, -0.006078826, -0.0051247934, 0.09563044, 0.014480886) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.11678447, 1.7845294e-05, 0.10215003, 0.054540224, -0.033635076, 0.08703893, -0.030217022, 0.057368334, 0.015123244, -0.090717144, -0.038291443, -0.033875953, 0.017875887, -0.034699716, -0.23149264, 0.033104595) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.16173868, 0.054690953, -0.27940604, 0.0047899815, -0.004138031, -0.069766276, -0.47151655, 0.049226787, 0.030922275, 0.009528747, 0.028003275, 0.026640084, 0.08556254, -0.042903446, -0.40969568, 0.035925705) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.13201301, -0.054580696, -0.006346402, 0.1451841, 0.030837325, 0.07512436, -0.0027708053, -0.046877913, 0.009670716, 0.052719254, 0.034868006, 0.07024189, 0.028265422, 0.011575719, -0.4945715, -0.006348062) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.055183977, 0.008108826, -0.0055430657, 0.007228498, 0.028702632, -0.032405503, 0.11343111, 0.07021433, 0.05335073, -0.0015234221, 0.09255652, 0.022943944, -0.100583695, -0.07290064, 7.688624e-05, 0.06272483) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.04426916, 0.030913018, 0.07948671, 0.00743949, 0.011443533, -0.01719291, -0.047537826, 0.01075883, 0.07705052, 0.039794687, 0.16261083, 0.060550287, -0.02253408, -0.020008467, -0.11067305, -0.056968395) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.031702846, -0.033104785, -0.061263345, 0.07537538, 0.062372822, 0.021449557, -0.011025019, -0.014938684, -0.0065337894, -0.023644093, -0.0017999671, -0.031946063, -0.01795196, 0.08560266, -0.2530871, 0.027840102) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.002481655, 0.07546714, 0.014729231, 0.024397815, -0.009094325, 0.0103306, 0.04763772, 0.08322696, 0.07387954, 0.10279547, -0.03245113, -0.002073921, -0.08167011, -0.09827524, 0.045025956, -0.0037467072) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.064866476, 0.06989372, 0.112723716, -0.030047975, -0.020748861, -0.15807103, -0.033446215, 0.041312814, 0.0111960545, 0.09730004, -0.19074617, 0.036935627, 0.123753704, -0.032847974, -0.056477804, 0.048730224) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.07160658, 0.05772131, -0.04459135, 0.05553974, -0.055918027, -0.04404882, -0.13207902, -0.064291656, -0.008771594, 0.089713916, -0.035394825, -0.02762624, 0.099857934, 0.01776644, -0.014588838, -0.037571955) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.040910184, -0.04285425, 0.04800403, -0.043808937, -0.05812583, -0.019329973, 0.051248714, 0.023578288, 0.027072849, -0.06670806, 0.16749991, -0.0021904965, -0.029356312, 0.015223641, -0.09639004, 0.036017366) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.02015595, -0.012078545, -0.23260634, -0.05448767, 0.052733894, -0.059069306, -0.11905436, 0.07345789, -0.014847146, -0.03260874, 0.20743726, 0.095189616, -0.046952035, 0.1814644, -0.25117528, -0.003667681) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.00021565598, 0.081821695, -0.12632315, 0.015384286, -0.08942369, 0.042021208, -0.123727426, 0.04400622, 0.036081724, -0.0863829, 0.032079972, 0.015811784, 0.018077271, 0.07557113, -0.02223882, -0.071249254) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(0.0024439683, 0.019512722, -0.0017031707, -0.0012694178); + result3 += M4(-0.0755665, -0.010767762, 0.055436224, -0.04694176, -0.047075167, -0.0043572793, -0.001817404, 0.0072529884, 0.08081653, -0.09721457, -0.060728904, 0.049476348, -0.11415875, 0.057030857, 0.0712053, 0.078845665) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.05738836, 0.05976088, 0.092685364, -0.028193692, -0.17001967, 0.20816772, 0.120990075, -0.007158994, 0.056702163, 0.04631052, -0.07533091, -0.070604056, -0.026277382, -0.059989728, 0.051547613, 0.013595435) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.06124998, -0.073344715, 0.10531479, 0.0072710454, 0.1053132, 0.014310009, 0.15152456, -0.33350325, -0.040441, 0.08732096, 0.12121553, -0.04351983, -0.34424537, -0.08237802, -0.04820149, 0.104876064) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.10690648, 0.1040207, 0.42536393, -0.02857954, 0.10327315, -0.10828661, 0.056875154, -0.04070055, -0.105949454, -0.15033953, -0.017957356, 0.055889588, -0.035868034, 0.12281235, -0.007860114, -0.12691148) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.10746047, 0.21269843, 0.07394864, -0.052784573, 0.05265619, 0.0049780393, 0.13293569, 0.03263521, -0.01988503, -0.023654295, 0.049924407, 0.09036715, -0.0032699164, 0.01494379, -0.021433448, -0.08484771) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.12985334, -0.1239503, -0.013680318, -0.0792712, 0.0970818, -0.047295943, 0.00760885, -0.063083656, -0.07301688, 0.00018367458, 0.06973737, 0.06990518, -0.16313145, 0.060273055, -0.077587195, -0.008858535) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.22075438, -0.23375578, -0.034441438, 0.15279879, -0.008461356, -0.068064116, 0.06361679, 0.04007657, -0.029563876, -0.23421589, 0.033800963, -0.005407339, -0.009484908, 0.21535683, 0.018031906, 0.09134295) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.15496482, -0.1670199, 0.13773978, -0.011931154, -0.081279315, -0.039608255, 0.12453239, 0.1276813, 0.12836005, -0.119373515, -0.07643012, 0.047119588, -0.044818427, 0.033321, -0.012663483, -0.096910894) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.09907172, -0.10371382, 0.07232907, 0.14814718, 0.09651088, -0.00896925, 0.38838813, 0.1020086, -0.025031932, -0.053150542, -0.09183183, 0.11867624, -0.085193805, -0.025020966, -0.10029541, -0.041201092) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.020531971, 0.003417111, -0.06271279, -0.026634505, 0.034578327, 0.116674714, 0.1338508, -0.043152682, -0.063085996, -0.08629137, -0.30712903, -0.19289695, -0.015535322, -0.059583306, 0.022363232, 0.019661924) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.2312567, 0.04472869, 0.047561467, -0.001165244, -0.090071805, -0.09977217, -0.14993055, 0.09835359, 0.5361882, 0.08246859, -0.2542734, 0.07926661, 0.13084325, 0.04182162, 0.02620155, 0.12630318) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.19702242, 0.0123242475, 0.02225153, 0.05970897, -0.09496017, -0.033168968, -0.073019445, 0.056048878, -0.09128233, -0.003583779, -0.28197548, -0.15372555, -0.1464209, 0.0072798394, -0.08799655, -0.02232909) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.12949315, -0.035099898, -0.07566216, -0.058953226, -0.0025877068, 0.040030077, -0.05455067, -0.07908828, -0.04570407, 0.15088113, -0.123145096, 0.029668903, -0.084556095, -0.15080957, -0.059207734, 0.098784216) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.08652007, 0.058674663, -0.052215375, -0.04389989, 0.12918212, 0.014265353, -0.6840957, 0.013137876, -0.15455137, -0.003828631, 0.12784281, 0.26304543, -0.0073065436, 0.009438248, 0.080665395, -0.07291442) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.06896193, 0.07143689, 0.1422291, 0.04181201, 0.001588767, 0.11281226, 0.09135195, -0.065576285, 0.122171864, 0.1318298, -0.077025734, -0.02181093, 0.09893512, -0.010643976, 0.018618178, -0.025533177) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0033217645, 0.048242938, 0.007789171, -0.082099415, 0.03558746, 0.06314407, -0.056198932, -0.028400503, 0.08119814, 0.09878029, 0.041178416, -0.11889988, -0.0024851244, -0.17679428, 0.041961703, -0.068025514) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0414067, 0.046838965, 0.08298999, 0.040345658, -0.013488099, -0.08501191, -0.16345388, -0.00809286, -0.19034596, -0.053509835, 0.05253413, -0.017114468, -0.04019475, -0.042864673, 0.01864118, -0.10810199) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.021295222, -0.11360314, 0.068448946, 0.08234188, -0.09933013, -0.047439717, 0.21397483, 0.06526395, -0.18744828, 0.009623302, -0.05668153, 0.03902404, -0.03295589, 0.007627956, 0.08348739, 0.02719745) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.007202448, 0.13217683, -0.20591357, -0.06760821, 0.006883325, -0.015309343, 0.12440693, -0.042088218, -0.045229033, -0.08867684, -0.12499356, -0.042065054, -0.053311203, 0.070153594, 0.0059397817, 0.04975014) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.08103529, -0.059842322, 0.17915952, 0.01716584, -0.29613575, 0.002817081, -0.14583613, 0.14410678, -0.24759628, 0.05586338, 0.03710151, -0.03472621, 0.07924083, 0.0081458865, 0.0547831, -0.15772095) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.23306684, 0.16401912, 0.09020467, -0.28693134, -0.6724793, 0.066790774, 0.023735281, -0.007003017, 0.049031097, 0.03963651, 0.07285127, 0.0075524817, -0.13088937, -0.10189472, -0.00873083, 0.033901755) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.14389843, -0.21984327, 0.16881073, 0.060216684, 0.09248231, -0.06876036, -0.080689624, 0.085479446, 0.033865023, -0.19477972, -0.2254114, -0.12901028, 0.056992505, 0.03229492, -0.052367352, -0.1011957) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.041014213, 0.06414788, 0.1769779, -0.11133373, 0.14965421, 0.10756031, -0.06620285, -0.106946975, -0.02840453, 0.08588292, 0.014530447, 0.081375055, -0.0084445225, -0.0732982, 0.053738277, 0.05394488) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.11953167, -0.107447095, -0.18017976, -0.09817557, -0.005222679, -0.0023724285, 0.093004026, 0.077160016, 0.017014522, 0.030270675, 0.107690334, -0.013702926, -0.052474156, 0.029904017, -0.06740597, -0.0063054548) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.03222448, -0.116979755, 0.21846302, 0.033012155, 0.028815705, 0.005029473, -0.07782633, 0.13594444, 0.014946897, -0.18546651, 0.036180645, 0.10938664, 0.024460908, 0.014264258, -0.13222307, 0.060258362) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.18393159, -0.16223755, 0.019884955, 0.11466061, -0.06469925, 0.06298804, 0.065657936, -0.041585248, -0.015433575, 0.006396151, 0.051895544, 0.15913105, 0.035573557, 0.0112305125, -0.21006528, -0.14250156) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.12663561, -0.095338255, -0.27946192, 0.02128321, -0.015194996, -0.07424352, 0.0959711, -0.19865943, -0.0059690904, 0.010486325, -0.020028856, 0.049172428, 0.12706377, 0.089994945, -0.02050076, 0.016622454) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.16857249, -0.037597917, 0.07742342, 0.030571638, -0.023085024, 0.108294815, 0.0020563721, -0.16843162, 0.1940619, -0.038644567, -0.031065365, -0.031824686, -0.13863023, -0.09413081, -0.21634237, 0.005069632) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.071961254, 0.048660826, 0.003649672, 0.0041155433, 0.15588227, -0.003964211, -0.031496424, -0.13976167, 0.1348135, -0.014731528, -0.103237726, 0.06393336, -0.3921075, -0.040925644, -0.15429476, 0.05519343) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.2789682, -0.03876892, 0.004851156, 0.005884823, -0.295854, -0.017191578, 0.19521075, -0.050100856, 0.073072284, -0.026844824, -0.022000458, 0.1420966, 0.14169234, -0.048588675, 0.07816756, -0.14076613) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.122832805, 0.012236243, 0.050668143, 0.039283488, 0.058716517, -0.01600305, 0.083131276, 0.24574642, -0.025857331, 0.0019925402, -0.08911686, -0.081346475, -0.030862058, -0.060055602, -0.1984402, 0.0041727647) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.005388854, -0.114639916, -0.04320431, -0.089311145, -0.07839241, 0.13670197, -0.054919824, 0.02102149, -0.12674206, 0.033966072, 0.050575938, 0.13005514, -0.25133058, -0.0015197633, -0.09158423, -0.08844042) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.21123745, 0.027254503, -0.058604237, 0.013037119, -0.19768924, -0.059738252, 0.08380492, 0.10435337, 0.0574057, -0.03689418, -0.09467587, -0.043601684, -0.19093706, -0.02790387, -0.05952948, -0.034295857) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0071436097, 0.11574013, 0.060556002, -0.080021575, 0.08051304, -0.03420034, -0.043683983, 0.065953225, 0.0021009473, 0.16505803, -0.14622526, 0.027051687, 0.02541142, 0.06914079, -0.08346833, 0.021384742) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.042509437, 0.051471695, -0.031550463, 0.020208752, -0.1532882, 0.0735304, -0.13705751, 0.036970675, 0.0014278181, 0.013171242, -0.024068939, -0.13215396, -0.05730145, 0.08016198, -0.025662752, -0.08587131) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.053934578, -0.032039557, -0.08051518, 0.045982424, -0.02374054, -0.019693382, -0.0018277743, -0.054029062, 0.003635964, 0.0011593592, -0.23755905, -0.13920304, 0.10378742, 0.046343777, -0.03676633, 0.00029489657) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.024636649, -0.0050299168, -0.045951765, -0.015959144, 0.09754773, 0.038934726, -0.020529168, 0.1835107, -0.2682421, 0.120696574, 0.2547401, -0.046953455, -0.122591235, -0.045921985, -0.0788604, -0.084564805) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.068304345, 0.014219705, 0.08588209, -0.0026573436, 0.118838266, -0.018982885, 0.0040614977, 0.11576602, 0.1771048, -0.065772265, -0.18259129, 0.018668506, -0.1834852, -0.049977392, -0.019376962, -0.013116242) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.007433511, -0.072783045, -0.0015766305, -0.024139449, -0.14172974, -0.03989491, 0.13044003, 0.06024233, -0.10525412, 0.055659037, -0.16240607, 0.10685218, 0.05940427, -0.023129867, -0.041884053, -0.064597346) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.097018816, 0.015014841, -0.050692502, 0.008738501, 0.15295647, 0.13415022, -0.223551, -0.09744734, 0.003795122, 0.40313143, -0.016447736, -0.056280997, 0.15410438, 0.13452205, -0.0062764366, 0.052659895) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.010855988, 0.044013537, -0.06094396, -0.048137426, 0.104607746, -0.0024068598, 0.1186706, 0.25432938, 0.057422172, 0.20411257, -0.023333695, 0.026398387, 0.045977987, -0.00094959117, 0.07878928, -0.016947972) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.007007899, -0.050020028, -0.046062745, -0.014958813, -0.07886487, 0.09337535, 0.07459256, -0.11843755, -0.14981216, -0.04115025, 0.059739992, -0.012895023, -0.1760281, -0.0033726224, 0.10114601, -0.10764131) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.001543158, -0.03858369, 0.03223673, 0.23258542, 0.09270506, 0.21240467, 0.054657448, 0.07336189, 0.006422203, 0.07833568, 0.16573226, 0.07108642, -0.008766004, 0.06512272, -0.03302987, -0.02797947) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.028022608, 0.0091044875, 0.0693305, 0.036662105, 0.21939704, 0.09218265, 0.02815152, 0.080356784, 0.010097972, 0.014943017, -0.007905883, 0.023862928, 0.048917048, 0.05729722, 0.0831082, 0.027399562) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.016011842, 0.022446735, -0.030658402, -0.12109176, 0.2237893, 0.06832034, 0.45354044, 0.18180805, 0.092650905, 0.07694227, -0.01966955, 0.0071359747, 0.100516014, -0.052199617, 0.012800805, -0.004914216) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.70420843, 0.049872197, -0.32068816, 0.21067978, -0.097715795, 0.049278945, -0.20103611, 0.16204827, -0.04437204, 0.03827814, 0.10795599, 0.03625148, 0.15626086, 0.07956924, -0.13841249, -0.15183163) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.10603938, -0.023183042, -0.0703821, -0.097909056, -0.33578274, 0.04284628, 0.14117248, -0.043745175, -0.29291993, -0.10379433, 0.023772636, 0.0075242743, -0.06929925, 0.02719831, 0.056759175, 0.022659646) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.26435935, 0.07137349, 0.2677273, 0.098405726, -0.07243768, -0.0020089615, -0.06029423, 0.12582591, -0.023645217, 0.06234697, -0.025832402, 0.060587738, 0.27004024, -0.39305025, -0.35211402, -0.3143628) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.22176567, -0.36387423, 0.08885875, -0.23369165, 0.10150541, 0.29871333, -0.114403024, 0.08586904, 0.03220077, 0.064664334, -0.09037718, -0.06359386, 0.22512738, -0.85143787, -0.14568345, -0.11754462) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.008134418, -0.057227816, 0.027406456, -0.047872737, -0.20540428, -0.025693793, -0.80253905, 0.061462972, 0.17591229, -0.059937846, 0.0030434378, -0.03135271, -0.123737805, -0.06955517, -0.16047724, 0.45599505) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.16122521, -0.0011409809, 0.05400998, 0.30436337, -0.09920399, 0.107894726, -0.10408273, -0.06549424, 0.062139172, 0.033892598, 0.005394248, -0.10185457, 0.2912035, 0.37464246, -0.16884226, -0.06057401) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0076620826, -0.116041966, -0.017775308, 0.035007324, 0.012062985, -0.13155538, 0.16888653, -0.111066975, 0.07491745, -0.010682586, 0.007857368, 0.10825727, -0.234603, -1.0054199, -0.69815296, 0.2682789) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.006713288, 0.032715194, 0.018587004, 0.059641127, -0.04432385, 0.085524224, -0.23894891, -0.05955936, -0.07414165, 0.03214713, -0.027972925, 0.05283895, -0.11153182, -0.51201504, 0.35653988, 0.69038427) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.003504616, -0.0320271, 0.08336806, -0.09650968, 0.011554334, 0.05019464, 0.20794, 0.02657595, -0.070389666, 0.02183665, -0.05972918, 0.040903334, 0.009742165, -0.115499124, 0.06477195, 0.056922458) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.25093523, -0.055817563, -0.071116306, -0.16897827, -0.11863586, 0.15599102, -0.06029875, 0.1263819, -0.13760826, -0.0054466184, -0.002932313, 0.0053629414, 0.14658342, 0.053537138, 0.0017918563, -0.019407671) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.1074455, -0.016125906, 0.027174877, -0.18975352, 0.18853614, -0.034198694, 0.07653115, -0.032357547, 0.13137315, 0.03198201, 0.07638485, -0.14256744, -0.36499456, -0.064068854, -0.20631799, -0.06414473) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.091646165, 0.013261934, 0.035274845, -0.117947206, 0.15341647, -0.013329101, -0.04925649, -0.07097705, -0.010345142, 0.06638922, -0.064822145, 0.09345621, 0.24898607, 0.010249419, -0.016478278, -0.28960562) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.01486177, -0.53537595, 0.019208675, 0.037433214, 0.0014182061, -0.030560805, -0.009765784, -0.015005433, 0.072008796, 0.02388473, 0.022536224, -0.05405137, 0.0026045174, -0.10544653, 0.15891246, 0.018642334) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.09698006, -0.05968244, 0.026128316, -0.009682552, 0.057604793, -0.048273493, 0.032746293, 0.06241507, 0.013164028, -0.033157814, 0.006640909, -0.01614499, 0.039440557, 0.023229472, -0.020834753, -0.029184517) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.06648768, -0.0055227857, -0.052750997, -0.01728543, -0.2104077, 0.09172078, -0.032991536, -0.051767997, 0.028667826, 0.04694706, -0.014961463, -0.04469655, 0.01697386, -0.012298738, 0.08855067, -0.026439272) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.025899082, -0.33124217, -0.004791511, 0.11266002, -0.02788441, -0.017265026, -0.0074089025, -0.071291156, -0.010410942, -0.20238537, 0.11815937, 0.053709008, 0.030767575, -0.14854033, 0.13379943, 0.03124216) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.07625441, -0.0068399543, 0.068905324, 0.07524653, 0.0059102345, 0.04919539, 0.14159401, -0.07741384, 0.01246916, -0.1787227, -0.028668359, 0.028185396, 0.03936493, -0.032654613, -0.010547529, 0.108062826) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.05788978, -0.040923703, -0.08983489, -0.0700707, -0.029388174, -0.044662975, -0.2768775, 0.18378432, 0.0047585615, -0.031726785, -0.115120776, -0.1087724, -0.01060561, -0.017682848, -0.010049431, -0.0027243758) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.07863563, 0.099396795, 0.0033690445, 0.014833077, -0.028895052, -0.016868336, -0.025975892, 0.04448299, 0.03818873, 0.087971844, -0.12963657, -0.097560205, -0.13973372, -0.034005467, -0.014492949, -0.0806148) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0998561, 0.012295841, -0.0059086806, -0.28133255, -0.01579424, -0.015869725, 0.054684054, -0.0025523447, -0.11054835, -0.02036454, 0.0874946, -0.015267015, -0.15166879, -0.029671937, 0.05825089, -0.08996526) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.2644526, 0.00037119797, 0.037712757, -0.13570064, -0.011705836, -0.053835057, -0.06546043, -0.003904192, -0.058295902, -0.011014905, 0.036608826, -0.09316759, -0.05192918, -0.056275994, -0.025871113, -0.029993916) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.20437467, -0.009838396, -0.12326762, -0.008826467, 0.10445204, -0.1766781, -0.0047602938, -0.040478457, 0.028650427, -0.012216731, -0.09486806, 0.047554187, -0.09035074, -0.0061642337, 0.07412471, 0.042262223) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.4627154, -0.096632354, 0.030329397, -0.21625616, -0.011286863, -0.009264482, 0.03777131, -0.065025486, 0.00558388, 0.08576623, 0.08980313, -0.009367564, 0.01609784, 0.0063253394, 0.03792126, 0.0018586838) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.40199944, -0.011124172, 0.06254554, 0.08350746, -0.1005274, 0.119913734, -0.05070139, 0.13164969, 0.04593655, -0.011362191, -0.029268637, 0.099412136, -0.064908616, 0.0038163015, -0.1178298, -0.061717547) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0051836562, -0.114454456, -0.1145857, 0.08821922, -0.01587761, -0.153387, 0.11834224, -0.010078264, -0.04602583, 0.13094519, -0.06641285, -0.004716112, 0.04861025, 0.03475349, 0.07663966, 0.06839736) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.14684974, -0.010885488, 0.07722289, 0.13635775, 0.07632183, 0.017249947, 0.1170382, -0.04072057, -0.026988951, 0.04552819, 0.087141216, 0.04121242, 0.08908037, -0.01440492, -0.06261672, -0.006765471) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.023216741, 0.037553933, -0.021615116, -0.02959753, 0.019916674, 0.015616843, -0.059720352, 0.07283618, 0.17728907, -0.040844448, 0.020347655, -0.04245515, 0.02999219, 0.05087262, -0.19879507, 0.150642) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(0.015284621, 0.0075803893, 0.0035219751, -0.00810834); + result4 += M4(0.10089722, -0.06443871, 0.14568143, -0.09954367, -0.07683818, -0.033734936, -0.04811656, 0.10664942, -0.03475512, 0.054659437, 0.03820792, 0.023073552, 0.021913474, -0.04652848, 0.087426476, -0.032789916) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0007417948, 0.012891258, 0.14044069, -0.20839092, 0.030918991, -0.051141784, 0.10253684, -0.031074345, 0.03796036, 0.14934118, 0.027667413, -0.0006018257, 0.030512357, -0.08976165, 0.043886513, -0.05992656) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0063666133, 0.031453233, -0.05032326, -0.09747301, -0.04173207, 0.036128793, -0.18436228, -0.07930586, -0.09015892, 0.099168226, -0.024928693, -0.013754599, 0.10938362, -0.027342454, 0.06767825, 0.017478118) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.18361095, -0.03686669, 0.12688193, 0.07344306, -0.042493284, -0.06679468, 0.049492907, -0.0686762, 0.0063613807, 0.04242265, -0.03268248, -0.012933237, 0.04850132, -0.11749419, -0.03158751, -0.026313517) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.025674902, 0.011632035, 0.19160101, 0.13017164, 0.033340067, -0.06443997, -0.011907534, -0.04421661, 0.0069531524, -0.025805647, 0.041850377, 0.045619737, -0.046563618, -0.03741057, 0.005266853, -0.026588485) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.16777207, -0.15943483, 0.11959897, 0.20576183, 0.084090106, -0.035135467, 0.0062601347, -0.020519855, 0.051865254, 0.09715117, -0.022332061, 0.00041214458, -0.09133639, -0.0038492593, -0.04483786, 0.07159544) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.19268401, -0.0051884865, -0.26957387, -0.24012648, 0.014772365, 0.0719881, -0.07707021, -0.012666332, -0.07078298, 0.003211214, -0.006569457, 0.12216695, 0.05895859, -0.10598566, 0.026854904, -0.012319349) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.114600934, 0.06542146, -0.20274659, -0.1192942, 0.0028413986, 0.0095050875, -0.018863669, 0.08748821, -0.0031112633, 0.036286242, -0.06295527, 0.043518394, 0.06678936, 0.066339135, -0.041013107, 0.09123855) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.14915279, 0.2907822, -0.09656576, -0.03619446, 0.17413843, -0.10442265, -0.16451426, -0.029117767, -0.05298004, 0.08113195, -0.076549865, 0.063915014, 0.024209032, -0.04620692, -0.07733112, 0.08848253) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.059490994, 0.027694536, -0.013536373, -0.0071221786, 0.19364642, -0.070162766, 0.05438176, -0.011794533, 0.0073090824, 0.04499496, 0.24981081, -0.06763173, 0.04966615, 0.032806955, -0.01931735, -0.0543255) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06289598, 0.014345173, -0.022261556, 0.024421783, 0.053157076, -0.10662002, -0.08893606, -0.019301493, 0.09425252, 0.12167757, -0.501935, 0.15572563, 0.09125769, 0.038310084, -0.040728994, 0.014561345) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.06926081, -0.05419618, 0.06168418, 0.037189495, -0.07078368, 0.09460417, 0.071867965, 0.034771543, 0.058906164, -0.14770094, -0.22581503, 0.01710466, -0.044432994, -0.08349109, 0.02115879, 0.058064047) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.02356387, -0.0019460355, 0.08031415, -0.04153505, 0.12078096, -0.1186146, 0.018928593, -0.028491342, -0.019932343, 0.18260767, -0.092647165, 0.08090581, 0.05303282, 0.054923292, -0.047244377, 0.06716625) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.059011344, -0.07188621, -0.00026833412, -0.006386651, -0.11297576, 0.17560901, 0.0013431637, -0.008420134, -0.076370865, 0.12120244, 0.40973225, 0.019286746, -0.013144813, 0.07494225, -0.0025681793, 0.09230076) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.007130028, -0.12066013, -0.09759611, 0.04462167, -0.1786062, 0.048661068, -0.03881423, 0.0034344401, -0.110363774, -0.08726387, 0.23341763, 0.18612081, 0.028085502, -0.06731253, 0.051906057, -0.002242906) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.061325785, 0.060978234, 0.037983853, 0.032293897, 0.0031641203, 0.013176299, -0.06417184, -0.019810522, 0.04612644, 0.06086061, -0.23223136, 0.074979305, 0.00044393897, -0.050677363, 0.009057892, -0.020961946) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0073866257, 0.0014631128, 0.015611636, -0.055718806, -0.0655345, 0.1607574, 0.012450145, 0.008622426, 0.09662636, 0.25724012, -0.053457372, -0.044607792, -0.022253389, 0.041946035, 0.018883962, -0.044030063) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.09770641, -0.047926463, -0.048534647, 0.026441213, -0.07326559, -0.06223302, 0.04068433, 0.0023343887, -0.0073096943, 0.089814164, 0.06629672, -0.032469433, -0.09286273, 0.021503197, 0.020492487, 0.010572497) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.039614756, -0.00044574653, 0.035431262, 0.3400577, 0.042843856, -0.06939011, -0.033852097, 0.03771537, 0.00013262121, 0.07144951, 0.012731165, -0.010784622, -0.01264725, -0.045134347, -0.03560986, -0.04099927) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.09011629, -0.20372726, 0.01389888, 0.03949574, 0.016577296, -0.12735395, 0.08670398, -0.06256578, 0.09589394, 0.21515243, 0.078835435, 0.0048213582, 0.041575376, -0.113110766, -0.14508143, -0.04288903) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.086150385, -0.07159441, 0.0386295, -0.04838041, -0.060054228, -0.016365077, 0.14630683, -0.07241237, 0.0075803455, 0.06795148, 0.131008, -0.07458757, 0.014544664, 0.09059734, -0.062168304, -0.049943984) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.05607149, -0.14172314, -0.11271921, -0.110042214, 0.005879025, 0.061670616, 0.07775762, 0.009804815, -0.099771574, -0.056979895, -0.09567437, 0.032964367, -0.034925327, 0.03525703, 0.025001884, -0.042706188) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.09112134, -0.008622076, -0.0697333, -0.01740181, -0.13144015, 0.08244041, -0.10942452, 0.08328528, -0.021599438, 0.008890282, 0.06518877, -0.03183163, 0.073259234, -0.0018628255, 0.06921419, -0.10276965) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.032401256, -0.21025875, -0.15123025, 0.06540523, 0.067034416, 0.047411274, -0.05761523, -0.035550874, 0.03701347, -0.10386533, 0.07095634, -0.05604995, -0.09341136, 0.10185832, 0.07279055, 0.029357282) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.042296577, -0.053026114, 0.0074878545, 0.019255837, -0.04881339, 0.0019136766, -0.009888043, 0.03161265, -0.03328549, 0.0627692, -0.04317628, 0.023800937, -0.025856212, 0.21344204, 0.064423084, 0.012795787) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.023826072, -0.05897642, 0.07152464, -0.026350364, 0.093933545, -0.0025958794, -0.08350015, -0.028669031, -0.03506477, 0.057226803, 0.00961041, 0.07077195, -0.03207445, 0.15633237, -0.029006911, 0.0010789412) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.018266184, 0.012496159, 0.037389886, 0.07053402, -0.04056948, 0.012907686, -0.08575057, -0.08959244, -0.09506608, -0.01984423, -0.007485444, 0.019302124, -0.03522425, -0.03858841, -0.041980855, 0.075418174) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.02509303, 0.016079182, 0.18328445, -0.11727558, -0.06273362, -0.16675188, 0.017584467, -0.04644241, -0.033307604, -0.19607963, -0.23178567, 0.057126615, -0.023207648, 0.056291137, 0.098518975, -0.048474375) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.041426055, -0.06054551, 0.053095523, 0.09780231, 0.05408838, -0.12151614, 0.0047127535, -0.076593764, -0.08453026, 0.099717565, -0.24124458, -0.011464561, 0.061303042, -0.16388333, 0.14678887, -0.11588486) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.04826398, -0.036011044, 0.10714097, 0.08907968, -0.011454345, 0.031760186, 0.049608916, 0.026239248, 0.0418314, -0.08368993, -0.049965624, -0.00028799693, 0.023703566, 0.029219572, -0.03969776, 0.03891546) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.065977044, -0.0077311317, -0.079131074, -0.06960062, -0.09640306, -0.012586163, -0.08141892, -0.05477438, 0.06945082, -0.053552352, -0.07191922, 0.017246652, -0.05995842, -0.11304478, 0.10491476, -0.070515275) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05498388, 0.004865677, -0.09475868, 0.07743571, -0.048698716, -0.0035447134, -0.056441396, -0.047848694, 0.06656872, -0.09900567, -0.08548736, 0.0711267, 0.13723628, -0.06703303, 0.29064733, -0.058957066) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.11392712, 0.061821654, -0.10969853, -0.006970733, 0.023556776, 0.13817003, 0.10888, 0.065788314, -0.09242205, 0.010984505, 0.0011335326, 0.0047183945, 0.037912246, 0.008333737, 0.16521664, 0.07901772) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.056459464, -0.0842653, 0.01856258, -0.049041223, 0.098034404, 0.07843927, -0.115043685, 0.030974949, 0.014074656, -0.10566107, 0.05946043, 0.031103622, -0.08660944, 0.03923656, -0.08800654, -0.08110531) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.12542206, 0.08245408, -0.07882406, 0.056729198, 0.0006004883, -0.024567505, -0.028658882, -0.005052358, 0.06504062, 0.38045764, -0.09843952, -0.07483014, 0.06170114, 0.02086724, 0.0021686617, 0.06979346) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.053109583, 0.009262914, 0.013644574, -0.04899947, -0.03820014, -0.0047815633, -0.07976084, 0.03396075, 0.028872252, 0.1525046, -0.007686572, -0.035268936, 0.032599222, 0.062106363, -0.08562679, 0.05821433) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0068683145, -0.07867088, -0.06281155, 0.036213066, 0.13368577, 0.044247754, -0.10347171, -0.087464586, 0.15423143, 0.112897985, 0.10274618, -0.116386004, 0.013374841, -0.06964349, -0.015849693, 0.022949569) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.075333335, 0.19290051, -0.043484967, -0.040709287, -0.00052210473, 0.030199777, 0.09773196, 0.15046082, 0.05108785, -0.0092773335, -0.19418761, -0.07810007, 0.0054931566, 0.045144938, 0.053353716, 0.020545507) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.023576235, 0.030750575, -0.021387031, 0.002101121, -0.009256025, 0.16648178, 0.098315075, -0.10221597, -0.01967276, 0.101935096, 0.081298955, -0.03160711, -0.11524972, 0.060956318, 0.06330561, -0.08484691) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.02811281, -0.13144515, 0.03237774, 0.09522125, 0.04849602, -0.0444045, -0.14120723, 0.012292469, 0.03754099, 0.056149606, 0.02459886, -0.0075666923, -0.037005596, -0.04552726, 0.054868516, -0.049468327) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07610538, 0.06081227, -0.019379148, -0.017061386, -0.12982637, -0.18156712, -0.11689999, 0.13798793, 0.084921, 0.17778663, -0.10848857, -0.08139098, -0.04292614, -0.040574007, -0.09304154, 0.01831417) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.028839698, -0.035218645, -0.0052095414, -0.02854752, -0.055767737, 0.06467545, 0.049401943, -0.00373934, 0.029006261, -0.011459003, 0.024750168, -0.05664754, -0.063084416, -0.05226667, -0.10069407, -0.003943578) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.03763561, -0.014426988, -0.008976342, -0.024611851, 0.023362735, -0.1132448, -0.045800842, -0.17385267, 0.06366888, -0.030134415, 0.04402005, -0.07698679, -0.031094525, 0.06347633, -0.0014727425, 0.015219663) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.075424716, -0.023985047, 0.055464983, 0.043958444, -0.043462794, 0.1322288, -0.018792888, 0.065827675, 0.052256092, -0.02124933, 0.028411094, 0.040430013, 0.063625336, -0.049855974, -3.1818126e-05, -0.006232471) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0027825153, -0.14369318, 0.0067411545, -0.056002375, 0.03869679, -0.0049044103, -0.32312787, -0.011659815, -0.09219209, 0.15488175, 0.00662244, 0.020651657, -0.07661212, -0.062178563, -0.012546979, -0.022103863) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.1694207, -0.36465237, -0.29931507, 0.09609974, -0.018029805, 0.015358688, 0.088083416, -0.32316652, 0.089983396, 0.029164732, 0.07030397, 0.101704694, -0.067567475, 0.1005351, -0.1524649, 0.07652474) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07600626, -0.042135503, -0.16333663, 0.0954698, 0.24438669, 0.1946776, -0.28641203, 0.037874635, -0.11796449, -0.00029318748, 0.005481582, 0.038918596, 0.07636511, -0.05706522, 0.40199065, 0.40542683) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.01586497, 0.09445771, 0.06125132, -0.08844965, 0.020581266, 0.08473238, 0.09486327, -0.023915987, 0.08394921, 0.0040210187, 0.062122107, -0.07209264, -0.036477078, -0.20522413, 0.12517038, -0.0678131) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.14004675, -0.17444499, 0.046502564, 0.0301658, -0.11712621, 0.2016608, -0.008629084, 0.109045185, -0.014254482, -0.104410514, -0.048748564, -0.02609372, 0.26283577, -0.009337795, -0.103646226, -0.0037226574) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.11792695, 0.2588543, 0.05775609, -0.033646174, -0.20825818, -0.26435655, -0.1787004, 0.03155541, 0.06905271, -0.0057776025, 0.0116009, 0.04739881, 0.30812618, -0.2908703, 0.15365131, -0.14820862) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.093219705, 0.063096754, 0.05226532, -0.18775408, 0.0029677167, -0.08719326, 0.055761877, -0.0786776, 0.008324104, 0.008230881, 0.012069773, -0.027196258, -0.22133616, 0.43233246, 0.19561939, -0.2555573) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.050134234, -0.0022280582, 0.10548923, -0.07250905, -0.060570948, 0.009905906, 0.0232379, -0.13268977, -0.07554757, -0.013623986, -0.116262816, -0.018414835, -0.11036569, -0.44200033, 0.13900885, 0.6628395) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.03868786, 0.07486307, -0.06509603, -0.0557086, -0.023256753, 0.11035806, 0.04471872, 0.053364724, 0.097584724, 0.045418378, -0.04285606, -0.035722442, 0.058019698, 0.11870418, 0.14094312, -0.39868337) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.027341155, 0.13664837, 0.07067559, -0.0466578, 0.071559496, -0.3670707, -0.03967819, -0.000931404, 0.028569775, 0.0071164737, 0.033167243, -0.05554399, -0.25762543, -0.16361864, 0.28015456, 0.2862816) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.09797366, -0.044457503, -0.008044546, -0.03475197, -0.011998901, -0.051943295, 0.020563751, -0.027826015, 0.017536921, 0.023692688, -0.105198674, -0.047562428, -0.02096047, -0.04386854, 0.028073588, 0.004655403) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.035002235, 0.02980822, 0.037008617, 0.078091875, -0.02617316, -0.1677346, -0.00044271097, 0.10632181, -0.025652207, 0.06668331, -0.14079632, 0.036970153, -0.1089534, -0.05736076, -0.05344992, -0.032694217) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0418454, 0.051319696, 0.1605503, 0.041017182, -0.015021131, 0.018352184, -0.040055797, -0.042552166, 0.01410723, 0.009258959, -0.0037721873, 0.032248292, 0.0524501, -0.052717008, -0.19322741, 0.10605808) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.06852766, -0.008843437, -0.05380628, 0.017415397, -0.0955214, 0.11804916, -0.0408179, 0.011897117, -0.0734573, 0.16294767, 0.052905872, 0.01971047, 0.08457153, -0.02287755, -0.0105985515, 0.06071363) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.028034698, -0.14101668, -0.101414725, 0.074851, 0.11440957, 0.076500505, 0.02640619, 0.048208114, -0.015093911, -0.10559339, -0.041087486, 0.04573483, 0.0009421101, -0.049555067, 0.027640207, 0.11600196) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.08456348, -0.2016056, 0.01628307, 0.097781025, -0.13759124, 0.091026016, -0.06612956, 0.14150445, 0.030998785, -0.014241977, -0.07374479, -0.011570147, 0.0871346, -0.17440985, -0.102434576, -0.14782734) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0061065853, 0.008025402, -0.09061106, 0.033630136, -0.033912525, -0.0020177036, -0.021688819, -0.101816125, -0.07708646, 0.054817535, 0.025345312, -0.05313017, -0.015019204, -0.040955607, 0.033928573, 0.05712773) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0017844916, -0.37558803, -0.14140037, 0.08916838, -0.059535235, 0.0027138602, 0.06839422, -0.049810853, 0.040595707, 0.058861747, 0.060493767, 0.10509062, -0.011743537, -0.06312591, 0.030528747, 0.09404268) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.005491946, -0.043415226, -0.005737655, 0.013462778, 0.02214155, -0.044476073, 0.054251228, -0.043221135, 0.013454339, 0.06702507, 0.07892291, 0.008299904, 0.010618771, -0.05732609, 0.0051321317, -0.09214062) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.010448737, -0.0763144, -0.045504224, 0.050767306, 0.012635879, -0.10243356, 0.11322095, 0.0214895, 0.01335722, -0.08395272, -0.103717305, -0.004123846, 0.043246422, 0.039673284, -0.04538705, -0.017957779) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.031979065, 0.01597066, -0.124012396, -0.08086684, -0.019402068, 0.030618137, -0.04379822, -0.024350798, 0.0023392958, -0.12733607, 0.08141463, 0.06353682, -0.08084014, -0.03747668, -0.09484418, -0.013079253) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.046345055, -0.058738206, -0.020421552, 0.05564293, 0.008233856, -0.00583308, -0.19170709, 0.001146765, 0.0043787477, -0.0042586965, 0.008095479, 0.099098384, -0.06682956, 0.06539562, -0.03995034, -0.011960787) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.051781323, 0.095482536, -0.0020929624, -0.058993574, 0.00023238696, 0.03670268, 0.025858283, -0.027639112, 0.026986834, -0.014690499, 0.02267922, 0.08789637, -0.0120634185, 0.03053118, 0.03956704, -0.06719874) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.005722231, 0.13964644, -0.027131809, -0.011101668, 0.0005265016, -0.016076455, 0.016948057, -0.0322674, -0.01869099, -0.112297475, 0.049102433, -0.038916517, 0.106997155, -0.102597035, 0.010934799, 0.040540785) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.011907185, -0.03195889, 0.043633647, -0.0083866455, -0.06323015, -0.016081903, -0.07136137, 0.049347166, -0.029908257, -0.06565116, -0.034235455, 0.036397263, -0.072030246, 0.075695105, -0.13079429, 0.12920211) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0015175362, 0.021335479, 0.02146133, -0.06038062, 0.00080140086, -0.0022465654, 0.11279797, 0.06713731, 0.09654536, -0.06997881, 0.039597716, 0.04114037, -0.03440995, -0.009359729, -0.029094754, 0.025551956) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.05281169, 0.11202297, 0.079287015, -0.04560356, 0.058398824, -0.06945946, -0.026415464, 0.0160811, 0.043219727, -0.12492527, 0.052325107, -0.044891126, -0.035773546, -0.03371483, 0.11292073, -0.07719437) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.09998993, 0.020657647, 0.05914948, 0.084108375, 0.137519, 0.13890447, -0.0038755392, -0.04956, 0.06387369, -0.119433515, -0.15042101, -0.0034510603, 0.01573111, -0.00908254, 0.1505648, 0.013190279) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.017029766, 0.0026182518, 0.0076097404, -0.05298403); + result5 += M4(-0.26969707, 0.06524865, -0.034910116, 0.10716784, -0.012184682, 0.06790791, -0.056467034, -0.05117357, 0.13427982, 0.09756453, -0.015195975, 0.0043514203, -0.016651496, 0.07863006, -0.016474612, -0.06635994) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.029933723, -0.12646446, -0.04914896, 0.06726342, 0.061262373, 0.066556126, -0.030240647, -0.020036204, 0.0006011609, -0.024370167, 0.053824496, -0.05982114, -0.0014629327, 0.11171455, -0.010359523, -0.08608828) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.1051924, 0.27188978, -0.014654504, -0.0018300583, 0.09940436, 0.020210095, 0.17744707, -0.09966902, 0.069840305, 0.01834343, -0.041189738, -0.31659272, -0.032945566, -0.007824346, -0.07791143, 0.048303474) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.07786165, -0.100265674, -0.16851753, 0.04480318, 0.09389894, -0.045890126, -0.026472284, -0.008443509, -0.122594535, 0.044459287, 0.005041826, 0.0067074234, -0.047006283, 0.065866336, 0.05942036, 0.031581286) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.00602724, 0.06697397, 0.18384673, 0.01027512, 0.042820822, 0.007021697, -0.0323376, -0.1833276, 0.004656694, -0.07827061, -0.033343844, 0.028004551, 0.10583701, 0.020000068, 0.0037480006, -0.05287195) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.07390632, 0.18814299, 0.036274645, -0.018576303, 0.004750342, 0.059536073, 0.19308347, -0.4528547, 0.017254237, -0.041691933, 0.061326373, -0.14300399, -0.005055382, 0.09145138, 0.093360014, -0.021485277) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.121915326, -0.07763473, 0.085626386, 0.027659494, 0.077777, -0.010674994, -0.011545273, 0.004186847, -0.089231595, -0.048946496, -0.05470035, 0.015323905, -0.021655943, 0.046722192, 0.022299444, 0.11340525) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.18421695, 0.05888825, 0.14848131, 0.014433412, 0.113811694, 0.07111202, -0.09765235, -0.07693179, 0.0602293, -0.008185876, 0.025422461, -0.04719523, 0.059935145, -0.050485875, -0.03513375, 0.027424844) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.16856517, 0.106958345, 0.0995741, 0.031181378, -0.02347832, -0.0073813573, 0.20096287, 0.1723206, -0.16832705, -0.032580975, 0.08661121, 0.014525628, 0.0500234, 0.011579943, -0.0040895683, -0.014273579) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.031319104, 0.08890289, -0.036908906, 0.039951283, -0.06941218, -0.12592047, 0.01263135, 0.18038338, -0.1529123, -0.09730094, -0.25230816, -0.15152137, -0.06788534, -0.022764865, -0.031498637, 0.14177006) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.06792869, 0.07877402, -0.052625578, 0.034551255, 0.05252881, -0.09421165, -0.079967454, -0.03667114, 0.0122212265, -0.20869061, 0.26856872, -0.03768078, 0.05866091, -0.040971063, -0.09132208, 0.0053021717) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.032328375, 0.12871602, -0.034526303, -0.08058767, -0.024143964, 0.04123636, -0.071840405, -0.025301475, 0.10846705, -0.0005009965, 0.116081, -0.09387739, -0.029391587, 0.041163437, -0.02343205, 0.042011756) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.009995413, -0.031811856, 0.041431498, -0.044237185, 0.031169385, 0.018742668, 0.010501838, -0.074916266, -0.122546464, 0.092835546, -0.27030805, -0.021109458, 0.029642392, -0.019051002, -0.040155347, -0.0017119342) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.0071336096, -0.016731696, 0.084511995, 0.07081034, -0.016044186, 0.0030624, 0.055037323, -0.12770587, -0.006081255, -0.047676757, -0.11307422, -0.0014949614, 0.01914759, 0.054901253, 0.017708529, -0.059797592) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.025179401, -0.03025158, -0.048162967, -0.025701175, -0.0011000743, -0.0054261936, 0.0696297, 0.030286578, -0.015683876, 0.15854381, -0.000960113, 0.045958098, -0.04803642, -0.051190984, -0.084568866, 0.029185671) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.13343698, 0.04387127, -0.08858853, 0.039225515, 0.028960763, 0.0122523075, -0.026185688, -0.061627798, 0.062422622, 0.12905356, -0.10242836, 0.087893724, -0.059261795, -0.041836362, -0.0020415436, -0.046103142) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.06690978, -0.07737104, -0.034676712, 0.049053475, -0.015790988, -0.01816458, 0.028024923, 0.0041574254, 0.14866997, 0.012767012, -0.25859684, 0.20342813, -0.09240526, 0.017292514, 0.07047152, 0.06293975) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0817109, -0.044254728, 0.013244365, -0.060593355, -0.054841064, 0.10401544, 0.032707024, 0.012629702, -0.118282616, -0.044306867, 0.35330382, 0.17721374, -0.1114456, -0.058162365, -0.003546469, -0.0845349) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.19880357, 0.059741497, -0.03827411, 0.071425736, -0.075892024, 0.072549745, 0.033630896, 0.044860136, 0.082574934, -0.07166674, -0.16222098, -0.114743434, -0.14403903, 0.100831576, -0.01996922, 0.094166) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0738981, 0.1545612, -0.06781132, -0.11175757, -0.023283117, 0.04801318, 0.0078938585, -0.0965526, -0.0707145, -0.04512902, 0.07874076, 0.044540495, -0.058215566, -0.25557983, 0.08157237, -0.052170843) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.11173838, -0.0020115932, -0.04526016, 0.09114158, 0.017256513, 0.044909816, 0.06590035, 0.009246264, -0.097504176, -0.0073500485, 0.011585191, 0.031382956, 0.12815003, -0.077566884, -0.04311267, 0.0756899) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.060002718, -0.0056088343, -0.16355346, -0.11462732, 0.007857242, 0.024046278, -0.18015987, -0.030390946, -0.036422, 0.060930215, -0.009096734, -0.13307464, -0.048260733, -0.062241316, -0.07130666, -0.007867302) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.08134455, 0.056031805, -0.14318475, -0.2813397, -0.07978617, -0.006673399, -0.0042841216, -0.0016206937, -0.035881884, -0.052539952, 0.12968351, 0.06074183, 0.13390513, -0.037999887, 0.1476654, -0.026176197) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.027973985, -0.15338577, -0.07150376, -0.2194149, -0.13231678, -0.081399634, -0.053270098, 0.0484668, -0.04677012, -0.09067324, 0.06573042, 0.009586889, 0.13933039, -0.022283424, -0.03855533, -0.052375987) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.03145619, -0.05269622, -0.083968855, -0.05890199, 0.064208314, 0.038341, 0.02257381, 0.030543944, -0.026201153, 0.080296196, -0.107155316, 0.19480883, 0.03551925, -0.02143546, 0.075129986, -0.06252473) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.023891192, -0.10253443, 0.010415969, -0.15022951, 0.044576913, -0.061632283, -0.064142086, 0.08906751, 0.012865637, 0.030913604, 0.13335633, 0.1156359, 0.063275844, 0.045636363, 0.009950541, -0.068348095) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.25380403, 0.07222255, 0.15430467, -0.0029455193, 0.051101398, -0.08008068, 0.00967216, -0.0424779, -0.012633348, 0.020042336, -0.056133483, 0.026158713, -0.049946845, 0.07440664, -0.024540264, 0.012483923) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.027514534, 0.010503831, -0.05529919, 0.051151473, -0.12777993, 0.0017468381, 0.033581313, 0.046373155, -0.07036032, -0.07243802, 0.038944323, 0.008074952, 0.05702504, 0.034314957, -0.04334646, 0.058885086) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.01718694, 0.0024343121, 0.06395386, -0.06528679, 0.09187729, -0.066754915, -0.082135014, 0.06271207, 0.0048517054, -0.0006502553, -0.052672837, 0.010453589, -0.0002793513, 0.025204431, -0.16500238, 0.01232479) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.07470527, 0.01958761, 0.02907453, -0.0033163633, -0.020057654, -0.015939778, 0.044119533, 0.018834371, -0.086884804, 0.02066153, 0.02659018, -0.025405128, -0.030325947, -0.0024410195, 0.052593462, 0.07027683) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.061814327, 0.04902046, 0.06975528, 0.09674795, 0.07400881, -0.030832037, -0.068325706, -0.28539503, -0.011646138, 0.11795938, -0.03168293, -0.13822131, -0.13354857, -0.0367796, 0.041180305, 0.1832187) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.053103555, 0.09693912, -0.05690085, 0.0430419, 0.041139737, 0.04374001, -0.043549925, -0.045733515, 0.025844052, -0.024295192, 0.02632686, 0.031355284, -0.025869286, -0.015384743, -0.19231439, 0.047072247) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.019663326, 0.05288881, -0.029900167, 0.027453186, -0.07065517, 0.004660519, -0.058758568, 0.071469694, 0.09200928, 0.025993206, 0.06350677, 0.09959603, 0.039369427, -0.09484301, -0.052181423, -0.058604594) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.12711163, -0.093113564, 0.011707209, -0.04628494, 0.010537424, 0.0048373267, -0.008828664, -0.043850176, -0.13947192, -0.03538602, -0.37171027, -0.27829358, -0.0069816853, 0.039810818, -0.103474334, 0.1860338) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.07018136, -0.06213217, 0.064913444, -0.042679187, -0.010857788, 0.07866826, 0.08051424, 0.08617109, 0.100217514, -0.013381774, -0.03168785, 0.066240974, 0.041898996, 0.052527912, -0.20074497, 0.02927664) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.040205557, -0.077584095, -0.079216786, -0.034955923, 0.007229153, 0.036935322, -0.003994174, -0.035330005, 0.13470751, 0.04052074, 0.08470326, 0.046256673, 0.10367631, 0.035996467, 0.08435148, 0.015167908) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.03609745, 0.011110089, 0.081246175, 0.21772598, 0.25638467, 0.10309746, -0.019938255, -0.12071986, -0.14128774, -0.0058060237, 0.32478487, 0.014180219, -0.11564704, 0.0036171004, -0.061511155, 0.13685413) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.016204288, 0.025427379, -0.032491725, 0.038200684, -0.17813689, 0.051033653, 0.017098531, -0.033479087, -0.031123739, 0.02592637, 0.021323444, -0.17615238, -0.004071446, 0.024089845, -0.11328454, -0.10246446) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.026363332, 0.0774693, -0.001488926, 0.074328214, 0.10431356, 0.045457643, -0.05182458, -0.07608814, -0.05636305, -0.048104573, 0.056380313, -0.051220886, -0.013051256, 0.07232895, -0.017295277, 0.046196643) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.07148113, 0.041202053, -0.023399366, 0.31530088, -0.04816606, 0.033267178, 0.035453737, -0.07740784, -0.07473749, -0.084001854, -0.16188906, -0.05995198, -0.01454982, -0.04015711, 0.080324546, -0.04428545) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.04573671, -0.028660351, 0.07055464, -0.06023813, 0.0358784, 0.039551362, 0.051226728, 0.2707989, -0.113762096, 0.00055007805, -0.041450407, -0.07462006, 0.060826674, -0.05905481, -0.026069222, -0.112142615) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.053279698, -0.0032421292, -0.022948861, -0.021695847, -0.04314488, 0.016928686, 0.049900077, -0.013736364, 0.09159843, 0.040690944, -0.089060396, 0.075674, 0.037561912, -0.019046945, -0.0052949497, 0.06942163) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.057270415, 0.030945752, -0.051915206, 0.03747818, -0.29900372, -0.03539909, -0.2623809, -0.14053984, -0.06724629, -0.002058162, 0.025339983, 0.034215078, 0.09452597, 0.008239918, 0.0077291573, -0.045769628) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.04734648, -0.016243327, -0.106288806, -0.03594557, -0.26163426, 0.044178136, 0.03810632, -0.15159981, 0.062477387, 0.0029771402, 0.15897194, 0.031832475, -0.0027898247, 0.020303156, -0.00094719423, 0.061058104) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.10737836, -0.047659006, 0.033494566, -0.019183882, -0.12528087, -0.0047131795, 0.06947518, -0.08452694, 0.15260527, 0.16697158, 0.0662454, 0.093549274, -0.048005812, 0.010547435, -0.07672287, 0.008138391) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.4034531, -0.07336866, 0.054269694, -0.088195376, 0.07254467, 0.054527745, -0.09746604, 0.041571233, 0.07851575, -0.06665327, -0.01872743, -0.022730755, 0.2237277, 0.27669412, -0.12509036, -0.124001995) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.17640968, 0.11495339, -0.075981, -0.021307552, 0.02361582, 0.103638485, 0.13105026, -0.01477062, -0.054478426, -0.00042184402, 0.0563414, 0.116156526, 0.12930475, -0.4096145, 0.065834604, -0.44063684) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.07515911, 0.05480233, 0.048164148, -0.0698216, -0.0048652333, 0.15709642, 0.15201579, -0.009992494, -0.03799079, 0.052205637, 0.035803646, 0.09784627, -0.052154884, -0.021929527, 0.10782196, 0.14605185) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.07340599, 0.05675576, 0.16155493, 0.23515168, -0.10060028, -0.014091447, -0.14785613, -0.30227914, 0.004407614, 0.0823413, 0.07310364, 0.039226864, 0.17360078, -0.04300298, 0.012603476, -0.16852224) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.05241981, -0.044155005, -0.12009607, -0.021826092, 0.08454434, 0.035356153, 0.15445329, -0.16383909, 0.019939046, -0.012035172, -0.021772088, -0.039319593, 0.2113125, -0.19087756, 0.09711666, 0.23051569) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.07032819, -0.008868697, -0.012584712, -0.03610978, 0.0085982215, -0.073083095, 0.005314122, -0.15008338, 0.111559, -0.034215957, -0.059302565, 0.061598655, -0.15815967, 0.7643408, -0.6688679, -0.015675765) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.04652039, 0.0023509252, 0.06324783, 0.060657516, 0.04368846, 0.09922848, 0.016998468, -0.1707438, -0.05715121, 0.07029522, -0.024926111, 0.13404353, 0.043076552, 0.35814863, -0.6626277, 0.004661073) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.02774036, -0.05662422, 0.084981784, -0.015987758, -0.18142702, -0.043269794, 0.036585227, -0.31359372, -0.037696313, -0.099541634, -0.047562238, 0.091655485, -0.023354845, 0.4656288, 0.45047572, 0.17105147) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0076555354, -0.04979883, -0.12889482, 0.024111828, -0.24661215, -0.019473843, -0.16955906, 0.0009965954, -0.030066233, 0.021942018, 0.042639494, 0.019092843, 0.05292547, 0.38002372, 0.076062664, 0.096562475) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.17487007, 0.02716904, -0.043371353, -0.32799977, -0.18254909, 0.03244557, 0.093665704, 0.12422773, -0.04813594, 0.023399659, -0.049716085, 0.019244196, -0.03420005, 0.06143091, -0.013536346, 0.035490282) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.11734277, 0.011759425, -0.09654516, -0.040260497, 0.08776812, 0.07565629, -0.0662768, 0.1033306, 0.021257868, -0.005124921, 0.048855864, 0.04399978, 0.05600546, 0.00627899, 0.06954754, -0.4721312) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.11846434, -0.034724407, 0.02406037, 0.009163481, 0.04919227, -0.012226861, -0.0040999786, 0.07114601, -0.060678434, 0.00071401516, -0.026075708, 0.098185174, -0.26407084, 0.053739548, 0.096671924, 0.0950351) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.14992541, 0.09855627, -0.051828545, -0.21739236, -0.06426778, -0.00898051, -0.019912016, -0.11489576, 0.04586731, -0.044006187, 0.051051468, 0.0027259246, -0.0026719961, -0.04945696, -0.031669617, 0.014082213) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.053877745, 0.16251695, 0.12707567, 0.030175999, -0.005992873, -0.039566908, -0.12295258, -0.08529856, -0.037976827, -0.064296514, -0.0109587945, 0.068643615, 0.09037895, -0.026651924, 0.0057991473, -0.11456577) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.12622368, 0.005051562, 0.08239491, -0.008606, 0.05442144, -0.0020586473, -0.10162568, 0.0058700773, -0.022050317, -0.004340718, 0.15215017, -0.05553393, -0.22747318, 0.095394574, 0.07996917, 0.081355445) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.047325574, 0.11461733, -0.1606758, -0.1018006, 0.027850825, 0.05353667, 0.09283654, -0.07201258, 0.077073835, -0.0358214, 0.07575786, 0.093668826, -0.1053017, 0.011942607, 0.0072190077, 0.07295913) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.061661605, 0.014500618, -0.0343881, 0.03676811, 0.09882814, -0.044081554, 0.012693663, -0.06509486, 0.009106592, 0.024507022, 0.036264386, -0.070494056, 0.08864536, 0.040168896, -0.10938189, -0.09325679) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.031548742, -0.045785595, 0.03481303, 0.0126136625, -0.046127744, 0.020386765, -0.012544244, 0.02643296, 0.020333808, 0.12276741, 0.03435273, -0.08855063, -0.032666843, 0.051521264, 0.036327366, -0.012208532) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.13453694, -0.06425231, 0.099538736, 0.08828377, 0.11944238, -0.013993342, -0.053921074, -0.045331813, -0.02260944, -0.09307777, -0.061098173, -0.06510203, -0.14304908, -0.01652368, 0.025414295, 0.0005006357) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.06453418, -0.1286868, -0.08830644, -0.067143, -0.00040941298, 0.066550925, 0.09138168, -0.06172078, -0.011784804, -0.10284127, -0.049765367, -0.039987683, -0.07333526, -0.045114417, 0.07188807, -0.016312258) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.016668053, -0.029917741, -0.04790702, 0.13301483, -0.0226875, -0.019958513, 0.013383337, -0.04643367, 0.07789965, 0.0027342453, -0.027355531, 0.00842957, 0.059866987, 0.011565059, -0.08031227, -0.055167854) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.028732752, -0.08508627, -0.025830543, -0.13049383, 0.007676596, 0.06923891, 0.03653034, -0.035906527, -0.015377517, -0.0006535983, -0.008989587, -0.1138247, -0.11669001, -0.02285596, 0.029788185, 0.03642247) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.05257182, 0.034222256, 0.069169685, -0.13427936, -0.09826113, -0.033780433, -0.008858038, 0.07313291, 0.0013643248, -0.02640931, -0.009135024, 0.070298485, -0.008649201, -0.1279212, -0.07136913, 0.014068566) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.061272312, 0.0025007627, 0.08642541, 0.056899246, 0.080976896, -0.014870841, -0.056911606, 0.019520482, -0.020400884, 0.061708752, -0.053698104, 0.109109126, 0.072821215, 0.028308649, 0.04283325, 0.0086398665) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.06382388, -0.03440983, -0.17204529, 0.037740856, -0.0043762517, -0.032933373, -0.09845114, -0.004478965, 0.011440689, -0.08439051, -0.24172826, -0.363408, -0.044690162, -0.037426498, 0.038753204, 0.11324205) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.15386839, -0.07965738, -0.003304589, 0.009285985, 0.10472413, -0.022005673, 0.050299566, 0.06737807, -0.0365651, 0.066187255, 0.019654201, -0.15182674, 0.06450326, 0.09565512, -0.048541855, -0.053782176) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10440549, -0.05085832, 8.3101346e-05, -0.0449915, 0.002588291, -0.017261835, 0.009551745, -0.0365315, 0.060835935, -0.010699974, -0.073593125, 0.013337622, 0.0608693, 0.14456865, -0.016152615, 0.050170276) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(0.010690784, 0.005997089, 0.002451169, -0.005412337); + result6 += M4(-0.082862236, -0.09332624, -0.004916408, -0.25246146, -0.056272738, 0.07155223, -0.009127834, 0.07654658, 0.04773212, 0.082947515, 0.045665577, -0.08155483, -0.040157765, -0.0028256194, -0.01287591, -0.011608416) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.114815235, 0.091305695, 0.22614469, -0.06545236, 0.06945439, -0.002299741, 0.11802385, 0.10429289, 0.006980407, 0.044104833, -0.07763246, 0.03220111, 0.011595399, -0.037364498, 0.0068959096, -0.015846925) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.11442867, 0.1947, 0.0014312532, -0.09519812, 0.038128227, 0.043568403, -0.3227581, -0.05126703, -0.02121803, 0.00038251144, -0.11258952, -0.051133096, 0.0072281426, -0.13872194, -0.014798982, -0.0063778055) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.13032909, 0.15123816, -0.14155665, 0.011307483, -0.04383294, -0.100376636, -0.073844135, -0.09189189, -0.022353243, 0.08658764, 0.065357275, 0.023020228, 0.093580894, -0.078171946, -0.025888711, 0.018376289) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.16127862, 0.0035623254, -0.15936317, 0.120565504, -0.042104054, 0.079555735, 0.05391565, 0.03966206, 0.109242976, 0.04145595, 0.006665532, 0.029222775, 0.059675947, -0.11362838, 0.032819584, 0.03917334) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.073818006, 0.075325646, -0.15390112, -0.103969745, 0.060122073, 0.13159041, 0.09445272, -0.39024514, 0.12217026, -0.048006278, 0.16148163, -0.05440857, -0.018169494, -0.008575086, 0.023165897, 0.07195667) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.029446874, 0.17245877, 0.19578046, -0.0959553, -0.010836295, -0.01651593, -0.049712602, -0.07257559, -0.024723414, -0.101832464, 0.06686563, 0.107243426, 0.019410517, 0.0057076416, 0.0071558966, -0.06711621) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.19535314, -0.139618, -0.06464305, -0.005250526, -0.07216891, 0.14065611, -0.1013816, 0.122438036, -0.0066403984, -0.076991655, -0.032490995, -0.0532696, -0.021064356, -0.04401845, 0.14308032, 0.032499548) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.23283342, -0.26353815, 0.022908762, 0.005311544, 0.0076993722, 0.0010392838, 0.15888968, -0.14901665, 0.007011363, -0.002178251, -0.07326514, 0.06859169, -0.13724253, 0.013294479, 0.040944602, -0.08874898) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.021038538, -0.13492516, -0.002590426, -0.015944479, -0.04631184, 0.06783748, 0.023126155, -0.11957147, -0.4165431, 0.023782954, -0.16402291, 0.120118864, -0.04066827, -0.018194545, 0.039823037, -0.15194955) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.036565546, -0.08837816, -0.01086319, -0.05594958, -0.00022415584, 0.05196372, 0.14731847, -0.032799017, -0.091960035, 0.052995168, -0.0922611, -0.29245508, 0.067643054, 0.010263509, 0.06141319, 0.061214045) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.042150944, 0.03656631, 0.063485555, 0.10510755, 0.015781783, -0.031539366, 0.04197354, 0.08098534, -0.020930447, -0.12196443, -0.14710884, -0.19126503, 0.055784065, -0.07713417, 0.09130778, 0.06264028) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.060479272, -0.0024931005, 0.052952014, -0.087905586, -0.05729654, -0.040366028, -0.030486217, 0.06751229, -0.08824472, -0.08027508, -0.11356451, 0.15342566, 0.0015291413, -0.03325, 0.015456402, 0.025399398) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.00819072, 0.009564266, 0.10381901, -0.00022270654, 0.04513513, 0.057175398, -0.008626486, -0.015773304, 0.11299881, 0.068074316, 0.14078437, -0.2912405, 0.11316507, -0.07743027, -0.015361845, -0.11405017) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.046051558, 0.068835884, 0.13150439, 0.10288098, 0.05236311, -0.0744856, 0.019866904, 0.105658926, 0.06095486, -0.06600033, -0.046087004, -0.33375698, 0.14436951, 0.037028078, -0.074084036, -0.04736998) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.038823046, 0.07299554, -0.05847491, -0.04147976, -0.024128156, 0.12933809, -0.05945189, -0.01133884, 0.14848295, 0.001175198, -0.036680046, -0.063963674, 0.013725881, -0.0024379923, -0.08727678, 0.027952837) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09670086, 0.015370373, 0.07292432, -0.19480015, -0.03054069, -0.043485958, -0.05360734, -0.041912492, 0.083735056, 0.014563895, 0.14733133, 0.15650618, 0.055674646, -0.048056748, -0.0026853587, -0.026554152) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.024410594, -0.020015312, -0.05516048, -0.07794716, 0.069992274, -0.054092847, -0.035513066, -0.008233446, -0.15371548, 0.12472223, 0.092795506, 0.0486925, 0.0751384, 0.0087347645, -0.06254022, -0.13146058) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.07937235, -0.36524597, 0.014878924, 0.08545474, -0.059753794, 0.05383852, 0.023399932, -0.021316389, -0.024138786, -0.055432, -0.10718331, 0.13316295, 0.07257173, -0.085463226, 0.031754185, -0.09082864) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.043743897, -0.010155396, 0.43185225, 0.037378218, -0.043807924, -0.0804751, -0.10160702, -0.11564795, 0.017340822, 0.009554977, -0.14971316, 0.03535888, 0.0031790596, -0.049985144, 0.02717979, 0.07938209) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.14309597, -0.08889616, -0.06141119, 0.06071407, 0.11449267, 0.06290235, -0.04803331, -0.07786643, -0.06757743, -0.038061988, -0.004627741, 0.07817144, -0.070204556, -0.087684765, -0.0864271, 0.05784742) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0040593813, 0.10823612, 0.03336655, -0.12777032, -0.062495008, 0.0023544978, -0.0013834701, -0.07696703, 0.027040644, 0.008879399, -0.1106963, 0.051833767, -0.008440142, -0.10857426, 0.010843847, -0.06638709) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.08215438, 0.03408142, -0.03042029, -0.06574534, -0.010344192, 0.025222981, -0.0942375, -0.32072356, 0.09445149, 0.11608672, -0.17004067, -0.0183685, 0.012359906, 0.014784032, -0.057997458, 0.026573583) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.114010945, 0.035921995, 0.1132185, -0.046908446, 0.021192726, 0.098312296, -0.10051638, -0.051098324, 0.013655437, 0.03112521, -0.101226255, -0.04436151, 0.011892899, 0.028890118, -0.057120286, 0.07885435) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0875976, 0.08396669, 0.26676595, -0.07832734, 0.014096917, 0.01925402, 0.07948707, -0.19239175, -0.030101273, -0.007404924, 0.06454918, -0.033043984, 0.020191524, -0.015888287, -0.0768603, -0.0014707345) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.007838508, 0.050731845, -0.12275289, 0.077348635, -0.06637055, 0.042404823, 0.056114607, -0.2082521, 0.0052744793, -0.0034520295, 0.033134595, -0.14992613, 0.045224596, -0.047294725, -0.035579734, -0.043103494) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0117669385, -0.046722222, -0.082754396, 0.18934056, -0.077659056, -0.021580162, 0.0766293, -0.1434723, -0.039356105, -0.051062122, -0.022995232, 0.12825657, 0.06975765, -0.05721996, -0.0046809018, -0.06016137) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.031200016, -0.044873744, -0.04577383, -0.09014457, 0.011431982, -0.16096246, -0.04573897, -0.021885265, -0.076434284, -0.07447358, 0.11294924, 0.040629297, -0.055489622, -0.017967565, 0.020820567, -0.06783229) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.008515332, -0.012485643, 0.017390816, -0.035030354, -0.0049802437, -0.1521472, 0.040498625, -0.04042039, 0.0140814595, -0.14227289, 0.07657805, -0.10505521, -0.038342696, 0.10698481, 0.014068513, 0.17430907) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.031913165, -0.073796816, 0.08374395, -0.036987934, -0.027900955, -0.010202113, 0.050811402, -0.09660639, -0.029861007, -0.08969103, -0.2102356, 0.14262727, -0.11207342, -0.03937835, 0.045553975, -0.0172096) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.026628032, 0.053303003, 0.030054938, -0.07204776, -0.024216121, 0.16775322, -0.058352433, 0.09911573, -0.17444852, 0.05383404, 0.3569527, -0.015095063, 0.055044323, 0.0036387478, -0.058078967, -0.15752015) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.005434836, -0.09366988, -0.0006659146, 0.06655433, -0.07314304, 0.049210344, -0.06501994, 0.09020106, 0.007943374, -0.24311112, 0.11246132, -0.05669102, 0.017933127, -0.09891863, 0.07549983, 0.021653479) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.03517719, 0.09923731, 0.044575054, -0.053033523, 0.0017107581, 0.07446237, -0.031252462, 0.11600726, -0.054050457, -0.03993115, 0.045306034, 0.08790281, -0.050194588, 0.16850585, -0.09426044, -0.08788989) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0014516271, -0.030251157, 0.0024254667, 0.04534443, 0.056322027, -0.07524383, 0.0014791054, 0.067090385, -0.3117536, 0.22211868, 0.08488968, -0.43937343, -0.029876236, -0.021681514, -0.118743554, 0.008213524) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.14914426, 0.05132183, -0.06847439, -0.0098333815, -0.06761469, 0.006456852, 0.09248922, -0.3200455, -0.14957795, 0.016720846, -0.1418253, -0.16575523, -0.06651087, -0.13473675, -0.0292337, 0.21095127) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.032742526, 0.055474162, -0.060109146, -0.067157075, 0.021278894, 0.01700543, 0.021176396, 0.099747844, 0.062318478, -0.17896491, -0.053276803, 0.03987469, -0.0014845199, 0.013721121, 0.0068959235, -0.031793147) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.013827739, 0.029192314, -0.15077412, -0.07280277, -0.11141827, 0.074057266, -0.03826989, -0.04493996, -0.01792707, -0.042056218, 0.08892316, -0.16241309, -0.021858077, 0.10777993, -0.058708988, -0.06142172) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.08071342, -0.034904685, 0.0032877438, -0.032918695, 3.5765264e-05, 0.075260065, 0.070635706, 0.001903675, -0.07981462, 0.037416752, -0.049325954, -0.019922206, 0.07265439, 0.034716118, 0.022258228, -0.011259153) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0048448513, -0.14551418, 0.13294397, -0.11285735, 0.0057811276, -0.033272423, 0.08149882, 0.040891297, -0.09873544, 0.038263552, 0.05520923, -0.031299513, 0.017749077, -0.012483133, -0.041523993, 0.06459376) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.096644066, 0.0458126, 0.029846074, -0.037850592, -0.04341194, 0.06412556, -0.02204861, -0.026579129, -0.0043215244, 0.0030381086, -0.009296391, -0.1333166, -0.037021775, -0.07936589, 0.11547145, 0.032951925) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.06483997, 0.07908248, -0.032705646, 0.07469769, 0.1075552, -0.17562248, 0.0017593886, 0.100031786, -0.06114924, 0.05383326, -0.029468963, -0.2074514, -0.047082335, -0.054200534, 0.14617506, 0.09124103) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.090670995, -0.030332653, -0.047783908, 0.09332696, -0.050707784, 0.20759183, 0.06719066, -0.051192265, -0.018785628, 0.07708997, 0.09815681, 0.015772363, 0.082743764, -0.07724646, 0.07533772, -0.019618925) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.015034162, 0.027678078, 0.004485577, -0.0053388663, -0.0078025865, 0.08644683, 0.09853315, 0.07405606, -0.08312033, -0.016515655, 0.04020123, 0.15109605, 0.07393641, 0.11420123, -0.019472519, -0.078546286) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.010722131, 0.08855316, 0.09228766, -0.13401242, -0.00354648, -0.1324043, -0.15619309, 0.15188502, -0.04957025, -0.070352495, -0.08778581, 0.06650648, 3.414893e-05, 0.019148303, -0.015781783, -0.010458694) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.013016937, -0.058610007, -0.01955858, -0.010563064, -0.09038516, 0.24968396, -0.069559604, -0.027359894, -0.050136372, 0.026390802, -0.096367836, 0.091583066, 0.01743045, -0.042999726, -0.08765771, 0.06957089) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.097619414, -0.03596058, -0.07945388, -0.18552269, -0.11350878, -0.13267313, -0.06915545, -0.054690965, 0.010391561, -0.014942967, -0.015519899, -0.089317374, 0.035449956, -0.054202728, 0.11432231, 0.21882272) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.05647023, 0.07100975, -0.05997138, -0.029043961, -0.009731872, 0.010453934, 0.049745265, -0.16170847, 0.08597285, -0.014077391, 0.08981343, 0.027544783, 0.0128316125, -0.3657645, 0.10594425, 0.23268223) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.010719718, 0.14443997, -0.12875578, -0.040287886, 0.03941465, -0.04173003, -0.21589702, 0.11105341, -0.07029314, -0.04101937, 0.0014073573, 0.05151061, -0.1504672, -0.21717829, -0.24764758, -0.13079694) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.16044514, -0.09288801, -0.010618369, -0.10929675, 0.07969499, 0.028753832, -0.048848506, -0.032439258, -0.047022868, 0.023455612, 0.09936926, -0.086376324, 0.08733632, 0.5036459, -0.2390321, 0.122648895) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.010534861, 0.22026429, 0.052812472, -0.042793896, 0.1526966, 0.13103181, -0.024165567, 0.2552295, -0.059412207, 0.004601544, 0.08095746, -0.04323657, -0.25822118, -0.036181983, 0.78730196, 0.3700736) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0073771523, 0.032667294, 0.10373542, 0.3054397, -0.05403309, 0.07770418, 0.19603463, 0.103815265, -0.083129615, 0.056437533, 0.0036738557, -0.08030763, 0.08578597, -0.47391012, -0.2340688, 0.09837176) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0040087216, 0.05885074, -0.0427872, -0.02846482, -0.11479727, 0.012885045, 0.012890566, 0.04019892, -0.066839315, -0.059595812, -0.11559759, 0.056647632, 0.04924228, 0.11483939, 0.42489016, 0.046949796) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.03134626, 0.030074157, 0.059376065, 0.0070128655, -0.053245947, 0.15632841, -0.27364123, -0.24739368, 0.050405618, 0.024330301, -0.09987591, 0.06328098, 0.33785403, -0.020707022, 0.24607974, -0.5918927) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.019868644, -0.03391321, -0.0023804966, -0.010340161, 0.08739526, -0.030633437, -0.039041147, -0.19612013, 0.05589272, 0.03628168, -0.013933484, 0.075527556, -0.110349745, -0.014205303, 0.2221825, 9.5935e-05) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.031899307, 0.07540582, -0.06766358, 0.1594253, 0.12397341, 0.117427625, 0.09891616, 0.094036795, 0.05896751, -0.0033413924, -0.07776852, 0.008694928, -0.096475326, 0.081829466, 0.1114397, 0.034583464) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0053996695, 0.011602496, -0.06938011, -0.023684524, -0.07905979, 0.033401567, 0.12814227, 0.12704155, 0.06321761, 0.062416516, -0.025955332, 6.5184824e-05, -0.059599515, 0.08655594, -0.06143751, 0.085237406) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.00058507366, -0.024090067, -0.036246452, 0.012581524, -0.08575937, -0.02125795, -0.017338436, -0.10863408, -0.068193376, -0.08457068, 0.045226287, -0.04682276, 0.062292855, 0.040923733, -0.009620206, 0.13549171) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.002376552, 0.07506957, -0.062821805, -0.052593358, 0.021240054, 0.044370417, -0.059411313, -0.08343843, 0.11286664, 0.099397056, -0.14576577, 0.036803715, 0.02230992, 0.014093872, 0.06560242, -0.13011786) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.014644928, 0.107997805, 0.07072257, 0.20512718, 0.07422325, -0.0964916, 0.007396849, 0.09779219, -0.032845605, -0.047252584, -0.025998967, 0.016014457, -0.03291501, -0.05611761, 0.058003977, 0.062348176) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.025252977, -0.079215795, -0.019680161, -0.07315868, -0.039013438, -0.050878223, -0.0012554437, -0.12303936, 0.07835808, -0.0057618353, 0.08719168, -0.10248976, 0.014171008, -0.036710598, 0.08065212, 0.12406483) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.06047156, 0.078221224, -0.005402685, 0.14069128, -0.009749106, -0.032800645, 0.043753702, -0.0020275633, -0.033397667, -0.05355792, -0.12752733, 0.027336076, -0.024347508, 0.029256696, -0.07217182, 0.04384008) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.00921567, 0.01450125, 0.10956622, 0.080035426, 0.01875688, -0.07081381, -0.032756895, 0.1198064, 0.020125113, -0.068008535, -0.16996945, -0.019588333, -0.1170872, 0.11217965, -0.03773435, 0.023224028) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.015116493, 0.01423454, 0.1245378, -0.08725238, 0.03207636, -0.025948778, 0.045346208, -0.12668304, 0.0074921213, 0.017547948, -0.10769967, -0.020954352, -0.032058917, 0.006698829, -0.028226264, 0.009531056) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.009082316, -0.04974578, 0.021507699, 0.063199066, -0.08571374, 0.002195545, -0.0001694958, 0.09936031, 0.062492624, -0.092212886, 0.07836746, -0.0007151658, 0.0027925319, 0.027827486, 0.026872355, -0.12791967) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.017570052, -0.04244917, 0.022947263, -0.004099355, 0.01993168, 0.05163696, 0.08748351, -0.06830031, -0.06739364, -0.08220055, 0.093481876, 0.047001038, 0.019670546, 0.11035209, -0.06310049, 0.058654413) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.02478547, -0.0035681177, 0.013097798, 0.067774385, 0.042852964, 0.00030201027, 0.0117423795, 0.07670981, -0.03171201, 0.03998607, -0.010848306, -0.02885261, -0.08978039, 0.031287923, 0.055206515, -0.090399906) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.116015434, -0.024938617, -0.0069558984, 0.031076705, 0.03423816, 0.09265258, -0.06926436, 0.07258405, -0.02805012, 0.067438275, 0.13772243, -0.019412128, -0.06259269, -0.012765915, 0.008289173, 0.029476484) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0147683555, -0.013401025, -0.13986728, -0.19639333, -0.08134613, 0.08388335, -0.063143656, -0.073297754, -0.0017003792, -0.00055649667, -0.031086793, 0.023365153, 0.053659063, -0.08405771, 0.045653347, 0.11688034) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.05130243, -0.09904857, -0.0378094, 0.034630097, -0.039673038, -0.10745154, -0.041698955, 0.047820237, -0.08594879, -0.067647725, 0.05149418, 0.007884894, -0.021675237, -0.011916742, 0.04341664, -0.024816668) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.061165635, 0.108585514, 0.03334415, 0.30366713, -0.11528146, -0.00058979983, 0.037980568, 0.045508444, 0.12863614, 0.12833299, 0.25715324, 0.04659202, -0.10637552, -0.072700106, -0.082676746, -0.049088042) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.05726864, 0.07935854, 0.10549142, -0.068712786, 0.0042473865, 0.04665184, -0.15141368, 0.058854952, -0.056800183, 0.094561696, 0.12012377, -0.099305235, 0.0012673351, -0.077923365, -0.028462173, -0.040689047) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.07104608, -0.06413843, -0.09069548, 0.020858338, 0.043033052, 0.09225001, -0.16452445, 0.052920576, 0.017080646, 0.04904874, 0.12896115, -0.09881568, 0.049004003, -0.025881693, 0.015833985, -0.04814061) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(-0.00064860965, -0.0002542105, 0.0034470388, -0.00044491922); + result7 += M4(0.031162802, -0.008757692, 0.08214746, 0.047523174, -0.006688792, -0.09842215, -0.120437585, -0.1128324, -0.007867041, 0.032236293, 0.042005185, 0.049446292, 0.031461608, -0.039313708, -0.0106289955, 0.064795405) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.09309159, -0.22635044, -0.082104154, 0.19508606, 0.035620756, 0.05762853, 0.16084354, 0.005334513, 0.014237292, -0.09505982, 0.065088876, 0.048038885, 0.016058909, 0.00012522395, -0.036496364, -0.06643789) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.08257704, 0.001174265, 0.15590613, -0.022218218, 0.0076125837, 0.028754758, -0.07402362, 0.06663303, -0.045714367, 0.04686763, 0.086656034, -0.07300678, 0.054710183, 0.06941959, -0.07530675, 0.091957584) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.09857265, -0.11390332, -0.18169977, -0.014009257, 0.032378554, 0.00028796482, 0.06971053, -0.06466647, -0.08591199, -0.1883516, 0.07052337, 0.07699922, -0.048252013, -0.14209114, 0.09588853, 0.044951204) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.020877661, 0.016536655, -0.062076554, -0.11427186, -0.21191455, 0.12167865, 0.122240745, 0.028201176, -0.0871009, -0.053196564, 0.06808328, 0.071704194, -0.19227485, -0.14654213, 0.008296314, 0.01008239) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0345322, -0.08360303, 0.08294067, 0.0024336807, -0.11972769, -0.08098406, 0.0019175576, 0.15981314, -0.076919034, 0.09906409, 0.06229293, -0.0015484038, 0.05739559, -0.09769374, 0.034139607, 0.01022288) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.20823511, 0.14903569, -0.12662478, -0.18958801, 0.042705096, 0.087041914, -0.011798994, -0.03054304, 0.008387501, -0.00020869075, -0.13544756, -0.056264065, -0.06893683, 0.043509603, 0.047092162, -0.020960758) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.1253149, -0.1795108, 0.10664313, -0.053281732, -0.014992822, 0.038051307, -0.017754287, 0.087486215, 0.0008402511, 0.002476463, 0.057796687, -0.0063772392, 0.04383979, 0.029714601, 0.06885332, -0.04575157) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.100397795, -0.14530356, 0.13411486, -0.1946371, 0.072108604, -0.036068115, 0.10393212, 0.17481814, 0.06693771, 0.02193282, -0.0074789394, 0.05288564, -0.06459968, -0.00963971, -0.044981368, -0.06412206) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.057341356, 0.10777572, -0.017328802, -0.07610742, 0.07844612, 0.07733976, -0.26711637, 0.08371567, -0.041454475, 0.057934903, -0.10404679, 0.026970921, 0.12022616, 0.050202593, -0.080836974, 0.025968835) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.014504614, -0.13850531, 0.0068394463, -0.05590347, -0.03778167, 0.048496246, 0.14092802, 0.01474621, 0.027917031, -0.1785379, -0.27962312, 0.011066198, -0.07097587, -0.09966025, -0.013836089, -0.07241031) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.035284434, -0.08841303, 0.06708375, 0.017741943, 0.051878214, 0.08496953, 0.029842097, 0.10218103, -0.028753716, -0.018283106, -0.05078945, -0.14202194, -0.09313042, -0.024567727, -0.080564946, -0.016078297) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.043310538, -0.005628924, -0.02308888, 0.015222, -0.0066234106, 0.15714623, -0.20240225, -0.016845098, -0.10588985, -0.05295458, 0.10424738, 0.08383936, 0.0017299048, 0.035341155, -0.08292438, -0.06275) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.013611505, -0.08551848, 0.10457699, -0.014633607, 0.027828956, -0.07413837, 0.08218087, 0.06118614, -0.053852443, 0.26649082, 0.22061037, -0.103588976, 0.036559004, 0.04432333, 0.00031273966, 0.010355381) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0055246893, -0.0046726153, 0.1404974, 0.027678516, -0.04535721, -0.0046062237, -0.046658788, -0.1455918, 0.14065377, -0.2160178, 0.061948158, 0.077671476, -0.11155712, -0.015652515, 0.06591247, -0.079606846) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.04944428, 0.013074611, 0.033495624, -0.006329389, 0.039378893, -0.031233173, -0.09265984, -0.011124271, 0.0009153778, -0.015792089, -0.039203104, -0.08640315, -0.024130197, -0.013269353, 0.047436606, 0.02411756) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.057765394, -0.04890302, -0.11222109, 0.06843934, -0.027632425, -0.0144710895, 0.0053112246, 0.033190195, 0.35012537, -0.06261493, 0.19600707, -0.11582837, 0.054907177, -0.0884194, 0.1513694, -0.013817495) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.048453707, 0.06472686, 0.047013845, 0.0641604, -0.015910165, -0.09338272, 0.010620823, 0.012727837, 0.015125792, -0.09040648, -0.029552838, -0.27037737, 0.094282195, 0.030202609, -0.030899743, -0.031859875) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.034217663, -0.039460376, -0.012393887, -0.100564264, 0.053931348, -0.024658075, -0.109412335, -0.06284644, 0.032397095, 0.12667423, -0.23002815, -0.07342986, 0.046325065, -0.05945156, -0.047825284, -0.06603457) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.06552447, 0.020509327, 0.14533457, -0.13914771, 0.021107439, 0.091681205, 0.082723185, -0.068430625, -0.086770415, -0.053404074, -0.15457001, 0.05430344, 0.011251093, 0.078977354, 0.1211214, -0.014628935) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.027090933, 0.08689176, -0.05525556, -0.12701924, -0.056948997, 0.026256703, -0.07762119, 0.090049274, -0.026512124, -0.06863006, 0.1627328, -0.037766345, -0.050477374, 0.028594289, -0.012942202, 0.07589747) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.12453089, -0.011970907, 0.18871064, 0.0050166366, 0.065247044, 0.016960278, -0.2226072, -0.05260013, 0.009542172, -0.07569817, -0.037951794, 0.052664988, 0.0622325, 0.051272474, -0.109977424, 0.008841432) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.016921584, -0.11089787, 0.05648481, 0.21671112, 0.00015102842, -0.14472821, -0.059798043, -0.0013555695, 0.055424623, 0.028723393, 0.06816924, 0.07606729, -0.04787323, 0.16900629, 0.0890633, -0.033358198) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.143459, 0.1351778, -0.016592292, -0.10092211, -0.065327324, 0.029622236, -0.038531173, 0.07134741, -0.023268731, 0.027860677, 0.013389837, -0.05380223, 0.050726175, 0.13962166, 0.045234684, -0.019238325) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.14183797, 0.053517964, 0.056303978, -0.01590549, 0.0065734107, -0.049556825, 0.1180889, -0.036936674, 0.05643276, -0.07591604, 0.019332478, -0.021931168, 0.09086701, -0.022386895, -0.081432484, -0.06673876) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.008325278, 0.0056238417, 0.09198202, -0.16568907, -0.024698736, -0.09373832, -0.06819886, -0.0826863, 0.010892532, 0.08296999, 0.03641377, -0.044848405, 0.11045312, 0.039825726, 0.051317453, 0.061486423) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.030298421, -0.09127495, 0.15234521, -0.12689416, 0.025191136, 0.036626924, -0.11038827, -0.046817113, 0.01413108, -0.016979415, 0.11719717, 0.07779946, -0.04049531, -0.13277234, 0.020007197, 0.017575957) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.043925725, -0.12304439, 0.06566889, 0.08772669, 0.04395645, 0.0034048588, -0.112973675, -0.056709565, -0.13671277, -0.036724143, 0.09637912, 0.01027923, 0.07570598, -0.17822143, -0.22025937, -0.11571199) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.055342816, -0.047199737, -0.1006355, -0.15406649, -0.022052363, 0.037657857, -0.15297286, 0.018364694, -0.098418795, -0.12964359, -0.032292146, -0.10484703, -0.035504304, -0.007640491, 0.07595978, -0.09426974) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.074180245, 0.0022911648, -0.060650155, 0.07706165, 0.042399142, -0.013352806, 0.0052035395, -0.010693409, 0.036603317, -0.034183055, -0.0875537, -0.11926955, 0.111262545, -0.05744457, 0.066937864, 0.0109483255) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.07140309, 0.0017592674, -0.28626558, 0.12909453, 0.054427676, -0.028394029, -0.03438435, -0.048481606, -0.026013052, 0.065143645, -0.08558146, -0.031465903, 0.09214186, -0.00043676817, -0.13822325, -0.089033) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.010899252, 0.013444644, -0.21668449, -0.13231798, 0.015040892, -0.045443825, 0.1045085, 0.13347825, 0.024619233, 0.10990166, 0.05795871, -0.10556404, 0.05066911, -0.03065494, -0.0955556, -0.030788325) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.019419951, -0.009229003, -0.027585449, 0.050794773, 0.0682526, 0.07931148, -0.029924965, -0.040264193, 0.060295276, 0.053969227, 0.08592586, 0.014475783, -0.0066896016, 0.09464876, -0.023833895, -0.04402733) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.024010876, 0.05649775, -0.010965242, 0.006494171, -0.08085587, -0.0135588795, 0.07465162, -0.08387553, -0.38230607, -0.024067359, 0.27060926, -0.017428715, 0.1588777, -0.049045783, 0.0030008475, -0.08620333) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.07736196, 0.040715955, -0.054656055, -0.09074839, -0.02990215, -0.06171232, 0.0062310323, 0.012574248, -0.07423619, 0.07230856, 0.16769326, -0.09955486, -0.017978592, -0.00376594, -0.01959666, 0.020451088) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0191042, 0.07641419, 0.026766025, 0.0062361713, -0.06794068, -0.03777919, 0.03125627, -0.036392994, 0.010299571, 0.0006321784, 0.02988043, -0.10702073, -0.019692184, -0.05703886, -0.055296697, -0.032164272) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.08780687, 0.06382538, 0.11040165, -0.01168355, -0.14652027, -0.016029429, 0.01944888, -0.15852267, 0.2733673, 0.033866342, 0.0941384, -0.05627305, -0.04882399, 0.018717794, -0.025001237, 0.016736899) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.011445415, -0.09245938, 0.052272655, 0.049110502, -0.1290952, -0.029079147, -0.00692394, -0.060986716, -0.115850285, 0.09327869, -0.077394985, -0.20036305, -0.0626525, -0.10035395, -0.12814616, 0.087773055) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.07005146, 0.068726964, 0.003938913, -0.05965407, -0.037779998, -0.001946895, -0.11166225, -0.18779494, 0.03043351, 0.033680074, -0.058381688, -0.042464454, 0.06597292, 0.04931646, 0.08156206, -0.08376072) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.0541671, -0.06862131, -0.097136945, 0.031052178, -0.11229367, 0.013700579, -0.087635994, 0.18394086, 0.10322398, 0.11246905, -0.108702645, 0.028444434, 0.043599386, 0.048060656, -0.003975545, -0.058290016) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.015076612, -0.03943537, -0.013148105, -0.021479817, -0.10725273, 0.07034479, 0.07028399, -0.12401543, -0.0069128685, 0.15114632, -0.09768571, 0.05561166, -0.14328957, -0.036845163, -0.15945019, -0.054126002) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07963718, 0.056610465, -0.027586304, 0.008666854, 0.05608368, 0.0354096, 0.002473013, 0.2802242, 0.2304349, 0.009057034, -0.032056365, -0.03564973, -0.08188656, -0.04717041, -0.00058522704, -0.05542288) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.021664033, -0.003922389, 0.028557418, 0.05481902, -0.2429336, 0.07134014, 0.03540102, 0.0455878, 0.0423216, 0.07683857, -0.08300639, -0.014615259, 0.12732883, -0.044108443, 0.003722633, 0.039532978) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.119040966, 0.034698237, 0.029780699, -0.09373721, 0.06497289, 0.18443705, 0.123711385, 0.09711522, 0.20454118, -0.035233613, -0.07358363, -0.085236676, 0.06911898, 0.027452765, -0.023302466, 0.058168385) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.004033362, -0.08089707, -0.08099588, -0.039473455, 0.07402632, 0.014335105, 0.11434177, 0.2636139, 0.15050039, -0.04723303, -0.14428635, -0.07259492, -0.044719897, -0.09078159, 0.082162745, 0.11220154) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.048008054, -0.4684617, 0.29814914, -0.111897476, -0.17648853, 0.13639835, 0.059435274, 0.052396066, -0.040743425, -0.08543701, -0.11146877, 0.06882664, -0.14967878, -0.5103915, 0.37118155, 0.09353371) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.1700491, 0.00024562504, -0.05831955, 0.20874903, -0.08737317, -0.01699044, -0.01193738, -0.060658704, 0.013190208, 0.05118988, -0.08729937, 0.0057875603, -0.010839486, 0.12817681, 0.36085293, 0.21885367) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.053345118, -0.007991629, -0.2295447, -0.106712036, -0.0642862, 0.082693905, 0.08296624, 0.041027255, 0.044807896, -0.030854832, 0.025336493, -0.07641644, 0.2284241, -0.02235579, -0.39754578, -0.18967454) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.033049133, 0.03970557, -0.11871673, -0.08604657, 6.167124e-05, -0.018901229, 0.03054421, 0.17262478, -0.0029762278, 0.019034421, 0.13058494, -0.056960683, -0.094177425, 0.277204, 0.049699496, 0.4098002) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08345702, 0.15348859, -0.1888255, -0.10058136, 0.08243991, 0.008275174, 0.07337287, -0.12490293, -0.07774213, -0.040393777, -0.07410342, -0.09028767, -0.22894393, 0.55879414, 0.34077474, -0.11093413) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.039656118, -0.023894448, -0.012575258, -0.027416592, -0.0099816155, 0.097422384, -0.025962252, 0.19579163, -0.033561453, 0.04202789, -0.026714629, -0.005847835, -0.07840013, -0.18340814, -0.14287804, 0.12915361) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.050350107, 0.008674347, -0.1116445, 0.037850384, -0.08067634, -0.13130316, 0.008206221, 0.07621393, 0.038831506, 0.035003662, 0.0017584978, -0.031755894, -0.5487466, -0.08510481, -0.26247123, -0.007668856) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0025259892, 0.031122757, 0.09867293, -0.079449035, 0.32029513, 0.023163596, 0.03648681, -0.031461753, 0.08427882, -0.049382403, -0.017344179, 0.051359776, 0.115607925, 0.40584886, -0.019569403, 0.6893792) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0554935, 0.02558419, -0.013385633, -0.021018988, -0.025119472, -0.039431427, 0.021714624, 0.008171393, 0.060130153, 0.047260847, -0.039414685, 0.038478136, 0.014895645, 0.090197705, -0.0076264814, 0.36805063) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.028656688, 0.023696585, 0.019299261, -0.0131955175, 0.03803729, -0.096731834, -0.18471529, 0.0003827907, 0.040712662, 0.08217805, -0.02724716, -0.046793487, -0.07556268, -0.039582565, 0.04730422, 0.027060753) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.018739216, -0.05732208, -0.14677496, 0.022470666, -0.05294048, -0.114461355, -0.004439937, -0.0016457578, 0.042711783, 0.0191185, 0.03964613, 0.11062689, -0.06912071, -0.059979975, -0.025112407, 0.0023706553) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.00058619084, -0.09338333, 0.050038807, 0.022421064, -0.027231814, 0.06430328, -0.16561268, 0.004567822, 0.012917596, -0.003641644, -0.0153982, -0.10206195, 0.11344666, -0.06960186, 0.02171651, 0.06610664) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.2452681, -0.04763313, 0.04848218, 0.06307683, -0.040564146, 0.050070893, -0.08049614, 0.08429296, 0.06380898, 0.009793144, -0.05663616, 0.16365905, -0.053461596, 0.030028192, -0.16878459, -0.026341502) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.05487907, 0.028102914, -0.18054219, 0.118018016, 0.03812863, 0.020934626, 0.0424677, 0.05674933, 0.034156475, 0.00322894, 0.07735863, -0.03202418, 0.006530581, 0.078506455, 0.0543521, 0.10048169) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.056984287, -0.005904742, -0.059880134, 0.0013915695, -0.06056138, -0.015850691, 0.0033215059, 0.07386708, -0.062183436, -0.032575116, 0.04079583, -0.03962085, 0.099124886, -0.017045949, 0.040351085, 0.070955284) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.23928301, -0.045235932, 0.1792885, -3.1293457e-05, 0.082065284, 0.11440652, 0.106156945, -0.0615243, 0.114815645, 0.13704878, -0.041952446, 0.043298386, 0.0908189, 0.04690605, -0.056807585, -0.14534093) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.3006996, -0.0025777186, -0.020018628, 0.16254738, 0.014978664, -0.11584511, -0.052482218, -0.062216055, 0.09777342, -0.014347105, 0.062344667, -0.095268376, -0.04810277, 0.048894394, -0.01396083, 0.0873111) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08905706, -0.052323777, 0.09366339, -0.015430091, 0.025547259, 0.04735252, -0.036291633, -0.06011491, 0.0013053482, 0.10332126, -0.040534172, -0.033286426, -0.0048432224, 0.07413334, -0.04097658, 0.11119359) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.12875931, 0.06171282, 0.13571867, 0.0065787383, -0.004979468, -0.045374207, 0.029823486, -0.012911564, -0.035592265, 0.056817155, -0.04674272, 0.0029563603, -0.016331282, -0.07914643, -0.26609164, -0.00044424366) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03545822, 0.12666087, -0.06322034, 0.09302134, -0.04882514, -0.028394952, -0.09171164, 0.065767676, 0.05592496, -0.07356467, -0.10331256, 0.073106304, -0.01125202, 0.027758313, 0.039658755, 0.008349148) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.11303621, -0.047585323, 0.16087149, -0.035328887, -0.022284022, -0.010228728, 0.017476482, -0.0025067858, 0.03513297, 0.06548489, 0.04282244, 0.06300343, 0.09760368, -0.023188997, -0.20604132, 0.11211723) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.10886368, 0.17902881, 0.06024959, -0.05510204, 0.04851614, -0.014515998, -0.08250451, 0.033878278, -0.08667216, 0.017453155, 0.038359188, -0.03776458, -0.11163618, 0.10619242, -0.16477354, -0.07421862) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.041987054, 0.11644637, -0.006158093, 0.028818311, 0.056580674, -0.029866315, -0.11043473, 0.1167713, -0.043802347, 0.10632521, 0.026136281, -0.0004826731, 0.041647535, -0.025852622, 0.029017415, -0.065609515) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.03931465, 0.027772535, -0.013415643, -0.0495431, 0.08483547, -0.047082886, 0.0822504, 0.081875585, 0.057233125, 0.098173454, -0.017621156, -0.026879942, 0.008444754, -0.0034473073, 0.076665595, 0.035352718) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.029887056, 0.06983454, -0.1497635, 0.15160418, -0.12243339, 0.07390919, 0.015558749, -0.11193292, -0.11566052, 0.0011973128, 0.1294462, 0.038694005, 0.04842549, -0.07361883, -0.087999076, -0.012567805) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.64574295, 0.17106201, -0.19080785, 0.05886845, 0.064426176, 0.06376586, 0.045012735, -0.07099809, -0.052735697, -0.004316832, -0.021189725, 0.012291064, -0.0026250503, 0.07806516, 0.010088264, -0.061621714) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.01049018, 0.044615597, 1.5735648e-05, 0.026528304, 0.041527037, 0.1236395, -0.009474413, 0.02995342, 0.15638192, -0.061404996, -0.031147651, 0.10672426, -0.034964863, 0.010004442, -0.06802769, -0.005792207) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Conv2D-3-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_2 +//!SAVE conv2d_3 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_2_mul * texelFetch(conv2d_2_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.0041763675, -0.00015561197, 0.00043137456, -0.005530642); + result0 += M4(0.09109096, -0.06185723, -0.06877932, -0.021424336, 0.13679335, -0.09147299, 0.05754927, -0.028977683, 0.04701814, 0.013856045, -0.00052681915, 0.059742622, -0.011636531, 0.007831621, 0.09873801, 0.042428706) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.013023498, -0.02423417, -0.021192769, -0.0029050251, 0.04960979, 0.08463689, 0.010403451, 0.071290515, 0.044170592, -0.029673295, 0.044549223, 0.028909495, -0.007524028, -0.019105086, -0.038480397, 0.020389024) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.01249002, -0.005095979, -0.021253841, -0.028534885, -0.05202186, -0.08575097, 0.061236273, 0.15328415, 0.0015902332, 0.02191497, 0.01828848, 0.0028353522, -0.069555886, -0.0129308505, -0.079767905, 0.06196179) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.038188342, 0.11562443, -0.10354651, -0.0033936515, 0.3094532, -0.10322889, 0.16911487, 0.02602767, 0.0830408, -0.060751818, 0.042680934, 0.10321985, -0.07879421, 0.0060526878, -0.019599505, 0.05635195) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.001166806, 0.015558341, -0.06189823, -0.11618233, -0.24148875, -0.00018016309, -0.21207339, -0.04778991, 0.02659277, -0.0042296653, 0.032283247, 0.13142076, 0.0640047, 0.10595964, 0.052426673, 0.010838571) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07870593, 0.07172099, -0.09810201, 0.00836024, 0.048926823, -0.09042952, 0.022393446, 0.09029196, 0.0048283404, -0.023672473, 0.040032633, -0.031008942, -0.05409776, -0.09373574, 0.020449419, -0.02502696) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0708253, -0.0022896654, -0.056199774, -0.014342989, 0.11863331, 0.05260165, -0.027277598, 0.043524772, 0.058483288, 0.019180834, 0.05931086, 0.04017826, -0.08757496, 0.015762083, -0.02235846, 0.02158191) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.10172552, 0.04275861, -0.0026946783, 0.039442725, -0.07141638, 0.0938156, 0.12733677, -0.07022865, 0.042079184, 0.060169443, -0.00927315, 0.10522642, -0.030397024, -0.033735488, 0.03424985, 0.028722497) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.052126255, -0.018671086, -0.018677743, -0.01486122, 0.07512424, -0.02600645, 0.06376631, 0.048908573, 0.08128219, 0.009870944, 0.035612788, 0.01434291, 0.057785507, -0.007445471, -0.0050640586, -0.08135727) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.040587783, -0.0046785017, 0.03511542, -0.06748168, -0.10525443, 0.009259858, 0.008561076, 0.033411153, 0.011438507, 0.008868877, -0.016604926, -0.056095313, -0.1167241, -0.0045294166, -0.026720071, -0.09620785) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.03495275, -0.049134657, -0.04651088, -0.013172636, 0.06366684, 0.05554731, -0.04750784, -0.03243142, 0.07711349, 0.01338336, -0.001713371, -0.0034176365, -0.011421256, -0.028545482, 0.07339049, -0.014552849) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08656529, 0.020004468, 0.13131823, 0.07824596, 0.051806178, -0.0652573, -0.08077671, 0.04597167, 0.04477222, 0.029432308, 0.0031636637, 0.11540172, -0.015211879, 0.022537231, 0.051984113, -0.019883154) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0046748137, -0.006259269, -0.0056213043, -0.09709571, -0.024479676, 0.015068162, -0.006853446, 0.043740794, -0.024493016, -0.018852964, 0.06426209, -0.10486125, -0.1064356, 0.02938895, 0.050451744, -0.0058905277) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.02865254, 0.055924214, -0.06660468, -0.013989141, 0.114928536, -0.033382304, -0.024567036, 0.036259554, 0.097210065, -0.1092158, 0.11839015, -0.046843685, -0.07305035, -0.023987174, -0.09167229, 0.13318402) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.027520066, 0.05108252, -0.051894978, 0.036802597, -0.08344155, 0.07560126, -0.000118964104, -0.024772577, -0.034960173, 0.043626167, 0.002068566, 0.0901237, 0.018777234, 0.058930125, 0.06904689, -0.015776988) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.08217847, 0.009816564, -0.053399637, -0.034870904, 6.63189e-05, -0.069174044, 0.08256971, 0.0312444, -0.021373205, -0.046342913, 0.0074867075, -0.10880407, -0.07670315, -0.015092539, -0.010244525, -0.031691067) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.028407985, 0.017863622, 0.027518991, -0.0951435, -0.05682118, -0.13884291, -0.19842662, -0.13354085, -0.070607096, -0.08158341, 0.022987477, -0.046564396, -0.011791028, -0.034969945, 0.06253055, 0.04563233) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0035378064, 0.007863229, 0.012223727, 0.0810219, 0.046096146, -0.05974413, 0.057429437, -0.11694107, -0.10726504, -0.0456898, -0.019971529, 0.047886707, 0.013380604, -0.03204019, 0.030690433, -0.030988295) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.12603527, -0.027436055, 0.03796484, 0.011414426, -0.1125516, 0.00088821293, -0.12408824, -0.12310542, -0.09274338, -0.12436026, -0.115539655, -0.013749771, 0.06424589, 0.0883727, -0.030456608, 0.11754842) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.09219693, -0.06867746, 0.042474233, -0.0034714162, -0.070511356, 0.071659654, 0.100930326, 0.0002892454, -0.03677257, -0.20039818, -0.15029483, -0.20365614, 0.09272926, 0.024812477, -0.03912339, 0.035159975) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.04643662, 0.0007948261, 0.034974378, 0.022535544, -0.035261445, 0.04582424, -0.01373341, -0.037395004, -0.020323051, -0.043710086, 0.11207105, -0.36824712, -0.028825987, 0.039722957, 0.01539624, -0.0014503235) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.038240034, 0.028692953, -0.06101003, 0.11014191, -0.0817274, 0.039969616, -0.030644773, -0.020454582, -0.012183322, -0.06761811, 0.071939565, 0.124877915, 0.047227748, -0.067076735, -0.0073560816, -0.058362134) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.04838307, 0.06431387, 0.065706156, 0.002611797, -0.048204217, -0.12998635, -0.09611708, -0.09234349, 0.10647229, -0.034014795, -0.054942377, 0.18679762, -0.11273208, -0.02249036, -0.030772092, 0.0066053043) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.08824016, -0.02026669, 0.027416304, 0.08108321, -0.02831068, 0.053601928, -0.049589653, 0.030155621, 0.08164136, 0.07336984, -0.013902324, 0.15839839, 0.007585001, 0.0120746745, -0.00092273566, -0.14492542) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.012240494, 0.047363944, -0.15562788, 0.04333409, 0.015506487, -0.046294544, -0.040334288, -0.0378044, -0.08691312, 0.015103868, 0.001985882, -0.0808378, 0.02408316, 0.013329761, 0.10085932, -0.007282879) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.13499415, -0.030362675, -0.037270315, 0.08620722, 0.08054962, 0.040360443, 0.0024624777, -0.055999186, -0.031592146, 0.07169038, 0.07866088, -0.11272253, -0.03385377, 0.000935028, -0.0062249857, -0.04557142) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.14792214, -0.06932704, -0.050349783, -0.055980608, -0.13538426, 0.11274684, -0.1518314, 0.008134292, 0.01214271, 0.040907685, 0.03715167, 0.19796917, -0.013006023, -0.09116018, -0.063718565, 0.055086385) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.01819719, -0.02022356, -0.17738704, 0.0014655583, -0.0068674497, -0.050734494, -0.061214004, -0.08729115, 0.17869957, 0.037954, 0.020123564, 0.18673836, -0.03995827, 0.014157153, -0.055163287, 0.024377879) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.05382804, 0.0020711976, -0.0793398, -0.015758013, 0.07349594, 0.0014140776, -0.023829048, 0.072867826, 0.1243727, 0.055346683, 0.09414809, 0.059329797, -0.019271912, -0.054485913, 0.11686076, -0.028745748) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.025249727, 0.018151114, -0.010578322, 0.054611802, 0.083876364, 0.07017413, 0.049863968, 0.08700835, 0.026560968, 0.021844113, 0.087237366, 0.12952451, -0.22799028, 0.06330762, -0.14015156, -0.110854074) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.20107105, 0.052422807, 0.09096262, 0.07321379, -0.028227502, -0.03412706, 0.009498838, -0.04389087, 0.074914105, 0.026869817, 0.07713518, 0.123361155, -0.11936596, 0.018390154, 0.017766356, -0.15083162) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.15814051, -0.043697603, 0.01379969, 0.035954338, 0.031770214, 0.03620162, 0.17973149, 0.0045978725, -0.049178306, 0.026244974, -0.06088974, 0.15190303, -0.06045505, 0.05975894, -0.029584263, 0.042438965) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.021228747, -0.00853488, 0.032834146, 0.055365425, 0.014042705, 0.015590358, 0.058042366, 0.07874549, -0.011871365, -0.087318026, -0.017388763, 0.06343017, -0.18901287, 0.12065834, 0.009961089, -0.12818676) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.18813676, 0.6822455, 0.6391616, -0.15212151, 0.05392684, -0.00031880045, -0.24033982, -0.0033354668, -0.020144396, 0.03866757, -0.10475279, 0.081903875, -0.13194363, -0.021671645, 0.05168822, -0.031649426) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.3535044, -0.087622836, 0.09726497, 0.5122971, -0.009225645, 0.09826871, -0.02467884, -0.046394262, -0.009935868, -0.017851865, -0.123835266, 0.10672286, -0.09770804, -0.015247506, -0.09598879, -0.08966965) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0044493764, 0.2888372, -0.029995203, 0.111622065, 0.07695551, -0.017294675, -0.0639725, -0.052036062, -0.042924922, 0.06996007, -0.0030690494, 0.0146609135, -0.075210676, -0.0056788484, -0.0063045933, -0.015749069) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.089909926, -0.11137289, 0.0899113, -0.085118264, 0.033892997, 0.02884245, 0.1126895, 0.012579078, 0.064842306, -0.028779255, 0.028939465, 0.04449653, -0.0759756, -0.023774303, 0.08678125, -0.07514472) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0061250553, -0.023816254, -0.05522394, 0.010986393, 0.0769645, 0.016106417, -0.0034507494, 0.073808625, 0.041632716, 0.09599839, 0.15408577, 0.035930872, -0.0012858206, -0.01536606, 0.04508762, -0.011481658) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.076247096, 0.020954696, -0.04884322, 0.0047451695, -0.05179795, 0.024971588, -0.0016755456, -0.022067595, 0.044266585, 0.05071097, 0.06782933, -0.04224308, -0.045821015, -0.011028278, 0.031341232, -0.119915195) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.06274977, 0.07152471, 0.058587503, 0.04947509, 0.011874565, -0.073661596, 0.13372722, 0.031425543, 0.019517792, -0.017660597, -0.07801366, 0.08257685, -0.0152752055, 0.051833943, 0.04444307, 0.017267935) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.050870918, 0.112134576, -0.0043491297, -0.11007788, -0.025757805, 0.032058995, -0.041592576, -0.069347344, 0.1010248, 0.037021678, 0.060762048, 0.08789535, -0.043587156, 0.032193154, 0.024842924, 0.063237354) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.019522848, -0.05530802, 0.03502901, 0.03545693, -0.0819186, 0.05510059, -0.060606923, 0.04781063, -0.0077671097, 0.042378303, -0.02231979, -0.10625905, 0.019380989, 0.023501469, -0.05967367, 0.069153205) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.056381248, -0.00873931, -0.0066795396, -0.0021557382, 0.028124247, 0.074391626, -0.029136118, -0.018152768, 0.048905917, 0.00868244, 0.005598844, 0.06878635, -0.0030572673, -0.06320811, -0.040207926, -0.10750542) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.014446289, -0.064317785, -0.008612635, 0.010680333, -0.07492969, -0.016623009, 0.0738781, 0.08213655, 0.0638948, 0.10263002, 0.024795486, 0.09025263, 0.02693005, -0.00614219, 0.0721093, 0.021186879) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.020144088, 0.06780066, -0.036743972, 0.08851702, 0.005754635, -0.04735153, 0.044504173, 0.04472034, 0.05125983, 0.111753136, 0.0137629695, 0.02963471, -0.016716482, -0.0339091, 0.093319334, -0.009386969) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.11485336, 0.030262409, -0.012468138, -0.12403241, 0.015280468, 0.053778265, 0.033369914, 0.011238094, 0.06572572, -0.05490244, 0.08510248, -0.070507154, 0.058104035, 0.08456986, -0.043425202, 0.033838134) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0122358, -0.0515461, -0.043307304, 0.04277791, 0.026636532, 0.023602007, -0.029029349, 0.040292226, -0.067805596, 0.071106225, -0.005092644, 0.043389272, 0.018436037, 0.017043654, -0.013611974, -0.12094301) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.02177135, -0.0069624623, -0.13503325, -0.0038192144, 0.0011895316, 0.012521961, 0.05178955, -0.07150512, -0.074818574, 0.06557555, -0.12516412, 0.022465529, 0.038763016, 0.007305712, 0.01305057, 0.02347406) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.042498395, 0.06301701, -0.12554123, 0.045705087, 0.04338638, -0.0014682045, 0.008243261, 0.09885924, -0.009853623, 0.08857842, -0.06591207, -0.06237435, -0.002959914, 0.07989312, -0.048987124, -0.01172794) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.033357777, 0.027390286, 0.057908237, 0.073077425, -0.037573826, 0.03330829, 0.058746934, -0.07233917, -0.013489555, 0.02756826, -0.08307646, -0.048566286, 0.10099485, 0.04190055, -0.09093189, -0.12853788) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.18374674, -0.022448728, -0.09004078, -0.12400761, -0.0086569805, 0.0191931, 0.020113608, 0.032969866, 0.02220212, 0.062447272, -0.0372169, -0.10063112, -0.0047156257, -0.046290807, -0.123499535, -0.105957985) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.03963375, 0.0083684, -0.065405875, -0.047477864, -0.029260624, 0.075531945, -0.020448161, -0.063663796, -0.053645883, 0.05619168, 0.031642858, -0.086825125, -0.19545855, 0.050727658, 0.12190084, -0.013859189) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.039203953, -0.040638413, 0.013504533, 0.085428946, -0.039118536, -0.051279478, 0.077434696, -0.023042008, 0.13396579, -0.008277115, -0.009366487, -0.04710817, -0.19759806, 0.00044209603, -0.07191776, 0.007557136) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.1901677, 0.019543996, -0.03418915, -0.053808205, 0.071042635, -0.077372506, 0.04217533, -0.1250138, 0.013910553, 0.016525956, -0.09776278, -0.03575992, -0.06674554, 0.008678073, -0.032910872, 0.08060425) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.07825587, 0.020148901, -0.065872565, -0.11958164, -0.03010001, 0.019026687, -0.04438779, -0.12133159, 0.0077309627, 0.006650541, 0.003811155, 0.048030466, -0.011303394, 0.020346541, -0.012581831, 0.015147838) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0055140723, -0.07471953, 0.051632952, -0.027916014, -0.028248025, -0.023153896, 0.023269018, -0.061012033, -0.03808918, 0.022250304, 0.10639992, 0.14680037, 0.041620404, 0.038445007, -0.015676579, 0.017151127) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.14597718, 0.030522935, 0.10634136, -0.017035512, -0.08410382, -0.007061276, -0.094022945, -0.09955001, -0.03442219, 0.060061052, 0.053325474, -0.1661115, -0.06708026, -0.025088962, -0.10291502, 0.061344534) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.10942561, -0.0012564738, -0.016163008, -0.084714696, -0.06309771, 0.04764716, -0.099502236, -0.0761, -0.028567802, -0.03830971, 0.10546969, 0.07042692, -0.041569177, 0.019884901, 0.05730684, -0.05297699) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.042712834, -0.036417753, -0.002602268, -0.0067977104, -0.11328113, 0.013078841, 0.036829785, -0.080707036, 0.071397915, 0.0040602162, 0.047046546, 0.105054855, 0.056404427, -0.02757987, -0.2532226, 0.100117035) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07181533, 0.037270866, 0.06533561, 0.058662865, 0.041214097, 0.0049806745, 0.0833059, -0.023144128, -0.12998308, -0.011185712, 0.071349606, -0.023730969, -0.09784311, -0.12578508, -0.021785459, 0.14702275) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.077116184, 0.043942716, -0.058104355, -0.1453441, 0.019583872, 0.032505844, -0.010124359, 0.015846053, -0.014315148, 0.0072051934, 0.010739286, -0.009922742, 0.010441605, -0.039423592, 0.115341954, -0.04064504) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.062381286, 0.018782977, -0.10575856, -0.022355104, -0.077479675, 0.07798946, -0.09286455, 0.04743935, 0.09128447, 0.029061032, 0.0808942, -0.023821197, 0.008845712, -0.042580847, -0.034596607, 0.10260751) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.076039515, 0.023823574, -0.03575594, 0.03133738, 0.057809882, 0.03741761, -0.027584683, 0.07036043, 0.014783812, 0.03277514, 0.002150228, -0.015895305, 0.0900988, -0.11856944, 0.12598258, 0.06335661) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.10393949, 0.017905174, -0.08749522, 0.029944483, 0.07527995, 0.03168551, 0.029189972, 0.035079822, 0.0708913, -0.07008, -0.031896662, 0.00861186, 0.05943853, 0.06746308, 0.024461526, 0.044479) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.042053252, 0.05443424, -0.081964195, 0.028100671, 0.020662962, -0.030107992, 0.121280305, -0.009434287, 0.05248376, -0.025832636, -0.006187891, 0.08903902, 0.076210335, 0.012958884, -0.05587589, -0.022360483) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.017511804, 0.004326304, -0.019913781, -0.0022056706, -0.025522796, 0.06184632, 0.0391333, 0.009833495, -0.109105885, 0.036124915, 0.009227339, -0.19228028, -0.032124102, 0.01963566, -0.06022394, 0.023460716) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.044242095, 0.060959473, -0.021715123, -0.034922697, -0.016567899, -0.06368721, -0.055842333, 0.065887116, 0.007342737, -0.047535814, 0.02802253, 0.05121095, 0.09555179, -0.004266918, -0.058399368, 0.01943327) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.043373153, -0.025791282, -0.01273769, -0.047513913, 0.045219436, -0.046305116, 0.014359003, 0.13959664, -0.016333926, 0.078411326, 0.07970509, 0.16192868, 0.015694024, -0.031581193, 0.0031667764, -0.07919286) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.035594463, 9.650971e-05, 0.012744533, -0.03561376, -0.007781158, 0.070922144, 0.107200116, 0.030783992, -0.0812112, 0.066788346, -0.1917975, -0.14986412, 0.006755266, -0.0059948843, 0.04309903, 0.023260389) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.021290086, -0.007955193, -0.004327404, -0.016638096, 0.076614514, -0.07827367, -0.0425833, -0.010376575, -0.038699128, 0.04555001, 0.032223694, -0.017238818, 0.05078738, 0.0108291125, 0.06604542, -0.02849594) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07275331, 0.03742488, -0.053991497, 0.07134036, 0.016605735, -0.10837867, 0.09841648, 0.107206255, 0.064727925, 0.04310941, -0.0041035456, 0.12819009, -0.06502868, 0.05424949, -0.00020071087, -0.039668012) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.04357689, -0.05529, 0.02577039, 0.07166711, 0.080779254, -0.044064417, -0.060194682, -0.12890907, -0.07809638, -0.102881074, -0.07711648, -0.18950565, -0.014409476, 0.022002943, -0.0575237, 0.12901509) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(-0.001695126, 0.0035469946, -0.0029454967, -0.00041324383); + result1 += M4(0.120979354, -0.02878675, -0.0495997, -0.1580815, -0.097700566, 0.14393945, -0.083768174, -0.038431656, 0.06994295, -0.053472165, -0.002781343, -0.031601146, -0.18552853, -0.012774675, 0.025145855, -0.109563455) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.023624105, 0.10340295, -0.039883584, -0.035649963, -0.015365898, 0.044752385, 0.011276085, -0.047258615, -0.07457625, 0.011077787, 0.06507321, -0.008440496, -0.076733805, -0.07757294, -0.081813686, 0.08688327) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.024937838, -0.03531588, 0.015341963, -0.05523468, -0.0043307026, -0.20113333, -0.040050667, -0.03714107, -0.005232295, -0.03687982, 0.012842953, 0.058079023, 0.11614248, -0.0060069645, -1.3339843e-05, 0.12167088) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0076056537, -0.029742151, 0.0018670256, -0.087247886, -0.18013673, -0.11899622, 0.006558994, -0.04932152, -0.02549274, -0.04985082, 0.02305793, 0.0023423992, -0.05027982, 0.007874547, -0.01679334, -0.03436683) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.04999365, -0.018407956, 0.0009944985, 0.04345085, 0.19637534, 0.13149936, 0.02554096, 0.17302908, 0.03441786, -0.02335343, 0.042003118, -0.01024421, -0.04159061, -0.054837275, -0.0038416046, -0.02476297) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.031101795, 0.14558767, -0.07206877, 0.052708235, 0.08505478, -0.023270348, 0.001553299, -0.04549834, 0.05328786, -0.08920926, 0.019936608, -0.025718318, 0.007268998, 0.11558863, -0.0056009186, -0.020495217) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.076302186, -0.05664674, 0.005006967, 0.0030133713, 0.23879714, 0.20663442, -0.025949836, -0.14244378, -0.03495674, 0.009446209, 0.038171247, -0.094296895, -0.07021408, 0.034290023, 0.050304703, 0.0073547536) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.037316702, 0.0374497, -0.017506687, 0.028516188, 0.15285978, 0.04927979, 0.020178253, -0.035836015, 0.04757408, 0.06106494, 0.03895352, -0.061005022, 0.090642475, -0.031720303, -0.0657355, 0.0036125642) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.084251754, -0.032407988, 0.08594951, 0.0094843535, 0.096124806, 0.09917944, -0.05300003, -0.03277863, 0.032336593, 0.033859808, -0.04932706, 0.060522802, 0.11293289, 0.045322232, -0.07137389, 0.04431934) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.20299543, 0.07374019, 0.062128976, -0.09794446, -0.18816027, 0.09832832, -0.01781829, -0.025102649, -0.08251809, -0.07359961, -0.016819915, 0.09163986, -0.16517146, -0.026389815, 0.018533437, 0.041983113) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.10197416, -0.038901415, -0.03290255, -0.02866043, -0.02106087, -0.024985416, -0.009235168, -0.0084007345, 0.033358987, 0.026020119, -0.055465814, 0.03882352, -0.056451727, -0.032081675, -0.013445896, -0.022249242) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.041866995, -0.0018986667, -0.04207936, 0.0476088, 0.0015847433, 0.014748927, 0.061728556, -0.005355436, -0.074536234, -0.09464863, 0.078781456, 0.0629639, -0.09645533, -0.038578674, 0.051876534, 0.021090968) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.023294697, -0.07415144, -0.03876262, -0.020699421, -0.0097194435, 0.045351394, -0.13063055, 0.016075116, -0.05201356, -0.029176803, -0.02607847, -0.017430224, -0.04435609, -0.038422227, -0.024159383, 0.0072050504) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.09464821, 0.07447065, 0.029499, -0.028388696, -0.15753546, 0.07398198, -0.007743805, -0.008364636, -0.094372734, 0.06745459, 0.012756842, -0.045111407, 0.11997749, 0.0994641, 0.10030438, 0.01799874) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.02799827, 0.09793178, 0.024977699, 0.023258513, -0.12608148, 0.10916745, -0.14883418, 0.035558652, 0.11771888, 0.0042778403, 0.010383776, 0.019918237, 0.07198248, 0.023574272, -0.031442724, 0.019957317) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0043087075, -0.00082002574, 0.058719743, 0.036921773, 0.06913111, 0.09918062, 0.02941314, -0.029773962, -0.034880966, -0.03838896, 0.07653483, 0.038277686, -0.029821768, -0.03414616, 0.03570715, -0.005031276) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.08538469, -0.09484191, 0.025680063, 0.07115345, 0.04032414, -0.16641897, 0.050149787, -0.03156375, -0.024096526, 0.007861947, -0.08193744, -0.0042563756, 0.009750892, 0.006175754, 0.033445843, 0.062000804) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.12031357, -0.030815415, -0.022709282, -0.014617363, 0.02763779, -0.11548848, -0.093102075, -0.049090955, -0.015110666, -0.07122676, -0.06100469, -0.041725263, 0.1508762, -0.0752942, -0.011387075, 0.054927304) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.007859664, -0.04475106, -0.027078278, 0.0080731455, 0.11163838, -0.008791884, -0.090811655, -0.11808353, -0.060474988, -0.0029890046, -0.009780171, 0.097226046, -0.15477987, 0.067599885, 0.03767048, 0.023817455) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.17517915, -0.14561799, -0.023605771, 0.007633187, -0.014248703, -0.027388059, 0.01198336, -0.027139584, -0.13348784, -0.14291753, -0.0057209185, -0.019734932, 0.032727998, -0.03789137, 0.08126512, 0.07738896) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.045970835, 0.011182986, 0.010202174, 0.014528165, -0.2693465, 0.01358104, -0.054585338, -0.06201296, 0.011126145, 0.056822605, 0.074944824, -0.0023714162, -0.010245429, 0.09187759, -0.017843354, 0.04795185) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.008522892, 0.102788866, 0.006981109, -0.10024916, 0.28781766, 0.088221125, -0.06545298, -0.008376609, -0.0020934935, 0.011839558, -0.072302304, -0.18292524, -0.11375688, -0.031460643, 0.007883356, 0.06299395) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.09471401, 0.034616962, -0.028017316, 0.13753618, -0.18602444, 0.04003355, -0.079305515, 0.12179236, -0.11647172, 0.09087429, 0.04967249, 0.13721493, -0.019839615, 0.0010373363, 0.05881965, -0.10853915) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.13610534, -0.026888534, -0.008868884, 0.06915366, -0.11881806, 0.020302849, -0.09099203, 0.014362128, -0.13286738, 0.12852296, 0.027463447, -0.14802273, -0.11335478, 0.031861614, -0.010643729, 0.025794521) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.09765346, 0.096369036, 0.083908774, -0.0071675545, -0.098320484, 0.083397135, -0.04542146, -0.092722826, -0.031113608, -0.06659874, -0.016564088, -0.058676437, -0.0242032, -0.22367243, -0.024527555, -0.04281457) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.023611171, 0.035759673, 0.09438736, 0.021545468, -0.31685704, 0.022719257, 0.065302454, -0.08936363, -0.021261143, 0.0058661257, 0.028611572, 0.0645087, 0.14514728, -0.016857646, -0.0018004656, -0.010506927) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.09604528, -0.05051102, -0.028486157, -0.077873856, -0.08814019, 0.048149366, -0.044530507, 0.015084428, -0.100324795, 0.0053425287, -0.0094195455, -0.11545506, 0.16364709, 0.06271429, 0.07365711, 0.015183893) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.37431532, 0.028314484, -0.0036227778, -0.057684645, -0.03631459, 0.016578926, 0.010724293, 0.040908758, -0.057744328, -0.07863153, -0.04608624, 0.059156597, 0.13436551, 0.020720813, -0.00809405, -0.0021686715) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.020523028, 0.10956574, -0.0124110645, 0.12653027, -0.123100415, -0.110394046, -0.015657997, 0.12724194, 0.21756174, -0.060873926, 0.066837646, -0.035253663, -0.17558762, 0.015404649, 0.024176367, 0.11440313) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.07423888, -0.025016446, 0.022672895, 0.031679463, -0.009638226, -0.08402899, -0.012406549, -0.017912447, 0.13584289, -0.14279296, 0.058486238, -0.0027849053, -0.010427526, 0.08485522, -0.022379724, 0.0013967078) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.84317213, -0.023233047, -0.124564834, 0.08486047, 0.0005522705, 0.07572115, -0.010272373, -0.08059017, -0.027873145, 0.014856045, -0.051359583, -0.07709768, 0.10330256, -0.003251504, 0.02128288, 0.011174523) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.5891102, -0.007297348, -0.11212582, 0.102294594, -0.07852611, 0.03672132, 0.036932867, 0.15429047, 0.08610674, 0.070360504, 0.11874341, 0.039527327, -0.010189727, 0.051074, 0.13214155, 0.08871922) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.08628179, 0.06146346, 0.078478396, 0.08181509, 0.07183571, 0.012027773, -0.07966983, -0.002756555, 0.03057004, -0.009796683, -0.020377913, 0.065331906, -0.04583342, -0.018901838, 0.16379072, 0.067847505) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.068376146, -0.18645833, -0.25786176, -0.059603553, -0.020452645, 0.13372366, 0.07543567, -0.1671983, 0.08622481, -0.05590138, -0.15604052, 0.040382497, 0.068502486, -0.21409373, -0.022681214, -0.045538153) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.7042945, 0.44532728, -0.06582906, 0.28570914, 0.12053793, 0.025208574, 0.013721537, -0.099207334, 0.017339557, -0.055757828, 0.132603, 0.08377091, -0.053463016, -0.08294009, -0.043390602, -0.11660554) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.6662031, 0.23442477, -0.12109777, 0.035970718, 0.049074527, -0.045996748, -0.014837732, -0.059394844, 0.055830266, -0.15251276, 0.019136664, 0.007923769, 0.020743597, -0.16777988, 0.0692797, 0.026173597) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.008735918, -0.016552668, 0.0072966535, -0.08452039, 0.11350085, 0.15975443, -0.08562183, -0.027397105, -0.06870216, -0.019950949, 0.03322857, -0.0030811382, -0.10584985, 0.04335193, -0.028269254, -0.04759222) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.030517701, -0.10153762, -0.08577086, -0.007001882, -0.023796119, 0.1571513, -0.017136801, 0.03362944, -0.065504014, 0.017829467, -0.003152348, -0.025025742, -0.056818895, -0.032732252, 0.040449288, 0.08631016) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.11427627, -0.020932868, 0.060513884, 0.07634306, 0.06481846, -0.014044473, -0.070285164, 0.0055161533, -0.11969021, -0.028338837, 0.008823704, 0.07754777, -0.19288737, -0.16345, 0.013528805, -0.030611537) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08901934, -0.011765763, -0.008514003, -0.0712908, 0.15724601, 0.052006707, 0.044300493, -0.042546265, 0.05298206, 0.10882809, -0.036494803, 0.0069655813, 0.093319476, -0.001671333, -0.027468337, 0.020579278) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.021467047, 0.13117963, -0.06455478, 0.073450066, -0.05164008, -0.09289505, 0.08755929, -0.066193976, 0.10254288, -0.008725138, -0.0874812, 0.03496526, -0.018148798, 0.06375959, -0.023822214, 0.031257454) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.011168607, 0.024394572, -0.05712068, -0.09692817, 0.036179967, -0.057953972, 0.02262951, 0.017100668, 0.024150567, 0.03789516, -0.00569539, 0.08658028, -0.012661242, -0.035898816, -0.020251177, -0.06636453) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.044158597, 0.086875565, -0.04985011, -0.042435437, 0.13373962, -0.10019561, -0.018374123, -0.008592104, 0.101892285, 0.0640393, -0.041101966, -0.07120493, -0.095187105, -0.010280181, -0.031027585, 0.030646706) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.06793054, -0.04408216, -0.017417615, 0.030673001, 0.05375466, -0.14672996, 0.04664092, 0.055592787, -0.072512075, 0.04363514, 0.087875664, -0.042792242, -0.002348041, -0.024498314, 0.042116158, 0.032813452) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.09474024, 0.014502264, 0.112584546, 0.06388797, 0.04298744, -0.09666449, 0.015310679, 0.062272925, 0.111511536, 0.19657391, 0.113643445, 0.048666622, 0.05289649, -0.03358125, 0.05483144, -0.03797082) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.016499748, -0.012971018, -0.0077930884, -0.21996155, -0.21164922, -0.011023533, 0.06937302, 0.025870001, -0.052739523, 0.016032279, -0.07337761, 0.06452694, 0.14569001, -0.071689576, 0.014264745, -0.07913473) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.09583265, -0.0067581376, 0.012064369, -0.07697233, 0.0873349, 0.0996607, 0.06872118, 0.022023255, -0.059153408, 0.009720398, -0.03870433, -0.13199489, -0.08083868, 0.09770701, 0.04238034, -0.22503191) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.05262505, -0.052887067, 0.035186853, -0.045221575, -0.021154094, 0.069459654, 0.03100293, 0.04067052, -0.03540009, 0.06965588, -0.003726936, 0.011248934, 0.010190698, -0.03702116, 0.03671705, 0.015338267) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.14699228, 0.11470225, 0.020152789, -0.016092429, -0.18850055, -0.14882384, 0.04467915, 0.024607753, 0.036606986, 0.01352187, -0.020275941, 0.0052318247, 0.13341345, 0.07133841, -0.051475536, -0.121376924) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.014287946, 0.012444324, -0.050074074, 0.018906185, -0.18665072, -0.1149708, -0.0079510175, -0.0753276, -0.06797471, 0.14258552, 0.023063447, -0.075076684, -0.06873534, -0.1730034, 0.0012545306, 0.028541984) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.02846377, 0.12151978, -0.124905735, 0.009687822, -0.027436702, -0.05357431, 0.021610629, -0.061773486, 0.06420684, -0.017097952, 0.0073344596, -0.017715234, 0.1852347, 0.031687498, 0.069712676, 0.0014366441) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.07673816, 0.01995788, 0.107359625, -0.090935424, -0.001921281, 0.02656395, 0.048369966, -0.017840147, -0.080636665, -0.08180919, 0.04834899, 0.0015225599, 0.01544942, 0.1193003, 0.015031258, 0.011810025) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.08201891, -0.03147827, -0.048029434, -0.085482724, 0.057044175, 0.03371332, -0.05833178, 0.053381037, -0.1151787, -0.058001664, -0.03661726, -0.037436437, -0.1016984, 0.015646987, 0.0161747, 0.07082504) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.07416894, 0.12531255, 0.08773385, 0.026841203, 0.09168545, 0.027556455, -0.17864732, -0.018536225, 0.12551567, -0.11431026, 0.05667067, -0.033355806, -0.05999268, 0.06607051, -0.00012177364, 0.022883916) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.062012788, -0.024178715, -0.065193504, 0.01591572, 0.07099499, -0.084374696, 0.018266182, 0.025937214, -0.20242488, -0.024059234, 0.068975255, -0.0065429937, 0.0521716, 0.024820508, -0.0023269926, -0.0014653233) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.031414915, -0.0015215, -0.0040303003, -0.007881103, 0.12271322, 0.03977797, 0.086416945, 0.079124816, -0.1138277, -0.06720367, 0.016261024, 0.014597225, -0.005695069, 0.092042536, -0.008482797, -0.047888424) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.07262758, -0.07360008, 0.06424976, -0.12958036, 0.08677227, -0.07527582, 0.09411052, 0.038032535, -0.06345592, 0.06803661, 0.013504337, 0.069575995, 0.010823083, 0.14786206, 0.110971734, 0.11126561) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.05956491, 0.08107864, 0.03449159, 0.010731487, -0.16767843, -0.006065907, -0.042333443, -0.053766403, 0.17455734, 0.017327325, 0.07245705, 0.08644377, 0.01988573, 0.024529967, -0.009406646, -0.020711878) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.115946785, -0.06089743, -0.08074082, 0.032381058, 0.0061543984, -0.028524878, -0.06793479, -0.036878835, 0.13806915, -0.042218886, 0.11678687, -0.00090498244, 0.29348645, -0.014320777, 0.041155282, -0.087611794) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.026499242, 0.036823895, -0.016874606, 0.054945488, -0.14135462, 0.003119672, -0.06133646, 0.061891586, -0.067013256, 0.05548704, 0.023563322, 0.04675509, 0.06804865, -0.06505125, 0.018271519, -0.0025467891) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.054302882, -0.061802804, 0.0019591472, 0.045180585, -0.059537012, 0.1394548, 0.005980327, -0.0058350693, -0.020456858, -0.046402153, -0.010022602, 0.06339777, 0.119047, -0.034138568, -0.019524226, 0.12346388) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.040561948, 0.032790564, -0.019809453, -0.03384967, -0.013670866, 0.027582934, 0.025641128, 0.018177373, 0.13220595, 0.08758595, 0.05625453, -0.012538245, -0.10281388, -0.0015052309, 0.0895955, 0.07420398) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.041795217, 0.08574753, 0.07635721, -0.03515584, -0.02420448, 0.023920424, -0.15350334, -0.037810933, -0.03838793, -0.022589438, -0.0064954404, 0.0021103716, -0.014819415, -0.027450534, -0.05934157, -0.008695782) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.042205054, 0.018614309, 0.007851295, 0.046297595, -0.24183019, 0.027401775, 0.017248489, -0.012429373, -0.042467855, -0.046359498, -0.022617312, 0.01626133, -0.05492061, -0.028604086, -0.036515485, 0.097537816) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.10396312, 0.017524922, 0.011472904, 0.020845897, -0.26122263, 0.019552572, -0.03172834, -0.033151988, 0.065141775, 0.103926316, 0.06236278, 0.041407954, 0.032645855, 0.035589006, 0.062751755, 0.0035970297) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0576436, -0.072462745, 0.051761076, -0.001047803, -0.039282132, 0.0933381, -0.037674077, 0.032647416, 0.27354053, 0.011865897, -0.011883624, 0.085043676, 0.007905506, -0.0050565456, 0.0032242103, -0.028188813) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.02416108, 0.011778806, -0.016185254, -8.691657e-05, -0.17782792, 0.110108, -0.002869375, 0.0332401, 0.13199915, 0.12161593, 0.05139728, 0.020023048, 0.04682392, -0.036384054, 0.010302242, -0.0956114) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.26169407, 0.011459785, 0.07993364, 0.04235536, -0.2098329, 0.0012910515, 0.018362895, 0.17560834, 0.042828817, 0.0001753438, 0.07747225, -0.11136137, -0.06596987, -0.05506108, 0.046621695, -0.07077712) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.010268987, 0.004285359, 0.058696207, -0.00053708354, -0.13048704, 0.015147156, -0.08473016, 0.00037517058, 0.1058567, -0.114628516, 0.15576214, 0.028311169, -0.051209185, -0.10203438, 0.043601263, 0.010307722) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.059871763, 0.028935708, 0.015361416, 0.010930137, -0.04625728, -0.08010309, 0.057188444, 0.03677016, -0.12951392, -0.061616726, -0.078584306, 0.058783665, -0.018577265, 0.04047491, 0.0033863813, -0.042006657) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.088006325, -0.09902004, 0.0271109, -0.020511772, -0.049860243, -0.0761366, 0.06431757, 0.06130018, -0.052722853, 0.093606636, 0.056442033, 0.02692931, -0.03681526, 0.041243743, 0.026631894, 0.08089786) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.037052188, -0.0073050703, 0.0858246, 0.1512505, 0.109421164, 0.055910077, -0.03479114, 0.088097215, 0.19901906, -0.41625667, 0.075844236, -0.0148873655, -0.057355154, 0.024822118, -0.064146586, -0.070230514) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(0.0045238333, -0.004889116, 0.0029066089, 0.0005750118); + result2 += M4(0.057112973, 0.020615457, -0.054681756, 0.05756795, -0.015051226, -0.07104642, 0.10279971, -0.02650988, -0.051031593, 0.057722468, -0.0673516, -0.011588926, 0.019416137, -0.05626919, -0.10245886, -0.03639146) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.034475967, 0.032363594, -0.074850194, 0.0848269, 0.15761563, -0.0043860595, -0.04992016, 0.01731597, -0.0008322439, -0.09852727, -0.053828027, -0.05874407, -0.031768218, 0.021364903, -0.05454367, 0.072328314) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.048537247, -0.15310879, 0.080732755, 0.014770431, 0.07062163, -0.45362732, 0.04278762, -0.05392304, 0.09188754, -0.009436, 0.004541892, 0.04073567, -0.10774513, 0.008065861, -0.02509486, -0.02209455) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.02104821, -0.049408413, 0.0019412522, -0.037934378, -0.0586729, 0.023500409, 0.10437538, -0.08587762, 0.04227692, 0.090486966, 0.009507788, -0.0041727484, 0.06819398, 0.0007218819, 0.06362771, 0.021373948) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.050341576, 0.093609706, 0.060623262, -0.015824903, -0.15225929, 0.2713158, 0.058997266, -0.05853468, 0.07826092, -0.05220583, 0.1214283, -0.13154846, 0.101946115, -0.12898886, -0.01901494, -0.06672838) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.07029579, -0.016813723, 0.0019697119, -0.010603869, 0.017798664, -0.069890976, -0.0351873, 0.051242538, -0.016969997, -0.06051271, -0.056313474, -0.06009151, -0.105198875, -0.04119321, 0.014228338, -0.08304415) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.13370648, 0.020312278, -0.0152123235, -0.0039538615, 0.040609606, 0.0601383, 0.07345785, 0.016262565, -0.0033321818, -0.010223448, -0.051989112, 0.05562543, -0.037242305, 0.058692228, -0.061698887, -0.12271162) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03929592, 0.058241017, 0.027115105, -0.034646638, 0.12275659, -0.107494555, 0.015138495, -0.019347426, 0.04666663, -0.01581161, -0.06532639, -0.00433238, 0.03323775, 0.022493538, -0.04534503, -0.08731751) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0036566644, -0.054339193, 0.06607312, 0.020599766, 0.05370609, -0.0026280577, -0.011630983, 0.0037924724, 0.06989068, -0.00044492655, 0.011197978, 0.03907651, -0.01038709, 0.039848533, 0.0096459165, -0.08384252) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.03970532, -0.04153331, -0.029928973, 0.01721566, -0.012722975, 0.030220006, 0.030458577, -0.020237435, -0.06342895, 0.04213135, 0.04031748, -0.0061473227, -0.060565036, 0.0015558003, -0.05818337, 0.074211285) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.019665003, -0.03137201, 0.026908224, -0.10974158, -0.031929687, 0.00023439238, -0.034990277, -0.023966204, 0.018995823, 0.11158455, 0.0125510665, -0.012719624, 0.04579868, -0.015458063, -0.023841957, -0.07531246) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.08863205, -0.16077782, -0.0044700266, -0.022001984, -0.12602115, 0.062610626, -0.004209069, 0.02808837, -0.07128026, -0.0294033, -0.029388294, 0.065665506, -0.054903537, -0.17838635, -0.0582067, -0.029043496) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.022433206, -0.0044298763, -0.024100868, -0.026675614, 0.049398657, -0.020211574, 0.10133621, -0.08213473, -0.019514892, 0.053941794, -0.12742195, -0.13020335, -0.0008406183, -0.0023985219, -0.057330184, -0.027436597) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.034322396, 0.09414814, -0.04784518, 0.08396525, -0.05949029, 0.09414585, -0.042550888, 0.05088709, -0.042961344, -0.0049733827, 0.06140857, 0.10267093, 0.05936708, -0.072791666, -0.07776884, 0.0139899645) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.023410194, -0.019197091, 0.050775077, -0.12783492, 0.03403312, -0.05219335, 0.095072195, 0.11040724, 0.02711627, -0.14839306, -0.05096333, -0.1229422, 0.054267116, -0.12515405, 0.022015922, -0.030896317) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.07678537, -0.029321462, 0.040538337, -0.08704001, 0.058418706, -0.02031675, 0.075960256, -0.035108536, 0.038809735, -0.04158064, -0.070680894, 0.025477001, 0.02691437, -0.041466806, -0.014115786, 0.029224843) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03854629, -0.0064543476, 0.0038028562, -0.0042408966, -0.06816818, -0.0155378375, 0.0063932105, 0.16797787, -0.07739299, 0.035135906, -0.15395148, -0.03560261, -0.04647594, 0.07256355, -0.0030757869, -0.038843755) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.023600327, 0.012961186, -0.04233054, -0.057293095, -0.19364442, 0.027842341, -4.1805048e-05, 0.036959197, 0.010430722, -0.05311237, -0.045471903, 0.0096809175, 0.041927937, 0.071626954, -0.07176687, 0.027246043) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.033455458, 0.0236276, -0.060063884, -0.09088969, -0.044566095, -0.0071855304, 0.010860479, -0.12682681, -0.070550025, 0.037334, -0.07041695, -0.018276794, -0.025884992, 0.008646029, -0.008813758, -0.059880894) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.0783965, -0.011895583, 0.09237925, -0.02039847, -0.026247678, 0.11860616, -0.10185494, 0.0018856028, 0.083640665, 0.11768367, -0.19834404, -0.10607815, 0.06377665, 0.060863603, 0.02585951, 0.038025673) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.13020016, -0.017078755, 0.023785617, -0.00029791667, 0.047352947, -0.15883642, 0.01634104, -0.03629104, -0.3727143, 0.11152793, 0.1493535, 0.105893604, 0.004237848, 0.10719749, 0.040626638, 0.022336518) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.030642195, 0.013595795, 0.062215205, 0.11320438, -0.006064903, -0.13728492, 0.044893917, 0.13752277, 0.009434499, -0.007495976, 0.084924206, 0.15735225, 0.02234228, -0.0013009978, -0.031350773, -0.11057811) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.061903547, 0.020146592, -0.07358796, 0.06532858, 0.07970224, 0.014617892, 0.040745698, 0.2767723, 0.048460264, 0.038670067, -0.031101037, 0.15201911, -0.074170075, 0.015510521, 0.11116075, 0.053015884) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.123164095, -0.01144722, -0.012831693, -0.04996835, 0.017853508, 0.09026736, 0.041288927, -0.0059050783, 0.036964685, 0.06318223, 0.0058551896, 0.10002642, -0.12390993, -0.031425484, 0.07629914, 0.011527903) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.02060965, 0.022816347, 0.014545157, -0.027793506, -0.013639175, 0.021466997, 0.12717035, -0.13933228, 0.043242045, -0.07991226, 0.031034239, 0.039460227, -0.014516196, 0.08629286, 0.00058966107, -0.003423727) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.049572606, 0.022309689, 0.048864916, 0.027826576, 0.09841519, -0.015123755, 0.04702031, -0.03188495, 0.028732546, -0.010471701, 0.08195976, 0.05224906, 0.023973817, -0.018393168, 0.029592447, -0.089930706) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.048839677, 0.0051257564, -0.1619934, -0.057825483, -0.010477929, 0.054117266, 0.026546009, -0.045363884, 0.03295215, 0.01355769, 0.030235058, -0.021234715, -0.008829137, -0.021678463, -0.0016397121, -0.06107389) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.017889936, 0.0036068195, -0.02624067, -0.008710677, -0.07222429, 0.035132095, -0.075326286, -0.05363533, -0.06875605, -0.008772321, 0.048298314, -0.3997056, 0.032346644, 0.013516443, -0.086958535, 0.07649838) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.10341964, 0.015006456, 0.072109446, 0.058952525, -0.037182275, 0.007850536, -0.04095496, 0.04381556, 0.07944139, 0.13443325, 0.0834929, 0.018808817, -0.027470076, -0.03474489, 0.0076134023, 0.12761751) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.022061171, -0.09301396, 0.0062742117, 0.0732272, -0.05748265, -0.0042322893, -0.014390072, 0.02790063, 0.056633975, -0.28840244, -0.030806577, 0.068376794, 0.02603125, 0.05964179, -0.018574681, 0.056771576) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.07413683, 0.06796027, -0.101980135, -0.2414841, 0.04553166, 0.058279056, 0.019068006, -0.017024286, 0.040094152, -0.06623846, 0.12735389, 0.14263384, -0.08645427, 0.028811937, -0.14518535, 0.0048232507) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.03742574, 0.07355721, -0.13329808, 0.16863911, -0.04613101, -0.045905493, 0.05717078, -0.052840136, 0.0076480913, 0.11087544, -0.047661636, 0.0016101835, -0.035061646, -0.025505243, -0.24829307, 0.14718108) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.006169293, 0.01936533, -0.1744423, 0.027688472, 0.07163206, 0.061367672, 0.048209623, -0.059062988, 0.04675678, -0.20318712, -0.09487307, -0.050871447, 0.031034265, -0.16923092, 0.06397902, 0.040220436) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.030493544, 0.187692, 0.2632313, -0.5144182, 0.03127812, 0.033324413, -0.003978063, -0.0769634, 0.08161913, 0.0099631725, 0.09321798, 0.038308818, 0.04492955, -0.025759777, -0.07123788, -0.00049171434) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.31228882, -0.51284826, 0.25783163, -0.119994454, 0.011008677, 0.04898014, 0.08119535, -0.020668127, 0.0016715294, 0.062157337, 0.026818551, 0.08006652, -0.14491954, -0.019931886, -0.034102645, -0.07835148) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.16203362, 0.18070349, -0.11491744, -0.07658593, -0.14827538, 0.14311372, -0.033469822, -0.01132748, -0.03245205, 0.026666999, 0.017775934, 0.007076036, 0.040689975, -0.041530427, 0.021683898, 0.035605922) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.05774628, 0.05271088, 0.056800056, -0.06250714, -0.027882816, 0.029719125, 0.014728708, 0.06358577, 0.082836844, -0.025124023, -0.068027005, 0.035861947, -0.01170593, -0.01890234, -0.010421098, 0.027421148) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06273105, 0.02334724, -0.054436054, 0.007192827, 0.080980875, -0.062426206, -0.053779982, 0.04772975, 0.01109709, -0.23090562, -0.032256503, -0.08553758, 0.052391183, -0.059037056, -0.019739045, -0.013564222) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.09985652, -0.12772499, -0.047925048, -0.0062670195, 0.052384492, 0.023804402, -0.00037400454, -0.021179216, 0.098525055, -0.21382087, -0.013812197, -0.022155862, -0.0050777127, -0.061201967, -0.040884238, -0.08725832) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.04208864, 0.01171837, 0.10537344, -0.05444715, 0.006769932, 0.055328887, -0.050763216, -0.061033864, 0.062297825, 0.015602279, 0.0106985625, 0.07086065, 0.063426696, -0.05598022, -0.033888068, -0.056114845) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.10892593, 0.012951652, -0.040594213, 0.015158121, -0.089593574, 0.044684466, 0.07625076, 0.026229002, 0.1576244, 0.04967836, 0.060355444, -0.013794931, 0.122287564, -0.033520572, -0.09368194, 0.05942188) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.07427083, -0.115272366, 0.0042357002, -0.008289828, -0.14760576, -0.081632994, 0.0579789, 0.03883641, 0.16409665, 0.09106399, 0.06633137, 0.018769937, 0.041521877, -0.11375989, 0.036064163, -0.038531937) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.029282685, 0.025163626, 0.03348391, -0.08980383, 0.0074298447, 0.061913, -0.07333008, -0.045827683, 0.13810055, 0.045274287, 0.011767536, -0.09424128, -0.1073153, 0.0009909912, 0.03546797, 0.001548514) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.006941977, 0.050698638, 0.04998451, 0.030470999, -0.00845585, 0.015274012, 0.031489324, -0.016497318, -0.011697824, -0.035411086, 0.13420139, -0.005338081, 0.074208, 0.10647866, -0.07199528, 0.024457604) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.074917026, -0.018220283, -0.048020735, -0.03878238, 0.1160728, -0.092012726, -0.04547725, 0.029659672, -0.10252465, 0.039461344, -0.03517753, 0.085063286, 0.048155934, 0.028196072, -0.006629241, 0.051794823) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.012125754, 0.06992455, 0.0069791377, 0.10374045, -0.05988704, 0.06953253, 0.030367777, 0.0144927185, 0.017448407, 0.073460825, 0.02400938, -0.014097017, 0.020009626, -0.10915348, 0.011181331, -0.124113806) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.05735796, -0.13939999, -0.038724307, 0.046827033, -0.047707617, 0.0006852026, 0.021207642, -0.036681637, -0.025126062, 0.0573397, -0.02508312, 0.08953949, 0.10006642, 0.042674102, -0.003352901, 0.002567033) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.10561051, 0.094089136, -0.08282901, -0.017326422, -0.05501863, -0.071879536, 0.013245413, 0.030549379, 0.04744536, -0.07709311, -0.09004062, 0.016758347, 0.12375554, 0.061700646, -0.0035246583, -0.014417808) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.09177842, -0.026979156, -0.01964189, 0.074467905, 0.019799398, 0.00595041, 0.013407521, -0.12589614, -0.04357464, -0.062080037, 0.010900876, -0.06738028, 0.08362948, -0.027824441, -0.04020585, 0.110121146) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.027222503, -0.06081022, 0.0907766, 0.024397124, -0.019050077, -0.037601028, -0.037350558, 0.0070966287, -0.12670204, 0.072305925, 0.030357564, 0.04784212, 0.0051629324, -0.18771732, 0.11758992, -0.048249952) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.07363704, 0.061510038, 0.03990216, 0.05302595, -0.08736905, -0.1378227, 0.09554391, 0.026743904, -0.09091676, -0.079776056, -0.037001405, 0.027889833, -0.1864823, 0.0394522, 0.10734787, 0.040813938) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.12590449, -0.059942707, 0.010620578, -0.048350606, -0.008389569, 0.07271041, 0.017513648, -0.012693886, 0.0488569, -0.029986585, 0.012955492, 0.0494187, -0.080685414, -0.021246193, 0.021999398, -0.015477046) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.04321752, 0.10931044, 0.12739629, 0.05817966, -0.0007950662, 0.08736086, -0.023289178, -0.059708416, -0.07539309, 0.032375302, -0.072693266, -0.03647489, 0.0432798, -0.03955473, 0.047986884, 0.046990514) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.13045037, 0.044241372, -0.043476015, 0.015106855, 0.0026655789, 0.09329909, -0.030557489, -0.022819085, -0.11475387, -0.22225367, 0.004694687, 0.12069505, -0.019460956, 0.029647307, -0.05232957, -0.038300965) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.011083792, 0.011906822, 0.06131071, -0.061755393, -0.03464432, 0.037248913, -0.094054, 0.015580219, 0.06250317, 0.053562373, 0.0038623684, -0.12153313, 0.07715614, -0.025010873, -0.018921386, 0.08081675) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.010685507, 0.096690856, 0.052079573, 0.054694697, -0.04679737, -0.04266614, -0.05665158, -0.08372487, -0.0413917, 0.0107491445, -0.0044120834, -0.11491234, -0.03744978, 0.027928762, -0.0764448, 0.08916992) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.046550997, -0.05694292, 0.01683723, -0.019565092, 0.009276631, -0.044585343, -0.03922757, -0.006662641, -0.054431107, 0.0714288, -0.00043911522, 0.12709251, 0.2309315, 0.06637541, 0.32377318, -0.048658717) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.015694989, -0.08074153, 0.023422841, 0.07791582, -0.13850683, 0.018662246, -0.0131913675, 0.20083748, 0.055071823, 0.03363868, -0.021647897, -0.017154373, -0.03848612, 0.04611543, 0.09376384, 0.035315283) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.04088403, -0.06317429, 0.00036597362, -0.057012774, -0.17311996, -0.034414355, -0.014712007, -0.01574705, 0.11734749, 0.03745787, 0.048709825, 0.1401293, -0.06323099, 0.15463519, -0.009127379, 0.033732668) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.08792038, 0.04992287, -0.0069386936, -0.07049698, -0.20022504, -0.01766549, -0.041969918, 0.033105973, 0.16563727, -0.046898324, 0.055141084, 0.12197373, 0.082443975, -0.035074774, 0.29912463, -0.24628429) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.037869494, -0.007391094, -0.047423113, -0.032440994, -0.027628295, -0.09110074, -0.013159457, -0.09229639, -0.0421862, 0.009971829, 0.050190236, 0.012489949, -0.08345043, -0.023179578, 0.07191096, -0.07826836) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06450955, -0.06836671, -0.049892895, -0.04776829, 0.13837238, 0.004276222, 0.023228152, -0.039792042, -0.02877745, 0.067194134, 0.06581406, 0.03657637, 0.017167874, -0.108207576, 0.009383951, -0.056869514) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.01875787, 0.019006865, 0.07690981, -0.124328494, -0.018296205, 0.119496025, 0.017444875, 0.005949733, -0.023210328, 0.0120402165, 0.0029852986, -0.035352856, -0.18857864, -0.07331129, 0.054283686, 0.10033813) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.03784443, 0.102709755, 0.015776029, -0.012393043, 0.07027873, 0.016508704, -0.016507791, 0.04880459, -0.07023973, -0.011340364, 0.08408648, -0.061082564, -0.009146414, 0.030840771, -0.013530239, 0.047764678) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.09412385, 0.15383047, -0.07590022, 0.016950594, 0.0788456, -0.03517872, 0.05198512, 0.046165068, 0.039808575, 0.13391711, -0.0021222876, 0.038152546, -0.06596184, 0.03378402, -0.04363615, -0.005977691) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.020716801, -0.004289645, -0.029453648, 0.018604485, 0.06942748, 0.0009396874, 0.054602146, 0.031237567, -0.14700803, -0.16743271, -0.01813351, 0.092707865, -0.13627335, 0.041645057, -0.03341382, 0.029021492) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.12922868, -0.015842471, 0.033234008, 0.067735545, 0.008958662, 0.03145104, -0.055818953, -0.04251014, -0.03090641, -0.03791946, -0.019501017, 0.11836875, -0.00863929, 0.008293092, -0.084978536, -0.007106947) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.018237755, -0.026470622, -0.030130362, 0.00599713, 0.015527883, -0.014050814, 0.032562472, 0.06216569, -0.004739682, -0.012727669, -0.06906886, 0.10433483, -0.06593709, 0.03752947, 0.047484726, -0.09846805) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0055911816, -0.051880967, -0.039031073, 0.026921146, -0.049020827, 0.06715993, 0.04307166, -0.06512721, 0.0074323276, 0.09280825, 0.052341133, -0.47171414, 0.01911847, -0.10592636, -0.029480767, 0.035079807) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.012449088, -0.071626976, 0.027012749, -0.073701665, -0.018323744, 0.05952134, -0.007523616, 0.015241156, 0.024253983, -0.017914841, 0.0085639395, 0.06668102, -0.058389865, 0.03105197, 0.007792246, -0.022540433) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.006485997, -0.044825856, 0.028180564, -0.047148596, -0.007400923, 0.10502664, -0.053417698, -0.00022409415, -0.027458351, 0.038403343, 0.015168591, -0.07863637, 0.0015431998, 0.014810005, 0.042180292, -0.06993212) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.10099195, -0.026201533, 0.052204814, -0.04974532, 0.03748638, 0.08232888, 0.051648986, -0.043288734, -0.1569404, -0.20437518, -0.21923262, 0.085457705, -0.023134448, -0.05953383, -0.10719521, -0.0434241) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(0.003947234, -0.002561167, -0.0011790267, -2.014591e-05); + result3 += M4(-0.13106611, 0.053482756, 0.00038589162, -0.0056955316, 0.0017130479, 0.043710273, 0.10119728, 0.08012362, 0.08440158, -0.06469622, -0.10290841, 0.033732757, -0.01880485, 0.023713788, -0.11727955, -0.048860643) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.077521406, 0.10908381, 0.009900734, 0.12274257, -0.018021185, 0.11573925, 0.06465567, 0.025618277, -0.10085711, -0.018748345, 0.124785915, 0.01823724, 0.005189854, -0.08519531, -0.09596304, 0.03327007) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0405351, -0.009594394, 0.002297292, 0.009609962, 0.036430076, 0.013814007, -0.0661689, 0.018347384, -0.024033112, -0.06397346, 0.0887398, 0.06404509, 0.095669, 0.04262892, 0.06765661, -0.0107992375) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.10597429, 0.0400913, -0.0039242664, 0.0068854406, 0.07862207, -0.13966441, 0.029313672, 0.11450031, -0.026093988, 0.043806706, 0.011304548, 0.00047152012, 0.09192901, 0.06900943, -0.038945146, -0.0009452566) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.016804075, -0.016016476, 0.11771494, 0.0651886, -0.3488553, 0.0052029225, -0.08155847, -0.11439741, -0.0066254344, -0.03803172, 0.111691214, 0.041453324, 0.043726765, -0.095499724, -0.056047928, 0.018493105) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.03341408, -0.04927723, 0.01268661, -0.0094638085, -0.051619608, 0.14721107, -0.07247511, 0.10753357, -0.04229844, -0.06135253, -0.053557523, 0.0070538586, -0.033918265, -0.06363269, 0.0625936, -0.014426903) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0973166, -0.021124555, -0.011923763, -0.04790406, 0.06841653, 0.10846276, -0.025025835, 0.20245613, 0.03401223, -0.022417344, -0.030408049, -0.018727742, -0.00013151116, 0.034166344, 0.018939704, -0.0007299963) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.044867635, -0.012720854, -0.027975008, 0.010878311, 0.0029588132, -0.09681894, -0.001302709, -0.003117125, -0.07775905, 0.063567266, 0.005508133, 0.017214589, 0.00857055, 0.057163917, -0.108253725, -0.01762987) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.043039415, -0.044822793, 0.079846665, -0.011403051, -0.12088672, 0.060164403, -0.036947962, 0.046837647, -0.06688712, -0.030272763, -0.053044677, 0.008675147, 0.03464524, 0.045566015, -0.00020009157, 0.03152764) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.056806117, -0.09392594, 0.018745655, -0.0060674474, -0.016795041, -0.006630969, 0.035110105, 0.10476553, -0.035630435, 0.03115476, -0.0011275664, 0.062414948, 0.021196218, -0.0066934065, -0.14657108, -0.057529073) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.073707, -0.054553144, 0.02703687, 0.0074906927, 0.01366764, 0.0600991, 0.03774718, 0.021183858, 0.0021892579, 0.027107209, -0.073624864, 0.012244268, 0.054407023, -0.040957615, 0.07304932, -0.06256317) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.005077499, -0.07869022, -0.02898042, 0.06642155, 0.0034122437, -0.08361216, 0.01621667, 0.064021096, -0.027228676, 0.049969915, -0.035177488, 0.09236643, -0.0009296824, -0.020277781, 0.016672155, -0.010748883) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.022905596, 0.05271753, -0.03624749, 0.064148165, -0.013844652, 0.016780086, 0.1306462, 0.08023485, 0.058430977, -0.015224185, -0.04490495, -0.009086646, -0.0112603465, 0.020275563, 0.019791353, -0.026419109) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.029031383, -0.06188445, 0.07467021, -0.032512113, 0.05032727, 0.100311704, 0.067745976, 0.025516083, 0.07392709, -0.036351394, 0.0074708555, 0.06880417, 0.073082976, 0.07068105, 0.06048279, 0.012224975) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.071151294, -0.10509056, -0.03968831, 0.03943878, -0.036232978, 0.034877796, 0.074095964, 0.028912492, 0.07844629, -0.09730232, 0.02326167, 0.010067289, 0.032727588, -0.041857492, 0.071605295, 0.0067320056) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.08421442, 0.050287034, -0.00090260984, 0.035756297, -0.03282382, -0.014390832, -0.017732697, 0.15471338, 0.13243046, 0.039549317, 0.05379426, -0.0009690376, 0.015976798, -0.07573524, 0.086694755, -0.022503855) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.07002803, -0.02507491, 0.06857893, 0.0018355033, 0.26760462, -0.0774578, -0.083337225, -0.12062598, -0.00468664, 0.0026712206, -0.017028062, -0.0032469183, -0.0741771, 0.04318376, -0.12569693, -0.022973515) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.092742324, 0.018209929, -0.0030990718, -0.046050753, 0.08087843, -0.10788622, -0.24566704, 0.0055533797, 0.038027357, -0.062314566, -0.04392273, 0.0041553625, -0.046313632, 0.018309886, -0.117508754, -0.0018961666) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0031033151, 0.05638505, -0.030731495, 0.028887, -0.035689354, -0.0090172775, -0.10817172, -0.06263582, -0.014735905, 0.045259435, 0.06541292, -0.09169659, 0.07046977, -0.002431856, 0.086787865, -0.06809015) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.019228593, -0.0011575363, -0.09350881, 0.02127252, 0.076804906, -0.06670651, 0.08091712, 0.010631452, 0.14021614, 0.025683412, 0.003882279, 0.11035381, 0.062103767, 0.03373352, 0.008926329, 0.013641683) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.024141453, -0.08493972, -0.034432255, -0.05696055, 0.02198018, -0.040096574, -0.0062736995, -0.049074568, 0.014206014, -0.022957146, -0.14755861, -0.091835566, -0.05335449, 0.110102646, -0.020365471, -0.09921349) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.052066423, 0.008548311, 0.10570044, -0.052307468, -0.031924337, 0.01878719, 0.1852545, -0.055556208, -0.022962263, 0.010515449, -0.19338073, 0.0750018, 0.101861686, -0.016032703, -0.13010505, 0.023463385) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.06813781, -0.032418355, 0.14690132, 0.021720681, 0.07143895, 0.01151556, -0.10513933, 0.047681008, 0.029407596, 0.08266641, 0.11951416, -0.050737824, -0.06853423, 0.091066815, -0.12505224, 0.031167531) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.051362608, 0.038735963, 0.020150485, -0.007736788, -0.0802298, -0.059162676, 0.039519135, -0.11440063, 0.027331727, -0.043158703, -0.029787531, 0.013328911, 0.02004632, 0.15077785, 0.06765808, -0.0026104997) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.014509543, 0.0062726536, 0.058094427, -0.11789219, -0.08711861, -0.096518755, 0.09626832, -0.019075455, 0.10260254, -0.03382437, 0.0106764585, 0.02128081, 0.009353137, 0.014786505, -0.029290086, 0.06661296) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.03914799, 0.08926026, -0.03778493, 0.045095254, 0.031829815, -0.14418186, 0.2167455, 0.02971823, -0.03032171, 0.040985197, 0.047683224, 0.12765022, 0.072002694, 0.05342847, 0.022983538, -0.0031157818) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.07042976, -0.01969585, -0.105758145, -0.051294226, -0.027758399, -0.116282895, 0.056959007, -0.040111057, 0.03895334, -0.054274186, 0.010240326, 0.023332503, -0.08176787, 0.07627176, -0.012014754, -0.017017705) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.06775771, 0.084996305, 0.0316373, -0.11910989, 0.1062973, 0.062452916, -0.0006637541, 0.034576777, -0.07379058, 0.026570113, 0.12622832, 0.030744242, 0.012874931, -0.008489812, -0.04346528, -0.0086001875) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.045309763, 0.003914786, -0.0020195616, 0.04640575, -0.029938415, -0.046591964, 0.007606457, 0.040533632, -0.28794092, 0.09092936, -0.023851698, 0.04727258, -0.002946619, 0.013844392, -0.09977278, -0.18015823) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.01935369, 0.08767728, 0.045565024, -0.0084868455, -0.05283324, 0.06225443, 0.041997958, 0.07430694, -0.1451413, 0.04983295, -0.027488403, 0.093481384, -0.15980883, -0.05857321, -0.019112483, -0.14369729) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.06551293, 0.012207022, 0.017063223, 0.109443106, 0.043179654, -0.05511042, 0.05619718, -0.095386215, -0.103619635, -0.059088413, 0.13935027, -0.05123851, -0.036746513, -0.07035158, -0.17360677, 0.0120604625) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.023434186, -0.047025304, 0.01135503, 0.045462735, -0.016185751, -0.115353085, -0.005402078, 0.019039778, -0.054260217, 0.06306372, 0.10997606, 0.033989675, 0.17548619, 0.0782654, 0.005733476, 0.044994157) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0011300157, 0.055080865, 0.04953103, 0.06707611, -0.08029597, -0.11683917, -0.023796402, 0.07677737, -0.010477361, -0.060381208, -0.0064963964, -0.016461212, 0.11110492, -0.13389085, 0.019209458, -0.072022244) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0566542, -0.17345345, -0.097446136, -0.17761977, -0.02986992, 0.13805677, -0.011270616, -0.05363816, -0.013566724, -0.04771264, 0.062317144, 0.050632115, 0.1614999, -0.022110183, -0.10480495, -0.018625202) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.3988127, 0.2799186, 0.28711024, 0.5848413, 0.06668219, -0.022286313, -0.022487743, 0.014743339, -0.027783874, 0.06601231, -0.012985759, 0.08600638, 0.15854982, -0.0072928974, 0.05298163, -0.023803763) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.031135015, 0.07127344, 0.085562915, -0.029313622, 0.034387022, -0.03215672, -0.02575078, 0.023147142, -0.018466987, -0.05922657, -0.023855092, 0.00087573257, 0.080073975, -0.0891467, 0.060559, -0.0378914) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.008305939, -0.03935197, 0.014076207, 0.048754226, 0.12744287, -0.023560295, 0.049354892, -0.091380276, -0.0072127804, -0.021402061, 0.072196476, 0.08129819, 0.039304208, -0.00017727232, -0.005157902, 0.051015943) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.03901238, 0.010981253, 0.08542476, -0.025507635, 0.01557143, 0.09285739, 0.03197869, -0.008607433, -0.05412187, 0.011138082, 0.007338076, 0.013996394, 0.051424723, -0.053832717, -0.089758925, 0.0702205) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.005001848, 0.120174214, 0.013003728, -0.023751799, -0.009350285, -0.06778702, 0.014313629, -0.08877817, -0.08286723, -0.029872622, -0.0129371295, 0.006208883, 0.03801006, 0.009457537, -0.1237054, -0.028944721) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.046870735, 0.006134307, -0.033162206, -0.009083675, -0.029951027, -0.09543162, -0.0056222747, -0.04817941, -0.12254351, 0.001592851, 0.17062001, 0.03886488, -0.005196077, 0.05524676, -0.023765456, 0.027510244) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.08138665, -0.03124851, 0.034584466, 0.10349432, 0.042377982, -0.043028906, -0.0044965832, -0.023497924, -0.110080786, 0.05715437, -0.029475866, -0.021886922, -0.09908303, -0.105444156, 0.05068266, 0.0020086723) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.014494096, -0.0264399, -0.0015814545, 0.04163051, -0.058175582, -0.025189068, -0.013683961, -0.02578075, -0.12771422, 0.08619533, -0.118388385, 0.037479658, 0.03411467, 0.05193975, 0.14035666, 0.063202955) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.012907833, 0.07740956, -0.0062752664, -0.061600156, 0.00844522, -0.02264665, 0.028588489, 0.07499283, -0.10471193, -0.009458364, 0.027879866, -0.0073922845, 0.06177054, -0.026231067, -0.083237015, 0.0011199771) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.11257355, -0.00032959113, -0.0010302928, -0.07530039, -0.022379808, -0.012842301, 0.10519265, 0.045822263, -0.12053083, -0.06458512, 0.022318024, -0.03841336, -0.04254277, 0.012498128, 0.07565063, 0.04372107) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0696123, -0.029510103, -0.079395324, 0.002547502, 0.09472379, -0.06570446, -0.08970974, 0.04046583, -0.22842747, 0.03587011, 0.05653007, 0.034472898, 0.04754688, 0.041046478, 0.0081889145, 0.032138165) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0011428555, -0.03711782, -0.054510962, -0.08281694, 0.044056773, -0.015589076, 0.11744309, 0.062567495, -0.07484867, -0.04558456, -0.13870732, -0.013763469, -0.04631679, -0.005603011, -0.025965802, -0.064021416) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.08787203, -0.14663644, 0.0357676, 0.043094277, 0.076346315, -0.032800272, -0.15120023, 0.043054022, 0.09422386, -0.014872851, -0.0013562866, -0.05159628, 0.09247207, 0.08456378, -0.07744124, 0.058318164) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.076427706, 0.04086183, 0.12542936, 0.0050333273, -0.043211836, 0.10596035, -0.036179587, 0.05653404, 0.07113442, -0.041395254, -0.0022703875, -0.025051136, 0.01182796, 0.030837664, 0.011994567, -0.031871587) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0020692123, 0.12251849, 0.044539824, 0.0685957, 0.012242417, -0.06868688, -0.0047817095, 0.03509918, 0.023758063, -0.00955882, 0.006720751, 0.003392985, -0.015473358, -0.02031442, 0.048156753, -0.047624875) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.09802928, 0.06891061, 0.08355116, -0.039646693, -0.049098182, -0.032023475, -0.23588915, 0.018031146, 0.023582814, 0.099632874, -0.0063022836, 0.0519775, -0.1009443, 0.04447339, -0.06303085, 0.026785677) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.05873264, -0.0370775, 0.058506418, -0.018503157, 0.07673255, -0.11965757, 0.012242991, -0.043719485, -0.060287025, -0.057388265, 0.058935344, -0.037189577, 0.017963113, -0.024959367, 0.0180685, 0.011807819) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.077788, 0.017432999, -0.014145594, -0.056849148, -0.09038051, -0.053442586, -0.061786406, -0.022588095, -0.048477698, 0.002911615, -0.08753577, -0.0052446327, -0.016760176, 0.044750348, 0.11680954, 0.055212464) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.013719127, -0.08011523, 0.02227636, -0.03080708, -0.06862203, -0.076471224, -0.04357039, 0.02445583, 0.018506419, 0.011701193, 0.025978748, -0.036122005, 0.009732635, 0.00928053, 0.076173805, -0.023010693) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07374507, -0.10437711, 0.13427009, -0.0622699, 0.10286162, -0.036447093, 0.006792374, -0.008984036, 0.08024131, -0.014128671, -0.047297306, 0.00051484443, 0.03213927, -0.0371504, 0.08134625, -0.035742443) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.036414318, -0.02980559, -0.13651401, -0.06857305, 0.018918484, 0.052350145, -0.18025768, -0.022325981, -0.04271374, -0.027067622, 0.006968805, -0.09671996, -0.06685992, -0.023930028, -0.06382305, -0.056033537) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.06343058, -0.009940362, -0.07846237, 0.0062298505, 0.010748569, -0.052433293, -0.08499977, -0.0038331316, -0.083798125, 0.10671074, -0.038811944, -0.05614712, -0.032433175, -0.02725598, 0.10134623, 0.036177363) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08238537, -0.101118654, -0.0956944, -0.022187788, -0.112807, 0.049552683, 0.020023301, 0.014306471, -0.05975507, 0.18305519, -0.00022794373, -0.029654803, 0.013794755, 0.08026167, 0.12948288, 0.05566131) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.053705815, -0.018845921, -0.11592799, 0.009263663, -0.038707886, 0.033411745, -0.007699467, -0.029356126, 0.01898182, 0.050436858, -0.006743763, -0.08308025, -0.009096702, 0.08624577, 0.05013051, 0.0072236424) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.08754469, -0.009000641, 0.011506083, -0.010462639, 0.023173273, -0.14340998, 0.07175748, -0.14914648, 0.0015114633, 0.09007834, 0.049626812, 0.048082683, 0.023228288, 0.05250914, 0.056539048, -0.060020912) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.040813245, 0.038283546, 0.019381434, 0.060641263, -0.04750148, -0.013213389, 0.05517871, -0.04686974, 0.048340514, 0.053758625, 0.0060228067, -0.0016701806, -0.17216744, 0.10935377, 0.047607213, -0.05646159) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.08769185, 0.0970494, 0.026946494, 0.07289917, -0.046650678, 0.0024461304, 0.067568794, 0.01711998, 0.016500885, 0.013020562, -0.047713805, 0.00844297, -0.0066685695, -0.029065894, 0.056959774, -0.028405251) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.061827354, -0.0697762, 0.043939315, 0.07014996, -0.0962653, -0.019131057, -0.056386754, -0.06828851, -0.019127669, 0.062186718, -0.038369447, -0.0014330264, 0.0069821803, -0.025331778, -0.0002037322, 0.0152053945) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.049060732, -0.041804958, 0.11041892, 0.009422316, 0.0021639173, 0.0028688202, -0.014186335, 0.0117062805, 0.009630231, 0.0129206795, 0.0058852932, 0.026569348, -0.1883555, -0.100010365, -0.06425587, -0.009337554) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.15233806, -0.040747676, -0.050933797, -0.036801893, 0.0034332923, -0.0037240009, -0.000790056, -0.0037876742, 0.019700905, -0.049745165, -0.07830757, -0.00737646, 0.070502795, 0.0025455502, 0.010114206, 0.13142519) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.05284936, -0.013533391, -0.17096125, -0.037570912, -0.07328346, 0.025406556, 0.10085429, 0.015645698, 0.095468745, -0.068924524, 0.09579058, 0.009056416, 0.10629017, 0.040287692, -0.101047955, -0.022959424) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.034791514, -0.050179493, -0.06413149, 0.0255959, -0.06871181, -0.045244325, -0.02095138, -0.026331434, -0.026089394, -0.019754613, -0.11684487, -0.01730163, -0.011072255, -0.009380736, -0.025180336, -0.010558172) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0008639364, -0.030773692, -0.06855936, -0.055832084, -0.0369103, 0.09022024, 0.07740064, -0.0011987004, -0.005642687, -0.0036717872, 0.0036984, 0.023910075, 0.08974062, 0.081534915, -0.05875803, 0.037848134) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.09565626, 0.037096918, -0.03869736, 0.0019068436, 0.003427942, 0.04745199, 0.10923475, 0.09540731, -0.021927774, -0.022261303, 0.13665186, 0.028576864, 0.10074329, 0.010374096, -0.17337345, -0.019470748) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.106179796, -0.07101481, 0.032995958, 0.017271189, -0.017393261, 0.13569428, -0.055394787, -0.0070715053, -0.16002037, -0.08838119, 0.0034275723, -0.052111916, -0.012589813, 0.04220015, -0.0063393833, -0.0054342435) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0066924156, 0.0045321602, 0.081136316, -0.031769846, -0.088399455, -0.028128792, 0.08660379, -0.0407639, 0.025755525, -0.075595185, 0.044359, -0.037731793, 0.022676341, 0.02371813, -0.039134458, 0.09001337) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.078424156, 0.058261845, 0.06523311, 0.049465872, 0.0055583837, -0.010385999, -0.07324968, 0.012865225, 0.034673695, 0.122251935, 0.058771305, -0.2143419, -0.047445673, -0.03428598, 0.15646714, -0.037584797) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.013225298, 0.12899806, 0.056419276, -0.07075129, -0.049062856, -0.04924634, -0.041237056, 0.0701573, -0.2220656, -0.05615824, -0.2700362, 0.04346204, 0.028624753, -0.013457809, 0.05958438, 0.008763065) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(0.002063369, 0.0013652911, -0.0058718277, -0.004708916); + result4 += M4(-0.00082150043, 0.0035749278, -0.06620391, 0.015952481, -0.06066882, 0.11966424, 0.020625908, 0.14022347, 0.03453027, 0.09951686, 0.030452102, 0.09785175, 0.017366413, 0.021417418, 0.0854475, -0.028064398) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.025837269, -0.00859641, -0.024063835, -0.09492943, 0.04334022, 0.062923044, -0.05198598, 0.13739535, -0.0012544091, -0.041129928, -0.048442326, 0.0045883493, -0.056084245, -0.05464814, 0.11608336, 0.07752806) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.025297863, 0.022830343, -0.07327247, 0.01121118, 0.03380974, -0.19225067, -0.073077306, 0.07556116, -0.09177012, -0.111199096, -0.021232245, -0.019701473, 0.07070674, -0.06856982, -0.05295248, -0.11421962) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.07735331, -0.018009976, -0.0075341486, -0.0012720634, -0.011056032, 0.16033258, 0.0667747, 0.06981774, 0.010906969, 0.14408739, 0.014330172, 0.036531374, -0.023353843, 0.06018063, -0.03483861, -0.080878764) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.073614664, -0.10017217, 0.08000374, -0.042103946, 0.006346365, -0.45544505, -0.024923574, -0.19155972, 0.06519284, -0.00072215166, -0.11229065, 0.060366947, 0.066153385, -0.10267078, 0.0028149183, 0.03730766) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.008723056, -0.024858225, 0.10066162, 0.02372652, -0.08866089, -0.31624717, 0.13398072, 0.14831802, -0.017838968, -0.038123928, 0.00032908857, -0.03882798, -0.034221943, -0.0899852, -0.068446405, 0.050456006) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.023857558, 0.03242931, -0.05590451, -0.042968877, 0.02135128, 0.200712, -0.041062947, -0.061071947, 0.1054583, 0.07357374, -0.012569769, -0.043516964, -0.033741653, -0.014247395, -0.012548519, -0.009561672) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.08726369, -0.060914654, -0.031773113, -0.030238662, -0.051007222, 0.14936559, -0.11216821, 0.11134024, -0.058264796, -0.019343631, 0.009661967, 0.039841365, -0.059944253, -0.029421512, 0.039503593, -0.044727575) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.007805335, -0.012389752, 0.020664584, -0.009623104, -0.009971435, 0.009738455, 0.09384818, 0.10673573, -0.0740482, -0.030384272, 0.034586944, 0.03367864, 0.06858058, 0.08445905, 0.032800365, 0.042304423) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.014035343, 0.081812665, -0.06422505, -0.076681525, 0.06341031, -0.03700187, 0.0006734252, 0.029236669, 0.013358772, -0.0047658165, 0.018954577, -0.113744274, 0.035476528, 0.029532865, 0.047196362, -0.051773593) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.076276265, -0.04768669, 0.038157634, 0.00042377834, -0.0039818385, 0.0076991688, -0.08821033, 0.12856951, 0.053439494, -0.080139205, -0.045325883, -0.07181683, 0.10289659, 0.09581256, 0.10965571, 0.014237591) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.017790215, 0.028578533, 0.010011636, 0.01868254, 0.0055043725, -0.048826467, -0.10326938, 0.036806762, 0.090546936, -0.06676981, 0.085744105, 0.098126404, 0.06311324, 0.035443004, -0.093599424, 0.032334074) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.03420814, 0.14034154, 0.027152801, -0.12475677, -0.04369547, -0.030006515, 0.0028874227, 0.0653085, 0.0849355, -0.12570313, -0.008965667, -0.07424618, 0.022176366, -0.030742386, -0.012800186, -0.044536352) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.04822499, 8.286155e-05, 0.04892865, 0.028617466, -0.017581029, -0.18075672, -0.08807248, -0.06286527, -0.07095109, -0.04393712, -0.15858203, -0.14273772, 0.09063627, 0.18849294, 0.014447544, -0.016789451) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.010466232, -0.03458191, -0.055174023, 0.02165314, -0.0454547, -0.2133287, 0.019270482, 0.014150804, 0.019111788, 0.05717106, -0.06651127, 0.058889534, -0.019852042, 0.034681775, -0.1008761, 0.055975314) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.02514957, -0.013665099, 0.009453669, -0.091441505, 0.11340974, -0.14352691, 0.015074522, 0.10876473, -0.05973946, -0.065673046, -0.0115122795, 0.16799292, -0.082857385, -0.012078929, -0.05028857, 0.14637986) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.055300415, -0.09146368, 0.01570551, -0.034911945, 0.007390362, 0.005620275, -0.10591464, -0.20927264, 0.048731286, 0.048591748, 0.0512039, -0.035637736, -0.057843972, -0.043307193, 0.03391351, -0.050667476) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.07935686, 0.069221206, -0.06541192, -0.035265442, 0.03748376, 0.50719774, 0.015448604, -0.20611364, 0.09222633, -0.14132449, -0.036654532, -0.049323678, 0.040579464, -0.09628602, 0.05307159, 0.05799895) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.053813465, 0.0812664, 0.07250382, 0.024781466, -0.022118524, -0.006057994, -0.012389928, 0.0917676, -0.049959335, 0.044740304, -0.09450066, -0.10054234, -0.039846092, 0.14370272, 0.12880066, 0.01113598) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.03909449, 0.019128364, 0.016260197, 0.036782686, -0.021127097, -0.008794415, 0.047429856, 0.07645338, 0.00514971, -0.07962687, -0.07814472, -0.19827934, 0.0034827671, 0.051165693, -0.036491662, -0.04852522) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.016425228, -0.10102339, -0.03175214, -0.030488184, 0.0042407075, 0.07631549, -0.071398415, -0.030553212, 0.18280296, 0.04675959, 0.14613643, -0.1561248, -0.024883093, -0.18060163, 0.06332671, 0.101312615) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.02042093, 0.004889987, 0.04746692, -0.04194233, 0.034580436, 0.006149458, -0.028721103, 0.12035057, 0.05197916, 0.04783975, 0.11595752, -0.28027746, 0.017383585, 0.18964976, 0.0054357294, -0.038227707) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.03205345, 0.021737898, 0.05476861, 0.111005254, 0.0633535, -0.067363106, 0.00689729, 0.020789541, -0.022878207, -0.17643768, -0.06102929, -0.09776104, -0.06754785, -0.06988824, 0.08273632, -0.13135137) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.046391204, -0.12702799, -0.016413176, -0.005956036, 0.04931025, 0.11508843, -0.025776647, -0.10140436, -0.175635, 0.024518745, 0.04165953, -0.264902, -0.04553731, -0.108174264, 0.015542758, -0.019481743) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.05392207, 0.031177552, -0.050194845, -0.07917215, 0.00845692, -0.10890896, 0.09334872, 0.11597256, -0.08126385, 0.053044394, 0.051821955, -0.005567906, -0.084544815, 0.050703745, 0.037241194, 0.0995452) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.052955378, 0.040978815, 0.10751517, 0.06816208, -0.016330251, -0.117702365, 0.050645854, 0.121252626, 0.07031536, 0.024954462, -0.10836048, -0.028652735, 0.024552448, 0.02089307, 0.029889422, 0.011071389) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0010691027, -0.18625301, 0.037954114, 0.093543485, -0.043069072, -0.031920284, -0.042359423, -0.08726012, 0.042967014, 0.11449552, 0.05110642, -0.0496941, -0.03300231, -0.10130463, -0.016392613, -0.02024943) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0586301, 0.15245676, -0.033052623, -0.07168638, -0.0007607549, 0.09323441, -0.11542363, 0.04648918, -0.15328716, 0.26346698, -0.030904697, 0.030372068, 0.037749205, 0.09137971, 0.02904065, 0.040045053) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0018155596, 0.09201568, 0.07001537, 0.032052774, -0.021042239, 0.07662103, -0.053666964, 0.13526371, 0.024814583, -0.018301426, 0.08439379, 0.12338302, 0.048591074, 0.0069108913, 0.06375166, -0.057427537) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.041273054, -0.047927774, 0.010706581, 0.11212849, 0.03788077, -0.08844824, 0.0075060115, -0.024004288, -0.016592283, -0.124963574, 0.047481053, -0.029573433, -0.01174942, 0.03842072, 0.060125805, 0.0064416286) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.09386426, 0.01719142, -0.022716224, 0.4145352, -0.0011966901, -0.010671357, -0.09432069, 0.07196611, -0.066162445, 0.11973952, 0.08679566, 0.045976005, -0.05242675, -0.04456436, 0.09487151, -0.0636997) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0665664, -0.491547, 0.09975024, 0.09695219, 0.017481357, 0.05835143, 0.008020929, 0.16326845, 0.04377168, 0.041760277, 0.04681802, 0.056204192, -0.027579362, 0.082259275, -0.04886175, -0.006413534) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.15407313, -0.2352814, -0.019875789, -0.071651205, 0.13668239, 0.1099387, 0.12249358, 0.031012705, 0.07547411, -0.4822725, -0.09161933, -0.0005460044, -0.118472286, 0.01575216, -0.05584889, 0.093608245) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.6005004, 0.18364763, 0.3029105, -0.55660754, 0.002791999, 0.17598347, -0.02773778, -0.20713608, -0.035308547, 0.064654864, 0.034603156, 0.034586817, 0.013711437, 0.12487707, -0.010939594, 0.08632934) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0252136, -0.3524975, 0.40899456, 0.43160588, -0.0038752526, 0.022989146, 0.05450196, 0.033454284, -0.018443212, 0.007951612, 0.058630154, 0.035924617, -0.00043654535, 0.011249563, -0.07747764, -0.14832802) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.55209124, 0.1645877, -0.05679325, 0.2825911, 0.04400707, -0.10969654, 0.08035051, -0.00402581, -0.07924538, -0.17954224, 0.025348974, 0.013646938, -0.04233854, 0.16283436, -0.018776229, 0.074038565) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.046763226, -0.035151694, 0.058825307, 0.004375999, -0.01177665, 0.048826013, 0.05469535, 0.091088586, -0.018859731, -0.010921311, 0.03825621, -0.061831962, 0.01987421, -0.071696095, -0.01614405, 0.027941206) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0053317067, 0.03831628, -0.032568756, 0.03189514, 0.01934001, 0.05037884, -0.050679963, 0.018834228, 0.02378493, 0.08113243, 0.055374723, -0.014344073, 0.01835414, -0.021392467, 0.039939445, -0.028287724) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.057162616, -0.038000155, -0.02357545, -0.0008907829, 0.04940179, -0.17048118, -0.021740831, -0.15063486, 0.034101814, 0.059717454, -0.05613094, 0.02516169, -0.0031082819, -0.017597577, -0.0024994833, -0.021807186) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.052368134, 0.06852329, -0.026991952, -0.071913876, -0.002987438, 0.012389825, 0.08220137, 0.06443077, 0.06327744, 0.10107812, 0.050826572, -0.07522763, 0.014188798, -0.020329168, -0.044629183, 0.00677529) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.016701993, 0.026134696, -0.021828149, 0.06621852, -0.0016943878, -0.11616585, -0.0020408516, 0.085480705, 0.0408997, -0.039685782, -0.020032246, 0.02805984, 0.036703184, 0.10641765, 0.1245149, -0.016577717) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.095616624, -0.02345342, 0.040970273, -0.017994381, -0.09705228, -0.046410024, -0.07243504, -0.06915207, 0.09584475, -0.1670904, -0.02957425, 0.12623549, -0.031264998, 0.19731334, -0.050352015, 0.08076492) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.007844104, -0.042084366, 0.015844358, 0.070565976, 0.0052973493, -0.01272131, -0.006171012, -0.05680897, -0.025337802, 0.09308619, -0.036781996, 0.08092892, -0.022079369, 0.008666444, -0.035587173, -0.016502159) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0269401, -0.13831225, -0.09083566, -0.027309593, -0.049807627, -0.045062922, 0.0009896684, -0.02512906, -0.022978082, -0.041933935, 0.065487444, 0.079139106, 0.031568184, 0.022119548, 0.029080393, -0.07015594) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0923806, 0.056251116, -0.06329321, 0.039772015, 0.00980235, -0.02133817, -0.020178854, -0.06917338, -0.118036345, -0.004629583, 0.074251376, 0.14185011, -0.028419307, -0.054235984, 0.020540044, 0.020940477) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0032550932, -0.181009, -0.030018274, -0.14767028, 0.06123868, 0.0045143873, 0.03324062, -0.043148898, -0.1023546, -0.055224273, -0.02694958, -0.03570513, 0.04702962, 0.2159486, -0.016663123, -0.088567734) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.013885054, 0.083086565, 0.050449066, 0.0836425, -0.02782874, 0.10957025, 0.12191435, -0.05541814, 0.020524802, -0.016859332, -0.04641707, 0.050575484, -0.06410691, -0.013773409, -0.018132692, 0.032087695) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.031779718, 0.059460845, -0.08601958, -0.07505201, 0.049904864, -0.074014366, -0.0025562178, 0.039499708, -0.064794786, -0.0857096, 0.0079706805, 0.022299673, 0.021123972, -0.08293265, 0.0767032, 0.027342996) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0013085239, -0.077876195, -0.049100835, -0.18723825, 0.003940156, 0.13132958, 0.050240505, -0.09619965, -0.025599359, -0.18996677, -0.005152275, -0.001275176, 0.07172794, -0.052275997, 0.1122533, -0.09737049) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.032744933, 0.1550318, 0.11544148, 0.11771438, -0.046389394, 0.0011422398, 0.03199717, -0.046601623, -0.06984624, -0.08996993, 0.013201784, 0.0119696865, 0.026229668, 0.08885468, -0.07879065, -0.005026658) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0609193, 0.068676814, -0.03191292, -0.12474674, 0.0063563203, 0.08033157, 0.07963442, 0.01564074, 0.07961193, -0.03642438, 0.0065206713, 0.051607013, 0.10888965, 0.28157482, -0.09730009, -0.042534053) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.022793945, -0.0028026134, 0.0068392335, -0.062040824, 0.04623863, 0.011386527, -0.030242186, -0.037626833, -0.023156883, -0.033678032, -0.065720774, -0.028163206, 0.006870488, 0.033630937, 0.008268072, -0.054861635) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.045331493, 0.05020013, 0.10427859, 0.060280446, -0.052992944, -0.04577016, 0.031466357, 0.023927867, 0.012516522, 0.10484287, -0.062549695, -0.10647479, 0.077242956, 0.008638172, 0.032735363, -0.015857393) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.016002987, -0.30219203, 0.07650835, 0.025628416, 0.05764548, -0.13725948, 0.09010687, 0.042306308, 0.033346497, 0.15029362, -0.060961057, 0.00894175, 0.041290943, 0.1704489, -0.062351212, -0.054177705) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.016316902, -0.12818614, -0.10619036, -0.10140975, -0.008219888, -0.09722211, -0.043875765, 0.06335974, 0.044684976, 0.04600923, -0.005252201, -0.06684235, -0.06641287, -0.04012307, -0.0074282247, 0.029494101) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.017824786, 0.098452926, 0.012296506, -0.004276311, 0.07102459, -0.09456646, -0.14416084, -0.121801, 0.016402494, -0.07177419, 0.10748802, 0.034015067, 0.11539839, -0.08169095, 0.07650734, 0.09239199) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.12585069, 0.097613364, 0.03856618, -0.020045701, -0.026921788, -0.118060075, -0.004722563, -0.01553552, 0.029153224, -0.05889056, -0.049339756, 0.015525131, -0.16506709, 0.12429404, 0.08266398, -0.010347145) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.046347257, -0.03863266, 0.03656146, -0.088605426, 0.043382805, -0.14498772, -0.13087383, -0.016001273, -0.04492706, 0.05562443, -0.055423778, -0.17906542, 0.019989554, -0.08165095, -0.03732918, 0.020192878) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.033938613, -0.09324732, -0.0035502166, -0.08345665, 0.12234306, -0.18647549, -0.017358009, 0.04510842, -0.050143722, 0.053056806, 0.04677238, 0.1047267, 0.08310617, -0.102690056, 0.016488941, -0.07947489) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0069156806, -0.03547114, 0.02156658, -0.033402376, -0.010424037, -0.029399341, -0.11154678, -0.0103988685, -0.15821448, -0.38730684, -0.11565995, -0.109661385, 0.039427117, -0.04090512, 0.012171899, 0.01256442) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.016389597, -0.09865097, 0.056343865, -0.034813903, 0.0047886684, 0.013769445, 0.009423025, -0.023225576, -0.079863206, -0.06061149, -0.024357378, 0.004493122, -0.019576937, -0.111168, 0.033561286, 0.14747351) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.08390321, 0.07173094, -0.041794963, 0.0035809043, 0.006102272, -0.15532741, -0.032456625, -0.019441495, 0.020618388, 0.08986565, 0.03538222, -0.01939673, 0.076332875, -0.013586937, 0.06741929, 0.013323022) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.023607086, -0.029768385, 0.016973399, -0.083096914, 0.068514355, -0.020669064, 0.04778413, 0.0761075, 0.0037662913, -0.10202609, -0.03309399, 0.025283104, 0.024194207, 0.3073668, 0.08416663, 0.06969849) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0066670566, -0.010130502, -0.022964966, 0.035760447, -0.015583154, 0.09136924, 0.027512703, -0.045204908, 0.0069360356, 0.011184111, 0.042231694, 0.11682879, 0.0368069, -0.009694665, 0.0039190454, -0.025593063) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.01674067, 0.009730073, -0.11259253, 0.029802613, -0.031227553, -0.016761737, 0.044058766, -0.021533756, -0.031237628, 0.009930453, 0.070949025, -0.053794526, -0.047235817, -0.012942685, -0.099856086, 0.071843065) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0383152, -0.10713343, -0.08952353, 0.07442802, 0.043767426, 0.03729869, 0.050835606, -0.031993665, -0.10506379, -0.07867678, -0.022816164, -0.10167317, -0.010568192, 0.21106417, 0.006301526, 0.006704791) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0072359494, -0.020404778, -0.012734181, 0.059417512, -0.015773958, 0.09269551, 0.052322045, -0.07522165, -0.064139806, 0.059473224, -0.013410602, 0.062403582, 0.043532852, 0.08153042, -0.020223536, 0.013900687) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.06639631, -0.01644478, -0.13592061, -0.17679001, -0.05455721, 0.14738032, 0.06283412, -0.050562892, 0.07928836, -0.031588964, -0.00020748048, -0.036100026, 0.08934062, -0.04945716, -0.07407497, -0.036186974) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.050434552, -0.10837513, -0.08770597, -0.0059757675, -0.011203099, -0.13941531, 0.027200218, 0.030181265, -0.027888268, 0.07884397, -0.10534716, -0.08069642, -0.050978094, -0.08941705, 0.0130151035, 0.054690223) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.023725403, -0.031113746, 0.035048373, -0.008659908, -0.031079264, 0.05530943, 0.054623462, -0.08630194, 0.07760351, 0.07674006, -0.027398035, 0.030755548, -0.0236653, -0.028175864, 0.0049277944, 0.03700644) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.030132316, 0.08498954, 0.0065402794, -0.07312959, -0.061131194, 0.015095139, -0.0088806655, 0.020033402, -0.010954551, -0.04922252, -0.060566384, -0.0424551, 0.056430493, -0.05441354, 0.0055932584, 0.05086343) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.019307736, -0.11485267, -0.07061357, -0.05969741, 0.009375154, -0.2592922, 0.021961626, 0.119069815, 0.09418568, -0.017620513, -0.19550745, -0.10856597, 0.04302272, 0.035285115, -0.0602747, -0.014331461) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.0018502712, 0.013060026, -0.0016276615, 0.0031085813); + result5 += M4(-0.0034867683, -0.06799548, 0.104626626, 0.07303658, -0.027375786, 0.07564673, 0.09572826, 0.047167797, -0.13840175, -0.0031795986, -0.042895127, 0.04400798, 0.02009291, 0.07265283, 0.026135247, 0.07674724) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.08454174, -0.12616928, -0.07216902, 0.093206435, -0.10129391, -0.07470844, -0.16667219, 0.01982844, 0.06570152, -0.0040220884, -0.046764296, 0.08865105, 0.008413359, -0.037302844, 0.055106986, 0.059266504) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.073272236, 0.0699166, -0.10227257, 0.018430935, 0.05203697, -0.0077220895, 0.20302588, 0.06310515, 0.012925274, 0.039079733, 0.09162067, -0.0036802778, -0.03891433, 0.030667461, -0.12863748, -0.061780296) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.07740777, -0.02794487, 0.10000304, -0.016996691, -0.082056046, 0.075817116, 0.038522486, 0.031263057, -0.23933397, -0.023163714, 0.024396686, -0.012583904, 0.01432167, -0.023034513, -0.07294257, 0.105155446) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.09158961, -0.09077395, -0.019323545, -0.058573775, -0.015066817, -0.027484333, 0.06380175, 0.27504218, -0.06905784, 0.0395521, 0.04059389, 0.05345466, -0.08288642, 0.043936454, 0.08308352, 0.0056901667) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.11470604, 0.043889385, 0.04602655, -0.09404921, -0.103423655, 0.08737013, -0.123206265, -0.030117817, 0.06853928, -0.050956983, 0.08862316, 0.009697244, -0.03782898, 0.008836726, -0.047139525, -0.07108922) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.037052277, -0.05272276, -0.025745844, 0.031913377, -0.10988181, -0.02445581, 0.044487067, 0.055945948, -0.010659528, -0.0056559923, 0.048278924, 0.005885464, 0.0049629086, -0.03368503, -0.040521704, 0.06252929) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.08015414, 0.07871552, -0.051518604, -0.04828251, -0.12250616, 0.0961609, 0.13415286, -0.06894969, -0.11286687, -0.06066549, 0.006262956, 0.034157954, 0.0657992, -0.07559211, 0.021974036, 0.03179849) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.00761903, -0.0033597557, 0.05955128, -0.0004949997, 0.07120819, 0.1358684, -0.041501727, -0.026851369, 0.012229947, -0.017305542, -0.03838526, 0.08197147, 0.022157433, 0.0228919, -0.06402769, 0.017405318) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.018751951, -0.09725986, 0.14570455, 0.0733288, 0.0626444, -0.09380579, -0.03282332, -0.03408707, 0.11018893, 0.06079217, 0.04924616, -0.04709964, 0.004935011, 0.0033031956, 0.009620953, 0.04110896) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.119331524, -0.041621476, 0.020308068, 0.064131126, -0.04575323, -0.01969331, -0.064907394, -0.082343966, 0.005354518, 0.09537535, -0.095304884, 0.007893051, 0.054199796, -0.00081671495, -0.04141645, 0.051360905) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.061368935, -0.025826558, -0.0014476342, -0.027698595, 0.015461433, 0.020282753, -0.14221196, 0.031994525, 0.04652222, -0.05602202, 0.007611992, -0.026475392, -0.010036504, 0.018430166, 0.028369807, -0.025243111) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.02331098, -0.07114149, 0.057605274, -0.01798871, -0.030704323, 0.02618171, 0.03892856, -0.16003852, 0.03254898, 0.017172366, -0.029877653, 0.04520348, -0.05242536, 0.00075598503, 0.08305009, 0.0632149) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.09061947, 0.07380929, -0.07807831, 0.034749664, 0.043393087, 0.0038926443, 0.02431722, -0.0586504, -0.06708017, 0.010430389, 0.05304435, 0.1483699, 0.04252227, -0.093155935, -0.20923366, 0.10114229) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.042515274, 0.056481134, -0.0050386526, -0.108752, 0.027364075, 0.029051226, 0.0095078135, -0.09571274, 0.040487014, 0.098090686, 0.01574532, 0.05326494, -0.03191604, 0.037421823, 0.05902839, -0.041053366) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.06252495, -0.013159625, -0.043922715, 0.03240694, 0.055383805, 0.06305195, 0.10862439, -0.06721558, 0.020994438, -0.0010589706, -0.0073243547, 0.053586785, -0.0999526, 0.030172931, 0.028610907, 0.05298781) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.027181327, 0.00089175, -0.035875455, 0.0700373, 0.025296643, 0.015070835, -0.17424005, -0.08070625, -0.026955241, -0.06017101, -0.059225332, 0.11732912, 0.0051175538, 0.07206786, -0.07057198, -0.0034850813) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.007746302, -0.03530862, -0.0826572, -0.10725515, 0.013858807, -0.013930487, 0.037456524, 0.09528927, 0.06426936, -0.058356244, -0.12601738, -0.051057514, 0.06708228, -0.10370741, -0.0143711865, -0.020461775) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.018505381, 0.06280765, 0.00893378, -0.046311203, 0.08710613, 0.010459748, -0.041679975, 0.05716624, 0.08140529, -0.038917303, 0.07694025, -0.07460701, -0.06611691, 0.023722533, 0.07290425, -0.018240826) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.044367813, 0.02315649, -0.048203208, 0.091498524, -0.02996703, 0.06782791, -0.13243331, 0.011353569, 0.09195264, -0.1163415, -0.13685246, 0.17857984, -0.011073682, -0.032562423, 0.09509679, -0.041359745) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.03156342, -0.10025963, -0.013017946, 0.0257307, 0.0011655566, 0.03229435, 0.051889036, 0.026342308, 0.41414958, 0.012588855, 0.13593782, 0.19657598, -0.07852095, -0.01594614, -0.03566659, 0.064261064) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.09222063, -0.058339145, 0.023249721, 0.003983082, 0.023988148, 0.092463374, -0.08646758, -0.0545711, 0.04530583, -0.06911478, 0.07597236, -0.040497676, 0.03971526, -0.031512626, 0.0056959204, -0.11790931) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.040312603, -0.04079137, 0.13341509, -0.07020256, 0.10391367, -0.019775882, -0.045597337, 0.09759153, 0.120882414, -0.0070507145, -0.049658306, 0.053672593, 0.109002165, 0.051296826, 0.07197283, -0.023618313) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.026795456, 0.074361324, -0.006788881, 0.0042565023, -0.054562055, -0.0027935575, -0.14169939, 0.0044548293, 0.16372812, 0.039148312, 0.05321331, -0.063007146, 0.009212332, 0.014397695, -0.04166784, -0.08835426) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.04724247, -0.122024976, -0.014700797, -0.03276682, 0.021924186, 0.022364102, -0.040529076, -0.08829915, 0.1504969, 0.04789319, -0.0070095453, 0.10675398, -0.0011716726, 0.11240305, 0.00907958, -0.048820153) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.028236004, 0.085503906, 0.13320252, -0.079881065, -0.00879117, -0.007598905, 0.07094805, -0.014092084, 0.030077713, 0.015622199, -0.0063013197, 0.048987027, 0.053226143, -0.065982394, 0.046956718, 0.06776234) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.025318446, -0.018986637, 0.0010503505, -0.00620221, 0.06230818, -0.11016683, -0.0046868976, -0.09211424, -0.094955206, -0.062662005, 0.018036988, -0.039500773, 0.029013721, 0.044339567, -0.058506794, -0.01863493) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.1449545, -0.04456019, 0.2313092, -0.0022946603, 0.03316544, 0.016549297, 0.011667408, -0.0025256004, -0.05439931, -0.009969395, 0.07813555, -0.114387766, 0.052652866, 0.06594491, 0.008688532, 0.020052353) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.07468828, 0.1671007, -0.0026488134, 0.016083784, -0.07103053, -0.0154779935, -0.03818411, 0.078462854, 0.012833457, 0.003714522, 0.17777874, -0.0132201305, -0.029431153, 0.04108548, 0.13806884, 0.10287192) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.15160893, 0.123133935, 0.004553965, 0.050150372, -0.14184715, 0.022584926, 0.11896978, 0.018132892, -0.07663858, 0.019862494, -0.021870669, -0.040176585, 0.08019894, 0.013569891, 0.12539373, 0.08668106) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.02119943, -0.07507259, 0.18291096, 0.08199222, 0.07863311, -0.019817855, -0.012006836, 0.12678276, -0.16732183, 0.07232327, 0.22850059, -0.05757299, 0.12350581, 0.0158648, 0.079822704, 0.0721462) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.34529743, -0.15307695, -0.037712686, 0.110782854, -0.050074626, 0.026551321, 0.013175536, 0.0020625908, -0.027689343, -0.042692546, -0.0945062, 0.049148344, 0.023155386, 0.0053128544, 0.05415328, 0.110407) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0651822, -0.11879126, 0.010653457, -0.007635576, -0.25156125, -0.04694231, 0.026544593, -0.06362206, 0.056315932, 0.048021078, -0.016222343, -0.014184984, 0.085660696, 0.019384801, 0.022748632, -0.11191533) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.44623163, 0.6165858, 0.42312464, 0.122841716, 0.0568353, -0.049715966, -0.07067143, -0.03544703, -0.10283778, -0.0015414917, 0.09148322, -0.087793775, 0.011875088, 0.10354395, -0.034211162, 0.11749575) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.27958894, 0.42554858, 0.44331464, -0.42646545, -0.06608566, 0.0023158144, 0.14139481, 0.077250354, -0.06722247, -0.050994523, 0.0307696, -0.029116957, 0.09956953, 0.07132974, -0.08264837, 0.047654986) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.30229408, 0.048168216, 0.15805377, 0.14520514, 0.010495806, -0.024665743, -0.0062411455, 0.09256795, 0.023344511, 0.0021540725, 0.035688963, 0.026297262, 0.070672646, -0.054093998, 0.06567969, 0.042465094) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.029061485, -0.045439236, -0.060472358, -0.04693463, -0.02682241, 0.00868559, -0.05213031, -0.009660583, -0.0065009366, -0.038077366, 0.0019683763, -0.015385262, -0.004920744, -0.03671484, -0.04807187, 0.059857283) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.053987972, -0.0005788648, 0.0023654925, 0.01086061, -0.122963816, 0.042630292, -0.009455475, -0.04195461, 0.002737431, -0.006530747, -0.00045317633, -0.010581471, 0.062147774, -0.017458213, -0.06993401, -0.019796146) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.052362535, 0.030909497, -0.021492915, 0.052789494, 0.11830324, -0.0375631, -0.11699532, -0.073763326, 0.15291512, -0.020241346, 0.10914442, -0.025021045, 0.019168183, 0.0018543932, 0.05294428, 0.056688808) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.09469633, -0.023578895, -0.0030968478, -0.040890545, -0.14250876, -0.08831487, 0.03827692, 0.022349015, -0.11394762, 0.030952442, 0.038697615, -0.11182602, 0.12860519, -0.022258185, 0.0725786, 0.09179456) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.040537886, -0.02905925, 0.029597867, 0.073216096, 0.14953516, 0.0628931, 0.03801425, 0.004615126, -0.10813203, -0.0012218577, -0.030181715, 0.023227105, -0.016616719, -0.030022006, -0.06760628, 0.13831317) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.069252364, 0.08563284, -0.08996617, -0.043738395, 0.01070131, -0.043019366, -0.107516795, 0.012081963, 0.046827286, 0.048738047, -0.065743044, -0.1082709, 0.041014552, 0.03536314, 0.005398703, 0.0029251575) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.021586033, 0.005284693, -0.026472084, -0.03044557, 0.046170898, -0.006076123, -0.11087607, -0.0673467, -0.09037475, -0.008089788, 0.04187487, -0.014248918, 0.03648588, 0.023301037, 0.03793544, -0.0057259374) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.032596573, 0.052019544, 0.09881275, 0.062834956, 0.17446987, -0.056122202, -0.050665345, -0.057391778, -0.08821251, 0.023172405, 0.099907316, 0.05844725, 0.01871133, -0.074424714, -0.032109767, 0.035101775) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.020349177, -0.044381548, -0.11637121, 0.012656253, -0.064132966, -0.09566845, -0.030865995, -0.040884618, 0.054369144, 0.021972781, -0.03771244, 0.08873821, 0.06801693, -0.12766573, 0.1449775, 0.064136714) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.079329565, 0.073970035, -0.034124024, 0.07211574, -0.08693538, -0.0033195568, 0.07101696, -0.12414901, 0.04284019, -0.029499939, 0.0331111, -0.0038576915, 0.031238582, 0.050063208, 0.09144514, -0.05277108) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.021449404, -0.0075499956, -0.0469231, 0.053179033, 0.06812503, -0.07195542, -0.048390873, 0.0016878637, 0.019933537, -0.079445496, 0.10816008, -0.010475649, -0.041381385, 0.02159222, 0.10465893, 0.09724063) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.06260436, -0.070720024, 0.019447621, -0.0029906617, 0.048330557, -0.03589644, -0.005590478, 0.0029294547, -0.16843839, -0.029476237, -0.080948666, 0.004498308, 0.028533462, 0.07080235, 0.17012274, 0.017130153) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0689058, 0.03230708, -0.036929943, -0.010096919, -0.07922481, 0.013460419, -0.019626755, 0.081317864, 0.09977364, 0.111893624, 0.02989708, -0.044290747, -0.028390877, -0.032441583, 0.099911705, 0.04555478) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.2142877, -0.032183833, 0.041199625, -0.11699432, 0.12505189, 0.055499434, -0.0013959837, 0.013759204, 0.15844987, 0.0017676211, -0.027147895, 0.0005089197, 0.019668553, 0.008932202, -0.11473781, -0.045008395) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.053575903, -0.10717223, 0.05347942, 0.039754707, -0.03345623, 0.01758708, 0.04305394, 0.050766457, -0.08772696, -0.013621805, -0.0762947, 0.022190684, -0.13203281, -0.07665446, -0.25784504, 0.025728654) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.10171311, 0.014510399, -0.022153229, 0.043001786, -0.044839535, 0.061768025, -0.017428817, -0.0024155, 0.026451623, 0.10312222, -0.043024514, -0.08268803, 0.023773594, -0.02314727, 0.0638462, -0.0045800502) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.0025931569, -0.01936465, 0.09707398, -0.06931802, 0.035466447, -0.00023873974, -0.06279841, 0.18710504, 0.04238498, -0.008877194, 0.024820281, -0.04490692, 0.011235269, -0.026580723, -0.039882068, -0.0941417) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.104906335, 0.0026718637, 0.025410641, 0.024491915, 0.06137515, -0.060977787, -0.06778615, 0.009123535, -0.047914356, 0.11134194, -0.1379349, 0.042340606, -0.031168671, -0.054927774, -0.23867685, 0.023472602) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.057836242, -0.0022434306, -0.05715349, 0.037693046, -0.023173543, -0.063113585, -0.040417723, -0.01667871, -0.08142543, 0.055259004, 0.08037067, 0.0064939936, -0.0805877, -0.021205802, 0.042765286, -0.084956795) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.06419795, 0.0394746, -0.06869522, -0.014618079, 0.071850844, 0.07632752, -0.061004896, 0.026365938, -0.008972183, -0.063974686, 0.102054566, -0.07028359, -0.033728037, 0.06701828, 0.035105564, -0.06403196) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.0028174256, 0.016724378, 0.041380495, 0.01032302, 0.04895295, 0.08854221, 0.0064540035, 0.05622498, 0.012599644, -0.022446038, -0.034043763, 0.005340875, 0.0062671956, -0.0029533524, 0.27926448, 0.056106325) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.10503049, -0.05114609, -0.03513689, 0.027661879, 0.014933936, -0.002855156, -0.12585463, 0.09856479, -0.037063308, 0.0061761406, -0.025112197, 0.058180254, -0.045225557, -0.05042486, -0.024246199, 0.08490273) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.038721893, 0.040877443, -0.021830358, 0.027328668, -0.08662517, 0.019631477, -0.07702437, 0.044343833, -0.11632552, 0.16801949, -0.0011627385, 0.031129051, 0.17172147, 0.09361721, -0.22902071, 0.0046398635) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10943754, -0.02450331, -0.0052538617, 0.01536998, 0.06708846, 0.03559325, -0.032481857, 0.0058926116, -0.02187761, 0.021631522, 0.10126193, -0.015683185, -0.116349824, 0.22354414, 0.15982276, 0.007648408) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.09519393, -0.08746887, -0.11373701, -0.040829618, -0.045432087, 0.03844504, 0.03284802, -0.026442667, 0.056495596, -0.06727405, 0.014754259, -0.060380634, 0.07910566, 0.0076329727, 0.060233828, -0.027694043) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.014422433, -0.11226171, -0.033845693, 0.08287245, -0.00533613, -0.028171543, -0.069962114, 0.01795553, -0.054738816, 0.08107565, -0.07315344, -0.029890817, -0.0058989087, 0.0038030688, -0.08546062, -0.10980397) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.11178818, -0.00018276428, 0.013667662, -0.092647985, -0.016556172, 0.027649274, -0.038982797, 0.0073705716, 0.005167111, 0.0004047553, 0.028304193, -0.005546212, -0.0020436377, -0.081729606, 0.15764152, 0.19297391) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.10865291, 0.022492679, -0.06725254, -0.07402369, 0.009561395, -0.05032684, 0.063788995, -0.0011078919, -0.061705396, 0.07058117, -0.043833874, 0.008595119, 0.016690504, -0.03254529, 0.0068680057, -0.049732987) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.040279765, 0.033816963, -0.11137613, -0.17196828, 0.003476875, 0.050391644, 0.09385161, 0.034769014, 0.075421005, 0.090086594, 0.10458649, 0.06382363, 0.032953225, -0.013192451, -0.11549236, -0.033632897) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.043853145, -0.02960237, -0.044585142, -0.023463616, -0.0063892817, 0.010974768, -0.056211535, -0.034223776, 0.14973699, -0.08122499, 0.012469696, -0.019757243, -0.052417673, 0.07006685, 0.0009089673, 0.0716704) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.1290615, -0.024734018, -0.066718146, -0.045559973, 0.023330813, 0.007858997, 0.025794307, -0.011063666, -0.03234947, -0.002042002, -0.025240067, 0.022175862, 0.020873437, 0.008090758, -0.02028331, -0.008801376) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.038056914, -0.06315142, -0.062348034, -0.0802054, -0.060623568, 0.08792905, 0.0014848039, -0.04334639, -0.034441654, 0.0129482625, 0.1063787, 0.051099297, 0.15018068, 0.11398622, -0.052637883, -0.14344603) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.05166784, 0.0014913273, -0.11174579, -0.057976343, 0.009156046, -0.040897816, 0.05148764, -0.2329133, -0.036603075, -0.16452911, -0.033397604, -0.27509752, 0.0029807237, 0.0967238, -0.099186145, -0.0526396) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.036465388, -0.049579907, 0.029325692, 0.10625172, 0.01572375, 0.016968515, 0.03425351, -0.06374192, 0.123899944, -0.02193389, 0.008492115, 0.008948067, -0.09144133, 0.03858344, -0.07675407, 0.0077100624) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.04402887, -0.04482599, 0.043106318, -0.12008298, 0.020101454, -0.052356184, 0.021416297, -0.13514215, -0.10392866, 0.08330446, -0.025625795, -0.05292545, -0.017441912, 0.09128178, 0.0071307896, -0.0071505294) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.0512658, 0.01558601, 0.07133337, -0.080093846, -0.031748887, -0.02299093, -0.023076529, -0.04939016, 0.13369799, -0.07887103, -0.088508, 0.10764186, -0.05047807, 0.032808747, -0.1381507, -0.024785798) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(-0.0040995805, 0.0007194403, 0.0008392621, 0.001028336); + result6 += M4(0.075784825, -0.037034735, -0.0036744392, 0.07465112, -0.05670644, -0.123901725, -0.03362572, -0.09263351, -0.07233453, 0.035810124, 0.043668594, 0.031640645, 0.027920155, -0.01759315, -0.029453129, 0.083901174) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.09306272, -0.08824151, 0.034110248, -0.07909394, 0.07923777, -0.0675245, 0.0042159534, 0.19649169, -0.016765067, 0.03096694, 0.048028514, -0.07512955, -0.023861969, -0.005058159, 0.08191341, -0.04802696) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.058305357, -0.0064076507, -0.045440044, 0.010436483, 0.006578405, 0.013296199, -0.009523827, -0.0150202615, 0.024477644, 0.057438094, 0.09306709, -0.093153514, 0.056336462, 0.04485729, 0.01790751, 0.070120595) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0313928, 0.014648428, -0.050919294, -0.026879977, -0.04663104, 0.06514853, -0.24839179, -0.2559412, -0.013346348, 0.06336832, -0.04446757, 0.00716393, -0.018794393, -0.00844793, -0.0004606483, 0.10248499) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.11796386, -0.060605563, -0.06008603, 0.052328076, 0.13648452, 0.07972063, -0.031880084, -0.0076901787, -0.06552623, 0.0724651, 0.026186442, -0.047391493, -0.046831083, 0.07065877, -0.10031437, -0.16015299) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.054404497, -0.030310035, -0.07916586, -0.018411417, -0.17997582, 0.0027978893, -0.029557252, 0.068462595, -0.017427402, 0.06356921, -0.0020368495, -0.08432101, -0.0077087726, 0.021030258, -0.017963763, 0.03507504) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.060396884, -0.03615521, 0.017617533, 0.040767163, -0.04254167, 0.021306572, 0.009591684, 0.009189992, 0.058817904, -0.06426405, -0.08170266, -0.09619696, -0.030870477, 0.033960838, -0.03965184, -0.06645826) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.062075656, -0.024442522, 0.047215283, 0.026543064, 0.08701226, -0.018016454, -0.072575614, -0.17055945, 0.036155406, 0.075321995, -0.09031264, -0.15160705, 0.059795808, -0.0070480537, 0.0070460513, -0.044634003) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.075822234, 0.054797918, 0.06824017, -0.029036801, -0.045672283, 0.09358717, 0.04528781, 0.13409637, 0.05107057, 0.017422644, -0.016560322, -0.057816494, -0.03746733, -0.032234468, -0.021010201, 0.104233325) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.047409087, -0.07584622, -0.028389918, -0.043902453, -0.08117806, 0.028989743, -0.027972389, -0.023108205, -0.13299781, 0.022252431, -0.0028104885, -0.03011302, -0.07698808, -0.059214108, 0.080463715, -0.056250267) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.002134049, -0.019120194, 0.03312843, -0.05437777, -0.08774896, 0.009408445, 0.0075655514, 0.01665685, -0.10784665, 0.044640757, 0.042213, -0.012612082, 0.036114372, 0.039087627, 0.0027787406, 0.042103626) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0041997316, 0.086481616, 0.067280866, 0.08253101, -0.070072815, -0.071970515, 0.07198788, -0.0054747644, -0.14748324, -0.0439888, 0.043008275, -0.10177188, -0.04178462, -0.038689487, 0.019626841, 0.0742595) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.07189703, 0.057184383, -0.07037502, 0.14259343, 0.060009085, 0.036687415, 0.012385468, -0.0508431, 0.0049068243, 0.07225714, 0.015716087, -0.05533045, -0.026449, -0.07432045, -0.04494133, -0.024861796) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.007911497, -0.038424183, 0.006557816, -0.0047409437, -0.051903225, -0.062036783, 0.026093366, -0.1286919, 0.22201407, -0.0880022, 0.036473483, 0.07054957, -0.046250846, 0.002670057, 0.0786102, -0.0015347187) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.068808, 0.00817027, -0.09470922, 0.044015326, -0.02123932, -0.007457848, -0.02681251, 0.050263304, -0.09517985, -0.038973756, -0.0056617786, -0.13577169, 0.013468868, -0.0024175819, -0.049055975, 0.004862744) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.105605885, 0.00010736009, 0.015954357, -0.018006427, -0.11654987, 0.04857302, -0.068878494, 0.048468478, 0.028973652, -0.0047394405, -0.012017695, -0.3414426, 0.0020292595, -0.0032039136, -0.041515544, -0.13003236) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.02665528, 0.0123444805, -0.15224406, -0.07283353, -0.06648851, 0.0027401596, -0.37770632, 0.1087291, 0.026800249, -0.026198603, 0.11412758, -0.08979594, 0.0035151974, 0.053278077, -0.03796317, -0.05951592) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.041024238, 0.0554413, -0.072679505, -0.023713483, 0.011778139, -0.033869736, 0.05542054, -0.08060762, -0.1281429, 0.102093466, -0.009475736, -0.07403527, -0.029223816, -0.079576075, -0.066868566, -0.034956153) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.15751092, -0.002922585, 0.058777884, 0.120532386, 0.104184724, 0.0030118763, 0.08212096, 0.04870226, -0.070953615, -0.02906071, 0.08277526, -0.21920621, -0.06618266, 0.018751426, 0.036778748, -0.039397325) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.078352064, 0.011909341, 0.04062053, -0.026477944, -0.06561129, 0.022655228, -0.12133559, -0.033172566, -0.25741947, -0.09674623, -0.08590713, 0.047873467, -0.01153178, 0.05388575, 0.04972468, -0.039266985) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.032735944, -0.02804838, -0.0028892965, -0.021525461, 0.0153857265, 0.036948256, -0.03812983, 0.018801192, 0.1265375, 0.18276389, -0.08900698, -0.34324038, -0.042282443, -0.036980476, -0.071380675, 0.06820878) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.06869368, 0.055244543, 0.035414852, 0.06787427, -0.04106649, 0.004666228, 0.12908316, -0.0794526, 0.11041069, -0.1658983, 0.1336631, 0.055152684, -0.13532472, -0.060904626, 0.027376715, -0.04269367) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.010061226, -0.013364758, -0.035947792, 0.05055585, -0.10685589, 0.055952206, 0.04942887, -0.07230718, 0.035587184, 0.002834822, 0.049032222, -0.052862898, 0.021786802, -0.072216764, -0.027980471, 0.03741185) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.01814372, -0.019199124, -0.088884816, -0.040276557, 0.011225926, -0.02392494, 0.12299576, 0.05498155, -0.083806716, -0.05359223, 0.048688833, -0.071507625, 0.11425632, 0.011466738, -0.031130789, 0.10929553) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.12265596, 0.028175121, -0.0036790764, -0.09918629, 0.04737664, 0.019807717, -0.00045996768, 0.0066755014, -0.0162506, -0.01321463, -0.108937465, -0.06427941, 0.0032976524, 0.0075977016, -0.033021495, -0.02953288) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.076458454, -0.113163106, -0.012966943, 0.038921654, 0.062996395, 0.0022881832, 0.01811026, -0.02729255, -0.096882015, 0.06817397, 0.069015205, -0.021836668, -0.013949573, -0.06424284, -0.017807946, -0.02440056) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.07136498, -0.0038939524, 0.03900771, 0.03700254, 0.08741363, -0.0022454604, -0.0014154488, -0.028975487, 0.14422542, -0.06361462, -0.057330027, 0.114143476, 0.0009532344, 0.008226942, -0.033391457, -0.040312465) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.10975379, -0.050525855, -0.023568302, -0.08570266, -0.06840891, 0.005844911, -0.016350325, -0.023411466, -0.025871228, -0.020770235, -0.10654536, -0.1130113, -0.109810114, 0.043912157, -0.059932735, -0.064309366) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.070594735, -0.00608234, -0.04316723, 0.08306767, -0.0039995834, 0.011218607, 0.036084186, -0.035549276, 0.077730335, 0.02012915, 0.082858965, -0.011750897, -0.0038050998, 0.058458645, 0.18136276, 0.02796572) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.037457623, 0.08951187, 0.08441385, -0.008001495, 0.09118148, 0.23848061, -0.00089086546, 0.08888437, 0.0076586376, 0.047595765, 0.1327579, 0.005664814, 0.011146499, -0.034713596, 0.03685316, 0.18071067) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.017900744, 0.037109077, -0.013623201, -0.30673042, -0.0082627805, -0.007435282, -0.13231505, -0.039587397, 0.06336391, -0.0783978, 0.109691486, -0.006686191, -0.10050798, 0.1126066, 0.013973538, 0.017366186) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.088595815, 0.09434826, 0.42113963, 0.2181903, 0.09694992, -0.010170856, -0.033429187, 0.033083323, 0.11616692, 0.10753624, 0.014353337, 0.06309333, -0.0819036, -0.056370478, 0.00026780527, -0.050095692) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.07765841, 0.055768788, 0.16893816, 0.0009272401, -0.005259585, 0.17665608, -0.012397951, 0.034331504, -0.1238305, -0.035179656, 0.017211473, -0.010246033, -0.03785887, -0.07037884, -0.0757905, -0.013359126) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.2877394, -0.3015103, 0.09225844, -0.3142366, -0.030696675, 0.009979452, -0.013889809, -0.020587314, 0.03605473, -0.078756124, 0.053827375, 0.03301005, -0.09068779, 0.051264796, -0.012596591, 0.021768957) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.067670435, -0.043262254, -0.1596326, 0.3030241, 0.01895088, 0.0040574265, -0.0051164655, -0.004656267, -0.03430412, 0.115382254, 0.07755916, -0.008027397, -0.18731835, 0.011346427, 0.023359256, -0.07611405) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.3932418, 0.11982806, -0.102788575, 0.15125471, -0.10291859, 0.03685125, 0.019590132, -0.10249256, 0.021041844, 0.02601678, -0.11329641, -0.09111946, -0.10119382, -0.051561467, 0.07476287, -0.18138681) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.10560016, -0.13546129, -0.036613513, 0.07997315, 0.099902645, 0.034502693, 0.07298287, -0.026949938, 0.15143749, -0.0467919, 0.0439646, 0.027021812, -0.026455887, 0.048353408, 0.066897824, 0.035629403) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.03900909, -0.009786942, 0.015355591, 0.06324531, -0.00981996, -0.014564315, 0.020297898, 0.034888506, 0.11754937, 0.052791104, -0.01691994, 0.036161087, -0.03435664, 0.025007345, 0.04006793, -0.059030153) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.101145186, -0.07391174, -0.0074511142, 0.07465371, 0.08463312, -0.0026960683, -0.08909615, 0.036097363, 0.057600897, -0.015458208, -0.054448523, -0.012336991, -0.08196054, -0.0767501, 0.011967843, 0.008852817) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.07402495, -0.0037017073, -0.056158654, 0.023373332, 0.018290255, 0.021874921, -0.11203274, -0.005267921, 0.05423887, 0.008000864, 0.04115322, -0.057570428, -0.044893872, -0.06941183, -0.0077723013, 0.069332905) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.050966557, -0.017516239, 0.030560367, 0.09391085, -0.128995, -0.018876946, 0.08524631, -0.05506019, 0.11731248, 0.012692621, -0.04779738, -0.022259794, 0.04707504, 0.12959886, 0.026473269, -0.07922185) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.011894129, 0.054470845, 0.08677116, 0.023872146, 0.0059602275, 0.0812918, 0.038790215, 0.09172316, -0.008902236, 0.043471955, -0.105567835, -0.025899602, -0.012557201, 0.036291618, 0.0461713, -0.13611244) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.026248284, 0.04591016, 0.0035202038, -0.040674426, 0.08938791, -0.04324288, -0.016800376, 0.023875188, 0.038754262, 0.012928615, -0.036349487, -0.0026156846, 0.071647264, -0.0074934694, 0.05402713, -0.07936617) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0015902558, -0.0026148849, 0.0035071715, -0.072128505, 0.033000067, -0.017013254, 0.08605147, 0.041127656, 0.057936415, -0.01251234, -0.04451689, 0.02884447, 0.08693841, 0.0076021347, 0.044980578, 0.044903275) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.11004734, 0.020374523, -0.02751872, 0.0056054727, 0.045503236, 0.022404682, -0.038243737, -0.08349946, 0.07479342, 0.010275628, -0.031498216, 0.009106534, 0.14483397, 0.049655586, 0.058452595, 0.023608496) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.07059229, -0.072942354, -0.046564106, 0.060051035, -0.08757176, -0.020280551, -0.07507936, 0.014343428, 0.08454992, -0.03149941, 0.01841863, -0.039834507, 0.031424575, 0.06442456, -0.017531049, -0.019321451) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.033820365, -0.09149963, 0.1379492, -0.028885376, -0.02155706, 0.021367133, 0.09755764, 0.09343826, 0.031593826, 0.079370745, 0.07474883, 0.022736179, -0.008981653, 0.021585256, 0.09717013, 0.13043514) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.071485355, -0.025821334, -0.034782704, 0.08295012, 0.025483899, -0.0370539, -0.04923022, -0.043369286, -0.088932686, -0.04213422, -0.009571967, -0.009586513, 0.03923283, -0.013330958, -0.036393765, -0.012452708) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.007955947, -0.015396532, 0.0606414, -0.06604671, 0.013569603, -0.012920741, -0.042753957, 0.052371066, -0.06234184, -0.020281414, 0.01691426, -0.018859338, 0.059666887, -0.007792618, 0.091137946, 0.013203943) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.04950991, -0.029276315, 0.05333789, 0.046429027, 0.08598103, 0.012093643, 0.016167099, 0.13935785, -0.08649431, -0.023436934, 0.058711994, -0.024308898, -0.14311612, -0.03854239, -0.011153258, 0.09271113) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.048922174, -0.0012349652, -0.033578847, 0.033207037, 0.063778855, 0.04492899, 0.056527548, 0.0014426047, -0.116486765, -0.10522376, -0.010142692, -0.061665352, -0.1823303, -0.025917478, -0.016442949, -0.039305158) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.11602028, 0.076338015, 0.032325927, 0.052642167, 0.0699499, 0.027113905, -0.029870162, -0.06214534, 0.057815764, 0.031652573, -0.0012677466, 0.028197495, 0.12950327, -0.0059223254, -0.0033589685, -0.24238108) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.052740067, -0.03091239, -0.0020769306, 0.004958028, 0.021336662, -0.01839474, -0.15227886, -0.00957193, -0.06660239, -0.03468546, -0.032061365, -0.027188256, -0.011418049, 0.016973997, 0.046178203, -0.05425492) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.12359362, 0.06644732, 0.19678949, 0.009195905, 0.16860095, -0.025547309, -0.2378082, 0.025239842, -0.09690796, -0.0659429, 0.078829266, -0.015220184, -0.13456789, 0.078189135, 0.040802073, -0.016863095) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0586213, 0.082730144, 0.047876, 0.02271868, -0.14374904, 0.009494682, 0.06518188, 0.015825523, -0.024352936, -0.071659915, -0.11085679, 0.010157067, 0.056892052, -0.040694136, -0.13312623, 0.1562372) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.048218757, -0.025627442, -0.0150366975, -0.07070127, -0.03160442, 0.11947794, -0.22880927, 0.0011263369, 0.01830078, -0.029966818, -0.07049896, 0.01311493, 0.019797916, 0.019647432, -0.06512579, -0.019401582) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.003684155, -0.11322871, 0.021595435, 0.014830626, -0.04636448, 0.045040462, -0.002180474, 0.049213458, 0.037397448, -0.06408552, -0.15158659, 0.07719345, 0.16637748, -0.037026074, -0.03668016, 0.016484372) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.12923804, -0.012280064, -0.010375526, 0.04833682, 0.057614837, -0.058546394, 0.016395586, -0.017851833, 0.061571695, -0.011262792, 0.12893789, -0.023857925, -0.035589203, 0.06910929, 0.034011, -0.027480623) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.044398885, 0.0070395926, -0.049497347, 0.094030105, 0.040831756, 0.051556204, -0.009156504, -0.029411184, 0.0747, -0.04733982, 0.13636045, -0.023569204, -0.16229048, 0.07731977, 0.0035111778, -0.05617703) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.038832314, -0.1289141, -0.028360402, -0.07850156, -0.07895707, 0.05480737, 0.042746365, 0.058534637, 0.023299074, 0.016785981, 0.05598676, 0.017842354, 0.064228185, -0.017762111, 0.102072656, -0.12268578) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06433851, 0.11326531, -0.065978274, -0.004507696, 0.040716365, -0.03978195, -0.0534891, 0.018440284, -0.02380654, -0.02401716, 0.028100263, -0.03073389, 0.107564874, 0.016314628, 0.04168726, 0.020263473) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.035460804, 0.0357486, -0.07622063, 0.03331792, 0.100973174, 0.08493305, 0.08144773, -0.07367592, 0.0234661, 0.019602658, -0.010997864, 0.00759759, 0.026850922, 0.016619274, -0.12808122, -0.20908085) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.055375617, -0.06302854, 0.029809954, 0.08342864, -0.018393025, 0.013538995, -0.0005940099, -0.026758801, -0.09608356, 0.024706798, -0.04203143, -0.0070700157, 0.25693032, 0.073805705, 0.060309682, -0.28700766) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.1366952, 0.09315302, -0.0018156276, 0.02101165, 0.073012516, -0.015559723, 0.03573981, -0.018641973, -0.024274318, -0.040071514, 0.06052798, -0.041788667, -0.08454842, -0.020626208, 0.022051614, 0.10668839) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.2505601, 0.0071259183, -0.037949115, -0.055478066, 0.18868317, 0.025103696, 0.006053843, 0.034363948, -0.00039524547, 0.011564555, 0.059246957, -0.048508056, -0.010334399, -0.032971673, 0.014907592, 0.051593527) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.14754188, 0.043181807, -0.0072030583, -0.043672103, 0.07966856, 0.04762748, 0.019842882, 0.04340642, -0.09294296, -0.037997905, -0.16734177, -0.011272238, -0.05091578, 0.031709615, -0.016463056, -0.009111754) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.17113103, -0.002401233, 0.091239154, -0.036546882, 0.017972274, -0.00366723, 0.06461849, 0.058298413, 0.037924875, 0.03269161, -0.014379665, -0.035273604, -0.031480096, 0.0327497, -0.06776037, 0.10130381) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.14833392, -0.058305327, -0.04748128, -0.015210478, 0.15210019, 0.047967747, 0.022050526, -0.0047587645, 0.06876507, 0.0040694466, 0.060355138, -0.066510044, -0.083440125, -0.004101691, 0.024558842, 0.09156439) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.13313475, 0.09494233, 0.07570907, 0.057123035, 0.044783715, 0.005087251, -0.040658046, 0.042770818, -0.033790983, 0.03508607, -0.23358314, 0.3278477, -0.016507829, 0.0006220648, 0.02795928, 0.028450571) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.024277275, 0.0017085826, 0.0346671, -0.07381716, 0.046998374, -0.00924105, -0.028158935, -0.011202935, -0.16901189, -0.033648815, 0.013998681, -0.11973414, 0.06475158, -0.049846448, -0.12599602, 0.14882696) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.009721639, 0.07289408, 0.053445093, 0.006440991, -0.014337965, -0.022745494, -0.038667556, 0.042440545, -0.038012926, -0.00510376, -0.06585122, -0.12761426, 0.11821854, -0.017705405, 0.04929374, 0.076878585) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.008856413, 0.077851884, 0.040298983, -0.031463664, 0.027861431, -0.027248047, -0.08703795, -0.09507543, -0.22699015, -0.040289298, -0.4311762, -0.08651744, -0.08639272, 0.008488912, -0.0048553, 0.09333754) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(-0.0048161834, 0.009727377, -0.0014840926, 0.00012165853); + result7 += M4(0.025039429, 0.03013667, 0.066278994, -0.041251805, 0.11108524, -0.035599016, -0.019618908, -0.21625993, -0.0063663092, -0.035127636, -0.027561767, 0.07097017, -0.036629375, -0.08694292, -0.15888155, 0.07487742) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.01053451, 0.057906907, 0.010747799, -0.035336517, -0.031514075, 0.010978614, 0.1364847, 0.12054768, -0.04888975, -0.045236163, -0.004386479, 0.03850302, -0.13129434, -0.0497297, -0.01575554, 0.12745252) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07361885, -0.021164313, 0.03291483, -0.0023651808, 0.10867506, -0.059129238, 0.020307926, 0.23388095, 0.01864443, 5.0188668e-05, -0.031115016, 0.026113056, 0.053476237, 0.021374516, 0.007745682, 0.18068732) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.068105265, 0.04654239, 0.054366212, 0.046648163, -0.014712608, -0.08728475, -0.07377327, -0.10256862, 0.0907138, 0.055979583, -0.023511622, -0.1202632, -0.022994742, 0.029467953, -0.0005479362, -0.03756547) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.08505834, 0.00938525, -0.058810808, -0.088856585, -0.09180542, -0.042714365, -0.027211154, -0.19100037, 0.046147816, 0.054606847, -0.014925635, -0.042089038, 0.015242426, 0.083354875, 0.0139945485, -0.09529067) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.034838993, -0.067779, 0.019118404, 0.036017545, 0.046485517, 0.044608705, 0.070443206, 0.10072941, -0.040420387, -0.06284439, 0.02916565, 0.05087923, 0.09425728, -0.008005101, 0.0504385, 0.037141543) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.008921252, -0.08538477, 0.022146035, 0.077557944, -0.010804189, 0.07016124, -0.021790538, 0.03807131, 0.057998665, 0.0049246447, -0.0070678373, -0.050137855, -0.026693638, 0.06768647, -0.044545367, -0.049194336) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.018764397, 0.012243927, 0.07004576, 0.053775206, 0.03829867, 0.044140514, 0.043141387, -0.0793715, 0.07910775, -0.03295387, -0.003991269, -0.0178852, 0.0052786316, 0.0019503211, 0.0021789467, 0.039799046) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.03042513, 0.07351083, 0.054963708, 0.037749436, -0.0058072065, 0.10559782, 0.11398138, 0.099258065, -0.02226356, 0.039224196, -0.04042163, -0.0060405685, -0.046095192, -0.05014155, 0.048033603, 0.0009503667) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.00017193946, -0.017799452, -0.06550852, -0.018298006, 0.034292143, 0.005284306, -0.0838539, 0.05411648, 0.0022133514, -0.05498127, -0.058025047, 0.034531265, -0.02646286, 0.0049115983, -0.06113505, 0.10165685) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.030522063, 0.028836124, 0.032255996, -0.008325959, 0.02264571, 0.047409266, 0.15453325, -0.00970025, -0.030810371, 0.002585828, -0.083726525, -0.09660199, 0.03273198, 0.06955148, 0.013121131, 0.10118008) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.06658003, 0.01649771, 0.0018529936, -0.08962168, 0.03323653, -0.004410881, 0.09016291, -0.076761596, -0.068186045, -0.027106918, -0.025406722, -0.070550315, -0.033943158, 0.007863331, -0.06777041, 0.023896538) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.015557388, 0.013146597, 0.048693627, 0.11109193, 0.030822553, 0.04730767, 0.04284473, -0.02119772, -0.060836833, -0.036450367, 0.0829382, -0.0029457682, 0.12330495, -0.003126959, -0.021918938, 0.07005769) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.034881778, -0.11052026, -0.005147006, 0.062039565, -0.027834788, -0.050364178, 0.036868006, -0.15456253, 0.025673283, -0.0032444703, 0.09323544, -0.042575147, -0.021729037, -0.028223272, 0.13033235, 0.014831642) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08723661, 0.08905465, 0.018381136, -0.006458301, -0.069739, 0.0320874, 0.011091516, -0.12703207, 0.060842, 0.08111388, 0.037749477, 0.023236345, -0.047066208, 0.030507643, -0.043691333, 0.03118668) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.03807934, -0.04865967, 0.019920155, 0.059075076, 0.044192195, 0.014279638, 0.02932825, -0.1940962, -0.026829576, -0.002572771, -0.1005265, -0.05613515, 0.085755676, -0.056545272, -0.03735823, -0.10258416) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.12418496, 0.020019868, 0.017953046, -0.029208219, 0.014698287, -0.05749513, 0.048885383, 0.15737984, -0.035876486, -0.042323653, 0.031207021, 0.019864652, -0.034112476, -0.026603572, -0.04378577, -0.062377583) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0051290607, -0.017384771, 0.0016366097, -0.10475058, -0.087537564, -0.007919272, -0.023316184, -0.0001621648, 0.0180734, 0.007751429, -0.18366235, 0.16231689, -0.10436554, 0.043097503, -0.011531957, -0.017831868) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.0498927, 0.05218692, -0.022681305, -0.015645377, -0.14598949, 0.11817935, -0.048905812, 0.039967697, 0.08813842, 0.06267705, 0.0697879, 0.052240945, 0.0065163644, 0.048592135, -0.17908724, -0.060655646) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0018243379, 0.0025947585, 0.009814614, -0.10676828, 0.09453457, 0.029696338, 0.14458123, 0.15852074, -0.11801052, -0.12956372, -0.12853578, 0.040379547, -0.015193296, 0.032968912, 0.026786443, 0.04908736) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.078241765, -0.013350392, 0.042566918, 0.0767091, -0.0455118, -0.07297753, -0.06380186, -0.034506846, -0.018274622, 0.09590501, -0.12607604, -0.37873814, 0.01647588, -0.1384473, -0.05393799, 0.09654224) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.05838379, -0.044477336, -0.055952173, -0.018866232, 0.20292205, -0.083229564, 0.014835593, -0.01167277, 0.032137908, 0.046264492, -0.015794264, 0.04020248, 0.11819242, -0.02981802, -0.11186192, -0.0070930133) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.09512601, 0.010587545, 0.14110008, 0.07213758, 0.038087778, -0.1515509, 0.013968052, 0.05263283, -0.10443906, 0.012997079, -0.10159136, -0.010662801, -0.1482716, 0.11994928, 0.00022833263, -0.07907922) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.04007432, -0.0346192, -0.02490417, -0.00092985766, 0.0030980299, 0.018066602, -0.14455567, -0.03700813, 0.011129622, 0.011716246, 0.18371089, -0.038566772, 0.06507061, -0.013297414, 0.13203332, 0.06886218) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.053803936, 0.014978988, -0.02270739, -0.051912803, 0.045639157, 0.037899423, -0.1459817, -0.08397178, 0.051854413, -0.04659744, 0.04263632, 0.08683153, 0.10024677, 0.02457733, -0.02438646, -0.15865819) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08589109, -0.1394415, 0.055111215, -0.036536504, 0.027107442, 0.16206259, -0.0198569, -0.2688596, 0.051260613, 0.06867203, -0.07404325, 0.13139188, 0.01743978, 0.019514129, 0.07657141, -0.053524166) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08196984, 0.034083433, 0.039933063, 0.034187105, -0.012881695, 0.010053679, 0.029288182, -0.26414397, 0.07488915, -0.06362344, 0.07141748, 0.12971117, 0.09661248, -0.10887599, 0.018911485, -0.07946649) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06148454, 0.062326565, -0.16359001, 0.019364696, -0.081690095, 0.03085994, -0.037601285, 0.08285821, 0.14259322, -0.15454839, 0.015229282, -0.17833291, -0.07808946, -0.020126877, -0.043415286, 0.15833747) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.028880436, 0.08411768, -0.22433567, -0.010715879, 0.037864115, 0.04998051, 0.03617211, -0.07036372, -0.005372421, -0.04414077, -0.047224466, 0.044577338, -0.12495246, -0.015916897, -0.0955271, 0.007864995) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0010807153, 0.012719104, 0.16710302, 0.1405584, 0.09146341, -0.00403967, -0.039430074, -0.017779345, 0.016238332, 0.052911565, 0.07756647, 0.122722276, -0.13983896, -0.063172, -0.040809985, 0.20213069) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.19201268, 0.15487988, -0.012884574, -0.16768973, 0.013003094, -0.026339417, 0.09256384, 0.03343729, -0.031111572, 0.004782513, -0.04024879, -0.1632102, 0.08728369, 0.0002995024, 0.057398874, 0.16353533) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.13083121, 0.030363366, 0.021431942, 0.4032731, 0.15053168, -0.06569765, -0.2490553, -0.055408195, -0.038456034, 0.04965363, 0.05773032, 0.1423652, 0.12844715, -0.04914895, 0.016559193, 0.058504242) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.1631078, 0.23093706, -0.03182444, 0.025724018, 0.060086288, 0.019565724, 0.1536841, 0.004579478, 0.09832495, 0.068251655, -0.023692409, -0.0045076497, -0.07173247, -0.07193232, 0.07395746, 0.05628922) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06906948, 0.025669511, 0.13647746, -0.41632786, -0.069520816, -0.011027584, 0.06329774, -0.004776293, -0.087015234, -0.040825143, 0.011575877, -0.13598055, 0.097276576, 0.055978924, 0.015107901, 0.2198481) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.23540613, 0.2821819, 0.48442444, -0.074784, 0.04111797, -0.01965276, -0.11504319, -0.043317694, 0.05264232, 0.057372928, -0.022012442, 0.047789007, 0.08072532, 0.120098144, -0.054656275, 0.18381414) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.09336368, 0.04913253, 0.023467408, 0.06904785, -0.05605766, -0.010474101, 0.02316119, -0.033795625, -0.1053315, 0.07061172, -0.044152703, -0.021998791, 0.03353562, -0.06461351, 0.019438695, 0.059416648) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.16097197, -0.021394448, 0.023789743, -0.107138745, -0.020833462, -0.08040261, -0.30237192, -0.021535706, -0.058765627, -0.049508896, -0.11361073, -0.036269322, -0.085492894, -0.018552022, 0.03488629, -0.044737786) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.008054611, -0.030155862, -0.042324197, -0.055047326, 0.12685855, 0.008053785, -0.060019594, -0.06877479, -0.024782764, -0.013649764, -0.0129432, 0.040209312, -0.052106936, 0.057914954, -0.0131666865, 0.042435385) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.04564159, 0.07540391, -0.0056589413, 0.028865052, 0.038488112, 0.10993601, -0.058215223, -0.13303073, 0.008834235, -0.016548006, 0.0016905958, 0.060742795, -0.07584547, 0.044790294, -0.09953135, 0.014456278) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.046066795, -0.12501962, 0.09320583, -0.019297047, 0.06240062, -0.048627935, -0.11256255, -0.0046780575, 0.04539123, 0.016032249, 0.027271375, -0.028358923, -0.008181982, 0.018411344, -0.058723114, 0.03837226) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.10086399, 0.13765101, -0.12256986, 0.03439202, -0.0029659234, -0.035987392, 0.040269524, 0.04060219, -0.017777983, -0.13281606, -0.0646033, 0.022574596, 0.028000975, 0.08684196, 0.04040113, 0.038214803) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.038991764, 0.055392474, -0.0066613494, 0.04243421, -0.1910127, 0.018373176, 0.09954618, -0.038060714, 0.05536985, -0.03603567, -0.031270254, 0.09394785, 0.011504363, 0.0031121976, -0.052518558, -0.0067013106) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.028291434, -0.013060494, 0.05817559, -0.0010428007, -0.025994496, 0.008046389, 0.17309935, 0.06595187, -0.10446754, 0.076147914, 0.03707188, -0.03495489, -0.046557296, -0.06644214, 0.026446134, -0.012873902) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.062031344, -0.050695978, -0.03177188, 0.12806861, -0.112793036, 0.06328925, 0.055267602, 0.027236063, 0.0053047943, -0.07393548, 0.002481771, 0.14912559, -0.07452348, 0.025753919, -0.021673284, -0.033890687) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.012970875, 0.06642164, -0.051823627, -0.027296813, 0.0015475005, -0.0070556025, 0.097733185, 0.062102888, 0.004256679, -0.04201944, 0.14691949, 9.580055e-05, -0.06878353, -0.022717414, 0.04510416, -0.08239188) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.16601802, -0.017521178, 0.059835937, -0.056342464, 0.0030827688, -0.029167177, -0.11598063, -0.0082606, 0.023394892, -0.07535003, -0.02153261, -0.1976546, -0.058474798, -0.016156284, -0.008770706, 0.14917687) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.015971458, -0.16167422, 0.18459669, -0.009121645, 0.013279248, 0.058043435, -0.10655117, -0.015104323, -0.06305929, 0.033492852, -0.1195023, 0.038299646, -0.04701565, 0.034853194, 0.10056806, 0.05399733) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0018052562, 0.013512041, -0.007324447, 0.007375104, 0.031220974, 0.0056607425, 0.0744282, 0.08252725, -0.007226017, 0.093371026, 0.075735435, 0.03571601, -0.05629827, 0.024266792, -0.0038851092, 0.14397135) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.036950335, -0.10093537, 0.07024567, 0.06399347, -0.06305875, -0.011309829, -0.047329843, 0.071133845, 0.02238184, -0.080341466, -0.008996565, -0.019532885, -0.120638244, 0.027735464, 0.084603176, -0.058121376) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.10638112, 0.012843674, 0.053863034, -0.07924631, 0.0061549344, -0.0061487798, -0.07690018, 0.120016694, 0.032430727, 0.016141133, 0.08320398, 0.012747967, 0.00011170169, 0.015583843, -0.098869756, 0.023798442) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.07382349, 0.05695051, -0.093039915, 0.13353005, -0.043553807, -0.12247099, 0.068449646, 0.062183347, 0.009568971, 0.051284086, 0.027423859, 0.018051451, 0.0625508, -0.006262034, 0.095164426, -0.023082953) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.014499406, -0.09962365, -0.046233274, -0.026987324, -0.080520466, -0.020041099, -0.043208435, -0.1140247, 0.100632735, -0.039133776, -0.017542627, -0.015013006, -0.11261838, 0.019156555, 0.056716926, 0.02794268) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.104332276, 0.00067116163, 0.011486868, -0.02324715, -0.04386467, -0.02179002, 0.039449517, -0.009794162, 0.02692965, 0.007013384, 0.010762319, 0.054397777, -0.014532465, 0.0135755995, -0.011916105, 0.09633229) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.12190228, 0.005577006, 0.078275226, 0.21963638, 0.05463154, -0.07478158, 0.07435063, -0.11177743, -0.03693591, 0.023422973, 0.007890107, 0.0437144, -0.0033894528, -0.05757877, -0.03856701, 0.16718155) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.05398985, 0.12160649, -0.004154916, 0.11020438, -0.0054434533, -0.030270593, 0.13954386, 0.16648181, -0.05924101, 0.11836018, -0.088317364, -0.24899103, 0.022105196, 0.076612175, 0.06957454, -0.09132212) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.04809194, 0.04506464, -0.05263419, 0.046268724, 0.08218097, -0.09193699, -0.05487312, -0.029752642, -0.059270844, -0.06706062, 0.0034371098, -0.24253054, -0.0026050017, -0.013805277, 0.048262678, -0.053186096) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.048656434, -0.014488852, -0.06517609, -0.08414191, -0.040279064, 0.09305432, -0.025716506, -0.029336095, 0.044734515, -0.0303104, -0.01445678, 0.09481804, 0.016243793, 0.13749605, 0.005229795, -0.08059736) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.10539772, -0.062517814, -0.027430216, 0.11036704, 0.0065636113, 0.104807526, 0.1036554, 0.20479633, -0.0009512837, 0.028802432, 0.07433156, -0.06408037, -0.056161437, 0.03480437, -0.0049670404, 0.09849436) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.026929732, -0.025046386, -0.0065072696, -0.031776782, -0.06696432, 0.087368496, -0.045297097, 0.038604088, 0.022063531, -0.035708424, 0.042398367, -0.00431404, -0.06143383, 0.11434435, 0.08455925, 0.16269188) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.015829915, 0.013622377, 0.005927855, -0.054112952, -0.042142913, 0.06872065, -0.025095064, 0.077078, 0.034651488, -0.090789594, 0.09325271, 0.0364759, -0.040298473, -0.14072451, -0.0058100056, 0.08175222) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.019015031, -0.033195302, -0.04160973, 0.00935932, -0.033673137, 0.027604073, -0.045354806, -0.05700751, -0.0441355, -0.021477083, -0.055929903, -0.09241882, 0.05054198, 0.11204668, 0.06125661, -0.02199262) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.02297847, 0.019128887, -0.024535242, 0.009913352, 0.04716015, -0.02355856, 0.014677698, 0.03826091, -0.10263012, -0.004401448, 0.07438234, -0.2861063, -0.027929597, -0.0135332765, 0.16186929, 0.10532077) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.016538488, -0.02139744, -0.07594322, -0.034372874, -0.032610696, 0.01634037, -0.0756899, 0.035484433, -0.019604707, -0.01125339, -0.012588962, -0.08680792, -0.28332454, 0.041059986, -0.12442001, 0.0143209025) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.013041002, 0.008023868, 0.031694073, 0.058765795, -0.049279045, -0.002904656, -0.2524823, -0.02578687, -0.01890075, 0.00046582083, -0.12554811, 0.039889243, -0.013595475, -0.097192094, 0.038101852, 0.075759426) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.006751577, 0.0058475942, -0.278344, 0.037722018, 0.039628185, -0.04992069, -0.16334732, 0.011836473, 0.09872208, -0.2149794, 0.09969364, 0.041867733, 0.1099937, 0.12006967, 0.00037919407, -0.05168876) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0038252096, 0.04811779, 0.056996603, 0.057850122, 0.080309756, -0.049854923, -0.035782192, 0.04738296, -0.032009993, -0.011263951, -0.014912677, -0.07425344, 0.10239724, -0.043332003, -0.04682718, 0.029684488) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.12857802, 0.098728, -0.007238617, 0.03669982, 0.028088702, -0.11264619, -0.051832594, -0.108777225, 0.06552528, 0.057554685, 0.07336488, 0.10953328, 0.10266074, 0.0034585434, 0.028738962, -0.086081594) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.017291013, -0.059617076, -0.05993366, 0.025428334, -0.053909708, -0.059065565, 0.13678956, -0.00061111554, 0.052553102, 0.16561043, 0.10288526, -0.100961536, 0.08168915, 0.06989565, -0.0076549286, -0.17282604) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.073305905, 0.09868523, 0.00866687, 0.08481651, 0.022894427, -0.07961511, 0.09266052, 0.071177326, -0.045217164, 0.06814669, 0.083561994, 0.13499917, -0.025562255, -0.025103705, 0.050037745, -0.031530663) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06461073, 0.014583216, 0.017792573, -0.07175857, -0.133311, -0.033583492, -0.019498106, -0.2349789, -0.05546708, -0.1220457, 0.10431037, 0.06830799, 0.05739753, 0.026630053, 0.018223718, -0.034501947) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.03324024, -0.035669602, -0.06857828, -0.0496221, -0.12507491, 0.03869728, -0.014420863, -0.28343892, -0.08641424, -0.03347238, 0.11473875, -0.026446642, -0.030720279, 0.003912336, -0.033452783, 0.059891287) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0004036007, 0.06545699, -0.03908309, -0.009077979, -0.055335563, -0.09674422, -0.01068964, -0.15166916, 0.14284396, -0.06313513, -0.061684247, 0.08862149, 0.07359198, 0.054906387, -0.040991988, 0.036530208) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Conv2D-4-ReLU) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_3 +//!SAVE conv2d_4 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_3_mul * texelFetch(conv2d_3_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.0015804664, -0.0038044306, -0.003628573, 0.0049998662); + result0 += M4(0.018706614, 0.16615464, -0.10133438, -0.017605592, -0.0016365208, -0.07361737, 0.08102467, -0.048724845, 0.06621774, 0.006320378, 0.046713166, -0.057468943, 0.06766072, 0.058498237, -0.00033488777, 0.007658247) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.008550876, 0.03073904, 0.0007348921, 0.07233202, -0.02629998, 0.06157343, -0.034841698, 0.0206389, 0.054593448, -0.00036415027, -0.04007654, -0.052061975, 0.007784536, 0.04268053, 0.07741499, -0.067939624) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.018630786, 0.07504131, -0.05062644, -0.028701287, 0.020525228, -0.003630721, -0.043092623, -0.009457563, -0.012248516, -0.103960566, 0.0783783, -0.20986807, 0.14586459, 0.08968545, -0.117051, -0.18037951) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.021255098, 0.13229105, -0.06420121, -0.07083409, 0.058743507, 0.03489165, 0.064032845, -0.041565023, -0.06547174, -0.013012421, 0.08656793, 0.0011133461, -0.034003235, -0.013117911, 0.19715177, -2.5379682e-06) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.05377974, -0.035550397, 0.031313285, 0.0016598942, 0.068784654, 0.036285546, -0.093238, 0.058112122, 0.046265423, -0.050403178, -0.12872772, -0.05595508, 0.036330022, 0.08010485, 0.005891014, 0.005559466) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.054361574, -0.017691871, 0.06329393, -0.011381623, -0.057599787, 0.016098121, -0.030586872, -0.046174455, 0.0034558869, 0.030984238, 0.27421623, -0.03846328, 0.12422474, 0.1380933, -0.13240746, -0.18763503) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.07062856, 0.07041863, -0.03676231, 0.0372063, -0.054723445, 0.052489527, -0.054391883, 0.011763474, 0.048613597, 0.04801516, -0.006565869, -0.06656638, 0.053104535, 0.030685853, 0.17781071, -0.010670102) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.028491594, 0.03759751, 0.030334478, -0.062390752, -0.053186987, 0.05777588, -0.067089625, 0.091050096, -0.000694065, -0.047468614, -0.03746065, 0.03500774, 0.1498348, 0.05099015, -0.13494958, 0.04879886) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.019462325, 0.011794182, -0.0058045657, 0.015473896, 0.124979116, 0.0075559006, 0.057004936, -0.020731885, 0.0128727285, -0.039582398, 0.13301392, -0.0005211295, 0.12236587, 0.07485313, -0.112934984, -0.08569721) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.03431349, -0.06350282, -0.045580875, 0.010457426, 0.008217867, 0.0602649, -0.057398647, -0.06884405, 0.06575881, 0.0058383, 0.010622837, -0.053522848, -0.103110075, -0.06420359, -0.018848946, 0.037413113) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.16086812, -0.05914897, -0.009082222, -0.013259455, 0.024198428, -0.013805816, -0.09599477, -0.018419394, -0.0011804067, 0.021051995, -0.037006814, -0.05561041, -0.065699115, 0.0037821964, 0.10164613, -0.03932507) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.15297274, -0.0049770074, -0.08063661, -0.13374497, 0.0369586, 0.0432137, 0.030419704, -0.054192472, 0.029406067, -0.010044444, -0.061616052, -0.0733939, -0.07634798, -0.0909756, 0.02788719, -0.014020617) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.042105537, 0.038336914, -0.319104, -0.021905232, -0.043342367, 0.05930288, -0.12859093, -0.13378994, 0.014666672, 0.0056491387, 0.06355828, 0.025594749, 0.0850515, -0.043785453, 0.015689036, -0.07727216) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.16799249, 0.0042400337, 0.002521733, -0.031103378, -0.050677173, 0.109450184, -0.01905515, -0.2143998, -0.062471364, 0.027835982, -0.106194265, -0.08695333, 0.06807246, 0.05039297, 0.09703668, -0.037425786) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.060882285, -0.07977987, 0.032461792, 0.0020529446, 0.029985175, -0.12091039, 0.06527382, -0.2447519, 0.08002997, -0.040043708, -0.019211078, -0.14518331, 0.066529185, -0.050670013, -0.08181706, -0.03279608) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.003281866, 0.041367915, -0.19808301, 0.105184935, 0.0053498773, -0.037028126, 0.020933133, -0.2748288, -0.030346015, 0.02540532, 0.0436486, 0.07518481, -0.01811427, -0.09522291, -0.17276257, -0.21784599) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.04904132, -0.007972099, 0.057898555, 0.05203425, 0.076259635, -0.054375622, -0.07022325, -0.177137, 0.008473632, -0.1709254, 0.057873175, 0.0053210338, 0.056092404, -0.016926067, -0.06794677, -0.2865892) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.111966565, -0.05042494, 0.022084251, 0.06365792, 0.07804721, 0.080854885, 0.09255858, -0.27579957, 0.04858999, 0.021432186, -0.04945703, -0.025816083, 0.07537213, -0.010306645, 0.030546973, -0.06519352) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.09767125, 0.033153802, -0.05957727, 0.010870081, -0.035111222, -0.07824629, 0.050994594, -0.010834929, 0.02084979, 0.049779754, 0.08902109, 0.039056998, 0.047547963, -0.06709675, -0.036082104, -0.0017112462) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.014810313, 0.01657996, -0.21423657, -0.033652883, -0.041725364, 0.039845653, -0.04717774, 0.13555083, -0.027639804, -0.048186366, 0.05492472, 0.074689895, -0.093381554, -0.16746365, -0.093820274, 0.049040154) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.016235631, 0.04039087, -0.015865093, 0.03488632, -0.0095884055, -0.10066184, -0.0325296, 0.13481852, 0.017472068, -0.1397992, -0.005303525, -0.08390402, -0.005576867, 0.120187625, 0.055897206, -0.040443238) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.19222814, -0.055253725, -0.09768335, -0.045021586, -0.019479424, -0.071549125, -0.0026058704, 0.055574384, 0.042589467, -0.05363184, 0.091115914, 0.061255287, -0.002423155, 0.05997343, -0.2733199, 0.014474957) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.11104647, -0.15873536, -0.094012015, 0.049662087, 0.10401917, 0.11317227, -0.041964002, -0.018432554, 0.010944653, 0.08633746, -0.14326158, 0.0013549542, -0.09240255, -0.021033201, -0.06358006, 0.04492234) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.038764287, 0.024117606, 0.030034702, 0.06619984, -0.106124334, -0.097190216, 0.074782565, -0.04947688, -0.15609471, -0.068144225, 0.078085706, -0.01822477, 0.04521416, -0.12264499, 0.17748064, -0.052423585) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.025108917, -0.06518244, -0.05341441, 0.043738976, -0.026410516, -0.042192783, -0.1706324, -0.021371748, 0.05082983, -0.019333962, 0.093327776, 0.022390585, -0.087712474, -0.03365428, -0.101358615, 0.032270487) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.06976486, -0.031713825, -0.10967085, 0.022449624, -0.042843614, 0.04197736, 0.063569866, 0.07488625, -0.025034077, -0.008617257, 0.13854389, -0.07063585, -0.04997987, 0.082154825, -0.024728412, 0.113326415) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.019680806, -0.013997739, 0.049881615, 0.056859866, -0.1136083, -0.047843084, 0.013091265, 0.0020920075, 0.015598382, 0.0069943853, -0.17995559, 0.040303726, -0.02850408, -0.0045849644, 0.21343595, 0.043854695) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.1147225, -0.06045445, -0.013250287, -0.060391854, 0.023465388, 0.109159864, -0.18252243, -0.014533833, -0.0063084075, -0.051704913, 0.07392728, -0.022996787, 0.047523025, -0.026261602, 0.061425406, -0.048074864) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.030761221, -0.052301597, -0.0025084864, -0.008193687, -0.06715492, -0.05154212, 0.15635814, 0.071387425, 0.014004439, 0.0010462857, 0.05778743, 0.011557239, 0.07695908, -0.064795576, -0.047770817, 0.05259577) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.015963225, -0.083381854, 0.08912475, -0.013290094, -0.012768811, 0.042207126, -0.034879114, 0.10055751, -0.028177494, -0.198301, 0.1179056, 0.035278335, 0.03899826, 0.06403849, 0.010401718, 0.07227389) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.060929913, -0.0137457745, 0.0130044045, -0.048356548, 0.025486855, 0.17048772, -0.023742804, -0.08094858, -0.032699894, 0.010287465, -0.17216593, 0.06229366, -0.053031005, 0.059585527, 0.12925366, 0.038857684) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.020698728, 0.11740675, -0.0613403, -0.0814588, -0.032282386, 0.06365391, 0.13592468, 0.10139359, -0.16257925, -0.04797721, 0.22083487, 0.109866686, -0.02365958, 0.029943828, -0.1512407, 0.08434846) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.04383355, -0.09445361, 0.052858345, 0.032607436, 0.03612367, -0.06972076, -0.02454976, -0.019125998, 0.03071501, -0.04006583, -0.04057625, 0.0056392383, 0.014383232, -0.08453436, 0.052229047, -0.042576794) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0671222, -0.028295191, -0.14950272, -0.03138896, 0.029396582, 0.0023157916, -0.02022847, -0.019711075, 0.036433194, 0.04929518, 0.10970725, 0.032099653, 0.060950432, 0.036022503, 0.087477796, -0.044098314) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.071471766, -0.094870724, 0.028918972, 0.05731616, 0.13739824, 0.1547528, 0.056736063, 0.061816696, -0.031254187, 0.058529917, 0.17615087, -0.12860174, 0.061434586, -0.084237255, -0.09143404, -0.11121704) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.07994786, -0.18051727, 0.030859381, 0.0107953185, 9.3113435e-05, -0.022159606, -0.049645163, -0.02986814, 0.22832908, -0.043429576, -0.31544653, 0.042653833, -0.0870649, 0.078093484, -0.07615455, 0.018825369) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.022805315, -0.12695132, -0.06749027, -0.043987945, -0.06001443, -0.16000848, -0.1496332, 0.027508365, -0.068887584, 0.013230031, 0.09660183, -0.019787041, -0.044237558, -0.044283032, 0.0442183, -0.051186237) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.09275842, -0.004802516, 0.10686375, 0.025380403, -0.109600894, -0.14710417, 0.0029475, 0.04737855, 0.011770558, -0.097143814, 0.05563817, 0.0652745, 0.10224557, 0.09364036, -0.1321374, 0.023591392) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.0036059343, -0.046500497, -0.038338408, 0.05860707, 0.010447195, -0.009504354, 0.049770236, 0.050106872, 0.067891225, 0.09590973, -0.02107088, 0.0381016, -0.046945337, -0.07935132, -0.01582848, -0.12992474) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06718964, -0.1270488, -0.11101901, -0.11639129, -0.027517658, -0.09217291, -0.41113213, -0.0070141237, 0.14649422, 0.07080694, -0.06706843, -0.0844863, -0.22744808, -0.027010445, 0.09881518, 0.06542304) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.03519974, -0.041227486, 0.004090405, 0.010040108, -0.12932245, -0.10672012, 0.016868005, 0.108630136, -0.017671783, -0.042135827, 0.066751815, 0.111438096, 0.029664762, 0.004840486, -0.11095081, 0.034418743) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.042148273, -0.00031746752, -0.08885343, 0.07206456, -0.0357501, -0.0043528355, 0.027055958, -0.027298044, 0.019335978, -0.052719697, 0.016006848, 0.007566219, 0.06628788, 0.011045804, 0.08947792, 0.042388618) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06762781, -0.0062833424, -0.055829264, 0.045787193, -0.020832958, -0.093480736, -0.062021796, 0.051753286, -0.05065059, -0.015302333, -0.18155584, -0.035277814, -0.0645375, -0.053698413, 0.10225124, -0.04876655) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.040966954, 0.049427476, 0.069262125, -0.07890081, -0.0955194, -0.05663177, 0.0695869, 0.108245246, -0.1171343, -0.02086799, -0.0025334703, 0.0076881424, -0.022264076, -0.032288007, -0.09923547, 0.09759789) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06770411, 0.041288607, 0.04110012, 0.0016651824, -0.018736895, -0.02405188, 0.105290994, -0.08417468, 0.0034806656, -0.05226793, 0.12670006, -0.052758206, 0.011962998, 0.08606856, 0.1265972, 0.030602075) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.015416804, 0.065943286, 0.0145178195, -0.0554211, -0.021731056, -0.05070943, -0.024964035, 0.036552835, -0.07576484, -0.0058238986, 0.19253702, -0.06484195, 0.021156179, 0.019920222, -0.10575495, -0.012931202) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.059154052, 0.07415665, -0.01898686, -0.17245582, 0.044845905, 0.025927877, -0.023964886, 0.0729636, 0.1286964, 0.15014492, -0.02891633, -0.09148428, 0.05480264, -0.037624136, 0.008219043, 0.10425349) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.049366154, 0.16506375, -0.034369953, -0.06672774, -0.047206927, 0.066692494, -0.009832372, 0.08448645, -0.15358709, 0.02081897, 0.027249707, 0.118566036, -0.014455933, -0.0005079403, -0.0536767, 0.0437288) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.013823828, 0.065340206, -0.016067626, -0.00937373, -0.012133142, 0.0003323078, 0.15206604, 0.01661443, -0.1209103, -0.031999268, 0.21175052, -0.041742653, -0.049927276, 0.015475797, 0.03152177, 0.06108948) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.012176819, 0.099177405, 0.007974098, -0.1557612, -0.0130201755, 0.015358788, -0.0335845, 0.023236588, 0.13805458, 0.04629405, -0.057350457, 0.10101297, 0.11372909, 0.05435978, -0.0749311, -0.09469021) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.022428676, 0.17385055, -0.01628781, -0.09268437, 0.044886503, 0.099497154, -0.07609648, -0.061913833, -0.037771013, 0.21506666, 0.004847572, 0.21147002, -0.011121165, 0.07373857, -0.034470536, 0.093210645) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.024994006, 0.050533053, 0.05986884, -0.0040020775, 0.00571005, -0.051764775, -0.041507203, -0.09433331, -0.06478752, -0.0076593724, 0.06256134, -0.01396287, -0.040680222, -0.1099815, 0.022841012, -0.08447082) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.015325295, 0.06131063, -0.08130751, -0.46391585, 0.0569385, 0.09448367, -0.024889715, 0.08806553, -0.05710256, -0.013388763, -0.071115665, -0.091755375, 0.017100437, 0.03830025, -0.123110324, -0.06852787) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08499787, 0.05041153, -0.0141712455, -0.22111756, 0.021573093, -0.037946258, -0.029436227, -0.072256036, -0.020896088, 0.054716546, 0.032097127, -0.07736367, -0.0645287, 0.06127089, 0.057020955, -0.06762995) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.023521751, -0.043009292, 0.121617176, -0.09493799, -0.019555585, 0.08355108, -0.09493425, -0.12630379, -0.049446285, 0.06456461, 0.25245002, 0.058496132, 0.00629362, 0.053448897, 0.0025417425, -0.028992668) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07287031, 0.12305148, 0.034898695, -0.06842664, -0.061226964, -0.0772007, 0.059925087, -0.0795371, -0.058265172, 0.060084697, -0.13745011, -0.0137089705, 0.047957838, 0.15136488, -0.048221994, -0.09193939) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.044064227, -0.14743613, -0.04209506, -0.027353402, -0.03290639, 0.08566451, -0.02045466, 0.0615677, -0.033643164, 0.014779297, -0.0023379528, -0.12114879, -0.012494092, 0.0010660065, -0.038599007, -0.14909881) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.04724417, -0.13072921, 0.1273986, -0.04312372, -0.011857862, 0.03111467, -0.06983107, 0.037953325, 0.1488008, -0.028867189, -0.10121992, 0.034068033, -0.027374003, 0.06629789, 0.043592073, 0.057870906) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06150766, 0.27647898, -0.053189624, 0.14126022, 0.009253536, -0.08986206, 0.0254056, -0.036002006, -0.021398794, -0.04943254, 0.17804554, -0.05171411, 0.02291524, -0.085789636, -0.084769525, 0.000861088) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.010402258, -0.053476937, -0.0022894111, -0.003965239, 0.078008786, 0.09794152, -0.046315107, 0.037210356, -0.054727986, -0.006001755, -0.082219616, -0.29897043, -0.0009430335, 0.040889986, -0.015617444, 0.040487852) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.03970394, -0.0118559245, 0.027917495, -0.02588839, 0.10111305, 0.043517426, -0.11016402, 0.027023932, -0.03471382, 0.030764164, 0.042674348, 0.05605701, -0.00030619287, 0.0020819514, -0.13580267, 0.1472039) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.00075921864, -0.019684741, 0.16831025, -0.036113758, -0.13009849, -0.16302465, 0.039524697, 0.056833975, -0.15612656, -0.018677788, 0.06970964, 0.10054492, -0.03814764, -0.16684555, -0.11262127, 0.11370861) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.032260783, -0.12351121, -0.076271325, -0.11666758, 0.097372815, -0.06801551, 0.09509246, -0.05171701, 0.03821005, -0.038828857, -0.17247067, 0.07809735, -0.018067539, -0.04239243, -0.048227187, 0.039598484) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.009589554, 0.006678052, 0.12022079, 0.08203776, -0.0132305315, -0.020544302, -0.12776804, -0.08679573, 0.035502557, 0.060390204, -0.15655544, -0.021236168, -0.0060780975, -0.03767171, -0.18487298, 0.03382637) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.067710124, 0.045046322, -0.0061837947, -0.038791012, -0.008010818, 0.042590015, -0.19402218, 0.00040344146, 0.0747313, -0.012027904, -0.043841384, 0.0012560155, -0.07675372, -0.036804102, 0.015903624, -0.026983371) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06790478, 0.0025601496, -0.028687304, -0.04788593, -0.09713656, -0.038052164, 0.06540302, 0.045702543, -0.062242404, 0.03657734, -0.113344945, 0.012567357, -0.10775977, -0.14935744, 0.06675478, 0.04527501) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.05539224, -0.12987116, -0.029112933, 0.049083408, 0.0741401, 0.05473034, -0.22229046, -0.06797762, 0.13545576, -0.059149012, -0.058110476, 0.010420501, -0.0044311397, 0.028531734, -0.26114765, -0.1159827) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07605979, 0.019671984, -0.029698908, 0.118396536, -0.04623072, 0.0038611956, -0.0021273948, 0.042941548, -0.050356176, -0.19826847, -0.14611807, 0.06370393, -0.15534377, -0.052327644, -0.117162056, -0.046091054) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06005896, 0.036566623, 0.012600479, -0.020896858, -0.0073263515, -0.083799474, 0.051343, 0.085098594, -0.0701527, 0.005854804, 0.034951873, 0.09915491, -0.08836578, -0.16720548, 0.07753428, 0.0146302115) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0013678884, 0.0031123827, 0.04023751, 0.071022965, 0.02913987, 0.012066025, -0.07154453, 0.066969365, -0.071068235, -0.07037177, 0.11163354, -0.103932366, 0.12161176, 0.041581612, -0.10263719, -0.024771914) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.02390924, -0.011547705, 0.043132447, -0.00901074, 0.02698658, 0.07888966, 0.011487444, -0.036536206, -0.05685629, 0.0899115, -0.10218136, -0.027837854, -0.23823105, -0.16937168, -0.039461046, 0.043466095) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.027008604, -0.058229115, 0.108301885, 0.07198761, -0.08366371, -0.09404848, 0.0031145825, -0.045827273, -0.15457062, -0.078766845, 0.029128216, -0.07032586, -0.15143469, -0.058264464, 0.05912696, 0.024884354) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, max(result0, V4(0.0))); + V4 result1 = V4(-0.0061072186, -0.00016473095, -0.00831442, -0.0020987126); + result1 += M4(-0.05555133, 0.009907645, 0.030017102, 0.06831108, 0.064930975, 0.043748785, -0.011230135, -0.065347925, 0.03623647, -0.0030964252, 0.07454275, -0.0670945, 0.0017236363, 0.025684329, -0.02215928, 0.030542945) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.037094403, 0.0008288886, 0.00775596, 0.049308065, -0.002233144, 0.09067249, -0.05631102, 0.016352633, -0.019671358, 0.013993207, -0.07509311, 0.08813484, 0.02796886, 0.027267799, 0.030823963, -0.054175876) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.007149485, -0.07485261, 0.042280268, 0.047893487, 0.0130603565, -0.034279503, 0.026893716, -0.13640317, -0.11271277, -0.024857098, -0.010636121, 0.079576865, 0.05657646, 0.031606376, -0.07748084, -0.016961066) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.025592798, -0.0057069818, -0.039899882, 0.027072513, 0.027012484, 0.043985557, 0.014814323, 0.10807523, -0.03541695, 0.025331788, -0.014283494, -0.018904699, -0.02313893, -0.03316723, -0.01269451, 0.052643124) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.011090765, 0.06669238, -0.042841136, 0.010860423, -0.039455645, -0.05008564, 0.017887715, -0.011097118, -0.018009692, -0.0012655018, 0.22464526, -0.040904928, -0.02711021, 0.019240128, -0.113098525, 0.04649011) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.013374506, -0.054546136, -0.05002517, -0.032660794, 0.02285827, -0.005932452, 0.03559239, -0.0475589, -0.023903117, 0.028755004, 0.07360127, 0.04082158, 0.0902288, -0.047700945, -0.010745158, 0.04439131) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.08291466, -0.017797131, 0.029672395, -0.030541591, 0.057164613, 0.018366752, -0.0045255315, -0.0473372, 0.016328495, -0.0966861, -0.03922164, 0.020874124, 0.06871549, 0.020788543, -0.051894713, -0.018990006) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.03325583, -0.0012222934, 0.0043927543, -0.039175525, -0.04893639, 0.046210367, -0.033123273, 0.007086549, -0.03630781, -0.18427545, -0.082319945, 0.09141659, -0.04188956, 0.013740385, 0.0009128156, 0.038292244) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.0133779105, -0.06620531, -0.10096198, -0.089076445, -0.015375542, -0.019311491, -0.04908821, -0.007184585, -0.063907914, -0.03474316, 0.06845465, -0.004818449, 0.06597907, -0.044106115, -0.07296027, -0.24906346) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.09413585, 0.06644448, 0.05145224, -0.087330684, -0.039611235, 0.013601862, -0.058429085, 0.04551375, 0.084282495, -0.032329604, -0.047285285, -0.06571276, -0.018843751, -0.06280049, -0.0998927, -0.035719752) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.027268313, -0.028332405, 0.21097468, -0.056393784, -0.06292559, 0.059429575, 0.058163952, 0.07808999, -0.11244603, -0.09529307, 0.063220866, 0.020263972, 0.021567961, -0.01723078, -0.16958131, 0.042552494) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.12478643, 0.04576773, 0.08089422, -0.03490763, -0.14591636, -0.05310021, -0.06600819, 0.020733517, 0.060740247, 0.02228012, 0.059140656, 0.013993736, 0.06082484, 0.03105568, -0.10989536, 0.08261493) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.0504586, 0.06508409, -0.049398873, -0.16662608, -0.12616713, -0.044688534, 0.03846227, -0.022300463, -0.03327362, -0.15346925, 0.17793424, 0.036588836, -0.019084204, 0.06543384, 0.085067295, 0.05110127) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.01786635, 0.12225962, -0.03375853, -0.22218688, 0.010858249, -0.033530798, -0.02049806, 0.08087927, 0.060930867, -0.06764787, 0.13100487, -0.073109254, 0.076791964, -0.00012586846, 0.026481742, 0.0062136976) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.1084866, 0.03762549, -0.09548972, -0.16640791, 0.03548651, -0.068881385, 0.023986844, 0.043238334, 0.019986533, -0.0017191919, 0.023733707, 0.041847404, -0.040570498, 0.038551062, 0.021904211, -0.016889142) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.0673545, -0.08435283, -0.023848081, -0.021350304, -0.07334422, -0.06278782, 0.013349973, -0.008666989, -0.033721317, -0.09444867, -0.057689294, 0.046325743, 0.0069185006, -0.0077961944, -0.05742224, 0.011132635) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.1188402, -0.03211058, 0.048204735, -0.09478723, -0.010398949, 0.044921976, 0.06594539, 0.05331555, 0.01996924, -0.077503495, 0.04379474, 0.016944509, 0.015829273, 0.0148369735, 0.04311943, -0.0695754) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.08061918, 0.025427856, 0.0036758187, -0.24266987, -0.0044095633, -0.059119944, 0.02889521, 0.053272076, -0.06583681, -0.034134936, 0.023660813, -0.012887086, 0.046629276, 0.02253306, 0.089339525, -0.0072067026) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.08627747, -0.0139554525, 0.06765061, -0.18625164, 0.03689903, 0.03735088, -0.025248291, -0.10713696, 0.06814156, 0.09136926, 0.046506178, -0.095904164, -0.008338034, 0.03780045, -0.08385991, 0.035627935) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.016342828, 0.015108024, -0.014508158, -0.13703516, -0.041924275, 0.084583044, -0.014051839, 0.0044254228, -0.007791246, 0.025674943, 0.0228861, -0.1261029, -0.026794566, -0.08544016, -0.051855624, 0.0015968281) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.028327653, -0.06624925, -0.03714457, 0.046090834, 0.027620753, 0.052507635, 0.03213358, -0.09255217, 0.07488177, 0.01741449, -0.025269322, -0.027500547, -0.0648053, 0.010207977, -0.012219648, 0.022031177) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0033227606, -0.05663005, -0.04574952, -0.020807594, -0.036590092, 0.10508, 0.08536013, -0.14793053, 0.06301495, 0.057319973, 0.0392869, -0.0036850458, -0.021589058, 0.004451186, -0.038794346, -0.06644024) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.021570139, -0.002328515, 0.17560172, -0.10132863, -0.044285562, -0.16159439, 0.06307587, -0.1978661, -0.11880537, -0.00129896, -0.0508321, -0.03386858, 0.029877556, 0.1008922, -0.21476917, 0.031608585) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.08444895, -0.020932944, 0.09197004, -0.040623073, -0.056008935, 0.011273491, 0.0053994074, -0.19535914, 0.019299438, -0.012063091, -0.04706441, -0.056548283, -0.04922507, 0.043493163, -0.27584463, 0.0059334263) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.011051556, -0.11535073, 0.15798391, 0.005070084, 0.03583533, -0.070065595, -0.071961805, 0.045943722, 0.039262764, -0.09596367, -0.02011127, -0.11938158, 0.013030516, 0.022491124, 0.010147978, 0.049552597) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.02903141, -0.06797391, -0.10499285, 0.026030395, -0.062160347, -0.018225702, -0.036702015, 0.009951715, -0.03506354, 0.032366946, -0.043200698, -0.010277249, -0.120190054, -0.013806078, -0.046692178, 0.1406622) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.006244261, -0.015698565, -0.008052686, 0.02607586, -0.0150536625, 0.076057374, 0.008160759, 0.0457343, 0.036242943, -0.021668058, 0.012621753, 0.01286513, 0.019122, 0.121596456, -0.002450053, -0.015888197) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.011238558, 0.0017032031, -0.05536977, -0.0955467, -0.082178436, 0.015276623, 0.1605585, -0.01151235, 0.08126428, -0.0057992344, 0.095712215, -0.077067606, 0.035119392, 0.011609007, 0.09267578, -0.090852074) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.07015741, 0.013536124, -0.07434335, -0.106196515, 0.039071333, 0.030651754, -0.025471596, 0.04807092, -0.046125304, -0.005336383, 0.0024000423, -0.09727577, 0.029159792, -0.047070067, 0.05118242, 0.16037795) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.035200372, 0.013126213, -0.023675837, 0.06987328, 0.0028089534, 0.0011208224, 0.09784349, 0.06984075, 0.10327891, 0.016681701, 0.05790606, -0.028778855, -0.028820444, -0.07107981, 0.015330806, -0.07963746) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.017108364, -0.05585155, -0.031199947, 0.11534784, -0.0016899522, -0.03958112, -0.10693858, 0.056035727, 0.037524205, 0.0018771747, -0.0034373407, 0.018256366, -0.018820412, -0.10527664, -0.0425959, -0.0031975792) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.0068094893, -0.07368841, -0.07336601, -0.05106255, 0.119756326, 0.09267543, -0.18641104, -0.014572168, 0.055543065, -0.028005479, -0.0203162, 0.10471316, -0.04657727, 0.047923844, -0.17196353, -0.0071904142) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.011437279, 0.05802119, 0.06930897, 0.013184653, -0.030186335, -0.008259032, -0.112418704, 0.047279183, 0.052058123, 0.06591099, 0.16176772, 0.14426062, -0.03343393, -0.0624436, -0.021434642, 0.06874435) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.00072183134, 0.017626574, 0.08440605, -0.04520955, -0.027798716, 0.021879902, 0.12897266, -0.024260756, 0.04358405, 0.008837475, -0.027432002, -0.059347138, 0.027155425, -0.013462658, 0.07979891, 0.037821583) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.018819613, -0.03129012, 0.044792652, -0.027199417, 0.0010351132, 0.0052289567, 0.07979193, -0.103131816, 0.012816141, 0.10633513, -0.2478997, -0.02396936, 0.016666649, 0.06393786, -0.0060065854, 0.045593284) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.047775693, 0.10023525, 0.058871344, 0.030437427, -0.043634757, -0.03715778, 0.11454104, -0.0814172, -0.07307213, -0.070162386, -0.12071021, -0.28296897, -0.030172769, 0.019608147, 0.03814432, 0.028654147) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.027953887, -0.04257743, 0.1268331, 0.030893805, -0.030173805, -0.026779486, -0.04265322, 0.011727084, 0.047442507, 0.077255644, -0.09563305, 0.12633984, 0.08903872, -0.008407183, -0.06384755, -0.07369501) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.05813343, -0.04391682, 0.080176875, 0.0043620192, 0.032691583, 0.08965384, 0.07076838, -0.16312739, -0.0011124265, 0.06469311, 0.09219247, 0.0070274295, 0.014803089, 0.008920285, 0.0045533385, -0.0527906) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.043116055, 0.027927972, -0.06584836, 0.015935037, -0.005248417, 0.060533494, 0.08806245, -0.062337756, -0.011353424, 0.042351365, 0.007185217, 0.10756737, 0.04988853, -0.010079458, 0.07128236, -0.10375051) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.0013383926, 0.08932383, 0.0417931, 0.06565833, -0.066205315, -0.006596173, -0.1208233, -0.07111459, -0.09118281, 0.03642881, -0.08260205, -0.033975422, 0.03877246, -0.03110848, -0.05632086, -0.036988188) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.09982438, -0.047307603, -0.016758181, -0.100163735, -0.018426085, 0.06900546, -0.29462343, -0.07083321, -0.004624839, 0.03469858, -0.1767586, -0.030222552, -0.062296383, -0.03917537, 0.18547758, 0.118615836) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.022409143, -0.012265641, -0.039356958, 0.0155480215, -0.04026739, 0.083194785, 0.05245501, -0.0148359705, 0.030250976, 0.02656142, -0.0723656, 0.026216717, -0.04194125, -0.021187745, -0.040035635, -0.18176708) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.036372144, 0.08902657, 0.032046717, -0.05453333, -0.014221338, -0.019401848, -0.09114826, 0.0418566, 0.019037355, 0.09815341, 0.017588736, 0.011043524, 0.057046466, 0.063022085, 0.06320325, 0.02023955) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.050286658, -0.03259273, -0.025832443, -0.033904582, -0.011880629, 0.04409094, -0.2327753, 0.10298493, -0.0146542685, 0.044804364, 0.15322438, 0.041663993, -0.0041781445, -0.019536553, 0.035680756, 0.029406851) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.06421422, -0.011869183, -0.076941505, 0.018241543, 0.04655919, 0.08476051, -0.03723423, 0.27165037, -0.023605948, 0.007386334, 0.011624948, 0.10100716, -0.04425242, 0.019167423, 0.031097379, 0.06683003) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.049175013, -0.06679547, 0.009842068, -0.038205106, -0.032395486, 0.024768777, 0.09659816, -0.008628422, 0.006174216, -0.0569991, -0.028231023, 0.004303191, -0.06719057, -0.025744364, 0.10732447, -0.097373076) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.04135847, -0.038735565, -0.02248978, -0.03575148, 0.026917875, -0.039798137, -0.03877918, -0.033256702, -0.061393887, -0.014626109, -0.17212515, -0.02882923, 0.03329844, 0.0005753283, -0.06924724, 0.0516359) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.045267574, -0.07765106, 0.021617008, -0.08917944, 0.0425584, 0.011819779, 0.083759554, -0.020602554, 0.018629188, 0.0619638, -0.14236535, -0.09088492, -0.031021947, 0.004137095, 0.07039997, -0.06669237) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.10412178, -0.06821978, -0.009376344, -0.10724991, 0.040979564, 0.03991723, -0.05481046, -0.03662498, 0.06621457, -0.02566576, 0.16577493, 0.012722938, 0.015161039, 0.00769656, -0.030703532, -0.011005145) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.06132132, -0.040666096, 0.03614608, 0.043366693, 0.011246473, -0.029649729, 0.09704192, -0.005357341, -0.042611357, -0.0040473454, 0.13435718, 0.017770797, 0.010299275, 0.059667412, -0.3228306, -0.072058514) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.032430697, -0.015933631, 0.03804605, 0.0015630823, 0.05146647, 0.007760148, 0.05184452, -0.035486367, 0.16287257, 0.020889807, -0.016808605, -0.0027578864, -0.00983689, 0.017967414, -0.1497657, -0.023578689) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.047741544, -0.0674839, -0.011459704, 0.0027790328, 0.024662247, 0.013124674, -0.07872517, -0.014549725, -0.0020592648, 0.028392863, -0.04811534, 0.119053215, 0.058230408, 0.0758903, -0.002053968, -0.07950751) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.039618712, -0.026345039, -0.07730614, -0.011386788, -0.042055756, 0.0581805, -0.033499237, -0.014847153, -0.09238047, 0.05647376, -0.2639677, 0.03909353, -0.04899338, 0.048105955, 0.00821775, 0.02301182) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.011532182, -0.07956592, 0.02614665, 0.027822217, 0.034414176, 0.0044247727, 0.04680813, 0.103875354, 0.049063306, 0.02453779, -0.08866842, 0.036089815, -0.0590266, -0.054534677, -0.07177492, -0.014548463) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.008328182, 0.051831983, -0.11147683, 0.16845107, -0.035666723, 0.02115152, 0.06340138, -0.055948313, 0.08956453, 0.03383547, 0.022037974, 0.005859562, 0.018056756, 0.034560904, -0.015019886, 0.045243543) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.119384766, -0.044576436, -0.123205185, 0.056620676, 0.03059588, 0.008447929, -0.069402926, 0.05003846, -0.03168592, 0.039400954, 0.052116334, -0.014829764, -0.03739895, 0.0011307594, 0.023558866, -0.0010353045) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.020604985, 0.03829853, -0.07178288, 0.038766228, -0.010577759, 0.05239421, -0.029033707, 0.007398321, 0.070302494, -0.027272051, -0.04513423, -0.08755365, -0.030427584, 0.05512685, -0.10133613, -0.01354409) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.045655087, -0.010780689, 0.18530732, 0.030947683, -0.04458518, 0.020174827, -0.044197503, -0.074608214, 0.031570293, -0.009409739, -0.094079226, 0.02308208, -0.039779846, -0.06312654, -0.1229876, -0.059108067) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.033577, -0.104027264, 0.14230324, 0.04181207, 0.08429016, -0.002420776, 0.044587683, 0.06724051, -0.01710488, -0.121109195, 0.19245991, 0.020002374, 0.06272429, 0.054695357, 0.039389253, -0.04215225) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.103099056, -0.076679096, 0.044631336, -0.0017178098, 0.027193913, -0.056498855, -0.08171553, -0.0045826174, -0.033700623, 0.051741444, 0.043901842, 0.05975472, 0.047614824, 0.018316356, 0.050674688, -0.17392935) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.050746307, -0.06927893, -0.07388271, -0.14207588, 0.031679474, 0.088145636, 0.13731, -0.0646985, 0.006077401, 0.013773408, 0.031894207, 0.07830646, -0.037711978, -0.058057, -0.04439461, -0.03736185) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.026818063, -0.07921293, -0.04411991, -0.055056427, 0.04720832, 0.008428782, 0.067506224, -0.0005139902, 0.04699322, 0.1440894, 0.14249481, 0.01014312, -0.009135011, -0.0073810313, -0.08339491, -0.015164385) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.05629829, -0.07031563, 0.12171439, 0.038373217, 0.02823365, -0.0230753, 0.10722627, 0.021266991, 0.044287764, 0.057805005, 0.051360413, -0.013467288, -0.089045346, 0.053073376, -0.103241675, -0.043693025) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.028871885, 0.069700636, -0.024258882, -0.02752711, 0.00019105503, -0.015016382, 0.092230625, -0.035966754, -0.0911522, -0.066530384, 0.042826068, 0.019506814, -0.0031559125, -0.026756383, -0.06951716, 0.0120411385) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.007964552, 0.06423418, -0.12547295, -0.12769473, 0.095203556, -0.03509058, 0.04168362, -0.04878981, 0.072239704, -0.08613984, 0.19031352, 0.013566257, 0.03237939, 0.002960456, -0.00543912, -0.090702906) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.029906364, 0.02312954, -0.039068405, -0.16190009, -0.09224569, -0.031059807, 0.06936328, -0.11263341, 0.013503711, 0.037817467, 0.011086927, -0.06384579, -0.05616779, 0.005781088, 0.052223373, -0.17636453) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0074241087, 0.036873545, 0.111926146, -0.033447262, -0.08061299, 0.04715982, 0.0057490836, -0.12234012, -0.019855713, -0.052541237, 0.027803965, -0.022309737, -0.018564835, -0.040394727, -0.082092635, 0.05010123) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.06789611, -0.04384773, 0.03025476, -0.1414503, -0.06307834, 0.07117125, 0.0019074578, 0.056261003, 0.045844253, 0.12343522, -0.080539405, 0.031254523, -0.04873932, -0.026298422, -0.046114504, 0.10815782) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.015875384, 0.009898091, -0.0092575485, 0.0018433528, 0.033258416, 0.053746384, -0.1040333, 0.040147837, -0.18597893, 0.0095051285, -0.09706317, 0.11498624, -0.13649859, 0.024711078, -0.09361495, -0.095815495) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.0045639714, -0.06725901, -0.10461258, 0.016652897, 0.0071862973, -0.042781986, 0.041690163, 0.0017894265, -0.017133756, 0.043727748, -0.008021358, -0.03354333, 0.04841632, -0.061214298, -0.055060443, 0.0757587) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.02565285, 0.015384623, -0.08513364, 0.012970113, -0.008472655, -0.02128074, 0.018568132, 0.053567577, -0.006417896, -0.08540258, 0.019828836, -0.0133347735, 0.0046054414, 0.07779871, -0.076674975, 0.023468275) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.012075245, 0.023621721, -0.02740885, 0.101528905, -0.018284526, 0.0020834703, 0.002139, 0.11068604, 0.09154123, -0.014122623, 0.020609705, -0.08527345, -0.0049329046, 0.0658914, -0.054329924, 0.10539874) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, max(result1, V4(0.0))); + V4 result2 = V4(-0.0037414776, -0.008942531, -0.0019100541, 0.0044174613); + result2 += M4(0.004484741, -0.036167882, 0.009847092, -0.059477314, -0.022828026, 0.030624412, 0.01048997, -0.01292663, 0.028656546, 0.030830521, 0.00242591, 0.057176635, 0.09097583, 0.041024026, 0.026813053, -0.016347919) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.032842763, 0.04552943, -0.04368343, -0.07074871, -0.038557295, 0.03868456, -0.0015166008, 0.060066693, 0.027881479, -0.0025662724, -0.011144619, 0.028063614, 0.006946134, 0.048274852, -0.013009583, -0.012165507) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.036498155, -0.13183525, 0.021419115, -0.01784249, 0.07434229, 0.03601352, -0.015408686, -0.055577304, -0.0048858454, 0.0035838033, 0.12113434, -0.023081005, 0.03269293, -0.08395392, -0.022953006, 0.0009862087) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.033841606, -0.06765055, 0.033711474, -0.014560319, -0.119537376, 0.01824985, -0.012731271, -0.042087957, 0.07293949, 0.024198337, 0.0628577, -0.034802165, 0.11070003, 0.06494943, -0.0010466138, 0.05882893) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.028576285, 0.057043213, 0.08596521, -0.06432868, -0.076701835, -0.0402682, 0.006439564, -0.021807622, -0.04212013, 0.0881013, -0.10644234, 0.13514292, 0.06936173, 0.08546055, 0.054745518, 0.05199153) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.034520708, 0.074494414, -0.02584861, -0.09239, -0.018922983, -0.1165058, 0.0043572555, 0.02536176, 0.016209872, -0.08826549, 0.06420475, 0.10934232, -0.009979831, 0.08219814, -0.024342576, 0.12715061) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.02894293, -0.0010711614, 0.016368678, 0.003707369, -0.072975494, -0.070197195, -0.010618335, 0.05662138, -0.082513645, 0.02252169, 0.004864933, 0.04351783, 0.0731072, 0.033954754, 0.07968599, 0.000199645) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.03218991, -0.2123559, 0.05235623, -0.03925436, 0.074835144, -0.057651293, 0.008876883, -0.036585804, -0.025672048, 0.058425043, 0.03650923, 0.060423113, 0.018797008, -0.027644409, -6.483469e-05, 0.027819235) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.015199536, 0.056643598, 0.001992232, -0.025052974, 0.056276117, -0.040917616, -0.008335047, -0.011062116, 0.002939601, 0.04067819, 0.0024955678, 0.123486444, -0.042659055, 0.022091271, 0.050526906, -0.06748235) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0016714755, 0.052304633, -0.04289812, 0.0049488535, -0.112180464, -0.029048778, 0.01698139, 0.008288524, 0.08404076, -0.05043747, -0.03176555, 0.05927947, 0.0034910853, -0.057448074, 0.014577508, -0.14276062) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.079174004, 0.10550688, -0.023277357, 0.0044404455, 0.06283814, -0.036640268, 0.027231714, -0.013710024, -0.047359023, -0.067529246, 0.041360572, 0.12454084, 0.03502521, 0.048834167, -0.03595462, -0.06001178) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.046270914, 0.17629123, -0.020664372, 0.0009171014, 0.023216214, -0.025131289, -0.014699031, 0.041209262, 0.010299059, 0.07659915, 0.0053361366, -0.08090268, -0.03487455, -0.06447407, 0.019916475, -0.05139665) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.18963557, 0.018066667, 0.0037690355, -0.094158195, 0.07189466, 0.03463454, 0.018669048, -0.01489584, 0.009428244, 0.02217091, -0.03917222, -0.0043844585, -0.003852937, -0.08082797, 0.035934392, -0.019763049) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.19222623, -0.11573391, -0.00954242, -0.09974071, 0.14179039, 0.032932617, -0.012414112, -0.03413563, -0.037066013, 0.04547361, -0.022495942, 0.117219925, 0.08693785, -0.128567, 0.018197402, -0.072188064) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0302838, 0.02201547, -0.020979539, 0.070871174, 0.000803711, 0.15209037, -0.045451466, -0.03853471, -0.018709822, 0.044736236, -0.04773733, 0.0675615, -0.022110213, 0.040851872, 0.018720722, -0.046364304) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.025737463, -0.09645422, 0.014555157, 0.062278222, -0.009631733, 0.039096806, 0.06882698, -0.068697564, 0.075384796, -0.030795548, 0.023757009, -0.019109732, -0.0048626475, -0.027294433, 0.01872056, -0.015900496) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.03255791, 0.042342886, -0.03860541, 0.021001657, 0.06618486, 0.047649916, 0.0017571396, -0.08110615, 0.024451219, -0.044206332, -0.040251408, -0.043098386, -0.07215681, 0.058516275, 0.0357355, 0.025246073) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.06271995, 0.01623303, 0.023689391, 0.0058845296, -0.03049818, 0.13931814, -0.023251915, -0.054805983, -0.04447121, 0.032653775, 0.010675448, -0.008244632, 0.013203213, 0.051615898, -0.027822684, 0.019252237) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.02279438, -0.07268177, -0.019068193, -0.049678765, 0.075838216, 0.04380972, -0.021117913, 0.007608896, 0.0729225, -0.03832354, 0.019641409, -0.0004013867, 0.012310561, -0.10409058, -0.0052667847, -0.012463305) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.032599896, -0.19013958, -0.036051095, -0.069090754, -0.014464639, 0.08741735, 0.08980748, -0.053734206, 0.14219321, 0.07205151, -0.015212013, 0.01308841, 0.10159755, 0.14754519, 0.0759467, -0.0022076622) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.015183392, -0.019413197, -0.08061843, -0.055378877, 0.03517532, 0.03493723, -0.0041842293, -0.047289748, 0.034225304, 0.008645886, 0.0138798375, -0.012323154, -0.055272274, 0.010287884, -0.08888677, -0.03341555) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0073814285, 0.044571556, 0.11510163, -0.044049285, 0.011895431, 0.023595039, -0.0034164938, 0.002914333, -0.06152991, 0.034690894, -0.027510472, -0.018556302, -0.027804676, -0.015384894, 0.009195277, 0.052859504) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.031161552, 0.121566676, -0.026566379, 0.14496773, 0.0002781167, -0.12654969, -0.04102138, 0.03056938, -0.0040391465, 0.07899596, -0.011941705, -0.072069205, 0.03806569, 0.034638777, 0.012359684, 0.06464847) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.023707038, -0.058274675, -0.06117994, 0.0015577787, 0.046504762, -0.0071702595, 0.027817093, -0.0557876, 0.037505012, 0.115174785, -0.02636698, -0.025237035, 0.088198274, 0.18727212, -0.070214085, 0.13277467) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.04852515, 0.008096365, 0.007826868, -0.06690943, -0.073614985, -0.02468604, -0.036902737, 0.008502666, 0.023988308, 0.08561955, 0.013576877, -0.044677217, -0.07057747, 0.008662925, -0.027297666, 0.042377483) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.02383377, -0.06202214, -0.03024978, -0.11365149, -0.08957434, 0.10653521, -0.03180664, 0.06237826, -0.005892756, 0.1389679, 0.032081045, -0.027324943, 0.12647702, -0.14972335, -0.0420342, 0.050479382) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0037033584, 0.045729123, -0.075341724, 0.0068379883, 0.043247633, -0.06529374, 0.017649096, -0.033074904, -0.010150768, 0.005204385, 0.032893784, 0.036967505, -0.072555736, -0.012871556, -0.0522799, 0.03842975) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.027105195, -0.032222554, -0.026831, 0.02923393, -0.029216107, -0.0037107235, -0.019523747, 0.02210568, 0.020226372, 0.05754165, 0.032513686, 0.009836957, -0.07257721, 0.10391568, 0.036012806, 0.009795254) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.055486567, -0.009358439, -0.01999337, 0.050999276, -0.026654515, 0.05842005, 0.022936806, -0.051715348, 0.014095765, 0.019962624, -0.030064087, -0.054716893, -0.067147374, 0.12894963, 0.0037548312, 0.04657668) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.01232213, -0.05799942, -0.0120411925, -0.01833432, -0.008159317, 0.045978494, -0.014769394, -0.07422537, -0.00337026, 0.003008319, -0.011865849, -0.010488088, 0.024712889, 0.0802811, -0.0019794814, 0.058025353) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.087808274, 0.01418742, 0.059627924, -0.031143134, 0.031970795, 0.036422517, 0.03775366, 0.025819229, 0.13353048, -0.129827, 0.031624317, -0.009665338, -0.06473427, -0.07867496, 0.010448545, 0.05844478) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.007995994, -0.09616334, -0.040358637, 0.0054106694, 0.08524035, -0.049305636, 0.059913687, -0.027656613, 0.053555973, 0.05866609, -0.00944467, -0.13279673, -0.035522956, -0.0457365, -0.017792063, -0.022009106) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.009248711, 0.0042367782, 0.04455084, 0.040442258, 0.0075453194, 0.000120458215, 0.0036354885, 0.02057366, -0.015057789, -0.015506626, 0.04730468, 0.0019385514, -0.05972524, -0.10252041, 0.03845719, -0.06364403) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.033652473, -0.06449806, -0.010923389, -0.026250826, -0.08507141, 0.13282676, -0.014394807, 0.017225284, 0.084587984, -0.122046106, -0.032119058, -0.060038235, -0.0018683143, -0.07254033, 0.017310293, 0.012778487) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.01201036, -0.0063133975, 0.027450182, 0.050325926, 0.03002365, 0.09763526, 0.0003020771, -0.093888715, -0.049456198, -0.27377495, -0.09282327, -0.12183506, -0.05223528, -0.012042137, -0.08813836, -0.12004615) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.009727773, 0.015039009, 0.005461786, 0.061484378, -0.009704712, -0.12453867, -0.00040642038, -0.028421802, -0.13540377, -0.026216934, -0.035739407, 0.043513335, 0.08184309, -0.14319685, -0.005132202, 0.02198434) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.076363795, 0.024169741, 0.0094955675, 0.0011816344, 0.013387227, 0.030012207, -0.05960348, -0.0028376058, -0.0037267932, -0.030797994, -0.022117455, -0.017128535, -0.025943179, 0.04581467, -0.011210822, -0.07779623) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.07590376, 0.059095632, 0.04444, -0.023389608, 0.035489604, 0.012645479, -0.045803826, 0.0020893938, -0.049711972, 0.11678938, 0.053841874, 0.019126633, 0.0018987989, -0.049943272, -0.10205871, 0.09446612) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.034488093, 0.022127781, -0.038257167, -0.0016258662, -0.025868554, 0.13992761, -0.00805064, 5.3428234e-05, 0.011111297, -0.06370033, -0.006411743, -0.04274466, -0.06563204, 0.04919838, -0.024868073, -0.040872164) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.032771155, 0.0015759591, -0.0030849744, -0.012725834, -0.02217657, 0.047175426, -0.079023436, 0.01764564, 0.029903637, -0.14278595, -0.009068842, 0.013546647, -0.027475571, 0.005120303, 0.040971138, -0.095307544) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.04993979, -0.07024095, 0.04829985, -0.0011044157, 0.06536509, -0.12649176, 0.024462858, -0.045888428, -0.003683891, -0.049648248, -0.047201272, -0.0053760875, -0.00063791533, 0.14354683, -0.14334391, -0.014860198) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.027730802, 0.11151266, 0.024491882, -0.013060895, 0.011936389, 0.071648166, 0.013284897, 0.07083711, -0.014486363, -0.027968885, 0.010843406, 0.06379314, 0.027077392, -0.15599473, -0.02339202, -0.099914715) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.03430988, -0.21906753, -0.009957661, 0.011003699, -0.04554353, -0.11369048, -0.05694345, 0.06565865, 0.031044511, 0.21506727, -0.03975228, 0.05442051, 0.099332094, -0.0332486, -0.022595586, -0.12769935) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.049341593, -0.181199, -0.04247891, -0.00019062837, 0.064972065, -0.04863504, 0.026854198, -0.029225197, -0.007990051, -0.046903923, 0.033289183, -0.051704627, -0.06226592, 0.10515548, -0.050392132, 0.024441509) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.07817566, -0.2198432, -0.061264284, 0.03139592, -0.015163001, -0.04457997, -0.047015034, -0.026262995, 0.02254005, 0.011151397, 0.0053651906, 0.0039397352, -0.019977367, 0.09473548, 0.031665258, -0.1339141) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.023206025, -0.055530522, 0.039677106, -0.0051001795, 0.02249507, -0.016056648, -0.014207494, -0.07358727, 0.0222681, -0.016842261, 0.046640374, -0.011197654, -0.057304136, 0.08487998, 0.00035841396, 0.0015534164) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.018046655, -0.045851093, 0.02736232, 0.024511611, -0.059031095, -0.068605185, 0.0069470857, -0.033531927, -0.048072007, -0.094616696, -0.008739754, 0.13584466, 0.08634941, 0.12502688, 0.013288132, -0.10224378) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.010014871, -0.1686737, 0.06831921, 0.03978413, -0.013882219, -0.038093045, 0.012337267, -0.022631325, 0.048861288, -0.14151034, -0.00027513862, -0.1152278, -0.005020832, 0.13272195, -0.02890495, 0.010042245) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.00088300783, 0.07736834, 0.031808972, 0.05057029, 0.114518955, 0.08571633, 0.002603915, 0.029067269, 0.009007135, 0.0011954125, 0.076764815, 0.043900806, 0.03146791, 0.014388417, 0.03348972, 0.053163517) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06289875, 0.10260305, -0.011337184, 0.011027719, 0.0016120179, 0.07765526, 0.040681895, 0.028566001, -0.05427478, -0.026886843, -0.050910737, 0.12070923, 0.027646672, 0.13911365, 0.03108526, -0.08299342) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.042489085, -0.02389963, 0.0012992327, 0.098465756, -0.052608512, 0.01751369, -0.003308613, 0.050999314, -0.036964677, -0.15943737, 0.087471664, -0.026885193, -0.043999862, 0.064475164, 0.032843843, -0.045582417) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.04281166, -0.031778604, -0.010940234, 0.0027126877, 0.028420156, -0.015083602, -0.034123864, -0.04146718, 0.05921886, -0.17638826, 0.043674245, -0.05492087, -0.047423486, -0.021355212, -0.011513477, -0.037949577) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.019802295, -0.11508867, -3.0562056e-05, -0.0079229865, 0.015836006, 0.03333626, 0.0049949638, -0.0144241825, 0.0031437937, 0.10472002, -0.08705694, -0.023822926, -0.06485579, 0.115366794, -0.030815262, -0.043671586) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.02491481, -0.0050808075, 0.044846397, 0.046877153, 0.036627136, 0.022979068, -0.0054921354, -0.032982364, 0.03864485, 0.10103102, 0.04725598, -0.0073007997, 0.011043774, 0.020650849, -0.0074444604, -0.015143542) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.00015334344, -0.06341982, 0.0077692727, -0.06435981, -0.007851315, -0.067197986, -0.047324087, 0.045290552, -0.13635762, -0.020214327, -0.08551798, -0.027994914, 0.032990746, 0.050145596, 0.04543882, -0.014311337) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.02194202, -0.16767402, 0.057291348, 0.031145852, 0.033331603, -0.02106617, 0.059719115, 0.03152421, 0.05971258, -0.07512611, 0.019083958, -0.028290158, -0.087561935, 0.16897878, 0.0065288297, 0.0046411026) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.0064448616, -0.12012039, 0.042021286, -0.05935612, -0.005303248, 0.04184568, 0.019484708, -0.04256954, -0.006832843, -0.17282668, -0.0033720925, 0.033652596, -0.016570207, -0.095789075, 0.028120616, -0.014109161) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.076295085, -0.045081645, -0.10022983, 0.05412095, -0.05795162, -0.018788222, 0.0027172978, -0.034074, 0.0070080366, 0.1508008, -0.021334415, 0.095339164, -0.055814575, -0.11852318, -0.027295202, -0.04893812) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.045446735, -0.049178302, -0.0024264632, 0.08887493, 0.047741674, -0.15489377, 0.01190234, -0.11386965, 0.043861922, 0.14602362, -0.027998077, 0.17574212, -0.01896789, 0.02103667, -0.029990053, 0.03381011) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.042838547, 0.014826047, -0.006804846, 0.05445213, 0.0107418625, -0.05821169, -0.017666949, -0.050038327, 0.10313449, 0.12907052, 0.022494342, 0.011309294, 0.05756236, 0.01433468, -0.052788403, 0.06234472) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0380195, -0.015779527, 0.017603507, 0.13228545, 0.030294582, 0.09838603, -0.00077082217, 0.006437178, 0.04940073, -0.024270294, 0.0055310405, -0.044922136, -0.026298776, -0.0628143, 0.025017174, 0.04899281) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.01588886, 0.03049298, -0.014881936, 0.04855316, -0.0191581, 0.082220644, -0.012960018, 0.03552634, 0.01629252, -0.006197504, 0.006898984, -0.016259264, -0.10591255, -0.109938234, -0.022118917, 0.011825624) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.013914975, 0.016422966, 0.027080556, -0.0070590177, -0.0691145, 0.059994683, -0.0003364626, 0.032505754, 0.010260604, 0.0019261317, -0.009494075, 0.07708256, -0.025587134, 0.050320756, 0.021542698, -0.026822142) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.029876744, -0.05806836, 0.00088052626, 0.039481692, -0.12404909, 0.010675261, -0.01167464, 0.12826025, 0.05867169, -0.020320188, -0.048464205, 0.03458894, -0.042191256, -0.07279444, -0.018892283, -0.02739167) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.0128031485, -0.046513055, 0.014145994, -0.009947879, 0.016454494, 0.071941845, 0.008654156, 0.034830067, 0.0054473095, 0.0032422016, 0.036956787, -0.001888994, 0.0012679839, -0.0760909, -0.0118856, -0.010141708) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.021196596, 0.045268465, 0.017169392, -0.0009993269, -0.0367554, 0.23827688, 0.035209633, 0.037473958, -0.04899315, -0.19329771, 0.0047976673, 0.03320723, -0.029574716, 0.07818495, 0.0023692984, 0.00043571182) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.06692635, 0.046716772, 0.008505748, -0.0068143904, 0.016994674, 0.0045370287, 0.006059657, -0.019910606, 0.20609732, -0.003402507, 0.05196346, -0.015792415, -0.1674484, -0.06848623, -0.020702995, -0.016600532) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.02556035, 0.054174438, -0.037325047, -0.065946445, 0.032206178, -0.008804066, -0.027529102, -0.045771245, 0.022886643, 0.09878504, 0.0051666065, -0.10570877, 0.019335523, -0.06323618, -0.06787963, 0.07384056) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.02486968, -0.02515189, 0.024701517, -0.028800473, -0.042821687, 0.01538738, 0.022151878, -0.03904415, 0.072394066, 0.112245575, -0.030723084, 0.015512469, 0.030357458, 0.0073830225, 0.036763836, -0.035775535) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.0072410847, -0.034791116, -0.01023419, 0.08337094, 0.025608944, 0.11159764, 0.0089993365, -0.023451157, 0.11975627, 0.048038963, -0.06388296, 0.035810836, -0.028915206, -0.06917563, 0.0068483516, 0.038790498) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.095374, 0.07109355, 0.0016297232, -0.014569022, 0.0032654605, -0.06579484, 0.044728626, -0.032137487, -0.079704516, -0.09362815, 0.05408694, 0.11570054, 0.003487744, -0.3167224, -0.020792764, -0.043787394) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.005876692, -0.048514985, -0.0100105265, 0.08018275, -0.03380905, -0.09808053, -0.039084584, 0.028302813, 0.012511768, -0.045290712, 0.015695011, -0.019206556, 0.042897183, -0.14270857, 0.05404672, 0.039722323) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, max(result2, V4(0.0))); + V4 result3 = V4(-0.005183828, 9.48733e-05, 0.0036475817, -0.007278215); + result3 += M4(0.020084474, 0.06758243, -0.03163163, -0.015041143, 0.06822232, -0.04848858, -0.04129351, -0.045100506, -0.039240524, 0.052516963, -0.061416056, -0.07929778, 0.14122812, -0.024540713, -0.002548528, -0.038768183) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.16094725, -0.0017164103, 0.034322836, 0.091051824, 0.046149883, 0.043405842, 0.031773653, 0.075929835, -0.26720932, -0.12901238, 0.09676169, -0.027014602, 0.09377516, -0.102975786, -0.025952902, 0.043833952) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.11873157, -0.05366836, 0.005809096, -0.07089157, -0.005418724, -0.063462086, -0.011726954, 0.009559474, -0.088419326, 0.04822798, -0.01304656, -0.031353764, 0.09209975, 0.076913536, 0.0032916546, 0.097415045) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0026841988, 0.017445477, 0.011122808, -0.08312353, 0.01905077, -0.046288166, -0.05753952, -0.04826398, -0.023975704, 0.068933964, -0.10714086, 0.066289626, 0.17359567, 0.036257207, -0.04542655, -0.103699975) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.31524998, -0.012154288, -0.030318275, -0.011442315, 0.111295335, 0.014898294, -0.1124792, 0.092015296, -0.004324064, -0.008793627, -0.03769413, -0.023064213, 0.047377303, -0.12498418, -0.057557322, 0.12475154) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.23874, 0.0249557, -0.066145115, 0.017380409, 0.059564423, -0.0076036146, -0.040494777, -0.12159404, 0.008738101, 0.056858916, 0.069194295, 0.036531333, 0.13975592, 0.12356534, 0.058181904, 0.0903529) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.03268226, 0.035256535, -0.038870174, 0.015922057, 0.06780476, -0.013164643, 0.06383094, -0.0232432, 0.0801628, 0.022433853, 0.03222594, 0.027797991, -0.016772788, 0.07206531, -0.019493481, 0.010356457) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.21125679, 0.074805856, -0.084294066, -0.02514227, 0.106017366, 0.08639548, 0.015640467, -0.031479973, 0.122208096, -0.022332968, -0.054364584, -0.019867871, 0.093458034, 0.0071755713, -0.12753798, 0.08270919) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.057050522, -0.025940249, -0.09415107, -0.025350407, -0.05812817, 0.035093572, -0.028013727, 0.028546399, -0.08039199, -0.0150702875, -0.009311095, 0.0065879747, 0.3047706, 0.05574404, -0.033010818, -0.007265517) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.030652447, -0.041227262, 0.035115935, 0.031650025, -0.080373235, 0.059490025, -0.03920817, -0.06956479, -0.14964712, 0.06561436, -0.14088322, 0.06069411, 0.021561049, -0.0068443236, -0.055435922, 0.052801922) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.08930892, -0.09218568, -0.030797647, 0.14157633, -0.023988534, 0.07369453, -0.13258064, -0.059660915, -0.01627556, 0.088762656, -0.04034127, 0.010952057, -0.1045898, 0.021010138, -0.00049335667, 0.0064072153) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.10516539, -0.06400941, 0.17550892, -0.22169666, -0.08434004, -0.08285036, -0.052289184, -0.06591055, 0.037690066, 0.00083151687, -0.08122602, 0.03628359, -0.12501796, -0.08612325, 0.118431434, 0.045161806) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.01984631, -0.095183335, 0.06725137, -0.12781043, -0.027476525, 0.058118265, -0.16233177, -0.11222702, -0.07968252, -0.06445811, 0.04900128, -0.05555353, -0.17969036, -0.02172841, 0.11800591, -0.06279502) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0490286, 0.018457355, 0.11178663, 0.054934822, -0.046609968, 0.09344987, -0.1087852, 0.009706434, -0.009962842, 0.0006343639, -0.01795261, -0.0039077057, -0.037311073, 0.023092752, 0.048514724, 0.028217867) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.049261466, -0.16242193, 0.118966885, -0.04849398, -0.27263862, -0.013452888, 0.010806433, -0.080282986, 0.010567469, -0.010667685, 0.022810549, -0.07131424, 0.12308475, 0.14801408, 0.056054402, -0.022952506) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.071949534, -0.020015609, 0.04479269, -0.043958414, -0.0074409656, 0.09662093, -0.18149659, -0.04736349, -0.10015563, 0.06464597, -0.062216144, 0.07623865, -0.10409154, -0.009720332, -0.018261196, -0.038592853) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.06697311, 0.00713229, 0.0369223, 0.044009376, 0.09440097, 0.06326054, -0.017163811, 0.04567967, -0.15973982, 0.01616487, -0.055740166, 0.014525839, 0.07148315, -0.01712614, 0.12618785, -0.07828111) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.07186514, -0.17031842, 0.04104493, -0.024935475, 0.026281364, 0.12318267, -0.046379983, -0.0009125941, -0.0921953, 0.007627284, -0.007272264, -0.030789835, 0.10124397, -0.001004542, 0.057039894, 0.04633968) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.12392101, -0.028702796, 0.056750957, 0.007129588, 0.029564587, 0.00092405186, -0.039454203, 0.0057106735, 0.15944967, 0.0038486163, 0.03525685, 0.043431155, 0.03659633, -0.026173823, 0.20540638, 0.043027148) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.030884977, 0.08644413, -0.006750194, -0.055511348, -0.043957673, 0.008614438, 0.09056483, -0.01068272, -0.009052156, -0.038130112, -0.028486893, 0.11612213, -0.015602673, -0.05362466, -0.02594949, -0.08500749) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.080815874, 0.0026207983, -0.0066927373, 0.009048285, 0.06103288, 0.014697041, -0.057359442, 0.012553881, 0.061601933, -0.06904595, -0.0027673668, 0.053590555, -0.09300046, 0.03732454, 0.08645817, -0.057929344) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.11480543, 0.008807467, -0.13809875, -0.11486113, -0.017740458, 0.025068108, -0.01540493, -0.08816731, 0.0004072931, -0.00090111303, 0.053571865, 0.058363173, 0.052318886, -0.018555425, -0.08363434, -0.046586525) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.010532966, -0.014319378, -0.16157311, -0.10695006, -0.011086462, -0.062049236, 0.064187236, 0.10528164, 0.02255839, -0.11748393, 0.04988784, -0.029166158, -0.14557056, 0.031609435, -0.023633072, -0.00612674) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08116143, -0.00892868, -0.0032722983, -0.075384825, 0.05423199, 0.04941447, -0.057388604, -0.008382921, 0.06986472, -0.027727604, -0.108038634, -0.05643016, -0.2490234, -0.052433535, 0.19662307, 0.04139329) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.0040986817, -0.056307986, 0.10085726, -0.08170585, 0.02368324, -0.054406643, -0.07967195, -0.18498209, 0.013213182, -0.012953786, -0.019395493, 0.06634888, 0.030442573, -0.0060277428, 0.11078548, -0.048440408) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.14001697, 0.09525112, -0.058488477, 0.0108522205, 0.049057387, -0.0017265353, 0.046733636, -0.061131, 0.033210788, -0.095999084, 0.017875016, 0.06153714, -0.10104328, -0.06734948, -0.13138089, -0.0711384) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.003986691, 0.033322044, -0.009040505, -0.05749956, -0.082490265, -0.04965712, -0.03275798, 0.061537873, -0.10737846, -0.038975406, 0.014959829, -0.03510323, 0.09161383, -0.040849395, -0.14151348, -0.048245214) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.10248654, -0.118185736, -0.017426714, 0.07858311, 0.067377746, 0.0044417116, 0.12923846, -0.03164329, -0.02265044, -0.011377758, 0.027411573, 0.0020943284, 0.03919726, -0.018601276, -0.0064453073, -0.0025711535) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.07893498, -0.13368934, 0.08775006, -0.038655058, 0.10449137, 0.0053819455, -0.033867374, 0.085984394, -0.070471026, 0.0049262047, -0.011948881, -0.08433344, 0.011943344, -0.009540346, 0.030737208, -0.048308797) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.079259396, -0.15785138, 0.014628006, 0.015464384, -0.002886263, -0.022427486, 0.0017008022, -0.030219732, 0.10098018, -0.095941834, 0.026249511, 0.1198372, 0.02303758, 0.015658986, 0.049430996, -0.08048024) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.04786982, -0.046797544, -0.0942441, -0.12997016, 0.013038792, 0.04825454, 0.1024186, 0.096311554, -0.013183089, -0.02633694, 0.11219724, -0.032854296, -0.022819113, 0.06497123, -0.00055029214, 0.033228632) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.10928695, 0.10596979, -0.06845, 0.024489723, -0.13669446, 0.12103362, 0.05328958, 0.025558246, 0.19972636, 0.008543489, -0.05463502, 0.046664193, -0.12663436, 0.09406971, -0.08760867, -0.005901504) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.05028972, -0.017115591, 0.04266699, -0.06515177, -0.04762028, 0.0031366397, -0.0041678385, 0.035679277, 0.013424573, -0.022166906, -0.014535474, 0.065817714, 0.028838124, -0.026406787, -0.07288617, -0.07143175) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.057133753, -0.09802989, 0.028036745, 0.084401906, 0.027545452, -0.08629153, -0.0020149522, 0.03489328, -0.03010585, 0.006194952, 0.03818026, 0.14170107, 0.02132061, 0.07885793, -0.009912383, 0.01978781) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0046634856, -0.014551274, 0.05275205, -0.07182041, -0.020745542, 0.0572748, 0.027613593, -0.036645923, 0.028924294, 0.02441303, -0.020646377, 0.15367362, -0.047688983, 0.025618281, -0.024550324, 0.021311596) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.14826067, -0.09505668, 0.03618859, -0.10629534, 0.011267332, -0.041326527, -0.014121005, -0.04342942, 0.33868036, 0.13870789, 0.085968114, -0.030337846, -0.05222308, 0.030231798, -0.041573644, -0.056025058) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.10095144, 0.022108816, -0.09065052, 0.0249978, -0.06387984, -0.07155669, 0.09489915, -0.2866436, -0.112463154, -0.010514248, 0.0562328, 0.025498142, 0.040049702, 0.01347543, -0.16509897, 0.04868755) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.06751335, 0.04288561, 0.0253029, 0.015099063, -0.18023911, -0.11444089, 0.06786661, 0.0031829143, -0.036808398, 0.07630061, 0.04394285, 0.043022998, -0.06843075, 0.04361282, -0.037314072, -0.1019303) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.05816609, -0.024462463, 0.051480245, 0.06054156, -0.09656424, 0.01360741, 0.14613502, 0.0064378437, -0.0462218, 0.1011631, 0.020779507, 0.05272554, -0.05755989, 0.022410732, -0.039838053, -0.07195673) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.13972802, -0.03407443, 0.0051996172, -0.04519688, -0.02649703, -0.09987713, 0.11394459, -0.17392594, -0.13719091, -0.010274014, 0.11446284, 0.017232668, -0.03157133, 0.00022486794, -0.31069458, 0.07730876) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.07988087, -0.034715787, 0.0041619306, -0.023999168, -0.23126392, -0.21191575, 0.1364215, 0.06270414, 0.17039965, 0.049361255, 0.005830689, 0.04183137, -0.04642504, -0.063618846, -0.039327797, -0.11279039) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.12523028, 0.04395949, -0.005660064, -0.019171482, -0.17428866, -0.22599177, 0.059077267, -0.015947852, 0.15185781, -0.08648282, 0.16455238, -0.07151107, -0.13092844, 0.032658502, -0.015240357, 0.051895984) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.13100336, 0.025543071, -0.025536044, -0.014872929, -0.120649405, -0.06459796, -0.016611774, -0.104085535, 0.06808806, -0.049584474, 0.1111196, -0.077503316, -0.062009703, -0.011816306, -0.15544173, 0.08275689) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.033608884, 0.01093746, -0.0011567475, 0.09868517, -0.28505898, -0.07686699, 0.01224774, -0.047466893, 0.21479225, 0.09538759, -0.098568104, -0.039737485, -0.16530702, -0.014578932, -0.14710942, 0.03382815) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.18589973, 0.03238936, 0.06293755, -6.132251e-05, -0.068885945, -0.0957068, 0.09681253, 0.095082276, -0.1045635, -0.0046055703, 0.063556455, -0.017115215, -0.11644404, 0.15521795, -0.040276155, 0.0067145214) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.089477226, 0.041485947, -0.052893024, 0.0059125014, -0.07709741, -0.027194189, -0.09878587, -0.01041845, 0.013770305, -0.00035222294, -0.16414066, 0.109207004, 0.114149526, -0.04332065, 0.11553335, -0.1730082) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.06790765, 0.05513871, -0.073529676, 0.0008932728, 0.11783822, -0.058309026, 0.08236733, 0.07745315, -0.27161568, -0.024228217, -0.014976191, -0.048417438, 0.04203336, 0.008425722, -0.11407828, -0.035043053) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.046074018, 0.090087794, -0.10545376, -0.007532693, -0.063857354, -0.04601892, -0.029427024, -0.019684914, -0.02097071, 0.08153211, -0.082361735, 0.14718749, 0.16112818, -0.07681767, 0.07493402, 0.0184271) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.08837693, -0.03492575, -0.051987365, -0.021402972, 0.020862836, 0.01111783, 0.020775694, 0.11593844, -0.052732352, 0.04904756, -0.17036922, 0.112585925, 0.02779948, -0.02092282, 0.060145102, -0.0071206936) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.009439925, 0.074638836, 0.06352808, -0.0068478193, -0.012943947, 0.04816368, 0.09534203, 0.09837981, -0.08043032, -0.06913725, 0.065274596, -0.16750292, -0.08063335, -0.09685005, 0.0732891, 0.046424814) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.03414456, 0.08582196, -0.051627245, 0.04675149, 0.20466717, 0.07656572, 0.03870937, 0.059567165, 0.10086333, 0.06759657, -0.06162768, 0.062105365, -0.10025363, -0.06374794, -0.011847725, 0.037458792) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0014463136, 0.017270228, -0.003573663, -0.059258096, -0.0069451197, -0.0064556664, -0.013621158, 0.0857323, -0.05341207, -0.021667462, -0.052255377, 0.022381704, -0.016029809, 0.028361376, -0.07257729, 0.04572499) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.060359288, -0.02521851, -0.044230416, -0.013784432, -0.012955875, 0.04845978, -0.12927972, -0.0026913867, 0.04898193, -0.055847988, -0.059975572, -0.0799122, -0.045404017, -0.052855577, 0.0075776516, -0.0044517936) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.014571299, 0.05061913, -0.06802436, -0.009473339, 0.100785054, 0.042150386, -0.01737423, 0.022976184, -0.038261678, -0.013939488, 0.027157892, 0.08355286, 0.014176197, 0.04602298, 0.029318534, -0.062147405) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.08307759, -0.035401773, -0.043641284, -0.009733289, -0.023719862, 0.02864354, 0.021840239, -0.020161562, 0.06960545, -0.07909465, -0.041270763, 0.18588275, 0.06366184, 0.023273315, -0.054810163, 0.033156253) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.15627423, 0.043016795, -0.0043683485, 0.016720347, 0.08716863, 0.068618394, 0.026082026, 0.048609324, -0.035841186, 0.032707233, -0.05734429, 0.03034774, -0.13240151, -0.046376627, 0.021521084, -0.05973573) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.03494598, -0.04379115, -0.050984625, 0.017040519, -0.023467507, -0.031774886, 0.034910593, -0.035450757, -0.03250825, 0.020725995, 0.0089192875, 0.017668031, -0.017368263, 0.05458809, 0.035369188, 0.09315064) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.012197696, -0.0283941, -0.004512029, -0.09775735, -0.113321975, -0.08381794, -0.012647783, 0.015469986, -0.036393482, 0.010264622, -0.035412032, -0.15591341, -0.027572112, 0.0022569678, -0.03591516, 0.12776536) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.14657767, 0.095886655, 0.033976518, 0.079411894, -0.018682385, -0.0030161112, -0.008624077, 0.05342656, 0.2121635, 0.039290585, 0.10801529, 0.09281205, 0.019266393, 0.03347954, 0.030166022, -0.068461984) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.1289012, 0.02397908, -0.068362586, -0.028724734, -0.115874544, -0.076847754, 0.008676056, 0.056860212, -0.16657504, -0.1232954, -0.020478375, 0.076948896, 0.15075937, -0.0054797013, -0.062116157, -0.020123553) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.03361338, 0.037584726, -0.05475, -0.0576554, 0.09213365, -0.022272917, 0.13604924, 0.054309983, -0.09899845, -0.11179813, 0.11995443, 0.100360386, -0.019315522, -0.007829679, 0.12326376, -0.030702949) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.03802383, 0.017047383, -0.14152396, 0.1374168, 0.08986044, 0.02747468, 0.042257883, 0.006810941, -0.16667539, 0.0760231, 0.11706706, -0.019236134, -0.08488313, -0.07618208, 0.16397971, -0.088732466) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.04174263, 0.062297504, -0.059832115, -0.0611675, 0.033123463, 0.0018345978, 0.05789251, -0.031038418, -0.07351269, -0.038628675, 0.10075484, 0.040017083, -0.072609015, -0.11337553, 0.04951029, -0.010765259) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.060175303, 0.0042907884, 0.019541442, 0.1028895, -0.031255495, -0.009447475, 0.0561293, 0.02896197, 0.028881058, 0.0848369, 0.088985205, -0.040638298, -0.026604626, -0.014390675, 0.14610387, 0.031683747) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0782837, 0.09496289, 0.018421661, 0.012415842, 0.056266494, 0.020928157, -0.018875128, -0.09697541, 0.1137432, 0.02731636, 0.1113835, 0.03614264, 0.006591243, -0.0017516456, 0.04784379, -0.067200355) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.037973102, 0.02805728, -0.040009942, -0.060563896, 0.08536583, 0.008552987, -0.009797453, -0.040796716, 0.11952856, 0.10818616, 0.12792565, -0.042485338, 0.0377877, -0.16260156, -0.0009284095, 0.05087405) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.0042181564, 0.04284704, -0.17240909, -0.024487682, 0.031101665, 0.044780705, 0.030523496, -0.13216908, 0.027074559, 0.014481217, 0.072425365, 0.052058097, 0.100167565, 0.07355858, 0.15783976, -0.011199391) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.16313957, -0.011658027, -0.014048799, -0.026156312, -0.03901689, 0.06476949, -0.021922648, -0.0198048, -0.25145695, 0.021510297, 0.18691173, 0.06702431, -0.07431938, -0.18144783, 0.13952601, -0.2295919) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.03768292, 0.038896494, 0.044633847, -0.073688954, -0.14855532, 0.007254207, -0.12791471, 0.015239359, -0.1363847, 0.010479239, -0.015597077, -0.039758004, -0.12913118, -0.1038376, 0.00027248505, -0.00023554951) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.09718701, -0.0038244312, -0.005050379, 0.011864381, 0.037133772, -0.011428085, -0.045734525, -0.048141867, 0.010609644, -0.13898297, 0.08209389, -0.07774883, 0.037182022, 0.07605991, 0.12296785, 0.08992923) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.05532598, 0.0038832577, -0.04970344, -0.007285348, 0.020491546, 0.010160633, 0.05866106, 0.027926918, -0.0012324755, -0.024405146, 0.08408154, -0.043996863, -0.12880978, -0.0524922, 0.12756103, -0.14196277) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.13219094, -0.004173746, 0.062799305, 0.011029396, -0.022472057, -0.061149646, 0.017115034, -0.0011316093, 0.122614875, -0.16188432, 0.04073796, 0.0832053, -0.30895698, -0.009089511, 0.014021223, 0.12935244) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, max(result3, V4(0.0))); + V4 result4 = V4(0.001659712, 0.0015686982, -0.0026812244, -0.0010323082); + result4 += M4(0.020559898, -0.13699219, -0.11118038, 0.061652966, -0.08045502, 0.06803401, 0.008831279, -0.011236651, 0.06520165, 0.011211476, -0.0031182943, 0.054241575, 0.031697378, -0.12219832, 0.04242958, 0.010828711) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0011020249, -0.1287697, 0.01067757, 0.08612354, -0.09946633, -0.031312633, 0.03014096, 0.071210004, -0.07424718, -0.19371484, 0.026723584, 0.040195927, 0.0007552612, -0.011745825, -0.065933675, 0.05341924) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.12314138, 0.0757025, -0.040181793, 0.018983563, -0.0036874805, -0.7809413, 0.0190643, -0.035629164, 0.024356427, 0.14047949, -0.01058402, 0.017076084, 0.011988137, -0.13691007, -0.10807298, 0.045831535) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.020509478, 0.06738169, -0.016078342, 0.021202642, -0.011970728, 0.08047811, 0.04205483, -0.017350083, 0.06589694, -0.036931876, -0.073050424, 0.062360875, 0.03172255, 0.3757815, -0.012974772, -0.043230984) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.04376047, 0.4389251, -0.021287512, -0.1405933, 0.06613506, 0.026004082, 0.044704348, 0.041185524, 0.070935674, -0.117679834, 0.03926195, 0.085804105, -0.07845212, 0.16748862, 0.08294596, 0.12811096) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.047047317, -0.20215397, 0.047943432, -0.019638455, -0.07743439, -0.32780793, -0.07403038, 0.041768026, -0.15007868, -0.021869412, 0.007911892, -0.025322244, 0.07267664, -0.3143165, -0.021299394, 0.07219613) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.070411004, 0.063154496, -0.035066504, 0.0967381, 0.03675973, -0.032787267, -0.013259352, 0.09365573, 9.3006514e-05, -0.043778643, 0.023278795, 0.022598675, 0.0009953238, -0.22757035, -0.052360512, 0.07037452) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06405655, -0.17317107, 0.02504415, -0.092302375, -0.02464706, -0.01171975, 0.12416583, -0.034180686, 0.03362444, 0.15519719, -0.008013067, -0.050501034, -0.0452095, -0.06909662, 0.030463876, 0.058430105) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.058309894, 0.060819324, -0.020249328, 0.06933289, 0.039675206, -0.047621436, 0.00051552133, 0.10025586, -0.10289459, -0.3378846, 0.005486807, -0.014348185, 0.11525803, 0.4562171, -0.08217181, 0.13036068) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.17633228, 0.036917184, -0.03853674, -0.083973035, 0.05150953, -0.042342395, -0.049196567, 0.03856686, -0.042043623, -0.019436652, 0.09557106, -0.040558677, 0.005042305, 0.021995997, 0.0037598105, -0.069472045) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.033390567, 0.107843965, 0.060027342, -0.12564352, 0.047451552, 0.022007966, 0.004441137, 0.036295407, 0.11607103, 0.0010575744, -0.03643113, -0.04048113, 0.013935722, 0.06375162, 0.07117474, -0.052229486) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.08210023, -0.66515315, 0.069091305, -0.038305834, -0.07296035, -0.17474979, 0.006548619, 0.022066902, 0.024708012, -0.15045066, -0.021511395, 0.071671486, -0.058852453, -0.24132784, 0.008797022, -0.051848307) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.09123059, 0.023977306, 0.0749139, 0.043218426, 0.04751282, -0.015306857, -0.033697233, -0.02457444, 0.04434023, -0.09031759, -0.08884777, -0.06875023, 0.048505224, -0.1014969, -0.014928363, -0.09789808) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.018630985, -0.22375864, 0.05584198, -0.10293247, -0.017310083, 0.06720158, 0.04197032, -0.0469701, 0.032860868, 0.035535775, -0.0402885, 0.02078255, 0.008052612, 0.13032427, 0.01829301, 0.07089493) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.07371981, -0.13560879, 0.011255115, -0.12618797, -0.045102302, -0.07760822, -0.0026590633, -0.04493451, 0.07525087, -0.669804, -0.067661405, -0.008882325, 0.06614981, 0.12329007, 0.07453672, 0.05476959) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.019797869, -0.0072556706, 0.019070687, 0.083032355, 0.060178712, -0.07217566, 0.054419823, 0.06468796, -0.011334752, -0.009203236, 0.08428041, -0.027429568, -0.0130488835, -0.040937275, 0.07445889, -0.0016471418) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.007891134, 0.11889605, 0.0012089409, -0.12328555, 0.014930354, -0.012546994, -0.062499635, 0.070233434, -0.022556832, 0.05067245, 0.021462303, -0.02678849, 0.0065041585, 0.080350935, 0.059200898, 0.050952166) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.11372491, -0.20757373, 0.114417024, -0.123033434, 0.061110582, 0.030654686, 0.042504143, 0.10811961, 0.005055127, -0.22360784, -0.01401645, -0.034538537, 0.06409256, -0.0035663026, -0.034677807, 0.09172708) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.010129579, -0.14352389, -0.031210322, 0.09472488, -0.0624923, -0.16874538, 0.09266329, -0.049696393, 0.024835182, 0.16387008, -0.010938607, -0.048466444, 0.056254618, -0.105320655, 0.012420069, 0.037076756) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.037523154, 0.07488885, 0.03052542, 0.062459312, -0.030292828, 0.18595889, -0.0121072205, 0.004821915, -0.008211444, 0.04385695, 0.011696833, -0.078024656, -0.041107893, 0.052131224, 0.009269298, 0.064020365) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.13759919, -0.19104457, 0.00071298686, 0.019084264, 0.035324965, -0.3556473, -0.02169804, -0.0040722187, 0.04108028, -0.2561129, -0.06840444, 0.039269634, 0.07445694, -0.3359634, 0.017214028, -0.085408546) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.08058521, 0.270098, 0.07938886, -0.037802402, 0.017461253, -0.336572, -0.06859386, -0.021197163, 0.0709465, -0.05973133, 0.012830438, -0.04875981, -0.07857033, 0.29298082, 0.021713596, 0.077925175) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.054192014, 0.16307074, -0.14268659, 0.05308341, 0.14083205, 0.1567965, -0.059313454, -0.056672376, 0.045207743, -0.41292316, 0.016430074, -0.045224242, 0.040306818, 0.09509502, 0.04503464, -0.058177464) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.000596586, 0.03220169, 0.055037126, 0.051594898, -0.0016205835, -0.2029972, -0.054398008, -0.017996877, 0.027522873, -0.0863014, -0.031879473, -0.080295146, -0.011408947, -0.012197109, 0.04920937, -0.08694977) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.009014738, 0.0007383643, 0.0035321459, 0.02253776, -0.06367373, -0.02217425, 0.013334428, -0.116585486, -0.042053282, -0.052093275, -0.042580906, 0.085820176, 0.00636449, 0.041332312, -0.108290486, 0.038547806) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07289189, 0.09725272, 0.017747331, 0.014354225, 0.012287661, 0.09916276, -0.02194406, -0.0058554914, 0.06803197, 0.19322868, 0.00067282916, -0.03147434, -0.009916093, -0.010718826, 0.007261923, -0.09866745) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.012612036, -0.36172625, 0.007360322, 0.050794546, -0.0768518, -0.1023776, -0.07836455, -0.010588464, 0.03375399, 0.09091005, 0.016605219, 0.003073773, -0.005915814, 0.011115304, 0.011031256, -0.032141004) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.040264867, 0.056166098, 0.067857966, -0.024915492, 0.02896885, 0.0013846442, -0.053306405, 0.0061537307, -0.022135386, 0.0060020755, 0.04185865, -0.002316851, 0.06281611, 0.030804424, 0.006757632, 0.034999084) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.044974294, -0.0680236, -0.024075756, 0.026468124, 0.028456759, 0.11626725, -0.08500477, 0.092178054, 0.0407912, 0.0089175245, 0.13235664, 0.05310718, -0.01167591, 0.037841197, -0.11626772, -0.013617577) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0009992144, -0.20808631, 0.048897725, -0.078093745, -0.03530866, 0.007871029, -0.0015553632, -0.02031194, 0.07696782, -0.19675818, 0.097943366, -0.00891426, -0.06030611, -0.591377, -0.018262625, -0.03814167) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.087099224, 0.017754067, 0.018233443, 0.022235364, 0.070678644, -0.018609673, -0.06476866, 0.08449504, 0.0131565565, 0.019863885, 0.060558204, 0.119030386, 0.024452072, 0.029187439, 0.029962128, -0.08427032) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.015235641, -0.08733087, -0.07811121, -0.05997136, 0.11102645, 0.035952196, -0.022078108, -0.06960277, 0.003878802, 0.12779161, 0.032756925, 0.078808926, -0.07426487, 0.16167976, -0.04301175, 0.015743926) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0027633547, -0.49470168, -0.046164952, -0.0731074, 0.003536955, -0.243467, 0.019057155, -0.03567277, -0.13598314, -0.3546155, -0.11748925, -0.036309555, 0.054259248, -0.04384689, 0.12215121, 0.025073994) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.090734564, 0.0331172, 0.030022278, -0.09332564, -0.008971093, 0.090078026, -0.052420095, 0.0038724705, -0.013568642, 0.0059830304, 0.026380392, -0.02125755, 0.07682214, -0.113920465, 0.01773222, -0.03772212) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.007567446, -0.22034419, -0.041851576, -0.030806117, 0.06562655, 0.011196453, -0.017002476, -0.026220169, -0.04263944, -0.02194364, 0.03429419, -0.10005334, -0.0966684, 0.09255646, -0.013114592, -0.031713717) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.025696967, 0.25371197, 0.082253315, -0.118728004, 0.0620216, -0.048623223, -0.0075309062, 0.017814992, 0.108730674, 0.38648295, -0.0035926711, 0.039258786, -0.024442594, -0.0013070817, -0.028597599, -0.032654546) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.07114723, 0.009815031, 0.042604826, 0.031808466, -0.14675556, 0.005315628, 0.036192738, -0.11933927, -0.043950055, -0.006120088, -0.020338828, -0.087121114, 0.008994244, -0.0020596823, 0.011450175, 0.018520156) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.015456008, -0.014478573, 0.04326583, 0.03644521, -0.1367447, 0.06608193, 0.04011906, -0.07957221, -0.03168912, 0.1067895, -0.014596211, -0.013284609, -0.037385665, -0.12235948, -0.030036425, -0.061901156) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.006855855, -0.40146473, 0.011045726, 0.010526786, -0.16583824, -0.70525604, 0.024128726, -0.08053066, 0.01705261, -0.118243925, 0.05153937, -0.0034368439, 0.054545894, -0.018481169, 0.0863477, -0.08460464) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.028467186, 0.010208391, 0.013139722, -0.052420452, -0.010899076, 0.050624605, -0.0102726575, -0.17362532, 0.10488927, -0.23920226, -0.020434188, 0.076169975, 0.022050932, -0.013161934, 0.1120727, -0.09481563) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.043467194, -0.046632685, -0.07436661, 0.021629626, -0.056559738, 0.0918293, -0.079350896, -0.12233973, 0.15706305, 0.028824322, -0.025938032, 0.04982511, 0.020648902, 0.18747896, 0.08372415, 0.0015184315) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.009508426, -0.28851503, -0.10119099, 0.015206087, 0.009606005, -0.19417383, 0.038202662, -0.09793787, -0.07283871, 0.3518289, -0.013113602, -0.0071252687, 0.07038455, 0.22495575, 0.038298056, -0.024141666) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.04749289, 0.011216882, 0.024100047, -0.027565194, -0.11246689, -0.095956616, 0.03402742, -0.05412083, 0.016260013, 0.026673188, 0.031321768, 0.03641605, -0.062141996, -0.016679559, 0.018101402, -0.026317598) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.02093392, -0.017347148, 0.019193506, 0.08074091, -0.043394342, 0.08268158, 0.059767723, -0.12119437, 0.008635602, 0.18315537, -0.0526966, -0.02855999, 0.034147404, -0.15878667, 0.07259442, -0.03030957) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.03455299, -0.015534731, 0.0002845174, -0.039707836, -0.0486724, -0.6173545, 0.09348502, -0.11721769, -0.010323047, 0.12721458, -0.054353256, -0.019327696, 0.16367581, -0.0806225, 0.0094572995, 0.05866686) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.041249435, -0.024041865, 0.009835721, 0.0061319824, -0.005082364, -0.022245813, 0.04531576, 0.0061081154, 0.025031492, -0.15338701, 0.006966874, -0.05983692, 0.04313273, 0.14482291, 0.032091897, -0.034206316) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.09721856, 0.12713702, 0.016483074, 0.03212307, -0.049151875, -0.04702829, -0.022988932, -0.10647255, -0.13135609, 0.012612649, 0.013935606, 0.016068326, -0.0023363314, 0.07883456, -0.026320295, -0.023248572) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.15044288, -0.14202249, -0.006131538, 0.08399841, -0.027138194, 0.037407275, 0.035927113, -0.07265002, -0.04095669, -0.5990158, -0.008224024, 0.060369145, 0.0021189395, -0.2096754, 0.036404334, 0.056585215) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.08491714, 0.0057171397, 0.089527376, 0.030795436, -0.029818984, -0.0058527356, 0.008313074, -0.041704964, -0.061729815, 0.18328175, -0.005503143, 0.012168882, 0.033219174, -0.02815974, -0.018592006, 0.013164104) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.047255702, 0.09169221, 0.060747728, 0.02280022, 0.0008416139, -0.015350163, 0.005069046, 0.049448136, -0.041426398, 0.019266313, -0.042808425, 0.03296911, -0.009722616, 0.1284403, -0.03130015, 0.046757407) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.038540877, -0.075064376, 0.030594876, 0.09348764, 0.035012025, -0.09712475, -0.006589732, 0.10030764, 0.045477357, -0.116151296, 0.045642607, 0.07652333, 0.035127897, -0.43110815, -0.013072722, 0.032458235) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.00144866, -0.019755565, 0.055150766, -0.006370296, -0.044101845, -0.1365582, 0.043684684, -0.03371961, 0.019444581, -0.084569626, 0.0029301948, -0.15641409, -0.0221516, -0.12615481, 0.016751066, -0.0017151404) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.023865324, 0.12553476, 0.041682158, 0.047192104, -0.033835515, -0.18305019, 0.00612117, 0.1282394, -0.056013256, -0.02272026, 0.07114037, -0.080235, 0.007939856, 0.11287023, 0.017584722, 0.033576272) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.014767476, -0.1551186, 0.08893291, -0.034217365, -0.015735222, -0.09581958, 0.013326061, -0.017577937, -0.01719238, -0.095985144, -0.03538371, -0.11301956, 0.017364478, 0.23848978, -0.10759406, 0.042781465) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.05104917, -0.007135644, 0.04861936, 0.02568213, -0.030346094, 0.06094315, -0.024377221, -0.050673123, -0.092039905, -0.11361368, -0.04203074, -0.011691558, 0.06713048, 0.12833393, 0.0769178, 0.029689489) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0102630425, 0.057911377, 0.079774685, 0.085982025, 0.022757804, 0.01812026, -0.0069408724, -0.045502838, -0.03891783, 0.102442026, -0.0013620395, -0.08221829, -0.019623406, -0.026273422, -0.0054899524, 0.06589516) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.03592547, -0.24518867, 0.013576374, 0.010220509, 0.0012340249, -0.46090606, -0.013393177, 0.07601117, 0.035986964, -0.2824564, 0.0263875, -0.07075014, -0.04460627, -0.1353678, -0.00040110885, 0.068376094) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.022415921, 0.060945954, -0.07646335, 0.14181918, -0.052727085, -0.13413966, -0.036707524, -0.023801615, 0.00075022737, 0.20210858, 0.021796184, -0.12830791, 0.038317516, -0.16118965, 0.013710686, 0.009445666) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.1487324, 0.075883366, 0.0153384935, 0.19765702, 0.021808024, 0.11636403, -0.12156365, -0.024646, 0.061347462, 0.08533535, -0.07918099, -0.0749103, 0.08033888, -0.15301721, -0.009327648, 0.062276326) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.063309476, 0.052364655, -0.06642198, 0.09031255, -0.030939233, 0.060143147, -0.030875081, -0.03928308, -0.034965795, -0.05413141, 0.07490059, -0.11615071, -0.08460739, -0.2090655, -0.027963271, 0.07294901) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.01136829, 0.01959363, -0.024394508, 0.076030366, -0.012072871, 0.07764036, -0.026635138, 0.061273694, -0.02037742, 0.01980664, 0.0034879504, -0.035796046, -0.06951053, 0.1180355, -0.065624125, 0.0069345534) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.031299617, -0.011814126, 0.0032626109, -0.038451567, 0.022049524, 0.107003465, -0.08415847, -0.010123594, -0.05360991, 0.093996726, 0.09135406, -0.028682537, -0.03876176, 0.13292068, 0.044119354, -0.092262916) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.07430533, -0.074357174, 0.016679721, -0.077125765, 0.05332765, -0.25683093, -0.04959884, 0.023626534, -0.032135237, -0.09517201, 0.033806078, -0.02488559, -0.07125217, 0.10610193, -0.021495, -0.07873476) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.093365826, -0.010972027, -0.024142984, 0.11644449, 0.011499283, 0.106402084, -0.0063597606, 0.06198783, 0.019853728, -0.06634829, -0.037164252, 0.047073685, -0.02228677, -0.046874024, 0.1129112, -0.13632454) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.010339084, -0.12625273, -0.016088795, 0.069963664, 0.015870772, 0.086536385, -0.0179943, 0.039168548, 0.10614821, 0.003864355, -0.1242941, 0.03649972, 0.07085007, -0.011262698, 0.04409373, -0.1319026) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.03800036, -0.57914186, 0.0356946, -0.0057229414, -0.09903625, -1.3088763, 0.032917574, -0.0110374745, 0.0013907407, -0.31959823, 0.012418086, 0.016510688, -0.04218967, -0.07628236, -0.001814182, -0.10061288) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.046443213, -0.050771642, -0.050326243, 0.07479072, -0.045556773, -0.05683619, -0.057064436, -0.04269895, 0.019668639, 0.092314035, -0.03726757, 0.049748544, 0.03778402, -0.013759232, 0.047589898, -0.17512159) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.003636057, -0.13513543, -0.05275785, 0.11715509, 0.10321991, 0.05811811, 0.0022477855, 0.03312204, -0.029094787, 0.19621731, 0.038262073, -0.20879546, -0.1455094, 0.030719409, 0.0062324903, -0.19269879) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.021267101, -0.19611599, -0.036208265, -0.0844125, -0.049282122, 0.19184484, 0.019754674, -0.084411815, -0.10611166, -0.3612199, 0.02719195, 0.0070396145, -0.031364966, -0.113234274, 0.032447863, -0.046123665) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.04757718, 0.039923664, -0.017325414, -0.011035005, 0.021608615, 0.07529014, -0.0021377213, -0.061068844, -0.087480396, 0.032727808, -0.0121359145, -0.12110005, 0.032599594, -0.026188323, 0.06866269, -0.16430399) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0060594874, 0.051548127, 0.020940185, -0.104202606, -0.0014893691, 0.12802643, -0.022637842, -0.0100287385, 0.052910883, -0.22741987, 0.014683845, -0.02055562, -0.079601526, 0.06609356, 0.11922961, -0.33044636) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.016509173, -0.104372576, -0.013693677, -0.15762967, 0.0074020685, 0.25686184, 0.055697076, -0.07214819, 0.030155253, -0.35310283, -0.043432593, 0.051360834, -0.11972009, -0.21784566, -0.041562054, -0.100954756) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, max(result4, V4(0.0))); + V4 result5 = V4(-0.007896668, -0.0039458103, 0.0026883641, -0.0024681427); + result5 += M4(-0.058632888, 0.05055347, 0.002279876, 0.06251236, -0.094024, -0.088542335, 0.040489867, 0.036308546, 0.00042012057, 0.019464351, 0.027509648, -0.039152686, 0.040113494, -0.064713076, 0.0060069314, 0.004524586) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.044895615, -0.09378975, -0.014480465, 0.04038992, 0.04338044, 0.055958603, 0.1083325, -0.00048550902, 0.01962582, 0.009513529, 0.011612538, 0.015135154, -0.009615807, -0.085106395, -0.007304606, 0.106006056) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.04629562, 0.06201749, 0.0178472, 0.062569216, -0.078922644, 0.01715154, 0.0057672467, 0.022419086, 0.052560214, 0.020723838, -0.019194605, 0.11039461, -0.07733407, 0.108110726, -0.004168138, -0.0069920667) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.0026184996, 0.23636504, -0.05094208, -0.06831275, 0.07495803, 0.03875445, -0.03884385, 0.04597469, 0.036856588, -0.04336165, -0.009954445, 0.04425811, 0.0030858913, 0.017101513, 0.045036707, 0.010756279) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.031394545, -0.14084513, -0.04195571, 0.049792316, -0.01803687, -0.08963545, 0.040424235, -0.08644156, -0.017704843, -0.10043315, 0.02564672, 0.07825288, 0.036647893, 0.039722994, 0.053002365, -0.017154206) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.030319892, 0.14799279, -0.055032723, 0.11034247, -0.04270569, 0.07265783, -0.038303398, 0.020328267, -0.09343033, -0.08326003, -0.03184451, -0.002071529, 0.026191695, 0.049850278, 0.0139996605, -0.00807946) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.020671971, 0.0077967346, -0.017851753, -0.09454495, 0.02453817, 0.055504825, 0.029263876, 0.013539105, 0.028382692, 0.13356541, 0.013635786, -0.050446898, 0.033298597, -0.04710936, -0.0027537781, -0.025797853) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.010628425, -0.26611555, 0.027822034, -0.037192315, -0.0067162244, -0.025860777, 0.005567734, -0.035048366, 0.045180142, -0.032384645, -0.0035604127, -0.029973373, 0.06683765, -0.030991944, 0.05235538, -0.0024299459) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.036483735, 0.097960666, -0.040907513, 0.0046350136, 0.047667146, 0.011671389, -0.005976736, 0.0036643085, -0.02076932, -0.008157492, 0.036021143, 0.06295264, -0.0671253, 0.13413553, -0.013021121, -0.022507392) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.034125064, 0.047898863, 0.051208828, 0.01314674, 0.008405442, 0.027489604, -0.0018663963, 0.09954608, 0.037789144, 0.045637835, 0.0008856454, -0.07084205, 0.010582125, 0.015603786, -0.03523708, 0.019099785) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.028994732, -0.14492789, 0.102842316, 0.08011458, -0.0042894664, 0.025490258, -0.004309482, -0.019818852, 0.04847569, -0.038484685, 0.005771128, -0.03778164, 0.027546898, 0.0028346877, 0.018665286, 0.04926732) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.08831608, -0.13959448, 0.037712853, -0.057732366, -0.01786939, 0.02543522, -0.05072902, 0.0040795896, 0.019916466, 0.113739066, -0.012593153, -0.037081666, 0.024369845, -0.034064308, 0.018979082, 0.017255515) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.08530125, -0.057761073, 0.035766598, -0.10956983, -0.062941685, 0.137845, -0.039027702, 0.029427135, -0.050776187, -0.14360471, -0.07709, 0.05269017, -0.0016471518, 0.032635525, 0.005233849, -0.059031796) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.10135604, -0.037931815, -0.054355957, -0.05779871, 0.04640834, 0.15756111, 0.0022086864, 0.0068652816, -0.013869576, -0.29764456, -0.08070844, 0.014434643, -0.019046407, 0.014679402, -0.122668, -0.071568415) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.059402462, -0.02677498, 0.014383633, -0.0029164157, 0.13549355, 0.076066695, -0.01489978, 0.07949649, 0.0069735474, 0.02916583, -0.005436813, -0.023021823, 0.013158367, 0.078461744, -0.050012875, -0.03674447) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.049835823, 0.057166822, 0.03790692, -0.025375675, -0.022125484, -0.028352294, -0.013781015, 0.016274845, 0.03724362, 0.06520191, 0.018084792, 0.038188975, -0.019158075, -0.05288042, -0.0008199176, -0.052913573) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.079175554, 0.018138021, 0.03235582, -0.012755845, -0.010030547, 0.0067303674, -0.02984568, 0.11535797, -0.06649395, 0.017586594, 0.00941551, -0.068018496, -0.04192317, 0.08257431, -0.023611087, 0.05463326) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.015782798, -0.040748954, 0.0066392412, -0.10888566, -0.049430512, 0.0700738, 0.0025213629, 0.037068695, -0.058383048, 0.030395292, 0.006909112, -0.07152679, -0.11574852, 0.016562877, 0.010017695, 0.006044874) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.0054047075, 0.044633515, -0.017034663, 0.002456047, 0.10681012, -0.01622318, 0.018143315, -0.0030163054, -0.1281111, -0.011745114, 0.03442355, -0.029161882, 5.008995e-06, -0.100245535, 0.025666509, 0.024407761) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0036276067, 0.17884347, -0.015626963, -0.024419637, -0.04314955, -0.042229183, -0.010778925, -0.048493247, -0.051035415, -0.118581206, -0.05042336, -0.0076942006, 0.13434952, -0.10815711, -0.0016569481, -0.023340117) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.031345714, 0.0071293404, 0.045459103, -0.0490841, 0.021283358, -0.0017207395, 0.017942823, -0.057623863, -0.022578536, 0.06580286, -0.022257887, 0.028879791, 0.10772183, 0.061290305, -0.033173937, 0.03732757) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.012209301, 0.08420006, -0.041543283, -0.11127583, -0.025552046, -0.14868757, -0.0011534691, 0.11899171, -0.0605329, -0.10062766, -0.014002993, 0.013813426, -0.02834185, 0.21800047, -0.012476228, -0.05773331) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.046283, -0.052794777, 0.015874654, 0.0011986945, -0.13474551, 0.039240353, -0.06617222, 0.08476251, -0.0052812877, -0.0706816, -0.008374616, -0.0041472134, -0.008699904, 0.010460473, -0.035869516, -0.06382042) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.027320633, -0.054991156, -0.043266796, -0.0006087155, 0.03667574, -0.0075276415, 0.0036635173, -0.03279784, -0.023821134, -0.057164818, -0.071892835, -0.017910866, 0.11645164, -0.21584566, -0.008156089, 0.073217906) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.084739275, -0.0915656, -0.023047123, -0.029154234, -0.003837523, -0.11615021, 0.07352459, 0.07299754, -0.050227754, 0.07994529, -0.025613248, 0.0024733897, 0.044150833, 0.025270063, -0.034549303, -0.00039884503) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.033951893, -0.10921471, 0.038027458, -0.03489394, -0.05631161, -0.003996368, -0.06552184, 0.04836718, 0.0048860377, -0.07005502, 0.06673405, -0.04541218, 0.008107959, 0.0658968, -0.013812494, 0.10400884) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.024402808, -0.026482452, 0.043582052, 0.02227165, 0.06951101, -0.054739844, -0.013307042, -0.048284534, -0.025870629, -0.03858659, -0.08194363, -0.004417658, 0.18756126, -0.054179136, 0.019101836, 0.06583426) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.10496322, -0.07340198, 0.0574556, -0.07566012, -0.049967468, -0.008130119, -0.0021759877, -0.020145798, -0.004361392, -0.07062217, 0.00020275824, -0.002022589, -0.03160541, 0.02418372, -0.030149931, -0.034672383) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.06625566, -0.07943762, 0.040480603, 0.0030746465, -0.04064985, -0.06361734, 0.05405436, 0.01932206, -0.037739217, -0.022064583, 0.0034900818, 0.04449909, 0.043038044, -0.014799627, -0.028451528, -0.089460894) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.025587896, -0.03998979, 0.03285062, -0.088070944, 0.037725158, 0.024638271, 0.033480037, 0.023519779, 0.11819552, -0.10811294, 0.02430266, 0.01499282, -0.053343255, 0.004109654, -0.03402168, 0.06384965) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.044042103, 0.018057825, -0.058059104, 0.014748137, -0.10247047, 0.08180735, -0.06716894, -0.07173796, 0.012414359, 0.14175805, -0.02156334, 0.013727305, -0.051178917, 0.038649857, -0.08235091, -0.013702939) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.16522105, 0.05358681, -0.0030253856, 0.054266814, -0.032436308, 0.035084516, 0.08693562, 0.057329692, 0.17043078, 0.121496946, 0.049335152, -0.039060928, 0.057156235, 0.10942753, 0.0693341, 0.04824294) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.02753873, -0.089388594, 0.0066277753, -0.03346108, -0.029262144, 0.11950411, 0.001291736, -0.027637593, 0.1388454, 0.14381015, -0.043404773, -0.013002717, -0.043480236, 0.10541183, -0.036206666, -0.04103048) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.08470875, -0.057048358, 0.046188604, 0.031731118, -0.08977115, -0.02014583, -0.008551536, -0.043280054, 0.03599322, -0.11555969, 0.006509384, 0.022441769, 0.054093532, 0.024359109, -0.043571185, 0.027084427) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.054879762, -0.056938913, -0.042866908, -0.053038068, -0.06736709, -0.12533571, -0.0065495833, 0.044546712, 0.00616219, -0.017087664, -0.031611517, 0.021539936, -0.0154873235, 0.022100704, 0.01676574, -0.010054986) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.049083345, -0.10266528, 0.0067945104, 0.0073063807, -0.057730943, 0.05802088, 0.017312305, -0.047171514, 0.11006977, 0.029730864, -0.002144943, -0.03345589, -0.077167794, -0.0032898558, 0.019837067, -0.013153866) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.008339145, -0.020411437, -0.01915613, 0.014888218, 0.07508, -0.03766244, 0.007250396, 0.023330918, 0.014284494, -0.069497466, -0.024979556, -0.019838085, 0.047969345, -0.005339376, 0.025329392, 0.12729992) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.081189096, -0.05126671, -0.023401251, -0.032728024, -0.027064474, -0.1968803, 0.03509443, -0.025686515, 0.0064954646, -0.077530764, -0.0054693604, 0.009219676, 0.01715533, -0.015472868, -0.0132728685, 0.11048942) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.07174404, 0.056620724, 0.0126998015, -0.122316085, 0.061526664, -0.13834107, -0.014612296, -0.06708739, -0.0386526, 0.002996943, 0.011452151, 0.006575808, -0.07456697, 0.051522296, 0.03853353, -0.055995498) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.088429585, -0.0019774318, -0.013450368, 0.06933111, -0.026392605, -0.12949294, 0.021621125, 0.046414766, -0.02670638, 0.052928332, 0.045472737, -0.016308486, -0.024143873, -0.0214124, 0.00673677, 0.0008426832) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.06481759, -0.008948176, -0.0039719855, -0.0046411445, -0.030545972, -0.30336943, 0.022365313, 0.055533446, -0.10615541, 0.09801485, 0.110178374, -0.037944958, -0.05612613, 0.008352702, -0.027287621, 0.096214116) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.095475174, 0.054002795, 0.0032788012, -0.057189, 0.052715156, -0.10357886, -0.0043137507, 0.024142897, 0.13442388, -0.09156153, 0.0091201225, 0.02155082, 0.024288341, 0.020281108, 0.054753214, 0.052756198) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.0127241695, -0.021986268, -0.0033693907, -0.022363955, 0.050414395, 0.028937103, -0.0009179078, 0.014059349, -0.07241603, 0.116942145, 0.013334344, 0.049098182, -0.012175416, -0.010999352, 0.042217407, 0.056676067) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.027220096, 0.09317096, 0.038125962, -0.09999618, 0.014694421, 0.029327713, 0.0023287681, 0.046445765, 0.0045390534, -0.008102954, -0.039316647, 0.009384305, -0.055570073, 0.0055661225, -0.012265247, 0.053492583) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.04990333, 0.08803433, -0.043762278, -0.15210594, 0.039671086, -0.05994781, 0.05172733, 0.084425546, 0.09825696, 0.004956259, 0.009085544, 0.03971733, -0.0790334, 0.012927015, -0.008507133, 0.0720367) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.0209914, 0.027087757, -0.03452176, 0.090809084, -0.05698767, 0.08184144, -0.058918715, 0.00083143776, 0.03939704, -0.061676614, -0.021030862, 0.07330388, 0.0762983, -0.05312156, -0.015406377, -0.04531005) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.033327892, 0.03499924, 0.015310199, 0.040461104, -0.03925601, 0.11007165, -0.0061434153, -0.012103665, -0.10875242, -0.03121945, -0.033967916, -0.0361867, -0.010290216, -0.14941931, -0.019599067, -0.031127775) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.026167113, 0.020870125, -0.031959508, 0.052815285, 0.117547214, -0.06439892, -0.025355084, 0.019441556, -0.10485767, 0.06174717, -0.06079135, -0.06899685, -0.20490424, -0.04902346, 0.013398266, 0.006390147) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.074564114, 0.006052402, -0.020064449, 0.05978541, 0.07916341, -0.010060311, 0.049786862, 0.018042935, 0.008825587, -0.012159945, 0.038560428, 0.06368634, -0.0038906673, -0.005106271, 0.016091809, 0.02298915) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.01919042, -0.006848169, 0.04655904, 0.15797973, -0.035270117, -0.1100229, -0.057673633, 0.025371108, 0.03442221, 0.2160154, 0.041088276, 0.0822301, 0.11877798, -0.040746737, 0.106405504, 0.029945187) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.056839786, 0.06629693, -0.06537683, 0.09972992, 0.058160163, 0.048089873, 0.07899499, -0.053041093, -0.16499798, -0.074046835, 0.012640291, 0.054097094, -0.16197115, -0.06537729, -0.0035627142, -0.017934972) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.00856878, 0.054560166, 0.01740349, 0.061825655, 0.07430267, 0.004657485, 0.051917337, 0.11761621, 0.03792339, -0.16522424, 0.005142488, -0.008602713, 0.038974266, -0.063149445, 0.028993348, 0.03261409) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.021922214, 0.072605394, 0.08797638, 0.033616748, -0.06664017, 0.13923427, 0.010175934, -0.003252083, -0.010231997, 0.03210563, 0.0433597, 0.01205486, 0.022060711, 0.094930194, 0.020192014, 0.044060234) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.019619457, -0.0017871087, 0.008310071, 0.0779596, 0.11610639, 0.06972875, 0.02963945, -0.031081202, -0.14466588, -0.06677918, -0.053736318, 0.014847356, 0.05711067, -0.05763583, -0.03211008, 0.07075154) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.03836729, 0.039266158, 0.0056794886, -0.038519744, -0.012966393, -0.03033453, -0.016349487, -0.02922185, 0.0034478286, 0.044166032, 0.035199974, -0.109382346, -0.0066230395, -0.0059641376, 0.036687277, 0.050932586) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0110331075, 0.14587492, -0.043023326, -0.032639198, -0.046591673, -0.06621099, 0.017554002, 0.050619405, -0.09044288, 0.069467604, -0.0020655978, -0.026335975, -0.028880285, -0.026207034, -0.018944964, 0.07932727) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.09523394, 0.16506691, 0.004918748, -0.025860082, 0.005273867, -0.06293472, 0.022070128, -0.016902246, -0.061740246, -0.05790665, -0.011105001, 0.061310627, -0.09980412, 0.02562133, -0.022050967, -0.061998803) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.009620468, -0.012721741, 0.047117807, 0.020896787, -0.034859978, 0.03283965, -0.01670452, -0.07251509, -0.07052757, -0.1807255, 0.03232653, 0.06966703, 0.03948902, -0.12323907, -0.019187905, 0.0053944536) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.017669, -0.011170376, 0.022949092, 0.052442856, 0.051418737, -0.032090314, -0.0058903894, 0.01210898, -0.01881085, 0.023771144, 0.05295733, -0.096425526, -0.01133501, 0.048861418, -0.06339119, 0.0037583588) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06795007, 0.085190706, -0.004485885, -0.0023452565, -0.047257792, 0.10250132, 0.033925477, -0.08647994, -0.09011357, 0.06887286, -0.06746365, -0.076247334, -0.04304664, -0.105732836, 0.030593183, -0.08419104) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.012172814, 0.05773958, -0.013079164, 0.056897912, -0.043939542, 0.016118811, -0.03616505, 0.04489046, 0.00716493, 0.07949882, 0.027111962, -0.04351634, -0.012874477, -0.03912666, -0.010005893, -0.08017126) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.03823799, -0.07190807, -0.0022352638, 0.012253917, -0.1344095, -0.09454984, -0.050712083, -0.06941001, 0.062260248, 0.032803785, -0.02575114, 0.016813383, 0.009671715, -0.058579724, -0.008696786, 0.097553946) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.083702095, 0.08923144, -0.0017379372, -0.05656382, -0.051679257, -0.051154308, 0.0341453, -0.06815856, -0.11064068, -0.031690504, -0.015564709, -0.054407816, -0.026374135, -0.06868988, 0.0184305, -0.014708122) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.03209019, -0.05669483, -0.015230475, 0.052032143, -0.05775836, 0.015323776, 0.041840754, -0.057138987, -0.028329507, -0.051734768, -0.038674183, -0.082348555, 0.05610918, 0.081447646, 0.001940533, 0.03890205) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.025707675, 0.0807891, -0.010127375, 0.03648397, 0.11049874, 0.014021386, 0.029942134, 0.06743733, -0.031198435, 0.03588012, 0.06364471, -0.13680933, 0.12829754, -0.00061504915, 0.024954192, -0.07289013) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.037087377, 0.035945002, -0.02151292, 0.08336403, 0.011813139, -0.07137634, 0.006289841, 0.01884602, 0.1488917, -0.0381887, 0.0009064953, -0.0036362514, -0.026800495, -0.10593942, 0.014704048, 0.058010828) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.058657784, -0.07794788, 0.06814612, 0.051578168, -0.014001689, 0.008544181, -0.021115987, -0.0039464408, -0.10895844, 0.10265642, 0.007933664, 0.032431547, 0.039344225, -0.09396181, 0.03481167, -0.062159464) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.030189296, 0.016404282, 0.007839018, -0.0662005, 0.032314222, 0.23032597, -0.02787481, -0.02337977, -0.03932377, 0.041762874, 0.013128221, 0.12197807, 0.05833704, -0.02083231, -0.007048568, -0.014344274) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06241779, -0.04029617, 0.072974324, -0.024263276, 0.09038449, -0.04282705, 0.04226173, 0.07724734, -0.22422394, 0.11471248, 0.04427276, -0.05624473, 0.03613298, -0.06125761, 0.02880148, -0.021686679) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.08129253, -0.04971023, 0.01633411, 0.08104179, -0.06676472, -0.08282834, -0.0354008, -0.04255127, -0.02912327, -0.021444712, -0.00508618, -0.11365736, -0.010647502, 8.754985e-05, -0.03826378, -0.05531334) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.026307719, 0.123988345, -0.10848296, 0.056098342, -0.112687, 0.010693964, -0.032641288, 0.045386784, -0.031296022, -0.08414078, -0.00940098, -0.17378506, 0.101926476, 0.026596783, -0.03369573, -0.039993748) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.064235106, -0.015592889, -0.009021254, -0.12525405, 0.02358689, -0.03792194, -0.0056757675, -0.05701566, 0.10544747, -0.030641397, -0.017392984, 0.085357055, -0.08640952, -0.14240251, -0.061408874, -0.056589026) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, max(result5, V4(0.0))); + V4 result6 = V4(-0.0060613896, 0.00046012708, 0.0033240172, -0.002245667); + result6 += M4(-0.058292672, 0.04051689, -0.019931613, -0.00822875, -0.025578061, 0.026534094, 0.10375677, 0.039718304, -0.0153359985, 0.0002860817, -0.10851981, -0.04868329, -0.022411212, -0.0066013956, -0.07272248, 0.034449577) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.12702101, 0.044098128, -0.05190899, 0.053121857, 0.01978377, 0.021926573, -0.047610566, 0.05459901, -0.07035281, 0.04409971, 0.037775293, -0.025748339, 0.028101757, -0.04574432, -0.019560734, -0.05131202) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.012247808, 0.04857899, -0.056433607, 0.0008014985, 0.00789559, 0.0341811, -0.028242482, -0.03001052, 0.014104565, 0.035440467, -0.0065380107, 0.05418814, 0.04330012, 0.019665845, 0.011403548, -0.07418194) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.08386268, -0.0960037, 0.016704397, -0.08300899, -0.109969154, 0.06982458, -0.079438575, 0.009801395, 0.012032729, 0.03450857, -0.060915064, 0.0031042881, 0.002151841, -0.011730578, -0.040341683, -0.06917363) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.08360487, -0.052823536, -0.05257652, 0.00776844, 0.07913902, -0.029279575, 0.044662382, 0.09333503, -0.021912836, 0.05401634, 0.0070351325, 0.039686814, 0.0113604665, 0.0071679964, 0.116549455, -0.014032234) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.02863145, -0.030058036, 0.0055827475, 0.048155412, -0.02977801, -0.02322994, 0.01261966, 0.02938777, -0.03300528, 0.071100116, 0.050886545, 0.03667185, 0.041301362, -0.01194574, 0.04144121, 0.004477943) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.03433001, -0.011217196, -0.02429581, 0.027088128, -0.090729624, 0.05733697, 0.0061417473, 0.035739053, -0.02563721, 0.019649867, 0.005413577, -0.020556103, -0.06940702, 0.04491822, 0.09684209, 0.05930308) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.02273419, 0.010615911, -0.0129603585, 0.025834309, -0.020300558, 0.04222133, -0.027771953, 0.0002243457, 0.051133327, 0.014052639, -0.05412377, 0.004097774, -0.11749443, 0.0017041735, -0.011238157, 0.03491389) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.036684893, -0.010065615, 0.006268485, 0.004127077, 0.018695, -0.013235055, 0.022134185, -0.053945877, -0.08122635, -0.0071430453, -0.015808977, -0.09017149, 0.03716316, -0.025758225, -0.0037428755, -0.10684333) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.01881137, -0.05924625, -0.0012130094, -0.086641036, -0.0011591051, 0.008058652, -0.085367315, -0.009038891, -0.045717224, 0.04131177, -0.009103661, -0.055809703, -7.86773e-05, 0.002421726, 0.0404376, 0.0023243246) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.034953967, -0.004179669, 0.042066477, 0.0903596, 0.029007224, 0.05782741, 0.027146846, -0.01215312, -0.005506172, 0.007712225, -0.033749837, 0.07416104, 0.0750538, 0.033216335, 0.055064943, -0.0024215) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0054292227, 0.07876851, 0.0811622, 0.13790862, 0.00032598764, 0.019047214, -0.03621719, -0.011594392, -0.027265618, 0.00648921, 0.044510666, -0.020785334, -0.04363156, -0.06067503, 0.026461935, -0.0011320581) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.22466524, -0.0029547287, 0.010164509, 0.06221122, 0.059903212, 0.058934253, -0.059617575, -0.017791681, 0.030989612, 0.021925045, -0.08521588, 0.060469795, -0.023836259, 0.013895613, -0.01076306, 0.054870628) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.040419802, -0.040355496, 0.105515875, -0.050358668, 0.026187511, 0.04188391, -0.01950513, -0.06409534, -0.00037487657, 0.096078224, -0.06457033, 0.067760706, -0.008902005, -0.05725344, 0.052133683, -0.084063254) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.11817002, 0.012493775, -0.03546439, -0.02053148, -0.0011856977, -0.015577243, -0.06926669, -0.0010486944, 0.0448515, -0.024822807, -0.00522611, -0.011749172, -0.042393293, 0.031310663, 0.0042772205, 0.015903644) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.13479543, -0.015562308, 0.023940707, -0.049183562, 0.012915587, 0.030927647, -0.08906104, -0.090577275, 0.049334522, -0.007368721, 0.05195515, 0.026894191, 0.018562797, -0.0067711426, 0.017237153, 0.028376177) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.013332824, -0.02861124, -0.0135165425, -0.0025134897, 0.031601083, -0.026573587, -0.08718148, -0.08832673, 0.0045547104, -0.10031974, -0.05885651, 0.02672521, 0.025528023, 0.028620036, -0.015995251, -0.01805928) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.17345375, 0.032915194, 0.06358913, 0.03757916, 0.06110614, -0.06112149, -0.14182551, -0.07460671, -0.06422519, -0.014169499, -0.013935788, 0.027886534, 0.03600501, -0.025713332, 0.035102952, -0.030048896) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.09211228, -0.012422564, -0.09483653, 0.059981406, 0.017607268, -0.029154832, -0.0304697, 0.0068165646, 0.008708909, -0.022510968, 0.018114567, -0.067506984, 0.024309669, 0.005309854, -0.0050635645, -0.010199935) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.04544426, -0.022621125, -0.059812624, -0.006528929, -0.014546538, 0.0006351246, 0.040394433, 0.07098924, 0.06037745, -0.08145598, 0.04878267, 0.0068809222, 0.0437658, -0.0069423974, 0.027544318, 0.010392455) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.017893756, -0.044913016, -0.051055897, -0.047202297, -0.018117405, 0.0006441543, 0.028194219, 0.03922136, 0.05751671, -0.0037851962, 0.0061333533, -0.0899815, -0.034326438, -0.01846603, 0.017805366, 0.12803826) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.08999621, 0.00059796346, 0.050812274, 0.0054880306, -0.11683178, 0.046195246, 0.043798186, -0.04005441, -0.022159958, -0.020595016, 0.09071917, -0.07628923, -0.05725344, -0.05522714, -0.0326998, -0.039884966) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.057095874, -0.05149063, 0.0577852, -0.010172552, 0.049389623, -0.078343205, 0.08926204, -0.02946453, -0.0140764695, 0.022682905, 0.008097809, 0.081331864, 0.092106834, 0.07466943, 0.078941986, 0.052391164) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.033119317, 0.030479992, -0.012194602, -0.02762503, -0.031791262, -0.025200814, -0.009535011, 0.07114768, -0.04982343, 0.0018681342, -0.01611675, -0.06346432, 0.06711045, -0.025391582, 0.06701618, 0.111612305) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.028802745, 0.00364334, 0.037064422, 0.028007066, 0.072213285, -0.021245122, 0.02685786, 0.050698593, 0.03811127, -0.03183609, 0.045038972, -0.046853706, 0.05279563, 0.054284476, 0.020041784, 0.0088646915) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.039378926, 0.02462888, -0.027325371, 0.018042447, -0.049631182, 0.05757693, 0.08403082, -0.017636461, 0.022964241, -0.022100113, 0.09037099, 0.0985961, -0.08046506, -0.014959862, -0.08729836, -0.055225935) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.04686182, 0.0070020906, 0.016588515, 0.02913266, -0.10384798, -0.037643887, -0.07448244, -0.01372763, 0.09502927, -0.02638222, -0.11286081, -0.07698651, -0.10541859, 0.066056855, -0.024853632, 0.056224585) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0729652, -0.01574744, 0.014261628, 0.0007874139, -0.09496763, -0.03866045, -0.00046995922, 0.011654517, -0.056006525, 0.0009864186, -0.017407224, -0.0025526343, 0.06736851, 0.016148273, -0.062853746, -0.02172887) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.008775328, -0.009389129, -0.008046993, 0.011645802, 0.06502229, -0.015796822, 0.033246476, 0.0010481479, 0.011228993, 0.002063443, 0.092867926, -0.019855477, -0.058748394, -0.05491885, -0.08265171, -0.017609123) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.071687534, 0.015851645, -0.030007793, 0.06490518, -0.032694105, -0.02938561, -0.013124616, 0.036126167, 0.054421738, -0.053180795, -0.025776086, 0.03598198, -0.056345236, -0.009074879, -0.0077108857, 0.006023247) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.03404554, -0.08604643, -0.082106024, 0.03932789, -0.10720085, -0.0048912046, -0.007034484, -0.06281713, 0.04713117, -0.04098931, 0.003906921, -0.0033409374, 0.027557675, 0.018356312, 0.05899106, -0.03209946) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.03642826, -0.048236422, -0.07433781, -0.09399451, 0.043430522, 0.0033547275, 0.046311203, -0.08014669, 0.13819307, -0.013978601, -0.022171374, 0.069330305, -0.14126149, -0.030233938, 0.036474597, 0.020265289) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03665825, 0.016583016, -0.07368879, 0.051715653, -0.0022943062, 0.002809305, -0.0031565933, 0.010069527, -0.119667165, 0.040585265, 0.029094903, -0.14880703, -0.031094294, -0.005197646, 0.069179825, -0.083132766) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.03949345, 0.03535107, 0.00656895, 0.029138016, -0.031439032, 0.031067975, -0.0074611283, -0.08329047, -0.048495896, 0.039504908, 0.0050703785, 0.042553168, 0.029105661, -0.016065063, 0.014852118, -0.020750456) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.051263798, -0.02589722, -0.057833176, 4.891493e-05, 0.028863002, 0.059309144, 0.05080082, 0.06996325, -0.050413724, -0.009345545, 0.065725714, -0.15435281, -0.062328678, -0.018353192, -0.063422576, 0.10110822) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.013274611, -0.011426293, 0.047040477, 0.057910804, -0.09452629, 0.031034563, 0.049071375, 0.015074296, -0.02346266, -0.02060792, -0.014499034, -0.12456579, 0.024312317, -0.018030088, 0.015253862, -0.041497186) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.046137754, 0.004931373, -0.044341523, -0.027071334, -0.090999715, 0.02538559, 0.10602303, 0.03455878, 0.053963415, -0.031865884, -0.050321184, -0.04884731, 0.09521113, 0.037630767, -0.0019179557, -0.06931579) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0014459195, -0.0014007369, -0.018847277, 0.06322096, -0.22541237, -0.027399208, -0.0028914118, 0.024112033, -0.034628294, 0.08171816, -0.029378854, 0.04562465, -0.042299375, 0.02630789, 0.039250273, -0.032389697) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.008539474, -0.026401326, -0.028777704, -0.041067023, 0.008021453, 0.031380545, -0.010443062, 0.01654151, 0.053967074, -0.027648648, 0.027501974, 0.08680413, 0.04902195, 0.058345273, 0.05516552, 0.0005782751) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.057271536, 0.0017432601, 0.00090826506, -0.13372706, -0.09658783, -0.05280328, 0.029425045, 0.09314443, -0.04903699, 0.045709703, 0.061115663, -0.08341313, 0.043808814, 0.06739794, -0.0088815205, -0.09809559) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.08926033, -0.023196125, 0.054467857, -0.109256014, -0.025417447, 0.011659191, 0.020502646, -0.044937, 0.070921704, -0.043382008, -0.009541407, -0.09480773, -0.07517104, 0.031816084, 0.06780557, -0.12817271) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.06184493, -0.057968862, -0.047324724, 0.042599365, 0.115882084, 0.08828012, -0.10665964, 0.16403782, 0.003708681, 0.047907792, -0.035310015, -0.023863006, 0.022354206, 0.0064226277, -0.02270203, 0.0024349717) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.006183121, 0.089279115, -0.0047647776, 0.014754408, -0.03722483, 0.014318502, -0.0026476474, 0.11560047, 0.08869904, -0.042199377, 0.04280526, 0.052334134, 0.035902698, 0.03315705, -0.0037553937, 0.04647252) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.008149527, -0.0036176, -0.06967105, 0.058703255, 0.056680605, 0.010897716, 0.044939972, 0.0695175, -0.0430656, -0.017113741, 0.012663516, -0.09252046, 0.019986706, -0.05262623, -0.051454637, -0.023269694) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0024659613, 0.025065439, -0.028084846, 0.033066254, 0.025111768, 0.009073958, 0.00602517, -0.0155823445, 0.09535003, 0.050897915, -0.060629137, 0.0649911, 0.079719245, -0.0039491635, 0.047634233, -0.06682595) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.063272044, 0.021933908, -0.00058130117, 0.037526354, 0.07189541, -0.03164999, 0.014818913, 0.040772945, 0.07744415, -0.012848847, -0.068235144, 0.0082477415, -0.032480493, -0.027604004, 0.033469517, 0.0507768) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.064977765, 0.0068404, -0.09565788, -0.10275234, -0.0339601, -0.013449826, -0.05890159, 0.000114511386, -0.019283682, -0.013513909, 0.02811146, -0.041414186, 0.032942925, 0.043143276, 0.031422812, 0.005386986) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.007922059, -0.04727038, -0.024991598, 0.007935277, 0.0056262286, -0.031912994, -0.0018978112, 0.048167378, -0.031061996, -0.019613668, 0.015239052, -0.033463787, -0.05205827, -0.024454888, 0.025680505, -0.069524944) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.046714947, -0.020067362, -0.00086623704, -0.015236039, 0.0073031266, 0.02102817, 0.05599249, 0.031000402, 0.0050507006, 0.068014465, -0.004485736, -0.024213176, -0.0014634419, 0.00807391, 0.0912603, 0.048976656) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.009858568, 0.05399727, -0.06930093, -0.03740781, -0.03952099, -0.0060961475, -0.002929278, 0.08654308, -0.0065720365, 0.009702729, -0.053587567, 0.011635667, 0.081795834, -0.051930983, 0.0843929, -0.046219714) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.011533141, 0.015105954, 0.079921134, -0.038060665, 0.09355218, -0.017629836, 0.043532066, 0.046301655, -0.04818814, -0.055247888, -0.038942125, 0.0014618986, 0.0438632, -0.07473085, 0.052290317, 0.05947611) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.10130111, 0.01304161, 0.026331192, 0.045154467, 0.021741353, -0.03959901, 0.030335633, 0.023893788, -0.02398899, 0.04057958, -0.0891525, -0.10151279, -0.03079778, 0.010636244, 0.059212793, -0.052939244) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.01095018, -0.030809533, 0.058861475, -0.14149801, 0.035387687, 0.09057092, 0.012868391, 0.04279724, -0.00870864, 0.06727952, -0.016550045, -0.010039739, -0.033663634, -0.036074292, 0.18284807, 0.021788053) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.056425247, 0.031969484, 0.045287676, -0.077538945, 0.01916153, 0.023116212, -0.0026791904, -0.011090148, -0.02800776, -0.04534334, -0.05955444, 0.013407262, 0.009083878, 0.004801394, -0.045976464, -0.09495557) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.007498473, 0.012783305, -0.043950405, -0.093140244, 0.084022924, -0.002212005, -0.046045396, 0.023653071, -0.00679696, -0.06432762, 0.03097296, -0.047518846, -0.007864321, 0.05291612, -0.04730153, -0.020414038) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.12222662, -0.01693394, -0.10452664, -0.047352448, 0.053452045, 0.03169891, -0.005813697, -0.06526524, -0.11846303, 0.043489512, 0.04155247, 0.026040534, -0.10076937, 0.011654529, 0.061707295, -0.034346923) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.0385986, -0.09423533, -0.10467904, -0.062181372, 0.04389658, 0.010074479, -0.016659237, 0.022692233, 0.058307897, -0.0034629651, 0.040011045, -0.092777595, -0.02110541, -0.0065470664, -0.01402361, -0.06650453) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.13090956, 0.0022928012, -0.19893187, 0.0038581404, -0.031386744, 0.026443664, -0.008026227, 0.03598807, 0.04394829, -0.011985251, -0.019685538, 0.09190923, -0.02480175, 0.050523676, 0.04181384, 0.028157068) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.07779946, 0.024368633, -0.080769084, -0.0048275692, -0.08427223, -0.05665657, -0.059673555, -0.02774682, 0.051736, 0.004115013, 0.025645038, 0.08264157, -0.06212128, 0.030755218, -0.04405339, -0.030424658) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.01828597, 0.083243646, -0.038536478, -0.017502509, -0.08105738, 0.0012228974, -0.1080627, -0.026461056, -0.054254524, 0.024791434, 0.040263943, 0.02820566, -0.039924692, 0.004517173, 0.038702767, 0.055404343) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.024339195, -0.041502204, -0.09291761, -0.05632645, 0.018038707, 0.03912029, -0.06666998, -0.00014298625, 0.0065938663, -0.02512259, 0.0299102, 0.0012205282, -0.042304393, -0.022222238, 0.07156011, -0.064391285) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.040794306, 0.043900218, -0.036973078, 0.049076557, -0.013266145, 0.032158293, -0.022526886, 0.09566472, 0.026215214, -0.12535825, -0.012699341, 0.039910194, 0.059199158, 0.028043676, -0.0060070944, -0.04917188) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.025416475, -0.029701186, -0.025735907, 0.031475063, -0.024096722, -0.06385944, 0.053379986, 0.037973452, 0.02035059, -0.04093476, 0.044662606, -0.027414022, 0.05116636, -0.010306472, 0.059939675, 0.043212175) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.03515672, -0.02094184, -0.08207612, -0.054684076, 0.030655652, 0.073213205, 0.042154077, -0.14648315, -0.04680004, 0.030760812, 0.018253954, 0.08666564, 0.02857724, 0.00067018415, 0.06507213, -0.01725426) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0105545055, 0.0007286947, 0.036018923, -0.0048508793, 0.16995871, 0.023170188, -0.015085124, 0.004689544, -0.004733232, 0.08226879, -0.018453347, 0.050538737, -0.009690376, -0.0019634834, 0.027626354, 0.032829974) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.023726773, 0.010898424, -0.01822208, 0.03842344, 0.0075681307, 0.034020238, -0.06806231, 0.01901378, -0.018860908, -0.0089046275, 0.02895369, -0.013657344, -0.11398131, 0.0169386, 0.050894454, 0.046080027) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.022903727, 0.005586001, 0.021286547, 0.024171276, 0.09379018, -0.013221455, -0.065918885, -0.033722796, 0.01728323, -0.03988463, -0.025967324, 0.04819965, 0.08548069, 0.004580221, 0.0030754865, 0.01584335) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.06392119, -0.08998016, 0.13679212, -0.0026546188, 0.008815899, 0.048466533, 0.0059514577, -0.083596006, 0.00016277195, -0.07310735, 0.011484921, 0.011048554, -0.059959427, -0.038820636, 0.01967266, -0.04827847) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.0655254, 0.06398862, -0.055974014, 0.04236683, -0.075581856, 0.072291575, 0.08086798, 0.050604943, 0.039989542, -0.0085748965, -0.007947379, -0.023675667, 0.043423723, 0.031157669, -0.035261367, 0.01189533) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.025264762, 0.048750594, -0.0319619, 0.045887, 0.010637966, -0.01337898, -0.00078846747, 0.03897785, -0.054485932, -0.030125577, -0.055076122, 0.04907283, 0.064117394, 0.044890843, 0.112151355, -0.08756602) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.030466594, -0.05084832, -0.1537047, 0.049629997, 0.029240265, -0.015239552, -0.004242997, 0.01498136, -0.024712149, 0.029033944, 0.09824751, -0.021574397, -0.12851386, -0.0052772337, -0.03357228, -0.015747119) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.005804859, 0.0384911, -0.044841398, 0.012554774, 0.009474106, 0.076035775, -0.021141436, -0.04842297, 0.07082178, 0.012289076, -0.046594966, 0.0118862325, -0.028290298, 0.03545386, -0.029923446, 0.0071562943) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, max(result6, V4(0.0))); + V4 result7 = V4(0.0014251472, -0.00062698225, 0.0018863081, -0.0067351423); + result7 += M4(0.018673861, 0.032077182, 0.0037670946, 0.050522637, -0.0010146564, -0.0033454895, -0.048218563, 0.01752664, 0.015052163, -0.018461287, 0.000518453, 0.034338284, 0.004189418, 0.015203471, -0.021282619, 0.023587316) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.046335146, 0.040292807, 0.022942806, 0.084382825, 0.010080793, -0.057140883, 0.025302446, 0.024585998, -0.017621798, 0.09681231, 0.08597285, -0.018088778, 0.073121615, 0.03417377, -0.022003455, 0.11042839) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0072236536, 0.08701254, -0.016317518, 0.029956099, 0.0070353327, 0.09767933, -0.08823228, 0.030442908, 0.018327752, -0.07752849, 0.032344893, 0.05708747, -0.051409554, -0.011494398, 0.06045909, -0.0414537) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.033427637, -0.08938779, -0.02685188, 0.050008766, 0.09848247, -0.06579934, 0.013445275, -0.016121002, 0.016009869, -0.0043092426, -0.003833644, 0.07527052, 0.08246886, 0.000503442, 0.017631046, 0.028014096) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08188082, 0.038584508, 0.028480327, -0.048451718, 0.03168719, -0.021754295, 0.03816518, 0.09146883, -0.0010765264, -0.06581348, 0.0014887871, 0.0065062526, 0.043383367, 0.026044182, 0.091734335, 0.19638753) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.03718927, 0.053397905, 0.038383354, 0.018592069, -0.021742502, 0.025835568, -0.047361977, -0.0064954096, 0.01729975, -0.009017122, -0.026055958, -0.017205367, -0.06670235, 0.024090454, -0.033529066, 0.014743781) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.053738605, 0.007041181, 0.046036437, -0.0060444134, 0.00028312794, 0.040603507, -0.0073328423, -0.029636584, -0.03361385, -0.039049573, -0.082385294, 0.0033814767, 0.0541044, 0.033086795, 0.019756822, -0.02124206) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.087686345, -0.023377942, 0.037199516, 0.024559557, 0.018899692, 0.026418706, 0.03341977, -0.03792957, 0.0275505, 0.018420523, -0.028442107, 0.045291577, -0.011137358, -0.04854017, -0.0019037462, 0.077883184) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.029888572, 0.026616642, 0.0074777394, 0.079018705, -0.08085832, 0.006893435, -0.021432858, -0.0005435047, 0.011570788, 0.08827259, -0.011205707, 0.005243058, -0.152055, 0.09486768, 0.023200216, 0.0066440096) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.036357924, -0.022468893, -0.06927031, 0.006416363, -0.024620654, 0.01879684, 0.034386892, 0.006153835, -0.009186036, 0.029210422, 0.032836545, -0.031136218, 0.018181415, -0.014411614, 0.0040633543, -0.06230842) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.002692116, 0.01595091, 0.012103822, -0.0028852818, -0.04918649, -0.011426903, 0.021665841, 0.026787248, -0.0056957547, -0.05808886, -0.047910508, 0.04350681, 0.06100713, 0.028811166, 0.02133015, 0.044510785) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.03283779, 0.020474968, -0.009379789, -0.046478886, -0.00010127794, 0.04358986, 0.032138042, 0.04838418, -0.054518834, -0.007697424, 0.070509404, -0.0047255186, 0.04810435, -0.033660453, -0.0006131127, -0.13531916) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.016534878, 0.042890407, -0.039331708, -0.057275698, 0.060258616, -0.0069148056, 0.081107005, -0.053748537, -0.10022901, 0.05039925, -0.029385153, -0.025565159, 0.08208448, -0.040429253, -0.015503155, -0.060810655) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.04645899, 0.01848358, -0.16213657, -0.13247281, 0.008172146, -0.022413464, 0.0120983515, -0.041746475, -0.04833164, 0.02780466, 0.036916304, 0.041110992, -0.059409775, 0.011541062, 0.05133046, 0.057789713) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.077667974, -0.07564696, 0.03292344, 0.034902032, 0.08645655, 0.057127174, -0.035983574, 0.041130364, -0.09430936, 0.0027309242, -0.026546799, 0.05909669, -0.039390802, -0.03597687, 0.061169293, -0.0020347016) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.015044469, -0.031604793, -0.012939631, -0.016206736, 0.01517615, 0.026680779, 0.038591746, 0.0009189766, -0.002751786, -0.009990771, 0.093843356, -0.049611498, 0.03098601, 0.0075615575, -0.014763906, -0.08914085) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.03433886, -0.005145266, -0.008458593, 0.0038444481, -0.0017446778, 0.013166486, -0.034278464, 0.01675868, -0.020361602, -0.02802124, 0.03176294, 0.121953666, 0.01216741, -0.012813531, -0.06262569, 0.025326144) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.05690635, -0.010919707, 0.06353192, -0.053409588, -0.033951793, 0.03649867, 0.036840856, 0.040795323, 0.051191237, -0.049146965, 0.005060033, 0.07611132, -0.049246088, 0.07014059, 0.016715694, -0.04556618) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.009302602, 0.022925142, -0.09506782, -0.0009652141, 0.022958513, 0.062720284, 0.02473546, 0.030297764, 0.020179018, -0.052878477, -0.043918066, 0.05563686, 0.016502526, 0.026137283, 0.041662995, 0.08961005) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.0020234357, -0.06929336, -0.10122015, -0.0049846442, 0.03036247, -0.06017103, 0.012890323, -0.008701545, -0.0056382925, 0.08062279, 0.07927254, 0.08892949, 0.10522521, -0.043130115, -0.103439845, -0.010930402) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.059949562, -0.010106791, -0.008189195, 0.058073565, -0.011187281, 0.04760568, 0.026867699, -0.017282678, 0.015786093, 0.010039718, -0.03341557, 0.08328419, -0.033737004, 0.016905379, -0.020833757, -0.02038882) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.032445837, -0.011868872, 0.06239416, 0.06213402, -0.017445767, -0.033073243, -0.07801258, 0.010554514, -0.06266578, -0.033635106, -0.051942386, 0.002230595, 0.04801794, 0.006680795, -0.06931558, 0.037060603) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0051131244, 0.017817004, 0.056496553, -0.07136783, 0.0029402724, 0.014482138, -0.07774306, 0.018754503, 0.039444063, -0.0529761, -0.061891142, -0.022763412, -0.047215424, -0.022143684, -0.042308677, 0.14879844) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.018533267, -0.0073519563, -0.034604616, 0.026556024, 0.02544939, -0.025004808, -0.035499383, 0.0013333536, 0.009648402, 0.048677217, -0.004358973, 0.0068949596, 0.037134737, 0.075999364, 0.0027339272, 0.072802305) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.031218406, -0.02069959, -0.059574407, -0.023153275, 0.068073094, 0.01770022, 0.024930185, 0.03902307, -0.034590654, 0.04104561, -0.058949873, 0.047710653, -0.00943727, -0.012719817, -0.09790834, -0.093559965) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.061980616, -0.010554665, 0.06449855, -0.060856845, -0.08688983, 0.07736875, -0.03420635, -0.074671745, 0.013144653, -0.058242917, -0.027250286, -0.09097648, -0.020261846, -0.044640318, 0.029989269, -0.06462863) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.04712408, 0.023927227, -0.07727843, 0.043176714, 0.049753726, -0.062316984, -0.032757338, -0.088338725, 0.13769001, -0.07189041, -0.006145829, 0.0922036, -0.03189129, -0.044464666, 0.097756416, -0.012599847) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0011671513, -0.0011177624, 0.02411541, 0.004836184, -0.050622363, -0.07155002, 0.037622716, -0.09249707, 0.023316821, 0.017652374, -0.034035113, -0.025422627, -0.043400515, -0.031368323, 0.066770725, -0.030394053) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.01405317, -0.039320152, 0.037645474, 0.042314123, 0.0028615517, -0.014226925, -0.01556944, 0.046608396, 0.01567301, -0.0046369713, -0.032165136, 0.015754465, 0.04449836, -0.020769795, 0.034627043, -0.08670094) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.03428257, -0.03696898, -0.081838585, -0.07979541, -0.043200493, 0.036968302, -0.0020187274, 0.0023096157, 0.005769351, 0.05807819, 0.03341889, -0.0776404, 0.038735505, -0.043035842, -0.10138327, 0.04846455) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.020689912, 0.0019166246, -0.027065719, 0.04126061, -0.02533002, 0.00086589635, 0.15492079, 0.115552865, -0.056875944, -0.022360025, -0.0043618483, -0.08212114, 0.01218707, 0.10010505, -0.026401255, -0.019329824) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.016362168, 0.023091167, -0.013403655, 0.04912382, -0.008918561, 0.0056241667, 0.104161635, -0.08361282, -0.020577656, -0.05311944, 0.007379996, 0.06819292, 0.10294477, -0.042897355, -0.011459394, -0.079536244) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.0074953698, -0.00066633977, -0.034357455, -0.093786456, -0.034172684, -0.045193113, 0.035391394, 0.0637508, -0.009815759, 0.09136212, -0.03156331, -0.043206707, -0.029839432, 0.04319882, -0.04373798, -0.017801028) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.050641276, -0.02673951, 0.014651065, -0.049285684, -0.016671004, -0.051411368, -0.13158254, 0.055173073, 0.020384448, -0.01317807, 0.028595604, -0.010859899, -0.008575775, 0.058090728, 0.09015082, 0.004175989) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.042314015, 0.024753576, 0.046396643, 0.0064327307, -0.01795531, -0.009057238, 0.02421002, -0.05089526, 0.0033139752, -0.034510322, 0.01878516, -0.056755938, 0.0002463125, -0.0128552085, 0.0020875651, -0.027446223) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0060392176, -0.11788295, -0.029664127, 0.008880326, 0.05330227, 0.0070508933, -0.0043150564, -0.036530446, -0.047127727, -0.047671188, -0.06737314, 0.0083652325, -0.021477606, -0.025502743, 0.05643119, 0.04296003) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.019384488, -0.025502928, -0.04916929, 0.0022923213, 0.016502254, -0.023943558, -0.024893032, 0.0074065877, 0.002686409, -0.07249054, 0.0104133915, -0.032033708, 0.096649215, 0.011417116, -0.04899805, 0.055422977) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.013113526, -0.019250564, 0.042865377, 0.063468516, 0.061652005, -0.028605554, -0.00045261276, -0.056041334, -0.018217677, -0.022239586, -0.033668637, 0.046041142, -0.07894112, 0.014677258, -0.013151415, 0.012707105) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.013783943, -0.10895098, 0.043192018, -0.04445222, 0.034218494, 0.0021278937, 0.042090595, 0.06904218, -0.038378477, -0.003878173, 0.054208197, -0.0820488, -0.01995063, -0.066005014, -0.0711076, 0.0025117153) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.030083952, 0.0028348279, 0.011112398, -0.08014869, -0.03547214, -0.05669092, -0.04146768, -0.083904155, -0.074244715, 0.01769189, -0.072534375, -0.099040516, 0.102334, 0.053168904, -0.017171757, -0.09967863) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.030172348, -0.0008435548, -0.06212656, 0.027426317, 0.0640857, -0.059982065, -0.03495538, -0.1021958, -0.01940625, 0.102385804, -0.046452124, 0.000831927, -0.07913467, 0.038964994, -0.10516663, -0.030801887) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0038444742, 0.049801506, -0.014488756, 0.064058445, -0.01223352, 0.012045666, -0.042229064, -0.019182105, -0.055795643, 0.07517447, -0.003105533, -0.007404321, 0.07464786, -0.12606506, -0.017821776, -0.04986038) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.023115957, -0.049413774, -0.04066957, -0.017545557, 0.031623796, -0.05058053, 0.02490793, -0.016624907, 0.008775263, -0.045426115, -0.005404666, -0.013170411, 0.06792874, 0.07337203, -0.044427227, -0.05238581) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.056813043, -0.005576083, 0.072538696, -0.07360226, -0.06892953, -0.07571264, 0.08498844, -0.028909622, -0.027828084, -0.009407866, 0.043621007, 0.0069731176, 0.048197083, -0.025200557, -0.020004543, 0.12787043) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0579893, 0.052800044, 0.084704734, -0.03470178, 0.0597469, -0.035208087, -0.06679775, 0.026968367, -0.08211052, -0.06418047, -0.04930623, -0.06802235, 0.057565562, -0.003079574, -0.026538676, -0.04687167) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.048950505, -0.04296262, 0.071002536, -0.08860448, -0.023778846, -0.041412633, -0.018603822, -0.00450639, 0.024998344, 0.0297204, 0.0131756095, 0.035242308, 0.052452054, 0.059603956, -0.04819877, -0.027153969) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.00039456744, 0.026111925, -0.0390856, 0.015237232, -0.047974177, 0.0075821406, 0.017423477, -0.0070963115, 0.039099902, 0.010331603, 0.13222985, 0.033107437, -0.044914547, 0.012619742, 0.077392414, 0.05955516) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0013875503, 0.02167852, 0.048960786, -0.02730172, 0.023810739, 0.020395383, 0.054201044, -0.06880946, -0.15319178, -0.072294965, -0.03086937, -0.011504573, -0.026595794, -0.05325626, 0.01151914, 0.06896727) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.015059782, 0.01212822, -0.011522979, 0.043589585, 0.05315072, 0.027349211, 0.069255315, 0.07850968, 0.122352585, -0.06477022, 0.051983375, -0.061325468, -0.04329559, -0.009633947, -0.109692626, 0.0060715466) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08721693, 0.05260926, 0.05850964, 0.0054416833, 0.036334157, 0.068869755, 0.003245845, 0.08983297, -0.018924817, 0.062130507, -0.11904574, 0.07780186, 0.05350868, 0.06791477, 0.022963349, 0.13369432) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.055267405, 0.009881807, -0.0069630924, -0.061420918, -0.036210015, 0.012657981, -0.032147475, -0.018918043, -0.05412775, 0.0061139315, -0.0049740467, 0.028788963, 0.006019795, 0.010503997, 0.040485717, 0.048707794) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.020625258, 0.01798343, -0.03604717, -0.015388089, 0.017517395, -0.0278744, -0.074373916, 0.038745053, 0.06285353, -0.009818533, 0.04762992, 0.004658474, -0.013168075, -0.0511346, -0.040355694, 0.06022736) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.026847128, -0.015917618, -0.062348984, -0.06671345, 0.012953547, 0.012467912, -0.015703145, 0.08393637, 0.018011587, 0.011851339, -0.0055786576, 0.042521846, -0.041248936, 0.015565254, -0.035630196, -0.021513479) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.04410482, 0.06062172, -0.025012525, 0.0610936, -0.068187855, 0.008616673, 0.057610862, 0.013892458, -0.03330063, 0.024369285, -0.055133972, 0.004009792, 0.028606487, -0.012831177, 0.024481747, -0.0103146015) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.040068492, -0.05743285, 0.1223652, -0.04292859, -0.09787392, -0.0104287965, 0.03175076, -0.027615303, -0.07690209, 0.002457177, -0.024491351, -0.066331044, 0.019923544, -0.0023634525, -0.014972126, -0.0049166363) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.014411372, -0.06519537, 0.008176301, -0.039190505, 0.016877266, -0.057989515, -0.042193584, 0.008610321, 0.00978763, -0.046530053, 0.014780808, -0.041762426, -0.03441969, 0.055942096, 0.031061172, 0.03241851) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.05567167, 0.0036965034, 0.020676292, -0.016157502, -0.029994544, -0.043466363, 0.036435682, 0.05265827, 0.025745342, 0.12854025, 0.03224513, -0.032146305, 0.008559331, -0.07113304, -0.009610836, -0.04301949) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.084250554, -0.050097406, -0.051641807, 0.017897263, -0.038950898, 0.033669487, -0.09937784, 0.080832824, 0.004863509, -0.11565558, 0.012857115, 0.049446907, 0.043101717, 0.010560022, 0.057130642, -0.0024219593) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.038006254, 0.00175756, 0.050056282, 0.0006544299, -0.046458878, 0.0068221935, 0.032770135, 0.042864546, -0.04432323, -0.10249627, 0.05425363, 0.05375547, 0.04990834, 0.020200657, -0.00047308477, 0.14005068) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.060461886, -0.0029850728, -0.038782835, 0.012754308, -0.08944805, -0.096392274, -0.01849711, 0.05648829, 0.015336808, -0.08178105, -0.036755953, 0.0072487895, -0.0036330046, -0.006314786, -0.051641997, -0.054993067) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.044810563, 0.0018178963, 0.020492285, 0.060021147, -0.14395535, 0.003398305, -0.030875567, -0.013764356, -0.038610004, 0.03216734, 0.07988316, -0.08910878, 0.04003024, 0.062294267, -0.04606628, -0.042916063) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.025485426, 0.07557817, 0.024170104, -0.05404846, -0.002042427, 0.025645697, 0.07545453, 0.016420538, -0.017638156, -0.01831494, 0.044161245, -0.03592123, 0.07976442, 0.017749855, 0.07656738, -0.028849782) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.036784235, -0.013467151, 0.036444172, 0.094699964, -0.0426589, -0.0001236075, 0.0039888755, 0.022269992, 0.051420115, 0.012392849, 0.025688676, 0.0049866736, -0.011352147, -0.05340382, 0.026460119, 0.03525816) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.009309051, 0.05136777, -0.017058818, 0.028954955, 0.01527489, 0.023978993, -0.09360258, -0.0070763403, -0.024847794, -0.04260108, -0.067176566, 0.035348922, 0.066129304, -0.0630941, -0.03447217, -0.037741918) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.025295043, -0.0011535027, -0.04075787, 0.036008663, -0.037904024, 0.023851965, -0.076395184, 0.029231895, -0.030610025, 0.047114585, -0.13267876, 0.16930126, 0.012630387, -0.01594386, 0.03031229, -0.07803302) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.06088592, 0.08036232, 0.0122171985, 0.09249436, 0.04934968, -0.012535692, -0.07967677, 0.047103208, -0.004853958, 0.0028116056, -0.09244394, -0.08335118, 0.054112826, -0.01702686, -0.0062000947, -0.070441276) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.008518993, 0.0075289435, -0.02882956, 0.048310325, -0.014057605, 0.023135917, -0.059613626, 0.040745884, -0.0985367, 0.063675575, 0.062374946, 0.0006678243, -0.0076474263, 0.051444583, 0.0569574, -0.09917991) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.07957017, 0.015025438, -0.06321065, 0.010170821, -0.12967637, 0.16706337, 0.0032061678, 0.015850281, -0.008333481, 0.028591342, 0.041120347, 0.101062514, 0.008371019, 0.00038253592, -0.015226818, -0.0947895) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.07951248, 0.021601574, -0.05031213, 0.038909774, 0.037962697, 0.045660414, 0.019475982, -0.024168588, -0.051011853, 0.06582998, 0.059648782, -0.095692195, 0.05013716, 0.004921918, 0.026561124, 0.0048642973) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.026095947, 0.035535805, 0.045056064, -0.003681012, -0.027363207, 0.011785531, -0.08933073, 0.108564496, -0.0016365715, 0.0072120633, -0.0059404206, 0.028574679, -0.041468803, 0.072764374, 0.05723946, -0.03405476) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.054667074, 0.021056723, 0.051202897, 0.02222598, 0.04651224, -0.005652827, -0.052888025, -0.06100927, 0.061212275, -0.08811994, -0.012916998, 0.10681364, 0.0047143446, -0.104524605, 0.05122055, -0.087274775) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08149551, 0.017300734, 0.01653693, 0.0025334565, 0.090569414, -0.023195816, 0.008278325, -0.08874223, -0.04981807, 0.07867283, -0.06438083, -0.15411055, 0.07770887, -0.12050434, -0.025502637, -0.0897674) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, max(result7, V4(0.0))); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Conv2D-5) +//!COMPUTE 16 16 2 16 +//!HOOK LUMA +//!BIND conv2d_4 +//!SAVE conv2d_5 +//!WIDTH LUMA.w 8.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_4_mul * texelFetch(conv2d_4_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.007920542, -0.0022907562, 0.0014729282, -0.0029908211); + result0 += M4(0.012659207, -0.0082843965, 0.050612673, -0.004586635, 0.06810715, -0.055794217, -0.055540774, -0.0069531123, -0.04869505, 0.020238532, 0.03411154, -0.03394743, -0.088167824, -0.01315098, -0.015628476, 0.012594215) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.09373336, -0.008080655, -0.037399266, -0.054797772, -0.054466434, -0.016870465, 0.008425535, -0.07040091, -0.089233495, 0.13193156, -0.050881077, 0.02321132, 0.05240855, -0.05507531, 0.11045006, -0.05287347) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.026759261, 0.062051155, -0.003945277, 0.04563078, -0.03224445, -0.11816783, 0.069794625, -0.011122299, 0.018666968, -0.1139171, -0.04996122, -0.11003525, 0.046559703, 0.011053371, 0.023064949, 0.029661411) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.014747362, 0.05423561, -0.035074584, -0.17831835, -0.08130223, -0.0009333893, 0.068694636, 0.020894865, 0.07522027, -0.023988897, 0.008578291, 0.021030499, -0.08493413, -0.08599244, -0.011630431, -0.018433454) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.046071053, -0.011418831, -0.035194278, 0.044674832, 0.00041246286, 0.07825398, -0.023369467, 0.03058997, 0.0081767095, 0.01475973, 0.019673605, 0.0049730144, 0.13240097, -0.027513841, 0.00013196138, -0.03916345) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.05762516, -0.019916251, -0.03911777, -0.040417038, -0.021643022, -0.04889882, -0.01983129, -0.06811472, -0.09386371, -0.013902166, 0.019391365, -0.07002573, 0.041423053, -0.038381483, 0.10094547, 0.07099513) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.012239392, -0.04553411, -0.031315375, -0.09058013, 0.044134453, -0.08493709, -0.054941684, -0.08546161, -0.031910513, 0.025139252, -0.020321775, 0.0018517378, 0.044425156, -0.04948171, -0.020069772, -0.031008974) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.10237727, 0.027195487, -0.10438355, 0.18013915, 0.08098608, 0.06393669, -0.026501782, 0.09152095, 0.03727705, -0.01329895, 0.019179363, 0.10877083, 0.038874906, 0.031757224, 0.046564616, 0.0013984117) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.04633342, 0.04813199, -0.040961362, -0.00039862006, -0.010458006, -0.05505914, 0.063396074, -0.1432106, -0.016199859, 0.052676037, -0.061194155, -0.12257285, -0.104831055, 0.07285034, -0.037690945, -0.0016298497) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.0376707, -0.055586062, 0.065259084, 0.016390754, -0.008386405, -0.0029405502, -0.026257785, 0.035723936, 0.07626289, 0.06286442, 0.025170011, 0.050848585, 0.053993393, -0.074970536, -0.087790236, -0.046617504) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.027239515, -0.03871918, -0.048216864, -0.11791459, 0.026596818, -0.012932386, 0.062188514, 0.002094744, -0.025280148, 0.042759545, -0.023457889, -0.008961966, -0.060098015, -0.08615126, 0.07318971, 0.026015801) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.06591428, -0.06974538, -0.011125307, -0.06468126, 0.043495186, -0.048687283, -0.035599604, -0.096797556, -0.06708375, -0.007115299, -0.04114189, 0.09489059, -0.068501055, 0.02147516, -0.09516866, -0.0015071227) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.021459384, 0.0038642175, 0.008899712, -0.0018662293, 0.039088447, -0.009293485, -0.01852249, 0.0768127, -0.013204934, -0.03852263, -0.022534704, -0.027906822, -0.08647252, 0.027216952, 0.081728265, 0.041477155) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07083061, 0.026967786, -0.07543586, -0.0030894356, 0.080068305, 0.064456545, -0.050163127, 0.08556735, -0.052110665, 0.12535931, 0.006253803, -0.01627654, 0.011363781, 0.071435735, 0.12658638, -0.021390487) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.006180938, -0.074387684, -0.017106667, -0.06576324, -0.051740456, -0.0005384904, 0.022246197, 0.023234043, -0.06136818, 0.14206524, 0.04356066, 0.03412567, -0.011127722, -0.030439658, 0.018868275, 0.006633875) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.021440627, -0.039221853, 0.0137522705, -0.01690634, 0.059286904, 0.094165325, -0.104185276, 0.0458326, 0.07012717, 0.045772318, 0.08055948, -0.078718044, 0.080590785, 0.053347133, -0.17556459, -0.01862909) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.030217057, 0.055596564, -0.039909564, -0.039487753, -0.026901927, 0.10575721, -0.092611775, 0.1027071, 0.08832089, -0.021564694, 0.032605726, 0.03632368, 0.13382831, -0.115151145, -0.058819804, -0.04666085) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.029313814, 0.026086109, 0.0050191963, 0.06069516, -0.057623867, 0.10669551, 0.030928954, 0.12295723, -0.0024809528, 0.0762547, -0.024703266, 0.03297919, -0.027105216, -0.124841854, -0.043663573, 0.13534822) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.007157479, -0.05973485, 0.110251896, 0.0038233942, -0.019390102, -0.07830754, 0.058571246, 0.04170379, -0.07737476, 0.008079394, -0.03913871, 0.04531513, -0.020468723, 0.026413247, -0.03621609, 0.028344117) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06614093, -0.066829525, -0.03889602, -0.043133322, -0.14874497, 0.025205813, -0.04521223, -0.0053451373, -0.0007332497, -0.034058277, 0.05700848, 0.038901296, -0.07983258, -0.018813223, -0.08045294, -0.10314455) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.0069888355, -0.09054443, 0.041112132, 0.008636328, 0.07070584, 0.077259436, -0.0907137, -0.2740745, -0.061728552, -0.033996508, -0.008699861, -0.0035128514, -0.070044294, 0.058498688, 0.008397797, 0.027619524) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.031641524, -0.038529657, -0.06252963, 0.03609837, 0.016870031, -0.07702599, -0.12518086, 0.02230905, 0.016294694, 0.048358, -0.036249023, 0.0402514, 0.026027886, -0.076332785, -0.11581518, -0.02984455) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.08540919, -0.05597586, 0.008536542, 0.085084595, 0.06305363, -0.13173594, 0.02650425, 0.096223906, 0.02683272, 0.044928376, -0.027425421, 0.022786822, -0.1218999, -0.05886356, -0.06373537, 0.012566754) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.03572133, -0.14330506, 0.025059253, -0.15277307, 0.015189198, 0.03791659, -0.04514338, 0.07523708, 0.10369998, 0.034488324, 0.12181086, -0.107948996, -0.0015171113, -0.058763936, -0.025617834, 0.06781687) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.0037179498, 0.08529988, 0.027889939, 0.003222262, 0.11168923, 0.00066192815, 0.07540353, -0.057343643, 0.00030487005, -0.04888555, 0.05101622, -0.034709588, 0.08829905, 0.041069593, 0.03141221, -0.02706111) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.041756507, -0.07811449, 0.16475213, -0.013378609, -0.00643016, 0.029229168, 0.10122711, -0.12280812, -0.03420747, 0.05189128, 0.035785843, -0.10635843, -0.016912397, -0.055895682, -0.033209465, -0.014799848) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08908331, -0.05600544, 0.043326605, -0.079979375, -0.026731044, 0.106925935, 0.027010608, 0.010199388, -0.053292416, 0.11392488, -0.06671726, 0.013869556, 0.052558497, -0.008757882, 0.050396882, 0.004238255) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.11732546, -0.09634034, -0.055640962, -0.014233091, -0.015503881, 0.064164706, -0.04780396, -0.055842523, 0.07023783, -0.011185966, -0.039414886, 0.005374894, 0.035964258, -0.053783245, 0.041233014, 0.0001975019) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.066145234, 0.070920266, 0.013697662, 0.07268349, -0.037122075, -0.055752855, 0.07137167, -0.0070951274, 0.004516784, 0.03692181, -0.018517666, -0.06653895, 0.09884851, 0.003364147, 0.07483013, 0.089953594) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.054332282, -0.014929944, -0.061932918, -0.063656196, -0.06479612, 0.018064292, -0.014423946, 0.119874164, 0.009527149, 0.019724282, 0.05945179, 0.12616754, -0.023177106, -0.05653973, -0.07177297, -0.03853774) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0031560515, 0.102466606, -0.016985284, 0.13583939, -0.042187594, 0.0070145247, -0.036459148, -0.08347707, 0.09661631, -0.096756056, -0.08569181, 0.10360648, -0.048982732, 0.044129677, 0.085172795, 0.02679583) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.035111655, 0.011007227, -0.14336789, 0.035851106, 0.114730164, -0.090360045, 0.066923484, -0.117397286, 0.058644306, -0.028735561, 0.05165274, -0.0920172, 0.1089473, -0.081362486, 0.012526838, 0.01399663) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.03603579, 0.053000085, 0.04764989, -0.0049900254, 0.015776742, 0.03136669, -0.025461132, 0.016123375, -0.022754062, -0.040256757, -0.031441882, -0.083366424, -0.0004891461, 0.057174336, -0.10576837, 0.008257444) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.021810202, -0.06182033, 0.055761512, 0.049412526, -0.08846193, 0.066105254, 0.010212099, 0.077975444, -0.11054535, -0.041816767, 0.045417804, 0.05921723, -0.115178525, -0.038490694, -0.0041492884, 0.04334992) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.03853905, -0.061036386, 0.074263975, -0.0879866, 0.028817635, -0.005711552, 0.046895344, -0.0010075368, 0.022929177, -0.001233571, -0.006624973, -0.079649396, 0.03365433, 0.09859024, -0.04408512, -0.13785824) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.04685672, -0.07980192, -0.017091796, 0.063593656, 0.08790774, 0.019507777, 0.00894395, -0.06250939, 0.028412756, 0.0007189592, 0.044543765, -0.028471796, -0.035928573, -0.025666278, -0.027253943, 0.07046252) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.077348284, 0.055454724, 0.047286727, -0.014136162, 0.21297774, -0.15286815, -0.07030939, 0.14328142, 0.070640884, -0.027708247, 0.07040721, 0.04340446, 0.028085908, -0.07066196, 0.024031537, 0.021551996) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07803374, 0.009340422, -0.00011741195, 0.06900992, -0.1741137, -0.09420195, 0.018941168, -0.07138382, 0.017931731, -0.02171963, -0.07916339, 0.042324822, -0.0084804, 0.011541597, 0.015001805, 0.04564982) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.02503248, 0.025407659, -0.019203547, 0.0193773, 0.10535368, 0.00959208, -0.016841125, 0.092213996, 0.017265338, 0.034995846, 0.027710611, 0.056294788, -0.049249623, -0.060686674, 0.013258733, -0.030993462) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.0068570557, 0.040906012, -0.08349569, 0.016004015, 0.022955284, 0.26090536, 0.1959979, 0.18578872, -0.04414464, 0.066582456, 0.078135036, 0.07842101, -0.054717485, 0.050156057, 0.01714649, -0.025913632) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07383831, -0.011720879, 0.07642587, -0.13802901, -0.13433011, -0.17891987, 0.02470329, -0.14999723, -0.033346742, 0.020762017, -0.088923946, 0.0140608, -0.040436763, 0.017892944, 0.0957397, 0.10517943) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.012581843, -0.0641339, 0.08143261, -0.04472631, 0.053777363, -0.08982334, -0.04212396, 0.052714508, -0.015142444, 0.05789171, -0.04851358, 0.13143617, 0.043224853, -0.034116317, -0.03013532, -0.10098643) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.064848736, 0.007567723, 0.014479514, 0.03315159, -0.28160718, 0.34408262, 0.59043926, -0.13805975, 0.08578609, -0.025727566, -0.065402135, -0.0385752, 0.028798452, -0.029766502, 0.034961622, -3.104939e-05) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.03613503, -0.027101398, -0.004059457, -0.082768396, 0.044968247, -0.11790055, 0.003281074, -0.22012441, 0.070738174, -0.12446346, -0.001658337, 0.12189393, 0.08714606, -0.10562411, 0.017032133, -0.036790203) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07454949, 0.05402733, -0.051191084, 0.059504155, 0.12694909, -0.06001572, 0.05904764, 0.02666862, -0.0629755, -0.018075218, 0.06864025, -0.027369408, -0.022867113, -0.02276667, -0.009572518, -0.10009488) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.060711227, 0.051675085, -0.032368734, 0.057377145, -0.11970565, -0.009653726, -0.06887162, -0.06864946, -0.023298059, -0.073230684, 0.05819461, -0.11976556, -0.036530335, -8.692498e-05, -0.018504133, 0.056823064) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.025944648, 0.015810618, 0.010670202, 0.01386489, 0.07891802, 0.06148694, -0.009772447, 0.14671405, -0.0005124733, 0.07623176, 0.033200298, 0.08096192, 0.027893083, 0.05866782, -0.02318737, 0.013935583) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.06912419, -0.039700318, -0.057644438, -0.01113549, -0.0051164306, -0.08136487, -0.0148531785, 0.037326295, 0.014117675, -0.08634251, -0.103635855, -0.011023973, -0.05590085, -0.036033027, 0.031777892, 0.07629729) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.078307845, -0.049978163, -0.068438865, -0.106633104, 0.02313371, 0.026683582, 0.0673353, 0.00058549776, 0.11419177, -0.033090208, -0.054374166, -0.06356589, 0.008267027, -0.07797306, -0.026205141, 0.011664107) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.060976546, 0.022161908, 0.006877606, -0.024677891, -0.021413097, -0.02084064, -0.019904284, 0.077459276, 0.09966264, -0.04727618, -0.08928757, -0.008342991, -0.05505298, 0.091976695, -0.06273845, 0.056327026) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.0522215, 0.039778218, -0.08734103, -0.10326401, -0.03349943, -0.06386685, -0.038285185, -0.04139568, 0.0275177, 0.02571496, -0.0076668668, -0.02207508, 0.0020197849, -0.0045990306, 0.045475878, 0.0004344982) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.04153057, 0.03395094, -0.05997602, -0.045482665, -0.021174341, -0.030184926, 0.021830909, 0.04662035, -0.05339313, -0.08962555, 0.032046646, -0.022768611, 0.0538204, 0.020032907, 0.047227196, -0.011527836) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.055494122, 0.08453045, 0.05403328, -0.07182722, 0.050301585, 0.044827122, -0.021602813, 0.14450411, 0.062434472, -0.0871835, 0.08730617, 0.0026804216, -0.045862075, 0.06948351, -0.016019462, -0.06495156) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.06384203, 0.12719019, -0.05923506, 0.016249172, 0.00054639444, 0.029505188, -0.08136734, 0.16146624, 0.051130418, -0.08117765, -0.032201745, -0.046629786, -0.03106953, -0.06449613, 0.027636368, 0.056463536) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.015862223, -0.09411337, -0.052777916, 0.029921029, -0.029021418, -0.049138073, 0.005248753, 0.03883706, 0.051570605, -0.08783808, -0.060173493, -0.10942962, 0.027082019, -0.015245614, -0.026571682, 0.07175237) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06623662, 0.023508735, 0.046236277, 0.031114891, 0.055644933, -0.04629829, -0.08040808, -0.05794674, 0.020746917, 0.034847286, -0.011106398, -0.03899153, 0.017190078, -0.052382246, -0.08801344, -0.13558784) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.021157345, -0.0017713321, 0.0010145286, -0.11869583, 0.022726737, -0.007596762, -0.055396423, 0.0107872635, -0.055546373, 0.004975698, 0.0129171675, -0.0044665607, -0.052194275, -0.021074649, -0.020994103, -0.023258638) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.0050876206, -0.085585475, 0.05284131, 0.04657147, -0.0015298714, 0.020799918, 0.04965338, 0.09055329, 0.06534174, -0.013609916, 0.020365173, 0.009542701, 0.025333093, 0.056572396, 0.014367648, -0.0059644864) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.06623636, 0.018546676, 0.012772181, 0.1128578, -0.0553153, -0.027193768, 0.030588992, 0.07314617, -0.029155126, 0.012377396, -0.048051365, 0.07615869, 0.02106586, -0.037551712, 0.062093396, 0.03994226) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.08615203, -0.038392875, 0.04185375, -0.11557163, -0.0724445, -0.06837753, -0.0796079, -0.0005534733, 0.022866072, 0.0019668497, -0.03375458, 0.005518931, -0.051255636, -0.086629584, 0.052938733, -0.017939853) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.082201995, 0.08338168, 0.06368014, 0.020799948, -0.0021174734, -0.044765506, -0.026496015, 0.0073489193, 0.03357522, 0.03808954, 0.042366095, -0.026202196, -0.031142592, 0.08563531, 0.0750633, 0.03830991) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.059878696, 0.012079003, 0.074656546, -0.005196685, 0.11351621, 0.05091811, 0.0032134173, 0.10331796, 0.04635301, 0.007022853, -0.0013485943, -0.10340123, -0.017416406, 0.04109052, 0.006881709, 0.047110867) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.059919287, -0.03101404, 0.009470262, 0.025023736, 0.07611769, -0.003336585, 0.09379993, 0.022039518, 0.06452025, 0.02453208, -0.069482476, -0.029276706, 0.06404178, -0.07767904, 0.035325702, 0.0057341205) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.035175208, 0.06847525, 0.10652048, 0.009162628, -0.0767558, 0.034296, -0.058371305, -0.11118776, -0.0055949898, -0.012134497, 0.023943555, -0.0005300856, 0.08061122, -0.054515693, 0.01777842, -0.065258764) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.083935365, -0.026900299, 0.060945384, -0.054810107, -0.06297046, 0.022223262, 0.055109426, 0.06634053, -0.030266106, -0.06202114, 0.0015390554, -0.0065800655, -0.07227648, -0.034390856, -0.06954583, -0.019235443) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.063203774, 0.029398764, 0.028291611, -0.021303497, 0.10261226, -0.04520229, 0.03592958, 0.15121423, 0.06758098, -0.025456328, 0.07083506, 0.0031304099, 0.025098355, 0.11022158, -0.10039365, 0.045323513) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.015524359, -0.074430704, 0.08698407, -0.039414022, -0.0067286864, -0.023823723, -0.054444358, -0.15463683, 0.004657492, 0.06434396, 0.04229149, 0.10077084, -0.0175929, -0.0503969, 0.056542497, -0.03236558) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.014850027, 0.035510205, -0.053615622, 0.06173638, 0.044803932, -0.002333041, -0.09752026, 0.017638449, 0.11542985, -0.05690194, 0.039437305, -0.09617133, 0.058244046, -0.090813406, 0.085987, -0.041902382) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.03284375, -0.08889782, 0.032698154, -0.01706314, 0.05101155, 0.047558628, 0.05355311, 0.11727696, -0.06263451, -0.02354761, -0.020732163, 0.015123445, -0.041259155, -0.0468619, -0.14686956, 0.046192385) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.02382978, -0.06351694, -0.022633234, 0.012576567, -0.00094047387, -0.05083605, 0.021433135, 0.09205889, -0.0029333474, 0.035971723, 0.024764849, -0.009984877, 0.059244607, -0.03211106, 0.13820948, 0.029564455) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.05534098, -0.096680254, -0.036229454, 0.02692296, 0.010722657, 0.045933485, 0.07740435, -0.09348157, 0.070330724, -0.03929862, -0.06282764, -0.11922472, 0.1359561, -0.10417883, 0.010690849, -0.07893975) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07235992, 0.06190206, -0.03768438, 0.033766117, -0.039035834, -0.029381253, 0.08724059, -0.08092357, 0.043768026, -0.0458281, -0.049568124, -0.06142317, -0.03587894, -0.00035773177, 0.008888146, -0.071498156) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, result0); + V4 result1 = V4(0.003317229, -0.0064632413, -0.0041693165, -0.0017572003); + result1 += M4(-0.08265474, 0.10560329, -0.067668095, -0.062895045, 0.04958467, -0.0038375168, -0.06940705, 0.012235638, -0.060085498, 0.1382981, -0.060480203, 0.03841044, 0.020538561, 0.09340245, 0.062193632, 0.04998065) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.051759467, 0.055025395, 0.00054037326, 0.04903321, -0.010979108, -0.06674058, -0.03977226, 0.013337811, 0.0059016664, -0.032146174, -0.02144294, 0.03090346, -0.041875545, 0.021615228, 0.08663118, -0.08029276) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.090466045, -0.01429877, -0.054916203, -0.032580435, 0.023722852, 0.05932181, -0.018627854, -0.037103616, 0.00020288334, -0.009167328, 0.05088327, -0.13919438, -0.016506882, 0.085531436, 0.023385523, 0.033153646) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08023076, 0.04054037, 0.09784964, -0.035269897, -0.055552464, 0.13078494, 2.847597e-05, 0.020044202, -0.046066992, 0.03582579, 0.01796797, -0.011334841, -0.017962998, -0.0872248, 0.031063499, -0.03456828) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.021214, 0.033319674, -0.06548679, 0.0056021586, 0.06960143, -0.008192314, 0.09968226, -0.036284246, -0.062062215, -0.0884058, 0.24871475, -0.0113721555, -0.018680625, -0.018106472, 0.09888333, 0.08924286) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.009790949, -0.09506628, 0.062405, 0.037370395, 0.060472205, -0.041514926, -0.02920433, -0.024822535, -0.046477973, -0.013701813, -0.12442923, 0.014024875, 0.054152638, -0.03998084, 0.10381648, -0.07087996) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.031451374, -0.009737688, -0.070500225, 0.06722435, -0.029432943, -0.17462918, -0.032093577, 0.0014249057, 0.07075508, 0.09676446, -0.09549088, 0.04546866, -0.008361392, -0.0055721663, -0.0012965052, 0.0026101344) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.09088915, -0.111458145, 0.034964573, -0.06334338, 0.12613358, -0.0763716, 0.0784548, -0.057297915, 0.0060366536, -0.17734411, 0.12157566, 0.01503498, -0.026981527, 0.024995724, 0.041592762, -0.022894524) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.004404648, -0.007901133, -0.008615926, -0.07488221, -0.014197678, -0.048006207, -0.016464055, -0.0008651135, 0.0023277192, 0.056148414, -0.13325216, 0.010002999, -0.002800603, -8.40845e-05, -0.03240802, -0.07873265) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.07545629, 0.06575272, 0.007861065, 0.0023801473, -0.052709818, -0.00655609, 0.06742195, -0.00030776378, -0.065383166, 0.07310911, 0.10112414, -0.058442257, -0.03389798, -0.055442993, -0.029636098, 0.043795798) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.07952838, -0.020744195, 0.023544624, -0.07228758, -0.10186815, 0.09275307, -0.017949482, -0.060527306, -0.017520878, 0.03076118, 0.055297054, 0.0022254798, 0.0055943383, -0.008069786, 0.0020714153, 0.069055505) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.03932148, 0.01884254, 0.018723609, 0.0126212, -0.0035309903, 0.04359766, -0.043469686, 0.029403241, 0.032626398, 0.029003227, 0.04297175, 0.075609215, 0.050474413, 0.10845918, 0.09105683, -0.012393394) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.02488784, 0.054166615, -0.06138746, -0.075655065, 0.047579516, -0.045368403, -0.03639043, -0.040002577, -0.007187778, -0.1368114, -0.055445664, 0.07865921, 0.094658405, -0.025232622, 0.072548896, -0.06878183) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.04332549, -0.05578202, -0.02764263, 0.07296786, 0.022012152, -0.09114279, 0.070410565, -0.061575178, 0.026308531, -0.019452238, 0.024120232, 0.07456899, 0.086531125, -0.0950327, 0.05715851, -0.05102421) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.012421495, -0.09701155, -0.040836204, 0.014533989, 0.041393764, -0.037914507, 0.08338501, 0.02119708, 0.05121213, 0.021794274, -0.04444667, -0.060193773, -0.0763098, 0.084622145, 0.047389224, -0.06170933) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.00013421229, -0.005540634, -0.020578226, -0.019386388, 0.002461981, 0.014562435, 0.061549917, 0.085562505, -0.023288231, 0.10071734, 0.023439452, 0.040598728, 0.011544779, -0.08295742, 0.015601267, 0.04546638) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.024442282, -0.1042972, 0.0076779965, 0.09255094, -0.02157449, 0.0025354757, -0.09709387, -0.05775409, -0.062856205, 0.055287126, -0.033004224, -0.029021533, 0.06401177, 0.16498627, -0.16240746, -0.027750114) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.0039031995, 0.064201556, -0.006914177, -0.061504487, -0.12440111, -0.044961818, 0.04226013, -0.00016465555, 0.019992018, 0.04240296, 0.032731883, 0.0768381, -0.113604374, -0.0953154, 0.033843167, -0.06213821) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.04530765, 0.053056464, -0.064794905, 0.07495355, 0.029985292, -0.02680949, -0.07873169, 0.076697834, 0.05807, -0.115148485, 0.029793361, 0.095544115, 0.06161225, -0.07333861, -0.055662483, 0.016645523) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.044810094, -0.048346203, 0.0904013, -0.03316327, -0.104199305, 0.081632555, -0.05124095, -0.024583213, 0.079001464, -0.0046143727, 0.0050495607, -0.08556102, 0.09239731, -0.04868662, -0.025903573, 0.03551393) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.052623913, -0.047548443, 0.12634508, -0.060273297, -0.12153403, 0.17608175, -0.00015388941, -0.0044798413, -0.07519698, 0.045431692, 0.015223836, 0.05553764, 0.02085482, 0.016902572, -0.05950539, 0.07044421) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.041267693, 0.029094482, 0.007867406, -0.08583167, -0.017194785, -0.09548868, -0.019923303, 0.047458924, 0.01245954, -0.02165523, -0.012512882, 0.040093508, 0.08108229, 0.09158754, -0.08359462, 0.0155821135) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.078070804, -0.07526374, 0.13895224, -0.12730496, 0.017342772, -0.016859451, 0.013009278, 0.0600222, 0.06785085, -0.020580102, 0.00020255109, 0.05434867, -0.015316293, -0.07428089, -0.09653583, -0.004677268) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.01643832, -0.00075961783, 0.13193657, 0.054982483, 0.069861, 0.010317136, -0.07249386, -0.07516916, -0.08792303, -0.066908784, -0.07679963, 0.057260305, -0.035518643, 0.04714165, -0.002201417, -0.05808126) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.064182594, 0.07013494, -0.03872325, 0.024523042, -0.07274467, 0.09924485, -0.017668542, -0.0062038964, 0.026449652, 0.012745494, 0.012900924, 0.094447136, 0.028386077, 0.08761028, 0.11160592, -0.07945151) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.0028180094, 0.12425549, -0.025830649, -0.079014875, -0.085475504, 0.023271753, -0.06453875, -0.05694201, -0.089321844, 0.07139553, -2.6606564e-05, 0.045859758, 0.038799837, 0.007303302, 0.09027889, -0.073682405) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.065822415, -0.030560782, 0.090121605, 0.028209213, 0.0019034295, 0.0091244, 0.09619606, -0.045476012, 0.09244145, -0.033329844, 0.032491345, -0.08283403, -0.03821491, 0.1030151, -0.03824745, -0.1027855) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.082245074, -0.012961774, -0.041181143, -0.08730407, -0.033928204, 0.041474722, 0.10009358, -0.06408215, 0.016463725, -0.010628875, -0.030662278, 0.07354385, -0.057238735, 0.080673195, -0.09536576, 0.001002388) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.057134833, 0.11728103, 0.05859105, 0.094526276, -0.085379556, 0.09725714, 0.06921187, -0.0004901866, 0.096668825, 0.056756403, 0.0104300985, -0.09716549, 0.09378571, -0.121191196, -0.04978707, 0.07797104) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.08890152, -0.07528766, 0.049433246, -0.03763722, 0.005112002, 0.014824678, 0.026509011, 0.08072689, 0.06484399, -0.0009743376, -0.12724032, 0.02594613, 0.0024610516, -0.026318176, -0.023985181, -0.010079703) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.021352844, 0.048029803, -0.04319157, 0.15502834, -0.023364006, 0.06591334, -0.05265612, 0.05894977, -0.0020646714, -0.016844306, -0.018469509, -0.008311669, 0.047466114, -0.09110195, -0.016078154, -0.043269314) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.08241017, 0.0035464352, 0.1449761, -0.14757952, -0.03186642, 0.064888366, -0.07819869, -0.06204304, 0.13754046, -0.1935331, 0.037460424, 0.0068521397, 0.15224157, -0.001488235, -0.020397019, -0.010741433) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.030440303, 0.05144504, 0.034376662, -0.058197904, 0.054295655, 0.068631336, 0.05166053, -0.0009775315, 0.12730227, 0.055819187, -0.12749858, -0.06636116, -0.10469723, -0.057149783, 0.05046654, 0.10494369) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.023484932, -0.007467497, -0.016365694, -0.009202472, -0.003588896, 0.061822806, -0.12135429, -0.01734984, -0.011524608, 0.10253504, 0.049723815, -0.027660893, 0.0348313, 0.023505678, 0.015921738, 0.032514688) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.005360293, 0.044789236, 0.0042173592, 0.013065976, 0.05099065, -0.021600448, -0.08033447, -0.0064670267, 0.0034170058, -0.057721414, -0.0053069573, 0.094855316, -0.036825053, 0.034112137, -0.008437704, -0.02569088) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.13396332, -0.005175495, -0.035383582, 0.012889553, -0.030037276, 0.007279578, 0.06028317, -0.02773724, 0.042311706, 0.042895388, -0.061542172, 0.021113493, -0.014593523, -0.113973476, -0.06721411, 0.0004219604) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(0.0044631106, -0.0031095257, -0.032858137, -0.0013974987, 0.13971345, -0.48296624, -0.05553774, -0.025563752, -0.052025016, 0.022895738, 0.080650285, -0.046393737, -0.106449544, -0.03499346, -0.033301543, 0.025064504) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.029005699, 0.058130812, 0.049154457, 0.0859366, -0.061610684, 0.039527386, 0.13705124, -0.08889678, -0.09533282, -0.03303404, -0.050002586, 0.03361543, -0.025224142, 0.11523095, 0.024267178, 0.07230204) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.064637005, 0.036595948, -0.03502229, 0.053335078, -0.1320553, 0.01101674, 0.077269316, -0.09847019, 0.06931224, -0.0044268863, 0.020556197, -0.024897737, 0.059402216, 0.009583825, 0.028361665, -0.07514248) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.026057448, 0.01689678, 0.05137883, 0.10039063, -0.2602739, 0.16442367, -0.14979811, 0.13159263, 0.0016610532, 0.029338822, -0.020918742, 0.008764612, 0.019954251, 0.03510021, 0.021516513, 0.03903599) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.07098235, -0.02140054, 0.06545658, -0.023272792, 0.08566663, -0.051872008, 0.15032956, -0.04559011, 0.04971806, -0.042256948, -0.014089375, -0.0041617635, 0.029719066, -0.034145847, 0.030706462, 0.049318526) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.021757234, -0.015428759, 0.08437548, 0.015957322, -0.09902078, 0.19746202, 0.0069277706, -0.04072249, 0.046975713, 0.014887748, 0.027118389, 0.021182004, 0.027635317, 0.018358886, 0.023894662, -0.010150503) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.08654914, -0.057989072, -0.10828236, -0.0708152, -0.023003161, -0.002866436, -0.05857228, 0.5588384, -0.09102295, -0.08351212, -0.071473785, -0.006507019, -0.038037915, 0.034408428, 0.012049713, 0.054822817) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.028535157, 0.03823511, -0.07466701, 0.0065332963, 0.006576431, 0.060450673, 0.07050816, -0.089807376, -6.409611e-06, 0.07333516, -0.06686256, 0.02955775, -0.00440805, -0.08557526, 0.018119685, 0.066697724) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.004289615, -0.005659897, 0.0285505, 0.03454191, -0.08920333, 0.028012889, 0.19590507, -0.040862303, -0.08810902, -0.024245787, -0.0573017, -0.003614973, 0.05261424, -0.018263623, -0.007860692, 0.0040492034) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.028097188, 0.02264837, -0.12139467, -0.062089626, -0.12773821, 0.10555855, 0.018535728, -0.02770512, -0.032490272, -0.03321214, -0.07087715, -0.08194864, -0.025363583, 0.09371274, -0.062652424, 0.070699215) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.033941038, -0.052628424, 0.0261875, -0.0673018, -0.0052701803, 0.035177056, 0.009129876, -0.089818306, -0.014471289, 0.030653602, 0.04807076, -0.090139404, 0.032677826, 0.062426023, -0.022769427, -0.049532857) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.037362117, 0.0710332, -0.0076509104, -0.005579028, 0.040961135, -0.08995273, -0.02069966, -0.13613637, -0.044099268, -0.015008014, -0.004785905, 0.015723646, 0.012583299, 0.0331539, -0.037661813, -0.023636607) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.030526528, -0.19416599, -0.02879475, -0.048472166, 0.047742907, 0.0088882595, -0.03187363, 0.061380755, 0.017048867, -0.087646395, 0.065029755, 0.008640341, -0.0724553, -0.09549255, -0.09025489, -0.06015066) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.042008188, -0.10922489, -0.020224247, -0.031600166, 0.12404433, -0.009591216, 0.015762577, 0.0004401575, -0.035433125, 0.11651212, 0.10795125, 0.092150405, 0.10100666, 0.09725075, -0.064089276, -0.017754763) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.023585087, -0.038716424, -0.08046335, -0.035903443, 0.16227022, -0.0289582, 0.09348568, 0.056654863, 0.015460236, 0.054527663, 0.012680047, -0.012564031, -0.05719806, -0.011975692, 0.060119748, 0.061249677) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.017821195, -0.05635035, -0.012085223, -0.07102497, -0.061383, -0.0020214051, -0.14478259, 0.01964696, -0.06297963, 0.017746294, -0.06171591, -0.08145191, -0.001820002, 0.030732539, -0.03178164, -0.013992768) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(0.1325695, -0.055385206, 0.088581085, -0.080026396, -0.04524384, -0.16042994, -0.10175654, -0.01484489, 0.023332277, 0.048470866, 0.02028371, -0.087887034, -0.06171018, -0.15237556, -0.061486658, 0.077672526) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(0.026732942, 0.04008846, -0.036896892, -0.041593496, 0.1165477, -0.016604, -0.09561625, 0.009646634, 0.0048429216, -0.035084125, -0.02874545, -0.045984108, -0.033618793, -0.054632876, -0.028686544, 0.082565576) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.05497071, -0.026319494, 0.023090476, 0.05449973, -0.019776369, -0.036987174, -0.050365437, -0.07614435, 0.022020204, -0.044253875, 0.008176691, 0.013353154, -0.10158644, -0.12925504, -0.03728657, 0.070383854) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(0.05937241, 0.0918097, -0.033868525, 0.046387006, -0.093853, 0.032131687, 0.030269168, -0.0056394385, -0.021539727, -0.051358063, 0.036021948, -0.0783007, 0.048592746, 0.05068885, -0.0074899634, -0.05288175) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(0.013251106, 0.03456651, 0.038551368, 0.021192942, -0.0028558641, -0.03364213, -0.032623585, -0.056769323, -0.005141021, 0.052676495, -0.038136657, 0.0685487, -0.03667354, 0.028060578, -0.032062825, -0.014378687) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.051198795, -0.06637197, -0.0935074, 0.012496293, 0.061241258, 0.039366134, -0.10047323, 0.002974635, -0.030449351, -0.0023441508, 0.0034939419, -0.08193388, 0.020294799, -0.061899394, 0.051958647, 0.08055818) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.03642001, 0.07452881, 0.1197253, 0.057094987, 0.04715106, 0.081623405, -0.0044062175, -0.004582375, 0.06322114, 0.09333533, -0.03946078, -0.01445832, 0.040105335, 0.05946083, 0.0051089837, 0.042402055) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(0.059946436, 0.0048319194, -0.07794338, 0.0070325276, -0.05966071, -0.06276097, -0.008333512, 0.028164491, 0.041831657, 0.086048596, 0.024687901, 0.05850373, -0.060074992, -0.008056797, 0.08891514, -0.08252397) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(0.017158708, -0.018349942, 0.11014227, 0.055942412, 0.026405491, -0.11176464, -0.03028435, -0.022250207, 0.022056531, -0.083699495, 0.04059349, -0.08832581, -0.024293493, 0.05699037, 0.08062783, -0.016445398) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.02276273, 0.06395695, 0.03168848, -0.07921432, -0.048340186, -0.09819974, 0.09139214, -0.0968995, 0.01841721, 0.03405929, 0.07201942, -0.07529555, -0.081843585, -0.049262304, 0.091425404, 0.0018208404) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.05286673, 0.12032558, 0.035703022, -0.09813714, 0.026299212, -0.07074495, -0.004240976, -0.072812036, -0.00583624, -0.014296095, 0.016801886, 0.093132906, 0.020959452, -0.123742014, 0.025904622, 0.0067183254) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.039446108, 0.08090969, 0.03015747, 0.047651775, -0.058085606, -0.013822712, 0.059130505, 0.0698776, -0.04310406, 0.10193332, 0.054714303, -0.090822436, 0.062455762, -0.0016882966, 0.05066732, -0.0038490186) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.037746273, -0.08812562, 0.0555192, -0.0073171463, -0.055444248, 0.007849816, 0.07192422, -0.035243265, -0.056528233, -0.016508201, -0.03688289, -0.080423184, -0.08144828, 0.027191628, -0.043150797, 0.07665831) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.037141934, -0.06985088, -0.07638038, -0.02124398, 0.020478442, 0.047980696, 0.013508163, -0.03437293, -0.022008123, -0.041865565, -0.06738792, -0.06682873, 0.052956894, -0.020939942, -0.0024555468, 0.070357986) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result1 += M4(0.025956756, 0.16363886, 0.007005342, 0.0340243, 0.09133191, 0.011988612, 0.034263767, -0.06275476, -0.023081716, 0.094455875, -0.033058774, 0.070847966, -0.052421253, 0.04246765, 0.020113822, -0.06551752) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result1 += M4(0.058487367, -0.07452578, 0.04752012, 0.06333042, -0.008172826, -0.04598828, -0.058805823, -0.044982545, 0.06714345, 0.07247324, -0.046020422, -0.018474052, 0.034795206, 0.035131115, 0.10729115, -0.047006555) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.069592714, 0.070724726, -0.07399982, 0.02135313, -0.047199715, -0.005288143, 0.016016727, -0.020933134, 0.033238694, -0.06418608, -0.027226487, -0.0032158718, -0.024324818, 0.030369753, 0.0098516, 0.022523582) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result1 += M4(-0.06481174, 0.06013113, 0.06702918, 0.0956333, 0.08976423, 0.040919133, -0.03807425, 0.06608507, 0.033488054, -0.12371637, -0.10481349, 0.024465814, -0.05263137, 0.0044872425, -0.005380827, -0.031119782) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result1 += M4(-0.061929803, 0.042508714, -0.040909126, 0.017986607, -0.033802204, 0.06335349, -0.073278375, -0.073076226, -0.0134959975, -0.034064114, 0.08089268, 0.09057025, -0.06736415, -0.019390931, 0.1326457, -0.011683198) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result1 += M4(-0.10730723, 0.0626046, -0.071364574, -0.061912827, -0.041837834, -0.064673, -0.019901397, 0.05218962, 0.0154189635, 0.08687795, 0.07484543, -0.038306188, -0.039340187, 0.05811256, -0.004851035, 0.01064105) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos1 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(1, 0); + imageStore(out_image, store_pos1, result1); + V4 result2 = V4(0.0009868728, 0.0007818244, 0.0053685713, 0.0057270383); + result2 += M4(0.00064949464, -0.16698487, 0.046916854, 0.06371801, -0.031031769, -0.049682133, 0.05307726, -0.05928201, -0.059116844, 0.0157777, -0.004171234, -0.02914175, -0.05414638, -0.03596326, -0.00023783439, -0.06472825) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.022393413, -0.07997542, 0.11374833, 0.0045784786, 0.05407927, 0.05876123, -0.07460766, 0.039679326, 0.040364612, -0.036086924, -0.0030471485, 0.07050085, -0.06784107, -0.049779586, 0.00551849, 0.043358237) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0018203803, -2.3848519e-05, 0.03169689, 0.05231313, -0.07569164, 0.04069557, -0.042527772, -0.0140158115, 0.021529634, 0.12468804, -0.04366304, -0.028485112, 0.0035804524, 0.079448976, -0.03517371, 0.095555134) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.019839592, 0.025242861, 0.033240743, 0.06329308, 0.01005364, 0.08631441, 0.033561617, 0.08503525, -0.11276514, 0.062511325, 0.023745911, 0.05636156, 0.009621514, -0.01824681, 0.09323639, 0.03612904) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.06954648, 0.03766656, 0.07970899, 0.04615893, -0.117304966, -0.11384082, 0.06396715, 0.0016629418, 0.16027606, -0.0672756, 0.07408818, -0.027296672, -0.031701706, 0.047633633, -0.073917545, -0.024849633) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0033971332, 0.06691601, 0.061578583, 0.0904925, 0.033025116, 0.07917803, -0.12372729, 0.020690529, 0.0006448413, 0.068535246, 0.016701277, -0.06135853, 0.057154115, 0.10919592, -0.08673763, 0.020947997) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.121104695, 0.079952255, -0.09078251, -0.03531489, 0.038313117, -0.007004295, 0.028248353, -0.0045770253, 0.046006367, -0.0998504, 0.042233035, -0.045594722, -0.010536508, -0.02518926, 0.026162302, -0.056599583) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.12356296, 0.07362047, -0.011261468, -0.07832719, 0.0820357, 0.043083344, 0.018674692, 0.010449518, 0.08303806, 0.06972793, 0.03371333, 0.07664134, 0.024718437, -0.0029732762, -0.03828993, -0.07870055) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.040034678, -0.033430144, 0.022919407, 0.06585092, 0.018910995, -0.010339008, -0.090001084, -0.09797216, 0.14855683, -0.018061496, 0.04580916, -0.033648953, 0.15725692, -0.01245557, 0.05415608, -0.038911562) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.020050798, -0.004833896, 0.08000016, -0.003235002, -0.013455595, 0.071684554, 0.07424835, 0.047054645, -0.096153066, 0.060919385, -0.0014896312, -0.02240396, -0.012262397, 0.069805354, -0.055177435, 0.04611207) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.054335155, -0.07066899, -0.02997495, -0.025207128, -0.0008798808, 0.027685035, -0.021361135, 0.079601675, -0.05210171, -0.070571624, 0.0381362, -0.06570358, -0.024091342, -0.004696931, 0.0286864, -0.02049575) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.019700078, 0.004410047, 0.03376166, 0.040663213, 0.066947706, 0.103588864, -0.0099120615, 0.02200307, -0.014916655, 0.008431026, -0.09407475, -0.03374306, 0.046080973, 0.092030525, -0.0709867, -0.061325274) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.011057873, -0.06015159, 0.052247733, 0.09416487, -0.042765666, -0.08022042, 0.032847684, 0.06490183, 0.015448088, -0.15924975, 0.08634549, 0.0352161, 0.07796765, -0.06937311, -0.006761572, -0.024145575) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.03892408, -0.106981955, -0.026196288, 0.08060743, -0.1324578, -0.12271246, -0.01233204, 0.07552956, -0.017253082, 0.056368623, 0.13953084, -0.036938302, 0.02376971, 0.059923433, -0.01663716, 0.073628984) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.023214553, -0.036213327, -0.011466942, -0.049404193, 0.020097112, -0.08280795, 0.015978146, 0.02613461, 0.013561868, 0.1087704, -0.08452833, 0.09624825, -0.023001082, 0.14287539, 0.074100286, -0.056367844) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.06939897, -0.036538865, 0.030165847, -0.0021414163, 0.022406932, -0.006676555, 0.09473598, -0.060370147, -0.07476955, 0.058023553, -0.05347744, 0.024459554, -0.09368525, 0.017396422, 0.059556715, 0.053741485) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.057394646, 0.033621997, 0.0577881, 0.011418035, -0.04322342, 0.029355481, 0.005590881, -0.07253048, -0.115360506, -0.032316744, 0.047155216, 0.016532736, 0.0895862, 0.025431685, 0.01725431, -0.100047275) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.10319327, 0.06804367, 0.022196725, -0.10679128, 0.050222695, 0.05312751, 0.07550098, 0.0028530324, -0.09470333, 0.05800333, 0.038125414, -0.033141986, 0.0916638, -0.02267667, -0.14162314, 0.12585427) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.00998823, -0.10520531, 0.036973372, -0.025184313, 0.05094961, -0.090720735, 0.04116874, -0.12634319, -0.029927379, 0.10497053, -0.063888825, -0.06792876, -0.004379732, -0.090662114, -0.022282688, 0.037158832) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.02714712, 0.13811822, 0.019240906, 0.04849655, -0.03506214, 0.078129046, -0.03797341, -0.056598205, -0.02620217, 0.03870466, 0.08451419, -0.051036406, 0.004817645, -0.044733077, 0.051782485, 0.02316678) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.044715196, -0.055395942, -0.028730134, -0.02348035, -0.04041515, -0.075559646, 0.0022796148, 0.017087188, 0.059703175, 0.008858241, -0.09982974, -0.05884826, -0.031709082, -0.038506456, 0.060847443, 0.059603754) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.01577335, -0.034921873, 0.059953038, -0.03322717, 0.006691976, -0.028283615, -0.08434939, 0.045133118, -0.09932594, 0.097017415, 0.049711272, -0.042144123, 0.048854984, 0.0809519, -0.092356, -0.07609379) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.06021325, 0.039772417, 0.04385025, -0.08575306, 0.041732363, 0.05534067, 0.007962567, -0.022491287, -0.059649546, -0.044764873, -0.022616304, 0.077491656, 0.118700996, -0.02911622, 0.072572306, -0.095807895) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.058102332, -0.038847413, -0.11779252, -0.10503562, 0.07236545, 0.033141293, -0.03487429, 0.052373786, -0.0031100574, 0.11322298, 0.04536898, -0.09048243, 0.043323286, -0.040984765, -0.033739142, 0.049819335) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.021885287, -0.08043984, 0.073825836, -0.05098722, -0.042667013, 0.038717914, -0.017371764, -0.06778392, 0.031230567, 0.05319893, 0.050974686, 0.07328211, -0.044438478, 0.06441879, 0.0049656075, 0.022847267) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.06376378, 0.056595046, 0.06815256, 0.071252495, -0.04863571, 0.06339047, 0.007929757, -0.06774628, 0.03239299, 0.060721003, 0.052889485, 0.03387206, -0.0675645, 0.075776264, 0.05818761, -0.10341322) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.011661718, 0.014146282, 0.034953084, 0.076114796, 0.046580765, -0.009762988, 0.045747407, -0.0012667375, 0.024114287, -0.038179625, -0.052104663, 0.0110573275, 0.050260145, -0.10064585, 0.082209095, -0.0840446) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.043231003, -0.015365618, 0.12382683, 0.05468233, 0.010885542, 0.032628804, -0.050368216, 0.025214914, 0.012007965, -0.080182426, -0.12465967, -0.013812844, -0.04360754, 0.08558866, -0.107911296, 0.057397887) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.0357675, -0.12244312, 0.110388055, 0.023478119, 0.01746867, -0.0070301676, 0.008160229, -0.030210434, -0.024536157, 0.070677854, -0.048880436, -0.011805754, 0.0013529053, -0.06337271, 0.06664618, 0.053665396) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.018643733, 0.08160039, -0.08275631, 0.014149859, 0.013413247, -0.15012406, 0.032543063, -0.017524524, -0.006947376, 0.078647, -0.10529246, 0.013496548, -0.014057629, -0.011271994, -0.055743977, -0.006958415) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.0026205212, 0.010961609, 0.106559895, 0.0009065093, 0.0128292525, -0.06699272, -0.003972821, 0.046598043, 0.14531241, 0.019022172, -0.034013215, -0.016200334, 0.101206325, -0.042061653, 0.10492901, 0.018669793) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.06708195, 0.06859281, -0.17770293, 0.017312583, 0.045873117, -0.08801807, -0.029234078, 0.058649946, 0.014631035, -0.0969852, -0.024184687, 0.03457353, -0.015301637, -0.016571518, -0.12991752, 0.077849224) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.06908785, 0.046049837, 0.035658225, 0.006278347, -0.03509173, 0.10101232, -0.008227384, -0.031419408, -0.008739553, -0.018822756, -0.1104878, 0.05192996, -0.039569255, 0.101350926, 0.14784229, 0.050551135) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.13446443, -0.042298846, 0.08213627, 0.045626726, 0.15786971, 0.04106979, -0.020531537, -0.062438898, 0.086089455, -0.08213896, -0.09523023, 0.071210444, -0.0029057285, 0.0047016204, 0.016131975, -0.051701456) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.08583633, 0.0044503873, 0.008890763, 0.06540896, -0.014152064, 0.06538664, 0.056238376, 0.13344373, -0.11791438, -0.12023987, -0.17783484, 0.08773428, -0.10534915, 0.053961318, -0.057003435, 0.03835123) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.013101714, 0.051590145, 0.019320846, -0.015395568, 0.03745055, 0.037791803, -0.011147826, -0.054881025, -0.0027365324, 0.05912902, -0.04622374, 0.006439541, 0.0519953, 0.039045583, 0.016951377, 0.16336404) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.012304316, -0.022584366, -0.06085258, -0.04496427, -0.10177182, -0.1690569, 0.31787238, 0.16963167, -0.014018331, 0.047091063, -0.03364108, -0.084929965, 0.044167478, -0.07512546, 0.053500056, 0.035659324) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.12620527, 0.01949151, -0.039188486, 0.0073797912, 0.028220145, 0.047842328, -0.12650147, -0.036716662, 0.045273405, 0.064537786, -0.077671744, -0.044091906, -0.03480103, 0.085140795, 0.13937326, -0.06076088) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0067319144, 0.060289472, -0.000963558, -0.011406507, 0.029128822, -0.04681585, -0.08565819, -0.10932645, 0.0017960464, -0.031171815, 0.10125363, -0.018363532, 0.035735723, 0.0105032055, 0.010971865, 0.01262197) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.00695658, -0.0021433732, 0.099412985, -0.07507311, -0.14148316, -0.15902415, 0.51837015, 0.19613123, 0.006153298, 0.04698854, -0.089946195, 0.0033958594, 0.09563814, 0.0527336, -0.026884176, -0.08440048) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.099241175, 0.09238596, -0.08586319, -0.008281318, -0.060937032, -0.00962071, -0.13348058, -0.028008312, 0.034707624, 0.03222019, 0.06906224, -0.071260706, 0.07528438, 0.09226523, 0.026048709, -0.04877066) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.03675122, 0.044790253, -0.02914531, 0.060435943, -0.12222824, 0.14118834, 0.040496785, -0.07852747, 0.012868903, 0.05346746, 0.057457015, 0.017493246, -0.032870974, 0.024836931, -0.054547183, -0.04721663) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.13120902, 0.016368603, 0.062391046, -0.006525531, -0.47089002, -0.034329344, 0.3092136, -0.5707334, -0.008512709, -0.018364284, 0.04736787, 0.09009397, -0.027354226, 0.07218188, -0.087923184, -0.07085794) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.058837906, -0.03045312, -0.07060054, 0.08509267, -0.12012398, 0.15504916, -0.028839814, 0.04007287, -0.049653284, 0.06914361, 0.05715436, 0.056003388, 0.122019514, 0.039865155, -0.04592266, -0.037949484) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0068240594, -0.07273997, 0.0037903027, 0.0042225393, 0.044858094, 0.048657782, -0.032510955, -0.0006634386, -0.046012472, -0.076959364, -0.09461544, 0.025909014, -0.07103123, -0.07483587, -0.042873412, -0.07181307) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.021121515, -0.034669936, 0.086969234, 0.078357786, 0.043510064, 0.019920737, -0.01001601, -0.04532229, 0.044279233, 0.00177009, 0.09544538, -0.0075181588, -0.040023807, -0.0741072, 0.011781799, -0.07234889) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.04265879, -0.011755172, 0.0026059079, 0.035453852, -0.012910345, 0.047473833, 0.04929909, 0.041469287, -0.004009891, 0.035113905, -0.082926355, -0.09454386, -0.028028859, -0.040972922, -0.05700249, -0.052569125) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.051354725, -0.08079735, 0.044240754, -0.065074354, -0.0043274723, 0.017297726, 0.012422628, 0.0020781201, -0.04528041, -0.044371128, 0.033433434, 0.037062064, -0.020175835, -0.026721034, 0.039568216, 0.08574928) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(0.08538185, 0.07535134, 0.03588318, 0.101168044, 0.048937228, 0.004290628, -0.013085201, -0.015880834, -0.0730675, 0.0190603, 0.066128224, 0.05636122, -0.019461317, -0.14669503, 0.00020057024, 0.0598563) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.005610037, -0.04299494, -0.008976697, 0.13255715, -0.0069963597, -0.15373082, -0.07153157, -0.052760515, -0.08011701, -0.009816274, 0.050605647, 0.04591394, -0.06341829, -0.03326627, -0.04901377, -0.08218942) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.09208479, -0.030966062, 0.12627383, 0.00025762658, -0.05653405, -0.039280668, -0.042519756, 0.034797676, -0.058745194, -0.048425667, -0.0772807, -0.08093194, 0.053811744, 0.042018082, 0.060000915, -0.0360246) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.14467192, -0.059269346, 0.009197304, 0.020336498, 0.06226344, -0.021676151, 0.031635318, -0.117580995, 0.13945673, 0.026252149, -0.038979307, 0.07201059, 0.043870743, 0.009939019, 0.07386009, -0.050778117) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.078035325, 0.050084613, 0.087394916, -0.06487058, 0.099771105, 0.017998297, 0.012153945, -0.0057790866, -0.0005346591, -0.0517256, 0.00025284887, 0.087051556, 0.025302311, -0.0689932, 0.028885622, 0.0077437647) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.09439016, 0.0015287627, -0.057316553, 0.059003465, 0.100425296, 0.13241859, 0.0546974, 0.061427355, 0.06547759, -0.029035032, -0.0077362848, 0.080336735, 0.008668593, -0.027416196, 0.010027761, -0.008639418) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(0.00162819, 0.06248252, -0.052853182, 0.06211603, 0.038125698, -0.103343174, 0.06816103, 0.062191483, -0.05038672, -0.03485956, -0.027104339, 0.06812839, -0.031183233, -0.07152067, -0.08984514, -0.046935726) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.03681733, -0.08671243, -0.054053534, 0.039943762, 0.011443884, -0.067509525, 0.045594893, -0.029108876, -0.035579734, -0.09869042, 0.07821972, 0.01149053, 0.03056888, -0.024562277, 0.018942127, -0.034565564) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.094074436, -0.0833509, -0.056601737, -0.028960193, -0.013104027, -0.046863936, -0.051032133, 0.014918333, 0.017905757, 0.0022352438, -0.020523774, -0.09464572, -0.05598045, -0.099665366, 0.02577764, -0.05421945) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.017303536, -0.020369198, 0.063413456, -0.09092804, -0.021356624, -0.065835066, 0.10795036, -0.05285231, -0.059415016, 0.038459763, -0.07178297, 0.09825152, 0.027741132, 0.09540697, 0.08040291, 0.04606338) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.027428608, -0.030021966, -0.021979606, 0.0705089, 0.026454432, -0.044143103, 0.016605198, 0.008849416, -0.023089495, 0.00010300911, -0.08769639, 0.0829622, 0.10158135, 0.031378955, 0.004828381, -0.044000573) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.030638045, -0.053122368, 0.033245347, -0.07808564, -0.02432935, -0.024162317, 0.067721516, 0.0741197, -0.06588797, -0.070729606, -0.067972556, 0.057441507, -0.07169077, -0.10225602, -0.053760275, 0.02231711) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(0.086432084, 0.088542275, 0.08540757, -0.07214654, -0.011980886, -0.09023816, 0.10338531, 0.09805293, 0.024282124, -0.09807912, -0.025879016, -0.06860528, -0.031729873, 0.026414549, 0.1153709, -0.09395614) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(-0.17938147, -0.108157, 0.020800114, -0.07700154, -0.10836662, 0.0016041914, 0.033384785, 0.027081056, 0.012053498, 0.017505782, 0.10350516, 0.04922532, -0.08821452, 0.02116319, -0.066652216, -0.024277715) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(0.04806933, -0.0033923367, 0.09616711, -0.008886143, -0.016237656, -0.06767858, -0.053592496, 0.0067300927, -0.07084028, -0.08915349, 0.1443104, 0.04447427, 0.06763315, 0.048700977, 0.09043488, -0.020379689) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.08781744, 0.055309948, -0.055063367, 0.010117322, 0.00854385, -0.0061100577, -0.019219765, -0.05977406, -0.017156897, -0.030846462, -0.055518884, 0.09702517, -0.009120838, -0.04096218, 0.04447028, 0.021823771) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result2 += M4(0.071815595, -0.04446516, 0.035554715, 0.06843143, 0.0315443, 0.06488299, -0.0025604179, -0.012592763, -0.0028781781, 0.04174843, 0.052198254, 0.058968127, -0.061820626, -0.02469278, 0.03930519, 0.030921543) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result2 += M4(0.01977956, 0.021800198, 0.037822913, 0.047152605, 0.025242863, -0.032211654, 0.12853216, 0.0153563535, 0.019872243, -0.05846455, 0.10600529, 0.00022570058, -0.024151854, -0.09468743, 0.18861791, -0.013330204) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.04565571, 0.04216231, -0.0015855737, -0.07159101, 0.017206058, -0.03629351, 0.0006044402, -0.009905051, -0.0063604475, 0.047458816, 0.060796935, -0.03831587, 0.03896383, 0.004013498, -0.00368245, 0.0005456762) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result2 += M4(0.013381251, -0.019870987, 0.001816649, 0.0032159826, 0.046583403, 0.016010368, 0.04558418, 0.09126212, -0.08221106, 0.021432815, -0.06537228, 0.039261196, -0.09796458, -0.044002287, -0.03584487, 0.05221627) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result2 += M4(0.0025257268, 0.08912279, 0.023837985, 0.05109022, -0.014181339, 0.11643579, 0.05657035, -0.0036089602, -0.03905755, -0.0020175488, -0.024895981, -0.066495374, 0.016634416, -0.055728074, 0.028897628, 0.08022391) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result2 += M4(-0.012122979, 0.09027543, -0.11063971, -0.0688278, 0.066470414, -0.10041762, 0.00758738, -0.0038627386, 0.046701357, -0.020673564, -0.049272146, 0.09680054, -0.092373244, -0.023883158, 0.003201264, -0.046225056) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result2 += M4(0.047507603, 0.008979663, 0.0013644601, -0.0057975333, 0.058099743, -0.008679818, -0.033468194, 0.053813186, 0.024364926, -0.027605077, 0.02547298, -0.052969124, -0.1460051, -0.011891173, 0.03469561, 0.007889793) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result2 += M4(-0.033015363, -0.11552436, 0.0040777503, -0.063891076, 0.07173587, 0.032051582, -0.009515369, -0.08030738, 0.008957073, 0.08723341, -0.027837517, -0.00034971058, -0.033547692, -0.007499568, -0.03789354, 0.0018512947) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos2 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(2, 0); + imageStore(out_image, store_pos2, result2); + V4 result3 = V4(0.0017613086, -0.0024319342, -0.0029362098, 0.0037423957); + result3 += M4(-0.036000602, -0.037823748, 0.16777639, 0.07794605, -0.017690087, 0.030180806, 0.025582185, 0.0030437312, 0.06305856, -0.05416784, -0.073864736, -0.036070276, 0.08900903, -0.0063880454, 0.014419305, 0.012085734) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.09117312, -0.022141568, -0.108488575, 0.010836079, 0.020309122, -0.010712723, 0.052850433, -0.036709912, -0.05591846, 0.07655707, -0.013380492, -0.028264254, 0.1479253, 0.002820608, 0.07320248, 0.089114934) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0156406, 0.008234283, 0.05320733, 0.01505077, 0.027013592, 0.051292334, 0.12952974, 0.07272874, 0.10825145, -0.015367599, 0.026509183, 0.044663068, 0.04130046, -0.105353564, -0.010750262, 0.025027033) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.124182194, -0.029043572, -0.064687, -0.036371134, 0.020183805, 0.056465, -0.019294105, 0.07009604, -0.039150715, 0.06509401, -0.065881394, -0.02346156, -0.07094162, -0.07011096, 0.12269316, 0.038362905) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.057893157, 0.10912755, -0.047239948, -0.012169134, 0.078510866, -0.0041505126, -0.016007403, -0.090505004, 0.2493098, 0.06345563, -0.016614793, 0.04492815, 0.0739874, -0.009338281, 0.067718215, 0.027407842) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.07226816, 0.07274554, -0.103892565, 0.05399303, -0.05410265, -0.12235421, 0.063110374, 0.046830583, -0.038522802, -0.053580105, 0.008707605, 0.054677133, 0.060661845, 0.04729212, 0.09041973, -0.006795397) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.008313445, 0.026430896, -0.11319171, -0.1263185, 0.022175211, -0.012487943, 0.08881528, -0.0848634, 0.13372624, -0.038842387, 0.07925938, -0.027185164, -0.081415854, -0.067122705, -0.017924769, 0.07887637) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.008379069, 0.04469998, 0.123314135, -0.035808988, 0.068679325, 0.060830686, 0.03903907, 0.049547087, -0.12797257, 0.030828891, -0.06418715, -0.054934166, 0.08102984, 0.07145958, 0.038406458, 0.065131515) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.04937767, 0.0037768926, -0.09130315, -0.028172383, -0.041032657, 0.03563707, -0.046686843, -0.019476114, 0.10491148, -0.0912838, -0.044145692, 0.02071232, 0.0075066825, -0.058285188, -0.077958785, -0.0078094383) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.042391498, -0.028626768, -0.11210982, 0.049385175, -0.020409524, 0.08095884, 0.008758299, 0.016444433, -0.11246114, -0.03315087, 0.04672355, 0.101324506, -0.1106985, -0.021783477, -0.14916463, -0.08536624) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.016578166, -0.039717324, -0.09451765, -0.006584274, 0.030437807, 0.021798512, 0.015055197, 0.056929473, 0.0023081538, 0.013706884, 0.026030026, -0.13704543, 0.056947157, -0.017714277, -0.029686462, -0.046013154) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.065231904, 0.055704933, 0.019491794, 0.050373316, -0.034011465, 0.057377573, -0.039026417, 0.07503233, -0.10455135, -0.11551442, -0.17918006, 0.004299261, -0.07987467, 0.06762225, -0.032869983, 0.08588431) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.03530026, 0.08076612, 0.07774502, 0.04528379, -0.10962536, 0.031120852, 0.15028003, 0.07609553, -0.0062005245, -0.08515753, 0.010057312, -0.06726595, 0.06716575, 0.036640827, 0.09350395, -0.040030967) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.019202545, 0.05267398, 0.078373455, 0.012130524, 0.051464994, 0.08416077, 0.01375484, 0.081588134, 0.023901928, 0.09657904, 0.04060202, -0.042797256, 0.14780308, -0.027867693, 0.16087438, 0.12718712) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.0052930824, -0.025154877, 0.05821316, 0.020903273, -0.07350783, -0.059122276, 0.032783058, 0.081576414, -0.044305433, 0.069570236, 0.030828852, -0.02402621, 0.036543787, -0.07516295, 0.040621735, 0.04446774) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.036545217, -0.027460787, 0.13256805, -0.059281908, 0.021271763, -0.05077478, -0.042376347, 0.04045913, 0.0020184098, -0.050282557, -0.10829436, -0.036185082, -0.038534787, -0.052000783, 0.017104661, 0.09607561) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.0027188295, -0.10393857, -0.10877403, -0.024870066, 0.015319986, -0.018172089, -0.011253502, -0.07798643, -0.06353567, -0.011869263, 0.015325047, 0.03244264, -0.10201312, -0.03634063, -0.17867276, 0.09506326) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.01083894, 0.027866788, 0.13692245, -0.015394579, 0.13286242, -0.059648983, -0.08089544, -0.028205149, 0.08888589, 0.07870598, 0.050281845, 0.0075859474, -0.01936014, -0.0925616, 0.10609262, -0.029089632) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.036620513, -0.0018529139, -0.021656832, -0.020992976, -0.021988763, 0.13279542, -0.08883639, -0.07280615, 0.10146801, 0.104726285, 0.09376208, -0.023024464, -0.08265571, 0.13742386, 0.12765418, -0.068946205) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.10401559, 0.05271156, -0.06973433, 0.00091517164, -0.0034155364, 0.15443623, 0.12098039, 0.053827062, -0.06751803, 0.050051987, -0.10414383, -0.076760985, -0.033481095, 0.069282226, 0.05972286, -0.091327585) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.042663466, -0.06925397, 0.005298862, -0.053635545, -0.009549727, 0.06183063, 0.010140756, -0.0020029906, 0.059177592, -0.008398113, -0.061660517, 0.02109336, -0.042907692, 0.0859794, -0.0023400285, 0.047540907) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.05396156, -0.01982813, -0.045648746, -0.051637508, -0.030149043, 0.035508245, -0.04765243, 0.12815244, -0.049369846, 0.035737626, 0.14013146, 0.09414744, 0.06500794, -0.07267633, -0.00093158707, 0.03999752) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.049016383, 0.0276896, 0.039981723, 0.018179597, -0.034940477, 0.02839076, 0.0448978, 0.088333614, -0.017327432, 0.05934381, 0.061924603, 0.055710144, 0.061429597, 0.048369214, 0.12241495, 0.06836473) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.10017266, -0.17649214, 0.09567704, 0.04972211, 0.082072385, -0.10490766, -0.0046936446, -0.04793239, -0.032809574, 0.027701877, 0.064111054, 0.040856265, 0.0044988426, 0.049643084, -0.044921882, -0.0024685326) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.11304116, 0.0034326387, 0.04755742, 0.02833731, -0.026833793, -0.029331012, 0.10175306, -0.024066718, -0.004964159, -0.077044696, -0.12172133, 0.08059302, -0.103056155, 0.0018529574, -0.042895533, 0.003823114) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.020885516, -0.07462676, 0.0047877105, -0.039207365, -0.0309694, -0.044636734, 0.039664764, -0.026153672, -0.076280825, -0.030939968, 0.018678766, 0.040409204, 0.03419946, 0.037713982, -0.0583425, -0.015065359) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.14549279, -0.06791211, -0.1770696, 0.038749687, -0.054223865, -0.021147845, 0.012591616, -0.018768826, -0.032941144, -0.014463109, 0.092227146, -0.06604266, -0.0043435777, -0.057702553, 0.13778175, -0.0164771) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.118711, -0.047599107, -0.098155335, 0.081973016, -0.009596478, -0.051940598, -0.028494876, 0.086165935, -0.09890816, 0.050293356, 0.10456731, -0.045442455, -0.10367942, -0.043352745, -0.039574947, 0.02673349) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.032310702, 0.084028535, 0.12998867, -0.061228268, -0.017408738, -0.059676535, 0.0060468167, 0.005646932, -0.050648544, 0.0005480587, 0.13330612, 0.014065177, -0.103952385, 0.077267, 0.03519149, 0.07043348) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.008209243, 0.014553691, -0.15702403, -0.03066787, 0.016537275, 0.010603292, -0.04793803, -0.030104209, 0.03763806, 0.026083006, 0.050731905, 0.009948637, -0.004036405, 0.04568575, 0.05264295, 0.0778683) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.058437243, 0.036731135, -0.06434771, 0.08540853, -0.08690641, 0.03308917, 0.02049561, -0.011834622, -0.12598392, 0.08403818, 0.025367405, 0.0010990554, -0.035994217, 0.050034136, 0.0063770046, 0.11458951) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.047024038, 0.044204306, 0.16524455, -0.03345119, 0.008851951, -0.030764882, -0.054661863, -0.046915438, -0.061522588, -0.056024857, 0.035909235, 0.05540227, 0.043975458, -0.08210378, 0.06894986, 0.0846456) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(0.04584543, -0.0043820003, 0.006328829, 0.13771388, -0.03345026, 0.057594433, 0.026661443, 0.05895439, 0.02961253, 0.09100988, 0.098876365, -0.046469048, -0.030532466, 0.040048048, -0.022055523, 0.056243706) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.052003782, -0.036517605, 0.028018538, 0.034176033, -0.09226495, 0.10219103, 0.022295931, -0.10599235, -0.01703086, -0.039944515, 0.17517655, 0.039029054, 0.04047694, 0.03357481, -0.06224263, -0.03226444) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.122058466, -0.047516547, -0.31620622, -0.0012448342, 0.05218182, 0.018576702, -0.103939265, -0.12380162, -0.023030777, 0.016797628, 0.13267952, 0.02594905, 0.06518402, -0.009646533, -0.029753396, -0.024904892) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.01609975, -0.02379285, -0.0033584516, -0.028476944, -0.043121625, -0.041240178, 0.056727987, 0.014353757, -0.08643036, 0.030068647, 0.060015015, 0.021161549, 0.09360301, -0.04322264, -0.058295414, 0.018006915) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.12997109, 0.03332104, 0.009328511, 0.0021343776, -0.21068858, 0.2710981, -0.3876669, -0.19076964, -0.012621942, -0.01108879, -0.06716199, 0.091378234, 0.026736017, -0.0765229, -0.086116545, -0.0067269355) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.05227814, -0.05405546, -0.023528446, 0.113132566, 0.010039802, -0.10214581, -0.03288424, -0.04129925, 0.19657156, 0.08869768, -0.1391831, 0.0706705, 0.060956985, 0.041343797, -0.17237648, -0.013915881) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.11958145, -0.042463988, 0.016407209, -0.032949205, 0.055082902, -0.0748862, -0.06659595, 0.012248171, 0.02994111, 0.0120192645, -0.008658198, -0.084315196, 0.022483807, -0.08329188, 0.052492138, -0.06560844) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.009779481, 0.06412103, -0.039461687, 0.023663538, -0.073944315, -0.03113135, -0.23090899, -0.23857819, 0.005923908, 8.870099e-05, 0.10416249, 0.09640666, -0.03276846, 0.024858812, -0.07427282, -0.11599301) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.047897696, -0.044131815, 0.022946088, -0.054836016, -0.116598345, -0.115664795, 0.09784323, 0.15542844, 0.09902185, 0.06430543, -0.049431276, 0.06602897, 0.008011568, -0.005232116, 0.008016014, -0.0052137845) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.0837519, 0.05056989, -0.06276593, -0.03180973, -0.08497402, -0.06972383, 0.011077316, 0.023401845, -0.025286714, -0.043567054, -0.16953193, -0.06595381, 0.07363643, -0.07581859, 0.10054581, -0.033668384) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.08070429, 0.08375177, 0.16000599, -0.053400174, -0.12230678, -0.21575743, -0.6871092, -0.42032254, -0.041713387, 0.06903494, -0.03301209, -0.0054746894, 0.025806166, 0.024036312, -0.044896863, 0.103360504) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0049767764, -0.022343803, -0.023529787, 0.12800358, 0.051056903, -0.16017869, 0.040262144, -0.03706163, 0.041445464, 0.04931111, -0.09369833, 0.062382504, -0.015191966, 0.025063705, 0.108812176, -0.028616095) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.066211864, 0.005964483, 0.07130634, 0.054721944, 0.05864857, 0.022804266, 0.052223753, 0.048094966, -0.08606635, -0.009596746, -0.009271887, 0.05304261, -0.05306346, 0.009911752, 0.10007658, -0.057851154) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.012509768, 0.119446725, 0.003918158, 0.074885115, 0.093594894, 0.01715358, -0.080881655, 0.07016945, 0.16284382, -0.007872472, 0.040304936, -0.013938037, 0.024748137, 0.06210334, -0.07467421, -0.094965525) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.05232734, -0.04215299, 0.015799293, 0.044090208, -0.09260826, 0.07644561, -0.02332845, -0.03831509, -0.038158134, -0.0033288407, -0.09984064, -0.06284334, 4.683745e-05, -0.054963186, -0.034785595, -0.00038775112) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.11256507, -0.09127577, -0.010846974, -0.019348023, -0.0062036687, -0.024140242, -0.036223125, 0.008477035, -0.0535822, 0.056714825, 0.032129098, 0.021613488, 0.045079045, -0.05674658, -0.046510655, 0.027901521) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.05488054, 0.07080329, 0.06299486, 0.0039603985, 0.017801495, -0.08250527, 0.011072122, 0.019071948, -0.05263669, -0.06754914, -0.042804316, -0.072258115, -0.108398765, -0.057692852, 0.13245642, -0.07862433) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(0.1071554, -0.023854187, -0.03523215, 0.026462404, 0.17346433, 0.025099557, 0.085306846, 0.050486, 0.12753077, -0.07280213, 0.011422694, 0.07932979, 0.017087804, 0.07667188, 0.017439054, 0.035692476) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.11586204, 0.041512474, 0.06706167, 0.06385678, -0.07938211, 0.06689715, 0.034798652, -0.010554927, -0.096468754, -0.020953806, 0.07565589, 0.06709923, 0.18257429, 0.016562948, -0.0070281164, 0.0572892) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.053291783, -0.04306939, 0.058981303, 0.046742257, 0.009798728, 0.032749154, -0.04728416, -0.010692309, -0.14372951, 0.05883427, 0.1090519, -0.03674373, 0.0037054217, 0.030785535, 0.071925275, 0.061697785) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.043786112, -0.043080118, -0.11961251, -0.06258902, 0.09472858, -0.009723684, -0.10173063, -0.0077656545, -0.22003505, -0.030549612, -0.12588297, -0.04079825, 0.005945655, -0.07612801, -0.02605068, -0.09058092) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.07290869, 0.01939745, -0.11090164, -0.00064086256, 0.10684343, 0.15499128, -0.09544573, -0.020294474, -0.0020477176, -0.024702616, -0.0051160026, -0.047453087, 0.07588434, 0.013479417, 0.00021081849, 0.044213645) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(0.06665839, 0.045806073, -0.0022956042, -0.0015501076, -0.16479066, -0.043105934, -0.028612781, -0.021004826, 0.03131812, -0.043345444, -0.020649571, 0.006779071, -0.036023792, -0.01562368, 0.006615064, 0.057423286) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.13137902, 0.075307764, 0.04551353, 0.06316783, -0.06274204, -0.051239155, -0.07654647, -0.049102083, -0.08300443, 0.03571166, -0.061142012, -0.033341877, 0.0028726854, -0.040008552, 0.0025314682, 0.070313774) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.047806777, -0.041707493, 0.07416628, -0.01051197, -0.031633176, 0.06288355, 0.08592299, -0.039384175, 0.095937766, -0.03887551, -0.056598995, -0.020568563, 0.020470547, 0.020498365, 0.063905194, -0.01744363) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.052012283, 0.020086344, 0.007820762, 0.11175241, -0.025390545, -0.015955107, -0.11037034, 0.0651637, -0.111639395, 0.054169014, -0.07382395, 0.047940407, 0.08104498, 0.065603256, 0.012727603, 0.10084408) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.019862412, 0.006208759, -0.0129542, 0.09171513, -0.056656893, 0.10487124, -0.050117087, 0.060332406, -0.14625072, -0.10167043, 0.10663746, 0.039414596, 0.009029185, 0.0606408, -0.04030277, 0.059424903) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.08363838, -0.017744185, -0.030702569, -0.07737701, 0.03782848, -0.062303778, 0.004386348, 0.094444446, 0.028231349, 0.02328529, 0.06046744, 0.048421964, 0.011645561, -0.033600926, 0.04429172, 0.0071557905) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.09115676, -0.11432407, 0.028116653, 0.09615582, -0.013933963, 0.057633795, -0.14617987, -0.036102146, -0.0040343828, 0.05497614, 0.081051, -0.07132728, 0.0053688604, -0.0039012944, -0.03338293, 0.069456525) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.019193074, 0.03254533, -0.040607043, 0.044933718, -0.11634429, -0.025305334, -0.008579062, -0.031093795, -0.0029694478, 0.020141914, -0.12891611, 0.009859188, -0.06892454, 0.0015814818, 0.010008736, -0.066661015) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(0.008231917, -0.094318, 0.101721786, -0.0030476335, -0.04802703, 0.07253479, -0.079729445, -0.03349141, -0.020410039, 0.07052038, -0.022367954, -0.07545052, 0.09427052, -0.08718343, 0.0144163435, -0.069395386) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result3 += M4(-0.008406571, -0.074351184, 0.0706633, 0.015958311, 0.102927215, -0.03199462, 0.033949323, 0.055836122, 0.062148135, 0.072088905, -0.06893412, 0.0090462575, 0.04865369, -0.05100503, -0.049118716, -0.013147285) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result3 += M4(0.0042784386, -0.109348014, -0.11314999, -0.009848224, 0.023758953, 0.016952615, -0.050467532, -0.03391089, 0.00035144325, 0.07260847, 0.1379512, 0.10148987, -0.047375027, -0.053306386, 0.029230643, -0.089239575) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result3 += M4(0.12380575, 0.0637876, 0.016138121, -0.08146227, 0.00794786, -0.0007962248, -0.10939341, 0.05495535, 0.08498182, 0.01892887, -0.04443121, -0.029546011, 0.037764616, 0.054276705, -0.11694712, 0.041959465) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result3 += M4(0.007923892, 0.06998669, 0.07218718, 0.06540203, -0.18807384, -0.00552082, 0.02814993, 0.0059046457, -0.013277704, -0.03803994, -0.05539728, 0.0539889, 0.07224701, -0.06469036, -0.053362194, 0.05921536) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result3 += M4(-0.03105752, 0.076835446, -0.025786454, 0.009623611, -0.11670827, -0.071954526, 0.008332799, 0.0396725, 0.034768764, -0.11360498, 0.13640645, 0.04687083, -0.0012390785, -0.11939839, 0.027137829, -0.00970134) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.04841872, 0.021217145, 0.05145121, 0.03994496, -0.032393888, -0.06502012, -0.059177358, -0.01640223, -0.045268063, -0.06441951, 0.06776755, 0.025740163, 0.021089643, -0.07755927, -0.13013749, -0.046982903) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result3 += M4(0.033390768, -0.0676618, -0.075023755, 0.05762633, -0.21285714, -0.05938369, 0.039664563, -0.0321216, -0.13607958, 0.054770358, 0.0544155, -0.06507767, 0.029459499, 0.056755986, 0.026232066, 0.09220036) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result3 += M4(0.065403625, 0.0895879, 0.11050111, 0.064251795, -0.056979794, 0.052189182, -0.023275198, -0.048566677, 0.05251338, 0.010070447, 0.08343461, -0.015657213, 0.0016147365, 0.0235946, 0.012712837, 0.07883242) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result3 += M4(-0.12816718, -0.07241791, 0.027532237, -0.04464096, -0.07181658, -0.042930212, 0.07982205, -0.036657248, 0.027388737, -0.029955769, -0.002831009, -0.019132406, 0.02257189, -0.05071144, -0.07465178, 0.03944232) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos3 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(3, 0); + imageStore(out_image, store_pos3, result3); + V4 result4 = V4(-0.005729667, -0.00043015095, -0.0010953381, 0.004356304); + result4 += M4(-0.15276086, 0.07942247, 0.08949564, 0.060723398, -0.03441924, -0.06541231, 0.050393626, -0.08642525, 0.11145862, 0.088879526, 0.018257165, 0.06954197, 0.07154797, 0.07028931, -0.026106048, 0.0588475) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.005026405, 0.11653151, -0.14089017, -0.028572645, -0.006475202, 0.020306062, -0.0235654, 0.0027518137, -0.22195865, -0.11632897, -0.024510477, 0.033127557, 0.042736404, -0.0013703869, 0.059399374, 0.060709834) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.057378605, -0.0138775, -0.15011922, 0.0032812147, 0.054151535, 0.0733718, -0.048461176, -0.023435675, 0.07190814, 0.03326214, -0.048262995, 0.009591243, -0.18676828, 0.060517266, -0.04107985, 0.106425256) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.13024789, -0.076708704, -0.07840211, 0.07365921, -0.07155807, 0.020250402, -0.012745429, 0.077429436, -0.04208895, -0.09781345, 0.06731239, 0.06464467, 0.0708276, -0.00045760235, -0.0015747235, -0.00091934786) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.03348843, 0.03942212, 0.14521079, 0.11393092, -0.17944722, 0.014515748, 0.022040937, -0.080193296, -0.060324617, 0.113738626, -0.038194582, -0.04972042, 0.05779431, 0.10828045, 0.07306861, 0.062288594) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.022878485, 0.03055577, 0.10178619, 0.047333434, 0.08782161, -0.043591354, -0.007269692, -0.031669308, 0.11117155, -0.12283576, -0.2089983, 0.028255768, -0.091471866, 0.022622947, -0.06298962, 0.1067137) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.09499758, 0.11519524, 0.033155248, 0.04453079, 0.13212462, 0.016532045, -0.0584856, 0.023024704, -0.04678811, -0.025359584, 0.101013616, 0.030604266, 0.09925986, 0.029888682, 0.021780664, 0.015429663) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.015907485, 0.1313383, -0.030429944, -0.081694834, -0.23029754, 0.13872114, -0.046237152, -0.016141376, -0.06931419, -0.09042627, -0.04878373, 0.019912533, -0.04481489, 0.02682206, -0.08646149, 0.053053897) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.009033072, -0.055581715, -0.046858713, 0.022889817, 0.02631145, -0.012890856, 0.08130097, -0.029187188, 0.1359235, -0.0226578, -0.13223678, 0.064480625, -0.15671968, 0.03455646, 0.09110495, -0.013308984) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.010147408, -0.00955194, -0.011160685, 0.0718533, 0.016525019, -0.08055419, -0.06803433, -0.06139342, 0.03567241, 0.016920503, 0.10587896, 0.003260908, 0.032826878, -0.062269785, -0.023602488, 0.039569803) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.09801564, -0.033141207, -0.060552098, -0.040707644, -0.0071775536, -0.04584435, -0.03633291, 0.036216244, -0.023949813, -0.17108808, 0.14008313, -0.052827213, -0.063736506, 0.0782623, 0.07308105, 0.11559698) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.04790598, -0.12482163, -0.003912156, -0.019552933, -0.031093288, 0.11858681, 0.044762284, 0.07580456, 0.013082798, 0.030806199, 0.009720568, -0.07372781, 0.09248263, -0.056033745, -0.008640081, 0.009092144) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.05964495, -0.024564356, 0.06459252, 0.074008055, 0.0100322915, -0.048554912, 0.054766957, -0.072962984, -0.09905735, 0.058794998, -0.018094044, 0.047257494, -0.064259075, 0.14695126, -0.035673972, -0.012317881) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.021464238, -0.061363515, -0.038697876, -0.010907026, 0.16232945, -0.04990725, -0.02098382, -0.049655035, -0.098705016, 0.0500905, 0.02425294, 0.06569846, 0.090533, 0.019491682, -0.1408014, -0.06416461) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.0012226802, -0.039476793, -0.09757135, -0.04347165, -0.082003914, -0.04369602, -0.05509864, -0.01316938, -0.13386135, -0.02617436, 0.067006804, -0.099349536, 0.039151337, 0.06267166, 0.07167059, -0.022206074) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0116554005, 0.048201796, -0.0065205568, -0.008769362, -0.05728953, 0.07054931, -0.02671859, -0.0049819634, -0.018486373, -0.0031043258, 0.08960589, 0.040662147, 0.04005452, 0.02621686, 0.030639771, 0.016957518) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.052340694, -0.034414288, 0.003912106, 0.08461106, -0.07193677, 0.011825717, 0.030764123, -0.03207337, -0.06731762, -0.053540014, 0.055754326, -0.018355504, 0.06031372, -0.15168211, 0.16209218, -0.0616059) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.016939742, 0.20518406, 0.08184577, -0.024788452, -0.1032094, 0.09305887, 0.064178586, 0.05960907, -0.06474806, 0.06440959, -0.09196042, 0.051764697, -0.11254926, 0.04317631, 0.03838804, -0.02248951) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.024302857, 0.07409582, -0.029698206, 0.040096655, -0.009171383, 0.081171945, -0.0024063515, -0.010989557, -0.054460574, -0.12828343, 0.018882442, -0.08690807, 0.1290004, -0.059028637, 0.022647155, -0.03027392) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.050845224, -0.014301794, -0.030008787, 0.00055581756, -0.00598139, 0.09117337, 0.016426248, 0.059027582, 0.07764693, 0.032369945, -0.017508183, 0.032407463, 0.04229449, -0.07518329, 0.058699597, -0.1317516) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.06060593, -0.039056446, -0.05247817, -0.07459926, 0.015900826, -0.16213873, 0.14802586, 0.06429327, 0.0082110055, 0.07924459, -0.07453781, 0.07902773, 0.12017322, -0.07580147, 0.051612508, 0.032185107) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.066059895, -0.04025388, -0.05282696, -0.03235045, 0.056835823, -0.12443671, 0.09742586, 0.007350654, -0.14137043, -0.0033674177, 0.031448912, 0.066387, 0.012324848, 0.04030191, 0.046613272, 0.09655096) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.054316, 0.025040725, 0.024616253, 0.0035816606, 0.1425769, -0.17431596, -0.071508385, 0.11338813, 0.043339085, -0.057416964, -0.06242709, -0.06809269, 0.15621069, -0.067112654, 0.075692296, -0.017933125) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.09824061, -0.09940557, -0.025247565, -0.05447916, -0.040346242, -0.042779442, -0.027595613, 0.07498018, -0.07251588, 0.022827012, -0.02794804, 0.022946227, -0.09222886, -0.075413905, 0.029927384, 0.059647102) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.085928105, -0.044445936, -0.017995883, 0.022882404, -0.09612574, 0.026006402, 0.062026344, 0.103529885, -0.02160401, 0.06789675, 0.055652786, 0.068733245, -0.053625405, -0.004913719, -0.05463631, 0.030637782) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.07725539, 0.011168546, 0.0721605, 0.017479412, 0.07264609, -0.052678738, 0.12158343, 0.08621142, 0.045553073, -0.13805757, -0.057824325, 0.059658714, 0.0025661613, -0.089499645, 0.05399907, -0.017663164) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.10022974, 0.06991932, 0.02422738, 0.03005907, -0.010116855, 0.1412066, -0.031008733, 0.010078963, 0.047911864, 0.0660007, 0.10212923, 0.061337784, -0.14674562, -0.016446926, -0.054135438, 0.10200884) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.26560044, 0.031663053, -0.20135921, 0.05025343, 0.025922319, -0.012666282, -0.049217034, 0.07466987, 0.03316901, 0.03388405, -0.05912802, -0.035461273, 0.09629912, 0.040922865, -0.035643917, 0.05439306) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0011948658, -0.06893714, 0.2934369, 0.083842605, 0.07495769, 0.04300018, 0.052646328, 0.012415676, 0.07107138, -0.005641793, -0.030188303, 0.016436791, -0.08965078, 0.071375184, 0.024620086, -0.04359645) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.15978824, 0.016959531, -0.010134735, 0.03673628, -0.049345005, 0.13034832, 0.11603381, -0.033327255, -0.09458413, -0.038487002, -0.009479298, -0.06535692, 0.035499875, 0.053092543, -0.01957895, 0.02571174) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.1208736, -0.072125874, 0.0023084849, -0.0122489, 0.1227515, -0.05691794, 0.0009971801, 0.07848346, -0.06845361, 0.040168926, -0.03385168, -0.01835864, 0.09036151, -0.06579815, -0.045637425, -0.06532325) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.066456, 0.10226624, 0.13637118, -0.09023377, 0.019389976, -0.16513866, 0.06907256, 0.025455186, 0.14788458, -0.038267884, -0.001521367, 0.010565454, 0.09686046, -0.008004227, 0.13752733, -0.033453003) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.025601622, -0.031360477, -0.043491118, 0.042911857, 0.062351793, 0.0009315795, 0.026997741, 0.06996536, 0.07547439, -0.028036885, -0.053968027, 0.022248568, -0.0292104, -0.056626324, 0.08830907, -0.0022524858) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(0.033317495, 0.05820478, -0.029650873, -0.037176825, -0.041937456, -0.11998004, 0.023693852, -0.07557817, -0.08290509, -0.1323981, -0.0074082734, -0.02141199, 0.039799023, 0.00079218333, -0.03513805, -0.017803619) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0031029885, -0.14135988, -0.024678573, -0.07111628, -0.008681277, 0.025619801, 0.116571926, -0.0030642534, -0.02777975, -0.1020513, 0.073832184, 0.033814557, -0.07474817, -0.10208651, 0.08622235, -0.008058402) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(0.03439631, 0.05143221, -0.037346072, 0.0077950405, -0.06565899, 0.070869364, 0.076090604, -0.0101007065, -0.018461643, -0.085405186, -0.06638971, -0.13494958, -0.12879355, 0.06952833, 0.042878397, -0.113126256) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.09224482, -0.021128787, 0.071939826, -0.07401876, 0.0023527911, 0.006287477, -0.17553833, -0.25153297, 0.045313757, 0.096807435, -0.014700843, -0.021120524, 0.0650906, 0.01405441, 0.09247923, -0.034825224) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.091759086, -0.0005594017, 0.0104044005, -0.05654807, -0.05665822, -0.13929519, -0.10425655, 0.068973936, -0.008885661, 0.07481075, -0.011187838, 0.06576421, 0.018374803, -0.05541411, 0.08727593, 0.020974532) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.11530168, -0.020280622, -0.026175972, 0.03732831, 0.10225937, 0.22456875, 0.14049654, 0.026274906, -0.004232932, -0.018390182, 0.08847682, -0.011313296, 0.087917656, -0.12845074, -0.083291866, -0.036425516) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.03034102, 0.037752792, -0.0849504, 0.07600949, -0.33832178, -0.24722779, -0.064748704, -0.09867091, 0.057973128, 0.051411647, -0.0047788024, 0.03279676, -0.014350633, -0.05640388, 0.01779802, 0.048907388) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.026665082, -0.082889624, -0.14053497, -0.07377635, -0.035816558, 0.070927925, -0.2140181, -0.0018264928, 0.117495485, -0.03639823, 0.0024644695, 0.087321825, -0.0647777, 0.105226696, -0.13331458, -0.009670903) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.03723218, -0.13509557, 0.0036844176, -0.03697461, 0.1543366, 0.18289085, -0.0105581265, 0.09485181, -4.9585688e-05, 0.05558213, -0.03838746, 0.01686271, -0.04980424, 0.06810497, -0.018575102, 0.018456416) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.027532548, -0.12227583, 0.07930672, -0.09848031, 0.3098886, 0.1444079, 0.18386124, 0.39677224, -0.010361035, -0.037745964, -0.07495082, 0.0044296472, -0.049770445, -0.05165279, 0.09038633, 0.07141114) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.13949496, -0.008566061, -0.08205957, 0.031357117, 0.13469215, -0.13984358, 0.089228414, -0.025021456, 0.04596939, 0.029453536, -0.084707245, 0.028911265, -0.00011989273, 0.0349822, -0.12578417, -0.009774023) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.07849095, -0.07741492, -0.03002424, 0.06732082, 0.05944881, 0.12135365, -0.02259724, 0.04714612, 0.05460093, 0.022376966, 0.0135290725, -0.0667747, -0.019559493, -0.045919087, -0.13714148, -0.08881304) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.0071108616, -0.044272337, 0.043075882, 0.061518542, -0.009685276, 0.092627764, 0.0042523053, 0.10157931, 0.031074513, -0.014768812, 0.0073508946, -0.023623565, -0.04124181, 0.015749557, -0.031913456, 0.040790085) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.0066527417, -0.014275495, 0.012243293, -0.046868186, 0.04227223, 0.049309988, 0.07550222, 0.054016285, 0.010526209, -0.0037023183, -0.0175928, -0.0035350015, -0.024291594, -0.022052381, 0.039084423, -0.017292228) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.04666573, 0.07674136, 0.06764189, -0.054534577, -0.004178027, 0.06047796, 0.04274057, 0.019577298, 0.1032146, 0.11486907, -0.00023910812, -0.049433347, -0.01957974, 0.030038215, -0.13647704, 0.09591481) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.10650419, -0.13152908, 0.017481212, 0.069082096, 0.06849655, -0.04418378, -0.18172541, 0.09158794, 0.001816908, -0.01681682, 0.044697706, 0.027827958, 0.020274742, -0.026012434, -0.13767888, -0.055619147) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(0.015952997, 0.041261725, -0.02097758, 0.020367438, -0.04182375, 0.16148467, -0.004533121, 0.085371606, 0.10339727, -0.03348668, -0.12091516, 0.05911952, -0.00050659216, 0.060502786, -0.02165692, 0.08820022) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.050576646, -0.024205435, -0.023890747, -0.051688273, 0.088676676, 0.030803435, 0.00071935344, 0.11350617, 0.045458864, -0.049081746, -0.03309615, -0.07268513, -0.0781544, 0.041887123, -0.01942566, -0.038644377) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0029727172, -0.09847279, 0.065118454, 0.012071449, 0.14700973, 0.015935345, 0.0019750893, -0.12784183, 0.077751964, 0.044195373, 0.08000007, -0.051638376, 0.020539377, 0.10935899, 0.0117582325, -0.023965472) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.06013374, 0.044091452, 0.0540461, -0.06048871, 0.06719454, 0.032586288, 0.10752697, -0.07717235, 0.036587283, -0.08609651, 0.023040904, -0.04157031, -0.04676754, 0.013908344, -0.051491734, -0.08774911) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.006453166, 0.01837697, 0.035457827, 0.06910021, 0.039456557, -0.09556679, 0.072082, -0.07585006, 0.020061055, -0.03220783, 0.0016222212, -0.06599003, -0.058381155, 0.015402644, 0.033919338, 0.006671906) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.026329804, -0.11787945, -0.14433403, -0.028325493, 0.0038718719, -0.004438229, 0.016020123, -0.036304336, 0.07748895, 0.030289326, -0.016000776, 0.06439678, -0.06850895, 0.08380779, -0.032107737, -0.025399344) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.07989146, 0.087534726, -0.015704682, -0.036360856, -0.0111169135, -0.07004655, -0.08041534, -0.050486613, 0.06307522, -0.0723888, -0.0034736248, 0.009431221, -0.004209616, 0.03946069, -0.10180017, 0.04242818) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.0068772044, -0.084776916, -0.11460974, -0.06211543, -0.06614107, 0.013523794, 0.017244153, -0.105507724, -0.06637307, 0.044764433, 0.07883045, -0.024397174, 0.06708219, 0.00073193345, -0.09528281, 0.072413824) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(0.071702175, 0.017405277, 0.039091825, -0.042787787, 0.02887562, -0.0746178, 0.060413755, -0.018354865, 0.034426622, 0.0017597412, 0.068194315, 0.051880147, -0.16459014, 0.055218153, 0.032614153, 0.071607485) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.064260855, 0.037946403, 0.027323404, 0.0085923765, -0.09446498, 0.040517848, 0.012871805, 0.060797207, -0.05814099, -0.0025833678, -0.092664786, -0.018908696, -0.045808636, 0.041072473, 0.0003853748, 0.054195333) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.045041922, -0.056747135, -0.06080514, -0.06075835, -0.040175155, 0.027435724, -0.08339106, 0.067836516, -0.055786442, -0.069555804, -0.05811788, 0.06514331, 0.051969774, 0.040484328, 0.06698578, -0.07379746) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.0080373045, -0.008995164, 0.00862656, -0.04654012, -0.01982247, -0.028327946, -0.037276592, 0.028267154, -0.06269765, -0.06692516, -0.008892168, -0.033050194, -0.030733164, 0.006635923, 0.08469067, -0.060973648) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.118289135, 0.10679692, 0.07852804, 0.024875991, -0.11418788, 0.06024819, -0.038262744, 0.09025532, 0.007690451, -0.008838898, -0.008459807, -0.030193718, -0.013254385, 0.010988964, 0.05228417, 0.01248197) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.026113175, -0.030873947, -0.14510143, 0.041306227, 0.018426474, 0.07301034, -0.044981375, 0.0583777, 0.038143363, 0.044346407, 0.06558364, 0.07977226, 0.034478966, 0.025839774, 0.07721928, 0.0069526606) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result4 += M4(0.08069714, 0.030557806, 0.033185333, -0.039709527, -0.0639105, 0.033712883, 0.052523438, -0.023390159, 0.0071062497, 0.023248162, 0.055216372, 0.07694176, -0.057320744, 0.037813235, -0.007192686, 0.028486153) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result4 += M4(0.020656617, 0.019642806, 0.03819627, -0.061501984, 0.019976595, 0.032238647, 0.054137085, -0.013583545, -0.09172206, -0.057965524, 0.0793928, -0.005399107, 0.041798618, 0.02632741, -0.009702918, 0.06410451) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result4 += M4(0.023276938, 0.06282926, 0.036179554, -0.031947523, 0.068157196, 0.102732874, 0.06795135, 0.07659118, 0.049618267, 0.026132636, 0.047739174, -0.022480309, -0.16794501, -0.039987814, 0.018541813, -0.13723306) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.03153965, 0.06418949, 0.07010299, 0.012217677, -0.0012737584, 0.114024475, 0.033452008, 0.035898764, 0.031170713, -0.0072718714, -0.073373795, -0.017613433, 0.08405065, 0.024136925, 0.047195192, -0.04525122) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result4 += M4(-0.035501905, 0.071830206, 0.045389898, 0.0712507, 0.112877294, -0.09886606, -0.09240563, -0.004431149, 0.018183466, -0.07781847, -0.00012206444, 0.04857818, 0.070103236, 0.06843244, 0.07066874, 0.13304698) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result4 += M4(0.18707158, -0.19681555, -0.10238186, 0.036809485, -0.062296044, 0.042448886, -0.10462396, -0.034118656, 0.069147564, 0.015194723, -0.05712557, -0.05250014, 0.04554017, -0.051171232, 0.04215276, 0.009924719) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result4 += M4(-0.012634366, -0.010583368, -0.022111522, 0.10128474, -0.030730532, 0.11624675, -0.019607462, -0.06727664, -0.08025691, 0.040586017, -0.10331979, -0.026541883, -0.07862262, 6.794675e-05, 0.050930817, 0.018886376) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result4 += M4(0.0157523, 0.122716054, 0.040854633, 0.08611142, -0.10634104, -0.13981168, 0.008734246, 0.06181162, -0.067010246, 0.0070742457, 0.014529983, -0.07793163, 0.07963905, 0.04870616, 0.057613537, -0.031814568) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result4 += M4(-0.024242401, -0.066150405, 0.010405965, -0.04685622, -0.110806555, 0.055420354, 0.07743684, -0.08208189, 0.09138679, -0.027320037, 0.066895984, 0.034334555, 0.026816929, 0.014385787, 0.038511187, -0.10814189) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos4 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(4, 0); + imageStore(out_image, store_pos4, result4); + V4 result5 = V4(0.0017306447, 0.0060327337, -0.0022298389, 0.0031541034); + result5 += M4(0.0779621, 0.01536127, -0.047175165, 0.041168258, 0.002140598, -0.04618724, 0.054210987, -0.03160575, 0.021830423, 0.07292895, 0.082146674, -0.02358065, 0.05804837, 0.08463174, -0.009232058, 0.022486486) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.070273854, 0.14947739, -0.0675586, -0.012048586, 0.07340199, 0.03766187, 0.042533893, 0.0037730413, -0.06500994, 0.049070504, -0.010616047, -0.050461877, 0.040137984, -0.00550505, -0.064578556, 0.0830928) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.028175699, 0.059614383, -0.033094507, -0.00279947, 0.10462239, 0.01113528, -0.048738606, -0.07812485, 0.05824631, -0.08220235, 0.0101430705, -0.0305405, 0.005371137, 0.11372739, -0.0039675683, 0.09794083) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.17925762, 0.118802406, -0.07123004, -0.07492189, -0.07000605, -0.016034951, 0.030278338, -0.020726241, -0.06355461, -0.042413287, -0.052669726, 0.0371886, -0.030052453, -0.013442666, -0.043814387, -0.0016035322) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.00028781328, 0.053626988, -0.033890627, 0.17674764, 0.016925823, 0.038739778, -0.06356103, -0.028692985, 0.06202256, 0.007969964, 0.08086207, -0.034778062, -0.064435475, 0.12650305, -0.120113716, -0.098852284) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.0072770384, -0.00016854692, 0.099797495, 0.01179523, -0.0150191905, 0.022586815, -0.10632031, 0.04600936, -0.08226981, -0.1677368, -0.17656596, -0.07162127, 0.014462061, -0.05012897, -0.04376294, -0.040439986) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.060179196, -0.09734574, -0.078244425, 0.11795343, 0.15282823, -0.028496461, -0.011518804, -0.12965824, 0.04615459, -0.016258327, 0.007406922, -0.02729275, -0.05235998, 0.06531181, -0.108913265, 0.05496635) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.045261145, -0.04736401, -0.06801038, -0.011141553, -0.079599574, 0.06962091, -0.022780033, -0.02688225, -0.072231084, 0.0217911, -0.059324563, 0.05381493, -0.04256582, -0.008749614, -0.007797762, 0.004014286) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.042769108, -0.056839254, -0.04658188, 0.115779765, -0.07912371, -0.003828927, -0.0022034182, -0.051769055, 0.07014513, -0.0062569086, 0.032202426, -0.011193469, -0.08368336, -0.004466157, 0.08320837, 0.010802928) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.002462906, -0.04590783, 0.005349071, 0.008693994, 0.088178754, 0.08188545, -0.023176333, -0.01650924, 0.13102992, 0.09811313, -0.23026422, 0.12660424, -0.07046137, -0.07510859, 0.01754747, 0.05749553) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.13373277, -0.08505133, -0.0437179, -0.04869346, 0.06706512, -0.00019667226, -0.008096593, 0.05557732, 0.027321737, 0.14314955, -0.09215052, -0.0018298684, 0.03607554, -0.040583905, -0.0360277, -0.002008698) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.1596371, 0.026941082, 0.18451004, 0.06304116, -0.018699368, -0.037605118, -0.011007398, 0.054544915, -0.061805993, -0.044472113, 0.036465794, -0.008696269, -0.049722485, -0.13531989, -0.025168546, -0.009798292) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.008980498, 0.013560179, -0.014464112, 0.09771245, -0.004041593, 0.058573626, -0.052865434, -0.01789635, 0.026543198, 0.08361724, -0.05019104, -0.05306504, 0.08451783, 0.025990197, -0.054278534, 0.039406326) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.013433673, 0.049675286, -0.10063251, -0.020524248, 0.061778303, 0.108679175, -0.081680425, 0.049368147, -0.14697108, 0.046346143, 0.10687618, 0.0021455162, -0.05677496, 0.16563354, 0.04049324, 0.005458321) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.01981306, 0.039214496, 0.10102177, -0.11383357, 0.073609166, -0.0025643876, -0.0032422778, 0.0061322157, -0.10923366, -0.053724814, -0.007325734, -0.078403875, -0.05698555, 0.07525162, 0.08427753, 0.023554493) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.07541602, 0.050108094, -0.024828464, -0.06380831, 0.122870244, 0.0676643, -0.017075399, 0.00027681922, -0.041235365, 0.03162666, -0.03826376, -0.01270649, 0.054439172, -0.011557846, -0.051119473, -0.06079733) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.18362746, 0.024387639, -0.007630117, -0.0033050166, -0.013035549, -0.021314826, -0.037523817, 0.051148012, -0.0005250962, -0.09724327, 0.06142803, 0.02066537, 0.11565253, -0.059217427, -0.10316215, -0.13047965) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.06431192, 0.020997828, 0.06421656, 0.01964167, -0.06519853, 0.031739417, -0.053174023, 0.13177866, -0.023959916, 0.054914422, -0.11095652, 0.06440282, -0.027932525, -0.14725117, 0.058942728, 0.07238957) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.07973752, -0.037661415, -0.04319023, -0.02837732, -0.08178102, -0.084248856, 0.13457455, 0.024419552, -0.0015452105, 0.09769809, -0.016582854, -0.1020824, 0.043775875, -0.035260033, 0.037702758, -0.10931838) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.017561655, -0.14661475, -0.07931953, 0.0026581297, -0.009930784, -0.123802036, -0.022880742, 0.073521584, 0.12608594, 0.06599652, -0.10979369, 0.0815358, 0.095457755, -0.04619676, -0.0021090156, -0.10051218) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.019543692, 0.10067554, 0.021451015, -0.06818215, -0.032337047, 0.09961236, -0.052969098, 0.05715959, -0.026237706, -0.057882488, 0.057454064, -0.03709484, -0.011675414, -0.008139157, 0.0056506107, -0.09386743) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.07085244, 0.0048988233, -0.03912786, -0.050521176, -0.034288276, -0.03806809, -0.0604984, 0.03575052, -0.16701838, 0.08174181, 0.049701747, -0.034729015, -0.07873251, 0.03461684, -0.07239493, 0.041049115) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.04017111, 0.08280612, -0.10069517, 0.02911196, 0.025262425, -0.11232385, 0.107558586, -0.1558097, -0.15674175, 0.036157724, -0.14379016, 0.052706953, 0.055144664, -0.12921119, 0.016961856, 0.01106781) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.054125946, 0.035522882, 0.067325175, 0.017656974, 0.046125293, 0.025741585, -0.0110646505, 0.070099264, 0.011557113, 0.028005704, -0.012917508, 0.05248801, 0.036109686, -0.065919474, -0.031808753, 0.04149726) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.0641761, -0.021224467, 0.013904854, 0.012978868, 0.004190863, 0.0803493, 0.0028404067, -0.08943835, -0.06209818, -0.029453188, -0.0075443243, 0.03336873, -0.023120241, -0.07474658, -0.06256821, 0.031392626) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.039287515, 0.024596166, -0.013158201, -0.10148811, 0.031155685, -0.011289836, -0.10685981, 0.13217145, 0.0020512708, -0.020590395, 0.03450191, 0.08759107, -0.010088517, -0.022299154, 0.010409057, -0.043652758) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.057384115, 0.12541312, 0.0064340685, -0.058727633, 0.08562972, -0.039810173, 0.0018311305, -0.012497067, -0.004726232, -0.035424393, -0.10605373, 0.07031661, 0.1003678, -0.033622067, 0.031004941, -0.054471813) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.032814994, -0.0319134, 0.061905656, 0.032871146, 0.011961746, 0.064158015, -0.05410328, 0.037764654, -0.03705604, 0.08281587, -0.10619013, -0.08576226, -0.028889675, -0.021343421, 0.07023503, -0.045325413) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.0030662417, -0.001639542, -0.0007526115, 0.05086073, 0.025654497, 0.12987456, 0.04812271, -0.11703812, 0.1401383, 0.1398525, 0.050060976, -0.071411066, -0.16117439, 0.03854568, 0.11475588, 0.08162513) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.11990925, 0.07117268, 0.00043633246, -0.008882856, 0.101170436, 0.005612441, 0.023187265, -0.078265734, -0.13107418, -0.04826248, -0.12591498, -0.09422121, 0.0844473, -0.075841025, -0.06505128, -0.03293366) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.1234443, -0.07402856, -0.06408613, 0.05737629, 0.16844283, -0.09842496, -0.13693526, 0.061410755, -0.0018198325, -0.036004826, -0.08433716, 0.039559014, -0.17046346, 0.00634429, 0.12378012, 0.076098986) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.2405765, 0.13127317, 0.027907979, -0.099426925, -0.016249169, -0.033487435, 0.0085474495, 0.08336581, -0.09762277, -0.051063057, 0.06478362, 0.02040316, 0.017938962, -0.020328939, 0.081540614, -0.087827824) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.094056904, -0.009838468, -0.0043490557, 0.0017094524, 0.06741926, 0.0024339063, 0.015735542, -0.123994984, -0.11988387, -0.04580369, 0.1103105, -0.028754933, 0.07605843, 0.013540833, -0.021189343, -0.07099737) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.049073692, -0.010656348, 0.09482933, -0.06855694, 0.03592184, -0.04436178, 0.017099334, -0.08736739, -0.0656723, 0.018077597, 0.014390992, -0.020512251, 0.06795961, 0.12254206, 0.09365566, -0.025878815) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.021370169, 0.12081587, 0.10551917, -0.00916931, 0.021939933, 0.04362025, 0.07338432, -0.051085655, -0.03664957, -0.03731182, 0.1437212, 0.0845459, 0.1500117, -0.0060200463, 0.0983355, -0.053546105) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.08434443, 0.048216186, 0.010695409, -0.0129559655, 0.049092717, -0.0042063794, -0.02166102, -0.0042350343, -0.009282294, 0.07962338, -0.011455967, -0.04874502, -0.1045136, 0.008505003, 0.008240262, 0.05012671) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.06198731, -0.17297053, 0.0566073, 0.0083608795, 0.079738736, -0.060610626, 0.32370192, -0.15390739, -0.081226274, 0.055517398, 0.014447199, 0.042327527, -0.027036957, -6.616861e-05, 0.1258272, -0.019983875) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.0943363, 0.0091257505, 0.040420543, -0.053603742, 0.1091791, -0.03632799, 0.070699655, 0.13188687, 0.07417018, -0.025805647, -0.06991185, -0.051758472, -0.008438183, -0.14027536, 0.006504588, 0.114173554) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.10633977, -0.023071501, 0.036757737, 0.0007309987, 0.040427748, -0.07289382, 0.06328789, 0.034328215, 0.061943185, -0.077135965, -0.032565374, 0.00062860054, -0.021979371, 0.012276076, -0.04740816, -0.028015785) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(0.061437167, 0.014068996, -0.04822803, 0.09350242, 0.2183728, -0.15702839, 0.18488042, 0.026317243, -0.015471634, -0.03901568, -0.0089734215, -0.05156373, -0.08040948, -0.092209116, -0.05796151, 0.13361403) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.10973411, -0.040426504, -0.16822734, 0.07784061, 0.0090193655, 0.07438083, -0.07422519, -0.203652, 0.056367654, -0.091466054, -0.0447998, 0.024001893, -0.053914655, -0.038668424, 0.08506684, 0.048659578) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.009043112, -0.09203883, 0.022184744, 0.004209845, 0.2038544, -0.045173984, 0.16159564, 0.10053371, 0.010582952, -0.063042484, 0.021237446, -0.011668296, -0.10806168, 0.011912546, 0.04330382, -0.024746463) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.06568668, -0.02833877, 0.09351021, 0.014710483, 0.04398727, 0.09462663, 0.0329519, 0.1297999, 0.0107340375, 0.07360955, -0.018970525, 0.008502602, -0.0920376, 0.056101557, 0.012929433, 0.024619853) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.051254936, 0.062558636, -0.06807978, -0.006551413, -0.0076633673, 0.030309137, -0.106015384, -0.06831281, -0.030404948, 0.05926882, 0.026715932, -0.088497296, -0.054462984, -0.01227801, -0.010311083, 0.099016026) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.015502542, 0.00537462, 0.02633326, -0.07737866, -0.00088330114, -0.018275209, 0.078361906, -0.0081867315, -0.13638946, 0.017618608, 0.11358515, -0.0010405321, 0.0740909, -0.002264918, -0.034063537, -0.060190443) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.042629343, 0.0739209, 0.03912732, 0.11014554, 0.055922166, 0.019368846, 0.10011919, 0.0902217, 0.019149555, 0.034863546, 0.0122089675, 0.10900886, -0.041298833, -0.010738884, -0.0026870007, 0.015890738) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.037112057, -0.06629887, 0.03936836, 0.03291702, 0.059923112, -0.032785855, 0.048083927, 0.10904809, 0.1313641, -0.010315023, -0.15743072, -0.09744198, 0.024305899, -0.096249275, -0.07857612, -0.030135915) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.00054254057, -0.048981156, 0.03329021, -0.07434241, -0.046610177, -0.024303012, 0.026940435, 0.08039689, 0.09900339, 0.007865426, 0.06268535, -0.044049695, -0.0016689152, -0.03501175, 0.017373098, 0.0821292) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.04697447, -0.035812877, 0.005974538, 0.07529157, 0.010075567, -0.03600833, -0.09430383, -0.07090645, 0.023873143, 0.02131023, -0.008348957, -0.009980639, -0.09823689, -0.028571725, -0.07929444, -0.038788684) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.08295026, -0.05034217, -0.08505914, 0.10723439, -0.06637907, -0.11842358, -0.08264352, -0.032185186, -0.073077515, 0.056683484, 0.02616744, -0.059737086, -0.077050865, -0.03369475, -0.007927693, -0.085438766) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.08007395, 0.039821204, -0.07772158, -0.12190979, 0.07662546, -0.11207811, -0.03946176, -0.039108325, 0.08615679, 0.0028678637, 0.124481335, -0.09508601, 0.035403047, 0.07397219, -0.011788012, 0.016682126) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.042308416, 0.0073555936, 0.049677137, 0.04294831, 0.015123363, 0.05919064, 0.05501302, -0.06064241, -0.036070332, 0.0019987954, 0.08112024, 0.023841497, -0.035630755, 0.03368634, 0.10488934, -0.06922103) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.031133208, -0.07856735, 0.0032979187, 0.09211448, -0.14899664, -0.07005015, 0.056828376, -0.13923635, -0.03500791, -0.043484457, 0.0498125, 0.05312686, -0.0049841725, 0.086314626, 0.051005997, -0.049838144) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.038326543, -0.03737498, -0.11749225, 0.030851739, -0.113373496, -0.027253302, 0.05312842, -0.026225764, -0.05876045, -0.06770775, 0.119837455, -0.00083785586, -0.06378732, -0.08688726, 0.039552215, 0.0143557945) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.08427676, -0.046708833, -0.12518404, -0.06367922, -0.046853434, -0.0094480105, 0.12533869, -0.094604254, 0.09053903, 0.04590084, -0.13571335, 0.031874284, 0.03226618, 0.024006143, -0.026178446, -0.047451116) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.027397946, -0.10847979, 0.017614635, -0.025857873, -0.093187384, -0.05926039, -0.05023872, -0.083624765, 0.06795984, 0.0027493646, 0.020749295, 0.09832049, -0.12141023, 0.08264644, -0.0016853685, -0.005181633) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.12752809, -0.06449464, -0.11961217, -0.12949815, 0.070006624, 0.10275249, 0.07644897, -0.06041633, -0.0075578657, -0.12794329, 0.004964539, -0.014800492, 0.046865854, 0.0861416, 0.036998138, -0.034033883) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.15891719, -0.02853235, 0.04968209, -0.09101518, -0.07018328, -0.09677462, 0.05921311, 0.028864522, 0.010213871, 0.019289343, -0.03648265, -0.0016206665, -0.018794814, -0.022705803, 0.07537745, 0.02178366) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.098366104, 0.05888944, 0.09015378, -0.017318806, -0.058606993, 0.061028857, 0.07028235, 0.031091658, 0.12299722, -0.00017426712, -0.099248, 0.14091423, -0.052937515, 0.013624963, 0.103408664, 0.062198255) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(-0.020709904, -0.013738247, 0.0053076423, 0.06071885, 0.06132362, 0.02062452, -0.04768658, 0.015030882, 0.031379007, -0.15768094, 0.09955006, -0.038208373, 0.007101915, 0.007270831, 0.00070979935, -0.06905829) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.015471099, 0.0514871, 0.1274458, -0.00962907, 0.047266364, -0.039184794, 0.074994564, 0.061783098, 0.048709303, -0.061110064, -0.105690666, 0.05638092, -0.060523592, 0.05493283, 0.029071826, 0.007579573) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(-0.009159793, -0.029544523, 0.046490125, 0.021924732, 0.0065859677, 0.012625673, -0.04738262, 0.052840993, 0.065721504, -0.039759643, -0.007013138, 0.009738096, -0.014571289, 0.027484687, 0.01607991, -0.0031033175) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.021242077, -0.011926919, -0.11427048, -0.0024482156, 0.04143177, 0.12760398, 0.08341471, -0.008716751, -0.07365522, 0.053618357, -0.08960548, -0.010779268, -0.05312473, 0.07269615, 0.014392407, 0.047747936) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result5 += M4(0.13658938, -0.0121027175, -0.15212831, -0.06805896, 0.0044576405, 0.056819245, 0.023641864, -0.029165141, -0.007019816, -0.10095858, 0.075852305, 0.041530125, 0.061919305, -0.012225218, -0.0067779715, -0.0026264193) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result5 += M4(0.1473576, 0.018526694, -0.04968155, 0.05507178, 0.110761136, 0.051657878, 0.06361484, -0.07440528, 0.002197135, -0.009395242, 0.13855386, 0.043868132, 0.048529003, 0.13694471, 0.0066404436, -0.06866) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result5 += M4(0.007313507, 0.04864367, 0.028402617, -0.05134491, 0.047466293, -0.0067561474, -0.11933579, -0.06931217, -0.016606612, 0.050388865, -0.1549243, -0.040929038, -0.17532085, -0.06572199, 0.13368316, 0.029552922) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result5 += M4(-0.0440264, 0.06244512, -0.017986642, 0.051101707, -0.049465153, -0.06626617, 0.053167023, 0.045974895, -0.051011413, 0.077131175, 0.044943135, -0.16913782, 0.011664235, -0.031492215, 0.011316658, -0.00582016) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result5 += M4(0.15815805, 0.0089472765, 0.0064645647, 0.033447668, -0.021514334, -0.12679036, 0.037935838, -0.060734592, -0.0764403, -0.1088427, 0.03165888, 0.008499531, 0.100371905, 0.038897533, 0.0072137997, 0.08171333) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result5 += M4(0.024810903, 0.064940825, -0.03154588, 0.039987985, 0.063023165, -0.03570734, -0.08396416, 0.03196437, 0.048474986, -0.06172891, -0.056744628, 0.043531377, -0.100087896, -0.10345158, 0.09442366, -0.020917341) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result5 += M4(0.048028313, 0.0141358245, -0.06323257, 0.029968219, -0.0027734619, -0.07782004, -0.093745686, -0.042267147, 0.0047365, 0.003464818, -0.039837938, 0.023058387, -0.14442062, 0.013682007, 0.058822587, 0.022545394) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result5 += M4(0.014406993, -0.010070059, 0.09844127, 0.06869167, -0.12847762, 0.032949094, 0.024468308, 0.05585862, 0.083468765, 0.0227877, -0.13058782, 0.058165018, -0.027615398, 0.080068186, 0.015689049, 0.0094376) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result5 += M4(0.08207505, 0.011757704, -0.0041113226, 0.049861107, -0.039926227, 0.09076766, -0.025002435, -0.017526476, 0.085348755, -0.038788512, -0.05849065, 0.04546601, -0.04753077, -0.068257004, 0.11793372, 0.02955983) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos5 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(5, 0); + imageStore(out_image, store_pos5, result5); + V4 result6 = V4(-0.0038989536, -0.0043582628, 0.001294654, 0.0009452332); + result6 += M4(-0.08121977, -0.038380336, -0.020829868, 0.029039634, 0.01530976, -0.057063304, 0.0195049, -0.014735167, 0.04185835, 0.05366711, -0.012969611, -0.03319984, -0.05106403, -0.055633463, -0.028994061, 0.028658226) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.10012796, 0.081456974, 0.07248836, 0.114769265, 0.0020802727, 0.0043847715, 0.018546477, 0.022872452, -0.00884165, -0.14625998, -0.033222083, -0.044611238, -0.070557326, 0.04118261, 0.0069094216, -0.009191822) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.029538685, -0.0013723186, 0.06894521, -0.10032765, 0.026692117, -0.08450752, -0.050458167, -0.11640873, 0.080680855, 0.1107659, -0.15353, -0.010047626, -0.02712355, -0.022101564, 0.032220315, -0.06997227) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.0032224343, 0.0354366, -0.058405086, -0.030893622, -0.049045626, 0.06558179, -0.028162302, 0.043719556, -0.021546863, -0.055260427, -0.022295615, 0.06230156, 0.047480356, -0.06984872, 0.07106445, -0.014100876) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.060494553, 0.12180862, 0.060568683, 0.0925159, -0.05128127, 0.066973604, -0.060489904, -0.02911236, -0.11094791, 0.029127803, 0.04145522, -0.057129096, -0.033055626, -0.045930255, 0.08202525, -0.045897063) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.07843186, -0.05648976, 0.0913484, 0.02917742, 0.0021692365, -0.040970493, 0.049952883, -0.093126565, 0.11646517, -0.041701615, -0.048509415, 0.098148026, 0.042513654, 0.052685242, -0.07000275, 0.027805822) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06121697, -0.079474874, -0.007834777, 0.025671117, 0.066246934, 0.053764626, 0.067820795, 0.072327375, 0.09463396, -0.049593072, 0.041942496, -0.0015087968, -0.051801585, 0.06515436, 0.02667065, -0.017995942) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.021473557, 0.07921912, -0.013734631, 0.045093138, -0.052403267, 0.06002366, 0.06625626, -0.035469335, 0.037157696, 0.075933285, -0.06642689, 0.14660804, 0.022041352, 0.10541417, 0.06402472, 0.08726329) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.06950033, -0.018072808, 0.02695172, 0.0065026972, 0.021192212, -0.11478292, 0.023942173, 0.031428583, 0.011598373, 0.02293025, -0.08106882, -0.08036578, -0.06913851, 0.0835192, 0.018538244, 0.005392772) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.024660537, -0.0007606388, -0.009067159, 0.11592896, 0.055480197, -0.012367034, 0.002867635, -0.08191675, -0.0058150105, -3.6418456e-05, 0.06569802, 0.059775144, -0.038561735, -0.020559555, 0.016552716, -0.03197267) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.02979486, 0.05377789, 0.052234903, -0.05070248, -0.064947575, 0.12553914, 0.0068965396, 0.027574716, -0.035755243, 0.0077077877, 0.09281072, 0.03942586, 0.039124534, 0.07187662, -3.5058438e-05, 0.08415454) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.03339983, 0.070216626, 0.046354398, -0.14009127, 0.013386873, 0.031226654, 0.04923734, 0.002987121, -0.029956015, -0.07421927, 0.055250898, 0.010030061, 0.04371311, -0.0015985378, 0.003921697, -0.056088574) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.07246707, 0.033802774, -0.057142522, 0.030532017, 0.009918024, -0.054032214, -0.0345132, 0.060487933, -0.040113796, -0.047527373, -0.013189345, -0.066541985, -0.12659246, -0.07013662, -0.05618693, -0.08357053) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.080087826, 0.020220129, -0.091328844, 0.09855738, -0.051719733, -0.014984897, -0.02779708, -0.03337297, -0.1000572, 0.12688409, -0.05725992, -0.0861258, -0.19999577, 0.016356416, -0.039339047, -0.18549545) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.05528715, -0.0018134404, 0.07083376, 0.03813237, 0.060010713, 0.120528385, 0.084896475, 0.044722658, -0.024410535, 0.03334355, -0.026316332, -0.056382, 0.017550284, 0.06480869, -0.045649167, -0.097820565) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.003237386, -0.03909121, 0.11153995, 0.071641795, 0.031698544, -0.041371208, -0.056153197, -0.06866652, 0.010502294, 0.010167646, -0.062788166, -0.08198584, -0.035270277, 0.10371835, -0.05051246, 0.094903894) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.06783628, 0.12265514, 0.072223894, 0.08102883, 0.045236282, 0.042823497, 0.09579931, -0.03763629, 0.04247451, 0.03330913, 0.017840765, 0.035211768, -0.022152655, -0.019113332, 0.090956114, 0.18752785) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.010930934, 0.060148805, 0.022271365, -0.052964818, 0.033798542, 0.067215696, -0.099011295, 0.08770544, 0.07007943, 0.09040316, -0.052158643, 0.03058002, -0.057638217, 0.04558245, -0.036542434, 0.08431221) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.027814845, 0.063106425, 0.02130792, -0.0146428, 0.09549449, -0.062544644, 0.03758588, -0.17146301, -0.007836936, -0.0431447, -0.007482443, -0.025422182, -0.064280495, 0.065394, 0.020469906, -0.0277139) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.03358969, 0.0379092, 0.043262634, 0.049140327, 0.0039645038, -0.046470325, 0.032649245, 0.11974918, 0.029621076, 0.053436406, -0.038669176, 0.071176775, -0.055545572, -0.02194692, 0.11197511, 0.10643538) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.03090294, -0.091038354, -0.060254194, -0.00499489, 0.0054445085, -0.044501964, 0.005258388, -0.039474677, 0.03951341, -0.045237713, 0.017700277, -0.09254598, -0.06064518, -0.003586223, -0.015606192, 0.004800372) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.013809387, -0.033053614, 0.039459832, 0.02819838, -0.021556197, -0.118921176, -0.07741786, -0.020542845, -0.07848702, -0.03639302, 0.09659093, -0.07421048, 0.005345507, -0.028909598, -0.11017211, -0.068401314) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.18464024, -0.09948134, -0.01705716, 0.07365286, -0.118038714, -0.07138392, -0.124259055, 0.003525617, 0.013056939, -0.10422653, 0.032659788, -0.09118937, 0.014305824, 0.07475685, 0.0008831189, -0.017462736) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03358326, 0.009354603, -0.09213936, -0.10078634, -0.029338097, 0.0843904, -0.038262714, -0.0057825265, -0.04093783, 0.05314713, 0.059301164, 0.0046721445, -0.048050735, -0.10729937, -0.074064665, 0.005478982) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0154861845, 0.07618862, 0.07092945, 0.022824433, -0.0027034986, 0.0041112634, -0.029747354, 0.13752925, -0.1504087, 0.04048511, 0.04183432, -0.09086983, -0.022890452, 0.029080313, -0.06602369, 0.10445409) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.017917268, -0.13203806, 0.065662496, -0.014341489, 0.061482817, -0.016565453, 0.014022371, 0.056239087, 0.0969123, -0.032164313, -0.0033231692, -0.014837857, 0.035103977, -0.0096838195, 0.043399017, 0.03221769) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.014743158, 0.045479357, 0.015847955, 0.039153155, -0.029438738, 0.037716873, 0.008257169, 0.15298882, -0.013266421, 0.045728303, 0.0487071, -0.047196448, -0.036513872, -0.035755534, -0.06700521, 0.076701246) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.0681232, 0.029739344, -0.07147357, 0.1880909, 3.3190172e-05, 0.043467093, -0.087500654, -0.051465556, -0.07007289, -0.102503695, 0.006321471, -0.08500649, 0.019971188, -0.01784205, -0.0718867, -0.013194477) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.07558779, 0.058620095, 0.04910805, -0.057928365, 0.008880751, -0.031849515, -0.061676502, -0.013032714, 0.02938906, -0.06954156, 0.070568345, 0.020199547, 0.04502316, 0.014738326, 0.00029312287, -0.12000365) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.059173062, -0.017865892, 0.05141153, 0.08557688, -0.0757483, -0.03348801, 0.015686926, 0.03990614, -0.07472521, -0.049942005, 0.09716857, -0.057634108, -0.040285047, 0.008317879, 0.054989148, -0.014140023) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.011826009, 0.021604199, 0.038567595, 0.02700339, -0.0014764774, -0.047033824, 0.1040885, 0.07659863, 0.004954251, -0.053125, 0.12655114, -0.047758907, -0.033304423, 0.03233765, 0.040499114, 0.05379089) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.03496207, -0.014462499, -0.081252456, -0.17735213, 0.018975845, -0.110709645, 0.06783415, -0.09749874, 0.059320617, -0.015737915, 0.0062097856, -0.13447511, -0.08083084, 0.060740717, 0.062958196, -0.07639135) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.041436568, -0.03645208, -0.04579347, -0.16093275, 0.018860158, -0.05696364, -0.069994375, -0.037959047, -0.08300647, -0.047230266, 0.12707584, -0.038276955, -0.031748727, -0.029482221, 0.03859251, -0.011342248) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.019486586, -0.021060845, 0.0036018065, -0.16014433, 0.0046816133, -0.0048009837, 0.014038131, 0.05672765, 0.08483723, -0.13409449, 0.017866405, -0.029022763, -0.06500769, 0.06632925, -0.04884642, -0.079201534) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.032045063, -0.0041746125, 0.06725956, 0.09691132, 0.005699202, 0.011759222, -0.067484975, -0.06577835, 0.061344754, 0.019467244, -0.027001986, -0.07910169, -0.08337438, -0.079636194, -0.06286591, 0.04838613) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.055871997, 0.09369375, -0.01953019, 0.12775333, 0.058744013, -0.0066160806, 0.009220085, 0.08000778, 0.053792644, -0.030642819, 0.01728414, -0.041119847, -0.07453697, -0.06410943, 0.03685116, -0.07885041) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.055632625, 0.07525554, -0.04885276, -0.01742548, 0.3075751, -0.13632649, 0.022850616, -0.26141414, -0.008697726, -0.047249142, -0.044596437, -0.0025683641, 0.12889546, -0.020300275, 0.082417175, -0.0039739665) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.02810294, -0.03809757, 0.08046189, -0.082981594, 0.23022284, -0.034283876, -0.030902399, -0.037565365, -0.07931429, -0.019811807, -0.03289918, -0.011959579, -0.008965035, -0.015181819, 0.12808155, 0.0747458) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.08854927, 0.04346527, 0.028700938, -0.03626645, 0.04051023, 0.013642703, 0.059354186, 0.020416602, 0.023522727, -0.094088964, 0.07168432, -0.033972364, -0.031612184, 0.07472911, 0.0048883935, 0.0045036874) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.04324146, 0.13174659, 0.054820597, -0.08789853, -0.16005291, 0.19481367, 0.62927884, 0.20935644, -0.044793837, 0.04239561, -0.068420686, 0.047670186, 0.056926824, 0.05410318, -0.07957754, -0.043798186) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0455846, -0.029302457, 0.0646816, 0.042443078, 0.037940286, -0.095387705, -0.2350709, -0.08874423, -0.018748539, -0.03410439, 0.005636539, -0.06151945, -0.0045142756, 0.0646706, -0.1369661, -0.20853448) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.010609357, 0.025846373, 0.030792624, 0.009895833, -0.09756894, 0.04911022, 0.013620234, -0.036006425, 0.059510857, 0.02168586, 0.016456366, -0.049084052, 0.0045819697, 0.13977326, -0.08826731, -0.114973925) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(0.026166959, 0.10772811, 0.111195125, 0.057942893, -0.089110784, 0.23984721, -0.36836126, -0.3785515, -0.010766863, -0.014619581, 0.019174002, 0.052273594, -0.06740997, -0.038356576, -0.068149075, 0.022867449) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0030223601, -0.047699768, 0.040912174, -0.092477605, 0.15724044, -0.020237988, -0.010965915, -0.0129677495, -0.040470943, 0.032196853, 0.01428758, 0.0025178443, -0.03888765, 0.036991455, -0.110934675, -0.06804419) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.017781394, 0.0067281285, 0.04054156, 0.02693883, 0.0867591, -0.057646625, -0.004688352, 0.051743183, 0.038095172, 0.04229726, 0.046975043, 0.015176319, -0.05305842, -0.053189896, 0.040467143, 0.025840733) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(0.017740274, -0.012710386, 0.0033259788, 0.005123573, 0.028739845, -0.042328518, -0.14219226, 0.02091681, -0.011662327, 0.07148577, 0.08588074, 0.07257112, -0.06547158, -0.041137695, 0.05207661, -0.03313349) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.0057860743, -0.020939376, 0.08921119, -0.06506731, 0.050761387, 0.019415827, -0.033594783, -0.00042708387, 0.012891473, -0.07623292, -0.079733476, -0.06658475, 0.09981177, 0.03150927, -0.04616619, -0.016587893) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.031544868, 0.08117251, -0.015487993, 0.11661885, 0.039048657, -0.0704665, -0.10947503, 0.026447205, -0.022411382, -0.028283179, 0.0188138, 0.09396225, -0.02735331, 0.0824253, -0.0125431605, -0.08082985) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.013279691, -0.093350925, 0.074985296, 0.1277196, -0.029241206, 0.028187692, -0.072432674, -0.0769008, 0.03140021, -0.10582564, 0.08263234, 0.08932112, 0.053676743, -0.06139165, -0.04525355, -0.0438729) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.008967789, -0.004597033, -0.027966274, 0.03905671, -0.05694114, -0.06872685, -0.10061456, -0.022042295, 0.05294858, -0.08934303, -0.08214741, -0.03904183, -0.022209413, 0.03878992, -0.0047199936, 0.09345811) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.018654771, -0.054173484, -0.039744854, 0.009858376, -0.089152016, -0.084001526, -0.061619073, -0.10237463, 0.08925324, -0.07849693, -0.063074976, -0.06056687, 0.09099346, -0.035062224, -0.019892413, 0.060339242) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.040370267, 0.08241906, -0.016646087, -0.020500889, 0.0799791, -0.033270795, -0.019412996, 0.034698624, 0.07956623, -0.01643923, -0.047943264, 0.05613537, 0.059290167, 0.07392586, -0.06305286, -0.0984932) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.030550504, -0.011271412, -0.10664842, -0.03798008, 0.044826753, -0.036927905, -0.01237452, -0.05574453, 0.011547484, 0.02502005, -0.09141574, -0.034175444, 0.03287005, 0.08772966, -0.026608067, -0.06803225) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.006182682, 0.003882998, 0.0022293844, -0.094368264, -0.009579791, 0.031904656, -0.041218042, -0.086839706, 0.02768442, 0.018849062, -0.00294085, 0.052888874, -0.014610092, -0.0140278125, -0.042477414, 0.09105648) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.022853049, 0.0019259572, 0.063499905, -0.033765458, 0.101450846, -0.038439374, -0.034859713, 0.01740049, 0.05581045, -0.065962866, -0.010080001, -0.042827334, 0.03546921, -0.01756796, -0.035149574, -0.05406105) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(0.1580656, -0.040340193, 0.018478535, -0.064532176, 0.058534574, 0.04244379, -0.06425977, 0.10288222, 0.09072548, -0.12669274, 0.028870568, -0.11511105, 0.07577319, 0.020248434, -0.08214283, 0.035512563) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.04232806, -0.045584124, -0.02226961, 0.045754246, -0.08769567, -0.0552654, 0.01448968, 0.07330945, 0.0045827376, 0.0156284, 0.010916423, 0.078697234, 0.02928967, 0.0042608767, 0.083718784, 0.047722142) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.09328954, -0.025286883, -0.04936826, 0.027563017, 0.011434637, -0.022197913, -0.03838903, -0.04670774, -0.02514433, -0.019056678, 0.049966346, 0.0037683267, 0.007453353, 0.0034734688, -0.09506934, 0.04617967) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.0076608732, -0.048219267, -0.022918345, -0.12860057, 0.06602398, -0.037191257, -0.07352826, -0.045813985, -0.026482398, 0.058808174, 0.09063254, -0.037254643, 0.016440585, 0.058191396, -0.064229846, 0.049320742) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.039118264, 0.041054085, 0.06349492, -0.04045263, 0.026455425, 0.07853797, -0.034929063, 0.101546295, 0.041907545, -0.02595933, 0.079643704, 0.07804714, -0.09784616, 0.010753426, -0.030238094, 0.107038096) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.06737005, 0.013649802, -0.06268763, -0.07925037, -0.056656867, -0.07683097, -0.013727786, -0.101453476, -0.08024483, -0.013495467, 0.0025407842, -0.01588766, 0.06558699, -0.06942897, 0.07758535, 0.010492433) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(0.08597134, 0.005149852, -0.051043954, 0.01715281, -0.11375912, -0.06892198, 0.039252125, 0.0032861996, 0.06824275, -0.059931424, 0.005122382, 0.06292166, -0.0216584, -0.048531543, 0.10980739, 0.07210072) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(0.055184066, -0.036975604, 0.041980747, -0.022037117, -0.072424196, 0.01939902, -0.040501624, 0.04875611, 0.020369923, 0.05543229, 0.0043369783, 0.036187787, -0.033490006, 0.030462204, -0.03637684, -0.022858646) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.04297529, 0.035418656, 0.09586176, 0.03355444, 0.027567318, -0.07889762, -0.06288524, -0.053781122, 0.018659063, -0.07641127, 0.002697134, -0.068351224, 0.0033770464, -0.07919011, 0.006247681, -0.009255601) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.061277457, -0.053327844, 0.070346005, -0.033922527, 0.03522224, 0.053046897, -0.11109556, 0.13925882, -0.00061448495, -0.1015076, -0.0037787554, 0.036802147, 0.051768627, -0.003743548, -0.010032165, -0.0453096) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result6 += M4(0.029426752, -0.01598847, 0.042764127, -0.00757801, -0.049388587, -0.11944691, 0.103931926, 0.045513023, -0.08532985, -0.036303412, -0.059192635, 0.0033723451, 0.0331181, 0.08122468, 0.03682387, -0.04077265) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result6 += M4(0.03901068, -0.021055121, 0.05075207, 0.114628285, 0.07900779, -0.018080782, -0.041571125, -0.07785359, 0.035607874, -0.08246888, 0.11224204, -0.008898714, 0.04640706, 0.083105445, -0.034077268, 0.063498765) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result6 += M4(0.002015067, 0.026458666, 0.031602748, 0.09739668, 0.12569158, -0.034235034, -0.05153211, 0.014559746, 0.0012523393, 0.04826581, -0.07524033, -0.1223732, 0.00104011, -0.082020305, -0.04242575, -0.1499972) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result6 += M4(0.07169129, -0.029651612, -0.08288934, 0.06807627, -0.008072628, -0.018031934, 0.0499014, -0.019302247, -0.049408782, 0.07496624, -0.07271186, 0.00080191117, -0.007003241, 0.055754606, -0.03711976, -0.07303379) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result6 += M4(-0.026257513, -0.009987195, 0.053181145, 0.027097696, -0.09631528, 0.026093923, 0.039725807, -0.0033398673, -0.06079369, -0.0073444885, -0.024681434, -0.06734212, 0.10112194, 0.058777716, 0.057931934, 0.017231392) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result6 += M4(-0.05005092, -0.07890241, -0.017942244, -0.07459814, -0.0042739203, 0.037176672, -0.0682558, 0.06299864, 0.12989686, -0.0834491, 0.056011822, 0.061774034, -0.035469856, 0.08726307, -0.10024864, -0.05271724) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result6 += M4(-0.03116139, 0.01901378, -0.012303783, -0.0753389, 0.052567188, 0.002249248, -0.08339849, 0.065930165, -0.0070671053, -0.04397056, 0.06623604, -0.058305502, -0.08922601, 0.023652848, 0.061128803, -0.008606419) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos6 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(6, 0); + imageStore(out_image, store_pos6, result6); + V4 result7 = V4(-0.0038117077, 0.0017851336, -0.0016869111, 0.0009794832); + result7 += M4(-0.022108762, -0.0772762, -0.014686075, 0.009982338, -0.057432048, 0.010377828, 0.0760302, 0.01842003, 0.0026311583, 0.08536114, 0.04499131, 0.010238139, -0.03588862, -0.025822643, 0.06014943, -0.033510838) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.029284421, 0.07346769, -0.112415425, 0.03000079, 0.030954612, -0.060051043, 0.03489691, 0.01613266, -0.023797562, 0.013623875, -0.100274116, 0.18333016, -0.0010282464, -0.08957408, -0.016285427, 0.044325836) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.0036874886, 0.02437029, -0.03949278, 0.05882416, 0.034730606, -0.04464648, -0.0434839, -0.06384826, 0.05470935, -0.030296575, -0.0022262372, 0.047629252, -0.059111275, -0.07553347, 0.07795378, -0.06940068) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.15271372, 0.02454326, 0.027999064, 0.08046675, 0.11828206, 0.058400836, 0.1164011, -0.021872206, -0.044146802, 0.0049063717, -0.0021209158, -0.13289754, -0.0037976734, -0.022374762, 0.052033994, -0.01903926) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.019085867, -0.025561273, -0.05129221, -0.054469563, -0.089686975, 0.05149545, -0.1663768, 0.023601143, -0.058614332, 0.07985783, 0.099675395, 0.12938404, 0.033986263, -0.064185485, -0.07405139, -0.028947316) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.026471617, 0.07042691, -0.09544429, 0.009082479, 0.13169429, -0.017167233, 0.038428567, 0.083923884, 0.035172045, -0.04452317, 0.09544801, -0.17526191, 0.020440126, 0.014149852, -0.12883401, 0.007097739) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.08267727, 0.053013325, -0.035440173, -0.14218657, 0.0033551129, -0.0057470235, 0.049236603, -0.069152586, -0.05204994, 0.020192035, -0.014467391, -0.032003634, 0.045385264, 0.043827422, -0.06540043, 0.019056026) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.08002316, 0.04515341, 0.06237523, 0.05640197, 0.08851938, -0.04902337, -0.092177905, 0.14650793, -0.118726425, 0.0554673, -0.042757448, -0.0017342283, -0.03446904, -0.080317706, -0.014800018, -0.09512153) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.013273446, 0.010650422, 0.015474958, 0.041688636, -0.090940356, 0.04170716, 0.07099755, -0.115107015, 0.0710504, -0.002440817, -0.040017672, -0.066628285, 0.004494187, 0.040857032, 0.0026506055, 0.020700559) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.07458882, -0.08363497, -0.022403482, -0.075498156, 0.07194065, -0.0466907, -0.0009786695, -0.042617414, -0.043154787, 0.06711663, 0.11909791, -0.0032636428, 0.083774865, -0.08829283, -0.020261519, -0.06589554) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.03242536, 0.014664397, 0.0286414, 0.019731356, 0.02008543, -0.03529691, 0.043327924, -0.036278386, -0.08065133, -0.08188265, -0.04670728, 0.025753127, 0.011362365, -0.11739043, 0.048481718, -0.0751109) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.11260148, -0.049960513, 0.093739845, 0.058583196, 0.0018189066, -0.014266745, -0.015098044, -0.05114635, 0.04193477, -0.09496345, 0.08538932, -0.0061301994, 0.06456449, -0.07256007, 0.09440314, 0.053025104) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.024049377, -0.048633743, 0.09563663, -0.05071897, 0.035929102, 0.008051272, 0.049868815, -0.071399435, -0.10205808, 0.036965143, -0.099305734, 0.008484762, -0.009073027, -0.053958133, 0.056167595, 0.054178473) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.066072166, 0.0072884513, 0.093024015, -0.0564294, -0.040564664, -0.0003985774, 0.123239525, -0.08584849, 0.19530736, -0.036140658, 0.04370871, 0.07383917, 0.030313086, -0.048635215, -0.039205875, 0.042827968) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.053941797, 0.070613, -0.035709012, 0.017217834, -0.045103114, 0.04621686, 0.045719683, 0.020702874, -0.1057803, 0.011640327, 0.07764035, -0.116013885, -0.040522914, 0.013310397, -0.05320381, -0.030903814) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.037080012, -0.005824107, -0.019775195, 0.056729216, 0.032282397, 0.040109757, 0.014124904, -0.052736532, 0.048745066, 0.030573156, -0.03477387, 0.049863774, -0.08902636, 0.047438744, 0.022952802, -0.035791904) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.04456001, 0.0025101511, 0.039836433, -0.10857939, -0.09225115, -0.00036908212, 0.028155284, -0.08036683, -0.019053577, -0.019003084, -0.015559188, -0.05176242, -0.17218363, 0.13476832, -0.018666597, -0.22940242) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.040902987, -0.0038489122, 0.060533665, 0.022665745, 0.03256443, -0.04900081, -0.0674513, 0.08444212, 0.05594607, -0.018797886, 0.02598956, 0.0067269835, -0.072674036, -0.03315621, -0.008855562, 0.090455286) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.0017175861, 0.004432876, -0.08571678, 0.08815005, -0.030852491, 0.105467975, -0.13066338, 0.14647692, 0.052226577, 0.015055965, 0.08580684, -0.06265265, -0.06670728, 0.09847665, 0.07251342, 0.09020322) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.032051943, 0.008961726, -0.07772863, -0.02377053, 0.083005406, 0.03004893, 0.20764102, 0.09042182, 0.029720364, -0.07041896, -0.018942611, 0.01885571, -0.00786615, 0.111389264, 0.119036525, 0.06914475) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.017006498, -0.07508358, 0.09195707, 0.012550291, -0.13707393, -0.047904704, 0.048549216, 0.11770418, -0.07060674, -0.054857228, 0.04538206, 0.11999147, 0.041035276, 0.015318645, -0.022243252, 0.04722539) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.019534253, 0.07006985, -0.06960835, -0.06288192, -0.17387794, 0.031444862, 0.034051307, -0.11319755, 0.05155222, 0.047476403, -0.015497312, 0.06387274, -0.1148164, -0.038219087, 0.038388185, 0.017016066) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.068245076, -0.11623365, 0.02678361, 0.023207245, -0.12821373, -0.13140312, 0.07597706, -0.08400399, -0.017785383, 0.009071198, -0.007038081, 0.08130658, -0.006126337, -0.045163725, 0.10057194, -0.024674658) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08907691, -0.010414734, 0.14749734, -0.035694443, -0.062110353, -0.000997743, -0.047550946, 0.023165844, -0.101600006, -0.06755865, -0.020144435, -0.02186901, 0.014118161, 0.03248896, 0.02622823, 0.014087114) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.036788203, -0.008999711, -0.003750921, -0.024741642, 0.03874335, -0.07744384, 0.052996594, -0.015927782, 0.0065550096, 0.08569947, 0.046352863, 0.035940226, -0.019608406, 0.00352769, -0.0319453, 0.0155053) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.021151949, -0.069678, -0.009872032, -0.0071163126, -0.041195743, -0.0165002, 0.04306899, -0.08110923, -0.07182757, -0.077564746, -0.037091058, 0.008913657, 0.07311747, 0.032383252, 0.01943495, 0.05127753) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.00399499, 0.07343125, 0.07574189, -0.09746978, 0.1142471, -0.009978954, -0.016001582, -0.02433233, 0.056399036, 0.068034545, -0.07417334, -0.059331343, -0.0025952933, -0.019663459, 0.037206426, 0.0011079335) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06892245, -0.012124295, 0.009257979, -0.2587671, 0.003828631, 0.004344902, -0.008169538, 0.051003557, -0.04810335, 0.03180248, -0.0689927, 0.1363492, 0.024962123, 0.07392392, 0.009339392, -0.12199207) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.043020483, -0.013947177, -0.1694067, 0.044837795, 0.012503061, -0.009770611, 0.028907226, -0.09729356, -0.04239236, -0.07796651, 0.058166027, 0.1333084, -0.04553736, 0.11322759, 0.07179535, 0.07147171) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.013554354, -0.03038568, -0.059910882, 0.02347311, 0.053393137, 0.04546018, 0.12536614, -0.036976073, 0.046960566, -0.008009969, 0.0027020946, -0.046790022, -0.029539092, 0.09379051, 0.08958193, 0.055571742) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.06503237, 0.061410774, 0.009524289, 0.0073866234, -0.012942222, 0.08171744, -0.00850585, -0.08366409, -0.0779762, 0.026001282, 0.06379717, 0.047946732, 0.027320825, -0.0054476866, 0.014957256, 0.09648285) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.1606646, 0.00052375486, 0.017545657, 0.02180382, -0.15263359, -0.015927572, 0.050827894, -0.00017070727, -0.0763268, -0.10539596, 0.059114676, 0.011885722, -0.12039564, 0.011379521, 0.021609766, -0.053769488) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.017316435, -0.004035251, 0.03392696, -0.16517965, 0.042948753, -0.00039262557, 0.09877794, -0.043495446, -0.0354514, 0.0575543, -0.038868185, -0.028328411, -9.141329e-05, -0.0024609284, -0.06401439, 0.11179405) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.06246585, -0.077223286, -0.065999694, 0.07048112, 0.076422736, 0.057989802, 0.038670413, 0.032660462, 0.05590677, -0.070880234, 0.052391127, 0.050084487, 0.04571293, -0.048126422, 0.0063367574, 0.11231014) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.024671948, 0.014420454, -0.13912754, -0.064359024, 0.014246568, -0.022041135, -0.029161232, -0.00014305473, -0.063821465, 0.041720066, -0.030575158, -0.06301232, 0.008975099, -0.027341042, -0.02838802, -0.026846997) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.049043518, 0.06849457, -0.024882907, 0.06503889, 0.013146226, -0.02128863, 0.06641183, -0.022719847, 0.04232845, 0.016351385, 0.0486688, -0.024709228, 0.060134824, -0.055299737, -0.06224705, 0.09244035) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0054642824, -0.035227746, 0.09314146, -0.07578216, 0.2354858, 0.18473773, 0.09925055, -0.1339466, -0.033941768, -0.02729245, 0.08033401, -0.01042016, -0.038648494, -0.051262796, -0.03814591, -0.04033912) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.031284492, 0.037661742, -0.04126395, -0.043256424, -0.07407007, -0.044981558, 0.005672934, -0.06808281, -0.011618861, -0.009997736, 0.03826024, -0.084996685, -0.087410845, -0.016328333, -0.04031317, 0.016524449) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.015371013, 0.050453167, -0.050600223, 0.035403974, -0.04539882, 0.03803801, -0.008198186, -0.07881108, -0.015662374, -0.038917996, -0.013281139, -0.09637506, -0.012599709, -0.07281992, 0.09187619, 0.007194766) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.04095932, -0.03357162, -0.06588229, 0.025510632, 0.2674117, -0.22785266, -0.12240091, -0.0013760128, -0.013565895, -0.00276124, -0.0021643194, -0.008356791, 0.0402258, -0.050306827, -0.10443381, -0.016622944) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(0.03470202, 0.041181553, 0.027053824, 0.106369026, 0.005251518, 0.011868653, 0.016954951, -0.21089609, -0.03974028, -0.05850968, 0.015647968, -0.11322036, 0.12823893, -0.08432836, 0.068121076, 0.16077763) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.024998384, -0.115426935, 0.057556707, -0.08807241, 0.03329757, -0.10197948, -0.028301943, 0.031340323, 0.016252283, -0.068719536, 0.01888513, -0.0068824687, -0.023013921, -0.058076188, 0.020755779, 0.0064459248) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0060393657, 0.022092093, 0.0734516, -0.033276334, 0.24523115, 0.2430464, 0.26843286, -0.32153478, 0.03719015, -0.014183043, -0.0039644414, -0.029445626, -0.07057197, -0.094200134, -0.10454257, -0.024072656) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.005762803, -0.098403946, 0.032143362, 0.03409906, 0.04295547, 0.004997708, -0.034336805, -0.052442804, 0.024350947, 0.09473848, 0.04116833, -0.022781879, 0.008769876, -0.010821418, -0.06514177, -0.015287337) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.03298524, -0.023450147, 0.056532472, 0.04820627, 0.06645917, -0.035372693, 0.0062366608, -0.012253925, 0.0031285128, 0.07800529, -0.05330422, -0.0068239477, -0.03153592, -0.06303458, -0.0052032378, -0.052841794) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.06980198, -0.007938026, -0.017063018, 0.047162212, 0.010251544, -0.07388823, 0.028271103, -0.00677798, -0.029080223, 0.0029963152, 0.060056947, 0.0835784, -0.0027231695, 0.009140382, 0.023132697, 0.027793132) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.09639355, -0.0007255151, -0.043168895, -0.056482393, 0.0077212206, 0.020918498, -0.12696053, -0.0705045, -0.08151478, -0.013205512, 0.09157776, -0.09248994, 0.06787008, -0.048869498, -0.07316288, 0.0077557024) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(0.037241574, 0.03713097, 0.10107685, -0.04167847, 0.04657428, -0.09126631, -0.024179278, -0.069651924, 0.029998157, -0.010647797, 0.042466883, 0.1047161, -0.10802436, -0.06271864, -0.025247434, -0.004706343) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.0712266, 0.011250825, 0.04025191, 0.06975699, -0.094956346, -0.06498642, -0.0216037, 0.08650955, -0.027008714, -0.10751367, -0.002686208, -0.06768062, -0.07280794, 0.05620467, 0.082205415, 0.075214274) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.08280312, 0.0011460566, 0.01607163, -0.10064471, -0.1263765, -0.07537688, 0.13279788, 0.08772011, -0.025030404, -0.06478318, -0.06815474, -0.022436047, -0.043828335, 0.0019498218, -0.04975438, -0.042386193) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.046281785, 0.06941192, 0.058062352, 0.034496132, -0.0224981, -0.08556613, 0.092020795, 0.008655339, -0.06495638, -0.033438765, 0.07444992, -0.024945073, -0.06979222, -0.05369701, 0.02639013, 0.05093163) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.061115485, -2.7489514e-06, 0.04907979, 0.08755151, -0.109906875, 0.13293144, -0.0061956984, -0.055001926, 0.10604926, -0.036585126, -0.01129617, 0.06533925, 0.028951498, 0.02836822, -0.009285695, 0.031225085) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.054955214, -0.014827114, -0.011391504, -0.1415423, -0.06984717, -0.033834234, -0.08672749, -0.08203714, -0.08083734, 0.096476376, 0.026909178, -0.05756255, -0.058520477, -0.057836547, 0.033693686, -0.000633979) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.072177984, 0.043209787, -0.039919898, -0.11016126, -0.046228252, 0.10044813, 0.031268172, 0.03537284, -0.02603923, -0.06400941, -0.053665984, 0.027109018, -0.019052014, -0.0098982, 0.04205872, -0.00763936) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.10131261, 0.07294803, 0.058457725, -0.09701802, -0.03572661, 0.06004882, 0.007814535, 0.036029443, -0.04847206, 0.022544416, -0.046989202, 0.04457287, 0.015332742, 0.02801241, 0.067985736, 0.010634278) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(0.013744527, 0.069068596, 0.17956209, 0.014133916, 0.038767934, 0.08231689, -0.0045722607, -0.0042078537, -0.02658582, -0.12694931, 0.036240965, 0.07121863, -0.09354095, -0.019289192, 0.098100014, 0.06732996) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.038938515, -0.03167146, -0.0012567732, 0.047824655, -0.07157453, 0.04418941, -0.014551912, -0.035124987, 0.028785449, 0.02682695, -0.06023985, -0.06667385, -0.013240203, 0.08523133, -0.005103467, 0.006903735) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.020899843, 0.058958724, 0.05317544, -0.06398717, -0.01966526, 0.07135247, -0.0020477425, -0.03075604, 0.068174906, 0.02354443, -0.022905147, -0.030394938, -0.07706818, 0.004408793, -0.03052902, 0.06714008) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.08634797, -0.06523894, 0.023252988, -0.09636831, 0.06816247, 0.042835083, 0.08365992, -0.10609913, -0.05297124, 0.0042413375, 0.034709662, -0.0011367453, -0.010779664, -0.047121253, -0.038354006, -0.035943564) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.051860645, -0.06394688, 0.06645791, -0.050849326, -0.0946434, 0.00290107, -0.06335382, 0.051045984, -0.016267888, -0.068001784, -0.041934684, 0.03915042, 0.01279213, 0.034656562, -0.10466623, -0.02332415) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(-0.02785419, -0.089963436, 0.07942804, -0.012250017, 0.053166714, -0.034409646, 0.002525768, -0.060929403, -0.09435715, 0.00581492, 0.06780988, 0.08173522, -0.017907154, 0.07328727, -0.05810805, 0.06703041) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.10841989, 0.025866363, -0.040193662, -0.04476122, 0.07598157, 0.014580666, -0.010487695, 0.0075905467, 0.041004002, 0.062421937, -0.017023217, 0.057668515, -0.010527608, 0.08871007, 0.025819842, 0.04186592) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(0.016259976, 0.00875399, 0.09234057, -0.11611908, -0.10711838, -0.004175481, -0.049634323, 0.060516663, 0.0119442, 0.08958184, 0.08381795, -0.037994113, -0.010793835, -0.031942498, 0.08565561, 0.024797326) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result7 += M4(0.046136722, 0.0478266, -0.003158088, -0.11279642, -0.031695813, -0.027098725, -0.082044065, 0.05553077, -0.0045024413, -0.015094009, -0.025931666, -0.058910236, -0.06116705, -0.063627474, 0.02103492, 0.009031596) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.04414605, -0.095046096, 0.032809805, -0.08184362, 0.09131582, 0.016300326, 0.07270438, 0.017489854, -0.0384784, 0.074400164, 0.031727597, 0.045654103, 0.015872462, 0.02539864, 0.014262432, 0.026470609) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.039527193, -0.00022988305, -0.03284224, 0.043684322, -0.019189415, 0.06152483, 0.11235083, -0.15796722, 0.0020838324, -0.0018742892, -0.045828313, -0.09567685, -0.050994094, -0.004556612, 0.060133237, 0.11261262) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result7 += M4(0.084179245, 0.0149169825, -0.035363227, -0.0435991, -0.09248099, 0.033441387, -0.026121316, 0.044969235, -0.04189926, 0.06723623, 0.038717676, 0.0388548, -0.065339096, 0.042821918, 0.053455207, -0.03305374) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result7 += M4(-0.0652578, 0.0814914, -0.087502435, -0.014426764, -0.060107917, -0.07230937, 0.03963055, -0.061515562, -0.10676588, 0.011324287, 0.09270469, -0.08671803, -0.093750544, -0.09810561, -0.07163893, -0.07288739) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result7 += M4(0.07888964, 0.016953904, 0.047080345, -0.022342017, -0.066081196, 0.0046780207, 0.03669107, 0.008783624, 0.076003715, 0.009999698, -0.010853265, 0.0347905, -0.08681542, 0.06495628, 0.042112242, -0.025783714) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result7 += M4(0.070680596, 0.03244454, -0.01974833, 0.021112045, 0.02290066, 0.027014915, -0.044182856, 0.07263731, -0.01968019, -0.039142694, 0.14349835, 0.027714746, 0.052184384, 0.04184255, -0.0012517895, 0.036755245) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result7 += M4(0.0506502, -0.053421464, 0.023829807, 0.0022872712, -0.111069776, -0.091984116, 0.06728056, -0.11610378, -0.09802359, -0.024736864, 0.045063097, 0.0642545, -0.011846853, 0.019056248, 0.06552419, -0.114702) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result7 += M4(-0.08109886, 0.047195323, 0.05229554, -0.021077262, -0.00050660135, 0.017122546, 0.069651805, -0.0053617856, -0.013636263, -0.088768475, 0.013842211, -0.003643894, 0.017604552, -0.050271783, 0.01009005, -0.072123244) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos7 = ivec2(gl_GlobalInvocationID) * ivec2(8, 1) + ivec2(7, 0); + imageStore(out_image, store_pos7, result7); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Conv2D-6) +//!COMPUTE 16 16 16 16 +//!HOOK LUMA +//!BIND conv2d +//!BIND conv2d_5 +//!SAVE conv2d_6 +//!WIDTH LUMA.w 1.0 * +//!HEIGHT LUMA.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +const ivec2 ksize = ivec2(3, 3); +const ivec2 offset = ksize / 2; +const ivec2 isize = ivec2(gl_WorkGroupSize) + ksize - 1; +shared V4 inp[8][isize.y][isize.x]; +void hook() { + ivec2 base = ivec2(gl_WorkGroupID) * ivec2(gl_WorkGroupSize); + for (uint y = gl_LocalInvocationID.y; y < isize.y; y += gl_WorkGroupSize.y) { + for (uint x = gl_LocalInvocationID.x; x < isize.x; x += gl_WorkGroupSize.x) { + inp[0][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(0, 0), 0)); + inp[1][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(1, 0), 0)); + inp[2][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(2, 0), 0)); + inp[3][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(3, 0), 0)); + inp[4][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(4, 0), 0)); + inp[5][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(5, 0), 0)); + inp[6][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(6, 0), 0)); + inp[7][y][x] = V4(conv2d_5_mul * texelFetch(conv2d_5_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0) + conv2d_mul * texelFetch(conv2d_raw, (base + ivec2(x,y) - offset) * ivec2(8, 1) + ivec2(7, 0), 0)); + } + } + + barrier(); + V4 result0 = V4(0.021847418, 0.026646165, 0.011850322, 0.014434359); + result0 += M4(-0.009889723, 0.107426584, 0.10588578, 0.117848165, 0.018140769, -0.101157784, 0.12869132, -0.03993999, 0.11800438, -0.10776718, 0.028469682, -0.121964306, -0.11474333, 0.13988641, 0.043165147, -0.06879387) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.08272097, 0.041290887, 0.099022225, -0.011922645, 0.07082447, -0.090813175, 0.075683005, 0.06656714, 0.13310888, 0.13118923, 0.12043658, 0.04507264, -0.061519895, -0.042148918, -0.12102407, -0.12075533) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.082580544, -0.0169432, -0.0073487842, -0.06944377, 0.07274668, -0.06430736, -0.12353579, -0.08945525, 0.13101895, -0.02064397, 0.074082375, 0.14104354, -0.11047018, -0.0055680135, 0.065868996, -0.039104186) * inp[0][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.12005796, 0.07697749, 0.04531692, -0.11641718, -0.117054924, 0.03221946, -0.122770704, -0.09175688, -0.066182405, -0.02511996, 0.11299264, 0.004624894, 0.16485572, -0.06323654, -0.12066121, 0.1830277) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.021346921, -0.11511446, 0.10552642, -0.075539336, -0.08416029, -0.0092619825, -0.023444602, -0.022710523, 0.13697603, -0.045544658, -0.12988809, 0.034301627, -0.041293673, -0.10742622, -0.08617979, -0.02573861) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.024931835, -0.124273114, 0.03005174, 0.04316463, 0.10248847, -0.087074816, 0.03963621, -0.048530318, 0.043088343, -0.059608374, -0.08955982, 0.12245904, -0.08305319, 0.04697694, 0.08706919, -0.029035097) * inp[0][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.13240977, 0.063125856, 0.043315347, -0.06715619, -0.060174722, 0.06779033, 0.11082245, -0.047911294, -0.016781207, -0.06652067, 0.082457945, 0.0067089214, 0.09300894, 0.08480401, 0.15551749, 0.1900903) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.1064147, -0.14778873, 0.08633301, -0.05080275, -0.08600322, -0.100250855, -0.025075044, 0.02453683, 0.10645042, -0.08988872, 0.1389828, 0.0383483, 0.07388225, -0.06545163, -0.057646044, 0.033050545) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.020723853, -0.06370891, 0.042399444, -0.018407362, -0.10610045, 0.07719828, 0.037234597, 0.05652303, -0.028218718, -0.105358705, -0.036700584, 0.13422571, 0.038736776, 0.05496147, 0.011083889, -0.07012883) * inp[0][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.05507853, -0.064877145, -0.068202354, 0.007872365, 0.06504283, 0.008765951, -0.006273594, 0.042627636, 0.059748556, 0.13451117, 0.035352986, 0.07152882, 0.09390637, 0.03789373, 0.019364802, -0.06917438) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.14850765, -0.05705158, -0.026229361, 0.101184346, -0.057647802, -0.009180692, -0.04933765, 0.05577681, 0.06575017, -0.091740936, 0.07637389, -0.09021222, -0.13791797, 0.00957294, -0.046547107, 0.04441692) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.08181453, -0.030555945, 0.030472921, 0.1404876, 0.024341168, 0.05807322, 0.03273376, 0.09021191, 0.08935805, 0.14098442, -0.060531504, 0.15890358, -0.14245775, 0.0019848233, -0.07680817, -0.09774224) * inp[1][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.031514216, -0.04167903, 0.08246631, 0.014584688, 0.05976935, 0.041116446, 0.04677939, -0.021466255, 0.042953007, -0.03596629, 0.048946716, -0.08399769, 0.0054512797, -0.05578601, 0.09486538, -0.09220213) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.12012345, 0.051057506, 0.11104359, -0.0784043, 0.08403664, -0.15976667, 0.06170287, -0.01607247, 0.15147537, -0.0058507477, -0.029724007, 0.083429426, 0.038262177, -0.10291127, -0.13511777, 0.07234804) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.11362492, 0.08684666, 0.09316269, -0.04158782, 0.031316955, -0.04549336, -0.11191905, -0.0325677, -0.049919516, 0.09164861, -0.11002428, 0.15930308, 0.10104297, 0.009154749, -0.1479673, -0.11255062) * inp[1][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0541504, -0.04528494, 0.13204922, -0.090541504, -0.048034996, 0.052225154, -0.07274788, -0.03785433, -0.07571916, 0.13693441, 0.0063218456, 0.053333614, -0.12093652, 0.03429558, -0.14039129, -0.13950346) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.03472194, -0.07958794, 0.039616495, -0.065914415, -0.07448998, 0.026272302, 0.061311666, -0.055507936, 0.10685767, 0.12977247, -0.028291877, 0.062309526, 0.0155393, -0.07848709, 0.012367904, -0.1534338) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.028905826, 0.074129164, 0.10185046, -0.04180984, -0.081622906, 0.026647031, 0.033843886, -0.027291045, -0.024282327, -0.06844674, -0.055534612, -0.07083669, -0.07678228, -0.06919842, 0.028143179, -0.14859995) * inp[1][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.038610548, -0.020274684, -0.057042897, 0.034167133, -0.11589039, 0.036715418, 0.051606122, -0.02232649, -0.15177058, 0.034801513, 0.07103619, -0.03089962, -0.020324133, -0.04809382, -0.04390401, -0.13412596) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.12325011, -0.047272738, -0.15519218, -0.122824736, -0.027285341, -0.014732394, 0.001489188, 0.034154113, -0.1422059, -0.053226165, 0.060148224, -0.003750647, -0.0066929394, -0.014880489, -0.054938853, 0.07320733) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.03083291, 0.0400566, 0.11305639, -0.060669146, 0.10630148, -0.09248155, -0.055245712, -0.044928297, 0.07759704, -0.05869562, -0.03068918, -0.07616917, 0.02789613, 0.043180127, -0.080117784, 0.05126517) * inp[2][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.032688167, 0.023993265, 0.08068286, -0.07735461, 0.0069557265, 0.05322553, -0.00049117795, 0.11607366, 0.05715207, 0.0388371, 0.072840944, -0.068919726, -0.015728386, -0.020623589, -0.09395514, -0.13446343) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.024281338, -0.07151701, -0.06858955, 0.118048854, -0.16135125, 0.01914822, -0.056346506, -0.025911842, -0.050154593, -0.05730583, -0.06605983, 0.0074625676, 0.04686356, -0.10403883, 0.053533107, -0.04333147) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.07407847, 0.12688702, -0.1690811, 0.07378097, 0.0025863235, -0.061517105, 0.0014627796, -0.03065168, 0.03938891, 0.015245025, -0.08621007, -0.036925904, 0.101576276, -0.14521548, -0.11365519, 0.08474112) * inp[2][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.018936193, 0.10882419, 0.12183127, -0.010035943, 0.06797575, -0.07815447, -0.031861592, 0.09687522, 0.05778997, -0.06398369, -0.13992098, 0.016654167, -0.0023147091, 0.026806204, -0.0058803707, 0.06615763) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.07607535, -0.0049275644, 0.026641654, -0.004615904, -9.637699e-05, 0.030199843, 0.039668366, 0.091166794, -0.009268563, -0.048668653, -0.11870905, -0.14114761, 0.10159986, -0.05577062, 0.13168594, 0.0051775635) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.023957014, -0.05875124, 0.067158006, 0.04266159, 0.004510497, 0.095900245, 0.04339099, -0.019153047, 0.050156068, -0.02761823, 0.049096994, -0.11482893, -0.058818992, 0.093764886, -0.11661214, 0.062485814) * inp[2][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.065275274, 0.06901569, 0.044895206, -0.00034929172, 0.1144739, -0.13414823, -0.0010720423, 0.08693496, -0.09804944, 0.12290973, 0.14176534, 0.090081915, 0.09318766, -0.041906822, -0.07530691, 0.008571557) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.0062674894, 0.037356023, -0.08254996, 0.089546956, -0.11210089, -0.10049833, -0.041799564, -0.030619636, -0.09342691, 0.013172244, 0.089057244, 0.006462729, 0.08131253, -0.09599988, 0.043854766, -0.079230994) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.034176838, -0.010650013, -0.067221016, -0.0062093735, -0.0646725, 0.02090128, -0.007796947, 0.08293779, 0.009655644, 0.0824626, -0.09050351, -0.0666367, 0.062815, 0.01306095, 0.09755534, -0.028587613) * inp[3][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.025332361, 0.023818921, -0.084787056, -0.16049877, 0.13044329, 0.008272174, -0.07526846, -0.07794514, 0.0038539306, -0.0905925, 0.079660796, -0.108867474, -0.0146711385, 0.12710679, 0.107516944, 0.058867265) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.13299024, -0.06469374, -0.054824065, -0.12750366, 0.040624928, -0.08176763, -0.14657868, -0.046965428, 0.10681233, -0.009713924, -0.07754843, -0.0011731939, -0.08652289, 0.15996973, -0.015402409, 0.11257197) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.010991274, 0.026577672, 0.18401393, 0.12063748, 0.069864765, -0.06087476, -0.09775771, 0.036055006, 0.12424466, 0.0194088, -0.037726786, -0.006331844, 0.08882869, 0.15414844, 0.13069434, 0.07955147) * inp[3][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.081557706, -0.015223849, 0.1256363, -0.0020331529, -0.061796255, 0.06705122, -0.022411881, -0.06694354, -0.05556523, -0.113035664, -0.08325967, 0.054191086, 0.034938864, -0.06782736, 0.05090826, -0.07517639) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.07740859, -0.020653328, 0.04004339, 0.051557276, -0.021987094, 0.08971494, -0.059461825, -0.112324536, 0.02345627, -0.04284318, -0.003877329, 0.08949694, 0.12661166, -0.0952757, 0.13282274, -0.040081132) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.0735315, -0.05321731, -0.107028395, 0.03929505, 0.09488444, -0.10530927, -0.10786457, 0.113741666, -0.021365345, 0.019902917, -0.012836721, -0.057479627, 0.009910866, -0.059033915, 0.03307595, -0.07967447) * inp[3][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.06033095, 0.03627823, 0.052848518, -0.035031676, -0.03033548, -0.007929398, 0.0059127947, 0.08432937, -0.075383276, 0.010824598, -0.11165427, -0.039368816, -0.104095295, -0.0009789746, 0.12103073, 0.09744369) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.012977187, 0.01588767, -0.041434318, 0.09354139, -0.058879897, -0.08342745, -0.11737834, -0.012329137, -0.078917824, -0.01578777, 0.09866566, 0.10685694, 0.13492404, -0.00084650837, 0.13651535, -0.09563981) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.062412236, 0.012309302, -0.06654866, -0.060045626, 0.076070234, 0.022439279, -0.05909289, 0.09593435, -0.029613892, -0.045536336, 0.08598551, 0.04168893, 0.04547852, 0.042368207, 0.006385194, 0.0432506) * inp[4][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(0.1418316, 0.053111203, 0.07461725, -0.028062334, 0.045339163, 0.024057476, -0.07077655, -0.01940449, 0.05490115, 0.010948397, 0.031089637, -0.0841661, 0.09754551, -0.0041401396, 0.026638204, 0.09137845) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.1075937, -0.111033805, 0.12105742, 0.048843738, 0.018550912, 0.11675641, 0.058269236, -0.1359357, -0.025013477, -0.08957631, 0.023526201, 0.04460329, 0.012490912, 0.04626943, -0.109712586, 0.14078695) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(0.033626474, -0.0002483226, -0.04802692, 0.06377609, 0.039686877, -0.071307935, -0.087567285, 0.0006246888, 0.03055763, 0.06843851, 0.064201266, 0.024641456, -0.077222325, 0.11867135, 0.123936735, -0.07589131) * inp[4][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.0859747, 0.086069554, 0.06489656, -0.07656327, 0.031045824, 0.058257002, 0.032387488, -0.0031756773, 0.057133395, 0.07345089, -0.05368928, 0.047411606, -0.035005454, 0.064461485, 0.1338667, 0.12069) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.0025389083, -0.12292235, -0.16139406, 0.072129555, -0.071909845, -0.09583314, 0.14803094, -0.027871747, 0.08812949, -0.02312079, -0.024450697, -0.21567358, 0.13224621, 0.09238431, -0.065742746, 0.040664464) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.061340276, -0.039551627, 0.031665865, -0.0681596, -0.058560953, 0.058823097, 0.082561016, 0.01071594, 0.03266717, -0.011926166, -0.10392901, -0.010306808, 0.045369055, 0.11518302, 0.042829506, 0.08640199) * inp[4][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.13876781, 0.06868214, 0.033045463, -0.013353859, 0.022695567, -0.09690057, -0.176352, 0.017580736, 0.049070034, 0.09637348, 0.020604959, 0.03810578, 0.055598292, 0.061647877, -0.01694186, -0.075113) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.115550265, 0.089861035, 0.02034821, 0.053508356, 0.011959433, 0.04733933, 0.02691437, 0.024250992, 0.07752621, -0.09140851, 0.06790552, -0.0056148027, 0.041443706, 0.09341534, -0.043190744, 0.07752911) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.06736168, -0.069730304, 0.07701787, -0.10503662, -0.044606134, 0.062927775, 0.1069412, 0.08200064, 0.0745179, -0.06610092, -0.054003477, -0.054822996, -0.079359695, 0.0798159, -0.03327212, -0.0231724) * inp[5][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.00927329, 0.1272737, 0.06648089, 0.19039331, -0.0798155, -0.08047462, -0.10769102, -0.048133183, -0.13303444, 0.0031354143, -0.06276192, 0.14794493, -0.035050984, -0.072026655, -0.033452168, 0.07506941) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.13203675, -0.042595286, -0.044016305, -0.06892702, 0.06692011, -0.06232152, 0.05409296, -0.0682053, 0.1406782, -0.07885134, -0.07600874, -0.03380045, -0.069045246, -0.11688943, -0.02427496, -0.05392846) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.052187707, -0.06381237, -0.010658575, 0.044476148, -0.021930352, 0.08826503, 0.03818054, -0.11083318, -0.00015776425, -0.06649383, -0.0032059704, -0.028640732, 0.10641995, 0.044232342, -0.040233996, 0.02739765) * inp[5][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.015347434, -0.07364226, 0.031039512, 0.08319799, -0.012497082, 0.034464035, 0.08481253, 0.092957534, -0.20382792, -0.00076027925, -0.013777509, -0.053198054, -0.07030414, -0.03641005, -0.025523052, -0.013892217) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.006696781, -0.041883096, 0.019244183, -0.12617157, 0.0359939, -0.031422123, 0.047977388, 0.07055464, -0.031196054, 0.07031316, 0.111958586, 0.037065055, 0.026362488, -0.10882736, 0.12730294, 0.023527438) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.009448472, -0.063160375, -0.1642052, -0.021492379, 0.0011432884, 0.07652323, -0.08265617, -0.08747558, 0.025054729, 0.120274656, 0.019250141, -0.03365696, 0.0804894, 0.026401615, 0.08423651, -0.06560704) * inp[5][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(0.038010545, -0.09715507, 0.104721285, 0.06780992, 0.08221596, -0.012030044, -0.08024616, 0.09523179, 0.02985734, -0.054624137, -0.029090779, 0.13911004, 0.11874274, 0.0052255085, 0.042985696, 0.027175697) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(0.098946586, 0.1059694, -0.06366852, 0.1520391, -0.057124313, -0.010740213, 0.05559705, 0.018662447, 0.14260785, 0.024396833, -0.025115801, -0.021973839, 0.08717166, -0.031875204, -0.037044857, 0.014775525) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.12426093, 0.02691079, 0.12805024, 0.063780695, -0.06108068, 0.010586753, 0.114039615, 0.09757257, 0.07469282, 0.10514521, 0.0839292, 0.07745791, 0.037168927, 0.063452974, 0.0019634948, 0.09500998) * inp[6][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.07394943, -0.07570921, 0.0041035367, 0.047529235, -0.038753167, -0.017164256, 0.0096607655, 0.050784484, -0.07233103, 0.048929688, -0.037705053, 0.07340194, 0.029293973, -0.0468146, -0.04660664, 0.0045642066) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.10260263, 0.096363164, -0.07513548, -0.0680366, -0.0035209234, -0.12740667, 0.055345953, -0.14421564, -0.010858182, -0.12662834, -0.10428672, -0.04521833, -0.15586093, -0.10488232, -0.09281443, 0.019944655) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.0116653545, -0.16215162, -0.04098625, -0.11926856, -0.011857111, -0.11974456, 0.036846664, -0.09429568, -0.1180808, 0.011833267, 0.005990785, -0.10276338, 0.11809611, -0.054714277, 0.111505084, -0.052255485) * inp[6][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.038799692, 0.058917932, -0.023270492, 0.0075751976, 0.0030726208, 0.06054327, -0.089182384, 0.07728154, -0.11416591, 0.12852122, -0.07432498, -0.027579287, 0.03550543, 0.014096266, 0.11027244, -0.08314223) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.08908669, -0.06476548, -0.034033988, -0.20558204, -0.052289642, 0.11002392, 0.0015897361, 0.10841385, -0.0024856469, -0.07484477, -0.09080256, -0.022032047, -0.08309624, -0.06782813, -0.0692113, -0.06293487) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.03649667, 0.09055112, 0.018688912, 0.082363434, 0.043749433, -0.13325581, -0.119827054, 0.0949446, -0.017013304, -0.033388287, -0.030499758, -0.023140043, -0.026683433, 0.05023829, 0.03912722, -0.052578084) * inp[6][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.019042466, 0.14002052, 0.004113746, 0.07761637, -0.042550515, 0.12576485, -0.041157007, 0.010917246, -0.023139777, -0.05405823, 0.033175036, -0.013108712, -0.035886444, 0.07384537, 0.054485504, -0.08691029) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 0]; + result0 += M4(-0.045807455, 0.05519643, 0.10812755, -0.03254344, -0.043689255, 0.09755419, 0.03311443, 0.038935736, -0.05642101, 0.12669212, 0.021292599, -0.02206848, 0.054330144, 0.06670545, -0.052252807, -0.08459566) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 1]; + result0 += M4(0.012531928, 0.065492004, 0.0052607893, -0.021958983, -0.012012001, -0.11019855, -0.056713916, 0.016259747, 0.0449917, -0.057885606, -0.06446219, -0.0709703, -0.0017664544, -0.07331448, 0.097635284, 0.05575406) * inp[7][gl_LocalInvocationID.y + 0][gl_LocalInvocationID.x + 2]; + result0 += M4(-0.015978528, 0.0303654, 0.06871306, -0.08383344, -0.0700891, 0.06826183, 0.010757437, -0.100237295, 0.16491723, -0.01612695, -0.032338638, 0.024501136, 0.087695986, 0.06899872, -0.026437053, 0.10436714) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 0]; + result0 += M4(0.05155355, 0.15711448, -0.11463999, -0.046241775, -0.02633194, -0.008750438, -0.078078955, 0.019978995, 0.028261948, 0.103979036, -0.10257396, 0.04621247, 0.059579514, -0.05614224, -0.08941169, -0.080937944) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 1]; + result0 += M4(-0.104678966, -0.07561473, 0.14333472, -0.057526626, -0.078345545, 0.014360202, -0.1171691, 0.12354993, -0.07886367, -0.06885821, 0.13227995, 0.060824133, -0.07373966, 0.10555499, 0.051356293, 0.10234158) * inp[7][gl_LocalInvocationID.y + 1][gl_LocalInvocationID.x + 2]; + result0 += M4(0.05895332, -0.081905864, 0.12790038, -0.08944263, -0.03125902, -0.09716518, 0.081765376, 0.11624531, -0.015956925, 0.08539165, -0.034983005, -0.06682768, -0.024538064, -0.02871789, -0.06610821, -0.098415084) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 0]; + result0 += M4(0.048307456, 0.030448053, 0.11490772, -0.058947746, -0.020692637, -0.062146083, 0.115900256, 0.067224145, -0.012700466, -0.070879586, 0.13357896, -0.0032322167, 0.0030411538, -0.1113178, 0.016544277, -0.05452447) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 1]; + result0 += M4(0.13657583, -0.034036197, -0.037768003, 0.057454884, -0.036387827, -0.015774753, 0.015907431, -0.047219492, -0.09202313, 0.0010871533, -0.08542228, 0.02822273, -0.11011381, -0.059364233, 0.10220021, 0.098983645) * inp[7][gl_LocalInvocationID.y + 2][gl_LocalInvocationID.x + 2]; + ivec2 store_pos0 = ivec2(gl_GlobalInvocationID) * ivec2(1, 1) + ivec2(0, 0); + imageStore(out_image, store_pos0, result0); +} + +//!DESC [AniSD_ArtCNN_C4F32_i4_CMP] (Depth-To-Space) +//!COMPUTE 16 16 16 16 +//!HOOK LUMA +//!BIND conv2d_6 +//!WIDTH LUMA.w 2.0 * +//!HEIGHT LUMA.h 2.0 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w LUMA.w / 1.2 > OUTPUT.h LUMA.h / 1.2 > * + +#extension GL_EXT_shader_explicit_arithmetic_types_float16 : enable +#ifdef GL_EXT_shader_explicit_arithmetic_types_float16 +# define V4 f16vec4 +# define M4 f16mat4 +# define F float16_t +#else +# define V4 vec4 +# define M4 mat4 +# define F float +#endif + +void hook() { + vec4 result = vec4(0.0, 0.0, 0.0, 1.0); + vec2 f0 = fract(conv2d_6_pos * conv2d_6_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + result.x = conv2d_6_tex((vec2(0.5) - f0) * conv2d_6_pt + conv2d_6_pos)[i0.y * 2 + i0.x]; + imageStore(out_image, ivec2(gl_GlobalInvocationID), clamp(result, 0.0, 1.0)); +} + diff --git a/shaders/Anime4K/.github/ISSUE_TEMPLATE/bug_report.md b/shaders/Anime4K/.github/ISSUE_TEMPLATE/bug_report.md new file mode 100644 index 0000000..2871113 --- /dev/null +++ b/shaders/Anime4K/.github/ISSUE_TEMPLATE/bug_report.md @@ -0,0 +1,34 @@ +--- +name: Bug report +about: Create a report to help us improve +title: '' +labels: '' +assignees: '' + +--- + +**Describe the bug** +A clear and concise description of what the bug is. + +**To Reproduce** +Steps to reproduce the behavior: +1. Go to '...' +2. Click on '....' +3. Scroll down to '....' +4. See error + +**Expected behavior** +A clear and concise description of what you expected to happen. + +**Screenshots** +If applicable, add screenshots to help explain your problem. + +**Desktop (please complete the following information):** + - OS: [e.g. Windows 10] + - Version [e.g. v2.1] + - GPU/Version (If applicable)(If using Linux, specify Mesa, nouveau, or otherwise) [e.g. GTX 1080/510.60.02] + - Media Player and Version (If applicable) [e.g. MPV v0.30] + - Browser (If applicable) [e.g. chrome, safari] + +**Additional context** +Add any other context about the problem here. \ No newline at end of file diff --git a/shaders/Anime4K/.github/ISSUE_TEMPLATE/feature_request.md b/shaders/Anime4K/.github/ISSUE_TEMPLATE/feature_request.md new file mode 100644 index 0000000..24473de --- /dev/null +++ b/shaders/Anime4K/.github/ISSUE_TEMPLATE/feature_request.md @@ -0,0 +1,20 @@ +--- +name: Feature request +about: Suggest an idea for this project +title: '' +labels: '' +assignees: '' + +--- + +**Is your feature request related to a problem? Please describe.** +A clear and concise description of what the problem is. Ex. I'm always frustrated when [...] + +**Describe the solution you'd like** +A clear and concise description of what you want to happen. + +**Describe alternatives you've considered** +A clear and concise description of any alternative solutions or features you've considered. + +**Additional context** +Add any other context or screenshots about the feature request here. \ No newline at end of file diff --git a/shaders/Anime4K/CODE_OF_CONDUCT.md b/shaders/Anime4K/CODE_OF_CONDUCT.md new file mode 100644 index 0000000..f8988dc --- /dev/null +++ b/shaders/Anime4K/CODE_OF_CONDUCT.md @@ -0,0 +1,76 @@ +# Contributor Covenant Code of Conduct + +## Our Pledge + +In the interest of fostering an open and welcoming environment, we as +contributors and maintainers pledge to making participation in our project and +our community a harassment-free experience for everyone, regardless of age, body +size, disability, ethnicity, sex characteristics, gender identity and expression, +level of experience, education, socio-economic status, nationality, personal +appearance, race, religion, or sexual identity and orientation. + +## Our Standards + +Examples of behavior that contributes to creating a positive environment +include: + +* Using welcoming and inclusive language +* Being respectful of differing viewpoints and experiences +* Gracefully accepting constructive criticism +* Focusing on what is best for the community +* Showing empathy towards other community members + +Examples of unacceptable behavior by participants include: + +* The use of sexualized language or imagery and unwelcome sexual attention or + advances +* Trolling, insulting/derogatory comments, and personal or political attacks +* Public or private harassment +* Publishing others' private information, such as a physical or electronic + address, without explicit permission +* Other conduct which could reasonably be considered inappropriate in a + professional setting + +## Our Responsibilities + +Project maintainers are responsible for clarifying the standards of acceptable +behavior and are expected to take appropriate and fair corrective action in +response to any instances of unacceptable behavior. + +Project maintainers have the right and responsibility to remove, edit, or +reject comments, commits, code, wiki edits, issues, and other contributions +that are not aligned to this Code of Conduct, or to ban temporarily or +permanently any contributor for other behaviors that they deem inappropriate, +threatening, offensive, or harmful. + +## Scope + +This Code of Conduct applies both within project spaces and in public spaces +when an individual is representing the project or its community. Examples of +representing a project or community include using an official project e-mail +address, posting via an official social media account, or acting as an appointed +representative at an online or offline event. Representation of a project may be +further defined and clarified by project maintainers. + +## Enforcement + +Instances of abusive, harassing, or otherwise unacceptable behavior may be +reported by contacting the project team at anime4k.upscale@gmail.com. All +complaints will be reviewed and investigated and will result in a response that +is deemed necessary and appropriate to the circumstances. The project team is +obligated to maintain confidentiality with regard to the reporter of an incident. +Further details of specific enforcement policies may be posted separately. + +Project maintainers who do not follow or enforce the Code of Conduct in good +faith may face temporary or permanent repercussions as determined by other +members of the project's leadership. + +## Attribution + +This Code of Conduct is adapted from the [Contributor Covenant][homepage], version 1.4, +available at https://www.contributor-covenant.org/version/1/4/code-of-conduct.html + +[homepage]: https://www.contributor-covenant.org + +For answers to common questions about this code of conduct, see +https://www.contributor-covenant.org/faq \ No newline at end of file diff --git a/shaders/Anime4K/README.md b/shaders/Anime4K/README.md new file mode 100644 index 0000000..5f79622 --- /dev/null +++ b/shaders/Anime4K/README.md @@ -0,0 +1,106 @@ +# Anime4K + +Anime4K is a set of open-source, high-quality real-time anime upscaling/denoising algorithms that can be implemented in any programming language. + +The simplicity and speed of Anime4K allows the user to watch upscaled anime in real time, as we believe in preserving original content and promoting freedom of choice for all anime fans. Re-encoding anime into 4K should be avoided as it is non-reversible, potentially damages original content by introducing artifacts, takes up to O(n2) more disk space and more importantly, does so without any meaningful decrease in entropy (lost information is lost). + +***Disclaimer: All art assets used are for demonstration and educational purposes. All rights are reserved to their original owners. If you (as a person or a company) own the art and do not wish it to be associated with this project, please contact us at anime4k.upscale@gmail.com and we will gladly take it down.*** + +## Foreword +Anime4K is optimized for **native 1080p anime encoded with h.264, h.265 or VC-1**. + +Even if it might work, it is **not** optimized for downscaled 720p, 480p or standard definition anime (eg. DVDs). Older anime (especially pre-digital era production) have artifacts that are very difficult to remove, such as bad deinterlacing, camera blur during production, severe ringing, film grain, older MPEG compression artifacts, etc. + +This is also not replacement for SRGANs, as they perform much better on low-resolution images or images with lots of degradation (albeit not in real time). + +What Anime4K does provide is a way to upscale, in real time, 1080p anime for 4K screens while providing a similar *effect* to SRGANs and being much better than waifu2x (See [comparisons](https://github.com/bloc97/Anime4K/tree/master/results/Comparisons/Screenshots)). + +Currently, research is being done on better real-time upscaling for lower resolution or older content. + +## **Installation Instructions** + + ### Windows + - [(GLSL/MPV)](md/GLSL_Instructions_Windows_MPV.md) + - [(GLSL/Plex)](md/GLSL_Instructions_Windows_Plex.md) + + ### Linux + - [(GLSL/MPV)](md/GLSL_Instructions_Linux.md) + - [(GLSL/Plex)](md/GLSL_Instructions_Linux_Plex.md) + + ### Mac + - [(GLSL/MPV)](md/GLSL_Instructions_Mac_MPV.md) + - [(GLSL/IINA)](md/GLSL_Instructions_Mac_IINA.md) + - [(GLSL/Plex)](md/GLSL_Instructions_Mac_Plex.md) + +## v4.1 Low resolution experiment +Results from the [experimental SRGAN shaders](https://github.com/bloc97/Anime4K/commit/5f9294d847e724b67f941d1742e3565a0a106291) for 360p -> 4K: (zoom in to view details) + +The images are sorted by algorithm speed, bicubic being the fastest. [FSRCNNX](https://github.com/igv/FSRCNN-TensorFlow) and Anime4K are real-time while [waifu2x](https://github.com/nagadomi/waifu2x) and [Real-ESRGAN](https://github.com/xinntao/Real-ESRGAN) are not. +![Comparison](results/Comparisons/Cropped_Screenshots/Magia_360p_4K.png?raw=true) +![Comparison](results/Comparisons/Cropped_Screenshots/Higurashi_360p_4K.png?raw=true) + +## v4 + +We introduce a line reconstruction algorithm that aims to tackle the distribution shift problem seen in 1080p anime. In the wild anime exhibit a surprising amount of variance caused by low quality compositing due to budget and time constraints that traditional super-resolution algorithms cannot handle. GANs can implicitly encode this distribution shift but are slow to use and hard to train. Our algorithm explicitly corrects this distribution shift and allows traditional "MSE" SR algorithms to work with a wide variety of anime. + +Source: https://fancaps.net/anime/picture.php?/14728493 | [Mode](md/GLSL_Instructions_Advanced.md#modes): `B` +![Comparison](results/Comparisons/Cropped_Screenshots/Maxed.png?raw=true) + +Source: https://fancaps.net/anime/picture.php?/13365760 | [Mode](md/GLSL_Instructions_Advanced.md#modes): `A` +![Comparison](results/Comparisons/Cropped_Screenshots/Slime.png?raw=true) + +Performance numbers are obtained using a Vega64 GPU and are tested using `UL` shader variants. The fast version is for `M` variants. +*Note that CUDA accelerated SRGANs/Waifu2x using tensor cores can be much faster and close to realtime (~80ms), but their large size severely hampers non-CUDA implementations.* + +## v3 +The monolithic Anime4K shader is broken into modular components, allowing customization for specific types of anime and/or personal taste. +What's new: + - A complete overhaul of the algorithm(s) for speed, quality and efficiency. + - Real-time, high quality line art CNN upscalers. *(6 variants)* + - Line art deblurring shaders. *("blind deconvolution" and DTD shader)* + - Denoising algorithms. *(Bilateral Mode and CNN variants)* + - Blind resampling artifact reduction algorithms. *(For badly resampled anime.)* + - Experimental line darkening and line thinning algorithm. *(For perceptual quality. We perceive thinner/darker lines as perceptually higher quality, even if it might not be the case.)* + +[More information about each shader (OUTDATED)](https://github.com/bloc97/Anime4K/wiki). + +## Visits + +

+ +

+ +Counting since `2021-09-19T16:02:06Z` (ISO 8601) + +## Projects that use Anime4K + - https://github.com/Blinue/Magpie (An all-purpose GUI upscaler for Windows 10/11) + - https://github.com/imxieyi/Anime4KMetal (Anime4K for Apple platforms based on Metal) + - https://github.com/mikigal/Anime4K-GUI (GUI application based on Anime4K which allows to save upscaled video to disk) + - https://colab.research.google.com/drive/11xAn4fyAUJPZOjrxwnL2ipl_1DGGegkB (Anime4K Re-Implemented in PyTorch) + +*Note that the following might be using an outdated version of Anime4K. There have been significant quality improvements since v3.* + - https://github.com/yeataro/TD-Anime4K (Anime4K for TouchDesigner) + - https://github.com/keijiro/UnityAnime4K (Anime4K for Unity) + - https://github.com/net2cn/Anime4KSharp (Anime4K Re-Implemented in C#) + - https://github.com/andraantariksa/Anime4K-rs (Anime4K Re-Implemented in Rust) + - https://github.com/TianZerL/Anime4KCPP (Anime4K & more algorithms implemented in C++) + - https://github.com/k4yt3x/video2x (Anime Video Upscaling Pipeline) + - https://github.com/Anime4KWebBoost/Anime4K-WebGPU (Anime4K for WebGPU) + +## Acknowledgements +| OpenCV | TensorFlow | Keras | Torch | mpv | MPC | +|:---:|:---:|:---:|:---:|:---:|:---:| +|![OpenCV](https://github.com/opencv.png)|![TensorFlow](https://github.com/tensorflow.png)|![Keras](https://github.com/keras-team.png)|![Torch](https://github.com/torch.png)|![mpv](https://github.com/mpv-player.png)|![MPC](https://github.com/mpc-hc.png)| + +Many thanks to the [OpenCV](https://github.com/opencv/opencv), [TensorFlow](https://github.com/tensorflow/tensorflow), [Keras](https://github.com/keras-team/keras) and [Torch](https://github.com/torch/torch7) groups and contributors. This project would not have been possible without the existence of high quality, open source machine learning libraries. + +I would also want to specially thank the creators of [VDSR](https://cv.snu.ac.kr/research/VDSR/) and [FSRCNN](http://mmlab.ie.cuhk.edu.hk/projects/FSRCNN.html), in addition to the open source projects [waifu2x](https://github.com/nagadomi/waifu2x) and [FSRCNNX](https://github.com/igv/FSRCNN-TensorFlow) for sparking my interest in creating this project. I am also extending my gratitude to the contributors of [mpv](https://github.com/mpv-player/mpv) and [MPC-HC](https://mpc-hc.org/)/[BE](https://sourceforge.net/projects/mpcbe/) for their efforts on creating excellent media players with endless customization options. +Furthermore, I want to thank the people who contributed to this project in any form, be it by reporting bugs, submitting suggestions, helping others' issues or submitting code. I will forever hold you in high regard. + +I also wish to express my sincere gratitude to the people of [Université de Montréal](https://www.umontreal.ca/), [DIRO](https://diro.umontreal.ca/accueil/), [LIGUM](http://www.ligum.umontreal.ca/) and [MILA](https://mila.quebec/en/) for providing so many opportunities to students (including me), providing the necessary infrastructure and fostering an excellent learning environment. + +I would also like to thank the greater open source community, in which the assortment of concrete examples and code were of great help. + +Finally, but not least, infinite thanks to my family, friends and professors for providing financial, technical, social support and expertise for my ongoing learning journey during these hard times. Your help has been beyond description, really. + +*This list is not final, as the project is far from done. Any future acknowledgements will be promptly added.* \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_DoG.glsl b/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_DoG.glsl new file mode 100644 index 0000000..d2de081 --- /dev/null +++ b/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_DoG.glsl @@ -0,0 +1,152 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Deblur-DoG-(HQ)-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Deblur-DoG-Kernel-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE MMKERNEL +//!COMPONENTS 3 + +#define L_tex LINELUMA_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a = L_tex(pos - d).x; + float b = L_tex(pos).x; + float c = L_tex(pos + d).x; + + return vec2(min3v(a, b, c), max3v(a, b, c)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(HOOKED_pt.x, 0.0)), minmax3(HOOKED_pos, vec2(HOOKED_pt.x, 0.0)), 0.0); +} + + +//!DESC Anime4K-v3.2-Deblur-DoG-Kernel-Y +//!HOOK MAIN +//!BIND HOOKED +//!BIND MMKERNEL +//!SAVE MMKERNEL +//!COMPONENTS 3 + +#define L_tex MMKERNEL_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a0 = L_tex(pos - d).y; + float b0 = L_tex(pos).y; + float c0 = L_tex(pos + d).y; + + float a1 = L_tex(pos - d).z; + float b1 = L_tex(pos).z; + float c1 = L_tex(pos + d).z; + + return vec2(min3v(a0, b0, c0), max3v(a1, b1, c1)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(0.0, HOOKED_pt.y)), minmax3(HOOKED_pos, vec2(0.0, HOOKED_pt.y)), 0.0); +} + +//!DESC Anime4K-v3.2-Deblur-DoG-Apply +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!BIND MMKERNEL + +#define STRENGTH 0.6 //De-blur proportional strength, higher is sharper. However, it is better to tweak BLUR_CURVE instead to avoid ringing. +#define BLUR_CURVE 0.6 //De-blur power curve, lower is sharper. Good values are between 0.3 - 1. Values greater than 1 softens the image; +#define BLUR_THRESHOLD 0.1 //Value where curve kicks in, used to not de-blur already sharp edges. Only de-blur values that fall below this threshold. +#define NOISE_THRESHOLD 0.001 //Value where curve stops, used to not sharpen noise. Only de-blur values that fall above this threshold. + +#define L_tex LINELUMA_tex + +vec4 hook() { + float c = (L_tex(HOOKED_pos).x - MMKERNEL_tex(HOOKED_pos).x) * STRENGTH; + + float t_range = BLUR_THRESHOLD - NOISE_THRESHOLD; + + float c_t = abs(c); + if (c_t > NOISE_THRESHOLD) { + c_t = (c_t - NOISE_THRESHOLD) / t_range; + c_t = pow(c_t, BLUR_CURVE); + c_t = c_t * t_range + NOISE_THRESHOLD; + c_t = c_t * sign(c); + } else { + c_t = c; + } + + float cc = clamp(c_t + L_tex(HOOKED_pos).x, MMKERNEL_tex(HOOKED_pos).y, MMKERNEL_tex(HOOKED_pos).z) - L_tex(HOOKED_pos).x; + + //This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) + cc; +} + + diff --git a/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_Original.glsl b/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_Original.glsl new file mode 100644 index 0000000..9c12cd7 --- /dev/null +++ b/shaders/Anime4K/glsl/Deblur/Anime4K_Deblur_Original.glsl @@ -0,0 +1,287 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Deblur-Original-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Deblur-Original-Kernel-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE LUMAD +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = LINELUMA_tex(HOOKED_pos + vec2(-d.x, 0.0)).x; + float c = LINELUMA_tex(HOOKED_pos).x; + float r = LINELUMA_tex(HOOKED_pos + vec2(d.x, 0.0)).x; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + //Computes the luminance's gradient + return vec4(xgrad, ygrad, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Deblur-Original-Kernel-Y +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAD +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + + +/* --------------------- SETTINGS --------------------- */ + +//Strength of edge refinement, good values are between 0.2 and 4 +#define REFINE_STRENGTH 1.0 + + +/* --- MODIFY THESE SETTINGS BELOW AT YOUR OWN RISK --- */ + +//Bias of the refinement function, good values are between 0 and 1 +#define REFINE_BIAS 0.0 + +//Polynomial fit obtained by minimizing MSE error on image +#define P5 ( 11.68129591) +#define P4 (-42.46906057) +#define P3 ( 60.28286266) +#define P2 (-41.84451327) +#define P1 ( 14.05517353) +#define P0 (-1.081521930) + +/* ----------------- END OF SETTINGS ----------------- */ + +float power_function(float x) { + float x2 = x * x; + float x3 = x2 * x; + float x4 = x2 * x2; + float x5 = x2 * x3; + + return P5*x5 + P4*x4 + P3*x3 + P2*x2 + P1*x + P0; +} + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).x; + float cx = LUMAD_tex(HOOKED_pos).x; + float bx = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).x; + + + float ty = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).y; + //float cy = LUMAD_tex(HOOKED_pos).y; + float by = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).y; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by); + + //Computes the luminance's gradient + float sobel_norm = clamp(sqrt(xgrad * xgrad + ygrad * ygrad), 0.0, 1.0); + + float dval = clamp(power_function(clamp(sobel_norm, 0.0, 1.0)) * REFINE_STRENGTH + REFINE_BIAS, 0.0, 1.0); + + return vec4(sobel_norm, dval, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Deblur-Original-Kernel-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + + +vec4 hook() { + vec2 d = HOOKED_pt; + + if (LUMAD_tex(HOOKED_pos).y < 0.1) { + return vec4(0.0); + } + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = LUMAD_tex(HOOKED_pos + vec2(-d.x, 0.0)).x; + float c = LUMAD_tex(HOOKED_pos).x; + float r = LUMAD_tex(HOOKED_pos + vec2(d.x, 0.0)).x; + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + + return vec4(xgrad, ygrad, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Deblur-Original-Kernel-Y +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMAMM +//!SAVE LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + if (LUMAD_tex(HOOKED_pos).y < 0.1) { + return vec4(0.0); + } + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).x; + float cx = LUMAMM_tex(HOOKED_pos).x; + float bx = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).x; + + float ty = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).y; + //float cy = LUMAMM_tex(HOOKED_pos).y; + float by = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).y; + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by); + + float norm = sqrt(xgrad * xgrad + ygrad * ygrad); + if (norm <= 0.001) { + xgrad = 0.0; + ygrad = 0.0; + norm = 1.0; + } + + return vec4(xgrad/norm, ygrad/norm, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Deblur-Original-Apply +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!SAVE RESAMPLED + + +vec4 hook() { + vec2 d = HOOKED_pt; + + float dval = LUMAD_tex(HOOKED_pos).y; + if (dval < 0.1) { + return HOOKED_tex(HOOKED_pos); + } + + vec4 dc = LUMAMM_tex(HOOKED_pos); + if (abs(dc.x + dc.y) <= 0.0001) { + return HOOKED_tex(HOOKED_pos); + } + + float xpos = -sign(dc.x); + float ypos = -sign(dc.y); + + vec4 xval = HOOKED_tex(HOOKED_pos + vec2(d.x * xpos, 0.0)); + vec4 yval = HOOKED_tex(HOOKED_pos + vec2(0.0, d.y * ypos)); + + float xyratio = abs(dc.x) / (abs(dc.x) + abs(dc.y)); + + vec4 avg = xyratio * xval + (1.0 - xyratio) * yval; + + return avg * dval + HOOKED_tex(HOOKED_pos) * (1.0 - dval); + +} + +//!DESC Anime4K-v3.2-Deblur-Original-Resample +//!HOOK MAIN +//!BIND HOOKED +//!BIND RESAMPLED + +vec4 hook() { + return RESAMPLED_tex(HOOKED_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Denoise/Anime4K_Denoise_Bilateral_Mean.glsl b/shaders/Anime4K/glsl/Denoise/Anime4K_Denoise_Bilateral_Mean.glsl new file mode 100644 index 0000000..bb43c63 --- /dev/null +++ b/shaders/Anime4K/glsl/Denoise/Anime4K_Denoise_Bilateral_Mean.glsl @@ -0,0 +1,67 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Denoise-Bilateral-Mean +//!HOOK MAIN +//!BIND HOOKED + +#define INTENSITY_SIGMA 0.1 //Intensity window size, higher is stronger denoise, must be a positive real number +#define SPATIAL_SIGMA 1.0 //Spatial window size, higher is stronger denoise, must be a positive real number. + +#define INTENSITY_POWER_CURVE 1.0 //Intensity window power curve. Setting it to 0 will make the intensity window treat all intensities equally, while increasing it will make the window narrower in darker intensities and wider in brighter intensities. + +#define KERNELSIZE (max(int(ceil(SPATIAL_SIGMA * 2.0)), 1) * 2 + 1) //Kernel size, must be an positive odd integer. +#define KERNELHALFSIZE (int(KERNELSIZE/2)) //Half of the kernel size without remainder. Must be equal to trunc(KERNELSIZE/2). +#define KERNELLEN (KERNELSIZE * KERNELSIZE) //Total area of kernel. Must be equal to KERNELSIZE * KERNELSIZE. + +#define GETOFFSET(i) vec2((i % KERNELSIZE) - KERNELHALFSIZE, (i / KERNELSIZE) - KERNELHALFSIZE) + +vec4 gaussian_vec(vec4 x, vec4 s, vec4 m) { + vec4 scaled = (x - m) / s; + return exp(-0.5 * scaled * scaled); +} + +float gaussian(float x, float s, float m) { + float scaled = (x - m) / s; + return exp(-0.5 * scaled * scaled); +} + +vec4 hook() { + vec4 sum = vec4(0.0); + vec4 n = vec4(0.0); + + vec4 vc = HOOKED_tex(HOOKED_pos); + + vec4 is = pow(vc + 0.0001, vec4(INTENSITY_POWER_CURVE)) * INTENSITY_SIGMA; + float ss = SPATIAL_SIGMA; + + for (int i=0; i v[i].x) { + w_above += w[j]; + } else if (v[j].x < v[i].x) { + w_below += w[j]; + } + } + + if ((n - w_above) / n >= 0.5 && w_below / n <= 0.5) { + return v[i]; + } + } +} + +vec4 hook() { + vec4 histogram_v[KERNELLEN]; + float histogram_l[KERNELLEN]; + float histogram_w[KERNELLEN]; + float n = 0.0; + + float vc = LINELUMA_tex(HOOKED_pos).x; + + float is = pow(vc + 0.0001, INTENSITY_POWER_CURVE) * INTENSITY_SIGMA; + float ss = SPATIAL_SIGMA; + + for (int i=0; i 0.0) { + float histogram_wn[KERNELLEN]; + n = 0.0; + + for (int i=0; i= maxw) { + maxw = w[i]; + maxv = v[i]; + } + } + + return maxv; +} + +vec4 hook() { + vec4 histogram_v[KERNELLEN]; + float histogram_l[KERNELLEN]; + float histogram_w[KERNELLEN]; + float histogram_wn[KERNELLEN]; + + float vc = LINELUMA_tex(HOOKED_pos).x; + + float is = pow(vc + 0.0001, INTENSITY_POWER_CURVE) * INTENSITY_SIGMA; + float ss = SPATIAL_SIGMA; + + for (int i=0; iRGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) + (LINEKERNEL_tex(HOOKED_pos).x * STRENGTH); +} diff --git a/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Darken_HQ.glsl b/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Darken_HQ.glsl new file mode 100644 index 0000000..9a906aa --- /dev/null +++ b/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Darken_HQ.glsl @@ -0,0 +1,197 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Darken-DoG-(HQ)-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Darken-DoG-(HQ)-Difference-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE LINEKERNEL +//!COMPONENTS 1 + +#define SPATIAL_SIGMA (1.0 * float(HOOKED_size.y) / 1080.0) //Spatial window size, must be a positive real number. + +#define KERNELSIZE (max(int(ceil(SPATIAL_SIGMA * 2.0)), 1) * 2 + 1) //Kernel size, must be an positive odd integer. +#define KERNELHALFSIZE (int(KERNELSIZE/2)) //Half of the kernel size without remainder. Must be equal to trunc(KERNELSIZE/2). +#define KERNELLEN (KERNELSIZE * KERNELSIZE) //Total area of kernel. Must be equal to KERNELSIZE * KERNELSIZE. + +float gaussian(float x, float s, float m) { + float scaled = (x - m) / s; + return exp(-0.5 * scaled * scaled); +} + +float comp_gaussian_x() { + + float g = 0.0; + float gn = 0.0; + + for (int i=0; iRGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) + (comp_gaussian_y() * STRENGTH); +} diff --git a/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Darken_VeryFast.glsl b/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Darken_VeryFast.glsl new file mode 100644 index 0000000..ca0a2d4 --- /dev/null +++ b/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Darken_VeryFast.glsl @@ -0,0 +1,217 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Darken-DoG-(HQ)-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!WIDTH HOOKED.w 2 / +//!HEIGHT HOOKED.h 2 / +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Darken-DoG-(VeryFast)-Gaussian-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE LINEKERNEL +//!WIDTH HOOKED.w 4 / +//!HEIGHT HOOKED.h 4 / +//!COMPONENTS 1 + +#define SPATIAL_SIGMA (0.5 * float(HOOKED_size.y) / 1080.0) //Spatial window size, must be a positive real number. + +#define KERNELSIZE (max(int(ceil(SPATIAL_SIGMA * 2.0)), 1) * 2 + 1) //Kernel size, must be an positive odd integer. +#define KERNELHALFSIZE (int(KERNELSIZE/2)) //Half of the kernel size without remainder. Must be equal to trunc(KERNELSIZE/2). +#define KERNELLEN (KERNELSIZE * KERNELSIZE) //Total area of kernel. Must be equal to KERNELSIZE * KERNELSIZE. + +float gaussian(float x, float s, float m) { + float scaled = (x - m) / s; + return exp(-0.5 * scaled * scaled); +} + +float comp_gaussian_x() { + + float g = 0.0; + float gn = 0.0; + + for (int i=0; iRGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) + (LINEKERNEL_tex(HOOKED_pos).x * STRENGTH); +} diff --git a/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Thin_Fast.glsl b/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Thin_Fast.glsl new file mode 100644 index 0000000..da2e1a5 --- /dev/null +++ b/shaders/Anime4K/glsl/Experimental-Effects/Anime4K_Thin_Fast.glsl @@ -0,0 +1,234 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Thin-(Fast)-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Thin-(Fast)-Sobel-X +//!HOOK MAIN +//!BIND LINELUMA +//!SAVE LINESOBEL +//!WIDTH HOOKED.w 2 / +//!HEIGHT HOOKED.h 2 / +//!COMPONENTS 2 + +vec4 hook() { + float l = LINELUMA_texOff(vec2(-1.0, 0.0)).x; + float c = LINELUMA_tex(LINELUMA_pos).x; + float r = LINELUMA_texOff(vec2(1.0, 0.0)).x; + + float xgrad = (-l + r); + float ygrad = (l + c + c + r); + + return vec4(xgrad, ygrad, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Thin-(Fast)-Sobel-Y +//!HOOK MAIN +//!BIND LINESOBEL +//!SAVE LINESOBEL +//!WIDTH HOOKED.w 2 / +//!HEIGHT HOOKED.h 2 / +//!COMPONENTS 1 + +vec4 hook() { + float tx = LINESOBEL_texOff(vec2(0.0, -0.5)).x; + float cx = LINESOBEL_tex(LINESOBEL_pos).x; + float bx = LINESOBEL_texOff(vec2(0.0, 0.5)).x; + + float ty = LINESOBEL_texOff(vec2(0.0, -0.5)).y; + float by = LINESOBEL_texOff(vec2(0.0, 0.5)).y; + + float xgrad = (tx + cx + cx + bx) / 8.0; + + float ygrad = (-ty + by) / 8.0; + + //Computes the luminance's gradient + float norm = sqrt(xgrad * xgrad + ygrad * ygrad); + return vec4(pow(norm, 0.7)); +} + + +//!DESC Anime4K-v3.2-Thin-(Fast)-Gaussian-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINESOBEL +//!SAVE LINESOBEL +//!WIDTH HOOKED.w 2 / +//!HEIGHT HOOKED.h 2 / +//!COMPONENTS 1 + +#define SPATIAL_SIGMA (1.0 * float(HOOKED_size.y) / 1080.0) //Spatial window size, must be a positive real number. + +#define KERNELSIZE (max(int(ceil(SPATIAL_SIGMA * 2.0)), 1) * 2 + 1) //Kernel size, must be an positive odd integer. +#define KERNELHALFSIZE (int(KERNELSIZE/2)) //Half of the kernel size without remainder. Must be equal to trunc(KERNELSIZE/2). +#define KERNELLEN (KERNELSIZE * KERNELSIZE) //Total area of kernel. Must be equal to KERNELSIZE * KERNELSIZE. + +float gaussian(float x, float s, float m) { + float scaled = (x - m) / s; + return exp(-0.5 * scaled * scaled); +} + +float comp_gaussian_x() { + + float g = 0.0; + float gn = 0.0; + + for (int i=0; iRGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) - (current_luma - new_luma); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_L.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_L.glsl new file mode 100644 index 0000000..20b3102 --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_L.glsl @@ -0,0 +1,429 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.27899465, -0.14974926, 0.6271667, -0.04888494, 0.2164516, -0.47826648, 0.09537477, 0.16404815, -0.009546488, -0.24541017, -0.20505093, -0.11507772, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.22372562, 0.046120282, 0.44437107, 0.54215515, -0.10638798, -0.010795577, 0.19478157, 0.5756847, 0.24542068, 0.11135218, -0.27672207, 0.09624475, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.1703517, -0.17810228, -0.34460765, -0.40586865, 0.2102622, 0.08207581, 0.17641851, 0.23701222, -0.32159516, -0.017147528, 0.41743183, 0.19025058, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.4708481, -0.1587934, -0.15760423, -0.11388875, -0.36032093, -0.044305246, 0.19414884, 0.31109568, -0.09320259, -0.23072109, 0.0242641, 0.040976923, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.00951417, 0.2746557, -0.49743456, 0.14564055, 0.15047263, 0.08832856, -0.24360974, -0.3517844, -0.12219134, 0.12957081, 0.2876983, 0.13303527, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.12760738, 0.16703783, 0.04391735, 0.34657615, -0.26698044, -0.096000046, -0.46030682, -0.38363042, 0.3510441, 0.2620507, -0.30533043, -0.32785, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.63138646, -0.12703805, 0.38107973, -0.09134196, -0.04012397, -0.1390924, 0.07578805, -0.09274019, -0.045394078, 0.18203364, 0.16900069, 0.13399005, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.13648264, -0.13971807, -0.32322997, -0.08377875, 0.40967095, 0.19853555, -0.26386982, -0.50860924, -0.00555831, 0.06922444, 0.034828495, -0.08413197, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.21196735, 0.24934316, -0.27111465, -0.19941513, -0.30186844, 0.44828892, 0.35906994, -0.35723612, -0.074009515, -0.34400147, -0.22145566, -0.15622428, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.44569078, -0.084358215, -0.014156722, -0.0353374); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.1953752, -0.09707663, 0.43315637, 0.3862221, 0.2346731, 0.085327715, 0.36244828, 0.06630519, -0.05342483, 0.112148136, 0.07938104, 0.14795923, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.25197014, 0.032906674, 0.3392793, 0.18099307, -0.36539522, 0.10986396, 0.5440999, 0.41803896, -0.4117931, 0.46616048, 0.0827279, 0.040264074, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.060543116, 0.34531194, -0.3202978, 0.32803985, -0.08720925, 0.63656414, -0.052656054, -0.076137036, 0.15297869, -0.11485237, -0.21027736, -0.24086118, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.2044052, 0.111065395, -0.36082193, -0.39179638, 0.19812255, -0.3797384, 0.03176089, -0.35085422, 0.31697252, -0.31267545, -0.068170965, -0.06266394, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.0055682547, 0.24352197, 0.08972456, -0.4340704, -0.25253078, -0.4218859, 0.08408476, -0.5052765, 0.005511427, -0.36491954, 0.3825727, 0.01774532, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.13323675, -0.6641518, -0.38277033, 0.67553586, -0.5879293, -0.1286407, 0.1355451, 0.19463064, -0.09206729, 0.41892347, 0.16736335, -0.017109495, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.0627963, 0.29361042, 0.23339616, -0.42217752, 0.21872504, -0.21531922, -0.5016595, 0.20158494, 0.2814043, -0.1474019, 0.08778552, 0.28085083, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.009900911, -0.42754972, 0.02737237, -0.17740859, 0.541632, -0.28397697, -0.36375052, -0.172693, 0.1506882, 0.15196925, -0.30358136, -0.29542333, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.3690586, 0.19382606, -0.040331036, -0.14121497, 0.121049926, 0.54470515, -0.23628974, 0.20663929, -0.34591553, -0.14778244, -0.23809184, 0.12616424, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.009787335, 0.051148742, -0.007458707, -0.016416457); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.028458824, 0.10831271, 0.017246738, 0.42066097, 0.035127334, 0.14161696, 0.3893337, 0.18358134, -0.26446894, -0.053199783, 0.053528484, -0.3486933, -0.10270838, -0.3593573, 0.049874853, 0.08600247) * go_0(-1.0, -1.0); + result += mat4(-0.15829772, -0.31038332, 0.0423391, -0.11978196, -0.29878524, 0.10245719, 0.004307728, 0.052934717, -0.049366333, -0.03277819, -0.062031534, -0.004734159, 0.029009456, -0.18138678, 0.17342477, -0.1632741) * go_0(-1.0, 0.0); + result += mat4(-0.14941882, -0.3337916, -0.07740701, -0.8221198, -0.014216013, -0.34028724, 0.06367363, -0.19704603, -0.20317195, 0.17806017, -0.14011545, 0.05067841, 0.08515265, 0.092163175, -0.036603887, -0.2528259) * go_0(-1.0, 1.0); + result += mat4(0.044333473, 0.10871938, -0.12288588, 0.0077913217, 0.013970764, -0.21189599, -0.0757029, 0.055366833, 0.04531751, -0.20269018, 0.038650505, -0.09677452, 0.0565207, 0.073703125, -0.10746413, 0.22798601) * go_0(0.0, -1.0); + result += mat4(0.33476707, 0.22631067, 0.10190012, 0.25268495, -0.14572862, -0.21331434, 0.024614803, -0.26254398, 0.18070522, 0.34974626, 0.028480766, -0.07855834, 0.16165797, 0.28470036, 0.23497322, -0.15804033) * go_0(0.0, 0.0); + result += mat4(-0.09853942, -0.21105993, 0.27787793, 0.24688315, -0.16078049, 0.08541815, 0.16101131, -0.0005086922, -0.13042259, 0.0253011, -0.05298311, 0.16506846, -0.099300735, 0.07577514, 0.041623414, -0.18045023) * go_0(0.0, 1.0); + result += mat4(-0.015007392, 0.0720429, -0.018456718, 0.012792885, 0.2049891, -0.061911974, -0.10679284, 0.2530616, -0.1651912, 0.1125125, 0.55918777, 0.1414716, 0.025189033, 0.061680123, -0.13096866, -0.035809774) * go_0(1.0, -1.0); + result += mat4(0.037606955, 0.05987735, -0.09903669, 0.09681222, 0.31857902, -0.058445334, 0.10280441, -0.0018247474, 0.051491242, 0.12321206, 0.14069863, -0.013259678, -0.198442, 0.093920216, -0.015952505, -0.3040559) * go_0(1.0, 0.0); + result += mat4(0.044491854, 0.079992026, -0.07424999, 0.064774506, 0.36708844, -0.14958903, -0.060033463, -0.5950615, -0.101501055, -0.05275797, -0.0099711865, 0.075409986, -0.19508216, -0.088995665, -0.025926083, 0.023040347) * go_0(1.0, 1.0); + result += mat4(-0.00168658, 0.1879708, -0.08964568, 0.124567054, -0.027147152, 0.0013266837, 0.043110568, -0.16238526, 0.18404783, -0.088930264, -0.0841814, -0.06812457, -0.022954177, 0.15315148, 0.00096489635, 0.21262483) * go_1(-1.0, -1.0); + result += mat4(0.03728663, 0.16259944, 0.2534931, -0.10620075, -0.032217886, -0.043085426, -0.37875995, 0.16151664, -0.15136409, -0.21990341, 0.0043716, 0.1293011, 0.20516208, 0.32518774, -0.15583529, 0.20054214) * go_1(-1.0, 0.0); + result += mat4(0.05088376, -0.21300486, 0.30702966, 0.09044539, 0.020740725, 0.028916309, 0.14391874, 0.15526149, 0.011289051, -0.24014536, -0.2176207, 0.09995701, 0.06747376, -0.3315815, 0.07900332, -0.26542482) * go_1(-1.0, 1.0); + result += mat4(0.15973654, 0.2114867, -0.19423203, -0.1529657, -0.24198112, -0.10985252, 0.056409992, 0.111373484, 0.05717073, 0.019566689, -0.12794583, 0.006978016, -0.2708247, 0.2845983, -0.048893075, -0.09198705) * go_1(0.0, -1.0); + result += mat4(0.07690064, 0.038431194, 0.1205243, 0.1320201, -0.122893825, -0.022761922, -0.10097431, 0.022808496, -0.0431315, 0.19884229, -0.053464055, -0.08487898, 0.049651224, 0.3001686, -0.05545239, 0.48026356) * go_1(0.0, 0.0); + result += mat4(0.04079296, 0.052179057, 0.08785134, 0.17674746, 0.06027275, -0.083381295, -0.29543424, -0.10703248, 0.14123397, 0.12711276, 0.08260646, 0.23608543, 0.10914477, -0.22596069, -0.15743312, 0.103631504) * go_1(0.0, 1.0); + result += mat4(0.038997833, -0.14136268, -0.31973416, 0.11666723, -0.20137171, 0.0115205245, 0.22825807, -0.14853193, 0.25628343, 0.06598252, -0.003479285, -0.12315031, -0.07446986, 0.29977, 0.08878428, 0.15130284) * go_1(1.0, -1.0); + result += mat4(-0.04147214, -0.050535224, -0.21205503, -0.07425368, -0.06448227, -0.086743675, 0.029389668, -0.07494379, -0.17228132, -0.18035689, -0.09757749, 0.13929781, 0.21867155, 0.02585289, 0.13752261, 0.17800835) * go_1(1.0, 0.0); + result += mat4(0.20552272, -0.03113836, -0.201244, -0.07602455, 0.08278268, -0.17029381, -0.0008433311, -0.11591232, 0.087584734, -0.026447749, 0.09185437, 0.15650395, 0.29423076, 0.016036067, -0.17132477, 0.09271113) * go_1(1.0, 1.0); + result += mat4(0.09120441, 0.1345777, 0.0468555, 0.2635145, 0.04248785, -0.14849417, -0.013588658, -0.12794739, -0.0109574385, -0.15350367, 0.1872175, -0.17311442, 0.2740676, 0.1931403, 0.049231507, -0.17728893) * go_2(-1.0, -1.0); + result += mat4(0.0265621, 0.10291274, -0.0884961, -0.086093664, 0.25218308, -0.027579704, 0.044006765, -0.05947863, -0.17352693, -0.16788955, -0.1829588, -0.19120377, -0.19486824, 0.035516337, -0.04287895, -0.059360266) * go_2(-1.0, 0.0); + result += mat4(-0.0077623413, 0.061803013, -0.14371866, -0.2929254, -0.014011599, 0.23037176, 0.09881457, -0.018942501, 0.14976685, -0.0017081804, -0.0420665, 0.075949386, -0.015102705, -0.07807527, 0.053166322, 0.21431307) * go_2(-1.0, 1.0); + result += mat4(0.15482867, -0.13303289, 0.05441111, 0.20482185, -0.08669985, -0.26125848, 0.085498355, 0.06895137, -0.11653363, -0.022335036, -0.019448604, -0.19071092, 0.002487127, -0.053429328, 0.07700748, -0.15176988) * go_2(0.0, -1.0); + result += mat4(0.058373976, -0.18893883, 0.063239604, -0.16802256, 0.1348292, -0.037208326, 0.121938735, 0.123416096, -0.14086236, -0.08550504, 0.18930112, -0.07056712, -0.2190568, -0.01693728, -0.110385895, -0.10306489) * go_2(0.0, 0.0); + result += mat4(-0.21300407, -0.049379632, 0.13865358, 0.0037872058, 0.008286501, -0.12187443, -0.11094277, 0.021951213, -0.10365199, 0.15844372, 0.068476856, -0.09683496, -0.039589003, -0.027428184, 0.022865763, 0.067510754) * go_2(0.0, 1.0); + result += mat4(0.05690448, -0.09136643, -0.17356895, -0.18716863, 0.07831065, 0.015976364, -0.06423979, -0.01891357, 0.16295952, 0.17686251, -0.26599383, -0.11806091, -0.0968358, 0.024937721, -0.10509048, -0.097365916) * go_2(1.0, -1.0); + result += mat4(-0.06446155, 0.05177888, -0.019579697, 0.046922565, 0.20326103, -0.04118929, 0.07845964, 0.15494241, -0.033653136, 0.13276093, -0.061998203, -0.049391422, 0.0154429395, -0.12517625, -0.022282483, 0.14295246) * go_2(1.0, 0.0); + result += mat4(-0.102786146, 0.028481564, 0.12239765, 0.010855834, 0.17208168, -0.24589455, -0.045410756, 0.17422688, -0.051487174, 0.14276022, 0.26189017, -0.0027747392, 0.15695319, 0.13917996, 0.07303566, -0.055219136) * go_2(1.0, 1.0); + result += mat4(0.014127897, -0.13218386, -0.4342469, -0.10977742, 0.12229517, -0.32898104, -0.21103851, 0.06275854, -0.22651868, 0.111792624, 0.020457482, -0.048701756, 0.124154285, 0.016944582, -0.14404331, 0.054385293) * go_3(-1.0, -1.0); + result += mat4(0.09574338, 0.04884873, -0.12329247, 0.3191857, -0.28155354, 0.03411368, -0.017508674, -0.28257895, 0.06535372, 0.40051946, -0.24508828, 0.05891001, 0.08769791, -0.011710461, 0.10430247, 0.096506774) * go_3(-1.0, 0.0); + result += mat4(0.036757194, 0.1374388, -0.14553823, 0.11012423, 0.19377777, -0.053538468, -0.32605696, 0.07757925, 0.054016564, 0.2677718, 0.26038665, 0.029049544, 0.015482294, -0.08899067, 0.26156536, 0.26035222) * go_3(-1.0, 1.0); + result += mat4(-0.19651565, 0.30669728, -0.03192298, 0.090777226, 0.34684682, -0.040679373, -0.0006501724, -0.069249466, 0.07256215, -0.018623354, -0.021843085, 0.026858928, 0.24001615, -0.007573629, -0.25308976, -0.08101683) * go_3(0.0, -1.0); + result += mat4(-0.19491735, 0.29386947, -0.16541481, -0.12270087, 0.1478019, 0.11557711, 0.09745131, -0.037188005, 0.051415507, -0.009313462, 0.17577961, 0.30678266, 0.052763764, 0.06731275, 0.038889345, 0.01219997) * go_3(0.0, 0.0); + result += mat4(0.21972072, -0.16669928, -0.0471254, 0.07962133, -0.24501611, 0.10681031, -0.10724696, 0.046246808, -0.13467999, 0.019233517, -0.2220906, 0.11756837, 0.07995422, -0.091647364, 0.0524831, 0.2427797) * go_3(0.0, 1.0); + result += mat4(-0.018560572, 0.28909272, 0.27052113, -0.16862495, -0.04259962, -0.2526796, 0.24546415, 0.13772464, 0.019554865, 0.052288387, 0.22942105, 0.14541095, 0.29822263, -0.10352501, -0.17112546, -0.22842947) * go_3(1.0, -1.0); + result += mat4(-0.052647978, 0.17638408, 0.2265538, -0.028214354, -0.13620298, 0.14337336, 0.057785455, 0.14105307, 0.03873432, 0.13013794, 0.24192083, -0.104368195, -0.18878175, 0.11648163, 0.0049888026, -0.17706485) * go_3(1.0, 0.0); + result += mat4(0.003658791, 0.057943232, -0.013143919, 0.08626453, -0.26248586, 0.29328227, 0.18253878, 0.05693778, -0.082900435, -0.034102313, -0.05913703, -0.11045182, -0.06499875, 0.15446658, -0.08087537, 0.18904833) * go_3(1.0, 1.0); + result += vec4(-0.02852779, 0.027645616, 0.06510905, 0.029781172); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06138475, 0.120526604, 0.22381006, 0.12570442, 0.1439015, -0.5261169, 0.25294203, 0.04825834, 0.06993285, 0.1210301, -0.10087704, 0.038996983, 0.095201865, 0.50708395, 0.17403544, -0.17137507) * go_0(-1.0, -1.0); + result += mat4(0.09580414, -0.17387998, 0.10757996, 0.15188572, -0.02090535, 0.2655171, -0.38653868, -0.014376933, -0.03217946, -0.12866813, -0.049665075, -0.048535764, -0.115907624, 0.032473654, 0.36145476, 0.3830508) * go_0(-1.0, 0.0); + result += mat4(-0.19303346, -0.30462784, -0.21706793, -0.0123182135, -0.063043006, -0.10658377, 0.08729471, -0.27184415, 0.037174225, 0.13507952, -0.06391928, -0.035610817, 0.17105488, 0.07546837, 0.36270198, 0.13315013) * go_0(-1.0, 1.0); + result += mat4(-0.1559421, 0.03859168, 0.058586795, 0.1457787, -0.008261901, 0.17584307, 0.07892688, 0.16024348, 0.20574443, -0.09199424, -0.2572033, -0.06435325, -0.045140598, 0.026080446, 0.30986732, -0.02853244) * go_0(0.0, -1.0); + result += mat4(0.06647865, -0.13637248, -0.2077229, -0.18015774, 0.22215, 0.0282581, -0.124256276, -0.18235172, -0.10444975, 0.039713558, 0.031975772, -0.14737205, 0.1533982, 0.115156986, 0.14176169, -0.12018837) * go_0(0.0, 0.0); + result += mat4(-0.24000446, 0.08672003, -0.209317, 0.1853504, 0.19062491, -0.04505737, -0.097432695, -0.12218054, -0.20497306, 0.0068228757, -0.07930878, -0.045916412, -0.09002585, -0.019980771, -0.13450326, 0.08838858) * go_0(0.0, 1.0); + result += mat4(-0.005804602, 0.05149589, 0.18930501, -0.07475797, -0.3263357, -0.048428953, -0.0062948675, -0.12957661, 0.034840938, -0.12834811, -0.19660017, 0.13469964, -0.049774483, -0.07062978, 0.18116258, -0.2945365) * go_0(1.0, -1.0); + result += mat4(0.021823233, 0.17687339, 0.035116684, -0.14888434, 0.101564035, -0.058118407, 0.035971403, 0.304605, -0.08054271, 0.07140431, -0.24807848, -0.014870848, 0.005698307, 0.0925754, -0.16337888, -0.072692335) * go_0(1.0, 0.0); + result += mat4(0.15357393, 0.05702486, 0.1838928, -0.052683312, 0.26516896, 0.08939279, 0.040435348, 0.035939544, 0.21697883, -0.011976994, -0.10517768, 0.1004424, -0.073649734, -0.063365534, 0.07981437, -0.13724971) * go_0(1.0, 1.0); + result += mat4(0.06887319, -0.031427335, -0.05686962, 0.031254467, -0.0530729, -0.27738956, -0.22601964, -0.16733547, -0.15481988, -0.22141118, -0.19417213, 0.052291542, 0.0665599, 0.13679637, -0.09932399, -0.021917146) * go_1(-1.0, -1.0); + result += mat4(0.0043880343, -0.03320605, -0.09556491, 0.064986005, -0.05736109, -0.015415265, -0.12861155, 0.07442758, 0.09653438, -0.30665413, 0.12456121, -0.015494559, -0.04347404, -0.26863584, -0.12057121, -0.12873033) * go_1(-1.0, 0.0); + result += mat4(0.43038133, 0.117590204, -0.012805269, 0.06656798, -0.08742217, -0.077595286, 0.01795713, -0.010100221, -0.17349729, -0.02995379, 0.01733494, 0.012438303, -0.062275372, 0.18847479, -0.014758355, -0.13591917) * go_1(-1.0, 1.0); + result += mat4(-0.20219825, 0.33157164, -0.036087956, 0.078742586, 0.10264473, 0.13553555, 0.057454523, 0.09034125, 0.04169048, 0.031988595, -0.20171835, -0.018051006, 0.09925883, -0.15372548, -0.14060175, -0.012530946) * go_1(0.0, -1.0); + result += mat4(-0.20762882, -0.23219623, 0.044476848, -0.080212615, 0.027042268, 0.068265386, -0.053666174, 0.051648133, 0.012678151, -0.09496996, -0.073195405, 0.23230731, 0.026435647, 0.040384647, -0.15589063, -0.17085052) * go_1(0.0, 0.0); + result += mat4(0.06897319, -0.06360793, -0.12517554, -0.106191345, -0.22830063, -0.12295911, 0.20943281, 0.11263121, -0.05995797, -0.04077969, 0.029862454, 0.12051529, -0.008890125, 0.005834341, -0.038162317, 0.05707114) * go_1(0.0, 1.0); + result += mat4(0.091504954, -0.054357428, 0.18441072, 0.16866787, 0.14714013, 0.14976494, 0.119183995, 0.11771104, -0.17375562, 0.024148121, 0.08745399, 0.175893, 0.12345911, 0.120711684, -0.23350039, -0.035989728) * go_1(1.0, -1.0); + result += mat4(-0.30777606, 0.028484846, 0.19993277, -0.12934783, 0.049725976, 0.02831735, 0.09492996, 0.28220424, 0.26913685, 0.005740985, 0.025957806, 0.047272105, 0.014296343, 0.15206927, 0.035486884, 0.09940966) * go_1(1.0, 0.0); + result += mat4(-0.11630714, -0.034275923, 0.26804927, 0.1088897, -0.21128473, -0.043662123, 0.24287297, 0.1738188, 0.04961249, -0.03669543, -0.11308307, 0.007536927, -0.0021338738, -0.095983095, 0.12524886, 0.091356605) * go_1(1.0, 1.0); + result += mat4(0.21231711, 0.19442785, 0.047695257, -0.058896706, -0.268304, -0.377306, 0.21314003, -0.09257493, -0.12023363, 0.20652951, -0.027571363, 0.36026677, -0.11473893, 0.22179964, -0.21924159, 0.14666505) * go_2(-1.0, -1.0); + result += mat4(0.04660883, -0.22199874, -0.2171105, 0.32090327, -0.11054424, -0.2047386, 0.18756013, 0.08749142, -0.16950387, 0.2577728, 0.048406947, 0.1380687, 0.1014651, -0.09075356, -0.21746674, -0.2651618) * go_2(-1.0, 0.0); + result += mat4(-0.1928378, 0.11190454, 0.32514498, 0.32336533, 0.100953236, -0.008598421, 0.02124068, 0.0043789423, -0.046625864, -0.051161833, 0.13504188, -0.049233675, -0.10984389, -0.040151004, -0.08592605, 0.13862692) * go_2(-1.0, 1.0); + result += mat4(0.057035644, -0.086490445, 0.17654544, -0.096670695, 0.13528337, -0.10338058, -0.08174943, -0.11349738, 0.088931166, 0.19410637, 0.19873992, 0.01418258, 0.066797465, 0.09427754, -0.17926928, -0.12299086) * go_2(0.0, -1.0); + result += mat4(-0.010706926, 0.040176257, -0.12350328, -0.11089934, 0.08166401, 0.103450865, -0.062155697, -0.10264778, 0.09370084, -0.022440543, 0.036917962, -0.20901524, -0.13244434, -0.18850644, -0.069766395, -0.042853933) * go_2(0.0, 0.0); + result += mat4(0.0064649805, 0.09057663, 0.042877126, -0.22078879, -0.21635285, -0.0064749196, 0.04875745, -1.3261495e-05, 0.26282236, -0.057637256, -0.037890673, 0.0102023715, 0.0797657, 0.050011456, 0.07423098, -0.055722862) * go_2(0.0, 1.0); + result += mat4(-0.21198633, -0.16919948, -0.12337323, -0.06970269, 0.12338858, -0.037561033, -0.013671757, 0.12396114, -0.046889607, -0.005447934, -0.043364853, -0.2882593, -0.069868185, -0.014526121, -0.14131337, 0.12157274) * go_2(1.0, -1.0); + result += mat4(-0.07510719, 0.024486735, 0.056790795, 0.12515159, -0.034031168, 0.025101706, -0.05993126, -0.053233545, -0.014431461, -0.12288865, 0.11686025, -0.22278062, -0.07422713, 0.0011266146, -0.06630191, 0.077075236) * go_2(1.0, 0.0); + result += mat4(0.15784621, -0.0009692987, 0.057809148, -0.17506301, -0.0764334, 0.036327295, -0.107915476, 0.41731307, 0.005342607, -0.17614163, 0.017190281, -0.17021762, 0.09241874, -0.02230073, 0.015017511, 0.1081785) * go_2(1.0, 1.0); + result += mat4(-0.04213655, 0.07620985, -0.24124615, -0.0389524, -0.0071511404, 0.026105708, 0.35026863, 0.0391313, 0.17119752, -0.1083619, -0.011338781, -0.13909689, 0.019918554, -0.21432641, 0.045009304, -0.2289899) * go_3(-1.0, -1.0); + result += mat4(-0.003247703, 0.13921799, 0.23126572, -0.11244338, -0.16778667, 0.05676625, 0.17198953, 0.2891844, -0.06569662, 0.18568343, -0.13698709, 0.014525318, 0.09470385, 0.20842068, 0.22716486, -0.044944298) * go_3(-1.0, 0.0); + result += mat4(-0.036239535, 0.21613471, 0.0571368, 0.0133618545, -0.15562424, -0.030107146, -0.0881642, -0.3056589, 0.17654738, -0.16532254, -0.19526796, -0.09598035, 0.29869553, -0.19921502, -0.10570262, 0.12562469) * go_3(-1.0, 1.0); + result += mat4(0.139326, -0.18395935, -0.14525263, -0.1019923, 0.019128725, 0.06724899, 0.18320693, -0.15844813, -0.063348524, 0.034003522, 0.1160608, 0.16281077, -0.20621236, 0.20389429, 0.008165468, -0.3147023) * go_3(0.0, -1.0); + result += mat4(0.0031874597, -0.17282559, -0.19517206, -0.057723213, 0.014905972, -0.115991496, -0.17772576, 0.10005784, -0.34928575, -0.41152355, 0.15671544, 0.16953272, -0.06541263, 0.09083862, 0.12386179, -0.17146301) * go_3(0.0, 0.0); + result += mat4(0.024222312, 0.06139789, 0.13585247, 0.048212904, -0.038439997, 0.04822463, -0.31542218, 0.12828648, -0.1334096, -0.10939595, -0.20957507, 0.14276013, 0.09314227, -0.018837357, -0.09913242, -0.0690483) * go_3(0.0, 1.0); + result += mat4(-0.059516154, 0.03142432, -0.08262814, 0.12844399, 0.35043675, -0.17421962, 0.034954365, -0.0052628545, 0.10024693, -0.044191923, 0.18297553, -0.045441866, -0.22365399, -0.011058562, 0.1576469, -0.22479026) * go_3(1.0, -1.0); + result += mat4(0.11010148, -0.109644935, -0.06213465, 0.06469803, -0.12474922, 0.20629437, -0.03891448, -0.032074396, -0.21814698, -0.2983182, 0.16088112, 0.02542415, -0.019019049, -0.11332389, 0.04115874, -0.15403947) * go_3(1.0, 0.0); + result += mat4(-0.07334427, 0.065546006, -0.059299644, 0.1712592, 0.10194824, -0.0076101148, -0.26384652, -0.012047153, -0.069830835, 0.2215555, 0.41080138, 0.051534526, 0.15190491, 0.12348823, -0.16904834, -0.20517784) * go_3(1.0, 1.0); + result += vec4(0.019262059, 0.043436494, -0.124304086, -0.014933208); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.20542079, 0.26111016, 0.0036034626, -0.16608916, 0.03036114, 0.04244865, -0.20747331, 0.06865131, -0.13495351, 0.14393657, 0.050192088, 0.13718198, -0.09928467, 0.0038359873, -0.026470508, 0.012319453) * go_0(-1.0, -1.0); + result += mat4(0.019964145, 0.038375776, 0.003130048, -0.07945381, 0.06856654, -0.08331041, -0.049974114, -0.011174098, 0.030265702, -0.12478692, -0.009842687, 0.028310193, -0.29398966, -0.14264, -0.08436449, 0.18336426) * go_0(-1.0, 0.0); + result += mat4(0.07453813, 0.018200234, -0.1406476, 0.027974837, -0.19164173, -0.15623717, -0.057000756, 0.029960351, 0.27373666, -0.08550347, -0.05088059, -0.10246706, 0.033324502, -0.086211175, -0.010092321, -0.11165423) * go_0(-1.0, 1.0); + result += mat4(-0.17666292, 0.26951888, 0.24166632, -0.118283056, -0.1336137, 0.13550404, -0.19008428, 0.0041048722, 0.09373522, -0.032812368, -0.018434448, -0.008766052, 0.10959183, 0.0164411, -0.17436402, 0.11861692) * go_0(0.0, -1.0); + result += mat4(0.059816767, 0.0632236, -0.18595679, -0.10951594, 0.11052112, -0.0630564, 0.32736167, 0.016436215, 0.036759567, -0.10445141, -0.16695334, -0.09536692, 0.34936142, -0.091659166, 0.25245044, 0.064123355) * go_0(0.0, 0.0); + result += mat4(0.23698406, -0.030446773, 0.20418753, 0.030977655, 0.10176531, -0.091048814, 0.06913646, 0.070524976, 0.20899844, -0.026074586, 0.031215316, -0.14815283, -0.22031465, 0.09148875, -0.058892634, -0.042353395) * go_0(0.0, 1.0); + result += mat4(-0.022295577, 0.23975989, -0.03795945, -0.13689965, -0.05808369, -0.005154714, 0.02775734, -0.06821517, 0.14538866, -0.13725305, 0.079675056, 0.015865099, -0.1457713, -0.043883465, -0.11575635, 0.092833005) * go_0(1.0, -1.0); + result += mat4(0.008460874, 0.09447306, 0.14322506, -0.0063166656, 0.04562443, 0.12490515, 0.19263941, 0.07084753, 0.16193573, 0.03871189, 0.0042382013, -0.026311405, -0.042831287, 0.047627136, -0.18002886, 0.03910702) * go_0(1.0, 0.0); + result += mat4(0.08485893, 0.099010445, 0.1808653, 0.098906465, -0.2406554, 0.11303921, 0.03609519, 0.102015704, 0.018253349, 0.018407846, 0.04515686, -0.1044267, 0.12692702, -0.22019249, 0.17978671, -0.11714096) * go_0(1.0, 1.0); + result += mat4(0.37482956, 0.037982, -0.2527836, -0.07246249, -0.3257375, 0.026353687, -0.42709586, 0.15230247, 0.19455267, -0.20558092, 0.040543195, 0.30100232, 0.1208413, -0.022922885, -0.0527519, -0.2754452) * go_1(-1.0, -1.0); + result += mat4(-0.39697862, 0.59894156, -0.14519346, -0.21375597, -0.042094186, -0.11699173, -0.3065778, 0.045603614, -0.2315796, 0.1926384, 0.19640557, 0.023360144, 0.11569712, 0.080500975, -0.24562629, -0.11990825) * go_1(-1.0, 0.0); + result += mat4(0.030446287, -0.2191283, -0.020313436, 0.12092218, -0.04726904, -0.06145154, -0.10886858, -0.016195009, 0.074864194, 0.048508577, -0.024673669, 0.10286324, 0.23434684, -0.1291551, -0.04299077, -0.12459363) * go_1(-1.0, 1.0); + result += mat4(0.064445384, 0.16708861, 0.10306973, -0.13419592, -0.15216815, 0.12578042, -0.575184, -0.46423253, 0.42238462, -0.4330836, -0.26651257, 0.57413465, -0.10399166, 0.1914047, 0.15641387, 0.07064538) * go_1(0.0, -1.0); + result += mat4(0.04809328, -0.12349369, 0.1853755, -0.013703159, -0.12840022, 0.022170544, -0.26412117, -0.30681273, -0.31553897, -0.07833276, -0.17104533, 0.03156802, 0.029389234, -0.017229239, -0.052230056, -0.04573632) * go_1(0.0, 0.0); + result += mat4(-0.1380467, 0.31759852, 0.06532168, 0.19637011, 0.24012493, -0.04863545, -0.21709125, -0.21216264, 0.16879074, 0.10763089, 0.22363038, -0.14004646, 0.19021708, -0.099481724, -0.0073404606, 0.04956918) * go_1(0.0, 1.0); + result += mat4(-0.068974994, 0.5005385, -0.12780246, 0.05813948, 0.035919234, 0.039779782, 0.0028248294, -0.21344285, 0.17026006, -0.17971572, -0.20932221, -0.0862113, -0.0074473396, 0.119821966, 0.28552157, -0.027787263) * go_1(1.0, -1.0); + result += mat4(0.20083936, -0.08729008, -0.01474545, 0.061849594, 0.09285405, 0.074680895, -0.11493401, -0.35524356, 0.098670855, -0.31036818, 0.01269914, -0.06409305, -0.13034628, 0.07905559, 0.0018419055, -0.047743056) * go_1(1.0, 0.0); + result += mat4(-0.0008763842, 0.16266613, -0.13819253, 0.04136551, 0.11757835, -0.01075886, 0.13635348, 0.14200751, -0.036117654, -0.016920915, -0.003860492, -0.14361666, 0.18442062, -0.0119510535, 0.1574026, 0.11443297) * go_1(1.0, 1.0); + result += mat4(-0.26120907, 0.0040505654, -0.01111041, -0.028482055, 0.094762795, -0.27338502, 0.18852817, -0.15605745, -0.012533703, 0.17356302, -0.2594928, -0.04016552, 0.060918808, -0.10248847, 0.12710676, 0.1503744) * go_2(-1.0, -1.0); + result += mat4(0.24577981, -0.047384363, -0.13740875, 0.058981817, 0.09629815, -0.042157363, 0.17206886, 0.06895825, -0.13252918, 0.0941419, -0.048901185, 0.052710008, -0.104840726, 0.11820465, 0.17454259, 0.05037063) * go_2(-1.0, 0.0); + result += mat4(-0.2239817, 0.4553206, -0.017824922, -0.050273463, -0.21029685, -0.032555267, -0.08916583, 0.10736202, 0.18478145, -0.09538145, 0.052327603, 0.12728482, -0.11439347, 0.17596558, 0.054506473, -0.017638389) * go_2(-1.0, 1.0); + result += mat4(-0.072854675, 0.015542916, -0.1950096, 0.06664522, 0.1548192, -0.22573462, -0.20828351, 0.16661869, 0.033900462, 0.23870395, 0.11434291, 0.21813981, 0.12673119, 0.08014363, 0.022457503, 0.20910633) * go_2(0.0, -1.0); + result += mat4(0.2652937, 0.17511544, -0.10850216, 0.081340194, -0.21500582, -0.036195952, -0.04102979, -0.15212043, -0.29559842, 0.25977176, 0.24641588, 0.13869548, -0.41371983, -0.14120851, 0.109116435, 0.22358306) * go_2(0.0, 0.0); + result += mat4(-0.108154014, 0.35006878, -0.055340957, -0.23728919, -0.24589789, -0.06516491, -0.03474703, -0.047869515, -0.0045436365, -0.17755373, -0.039802775, 0.21740748, -0.033278447, -0.10501602, -0.089266, -0.04061338) * go_2(0.0, 1.0); + result += mat4(0.028205335, 0.003054092, 0.14546792, -0.10006339, -0.052365907, -0.13063054, -0.08356806, 0.20927623, 0.05030947, 0.21224388, 0.45320153, 0.0051093665, 0.0021801728, -0.12858267, -0.10686808, 0.21674173) * go_2(1.0, -1.0); + result += mat4(0.10200768, 0.13099737, 0.13514566, -0.17343043, -0.22834082, 0.055208363, -0.20808199, -0.0015957861, -0.13871242, -0.06423964, 0.3320781, 0.051521134, -0.11108624, -0.17557982, -0.12519105, 0.067071475) * go_2(1.0, 0.0); + result += mat4(0.20798117, -0.046690967, 0.17071529, -0.29893485, -0.06927812, 0.072701424, -0.30537283, -0.16406195, 0.10575524, -0.063635424, -0.044293836, 0.08667325, -0.16368344, 0.2196707, -0.29370767, 0.16401167) * go_2(1.0, 1.0); + result += mat4(-0.04009042, -0.034136664, 0.15880232, -0.058544576, -0.09724303, 0.13140567, -0.15769257, 0.05637733, -0.061678827, -0.19032978, 0.11843628, -0.25161943, -0.12645799, -0.27027693, -0.19899485, 0.2231074) * go_3(-1.0, -1.0); + result += mat4(0.07176237, -0.12067612, -0.070081174, 0.10180745, -0.1705716, -0.039632697, -0.22599341, -0.12012279, 0.24187793, 0.015815722, -0.03722175, 0.098794326, 0.19674404, -0.040387046, 0.03916034, 0.013947429) * go_3(-1.0, 0.0); + result += mat4(-0.06389604, 0.04532417, -0.20961155, -0.22151196, 0.08498287, -0.0912261, -0.17840882, -0.13550358, -0.17497064, 0.12473174, 0.025784912, -0.060957976, -0.17787372, 0.21546759, -0.081276976, -0.0057096705) * go_3(-1.0, 1.0); + result += mat4(-0.09308164, -0.036254935, 0.07291895, -0.010599356, -0.07466555, 0.18080021, -0.012473155, 0.24264692, 0.043592792, -0.15068708, 0.19074705, -0.1608174, 0.07106228, -0.15757518, -0.19600157, 0.21481107) * go_3(0.0, -1.0); + result += mat4(0.10340095, 0.14977756, -0.18035571, -0.00454613, -0.018766372, -0.0006462305, 0.12609644, -0.022229725, -0.11288012, -0.10881946, 0.016426437, 0.047212575, -0.015592831, 0.088430114, -0.019637503, -0.15445113) * go_3(0.0, 0.0); + result += mat4(0.13125896, -0.05610665, 0.04579115, -0.20584439, 0.016590014, -0.14247346, -0.045108374, -0.07701804, 0.059466217, 0.10401916, -0.114898264, 0.15725806, 0.02189435, 0.016297683, -0.11828137, -0.07996226) * go_3(0.0, 1.0); + result += mat4(-0.038534615, 0.046327326, 0.04947746, 0.07890686, -0.08618927, 0.1135833, -0.008643036, -0.019718027, -0.08664565, 0.068627, -0.06325347, 0.04222515, 0.120940305, -0.106959745, 0.022951378, 0.14290553) * go_3(1.0, -1.0); + result += mat4(0.06408585, 0.19215317, 0.05731193, 0.09329293, 0.26087278, -0.124888204, -0.15473562, -0.037721, -0.12800066, 0.12517492, -0.06680967, 0.09497935, 0.23841377, 0.1347636, 0.17279463, 0.0038290594) * go_3(1.0, 0.0); + result += mat4(0.08006353, -0.07942165, 0.14611697, 0.053477652, 0.13953096, -0.14270853, -0.009859328, -0.21148224, 0.11157642, -0.12486184, -0.0709194, 0.16277598, -0.08118929, -0.04684391, 0.049433514, -0.28911993) * go_3(1.0, 1.0); + result += vec4(-0.15367588, -0.07928099, 0.063567765, 0.108769014); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.13100185, 0.028466834, 0.21762301, 0.07392093, -0.00046575023, -0.08175499, -0.07715949, 0.056365166, -0.028316915, -0.037371337, -0.16343145, -0.078509934, -0.178982, 0.06893543, -0.12027178, 0.06993414) * go_0(-1.0, -1.0); + result += mat4(0.07834248, 0.046873976, 0.23983683, -0.06646688, -0.04749886, -0.101967975, -0.082395144, -0.015339724, -0.07693013, 0.016892025, -0.08877053, 0.14534354, -0.30249342, -0.08455913, 0.09002741, -0.12472986) * go_0(-1.0, 0.0); + result += mat4(-0.039911453, 0.11150177, -0.009199328, 0.043733858, -0.013332275, -0.119128324, -0.09285867, 0.007959111, 0.23202884, 0.06459362, 0.071042486, 0.09901959, -0.046906233, -0.07916646, -0.07528521, 0.05652529) * go_0(-1.0, 1.0); + result += mat4(0.12189273, -0.07608036, -0.09632985, -0.03643418, -0.1058494, -0.045247663, 0.016788295, 0.046447262, 0.08731556, -0.07916306, -0.17591585, 0.070336945, 0.0825902, 0.21166702, -0.14786263, 0.012765127) * go_0(0.0, -1.0); + result += mat4(-0.15099311, -0.082614996, -0.010447922, -0.2116295, 0.22785337, -0.0015175309, 0.21255092, 0.058660604, -0.022553608, -0.120723926, 0.0561124, 0.018720774, 0.0862727, -0.02351105, 0.037588555, -0.013596472) * go_0(0.0, 0.0); + result += mat4(-0.17424586, -0.091873385, 0.20892383, 0.3079469, -0.08027999, -0.07241797, 0.035928074, -0.031040983, -0.03548984, -0.047187436, 0.17053668, 0.39115313, 0.061380606, 0.13889132, -0.041030813, -0.022435248) * go_0(0.0, 1.0); + result += mat4(-0.0037971158, -0.19398233, -0.041492697, -0.08632908, 0.05087685, 0.114212446, 0.09395637, -0.12073027, 0.18993643, -0.025265925, -0.17716514, -0.062493253, 0.078527555, -0.13106133, 0.09158833, -0.08067098) * go_0(1.0, -1.0); + result += mat4(0.11454478, -0.053314645, 0.02932442, -0.052710265, 0.10180192, -0.05165681, 0.1415095, -0.0886421, 0.25377235, -0.16350931, -0.07908212, 0.081858, 0.13214986, 0.056609593, -0.029691117, -0.1963397) * go_0(1.0, 0.0); + result += mat4(0.13833676, 0.024542026, -0.07700002, -0.016948726, -0.13303484, -0.0951515, -0.031009076, 0.055997517, -0.037423257, -0.1693348, 0.015715523, 0.053379383, 0.12330872, -0.15478514, 0.14523397, 0.18046756) * go_0(1.0, 1.0); + result += mat4(0.20786218, 0.14361653, 0.49472246, 0.09881262, -0.34138504, -0.0025990994, -0.43033788, -0.00039400125, -0.002008598, 0.23800024, 0.04231959, 0.028620182, 0.13962908, 0.089462794, -0.14335507, 0.008409915) * go_1(-1.0, -1.0); + result += mat4(-0.12720335, -0.3409636, -0.023997113, 0.026997993, -0.20555046, -0.027020821, -0.235406, 0.09561914, 0.44234744, -0.07148167, 0.00064560794, -0.1726457, -0.014688707, 0.21288827, 0.17666213, -0.11264844) * go_1(-1.0, 0.0); + result += mat4(-0.38011166, 0.014146791, 0.03394759, 0.08368928, -0.14633556, 0.11139822, -0.25683075, 0.07368074, -0.25248998, 0.12499596, -0.004184047, 0.192279, -0.048109, -0.006033096, 0.028591031, 0.15288617) * go_1(-1.0, 1.0); + result += mat4(0.10880278, -0.02255051, 0.21004406, -0.034776326, 0.10378925, -0.22322227, -0.11731474, -0.11443079, -0.30380723, 0.3183636, 0.18248428, -0.10215758, -0.049251713, 0.12848853, 0.012738647, 0.03222829) * go_1(0.0, -1.0); + result += mat4(0.54890627, 0.20614935, -0.019661043, -0.07782363, -0.07293127, -0.004283575, -0.036939718, 0.19752185, -0.41021585, -0.050092876, 0.023610009, -0.23783271, 0.11343489, 0.21473971, -0.06997083, -0.10420534) * go_1(0.0, 0.0); + result += mat4(-0.08103626, 0.091647685, -0.17259495, -0.24478562, 0.08222839, 0.12299736, -0.12480139, 0.08303869, 0.069200024, 0.0005504728, 0.01590888, -0.029884247, 0.029297108, 0.17425247, 0.055239804, -0.06290667) * go_1(0.0, 1.0); + result += mat4(-0.25949356, -0.049375266, -0.19764636, 0.04848412, 0.14846909, 0.07249825, -0.038826656, -0.15756363, -0.1748046, 0.1839563, -0.015786756, 0.012645979, 0.09585216, 0.07619667, 0.010932837, 0.06530666) * go_1(1.0, -1.0); + result += mat4(-0.0592303, 0.34068975, -0.0043445593, 0.25165552, 0.22237164, 0.041179545, -0.046396293, 0.22462137, 0.034741532, 0.06565189, 0.13475078, 0.08480505, 0.1708352, 0.057039484, 0.037506044, -0.34036627) * go_1(1.0, 0.0); + result += mat4(-0.10844713, 0.113506734, -0.14367405, 0.111787796, 0.031758603, -0.06955974, -0.068098925, 0.14282043, 0.094929375, 0.18194464, -0.045276128, -0.0032632013, 0.007969798, -0.0590313, 0.05033309, 0.06328967) * go_1(1.0, 1.0); + result += mat4(-0.08094655, -0.08266014, -0.31147677, -0.062742665, -0.017061448, 0.26350877, 0.10840224, -0.16414656, 0.25499284, -0.3347594, 0.25973678, 0.15623575, 0.022350369, -0.08235582, 0.29226762, -0.14951667) * go_2(-1.0, -1.0); + result += mat4(0.16715927, 0.31846005, -0.007528655, -0.04655408, 0.07248268, -0.1295353, 0.119970314, 0.00721155, 0.19906871, 0.06366751, -0.055744495, 0.11151067, 0.09488815, -0.09006814, -0.1341, -0.12335882) * go_2(-1.0, 0.0); + result += mat4(-0.18715191, -0.06641214, -0.24086717, -0.13160741, -0.20222618, -0.08882262, 0.09281967, -0.14381158, 0.31153843, 0.10280565, -0.06487702, -0.0030142434, 0.12800919, 0.059373695, 0.108098336, -0.025091475) * go_2(-1.0, 1.0); + result += mat4(-0.26941344, -0.010607985, -0.059500597, -0.087650314, 0.057776485, 0.032416668, -0.0014182271, -0.053006213, 0.198899, -0.12861459, 0.1999814, 0.053311568, 0.0801663, -0.2101018, 0.110617965, -0.02017489) * go_2(0.0, -1.0); + result += mat4(-0.0888614, -0.07155236, -0.019973263, -0.12744384, -0.17749546, 0.041163083, 0.07273392, -0.09820898, -0.14922594, -0.11169263, -0.069319114, -0.04354858, 0.18076904, 0.084879614, -0.04125808, 0.068733074) * go_2(0.0, 0.0); + result += mat4(0.025723739, -0.3071993, -0.26200652, -0.24551399, 0.040670983, 0.29252282, -0.14551005, 0.111219764, -0.21262506, -0.026296655, 0.16694368, 0.0041154358, 0.03154805, 0.07315552, 0.13088223, -0.10842478) * go_2(0.0, 1.0); + result += mat4(0.070245974, 0.110039465, 0.19028768, -0.042884093, -0.09198143, 0.07932312, 0.09101255, 0.046001278, 0.18428285, -0.026307642, 0.099789225, -0.12612925, -0.40322223, 0.18879798, 0.010587032, 0.055332247) * go_2(1.0, -1.0); + result += mat4(-0.057069883, -0.032890134, -0.0513947, -0.074211985, -0.19471937, 0.18182398, -0.2119559, 0.2439066, -0.14167733, 0.25903046, 0.18162172, -0.007826057, -0.06429918, 0.02668084, 0.077179454, 0.023550559) * go_2(1.0, 0.0); + result += mat4(0.14551505, 0.11689716, 0.28027633, -0.18079606, 0.016579725, 0.03988999, 0.074107096, -0.15190484, -0.060423456, 0.39282638, -0.005255287, 0.09286323, -0.1003253, -0.0412654, -0.117815144, -0.22671913) * go_2(1.0, 1.0); + result += mat4(-0.26655, 0.02524124, -0.15780295, 0.010378331, 0.038483843, -0.18752888, 0.12708266, 0.020122316, -0.13007571, 0.11942783, 0.1515452, 0.068273015, -0.11957963, -0.061313108, 0.18422426, -0.16399868) * go_3(-1.0, -1.0); + result += mat4(-0.17614686, 0.12740774, -0.12034426, 0.00811552, -0.027063683, 0.004154653, -0.1892024, -0.051516473, -0.15957421, 0.103997365, 0.12231665, -0.082051665, 0.1611069, -0.017016938, 0.03224853, 0.16816284) * go_3(-1.0, 0.0); + result += mat4(-0.15254295, -0.011885901, -0.03317691, 0.076534435, -0.060000043, 0.020979656, -0.11068878, 0.17345367, 0.033083163, -0.016063845, -0.03998401, -0.14917895, 0.05829016, 0.055933036, 0.0152959, -0.11680771) * go_3(-1.0, 1.0); + result += mat4(-0.22236426, 0.093723886, 0.004360134, 0.05051143, 0.017353376, -0.0092351325, -0.16306834, 0.031693168, 0.20352198, 0.060595278, 0.08691345, 0.25801733, -0.09962889, -0.014900563, -0.15118423, -0.096163675) * go_3(0.0, -1.0); + result += mat4(-0.19981825, -0.21788603, 0.20982541, -0.113621205, 0.005621798, 0.0943901, -0.17422888, -0.18507147, 0.30247143, 0.06899553, -0.16009268, 0.067299575, -0.21744101, -0.015869575, 0.095568515, -0.036854178) * go_3(0.0, 0.0); + result += mat4(0.06810536, 0.11014666, 0.24017857, 0.12042336, -0.12038678, 0.015001737, -0.17134188, 0.10343175, 0.09067457, 0.11136803, 0.024367718, -0.13199149, -0.37008765, 0.07137436, 0.122724056, 0.06668219) * go_3(0.0, 1.0); + result += mat4(0.28085753, -0.14428541, 0.08978648, 0.05202615, -0.15860316, -0.06101108, -0.18904316, 0.104275696, 0.06810539, -0.07249347, -0.10909362, 0.019484319, -0.025948122, 0.0910616, -0.17025243, -0.035804044) * go_3(1.0, -1.0); + result += mat4(0.10040864, -0.27650854, -0.029030709, -0.0531634, 0.050312318, 0.14849235, -0.059385244, -0.13935417, -0.16425262, -0.14445016, -0.22415695, 0.04330054, 0.0024454365, -0.009127519, -0.24255885, -0.06303984) * go_3(1.0, 0.0); + result += mat4(0.054911103, -0.2811866, -0.049883213, 0.09221324, 0.041680478, 0.1959676, -0.15021674, -0.006908881, -0.15814131, -0.15958795, 0.15639575, -0.10088554, -0.22732499, -0.082894124, 0.06674789, -0.10491449) * go_3(1.0, 1.0); + result += vec4(-0.038157728, 0.01904009, 0.07848918, -0.04052424); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.044146776, -0.026106803, -0.15219912, -0.15929134, 0.02972265, -0.05223942, 0.06760582, 0.04324784, -0.13192074, 0.12351806, 0.0855665, -0.11861024, 0.097702436, 0.10298012, -0.03555207, 0.06544868) * go_0(-1.0, -1.0); + result += mat4(0.05458123, 0.014500078, 0.048824716, 0.14172198, 0.057214983, -0.06896361, -0.052671798, 0.10043398, -0.029938918, -0.013474177, 0.10448471, 0.29896173, -0.0037866347, -0.06600103, -0.19298725, -0.119502924) * go_0(-1.0, 0.0); + result += mat4(-0.07483799, 0.0757225, -0.07432271, -0.02994328, -0.047863305, -0.08091319, -0.13640103, -0.16553412, 0.019309495, 0.13153689, 0.14757608, 0.041081686, 0.1447018, -0.09976335, -0.06094595, -0.019380448) * go_0(-1.0, 1.0); + result += mat4(-0.116722435, 0.018069802, 0.082960755, 0.25008422, -0.10093022, 0.15039717, 0.16740529, 0.08372216, -0.17313154, 0.072606385, 0.1134366, 0.09108986, -0.025453486, -0.0014705429, 0.073060215, -0.0786531) * go_0(0.0, -1.0); + result += mat4(-0.22601452, 0.5512376, -0.11920107, -0.12763597, -0.008671738, -0.058479775, -0.268992, -0.06614402, -0.26501563, -0.030529302, -0.04196243, 0.13161187, 0.1170102, -0.25060177, 0.060350843, -0.1524947) * go_0(0.0, 0.0); + result += mat4(-0.1648866, 0.05652559, -0.040925294, -0.11008188, 0.21542753, -0.116541564, -0.08021358, -0.13785587, -0.05141525, -0.039133884, -0.1124311, 0.17472316, -0.22469969, 0.09842997, 0.10967242, -0.020226078) * go_0(0.0, 1.0); + result += mat4(-0.12250246, 0.10348344, -0.018174428, 0.037790317, 0.07088387, 0.27629474, 0.049727917, -0.0011699499, -0.1497167, 0.048863184, 0.00309108, 0.12177124, 0.022598455, 0.08864282, -0.048928354, 0.088068075) * go_0(1.0, -1.0); + result += mat4(0.043115202, 0.24277024, 0.17749861, 0.10550521, 0.008603091, -0.36454508, 0.09997063, 0.11979698, -0.15786794, -0.008746184, 0.06689776, -0.20002088, 0.04094072, 0.042499837, -0.05387774, -0.10426778) * go_0(1.0, 0.0); + result += mat4(0.06600674, 0.07645438, 0.015209062, 0.23262201, -0.08001964, -0.09341582, 0.008619914, 0.093308866, -0.124739006, -0.007209568, -0.06492457, 0.22863889, 0.17875427, 0.0779068, -0.09997953, -0.021379821) * go_0(1.0, 1.0); + result += mat4(-0.043263335, 0.1548246, 0.09254137, 0.16256322, 0.13361873, -0.10850825, 0.09901608, -0.0753444, -0.02345517, 0.030159235, -0.0043304237, 0.19805421, -0.11997134, 0.0948639, -0.09261292, 0.1167355) * go_1(-1.0, -1.0); + result += mat4(0.1042119, -0.08793884, -0.15884337, -0.08414226, -0.02642236, -0.032897346, -0.07664125, 0.064429455, 0.04868224, 0.04438529, -0.083366744, -0.06398503, -0.2364328, -0.039592575, -0.15421078, 0.17369357) * go_1(-1.0, 0.0); + result += mat4(0.20374978, -0.09289948, -0.25493136, 0.028119517, 0.053481918, -0.062769525, -0.052148513, -0.20336467, -0.07322327, 0.071623735, -0.05846495, 0.23537324, 0.030998409, -0.0572314, -0.30425155, 0.17616381) * go_1(-1.0, 1.0); + result += mat4(-0.008999034, 0.19063166, -0.16384077, 0.08840229, 0.005153292, 0.17091888, 0.05193965, -0.09363918, 0.07379054, 0.0416411, 0.007373337, -0.002444226, 0.090993404, -0.17546643, -0.14595066, 0.19029109) * go_1(0.0, -1.0); + result += mat4(-0.07473051, 0.022953797, 0.3694185, -0.000816042, 0.014621785, -0.029232977, -0.0163784, 0.30796757, 0.024686797, -0.0376939, 0.106044516, 0.10191429, -0.11145659, -0.23659907, 0.11254082, 0.078495234) * go_1(0.0, 0.0); + result += mat4(0.05722472, 0.014075986, 0.077577166, -0.1319451, 0.0063364087, 0.07042797, 0.013867829, -0.01543331, -0.069067486, -0.07245758, 0.059568863, 0.06195517, -0.25257275, -0.19943956, -0.19534364, -0.1566254) * go_1(0.0, 1.0); + result += mat4(0.10666801, 0.19854072, -0.14524002, 0.21727695, 0.07621112, 0.103370175, 0.003522481, -0.03526533, 0.09204845, 0.04930996, -0.009533781, 0.071561396, 0.007946626, -0.09155877, -0.18856467, 0.11516717) * go_1(1.0, -1.0); + result += mat4(0.15758498, 0.25284624, -0.03834856, -0.16141246, -0.09860034, -0.35015398, 0.08133997, 0.05046502, 0.20083027, -0.0026045898, -0.23627196, 0.07382544, 0.11064689, -0.0707055, -0.18984218, -0.09250848) * go_1(1.0, 0.0); + result += mat4(0.05949194, 0.00070572464, 0.10784266, -0.008810496, 0.06522392, -0.0023800225, -0.01614215, -0.015862722, 0.08078033, 0.10827174, 0.11440369, 0.014041329, 0.053579852, -0.11658711, -0.052344058, -0.03857412) * go_1(1.0, 1.0); + result += mat4(-0.054652497, 0.072690494, 0.11310003, 0.09839347, -0.08197539, 0.089851685, 0.039466213, -0.059131484, 0.03934494, -0.09728057, 0.07211633, 0.14545459, -0.08371904, -0.02848036, -0.020263305, -0.12366355) * go_2(-1.0, -1.0); + result += mat4(-0.13024135, 0.10256835, -0.088607304, -0.08425782, -0.067031406, -0.03591957, 0.034701034, -0.0573039, -0.048706584, 0.10135636, -0.13818035, -0.09554917, 0.1541496, -0.09246093, 0.11827978, -0.02703279) * go_2(-1.0, 0.0); + result += mat4(-0.057035744, 0.063911796, 0.12805207, 0.13411741, 0.00924603, -0.03657417, 0.08100167, -0.031264946, -0.03189199, -0.049402498, -0.046219792, 0.12624107, 0.2809697, -0.1264563, 0.02382632, -0.16174819) * go_2(-1.0, 1.0); + result += mat4(0.032658063, 0.029207656, -0.020362824, -0.18823773, -0.20003095, 0.09240136, 0.004393565, 0.28016117, -0.17617643, 0.21443488, -0.06436653, 0.09426579, -0.012660543, -0.038343526, -0.087761596, -0.06952474) * go_2(0.0, -1.0); + result += mat4(0.013616554, -0.16468868, 0.1281466, 0.08476041, -0.0138902385, -0.04434069, 0.12031286, -0.07590152, -0.12818764, 0.1970344, 0.042898823, 0.018936606, 0.019264435, -0.13713486, -0.027062744, 0.26364017) * go_2(0.0, 0.0); + result += mat4(-0.03121837, -0.040610187, 0.0023387137, 0.11021297, 0.04006531, 0.089258075, 0.038287688, 0.19519399, 0.0590789, -0.0127886515, 0.16618161, -0.11148632, -0.10438067, 0.088400334, 0.115820415, 0.23558354) * go_2(0.0, 1.0); + result += mat4(-0.14781238, -0.020881698, 0.040218577, 0.090248026, -0.04531296, 0.121813886, -0.12156261, -0.02640371, 0.019912932, 0.029554896, -0.032324113, 0.060553055, -0.14531589, -0.20826598, 0.1945815, -0.18510781) * go_2(1.0, -1.0); + result += mat4(-0.24151343, 0.08096261, -0.08314715, 0.121899664, -0.21133694, 0.25925165, 0.037419003, 0.0027491911, 0.07981589, -0.06247693, -0.07793235, -0.050702088, -0.21040778, -0.051243544, 0.021130228, -0.16032514) * go_2(1.0, 0.0); + result += mat4(-0.1940846, 0.005878943, 0.09001744, 0.00996283, -0.01720877, 0.11209827, -0.045714185, 0.017633213, 0.11248759, -0.070436165, 0.059041988, -0.117122024, -0.15776572, 0.041433014, 0.06852976, -0.32530108) * go_2(1.0, 1.0); + result += mat4(-0.018681401, 0.07524977, -0.09961975, -0.025000824, -0.14728728, 0.17958179, 0.05077947, 0.09839162, -0.24664684, 0.2350485, 0.043190528, 0.123329654, 0.031106282, -0.024857467, 0.026871338, 0.03363785) * go_3(-1.0, -1.0); + result += mat4(0.090937026, 0.113483965, 0.10115868, 0.09630846, 0.040868916, -0.14394417, 0.13920946, -0.09652194, -0.21267591, 0.079470165, 0.35935298, -0.029055713, 0.0462934, 0.02001686, 0.01959559, 0.0067710667) * go_3(-1.0, 0.0); + result += mat4(0.025194263, 0.087321565, -0.008157793, -0.12381555, 0.07437093, -0.024633797, -0.13163073, 0.053631987, -0.16161191, -0.33736497, -0.16600001, -0.16064753, -0.01877911, 0.006173125, -0.21867354, -0.11551306) * go_3(-1.0, 1.0); + result += mat4(0.016227739, 0.041133694, 0.12241288, 0.1840938, 0.16001828, -0.07284954, -0.0840258, 0.10275262, 0.059712093, 0.18617383, -0.004344732, 0.04759032, -0.112888224, 0.025455667, 0.06032809, -0.24498977) * go_3(0.0, -1.0); + result += mat4(0.07140021, 0.24720372, -0.12715518, 0.13462298, 0.07784012, 0.04233614, 0.030195842, -0.095302135, 0.1719011, -0.16173883, 0.082427144, -0.03078554, -0.115330435, 0.2787821, -0.15274885, -0.016630588) * go_3(0.0, 0.0); + result += mat4(0.08701172, 0.021434337, -0.15877618, 0.22535062, 0.014872742, -0.0068805423, -0.051181257, -0.38192979, 0.20793833, -0.2901109, -0.057449028, -0.044476006, -0.08431449, -0.05297424, -0.05526057, -0.06096434) * go_3(0.0, 1.0); + result += mat4(0.12446916, -0.010789559, 0.18910398, -0.14184885, -0.040306002, 0.062063884, 0.14885572, 0.0050085005, 0.07284438, 0.03938155, 0.27486423, -0.079940364, -0.10640366, -0.11455711, 0.018501248, -0.05743762) * go_3(1.0, -1.0); + result += mat4(0.26359692, 0.014875724, 0.043625355, 0.0974379, 0.09281598, 0.2449208, -0.07954478, -0.20232148, 0.025533125, -0.29744807, 0.1810463, -0.09866862, -0.16949633, -0.097010635, 0.04885873, 0.08639066) * go_3(1.0, 0.0); + result += mat4(0.10937537, 0.024320884, -0.084123306, 0.045726787, 0.08169718, 0.038608517, 0.2250605, -0.031330425, -0.008280292, -0.026776202, -0.14776887, 0.3436263, -0.16302314, -0.15479733, -0.10982676, 0.12014077) * go_3(1.0, 1.0); + result += vec4(0.046519246, -0.00879819, -0.044789877, -0.07887647); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10340159, 0.03126175, 0.008010763, -0.014703102, 0.06388945, 0.08303292, -0.052860666, 0.1492984, 0.06422952, -0.029731093, -0.021047806, 0.0012385565, 0.025289888, 0.08642119, 0.06883434, 0.023763692) * go_0(-1.0, -1.0); + result += mat4(0.0748618, -0.048646145, 0.07845818, -0.24385995, 0.077536225, -0.29863936, 0.24418406, 0.07232939, -0.0054087904, 0.05985848, -0.017639449, 0.12629768, 0.108363576, 0.09904134, -0.00050070864, -0.11790627) * go_0(-1.0, 0.0); + result += mat4(0.05239057, 0.15894121, -0.07164557, -0.32539955, 0.046355467, -0.1368222, 0.10285978, 0.0981996, 0.04779384, -0.19793929, 0.06193576, -0.061980426, 0.12222037, 0.06162786, 0.12215435, 0.045095358) * go_0(-1.0, 1.0); + result += mat4(0.11633697, -0.07783625, 0.038284954, -0.1077604, 0.050120354, -0.039917693, -0.05126379, 0.020723915, 0.06922371, 0.07441101, 0.04355437, -0.0009652994, -0.040668465, 0.11270888, -0.056610428, 0.018002095) * go_0(0.0, -1.0); + result += mat4(0.1991713, -0.12291669, 0.007297408, -0.22448927, 0.0118651325, -0.15347931, -0.02881685, -0.13971193, -0.0597255, -0.056213673, -0.16497411, -0.087855674, -0.09711957, 0.19384801, -0.09268538, 0.0010212396) * go_0(0.0, 0.0); + result += mat4(0.13538352, 0.20081995, 0.05765413, 0.08507135, -0.11396954, -0.06537804, 0.1840262, 0.13141033, 0.07317906, 0.053597126, 0.14733106, -0.027857138, -0.008961551, -0.030892484, -0.10815004, 0.07787356) * go_0(0.0, 1.0); + result += mat4(0.14028777, 0.20683727, -0.1973804, -0.14879352, 0.08193435, 0.06776529, 0.15067616, -0.005689123, 0.091099024, -0.04523496, -0.025365459, 0.046144743, 0.073163316, -0.050716147, 0.03645591, 0.08450625) * go_0(1.0, -1.0); + result += mat4(0.05377605, 0.29956514, -0.05203467, -0.12395672, -0.07375765, 0.07590657, -0.1648796, 0.016921869, -0.15838358, -0.18164106, 0.048942942, 0.08723644, -0.05655316, 0.06374977, 0.03486325, -0.17268877) * go_0(1.0, 0.0); + result += mat4(0.067100935, 0.116894506, -0.12316177, -0.28647798, 0.15253417, -0.043991808, -0.07732363, 0.12502535, 0.027790325, -0.13292582, 0.06508008, 0.033653572, 0.100093335, 0.044676002, 0.1450233, 0.108926095) * go_0(1.0, 1.0); + result += mat4(-0.25443476, 0.0075249635, 0.09893316, 0.13884877, -0.009865199, 0.028503535, 0.04932893, -0.021844162, 0.09569463, 0.042022802, -0.0056093778, -0.044183288, 0.012850613, 0.08729362, 0.088493116, -0.035626948) * go_1(-1.0, -1.0); + result += mat4(-0.28942817, -0.2278143, -0.124107786, 0.18914355, -0.13334653, -0.061389446, 0.09170535, 0.1529043, 0.070113055, 0.052939575, -0.027512128, 0.043993592, 0.058714498, 0.0618404, 0.07549026, 0.27376285) * go_1(-1.0, 0.0); + result += mat4(-0.17169511, 0.18338326, 0.09645834, -0.19721629, -0.062608786, -0.06097738, -0.052246977, 0.11313908, -0.002827855, -0.08297087, 0.2045053, 0.027751451, 0.05598507, 0.08318512, -0.020142859, -0.07377832) * go_1(-1.0, 1.0); + result += mat4(0.024627045, -0.065384455, -0.04648491, -0.32704023, -0.16444866, -0.0068647224, -0.20919928, -0.18135908, 0.05522183, -0.12074867, 0.04628794, 0.025948782, 0.058282085, 0.16593929, -0.1396821, -0.36740735) * go_1(0.0, -1.0); + result += mat4(0.16715747, -0.03793736, 0.08576081, 0.23338848, 0.051240716, 0.090182334, -0.046501555, -0.0894777, -0.06944291, -0.05119481, -0.15820025, -0.17854515, 0.3914519, -0.0677236, 0.076883785, -0.16959) * go_1(0.0, 0.0); + result += mat4(-0.16410258, 0.11443157, 0.048126943, 0.17386216, -0.09785154, 0.14995028, 0.093302995, 0.09777354, 0.016656177, -0.16498508, -0.16739717, 0.11313578, 0.001371565, -0.031823646, -0.02444281, 0.13747996) * go_1(0.0, 1.0); + result += mat4(0.023110714, -0.04154956, -0.030491728, -0.4158937, -0.007988987, 0.0035799788, 0.16974539, -0.014700064, -0.017114861, -0.018651277, 0.00242705, -0.011389802, -0.17292719, -0.03441201, 0.057909735, 0.17829509) * go_1(1.0, -1.0); + result += mat4(0.014969421, 0.21926679, 0.14203273, -0.15120554, -0.094369836, 0.083293505, -0.080706924, 0.16517772, -0.053518526, 0.11042086, 0.02499214, -0.05298825, -0.017418144, -0.024013298, -0.07151083, -0.22398451) * go_1(1.0, 0.0); + result += mat4(0.052312143, -0.09576563, -0.073171586, 0.13949135, -0.019157652, -0.019879084, 0.083495006, -0.14749153, 0.05605271, -0.07413262, -0.09352249, 0.0042679785, -0.069604576, -0.16840592, 0.103903025, 0.2889917) * go_1(1.0, 1.0); + result += mat4(0.059331086, -0.033961378, 0.0041064387, -0.08705166, 0.051230803, -0.018020583, -0.12681223, -0.23725896, 0.059449084, -0.052372735, -0.05540911, 0.10343921, 0.024327401, 0.012832041, -0.022239655, -0.13162766) * go_2(-1.0, -1.0); + result += mat4(-0.00208763, 0.06829585, -0.050976753, -0.05621949, -0.005976271, 0.009429676, -0.04865572, -0.09551031, -0.075597085, -0.026020885, 0.03421109, -0.1937313, -0.22840965, -0.15389588, -0.111958645, 0.10905485) * go_2(-1.0, 0.0); + result += mat4(0.081813, -0.065287165, -0.045189142, -0.047831066, 0.08934535, 0.09954615, -0.07451004, 0.033529207, 0.1303318, -0.08212296, -0.07734046, -0.014592582, -0.3092255, 0.045021445, -0.1223635, -0.026269957) * go_2(-1.0, 1.0); + result += mat4(-0.113570146, 0.036414642, 0.015502351, 0.15432163, 0.008468439, -0.029858474, 0.03321966, -0.14513937, 0.105439186, 0.17247854, -0.040744863, -0.054444846, -0.121361785, 0.04879374, -0.23203504, 0.0054753935) * go_2(0.0, -1.0); + result += mat4(-0.015762426, 0.27844664, -0.023570599, 0.004403549, 0.04703402, 0.11293326, -0.22021124, -0.022294452, 0.0109151825, 0.051353704, 0.01387703, -0.25460902, -0.1720017, -0.41253135, 0.13271171, 0.24472673) * go_2(0.0, 0.0); + result += mat4(-0.06729634, -0.08928969, 0.044666067, -0.080033734, -0.010024118, 0.09617992, -0.03422752, -0.24341615, 0.0026236945, -0.17291804, -0.18756893, -0.011092629, -0.0758896, -0.11379615, 0.2614097, 0.2968493) * go_2(0.0, 1.0); + result += mat4(0.037218813, -0.08741755, -0.047161646, -0.075184174, 0.07814149, -0.117306635, 0.27880162, -0.20831196, 0.11074332, 0.007141896, -0.061060436, -0.07465655, -0.06771369, 0.08425538, -0.13826483, 0.1951752) * go_2(1.0, -1.0); + result += mat4(-0.09369145, 0.05128452, -0.0045741517, -0.08464627, 0.072324485, -0.103766605, 0.04346825, -0.084247194, 0.18332602, 0.24476874, -0.23600607, -0.105699316, 0.0018734589, -0.22071646, 0.2122217, -0.1247409) * go_2(1.0, 0.0); + result += mat4(0.024415143, -0.1883563, -0.08757719, 0.038815416, 0.06804177, 0.072834484, 0.062976, -0.043060035, 0.008934872, -0.065206386, -0.02180933, 0.18650985, 0.15305461, -0.043311838, -0.13565755, -0.15254296) * go_2(1.0, 1.0); + result += mat4(0.027255, 0.13145106, 0.08066033, 0.05240541, -0.093578346, -0.043811, -0.03499714, 0.08510107, -0.01451532, 0.20293784, -0.15014489, 0.010262514, -0.05686128, -0.032981467, 0.009303513, -0.14119668) * go_3(-1.0, -1.0); + result += mat4(0.056040764, 0.1030456, 0.19483311, -0.035117295, -0.045012027, 0.036512565, -0.073540024, 0.07976307, 0.048326198, -0.08448881, 0.009611186, 0.21209192, 0.058837466, 0.21072935, -0.18430287, -0.022488063) * go_3(-1.0, 0.0); + result += mat4(-0.047507305, -0.0024985473, 0.16436942, 0.11034998, -0.07350365, -0.04659239, 0.055649634, -0.24239732, 0.0874119, 0.0491421, -0.20165893, -0.16950199, -0.06907221, -0.02995977, -0.076965876, -0.019354858) * go_3(-1.0, 1.0); + result += mat4(0.16029131, 0.13571973, -0.0066582616, -0.12420045, 0.09299235, 0.10025083, 0.17720564, 0.09894699, 0.25251085, -0.06967862, 0.09031549, 0.014147361, 0.10027847, -0.1572137, 0.075934134, 0.041270934) * go_3(0.0, -1.0); + result += mat4(-0.05063072, -0.049268696, -0.018284608, -0.13692653, -0.20619605, -0.3068155, 0.17608485, 0.09949, 0.28783736, -0.22305936, 0.12421118, 0.22138284, -0.14137621, -0.033278886, -0.08361161, -0.030769518) * go_3(0.0, 0.0); + result += mat4(0.108629055, 0.0015808924, 0.20601004, -0.026752226, -0.1501807, 0.029018851, 0.21033502, -0.027005566, 0.0030185424, 0.23096606, 0.03001235, -0.37719792, -0.015479773, 0.3498214, -0.25188166, -0.09796651) * go_3(0.0, 1.0); + result += mat4(-0.17263511, 0.09929037, -0.057462707, 0.03969186, -0.09580756, -0.02628204, -0.18671957, -0.114821374, -0.032703403, -0.04550097, -0.17387073, -0.06422339, 0.029069535, 0.077399485, -0.09688172, -0.04977373) * go_3(1.0, -1.0); + result += mat4(-0.08245095, 0.025046779, 0.15254857, -0.20083354, -0.21334353, 0.13298917, 0.019746812, 0.037977856, -0.18857501, 0.16555329, 0.08286123, -0.07782444, 0.01507326, 0.11679941, 0.029952176, 0.20679134) * go_3(1.0, 0.0); + result += mat4(-0.08486794, 0.010211643, 0.22983155, -0.16577461, -0.12877122, 0.0017102316, -0.079031415, -0.08309121, -0.062880024, 0.17439415, 0.2649001, -0.46177015, 0.08025148, -0.06425451, 0.028244738, -0.047507387) * go_3(1.0, 1.0); + result += vec4(-0.031883862, -0.0151373055, -0.026020631, 0.062551804); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(L)-Conv-3x3x3x16 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE MAIN +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.012102164, 0.01385959, 0.018815203, 0.0, -0.017435113, -0.04530735, -0.051318135, 0.0, 0.01267727, 0.01400136, 0.017735276, 0.0, 0.012681183, 0.035241637, 0.03990959, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.16069227, 0.098007366, 0.076831706, 0.0, 0.081593364, 0.017831434, 0.010174303, 0.0, 0.014732323, 0.02229113, 0.029828338, 0.0, 0.0048171813, 0.051809076, 0.055740006, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.0347963, -0.014327445, -0.024176419, 0.0, 0.003463003, -0.050532356, -0.06565927, 0.0, 0.082851514, 0.10950989, 0.12022889, 0.0, -0.038950548, -0.015094648, -0.0119305095, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.11845135, -0.08067485, -0.06981454, 0.0, 0.00058037776, 0.01160575, 0.014900963, 0.0, -0.0374349, -0.052966926, -0.044557698, 0.0, 0.017439643, 0.005496974, -0.0024181441, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.1084345, -0.18271221, -0.18795776, 0.0, 0.110637866, 0.08913364, 0.09161146, 0.0, -0.19889367, -0.17172937, -0.1600661, 0.0, -0.03789556, -0.028977778, -0.029903485, 0.0) * go_0(0.0, 0.0); + result += mat4(0.017774954, -0.048732057, -0.061161697, 0.0, 0.022389695, -0.013317256, -0.019972157, 0.0, 0.051979035, 0.08774837, 0.09633588, 0.0, -0.047462203, -0.033091765, -0.028352588, 0.0) * go_0(0.0, 1.0); + result += mat4(0.022178177, 0.05031684, 0.05802219, 0.0, -0.027539665, -0.020904189, -0.01800042, 0.0, 0.0019531948, 0.00019749763, -0.0013961957, 0.0, 0.024253767, -0.00058503833, 0.0006474611, 0.0) * go_0(1.0, -1.0); + result += mat4(0.06707921, 0.0817431, 0.07561426, 0.0, -0.04157211, -0.006174012, -0.003754037, 0.0, 0.0031168605, 0.02320992, 0.026471246, 0.0, 0.0029530525, -0.004939263, -0.0070194793, 0.0) * go_0(1.0, 0.0); + result += mat4(0.03383418, 0.042321067, 0.04266926, 0.0, -0.043634403, -0.0182769, -0.011314871, 0.0, -0.050008457, -0.003527757, 0.0035165092, 0.0, -0.00016610099, 0.019936454, 0.022199173, 0.0) * go_0(1.0, 1.0); + result += mat4(-0.055203374, -0.03910439, -0.03778927, 0.0, 0.027640847, 0.019469904, 0.0277834, 0.0, -0.026225597, 0.04481541, 0.047454204, 0.0, 0.031545334, 0.019874612, 0.011878432, 0.0) * go_1(-1.0, -1.0); + result += mat4(0.016088601, -0.045959134, -0.048793618, 0.0, -0.009834776, 0.0077799167, 0.00873151, 0.0, 0.031265914, 0.09698676, 0.10005417, 0.0, 0.039120086, 0.0005542848, -0.0049420255, 0.0) * go_1(-1.0, 0.0); + result += mat4(0.028432969, -0.014792921, -0.026881924, 0.0, -0.00586326, 0.013427183, 0.018215714, 0.0, -0.013559131, 0.017704675, 0.024854776, 0.0, -0.09087544, -0.104627624, -0.0921747, 0.0) * go_1(-1.0, 1.0); + result += mat4(-0.022899037, 0.026374351, 0.03145993, 0.0, -0.008008749, -0.0013132087, -0.003957525, 0.0, -0.02490554, 0.0020362549, 0.006453752, 0.0, 0.031494617, 0.049864545, 0.04702567, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.12318068, -0.121377476, -0.11615006, 0.0, -0.1321696, -0.078085914, -0.07868927, 0.0, -0.072339885, 0.0012095685, 0.010923645, 0.0, 0.10844834, 0.10038668, 0.09919817, 0.0) * go_1(0.0, 0.0); + result += mat4(0.058991943, 0.018824834, 0.01659209, 0.0, -0.041878223, 0.013176531, 0.023566704, 0.0, -0.010507848, 0.02042605, 0.028884022, 0.0, -0.1193022, -0.10676289, -0.096668206, 0.0) * go_1(0.0, 1.0); + result += mat4(0.023510003, 0.06057355, 0.052194174, 0.0, 0.02304783, 0.031745855, 0.025863871, 0.0, -0.01060811, -0.043136407, -0.03569961, 0.0, -0.022243036, 0.014206766, 0.0032128936, 0.0) * go_1(1.0, -1.0); + result += mat4(0.025120225, 0.07386707, 0.07916389, 0.0, -0.020202598, 0.010854587, 0.009825397, 0.0, -0.043466344, -0.049230598, -0.038344223, 0.0, 0.006438127, 0.041072655, 0.036958262, 0.0) * go_1(1.0, 0.0); + result += mat4(0.027640026, 0.04239058, 0.055017423, 0.0, -0.002110394, 0.040088017, 0.045239322, 0.0, -0.020238828, -0.01711292, -0.014726791, 0.0, -0.029621653, -0.007380026, -0.002073584, 0.0) * go_1(1.0, 1.0); + result += mat4(0.008071638, 0.0034274645, -0.0016181463, 0.0, 0.044838928, 0.06936641, 0.072150804, 0.0, 0.0006324625, -0.02223834, -0.021122342, 0.0, 0.043963037, 0.047561962, 0.026419055, 0.0) * go_2(-1.0, -1.0); + result += mat4(-0.06605246, -0.011649812, -0.0022502556, 0.0, -0.09256232, -0.06281528, -0.055003755, 0.0, 0.032296494, -0.011113339, -0.015790787, 0.0, 0.05214882, 0.022887057, 0.013746634, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.03587372, 0.018986767, 0.03229596, 0.0, 0.008917248, 0.050303612, 0.06147115, 0.0, 0.01872278, -0.011048741, -0.017369485, 0.0, 0.030770298, 0.0063107815, 0.003187433, 0.0) * go_2(-1.0, 1.0); + result += mat4(0.087662674, 0.048391398, 0.042332277, 0.0, 0.0043635606, 0.02438183, 0.020213395, 0.0, -0.023863237, -0.0051179314, -0.0060627074, 0.0, 0.06292237, 0.05821987, 0.051667042, 0.0) * go_2(0.0, -1.0); + result += mat4(-0.048478693, 0.008368922, 0.016874269, 0.0, -0.19261299, -0.1848583, -0.18258469, 0.0, 0.112302095, 0.061518673, 0.058282077, 0.0, 0.024626324, 0.0058449907, 0.006936535, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.04468695, 0.0099176075, 0.025094027, 0.0, 0.05447911, 0.08220857, 0.08161316, 0.0, -0.0007933787, -0.03090106, -0.040217776, 0.0, -0.028044306, -0.050590593, -0.05027328, 0.0) * go_2(0.0, 1.0); + result += mat4(0.029733973, -0.0129855955, -0.019776886, 0.0, 0.01860655, 0.017793713, 0.020113358, 0.0, -0.023667783, -0.0013290358, -0.004159268, 0.0, -0.01960303, -0.012806444, -0.016549494, 0.0) * go_2(1.0, -1.0); + result += mat4(-0.00952229, -0.007181503, -0.0061082463, 0.0, 0.04292393, 0.01510459, 0.0062862537, 0.0, -0.016540393, -0.023619318, -0.02633423, 0.0, -0.06652295, -0.06933143, -0.063913494, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.015281855, -0.012470513, -0.008184894, 0.0, 0.045862548, 0.023707546, 0.014719574, 0.0, 0.032412887, -0.0038218168, -0.0065955487, 0.0, -0.027728679, -0.04009727, -0.018856067, 0.0) * go_2(1.0, 1.0); + result += mat4(0.042844415, 0.00673587, 0.0038338478, 0.0, -0.031152235, -0.06649269, -0.065986395, 0.0, 0.005666899, -0.015819343, -0.012795757, 0.0, -0.0007617308, 0.021531299, 0.026071105, 0.0) * go_3(-1.0, -1.0); + result += mat4(-0.118266046, -0.07211513, -0.058381762, 0.0, 0.02361942, 0.012819485, 0.010511434, 0.0, 0.077196896, 0.003424893, 0.001927401, 0.0, -0.03160996, -0.0034473129, -0.00444674, 0.0) * go_3(-1.0, 0.0); + result += mat4(-0.06548674, -0.018152835, 0.0034779215, 0.0, -0.006173449, 0.008357867, -0.0033986098, 0.0, 0.021622533, -0.03722321, -0.045832597, 0.0, -0.011835129, 0.0109178, 0.010480887, 0.0) * go_3(-1.0, 1.0); + result += mat4(0.041682176, -0.008985459, -0.018538723, 0.0, -0.054624356, -0.09495616, -0.090484254, 0.0, -0.0060466817, -0.017551763, -0.014151624, 0.0, -0.015683241, -0.012590141, -0.014278323, 0.0) * go_3(0.0, -1.0); + result += mat4(0.073194094, 0.055347454, 0.060976587, 0.0, 0.18175459, 0.13776664, 0.13139476, 0.0, 0.14047755, 0.061971992, 0.056503728, 0.0, 0.0068531767, -0.011873265, -0.016871026, 0.0) * go_3(0.0, 0.0); + result += mat4(-0.041848205, -0.009582, -0.0076929387, 0.0, 0.044274334, 0.04011985, 0.03085897, 0.0, 0.009403278, -0.03346772, -0.04463548, 0.0, 0.04548978, 0.014613167, 0.0055232802, 0.0) * go_3(0.0, 1.0); + result += mat4(0.019901669, -0.0011372451, -0.007423424, 0.0, -0.053240675, -0.07105105, -0.07122227, 0.0, -0.01892976, -0.019795185, -0.019204788, 0.0, 0.01228504, -0.005040437, -0.0010069044, 0.0) * go_3(1.0, -1.0); + result += mat4(0.032843515, 0.014947385, 0.007550199, 0.0, -0.0006476342, -0.020907652, -0.030297596, 0.0, -0.015617971, -0.029182931, -0.038677275, 0.0, 0.037908908, -0.018132487, -0.020226713, 0.0) * go_3(1.0, 0.0); + result += mat4(0.03232915, 0.02915194, 0.014929652, 0.0, 0.016676396, 0.004807404, -0.0008906752, 0.0, 0.0076904814, 0.00541351, -0.0048240838, 0.0, 0.03459369, -0.012969539, -0.024712864, 0.0) * go_3(1.0, 1.0); + result += vec4(-0.0096404655, 0.0022038757, 0.0035988842, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_M.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_M.glsl new file mode 100644 index 0000000..293c4d0 --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_M.glsl @@ -0,0 +1,275 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.09991986, 0.13782342, -0.031251684, -0.06356843, -0.3437488, 0.05450952, 0.34347802, 0.46335372, 0.08607224, 0.044988394, 0.137179, 0.17976908, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.024212424, -0.09278509, -0.00040907756, 0.34552294, -0.13254678, 0.113105185, 0.005667946, -0.00036919137, -0.06375679, 0.009184115, 0.115518734, -0.115506776, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.14101827, 0.023523493, 0.044094566, -0.019271746, -0.44348842, -0.08818877, -0.4026149, -0.21995795, -0.15880394, -0.013732858, -0.020751135, 0.012719151, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.013001821, -0.34503505, 0.39219138, 0.18792126, 0.24760444, -0.016173402, 0.10154511, 0.15453082, -0.058132876, 0.016784398, -0.05808539, -0.11039915, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.37024534, 0.041440863, -0.3374568, -0.44994286, 0.19555596, 0.20855539, -0.27974075, -0.5372628, 0.21228147, -0.0295346, -0.56700057, 0.030042822, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.12940632, 0.057526, 0.090682045, -0.06985033, -0.13704006, -0.047685407, 0.44615674, -0.48056605, -0.06166251, -0.01883519, 0.2032237, -0.113287605, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.010856669, -0.35820737, 0.16757219, 0.082619876, -0.03967303, 0.038705572, 0.32652855, -0.012030017, 0.015120559, -0.15314877, 0.23442009, 0.09767922, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.046272673, -0.17752305, 0.082018286, -0.2512824, 0.58619463, -0.060903464, -0.022793597, 0.077803515, -0.17025311, 0.05136993, 0.029383298, -0.15475409, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.11212024, 0.13378005, -0.2027488, 0.08056421, -0.11176219, -0.048429377, -0.08396386, 0.10507829, 0.13326839, 0.0430627, 0.051362377, 0.06482755, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.061233472, 0.39222646, 0.029704979, 0.02586828); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.16410656, -0.40521824, 0.13121907, -0.02314597, 0.105412476, -0.060401272, -0.043063477, -0.13933973, 0.12558138, -0.020861467, 0.030370515, 0.13178016, -0.14220351, 0.20736893, 0.003321564, -0.29241714) * go_0(-1.0, -1.0); + result += mat4(0.18517321, 0.29162985, -0.26783395, 0.039760686, 0.025527012, -0.067319244, 0.055004176, 0.048916563, 0.12750523, -0.091435954, 0.13818842, 0.36704224, 0.0839921, 0.10186618, -0.17237376, 0.13282418) * go_0(-1.0, 0.0); + result += mat4(-0.1657887, 0.0131325135, -0.17222486, 0.091398895, -0.12756164, -0.08437298, -0.29052997, 0.3269337, 0.15870757, -0.013529402, -0.0581753, 0.11802371, 0.07099966, -0.024063632, 0.31834844, -0.11183859) * go_0(-1.0, 1.0); + result += mat4(0.46036887, -0.07654623, 0.22923063, 0.17463821, 0.10555414, -0.117430426, 0.12406777, -0.011399492, 0.028316498, 0.13684341, 0.009664087, 0.2022659, 0.04953974, -0.31342217, -0.6103131, -0.13605757) * go_0(0.0, -1.0); + result += mat4(0.03406955, -0.39819366, 0.61176, -0.46809456, -0.029321073, 0.46619493, 0.36700186, 0.02288561, 0.11464085, -0.10931452, -0.09154022, 0.07334147, -0.5609916, 0.31826234, -0.011012659, -0.46719545) * go_0(0.0, 0.0); + result += mat4(-0.056855045, 0.27037027, -0.09269696, -0.563572, -0.06816116, -0.22986612, 0.08693167, -0.16246101, 0.09954046, -0.05374176, 0.0071916827, -0.1788692, 0.3825241, -0.1609887, 0.055204768, 0.10213068) * go_0(0.0, 1.0); + result += mat4(0.0646626, 0.102358796, -0.45055822, 0.20557903, -0.23337309, 0.12633002, -0.19299199, -0.15085731, -0.13473304, 0.053790465, -0.10061193, -0.13393497, -0.04264752, -0.029740738, -0.07865285, 0.20883279) * go_0(1.0, -1.0); + result += mat4(0.010471527, -0.033218473, -0.46157447, 0.004866583, 0.23226471, -0.059343327, -0.1439596, 0.13619648, 0.013839963, 0.15930325, 0.043742355, 0.17467323, 0.33772305, 0.40261495, -0.08351293, 0.18129359) * go_0(1.0, 0.0); + result += mat4(-0.12493434, -0.1875134, -0.074943796, -0.0031701606, -0.037142616, 0.1667002, 0.16665547, -0.011248127, 0.0071619414, 0.0034872112, 0.120318964, -0.09625579, 0.14917047, -0.16310586, 0.07231737, 0.30447328) * go_0(1.0, 1.0); + result += mat4(0.093798615, 0.17074613, -0.08780678, -0.012520207, 0.118534856, 0.027508778, -0.2778478, -0.19509242, -0.34137097, 0.32000312, -0.22027159, 0.337515, 0.16220862, 0.108993016, 0.14070526, 0.12784284) * go_1(-1.0, -1.0); + result += mat4(-0.14325632, -0.1467453, -0.27502358, 0.09370837, 0.11821083, -0.012266484, -0.2100548, 0.4707502, -0.06766648, 0.58165014, -0.2512279, -0.33783755, 0.1318925, -0.04346277, 0.15454485, 0.044500057) * go_1(-1.0, 0.0); + result += mat4(-0.05683207, 0.0051946463, -0.108000524, 0.10133204, -0.50763863, 0.007308442, 0.8542404, 0.28387356, 0.022709515, 0.294523, -0.3822472, 0.66166407, 0.01404485, 0.031282708, -0.26756814, -0.123147786) * go_1(-1.0, 1.0); + result += mat4(-0.36455178, 0.3470555, -0.045303088, -0.03170764, -0.15802494, -0.0019141496, -0.25939587, -0.23875342, 0.130428, 0.03954273, -0.17985536, 0.105145946, 0.15804817, 0.12551713, 0.28371975, -0.085748516) * go_1(0.0, -1.0); + result += mat4(0.0060625463, 0.2443924, -0.017692259, -0.20214005, -0.09584515, -0.012805372, -0.13942227, 0.16143198, 0.12942013, 0.41785547, 0.046071563, 0.7030026, 0.10499644, -0.20566013, -0.031321276, 0.27830327) * go_1(0.0, 0.0); + result += mat4(-0.081274964, -0.14562319, 0.27200526, -0.20491314, 0.012910989, 0.024201397, 0.04816258, 0.21297328, -0.22015952, -0.44160756, -0.056035373, 0.33824417, -0.31645304, 0.15469243, 0.053187452, -0.20989445) * go_1(0.0, 1.0); + result += mat4(-0.046550367, 0.033185404, 0.33337244, 0.12853645, 0.23520172, -0.05909214, 0.0861368, 0.10706329, -0.07058717, -0.11759937, -0.18594047, 0.080006264, -0.055425353, -0.12506317, 0.15729053, -0.0915004) * go_1(1.0, -1.0); + result += mat4(0.042516407, 0.14844789, 0.16533111, 0.13502933, -0.0655417, -0.057256397, 0.076713726, -0.23448966, 0.12855926, 0.014219275, 0.051761385, 0.053433083, -0.2446715, -0.4008074, 0.19603717, -0.1796951) * go_1(1.0, 0.0); + result += mat4(0.14777803, 0.15524907, 0.043158617, -0.06996876, 0.19210646, -0.2144364, -0.47020787, -0.4207906, -0.18074386, -0.2163903, 0.0030754965, 0.36799973, -0.3837698, -0.0022661497, -0.37276733, -0.28934997) * go_1(1.0, 1.0); + result += vec4(-0.018297346, -0.080951825, -0.062163066, -0.08050014); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.31543177, 0.23095237, -0.06692611, -0.5867763, 0.003622504, 0.17948842, -0.14627707, 0.1745016, -0.052964583, -0.15551159, 0.05644786, -0.012665164, 0.13107763, 0.11369179, -0.09452995, -0.11973403) * go_0(-1.0, -1.0); + result += mat4(-0.2694661, -0.115382135, 0.3073268, -0.067228466, -0.25511482, -0.13922207, 0.36758214, -0.18821828, -0.022617863, 0.20333402, -0.11125889, 0.3552245, -0.013346653, -0.099095374, -0.25100616, 0.35521755) * go_0(-1.0, 0.0); + result += mat4(0.011012409, -0.13675085, 0.25642, -0.34851208, -0.23184675, 0.18012202, 0.57654136, 0.103173524, -0.16461405, 0.038177088, 0.1234096, 0.013202029, -0.19033363, 0.07469178, -0.017948546, 0.15287702) * go_0(-1.0, 1.0); + result += mat4(-0.05340533, 0.23797482, 0.20351392, -0.05333351, -0.12181174, -0.23363493, -0.20696607, 0.109941036, -0.11519453, 0.13842066, -0.10687832, 0.29040006, 0.022218632, 0.031238724, 0.2685182, 0.15300068) * go_0(0.0, -1.0); + result += mat4(0.22985318, -0.3103802, -0.22916415, 0.25238806, -0.11690287, -0.1947488, 0.118020535, 0.07814263, -0.06335474, -0.007870727, 0.076106325, 0.094677486, -0.16776285, -0.006570437, -0.29589584, 0.41413507) * go_0(0.0, 0.0); + result += mat4(0.43607962, -0.36456433, -0.123776875, -0.16634953, -0.091190875, 0.13035081, 0.28627968, 0.27249968, 0.12356344, -0.008616177, 0.09599816, -0.006144557, -0.23490307, 0.3013123, 0.14153156, 0.21837278) * go_0(0.0, 1.0); + result += mat4(0.060364585, 0.37860224, 0.039182413, -0.22805426, -0.089910224, -0.06817697, -0.2684275, -0.12528503, 0.036934495, -0.07826616, 0.06559976, -0.08253646, 0.13489649, 0.06237663, 0.126376, 0.21194184) * go_0(1.0, -1.0); + result += mat4(-0.12534817, 0.21225189, -0.27818045, -0.3070443, -0.006957577, -0.025105853, 0.12100924, -0.06916452, 0.23081483, 0.1802756, -0.18995638, 0.16603014, -0.2904096, -0.25292823, -0.21834068, 0.13719653) * go_0(1.0, 0.0); + result += mat4(0.017209655, 0.10757137, 0.21414296, -0.30885983, 0.10467716, -0.2184891, 0.100061476, -0.1527528, 0.2100472, -0.25768545, -0.22329919, -0.29153427, -0.06983842, -0.103854865, -0.051384352, 0.14629121) * go_0(1.0, 1.0); + result += mat4(0.0059623295, -0.26060802, 0.32115817, 0.021025505, 0.09783085, -0.15865178, 0.1473021, -0.24977303, -0.033508282, 0.17480391, -0.091310136, 0.09870876, 0.10504043, -0.06105686, 0.013493489, -0.11278855) * go_1(-1.0, -1.0); + result += mat4(0.14875248, -0.14859414, 0.19377062, -0.17456068, 0.101288855, -0.1113682, -0.48944646, 0.1018565, -0.037392337, 0.08539691, 0.1751306, -0.15428723, -0.059375558, 0.027663672, 0.051804014, -0.049813222) * go_1(-1.0, 0.0); + result += mat4(0.118846565, -0.19869871, -0.037388258, 0.08456728, -0.11662527, -0.43818352, -0.093285345, 0.038507205, -0.051991668, 0.21008292, 0.10792365, 0.2020924, 0.057021596, 0.09460527, 0.0016551288, -0.0015957063) * go_1(-1.0, 1.0); + result += mat4(0.11062174, -0.2639232, -0.060295466, -0.3217331, -0.050545212, 0.30989558, 0.30906132, 0.030323273, 0.028986752, 0.037429404, 0.20855664, -0.19848943, 0.034687653, -0.09599135, -0.06250494, -0.13215867) * go_1(0.0, -1.0); + result += mat4(-0.010391146, 0.07657845, 0.44491258, 0.0435906, 0.0075931503, 0.42632654, 0.47022533, 0.34737435, -0.15452717, -0.14613411, -0.45231065, 0.12094409, 0.0067911847, 0.057501152, 0.09876979, 0.044946447) * go_1(0.0, 0.0); + result += mat4(-0.15607435, 0.2293058, -0.09520331, 0.012836732, -0.15282455, 0.26437718, -0.1685477, -0.13211122, -0.055801593, -0.016778728, -0.34478986, -0.23228309, 0.12300962, -0.13235827, -0.13987203, -0.16550972) * go_1(0.0, 1.0); + result += mat4(0.13161735, -0.09039346, -0.033475474, -0.23686698, 0.1514885, 0.20977421, 0.031431954, -0.0049226107, 0.090661936, 0.15288061, -0.03316583, 0.09646573, -0.32651708, 0.18825398, -0.15777239, 0.17572704) * go_1(1.0, -1.0); + result += mat4(0.112157226, -0.08712878, 0.23453182, 0.1043877, -0.14686783, 0.28682423, -0.086443506, 0.059457052, -0.31530112, -0.2700583, -0.06028952, -0.070416875, 0.18053482, 0.16653341, 0.25215197, 0.061915852) * go_1(1.0, 0.0); + result += mat4(-0.20122242, 0.076313145, -0.0988483, 0.094337784, -0.35436687, 0.3762327, -0.07809558, 0.3055848, 0.10425242, -0.17087407, 0.030301496, -0.13911743, 0.01630275, 0.24247427, -0.006474477, 0.03842641) * go_1(1.0, 1.0); + result += vec4(-0.008952847, -0.0058945753, -0.08097229, 0.020968592); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.2237721, -0.0064096362, -0.31808427, 0.73477733, 0.015353088, 0.23983319, 0.14967978, -0.34920225, -0.07456269, 0.093151815, -0.14331086, -0.24586205, -0.14183366, 0.06401045, -0.22044073, 0.29932275) * go_0(-1.0, -1.0); + result += mat4(-0.07968509, -0.3349146, 0.16529128, 0.08443499, 0.4095855, -0.17120704, 0.17425705, 0.15298946, 0.2981273, 0.2212369, 0.10392389, -0.28775454, -0.065247655, -0.15255849, 0.13094437, 0.18685219) * go_0(-1.0, 0.0); + result += mat4(0.015706737, -0.17755036, 0.2622526, 0.112057306, -0.15876788, -0.38466996, -0.33700845, -0.031711742, -0.023320962, -0.3145249, -0.21223734, -0.1314596, -0.1888095, -0.046370104, 0.09000896, -0.0046378844) * go_0(-1.0, 1.0); + result += mat4(-0.31127506, 0.31304324, -0.03965752, 0.03649018, -0.029851055, 0.05801377, 0.00040150844, -0.04422069, 0.18019931, 0.14415511, -0.09845236, 0.21895434, -0.013932474, -0.046454947, -0.3403935, -0.006705289) * go_0(0.0, -1.0); + result += mat4(-0.34878647, -0.5129283, 0.060250953, -0.16354133, 0.20644619, 0.08732273, -0.24118888, 0.24455065, 0.24449423, 0.44103387, 0.22455928, 0.25738943, -0.26914698, -0.21309987, 0.08386486, 0.021484816) * go_0(0.0, 0.0); + result += mat4(-0.057454903, -0.4121922, 0.022661546, 0.37178272, 0.03331408, 0.05044008, 0.04324371, 0.20727943, 0.2432641, 0.076906696, -0.20858039, 0.012439015, -0.19335061, 0.09217451, 0.1968369, -0.19435833) * go_0(0.0, 1.0); + result += mat4(-0.16960496, 0.24616167, 0.37977478, 0.14324574, -0.011531225, -0.11312143, -0.18141079, -0.23843932, 0.0086012175, -0.3564491, -0.12639481, 0.009799298, -0.29120612, 0.23756824, 0.18035695, -0.087133996) * go_0(1.0, -1.0); + result += mat4(-0.10081239, 0.29191494, 0.10434693, 0.08970636, 0.008997759, 0.104756236, 0.039641086, 0.02323888, -0.11627765, 0.023693223, -0.30801758, -0.120208986, 0.05086147, 0.18498175, 0.15595439, -0.09877306) * go_0(1.0, 0.0); + result += mat4(0.101321675, -0.2929976, 0.38810417, 0.5605376, -0.04073937, 0.030110704, -0.18147062, -0.09833952, 0.01927733, 0.15335669, -0.15384074, -0.110595055, -0.054297395, -0.077522054, 0.07918369, -0.068480626) * go_0(1.0, 1.0); + result += mat4(0.23263514, -0.11719232, 0.2903209, -0.007503795, -0.020222448, -0.17790157, -0.15600762, -0.08741775, 0.12529704, 0.25548857, -0.04585447, -0.10255033, 0.18350503, -0.29593533, 0.0868933, 0.027004737) * go_1(-1.0, -1.0); + result += mat4(-0.14958654, -0.006238835, -0.2928948, 0.1988557, -0.17057803, 0.12524141, 0.13978264, -0.019280292, 0.05967142, -0.07790818, -0.5893818, -0.022845713, -0.08596779, 0.07875358, -0.03316667, -0.4369282) * go_1(-1.0, 0.0); + result += mat4(0.19195688, -0.060883682, -0.25897828, 0.07063324, 0.090833396, 0.003422883, 0.109534174, 0.031180874, -0.05017118, 0.022862168, -0.270113, -0.057831235, 0.53920543, -0.10252776, -0.091807485, 0.004294343) * go_1(-1.0, 1.0); + result += mat4(-0.18494242, -0.119284816, 0.3821897, 0.07777979, 0.15568028, -0.2854859, -0.22441281, -0.049155876, -0.15292497, 0.21895619, -0.095677756, 0.15210424, 0.001643022, -0.026176987, 0.048463076, -0.4824009) * go_1(0.0, -1.0); + result += mat4(0.007215129, 0.17074333, 0.053930074, -0.027014816, -0.17180431, -0.15163863, -0.0012122132, -0.18934256, -0.08294297, -0.24580221, -0.46552867, -0.27923223, 0.4092668, 0.06288688, -0.1602188, -0.0030876845) * go_1(0.0, 0.0); + result += mat4(0.111870885, 0.03317145, 0.14155298, 0.20328505, -0.05104131, 0.13979794, 0.018966835, -0.07238511, 0.05493792, -0.14975783, -0.10293237, -0.21985306, 0.49054706, 0.18288186, -0.26925826, 0.35845932) * go_1(0.0, 1.0); + result += mat4(0.3747799, -0.096748486, -0.17139742, 0.25289854, -0.17421168, -0.018461818, 0.09747162, 0.01660535, -0.20580359, 0.56189656, 0.17151354, -0.26347768, 0.28350568, -0.21486014, -0.44330928, -0.008981037) * go_1(1.0, -1.0); + result += mat4(0.10169985, -0.18244018, 0.04760736, 0.41017643, -0.09468786, -0.024218475, 0.103733875, -0.22540338, 0.10630112, 0.3677178, -0.104170956, 0.057317447, 0.21764882, 0.0789158, -0.22041337, 0.15065216) * go_1(1.0, 0.0); + result += mat4(0.11633995, -0.008195114, -0.14501533, 0.07168025, 0.058413275, 0.055995367, 0.09362145, -0.13827963, 0.13760869, 0.040319785, 0.038895044, 0.2675253, -0.087339684, 0.1412073, -0.17166458, -0.2312994) * go_1(1.0, 1.0); + result += vec4(-0.059377354, -0.02055341, 0.07234869, -0.015452986); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.29012984, -0.13150147, 0.31015614, 0.05992291, -0.050289866, 0.14845313, -0.09608898, 0.27913308, 0.060307387, -0.04160452, 0.035932682, -0.08137563, -0.07999419, 0.11818284, -0.27512288, 0.21948813) * go_0(-1.0, -1.0); + result += mat4(0.12916058, -0.21759962, -0.33868533, 0.021636661, 0.053470243, 0.1412425, 0.043395396, -0.26751056, -0.01689101, -0.2623835, 0.010809152, 0.062962815, -0.20692012, -0.1677863, -0.23313859, -0.17402615) * go_0(-1.0, 0.0); + result += mat4(-0.08204112, -0.23672083, -0.0064437394, -0.13200696, -0.056692924, -0.02708657, 0.12536962, 0.004428919, 0.14137582, 0.15404348, -0.105753876, 0.047957454, 0.15734316, 0.16562423, -0.010160829, -0.06602983) * go_0(-1.0, 1.0); + result += mat4(0.025653997, -0.10877775, -0.31258908, 0.18841636, -0.36005193, 0.1816357, -0.34537643, -0.0741087, 0.4663994, 0.0065186517, 0.08109033, 0.2976773, -0.35774228, -0.041366056, -0.37852773, 0.050565656) * go_0(0.0, -1.0); + result += mat4(0.04392313, 0.11316681, -0.14421389, 0.17985669, -0.1651274, -0.5656209, -0.124100484, 0.42774054, -0.1153939, 0.16829851, 0.2025612, 0.054007456, -0.06868256, -0.56935954, -0.12227961, 0.17688861) * go_0(0.0, 0.0); + result += mat4(0.34041, 0.499, 0.15234196, 0.21353458, -0.2732667, -0.049950935, 0.03550811, -0.21051687, 0.2609023, 0.016438454, -0.29874632, 0.37994128, 0.049288407, -0.31126305, 0.029235512, -0.012256015) * go_0(0.0, 1.0); + result += mat4(-0.0046853204, 0.15391374, -0.040689662, 0.20186873, -0.08137621, 0.35905558, 0.23733845, 0.21794793, -0.066420384, 0.029600656, -0.31421044, -0.050773863, -0.06260773, 0.04634221, -0.10948491, -0.045498934) * go_0(1.0, -1.0); + result += mat4(-0.082953, -0.025837064, -0.09928303, -0.14300232, 0.275064, 0.07793617, 0.22240888, 0.06637834, -0.4382666, -0.2932182, -0.27243167, -0.14221182, 0.5695728, 0.20719238, 0.5575927, 0.40816882) * go_0(1.0, 0.0); + result += mat4(-0.18510929, -0.15052167, 0.25277212, 0.06804461, 0.016387, 0.20310035, 0.2903229, -0.0615877, -0.28987274, -0.11942605, 0.013498961, 0.3184152, 0.29543474, -0.042830903, -0.018111207, -0.13263674) * go_0(1.0, 1.0); + result += mat4(0.25749087, 0.0053866603, -0.09391162, -0.06129529, -0.094091184, -0.07419633, 0.0013858611, 0.012000353, -0.062903, -0.0204224, -0.12113313, 0.017942557, -0.073379934, 0.052201986, 0.35864577, 0.023564404) * go_1(-1.0, -1.0); + result += mat4(0.100115694, 0.19451359, 0.23252094, 0.19506809, -0.12470779, 0.0027281935, -0.17488572, -0.018721964, -0.15159339, 0.18457152, 0.057712987, -0.08191495, 0.19735703, 0.07326743, -0.28563106, 0.01642815) * go_1(-1.0, 0.0); + result += mat4(0.068062514, 0.28356665, 0.07377898, 0.42776972, 0.28725025, -0.13045293, -0.17525704, -0.05885591, -0.16676305, -0.2555945, -0.10078422, -0.053032875, 0.084470876, 0.06460686, 0.13824362, -0.05231353) * go_1(-1.0, 1.0); + result += mat4(0.22637829, -0.028969254, 0.1968254, -0.13331996, 0.038017053, -0.008854481, -0.2031639, 0.09237089, -0.3821112, 0.1108527, -0.11029933, -0.24542028, 0.22416145, -0.031492114, -0.19144306, -0.0996271) * go_1(0.0, -1.0); + result += mat4(0.10776744, 0.16363445, 0.14656505, -0.3737814, -0.06642015, 0.5616549, -0.008412252, -0.37266847, 0.12506576, -0.15329036, 0.037538245, -0.10810259, 0.01706349, 0.1813702, 0.035651788, -0.012786579) * go_1(0.0, 0.0); + result += mat4(-0.4023338, -0.2098614, -0.18285121, -0.02727653, 0.26107362, 0.041306913, -0.036515504, -0.045217298, -0.39958602, -0.21229339, -0.021053292, -0.13427502, 0.36178818, 0.20934913, 0.1500852, 0.2634554) * go_1(0.0, 1.0); + result += mat4(0.07794611, -0.25937587, -0.06822529, -0.056336135, 0.094220124, 0.21588847, -0.0455218, -0.10968329, -0.08068449, -0.31366697, 0.07799637, 0.24252681, 0.23963861, 0.13715535, 0.010329345, 0.09094301) * go_1(1.0, -1.0); + result += mat4(-0.20975718, -0.12550138, 0.14453574, -0.0020878632, -0.07153068, 0.3249998, -0.056577377, 0.18166828, 0.37204072, 0.17018336, 0.3752895, 0.32178587, 0.2571982, -0.27258632, -0.25971004, -0.40536007) * go_1(1.0, 0.0); + result += mat4(-0.3243907, -0.06300621, -0.09398436, -0.19549188, 0.14906861, 0.061537784, -0.055284478, 0.11281728, 0.12964857, 0.09979093, -0.1810159, -0.4104283, 0.05807971, -0.056371246, 0.08072554, 0.18479007) * go_1(1.0, 1.0); + result += vec4(-0.048888464, -0.0561434, 0.030690912, -0.030496685); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.15332128, 0.027258258, 0.14900503, -0.15982795, 0.17021236, -0.51046044, -0.15287271, -0.058167327, 0.51826185, -0.34817994, 0.004513167, 0.05395769, 0.1990321, -0.049979225, 0.11391989, -0.16062729) * go_0(-1.0, -1.0); + result += mat4(0.033682905, 0.019728886, 0.19931756, 0.17381927, 0.2585768, -0.2124572, -0.014632459, 0.39779893, -0.1146207, -0.2396625, 0.08960277, 0.38345298, 0.25497693, 0.11692859, -0.14207517, 0.12667973) * go_0(-1.0, 0.0); + result += mat4(-0.14911255, 0.08910706, 0.16136818, 0.03914566, 0.24204038, -0.03607149, -0.4571109, 0.10802461, -0.0021356856, 0.00885878, 0.22297303, 0.2367231, 0.045177583, 0.11120606, -0.009971904, -0.059262395) * go_0(-1.0, 1.0); + result += mat4(0.24565999, -0.2261384, 0.47373205, 0.024613412, -0.10923052, 0.039027315, -0.42707404, -0.3783373, 0.3544573, -0.5468578, -0.27599156, -0.09455918, 0.18760219, -0.19082001, 0.030565469, 0.20589156) * go_0(0.0, -1.0); + result += mat4(0.1973198, -0.03433863, 0.059960485, 0.045642868, 0.1819595, -0.14460869, 0.1286175, 0.2067575, -0.042632047, -0.11842967, -0.11224446, -0.18764776, -0.19563004, 0.027425969, 0.24056377, 0.5949649) * go_0(0.0, 0.0); + result += mat4(0.055027682, 0.16331595, -0.2608588, 0.12545955, 0.4588985, 0.03642909, 0.22187738, 0.45190734, -0.001210133, -0.057651415, -0.061199043, 0.11935476, -0.049561135, 0.27509886, 0.13778673, -0.124914035) * go_0(0.0, 1.0); + result += mat4(-0.02257459, 0.27705106, 0.044165276, -0.26521233, 0.05982374, -0.2824302, 0.3171142, 0.08430561, -0.10155528, 0.16182268, -0.09183147, -0.19447176, 0.3295707, -0.50616395, -0.036964044, 0.23166709) * go_0(1.0, -1.0); + result += mat4(-0.0232342, 0.07299799, -0.18038079, -0.13672702, -0.108305976, 0.15024792, -0.19531927, 0.0870979, -0.26488534, 0.19481428, 0.10737945, -0.14573483, -0.33094683, 0.24155116, -0.09850332, 0.2797003) * go_0(1.0, 0.0); + result += mat4(-0.24089853, 0.19506595, 0.4799156, -0.058313113, 0.36212957, -0.44844806, 0.23864488, 0.15477742, -0.07795971, -0.0033861927, -0.11216164, 0.033454563, -0.25893036, 0.23793478, -0.15769425, -0.00033481256) * go_0(1.0, 1.0); + result += mat4(0.05772507, -0.1640253, -0.13499664, -0.20460358, -0.024399966, 0.14966168, -0.090857334, -0.039677754, 0.00036956606, -0.24236615, -0.053542696, -0.0049544116, 0.026651502, 0.39019194, -0.2742246, -0.061242323) * go_1(-1.0, -1.0); + result += mat4(-0.016323274, -0.036179908, 0.029965919, 0.11151491, -0.00016685206, -0.29573023, 0.17996423, -0.20145437, 0.1324275, -0.18442132, -0.24618152, 0.061780427, -0.02770517, 0.28452995, 0.39804098, -0.1174389) * go_1(-1.0, 0.0); + result += mat4(-0.025068847, -0.053328387, -0.27053785, 0.26866457, -0.09866204, 0.057677213, 0.01850112, -0.18014707, -0.13319959, -0.14411181, -0.26355243, -0.022209354, -0.05062645, -0.036771543, 0.13294417, -0.18458557) * go_1(-1.0, 1.0); + result += mat4(-0.046194963, 0.038230438, -0.08993043, -0.07236354, 0.11031123, -0.16504908, -0.09517036, -0.16459833, -0.5279925, 0.12686682, -0.05726125, 0.055361677, 0.31593755, 0.027328093, 0.001839602, 0.30581662) * go_1(0.0, -1.0); + result += mat4(0.08608678, 0.03168437, 0.007713377, -0.26140293, -0.1268983, 0.13395861, -0.069848835, -0.24080403, 0.018839337, -0.049821075, -0.21461345, -0.14168301, -0.0872339, 0.47096667, 0.022512507, 0.14860632) * go_1(0.0, 0.0); + result += mat4(0.06293673, 0.22462969, 0.045494985, 0.021673543, 0.18227446, -0.2956555, 0.08010543, -0.01919729, -0.012190269, 0.241983, -0.046537094, -0.40094566, -0.3853647, 0.1081711, -0.16926058, 0.16138376) * go_1(0.0, 1.0); + result += mat4(-0.14854589, -0.17625804, -0.10849075, 0.221543, 0.099971965, 0.13901573, 0.29464146, 0.020068526, 0.054358527, -0.10351705, -0.0062914286, 0.24127026, -0.16914125, 0.12729423, -0.18377453, -0.6452375) * go_1(1.0, -1.0); + result += mat4(0.12603393, -0.10986093, 0.2314103, 0.16915044, -0.13619255, -0.09349073, 0.20594226, -0.34507084, 0.19077192, 0.052500796, 0.07185645, 0.029082738, -0.015576321, 0.08254907, -0.5501743, -0.38495848) * go_1(1.0, 0.0); + result += mat4(0.09300796, -0.079218306, 0.46825135, -0.08735625, 0.06321122, 0.16234867, 0.042932414, -0.013057422, 0.09697148, 0.23457524, 0.19417483, -0.16804664, 0.18379296, 0.17770062, -0.050235, -0.059676602) * go_1(1.0, 1.0); + result += vec4(0.011169491, 0.032399546, 0.138099, 0.023857072); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.22753362, -0.08612073, 0.33140692, 0.08699529, -0.18788953, -0.056579117, -0.12905197, -0.06694621, 0.054559365, 0.15031597, -0.13430363, 0.021646025, 0.14884405, -0.0694291, 0.26149413, 0.11270503) * go_0(-1.0, -1.0); + result += mat4(0.17876762, -0.09637848, 0.11285323, 0.2004893, 0.1317187, -0.036162686, 0.17958368, -0.069625, 0.28760737, -0.12505141, 0.12760694, 0.047717955, -0.16811855, -0.16340709, 0.13278298, -0.08403954) * go_0(-1.0, 0.0); + result += mat4(-0.21917523, 0.079711854, -0.28642535, 0.2822416, 0.03001489, -0.014772918, -0.3487396, 0.10597145, -0.013841082, 0.17034237, 0.10810282, -0.08089695, -0.22184245, -0.59067357, 0.44113398, 0.13045649) * go_0(-1.0, 1.0); + result += mat4(-0.29906932, 0.013923749, 0.2031124, -0.11846688, -0.13953634, 0.08003455, -0.10164494, -0.21218559, 0.10563715, 0.31033117, -0.075903505, 0.047310907, -0.37824214, -0.14506383, 0.11866701, -0.21384487) * go_0(0.0, -1.0); + result += mat4(-0.1353849, 0.19258606, 0.063908584, -0.2043788, 0.27244982, 0.1665306, -0.29357895, -0.22441709, 0.18514316, -0.17840464, 0.20986097, 0.14351055, -0.057732623, 0.42166704, -0.23182064, -0.4957248) * go_0(0.0, 0.0); + result += mat4(-0.34830126, 0.109066755, -0.28285867, -0.048280068, -0.12290918, 0.04291651, -0.047484186, -0.03702595, 0.23047262, 0.09398974, 0.022467108, 0.08271034, 0.3066665, -0.54077, 0.057771873, 0.23194093) * go_0(0.0, 1.0); + result += mat4(-0.17731948, -0.3175927, 0.1452728, 0.09396786, -0.16433562, -0.01833653, -0.22345604, -0.04161193, -0.14827462, 0.18544114, -0.15544125, -0.06179007, 0.16989979, -0.20985202, 0.16391534, -0.09447268) * go_0(1.0, -1.0); + result += mat4(-0.053878862, -0.21034616, 0.023831524, 0.19772215, 0.31647214, 0.0126534775, -0.19130844, -0.049282108, -0.21446131, 0.067189045, 0.09117449, -0.25548774, 0.12109098, 0.22009392, -0.3924665, -0.13340388) * go_0(1.0, 0.0); + result += mat4(-0.16096684, -0.18495405, 0.10410178, 0.0015673033, -0.00183498, -0.044303037, -0.062745355, -0.090802394, 0.043269135, 0.06924481, -0.21367405, -0.14619029, 0.11555763, -0.20292862, 0.5799557, 0.14739846) * go_0(1.0, 1.0); + result += mat4(-0.21030277, -0.09578802, 0.013482288, -0.21484336, 0.12995781, 0.40431052, -0.3347856, -0.18183486, 0.15550353, -0.04402301, 0.4603779, 0.14874357, -0.07694621, -0.053523075, -0.19607326, -0.10850742) * go_1(-1.0, -1.0); + result += mat4(-0.2347211, 0.2697403, -0.0634794, -0.17925987, 0.17231455, 0.24999185, -0.5208536, -0.10491828, -0.233575, 0.52950364, 0.0038063182, -0.1380038, 0.022935199, 0.19369157, 0.14586553, 0.1938704) * go_1(-1.0, 0.0); + result += mat4(-0.10245223, 0.34150192, 0.25862157, -0.20165509, 0.5597771, 0.114510864, -0.122526556, -0.04010975, 0.1704679, -0.23335956, -0.16771887, -0.03783455, -0.056995615, 0.24153493, -0.08082429, -0.24210933) * go_1(-1.0, 1.0); + result += mat4(-0.103466526, 0.15278348, -0.30526164, -0.080755696, 0.103505425, 0.15862796, 0.14696524, -0.008358076, -0.09180311, -0.12505089, 0.28052542, -0.13551563, 0.07528779, -0.09636086, -0.10369617, 0.23656134) * go_1(0.0, -1.0); + result += mat4(-0.25752836, 0.099439755, -0.30716348, 0.035077725, 0.023509016, 0.23106368, 0.05277125, 0.34910464, 0.088015385, 0.26995596, 0.1390645, -0.40671825, 0.18096298, -0.100688554, 0.5492049, 0.2482101) * go_1(0.0, 0.0); + result += mat4(0.41411775, -0.107200556, -0.13813478, 0.13768874, 0.27137747, 0.06313619, -0.08522967, 0.03218302, -0.03166121, -0.3415683, -0.52242, -0.1741813, -0.36956537, 0.179129, -0.09742935, -0.11696616) * go_1(0.0, 1.0); + result += mat4(-0.07975504, 0.17964838, 0.37122533, 0.16064765, 0.14309953, 0.29473078, 0.0926391, -0.22333665, 0.34612748, -0.3387473, 0.0077308523, -0.07239449, 0.18522519, -0.21297298, 0.11493978, 0.16117814) * go_1(1.0, -1.0); + result += mat4(-0.17402779, 0.10023144, 0.11712206, 0.031971734, 0.18713303, 0.08736295, 0.013007052, -0.06943139, -0.20102951, -0.010721135, -0.2562522, 0.34877458, -0.13732676, -0.40258047, 0.25824392, 0.15720639) * go_1(1.0, 0.0); + result += mat4(0.044494305, 0.3296108, 0.0017603852, 0.09362289, 0.38839245, 0.40015858, -0.13395199, -0.044521853, -0.56266373, 0.251378, 0.5005789, -0.13106057, -0.18491416, -0.046887, 0.067797676, -0.14694957) * go_1(1.0, 1.0); + result += vec4(0.013687534, -0.08185164, -0.04755438, 0.290178); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(M)-Conv-3x1x1x56 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_tf +//!BIND conv2d_1_tf +//!BIND conv2d_2_tf +//!BIND conv2d_3_tf +//!BIND conv2d_4_tf +//!BIND conv2d_5_tf +//!BIND conv2d_6_tf +//!SAVE MAIN +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_2 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_12 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08837163, -0.065234736, -0.034704313, 0.0, 0.021405501, 0.013663729, 0.019249594, 0.0, 0.05328863, 0.03580334, 0.046457592, 0.0, -0.12216048, 0.022547891, 0.016400825, 0.0) * g_0; + result += mat4(0.061996464, 0.05631466, 0.06808407, 0.0, -0.005013109, -0.0044589997, -0.032367796, 0.0, 0.016481603, 0.13721058, 0.14924648, 0.0, 0.020035887, -0.07250003, -0.08034037, 0.0) * g_1; + result += mat4(0.24078514, 0.081361525, 0.053420708, 0.0, -0.009353794, -0.051077116, -0.058007747, 0.0, -0.14071098, 0.01035966, 0.005308949, 0.0, -0.1489842, -0.06711817, -0.05552926, 0.0) * g_2; + result += mat4(-0.13002375, 0.012733757, 0.017821986, 0.0, 0.17767483, 0.20204604, 0.1751779, 0.0, 0.12804912, 0.07381453, 0.05655911, 0.0, 0.17044514, 0.07301451, 0.06523978, 0.0) * g_3; + result += mat4(-0.1170986, -0.05130371, -0.027939914, 0.0, -0.16645707, -0.121526904, -0.09471366, 0.0, -0.04143118, 0.026693767, 0.034615446, 0.0, -0.084318705, -0.064990036, -0.054324172, 0.0) * g_4; + result += mat4(0.12094524, 0.09518409, 0.07387219, 0.0, 0.062216382, 0.053228356, 0.031372335, 0.0, 0.072797105, 0.026258165, 0.009804673, 0.0, 0.120719045, 0.073281154, 0.056623302, 0.0) * g_5; + result += mat4(-0.11141495, -0.11566289, -0.10398725, 0.0, -0.0651895, -0.06820691, -0.054204144, 0.0, -0.032746475, -0.008849683, -0.007610222, 0.0, -0.024655705, -0.048778858, -0.041144755, 0.0) * g_6; + result += mat4(0.058090195, 0.07538767, 0.059722915, 0.0, 0.044788487, 0.04212742, 0.027502589, 0.0, 0.04892866, 0.015416752, 0.008312418, 0.0, -0.011864114, -0.0074752793, -0.0060824654, 0.0) * g_7; + result += mat4(0.043446552, 0.061971307, 0.05758086, 0.0, -0.06379154, -0.053758245, -0.047204215, 0.0, 0.016307736, 0.03423424, 0.030179083, 0.0, 0.041445345, 0.03843772, 0.033059113, 0.0) * g_8; + result += mat4(-0.003803544, 0.0008906116, -0.00059585314, 0.0, 0.102071285, 0.11485224, 0.10007254, 0.0, -0.074306004, -0.08803551, -0.07972321, 0.0, -0.030704215, -0.021514274, -0.009049376, 0.0) * g_9; + result += mat4(0.0066058086, 0.0011408008, 0.0016199006, 0.0, -0.03916473, -0.042929266, -0.04018418, 0.0, -0.03153446, -0.039413508, -0.034767237, 0.0, 0.113516055, 0.12577052, 0.113335624, 0.0) * g_10; + result += mat4(0.02655948, 0.041905303, 0.03861737, 0.0, 0.048471425, 0.049788587, 0.050447535, 0.0, 0.12092813, 0.13564217, 0.12613249, 0.0, -0.0023508538, 0.0012828974, 0.0028730957, 0.0) * g_11; + result += mat4(0.0084758485, 0.008800083, 0.008206044, 0.0, -0.056123603, -0.06610845, -0.060320783, 0.0, -0.081793964, -0.101638645, -0.096699014, 0.0, -0.04402356, -0.04177539, -0.03829645, 0.0) * g_12; + result += mat4(0.10676299, 0.118409514, 0.10618478, 0.0, -0.05880252, -0.06488367, -0.06432695, 0.0, 0.019221924, 0.017602798, 0.017413978, 0.0, -0.07512528, -0.080483615, -0.066218294, 0.0) * g_13; + result += vec4(-0.010478934, -0.008364784, -0.010246552, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_S.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_S.glsl new file mode 100644 index 0000000..58ccc1f --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_S.glsl @@ -0,0 +1,137 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-(S)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.19288683, -0.21397883, 0.111997396, -0.04791413, -0.26682988, -0.06144587, -0.03601853, -0.16693151, 0.038494494, -0.16651472, 0.147657, -0.083003886, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.14286195, 0.08746566, -0.40107322, 0.12390977, -0.33392772, -0.18703035, -0.21326795, 0.04780781, -0.15155545, -0.0010025925, -0.1554875, -0.10676251, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.28095165, 0.022872915, -0.21342312, -0.29982176, 0.025937587, -0.055012174, -0.33779636, 0.0015666655, 0.076416336, 0.06656033, -0.1557806, 0.1078894, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.31584853, 0.07527119, 0.30713862, -0.34014285, -0.50103146, -0.07217874, 0.512807, -0.09597398, -0.32097813, -0.051580857, -0.022466356, 0.01148551, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.026032459, -0.04193211, 0.37703893, -0.031916667, -0.27421117, 1.0906446, -0.049654085, -0.19814016, 0.07819544, 0.06003738, 0.1405805, -0.0064135445, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.041450135, 0.11319654, -0.23237701, 0.08443178, 0.53344345, 0.30857387, -0.057264958, -0.1575803, 0.2325609, -0.027797326, -0.04544767, -0.18720597, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.2531829, -0.074966915, -0.27800754, -0.3146097, 0.20126024, -0.5380133, -0.15082566, -0.19021043, 0.29951036, 0.17123336, -0.01681872, -0.12574998, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.25203633, 0.19882993, 0.14906439, 0.13593598, 0.40712556, 0.084902965, 0.42969635, 0.2961132, -0.057267334, -0.030388135, 8.8084314e-05, 0.0210724, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.13459359, -0.12199573, 0.12591946, 0.24736497, 0.2033463, -0.09388599, -0.094370656, 0.1071285, -0.18479438, -0.066625565, 0.08279283, 0.20130983, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.011108127, -0.07481861, 0.07640154, 0.4964964); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.056432575, 0.0028165397, -0.026325442, -0.14802271, 0.16885762, -0.062179096, -0.2332292, 0.17513658, -0.08011296, 0.02947316, 0.014771492, -0.17946689, 0.026012989, -0.09823925, 0.036625937, -0.06924322) * go_0(-1.0, -1.0); + result += mat4(-0.13571467, 0.09831142, 0.12911566, 0.06305893, -0.07188695, -0.20161287, 0.3858435, -0.21069056, -0.12294444, -0.1404628, -0.022659872, 0.23008968, 0.10969853, 0.17640765, 0.39796907, 0.20413099) * go_0(-1.0, 0.0); + result += mat4(-0.0061665224, 0.055102807, -0.0059629944, -0.021429887, 0.061626043, 0.16898955, -0.21215646, 0.16510476, 0.2238265, 0.19429931, 0.09874656, 0.06828208, -0.122404456, -0.00026717107, -0.28203064, -0.29979932) * go_0(-1.0, 1.0); + result += mat4(-0.22735378, 0.14538136, 0.11549746, 0.194148, -0.09841722, -0.0661309, 0.348576, -0.017375294, -0.044078812, 0.1298332, 0.04793373, -0.30687734, 0.08353025, 0.083519086, 0.10766399, 0.31796935) * go_0(0.0, -1.0); + result += mat4(0.048365135, -0.17566709, -0.33212858, -0.052667376, -0.26443407, -0.010216014, 0.1573303, 0.05725314, 0.08140953, -0.09664591, 0.076109104, -0.026773714, 0.07732627, 0.10188082, -0.28266954, -0.16230233) * go_0(0.0, 0.0); + result += mat4(0.29931107, 0.117944, -0.10414009, 0.12795551, 0.12576093, 0.17082554, -0.15803693, 0.13430743, -0.025801308, -0.10797019, 0.0721032, 0.2825884, -0.11025257, 0.12798019, 0.081827976, -0.050441865) * go_0(0.0, 1.0); + result += mat4(-0.11827391, 0.08306765, -0.3430314, 0.07898041, -0.023839617, -0.019507334, 0.23176382, -0.40992323, 0.09411734, 0.38415068, -0.25845516, -0.29984522, 0.1470966, -0.0684779, -0.07071314, -0.026773235) * go_0(1.0, -1.0); + result += mat4(0.19091596, 0.082110435, -0.5266589, -0.1744098, -0.015838385, -0.046316292, 0.023171103, -0.03731331, 0.2642396, 0.31824252, -0.041754793, -0.09525519, -0.14696182, 0.052168854, 0.039857205, -0.027555354) * go_0(1.0, 0.0); + result += mat4(0.15207373, 0.09845733, 0.0142631065, 0.096375965, 0.06089903, 0.17902578, -0.42391995, 0.22475442, 0.016356342, -0.06277531, -0.12173141, -0.18635495, -0.0013459618, 0.15725887, 0.019310836, 0.20293565) * go_0(1.0, 1.0); + result += mat4(-0.18395247, 0.30672902, 0.09034339, 0.1821889, -0.0419004, -0.2169228, -0.14052129, 0.11006559, 0.1709272, 0.51062274, 0.13758625, -0.2242552, -0.030382963, 0.3357568, -0.26491287, 0.02501938) * go_1(-1.0, -1.0); + result += mat4(0.040511727, 0.12523083, -0.27318433, 0.08388512, 0.25354835, 0.3404216, -0.2632471, -0.17784123, 0.2732347, 0.4468553, 0.084667034, -0.1856242, 0.034099877, -0.00954992, -0.32751867, -0.062207516) * go_1(-1.0, 0.0); + result += mat4(0.17564747, 0.11645554, -0.16362113, 0.105654195, -0.2762563, -0.1413764, 0.23264363, -0.14000498, 0.095402054, 0.0715738, -0.19346157, -0.028285999, 0.009799127, 0.04059529, 0.19688335, 0.1282381) * go_1(-1.0, 1.0); + result += mat4(0.23575781, -0.11446148, -0.20504695, 0.035568226, 0.36890212, -0.85968876, -0.18545328, 0.33796397, -0.30916876, -0.10445518, -0.3046253, 0.33271998, -0.06263589, -0.2160114, -0.16383372, -0.31173357) * go_1(0.0, -1.0); + result += mat4(0.20469664, 0.4039374, -0.070057206, 0.030353077, 0.39843914, -0.15490077, -0.24476516, 0.38238233, -0.21809858, 0.23496576, -0.051794037, 0.033664484, -0.14411364, -0.2515329, 0.124655396, -0.05818785) * go_1(0.0, 0.0); + result += mat4(-0.09065731, -0.16787091, 0.013269188, 0.23687351, -0.41504318, -0.048163068, 0.31760025, -0.33648986, 0.29752317, 0.2926866, 0.14408836, -0.33382463, -0.15873958, -0.121961035, 0.11797893, 0.09000567) * go_1(0.0, 1.0); + result += mat4(0.13356976, 0.013763947, 0.012169505, -0.109594524, 0.03417223, 0.7031121, 0.65146804, 0.5250268, -0.50132495, -0.419648, 0.2940041, 0.83051753, -0.17595838, 0.1633008, -0.018587278, 0.079596795) * go_1(1.0, -1.0); + result += mat4(0.07570128, -0.1581438, 0.03904949, 0.14890033, -0.054611947, 0.17469402, -0.44252598, 0.036181703, -0.4981031, -0.37507218, -0.18466389, 0.2645845, 0.25189674, -0.025896115, 0.034307647, -0.020462232) * go_1(1.0, 0.0); + result += mat4(-0.11645865, 0.02296537, 0.040909223, 0.015069485, 0.062284566, -0.22526766, 0.09241534, -0.32623053, 0.18208642, 0.3954284, 0.2884468, -0.25137675, -0.037232924, -0.10185309, -0.17956531, 0.018966453) * go_1(1.0, 1.0); + result += vec4(-0.16371979, -0.024620198, -0.035754893, 0.04176776); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.01921286, -0.26684764, -0.12663573, 0.31641877, -0.25313398, 0.12264074, 0.58750325, -0.14084283, 0.5837018, -0.042300556, -0.20435576, -0.009954825, 0.060783498, 0.05540401, 0.2205112, -0.06578902) * go_0(-1.0, -1.0); + result += mat4(-0.21930243, -0.03774968, 0.22615197, 0.18338196, 0.011201461, -0.271034, 0.00573116, -0.12248194, 0.47990513, 0.2982416, -0.1087603, -0.050099242, -0.07620939, -0.07148229, 0.03691984, -0.16796488) * go_0(-1.0, 0.0); + result += mat4(-0.14962853, -0.053769328, 0.02387081, 0.22002189, 0.052237745, -0.26160842, -0.08603077, 0.012542448, 0.08119985, 0.075785555, -0.33437458, -0.43373227, -0.13206963, -0.08759176, -0.03288923, -0.09799959) * go_0(-1.0, 1.0); + result += mat4(-0.1305593, -0.5974288, 0.06058367, 0.08406488, 0.013692483, 0.06646377, 0.16469325, 0.08990975, 0.42217395, -0.11289523, -0.06165009, 0.48556912, -0.15702641, -0.19922857, -0.0035429662, -0.0022089656) * go_0(0.0, -1.0); + result += mat4(-0.1964807, 0.038099788, 0.21587034, 0.039734077, -0.07063389, 0.11604167, -0.24558097, -0.08900199, -0.7684516, -0.1037487, -0.09380674, 0.33144563, -0.16653742, 0.0028585843, -0.33774406, -0.0528696) * go_0(0.0, 0.0); + result += mat4(-0.27298656, -0.05665099, 0.09661685, 0.19780266, 0.1025106, -0.22055034, -0.21218458, -0.040628925, 0.0095010325, 0.13118382, -0.42582452, -0.22197723, 0.21006055, -0.06189587, -0.15285942, -0.09526762) * go_0(0.0, 1.0); + result += mat4(-0.14494462, -0.046788953, 0.065877035, 0.09911713, 0.35096622, 0.16682479, 0.028363144, 0.36037162, 0.29413632, 0.28212717, -0.025364442, -0.3406269, 0.047262143, -0.11892685, -0.008032766, 0.29743317) * go_0(1.0, -1.0); + result += mat4(-0.15191558, -0.36980554, 0.14555687, 0.0043930537, -0.012661432, 0.15737776, -0.115250416, 0.10324491, 0.24491951, -0.15575431, -0.27802598, 0.21959937, 0.18063772, 0.4455559, -0.09693302, 0.33382267) * go_0(1.0, 0.0); + result += mat4(0.2717801, 0.13452889, 0.14105384, 0.16324317, -0.40111846, 0.1154301, -0.0076733204, -0.09697362, 0.44306824, -0.02831414, -0.2153124, -0.12075326, 0.060776163, 0.30347148, -0.0036976219, -0.12070682) * go_0(1.0, 1.0); + result += mat4(-0.39780128, -0.29875937, -0.12952097, 0.080333896, 0.07520163, 0.021689568, -0.23121156, -0.038140096, -0.1593877, 0.017156163, -0.06038025, 0.009244022, -0.13917233, 0.30957314, 0.243109, -0.104947075) * go_1(-1.0, -1.0); + result += mat4(-0.07965157, 0.06776501, -0.13288979, 0.005851189, -0.08768168, -0.03689969, 0.12034646, 0.22441491, 0.14453568, -0.17648841, -0.3378289, -0.018329712, 0.11722939, -0.34161824, 0.08424494, -0.01400687) * go_1(-1.0, 0.0); + result += mat4(0.08153887, 0.07222914, -0.14663404, -0.038526025, -0.07385973, 0.18440577, 0.35890242, 0.17084727, 0.26345527, 0.15280858, -0.007446105, -0.024403179, -0.30336383, -0.22978698, 0.11612946, -0.23614909) * go_1(-1.0, 1.0); + result += mat4(-0.07447396, 0.09023449, -0.13798, -0.086943336, -0.30787337, 0.15087669, 0.14418626, -0.03371195, 0.048989657, -0.13075387, -0.13458036, -0.059836224, 0.06495196, 0.269715, 0.3674355, 0.38956037) * go_1(0.0, -1.0); + result += mat4(0.34981915, -0.048779126, 0.31717536, 0.38080826, -0.20149232, -0.82969636, -0.10167862, 0.6382858, 0.25976858, 0.4370118, -0.04724865, -0.10014156, 0.19380626, -0.080370255, 0.09578106, -0.035166856) * go_1(0.0, 0.0); + result += mat4(-0.026443917, 0.4132611, 0.01822534, 0.12742202, -0.26652107, -0.2996705, 0.30905882, 0.07989903, 0.38249823, 0.21486135, 0.025314959, -0.14717339, -0.13344015, -0.32088286, -0.2833883, -0.30973712) * go_1(0.0, 1.0); + result += mat4(0.021517841, 0.006556378, 0.2025686, -0.12044382, -0.38583103, -0.0027515136, -0.06556736, -0.097090125, 0.04676486, -0.11954886, -0.051612873, 0.07831412, -0.18823163, -0.16542958, 0.04245155, 0.6437998) * go_1(1.0, -1.0); + result += mat4(-0.39475346, -0.2936861, 0.26768062, -0.28151843, 0.21935691, 0.2101108, -0.15455097, 0.19548604, 0.09188909, -0.020147726, 0.103328265, -0.12574542, -0.34167948, 0.07523185, -0.17669058, 0.62446547) * go_1(1.0, 0.0); + result += mat4(-0.37661025, -0.29630858, 0.05451026, 0.1611643, 0.14079669, -0.2170294, -0.038716137, 0.13514164, -0.21235192, -0.07860726, -0.005749412, 0.025625167, -0.13297133, 0.33012658, -0.27434957, -0.18416783) * go_1(1.0, 1.0); + result += vec4(-0.0036821906, -0.050239526, -0.01355402, 0.00048220603); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(S)-Conv-3x3x3x8 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_2_tf +//!SAVE MAIN +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.15873, 0.17989138, 0.14648493, 0.0, -0.017379675, -0.017363746, -0.019855022, 0.0, 0.009670625, 0.0070157526, 0.0075994316, 0.0, 0.025388412, 0.027231036, 0.024052646, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.048195973, 0.041760173, 0.037366055, 0.0, -0.115950756, -0.12887983, -0.12535639, 0.0, 0.032125086, 0.03397254, 0.032950625, 0.0, 0.01223746, 0.020822672, 0.0161561, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.0890567, 0.094453335, 0.09014035, 0.0, 0.016081346, 0.017434116, 0.020783134, 0.0, -0.011775135, -0.010094134, -0.018522855, 0.0, 0.072103254, 0.07940666, 0.065876864, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.04841196, -0.06963968, -0.056574684, 0.0, 0.10912542, 0.11813441, 0.10643838, 0.0, -0.013013885, -0.01562045, -0.013802797, 0.0, 0.037505716, 0.04352026, 0.04645123, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.3472869, -0.36243078, -0.33530185, 0.0, 0.23654196, 0.2305048, 0.22150646, 0.0, -0.045226905, -0.041799217, -0.042511635, 0.0, -0.10267792, -0.1123385, -0.10845448, 0.0) * go_0(0.0, 0.0); + result += mat4(0.011987401, 0.012285043, 0.007813165, 0.0, -0.15911353, -0.17523928, -0.1535267, 0.0, 0.15675929, 0.16531634, 0.15948962, 0.0, -0.09240023, -0.09513292, -0.084187366, 0.0) * go_0(0.0, 1.0); + result += mat4(0.069052905, 0.07278333, 0.0756627, 0.0, -0.012180326, -0.018794727, -0.031050753, 0.0, -0.044663202, -0.04362803, -0.038904265, 0.0, -0.008540197, -0.011201734, -0.01556625, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.08261173, -0.09042543, -0.07589266, 0.0, 0.043515377, 0.045066774, 0.04037769, 0.0, -0.06262993, -0.07469342, -0.058593787, 0.0, 0.026696987, 0.028740842, 0.037405368, 0.0) * go_0(1.0, 0.0); + result += mat4(0.07975598, 0.09597654, 0.08997132, 0.0, -0.07844719, -0.07880916, -0.06835411, 0.0, 0.05668995, 0.050163813, 0.053357534, 0.0, -0.020040333, -0.019867316, -0.01907621, 0.0) * go_0(1.0, 1.0); + result += mat4(-0.017078733, -0.017393313, -0.008266595, 0.0, -0.0033478448, -0.0027439648, -0.0042334674, 0.0, -0.06354017, -0.062058125, -0.04652064, 0.0, -0.010787706, -0.0062706997, -0.007573461, 0.0) * go_1(-1.0, -1.0); + result += mat4(-0.019895451, -0.016341688, -0.008712399, 0.0, 0.026231976, 0.023955572, 0.0216376, 0.0, -0.061950512, -0.05481285, -0.05261985, 0.0, -0.018804235, -0.016235247, -0.0131616965, 0.0) * go_1(-1.0, 0.0); + result += mat4(-0.055628926, -0.063315354, -0.057192408, 0.0, -0.0256364, -0.028660972, -0.02937357, 0.0, -0.017604912, -0.020851422, -0.016070362, 0.0, -0.0870202, -0.0832279, -0.07525406, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.062738225, 0.07106593, 0.061644047, 0.0, -0.06068257, -0.06983662, -0.066070385, 0.0, 0.024919355, 0.03227179, 0.028569462, 0.0, -0.07866227, -0.098967604, -0.092128105, 0.0) * go_1(0.0, -1.0); + result += mat4(0.040397774, 0.047241107, 0.03962998, 0.0, -0.09112752, -0.10057507, -0.09301817, 0.0, 0.10833967, 0.101835825, 0.10027467, 0.0, 0.27189335, 0.27433604, 0.26781923, 0.0) * go_1(0.0, 0.0); + result += mat4(-0.044211388, -0.042373534, -0.03658007, 0.0, 0.113148406, 0.12423258, 0.107804194, 0.0, -0.17081551, -0.18562958, -0.17475435, 0.0, 0.09636739, 0.10763415, 0.093332425, 0.0) * go_1(0.0, 1.0); + result += mat4(-0.03798545, -0.047811143, -0.050768293, 0.0, 0.018775463, 0.026812987, 0.03452908, 0.0, 0.0055677597, 0.0039081173, -0.0017878668, 0.0, -0.10728597, -0.12618187, -0.109045394, 0.0) * go_1(1.0, -1.0); + result += mat4(0.06359783, 0.064184755, 0.04934199, 0.0, -0.009819327, -0.006616115, -0.007431496, 0.0, 0.025055679, 0.024787048, 0.017360551, 0.0, -0.047140837, -0.061695747, -0.06440822, 0.0) * go_1(1.0, 0.0); + result += mat4(0.060199022, 0.06482763, 0.059514645, 0.0, 0.026998974, 0.028776823, 0.024897143, 0.0, 0.17968474, 0.19337215, 0.16760105, 0.0, 0.0075838566, 0.010503482, 0.011993149, 0.0) * go_1(1.0, 1.0); + result += vec4(-0.0052927984, -0.0060193934, -0.0048643993, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_L.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_L.glsl new file mode 100644 index 0000000..7968c0e --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_L.glsl @@ -0,0 +1,429 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.2676983, -0.1694746, 0.7231928, -0.050193843, 0.1850188, -0.4749505, 0.07632266, 0.17824799, 0.026348969, -0.213702, -0.16420218, -0.066780016, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.09888135, -0.079641104, 0.51160043, 0.53629893, -0.1368544, -0.07092336, 0.18622977, 0.6388427, 0.19499005, 0.06811229, -0.31991923, 0.088302985, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.06487055, -0.1591197, -0.29304126, -0.428903, 0.1966732, 0.11229865, 0.089009434, 0.23463708, -0.22231965, -0.008649182, 0.3317394, 0.10976113, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.40386826, -0.09486362, -0.058931742, -0.1341693, -0.28993917, -0.09050739, 0.28094417, 0.31630108, -0.02661985, -0.24368657, 0.096867286, 0.05391612, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.05631564, 0.34576723, -0.5587978, 0.16213721, 0.12679785, 0.18991663, -0.24762277, -0.33682153, -0.22863568, 0.20517963, 0.20418519, 0.12087338, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.17579688, 0.18395603, -0.014987654, 0.30243605, -0.12778279, -0.07003458, -0.5353068, -0.39372426, 0.2676877, 0.255503, -0.29737592, -0.30513638, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.799834, -0.023603538, 0.19820727, -0.11204286, -0.1566225, -0.1937577, -0.030266436, -0.10107911, 0.023661222, 0.16879195, 0.046644643, 0.09485681, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.014675849, -0.110290475, -0.28381273, -0.06814732, 0.2067597, 0.20925248, -0.24068354, -0.5096708, -0.09384791, 0.10593733, 0.0672362, -0.06924161, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.05908883, 0.099426664, -0.20916614, -0.17044452, -0.091960385, 0.3218613, 0.41635308, -0.36125022, -0.012630896, -0.37540653, 0.018497325, -0.10067442, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.55533427, -0.05231614, -0.032685343, -0.027457517); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.09844753, -0.19389127, 0.029695928, 0.3805915, 0.1353029, 0.027786473, 0.15621242, 0.09383762, -0.1097243, 0.021245124, -0.016402386, 0.09129394, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.3038283, 0.03778846, 0.1898852, 0.23949303, -0.34829387, 0.20485392, 0.60560244, 0.4089768, -0.260066, 0.42611003, 0.19227165, 0.03948586, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.033990905, 0.17583308, -0.2235879, 0.47376296, -0.1001787, 0.72851896, -0.056391567, -0.056544185, 0.0966166, -0.016663829, -0.15151545, -0.14227313, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.16544957, 0.05889452, -0.3277256, -0.42792717, 0.32491356, -0.39113912, 0.16600312, -0.3097514, 0.27907088, -0.22553465, 0.048548058, -0.08310438, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.03992136, 0.17895368, 0.16562924, -0.536188, -0.25868654, -0.4869832, 0.2591772, -0.5191932, 0.020162001, -0.41568524, 0.4776641, 0.019298514, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.14911795, -0.5984171, -0.18241958, 0.5472136, -0.69194865, 0.033839397, 0.13408412, 0.09503547, -0.21318413, 0.53743845, 0.080091774, -0.1369053, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.038978565, 0.40742934, 0.20107205, -0.3550106, 0.227634, -0.16101603, -0.45037574, 0.23192371, 0.17923234, -0.13692904, 0.10395048, 0.3124129, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.059144646, -0.22531863, -0.024704054, -0.20749553, 0.58086175, -0.32206532, -0.5130457, -0.14057957, 0.24317528, 0.088735096, -0.44098017, -0.16980846, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.30321437, 0.17502202, 0.1910563, -0.10118702, 0.1465326, 0.3852395, -0.31210947, 0.18236226, -0.23306467, -0.28551704, -0.2982589, 0.072740674, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.029685514, 0.066621915, 0.03600017, -0.03497038); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.20989326, 0.020975577, -0.005522964, -0.10013134, 0.013517254, -0.03347422, 0.40903455, 0.013940953, 0.01066957, 0.2569982, -0.018764338, -0.37931216, -0.20921241, -0.3565134, 0.1776639, 0.081515394) * go_0(-1.0, -1.0); + result += mat4(-0.2555968, -0.05024504, 0.046776827, 0.38626888, -0.21787676, 0.0013136056, -0.13391882, 0.00022813173, -0.042842478, -0.10413157, -0.008385445, -0.11843704, 0.062092766, -0.40029097, 0.31873867, -0.19030346) * go_0(-1.0, 0.0); + result += mat4(-0.19435422, -0.56006145, 0.050693467, -0.8857939, -0.0677575, -0.30498, 0.012069988, 0.026757652, -0.16890685, 0.04575225, -0.08477036, -0.018015383, 0.0002810964, 0.0772843, 0.00017034424, -0.228497) * go_0(-1.0, 1.0); + result += mat4(0.092564344, 0.061863884, -0.13135873, 0.10290956, 0.1670116, -0.08312144, -0.020718448, 0.06729496, -0.06338295, -0.09972319, 0.18505506, -0.2622095, 0.045575716, 0.12836345, -0.22356766, 0.28924033) * go_0(0.0, -1.0); + result += mat4(0.23605964, 0.46831363, 0.21037713, 0.3901851, -0.122640595, -0.29213053, 0.14194407, -0.3353137, 0.07847812, 0.3094049, -0.050705243, -0.23498294, 0.24583417, 0.3703223, 0.1121086, 0.20645288) * go_0(0.0, 0.0); + result += mat4(-0.08616125, -0.13809866, 0.27488732, 0.19573413, -0.20682202, 0.01106275, -0.018731792, 0.048580807, -0.097444884, -0.03766069, -0.12636039, 0.3133589, -0.12802023, 0.1988174, 0.19551867, -0.2720954) * go_0(0.0, 1.0); + result += mat4(0.03484159, 0.05830728, 0.028816089, 0.27173883, 0.15579484, -0.07751753, -0.033748254, 0.22559631, -0.35857964, 0.1043378, 0.5031367, 0.031042032, 0.071555324, -0.24148308, -0.24156207, 0.104249395) * go_0(1.0, -1.0); + result += mat4(0.04002337, -0.17350379, -0.1802324, -0.23008482, 0.2917599, 0.1801853, 0.041955303, 0.015545025, 0.069034904, 0.19370675, 0.097300164, 0.11832116, -0.23043779, 0.33832225, -0.029885143, -0.022836795) * go_0(1.0, 0.0); + result += mat4(0.040476788, 0.3176767, -0.2372066, 0.24106048, 0.28147677, -0.06513699, -0.22784042, -0.46840426, -0.23415963, -0.067057185, -0.013863767, 0.30710638, 0.06337683, -0.1774192, 0.05082387, -0.02581459) * go_0(1.0, 1.0); + result += mat4(-0.13767451, 0.26832962, 0.018361554, 0.2665501, -0.22070843, 0.10799693, 0.09780551, 0.042999722, 0.3302224, 0.10916339, -0.22705203, 0.040675506, -0.049211837, 0.19487813, 0.051528033, 0.20227027) * go_1(-1.0, -1.0); + result += mat4(0.1279485, 0.14895418, 0.40570346, -0.008809808, 0.09898892, 0.035774715, -0.28405192, 0.26836014, -0.096799396, -0.12336552, -0.24413097, 0.12693845, 0.12410443, 0.27200332, -0.18279982, -0.032115027) * go_1(-1.0, 0.0); + result += mat4(0.14698029, -0.31720948, 0.24974433, 0.14444488, 0.09503049, -0.02618792, 0.15163966, 0.22923012, -0.004227005, -0.2564904, -0.06648419, -0.07868524, -0.14852846, -0.3513046, -0.1374295, -0.09808154) * go_1(-1.0, 1.0); + result += mat4(0.1275583, 0.1875862, -0.15939887, -0.1029876, -0.25886494, -0.07434281, -0.018779758, -0.008408217, 0.06420735, 0.0025367932, 0.073679835, 0.1369152, -0.2256255, 0.26216295, -0.052095387, 0.04673847) * go_1(0.0, -1.0); + result += mat4(0.1147465, 0.14129257, -0.036377613, 0.041968875, 0.031286925, -0.00013609273, -0.248227, 0.10412182, -0.00039004904, 0.01673792, 0.056068443, -0.16470632, -0.042392768, 0.23993582, -0.22915693, 0.36430097) * go_1(0.0, 0.0); + result += mat4(0.23650797, 0.12200628, 0.057768486, 0.23353462, 0.04389849, -0.11567954, -0.12633252, -0.1884369, -0.10636852, -0.115114085, -0.0022040834, 0.041720822, 0.20775628, -0.1127031, -0.060805347, -0.10988217) * go_1(0.0, 1.0); + result += mat4(0.0401325, -0.271267, -0.3003843, 0.010670003, -0.12597936, -0.059235968, 0.08256807, -0.22041298, 0.14655456, 0.07416407, -0.03940599, -0.25057787, -0.043001004, 0.2124355, 0.19165096, 0.077120975) * go_1(1.0, -1.0); + result += mat4(0.01693656, -0.057261657, -0.13366276, -0.15589137, -0.07157646, -0.12266521, 0.24651442, -0.079142615, -0.113005005, -0.15769142, -0.017285366, 0.08821278, 0.28891653, 0.06013908, 0.0038421913, 0.106700204) * go_1(1.0, 0.0); + result += mat4(0.16187043, -0.059908718, -0.050456535, -0.027998367, 0.12749411, -0.07558445, 0.05249467, 0.02001542, 0.03188715, 0.056223337, 0.06117334, 0.022764465, 0.1051409, 0.0011876151, -0.07030176, -0.015487096) * go_1(1.0, 1.0); + result += mat4(0.047084607, 0.06401777, 0.15585798, 0.16639893, 0.025441, -0.020858578, -0.07795479, -0.0045188745, -0.09186016, -0.16865493, 0.02187216, 0.02241868, 0.3175809, 0.25483596, 0.046578035, -0.09617824) * go_2(-1.0, -1.0); + result += mat4(0.08622112, 0.124111585, -0.15246506, -0.072898194, 0.26907462, -0.15550381, 0.036907334, -0.16388376, -0.10869113, 0.113909826, -0.118678264, 0.013610441, -0.1307433, 0.044969033, -0.053201765, -0.058903012) * go_2(-1.0, 0.0); + result += mat4(0.036120024, -0.011461657, -0.10083318, -0.334466, 0.016460553, 0.1781498, 0.15133101, -0.0010224655, 0.10511601, 0.12667589, 0.15001541, 0.14479756, -0.046095166, -0.15012313, -0.009395591, 0.019260757) * go_2(-1.0, 1.0); + result += mat4(0.04500625, -0.037348565, -0.10475762, 0.113254204, -0.17360263, -0.18522957, 0.014305901, 0.07039716, -0.11408359, 0.057783633, -0.028000865, -0.25506407, -0.058175903, 0.0040344223, 0.11234911, -0.07254186) * go_2(0.0, -1.0); + result += mat4(0.05607878, -0.07737156, 0.01586671, -0.21907675, 0.1729392, -0.09273287, 0.14671144, 0.21306099, -0.1374591, -0.09428349, 0.28138107, 0.08421483, -0.30330884, -0.039166123, -0.18316704, -0.27840406) * go_2(0.0, 0.0); + result += mat4(-0.15336679, -0.05767407, 0.13347702, 0.10092905, 0.09895612, -0.0839073, -0.16025528, -0.087642424, -0.101612955, 0.4119443, 0.031125817, -0.110090934, 0.056127027, -0.04000313, -0.042920932, 0.08100733) * go_2(0.0, 1.0); + result += mat4(-0.113653034, -0.10163741, -0.058498476, -0.12347642, -0.20110545, -0.006300695, -0.1328342, -0.0071486877, 0.18334186, 0.15882389, -0.120586954, -0.04277906, -0.13593355, 0.11897087, 0.030404912, -0.23374279) * go_2(1.0, -1.0); + result += mat4(0.044901595, -0.00010039519, -0.14989527, 0.025639903, 0.23985633, 0.0114784185, 0.056620862, -0.0599113, 0.017398749, 0.3567445, 0.10223932, -0.12609181, 0.0074833618, -0.16702464, -0.033638544, 0.062087793) * go_2(1.0, 0.0); + result += mat4(-0.0302778, -0.009963125, 0.29761076, 0.08238972, 0.26467612, -0.19331805, -0.09930472, 0.23798122, 0.03599952, 0.24224155, 0.3041322, -0.054690234, 0.05582198, 0.0012778769, 0.041249134, -0.014496484) * go_2(1.0, 1.0); + result += mat4(-0.033623356, -0.18683043, -0.48352727, -0.09534184, 0.16657802, -0.31149274, -0.25840783, -0.16902964, -0.40347067, 0.046952717, 0.15677738, -0.14079048, 0.0444492, -0.012346084, -0.16768047, -0.07540055) * go_3(-1.0, -1.0); + result += mat4(0.2678487, 0.113161474, -0.19962314, 0.23060325, -0.28154588, -0.06956369, 0.08050926, -0.25503877, 0.12565655, 0.5497286, -0.18335307, -0.044097837, 0.058234677, 0.049816858, -0.021038791, 0.14644346) * go_3(-1.0, 0.0); + result += mat4(-0.008438418, 0.080761805, 0.06993718, 0.08508105, 0.11905285, 0.016726421, -0.16668561, 0.026911844, 0.041182615, 0.2760306, 0.18553418, 0.25386074, 0.11789433, 0.094213605, 0.15487063, 0.15375367) * go_3(-1.0, 1.0); + result += mat4(-0.10329284, 0.16198465, -0.0681889, -0.006294233, 0.4592297, -0.12816279, 0.19529971, 0.109294996, 0.043646853, 0.084326275, 0.0635968, -0.11471805, 0.44923568, -0.01125437, -0.19251052, -0.08885202) * go_3(0.0, -1.0); + result += mat4(-0.108986676, 0.40908077, -0.31152573, -0.13468693, -0.10438951, -0.086357035, 0.13880713, -0.288345, 0.17497768, -0.08021166, 0.07815909, 0.17337689, 0.02700953, -0.016387407, 0.0053377734, 0.109923586) * go_3(0.0, 0.0); + result += mat4(0.13881513, -0.21179448, -0.104762904, 0.019093828, -0.3383386, 0.14453639, -0.28122503, 0.19449967, -0.035691183, 0.21306588, -0.046144057, 0.17898172, -0.0035024916, -0.054061864, -0.03985455, 0.3264588) * go_3(0.0, 1.0); + result += mat4(0.02336507, 0.20597245, 0.03627631, 0.04278966, -0.042182084, -0.26431814, 0.122881256, 0.34909293, -0.17958918, 0.050698034, 0.336547, 0.21614759, 0.19511287, -0.20311548, -0.13249207, -0.24043573) * go_3(1.0, -1.0); + result += mat4(-0.025547924, 0.020525696, 0.375233, -0.02528368, -0.044973124, 0.13667387, -0.08506365, 0.34317508, 0.14618309, 0.108213425, 0.15557359, -0.05340479, -0.27103037, 0.12428249, -0.085362, -0.009073445) * go_3(1.0, 0.0); + result += mat4(-0.09518274, 0.036228243, -0.2145168, 0.090918355, -0.20793489, 0.19843313, 0.06701371, -0.11499378, -0.033398125, -0.020169621, 0.057314273, 0.0027613493, -0.11993404, 0.12495525, -0.0151242195, 0.1896457) * go_3(1.0, 1.0); + result += vec4(-0.045150407, -0.034128085, 0.10230384, 0.074793644); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10541986, -0.27021417, 0.30589217, -0.06793019, 0.0712113, -0.5818028, -0.09057832, 0.009519015, -0.07754299, 0.009050975, -0.08283811, -0.078837596, -0.008200866, 0.53291875, 0.22918138, 0.09433025) * go_0(-1.0, -1.0); + result += mat4(0.35867104, 0.17056245, 0.28573632, 0.45787787, 0.054377224, 0.30656826, -0.13864343, 0.13956884, -0.052365527, -0.17660435, -0.14363506, -0.11313267, -0.15472592, -0.011637987, 0.3057005, 0.40122506) * go_0(-1.0, 0.0); + result += mat4(-0.42738816, -0.13046122, -0.4223082, 0.32663476, -0.14648326, 0.056164477, 0.09366789, -0.046335716, 0.00401621, -0.008206323, -0.075975314, 0.046879925, 0.04891574, 0.08912198, 0.32541895, 0.014354832) * go_0(-1.0, 1.0); + result += mat4(0.105501, -0.06999185, -0.023181506, 0.13587391, -0.10643463, 0.061667755, 0.24508677, 0.33984032, -0.1698376, -0.05051473, -0.29430416, -0.06635265, -0.031917162, 0.046488285, 0.17973569, -0.025048103) * go_0(0.0, -1.0); + result += mat4(-0.07685088, -0.035609607, 0.07060013, -0.19892506, 0.17084605, -0.19758354, -0.29233304, -0.19821644, -0.047398012, 0.12004138, 0.1643941, 0.043807004, 0.2513805, 0.13687916, 0.23235638, 0.00979058) * go_0(0.0, 0.0); + result += mat4(-0.2601253, -0.0010056786, -0.46147683, -0.117661044, -0.042538162, -0.012710203, -0.034079336, -0.08661733, -0.03908205, 0.104053, -0.045735247, -0.07916684, -0.021913078, -0.0035067864, -0.10581172, 0.11498716) * go_0(0.0, 1.0); + result += mat4(0.0421786, 0.0099540735, -0.020447837, -0.27269018, -0.084229656, 0.04271779, 0.036794372, -0.18072419, 0.07743771, -0.109369494, -0.07608079, 0.2973058, -0.1602913, -0.10049883, 0.033048846, -0.3780618) * go_0(1.0, -1.0); + result += mat4(-0.38231418, 0.106174126, 0.07344471, -0.1979349, 0.093251124, -0.07658309, 0.08417288, 0.2981472, -0.047867708, 0.0097399205, -0.11213339, 0.1746439, 0.10045314, -0.030283177, 0.004107288, -0.16744147) * go_0(1.0, 0.0); + result += mat4(0.43939134, 0.14499938, 0.20161533, -0.0067911143, 0.098075844, 0.22099596, 0.099283025, -0.017734041, 0.112658866, -0.12010951, -0.13342896, 0.053806942, 0.017880073, 0.028821323, 0.0082069365, -0.053472634) * go_0(1.0, 1.0); + result += mat4(0.2429229, 0.012143042, -0.029962441, 0.017843649, 0.11972611, -0.07733264, -0.37523645, -0.19887479, -0.18222691, -0.31171882, -0.20578085, 0.040127717, 0.0842879, 0.12601142, -0.07302166, -0.033017557) * go_1(-1.0, -1.0); + result += mat4(0.09666541, -0.053779975, -0.045221806, -0.06923458, -0.046158988, -0.12819108, -0.32956856, -0.15813568, 0.12464106, -0.42395857, 0.078095086, -0.12961964, -0.15057011, -0.041440632, 0.04221429, 0.08509352) * go_1(-1.0, 0.0); + result += mat4(0.2505401, 0.023106987, -0.0001688444, -0.11545978, 0.044663083, -0.011316191, -0.024175104, 0.033631656, -0.13285598, -0.026969459, 0.02669494, 0.082885765, -0.036615327, 0.06434473, -0.059197906, -0.1100841) * go_1(-1.0, 1.0); + result += mat4(-0.12549014, 0.25078717, -0.06146062, 0.1406611, 0.13844866, 0.012716272, 0.07641059, 0.04245357, -0.09028008, -0.15924782, -0.14551707, -0.09782215, 0.05188703, -0.12323306, -0.20053494, -0.20062317) * go_1(0.0, -1.0); + result += mat4(-0.26341316, -0.16508758, 0.036919586, -0.17812039, -0.3016191, 0.06403582, 0.12948476, 0.110633194, 0.14551535, -0.09222706, -0.30942333, 0.20120445, 0.059902433, -0.17293817, -0.07280857, -0.36021966) * go_1(0.0, 0.0); + result += mat4(0.11032128, -0.024297172, -0.110301405, -0.09563319, -0.23266938, -0.009982061, 0.18834652, 0.0987435, -0.13652846, -0.025019212, 0.07672643, 0.017108513, -0.043844085, 0.02440773, -0.029404791, 0.034692347) * go_1(0.0, 1.0); + result += mat4(-0.048525557, -0.043118346, 0.12048513, 0.030609682, 0.16658829, 0.19444555, 0.113910906, 0.31148425, -0.1755198, -0.038910154, 0.084356636, 0.12969102, 0.01661835, 0.28915378, -0.032290917, -0.12997934) * go_1(1.0, -1.0); + result += mat4(-0.24347968, 0.032619976, 0.16692804, -0.046297006, 0.0901479, 0.060802385, 0.21347383, 0.29304698, 0.16361152, 0.19639444, 0.0054137907, 0.049575172, 0.20710163, 0.076565325, 0.34911337, 0.35831028) * go_1(1.0, 0.0); + result += mat4(-0.092651226, 0.045491215, 0.11757575, 0.11756375, -0.27768722, 0.010231745, 0.21116765, 0.024840422, 0.0051228474, -0.04532887, -0.013311027, 0.121157385, -0.1053527, -0.00010417442, -0.035180032, 0.2051271) * go_1(1.0, 1.0); + result += mat4(-0.055320628, 0.14249797, -0.13782813, -0.05412119, -0.043079898, -0.18216185, 0.13923723, -0.11468015, -0.09394785, 0.12044827, -0.05177875, 0.1349153, -0.03233552, 0.16400962, -0.11219184, 0.09460802) * go_2(-1.0, -1.0); + result += mat4(-0.018258873, -0.23629102, -0.140925, 0.10609654, 0.024990926, -0.31095183, 0.21505022, 0.0007466126, -0.062110204, 0.24764718, 0.0018352414, 0.03383791, -0.05727847, -0.006963949, -0.23087887, -0.2521535) * go_2(-1.0, 0.0); + result += mat4(-0.08928898, 0.21107556, 0.27720314, 0.3170095, 0.1569246, -0.07950364, -0.035353288, 0.0851358, 0.034223706, -0.1124521, 0.068468235, -0.1876728, -0.09508409, -0.03837469, -0.19909252, 0.09844746) * go_2(-1.0, 1.0); + result += mat4(0.04326774, -0.063746035, 0.13767312, 0.048762802, 0.14155331, -0.21800575, -0.22868122, -0.10928361, 0.15166105, 0.086240664, 0.110339195, -0.0039928076, 0.114750795, 0.19737157, -0.09005264, -0.10637459) * go_2(0.0, -1.0); + result += mat4(0.023298614, 0.07140441, 0.029475417, -0.14667986, -0.017949682, 0.007795148, -0.044714145, -0.13990426, 0.03870307, -0.067750655, -0.11831945, -0.14363948, 0.00049597165, -0.18959905, -0.20256434, 0.040964015) * go_2(0.0, 0.0); + result += mat4(0.18983524, 0.07018097, 0.015068278, -0.17990883, -0.12528846, -0.020557154, 0.0106482245, 0.08105856, 0.02577546, -0.25885943, 0.0061467723, -0.058998212, 0.045207195, 0.019213859, -0.021913687, -0.10641617) * go_2(0.0, 1.0); + result += mat4(-0.005021213, -0.030781588, -0.08722711, 0.045172613, 0.13006134, 0.03640675, -0.18160394, 0.10903534, 0.1283007, 0.053212877, 0.15160874, -0.30678773, 0.0611477, 0.060609598, -0.21533446, 0.2817914) * go_2(1.0, -1.0); + result += mat4(-0.06942382, -0.08785516, -0.018080644, 0.12124481, -0.0988795, 0.021093542, 0.015752183, 0.057520576, -0.1873821, -0.15041956, 0.12230656, -0.23798561, -0.16819417, 0.07222907, -0.01441512, 0.06420038) * go_2(1.0, 0.0); + result += mat4(-0.0350732, -0.054145966, 0.008372502, -0.16092199, -0.0671371, 0.057495046, -0.08276416, 0.34617814, 0.11239629, -0.19681981, 0.16116115, 0.046944335, 0.09723501, -0.12488112, -0.031532682, 0.013095191) * go_2(1.0, 1.0); + result += mat4(-0.2309171, 0.10420613, -0.12122516, -0.04000454, -0.20740104, -0.010152015, 0.26092738, 0.13527256, 0.08665683, -0.18393658, -0.030344693, -0.10654187, 0.07108977, -0.28212613, 0.024101965, -0.22189055) * go_3(-1.0, -1.0); + result += mat4(0.06602971, 0.050674047, 0.33251405, -0.07886978, -0.13822217, -0.014285523, 0.22478761, 0.22517748, -0.1175651, 0.11234997, -0.17835312, 0.010875831, 0.20007257, 0.21565825, 0.30876723, -0.029953295) * go_3(-1.0, 0.0); + result += mat4(0.3083618, 0.12779777, 0.112711206, 0.001815444, -0.123584166, 0.03232661, -0.060439207, -0.13411477, 0.30604517, -0.19359338, -0.115064435, -0.03826723, 0.16092177, -0.07926006, -0.27355558, 0.077829085) * go_3(-1.0, 1.0); + result += mat4(-0.020265967, -0.27894706, -0.105033666, -0.10975655, 0.20102961, 0.024541473, 0.21834314, -0.21726306, -0.01132585, -0.16459125, 0.21980706, 0.039996378, -0.15850788, 0.16646145, 0.10387183, -0.35103965) * go_3(0.0, -1.0); + result += mat4(-0.038195442, 0.02967505, -0.22234862, -0.040221542, 0.06056814, 0.14282827, -0.26034078, 0.32477978, -0.45779508, -0.3667849, 0.22392158, 0.09866475, -0.096611015, 0.12282537, 0.080877006, -0.038721707) * go_3(0.0, 0.0); + result += mat4(0.12205649, 0.052729234, 0.09086409, 0.13457046, -0.24082763, -0.008418334, -0.24735104, 0.13281673, 0.049058694, 0.046168383, -0.049963474, 0.09272115, 0.12703685, 0.020337742, -0.20470645, -0.07379872) * go_3(0.0, 1.0); + result += mat4(0.02244616, 0.058318693, -0.05570221, -0.02717316, 0.14189804, -0.0016504574, 0.018723257, -0.05787106, 0.055331856, 0.0030448188, 0.01664426, 0.080254346, -0.15860988, -0.10147442, 0.115529425, -0.12332509) * go_3(1.0, -1.0); + result += mat4(0.16019078, -0.20631735, -0.018190302, 0.0647328, -0.04840569, 0.083106056, -0.13247506, -0.2112572, -0.10423932, -0.12388437, 0.1951962, 0.15236832, -0.075027406, -0.12183809, -0.07161853, -0.24558437) * go_3(1.0, 0.0); + result += mat4(-0.06832158, 0.06699966, -0.17887384, 0.025053928, 0.22054252, -0.03332688, -0.089027286, -0.0743864, -0.019737093, 0.1890527, 0.3194981, -0.014847898, 0.0616053, -0.046331815, -0.013838972, -0.19598661) * go_3(1.0, 1.0); + result += vec4(0.0031252617, 0.028414045, -0.018389644, 0.011216021); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1156422, 0.13656664, 0.23103227, -0.09881847, -0.13118152, 0.063764885, -0.1902535, 0.12580052, -0.057555363, 0.0015611092, 0.009383415, 0.0028447553, -0.12577637, 0.06707094, 0.05323591, 0.087465174) * go_0(-1.0, -1.0); + result += mat4(0.023715734, 0.15901619, 0.010465818, -0.05401794, 0.12822664, -0.079860024, -0.107430205, -0.09094713, 0.11440009, -0.069189526, 0.1377121, -0.02780827, -0.2594948, -0.008447683, -0.052618783, 0.0995311) * go_0(-1.0, 0.0); + result += mat4(0.014655754, 0.0976315, -0.10425098, 0.06731683, -0.07336922, -0.09931748, -0.074338034, 0.014602733, 0.0761052, -0.14147633, 0.057346404, -0.10485628, 0.008160006, -0.14553718, -0.14069714, -0.106754564) * go_0(-1.0, 1.0); + result += mat4(-0.18000032, 0.2654082, 0.07008131, -0.21326934, -0.11475177, 0.110427424, -0.09757059, -0.068473235, 0.14004572, -0.1257574, -0.18653339, -0.0546973, -0.04573617, 0.0062926346, -0.111400455, 0.20940857) * go_0(0.0, -1.0); + result += mat4(-0.018083753, 0.2091146, -0.12149297, -0.20310159, 0.19642518, 0.008668434, 0.30470127, 0.080623224, -0.04213514, 0.114459425, -0.20325947, 0.024065504, 0.4724302, -0.12169043, 0.22899939, 0.16189654) * go_0(0.0, 0.0); + result += mat4(0.22153069, -0.13286535, 0.21529129, 0.059222966, -0.010648649, -0.07542803, 0.12650701, 0.107978106, -0.0122471545, -0.12456761, -0.05047403, 0.052241012, -0.18476847, 0.023691572, 0.16347644, -0.10157776) * go_0(0.0, 1.0); + result += mat4(0.053245157, 0.23913434, -0.06288426, -0.15678102, -0.09103809, -0.070054255, -0.021768395, 0.012513, 0.105658144, -0.2088671, -0.03485171, -0.07802848, -0.08754643, 0.0675039, -0.10190519, 0.03442446) * go_0(1.0, -1.0); + result += mat4(-0.028817, 0.11284706, 0.13998732, -0.015143216, -0.03416565, 0.09102063, 0.11161235, 0.08467392, 0.16325544, 0.14942992, -0.12313727, -0.06640328, -0.0750008, -0.018136598, -0.23112826, -0.006661416) * go_0(1.0, 0.0); + result += mat4(0.017297093, 0.07989559, 0.13549612, 0.07035857, -0.25493076, 0.061273754, 0.052633338, 0.0782014, -0.17994808, -0.14367908, 0.098241016, -0.07993234, -0.010386358, -0.102339104, 0.023344131, -0.08682215) * go_0(1.0, 1.0); + result += mat4(0.36794287, -0.048137277, -0.3692417, 0.07832, -0.023172008, 0.02877666, -0.23517531, 0.1448923, 0.09313475, -0.27063283, 0.028388552, 0.17988816, 0.1006075, 0.028261969, -0.10012888, -0.10348935) * go_1(-1.0, -1.0); + result += mat4(-0.06629671, 0.35957095, -0.21791938, -0.12429962, 0.054654542, 0.05988639, -0.32374984, 0.009501225, -0.26171863, 0.042992886, 0.29698196, 0.08521328, 0.15199377, 0.16362138, -0.18785295, -0.049852755) * go_1(-1.0, 0.0); + result += mat4(0.15766738, -0.04841046, 0.14447841, 0.17353393, -0.008089345, 0.04590437, -0.043384884, 0.002877719, 0.08845935, 0.039423246, -0.14808795, -0.03975318, 0.2653877, -0.20700884, 0.07218189, -0.10878484) * go_1(-1.0, 1.0); + result += mat4(0.11222389, 0.2779044, 0.0847275, -0.16267867, 0.17030342, 0.05503266, -0.22644295, -0.23563059, 0.41185054, -0.43625602, -0.18901125, 0.6115694, -0.084791176, -0.01684559, 0.19077617, -0.07168747) * go_1(0.0, -1.0); + result += mat4(0.015268929, -0.14208716, 0.15536898, -0.11922906, -0.021667667, -0.078210905, 0.023766499, -0.18069603, -0.06938558, -0.023576038, -0.2990819, 0.11863158, -0.05013765, 0.061508566, -0.085189775, 0.07901883) * go_1(0.0, 0.0); + result += mat4(0.13318339, 0.29247984, 0.14075997, 0.08248716, 0.3436642, -0.099461004, -0.17356718, -0.029998098, 0.11614284, 0.20115575, 0.04850254, -0.109567694, -0.090151444, 0.06976889, 0.12614332, 0.097242) * go_1(0.0, 1.0); + result += mat4(0.102283016, 0.2969136, -0.059127506, 0.06053867, 0.102346785, 0.061365493, -0.09023823, -0.14396398, 0.04298546, -0.10845686, -0.16071963, 0.05240062, 0.00294458, 0.01617549, 0.30480185, -0.0020818028) * go_1(1.0, -1.0); + result += mat4(0.022530032, -0.04770017, 0.16849731, 0.2684958, -0.20493472, 0.26375678, -0.08210537, 0.11594341, 0.12630959, -0.33804628, -0.066290505, -0.21235433, -0.11481554, 0.045285236, 0.009036264, -0.009541344) * go_1(1.0, 0.0); + result += mat4(0.22221607, 0.19683546, 0.088301376, 0.07007941, 0.42560205, -0.2515224, 0.10263357, 0.17257528, -0.025208276, 0.09696816, 0.07462843, -0.1663459, 0.14332424, -0.04554422, 0.1857485, 0.19819035) * go_1(1.0, 1.0); + result += mat4(-0.33422568, 0.22908518, -0.052035328, 0.0022050992, 0.22068155, -0.31737608, 0.11867548, -0.1062603, 0.21229419, 0.0637268, 0.06284452, 0.075321406, -0.0017977909, -0.24026957, 0.08011851, -0.016301792) * go_2(-1.0, -1.0); + result += mat4(0.18647133, -0.042395514, -0.21644959, 0.020428998, -0.19073069, 0.037881456, 0.15364948, 0.13242447, -0.30524725, 0.056054097, -0.03914103, 0.030670341, -0.0010289366, -0.03421297, 0.34305614, 0.078916825) * go_2(-1.0, 0.0); + result += mat4(-0.061559163, 0.33350998, -0.040633813, -0.1973531, -0.17371178, 0.020277103, -0.024941592, 0.06309346, 0.10086231, -0.07366512, 0.16570221, 0.20248237, -0.23286462, 0.2155677, 0.15136743, 0.05190251) * go_2(-1.0, 1.0); + result += mat4(-0.089644894, 0.13512145, -0.09810823, 0.1616594, 0.16190928, -0.35417703, -0.05601066, 0.20318456, 0.17348176, 0.074274324, 0.029394915, 0.15095772, 0.12337869, 0.029932164, 0.04123706, -0.049648866) * go_2(0.0, -1.0); + result += mat4(0.46952993, 0.14834478, -0.11927866, 0.07611556, -0.2967575, -0.030506441, -0.1524667, -0.16106017, -0.38649827, 0.18501776, 0.07677004, -0.0828538, -0.43983704, -0.15083657, -0.118309684, 0.13656397) * go_2(0.0, 0.0); + result += mat4(-0.04939808, 0.53252345, 0.12711428, -0.38512766, -0.20486577, 0.031688303, -0.18231112, -0.019054607, -0.034855623, -0.05244254, -0.1425771, 0.0892418, 0.046889585, 0.1430025, -0.12742822, 0.092776656) * go_2(0.0, 1.0); + result += mat4(-0.105744444, -0.10247078, -0.02144931, -0.09396661, -0.03536793, -0.027341979, -0.103435315, 0.12214116, -0.13862023, 0.037751865, 0.40586975, 0.023863355, -0.12592442, -0.0762698, 0.008515978, 0.1552095) * go_2(1.0, -1.0); + result += mat4(0.018858416, 0.053681094, 0.16911085, -0.29219922, -0.182029, 0.02297272, -0.30588147, -0.18948974, -0.05744442, 0.0065371646, 0.16328862, -0.051437955, 0.13113242, -0.07573973, -0.047258016, 0.0882382) * go_2(1.0, 0.0); + result += mat4(-0.021155104, 0.07440132, -0.06681412, -0.20775446, 0.053573515, 0.007910367, -0.26769453, -0.15753269, 0.24886242, -0.004493456, 0.023437606, 0.13257046, 0.104298666, 0.14052817, -0.29093856, 0.006735399) * go_2(1.0, 1.0); + result += mat4(-0.1299053, 0.21084401, 0.07395335, 0.025556391, -0.012464804, 0.090624444, -0.1041891, 0.03487812, -0.012958428, -0.22729388, 0.06259986, -0.1693054, -0.12679845, -0.15950051, -0.13191415, 0.1125045) * go_3(-1.0, -1.0); + result += mat4(0.1916771, -0.02030791, -0.2001191, 0.01943065, -0.18369348, -0.054252382, -0.11485618, -0.16434757, 0.0587951, 0.15208498, -0.1752913, 0.03718008, -0.07597363, -0.21144252, -0.049415894, -0.010295923) * go_3(-1.0, 0.0); + result += mat4(-0.044603452, 0.019383559, -0.24661145, -0.12994917, 0.12697428, -0.13032277, -0.15293793, -0.03483303, -0.104321085, 0.04012559, 0.037243072, 0.079595305, -0.12313407, 0.118987724, 0.038709577, 0.09531991) * go_3(-1.0, 1.0); + result += mat4(-0.021859067, 0.009060085, 0.19879933, 0.21082644, -0.07705756, 0.10045584, -0.075999945, 0.15191688, -0.12042984, -0.11578441, 0.29679164, -0.23787339, 0.1087794, -0.1419117, -0.22779143, 0.12054577) * go_3(0.0, -1.0); + result += mat4(0.16636065, 0.21066229, -0.06262401, 0.051833395, 0.05992027, 0.014294402, -0.13363211, -0.11139326, -0.026526988, -0.2071816, -0.03000262, -0.08924753, 0.0979992, -0.08312352, -0.016549548, -0.034920745) * go_3(0.0, 0.0); + result += mat4(0.099836424, -0.19452114, 0.07249264, -0.025459828, 0.12210845, -0.15024027, -0.06490785, -0.080187015, -0.009426102, 0.15876383, -0.19070506, 0.12257102, 0.04862195, 0.0707773, -0.24345201, -0.103591055) * go_3(0.0, 1.0); + result += mat4(-0.039747223, 0.07834283, 0.13246708, -0.021774938, -0.05476214, 0.07021812, 0.0134778535, 0.003289531, 0.11907656, 0.04191671, 0.04860092, -0.041503876, -0.040156245, -0.21329322, 0.2024782, 0.067827046) * go_3(1.0, -1.0); + result += mat4(-0.036722995, 0.12776081, 0.14014143, 0.09107308, 0.18742307, -0.099873625, -0.13149267, -0.18590397, -0.067778006, 0.16363877, -0.007999648, 0.13500053, 0.23733437, 0.16123019, 0.23561893, 0.0365712) * go_3(1.0, 0.0); + result += mat4(0.023911275, -0.03754323, 0.17444386, 0.08616114, 0.21406639, -0.15029684, 0.09355591, -0.2486941, 0.11913366, -0.16174106, -0.10907662, 0.107935205, -0.20745984, -0.06180981, -0.019558005, -0.24215329) * go_3(1.0, 1.0); + result += vec4(-0.16255508, -0.041602854, 0.09628627, 0.12747966); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.14002717, 0.058876935, 0.20110254, 0.08939276, 0.03416418, 0.0011943586, 0.042772148, -0.00071322336, -0.115944035, 0.04220234, -0.34941152, -0.01974448, -0.0860279, 0.062355816, -0.023853427, 0.02757322) * go_0(-1.0, -1.0); + result += mat4(0.07400734, 0.19251242, 0.22637455, -0.12530822, -0.17724502, -0.022523593, -0.15113536, 0.065425, 0.101782374, -0.014717139, -0.098752305, 0.080687046, -0.1023507, 0.019614108, 0.01754361, 0.017383952) * go_0(-1.0, 0.0); + result += mat4(-0.044900224, -0.04213899, 0.0073328684, 0.16705592, -0.051043745, -0.115500204, -0.07567362, 0.07818187, 0.26050508, 0.20679274, 0.04177571, 0.059024576, -0.12510507, -0.051585447, -0.007354538, 0.041514263) * go_0(-1.0, 1.0); + result += mat4(0.19596866, -0.085393354, 0.03522195, 0.070734546, -0.10047298, 0.033123884, -0.030003218, -0.060309574, 0.11121212, 0.038920198, -0.09097313, 0.020515997, 0.082481235, 0.08472773, -0.007372676, 0.020294813) * go_0(0.0, -1.0); + result += mat4(-0.08415041, -0.2041298, -0.0834695, -0.18762465, 0.26823425, -0.029255247, 0.21203867, 0.01842292, 0.17127061, -0.14378369, 0.18486983, 0.040807612, 0.053938765, -0.0033184371, 0.021192972, -0.28285155) * go_0(0.0, 0.0); + result += mat4(-0.071444504, -0.16073905, 0.03151272, 0.31961456, -0.09696413, -0.14652419, 0.012872177, 0.036853626, 0.055909842, 0.023814479, 0.12539348, 0.40904784, 0.065472044, -0.04875745, -0.012401859, 0.055437304) * go_0(0.0, 1.0); + result += mat4(-0.020927057, -0.23479983, -0.073076054, -0.019441728, 0.08953939, 0.00085565075, 0.061437223, -0.0912304, 0.088546015, -0.009464413, -0.21220255, -0.13741408, 0.049379412, -0.059064344, 0.019205336, -0.11340151) * go_0(1.0, -1.0); + result += mat4(0.091714375, -0.17525947, 0.10243093, 0.037679292, 0.062438603, -0.05920895, -0.041936304, -0.030830177, 0.15641114, -0.13261372, -0.021079037, -0.036029477, 0.051840104, 0.07784452, 0.024798041, -0.079719625) * go_0(1.0, 0.0); + result += mat4(0.09153048, 0.09966556, -0.10249195, 0.062159285, -0.041912418, -0.22329834, 0.06683857, -0.07287391, -0.1276734, -0.108105786, -0.076660454, -0.07083524, 0.115786545, 0.043516885, 0.032041304, 0.058955755) * go_0(1.0, 1.0); + result += mat4(0.13925591, 0.18807505, 0.19418481, 0.13057134, -0.18483852, 0.07704087, -0.25748852, -0.008577424, 0.0165214, 0.03893396, 0.081021786, -0.19419926, 0.21641012, 0.047428373, -0.08350786, -0.14157358) * go_1(-1.0, -1.0); + result += mat4(-0.06301399, -0.10051874, 0.050919298, -0.011019032, -0.09310829, -0.09138247, -0.16847654, 0.059362046, 0.09107295, 0.06165534, -0.14288484, -0.09833287, 0.116363674, 0.20607105, 0.28841344, -0.09095499) * go_1(-1.0, 0.0); + result += mat4(-0.21624683, -0.01876206, 0.008987255, 0.17512046, -0.07461909, 0.124108806, -0.054439757, 0.0063252384, -0.24328436, 0.12330878, -0.09306248, -0.046553027, 0.07773235, 0.08965016, 0.0025699693, 0.06252218) * go_1(-1.0, 1.0); + result += mat4(0.17797774, -0.0768457, -0.06500614, 0.010914941, 0.052788664, 0.10169022, -0.11962388, -0.10176263, -0.52695477, 0.10339165, 0.12893896, 0.016989866, -0.070845306, 0.011061218, -0.033032518, 0.13843493) * go_1(0.0, -1.0); + result += mat4(0.4498575, 0.3626344, -0.18857695, 0.12901132, 0.050753895, 0.03323978, -0.15807427, 0.050633483, -0.35924155, 0.13558777, 0.07132256, -0.20883714, 0.23128356, 0.2943383, 0.011521201, -0.21517687) * go_1(0.0, 0.0); + result += mat4(-0.007034323, -0.08821435, -0.1275898, -0.15626103, 0.1458542, 0.26724494, -0.118883595, -0.0062981425, 0.07331739, -0.061295208, -0.008509335, -0.012484612, -0.010828551, -0.11301564, -0.078878716, -0.07692456) * go_1(0.0, 1.0); + result += mat4(-0.17712432, 0.020956295, 0.118008055, 0.09609794, 0.22146885, 0.20994097, -0.11431106, -0.10710715, -0.15350081, 0.118692145, -0.028190786, 0.021440385, 0.053412, -0.06350743, -0.03998433, 0.061913643) * go_1(1.0, -1.0); + result += mat4(-0.07220576, 0.21927893, 0.029267995, 0.107059665, 0.114823125, -0.115261756, -0.18801664, 0.04473252, -0.055653024, 0.11297751, 0.15545851, -0.012991604, 0.1803409, 0.1982345, -0.07486266, -0.09845943) * go_1(1.0, 0.0); + result += mat4(-0.0855076, 0.014239223, 0.15630183, 0.21274531, -0.24398185, -0.039692834, -0.167163, 0.09103569, 0.029505143, 0.0986762, 0.015726546, 0.015572646, 0.16977786, -0.08617271, 0.13340445, -0.14292516) * go_1(1.0, 1.0); + result += mat4(-0.07120758, -0.1391182, -0.12895927, -0.05497231, 0.017502422, 0.21387358, 0.11369438, -0.09802215, 0.23512627, -0.18750496, 0.3741736, 0.07218814, 0.050294157, -0.03545248, 0.1803603, -0.05216715) * go_2(-1.0, -1.0); + result += mat4(-0.031216163, 0.26304567, -0.22097221, 0.0057130447, 0.05476227, 0.048769098, 0.11701435, -0.08043882, 0.121324, -0.07633719, 0.019091062, 0.1056272, 0.19340484, -0.11655276, -0.06859909, -0.20875669) * go_2(-1.0, 0.0); + result += mat4(-0.1303287, 0.23683752, -0.14536002, -0.12238158, -0.024545986, -0.09032069, 0.03192402, -0.22449107, 0.2297885, 0.02040227, 0.00034511733, -0.0878228, 0.184152, -0.070972465, -0.010276752, -0.1974931) * go_2(-1.0, 1.0); + result += mat4(-0.345411, -0.088238314, -0.020721637, -0.19773935, -0.08967216, 0.11257784, 0.11590796, 0.047473334, 0.20315827, 0.08028863, -0.053076692, 0.04220213, 0.0463197, -0.11993164, 0.17273119, -0.10105775) * go_2(0.0, -1.0); + result += mat4(0.01774352, -0.029116748, -0.070671946, 0.03868912, -0.23905252, 0.122819565, -0.13782008, -0.11386684, -0.15104173, 0.06922476, -0.40653947, -0.041311335, 0.03382718, 0.17504995, 0.19865142, 0.20958701) * go_2(0.0, 0.0); + result += mat4(0.019477593, -0.13480781, -0.15261935, -0.29111782, -0.009433358, 0.07510615, -0.07673836, -0.092863046, -0.15928364, -0.18979515, 0.23357031, -0.096665405, 0.017931713, 0.15517262, -0.045679327, -0.13043073) * go_2(0.0, 1.0); + result += mat4(0.009786184, 0.23618346, 0.08964326, -0.07550377, -0.21214269, 0.008612741, 0.012998613, 0.08797401, 0.16580902, 0.018369747, 0.31754863, 0.094271086, -0.3186572, 0.013351233, -0.04407326, 0.0920314) * go_2(1.0, -1.0); + result += mat4(-0.025626086, 0.09697167, -0.013395247, -0.080764554, -0.19025484, 0.25081167, -0.008351234, 0.009649054, -0.045282297, 0.02762338, 0.09182815, -0.015618593, -0.24248622, -0.0027028685, -0.026439957, 0.06903493) * go_2(1.0, 0.0); + result += mat4(0.15144084, 0.09893225, 0.18078536, -0.40492618, 0.006812688, 0.20841157, -0.052535042, -0.03471349, 0.07722477, 0.18913163, 0.06806257, 0.13268931, -0.23726766, -0.06573527, -0.07974115, 0.00016083609) * go_2(1.0, 1.0); + result += mat4(-0.22123417, 0.043395992, -0.075050056, 0.040263254, 0.05219495, -0.10119571, 0.06624045, 0.006088249, -0.02443482, 0.22211014, 0.11706287, 0.09821594, -0.26269525, -0.045644283, 0.1594094, 0.05119857) * go_3(-1.0, -1.0); + result += mat4(-0.1359838, 0.085772105, -0.14989698, 0.22662053, -0.13730896, 0.13598563, -0.22069088, -0.049138095, -0.11819638, 0.00615722, 0.22080155, -0.18276499, 0.13765272, 0.026108319, -0.16875726, -0.04851573) * go_3(-1.0, 0.0); + result += mat4(-0.23633143, -0.04675013, 0.13207665, 0.17955893, -0.057579413, -0.007248268, -0.11771674, 0.053317282, 0.06935881, -0.07843104, -0.051989514, -0.101527795, 0.030873962, 0.05374762, 0.15865721, -0.11873757) * go_3(-1.0, 1.0); + result += mat4(-0.17574823, 0.116152145, 0.038584445, 0.06896235, 0.045519844, -0.003343947, -0.18241419, -0.0559283, 0.1285456, -0.06100108, 0.072168864, 0.2383614, 0.06786445, -0.110831186, 0.0017635048, -0.11216164) * go_3(0.0, -1.0); + result += mat4(-0.22214325, -0.16752025, 0.39590892, 0.0366774, -0.09062008, 0.04298391, -0.2098661, -0.007913526, 0.27807632, -0.0072328355, -0.123739436, 0.017585058, -0.0792693, -0.012500297, -0.0028807693, -0.0010119011) * go_3(0.0, 0.0); + result += mat4(0.014059116, 0.19940482, 0.16831028, 0.16160843, -0.23937507, -0.0070899655, 0.05102661, 0.14583974, 0.04344956, 0.21863829, 0.014209773, -0.063842624, -0.19981036, 0.09243793, 0.24139273, 0.11667779) * go_3(0.0, 1.0); + result += mat4(0.16715737, -0.09880053, 0.00053459726, -0.08722921, -0.050105397, -0.01993378, -0.15830508, -0.028736366, -0.03423738, -0.13328381, -0.1851269, 0.012596559, 0.16408625, 0.10486815, -0.011303046, -0.025475042) * go_3(1.0, -1.0); + result += mat4(0.118060954, -0.24267668, -0.0098548755, -0.04774737, -8.479728e-05, 0.11292645, -0.05507332, -0.20990159, -0.16743746, -0.17963362, -0.14095132, 0.19843975, -0.032164577, -0.21628135, -0.12668937, -0.008645119) * go_3(1.0, 0.0); + result += mat4(0.11424831, -0.19821498, 0.016948126, 0.0033053497, 0.24253003, 0.24522384, -0.13992928, 0.08576702, -0.15157521, -0.08158828, 0.07676344, -0.08844756, -0.02293248, -0.052961793, 0.08597288, -0.07834255) * go_3(1.0, 1.0); + result += vec4(-0.07366732, -0.06278686, 0.11547288, -0.04786791); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.012843345, 0.047590222, 0.0052741203, 0.017328946, 0.06774971, -0.028615275, 0.030839639, 0.053735327, -0.093057916, 0.08288735, 0.02991863, -0.040167376, 0.11699043, 0.062987246, 0.038180597, 0.11130321) * go_0(-1.0, -1.0); + result += mat4(0.047898952, 0.013089616, 0.13206771, 0.053474475, -0.24849094, -0.13717765, -0.14899106, 0.032647215, -0.111574546, -0.017941473, 0.017136412, -0.04121033, 0.04825172, -0.07243479, -0.30205736, -0.009043054) * go_0(-1.0, 0.0); + result += mat4(-0.006104078, -0.056147296, -0.05430816, -0.012150009, -0.12583707, -0.06810525, -0.18965304, -0.03767409, 0.038220566, 0.12901759, 0.14772348, -0.011318772, 0.10613474, -0.011039028, -0.017407915, -0.035597485) * go_0(-1.0, 1.0); + result += mat4(0.070510425, 0.07079898, 0.063229784, 0.12203576, -0.08330366, 0.14733653, 0.1879776, 0.038365003, -0.112844236, 0.039776023, 0.1109856, -0.013311713, -0.039772045, 0.055393253, 0.13704132, -0.017909162) * go_0(0.0, -1.0); + result += mat4(0.01609076, 0.29408732, -0.27179766, 0.06092111, 0.22690177, -0.16917813, -0.3125674, -0.059012905, -0.095299855, -0.07046006, -0.03500062, 0.14539354, -0.031449903, -0.020992422, 0.11367832, -0.16279401) * go_0(0.0, 0.0); + result += mat4(-0.014307108, 0.066424, -0.10264224, 0.03198627, 0.1848716, 0.0827183, 0.055873994, -0.08671376, -0.09059771, -0.0033756928, 0.015373264, 0.1482131, -0.22886358, 0.14303732, 0.060101535, -0.056595195) * go_0(0.0, 1.0); + result += mat4(-0.085188106, 0.07173675, 0.112149395, 0.12051379, -0.008070544, 0.17174324, 0.09781431, 0.15725529, -0.11921908, -0.026167218, 0.0726004, 0.1150364, 0.07129521, 0.08404156, -0.06052682, -0.024796983) * go_0(1.0, -1.0); + result += mat4(-0.118749954, 0.21372789, 0.1825785, 0.12766796, -0.20407347, -0.31983793, 0.06569954, 0.061804183, -0.1381503, -0.2288562, 0.010778781, 0.046662748, 0.09632992, -0.0007208436, 0.042766806, -0.008586152) * go_0(1.0, 0.0); + result += mat4(-0.08471548, 0.11370638, 0.044628102, 0.21962023, -0.1537214, 0.018495824, -0.10132307, 0.055931155, -0.19381963, -0.029650096, -0.12020838, 0.14787269, 0.10709368, 0.091088474, -0.08593706, 0.02723246) * go_0(1.0, 1.0); + result += mat4(0.023070067, 0.047927327, -0.0039206124, 0.044357426, 0.078707196, -0.02090998, 0.061532218, -0.01990171, -0.0010075673, -0.02985451, -0.013571645, 0.072454736, -0.08910195, 0.08069201, 0.021186491, -0.015898732) * go_1(-1.0, -1.0); + result += mat4(0.19465011, -0.099643335, -0.13729279, -0.01785864, 0.07081408, -0.03980578, -0.055030484, -0.007838133, 0.02866604, 0.047467582, 0.0021829177, -0.0085278815, -0.14039196, 0.14613628, -0.08654854, 0.091417976) * go_1(-1.0, 0.0); + result += mat4(0.2008973, -0.055368304, -0.11570937, -0.020534834, 0.029072378, 0.057559345, -0.12295086, -0.093348056, -0.032486536, -0.024021279, -0.03250597, 0.03629745, -0.08590457, -0.037932087, -0.21787491, 0.06611054) * go_1(-1.0, 1.0); + result += mat4(0.0013978226, 0.12190444, -0.1388371, 0.053365257, 0.06383916, -0.16512986, 0.020202242, -0.05118216, -0.022544125, 0.022348702, -0.04619122, -0.007816115, 0.16181955, -0.087810166, -0.017245274, 0.2592078) * go_1(0.0, -1.0); + result += mat4(-0.29257166, 0.18668509, 0.39435357, -0.015695287, 0.052169085, 0.08033462, -0.06759564, 0.15172167, -0.07392426, 0.08598093, -0.099814445, 0.16442427, -0.23507537, 0.00095621345, 0.09456823, 0.35083038) * go_1(0.0, 0.0); + result += mat4(0.09508197, -0.10668374, 0.07861556, -0.18495509, -0.012995353, 0.10549121, 0.20355113, 0.02486487, -0.0010891877, 0.0013024746, 0.040683478, 0.09813279, -0.25718254, -0.080950156, -0.20833632, -0.011176342) * go_1(0.0, 1.0); + result += mat4(0.04636551, 0.01815646, -0.061344985, 0.16105172, 0.018154364, 0.08175996, 0.02177905, 0.05214974, 0.056760095, 0.056198932, -0.01944339, 0.10342066, 0.037774805, -0.098509185, -0.050058816, 0.22327778) * go_1(1.0, -1.0); + result += mat4(0.3342538, 0.24596402, -0.05070882, -0.1629279, -0.0605624, -0.31846803, -0.030116247, 0.14499578, 0.23033214, 0.100796476, -0.11549748, 0.13272488, 0.09768287, -0.08599002, -0.18570031, -0.095745035) * go_1(1.0, 0.0); + result += mat4(0.017806288, 0.03143078, 0.1363342, -0.018307902, 0.036575943, -0.04645106, -0.13187204, -0.019356936, 0.08177283, 0.14059572, -0.026990665, -0.025628868, 0.089009784, -0.054094527, -0.10889895, -0.08352851) * go_1(1.0, 1.0); + result += mat4(-0.10441912, 0.06942166, 0.021075722, 0.022823252, 0.14455585, -0.10067584, -0.006786432, -0.15945506, 0.051149122, -0.051351603, -0.012551037, 0.017784216, -0.030743994, 0.06534117, -0.05894921, -0.007193482) * go_2(-1.0, -1.0); + result += mat4(-0.105177015, 0.12079406, -0.021824203, 0.0051873215, 0.09426312, 0.0872351, 0.042457238, -0.027718134, -0.04744092, -0.036118995, -0.088347785, 0.025714433, -0.0033455554, 0.0052299164, 0.14114419, -0.23041077) * go_2(-1.0, 0.0); + result += mat4(-0.10924918, 0.07170065, 0.15847342, 0.045235954, 0.01170718, 0.09113452, 0.155801, 0.012455027, 0.0091770645, -0.071032606, -0.06911904, -0.0078831315, 0.27796802, -0.08136213, 0.20615137, -0.22055252) * go_2(-1.0, 1.0); + result += mat4(0.02993543, -0.011065637, 0.015992155, -0.106134124, -0.26578894, 0.16489314, 0.0020848098, 0.12432517, -0.14845847, 0.11076599, -0.015617476, 0.12498255, 0.009672752, -0.013014179, 0.10577515, 0.02908296) * go_2(0.0, -1.0); + result += mat4(-0.0728776, -0.14159116, 0.105368264, -0.016262107, -0.14621304, -0.0007887494, 0.14413477, 0.11337385, -0.1769697, -0.1076886, 0.08036942, 0.10428512, 0.10336065, -0.15257628, 0.05553209, 0.12439473) * go_2(0.0, 0.0); + result += mat4(-0.067323305, 0.23115864, 0.0817162, 0.13127932, 0.02427729, 0.01246805, 0.021550559, 0.066352196, -0.014213087, -0.022559473, 0.058270242, -0.069260366, -0.1949913, 0.27712336, -0.020843407, 0.16199547) * go_2(0.0, 1.0); + result += mat4(-0.06066066, 0.009365795, -0.005817299, 0.016661849, 0.032292802, 0.10364246, -0.105340734, -0.040422246, 0.0028520338, 0.10786728, 0.041312158, 0.0634878, -0.10283239, -0.13716424, 0.2013461, -0.14106691) * go_2(1.0, -1.0); + result += mat4(-0.14796652, 0.042259417, -0.08663438, 0.09733461, -0.044074174, 0.24739462, 0.04777009, -0.026686348, 0.0027458945, 0.043400105, -0.11496284, 0.08113486, -0.33933377, 0.046819236, -0.12803015, 0.006137677) * go_2(1.0, 0.0); + result += mat4(-0.07903079, -0.009489394, 0.018812884, -0.031424083, 0.14344518, 0.08629371, 0.123602144, 0.045581687, 0.102321856, 0.07221763, 0.14465447, -0.23171869, -0.1145046, -0.088674895, -0.08679749, -0.20322132) * go_2(1.0, 1.0); + result += mat4(-0.09741677, 0.0010184142, -0.06932825, 0.044964395, 0.03060611, 0.11817057, 0.04148144, 0.000755089, 0.018646225, -0.1362759, 0.045627713, -0.01720389, -0.013920286, 0.0041473205, 0.023480741, -0.00036270308) * go_3(-1.0, -1.0); + result += mat4(-0.047821313, 0.15457056, 0.081069574, -0.061125267, -0.003727664, -0.03735384, -0.00673114, -0.0585745, -0.14427665, 0.21584798, 0.17612408, 0.03723236, 0.09688153, 0.0071055717, 0.0704578, -0.008490558) * go_3(-1.0, 0.0); + result += mat4(0.005648931, -0.021415008, 0.07515239, 0.024656001, 0.14356652, -0.09023091, -0.092833556, -0.11933706, -0.17543222, -0.31645912, -0.14794292, -0.10830711, 0.046658885, -0.13449514, -0.032724228, -0.07927336) * go_3(-1.0, 1.0); + result += mat4(-0.012330256, 0.030906612, 0.009849825, 0.16186711, 0.105316125, 0.1066287, 0.007410255, 0.08471377, -0.06755245, 0.2835302, 0.06922882, 0.18501134, -0.10781668, -0.021025939, -0.057754997, -0.19532007) * go_3(0.0, -1.0); + result += mat4(0.09254016, 0.21572222, -0.250398, -0.017990865, 0.10726608, -0.13617107, 0.06726572, -0.17355372, 0.07552837, -0.01980061, 0.10523871, -0.062427603, -0.1769102, 0.35534126, -0.22155605, -0.13921477) * go_3(0.0, 0.0); + result += mat4(0.0054315915, 0.028563919, -0.030617325, 0.12851912, 0.0020591016, -0.07287573, -0.15371658, -0.3468236, 0.042036943, -0.19993319, -0.1311562, -0.11087494, -0.033534657, -0.049439076, 0.07299748, 0.049393892) * go_3(0.0, 1.0); + result += mat4(0.04817828, 0.009956909, 0.08608736, -0.04149299, 0.07101367, -0.03388178, 0.08030968, -0.032450564, 0.14994971, -0.006995002, 0.13461865, -0.061656967, -0.044900555, -0.05698395, 0.07130313, -0.17835349) * go_3(1.0, -1.0); + result += mat4(0.09259944, -0.1760367, -0.05008204, 0.12799591, 0.10526596, 0.25768888, 0.11187724, -0.06537007, 0.11869906, -0.30243787, 0.1930932, -0.13290296, 0.017331708, 0.04682896, 0.02930385, 0.15250616) * go_3(1.0, 0.0); + result += mat4(-0.01343636, -0.015147329, -0.12101166, 0.04787181, 0.088516094, -0.0716172, 0.012281597, -0.01175244, -0.036102388, -0.16996604, 0.0068835146, 0.16938321, -0.019361602, -0.07008898, -0.111906745, -0.008676077) * go_3(1.0, 1.0); + result += vec4(0.03128986, -0.070663765, -0.056307543, -0.043389197); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.010251427, -0.045750465, 0.016315231, -0.008768869, 0.017431414, 0.080067836, 0.025827147, 0.10838066, 0.0024869177, -0.034495536, 0.09772538, 0.07213915, 0.016637174, 0.040788822, -0.022752339, 0.10970543) * go_0(-1.0, -1.0); + result += mat4(0.11526194, 0.09676918, -0.04237834, -0.2271947, 0.12261753, -0.24500768, 0.10468346, 0.13780572, -0.009849901, 0.023189532, 0.0011982447, 0.04185303, 0.045187697, 0.06505389, 0.096869685, -0.1784324) * go_0(-1.0, 0.0); + result += mat4(0.04672689, 0.13536161, -0.1818021, -0.20668268, 0.07533596, -0.032177944, -0.024819814, 0.036118865, 0.012960037, -0.04256549, 0.03154665, 0.10697645, 0.0455828, 0.15624708, 0.0880299, -0.044446476) * go_0(-1.0, 1.0); + result += mat4(-0.03187084, -0.04798656, 0.05435525, -0.060023244, -0.02988392, -0.13252808, -0.13699181, -0.013882888, 0.052836955, -0.051288467, -0.048392758, -0.02818318, -0.045959223, -0.0385304, -0.113381095, 0.048340388) * go_0(0.0, -1.0); + result += mat4(0.06799445, -0.32721373, 0.09433875, -0.24025385, 0.0029125893, -0.029136823, 0.01100064, -0.12017942, -0.12278812, -0.0646935, 0.009398038, -0.021518359, 0.008572816, 0.15084247, -0.22798048, -0.027803216) * go_0(0.0, 0.0); + result += mat4(0.14571115, 0.24804439, 0.13177192, -0.1820655, -0.0030899157, -0.11837261, 0.14447895, 0.11825037, 0.083688706, 0.13209106, 0.051847935, -0.27009267, -0.030820336, 0.15591313, 0.00807933, 0.08577916) * go_0(0.0, 1.0); + result += mat4(0.07043623, -0.006127145, -0.16473344, -0.091646075, 0.12019198, 0.02408659, 0.038805984, 0.043282606, 0.09853516, -0.03085117, -0.13666795, 0.057578508, 0.023477113, -0.050639734, 0.05486259, 0.10117338) * go_0(1.0, -1.0); + result += mat4(0.07739963, 0.019718317, -0.17859067, -0.107660785, 0.07235146, -0.08198499, -0.13072458, 0.0808431, -0.09421921, -0.024668563, 0.058651946, 0.058679227, -0.041750733, 0.07785575, 0.0375434, -0.11090677) * go_0(1.0, 0.0); + result += mat4(0.13032761, 0.2291367, -0.1677081, -0.22246332, 0.03946319, 0.0063910848, 0.09128152, 0.0013804171, -0.034065075, -0.058277655, 0.052419346, -0.030012188, 0.018556409, -0.07521306, 0.12746032, 0.0899423) * go_0(1.0, 1.0); + result += mat4(-0.14820024, 0.03316697, 0.074021704, 0.0349015, -0.028731624, -0.03655249, 0.041885335, 0.025598902, -0.007544352, -0.058063164, 0.030487465, -0.073317364, -0.033130456, -0.17607957, 0.0020156964, 0.15351814) * go_1(-1.0, -1.0); + result += mat4(-0.33111712, 0.11070417, -0.11759775, 0.12881225, -0.10840586, -0.114877716, 0.026571346, 0.01617625, 0.0028098845, 0.07325011, -0.008114658, 0.11581408, 0.0040087802, 0.15237121, 0.10423624, 0.010486565) * go_1(-1.0, 0.0); + result += mat4(-0.14014785, 0.03670812, 0.041663505, -0.25026393, -0.05651376, -0.009220771, 0.18786587, 0.11221872, -0.0045316, -0.0781469, 0.09609792, -0.077175744, 0.15113525, 0.14979461, -0.003579166, -0.097722545) * go_1(-1.0, 1.0); + result += mat4(0.005191016, -0.05746076, 0.14736177, -0.37837118, -0.116905205, 0.035447106, -0.1389216, -0.06583864, 0.08867301, -0.027591052, 0.020395119, -0.067704394, -0.078146204, 0.21156693, -0.24100207, -0.34081197) * go_1(0.0, -1.0); + result += mat4(0.3395633, -0.16366479, -0.16501908, 0.19205959, -0.1203106, 0.1201394, 0.059141878, 0.024588805, 0.0106182005, -0.007498128, -0.13781549, -0.031079333, 0.45373476, -0.019419974, -0.029461615, -0.109356895) * go_1(0.0, 0.0); + result += mat4(-0.20302778, 0.023634301, 0.0037064455, 0.23106048, -0.14157735, 0.115462445, -0.10275177, -0.05708588, 0.0066573587, -0.14406916, -0.029837208, 0.056612004, -0.036978997, 0.07784742, -0.009329581, 0.11628078) * go_1(0.0, 1.0); + result += mat4(-0.050052032, 0.061341796, -0.108812004, -0.27657855, 0.07106667, -0.062498234, 0.08073948, 0.18898413, -0.005880379, -0.031624768, 0.0334547, 0.10361753, -0.18414119, -0.070826136, 0.027453694, 0.022999335) * go_1(1.0, -1.0); + result += mat4(0.014818375, 0.17337285, 0.10936815, -0.030657725, -0.08041041, 0.022390872, 0.0053962595, 0.090021096, 0.05470518, 0.014654071, 0.06899392, -0.03431451, 0.05177294, -0.13493995, -0.055468578, -0.19131596) * go_1(1.0, 0.0); + result += mat4(0.08200318, -0.10802187, -0.075451784, 0.006642357, -0.041665014, -0.05528946, 0.1799087, -0.07113583, -0.016218789, -0.12353001, -0.034801062, 0.06995437, 0.013318846, -0.16708943, 0.17779571, 0.20705931) * go_1(1.0, 1.0); + result += mat4(0.10754426, -0.03437161, -0.089123115, -0.12592112, -0.09719291, 0.042339396, -0.02457928, -0.10472151, -0.031175358, -0.06077806, -0.025603233, 0.0030798917, 0.0302328, -0.011108347, -0.08815118, -0.11247357) * go_2(-1.0, -1.0); + result += mat4(-0.03634052, -0.0752815, -0.032257803, -0.020932812, -0.01030603, 0.05347118, -0.013455479, -0.1528448, 0.11631174, 0.017359301, 0.0053947037, -0.10187295, -0.034056764, -0.06371101, 0.10579902, 0.06297638) * go_2(-1.0, 0.0); + result += mat4(0.0026892002, -0.09832557, 0.07002896, 0.17336288, 0.017382741, 0.0868499, 0.024310237, 0.1024202, 0.016445315, -0.096997134, -0.05655256, -0.03888035, -0.23449722, 0.004868548, -0.046150357, 0.16268611) * go_2(-1.0, 1.0); + result += mat4(-0.08197917, 0.06499742, 0.044401966, 0.119590975, 0.17058893, 0.003096477, 0.073047325, -0.2325016, 0.20562899, 0.06886438, -0.10150125, -0.09421983, -0.026852611, 0.11638924, -0.2897435, 0.10056706) * go_2(0.0, -1.0); + result += mat4(0.05599001, 0.20881969, 0.057560008, 0.03211348, 0.07353149, 0.10849278, -0.04358825, -0.07277266, 0.19414866, 0.084341206, -0.054937962, -0.19548011, -0.1875029, -0.13233592, 0.247698, 0.054934226) * go_2(0.0, 0.0); + result += mat4(0.006909254, -0.043635696, -0.0420242, 0.0029297285, -0.011208758, 0.10583326, -0.039475866, -0.091568366, -0.11034183, -0.2710617, -0.15182555, 0.27160573, 0.029486256, -0.17993683, 0.10480137, -0.031949393) * go_2(0.0, 1.0); + result += mat4(0.012359864, -0.024621721, -0.066488825, -0.041012418, 0.0008418082, -0.034133818, 0.1275645, -0.22584224, 0.04127642, 0.021086683, -0.055507325, 0.017740795, -0.10207868, -0.02459281, -0.16278388, 0.2084072) * go_2(1.0, -1.0); + result += mat4(0.07907339, -0.08811312, -0.043821383, -0.12781687, -0.014701197, -0.08600121, -0.07344954, -0.06233793, 0.13561183, 0.17435691, -0.25248256, -0.18915577, 0.11731138, -0.076414265, 0.011668736, -0.24489906) * go_2(1.0, 0.0); + result += mat4(0.015452916, -0.1093781, -0.031768844, -0.049816687, 0.087654404, 0.083113015, -0.11759004, -0.02852037, 0.0119902035, -0.12981133, -0.043321397, 0.30873615, 0.16349368, 0.0475539, -0.12394514, 0.012860273) * go_2(1.0, 1.0); + result += mat4(0.024975974, 0.14167881, -0.03849521, 0.092395015, -0.14491238, -0.024630755, 0.1262065, 0.22724074, -0.088403955, 0.069909796, -0.1582284, -0.06366643, 0.03808985, 0.055002328, 0.046191234, -0.15073699) * go_3(-1.0, -1.0); + result += mat4(0.040616892, -0.05149903, 0.07913543, -0.12622666, 0.012306014, -0.0072504813, 0.09324519, 0.013837971, 0.033986375, 0.09466625, -0.11271816, 0.06514161, 0.008318977, 0.2319992, -0.23813216, -0.064383216) * go_3(-1.0, 0.0); + result += mat4(0.0058016274, 0.07342614, -0.02532061, 0.046294674, -0.14704724, -0.09635743, 0.011660911, -0.028665043, 0.07488793, 0.049912058, -0.23186599, -0.12174707, -0.078130014, -0.17273565, 0.009148666, 0.042669322) * go_3(-1.0, 1.0); + result += mat4(0.02457923, 0.06036786, -0.08706319, 0.011597113, 0.0027447701, 0.12410346, 0.07509643, 0.23769653, 0.055913534, -0.030516708, 0.090205066, 0.005610863, -0.0037265806, -0.06458783, 0.08390646, 0.03704848) * go_3(0.0, -1.0); + result += mat4(-0.24644387, 0.09733959, 0.15941189, -0.039000493, -0.34143484, -0.10905996, 0.123846896, -0.025850125, 0.22231472, -0.074195, 0.17869541, 0.007901206, -0.07893139, -0.0031443893, -0.2252749, 0.020515904) * go_3(0.0, 0.0); + result += mat4(0.046822242, 0.19209228, 0.10584968, -0.20782734, 0.020917192, 0.064485386, 0.022432446, 0.0021164739, 0.053817958, 0.2291973, 0.15079306, -0.18283905, 0.090974085, 0.24965459, -0.11586238, -0.1068585) * go_3(0.0, 1.0); + result += mat4(-0.018472567, -0.09019175, -0.0014198436, 0.11438912, -0.18806975, 0.017498987, 0.06471353, -0.11078878, -0.09412236, -0.11218875, 0.077031404, -0.18779173, -0.025784107, -0.031477705, -0.10906885, 0.074243516) * go_3(1.0, -1.0); + result += mat4(-0.06388332, 0.0813248, 0.1583895, -0.17604364, 0.02474024, 0.09227594, -0.07166613, -0.046409506, -0.20977338, 0.058364637, -0.014288648, 0.23180534, -0.03359222, 0.03962627, -0.011652336, 0.08433068) * go_3(1.0, 0.0); + result += mat4(-0.05829235, -0.026256828, 0.051615473, -0.082805336, 0.06738748, -0.093329325, -0.03197624, 0.067339435, -0.06104219, 0.119381785, 0.10763423, -0.31583574, 0.003745323, 0.14953502, -0.009772352, -0.05511591) * go_3(1.0, 1.0); + result += vec4(-0.014193535, -0.035853464, -0.0019574068, 0.035060503); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(L)-Conv-3x3x3x16 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE MAIN +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.01858372, 0.017144108, 0.02794388, 0.0, 0.0129101565, -0.0073674284, -0.011766938, 0.0, 0.01970984, 0.01209068, 0.009530311, 0.0, -0.009190449, -0.006996753, -0.0038750458, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.15856947, 0.10162126, 0.08489005, 0.0, 0.038381726, -0.017771017, -0.03226132, 0.0, -0.011787879, -0.0152445, -0.007564454, 0.0, 0.055921376, 0.08389841, 0.08452836, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.026705442, -0.0070655374, -0.018199183, 0.0, 0.016254421, -0.025398912, -0.03461042, 0.0, 0.03950644, 0.06586101, 0.0707467, 0.0, -0.03793455, -0.04957139, -0.04777402, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.115341224, -0.04463122, -0.016549354, 0.0, -0.059433736, -0.04303295, -0.042805545, 0.0, 0.010830498, -0.011057443, -0.0141014, 0.0, 0.067396216, 0.06553637, 0.06705378, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.12767975, -0.19935511, -0.20109995, 0.0, 0.11554901, 0.11426503, 0.11161185, 0.0, -0.22092125, -0.22041021, -0.2142712, 0.0, -0.06326996, -0.061314825, -0.059039716, 0.0) * go_0(0.0, 0.0); + result += mat4(0.007717391, -0.046238754, -0.056983955, 0.0, 0.021419598, 0.0036924274, -0.00033630748, 0.0, 0.053556852, 0.0824714, 0.08295022, 0.0, -0.09881205, -0.043157153, -0.040801782, 0.0) * go_0(0.0, 1.0); + result += mat4(0.0052828738, 0.049702674, 0.056108, 0.0, 0.009478552, 0.010345037, 0.0094180945, 0.0, -0.010412882, 0.0006965096, 0.0021917222, 0.0, -0.010701383, -0.023212843, -0.024252625, 0.0) * go_0(1.0, -1.0); + result += mat4(0.07542127, 0.0739301, 0.06642962, 0.0, -0.08054489, -0.037553925, -0.026762033, 0.0, 0.09727509, 0.102272816, 0.097533874, 0.0, 0.01325714, -0.004582272, -0.006647532, 0.0) * go_0(1.0, 0.0); + result += mat4(0.03005975, 0.017012767, 0.007840201, 0.0, -0.028650383, -0.0019064787, 0.01083078, 0.0, -0.071352504, -0.019919744, -0.008299795, 0.0, 0.023253804, 0.042413715, 0.04681489, 0.0) * go_0(1.0, 1.0); + result += mat4(-0.052201163, -0.021727808, -0.020888992, 0.0, 0.008365179, -0.016546093, -0.0111018475, 0.0, -0.06236095, -0.019278256, -0.021443967, 0.0, 0.0029381379, -0.0033039588, -0.006425339, 0.0) * go_1(-1.0, -1.0); + result += mat4(0.02397296, -0.041659098, -0.050882675, 0.0, -0.013487, 0.0067506596, 0.005435185, 0.0, 0.066447854, 0.13331215, 0.13754861, 0.0, 0.028300207, -0.0048033795, -0.010058485, 0.0) * go_1(-1.0, 0.0); + result += mat4(0.08140248, 0.018564016, 0.0036607496, 0.0, -0.0112075955, 0.0022339798, 0.0045722146, 0.0, -0.045716517, -0.0076076477, -0.0016939791, 0.0, -0.030486025, -0.07539711, -0.07185734, 0.0) * go_1(-1.0, 1.0); + result += mat4(-0.0155724995, 0.048904862, 0.059412133, 0.0, -0.013894624, -0.0061430936, -0.011662488, 0.0, -0.0052947477, -0.0176474, -0.018611705, 0.0, 0.022075793, 0.031703226, 0.026735537, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.18287502, -0.18703277, -0.18331653, 0.0, -0.08616293, -0.011741755, -0.009296464, 0.0, -0.054274965, 0.016794622, 0.022522328, 0.0, 0.06965258, 0.08260611, 0.08285337, 0.0) * go_1(0.0, 0.0); + result += mat4(0.08107809, 0.0336241, 0.025449684, 0.0, -0.031931, 0.01179566, 0.019694995, 0.0, 0.025930194, 0.042288166, 0.04673656, 0.0, -0.14357394, -0.11003491, -0.094090074, 0.0) * go_1(0.0, 1.0); + result += mat4(0.007188181, 0.050626095, 0.050705966, 0.0, -0.008030409, -0.018670242, -0.019766346, 0.0, 0.014874803, -0.03657919, -0.034044486, 0.0, -0.011178416, -0.004358302, -0.013611815, 0.0) * go_1(1.0, -1.0); + result += mat4(0.07987872, 0.11399873, 0.12089382, 0.0, -0.01514355, 0.0068139364, 0.010206274, 0.0, -0.0005701044, -0.011158322, 0.006484812, 0.0, 0.002018227, 0.043359682, 0.042987905, 0.0) * go_1(1.0, 0.0); + result += mat4(0.0017806455, -0.0015697709, -0.0018252691, 0.0, 0.0058658062, 0.021681193, 0.028615465, 0.0, -0.054827355, -0.04541651, -0.027485048, 0.0, -0.017649114, 0.017717479, 0.027309911, 0.0) * go_1(1.0, 1.0); + result += mat4(0.02555098, -0.0028983613, -0.005134733, 0.0, -0.0029332284, 0.015552135, 0.022189403, 0.0, -0.019786593, -0.0031676649, -0.0014604586, 0.0, 0.06648065, 0.0672302, 0.04586375, 0.0) * go_2(-1.0, -1.0); + result += mat4(-0.06674696, 0.002328631, 0.014039355, 0.0, -0.03636718, 0.014560653, 0.028076636, 0.0, 0.042305287, 0.015249338, 0.0136925895, 0.0, 0.033586804, 0.00701501, -0.011588751, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.039022632, 0.015240631, 0.02699061, 0.0, -0.02614261, 0.0051843156, 0.012590042, 0.0, 0.015304643, -0.022641543, -0.030434309, 0.0, 0.016862666, 0.020819275, 0.022333218, 0.0) * go_2(-1.0, 1.0); + result += mat4(0.08056982, 0.026592938, 0.009744146, 0.0, 0.08762212, 0.10150359, 0.09662005, 0.0, -0.044551965, -0.016349116, -0.014629014, 0.0, -0.014341297, -0.030914815, -0.038747486, 0.0) * go_2(0.0, -1.0); + result += mat4(-0.048734166, 0.019775594, 0.03124684, 0.0, -0.2345022, -0.23639877, -0.22958128, 0.0, 0.12412277, 0.10245112, 0.10389806, 0.0, -0.0030797734, -0.01989389, -0.02020691, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.0133485105, 0.029644802, 0.041630358, 0.0, 0.041081797, 0.059993293, 0.060033485, 0.0, -0.02155099, -0.035306025, -0.03838472, 0.0, 0.017466968, -0.01866363, -0.004764589, 0.0) * go_2(0.0, 1.0); + result += mat4(0.0030783121, -0.04064586, -0.04504904, 0.0, -0.023528632, -0.029308239, -0.022441925, 0.0, 0.020095564, 0.018979732, 0.015117934, 0.0, 0.008429918, 0.021180628, 0.020137152, 0.0) * go_2(1.0, -1.0); + result += mat4(0.0012200709, 0.013313984, 0.014122978, 0.0, 0.08750284, 0.038747437, 0.027102578, 0.0, -0.09627132, -0.09706183, -0.09405641, 0.0, -0.05180081, -0.03555434, -0.021694236, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.022396728, -0.018316073, -0.01250564, 0.0, 0.045423746, 0.025315331, 0.010639915, 0.0, 0.05618814, 0.022210265, 0.014195103, 0.0, -0.014828652, -0.010245087, 0.0020570823, 0.0) * go_2(1.0, 1.0); + result += mat4(0.046651457, 0.001333767, -0.003572458, 0.0, -0.0077845114, -0.012861641, -0.015116351, 0.0, 0.01338984, 0.029198132, 0.026183384, 0.0, 0.0014878022, 0.020025207, 0.024829973, 0.0) * go_3(-1.0, -1.0); + result += mat4(-0.09506711, -0.06541528, -0.051106647, 0.0, 0.02552611, 0.01181497, 0.0020236392, 0.0, 0.03234602, -0.03153924, -0.035502207, 0.0, -0.034516744, 0.00018784113, 0.0085376045, 0.0) * go_3(-1.0, 0.0); + result += mat4(-0.05945615, -0.0046793907, 0.011128929, 0.0, -0.0061961384, -0.0040663416, -0.010319631, 0.0, 0.044197917, -0.033448357, -0.04109943, 0.0, -0.04109929, 0.006773195, 0.016976412, 0.0) * go_3(-1.0, 1.0); + result += mat4(0.02855516, -0.033051047, -0.04864978, 0.0, -0.06393814, -0.082921155, -0.0730681, 0.0, -0.058905125, -0.038639963, -0.027698845, 0.0, -0.013616608, -0.007876684, -0.006182652, 0.0) * go_3(0.0, -1.0); + result += mat4(0.15423118, 0.14667909, 0.14534634, 0.0, 0.1485341, 0.096721016, 0.0820024, 0.0, 0.1263968, 0.088775866, 0.083860956, 0.0, 0.04213644, 0.020989005, 0.010447147, 0.0) * go_3(0.0, 0.0); + result += mat4(-0.068275765, -0.018390667, -0.011452603, 0.0, 0.03738383, 0.019398715, 0.005998161, 0.0, -0.0011161854, -0.039955888, -0.04444185, 0.0, 0.052985556, 0.017621813, 0.009551621, 0.0) * go_3(0.0, 1.0); + result += mat4(0.01387326, -0.0033411914, -0.009420935, 0.0, -0.034494568, -0.019219222, -0.009562797, 0.0, 0.0074023325, 0.022065453, 0.027121471, 0.0, 0.00019609048, -0.0042242454, 2.0403608e-05, 0.0) * go_3(1.0, -1.0); + result += mat4(-0.015793918, -0.024342488, -0.037188973, 0.0, 0.004534637, -0.025236975, -0.028567247, 0.0, -0.055682972, -0.054670315, -0.06584981, 0.0, 0.043045517, -0.0075941198, -0.014196169, 0.0) * go_3(1.0, 0.0); + result += mat4(0.0132598495, 0.01775289, 0.017206183, 0.0, 0.010604703, -0.007352816, -0.017301153, 0.0, 0.030967329, 0.027615465, 0.0145311365, 0.0, 0.008636854, -0.033379406, -0.042725433, 0.0) * go_3(1.0, 1.0); + result += vec4(-0.0056639817, -0.0017339308, -0.0011913306, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_M.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_M.glsl new file mode 100644 index 0000000..b03fbf7 --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_M.glsl @@ -0,0 +1,275 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.073079124, 0.11507942, 0.028201895, -0.021776304, -0.25251916, -0.08662003, 0.38814726, 0.4146095, 0.06326891, 0.01635252, 0.06423356, 0.13488062, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.059791833, -0.03105604, 0.041643705, 0.35197195, -0.17314838, 0.067622855, -0.032012507, 0.09691628, -0.11094062, 0.007625051, 0.094762206, -0.05824145, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.120281175, 0.027440755, -0.026316144, -0.025291128, -0.41698205, -0.05966847, -0.28400028, -0.06946398, -0.10906026, -0.015854035, -0.028724853, -0.06626416, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.068752654, -0.12652585, 0.38200122, 0.17978846, 0.2749825, 0.015504972, 0.21765926, 0.2246602, -0.062151223, 0.07457783, 0.13588274, -0.037328478, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.3718559, 0.025637252, -0.4048626, -0.41484925, 0.24768798, 0.09984098, -0.5663632, -0.6659978, 0.212067, -0.08328392, -0.5277322, -0.016879432, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.11072714, -0.010321538, 0.11265787, 0.0055236337, -0.13345073, 0.004847663, 0.3744461, -0.4038564, -0.09893075, 0.031325124, 0.2883957, -0.04268903, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.10444391, -0.60588187, 0.02543334, 0.10911738, -0.10860678, 0.15701362, 0.29235297, 0.045803998, 0.076250754, -0.10799697, 0.08841044, 0.08145623, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.04246739, -0.1225759, 0.11280305, -0.12079673, 0.5289142, -0.011892906, -0.0800465, 0.05915611, -0.126204, 0.08239301, -0.0092391195, -0.07672885, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.11922264, 0.14036109, -0.09491126, 0.05112697, -0.12543046, -0.08662423, -0.041537095, 0.048038274, 0.11672854, -0.006516173, -0.023524825, 0.030505095, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.07697861, 0.41154122, 0.042374082, -0.087270625); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09419103, -0.1178418, 0.09523275, 0.24648252, 0.03595256, -0.05417468, -0.029167585, -0.012279932, 0.08852021, -0.12534834, 0.0604663, 0.050634373, -0.19536541, 0.21548285, 0.040379744, -0.28046605) * go_0(-1.0, -1.0); + result += mat4(-0.13783203, 0.17191975, 0.06956328, 0.005270252, -0.029844455, -0.17657366, 0.03439078, 0.048861686, 0.12017991, -0.087307535, 0.11815637, 0.31309614, 0.08440897, 0.09969244, -0.06220224, 0.2633136) * go_0(-1.0, 0.0); + result += mat4(0.098606475, -0.05856224, -0.01163882, -0.020945825, -0.08988821, 0.18520717, 0.011407763, 0.20973705, 0.21017794, 0.038311377, -0.018910313, 0.053878684, -0.08751144, -0.0081623215, 0.29060364, 0.14363094) * go_0(-1.0, 1.0); + result += mat4(0.13354321, -0.38046083, 0.14157647, 0.10190452, -0.045502663, 0.0053245644, -0.10817685, -0.048371315, 0.16157807, 0.2086147, 0.07632662, 0.24636099, -0.0053555835, -0.19587666, -0.46687222, 0.002362032) * go_0(0.0, -1.0); + result += mat4(0.28275147, -0.1468291, 0.24075283, -0.35119128, 0.18727398, 0.3833064, 0.08667899, 0.15021381, -0.092296466, -0.25686404, -0.116076745, 0.2231862, -0.27637103, 0.12317917, -0.0341737, -0.40077657) * go_0(0.0, 0.0); + result += mat4(-0.007041629, 0.18089123, -0.21195571, -0.12346183, -0.06088577, -0.30784377, 0.0048495876, 0.06013008, 0.07200418, -0.0076884073, 0.02632822, -0.0011575016, 0.21025613, -0.2573419, -0.06994815, 0.32497165) * go_0(0.0, 1.0); + result += mat4(0.0016823286, -0.014366541, -0.5049525, 0.048534572, -0.0057915323, -0.0030526456, -0.028976317, -0.16376147, -0.15560333, -0.053708192, -0.055678204, -0.13087665, 0.0048869387, 0.027514834, 0.017380254, -0.06743363) * go_0(1.0, -1.0); + result += mat4(0.044514824, -0.1754644, -0.26664957, 0.1486667, 0.114894986, 0.061640915, -0.13305616, 0.06450565, 0.03552732, 0.2835473, 0.13800526, 0.005875215, 0.15751484, 0.41759813, -0.19406971, 0.071032055) * go_0(1.0, 0.0); + result += mat4(-0.18419577, -0.05527526, 0.017057603, -0.1146602, 0.15775396, -0.01188916, 0.09368113, 0.05765405, 0.064170234, -0.017833546, 0.12100514, -0.06250493, 0.2421206, 0.15719843, 0.23718071, 0.023142194) * go_0(1.0, 1.0); + result += mat4(0.079226464, 0.07877355, -0.022315226, -0.13507473, 0.14683898, 0.028739132, -0.24479519, -0.280197, -0.13223173, 0.21732429, -0.1546993, 0.045442928, 0.163642, -0.07062695, 0.03805918, 0.060860883) * go_1(-1.0, -1.0); + result += mat4(0.095216066, -0.16650215, -0.34863555, -0.025274571, 0.3064775, -0.034196265, -0.25773287, 0.19570488, -0.005434017, 0.26308087, 0.009404902, -0.24736062, 0.05558232, -0.014217521, 0.03667355, -0.15134114) * go_1(-1.0, 0.0); + result += mat4(-0.074846864, 0.010901994, 0.035149742, 0.12106729, -0.36042807, -0.011231913, 1.4317516, 0.6400351, 0.105860665, -0.11587906, -0.11065066, 0.19126756, 0.14132085, 0.021570992, -0.3618735, -0.081163004) * go_1(-1.0, 1.0); + result += mat4(-0.06937371, 0.3815214, 0.026842717, -0.04051589, -0.09472515, -0.027198657, -0.16502109, 0.114273794, -0.15207845, -0.15054241, -0.25099036, -0.10871029, 0.14311226, 0.07640166, 0.47051275, 0.0447809) * go_1(0.0, -1.0); + result += mat4(-0.25960425, 0.11150338, -0.042022616, -0.006633396, -0.29595324, -0.0149574205, 0.09806478, 0.03635802, 0.26789796, 0.41416678, 0.05145585, 0.61168057, 0.019582301, -0.118703716, 0.13974573, 0.04498941) * go_1(0.0, 0.0); + result += mat4(-0.04119621, -0.15503803, 0.33170196, -0.1158483, -0.06258357, 0.2574262, -0.07890287, -0.6929032, 0.004379942, 0.097908296, 0.009286624, 0.27194506, -0.2476702, 0.13828708, 0.05071857, -0.43693772) * go_1(0.0, 1.0); + result += mat4(-0.010842703, 0.13108006, 0.30126816, 0.20221521, 0.018797455, 0.0614624, 0.11102966, 0.019204421, 0.09975456, 0.04676902, -0.044540443, 0.118877, -0.04871634, -0.089208096, 0.027455999, 0.029557817) * go_1(1.0, -1.0); + result += mat4(-0.10421777, 0.3135469, 0.14557797, 0.0497297, 0.0034963787, -0.20342828, 0.08332032, -0.09004643, 0.06574797, -0.14168271, -0.08754358, 0.30385306, -0.3374016, -0.4360316, 0.15854433, -0.24081887) * go_1(1.0, 0.0); + result += mat4(0.1407836, 0.09678823, -0.02240152, -0.013985894, 0.012281648, -0.24124922, -0.46433777, -0.25915003, 0.042200714, -0.21701157, -0.016618999, 0.13135725, -0.34656256, -0.034729004, -0.29246503, -0.13514486) * go_1(1.0, 1.0); + result += vec4(-0.08458621, -0.023144595, -0.057707336, -0.081382714); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.27743992, 0.04277345, 0.019331178, -0.7335445, 0.006292013, 0.19800001, -0.0025032016, 0.16098699, -0.03186617, -0.060173523, 0.08878855, -0.10669283, 0.130609, -0.068515256, -0.03571823, -0.13751523) * go_0(-1.0, -1.0); + result += mat4(-0.2430821, -0.08233978, 0.082374334, 0.04843392, -0.18989052, -0.041925047, 0.40021122, -0.317836, -0.13517766, 0.032255337, -0.0746507, 0.22114721, -0.045706213, -0.12841983, -0.27830583, 0.05763077) * go_0(-1.0, 0.0); + result += mat4(-0.08436965, -0.04967552, -0.16798134, -0.1539139, -0.17429228, -0.10166739, 0.35864773, 0.12873615, -0.07667423, 0.04985163, 0.13391761, -0.054322604, 0.085659124, -0.078792974, 0.06481059, 0.058667548) * go_0(-1.0, 1.0); + result += mat4(-0.17568155, 0.56705236, 0.056562193, -0.020951264, 0.005879628, -0.2502103, -0.19619654, 0.019490348, -0.14527243, 0.16983634, 0.049245857, 0.18316677, 0.055053137, 0.10699275, 0.0016993808, 0.20105995) * go_0(0.0, -1.0); + result += mat4(0.36284775, -0.05856962, -0.42545465, 0.31931567, -0.15698905, -0.28837132, -0.028697362, -0.024917847, 0.04317283, 0.024557106, -0.052158598, 0.38654143, -0.1782944, 0.43094924, -0.11738149, 0.21554618) * go_0(0.0, 0.0); + result += mat4(0.22645079, -0.20319854, 0.20733371, -0.18697177, -0.05167819, -0.12845007, 0.5543688, 0.2453291, 0.08027872, -0.0628224, -0.06593836, -0.05795855, -0.24527508, 0.23632833, -0.043366548, 0.14135826) * go_0(0.0, 1.0); + result += mat4(0.08384414, 0.20807321, 0.030559694, -0.13640808, -0.07641805, -0.10919174, -0.19799095, -0.12955745, 0.093737304, -0.17856954, 0.035103753, -0.044699315, -0.07255943, -0.02331535, 0.2059249, 0.3058302) * go_0(1.0, -1.0); + result += mat4(0.022345139, 0.16286038, -0.27228013, -0.41105714, -0.0014384583, 0.089546144, -0.08296848, -0.0050463285, 0.07038578, -0.030679917, 0.031246305, 0.36761853, -0.34799108, -0.0405689, -0.19182852, 0.015853593) * go_0(1.0, 0.0); + result += mat4(0.1021783, -0.11396049, -0.08733628, -0.017449526, 0.042015605, -0.14808236, 0.10072531, -0.07403295, 0.15276712, -0.07807765, -0.10013386, -0.26110634, -0.04858846, 0.066066965, 0.13598624, 0.21687816) * go_0(1.0, 1.0); + result += mat4(0.07041569, -0.17775945, 0.15697548, -0.15425202, -0.06569677, -0.033233996, 0.22596005, -0.026170855, -0.20729817, 0.1316505, -0.058410037, 0.22166035, 0.09107114, -0.13078825, -0.05639485, -0.02716142) * go_1(-1.0, -1.0); + result += mat4(0.057966787, -0.15311252, 0.095924966, -0.055951685, 0.082777694, -0.08471956, -0.39918202, 0.10599212, 0.102710955, 0.21808124, 0.12083635, -0.38835892, 0.031709857, 0.13955092, 0.12647778, 0.011549966) * go_1(-1.0, 0.0); + result += mat4(0.09810508, -0.119743295, 0.06166254, 0.13595435, 0.036198203, -0.028710455, -0.40789905, -0.034894038, -0.12622337, 0.14379597, 0.039958883, 0.19636424, 0.047094557, -0.07987105, -0.04905092, -0.07875785) * go_1(-1.0, 1.0); + result += mat4(0.34118712, -0.2833933, -0.045028314, -0.40670308, -0.01961924, 0.37131935, 0.29099533, -0.19843055, 0.18604252, -0.0037280058, 0.1091072, -0.40579233, 0.11422739, -0.16490164, -0.0022396361, -0.21486944) * go_1(0.0, -1.0); + result += mat4(0.0010853866, 0.2223109, 0.2416471, -0.33326814, 0.2549397, 0.6442047, 0.18411863, -0.19081281, -0.43552014, -0.1793875, -0.58699155, -0.01900168, -0.26955804, -0.071371995, 0.07599079, 0.27434483) * go_1(0.0, 0.0); + result += mat4(-0.19644544, 0.14383379, -0.2599538, 0.001666124, -0.16369823, 0.009537702, -0.3690974, -0.048157427, -0.2040159, 0.01522431, -0.11007749, -0.07012568, 0.17536888, -0.012183123, -0.17366478, -0.15090804) * go_1(0.0, 1.0); + result += mat4(0.0855136, 0.06863859, -0.17249937, -0.12850079, 0.15325847, 0.22742507, 0.22535504, 0.24032994, -0.109522276, 0.24135293, -0.17784368, 0.08172238, -0.16143093, 0.1358853, -0.09399085, 0.012180792) * go_1(1.0, -1.0); + result += mat4(-0.04346881, 0.13367178, 0.10387612, 0.04705543, -0.10315795, 0.5816371, -0.090529, -0.017955385, -0.09032907, -0.52505773, 0.10958755, -0.26151448, 0.17246644, 0.011886279, 0.3566306, 0.32170597) * go_1(1.0, 0.0); + result += mat4(-0.27853554, 0.1558035, 0.070289604, 0.17052644, -0.31982365, 0.29085326, -0.09494764, 0.2270542, 0.10514691, -0.24606484, -0.02049181, 0.126686, 0.16719124, 0.013080999, -0.08577963, -0.07057233) * go_1(1.0, 1.0); + result += vec4(0.0061747693, -0.029145364, -0.026801255, 0.027419873); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07447851, -0.07888509, -0.28236163, 0.2479792, -0.065199964, 0.24733023, 0.099619575, -0.26430824, -0.03523585, -0.03547245, -0.10619345, -0.25326422, -0.116270036, -0.065133184, -0.30401528, 0.01563764) * go_0(-1.0, -1.0); + result += mat4(-0.19106275, -0.26104823, -0.14457102, -0.17298317, 0.24148639, -0.10950928, 0.062851585, 0.042540826, 0.13287601, 0.06975747, 0.15848075, -0.3854902, -0.13132331, -0.16468687, -0.029844414, 0.27754608) * go_0(-1.0, 0.0); + result += mat4(0.015378025, -0.14203559, 0.08058816, 0.32896644, -0.074871175, -0.26611313, -0.18830848, 0.091641426, -0.16522385, -0.23424402, -0.12279703, -0.13343342, -0.2509982, -0.0554576, 0.07286022, -0.028823337) * go_0(-1.0, 1.0); + result += mat4(-0.13543738, 0.049395677, -0.015148539, 0.13301241, -0.12827122, -0.012590744, 0.012936948, 0.008271658, 0.12442749, 0.3497426, -0.16126058, -0.2670464, -0.010479037, 0.07037434, -0.15527055, 0.13205245) * go_0(0.0, -1.0); + result += mat4(-0.09535385, -0.3931354, 0.24716614, -0.21284536, 0.14652656, 0.38149378, -0.09607391, 0.06350967, 0.48615915, 0.32634613, 0.146291, 0.2566475, -0.40927815, -0.05268087, -0.04110691, -0.0068722935) * go_0(0.0, 0.0); + result += mat4(0.089152284, -0.01860622, 0.016856732, 0.31244752, 0.022529159, -0.0071319416, -0.09786801, -0.13005258, 0.1524636, 0.21627748, -0.07395979, -0.087633945, -0.38435504, -0.08842507, -0.0058702417, -0.32936293) * go_0(0.0, 1.0); + result += mat4(0.0816838, 0.0012210817, 0.28217188, 0.36141106, 0.0014665248, -0.0636269, 0.042035818, -0.056671552, -0.032501306, -0.22908778, -0.2067977, -0.004497514, -0.23052917, 0.26728114, 0.15353456, -0.17732324) * go_0(1.0, -1.0); + result += mat4(-0.17229734, 0.0818218, -0.10076918, 0.030027041, -0.14819005, -0.085340135, 0.050100215, 0.05683199, -0.12653661, -0.036583595, -0.32319903, -0.15273796, -0.15346588, 0.20005536, 0.23097478, -0.19834782) * go_0(1.0, 0.0); + result += mat4(0.055430107, -0.2886931, 0.361814, 0.33160287, -0.084407054, 0.06254009, -0.02332793, -0.018134018, -0.014879812, 0.112346604, -0.20686437, -0.23408228, -0.01091196, -0.062669374, 0.085567676, 0.23738655) * go_0(1.0, 1.0); + result += mat4(0.080383554, -0.1172084, 0.19703126, 0.27777427, -0.07559937, -0.25445858, 0.3450109, -0.071967736, 0.2034805, 0.33716002, 0.15314537, -0.22953224, 0.113631405, -0.0058444734, 0.2890972, 0.06557255) * go_1(-1.0, -1.0); + result += mat4(-0.17646056, -0.025448758, -0.14952567, 0.017148364, -0.15238142, 0.1435677, 0.20273875, 0.22255951, -0.011660059, -0.003515217, -0.17305166, -0.13478355, -0.06558679, -0.032662887, -0.20914736, -0.5397283) * go_1(-1.0, 0.0); + result += mat4(0.1679393, -0.109410115, -0.117427185, 0.14982319, -0.06457877, -0.06607065, 0.0018200208, -0.0118605625, 0.046539318, -0.020642165, -0.14413542, -0.09530688, 0.22196163, -0.2187166, -0.10759705, 0.013234591) * go_1(-1.0, 1.0); + result += mat4(-0.13220267, -0.12540027, 0.26163217, 0.12791659, 0.16204996, -0.4023048, -0.13485721, -0.10187536, 0.059764992, 0.048170995, -0.25281772, 0.2090587, -0.06542371, -0.10791867, -0.21286209, -0.309109) * go_1(0.0, -1.0); + result += mat4(0.16233061, 0.120428756, -0.11460241, 0.24531102, -0.2670459, -0.24195078, -0.20964348, -0.12930301, -0.2343609, -0.22543164, -0.28909695, -0.33560297, 0.6009884, 0.39171818, -0.1276308, -0.020736236) * go_1(0.0, 0.0); + result += mat4(0.40162864, 0.045881115, 0.032667033, 0.31454235, -0.17351128, -0.009387306, 0.17341217, 0.30810982, -0.025815086, -0.10390133, 0.012544771, 0.036918722, 0.34386298, 0.23177734, -0.046727546, 0.20098232) * go_1(0.0, 1.0); + result += mat4(0.11541034, -0.11647824, -0.12874861, 0.004921287, -0.13921295, -0.25733355, -0.1112383, -0.033295818, 0.0035326157, 0.3782048, 0.055785846, -0.1547331, 0.17358719, -0.2789715, -0.13400431, 0.1583795) * go_1(1.0, -1.0); + result += mat4(0.4130191, -0.33944547, -0.064674884, 0.39617148, -0.11483455, -0.022601767, 0.1129301, -0.09713594, 0.14681247, 0.34442267, 0.08721343, -0.08309499, 0.088704996, -0.20943391, -0.2891408, 0.1709401) * go_1(1.0, 0.0); + result += mat4(0.19503653, 0.17490312, -0.23491044, -0.028934423, 0.04479765, -0.0334551, 0.0602648, 0.0019939998, 0.23314747, 0.21557438, 0.07273092, 0.15467109, -0.11194509, 0.0736583, -0.17628083, -0.3851578) * go_1(1.0, 1.0); + result += vec4(0.022887055, 0.01521631, 0.17967467, -0.0131908795); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10233342, -0.30233157, 0.24238978, -0.007108631, 0.14248851, 0.08486557, 0.0028373515, 0.122387215, 0.10996857, -0.17286511, 0.19819227, 0.07023527, 0.07579955, -0.16861476, -0.210025, 0.12760942) * go_0(-1.0, -1.0); + result += mat4(0.091181986, -0.41497424, -0.27567792, -0.09938067, -0.12210428, 0.20617811, -0.017644284, -0.22552875, 0.049019493, -0.18990634, 0.11057753, -0.043193225, -0.15278774, -0.18331046, -0.1837594, 0.029758787) * go_0(-1.0, 0.0); + result += mat4(-0.1757096, -0.199691, -0.034743477, -0.15369363, -0.1701244, -0.0459655, 0.10508695, -0.09795581, 0.13464944, 0.37202564, 0.14706515, 0.23416734, 0.08302458, 0.20696343, -0.13935481, 0.03092827) * go_0(-1.0, 1.0); + result += mat4(-0.49887478, 0.24046332, -0.029459715, 0.17374687, -0.15019977, 0.31086043, -0.28297687, -0.22239804, 0.12314376, 0.11594825, 0.17682782, 0.09753434, -0.26263535, -0.12739435, -0.57744014, 0.087381124) * go_0(0.0, -1.0); + result += mat4(0.08101439, -0.16185337, 0.112901986, 0.24439482, -0.44051018, -0.70680356, -0.23015513, 0.63106006, -0.08817581, -0.057614524, 0.15352182, -0.049620207, 0.17742544, -0.49583626, -0.3844133, 0.18385352) * go_0(0.0, 0.0); + result += mat4(0.17149475, 0.31255633, 0.19286609, 0.21052869, -0.11856372, -0.032373343, 0.06503625, -0.31664965, 0.040755365, -0.027614031, -0.33330554, 0.40148625, 0.056921627, -0.27068445, 0.047014963, 0.103712596) * go_0(0.0, 1.0); + result += mat4(-0.09326643, 0.13677256, 0.06390537, 0.08080093, -0.10685094, 0.124757454, 0.14696303, 0.10871933, -0.10971212, 0.01655797, -0.11052674, -0.17361104, 0.015513338, -0.1917502, -0.26384255, -0.022672707) * go_0(1.0, -1.0); + result += mat4(0.032367155, -0.087523445, -0.06951093, -0.08128242, 0.2627859, 0.14933161, 0.3114999, -0.007791172, -0.4146471, -0.2530298, -0.43175155, -0.06878434, 0.5724947, 0.25498095, 0.4838959, 0.15076154) * go_0(1.0, 0.0); + result += mat4(-0.13427481, -0.10134261, 0.087439895, 0.015921364, 0.15421022, 0.20205952, 0.22928835, -0.07339068, -0.33318612, -0.17467582, -0.04758165, 0.11858059, 0.17408857, -0.099393494, -0.06389948, -0.06494366) * go_0(1.0, 1.0); + result += mat4(0.15349221, 0.08508258, -0.09294437, -0.03204993, -0.22561033, -0.15088828, -0.020105945, 0.10041996, -0.024723593, 0.06610271, -0.24423431, -0.050512858, -0.100530736, 0.16394953, 0.16365045, -0.012055956) * go_1(-1.0, -1.0); + result += mat4(0.16342951, 0.23113559, 0.21289586, 0.28391558, 0.052211206, -0.17983536, -0.008415342, 0.08977486, -0.054481823, 0.17506577, -0.14162593, -0.070448756, 0.093877845, 0.05161232, -0.25006327, 0.007014646) * go_1(-1.0, 0.0); + result += mat4(0.104965575, 0.20048036, 0.024134496, 0.5442797, 0.19958296, -0.05165447, 0.076928124, 0.030868227, -0.0563495, -0.19757621, 0.10801544, -0.24202053, 0.0067657093, -0.17784451, -0.03134409, -0.06741009) * go_1(-1.0, 1.0); + result += mat4(0.33347723, -0.12338564, 0.23495969, -0.23091966, 0.059872203, 0.028045453, -0.06781438, 0.111325614, -0.21861015, -0.030451605, -0.04267672, -0.0039260075, 0.0911101, 0.054191053, -0.08498816, 0.04810343) * go_1(0.0, -1.0); + result += mat4(-0.05028896, 0.21515386, 0.16005337, -0.32279232, 0.19178568, 0.779363, -0.12682606, -0.4378189, 0.37980273, 0.063021325, 0.19370794, -0.05618088, -0.00088428083, 0.29736623, 0.24649377, -0.0021625878) * go_1(0.0, 0.0); + result += mat4(-0.45007992, -0.16040307, -0.1714593, -0.16251564, 0.070867635, 0.21317895, -0.070962, 0.17147541, -0.27786884, -0.33259448, -0.022767346, -0.17967366, 0.21208113, 0.19740848, 0.16877973, 0.09630738) * go_1(0.0, 1.0); + result += mat4(0.09235827, -0.35231477, -0.093315996, -0.035850406, -0.08311695, 0.054329164, 0.17788444, -0.020736141, -0.03739786, -0.1678283, 0.12676615, 0.17182353, 0.17408027, 0.07699043, 0.095501214, 0.0069830767) * go_1(1.0, -1.0); + result += mat4(-0.16631392, -0.16925642, -0.17081848, 0.017719474, -0.20530944, 0.19215193, -0.039511178, -0.08296625, 0.2240653, 0.100644305, 0.2901835, 0.32166973, -0.10026419, -0.14864013, -0.19926691, -0.11607018) * go_1(1.0, 0.0); + result += mat4(-0.13750182, 0.07445518, -0.033964884, -0.085812084, -0.03903257, -0.054933593, 0.06765632, 0.064338475, 0.27182797, 0.07721309, -0.0334218, -0.19344835, -0.14405386, 0.046106674, 0.16596143, 0.0879945) * go_1(1.0, 1.0); + result += vec4(0.049844168, 0.02670437, 0.050967637, -0.10779561); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.034357008, 0.00082413113, -0.13382089, -0.05066409, 0.26684088, -0.31363875, 0.073608615, 0.20824149, 0.21509308, -0.07118628, 0.11287014, -0.09817389, 0.16107765, 0.17146803, -0.13836654, -0.05962866) * go_0(-1.0, -1.0); + result += mat4(0.029981667, 0.08738892, 0.17735903, 0.15817277, 0.041752994, -0.20031185, 0.064203605, 0.48786053, -0.0033609737, -0.42522693, 0.058846988, 0.22180536, 0.17181319, 0.13097888, -0.059532285, 0.062227458) * go_0(-1.0, 0.0); + result += mat4(0.13188283, 0.07971828, 0.28278515, 0.038570832, -0.12815465, 0.29860008, -0.2785862, -0.07612298, -0.14369671, 0.12457525, 0.11982623, -0.018675303, 0.14936846, 0.1284789, -0.0042489986, 0.042810377) * go_0(-1.0, 1.0); + result += mat4(0.2892425, -0.20834558, 0.07358541, -0.11190968, -0.16300741, 0.15674856, -0.04297203, -0.29218298, -0.036296643, -0.052267153, -0.22889943, -0.21203549, -0.03553075, -0.20343691, -0.07413655, -0.092966415) * go_0(0.0, -1.0); + result += mat4(0.2484468, -0.23412868, -0.070199326, 0.2061922, 0.5047224, -0.48216155, -0.5792768, 0.610787, 0.023935676, -0.040435325, -0.1238493, -0.09576053, -0.26183444, 0.14510648, 0.5365255, 0.5499143) * go_0(0.0, 0.0); + result += mat4(-0.058255754, 0.08133753, -0.18663554, 0.26190025, 0.26006857, -0.007619795, 0.14585225, 0.073580734, -0.0396066, 0.2821596, 0.31778112, -0.029853562, -0.19703479, 0.17809318, 0.21089044, -0.106730856) * go_0(0.0, 1.0); + result += mat4(0.20549655, -0.05962688, 0.1432124, 0.013446325, -0.19064854, 0.061387196, 0.1792527, 0.0010619498, -0.1456842, 0.18950678, -0.13990986, -0.37644413, -0.083257, -0.2937246, 0.032096215, 0.14719158) * go_0(1.0, -1.0); + result += mat4(-0.26601696, 0.4242341, -0.073702715, -0.3221337, 0.026037043, -0.0117916465, -0.024286825, 0.23183465, -0.030869482, -0.045915652, -0.040611852, 0.11372697, -0.25404635, 0.21859063, 0.13869432, 0.19651218) * go_0(1.0, 0.0); + result += mat4(-0.028276298, -0.11217159, 0.27144867, -0.010531775, 0.11032058, -0.09957206, 0.12570262, 0.14724332, 0.08758557, -0.11042305, 0.025948172, -0.010910802, -0.029466914, -0.041135952, -0.017091949, 0.05501236) * go_0(1.0, 1.0); + result += mat4(-0.12688768, -0.19051413, 0.052141912, -0.13618521, -0.16320245, -0.1601866, 0.16207355, -0.023218745, 0.2103894, -0.06212745, -0.07042835, 0.0996637, -0.1763831, 0.13890013, -0.12125462, -0.105104685) * go_1(-1.0, -1.0); + result += mat4(0.10485512, -0.49283037, -0.504295, 0.009089699, -0.17389494, -0.12835866, 0.14188384, -0.22946316, 0.006298799, -0.0348454, -0.0852419, 0.17956656, -0.08088888, 0.35675287, 0.16014415, -0.055372503) * go_1(-1.0, 0.0); + result += mat4(-0.17157564, 0.1557075, -0.17681694, 0.14834762, -0.13708206, 0.101721555, 0.17070566, -0.22522852, 0.08100986, -0.23204406, -0.38926315, -0.13165781, 0.1040296, -0.045591615, 0.15745829, -0.10410621) * go_1(-1.0, 1.0); + result += mat4(-0.20517144, 0.35896194, -0.0010962893, -0.18043008, -0.016253468, 0.035292216, 0.06781499, 0.015984116, -0.20261237, -0.28905126, 0.007414641, 0.008870292, 0.52166605, -0.0996688, -0.23151648, 0.2811893) * go_1(0.0, -1.0); + result += mat4(0.013482173, -0.04891998, -0.06094191, -0.14416319, -0.00087873987, 0.11979091, 0.06457245, -0.2305623, -0.1476981, 0.2634587, -0.058895197, -0.07394766, -0.27173743, 0.7530214, 0.037599873, 0.22086331) * go_1(0.0, 0.0); + result += mat4(-0.10357755, 0.23899554, 0.034912035, -0.14336212, -0.019786308, -0.085470654, -0.03096524, 0.108783185, 0.28971127, 0.24527478, -0.19110362, -0.49510127, -0.15574701, 0.10968643, -0.13727877, 0.04502924) * go_1(0.0, 1.0); + result += mat4(-0.10808282, -0.079148844, -0.3244773, -0.2210664, -0.0062175165, 0.1303082, 0.012592612, -0.38039228, 0.26899642, -0.16624425, -0.04438198, 0.42067865, -0.13381268, 0.03408099, -0.2999706, -0.3817641) * go_1(1.0, -1.0); + result += mat4(0.030872926, -0.26852018, -0.14650428, 0.16869825, -0.19185568, -0.06341456, 0.12261606, -0.26597574, 0.44865233, 0.21416639, 0.40359476, 0.12814924, 0.2542566, -0.23348318, -0.43142912, -0.35113996) * go_1(1.0, 0.0); + result += mat4(-0.03364283, 0.11002299, 0.3311268, -0.14580412, -0.10348537, 0.13331696, -0.0793144, -0.04116661, 0.040704627, -0.14875266, -0.09259674, -0.062087066, 0.063962296, 0.18420577, -0.085616685, -0.16555141) * go_1(1.0, 1.0); + result += vec4(-0.037546165, -0.015675364, 0.13989694, 0.027605768); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.35835463, 0.038305778, -0.10198824, -0.021951782, 0.02142098, -0.072417736, -0.2577152, 0.054713376, 0.075116105, -0.21191697, -0.1213158, -0.105036296, 0.12030758, -0.17591658, 0.1726511, 0.17754573) * go_0(-1.0, -1.0); + result += mat4(0.32325825, 0.19869742, 0.333873, 0.39670366, 0.20716824, 0.09557955, 0.120742686, -0.2271023, 0.37509173, -0.031341635, 0.10247365, 0.031520665, -0.092765376, -0.13535516, 0.8333728, 0.05886494) * go_0(-1.0, 0.0); + result += mat4(-0.17573749, 0.16768494, 0.021141645, 0.19668253, 0.21080776, 0.31503728, -0.26834, 0.19103156, 0.21946241, 0.14559007, -0.09761235, -0.23565038, -0.49393657, -0.5332298, 0.09806347, 0.054431103) * go_0(-1.0, 1.0); + result += mat4(-0.042109374, -0.05564321, 0.27586877, 0.010382545, 0.007322007, 0.13193823, -0.18262729, 0.06399193, 0.14174329, 0.3898842, -0.10398105, 0.01846146, -0.24542394, -0.13020967, -0.16491668, -0.03544872) * go_0(0.0, -1.0); + result += mat4(-0.15291597, 0.1566557, 0.14745249, -0.23258151, 0.17843612, 0.15885495, -0.691466, -0.41177312, 0.40330106, -0.07991953, 0.2832403, 0.10656986, -0.19571523, 0.3670614, -0.62296015, -0.5666968) * go_0(0.0, 0.0); + result += mat4(-0.17513512, 0.011393021, -0.44352317, -0.059153114, -0.2227142, -0.033094753, 0.09624524, 0.051315393, 0.2632246, 0.09945105, 0.042561427, -0.1234722, 0.23755905, -0.506999, 0.114180565, 0.27887583) * go_0(0.0, 1.0); + result += mat4(-0.459564, -0.120326266, 0.17507194, 0.06701153, -0.14124362, -0.36653697, -0.2856802, -0.22955593, -0.08515889, 0.18788262, 0.23427077, 0.021544341, 0.31996533, -0.2668834, 0.08469808, -0.01347926) * go_0(1.0, -1.0); + result += mat4(-0.14092083, -0.31244513, -0.044023518, 0.013948701, 0.33119613, -0.011959397, -0.1494438, -0.111066826, -0.11994278, 0.116068155, -0.13032633, -0.037004936, 0.13851176, -0.006655432, -0.39841232, -0.079951204) * go_0(1.0, 0.0); + result += mat4(-0.08959123, 0.18297827, -0.0763483, 0.11364159, -0.04361797, -0.029816678, -0.19314721, -0.03484794, 0.044681285, 0.04669291, -0.30017474, -0.07453036, 0.090825416, -0.27414632, 0.36355078, 0.15742934) * go_0(1.0, 1.0); + result += mat4(0.18470702, 0.113800436, -0.18546791, 0.044184085, 0.12490399, 0.1826781, -0.01313173, -0.19048993, -0.026458051, -0.1693334, 0.21958382, 0.030458853, -0.059242606, 0.039351143, -0.061676584, -0.06904634) * go_1(-1.0, -1.0); + result += mat4(-0.114877924, -0.03781683, -0.19207929, 0.007679428, 0.2409049, 0.2965285, -0.38395065, 0.11604976, -0.22588749, 0.48505852, 0.09866521, -0.2585994, -0.011380872, -0.018334057, -0.047188547, 0.3038583) * go_1(-1.0, 0.0); + result += mat4(-0.2783936, -0.17609318, 0.4904369, -0.31848624, 0.39725313, 0.082951784, -0.15595853, -0.007526218, 0.2355193, -0.30003366, -0.27686292, 0.120900005, -0.1223885, 0.40760317, 0.0013726618, -0.24877374) * go_1(-1.0, 1.0); + result += mat4(0.1580051, -0.044973504, 0.00053594523, -0.057797022, 0.18895927, 0.23527777, -0.18095906, -0.076961614, 0.2544444, -0.05932328, 0.13717431, -0.024487074, 0.33157274, -0.09072586, -0.004386734, -0.05180953) * go_1(0.0, -1.0); + result += mat4(-0.21685815, 0.061656334, -0.066127226, 0.24831405, 0.26001146, 0.046466008, -0.047196623, 0.13538954, -0.06449239, 0.45951647, -0.13132116, -0.7079741, -0.06683439, -0.47628635, 0.42461708, 0.6475073) * go_1(0.0, 0.0); + result += mat4(0.2590011, -0.26020283, 0.0005333198, 0.01555692, 0.37920526, 0.29205114, -0.20281325, -0.1455974, 0.056119893, 0.022032745, -0.30095813, 0.48154855, -0.35761952, 0.07582935, 0.12462687, 0.068093665) * go_1(0.0, 1.0); + result += mat4(0.20434918, 0.26690874, 0.028224666, 0.042565826, 0.037406113, 0.5059272, -0.0047208676, 0.0019095197, 0.16626422, -0.23407575, -0.072687164, 0.00063299487, -0.10172441, -0.11645544, 0.008715937, -0.012423992) * go_1(1.0, -1.0); + result += mat4(0.08269191, 0.116322584, -0.08155921, -0.04790326, 0.09546776, 0.3632936, -0.08139031, -0.10399187, 0.06618616, -0.26862565, 0.25058737, 0.0410593, -0.07191658, -0.20559746, 0.21857823, 0.12776822) * go_1(1.0, 0.0); + result += mat4(0.54989135, 0.38051483, 0.015739547, -0.0068143173, 0.26107135, 0.2585036, -0.12345306, -0.13934542, -0.19018838, 0.2730626, 0.42644337, 0.16693048, -0.15189888, 0.023638237, 0.11272267, 0.039560657) * go_1(1.0, 1.0); + result += vec4(-0.20554838, -0.10647836, -0.02824578, 0.08658529); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(M)-Conv-3x1x1x56 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_tf +//!BIND conv2d_1_tf +//!BIND conv2d_2_tf +//!BIND conv2d_3_tf +//!BIND conv2d_4_tf +//!BIND conv2d_5_tf +//!BIND conv2d_6_tf +//!SAVE MAIN +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_2 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_12 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.030150581, -0.002168429, 0.014918388, 0.0, 0.020940892, 0.04591048, 0.049137186, 0.0, 0.111167125, 0.05311203, 0.0625381, 0.0, 0.020043287, 0.04785493, 0.040921766, 0.0) * g_0; + result += mat4(0.04158565, -0.008488135, 0.0020472286, 0.0, 0.049123142, -0.055042226, -0.06489915, 0.0, 0.09238876, 0.10387972, 0.09576964, 0.0, -0.054776173, -0.098954335, -0.09018853, 0.0) * g_1; + result += mat4(0.2081418, 0.08273068, 0.040325668, 0.0, -0.09937802, -0.13162258, -0.13989717, 0.0, -0.13983749, 0.01309777, 0.0023888077, 0.0, -0.18937743, -0.07021057, -0.047152344, 0.0) * g_2; + result += mat4(-0.09646629, 0.080605574, 0.10463501, 0.0, 0.22579835, 0.24077554, 0.22600271, 0.0, 0.049726978, 0.015292378, -0.0047161994, 0.0, 0.16281025, 0.048491795, 0.038338162, 0.0) * g_3; + result += mat4(-0.09772107, -0.043998875, -0.054745924, 0.0, -0.1257736, -0.13175423, -0.10889618, 0.0, -0.015900036, 0.07074481, 0.08210496, 0.0, -0.11321135, -0.12526917, -0.105605066, 0.0) * g_4; + result += mat4(0.14187162, 0.14032297, 0.13016908, 0.0, 0.018954534, 0.016011704, 0.010169183, 0.0, 0.04762765, -0.044460997, -0.06499567, 0.0, 0.11133751, 0.09464176, 0.08865274, 0.0) * g_5; + result += mat4(-0.16567162, -0.1744712, -0.1637222, 0.0, -0.02412003, 0.0074480795, 0.007903436, 0.0, -0.06161098, -0.046788957, -0.03971239, 0.0, 0.030736001, 0.036460854, 0.03660504, 0.0) * g_6; + result += mat4(0.084027, 0.10024112, 0.08152756, 0.0, 0.005087354, -0.026047802, -0.027264625, 0.0, 0.10519243, 0.08977278, 0.077558964, 0.0, -0.052826345, -0.06602686, -0.055083472, 0.0) * g_7; + result += mat4(0.007862721, 0.009936555, 0.012004831, 0.0, -0.042322706, -0.061728776, -0.05359773, 0.0, 0.030532641, 0.045623366, 0.04214089, 0.0, 0.030569768, 0.011892851, 0.0074041556, 0.0) * g_8; + result += mat4(0.03948997, 0.043119986, 0.039943404, 0.0, 0.0526772, 0.06820589, 0.058139592, 0.0, -0.062081397, -0.06755701, -0.054816127, 0.0, -0.004076369, 0.0061744447, 0.016273081, 0.0) * g_9; + result += mat4(0.0071622543, 0.004829105, -0.002032197, 0.0, -0.048541367, -0.059043564, -0.05662218, 0.0, 0.0015553127, 0.009178359, 0.009577062, 0.0, 0.114169896, 0.1349016, 0.11432262, 0.0) * g_10; + result += mat4(0.019324556, 0.028323999, 0.027396113, 0.0, 0.016746879, 0.01608199, 0.026891617, 0.0, 0.12068619, 0.13617857, 0.113496214, 0.0, -0.013930715, -0.014250072, -0.00824306, 0.0) * g_11; + result += mat4(-0.0024534757, -0.0064973077, -0.007905654, 0.0, -0.019158727, -0.024820521, -0.020509848, 0.0, -0.09608131, -0.11177871, -0.10503465, 0.0, -0.011210447, -0.010875943, -0.015295865, 0.0) * g_12; + result += mat4(0.09681486, 0.113604136, 0.10416855, 0.0, -0.08199983, -0.09013433, -0.08562243, 0.0, 0.041304465, 0.048315883, 0.042945288, 0.0, -0.09863276, -0.117853515, -0.09870226, 0.0) * g_13; + result += vec4(-0.0039074384, -0.0085585555, -0.0132283475, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_S.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_S.glsl new file mode 100644 index 0000000..0b65e89 --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_S.glsl @@ -0,0 +1,137 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(S)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.10922428, -0.16249932, 0.15452726, -0.15669551, 0.053448875, -0.16528402, 0.01697721, -0.049275912, 0.20947173, -0.10576949, 0.19738325, -0.025417482, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.3285196, 0.15909512, -0.5273671, 0.23778777, -0.40508887, -0.0609677, -0.4188177, 0.11137456, -0.24131267, 0.10453423, -0.36216277, 0.053446792, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.23072472, -0.082083695, -0.0041477727, -0.09136237, 0.11958912, -0.312698, -0.15842685, -0.013882424, 0.10933724, 0.017880991, -0.022167003, 0.014662608, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.2789985, 0.054727737, 0.22577816, -0.49625716, -0.48472273, -0.011525487, 0.5354349, -0.08814955, -0.27021924, -0.044563178, 0.008232271, -0.13480483, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.18203105, 0.09277001, 0.27071548, -0.17773713, -0.4335171, 1.2275106, -0.07663438, -0.29020032, 0.011992759, 0.060106967, 0.11002492, -0.046098012, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.08363418, 0.063420765, -0.10278259, 0.09357691, 0.38670546, 0.13577081, 0.048631024, -0.024960777, 0.0846784, -0.057097007, 0.06049236, 0.042082917, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.12315548, -0.056513585, -0.09826642, -0.17079762, 0.06479095, -0.36984903, -0.12512982, 0.042867575, 0.08360464, 0.12835538, -0.005067881, 0.02542005, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.18997705, 0.086363226, -0.0007131526, 0.19858918, 0.39745626, -0.0090341605, 0.27864447, 0.20052041, 0.010576528, -0.089242525, -0.025109483, -0.030768145, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.05427315, -0.060894873, 0.06548642, 0.095537595, 0.29116166, -0.16159569, -0.13293959, -0.112566955, 0.0059667625, 0.016041303, 0.03831561, 0.09869594, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0113532655, -0.06449327, 0.035503868, 0.5683031); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.027102098, 0.2640691, 0.1169015, 0.030902913, 0.15404584, 0.1361459, -0.38066056, 0.096569136, -0.111836195, -0.0051853824, -0.0996669, -0.23538585, -0.07060754, -0.18889332, -0.10793357, -0.15154232) * go_0(-1.0, -1.0); + result += mat4(0.1378689, 0.21024452, 0.010976513, 0.0179521, -0.05993059, -0.28364083, 0.24486947, 0.21347582, -0.12522404, -0.16091396, 0.15499291, 0.08353191, -0.03342411, -0.08964405, 0.25111282, -0.07550899) * go_0(-1.0, 0.0); + result += mat4(-0.06398718, 0.05763278, 0.021394925, 0.14780094, -0.033050716, 0.03346528, -0.0846797, 0.0125302235, 0.18018652, 0.24586707, 0.050538495, 0.09879243, -0.100035876, 0.043505374, 0.042692907, -0.08768257) * go_0(-1.0, 1.0); + result += mat4(-0.11572878, 0.0545887, 0.16437739, 0.2775331, 0.10323911, -0.18938646, -0.17097469, -0.188723, 0.085762165, 0.14605838, -0.15568069, -0.16947642, 0.09042493, -0.087587915, -0.041969277, 0.27252352) * go_0(0.0, -1.0); + result += mat4(0.21475963, -0.018211678, -0.5711054, -0.09235345, -0.20367791, -0.23041399, 0.16346097, 0.007901888, 0.12542121, 0.16807431, 0.09862575, 0.16968751, 0.28490388, 0.40945014, -0.22364445, 0.14460565) * go_0(0.0, 0.0); + result += mat4(0.27512726, 0.14046481, -0.17684339, 0.102218024, -0.10503195, 0.3080809, 0.03681373, 0.2668656, -0.093752496, -0.07476867, 0.19900662, 0.06028286, -0.19815882, -0.0584525, 0.027984729, -0.02143819) * go_0(0.0, 1.0); + result += mat4(-0.16829525, -0.06818115, 0.0006509334, 0.01163159, 0.18918815, -0.10731989, -0.008126929, -0.47991323, -0.11022971, 0.19150843, 0.05272113, -0.34417602, 0.022882428, 0.1774031, 0.062597334, -0.09915319) * go_0(1.0, -1.0); + result += mat4(0.32131585, 0.05668815, -0.34203658, 0.05542482, -0.008077225, 0.009148517, 0.10953332, -0.050969962, 0.09904077, 0.46938205, -0.5148919, -0.22275375, -0.10536104, -0.23662373, 0.002147416, -0.14256701) * go_0(1.0, 0.0); + result += mat4(-0.19335353, -0.103732094, 0.17156832, 0.0059756916, -0.118641876, 0.14529023, -0.18662338, 0.0447326, 0.026719248, 0.042491894, 0.026437795, 0.05601309, 0.08645617, 0.08365193, -0.039582565, 0.16612953) * go_0(1.0, 1.0); + result += mat4(-0.014315469, 0.012588422, 0.037587024, 0.08707526, -0.08064868, -0.28149533, 0.27326405, 0.21468583, -0.04278333, 0.29369017, 0.18653142, 0.035729136, 0.079363555, 0.30725953, 0.0147137, 0.08527481) * go_1(-1.0, -1.0); + result += mat4(0.06659263, 0.03452449, -0.33752796, 0.0066543026, 0.48697233, 0.019602561, -0.32033685, -0.20538871, 0.3089118, 0.4315903, -0.13524854, -0.10791581, 0.3315688, 0.13135147, -0.26904663, 0.142365) * go_1(-1.0, 0.0); + result += mat4(0.13619833, 0.045271892, -0.029841429, 0.010704955, -0.29257727, -0.10563375, 0.35345638, -0.06734038, -0.043791633, -0.0056891907, -0.078411415, 0.075443126, -0.05746597, -0.19959894, -0.12797245, 0.18837726) * go_1(-1.0, 1.0); + result += mat4(0.25673476, 0.120482095, -0.23827696, -0.13557845, 0.300447, -0.3008584, -0.13834439, 0.5459493, -0.26155484, 0.06905137, 0.16247983, 0.039960653, -0.023218757, 0.07977591, -0.11354706, -0.25831422) * go_1(0.0, -1.0); + result += mat4(0.0842605, 0.282916, 0.14062001, 0.06356874, 0.55912817, 0.1743876, -0.30324093, 0.052068707, -0.20756413, 0.27321506, -0.26560605, -0.27695876, -0.3927334, -0.5439608, 0.39293098, -0.001130203) * go_1(0.0, 0.0); + result += mat4(-0.021890296, -0.12703396, 0.06660714, -0.03164527, 0.0018722567, -0.26552317, 0.06978973, -0.24030049, 0.46008193, 0.5595346, 0.081981994, -0.038414747, -0.010446991, -0.56102365, -0.079274766, -0.01851302) * go_1(0.0, 1.0); + result += mat4(0.052988984, 0.030581746, -0.06868741, 0.21545182, -0.5706256, -0.0034910638, 0.48361364, 0.9020033, -0.02242781, -0.13256042, 0.08997955, 0.21001706, -0.059571438, -0.040119104, -0.05029196, -0.127414) * go_1(1.0, -1.0); + result += mat4(-0.08275339, -0.05999088, 0.11068767, 0.014646892, -0.041986465, 0.1028236, -0.17218924, 0.026559748, -0.17412743, -0.38364175, 0.17410514, 0.13038695, 0.23155633, 0.2655843, 0.045085523, 0.13005458) * go_1(1.0, 0.0); + result += mat4(-0.013383197, -0.064526096, 0.049046878, 0.015992291, 0.123987064, 0.0104690585, 0.07065378, -0.009824511, -0.036109775, 0.13384768, 0.29676288, -0.39475223, -0.009368096, -0.05666906, -0.09132696, -0.082638375) * go_1(1.0, 1.0); + result += vec4(-0.106538564, -0.065693766, -0.03790106, 0.04776706); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.024004154, -0.26474997, -0.5256586, 0.051624652, -0.16621786, 0.2964122, 0.6044247, -0.14335106, 0.17002718, -0.2679876, -0.30162668, 0.1273794, -0.17601459, -0.1782376, 0.104725115, -0.16351137) * go_0(-1.0, -1.0); + result += mat4(-0.121676154, 0.047741555, -0.06738679, -0.056402843, 0.004424971, -0.35099635, -0.073440626, 0.039784692, 0.15204315, -0.1165704, 0.11231046, -0.27369732, 0.33737272, -0.11880767, 0.09637475, -0.14709689) * go_0(-1.0, 0.0); + result += mat4(-0.017987821, -0.08798823, -0.062515825, -0.046803873, -0.05871703, 0.27013004, 0.19397618, -0.052147817, 0.003271283, -0.0029015478, -0.07390092, -0.09348337, -0.1574738, 0.06750957, -0.07661155, 0.054327156) * go_0(-1.0, 1.0); + result += mat4(-0.15215784, -0.72508365, -0.3202069, 0.20295432, -0.19125701, 0.021401431, -0.051837035, -0.025939213, 0.25565025, -0.12872623, 0.13169816, 0.27377388, -0.008718429, -0.05864064, 0.028844763, 0.1144993) * go_0(0.0, -1.0); + result += mat4(-0.30012092, -0.1322455, -0.11868545, 0.09857058, 0.082795605, -0.075334676, -0.3752773, -0.02918163, -0.67764, -0.38598236, -0.21023573, 0.38274166, -0.07398165, -0.07213789, -0.28427607, 0.1266569) * go_0(0.0, 0.0); + result += mat4(-0.37507388, 0.18809201, -0.21982779, 0.27208912, 0.022066567, -0.27627763, 0.12345216, -0.30041683, 0.017002959, -0.091398515, -0.25207692, -0.29253414, -0.08231422, -0.14665812, -0.07868529, -0.24562219) * go_0(0.0, 1.0); + result += mat4(0.08686712, 0.080837384, 0.20736577, 0.008233064, 0.14957365, 0.21801959, -0.04870689, 0.42149112, 0.27255878, 0.33320278, -0.08467146, 0.10381615, 0.055278245, 0.085710146, 0.009097151, 0.29092705) * go_0(1.0, -1.0); + result += mat4(0.0012207404, -0.023874281, -0.027035477, 0.005157451, 0.19330226, 0.33711615, -0.16495204, 0.549021, 0.44879642, 0.1978837, -0.20492741, 0.28099406, 0.2631811, 0.40786585, -0.055340275, 0.2575511) * go_0(1.0, 0.0); + result += mat4(0.29127392, -0.06287165, 0.12715077, 0.14784902, -0.3183704, 0.42057636, -0.11483724, -0.3019506, 0.010730576, 0.29091576, -0.046116166, -0.23528357, -0.0037143505, 0.1191774, -0.06084074, 0.011641706) * go_0(1.0, 1.0); + result += mat4(-0.2579205, 0.036545023, 0.11691888, 0.04996418, 0.21318026, 0.21370813, -0.14114271, 0.031217605, -0.06979331, -0.0690704, 0.04618086, 0.025164584, -0.10994228, 0.109930746, 0.103678934, 0.12193115) * go_1(-1.0, -1.0); + result += mat4(-0.19843774, -0.11237926, 0.007291354, 0.16480611, -0.15669724, 0.46283355, 0.077065215, 0.112273656, 0.17143534, -0.19934891, -0.25481275, 0.034591813, -0.27032652, -0.2702769, 0.04816228, -0.031614583) * go_1(-1.0, 0.0); + result += mat4(-0.16307239, -0.11295217, 0.05861256, 0.14225823, -0.015648091, 0.11741865, 0.113366075, 0.023935538, 0.19560932, -0.10553561, -0.042583376, -0.048160724, -0.3116519, 0.13957061, -0.0044852323, -0.015472912) * go_1(-1.0, 1.0); + result += mat4(-0.15629178, 0.06463271, -0.13176678, 0.025518289, -0.021733627, 0.22236359, 0.019508492, -0.11629477, 0.10801276, -0.021957984, -0.11272639, -0.03615053, -0.121420704, 0.2520835, 0.043395765, 0.1699031) * go_1(0.0, -1.0); + result += mat4(0.2886654, 0.21755892, 0.21757497, 0.08442575, -0.109903164, -0.67295986, 0.22886126, -0.027185453, 0.3761606, 0.23199768, 0.05908783, -0.1496158, 0.10832971, -0.3530352, 0.20234483, -0.07615918) * go_1(0.0, 0.0); + result += mat4(0.11043024, 0.18943349, 0.42394367, 0.029350199, -0.15085667, 0.020204183, -0.081609115, 0.07907012, 0.33805525, 0.0066280114, 0.0018284445, 0.022983696, 0.004984607, 0.0429299, -0.14568979, -0.29143327) * go_1(0.0, 1.0); + result += mat4(-0.16376027, -0.20387048, 0.06522074, 0.17484841, -0.13885716, -0.04380927, -0.03535832, -0.16978237, -0.004799155, -0.25407305, -0.039976966, -0.011992087, -0.22535577, -0.09583549, 0.0334331, 0.016292758) * go_1(1.0, -1.0); + result += mat4(-0.38688713, -0.20232083, 0.23887886, -0.10438324, -0.24170811, -0.074868314, 0.03977399, -0.22810821, -0.08257971, -0.11902456, 0.106009185, -0.078289054, -0.11932821, 0.024207884, 0.10070917, 0.79348284) * go_1(1.0, 0.0); + result += mat4(-0.4018743, 0.050456528, 0.035341598, -0.03788609, 0.12964934, -0.44461823, 0.029031694, 0.29604837, -0.102386944, -0.13805065, 0.0055692918, 0.14659804, -0.22499937, 0.14680648, -0.3443954, -0.06994176) * go_1(1.0, 1.0); + result += vec4(-0.0063428865, 0.0057986965, -0.12526293, -0.059240736); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(S)-Conv-3x3x3x8 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_2_tf +//!SAVE MAIN +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.08631539, 0.09499331, 0.065609254, 0.0, -0.023760278, -0.027293118, -0.022839671, 0.0, -0.012447854, -0.008565141, -0.012041815, 0.0, -0.033292875, -0.031266093, -0.02874347, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.08709062, 0.09760889, 0.08988583, 0.0, -0.09099671, -0.102120616, -0.098076016, 0.0, 0.057814583, 0.06999608, 0.05961344, 0.0, 0.12246188, 0.1319784, 0.12254915, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.07694916, 0.0822054, 0.07549296, 0.0, -0.046808865, -0.051509347, -0.035890795, 0.0, 0.01599848, 0.014677793, 0.0086143715, 0.0, 0.033142705, 0.0426565, 0.035911378, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.0008269902, 0.0009082343, 0.014101725, 0.0, 0.0006387551, 0.005079344, -0.013034868, 0.0, 0.013909732, 0.011026747, 0.012485332, 0.0, 0.027028518, 0.022164145, 0.03183532, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.33575395, -0.36700967, -0.34140685, 0.0, 0.35850254, 0.37535715, 0.34613726, 0.0, -0.12680013, -0.1256115, -0.112494245, 0.0, -0.061541136, -0.059120018, -0.06552594, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.047570463, -0.050335366, -0.04665491, 0.0, -0.110970475, -0.12363716, -0.11072252, 0.0, 0.041563414, 0.059771337, 0.045290247, 0.0, -0.17999935, -0.19700716, -0.17459513, 0.0) * go_0(0.0, 1.0); + result += mat4(0.078488424, 0.07483357, 0.08347933, 0.0, -0.0063715233, 0.00035415235, -0.010886946, 0.0, 0.031237155, 0.02512343, 0.034399323, 0.0, -0.023146842, -0.026732154, -0.027644241, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.05906883, -0.06784104, -0.04506148, 0.0, -0.003939601, -0.0011749315, -0.006256036, 0.0, -0.1662408, -0.16871658, -0.16598499, 0.0, 0.051277652, 0.04837499, 0.05120855, 0.0) * go_0(1.0, 0.0); + result += mat4(0.08158806, 0.08674548, 0.07437206, 0.0, -0.05765347, -0.06196418, -0.057311118, 0.0, 0.26747537, 0.2668808, 0.2389857, 0.0, -0.010376844, -0.01690028, -0.008414153, 0.0) * go_0(1.0, 1.0); + result += mat4(0.030539425, 0.02415435, 0.039969034, 0.0, 0.006491679, 0.014436586, 0.005435709, 0.0, -0.0058292216, -0.013982021, -0.011243379, 0.0, 0.025942149, 0.015361476, 0.019134998, 0.0) * go_1(-1.0, -1.0); + result += mat4(-0.06322247, -0.07146787, -0.06673042, 0.0, 0.028702464, 0.039047733, 0.039646607, 0.0, -0.072553575, -0.08046175, -0.07027197, 0.0, -0.1447189, -0.1539398, -0.1466465, 0.0) * go_1(-1.0, 0.0); + result += mat4(-0.046430312, -0.054549117, -0.048076343, 0.0, 0.032971155, 0.02980819, 0.029172963, 0.0, -0.017612953, -0.015100736, -0.01202649, 0.0, -0.026717246, -0.028401854, -0.034548033, 0.0) * go_1(-1.0, 1.0); + result += mat4(-0.0020459262, -0.0008748501, -0.012601956, 0.0, 0.0054226154, 0.008867029, 0.018921215, 0.0, -0.0021330053, -0.0036601655, -0.0022091097, 0.0, -0.08636891, -0.10203159, -0.09741449, 0.0) * go_1(0.0, -1.0); + result += mat4(0.07306159, 0.08245483, 0.06548199, 0.0, -0.1933229, -0.20326294, -0.19189309, 0.0, 0.107496604, 0.11584994, 0.10907522, 0.0, 0.30877885, 0.31297725, 0.30890995, 0.0) * go_1(0.0, 0.0); + result += mat4(0.03192904, 0.035112645, 0.033732817, 0.0, 0.074100636, 0.08349646, 0.06659352, 0.0, -0.1136165, -0.12470947, -0.11192198, 0.0, 0.14465587, 0.16328491, 0.13984151, 0.0) * go_1(0.0, 1.0); + result += mat4(-0.05098033, -0.053096622, -0.05533725, 0.0, 0.0045651463, -0.007682458, 0.0026934785, 0.0, -0.021199327, -0.016210148, -0.030939564, 0.0, -0.031621892, -0.046702545, -0.02647333, 0.0) * go_1(1.0, -1.0); + result += mat4(0.055801813, 0.06430485, 0.05052402, 0.0, 0.0241233, 0.013879883, 0.017344628, 0.0, 0.08707151, 0.10031039, 0.095042154, 0.0, -0.109053336, -0.11414017, -0.111838564, 0.0) * go_1(1.0, 0.0); + result += mat4(0.030582374, 0.03604719, 0.040417343, 0.0, 0.038665913, 0.036998056, 0.030004544, 0.0, 0.09209076, 0.10010001, 0.08389406, 0.0, -0.014655714, -0.0074866647, -0.012227013, 0.0) * go_1(1.0, 1.0); + result += vec4(-0.008303841, -0.008251826, -0.0069884053, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_UL.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_UL.glsl new file mode 100644 index 0000000..7088e7c --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_UL.glsl @@ -0,0 +1,1704 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.23234928, -0.070085905, 0.0040122913, 0.21575761, -0.25936925, -0.20185155, 0.022299573, 0.2812235, -0.11045535, -0.11106335, -0.12113332, -0.49919847, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.48585954, -0.058959674, 0.11114158, -0.1971666, -0.24872562, 0.2667282, -0.107163996, 0.12475151, -0.027792914, -0.06700173, -0.10966316, 0.09399147, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.16666615, -0.15644506, 0.048309084, 0.19122206, -0.1522582, 0.15417537, -0.23017146, 0.09460856, 0.074704535, 0.2168164, 0.2077189, -0.29264635, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.3167284, -0.20522436, -0.050071932, -0.036290437, 0.20206359, 0.012589764, -0.1251284, -0.2911492, -0.0006390347, -0.09853893, 0.14406726, 0.33612582, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.13786903, 0.51342535, -0.44004235, -0.23918492, 0.5614157, 0.011565876, 0.5419984, -0.15937872, -0.075360805, 0.018496322, 0.12582661, 0.40117717, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.19644158, 0.12697817, 0.15092115, 0.1963961, -0.03395398, -0.17465135, -0.04086773, 0.09187623, 0.18238129, -0.0063141263, -0.26402372, -0.28761682, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.010849395, 0.15082607, 0.095264904, -0.038952388, -0.1121466, 0.21590506, 0.029462064, -0.65400773, 0.18295552, 0.2425088, 0.121624336, 0.7189011, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.17197245, -0.04397748, 0.18232836, -0.04471754, 0.071163684, -0.20590816, 0.39706057, -0.5452873, -0.11754515, 0.006909551, 0.018450081, 0.5686299, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.077441245, -0.25645187, -0.19979256, -0.010363122, -0.04312338, -0.08810754, -0.059999906, 0.38630447, -0.11017497, -0.16309647, 0.026156282, -0.35432625, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.03509807, 0.029998481, -0.08691994, -0.017055636); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.34123975, 0.06927292, 0.12252625, 0.1038146, 0.15979475, 0.24436772, -0.016088272, -0.22664197, 0.16932374, 0.10719134, -0.16895153, 0.100098394, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.11094869, -0.1379463, -0.53625333, -0.42690855, 0.12101115, -0.004709155, 0.6293494, 0.4763549, 0.030926082, -0.20099613, 0.39174548, 0.31219363, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.08731028, -0.010540878, 0.0757335, -0.1466203, -0.23115048, -0.17813745, 0.17698573, 0.18787299, 0.16219892, 0.10475756, -0.23984352, 0.025724094, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.27665043, 0.4118298, -0.08762915, -0.07885308, 0.05053698, 0.28148478, -0.005842398, 0.15139125, -0.3791668, 0.24871133, 0.18160823, -0.10384939, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.3206045, -0.22038852, -0.3038138, -0.0482595, -0.26852164, -0.23278148, 0.30639926, 0.2578657, -0.3874695, 0.06441954, 0.00026220892, 0.04361178, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.17908047, -0.0900835, 0.00652168, -0.038639892, 0.1520494, -0.13204975, -0.020355739, 0.26766944, 0.021308672, -0.31918222, 0.050667368, 0.10367864, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.112388864, 0.053321466, 0.2691917, 0.26902813, 0.010105532, 0.24898581, -0.13757521, -0.10214595, 0.23615286, -0.09560994, -0.15046176, -0.08853913, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.36796987, -0.2124952, -0.07535088, 0.13065732, -0.21852261, 0.06934692, -0.013749303, -0.44900006, 0.3352218, 0.090437174, 0.08993535, -0.3050165, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.11873657, 0.13483031, 0.22352207, 0.23666611, 0.18977334, -0.32066482, -0.31396368, -0.5615055, -0.14588253, 0.0121516865, 0.0614425, -0.079611346, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.6537504, 0.07195351, -0.38729003, -0.0374416); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.16112354, 0.3756035, 0.09619928, 0.17283864, 0.054338567, -0.061197184, -0.10173672, -0.032733057, -0.111913994, -0.28940153, -0.062114924, 0.20520677, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.3500745, 0.467141, -0.101748556, 0.43384346, 0.06712478, -0.43235737, 0.014446082, -0.12634972, -0.07507498, 0.025314584, 0.22664048, 0.22121347, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.089320965, 0.319314, -0.06869195, -0.2465581, 0.449762, -0.38919032, 0.1562217, 0.05368933, 0.20758076, 0.0659555, -0.109858744, -0.114917934, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.07451217, 0.2239877, -0.009071173, 0.21869898, 0.042301223, 0.13635477, -0.20052543, 0.26130545, -0.051627826, -0.3429969, 0.093028575, -0.35710186, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.16129561, -0.31247056, -0.123016216, 0.2122524, -0.2972285, 0.2718142, -0.17284301, 0.44368207, -0.032497104, 0.18240568, -0.28283152, -0.10045272, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.15945031, -0.6797371, 0.3974546, 0.24741851, -0.1340806, 0.41666976, 0.27850744, -0.21406768, 0.096567124, 0.23366652, 0.15648519, -0.07626781, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.053246673, 0.14282355, -0.114118166, -0.3172004, -0.18055372, -0.3400759, -0.19622837, 0.076828666, 0.29225305, 0.14866155, 0.07959014, -0.041400358, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.25331625, -0.14193451, 0.04879846, -0.077393495, 0.0104558095, 0.37905747, -0.07880302, -0.09453499, -0.1426901, -0.19738746, -0.28036812, 0.03675319, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.08954212, -0.47161737, -0.12388452, -0.08005436, 0.04682568, 0.048485547, 0.31411946, -0.31375095, -0.22892538, 0.16906887, 0.16802602, 0.18711087, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.04453386, 0.06632044, 0.061607827, -0.19856223); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09962672, -0.09808486, 0.14167309, 0.050132442, 0.10861549, -0.03472704, -0.13705672, -0.029933043, 0.09841877, 0.07278074, -0.017292077, -0.027848938, 0.07552298, 0.076578915, -0.023463586, 0.052939452) * go_0(-1.0, -1.0); + result += mat4(0.0010984733, -0.17330085, -0.08229318, -0.2175911, 0.08144593, 0.059445348, -0.15086831, -0.10372944, 0.117648594, -0.12558225, -0.11103407, -0.0701386, -0.05065664, -0.07396901, -0.11938091, 0.039866682) * go_0(-1.0, 0.0); + result += mat4(0.15428792, 0.23440446, 0.21962269, 0.2650896, -0.03476033, 0.15719226, -0.12486064, 0.2167058, -0.023046771, -0.20562397, 0.10107006, -0.01569021, 0.16730824, -0.01259593, 0.053364236, -0.04500823) * go_0(-1.0, 1.0); + result += mat4(0.030429626, -0.13110232, 0.057990804, 0.011675255, -0.05295247, -0.15326303, 0.22707884, -0.07973966, 0.0439027, -0.13198115, 0.07837125, -0.07131822, 0.05269012, -0.2104038, 0.048907652, -0.020645073) * go_0(0.0, -1.0); + result += mat4(0.0031781355, -0.021097122, -0.26952672, -0.3207644, 0.08375256, -0.14136748, 0.18542029, 0.15215854, 0.091964215, 0.26967737, 0.0587766, -0.07700872, 0.16575423, 0.35469708, -0.0051588053, -0.0006740279) * go_0(0.0, 0.0); + result += mat4(-0.08884001, 0.14041351, 0.17474355, 0.4161406, 0.023943432, 0.003970282, 0.29985484, 0.10266973, -0.25273883, -0.14029191, 0.11345857, 0.31820163, -0.38953283, 0.2583901, 0.009964725, 0.058217626) * go_0(0.0, 1.0); + result += mat4(-0.2032424, -0.07082582, 0.1580928, -0.048965808, 0.2141858, -0.041104354, -0.034682848, -0.15914723, 0.04790725, -0.024282899, 0.07099358, 0.16498338, -0.112657525, -0.0616071, -0.008030092, -0.016227499) * go_0(1.0, -1.0); + result += mat4(0.061936792, 0.21455337, 0.48054412, -0.04828425, 0.010028972, 0.11099989, 0.095458575, -0.19660684, 0.0425463, 0.11828354, -0.124904655, -0.17428195, 0.011525431, -0.124187276, -0.04230918, -0.035113487) * go_0(1.0, 0.0); + result += mat4(0.31514692, 0.08103313, 0.11659174, 0.08965401, -0.1970772, 0.14856051, -0.1938787, -0.16033082, -0.18799798, 0.030507786, -0.16664562, -0.13656873, 0.17780142, -0.25997472, 0.026064966, 0.011898) * go_0(1.0, 1.0); + result += mat4(-0.057235047, -0.27046695, -0.010699785, 0.049249526, 0.047039963, -0.077151395, -0.14362605, 0.06164646, 0.114476524, -0.17911421, -0.08053587, 0.11165565, -0.09624257, 0.025738657, -0.103865884, -0.03431851) * go_1(-1.0, -1.0); + result += mat4(0.14757289, -0.011688203, 0.13329901, -0.117047496, 0.0012821602, 0.1926134, -0.20751058, -0.07072285, 0.010413468, 0.056632243, 0.115734495, -0.02967846, -0.03047392, -0.21189988, -0.0011950757, -0.19957498) * go_1(-1.0, 0.0); + result += mat4(-0.08746177, -0.12079578, 0.04276918, -0.005454131, 0.11490783, -0.12847133, -0.09437031, -0.30269814, -0.21966903, -0.19212759, 0.02010421, -0.041956432, 0.10274604, -0.29135153, -0.05896102, -0.23609753) * go_1(-1.0, 1.0); + result += mat4(0.041169632, -0.1239918, 0.11654365, 0.12085256, -0.16491309, 0.16958053, 0.08106695, 0.017548209, 0.005812545, 0.18601535, -0.26115587, 0.06350569, -0.05120703, 0.288068, -0.10665016, 0.14517978) * go_1(0.0, -1.0); + result += mat4(-0.031448353, 0.10505269, -0.11342215, 0.066149935, -0.11060372, 0.023158634, 0.112362646, -0.12653005, 0.10593459, 0.16429284, 0.105653964, 0.057039205, 0.43216446, 0.40089405, -0.13454677, 0.10088736) * go_1(0.0, 0.0); + result += mat4(0.006024284, -0.085603446, -0.03500259, -0.12583484, 0.037410516, -0.162403, -0.16079305, -0.40704638, -0.02878602, -0.05373755, 0.22466864, -0.18264142, 0.006703932, -0.2611284, 0.12246666, -0.09028182) * go_1(0.0, 1.0); + result += mat4(-0.060709704, -0.10833455, 0.057897534, 0.13747421, 0.023012483, 0.037656587, 0.14315368, -0.016442677, 0.047911663, -0.0069572264, 0.044352237, 0.3486672, -0.21061146, 0.09642802, 0.05590367, -0.060553044) * go_1(1.0, -1.0); + result += mat4(0.04283378, 0.24103515, -0.13148557, 0.010205976, -0.043310534, 0.10729743, 0.038866118, 0.18446185, -0.01657694, 0.1901015, 0.07020068, 0.12353552, 0.038972974, 0.23214848, -0.25911716, -0.019023877) * go_1(1.0, 0.0); + result += mat4(0.12810664, 0.2588679, -0.01086673, -0.028045006, 0.19610372, -0.096308656, 0.0042522033, 0.13961965, 0.11584688, 0.04171374, -0.22028726, -0.24815048, 0.18253902, -0.2803496, 0.04638075, 0.036636963) * go_1(1.0, 1.0); + result += mat4(-0.063880704, -0.1977201, -0.053342164, -0.066917926, -0.11009935, 0.17052847, 0.04694616, 0.07041865, 0.0104053635, 0.17147705, 0.14641339, 0.02914492, 0.02223927, -0.15581869, 0.0073570404, -0.092718706) * go_2(-1.0, -1.0); + result += mat4(-0.11074706, 0.09035497, 0.041304804, -0.05657743, 0.02258131, 0.15751973, -0.08892718, 0.09498991, -0.062650494, 0.1528085, 0.08637203, 0.015458079, 0.080385685, 0.0014520894, -0.1777884, -0.022080136) * go_2(-1.0, 0.0); + result += mat4(-0.12261772, 0.14604463, -0.30844545, -0.038277622, -0.03465457, -0.14419939, 0.08843366, -0.24528691, 0.08627054, 0.022934042, 0.065465, 0.08992177, 0.13908626, 0.29170883, 0.18499602, 0.44779378) * go_2(-1.0, 1.0); + result += mat4(0.2403803, -0.034265775, 0.061548065, -0.2871231, 0.06244344, 0.55960923, 0.10674182, -0.099105835, 0.067223154, -0.016005594, -0.18609367, 0.068283536, 0.16862819, -0.35648894, 0.15355636, -0.21434662) * go_2(0.0, -1.0); + result += mat4(-0.1928663, -0.08712358, 0.010059887, 0.041675188, 0.028285503, 0.27573827, -0.13980475, 0.020420022, 0.08173396, -0.18047802, 0.14453442, 0.1705434, 0.032467145, -0.25624174, -0.091417946, -0.1830734) * go_2(0.0, 0.0); + result += mat4(-0.07378673, 0.0082734935, -0.0031403562, -0.09405621, -0.04572997, -0.47891915, 0.022257643, -0.18141934, -0.15467338, -0.080856316, 0.22424543, 0.1328784, -0.011105831, 0.012753231, -0.18666203, 0.29024994) * go_2(0.0, 1.0); + result += mat4(-0.014239724, 0.17424577, 0.04347437, -0.07241822, -0.0043192226, -0.15224636, -0.12850569, -0.07176244, -0.024936391, 0.1081912, -0.0634437, -0.17714879, 0.06807449, 0.036505345, 0.1765435, -0.06827722) * go_2(1.0, -1.0); + result += mat4(-0.10896065, -0.113828, -0.044186924, 0.083636716, 0.00946172, -0.096768014, 0.1477472, 0.28581375, 0.09928998, -0.03573682, -0.0877059, -0.07456346, -0.094931394, -0.29481927, 0.035076067, -0.030719504) * go_2(1.0, 0.0); + result += mat4(0.06879136, -0.0013524323, -0.015930668, 0.011338774, 0.27078402, -0.036486305, 0.07307458, -0.03654178, -0.1821915, -0.19957519, 0.047258675, -0.012780178, -0.23570615, 0.23241185, -0.049822707, -0.004932543) * go_2(1.0, 1.0); + result += mat4(0.059442203, 0.123758584, -0.0120902015, -0.035207815, -0.3852069, 0.02184997, 0.17941254, -0.060605425, -0.071601346, -0.07984123, -0.043631997, 0.050046816, 0.100848526, -0.1991431, 0.012486262, -0.12679099) * go_3(-1.0, -1.0); + result += mat4(-0.10241958, 0.14548102, 0.17390133, 0.11916023, -0.124270104, -0.016538827, 0.14511214, -0.11671281, -0.21087177, -0.06974753, 0.012906925, 0.13859452, -0.08547768, 0.1567956, -0.2022433, 0.038497575) * go_3(-1.0, 0.0); + result += mat4(0.07510719, -0.12558976, 0.27779973, 0.07905847, -0.005560809, -0.13164681, 0.0026637863, -0.42023313, 0.30791378, 0.0674288, 0.16762452, 0.03776929, 0.054378655, 0.12892224, 0.14568421, 0.057358757) * go_3(-1.0, 1.0); + result += mat4(-0.055342264, 0.17539698, -0.07691367, -0.016426053, -0.10654331, 0.12799862, 0.08000128, -0.026672266, -0.09276648, 0.08326771, -0.07549073, 0.09110558, 0.025476933, 0.23758717, -0.08576679, 0.05389538) * go_3(0.0, -1.0); + result += mat4(0.13494995, -0.058528826, 0.0859778, 0.36369404, 0.20959967, 0.04463818, -0.10268673, -0.17128421, 0.12091434, -0.23517689, -0.006012021, -0.13097133, 0.07197561, -0.16344362, 0.10873641, 0.08921942) * go_3(0.0, 0.0); + result += mat4(0.021762112, -0.003690478, 0.36574113, 0.008322902, 0.19321395, 0.04774496, -0.22579306, -0.19404013, 0.06938985, 0.15104407, -0.046889, -0.117904656, -0.14408903, -0.18670367, 0.16157444, -0.103656925) * go_3(0.0, 1.0); + result += mat4(0.10242334, -0.055725146, -0.21333602, 0.010575543, -0.23961566, 0.0044566356, 0.39897293, 0.08584577, -0.23019423, 0.2032861, -0.18542935, -0.1764838, -0.13681203, -0.07769402, 0.03816189, 0.007777049) * go_3(1.0, -1.0); + result += mat4(-0.028709, -0.16470426, -0.212036, 0.03143696, 0.27199176, -0.17678891, 0.23327425, 0.12954381, -0.020772377, -0.17467533, 0.13100848, 0.2351719, 0.097517245, 0.050158583, -0.002071869, 0.04241593) * go_3(1.0, 0.0); + result += mat4(0.07411962, -0.08748965, 0.07468962, -0.22070734, 0.40794817, -0.088459395, 0.32936516, -0.032707095, 0.37608266, 0.027920008, 0.07734025, 0.08530036, 0.10898109, 0.22703189, -0.20785971, -0.06495064) * go_3(1.0, 1.0); + result += mat4(0.29293463, 0.16721301, -0.12183638, -0.03948546, 0.01529436, 0.078094184, -0.025749328, -0.006153496, -0.094414495, 0.22237025, 0.028131692, -0.060007866, 0.034187492, -0.116286926, 0.06509088, -0.048549082) * go_4(-1.0, -1.0); + result += mat4(0.008423889, -0.3957667, -0.049811136, 0.14082848, 0.09263845, -0.16698493, -0.025629787, 0.015054379, 0.028197043, 0.068465285, -0.08725762, 0.036668878, -0.062005505, 0.0764588, -0.054699335, -0.003840703) * go_4(-1.0, 0.0); + result += mat4(0.043419074, -0.20948833, -0.14390363, -0.17659377, -0.065787576, 0.06486438, -0.19382884, 0.08338218, 0.13709012, 0.21116447, -0.24534407, 0.20671941, -0.13327736, 0.2553412, -0.03380571, 0.2106275) * go_4(-1.0, 1.0); + result += mat4(0.32056695, -0.28739846, -0.008697179, -0.3094155, -0.12655911, -0.22508456, 0.046275456, -0.13609526, -0.056746602, -0.13714787, 0.006273007, -0.15033242, 0.19861896, -0.19801322, 0.008556289, 0.053491425) * go_4(0.0, -1.0); + result += mat4(0.018890936, -0.7917244, -0.014075563, -0.1700778, -0.039983913, 0.028458029, -0.1522347, -0.08251537, -0.013377933, -0.3029727, 0.1349085, -0.16240561, -0.20748827, -0.46068287, 0.00913134, 0.030452987) * go_4(0.0, 0.0); + result += mat4(-0.05005734, -0.2148053, 0.032070015, 0.14438215, 0.31232053, 0.1401732, -0.26635718, 0.19424468, 0.07584618, 0.10555894, 0.01795741, 0.31067818, 0.054555204, 0.2563484, -0.14635237, -0.10759128) * go_4(0.0, 1.0); + result += mat4(0.23083898, -0.32226348, 0.19888338, -0.38176686, 0.050134797, -0.0015203251, 0.112237535, 0.14811106, 0.2174096, -0.24344379, -0.13310412, -0.42385107, 0.050850198, -0.27200532, -0.052719057, 0.009228699) * go_4(1.0, -1.0); + result += mat4(-0.053870313, -0.47212356, 0.085255414, -0.014404558, -0.06817252, -0.0973503, 0.1635136, -0.0033316084, -0.037195005, -0.48788953, 0.08273281, -0.097501226, 0.0600793, -0.21372889, 0.03384461, 0.017936382) * go_4(1.0, 0.0); + result += mat4(-0.3313351, -0.45776972, 0.0009931794, 0.11343333, 0.033024788, 0.046712194, 0.04782013, 0.064249486, -0.22282073, 0.12655938, 0.19051406, 0.31040603, -0.07731221, 0.17658137, -0.103276245, -0.06792484) * go_4(1.0, 1.0); + result += mat4(0.14607549, 0.1872639, -0.093263544, 0.09774117, -0.11698756, -0.067545414, 0.0023156274, -0.18209848, 0.03853313, -0.2223309, 0.12031081, 0.042545635, -0.034479424, 0.124472, 0.06731187, 0.12712644) * go_5(-1.0, -1.0); + result += mat4(-0.07627082, -0.17452952, -0.33548403, -0.18450926, 0.18033943, -0.12326704, 0.019632008, 0.07248642, -0.16483006, -0.18913946, 0.19646043, 0.40187582, -0.13083674, 0.08671764, 0.15356278, 0.0077914116) * go_5(-1.0, 0.0); + result += mat4(-0.13629752, -0.13993968, 0.2731425, -0.041057866, -0.118738905, 0.21209033, -0.051054828, 0.31168184, -0.16392295, 0.010364939, 0.0857728, 0.024030814, -0.07311749, -0.24349305, -0.20305401, -0.43344042) * go_5(-1.0, 1.0); + result += mat4(0.14196202, -0.04678858, 0.0077786436, 0.072588876, 0.048406214, -0.812405, 0.08031392, -0.1540258, 0.11032359, -0.06004812, -0.32815942, 0.09877014, -0.16591738, 0.4435054, -0.20656855, 0.22537513) * go_5(0.0, -1.0); + result += mat4(0.09432511, 0.19597436, -0.08628448, -0.21871169, -0.16537306, -0.32272846, 0.13009092, 0.010715842, 0.26118267, 0.22872354, 0.19176646, 0.107038476, 0.1611875, 0.08846044, 0.15163514, 0.008047941) * go_5(0.0, 0.0); + result += mat4(-0.07396799, -0.03825365, 0.093083926, 0.051318448, 0.2838576, 0.5694332, -0.10403076, 0.19238624, 0.11968883, 0.11856581, -0.119746156, -0.082536116, 0.076429665, -0.02471431, 0.11962365, -0.17637646) * go_5(0.0, 1.0); + result += mat4(0.07824961, -0.16634372, 0.027028812, -0.074860476, -0.14161688, 0.23795755, 0.02944209, 0.17723913, -0.30600172, -0.23468062, -0.12452985, -0.020646518, -0.0397737, 0.021050548, -0.17934813, 0.13230623) * go_5(1.0, -1.0); + result += mat4(0.0424831, 0.106492884, -0.03483414, -0.017710585, 0.22700353, 0.20349082, -0.10986577, -0.3389828, -0.21730238, -0.00039746048, 0.07059067, 0.102562755, 0.30204043, 0.21475948, -0.0162173, -0.017118886) * go_5(1.0, 0.0); + result += mat4(-0.22430925, -0.014225937, 0.094149694, -0.018336432, 0.17596604, 0.14860786, 0.05728594, 0.04178837, 0.1751472, 0.23511195, 0.020594316, 0.11539313, 0.12581828, -0.15684246, 0.02905791, -0.11784082) * go_5(1.0, 1.0); + result += vec4(-0.17880301, 0.20980668, -0.013683405, -0.015587634); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.02899521, -0.05649066, -0.026947228, 0.048783254, -0.14916636, 0.24028979, 0.044600923, -0.045931537, -0.1705095, -0.27147427, 0.16703783, 0.058726057, 0.0032612043, 0.083603844, -0.25704128, 0.13329254) * go_0(-1.0, -1.0); + result += mat4(-0.1979236, -0.01025661, -0.019716073, 0.108358726, 0.043820046, 0.1919281, -0.21771714, -0.1133059, -0.061171446, -0.0882054, -0.120655626, -0.11155759, -0.07786948, 0.011810883, 0.14344923, -0.26561305) * go_0(-1.0, 0.0); + result += mat4(0.1894701, 0.0239954, -0.119104624, 0.0081936605, -0.090172075, 0.16750605, 0.07118662, -0.068179235, 0.11522273, 0.02271562, 0.09519474, -0.28372973, 0.0015472358, 0.026579062, 0.117233984, -0.4856576) * go_0(-1.0, 1.0); + result += mat4(-0.14819643, -0.31534502, -0.13870765, -0.01054195, -0.19450842, 0.10115552, 0.15510698, 0.003614742, -0.07340832, -0.20358734, -0.12068221, 0.1708203, -0.04059514, 0.05221531, 0.1185381, 0.0068877796) * go_0(0.0, -1.0); + result += mat4(-0.2649358, 0.2787165, 0.026068278, 0.05054382, 0.042817205, -0.13016234, 0.0052052587, 0.0671692, 0.10290017, 0.06727616, -0.025898565, -0.03125075, 0.1502351, -0.17578806, -0.07915442, -0.20580369) * go_0(0.0, 0.0); + result += mat4(0.01980342, 0.07163837, -0.10456945, 0.06892928, -0.00022086082, -0.122014746, -0.11635255, -0.050526325, 0.11869723, 0.07118713, 0.10652823, -0.21519308, -0.048316743, -0.09710376, 0.006049279, -0.15725243) * go_0(0.0, 1.0); + result += mat4(0.17198269, -0.04094963, -0.16597614, -0.022672966, -0.021484226, -0.07138965, 0.067678355, 0.010858899, -0.13862544, 0.06384301, -0.03991444, 0.22539167, -0.005830964, -0.093598455, 0.10466667, 0.19629909) * go_0(1.0, -1.0); + result += mat4(0.040208396, -0.0077782017, 0.026934639, -0.08231454, 0.122154236, -0.20185019, -0.04921797, 0.113472804, 0.025262907, 0.30940935, -0.0067619407, 0.011076865, -0.037738938, 0.22040449, -0.091454595, 0.08720387) * go_0(1.0, 0.0); + result += mat4(-0.19777842, 0.15188776, -0.112971924, 0.06551624, 0.21511264, -0.12696353, 0.05734954, 0.038562097, 0.09721514, 0.12184754, 0.098125674, 0.093547106, 0.04148773, -0.007749207, -0.097304046, 0.11741999) * go_0(1.0, 1.0); + result += mat4(-0.05388486, -0.15493694, -0.11779907, -0.063636035, 0.1683663, -0.19863462, 0.079785384, 0.002344284, 0.07419801, -0.18906172, 0.042702213, -0.106039785, -0.11761329, -0.34240028, 0.20399906, 0.19486815) * go_1(-1.0, -1.0); + result += mat4(-0.0214746, 0.024925156, 0.071194954, 0.06452649, -0.10890589, -0.08571906, 0.13291912, -0.0013396982, 0.01863436, -0.20824501, 0.054323934, -0.23967488, 0.07283552, -0.28291726, 0.23057762, 0.121263705) * go_1(-1.0, 0.0); + result += mat4(0.05597139, 0.07066334, 0.06768875, 0.01599472, -0.00039986568, -0.0053987154, 0.040123407, -0.100022465, -0.013812261, 0.050008554, 0.18786328, 0.0004141, 0.09763033, -0.2487105, 0.11663139, 0.05165497) * go_1(-1.0, 1.0); + result += mat4(0.17904039, -0.31834564, -0.0737966, -0.061444905, -0.2252082, 0.00895136, 0.11486605, -0.0037112157, -0.07636511, -0.3503888, -0.04990528, -0.030310752, 0.068686, -0.3136087, -0.004038447, 0.12475536) * go_1(0.0, -1.0); + result += mat4(0.011218902, 0.16498409, -0.19213067, -0.3376179, -0.40268928, 0.009434513, -0.10950616, 0.1186675, -0.11379568, 0.23032996, -0.26904815, 0.30311096, 0.017041026, 0.39546305, -0.2145057, 0.20220405) * go_1(0.0, 0.0); + result += mat4(-0.116564326, 0.16520524, 0.25099444, -0.044852093, 0.04109138, -0.104986876, 0.09234278, -0.077715285, 0.046688464, 0.4072821, 0.021245886, -0.054421954, -0.12993707, 0.13713494, -0.12306372, 0.0076773493) * go_1(0.0, 1.0); + result += mat4(0.0022927783, -0.16100088, 0.0092022745, 0.043600008, -0.012064794, 0.14346212, 0.056605842, 0.04922658, 0.21234164, -0.36939904, -0.35937238, -0.0076974165, -0.033846013, -0.197686, 0.045169946, 0.05321761) * go_1(1.0, -1.0); + result += mat4(-0.12022473, 0.027450195, -0.070633, 0.010465206, -0.23977374, 0.008031643, -0.07748358, -0.12202592, -0.21730833, 0.0059398045, 0.40769234, -1.1242622, -0.06625515, 0.3264613, -0.07954283, 0.09583801) * go_1(1.0, 0.0); + result += mat4(0.008234909, 0.18505827, -0.1273086, 0.23858553, -0.00791922, 0.0122221485, -0.11842601, -0.038017634, 0.03933724, 0.2956, -0.01691444, 0.17929354, 0.015529619, 0.19893076, -0.16288021, 0.05490817) * go_1(1.0, 1.0); + result += mat4(-0.011399029, 0.10798575, 0.046656217, 0.032565042, 0.0119628515, -0.0011125325, 0.31439918, 0.09300187, -0.010849873, -0.060744617, 0.18471423, 0.15607913, -0.045522973, 0.16699308, -0.0722109, -0.024475403) * go_2(-1.0, -1.0); + result += mat4(-0.082331106, -0.07089719, 0.1347553, -0.19314262, 0.0032955715, -0.24533619, 0.013174161, 0.15500104, 0.029693194, 0.040375546, -0.0059178416, 0.1092399, -0.112020314, 0.1500148, -0.22925867, -0.019879973) * go_2(-1.0, 0.0); + result += mat4(0.1417249, 0.11215587, -0.26791674, 0.14707097, 0.040649403, -0.016661948, 0.15412898, -0.080876425, 0.035228007, 0.047104783, 0.06574109, -0.029853644, 0.05876159, 0.22823593, -0.19034219, 0.03162234) * go_2(-1.0, 1.0); + result += mat4(0.2600437, 0.044771086, 0.014325027, 0.163108, 0.060724687, 0.09108473, -0.20747156, 0.0039435104, 0.18791565, -0.11700223, -0.0055135386, -0.024981469, -0.19696075, 0.11015166, -0.004077458, 0.011203278) * go_2(0.0, -1.0); + result += mat4(-0.05348392, 0.11058947, -0.11913848, 0.06359096, -0.13427798, -0.096259184, -0.122564375, 0.16873421, -0.021777656, 0.026404127, -0.19412898, -0.04525696, -0.089521095, -0.04556723, -0.14436369, 0.030330338) * go_2(0.0, 0.0); + result += mat4(-0.077864684, -0.0033614987, -0.053482026, -0.15834975, -0.12657848, 0.16701786, 0.040268235, -0.14463072, 0.01926974, -0.15924485, -0.011547801, -0.18185836, 0.030286407, -0.29259017, -0.0077412864, 0.037985537) * go_2(0.0, 1.0); + result += mat4(0.07485037, 0.19659927, 0.020025307, 0.10442409, -0.19772562, 0.4431493, -0.06422206, -0.045304112, -0.094377324, -0.04861216, 0.0023215367, 0.16513753, -0.1303532, -0.068101294, 0.017007684, 0.097332835) * go_2(1.0, -1.0); + result += mat4(-0.004584652, -0.2661271, 0.0063034855, 0.041456066, 0.11529073, 0.19888161, -0.24943323, -0.054349367, -0.010328835, 0.22214927, -0.20700802, -0.05599532, 0.24972723, -0.08987443, 0.20708983, -0.13030328) * go_2(1.0, 0.0); + result += mat4(0.10159776, 0.047147173, 0.1411316, -0.18355304, 0.07658331, -0.037969157, -0.074841976, 0.09781788, 0.06575143, 0.03210521, 0.058850992, -0.19939986, 0.11218086, -0.10744168, 0.14622156, 0.12941957) * go_2(1.0, 1.0); + result += mat4(0.13577162, 0.10681536, 0.08791653, -0.060445737, -0.19715475, -0.13252279, -0.036850456, -0.009957216, 0.1860376, 0.3743373, -0.14414039, 0.044343796, -0.05038453, -0.034720805, 0.17924316, 0.012001023) * go_3(-1.0, -1.0); + result += mat4(0.007108988, -0.09904293, -0.112725444, 0.031813867, -0.044795662, -0.14910372, 0.1680855, 0.32826513, 0.13105088, 0.11438789, -0.08039976, -1.1030464, 0.020364072, 0.19394659, 0.016075639, -0.22101837) * go_3(-1.0, 0.0); + result += mat4(-0.100025505, -0.06350414, 0.06775572, -0.07832278, 0.093700364, -0.15951614, 0.36111444, -0.20566626, -0.1011544, -0.047608454, -0.07719231, -0.71597475, 0.0048773736, 0.012542508, -0.26781914, -0.3445289) * go_3(-1.0, 1.0); + result += mat4(-0.050355583, 0.3859359, 0.08021888, 0.0031537602, 0.18742213, -0.30617613, -0.27419865, 0.18862267, -0.0011417761, 0.19679208, 0.06357993, -0.11287149, 0.11817958, -0.040369175, -0.055818953, 0.114691235) * go_3(0.0, -1.0); + result += mat4(-0.24919917, -0.1840669, -0.47709405, 0.020121656, -0.09533757, 0.23901173, -0.08210879, -0.22835779, 0.023564098, -0.1592999, 0.005221987, -0.54973453, -0.039800424, 0.19367874, -0.10306205, -0.21813862) * go_3(0.0, 0.0); + result += mat4(0.13417694, -0.06470136, -0.07049462, -0.052072115, -0.017625665, 0.108188346, 0.13198936, 0.1975063, -0.22973076, -0.28760132, -0.12961891, -0.08713851, -0.028337657, -0.35775787, 0.33782268, -0.282777) * go_3(0.0, 1.0); + result += mat4(-0.0796041, 0.16454107, -0.026372116, 0.0788071, 0.044841573, 0.15395795, -0.011288428, -0.03305742, 0.15754524, -0.0043833177, 0.12766863, -0.11310043, -0.023906957, 0.03451837, -0.083479226, 0.03029468) * go_3(1.0, -1.0); + result += mat4(-0.38791308, -0.120497175, -0.39432266, -0.016802365, 0.031366616, 0.20532085, -0.032990657, -0.004515397, -0.1540265, -0.2327063, 0.088945866, 0.11997355, 0.02506493, -0.11495644, 0.0847286, 0.0048163645) * go_3(1.0, 0.0); + result += mat4(-0.03319572, -0.26717946, -0.13605991, -0.10878451, 0.19831704, 0.04036457, -0.056414742, 0.15083815, -0.1640081, -0.25487527, -0.096472785, 0.05001906, -0.01256949, 0.07090488, -0.0888089, 0.24414414) * go_3(1.0, 1.0); + result += mat4(-0.10947188, 0.07678741, -0.03716733, 0.10074092, -0.09684673, 0.19135101, 0.06687582, -0.03416071, -0.02605864, 0.18258773, 0.029176971, 0.14626507, 0.16892125, 0.26836056, -0.16163802, 0.0044406173) * go_4(-1.0, -1.0); + result += mat4(0.07490834, -0.16595219, 0.06855593, -0.31601232, 0.2051958, 0.12370633, 0.053092375, -0.09280303, -0.041799355, -0.02180234, -0.0647632, 0.12765023, -0.02619668, 0.35134858, 0.025718898, -0.03524767) * go_4(-1.0, 0.0); + result += mat4(0.051487356, -0.10184706, -0.058444723, 0.23035292, -0.03384644, -0.02926101, 0.24579355, 0.11463481, 0.00077921426, 0.0036189032, -0.04137187, 0.039233316, -0.11595721, 0.012141703, -0.19241674, 0.18287377) * go_4(-1.0, 1.0); + result += mat4(-0.0331477, 0.11774921, 0.1500689, 0.21751022, -0.0391579, -0.026443282, -0.23405433, 0.10924835, 0.010694821, 0.46834385, -0.06344277, -0.027459502, 0.02805852, 0.063863516, -0.052119188, -0.010459627) * go_4(0.0, -1.0); + result += mat4(-0.19480526, -0.08907801, 0.13466452, -0.58980346, -0.18432151, 0.0025959515, -0.093561575, 0.21850146, -0.025087524, -0.112469815, 0.06425045, -0.017907271, 0.06015287, 0.23375069, 0.046780836, -0.124416254) * go_4(0.0, 0.0); + result += mat4(0.20069234, 0.073735476, -0.20799713, 0.11896709, -0.08604335, -0.030489137, -0.19158117, 0.07545736, 0.1417471, -0.2885722, -0.04138416, 0.16751918, -0.039241627, -0.29653955, 0.06402645, 0.08477943) * go_4(0.0, 1.0); + result += mat4(0.13838394, 0.17045505, 0.18386857, -0.06769848, 0.019191446, -0.10590481, 0.14499927, 0.005293376, -0.022189254, 0.45613396, 0.31436417, -0.23309496, 0.085356414, -0.12509619, -0.32398435, -0.06535322) * go_4(1.0, -1.0); + result += mat4(0.20557566, 0.23378044, 0.16096559, 0.3109223, -0.13988405, -0.056287576, 0.15235564, 0.14485452, 0.025657065, -0.19962808, 0.12487959, -0.53206867, 0.17598459, 0.0012244214, -0.09263318, -0.048799008) * go_4(1.0, 0.0); + result += mat4(0.031034216, -0.43335876, 0.15115865, -0.22912477, 0.039661117, -0.066167325, -0.0039048253, 0.108036794, -0.07157209, -0.42531285, -0.22807248, -0.070778824, -0.1216781, -0.20621637, 0.09195537, -0.0026917474) * go_4(1.0, 1.0); + result += mat4(0.11940706, -0.13485508, 0.026604721, -0.100989655, -0.14618637, 0.45079112, -0.111106694, 0.23393573, 0.21399105, 0.049563177, -0.10910516, -0.21594371, 0.030558927, -0.17320083, 0.012688248, 0.02913788) * go_5(-1.0, -1.0); + result += mat4(0.052507173, 0.13555464, 0.15568505, -0.13439007, 0.15468787, 0.20109199, 0.09981344, -0.022377115, 0.16711195, 0.1921043, -0.0457788, 0.11962697, 0.12201352, -0.15822104, 0.14560209, 0.11319004) * go_5(-1.0, 0.0); + result += mat4(-0.10677749, -0.037526496, 0.05529873, 0.0014219015, -0.07003492, 0.11616926, -0.2047762, 0.053331498, -0.029710975, 0.099788256, 0.016773999, -0.05440333, -0.07308938, -0.1613098, 0.11157061, -0.06163726) * go_5(-1.0, 1.0); + result += mat4(0.084668584, -0.024195379, 0.10567495, 0.018839711, 0.20675091, 0.064051956, 0.16356891, 0.0763972, 0.04519446, 0.04648411, -0.26651385, -0.32033405, 0.19019292, -0.03760131, 0.057477303, 0.039011493) * go_5(0.0, -1.0); + result += mat4(0.10785335, -0.005846821, 0.106043994, -0.029447608, -0.17944743, -0.055760577, -0.061553795, -0.0897441, 0.30305168, -0.07138199, -0.038286258, 0.31980807, 0.08745091, 0.08931471, 0.19994807, -0.19448686) * go_5(0.0, 0.0); + result += mat4(0.05872038, 0.019705178, -0.057756446, 0.032349724, 0.1162347, -0.1494079, 0.04883473, 0.06775521, 0.06246929, 0.18094592, 0.019297523, 0.22078563, -0.10864955, 0.024548724, -0.09518366, -0.049131762) * go_5(0.0, 1.0); + result += mat4(0.083531916, -0.22589867, 0.15678734, -0.15247858, 0.037808564, -0.3915128, 0.023039397, -0.11101649, -0.024950527, 0.15221989, 0.02177459, -0.0052792793, -0.006660954, 0.103587925, -0.069532864, -0.036814045) * go_5(1.0, -1.0); + result += mat4(0.042244066, 0.08479697, -0.057882927, 0.036821585, -0.12734346, -0.30277002, 0.17587237, 0.08462706, 0.03041879, -0.07751665, 0.41255432, -0.15170433, -0.094225794, 0.09409663, -0.03903985, -0.17728558) * go_5(1.0, 0.0); + result += mat4(-0.07648597, -0.021105368, -0.13569473, 0.11226781, 0.0024825619, 0.10949022, -0.033650707, -0.01084071, -0.27865705, -0.050442215, -0.026282378, 0.07449441, -0.033618845, 0.20228988, 0.10323669, -0.2785842) * go_5(1.0, 1.0); + result += vec4(0.07964101, -0.050712653, 0.11978818, 0.122745104); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.043845546, -0.051818844, 0.15098971, -0.029770624, 0.105532385, -0.017158495, 0.007995025, 0.01310204, 0.046253394, 0.054963812, -0.07156648, -0.026536593, -0.034585387, -0.03867656, -0.026378985, -0.0503513) * go_0(-1.0, -1.0); + result += mat4(0.19067752, 0.077902906, 0.07043644, 0.093124524, -0.088099405, 0.05687826, 0.07339772, 0.25220734, -0.024105951, 0.047068372, -0.15396254, 0.0024811088, 0.05398644, 0.114431, 0.104937814, -0.084533244) * go_0(-1.0, 0.0); + result += mat4(-0.06216834, -0.09104735, 0.030077647, -0.109212935, -0.03391817, 0.14209917, 0.06807519, 0.086794056, 0.13323791, -0.16663639, 0.18892457, 0.18872325, 0.098952405, -0.009112314, 0.16958214, 0.14279945) * go_0(-1.0, 1.0); + result += mat4(-0.07209618, 0.10666213, 0.10406824, -0.10080884, -0.061229795, -0.070260175, 0.0544128, -0.16189453, -0.07493434, 0.25146472, -0.10089679, -0.16500695, -0.05206539, -0.10650778, 0.08510133, -0.12274426) * go_0(0.0, -1.0); + result += mat4(0.06154247, -0.2779647, -0.39013094, 0.19112335, 0.21914953, 0.174526, -0.2582261, 0.028989773, 0.12516306, 0.024158027, -0.06397669, -0.027443565, 0.01338054, 0.11226658, -0.18691953, 0.03941122) * go_0(0.0, 0.0); + result += mat4(0.06017567, 0.064941615, -0.16408192, 0.14018805, -0.022913788, -0.005578652, 0.056423694, -0.12357743, 0.053335212, -0.10533416, 0.0336598, 0.13383694, 0.13861552, 0.13800743, 0.048778858, 0.20749462) * go_0(0.0, 1.0); + result += mat4(-0.19730464, -0.07471736, -0.08532417, 0.22114716, -0.0655994, 0.014833043, 0.069433905, 0.0126395365, -0.115397535, 0.16183057, -0.0020461925, -0.08379374, 0.066027366, 0.046908997, -0.04298647, -0.039427415) * go_0(1.0, -1.0); + result += mat4(-0.40682083, -0.051349834, -0.058064308, -0.59165514, 0.07769667, -0.0061552664, 0.09866719, 0.09064238, -0.10091702, -0.08237763, -0.0896345, -0.06889367, 0.029332574, -0.067278475, 0.032268777, 0.08217916) * go_0(1.0, 0.0); + result += mat4(-0.16198236, 0.14663215, -0.19844484, 0.12605388, 0.11090156, 0.017791988, -0.058779463, 0.041371945, -0.22293547, -0.015482557, 0.2293464, 0.094193965, -0.26855227, -0.21347573, -0.09075141, -0.13876276) * go_0(1.0, 1.0); + result += mat4(-0.06498589, 0.100892216, -0.13253035, 0.15685925, 0.16823533, 0.16493973, 0.07777784, -0.07706127, 0.050116807, -0.01523585, -0.01661001, 0.020355182, 0.103539385, -0.17436443, 0.15487072, -0.037921157) * go_1(-1.0, -1.0); + result += mat4(0.03836789, -0.15199225, 0.11784638, -0.04646745, 0.044564333, 0.22369106, 0.14419034, -0.010723647, -0.0027908115, -0.15769437, 0.14674728, 0.21630915, -0.15577918, 0.083906, -0.076731354, 0.09644861) * go_1(-1.0, 0.0); + result += mat4(0.057972, -0.085704334, -0.044770416, -0.08455327, -0.096369885, 0.17715664, 0.0931527, 0.08611585, 0.082069114, -0.21235153, 0.056143392, -0.09681458, -0.15192977, -0.11773526, 0.085406475, -0.054963436) * go_1(-1.0, 1.0); + result += mat4(0.04377759, 0.14948493, 0.14370604, 0.121995315, -0.034767535, -0.19136979, 0.20502615, -0.19230005, -0.010331832, 0.24712276, 0.08443175, -0.02108672, -0.05402554, -0.073491514, -0.01772348, -0.04717817) * go_1(0.0, -1.0); + result += mat4(-0.0859936, 0.12129631, 0.4917177, 0.014785702, -0.017697783, 0.20519169, 0.193045, -0.32276052, 0.052729923, 0.20259547, -0.23248449, 0.027868863, 0.06924204, -0.0680142, -0.1510381, -0.0858641) * go_1(0.0, 0.0); + result += mat4(0.0042993063, -0.001888591, -0.19050622, -0.1974649, 0.0028959673, -0.056935344, -0.15306468, -0.037034288, -0.005013645, -0.49978206, -0.2860419, -0.24230668, -0.21625051, 0.124884024, -0.018598353, 0.018011522) * go_1(0.0, 1.0); + result += mat4(-0.00059534056, 0.09819056, -0.10073479, -0.0036862926, 0.018240096, -0.068672635, -0.040024363, -0.002400606, 0.12492032, 0.6830032, -0.103963815, -0.20350884, -0.0731358, 0.122847795, -0.04129241, 0.027231846) * go_1(1.0, -1.0); + result += mat4(0.14632931, 0.056954373, 0.10602974, 0.06899008, 0.028749242, 0.16360262, -0.2776957, -0.13795078, 0.2955775, 0.07387963, 0.18735075, 0.37977517, -0.0032196203, -0.0368105, 0.0007467509, -0.048191283) * go_1(1.0, 0.0); + result += mat4(-0.08740623, -0.14123341, -0.16725405, -0.035077587, 0.16800366, 0.10287269, -0.02063956, -0.02751512, -0.22882652, -0.19836405, -0.07881451, -0.036120445, -0.03052641, -0.19137034, 0.02006256, -0.0003630293) * go_1(1.0, 1.0); + result += mat4(0.21042292, 0.07082529, 0.10551431, -0.17735177, 0.1211633, -0.07301316, 0.08914643, 0.027641036, 0.0716893, 0.009513582, 0.06489754, -0.11262447, -0.006487075, 0.042482372, 0.040942963, 0.026485842) * go_2(-1.0, -1.0); + result += mat4(0.07677389, 0.017061912, 0.080698825, -0.02926673, 0.030129844, 0.08797221, -0.042393677, 0.040378265, 0.14051779, -0.01150974, -0.09838748, -0.084651664, 0.13157506, 0.15760668, 0.13706487, 0.017946318) * go_2(-1.0, 0.0); + result += mat4(0.21381795, 0.108781934, 0.12417435, 0.04925163, 0.05298279, -0.1352583, 0.085234426, -0.03526282, -0.024876006, 0.0025064421, 0.07016869, 0.084552824, 0.064173326, -0.05621783, 0.0711457, -0.025467668) * go_2(-1.0, 1.0); + result += mat4(-0.05810587, 0.0134641845, -0.038737856, 0.07663204, 0.121298246, -0.13257936, 0.004325269, -0.036193457, -0.29106387, -0.106322676, -0.23442906, 0.2862568, -0.18702938, 0.0030504123, -0.037212595, -0.2611213) * go_2(0.0, -1.0); + result += mat4(0.024120133, 0.07321953, 0.038489927, -0.04196367, -0.07796083, 0.33956012, -0.13922311, -0.05377065, -0.070829384, -0.10083194, 0.239536, -0.05901714, 0.26581895, -0.3095538, -0.2922295, 0.052582845) * go_2(0.0, 0.0); + result += mat4(0.02742305, -0.018496662, -0.094728574, 0.06404221, -0.041348618, -0.25715774, -0.1643205, 0.13505833, 0.043563902, -0.12633435, -0.101704225, -0.06851076, -0.10801949, -0.07229803, -0.042177804, 0.15722917) * go_2(0.0, 1.0); + result += mat4(-0.1890737, 0.086372465, 0.19611897, 0.11635388, -0.27176055, 0.113715895, -0.090014786, 0.028875142, -0.054593917, 0.030705186, 0.1435633, 0.061870232, -0.11143878, 0.09881344, 0.097813986, -0.21929547) * go_2(1.0, -1.0); + result += mat4(0.04700684, 0.042240005, -0.27370077, -0.10867852, -0.06256984, -0.08165931, 0.14414817, -0.046392858, 0.06402001, -0.18298607, -0.20697436, -0.035047896, 0.104348354, 0.21140936, 0.08119135, 0.11215284) * go_2(1.0, 0.0); + result += mat4(-0.15503405, -0.0058879172, 0.06903078, 0.10739542, -0.047215104, 0.05061763, -0.1265464, -0.13796777, 0.050830897, -0.06356833, 0.10470089, 0.061785046, -0.054734606, 0.069204785, 0.22219127, 0.14431196) * go_2(1.0, 1.0); + result += mat4(0.0035822908, -0.041718304, -0.06449883, 0.107891634, 0.11240286, 0.2773934, 0.018296933, 0.17229447, -0.038918763, -0.015615794, 0.013606009, -0.15145436, -0.038385842, -0.075797774, 0.074630134, -0.115841195) * go_3(-1.0, -1.0); + result += mat4(-0.35196853, -0.055269916, -0.10619746, 0.036240876, 0.027898792, 0.16981332, -0.08743389, -0.11659183, 0.21521945, 0.14624144, 0.3709361, 0.35440952, 0.05083335, -0.027957644, -0.14189775, 0.041765563) * go_3(-1.0, 0.0); + result += mat4(-0.012040415, 0.03733818, 0.0028794291, 0.085560195, -0.003578092, -2.0037096e-05, 0.018441873, -0.048575614, 0.16403939, 0.26586646, -0.23535033, -0.195904, 0.09343384, 0.16844647, 0.090654954, 0.20447001) * go_3(-1.0, 1.0); + result += mat4(-0.039211, 0.023288574, -0.11278111, 0.24733941, 0.030935412, 0.028505033, -0.054287612, 0.1626191, -0.013604053, -0.40332177, -0.12607175, 0.062430628, 0.020255104, -0.034459837, -0.02045024, 0.13066867) * go_3(0.0, -1.0); + result += mat4(-0.109611966, 0.036982346, 0.24648234, -0.10601368, -0.046704277, 0.09159354, -0.051051375, 0.27708438, -0.27565628, 0.3181145, 0.0352402, 0.11326822, 0.08464163, 0.0037447016, -0.11625815, -0.27881616) * go_3(0.0, 0.0); + result += mat4(-0.17009212, -0.14643735, 0.05730069, -0.19120802, 0.06845526, 0.10674906, -0.28353846, -0.12647904, 0.015396511, 0.097950876, 0.009746547, 0.031028407, -0.05640266, -0.04813061, 0.1215167, 0.013483247) * go_3(0.0, 1.0); + result += mat4(-0.015532973, 0.06836607, -0.15256128, 0.016466603, 0.22348233, 0.13754332, -0.032162182, 0.33556822, 0.17382346, -0.2763521, 0.060414087, 0.0027655934, 0.031628147, 0.08716705, 0.015910214, 0.0672223) * go_3(1.0, -1.0); + result += mat4(0.4342632, -0.067446776, -0.36212516, 0.027729288, 0.18695018, -0.026150677, -0.048804305, 0.03894249, 0.08076834, -0.024184678, -0.039985072, 0.019538054, -0.12608467, -0.114978395, 0.08024422, -0.009467871) * go_3(1.0, 0.0); + result += mat4(-0.12950122, -0.04900754, 0.007479547, 0.005553716, -0.011067856, 0.15695909, 0.15179226, 0.13305564, 0.109665506, -0.071129486, -0.29301268, -0.19721518, -0.014072068, 0.110164836, -0.10445084, -0.07427861) * go_3(1.0, 1.0); + result += mat4(0.056494176, 0.10441701, 0.1473454, -0.10962488, -0.024387872, -0.10661404, 0.023665238, -0.014857965, -0.11904774, 0.028333792, -0.018734593, 0.041431252, -0.051380955, 0.08761405, 0.025005583, 0.27504325) * go_4(-1.0, -1.0); + result += mat4(0.12111209, 0.09115707, -0.12130387, 0.037170578, 0.17773823, 0.11543872, -0.0981619, -0.009393771, -0.072751574, 0.12490967, -0.050705448, -0.21641576, -0.0032860835, -0.017348124, -0.039524093, -0.22634275) * go_4(-1.0, 0.0); + result += mat4(-0.026149368, -0.0345828, 0.024678709, 0.073074006, 0.075326554, 0.07688483, -0.06151585, -0.0006315397, -0.11916223, 0.09640916, -0.03452899, 0.0711575, 0.10298667, 0.14983572, -0.029672628, 0.060187414) * go_4(-1.0, 1.0); + result += mat4(0.061185572, 0.025581252, 0.05371412, -0.30638546, 0.064506106, 0.22312112, -0.12822428, 0.050079864, 0.007665535, -0.270618, -0.1205649, 0.066014335, -0.10095298, 0.14537272, 0.07578119, -0.102102645) * go_4(0.0, -1.0); + result += mat4(0.24163178, -0.14042771, -0.28968832, 0.32306322, -0.08210339, -0.089168124, -0.029958146, 0.23500884, -0.045208763, -0.076190665, -0.048189905, -0.062144633, -0.2209541, -0.118137404, -0.10013809, -0.2633339) * go_4(0.0, 0.0); + result += mat4(-0.043336965, -0.14818442, 0.3353549, 0.37338758, -0.097953044, 0.08346902, 0.2809552, -0.15042788, 0.052860767, 0.3296333, 0.1520426, 0.013095576, 0.06748028, -0.18191148, 0.1262768, 0.1454165) * go_4(0.0, 1.0); + result += mat4(0.020386793, -0.05559494, 0.0923228, -0.101281434, 0.07294861, -0.013454893, 0.14446425, -0.18820941, 0.03512501, -0.3100584, 0.07824563, 0.039452225, -0.31067702, -0.0059947846, -0.022850258, -0.03394584) * go_4(1.0, -1.0); + result += mat4(-0.2551513, 0.07006202, 0.10514115, -0.07164224, -0.15870212, 0.058055036, 0.05213708, -0.14221531, 0.18606052, 0.121992745, 0.005545236, 0.20166458, -0.51196563, 0.13145791, -0.07664502, -0.102140725) * go_4(1.0, 0.0); + result += mat4(0.013922251, -0.055376403, 0.32802138, 0.13208407, 0.013657613, 0.10752059, 0.036252435, 0.1592283, 0.013641419, 0.09172557, -0.047022454, -0.06487285, -0.010537236, 0.043602772, -0.018355483, 0.061706495) * go_4(1.0, 1.0); + result += mat4(0.034295138, 0.0290897, -0.055937063, 0.030905105, -0.049568217, 0.23283507, -0.09925937, 0.06541922, -0.19225466, -0.37406424, -0.0044630794, 0.12548251, -0.003204782, -0.033718586, -0.12822233, -0.06512161) * go_5(-1.0, -1.0); + result += mat4(0.04231634, 0.033866994, -0.060438603, 0.053806484, -0.043768402, -0.09377961, 0.053774644, -0.05314562, 0.08742594, -0.3595988, 0.05714237, -0.026023258, -0.14470316, -0.17429292, -0.05919939, -0.05714775) * go_5(-1.0, 0.0); + result += mat4(-0.035541177, -0.15197758, -0.03248727, 0.055882126, 0.03910343, 0.14273937, -0.16545315, -0.019183658, 0.067014545, -0.010861471, -0.23015557, -0.3174752, -0.0895981, 0.05603517, -0.10421314, 0.03543782) * go_5(-1.0, 1.0); + result += mat4(0.052712325, 0.15568605, 0.13511989, -0.035405457, 0.09660214, 0.0010066679, 0.0041616405, 0.3261607, -0.07167953, -0.3432988, 0.37812582, 0.08591545, 0.17927478, -0.08654189, 0.076707125, 0.14279753) * go_5(0.0, -1.0); + result += mat4(-0.056844193, 0.16529651, -0.06650483, -0.08292316, -0.02760633, -0.22888668, -0.19214903, -0.08840017, -0.23843671, -0.6793711, -0.33102167, 0.0064898706, -0.29774654, 0.37099698, 0.42785385, 0.025804019) * go_5(0.0, 0.0); + result += mat4(-0.11744241, -0.057497155, 0.18884729, 0.024753813, -0.0062507484, 0.33419883, 0.120441675, -0.25218838, -0.042276263, 0.08504629, -0.033582047, 0.07008096, -0.058578875, 0.0392345, 0.11335631, -0.15865934) * go_5(0.0, 1.0); + result += mat4(-0.04641351, -0.0370654, -0.08322972, -0.11589779, 0.09985797, -0.0747252, 0.0050210473, -0.0737313, 0.34289247, -0.08783692, 0.13673791, 0.05667411, 0.058139045, -0.17664829, -0.16574872, 0.020792067) * go_5(1.0, -1.0); + result += mat4(-0.17315285, 0.061304655, 0.23295666, 0.004587563, 0.025884068, -0.20429865, -0.17807725, 0.04610146, -0.16748384, 0.03548062, 0.36901402, 0.040421892, 0.0732819, -0.06323222, 0.17438933, 0.10541013) * go_5(1.0, 0.0); + result += mat4(0.11953197, -0.041181084, -0.05777039, -0.0713763, -0.07250408, 0.00030710385, -0.12310962, 0.05047857, 0.07764678, 0.048569802, -0.07179031, -0.13407484, 0.18644087, -0.08796725, 0.09215986, 0.03264275) * go_5(1.0, 1.0); + result += vec4(0.08639024, -0.11024204, -0.0076959864, 0.053946566); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.2369839, -0.0792359, -0.12919348, 0.002247716, 0.04581234, 0.119436085, -0.039395507, -0.035233624, -0.031238249, 0.068567455, 0.021003028, -0.07353918, -0.12103854, -0.21112324, -0.0063801156, -0.04487009) * go_0(-1.0, -1.0); + result += mat4(0.0683294, 0.062320776, -0.024078269, 0.08904798, 0.026528858, -0.041699078, -0.07854327, -0.14078824, 0.060052495, -0.12898798, -0.010206991, -0.10815312, -0.07348112, -0.09190296, 0.16384035, 0.11615318) * go_0(-1.0, 0.0); + result += mat4(0.073954284, 0.11315491, -0.08271167, 0.012718058, -0.079351336, -0.12847738, 0.16898601, 0.057100534, -0.007783043, -0.046511702, -0.031176837, 0.09832856, 0.04629018, -0.11481637, 0.27974957, -0.008512578) * go_0(-1.0, 1.0); + result += mat4(-0.11174049, -0.06978879, -0.0026527392, 0.09206777, -0.052967362, 0.04242691, -0.028125865, -0.006913773, -0.105203055, 0.012300771, 0.073976465, 0.0597795, 0.12224533, -0.15938343, -0.04735274, -0.13670483) * go_0(0.0, -1.0); + result += mat4(0.069210574, -0.18154296, -0.179752, 0.030308926, 0.21821375, -0.17105243, 0.002948972, 0.1510472, -0.07507222, 0.05799302, 0.22358851, -0.1593742, -0.14097035, -0.14883585, -0.10766054, -0.04192339) * go_0(0.0, 0.0); + result += mat4(0.04092946, -0.056620143, -0.08841022, 0.0820261, 0.12114886, -0.046587184, -0.24642876, 0.20291825, -0.021399742, 0.075130075, 0.08025963, -0.0004831952, -0.20216052, 0.063063756, -0.14950794, -0.016591785) * go_0(0.0, 1.0); + result += mat4(0.001037612, -0.12479094, -0.064145386, 0.03701432, -0.09794906, -0.02047066, -0.0064438935, 0.054445606, 0.017312052, -0.010994496, -0.043534316, -0.03507283, -0.2881326, 0.056422662, 0.45392624, -0.14301568) * go_0(1.0, -1.0); + result += mat4(0.02659516, -0.12523884, -0.045878954, 0.0401728, -0.026269691, 0.23919468, -0.05373766, 0.22576872, 0.15472023, -0.06473123, -0.16314703, -0.007313837, 0.06282956, -0.12448595, 0.32412103, -0.1669555) * go_0(1.0, 0.0); + result += mat4(0.10851828, -0.0019357264, -0.042929318, 0.087208286, 0.08521072, -0.015302626, -0.045136105, -0.07599174, -0.020620871, -0.08058013, 0.04687409, 0.07679515, 0.02748689, -0.04049585, 0.031744577, -0.08941878) * go_0(1.0, 1.0); + result += mat4(-0.053986546, 0.2688435, -0.057546657, -0.11350552, -0.081904754, -0.09276461, -0.13561548, -0.11588968, 0.04355686, -0.29325503, -0.018699612, -0.06769227, -0.015948739, 0.04491891, -0.046178948, 0.02711675) * go_1(-1.0, -1.0); + result += mat4(-0.18972659, 0.27545497, -0.034131754, -0.09609413, 0.068409085, 0.13449967, -0.13105616, 0.028345212, -0.035266094, -0.065575354, -0.031779382, -0.14933869, 0.05228527, 0.09356076, -0.047118377, -0.020071832) * go_1(-1.0, 0.0); + result += mat4(-0.17382587, 0.15029867, -0.00600536, -0.035180923, 0.025643297, 0.010418448, 0.14726849, -0.05890341, -0.053652834, 0.048409678, 0.2806725, -0.08192519, -0.06738357, 0.07469718, 0.06771393, -0.042583536) * go_1(-1.0, 1.0); + result += mat4(0.011517158, 0.09972045, 0.06578792, -0.12352661, 0.05922438, -0.16663863, -0.006771989, -0.038835894, -0.02194692, -0.13857606, 0.023138417, -0.05360372, 0.014272163, 0.08904743, -0.04252727, 0.103002235) * go_1(0.0, -1.0); + result += mat4(-0.008667266, 0.19219917, -0.07475974, -0.2816411, -0.33488217, 0.039849013, 0.017313587, 0.08000436, 0.15055846, 0.015432909, 0.32798117, 0.009342251, -0.23739037, -0.28346112, -0.030122897, -0.18473577) * go_1(0.0, 0.0); + result += mat4(0.22614895, 0.13032585, -0.2176673, -0.3387019, 0.019557813, 0.17496689, 0.030887462, 0.17172079, -0.10533174, 0.0032622286, -0.13369057, -0.039323095, -0.0008841287, 0.121519946, 0.067216426, 0.03257707) * go_1(0.0, 1.0); + result += mat4(-0.0429636, 0.13093638, 0.12012435, -0.034646116, 0.0488735, 0.08784733, 0.03349143, -0.09357028, -0.06089799, 0.022837836, 0.16202758, 0.096765295, 0.009665008, -0.10780318, -0.07340907, 0.018662468) * go_1(1.0, -1.0); + result += mat4(0.0484555, 0.05852715, -0.11502228, -0.2250242, 0.00487918, -0.018516708, -0.024522817, -0.09146677, 0.0006642944, 0.17241697, 0.38606182, -0.23263825, 0.110663734, 0.11034593, -0.0056327246, 0.051475164) * go_1(1.0, 0.0); + result += mat4(-0.014929107, 0.09463201, 0.009869103, -0.17499818, 0.028962199, 0.23815866, 0.060768303, 0.13828199, 0.12261715, 0.096965745, -0.024608571, -0.24542965, 0.025484774, -0.0014874635, -0.009807938, 0.0007101552) * go_1(1.0, 1.0); + result += mat4(-0.101674154, 0.032412667, -0.10450873, -0.00022480187, 0.024635756, -0.1357198, -0.05327909, -0.036563605, 0.07561588, 0.009124707, -0.13368087, 0.042969264, -0.043317486, -0.1518712, -0.008810181, 0.030755859) * go_2(-1.0, -1.0); + result += mat4(0.1406038, 0.036187246, -0.06288465, 0.013666562, -0.22509198, 0.054938264, 0.03374708, 0.036942195, -0.054834712, 0.08038173, -0.012174669, -0.05048155, 0.04105839, -0.13010618, 0.029987235, 0.029830217) * go_2(-1.0, 0.0); + result += mat4(0.13428736, -0.145587, -0.09359362, 0.08647307, -0.1721466, 0.14161868, 0.06169795, -0.020108147, -0.082708314, -0.0009893128, 0.061197698, 0.015552345, 0.19280085, 0.045152925, -0.13817257, 0.08140578) * go_2(-1.0, 1.0); + result += mat4(0.11750963, 0.0146443285, -0.026884248, -0.0006429066, -0.008400631, -0.043018907, -0.07913679, -0.14783737, -0.032443974, -0.08028971, -0.08927282, 0.00809941, 0.0124223465, 0.041715536, -0.06587267, 0.13605455) * go_2(0.0, -1.0); + result += mat4(0.29818505, 0.20918716, -0.13256323, 0.23988591, -0.38704476, -0.05851411, -0.004705456, 0.10221165, -0.08329328, 0.12643409, -0.23133238, 0.036488805, 0.21748522, -0.095220506, -0.012000105, -0.0032247186) * go_2(0.0, 0.0); + result += mat4(-0.119828835, -0.016386732, 0.06939514, 0.08491721, -0.017447483, -0.10812376, -0.015384033, -0.0137153845, -0.14978316, 0.032878425, 0.120704606, 0.07987688, 0.10143365, 0.16894275, -0.09816831, -0.029983638) * go_2(0.0, 1.0); + result += mat4(0.004197231, -0.004475635, 0.02442438, -0.08062267, -0.13645843, -0.063362874, -0.13470308, -4.8972346e-05, 0.04937739, 0.025885701, -0.0626489, 0.06272147, 0.040682197, -0.037275683, -0.07711889, -0.03401893) * go_2(1.0, -1.0); + result += mat4(-0.07601782, -0.044119228, 0.12799697, -0.04923261, -0.07554412, -0.13866402, -0.039769165, 0.0750738, 0.028331043, 0.22329865, -0.078985184, 0.21741354, 0.08896384, 0.02745735, -0.11954973, -0.030984413) * go_2(1.0, 0.0); + result += mat4(0.088372685, -0.04094657, 0.030890986, 0.011887401, 0.101060346, 0.036795005, -0.02541599, 0.11929074, 0.0042294776, -0.09067195, -0.13775113, 0.051152255, -0.011856665, -0.01186073, -0.014405341, -0.06443953) * go_2(1.0, 1.0); + result += mat4(0.1990754, -0.13920973, -0.24694741, 0.20978624, 0.00096705626, -0.09906306, -0.031113537, 0.09064841, -0.005332781, 0.06942478, 0.027275847, 0.14482562, 0.10915609, 0.15485178, 0.09100627, 0.08800073) * go_3(-1.0, -1.0); + result += mat4(0.067276604, -0.15296488, -0.10655601, 0.1007172, 0.06399946, 0.11820019, -0.012255674, -0.04701397, 0.005157013, 0.14800015, -0.005829729, 0.058462787, -0.0034304103, -0.0022002284, 0.088455915, -0.09076621) * go_3(-1.0, 0.0); + result += mat4(-0.0045863236, -0.13443832, -0.02036122, 0.067712225, -0.09286585, 0.15505461, -0.03191861, 0.062198598, -0.014097363, -0.06486533, -0.013725968, 0.09863627, 0.004106804, -0.11001409, -0.1489799, 0.012900801) * go_3(-1.0, 1.0); + result += mat4(0.11722181, 0.024655748, 0.028080126, 0.034889475, -0.02211666, 0.10347594, 0.19828199, -0.052708372, -0.23978107, 0.11193546, 0.015817301, -0.060378563, 0.05506628, 0.017437497, 0.17592382, 0.1566574) * go_3(0.0, -1.0); + result += mat4(0.011318326, -0.19983633, 0.0542877, -0.08868874, 0.059281945, -0.08321469, -0.45549735, 0.41699305, 0.18566287, -0.22530322, -0.08444872, -0.04485004, -0.13312897, 0.025137378, 0.4283649, -0.22263475) * go_3(0.0, 0.0); + result += mat4(0.10148392, 0.12450337, -0.032773893, 0.03742288, 0.0059106606, -0.17406113, -0.083701774, -0.010221676, 0.16314605, -0.22251254, -0.13263722, 0.09496533, -0.0020611945, 0.10998006, 0.23540293, 0.12287761) * go_3(0.0, 1.0); + result += mat4(-0.01097223, 0.043488838, 0.028565591, 0.057649106, 0.04069052, -0.015125962, -0.033889383, -0.039301567, -0.28547964, 0.16771436, 0.064779356, 0.17768629, 0.0977948, -0.12978803, 0.1248975, 0.076509014) * go_3(1.0, -1.0); + result += mat4(-0.014799843, -0.11454738, 0.0072981194, 0.06956252, -0.119126685, -0.054390237, 0.20148608, 0.055611208, -0.33772695, 0.02875631, 0.15688069, 0.07648471, 0.17330919, -0.10749096, -0.00058184325, -0.16302843) * go_3(1.0, 0.0); + result += mat4(0.025022479, -0.0510169, -0.054967374, -0.18119891, 0.072380155, 0.13645615, -0.029061519, -0.09392558, 0.0020073708, 0.10373002, 0.08769151, 0.1467629, -0.032814845, -0.22622965, 0.062578805, 0.15869768) * go_3(1.0, 1.0); + result += mat4(0.08132352, -0.057824034, -0.049706902, -0.021799462, 0.027207939, 0.055137623, 0.13588108, -0.06595749, -0.10212913, 0.03328737, 0.07568671, 0.04425169, -0.056393128, 0.08096936, 0.049417946, -0.03110039) * go_4(-1.0, -1.0); + result += mat4(0.16936453, -0.03750322, -0.041140877, -0.08652042, -0.029363338, -0.07450129, 0.102560416, -0.23950958, -0.13059175, 0.21066219, 0.10126263, 0.043688625, 0.12293311, -0.02102107, -0.01415126, -0.08114574) * go_4(-1.0, 0.0); + result += mat4(0.13357115, 0.25130415, -0.008012242, -0.022129368, -0.04116201, 0.19364384, -0.0755634, -0.021590892, 0.014902855, -0.16364469, -0.15113516, 0.021274269, 0.002715793, -0.082595, -0.023225293, -0.0023291293) * go_4(-1.0, 1.0); + result += mat4(-0.047352426, 0.047768887, -0.027633572, -0.048747484, 0.002366812, 0.2123351, -0.03785716, -0.06169537, 0.05152527, -0.097918324, -0.09970387, -0.10696893, 0.14201112, 0.048251197, 0.020989964, -0.12759319) * go_4(0.0, -1.0); + result += mat4(-0.11691897, 0.11003735, 0.1787839, 0.035897207, -0.068546794, 0.18663177, -0.11768889, 0.0046620993, -0.076647416, -0.008958245, 0.055827506, -0.095377706, 0.051213227, -0.2821711, 0.013320494, 0.1563779) * go_4(0.0, 0.0); + result += mat4(-0.08324576, 0.3131121, 0.21894962, 0.013974257, -0.05526049, 0.032233212, 0.05284564, -0.2475858, 0.13031252, -0.08124232, -0.010205146, -0.057937223, 0.11874465, -0.013862318, 0.0052336063, 0.04949605) * go_4(0.0, 1.0); + result += mat4(0.14994349, -0.03296414, -0.23602034, -0.0033256228, 0.008873702, -0.010388283, -0.035780232, 0.011833461, 0.117081955, -0.038984414, 0.074017905, 0.033703547, -0.024258457, 0.09559132, 0.02495569, -0.040010694) * go_4(1.0, -1.0); + result += mat4(-0.0048430585, 0.17926253, 0.008713498, 0.10879202, 0.019645652, 0.029483858, -0.047485687, -0.042396937, -0.029273199, -0.2432983, -0.1250007, -0.024952445, -0.060036886, 0.014986906, -0.014428253, 0.03334825) * go_4(1.0, 0.0); + result += mat4(0.11731086, 0.20593153, -0.10197385, -0.011249018, -0.10738923, -0.074847564, -0.006172099, -0.18687822, -0.097578146, -0.07579803, 0.05764291, 0.10152833, -0.14840044, 0.035003513, 0.023365693, 0.04386252) * go_4(1.0, 1.0); + result += mat4(0.2394935, -0.151495, -0.004142306, -0.084381334, -0.06817076, 0.04995128, 0.07523575, -0.019087847, 0.04900443, 0.03855287, -0.047666, -0.010728584, -0.041862275, 0.0092430115, 0.18933049, 0.001247498) * go_5(-1.0, -1.0); + result += mat4(-0.26478, -0.108964734, 0.07654512, -0.18083075, 0.087697916, -0.1985272, 0.12003646, 0.088157, -0.11911801, 0.10562385, 0.08664133, 0.04456427, -0.105021, 0.18528733, 0.034151975, -0.15520982) * go_5(-1.0, 0.0); + result += mat4(0.017519012, -0.012286436, 0.10177459, 0.038459957, -0.22457904, -0.05511256, 0.15413229, 0.1507701, 0.08257404, 0.034750186, -0.15717988, -0.030795097, -0.07657355, -0.33403704, -0.0053621423, -0.06624692) * go_5(-1.0, 1.0); + result += mat4(0.10030682, -0.052044563, -0.049402863, 0.09053447, -0.13081445, 0.0141896, 0.042153686, -0.010219266, -0.06850381, 0.03529716, 0.16374019, 0.06750858, 0.09204821, 0.053093266, -0.024561154, 0.018893644) * go_5(0.0, -1.0); + result += mat4(-0.21870598, 0.32735768, -0.037454635, -0.062546894, 0.048824597, 0.006229873, 0.0879531, 0.0010694796, 0.1268415, -0.3329151, 0.18059574, 0.027663317, 0.06451952, 0.2059446, -0.14739716, 0.0425968) * go_5(0.0, 0.0); + result += mat4(-0.02567249, 0.18261379, 0.0078112325, 0.13831526, 0.022516627, 0.18176961, 0.022643182, 0.06482983, 0.32458714, 0.1415256, -0.40462464, -0.24058491, -0.1555331, -0.058481682, 0.08041805, 0.068204984) * go_5(0.0, 1.0); + result += mat4(0.08099861, -0.042113766, -0.012603856, -0.027247382, -0.09505534, 0.013861726, 0.16544205, -0.034136306, 0.013128467, 0.022156378, 0.021391893, -0.087280534, -0.18957394, -0.072840415, 0.1942784, -0.04479766) * go_5(1.0, -1.0); + result += mat4(0.13244309, 0.23072438, -0.10388544, 0.055465538, -0.06797261, 0.0813476, 0.03605633, -0.002648387, 0.04333517, 0.1233629, 0.004186724, -0.068296656, -0.076496966, -0.13608767, 0.13116132, -0.067895085) * go_5(1.0, 0.0); + result += mat4(-0.05193536, -0.057465453, 0.05165806, -0.092361026, -0.21779, -0.08789043, 0.056987524, -0.06524499, 0.02767333, 0.19836798, 0.104195744, -0.091015235, -0.10806183, -0.24305776, 0.12348048, 0.17889297) * go_5(1.0, 1.0); + result += vec4(0.0026275632, -0.111531265, -0.027438803, 0.048715387); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0007129529, -0.23268181, -0.055581614, -0.19489531, -0.119524784, 0.16052821, 0.08242202, 0.1274113, 0.06528547, 0.11359341, -0.13980822, -0.04566708, -0.03624654, -0.08533644, -0.14554873, -0.14973463) * go_0(-1.0, -1.0); + result += mat4(-0.010712782, 0.09223229, -0.06977767, 0.031998634, 0.2417462, -0.08404255, -0.067694396, -0.031915385, -0.08493046, -0.12639172, -0.12919787, 0.009066012, 0.027782273, -0.2951646, -0.1300083, -0.0673188) * go_0(-1.0, 0.0); + result += mat4(0.1325964, -0.051963683, 0.13291354, 0.02579481, -0.103561625, -0.041789595, 0.040783167, 0.047240548, -0.06668069, 0.020328876, 0.08887853, -0.02963949, -0.11168412, 0.1557154, -0.076105356, -0.1504038) * go_0(-1.0, 1.0); + result += mat4(-0.10317256, 0.07854648, 0.16037096, -0.0379184, 0.13046049, -0.024218671, 0.0822899, 0.08198137, 0.0012042717, -0.25853133, 0.046963938, -0.009453239, 0.09634527, -0.009770066, -0.12853295, -0.041695565) * go_0(0.0, -1.0); + result += mat4(0.11125126, 0.09055589, 0.014031054, -0.02255056, -0.10394986, 0.10815357, -0.15813628, -0.01853368, 0.012419031, 0.0020822953, -0.010447686, -0.026241936, -0.03541712, 0.076329805, 0.20895265, 0.003645337) * go_0(0.0, 0.0); + result += mat4(-0.12773241, -0.09765568, -0.14337096, -0.065751396, -0.0084745465, -0.052546956, -0.08200752, -0.08708897, -0.032195702, -0.036496297, 0.17860867, -0.068227254, 0.13200605, -0.13811241, -0.050324995, 0.16204447) * go_0(0.0, 1.0); + result += mat4(-0.014216644, 0.057588127, -0.044320818, 0.062128264, -0.020399947, -0.05649115, -0.11319402, -0.038921937, 0.036813796, 0.5067311, 0.22060235, -0.0055661057, 0.23151882, 0.0050073536, 0.12176585, 0.0038464004) * go_0(1.0, -1.0); + result += mat4(-0.0759528, 0.07477981, -0.06292785, -0.050053917, -0.06312128, -0.21425541, 0.0067035304, -0.06986801, 0.10586866, -0.12749328, -0.097493485, -0.003508852, 0.111684315, 0.18951331, -0.012068376, 0.036257178) * go_0(1.0, 0.0); + result += mat4(-0.15544677, 0.047360703, -0.059747778, 0.0026973744, -0.00072011014, 0.15553303, 0.10704341, -0.02808549, -0.09962682, -0.044461366, -0.014757942, -0.06257519, 0.13504705, 0.030818086, -0.047969542, -0.12272446) * go_0(1.0, 1.0); + result += mat4(0.02756638, 0.03870099, -0.078585416, -0.049957782, -0.16714093, -0.020673685, -0.0029932198, 0.08303188, 0.09362902, -0.32569888, -0.02152779, -0.039258134, -0.0024254394, -0.05215952, 0.103006296, -0.05561939) * go_1(-1.0, -1.0); + result += mat4(0.11232395, -0.4204378, -0.02948307, 0.058709357, 0.10122942, -0.01815637, 0.029027436, 0.045725007, -0.0019202912, -0.20451765, -0.06804741, -0.018427953, 0.026046682, -0.02693389, -0.1603317, -0.11198625) * go_1(-1.0, 0.0); + result += mat4(0.24319492, 0.114851095, -0.13692874, 0.07721465, 0.020316923, -0.08134961, 0.07356765, -0.054053787, -0.01942671, 0.22095704, 0.00965335, 0.018760502, 0.015964821, 0.086102456, 0.01024545, 0.043060217) * go_1(-1.0, 1.0); + result += mat4(0.3332833, -0.03617076, -0.06354161, 0.095067084, 0.20085002, -0.07980238, 0.042980768, 0.016795967, -0.09440837, -0.18057466, -0.062128007, -0.22770254, 0.03636945, 0.0749142, 0.0034359195, -0.024630694) * go_1(0.0, -1.0); + result += mat4(0.18430449, -0.036511928, -0.053284973, 0.023835842, 0.23871118, 0.05792267, -0.0846795, -0.20196451, 0.03506874, 0.22829485, -0.28377455, -0.11413547, -0.10833865, 0.09104711, -0.13071612, 0.17202353) * go_1(0.0, 0.0); + result += mat4(0.19165954, 0.22479524, -0.19884257, 0.08072162, -0.07574742, 0.13766298, -0.25755826, 0.084687516, -0.080061525, 0.25205615, -0.12677447, 0.08576974, 0.02831567, -0.009467821, 0.1970242, 0.20168954) * go_1(0.0, 1.0); + result += mat4(0.0927734, 0.17610501, 0.14182864, 0.18800513, 0.05701441, 0.15469678, 0.11420199, -0.15377665, -0.08189125, -0.30660027, 0.033272292, -0.11340498, -0.08969095, 0.016946664, 0.03424574, -0.007572548) * go_1(1.0, -1.0); + result += mat4(0.23636094, 0.15679167, 0.070221, 0.11989854, -0.18536362, 0.06250143, -0.086411804, 0.0099315215, -0.13320905, 0.2642356, 0.22141577, -0.009068583, -0.06783877, 0.16432028, 0.06672474, -0.051250096) * go_1(1.0, 0.0); + result += mat4(-0.22000717, 0.15731241, 0.13043061, -0.042806733, 0.0031978998, 0.0668276, 0.08608138, 0.10850058, 0.22485662, -0.121448815, -0.014875905, -0.082832925, 0.056386247, -0.29444495, -0.05680645, -0.015010734) * go_1(1.0, 1.0); + result += mat4(0.014549664, -0.0069613485, 0.11311649, 0.05610812, 0.04279884, -0.1020982, -0.03904751, -0.17636296, -0.05201923, 0.14244251, -0.059024896, -0.09463292, -0.09491209, -0.022265568, -0.0002296264, 0.03899329) * go_2(-1.0, -1.0); + result += mat4(0.048777632, 0.052673753, 0.13282603, 0.1795813, -0.028372066, 0.10603009, -0.4148765, -0.02000411, 0.053786337, -0.11523432, -0.31676108, -0.03830518, 0.022093901, 0.013758008, 0.106954776, -0.028646056) * go_2(-1.0, 0.0); + result += mat4(-0.06699817, -0.1724271, -0.036506936, 0.1153328, 0.015884517, -0.008503094, 0.028359545, -0.012168917, 0.030682955, 0.03541267, -0.03814948, -0.01124931, -0.05933562, -0.014424095, 0.027945189, -0.08810283) * go_2(-1.0, 1.0); + result += mat4(0.013294456, 0.19495966, 0.067234084, 0.15800472, 0.051711556, 0.17711255, 0.1140798, 0.10137737, -0.039499275, -0.04602223, -0.07446666, 0.0012073858, -0.08343905, -0.049277645, -0.078486815, -0.14566717) * go_2(0.0, -1.0); + result += mat4(-0.09936533, 0.039390396, 0.13288753, 0.1920324, 0.13764949, -0.05153866, 0.06799814, 0.22350872, 0.27779356, -0.02206339, 0.19484605, -0.07821554, -0.07797821, 0.12577902, -0.084113464, 0.02873002) * go_2(0.0, 0.0); + result += mat4(-0.10784442, -0.25804177, 0.1306632, 0.0046842564, 0.13917917, -0.03910364, 0.06410272, 0.019373003, -0.03459362, 0.080056466, 0.12915988, 0.14360592, 0.19040298, -0.0023102893, -0.04890759, -0.22537242) * go_2(0.0, 1.0); + result += mat4(0.056570116, 0.13121127, -0.069638334, 0.11919738, -0.04740792, -0.16621193, -0.118925, 0.044869807, -0.010641902, -0.051522024, -0.057623643, 0.017528418, -0.07562933, 0.058253985, 0.05989836, 0.032996327) * go_2(1.0, -1.0); + result += mat4(0.091301516, 0.08428476, -0.16445327, 0.11784904, -0.07030389, 0.022161584, -0.02548798, -0.08254805, -0.04188322, 0.24900444, 0.078174226, 0.20630752, -0.05519587, -0.10978986, 0.015350538, -0.12161702) * go_2(1.0, 0.0); + result += mat4(-0.095735274, -0.10423386, -0.036254395, 0.10522458, -0.022615599, 0.085539706, -0.096113354, -0.23468721, 0.050746538, -0.31889522, -0.061264757, 0.11150476, -0.007024875, -0.11553085, -0.019223234, -0.23692535) * go_2(1.0, 1.0); + result += mat4(-0.08454392, 0.21670897, -0.15095642, -0.060052566, 0.045126446, -0.030535553, -0.057765372, -0.027783932, -0.20350753, -0.2959993, 0.28601378, 0.028859718, 0.071787685, -0.027895963, -0.04723786, -0.10217129) * go_3(-1.0, -1.0); + result += mat4(-0.012522398, -0.23370479, -0.019732006, -0.052036785, -0.33242345, 0.02026433, 0.26734874, 0.044760924, -0.09205539, 0.0888652, 0.27825877, -0.08912795, 0.019177845, 0.123587854, -0.10933388, -0.046620987) * go_3(-1.0, 0.0); + result += mat4(-0.059484433, 0.107038036, -0.021947065, 0.03293247, 0.16987476, -0.02623603, -0.019537413, -0.02559007, -0.010399871, -0.028635733, -0.10141786, -0.10065662, -0.09635094, -0.107081525, 0.0060942136, 0.00018589811) * go_3(-1.0, 1.0); + result += mat4(0.063847266, -0.07454534, -0.1174812, -0.14199455, -0.044613797, -0.081642054, 0.035214093, 0.009284773, -0.00707006, 0.28477952, -0.03298465, 0.074021146, -0.04033067, 0.17765698, 0.1553138, 0.08380522) * go_3(0.0, -1.0); + result += mat4(0.17025755, -0.118484, -0.21803714, -0.28715235, -0.13095933, -0.058834057, -0.18294802, 0.043152038, -0.058910713, 0.028670516, -0.0010361333, -0.025163988, 0.15223087, -0.016097538, -0.09638604, -0.01772858) * go_3(0.0, 0.0); + result += mat4(0.062441614, -0.016123693, 0.07818185, 0.022483543, -0.029692583, 0.035550565, -0.12624146, -0.04230702, -0.061506867, -0.014386596, 0.0115612615, 0.068888955, 0.067702614, 0.07322066, 0.024701316, -0.04806952) * go_3(0.0, 1.0); + result += mat4(0.026700316, -0.16510022, 0.050885063, -0.1332475, 0.019049475, -0.008760977, 0.04359399, 0.042262577, -0.05225198, -0.603255, -0.11838725, -0.017602438, -0.23949145, 0.07854026, -0.21954034, -0.07048147) * go_3(1.0, -1.0); + result += mat4(0.18560836, 0.18485062, -0.008109583, -0.0061953044, 0.067029685, 0.1231515, 0.00463641, -0.031592768, -0.24861142, -0.012609046, 0.14307153, -0.072264954, -0.0067704953, -0.18041459, 0.17362577, -0.06497389) * go_3(1.0, 0.0); + result += mat4(0.10974998, 0.06757753, 0.0377915, 0.057072945, 0.11128115, 0.0013228649, -0.044957817, -0.020252109, 0.06231163, -0.14761455, -0.027373059, -0.10220075, -0.22065234, -0.09441151, 0.052624665, 0.11956694) * go_3(1.0, 1.0); + result += mat4(0.11292619, -0.10152602, 0.10526179, 0.06337831, 0.116172016, 0.16123155, -0.055104487, 0.13740757, -0.08778325, -0.028898785, -0.019357817, -0.08015077, -0.0066665406, -0.009120153, 0.051283117, 0.04456564) * go_4(-1.0, -1.0); + result += mat4(0.19621657, 0.26922694, 0.03988996, 0.032870032, 0.057292562, 0.024405524, -0.11551687, -0.047686152, 0.13039996, 0.056989953, -0.065783806, 0.00033558672, -0.065978706, -0.00902148, 0.1314761, 0.064695716) * go_4(-1.0, 0.0); + result += mat4(0.20266968, 0.11562562, 0.0044746934, 0.052361086, 0.0009612361, 0.01889979, -0.045194417, 0.085848965, -0.05785333, 0.07915189, 0.09685515, 0.016877603, 0.00037991733, 0.0003345007, -0.03782238, -0.0066707213) * go_4(-1.0, 1.0); + result += mat4(-0.12730233, 0.037978236, 0.13999923, 0.033807464, -0.038275905, 0.012305192, 0.06438087, 0.08611617, 0.07200057, 0.13013837, 0.07331905, -0.0010762423, -0.038951423, -0.027457712, 0.014879732, 0.07803083) * go_4(0.0, -1.0); + result += mat4(0.12269098, -0.01707025, 0.099231675, 0.16366597, -0.0075668246, -0.12552746, 0.27712014, 0.22933815, 0.14837137, -0.07610271, 0.11374453, 0.026816925, 0.1011783, -0.043783583, -0.18852726, -0.2007988) * go_4(0.0, 0.0); + result += mat4(0.118183166, -0.45110446, -0.04326608, 0.10598517, 0.09142483, 0.004518412, 0.10789324, 0.18913233, -0.029293153, -0.10852763, 0.15762898, -0.021000696, 0.042484812, 0.030249448, -0.09806746, -0.15705605) * go_4(0.0, 1.0); + result += mat4(0.026257282, -0.017269222, -0.111170195, 0.12946244, 0.015408065, -0.14137042, -0.035408627, 0.073995374, 0.006271072, 0.14994001, -0.01258022, 0.019418288, 0.118502036, 0.035291567, 0.039203968, 0.018011976) * go_4(1.0, -1.0); + result += mat4(-0.11994321, 0.037343338, 0.034031454, -0.0947803, 0.2207995, 0.043690477, 0.06692838, 0.18297808, 0.03876948, -0.20762676, -0.13309777, 0.036189202, 0.0058699325, -0.1331377, -0.035574175, -0.091714606) * go_4(1.0, 0.0); + result += mat4(0.16173537, 0.030811697, -0.07565782, 0.17767896, 0.1574808, -0.0071866834, -0.031369448, 0.11762595, -0.304427, 0.04666128, 0.19467019, 0.13271074, -0.066108644, 0.17788546, 0.09988941, 0.0071199923) * go_4(1.0, 1.0); + result += mat4(-0.07895499, 0.024530848, 0.07610484, 0.14991722, -0.071451046, 0.07360262, -0.10922367, 0.16261177, 0.14607567, -0.29037732, 0.19056098, 0.0017480691, 0.09447392, -0.097536966, -0.15283571, -0.2116911) * go_5(-1.0, -1.0); + result += mat4(-0.090664506, 0.0026753773, -0.19803517, -0.0035921792, 0.08019641, -0.34822193, 0.03115303, -0.11561995, 0.047316786, 0.08521655, 0.30527622, -0.03627345, -0.10390178, 0.13096002, -0.11939941, 0.076553464) * go_5(-1.0, 0.0); + result += mat4(-0.018057704, -0.012385826, -0.048699293, 0.057409126, 0.018623013, -0.13720913, -0.08693412, -0.035308264, 0.0048156027, 0.04298599, 0.20682096, 0.07020018, -0.19156799, -0.099447116, 0.11187527, -0.034651503) * go_5(-1.0, 1.0); + result += mat4(-0.19674721, -6.47493e-05, -0.14616148, -0.16328155, -0.15329379, -0.13080211, -0.095063426, 0.10239187, 0.29591182, 0.061356615, 0.19931474, -0.062333517, 0.111954294, -0.024125673, 0.1727124, -0.100813806) * go_5(0.0, -1.0); + result += mat4(0.005782909, -0.048647407, 0.20534706, 0.04177472, -0.266937, 0.43962362, 0.03461612, 0.13415751, -0.21391335, -0.023739172, -0.382901, 0.1677018, 0.28375793, -0.10282615, -0.034843605, 0.00698951) * go_5(0.0, 0.0); + result += mat4(-0.0019446284, 0.07665739, 0.13404883, 0.1467204, -0.0588129, 0.19369206, -0.050641898, 0.018204086, 0.21603708, -0.22462276, -0.07930267, -0.2749562, 0.016131664, 0.2697215, -0.14661922, -0.026748048) * go_5(0.0, 1.0); + result += mat4(-0.15208562, -0.025413433, -0.031909585, 0.010184482, 0.09441715, 0.045736533, 0.0015301697, 0.055179585, 0.03623536, 0.08788274, 0.090822086, -0.041574936, -0.05593542, 0.013202262, -0.08831654, -0.117966585) * go_5(1.0, -1.0); + result += mat4(-0.06767938, 0.036391854, 0.024670534, 0.065553516, 0.124412306, -0.18261679, -0.11035609, -0.021725666, 0.06963895, -0.18845208, 0.05664083, -0.28461877, 0.12621799, -0.024473144, 0.060711104, 0.06137061) * go_5(1.0, 0.0); + result += mat4(0.030836413, -0.28885397, -0.0082618, -0.040858608, 0.121351525, -0.1581085, 0.04491976, 0.15929738, 0.011640548, 0.17567058, 0.18560362, -0.18308444, -0.091114745, -0.03191929, -0.0424641, 0.10603501) * go_5(1.0, 1.0); + result += vec4(-0.0980025, 0.0163943, 0.07015813, -0.04460826); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf2 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.044858746, 0.112747766, 0.11743049, -0.04397981, -0.15657529, -0.08594472, -0.077046685, 0.040047225, -0.16525316, 0.118806966, -0.06923664, -0.068862945, 0.13853838, 0.21202816, 0.03315427, 0.02810617) * go_0(-1.0, -1.0); + result += mat4(-0.08981965, 0.009795084, -0.17461349, 0.1293042, 0.13288464, -0.011990358, 0.045853514, 0.005478685, -0.039259993, 0.014204771, 0.049636167, -0.031643927, -0.081734784, 0.06592399, -0.075981714, -0.02715899) * go_0(-1.0, 0.0); + result += mat4(0.110248916, 0.0064891353, 0.022578653, -0.029814541, 0.12611644, -0.1477485, 0.013158434, -0.029419534, -0.049103256, 0.11351519, -0.07094292, 0.15175463, 0.023724427, -0.04979516, 0.01999463, -0.04911801) * go_0(-1.0, 1.0); + result += mat4(-0.072089985, 0.04007664, -0.024550471, -0.0041285334, -0.018247912, 0.046173554, -0.07198727, 0.017499885, -0.001033623, -0.19433345, 0.07760378, 0.049773693, -0.17062156, -0.02818212, 0.34907836, 0.0050598015) * go_0(0.0, -1.0); + result += mat4(-0.06617895, -0.029447488, -0.08041051, 0.10391866, -0.3511068, 0.24072146, -0.07714093, -0.19329752, -0.090364814, -0.114312, -0.14665945, 0.14689237, 0.20671985, 0.015588815, -0.119754635, -0.056320462) * go_0(0.0, 0.0); + result += mat4(-0.027388249, 0.104699664, -0.27179572, -0.02907286, 0.07357054, -0.0068755792, -0.13605821, 0.06462062, -0.093615666, -0.032704853, 0.038318764, -0.076435864, -0.0055633793, 0.046742633, 0.093529075, 0.18353659) * go_0(0.0, 1.0); + result += mat4(0.06082767, 0.085872404, -0.093700096, 0.061194196, 0.06258653, 0.058643147, -0.07235859, -0.092823185, -0.010440827, 0.11255041, 0.0090868175, -0.007858298, 0.148384, -0.05526942, 0.19361623, 0.004099247) * go_0(1.0, -1.0); + result += mat4(-0.06093948, -0.038310055, -0.082474135, -0.010680022, 0.0012025833, -0.092099264, 0.013127829, 0.027141726, 0.09983758, 0.03275215, 0.07185623, -0.19180898, -0.044681955, -0.024202297, -0.3165539, 0.0010588729) * go_0(1.0, 0.0); + result += mat4(-0.060221963, -0.026948337, -0.06574486, 0.011485259, -0.06550075, 0.040276073, 0.025496457, -0.19623038, -0.065990366, -0.025713596, -0.040418267, -0.08788943, 0.076047935, -0.056114316, 0.15456654, -0.07788768) * go_0(1.0, 1.0); + result += mat4(-0.067551315, 0.14745092, -0.054396585, 0.040545028, -0.17049932, 0.07036919, -0.13004121, -0.012877571, -0.09034833, 0.013381427, -0.07020307, 0.13269025, 0.04836113, 0.008816658, 0.06908017, 0.13488075) * go_1(-1.0, -1.0); + result += mat4(0.15872127, 0.046130676, 0.059947554, -0.01181087, 0.00031724942, -0.048350845, -0.009036753, -0.11157358, -0.07300833, 0.09947689, 0.20575939, -0.3546566, -0.059859008, 0.029647622, 0.13094904, -0.03154742) * go_1(-1.0, 0.0); + result += mat4(0.08560438, 0.1965193, -0.044979937, -0.13631731, 0.16646172, 0.09958199, 0.0074020037, 0.10672716, 0.15015182, 0.041704617, 0.063770875, 0.19410326, 0.008813034, 0.16075528, 0.08517037, 0.28283635) * go_1(-1.0, 1.0); + result += mat4(0.12114333, -0.08197629, 0.026583742, -0.060136575, 0.07713845, -0.004285971, 0.16490252, 0.26541123, 0.13636889, 0.14296104, -0.045894254, -0.007115691, 0.037731793, -0.014873664, -0.00571577, -0.009701031) * go_1(0.0, -1.0); + result += mat4(0.2608233, -0.014971803, 0.15469527, 0.18899868, 0.06325761, 0.05273965, -0.021072507, 0.039343588, 0.049740855, 0.30912283, 0.1328661, 0.21406676, 0.013830919, -0.2128574, -0.020829424, 0.22456568) * go_1(0.0, 0.0); + result += mat4(0.0642146, -0.14275537, 0.032388665, -0.12502304, 0.31260416, -0.026139492, 0.11060444, 0.014260357, -0.06373526, 0.15441616, -0.14077063, -0.03819972, 0.023418859, -0.065061435, 0.068000436, -0.10781963) * go_1(0.0, 1.0); + result += mat4(0.039874375, -0.03544748, -0.09499391, -0.021817759, 0.2049574, 0.08219808, 0.044527993, -0.12810238, -0.07313955, -0.3041692, 0.074703164, 0.034242906, -0.08850236, 0.06280731, 0.07377995, 0.10382322) * go_1(1.0, -1.0); + result += mat4(0.04350059, 0.21734618, 0.08675183, -0.055069674, 0.16317086, -0.000833345, -0.061599948, 0.025430895, -0.05566867, -0.07084767, -0.20808282, -0.08088132, -0.08246971, 0.019896548, 0.0011203124, -0.016212555) * go_1(1.0, 0.0); + result += mat4(0.009271706, 0.10609657, 0.046975497, 0.016255897, -0.03132032, -0.026223281, -0.04218519, -0.089583725, 0.0011256885, -0.096725605, 0.13508168, 0.0070396424, 0.071279675, -0.009885292, 0.023429802, 0.04919291) * go_1(1.0, 1.0); + result += mat4(-0.043223884, 0.18723601, 0.059270866, -0.038768277, -0.03307238, 0.045570783, -0.01494598, 0.12532744, -0.0633282, -0.009204529, -0.032864776, -0.012969925, -0.03190685, 0.048798896, 0.033872727, 0.059553478) * go_2(-1.0, -1.0); + result += mat4(0.087938786, -0.24108681, 0.14970978, -0.13961543, 0.0891246, 0.015723674, 0.05370719, -0.11110716, -0.00214365, 0.12866165, 0.108206935, 0.027394261, -0.15103427, -0.14690042, 0.035489313, -0.15238154) * go_2(-1.0, 0.0); + result += mat4(-0.0800077, -0.23219119, -0.08327999, -0.022596871, -0.021897404, 0.15777653, 0.017139765, 0.28121725, 0.024720678, 0.0976178, 0.078697845, 0.050298456, 0.0918896, -0.1709005, 0.001258526, -0.16952778) * go_2(-1.0, 1.0); + result += mat4(0.1855042, -0.1221885, 0.02704022, 0.00095695246, -0.014720871, -0.011397964, 0.009077131, -0.0658526, 0.0753248, -0.018622542, 0.21117687, 0.009595839, -0.014185466, -0.12340562, 0.20756626, 0.1002926) * go_2(0.0, -1.0); + result += mat4(0.03998379, -0.14931168, 0.43595135, -0.18249772, -0.014348168, 0.17039725, -0.54961896, 0.23570935, -0.0961725, -0.08736501, -0.48726758, -0.11515001, -0.03716486, -0.17436725, 0.3894316, -0.012835015) * go_2(0.0, 0.0); + result += mat4(-0.15397331, 0.021657735, -0.054806687, 0.1541452, -0.12548985, 0.0934218, 0.20914574, 0.14777465, -0.0670766, 0.11853072, -0.012987691, -0.020369543, 0.09420477, -0.17689225, 0.109701715, -0.046027176) * go_2(0.0, 1.0); + result += mat4(-0.02231296, 0.14284018, -0.14968887, 0.13387628, 0.06886712, -0.11273641, 0.03278117, -0.13931367, -0.07073904, -0.05791193, 0.0074532703, 0.057605404, -0.007830725, 0.16091831, -0.16650262, 0.1647855) * go_2(1.0, -1.0); + result += mat4(-0.057878133, -0.12752692, -0.12909345, 0.07441648, 0.027899493, -0.018735388, -0.07586787, -0.048344534, -0.11736236, 0.015326167, -0.103591904, -0.17694342, -0.049772773, 0.015765708, -0.1248672, 0.26354307) * go_2(1.0, 0.0); + result += mat4(-0.18220314, 0.0046032136, -0.2081131, 0.03723796, 0.08844814, -0.01369978, 0.053207412, -0.08312182, -0.062071536, -0.067955784, 0.004774782, -0.06925075, -0.059406135, 0.06784051, -0.09814774, -0.11124358) * go_2(1.0, 1.0); + result += mat4(-0.27883962, 0.12152088, -0.24405631, 0.0027260163, 0.19775666, 0.058938242, -0.05956473, -0.10816854, -0.0071739377, -0.4144036, 0.068261996, -0.2445757, -0.23093198, -0.17691095, 0.038170703, -0.013878705) * go_3(-1.0, -1.0); + result += mat4(0.063041806, 0.2538589, -0.11473429, 0.01619935, -0.08354722, -0.04798535, 0.02354034, 0.033864528, -0.055874173, -0.16368376, -0.02903178, -0.12477576, 0.02629324, 0.034359895, 0.08272036, 0.06732605) * go_3(-1.0, 0.0); + result += mat4(-0.15553482, 0.0060790586, -0.05535005, 0.0132087935, -0.03520144, 0.023434987, 0.031604007, -0.09385124, -0.15015934, -0.13401696, -0.005520488, -0.08600875, -0.04346026, -0.07434181, -0.05771243, 0.03339138) * go_3(-1.0, 1.0); + result += mat4(-0.13035898, -0.06444063, -0.12604833, -0.1291162, 0.0002854935, 0.0011192479, 0.03285, -0.0718767, -0.0048345756, 0.23910385, -0.13370244, -0.27723455, 0.2173459, -0.09477723, -0.2785804, -0.089392334) * go_3(0.0, -1.0); + result += mat4(0.19831544, -0.04623001, 0.11013904, 0.07203301, 0.006143421, -0.059177686, -0.5040003, 0.12711781, 0.18126795, 0.13216637, 0.15124142, 0.0053686183, 0.090513304, 0.10542994, 0.34392425, 0.016424375) * go_3(0.0, 0.0); + result += mat4(-0.16124019, 0.09191821, -0.04369587, -0.21306747, -0.16233422, 0.031122763, -0.012612568, -0.016409902, -0.09023912, 0.013649212, -0.16627215, -0.05366447, 0.10274318, 0.086314775, 0.08027116, 0.08462481) * go_3(0.0, 1.0); + result += mat4(-0.14453822, 0.024520764, -0.0071830307, -0.13206398, -0.072472885, -0.10329967, 0.1636545, 0.016468262, -0.013051184, -0.12824146, 0.03824098, -0.22003986, -0.10416448, 0.0039071296, -0.34092218, 0.10734566) * go_3(1.0, -1.0); + result += mat4(-0.072179504, 0.006203091, -0.018925803, -0.1199396, -0.084528126, 0.094925165, -0.11961369, -0.054626215, -0.117074564, -0.04484073, 0.040342934, 0.13213676, -0.0064397864, 0.10155662, 0.20097142, -0.2804305) * go_3(1.0, 0.0); + result += mat4(0.087270446, 0.078806184, -0.05655386, 0.06486903, 0.034370087, 0.0036874234, 0.003311713, -0.10504396, 0.028166316, -0.22845218, 0.017909897, -0.2130404, -0.050013334, -0.117276974, -0.06318294, -0.0037857178) * go_3(1.0, 1.0); + result += mat4(0.08871242, 0.075167455, -0.039373945, 0.00051754323, 0.07687967, -0.06586344, -0.15153599, 0.0018507856, -0.017242108, -0.054329462, 0.051372115, 0.0033961546, 0.06248249, -0.06631481, 0.05806025, -0.021996895) * go_4(-1.0, -1.0); + result += mat4(0.09424522, 0.073743, -0.0017127816, 0.0033512171, -0.11385974, 0.014514997, -0.0068160114, 0.12540759, 0.106560245, -0.049447417, 0.111991346, -0.06375654, -0.011610938, -0.024543937, -0.12136444, 0.1091816) * go_4(-1.0, 0.0); + result += mat4(0.2360247, 0.051082112, 0.063963845, -0.19552353, -0.12502095, -0.043954436, -0.029264912, -0.107425205, -0.104991466, 0.1546093, -0.019506395, 0.102938086, -0.054183662, 0.010583785, -0.080395944, -0.08370572) * go_4(-1.0, 1.0); + result += mat4(0.15028444, 0.031050628, 0.04759701, -0.076938786, -0.09843708, 0.013380048, -0.07036618, -0.18517768, -0.24299946, 0.0074256407, 0.12335329, 0.008296356, -0.14130129, 0.089567006, -0.066212654, -0.019249886) * go_4(0.0, -1.0); + result += mat4(0.21793036, 0.046704203, -0.26442486, 0.036775246, 0.011823214, 0.035270307, 0.27286708, -0.041062694, 0.1929, -0.18686813, 0.033577543, -0.23847485, -0.04342215, 0.20992972, -0.31331903, -0.3476763) * go_4(0.0, 0.0); + result += mat4(0.2605603, 0.045636464, 0.078897774, -0.02860065, -0.17690817, -0.022998778, -0.078985356, -0.08182311, -0.02665034, 0.051768366, 0.14886487, 0.08579571, 0.13346, -0.10001264, 0.04904008, 0.14541489) * go_4(0.0, 1.0); + result += mat4(0.106186725, -0.0063438504, 0.07265258, -0.036121733, -0.13984898, 0.003038981, -0.016125364, 0.13680565, -0.057302903, -0.12963718, -0.0030335293, -0.021742221, -0.006363557, -0.101099625, 0.095220365, 0.033486642) * go_4(1.0, -1.0); + result += mat4(0.094589375, -0.044164203, -0.15519938, -0.02010285, -0.094102144, -0.06617603, -0.06663444, -0.036653996, -0.018485812, 0.04307366, 0.23020254, 0.17289902, 0.11927716, 0.059777882, 0.16321822, -0.17249192) * go_4(1.0, 0.0); + result += mat4(0.17176881, -0.05145481, 0.058537252, 0.07365525, 0.17615119, -0.0008998237, 0.20070761, 0.08091997, -0.22727549, 0.040356588, -0.19447488, 0.019409144, -0.094837844, 0.029385263, 0.06778661, 0.15896504) * go_4(1.0, 1.0); + result += mat4(-0.11452088, -0.024284642, -0.04490299, -0.020004421, 0.050837193, -0.19884948, 0.0027391468, -0.04909611, 0.10565033, 0.046887845, 0.15566911, -0.04677708, -0.1617592, -0.1090753, 0.021104805, 0.12100669) * go_5(-1.0, -1.0); + result += mat4(0.0796837, 0.2143031, 0.15130435, 0.11013741, 0.02859385, -0.23182273, -0.01307099, 0.17366518, 0.067062154, -0.13214251, -0.0359161, -0.22044878, -0.065245375, -0.12085723, -0.0058068414, -0.05868892) * go_5(-1.0, 0.0); + result += mat4(0.05886354, 0.04594631, 0.0035692437, 0.0043173125, -0.0058938325, -0.12315084, 0.009706764, 0.029205475, 0.02275545, -0.030235367, -0.010946894, -0.1160915, -0.24663799, 0.021396592, -0.08312792, 0.035279196) * go_5(-1.0, 1.0); + result += mat4(-0.18054669, -0.03518381, 0.048470423, -0.0056507597, 0.03240578, 0.12688184, -0.09667544, 0.04029143, 0.03038166, 0.10955508, -0.2918326, -0.08950494, -0.06969353, 0.20913015, 0.13051425, -0.12262561) * go_5(0.0, -1.0); + result += mat4(0.11774238, 0.107279345, 0.09160909, -0.12901367, -0.063854314, 0.012220096, 0.1428603, -0.03274951, -0.16071229, 0.16923961, 0.09850307, 0.3375513, 0.17089152, 0.1066977, -0.11292511, 0.07839456) * go_5(0.0, 0.0); + result += mat4(0.06309776, -0.062669575, 0.12810674, -0.22764897, 0.05594526, -0.3354947, -0.271324, -0.1370599, 0.0019311982, -0.20568445, 0.14663076, -0.10399025, -0.11092913, 0.13635515, -0.046688963, 0.18119682) * go_5(0.0, 1.0); + result += mat4(0.06247405, -0.070577376, -0.049723163, 0.20372438, 0.059769955, -0.15753393, 0.08755224, -0.16705483, 0.043191068, 0.13503598, -0.06549854, -0.08262152, -0.036690235, -0.017480936, 0.0087178415, 0.124511525) * go_5(1.0, -1.0); + result += mat4(-0.103790514, -0.062080752, -0.04171218, -0.22629078, 0.058754075, 0.010274649, 0.012631916, 0.0884306, 0.10843063, 0.11566254, 0.16639906, -0.05603101, 0.03344291, -0.009285547, 0.22062606, -0.18537858) * go_5(1.0, 0.0); + result += mat4(-0.010970425, 0.06433602, -0.010908282, 0.21255766, -0.124487005, -0.18626499, 0.017554395, 0.022440141, -0.043080032, 0.13329363, -0.019777333, -0.13920292, -0.057512637, -0.07950961, 0.0008059128, 0.08286962) * go_5(1.0, 1.0); + result += vec4(0.038618144, 0.034658056, 0.04403221, 0.22010419); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.19656715, 0.073294915, -0.019779518, 0.021025823, 0.15261759, 0.04309221, -0.1493544, 0.049283743, -0.0905334, 0.1813188, -0.0016973419, 0.15697837, 0.13670535, -0.11242918, -0.013915669, -0.13730156) * go_0(-1.0, -1.0); + result += mat4(0.04107699, 0.17384163, -0.096351616, 0.04331655, -0.23204431, 0.25804806, -0.04034741, 0.17473252, 0.2747926, -0.04826532, 0.06581498, -0.01747519, 0.16690566, 0.18259898, 0.051713206, -0.11371784) * go_0(-1.0, 0.0); + result += mat4(0.09295699, -0.02639465, -0.07067535, -0.055101186, 0.049066454, -0.1348934, -0.010201892, 0.076446265, -0.17203535, 0.094379045, -0.05279342, -0.06568022, 0.019863818, 0.048707128, -0.001194968, 0.08657796) * go_0(-1.0, 1.0); + result += mat4(0.075812176, -0.14860412, -0.07091005, 0.027131502, -0.037916575, -0.08786051, 0.12747246, 0.07358627, -0.17530513, 0.01687204, -0.02315926, -0.0475825, 0.10233608, 0.11752665, -0.066707715, -0.02696408) * go_0(0.0, -1.0); + result += mat4(-0.16265862, 0.07163909, 0.029001605, 0.023125717, -0.45108593, 0.31734392, 0.18262424, -0.16254611, -0.13591787, -0.34079695, 0.15933561, -0.11768856, -0.20831986, -0.2617357, -0.06293675, -0.21008867) * go_0(0.0, 0.0); + result += mat4(0.03834222, 0.11669165, -0.14289354, 0.19205377, 0.034326866, 0.11611292, -0.35397327, -0.22060747, -0.004148329, 0.16584732, 0.021622034, -0.026690945, -0.002915367, -0.0025648596, 0.098647386, 0.010004625) * go_0(0.0, 1.0); + result += mat4(0.12951577, -0.12372639, 0.050420888, -0.059468318, 0.06579213, -0.20325322, -0.1699444, 0.019064313, -0.035931777, -0.020957012, 0.0027909358, 0.007493282, 0.0004133846, 0.034073114, -0.038953777, 0.065847114) * go_0(1.0, -1.0); + result += mat4(0.044652946, 0.04014948, -0.11211438, -0.009610841, 0.04416661, 0.007001935, 0.23747365, 0.051566597, 0.08833828, 0.08240841, 0.11842664, -0.053376306, -0.24712811, 0.086317725, 0.0038018306, 0.058020968) * go_0(1.0, 0.0); + result += mat4(-0.14782053, -0.02475428, -0.17784445, -0.024647312, 0.1743018, 0.06606081, 0.056824066, 0.14064185, 0.06063915, -0.04583706, 0.101063475, -0.043567337, -0.07165717, 0.03192861, 0.056516238, -0.011080173) * go_0(1.0, 1.0); + result += mat4(0.15754054, -0.022155577, -0.08209624, -0.0014304873, -0.29201108, 0.08677429, 0.2264655, 0.047244307, -0.048876513, -0.0927597, -0.045443505, 0.20207925, -0.12566972, 0.1404151, -0.024384655, -0.032324787) * go_1(-1.0, -1.0); + result += mat4(-0.2863662, 0.08409054, 0.060920034, -0.05120718, 0.20190823, -0.05651237, 0.16887607, 0.0733604, -0.14424925, -0.06001526, 0.030432044, 0.14361487, 0.02771769, 0.030591695, -0.029078443, -0.048318565) * go_1(-1.0, 0.0); + result += mat4(0.00791873, -0.09765571, 0.00042280424, 0.09341729, -0.22752157, 0.23591608, 0.0051302435, -0.077698976, 0.10737567, -0.23836324, -0.067966945, 0.2257328, -0.004849654, -0.036767352, 0.13280262, -0.07600507) * go_1(-1.0, 1.0); + result += mat4(0.05473653, -0.1915318, -0.00626306, -0.13441068, 0.088244185, -0.31077763, -0.010066507, -0.091302134, 0.11164262, 0.12096589, -0.0605778, 0.1308392, -0.010200418, -0.024670156, 0.09293591, 0.028182708) * go_1(0.0, -1.0); + result += mat4(0.053266037, 0.29016244, 0.19542074, -0.20729323, 0.1344162, -0.21329224, 0.20277289, -0.08846336, -0.114185594, 0.206921, -0.0006008467, 0.0205045, -0.282864, -0.22293371, -0.17658198, 0.20596933) * go_1(0.0, 0.0); + result += mat4(-0.03932726, 0.080170035, -0.07711416, -0.29913354, -0.06824731, -0.061843343, -0.13042153, -0.19094346, -0.11703233, 0.06704312, -0.049862698, 0.1466207, -0.0011674183, 0.080236584, -0.06675328, 0.13961533) * go_1(0.0, 1.0); + result += mat4(-0.022837833, 0.0019198474, 0.0236172, 0.07043625, 0.12661463, 0.001672872, 0.06307569, -0.13343741, 0.17860405, -0.19384168, 0.079231955, 0.032781634, -0.15199795, 0.13594992, 0.070164844, -0.060025793) * go_1(1.0, -1.0); + result += mat4(-0.12844789, -0.025733668, 0.020556241, -0.12541436, 0.14400893, -0.03860052, 0.059304774, -0.1786852, -0.18367065, -0.2374019, 0.1148333, -0.1065858, 0.119285814, 0.016301462, 0.028108267, 0.04623708) * go_1(1.0, 0.0); + result += mat4(-0.12543629, 0.011575056, -0.037424013, 0.09024941, -0.029061148, -0.08703052, -0.0024641235, -0.105915934, -0.044543535, 0.06887956, -0.04743747, -0.05494799, 0.031339128, -0.034284074, -0.121141724, 0.053843208) * go_1(1.0, 1.0); + result += mat4(-0.2666571, 0.09093467, -0.012503428, -0.035125565, 0.032127958, -0.042863887, -0.08649192, -0.015927156, 0.08400246, 0.01662268, 0.034715075, -0.00908548, 0.045443024, -0.06893885, -0.074183375, -0.00844849) * go_2(-1.0, -1.0); + result += mat4(0.18397407, -0.10994183, 0.086410955, -0.008634828, -0.02632997, 0.019804388, 0.048724968, 0.18321893, -0.017287457, 0.18407986, -0.08789994, 0.23315573, 0.17696501, 0.021334525, -0.01854696, -0.19259432) * go_2(-1.0, 0.0); + result += mat4(-0.17279425, 0.040277172, 0.045758635, 0.112192474, -0.1307268, -0.08761701, -0.17986964, 0.08374649, -0.14858364, 0.09763281, -0.08468596, 0.07319079, 0.035000093, 0.15952845, 0.07624351, -0.06327825) * go_2(-1.0, 1.0); + result += mat4(0.08170692, -0.08774166, -0.06705707, 0.0831711, -0.08875457, 0.2449888, -0.14047605, 0.121503554, 0.12618999, 0.02661774, 0.074408755, 0.008565884, 0.0066377656, 0.07707615, 0.0047538104, -0.09728628) * go_2(0.0, -1.0); + result += mat4(-0.07823108, 0.26807916, -0.1287439, 0.122834176, -0.19714594, -0.4942738, 0.10632799, 0.15897664, -0.49854252, -0.53525513, -0.022803375, 0.009074036, 0.11774684, 0.031480465, -0.09894373, -0.021954348) * go_2(0.0, 0.0); + result += mat4(0.12955268, -0.19441509, 0.09120095, 0.011785061, 0.051540542, 0.04758044, 0.04755938, 0.038364667, 0.13298763, 0.10289183, 0.020991595, -0.081097506, 0.034405325, -0.11437959, -0.12480481, -0.065397635) * go_2(0.0, 1.0); + result += mat4(0.014650886, -0.013576367, 0.07512687, -0.12763637, -0.08968091, 0.10528254, -0.0038084937, 0.15035029, -0.012962306, 0.05691601, 0.0812368, -0.03788991, -0.023433529, -0.06713006, -0.11560342, -0.016785484) * go_2(1.0, -1.0); + result += mat4(-0.08841537, -0.06776095, -0.047271274, 0.019514252, -0.015769644, 0.13348323, -0.10441001, 0.11785519, 0.12106464, 0.12203113, 0.12842509, -0.060258504, -0.05513583, -0.11723075, 0.16473113, 0.011207402) * go_2(1.0, 0.0); + result += mat4(0.09194844, 0.090906195, 0.0073818006, -0.2054332, 0.10706456, -0.077387035, -0.10359331, -0.027400512, 0.03793532, -0.14690651, -0.093249865, 0.050878726, -0.050666083, -0.048249774, -0.029831426, -0.005122034) * go_2(1.0, 1.0); + result += mat4(-0.020260984, 0.03831684, 0.03624668, 0.05309828, 0.21425313, 0.04278761, -0.05036095, -0.11595718, -0.040695038, -0.053862657, 0.04097228, -0.14234553, 0.14645652, 0.0005556175, 0.037454158, -0.0834163) * go_3(-1.0, -1.0); + result += mat4(-0.06560231, 0.035083, 0.00515858, -0.078715794, 0.18701494, -0.13166098, 0.039057065, -0.0039464743, -0.060099427, -0.0197617, -0.03425236, -0.034474097, -0.13463692, -0.14687043, -0.07386183, 0.15877718) * go_3(-1.0, 0.0); + result += mat4(-0.17528099, 0.26496586, -0.026784442, 0.02301352, -0.19334768, 0.058255307, 0.084549166, 0.05813938, 0.14634804, 0.021594442, 0.09401384, 0.048137084, -0.027516525, 0.03725506, -0.03902931, -0.05822093) * go_3(-1.0, 1.0); + result += mat4(-0.08095242, -0.0700387, 0.1565957, -0.12318027, 0.0009593411, 0.083975986, -0.1672044, 0.07669263, 0.15444267, -0.2405765, -0.0999547, -0.0113806585, -0.086394556, -0.068187304, 0.022804303, 0.033642158) * go_3(0.0, -1.0); + result += mat4(0.1742647, -0.1139802, 0.03773566, 0.24217185, 0.14553599, -0.13462967, -0.15343545, -0.07004845, 0.09719264, 0.40018603, 0.012584803, 0.20194948, 0.23837751, 0.14372137, 0.018450642, 0.19864424) * go_3(0.0, 0.0); + result += mat4(-0.01977227, -0.01629232, -0.11582299, 0.07435107, 0.04089713, -0.013857991, 0.22446491, 0.016065463, -0.042079967, 0.0170577, 0.040578466, -0.038618524, -0.05470756, -0.115140095, -0.065542445, 0.14684047) * go_3(0.0, 1.0); + result += mat4(-0.037176184, 0.090253, 0.14125483, -0.08512404, -0.051651485, 0.099631414, 0.10343597, -0.0061565666, 0.041628633, 0.09307784, -0.090136886, -0.009559773, -0.03024448, -0.031733215, -0.07797126, 0.055322547) * go_3(1.0, -1.0); + result += mat4(-0.1050144, -0.03270817, 0.26327172, -0.28404585, -0.03861458, 0.048381314, -0.15304287, -0.0042754454, -0.10290137, -0.24198222, -0.12365528, 0.095550224, 0.15594007, -0.02852183, 0.021433152, 0.007750503) * go_3(1.0, 0.0); + result += mat4(0.14963464, 0.036146436, 0.06857592, -0.03860567, 0.014884097, 0.07543522, 0.024485901, 0.035711233, -0.003450604, -0.0597103, 0.024015842, -0.001213529, -0.058722682, 0.01725032, -0.12181248, -0.008058613) * go_3(1.0, 1.0); + result += mat4(0.071817815, 0.041531287, 0.014643306, 0.16291411, 0.26480407, -0.17182025, -0.010588466, 0.105062984, 0.030210229, -0.04829373, -0.036531925, 0.047632486, -0.2479769, 0.045298517, 0.13192376, 0.033759) * go_4(-1.0, -1.0); + result += mat4(0.08769319, -0.0032485086, 0.022313096, 0.17629139, -0.29785547, 0.17973061, 0.033340637, 0.15138951, 0.016324213, -0.052774195, 0.03140277, 0.049657557, -0.1042336, -0.048986793, 0.11604845, 0.027282678) * go_4(-1.0, 0.0); + result += mat4(0.06349052, 0.020287551, 0.041792236, -0.064779855, -0.19809574, 0.1296112, -0.31961703, -0.10329236, -0.06304219, 0.1266601, 0.047558576, -0.01599766, -0.0840006, 0.110553645, -0.17114124, -0.092702754) * go_4(-1.0, 1.0); + result += mat4(-0.07258822, 0.33649316, 0.03007162, 0.122297324, -0.0035460228, -0.031201044, 0.12168557, -0.029285375, -0.0809431, -0.12167306, 0.07364419, 0.028837958, -0.0045297747, -0.0601046, 0.01811243, -0.09054316) * go_4(0.0, -1.0); + result += mat4(-0.25255457, -0.22574474, -0.34320608, 0.11290973, -0.26090237, 0.040196825, 0.13508338, 0.029482007, -0.10183512, -0.08112251, -0.11552506, 0.19293801, 0.3495816, 0.18543391, 0.06588066, -0.04709665) * go_4(0.0, 0.0); + result += mat4(0.084513545, -0.15674965, -0.0008406949, 0.090281285, 0.2712172, -0.116089135, -0.015765252, -0.117886744, 0.09920849, 0.029833876, -0.095729664, -0.027886158, 0.075155556, -0.046650156, -0.0065415367, -0.010066504) * go_4(0.0, 1.0); + result += mat4(0.045017265, -0.032798514, 0.015228568, -0.10716174, 0.12533835, -0.18279125, 0.04248092, -0.19403161, -0.037150033, 0.051052798, 0.064987876, -0.0012054371, 0.17646495, -0.08559015, -0.030268986, -0.0110990135) * go_4(1.0, -1.0); + result += mat4(0.2270626, 0.07908034, 0.10131884, -0.04477681, 0.012331784, -0.0066530495, 0.11152835, -0.011538218, 0.18025607, 0.28347188, -0.061317418, 0.140885, -0.12165267, -0.015358079, -0.1509724, 0.10532319) * go_4(1.0, 0.0); + result += mat4(0.090888165, 0.051266413, 0.00032922614, 0.10080883, 0.25410557, 0.01401413, -0.08648295, -0.18689357, 0.06347326, -0.12212378, -0.047608927, 0.19060975, 0.030654645, -0.0008587347, 0.056551795, -0.075159475) * go_4(1.0, 1.0); + result += mat4(0.18279178, -0.043672565, -0.045675628, 0.08589114, -0.09798812, 0.13952787, 0.020468095, 0.019159447, -0.037739623, -0.031772856, 0.05684188, -0.0027250764, 0.15689476, -0.048730828, 0.07862422, -0.050529804) * go_5(-1.0, -1.0); + result += mat4(-0.16031522, 0.032964543, -0.04876928, 0.02347113, -0.15290083, -0.2451878, 0.052881993, -0.08540753, -0.07177217, -0.15992549, 0.0651776, -0.08932986, 0.1767438, 0.056059174, -0.0576956, -0.09165988) * go_5(-1.0, 0.0); + result += mat4(0.13147484, -0.0570967, -0.11560189, 0.05509382, -0.0150885545, 0.09640748, 0.014165965, 0.20704748, 0.030164357, -0.1082378, 0.024942307, -0.08219035, 0.124670975, -0.052641235, -0.0226715, -0.027526885) * go_5(-1.0, 1.0); + result += mat4(-0.23702182, 0.23504741, -0.0055127465, -0.05391814, -0.033541497, -0.004652474, 0.018886803, -0.03751877, -0.17091194, 0.023785884, 0.04066812, -0.060029395, -0.041414294, 0.01717907, -0.03250043, 0.06307296) * go_5(0.0, -1.0); + result += mat4(0.13159078, -0.21431974, 0.18132871, -0.057554632, 0.21089126, 0.2748356, 0.09672305, -0.06376276, 0.533338, 0.44528118, 0.005919547, -0.04472009, 0.057801563, 0.089425854, 0.00619256, -0.1724294) * go_5(0.0, 0.0); + result += mat4(0.092838384, 0.10023682, 0.024242302, -0.17375132, 0.078034006, -0.19451837, -0.15501493, -0.13293402, -0.18569629, -0.19058825, -0.00096012745, 0.046021726, 0.10088386, 0.08519642, 0.13217524, 0.13243376) * go_5(0.0, 1.0); + result += mat4(-0.027395649, 0.023635123, -0.010267926, 0.17099325, 0.12437585, -0.1249303, -0.06419651, -0.021422816, 0.17196923, -0.22701795, 0.015808482, -0.14445387, -0.05460773, -0.003828314, -0.18222629, -0.048698075) * go_5(1.0, -1.0); + result += mat4(-0.013598317, 0.122526735, -0.02577042, 0.08744144, -0.08979224, 0.1286411, -0.05883814, -0.12919591, -0.050816238, -0.15597601, -0.115631886, -0.12070838, 0.11360469, -0.02584839, -0.1560333, 0.011274217) * go_5(1.0, 0.0); + result += mat4(0.080101736, -0.1330538, 0.021211144, 0.1438211, 0.01772601, 0.11148414, 0.13287805, 0.15081206, -0.012008585, 0.06793454, 0.03773184, -0.032694455, 0.10249589, 0.026878785, -0.12141799, -0.09203301) * go_5(1.0, 1.0); + result += vec4(-0.034046266, 0.030718531, 0.029500093, -0.007484251); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07053637, -0.13757081, 0.083475806, 0.047742493, 0.17072907, 0.03391062, -0.06359729, -0.087144814, 0.13410439, 0.0766006, -0.07466357, 0.020072024, 0.070759356, -0.07371517, -0.002268697, -0.01926168) * go_0(-1.0, -1.0); + result += mat4(0.044688217, 0.11774826, -0.042388003, -0.07989108, -0.1972503, 0.050274227, 0.016185008, -0.058738116, -0.19790363, -0.05735989, -0.047189124, -0.14251053, 0.020062871, 0.03521658, 0.08752947, -0.23372267) * go_0(-1.0, 0.0); + result += mat4(0.25029907, -0.045921884, 0.09080718, 0.016080718, -0.084881, -0.11112135, 0.06381888, -0.11366214, -0.09134574, 0.078322254, 0.08380223, -0.04663652, 0.079209715, 0.019024234, -0.13660747, 0.014792784) * go_0(-1.0, 1.0); + result += mat4(-0.32267445, -0.14074866, -0.07469012, -0.16251983, 0.03330349, 0.11198752, 0.031585973, 0.022867791, 0.018227417, -0.20173706, 0.06353359, 0.20548727, -0.028305814, 0.100267045, 0.10572279, 0.026997928) * go_0(0.0, -1.0); + result += mat4(-0.098945044, 0.05311362, -0.19431336, -0.04678114, -0.4157369, -0.042450808, -0.044422694, 0.12376175, -0.23616472, 0.28038284, 0.14551993, 0.09350881, -0.16741902, -0.038471445, 0.01986414, -0.17471582) * go_0(0.0, 0.0); + result += mat4(0.14448655, -0.019295415, -0.10982297, -0.06357956, 0.2369261, 0.032228198, -0.11679823, -0.05587635, 0.04871467, -0.0137740765, -0.07519058, -0.18964961, -0.026393183, -0.01974549, 0.06976226, -0.016081909) * go_0(0.0, 1.0); + result += mat4(-0.0137074115, -0.079286255, -0.12312942, -0.018789625, -0.013921108, -0.0020071631, -0.054753337, 0.017963797, 0.2555907, 0.032142516, -0.24176246, 0.16440704, -0.017065119, 0.051031727, -0.1010096, -0.034884788) * go_0(1.0, -1.0); + result += mat4(-0.060335524, 0.074403755, -0.03940425, -0.06947243, 0.063064545, 0.0003786891, 0.042550083, 0.014553617, -0.18506478, 0.14322414, 0.09673403, 0.19324619, 0.13711761, 0.14422627, -0.26975414, 0.1770873) * go_0(1.0, 0.0); + result += mat4(0.0749963, -0.0043254187, 0.007601493, 0.044143427, 0.07984297, -0.13162711, -0.0021585606, -0.009246663, 0.20984007, -0.046367027, -0.09268187, 0.14495128, -0.12562644, 0.1836961, -0.009291084, 0.09893831) * go_0(1.0, 1.0); + result += mat4(-0.04764635, 0.0771012, -0.06254785, 0.049306013, -0.1309074, -0.16724089, 0.064103976, 0.029477306, -0.15803875, -0.018528668, 0.008828626, -0.06195826, -0.06321009, -0.08585472, 0.062971294, -0.09935699) * go_1(-1.0, -1.0); + result += mat4(0.09090366, 0.035622045, -0.07656447, 0.047136262, -0.12315156, -0.06781894, -0.16850029, -0.08679722, 0.031337507, -0.034778163, -0.0034067088, 0.060668938, 0.025843577, -0.13783671, 0.07269251, -0.016900677) * go_1(-1.0, 0.0); + result += mat4(0.0440054, 0.0036595238, 0.008771493, 0.030218529, -0.027555777, -0.06657435, -0.055236634, -0.033271316, -0.13821629, 0.03597882, -0.05062761, -0.053709738, -0.0017135427, -0.030783407, 0.08677211, -0.07123904) * go_1(-1.0, 1.0); + result += mat4(0.04535665, 0.10784165, 0.06629595, -0.08122243, -0.039657716, -0.18704408, 0.1423137, -0.042863034, -0.0742858, 0.18767954, 0.0049358946, -0.03671723, -0.26857832, -0.27597806, -0.15875868, -0.06401874) * go_1(0.0, -1.0); + result += mat4(-0.11346384, -0.02552838, 0.15989058, 0.135453, 0.11406132, -0.14827615, -0.034574773, 0.098348685, -0.11900814, -0.017299704, -0.0073399683, 0.28204438, 0.101091795, -0.05411511, -0.25915098, -0.18966594) * go_1(0.0, 0.0); + result += mat4(0.00533059, 0.02730481, -0.037623204, 0.0683161, -0.001293424, 0.048477355, -0.031527296, -0.06233651, -0.08181692, 0.15782121, -0.022148566, 0.023771856, 0.08038705, 0.20726775, -0.049652047, 0.013319854) * go_1(0.0, 1.0); + result += mat4(0.10297071, -0.004163597, -0.054161496, -0.047678668, 0.17382064, -0.07822223, -0.015010763, -0.04397959, 0.016814355, 0.029943537, -0.054495964, 0.025957715, -0.0020466947, -0.05330402, 0.1510799, 0.020855682) * go_1(1.0, -1.0); + result += mat4(-0.068892024, 0.06622253, -0.03464551, 0.058187455, 0.0040488504, 0.04686992, -0.031023791, -0.0217168, 0.27100065, 0.05667408, -0.1947591, 0.016222548, 0.15030278, 0.037999425, 0.18916538, 0.031360295) * go_1(1.0, 0.0); + result += mat4(0.0033874374, 0.16642143, -0.05115266, 0.033188976, 0.15715985, -0.016430153, 0.061355177, -0.03946156, 0.097530834, 0.09636378, -0.0040456597, 0.03355033, 0.08691396, -0.059714377, -2.6330366e-05, 0.07581963) * go_1(1.0, 1.0); + result += mat4(0.009388512, -0.11915495, -0.013311355, 0.037321404, -0.055611674, -0.03687238, 0.04141501, -0.05869542, 0.07016199, 0.09323767, 0.04217543, 0.06623439, 0.03210602, -0.05782674, -0.11002717, -0.0072197197) * go_2(-1.0, -1.0); + result += mat4(0.10509906, 0.09556673, 0.12621118, 0.05654386, -0.059508096, 0.05438697, 0.07796531, 0.013211419, 0.117890954, 0.06040751, -0.0016234997, 0.081311926, -0.13193677, 0.06996361, -0.13694339, -0.17900036) * go_2(-1.0, 0.0); + result += mat4(-0.053371694, -0.06806307, -0.1518878, 0.033526573, 0.046281144, -0.046205673, -0.034051836, 0.030009115, 0.126423, -0.016593177, -0.039357234, 0.10646578, -0.049523186, 0.031685475, 0.020842545, -0.12438032) * go_2(-1.0, 1.0); + result += mat4(0.13840649, 0.09017664, -0.049517624, 0.16685495, -0.08715648, 0.10113574, 0.018099392, 0.060909674, -0.0058692712, 0.045747917, -0.027853733, 0.05472168, 0.11535146, 0.18636864, 0.0723617, -0.014345535) * go_2(0.0, -1.0); + result += mat4(0.2979883, -0.30398092, -0.00448704, 0.034454245, 0.06174734, -0.012045507, 0.23352385, 0.09975292, 0.17575547, -0.013523325, -0.23254701, 0.13217497, -0.20258605, 0.07145199, 0.08916167, -0.16669402) * go_2(0.0, 0.0); + result += mat4(-0.1606433, 0.014213267, 0.046263646, 0.014771279, 0.041478187, -0.023410609, 0.14462134, 0.0359066, -0.14913698, -0.28093338, -0.098434776, 0.14168552, -0.017470809, -0.10474789, -0.019634444, -0.09452941) * go_2(0.0, 1.0); + result += mat4(-0.024310801, 0.039855056, -0.0277722, -0.0049349763, -0.075620376, 0.14836049, 0.16639285, -0.11209939, -0.06530567, -0.059602138, -0.090105936, -0.024020225, 0.03793827, -0.08396542, 0.03918101, 0.031654693) * go_2(1.0, -1.0); + result += mat4(-0.0019075832, -0.06279881, 0.019373834, -0.022848947, -0.19700366, -0.07276809, 0.10826095, 0.030095315, -0.18057819, -0.06393351, -0.023836957, 0.0065463074, 0.13035376, -0.06434109, 0.09293361, 0.03301868) * go_2(1.0, 0.0); + result += mat4(0.013273036, -0.016674511, 0.13465153, -0.10852922, 0.026329456, 0.13648263, 0.09414527, 0.0012146169, -0.04237767, -0.085370585, 0.05478497, -0.009154848, 0.06731204, -0.034912866, 0.022870043, 0.038516387) * go_2(1.0, 1.0); + result += mat4(-0.12806587, 0.108848855, 0.054954138, -0.04903305, 0.06644907, 0.18971404, -0.07503066, -0.04593073, -0.061711293, 0.014664125, 0.11856841, 0.045254968, -0.15008299, -0.074398935, 0.04106602, -0.24396381) * go_3(-1.0, -1.0); + result += mat4(0.038917247, -0.04640616, -0.08809665, 0.11144138, 0.22032888, -0.050760582, -0.014760546, 0.11236783, -0.059079073, 0.06937314, -0.031159066, -0.07186243, -0.20771858, 0.006415583, -0.07267114, 0.056808673) * go_3(-1.0, 0.0); + result += mat4(-0.00423516, 0.099120915, -0.059658743, 0.07284239, -0.062910534, 0.0818146, -0.04679385, 0.18365376, -0.09501989, -0.01619849, -0.060537007, -0.053941406, 0.01753884, 0.030266201, 0.03675036, 0.0021925808) * go_3(-1.0, 1.0); + result += mat4(0.046608146, -0.02341816, 0.07648551, 0.052848052, 0.0039356127, 0.036476433, 0.10236195, -0.032545663, 0.24973582, 0.037997168, 0.058406867, 0.07901572, -0.18169855, -0.005032321, -0.035923317, -0.14367534) * go_3(0.0, -1.0); + result += mat4(0.16122861, -0.040731397, 0.106095225, 0.0036572781, 0.028426658, 0.20103998, -0.06638636, -0.022662058, 0.050278876, -0.163471, -0.21357286, -0.1825406, -0.050869223, -0.040973462, -0.057061654, 0.2810217) * go_3(0.0, 0.0); + result += mat4(0.18768045, -0.040844023, -0.057449356, 0.12673363, -0.059018314, -0.030971631, 0.08158004, 0.06946996, -0.23750862, -0.00860647, -0.1003966, 0.034669064, 0.24486068, 0.07178945, -0.018041046, 0.15238568) * go_3(0.0, 1.0); + result += mat4(-0.2525261, -0.054517742, -0.23935242, -0.101572365, -0.030042917, 0.036003232, -0.122569695, -0.03556264, 0.06506395, -0.062265877, -0.1060633, 0.014838352, 0.108411096, -0.066448584, 0.0512793, 0.09429625) * go_3(1.0, -1.0); + result += mat4(-0.13627818, -0.10708255, -0.19644266, -0.037392955, -0.045197092, 0.19481973, 0.13070573, -0.060230445, 0.33588138, -0.034298502, -0.11659601, 0.12985578, 0.13320427, -0.11824594, 0.026382592, -0.053538818) * go_3(1.0, 0.0); + result += mat4(0.048666447, -0.017627062, 0.15464988, -0.045204308, -0.011256204, 0.13558346, -0.11524339, -0.09390041, -0.13328557, 0.0208915, 0.14780544, -0.076561615, 0.16454418, -0.06894578, 0.05620349, 0.023376953) * go_3(1.0, 1.0); + result += mat4(-0.15081851, 0.114050105, -0.20110038, -0.20664425, 0.024320586, 0.07185712, -0.07764587, -0.071572, 0.05626064, -0.033045493, 0.001562899, 0.025873706, -0.124655195, 0.008215636, 0.15243639, -0.004112266) * go_4(-1.0, -1.0); + result += mat4(-0.3066088, 0.03357835, 0.10992364, -0.06900282, -0.018690787, 0.06104214, -0.0041348864, 0.06407149, -0.03204788, 0.014121594, 0.08106938, -0.054475598, -0.265469, -0.14616208, -0.00401253, -0.03055698) * go_4(-1.0, 0.0); + result += mat4(-0.04365304, -0.03965277, -0.03783723, -0.064608894, -0.020902721, -0.14974843, -0.009566472, -0.05167228, 0.05844501, -0.06657627, 0.07489639, -0.033589855, -0.12991743, 0.06972872, -0.06635165, -0.012207249) * go_4(-1.0, 1.0); + result += mat4(-0.18625839, 0.054298103, -0.01828512, -0.11457061, -0.010832592, -0.058104735, -0.19629207, 0.04157041, -0.009692541, -0.14516611, -0.05172281, 0.049974106, 0.056659166, 0.04280708, 0.04385243, 0.010063984) * go_4(0.0, -1.0); + result += mat4(0.30084208, -0.06846901, -0.026888005, -0.13171686, 0.14192836, 0.04704836, 0.121805556, 0.044525314, 0.083052106, -0.08510613, -0.12172583, -0.30419388, -0.0878148, -0.16297778, 0.2601781, 0.07285239) * go_4(0.0, 0.0); + result += mat4(0.17655143, 0.030515455, 0.19467549, 0.06786994, 0.12391486, -0.07981, 0.032166053, 0.025423106, 0.03408094, -0.13683012, -0.1334616, -0.06392358, 0.19483057, -0.26500967, -0.09117511, 0.065103196) * go_4(0.0, 1.0); + result += mat4(-0.09752205, 0.052617133, 0.093155235, 0.036831614, 0.0069967005, -0.010922277, 0.03564152, -0.032540992, 0.08338763, -0.09178083, 0.044856872, -0.03585517, -0.03322978, 0.046807107, -0.08056567, -0.011965988) * go_4(1.0, -1.0); + result += mat4(0.18745014, -0.036378495, -0.05438124, -0.07421527, 0.19114059, 0.06546488, -0.011771215, 0.023253547, -0.21524692, -0.18299192, 0.16316402, -0.07972637, 0.05902257, -0.073275164, 0.034378335, -0.03623065) * go_4(1.0, 0.0); + result += mat4(0.11460803, -0.08311417, -0.013590335, 0.03570915, 0.089230955, 0.089890435, 0.020723056, -0.042275555, -0.0369812, -0.26617813, 0.046739977, -0.12200707, 0.14000617, -0.12750666, 0.118415974, -0.07106497) * go_4(1.0, 1.0); + result += mat4(-0.0142673105, 0.2708808, 0.035017774, 0.06703521, 0.029961549, 0.14673132, 0.063695125, -0.02033868, -0.06468242, -0.026121365, -0.0026516293, -0.027388861, -0.08078243, 0.087715834, 0.022955768, -0.02319636) * go_5(-1.0, -1.0); + result += mat4(0.1718002, -0.11518721, -0.0025345646, 0.1238703, -0.18476513, -0.21286273, 0.20789471, 0.01770004, -0.061133858, -0.0626756, 0.055727385, -0.008457355, 0.118455775, 0.10262385, -0.006697552, 0.014359785) * go_5(-1.0, 0.0); + result += mat4(0.09120904, 0.07372497, 0.11044388, -0.03926499, -0.03780375, 0.089837864, -0.09430582, -0.08950114, -0.14755902, -0.03831562, 0.023441203, -0.01944005, 0.04238117, 0.03447587, -0.06003528, 0.044492997) * go_5(-1.0, 1.0); + result += mat4(0.11524887, -0.039266784, 0.066004194, 0.0054254015, 0.05427426, -0.09622213, -0.10315417, -0.050567277, -0.07576602, -0.12929544, -0.047569484, -0.0073220725, -0.19992967, -0.09847938, -0.010317084, -0.06364932) * go_5(0.0, -1.0); + result += mat4(-0.16610023, 0.2372482, -0.08908623, -0.0074210903, -0.30944943, -0.13369739, -0.14367966, -0.088355504, -0.17537226, -0.027992815, 0.2002623, -0.077625655, 0.43252298, 0.070107736, 0.12366656, 0.04695458) * go_5(0.0, 0.0); + result += mat4(-0.16442165, -0.115128726, -0.07232464, -0.06728961, -0.28723717, 0.17190668, -0.08351212, -0.0021862125, 0.121666215, 0.21980163, 0.041315466, -0.062825136, 0.19541566, 0.11147719, 0.024110844, 0.03695252) * go_5(0.0, 1.0); + result += mat4(0.1264344, -0.043413147, -0.0045117373, 0.11031058, 0.14368063, 0.0709618, -0.060608998, 0.12688136, -0.0067742122, -0.036186397, 0.0893928, 0.0054127555, -0.09240343, 0.00012509787, 0.22235379, -0.010589687) * go_5(1.0, -1.0); + result += mat4(-0.27677822, -0.026975723, 0.1144896, -0.02925077, 0.31745398, 0.030609636, -0.058644157, -0.080246314, 0.16578154, 0.040172495, 0.1331117, -0.02078141, -0.04805901, 0.04640852, 0.10614158, 0.012697342) * go_5(1.0, 0.0); + result += mat4(-0.11755322, 0.09768716, 0.0012669004, -0.110562816, 0.06637665, 0.02764571, -0.12623487, -0.023209875, 0.12958577, -0.007275613, 0.010377832, -0.0105528, -0.14058565, -0.030191245, 0.025604937, -0.013748175) * go_5(1.0, 1.0); + result += vec4(-0.03760731, -0.0242485, -0.021933366, 0.027489811); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.027916895, -0.12058145, -0.083479345, -0.026083047, 0.014759637, -0.07421897, -0.017896682, 0.086924285, -0.05399337, 0.07368837, -0.26842278, 0.09718693, -0.014846767, -0.002766841, 0.06403607, 0.0669811) * go_0(-1.0, -1.0); + result += mat4(-0.021020316, -0.21434662, 0.06523966, 0.11869478, -0.21215962, -0.042433035, -0.10847877, -0.10532955, -0.18938127, 0.05224748, 0.02170683, -0.09415175, -0.08846007, -0.18066676, -0.108328596, 0.09838168) * go_0(-1.0, 0.0); + result += mat4(-0.0014482798, -0.08546761, 0.053286448, -0.022678297, -0.009113084, -0.09750778, 0.10262376, -0.003133292, 0.026831077, 0.03348051, -0.031860266, 0.053811714, -0.05097466, 0.040436964, -0.063929394, -0.12586603) * go_0(-1.0, 1.0); + result += mat4(0.015445512, 0.029696425, -0.15537772, -0.057669863, -0.058116574, 0.188642, -0.289381, -0.03078714, -0.010385, 0.014184904, 0.16890535, -0.02512565, 0.116905816, 0.043889366, -0.027181825, 0.015912583) * go_0(0.0, -1.0); + result += mat4(0.0659837, 0.09219005, -0.085082754, 0.051408056, 0.11564603, 0.038757283, -0.0004551866, 0.06365286, 0.09702758, 0.10664935, 0.34716737, 0.14471847, 0.28146356, -0.00765224, 0.1772403, 0.22182499) * go_0(0.0, 0.0); + result += mat4(-0.08183167, 0.05762959, -0.043376535, -0.16858399, 0.02308398, -0.055296358, 0.07663533, 0.106998175, -0.10704135, -0.02596522, 0.013459359, -0.044283163, 0.07874813, 0.022484714, 0.30442455, 0.071259074) * go_0(0.0, 1.0); + result += mat4(-0.0022170176, 0.022313403, 0.122714184, -0.026881142, 0.08282965, -0.06490924, 0.18938759, 0.0677223, 0.1294088, 0.059372786, -0.110964485, 0.010619735, -0.09610158, -0.022745904, -0.019792024, -0.0034128428) * go_0(1.0, -1.0); + result += mat4(-0.041866794, -0.13008577, 0.110913865, -0.016430711, 0.13772298, 0.06592027, -0.0034176896, -0.032333232, -0.0071776314, 0.031079333, -0.10468204, 0.026052983, -0.025571326, 0.048804965, 0.045641564, -0.035233505) * go_0(1.0, 0.0); + result += mat4(0.035716273, -0.100303516, -0.031205915, -0.031608257, 0.09185616, 0.020499555, -0.16786079, -0.12639952, -0.023970092, 0.08524624, -0.06759015, -0.12429372, -0.0127442675, 0.112773865, -0.26975212, -0.007704992) * go_0(1.0, 1.0); + result += mat4(-0.022916801, -0.09817618, 0.20416892, 0.12702931, -0.012764869, -0.038772803, -0.27769282, -0.034622744, -0.13437684, 0.02120745, -0.1548114, 0.006228885, 0.22984603, -0.2432492, 0.10387287, -0.059412073) * go_1(-1.0, -1.0); + result += mat4(0.2363932, -0.11194499, -0.064652696, 0.07116429, -0.14603911, 0.18921274, -0.013249935, 0.13604592, 0.07306857, 0.08511469, -0.061648175, 0.052819334, 0.2016978, -0.13642034, -0.014157929, 0.072210535) * go_1(-1.0, 0.0); + result += mat4(-0.18656836, 0.17888299, 0.003892404, -0.048626274, -0.11190575, 0.09419825, 0.1276045, -0.012969808, -0.14728911, 0.17536093, 0.050294712, 0.19381198, -0.06558784, -0.09776518, -0.11414383, -0.1866525) * go_1(-1.0, 1.0); + result += mat4(0.15634118, 0.19272068, -0.05068886, -0.030995008, -0.035177864, 0.07032768, 0.116517685, -0.09072261, -0.10217943, -0.09160873, -0.062906645, 0.12504682, -0.09060218, 0.014820002, 0.03459818, -0.108051665) * go_1(0.0, -1.0); + result += mat4(-0.018596219, -0.017673533, -0.006066184, -0.064746305, -0.11017345, -0.09556466, 0.21868086, -0.027287072, -0.11609723, -0.11342597, 0.1788956, 0.035506073, -0.096203305, -0.037712112, 0.14055523, 0.16230235) * go_1(0.0, 0.0); + result += mat4(0.0056694653, -0.045156818, 0.10069355, -0.07291589, -0.048202783, -0.12425812, 0.15425333, -0.052708663, -0.17621729, 0.06338879, 0.1205465, 0.1754123, -0.028028619, 0.11745275, -0.120209925, 0.031073835) * go_1(0.0, 1.0); + result += mat4(-0.058996305, 0.042816967, -0.002514556, -0.0055761277, -0.05223201, -0.17414387, 0.13102455, 0.02741174, -0.0785701, 0.080076955, -0.058584027, 0.034780204, -0.0276381, 0.055405296, -0.09418891, 0.0013168643) * go_1(1.0, -1.0); + result += mat4(-0.03179422, -0.080134, 0.055742502, -0.14085148, -0.0010870491, 0.006537003, -0.0013490077, -0.086607024, 0.057871595, -0.07872675, 0.22251247, -0.052358106, -0.1307614, -0.22731845, -0.06979484, 0.00849211) * go_1(1.0, 0.0); + result += mat4(0.14046812, 0.04020691, -0.032090276, -0.09295882, -0.11624229, -0.10551015, 0.08762072, -0.07726716, -0.1498316, -0.17169969, -0.04618553, 0.14997219, -0.012493408, -0.06838468, 0.10913737, 0.018050432) * go_1(1.0, 1.0); + result += mat4(0.033775266, -0.07618233, 0.11493082, -0.026212664, -0.04540022, 0.026137805, -0.13465577, 0.15029386, 0.07141062, 0.09716221, -0.025410062, 0.032656677, 0.037815653, -0.040112175, 0.11637884, 0.11825522) * go_2(-1.0, -1.0); + result += mat4(0.14827983, -0.081768006, -0.05624141, -0.0044099363, 0.032463025, 0.10766071, -0.061944928, -0.15250987, -0.14692347, 0.1010062, 0.1384647, 0.079083905, -0.11822245, -0.054733507, 0.06650751, 0.04349182) * go_2(-1.0, 0.0); + result += mat4(-0.0189154, -0.033869926, -0.008463885, -0.1524785, -0.017154029, -0.021163551, 0.045354687, 0.056154214, 0.0996, 0.18220654, -0.02275312, -0.051522568, -0.015781462, -0.14436358, -0.13036303, -0.08281256) * go_2(-1.0, 1.0); + result += mat4(0.060433608, 0.025449814, 0.03162007, -0.13456888, -0.02134081, -0.15663207, 0.17289546, 0.0011385656, 0.059484057, 0.052233964, -0.03541694, 0.113927364, -0.0010070644, -0.005570618, 0.12790091, 0.16491406) * go_2(0.0, -1.0); + result += mat4(-0.033132974, -0.098377176, -0.12513644, 0.08796082, -0.0028096333, 0.09346144, -0.18109433, 0.17953019, 0.10331962, -0.111182235, -0.11015705, -0.15538633, -0.015985087, 0.06262592, 0.11767445, 0.04020116) * go_2(0.0, 0.0); + result += mat4(-0.10818913, -0.10614671, -0.0061792796, 0.07901479, -0.0018810411, 0.0026243017, 0.15281977, 0.1715038, -0.017927805, 0.07613347, 0.033450123, -0.23979095, 0.028044673, 0.060702097, 0.019822879, -0.14792976) * go_2(0.0, 1.0); + result += mat4(-0.008551052, -0.03843347, 0.0472157, -0.010416428, -0.01928176, -0.0063839755, 0.03508731, 0.24043478, 0.033645283, -0.11676803, -0.06743783, -0.034164682, -0.014925681, -0.030447507, -0.111160316, -0.034867767) * go_2(1.0, -1.0); + result += mat4(-0.102300785, 0.114739686, -0.007856566, -0.12389364, -0.18574199, 0.06441196, -0.1979763, -0.016671708, -0.09252569, 0.0037067563, -0.0609829, 0.028997343, 0.047285903, -0.018309064, -0.027229104, 0.06743576) * go_2(1.0, 0.0); + result += mat4(-0.055446856, -0.06821513, -0.0059853215, -0.13260886, 0.083104685, -0.11773866, 0.007317027, -0.039318476, -0.0042170533, 0.0121953655, -0.010792958, -0.010249791, 0.007397987, 0.0047044945, 0.049882278, 0.0047567203) * go_2(1.0, 1.0); + result += mat4(0.03465105, 0.062134508, -0.043116115, -0.017247844, -0.04502861, -0.10212199, 0.16550505, 0.016599817, 0.08857375, -0.03961283, 0.13870746, -0.082080655, -0.08469554, -0.18640712, -0.014425766, 0.034508247) * go_3(-1.0, -1.0); + result += mat4(-0.12399076, 0.22634715, -0.13730592, 0.04840304, 0.09450334, -0.065218486, 0.0068855314, -0.049165834, -0.011287574, -0.10739019, -0.00023772087, 0.09688784, 0.10983027, -0.011201701, 0.14466487, -0.21600902) * go_3(-1.0, 0.0); + result += mat4(-0.05468909, 0.050734483, 0.046412308, -0.09749245, 0.05704707, 0.22612362, -0.15571213, 0.06998293, 0.017409045, -0.13634662, -0.020574553, -0.073725305, 0.04699205, -0.08355112, 0.08512415, 0.15568486) * go_3(-1.0, 1.0); + result += mat4(0.10635322, 0.07337078, -0.07432055, 0.004248984, 0.027724393, -0.040500402, 0.196942, 0.041983824, 0.083976634, 0.10290795, -0.3009756, 0.082270764, -0.15817869, -0.027697606, -0.029153766, 0.08529106) * go_3(0.0, -1.0); + result += mat4(0.14958759, 0.13267447, 0.22206177, -0.17663805, -0.10765967, -0.03566466, 0.04633988, -0.03062237, -0.20792471, -0.002921972, -0.15749575, -0.22428021, -0.23200673, 0.14563684, -0.160325, -0.266424) * go_3(0.0, 0.0); + result += mat4(-0.13190623, 0.041341502, -0.12777801, -0.055840913, -0.112986885, -0.0021044768, -0.12469129, -0.11046474, -0.03600098, -0.011692557, -0.02686337, -0.17009224, -0.0820219, -0.029119916, -0.111095175, 0.15297051) * go_3(0.0, 1.0); + result += mat4(0.14414293, 0.02744959, -0.102789834, 0.006705362, -0.030359348, 0.083485864, -0.12009053, -0.02636556, 0.08503298, -0.10867725, 0.09814758, -0.14605886, 0.16700824, -0.0866019, 0.008852153, -0.21706365) * go_3(1.0, -1.0); + result += mat4(-0.011756063, 0.008039321, 0.03698028, -0.10509595, -0.099564835, 0.009903015, -0.08965568, 0.06633642, 0.10181769, 0.08294756, 0.025898153, -0.098384134, 0.066339396, -0.02191258, 0.03265874, 0.1477094) * go_3(1.0, 0.0); + result += mat4(-0.22950448, -0.07607528, 0.016735366, 0.083834045, -0.005080134, 0.09744342, -0.105208844, 0.043603517, 0.005231004, -0.023469515, 0.08517984, 0.14299476, 0.0062482157, -0.09623864, 0.097964756, 0.11196982) * go_3(1.0, 1.0); + result += mat4(-0.31986436, 0.02033341, -0.067986034, 0.12729374, -0.0048481217, 0.05469139, 0.16248406, 0.09194327, 0.024411261, 0.051379394, 0.00034975683, -0.021101091, 0.00954231, 0.02220226, -0.32092375, -0.039599743) * go_4(-1.0, -1.0); + result += mat4(-0.23243247, 0.102910504, 0.08704054, -0.16638695, -0.04414702, 0.10768372, 0.06244856, -0.053088184, -0.07190515, 0.025491035, -0.0073894467, -0.06960583, 0.04625048, 0.09757096, -0.014015539, -0.2686573) * go_4(-1.0, 0.0); + result += mat4(0.09618109, -0.04002844, 0.10706359, 0.0021603133, -0.10353008, -0.051047757, 0.22455198, -0.034693047, 0.0572685, -0.055035133, 0.004646706, 0.097952425, 0.14423034, 0.03551641, 0.17294352, 0.18931827) * go_4(-1.0, 1.0); + result += mat4(-0.103451714, -0.14722984, 0.075681895, 0.05237415, -0.11553789, -0.04747042, 0.06682777, -0.094138026, 0.17443697, 0.022166768, -0.033095736, -0.060237505, 0.12380581, -0.0075241313, -0.07084953, -0.036764625) * go_4(0.0, -1.0); + result += mat4(-0.035672948, -0.06520371, -0.09139108, 0.04217135, -0.117305085, 0.07602235, -0.15833357, 0.056191333, -0.11441557, 0.037268326, -0.028076539, -0.12540102, 0.016748995, 0.034004167, -0.1824477, -0.16126373) * go_4(0.0, 0.0); + result += mat4(0.06134336, -0.11747715, -0.08211664, 0.08370146, -0.12180083, 0.19250062, -0.054975577, 0.020182844, 0.08444608, -0.06466239, 0.015815528, -0.031805765, -0.0028007699, 0.08060802, 0.15744543, -0.12746236) * go_4(0.0, 1.0); + result += mat4(0.043641105, -0.07119625, -0.042450625, 0.05739444, 0.018069813, 0.029118251, 0.0061236136, 0.07221804, -0.011486244, -0.041661404, 0.2197789, -0.020237818, 0.15324089, -0.02419463, 0.095150515, -0.048418492) * go_4(1.0, -1.0); + result += mat4(0.010760071, 0.079417765, -0.038494457, 0.0804348, -0.03777174, -0.2785645, -0.0018691403, -0.009908184, -0.2519993, -0.021114716, -0.075966366, -0.11307284, 0.042725798, 0.02793535, 0.08475073, 0.00719373) * go_4(1.0, 0.0); + result += mat4(-0.06026802, -0.1285141, -0.015326734, -0.092160225, -0.03740965, -0.10725952, 0.11102985, -0.05550745, 0.07659162, -0.115331456, 0.003444734, -0.054064468, -0.08475641, -0.08501742, -0.24890389, 0.07931074) * go_4(1.0, 1.0); + result += mat4(0.16370693, 0.14513049, -0.13996753, -0.061734002, -0.030769601, 0.057222515, 0.050910987, -0.04650852, -0.054636024, -0.021683916, -0.17012738, 0.020975761, -0.1575395, 0.23097757, -0.20053351, -0.03677814) * go_5(-1.0, -1.0); + result += mat4(0.08665788, 0.11735751, -0.017768439, 0.0068110893, 0.2169534, 0.04611748, -0.05265798, -0.14298616, 0.030219741, 0.0361948, -0.17905854, -0.072263926, -0.12066245, -0.043840945, -0.075282134, 0.062113304) * go_5(-1.0, 0.0); + result += mat4(-0.07236986, 0.12181904, -0.010601836, 0.14551845, -0.073809735, 0.15977979, -0.018897848, 0.036385477, 0.0025911513, 0.026647402, 0.07882444, 0.028249063, 0.009689747, -0.03413688, -0.032440297, 0.060033906) * go_5(-1.0, 1.0); + result += mat4(0.0063548526, -0.05827531, -0.0863922, 0.09530562, -0.007424638, 0.2742968, -0.44429728, 0.1693316, 0.00851462, 0.018132828, -0.014929005, -0.08181229, -0.12771043, -0.15851092, -0.08833768, -0.05561009) * go_5(0.0, -1.0); + result += mat4(-0.17187662, -0.020507278, -0.00087365095, -0.17611316, -0.13882494, 0.07799683, 0.06299509, -0.33718416, -0.19870155, 0.055342596, 0.1495889, 0.13743624, -0.16251567, -0.02317984, -0.3027063, 0.07310683) * go_5(0.0, 0.0); + result += mat4(0.07612367, -0.06315094, 0.086967595, -0.17633231, 0.010166444, 0.109485, -0.06876594, 0.19186738, 0.12188993, -0.010759893, 0.0059104343, 0.21518311, -0.14552301, -0.04969499, 0.013590615, -0.0688024) * go_5(0.0, 1.0); + result += mat4(-0.0505275, 0.05859463, -0.08945146, -0.0057924157, 0.058152966, -0.024229135, 0.031221801, -0.15067945, -0.018535225, 0.13843696, 0.041234065, 0.051733483, -0.10050763, 0.10705917, -0.022969715, 0.03912073) * go_5(1.0, -1.0); + result += mat4(-0.009000505, -0.11456071, 0.0340094, 0.12444861, 0.07345543, -0.1419509, 0.092182405, 0.056249533, 0.063071616, -0.010534381, 0.056680985, 0.025993576, -0.13020347, 0.066157125, 0.0073951716, -0.027919816) * go_5(1.0, 0.0); + result += mat4(0.11827389, 0.111768976, 0.024734994, -0.008209825, -0.11939657, 0.049890216, -0.14757815, -0.0018939807, -0.108214505, -0.13791578, 0.06980697, -0.035102874, 0.0068360427, 0.15766092, -0.0094464505, 0.02528075) * go_5(1.0, 1.0); + result += vec4(0.15827118, -0.013269078, -0.026832024, -0.007341773); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0858087, -0.091669075, -0.029618878, -0.006829049, 0.05929614, -0.10007056, -0.07165286, -0.044839766, 0.16440393, -0.013165904, 0.16345644, -0.040166497, -0.08533438, 0.033274904, 0.023744298, 0.00462745) * go_0(-1.0, -1.0); + result += mat4(-0.012197617, -0.17494427, -0.044840526, 0.09467358, 0.0670941, 0.04051791, 0.031950857, 0.043632418, 0.27560753, -0.18038619, -0.016762096, -0.18554263, -0.07514284, -0.12060545, -0.06567658, 0.095817134) * go_0(-1.0, 0.0); + result += mat4(-0.006523474, -0.08222627, -0.0071327686, 0.0019292525, 0.10427757, -0.12537085, 0.04317682, -0.073334634, 0.05154215, -0.091944076, -0.02118822, -0.056948982, -0.13910337, 0.03694039, -0.057772428, -0.04310826) * go_0(-1.0, 1.0); + result += mat4(0.06324951, -0.22648853, -0.07255338, 0.017026639, -0.008103722, -0.21415114, -0.26123968, -0.12380067, -0.122654535, -0.072686374, -0.106361255, -0.085339114, -0.032308288, 0.15890516, 0.06622756, -0.023396786) * go_0(0.0, -1.0); + result += mat4(-0.042859413, -0.09672486, -0.25197455, -0.09964709, 0.29545367, -0.031414457, -0.09069656, -0.1515025, 0.0027435324, -0.22244011, -0.028398262, 0.023005402, -0.01898338, -0.044614386, -0.15384883, -0.03421089) * go_0(0.0, 0.0); + result += mat4(0.02024483, -0.0024315433, -0.12607838, -0.06749624, 0.18010019, -0.13433436, 0.023777714, -0.000595795, 0.06660958, 0.0047493204, -0.008804406, -0.01993787, -0.16380167, -0.116379924, -0.08225346, -0.15736714) * go_0(0.0, 1.0); + result += mat4(0.04966525, -0.18904372, 0.0033124757, 0.007581284, 0.04973636, -0.054151382, -0.0019207672, 0.035237975, 0.050646428, 0.054101888, 0.10167154, -0.06646531, -0.1516706, 0.0069144946, -0.11062034, 0.00401821) * go_0(1.0, -1.0); + result += mat4(0.042625226, -0.13069777, -0.16180645, -0.023299642, 0.026805617, -0.05658099, 0.043719705, 0.1092636, 0.12341378, 0.042006955, 0.18066125, 0.16378504, 0.11135436, 0.08376113, 0.031495962, 0.04347884) * go_0(1.0, 0.0); + result += mat4(-0.006632579, -0.08609527, -0.08015572, -0.09973007, 0.0060661826, -0.0025273473, 0.027333017, 0.19469416, 0.115743786, -0.048629977, 0.07540239, 0.060625635, 0.11000561, -0.0005722454, -0.17226484, -0.27114823) * go_0(1.0, 1.0); + result += mat4(0.055690464, -0.02658434, 0.07268652, 0.10016923, -0.16319957, 0.17007092, 0.21633402, 0.20618637, -0.113490485, 0.02199878, 0.0055137747, 0.12215447, -0.09464513, 0.045647286, -0.14000376, 0.073245205) * go_1(-1.0, -1.0); + result += mat4(-0.23644187, 0.079229124, 0.15172592, -0.13774072, -0.026849356, -0.021209542, -0.027881218, 0.033904858, 0.038394954, -0.087262556, -0.08262074, -0.031362742, -0.043572012, -0.025324758, -0.030077327, 0.005004752) * go_1(-1.0, 0.0); + result += mat4(0.09973582, 0.010234953, -0.08513304, -0.03290182, -0.06016728, -0.14835075, -0.049367975, -0.109585285, 0.1308012, -0.05561698, 0.02354898, 0.013404379, 0.076999895, 0.0965049, -0.08259544, 0.08366891) * go_1(-1.0, 1.0); + result += mat4(-0.14182909, 0.08395952, 0.08790292, -0.10685734, 0.20583102, 0.04878629, 0.33621716, 0.022593737, 0.11261521, 0.21141209, 0.20565145, 0.10242992, 0.024171967, 0.0531655, 0.049630456, -0.026225826) * go_1(0.0, -1.0); + result += mat4(-0.24823152, -0.004493935, -0.098093554, 0.024939846, -0.18618853, 0.23347515, 0.3677701, 0.116543904, -0.0123427, -0.023756992, -0.047602683, -0.17058952, 0.255566, -0.16041403, -0.12076221, -0.16564348) * go_1(0.0, 0.0); + result += mat4(-0.013236432, 0.076761626, 0.081881255, 0.09071596, -0.11729648, -0.006444196, 0.10923074, 0.13791469, -0.043651752, -0.18294181, -0.040916644, 0.097785, -0.0028955766, -0.0027983326, 0.073921174, -0.10227346) * go_1(0.0, 1.0); + result += mat4(-0.0018851581, 0.042510424, -0.049210977, 0.054145046, 0.062141296, -0.05751743, -0.1545065, -0.07428518, -0.0012378759, 0.0046147997, 0.05624973, 0.026027879, 0.014657843, 0.03690237, 0.020237725, 0.028257368) * go_1(1.0, -1.0); + result += mat4(-0.0131197, -0.068101935, 0.1810527, -0.16003254, -0.031678617, 0.02635583, 0.028078066, -0.061150465, 0.011311746, -0.13556738, 0.010152058, -0.27962342, -0.06454591, 0.20071113, -0.17109145, 0.24637976) * go_1(1.0, 0.0); + result += mat4(0.010061335, -0.001633492, 0.015894579, 0.11813777, -0.0085875485, 0.16046463, -0.03870673, -0.1573532, 0.007046577, -0.032677893, -0.03055368, 0.16372435, -0.023844553, 0.0414419, 0.024983952, 0.118105516) * go_1(1.0, 1.0); + result += mat4(-0.015675241, 0.06467378, -0.06385561, 0.23119383, 0.19577031, 0.09614502, 0.14291568, 0.0646477, -0.04580087, -0.054257967, 0.0035926772, -0.084984995, 0.07729014, -0.12703735, 0.021946913, -0.13898507) * go_2(-1.0, -1.0); + result += mat4(0.04983293, -0.1356944, 0.06499119, 0.18219076, -0.0012843006, 0.017029244, 0.072508365, -0.109151654, 0.20020588, -0.01626167, -0.046852995, -0.15508164, 0.17773204, -0.11779289, 0.16009867, -0.20663622) * go_2(-1.0, 0.0); + result += mat4(-0.29108632, -0.10655777, 0.044198614, -0.04410373, -0.04469665, 0.026585957, -0.03942788, 0.15000731, 0.09523267, -0.13746834, 0.04037757, -0.100768045, 0.13844049, 0.015964666, 0.050790466, -0.0692099) * go_2(-1.0, 1.0); + result += mat4(-0.06911559, 0.012809353, -0.12680744, -0.048866037, 0.055650793, -0.0578033, -0.098106444, 0.074231684, 0.07584408, -0.06642763, -0.12730137, -0.19599968, 0.057783168, 0.2112361, 0.2594585, -0.005996189) * go_2(0.0, -1.0); + result += mat4(0.14301813, -0.11221026, -0.13259968, -0.094263665, -0.07149053, -0.048891526, -0.032946635, -0.10009779, 0.27363536, 0.14980642, -0.02908678, 0.0047521754, 0.3446896, 0.026126916, 0.36222085, 0.18175994) * go_2(0.0, 0.0); + result += mat4(-0.14227025, -0.043589745, -0.026543979, -0.16103217, -0.15027285, 0.039540008, -0.006172108, -0.10215637, 0.054667268, -0.056833044, -0.041795656, -0.13694401, 0.10057133, -0.13033262, 0.10366755, -0.022725947) * go_2(0.0, 1.0); + result += mat4(0.09428237, 0.013572218, 0.08937405, 0.07288141, -0.11737223, 0.23257263, -0.04531822, 0.13323838, -0.06946843, 0.09392816, 1.8482398e-05, 0.099077396, 0.035169534, -0.25623903, -0.018828487, -0.06300839) * go_2(1.0, -1.0); + result += mat4(-0.026215252, 0.03051006, 0.07113607, -0.12154545, 0.0040449486, -0.123852775, -0.08525913, -0.1901913, 0.017407645, 0.16107552, -0.12645124, -0.017211819, -0.07441704, -0.005858128, -0.011531684, 0.32415336) * go_2(1.0, 0.0); + result += mat4(-0.17503254, -0.0015612559, 0.10169017, 0.019084195, 0.021156454, -0.310495, 0.04608056, 0.10953508, 0.19300106, -0.22451214, 0.03351187, -0.23461004, 0.072505705, 0.015136174, 0.04027726, 0.07976788) * go_2(1.0, 1.0); + result += mat4(0.063301176, -0.05981131, 0.08261184, -0.14083353, -0.03195537, 0.0578306, 0.02804363, -0.20032683, -0.05517824, -0.0757025, -0.19914438, -0.042908937, -0.030248174, -0.25152618, 0.050725143, 0.1369699) * go_3(-1.0, -1.0); + result += mat4(0.1003561, 0.0734191, 0.09896423, -0.08019514, 0.014390224, -0.00054874463, 0.037597846, -0.09500772, 0.09027194, 0.101415, -0.040434603, 0.08962564, -0.22431703, -0.07749036, 0.0013332567, 0.09083244) * go_3(-1.0, 0.0); + result += mat4(0.008767293, 0.024598125, -0.006601763, -0.028163001, -0.024962863, 0.08638626, -0.028004736, -0.08388235, 0.022387464, 0.070822835, -0.022390194, 0.035980027, -0.043976255, -0.13879846, -0.0064368118, 0.1285523) * go_3(-1.0, 1.0); + result += mat4(0.04603082, 0.12994967, 0.081791796, 0.09700837, 0.023545785, 0.06551075, 0.12287056, -0.22250815, -0.16573791, -0.047054622, 0.07907622, -0.031006414, 0.06890266, -0.123863325, 0.067868486, 0.18396272) * go_3(0.0, -1.0); + result += mat4(0.16980824, 0.015854107, 0.17575637, 0.15477645, -0.09076066, -0.05120928, 0.03070066, 0.11817304, 0.06490148, -0.012875289, 0.006170174, 0.11815885, 0.041828565, -0.17298366, -0.014634091, 0.124265894) * go_3(0.0, 0.0); + result += mat4(0.06368938, -0.032462507, 0.04960355, -0.04891845, -0.0038693375, 0.12922424, 0.0047689294, -0.08684701, 0.095224895, 0.0020490738, -0.046015333, -0.18551406, 0.07551751, -0.071112834, 0.02344341, 0.04623062) * go_3(0.0, 1.0); + result += mat4(-0.056204665, 0.013370383, -0.0043938635, 0.000645203, -0.09654348, 0.02182419, 0.0059207743, -0.13559262, 0.06930852, 0.008161434, 0.016864823, 0.11678153, 0.0039051562, -0.07914336, 0.04955842, 0.017483408) * go_3(1.0, -1.0); + result += mat4(0.010976288, 0.10715081, 0.09279967, 0.020898886, 0.013906253, 0.09519829, -0.033453338, 0.06451083, -0.043613426, -0.009969589, -0.11931571, 0.03572111, 0.0051956573, -0.0647261, -0.07640106, 0.14315592) * go_3(1.0, 0.0); + result += mat4(0.051365715, 0.05332849, 0.028890109, -0.047791258, 0.088561386, 0.07254739, -0.04627223, -0.066297226, -0.106467545, -0.061747868, -0.04026904, 0.0245163, 0.104035124, 0.0005123147, 0.09572231, 0.23461665) * go_3(1.0, 1.0); + result += mat4(0.025117617, -0.051919132, -0.10238518, 0.0087314, -0.24502674, 0.24725929, 0.020510906, -0.11374982, -0.08788345, 0.14287415, -0.05371828, -0.09765232, 0.089326784, 0.059355933, 0.003667818, 0.007658546) * go_4(-1.0, -1.0); + result += mat4(0.032038644, -0.064910114, -0.041199267, 0.07735183, 0.023076316, 0.2316058, 0.14530785, 0.01587883, 0.17309736, 0.034302652, 0.078950614, 0.07103009, 0.042525988, 0.026763001, 0.03962311, -0.017174084) * go_4(-1.0, 0.0); + result += mat4(-0.045589544, 0.09957158, 0.0106373755, 0.029290373, -0.012066452, 0.107432865, -0.10563313, 0.08964528, 0.081136055, 0.16387793, -0.037766423, 0.083933, -0.0100631835, -0.041015863, 0.020540452, -0.01647507) * go_4(-1.0, 1.0); + result += mat4(0.12199317, -0.078802, -0.14587677, -0.05266387, -0.2739342, -0.07832318, -0.02654562, -0.19134043, -0.15542388, 0.10411293, 0.0068920734, -0.18878813, 0.032211393, 0.15987061, -0.12149388, 0.09021272) * go_4(0.0, -1.0); + result += mat4(0.017827235, 0.021951806, 0.12995765, -0.1925006, 0.43689772, -0.067384414, -0.12091599, -0.20399235, 0.11603679, 0.26069987, 0.09115632, 0.29782417, -0.37195182, 0.17822702, 0.26410392, 0.22584216) * go_4(0.0, 0.0); + result += mat4(0.00091769337, -0.10308406, -0.03788696, 0.009829855, 0.07434385, -0.055530947, -0.119265415, 0.03404489, 0.13412294, 0.19281757, -0.21274371, -0.09527358, 0.022169666, 0.06841656, -0.09664997, 0.02376001) * go_4(0.0, 1.0); + result += mat4(0.02522274, -0.07492225, 0.108729765, -0.084396936, -0.1450858, -0.084260635, 0.036976974, 0.07395254, 0.102778085, -0.04220765, 0.015409228, -0.09215815, 0.033722915, 0.09410213, 0.06759963, 0.03639959) * go_4(1.0, -1.0); + result += mat4(-0.0129304, 0.049982294, -0.16211604, 0.15442637, -0.00069647084, 0.026756465, -0.06687889, 0.25361556, -0.022950223, 0.123774804, -0.018783078, 0.23009071, 0.08808236, -0.02500049, 0.058831975, -0.059854023) * go_4(1.0, 0.0); + result += mat4(0.0282501, -0.06622134, -0.03940754, -0.057764836, 0.023595478, 0.12694593, -0.0038103263, 0.1507626, 0.03539641, 0.04670363, -0.07688535, -0.04822336, 0.054404292, -0.07222161, -0.09880846, -0.09190709) * go_4(1.0, 1.0); + result += mat4(0.028638069, 0.032332644, 0.10077746, -0.13334957, -0.068841085, -0.11133997, 0.03466411, -0.10885937, 0.050528128, -0.09258964, -0.07510585, -0.031298082, 0.074979246, 0.02487803, 0.05295848, 0.032633457) * go_5(-1.0, -1.0); + result += mat4(-0.07998351, 0.05691501, 0.036540154, 0.00094257767, -0.15473618, -0.06821505, -0.021972192, 0.22512725, -0.028976573, -0.016970608, -0.07117851, 0.0005293328, 0.18183869, 0.06063047, 0.016248764, 0.10007656) * go_5(-1.0, 0.0); + result += mat4(0.07268518, -0.09155798, -0.002566672, -0.018126441, -0.16046503, 0.048856504, -0.011080104, 0.036383335, 0.08598702, 0.19642924, -0.049759824, 0.07246208, 0.13074261, -0.058662284, 0.03459059, -0.04198155) * go_5(-1.0, 1.0); + result += mat4(0.12882999, -0.021765677, 0.21212584, -0.099195495, -0.105583504, 0.17039305, 0.06333295, 0.090153314, -0.038552936, 0.033885363, 0.04958857, -0.024823477, -0.06625663, -0.013032451, -0.22981462, 0.12724645) * go_5(0.0, -1.0); + result += mat4(-0.2467723, 0.09133717, 0.08810061, 0.07691946, -0.20903678, 0.08403025, 0.010679062, -0.03956549, -0.011411588, -0.022170769, -0.06298385, -0.10067764, 0.03551502, -0.0736268, -0.109931275, -0.15795651) * go_5(0.0, 0.0); + result += mat4(0.050697595, -0.012465872, -0.068512246, 0.1556296, -0.17526908, -0.06572342, -0.018147333, 0.026501164, -0.049490303, 0.061885685, 0.02423367, 0.027439872, 0.37354204, -0.09908201, -0.10852779, -0.047961403) * go_5(0.0, 1.0); + result += mat4(-0.1904858, -0.08803705, -0.15687172, -0.14420407, 0.058089714, 0.103457965, 0.048995994, 0.057829436, -0.05192929, 0.019802462, -0.04511639, -0.0038435445, 0.2194401, -0.043761376, 0.1312272, 0.054326482) * go_5(1.0, -1.0); + result += mat4(-0.07349653, -0.121248744, 0.057792176, 0.099129215, -0.20087934, -0.031952746, -0.09673813, -0.031076657, -0.03237994, -0.020143004, -0.12516364, 0.007846103, 0.17188387, -0.2825958, 0.07352815, -0.021273587) * go_5(1.0, 0.0); + result += mat4(0.14606737, 0.04232884, -0.04508154, 0.11619671, -0.14093883, 0.022675866, 0.004869404, -0.1476083, -0.15496063, -0.11994992, -0.07718659, 0.0023026431, 0.012474549, 0.107636444, -0.08887454, 0.23727296) * go_5(1.0, 1.0); + result += vec4(-0.112874866, 0.058437236, -0.011864247, -0.050339766); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.016881438, -0.044336118, 0.11502204, -0.10677853, 0.08977789, -0.059579305, 0.109261245, 0.10357805, 0.3364402, 0.14823961, 0.06096494, 0.15078168, -0.11029799, 0.074738294, 0.012435908, -0.0106727) * go_0(-1.0, -1.0); + result += mat4(-0.109714404, 0.008750308, 0.1948044, -0.1396421, 0.04144051, -0.12435535, 0.07815825, 0.019051697, -0.07954506, -0.0965191, -0.2027906, 0.17172056, -0.26384082, 0.13519175, 0.04667002, 0.021707565) * go_0(-1.0, 0.0); + result += mat4(0.07089612, 0.007484666, 0.104900375, 0.04954983, -0.06030455, -0.12300262, 0.05197505, -0.041572303, 0.009151977, 0.0799586, -0.04780254, -0.13600186, 0.18708369, 0.047879692, 0.040363688, 0.042251408) * go_0(-1.0, 1.0); + result += mat4(0.063153245, 0.0050982186, 0.17556845, -0.06571311, -0.03749878, 0.014326615, -0.11032866, -0.27065897, -0.10525074, 0.13344456, -0.16412602, 0.049715474, 0.061313376, -0.24646369, 0.14604661, -0.09024816) * go_0(0.0, -1.0); + result += mat4(-0.026787708, 0.09889526, -0.050714437, -0.18990894, -0.087063104, -0.12555519, -0.0064119035, -0.0066881417, 0.09163732, -0.13423459, -0.05758272, -0.11314744, -0.025565878, 0.078317784, -0.14494383, -0.14658383) * go_0(0.0, 0.0); + result += mat4(0.0110544115, 0.06727031, -0.099965416, 0.059974622, -0.15135513, -0.038787033, 0.07673858, 0.017850239, 0.02383772, -0.1985737, 0.094468035, -0.097836666, 0.19387084, 0.06476367, -0.15316796, 0.023932178) * go_0(0.0, 1.0); + result += mat4(0.009757702, 0.14015986, -0.10496543, -0.044595003, -0.024084711, 0.012144018, 0.0981338, -0.012515983, 0.0060429554, -0.07067267, 0.12682167, -0.11384025, -0.045077007, 0.035177663, -0.06615891, 0.045473646) * go_0(1.0, -1.0); + result += mat4(-0.111679845, 0.026028167, 0.04201027, -0.16000839, 0.037475422, 0.038049795, -0.16249935, 0.02239824, -0.018402468, 0.012291931, -0.07117686, -0.09280776, 0.20392933, -0.02732328, 0.045456327, -0.078981794) * go_0(1.0, 0.0); + result += mat4(0.03066143, -0.0739708, -0.13922189, -0.12682499, -0.1299339, -0.09163088, -0.07340559, -0.050614927, -0.03902327, 0.09319906, 0.23746358, -0.12093768, -0.0071099317, -0.060775675, 0.15018946, -0.013342442) * go_0(1.0, 1.0); + result += mat4(0.07596372, 0.20584284, -0.02217273, 0.2564209, 0.11423146, 0.0098925475, -0.19662452, -0.1313871, 0.08574315, 0.0067099673, -0.08959511, -0.13870555, -0.08032657, 0.013044774, 0.059738085, -0.06106972) * go_1(-1.0, -1.0); + result += mat4(-0.017293025, 0.15636088, -0.10619794, 0.108079255, -0.1168585, 0.09589374, -0.08682874, -0.08116015, 0.005083832, -0.15325624, -0.022297598, 0.23929761, -0.024037527, -0.006906145, -0.17204066, 0.003067951) * go_1(-1.0, 0.0); + result += mat4(0.036887415, 0.0059498777, -0.04959398, -0.12104261, 0.018237587, 0.07747393, -0.038457148, 0.01900929, 0.06142847, -0.03194083, -0.008666936, -0.13599987, 0.031248135, -0.04247948, 0.10167268, 0.13608082) * go_1(-1.0, 1.0); + result += mat4(-0.13198346, 0.1674333, -0.06218637, -0.06692618, 0.12682024, -0.12734371, -0.08660555, 0.22860871, 0.32062, -0.001097262, 0.13959797, -0.0044754874, 0.081532046, -0.026494987, -0.0123374695, 0.026149286) * go_1(0.0, -1.0); + result += mat4(-0.104755685, -0.010431212, -0.031997994, 0.027816107, 0.028212348, 0.06372256, -0.14536087, 0.09018213, 0.01694147, -0.046755623, 0.04764776, 0.057815794, 0.062553786, -0.09214233, 0.040526126, 0.007556779) * go_1(0.0, 0.0); + result += mat4(-0.08911158, 0.07110132, 0.056163214, 0.038952623, 0.10865385, 0.006793654, -0.06653261, 0.18222512, 0.029801054, -0.0811567, 0.12070828, 0.054755576, 0.028518738, -0.016029958, 0.03218924, -0.009337529) * go_1(0.0, 1.0); + result += mat4(0.086197704, -0.015495907, 0.048072338, -0.07199852, 0.082511336, 0.20892009, 0.059752844, 0.105095305, 0.09896605, 0.11799976, 0.061295632, 0.06601205, 0.013666139, -0.015312437, -0.18342482, 0.023882518) * go_1(1.0, -1.0); + result += mat4(-0.013824049, 0.05503347, -0.16911599, 0.008002769, -0.13950597, 0.027708618, 0.25653768, -0.08508614, 0.18204638, -0.06386117, -0.20115016, -0.14755486, 0.05260717, 0.15443258, 0.25847095, -0.10009257) * go_1(1.0, 0.0); + result += mat4(-0.059717122, -0.03435186, -0.10407675, -0.064839795, -0.044192888, -0.036913253, 0.03681877, 0.03697244, -0.09967689, 0.09231582, -0.33624214, -0.023151914, -0.1287868, 0.025817866, 0.053143233, -0.05608657) * go_1(1.0, 1.0); + result += mat4(-0.014672332, 0.06483223, 0.04254691, -0.112299606, 0.23128588, -0.1651168, 0.050003413, 0.04894729, 0.2544582, -0.13577309, -0.0006000951, 0.06801677, 0.09296969, 0.061753552, 0.20265704, 0.257177) * go_2(-1.0, -1.0); + result += mat4(-0.14275837, 0.17531338, 0.04749905, -0.0758535, -0.015062751, 0.046983913, -0.1333634, 0.068564706, -0.09043316, -0.31197232, 0.025262894, 0.042436298, -0.0040407367, -0.22480483, 0.041938446, 0.024641208) * go_2(-1.0, 0.0); + result += mat4(0.14420901, 0.114887774, -0.11488812, -0.0597554, -0.054847293, 0.05547183, 0.03265681, -0.26890585, 0.03439455, -0.255012, 0.17280143, -0.15793064, -0.078898564, -0.12406215, -0.062780574, 0.10172549) * go_2(-1.0, 1.0); + result += mat4(-0.094646096, -0.17374977, -0.0074399756, -0.34635502, 0.07774559, 0.15205993, -0.03449227, -0.06186042, 0.22554572, 0.05784444, 0.12953205, 0.30743182, 0.0064037675, -0.04768125, -0.024676334, -0.038768534) * go_2(0.0, -1.0); + result += mat4(-0.016888129, -0.01739885, -0.100029364, -0.18185234, -0.25301012, -0.057780884, 0.1565648, 0.03068169, -0.11813698, -0.03959661, 0.0833061, 0.15282218, 0.0071316576, -0.07718743, -0.10895751, -0.06739941) * go_2(0.0, 0.0); + result += mat4(0.06317689, 0.18067697, 0.15456977, 0.15414707, -0.17297679, 0.024572203, 0.1171789, 0.07393219, -0.18743253, -0.08222157, 0.11114712, -0.17883265, -0.04287185, -0.09453442, 0.12694365, -0.027343085) * go_2(0.0, 1.0); + result += mat4(-0.06716255, -0.21199013, -0.12669027, 0.21503277, 0.0019133248, 0.0634854, 0.1330296, -0.061205685, 0.29359, 0.17710103, -0.024374757, -0.09792164, -0.18657605, 0.081899285, 0.12585995, 0.025425494) * go_2(1.0, -1.0); + result += mat4(-0.05250748, 0.030909589, 0.1902117, 0.25473362, -0.09742609, 0.053520087, -0.03211081, -0.057595085, 0.12961125, 0.0023426781, -0.013836333, -0.09925751, -0.06785708, 0.08647871, -0.27276617, -0.10692432) * go_2(1.0, 0.0); + result += mat4(0.10256342, -0.0012406971, -0.043700144, 0.18606174, 0.019327404, 0.11292357, -0.15260164, 0.17126434, -0.18879685, -0.16486076, -0.011073295, -0.12524827, -0.008579242, -0.059638925, 0.084539056, -0.117018394) * go_2(1.0, 1.0); + result += mat4(-0.005224277, -0.004213279, -0.0032532548, 0.07730248, 0.09291174, -0.073571384, -0.026436254, 0.03482603, -0.19962324, -0.2610976, 0.020305693, -0.10154568, -0.36644712, 0.051274676, 0.014252039, 0.13887805) * go_3(-1.0, -1.0); + result += mat4(-0.027320823, -0.046729945, -0.026784837, 0.16669074, -0.060943272, 0.033377934, -0.14505643, -0.020337462, 0.16624433, -0.04587067, 0.097641915, 0.081230365, -0.007829853, 0.12665996, -0.14892018, -0.24456674) * go_3(-1.0, 0.0); + result += mat4(-0.08478914, -0.03012501, -0.10310597, -0.11331812, -0.0031645342, 0.14941333, 0.062353395, -0.024058735, -0.0594801, -0.23192395, -0.16746534, 0.06564879, -0.12253713, 0.17433378, -0.0781637, -0.02427467) * go_3(-1.0, 1.0); + result += mat4(-0.02302574, 0.04423824, -0.08400403, 0.09036313, -0.014492948, 0.11002858, 0.18625931, 0.32704633, 0.05124957, -0.068088494, 0.12289486, -0.014215405, -0.13288727, 0.040543802, -0.20918661, 0.073871054) * go_3(0.0, -1.0); + result += mat4(0.017605199, 0.019553222, -0.08225654, 0.20643222, -0.00022603406, 0.08176717, 0.12868896, 0.124581024, -0.030760515, 0.095257014, -0.22808774, -0.034270126, 0.15100974, -0.3296213, 0.18732856, 0.1324247) * go_3(0.0, 0.0); + result += mat4(-0.0529032, -0.026973793, -0.05097176, -0.11297454, 0.020022966, -0.018701904, -0.04847294, -0.15029453, -0.06363558, 0.09747056, 0.07460071, -0.03857069, -0.21553952, -0.11073493, -0.213246, 0.0711861) * go_3(0.0, 1.0); + result += mat4(-0.03162221, 0.001236578, 0.123811916, 0.033390332, -0.037370905, 0.19355269, -0.17827089, 0.014296732, -0.16348897, -0.1319003, -0.16828157, 0.025803383, 0.059980027, 0.110682875, 0.0740905, 0.062085215) * go_3(1.0, -1.0); + result += mat4(0.045581415, 0.045279585, 0.057199746, -0.02156781, 0.006849691, 0.088090494, 0.0050983853, -0.13634379, -0.027394824, -0.095449656, 0.24879529, -0.096120596, 0.1353526, 0.120924726, -0.18323645, -0.021366404) * go_3(1.0, 0.0); + result += mat4(-0.09347594, -0.033151172, 0.08154851, -0.043524023, -0.11946553, 0.034201168, 0.29714793, -0.11766968, 0.07862629, -0.022385478, 0.007981411, 0.072274946, -0.07020759, -0.08967969, -0.01748178, -0.050568584) * go_3(1.0, 1.0); + result += mat4(-0.06815112, -0.08195707, -0.018364457, -0.1291466, -0.07578508, -0.026269661, -0.024130398, 0.345771, 0.061061617, 0.00024922745, 0.121253625, 0.1679367, -0.075497314, 0.018176561, -0.016344557, 0.0036648472) * go_4(-1.0, -1.0); + result += mat4(0.04763461, -0.0020346593, -0.02060361, 0.027356124, 0.12256149, -0.10517474, 0.05206596, 0.48938727, 0.24554996, 0.035649568, -0.0020840873, -0.13338771, 0.055847157, 0.08685442, -0.0049057365, 0.119682014) * go_4(-1.0, 0.0); + result += mat4(-0.0009415129, 0.023808502, 0.011839588, 0.1557796, -0.046566915, -0.16340078, 0.057526406, 0.051289674, 0.009036062, -0.033471756, 0.04899847, 0.08597252, 0.009778078, 0.15277503, -0.02124232, -0.13266967) * go_4(-1.0, 1.0); + result += mat4(0.044579845, -0.057439465, -0.0058995294, -0.016733315, -0.026765248, 0.22384825, 0.10160812, -0.24921204, 0.1505643, 0.10299508, -0.022949796, 0.023317415, -0.11803905, -0.010997904, -0.0165606, 0.10949375) * go_4(0.0, -1.0); + result += mat4(-0.024293665, 0.080889955, 0.065993495, -0.08183072, 0.15339898, -0.10386374, -0.0075264974, -0.45434427, 0.16638929, 0.18546598, -0.15133487, -0.04405705, -0.11456945, 0.023287205, 0.01540089, 0.07659333) * go_4(0.0, 0.0); + result += mat4(0.05337434, -0.07030085, -0.016662175, -0.025540289, -0.20320894, -0.22829315, 0.0023119978, -0.13647676, 0.14624248, 0.057653934, -0.23686588, -0.22728209, -0.04211661, -0.009623881, -0.013481165, -0.050968897) * go_4(0.0, 1.0); + result += mat4(-0.10351371, -0.030414786, -0.021908734, 0.10631468, 0.1558724, -0.030323582, -0.12572181, 0.14325237, 0.16137493, 0.053329308, -0.07966373, -0.14599875, 0.06742195, -0.03502627, 0.093494855, -0.016484367) * go_4(1.0, -1.0); + result += mat4(-0.010210213, -0.07126592, 0.08901449, -0.001978569, -0.0020932974, 0.05631864, -0.07674242, 0.07440119, -0.10262469, 0.06294099, 0.2640596, -0.068250656, 0.039236706, -0.05372906, -0.24834888, -0.027236471) * go_4(1.0, 0.0); + result += mat4(0.053275097, 0.12541588, 0.057327554, 0.1483746, -0.019743394, -0.004537443, -0.002553759, 0.051015604, 0.15611948, 0.0062136482, 0.15442398, -0.17060183, 0.072183914, 0.030539684, 0.122384906, 0.13613632) * go_4(1.0, 1.0); + result += mat4(-0.081967466, -0.045659952, 0.053518385, 0.038269065, -0.20554744, 0.1022743, -0.16302924, 0.11628324, 0.08677866, -0.016249105, 0.0030073056, 0.029243115, 0.09487045, -0.08571386, -0.108643636, 0.023155121) * go_5(-1.0, -1.0); + result += mat4(0.13383357, -0.14805956, -0.0026678462, 0.096683614, -0.19977921, 0.06789931, 0.11313261, -0.08059509, 0.11312805, 0.02279778, -0.028791273, 0.00220455, 0.1280279, -0.0031435476, 0.027489156, 0.22506006) * go_5(-1.0, 0.0); + result += mat4(-0.17668596, 0.056276754, 0.06092557, 0.06512077, 0.28657347, -0.16558819, -0.032547206, 0.060506567, 0.042512514, 0.012298008, -0.0840555, -0.003036976, -0.065048106, 0.01438789, -0.022174913, -0.04558888) * go_5(-1.0, 1.0); + result += mat4(0.09863285, 0.20795937, 0.022519527, 0.18537116, 0.0392277, -0.0321246, -0.026941739, -0.113379315, -0.066700965, -0.03651247, 0.0571846, -0.030824896, 0.096933104, 0.15837808, -0.0047979183, 0.27915525) * go_5(0.0, -1.0); + result += mat4(0.102253675, 0.009542945, -0.005872879, 0.16511136, 0.011185962, 0.06349425, 0.015944714, -0.070249364, 0.17597549, -0.0073095546, 0.06678522, -0.048394345, 0.07822778, 0.1582912, 0.029773576, 0.1454936) * go_5(0.0, 0.0); + result += mat4(-0.064127095, -0.13314691, -0.15525493, -0.12851773, 0.32410213, 0.11451161, -0.16337484, 0.22651163, 0.0670393, -0.010159622, 0.061997004, -0.0028491814, -0.12702557, -0.02556835, -0.030351989, -0.101927444) * go_5(0.0, 1.0); + result += mat4(-0.10687288, 0.013433122, 0.035762146, -0.07343635, -0.057016056, -0.041276235, -0.08300978, 0.0058231223, 0.014210706, 0.24323368, 0.010536771, 0.037272993, 0.14479576, 0.0013622575, 0.0004501183, 0.17661947) * go_5(1.0, -1.0); + result += mat4(0.056699157, -0.009144585, -0.20287608, -0.17288777, -0.031525977, -0.014541391, 0.09615033, -0.020868845, -0.06501473, -0.015121819, 0.20430197, -0.04346306, -0.12766391, 0.093933746, -0.027732635, 0.11136926) * go_5(1.0, 0.0); + result += mat4(-0.08438437, -0.1183074, -0.12171084, -0.016565872, 0.011952218, -0.058289453, 0.13479574, -0.0013566733, 0.20290127, 0.03338366, -0.1634658, 0.11389365, -0.060460836, 0.05049821, -0.14498705, 0.016767675) * go_5(1.0, 1.0); + result += vec4(-0.051753327, -0.07172183, 0.021211471, -0.050325148); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.20980129, 0.023968311, 0.12840137, 0.10842146, 0.011306613, 0.05415782, 0.039082862, 0.16055544, -0.019953849, -0.038693313, 0.043451615, 0.29995796, -0.04229376, -0.052874412, -0.043818697, 0.12305407) * go_0(-1.0, -1.0); + result += mat4(-0.05386288, 0.060217176, 0.115249164, -0.06499263, -0.24467815, -0.038295876, 0.1099765, 0.011418658, -0.037247434, 0.022481795, -0.022084411, 0.08719741, 0.112991996, 0.0038797192, 0.0007742727, -0.12125326) * go_0(-1.0, 0.0); + result += mat4(0.14591883, 0.0059707207, 0.10084995, 0.11218308, -0.06853006, 0.056708243, 0.03836111, 0.097718365, -0.03493398, -0.025623012, -0.05587737, -0.08457079, 0.028527644, -0.12509371, 0.10159183, -0.1373413) * go_0(-1.0, 1.0); + result += mat4(-0.070879295, 0.12866656, 0.0061003384, 0.2756249, -0.110929534, 0.08008204, 0.103428364, 0.0680596, 0.25671995, -0.20484821, 0.07494457, -0.30119568, -0.0037036634, 0.089072324, 0.08692298, 0.070883) * go_0(0.0, -1.0); + result += mat4(-0.010380239, -0.09510446, -0.082714744, -0.17768058, 0.07806542, 0.031258516, 0.22199117, -0.2503904, -0.35995534, 0.22030926, 0.31575105, 0.00959926, -0.01777953, 0.0140022775, 0.03752933, 0.09948206) * go_0(0.0, 0.0); + result += mat4(-0.041341938, -0.07633474, -0.0198307, -0.0010591226, -0.00981418, 0.054734066, 0.07465484, 0.18272892, -0.081466086, -0.016789936, 0.01381776, 0.19449398, -0.16821295, -0.17434129, -0.03367363, -0.29107878) * go_0(0.0, 1.0); + result += mat4(0.03371505, 0.0015008952, 0.038456205, 0.08681006, 0.06587572, 0.080483936, -0.046148404, 0.00034004613, -0.049788523, -0.014699005, 0.12648652, -0.08964094, -0.04100757, -0.0022513492, -0.045995962, -0.033430565) * go_0(1.0, -1.0); + result += mat4(-0.077466115, 0.055482663, 0.06427869, -0.014551742, -0.03726866, -0.050230574, 0.13511398, -0.14205348, -0.03461195, 0.031386618, 0.0590859, 0.032402404, -0.015786028, 0.086712435, 0.0989059, 0.031410974) * go_0(1.0, 0.0); + result += mat4(-0.034690183, -0.038256433, -0.011660002, 0.0063596303, 0.038892817, 0.11872877, 0.0003016667, 0.08520122, 0.0941757, 0.073596634, 0.08374554, 0.046010435, 0.0181265, -0.15729031, 0.11088375, -0.032952093) * go_0(1.0, 1.0); + result += mat4(-0.026296677, 0.15765159, -0.012793888, 0.0082718665, 0.12780726, -0.0118969055, -0.089828335, -0.24008913, 0.19047114, 0.03790669, 0.10990294, -0.14094876, 0.031807188, 0.044609103, -0.1013979, 0.008491038) * go_1(-1.0, -1.0); + result += mat4(0.053833764, 0.26152018, -0.04398908, -0.060880598, -0.028556267, -0.04798034, 0.006057095, -0.19898368, -0.24473669, 0.0472649, 0.15300584, 0.028983278, 0.028763462, -0.017422339, 0.03820097, 0.083550654) * go_1(-1.0, 0.0); + result += mat4(0.0082439445, -0.0012358675, -0.013711661, 0.07154783, 0.07983732, -0.015840268, 0.034440894, -0.04973906, -0.18109304, 0.05403726, -0.03891083, -0.016710335, 0.10012702, 0.02470262, 0.0085716015, -0.0851344) * go_1(-1.0, 1.0); + result += mat4(0.04101796, 0.060623523, 0.011851002, -0.028376777, -0.025862841, -0.042955548, -0.1211269, -0.13360673, 0.0071736956, -0.18880656, 0.276794, -0.011204949, 0.020503378, 0.0110537205, 0.10886233, -0.003678301) * go_1(0.0, -1.0); + result += mat4(-0.14220405, -0.15436499, -0.13759659, -0.03390728, 0.21921699, -0.003154918, -0.101451315, 0.043704413, -0.12738566, 0.19500181, 0.45843616, 0.065685, -0.20168468, 0.12985173, -0.02569477, 0.17067434) * go_1(0.0, 0.0); + result += mat4(0.032667797, 0.16730979, 0.004677948, -9.4643896e-05, -0.014588183, -0.057854652, 0.013125396, 0.096397184, -0.054806076, 0.010901007, 0.0968573, -0.23783323, 0.08697233, 0.008680743, -0.035573848, -0.004963115) * go_1(0.0, 1.0); + result += mat4(-0.00958006, 0.03317287, -0.01340794, -0.018926572, -0.05369498, -0.03341796, 0.030888261, -0.0010606453, 0.039325304, -0.16673934, 0.06557901, -0.08155623, -0.02527372, -0.17023365, 0.015217776, -0.040017188) * go_1(1.0, -1.0); + result += mat4(-0.015815312, -0.042971406, 0.067791514, -0.08905113, -0.09565908, 0.04346861, -0.06728161, 0.15545414, 0.18861936, -0.031062441, 0.23719235, 0.037903327, 0.07448, 0.035912767, -0.011007527, -0.01686951) * go_1(1.0, 0.0); + result += mat4(0.0177658, 0.058648083, -0.028266283, 0.074122384, -0.114152886, -0.1088884, -0.00045867384, 0.12350585, -0.028705545, 0.07543727, 0.019930601, 0.05765993, 0.030875817, -0.01684014, 0.03873862, -0.29210237) * go_1(1.0, 1.0); + result += mat4(0.13872401, 0.0026290037, 0.120320186, -0.096298255, -0.22042315, -0.024083365, 0.021574842, -0.120338276, -0.030302105, 0.0030427484, -0.048579045, 0.11119769, 0.17029862, -0.03042154, -0.008851885, -0.04858139) * go_2(-1.0, -1.0); + result += mat4(0.08693055, 0.0035178792, 0.0072182836, -0.21177882, -0.12236571, -0.041778523, -0.07611475, 0.1860772, -0.07140713, 0.079063386, 0.16111141, 0.10981697, -0.11631706, 0.00499998, 0.03531511, 0.112886176) * go_2(-1.0, 0.0); + result += mat4(0.31241155, -0.155902, 0.026360337, 0.11567123, -0.01410306, 0.043105874, 0.06448718, -0.15669721, -0.10699524, 0.14620166, -0.022471936, 0.16952698, -0.0043298705, 0.012148871, -0.06097046, 0.13138528) * go_2(-1.0, 1.0); + result += mat4(0.04631855, 0.16682167, -0.08682791, 0.031910088, -0.10863085, -0.05405996, 0.20847258, -0.25902548, -0.21886107, -0.016768524, 0.018900516, 0.016220776, 0.086765796, -0.086313486, 0.061806828, -0.042748976) * go_2(0.0, -1.0); + result += mat4(-0.22026716, -0.060322747, 0.055743527, -0.20811775, 0.15368998, -0.05755373, -0.1723089, 0.053601813, 0.3936026, -0.13520636, 0.13089643, -0.09859593, -0.08306327, 0.12936836, 0.1387318, 0.0221951) * go_2(0.0, 0.0); + result += mat4(0.14327681, -0.19199587, 0.02808416, -0.13307315, 0.12417994, -0.06954055, -0.11516412, -0.16203047, 0.085192114, 0.020538192, -0.10626918, 0.13578235, -0.042099748, 0.17358838, 0.040398534, 0.14976105) * go_2(0.0, 1.0); + result += mat4(-0.053998414, 0.12475386, -0.17873338, -0.06543859, 0.007933435, -0.07924536, -0.00051635655, -0.0015982009, 0.0397255, -0.16369022, 0.03679988, 0.100230515, -0.03289991, 0.043998964, 0.058887206, -0.09575534) * go_2(1.0, -1.0); + result += mat4(-0.0027977703, 0.17769088, -0.104156405, -0.1011918, -0.042667318, 0.19569083, 0.0944246, 0.05381444, 0.27140749, -0.12598918, 0.40728518, -0.16019246, 0.07478889, 0.07995141, -0.055247143, -0.015301875) * go_2(1.0, 0.0); + result += mat4(-0.10702615, 0.08362206, -0.12840238, 0.23424083, -0.11492997, 0.14988491, -0.058391277, -0.012141015, 0.15102027, 0.14370169, 0.04101889, 0.18302867, 0.11423182, 0.026963422, 0.02742905, 0.05555466) * go_2(1.0, 1.0); + result += mat4(0.0170646, -0.040626798, -0.086295746, -0.08303102, 0.07351082, -0.10439346, -0.09158801, 0.143845, 0.016958551, 0.21520329, 0.041720334, -0.11638024, 0.087674506, 0.12561873, -0.21283507, -0.23356001) * go_3(-1.0, -1.0); + result += mat4(-0.011983947, 0.026985325, -0.10494964, 0.045505363, 0.06308739, -0.0132794585, -0.19216236, 0.0044559645, -0.21042153, 0.026115706, -0.08442747, 0.08834091, 0.13262731, -0.06231853, -0.20550017, 0.03952042) * go_3(-1.0, 0.0); + result += mat4(-0.13586617, -0.0021369287, -0.121751934, -0.019784765, 0.03198282, -0.17328545, -0.10135551, -0.0024194748, -0.04619262, 0.21542613, -0.09846654, 0.081278816, 0.16300274, 0.01612674, -0.0033168197, -0.0257739) * go_3(-1.0, 1.0); + result += mat4(0.1674388, 0.01902311, 0.007676536, -0.12779048, 0.18292421, -0.22342151, -0.05965652, 0.14477763, -0.09779103, 0.14098361, -0.16848993, 0.19790487, 0.006252736, 0.22206211, -0.15818825, 0.08966031) * go_3(0.0, -1.0); + result += mat4(0.17080314, 0.069508895, -0.038767304, 0.18950053, -0.08592572, -0.20979418, -0.21214612, 0.3330128, 0.30952567, -0.107134975, -0.16258, 0.022875668, -0.02457244, -0.12532432, -0.24953507, 0.059734188) * go_3(0.0, 0.0); + result += mat4(-0.0018491185, 0.033706773, -0.1065624, 0.025152596, -0.016163057, -0.041699793, -0.12381229, -0.025942512, 0.13162622, 0.03565028, 0.029629026, -0.018657705, -0.1921952, 0.101777196, -0.06653633, 0.079698876) * go_3(0.0, 1.0); + result += mat4(-0.040848907, 0.013372185, -0.061049856, -0.05829793, 0.03286879, -0.23536444, -0.056496553, 0.10049081, 0.0040958193, 0.1146177, 0.05323595, -0.040001456, -0.07206396, 0.052719124, -0.11720367, 0.12925144) * go_3(1.0, -1.0); + result += mat4(0.08204122, -0.04806825, 0.03865589, -0.016993582, 0.004172861, -0.025698105, -0.01519582, 0.1425758, 0.02170024, 0.105864905, -0.03567325, -0.016229391, 0.22955607, -0.043812234, 0.045955688, 0.07391785) * go_3(1.0, 0.0); + result += mat4(0.025563411, 0.016936684, 0.054015722, -0.03440089, 0.0448358, 0.012403107, 0.011840847, -0.10125541, 0.03623299, -0.005010518, -0.043322872, -0.17361045, 0.015130423, 0.1813893, 0.0017346571, 0.07948043) * go_3(1.0, 1.0); + result += mat4(-0.027647035, -0.0092600705, -0.05360344, -0.03877652, 0.028799497, 0.002088597, -0.13616459, 0.14142619, -0.26286268, -0.10349014, -0.066500075, 0.009223449, 0.08260629, -0.037491266, 0.019173276, -0.022004724) * go_4(-1.0, -1.0); + result += mat4(0.004824502, -0.114328325, -0.0023743433, 0.027862813, -0.019098494, 0.050463524, -0.11528185, 0.22641957, -0.025532806, 0.007936803, -0.064679936, -0.055090822, 0.07407797, 0.052605998, -0.043648902, -0.16713037) * go_4(-1.0, 0.0); + result += mat4(0.078680634, 0.020991815, 0.008421187, 0.010790185, 0.032945324, 0.13025786, -0.14650385, 0.053448163, -0.0028072142, 0.039515216, 0.1282605, -0.029288173, -0.029804084, -0.13323198, -0.054916043, 0.056681957) * go_4(-1.0, 1.0); + result += mat4(-0.09560204, -0.0669099, 0.005074813, 0.09496971, 0.027659275, -0.2191003, 0.29730386, -0.022740293, -0.025892505, -0.1871456, 0.028785622, -0.12673095, 0.0664705, -0.08389141, -0.089651205, -0.15402664) * go_4(0.0, -1.0); + result += mat4(0.0063571655, 0.15680969, 0.061591282, 0.03752913, -0.041436892, 0.075064555, 0.20300192, 0.031942736, 0.0804296, -0.22194067, -0.20516422, 0.07361, -0.15353987, 0.25465, 0.008901653, 0.10683235) * go_4(0.0, 0.0); + result += mat4(-0.006734436, -0.14774522, -0.031374577, -0.1032655, 0.11299578, 0.1205544, 0.11802791, -0.0612094, 0.03863345, 0.09838008, 0.037064772, 0.029507324, -0.051219307, -0.055263996, 0.02356915, -0.16056564) * go_4(0.0, 1.0); + result += mat4(-0.06996934, -0.015304054, -0.009411581, 0.030309107, 0.10674073, -0.020733232, -0.115811616, 0.031903993, -0.049218595, -0.067377076, 0.26841155, -0.06866156, -0.09156055, -0.10751758, -0.022639344, -0.18830526) * go_4(1.0, -1.0); + result += mat4(0.020456642, -0.035503354, -0.09457199, 0.05264921, 0.24155058, 0.12630259, -0.045381807, -0.12230558, -0.03225022, 0.04103188, -0.13622516, -0.0040657576, 0.023767322, -0.051124092, 0.09194598, -0.03766687) * go_4(1.0, 0.0); + result += mat4(-0.016005656, -0.05218363, 0.029727828, -0.1604237, -0.009916855, -0.024033275, -0.14342757, 0.083073266, 0.057055146, -0.013757824, 0.15497124, -0.17284107, 0.05109579, 0.013304962, -0.06706223, 0.06251818) * go_4(1.0, 1.0); + result += mat4(0.06668304, 0.009187671, -0.047118776, 0.07131393, -0.17141497, -0.015085916, 0.004049452, -0.035744824, 0.032192133, 0.15326595, 0.044383276, 0.14035697, -0.090966456, 0.14161377, -0.015315352, 0.11275578) * go_5(-1.0, -1.0); + result += mat4(-0.13508414, 0.0785333, 0.009038879, 0.1607147, 0.22703816, 0.033339903, -0.03727777, -0.31905726, -0.069729164, 0.036481526, -0.025714623, 0.0851529, -0.12554394, 0.105045296, 0.059951913, -0.0604455) * go_5(-1.0, 0.0); + result += mat4(-0.20849659, 0.088841915, -0.1109168, -0.08992707, 0.31967592, 0.005481088, 0.22387522, 0.02098377, -0.0497405, -0.025430094, -0.0043220813, 0.060257867, -0.21568587, 0.067227446, -0.057946377, 0.06617755) * go_5(-1.0, 1.0); + result += mat4(0.076282814, -0.20857447, 0.056654572, -0.014142213, 0.029527945, -0.07234652, -0.094661996, 0.22620171, 0.042960577, 0.013866398, 0.036293183, 0.14942285, 0.076137245, -0.002794117, -0.1168563, -0.0146170305) * go_5(0.0, -1.0); + result += mat4(0.10552861, -0.15840133, -0.03899879, 0.23962662, 0.04375998, 0.1696087, 0.037471466, -0.2348845, -0.04425561, -0.09243792, -0.12540625, 0.013209438, 0.20652635, 0.28815508, -0.14443508, -0.045806926) * go_5(0.0, 0.0); + result += mat4(-0.18040875, 0.101635806, 0.022794934, 0.01974664, 0.24168968, -0.09383824, -0.05368557, 0.095760964, -0.03084522, 0.03096591, -0.025146073, -0.15247615, -0.07991138, 0.041957334, 0.13305306, 0.10435218) * go_5(0.0, 1.0); + result += mat4(-0.12386387, -0.07711658, -0.010701461, -0.15226945, 0.13125682, -0.05067199, 0.05759467, 0.06512925, -0.087202296, -0.09307128, 0.074678324, -0.118310176, 0.013819953, 0.078637935, 0.060606144, 0.024220081) * go_5(1.0, -1.0); + result += mat4(0.034386832, -0.18846357, -0.039673664, 0.113117084, -0.045039542, -0.10561991, -0.073102295, -0.3002364, 0.03678976, 0.12222279, -0.115726635, 0.07686326, 0.040241316, 0.1602316, 0.09017754, -0.115864284) * go_5(1.0, 0.0); + result += mat4(0.052414972, 0.033908065, 0.08952466, -0.17085709, 0.006635481, -0.040943716, -0.21519491, 0.04866619, -0.04725049, -0.05258961, -0.014845829, -0.26571122, 0.07195377, 0.20871797, -0.068733044, 0.15962349) * go_5(1.0, 1.0); + result += vec4(-0.07961375, -0.07668534, 0.030482467, 0.035888318); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09584929, -0.095243275, 0.08022671, 0.075294726, 0.18445255, -0.082423694, -0.097833045, -0.021506732, -0.21379599, -0.023127496, -0.18897046, 0.023956126, -0.060177475, 0.027762169, 0.19984011, -0.20838684) * go_0(-1.0, -1.0); + result += mat4(0.012249506, -0.12688737, -0.12119437, 0.10179773, -0.09664198, -0.0030920326, -0.030286502, -0.20217018, 0.34590152, -0.05034654, 0.049923953, -0.043337423, 0.25000378, -0.028680135, 0.16001691, -0.066234544) * go_0(-1.0, 0.0); + result += mat4(-0.08372182, -0.089819506, -0.013704554, 0.04556739, -0.114813834, -0.06466441, 0.03785733, -0.0062836753, 0.047535792, 0.06347279, -0.007735239, 0.049881376, 0.20055495, 0.047256388, -0.09947006, 0.0025243685) * go_0(-1.0, 1.0); + result += mat4(0.3671971, -0.05361603, -0.12586144, 0.12522058, 0.13843551, -0.06033578, 0.22667646, -0.08870703, 0.01452431, 0.17809536, 0.13784996, 0.15395631, 0.0001755052, 0.30571333, -0.14230241, -0.22773817) * go_0(0.0, -1.0); + result += mat4(-0.27697307, 0.19896318, -0.055979818, -0.27574858, 0.06590851, -0.083754696, 0.26534772, 0.04968563, 0.028200507, 0.11523887, 0.07717626, -0.037011877, 0.013540311, -0.015524421, 0.20788544, 0.16297664) * go_0(0.0, 0.0); + result += mat4(-0.13144116, -0.14546596, 0.10977632, 0.010728187, 0.025761489, -0.018065382, 0.06367839, 0.14230403, 0.12607081, -0.0124253975, 0.31784698, -0.017743418, -0.022748945, 0.05433257, 0.0031092372, -0.031199085) * go_0(0.0, 1.0); + result += mat4(0.21655789, 0.011040414, 0.06492884, 0.0706221, 0.09610853, 0.057776507, 0.009683445, -0.060912937, 0.021881321, -0.19671698, -0.0130090965, -0.013112566, -0.085476145, 0.038455218, -0.0014731084, -0.0831875) * go_0(1.0, -1.0); + result += mat4(0.37602007, 0.0823336, 0.24707538, -0.09009795, -0.017044, -0.12772176, -0.17441119, -0.042144842, 0.09458421, 0.28926283, 0.06927162, -0.06356304, 0.2206176, 0.1834394, -0.055222265, -0.13328971) * go_0(1.0, 0.0); + result += mat4(-0.12759925, -0.1872996, 0.12348925, 0.09169479, 0.2032652, 0.021332331, -0.02606638, -0.30383334, 0.11312311, -0.12563488, 0.07815656, 0.033551723, 0.073155805, 0.022491606, -0.004879681, -0.020566663) * go_0(1.0, 1.0); + result += mat4(-0.0074200626, -0.045258366, -0.11789159, 0.15158547, 0.021973789, 0.013558428, -0.06303165, -0.014261419, -0.005217678, -0.08988565, -0.032385588, -0.16513458, -0.00094591687, 0.105432004, 0.008511094, 0.064075306) * go_1(-1.0, -1.0); + result += mat4(-0.11356488, 0.033568926, -0.0035593451, -0.1380603, -0.09776493, 0.16050343, 0.14889094, -0.20236592, -0.13227837, -0.3369538, -0.08290829, -0.102781296, -0.0008081758, 0.25186548, 0.045406237, -0.08264705) * go_1(-1.0, 0.0); + result += mat4(0.012680731, 0.045382235, -0.099822015, 0.052455686, -0.017731141, 0.2148587, -0.025351917, 0.031683072, -0.25334007, 0.0181896, -0.0813112, -0.12272559, 0.04371032, 0.065688565, -0.020920211, 0.23614638) * go_1(-1.0, 1.0); + result += mat4(0.07416445, -0.1632982, 0.019079927, 0.033240702, 0.13220134, -0.09758509, -0.09742767, 0.0003053599, 0.110648625, -0.06813206, 0.10455032, -0.037899535, -0.03261096, 0.06280864, -0.17577846, -0.279448) * go_1(0.0, -1.0); + result += mat4(0.032076143, 0.00038162203, 0.01970988, -0.040755652, 0.14594907, -0.29632306, 0.18186367, 0.06210379, 0.089618064, -0.20777738, -0.11941431, -0.047921117, 0.069467194, -0.061959818, -0.097263746, 0.20329393) * go_1(0.0, 0.0); + result += mat4(0.13389389, 0.053396456, 0.15672714, 0.1585184, 0.019925753, 0.08114361, 0.1381434, 0.06507304, -0.021846443, -0.040439755, 0.028436588, -0.1502027, -0.01547767, -0.09032624, 0.1101168, -0.044395007) * go_1(0.0, 1.0); + result += mat4(-0.08236856, 0.25564417, 0.15329555, 0.054097474, 0.12049528, -0.076263994, -0.19988477, 0.01916389, 0.097000316, -0.15214846, 0.1360054, -0.0007913522, -0.22950296, 0.0919526, -0.0045635877, 0.16661373) * go_1(1.0, -1.0); + result += mat4(-0.19546251, 0.008113141, -0.08576472, 0.23981415, 0.037918933, -0.106971025, -0.19296011, 0.064365655, -0.1451187, 0.03483461, 0.03271891, -0.001744038, -0.24933495, 0.0021132312, -0.15542698, 0.041852806) * go_1(1.0, 0.0); + result += mat4(0.07619386, 0.17014128, 0.05875971, 0.056373183, 0.077981666, -0.034455027, -0.09977959, 0.019308453, -0.097891875, -0.011260777, 0.009704571, -0.091228284, 0.072402045, 0.1679339, -0.021336546, -0.078355595) * go_1(1.0, 1.0); + result += mat4(-0.10250763, 0.07651088, -0.0131817255, 0.035391405, 0.1545587, -0.005520408, 0.18242277, 0.034118786, -0.0512669, 0.09563292, -0.0063671293, 0.017505696, 0.038793128, -0.23837951, 0.047975145, 0.17773068) * go_2(-1.0, -1.0); + result += mat4(-0.0031853304, 0.1552162, 0.16779172, -0.06020084, -0.19057243, -0.13034964, -0.028302211, -0.1005563, -0.025626518, 0.087223954, 0.19338006, -0.06066401, -0.2122666, 0.001640063, 0.033021607, 0.06684525) * go_2(-1.0, 0.0); + result += mat4(0.10043514, 0.033739183, 0.01542628, -0.07931681, 0.032161597, 0.16379037, 0.050983094, -0.030686958, 0.19189216, -0.15878248, 0.01945422, -0.02624594, -0.10871623, -0.06925224, 0.020812772, 0.07386481) * go_2(-1.0, 1.0); + result += mat4(0.012129095, -0.029043682, -0.054882783, -0.04798959, 0.12916534, -0.012814343, 0.06516883, -0.054208606, 0.2625884, 0.008694777, -0.16992761, -0.041635927, 0.10295491, -0.04496253, 0.14063339, 0.15155916) * go_2(0.0, -1.0); + result += mat4(-0.09972329, -0.2031706, 0.15199123, 0.136278, -0.030424237, 0.01253304, -0.22483149, -0.04429611, -0.0058194255, 0.32650772, -0.13599585, -0.15167284, 0.13211648, 0.06883629, 0.13449487, 0.1419326) * go_2(0.0, 0.0); + result += mat4(0.16303232, -0.12681945, -0.24028221, -0.018534243, 0.048438597, 0.02196457, -0.26033646, 0.11363536, -0.23852448, -0.2250161, 0.054867614, -0.042418674, 0.036863618, 0.16061254, -0.103400566, -0.054900676) * go_2(0.0, 1.0); + result += mat4(0.0018444043, 0.047589947, 0.15244149, 0.026401952, -0.16383879, 0.2288589, -0.067270175, 0.035644963, -0.046972964, -0.079998486, -0.07510886, 0.086569756, 0.088215984, -0.08220123, 0.006012456, -0.081925176) * go_2(1.0, -1.0); + result += mat4(-0.20731804, -0.105194375, 0.1735274, -0.13702598, -0.08078456, -0.08891678, -0.20113394, 0.20032553, 0.23738097, -0.06555696, 0.0073099127, -0.24053259, -0.19441254, 0.044497594, -0.085050255, -0.45097253) * go_2(1.0, 0.0); + result += mat4(-0.015630659, 0.096795596, -0.05207522, -0.021776563, -0.052400976, 0.0060831443, 0.19417833, 0.14141484, -0.031068498, -0.031282816, -0.0053475797, 0.16884208, -0.049706176, -0.117957756, -0.122313395, -0.22831066) * go_2(1.0, 1.0); + result += mat4(-0.13027157, 0.11083156, -0.05295985, -0.13405156, -0.25512117, 0.007962338, -0.19477697, -0.043301556, 0.10253565, -0.12592895, 0.05690188, -0.03008582, -0.08713882, -0.05253795, -0.05898243, 0.07648529) * go_3(-1.0, -1.0); + result += mat4(-0.028103404, 0.107655846, 0.06792543, 0.038461875, -0.17316198, 0.045686997, -0.1318844, 0.1923057, -0.10082274, 0.023855874, 0.014650556, 0.07000885, 0.03179704, -0.17100379, 0.060464893, -0.05120159) * go_3(-1.0, 0.0); + result += mat4(-0.008488711, 0.10152624, -0.08714461, -0.054719266, -0.0132024065, 0.06630249, -0.0070151696, -0.076831385, 0.15455176, 0.065892935, 0.06491651, 0.07013989, -0.016401365, 0.1033902, -0.026735194, 0.09976299) * go_3(-1.0, 1.0); + result += mat4(-0.062281746, 0.11808364, 0.064350896, -0.077770054, -0.10968356, 0.08668185, -0.14066383, 0.020038921, 0.21482739, 0.01405822, -0.05047993, -0.098990895, 0.113971226, -0.07471277, 0.14986148, 0.087345585) * go_3(0.0, -1.0); + result += mat4(-0.06364801, -0.17296022, -0.17889057, 0.20986524, -0.022308208, -0.13067317, -0.1608613, 0.005560176, 0.18469712, 0.08284309, -0.16637094, -0.1101153, 0.0047913613, 0.085900925, -0.19173592, -0.336121) * go_3(0.0, 0.0); + result += mat4(0.32434624, -0.11097179, -0.2576656, -0.035399284, 0.12601346, 0.12047275, -0.08445279, -0.22353333, 0.275204, -0.028347714, -0.1910839, -0.105464876, -0.17244552, 0.10430915, 0.07988085, -0.024917416) * go_3(0.0, 1.0); + result += mat4(-0.38803256, 0.12614547, 0.113965005, -0.05710032, -0.2639457, 0.015134661, 0.018303871, 0.060708337, 0.18753609, 0.025863146, 0.09349249, -0.034619175, 0.078573935, 0.034479834, 0.03612244, -0.08949277) * go_3(1.0, -1.0); + result += mat4(-0.16215962, -0.030498799, -0.10899874, -0.03440776, -0.015821088, 0.029496742, 0.13228656, -0.16718344, -0.14563835, -0.17501803, -0.004510379, 0.020998359, 0.06548722, -0.13759966, 0.07444127, 0.10629099) * go_3(1.0, 0.0); + result += mat4(0.0698536, 0.23689122, -0.0060213935, -0.0015028039, 0.039947093, 0.11350835, 0.19953221, 0.08415087, 0.22800536, 0.06906256, -0.06636992, -0.24212533, -0.0023316562, 0.011869679, 0.25965255, -0.012204548) * go_3(1.0, 1.0); + result += mat4(-0.000661378, 0.10967955, 0.058565635, -0.15265211, 0.14624023, -0.03375811, 0.05981829, -0.022552123, 0.070834555, -0.022453807, 0.019191928, 0.08326683, 0.0777132, 0.08895826, 0.023328163, 0.053312927) * go_4(-1.0, -1.0); + result += mat4(0.043799512, 0.12866509, -0.046365067, 0.24239258, -0.11673964, -0.025937054, -0.12636824, 0.100062154, -0.10018257, 0.19266897, 0.06142848, -0.14361443, -0.021221312, -0.30052304, -0.20469959, 0.14677355) * go_4(-1.0, 0.0); + result += mat4(-0.015183433, -0.19820379, -0.15852103, 0.054332163, 0.0071695223, 0.084583715, 0.24957466, -0.051836044, -0.1983422, -0.08417326, 0.08057586, -0.0437153, -0.01875922, -0.09707154, -0.15741958, -0.017708866) * go_4(-1.0, 1.0); + result += mat4(-0.29747635, 0.07556405, -0.024965616, -0.035462193, 0.00015182442, 0.039648414, -0.021202678, 0.048798855, -0.057369143, -0.1613142, 0.023689339, -0.04995168, 0.02980912, -0.052541643, -0.037693493, 0.089918755) * go_4(0.0, -1.0); + result += mat4(0.13534155, -0.09769345, -0.072239734, 0.06396828, -0.067685336, 0.09630334, -0.060928572, 0.04446791, -0.08296695, 0.09350221, 0.34450835, -0.13325562, 0.017068733, 0.19159698, -0.0142695615, -0.0692556) * go_4(0.0, 0.0); + result += mat4(0.006079359, 0.12826636, -0.12040495, 0.08986504, 0.07011883, -0.1098471, 0.14756078, -0.29749495, -0.13352399, -0.19821455, 0.088539004, 0.03831198, -0.2940772, 0.19943683, -0.083427206, 0.22637546) * go_4(0.0, 1.0); + result += mat4(-0.35546607, 0.064483844, -0.19232833, -0.06884708, -0.2744395, 0.015903095, -0.18404284, 0.18437761, -0.072399296, -0.11778013, -0.109648645, 0.038300544, -0.016273083, -0.022765087, -0.18801431, 0.023174742) * go_4(1.0, -1.0); + result += mat4(-0.047155075, -0.013470263, -0.2142679, -0.07784448, -0.17944333, -0.04802458, -0.059323605, 0.06443357, -0.023670893, -0.32168958, -0.047240417, -0.04732927, 0.22192943, -0.12674028, 0.038099587, 0.047584143) * go_4(1.0, 0.0); + result += mat4(-0.036675204, -0.2955229, -0.2730817, -0.021219578, -0.22891581, 0.1896148, 0.1885584, 0.020979041, -0.115823194, -0.07042675, -0.042149916, 0.04921666, -0.0054005245, -0.12240402, -0.0031619132, 0.09292424) * go_4(1.0, 1.0); + result += mat4(-0.121177875, 0.022185382, -0.13757537, 0.110018514, 0.04366351, 0.07803729, -0.028073097, -0.070835054, -0.117744304, 0.010936038, 0.0039909417, 0.15176865, 0.14082533, -0.028780727, -0.09623105, -0.17158796) * go_5(-1.0, -1.0); + result += mat4(0.04708067, 0.09987003, -0.0011556224, -0.14066035, 0.18528107, 0.2334141, 0.031397898, 0.05785171, 0.056908704, 0.07767457, 0.10462482, 0.04132479, 0.0121364035, 0.009938317, -0.08584528, -0.067361355) * go_5(-1.0, 0.0); + result += mat4(-0.05410052, -0.0714775, -0.16306542, 0.090159744, -0.161323, -0.047408808, -0.06715019, 0.09986001, 0.2831126, 0.00576967, 0.040771786, -0.08548527, -0.09100255, 0.13035326, 0.012434338, -0.014341014) * go_5(-1.0, 1.0); + result += mat4(-0.1663156, 0.10254592, -0.050546184, 0.11586232, -0.16458654, -0.03840253, 0.20078611, -0.07851566, 0.15138014, -0.112647966, -0.01826464, 0.12073245, -0.08315027, -0.050763886, -0.15038362, -0.1131053) * go_5(0.0, -1.0); + result += mat4(0.01002309, 0.08847059, -0.20151149, -0.0035132666, -0.23968504, -0.03516418, 0.29592118, 0.064261466, 0.45611492, -0.10594028, 0.110738106, -0.096258715, -0.05207964, -0.05561078, -0.11650712, -0.3685437) * go_5(0.0, 0.0); + result += mat4(0.20816466, -0.05811231, -0.061693646, 0.07572569, 0.14781217, -0.0070261173, -0.025654003, 0.054483656, 0.057109646, 0.19076158, 0.04684541, 0.1116435, -0.09888648, -0.031974472, 0.19365066, 0.021925794) * go_5(0.0, 1.0); + result += mat4(0.03929964, 0.07849196, -0.09844016, 0.07695297, 0.14535576, -0.2121029, -0.08024618, -0.012246682, 0.34951916, -0.09691296, 0.03363421, 0.058434267, 0.003874065, 0.14535636, -0.028760154, 0.124139) * go_5(1.0, -1.0); + result += mat4(-0.0932687, 0.092196085, -0.31407887, 0.1343263, -0.27295715, 0.14278416, 0.08114481, -0.12019184, 0.11957917, -0.113183275, 0.039373737, 0.46590427, 0.13638581, -0.043146584, 0.072187565, 0.25355667) * go_5(1.0, 0.0); + result += mat4(0.123297654, 0.13584657, 0.07648451, -0.13606457, -0.16890481, 0.01590599, -0.21695235, -0.0694265, -0.2649162, 0.02908455, 0.21927917, 0.010575717, 0.0485126, 0.039509103, 0.28077808, 0.081715904) * go_5(1.0, 1.0); + result += vec4(0.04207974, -0.22892998, 0.061954536, 0.076551735); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.017371856, 0.031500984, -0.07871794, 0.07516421, -0.047120046, -0.1499491, 0.03412159, -0.11797919, 0.24790019, -0.19525756, -0.05562878, 0.0328997, 0.21224782, -0.15311961, -0.18679233, -0.021687083) * go_0(-1.0, -1.0); + result += mat4(-0.025990961, 0.12443172, 0.0647746, -0.05208365, 0.05024424, -0.15237884, -0.12913004, -0.03974524, 0.1453159, 0.105298564, -0.17882426, 0.15200019, -0.024576407, 0.024749285, -0.114573665, 0.12468399) * go_0(-1.0, 0.0); + result += mat4(0.07534002, -0.018443566, -0.07744656, -0.049855288, 0.030816372, -0.011974315, 0.05701086, 0.083947234, -0.16585147, -0.09379088, -0.090112925, -0.110042654, -0.105956376, 0.014653304, 0.041867986, 0.24255139) * go_0(-1.0, 1.0); + result += mat4(0.0044792104, -0.029270872, 0.07648775, 0.049905814, 0.014173815, -0.16794622, -0.09707847, 0.12383384, 0.06794641, -0.07997065, -0.51078653, 0.034911633, 0.13010858, -0.23383191, 0.07255915, -0.06692129) * go_0(0.0, -1.0); + result += mat4(0.21879609, -0.017210754, -0.015485283, 0.083878465, -0.26080847, 0.36907044, 0.23289536, -0.038870774, 0.06501928, 0.14246589, -0.08897723, 0.10715434, 0.3482729, 0.16240129, -0.013726439, -0.005958744) * go_0(0.0, 0.0); + result += mat4(-0.11399226, 0.18352379, 0.14817153, -0.20127603, 0.014963564, 0.1103272, -0.07205868, 0.08848388, 0.14840026, 0.018574262, -0.07972405, 0.02918892, 0.18851598, 0.074035265, -0.010895981, -0.034228772) * go_0(0.0, 1.0); + result += mat4(-0.12840563, 0.13339421, -0.042844173, 0.17029236, 0.27274412, -0.05954642, -0.07974038, -0.14359044, -0.12972996, -0.14160097, -0.22879072, 0.17341535, -0.047784876, -0.0024098, -0.066806085, 0.1451525) * go_0(1.0, -1.0); + result += mat4(0.019089594, 0.14139606, -0.16583538, 0.038803227, -0.014393993, -0.06451304, -0.0133141065, -0.22717497, -0.07594741, 0.16408369, -0.0074125547, 0.06459095, -0.13577539, -0.123973124, -0.21311697, 0.06648542) * go_0(1.0, 0.0); + result += mat4(0.2023118, 0.014515263, -0.032675546, 0.01735652, 0.16447331, -0.016542327, -0.17865558, 0.07834224, 0.016872171, -0.12725283, -0.021913532, -0.03262319, -0.11567316, -0.009686028, 0.01897474, -0.00264971) * go_0(1.0, 1.0); + result += mat4(0.02156143, 0.06127393, 0.08751492, -0.0027723024, 0.061267495, 0.22953646, 0.26134068, 0.23994948, -0.05292228, 0.11692952, 0.1014853, -0.013061857, -0.13198215, -0.08740625, 0.08896114, 0.11902029) * go_1(-1.0, -1.0); + result += mat4(0.017173437, -0.00088511547, 0.07882701, 0.059980858, -0.06255887, -0.07106743, -0.070686355, -0.111458905, -0.102210574, 0.082739465, 0.25598842, 0.010992033, -0.06413811, -0.03738569, 0.009392029, -0.047789197) * go_1(-1.0, 0.0); + result += mat4(-0.23666115, 0.07702853, 0.15348057, 0.081954665, -0.028320765, -0.15108013, -0.06386237, -0.03937426, -0.070428774, 0.046394363, 0.097939745, -0.08086774, 0.06996333, -0.048788365, 0.07915947, 0.05624496) * go_1(-1.0, 1.0); + result += mat4(-0.14345141, 0.048822183, -0.2908337, 0.013937969, -0.019703582, -0.41485405, 0.431834, 0.05884408, -0.3067431, 0.10988645, -0.014010137, 0.06143512, 0.24215294, -0.17129561, 0.11282655, 0.19824891) * go_1(0.0, -1.0); + result += mat4(-0.07530577, -0.015041713, -0.11711949, 0.060197067, 0.15375182, 0.5235449, -0.15465264, 0.055295702, -0.12753716, 0.04075088, 0.06649801, -0.08592669, -0.034694944, 0.18401965, -0.031681508, 0.086950384) * go_1(0.0, 0.0); + result += mat4(0.23155743, -0.012697523, -0.19502366, -0.09216853, -0.050312944, -0.003234684, -0.07824935, 0.09000848, -0.1604727, 0.16866255, -0.07226818, -0.04688219, 0.18855634, 0.07053166, 0.06875359, -0.082133405) * go_1(0.0, 1.0); + result += mat4(0.097153, 0.17410621, -0.07209523, 0.031690594, -0.18697138, -0.31457213, 0.12693302, 0.09791562, -0.056750435, 0.17457159, -0.014368028, 0.11140081, 0.14797364, -0.11987443, 0.010138102, -0.24108526) * go_1(1.0, -1.0); + result += mat4(0.08502398, 0.25199497, 0.033161916, 0.11686169, -0.000555042, -0.13222077, 0.019214375, -0.0740864, 0.05422655, -0.0689195, 0.07171115, -0.0063085253, -0.11293817, 0.28714395, 0.08302453, -0.297302) * go_1(1.0, 0.0); + result += mat4(0.0018131305, -0.23274079, 0.28795394, 0.10479223, 0.017336998, 0.10140653, -0.01703538, 0.0018864989, -0.19448972, 0.06781925, 0.0072297496, 0.054331925, -0.056745283, 0.0031926096, 0.08508613, -0.076465875) * go_1(1.0, 1.0); + result += mat4(-0.06579661, -0.074197, -0.07872732, -0.04833768, 0.07948355, 0.10680971, -0.038892176, 0.0026479303, -0.05120215, -0.005223787, 0.013828104, 0.033628467, -0.251052, -0.053964466, -0.04151976, -0.12170088) * go_2(-1.0, -1.0); + result += mat4(0.02224381, -0.11401214, 0.049397755, 0.1178245, 0.124475546, -0.014129338, -0.08712223, -0.110995345, 0.027189068, 0.14115846, 0.008039289, -0.077303566, 0.13120183, 0.088576116, 0.19419082, -0.19265574) * go_2(-1.0, 0.0); + result += mat4(-0.302041, -0.09488605, 0.10128198, 0.25093108, -0.05749319, -0.1325287, -0.07048078, 0.25168943, 0.24393974, 0.26709494, -0.005166187, -0.0858236, 0.098031975, -0.046012603, -0.025616428, -0.038455524) * go_2(-1.0, 1.0); + result += mat4(0.15295, -0.058367014, -0.09462144, -0.004685292, 0.061874785, 0.17379992, 0.10421289, -0.102156416, 0.07116128, 0.09785571, -0.08606482, 0.1615783, -0.10226774, -0.15573122, -0.17567602, 0.12711914) * go_2(0.0, -1.0); + result += mat4(-0.08792466, 0.32314366, -0.040461652, -0.1960407, -0.11285709, -0.14666572, -0.070970505, 0.04230559, -0.05408487, -0.2794681, -0.4155402, 0.26639655, 0.13980015, 0.12434661, -0.02678858, 0.056679014) * go_2(0.0, 0.0); + result += mat4(-0.124382794, 0.018727468, 0.20523487, -0.070906, -0.030757494, -0.10337054, 0.067943715, -0.039035156, 0.035588995, 0.14607283, -0.085760534, 0.19209209, 0.13216998, 0.16539834, 0.010052314, -0.022481022) * go_2(0.0, 1.0); + result += mat4(0.021054843, -0.15636541, 0.011583453, -0.10839945, -0.05794076, -0.053845506, 0.0063711316, 0.09400282, 0.11037196, -0.11023954, 0.07765479, 0.0063296715, -0.100950494, 0.20135373, 0.048100784, 0.1047337) * go_2(1.0, -1.0); + result += mat4(0.019294975, 0.10017591, -0.022420274, -0.024994979, 0.033118278, -0.0335541, -0.099411234, -0.051065058, 0.04019899, -0.09789642, -0.21099539, -0.051657237, 0.0537393, 0.22397718, -0.09253929, 0.0056816903) * go_2(1.0, 0.0); + result += mat4(0.13451837, -0.31405422, -0.02294345, -0.09470789, 0.011980906, -0.29736918, 0.04785323, 0.008854729, 0.0064198305, 0.1608248, -0.0063040988, 0.015922181, 0.058713753, 0.19405961, -0.0074991966, -0.056430623) * go_2(1.0, 1.0); + result += mat4(-0.030276824, 0.051418643, -0.033852484, -0.04178643, -0.09626818, 0.06430078, 0.18420494, 0.21067473, -0.20206925, 0.039089408, -0.20179388, 0.04502135, -0.079114124, -0.18990965, 0.03482791, -0.20353125) * go_3(-1.0, -1.0); + result += mat4(0.12883389, 0.01503085, 0.07740192, -0.021361377, -0.021194257, -0.2965198, 0.038358267, 0.08110664, -0.122530565, 0.002974726, -0.11742695, -0.05976367, 0.011006546, -0.0676137, 0.109357566, -0.09688377) * go_3(-1.0, 0.0); + result += mat4(-0.22074296, 0.019343395, 0.17098527, 0.21736804, -0.15512446, 0.1447234, -0.1344856, 0.051509894, -0.021283794, -0.017791564, -0.023386735, 0.15375026, 0.05583616, -0.22131743, 0.010143341, -0.113710396) * go_3(-1.0, 1.0); + result += mat4(0.12376125, 0.086540736, -0.07823014, -0.11477249, 0.071970075, 0.04002691, 0.09260781, -0.16808367, -0.07891094, -0.28984514, -0.0030400122, 0.20933042, -0.09442383, 0.27100945, 0.03393376, -0.025617108) * go_3(0.0, -1.0); + result += mat4(-0.041222293, 0.012311568, 0.13222927, 0.15650855, 0.024765523, -0.055989124, -0.02946687, -0.0066036643, -0.12604281, -0.16414027, -0.22830643, 0.0840456, -0.19442934, -0.00939128, -0.005971656, 0.027085181) * go_3(0.0, 0.0); + result += mat4(-0.23906162, -0.04003579, 0.16445775, 0.2578306, -0.08858488, -0.0009076812, 0.05893361, -0.07622802, 0.07551978, 0.16221073, -0.08075802, -0.066482686, -0.082238205, -0.07318114, -0.02384466, -0.008769857) * go_3(0.0, 1.0); + result += mat4(0.034418013, -0.04310424, 0.06940784, -0.040061995, -0.196672, 0.059436113, 0.18781166, -0.087357335, 0.17683987, -0.11832282, 0.0704508, -0.080166645, -0.10043135, 0.029797623, 0.045275707, -0.00091474655) * go_3(1.0, -1.0); + result += mat4(-0.13774432, 0.039946273, 0.010250749, -0.064292066, -0.033921324, 0.086792484, -0.06556751, 0.16063036, 0.040354285, -0.005781792, -0.06043568, 0.0456958, 0.057671502, -0.09200769, 0.05852994, -0.038263924) * go_3(1.0, 0.0); + result += mat4(0.0722641, -0.15417133, 0.0428391, -0.11669595, -0.15181269, -0.14444157, -0.05888602, -0.04931457, -0.024105387, 0.04452374, -0.19607021, 0.040299945, 0.023721624, 0.009294535, -0.12308105, -0.032013766) * go_3(1.0, 1.0); + result += mat4(0.13982506, 0.008242153, 0.007985137, -0.028785944, -0.045674372, 0.03811196, -0.006431167, 0.042959616, -0.14530565, -0.13717386, 0.15736887, -0.070945315, 0.16792078, -0.057526443, 0.11027599, -0.062423922) * go_4(-1.0, -1.0); + result += mat4(0.33995095, -0.06725867, 0.25568435, -0.1156066, 0.0073083406, 0.09118932, -0.036027674, 0.14834408, 0.0076618423, 0.048706416, -0.11109869, 0.014119505, -0.16117008, 0.055889986, 0.021106627, 0.0494479) * go_4(-1.0, 0.0); + result += mat4(0.058088336, -0.05898053, 0.28952774, 0.06457457, 0.06820624, 0.031307437, 0.040132232, -0.12814572, 0.034467205, 0.16643257, 0.13826352, -0.050465748, -0.082429856, 0.028516805, 0.10005895, -0.17591912) * go_4(-1.0, 1.0); + result += mat4(0.17962062, 0.050080433, 0.115288205, 0.07467281, 0.07438551, 0.111036986, -0.09742873, -0.23408481, -0.09974166, -0.12665741, -0.04540029, -0.03346997, 0.089152135, 0.082195945, 0.28275734, -0.24630727) * go_4(0.0, -1.0); + result += mat4(0.11799736, -0.06625111, 0.091244, -0.13702978, 0.055218194, -0.031087862, 0.06133677, -0.27246916, -0.15978532, 0.19715077, 0.051257942, 0.036602553, 0.054990616, -0.25717, 0.12677813, -0.0406006) * go_4(0.0, 0.0); + result += mat4(-0.043816347, -0.3335301, 0.19126506, -0.01086813, 0.075816035, 0.15178275, -0.07246076, -0.19391762, 0.07836278, 0.12452172, 0.09029487, -0.034167152, -0.061805293, -0.08850912, 0.08531079, 0.14093879) * go_4(0.0, 1.0); + result += mat4(0.120683454, 0.02466898, 0.19501889, -0.047962803, 0.2524244, -0.04647245, 0.23329985, -0.437865, -0.11040008, 0.05536788, 0.094667554, -0.029751923, -0.04589413, -0.24310234, 0.27122453, 0.010039841) * go_4(1.0, -1.0); + result += mat4(-0.17811799, -0.05787477, 0.10678799, -0.28424516, -0.11051176, -0.0372708, 0.20203365, 0.10050222, -0.1243157, 0.20707713, 0.14385784, 0.025799723, 0.028424745, -0.06201256, -0.1112155, 0.17677756) * go_4(1.0, 0.0); + result += mat4(-0.06334935, 0.14396226, -0.121362604, -0.30631876, -0.17723008, -0.041447658, 0.03672539, 0.1550316, 0.113435954, 0.13270019, 0.04389676, 0.016865736, 0.0027031328, 0.107943274, -0.08071779, -0.007290789) * go_4(1.0, 1.0); + result += mat4(-0.0327075, -0.02185086, -0.00093145896, -0.009849336, -0.06994606, -0.009004001, -0.2962301, -0.093587525, 0.055827085, 0.15590863, -0.1348263, -0.030768193, 0.1539244, 0.056906786, -0.046778735, 0.1293399) * go_5(-1.0, -1.0); + result += mat4(0.060477, 0.10025322, 0.034794286, -0.15556674, -0.046868246, -0.06774045, -0.0046042744, -0.028093262, -0.14673153, 0.0014603435, -0.17085737, 0.09433877, 0.06585415, -0.17430365, -0.09225927, 0.18637276) * go_5(-1.0, 0.0); + result += mat4(-0.0829445, -0.046446815, 0.01044717, -0.08179017, -0.106227055, -0.07285646, -0.118698135, -0.08691134, -0.19350386, 0.18079466, -0.0896787, -0.0054066014, 0.044900116, -0.07164249, 0.03728663, -0.071337156) * go_5(-1.0, 1.0); + result += mat4(-0.091456026, 0.0829187, 0.2184223, 0.12404674, 0.0535281, -0.0046089985, -0.1367499, 0.14318149, -0.13627648, 0.008214974, -0.035714064, -0.11221228, -0.0848333, 0.054274652, 0.12799235, -0.12235648) * go_5(0.0, -1.0); + result += mat4(0.015441998, -0.16407311, 0.29637286, 0.15780787, 0.100573234, -0.023377284, 0.19050701, 0.14114772, 0.1021301, 0.30314055, 0.08799963, 0.11630563, -0.28035656, 0.10020031, -0.009994972, -0.16998753) * go_5(0.0, 0.0); + result += mat4(-0.053246386, 0.15038243, -0.020114498, 0.019207323, -0.4546607, 0.048940018, 0.122429796, 0.14951369, 0.09936216, -0.13126904, -0.15678225, 0.101906285, 0.017061174, -0.17944153, -0.12741113, -0.13633935) * go_5(0.0, 1.0); + result += mat4(0.11258541, -0.056183632, -0.10542277, 0.048327565, -0.10695888, 0.021128727, -0.0025440033, -0.14460813, -0.2421658, 0.04799532, -0.025316745, 0.111919515, 0.133215, -0.23335934, -0.037506737, -0.12447751) * go_5(1.0, -1.0); + result += mat4(0.035608087, -0.17302564, 0.07696709, -0.18077038, -0.02534479, 0.035865046, 0.15503906, -0.07042084, 0.37430316, 0.2688597, 0.23763078, 0.26458314, 0.22778325, 0.13661247, 0.032626268, 0.10627844) * go_5(1.0, 0.0); + result += mat4(-0.14816584, 0.08924656, -0.02333901, 0.0735485, -0.17011848, -0.059921533, 0.045324218, 0.026974149, 0.15702479, 0.0067652813, 0.08584165, 0.09428486, 0.035495974, -0.07220769, -0.0524813, -0.008241412) * go_5(1.0, 1.0); + result += vec4(0.0076388572, -0.16117841, -0.21034169, -0.019341651); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf2 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.051828694, -0.14444938, -0.06172656, -0.092529796, 0.0032331774, 0.0505327, -0.092972204, 0.054304235, 0.04113735, 0.05488947, 0.27173808, 0.008734756, -0.037090253, 0.11106639, 0.1864697, -0.1308939) * go_0(-1.0, -1.0); + result += mat4(-0.0292121, 0.09739149, -0.057740077, -0.043211482, 0.00057832256, 0.122456014, 0.14004166, -0.22281875, -0.00958859, 0.012818551, 0.21724443, 0.038053658, 0.11917748, -0.0147661995, 0.15326285, -0.007842389) * go_0(-1.0, 0.0); + result += mat4(0.028475946, -0.044710767, 0.120977476, 0.024894554, 0.034071486, 0.002889187, 0.0886379, -0.13210039, 0.0254021, -0.10800576, -0.0154256895, 0.07889771, -0.026208088, -0.1735971, 0.12414827, 0.06541947) * go_0(-1.0, 1.0); + result += mat4(0.15367964, -0.016319191, -0.087988645, 0.21592557, -0.13575394, 0.07606312, 0.17890929, 0.06405638, -0.15215087, -0.31830072, -0.070441514, -9.058544e-06, 0.15286519, -0.07961882, 0.0051650982, 0.05743661) * go_0(0.0, -1.0); + result += mat4(0.14879431, 0.09249706, -0.08179524, 0.08862426, -0.04546735, 0.052125804, 0.10511877, -0.036810514, 0.19695859, 0.06919595, -0.041425765, 0.05109113, 0.16108315, -0.0006357406, -0.036482725, -0.000831584) * go_0(0.0, 0.0); + result += mat4(-0.14299406, 0.24442554, 0.08385988, -0.0018431129, 0.025425488, 0.043124236, -0.19599897, 0.2500142, 0.084921256, -0.064991206, -0.04332563, -0.20997004, -0.06825186, 0.11137002, -0.08090301, -0.06958994) * go_0(0.0, 1.0); + result += mat4(-0.17347668, -0.09592853, -0.051422764, -0.15347266, 0.19709691, 0.012748645, 0.11250177, 0.020625748, -0.12617995, -0.09576706, 0.121928014, -0.052528545, 0.06992809, -0.060379576, -0.13869223, -0.05584254) * go_0(1.0, -1.0); + result += mat4(0.040104184, -0.12147194, -0.04430197, 0.13594869, 0.09909328, 0.12928483, -0.2334865, 0.11032421, 0.064912125, -0.010493585, 0.06800239, 0.18326257, 0.019329162, -0.09916547, -0.11674449, 0.03267864) * go_0(1.0, 0.0); + result += mat4(-0.07757802, -0.018029094, 0.029337326, 0.29172876, -0.03394624, 0.02624461, -0.2849472, -0.27765557, -0.04780892, -0.019495687, -0.11718942, -0.03025127, -0.008503852, -0.076533996, -0.02296907, 0.068641014) * go_0(1.0, 1.0); + result += mat4(0.13043757, -0.06434652, -0.0690028, -0.033568893, 0.17211302, -0.029193658, 0.12456035, -0.11193319, -0.0035818655, -0.2563802, -0.12287091, 0.10766433, -0.04711406, -0.08852275, 0.0153720435, -0.14872602) * go_1(-1.0, -1.0); + result += mat4(-0.080712505, 0.11759175, -0.11220247, 0.10730683, 0.06418219, 0.00800814, -0.028890526, 0.1441286, 0.03056378, -0.0035148377, -0.120093554, 0.043768104, 0.07286328, -0.021130785, 0.09223498, 0.20331676) * go_1(-1.0, 0.0); + result += mat4(-0.09102653, -0.10116414, 0.15046883, 0.28877532, -0.011975523, -0.0068613496, -0.09103339, 0.11455707, 0.007323278, 0.08825653, -0.054251585, -0.14907618, -0.00018906803, -0.08488728, 0.036797076, -0.12455349) * go_1(-1.0, 1.0); + result += mat4(0.04010406, 0.024046177, -0.20183066, -0.06970149, -0.10715107, -0.077962436, 0.32845956, -0.2622872, -0.15997723, -0.07157501, -0.09492247, -0.00996072, -0.067652985, -0.16896474, 0.06192714, 0.019690538) * go_1(0.0, -1.0); + result += mat4(-0.10179747, -0.10023532, -0.10475995, -0.15501128, 0.017811656, 0.027858434, -0.11646674, 0.08104398, -0.12454491, 0.032985296, -0.09229711, 0.0909355, 0.0021391874, -0.051617827, -0.11611242, 0.036069512) * go_1(0.0, 0.0); + result += mat4(-0.14753185, -0.020901026, -0.0029391565, -0.14624536, -0.09374949, -0.049715783, 0.1951781, 0.22286539, -0.013287656, 0.0830378, -0.2975549, -0.13074464, -0.010272348, 0.032849077, -0.097859964, -0.1562913) * go_1(0.0, 1.0); + result += mat4(0.14641422, 0.13483211, -0.0438145, 0.08620407, 0.11926978, -0.15772878, 0.17547028, 0.15418763, 0.0097786365, 0.016791794, 0.057482373, -0.0716323, -0.061063405, 0.13135311, 0.1040161, 0.1688627) * go_1(1.0, -1.0); + result += mat4(0.11255645, 0.08840791, 0.07584055, -0.09523696, -0.1154477, -0.085963145, -0.075319275, -0.05898237, -0.14236066, 0.058508113, 0.078278095, 0.07180024, 0.19020182, 0.027219167, -0.11044013, -0.1411698) * go_1(1.0, 0.0); + result += mat4(0.1250712, -0.09155498, 0.11040472, -0.28928515, 0.06875818, -0.07716765, 0.07982134, 0.22709553, 0.08608979, 0.02659528, -0.050615177, -0.054662008, -0.016789312, 0.095084675, -0.20973809, -0.14231291) * go_1(1.0, 1.0); + result += mat4(0.009871057, 0.07234809, -0.061542578, -0.2561031, 0.17938578, 0.059759673, -0.0533506, -0.15160522, -0.06667153, 0.022478178, -0.078531526, 0.01727445, 0.032124806, -0.09959757, -0.08871009, -0.0010295251) * go_2(-1.0, -1.0); + result += mat4(-0.07400921, 0.009798935, 0.06958411, -0.14588043, 0.045884695, 0.029824348, -0.08622057, -0.03112675, -0.050385453, 0.12655865, -0.06863022, -0.21982339, -0.06292096, -0.014440884, 0.06755428, -0.114989646) * go_2(-1.0, 0.0); + result += mat4(0.054011043, -0.26510096, 0.21961565, 0.05448362, 0.06296498, -0.07182228, -0.09567859, -0.024238275, 0.005022228, 0.1626434, 0.00019249211, 0.073934935, 0.02381926, 0.025067188, -0.10400833, -0.10235642) * go_2(-1.0, 1.0); + result += mat4(0.019573225, 0.016258147, 0.014888165, -0.09950712, 0.052801423, 0.18720426, 0.13194256, -0.030186977, -0.052970573, -0.20545387, 0.0477203, 0.12807603, 0.106122404, 0.013091209, 0.037285265, -0.17009702) * go_2(0.0, -1.0); + result += mat4(-0.052872628, 0.0067698397, -0.04057391, -0.10654882, -0.08066677, -0.11518657, 0.063243456, 0.108404346, 0.006817193, -0.08499581, -0.16265164, -0.019080937, 0.27572608, -0.02719708, -0.10466762, 0.006535063) * go_2(0.0, 0.0); + result += mat4(-0.004304222, -0.23885699, 0.0007060991, -0.011653924, -0.058662247, -0.10310051, 0.19861554, -0.124969624, 0.08919569, 0.062485468, -0.07952577, 0.06357056, 0.13038754, -0.10383543, -0.12508194, 0.07526947) * go_2(0.0, 1.0); + result += mat4(0.034628194, -0.1459473, -0.12843482, -0.16211623, 0.18986839, -0.021202087, 0.030887406, 0.16012087, -0.07651755, 0.25390217, 0.100328274, -0.18489215, -0.11211924, -0.18655026, -0.12336867, 0.03715863) * go_2(1.0, -1.0); + result += mat4(0.24926607, -0.12733914, -0.16163528, -0.18980862, 0.026140725, 0.030769283, -0.08602958, -0.011363779, -0.18870075, -0.08782851, -0.019595576, 0.15859611, 0.14101227, -0.23768859, -0.11449071, -0.21400326) * go_2(1.0, 0.0); + result += mat4(-0.014345643, 0.03152331, 0.14303848, 0.068378784, -0.023709042, 0.009476213, 0.03332845, -0.043729182, -0.16312705, 0.18575506, 0.045167383, 0.089232035, 0.12431053, -0.019391764, -0.09807002, -0.19098805) * go_2(1.0, 1.0); + result += mat4(-0.0027074527, 0.08881943, 0.021618785, 0.17202215, -0.023361688, -0.12384613, 0.1257001, 0.034937408, 0.050526705, -0.21945108, -0.23475797, 0.1385765, 0.03910722, 0.08761758, -0.06185295, 0.16879226) * go_3(-1.0, -1.0); + result += mat4(0.01759655, 0.07489585, 0.06413278, -0.16355684, 0.021823732, -0.19263723, -0.021956496, 0.07322703, 0.106124505, 0.17441194, 0.016513938, -0.09815339, -0.12467256, -0.036076445, -0.09139147, -0.09947436) * go_3(-1.0, 0.0); + result += mat4(-0.027052518, -0.059014272, 0.14797378, 0.21370119, 0.033306625, 0.070152596, 0.0052737673, 0.28024423, 0.040666968, -0.069734804, 0.07771406, 0.1577554, 0.03728327, -0.01140819, 0.056443825, -0.08787925) * go_3(-1.0, 1.0); + result += mat4(-0.24540152, 0.0015005039, 0.020643666, -0.3483438, -0.11493903, -0.13617486, -0.0063642715, -0.10733139, 0.12702248, 0.20147271, 0.031689152, 0.07603208, 0.15610643, 0.16600998, -0.041932072, -0.087021336) * go_3(0.0, -1.0); + result += mat4(0.15945607, -0.019792518, 0.16893104, 0.047684517, -0.08704263, 0.019054385, -0.13532451, 0.07722914, 0.06000842, -0.053279165, -0.041631456, 0.021691417, -0.05814861, 0.0014272713, -0.2269319, 0.0764104) * go_3(0.0, 0.0); + result += mat4(-0.084321365, -0.2361291, -0.1518955, -0.15901338, -0.06990816, -0.024734944, 0.06835628, -0.21718912, -0.12289749, -0.025446652, -0.15737066, -0.010520588, 0.12629907, -0.06181239, -0.0011575993, -0.004076976) * go_3(0.0, 1.0); + result += mat4(0.012631871, 0.023027385, 0.0036474608, 0.02950606, -0.13008296, 0.098362945, 0.04146146, 0.17968152, -0.15123938, 0.09731617, -0.014078934, 0.05166318, -0.009141391, 0.08204638, 0.07045137, -0.030674614) * go_3(1.0, -1.0); + result += mat4(0.109709226, -0.02842136, -0.07762395, -0.010807984, -0.17060421, 0.0826962, 0.03507386, -0.12764347, 0.12828389, -0.051255893, -0.124972954, -0.16426642, -0.15884088, 0.07268723, -0.0030184009, -0.009351197) * go_3(1.0, 0.0); + result += mat4(-0.05924065, 0.109954804, -0.015081119, -0.30813795, 0.049611736, -0.09356052, 0.14393319, 0.2197319, 0.04127852, -0.083522744, -0.20068535, -0.1432542, 0.061216276, 0.040896352, -0.0010942877, 0.1074572) * go_3(1.0, 1.0); + result += mat4(-0.043747675, -0.09601221, -0.029208777, -0.3020336, -0.18261817, -0.076463126, 0.02404145, 0.021356242, -0.115703, 0.18811412, 0.01355199, -0.18233287, -0.164117, 0.10521931, 0.033724364, 0.045072973) * go_4(-1.0, -1.0); + result += mat4(-0.14719059, -0.12931113, 0.15695307, -0.16798888, 0.062653124, -0.12612487, -0.12454781, -0.084084496, 0.023468291, 0.027891247, 0.0042489907, -0.1077923, -0.005104954, -0.121897295, 0.08160336, 0.23735033) * go_4(-1.0, 0.0); + result += mat4(-0.06651707, -0.15773214, -0.016145034, -0.1297115, -0.05631942, 0.19243148, -0.08536315, -0.2202384, 0.024619251, 0.09842469, -0.060476214, 0.1606162, -0.06982684, 0.27481422, -0.0032873556, -0.055477414) * go_4(-1.0, 1.0); + result += mat4(0.013625612, -0.11602345, 0.13228852, -0.01016997, -0.113034405, 0.12990026, 0.008144483, 0.28583318, 0.0018612862, 0.19464394, 0.06077795, -0.05083094, -0.1419072, 0.30847812, 0.16012973, -0.043837596) * go_4(0.0, -1.0); + result += mat4(0.25535858, 0.047635876, 0.20499952, 0.14458135, -0.2067339, 0.18970652, 0.18168713, 0.089201, -0.1371205, 0.09543299, -0.048719935, -0.21094483, 0.06297616, -0.14864779, 0.24678773, 0.023468606) * go_4(0.0, 0.0); + result += mat4(-0.024188349, 0.049452, 0.119040206, 0.19403425, 0.15611161, 0.20774378, -0.10905696, -0.16743217, -0.067075364, 0.02012775, 0.031936057, 0.16447093, -0.14523768, 0.12793602, 0.21358742, 0.1580285) * go_4(0.0, 1.0); + result += mat4(0.12834404, -0.23567453, 0.0594437, 0.1590165, 0.04364869, 0.092662945, 0.19947445, 0.13371125, -0.030953676, 0.072429836, 0.00064696936, 0.05223404, -0.18505633, -0.038344953, 0.1609896, -0.027951878) * go_4(1.0, -1.0); + result += mat4(0.1615281, 0.02925065, -0.110526, 0.002472878, 0.15692636, 0.17720695, 0.08651831, -0.2926173, 0.039506726, 0.08039181, -0.125379, -0.112809196, -0.018160323, -0.15315212, 0.05300267, -0.12539586) * go_4(1.0, 0.0); + result += mat4(0.045024972, -0.026277857, -0.13403505, -0.082753636, -0.014246987, 0.08158673, -0.17446561, -0.12912557, -0.03281638, 0.12861331, -0.048045747, 0.008813668, 0.13716908, -0.1772549, 0.12983966, 0.28312683) * go_4(1.0, 1.0); + result += mat4(0.06964638, 0.0047901543, 0.09235384, 0.24047932, -0.0034995198, 0.1894994, 0.044509877, 0.08263613, 0.22042292, 0.0068810997, -0.08542091, 0.13489819, -0.017957956, -0.049517035, 0.11637685, -0.070710674) * go_5(-1.0, -1.0); + result += mat4(0.005409427, 0.2764383, 0.100069076, 0.0025022945, 0.042582463, -0.07622942, 0.1427979, 0.12527353, 0.07857632, 0.110723145, -0.091726854, 0.18400952, 0.08911038, -0.11033729, 0.025358237, -0.011007877) * go_5(-1.0, 0.0); + result += mat4(0.041533705, -0.038725346, 0.09127384, 0.10426011, -0.02070303, 0.0878809, 0.15809457, -0.009334662, -0.049823076, 0.11527338, -0.06646191, 0.03342348, 0.07330054, 0.011010275, 0.16572441, 0.059434716) * go_5(-1.0, 1.0); + result += mat4(0.01884174, 0.024791235, 0.063296616, -0.042403292, -0.12980534, -0.019906277, -0.18554951, -0.09545456, 0.17291631, 0.22148399, -0.093014, -0.07421902, -0.15626103, -0.13463756, -0.08697246, 0.18189901) * go_5(0.0, -1.0); + result += mat4(-0.027780509, 0.061554506, 0.18972316, 0.017942533, -0.012191195, 0.047828108, 0.102957085, -0.15932114, -0.13597767, 0.2235027, 0.13829249, 0.11061467, -0.20257929, -0.062691554, 0.06993067, 0.018168231) * go_5(0.0, 0.0); + result += mat4(0.0038817637, 0.053267647, -0.1002687, -0.1239985, 0.04858564, 0.059892915, -0.10344583, 0.24931516, -0.02322075, -0.07354648, 0.20486975, 0.0147269, 0.09117062, 0.0001810227, 0.0011455072, -0.1166342) * go_5(0.0, 1.0); + result += mat4(0.026433034, -0.010127757, 0.1411767, 0.12108788, -0.16191758, -0.06574798, -0.027283505, 0.052705772, -0.09186127, -0.05113535, -0.008512441, 0.06438505, 0.07150241, 0.096780665, 0.14615399, 0.043888208) * go_5(1.0, -1.0); + result += mat4(-0.07171402, 0.053826947, 0.1817855, 0.15776771, 0.020122573, 0.014001945, 0.107657574, 0.06755519, -0.16229364, 0.025698826, 0.19443901, -0.18386869, -0.112747826, 0.19832937, 0.032073986, 0.07755969) * go_5(1.0, 0.0); + result += mat4(-0.0017903978, 0.017006857, -0.154056, -0.12544118, -0.17143774, 0.11694203, 0.046639796, -0.13699242, 0.1032892, -0.16337542, 0.20032221, 0.30423567, -0.09217524, 0.03736137, 0.06391171, 0.18111771) * go_5(1.0, 1.0); + result += vec4(0.11033049, -0.073737, -0.013228117, 0.01553484); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0041438183, 0.087629646, 0.02373779, -0.008705929, -0.06460613, -0.079614826, 0.20589171, -0.21300887, 0.06673036, -0.14301205, 0.0005478004, 0.10480311, 0.16944528, -0.023095177, -0.04593122, 0.031710908) * go_0(-1.0, -1.0); + result += mat4(0.24273445, 0.1350743, -0.050578117, -0.006424492, 0.024859063, 0.017022807, -0.054993033, -0.13135757, -0.11061301, 0.0006009131, -0.012896671, -0.029120278, -0.09564777, -0.15695906, -0.008574818, 0.0022726357) * go_0(-1.0, 0.0); + result += mat4(-0.11845177, 0.044411838, -0.02478517, -0.016679568, 0.2842885, 0.05566886, -0.020992488, 0.33000243, -0.045738284, -0.08624307, -0.0029711786, 0.06983461, 0.16860297, -0.08496602, 0.0026587378, 0.1191108) * go_0(-1.0, 1.0); + result += mat4(0.08942806, -0.13266312, 0.050555114, 0.044336855, 0.04668655, -0.17912517, 0.09872363, -0.05689603, -0.04764076, 0.09976931, 0.026714336, -0.12177113, 0.10121553, 0.19926491, -0.013922513, -0.062807985) * go_0(0.0, -1.0); + result += mat4(-0.11948707, -0.19019963, -0.09910906, 0.015228854, 0.19573943, 0.18543078, 0.37633705, 0.0899833, -0.058247276, -0.06500262, -0.0968551, 0.3980007, -0.13930885, 0.031145731, 0.18868047, 0.20646492) * go_0(0.0, 0.0); + result += mat4(-0.27454132, 0.037422657, 0.060829625, -0.15062498, 0.22120185, -0.020640798, -0.15796806, 0.30988604, 0.117011115, -0.11581356, -0.105670854, 0.34526885, 0.09709533, -0.1335589, -0.061150175, -0.023490202) * go_0(0.0, 1.0); + result += mat4(-0.0064297495, 0.053259544, 0.061699186, -0.1023013, 0.13206881, 0.08598005, 0.042804673, -0.036392808, -0.022715596, 0.3187674, -0.043576453, 0.089301124, 0.010875903, -0.045669887, 0.13546628, -0.041321605) * go_0(1.0, -1.0); + result += mat4(0.033168443, 0.07130571, -0.06795218, -0.094012216, 0.09050034, -0.16879193, 0.18427128, 0.19835915, 0.014528693, 0.22958101, -0.012955512, 0.14033306, 0.10309811, 0.03351618, -0.100021325, -0.026367364) * go_0(1.0, 0.0); + result += mat4(-0.40170196, -0.10989097, 0.06447425, -0.19903958, 0.030508196, -0.09201532, -0.1493947, -0.0039443234, 0.16646437, -0.004893318, 0.030999044, 0.22652404, -0.1360666, -0.14109057, -0.124136284, -0.07020125) * go_0(1.0, 1.0); + result += mat4(-0.35415915, 0.078341804, -0.20908163, -0.032414813, -0.17489177, -0.10121671, -0.0123754265, -0.0074867755, 0.20203647, 0.2981116, 0.4581744, -0.10773967, -0.14040758, -0.1311706, 0.2421585, -0.05221277) * go_1(-1.0, -1.0); + result += mat4(0.32388586, 0.121117495, 0.17030708, -0.09672408, 0.10174964, -0.089880064, -0.053550195, 0.07492085, 0.36688468, 0.39096692, 0.27509093, -0.09113504, 0.18473786, -0.030729344, -0.022813018, -0.07951988) * go_1(-1.0, 0.0); + result += mat4(-0.10802985, -0.09921729, -0.083578154, 0.09941307, 0.15204535, 0.0048476397, 0.037141923, 0.072919704, -0.039613035, 0.0011554313, 0.029029889, -0.115339264, -0.2606713, 0.017305905, -0.032651994, -0.1710926) * go_1(-1.0, 1.0); + result += mat4(-0.09530024, 0.08035671, -0.094462946, 0.04531403, 0.116854094, -0.039871104, 0.101754196, 0.07071469, -0.09344735, 0.2224399, 0.31438616, -0.1031509, -0.087050706, 0.023629284, 0.30222768, 0.087091036) * go_1(0.0, -1.0); + result += mat4(0.32540318, -0.123871066, 0.09114808, 0.20059493, 0.13602751, -0.294147, 0.028020037, 0.10215196, 0.14379483, -0.08321783, -0.06476323, 0.039079703, 0.11145182, 0.047562934, -0.0320396, 0.17505427) * go_1(0.0, 0.0); + result += mat4(0.117524795, 0.063353635, -0.08187684, -0.02796676, 0.11098208, -0.02517451, 0.052513797, -0.18859608, -0.25639486, 0.17382553, 0.053182043, -0.09802817, -0.08900308, 0.021651518, -0.07654097, -0.111615546) * go_1(0.0, 1.0); + result += mat4(-0.12933804, 0.0012732261, -0.045028616, 0.06224205, -0.00047467486, -0.26893324, 0.14208493, 0.027069936, 0.16365767, 0.30192706, 0.23923144, -0.105405785, -0.0021433597, 0.14549361, 0.05767389, -0.10113342) * go_1(1.0, -1.0); + result += mat4(-0.07045147, 0.13409013, 0.023928098, 0.045560613, 0.103115976, -0.066133045, 0.12823656, -0.01629772, 0.13711633, 0.27451962, 0.12717873, -0.084038205, 0.12807854, 0.110353716, -0.06848678, 0.056276537) * go_1(1.0, 0.0); + result += mat4(0.16927746, 0.111806795, 0.023252549, -0.12235242, 0.15292254, 0.061406262, 0.06284062, -0.11671832, -0.02885994, 0.12882869, -0.048748255, -0.14202079, -0.08404155, 0.03453428, -0.060811, 0.18254602) * go_1(1.0, 1.0); + result += mat4(-0.011917425, 0.023498498, 0.0072831116, -0.05328629, 0.3426947, 0.08741361, 0.35501662, 0.045255594, 0.08008512, -0.002467051, -0.053357143, -0.05487847, 0.15113881, -0.050046794, -0.036305785, 0.06071048) * go_2(-1.0, -1.0); + result += mat4(-0.012859317, 0.06900528, -0.08498363, -0.08625659, -0.094864994, -0.04425656, -0.0071134693, 0.07542594, -0.08952303, -0.14963494, 0.115062006, 0.073727705, -0.06841927, 0.030572297, -0.060809616, -0.14095046) * go_2(-1.0, 0.0); + result += mat4(0.29680476, -0.070317306, -0.056082696, 0.27471995, 0.109471574, -0.012238972, 0.16928561, -0.12685184, -0.100722544, 0.116650775, 0.054211635, -0.06463175, -0.13047734, -0.070404656, -0.08516014, -0.11477897) * go_2(-1.0, 1.0); + result += mat4(0.058439, -0.1555504, -0.096580744, -0.024473842, 0.090628244, 0.04928509, 0.02740108, 0.0077335024, 0.026813101, 0.065165296, -0.059121966, 0.08125537, 0.16700324, -0.16615666, -0.14588222, 0.00048067764) * go_2(0.0, -1.0); + result += mat4(-0.053213652, -0.16659884, -0.09036764, 0.010975479, -0.11077762, 0.11982606, 0.02579046, -0.13114569, 0.17622563, 0.023344778, 0.080385335, -0.08998645, -0.18493009, -0.048734408, 0.010119995, 0.12936613) * go_2(0.0, 0.0); + result += mat4(-0.08402194, -0.16797844, -0.01022614, 0.09084325, 0.24871092, 0.13302508, -0.1210408, -0.04133277, -0.08691682, 0.02221635, 0.12621205, -0.15186077, 0.19762659, -0.10951936, -0.19129583, 0.21391307) * go_2(0.0, 1.0); + result += mat4(-0.1687245, 0.16445398, -0.06853974, -0.086989194, -0.14615493, -0.009716202, -0.088772245, 0.13583103, -0.08530893, -0.09424376, -0.12971476, -0.02487141, -0.1094553, -0.04473294, -0.27410263, 0.043002244) * go_2(1.0, -1.0); + result += mat4(0.03290918, -0.006952538, -0.12306263, 0.027640607, -0.025346387, -0.09620494, 0.116112545, 0.10227404, 0.03813908, 0.16176395, 0.47203362, 0.047157902, -0.10830938, -0.0019050312, 0.3620803, -0.069925636) * go_2(1.0, 0.0); + result += mat4(0.0020446004, 0.16054538, 0.12809694, 0.0069585256, 0.11748204, -0.011759154, -0.12903488, 0.29380128, 0.21712495, 0.068177566, 0.059223883, 0.10227324, 0.3817376, -0.11270308, 0.0073445877, 0.21012813) * go_2(1.0, 1.0); + result += mat4(-0.199299, -0.040114038, -0.15849929, 0.0057354206, 0.19681698, -0.107773945, -0.04031948, 0.12012136, -0.22728048, 0.045971204, -0.12776788, 0.025411135, -0.2745491, -0.113476306, -0.015801609, 0.008725868) * go_3(-1.0, -1.0); + result += mat4(-0.28201059, -0.069104806, 0.015983578, -0.103806704, 0.121411614, -0.09251776, -0.08143648, 0.21460037, -0.07785157, 0.101122744, 0.013448072, -0.023710037, -0.0358346, 0.1328456, -0.02043331, -0.06159447) * go_3(-1.0, 0.0); + result += mat4(0.06781508, -0.072408475, 0.083291575, 0.040496554, 0.04679973, 0.12705597, 0.06562132, -0.04938638, 0.21427007, -0.004967686, -0.08138591, 0.033386033, -0.048481766, 0.076613255, 0.21033032, -0.05062305) * go_3(-1.0, 1.0); + result += mat4(-0.21217471, 0.13806537, 0.04606568, -0.13743265, 0.1806969, -0.085699804, -0.06342818, 0.1660658, -0.0026293355, -0.02128403, -0.0046605268, 0.008235694, -0.1171583, -0.24562967, -0.28818226, 0.12968758) * go_3(0.0, -1.0); + result += mat4(0.17914222, 0.12522437, -0.14189677, -5.616129e-05, 0.21868588, -0.24404518, -0.12704019, 0.25512457, 0.11127853, 0.043490496, -0.0034969563, -0.1935092, -0.12618113, 0.15022264, 0.10067992, -0.15296605) * go_3(0.0, 0.0); + result += mat4(0.059839483, -0.07332882, -0.0026434374, 0.22739156, 0.04557501, -0.03867732, 0.21676865, -0.058800567, 0.006406612, -0.011612252, 0.009007284, 0.059830897, 0.1614946, -0.07674529, -0.0385602, 0.39797354) * go_3(0.0, 1.0); + result += mat4(-0.1981268, -0.1361051, -0.06161995, -0.002189435, -0.0014002474, 0.126129, 0.023376467, 0.09703216, 0.10666224, -0.23168142, -0.018159337, 0.042339746, 0.12584367, -0.011922057, 0.10902402, 0.15436263) * go_3(1.0, -1.0); + result += mat4(0.0027595635, -0.10197207, -0.034429558, 0.06667168, 0.33573776, -0.099396594, -0.07997797, 0.08387646, 0.0951511, -0.16234699, -0.14867416, 0.00735437, -0.09362014, 0.0664804, 0.27731436, 0.37119982) * go_3(1.0, 0.0); + result += mat4(0.2548695, 0.028097544, -0.0022558135, 0.026973823, 0.1884029, -0.07246545, 0.21642277, 0.026800772, -0.19520886, -0.0009553605, 0.0062482627, -0.16592918, 0.48447585, 0.086303264, -0.05490935, 0.378503) * go_3(1.0, 1.0); + result += mat4(0.1574428, 0.035142746, 0.079227954, 0.100714244, 0.11136245, 0.11895534, 0.009833678, -0.001039115, -0.069387674, -0.010426503, -0.10678969, 0.101909705, -0.031729374, 0.15894724, -0.23622003, -0.011815657) * go_4(-1.0, -1.0); + result += mat4(-0.17458418, -0.120001495, 0.09203402, -0.002166517, 0.0031753816, 0.12831944, 0.16465144, -0.06330301, -0.24267045, -0.12281286, 0.052246343, 0.02494283, -0.18964235, 0.058346782, 0.0025673895, -0.01121613) * go_4(-1.0, 0.0); + result += mat4(0.115957834, -0.060228895, 0.009079297, -0.040949136, 0.014297083, 0.036444042, 0.12076215, -0.1402084, 0.09574682, -0.06670408, 0.029599207, 0.04741757, 0.01102373, -0.05027519, 0.13449037, -0.099299684) * go_4(-1.0, 1.0); + result += mat4(-0.029986456, -0.045808725, -0.05172542, -0.10101369, 0.03663162, 0.039696075, -0.08842631, -0.117827855, 0.1347963, -0.007392197, -0.05730133, -0.04402969, 0.13403495, 0.28114837, 0.17730127, -0.07764935) * go_4(0.0, -1.0); + result += mat4(-0.34972468, 0.006863505, -0.068723604, -0.30767044, 0.12904535, 0.0763381, -0.037620995, 0.028365362, -0.08700267, 0.2257665, 0.14819853, -0.16082688, 0.0929386, -0.0062676766, 0.17218679, -0.16327891) * go_4(0.0, 0.0); + result += mat4(-0.17909175, -0.09134105, -0.0057606776, -0.083825834, 0.1443505, 0.1877781, 0.02841784, 0.1146964, 0.3169764, 0.018749984, 0.19640554, -0.0014817682, -0.27608246, -0.080467306, -0.13688186, -0.06578604) * go_4(0.0, 1.0); + result += mat4(0.02515703, -0.03203328, 0.06439871, -0.06689986, -0.004256959, 0.17631707, 0.042148568, -0.088977, 0.07314368, -0.18564323, -0.11051338, -0.032011528, 0.3711881, 0.495717, 0.21411352, -0.0066381986) * go_4(1.0, -1.0); + result += mat4(-0.05550901, 0.06970293, -0.06802052, -0.022730853, 0.0143414615, 0.096654266, -0.045230158, 0.03669965, -0.08298829, -0.1573773, 0.12953721, -0.042050414, 0.04308049, 0.11458007, 0.0072063627, -0.18453878) * go_4(1.0, 0.0); + result += mat4(-0.16849747, 0.051144414, 0.020992253, -0.09341655, 0.05105659, 0.042700652, -0.06062117, 0.13699457, 0.2397991, -0.009917461, -0.059426248, 0.09855892, -0.28842947, 0.1404379, -0.022812406, -0.23883702) * go_4(1.0, 1.0); + result += mat4(0.10231295, -0.05687462, 0.05454633, 0.1353426, 0.1760176, -0.11181645, -0.31677356, 0.06983046, 0.13605112, 0.17754814, 0.3348445, -0.1652707, -0.061019715, 0.1773025, -0.30495015, 0.11278704) * go_5(-1.0, -1.0); + result += mat4(0.13603285, 0.10336861, -0.023782251, 0.13608527, -0.4052799, 0.14841305, -0.25663885, -0.012108956, 0.28822663, 0.04447834, -0.05276655, -0.18212605, -0.20188917, 0.10997185, 0.06183931, -0.055857945) * go_5(-1.0, 0.0); + result += mat4(-0.2237108, 0.24488361, 0.18851626, -0.07019121, -0.021184865, -0.0499757, 0.026765132, -0.09804875, -0.011333142, -0.108678274, 0.040759776, -0.037615996, 0.14195605, -0.17333975, 0.09601836, 0.14565407) * go_5(-1.0, 1.0); + result += mat4(0.12259593, 0.27562442, 0.24215461, 0.14960998, 0.08186383, -0.010550085, -0.019250091, -0.014648717, 0.14972208, 0.14603175, 0.10073407, -0.1225431, 0.1675907, 0.038280413, -0.06087625, 0.0130648045) * go_5(0.0, -1.0); + result += mat4(0.30968392, 0.11772451, -0.08816913, 0.12534001, -0.050786596, -0.21509898, -0.04253493, -0.04734682, 0.13719988, -0.09571686, -0.3094301, -0.08568065, -0.10093176, 0.024763435, 0.18954168, -0.227629) * go_5(0.0, 0.0); + result += mat4(-0.22520582, 0.18443918, 0.14025666, -0.18477283, -0.12125983, 0.010999684, -0.0024025543, 0.24120031, -0.13416757, 0.01567192, -0.013440386, 0.17282273, 0.16098748, -0.02793626, 0.15618294, -0.0131627675) * go_5(0.0, 1.0); + result += mat4(0.23410907, 0.019564115, -0.0076426617, -0.09377979, -0.47939178, -0.06636784, -0.0011904492, -0.09345677, -0.14794281, 0.25343522, -0.21156238, -0.01817268, 0.12250443, -0.0032213917, -0.19294205, 0.026571818) * go_5(1.0, -1.0); + result += mat4(-0.066518046, -0.011708588, -0.007350381, -0.16976248, 0.09265956, 0.08236158, 0.12594578, 0.021188073, -0.2299054, -0.12767331, -0.098674, 0.035027504, -0.1722649, -0.15037538, 0.037455063, -0.027518287) * go_5(1.0, 0.0); + result += mat4(-0.040520877, -0.17789118, 0.0535865, -0.15534161, 0.09352957, 0.11459578, -0.15315403, 0.04562035, -0.0015360791, 0.047871828, -0.021276174, 0.35346803, -0.10936083, 0.057735037, -0.089098595, 0.0057320776) * go_5(1.0, 1.0); + result += vec4(-0.12162919, -0.00032382424, 0.025486631, -0.09447538); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.024318032, 0.062261496, 0.028226431, 0.063416876, -0.122350864, -0.0113668, 0.061698295, -0.22892742, -0.21282825, -0.30799037, -0.020646222, -0.21302511, 0.050188534, -0.03943688, -0.078553416, 0.010918215) * go_0(-1.0, -1.0); + result += mat4(-0.0064165345, 0.082449056, -0.03667216, 0.026472934, -0.021514278, 0.17880541, 0.39611253, -0.17107382, 0.06770686, -0.053641487, 0.002025645, 0.09812659, -0.07990987, -0.08550891, 0.00025631645, -0.10817648) * go_0(-1.0, 0.0); + result += mat4(-0.11507329, -0.06074527, 0.007052484, 0.015466066, 0.0675046, 0.28604895, -0.020563968, 0.04284168, -0.10729741, -0.103069924, 0.028218608, 0.2833194, 0.11628834, -0.06599205, -0.10394839, 0.13991328) * go_0(-1.0, 1.0); + result += mat4(0.14225487, 0.08203055, 0.027650036, 0.1459416, -0.013772616, 0.23131026, 0.044769842, 0.27454084, -0.047555555, 0.05384277, -0.09042822, -0.16309428, 0.040359538, 0.19854581, -0.026278, 0.1577506) * go_0(0.0, -1.0); + result += mat4(-0.0091988975, -0.05603158, 0.08112747, 0.014755933, -0.50124913, 0.26424783, 0.1621611, -0.3766593, 0.15138763, 0.08449643, -0.16496105, 0.42882624, -0.010958174, 0.09773749, 0.22436622, -0.09687365) * go_0(0.0, 0.0); + result += mat4(-0.019358287, 0.025669195, 0.290994, 0.02750369, 0.28040195, 0.24038815, 0.08250993, 0.021609074, -0.040725835, -0.19103482, -0.10284562, 0.022636155, 0.050841074, 0.0030245516, -0.23331137, 0.15245193) * go_0(0.0, 1.0); + result += mat4(0.0992156, -0.09854949, 0.075423576, 0.008634914, 0.062402267, -0.22020867, -0.07628636, -0.055416584, -0.10278129, 0.117922865, 0.13292609, -0.011894427, 0.16825698, -0.036205966, 0.1424532, 0.10553304) * go_0(1.0, -1.0); + result += mat4(0.19908716, -0.12244845, 0.01669312, -0.01248478, -0.009518143, -0.08615178, 0.39116043, -0.52616054, 0.11156954, -0.115720086, -0.07697886, 0.23553406, 0.017087052, 0.016129963, 0.24723524, -0.11207272) * go_0(1.0, 0.0); + result += mat4(0.033391032, -0.1495619, -0.09304159, 0.30421168, 0.13344899, -0.31858364, -0.081601165, 0.13551356, 0.032184854, 0.016566517, -0.16247925, 0.034869343, 0.04001544, -0.08231552, -0.18482871, 0.19266751) * go_0(1.0, 1.0); + result += mat4(0.21768865, 0.012509539, -0.16523208, 0.22101055, -0.017112812, 0.12730962, -0.066268146, -0.05613703, 0.021577986, 0.24617495, 0.15244165, -0.08514145, -0.10427943, 0.17322995, 0.25568137, -0.015480765) * go_1(-1.0, -1.0); + result += mat4(0.07753385, 0.021704786, 0.23479357, -0.21051238, -0.009220801, 0.20936434, -0.077434614, -0.09195854, -0.34075132, 0.17316882, 0.11968564, -0.021970788, 0.15152359, 0.28213486, 0.07805407, 0.099207774) * go_1(-1.0, 0.0); + result += mat4(0.054490507, 0.07500978, -0.08916167, 0.22030471, 0.07036594, 0.1673276, 0.01864345, 0.0027516915, -0.39270175, -0.03433242, -0.17433889, -0.18174602, 0.044357035, -0.04678205, 0.11330789, 0.047382314) * go_1(-1.0, 1.0); + result += mat4(0.07965972, -0.2201543, 0.18386759, -0.080045894, 0.04141404, -0.027790288, 0.032212794, -0.021278335, -0.070643224, 0.05221597, -0.06377366, 0.065172255, -0.18978727, 0.092385, -0.17461243, 0.2500567) * go_1(0.0, -1.0); + result += mat4(-0.048105214, 0.43421936, -0.11871231, -0.12232125, 0.06071036, -0.07797472, -0.13819577, -0.14363539, -0.003262046, 0.05031809, -0.103945084, -0.22375908, -0.36861306, 0.25518808, 0.04773121, -0.22608627) * go_1(0.0, 0.0); + result += mat4(-0.094031096, -0.011887294, -0.08532428, 0.112617865, 0.06823757, 0.21326852, 0.109153405, -0.3117106, -0.22819358, 0.123445965, -0.066512406, -0.21115267, -0.080148704, 0.12793726, -0.20465335, -0.104592934) * go_1(0.0, 1.0); + result += mat4(0.045067977, -0.2181705, -0.0677207, 0.13714351, -0.098488234, 0.19015153, -0.09273758, -0.0746141, 0.032907944, -0.006554721, 0.045943078, -0.2017389, -0.07914341, -0.085856505, -0.22186919, -0.049897686) * go_1(1.0, -1.0); + result += mat4(-0.10116989, -0.10004126, 0.09973816, -0.056045264, -0.18085082, 0.105252974, 0.11094914, -0.27471054, 0.20055285, -0.15355913, -0.080244385, -0.07118461, 0.02517136, -0.09862167, 0.22725868, -0.06279268) * go_1(1.0, 0.0); + result += mat4(0.10015747, -0.22263162, -0.014078088, -0.08387323, 0.005140913, 0.03506062, 0.18977262, -0.1479168, -0.03378466, -0.15656684, -0.061233502, -0.21884726, -0.24339373, -0.06372294, 0.12688471, -0.10735916) * go_1(1.0, 1.0); + result += mat4(0.033982676, 0.05078853, -0.1282201, -0.0035882539, 0.08219379, -0.0116551975, 0.22077334, 0.04950106, -0.08306263, -0.03258243, -0.09699666, 0.09209884, 0.24061108, -0.040557686, 0.070444405, 0.28183722) * go_2(-1.0, -1.0); + result += mat4(-0.17872535, -0.13406444, -0.034040287, 0.03047437, -0.06435232, -0.24566554, 0.0670411, -0.024581233, -0.107877605, 0.08638364, -0.25626892, 0.044232026, 0.060273834, -0.16846469, 0.43043453, -0.1603817) * go_2(-1.0, 0.0); + result += mat4(-0.22682182, 0.15527044, -0.08887372, -0.043433297, 0.028202614, -0.1919475, 0.2581379, -0.28678998, 0.040917493, -0.023046691, 0.20005395, -0.103288084, 0.009493088, -0.018459544, 0.081757404, 0.054610446) * go_2(-1.0, 1.0); + result += mat4(-0.022377692, 0.008678131, -0.1065251, 0.2628791, -0.009904344, 0.10677991, -0.040256146, -0.116764925, 0.03182517, 0.11810951, -0.052380614, 0.30170968, 0.2569954, -0.17379415, -0.007437352, -0.13248402) * go_2(0.0, -1.0); + result += mat4(0.1602437, -0.097451374, -0.010258972, 0.12651087, -0.0061891475, 0.078265965, 0.08754248, -0.14903383, -0.07830899, -0.08898991, -0.058010247, 0.23148704, -0.3695693, 0.18824111, -0.07988307, -0.05880814) * go_2(0.0, 0.0); + result += mat4(-0.22253856, 0.26592886, -0.03350701, -0.14712897, -0.12118757, 0.19663027, 0.031479847, -0.1554313, -0.028078854, 0.47659087, 0.12390117, -0.11238944, 0.037422795, -0.049916733, -0.2926893, 0.16435196) * go_2(0.0, 1.0); + result += mat4(0.075061694, -0.24045657, -0.047069702, -0.09982952, 0.2340634, -0.33556157, -0.037818547, 0.15286541, 0.14214562, 0.02267143, 0.09929496, -0.055981826, 0.21834296, -0.19831084, -0.16977312, 0.08182871) * go_2(1.0, -1.0); + result += mat4(0.01741376, 0.08985922, 0.16625583, -0.097267725, 0.17712043, -0.068722576, 0.07060928, 0.09168345, -0.16337997, -0.038742293, -0.04963981, 0.15612502, 0.11807448, -0.08807022, 0.101155974, -0.5563793) * go_2(1.0, 0.0); + result += mat4(-0.27598697, -0.062920116, -0.08726363, -0.12058882, -0.07664108, -0.032059796, -0.25070706, 0.030094638, -0.1160773, 0.19200212, 0.18899699, -0.18259315, 0.24458873, 0.12005026, -0.4616454, 0.27545306) * go_2(1.0, 1.0); + result += mat4(0.15272795, -0.23518732, 0.030445633, 0.088528365, 0.055305615, -0.12609963, 0.15926869, -0.22551426, 0.040562432, 0.124508515, 0.124815956, -0.0953939, 0.14920413, 0.14798881, -0.14428794, 0.37141335) * go_3(-1.0, -1.0); + result += mat4(0.12783955, -0.0540082, 0.014302729, 0.1365942, 0.10768764, -0.16831467, -0.079203665, 0.1425581, 0.019629346, -0.1027023, 0.15957874, -0.29757223, 0.26533285, -0.15765496, 0.35999995, 0.025803005) * go_3(-1.0, 0.0); + result += mat4(0.29036346, 0.26730424, 0.12511441, -0.061552685, -0.16372615, -0.026372833, 0.14069465, -0.24948902, 0.028215056, 0.254545, -0.19650677, 0.09530049, 0.055034224, -0.009660105, 0.39131105, -0.11131454) * go_3(-1.0, 1.0); + result += mat4(-0.0675603, -0.24606612, 0.0658764, -0.04487242, -0.0043948023, 0.04578745, 0.065714814, -0.12173881, 0.06062957, -0.04769831, 0.017330103, -0.074727364, -0.25047338, -0.30126756, -0.0830633, 0.019802446) * go_3(0.0, -1.0); + result += mat4(0.19933821, 0.08052119, -0.058912043, 0.31624097, 0.18705179, 0.023470681, -0.03783429, -0.04163007, -0.09845593, -0.12975362, 0.2510535, -0.32808807, -0.23654252, 0.3028382, -0.19675751, -0.030597644) * go_3(0.0, 0.0); + result += mat4(0.09338011, -0.0415115, -0.22497573, -0.0028536345, -0.19024974, -0.1604205, 0.115466096, -0.2525424, -0.063761264, -0.20588842, 0.08622651, -0.00097166066, 0.10169425, 0.252253, -0.06758796, 0.23335451) * go_3(0.0, 1.0); + result += mat4(-0.04426442, 0.1095582, -0.085856594, 0.13048999, -0.12778096, 0.2613617, -0.045577575, -0.1526907, 0.1257047, -0.111831486, -0.059892397, 0.15280181, -0.12673315, -0.05033893, -0.2930266, -0.46015793) * go_3(1.0, -1.0); + result += mat4(-0.11951625, 0.03414521, -0.11969193, 0.1869847, 0.111495204, 0.080608666, -0.20057446, 0.10785576, -0.049578592, 0.016259808, 0.0058614444, -0.045524042, 0.0319529, 0.05456559, 0.007678947, 0.33595043) * go_3(1.0, 0.0); + result += mat4(0.10240467, 0.18299319, 0.05753473, -0.02340504, -0.16686855, 0.21292439, 0.11702374, -0.30564633, -0.024081768, -0.088019624, 0.22313595, -0.06672843, 0.055274762, 0.13347326, -0.030782074, -0.35677573) * go_3(1.0, 1.0); + result += mat4(-0.075412944, -0.11053347, 0.07465402, -0.014327975, -0.13390768, 0.009061153, 0.027920425, -0.005080267, -0.04721174, -0.06812053, -0.08845801, 0.109399185, -0.04021429, 0.03812722, -0.25037023, -0.019478017) * go_4(-1.0, -1.0); + result += mat4(-0.07806179, 0.00493842, -0.02926109, -0.017333046, -0.125423, -0.1364203, 0.09466317, -0.26578787, 0.14311473, -0.0638623, 0.11139706, -0.08727186, -0.06821389, -0.19687861, 0.14772336, -0.10641787) * go_4(-1.0, 0.0); + result += mat4(0.027460072, 0.15687883, -0.17656918, 0.037287217, -0.06293563, -0.03923116, 0.037919715, -0.16810033, 0.26675344, -0.06076212, 0.104115106, 0.0798128, -0.023851654, 0.033833887, -0.030991107, 0.20160522) * go_4(-1.0, 1.0); + result += mat4(-0.058332916, -0.09243659, -0.24664097, -0.13549158, -0.1218952, 0.15865086, -0.1388978, -0.25030297, 0.045538265, 0.04120175, -0.031994786, -0.13400851, 0.007142682, 0.16071808, 0.04225278, 0.20399003) * go_4(0.0, -1.0); + result += mat4(-0.09599313, -0.15977086, -0.02840129, 0.1264139, -0.0144603, -0.00054464, 0.025552921, -0.09051482, -0.06592454, -0.026247922, -0.06352208, -0.021571407, -0.04439837, -0.07514258, 0.0026004864, 0.23430851) * go_4(0.0, 0.0); + result += mat4(0.09127431, -0.21962664, 0.029265152, -0.3099013, -0.09579088, 0.023516538, -0.08382231, 0.05348487, 0.17067212, -0.16390987, 0.03691037, 0.01566425, 0.18072702, 0.10966007, 0.22929187, 0.23833585) * go_4(0.0, 1.0); + result += mat4(0.083102494, 0.18586425, 0.09552713, -0.22502401, 0.10707524, -0.041579556, -0.040507507, -0.07875607, 0.13548316, 0.065970294, -0.09524086, 0.12988009, -0.19841906, -0.016670253, 0.2779514, 0.0039394014) * go_4(1.0, -1.0); + result += mat4(-0.056897737, -0.022942321, -0.089304574, 0.01799863, -0.031229522, 0.08292495, -0.040067356, -0.09749493, -0.2211719, 0.110088974, 0.05465516, -0.12767765, -0.06458067, -0.17160612, -0.09046756, -0.09943958) * go_4(1.0, 0.0); + result += mat4(-0.20148912, 0.017609052, 0.2321357, -0.07018911, -0.1311024, 0.007025396, -0.3018123, 0.059590653, 0.02093451, 0.2801181, 0.047305427, -0.04511682, 0.02409926, -0.1167535, -0.051785782, -0.022035388) * go_4(1.0, 1.0); + result += mat4(-0.050354917, -0.070848934, 0.05680098, -0.15274279, 0.017402016, 0.36217922, -0.5604259, 0.07027285, 0.013515239, -0.024368018, 0.15436645, -0.20279783, -0.009300287, 0.07763277, -0.12982416, 0.018808186) * go_5(-1.0, -1.0); + result += mat4(0.06595005, 0.34867665, -0.1158312, -0.11764399, -0.36079824, -0.03821222, -0.019823037, -0.44939035, -0.16058454, 0.0022173142, -0.067403175, 0.094619855, -0.054194376, -0.15860401, 0.031142738, -0.020085743) * go_5(-1.0, 0.0); + result += mat4(0.15504256, -0.22207503, -0.037738267, -0.024344966, 0.22112809, -0.084620684, 0.31442386, -0.17054078, -0.14580488, -0.1475954, 0.014907614, -0.009613608, -0.120833494, 0.024163049, 0.055504505, 0.12984537) * go_5(-1.0, 1.0); + result += mat4(0.03553467, -0.047465023, 0.127075, -0.17350323, 0.17346224, -0.15783796, 0.15583144, 0.01985312, 0.019021586, -0.03840401, 0.19470496, -0.007293492, -0.17917366, -0.15722491, -0.26070598, -0.2573391) * go_5(0.0, -1.0); + result += mat4(-0.0953191, 0.09084944, 0.25338924, 0.23829061, 0.08905475, -0.02061248, -0.012651722, 0.11955581, 0.239715, -0.2795726, 0.06275163, -0.15498403, -0.042101745, -0.16694753, -0.049197655, 0.06470607) * go_5(0.0, 0.0); + result += mat4(0.07657325, -0.35392562, -0.055532675, -0.18168893, 0.08006482, 0.12548354, -0.17169037, 0.41884392, 0.047854125, -0.13949591, -0.34051692, 0.18265511, 0.082268566, 0.24420416, -0.049996477, -0.018989688) * go_5(0.0, 1.0); + result += mat4(-0.16161917, 0.16816078, 0.018195407, 0.16679527, -0.3412548, 0.14028408, 0.17574453, -0.06049301, -0.01611411, -0.046527516, -0.044087164, 0.25788495, 0.13769192, -0.016161619, 0.041910134, 0.042887107) * go_5(1.0, -1.0); + result += mat4(0.07837116, -0.22945437, -0.05715237, 0.062118188, -0.07539828, 0.22634326, -0.19471732, 0.31986186, 0.15694539, 0.1633341, -0.03029404, 0.056681212, -0.029835409, -0.13129339, 0.19710875, 0.13151285) * go_5(1.0, 0.0); + result += mat4(0.017191496, 0.33163047, -0.026875576, 0.19212759, 0.27074674, 0.17707312, -0.13339694, 0.10855495, -0.18034323, 0.43113244, -0.33985507, 0.316351, 0.0358167, 0.023788683, 0.13152061, -0.019543748) * go_5(1.0, 1.0); + result += vec4(0.091157734, 0.06337161, 0.09025765, 0.07787731); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10152706, 0.13643685, 0.050397865, 0.10665431, 0.026328163, 0.1460299, 0.2569912, -0.19533697, 0.03801618, 0.0003496284, 0.18598852, -0.22565664, 0.05281963, -0.034972392, -0.14308542, 0.030370854) * go_0(-1.0, -1.0); + result += mat4(-0.004119863, 0.057859607, -0.2119656, 0.14261195, -0.16826284, -0.25717396, -0.041528255, -0.119776234, -0.1013885, 0.16835499, 0.27712375, 0.11540263, 0.13435264, -0.15992326, -0.011525119, -0.052719552) * go_0(-1.0, 0.0); + result += mat4(0.015662286, 0.039283197, 0.1298957, 0.14770529, 0.16800109, -0.26307538, -0.043486428, -0.088268735, -0.091123246, -0.02737689, 0.1340816, 0.20996217, 0.108091205, 0.030314112, 0.054512065, 0.012642684) * go_0(-1.0, 1.0); + result += mat4(0.06709217, -0.05501374, 0.081222005, 0.089457735, 0.18656515, -0.3077529, 0.047672454, 0.024508892, -0.1351014, -0.39228433, -0.10557932, -0.04361972, -0.11915583, -0.009581473, 0.0063169855, -0.03613457) * go_0(0.0, -1.0); + result += mat4(-0.1854358, -0.17342652, -0.194473, 0.3151401, -0.051769286, -0.3236325, 0.16018392, -0.057727765, 0.16584621, -0.017418258, -0.3128051, 0.07975532, 0.18611333, 0.026310056, 0.02726216, 0.0067486716) * go_0(0.0, 0.0); + result += mat4(-0.110896066, -0.00702464, -0.20931682, 0.24850254, 0.03269825, -0.18380491, 0.032377258, 0.19312768, -0.22545849, 0.20047729, -0.21857505, 0.04958539, -0.012481836, 0.09664499, -0.14021717, -0.011379809) * go_0(0.0, 1.0); + result += mat4(0.029377487, -0.03222012, -0.047782637, 0.15043634, -0.028922928, 0.14329837, 0.070593685, 0.17937078, -0.098229684, -0.017268147, 0.023314565, -0.0373697, 0.086789444, -0.041083477, -0.14991397, 0.1569613) * go_0(1.0, -1.0); + result += mat4(-0.15204531, 0.038198274, -0.04654972, -0.023292607, 0.043118156, -0.1646481, -0.19841586, 0.0921996, -0.020243818, -0.006126642, 0.0073893177, -0.2155937, -0.051742166, -0.12905034, 0.026826771, -0.14480315) * go_0(1.0, 0.0); + result += mat4(0.10036964, 0.1710007, -0.07876652, 0.22185723, -0.07879332, -0.009758965, -0.07071612, 0.091213554, -0.112285696, 0.03389832, -0.028804176, -0.030022187, -0.1688445, 0.11049307, -0.054812532, 0.093897834) * go_0(1.0, 1.0); + result += mat4(-0.12732436, 0.085322656, -0.100760445, 0.18453589, -0.06775451, 0.10935976, 0.17619863, -0.1605919, 0.09963296, -0.15262389, 0.09841437, -0.19519499, -0.07014624, 0.25242952, -0.05024359, 0.087294735) * go_1(-1.0, -1.0); + result += mat4(0.015800908, -0.14473227, -0.2478373, 0.053460408, -0.14864206, -0.043255955, 0.11067259, 0.0014784707, 0.12921435, -0.03185401, 0.116656736, -0.03951376, 0.06561661, -0.04718704, -0.10218965, 0.11587745) * go_1(-1.0, 0.0); + result += mat4(0.07117372, 0.0109037515, -0.23872098, 0.07710495, 0.0921179, -0.1644194, -0.13181047, -0.057200883, 0.14430603, 0.10133447, 0.28212273, 0.09411812, -0.048196144, 0.0436184, -0.13561143, 0.3184622) * go_1(-1.0, 1.0); + result += mat4(-0.18523192, 0.21471006, -0.0448867, 0.014551903, 0.009904246, -0.15023962, 0.004197992, -0.17210527, 0.194157, -0.08507272, 0.20821328, 0.053412434, 0.3099377, 0.119032666, -0.18388903, -0.19600375) * go_1(0.0, -1.0); + result += mat4(0.2807314, 0.2189851, 0.25916493, 0.060228985, -0.0049263136, -0.074992225, -0.15787919, -0.054917946, 0.12066998, -0.21063392, 0.14343189, -0.033192027, -0.010535234, 0.14374483, 0.1522993, -0.07717713) * go_1(0.0, 0.0); + result += mat4(-0.043371633, 0.13011403, -0.0015406794, -0.0128029715, 0.17256962, -0.04676938, 0.15432738, -0.07865593, 0.13326003, -0.20808597, -8.7830034e-05, 0.19136547, -0.1985925, -0.013042362, -0.22718841, -0.06583816) * go_1(0.0, 1.0); + result += mat4(-0.11845248, 0.027589038, 0.10232536, 0.089354545, 0.18008573, 0.061147142, 0.04159389, -0.12027304, 0.1662144, -0.19675921, 0.12992287, -0.10149212, 0.10550842, -0.006124143, 0.19946195, -0.1462058) * go_1(1.0, -1.0); + result += mat4(0.01296488, -0.09644271, -0.05817923, -0.0954995, 0.025634903, -0.10628822, -0.05637768, -0.284114, 0.17925075, 0.01273799, 0.309424, -0.036070596, -0.17971297, -0.35284916, 0.028788334, -0.040968318) * go_1(1.0, 0.0); + result += mat4(-0.14511016, -0.036098864, -0.029634831, -0.081007525, 0.17456302, -0.3121309, -0.005653063, -0.13220096, 0.07959643, 0.13494255, 0.16009367, 0.022134677, -0.06916521, -0.068016514, -0.07418041, -0.106386214) * go_1(1.0, 1.0); + result += mat4(0.0038909556, 0.10399398, -0.047585238, 0.020263152, 0.22357577, 0.20275299, -0.20587234, -0.14618087, -0.06699123, 0.05799765, -0.057206634, 0.070337296, 0.26828194, -0.110529095, -0.039317895, 0.1000372) * go_2(-1.0, -1.0); + result += mat4(-0.12016816, -0.1746712, -0.15243006, 0.09121186, 0.17119732, 0.09372113, -0.011121283, 0.01683138, 0.04647735, 0.26708847, -0.045210358, -0.05229348, 0.13961853, -0.23234563, 0.11518522, 0.025384203) * go_2(-1.0, 0.0); + result += mat4(0.24803765, -0.12064236, 0.16222163, 0.10242684, 0.35362238, -0.0025835831, 0.10871223, -0.14052986, 0.086918466, 0.003965692, -0.052900802, -0.09219091, -0.097256884, 0.027730078, -0.018556952, 0.029902605) * go_2(-1.0, 1.0); + result += mat4(-0.07853819, -0.33072472, -0.01923759, -0.022614414, 0.037449032, 0.0057582236, 0.035095196, -0.10516724, 0.021059662, -0.1803607, -0.072927505, -0.032927528, 0.10600866, 0.2115304, -0.038914077, 0.026641702) * go_2(0.0, -1.0); + result += mat4(-0.046708018, -0.30087915, 0.23972215, 0.051118676, -0.09175249, 0.061564893, -0.0606459, 0.10725062, 0.16634792, 0.15181623, -0.14776988, -0.089753665, 0.09396779, 0.3047946, 0.20602426, -0.10614584) * go_2(0.0, 0.0); + result += mat4(0.16031305, -0.010385087, 0.12137829, 0.013936002, -0.09272479, -0.0462326, 0.14647374, -0.1364509, 0.1020013, 0.07280318, -0.035455197, -0.0074932426, 0.06966262, 0.43025437, 0.14413132, -0.020879302) * go_2(0.0, 1.0); + result += mat4(-0.048381433, 0.055672538, 0.17734092, 0.057804573, -0.064207256, -0.081648245, -0.19108449, -0.027356787, 0.22855555, 0.026296774, 0.051670585, 0.1469678, 0.14372535, -0.019550381, 0.0711832, -0.23015371) * go_2(1.0, -1.0); + result += mat4(0.10270051, 0.03306284, 0.18660016, -0.08794835, 0.022104584, 0.14556691, -0.18290472, -0.004233608, 0.31982687, -0.019705234, -0.18947408, -0.014298402, 0.13134713, -0.22212905, -0.22175267, -0.083559796) * go_2(1.0, 0.0); + result += mat4(0.09405076, -0.094762795, 0.00039714025, -0.033925287, -0.040082168, 0.18154381, -0.091368884, -0.002279935, 0.18112488, -0.16065024, -0.07302534, -0.054364413, -0.027507186, 0.056911435, -0.25985143, 0.19071229) * go_2(1.0, 1.0); + result += mat4(-0.08038882, -0.23933147, 0.091805875, 0.06882283, 0.030006107, -0.19613835, -0.19390447, -0.06947256, -0.15933713, -0.12136816, 0.10496873, 0.20988281, -0.06429982, 0.13831986, -0.12110751, -0.013753183) * go_3(-1.0, -1.0); + result += mat4(-0.03526272, 0.09196733, 0.22100714, -0.034608632, 0.11271489, 0.19354948, -0.08702665, 0.0818318, -0.23144986, -0.39077505, 0.068490066, -0.07049248, -0.15327029, -0.13464752, -0.23453039, -0.007664983) * go_3(-1.0, 0.0); + result += mat4(-0.071974635, -0.09427919, -0.14303383, -0.15694854, -0.0536355, 0.072341934, 0.0919402, -0.032855745, 0.061292388, 0.09840731, 0.035950005, -0.064508714, -0.121800035, -0.18790516, -0.098817684, -0.032492902) * go_3(-1.0, 1.0); + result += mat4(-0.006014576, 0.056944408, -0.04101546, -0.07834956, 0.048266124, 0.013926315, 0.041723326, -0.323333, -0.41566008, 0.3228979, 0.004536671, 0.31018063, -0.32762045, 0.23986395, 0.0941997, 0.32134023) * go_3(0.0, -1.0); + result += mat4(-0.07315801, -0.04973393, -0.022297578, -0.0803329, -0.006434735, 0.010591334, 0.036642008, 0.099703625, -0.30428717, -0.13702157, 0.05784328, -0.08263622, -0.16771519, 0.012717832, 0.16369238, 0.082922) * go_3(0.0, 0.0); + result += mat4(0.0001620341, 0.13469625, 0.022239598, -0.045452654, -0.012625867, -0.016001742, -0.13125779, 0.035808936, -0.06057855, -0.23169748, -0.031564385, 0.0035062286, 0.08688842, 0.043959387, 0.045130596, -0.082511395) * go_3(0.0, 1.0); + result += mat4(-0.083551735, -0.0062169307, -0.071006864, 0.08302828, 0.041814975, -0.17135905, -0.051279463, -0.23531726, -0.07600026, -0.016305951, -0.12496258, 1.6274626e-05, -0.056098733, 0.05471391, -0.16807914, 0.043552015) * go_3(1.0, -1.0); + result += mat4(0.10614594, 0.055918783, -0.04306798, 0.12271233, -0.053095255, -0.041611873, 0.0658641, -0.17270197, -0.17228878, 0.04906801, 0.025378078, 0.03993686, 0.26168197, -0.0664166, -0.24114749, 0.122338526) * go_3(1.0, 0.0); + result += mat4(-0.028463805, -0.06832796, -0.042678714, -0.09115425, 0.112060644, -0.11552275, -0.13850841, -0.21241449, -0.025949117, -0.25152782, 0.118504696, -0.0032011967, -0.004659375, 0.14416796, 0.10196362, -0.25900578) * go_3(1.0, 1.0); + result += mat4(-0.014083873, -0.14722492, -0.04869616, -0.0060440497, -0.06496493, -0.080328904, 0.0021304504, -0.071984075, 0.037136473, -0.06741335, 0.047950987, 0.13102819, -0.084352426, 0.021756288, 0.14978755, -0.07930937) * go_4(-1.0, -1.0); + result += mat4(-0.043805413, 0.11554947, 0.08058495, -0.029509902, 0.07255308, -0.11107158, 0.19269472, -0.06936789, -0.056554012, -0.13389792, 0.05822567, -0.080038816, -0.11012767, -0.2594496, 0.013091632, -0.016040247) * go_4(-1.0, 0.0); + result += mat4(0.11076819, 0.29110146, 0.010078737, -0.07397723, 0.017001567, -0.0600932, 0.120115615, -0.1516764, -0.046932317, -0.1531205, -0.041367747, 0.03022747, 0.028425755, -0.09993652, 0.105394356, -0.097724885) * go_4(-1.0, 1.0); + result += mat4(-0.16120721, 0.12060183, -0.051696084, 0.13536309, -0.0629108, 0.20782739, 0.08011087, 0.16132146, -0.17330962, 0.075349055, -0.13367563, 0.0834821, 0.13859299, -0.24726664, 0.1219966, 0.008662899) * go_4(0.0, -1.0); + result += mat4(-0.06673648, -0.059848122, -0.079399005, 0.07430188, 0.039565083, -0.02646128, 0.06627121, -0.15686277, -0.08100342, 0.211192, 0.11364034, -0.056452975, 0.003068278, -0.09815622, -0.2720423, -0.060945407) * go_4(0.0, 0.0); + result += mat4(0.10425103, -0.11963076, -0.15664895, -0.008325704, 0.030473476, -0.059397645, 0.08696136, -0.105832994, 0.15845199, -0.0155479815, 0.21866821, -0.24220671, -0.07413551, 0.18748072, 0.15781933, 0.09678578) * go_4(0.0, 1.0); + result += mat4(-0.105755776, 0.05295692, -0.065712206, -0.055599883, -0.024171222, -0.10882413, -0.019153712, -0.0797682, -0.05841592, 0.027539523, 0.018220939, 0.025832783, 0.10254366, 0.027248384, 0.17515337, 0.13366127) * go_4(1.0, -1.0); + result += mat4(0.14450707, 0.16593692, 0.10250131, 0.022199351, 0.00025016058, 0.02208959, -0.015518909, 0.03897976, 0.066313244, -0.08834062, -0.06497536, 0.21156809, -0.028999787, 0.1924942, 0.27274308, -0.19622537) * go_4(1.0, 0.0); + result += mat4(0.06670714, 0.032708794, 0.08869534, -0.1733506, 0.0076623727, 0.12130858, 0.010788659, -0.046009142, 0.09683414, -0.2074643, 0.08545223, 0.0447272, 0.12027344, 0.20864709, 0.17474543, 0.13670264) * go_4(1.0, 1.0); + result += mat4(0.021432638, -0.24760821, 0.12410156, -0.11143068, 0.1870739, 0.0740915, 0.11552895, -0.061147105, -0.037998777, -0.1789209, 0.02577988, -0.1907707, 0.16632228, 0.029018525, 0.016788188, 0.16683672) * go_5(-1.0, -1.0); + result += mat4(0.1736272, 0.052254014, -0.010544911, -0.25163132, -0.021734655, -0.23477079, 0.30037084, -0.024889933, 0.16576701, 0.11785999, -0.19426535, 0.012973521, -0.31330642, -0.12940904, 0.1407924, -0.104257464) * go_5(-1.0, 0.0); + result += mat4(-0.10720734, -0.22007015, 0.06929706, 0.1128352, 0.08878798, -0.74968565, 0.05292707, -0.2015415, -0.22024418, 0.12937216, 0.0077955252, 0.10120546, -0.051692892, -0.4005671, 0.019636473, -0.020149691) * go_5(-1.0, 1.0); + result += mat4(0.43247837, -0.18930417, -0.013568917, -0.079419196, 0.18672904, -0.35622415, 0.25079453, -0.1175358, 0.26581118, 0.008579299, 0.18397655, -0.29648697, -0.15222591, 0.32292458, -0.011576255, -0.030688757) * go_5(0.0, -1.0); + result += mat4(0.10460517, 0.22705384, -0.11461504, -0.34884137, 0.06710358, 0.07710169, -0.22747318, -0.03428357, -0.12087394, -0.18585229, 0.053487252, -0.15423988, -0.24636437, 0.42574164, -0.20994124, -0.13236474) * go_5(0.0, 0.0); + result += mat4(-0.15691194, -0.08720117, -0.052925915, -0.16245657, -0.16402285, 0.3253476, 0.1616336, 0.072358444, -0.19095042, 0.21235181, 0.033952657, -0.021103038, 0.1247694, 0.228517, 0.032327496, -0.21903606) * go_5(0.0, 1.0); + result += mat4(-0.14174855, -0.06494216, 0.13284135, -0.08129453, 0.16482054, 0.110014215, 0.15709473, -0.010275839, -0.22032334, -0.10103909, -0.11650554, -0.17561941, 0.085149735, -0.40727508, 0.12032625, -0.02078777) * go_5(1.0, -1.0); + result += mat4(-0.27078578, -0.08153653, 0.1757881, 0.11317136, 0.27882257, -0.24042514, -0.08648888, -0.045675088, -0.10128582, -0.04766186, 0.06836051, 0.15924035, 0.04440567, -0.099891834, -0.08893405, 0.05721548) * go_5(1.0, 0.0); + result += mat4(0.15327021, 0.13603994, 0.17330587, 0.05625383, -0.11157126, -0.08179826, 0.05035325, -0.012668053, 0.04673393, 0.29881957, 0.019924281, -0.06682304, -0.034375366, -0.11446407, 0.055847015, 0.104117975) * go_5(1.0, 1.0); + result += vec4(0.013481283, -0.0006846239, 0.017479934, 0.13998064); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.013182829, 0.053091962, 0.06549412, 0.09314398, 0.12759157, 0.19831958, -0.0066986284, 0.008724786, -0.008788724, -0.18448268, -0.08061004, -0.122672, 0.039246775, 0.114899494, 0.0053096768, -0.45705518) * go_0(-1.0, -1.0); + result += mat4(-0.15435986, 0.12775438, 0.033445876, 0.13065258, -0.034713954, 0.011218427, -0.056961175, -0.028291933, 0.014069658, -0.12902507, 0.09579773, -0.24455607, 0.14417914, 0.05937612, 0.2243551, -0.3940324) * go_0(-1.0, 0.0); + result += mat4(0.019673724, 0.20209175, 0.0864056, 0.062125377, -0.032693543, -0.07866025, 0.049098648, 0.09967038, 0.071991436, -0.035584584, 0.08620264, -0.3146151, 0.0016364265, -0.1282453, 0.113696136, -0.09162608) * go_0(-1.0, 1.0); + result += mat4(-0.086494565, -0.031322442, -0.0010425163, 0.0043439222, -0.2207718, -0.114754595, -0.04754309, 0.038829442, 0.28012696, 0.01416326, -0.006575263, 0.09800945, 0.20944737, 0.12320554, -0.27976176, 0.042036757) * go_0(0.0, -1.0); + result += mat4(-0.0043551656, -0.034230676, 0.047720857, -0.0913431, 0.25977305, 0.21515612, 0.18708718, -0.004843006, 0.29522216, 0.03641434, -0.096512936, -0.07962972, -0.07454651, -0.2631387, -0.3370317, 0.40316954) * go_0(0.0, 0.0); + result += mat4(0.07995683, -0.17652078, 0.0023912708, -0.02042794, 0.17486735, -0.22842996, -0.06893651, -0.19074234, 0.10076771, 0.11205654, 0.001572062, 0.024552155, -0.00011488878, -0.12493254, -0.29600865, 0.07090882) * go_0(0.0, 1.0); + result += mat4(0.017154403, 0.13125315, 0.11503914, 0.105513334, -0.11673632, -0.034176424, -0.030536361, -0.002248858, -0.11892652, -0.08516513, 0.06950209, 0.17622153, 0.06246307, -0.07698598, 0.2093879, -0.058301486) * go_0(1.0, -1.0); + result += mat4(0.10316161, 0.0072260876, 0.07716615, -0.13834251, -0.010482067, 0.15220478, 0.09262941, 0.08135313, 0.14277095, -0.15209594, -0.15694623, 0.0658977, 0.16643007, -0.04802777, 0.039331965, 0.10639549) * go_0(1.0, 0.0); + result += mat4(0.003941457, 0.096958525, 0.08078122, -0.123746514, 0.05798335, -0.044676617, -0.3084394, 0.1140151, 0.010672668, -0.025900228, -0.06911797, 0.05360162, 0.15696998, 0.07253946, 0.06035546, 0.1159507) * go_0(1.0, 1.0); + result += mat4(0.229298, 0.064096935, 0.16048844, 0.012671015, 0.024478769, 0.063737154, -0.004687863, 0.19364266, -0.19646022, 0.2893255, 0.026786007, 0.069286734, 0.07800188, -0.053994164, 0.052960467, 0.1745522) * go_1(-1.0, -1.0); + result += mat4(0.015469714, -0.12314818, 0.5338478, -0.11723986, -0.008365538, -0.10995339, -0.15134127, -0.07830025, 0.07128518, 0.009086638, -0.116382964, -0.16219214, 0.026113646, 0.29649207, -0.33176404, 0.009099685) * go_1(-1.0, 0.0); + result += mat4(-0.09291687, 0.09429629, 0.47023576, 0.30382136, 0.022938905, -0.053612467, 0.03914971, 0.07205734, 0.11292842, -0.022005484, 0.17894705, -0.008363797, -0.1682453, 0.0409644, -0.017597, -0.14894786) * go_1(-1.0, 1.0); + result += mat4(-0.22093011, 0.050382294, -0.07031792, 0.1064123, 0.09168859, -0.054715537, 0.07824245, 0.0675236, -0.11675646, 0.12587738, 0.33370635, -0.14830373, -0.4392533, -0.23865284, 0.071248956, -0.026170105) * go_1(0.0, -1.0); + result += mat4(-0.048300147, 0.08008235, 0.11813505, -0.09183442, -0.06377392, 0.14087953, 0.07831149, 0.044931732, -0.21497081, 0.026584432, 0.013495652, -0.14503439, 0.007470514, 0.14160597, -0.016141815, -0.31155616) * go_1(0.0, 0.0); + result += mat4(-0.41951287, 0.24024096, 0.19465575, -0.041104067, 0.09810697, 0.14586213, 0.13903797, -0.053057924, -0.14113568, -0.09644958, -0.09866805, -0.07899498, -0.172797, -0.08095462, -0.13160881, -0.0089402525) * go_1(0.0, 1.0); + result += mat4(-0.0807202, -0.37737992, -0.12689668, 0.079181, 0.01577318, -0.11053014, -0.12669973, 0.0071108835, -0.20729698, 0.046471246, -0.12194573, 0.2870874, -0.22770974, 0.09006065, 0.23021267, 0.3112802) * go_1(1.0, -1.0); + result += mat4(-0.17971495, 0.036312122, -0.03444156, 0.041823655, -0.09082372, 0.08112007, 0.049061, -0.0055645844, 0.013843324, -0.01969895, -0.13960351, -0.047275152, -0.043000307, 0.27807096, 0.22880352, 0.106376074) * go_1(1.0, 0.0); + result += mat4(-0.17075665, 0.006126272, -0.2546894, 0.11954845, -0.19607663, 0.048538323, -0.065129414, 0.014257998, 0.038192738, -0.037847996, -0.020429965, 0.025860488, 0.028515143, 0.06738391, 0.072110705, -0.033284377) * go_1(1.0, 1.0); + result += mat4(0.044568866, 0.062475223, -0.0983384, 0.009866407, -0.35514477, -0.030211627, 0.22333166, 0.32969475, -0.109626986, -0.034606833, -0.0576798, -0.17654708, -0.08829175, -0.16896097, -0.1001105, -0.12807782) * go_2(-1.0, -1.0); + result += mat4(0.3260804, -0.13558061, 0.04645619, -0.07019992, -0.29856443, 0.053042114, 0.061772786, -0.13687392, -0.16278408, -0.034854803, -0.012278255, -0.098236114, -0.19714803, -0.1252398, 0.52471006, -0.00438923) * go_2(-1.0, 0.0); + result += mat4(-0.23780306, 0.0058732736, -0.14263488, 0.014209727, 0.3014817, -0.19334342, 0.14975117, -0.4833427, 0.06679691, -0.068613395, -0.11530229, -0.27387938, 0.060538717, 0.2566434, 0.089476675, 0.20292005) * go_2(-1.0, 1.0); + result += mat4(-0.08988664, 0.09974201, -0.06231258, -0.14937639, 0.3109973, -0.062920496, 0.38651597, 0.32825765, -0.019837346, 0.1774624, 0.0721711, 0.01380091, 0.33275485, -0.024928985, -0.07132799, -0.10537747) * go_2(0.0, -1.0); + result += mat4(-0.09355771, -0.018917486, 0.062002532, -0.06821075, 0.0852235, -0.043880213, 0.023216404, -0.034589138, 0.009775594, 0.020386059, -0.19563444, 0.34160665, -0.19108588, -0.36282206, 0.12477205, -0.1635429) * go_2(0.0, 0.0); + result += mat4(0.0660281, -0.004066676, 0.051605884, -0.20489341, 0.45396295, 0.048399396, 0.32993752, 0.5071012, 0.1316449, -0.028571565, -0.1418205, -0.06860564, 0.00832686, 0.10344168, -0.0033388403, -0.21189667) * go_2(0.0, 1.0); + result += mat4(0.03121781, 0.06918902, 0.0073941397, -0.039547186, -0.13978334, 0.36066145, 0.105322905, 0.048246022, -0.064950965, 0.04503515, 0.13340174, -0.30344757, 0.08683505, -0.046188712, -0.17417784, 0.09081479) * go_2(1.0, -1.0); + result += mat4(-0.16948071, 0.0040395157, 0.035707664, -0.079912804, 0.038716394, -0.17475441, -0.36299637, 0.03968082, 0.049196135, -0.1715365, -0.071639955, -0.016410451, 0.09188755, -0.2558949, -0.16094652, 0.07996079) * go_2(1.0, 0.0); + result += mat4(-0.21382907, 0.05636966, -0.06199946, -0.21989174, -0.18922164, 0.37826148, -0.0141571835, 0.024448203, 0.0884536, 0.12374937, 0.18420288, 0.0967765, -0.06720011, 0.069881, -0.0042892518, -0.19172947) * go_2(1.0, 1.0); + result += mat4(-0.08187655, -0.489484, -0.27973574, -0.009521738, 0.18314825, -0.35783502, 0.056075446, 0.1687472, 0.3308614, -0.23036483, 0.0055736783, 0.18089417, -0.01648603, -0.21509576, -0.05315817, 0.2311331) * go_3(-1.0, -1.0); + result += mat4(0.10545252, -0.16682841, 0.46201918, 0.41049242, 0.2867931, -0.10737721, 0.37278366, -0.15247364, 0.32457805, -0.13211884, 0.0282094, 0.32339963, -0.20642634, -0.07769656, -0.11572602, -0.0078001227) * go_3(-1.0, 0.0); + result += mat4(0.049419798, -0.16918461, -0.07071865, -0.23344457, -0.06583399, 0.21428098, 0.13742666, -0.24406539, -0.3166922, 0.04145341, 0.12750438, 0.7016666, -0.072237894, 0.060902767, 0.024233112, 0.1978945) * go_3(-1.0, 1.0); + result += mat4(0.21362431, -0.22586554, -0.13855393, 0.03641023, -0.18417473, 0.13428141, 0.019632103, 0.18459935, -0.25052726, -0.06585735, 0.06470142, -0.1343166, -0.1102426, 0.12908545, -0.03501417, -0.2672359) * go_3(0.0, -1.0); + result += mat4(0.098094426, -0.40027153, 0.05030102, 0.29116127, -0.07573088, -0.0358284, -0.2436342, 0.00352126, -0.114547156, -0.013960078, -0.20433213, -0.021052646, -0.22285037, 0.028262915, 0.08860262, -0.30081618) * go_3(0.0, 0.0); + result += mat4(-0.01646094, 0.24261765, 0.33677813, -0.060467284, -0.19734232, 0.1702455, -0.1304959, -0.20504838, -0.3379331, 0.26765183, -0.26516193, 0.27015924, -0.08003835, 0.3141519, 0.29280853, -0.052082997) * go_3(0.0, 1.0); + result += mat4(0.12277012, -0.46426025, 0.015877785, 0.028895028, -0.12974375, -0.075910136, 0.300476, 0.16338159, -0.012315035, 0.05539739, 0.019287715, -0.2627638, -0.10653122, 0.15327309, 0.116874225, 0.17951632) * go_3(1.0, -1.0); + result += mat4(0.29410085, -0.17102611, 0.035222203, 0.538198, -0.082762614, -0.13113698, 0.23784018, 0.10809719, 0.10368062, -0.26618072, 0.017677844, -0.5524849, 0.20205925, -0.25295278, -0.08522028, -0.35101673) * go_3(1.0, 0.0); + result += mat4(-0.24038099, 0.047679562, 0.16125403, 0.12115515, 0.25935376, -0.12338007, 0.28222737, -0.1517331, 0.102381065, 0.02018978, 0.103473715, 0.008457937, 0.075750284, 0.030453209, 0.103425525, -0.11869024) * go_3(1.0, 1.0); + result += mat4(0.027691573, 0.033041246, -0.053919036, 0.021841308, 0.22477351, -0.012002719, -0.088659704, -0.19888699, -0.14622316, 0.07693778, 0.06058014, 0.072771885, -0.09090909, -0.009634639, -0.04093643, -0.0016425458) * go_4(-1.0, -1.0); + result += mat4(0.121816635, 0.06796998, -0.00956044, 0.060272712, 0.0929867, -0.104182824, 0.068678245, -0.0025653015, 0.29900813, -0.121311836, -0.18685773, 0.047214147, -0.002424332, -0.071621366, 0.09782575, 0.069204815) * go_4(-1.0, 0.0); + result += mat4(-0.115039505, -0.013585092, -0.062492177, 0.019942736, -0.22608118, 0.10974841, 0.121345155, 0.048270512, 0.036711007, -0.1555631, 0.3113601, 0.20424883, 0.036948208, 0.023162413, 0.093668364, 0.091156565) * go_4(-1.0, 1.0); + result += mat4(-0.0239057, -0.0074546733, -0.072916195, -0.15032186, 0.11206848, 0.076949894, -0.0719725, 0.057246305, -0.12505415, 0.17029393, 0.059913885, 0.10695817, 0.11587671, 0.009000426, -0.0065819114, 0.112660386) * go_4(0.0, -1.0); + result += mat4(-0.22613746, 0.010249483, 0.31479695, -0.15589239, 0.21750645, -0.16260515, 0.03900687, 0.31478724, 0.24153055, -0.13562167, -0.13101026, -0.30842167, -0.09156883, -0.08611807, 0.0021150038, 0.19845119) * go_4(0.0, 0.0); + result += mat4(-0.09328654, 0.065565474, 0.053929932, -0.0614148, 0.10553007, -0.16130202, -0.14184211, -0.0015263067, -0.015361093, -0.20926285, -0.23366193, -0.06125057, -0.071300104, 0.01055638, -0.05240934, 0.06743602) * go_4(0.0, 1.0); + result += mat4(-0.05055375, 0.085141584, -0.025911124, -0.035443313, -0.1763071, 0.085818924, 0.19284901, -0.006149421, -0.0160643, 0.11941451, 0.20142859, -0.047862962, 0.049561072, 0.06118226, -0.117986836, -0.10885573) * go_4(1.0, -1.0); + result += mat4(0.0026763107, -0.13232177, 0.040220898, 0.056682535, -0.03708343, 0.22508788, 0.14923818, -0.106249794, 0.035745993, -0.18804651, -0.3110593, -0.20087922, -0.14625967, -0.0653864, -0.061015815, -0.04066649) * go_4(1.0, 0.0); + result += mat4(0.111738384, -0.104334466, 0.029024106, -0.09726162, 0.2414019, -0.029426873, 0.09094325, 0.027416501, 0.30706093, -0.09682458, -0.19449362, -0.014534671, 0.15952238, -0.033171862, -0.10819316, -0.10238822) * go_4(1.0, 1.0); + result += mat4(0.56843907, -0.18652008, -0.07477079, -0.09572682, 0.004717268, -0.19569749, 0.012557746, -0.16934179, 0.20934415, -0.13695319, -0.085793145, 0.16430594, 0.1280811, -0.035566512, 0.17796053, 0.034620196) * go_5(-1.0, -1.0); + result += mat4(0.10944063, 0.056659624, -0.10928797, -0.48222318, -0.03679725, 0.12002146, 0.06371042, -0.024989901, -0.19508527, 0.35469803, -0.034514666, 0.05471589, -0.008078808, 0.086663045, -0.06641959, 0.14787014) * go_5(-1.0, 0.0); + result += mat4(-0.08401734, 0.065710895, -0.03586741, -0.09523177, -0.11976769, -0.00039887297, -0.11169928, 0.11623861, 0.06338808, 0.1087186, 0.26752025, 0.27731213, 0.042043414, -0.040737793, -0.13757998, 0.03160253) * go_5(-1.0, 1.0); + result += mat4(0.03308292, 0.11817877, 0.04941428, 0.053257942, 0.20836346, -0.3157687, -0.15115938, 0.017689008, -0.08777182, 0.075874984, -0.11381275, 0.15768103, -0.25251803, 0.024785532, -0.1119765, -0.08488973) * go_5(0.0, -1.0); + result += mat4(0.14967972, 0.08358996, -0.12477746, 0.18376626, -0.11429529, 0.18852599, 0.12402519, 0.13575697, -0.17223327, -0.18583423, 0.08749376, 0.14127673, 0.04728666, 0.13141015, -0.1578823, 0.064156786) * go_5(0.0, 0.0); + result += mat4(-0.18258065, 0.05539021, -0.08642571, 0.22043483, -0.03830304, 0.10055482, -0.050123304, 0.12830205, -0.4921733, 0.2718683, 0.11772524, -0.07781355, -0.0075595984, 0.060227167, 0.1285977, 0.2978205) * go_5(0.0, 1.0); + result += mat4(0.19988084, -0.36680242, -0.0095746415, 0.091812566, 0.3152317, -0.075949475, -0.04308324, 0.049759876, 0.02971871, 0.18617181, 0.19829167, 0.17954859, 0.015149219, -0.15809381, 0.10850363, 0.017803097) * go_5(1.0, -1.0); + result += mat4(0.056506306, 0.15181234, -0.1497428, 0.01186181, 0.02351036, 0.01086669, -0.031891935, 0.01414558, 0.27038968, -0.2806401, -0.14722337, 0.080689445, 0.07039954, -0.054969363, -0.016640754, 0.020795437) * go_5(1.0, 0.0); + result += mat4(-0.237999, 0.13528651, 0.005025065, -0.01291728, -0.22655746, 0.022678101, 0.07165532, 0.0073296893, 0.084639646, -0.06724732, -0.13105223, 0.10164715, -0.15071161, 0.08882156, -0.016988168, -0.013606533) * go_5(1.0, 1.0); + result += vec4(0.20634188, -0.10455712, -0.031700566, -0.13400781); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1606533, 0.1120602, 0.427334, -0.056228757, -0.026887462, 0.0858575, 0.0052684247, 0.1645524, 0.021588106, -0.08577256, -0.03301297, -0.087385215, 0.17341405, 0.26737398, 0.04566977, 0.047820427) * go_0(-1.0, -1.0); + result += mat4(0.21000437, 0.05300574, 0.060565695, -0.086724475, 0.09684198, 0.12685667, -0.10724282, -0.11021523, 0.048485592, -0.0054517, 0.081800036, -0.099787444, -0.12168391, 0.07623567, 0.09177046, 0.15815327) * go_0(-1.0, 0.0); + result += mat4(0.14400747, 0.13797458, 0.11044521, 0.077145234, 0.14364728, 0.10041894, 0.0948857, 0.08613703, 0.030833652, 0.102926254, 0.029892365, -0.09385337, 0.07609406, -0.038274735, 0.22529188, -0.0905732) * go_0(-1.0, 1.0); + result += mat4(-0.13334684, -0.083001845, -0.06109816, 0.067442395, 9.6367134e-05, -0.10395697, 0.047389086, 0.07404194, -0.11931296, -0.029852618, -0.08998846, 0.16543494, 0.19911745, -0.014106389, -0.020616226, 0.011981892) * go_0(0.0, -1.0); + result += mat4(-0.20999044, 0.20443644, -0.08602043, -0.06026268, 0.0016786976, -0.15406793, 0.25403517, 0.0038395252, -0.16244787, -0.19482566, -0.113314606, 0.007111468, -0.026472634, 0.08177431, 0.13382603, -0.01771927) * go_0(0.0, 0.0); + result += mat4(-0.14934808, -0.022533301, -0.14221415, -0.096389346, 0.11613694, 0.21117163, 0.22294325, -0.029256172, -0.072161585, -0.09670809, -0.24253419, 0.10479088, 0.20190297, -0.08443066, 0.08334989, 0.2928627) * go_0(0.0, 1.0); + result += mat4(0.030550636, 0.095876954, -0.040062953, 0.024307664, 0.17360783, -0.035755854, -0.20959523, 0.069054864, -0.1061238, -0.26194566, 0.2781827, -0.118610375, -0.09682604, -0.076366246, -0.05720086, -0.08075027) * go_0(1.0, -1.0); + result += mat4(0.15727855, 0.21407695, 0.009924877, -0.0027381582, 0.16699612, 0.017624786, -0.13224785, 0.008606034, -0.05968717, -0.009152095, -0.084314294, -0.14502133, -0.13212982, 0.2531764, -0.09840475, 0.020581203) * go_0(1.0, 0.0); + result += mat4(0.06285324, 0.019129366, 0.15062185, -0.0018203754, 0.025869751, 0.09390758, 0.027623225, 0.09279268, 0.12548098, -0.05622771, 0.024048142, -0.011120709, 0.039858714, 0.022324169, -0.061184626, 0.15133153) * go_0(1.0, 1.0); + result += mat4(0.25750592, -0.0633985, 0.05274334, 0.05652166, -0.13369319, -0.19132645, -0.11266925, 0.05310033, -0.10603932, -0.18876615, -0.23720984, 0.23625968, -0.1460642, -0.16662763, -0.31894067, 0.00010953036) * go_1(-1.0, -1.0); + result += mat4(0.021643812, 0.27677965, -0.18880053, -0.085671276, -0.12699273, 0.07259516, -0.09705578, 0.0103639, -0.10424065, 0.2421007, -0.15788709, -0.03597044, -0.03210864, -0.009501378, -0.29830885, 0.18951061) * go_1(-1.0, 0.0); + result += mat4(-0.023235895, -0.15663858, -0.097848825, -0.030312262, -0.36207277, -0.044624195, -0.24912846, 0.001322196, -0.012719531, -0.061012562, 0.02297421, -0.083919466, 0.023231668, 0.17829593, -0.20094186, 0.062941045) * go_1(-1.0, 1.0); + result += mat4(0.031992577, -0.33281925, 0.24781865, 0.10445937, -0.043928526, -0.0048965504, 0.025098981, -0.02432072, -0.06936203, 0.06697805, -0.03503784, 0.04098378, 0.11242077, -0.47939962, -0.36156863, 0.10633177) * go_1(0.0, -1.0); + result += mat4(-0.360187, 0.15471298, 0.19546136, -0.19344117, 0.19245885, 0.10948706, -0.25480017, -0.117233664, 0.07698171, 0.00455522, 0.016817722, -0.21183428, -0.3989548, -0.0053129625, 0.32735184, -0.25722015) * go_1(0.0, 0.0); + result += mat4(-0.19386199, -0.104854785, 0.2354883, 0.07680881, -0.08103157, 0.19879752, -0.20958872, 0.03404414, 0.2462412, -0.025986584, 0.15228593, 0.082260065, 0.05948899, 0.018289726, 0.26004076, 0.29258958) * go_1(0.0, 1.0); + result += mat4(0.43535206, -0.1665342, -0.078847095, -0.09834152, 0.3344753, 0.14931677, 0.26555872, -0.050443217, 0.1165338, -0.018918963, -0.18268648, -0.08987844, -0.15032545, -0.41353035, 0.04693913, 0.12682211) * go_1(1.0, -1.0); + result += mat4(-0.101665966, -0.2346043, -0.13883743, 0.09837179, 0.11640853, -0.11128404, 0.1264696, 0.13364471, -0.0010915099, 0.32518107, 0.015125061, 0.0014352624, -0.32198808, 0.14844672, 0.045113582, 0.22434932) * go_1(1.0, 0.0); + result += mat4(0.04287463, -0.031287823, 0.07444511, 0.215022, -0.051081534, 0.09054911, 0.094913155, -0.16440862, 0.025819149, -0.035652477, 0.11303366, 0.072897494, 0.15771803, -0.026064822, -0.27329972, 0.3400305) * go_1(1.0, 1.0); + result += mat4(0.15108323, 0.099104606, -0.18490814, 0.282546, -0.39287362, 0.020549994, 0.03981046, -0.38331905, -0.028022572, 0.07132567, 0.054721024, -0.0544467, 0.30145043, 0.07482834, -0.030623315, -0.14339122) * go_2(-1.0, -1.0); + result += mat4(-0.19015107, 0.084599644, -0.08060123, -0.13798787, 0.11629986, 0.1486292, 0.22505176, 0.120357476, 0.09555313, -0.012545042, 0.14008446, 0.09553097, -0.13701685, 0.13754234, 0.08133829, 0.0583218) * go_2(-1.0, 0.0); + result += mat4(-0.011506865, -0.12886223, 0.32145864, -0.0046038935, -0.15737815, 0.31331423, 0.014334723, 0.13329573, 0.059868217, 0.044668417, 0.41486976, -0.115652, 0.07570654, 0.119870186, -0.04211968, 0.13550858) * go_2(-1.0, 1.0); + result += mat4(-0.06290216, -0.09683136, 0.17791402, -0.06173693, -0.5663153, 0.6814847, -0.30665252, -0.015765276, -0.35518414, 0.014619069, 0.0059011583, -0.011811011, -0.12891632, -0.09697547, 0.0122915255, -0.035630453) * go_2(0.0, -1.0); + result += mat4(0.36552843, -0.02239533, 0.31511658, 0.07742532, 0.38120705, -0.34059232, -0.1941228, -0.009505623, -0.057844408, -0.08539643, -0.15442915, 0.047755927, -0.10766272, 0.19164445, -0.04577609, -0.02152571) * go_2(0.0, 0.0); + result += mat4(0.25128686, 0.008428173, -0.2337189, -0.07352831, 0.4192482, 0.03234093, -0.107415706, -0.59545743, 0.08484682, 0.10139428, 0.032704517, -0.03676146, 0.0709341, -0.08012427, -0.17445756, -0.051028527) * go_2(0.0, 1.0); + result += mat4(-0.13946229, 0.14634825, -0.29945642, 0.054991852, -0.19391525, 0.18525685, -0.01332443, 0.19226684, -0.25809357, -0.16726302, -0.08535996, 0.04962988, -0.21382174, -0.27475968, 0.14896728, -0.07398321) * go_2(1.0, -1.0); + result += mat4(0.012350131, -0.15466039, 0.2637539, -0.004446026, -0.23348337, 0.31829268, 0.30077904, -0.26715708, -0.2248632, 0.026697354, -0.13744812, -0.11420962, 0.12333178, 0.20206316, 0.14819679, 0.11332464) * go_2(1.0, 0.0); + result += mat4(-0.1398207, -0.08409686, 0.28911248, -0.17092308, -0.3288522, -0.33649427, 0.08738124, 0.07093669, 0.042545132, 0.056477334, -0.043472584, 0.11007758, -0.001716612, -0.10464193, 0.03468551, 0.18904419) * go_2(1.0, 1.0); + result += mat4(-0.22511648, -0.21305616, -0.20453261, -0.039165854, 0.12624744, -0.24751776, -0.071244866, -0.013594594, 0.050315578, -0.07449747, -0.2612381, 0.16027644, -0.16809192, -0.124898806, -0.038302764, -0.17824896) * go_3(-1.0, -1.0); + result += mat4(-0.011263025, -0.13628832, -0.018516185, -0.02475848, 0.09929525, 0.039110962, -0.12850322, -0.1350285, -0.35264796, -0.021238754, -0.11728184, -0.1417785, 0.2576594, 0.08627893, 0.11525315, -0.12663105) * go_3(-1.0, 0.0); + result += mat4(0.098808385, 0.11969382, -0.09717777, 0.15366855, 0.05112679, -0.0064458046, 0.17321971, -0.11823168, -0.010137996, -0.35834765, 0.22273073, 0.20014246, -0.077788174, -0.10495039, -0.17693104, -0.069975644) * go_3(-1.0, 1.0); + result += mat4(0.058652826, -0.12872136, 0.3963312, -0.15295003, -0.05818842, -0.4533677, 0.20178635, 0.24527496, 0.25999078, -0.37886587, 0.19364087, 0.18344274, 0.22268198, -0.14165895, 0.48145312, -0.23087662) * go_3(0.0, -1.0); + result += mat4(0.11743857, -0.081544854, -0.19755375, -0.12016749, -0.28253412, -0.04377212, 0.15896732, -0.14978753, -0.25513977, 0.0025451197, 0.41349715, -0.28266567, -0.25201386, 0.54169023, 0.21759638, 0.09750061) * go_3(0.0, 0.0); + result += mat4(0.2587435, 0.18573955, -0.23956883, 0.021557074, 0.020746572, 0.020505207, 0.08808335, 0.19680786, -0.061584104, -0.24666953, 0.054818455, 0.10405006, -0.24831708, -0.13658181, -0.0833388, 0.24120714) * go_3(0.0, 1.0); + result += mat4(-0.29441085, 0.03656414, -0.2596772, -0.057041578, 0.1569663, -0.09881767, 0.08505022, -0.01768552, -0.051293768, -0.099874936, -0.05937486, -0.06985686, 0.055836957, 0.12361765, 0.00034758533, -0.16590339) * go_3(1.0, -1.0); + result += mat4(0.08935089, -0.34096143, -0.06724781, 0.057755265, -0.07378229, 0.19852296, -0.101910785, -0.35927492, -0.27025247, 0.077470385, -0.26122475, 0.1062427, 0.34269986, 0.022384735, -0.19875982, -0.046883546) * go_3(1.0, 0.0); + result += mat4(-0.023113059, 0.023807336, 0.04232145, 0.12731242, 0.079464786, 0.10940335, -0.1920892, 0.069054574, -0.046453483, -0.1463778, 0.050447907, 0.37861434, 0.19577271, -0.08457038, 0.055992957, 0.0051751668) * go_3(1.0, 1.0); + result += mat4(-0.0143063385, -0.031832237, -0.081230044, 0.15558316, 0.24739249, 0.06730676, 0.022930989, -0.060339663, 0.16502666, 0.0032860334, 0.13078189, -0.13917513, 0.083792515, 0.038169254, 0.26199514, -0.20886219) * go_4(-1.0, -1.0); + result += mat4(-0.07898116, -0.001202372, -0.1436358, -0.013730994, -0.011920493, 0.067917384, -0.032699063, -0.04563186, 0.16329978, 0.13089089, -0.29516026, -0.17357638, 0.02513132, -0.14417541, -0.0026529275, 0.028195161) * go_4(-1.0, 0.0); + result += mat4(0.1278416, -0.0652329, -0.080299005, -0.054219954, 0.15680717, -0.13077177, 0.25564823, 0.10533668, -0.10988264, 0.3860151, -0.18009946, -0.47674116, -0.10072908, 0.041740764, 0.1123633, -0.04076864) * go_4(-1.0, 1.0); + result += mat4(0.20640877, -0.24586456, -0.10259232, 0.111054115, -0.18076079, -0.22535121, -0.29812837, 0.12035098, 0.027053986, -0.10918923, -0.3172506, 0.11992493, -0.006251823, 0.2550944, -0.15903941, -0.12368186) * go_4(0.0, -1.0); + result += mat4(-0.36056486, 0.25076455, 0.13362978, -0.033405777, -0.32817405, 0.0695707, 0.01829935, -0.08318219, -0.28797764, 0.16128948, 0.14374499, -0.025840933, 0.078341916, 0.13052103, -0.100241534, 0.10946945) * go_4(0.0, 0.0); + result += mat4(-0.07073338, -0.112097755, 0.22497103, 0.13549447, -0.13218129, -0.22181363, -0.13737568, 0.06865537, -0.45603344, -0.35373682, 0.37757057, 0.1678293, -0.029289875, -0.13187636, 0.12758663, 0.04016698) * go_4(0.0, 1.0); + result += mat4(0.040351316, -0.05093577, -0.08653635, -0.007213745, -0.3845516, -0.029778607, -0.47889423, 0.12643112, -0.11173547, 0.043787614, 0.2647412, -0.0109354155, -0.0064909635, 0.106970474, 0.11885388, 0.07061224) * go_4(1.0, -1.0); + result += mat4(0.066118404, 0.1848857, -0.07987121, -0.044921577, -0.0753153, -0.060784195, -0.33154643, 0.116313264, 0.11995535, -0.071781196, -0.24509782, -0.0037734907, 0.037864428, -0.07115049, 0.10189698, 0.13620937) * go_4(1.0, 0.0); + result += mat4(0.15173467, 0.117787406, -0.07836817, -0.06667758, -0.05646272, 0.33135724, -0.37163886, -0.315246, 0.22709703, 0.10267156, -0.07729526, -0.015280573, -0.015122008, 0.03244177, 0.17766209, -0.04914632) * go_4(1.0, 1.0); + result += mat4(-0.07482478, -0.13012838, -0.15759332, 0.015014935, 0.35088012, 0.007073843, 0.24014178, -0.14308095, 0.12774545, 0.18122073, -0.2547015, 0.13359042, -0.0800425, 0.14722595, -0.24495813, -0.013143742) * go_5(-1.0, -1.0); + result += mat4(-0.15018739, 0.075401075, -0.056287423, -0.21596402, -0.106415406, -0.09301949, 0.124646366, -0.07675658, 0.39950943, -0.36134976, -0.20888598, 0.11607109, 0.107587025, -0.1626161, -0.29592493, 0.01726878) * go_5(-1.0, 0.0); + result += mat4(0.042367462, 0.05787438, -0.091712154, 0.26943466, 0.018607875, -0.06306163, -0.044719845, 0.12169627, -0.0043602907, -0.11714036, -0.41751066, -0.11060246, 0.14270274, 0.105742574, 0.162418, -0.016003838) * go_5(-1.0, 1.0); + result += mat4(-0.059574872, -0.16347532, 0.24761298, 0.0098720435, 0.22380106, -0.06946215, -0.011973621, -0.09775447, -0.108043805, -0.18910232, 0.36019576, -0.21156572, 0.008830671, -0.05479997, 0.31133842, 0.037727185) * go_5(0.0, -1.0); + result += mat4(-0.1920284, 0.17142658, 0.05467186, -0.0761654, -0.25932217, -0.16042638, 0.2197324, 0.12581502, -0.48400918, 0.5538232, 0.41044307, -0.17291741, -0.18633147, -0.0820574, 0.038112838, -0.18555504) * go_5(0.0, 0.0); + result += mat4(0.13163397, 0.09845959, -0.21711256, 0.26999414, -0.053519428, -0.029779429, -0.15492497, 0.0993045, -0.16189748, -0.4925058, 0.034618095, 0.085681, 0.16100337, 0.078292616, -0.40945208, -0.15787469) * go_5(0.0, 1.0); + result += mat4(0.20844188, 0.07127721, 0.032387372, 0.033018872, 0.15301323, -0.055671003, 0.25810188, -0.07723897, 0.17080788, 0.12247039, -0.16662452, -0.06526193, 0.1584067, 0.14825343, 0.16793022, -0.055639073) * go_5(1.0, -1.0); + result += mat4(0.31691772, 0.03877285, -0.31999993, 0.15607259, -0.014967208, 0.17467377, -0.021213053, 0.05274054, 0.09042282, 0.3026185, -0.19465268, -0.15643322, -0.28652924, -0.12624627, -0.123150274, -0.06579748) * go_5(1.0, 0.0); + result += mat4(-0.12737115, 0.21119869, 0.021830728, 0.25310937, 0.056086678, -0.10591854, -0.09623413, 0.09552772, 0.0077543957, -0.38552082, 0.105930105, 0.21966095, 0.03846968, -0.18900576, 0.13454477, 0.01323755) * go_5(1.0, 1.0); + result += vec4(0.15939143, -0.031111173, 0.011407361, 0.04436536); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf2 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.009852172, 0.067582026, -0.004946671, 0.10223505, -0.10428496, -0.025925757, -0.1812229, -0.086897664, -0.007505929, 0.11395492, -0.046959464, -0.040778246, -0.05989385, 0.2917696, 0.21723987, 0.104860075) * go_0(-1.0, -1.0); + result += mat4(0.014223285, 0.23677638, 0.18793987, 0.1604355, -0.13773453, -0.035079855, 0.1325962, -0.01843488, 0.013658427, -0.039640892, -0.049931083, -0.17938142, -0.20694439, 0.13461684, 0.15713528, 0.061465815) * go_0(-1.0, 0.0); + result += mat4(-0.045403525, 0.24799547, 0.073604435, 0.21103963, 0.18720928, -0.06703258, -0.20043622, -0.067137614, -0.19021615, -0.020830747, -0.120527774, 0.20456503, 0.07813807, -0.03798654, 0.04036844, -0.0033802337) * go_0(-1.0, 1.0); + result += mat4(0.10385739, -0.06095687, 0.03991638, -0.119761765, 0.14859357, -0.2436967, -0.033547442, 0.06643773, 0.08074919, 0.00819047, 0.046388235, 0.113080844, 0.093403086, -0.25158677, -0.25340363, 0.043133873) * go_0(0.0, -1.0); + result += mat4(0.13219471, -0.01887069, -0.26465404, 0.012883369, -0.15132889, -0.08190286, 0.1886762, -0.121109776, -0.086888224, -0.13945712, 0.10484367, -0.014462356, -0.04274967, -0.27132213, 0.035799675, 0.18913607) * go_0(0.0, 0.0); + result += mat4(-0.09799585, -0.092021905, 0.042374767, -0.040835217, 0.2207681, 0.19816661, 0.2233777, -0.09462879, 0.174727, 0.067035824, 0.25794062, 0.03356712, 0.09257895, 0.03864686, 0.061125953, -0.10119902) * go_0(0.0, 1.0); + result += mat4(-0.06601051, 0.011512823, -0.13370325, 0.0033915695, 0.0060606156, -0.049539644, -0.1075017, -0.17912976, -0.042368136, -0.011520146, 0.06601078, 0.09978972, -0.0129192965, -0.21929637, -0.018458387, -0.010336992) * go_0(1.0, -1.0); + result += mat4(0.09475364, -0.005993277, 0.09861265, -0.03103845, -0.09583529, 0.058791347, 0.3326168, -0.11607132, -0.028693356, 0.11996273, -0.085005276, -0.029005809, -0.29191923, 0.06689837, 0.10442381, -0.024532465) * go_0(1.0, 0.0); + result += mat4(0.0053415983, 0.06602273, 0.2246564, 0.031501666, -0.14868876, -0.0093808025, -0.34579018, -0.030635692, 0.092459954, -0.039631926, -0.0085174255, 0.022645477, 0.07514861, 0.060552113, 0.06597399, 0.0397574) * go_0(1.0, 1.0); + result += mat4(0.0511157, 0.035152495, -0.19926861, -0.063245155, 0.13407591, -0.1288526, 0.23185496, -0.13392815, -0.09297701, -0.2809779, 0.07520502, 0.022971572, -0.08222417, 0.27030075, -0.10483476, 0.16590133) * go_1(-1.0, -1.0); + result += mat4(-0.30276665, 0.17359875, -0.06072175, -0.036741048, 0.12927541, -0.11135696, -0.1655047, -0.05786224, -0.10111195, 0.03949635, -0.11618777, -0.0020339678, -0.16504388, 0.21188384, -0.24663985, -0.16005285) * go_1(-1.0, 0.0); + result += mat4(-0.18182081, -0.05039593, -0.004631986, -0.03583777, 0.025373073, -0.33103603, -0.12213051, -0.10148533, -0.091509394, -0.13529696, 0.08307632, -0.0025659746, -0.5024331, 0.14926323, 0.05118105, -0.26585025) * go_1(-1.0, 1.0); + result += mat4(0.17135173, -0.23068328, 0.16332187, 0.06196188, 0.0034444374, 0.044823382, 0.010302396, 0.06775431, 0.024591392, -0.054694094, -0.048208185, -0.055681854, 0.08873465, -0.14074552, -0.027211398, 0.23973261) * go_1(0.0, -1.0); + result += mat4(-0.12319059, -0.11429906, -0.36435902, 0.19346023, -0.030743172, 0.383669, 0.009289978, 0.0010576686, 0.17045438, -0.007082544, 0.16374406, 0.32419837, 0.15915118, -0.1356684, -0.13062716, -0.15574396) * go_1(0.0, 0.0); + result += mat4(-0.19135374, -0.2005694, -0.0020886995, 0.01221146, -0.40867472, -0.081229836, -0.16124476, 0.08071337, 0.09998693, -0.061099563, 0.13301264, -0.043883327, 0.11045742, -0.2383618, 0.18627192, -0.35225677) * go_1(0.0, 1.0); + result += mat4(0.37673324, 0.34416032, -0.103333436, 0.13149537, 0.006451586, 0.094312094, 0.08832807, 0.09592083, -0.116452016, 0.1066464, -0.115603626, -0.13193515, -0.13174447, -0.18561727, 0.13020653, -0.13364927) * go_1(1.0, -1.0); + result += mat4(-0.1834991, 0.11584597, -0.04156077, -0.12755936, 0.09659385, 0.08903952, 0.31892854, -0.01448324, -0.008864266, -0.039691996, -0.08322731, 0.095220886, -0.090739064, 0.092071235, -0.2817547, -0.29630283) * go_1(1.0, 0.0); + result += mat4(-0.24098976, 0.101338394, -0.28956947, 0.07237588, -0.10666849, 0.13332452, -0.20815872, -0.00023775037, -0.04327956, 0.0029107686, -0.008416182, 0.097931474, -0.37501606, -0.018609088, -0.10432809, -0.034832) * go_1(1.0, 1.0); + result += mat4(-0.08794669, 0.028736163, -0.17888173, -0.06455644, 0.23870508, -0.23358688, 0.072483465, -0.0085282335, -0.12771352, 0.0380899, -0.25210154, -0.010397481, -0.034966666, 0.08883341, -0.22751594, -0.18751557) * go_2(-1.0, -1.0); + result += mat4(-0.04474889, 0.098189436, -0.10426362, -0.35184658, 0.043526888, -0.36088315, 0.13278794, 0.39718434, 0.0091220355, 0.0041375947, 0.17093311, 0.21236257, -0.10007804, -0.020010212, 0.111889765, 0.17784196) * go_2(-1.0, 0.0); + result += mat4(0.1536085, -0.026586162, 0.12273445, -0.0801658, 0.20678692, -0.11288633, -0.21298888, 0.4272659, -0.027916932, 0.13641946, 0.08454202, 0.15072668, -0.36861306, 0.09071778, -0.23418477, 0.3515129) * go_2(-1.0, 1.0); + result += mat4(-0.035221044, -0.05102627, 0.09558761, -0.008040629, -0.028807933, 0.303477, -0.20610638, -0.044902515, -0.19755092, -0.030813612, -0.17718953, -0.17694841, 0.03633824, 0.13118435, 0.029816214, -0.25406656) * go_2(0.0, -1.0); + result += mat4(-0.14495026, 0.12816216, 0.16447757, 0.031679, -0.044026595, 0.19292583, 0.33260253, 0.10592396, 0.035314452, 0.027002327, 0.06259657, 0.20517996, 0.47153056, 0.33924934, 0.20535454, -0.25056842) * go_2(0.0, 0.0); + result += mat4(-0.18414135, 0.19427143, -0.081241705, -0.01675198, -0.006523895, -0.07718575, -0.09325943, -0.08737854, -0.028951872, -0.17328268, -0.08241532, -0.08835567, -0.21019256, 0.16430716, 0.06124939, 0.035649084) * go_2(0.0, 1.0); + result += mat4(0.016590597, -0.0022054093, -0.1470956, -0.08206723, -0.10903706, 0.0064417794, -0.18528567, -0.34366733, -0.06885517, 0.16456494, -0.018355783, 0.17814603, -0.07158972, -0.28178605, -0.20745122, -0.099933885) * go_2(1.0, -1.0); + result += mat4(0.0065370193, -0.3044895, 0.055263646, 0.075996794, 0.024025463, -0.20411102, -0.01592019, -0.18464315, -0.08999649, -0.048265222, -0.08978591, -0.09877855, 0.4285961, -0.32419163, -0.10149259, -0.112745434) * go_2(1.0, 0.0); + result += mat4(0.06848249, -0.11997486, 0.05998702, -0.024274347, 0.31168294, -0.017959671, 0.34084293, -0.34249943, 0.11690563, -0.11239628, 0.2128415, 0.017396145, -0.14399542, -0.13887884, 0.041329246, -0.099762276) * go_2(1.0, 1.0); + result += mat4(0.11233947, 0.22560616, -0.14853792, 0.0025890833, -0.09261338, 0.026878078, -0.13337374, 0.14549397, 0.105454646, 0.20769532, 0.086635984, 0.05085061, 0.16791524, -0.031017043, 0.043081395, 0.18300867) * go_3(-1.0, -1.0); + result += mat4(0.21579266, -0.29286692, -0.05484676, 0.050306555, -0.1338697, 0.173389, -0.31768104, 0.051908243, 0.03826524, 0.48232502, 0.247302, 0.3487058, 0.28926015, 0.09935225, -0.18840632, 0.08882374) * go_3(-1.0, 0.0); + result += mat4(-0.13517806, -0.40837446, -0.14227843, -0.27239424, -0.3059563, 0.063552625, 0.2631879, 0.56351787, 0.22826865, -0.065214194, 0.22837348, -0.4106273, -0.05822978, 0.13954113, 0.13192196, 0.031006072) * go_3(-1.0, 1.0); + result += mat4(0.14163558, -0.13529845, 0.063847534, 0.066068165, 0.041967303, 0.21868911, 0.22319448, 0.00028246938, 0.07615932, -0.3879002, 0.039115347, -0.08572038, -0.24845092, 0.13100919, 0.253391, 0.22104543) * go_3(0.0, -1.0); + result += mat4(0.15111032, 0.18182786, 0.22756334, -0.008264583, -0.14041592, -0.5454497, -0.5890025, -0.010277932, 0.17194566, -0.14571565, -0.15525545, 0.17403725, 0.09960832, -0.016455285, -0.3584658, 0.3162123) * go_3(0.0, 0.0); + result += mat4(-0.21418694, 0.20062631, -0.0948598, -0.09684068, 0.13923916, -0.09331503, -0.0857385, 0.21380557, 0.020379147, 0.21428087, 0.07388917, 0.089147344, -0.20121545, -0.023731146, 0.3213483, 0.17458193) * go_3(0.0, 1.0); + result += mat4(0.10643249, -0.00972507, 0.022902627, 0.29897237, 0.3299111, 0.085025065, 0.21370107, 0.20150943, -0.30700487, -0.1884155, 0.2567519, 0.00021575678, -0.23836862, 0.35121775, 0.13285181, -0.08186422) * go_3(1.0, -1.0); + result += mat4(0.2257978, -0.044991307, -0.19195051, -0.067948796, -0.119921125, 0.0917341, -0.12133957, -0.0779332, -0.30272362, 0.29493997, -0.1241099, 0.57692826, -0.07721382, 0.23687507, -0.34731215, 0.25507957) * go_3(1.0, 0.0); + result += mat4(0.45565096, -0.15130155, -0.10940018, -0.44904032, -0.15766421, 0.20778829, 0.21851856, 0.1678922, -0.08152111, 0.1772852, -0.2632565, 0.20217079, -0.014408843, 0.021441357, 0.001290681, 0.036566503) * go_3(1.0, 1.0); + result += mat4(-0.1125441, 0.019155068, 0.17547919, 0.010120996, -0.13596916, 0.06777857, -0.18246579, -0.07407904, 0.052627467, -0.12339828, 0.09181331, -0.039406203, 0.06598462, -0.20432016, 0.081749015, 0.016382169) * go_4(-1.0, -1.0); + result += mat4(-0.036727224, 0.05656203, 0.03722875, -0.19623469, -0.12215404, 0.15154731, 0.14583679, 0.13441144, -0.053393483, 0.3686272, -0.55303735, -0.18231596, -0.077573985, -0.17017044, 0.007368884, 0.06776619) * go_4(-1.0, 0.0); + result += mat4(-0.14654772, 0.0642838, 0.21146652, 0.1479552, 0.056684785, 0.08816999, 0.122986056, 0.025765898, 0.03539519, 0.2605786, 0.13069612, 0.2733717, 0.17476462, 0.04350784, -0.11019324, -0.085290305) * go_4(-1.0, 1.0); + result += mat4(0.070716664, -0.034127012, -0.17524591, -0.01733187, -0.0786243, -0.27215844, 0.14767595, -0.028927185, -0.268044, 0.17461409, 0.18505631, -0.07551577, -0.17443672, 0.33642206, -0.10371784, -0.09501668) * go_4(0.0, -1.0); + result += mat4(0.41137508, 0.0039632237, -0.46695748, -0.14406478, -0.03359041, -0.26271477, -0.16481699, -0.23792827, -0.004218498, -0.082102485, -0.5725909, -0.19159988, -0.02892404, 0.018914402, 0.12181954, -0.045662787) * go_4(0.0, 0.0); + result += mat4(0.059361387, -0.06857852, 0.29324803, 0.018895477, 0.5373943, -0.27193475, 0.19632731, 0.07846825, 0.46329513, -0.2541983, 0.3154752, 0.034318704, 0.07056785, 0.09071147, 0.018257828, 0.051888023) * go_4(0.0, 1.0); + result += mat4(-0.01574486, 0.025618032, 0.013175459, -0.05611416, 0.1575709, -0.26184332, 0.14741376, -0.09205734, 0.15314968, -0.033463627, 0.27498275, -0.036637545, 0.07326095, -0.02758785, -0.008260478, -0.033497095) * go_4(1.0, -1.0); + result += mat4(-0.043722082, -0.0053890822, -0.006806792, 0.078156926, 0.28195116, -0.19398853, -0.08171706, -0.13839847, -0.2289849, 0.13469638, -0.3921867, -0.12275613, -0.07401059, -0.08434314, 0.080387615, -0.023079267) * go_4(1.0, 0.0); + result += mat4(-0.18200518, 0.15944996, -0.023199113, 0.03136635, 0.0124006495, -0.30606514, -0.008949306, -0.051349495, -0.039797418, 0.06404064, 0.089617595, 0.08849374, 0.07658024, 0.089631304, -0.021066017, 0.033190813) * go_4(1.0, 1.0); + result += mat4(-0.00024305849, -0.005267714, -0.110663235, -0.1235196, 0.012671297, 0.09886661, 0.2275749, 0.060427323, -0.08923832, 0.06393884, 0.08300952, 0.1602908, 0.08163518, 0.2060279, 0.079629295, 0.09073638) * go_5(-1.0, -1.0); + result += mat4(0.09152832, -0.13788883, -0.0003542848, -0.41267133, 0.06780486, 0.14365548, 0.093432106, -0.14731646, 0.06173505, -0.07698671, 0.13692452, 0.07682172, 0.019543113, -0.07077461, 0.018755287, -0.01956884) * go_5(-1.0, 0.0); + result += mat4(-0.025053086, -0.25834808, 0.27484947, 0.0542093, 0.04252427, 0.11526509, -0.12203397, -0.11198108, -0.122830786, 0.01729993, -0.26451054, 0.08480724, 0.27700573, -0.108406745, 0.21402664, -0.19032313) * go_5(-1.0, 1.0); + result += mat4(-0.01717388, -0.21526851, -0.100241624, -0.33087742, 0.059813473, 0.11764993, 0.046627797, 0.10824857, -0.033078045, -0.07022686, 0.05082029, -0.18696983, 0.06715326, -0.24360675, -0.028528497, 0.03166471) * go_5(0.0, -1.0); + result += mat4(0.18515922, -0.19291987, -0.18511395, -0.16356386, 0.10254811, -0.14086638, -0.05160376, -0.07413514, -0.17066383, -0.1579425, -0.102077566, -0.0865959, -0.06315448, -0.12120578, -0.24788655, 0.045280393) * go_5(0.0, 0.0); + result += mat4(-0.23578815, 0.17898968, -0.076395154, -0.068680935, -0.19281612, 0.0008040003, -0.13505532, -0.010227741, 0.35332572, 0.10865026, 0.14042157, -0.07081392, -0.16093336, 0.02813831, -0.1142879, 0.07591385) * go_5(0.0, 1.0); + result += mat4(-0.10260084, 0.25031334, 0.030233473, 0.18198064, 0.06648322, -0.06662831, 0.29892904, 0.10685262, -0.099214576, 0.20269664, 0.14236231, -0.26043925, 0.17721854, 0.105084695, 0.11604949, 0.07190215) * go_5(1.0, -1.0); + result += mat4(-0.006627316, -0.075635955, 0.37108654, -0.0919607, -0.12985592, 0.112184614, -0.16726716, -0.03870482, 0.01480095, 0.2044233, -0.051372997, 0.21520257, -0.08743421, 0.13153918, -0.15077852, 0.12159706) * go_5(1.0, 0.0); + result += mat4(0.009482551, 0.12501961, 0.38921976, -0.1280031, -0.103060484, -0.027821409, 0.0720024, -0.027280543, 0.056729473, 0.048927493, -0.035154913, -0.08341783, 0.23103711, 0.046025522, 0.17039533, -0.014161812) * go_5(1.0, 1.0); + result += vec4(-0.09157235, -0.025660357, 0.076311104, -0.13737188); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(UL)-Conv-3x1x1x120 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_7_tf +//!BIND conv2d_7_tf1 +//!BIND conv2d_7_tf2 +//!SAVE MAIN +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_7 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_19 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_25 (max((conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_7_tf2_tex(conv2d_7_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_7_tf2_tex(conv2d_7_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.053345524, 0.066197485, 0.07259881, 0.0, 0.05303127, 0.06742834, 0.07375377, 0.0, 0.094053976, -7.700613e-05, -0.02473139, 0.0, 0.005308593, 0.03030767, 0.039729137, 0.0) * g_0; + result += mat4(-0.108758785, 0.037586506, 0.065435104, 0.0, 0.027483977, -0.05654698, -0.076396726, 0.0, 0.105040714, 0.05024414, 0.021126145, 0.0, -0.0674868, -0.0055504893, 0.02190656, 0.0) * g_1; + result += mat4(-0.053890713, 0.0071396744, 0.016984116, 0.0, -0.045092918, 0.025137635, 0.041979324, 0.0, -0.03408237, 0.0019260172, 0.005701325, 0.0, -0.02040999, -0.01315308, -0.00639404, 0.0) * g_2; + result += mat4(-0.073155664, -0.06887698, -0.072435565, 0.0, -0.08694837, -0.05531286, -0.055365037, 0.0, -0.06690585, -0.00129934, 0.013128711, 0.0, -0.045931015, 0.017999481, 0.021670034, 0.0) * g_3; + result += mat4(0.14758188, -0.052864034, -0.06617946, 0.0, -0.025215192, 0.005785653, 0.02022865, 0.0, -0.07359226, -0.034944568, -0.01911832, 0.0, -0.059109453, 0.0018033485, -0.022261323, 0.0) * g_4; + result += mat4(0.079963796, 0.018210623, -0.0025736517, 0.0, 0.06693135, -0.038985185, -0.04726813, 0.0, -0.03559407, -0.0083629545, -0.005753532, 0.0, 0.043954816, -0.022223696, -0.039470144, 0.0) * g_5; + result += mat4(0.060458526, -0.0033674864, -0.006985535, 0.0, -0.013925546, 0.051077038, 0.053856038, 0.0, -0.033647064, 0.043235198, 0.05311577, 0.0, 0.0391791, -0.044376004, -0.054064214, 0.0) * g_6; + result += mat4(0.0069859014, -0.0050665336, -0.010343517, 0.0, -0.027551029, 0.049856182, 0.058316905, 0.0, 0.0121670095, -0.013107907, -0.0151846, 0.0, 0.007648614, -0.0051277154, -0.0053846613, 0.0) * g_7; + result += mat4(0.06848036, 0.026777437, 0.024801696, 0.0, -0.08711668, 0.049429595, 0.067019165, 0.0, -0.09006778, -0.042166695, -0.02230536, 0.0, -0.048024856, -0.020088708, -0.009932858, 0.0) * g_8; + result += mat4(-0.05171447, 0.0029948682, 0.014913949, 0.0, 0.02287364, -0.042476606, -0.052956346, 0.0, 0.02762833, -0.044026252, -0.056759696, 0.0, -0.0519502, 0.047626793, 0.06422155, 0.0) * g_9; + result += mat4(-0.0031128856, 0.013134638, 0.021534251, 0.0, 0.049189907, -0.039677586, -0.057255603, 0.0, -0.009908353, -0.0013683038, 0.0028079485, 0.0, 0.0002268831, 0.012356764, 0.009817244, 0.0) * g_10; + result += mat4(-0.04058634, -0.01822148, -0.014306331, 0.0, 0.107378654, -0.04138371, -0.058573496, 0.0, 0.03701269, -0.009420217, -0.02310707, 0.0, 0.039931968, 0.001769326, -0.007929419, 0.0) * g_11; + result += mat4(0.027129134, 0.01044246, 0.008198051, 0.0, -0.019978391, 0.014817045, 0.014294805, 0.0, -0.009071333, -0.018233696, -0.020756468, 0.0, -0.016967475, -0.010472854, -0.0066578956, 0.0) * g_12; + result += mat4(0.012473992, -0.019771596, -0.02515739, 0.0, -0.008238026, 0.026189122, 0.034326296, 0.0, 0.01735337, -0.021417223, -0.027291182, 0.0, 0.01815212, -0.012736875, -0.021111157, 0.0) * g_13; + result += mat4(0.022218483, -0.023485998, -0.03540812, 0.0, 0.016531168, -0.0033816632, -0.010179393, 0.0, -0.03181473, -0.0072774286, 0.0014077872, 0.0, -0.0025735856, -0.015998563, -0.016743565, 0.0) * g_14; + result += mat4(-0.01740865, 2.3718083e-05, 0.0032518203, 0.0, 0.009272118, -0.01676428, -0.019791994, 0.0, 0.013665012, 0.02245221, 0.022923533, 0.0, 0.020898446, 0.012111701, 0.009756352, 0.0) * g_15; + result += mat4(-0.0043926076, 0.019400991, 0.022581568, 0.0, 0.003538965, -0.031301565, -0.0345112, 0.0, -0.02405352, 0.006159623, 0.016130725, 0.0, -0.0097925, 0.01677507, 0.027652735, 0.0) * g_16; + result += mat4(-0.03267886, 0.014923966, 0.027258545, 0.0, -0.033668566, -0.010421195, -0.0026646685, 0.0, 0.015094835, -0.0023233194, -0.015871005, 0.0, -0.01258443, 0.00507582, 0.0053544766, 0.0) * g_17; + result += mat4(0.012708346, 0.014336439, 0.012533707, 0.0, -0.0019346073, -0.0070978077, -0.009478742, 0.0, -0.011659758, -0.009855903, -0.008657096, 0.0, 0.0098037105, 0.010785594, 0.008409619, 0.0) * g_18; + result += mat4(0.0056228717, 0.013483413, 0.008108323, 0.0, -0.0013697809, 0.0026797573, 0.0037666177, 0.0, 0.0130932415, 0.019868238, 0.01968549, 0.0, 0.011160769, 0.012374028, 0.012855804, 0.0) * g_19; + result += mat4(0.0011662204, 0.00025071716, 0.0022244148, 0.0, -0.017808594, -0.013589306, -0.01396329, 0.0, -0.008117086, -0.0068251803, -0.004963602, 0.0, -0.0069141523, -0.009125296, -0.008327947, 0.0) * g_20; + result += mat4(-0.027597412, -0.02631107, -0.022816146, 0.0, 0.009350171, 0.013661565, 0.015324706, 0.0, 0.032538984, 0.02918167, 0.026186563, 0.0, 0.018760988, 0.024502547, 0.023201061, 0.0) * g_21; + result += mat4(0.013216693, 0.00991115, 0.01178417, 0.0, 0.0076343333, 0.004714098, 0.0074490295, 0.0, -0.0064893183, -0.014818341, -0.01199717, 0.0, -0.008334491, -0.009955103, -0.011240684, 0.0) * g_22; + result += mat4(-0.013846397, -0.012687341, -0.015767701, 0.0, -0.0019117722, -0.0072347773, -0.0074835457, 0.0, 0.013531867, 0.014263165, 0.012797156, 0.0, 0.008260445, 0.0070536416, 0.0065693366, 0.0) * g_23; + result += mat4(0.0017003485, 0.0021871394, 0.0003407296, 0.0, 0.0054420815, 0.00801073, 0.008788295, 0.0, -0.012685104, -0.0150940735, -0.017530257, 0.0, -0.030698642, -0.030817484, -0.028548386, 0.0) * g_24; + result += mat4(-0.008882145, -0.008943836, -0.007986094, 0.0, -0.010494911, -0.011511255, -0.00892924, 0.0, 0.014072905, 0.014985031, 0.011853883, 0.0, -0.015823284, -0.017817877, -0.01684662, 0.0) * g_25; + result += mat4(0.012270136, 0.011127063, 0.010729208, 0.0, 0.00027298275, 0.001011805, 0.001318525, 0.0, 0.0029811305, 0.0029161042, 0.0060088155, 0.0, 0.00021241597, -0.0013439909, 0.0013205905, 0.0) * g_26; + result += mat4(-0.03467924, -0.035764243, -0.03348244, 0.0, 0.023858175, 0.02580526, 0.026217844, 0.0, -0.016814101, -0.016412167, -0.012021982, 0.0, -0.0007905926, -0.0019904284, -0.0015143935, 0.0) * g_27; + result += mat4(0.046779703, 0.04961137, 0.046104047, 0.0, -0.023665644, -0.022809561, -0.02236428, 0.0, -0.054706786, -0.056090504, -0.052543454, 0.0, -0.015520943, -0.01587306, -0.0142722875, 0.0) * g_28; + result += mat4(0.020273875, 0.020399818, 0.021745082, 0.0, 0.037485637, 0.039574977, 0.03556703, 0.0, 0.036673885, 0.04102765, 0.033708427, 0.0, 0.024422405, 0.027724478, 0.0252598, 0.0) * g_29; + result += vec4(-0.0036656514, 0.006677459, 0.007698717, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_VL.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_VL.glsl new file mode 100644 index 0000000..f78e294 --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_Soft_VL.glsl @@ -0,0 +1,873 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.14361712, -0.16690509, 0.37253398, -0.45202538, -0.21331833, -0.32675815, -0.33971128, 0.20261937, -0.20606318, -0.215143, -0.079716705, 0.15640882, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.17360486, -0.3435545, 0.08199117, 0.56259036, -0.120246716, 0.24312893, -0.021436244, -0.11864853, 0.19452724, 0.106943935, -0.077393375, -0.3503661, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.072465785, 0.2772823, 0.25493625, 0.3098145, -0.115831695, 0.072458096, -0.014782132, -0.15310249, 0.12178311, -0.015555423, -0.2229811, 0.16469522, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.18652022, -0.30702665, -0.59921896, 0.079824045, 0.4426619, 0.049343713, 0.44902903, -0.2711445, 0.20470268, -0.029203767, 0.29092675, 0.15562426, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.21041247, 0.48450592, -0.110547826, 0.3842122, 0.5303875, -0.26512837, 0.19846216, 0.045673862, 0.12773214, -0.05117536, -0.03510946, -0.30123934, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.3186735, 0.052702922, -0.12499774, 0.055628903, -0.16476867, 0.12642322, -0.18314636, 0.018323101, -0.3609603, 0.25649396, 0.3185421, -0.0057759956, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.16603558, -0.09259665, -0.28760567, -0.14319661, 0.12511417, -0.12551902, -0.00070228375, 0.20914114, -0.22466865, 0.1064727, 0.32598525, -0.08596318, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.03163653, 0.026722813, -0.4361858, -0.21164834, 0.4176763, 0.08203146, 0.35289326, -0.06128859, 0.20506798, -0.07098943, 0.1807802, 0.2658414, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.09821681, 0.058886815, 0.39192092, -0.06791861, -0.15682612, 0.09503328, -0.23400265, 0.026475023, -0.08800713, -0.043749645, -0.18024494, -0.08045564, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.040999945, 0.075765304, -0.0911532, -0.10705836); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.16406488, -0.2506693, -0.15592022, -0.05529256, -0.3997277, -0.229681, -0.07762124, 0.1843808, 0.07895815, 0.14437248, 0.219114, -0.048090722, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.2150676, 0.09080163, 0.19598733, -0.40578827, -0.33846557, -0.02518622, 0.037079208, 0.20188439, -0.013777575, -0.2369007, -0.30985412, 0.0411912, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.119948365, 0.23014452, -0.14962277, -0.096262485, 0.09625151, 0.2025487, 0.03933539, 0.12268028, -0.24373281, 0.19730613, 0.11634144, 0.12293635, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.08030697, -0.40114692, 0.21532272, 0.20222071, 0.073098, -0.004463858, 0.02820587, -0.18861918, -0.20994501, -0.12444653, -0.23178193, -0.13965288, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.14150894, 0.14563078, 0.697704, 0.20918849, 0.26776335, -0.34291518, 0.06394055, 0.17925078, 0.4165139, -0.042595536, 0.105312675, 0.231854, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.024318576, 0.16668217, 0.0729521, -0.7071404, 0.3121693, 0.37295797, -0.015632952, 0.33763757, 0.00706697, 0.10836652, -0.11132417, 0.292844, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.14489831, 0.0027769986, -0.24509215, 0.5557927, -0.1104541, 0.005070684, -0.020032275, -0.5642205, 0.16048644, 0.07248175, 0.20387374, -0.38145426, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.33140838, -0.007438425, 0.26074782, 0.15947102, 0.219755, -0.14690271, -0.07412696, -0.24176367, -0.2230114, 0.027256912, -0.11255796, -0.05882673, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.19712369, 0.003842208, -0.10893768, 0.09047115, -0.10260409, 0.18662766, 0.009733428, 0.0039940844, -0.006444674, -0.15196493, 0.06641555, -0.06169452, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.029148052, -0.03215124, -0.6175828, 0.057135154); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.05195995, 0.15220909, -0.24354807, -0.109075695, 0.020483498, -0.14830725, 0.0018816335, -0.0072673927, 0.0649385, 0.046050787, -0.10789607, -0.046609525, -0.11455093, -0.009358115, 0.11280759, 0.18053898) * go_0(-1.0, -1.0); + result += mat4(-0.08619698, 0.091353096, -0.16379662, 0.07822936, 0.072919995, 0.1482446, 0.17846228, 0.04639898, -0.18998149, 0.1653338, -0.44187957, -0.010017503, -0.069953404, 0.08784785, -0.16391355, 0.35095468) * go_0(-1.0, 0.0); + result += mat4(0.088297926, 0.27259287, 0.013088447, 0.023461785, 0.10037149, -0.017414214, 0.08559885, -0.10822335, 0.10591637, 0.17240539, 0.15749931, 0.026641782, 0.11889612, -0.018095117, -0.08736018, 0.09934933) * go_0(-1.0, 1.0); + result += mat4(0.21426749, 0.0800268, -0.19816414, 0.07693414, 0.026270509, -0.11724047, 0.026078718, 0.13080709, 0.12207936, 0.056103867, -0.323923, -0.111454345, 0.059245165, 0.07257926, 0.032195322, 0.27225617) * go_0(0.0, -1.0); + result += mat4(-0.20130268, 0.026809234, -0.0020803472, -0.04394057, -0.1982125, -0.033678252, -0.12881789, 0.0025656687, 0.14193355, -0.2541802, -0.13239717, -0.05983356, -0.029376393, 0.33187667, 0.14438996, -0.21993925) * go_0(0.0, 0.0); + result += mat4(-0.12772562, 0.022498213, 0.24753313, 0.07440761, -0.17564529, 0.09971503, -0.013372, 0.09459552, -0.21597451, -0.40116546, 0.23446435, 0.1515452, 0.050813515, 0.19662157, -0.10604596, -0.24638489) * go_0(0.0, 1.0); + result += mat4(0.23866327, -0.2706382, -0.07480157, 0.03789501, 0.117716484, -0.095995456, -0.0435066, 0.013025061, -0.029759895, -0.036287807, 0.08570493, 0.030151363, 0.18863682, -0.27228612, 0.020479294, -0.07058746) * go_0(1.0, -1.0); + result += mat4(0.0026758043, -0.20750894, 0.2802277, -0.07761428, -0.012089615, -0.112726666, -0.03867965, -0.085082226, 0.034227375, 0.19662802, 0.26272395, 0.036822405, -0.23040786, -0.20173554, 0.07110236, -0.26939383) * go_0(1.0, 0.0); + result += mat4(-0.14012688, -0.067249745, 0.14726773, -0.0070919944, 0.19275497, 0.04460783, 0.18776374, -0.019941995, -0.076159865, 0.002261728, 0.238768, 0.039375026, 0.13200568, -0.023286859, 0.034387972, -0.01827453) * go_0(1.0, 1.0); + result += mat4(-0.0107542025, -0.13001555, 0.06596806, -0.03370635, -0.024291076, 0.10367739, -0.03396605, 0.041960735, 0.16230568, 0.024845246, -0.016806586, 0.22547007, -0.025378102, 0.064547986, -0.2113137, 0.042272836) * go_1(-1.0, -1.0); + result += mat4(-0.2219356, -0.049535394, 0.10289468, 0.14175911, 0.013058568, -0.15909089, -0.02546921, 0.11721571, 0.13020545, 0.39660174, -0.07601573, -0.16366366, -0.023935124, 0.06681424, -0.26143414, -0.07485668) * go_1(-1.0, 0.0); + result += mat4(0.1405031, -0.0645044, -0.15865614, 0.1829069, -0.22526503, 0.08991175, 0.041972812, -0.012462953, 0.3022753, 0.19457603, 0.022607598, -0.25460255, 0.028327515, 0.14420614, -0.077984214, 0.09278112) * go_1(-1.0, 1.0); + result += mat4(0.13224132, 0.13115089, -0.188987, -0.19428022, -0.080641985, 0.20909777, 0.067079, -0.19832124, 0.13150498, 0.04450851, -0.2770351, -0.010381239, 0.32295567, 0.04445836, 0.030657565, 0.020271502) * go_1(0.0, -1.0); + result += mat4(-0.08188993, 0.039709873, 0.16059989, -0.13279189, 0.11389818, -0.071865685, 0.09312801, -0.08816363, -0.65844774, -0.6854379, 0.21431407, 0.597198, -0.3734657, -0.116027676, 0.015932929, -0.0653176) * go_1(0.0, 0.0); + result += mat4(0.24136105, 0.21444799, -0.14235207, 0.08445492, 0.017335927, -0.49877876, -0.06224622, 0.1571534, 0.035594277, 0.059829034, 0.087631516, -0.17090686, -0.005452869, 0.13786094, 0.27586326, 0.046760406) * go_1(0.0, 1.0); + result += mat4(0.095078, 0.30310658, 0.010268592, 0.18540539, -0.20722823, -0.0005848572, -0.06464327, -0.111019135, -0.07837157, -0.12183798, -0.09187498, -0.3368629, -0.08216629, -0.20095807, 0.009563313, 0.024838416) * go_1(1.0, -1.0); + result += mat4(0.28712475, 0.0641969, -0.034764312, 0.13600683, -0.09211094, 0.009699817, -0.001104855, -0.026146285, 0.33425868, -0.16132632, 0.18051304, -0.104004376, 0.20768233, 0.0888418, 0.050057285, -0.020228952) * go_1(1.0, 0.0); + result += mat4(0.11642946, -0.021900529, -0.08910504, 0.15492517, -0.19726521, 0.1434987, -0.24708387, 0.006737377, 0.11353539, -0.15897587, -0.029491093, 0.06002862, -0.09640613, -0.11342702, 0.21375169, 0.0062719737) * go_1(1.0, 1.0); + result += mat4(-0.15513068, -0.3151456, 0.20799752, -0.07449935, -0.09226967, 0.112302735, -0.16211908, -0.37986508, -0.27418482, -0.10445544, 0.21112369, -0.06780466, -0.062341, 0.07758948, -0.012719117, -0.16481343) * go_2(-1.0, -1.0); + result += mat4(0.16382848, 0.14490448, -0.012869055, 0.1804095, -0.05304844, -0.14624795, -0.14816979, -0.17435774, 0.25356865, 0.11435022, 0.19412366, 0.19499794, -0.10189348, 0.023880519, 0.16822465, -0.17454338) * go_2(-1.0, 0.0); + result += mat4(0.04854064, 0.11944563, 0.022984248, -0.0852543, -0.0077684796, -0.044182744, -0.02888099, 0.27452356, -0.07887827, -0.15155658, -0.12841311, -0.21202831, -0.18533322, -0.05852455, 0.0761054, -0.22115342) * go_2(-1.0, 1.0); + result += mat4(-0.21520375, 0.11415518, 0.18909843, -0.16420493, -0.20909967, -0.3257246, 0.29332343, -0.029541709, -0.1679851, 0.14073059, 0.32720464, 0.13311239, -0.0021121972, -0.08773544, -0.045532625, 0.36960867) * go_2(0.0, -1.0); + result += mat4(0.58407414, -0.23632582, -0.16739567, 0.264173, 0.09584864, 0.18455075, 0.20051196, -0.04616608, 0.13441175, -0.0055764276, -0.08625195, 0.097847305, 0.19565724, -0.12183587, -0.11488796, 0.2520169) * go_2(0.0, 0.0); + result += mat4(0.01584208, -0.31471413, 0.017104283, 0.0682452, 0.18728764, 0.042960413, 0.06437809, -0.14483811, 0.13882554, 0.016576322, -0.029599546, 0.034904055, -0.20939542, -0.10213055, 0.08821727, 0.0030552552) * go_2(0.0, 1.0); + result += mat4(-0.2973797, 0.15791039, 0.10811437, -0.07947077, -0.26328024, -0.061920475, 0.12498813, 0.100570425, -0.018922925, 0.002256239, -0.094379805, -0.032315314, 0.48677605, -0.04879864, 0.028028104, -0.14557233) * go_2(1.0, -1.0); + result += mat4(0.016148027, 0.13884154, -0.19554809, -0.006344376, -0.013450252, 0.2581758, 0.10643088, 0.23465036, -0.078438915, -0.099644944, -0.1442203, -0.2285087, 0.33528957, -0.17052084, -0.26595074, 0.14794162) * go_2(1.0, 0.0); + result += mat4(0.041404825, -0.0813985, -0.19863169, -0.008302881, 0.023570588, -0.043578386, -0.20971186, 0.14654282, 0.048436746, 0.11266723, -0.25812748, -0.03340969, -0.18430679, -0.046258014, -0.007674466, -0.037139155) * go_2(1.0, 1.0); + result += mat4(-0.060693484, -0.08285047, 0.06638212, 0.18479855, 0.11099276, -0.14470962, 0.16915078, 0.32247669, -0.10845523, 0.0027510398, -0.014941873, -0.15779859, 0.051481526, -0.14748912, 0.12125527, -0.059839584) * go_3(-1.0, -1.0); + result += mat4(0.27571446, 0.01663349, -0.057985745, -0.089736536, -0.09541078, 0.18101417, 0.084854685, 0.11060913, 0.05631825, 0.066835634, -0.02837782, -0.049748126, -0.050051138, -0.05126488, 0.27121767, 0.06331115) * go_3(-1.0, 0.0); + result += mat4(-0.13630085, -0.03787764, 0.13351586, -0.024081819, 0.10403757, -0.0034796793, -0.04838045, -0.064052396, -0.34672704, -0.06271465, -0.024577484, -0.13450806, -0.013759927, 0.11706738, 0.07913658, -0.016639082) * go_3(-1.0, 1.0); + result += mat4(-0.023730129, 0.020174952, 0.048988737, -0.013395666, 0.0073305597, 0.059409764, -0.27721968, 0.13349204, -0.022947624, 0.112007216, -0.008175606, -0.14903043, -0.35755506, -0.02145208, -0.021762518, -0.17889674) * go_3(0.0, -1.0); + result += mat4(0.19315337, 0.16287236, -0.07667863, -0.020898499, -0.021058874, -0.20849414, -0.3571716, -0.13001479, 0.44977963, 0.016706442, -0.03471178, 0.35189477, 0.3050666, -0.019236205, 0.16278796, 0.3093703) * go_3(0.0, 0.0); + result += mat4(-0.1507458, -0.13747548, -0.05822537, 0.16035356, -0.08386089, -0.03476887, -0.0022021863, -0.032772254, 0.17572841, 0.004200287, 0.045312192, 0.27265742, -0.037853006, -0.056344658, -0.3095155, 0.15215549) * go_3(0.0, 1.0); + result += mat4(0.11428048, -0.19523771, 0.016499955, -0.03625986, 0.15670861, -0.077859454, -0.059640404, 0.023970904, -0.009806148, 0.0904747, -0.006978744, 0.15938658, 0.030886533, 0.13507655, -0.002613293, -0.1335748) * go_3(1.0, -1.0); + result += mat4(-0.20070468, 0.06281564, -0.026250493, -0.042895693, -0.06574456, 0.10412931, 0.12061968, -0.0750467, -0.10865931, -0.05715226, -0.022071969, 0.02608941, -0.21416737, -0.18582128, -0.091236554, -0.044943426) * go_3(1.0, 0.0); + result += mat4(-0.057988428, 0.21430638, -0.17991407, -0.051662743, 0.060244065, -0.021494022, -0.018070806, -0.09278776, -0.011404125, 0.064091586, 0.12852973, -0.16610947, 0.08740408, 0.045517463, -0.27932477, 0.11050971) * go_3(1.0, 1.0); + result += vec4(0.012687187, -0.11876551, -0.041985378, -0.10110911); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.07579397, 0.008718031, 0.03874428, -0.022123579, 0.064964466, -0.27502275, -0.0053009577, 0.11669645, 0.007708085, 0.009340055, -0.13001843, -0.03758108, -0.07045759, -0.08749642, -0.21329811, 0.13205966) * go_0(-1.0, -1.0); + result += mat4(-0.14087188, -0.12068241, 0.046639618, 0.05115712, 0.108357444, -0.05040456, 0.03280633, 0.09336891, -0.055509757, -0.036777936, 0.043575723, -0.041975956, -0.17782387, -0.12977566, -0.0736514, 0.17304243) * go_0(-1.0, 0.0); + result += mat4(-0.2638534, 0.0385968, 0.14743716, 0.18057759, -0.036564615, 0.107838504, 0.08324167, 0.13403444, -0.41366392, 0.072824344, -0.013165103, 0.06114856, -0.040475495, -0.14222278, 0.10455181, 0.0021660402) * go_0(-1.0, 1.0); + result += mat4(0.30221993, -0.06315301, 0.057081617, -0.020285107, 0.053984016, 0.13086873, -0.30863532, 0.028010197, 0.0070908144, 0.19940577, -0.013766302, -0.039389495, 0.28064504, 0.05970737, 0.074613005, -0.10217121) * go_0(0.0, -1.0); + result += mat4(0.042094592, -0.1725651, 0.3514404, 0.008126955, 0.08739713, 0.081543595, -0.12912413, 0.0854203, 0.28885832, 0.107783586, 0.22996111, 0.13907135, 0.071920335, -0.15172984, 0.07151959, 0.1406894) * go_0(0.0, 0.0); + result += mat4(-0.1072496, 0.03934067, 0.20014063, 0.051399443, -0.29610988, 0.18659018, -0.17761967, 0.08701774, -0.17493258, -0.08035252, 0.03155133, -0.13986085, 0.023490375, 0.083998375, 0.014006612, 0.03860323) * go_0(0.0, 1.0); + result += mat4(0.09324427, 0.10990628, -0.18758917, 0.0054821614, -0.09425237, 0.1192338, -0.063183226, -0.15047066, 0.15664004, 0.037881903, -0.06762073, 0.09622682, 0.028449943, -0.25338468, -0.18897526, -0.18360007) * go_0(1.0, -1.0); + result += mat4(0.030310342, 0.2083269, -0.04938559, -0.009608655, 0.019751158, 0.12257741, 0.090964966, -0.09864261, 0.058817703, -0.053385522, 0.15931179, -0.10585003, 0.06986225, 0.3435001, -0.33307528, -0.14035752) * go_0(1.0, 0.0); + result += mat4(0.13506691, -0.00015406386, -0.15279713, -0.2290177, 0.019568326, 0.41041428, 0.10566904, -0.08350839, 0.19839814, -0.31052053, -0.04471875, 0.07629561, -0.117245845, 0.19819061, 0.1683647, 0.11896638) * go_0(1.0, 1.0); + result += mat4(0.06920538, 0.2656798, -0.06529862, -0.1695985, -0.21614018, 0.17208195, 0.123307765, -0.061470803, 0.07827313, -0.18543327, 0.0937214, 0.098630935, -0.17667519, -0.01978596, -0.09126346, -0.034487445) * go_1(-1.0, -1.0); + result += mat4(0.030779282, -0.24423946, -0.08623178, 0.1490136, 0.029337894, 0.17548573, -0.05990294, -0.29123273, -0.10020608, -0.3527181, -0.105286725, 0.27502912, -0.25686985, 0.18521136, -0.110095225, -0.07999611) * go_1(-1.0, 0.0); + result += mat4(-0.03266192, 0.045139533, -0.03275437, -0.13748369, 0.15633966, 0.089048125, -0.07592367, -0.09013536, -0.18907873, 0.08265683, -0.069233745, 0.27151683, -0.0647864, -0.15308899, 0.021954, 0.05528693) * go_1(-1.0, 1.0); + result += mat4(0.10284642, -0.14667438, 0.18669777, 0.053000864, -0.12383836, -0.037600834, 0.29438737, 0.04739594, 0.07846367, -0.11676573, -0.048153553, -0.34298027, 0.028358897, 0.119508564, 0.08012271, -0.019992562) * go_1(0.0, -1.0); + result += mat4(-0.22123314, -0.2223458, 0.002969434, -0.07143056, 0.027859585, 0.010600199, 0.056626067, 0.15160584, -0.16350581, -0.044484995, -0.1805076, 0.33351076, 0.073631234, 0.0167081, 0.15704727, 0.107799366) * go_1(0.0, 0.0); + result += mat4(-0.006882137, 0.19744347, 0.041128602, 0.17459555, 0.10376277, -0.12519689, 0.0993647, -0.13044195, 0.10485074, 0.1712284, 0.13369127, 0.24649777, -0.038975652, -0.24550107, 0.19567624, -0.09961197) * go_1(0.0, 1.0); + result += mat4(0.24763626, -0.0902329, 0.21201743, 0.078442305, 0.013261817, -0.019013328, -0.07576136, 0.14993069, -0.24216306, -0.05666454, -0.064632, -0.38150248, 0.14649945, -0.020437164, -0.13821694, -0.026110074) * go_1(1.0, -1.0); + result += mat4(0.21790951, -0.08288076, 0.011415891, -0.1446542, -0.15910968, -0.21221179, -0.06154624, -0.028623452, 0.10872824, 0.17089185, 0.26339474, -0.42544034, 0.095593184, 0.20962211, 0.0034138034, 0.024243662) * go_1(1.0, 0.0); + result += mat4(-0.050784085, 0.06333505, 0.041011192, 0.17474842, 0.14517011, -0.4340653, -0.10313813, 0.12524489, 0.18353751, 0.4589042, -0.037463415, 0.07841999, -0.114173576, -0.10669665, 0.029463472, -0.14393249) * go_1(1.0, 1.0); + result += mat4(0.12771326, -0.06622126, 0.08327681, -0.15113758, -0.114005744, 0.059280578, 0.04071302, -0.11074485, -0.23312584, -0.032968838, 0.13736604, -0.15776984, 0.067029156, 0.0580463, 0.20655325, -0.2112593) * go_2(-1.0, -1.0); + result += mat4(0.16148107, 0.02879793, -0.24918973, 0.009605728, -0.102177374, 0.050518002, -0.00015101423, -0.046602443, 0.5081422, -0.044740383, -0.06243097, 0.076031074, 0.1157983, 0.03965003, 0.109161526, -0.36589798) * go_2(-1.0, 0.0); + result += mat4(-0.018941574, 0.000912917, -0.2585099, 0.13668273, 0.062664494, -0.09246434, -0.14594543, -0.11160076, 0.015663203, -0.02447256, -0.070794076, 0.11807077, 0.12931514, 0.14109722, -0.07506544, -0.012781477) * go_2(-1.0, 1.0); + result += mat4(-0.48816162, 0.16294348, 0.011336221, 0.107038386, -0.01978858, 0.039453425, 0.112853855, 0.007536018, -0.005471479, -0.11315905, 0.032013394, 0.11523904, -0.2504089, 0.04803124, -0.09689627, 0.24372064) * go_2(0.0, -1.0); + result += mat4(0.61343086, 0.09531598, -0.24803302, 0.23788263, 0.13495958, 0.24733612, 0.1575427, -0.06863399, 0.2341275, -0.15821049, -0.165848, 0.0290172, -0.010136783, 0.04415787, -0.2619951, 0.09987892) * go_2(0.0, 0.0); + result += mat4(0.19411229, 0.24528526, -0.250216, -0.33602244, 0.17639299, -0.052413136, 0.122578874, 0.028618507, 0.25713214, 0.22033587, -0.19680484, 0.028938502, -0.083384775, -0.06476429, 0.036840588, -0.14297847) * go_2(0.0, 1.0); + result += mat4(-0.2897587, -0.12176407, 0.19259763, -0.106649496, -0.026704982, -0.036201328, -0.06753124, 0.37967134, -0.20092241, 0.006229027, 0.12085137, -0.09810282, -0.1501556, -0.0099991355, 0.25044358, 0.08538966) * go_2(1.0, -1.0); + result += mat4(-0.11304407, -0.24147832, 0.21644448, -0.035938095, -0.036439262, -0.042730987, -0.04384442, 0.10325233, -0.32405272, -0.11873838, -0.15075137, -0.036929503, -0.10808143, 0.25799102, 0.13749036, 0.5451476) * go_2(1.0, 0.0); + result += mat4(-0.24142508, -0.04895773, 0.09022442, 0.2821465, -0.06298706, -0.1807906, 0.02960867, 0.22310257, -0.1915311, 0.2900501, 0.1670845, -0.080343634, 0.25779882, -0.27144584, -0.23575482, -0.14724477) * go_2(1.0, 1.0); + result += mat4(0.020742219, -0.10571064, -0.0010137435, 0.14439318, 0.32805952, -0.027505733, -0.07111945, 0.07043296, -0.09525604, 0.03175366, -0.14633068, -0.15810682, 0.18050082, 0.08191363, 0.07047039, 0.0018573351) * go_3(-1.0, -1.0); + result += mat4(-0.023874652, 0.14996628, 0.11298528, -0.1508891, -0.052415725, -0.02570088, 0.0055150646, 0.16365297, -0.046594325, 0.18095094, 0.09934885, -0.066233225, 0.2404304, -0.112728044, 0.14004207, 0.11369578) * go_3(-1.0, 0.0); + result += mat4(0.14799033, 0.025304591, 0.031008242, 0.03795376, -0.15800071, -0.043169834, 0.10797239, 0.17129694, 0.09674189, -0.11010672, 0.07283912, -0.11063907, 0.108249694, 0.025199141, 0.09162024, -0.1827302) * go_3(-1.0, 1.0); + result += mat4(-0.08983324, 0.07823903, -0.137839, 0.11909572, 0.11996334, -0.05947995, -0.25459376, -0.18159851, 0.044489045, 0.052461334, 0.13674203, 0.12579007, -0.33665392, -0.07313439, -0.013640538, -0.010538632) * go_3(0.0, -1.0); + result += mat4(0.0884388, -0.10034604, 0.047238693, 0.12025125, -0.16648497, -0.20305477, 0.08240087, -0.17453992, 0.19033237, 0.28438845, -0.32885036, 0.14011146, -0.13389368, -0.012868356, -0.15273216, -0.19119217) * go_3(0.0, 0.0); + result += mat4(0.09196779, -0.13800567, 0.08842335, -0.18658079, 0.17512907, 0.021311145, -0.06347847, -0.13827331, -0.10689703, -0.1707886, -0.15724367, -0.167876, 0.22493233, 0.3070637, -0.035266686, -0.0068385694) * go_3(0.0, 1.0); + result += mat4(-0.2739973, 0.07336105, -0.196827, 0.060224827, 0.05752693, -0.014346674, 0.025412507, -0.27530053, 0.27755278, -0.07631679, -0.053861864, 0.113329165, -0.31025892, -0.012681806, 0.06228483, -0.054306302) * go_3(1.0, -1.0); + result += mat4(-0.16827694, 0.16333361, 0.068389125, 0.24560109, 0.11659498, 0.052896734, -0.020310031, -0.17830387, -0.07551057, -0.01822214, -0.037451357, 0.24607496, -0.2033962, -0.11107965, 0.05005381, 0.13685274) * go_3(1.0, 0.0); + result += mat4(0.13665263, -0.24541081, 0.0012457973, -0.012630116, -0.09559698, 0.17756529, -0.039300505, -0.044217475, -0.22984356, -0.2294885, 0.104534455, -0.04131095, 0.084843494, 0.038027752, -0.106351435, 0.18853655) * go_3(1.0, 1.0); + result += vec4(0.010324113, -0.01262194, 0.0762259, -0.014071781); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06961854, 0.06914646, 0.120440066, -0.04889646, -0.012870159, 0.01994181, 0.052958567, -0.14740478, -0.0027199117, -0.004924673, 0.10131955, -0.11496505, -0.06742836, 0.08287776, 0.11206167, -0.021625644) * go_0(-1.0, -1.0); + result += mat4(-0.025003597, 0.05389498, 0.14938618, 0.12255602, 0.050963886, 0.16300994, 0.17633909, 0.03229484, 0.2092038, 0.13367431, -0.09538967, 0.1636076, -0.022082182, 0.10898033, 0.0422286, -0.062253885) * go_0(-1.0, 0.0); + result += mat4(-0.0018258828, 0.08333001, 0.002765037, -0.022241322, 0.1628206, 0.14671557, 0.3001151, 0.030986495, 0.05225914, -0.04880372, 0.15963705, 0.17972782, 0.055128947, 0.114626616, 0.03460699, -0.07679627) * go_0(-1.0, 1.0); + result += mat4(-0.08866054, 0.0882386, 0.13833097, -0.079257324, -0.03060485, 0.049487974, 0.092268504, -0.17009564, 0.021603461, 0.20750603, 0.18884364, -0.10977116, 0.31758478, 0.053426504, 0.093257, 0.14912026) * go_0(0.0, -1.0); + result += mat4(0.13069148, 0.21368778, -0.4405162, -0.009193694, 0.090230525, -0.15897161, -0.005089127, -0.06011075, -0.27336648, -0.021869129, -0.2084852, -0.0850094, -0.10896211, 0.27229342, -0.044210993, -0.03346366) * go_0(0.0, 0.0); + result += mat4(0.05807779, 0.08506817, 0.23984064, 0.12547795, 0.036945213, 0.039088245, -0.10716132, -0.15966031, 0.13548918, 0.07746645, -0.248966, -0.15717135, -0.059498273, 0.0088413125, -0.02828682, -0.021795277) * go_0(0.0, 1.0); + result += mat4(0.013289853, 0.007272393, 0.06875863, -0.053158432, -0.03578172, 0.20148727, 0.1961931, -0.16910668, 0.03259818, 0.054221123, -0.0326064, 0.06493197, 0.053533003, -0.11878436, 0.14398894, -0.17543368) * go_0(1.0, -1.0); + result += mat4(-0.17906332, 0.1111989, 0.047910325, 0.11560207, 0.09790123, -0.2023765, 0.04265116, 0.0075303926, 0.012974969, -0.0853146, -0.04037416, 0.14489946, -0.0716403, -0.055603035, -0.30376709, -0.011667526) * go_0(1.0, 0.0); + result += mat4(-0.053314358, -0.012657763, 0.0077033425, 0.12168191, 0.016371705, 0.11979062, -0.08494259, -0.009617431, 0.1303907, 0.043279216, -0.17285421, 0.15823162, -0.030746695, 0.121796146, 0.13097613, 0.0024783302) * go_0(1.0, 1.0); + result += mat4(-0.11677548, -0.06592395, -0.022185773, 0.0031006308, -0.00906918, -0.0006412884, -0.00083743286, 0.083697535, -0.060518038, 0.14058606, 0.122444086, 0.17866874, 0.02376487, -0.06369968, -0.026537767, 0.21466877) * go_1(-1.0, -1.0); + result += mat4(0.12340551, -0.015656117, 0.051990572, 0.04361656, -0.05291406, 0.10119005, 0.17603071, 0.10464767, 0.03288951, 0.091776796, -0.17373918, -0.12871055, 0.10205503, -0.17783496, -0.17020486, -0.09781929) * go_1(-1.0, 0.0); + result += mat4(-0.01845568, -0.008877597, 0.14279746, 0.031775143, 0.041680444, 0.08784194, 0.044564564, -0.0011678484, -0.010219994, 0.10472676, 0.046920944, -0.110975444, -0.1197329, -0.11303071, -0.14893234, -0.091113724) * go_1(-1.0, 1.0); + result += mat4(-0.03856561, -0.12173735, 0.040876064, 0.13847597, -0.14995924, -0.13332345, 0.18687452, -0.22562599, 0.08920785, -0.0017916666, 0.019448435, 0.2306492, -0.054546747, -0.1465318, -0.10628867, -0.0073827514) * go_1(0.0, -1.0); + result += mat4(0.12689775, 0.11765595, 0.13039489, 0.06940679, 0.2672624, -0.03880143, -0.11693099, -0.05516293, -0.09665274, -0.2583138, 0.22954193, -0.19324702, -0.39629623, -0.35457405, 0.10052407, -0.19756024) * go_1(0.0, 0.0); + result += mat4(-0.06307673, -0.096393906, -0.0075868783, -0.25133502, 0.03436604, -0.008201423, 0.06386583, 0.106548436, 0.014626536, 0.03485315, -0.043418273, -0.1141408, 0.005102567, -0.11701804, -0.01645601, -0.057083) * go_1(0.0, 1.0); + result += mat4(-0.019062268, 0.020416953, -0.08854219, -0.037497565, 0.09449262, -0.09127615, -0.063330196, 0.08736769, -0.12394077, -0.17950213, -0.11101161, 0.16013645, -0.09370585, 0.0047447495, -0.04288296, 0.00314098) * go_1(1.0, -1.0); + result += mat4(-0.08263743, -0.14441489, -0.14886282, -0.05694989, 0.4254853, 0.10864832, 0.26322174, -0.042006254, 0.24269578, -0.053833783, -0.11558995, -0.066605136, -0.064816564, -0.25914803, -0.017624624, 0.0402331) * go_1(1.0, 0.0); + result += mat4(-0.100058846, -0.030422715, -0.19600148, -0.13322774, 0.1796998, 0.087852575, 0.07324559, -0.0047889417, 0.007248384, 0.08930289, 0.09643387, -0.0060126656, 0.16357517, -0.06628222, 0.030618697, 0.097391844) * go_1(1.0, 1.0); + result += mat4(0.09539377, -0.10802722, -0.014952347, 0.1683223, -0.03919409, 0.041155327, -0.012186347, -0.030456683, -0.015024977, 0.061710294, 0.00049987395, 0.27338788, 0.04845922, -0.014114694, -0.06371904, 0.008664) * go_2(-1.0, -1.0); + result += mat4(0.063082814, -0.02755945, -0.15663072, -0.053271208, 0.070173115, 0.038125586, -0.11840675, -0.016337764, -0.07963128, -0.06404943, 0.23033784, -0.007848355, -0.04434174, -0.092422634, -0.013985954, -0.038096108) * go_2(-1.0, 0.0); + result += mat4(0.037121523, -0.020622304, 0.086708754, 0.045878958, -0.13188364, -0.022858748, -0.22411314, -0.08116162, 0.048863005, 0.039260563, -0.04934298, 0.11015131, 0.028177079, 0.025245499, 0.1067935, 0.15324049) * go_2(-1.0, 1.0); + result += mat4(0.068235874, -0.14401375, -0.032677606, 0.02996807, -0.11290208, 0.114133574, -0.09627152, 0.053930115, 0.14560424, -0.15935057, -0.13495773, 0.29710987, -0.23231608, 0.14334352, 0.070753984, -0.08189047) * go_2(0.0, -1.0); + result += mat4(-0.22378983, -0.09858718, 0.30114698, -0.0048736916, 0.02198528, 0.21444769, -0.11228022, -0.14812283, 0.092372194, 0.1598949, 0.2534843, 0.4932573, -0.16642319, 0.12972073, -0.04147445, -0.09365905) * go_2(0.0, 0.0); + result += mat4(-0.132199, -0.0798279, -0.18289213, -0.15133642, -0.033057958, 0.007495456, 0.070398286, 0.049111973, -0.03361502, 0.032059964, 0.003850814, 0.22922683, 0.20279214, -0.07350396, 0.27681342, 0.11891455) * go_2(0.0, 1.0); + result += mat4(-0.095355205, -0.08533997, -0.043466177, 0.03183743, 0.0048090555, -0.07969942, -0.044769235, 0.15350139, 0.06485437, -0.027922742, 0.0850892, 0.00069019396, 0.035737295, 0.20380683, 0.03413393, 0.025630401) * go_2(1.0, -1.0); + result += mat4(0.26616514, -0.024066277, 0.09220501, 0.09643391, -0.014585791, 0.22894275, -0.053128377, -0.08719867, -0.08819027, 0.01932318, -0.113633566, -0.15435793, 0.10542983, 0.029819246, 0.33675614, -0.059085276) * go_2(1.0, 0.0); + result += mat4(-0.031325538, 0.040770013, -0.049561024, -0.2095101, -0.09537227, -0.075998954, -0.04323478, -0.05470401, -0.110066876, 0.059249427, -0.042351052, -0.047700178, 0.21932366, -0.12850443, 0.035361454, 0.013699006) * go_2(1.0, 1.0); + result += mat4(-0.08417607, 0.113477044, 0.03574209, 0.007835156, 0.2021717, 0.030678429, 0.19313626, -0.03506592, 0.04233059, -0.08540689, -0.07128929, -0.13245375, -0.08918939, -0.042622462, 0.19011301, -0.18228586) * go_3(-1.0, -1.0); + result += mat4(-0.19981891, -0.16255717, 0.042949058, -0.06921157, 0.279451, -0.11536949, -0.13747527, -0.10020231, -0.013784027, -0.06727259, 0.3556115, 0.08460814, -0.15348805, -0.07692103, -0.018658075, 0.0037634284) * go_3(-1.0, 0.0); + result += mat4(-0.09063814, -0.036312047, 0.13528036, 0.0070792423, 0.11834377, 0.02331524, 0.09386154, 0.07144935, 0.033078104, -0.1397121, 0.09283168, 0.2118868, -0.06313442, 0.032146804, 0.0060367053, 0.005822348) * go_3(-1.0, 1.0); + result += mat4(0.035949346, 0.06469895, -0.0051385965, -0.078584194, 0.43195483, 0.0045206803, -0.24012396, 0.21436183, -0.013394304, -0.04198491, 0.06645506, -0.23869638, -0.02311661, 0.06589808, 0.16800866, -0.21120183) * go_3(0.0, -1.0); + result += mat4(-0.24937367, -0.042277586, 0.08117994, 0.3105402, -0.26087892, -0.10325264, -0.08689298, 0.0064907144, 0.031937066, 0.09783758, -0.9514562, -0.104631096, 0.27990052, 0.36389935, 0.057687905, 0.14072314) * go_3(0.0, 0.0); + result += mat4(-0.19865227, 0.09398578, 0.06911146, 0.13077813, 0.024283953, -0.0036808057, -0.036725305, -0.024085987, 0.061556816, 0.0029027078, 0.24621862, 0.112107046, 0.068239614, 0.052718107, 0.20803368, 0.065064415) * go_3(0.0, 1.0); + result += mat4(-0.055511028, -0.08662344, -0.074801624, -0.021917107, 0.18730342, 0.047116343, 0.14872652, 0.10580926, 0.16962165, 0.16628978, 0.17343876, -0.1697205, 0.047853447, -0.22705628, 0.031780355, -0.09273609) * go_3(1.0, -1.0); + result += mat4(-0.17306295, -0.067308225, -0.17174196, -0.13221754, -0.24622467, 0.029901514, -0.12799668, -0.04145667, -0.14546, 0.013308366, 0.028113116, 0.1678875, 0.07922657, -0.015584258, 0.17059629, 0.07330948) * go_3(1.0, 0.0); + result += mat4(-0.09916512, 0.0623665, -0.022458963, 0.061962493, 0.18569344, -0.06590287, 0.111395456, 0.08477448, -0.03609452, 0.024279302, -0.083497405, 0.06459743, -0.22963138, -0.12262581, 0.006980887, -0.06653474) * go_3(1.0, 1.0); + result += vec4(-0.023354841, 0.0019475977, -0.0705355, -0.08216019); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.13703531, 0.06135254, -0.05032855, 0.0039429665, -0.05997914, 0.03737832, -0.09703001, -0.08112204, -0.096779875, 0.086732335, 0.03021232, -0.14636067, 0.079296306, 0.006656948, 0.08904937, 0.06196539) * go_0(-1.0, -1.0); + result += mat4(-0.26374274, 0.16698441, -0.08554561, 0.03734819, -0.08525629, 0.12257442, 0.015473835, 0.13266069, 0.008439022, -0.05002345, 0.03232084, 0.17349075, 0.014541135, -0.10353582, 0.13339484, -0.13474584) * go_0(-1.0, 0.0); + result += mat4(0.05637785, -0.049726896, 0.06597188, 0.0058668824, -0.10623723, 0.13441847, 0.015975956, -0.07811197, 0.05975957, -0.062021587, -0.06533749, 0.083735935, 0.02666556, 0.029904561, -0.0102926055, -0.10931666) * go_0(-1.0, 1.0); + result += mat4(-0.22616413, 0.042830274, -0.116208926, -0.053796053, -0.1112898, 0.20703097, -0.34109348, -0.065111674, -0.17255561, 0.16784647, 0.00193431, -0.043237597, -0.02353095, -0.1302526, 0.05119598, 0.01403269) * go_0(0.0, -1.0); + result += mat4(0.086109385, -0.053006437, -0.24992542, 0.007938272, -0.0027849772, 0.09198081, -0.17596659, 0.030577915, -0.31807357, -0.29618275, 0.0056317504, 0.3662508, 0.16753437, -0.12481447, -0.057597708, -0.14973637) * go_0(0.0, 0.0); + result += mat4(-0.14585754, 0.027715279, -0.039035518, 0.11505972, 0.0038059987, -0.20368981, -0.014822689, 0.094012834, -0.20693347, -0.37216228, -0.12690443, 0.2727411, -0.15475404, -0.01948714, -0.12414737, 0.10378582) * go_0(0.0, 1.0); + result += mat4(-0.11750072, 0.051394574, -0.011073509, -0.1100907, -0.1389209, -0.10706716, 0.0017484069, -0.059556484, -0.20038931, 0.24976069, -0.011129469, -0.080446415, 0.19259459, -0.14515446, -0.07275811, 0.039244935) * go_0(1.0, -1.0); + result += mat4(-0.101780266, 0.003889027, 0.010705813, 0.011088775, -0.20406786, -0.009807119, 0.23070864, -0.030722639, -0.012015954, 0.025211284, -0.29246482, 0.04907962, -0.10485314, 0.21213223, 0.15788344, -0.014188987) * go_0(1.0, 0.0); + result += mat4(0.1546438, -0.15895118, 0.010730076, 0.034053337, -0.018741185, -0.008467293, 0.13143812, 0.022905342, -0.27543658, 0.3054419, 0.07025048, 0.29454592, -0.0032350307, 0.01671764, 0.081928045, -0.10051137) * go_0(1.0, 1.0); + result += mat4(-0.014834404, 0.07487839, -0.16554666, -0.04127725, 0.15239598, -0.017607473, 0.09927426, 0.15027349, -0.2073968, 0.041613225, -0.10290223, -0.12565911, 0.022021815, -0.07609557, -0.16338238, 0.04468512) * go_1(-1.0, -1.0); + result += mat4(0.01768976, 0.0637369, 0.006542782, -0.0022799321, -0.14728844, -0.058199093, -0.029928437, 0.079634584, 0.095769696, -0.13526416, 0.20718366, -0.10116214, 0.1688786, -0.08906526, 0.020397741, 0.06541649) * go_1(-1.0, 0.0); + result += mat4(-0.033067044, 0.10095467, -0.13792777, 0.022673525, -0.012797848, -0.11222105, 0.11443862, 0.04893716, 0.11389547, -0.07337629, 0.21447009, -0.032212257, 0.23070163, -0.18156143, 0.14542435, -0.10207653) * go_1(-1.0, 1.0); + result += mat4(-0.22985588, 0.012290226, 0.018557416, -0.064000085, 0.012936774, -0.104329854, -0.0719669, 0.24160251, 0.03716294, -0.093069404, -0.12110873, 0.013251573, -0.12731232, -0.1995954, -0.07679729, 0.06823493) * go_1(0.0, -1.0); + result += mat4(-0.23359679, -0.052702624, -0.08710696, 0.19826421, 0.12880315, 0.19875911, -0.20581602, 0.32980308, -0.14479029, 0.099422045, 0.44737315, 0.13044962, 0.12935589, -0.13621494, 0.14902137, 0.09162335) * go_1(0.0, 0.0); + result += mat4(0.10801082, -0.22644557, 0.035719793, -0.12396268, 0.2906566, 0.119107775, -0.15470679, 0.17997102, -0.12866725, -0.12695445, -0.06832712, 0.017622665, 0.08215481, 0.065239124, -0.1256659, -0.06811625) * go_1(0.0, 1.0); + result += mat4(-0.097956754, 0.09383762, -0.19813508, 0.0035260199, -0.14278924, 0.0660843, 0.19110036, 0.11025648, 0.15489757, 0.011157471, -0.16014035, -0.050144047, 0.0032884583, 0.061513808, -0.03385016, -0.08534137) * go_1(1.0, -1.0); + result += mat4(0.09499595, 0.04162155, -0.26091605, -0.18066265, -0.21523187, -0.036668014, 0.09586408, 0.059850723, -0.10890033, 0.28857672, -0.32993382, 0.05107536, 0.012024929, -0.27968574, 0.15081042, -0.07215633) * go_1(1.0, 0.0); + result += mat4(0.15673614, -0.064684846, -0.13838115, 0.1264376, -0.23772664, 0.11594999, 0.0898036, -0.092647165, 0.26081505, 0.05110054, -0.017965768, 0.06740709, -0.24977967, 0.05645255, -0.08204664, 0.0435078) * go_1(1.0, 1.0); + result += mat4(0.02560865, -0.1613835, 0.05876215, 0.101586774, -0.00058163394, 0.0013674656, 0.039857507, -0.002919488, 0.05573127, -0.04311352, 0.05305971, 0.10097247, 0.036392104, -0.025071293, 0.029137935, -0.08593101) * go_2(-1.0, -1.0); + result += mat4(0.12406646, -0.21399136, 0.05611706, 0.021867402, -0.037916705, 0.05941278, 0.11277805, -0.12387807, 0.008577062, -0.045022104, 0.16465645, -0.07607619, 0.035939474, 0.07221297, -0.13557361, 0.07806311) * go_2(-1.0, 0.0); + result += mat4(-0.19589397, 0.011909766, -0.01258029, -0.065313555, 0.07366803, -0.0812486, 0.115863465, 0.019752543, -0.15854625, 0.11246406, 0.007201303, 0.0008530298, -0.0287012, -0.036224626, 0.059641607, 0.09416462) * go_2(-1.0, 1.0); + result += mat4(0.20361906, -0.20671111, -0.1126041, 0.049152024, 0.17586707, 0.10047246, 0.13149028, -0.16302691, -0.08559989, -0.17756243, -0.0061752857, 0.124775924, 0.020011704, 0.17147969, -0.0003063916, -0.015890911) * go_2(0.0, -1.0); + result += mat4(0.11051906, 0.13774526, 0.29333818, -0.029932505, -0.07021508, 0.046212852, 0.11793092, -0.081830084, -0.18609521, -0.108229816, -0.044969153, -0.041069634, -0.13936938, 0.11356429, 0.19260931, 0.093210496) * go_2(0.0, 0.0); + result += mat4(0.010555152, -0.15726428, -0.13187453, -0.12396212, 0.17309372, 0.100884624, 0.11547714, -0.030650318, -0.21877939, -0.0015167049, -0.090150684, 0.029793834, 0.1465573, -0.038805004, -0.033211514, -0.04926991) * go_2(0.0, 1.0); + result += mat4(0.10250675, -0.030922988, -0.008545946, 0.024706079, 0.105154864, -0.06838902, -0.12627976, 0.032457255, 0.21747419, -0.12865087, -0.056018118, 0.07152061, -0.11214344, -0.029831404, 0.044855718, -0.04316971) * go_2(1.0, -1.0); + result += mat4(0.12806997, 0.12385188, -0.06831653, -0.015933594, 0.08645126, 0.013043054, -0.19599608, -0.060719345, -0.23076192, 0.19181651, 0.1292978, 0.036317572, -0.061692618, -0.25434494, -0.10012762, 0.06366783) * go_2(1.0, 0.0); + result += mat4(-0.11098094, 0.034632366, -0.053560194, 0.08499573, 0.20842391, -0.020262053, -0.023394845, 0.048971336, 0.10436084, 0.12614205, 0.035942093, -0.07592917, -0.07455495, -0.012119416, -0.011834865, 0.21032205) * go_2(1.0, 1.0); + result += mat4(-0.00055114913, -0.06662242, -0.009248925, -0.0024843027, -0.22993802, -0.04828541, -0.08667693, -0.093717255, 0.14400347, 0.030130679, -0.01590651, 0.10399553, 0.14478837, -0.11228224, -0.039653912, -0.042144097) * go_3(-1.0, -1.0); + result += mat4(-0.011044514, -0.09870122, -0.24879128, 0.111903004, 0.092567004, 0.06100228, 0.0053522107, 0.065252475, -0.18228072, 0.25602147, -0.2863954, 0.103064165, 0.052214783, -0.017557586, -0.07434391, 0.021111684) * go_3(-1.0, 0.0); + result += mat4(0.04537496, -0.024985183, -0.15247425, -0.0009907635, -0.09677889, 0.09858206, -0.030702371, 0.03539458, -0.029408665, 0.24335481, -0.1918429, 0.08056781, 0.1548214, 0.2850923, -0.15131058, -0.052048493) * go_3(-1.0, 1.0); + result += mat4(0.055409238, -0.13090813, -0.016612396, -0.019183576, -0.18499215, -0.013184845, 0.038750056, 0.10953814, -0.18437819, 0.19183092, -0.09780726, -0.046532292, -0.10841146, -0.17717329, -0.1731886, -0.06741823) * go_3(0.0, -1.0); + result += mat4(0.27919188, -0.14904179, 0.22850563, -0.17785722, -0.32835802, -0.19134615, 0.32093298, 0.24667856, 0.51687604, -0.59745705, 0.23057328, -0.41411245, -0.4234339, -0.03083826, -0.13972719, 0.1729651) * go_3(0.0, 0.0); + result += mat4(0.042352367, -0.109207705, -0.31047532, 0.08896513, -0.2187999, -0.117951825, 0.060705405, -0.10287316, 0.013815159, -0.023699438, -0.053614594, 0.09065406, -0.15286967, -0.101803675, 0.019537682, 0.12476822) * go_3(0.0, 1.0); + result += mat4(0.0016159728, 0.04094818, 0.012745902, -0.051958837, 0.014557628, 0.00061195926, -0.11669799, 0.08763203, -0.27820277, 0.17871988, 0.10634548, 0.05234229, 0.03827577, -0.3117398, 0.027675012, 0.0655132) * go_3(1.0, -1.0); + result += mat4(-0.0025006514, -0.1457415, 0.053443488, -0.0050932285, 0.01582735, 0.18783967, -0.066718, -0.15485887, -0.039741408, -0.21280284, 0.1502977, 0.09507925, 0.17178543, -0.014238171, -0.35757875, 0.026410697) * go_3(1.0, 0.0); + result += mat4(-0.19434428, -0.079038315, -0.017264817, -0.04004242, 0.0063378955, 0.027904915, 0.02571677, 0.09895997, -0.036605608, -0.19889063, 0.015920812, -0.014095519, 0.4363826, -0.14143194, 0.015463533, -0.1656284) * go_3(1.0, 1.0); + result += vec4(0.08523788, 0.052322272, 0.08955637, -0.06945023); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.048841953, -0.010713874, 0.09238948, -0.0789676, -0.093295254, 0.063662216, -0.023454266, -0.06739832, 0.027439933, 0.007399632, -0.03550259, -0.013834889, 0.17168441, 0.06177229, 0.023950668, 0.14574073) * go_0(-1.0, -1.0); + result += mat4(0.117296845, -0.07858486, -0.02099164, -0.024150673, -0.11662526, -0.26440877, -0.05449493, -0.13366842, -0.06870016, 0.12457937, 0.25052628, 0.013982828, 0.15127566, -0.031653196, -0.13851896, 0.04148151) * go_0(-1.0, 0.0); + result += mat4(0.024360385, -0.31051615, 0.012448293, -0.11265428, 0.06123606, -0.0701936, 0.033618104, -0.064061284, -0.06969811, -0.108838804, 0.014163671, 0.02596177, 0.20071186, -0.0028744373, 0.13663651, -0.05592813) * go_0(-1.0, 1.0); + result += mat4(0.13492568, -0.0726796, 0.13431883, -0.085713945, 0.056370113, 0.115660414, -0.14475793, 0.0044200714, 0.027387753, 0.045452334, 0.28178552, 0.017371183, 0.17304336, 0.0582999, 0.14465337, 0.046005037) * go_0(0.0, -1.0); + result += mat4(0.064034574, 0.041531377, 0.08218889, -0.44529077, -0.010563538, -0.14926371, 0.051012456, 0.08209141, 0.24089444, -0.225398, -0.22259372, -0.26353076, -0.1687418, -0.11501685, -0.016655196, -0.09882357) * go_0(0.0, 0.0); + result += mat4(-0.019985389, -0.19189276, -0.104917, -0.11139956, -0.08406414, 0.031484302, -0.082132496, 0.025829919, 0.07512055, 0.31116992, 0.061163265, -0.074850895, -0.091695994, -0.26492774, -0.06617365, 0.06590624) * go_0(0.0, 1.0); + result += mat4(0.1326703, 0.13008863, -0.1659525, -0.058325157, -0.047528613, 0.06777741, 0.06953616, 0.010587038, 0.031675722, -0.08119788, -0.11269768, -0.06225964, -0.26593694, 0.03627298, 0.12866129, 0.17876588) * go_0(1.0, -1.0); + result += mat4(-0.29016155, -0.12549841, -0.050858997, -0.088932805, 0.002237332, 0.01287246, 0.30138868, -0.071756564, -0.061206467, -0.11114371, -0.25731218, -0.11551616, -0.069513, -0.004583348, -0.10647163, 0.01981785) * go_0(1.0, 0.0); + result += mat4(0.16387528, 0.03450354, 0.03422023, -0.014030813, 0.13418834, -0.010909722, -0.00447121, -0.03082622, -0.23983373, -0.020655053, -0.054034587, -0.07133469, 0.21171515, 0.06268651, -0.1738516, -0.15001713) * go_0(1.0, 1.0); + result += mat4(0.040721033, -0.037582736, -0.13819644, -0.123978324, 0.1650318, 0.033942625, 0.17534302, 0.06452234, 0.18384823, 0.0048657497, 0.20220642, -0.0025760103, 0.011163899, 0.027265374, -0.051284578, 0.19202651) * go_1(-1.0, -1.0); + result += mat4(-0.057493486, -0.031516504, 0.10835143, -0.040618125, -0.07762303, -0.06787725, 0.025559613, -0.0055560498, -0.0017830619, 0.020185964, -0.06656476, -0.008523214, 0.32331157, -0.21633361, 0.15338033, -0.104042485) * go_1(-1.0, 0.0); + result += mat4(-0.18544987, -0.090446, -0.26797467, -0.082941435, -0.15003708, -0.11446041, -0.0394892, 1.1379096e-05, 0.04978554, 0.3350256, 0.032780237, 0.034625802, 0.0596261, 0.045886245, 0.009002243, 0.04746998) * go_1(-1.0, 1.0); + result += mat4(-0.17104147, 0.0054165213, 0.09161088, -0.0673989, -0.119282715, -0.09094731, 0.47243354, 0.09914267, -0.13958418, -0.0050379517, 0.14352496, 0.18380567, -0.16128838, 0.08766813, 0.013876981, -0.09808636) * go_1(0.0, -1.0); + result += mat4(0.09617889, 0.045525175, -0.2550057, -0.02874332, 0.2743444, -0.20102581, 0.008461914, 0.16626629, -0.13309516, -0.19307104, 0.15780488, 0.15518525, -0.2790243, 0.056782067, 0.16836968, 0.17771688) * go_1(0.0, 0.0); + result += mat4(-0.10694667, 0.14490083, -0.037976455, 0.013456577, -0.1166783, 0.060722847, 0.07323464, -0.013812333, 0.03234213, 0.50859296, -0.20670377, -0.019631205, -0.022543924, 0.21776745, -0.093769215, 0.12193299) * go_1(0.0, 1.0); + result += mat4(-0.15260598, -0.04798592, -0.02370747, -0.005714705, 0.030857049, -0.16643822, 0.23971851, 0.08117996, -0.069645695, -0.06674784, 0.033509918, 0.06333286, 0.14010383, 0.02218942, -0.036704093, 0.043163314) * go_1(1.0, -1.0); + result += mat4(0.14653306, 0.002759894, 0.10548246, 0.24976018, 0.3212893, -0.07108953, 0.14068738, 0.29437128, -0.020556152, -0.17813908, 0.1989112, 0.12182122, -0.19231579, 0.06547012, -0.032785345, 0.089717634) * go_1(1.0, 0.0); + result += mat4(-0.23632105, -0.027022298, 0.00586518, 0.01836479, -0.2854795, -0.035417695, -0.07586866, 0.0715673, 0.17984483, 0.11210451, 0.032767817, 0.097993985, -0.010899036, 0.15933803, 0.05454052, 0.06768528) * go_1(1.0, 1.0); + result += mat4(-0.017289463, -0.058823984, 0.0807603, 0.32464716, 0.2756627, 0.036061637, -0.034578573, -0.08811335, 0.031841308, 0.11359879, 0.07553143, -0.028648997, 0.057192322, 0.07769366, -0.1998847, -0.06258051) * go_2(-1.0, -1.0); + result += mat4(0.0422091, 0.046305113, 0.028377453, -0.031071126, 0.06866086, 0.1538135, -0.009288249, -0.25543538, 0.07067607, -0.114061736, -0.024740022, -0.11824987, -0.17426041, 0.0028396242, 0.12849464, 0.057790644) * go_2(-1.0, 0.0); + result += mat4(0.057328146, 0.030677445, 0.07496485, 0.07847613, -0.22358766, -0.15659446, -0.18270054, -0.21316889, 0.084770195, 0.013863274, -0.001335942, -0.04027535, -0.15230416, -0.048156176, -0.04614562, 0.089494966) * go_2(-1.0, 1.0); + result += mat4(-0.117369525, 0.026577681, -0.1941765, 0.14904885, -0.16210394, -0.19549404, 0.19999947, 0.37138188, 0.14809363, -0.05078633, -0.092692114, -0.08533522, 0.12769112, 0.017061725, 0.104464866, -0.026744602) * go_2(0.0, -1.0); + result += mat4(0.0880251, -0.005333869, -0.10327546, 0.30419552, 0.107773595, 0.02335926, -0.19014318, 0.19670166, -0.09443473, 0.10621109, 0.36843884, 0.13197622, 0.24537645, 0.4032842, 0.21791221, 0.08400414) * go_2(0.0, 0.0); + result += mat4(0.06408587, 0.15366535, 0.042582024, 0.15629277, 0.028716238, -0.013479061, -0.23052843, -0.2992272, -0.050045617, -0.27255702, -0.038093377, 0.0031149297, -0.05625518, 0.52598304, -0.0845234, -0.09116851) * go_2(0.0, 1.0); + result += mat4(0.02294159, -0.011902539, 0.00079296535, 0.030631313, 0.02114366, 0.082455896, 0.09450867, -0.08027284, 0.042443607, 0.15427661, 0.11882799, -0.040319934, 0.23706424, -0.107808165, -0.1730313, -0.06340064) * go_2(1.0, -1.0); + result += mat4(0.2645207, 0.002157867, -0.095794424, 0.1141035, 0.08255855, -0.06977906, -0.04348005, 0.27864936, -0.1197219, 0.015997604, 0.09500464, -0.0010631803, 0.07198933, -0.053128377, 0.02176274, -0.001298847) * go_2(1.0, 0.0); + result += mat4(-0.045475803, 0.03626341, -0.00891833, 0.17907676, -0.2810277, 0.13725498, -0.02413441, -0.08605496, 0.08306595, -0.012227401, -0.0070282067, -0.019027572, -0.13443586, -0.041331865, 0.029120144, -0.00490357) * go_2(1.0, 1.0); + result += mat4(-0.13398282, 0.06475972, 0.2528711, 0.02553969, -0.13428321, -0.03931247, 0.11360386, -0.18912545, -0.3725821, -0.018747944, -0.20893294, -0.012743096, 0.07444533, -0.15381604, 0.29776138, 0.10601149) * go_3(-1.0, -1.0); + result += mat4(-0.21793252, 0.07817356, -0.109576665, 0.19185133, -0.072846025, 0.04960289, -0.07506936, 0.12839878, -0.0061091883, 0.093669325, 0.009295678, 0.03780657, -0.10901407, 0.1375137, -0.0745914, 0.1468883) * go_3(-1.0, 0.0); + result += mat4(0.10739044, 0.30611086, 0.1585515, 0.07903283, 0.05612715, -0.0061900485, 0.13646163, 0.15230569, 0.036846787, -0.15846778, -0.18765065, 0.06611226, -0.07209187, 0.056037188, 0.04302953, -0.03887873) * go_3(-1.0, 1.0); + result += mat4(0.05618538, -0.072312586, -0.018046018, 0.049542785, -0.033638306, -0.035169322, -0.25882784, -0.036425237, 0.43763217, -0.07049093, 0.08085481, 0.013634128, -0.2701461, -0.13007875, 0.09603447, 0.2479431) * go_3(0.0, -1.0); + result += mat4(-0.02283992, -0.24593964, 0.04616348, 0.023422526, -0.20994014, 0.064769074, -0.07680045, -0.30547765, 0.1518723, 0.31953967, -0.12841515, -0.19525428, -0.0076093865, -0.112106465, -0.04573789, -0.04834478) * go_3(0.0, 0.0); + result += mat4(-0.008045419, -0.20285496, 0.15290824, 0.036240693, 0.11959966, -0.15712506, 0.096806675, 0.008780234, -0.19716795, -0.3824029, 0.1376541, 0.13325086, -0.103316806, -0.31788048, -0.071698256, -0.25901568) * go_3(0.0, 1.0); + result += mat4(0.13714787, 0.020738773, 0.13716534, 0.12359137, -0.038154524, 0.053202964, -0.12023912, 0.09011213, -0.012448548, -0.026505312, -0.11293235, 0.10613704, -0.39916727, 0.041521315, 0.10659441, 0.027749784) * go_3(1.0, -1.0); + result += mat4(-0.26475835, 0.044597875, -0.31229413, -0.17121075, -0.21795374, -0.009583571, -0.13428004, -0.30734754, -0.017038794, 0.113667324, -0.1516075, 0.06525228, -0.13789397, -0.05770066, -0.016166758, -0.29457557) * go_3(1.0, 0.0); + result += mat4(0.054183286, 0.022085225, 0.086794585, 0.10968018, 0.1276148, 0.05739452, 0.08860957, -0.08131373, -0.081570424, -0.107991874, -0.03724999, 0.000843539, 0.20231429, -0.123543546, -0.19073018, -0.28328305) * go_3(1.0, 1.0); + result += vec4(0.013646388, -0.021442367, 0.0045393505, -0.037433166); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.13948695, 0.016643738, 0.08168136, 0.02315663, 0.017184775, 0.11487715, 0.05770107, 0.010102888, 0.04955321, -0.045132335, -0.05731744, -0.05798246, 0.2245112, 0.17406365, 0.08979801, -0.10607952) * go_0(-1.0, -1.0); + result += mat4(0.2812785, 0.022830509, 0.15164222, 0.13460225, 0.22263442, 0.2558749, -0.122489706, 0.10409658, 0.023308244, -0.19583783, -0.007824269, 0.06256542, 0.11161938, 0.14878923, 0.30865005, 0.08962341) * go_0(-1.0, 0.0); + result += mat4(-0.20843887, 0.012371968, -0.008279775, -0.042467568, -0.13022369, 0.056743186, -0.018389069, 0.13964763, -0.03361555, -0.053087234, 0.012521351, 0.0209293, 0.015771557, 0.11718523, 0.010176676, 0.021708367) * go_0(-1.0, 1.0); + result += mat4(-0.14373007, -0.114338934, -0.09077395, -0.11040866, 0.055298284, 0.022516333, 0.18901019, -0.05640152, -0.1413198, -0.08748339, -0.029985962, 0.00712751, -0.071436934, -0.18909407, 0.173448, 0.053675048) * go_0(0.0, -1.0); + result += mat4(-0.023129769, 0.42883545, -0.18110612, 0.24296297, -0.02441117, 0.18108079, -0.12298153, -0.19192219, -0.14139178, -0.069563635, 0.1524624, -0.17755614, -0.248875, 0.015161957, -0.16541803, -0.17773613) * go_0(0.0, 0.0); + result += mat4(-0.065477535, -0.113195814, -0.08284894, 0.11679537, 0.028445985, -0.026559185, -0.007267581, 0.14052133, 0.14847197, -0.040276285, -0.038166475, -0.030452784, -0.15184602, -0.22223297, 0.113732725, 0.11163395) * go_0(0.0, 1.0); + result += mat4(0.04990171, 0.08493333, 0.08668171, 0.14610586, -0.010766879, -0.05690133, 0.10706113, 0.13667485, 0.044783257, 0.029695645, -0.101674624, -0.02023205, 0.031889528, 0.14293797, 0.08712652, 0.08716896) * go_0(1.0, -1.0); + result += mat4(-0.21387868, -0.21650635, 0.2743992, -0.048781313, -0.027735803, -0.1543507, 0.11343657, -0.18251626, 0.15225998, 0.13158897, -0.41056108, 0.102582805, -0.09181491, -0.0042975787, 0.056065407, -0.16961528) * go_0(1.0, 0.0); + result += mat4(0.08966051, 0.09331515, -0.085415326, -0.022695992, 0.009771476, -0.07143986, 0.0590329, 0.07347928, -0.09033658, -0.06805735, -0.20129825, 0.017873045, 0.16908158, 0.014213783, 0.112663984, 0.10048714) * go_0(1.0, 1.0); + result += mat4(0.115590535, 0.08364541, 0.00864431, -0.094349444, -0.11073411, 0.05337711, 0.055587426, 0.12131219, -0.04710173, -0.046455074, 0.110379905, 0.25445566, 0.15154606, 0.04483541, 0.08708686, 0.113456205) * go_1(-1.0, -1.0); + result += mat4(-0.014296297, 0.24858733, 0.05035193, -0.09225393, 0.034625243, 0.06219943, 0.19825043, 0.04673499, -0.4083363, -0.39954248, -0.08299408, 0.048756655, 0.09862206, 0.01588621, 0.0070629907, 0.04173666) * go_1(-1.0, 0.0); + result += mat4(0.17356622, 0.1484559, -0.10054033, 0.013332302, 0.15200937, 0.08985606, -0.031668343, -0.026007611, -0.16339104, 0.054744486, 0.07386605, -0.033910174, -0.0018002358, -0.02968911, 0.054931052, 0.09970459) * go_1(-1.0, 1.0); + result += mat4(-0.07330346, 0.05938635, 0.01911963, -0.09856661, -0.081916444, -0.046957035, -0.043849826, 0.09572135, -0.13621825, 0.034347896, -0.21189907, 0.10592239, -0.060592845, 0.09957844, 0.050621815, -0.07447668) * go_1(0.0, -1.0); + result += mat4(0.044731334, -0.13406886, -0.04138754, -0.06764551, -0.018899845, 0.35320804, -0.10959127, 0.17435175, -0.17941645, -0.30889434, 0.10573405, 0.0319751, -0.15677677, 0.08164649, 0.16559398, -0.08152387) * go_1(0.0, 0.0); + result += mat4(0.057760764, -0.12145107, 0.06889264, -0.30627275, 0.011501002, -0.080296256, -0.18067095, 0.10592384, 0.12884894, -0.18973115, 0.18740658, 0.28362688, 0.12934786, -0.010292026, 0.0559999, 0.079962276) * go_1(0.0, 1.0); + result += mat4(0.048659086, -0.006250348, -0.041242067, -0.12078197, -0.07152629, 0.05699244, 0.0011704164, -0.023007339, 0.07814492, 0.02546712, -0.08957218, -0.036925297, -0.03383498, 0.12583385, 0.12207602, 0.03910942) * go_1(1.0, -1.0); + result += mat4(0.26151723, 0.23277281, -0.021892069, 0.052827276, 0.18268764, 0.28595275, -0.20529993, 0.19892794, 0.0038986763, 0.114547804, -0.020574905, 0.02405073, 0.11713121, 0.04491106, -0.07557327, 0.014374293) * go_1(1.0, 0.0); + result += mat4(-0.14276731, -0.06600894, -0.029757235, -0.099975966, 0.023050314, -0.07662015, -0.11542214, 0.087981045, 0.070319094, 0.12462511, 0.008152087, 0.12613884, -0.07071591, 0.0063393894, 0.08699723, -0.0242523) * go_1(1.0, 1.0); + result += mat4(0.035586607, -0.26826563, -0.10145326, -0.002177148, 0.022144236, -0.117452875, 0.021346297, 0.051908135, -0.022425706, 0.067299, 0.09406446, 0.078294896, 0.014900606, -0.05468236, 0.07241715, 0.061000507) * go_2(-1.0, -1.0); + result += mat4(-0.184133, 0.06229474, -0.13819578, -0.025011744, -0.01868356, -0.18940887, 0.092631504, -0.092806384, 0.0035951615, 0.11777577, 0.028149817, 0.0049419673, 0.22230826, 0.06337655, -0.20004818, -0.20937593) * go_2(-1.0, 0.0); + result += mat4(0.13852163, -0.094492316, -0.040309057, 0.10771662, 0.18963522, 0.08687606, -0.20030232, -0.082126215, 0.012181411, 0.044306785, -0.036970526, 0.04403363, 0.07911973, 0.0021176056, 0.26944208, -0.06657045) * go_2(-1.0, 1.0); + result += mat4(0.027229607, 0.12410596, 0.04348171, 0.0019921176, 0.088246435, -0.02828269, -0.26499373, -0.12566662, 0.025947344, -0.0078000715, 0.058063716, -0.0032702687, 0.0059978673, -0.04860002, 0.027650384, -0.23394564) * go_2(0.0, -1.0); + result += mat4(0.07892762, -0.13300626, 0.46678603, -0.033239357, -0.12306804, -0.079602, 0.20534003, 0.23873802, -0.035643574, 0.059950788, -0.26559883, 0.12206408, 0.25408483, 0.029933078, 0.32081822, 0.033947676) * go_2(0.0, 0.0); + result += mat4(-0.06847802, -0.017930118, -0.12299636, -0.12987946, 0.09267518, -0.0009083275, -0.035390552, -0.15379669, -0.1132433, -0.036670692, -0.08342377, 0.015636675, 0.022590527, 0.10533322, 0.0389949, -0.059033744) * go_2(0.0, 1.0); + result += mat4(-0.041753534, -0.014428097, 0.06999257, -3.546234e-05, -0.033465035, -0.040709455, 0.13118082, -0.21016484, -0.07846085, -0.030885663, 0.06934681, 0.12725256, -0.023784902, -0.13373604, -0.015261479, 0.05234782) * go_2(1.0, -1.0); + result += mat4(0.13798563, 0.12757827, -0.26978776, 0.102494285, 0.13285922, 0.35432795, -0.11997128, 0.17108068, -0.12235328, -0.24582328, 0.26962712, -0.086760186, 0.010127441, 0.08048835, 0.047505867, 0.19991067) * go_2(1.0, 0.0); + result += mat4(0.03584222, -0.13433793, -0.044629525, -0.0010440781, -0.0033084434, -0.026725832, -0.05386642, -0.13612603, 0.10066015, 0.10499841, 0.031767137, -0.04550841, -0.09391546, 0.1454157, -0.26962402, 0.21015608) * go_2(1.0, 1.0); + result += mat4(-0.21956864, -0.13502425, -0.02126954, 0.059263993, -0.13461533, -0.04001395, -0.0924258, -0.069165014, 0.22019973, 0.003270619, 0.022072528, -0.14173602, 0.0028843523, -0.13784003, -0.061057515, -0.0049253837) * go_3(-1.0, -1.0); + result += mat4(-0.0011410525, -0.16098002, -0.12883134, 0.018262507, 0.001481578, 0.19514659, -0.13703239, 0.096059754, 0.34194204, 0.13983466, 0.14021507, 0.011405113, -0.11303146, -0.17050214, -0.06992079, -0.05566986) * go_3(-1.0, 0.0); + result += mat4(-0.12307941, -0.02192472, 0.13193923, -0.061640862, -0.16841564, -0.0822524, 0.10141759, 0.02139286, 0.1599039, -0.050632223, 0.16702358, 0.111514546, 0.02397393, 0.037606515, 0.017971672, -0.048641708) * go_3(-1.0, 1.0); + result += mat4(-0.02697617, -0.08579184, -0.28045088, 0.05262136, -0.059576314, 0.107535526, -0.06188862, 0.0010509328, -0.18178311, -0.17288832, 0.20703638, 0.083048366, 0.03859681, -0.07548898, 0.011605782, -0.021842534) * go_3(0.0, -1.0); + result += mat4(0.13198483, 0.37200937, -0.0896539, 0.12450637, 0.037202634, 0.035985112, 0.16579124, -0.08967905, -0.24341385, 0.32482424, -0.3037812, -0.007154969, -0.007152382, -0.017435173, 0.12662841, -0.090513505) * go_3(0.0, 0.0); + result += mat4(-0.014726027, 0.08394915, -0.02100581, 0.24882795, -0.023793869, -0.006450114, 0.17093314, -0.06994153, -0.08689907, 0.113542505, -0.053211495, -0.1780173, 0.030043352, 0.2500714, -0.026940798, -0.0069258413) * go_3(0.0, 1.0); + result += mat4(0.037078895, -0.03033529, -0.066851325, 0.14718252, 0.066372745, 0.028897487, -0.036055963, 0.035399746, 0.06733992, 0.21021596, -0.18314466, -0.027192699, 0.020213274, -0.17751546, -0.050674338, -0.09382659) * go_3(1.0, -1.0); + result += mat4(-0.14761917, -0.22166072, 0.033172436, -0.21982265, -0.09172891, -0.20794454, 0.1738752, -0.13685037, 0.10981111, -0.23169234, 0.053787973, 0.12001196, -0.038242023, -0.047124114, 0.22503005, 0.1015142) * go_3(1.0, 0.0); + result += mat4(0.021231879, -0.015423476, 0.058986407, 0.032002006, -0.029305007, 0.008933183, 0.10777483, -0.112574644, -0.023935415, -0.06604598, 0.053859934, -0.08354717, 0.13703763, -0.078382134, 0.12914242, -0.022056468) * go_3(1.0, 1.0); + result += vec4(-0.002022359, -0.007333954, -0.038140967, -0.03819673); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.050738923, 0.15003614, -0.18880141, 0.16791905, 0.16549185, -0.26726744, -0.12813666, -0.021510791, 0.070805945, 0.043350577, 0.0035756908, 0.11776675, -0.01824196, 0.12618026, 0.07424072, 0.032886628) * go_0(-1.0, -1.0); + result += mat4(-0.11678059, 0.0565686, 0.04392921, -0.27621672, 0.2116695, 0.038044345, -0.015018062, -0.028636303, 0.049744565, -0.12935996, 0.027176194, -0.13208814, -0.21195693, 0.08980974, 0.013893243, -0.018403184) * go_0(-1.0, 0.0); + result += mat4(0.3214697, -0.03143518, 0.19927292, 0.12566878, 0.16190828, 0.11784847, 0.09943727, 0.11755882, 0.017959306, -0.064603634, -0.14054321, -0.11917774, 0.0056958874, 0.06461699, 0.104604125, 0.021947173) * go_0(-1.0, 1.0); + result += mat4(-0.24738057, -0.034892898, -0.03364674, 0.017340986, 0.02933764, -0.08090866, -0.034651175, -0.17391174, 0.08536477, -0.17446008, 0.22706915, -0.10555482, 0.0877744, 0.0681237, -0.035909466, -0.10355238) * go_0(0.0, -1.0); + result += mat4(-0.090646185, -0.12971672, -0.14531808, -0.060838025, 0.24902023, 0.1310588, 0.18602785, 0.21283495, -0.32160765, -0.070119165, -0.10350057, 0.19260244, -0.2610542, -0.3030521, 0.08432348, -0.22286619) * go_0(0.0, 0.0); + result += mat4(0.28333843, -0.053968847, 0.08344997, 0.19987041, 0.22163449, 0.22161576, 0.0030572868, 0.10848695, -0.20529847, 0.08406883, -0.07130339, 0.09987656, 0.29774663, -0.08768785, 0.15567012, -0.010313759) * go_0(0.0, 1.0); + result += mat4(-0.1260916, -0.071901485, -0.30566844, 0.19393384, -0.05133266, 0.07868844, -0.24817581, 0.055521224, 0.23277187, 0.16324161, 0.07110341, -0.042626668, 0.052509766, -0.014292625, -0.019677468, 0.041733738) * go_0(1.0, -1.0); + result += mat4(-0.04264262, -0.06528029, 0.0013520801, -0.02140956, 0.27304867, -0.029477939, -0.1859993, 0.01418354, 0.07256604, 0.14302284, 0.03309569, -0.15932149, 0.01500576, -0.053860538, 0.1131707, -0.06272606) * go_0(1.0, 0.0); + result += mat4(-0.0400483, -0.030188695, -0.108427785, 0.057873204, 0.42774406, -0.11353873, 0.110134825, 0.052191462, 0.00087113964, 0.040683694, 0.100507155, -0.16746339, -0.26971558, 0.06506685, -0.20950548, 0.040783025) * go_0(1.0, 1.0); + result += mat4(0.11394146, -0.10693933, 0.2377026, -0.03783948, -0.16496852, 0.046675198, -0.23396324, 0.05696911, -0.02770668, 0.12922443, -0.093586415, 0.102305606, 0.0040032533, -0.038440734, -0.0035825048, -0.22108772) * go_1(-1.0, -1.0); + result += mat4(0.17577791, -0.024538597, -0.19877498, -0.14544973, 0.16614193, -0.3279891, 0.14678721, -0.16355143, -0.012954231, 0.20982395, 0.044255227, 0.087878115, 0.11289659, -0.26981032, -0.10789584, 0.24094439) * go_1(-1.0, 0.0); + result += mat4(0.0041394173, -0.0937936, 0.15251775, 0.1026978, -0.01999847, -0.02865502, 0.16765144, -0.17490439, -0.016996933, 0.03891808, -0.01858217, -0.106255606, 0.027496144, -0.14120618, 0.023483312, -0.08291959) * go_1(-1.0, 1.0); + result += mat4(0.060642462, -0.2957824, 0.33968493, -0.04501478, -0.14999421, -0.0067213452, -0.018236576, 0.01627547, -0.07771579, 0.0124932695, -0.11797959, -0.090979554, 0.0096479915, 0.021336472, -0.07794724, 0.030138575) * go_1(0.0, -1.0); + result += mat4(-0.091704845, -0.20800348, -0.22158638, 0.048748583, 0.15139692, -0.2832814, 0.09610812, 0.41077513, 0.0007106381, -0.14465855, 0.0056652213, 0.031696238, -0.03384328, 0.1940933, 0.19262145, 0.014331562) * go_1(0.0, 0.0); + result += mat4(-0.16637586, -0.22008398, 0.102937706, 0.15260033, 0.039856806, -0.21082906, -0.19694057, 0.0712475, 0.015049883, 0.17320138, 0.06505415, -0.020279367, -0.018576574, 0.201407, -0.08108244, 0.04151909) * go_1(0.0, 1.0); + result += mat4(-0.12496581, 0.107817784, 0.10645319, 0.035113968, 0.0166165, 0.1316661, -0.045253787, -0.03863719, 0.09126881, 0.07553792, -0.029150097, -0.07629157, -0.17978054, -0.27080613, -0.028408276, -0.15366451) * go_1(1.0, -1.0); + result += mat4(0.081859134, -0.11599677, 0.027383117, 0.092724435, 0.059302155, 0.10008954, -0.12217131, 0.07471211, -0.20396213, -0.040741358, 0.118772194, -0.21725504, 0.099645875, 0.09691941, -0.07696025, -0.016445495) * go_1(1.0, 0.0); + result += mat4(-0.18712623, -0.14458412, 0.03693652, 0.014525352, -0.09607279, -0.19400409, 0.032149505, 0.07106094, 0.051436905, -0.07765334, 0.017043818, 0.17777587, 0.05274306, 0.0062209824, -0.080005355, 0.026041988) * go_1(1.0, 1.0); + result += mat4(-0.090594456, -0.041637532, 0.10346829, -0.09393943, 0.027663473, 0.20729685, -0.011156861, 0.021863503, 0.04781304, -0.039483577, -0.092933334, -0.25187445, 0.033062164, 0.010756357, -0.13035728, -0.008321023) * go_2(-1.0, -1.0); + result += mat4(0.07772912, 0.010776647, -0.018709056, 0.25634038, 0.00906326, 0.21411708, 0.122652486, 0.07725616, 0.15266491, 0.1274286, 0.10400329, 0.20354506, 0.013765407, -0.039089683, 0.25870228, -0.08919069) * go_2(-1.0, 0.0); + result += mat4(-0.14971368, 0.06935879, -0.089983195, 0.01406992, 0.16989979, -0.037809014, 0.07157283, -0.050660506, -0.032826405, 0.033794664, -0.0051332368, 0.089349195, 0.06263488, -0.07048108, 0.07263597, -0.11618368) * go_2(-1.0, 1.0); + result += mat4(0.013391823, -0.07888697, -0.13984044, -0.01241464, -0.06475807, 0.06978077, -0.20329754, 0.16602662, 0.013664227, 0.12317301, -0.10240692, -0.0657491, -0.31402445, -0.14472555, 0.1739024, 0.0005437834) * go_2(0.0, -1.0); + result += mat4(0.16330495, 0.02644609, 0.23837087, -0.07734767, 0.12377497, -0.18478604, 0.35040903, -0.05262452, 0.049074646, -0.0077528385, 0.15370984, -0.22888668, 0.3603141, 0.29372314, -0.4432887, 0.20702155) * go_2(0.0, 0.0); + result += mat4(-0.18785694, 0.21085343, -0.111042105, 0.0478716, -0.08214944, -0.0922987, 0.29570273, 0.025100114, 0.25403878, 0.01271447, 0.21851794, -0.1434596, -0.21153769, 0.023305666, -0.10386609, 0.043919638) * go_2(0.0, 1.0); + result += mat4(-0.117247805, 0.013329102, 0.0313911, -0.08055777, -0.0053445757, -0.2886372, 0.07938673, -0.06659165, 0.20798062, 0.030106818, -0.04811631, 0.036332276, -0.057687126, 0.03813657, 0.035860628, -0.11273985) * go_2(1.0, -1.0); + result += mat4(-0.0031557097, 0.027456097, -0.14444692, 0.08411739, 0.13466308, -0.13212901, -0.0034804344, 0.1464661, -0.21033211, 0.05913627, 0.10233881, 0.009844489, -0.15369488, -0.018978333, -0.07518442, -0.010549853) * go_2(1.0, 0.0); + result += mat4(0.112989105, -0.011166866, -0.08277204, 0.046827227, -0.08067428, 0.13465053, -0.1656419, 0.07280515, 0.037523627, -0.050147127, -0.17731906, 0.1067486, 0.119732924, -0.102017604, 0.31421226, -0.14060387) * go_2(1.0, 1.0); + result += mat4(-0.1106223, 0.09229271, -0.09355422, -0.02413533, -0.096457504, -0.13282233, 0.022983741, -0.13534859, -0.0056585902, -0.07214356, 0.14617127, -0.13723095, 0.058078192, -0.1038417, -0.10452195, -0.18855028) * go_3(-1.0, -1.0); + result += mat4(0.16357008, 0.080841675, 0.1663936, 0.20815827, 0.03813903, 0.34158087, -0.012987109, 0.39152008, -0.027927356, -0.14332302, -0.012866622, -0.016149148, -0.08733816, 0.1960951, 0.19572765, -0.2710826) * go_3(-1.0, 0.0); + result += mat4(0.024827998, 0.24175219, 0.030659903, -0.22227505, 0.026898654, 0.009930298, 0.088392995, 0.32644793, -0.10351868, -0.08717382, 0.22931585, 0.05197704, 0.06534648, 0.13636068, 0.062107667, 0.024806283) * go_3(-1.0, 1.0); + result += mat4(-0.18550465, 0.062058095, -0.08620093, 0.20158216, -0.1460996, 0.14275469, -0.28057688, -0.11685651, -0.09627509, 0.09029933, 0.03669734, 0.1257313, -0.07974307, 0.020742215, -0.0039170664, 0.11340528) * go_3(0.0, -1.0); + result += mat4(0.15225565, 0.171972, 0.13573253, 0.0056740018, -0.1667786, 0.06028638, -0.1255049, -0.23327217, -0.139949, 0.029957669, -0.16713464, 0.046236664, -0.05070503, 0.18714412, -0.20076098, 0.1672637) * go_3(0.0, 0.0); + result += mat4(0.18468563, 0.07733334, 0.14463845, -0.10712052, 0.36213547, 0.29404843, 0.2110929, 0.14646721, -0.059985258, -0.2709805, 0.073061034, -0.039072156, 0.015898943, -0.17166951, 0.20194982, -0.04723745) * go_3(0.0, 1.0); + result += mat4(-0.26353067, 0.050225407, -0.42643914, 0.06601958, -0.10513071, -0.1654714, 0.0593609, 0.027410276, -0.19465327, -0.13865606, 0.05579213, 0.07982532, -0.20893136, -0.008150932, 0.053529713, -0.0317475) * go_3(1.0, -1.0); + result += mat4(-0.012075693, -0.27574313, 0.22184552, -0.117393926, -0.49310133, -0.13997443, -0.079180904, -0.053438634, -0.07552426, -0.045796394, -0.037434675, 0.24076645, -0.04395852, 0.10325762, -0.19867313, -0.070216134) * go_3(1.0, 0.0); + result += mat4(-0.026107877, -0.030023552, -0.047810435, 0.20572239, 0.061861858, 0.1776161, -0.306099, 0.16332485, -0.1843373, 0.06758581, -0.23902373, -0.10575018, 0.03990962, -0.046113137, 0.14876197, -0.21280771) * go_3(1.0, 1.0); + result += vec4(-0.009669773, 0.036289547, -0.050454646, 0.051479716); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.14542116, -0.15827142, -0.20811677, -0.103433, 0.19787271, 0.33990738, 0.17085013, -0.059132278, 0.013047369, -0.1687924, 0.06732661, -0.050968684, 0.09197164, -0.041265316, -0.108277336, -0.014430892) * go_0(-1.0, -1.0); + result += mat4(-0.022837132, 0.20440012, -0.14266612, 0.019944299, 0.069084294, 0.3171199, -0.1521742, -0.35806596, 0.13581008, -0.13811131, 0.12219503, 0.17329764, -0.15100783, 0.0862648, 0.118227705, 0.18736814) * go_0(-1.0, 0.0); + result += mat4(0.013604392, 0.11496102, -0.18734755, -0.047555517, 0.05297245, 0.006461213, 0.06247472, -0.0202791, 0.02329791, 0.11530998, -0.148774, 0.0965498, 0.1487269, 0.061629567, -0.22488646, -0.005393787) * go_0(-1.0, 1.0); + result += mat4(-0.29286116, 0.11958281, -0.11193505, -0.17139061, -0.035151243, -0.2635945, 0.0002499315, -0.16346519, 0.23779829, 0.04454211, 0.21293561, 0.25617847, 0.12194803, -0.0017443774, -0.009216221, -0.034387548) * go_0(0.0, -1.0); + result += mat4(0.28791443, -0.25421545, -0.058626153, -0.1520494, -0.16808414, -0.39723453, -0.13199537, 0.056999452, -0.048155293, 0.38699663, -0.114719056, 0.001293743, -0.0959443, -0.08189709, 0.26921842, 0.061219636) * go_0(0.0, 0.0); + result += mat4(0.00781977, -0.07103863, -0.21942843, 0.2419546, 0.20016691, -0.28697264, -0.034715973, -0.03381459, -0.028126812, 0.046806023, -0.14423183, -0.13472253, 0.009225362, -0.086190686, 0.0041205613, 0.08953202) * go_0(0.0, 1.0); + result += mat4(-0.04926224, -0.099740155, -0.088695474, 0.09950333, -0.06495916, 0.20126842, -0.0062843356, -0.034764495, -0.10808971, -0.19946553, 0.075991094, 0.14746219, 0.08247818, 0.07382381, -0.056908615, -0.026823666) * go_0(1.0, -1.0); + result += mat4(-0.04837408, 0.12605472, -0.23957102, -0.14252385, -0.046534102, -0.07511751, -0.21040416, 0.2064639, -0.006026243, -0.25005546, -0.063780144, 0.076840036, -0.07484346, 0.017368162, 0.04657373, -0.022188455) * go_0(1.0, 0.0); + result += mat4(0.04545079, -0.002226373, -0.11695467, 0.12954631, 0.054903183, 0.15162702, -0.19222596, 0.05351421, -0.079599276, -0.036238387, 0.1362261, 0.037431743, -0.0015106505, 0.18739921, 0.122365154, -0.05871144) * go_0(1.0, 1.0); + result += mat4(-0.005558987, -0.13553315, -0.006372213, 0.06633917, -0.22141413, -0.15780807, 0.057122614, -0.057320844, -0.06306763, 0.19112623, -0.041758966, 0.03555483, -0.005718873, 0.009167371, 0.050909385, -0.14599234) * go_1(-1.0, -1.0); + result += mat4(0.18175003, 0.10442485, 0.052994236, -0.4001252, -0.08328538, 0.06380226, -0.055015627, 0.010929493, -0.22888647, -0.033181675, -0.07570874, 0.07933599, -0.07894686, 0.12202901, 0.13679314, -0.054344065) * go_1(-1.0, 0.0); + result += mat4(0.030145945, -0.06121175, -0.08550973, 0.10082535, 0.07198805, 0.21414264, -0.25636044, 0.028803539, 0.043738026, -0.0367658, 0.27998537, -0.06274612, -0.22862338, 0.002624325, 0.28519824, 0.18540645) * go_1(-1.0, 1.0); + result += mat4(-0.012136538, -0.07059324, 0.018098673, 0.12078888, -0.087637, 0.041642863, 0.034997553, -0.16741107, 0.04701011, -0.004160269, 0.122639626, 0.0043271836, 0.011551197, -0.16421974, -0.102481335, 0.014233497) * go_1(0.0, -1.0); + result += mat4(-0.37945676, 0.25232047, -0.03707734, -0.1985225, -0.11536396, 0.22039749, -0.21809638, -0.10596801, -0.17211124, -0.2035486, 0.011822896, 0.27510995, -0.105182275, 0.022503568, -0.0063389307, -0.071560584) * go_1(0.0, 0.0); + result += mat4(-0.16101715, -0.034247126, 0.16626042, 0.031131435, 0.03048031, -0.105447404, -0.05728527, -0.14518815, -0.019103229, -0.15152888, -0.119154684, 0.028724093, 0.05836196, -0.35943082, -0.016481897, -0.0437348) * go_1(0.0, 1.0); + result += mat4(-0.07719413, -0.33214888, -0.0541927, 0.16506542, -0.032792456, 0.016834807, 0.1724155, 0.073768586, 0.002303886, -0.001382793, -0.0562648, -0.10167158, -0.19101655, 0.052783452, -0.1422853, 0.09653729) * go_1(1.0, -1.0); + result += mat4(-0.30030164, 0.11637444, -0.23238538, -0.27238008, -0.077208534, -0.027645003, 0.10369907, 0.20162316, -0.14428844, 0.1766293, 0.024419712, 0.11301171, 0.07772854, 0.18613201, 0.20721672, -0.1751799) * go_1(1.0, 0.0); + result += mat4(-0.1026615, -0.12484944, 0.15386428, 0.038676128, -0.119472496, -0.032417197, -0.14208497, -0.05254358, -0.0035079278, -0.011276316, 0.043117497, -0.010022288, 0.031624593, 0.014969992, -0.031410277, 0.15284787) * go_1(1.0, 1.0); + result += mat4(0.018149922, -0.05906194, 0.054767277, 0.008161979, -0.076949194, 0.040888708, -0.006419542, -0.12897012, -0.0028229658, 0.20937827, 0.02741711, -0.04013348, -0.12731804, 0.008064522, 0.002870103, 0.027690327) * go_2(-1.0, -1.0); + result += mat4(0.023197446, -0.08888926, 0.15531142, 0.13745947, 0.054352283, -0.121785395, 0.16237587, 0.023567237, -0.36160588, 0.30499592, -0.033180915, -0.1515843, 0.04251452, -0.17903805, 0.03235283, -0.08062386) * go_2(-1.0, 0.0); + result += mat4(-0.0072868476, -0.2010616, 0.13061914, 0.12846659, 0.11725315, 0.14589547, -0.05373261, -0.081606135, -0.07010131, -0.025378224, 0.10265872, 0.18658938, -0.12165338, 0.036297683, 0.03925332, 0.16576236) * go_2(-1.0, 1.0); + result += mat4(0.10300252, -0.11548347, -0.08691649, -0.014866044, -0.3213804, 0.47206497, -0.16032113, 0.026284516, 0.046302956, -0.052474245, -0.025335522, -0.10957576, -0.16872157, 0.19049212, -0.023881195, 0.061396897) * go_2(0.0, -1.0); + result += mat4(-0.16202278, 0.52128345, -0.2601511, 0.06116799, -0.21123995, 0.39389637, -0.350544, -0.16157438, -0.02823116, -0.39056876, -0.14267299, 0.03262984, 0.342303, -0.20556125, -0.0019219286, -0.1824844) * go_2(0.0, 0.0); + result += mat4(0.23399737, -0.0912646, 0.11152403, -0.20945886, -0.053451832, -0.09786892, -0.059099484, 0.18103573, -0.117154315, -0.18342866, 0.12650815, 0.0067340015, -0.037984423, 0.17667364, 0.071636364, -0.011689163) * go_2(0.0, 1.0); + result += mat4(-0.099510275, -0.0925438, -0.009136904, -0.03774997, -0.13348748, 0.3605135, -0.078298144, -0.14712195, 0.22566219, 0.18659295, 0.05614545, 0.10792911, -0.12477693, -0.03587624, 0.08050775, -0.054740936) * go_2(1.0, -1.0); + result += mat4(0.10312337, -0.063681684, 0.16496794, 0.09038492, -0.08903926, 0.41163155, -0.013669214, -0.21472235, -0.054991595, 0.0033639956, 0.18160143, 0.17240305, -0.039428882, 0.17087695, -0.1729076, 0.09871825) * go_2(1.0, 0.0); + result += mat4(-0.13123736, 0.0802573, 0.077981554, -0.101768315, 0.089998, -0.13781744, 0.122858986, 0.054121554, -0.02640825, 0.13577555, -0.037485655, -0.04179625, 0.000106130996, -0.100183845, 0.00046665114, 0.21791616) * go_2(1.0, 1.0); + result += mat4(0.011894387, -0.030088445, 0.025817253, 0.08193235, 0.109322436, 0.10855583, -0.19661167, -0.09405307, 0.2073779, -0.33972177, 0.048635002, -0.14883177, 0.056954246, 0.3953476, 0.18765114, -0.014010224) * go_3(-1.0, -1.0); + result += mat4(-0.22594279, -0.014942035, -0.1519647, 0.25367293, 0.16330296, 0.03317176, -0.32148597, -0.46503916, 0.19944623, -0.26229686, 0.019909514, -0.059794176, 0.12912126, 0.044948537, -0.08649492, 0.08024645) * go_3(-1.0, 0.0); + result += mat4(-0.022943841, -0.068013534, 0.11032515, 0.011685601, 0.020096298, -0.3285243, 0.08196111, -0.089537136, -0.03976742, -0.1315977, -0.36306036, 0.24678081, 0.22115967, -0.017472323, -0.19451386, -0.035218123) * go_3(-1.0, 1.0); + result += mat4(-0.020891193, -0.12721714, -0.15030408, 0.026523203, -0.12413139, -0.11235275, -0.21476477, -0.11326953, 0.028815055, -0.18552732, -0.0076828003, -0.14679903, 0.020509586, -0.18695217, 0.06696879, 0.103938386) * go_3(0.0, -1.0); + result += mat4(0.057521313, 0.28509304, -0.2525733, 0.16745082, -0.26614547, 0.18545172, -0.27140215, 0.018639714, 0.19730581, 0.1659491, -0.058363054, -0.4048628, 0.024913948, -0.44124457, 0.13872208, -0.0371103) * go_3(0.0, 0.0); + result += mat4(0.100904405, 0.06700356, -0.035322092, 0.21781014, 0.018047005, -0.21737386, -0.3734802, 0.13506944, 0.012760691, 0.06620756, -0.0253398, 0.0030280363, -0.044015452, -0.055860534, -0.3547194, -0.04230283) * go_3(0.0, 1.0); + result += mat4(-0.19012743, -0.34408915, 0.18940191, 0.13152952, 0.107553795, -0.00694412, -0.07930157, -0.30964044, 0.034710668, -0.031806916, 0.019838978, 0.017044948, 0.110688254, -0.0029772928, 0.09414367, -0.10760175) * go_3(1.0, -1.0); + result += mat4(-0.05745392, 0.29022983, 0.014998233, 0.27365527, 0.08169933, 0.0734232, -0.09404464, -0.26870936, 0.21171738, -0.19529793, -0.064401075, -0.18972695, -0.08024953, -0.027122354, -0.11661348, 0.010131282) * go_3(1.0, 0.0); + result += mat4(0.07599435, -0.06851123, 0.06258365, 0.10296892, 0.15556085, -0.041609086, -0.11303363, 0.07082365, 0.013949174, -0.087201476, -0.0855705, -0.12979257, 0.04048528, 0.4211556, 0.04118289, -0.22093314) * go_3(1.0, 1.0); + result += vec4(0.07789114, 0.0024746545, 0.1891165, -0.0023716448); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10883355, -0.14958352, 0.026701333, 0.090302855, 0.033934478, 0.120340124, 0.027125617, -0.16792692, -0.075757094, 0.28692973, 0.013230067, -0.040618937, 0.087148145, -0.05985753, -0.06352023, -0.05775848) * go_0(-1.0, -1.0); + result += mat4(-0.18206549, -0.10363482, 0.097648725, -0.08801144, 0.31633568, 0.058347676, -0.009121898, 0.02594872, 0.14757825, 0.4730546, -0.008518203, -0.3090668, -0.004052835, -0.14166127, -0.010156037, 0.21191326) * go_0(-1.0, 0.0); + result += mat4(0.05735183, 0.039180398, -0.12357178, 0.04830351, 0.120369986, -0.052775342, 0.005902798, 0.07695394, 0.00602021, 0.16758691, 0.10287989, -0.1718468, -0.1319741, 0.16932078, -0.2055026, -0.31820264) * go_0(-1.0, 1.0); + result += mat4(0.05427556, -0.28392607, 0.08579091, -0.0015861926, 0.062348455, -0.27778792, -0.07450379, 0.01616914, -0.012357131, -0.056992117, -0.1896176, 0.018156245, 0.06499259, -0.076558664, 0.10341699, -0.08993959) * go_0(0.0, -1.0); + result += mat4(-0.05741742, -0.05414434, 0.18006511, 0.09840777, -0.11849741, 0.40419933, 0.21349974, 0.40268886, 0.23218039, -0.0680356, -0.3130592, -0.21271054, 0.13776754, 0.19114101, 0.17373541, 0.43457666) * go_0(0.0, 0.0); + result += mat4(-0.060757063, 0.11339545, -0.042958036, -0.06483378, -0.06681766, -0.056395415, 0.037868995, 0.033861663, -0.1041215, 0.0046828864, 0.14360638, 0.087886184, -0.26808187, 0.19876598, -0.05276215, -0.07073776) * go_0(0.0, 1.0); + result += mat4(-0.24029991, -0.14217372, -0.011767948, 0.011623913, 0.33820602, -0.24501325, -0.11444902, 0.14536968, 0.16780593, 0.0065867775, -0.074971735, 0.021472024, -0.10853042, 0.09527126, 0.009436061, -0.09688826) * go_0(1.0, -1.0); + result += mat4(-0.31893802, -0.0016892607, -0.105592966, -0.116694786, -0.007851739, 0.1429722, 0.0741952, 0.050125953, 0.07185179, 0.1900389, 0.030889044, 0.15422693, 0.12550323, 0.3556344, 0.108276874, -0.099125646) * go_0(1.0, 0.0); + result += mat4(-0.33620578, -0.11113713, -0.15881014, 0.028243937, -0.12028756, -0.028566968, -0.002682634, -0.15635195, -0.06869284, -0.03309234, 0.03086361, 0.050773233, -0.08939835, 0.15237434, -0.024076303, -0.13092752) * go_0(1.0, 1.0); + result += mat4(-0.31200737, 0.32207087, -0.068700634, -0.39202076, 0.0676771, 0.083766654, -0.05696634, 0.03088338, 0.046761762, 0.09732023, 0.030844063, -0.03369749, -0.12664944, -0.029924957, 0.10551989, 0.086157694) * go_1(-1.0, -1.0); + result += mat4(-0.1919761, 0.17179352, -0.025805056, -0.05570367, -0.16736336, 0.07430868, -0.13228212, 0.10702857, -0.09723214, 0.1884809, 0.09422538, -0.16902041, -0.1964137, 0.17877853, 0.17453954, -0.11339361) * go_1(-1.0, 0.0); + result += mat4(0.11865004, 0.013131073, 0.17317963, -0.2077911, -0.1116894, 0.09672745, -0.023348883, -0.1176519, 0.15893579, 0.22941695, 0.18798698, 0.059098385, 0.09498779, 0.10118143, 0.08737761, -0.016268898) * go_1(-1.0, 1.0); + result += mat4(-0.025380889, 0.17163627, -0.014800655, 0.12669696, 0.050048903, -0.06513837, 0.020915661, 0.2144372, -0.17799327, 0.0068409992, 0.06751171, -0.16618991, 0.14637277, 0.010591964, -0.15909241, 0.02660789) * go_1(0.0, -1.0); + result += mat4(0.3178319, 0.15036377, -0.03386948, 0.13883169, -0.33842105, 0.061425313, -0.04195804, 0.22558802, 0.2250625, 0.060225345, -0.08467863, 0.0014776831, 0.080328, 0.03221249, 0.20838667, 0.11489719) * go_1(0.0, 0.0); + result += mat4(-0.0013924981, 0.28233197, -0.17997956, -0.10959627, -0.16253087, 0.016549526, -0.1571556, 0.017017027, -0.14697123, 0.0869202, 0.2104898, -0.15658243, 0.13424201, -0.022636503, -0.09512045, 0.0927298) * go_1(0.0, 1.0); + result += mat4(-0.038486905, -0.19215351, -0.2446516, -0.02958912, 0.06899297, 0.028667469, -0.05537665, 0.066711955, -0.0017354499, -0.07466053, 0.028587297, -0.042017035, 0.023596823, 0.0067433366, -0.14685915, 0.13400853) * go_1(1.0, -1.0); + result += mat4(0.0573442, 0.1424536, 0.19606829, 0.07141616, -0.032276712, 0.20030099, 0.16644277, 0.10393295, 0.27240822, 0.0071844175, -0.023368603, -0.14067268, -0.20310283, 0.039528254, 0.103837095, 0.08236034) * go_1(1.0, 0.0); + result += mat4(0.15616669, 0.3495403, -0.05678421, -0.069600284, -0.07361787, 0.079501756, 0.009530261, -0.032385882, 0.029831208, -0.095407076, 0.010261287, 0.15250465, -0.04868275, 0.058579214, 0.03779718, -0.10810775) * go_1(1.0, 1.0); + result += mat4(0.06492073, 0.018667994, -0.004712761, -0.032692235, 0.04027288, -0.114499666, -0.04327484, 0.13778907, -0.09373396, -0.08822919, 0.04796151, -0.057756703, -0.26161298, 0.07182931, 0.12998815, -0.14389744) * go_2(-1.0, -1.0); + result += mat4(0.19001032, 0.13091461, -0.2551175, 0.013365716, -0.031779066, 0.002531366, -0.13807543, -0.14165778, -0.2701911, -0.0890182, 0.34704998, -0.008494185, 0.16179956, -0.060182545, 0.060827415, -0.17249492) * go_2(-1.0, 0.0); + result += mat4(0.10665868, 0.15999752, -0.042796712, -0.14010513, -0.014244899, 0.017433831, 0.053657144, -0.0965679, 0.23623326, 0.0690172, 0.1290121, -0.025523739, 0.122357905, -0.18172716, 0.02829383, 0.10042929) * go_2(-1.0, 1.0); + result += mat4(-0.09273112, 0.09466892, -0.009225705, 0.16772579, 0.0813042, -0.16461512, 0.038097944, 0.19834967, -0.033650465, -0.12888893, 0.1414859, -0.021587005, -0.0047441716, 0.08880282, 0.020621201, 0.065779164) * go_2(0.0, -1.0); + result += mat4(0.0051817205, 0.20322648, -0.077459775, 0.07461627, 0.1817634, -0.5371515, -0.29336745, -0.57652086, 0.035826538, 0.41058993, 0.21512514, -0.041881148, -0.2490056, -0.07172767, 0.20821427, -0.69866294) * go_2(0.0, 0.0); + result += mat4(0.18961228, 0.027452804, -0.0075194626, -0.029665018, 0.28770384, -0.099777386, -0.12160496, 0.07690297, 0.30273837, 0.026466522, 0.18100439, -0.09078488, 0.2035407, -0.062081084, 0.06744994, -0.07512911) * go_2(0.0, 1.0); + result += mat4(0.008473044, 0.07501521, -0.11242355, -0.039451122, -0.21818535, -0.07779562, 0.13194147, 0.084983595, 0.0770609, -0.034488454, 0.08823556, -0.07168295, 0.041894365, 0.0789253, 0.06191209, 0.013991105) * go_2(1.0, -1.0); + result += mat4(0.10582237, 0.1514222, 0.10751824, 0.08231926, 0.23913008, -0.2673503, 0.036170945, 0.31463087, 0.026397424, -0.26629624, -0.07428361, -0.077513516, 0.0768238, -0.026638538, 0.12589583, -0.11521212) * go_2(1.0, 0.0); + result += mat4(0.30389515, 0.18963532, 0.023015842, -0.10240883, 0.045651495, -0.036785256, -0.13346411, 0.16431254, -0.030950911, -0.03381929, 0.09413111, 0.03924852, 0.11044091, -0.10149653, 0.14114548, 0.07801978) * go_2(1.0, 1.0); + result += mat4(0.029622428, 0.14528686, -0.034057826, 0.010664312, 0.059213262, -0.29354423, -0.08448559, 0.10569036, -0.02988314, -0.016480735, 0.042203777, -0.028342744, 0.36807576, 0.09301971, 0.123721026, 0.07806503) * go_3(-1.0, -1.0); + result += mat4(0.04849538, -0.09201287, 0.10069803, -0.031749677, 0.18774022, -0.27789372, 0.05288653, 0.08097265, 0.006918896, -0.060978457, -0.113319606, 0.008844536, 0.021804892, -0.0011744015, -0.35720357, -0.24996938) * go_3(-1.0, 0.0); + result += mat4(-0.07147501, -0.09339197, 0.16154395, 0.3372506, -0.0004858638, -0.056553435, -0.12463908, -0.0047342298, -0.009141984, -0.13796125, -0.14035304, -0.104403175, -0.07054226, 0.12142519, -0.24971877, -0.1914648) * go_3(-1.0, 1.0); + result += mat4(-0.008194284, -0.027617034, 0.004994261, -0.07672895, 0.25697777, -0.18313397, 0.03266311, -0.029157834, 0.010476624, 0.12394092, -0.059660904, 0.08561672, -0.0008583816, -0.044442356, 0.28336492, 0.065344445) * go_3(0.0, -1.0); + result += mat4(-0.3570137, -0.06802815, -0.10298613, -0.21256869, 0.3025278, -0.263425, 0.13547331, 0.038517762, 0.14951234, -0.16869017, 0.03293678, 0.21897063, -0.14688788, 0.21619378, -0.27550143, 0.048003722) * go_3(0.0, 0.0); + result += mat4(0.15607022, -0.111073844, 0.2733694, 0.05423378, 0.25116092, -0.17350473, 0.13460433, 0.09602139, 0.17372625, -0.0024815476, -0.30154657, 0.0062206364, -0.0051755225, 0.04985103, -0.06310478, -0.30450678) * go_3(0.0, 1.0); + result += mat4(0.057571005, -0.019051064, 0.054884393, 0.03993782, 2.6782007e-05, -0.05726912, 0.067192145, -0.08955987, -0.11937056, 0.15837386, -0.011670469, -0.06299701, -0.014917928, 0.23921679, 0.0054613873, -0.23099245) * go_3(1.0, -1.0); + result += mat4(-0.035849575, -0.06785954, -0.15053692, 0.011964653, 0.1975448, -0.1633047, -0.024539666, 0.03170174, -0.12585635, -0.021171011, 0.15862562, 0.10296358, 0.3114039, 0.10010659, -0.09519227, -0.12945092) * go_3(1.0, 0.0); + result += mat4(0.044433746, -0.058466546, -0.13258536, -0.033972915, 0.0037206819, -0.057343487, 0.13798106, 0.044445634, -0.22623023, 0.2408462, 0.048287082, -0.30717465, -0.13402344, 0.20024839, -0.026932377, -0.034217034) * go_3(1.0, 1.0); + result += vec4(-0.05988374, -0.23198523, -0.058251306, -0.038808554); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.045249436, -0.040327657, -0.2667367, 0.0913868, 0.14961123, 0.07253207, 0.29162952, -0.11320944, 0.017569833, 0.012350104, 0.22532712, 0.025312115, -0.12193993, 0.037391737, 0.03220835, 0.12102545) * go_0(-1.0, -1.0); + result += mat4(-0.020587588, -0.07043244, -0.28093454, 0.18336722, 0.08153308, -0.05914772, -0.15255487, 0.079236075, -0.4269835, -0.11470208, -0.19043571, 0.2723162, 0.0066251885, -0.17115718, 0.022036036, 0.07349558) * go_0(-1.0, 0.0); + result += mat4(-0.09441315, 0.042170826, 0.071251415, -0.13891962, 0.10236482, 0.05356262, 0.0291025, 0.063867815, -0.14530063, -0.08727925, -0.0048300857, 0.06766869, -0.3481536, -0.10943503, 0.014951926, 0.11993114) * go_0(-1.0, 1.0); + result += mat4(0.13420522, 0.095721036, -0.1756104, -0.09906728, 0.09808904, -0.27402034, -0.102161326, 0.40162942, 0.13465238, 0.20237032, 0.3192343, -0.061512157, -0.20711629, -0.09659007, 0.06838548, 0.30256763) * go_0(0.0, -1.0); + result += mat4(0.025805298, -0.0322599, 0.23653145, -0.2760735, 0.11291006, -0.10836205, 0.20742846, 0.06974535, -0.4191803, -0.10882523, 0.038603242, 0.22662747, -0.08845715, -0.26151156, -0.16670766, 0.008536192) * go_0(0.0, 0.0); + result += mat4(-0.085842185, -0.21239999, -0.032774646, 0.088163696, 0.038300447, -0.09510875, 0.10113864, -0.14712982, 0.14264707, -0.10895432, 0.03051617, -0.06791873, -0.35589013, -0.12884575, -0.09460007, -0.0879575) * go_0(0.0, 1.0); + result += mat4(0.19235751, -0.109611385, -0.037397474, -0.26632717, 0.07878826, 0.19749992, 0.0035685285, 0.11793927, 0.019899402, 0.085741036, 0.08433813, -0.018344546, -0.0901484, 0.08221562, 0.12735383, 0.12801875) * go_0(1.0, -1.0); + result += mat4(0.19123435, 0.007882246, -0.018564796, -0.09904253, 0.28052533, 0.6360808, 0.25001726, -0.30590564, 0.07646281, -0.34298185, -0.33293694, -0.036753535, 0.18719083, 0.22131144, -0.1420962, -0.0014709529) * go_0(1.0, 0.0); + result += mat4(0.23060241, -0.14145076, -0.113213465, 0.037221998, 0.22163334, 0.18520229, 0.2961799, -0.063605964, 0.022606356, 0.043340076, -0.3233993, -0.075055614, -0.0038865958, 0.19558622, -0.018503085, -0.22932632) * go_0(1.0, 1.0); + result += mat4(0.11712158, -0.03590364, 0.38039652, -0.019910801, 0.13338004, -0.07078425, 0.09404417, -0.27607328, -0.02205519, -0.013522961, 0.2924021, -0.16088538, -0.034280356, -0.063614614, -0.061583273, -0.22479968) * go_1(-1.0, -1.0); + result += mat4(-0.05624079, 0.32659104, 0.47335497, -0.14091404, 0.14739423, -0.07122778, -0.009384643, -0.058900848, 0.06260307, -0.17574102, 0.3538743, 0.2842822, -0.18150197, 0.26806462, 0.24673693, 0.19710627) * go_1(-1.0, 0.0); + result += mat4(-0.24837571, -0.01663848, -0.13093965, 0.30109972, -0.09680959, 0.074526474, 0.024111765, -0.012781737, -0.08591349, -0.100348584, 0.02363011, -0.02687084, -0.27630556, 0.14074354, -0.016993485, 0.084373675) * go_1(-1.0, 1.0); + result += mat4(0.1543391, -0.2008408, -0.21885285, 0.2320177, 0.06669948, -0.05171086, -0.25833863, -0.14085051, -0.035878573, -0.1632403, 0.09782713, 0.22973235, -0.14022017, -0.018347954, -0.29652777, 0.10912002) * go_1(0.0, -1.0); + result += mat4(-0.050962634, -0.040519282, -0.04381614, 0.084133334, 0.21222316, -0.091010064, 0.13157965, -0.21375372, -0.021148674, -0.044127557, -0.11400533, 0.097688414, 0.31571037, -0.05167655, 0.27606225, 0.12169133) * go_1(0.0, 0.0); + result += mat4(-0.1329087, 0.14291021, 0.043337896, -0.25970098, -0.11379552, -0.040157612, 0.08379851, -0.24104865, 0.1593102, -0.031879216, -0.004603848, -0.019003935, -0.24769545, -0.17577063, 0.16019398, 0.04640235) * go_1(0.0, 1.0); + result += mat4(-0.11615644, 0.12189521, 0.12919527, -0.104224406, -0.10143574, 0.14024515, -0.02759362, -0.1467619, 0.09028311, -0.06510291, 0.061612967, 0.10227729, -0.08785846, 0.06464871, -0.05048917, 0.09055746) * go_1(1.0, -1.0); + result += mat4(0.34443164, 0.013906371, -0.0595573, 0.09354196, 0.12184454, -0.02698316, -0.06208632, -0.11266858, 0.004904335, -0.33987018, -0.2494041, 0.127125, 0.040493876, 0.0280356, -0.037431944, 0.05823802) * go_1(1.0, 0.0); + result += mat4(-0.1762869, -0.20683959, -0.37788594, -0.1244979, -0.17202286, -0.038234763, 0.015924744, -0.014006752, 0.07097758, -0.25219876, -0.3164728, 0.022413896, -0.41423917, -0.03191542, 0.009464804, 0.0770316) * go_1(1.0, 1.0); + result += mat4(0.12442388, 0.031095076, 0.18799834, -0.18449762, -0.11995044, 0.11634828, -0.0055850362, 0.08558657, -0.025694892, -0.2854381, -0.32876188, 0.14690274, -0.1835963, -0.1786755, -0.44678628, 0.1678422) * go_2(-1.0, -1.0); + result += mat4(0.031241562, -0.1265462, 0.081369035, -0.1184643, 0.0010021052, -0.10810683, -0.039572187, 0.13850863, -0.010703417, -0.057981443, 0.30309856, 0.13869847, -0.16935349, 0.16969836, 0.045642667, 0.26460654) * go_2(-1.0, 0.0); + result += mat4(0.28779998, 0.04767888, -0.011856489, 0.114210494, 0.034624737, 0.19084676, -0.02740287, 0.035041407, -0.049002927, 0.10928203, 0.17362499, -0.1280889, 0.00077811617, -0.17594084, -0.18379052, 0.22303762) * go_2(-1.0, 1.0); + result += mat4(0.0008487252, -0.060438234, 0.109334275, -0.18768874, 0.13844973, 0.09226474, 0.18361697, -0.19385563, -0.29241335, -0.1033556, -0.3289991, 0.10027422, -0.09454755, -0.22817631, -0.2964217, -0.19499257) * go_2(0.0, -1.0); + result += mat4(-0.057920385, 0.06342629, -0.048577324, 0.15952215, -0.061343953, 0.16471362, 0.1501856, 0.027373426, 0.01837245, -0.0732048, 0.09776471, 0.14817989, -0.112215854, 0.109101914, 0.058316242, 0.29969788) * go_2(0.0, 0.0); + result += mat4(-0.12411656, -0.033170763, -0.08715826, 0.110862456, 0.1871076, 0.14550175, 0.23373431, 0.19281025, -0.37016305, -0.11924462, 0.026793748, 0.092801645, 0.04318573, 0.20969667, -0.39267823, 0.1938874) * go_2(0.0, 1.0); + result += mat4(-0.15932916, 0.22217506, 0.007901788, -0.04037383, 0.09095982, -0.043115042, 0.098845564, -0.073432215, -0.14535685, 0.11504512, -0.07950504, -0.010718905, -0.050012022, -0.13089752, -0.3323894, -0.005423676) * go_2(1.0, -1.0); + result += mat4(0.007320675, 0.21108273, 0.20758918, -0.04005568, -0.13234317, -0.15708306, 0.41804615, -0.09720499, -0.09623786, 0.2441289, 0.33276868, 0.17716111, -0.45670444, -0.026252905, -0.01958701, 0.24028622) * go_2(1.0, 0.0); + result += mat4(-0.14936383, -0.023504466, -0.028479185, -0.053541556, -0.060263615, -0.087681144, 0.2435555, 0.08470686, -0.17713271, -0.2303349, 0.09337386, 0.039068084, -0.16263027, 0.034289114, 0.16604292, 0.10550447) * go_2(1.0, 1.0); + result += mat4(-0.16556105, 0.12211341, -0.0036831333, 0.13802956, 0.065256506, 0.03395266, -0.2296282, 0.21284704, 0.017770419, -0.1722762, -0.1741687, 0.10708671, 0.331979, 0.11924846, -0.09410989, -0.123036265) * go_3(-1.0, -1.0); + result += mat4(-0.096586555, -0.30475244, -0.24065268, 0.053860847, 0.19413544, 0.05542323, -0.06327867, 0.012265184, -0.08913778, 0.13779551, -0.099127166, 0.007493773, -0.07125554, -0.0011684593, -0.003005287, -0.094847135) * go_3(-1.0, 0.0); + result += mat4(0.21711998, -0.13086027, 0.07825239, -0.21121782, 0.055840425, -0.0019166623, -0.05480048, 0.019817038, 0.007626905, 0.14126389, 0.04515749, -0.029315706, 0.18555732, -0.114861906, -0.21993469, 0.031716693) * go_3(-1.0, 1.0); + result += mat4(-0.06716353, -0.11964145, 0.09711908, -0.061763637, -0.0948045, 0.14189975, 0.2810092, 0.2505306, 0.08872909, 0.086749084, -0.17528322, -0.048835423, 0.124959685, -0.12602286, 0.065660164, -0.06783225) * go_3(0.0, -1.0); + result += mat4(-0.23066516, -0.0068310793, -0.0021060852, 0.09136854, 0.09919007, 0.2259628, -0.026603302, 0.1367709, -0.07940821, 0.14962214, 0.00652088, -0.3114987, -0.18900892, -0.20450105, 0.09329685, -0.19482759) * go_3(0.0, 0.0); + result += mat4(0.095197074, 0.06346413, -0.05207484, -0.086378016, 0.19733003, 0.1448027, -0.02410627, 0.024829205, -0.20296144, -0.09551166, 0.022987023, 0.09035918, -0.15824226, 0.1350293, -0.06641893, 0.11739518) * go_3(0.0, 1.0); + result += mat4(0.08381447, -0.13171835, -0.030271608, 0.14649504, 0.0007350431, 0.15303299, -0.001797464, 0.30294403, -0.07635094, -0.102541, -0.12176348, 0.053775523, 0.08070882, -0.035387367, -0.09521456, 0.22530125) * go_3(1.0, -1.0); + result += mat4(-0.04650126, 0.12029137, 0.009236626, -0.1371486, -0.119391896, 0.20490645, 0.17123316, -0.015455403, 0.05842872, 0.14354227, 0.37586045, 0.054906923, 0.062954046, 0.07285954, 0.12260665, -0.08675996) * go_3(1.0, 0.0); + result += mat4(0.22510684, -0.010087092, 0.005660375, 0.05069907, 0.10297958, 0.1411009, 0.09538159, 0.00922383, -0.31313825, -0.06449414, 0.109746836, 0.30148697, 0.35861742, -0.045380104, 0.09908991, -0.1933117) * go_3(1.0, 1.0); + result += vec4(0.012253057, 0.13434875, -0.10318777, -0.074252345); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.04279202, -0.01698567, 0.18318103, -0.18172316, 0.04757184, 0.07232096, -0.054900512, 0.11956132, 0.048900753, 0.0006714882, -0.09200336, 0.16104606, 0.38940707, 0.2754208, -0.12735553, -0.30017206) * go_0(-1.0, -1.0); + result += mat4(0.2469705, 0.103162065, 0.10321547, -0.1292231, 0.3013039, -0.018333653, -0.19897339, 0.122247696, 0.14719778, 0.003909129, -0.19585025, 0.03670547, -0.2132921, 0.33642963, 0.17569672, 0.07414473) * go_0(-1.0, 0.0); + result += mat4(0.015335451, 0.15161209, 0.0447609, -0.042884503, 0.14257035, 0.07775234, -0.2064044, 0.03842874, -0.1660166, -0.19817057, -0.10740875, -0.123968095, 0.14156081, -0.2197906, -0.08622206, 0.4185408) * go_0(-1.0, 1.0); + result += mat4(-0.33392438, -0.12483512, -0.062084857, 0.16336447, 0.09862199, 0.1659862, 0.034751434, -0.11968266, -0.017155796, 0.21001562, -0.053017724, 0.10386376, 0.07066254, 0.50014263, 0.31065208, -0.026068505) * go_0(0.0, -1.0); + result += mat4(-0.34320992, -0.030056434, -0.24118581, -0.024320357, 0.327435, -0.036838267, -0.19433706, 0.24561343, -0.1489437, 0.225435, 0.18421564, 0.021147838, 0.264245, 0.16846146, -0.51724315, 0.039252095) * go_0(0.0, 0.0); + result += mat4(-0.25945047, 0.12058094, 0.2889452, -0.061687145, -0.10309796, -0.19476385, -0.10393912, 0.16837607, -0.05198191, -0.036113493, -0.11847194, 0.16367626, 0.018113747, 0.059499823, 0.0062132217, 0.15846115) * go_0(0.0, 1.0); + result += mat4(0.094601326, 0.053219795, 0.027610637, 0.12041253, 0.21425363, 0.15754686, 0.08518286, -0.00661778, -0.021661628, -0.17554528, -0.014842315, 0.22240937, 0.15908821, -0.20964032, 0.21754523, 0.30307937) * go_0(1.0, -1.0); + result += mat4(0.13757955, 0.06684095, -0.03616685, -0.014618309, 0.04168136, -0.17148526, -0.16317028, 0.14210777, 0.102521434, -0.19108291, -0.14441934, 0.14435884, 0.24228935, -0.10589834, 0.24029285, 0.27317202) * go_0(1.0, 0.0); + result += mat4(-0.16239886, -0.073841535, 0.067964345, -0.11332664, 0.07695667, -0.047180675, -0.08260769, 0.09427637, 0.09471068, 0.012713836, 0.14605078, -0.062490974, -0.11498225, 0.04150893, 0.37402585, 0.21953487) * go_0(1.0, 1.0); + result += mat4(-0.07445113, -0.14220217, 0.09271495, -0.014715529, -0.37606132, -0.14938155, -0.024809113, 0.22279873, -0.011379667, -0.04545505, -0.033382278, 0.08971831, 0.016359061, -0.016230864, 0.052939463, -0.07754285) * go_1(-1.0, -1.0); + result += mat4(0.10961948, 0.09230085, 0.061259165, 0.0015837378, 0.053883027, -0.22557226, 0.018400123, 0.43234614, 0.08967873, 0.06687854, -0.4389578, -0.01658211, -0.040707946, 0.0048945122, 0.1433802, 0.049759727) * go_1(-1.0, 0.0); + result += mat4(-0.027641231, 0.026085567, 0.109188825, -0.19011945, 0.19309571, 0.0084956605, 0.05034047, -0.08674781, -0.008124587, 0.031490494, -0.0744263, 0.084508896, -0.007835403, 0.13120581, 0.0021786217, -0.025225073) * go_1(-1.0, 1.0); + result += mat4(0.020191731, 0.24703082, -0.36845222, 0.0032569442, -0.1497622, 0.05968502, 0.09595371, 0.008410154, 0.119981945, -0.09983294, -0.19541258, -0.111814305, -0.25664008, 0.31031236, -0.23063917, -0.13823026) * go_1(0.0, -1.0); + result += mat4(-0.092747286, 0.23009373, -0.29804415, 0.05036082, 0.031480987, 0.18805481, 0.3676576, 0.06004687, 0.19841099, -0.058367446, -0.44229323, -0.19645047, 0.037667975, 0.12398346, -0.25753063, -0.26919344) * go_1(0.0, 0.0); + result += mat4(-0.019061154, 0.03841801, -0.28433323, 0.38128456, -0.059526864, 0.29960185, 0.014484517, -0.10234412, 0.05444907, -0.12615138, 0.14936689, -0.079120934, 0.028092088, 0.096715964, 0.0037780635, -0.12791039) * go_1(0.0, 1.0); + result += mat4(0.26949528, 0.015951393, 0.15355164, -0.030336212, -0.100286454, -0.052609976, 0.03197625, -0.092190474, 0.06131517, 0.18291938, -0.15216532, -0.026021928, 0.18581273, -0.10659101, 0.14806952, 0.20509768) * go_1(1.0, -1.0); + result += mat4(-0.2205839, 0.11654808, 0.43800604, 0.03188946, 0.13840868, 0.020377772, 0.038510147, 0.03779825, -0.23494276, 0.08624197, 0.036650848, -0.115041405, -0.03776705, -0.32108167, 0.0094707385, 0.37881464) * go_1(1.0, 0.0); + result += mat4(-0.031778246, -0.38020673, 0.16956653, 0.33444092, -0.042172886, -0.03465591, -0.17585713, 0.025507452, 0.07595919, -0.06807453, -0.100295454, -0.019174794, 0.07763043, -0.09321411, -0.05212223, 0.112239085) * go_1(1.0, 1.0); + result += mat4(-0.048172995, -0.012284629, 0.12846173, -0.13459995, 0.25443402, -0.013064909, 0.15480834, 0.14016332, 0.036635883, -0.049085367, 0.0506487, 0.26623604, -0.023176057, 0.012088936, -0.1844897, 0.040488705) * go_2(-1.0, -1.0); + result += mat4(0.2147455, 0.17323543, -0.2943051, -0.053386763, -0.023367947, 0.090753146, -0.011997397, -0.0626111, -0.13558747, -0.035944186, -0.014752113, 0.25506687, 0.055502877, 0.31465453, -0.16283247, -0.08967175) * go_2(-1.0, 0.0); + result += mat4(0.033773236, -0.09510872, -0.09313707, 0.046486538, -0.1699796, -0.11685979, 0.22197925, -0.013884658, 0.12514, -0.12129843, -0.09695589, -0.075202964, -0.12321221, 0.18949097, -0.03694664, -0.2306249) * go_2(-1.0, 1.0); + result += mat4(0.08668444, -0.22983012, -0.30873656, 0.07371376, 0.082137264, -0.014844924, 0.2283955, 0.24782042, 0.31113505, 0.14810014, 0.32804835, -0.12014127, -0.17742543, -0.15872951, -0.080107674, -0.16898526) * go_2(0.0, -1.0); + result += mat4(0.29746926, 0.19479977, 0.13996765, -0.4268552, -0.16478531, 0.0835479, 0.45685142, -0.05510062, -0.1282004, 0.12359051, 0.34026766, -0.26152933, -0.13128015, 0.329812, 0.27172327, -0.06600192) * go_2(0.0, 0.0); + result += mat4(-0.06552484, 0.19600633, 0.12407863, -0.13815112, 0.17426166, 0.040930413, 0.06495108, 0.034157254, -0.029772963, 0.015127817, 0.10718436, -0.13752984, -0.0205358, 0.1884735, 0.104591034, -0.020779913) * go_2(0.0, 1.0); + result += mat4(-0.053475305, -0.13616458, 0.05487909, 0.13256747, -0.10030239, -0.12376705, 0.062755466, 0.03264356, 0.068466686, 0.05019395, -0.034875803, -0.17806669, -0.21720818, 0.25592342, -0.2685692, -0.27576914) * go_2(1.0, -1.0); + result += mat4(-0.04562929, 0.04225299, -0.22311088, -0.09517893, -0.19886662, -0.11944208, 0.11044239, -0.10464355, 0.037634842, 0.124069214, 0.0927385, 0.108838566, -0.088783056, 0.17008123, -0.1007014, -0.23137446) * go_2(1.0, 0.0); + result += mat4(0.10306672, 0.027472405, -0.069015354, -0.14412996, 0.24068132, -0.10624665, -0.25597134, 0.05208812, -0.10230778, 0.006520562, -0.11931577, 0.26738268, -0.09168354, 0.13557245, -0.008878644, -0.22292739) * go_2(1.0, 1.0); + result += mat4(-0.09403718, 0.11993688, -0.036254726, -0.053109076, 0.18422048, 0.25203657, 0.10025996, -0.11272799, -0.22040273, -0.05758331, -0.07059054, -0.054108664, -0.20009018, -0.22061199, 0.057880517, -0.26669186) * go_3(-1.0, -1.0); + result += mat4(-0.08534496, 0.0027822452, -0.01112169, -0.13484463, -0.09446875, -0.057457812, -0.03910888, -0.2816038, -0.096015625, -0.03636662, 0.12532772, 0.092033, 0.038156748, -0.101240925, 0.024886698, -0.086328045) * go_3(-1.0, 0.0); + result += mat4(0.2349796, 0.19884427, -0.0734711, 0.08422328, -0.07201622, 0.020658491, 0.1331021, 0.039766714, 0.19280422, 0.13086005, -0.11339721, -0.14782044, 0.19341573, 0.16767374, -0.03593828, 0.18139753) * go_3(-1.0, 1.0); + result += mat4(-0.040663462, -0.15233721, 0.524604, 0.26603413, 0.07202415, 0.053382196, 0.030758869, -0.06144292, -0.010495834, 0.13868876, -0.020688854, -0.15551737, -0.2958513, -0.32805985, -0.25359175, -0.036683984) * go_3(0.0, -1.0); + result += mat4(-0.06644081, -0.145321, 0.24945419, 0.031560224, 0.17245345, 0.23418438, 0.20341763, -0.2619872, 0.038787205, 0.16488725, 0.0019107185, 0.03820528, 0.04169643, -0.34155026, -0.11183654, 0.028614044) * go_3(0.0, 0.0); + result += mat4(-0.028469078, 0.010781976, 0.05263661, -0.15337946, -0.20491667, -0.13879907, 0.13934538, 0.061196275, 0.056804053, 0.063193604, -0.2389496, 0.037072126, -0.058510017, 0.036215063, 0.3074709, 0.10517675) * go_3(0.0, 1.0); + result += mat4(0.028534278, 0.0022668538, 0.04492863, -0.060705435, 0.06349762, -0.016823182, -0.09148226, 0.03930522, -0.083295114, 0.14799853, -0.08089152, -0.21993661, -0.23298621, 0.05106244, -0.013708201, -0.16311577) * go_3(1.0, -1.0); + result += mat4(0.05885827, 0.122300275, -0.16086812, -0.21892425, -0.07548077, 0.09286181, -0.027564062, -0.028723463, -0.0056181233, 0.23472206, -0.0049285595, -0.45054138, 0.07592325, -0.044704806, 0.019616256, -0.06956836) * go_3(1.0, 0.0); + result += mat4(0.036423888, 0.20839189, -0.16420732, -0.15954947, -0.11311323, -0.24191359, 0.19845375, 0.084540576, -0.20946553, 0.09259613, 0.03234368, -0.056766506, -0.11992363, -0.06882079, -0.020428827, -0.093375795) * go_3(1.0, 1.0); + result += vec4(0.013113342, -0.2905848, -0.029724011, 0.1769613); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.093678355, -0.08574688, 0.007699401, -0.038818456, -0.10667588, 0.043627866, 0.23127791, 0.061317544, -0.32790044, 0.08618836, 0.009400048, -0.17129329, 0.23541448, -0.015561885, -0.11172365, -0.1190039) * go_0(-1.0, -1.0); + result += mat4(-0.0052874424, 0.08136584, -0.12633958, -0.016064916, 0.14033778, 0.07755252, -0.26242834, 0.063312635, 0.06861756, 0.14867078, -0.2561066, 0.33325562, -0.106489345, -0.10068009, -0.039633382, -0.016305668) * go_0(-1.0, 0.0); + result += mat4(-0.27784392, -0.14990395, -0.35981888, -0.2564094, -0.07480205, -0.026457628, 0.1027643, 0.19381845, -0.07160986, -0.15616457, -0.032070953, 0.32998616, 0.15383582, 0.16622585, -0.1435993, -0.02287804) * go_0(-1.0, 1.0); + result += mat4(-0.09360053, 0.58019537, 0.02028909, 0.413114, 0.025173154, -0.030326266, -0.028177274, -0.12964654, -0.25432733, -0.06556034, 0.023097439, -0.09458851, -0.21772051, -0.10324596, -0.36674342, -0.14803977) * go_0(0.0, -1.0); + result += mat4(-0.1227467, 0.20252965, 0.2559927, 0.08719227, 0.030749539, -0.2526622, -0.25694713, -0.2960799, -0.34960067, -0.25393236, -0.28439638, 0.086787805, -0.34202877, 0.21933395, 0.23473133, 0.079260886) * go_0(0.0, 0.0); + result += mat4(-0.00147522, -0.16591258, -0.030617915, 0.10052425, -0.1822102, 0.038774874, -0.04285007, 0.07312042, 0.052175622, -0.33510515, 0.027545406, 0.2995306, -0.08535316, 0.11144203, 0.27999434, -0.09770663) * go_0(0.0, 1.0); + result += mat4(-0.04394928, -0.26842886, -0.08354109, 0.04077001, -0.009221606, 0.0328837, 0.006459338, 0.08984004, -0.13035133, 0.20004508, 0.21950854, -0.12742348, 0.32386312, 0.085903555, -0.29273173, -0.056370437) * go_0(1.0, -1.0); + result += mat4(0.019171638, -0.1824711, -0.10899421, -0.16201603, 0.054712642, -0.020315547, -0.048609916, -0.068621606, -0.055706583, -0.25671515, -0.019494208, 0.08366393, 0.09531471, -0.05988052, -0.024995802, 0.019303525) * go_0(1.0, 0.0); + result += mat4(-0.08694609, 0.26762635, 0.10477892, -0.15392998, -0.059596587, -0.047562487, -0.25932398, -0.054960977, -0.00015596532, 0.07196634, -0.017385524, -0.18826845, -0.017969077, -0.27291682, -0.153906, -0.107691295) * go_0(1.0, 1.0); + result += mat4(0.17340474, -0.1285696, -0.04484238, 0.15782213, -0.06190358, 0.27896214, 0.28475145, -0.042519942, -0.19862229, -0.1354097, 0.14344497, 0.015599392, 0.18698554, 0.035121564, -0.018465763, 0.0010143917) * go_1(-1.0, -1.0); + result += mat4(-0.13428356, -0.06612225, 0.19397905, 0.14209093, 0.1526626, 0.2617573, -0.15316434, 0.35452205, 0.05003259, 0.07679617, -0.008399171, -0.0062716682, 0.11833864, 0.1331285, -0.006803729, 0.22615404) * go_1(-1.0, 0.0); + result += mat4(0.0020632436, -0.173174, -0.15404437, 0.05430569, 0.21100305, 0.39063898, -0.019479724, 0.17396629, -0.061121427, -0.13424753, -0.008459669, -0.04975768, 0.20599939, -0.11374013, -0.21116278, 0.063624285) * go_1(-1.0, 1.0); + result += mat4(-0.0073831948, -0.12009769, -0.16402034, 0.054093774, 0.061061747, -0.009054565, -0.02815144, -0.17071937, -0.22791979, 0.073427565, 0.25161973, 0.1011713, -0.23804636, 0.13810354, 0.09063126, -0.23065178) * go_1(0.0, -1.0); + result += mat4(-0.31885087, 0.21730177, -0.20516786, 0.04075695, -0.2736768, -0.38779113, -0.19445951, -0.14024325, -0.11824961, -0.102919355, -0.17858729, -0.013441498, 0.16320607, -0.27105078, -0.00019549616, 0.024509901) * go_1(0.0, 0.0); + result += mat4(-0.16024838, -0.3132909, -0.15461555, 0.34874174, -0.0051668375, 0.1811257, 0.3384939, 0.16381103, 0.047184363, -0.20424844, -0.1330078, -0.13795874, 0.21890834, -0.08242861, 0.22677775, 0.031102268) * go_1(0.0, 1.0); + result += mat4(0.19408257, 0.016361775, -0.202373, 0.2245766, -0.008954751, -0.047279913, -0.09170596, 0.01567793, -0.0019059096, -0.07785436, 0.0756357, 0.09683383, 0.034215495, -0.030802004, -0.077977195, -0.1101297) * go_1(1.0, -1.0); + result += mat4(-0.1060503, -0.0044663083, -0.14942732, -0.11696249, -0.04550482, 0.11463188, 0.17801443, 0.07229662, -0.14176941, 0.02773344, -0.10770335, -0.08745911, -0.023052111, -0.17474785, 0.016645849, -0.059080444) * go_1(1.0, 0.0); + result += mat4(-0.050500304, -0.14716387, 0.04525464, 0.23543595, 0.08411192, 0.16031684, 0.1659825, -0.03595111, -0.012943453, 0.13354135, -0.051425032, -0.0075654723, 0.11174184, 0.1266808, -0.18799087, 0.10571744) * go_1(1.0, 1.0); + result += mat4(-0.15583408, 0.09837484, 0.19239932, -0.03557196, -0.05406335, 0.096456856, -0.13921897, -0.2212671, 0.28973594, 0.04017474, -0.25423512, 0.1522156, -0.10563249, -0.033190794, 0.101713456, -0.08922746) * go_2(-1.0, -1.0); + result += mat4(-0.0787607, -0.14545321, 0.099762656, -0.2824299, 0.10130184, 0.019948835, -0.1013831, 0.06604923, 0.089561954, 0.28344154, 0.05757009, 0.04981809, -0.15927236, 0.008129835, -0.04280382, 0.10653281) * go_2(-1.0, 0.0); + result += mat4(0.28149363, 0.019583186, 0.25983065, 0.30190885, 0.055435803, -0.01970755, 0.04546505, -0.027456624, 0.43886992, -0.032305803, -0.23557569, 0.12753153, -0.18509789, -0.073295385, 0.0083466545, -0.08271229) * go_2(-1.0, 1.0); + result += mat4(0.016040009, -0.20475672, -0.015803276, 0.18247975, 0.21178837, -0.041543446, -0.24716362, 0.10105528, 0.19479224, -0.06583694, -0.09192672, -0.037776746, 0.09636229, -0.12086331, 0.13989103, 0.014564729) * go_2(0.0, -1.0); + result += mat4(0.19923596, -0.4132588, -0.4254784, -0.33433357, -0.16956097, -0.25086832, 0.23311833, -0.08976422, 0.06432824, -0.0071802614, 0.0033370545, -0.11073493, -0.46609998, -0.09332235, -0.27287352, 0.052513942) * go_2(0.0, 0.0); + result += mat4(-0.06954148, -0.06908355, -0.01875471, -0.35067585, 0.038715206, 0.08843527, 0.28899097, -0.024983376, 0.05879495, 0.110363334, 0.055481512, -0.0046147215, -0.035302363, -0.2722019, -0.0829261, 0.21088009) * go_2(0.0, 1.0); + result += mat4(-0.101971015, -0.18584369, 0.1469676, 0.025965, 0.07205807, 0.08838771, 0.08537094, 0.023344917, -0.106373414, -0.09254277, -0.25996596, 0.24570447, 0.00590166, -0.20074098, -0.05443169, -0.10562662) * go_2(1.0, -1.0); + result += mat4(0.12980327, -0.16834956, -0.1635997, 0.23437372, -0.07374834, 0.0062907683, 0.17292136, 0.0018093853, 0.04122969, -0.025285576, 0.29646805, 0.13402736, -0.040267725, 0.0011441729, -0.18658921, 0.12006417) * go_2(1.0, 0.0); + result += mat4(0.13221453, 0.15109141, 0.07707579, 0.05148666, -0.039716493, 0.12869143, -0.012840577, 0.10953536, -0.05721115, -0.120122276, -0.07632444, 0.32949027, 0.00022400127, 0.22217369, 0.2180494, -0.028773604) * go_2(1.0, 1.0); + result += mat4(-0.08405412, 0.11332542, 0.120847605, 0.00520135, -0.13689686, -0.1459117, -0.029643068, 0.16147274, 0.21844815, -0.036921967, -0.12862785, -0.15930249, -0.11265427, -0.17471205, 0.0026749703, 0.2048758) * go_3(-1.0, -1.0); + result += mat4(-0.03768306, -0.07585988, 0.046583172, -0.35557657, 0.012359812, -0.05498573, 0.19581361, -0.08186999, -0.008727976, -0.16623624, -0.03647879, 0.22760212, 0.048297524, -0.12502927, 0.08636729, -0.26437047) * go_3(-1.0, 0.0); + result += mat4(-0.19518375, 0.17423135, 0.19473018, -0.22721744, -0.25087392, -0.17043075, -0.021999557, -0.27388734, -0.096786864, -0.012226921, 0.16101876, 0.030362492, -0.017619403, -0.2494354, -0.07336028, 0.06842719) * go_3(-1.0, 1.0); + result += mat4(0.13816363, 0.14551367, -0.08497621, 0.15563537, -0.01600614, -0.010629245, 0.007773828, 0.2733634, 0.13066974, -0.2223056, -0.12664202, -0.19242655, -0.13211249, 0.065143794, 0.23912583, 0.19819915) * go_3(0.0, -1.0); + result += mat4(0.001870705, -0.0028601827, 0.14014813, 0.14659253, -0.037523735, 0.3726274, 0.13139205, 0.0112125, -0.16308945, -0.17571904, 0.12799808, -0.032106552, 0.013872656, 0.432307, -0.14197885, 0.24013121) * go_3(0.0, 0.0); + result += mat4(0.117900506, -0.08039036, -0.17504077, -0.08337764, -0.0068703834, -0.07430392, -0.17125578, -0.3470726, -0.20989974, -0.019394008, -0.027336912, 0.18668686, 0.052886557, -0.023217537, 0.004054446, 0.055974416) * go_3(0.0, 1.0); + result += mat4(-0.055653654, 0.08726097, 0.01206228, -0.25783783, -0.08736529, 0.19947968, -0.010166337, 0.36168414, 0.20298903, -0.15769973, -0.21389212, -0.19638214, -0.093130395, -0.067289785, 0.10245741, -0.14167903) * go_3(1.0, -1.0); + result += mat4(0.04559992, -0.102125205, 0.21949212, -0.07308472, -0.15511832, 0.23785073, 0.04275021, 0.085007004, 0.079402514, 0.10851189, -0.151969, -0.29738536, -0.0776658, 0.1113102, -0.18987878, -0.045522977) * go_3(1.0, 0.0); + result += mat4(0.073690206, -0.016468357, 0.122353435, -0.023995928, 0.095143944, 0.23051415, 0.17702249, 0.030164838, -0.09111423, -0.14219609, -0.19734482, -0.24854833, -0.0067356345, -0.1760497, 0.22637916, 0.119141534) * go_3(1.0, 1.0); + result += vec4(0.22705397, -0.029518934, -0.026397338, -0.08183741); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.16737834, 0.35369134, 0.14049083, 0.017871622, 0.0058661173, -0.035960242, -0.039154284, -0.01920433, 0.0729212, -0.03617972, -0.42717552, -0.019914677, -0.30816802, -0.07726792, 0.2088459, -0.09198307) * go_0(-1.0, -1.0); + result += mat4(-0.0991125, 0.11411345, 0.15300295, -0.09510225, 0.014268626, -0.42914182, -0.13365223, -0.19440699, -0.27214321, 0.085696176, 0.1527733, -0.21056797, -0.062475704, -0.023041902, -0.29080424, -0.54386055) * go_0(-1.0, 0.0); + result += mat4(-0.30736786, -0.16801229, 0.07400606, -0.31128535, -0.11047924, 0.16556956, -0.33445996, -0.09190697, -0.06132585, -0.11021996, 0.014628762, -0.45183894, 0.08186993, 0.19378273, 0.113438204, 0.038364496) * go_0(-1.0, 1.0); + result += mat4(0.24129803, 0.29174972, -0.1250327, 0.14254767, 0.0026774528, 0.1742466, -0.021835174, 0.01668921, 0.13646975, 0.313305, -0.23293279, -0.16737306, -0.059818722, 0.06404477, 0.108172625, 0.22065729) * go_0(0.0, -1.0); + result += mat4(-0.3504013, 0.20759478, 0.28683922, 0.2771802, 0.13761812, -0.21180478, -0.17020214, -0.21419087, -0.031916566, -0.040439468, 0.39206958, 0.715565, 0.46198523, 0.05055317, -0.07409331, -0.050633535) * go_0(0.0, 0.0); + result += mat4(0.122958206, 0.0071205017, -0.21314384, -0.22197853, 0.016202174, -0.15960938, -0.14601983, -0.023609173, -0.07586023, 0.099936776, -0.0480375, -0.08681468, -0.14976887, -0.38979456, 0.16078879, -0.12263952) * go_0(0.0, 1.0); + result += mat4(0.1687149, 0.108331114, 0.10112296, 0.01738403, -0.06773097, -0.19410455, -0.09728116, 0.0013846151, -0.038603816, -0.05495021, 0.2453317, -0.40052003, -0.022453755, 0.045039784, 0.0474246, -0.2665161) * go_0(1.0, -1.0); + result += mat4(0.06805519, -0.052276067, 0.052459523, -0.0033053474, 0.13439268, -0.06845637, -0.20462433, -0.09088968, -0.00096404477, -0.35103628, 0.15096465, 0.3285226, 0.018747555, -0.06623108, 0.1754265, 0.3211156) * go_0(1.0, 0.0); + result += mat4(-0.04583627, 0.122267574, -0.44002235, -0.20039988, 0.039372742, -0.16505809, -0.26659602, 0.12207268, 0.03337428, 0.23131758, -0.009866899, 0.010381569, 0.29676, -0.020599596, 0.17816995, 0.32852224) * go_0(1.0, 1.0); + result += mat4(0.09469788, -0.12531966, -0.11786524, -0.3115985, -0.2213199, -0.012536277, -0.13176842, 0.14986996, 0.12069894, 0.2744789, 0.21674646, 0.46060535, -0.4101697, -0.55295914, 0.29993954, 0.114459395) * go_1(-1.0, -1.0); + result += mat4(0.18347421, -0.29010707, 0.29127017, 0.087738656, 0.17509815, 0.03982794, 0.1731455, 0.38041735, 0.110374, -0.25045586, 0.36446962, 0.016104888, -0.012112869, 0.10154983, -0.45384112, -0.11416608) * go_1(-1.0, 0.0); + result += mat4(-0.033837743, -0.020894403, -0.287127, -0.21196121, -0.03255823, 0.2599821, -0.38386443, 0.30563655, 0.39044768, -0.112917066, -0.021323297, 0.12623324, 0.06885038, -0.20750642, 0.07642818, -0.103580445) * go_1(-1.0, 1.0); + result += mat4(0.1723114, -0.3726216, -0.21184283, 0.1761503, -0.24993578, -0.31068864, 0.19998416, -0.23127908, -0.052656204, -0.04243976, 0.4397144, 0.01863219, -0.04796025, -0.11009142, -0.0073631364, 0.2716381) * go_1(0.0, -1.0); + result += mat4(0.04202001, 0.27142277, -0.027491128, 0.27428457, -0.11009916, 0.39839938, -0.7223327, -0.124673314, 0.08123618, -0.11884722, -0.20375855, -0.7179687, 0.30648115, -0.28195357, -0.3350774, -0.29778734) * go_1(0.0, 0.0); + result += mat4(0.071278594, -0.09155223, 0.06417857, 0.08250104, -0.45117077, -0.023316784, 0.38917172, -0.19110887, -0.09265943, -0.2643835, -0.09707039, -0.33238646, -0.0818088, 0.17623149, -0.28457013, 0.13986786) * go_1(0.0, 1.0); + result += mat4(0.019971045, -0.046649583, -0.03036858, 0.07944429, 0.26344573, 0.054998036, 0.07139812, 0.21139374, 0.08021858, -0.025791258, -0.0423707, 0.25174072, -0.021300986, 0.13209766, 0.19120613, 0.3840775) * go_1(1.0, -1.0); + result += mat4(-0.11456406, -0.33503455, 0.21409267, -0.056933913, -0.12204284, -0.37379473, 0.33474764, 0.38634798, 0.12618992, 0.1353635, -0.22651522, -0.3160159, 0.18621005, 0.024818055, -0.11935204, 0.014005666) * go_1(1.0, 0.0); + result += mat4(0.1501391, 0.0014716414, -0.22049955, -0.10928345, -0.07085164, -0.08778668, 0.19251469, -0.4932493, 0.071784936, -0.06903646, -0.060333923, 0.020552203, -0.33637995, -0.22848415, 0.21518159, 0.23815839) * go_1(1.0, 1.0); + result += mat4(-0.04230713, -0.19312756, -0.0613665, 0.058912925, -0.17639293, -0.029920885, -0.027867602, -0.16602923, 0.10262268, -0.0743682, 0.15286638, 0.08042581, -0.042299524, 0.0022034592, 0.15304253, 0.049871147) * go_2(-1.0, -1.0); + result += mat4(0.004346093, -0.07895582, 0.02089975, 0.13429636, -0.1020282, 0.5270822, 0.017983409, 0.1531299, -0.02891241, -0.07050933, -0.18729019, 0.13855362, -0.11538968, 0.20733222, 0.1546878, 0.11550679) * go_2(-1.0, 0.0); + result += mat4(0.21800312, 0.20944421, -0.1817274, 0.022868395, -0.019241469, 0.038916696, 0.088702604, 0.1467791, 0.0048542274, 0.10344671, -0.0107803065, 0.23302868, 0.049728952, -0.016042534, -0.08694045, -0.0028224774) * go_2(-1.0, 1.0); + result += mat4(-0.1570157, 0.08688841, 0.03926086, -0.040503077, -0.052700017, -0.1432353, -0.04516745, -0.09649034, -0.053716175, 0.07059194, -0.07360609, 0.26307717, 0.121471435, -0.13640986, -0.1113535, -0.38560814) * go_2(0.0, -1.0); + result += mat4(-0.014722592, -0.39773384, 0.28259715, -0.10905738, 0.07889424, 0.1415529, -0.15419348, -0.2064834, -0.15126482, -0.28288555, -0.0014232624, -0.26178944, -0.025823193, 0.008017357, -0.08547297, 0.26373458) * go_2(0.0, 0.0); + result += mat4(0.2978961, -0.020236012, -0.101216674, 0.15498216, -0.0069343713, -0.088363856, 0.20511419, 0.23958007, 0.045810107, -0.19189738, -0.14137349, 0.04177724, -0.1394684, 0.0071990825, 0.06991723, -0.21052721) * go_2(0.0, 1.0); + result += mat4(-0.05615232, 0.22506002, -0.12479586, -0.0070057763, 0.092545755, 0.096306436, 0.041890718, 0.1226944, -0.07541768, -0.08369033, -0.15144373, 0.09310172, 0.28388003, 0.09935607, 0.11299509, 0.0014283776) * go_2(1.0, -1.0); + result += mat4(-0.005848455, 0.117699094, 0.23539856, 0.11006195, 0.10962903, 0.28139547, 0.18785141, -0.11635996, 0.057289902, 0.2370178, -0.29825503, -0.13706475, -0.3869794, 0.024066223, 0.36742347, 0.35919484) * go_2(1.0, 0.0); + result += mat4(0.13744523, 0.09239356, 0.01173183, 0.119055405, -0.07841836, 0.0668925, 0.22598477, -0.016510552, 0.07971727, -0.17154713, 0.03333588, -0.13790733, 0.15421963, 0.2895701, -0.28440917, 0.015132756) * go_2(1.0, 1.0); + result += mat4(-0.054354303, 0.36663428, 0.02634933, 0.18688667, 0.0607547, 0.17321853, 0.086784445, -0.023283, 0.0027200899, 0.026914112, -0.07438439, 0.27042162, 0.09985293, 0.012430832, -0.20694605, -0.20363812) * go_3(-1.0, -1.0); + result += mat4(-0.42759168, 0.15540305, -0.18979609, 0.0073875943, 0.034251947, -0.34551802, 0.53327596, 0.17446762, -0.25879666, 0.2780996, 0.11094055, 0.17597, 0.13790102, 0.2615357, 0.09666047, 0.36155468) * go_3(-1.0, 0.0); + result += mat4(0.052614138, -0.1880028, 0.361331, 0.07957976, 0.12552904, -0.0042941784, 0.096562445, -0.041199915, 0.07412456, 0.16379668, 0.05464284, 0.050022952, -0.028281605, 0.09332573, 0.21379845, 0.21396561) * go_3(-1.0, 1.0); + result += mat4(-0.07546953, 0.16393837, -0.3060623, -0.64610606, -0.013715101, 0.18005042, 0.045286633, -0.21057944, -0.12779316, -0.10310629, 0.14360385, 0.011625261, 0.05597252, 0.023864657, -0.00018915108, -0.24224915) * go_3(0.0, -1.0); + result += mat4(-0.08550672, 0.2438917, -0.30383766, -0.2463794, 0.13835424, -0.079946786, -0.060197506, 0.051599402, -0.24983203, -0.06691107, -0.0041784844, 0.07539119, -0.030340329, -0.23565106, -0.17968354, -0.10262371) * go_3(0.0, 0.0); + result += mat4(0.19315718, -0.045718513, 0.120446794, -0.225136, 0.22922774, -0.046026126, 0.11448238, 0.114267804, -0.22327735, -0.03368635, 0.29763463, 0.03673529, -0.0583939, -0.092253424, 0.045279544, 0.04475646) * go_3(0.0, 1.0); + result += mat4(-0.062286656, -0.06241419, -0.23600577, -0.24818502, -0.058666106, 0.17710151, -0.1751668, 0.05758226, 0.18278669, 0.033297777, 0.046349872, 0.09178792, -0.0745512, 0.20019765, 0.037281513, 0.22204825) * go_3(1.0, -1.0); + result += mat4(-0.24708512, -0.1318695, -0.24966322, -0.31206796, 0.079176836, 0.11837155, -0.12882641, -0.01013533, -0.009065797, 0.0789075, 0.016151598, 0.00020127615, 0.1450729, 0.10825556, 0.09322918, 0.07283566) * go_3(1.0, 0.0); + result += mat4(0.2604332, 0.25550258, 0.07709474, 0.28426003, 0.10387355, 0.09152259, 0.18742633, -0.0073229484, -0.20327723, -0.26013616, 0.055792782, -0.1713302, 0.14862068, 0.06698207, 0.17608787, -0.11622757) * go_3(1.0, 1.0); + result += vec4(-0.20551574, 0.073114716, -0.21843387, -0.28057778); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_7_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.18413043, -0.12355504, 0.2708789, 0.17259507, -0.069752574, 0.12640886, 0.01075919, -0.028221423, -0.020598855, -0.17259665, 0.16907778, -0.10040477, 0.017177016, 0.0176426, 0.23724149, 0.14657862) * go_0(-1.0, -1.0); + result += mat4(0.16921899, -0.33950835, 0.37508205, 0.09996622, 0.13377811, -0.036743056, -0.11633877, -0.23046862, -0.009307903, 0.027441062, 0.054166224, 0.011627087, -0.22831611, 0.043198805, -0.12695734, 0.0062862337) * go_0(-1.0, 0.0); + result += mat4(0.17216596, -0.15588646, -0.14179194, 0.12487524, 0.10507964, 0.124544986, -0.0046104924, -0.116668865, -0.006100901, -0.022074439, 0.03376759, 0.10498887, 0.109659016, -0.03567928, 0.29972833, -0.045950003) * go_0(-1.0, 1.0); + result += mat4(-0.29127, 0.21912472, 0.16494286, 0.027708547, 0.043136686, 0.04409876, -0.07686145, -0.13180132, -0.16630307, 0.15650205, -0.005864527, 0.03916553, 0.15750135, 0.1705246, 0.21626697, 0.06906506) * go_0(0.0, -1.0); + result += mat4(0.055395894, 0.28228188, 0.114794776, 0.020619212, -0.031812593, 0.11964309, -0.24317431, -0.36277202, 0.54564184, -0.032843567, -0.118973784, -0.40999004, -0.118530475, 0.09256661, 0.06583871, -0.36627474) * go_0(0.0, 0.0); + result += mat4(0.17914769, 0.33976436, -0.11220768, 0.1325754, 0.40586957, 0.3064959, -0.19086123, 0.014164092, -0.17376979, -0.0037554938, 0.11771888, 0.44933778, -0.15937245, -0.10635065, 0.084963776, 0.14630255) * go_0(0.0, 1.0); + result += mat4(-0.3723194, 0.21509883, 0.020062352, 0.094394304, 0.030794155, -0.11394617, -0.09103134, -0.0042343247, -0.28981096, -0.061873477, -0.17772584, 0.36440176, 0.007828069, -0.012121627, 0.25862312, 0.24646287) * go_0(1.0, -1.0); + result += mat4(0.10368119, -0.06185447, -0.022830853, 0.10918094, 0.18888599, -0.09235343, -0.055134308, -0.2210923, 0.15334128, -0.3084707, 0.31606838, 0.39931116, 0.29489174, -0.24794856, -0.4799932, -0.2617589) * go_0(1.0, 0.0); + result += mat4(0.32550937, -0.17103608, 0.3257806, -0.23358762, 0.20370598, 0.13325407, -0.020303056, -0.105462655, -0.22264756, -0.034177396, 0.36885822, 0.20504399, 0.36375418, -0.26149705, 0.022433946, 0.15646128) * go_0(1.0, 1.0); + result += mat4(0.007481421, 0.005642636, -0.170087, -0.08915849, 0.6329519, 0.06880098, -0.20856442, -0.1801066, -0.1342754, 0.13643123, 0.26994216, -0.27503812, 0.018052012, 0.058687408, -0.19784917, 0.021157453) * go_1(-1.0, -1.0); + result += mat4(-0.1486918, 0.12212738, -0.03104796, 0.08664756, 0.3464865, 0.27309546, -0.022896903, -0.32080007, -0.28113958, 0.74847424, -0.33735126, -0.04616876, -0.23119605, 0.4214322, -0.16457441, 0.09162191) * go_1(-1.0, 0.0); + result += mat4(0.15863913, 0.1303683, -0.06339421, 0.06328312, -0.3100047, -0.33906308, 0.13805804, -0.14923394, 0.4997829, -0.14977637, 0.02265068, -0.04585939, 0.29802153, 0.3767994, -0.031849556, -0.051892217) * go_1(-1.0, 1.0); + result += mat4(-0.04541847, -0.13645087, 0.14119779, 0.06409465, -0.29877988, -0.0009743694, 0.028256422, 0.14978185, -0.13014801, -0.24171488, -0.10782599, 0.010709664, 0.21880737, -0.34132662, 0.22972895, -0.07159475) * go_1(0.0, -1.0); + result += mat4(-0.1510528, 0.115773134, 0.036761034, -0.284284, -0.35684052, 0.16348189, -0.105475456, 0.08259931, -0.6489164, -0.033928663, -0.04243186, 0.25324553, -0.31829014, 0.066608824, -0.11131264, 0.51919967) * go_1(0.0, 0.0); + result += mat4(-0.06517726, 0.1933327, 0.044391852, -0.013346896, -0.3033368, 0.106350735, -0.1351003, -0.13414839, 0.11720078, -0.24844061, -0.2900742, -0.047861837, 0.42789885, -0.47915378, -0.09643217, -0.22915216) * go_1(0.0, 1.0); + result += mat4(0.109821886, 0.31451595, 0.13300805, -0.08792569, -0.023928089, -0.038061168, 0.17821129, 0.003772247, 0.14684688, -0.12646271, 0.16072205, 0.011095222, 0.09209181, 0.005167038, -0.08823252, 0.079890974) * go_1(1.0, -1.0); + result += mat4(-0.20074554, 0.39979288, -0.007316405, -0.047838025, 0.10849111, -0.22469573, -0.059183244, -0.13663793, 0.07881898, 0.105663374, -0.3152222, 0.08104766, -0.22965154, 0.118780024, -0.07886757, 0.073527716) * go_1(1.0, 0.0); + result += mat4(0.1304303, 0.023158893, -0.081089824, -0.15955788, 0.42183343, -0.12898655, -0.14028409, 0.011985, 0.3977131, -0.313598, -0.148818, -0.048350018, -0.13534498, -0.12760727, -0.014968193, 0.06646305) * go_1(1.0, 1.0); + result += mat4(0.18085147, -0.11859402, 0.117530234, -0.10420847, 0.1848264, -0.12192718, -0.18729533, -0.10098887, 0.011134682, -0.23658146, 0.12963286, 0.117404245, 0.054487415, -0.030003065, -0.32175776, -0.08044254) * go_2(-1.0, -1.0); + result += mat4(-0.07251758, 0.073430285, -0.22191651, 0.030512359, -0.029650904, -0.15816379, 0.0418705, 0.04776615, -0.014070836, -0.14669086, -0.009874937, -0.015444495, -0.2747725, -0.061624944, -0.11261252, 0.14757589) * go_2(-1.0, 0.0); + result += mat4(-0.09274913, 0.046194065, 0.05642919, -0.07803342, 0.23578037, 0.01224276, 0.015608659, 0.05847865, -0.091819406, -0.14424564, -0.034869857, 0.019276984, -0.031180726, -0.21905676, 0.100375675, -0.13659117) * go_2(-1.0, 1.0); + result += mat4(-0.072157644, -0.13294607, 0.24301524, 0.048643183, -0.04338094, -0.0021709928, -0.06530963, -0.22672611, 0.07479903, 0.08388352, -0.07460508, -0.14517406, -0.072923675, -0.26912874, -0.2769797, 0.054033212) * go_2(0.0, -1.0); + result += mat4(-0.5648679, -0.28059873, -0.039906785, -0.39112374, -0.3841447, -0.20383365, 0.12607281, 0.16049421, -0.34394273, -0.022326993, 0.16646549, -0.23433913, 0.071224056, 0.048073303, 0.122035526, 0.14941359) * go_2(0.0, 0.0); + result += mat4(-0.11803124, 0.114169255, 0.018188128, 0.0053847185, -0.07537228, -0.048262373, 0.073838905, -0.041833423, 0.044405136, -0.03813592, 0.076818384, -0.06015139, -0.085042655, -0.14306667, -0.21477652, 0.31548396) * go_2(0.0, 1.0); + result += mat4(0.19307283, -0.014985916, -0.14332882, -0.05549754, 0.14551677, 0.11406769, 0.2744144, -0.031179624, 0.17578745, -0.11309805, 0.010072839, -0.07453384, -0.23163621, 0.19061968, 0.11016298, 0.108093746) * go_2(1.0, -1.0); + result += mat4(0.23180474, -0.12522835, -0.03218773, -0.0031955864, -0.14057393, 0.07269213, -0.20883523, 0.09332164, -0.16037942, 0.25845763, -0.002303125, -0.014625506, 0.17063208, -0.11648214, 0.13988028, -0.024688654) * go_2(1.0, 0.0); + result += mat4(0.043369994, 0.12473897, 0.108142346, 0.10268199, 0.16159926, -0.17804666, -0.007889351, 0.07232418, 0.26326916, 0.0474316, -0.41637155, -0.11879895, 0.14051722, 0.08747377, 0.1162202, -0.06443569) * go_2(1.0, 1.0); + result += mat4(0.0041097966, 0.109841965, 0.097240336, 0.08123332, -0.081065506, 0.12650634, 0.23450434, 0.09631333, 0.21942414, -0.108897425, -0.033703003, 0.047280088, -0.017764917, -0.058596086, -0.15305139, 0.09055131) * go_3(-1.0, -1.0); + result += mat4(0.26824722, 0.014116421, 0.11844865, -0.156046, 0.057152968, 0.21287468, -0.3243975, -0.18181354, -0.07131152, -0.17860547, 0.18918999, 0.15399154, 0.20270234, 0.11524436, 0.05146645, -0.18196748) * go_3(-1.0, 0.0); + result += mat4(-0.2745638, -0.026905773, 0.045458756, 0.22942849, -0.21052304, 0.20649272, -0.03713028, 0.33655703, -0.12467089, -0.015030098, 0.15504798, -0.05647672, 0.18751477, 0.08505986, 0.04756538, -0.058810517) * go_3(-1.0, 1.0); + result += mat4(0.1737789, 0.06552432, -0.34797582, -0.05370679, -0.036056817, 0.085242435, -0.12802805, 0.03710984, -0.09883285, 0.08946925, -0.0446528, 0.07734006, -0.10973603, 0.262812, 0.14010249, -0.1543792) * go_3(0.0, -1.0); + result += mat4(0.316673, -0.16414417, -0.23147403, -0.3080756, -0.056620106, -0.11389848, 0.0948114, 0.13236332, -0.40048537, -0.090742044, 0.12090404, 0.024549136, -0.19124876, -0.3007761, 0.16159211, -0.28620452) * go_3(0.0, 0.0); + result += mat4(0.032962102, -0.05481415, -0.1185786, 0.18153866, -0.2105442, -0.03802839, 0.14060515, 0.072460145, -0.1523761, -0.11426362, 0.02610123, -0.053477813, -0.20768824, 0.04533907, 0.14381588, -0.041578818) * go_3(0.0, 1.0); + result += mat4(-0.021694858, -0.028784249, -0.09928565, 0.07335764, 0.1315628, 0.11288982, 0.078681685, -0.1229723, -0.09618894, -0.07387309, 0.04340066, -0.036534667, 0.37295115, -0.08176548, -0.16579813, -0.13485877) * go_3(1.0, -1.0); + result += mat4(0.45979, -0.289226, -0.15456465, 0.0117592, 0.22803205, 0.15497394, -0.38995707, 0.005227681, -0.20515667, 0.17184737, -0.069968715, -0.24724679, -0.048521046, 0.013277072, 0.049562644, -0.05522196) * go_3(1.0, 0.0); + result += mat4(0.14561136, -0.18995416, 0.18104567, 0.063063085, -0.09728072, 0.018328888, -0.17258182, 0.069259025, 0.15187183, 0.16760696, -0.14086077, 0.013297849, -0.07579904, -0.09294852, -0.24227127, -0.048749007) * go_3(1.0, 1.0); + result += vec4(0.31939298, 0.03303962, -0.010749771, 0.084496394); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-Soft-(VL)-Conv-3x1x1x112 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_7_tf +//!BIND conv2d_7_tf1 +//!SAVE MAIN +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +#define g_0 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_1 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_9 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_17 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_21 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_25 (max((conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.121882804, 0.055417646, 0.037575886, 0.0, 0.040015355, 0.10440659, 0.120197006, 0.0, 0.008896276, 0.07269119, 0.09253319, 0.0, 0.009000448, -0.033739295, -0.059260685, 0.0) * g_0; + result += mat4(-0.048027042, 0.09210703, 0.123745404, 0.0, -0.007914943, 0.05483587, 0.054822505, 0.0, -0.005998682, 0.005822986, 0.009868176, 0.0, -0.05866792, -0.04236153, -0.022935968, 0.0) * g_1; + result += mat4(-0.091270015, -0.033997003, -0.012321896, 0.0, -0.037983265, -0.078790314, -0.085029654, 0.0, 0.10656225, 0.0008334142, -0.0041227583, 0.0, 0.077364065, 0.033960085, 0.029391684, 0.0) * g_2; + result += mat4(0.15057671, -0.037442014, -0.037083894, 0.0, 0.015493511, -0.016119987, -0.027061606, 0.0, -0.012329675, 0.0060544596, -0.019787522, 0.0, 0.12182345, 0.11346318, 0.08640806, 0.0) * g_3; + result += mat4(0.19254518, 0.009179287, 0.023821035, 0.0, 0.020269603, 0.025629226, 0.040180814, 0.0, -0.025135614, -0.07785793, -0.099851295, 0.0, -0.122886, 0.03322616, 0.0509256, 0.0) * g_4; + result += mat4(0.060054794, 0.053996198, 0.047226787, 0.0, 0.038959846, -0.025839888, -0.030583512, 0.0, -0.034999896, 0.011966571, -0.011057454, 0.0, 0.05765179, -0.041760337, -0.0694113, 0.0) * g_5; + result += mat4(-0.20393562, -0.0055942894, -0.02089636, 0.0, 0.14781304, -0.01954523, -0.0746086, 0.0, 0.071556985, 0.07512172, 0.067927115, 0.0, 0.084076844, -0.0561336, -0.06856403, 0.0) * g_6; + result += mat4(-0.039552618, -0.04448951, -0.04170605, 0.0, -0.00886809, 0.06708884, 0.07120977, 0.0, 0.04834384, -0.10599933, -0.11024835, 0.0, -0.015948117, 0.084044695, 0.10778199, 0.0) * g_7; + result += mat4(0.050153337, 0.012563414, 0.014994658, 0.0, 0.10498867, 0.07151875, 0.06761489, 0.0, 0.061650798, -0.035183728, -0.050987806, 0.0, 0.0017240314, 0.041055307, 0.020366805, 0.0) * g_8; + result += mat4(0.110105395, -0.044468552, -0.072567016, 0.0, -0.049364448, -0.015713394, -0.021540897, 0.0, -0.01636263, -0.084110685, -0.08281401, 0.0, -0.08940374, 0.047863875, 0.051104594, 0.0) * g_9; + result += mat4(-0.081597924, 0.002422661, 0.01143175, 0.0, -0.07504751, -0.09938017, -0.1063178, 0.0, -0.10390281, 0.0262197, 0.060155805, 0.0, -0.24289346, -0.0054961476, 0.045964316, 0.0) * g_10; + result += mat4(-0.1829316, 0.047622137, 0.07963877, 0.0, 0.048703995, -0.0026299425, -0.003712008, 0.0, 0.029338706, 0.096882835, 0.102083966, 0.0, 0.078538164, -0.07247937, -0.06820231, 0.0) * g_11; + result += mat4(-0.02302231, -0.035528302, -0.030674051, 0.0, 0.029780716, 0.031591274, 0.045867007, 0.0, 0.01335752, 0.037001595, 0.04351411, 0.0, -0.11126892, 0.038589563, 0.06444906, 0.0) * g_12; + result += mat4(0.0047764573, -0.063372664, -0.065609895, 0.0, 0.0478139, 0.025694113, 0.025097322, 0.0, -0.1019169, 0.029989049, 0.050038517, 0.0, 0.07504127, -0.017047737, -0.026222635, 0.0) * g_13; + result += mat4(0.0024485083, 0.00640911, 0.008171829, 0.0, -0.014622121, -0.06078096, -0.0800138, 0.0, -0.0062360805, -0.014344496, -0.021332184, 0.0, 0.117842786, -0.103745885, -0.13756834, 0.0) * g_14; + result += mat4(-0.01942775, 0.08720701, 0.104858086, 0.0, -0.05545872, -0.041375194, -0.035368554, 0.0, 0.080331706, -0.021207837, -0.043905254, 0.0, -0.12515299, 3.445463e-05, 0.018742712, 0.0) * g_15; + result += mat4(0.013106969, 0.010379314, 0.012753471, 0.0, 0.07086715, -0.020893, -0.03968904, 0.0, -0.06114372, 0.029510446, 0.035070244, 0.0, 0.11180839, -0.087067656, -0.124039896, 0.0) * g_16; + result += mat4(-0.056521703, -0.001166792, -2.3704073e-05, 0.0, 0.011961608, 0.01848977, 0.019861937, 0.0, 0.012167056, 0.018613879, 0.020505793, 0.0, 0.009734187, -0.0308419, -0.035206888, 0.0) * g_17; + result += mat4(0.0048758825, 0.018046578, 0.014597015, 0.0, -0.061724614, 0.040989272, 0.05644141, 0.0, 0.070315465, 0.008318584, 0.0028647361, 0.0, -0.11316492, 0.043919202, 0.07653594, 0.0) * g_18; + result += mat4(0.031487904, -0.010548384, -0.009984509, 0.0, -0.0022647562, 0.0043304027, 0.0029451603, 0.0, -0.0063251094, -0.013420807, -0.011919729, 0.0, -0.022760967, 0.019141173, 0.01782793, 0.0) * g_19; + result += mat4(0.023055293, 0.028219413, 0.024810018, 0.0, 0.031653803, 0.050207954, 0.04504577, 0.0, 0.03877294, 0.0280465, 0.025589157, 0.0, 0.0019387804, 0.023891818, 0.016049948, 0.0) * g_20; + result += mat4(0.006562233, 0.03880659, 0.037682824, 0.0, -0.021441424, -0.011277022, -0.012471097, 0.0, -0.030526241, -0.013880651, -0.014213582, 0.0, 0.0075785257, -0.0017350517, -0.0024610942, 0.0) * g_21; + result += mat4(0.015097556, 0.020325955, 0.015611413, 0.0, -0.014755199, -0.034323387, -0.032325987, 0.0, -0.008603291, 0.010346807, 0.011044969, 0.0, -0.004739154, -0.026397636, -0.01995132, 0.0) * g_22; + result += mat4(0.0097906375, -0.015094543, -0.016887931, 0.0, -0.0007786067, -0.0069163437, -0.008449091, 0.0, 0.025534432, 0.018064791, 0.017047096, 0.0, 0.00055667467, 0.001493328, 0.003636564, 0.0) * g_23; + result += mat4(-0.042251963, -0.042396102, -0.040224236, 0.0, -0.004492444, -0.0069470624, -0.0065821502, 0.0, 0.062203273, 0.06213223, 0.053592753, 0.0, 0.06424337, 0.07964681, 0.07316769, 0.0) * g_24; + result += mat4(0.026366957, 0.02789826, 0.027239393, 0.0, -0.006712127, -0.0035723334, -0.0032348586, 0.0, -0.04960562, -0.062758155, -0.058574595, 0.0, -0.02896146, -0.020999067, -0.021301663, 0.0) * g_25; + result += mat4(-0.013106142, -0.017057793, -0.014653614, 0.0, -0.04254173, -0.043040022, -0.041918345, 0.0, -0.011146975, -0.0043820064, -0.003768677, 0.0, -0.0027743059, -0.0114479, -0.0082087545, 0.0) * g_26; + result += mat4(-0.10087762, -0.10447133, -0.1005168, 0.0, -0.04165659, -0.04558967, -0.040086865, 0.0, 0.0016493691, 0.0055392827, 0.0070476984, 0.0, -0.018665023, -0.035552308, -0.03375731, 0.0) * g_27; + result += vec4(0.018580848, -0.022256816, -0.0266178, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_UL.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_UL.glsl new file mode 100644 index 0000000..517fda5 --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_UL.glsl @@ -0,0 +1,1704 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.28293434, -0.10095658, -0.013867814, 0.08509398, -0.31489053, -0.26828897, 0.01152665, 0.18905516, -0.23013242, -0.18878274, -0.17923735, -0.32707638, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.3519405, -0.12639853, 0.0981044, -0.23800656, -0.1666394, 0.2548722, -0.09458217, 0.17642984, -0.0016840132, -0.12355663, -0.13711694, 0.25234836, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.14581299, -0.060752276, 0.06813433, 0.32616982, -0.29410994, 0.28217724, -0.2221963, -0.051627193, 0.10754401, 0.31993762, 0.25542948, -0.4268778, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.2716687, -0.13160354, -0.056812827, -0.00881874, 0.3249303, 0.05037425, -0.117648534, -0.26370025, 0.032854702, -0.14214379, 0.10036965, 0.17808898, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.004323515, 0.37651265, -0.39865002, -0.18153298, 0.5224921, -0.11810103, 0.56151056, -0.063698344, -0.17272837, -0.053013492, 0.062254835, 0.28695017, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.2776938, 0.22578415, 0.110299006, 0.27424663, 0.012712999, -0.22353122, -0.0010140019, 0.08163494, 0.3611274, 0.014346184, -0.26426178, -0.26777005, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.09010997, 0.19958799, 0.22421049, 0.054506898, -0.11822318, 0.23656984, 0.11197124, -0.4646639, 0.17118955, 0.33748102, 0.20479581, 0.6810799, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.2121316, -0.08664465, 0.2507115, -0.223455, 0.22042283, -0.20352642, 0.42714027, -0.5048447, -0.10270271, 0.11400399, -0.019575266, 0.40490857, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.091496244, -0.24679382, -0.3801941, -0.08482344, -0.17183328, -0.09308921, -0.059639163, 0.3321586, -0.19797249, -0.17941834, 0.015049101, -0.13793056, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.02313247, 0.016216148, -0.053347506, -0.023317637); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.44157687, 0.1715858, -0.11000502, 0.062367063, 0.21790773, 0.15507151, 0.14760862, -0.2598815, 0.14098467, 0.14019097, -0.26298222, 0.10975315, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.15774319, -0.16769339, -0.49734345, -0.3935963, 0.115124024, -0.08045373, 0.55867237, 0.48593813, 0.058544844, -0.2705686, 0.3303555, 0.4181385, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.16588609, -0.013389144, 0.06600297, -0.09309111, -0.36321074, -0.13877828, 0.4099233, 0.20805255, 0.31892648, 0.16856939, -0.23898357, 0.11751563, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.39999864, 0.46407622, -0.12249342, -0.09798957, 0.122675434, 0.18265116, 0.030651823, 0.14682484, -0.42969155, 0.2486042, 0.13566706, -0.13458017, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.12757893, -0.19025628, -0.16728874, -0.10162156, -0.1577721, -0.174548, 0.29329458, 0.17963637, -0.43279588, 0.088979766, 0.06334896, -0.047701746, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.14359929, -0.12800618, -0.15429202, 0.034745168, 0.15794043, -0.086441815, -0.06520017, 0.26176664, -0.022253495, -0.34480432, -0.009120493, 0.08706416, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.1994137, 0.070990525, 0.3388379, 0.37502727, -0.116911314, 0.2160554, -0.1831974, -0.04184975, 0.2545874, -0.083908126, -0.19057468, -0.13382773, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.46475947, -0.23414738, -0.036689937, 0.018558737, -0.32609373, 0.15265512, -0.055894423, -0.3676328, 0.24501368, 0.12390915, 0.13458043, -0.30162823, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.12621075, 0.046852987, 0.17333286, 0.18997045, 0.3245911, -0.28809196, -0.3660882, -0.5916272, -0.11456223, -0.030912774, 0.17037971, -0.12640971, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.42778614, 0.054881692, -0.23388587, -0.031204376); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.18228084, 0.25933146, 0.1764313, 0.23183075, -0.061067093, 0.34710985, -0.1785006, -0.06471029, -0.23235676, -0.43409523, -0.06639704, 0.30396065, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.31676784, 0.21897513, 0.06466065, 0.42289257, 0.12306216, -0.3928633, 0.09720577, -0.10426061, -0.030383142, 0.03775265, 0.34221298, 0.3827705, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.13229136, 0.37214845, -0.07046923, -0.17644346, 0.5591967, -0.5409525, 0.08944645, -0.047717415, 0.3754216, 0.2979604, -0.14149979, -0.1743562, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.07603316, 0.10389099, 0.07042061, 0.24759614, 0.05822713, 0.29799607, -0.21219468, 0.3884128, -0.010661014, -0.5209726, 0.20311587, -0.39393, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.17486575, -0.22572622, -0.13514778, 0.12839775, -0.25754005, 0.13090849, -0.16364887, 0.37675568, -0.05928962, 0.049174402, -0.37935108, -0.14333783, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.15858985, -0.47485206, 0.4509964, 0.3877553, -0.04848657, 0.22396515, 0.33325925, -0.20703658, 0.14929648, 0.25580746, 0.2795224, -0.0158565, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.030926622, 0.16219522, -0.26666775, -0.27920142, -0.2693319, -0.29130983, -0.2795281, 0.22597994, 0.32512712, 0.16784063, -0.0113234315, -0.10118217, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.32426193, 0.0072339224, 0.08070994, -0.07735796, -0.09247539, 0.23327915, 0.09039661, -0.11836084, -0.2726992, -0.16031814, -0.28027415, -0.029263943, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.20109104, -0.43383566, -0.33850962, -0.13422257, 0.040343326, -0.0819253, 0.26943803, -0.46652415, -0.3474102, 0.41198114, 0.14404535, 0.076806836, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.032911904, -0.0050934837, 0.021853646, -0.17256187); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.08648221, 0.012940912, 0.0694797, 0.021795172, 0.19547985, 0.019256733, -0.099714816, 0.08773751, 0.06443286, 0.08462334, 0.02924696, -0.07673487, 0.061156925, 0.12037308, -0.04778231, 0.010492923) * go_0(-1.0, -1.0); + result += mat4(0.00033161003, -0.19050376, -0.14713565, -0.20729654, -0.122199036, 0.0044957534, 0.19240627, -0.1515226, 0.05051369, -0.08790857, -0.05331543, -0.13356556, -0.019020412, 0.06989371, -0.07270814, 0.06541199) * go_0(-1.0, 0.0); + result += mat4(0.086689815, 0.08965917, 0.38167384, 0.31010604, 0.04204608, 0.095588356, -0.22810745, 0.112243816, 0.016992478, -0.16491304, -0.08901814, -0.038421903, -0.00041658967, -0.03551529, 0.097966395, -0.06240607) * go_0(-1.0, 1.0); + result += mat4(0.13955353, -0.27422932, 0.14655617, -0.07651906, -0.07335902, -0.05214342, 0.35741827, 0.043639295, 0.041774176, -0.08277867, -0.028840896, -0.14434154, 0.029840615, -0.1444494, 0.0417388, -0.05095746) * go_0(0.0, -1.0); + result += mat4(-0.06985613, 0.036354948, -0.22372876, -0.268865, -0.07852222, -0.20930836, 0.06419149, 0.19363879, -0.00020227236, 0.04876036, 0.16503128, -0.05324255, 0.06806321, 0.2646995, -0.04032264, 0.06421368) * go_0(0.0, 0.0); + result += mat4(-0.16930926, 0.10122267, 0.0043684123, 0.14429477, -0.026909696, 0.028725943, 0.20114274, 0.09308162, -0.21070556, -0.13116634, 0.12419461, 0.29118228, -0.052020956, 0.18702126, 0.049802206, 0.09010561) * go_0(0.0, 1.0); + result += mat4(0.08972355, -0.076947, 0.2612936, 0.1700236, 0.21013896, -0.033608798, -0.16835962, -0.17834496, 0.050899435, -0.031109938, 0.066931866, 0.20528825, -0.024127234, -0.23103325, -0.14034404, 0.036399297) * go_0(1.0, -1.0); + result += mat4(0.058897257, 0.24295428, 0.5273254, -0.075384885, -0.03951092, 0.01945271, 0.2180824, -0.10192471, 0.04884028, 0.10811269, -0.056086104, -0.0177891, -0.15046783, -0.02886977, 0.012827891, -0.06317297) * go_0(1.0, 0.0); + result += mat4(0.08919534, 0.0142748635, 0.010994716, -0.116783954, -0.04848956, 0.12802334, -0.42647192, -0.047026183, -0.105416335, 0.014229579, -0.16081032, -0.1652654, 0.04367904, -0.21464449, 0.019457433, -0.053815585) * go_0(1.0, 1.0); + result += mat4(-0.033339895, -0.30358142, 0.03728797, -0.019257398, 0.041582108, -0.042878296, -0.16212925, 0.015385118, 0.1854467, -0.14912623, -0.10073306, 0.029578004, 0.0026831278, -0.1968894, -0.1447477, 0.013980874) * go_1(-1.0, -1.0); + result += mat4(0.097215526, -0.27501073, 0.14077966, 0.07402363, 0.14528856, 0.26862413, -0.23837885, -0.19667485, 0.052117366, 0.012212545, 0.1311111, -0.05480854, 0.02206756, -0.09732581, -0.095444106, -0.12949228) * go_1(-1.0, 0.0); + result += mat4(-0.0737551, -0.35384682, 0.13346575, -0.12573321, 0.12401249, -0.19727409, -0.022039715, -0.36438647, -0.17826872, -0.097721264, 0.10780637, -0.06372213, 0.078226656, -0.2319627, 0.06871096, -0.35198233) * go_1(-1.0, 1.0); + result += mat4(0.016558306, -0.10755727, 0.07563601, 0.10631563, 0.006885377, 0.1507541, 0.028258704, 0.1609311, -0.026250815, 0.033572774, -0.0988431, 0.19565049, 0.024507977, 0.16839874, -0.19923483, 0.08130833) * go_1(0.0, -1.0); + result += mat4(-0.061187252, 0.09036177, -0.12626763, 0.036544666, 0.10568191, 0.087079406, 0.08745061, -0.10461285, 0.15552549, 0.25184712, -0.026420163, 0.028266618, 0.2387882, 0.20997152, -0.08588654, 0.19732232) * go_1(0.0, 0.0); + result += mat4(-0.057315756, 0.04398266, -0.203559, -0.10253955, -0.0009475058, -0.0786754, -0.051641934, -0.4047696, -0.057758473, -0.04819636, 0.053755116, -0.13864025, -0.165071, -0.14622927, 0.16270354, -0.11281594) * go_1(0.0, 1.0); + result += mat4(-0.023654325, 0.113905154, 0.0714336, 0.11184515, 0.12235184, 0.081852525, 0.2880535, 0.1926254, -0.01012154, 0.08924707, -0.06123374, 0.33078554, -0.14329071, 0.043857813, -0.09043615, 0.029145587) * go_1(1.0, -1.0); + result += mat4(0.023949241, 0.10680816, -0.07771331, 0.0008638595, 0.00088304427, 0.00707631, -0.029150054, 0.20421802, -0.051493708, 0.3196773, -0.0046316544, -0.08402997, -0.0020283381, 0.092219375, -0.21898057, 0.043405924) * go_1(1.0, 0.0); + result += mat4(0.10192696, 0.22852643, 0.024926228, 0.004321374, 0.1759848, -0.05959089, 0.03108929, -0.04175589, -0.032808244, -0.002723809, 0.11427024, -0.11884058, 0.085039005, -0.11861457, -0.041716687, 0.0049884217) * go_1(1.0, 1.0); + result += mat4(-0.08531041, 0.031572983, -0.010317835, -0.058514126, -0.028372116, 0.3587181, 0.07155074, -0.018486004, 0.11271158, 0.12346037, 0.14474016, -0.091422975, 0.046279423, -0.19440787, -0.040767148, -0.11089926) * go_2(-1.0, -1.0); + result += mat4(-0.118612625, 0.036904, 0.040823236, 0.0006029242, -0.055478334, 0.065328576, -0.26563334, 0.14299026, 0.039150115, 0.17624554, 0.085402936, -0.007749703, 0.045554906, -0.051315133, -0.0989155, 0.023874454) * go_2(-1.0, 0.0); + result += mat4(-0.08904957, 0.13246936, -0.1362266, 0.075549126, 0.015976984, -0.078003414, 0.27895245, -0.1714908, 0.05061789, 0.05510105, -0.011142018, 0.13279557, 0.122630805, 0.12880847, 0.2334916, 0.450533) * go_2(-1.0, 1.0); + result += mat4(0.13635479, 0.12008325, 0.13332775, -0.1923403, 0.061475966, 0.12471921, 0.1438346, -0.30003113, 0.16227812, -0.011259031, -0.15664785, 0.082009956, 0.15664162, -0.14316271, 0.10871211, -0.23067066) * go_2(0.0, -1.0); + result += mat4(-0.17403863, -0.100490384, -0.056628566, 0.056505267, 0.03132433, 0.02990612, -0.023741463, -0.2221617, -0.023024872, -0.17946845, -0.014884968, 0.09488175, -0.08467482, -0.18569513, -0.08882533, -0.096383005) * go_2(0.0, 0.0); + result += mat4(0.036448594, 0.008876679, 0.082974724, -0.07486944, -0.1466638, -0.17435108, -0.08396226, 0.05346215, -0.13232903, -0.07391497, 0.19908291, 0.059030067, -0.017662045, 0.020650625, -0.20734224, 0.20043914) * go_2(0.0, 1.0); + result += mat4(-0.03861711, 0.06406407, 0.05915599, -0.0029750194, 0.046107147, -0.23294666, 0.019285874, 0.11214502, -0.05762434, -0.043726444, 0.010243058, -0.013164875, 0.033796065, -0.027231356, 0.18135343, -0.06158567) * go_2(1.0, -1.0); + result += mat4(-0.0061139134, 0.08773726, 0.05263668, -0.017488463, -0.021532185, -0.06330985, 0.03339514, 0.29500782, 0.19531941, -0.0625388, -0.0988155, 0.029160276, -0.14122078, -0.18272889, 0.035498794, -0.09119196) * go_2(1.0, 0.0); + result += mat4(0.21229745, -0.13745296, -0.02434639, 0.018458553, 0.1591066, 0.057361145, -0.034690984, -0.06146371, -0.2245296, -0.14576864, 0.053850707, -0.08887415, -0.17651638, 0.14863127, -0.07008009, 0.009406358) * go_2(1.0, 1.0); + result += mat4(-0.09558068, 0.08203744, 0.09736194, -0.08479601, -0.07671097, -0.13729817, 0.15081742, -0.107025385, -0.13094948, -0.11489214, 0.08040859, 0.18286897, -0.06001431, -0.16890974, -0.034702767, 0.06418509) * go_3(-1.0, -1.0); + result += mat4(-0.057768498, 0.121774144, 0.09370627, 0.04913383, 0.07690142, 0.0735232, 0.22072591, 0.023539443, 0.05777623, 0.32322824, 0.3281115, 0.08541682, 0.027571213, 0.08204197, -0.036617927, -0.11496138) * go_3(-1.0, 0.0); + result += mat4(0.10667931, 0.060036145, 0.17550562, 0.0036066761, -0.1475781, -0.0125017725, 0.1585272, -0.30022824, 0.020694837, 0.041336745, 0.34374732, 0.11649956, 0.0702352, 0.10661717, -0.018115027, 0.066765435) * go_3(-1.0, 1.0); + result += mat4(-0.031910367, 0.08394783, -0.12302906, 0.080788575, 0.056613773, 0.13485114, 0.14046827, -0.0015214924, -0.27299604, 0.043092493, 0.0110908365, 0.0120844785, 0.13837345, 0.14274547, -0.07037318, 0.073410094) * go_3(0.0, -1.0); + result += mat4(0.11933822, -0.019749384, -0.14604573, 0.23067194, 0.07458434, 0.19018115, -0.09794594, -0.028165665, 0.34246337, -0.15636346, 0.2909177, 0.049812693, 0.002857417, -0.15300918, 0.28885588, -0.017372042) * go_3(0.0, 0.0); + result += mat4(0.017289294, -0.034632802, 0.21390542, -0.010042412, -0.041615892, -0.08253338, -0.30123362, -0.19299945, 0.25370637, 0.093409844, -0.09362771, -0.17982802, -0.031628486, -0.09360746, 0.13314822, -0.034462616) * go_3(0.0, 1.0); + result += mat4(0.106429726, 0.016680025, -0.0529926, -0.17085713, -0.22584449, -0.07722329, 0.30886117, 0.10528744, 0.010045352, 0.099818386, -0.1433606, -0.24887395, -0.04677741, 0.113051936, -0.062035765, -0.03359467) * go_3(1.0, -1.0); + result += mat4(-0.10257249, -0.16084161, -0.058020744, 0.096825816, 0.19502446, -0.12214713, 0.078723475, 0.124732524, -0.15987179, -0.110849984, 0.1198203, 0.018647604, 0.114340924, -0.027776286, -0.07801131, 0.022275787) * go_3(1.0, 0.0); + result += mat4(0.20298952, -0.069290765, 0.018832127, -0.17501442, 0.32367796, -0.20510589, 0.15283914, 0.16110845, 0.23468657, 0.12490908, 0.0031354423, 0.33064207, -0.089915626, 0.16466871, -0.2302326, 0.008596628) * go_3(1.0, 1.0); + result += mat4(0.07267445, 0.13096274, -0.22805755, -0.03723183, 0.055223588, -0.005618507, -0.022076515, -0.07149474, -0.121041514, 0.22917031, 0.066897914, -0.07756685, 0.024709817, 0.009276744, 0.014564059, 0.057168677) * go_4(-1.0, -1.0); + result += mat4(0.12088462, -0.21629183, -0.01628627, 0.13085558, 0.09959188, -0.26857927, 0.099242754, -0.014361698, -0.06972168, 0.01484912, -0.14507025, 0.036060054, 0.010170308, -0.038049888, -0.009749429, 0.02627631) * go_4(-1.0, 0.0); + result += mat4(0.014381424, -0.08200522, 0.016342247, -0.05138454, -0.048430134, 0.14594877, -0.3555319, 0.031946313, 0.10650339, 0.18046476, -0.24730566, 0.1373742, -0.119868465, 0.09006262, -0.043326948, 0.14803706) * go_4(-1.0, 1.0); + result += mat4(0.041357175, 0.018529125, -0.10729679, -0.048498925, -0.10630771, -0.1541114, -0.033143718, -0.22726057, -0.07868649, -0.13653874, 0.17372914, -0.12425049, 0.20172423, -0.13046068, 0.043416902, 0.022640392) * go_4(0.0, -1.0); + result += mat4(0.0996741, -0.2517156, 0.19852571, -0.0021035601, 0.10721118, -0.05211148, -0.19747794, -0.09467657, -0.023530629, -0.3026388, 0.18776762, -0.083951, -0.23070371, -0.29687774, 0.19042933, 0.082099915) * go_4(0.0, 0.0); + result += mat4(-0.14246128, -0.11360154, 0.042512555, 0.050347224, 0.15101464, 0.096761174, -0.09809747, 0.18949512, 0.08265103, 0.10818854, -0.06522224, 0.20080575, 0.04467876, 0.16536511, -0.17993684, 0.00630444) * go_4(0.0, 1.0); + result += mat4(-0.06804489, -0.08932311, 0.11452633, -0.1371827, -0.038583722, -0.044566132, 0.11590918, 0.06928946, 0.09499521, -0.28891554, -0.039033752, -0.24065344, -0.008447823, -0.22869939, -0.1481265, -0.14827704) * go_4(1.0, -1.0); + result += mat4(-0.040538706, -0.16607454, 0.066053875, -0.13771453, -0.26502058, -0.090013534, 0.10899838, 0.035818875, -0.025965845, -0.38602746, 0.11832495, -0.05114795, -0.0024577992, -0.131609, 0.031598363, 0.03701916) * go_4(1.0, 0.0); + result += mat4(-0.058901474, -0.32447273, -0.009171959, 0.0660178, -0.060969505, 0.032002755, 0.1673554, 0.08129589, -0.027818324, 0.11499822, 0.047595307, 0.1351946, -0.10076986, 0.109632365, -0.15808961, -0.082471184) * go_4(1.0, 1.0); + result += mat4(0.11876087, 0.01871506, -0.15440665, 0.030330261, 0.0027066949, -0.14246738, 0.07165973, 0.01423915, -0.06284659, -0.21748444, -0.09141415, 0.0077323355, 0.0007271684, 0.1327971, 0.021298295, 0.029493187) * go_5(-1.0, -1.0); + result += mat4(-0.10310914, -0.07170663, -0.2685449, -0.15668112, 0.10965974, -0.027063346, 0.15944144, -0.16771634, -0.08454698, -0.12480185, 0.17647612, 0.17139068, -0.09694541, 0.14676706, 0.1353608, 0.11373892) * go_5(-1.0, 0.0); + result += mat4(-0.0808586, -0.02986483, 0.23335268, -0.05220655, -0.21456684, 0.089947656, -0.2306551, 0.23438993, -0.26377395, -0.00432009, -0.002377239, -0.0024554976, -0.11019007, -0.0772975, -0.119338326, -0.42517295) * go_5(-1.0, 1.0); + result += mat4(0.10294163, -0.024664093, 0.019653833, 0.034689307, 0.05632113, -0.31289428, -0.08254052, 0.13217352, 0.15772913, -0.09128828, -0.012524978, -0.06561359, -0.13107683, 0.23463258, -0.18762761, 0.22209615) * go_5(0.0, -1.0); + result += mat4(0.06301127, 0.12489633, 0.025658585, -0.09527329, 0.009095258, -0.2463554, -0.0047031543, 0.119088694, 0.14065374, 0.19576642, 0.26679346, 0.03845879, 0.13757762, 0.10764672, -0.046270162, -0.11690896) * go_5(0.0, 0.0); + result += mat4(-0.04519331, 0.002319274, -0.0704514, 0.029526047, 0.13251334, 0.2868927, -0.06838931, 0.11092056, 0.15345666, 0.16911614, 0.06869024, -0.03073747, 0.065442406, 0.018865792, 0.081815384, -0.20803072) * go_5(0.0, 1.0); + result += mat4(0.06323602, -0.010242011, 0.10209268, -0.04929, -0.006704608, 0.30939466, 0.1744392, -0.10929571, -0.493058, -0.13673118, -0.12486283, -0.41315997, -0.036514506, 0.0937269, -0.16995876, 0.15627468) * go_5(1.0, -1.0); + result += mat4(-0.13764359, -0.028645532, 0.006338959, 0.058005866, 0.08327983, 0.17576805, 0.17758359, -0.16738725, -0.26176876, 0.07402525, -0.02212828, 0.16919926, 0.3348425, 0.032946147, 0.09707724, 0.10009711) * go_5(1.0, 0.0); + result += mat4(-0.2091657, 0.068191156, 0.09357867, -0.05217846, -0.1104997, 0.05062617, 0.016883407, -0.053662494, 0.24314725, 0.19810323, -0.065943204, 0.25030002, 0.08373754, -0.16690144, 0.03141188, -0.101124324) * go_5(1.0, 1.0); + result += vec4(-0.08736043, 0.2861529, -0.005863071, -0.004482026); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.04347682, -0.042527717, 0.057372455, 0.25276724, -0.057298373, 0.16023909, 0.21286428, -0.022668337, -0.21247427, -0.14335708, 0.19040126, 0.08368367, 0.0033008587, 0.03252031, -0.1777948, -0.082336985) * go_0(-1.0, -1.0); + result += mat4(-0.12568378, -0.08425814, 0.004957988, -0.12844385, 0.055799566, 0.21515216, -0.20364483, -0.05265174, -0.011742827, -0.053792574, -0.15443824, 0.007910115, -0.045762774, 0.03763922, 0.014743974, -0.07495264) * go_0(-1.0, 0.0); + result += mat4(0.095623426, 0.118021496, -0.3646953, 0.22952312, -0.06988015, 0.07823983, 0.10331074, 0.18235193, 0.10575183, 0.017832384, 0.099051595, -0.16202737, -0.065919116, -0.027154202, 0.19286686, -0.41187564) * go_0(-1.0, 1.0); + result += mat4(-0.18027067, -0.15459284, -0.5194294, 0.15895993, -0.19545266, 0.11350413, 0.08665067, 0.053280413, -0.07407145, -0.04798788, -0.13345626, 0.1258462, 0.047066033, -0.040642574, 0.08591159, -0.10039696) * go_0(0.0, -1.0); + result += mat4(-0.080157764, 0.22366004, 0.17739227, 0.033781976, -0.045201484, -0.047641475, -0.07896631, -0.08679443, 0.10642969, 0.06992287, 0.041175313, -0.16435929, 0.15798622, -0.004883945, 0.08247824, -0.056977544) * go_0(0.0, 0.0); + result += mat4(-0.05262759, 0.015417186, 0.108641304, 0.005705979, -0.013303744, -0.016400715, -0.24967128, -0.13471037, 0.07906222, 0.07200451, 0.12428817, -0.05694691, -0.022635266, -0.08490837, -0.01682493, 0.08025121) * go_0(0.0, 1.0); + result += mat4(0.4013514, -0.09885115, -0.13964225, 0.0066076894, 0.035656366, -0.061563164, 0.005582264, 0.03445424, -0.0898461, 0.07694695, -0.06430643, 0.26156837, -0.045181878, -0.16155554, -0.008806556, 0.023297746) * go_0(1.0, -1.0); + result += mat4(0.014314168, 0.03040408, 0.079562426, 0.104040965, 0.15035652, -0.11237077, -0.04587703, 0.0664186, 0.011188344, 0.27792045, 0.03491885, 0.047752786, -0.02133782, 0.19199622, 0.03265004, 0.112835735) * go_0(1.0, 0.0); + result += mat4(-0.22900657, 0.19636537, 0.024062308, 0.004805258, 0.19197865, -0.26876372, 0.22812407, -0.13273205, 0.1163973, -0.016603881, 0.11751584, 0.07571751, -0.016665185, -0.020726109, -0.15382238, -0.05721929) * go_0(1.0, 1.0); + result += mat4(0.047688257, -0.04328092, 0.00020037305, -0.0030449564, 0.21016575, -0.3156827, 0.109759815, -0.012477153, -0.037765514, -0.19186607, 0.11098016, -0.122981705, 0.030443244, -0.27449754, 0.12108516, 0.14917934) * go_1(-1.0, -1.0); + result += mat4(-0.015644934, 0.017102094, 0.068102054, 0.11661995, -0.13552219, 0.030102659, 0.14208834, 0.034298997, 0.06434777, -0.16380474, -0.10679716, -0.052865673, 0.03549326, -0.116048254, 0.16329505, 0.19959521) * go_1(-1.0, 0.0); + result += mat4(-0.007844256, -0.033616025, 0.040885374, 0.0077286726, -0.057888485, 0.05796843, 0.0665138, -0.189592, -0.02662338, 0.022530284, 0.08647752, 0.054335136, 0.031057479, 0.03635868, 0.0933932, 0.064375274) * go_1(-1.0, 1.0); + result += mat4(0.15531783, -0.21395409, -0.124851726, 0.049151056, -0.17787859, 0.07594992, 0.048780512, 0.0029584337, 0.013994473, -0.34576252, -0.05831177, 0.030209891, 0.009173122, -0.32105917, 0.026620382, 0.27054143) * go_1(0.0, -1.0); + result += mat4(0.031326182, 0.11699003, -0.1819442, -0.30510914, -0.21830374, 0.06375399, -0.11343298, 0.20248312, -0.032249533, 0.1300983, -0.23744828, -0.03899525, 0.095936954, 0.075583026, -0.18192224, 0.016086053) * go_1(0.0, 0.0); + result += mat4(-0.24321534, 0.1016422, 0.084550686, -0.007922614, -0.16052304, -0.09632171, 0.09476528, 0.03964334, -0.00061841257, 0.11085015, 0.16789092, 0.058375813, -0.021924267, 0.26049414, -0.04622306, 0.03622448) * go_1(0.0, 1.0); + result += mat4(0.05655466, -0.10016316, -0.026551498, 0.12944251, 0.06387257, 0.08759442, -0.040214762, -0.05403373, -0.001911277, -0.045361456, -0.29783988, -0.11533991, 0.07864674, -0.03580795, 0.09282203, 0.18479614) * go_1(1.0, -1.0); + result += mat4(-0.019557253, -0.01953009, 0.1073159, -0.077327915, -0.3287939, 0.08561906, -0.16314861, -0.14830309, -0.031493217, -0.050918207, 0.13767132, -0.25257835, 0.029513458, 0.1548974, -0.048502877, 0.0022710229) * go_1(1.0, 0.0); + result += mat4(0.0022606663, 0.048681643, -0.06014017, 0.23443368, -0.086114794, 0.017463014, -0.073657446, -0.0013138334, -0.053271778, 0.29075313, 0.07355574, 0.14009497, -0.15303768, 0.21335968, -0.17516625, 0.03268628) * go_1(1.0, 1.0); + result += mat4(-0.012742161, -0.041635115, 0.168062, -0.028525194, -0.030566072, -0.027266532, 0.0359287, -0.07139233, 0.061290823, -0.04036332, 0.04897623, 0.13846754, 0.039383594, 0.12339301, -0.026180696, -0.0051744552) * go_2(-1.0, -1.0); + result += mat4(-0.03748404, -0.026544569, 0.11102617, -0.22780292, 0.06731992, -0.15827416, 0.09802122, 0.11640033, 0.00039111794, 0.072100006, -0.053455148, 0.06592366, -0.09381082, 0.13634324, -0.08554314, 0.016439624) * go_2(-1.0, 0.0); + result += mat4(0.10113021, 0.08261971, -0.16603, -0.009958334, 0.03756299, -0.004461027, 0.08559942, -0.012674885, -0.03848595, 0.002108679, 0.021565402, -0.046234082, 0.04603834, 0.09276165, -0.29686695, -0.015194743) * go_2(-1.0, 1.0); + result += mat4(0.053909358, 0.0835715, -0.116176985, 0.22114189, 0.17204702, -0.17098549, -0.08065474, -0.015051904, 0.14268506, -0.117853105, -0.0038547963, -0.099558994, -0.12031682, 0.11549271, 0.0201697, 0.093561895) * go_2(0.0, -1.0); + result += mat4(-0.056914307, 0.18547982, -0.09208387, -0.00943169, -0.024476565, 0.020612689, 0.04417863, 0.14231037, -0.05794176, 0.19624077, -0.10561953, -0.1312564, -0.09621997, -0.055228855, -0.06481115, 0.07939849) * go_2(0.0, 0.0); + result += mat4(-0.09013716, -0.12869088, -0.14419042, -0.021643816, -0.123301044, 0.1077149, -0.058566347, 0.010407963, 0.009403472, -0.07660888, 0.09947006, -0.07434618, -0.014246012, -0.24914171, 0.0034662948, -0.05013118) * go_2(0.0, 1.0); + result += mat4(-0.070962735, 0.06716404, -0.15136454, 0.02027541, -0.107001044, 0.50334495, -0.039790098, 0.08286825, -0.0010944081, 0.1031829, -0.011431386, -0.08257687, -0.18531963, -0.14856398, 0.024649108, 0.047142852) * go_2(1.0, -1.0); + result += mat4(0.049574193, 0.07180735, 0.047850125, -0.051012892, -0.00040669146, 0.4140869, -0.088046245, -0.036824025, -0.03582775, 0.26769164, -0.06151275, -0.09666011, 0.2566442, -0.09799407, 0.097338095, -0.026725585) * go_2(1.0, 0.0); + result += mat4(0.1490444, -0.06516709, 0.10439169, -0.034240134, -0.041965652, -0.2079741, -0.09079767, 0.15088585, 0.022063766, -0.07552733, 0.0012785956, -0.16747397, 0.10525993, -0.09890853, 0.10660105, 0.21784192) * go_2(1.0, 1.0); + result += mat4(0.07042895, 0.16030453, 0.0030912263, -0.027933247, -0.3086125, -0.28822276, -0.400802, 0.2096595, 0.08857404, 0.34754908, -0.15951826, -0.35737038, -0.038460553, 0.007917597, 0.2774085, -0.08004489) * go_3(-1.0, -1.0); + result += mat4(-0.038472448, -0.0174679, -0.107170366, -0.037775494, -0.054595813, -0.21341673, 0.21892805, 0.12125601, 0.058354914, -0.35335168, -0.21329384, -1.0650489, 0.059367847, -0.02849481, 0.001276761, -0.30784246) * go_3(-1.0, 0.0); + result += mat4(-0.050561953, 0.0007092989, -0.13955325, -0.07106547, 0.12613517, -0.0822321, 0.14023048, -0.20781253, 0.0041748453, 0.157751, -0.14171253, -0.9330524, -0.0035482922, -0.17769572, -0.1528532, -0.32141888) * go_3(-1.0, 1.0); + result += mat4(-0.040014382, 0.24272937, 0.12577556, -0.10304328, 0.12054429, -0.14819793, -0.46691173, 0.12551397, 0.21042542, 0.040414993, 0.2664476, -0.0624471, -0.10776527, 0.03234498, -0.14870068, -0.05700082) * go_3(0.0, -1.0); + result += mat4(-0.15521951, -0.099391945, -0.31356367, -0.006449893, 0.059501357, 0.16860132, 0.2637131, -0.035344128, -0.20164591, -0.0771766, 0.22611247, -0.40267792, -0.060890198, 0.060215253, 0.093219444, -0.3483) * go_3(0.0, 0.0); + result += mat4(0.03416117, -0.1827499, -0.15668888, -0.10794011, -0.075220324, 0.12177839, -0.07486823, 0.21677534, -0.039297394, -0.14563735, 0.05120258, -0.00035666916, 0.12478138, 0.04741504, 0.2288785, -0.17462626) * go_3(0.0, 1.0); + result += mat4(-0.02980817, 0.087366745, 0.043035574, 0.040445086, 0.07882225, 0.030239558, -0.117186725, 0.19092828, -0.037465222, -0.10581845, -0.055081632, -0.15845117, 0.07946355, 0.14760616, -0.022140944, 0.11649563) * go_3(1.0, -1.0); + result += mat4(-0.19723393, 0.024121622, -0.27199838, 0.07334678, -0.07288629, 0.17650653, -0.22066317, -0.13322048, 0.0069257803, -0.24415702, 0.09925061, 0.33271804, 0.0033860113, -0.18174358, -0.13197216, -0.018403139) * go_3(1.0, 0.0); + result += mat4(-0.093481295, -0.28051332, -0.032411367, -0.14152545, 0.18546024, 0.26412115, 0.07146612, 0.036084935, -0.27073604, -0.010888752, -0.13251275, 0.052145492, -0.0332615, 0.06561024, -0.12152722, 0.25903332) * go_3(1.0, 1.0); + result += mat4(-0.14281613, 0.07859564, 0.0066864006, -0.15937181, -0.12278831, 0.311999, 0.025959859, 0.02308115, -0.03229773, 0.2645761, -0.13995989, 0.10817364, 0.07908819, 0.42388916, -0.17739546, 0.10429196) * go_4(-1.0, -1.0); + result += mat4(0.2201895, -0.2196956, 0.14305998, -0.3301203, 0.16685095, 0.09164033, 0.031294953, -0.05854433, -0.06691493, 0.1518185, 0.038523998, 0.05256842, -0.047954578, 0.1683237, 0.0048684916, -0.10664451) * go_4(-1.0, 0.0); + result += mat4(-0.026817175, -0.029176721, 0.24391933, 0.017680334, 0.15134846, -0.15139282, 0.29651865, 0.12128057, 0.044055674, 0.023059618, -0.054705862, -0.025505943, -0.019943522, -0.032058105, -0.30078474, 0.28300348) * go_4(-1.0, 1.0); + result += mat4(-0.15246257, 0.16519837, 0.030530507, 0.0019738604, -0.09898821, -0.10236442, -0.15473707, 0.1960111, 0.08083462, 0.1931143, 0.053789698, 0.063627414, -0.10000871, 0.1890801, -0.039166793, -0.035554815) * go_4(0.0, -1.0); + result += mat4(-0.008138058, -0.090632096, 0.09218409, -0.1870409, 0.006966406, -0.036867052, -0.1109265, 0.15594107, -0.06334745, -0.025499493, 0.16426682, 0.024393357, 0.0060975226, 0.08250694, -0.022282967, -0.09879987) * go_4(0.0, 0.0); + result += mat4(0.06807879, 0.127161, -0.20435798, -0.11276813, -0.035021268, -0.019755092, -0.17415504, 0.060618974, 0.12325889, -0.12290322, -0.05086793, 0.14947659, 0.023935383, -0.032783996, -0.029157335, -0.006670329) * go_4(0.0, 1.0); + result += mat4(-0.14423427, 0.07715571, 0.06842541, -0.24895051, -0.06428334, -0.07863047, 0.23238844, 5.274231e-05, 0.048996497, 0.17647398, 0.413201, -0.31975266, -0.030216858, 0.04867342, -0.30262446, -0.15375552) * go_4(1.0, -1.0); + result += mat4(0.23534048, 0.092139505, 0.012503786, 0.116008915, -0.0898572, -0.17778875, 0.16141091, 0.3644637, 0.043014687, -0.031378243, 0.11754703, -0.38509452, 0.1001422, 0.036844354, -0.0051652407, 0.036642574) * go_4(1.0, 0.0); + result += mat4(0.08065526, -0.14093323, -0.027013494, -0.112644374, -0.019306205, -0.10695108, -0.21220952, -0.039872676, -0.09730943, -0.47728395, -0.28284085, -0.07133749, -0.04755162, -0.14241156, -0.01632541, -0.009647049) * go_4(1.0, 1.0); + result += mat4(0.07490686, -0.06242466, 0.15567005, -0.16337247, -0.2887383, 0.2881797, -0.121348776, 0.060069725, -0.03536951, -0.24556357, -0.35177758, -0.11175104, -0.0073047564, -0.06645475, 0.014323825, 0.058212377) * go_5(-1.0, -1.0); + result += mat4(0.03256386, -0.05097925, 0.27179804, -0.09543428, 0.161455, 0.023938831, 0.10773267, -0.10486564, 0.076764554, 0.06358945, -0.18258472, 0.08324786, 0.06467844, -0.20269682, 0.046431858, -0.08359799) * go_5(-1.0, 0.0); + result += mat4(-0.086718775, 0.029116197, -0.020623617, -0.010007143, -0.0062927944, 0.028177656, -0.07210879, 0.06786677, 0.023476062, 0.17860489, -0.06256401, 0.061757386, -0.046495005, -0.055532746, 0.15595034, 0.12336579) * go_5(-1.0, 1.0); + result += mat4(0.08569872, -0.03291618, 0.18875046, -0.080043204, 0.19672358, 0.0756269, 0.02688733, 0.16277955, -0.060868777, -0.037449554, 0.020366343, -0.28260133, 0.30251002, -0.08898951, 0.002503838, -0.031098645) * go_5(0.0, -1.0); + result += mat4(0.09120409, -0.04983847, 0.07688438, 0.008763123, -0.09732479, 0.21332602, -0.13068666, -0.030675085, 0.31382635, 0.0012199014, -0.18128653, 0.30740625, -0.100602135, 0.08708379, 0.112137444, -0.03682313) * go_5(0.0, 0.0); + result += mat4(0.0709511, -0.04224951, -0.05609049, -0.0006408909, -0.030565612, -0.012263292, -0.009747451, -0.07244236, 0.054749947, -0.01405017, 0.009567654, -0.074202195, -0.06860078, 0.13089342, -0.06874847, -0.03219275) * go_5(0.0, 1.0); + result += mat4(0.1576853, -0.2683739, -0.025735255, -0.06460345, 0.075857066, -0.59675205, 0.11202596, 0.14385986, -0.06844365, -0.23115703, 0.12929395, -0.12881753, 0.009042129, 0.105781116, -0.055749435, -0.081277415) * go_5(1.0, -1.0); + result += mat4(0.13527077, -0.03984972, 0.018804315, 0.12699783, -0.17789197, -0.30242765, 0.09397843, 0.090828404, -0.059823766, 0.044621762, 0.25259614, -0.19707985, -0.13368398, 0.20000716, -0.009788325, -0.20149179) * go_5(1.0, 0.0); + result += mat4(-0.041884087, -0.059512906, -0.0896845, 0.06103581, 0.110947184, 0.10910047, -0.0047273464, 0.079314105, -0.121069044, 0.10926088, 0.13192393, 0.13567427, 0.109372094, 0.06015443, 0.100631915, -0.224153) * go_5(1.0, 1.0); + result += vec4(0.022030555, -0.05006568, 0.014002339, 0.023597209); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09202538, -0.081250995, 0.13399354, -0.09287109, 0.075870514, -0.046435528, 0.06888035, 0.07559372, 0.047911238, 0.1541559, 0.016089845, -0.020714905, 0.034469247, 0.09413617, -0.06726056, 0.04964387) * go_0(-1.0, -1.0); + result += mat4(0.22596729, 0.02889021, -0.048012562, 0.14605793, -0.086510226, 0.09049988, -0.0024043226, 0.07370351, -0.02844908, 0.056516882, -0.12932102, -0.080092, -0.014557861, 0.2417015, 0.24414025, -0.08637478) * go_0(-1.0, 0.0); + result += mat4(-0.08709868, -0.15894723, 0.051107977, -0.007953947, -0.005816434, 0.15406336, -0.08382943, 0.06931645, 0.10049424, -0.10653088, 0.2009932, 0.15972902, 0.02209797, -0.008090025, 0.058555678, 0.044184227) * go_0(-1.0, 1.0); + result += mat4(-0.14687128, 0.08516212, -0.090116605, -0.053017177, -0.09254908, -0.043845087, -0.02666236, -0.12203544, -0.043807525, 0.14893356, -0.11529748, -0.06253818, -0.010695381, -0.10081673, -0.0314329, -0.044264063) * go_0(0.0, -1.0); + result += mat4(0.021610646, -0.16695172, -0.31326374, 0.05392923, 0.12519042, 0.12159836, -0.07893999, -0.10245254, 0.10427483, -0.042931017, -0.18065664, 0.01107328, 0.110220656, -0.06329314, -0.044132728, -0.004572783) * go_0(0.0, 0.0); + result += mat4(0.01665856, 0.121704906, -0.2353256, 0.16223833, 0.04024997, -0.01792505, 0.14950873, -0.06683434, 0.004776299, 0.011929818, 0.07254882, 0.03820532, 0.31055966, 0.08748786, 0.0073042163, 0.2684048) * go_0(0.0, 1.0); + result += mat4(-0.23074506, -0.06215829, 0.053791784, 0.22733828, -0.11443747, -0.15169612, 0.040388454, -0.007505497, 0.005672369, 0.0026797412, -0.001197972, 0.007488197, -0.0024618902, 0.10131061, -0.07500523, -0.013001146) * go_0(1.0, -1.0); + result += mat4(-0.0776098, -0.060467657, 0.063401155, -0.3178554, 0.046797205, -0.10740315, 0.02085142, 0.101416804, -0.1198098, -0.02295822, 0.039581314, -0.048711125, -0.06259446, -0.11206371, -0.0053890026, -0.070524804) * go_0(1.0, 0.0); + result += mat4(-0.12901165, 0.21051991, -0.1142095, 0.22749256, -0.023643937, -0.046942696, -0.060973406, -0.057919096, -0.22156318, -0.051061176, 0.0916328, 0.012217941, -0.17102586, -0.18390712, 0.006507473, -0.029991195) * go_0(1.0, 1.0); + result += mat4(-0.2522444, -0.03696223, -0.18561353, 0.13687257, 0.073648125, 0.13678576, 0.16931336, 0.00949838, -0.038437508, -0.059626862, 0.05821261, -0.07623236, -0.08685592, -0.17067757, 0.174131, -0.025060346) * go_1(-1.0, -1.0); + result += mat4(0.104338415, -0.096368395, -0.029887693, 0.032492615, 0.041827764, 0.24553889, 0.099045165, 0.059192423, 0.023159435, -0.043454442, 0.10354106, 0.17867453, -0.1752651, 0.16507833, -0.09264873, 0.038281262) * go_1(-1.0, 0.0); + result += mat4(0.06404952, 0.014349881, -0.08079635, -0.18684097, -0.021107968, 0.1474591, 0.02128032, 0.052345317, 0.19520657, -0.18109623, 0.12578261, 0.034501765, -0.1369868, -0.05843081, 0.16561405, -0.06775279) * go_1(-1.0, 1.0); + result += mat4(0.08673276, 0.14922544, 0.12579706, 0.12474029, -0.06912261, -0.104719676, 0.27239847, -0.13122962, -0.05688415, 0.1428628, 0.00895786, -0.032757584, 0.019906566, -0.17429581, -0.10528849, 0.13250664) * go_1(0.0, -1.0); + result += mat4(0.1025883, 0.16903317, 0.24479683, 0.08272392, -0.12168113, 0.09135378, 0.06919754, -0.24658537, 0.014526622, 0.08442609, -0.30363482, -0.03433778, 0.037446275, 0.030086113, -0.07519447, -0.068841174) * go_1(0.0, 0.0); + result += mat4(0.024311058, -0.08233637, -0.16022089, -0.1597245, 0.050970588, -0.10577119, -0.1112992, -0.052199256, -0.0849103, -0.3776085, -0.21930903, -0.20542654, -0.01871536, 0.10911211, 0.07675561, -0.024964388) * go_1(0.0, 1.0); + result += mat4(0.12411877, -0.00519536, 0.0480481, -0.10641975, -0.0010129698, -0.049957395, 0.0066010677, -0.07925235, 0.1930976, 0.5361102, -0.056495357, -0.05665149, -0.1270014, 0.041294765, -0.15627688, 0.018746065) * go_1(1.0, -1.0); + result += mat4(0.13720295, 0.085025266, 0.05471863, 0.038614765, -0.06960719, 0.16281144, -0.21186842, -0.1941425, 0.095628515, 0.084828205, 0.02530074, 0.11415585, 0.10537103, -0.0586968, 0.019073522, -0.055825945) * go_1(1.0, 0.0); + result += mat4(-0.21141429, 0.01108361, -0.14758278, 0.08792016, -0.0016714301, -0.0030396983, -0.12766738, -0.08827425, -0.07848207, -0.13752016, 0.013766901, 0.09635439, -0.079080686, -0.14922711, 0.06670641, -0.080326416) * go_1(1.0, 1.0); + result += mat4(0.20643076, -0.00499668, 0.23666923, -0.17106888, 0.12709226, 0.00981184, 0.028967496, 0.016210513, 0.12393452, 0.0043048155, 0.05266705, -0.094970286, 0.005504978, -0.050391, 0.10117381, 0.09549521) * go_2(-1.0, -1.0); + result += mat4(0.04931849, -0.0065390305, 0.08863048, -0.0947855, 0.15617795, -0.17475569, 0.10392811, 0.035971895, 0.03656791, -0.12339292, 0.010653483, 0.08514984, 0.15630373, 0.15763232, -0.012078789, -0.026336702) * go_2(-1.0, 0.0); + result += mat4(0.13140163, 0.07304222, 0.03644733, 0.09648337, -0.017975705, -0.072331324, 0.0029975558, -0.021666657, -0.020042133, 0.044821594, 0.037660487, 0.09642576, 0.06416202, 0.014092053, -0.043693382, -0.051554378) * go_2(-1.0, 1.0); + result += mat4(-0.23793697, -0.0014973939, -0.08946259, 0.067851745, -0.019646896, -0.19535433, 0.10289966, 0.0010244731, -0.20782173, 0.0020514326, -0.16879739, 0.17888409, -0.124513365, -0.07472942, -0.0588901, -0.2092017) * go_2(0.0, -1.0); + result += mat4(0.060483094, 0.059208773, 0.08345, 0.0010649676, -0.23659356, 0.3603475, 0.0053207604, -0.03345199, 0.020284697, -0.01113311, 0.11211144, 0.053414755, 0.1895607, -0.15760773, -0.23431808, 0.043709636) * go_2(0.0, 0.0); + result += mat4(0.080154695, -0.064768635, -0.12550141, -0.08824165, -0.07509624, -0.0713246, -0.22137038, 0.0921876, -0.025354594, -0.24898566, -0.028864942, -0.16679515, -0.08982522, 0.029950809, -0.06993633, 0.12565832) * go_2(0.0, 1.0); + result += mat4(-0.20841017, 0.06321075, -0.04099131, 0.07732559, -0.08110228, 0.20876545, -0.11388175, 0.27826598, -0.15344119, 0.09446656, 0.2735643, 0.079110265, -0.043845385, 0.029875547, 0.12783948, -0.10298459) * go_2(1.0, -1.0); + result += mat4(0.08580364, -0.08134692, -0.085382804, -0.09634259, -0.07509618, -0.12689087, 0.05720452, -0.1819075, 0.11217614, -0.16592574, -0.101749554, -0.018963661, 0.14723873, 0.12904182, -0.052782595, 0.05793788) * go_2(1.0, 0.0); + result += mat4(-0.0056530046, 0.05674741, 0.014994733, 0.11958239, 0.16446747, -0.049534798, -0.016570516, -0.21063349, -0.07496503, 0.0055008507, 0.11419655, 0.048011355, -0.04684853, 0.042691138, 0.09421025, 0.12923399) * go_2(1.0, 1.0); + result += mat4(-0.083864704, 0.07605092, -0.047560036, 0.16445905, -0.029962407, 0.18134072, -0.22724763, 0.023675185, -0.03332916, -0.04249084, 0.15973917, 0.007322849, -0.087714255, -0.153021, 0.030236037, -0.100231044) * go_3(-1.0, -1.0); + result += mat4(-0.17441258, -0.028744312, 0.05915575, -0.11824928, -0.04179886, -0.14449957, 0.04891911, -0.21351086, 0.3303812, 0.07433166, 0.503379, 0.2470829, 0.1322803, -0.04928455, -0.15583721, 0.106110215) * go_3(-1.0, 0.0); + result += mat4(-0.08065278, -0.00050983805, 0.027161239, 0.12555373, 0.017745659, 0.0479513, 0.10691591, -0.13202804, 0.38873398, 0.046141643, 0.07307728, 0.13692193, 0.18681903, 0.11005239, 0.15744549, 0.21892804) * go_3(-1.0, 1.0); + result += mat4(0.03978365, -0.023494922, -0.039753728, 0.27451408, 0.02140033, -0.013376269, 0.028383363, 0.059702866, -0.0071658283, -0.13848262, -0.1019017, -0.16829433, -0.018539641, 0.013991451, 0.099338084, -0.05775615) * go_3(0.0, -1.0); + result += mat4(-0.065350726, 0.11001335, 0.11902446, -0.21104746, 0.095098086, 0.02739781, -0.26015705, 0.22157612, -0.15288728, 0.2722011, 0.27105704, -0.24145271, -0.051725585, 0.06605028, -0.012332871, -0.17540309) * go_3(0.0, 0.0); + result += mat4(-0.2189158, -0.05287219, -0.04915249, -0.05357751, -0.12871711, -0.0061132344, -0.1406079, -0.18074436, -0.14702965, -0.22242828, 0.08177444, 0.3396842, -0.2632696, -0.06403873, -0.008123073, -0.030273361) * go_3(0.0, 1.0); + result += mat4(0.11255844, -0.057998642, -0.07679987, 0.049385145, 0.13984528, -0.07007145, 0.11060764, 0.12331489, -0.05268373, -0.15397486, 0.054913905, -0.1393604, 0.020389834, -0.17137636, 0.067205, 0.084197655) * go_3(1.0, -1.0); + result += mat4(0.27258077, -0.10924528, -0.1159478, 0.05647175, 0.13014089, 0.12746723, 0.0045503005, 0.07131271, 0.081193194, 0.018001271, -0.056847095, 0.19587554, -0.018607333, 0.1416207, -0.03856229, -0.0888815) * go_3(1.0, 0.0); + result += mat4(0.0946241, 0.059010573, 0.013680293, -0.042248886, -0.2995221, -0.095081195, 0.06510416, 0.043059137, 0.10425443, -0.1222804, -0.16180466, -0.3628854, -0.01679748, 0.112195894, -0.004974211, -0.055885002) * go_3(1.0, 1.0); + result += mat4(0.11798436, 0.1390635, 0.142733, -0.16162498, 0.034902234, -0.13497733, 0.097894885, 0.10681201, -0.047284793, 0.015005336, -0.09031815, 0.12383599, -0.091548845, -0.013705567, 0.049403854, 0.18155518) * go_4(-1.0, -1.0); + result += mat4(0.1806166, 0.08396095, -0.17600271, -0.029499372, 0.17163202, 0.18944095, -0.1755662, -0.008431973, -0.057935216, 0.1584788, -0.059633583, -0.1950766, -0.03091734, -0.045874756, -0.0051801866, -0.20533004) * go_4(-1.0, 0.0); + result += mat4(0.004201836, -0.15968263, 0.015041736, 0.17407048, -0.03530788, 0.09062685, 0.050316375, -0.058444653, -0.12015508, 0.11712405, -0.031137828, -0.049205493, 0.05515115, 0.06733773, 0.03607973, 0.05056488) * go_4(-1.0, 1.0); + result += mat4(0.006330765, -0.17457847, -0.021863922, -0.16448942, 0.059458453, 0.1486118, -0.22728927, 0.0058831032, -0.00180954, -0.34799471, -0.017039202, 0.03939159, -0.033589013, 0.32948977, 0.087067194, -0.113632225) * go_4(0.0, -1.0); + result += mat4(0.042377464, -0.030939378, -0.08917448, 0.2585585, -0.28696018, -0.04419827, 0.0057377038, 0.08444518, -0.009464956, -0.03967168, 0.05095106, -0.04785119, -0.05805417, -0.07269471, -0.18795604, -0.23612237) * go_4(0.0, 0.0); + result += mat4(-0.026615486, 0.1219551, 0.17111751, 0.12014681, -0.10403522, 0.13139823, 0.28612077, -0.17874514, 0.030061528, 0.31433544, 0.16948178, 0.10126, 0.0582159, -0.13620348, -0.026327167, 0.11529438) * go_4(0.0, 1.0); + result += mat4(-0.10999408, -0.1642254, -0.09659326, -0.085699454, 0.05962901, -0.07562989, 0.042366143, -0.1533413, -0.09869005, -0.21281542, 0.020441674, 0.17866766, -0.26933256, 0.049314983, 0.10039448, -0.13316467) * go_4(1.0, -1.0); + result += mat4(-0.22610307, -0.0013520997, 0.16817398, 0.037943725, -0.067527935, -0.15105802, -0.0973126, -0.05843863, 0.19214404, 0.092337616, -0.024034662, -0.007926626, -0.32222804, 0.082673185, 0.069847725, 0.027493093) * go_4(1.0, 0.0); + result += mat4(0.0014049035, -0.058899652, 0.060463455, -0.052001078, 0.19716045, 0.12879235, -0.026990427, 0.23919769, 0.0034248075, -0.0157977, -0.06720619, -0.013757762, -0.101808615, 0.029667001, 0.07381132, 0.092393965) * go_4(1.0, 1.0); + result += mat4(0.053514812, 0.14120969, -0.056737684, 0.017708244, -0.05407678, 0.103361025, -0.0924985, 0.053643283, -0.28559983, -0.12866977, -0.06750911, 0.027970003, 0.06481888, 0.06773354, -0.07627304, -0.07058017) * go_5(-1.0, -1.0); + result += mat4(0.10564813, 0.1891429, -0.085196435, 0.0073824013, 0.0039014777, 0.14679071, 0.09327677, -0.030248597, 0.18063113, -0.3115451, 0.06560229, -0.03190648, -0.1619295, -0.112393744, -0.10004008, 0.0023948452) * go_5(-1.0, 0.0); + result += mat4(-0.033827845, -0.12089327, 0.042195093, 0.025078757, -0.044261515, 0.09103579, -0.19070679, -0.1600237, 0.13683122, -0.072529055, 0.062436976, -0.29964364, -0.114442796, -0.047068417, -0.07223064, 0.05781626) * go_5(-1.0, 1.0); + result += mat4(-0.04086473, 0.029395554, 0.05157983, 0.013322953, -0.001428512, -0.103283875, 0.15795463, 0.21691218, 0.23493949, -0.18836173, 0.28818855, -0.07839693, -0.043874815, -0.011829423, 0.0825803, 0.18832965) * go_5(0.0, -1.0); + result += mat4(0.087384604, 0.2075869, 0.012306303, -0.06356627, -0.019742407, -0.256092, -0.089735925, 0.026248232, -0.22160976, -0.4420786, 0.033200428, -0.1376953, -0.3315224, 0.17343274, 0.3179911, 0.012785637) * go_5(0.0, 0.0); + result += mat4(-0.14358811, 0.052979786, 0.13841373, 0.07362653, 0.050186664, 0.11735455, 0.0032370305, -0.16536471, -0.005521641, 0.1040989, -0.07086791, 0.13729815, 0.0840539, 0.06547088, 0.22857827, -0.2079967) * go_5(0.0, 1.0); + result += mat4(-0.11850976, -0.026047882, 0.00785038, -0.19955018, 0.040088244, -0.10139797, 0.08621738, -0.26192454, 0.3888625, 0.33236128, 0.1412189, 0.10097289, 0.07574426, -0.15459102, -0.1557534, 0.03405655) * go_5(1.0, -1.0); + result += mat4(-0.15693793, -0.03326048, 0.110803954, 0.07044277, 0.1380442, -0.029729376, -0.26033366, 0.040598683, -0.23744181, 0.043091178, 0.18325818, 0.05989088, 0.099216335, -0.012825024, 0.20831011, -0.08420897) * go_5(1.0, 0.0); + result += mat4(0.031240137, -0.034582928, 0.0022927374, -0.06525183, -0.15711913, -0.04604516, 0.0605175, 0.15128267, 0.072712876, -0.015489105, -0.20996843, -0.24177326, 0.053063773, -0.08747667, 0.24771367, 0.1244199) * go_5(1.0, 1.0); + result += vec4(0.07754665, -0.09230884, 0.019135362, 0.035482828); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.15677336, 0.18937011, -0.15614599, 0.15203404, 0.098624565, 0.023782162, -0.045496363, -0.014783688, 0.07303875, -0.075132, -0.019847363, -0.088889055, -0.11558432, -0.08860719, 0.16452459, -0.018188732) * go_0(-1.0, -1.0); + result += mat4(0.026749048, -0.0376324, -0.0994071, -0.00093872234, 0.014682955, 0.008369919, -0.046362195, -0.21044572, -0.013911088, -0.117338374, 0.14585997, -0.11355687, 0.04094843, -0.11326298, 0.08555518, 0.076577775) * go_0(-1.0, 0.0); + result += mat4(0.04918652, 0.10098061, -0.097193845, 0.011482707, -0.015221698, -0.06306758, 0.09985586, -0.0011515089, -0.09592504, 0.11805872, -0.053774815, 0.093555175, 0.11237289, -0.20694147, 0.255737, 0.0149322525) * go_0(-1.0, 1.0); + result += mat4(0.06269537, -0.28116295, 0.1405942, 0.00218229, -0.012810465, 0.11574089, 0.060055815, -0.14248852, 0.03755387, 0.03748404, 0.04481931, 0.086039774, -0.0707909, -0.053917676, -0.009349141, -0.06623982) * go_0(0.0, -1.0); + result += mat4(-0.002837983, -0.0649247, -0.14890024, 0.0011222209, 0.12083026, -0.16136795, -0.04910086, 0.060653802, 0.020444075, 0.0024171378, 0.06839313, -0.21157807, -0.1678213, -0.27503422, 0.0063047423, 0.03292154) * go_0(0.0, 0.0); + result += mat4(0.14229529, -0.002042125, -0.022892606, 0.08743759, 0.035437252, -0.12997083, -0.1851374, 0.33951423, -0.037205234, 0.03710803, 0.018455725, -0.052581675, -0.16795224, -0.14008522, 0.011014682, 0.07038518) * go_0(0.0, 1.0); + result += mat4(0.105874196, -0.21320704, -0.08445409, 0.052140422, -0.13498448, -0.0737051, -0.027274717, -0.06932614, -0.017584193, -0.13111684, -0.049095873, 0.08269069, -0.017520722, -0.08716905, 0.25897968, -0.1412353) * go_0(1.0, -1.0); + result += mat4(-0.016677873, -0.024665434, -0.11711789, 0.16085778, 0.017375777, 0.15644072, 0.11040864, 0.23371918, 0.10210983, 0.0039968346, -0.007850634, -0.026810693, 0.08863099, 0.094195805, 0.10420045, -0.19671428) * go_0(1.0, 0.0); + result += mat4(-0.016842589, -0.15904509, -0.038347725, 0.1279937, -0.00045717083, 0.13132372, -0.13027431, -0.058826704, -0.0029436084, 0.008283112, 0.10262298, -0.05013397, -0.02922706, 0.14453132, 0.18946488, -0.0966266) * go_0(1.0, 1.0); + result += mat4(-0.00050655927, 0.2318558, 0.025141997, -0.058849655, 0.05127902, -0.056867033, -0.06191942, -0.028451841, 0.038166817, -0.14328304, 0.06050816, -0.12157533, 0.058556214, -0.13964172, 0.026282474, 0.03329027) * go_1(-1.0, -1.0); + result += mat4(-0.06520211, 0.21877246, 0.017677024, -0.053116243, -0.018621214, -0.0063418522, -0.10306368, -0.07627847, -0.0035643768, -0.05579889, 0.07386847, -0.0084178485, 0.005625732, 0.10204069, -0.08501438, -0.013451101) * go_1(-1.0, 0.0); + result += mat4(-0.067369066, 0.17327416, 0.062035594, -0.1340041, 0.10289677, -0.0868232, 0.023330351, -0.072417624, -0.12027732, 0.11592929, 0.05090798, -0.06895359, -0.04391116, 0.18919718, 0.064172365, -0.051173057) * go_1(-1.0, 1.0); + result += mat4(-0.022913774, -0.021000199, -0.01890946, -0.079307556, -0.16522343, -0.3152304, -0.21007383, 0.01858985, 0.003152245, -0.009094366, -0.023845399, -0.06635666, 0.041294664, 0.12883614, -0.06389087, 0.005710572) * go_1(0.0, -1.0); + result += mat4(0.032583844, 0.16247992, 0.06764235, -0.2240413, -0.15760922, 0.20196813, 0.13201368, 0.106440805, -0.070570394, -0.19261852, 0.28010008, -0.0048360736, -0.14080645, -0.02105434, 0.023814693, -0.13861166) * go_1(0.0, 0.0); + result += mat4(0.071627796, 0.20605852, -0.2676727, -0.39509574, 0.22782667, 0.13424493, 0.08930976, 0.13314968, 0.045536704, -0.06271722, 0.01703984, 0.13352728, -0.07089344, 0.14776441, 0.11804898, -0.027061034) * go_1(0.0, 1.0); + result += mat4(-0.011638248, -0.016760292, 0.0593982, -0.100421235, 0.030956578, 0.13813019, 0.022237146, -0.091211095, 0.010232882, 0.0010010025, 0.16789608, -0.030847551, 0.027778173, -0.005418129, -0.16441783, 0.07580936) * go_1(1.0, -1.0); + result += mat4(0.08137598, -0.008976606, 0.00023393384, -0.19671111, -0.0068668523, 0.097364455, -0.0026000517, -0.11201763, 0.047109667, -0.043774106, 0.12344897, -0.13232613, 0.026984906, -0.13614078, 0.06604853, 0.10752554) * go_1(1.0, 0.0); + result += mat4(0.00047561026, 0.12248177, 0.05146918, -0.3956014, -0.12263068, 0.22729336, 0.03597535, 0.09500604, 0.06894016, 0.061162107, 0.13561803, -0.047466908, -0.0013999783, -0.068306796, -0.031758398, -0.046261873) * go_1(1.0, 1.0); + result += mat4(0.12310386, -0.046108138, -0.08357388, 0.02034243, 0.0024922634, 0.029359696, -0.04329755, -0.034257423, 0.08229037, -0.11810178, -0.1079754, 0.13327998, -0.09608102, -0.26294786, -0.056677792, -0.1958781) * go_2(-1.0, -1.0); + result += mat4(0.007982684, 0.020604203, -0.12702446, -0.02264998, -0.034644246, -0.00025684707, 0.037761245, -0.0041598473, -0.047972955, 0.039201785, -0.016598722, -0.044081174, 0.11861525, 0.01239671, -0.12192053, 0.08865015) * go_2(-1.0, 0.0); + result += mat4(-0.0018564354, -0.07618631, -0.09212719, 0.092056714, -0.16783315, 0.08645543, 0.24669226, -0.023520375, -0.04045034, -0.0023428998, -0.01612943, 0.014919031, 0.16028026, -0.020104371, -0.16949941, 0.18713622) * go_2(-1.0, 1.0); + result += mat4(0.19490379, -0.07592651, -0.200843, 0.07704469, -0.02736559, -0.054601975, -0.07240532, -0.03120134, -0.038438305, -0.12783389, -0.057655185, -0.009752765, 0.07110615, 0.033978693, -0.023724876, 0.11998657) * go_2(0.0, -1.0); + result += mat4(0.18834178, 0.23053586, -0.14430945, 0.32287082, -0.32185385, -0.15306619, -0.1573794, 0.005030648, 0.06912159, 0.009656687, -0.20743106, 0.03814172, 0.104378454, -0.07221508, -0.11348173, -0.019581677) * go_2(0.0, 0.0); + result += mat4(-0.017694198, 0.028853144, 0.1263284, 0.1820403, -0.05317991, -0.057951134, -0.04575081, 0.05769411, -0.11807033, 0.06413361, 0.06063185, 0.19433405, 0.0032539407, 0.021501997, -0.14744627, -0.095206425) * go_2(0.0, 1.0); + result += mat4(-0.0463219, -0.13988416, 0.07200895, -0.13444373, -0.2447483, -0.024709478, -0.08591721, -0.09281996, -0.046719797, -0.11321926, -0.061532497, -0.0044461554, -0.03174407, -0.0056026108, 0.0056006387, 0.08828445) * go_2(1.0, -1.0); + result += mat4(0.060374547, 0.062058832, -0.0390557, -0.047456663, -0.2227052, -0.03193117, -0.025358196, 0.08565629, 0.03657194, 0.13427348, -0.09266081, 0.23655434, 0.024580589, 0.01999063, -0.038653534, -0.023600115) * go_2(1.0, 0.0); + result += mat4(-0.0522313, 0.079263784, 0.10858985, -0.031472187, 0.072964184, -0.065342486, -0.03705779, 0.12809205, 0.09141905, 0.042783994, -0.028724866, -0.08221137, 0.13597457, 0.029334683, -0.12261823, -0.0052482346) * go_2(1.0, 1.0); + result += mat4(0.018523648, -0.21706165, -0.14580801, 0.038885653, -0.030849187, -0.06640324, 0.0011639405, 0.097421385, -0.10876752, 0.14631185, 0.014579094, 0.13907033, 0.1310694, -0.1287285, 0.03553917, 0.025316685) * go_3(-1.0, -1.0); + result += mat4(0.22148734, 0.01278849, -0.1596892, 0.17187239, -0.04219283, -0.064526156, 0.011610614, -0.0094766095, 0.028804665, 0.16347663, -0.09309108, 0.07097134, -0.014338763, 0.051742412, 0.059907336, -0.17768253) * go_3(-1.0, 0.0); + result += mat4(-0.06295463, -0.118564956, -0.016017804, 0.050398786, -0.07136999, 0.25657415, -0.035830878, -0.084443375, 0.12151532, -0.089734256, -0.064030536, 0.048108097, -0.01340212, -0.16572993, -0.093480445, 0.088874646) * go_3(-1.0, 1.0); + result += mat4(-0.059600584, -0.0052702287, 0.029479535, 0.20121074, -0.07113247, 0.1561413, 0.25110185, -0.060266465, -0.34369025, 0.14528714, 0.060928173, 0.008688357, 0.034280702, -0.004796254, 0.15269074, 0.056567237) * go_3(0.0, -1.0); + result += mat4(0.05273782, -0.10539872, -0.07192354, -0.083380386, 0.097994, -0.20134969, -0.5062206, 0.30952695, -0.041553877, -0.055801403, -0.037597038, -0.13394146, 0.027271803, 0.17738731, 0.3336375, -0.0035211574) * go_3(0.0, 0.0); + result += mat4(0.009962762, 0.11503034, 0.027571376, -0.018972939, 0.057955634, -0.039739445, -0.0676937, 0.09477686, 0.17910802, -0.28064108, -0.12184129, -0.028407406, 0.056930028, 0.024252843, 0.08959171, -0.027298026) * go_3(0.0, 1.0); + result += mat4(-0.010729545, -0.048747167, 0.03880723, -0.006755044, -0.011909068, 0.008659933, 0.0800407, -0.040333465, -0.25750905, 0.29087406, 0.04864783, 0.118413374, -0.03514928, -0.17206238, 0.2095635, 0.039926212) * go_3(1.0, -1.0); + result += mat4(0.0073815766, -0.030507097, 0.13367772, 0.04863103, -0.067190245, 0.039960794, -0.013012274, 0.15617093, -0.33983988, -0.05671963, 0.22061184, -0.03684452, 0.06304772, -0.08322253, 0.1117871, -0.2006011) * go_3(1.0, 0.0); + result += mat4(0.119437724, -0.009319272, -0.07218167, -0.20269917, 0.10248017, -0.009564983, -0.016272334, -0.042979773, 0.11264571, -0.15697405, 0.015802475, 0.11154868, -0.073011585, -0.07225136, 0.15061282, 0.027214698) * go_3(1.0, 1.0); + result += mat4(0.03921657, -0.0154446345, -0.01855873, -0.15813923, 0.11489257, -0.10245685, 0.090572976, -0.072605945, -0.069270656, 0.05171411, 0.045471992, -0.028802622, -0.19419885, 0.18310049, 0.06882923, -0.0005851153) * go_4(-1.0, -1.0); + result += mat4(0.04575681, -0.020910552, 0.051311508, -0.0004904971, 0.04239284, 0.024153773, 0.030940467, -0.107036866, -0.099398546, 0.30524835, 0.03902779, -0.05217122, 0.14969619, 0.084496036, -0.14226931, -0.07463564) * go_4(-1.0, 0.0); + result += mat4(0.05297294, 0.15384737, -0.0069473814, 0.055046722, 0.11697162, 0.2424236, 0.021053674, -0.004738062, 0.014129249, -0.2909751, -0.048418947, 0.014277387, 0.053296436, -0.12475984, 0.07531274, -0.022512587) * go_4(-1.0, 1.0); + result += mat4(-0.04752641, 0.0006545224, -0.00589135, -0.026285272, -0.043745905, 0.24044664, 0.027723765, -0.023630425, 0.00869218, 0.028710615, -0.013863237, 0.0809765, 0.06708566, 0.013517718, 0.0012386752, -0.022743834) * go_4(0.0, -1.0); + result += mat4(-0.12600644, 0.0116939265, 0.0491542, 0.06871389, -0.2096317, 0.050711762, -0.0455067, -0.11994795, -0.05030036, 0.20621927, 0.10951404, -0.05465143, 0.09614336, -0.22954291, 0.15239881, 0.04559428) * go_4(0.0, 0.0); + result += mat4(0.020940155, 0.16499193, 0.17525958, -0.051628407, -0.3068143, -0.14576466, 0.00672593, -0.1308778, 0.00072586804, -0.067010164, -0.093788825, 0.005219908, -0.020126363, -0.083521724, -0.0650657, 0.01836861) * go_4(0.0, 1.0); + result += mat4(0.072675996, 0.10010303, -0.1263988, -0.13888146, 0.13648619, 0.09535094, -0.0038582503, 0.10240531, -0.0014882578, -0.21053605, 0.16676606, -0.024605514, -0.06614438, 0.09575527, 0.116414934, -0.18538997) * go_4(1.0, -1.0); + result += mat4(-0.013467567, 0.11274834, 0.07675635, -0.054812886, -0.024862224, 0.044424616, -0.12858495, -0.120611496, -0.1295857, -0.029304063, -0.06629468, -0.22211547, 0.12577437, -0.015624684, -0.10307795, 0.09404936) * go_4(1.0, 0.0); + result += mat4(0.11430831, 0.11486887, -0.06219608, -0.018371167, 0.091516815, 0.0041821343, -0.043150745, -0.11775014, 0.07794832, -0.01944774, -0.031383686, 0.077408955, -0.124252975, 0.062118705, 0.009199536, 0.06538969) * go_4(1.0, 1.0); + result += mat4(0.22154011, -0.098727904, -0.08378975, -0.04167056, 0.019208338, -0.02245709, 0.13298267, -0.104098395, 0.053671844, 0.12845491, -0.003814564, 0.0665341, -0.07084713, 0.26803628, 0.09472736, 0.16825765) * go_5(-1.0, -1.0); + result += mat4(-0.21349828, -0.14917591, 0.12592548, -0.12721801, 0.086323306, -0.15409322, 0.07365807, 0.00620922, -0.0280901, 0.0957864, 0.10711525, 0.1165179, -0.08383744, 0.14757137, 0.024865197, -0.17536579) * go_5(-1.0, 0.0); + result += mat4(-0.044920437, -0.00016428503, 0.035227478, -0.026525848, -0.17628764, 0.044141084, 0.025941433, 0.18698089, 0.0069334265, 0.097304195, -0.08945912, -0.007168394, -0.054236215, -0.2604089, -0.14738831, -0.074961744) * go_5(-1.0, 1.0); + result += mat4(-0.043119818, -0.012245711, 0.030121213, -0.0032237277, -0.033457555, 0.052158665, 0.046546284, -0.0047129868, -0.08133807, 0.037123546, 0.08634659, 0.120436855, -0.02609943, 0.11368193, -0.06750012, 0.0007624448) * go_5(0.0, -1.0); + result += mat4(-0.20511842, 0.1999221, 0.099944666, -0.14691514, 0.012555328, -0.22190604, 0.12456348, 0.05391116, 0.031001683, -0.33920962, 0.13921735, 0.101068705, 0.28788915, 0.13809694, -0.10081831, -0.05679542) * go_5(0.0, 0.0); + result += mat4(-0.019705083, 0.08693377, 0.06884471, 0.032386675, 0.10256849, 0.22142375, 0.07398588, 0.03336761, 0.19134827, 0.12654771, -0.39008364, -0.29602188, -0.04149512, 0.018968705, 0.080247656, 0.0480814) * go_5(0.0, 1.0); + result += mat4(0.09539717, -0.10946926, -0.048939522, 0.030059233, -0.17243776, 0.021580435, 0.15642153, -0.10282692, -0.020257011, 0.060849674, 0.040640093, 0.05628088, -0.11358645, -0.16440971, 0.1787329, -0.02685428) * go_5(1.0, -1.0); + result += mat4(0.14034219, 0.21827984, -0.16170599, 0.03681219, -0.051667843, 0.019152328, 0.033406716, -0.025032328, 0.13413768, -0.09349573, 0.10037219, -0.0105256345, -0.17372406, -0.07619186, 0.068273135, 0.088958755) * go_5(1.0, 0.0); + result += mat4(-0.015460073, -0.04781314, -0.008159705, 0.117226824, -0.20293492, 0.019126927, 0.1074034, -0.10307512, 0.1356002, 0.108166546, -0.1275016, -0.023100886, -0.09334954, -0.14509954, 0.1668647, 0.13371155) * go_5(1.0, 1.0); + result += vec4(0.004647682, -0.04675001, -0.041206088, 0.07870823); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0116784945, -0.25090152, -0.17868316, 0.036498535, 0.015182224, 0.2023079, 0.011117134, 0.15237965, -0.015316299, 0.088544175, -0.06572522, -0.08057326, -0.22271864, -0.30610234, -0.12208543, -0.22944431) * go_0(-1.0, -1.0); + result += mat4(-0.11143165, -0.077543005, -0.061455075, -0.037597977, -0.0023224957, -0.10979736, -0.034990564, -0.008420816, -0.094636045, -0.030254573, -0.06455877, -0.020989688, 0.018324712, -0.3669934, -0.350233, 0.037510827) * go_0(-1.0, 0.0); + result += mat4(0.104956195, 0.015602951, -0.051957965, 0.13510315, 0.010418954, -0.054195777, 0.018231759, 0.045083612, 0.09856977, -0.10220956, -0.029939203, 0.01315078, -0.29208857, 0.0017958464, 0.08760539, -0.09646556) * go_0(-1.0, 1.0); + result += mat4(0.046938017, 0.08242743, 0.13486576, -0.087577604, 0.1157099, 0.101392664, 0.14847688, 0.037801757, 0.018798033, -0.25906846, 0.097656235, -0.009259822, 0.10044328, 0.33434513, -0.15681681, -0.07497045) * go_0(0.0, -1.0); + result += mat4(0.113606565, 0.15215175, 0.056206945, 0.03135906, -0.06457102, 0.028175417, -0.06261949, -0.015601963, -0.048961632, 0.07163545, 0.0147160115, 0.037389677, 0.092339285, 0.26372424, 0.1122662, -0.058904216) * go_0(0.0, 0.0); + result += mat4(-0.21457312, 0.1408831, -0.08713026, -0.06950515, 0.006483218, 0.028784987, -0.02613041, -0.06227427, 0.024932534, -0.02103815, 0.080908604, 0.078669965, 0.19956729, -0.035375793, -0.046653055, 0.07523847) * go_0(0.0, 1.0); + result += mat4(-0.11979529, -0.15300119, -0.06692378, 0.0982862, -0.05148871, -0.16330053, -0.045053672, 0.022939514, -0.013373179, 0.38319084, 0.11172139, -0.07044107, 0.09208871, -0.07254955, -0.03284103, 0.05421524) * go_0(1.0, -1.0); + result += mat4(-0.09024579, 0.022398917, -0.084611446, 0.1254619, -0.0028836168, -0.092541836, -0.06697658, -0.09709128, 0.10234711, -0.1247404, 0.031691026, 0.0087786, -0.09046125, 0.059536055, 0.2076767, 0.15046969) * go_0(1.0, 0.0); + result += mat4(-0.18603326, 0.0022851937, -0.10218833, 0.18102962, 0.030617537, -0.005931309, -0.06299933, -0.13356128, -0.03377612, -0.009710565, -0.10352098, -0.20960933, 0.10586698, 0.018833099, 0.16208176, -0.048466753) * go_0(1.0, 1.0); + result += mat4(-0.004165509, -0.112526424, -0.1481008, -0.09386717, 0.017359056, -0.16117403, 0.065114655, 0.15273894, 0.0850914, -0.6033039, -0.102531776, -0.09553129, 0.06812466, -0.17199127, 0.009345428, -0.117129266) * go_1(-1.0, -1.0); + result += mat4(0.19360402, -0.2172338, -0.025270093, 0.041762922, -0.06813442, -0.1315374, -0.03864256, -0.083543435, -0.14600715, -0.10248121, -0.039856248, 0.034162194, -0.06736031, 0.07872902, -0.06577812, -0.07003804) * go_1(-1.0, 0.0); + result += mat4(0.2596632, -0.06779467, -0.061247632, 0.09280383, 0.15697475, -0.06379218, 0.117600165, 0.19564915, -0.043823496, 0.2113048, 0.1236739, 0.05126704, 0.0036669953, 0.059754487, -0.031676155, 0.07585315) * go_1(-1.0, 1.0); + result += mat4(0.2750924, 0.07154958, -0.043717247, 0.11531165, 0.07236982, 0.112787254, 0.024018776, -0.0073595895, 0.037517104, -0.06963889, -0.13254988, -0.1347438, 0.08744426, 0.036659624, -0.010376286, -0.0011054546) * go_1(0.0, -1.0); + result += mat4(0.21909392, -0.15014122, -0.1724268, -0.11459151, 0.07886104, -0.039391857, -0.086656936, -0.18109863, 0.13549148, 0.24947289, -0.11073447, -0.012388639, -0.06299071, 0.094953805, -0.018513478, 0.11858225) * go_1(0.0, 0.0); + result += mat4(0.14019133, 0.289657, -0.13005698, 0.08418524, -0.15852125, 0.2049765, -0.18946235, -0.03330375, 0.057983503, 0.17226145, -0.16830897, -0.047264732, 0.027640691, -0.010081246, 0.14454436, 0.081710726) * go_1(0.0, 1.0); + result += mat4(0.1674246, 0.28778687, 0.19290589, 0.086525135, 0.09838388, 0.1437797, 0.18871532, -0.31380877, -0.13105413, -0.15920939, -0.049839422, 0.025027066, -0.042670842, -0.07288023, -0.03385935, 0.03853164) * go_1(1.0, -1.0); + result += mat4(0.26396382, -0.09383774, 0.10738164, 0.058519054, 0.01883401, 0.023963995, -0.09510717, 0.25038752, 0.004994643, 0.26613802, 0.11163109, -0.09746982, -0.08012294, 0.092731714, 0.024274494, 0.040725235) * go_1(1.0, 0.0); + result += mat4(0.024282128, 0.07086445, 0.04124535, -0.04565769, -0.043728314, -0.15438943, 0.06610379, 0.07666126, -0.046235953, 0.04901646, -0.045347054, -0.0908177, 0.03715751, -0.09512116, 0.024934331, 0.019330366) * go_1(1.0, 1.0); + result += mat4(-0.0610446, -0.00039494174, 0.11040924, 0.09711379, -0.033694427, 0.042628422, 0.04497454, -0.08639888, -0.006714255, -0.1956921, -0.07696048, -0.1440855, -0.036684107, 0.08872227, -0.014518533, -0.081829615) * go_2(-1.0, -1.0); + result += mat4(0.03242377, 0.2742694, 0.15646815, 0.12491848, -0.097658925, 0.04652564, -0.20971832, -0.22238888, -0.045453016, -0.10306553, -0.14868681, -0.03697577, 0.037367497, 0.106009305, 0.0006840817, -0.06331295) * go_2(-1.0, 0.0); + result += mat4(-0.09252423, -0.260707, 0.060529877, 0.1422387, 0.13040084, 0.060533516, -0.15988415, 0.093058884, -0.063219644, 0.16596133, -0.0858158, 0.0010563346, -0.05912638, -0.14902595, -0.0055698613, -0.19287406) * go_2(-1.0, 1.0); + result += mat4(0.050616026, 0.027293183, 0.1349355, 0.06430556, -0.0017233352, 0.05913591, 0.111860454, 0.05829484, -0.036098555, 0.065207146, -0.049812254, -0.14549483, -0.12424656, 0.1472102, 0.031858474, 0.017159335) * go_2(0.0, -1.0); + result += mat4(0.018377563, 0.13093959, 0.15379103, 0.12314944, 0.040771928, -0.066829674, -0.05734121, 0.105038896, 0.29102528, -0.015173645, -0.004220056, -0.13141808, -0.20211789, 0.16278313, 0.09339586, -0.06485214) * go_2(0.0, 0.0); + result += mat4(-0.000521399, -0.3693901, 0.17483166, 0.16742888, -0.06343791, 0.042411476, 0.13772172, 0.064281724, -0.034507953, 0.03691756, 0.13490774, 0.10946845, 0.12370677, -0.03205938, -0.02645649, -0.15375873) * go_2(0.0, 1.0); + result += mat4(0.023370143, 0.11848177, 0.005112462, 0.026092546, 0.034971926, -0.08103188, -0.20400497, 0.06226299, -0.060475063, 0.035214186, -0.13627078, 0.045491677, -0.07321337, -0.10956125, 0.056908336, -0.0032308386) * go_2(1.0, -1.0); + result += mat4(0.076967224, 0.117254384, 0.03186256, 0.2218116, 0.05217254, -0.13943173, 0.058474854, 0.13177274, -0.019476373, 0.14138101, -0.012791203, 0.12705484, -0.013589421, -0.10622012, -0.0021916716, 0.015177393) * go_2(1.0, 0.0); + result += mat4(-0.061352234, -0.032728117, -0.16315818, 0.08222588, 0.013996033, 0.057500184, -0.11674498, -0.10170402, -0.03012877, -0.14447689, 0.032117244, 0.11841102, -0.0070680035, -0.15353645, 0.14097273, -0.12609388) * go_2(1.0, 1.0); + result += mat4(-0.1366668, 0.022588843, -0.06960645, -0.019482136, 0.008831277, 0.005849642, -0.042811397, -0.10104664, -0.21647254, -0.055100426, 0.10582604, 0.091224626, 0.16348936, -0.04480947, -0.08394584, 0.14027816) * go_3(-1.0, -1.0); + result += mat4(-0.05215042, -0.22153285, -0.07402603, -0.1395589, -0.26351386, 0.060670085, 0.12676051, 0.0018233472, 0.09564221, -0.14353068, 0.23205271, -0.026433198, -0.04914892, 0.09260728, 0.016136972, -0.037016835) * go_3(-1.0, 0.0); + result += mat4(-0.09228144, 0.028619789, -0.011197684, 0.043782573, 0.061469227, 0.019487167, 0.046048775, -0.060745444, -0.24178508, -0.11117579, 0.1313642, -0.20273723, 0.081280276, -0.015113924, -0.008701512, 0.038079187) * go_3(-1.0, 1.0); + result += mat4(-0.092076614, -0.14906341, -0.013150191, -0.1445046, 0.023577487, -0.088496424, -0.03039066, -0.028063597, 0.033408202, 0.105900854, -0.098281376, 0.09988187, -0.04934366, 0.1647861, 0.15974896, 0.0484809) * go_3(0.0, -1.0); + result += mat4(0.043313354, -0.079856, -0.29574707, -0.23970212, -0.23463657, -0.061711017, -0.12481534, 0.21037807, -0.010700073, 0.14672308, 0.15071099, -0.03755617, 0.072450034, 0.083081506, -0.001196162, -0.055120632) * go_3(0.0, 0.0); + result += mat4(0.20737736, 0.008907195, -0.11623631, -0.038137514, 0.037122898, -0.10322798, -0.065684326, -0.010471773, -0.12765402, -0.117699586, -0.012870391, 0.071912766, -0.03260932, 0.12864828, -0.035069928, -0.08712889) * go_3(0.0, 1.0); + result += mat4(-0.05578123, 0.056912176, 0.01512389, -0.14807466, -0.012101421, 0.10860546, 0.034598228, 0.07160875, 0.15761101, -0.4777804, -0.24159615, -0.006523453, -0.28167522, -0.14714232, -0.1693888, -0.111417554) * go_3(1.0, -1.0); + result += mat4(0.25981572, 0.1301148, -0.01769167, -0.10818973, 0.16135831, 0.024396034, -0.06722463, -0.032221332, -0.12383674, 0.038760092, 0.052030306, 0.077312715, -0.007761604, -0.12031171, 0.018808518, -0.103885494) * go_3(1.0, 0.0); + result += mat4(0.048577465, 0.025990447, -0.07106119, 0.15832591, 0.019197416, 0.044232063, -0.030652093, 0.011447957, 0.18041368, -0.28076535, 0.022676598, -0.15350787, -0.1514482, -0.2362105, 0.14161605, 0.030001758) * go_3(1.0, 1.0); + result += mat4(0.2541123, 0.050012548, 0.1707829, 0.025630053, 0.078972176, 0.17645672, -0.020095231, 0.03378738, -0.1328695, 0.04409738, -0.23381121, -0.013347802, -0.049448222, 0.07035769, 0.105488785, 0.08659344) * go_4(-1.0, -1.0); + result += mat4(0.10455444, 0.28242826, 0.16516706, -0.046555575, 0.13230863, 0.07463435, -0.14748469, 0.11881527, 0.2279376, 0.14795774, 0.21520549, -0.05650647, 0.11728158, 0.048864357, 0.040869843, 0.1442246) * go_4(-1.0, 0.0); + result += mat4(0.21203394, -0.06565692, 0.03824069, 0.011281014, -0.033808656, 0.12499576, -0.13186213, -0.043884885, 0.017813649, 0.18413112, 0.046354674, -0.05213395, -0.051737677, -0.07141214, 0.03402196, -0.06220277) * go_4(-1.0, 1.0); + result += mat4(0.05735565, -0.12864622, 0.051514987, 0.03940558, -0.08701596, -0.1948226, 0.034218855, -0.03742723, 0.15607446, 0.0327541, 0.04040029, 0.0028771486, -0.08412264, -0.016660625, -0.058885157, 0.09373861) * go_4(0.0, -1.0); + result += mat4(0.069591254, 0.018901952, 0.008289076, 0.08653302, -0.009072406, -0.11095817, 0.20987292, 0.016384758, 0.05693833, -0.118542574, 0.11310585, 0.073924355, 0.10250452, -0.043420166, -0.07558694, -0.10898524) * go_4(0.0, 0.0); + result += mat4(-0.030319573, -0.3339516, -0.0689396, 0.01270701, 0.2504168, -0.08088952, 0.048351087, 0.013527536, -0.04373888, -0.27049688, 0.052563794, 0.010002367, 0.038096514, 0.0740455, -0.17847466, -0.1106183) * go_4(0.0, 1.0); + result += mat4(-0.041473575, 0.036192052, -0.20958827, 0.09255741, 0.043088675, -0.07332803, -0.1566315, 0.19757885, 0.04752265, 0.14642613, 0.021630943, -0.105035484, 0.015669389, 0.015701298, 0.124771506, 0.028875854) * go_4(1.0, -1.0); + result += mat4(-0.0017878636, 0.06815434, 0.03952396, 0.0008930589, 0.10052908, -0.010179957, 0.090537265, 0.26063922, -0.027913721, -0.27610707, -0.0935186, 0.103001356, -0.013015698, -0.13290603, -0.036786307, -0.120041944) * go_4(1.0, 0.0); + result += mat4(0.008112194, 0.101246096, 0.10216113, 0.012162128, 0.16638301, 0.03442679, -0.013482703, 0.22639573, -0.106342115, 0.16007386, 0.1562559, 0.031520694, -0.04781568, 0.061812893, 0.063238494, -0.112484284) * go_4(1.0, 1.0); + result += mat4(-0.07636386, 0.02620731, -0.04784259, -0.0068134456, -0.098476306, -0.25026417, -0.26229498, 0.07999187, 0.08054805, -0.13999973, 0.038135037, -0.017274393, -0.07507948, -0.19170132, -0.111937724, -0.07482982) * go_5(-1.0, -1.0); + result += mat4(-0.102867655, 0.041831665, -0.26580745, 0.072875075, 0.122495115, -0.24738726, 0.01103763, 0.010455935, 0.10415628, 0.071636476, 0.24413374, 0.036024485, -0.14325532, -0.028743692, 0.09872556, 0.019074876) * go_5(-1.0, 0.0); + result += mat4(-0.08356808, 0.031134086, -0.0018714333, 0.052166995, -0.050258227, 0.015659487, -0.010771479, -0.094513185, 0.120308846, -0.16520835, 0.24742663, 0.0097768335, -0.26430902, 0.00096495246, -0.010277926, -0.03203841) * go_5(-1.0, 1.0); + result += mat4(-0.08886612, 0.045868922, -0.23351108, -0.11945227, -0.08114231, 0.1866038, -0.014666174, 0.10560594, 0.23003237, -0.031111564, 0.08909732, -0.004926665, 0.14808343, 0.012070922, 0.26077467, -0.13846008) * go_5(0.0, -1.0); + result += mat4(0.02067818, 0.010505095, 0.1236986, 0.004310499, -0.23058774, 0.4539795, -0.1107521, 0.2687594, -0.088774115, 0.08556259, -0.28480148, 0.16472621, 0.22381066, 0.04922506, 0.03720699, -0.019955777) * go_5(0.0, 0.0); + result += mat4(0.02878623, 0.08478639, 0.2798358, 0.08889886, 0.094446555, 0.022878725, 0.04060367, 0.008747965, 0.074154414, -0.36745515, -0.22710432, -0.17041051, 0.16977836, 0.18033457, -0.1422643, -0.06097858) * go_5(0.0, 1.0); + result += mat4(-0.1882957, 0.07039768, 0.012633585, 0.0782871, 0.03383675, -0.07504364, -0.006248557, -0.0551174, 0.075581536, 0.091343425, 0.07753647, -0.0019186279, -0.016886314, 0.16758795, -0.060557626, -0.16569303) * go_5(1.0, -1.0); + result += mat4(-0.13320294, -0.055567943, 0.05735829, 0.12787667, 0.04922832, -0.012577599, -0.13878204, -0.014323274, 0.06648109, -0.026210563, 0.019616883, -0.27789673, 0.051355522, -0.13060455, 0.039109703, 0.036932684) * go_5(1.0, 0.0); + result += mat4(-0.10139845, -0.22758122, 0.044597298, 0.07907936, -0.025654264, -0.10633203, 0.04071873, 0.22363085, 0.12398309, 0.36964926, 0.21903247, -0.3217227, 0.030226095, 0.07867376, 0.045920413, 0.102684624) * go_5(1.0, 1.0); + result += vec4(-0.06939391, 0.017302405, 0.023963664, -0.011060264); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf2 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.12172707, 0.08510432, 0.016999101, -0.03837886, -0.071940385, -0.028869554, -0.073142946, -0.018426571, -0.16583674, 0.02999741, -0.045404267, 0.07544135, -0.015742308, 0.051709145, 0.07165505, 0.15298915) * go_0(-1.0, -1.0); + result += mat4(-0.18608806, -0.08503095, -0.05690552, 0.20230335, 0.03255425, -0.07374758, 0.02050966, -0.0322938, 0.029025763, 0.045261286, 0.040862788, 0.0007141505, -0.040648397, -0.09871272, 0.06639088, -0.10357326) * go_0(-1.0, 0.0); + result += mat4(0.1160622, -0.021342635, -0.039825406, -0.19480887, 0.13462403, -0.06567422, 0.04279539, -0.012501501, -0.06882412, 0.24730788, -0.11261373, 0.15826169, -0.1942516, -0.011018759, -0.006282914, 0.15791936) * go_0(-1.0, 1.0); + result += mat4(-0.24771467, -0.029817501, -0.0072410326, 0.0049591805, 0.002406374, 0.06705227, 0.0746882, -0.021962378, 0.02235974, -0.09111428, 0.046035543, -0.05091351, 0.12882613, -0.0052345973, 0.20476472, -0.035007346) * go_0(0.0, -1.0); + result += mat4(0.07206948, 0.007837054, 0.004716684, 0.032783184, -0.1640229, 0.09656901, -0.024538686, -0.13850725, 0.0020381159, -0.119971916, -0.03598378, 0.098396435, 0.11248338, 0.013638009, -0.13411912, -0.091735974) * go_0(0.0, 0.0); + result += mat4(0.012680958, 0.0073848446, -0.15104567, -0.086190425, 0.017306415, -0.12165865, -0.030102974, -0.06412363, -0.048320986, 0.066044435, -0.037102707, -0.05550032, -0.022057295, -0.016380537, -0.023064991, 0.04324733) * go_0(0.0, 1.0); + result += mat4(0.014645644, 0.029250145, -0.19020447, 0.06094981, 0.06021305, 0.033002753, -0.08270684, -0.13078806, -0.078915745, 0.03234919, 0.0033177685, 0.025673114, -0.10040817, -0.11726593, 0.26478398, -0.021515043) * go_0(1.0, -1.0); + result += mat4(-0.03930199, -0.007856709, -0.010699159, -0.03138408, -0.25258276, -0.051078923, -0.17284779, 0.115362965, 0.20981595, -0.12642711, -0.07527823, -0.21674243, -0.05171349, -0.032929346, -0.11959963, 0.021577986) * go_0(1.0, 0.0); + result += mat4(-0.12679584, -0.00971076, -0.2065375, -0.10207124, 0.1189984, 0.13061368, 0.048184898, 0.009846873, 0.08049477, -0.052818604, 0.024915429, -0.089877605, 0.028596658, -0.049394336, 0.15412825, -0.25427133) * go_0(1.0, 1.0); + result += mat4(-0.042340282, 0.15739791, -0.0058195787, 0.11638454, -0.29605922, 0.04940588, -0.12277728, 0.06556332, -0.15141304, -0.007342225, -0.015176599, 0.19668026, -0.029852653, 0.1131092, 0.06274694, 0.19488528) * go_1(-1.0, -1.0); + result += mat4(0.17317021, 0.12034029, 0.023154281, -0.035767153, 0.023895182, 0.08562897, 0.010849429, 0.15511833, -0.071655706, 0.06762927, 0.110938646, -0.11194944, 0.088547744, 0.01826857, 0.10635028, 0.00079735904) * go_1(-1.0, 0.0); + result += mat4(0.1724684, 0.072277844, -0.07157608, 0.014533819, 0.21083286, -0.10260293, -0.042641845, -0.022131564, 0.15609416, -0.012785209, 0.1689822, 0.08156936, -0.05814626, 0.12873544, 0.013016528, 0.07162671) * go_1(-1.0, 1.0); + result += mat4(0.10265145, -0.15034834, -0.020390334, 0.051008113, 0.13483785, -0.036995072, 0.10197256, 0.07332627, 0.24034818, 0.041877862, 0.101294585, -0.038894523, -0.036132984, -0.09265928, -0.056219723, -0.02888855) * go_1(0.0, -1.0); + result += mat4(0.2652024, -0.01230703, 0.23594856, 0.0742723, 0.09739247, 0.0483161, 0.023852533, 0.17482124, -0.09551598, 0.07907358, 0.09280555, 0.27893403, -0.016893778, -0.15504459, 0.07111864, 0.17860727) * go_1(0.0, 0.0); + result += mat4(0.009993413, -0.034769267, 0.06733924, -0.026964549, 0.30227652, 0.0139632225, 0.049200308, -0.07578955, 0.061411507, 0.1924837, -0.008919774, -0.02543576, 0.08537961, 0.01291466, 0.07587885, -0.19892685) * go_1(0.0, 1.0); + result += mat4(0.079757795, -0.021056721, -0.119849935, -0.1829519, 0.25801504, 0.08255822, 0.09422877, -0.26859275, -0.17237917, 0.030880162, -0.073090166, 0.045552216, -0.15178613, 0.046667624, 0.05506945, 0.120318785) * go_1(1.0, -1.0); + result += mat4(0.13899504, 0.2106589, 0.09166694, -0.06926149, 0.13418478, 0.017007234, 0.027100448, -0.062565625, -0.021934774, 0.067251615, -0.10328445, 0.033577222, -0.050557505, -0.035202354, -0.062489368, -0.02470738) * go_1(1.0, 0.0); + result += mat4(0.15340589, 0.11806747, 0.20874004, 0.048173226, -0.05472843, 0.084544346, -0.043854542, -0.07571899, 0.036645986, 0.05016359, -0.074323095, -0.2529282, 0.13572234, -0.008771343, 0.11274458, 0.18037859) * go_1(1.0, 1.0); + result += mat4(0.021645557, 0.08299124, -0.051362146, 0.09342637, 0.0665058, 0.09216755, -0.0164684, 0.07281118, -0.0053016874, 0.032470454, 0.004089323, 0.009884544, -0.0046753073, -0.037279285, 0.12613527, 0.022236153) * go_2(-1.0, -1.0); + result += mat4(-0.06745298, -0.15038055, 0.11176774, -0.06209666, 0.017843692, 0.09113945, 0.10990877, -0.021071523, -0.111020654, 0.066645324, 0.04690986, -0.011084726, -0.15171939, 0.084783286, 0.24798997, -0.042696327) * go_2(-1.0, 0.0); + result += mat4(-0.05915715, -0.22595185, 0.061333664, -0.0924661, -0.013238295, 0.12872066, 0.076126665, 0.18921073, 0.01155994, 0.092524104, 0.07423282, 0.09467482, 0.070056126, -0.06073076, 0.030242696, -7.544676e-05) * go_2(-1.0, 1.0); + result += mat4(0.110107556, 0.0036358358, -0.013859793, 0.008409858, -0.021337144, -0.2092404, 0.054274913, 0.013595842, 0.058993395, 0.029181428, 0.15061715, -0.046964824, 0.044353873, -0.036482453, 0.22763032, -0.018364066) * go_2(0.0, -1.0); + result += mat4(0.20778932, -0.049483854, 0.24778971, -0.3266631, -0.11545233, -0.093305275, -0.4550674, 0.2352049, 0.0052719507, -0.045975342, -0.35826904, -0.058102172, -0.096291795, -0.11218896, 0.23879842, -0.03641578) * go_2(0.0, 0.0); + result += mat4(-0.109331824, 0.00814177, -0.08803353, 0.06688425, -0.09283131, 0.031705324, 0.040918272, 0.18237656, -0.07152109, 0.12277652, -0.059865803, -0.06869673, 0.11195339, -0.1325457, 0.1912906, -0.08553347) * go_2(0.0, 1.0); + result += mat4(-0.10984097, 0.15747224, -0.019459615, 0.24969575, -0.01159421, -0.027474519, -0.004108195, -0.062133413, -0.06384389, -0.08368246, 0.0023778875, 0.13171864, -0.05652675, 0.14332311, -0.15735596, 0.20150533) * go_2(1.0, -1.0); + result += mat4(0.078031205, -0.12403856, 0.04191835, -0.16050112, 0.11339027, 0.074540265, -0.15324953, -0.093895815, -0.0614043, -0.013293006, -0.12348063, 0.026803058, -0.1773178, -0.083579265, -0.054864556, 0.296814) * go_2(1.0, 0.0); + result += mat4(-0.053263642, -0.048648115, -0.010281689, 0.20099847, 0.190146, -0.0023872026, -0.010445226, -0.04350378, -0.017980015, -0.04147092, -0.08261166, -0.031094978, -0.046422567, 0.120881446, -0.054973155, -0.058380593) * go_2(1.0, 1.0); + result += mat4(-0.16745642, 0.07924586, -0.16717474, 0.06620602, 0.16495655, 0.0293633, 0.07890249, -0.30954084, 0.03467237, -0.20190205, 0.0014116743, -0.32280523, -0.14156029, -0.06447037, -0.21021147, 0.0687274) * go_3(-1.0, -1.0); + result += mat4(-0.04360317, 0.14327015, -0.06630513, -0.09011326, -0.0919624, -0.09085504, 0.024597472, 0.23315085, 0.039139662, -0.17370877, 0.048785537, -0.10094988, 0.010336257, -0.016844554, -0.05375775, -0.041789643) * go_3(-1.0, 0.0); + result += mat4(-0.04296336, -0.093379766, 0.005651271, -0.090673715, 0.021506978, -0.08289978, 0.16281237, -0.0939677, -0.10273288, -0.22043118, 0.062697254, -0.027947478, -0.08711271, 0.0077892793, -0.10296665, 0.049631704) * go_3(-1.0, 1.0); + result += mat4(-0.09388834, -0.02609863, -0.043841925, -0.020223266, -0.023729876, 0.07854283, -0.19361661, -0.02297985, -0.003995974, 0.03295993, -0.07480908, -0.03279157, 0.20216386, -0.06685853, -0.22405225, -0.22138701) * go_3(0.0, -1.0); + result += mat4(-0.041702025, 0.03686083, 0.051558632, 0.08093031, 0.0004725686, 0.0050831046, -0.31346506, 0.24020754, -0.012426937, 0.24121699, 0.0522848, 0.0524269, 0.0041041574, 0.20183508, 0.30658904, -0.099001035) * go_3(0.0, 0.0); + result += mat4(0.0057143304, 0.07863334, 0.030834159, -0.20045337, -0.14132334, -0.019685036, -0.041891463, 0.04859716, -0.19865768, -0.16805026, -0.21894583, 0.08326542, 0.1381732, 0.06524222, 0.14627486, 0.105718866) * go_3(0.0, 1.0); + result += mat4(-0.06811638, -0.07022535, -0.08053529, -0.019539276, -0.0013508294, -0.067808755, 0.14990425, -0.020371182, 0.2161962, 0.012578056, -0.07941276, -0.29615018, -0.11092915, 0.10959083, -0.38344857, -0.04684961) * go_3(1.0, -1.0); + result += mat4(0.05912716, -0.007058617, 0.0053731226, -0.20157285, -0.0039983774, 0.1626744, -0.15158534, -0.0880334, -0.095339596, -0.102986366, 0.16870484, 0.37301186, 0.046958193, -0.018308617, 0.2801249, -0.1583765) * go_3(1.0, 0.0); + result += mat4(0.03710428, 0.12427524, -0.15491271, 0.0521613, -0.104145944, -0.11358381, -0.11450005, -0.03948202, -0.022532975, 0.013648349, -0.05297846, -0.05551, 0.012648896, 0.013729304, 0.004389595, 0.033111174) * go_3(1.0, 1.0); + result += mat4(0.092548154, 0.12822087, 0.03935411, -0.03887123, 0.18817197, -0.010538254, -0.13670439, -0.073919185, 0.020497803, 0.030874884, 0.023953672, 0.0029225757, 0.1144403, -0.08691024, 0.05340699, -0.10702303) * go_4(-1.0, -1.0); + result += mat4(0.1613281, 0.05971506, 0.042405322, 0.005931725, -0.09373433, -0.06380234, -0.064201795, -0.014180793, 0.0671638, -0.01367733, 0.14260428, -0.11077721, -0.045686133, 0.056600757, -0.15297161, -0.005997308) * go_4(-1.0, 0.0); + result += mat4(0.24641256, 0.06483951, 0.060505014, -0.009762036, -0.04572455, 0.03593092, 0.03415938, -0.14721255, -0.107680336, 0.09697482, 0.016876915, 0.18656448, 0.016999245, -0.08490942, -0.040251363, -0.074220374) * go_4(-1.0, 1.0); + result += mat4(0.25207043, 0.11133333, 0.13421617, -0.10310646, -0.22712758, 0.11617119, 0.06397493, -0.011858522, -0.115762815, -0.050787542, 0.06386407, -0.1579078, -0.12903711, 0.084837236, 0.07354705, 0.02250288) * go_4(0.0, -1.0); + result += mat4(0.14158289, 0.07666087, -0.20075443, -0.010602763, -0.02820616, 0.0944957, 0.15453936, -0.15856305, 0.1749605, -0.12841891, -0.017792901, -0.10751241, -0.059640024, 0.13478336, -0.35048804, -0.20975049) * go_4(0.0, 0.0); + result += mat4(0.18300997, 0.0895379, 0.084789746, 0.092567876, -0.16524926, 0.1414963, -0.15058212, 0.13400394, -0.113864176, -0.05660036, -0.0001961134, 0.14347304, 0.16637255, -0.18054125, 0.009827294, 0.21254125) * go_4(0.0, 1.0); + result += mat4(0.11330536, 0.020117162, 0.049111363, 0.059246156, -0.17288256, -0.07703511, -0.064532675, 0.10420442, 0.100950584, -0.11876045, 0.013643637, -0.060119864, 0.16402918, -0.0701684, 0.10797075, 0.15408994) * go_4(1.0, -1.0); + result += mat4(0.034557853, -0.09076456, -0.06957025, 0.11215256, 0.09526117, -0.0033204784, -0.11551807, -0.03458551, -0.025462642, 0.0434891, 0.3050603, 0.053797644, 0.10751034, 0.060085565, 0.15370789, -0.2315563) * go_4(1.0, 0.0); + result += mat4(-0.046833776, -0.006102459, 0.1123578, 0.24187551, 0.03283197, -0.11041104, 0.20806998, 0.008368949, -0.1924367, 0.03361783, -0.045319956, -0.08859883, -0.2011492, 0.0912345, 0.048245467, -0.005335901) * go_4(1.0, 1.0); + result += mat4(-0.18253306, -0.0011128648, -0.044692483, -0.057080504, -0.05725425, -0.19065356, -0.03155062, 0.06648306, -0.014216424, -0.0038765708, -0.017490484, -0.15456702, -0.010514629, -0.08982491, 0.10435141, 0.030280044) * go_5(-1.0, -1.0); + result += mat4(0.01791952, 0.1946834, 0.16822097, 0.18846266, -0.075084575, -0.10975577, -0.12906383, 0.20190994, 0.10143081, -0.2725471, -0.035883784, -0.22165625, -0.15959083, -0.34200552, 0.15872408, -0.021841785) * go_5(-1.0, 0.0); + result += mat4(0.029525736, 0.04896955, -0.011629367, 0.011558814, 0.00933636, -0.12728998, 0.0053133606, 0.019774856, 0.099030845, -0.27376446, -0.08325353, -0.20274483, -0.26426545, -0.17067485, -0.14366214, -0.21118636) * go_5(-1.0, 1.0); + result += mat4(-0.009527981, -0.033085525, -0.00047734487, -0.040472545, 0.071459636, 0.0954099, -0.060635693, 0.036283012, 0.1324083, 0.050335824, -0.2460094, -0.04979816, -0.09456389, 0.09053007, 0.11540641, -0.21168198) * go_5(0.0, -1.0); + result += mat4(0.004067291, 0.1497142, 0.100381024, 0.083456755, 0.10807039, -0.05651095, 0.021606952, -0.005951023, -0.067543074, 0.21499002, -0.021271145, 0.20417792, 0.05860774, 0.20977509, -0.10931411, 0.16582364) * go_5(0.0, 0.0); + result += mat4(-0.05491801, 0.0055349297, 0.03950427, 0.007250093, -0.062947564, -0.14126986, -0.06730335, -0.034683496, -0.03981397, -0.21181524, 0.21769942, -0.103150204, -0.17016284, 0.048786215, -0.014319224, 0.17676318) * go_5(0.0, 1.0); + result += mat4(-0.14126709, -0.032334052, 0.05638739, 0.11381126, 0.30596843, -0.12634167, 0.23541147, 0.08096712, 0.09152563, 0.18567194, -0.25563926, -0.21220013, -0.10782045, -0.044764172, 0.14415121, 0.10968688) * go_5(1.0, -1.0); + result += mat4(-0.034708634, -0.037528913, -0.0846457, -0.24652602, -0.09284069, -0.103932016, 0.09996971, 0.04605858, 0.06597961, 0.06697364, -0.028432503, -0.032057744, 0.052634656, 0.02281619, 0.17896608, -0.1521084) * go_5(1.0, 0.0); + result += mat4(-0.0043455027, -0.07276675, 0.03043292, 0.07712516, -0.20799218, -0.25933886, -0.11458076, -0.0025673904, 0.08385744, 0.33315855, -0.035151098, -0.19899674, -0.005009251, 0.056176793, 0.045722242, 0.17721124) * go_5(1.0, 1.0); + result += vec4(-0.020202361, -0.0016936217, 0.023388062, 0.10373034); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.2582688, 0.116867825, 0.009512264, -0.0022509228, 0.13270317, 0.019233711, 0.014508687, 0.01733284, -0.121534936, 0.2637504, -0.16833198, 0.08360115, 0.09262769, -0.09723933, -0.08402722, -0.06326682) * go_0(-1.0, -1.0); + result += mat4(0.32656944, 0.035490595, 0.014057071, 0.08615446, -0.001598092, 0.16362181, -0.10130158, 0.16792357, 0.03340437, 0.037359558, 0.09397945, 0.11016778, 0.08567979, 0.31809476, 0.085573055, -0.15427281) * go_0(-1.0, 0.0); + result += mat4(0.16257697, -0.03590016, -0.19049743, -0.13342945, 0.013655946, -0.11739747, -0.008941973, 0.015134444, -0.17258401, 0.17935902, 0.06434015, -0.06638789, 0.17013264, -0.171608, 0.07526482, 0.29814368) * go_0(-1.0, 1.0); + result += mat4(-0.14037174, -0.060715932, 0.012513121, 0.05294183, -0.05479372, -0.13937469, 0.01836811, -0.133735, -0.29546124, -0.14349708, 0.14202882, -0.03247825, -0.054209106, 0.002391278, -0.024334526, -0.10866433) * go_0(0.0, -1.0); + result += mat4(-0.098666176, 0.009357217, 0.14404769, -0.03864725, -0.21861532, 0.24275939, 0.3084927, -0.17814654, -0.06785066, -0.20976599, -0.010328756, -0.0075252843, -0.1265569, -0.3896638, -0.07620251, -0.17581807) * go_0(0.0, 0.0); + result += mat4(-0.028447198, 0.088148355, -0.11362386, 0.032440383, -0.017401151, 0.2062452, -0.1613577, -0.07957526, 0.31136703, -0.06775296, -0.019393584, -0.063142054, -0.12292114, 0.010548703, 0.03203177, -0.053964596) * go_0(0.0, 1.0); + result += mat4(0.108504035, -0.20656614, -0.04412517, -0.047383796, 0.038306333, -0.20189808, -0.07821153, -0.0229348, 0.10628414, -0.015934726, -0.08728048, -0.17359804, 0.17790003, 0.085666224, -0.11872538, -0.007298351) * go_0(1.0, -1.0); + result += mat4(0.024346102, -0.0066076764, -0.011155871, -0.057157155, -0.04878886, 0.121565156, 0.094774745, -0.021847744, 0.04866778, 0.07184023, 0.26012063, -0.07480458, -0.29240155, 0.12562081, 0.01449463, -0.028680477) * go_0(1.0, 0.0); + result += mat4(-0.12557116, 0.034923933, -0.095903516, -0.03958003, 0.26028237, -0.017168928, -0.13332075, 0.15662631, 0.065815985, -0.035664845, 0.045483954, -0.015463682, -0.093050554, 0.17345443, 0.069853716, 0.012629484) * go_0(1.0, 1.0); + result += mat4(-0.06156731, 0.07782055, -0.10174533, -0.020296015, -0.11969389, -0.060097698, 0.13305716, 0.16102178, 0.024139002, -0.02605331, -0.07594407, 0.19671421, -0.12202574, 0.14988048, 0.015957702, -0.04196926) * go_1(-1.0, -1.0); + result += mat4(-0.34706548, 0.043015823, 0.13185433, 0.10132207, 0.007556987, -0.043371882, -0.08854469, 0.1748955, -0.1481482, 0.031284038, 0.120617144, 0.21384451, -0.08435913, -0.049537454, 0.049118094, 0.01525446) * go_1(-1.0, 0.0); + result += mat4(0.09368386, -0.057292625, -0.17107973, 0.102038346, -0.21283975, 0.29275435, -0.039638165, -0.14761256, -0.0026279686, -0.1902631, -0.14120182, 0.26573882, 0.0017522989, -0.06337007, 0.14134108, -0.015992256) * go_1(-1.0, 1.0); + result += mat4(0.04090445, -0.15472308, 0.0086197965, -0.08812333, 0.079468906, -0.16199878, 0.15031399, -0.03220131, -0.08283918, 0.18892156, -0.11201425, 0.143803, 0.027449837, -0.15672483, -0.09222757, -0.0074415365) * go_1(0.0, -1.0); + result += mat4(0.10325783, 0.01752857, 0.10529392, -0.04568797, 0.017125184, -0.18414256, 0.109236374, -0.05950773, -0.07963555, 0.22193272, 0.009846993, -0.028046092, -0.28534588, -0.040712982, -0.018419487, 0.040993705) * go_1(0.0, 0.0); + result += mat4(-0.07601499, 0.14913873, -0.11738921, -0.21686155, -0.09468833, -0.10593258, -0.13899745, -0.08376532, -0.21147677, 0.0016611695, -0.12994987, 0.06078483, 0.007183634, 0.22829083, 0.054238643, 0.025317933) * go_1(0.0, 1.0); + result += mat4(-0.020357948, -0.06775977, 0.04134854, -0.19611607, 0.21193837, 0.19103523, 0.1623303, -0.07516307, 0.09373488, -0.18499903, 0.122855246, 0.06162072, -0.06930552, 0.040520284, 0.066090606, 0.06882486) * go_1(1.0, -1.0); + result += mat4(0.07091698, 0.027023822, 0.014318926, -0.096747, 0.2213003, -0.26515988, 0.027153777, -0.06498218, -0.1544758, -0.072314575, 0.060353238, 0.0008735325, 0.10359162, -0.040275127, 0.03365087, 0.067658685) * go_1(1.0, 0.0); + result += mat4(-0.010807538, -0.032808676, 0.0016953531, -0.07662512, 0.0726062, -0.018007128, -0.10622275, -0.25853804, 0.059124377, 0.1262254, -0.093686275, 0.013412181, 0.17268743, -0.0634091, -0.2380408, 0.061805595) * go_1(1.0, 1.0); + result += mat4(0.0589103, -0.13791196, -0.054214116, -0.10432153, -0.009462091, -0.06466445, -0.10792851, 0.0046791825, 0.034062322, 0.0810174, 0.112342946, 0.14306374, 0.0536091, -0.056520145, -0.14358906, 0.1730281) * go_2(-1.0, -1.0); + result += mat4(0.102546036, -0.0005907261, 0.06815491, 0.054100085, 0.012063651, 0.13010375, 0.076584436, 0.10106609, 0.07464082, 0.12651648, -0.13567902, 0.12329812, 0.036417592, -0.030062713, -0.07439, -0.06734716) * go_2(-1.0, 0.0); + result += mat4(-0.06956145, -0.0320128, 0.0069283135, 0.0010382348, -0.15168677, -0.07246775, -0.1870489, 0.081376776, -0.12240719, 0.040261835, -0.114711486, 0.11216043, 0.039739948, 0.064421944, -0.11448801, -0.11656052) * go_2(-1.0, 1.0); + result += mat4(-0.029262811, 0.07973898, 0.014937532, 0.17416446, -0.13320738, 0.09951435, -0.09681337, 0.24465284, 0.0027678797, 0.054772142, 0.11334623, -0.062660255, 0.06494805, -0.014957246, -0.016339006, 0.0065059843) * go_2(0.0, -1.0); + result += mat4(-0.19118161, 0.24356417, -0.17327957, 0.06050448, -0.097790115, -0.38453653, 0.045624297, 0.04574299, -0.15803054, -0.5270604, -0.04556698, -0.13112716, -0.026057608, 0.13840397, -0.04413626, -0.06273916) * go_2(0.0, 0.0); + result += mat4(0.029510414, -0.005691187, 0.05228498, 0.028585492, 0.18082422, -0.032805815, 0.007563971, 0.08991763, 0.105824, 0.02457178, 0.055056915, -0.060770642, -0.011407322, -0.11525285, -0.04518266, -0.04449915) * go_2(0.0, 1.0); + result += mat4(0.14025277, -0.18081227, 0.014395497, -0.09138814, -0.09448127, 0.2532618, 0.08094696, 0.050620202, 0.040627994, 0.17808948, 0.0933771, -0.04734779, -0.025526097, 0.0038422223, 0.05230542, -0.101145774) * go_2(1.0, -1.0); + result += mat4(-0.07215562, -0.058965042, 0.038303573, 0.0009963732, -0.059399143, 0.15957262, 0.035185594, 0.0719169, 0.08515627, 0.09775558, 0.13178122, -0.0837824, 0.014349278, 0.038491696, 0.071876876, 0.0345376) * go_2(1.0, 0.0); + result += mat4(0.040965024, -0.030738113, -0.05919069, -0.14155431, 0.09109957, -0.099060595, -0.10192779, 0.033825647, 0.11551892, -0.04282345, 0.020072978, 0.035168435, 0.10797329, -0.0584945, -0.024158757, -0.03585887) * go_2(1.0, 1.0); + result += mat4(0.11656172, -0.03488785, 0.090906724, -0.0032958854, 0.11268224, 0.070826046, 0.008982598, -0.14222313, 0.0025792273, -0.07585458, -0.021171344, -0.10144507, 0.24918565, 0.004032981, 0.032430686, -0.012328044) * go_3(-1.0, -1.0); + result += mat4(-0.22021858, 0.06875914, 0.004574366, -0.0694593, 0.11509186, -0.25873652, -0.08872615, -0.024206636, 0.15076822, -0.14054653, -0.045519873, -0.04547437, -0.22077747, -0.054121707, 0.049612578, 0.10545096) * go_3(-1.0, 0.0); + result += mat4(-0.069911204, 0.078573205, -0.073091984, 0.015637126, -0.23398215, 0.12185918, 0.08496631, -0.063231654, 0.14004779, 0.07965737, 0.14457273, -0.057528477, -0.0971965, 0.10445598, -0.054162677, -0.11529022) * go_3(-1.0, 1.0); + result += mat4(-0.12595661, 0.16308525, 0.09465576, -0.05046868, 0.1799443, 0.115778774, -0.13534002, 0.09609113, 0.107355125, -0.07263705, -0.04365324, 0.10355821, -0.023942605, 0.026093582, 0.009621531, 0.06096017) * go_3(0.0, -1.0); + result += mat4(0.1272364, -0.07220049, 0.041847665, 0.17912698, -0.03009012, 0.06394436, -0.03263169, -0.04573203, -0.07620046, 0.42576316, 0.042653862, 0.13744949, 0.23633486, 0.10078774, -0.121353894, 0.12101121) * go_3(0.0, 0.0); + result += mat4(0.03558598, -0.1297437, -0.05971473, 0.17683595, 0.1725135, 0.052228056, 0.08043958, -0.09891566, 0.03620246, -0.07612062, 0.0671727, 0.037559096, -0.14037324, 0.021277385, -0.04257818, 0.17619017) * go_3(0.0, 1.0); + result += mat4(-0.11092632, -0.00013030393, 0.12967736, -0.22887622, -0.08721344, 0.054407217, 0.07632402, -0.08394438, -0.071129434, 0.11594225, -0.058196247, 0.020942273, -0.123769015, -0.114318974, 0.03252267, 0.07218774) * go_3(1.0, -1.0); + result += mat4(-0.11842664, -0.044281907, 0.07725646, -0.09330976, -0.028858917, -0.10954367, 0.04575166, -0.026068112, -0.06559436, -0.2284913, -0.19561197, -0.0016185943, 0.11867088, -0.038570896, 0.08526274, 0.019519364) * go_3(1.0, 0.0); + result += mat4(0.0822196, -0.0037142867, 0.08382291, -0.013849318, -0.13749887, 0.044966772, 0.04564233, -0.00618037, -0.052107867, 0.033819627, -0.03494537, 0.024765901, -0.10504158, -0.028348709, -0.0089757275, 0.030026745) * go_3(1.0, 1.0); + result += mat4(0.053351242, 0.056979094, -0.060212657, 0.14301975, 0.17891912, -0.032538075, 0.011639607, 0.035919394, 0.04533616, -0.12939154, -0.041703038, 0.0071665174, -0.19303554, 0.018363694, 0.08923668, 0.020215489) * go_4(-1.0, -1.0); + result += mat4(0.038452573, 0.1614918, -0.022068001, 0.0030016324, -0.2680856, 0.21928017, 0.085351996, 0.049881425, 0.058913168, -0.044736963, 0.016097903, 0.21123125, 0.079624146, -0.16535924, 0.06877731, 0.1305827) * go_4(-1.0, 0.0); + result += mat4(0.05783186, -0.219528, 0.0816723, 1.3595931e-05, -0.02902699, -0.12913156, -0.40516803, -0.028480045, 0.12000909, 0.081304125, 0.053406257, -0.08878543, 0.02251961, 0.12547138, -0.20464425, -0.05598181) * go_4(-1.0, 1.0); + result += mat4(-0.15702735, 0.21000047, 0.08434562, 0.27938238, -0.03068116, -0.004006084, 0.19768693, 0.066732645, -0.055060755, -0.16314429, 0.028655436, 0.021063909, -0.028578848, -0.008238495, 0.12807982, -0.0071345936) * go_4(0.0, -1.0); + result += mat4(-0.17309058, -0.18169925, -0.14182782, 0.107684694, -0.1117235, 0.19443877, 0.101682656, 0.030993309, -0.12313995, -0.048883304, -0.11149261, 0.12847972, 0.28405818, 0.20219465, 0.015797788, 0.123306856) * go_4(0.0, 0.0); + result += mat4(-0.07962997, 0.06323938, 0.045708194, 0.0020409136, -0.0022456956, 0.010837137, 0.014872806, -0.060870074, 0.13772255, 0.005320253, 0.05848208, 0.14984395, -0.037590872, -0.07464743, -0.16873243, 0.019905593) * go_4(0.0, 1.0); + result += mat4(0.13775061, 0.032707028, 0.13456069, 0.05904891, 0.046821773, -0.22715594, 0.056300808, -0.15724476, -0.07337338, 0.19666758, -0.013393664, 0.04086994, 0.12254266, -0.08695188, -0.11076954, -0.15678991) * go_4(1.0, -1.0); + result += mat4(0.07177161, 0.01181348, -0.07497793, -0.085427515, 0.039396375, -0.0035293372, 0.20881353, -0.057439566, 0.15257393, 0.16040947, -0.027684899, 0.16330487, -0.054777898, 0.07572324, -0.03833461, -0.017093522) * go_4(1.0, 0.0); + result += mat4(0.000963837, -0.00780663, -0.023343472, 0.18377425, 0.32722053, -0.08156815, -0.11247523, -0.12714005, 0.18326895, -0.16434003, 0.052783884, 0.2168339, 0.03372009, 0.024008008, -0.1949321, -0.11585071) * go_4(1.0, 1.0); + result += mat4(0.07887302, -0.043003492, -0.16841368, 0.023287356, -0.15838705, 0.21706697, 0.16976407, 0.11461476, -0.062454503, 0.08966307, 0.10723603, -0.029792916, -0.03903073, -0.06255455, 0.025979951, -0.09530182) * go_5(-1.0, -1.0); + result += mat4(-0.0917689, 0.12646815, -0.11529587, 0.06925059, -0.18619959, -0.05243984, 0.16720963, -0.07121025, -0.04476961, 0.0074207215, 0.16076323, -0.14866208, 0.042807475, -0.08767046, -0.005694572, -0.11727041) * go_5(-1.0, 0.0); + result += mat4(-0.0062040854, -0.00097002264, -0.058491956, -0.035364915, 0.040115915, -0.10968144, 0.046607487, 0.23429875, -0.11210956, 0.034507494, -0.07195393, -0.16490693, 0.047223017, -0.044811487, -0.11060463, -0.14174072) * go_5(-1.0, 1.0); + result += mat4(-0.14469296, 0.0862561, 0.027785733, 0.005940194, -0.0062618204, -0.015266768, -0.067160904, -0.17241345, -0.060631767, 0.024863401, 0.056833714, -0.063885145, -0.14061876, -0.042549785, 0.036430426, 0.14348027) * go_5(0.0, -1.0); + result += mat4(0.3022943, -0.19899924, 0.19672908, -0.09840718, 0.14039348, 0.105976574, -0.14415087, -0.06547584, 0.3070416, 0.40989116, 0.009514016, 0.018336622, 0.08806178, 0.07710675, -0.03551256, -0.04064369) * go_5(0.0, 0.0); + result += mat4(0.16016869, -0.12516344, -0.011240568, -0.1443897, -0.009084668, -0.1618983, 0.06672594, -0.30417737, -0.09547601, -0.09057253, 0.08657728, 0.036226142, -0.0022018533, 0.12780087, 0.0029589643, 0.12111095) * go_5(0.0, 1.0); + result += mat4(-0.1765741, 0.03653064, -0.03139237, 0.057462048, 0.16041194, -0.2303424, -0.11946362, -0.1788824, 0.098096356, -0.18419504, 0.021373387, -0.1157983, 0.079671614, -0.03361971, 0.06394305, -0.0101026185) * go_5(1.0, -1.0); + result += mat4(-0.01576709, 0.11476761, -0.041474868, 0.13242105, -0.056526344, 0.024517184, -0.21629438, -0.010624098, -0.0053918827, -0.19187245, -0.12927179, -0.08489797, 0.055730473, -0.043147404, -0.03800261, 0.048107833) * go_5(1.0, 0.0); + result += mat4(-0.0014053301, -0.046847776, 0.004571536, 0.18300104, -0.053145096, 0.057801194, 0.2322556, 0.22864385, 0.0040904162, -0.037985127, 0.041369, -0.065972395, 0.16685532, -0.091719486, -0.1425869, -0.10230388) * go_5(1.0, 1.0); + result += vec4(0.00803133, -0.020707153, 0.0056995153, -0.052884795); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.12893085, -0.12928686, 0.12365234, -0.021265296, 0.15424967, -0.0063038417, -0.027432516, -0.10297197, 0.118751466, -0.058228746, -0.10025376, 0.0027489034, 0.0073948866, 0.040659092, 0.08120041, -0.12702137) * go_0(-1.0, -1.0); + result += mat4(-0.02242042, 0.114516795, -0.042158883, -0.14150862, -0.18976203, 0.109531336, 0.03548168, -0.1681465, -0.13782959, 0.07437085, -0.045712702, -0.09431652, -0.0029079607, 0.05180383, 0.07098421, -0.2149384) * go_0(-1.0, 0.0); + result += mat4(0.3218102, 0.0013506162, 0.12795919, -0.10901241, -0.08859676, -0.06861104, -0.014102381, 0.0051467894, -0.16305672, 0.022653125, -0.019810826, -0.05701206, 0.1842382, -0.074959196, -0.07368022, -0.046023685) * go_0(-1.0, 1.0); + result += mat4(-0.099247254, -0.2161521, -0.095611826, -0.0179061, -0.0067561218, 3.99846e-05, 0.01254028, -0.056954045, -0.0075805853, -0.082335606, -0.053469665, 0.25761604, -0.049429264, -0.08763215, 0.051362507, -0.030518934) * go_0(0.0, -1.0); + result += mat4(0.13518652, 0.05463841, -0.07654066, 0.023629244, -0.23324661, 0.04781438, -0.20902736, 0.10330495, -0.16452856, 0.235407, -0.022236459, 0.036046103, -0.08613043, -0.012954787, 0.043111194, 0.021807853) * go_0(0.0, 0.0); + result += mat4(0.11316856, -0.027803158, -0.026492868, -0.0030439082, 0.063926555, -0.09612654, -0.22492981, -0.13748476, 0.06954571, -0.008035041, -0.04846681, -0.23352449, -0.06676289, 0.13268302, 0.037954323, -0.0342029) * go_0(0.0, 1.0); + result += mat4(-0.18148762, -0.06975972, -0.21924862, -0.03831989, 0.09057307, -0.06784279, 0.05716139, 0.032582354, 0.32728904, 0.03561464, -0.06930132, 0.13582717, -0.04723415, 0.053298444, -0.1580453, 0.029922115) * go_0(1.0, -1.0); + result += mat4(-0.13381054, 0.06294187, 0.04273711, -0.089835554, -0.042215306, 0.04515037, -0.01970211, 0.07447383, -0.12915656, 0.087721184, 0.122159, 0.17817122, 0.05233303, 0.053456925, -0.22769327, 0.17450784) * go_0(1.0, 0.0); + result += mat4(0.062324032, 0.056449406, 0.070776984, 0.070366256, 0.15072031, -0.20342071, 0.118405774, -0.11357599, 0.23603258, -0.17724364, 0.028237892, 0.07491812, 0.015638597, 0.20543055, -0.05863285, 0.06565301) * go_0(1.0, 1.0); + result += mat4(-0.07647028, 0.2292153, 0.019423103, -0.06965646, -0.107311614, -0.19989595, -0.06673964, -0.027954143, 0.0017375473, -0.048038438, 0.052211836, -0.042501964, -0.1372413, -0.2437919, -0.15933524, -0.07229055) * go_1(-1.0, -1.0); + result += mat4(-0.023719285, 0.05654754, 0.09026341, 0.020072227, -0.12716366, -0.013687293, -0.1312343, -0.06847118, 0.016806766, -0.10526531, -0.011248162, 0.12535807, -0.12538499, -0.042496204, -0.076355785, -0.0017766576) * go_1(-1.0, 0.0); + result += mat4(0.039450683, -0.049502935, -0.009162741, 0.015372251, -0.14449993, -0.06564991, -0.093242005, -0.018039258, -0.2410318, 0.020259766, -0.040783074, -0.05092842, -0.023994599, -0.037968505, 0.052206438, -0.10967312) * go_1(-1.0, 1.0); + result += mat4(0.13721816, -0.1571525, 0.09432105, 0.023277072, -0.073701076, -0.13941942, -0.02705892, 0.06508469, -0.17687775, -0.07433723, -0.11237514, -0.015321937, -0.31670073, -0.09665636, -0.11843665, -0.030077526) * go_1(0.0, -1.0); + result += mat4(-0.09092922, 0.088340946, 0.1001261, 0.05962185, 0.07731374, -0.09623944, -0.03218285, 0.04484794, -0.10394964, 0.111483194, -0.07343945, 0.15182221, 0.27208853, 0.024986237, -0.058641106, -0.039870527) * go_1(0.0, 0.0); + result += mat4(0.03685333, -0.014777545, -0.0064948527, 0.060336027, -0.04251398, -0.004589828, -0.025893224, -0.075040996, 0.007964778, 0.22512783, -0.033568367, 0.052608117, 0.2143682, 0.21318182, -0.06253117, -0.055562623) * go_1(0.0, 1.0); + result += mat4(0.07906376, -0.015447189, -0.045265637, 0.066810004, 0.07202818, -0.07874254, -0.071680374, 0.009017687, 0.07042464, 0.016754108, 0.017237889, 0.0106343115, -0.042138606, -0.11085673, 0.14738452, -0.10718694) * go_1(1.0, -1.0); + result += mat4(-0.07745664, 0.16073377, -0.01899363, 0.07030874, 0.058903817, -0.065876774, 0.020186676, 0.09385477, 0.14517148, 0.053237557, -0.16942556, -0.04716224, 0.13748227, 0.17071299, 0.12176032, 0.07409275) * go_1(1.0, 0.0); + result += mat4(0.09208682, 0.029487375, -0.057159107, 0.025398627, 0.12468226, 0.034707896, 0.010541767, -0.032418035, 0.11508723, 0.050812677, -0.08127881, 0.0052238777, 0.15403835, -0.17993934, 0.071115926, 0.0059663) * go_1(1.0, 1.0); + result += mat4(-0.053597223, -0.00758354, -0.011711322, 0.12876037, -0.022196915, 0.045487616, 0.02135921, 0.010447794, 0.063635394, 0.09686383, -0.05077074, 0.072695896, -0.02443565, -0.045984466, -0.025993166, -0.08304488) * go_2(-1.0, -1.0); + result += mat4(0.1321831, 0.017644621, 0.16513684, 0.0659792, 0.09676037, -0.07867503, 0.04669573, -0.04401741, 0.23034973, 0.10561144, -0.1184282, 0.13691261, -0.18894893, 0.21760973, 0.08807475, -0.19776659) * go_2(-1.0, 0.0); + result += mat4(-0.053137053, -0.07991928, -0.09902317, 0.017081713, -0.021857716, 0.011578801, -0.0009752623, 0.043588534, 0.11997389, 0.0027668865, -0.09973271, 0.065404624, -0.07151649, -0.017840967, -0.0188252, -0.14957094) * go_2(-1.0, 1.0); + result += mat4(0.13721272, 0.04459704, -0.0069692475, 0.07410797, -0.13855937, 0.021286163, -0.04160423, -0.05980007, 0.027626112, 0.092742406, -0.032267787, -0.00358655, 0.12470872, 0.09738248, 0.06565896, -0.1076945) * go_2(0.0, -1.0); + result += mat4(0.12965658, -0.110055126, -0.08762725, 0.031792786, 0.11524638, -0.09530289, 0.07955128, 0.0049232226, 0.07190261, -0.010207877, -0.26513076, 0.045152593, -0.16932993, 0.091321826, 0.11550899, -0.100929074) * go_2(0.0, 0.0); + result += mat4(-0.1674921, 0.0907835, -0.033396322, -0.03168371, 0.013580539, 0.047018647, 0.028963672, 0.04756761, -0.08714202, -0.2602012, -0.12279786, 0.18663418, -0.07781514, -0.013219039, 0.006731288, 0.005795019) * go_2(0.0, 1.0); + result += mat4(0.01206949, -0.047031406, -0.060451232, 0.027200127, -0.1178311, 0.14014901, 0.25840858, -0.14889579, -0.11640469, -0.01811908, -0.09255012, -0.08351582, 0.086520575, -0.021090247, 0.08717082, 0.043429427) * go_2(1.0, -1.0); + result += mat4(0.020278929, -0.15339202, 0.041678756, 0.07180138, -0.0635027, -0.088976234, -0.04092133, 0.07997308, -0.134963, -0.015960857, -0.060887713, -0.07916197, 0.20483045, -0.12640053, 0.10478231, 0.04803776) * go_2(1.0, 0.0); + result += mat4(-0.03549656, 0.033666074, 0.20228225, -0.096664, -0.00096604426, 0.20793179, 0.09613217, -0.053552672, 0.051677585, -0.018252494, 0.07543575, 0.006295734, 0.046456967, -0.16520908, 0.0120992735, -0.015491354) * go_2(1.0, 1.0); + result += mat4(0.09486195, 0.0862073, 0.04189838, 0.0026638226, 0.09820532, 0.1007168, -0.022186898, -0.05491984, -0.13535279, 0.046514615, 0.09563633, 0.021364952, -0.23145446, 0.05070801, -0.022965223, -0.18874952) * go_3(-1.0, -1.0); + result += mat4(0.05885208, -0.022751214, -0.015712557, 0.157172, 0.05131988, -0.09524327, -0.045114886, 0.05928359, -0.001745961, -0.035245676, -0.010552595, -0.06321781, -0.15489094, 0.017822266, -0.06018634, 0.06429225) * go_3(-1.0, 0.0); + result += mat4(0.1243866, 0.014742004, -0.07896682, 0.2792386, -0.08055696, -0.0067778644, 0.0407617, 0.1389886, -0.02221008, 0.07494927, -0.11067403, 0.026464086, -0.009520921, 0.015791653, 0.021943323, 0.12500213) * go_3(-1.0, 1.0); + result += mat4(-0.08929889, 0.09244356, 0.130978, -0.03720041, 0.07869226, 0.13067861, 0.104627624, -0.01922214, 0.03561331, -0.031736456, 0.15136853, 0.0128885005, -0.16457924, -0.028147755, 0.13005957, -0.07908654) * go_3(0.0, -1.0); + result += mat4(-0.020705838, 0.0936515, -0.026146421, 0.030703338, 0.032063864, 0.14091234, -0.021708539, -0.056303035, -0.007502981, -0.1276548, -0.15350288, -0.04722333, -0.049264792, -0.016106946, 0.035777904, 0.10648118) * go_3(0.0, 0.0); + result += mat4(0.16387826, -0.059457906, 0.009808255, 0.030755969, 0.05709708, 0.0025975339, 0.021356652, -0.023887865, -0.15327913, -0.03702513, -0.041953377, 0.0049483287, 0.1434395, 0.08557114, -0.07722993, 0.22481233) * go_3(0.0, 1.0); + result += mat4(-0.20757784, -0.05194353, -0.17085314, -0.12557504, -0.056353815, 0.06583933, 0.005532102, -0.0040489454, 0.23847903, -0.08254601, -0.20940065, 0.1251241, 0.14838001, -0.12861559, -0.04664337, 0.07232125) * go_3(1.0, -1.0); + result += mat4(-0.010124613, -0.07096996, -0.1366236, 0.0018079067, -0.041023795, 0.12729517, 0.24600507, -0.07845422, 0.31226948, -0.023518091, -0.0023672595, 0.058046557, 0.1718256, -0.05916957, 0.0067618093, 0.08826252) * go_3(1.0, 0.0); + result += mat4(-0.0013852714, -0.02530485, 0.12499248, -0.047640886, 0.06515882, 0.009700978, -0.005210036, -0.0332508, -0.135034, 0.07050036, 0.06152617, 0.02243357, 0.20835938, 0.041327897, 0.047491845, -0.017284496) * go_3(1.0, 1.0); + result += mat4(-0.2511675, 0.2016235, -0.22534974, -0.29850873, -0.014898309, 0.034321953, -0.14487329, 0.029454721, 0.05068056, -0.09661999, 0.00070758525, 0.06925706, -0.19870853, -0.0871149, 0.13158658, -0.09995704) * go_4(-1.0, -1.0); + result += mat4(-0.22352318, -0.073506966, -0.11625505, 0.0049028546, 0.029848805, -0.06952766, -0.043236732, 0.13255614, 0.093998544, 0.17581578, -0.0004033081, -0.12263665, -0.17329359, -0.11587317, 0.059647266, -0.02954624) * go_4(-1.0, 0.0); + result += mat4(-0.057583325, 0.056015383, 0.11960743, 0.033696633, -0.14805156, -0.10933173, -0.08482661, 0.07473009, 0.040999115, -0.0995941, -0.005304712, 0.04729056, -0.09739792, 0.07000572, -0.12560466, 0.023240168) * go_4(-1.0, 1.0); + result += mat4(-0.1967497, 0.093729794, -0.05857918, -0.12817049, -0.034558292, 0.016039368, -0.12012142, -0.017481307, 0.0391479, -0.10992257, 0.015143992, 0.01391454, 0.051010676, 0.012996939, 0.041216355, 0.08623047) * go_4(0.0, -1.0); + result += mat4(0.21069938, -0.066038206, -0.015458416, -0.097732425, 0.051942978, -0.03459923, -0.05756448, 0.14080645, 0.055423364, -0.06490901, -0.07402898, -0.16263707, -0.07290088, -0.058713708, 0.06723124, 0.069584474) * go_4(0.0, 0.0); + result += mat4(0.09618103, 0.055036288, 0.09001422, 0.027986465, -0.018399306, -0.07295329, 0.06687392, 0.06653489, -0.06524778, -0.11760177, -0.004764932, -0.10559294, 0.16195896, -0.22127731, -0.0060094665, -0.0073161777) * go_4(0.0, 1.0); + result += mat4(-0.006081162, 0.09074974, 0.1387847, -0.012516454, 0.040442165, 0.024901407, 0.019887343, -0.012545043, 0.040630046, 0.06390039, -0.088361576, -0.07775115, -0.016567666, -0.048221476, 0.00507668, 0.00015517596) * go_4(1.0, -1.0); + result += mat4(0.27623588, -0.29454315, -0.09558771, 0.016047282, 0.12541397, 0.06766668, 0.012096932, -0.051367834, -0.20859776, -0.20424904, 0.1920475, -0.12987578, 0.08319857, -0.05495395, 0.043287907, -0.027431363) * go_4(1.0, 0.0); + result += mat4(0.1666435, -0.10736637, -0.039772738, 0.06555994, 0.06329126, -0.004524732, 0.027252503, -0.018687485, -0.0827318, -0.17353283, -0.17264223, 0.0050896755, 0.08507919, -0.19379872, 0.14229794, -0.0837528) * go_4(1.0, 1.0); + result += mat4(0.10103022, 0.2500691, 0.11863092, 0.04184915, 0.07104669, 0.11822421, 0.040399753, -0.05503637, -0.03777729, -0.0552892, -0.0367129, -0.07652974, -0.06387571, 0.09680754, 0.030113626, 0.07385613) * go_5(-1.0, -1.0); + result += mat4(0.21662953, -0.047714498, -0.100133225, 0.14122888, -0.053247962, -0.13878773, 0.043139406, 0.10316825, -0.050836936, -0.1023108, 0.07342308, -0.013418398, 0.1517183, -0.038232815, 0.16094449, 0.18475303) * go_5(-1.0, 0.0); + result += mat4(0.10745382, 0.14385694, 0.16242811, -0.022071859, -0.06788635, 0.09044915, -0.09642871, -0.032185104, -0.15011486, 0.06751199, -0.0030307414, 0.045759566, 0.17598514, 0.069681115, 0.18387364, 0.15741494) * go_5(-1.0, 1.0); + result += mat4(0.0355877, -0.01989782, -0.021107944, 0.1195755, 0.04636706, 0.15067361, -0.03446434, 0.091468826, -0.054333266, -0.091928974, 0.077975504, 0.051997006, -0.2611878, 0.012728117, 0.038493883, 0.062820844) * go_5(0.0, -1.0); + result += mat4(-0.09769422, 0.0486323, -0.09317317, -0.09185559, -0.30752286, -0.11381268, -0.053577766, -0.17922285, -0.14485466, 0.10500625, 0.22108263, -0.12928547, 0.33743355, 0.13309081, 0.13873322, 0.05503852) * go_5(0.0, 0.0); + result += mat4(-0.19131194, -0.10878378, -0.04047478, -0.024106042, -0.25611252, 0.10455126, -0.0774767, -0.005242356, 0.14342257, 0.096795335, 0.11119688, -0.06816075, 0.045405596, 0.11205132, 0.22008072, 0.010171907) * go_5(0.0, 1.0); + result += mat4(0.03641146, 0.025730135, 0.088947766, 0.09581084, 0.18514295, 0.05196274, -0.09955554, 0.043848306, 0.09665611, -0.05949442, -0.037989084, 0.043330964, -0.046047594, 0.090160884, 0.06574573, -0.018593606) * go_5(1.0, -1.0); + result += mat4(-0.26031247, -0.05067085, -0.07451936, -0.01263683, 0.13966191, -0.25842324, -0.115060754, -0.08976801, 0.028517777, 0.045588367, 0.2297454, 0.023451945, -0.13475016, 0.048971854, 0.04935944, -0.10817461) * go_5(1.0, 0.0); + result += mat4(-0.044189412, 0.12302195, 0.05076291, -0.072933994, 0.22576593, 0.12513146, -0.020687684, -0.0017186786, 0.056137685, 0.07280331, -0.0060697175, 0.017558591, -0.19459185, -0.08931442, 0.03579924, -0.00051510497) * go_5(1.0, 1.0); + result += vec4(-0.088215575, 0.02001751, -0.0013112888, -0.0031276105); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.055708, -0.15470836, -0.18314275, -0.018972168, 0.0008025653, -0.04802735, 0.0037216125, -0.008888557, -0.044309124, 0.1032128, -0.09535111, 0.1075431, -0.061698865, -0.136952, -0.08298975, -0.03202739) * go_0(-1.0, -1.0); + result += mat4(0.047130957, -0.13275343, 0.10046242, 0.14484632, -0.18798989, -0.01724291, -0.095696434, -0.06524662, -0.12395302, -0.057923865, 0.013821919, -0.19095008, -0.10312008, -0.067719445, 0.03039217, 0.002102062) * go_0(-1.0, 0.0); + result += mat4(0.07914871, 0.03840256, -0.11512143, -0.19842817, -0.17087726, -0.117287606, 0.26407588, -0.028159037, -0.16280699, -0.1019244, 0.026774779, -0.06759367, 0.0024644772, 0.033856, -0.007847236, 0.028765628) * go_0(-1.0, 1.0); + result += mat4(-0.07034455, 0.076142974, -0.22090098, -0.0905723, -0.06417895, 0.119223125, -0.26432338, -0.04371924, 0.16288432, 0.026691884, -0.017952124, 0.08947346, -0.1286289, -0.01910609, 0.04351911, 0.0340226) * go_0(0.0, -1.0); + result += mat4(0.14330725, 0.090986304, -0.1424256, 0.054584663, 0.043702085, -0.08414303, 0.001994348, -0.022233546, 0.03748274, 0.12121618, 0.26035795, 0.13496856, 0.3061306, 0.019047879, -0.043746773, 0.18116328) * go_0(0.0, 0.0); + result += mat4(-0.051031455, 0.0696392, 0.04753365, -0.20600007, 0.08226225, -0.055646114, 0.15932508, 0.0419586, -0.11326543, 0.027461074, -0.041595474, -0.10200617, 0.004414234, -0.085846625, 0.1470303, 0.15096648) * go_0(0.0, 1.0); + result += mat4(0.101050586, 0.15982646, 0.008072791, -0.11342946, 0.08270196, 0.08548463, 0.042926773, 0.06380147, 0.11114159, 0.07615307, -0.01628438, -0.082144625, 0.029875848, -0.020052845, 0.014533401, -0.027843053) * go_0(1.0, -1.0); + result += mat4(-0.0279601, -0.09164763, 0.11475252, 0.04266532, 0.17664109, -0.044317525, 0.038787685, 0.00897195, -0.065523826, 0.013996353, -0.109297335, -0.029989313, -0.025986332, -0.09013683, 0.24884683, 0.06528543) * go_0(1.0, 0.0); + result += mat4(-0.09584907, -0.15118982, -0.015254367, -0.12179126, -0.12146391, 0.15733819, -0.033256296, -0.061760996, -0.036719803, 0.16471127, 0.18006523, -0.056930948, 0.03617248, 0.07113426, -0.069748655, -0.081067815) * go_0(1.0, 1.0); + result += mat4(0.1271724, -0.082678355, 0.07997786, 0.06285082, 0.02332232, 0.05007377, -0.094914205, -0.06553253, -0.10122091, 0.012112823, -0.11796572, 0.021247976, 0.0654767, -0.091576956, 0.08175131, -0.010552305) * go_1(-1.0, -1.0); + result += mat4(0.12505153, -0.037628997, -0.022449989, 0.06686099, -0.25006896, 0.13324498, 0.041733105, 0.2241118, 0.024380242, 0.09950468, 0.078383565, 0.11634127, 0.077024244, -0.07780778, 0.07760342, 0.06282892) * go_1(-1.0, 0.0); + result += mat4(-0.13915282, 0.16686817, 0.030251533, -0.0035493453, -0.13203144, 0.033648454, 0.0024875028, -0.0007983041, -0.105395414, 0.1536483, 0.050240528, 0.11495208, -0.026644144, -0.05793395, -0.12098678, -0.065910175) * go_1(-1.0, 1.0); + result += mat4(0.02292821, 0.030319002, -0.1293214, -0.0096194055, -0.01278381, -0.00087727525, 0.19325659, 0.025518872, -0.05107456, -0.14991362, -0.05873866, 0.12859605, -0.20932005, -0.11987684, -0.051870637, 0.001319446) * go_1(0.0, -1.0); + result += mat4(-0.022754941, 0.043839425, -0.08278873, -0.21222612, 0.0015371124, -0.010085336, 0.09510605, 0.07335702, -0.106798455, -0.12928678, 0.015216733, 0.031399984, -0.07811234, -0.119671986, 0.17570181, 0.029809073) * go_1(0.0, 0.0); + result += mat4(-0.11764911, -0.16164766, 0.08784963, -0.019233093, -0.076887585, -0.058506478, 0.08077385, -0.16966046, -0.24188527, -0.07365656, 0.09544133, 0.19833234, 0.09107925, -0.020520048, -0.05825717, -0.09854415) * go_1(0.0, 1.0); + result += mat4(0.03600886, -0.029253786, 0.048200432, 0.022130603, 0.13826382, -0.13885193, 0.20007242, 0.14829256, -0.017307537, 0.03851602, 0.020379594, 0.07832595, -0.07762187, 0.096413285, -0.079333976, -0.0061714468) * go_1(1.0, -1.0); + result += mat4(0.0413019, -0.07368758, 0.13919644, -0.12122368, -0.029388634, 0.10483587, -0.051654328, 0.015226432, -0.04520832, -0.026331404, 0.20372365, 0.06359042, -0.013045257, -0.10666548, 0.08962036, 0.20432319) * go_1(1.0, 0.0); + result += mat4(0.013157089, -0.034036867, 0.0819, 0.014009891, -0.03467534, -0.12812413, 0.18123335, -0.0781033, -0.2039025, -0.16503748, 0.02498213, 0.023839379, -0.13192852, -0.09351754, -0.045935795, -0.088439226) * go_1(1.0, 1.0); + result += mat4(0.17598471, -0.16652712, 0.04906223, 0.07156945, -0.019004462, -0.07228772, -0.030515088, 0.12137358, 0.049442984, 0.003075852, 0.0820677, 0.09503947, 0.15167919, 0.03480622, 0.055544864, 0.108532205) * go_2(-1.0, -1.0); + result += mat4(0.06424813, 0.0047392054, -0.06604298, 0.065024786, -0.027760155, 0.013289014, -0.05930856, -0.22680816, -0.12812522, 0.046711236, 0.11081086, 0.12093126, 0.08999833, 0.09398781, -0.00391463, -0.013292052) * go_2(-1.0, 0.0); + result += mat4(0.078218855, -0.096875966, -0.1891451, -0.075190805, 0.045807663, 0.038455345, 0.1420045, 0.1738224, 0.06848118, 0.18028922, -0.07149378, -0.16228504, -0.15232347, -0.032611012, -0.07023075, -0.12920822) * go_2(-1.0, 1.0); + result += mat4(0.04663347, 0.0988432, 0.052362353, -0.112998225, -0.20248835, -0.19879234, 0.11022756, 0.10454231, -0.13743615, 0.047722638, 0.06637239, 0.016583467, 0.11989917, 0.0125074675, 0.053077225, -0.006272926) * go_2(0.0, -1.0); + result += mat4(-0.08468045, 0.047544964, 0.04363399, 0.086961746, 0.08489796, 0.12409043, -0.13015386, 0.10092822, 0.14706169, -0.102444105, -0.074901864, -0.11254591, 0.029065747, 0.14046147, 0.07324801, -0.015313643) * go_2(0.0, 0.0); + result += mat4(-0.0032504771, -0.025116406, -0.027151806, 0.04037948, -0.029422142, 0.053333733, 0.050427776, 0.2249123, -0.040938333, 0.05139012, -0.021061108, -0.21729107, 0.020586135, 0.04293995, 0.01888572, -0.15284136) * go_2(0.0, 1.0); + result += mat4(-0.050343722, -0.08038014, 0.033975042, -0.078313686, -0.025870735, -0.10589425, 0.11806239, 0.11905227, -0.030429581, -0.10916684, -0.08828011, -0.032881964, 0.005728985, -0.14882843, -0.058584355, 0.07463933) * go_2(1.0, -1.0); + result += mat4(-0.16999933, -0.027314415, 0.07264002, -0.013310814, -0.12945375, 0.016093813, -0.09084507, -0.12522581, 0.075081155, -0.012983989, 0.11086466, -0.020709865, -0.034555092, -0.13049836, -0.069538176, 0.120410606) * go_2(1.0, 0.0); + result += mat4(-0.041815765, -0.1464541, -0.112602025, -0.17897187, 0.023695359, -0.007984221, -0.09087018, 0.03442271, 0.03562612, -0.022015946, -0.0067399153, 0.038907483, -0.11839428, -0.029512445, 0.032437507, -0.13424557) * go_2(1.0, 1.0); + result += mat4(0.071081854, 0.064600624, 0.06933874, -0.00823228, -0.06739624, -0.05190142, -0.0063528903, -0.0056084343, -0.00883983, -0.1393001, 0.053884078, 0.024325706, 0.05893945, -0.075403966, 0.21418992, 0.099977955) * go_3(-1.0, -1.0); + result += mat4(-0.08398666, 0.06117285, 0.018424282, 0.13809077, -0.07201819, 0.051259644, -0.04685134, -0.017006194, 0.05818578, -0.11379136, -0.07999673, 0.23295905, 0.007356084, -0.020284122, 0.01972096, -0.13002637) * go_3(-1.0, 0.0); + result += mat4(-0.06733669, 0.13325273, -0.0074489512, -0.052333828, 0.10027424, 0.065753184, -0.14192791, 0.09388921, -0.01242138, -0.14718066, -0.014753866, -0.065210566, 0.0699064, 0.06399467, 0.022925656, 0.06504557) * go_3(-1.0, 1.0); + result += mat4(0.101876445, 0.060120665, -0.0039521665, 0.12171173, 0.08321828, -0.008348968, 0.21899523, 0.058748752, 0.05547674, 0.16084124, -0.30695668, -0.10121366, 0.038653154, -0.044442136, -0.13552639, -0.019972218) * go_3(0.0, -1.0); + result += mat4(-0.07638072, 0.050575085, 0.07061123, -0.18657742, -0.012248586, 0.019414622, 0.03041808, 0.033964135, -0.17578666, -0.023182971, -0.08965867, -0.13880058, -0.16309536, 0.17266575, -0.17651099, -0.24348558) * go_3(0.0, 0.0); + result += mat4(-0.14318372, -0.002566858, -0.08960772, -0.025085822, -0.002079447, 0.010120887, -0.09830438, -0.11765062, 0.022343377, -0.025783114, -0.029105041, -0.1690584, 0.054205775, 0.02676286, 0.016028486, 0.120592885) * go_3(0.0, 1.0); + result += mat4(0.14526334, 0.09275921, -0.12105369, -0.038859725, -0.10460921, -0.07294215, -0.15117784, -0.009182169, -0.0074104583, -0.12306472, 0.10073853, -0.08833498, 0.12785646, 0.0477829, -0.03402452, -0.07908741) * go_3(1.0, -1.0); + result += mat4(-0.025889793, 0.014548265, 0.029771648, -0.07727682, 0.041268997, 0.08237273, -0.07722456, -0.036970172, 0.09158823, 0.044813015, -0.019759692, -0.112869464, -0.04357199, -0.07405958, -0.124406114, 0.20240584) * go_3(1.0, 0.0); + result += mat4(-0.08556598, -0.01543713, 0.026491836, 0.018786263, 0.0418143, 0.0678302, -0.11946711, 0.09875955, 0.032350425, 0.007956311, -0.017798368, 0.1994804, -0.027886698, -0.17802258, 0.099619284, -0.011239122) * go_3(1.0, 1.0); + result += mat4(-0.36927477, 0.0397264, 0.14609286, 0.065389656, -0.017865075, 0.113564, 0.14015609, 0.054612216, -0.0342091, -0.030581282, -0.0124170035, 0.03166654, 0.0691441, 0.032685474, -0.16473754, -0.10027306) * go_4(-1.0, -1.0); + result += mat4(-0.027898287, 0.037473463, -0.10177491, -0.15948737, -0.08981485, 0.0764328, -0.06419195, -0.085592985, -0.015740823, -0.052377183, 0.07003385, -0.065375, 0.051523235, 0.04340368, 0.10867685, -0.16211551) * go_4(-1.0, 0.0); + result += mat4(0.007090963, -0.02692243, 0.05383495, 0.14827509, -0.105507806, 0.17903765, 0.13615972, 0.0051062405, 0.08153507, 0.05720539, 0.08144471, 0.0929691, 0.09873174, 0.015049897, 0.23769383, 0.22297786) * go_4(-1.0, 1.0); + result += mat4(-0.08985236, -0.076104425, -0.01007519, 0.034048676, -0.0079994, -0.033355482, 0.16036998, -0.053786088, -0.093155414, 0.05777472, -0.13322827, -0.0813691, 0.24432959, 0.08388064, -0.04998493, -0.021753525) * go_4(0.0, -1.0); + result += mat4(-0.016286949, -0.013190527, 0.053851254, 0.046217382, -0.21881466, 0.07689005, -0.12487547, -0.10310683, -0.02934103, -0.084740095, -0.054879915, -0.06519303, -0.15657778, 0.029417856, -0.13291313, -0.103854224) * go_4(0.0, 0.0); + result += mat4(0.11695019, 0.0132304765, -0.07342763, 0.051626842, -0.115028076, 0.060695976, 0.030592902, 0.07832676, -0.033096768, -0.010105935, -0.0968592, -0.17071666, -0.10127668, -0.026590502, 0.05544078, -0.22503363) * go_4(0.0, 1.0); + result += mat4(0.053587623, 0.013554916, 0.0018153706, 0.0050241053, 0.007109888, 0.049959134, -0.05311281, -0.09651782, -0.15021992, 0.041716605, 0.031055149, -0.04614386, 0.1668338, -0.15733725, 0.05505452, -0.04836756) * go_4(1.0, -1.0); + result += mat4(-0.077188395, -0.058547955, 0.03399098, 0.09912107, -0.03275195, -0.13739568, -0.08232234, 0.06831293, -0.070714585, -0.046675168, -0.11615044, -0.119989395, -0.03131107, -0.09919153, 0.003835856, -0.014355857) * go_4(1.0, 0.0); + result += mat4(-0.036215, 0.018938174, -0.2277618, -0.13956094, -0.07911919, -0.063870676, 0.08332067, 0.061556723, 0.038459476, 0.15356061, 0.007937132, 0.049789228, -0.0977846, -0.06580731, -0.092308916, 0.12081035) * go_4(1.0, 1.0); + result += mat4(0.2513099, 0.2640892, -0.073300436, 0.0054640956, 0.021276288, 0.117054164, -0.10756317, -0.10598032, -0.045152083, 0.08731703, -0.18050396, -0.047249332, -0.073264845, 0.2116926, -0.114557505, -0.037215512) * go_5(-1.0, -1.0); + result += mat4(0.050166927, -0.04862805, 0.12805791, 0.0045228424, 0.056160565, 0.16115089, -0.07979352, -0.13011862, 0.05441418, 0.05797822, -0.13112345, -0.025642958, 0.05028941, -0.03776722, -0.030840462, 0.1557417) * go_5(-1.0, 0.0); + result += mat4(-0.13133498, 0.18729036, 0.09921492, 0.08116472, -0.045803983, 0.26691306, -0.074901216, 0.27606857, -0.008125972, 0.042414363, 0.13946676, 0.08842948, 0.08357318, -0.03671059, -0.16490772, 0.1321214) * go_5(-1.0, 1.0); + result += mat4(-0.065409325, -0.0521094, -0.16489594, 0.13398097, 0.059531994, 0.12008558, -0.3398136, 0.1359767, 0.19906406, -0.07998507, 0.030024389, 0.07742193, -0.17542136, -0.009348887, -0.07117329, 0.03772329) * go_5(0.0, -1.0); + result += mat4(-0.058133047, -0.16653563, -0.0063957074, -0.095268235, -0.17482235, 0.059023783, 0.122984484, -0.34188032, -0.20109126, 0.18325296, 0.14055713, -0.10793852, 0.011646871, -0.061308336, -0.061341055, -0.021440659) * go_5(0.0, 0.0); + result += mat4(0.078113094, -0.09492607, 0.08023962, -0.12604296, 0.109075874, -0.0154309245, 0.06649317, 0.06254269, 0.07463966, -0.073904, 0.05772617, 0.26408893, -0.006501864, -0.07582579, -0.10127933, -0.12402614) * go_5(0.0, 1.0); + result += mat4(-0.042008914, 0.09461804, -0.072341286, 0.080054514, 0.14365824, 0.04930919, -0.099516146, -0.008121477, -0.0093559455, 0.10470606, 0.02927817, 0.021877058, -0.054930143, 0.060183078, -0.0445749, -0.01106447) * go_5(1.0, -1.0); + result += mat4(-0.0011625461, -0.0009088538, -0.023627708, 0.027977956, -0.11017806, -0.26268825, -0.011429036, -0.03145088, 0.020097682, -0.029126195, -0.06067577, 0.069737315, -0.059665915, 0.0012559243, 0.010016551, -0.09414456) * go_5(1.0, 0.0); + result += mat4(0.11869016, 0.20854239, 0.0059952354, -0.05854996, -0.019913383, 0.111083195, -0.110878445, -0.09330779, -0.09355048, -0.023232793, -0.028993065, -0.016969083, -0.046021197, 0.120301165, -0.016181333, 0.121419206) * go_5(1.0, 1.0); + result += vec4(0.13923971, 0.015290389, 0.012198976, 0.04480318); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.027190452, 0.0060910345, -0.008547152, 0.17320672, 0.06733503, -0.08989388, -0.11381129, -0.13119508, 0.17610823, 0.14008744, 0.11026499, -0.21357119, -0.12159518, 0.06601897, -0.034462526, -0.06805842) * go_0(-1.0, -1.0); + result += mat4(0.032029126, -0.17226543, -0.041954145, 0.0048979674, 0.07860925, 0.014572411, 0.028136868, 0.023380699, 0.08869984, 0.066781156, 0.054681987, -0.2045243, -0.08229035, 0.034414835, -0.059059203, 0.123423755) * go_0(-1.0, 0.0); + result += mat4(0.06395383, -0.17036091, -0.09632937, 0.012491044, 0.023212979, 0.0016467012, -0.14969939, -0.0054716296, -0.023756625, -0.17073572, 0.052645937, -0.046952818, -0.16187616, 0.016573654, -0.14689016, 0.01019834) * go_0(-1.0, 1.0); + result += mat4(0.08193712, -0.07631574, -0.034434203, -0.014776324, 0.042278692, -0.1091839, -0.10186231, -0.08016388, -0.036329824, -0.27691782, -0.060328513, -0.21892257, 0.039156485, -0.015808448, 0.063398294, -0.045008957) * go_0(0.0, -1.0); + result += mat4(-0.1413053, -0.04867498, -0.06696859, -0.19319332, 0.06924486, 0.10097274, 0.027635809, -0.25744498, 0.043045916, 0.0080625275, -0.078129664, 0.07637907, 0.08766779, 0.009869328, -0.04087825, -0.107835) * go_0(0.0, 0.0); + result += mat4(0.03251173, -0.088434696, -0.17404701, -0.047607604, 0.19409397, -0.011666368, -0.055492543, -0.06779062, 0.18695107, 0.12933761, 0.009486838, 0.1311912, -0.115678646, -0.15206106, -0.0692949, -0.2093353) * go_0(0.0, 1.0); + result += mat4(-0.024145309, -0.049262546, -0.13907287, 0.079473436, -0.042634737, -0.08339864, 0.10169023, -0.035110317, -0.07373649, -0.013395292, 0.040008895, -0.10978444, -0.11845739, -0.037593327, -0.06392299, -0.16472307) * go_0(1.0, -1.0); + result += mat4(-0.004245749, -0.017990965, -0.16623773, 0.058491312, 0.09169293, 0.095187806, -0.13777736, -0.058859553, 0.12717004, -0.21097647, 0.022213815, -0.060391422, 0.24919353, 0.027743122, -0.046835132, 0.05116896) * go_0(1.0, 0.0); + result += mat4(-0.031152543, -0.006675389, -0.20609254, 0.059274126, 0.057716113, 0.010372987, -0.09142726, 0.21968524, 0.1961135, -0.123708576, 0.16263476, 0.0062686265, 0.014965539, -0.007153107, -0.11750436, -0.1819159) * go_0(1.0, 1.0); + result += mat4(-0.0060456856, 0.19447032, 0.020056425, 0.11960106, -0.32920054, 0.015612619, 0.26585084, 0.10356409, -0.14553185, 0.00058173627, 0.05271928, -0.1452066, -0.060218733, -0.020830099, -0.10317562, 0.052465137) * go_1(-1.0, -1.0); + result += mat4(-0.27812362, 0.058981895, 0.08322605, -0.0032075725, -0.15221997, 0.09520731, 0.04914796, 0.11785509, 0.013318352, -0.10878859, -0.15916938, -0.18263555, -0.05563399, 0.014653972, 0.14075124, -0.057639994) * go_1(-1.0, 0.0); + result += mat4(-0.0041990946, 0.0977939, -0.10445638, 0.020671595, -0.051427394, -0.026315004, -0.17141542, -0.19342242, 0.18054874, -0.15474714, 0.13021101, 0.11164268, 0.09080831, 0.036626425, -0.082300276, 0.04107306) * go_1(-1.0, 1.0); + result += mat4(-0.039793264, 0.14146407, 0.09102857, 0.03839708, 0.3213411, -0.037526935, 0.26050022, 0.05215784, 0.09104371, 0.1189446, 0.1516196, -0.06040828, 0.06444251, 0.03769561, -0.05992374, -0.09555435) * go_1(0.0, -1.0); + result += mat4(-0.3158521, -0.09743379, -0.16136461, 0.12563957, -0.047199205, 0.14175804, 0.26343465, 0.26441336, -0.08041752, 0.12452204, 0.00063982303, -0.13609244, 0.2354998, 0.00049649493, 0.015294863, -0.2654468) * go_1(0.0, 0.0); + result += mat4(-0.08709678, 0.15577738, 0.05169841, 0.07911614, -0.024321338, -0.015250634, -0.021416046, -0.081399545, 0.0089286, -0.2259574, -0.05061959, 0.065474294, -0.030742366, -0.03538435, -0.055524804, 0.15507819) * go_1(0.0, 1.0); + result += mat4(0.045065995, 0.023564292, -0.037309248, 0.06847233, 0.056869928, 0.028326921, -0.17528678, 0.12857448, 0.035632227, -0.032293174, 0.104832776, 0.017997067, -0.114497125, 0.16921379, 0.12497218, 0.036903612) * go_1(1.0, -1.0); + result += mat4(0.075956464, 0.09397675, 0.052031025, -0.105377, -0.12632053, 0.024217378, -0.07852874, 0.11461346, -0.04082505, -0.108691104, -0.04474934, -0.29607844, 0.034042932, 0.12287652, -0.052040536, 0.041936204) * go_1(1.0, 0.0); + result += mat4(-0.038337763, -0.018111536, 0.06151811, 0.05389662, -0.028443024, 0.08706589, -0.073154494, 0.05447222, 0.07653834, -0.19515261, -0.037622564, 0.08052142, -0.045269065, -0.0609327, -0.100833364, 0.10981602) * go_1(1.0, 1.0); + result += mat4(0.094026454, -0.0031063687, -0.21620432, 0.13547292, 0.20105883, -0.025618935, 0.11542153, 0.10962974, 0.113429956, -0.14227262, 0.0060875076, -0.14874603, 0.09162232, -0.053849343, 0.04125156, 0.032826412) * go_2(-1.0, -1.0); + result += mat4(0.013978522, -0.13269992, -0.07810451, 0.070542224, -0.04335991, 0.13381198, -0.027735049, -0.15146035, 0.22838825, -0.064607605, 0.09653002, -0.12548994, 0.13875695, -0.07963269, 0.17691031, -0.09219512) * go_2(-1.0, 0.0); + result += mat4(-0.3725075, -0.10551151, -0.015794966, 0.11881437, 0.032990977, -0.08120358, -0.028089223, 0.07270803, 0.09375988, -0.19002074, 0.042594276, -0.14296396, 0.058286652, 0.027516257, -0.06983339, -0.21678405) * go_2(-1.0, 1.0); + result += mat4(-0.07584593, -0.030345742, -0.102612115, -0.008622554, 0.19179675, -0.007445088, -0.0055725924, 0.045661647, 0.15045294, 0.05527889, -0.16074698, -0.11140143, -0.10332519, 0.0775829, 0.3479224, -0.09605363) * go_2(0.0, -1.0); + result += mat4(0.24224567, -0.10463845, -0.004708288, -0.037463564, -0.174914, -0.12728058, -0.09033664, -0.07400692, -0.14376171, 0.047589123, 0.12197598, 0.10113545, 0.27015212, -0.034403134, 0.1424642, 0.160263) * go_2(0.0, 0.0); + result += mat4(-0.13663313, -0.1106191, 0.011357531, -0.22931215, -0.019929864, -0.10682277, -0.055398542, 0.066238664, -0.085308366, 0.04024022, 0.12161912, 0.08610841, 0.09498895, -0.06681962, 0.13027692, -0.0019338574) * go_2(0.0, 1.0); + result += mat4(-0.03641036, -0.011318962, 0.110239714, 0.11487314, -0.0893917, 0.15007862, 0.027590204, 0.09350642, 0.024954673, 0.12835681, 0.03920746, 0.09515919, -0.1465032, -0.030845147, -0.1298204, -0.13092597) * go_2(1.0, -1.0); + result += mat4(-0.053689882, -0.013590492, 0.14078104, -0.02906744, -0.028918952, -0.05751785, -0.15884842, -0.26478568, 0.13566354, 0.12888497, -0.07389985, -0.10991238, -0.04350177, 0.056619987, -0.007795586, 0.20150684) * go_2(1.0, 0.0); + result += mat4(-0.24407062, 0.21552294, -0.00949639, 0.06383184, -0.021686498, -0.3234789, 0.00095171423, 0.16604368, 0.21007693, -0.23288599, 0.14941412, -0.23804995, -0.041001838, 0.122981116, -0.08457904, 0.31631222) * go_2(1.0, 1.0); + result += mat4(-0.03347639, -0.11116802, -0.024119927, -0.13334364, -0.06425279, 0.034693595, -0.042770308, -0.17312396, -0.067923695, 0.016072923, -0.11040154, -0.17093144, 0.0015578474, -0.29394698, 0.107074894, 0.27303827) * go_3(-1.0, -1.0); + result += mat4(-0.0611658, 0.019790849, 0.06787951, 0.10454345, -0.015665758, 0.0151002975, 0.03526049, -0.103849605, 0.18519226, 0.13797036, -0.061827153, 0.049401954, -0.14499283, -0.019294523, -0.059974186, 0.08248854) * go_3(-1.0, 0.0); + result += mat4(-0.10331019, 0.013611227, 0.06224777, 0.051212363, 0.07831132, 0.10166972, 0.06203761, -0.18489413, 0.15709174, 0.10225166, -0.047563914, 0.07839388, 0.111176215, -0.17445758, -0.025798218, 0.039074145) * go_3(-1.0, 1.0); + result += mat4(-0.0126109915, 0.1351571, -0.036555156, 0.010697993, -0.13778222, 0.03346138, -0.0049093324, -0.15003881, -0.03876987, 0.07914351, 0.047344975, 0.11449459, 0.063460924, -0.08697232, 0.10283146, 0.051968753) * go_3(0.0, -1.0); + result += mat4(0.23186366, -0.06041623, -0.16257766, 0.24217394, -0.023535172, -0.101410136, -0.108250454, 0.107450925, 0.034496274, -0.028800279, 0.021022853, 0.03616355, 0.02028369, -0.08332956, 0.10570706, 0.09971033) * go_3(0.0, 0.0); + result += mat4(0.04147743, 0.015145005, 0.120189026, -0.068185546, 0.046765327, 0.06456099, -0.1020187, 0.021370325, -0.040851895, -0.03208752, 0.048594363, -0.1198498, 0.068069115, 0.041555826, -0.17036118, -0.01932193) * go_3(0.0, 1.0); + result += mat4(0.056585032, 0.08170861, 0.16936389, 0.12775362, -0.06250441, 0.003437123, -0.1626591, -0.044595372, 0.05609032, -0.013985337, 0.12408558, -0.023731874, 0.06669848, 0.015816472, 0.02028663, 0.15866788) * go_3(1.0, -1.0); + result += mat4(0.08446122, 0.18007189, -0.029043732, -0.011163938, -0.07911146, -0.08956735, 0.01947308, -0.14794883, 0.006629651, 0.038349632, -0.00968828, -0.025770634, -0.0773972, 0.005243162, -0.024193848, 0.13965817) * go_3(1.0, 0.0); + result += mat4(0.11081664, 0.014651672, 0.17688385, -0.105908446, 0.10568161, -0.0114132725, -0.07771328, -0.07368131, -0.08784887, 0.000283126, -0.062638454, 0.10225453, 0.03358641, 0.022887172, -0.05419985, 0.13735344) * go_3(1.0, 1.0); + result += mat4(0.10541027, 0.020751795, -0.09398483, -0.005489149, -0.29769272, 0.23499025, -0.006691222, -0.053000394, 0.010389082, 0.17603737, -0.00460357, 0.022672169, 0.184428, -0.05348439, -0.056355994, -0.09495365) * go_4(-1.0, -1.0); + result += mat4(0.0008888126, -0.07352942, -0.115427524, 0.039416842, 0.035075482, 0.064889066, -0.0403974, -0.16294649, 0.15031078, 0.15975513, 0.050580446, 0.17225175, -0.15042374, 0.1044681, -0.020698681, 0.02006514) * go_4(-1.0, 0.0); + result += mat4(-0.04267897, 0.013600698, -0.06688994, 0.06905151, 0.0050800233, 0.074999094, -0.013612523, 0.24658114, 0.09293767, -0.025656242, -0.12935342, -0.053077035, -0.10818674, 0.10712919, 0.10325497, 0.026742944) * go_4(-1.0, 1.0); + result += mat4(0.057898734, -0.079083994, -0.014326936, -0.012377722, -0.081788406, 0.15159677, 0.009859493, -0.17867896, -0.15591973, 0.052071776, 0.08789029, -0.07519902, -0.05066772, -0.062322497, 0.115281776, 0.036021948) * go_4(0.0, -1.0); + result += mat4(0.18813054, 0.08132526, 0.13596503, -0.048313983, 0.38620186, 0.2359013, 0.037454955, -0.1447747, 0.067145094, -0.0005996448, 0.1840271, 0.05323988, -0.23532471, -0.0116497595, 0.2535536, 0.061556816) * go_4(0.0, 0.0); + result += mat4(0.0129419975, -0.17229463, -0.09436541, 0.10180941, 0.11799404, 0.031389806, -0.07010608, 0.0046768254, 0.10469505, 0.17582805, -0.22139175, -0.14195564, -0.02746759, 0.1141511, -0.029968468, 0.07361169) * go_4(0.0, 1.0); + result += mat4(-0.0769514, 0.017098518, 0.082954735, 0.025435448, -0.21867949, -0.07731593, 0.031622138, -0.013084908, 0.053551342, 0.08035211, -0.06418101, -0.14921196, 0.18860011, 0.029326573, -0.0472363, -0.011997928) * go_4(1.0, -1.0); + result += mat4(-0.01178925, -0.07107687, -0.09878797, 0.1556755, -0.055202577, -0.040342607, -0.1087109, 0.22202995, -0.02957374, 0.063299805, -0.0226507, 0.09204488, 0.08155232, -0.022691648, 0.061842438, -0.003388257) * go_4(1.0, 0.0); + result += mat4(-0.0058287196, -0.013047009, -0.15424606, -0.056314673, -0.06388496, 0.0222499, -0.11188726, 0.2635107, -0.05954232, 0.1667741, -0.12295786, -0.15182652, 0.1224556, -0.1186777, -0.011522621, -0.09436076) * go_4(1.0, 1.0); + result += mat4(0.07150499, -0.07419667, 0.16062357, -0.13254762, -0.010069923, 0.09393101, 0.035834856, -0.043301247, 0.059349176, 0.015473052, 0.06563933, -0.013041895, 0.029431, 0.11289305, 0.08899771, 0.16794808) * go_5(-1.0, -1.0); + result += mat4(-0.113425404, 0.14999859, 0.06650979, 0.036482334, 0.018955054, -0.10026139, 0.11925662, 0.114249855, 0.06869671, 0.052254554, -0.004852112, 0.0565278, 0.078193806, 0.05062573, 0.03250799, 0.19846839) * go_5(-1.0, 0.0); + result += mat4(0.021927554, -0.1345216, -0.0016766218, -0.13956897, -0.045278247, -0.0069249924, 0.006003127, 0.07814754, 0.10342034, 0.06784387, -0.069491945, 0.19103162, 0.14311132, -0.022440588, -0.06932795, 0.030535521) * go_5(-1.0, 1.0); + result += mat4(-0.04036147, 0.054757025, 0.017254664, -0.12124264, -0.1816484, 0.15580839, -0.09062968, -0.0048705437, -0.029410018, 0.038827926, 0.057098128, -0.018173074, -0.10805557, -0.14378877, -0.2585165, 0.172119) * go_5(0.0, -1.0); + result += mat4(-0.1310388, 0.18337108, 0.19657819, -0.010367786, -0.04445844, -0.24680386, -0.04328972, -0.0399127, 0.12341645, -0.08352961, 0.011123786, -0.083505794, -0.09089909, 0.060027592, -0.23706149, 0.03521439) * go_5(0.0, 0.0); + result += mat4(0.01557783, 0.010480741, 0.0434283, 0.16624042, -0.15881334, -0.04636994, -0.0038111496, 0.03575316, -0.08781109, 0.12979223, 0.06802427, 0.08255704, 0.37816545, -0.058951244, -0.102753684, 0.1256413) * go_5(0.0, 1.0); + result += mat4(-0.10425998, -0.071307346, -0.11617004, -0.13080333, 0.1492051, 0.054852143, 0.07140254, -0.064901225, 0.0023687668, 0.012650793, -0.1390397, -0.09889024, 0.19282119, -0.04274883, 0.1678261, 0.10092644) * go_5(1.0, -1.0); + result += mat4(0.052412614, -0.016467815, -0.08627941, 0.21175376, -0.037298422, 0.009408156, 0.09253116, 0.22531977, -0.09862147, 0.012014097, -0.00088612316, 0.10639377, 0.21262354, -0.36476177, 0.1831788, -0.18416084) * go_5(1.0, 0.0); + result += mat4(0.10780807, -0.049085826, -0.035806093, 0.089742415, -0.121957704, -0.07614303, 0.1122783, -0.1417334, -0.11307489, -0.099186234, -0.09983688, -0.08203866, 0.18696213, -0.10846918, 0.022843426, 0.17075616) * go_5(1.0, 1.0); + result += vec4(-0.10820368, 0.052109707, 0.02658453, -0.089495786); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06560893, -0.038288042, -0.0021071879, -0.030108955, 0.145761, 0.0029613946, 0.051950503, -0.015247062, 0.44679, 0.114423126, -0.006614156, -0.085114725, -0.17392384, -0.1525023, 0.00087433326, -0.0061209374) * go_0(-1.0, -1.0); + result += mat4(-0.038765047, 0.023672441, 0.07686677, 0.1169065, 0.057648882, -0.04956052, 0.18272647, 0.074001, 0.0148019185, -0.17424357, -0.15635398, -0.11640745, -0.044930972, 0.17733482, -0.118420936, 0.0034517103) * go_0(-1.0, 0.0); + result += mat4(-0.03843906, 0.14669247, -0.0016725688, -0.05404641, -0.010653548, -0.14568646, 0.01552742, 0.0075000613, -0.11138789, 0.12747082, -0.0019283098, 0.15637173, 0.17695609, 0.11176842, 0.037749417, 0.038456965) * go_0(-1.0, 1.0); + result += mat4(0.011113179, -0.033781096, 0.10000893, 0.09236021, 0.05682521, 0.047795758, 0.082160555, -0.06516607, 0.021327825, 0.123461336, 0.16531587, -0.017066834, -0.17193775, 0.0088722, 0.11325116, -0.008696895) * go_0(0.0, -1.0); + result += mat4(-0.1559535, -0.027437076, -0.06791055, 0.0076806503, -0.105000794, -0.013547857, 0.044852357, -0.072031856, 0.03666842, -0.09417821, 0.044465255, -0.021518283, 0.075612575, 0.12548204, 0.0053096185, -0.081135504) * go_0(0.0, 0.0); + result += mat4(-0.032854624, -0.04636654, 0.08900102, -0.006676651, -0.17161772, -0.11203611, -0.08199468, -0.09992361, 0.20184253, -0.1002281, -0.1186801, 0.07690125, 0.10468101, -0.034323484, 0.05079439, 0.05624683) * go_0(0.0, 1.0); + result += mat4(0.098402895, 0.21312171, -0.09616754, -0.0022171456, 0.13993289, 0.020528518, 0.14474267, -0.10080646, -0.1283229, 0.1904186, -0.040573347, -0.14794436, 0.054999832, -0.11960501, -0.061369505, 0.09603712) * go_0(1.0, -1.0); + result += mat4(-0.10725682, 0.06215029, 0.089609645, 0.018108908, 0.021400819, 0.031146, -0.22904995, -0.01076689, -0.105205126, 0.012291847, -0.048588227, -0.049485933, 0.114158444, -0.091215335, -0.027073242, -0.11835295) * go_0(1.0, 0.0); + result += mat4(-0.102791235, -0.029520744, -0.19900851, -0.029541757, -0.031764254, -0.008002707, -0.017105635, -0.07239135, 0.14740342, 0.05648717, 0.077909015, -0.14993371, 0.120271415, -0.10764749, 0.024895139, -0.06620364) * go_0(1.0, 1.0); + result += mat4(0.23614062, 0.17541821, -0.008834044, 0.18276002, 0.0081810225, 0.08408151, -0.13527961, -0.018539876, 0.014361589, -0.027012244, -0.17484863, -0.019362496, -0.037048925, 0.094974704, 0.018246485, 0.109574154) * go_1(-1.0, -1.0); + result += mat4(-0.1533575, 0.19374342, -0.027817149, 0.16140993, -0.06192059, 0.045258347, -0.09625185, -0.026630063, -0.0050361003, 0.020038875, 0.17793919, 0.059639167, 0.079904884, 0.03772698, 0.07656081, 0.21176697) * go_1(-1.0, 0.0); + result += mat4(0.03496418, -0.07980854, -0.022122597, -0.15199453, -0.029270291, 0.02720027, 0.10541389, -0.020044396, 0.031097332, 0.00533792, -0.07936573, 0.0767852, -0.052802965, 0.044324324, 0.1331397, 0.09737042) * go_1(-1.0, 1.0); + result += mat4(-0.09404921, -0.12238693, -0.15260863, -0.037168942, 0.101774864, -0.12818033, -0.19276977, 0.060901154, 0.3669953, -0.08837079, 0.09483071, 0.0039528203, 0.114874505, 0.11380748, -0.0675627, 0.099314205) * go_1(0.0, -1.0); + result += mat4(-0.18921007, 0.11088719, -0.03879293, 0.24393363, 0.024074616, -0.055593442, -0.038904842, 0.093477115, -0.074254654, 0.023504809, 0.0015475574, 0.06922074, -0.02201723, 0.04952918, -0.12691462, -0.04520855) * go_1(0.0, 0.0); + result += mat4(-0.015887981, 0.13304926, -0.006745367, 0.08113083, 0.14956935, -0.115906075, -0.14784655, 0.030012615, 0.031657662, -0.065392576, 0.26881677, 0.060661886, -0.022231037, -0.04828739, 0.09894193, -0.14562485) * go_1(0.0, 1.0); + result += mat4(-0.047161587, -0.017991489, -0.0075016962, -0.034034126, -0.061112147, 0.13156408, 0.16217458, 0.076580904, 0.1459869, 0.11071404, -0.043128885, 0.0338223, 0.21686563, 0.008266244, 0.058333807, 0.02561811) * go_1(1.0, -1.0); + result += mat4(-0.018609803, 0.0234848, 0.040451016, -0.08435358, -0.009784489, -0.008065147, -0.053126886, 0.011366649, -0.084467, -0.1788947, -0.12264094, -0.18014608, 0.059439298, 0.03542411, 0.078848965, -0.13048537) * go_1(1.0, 0.0); + result += mat4(0.078216806, 0.013697004, -0.15663616, -0.049786724, -0.13391373, -0.08318028, 0.06794668, 0.09373982, -0.083461255, 0.061056722, -0.2251907, -0.06139379, -0.20027658, -0.09285312, 0.039336286, 0.09701935) * go_1(1.0, 1.0); + result += mat4(-0.16103904, -0.102670334, 0.0012198326, -0.22724585, 0.23467462, 0.044629287, 0.0045051533, 0.08221795, 0.13965432, -0.025059564, 0.009324332, 0.17598952, 0.10017599, 0.043154277, 0.09106905, 0.004035487) * go_2(-1.0, -1.0); + result += mat4(-0.044398602, -0.02080209, 0.07439402, -0.0837648, -0.09127961, -0.16654146, -0.028559506, 0.063172385, 0.02517883, -0.2839795, -0.011589502, -0.07898659, -0.013581755, -0.18534079, -0.0017158306, 0.105475046) * go_2(-1.0, 0.0); + result += mat4(0.104462, 0.27500334, -0.16876803, -0.067298174, -0.011149543, 0.026384255, -0.10175635, -0.2548854, -0.1283541, -0.16410558, 0.07503598, -0.02121285, -0.0064750114, -0.09670444, 0.08300398, 0.19831792) * go_2(-1.0, 1.0); + result += mat4(-0.009554492, -0.095104635, 0.08615534, -0.10154481, 0.11020224, -0.1011952, 0.061394565, 0.050413556, 0.19796023, 0.11560851, 0.033866078, 0.23405328, -0.0060241343, -0.050427623, -0.18293521, -0.031680096) * go_2(0.0, -1.0); + result += mat4(0.058735132, 0.026442906, -0.23102848, -0.07569987, -0.26244682, -0.20584835, 0.2259608, 0.06885029, 0.035959512, 0.075910114, -0.17818634, 0.053924832, -0.0046540634, -0.02363428, -0.0501489, 0.07347372) * go_2(0.0, 0.0); + result += mat4(-0.0733894, 0.10715639, 0.28019708, 0.100572936, -0.07274408, 0.072782665, -0.056028996, 0.06478587, -0.031222489, 0.043191776, -0.10039772, -0.21392053, -0.04606884, -0.16641788, 0.0065926304, 0.055378567) * go_2(0.0, 1.0); + result += mat4(-0.118616246, -0.13528953, -0.19563872, 0.23483656, 0.02614144, 0.19605434, -0.05274385, -0.08863971, 0.16891058, 0.1366527, 0.09084148, 0.100328505, 0.034491546, 0.08647768, 0.21777217, -0.049174547) * go_2(1.0, -1.0); + result += mat4(0.1357159, -0.012445991, 0.3096013, 0.181176, -0.010390439, 0.14459321, -0.10700577, -0.011389145, 0.09287424, 0.07787938, -0.096365124, 0.017783955, -0.09306514, 0.15694624, -0.14705794, -0.13922045) * go_2(1.0, 0.0); + result += mat4(0.13941582, 0.19728883, -0.151456, 0.10526561, -0.09251345, 0.11684088, 0.1303061, 0.14257613, -0.20296581, 0.00048331724, 0.2851077, -0.20377511, -0.057946853, 0.031233812, -0.15364504, -0.009259494) * go_2(1.0, 1.0); + result += mat4(-0.098066, -0.08288004, -0.06673981, -0.06435033, 0.034342356, 0.015804073, 0.023787297, 0.10401755, -0.19141194, -0.16482951, -0.0056575392, 0.0093797995, -0.28313008, 0.0048112553, -0.017099613, 0.02518723) * go_3(-1.0, -1.0); + result += mat4(-0.030270405, -0.038700357, -0.013410372, -0.004442315, -0.12467148, 0.08281559, -0.1605282, 0.069578275, 0.10012911, 0.01924674, -0.021857055, 0.07991313, 0.00801384, 0.13677774, 0.013247758, 0.03188123) * go_3(-1.0, 0.0); + result += mat4(-0.17157516, -0.08176375, -0.089773096, -0.0405298, -0.085242964, -0.03426719, 0.054874644, 0.066589154, 0.04864499, -0.18212035, -0.11903994, 0.04277644, -0.24286698, 0.14560008, 0.1412366, -0.049351584) * go_3(-1.0, 1.0); + result += mat4(-0.0020793858, 0.13244559, 0.022845006, -0.056293562, 0.025595138, 0.12697968, 0.0062493416, 0.10955782, -0.02731004, -0.04970028, 0.0558574, 0.013929665, -0.030912375, -0.07561133, -0.31270868, 0.027562078) * go_3(0.0, -1.0); + result += mat4(0.072941735, 0.021501537, -0.0630067, -0.10351342, 0.0041823885, 0.13891226, -0.070387594, 0.052334826, -0.003547599, 0.19354597, -0.020180183, -0.037713047, 0.06751014, -0.17405544, -0.020440113, 0.25509283) * go_3(0.0, 0.0); + result += mat4(0.005987273, -0.08264425, -0.019549685, -0.06343352, -0.005718748, 0.05226893, 0.07570872, -0.030717341, -0.18217428, -0.0039694863, 0.1455871, -0.0977504, -0.15671553, -0.006649227, -0.1283491, 0.100330345) * go_3(0.0, 1.0); + result += mat4(-0.057930637, -0.114826396, 0.06898038, -0.13852106, 0.024047598, 0.20633829, -0.12503678, 0.022534683, -0.18774416, -0.31502175, -0.10984795, -0.018557208, 0.17580375, 0.25652558, 0.22530238, -0.0028108188) * go_3(1.0, -1.0); + result += mat4(0.023331782, -0.01088776, -0.0052380436, 0.00686383, 0.026780738, 0.03749848, 0.22947483, -0.103271484, 0.012644287, -0.0142970905, 0.098855376, 0.0055474946, 0.032439362, 0.027143423, -0.14876749, -0.06213873) * go_3(1.0, 0.0); + result += mat4(-0.03750828, 0.010431886, 0.17416674, -0.090744555, -0.17330858, 0.013979898, 0.03489776, -0.13337487, 0.00858403, -0.037750907, -0.17109399, 0.08273273, -0.14204618, -0.009869641, -0.013496473, 0.076338045) * go_3(1.0, 1.0); + result += mat4(-0.043562744, -0.18440323, 0.011339632, -0.14345059, -0.08992258, -0.10230683, -0.10468143, 0.34146136, 0.15978895, -0.0051261852, 0.061601657, 0.09483878, -0.007760578, -0.018336317, 0.044910427, -0.09316569) * go_4(-1.0, -1.0); + result += mat4(0.1253627, -0.12310892, 0.016166732, 0.027448155, 0.13965616, -0.13030767, 0.17542621, 0.061852284, 0.16997853, 0.0056183804, -0.18704928, -0.019231116, -0.08086044, 0.09974395, -0.01429541, 0.03184063) * go_4(-1.0, 0.0); + result += mat4(0.04526007, 0.030035531, 0.03181006, 0.22173904, -0.1355034, -0.1948648, 0.06783468, 0.038674995, -0.046629447, -0.03462297, 0.09421528, 0.048745953, 0.16898066, 0.13283801, -0.14163011, -0.23105736) * go_4(-1.0, 1.0); + result += mat4(0.07269096, -0.06190773, -0.038986176, 0.102121696, 0.14298806, 0.23800415, 0.1370508, 0.0034182875, 0.009464909, 0.073990576, -0.028228868, 0.047769118, -0.11799714, -0.07566264, -0.025975682, 0.06592005) * go_4(0.0, -1.0); + result += mat4(0.1140849, 0.0011444123, 0.13536933, -0.045905575, 0.050907966, -0.065915674, 0.034910467, -0.2681743, 0.10803704, 0.12069119, -0.12347737, -0.06318596, -0.06862493, 0.014980036, 0.22914106, 0.0003237674) * go_4(0.0, 0.0); + result += mat4(-0.09530222, -0.11337397, 0.014516241, 0.0709293, -0.122670494, -0.17343688, -0.09817145, 0.0427696, -0.0035809735, 0.0970125, -0.35413933, -0.13195236, 0.07348421, 0.11037325, 0.056015544, -0.011848703) * go_4(0.0, 1.0); + result += mat4(-0.05069634, -0.032064505, -0.03238415, 0.1735258, 0.25210074, 0.10959535, -0.2741513, 0.13719772, 0.1066583, 0.20128429, -0.008766815, -0.11834798, 0.057237767, 0.017930366, 0.021861222, -0.025086008) * go_4(1.0, -1.0); + result += mat4(-0.000881232, -0.05960106, -0.08985197, 0.14067702, 0.018204128, 0.09699959, -0.05949243, 0.059911992, 0.027270103, 0.06743677, 0.38237867, -0.058599375, -0.047956746, 0.11374969, -0.14632292, -0.005532837) * go_4(1.0, 0.0); + result += mat4(-0.0312775, 0.0031963694, 0.08149806, 0.13988096, -0.0040519754, 0.035389222, 0.0864673, 0.18592173, 0.03735674, -0.054272953, 0.18598364, -0.13443853, 0.085672796, -0.049046505, 0.0057935636, 0.017542645) * go_4(1.0, 1.0); + result += mat4(-0.04916441, 0.015665755, 0.08576695, 0.17165792, -0.13008267, 0.04201376, -0.2670682, 0.119378634, -0.100484766, -0.0887232, 0.049034663, -0.039614394, 0.02695341, -0.04374321, -0.106656834, 0.023938615) * go_5(-1.0, -1.0); + result += mat4(0.03373819, 0.004977311, -0.0040103244, 0.13545765, 0.06599036, -0.09659661, 0.22132197, -0.116552144, 0.100918315, -0.022979576, 0.07052367, 0.04172229, 0.17585796, 0.05118707, -0.08703159, 0.055033304) * go_5(-1.0, 0.0); + result += mat4(-0.18900026, 0.019988917, 0.07693406, 0.28435934, 0.12686001, -0.14701878, -0.09573673, -0.17312722, 0.15025325, 0.12911554, -0.09475629, 0.016428819, 0.082817025, -0.11946521, -0.0013731157, -0.09071587) * go_5(-1.0, 1.0); + result += mat4(0.0797976, 0.11099694, -0.05467964, 0.014629147, -0.09720358, 0.04712591, 0.015981004, -0.05535863, 0.03645818, 0.041274335, 0.10671675, -0.11314873, 0.036964905, 0.17811853, 0.08903187, 0.0095582185) * go_5(0.0, -1.0); + result += mat4(0.11976107, 0.004657432, -0.06258394, -0.022577194, 0.17443101, 0.1387175, 0.059126876, 0.032149844, 0.1430801, 0.002375262, -0.12749809, 0.08837332, 0.06466934, 0.13617098, 0.04582338, 0.068308234) * go_5(0.0, 0.0); + result += mat4(0.022942754, -0.09855706, 0.049297135, 0.096298546, 0.1906194, 0.11273925, -0.22720218, 0.003925555, 0.0028442615, -0.12138431, 0.09074982, -0.030113788, 0.00383381, -0.09112362, -0.27005482, 0.022827866) * go_5(0.0, 1.0); + result += mat4(-0.19426541, 0.009114653, 0.11889596, -0.057239886, -0.03998725, -0.1694043, -0.20197673, 0.041406937, 0.020746358, 0.22414313, -0.1622876, -0.11014813, -0.09325455, -0.08461812, -0.021865716, 0.008194336) * go_5(1.0, -1.0); + result += mat4(0.021359676, -0.022532789, -0.10541426, -0.24901268, 0.030835157, -0.034806997, 0.10264721, -0.006528542, -0.03765987, 0.069545716, 0.25284502, 0.04730265, -0.012214816, -0.053018507, 0.13373806, -0.037745554) * go_5(1.0, 0.0); + result += mat4(-0.09582438, -0.18056035, -0.09869147, 0.11321111, -0.10706152, -0.037460733, 0.121544324, -0.11290087, 0.18490471, -0.06921383, -0.19518846, 0.10960292, -0.06263085, 0.13362981, -0.08682174, -0.053608853) * go_5(1.0, 1.0); + result += vec4(-0.019858388, -0.049763262, 0.034831703, -0.12479427); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.1652761, 0.13780159, 0.09095229, -0.043444302, -0.06450598, 0.04212247, 0.069517806, 0.09327406, -0.033491675, -0.14936084, 0.009638944, 0.11837384, 0.02686685, 0.037584316, -0.09761867, -0.026200296) * go_0(-1.0, -1.0); + result += mat4(-0.12561406, 0.12076126, 0.028275209, -0.08543192, -0.099475406, -0.0822321, 0.0920009, 0.06756713, -0.10781483, -0.12923865, 0.032576296, 0.3534597, 0.03224445, -0.015600879, -0.025559058, -0.027278373) * go_0(-1.0, 0.0); + result += mat4(0.07211016, 0.054111533, 0.13363571, -0.010288602, -0.20603329, 0.0047039236, -0.04776343, 0.25487995, -0.10845931, 0.0972547, -0.10519721, -0.0073581343, -0.10403583, -0.06662798, 0.041069936, -0.11237198) * go_0(-1.0, 1.0); + result += mat4(-0.011475162, 0.062792905, 0.091312, 0.30339372, -0.11382581, 0.06737181, 0.07341503, 0.16007973, 0.001011511, -0.11274179, -0.006656744, -0.034754373, 0.08876155, 0.014858809, 0.08583179, 0.010586847) * go_0(0.0, -1.0); + result += mat4(0.095108636, 0.0049300413, -0.15713759, -0.049208567, 0.14641964, -0.1558201, 0.115891516, -0.06733412, -0.07573838, 0.29731378, 0.108890355, 0.043476757, 0.06507369, 0.035861496, -0.03979463, 0.0009747037) * go_0(0.0, 0.0); + result += mat4(0.04926235, -0.037529353, 0.079898834, -0.14147292, -0.08446753, -0.06169593, 0.047313344, 0.26457137, -0.035472378, -0.073560245, 0.14341679, -0.022741733, -0.1525431, -0.01243139, -0.011166588, -0.20521918) * go_0(0.0, 1.0); + result += mat4(-0.016135108, 0.011612018, 0.14412925, -0.02519369, 0.09124221, 0.05163101, -0.13721077, 0.028859738, -0.10101291, -0.14688651, 0.15746878, -0.124548726, -0.04213581, -0.01224665, 0.17707069, 0.012810498) * go_0(1.0, -1.0); + result += mat4(-0.17663126, -0.07370428, 0.043691028, -0.006832302, -0.050157465, -0.030904332, 0.061489057, -0.009296911, 0.03220379, -0.047700413, -0.029812776, 0.16822562, 0.041632306, 0.11511152, 0.09653043, -0.055198412) * go_0(1.0, 0.0); + result += mat4(0.13367188, 0.03333002, 0.008851994, -0.012191224, -0.045508027, 0.08612423, 0.06786381, 0.15179649, -0.031041663, -0.059014346, 0.15675054, -0.08772905, 0.09033015, -0.08435604, 0.07550108, -0.14843665) * go_0(1.0, 1.0); + result += mat4(0.14639384, 0.16561817, -0.03261034, -0.03337392, 0.14970617, -0.11748068, -0.12750028, -0.10566866, 0.16191705, -0.08984127, 0.06803522, 0.008120483, 0.10923837, 0.0364358, -0.13485567, 0.14291629) * go_1(-1.0, -1.0); + result += mat4(-0.02444568, 0.21520157, 0.05191823, 0.17272551, -0.047668163, -0.09192939, -0.020734387, -0.016689759, -0.21506861, -0.038079426, 0.099174924, 0.010456613, -0.20138906, -0.0112631135, 0.08758567, -0.045137912) * go_1(-1.0, 0.0); + result += mat4(0.060797717, 0.03514636, -0.05460338, -0.095668696, -0.08528851, -0.07811166, 0.12541622, -0.036730994, -0.14369172, -0.010652937, 0.0060692867, -0.1785254, 0.14972189, -0.13451393, -0.04655055, 0.16085984) * go_1(-1.0, 1.0); + result += mat4(0.05367569, 0.20912962, 0.018910028, -0.10154244, 0.03168856, 0.06779478, -0.088652916, 0.016729023, 0.10557536, -0.099209085, 0.14797546, -0.18952388, 0.07048445, 0.102708265, -0.14564602, 0.12568687) * go_1(0.0, -1.0); + result += mat4(-0.049337912, -0.12502758, -0.09065302, 0.19880529, 0.26680514, -0.003136209, -0.11733151, -0.11684242, -0.04335924, 0.30764192, 0.2855104, 0.04156867, -0.08121212, 0.23999381, -0.019614706, 0.027516816) * go_1(0.0, 0.0); + result += mat4(-0.04837136, -0.0049304874, 0.006328469, 0.013705871, 0.067017764, -0.03406703, 0.053161882, 0.24689339, -0.02929922, 0.06797918, 0.015713276, -0.17147881, 0.04482974, 0.07526465, 0.019844312, -0.18729854) * go_1(0.0, 1.0); + result += mat4(0.030257802, 0.010643463, -0.11703066, -0.015162744, -0.074236035, 0.01591241, 0.061938114, -0.08404092, 0.111995466, -0.13485448, 0.21688463, -0.110088274, 0.079335205, -0.2474801, -0.03824567, -0.018190503) * go_1(1.0, -1.0); + result += mat4(-0.11581714, -0.004117979, 0.033883266, -0.13720983, 0.029020213, -0.08154189, -0.0020539986, 0.11715364, 0.17582226, 0.0916048, 0.0750543, 0.06601126, 0.038681798, -0.03606899, 0.08065586, 0.0019443193) * go_1(1.0, 0.0); + result += mat4(-0.037615683, 0.12732984, 0.042441927, -0.008004603, 0.11336218, -0.042417236, 0.044717386, -0.13728632, 0.038264424, 0.17234874, -0.02492702, 0.120399185, 0.024329247, 0.024983741, -0.1845697, -0.07284304) * go_1(1.0, 1.0); + result += mat4(0.2704137, 0.15812507, 0.060361683, -0.07266647, -0.15354276, -0.04938148, 0.11895455, -0.12520859, -0.07866695, 0.06199223, 0.02046756, 0.16162948, 0.037545823, -0.08195345, -0.02782581, -0.1247714) * go_2(-1.0, -1.0); + result += mat4(0.058098216, 0.1090351, 0.036994565, -0.14390574, -0.02314059, -0.067219526, -0.08998296, 0.12025692, -0.1035221, 0.05190676, -0.0240437, 0.06639121, -0.039624542, 0.002958745, 0.019561864, 0.12834862) * go_2(-1.0, 0.0); + result += mat4(0.2211613, -0.1103558, -0.0464588, 0.06874506, -0.32631674, 0.11210603, 0.051548798, -0.34436032, -0.11639206, 0.12327613, 0.051884107, -0.03575669, 0.035892785, -0.06696002, -0.15486757, 0.11983755) * go_2(-1.0, 1.0); + result += mat4(0.021447798, 0.010329525, 0.013789607, 0.119596116, -0.05871373, 0.055229582, 0.20033267, 0.03858596, -0.10166856, 0.0006909935, 0.0964782, 0.095391914, 0.013319357, -0.13142642, 0.1100771, 0.050889898) * go_2(0.0, -1.0); + result += mat4(-0.16984001, -0.16002657, -0.060783282, -0.17456883, 0.2011064, -0.14940733, -0.15602681, 0.14061591, 0.18068549, -0.00217099, -0.024712907, 0.037761874, -0.07138531, -0.0016056405, 0.11756802, 0.18380354) * go_2(0.0, 0.0); + result += mat4(0.07733175, -0.17642827, 0.07976922, -0.051280692, 0.16156857, 0.032522928, -0.095040165, -0.0583928, 0.038923588, -0.043146443, -0.10355574, 0.1974055, 0.04354748, 0.09425934, 0.026754672, 0.23734866) * go_2(0.0, 1.0); + result += mat4(-0.13585593, 0.14902504, -0.27107853, 0.13296895, -0.2865579, -0.074112825, 0.1409574, -0.0003253808, 0.1733374, -0.16919981, 0.03372848, 0.21644552, -0.00050592434, -0.037268158, 0.1148079, -0.13287376) * go_2(1.0, -1.0); + result += mat4(0.005142486, 0.0867682, -0.09227092, -0.10524167, 0.07520852, 0.015542765, 0.016817883, -0.0733789, 0.20560083, -0.1119311, 0.17374502, -0.107678846, -0.09381425, 0.14690572, 0.022286026, -0.19862098) * go_2(1.0, 0.0); + result += mat4(-0.20393431, -0.045187343, 0.0095105795, 0.052588273, -0.14538154, 0.18569797, -0.031874318, -0.15881945, -0.08170196, 0.052769475, -0.15122755, 0.090783544, 0.21360469, 0.04577172, 0.05163147, 0.07916663) * go_2(1.0, 1.0); + result += mat4(0.14100257, -0.03398819, -0.052019518, -0.08121586, 0.008056087, -0.0931302, -0.19780545, 0.16904305, -0.13034676, 0.08930879, -0.0112331435, 0.029833045, 0.03981243, 0.12613662, -0.2159093, 0.035136405) * go_3(-1.0, -1.0); + result += mat4(0.09830958, 0.10535925, -0.08584078, -0.04632737, 0.0022527708, -0.031659063, -0.101096116, 0.063173816, -0.06613251, 0.118981436, -0.003423647, -0.105914734, -0.07703021, -0.07204621, -0.0748016, -0.11777416) * go_3(-1.0, 0.0); + result += mat4(0.053663094, 0.07884249, -0.17141959, -0.012647486, 0.08073693, -0.076323204, -0.17775054, 0.10244291, 0.14563464, 0.14345805, -0.18157926, 0.18835878, -0.026068632, 0.023138894, -0.0019046182, -0.00012485609) * go_3(-1.0, 1.0); + result += mat4(0.1348711, -0.04699952, 0.15993118, -0.23344111, 0.026501887, -0.14297141, -0.113242336, 0.080124736, -0.03513346, 0.10361922, -0.0922229, 0.07750678, 0.12542203, 0.12729637, -0.092106655, 0.055520497) * go_3(0.0, -1.0); + result += mat4(0.083170444, -0.06302187, 0.0084091, -0.04599831, -0.035450544, -0.19657601, -0.07282212, 0.1447326, 0.11383889, -0.21189907, -0.045117173, -0.07391879, -0.11269967, -0.08903234, -0.032466423, 0.22887331) * go_3(0.0, 0.0); + result += mat4(0.067729145, 0.06700018, -0.18447827, 0.03988203, 0.05277088, 0.033052627, -0.11088279, -0.02169712, 0.019287307, 0.06812, 0.04875055, 0.111010365, -0.14138764, 0.027063884, -0.05214136, 0.16399074) * go_3(0.0, 1.0); + result += mat4(0.004932597, 0.1045028, -0.16486417, 0.010725656, 0.06950409, -0.121699296, 0.010512686, 0.14147647, 0.019202268, 0.17767008, 0.011134318, 0.063502066, -0.13067701, 0.108099535, -0.114125356, -0.046774942) * go_3(1.0, -1.0); + result += mat4(0.15779556, 0.07332346, 0.063827224, 0.008358174, 0.0496721, -0.030757044, -0.050408855, 0.12898293, 0.023491597, 0.045543656, -0.07800668, 0.037886333, 0.17256846, 0.07125766, 0.029893918, -0.02450649) * go_3(1.0, 0.0); + result += mat4(-0.18544081, -0.033090588, -0.05919492, -0.0003458201, 0.14915435, -0.037259944, 0.011946766, -0.16243212, 0.0882922, 0.093222775, -0.11737426, -0.003943405, 0.019537527, 0.0077801496, 0.1317979, -0.09169945) * go_3(1.0, 1.0); + result += mat4(-0.091774754, 0.012059926, 0.03165443, 0.14858909, 0.3944464, -0.014972357, -0.12189733, 0.26198938, -0.27252647, -0.026880303, -0.06978548, -0.013632001, -0.0032966428, -0.18498091, -0.0004948639, -0.12478541) * go_4(-1.0, -1.0); + result += mat4(-0.02833149, -0.050442036, -0.041132275, -0.07840716, 0.04005613, 0.17621154, -0.13607822, 0.1762098, 0.05282825, 0.0016353457, 0.006173704, -0.067321114, 0.13982886, -0.03623519, -0.087992206, -0.047710747) * go_4(-1.0, 0.0); + result += mat4(0.03881576, -0.08746933, -0.011487434, 0.12498892, -0.0017975342, 0.018888952, -0.18913451, 0.08337154, -0.090970725, 0.117090665, 0.1504768, -0.070024244, -0.019629575, -0.091753945, -0.0092930645, -0.15750532) * go_4(-1.0, 1.0); + result += mat4(0.017022166, -0.12516023, -0.12154394, 0.11974826, -0.09612418, -0.115943454, 0.24888757, 0.06153447, 0.056513205, -0.11116729, 0.029329464, 0.08975961, 0.10630068, -0.1328722, -0.06946471, -0.13333926) * go_4(0.0, -1.0); + result += mat4(-0.034902636, 0.2483038, 0.14978237, -0.07164234, -0.012161076, 0.023050508, 0.06598259, -0.043513447, 0.10375706, -0.20177342, -0.123048, -0.035172284, -0.07363312, 0.18172532, 0.09612206, 0.19234397) * go_4(0.0, 0.0); + result += mat4(0.029563665, -0.029694784, -0.101416424, -0.030606827, -0.070010245, 0.045257732, 0.05966623, 0.09107148, 0.03758803, 0.026623867, -0.071266346, 0.094123766, -0.059981044, 0.09513772, -0.08400028, 0.02511076) * go_4(0.0, 1.0); + result += mat4(-0.037089724, -0.06322222, 0.1061242, 0.008586227, 0.13214453, 0.035300348, -0.15787113, 0.07151468, -0.12539263, -0.09025181, 0.18832791, -0.033440433, -0.06625288, -0.1530654, -0.005935112, -0.18216603) * go_4(1.0, -1.0); + result += mat4(0.027623197, -0.04890818, -0.061262466, 0.015195151, 0.32218042, 0.19153431, -0.08007639, -0.11445247, 0.00393679, -0.06705804, -0.12879996, -0.1423812, -0.06090306, 0.0036856222, 0.0069346135, 0.043838803) * go_4(1.0, 0.0); + result += mat4(-0.016647626, -0.08680245, -0.060714565, -0.06387184, 0.18913822, 0.10105815, -0.026422933, -0.039242256, -0.06503463, -0.03521194, 0.049169898, -0.06533137, -0.03167689, 0.015587601, -0.08370448, -0.021492135) * go_4(1.0, 1.0); + result += mat4(-0.12721944, 0.028729077, 0.10713755, -0.09260985, -0.047840588, 0.022301238, 0.11309327, -0.06745379, -0.004154309, 0.10523564, -0.04239449, -0.017029425, 0.10899646, 0.1546228, -0.07669311, 0.2672058) * go_5(-1.0, -1.0); + result += mat4(-0.056850802, -0.05440277, 0.0018135635, 0.09396988, 0.14010292, 0.08741186, -0.12758048, -0.08599669, -0.018672993, 0.05172455, 0.008185248, 0.111759275, -0.06955318, 0.14772479, 0.008665618, 0.0352044) * go_5(-1.0, 0.0); + result += mat4(-0.059702516, 0.058782764, -0.12532151, -0.096861176, 0.35831934, 0.0013884759, 0.30706376, -0.101967454, 0.095553055, 0.05883552, 0.06424327, 0.054175656, -0.1484007, 0.13297899, -0.01961164, 0.15321216) * go_5(-1.0, 1.0); + result += mat4(0.09578697, -0.20968121, 0.04902802, -0.030943176, -0.009951699, -0.05341875, -0.063387014, -0.0825744, -0.09769999, -0.075733155, 0.14749058, 0.12551898, 0.24074706, 0.16208081, -0.21561289, -0.062474046) * go_5(0.0, -1.0); + result += mat4(0.0017662761, -0.088773146, 0.0043133483, 0.32119426, -0.13667256, 0.043542203, -0.045929775, -0.09663573, -0.136664, -0.19760157, -0.07579348, -0.04397654, 0.15027492, 0.08591492, -0.03781643, -0.1743205) * go_5(0.0, 0.0); + result += mat4(-0.12654322, 0.028860493, 0.12822515, 0.049503203, 0.30117163, -0.03055389, -0.0582901, 0.0019550966, -0.0038878717, 0.0043905065, -0.12589069, -0.22796634, -0.10635117, 0.16903181, 0.16951965, 0.027410017) * go_5(0.0, 1.0); + result += mat4(-0.059951358, -0.20652413, 0.056598257, -0.1811566, 0.2165428, -0.14381465, 0.20429386, 0.025329571, -0.19378977, -0.055971343, -0.0010970832, 0.08035063, 0.077368416, 0.078627735, 0.07322149, -0.14884202) * go_5(1.0, -1.0); + result += mat4(0.041847393, -0.12735637, 0.014505967, 0.10192219, -0.13889207, -0.015992412, -0.17310154, 0.12131598, -0.13452062, -0.00036142246, -0.14270298, 0.14636193, 0.059705302, 0.051249746, 0.015804589, -0.11418885) * go_5(1.0, 0.0); + result += mat4(-0.043562837, -8.029936e-05, -0.007859607, -0.08610097, -0.021267893, -0.011354754, -0.17890069, -0.0485164, -0.1679154, 0.11548207, -0.060171373, -0.24584498, 0.008396757, 0.1078782, 0.12012115, 0.07315681) * go_5(1.0, 1.0); + result += vec4(-0.067701444, -0.05630008, 0.022760866, -0.034229018); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.092447594, -0.10328636, -0.12202365, 0.27040935, 0.052717082, 0.018614411, -0.08485268, -0.07617377, -0.008931799, 0.051284462, 0.051496644, 0.026522819, 0.09565774, 0.18421015, 0.26325333, -0.12989432) * go_0(-1.0, -1.0); + result += mat4(0.03988519, 0.042028125, -0.07100362, 0.03045228, 0.068984345, 0.03516445, 0.05874817, -0.028063854, 0.5054902, -0.16185366, 0.12543231, 0.07206758, 0.31235528, 0.03843813, 0.1501265, -0.08274924) * go_0(-1.0, 0.0); + result += mat4(-0.11169874, -0.06681513, -0.00651678, 0.0010351768, 0.051753096, 0.053674143, 0.11657592, 0.12309117, -0.040198836, -0.007768111, 0.10881242, -0.14587292, 0.17091802, -0.087406136, -0.057882708, 0.0078790905) * go_0(-1.0, 1.0); + result += mat4(0.26830226, -0.01915989, -0.18262567, 0.2194732, 0.13879527, -0.031352315, 0.15241407, 0.0994905, -0.057112038, 0.17008875, 0.037308767, 0.09374541, -0.3188967, 0.01450157, -0.18610804, -0.0793318) * go_0(0.0, -1.0); + result += mat4(0.0060915435, 0.06979378, -0.046237, -0.27248916, 0.09547359, -0.07666023, 0.09364251, 0.026975514, 0.16541278, 0.042641494, -0.02498914, 0.15121445, -0.0013431904, -0.06427887, 0.18217684, 0.26087397) * go_0(0.0, 0.0); + result += mat4(-0.20825194, -0.11043138, 0.02976852, -0.105722494, 0.0008496603, -0.065933526, 0.06687892, 0.025230588, 0.18294227, -0.03581215, 0.14366323, 0.101520695, 0.25154486, 0.055622917, -0.012970234, 0.054395743) * go_0(0.0, 1.0); + result += mat4(0.21373472, -0.030288193, 0.06773853, 0.07427125, -0.0103815105, 0.016129585, 0.038576525, 0.037529152, -0.20739938, -0.05778662, -0.05940614, 0.02449663, 0.23593283, -0.05812938, -0.039888572, -0.057957932) * go_0(1.0, -1.0); + result += mat4(0.387659, 0.1274861, 0.28752464, -0.05272344, -0.014581121, 0.0040657013, -0.06632645, -0.107276425, 0.03762339, 0.2742528, 0.028725976, -0.054044764, -0.04273324, -0.06317463, 0.0060703703, 0.053600952) * go_0(1.0, 0.0); + result += mat4(-0.1596047, -0.1561146, 0.109226674, -0.0052362215, 0.16038993, 0.10755746, -0.030864978, -0.36270598, 0.17078364, 0.09184639, 0.23489448, 0.026559642, 0.04388386, -0.061411064, 0.028113337, -0.045337155) * go_0(1.0, 1.0); + result += mat4(-0.111932576, 0.0021055648, -0.12106931, 0.019196665, 0.033925258, -0.13593148, -0.068236336, 0.107576296, 0.0415075, -0.2336552, -0.052428674, 0.07777366, 0.00816918, 0.2065682, -0.08628869, 0.15342048) * go_1(-1.0, -1.0); + result += mat4(-0.021824878, -0.04840494, -0.116642684, 0.045604706, 0.008168658, -0.04534853, 0.11214711, -0.10829524, -0.043486122, -0.24905528, -0.07315474, 0.14727196, -0.07264179, 0.065202385, -0.0019039236, -0.08028288) * go_1(-1.0, 0.0); + result += mat4(0.08439612, 0.008386524, -0.030988367, 0.09697018, -0.049302116, 0.20326442, -0.018234255, -0.20189443, 0.042629667, -0.1409463, -0.050773926, -0.29503027, -0.07123911, -0.046633366, 0.07981456, 0.10374346) * go_1(-1.0, 1.0); + result += mat4(0.03868367, -0.05526043, -0.106714435, -0.14639367, 0.038107764, 0.069904044, 0.0744559, 0.13862458, 0.09222159, -0.14277418, -0.19073294, -0.03296828, -0.10584655, 0.13311721, -0.24290293, -0.008493607) * go_1(0.0, -1.0); + result += mat4(-0.15074006, 0.094411716, -0.058070287, -0.10475867, 0.127535, 0.047796316, 0.033599593, 0.055493813, 0.17686792, -0.23935609, -0.27880296, -0.12433512, 0.049884334, 0.0651521, 0.009873332, -0.039633323) * go_1(0.0, 0.0); + result += mat4(0.025122408, 0.16321969, -0.06588295, 0.09563756, -0.115063086, -0.061710395, 0.073383145, 0.09976373, 0.09290709, -0.042226892, -0.22798967, -0.14234817, -0.089538574, 0.022935519, 0.09885692, -0.050982323) * go_1(0.0, 1.0); + result += mat4(0.09486296, 0.04397677, 0.04075486, 0.056717344, -0.04711896, 0.04990853, -0.16473778, 0.13175704, 0.12485286, -0.18850122, -0.13122937, -0.102840684, -0.16874318, 0.05348968, -0.017259317, 0.07717163) * go_1(1.0, -1.0); + result += mat4(-0.059502125, -0.13897286, -0.03801125, 0.17431264, 0.11680923, -0.12560965, -0.0911302, -0.19165933, -0.121053115, 0.06541917, -0.06419728, -0.19364956, -0.13833821, 0.03234477, -0.09979964, 0.17789067) * go_1(1.0, 0.0); + result += mat4(0.067596145, 0.25704458, 0.19766523, 0.108859204, 0.09887382, 0.052284334, -0.07278858, 0.122003525, -0.030752266, -0.04871386, -0.05135825, -0.3072661, -0.033045944, -0.098459914, 0.10718348, -0.13164413) * go_1(1.0, 1.0); + result += mat4(0.020737967, 0.24545951, -0.044812705, 0.03566297, 0.095929176, -0.07487561, 0.20496303, 0.037086472, 0.038242895, 0.088189796, 0.021153267, -0.09462902, 0.026548525, -0.21922965, 0.050257247, -0.048741706) * go_2(-1.0, -1.0); + result += mat4(0.040332116, 0.043284092, 0.24138524, -0.02451653, -0.13059705, 0.0343388, -0.07902276, -0.009631078, -0.0848101, 0.010842163, 0.086510465, -0.012446626, 0.005316944, -0.22108673, 0.14004333, 0.15579557) * go_2(-1.0, 0.0); + result += mat4(0.022010755, 0.004139463, -0.017926715, 0.04037725, 0.016520657, 0.009780203, -0.14736284, -0.014491211, 0.057596914, -0.23008622, 0.21133287, -0.053522564, -0.18740861, -0.106346205, 0.10276541, 0.043288257) * go_2(-1.0, 1.0); + result += mat4(0.10575789, 0.019061945, -0.026198203, 0.20347466, 0.07900247, 0.102640145, 0.08666188, -0.05840282, 0.058876745, 0.14216799, -0.11816214, 0.14975895, 0.09833406, -0.1061385, 0.08465644, 0.09426659) * go_2(0.0, -1.0); + result += mat4(-0.13777718, -0.28986838, 0.07906812, 0.059411187, 0.09088133, 0.23517007, -0.20900714, 0.011920497, 0.14009877, 0.19299953, -0.028272772, 0.06418091, 0.118590616, -0.111001015, -0.055573206, 0.085596696) * go_2(0.0, 0.0); + result += mat4(-0.124967046, -0.23403575, -0.085109934, 0.094934925, 0.15895598, 0.08125505, -0.2215677, 0.10778676, -0.12129276, -0.0019275933, 0.14121452, -0.07975474, -0.057002395, -0.052832086, -0.1850646, -0.100982465) * go_2(0.0, 1.0); + result += mat4(0.0710814, 0.20992099, 0.07493418, -0.109678715, -0.18531376, -0.039698873, -0.110102035, 0.16468482, 0.08024999, -0.09387882, -0.13551506, 0.11087316, -0.10608426, -0.13655968, 0.01102362, -0.060193118) * go_2(1.0, -1.0); + result += mat4(-0.015583674, -0.06961451, 0.14489253, -0.27566335, -0.17987481, -0.027696218, -0.23948374, 0.028104413, 0.27821308, 0.08043316, -0.05241405, -0.0027138551, -0.13761862, 0.0038414828, 0.010716796, -0.21286957) * go_2(1.0, 0.0); + result += mat4(-0.22588563, 0.040290482, -0.13179918, -0.15576197, 0.058554877, 0.10720413, 0.11312613, -0.004625868, 0.03558514, -0.023398632, -0.2564193, -0.045098998, -0.0012908503, 0.01255389, -0.018089779, -0.1334803) * go_2(1.0, 1.0); + result += mat4(-0.040578995, 0.14333616, 0.023703935, -0.24532415, -0.017356034, 0.05467018, -0.13556047, -0.051645495, 0.08613384, -0.18583167, 0.023360416, -0.12590869, -0.06778763, -0.06438733, 0.025624113, 0.07671888) * go_3(-1.0, -1.0); + result += mat4(0.042797543, 0.076091446, 0.082091615, 0.014681128, -0.09378036, 0.062476482, 0.026251588, 0.16627216, -0.15255791, 0.17601879, 0.042653207, 0.039376315, 0.029179158, -0.0095602125, 0.0705857, 0.011434591) * go_3(-1.0, 0.0); + result += mat4(0.012922825, 0.13863216, -0.09220861, -0.005267679, 0.12863027, 0.08068719, -0.07179554, -0.13297969, 0.04991335, -0.01473723, -0.028486373, 0.26253343, -0.052293234, -0.16709994, 0.013800583, 0.060783714) * go_3(-1.0, 1.0); + result += mat4(-0.17575453, -0.036046885, 0.17919157, -0.18988807, -0.18178074, -0.058441214, -0.07271548, -0.008791415, 0.18230358, 0.07766667, -0.066274896, -0.15386371, 0.06161233, 0.003612807, 0.20308098, -0.020216005) * go_3(0.0, -1.0); + result += mat4(-0.05010378, 0.018410517, -0.050254025, 0.012066753, -0.12485184, -0.1916662, -0.1278125, 0.06593962, 0.11824467, 0.07994578, 0.05962518, -0.20991555, -0.114382625, 0.07509197, -0.19671203, -0.4580128) * go_3(0.0, 0.0); + result += mat4(0.17728399, -0.15649322, -0.15205286, 0.22968316, 0.037434835, 0.021075314, -0.090972036, -0.17058647, 0.19727467, -0.013115808, -0.08461909, 0.010409278, 0.04355671, 0.08082593, 0.013779581, -0.08425518) * go_3(0.0, 1.0); + result += mat4(-0.31590196, 0.107831545, -0.12198127, 0.00977694, -0.16240558, -0.038805872, 0.037051022, 0.10276969, 0.26788524, -0.072160736, 0.03843579, -0.08990598, -0.04897058, -0.019324914, 0.06016647, -0.015361721) * go_3(1.0, -1.0); + result += mat4(-0.16626236, -0.07336449, -0.11358449, 0.08885961, -0.044137727, 0.057762783, 0.08864482, 0.029383648, -0.08608859, -0.17586444, 0.094455965, -0.054391533, -0.18796252, 0.009314891, -0.014734876, -0.02058656) * go_3(1.0, 0.0); + result += mat4(0.12067889, 0.3618014, -0.17719771, 0.2175122, 0.12890387, 0.20503749, 0.19662304, 0.17338246, 0.1733569, -0.057952117, -0.016951751, -0.057121612, -0.014850513, -0.05018768, 0.20244005, 0.016323887) * go_3(1.0, 1.0); + result += mat4(-0.13357711, 0.12105561, -0.030620668, 0.005170665, 0.044319738, 0.12768681, 0.15325043, 0.027631996, -0.080610365, 0.03741198, -0.017102083, -0.0035679936, -0.2243731, 0.16709204, 0.023224674, 0.11311707) * go_4(-1.0, -1.0); + result += mat4(0.02376095, 0.027235378, -0.009955967, -0.049886744, -0.08411108, 0.10339928, -0.02877354, 0.12704167, -0.13884954, 0.089170545, -0.0039057198, -0.16050623, -0.05318099, -0.10950255, -0.11412448, 0.042694647) * go_4(-1.0, 0.0); + result += mat4(-0.20557326, -0.16362014, -0.090093814, 0.10406815, 0.08791842, 0.013667629, 0.099605836, -0.1062854, -0.07108554, -0.10362472, -0.0647173, 0.12420133, -0.082551, 0.07107792, -0.17423603, -0.048405636) * go_4(-1.0, 1.0); + result += mat4(-0.1954154, -0.027208658, -0.03684051, 0.1338225, -0.084645554, 0.06871324, -0.0778811, 0.025083596, -0.19436808, -0.097009145, -0.036444522, -0.17200048, 0.013402397, -0.23984545, -0.018724974, -0.005078688) * go_4(0.0, -1.0); + result += mat4(0.21297796, 0.023222866, -0.069507584, -0.07308915, -0.18444547, 0.016984317, -0.016325353, 0.11981142, -0.12647548, -0.074321784, 0.27461126, -0.111357704, 0.13917843, -0.035653792, 0.052209657, 0.2077564) * go_4(0.0, 0.0); + result += mat4(-0.13399822, 0.013458072, 0.031183472, 0.24100806, 0.025842719, -0.1878651, 0.14646488, -0.12074156, -0.15135823, -0.18367149, 0.14775206, 0.06404863, 0.06884799, 0.19008774, -0.094522566, 0.087253615) * go_4(0.0, 1.0); + result += mat4(-0.2991564, 0.15301964, -0.028454246, 0.10222737, -0.14888696, -0.021354329, -0.26517984, 0.17276473, 0.021648446, -0.17384106, 0.071495906, -0.16509262, -0.029774027, 0.17916657, -0.036435083, 0.1344122) * go_4(1.0, -1.0); + result += mat4(0.043782394, -0.111460604, -0.094103605, -0.024549566, -0.09227317, 0.009563868, -0.11380084, 0.14710943, 0.1623694, -0.2684087, 0.08932176, -0.025791056, 0.10586864, -0.2849578, -0.049896624, -0.07046415) * go_4(1.0, 0.0); + result += mat4(0.06390326, -0.16954753, -0.24643445, -0.06667138, 0.0153694395, 0.1391578, 0.033687413, -0.18783121, -0.061314933, -0.19441758, -0.033504955, 0.1402065, -0.082206115, 0.16466151, -0.07656087, 0.14898944) * go_4(1.0, 1.0); + result += mat4(-0.1266701, 0.036555164, -0.4070397, -0.085509166, 0.045745134, -0.0494443, -0.07149184, -0.05286605, -0.022561546, -0.091546714, -0.12706481, 0.1923914, 0.26536146, -0.07096412, -0.16030753, -0.21569426) * go_5(-1.0, -1.0); + result += mat4(-0.097307466, 0.15349665, 0.015644126, -0.22425117, 0.21123715, 0.022773454, 0.23383828, -0.07435915, 0.07146555, -0.02743282, 0.14647867, -0.0041729338, 0.12715502, 0.11781688, -0.061080795, 0.0026166402) * go_5(-1.0, 0.0); + result += mat4(-0.010103422, -0.087011784, -0.12507296, -0.009202013, -0.0016642559, 0.12229101, 0.012257156, 0.09069687, 0.17266563, 0.04349975, 0.0065761553, -0.071280204, 0.03610506, 0.18303613, -0.02108923, -0.06867508) * go_5(-1.0, 1.0); + result += mat4(-0.13150483, -0.060967755, 0.0055990918, 0.037484363, -0.02158257, -0.024784425, 0.23109616, -0.120935716, 0.20638125, -0.072126925, 0.062352557, -0.004980783, 0.19314887, 0.13248818, -0.23808232, 0.014506469) * go_5(0.0, -1.0); + result += mat4(0.18638828, -0.065645434, -0.20713033, 0.09149545, -0.24210495, -0.06484725, 0.08750317, 0.1802478, 0.3541541, -0.06987437, -0.1159385, -0.028150197, -0.23300691, -0.09201996, -0.121867135, -0.13276023) * go_5(0.0, 0.0); + result += mat4(0.09099928, -0.039182268, -0.1400286, 0.010247891, -0.010239972, -0.18701951, -0.1772805, 0.01631285, -0.09500139, 0.2590885, -0.09521566, 0.05752499, -0.1184693, 0.04186501, 0.27024126, 0.08569921) * go_5(0.0, 1.0); + result += mat4(-0.0729032, 0.10695013, -0.18894811, 0.06616699, 0.05852647, 0.03802247, 0.024427114, 0.022371208, 0.28009695, -0.022878911, 0.04645292, 0.060003202, 0.1053563, 0.027735699, 0.007826481, 0.14397411) * go_5(1.0, -1.0); + result += mat4(-0.15458257, 0.12910113, -0.11843165, 0.14065553, -0.19225205, 0.059665926, 0.2690873, -0.1308205, 0.071195096, 0.07672256, 0.1497483, 0.21867657, 0.15143347, -0.16467342, -0.13924904, 0.098136105) * go_5(1.0, 0.0); + result += mat4(0.05049889, 0.069295354, 0.017172134, 0.048614368, -0.19597568, -0.029311683, -0.190372, -0.025514813, -0.24531111, -0.041956335, 0.24628574, 0.15919869, 0.051921643, 0.09549575, 0.025514983, 0.13909552) * go_5(1.0, 1.0); + result += vec4(-0.012342477, -0.20862316, 0.08788906, -0.0010707981); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08156944, 0.10573189, 0.012908232, 0.1657589, -0.038043138, -0.2873211, -0.2046161, -0.09311608, 0.3097668, -0.08111585, -0.17932127, -0.02586952, 0.18931806, -0.13793743, -0.13352883, 0.06681123) * go_0(-1.0, -1.0); + result += mat4(0.02374499, 0.14342955, 0.2563405, -0.029666856, 0.17285998, -0.1035698, -0.11706357, 0.11584379, 0.21326663, 0.06683621, -0.11183301, 0.092254475, -0.1014067, 0.03412136, -0.040375732, 0.13439587) * go_0(-1.0, 0.0); + result += mat4(-0.114404246, 0.05252966, 0.00047894646, -0.028747892, 0.0105511965, 0.078781754, 0.029926287, 0.14559107, -0.12780708, -0.08478812, -0.2247857, -0.19385272, -0.13657221, 0.18088628, 0.15612762, 0.037660476) * go_0(-1.0, 1.0); + result += mat4(0.05799563, 0.059148345, -0.09769129, 0.07772796, -0.09202486, -0.06425981, -0.016873274, 0.0030002298, 0.11275395, -0.08546416, -0.2876964, 0.023335997, -0.010972625, -0.032576468, -0.086281575, -0.070443906) * go_0(0.0, -1.0); + result += mat4(0.32762548, -0.06770343, 0.03179402, -0.04613723, -0.06790421, 0.44522998, 0.119118124, -0.11980204, 0.038128957, 0.17468919, 0.076030836, 0.14512211, 0.17252928, -0.047734894, -0.06045679, -0.08920573) * go_0(0.0, 0.0); + result += mat4(-0.015262433, 0.15428601, 0.06972416, -0.16334222, -0.08347724, 0.18573803, -0.11517264, -0.0009774134, -0.16686407, -0.10733252, -0.12523252, 0.050293542, 0.11212284, -0.009658616, -0.058349714, -0.014115335) * go_0(0.0, 1.0); + result += mat4(-0.056932453, 0.18084419, 0.02166639, 0.13523088, 0.011073456, -0.045516286, 0.003297358, -0.057280444, -0.018760536, -0.15718092, -0.11770054, -0.03166016, -0.19774522, 0.0755463, -0.20558798, 0.15830164) * go_0(1.0, -1.0); + result += mat4(0.19655597, 0.03901344, -0.051660974, 0.19494548, 0.034315336, -0.04597924, -0.056954715, -0.19345726, -0.11985197, 0.006047848, 0.12791121, -0.019705713, -0.01501477, 0.117168285, 0.025459006, 0.13246241) * go_0(1.0, 0.0); + result += mat4(-0.0023640324, 0.0349994, 0.009396353, 0.0936661, 0.100842424, -0.114130996, 0.038058087, 0.12808813, -0.054103322, 0.027919596, -0.10685234, -0.07498883, -0.06130471, -0.12066764, 0.0029782685, 0.059720848) * go_0(1.0, 1.0); + result += mat4(-0.098447025, -0.011071975, 0.16054775, -0.08671137, -0.13293275, 0.05532158, 0.14407343, 0.19340874, -0.20346253, 0.11525113, 0.1687311, 0.098785535, 0.03027443, -0.054430522, 0.022521, 0.19343728) * go_1(-1.0, -1.0); + result += mat4(-0.084854074, 0.06853468, 0.06792569, 0.029366238, 0.06035099, -0.05761756, -0.033579275, -0.062136766, 0.1649456, 0.049637973, 0.2630636, -0.02261985, -0.18047638, -0.071598716, 0.14448155, -0.055889398) * go_1(-1.0, 0.0); + result += mat4(-0.024849698, 0.088840574, 0.1503109, -0.004984663, -0.16879597, -0.26041916, -0.3362258, 0.20055196, -0.13901941, 0.042401403, 0.18325137, 0.1716765, -0.016100548, 0.11664664, -0.07838003, -0.16286951) * go_1(-1.0, 1.0); + result += mat4(-0.16242248, 0.22381666, -0.017743299, 0.07717547, 0.048560552, -0.20423977, 0.30301192, 0.00976561, -0.2708939, -0.092156336, 0.038034424, 0.06372939, 0.06721783, -0.023243327, 0.119849995, 0.15898646) * go_1(0.0, -1.0); + result += mat4(0.10859177, -0.05935216, -0.015591001, -0.053253412, 0.071014024, 0.43206415, 0.04865775, 0.069328085, -0.09695977, 0.19359045, 0.016935471, 0.0028954153, -0.08338698, 0.041919734, 0.032975465, 0.11067615) * go_1(0.0, 0.0); + result += mat4(0.32948914, -0.04703423, -0.075494416, -0.06948022, -0.18574949, 0.15096106, 0.0067734853, -0.16238153, -0.21330655, 0.25306207, 0.08089956, 0.08108933, 0.056989696, 0.05212022, 0.15835905, 0.00077813526) * go_1(0.0, 1.0); + result += mat4(-0.011273352, 0.26307768, -0.04307922, 0.21710183, -0.3902529, -0.46155867, 0.015115735, -0.05384065, -0.07163729, 0.0793938, -0.0985122, 0.06594441, 0.09647775, 0.05617775, 0.07099344, -0.16353689) * go_1(1.0, -1.0); + result += mat4(-0.040731885, 0.14055543, -0.07012667, 0.07207971, -0.004641172, -0.06394655, 0.091212526, -0.00019208786, -0.07705868, 0.040352806, -0.07397878, 0.051934645, -0.010726301, 0.23407605, 0.12093579, -0.0406116) * go_1(1.0, 0.0); + result += mat4(0.041406166, -0.22172481, 0.22162893, 0.02442143, 0.10592917, 0.1968317, -0.14774016, 0.011944242, -0.12373062, 0.114184484, -0.090167396, 0.022542128, -0.1554341, 0.1371109, 0.13077694, -0.020479746) * go_1(1.0, 1.0); + result += mat4(0.123823315, -0.3012641, -0.2841784, 0.014021941, 0.10990905, 0.2764256, -0.075963184, -0.10125788, -0.007879674, -0.08643855, -0.038958456, 0.07453782, -0.48677143, -0.03276048, -0.03156215, -0.09289601) * go_2(-1.0, -1.0); + result += mat4(-0.10992206, -0.05435893, 0.11743695, 0.17674956, 0.13509355, -0.17421335, -0.100946076, -0.10648024, 0.14750971, 0.21357685, -0.107157655, -0.017665314, 0.2106041, 0.124202386, 0.24976057, -0.09088304) * go_2(-1.0, 0.0); + result += mat4(-0.26258346, -0.03037757, 0.13096122, 0.13691814, 0.11316644, -0.14852227, 0.008399919, 0.04381969, 0.030872608, 0.45056874, -0.04014858, -0.012530115, 0.21238118, -0.1332986, -0.101533614, 0.077671215) * go_2(-1.0, 1.0); + result += mat4(0.101686284, -0.21485107, -0.109051324, 0.047709018, 0.018496532, 0.030967599, -0.07855083, 0.05204436, 0.0077558183, 0.080045685, -0.09668984, 0.17999001, -0.15804431, -0.042034358, -0.21375516, 0.001163862) * go_2(0.0, -1.0); + result += mat4(-0.14624378, 0.42138338, 0.028315686, -0.20134708, -0.010074609, -0.046433613, -0.050019633, 0.08432513, -0.079346046, -0.27917975, -0.19784799, 0.25092122, 0.21972348, -0.0084989555, 0.11432945, -0.0727637) * go_2(0.0, 0.0); + result += mat4(-0.22297074, 0.20484488, 0.17720158, 0.0022023271, -0.034587737, 0.0004995375, -0.027270092, -0.08549106, -0.07970776, 0.14142907, -0.039514165, 0.08021129, 0.262039, 0.08684183, 0.08106768, -0.088322006) * go_2(0.0, 1.0); + result += mat4(0.19230787, -0.019139988, 0.100881554, 0.0622476, -0.0073597133, -0.007861123, -0.09819001, -0.035048965, 0.1649283, 0.096261285, -0.0899776, -0.03930426, -0.044506907, 0.20075877, -0.049743377, -0.0076403967) * go_2(1.0, -1.0); + result += mat4(0.0043743993, 0.20346396, 0.1655524, -0.025431981, -0.02454905, -0.04476991, 0.020741275, -0.12993908, 0.026805034, -0.0037405565, -0.17931041, 0.09257133, 0.13752705, 0.07889819, -0.037251562, -0.002646608) * go_2(1.0, 0.0); + result += mat4(0.038870014, -0.37619725, 0.046597917, -0.15463144, 0.054383356, -0.2925491, 0.0640225, -0.00486844, -0.0016340262, 0.10840749, 0.0993287, 0.17394166, 0.08594391, -0.030945132, 0.025646068, -0.06640845) * go_2(1.0, 1.0); + result += mat4(-0.01649855, -0.068216905, -0.027988954, -0.12154563, 0.022097806, -0.1290429, 0.10954417, 0.13157494, -0.1745968, -0.04658394, -0.053029858, -0.0759596, -0.04430781, -0.041724976, -0.056713972, -0.14473973) * go_3(-1.0, -1.0); + result += mat4(0.06543556, 0.092009485, -0.08451462, 0.052707452, -0.06780165, -0.088456, -0.025358824, -0.12258837, -0.10129489, -0.059306916, -0.14748581, 0.014620428, -0.038939722, -0.10054172, 0.09494565, -0.07793254) * go_3(-1.0, 0.0); + result += mat4(-0.05932573, 0.013406356, 0.26368266, 0.18454649, -0.03142332, -0.01590683, -0.06236948, 0.11061398, 0.025253339, -0.030919848, 0.064894855, 0.13248478, -0.030221257, -0.0986045, -0.034824356, -0.16913392) * go_3(-1.0, 1.0); + result += mat4(0.0015110603, 0.2025821, 0.004228453, 0.08477586, -0.03797453, -0.04194356, 0.18174535, -0.06626136, -0.13344109, -0.22612168, 0.02602776, 0.016666876, -0.027019914, 0.119900815, -0.06250115, -0.070262626) * go_3(0.0, -1.0); + result += mat4(-0.14976665, 0.03257234, -0.14965177, 0.073865525, 0.062913194, 0.05034122, 0.03676157, -0.018906, 0.04145618, -0.111236595, -0.20951095, -0.060131762, -0.16541055, -0.08913449, 0.044624332, -0.08443667) * go_3(0.0, 0.0); + result += mat4(-0.21176168, -0.015680272, 0.25104785, 0.28819278, 0.068234585, -0.067152865, 0.18975581, -0.024222756, 0.09343949, 0.107427366, -0.08206377, -0.07970111, -0.10268362, -0.02063304, 0.007915588, -0.1344096) * go_3(0.0, 1.0); + result += mat4(0.061288554, -0.017783957, 0.1759008, -0.096834674, -0.17838398, 0.22331426, -0.027759569, -0.0883247, -0.05435304, -0.099557355, 0.026310958, 0.18467775, 0.07900235, -0.017400427, 0.1453773, 0.033763483) * go_3(1.0, -1.0); + result += mat4(-0.06601715, 0.19832757, 0.10341119, 0.015197309, -0.13140027, 0.06353335, -0.033154953, 0.14772332, 0.053612914, -0.018467115, -0.1992033, 0.17353232, 0.16321027, -0.09609656, -0.12580357, -0.052030507) * go_3(1.0, 0.0); + result += mat4(-0.09335505, 0.099851064, 0.12890811, 0.13102262, -0.07580953, -0.11255671, -0.18570407, -0.14529274, -0.05160979, 0.06461672, -0.038672008, -0.00841868, 0.0029629876, -0.13739161, -0.29193023, -0.081763566) * go_3(1.0, 1.0); + result += mat4(0.23590541, 0.009043033, 0.06940084, 0.13891594, -0.010488754, 0.029098868, 0.07929391, -0.07250032, -0.13742201, -0.18533885, 0.2531767, -0.009061109, -0.027644258, 0.10404188, 0.012537389, 0.10293872) * go_4(-1.0, -1.0); + result += mat4(0.19354686, 0.15574348, 0.31874457, 0.024332082, 0.06383042, 0.048204664, -0.073850416, 0.032850295, -0.34514645, -0.054682292, -0.054835007, 0.012525943, -0.031569667, -0.093528986, 0.077636436, 0.080878824) * go_4(-1.0, 0.0); + result += mat4(-0.061584793, 0.003138571, 0.25193092, 0.09340434, 0.17664844, 0.010498078, 0.18399622, -0.23279727, -0.12833218, 0.15312086, -0.10134878, -0.0025951387, 0.07395745, -0.059028395, 0.1285172, 0.13659331) * go_4(-1.0, 1.0); + result += mat4(0.1286127, -0.08862414, 0.123132095, -0.11186987, 0.04064812, 0.1295343, -0.08698302, -0.054833192, -0.06911518, 0.1468998, 0.14806904, 0.0002644252, -0.102448784, 0.0064156754, 0.111383334, -0.07292957) * go_4(0.0, -1.0); + result += mat4(0.05504673, -0.076037504, 0.11776747, -0.07890708, 0.077408485, -0.117229365, 0.0197986, -0.12881358, -0.121706314, 0.008088911, -0.025189465, -0.06471935, 0.111992925, -0.08574453, -0.18029808, 0.057162132) * go_4(0.0, 0.0); + result += mat4(-0.09641628, -0.08636256, 0.07254762, -0.1108583, 0.06322016, 0.04606108, 0.015605975, -0.023462018, 0.077079624, 0.12611854, -0.026314614, -0.021778936, -0.080265954, -0.028592844, 0.1361638, 0.16848429) * go_4(0.0, 1.0); + result += mat4(0.14155127, 0.013242842, 0.04764719, -0.12724996, -0.05762018, 4.4798093e-05, 0.31255975, -0.52083194, -0.18550456, 0.109841965, 0.1860627, 0.11478285, -0.36154944, -0.12439295, 0.3006208, 0.032344274) * go_4(1.0, -1.0); + result += mat4(-0.11564562, -0.034078646, 0.16126357, -0.1936752, -0.2330871, -0.13876866, 0.088089384, -0.021154383, -0.091547124, 0.091753796, 0.18144718, 0.1774146, 0.007724317, 0.097580045, -0.15106232, -0.04128832) * go_4(1.0, 0.0); + result += mat4(0.071651496, 0.18003649, 0.10129018, -0.16904286, -0.2137536, -0.1308051, 0.13850693, 0.04569891, 0.09158717, 0.1749203, -0.032127034, 0.06019649, 0.12735014, -0.19949023, 0.003664079, -0.050514087) * go_4(1.0, 1.0); + result += mat4(-0.009363578, 0.083391, -0.08583937, -0.008416162, -0.024429835, 0.008918877, -0.15991227, -0.035743445, -0.040119864, 0.20200913, -0.09585724, 0.039848186, 0.2914714, -0.13199879, -0.04198891, 0.049873233) * go_5(-1.0, -1.0); + result += mat4(0.14203294, -0.12218405, -0.1336784, -0.011557518, -0.10419894, -0.047520764, 0.012323197, 0.01812075, -0.15906301, 0.057789516, -0.108339556, 0.035662923, 0.008705645, -0.017022535, -0.11589909, 0.030071909) * go_5(-1.0, 0.0); + result += mat4(-0.15126535, 0.116061516, 0.26665378, -0.11970062, -0.192801, 0.021354547, -0.253131, 0.12830788, -0.17019245, 0.06896555, -0.0015308838, -0.0076949615, 0.031619042, -0.14708556, -0.11876281, -0.053292263) * go_5(-1.0, 1.0); + result += mat4(-0.14085393, 0.15730241, 0.10422539, 0.025466066, 0.10541659, -0.0012975787, 0.041553672, 0.059082996, -0.154172, 0.08198402, 0.09771777, -0.068264395, 0.047784068, -0.11348507, 0.004380174, -0.089181446) * go_5(0.0, -1.0); + result += mat4(0.04478754, -0.18557417, 0.13422509, 0.15747893, -0.009310171, -0.0116828615, -0.0116161555, -0.0065923473, -0.028874157, 0.17116025, -0.15008302, 0.0864679, -0.10439667, 0.09480786, -0.14620537, -0.12444) * go_5(0.0, 0.0); + result += mat4(-0.10271061, 0.037290677, 0.16068509, -0.0020577735, -0.26431653, 0.0316218, 0.13216278, 0.039026607, 0.114048995, -0.08055903, -0.25474527, 0.03769183, 0.11541464, -0.13846509, -0.23404308, 0.059910618) * go_5(0.0, 1.0); + result += mat4(0.03207741, -0.057938, -0.083276935, -0.08009412, 0.11193717, -0.07672049, -0.16157848, -0.11298354, -0.17304356, 0.08984146, -0.050554533, 0.15308471, -0.05547862, -0.15691018, 0.07320868, -0.042120814) * go_5(1.0, -1.0); + result += mat4(0.048134506, -0.10295267, 0.051832333, -0.13681562, 0.103027515, -0.06026332, 0.06881206, -0.015670486, 0.28807607, 0.03059088, 0.034055263, 0.017337816, 0.05512398, 0.075067505, -0.036354467, 0.06471895) * go_5(1.0, 0.0); + result += mat4(-0.085566096, 0.014341178, -0.08384431, -0.051138613, -0.13172193, -0.10944131, 0.052603673, 0.10315314, 0.13149905, -0.10674123, -0.007911778, -0.028487006, 0.13898246, -0.018405652, 0.04242993, -0.10391517) * go_5(1.0, 1.0); + result += vec4(0.06731381, -0.14791869, -0.15826754, -0.069372416); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf2 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0017213221, -0.15371315, -0.092273064, -0.10798677, 0.009334791, 0.22254497, -0.097098924, 0.029816378, 4.457267e-05, -0.1057864, 0.4134007, 0.14368671, -0.004629636, 0.17854625, 0.2903048, -0.06277739) * go_0(-1.0, -1.0); + result += mat4(-0.046712447, 0.119774394, -0.117091574, 0.09618261, -0.10770648, 0.124485455, 0.075216, -0.28377417, -0.24061379, -0.09114137, 0.23112294, 0.12123567, 0.025058655, 0.093606554, 0.10327309, -0.024526346) * go_0(-1.0, 0.0); + result += mat4(0.019105028, 0.06630737, 0.032209937, 0.09685681, -0.018223759, 0.04791892, -0.008235882, -0.29300943, 0.25300565, -0.2488416, 0.08808891, 0.23057054, 0.07350692, -0.106139764, -0.063049704, -0.059718538) * go_0(-1.0, 1.0); + result += mat4(0.0455073, -0.051755026, -0.11883914, 0.20130287, -0.131154, 0.017220428, 0.12068244, 0.070289314, -0.12415149, -0.22242554, 0.08771896, 0.0035022376, 0.24336605, 0.08416074, 0.028170893, -0.03845105) * go_0(0.0, -1.0); + result += mat4(0.03242001, 0.102102384, -0.17709577, -0.0109795965, 0.08089789, -0.021498924, 0.06255124, -0.042419348, 0.108601704, -0.05202687, -0.12712812, -0.17035247, 0.17001751, -0.045719698, 0.09703396, 0.037530866) * go_0(0.0, 0.0); + result += mat4(-0.09127368, 0.18729141, 0.11323561, 0.12806842, -0.058737166, 0.1974935, -0.1213344, 0.26005578, -0.041523788, -0.0029840702, 0.14748086, -0.10480214, -0.06823255, 0.045274846, 0.078861825, 0.088076524) * go_0(0.0, 1.0); + result += mat4(-0.10629749, -0.023263903, -0.082174115, -0.121970475, 0.21234329, 0.0262291, 0.1745219, 0.07722097, -0.12979622, -0.046668485, -0.0027060192, -0.07948489, -0.1455228, -0.1722979, -0.11220583, -0.15050055) * go_0(1.0, -1.0); + result += mat4(0.04207767, -0.08237373, 0.07580429, -0.02124768, 0.12718296, 0.053528596, -0.09762217, -0.0045613465, -0.04504155, 0.18147692, -0.13206507, 0.118414916, 0.03825585, -0.23475614, -0.06268228, 0.086768724) * go_0(1.0, 0.0); + result += mat4(0.034695115, 0.07061876, 0.04965704, 0.17847943, -0.1437011, 0.15886799, -0.201469, -0.063395016, -0.1750345, 0.11911144, -0.188721, 0.08700757, 0.14036323, -0.08573763, 0.10530263, -0.07726266) * go_0(1.0, 1.0); + result += mat4(0.21503586, -0.18479058, 0.0074815084, 0.09756983, 0.037916277, -0.17987613, 0.11589862, -0.028243838, -0.20950282, 0.026752079, 0.10840585, 0.15400405, 0.08625402, -0.07633785, 0.0017439253, -0.072862245) * go_1(-1.0, -1.0); + result += mat4(0.008905137, 0.106612414, -0.07793345, 0.15220572, -0.0028391609, -0.10614796, -0.17509677, 0.09583197, 0.18518968, 0.005445739, 0.12949161, 0.07129458, 0.06554234, -0.1308029, -0.029664468, 0.010993508) * go_1(-1.0, 0.0); + result += mat4(-0.054151967, -0.21677336, 0.17064962, 0.06138102, -0.06272079, -0.11186543, -0.02262431, 0.27793702, 0.019080682, 0.121934734, -0.08267019, -0.08607981, 0.10281368, -0.015739575, 0.07353178, 0.10465199) * go_1(-1.0, 1.0); + result += mat4(0.11974522, 0.044251468, -0.15450975, -0.075565055, -0.04790616, -0.031326365, 0.27381012, -0.094721034, -0.11900706, -0.06368458, 0.10776822, 0.18564561, 0.089738145, -0.0016327037, 0.18722743, 0.09222095) * go_1(0.0, -1.0); + result += mat4(-0.02468192, -0.16873443, -0.02480979, -0.13937175, -0.13027008, 0.15577625, -0.01477261, 0.07563496, -0.00062903174, 0.071869016, 0.17108877, 0.00066113746, -0.29290298, 0.07078572, -0.054790854, 0.09035019) * go_1(0.0, 0.0); + result += mat4(0.066045515, -0.11800159, -0.0750722, -0.08316888, -0.08140103, -0.107804835, 0.1621138, 0.16997898, -0.04444603, 0.28161287, -0.28550264, -0.17914039, -0.15597315, 0.15387748, -0.047001313, -0.042532828) * go_1(0.0, 1.0); + result += mat4(0.025888437, 0.13297214, -0.07546064, -0.06647902, 0.017062671, -0.2597112, 0.13725336, 0.10858415, -0.1160102, 0.13422437, 0.1592752, 0.15240288, 0.03929169, 0.2020017, 0.07010354, 0.028547695) * go_1(1.0, -1.0); + result += mat4(-0.0703738, 0.13582481, -0.036476467, -0.096972756, -0.12283295, 0.13071987, -0.056827262, -0.023500688, -0.0075902776, 0.06296815, -0.049109932, 0.16880427, 0.29702982, -0.01992682, 0.013997502, -0.070870094) * go_1(1.0, 0.0); + result += mat4(0.108744465, -0.09422798, 0.13146311, -0.250233, 0.016463336, -0.12794453, 0.03931633, 0.17450981, 0.11661872, 0.12163951, -0.1192709, -0.05398837, -0.24910302, 0.19006594, -0.1857664, -0.1205357) * go_1(1.0, 1.0); + result += mat4(-0.054634392, 0.052315067, 0.05044536, -0.05177968, 0.21537638, -0.014019764, -0.06632539, 0.030889641, -0.18629341, -0.04575244, -0.07509494, 0.09061459, -0.0686147, -0.1872925, -0.08178069, -0.17149752) * go_2(-1.0, -1.0); + result += mat4(-0.08697341, 0.15311632, 0.06298225, -0.17094718, -0.0854164, 0.037885193, -0.048915166, -0.010449174, 0.030081013, -0.02462675, -0.105993316, -0.100794375, -0.05364704, -0.120219246, 0.16426747, -0.016683623) * go_2(-1.0, 0.0); + result += mat4(0.1442815, -0.2285766, 0.14395493, -0.01616554, -0.054909255, -0.06734717, 0.044498604, -0.07669548, 0.06888753, 0.2329823, -0.2728349, -0.06917594, 0.049095903, 0.0144689595, -0.08170211, -0.21154584) * go_2(-1.0, 1.0); + result += mat4(-0.0032911033, -0.30628094, 0.01655303, -0.12639484, -0.043794096, 0.12097294, 0.10301277, 0.0323829, -0.20977376, -0.2598986, -0.032757662, 0.062723145, 0.065447785, -0.10534467, -0.061504886, -0.25371954) * go_2(0.0, -1.0); + result += mat4(-0.062172186, -0.12031234, -0.05312447, -0.07274714, -0.044065587, 0.060389437, -0.011823414, 0.08889303, 0.010290733, -0.056499645, -0.012554047, 0.13659821, 0.062492277, -0.1463726, -0.30616954, -0.048617195) * go_2(0.0, 0.0); + result += mat4(-0.05244876, 0.056097146, -0.06787384, 0.09076766, -0.09579352, -0.0066260016, 0.15201993, 0.03254239, 0.021516487, 0.15981875, -0.1432654, 0.17569521, 0.12658277, -0.1530729, -0.14634636, -0.00258191) * go_2(0.0, 1.0); + result += mat4(0.19284594, -0.24125227, -0.06610495, -0.22473419, 0.19109339, 0.20509472, 0.022192668, 0.13134679, -0.16711204, 0.03866372, 0.040778622, 0.004792002, 0.06713585, -0.11313002, -0.0494123, 0.16455573) * go_2(1.0, -1.0); + result += mat4(0.08695826, 0.03544317, -0.22323117, 0.10693563, -0.060470764, 0.14525974, -0.12502834, -0.10161133, -0.29323998, -0.14850102, 0.0802706, 0.14540558, 0.07584563, -0.105335936, -0.10063164, -0.16825674) * go_2(1.0, 0.0); + result += mat4(-0.09106831, -0.054964047, -0.0060697296, 0.1795092, -0.031979155, -0.17847598, 0.02053048, -0.09066955, -0.27984852, 0.11892948, 0.24315885, 0.18758732, 0.16902542, -0.21777025, -0.012130184, -0.060705084) * go_2(1.0, 1.0); + result += mat4(0.059577208, 0.060833983, 0.10868721, 0.11276571, -0.2327309, -0.11088089, 0.20807125, -0.021718912, 0.030323144, -0.10312503, -0.22234069, 0.16634466, 0.19398251, -0.0545838, -0.13059108, 0.017868554) * go_3(-1.0, -1.0); + result += mat4(-0.07514213, 0.10887309, 0.1218314, -0.18563306, -0.008527813, -0.20459747, -0.030698426, 0.0844588, 0.23686919, 0.03104538, 0.08527714, -0.09642553, -0.08534072, 0.06419827, -0.12806654, -0.11365306) * go_3(-1.0, 0.0); + result += mat4(-0.039864887, -0.25141066, 0.13011548, -0.13584746, -0.013512096, -0.17277367, 0.08957357, 0.24380256, -0.033397153, -0.012431397, 0.082527, 0.020838374, 0.016154792, -0.29341805, -0.015195005, 0.022471353) * go_3(-1.0, 1.0); + result += mat4(-0.11212281, 0.08150235, 0.0055854055, -0.28806004, -0.09078987, -0.05241604, -0.09806806, -0.2560824, 0.043018572, 0.013310293, -0.018843893, 0.049140453, 0.17483246, 0.12305487, -0.096557006, 0.0123909665) * go_3(0.0, -1.0); + result += mat4(0.09532439, 0.15352365, 0.20087242, 0.08491758, -0.24605502, 0.16663635, -0.13709177, -0.12777333, 0.02181133, 0.036698326, -0.003161005, 0.05891433, -0.055862445, 0.29106724, -0.17064662, -0.14393678) * go_3(0.0, 0.0); + result += mat4(0.0058135563, -0.22420937, 0.07235329, -0.124738544, 0.08238468, -0.2015809, -0.03386368, -0.17470017, 0.057452828, -0.06164105, -0.13776, -0.09869882, -0.0026272335, -0.20054811, 0.019651942, -0.2600821) * go_3(0.0, 1.0); + result += mat4(-0.17325936, -0.05762174, -0.06450132, 0.050736707, 0.045916766, 0.00402603, -0.08697255, 0.12957326, -0.17539512, 0.087370165, -0.004544662, -0.073203914, -0.010898469, 0.12600337, -0.012520381, 0.034228735) * go_3(1.0, -1.0); + result += mat4(-0.10941816, 0.0907973, -0.0004870752, -0.0067486484, -0.0726075, 0.2144327, -0.055393726, -0.023118004, -0.14722143, -0.15563087, -0.06595914, -0.048578046, -0.030177968, 0.20142747, 0.01779709, 0.01655237) * go_3(1.0, 0.0); + result += mat4(-0.08580983, -0.026037404, -0.077059925, -0.087288134, 0.004400565, -0.011133582, 0.17784919, 0.23502137, 0.047681976, -0.11357638, -0.0896771, 0.0067448434, -0.10454412, 0.17173828, 0.02538007, 0.012261617) * go_3(1.0, 1.0); + result += mat4(-0.1899917, 0.035758197, 0.09290593, -0.321715, 0.0062465663, 0.0014386866, 0.016894078, -0.115979955, -0.0027755008, 0.06348923, 0.03340955, -0.24005453, 0.049253695, -0.038937677, 0.11952727, 0.0399283) * go_4(-1.0, -1.0); + result += mat4(-0.0768814, -0.070920505, 0.32928568, -0.09117129, -0.030737674, -0.10276032, 0.008501685, -0.092094645, -0.119966194, 0.08019844, 0.06642611, -0.061083883, 0.11307649, -0.031231074, -0.032001212, 0.13963008) * go_4(-1.0, 0.0); + result += mat4(-0.07274599, 0.0010301028, 0.045785096, -0.010552021, -0.13573211, 0.271882, -0.22248295, -0.28493458, 0.024056, 0.14095017, 0.065386854, 0.06830046, 0.039510656, -0.09839122, 0.20431511, 0.09510801) * go_4(-1.0, 1.0); + result += mat4(0.015967855, -0.18058023, 0.18704537, 0.18511131, 0.08232382, 0.0142269125, -0.045059025, 0.09668988, 0.062527284, 0.15584159, -0.19181041, -0.09103482, 0.07462716, 0.08690921, -0.006602257, -0.048261993) * go_4(0.0, -1.0); + result += mat4(0.06590294, 0.03255081, 0.27418908, 0.12957683, -0.056972653, -0.13130698, 0.116743594, -0.021665238, -0.049696703, 0.1355714, -0.034948308, 0.013496893, 0.08264742, -0.040836275, 0.066302836, -0.008282482) * go_4(0.0, 0.0); + result += mat4(-0.031672716, 0.062036, 0.0670039, 0.118378155, 0.16932462, 0.19176582, -0.14296779, -0.07521962, 0.08186631, 0.13872068, 0.2050204, 0.23874411, -0.05187021, -0.14518432, 0.17769787, 0.13543007) * go_4(0.0, 1.0); + result += mat4(0.23216663, -0.07822891, 0.19363302, 0.14644198, 0.23314826, 0.16843605, 0.14231025, 0.39938375, 0.012976297, 0.04872197, -0.056092817, -0.06786196, -0.13020758, -0.16039686, -0.08942605, 0.06917485) * go_4(1.0, -1.0); + result += mat4(0.13809198, -0.07787285, -0.0032761474, 0.08901838, 0.06670918, 0.23262213, 0.19812497, -0.29459605, -0.16106832, -0.089955695, 0.018862866, 0.027937569, -0.068481594, 0.0515106, 0.0076716254, -0.020717952) * go_4(1.0, 0.0); + result += mat4(0.15160611, -0.056448795, -0.01282516, -0.060768176, -0.13858989, 0.070536785, -0.036451727, -0.007100553, -0.06416002, 0.1640014, -0.012680492, 0.089894645, 0.089873075, -0.12290447, 0.07415422, 0.051840447) * go_4(1.0, 1.0); + result += mat4(0.049169756, 0.012065099, 0.044702023, 0.41471246, -0.22039439, 0.26710343, 0.03259032, -0.0010071819, 0.122387365, 0.016845915, -0.04162581, 0.16303158, -0.018624788, -0.018498175, 0.119111605, 0.066239804) * go_5(-1.0, -1.0); + result += mat4(0.1304685, -0.015543399, 0.09727904, 0.025493689, 0.11235736, -0.024798019, 0.24016461, 0.05678371, 0.29092878, 0.008495527, -0.08145035, 0.1277052, 0.09728953, -0.064336315, 0.018896975, -0.0052928496) * go_5(-1.0, 0.0); + result += mat4(-0.22020516, 0.17298244, 0.08216116, 0.13081113, -0.058733664, 0.14459507, 0.1042437, 0.10113822, -0.012354008, 0.21633418, 0.059657548, 0.14173268, 0.026709042, -0.10159428, 0.14287837, 0.16256075) * go_5(-1.0, 1.0); + result += mat4(-0.03602925, 0.19763114, 0.14659521, 0.079257175, -0.048765395, -0.04763924, -0.023928326, -0.07900388, 0.13704984, 0.08109074, -0.017959716, 0.0065745655, -0.052421648, -0.03608805, 0.06062624, 0.11137132) * go_5(0.0, -1.0); + result += mat4(0.10591948, 0.0052649123, 0.18899056, 0.0075388527, 0.035225954, -0.062119495, 0.022104654, -0.10452858, 0.03833499, 0.26919907, -0.078174464, 0.0016594962, 0.09164568, -0.05362235, 0.047250915, -0.031277195) * go_5(0.0, 0.0); + result += mat4(0.0244364, -0.06794058, -0.021393122, -0.053156774, 0.15241314, -0.09962311, -0.03456499, -0.016867915, 0.1597494, -0.12681212, -0.010430228, 0.00086353114, 0.027244834, 0.08854933, 0.1284529, -0.05862663) * go_5(0.0, 1.0); + result += mat4(-0.12345045, -0.044616744, -0.04131162, 0.13541003, -0.047810026, -0.12005011, 0.010486988, -0.021923149, 0.11812008, 0.17721419, -0.032736443, -0.15231252, -0.13128845, 0.07795993, 0.047232933, -0.07249807) * go_5(1.0, -1.0); + result += mat4(0.08612666, 0.02928595, 0.24572, 0.1079535, 0.06905186, -0.040503707, 0.08792316, 0.13987797, 0.14096849, -0.026072232, -0.024833977, -0.031660788, -0.07927557, 0.03298344, -0.08978443, 0.112841055) * go_5(1.0, 0.0); + result += mat4(0.15270372, 0.07552049, 0.09564199, -0.13284975, 0.003842602, -0.029099604, 0.0003256477, -0.09769279, 0.12788263, -0.10107807, 0.10767, 0.23706906, -0.059877742, 0.09791839, 0.04538287, 0.16307582) * go_5(1.0, 1.0); + result += vec4(0.07341823, -0.019611815, -0.09007808, -0.022756629); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.053204395, 0.2134829, 0.12336964, -0.10227736, 0.13940702, -0.124413736, 0.3020443, -0.2065515, -0.004734049, 0.037971064, -0.17321284, 0.041885074, 0.077058956, 0.12063891, -0.010338445, 0.06337065) * go_0(-1.0, -1.0); + result += mat4(0.12816934, 0.14948028, -0.09161687, 0.009573578, 0.22003245, 0.044031654, 0.090882175, -0.14265673, 0.06734865, 0.05421324, 0.11106335, -0.020738617, 0.02484326, -0.059336618, -0.009157065, 0.0821956) * go_0(-1.0, 0.0); + result += mat4(-0.02057381, -0.053952582, -0.05662845, 0.043356568, 0.2431925, -0.117109254, -0.03546069, 0.32747653, -0.0656724, -0.10274332, -0.026182862, 0.16777003, -0.038789105, -0.011600223, -0.06111373, -0.045530178) * go_0(-1.0, 1.0); + result += mat4(-0.11627616, -0.2680533, 0.010153158, 0.04263144, -0.046353284, -0.05806104, 0.08532106, 0.02319678, -0.12570818, 0.0359389, 0.020782439, 0.10452313, 0.06330789, -0.0086953, -0.03920925, 0.06789389) * go_0(0.0, -1.0); + result += mat4(-0.08820413, -0.13917038, -0.049961973, 0.10507677, 0.25912637, 0.048801307, 0.13123387, 0.055866715, -0.055367444, 0.1428978, -0.040858068, 0.20058946, 0.0673469, -0.17162299, 0.15529002, 0.41366217) * go_0(0.0, 0.0); + result += mat4(-0.081712715, 0.04338456, -0.0368015, -0.0018422191, 0.16511263, -0.21779254, 0.065223925, 0.4804269, 0.26078546, -0.038037203, -0.2898542, 0.2068737, 0.101655796, -0.12456843, -0.11357212, -0.005879897) * go_0(0.0, 1.0); + result += mat4(-0.074044555, 0.07722422, 0.062057327, -0.039013617, 0.12760206, -0.18111233, -0.01114239, 0.1514668, -0.008963988, 0.23631106, 0.18362597, 0.14166053, -0.046458114, 0.16774492, 0.17774823, -0.008998563) * go_0(1.0, -1.0); + result += mat4(0.09820194, -0.054974817, -0.015640004, -0.037923157, 0.22821093, -0.03986652, -0.0074655996, 0.04587354, 0.05650628, 0.112482674, 0.023865355, 0.24882393, -0.011221855, 0.13942584, 0.003652544, -0.06288897) * go_0(1.0, 0.0); + result += mat4(-0.31229278, -0.10419711, -0.004614452, -0.032103445, -0.00018427879, 0.027711036, 0.028399462, 0.082576215, -0.056645207, 0.038272534, -0.011554511, 0.33454514, -0.21628743, 0.11849716, -0.23067485, -0.087079175) * go_0(1.0, 1.0); + result += mat4(-0.14960206, 0.29916358, -0.36191732, -0.096665345, -0.08732554, -0.10081626, 0.10593716, -0.0143145975, 0.12768494, 0.3251397, 0.23868982, -0.08632128, -0.07138096, -0.029475177, 0.07199368, -0.0016260111) * go_1(-1.0, -1.0); + result += mat4(0.17022541, 0.19862384, 0.0029171365, 0.07225595, 0.08387519, -0.051419877, 0.16522466, -0.04951881, 0.07093068, 0.34544435, 0.08639415, -0.0077871718, 0.07875624, -0.10820802, 0.015711969, 0.1371948) * go_1(-1.0, 0.0); + result += mat4(0.11947513, 0.03204784, -0.22552966, 0.05517582, 0.13209006, -0.06262761, 0.0719108, -0.083935544, -0.17171475, 0.07105399, 0.013485666, -0.13865131, -0.20124301, -0.10171288, -0.17265166, -0.1650513) * go_1(-1.0, 1.0); + result += mat4(-0.038657106, -0.11968214, -0.04953467, 0.03988426, 0.18497725, 0.00012608049, -0.014361117, 0.016538745, 0.053768195, 0.21468902, 0.22507563, 0.13274029, 0.09316226, 0.10554355, 0.13079438, -0.020738615) * go_1(0.0, -1.0); + result += mat4(0.3934315, -0.14415179, 0.022628346, 0.067308314, 0.06434691, -0.09336087, -0.067665786, 0.05017148, -0.06534398, -0.048088152, -0.037155427, 0.1489594, -0.054163337, 0.2329102, -0.105613016, 0.0012456856) * go_1(0.0, 0.0); + result += mat4(0.24050267, -0.0067265374, -0.0153115215, 0.06555275, 0.19129738, 0.0043795216, 0.063948326, -0.13967972, -0.40650475, 0.09109113, 0.07856194, -0.13390535, -0.08199262, 0.17485364, -0.090266995, -0.012882164) * go_1(0.0, 1.0); + result += mat4(-0.387764, -0.15284535, -0.269682, 0.063642666, 0.08651869, -0.23153405, -0.10131002, 0.0043905224, 0.220928, 0.17752749, -0.01569877, -0.0686579, 0.21019012, 0.20529252, 0.06952716, -0.058749653) * go_1(1.0, -1.0); + result += mat4(-0.293644, 0.036391325, -0.07392813, -0.086678274, 0.2078697, -0.11507264, 0.028548734, -0.16409987, 0.17409426, 0.1885014, 0.084329076, -0.15027794, 0.20641033, 0.06187141, -0.03875406, 0.0032009226) * go_1(1.0, 0.0); + result += mat4(0.10790136, 0.1387389, -0.1781791, 0.21425287, 0.12715636, -0.063490026, 0.09555745, -0.10528784, 0.12758408, 0.29311177, 0.0432301, -0.021469813, 0.021922017, 0.082767464, 0.15348153, 0.12735313) * go_1(1.0, 1.0); + result += mat4(0.0062385295, 0.11732651, 0.06049321, -0.07607647, 0.17820913, 0.06216857, 0.05036523, 0.008527562, -0.05745378, 0.065337434, -0.04389796, 0.032172143, -0.08650831, -0.13604137, 0.050570212, 0.011036989) * go_2(-1.0, -1.0); + result += mat4(0.016900355, 0.14422971, -0.106490955, -0.052399695, 0.13446756, 0.07712888, 0.0058913217, 0.07991085, 0.038670607, -0.25514704, 0.12148176, 0.17061579, 0.11421595, 0.022622943, 0.058726758, -0.17090438) * go_2(-1.0, 0.0); + result += mat4(0.055515286, -0.19921277, -0.0012379233, 0.064982586, 0.26003027, -0.026233593, 0.07716586, -0.025661616, -0.11324887, -0.0035626758, 0.017872687, -0.10889948, -0.09775516, 0.07376668, -0.07696171, -0.2438295) * go_2(-1.0, 1.0); + result += mat4(0.032405633, -0.05084789, -0.088054694, -0.10841894, -0.0075752116, 0.13531004, -0.1457409, 0.13204673, 0.0792082, 0.12976237, -0.07244278, -0.11369213, 0.06102383, -0.23130623, 0.0485402, 0.06685668) * go_2(0.0, -1.0); + result += mat4(-0.13683872, -0.053872824, -0.06719165, -0.070855714, 0.019770421, 0.18132222, 0.027324507, -0.04910738, 0.17011392, 0.057926424, 0.0857354, -0.14427422, -0.066373795, 0.09973484, 0.02194641, 0.17209244) * go_2(0.0, 0.0); + result += mat4(-0.07172457, -0.09989123, 0.06346084, 0.007205204, -0.18027657, 0.007516025, -0.0042022206, -0.0091036465, 0.18030393, -0.009558301, 0.12717903, -0.02116024, 0.14172006, 0.012544988, -0.16633627, 0.13234323) * go_2(0.0, 1.0); + result += mat4(-0.026680972, 0.26901576, -0.053663265, 0.0021016174, 0.032445803, 0.037003934, 0.05414299, -0.035497934, -0.10569329, 0.050672166, -0.01144387, 0.05000742, -0.057444472, 0.0010797186, 0.018822541, -0.04636653) * go_2(1.0, -1.0); + result += mat4(0.135361, -0.058395687, -0.033542126, 0.09484118, -0.07793999, 0.013546507, 0.11820586, 0.14490362, -0.016325314, -0.0062904614, 0.12631275, 0.1394393, -0.049356613, -0.02528993, 0.26334915, -0.032557055) * go_2(1.0, 0.0); + result += mat4(0.077839315, -0.052373778, 0.036136296, -0.05023568, -0.07987715, 0.018897712, -0.17742547, 0.18015353, 0.2571155, 0.058656774, 0.013118142, 0.12145675, 0.14177194, 0.099529505, -0.028370513, 0.25136563) * go_2(1.0, 1.0); + result += mat4(0.0747753, -0.15949982, 0.076973855, 0.080785476, 0.25431648, -0.120426156, 0.059631538, 0.13541599, -0.006538664, 0.06348775, -0.15413675, -0.011688718, -0.0877202, -0.07138076, -0.20553613, 0.17151853) * go_3(-1.0, -1.0); + result += mat4(-0.24562076, -0.31801596, 0.2534939, -0.054888077, 0.23713852, -0.23484352, 0.015403321, 0.28927258, 0.02333135, 0.115237035, 0.051989716, -0.0774211, -0.17619006, -0.042421665, -0.17778155, -0.16379887) * go_3(-1.0, 0.0); + result += mat4(-0.15642986, -0.0426825, 0.075349115, -0.13867629, 0.112977736, 0.06540842, 0.0059138774, 0.090976134, 0.102575876, -0.07702354, -0.060852207, -0.07358783, -0.030642396, -0.12437998, 0.19073227, -0.008556629) * go_3(-1.0, 1.0); + result += mat4(-0.009600349, 0.19660307, 0.06310739, -0.091261774, 0.1383758, -0.10920792, 0.01987075, 0.10960847, -0.03973851, -0.05378361, -0.053934645, -0.062070217, 0.017768001, -0.109798394, -0.27830756, 0.14825441) * go_3(0.0, -1.0); + result += mat4(0.2253333, 0.04887524, 0.007540527, -0.21392706, 0.28378952, -0.22518088, -0.09280502, 0.25905597, 0.1558124, -0.06532809, -0.052613363, -0.038770456, -0.09479437, 0.39384437, 0.09516288, -0.29169223) * go_3(0.0, 0.0); + result += mat4(0.023066722, -0.20169239, 0.025786614, 0.12992494, -0.0011414116, -0.0023400988, 0.13305776, -0.017615285, -0.06834794, -0.06084079, -0.10924924, 0.039389268, -0.0040167933, 0.049587116, 0.07590412, 0.31464538) * go_3(0.0, 1.0); + result += mat4(-0.1917511, -0.008846332, 0.0914183, -0.06694468, 0.054535903, 0.19732447, 0.17194839, 0.12368525, -0.11447456, -0.10244315, -0.082908966, -0.103707045, 0.06248975, -0.14130668, -0.068753496, 0.23984621) * go_3(1.0, -1.0); + result += mat4(-0.10043509, 0.036193024, 0.017117409, 0.15630378, 0.29531795, -0.20785378, -0.17022829, 0.010861576, -0.052274987, -0.050172083, -0.09687743, 0.025382213, 0.1061047, -0.019923043, 0.1905993, 0.31907213) * go_3(1.0, 0.0); + result += mat4(-0.023860455, 0.013424604, -0.055340413, -0.006086705, 0.26867437, -0.18745743, 0.11919189, 0.05196282, -0.09836886, -0.10949307, -0.064731866, -0.14198364, 0.46431017, -0.14794265, 0.025133874, 0.38547024) * go_3(1.0, 1.0); + result += mat4(0.06934901, -0.20738873, 0.14471452, 0.03087651, 0.18033424, 0.16282603, -0.050284263, -0.041595727, -0.11747435, -0.04275445, -0.20998137, -0.056565028, -0.050009515, 0.13573733, -0.08438032, -0.07363902) * go_4(-1.0, -1.0); + result += mat4(-0.1109324, -0.08281566, 0.080020756, -0.07565862, 0.16276588, 0.13186535, 0.17810473, 0.051175643, -0.1470848, -0.08119655, 0.22341052, -0.14562707, -0.22091609, 0.08912351, 0.062519215, -0.17822169) * go_4(-1.0, 0.0); + result += mat4(-0.02652961, -0.050731696, 0.06761707, -0.070221156, 0.11255305, 0.15729706, 0.18315557, -0.0030489026, 0.08721225, -0.04417, -0.044907395, -0.0631245, -0.010991895, 0.14397791, -0.016412318, -0.016923137) * go_4(-1.0, 1.0); + result += mat4(-0.12462993, 0.14335859, 0.08130342, -0.16543365, 0.010432147, 0.019978197, -0.017498186, 0.03631899, 0.057306956, -0.06078837, -0.015008236, -0.24389061, -0.10250533, 0.31660014, 0.33440468, -0.12124798) * go_4(0.0, -1.0); + result += mat4(-0.27909592, 0.21149877, 0.050259847, -0.24782999, 0.07350583, -0.03168507, -0.0206597, 0.07860909, -0.07629377, 0.1713701, 0.24176298, -0.25509474, 0.002090829, 0.051905315, 0.25929084, -0.09076089) * go_4(0.0, 0.0); + result += mat4(-0.13923247, -0.083095506, -0.12958083, 0.008588576, 0.068224825, 0.094012275, 0.1395537, 0.0690222, 0.13958463, -0.02742012, 0.13905828, -0.04970139, -0.0629641, -0.15277445, 0.016491361, -0.13742869) * go_4(0.0, 1.0); + result += mat4(-0.0027394858, -0.07178526, 0.07668042, -0.16290356, 0.10704169, 0.27434343, -0.003009555, -0.0124241095, 0.031501733, -0.10345558, -0.12258338, -0.055458266, 0.08220533, 0.16282788, 0.22585614, -0.04099274) * go_4(1.0, -1.0); + result += mat4(-0.18252786, 0.032287426, 0.03831364, 0.03279567, -0.015436468, 0.16594371, -0.022859711, 0.014286839, -0.020073507, -0.06752274, 0.04850366, -0.03098202, 0.055985507, 0.030877378, -0.12457596, 0.012876079) * go_4(1.0, 0.0); + result += mat4(-0.2959125, 0.12508816, -0.05321822, -0.1051829, 0.16586393, 0.07608049, -0.042397983, -0.0069031697, 0.13237686, -0.07125681, 0.021239927, 0.17826323, -0.14433292, 0.013577087, -0.14554563, -0.2040924) * go_4(1.0, 1.0); + result += mat4(0.33643177, -0.09343892, 0.05079197, -0.008774256, -0.002809458, -0.07406135, -0.33292174, 0.026698712, 0.3655136, 0.07260544, 0.3903461, -0.025114482, 0.038028333, 0.104210675, -0.4062275, -0.078964405) * go_5(-1.0, -1.0); + result += mat4(0.19767492, -0.1537188, 0.049587816, 0.23333088, -0.3893781, -0.011501175, -0.1826917, -0.12794746, -0.06709039, 0.015785962, -0.18090555, -0.11386157, -0.12038564, 0.011559484, -0.12779875, -0.14214684) * go_5(-1.0, 0.0); + result += mat4(-0.15774208, 0.24946158, -0.040942013, -0.1251321, -0.3509982, 0.07450445, -0.14480934, -0.20172012, -0.11019966, -0.07905495, -0.1572328, 0.12654895, 0.119401105, -0.12334677, 0.10720092, -0.06545273) * go_5(-1.0, 1.0); + result += mat4(-0.037104636, 0.33563337, 0.20923309, 0.028749982, 0.13854796, -0.13161437, 0.038462456, -0.14479184, 0.15403077, -0.04880203, 0.13780783, 0.06471987, 0.2944117, 0.13432993, -0.31482598, -0.06599348) * go_5(0.0, -1.0); + result += mat4(0.54742974, 0.121937156, -0.07866791, 0.07451098, -0.03663172, -0.1554786, 0.059384037, -0.004000904, -0.04610048, -0.10617931, -0.18522029, 0.03238723, -0.085027255, -0.07754074, 0.22321595, -0.22000736) * go_5(0.0, 0.0); + result += mat4(0.34576082, 0.054670934, -0.006112889, 0.08788217, -0.11128527, 0.016721481, 0.0025457302, 0.10134559, -0.08420967, 0.077211045, 0.04456844, 0.15408081, 0.08043456, -0.03195054, 0.068368874, -0.0011692513) * go_5(0.0, 1.0); + result += mat4(-0.109538294, 0.035212234, -0.068712965, -0.09868468, -0.12186257, 0.122597136, -0.06546314, -0.024811305, -0.018210687, 0.09266877, -0.091002055, -0.05117649, 0.076985, 0.08579534, -0.14370322, -0.08178749) * go_5(1.0, -1.0); + result += mat4(-0.21291538, 0.03441726, -0.01899837, -0.15328759, -0.17070505, 0.151839, 0.15083382, -0.08944362, -0.3224203, 0.012464086, 0.08693216, 0.014108278, -0.13456593, 0.008793197, 0.14650744, -0.04115599) * go_5(1.0, 0.0); + result += mat4(0.12686576, 0.033990897, -0.0039116694, -0.12522134, 0.066877596, 0.09016868, -0.05867825, 0.08331187, -0.018720012, 0.10592668, 0.050558716, 0.35772276, -0.09896201, 0.057353813, -0.106769, 0.028894106) * go_5(1.0, 1.0); + result += vec4(-0.124429956, -0.023968874, -0.009741961, 0.000734556); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.056590553, 0.03216381, -0.0666051, 0.19334152, -0.0050108447, -0.22589503, -0.057469424, -0.09344944, -0.1051364, -0.25752833, -0.035817955, -0.29675537, -0.1419535, -0.11206299, -0.005250591, -0.02839156) * go_0(-1.0, -1.0); + result += mat4(-0.113020144, 0.028738707, 0.052538726, -0.039978653, 0.052219037, 0.057554238, 0.104583465, -0.03326389, 0.12732053, -0.09863676, -0.19774933, 0.10953924, 0.052640375, -0.2623868, -0.055126745, -0.12773202) * go_0(-1.0, 0.0); + result += mat4(-0.17464705, -0.082161404, -0.18110912, 0.07796715, 0.04916518, 0.11231854, -0.086312726, -0.034675486, -0.19010356, 0.032855187, -0.013579661, 0.37123898, -0.014220876, -0.006728799, 0.08287457, -0.1138056) * go_0(-1.0, 1.0); + result += mat4(0.13857616, -0.09273926, 0.13864596, 0.18886924, -0.011879785, 0.32183805, -0.051207457, 0.037754197, -0.09221778, -0.02035246, -0.17649348, 0.020960717, -0.07177013, 0.09179843, 0.080085315, 0.122304566) * go_0(0.0, -1.0); + result += mat4(-0.16989891, -0.08335691, 0.084998704, 0.11291987, -0.3019433, 0.0076751867, 0.093596675, 0.06530408, 0.1206327, 0.091008104, 0.109547265, 0.25353962, 0.036133915, 0.093532056, 0.061501086, 0.0021566728) * go_0(0.0, 0.0); + result += mat4(-0.017881159, -0.13595797, 0.01136082, 0.16003034, 0.10847896, 0.19483434, 0.26643255, -0.13653097, -0.02909977, 0.0048497478, -0.07825304, 0.19495782, 0.051259015, 0.06378301, -0.25297102, 0.12415515) * go_0(0.0, 1.0); + result += mat4(0.1937498, -0.054339543, 0.010112153, 0.1686902, -0.010859902, 0.017609913, 0.13538137, 0.21478494, -0.15561095, 0.03826493, 0.030638125, 0.15134248, 0.02018713, 0.09653892, 0.012655936, 0.12929274) * go_0(1.0, -1.0); + result += mat4(0.10884013, -0.059027947, 0.09222052, 0.08509775, -0.23504566, 0.10800187, 0.35871732, -0.27244377, 0.1780951, -0.09118458, -0.08485235, 0.18791482, 0.12209446, 0.0061277915, -0.011919617, -0.258573) * go_0(1.0, 0.0); + result += mat4(0.08261666, -0.107749484, -0.15589459, 0.23786806, -0.25947818, -0.07595851, 0.19160344, -0.024088206, -0.008799499, -0.17963524, -0.25323853, -0.026271267, 0.108688876, -0.21407057, -0.3583868, 0.09666366) * go_0(1.0, 1.0); + result += mat4(0.13808286, -0.04138869, -0.16940956, 0.3419983, 0.055550236, -0.020949477, -0.0067749163, -0.19835842, 0.030675124, 0.075373225, 0.12566806, -0.04334421, -0.102529705, 0.04508018, 0.23232533, 0.0019694006) * go_1(-1.0, -1.0); + result += mat4(0.15215543, -0.016466457, -0.088040456, 0.17388342, 0.04182113, 0.18802759, 0.064585775, -0.14804406, -0.24339275, 0.17330259, 0.027834702, 0.058299657, -0.031298336, 0.31788856, 0.07080272, 0.24237408) * go_1(-1.0, 0.0); + result += mat4(0.16990338, 0.3701443, 0.12791218, 0.14076602, 0.20176111, 0.0302564, 0.24510148, -0.13427663, -0.38024938, 0.12371078, -0.01582557, -0.3158842, 0.20104642, 0.07178823, -0.1876278, 0.084532306) * go_1(-1.0, 1.0); + result += mat4(0.14377905, -0.058295894, 0.18250984, -0.09202952, 0.049288724, 0.06361697, 0.015274134, -0.009651323, -0.042051505, -0.012071234, 0.1326135, 0.019923072, -0.15128869, 0.25043762, -0.13259046, 0.00053170364) * go_1(0.0, -1.0); + result += mat4(0.094158195, 0.12379144, 0.19022636, 0.18195347, 0.013914745, 0.061979804, 0.02451591, -0.11115476, -0.17788209, 0.13222231, -0.13186376, -0.1616039, -0.24425243, 0.1886775, 0.0112440875, -0.06601394) * go_1(0.0, 0.0); + result += mat4(-0.030136446, 0.2917132, -0.27445439, 0.17572524, 0.041303374, 0.023066396, 0.15800332, -0.2759435, -0.13819514, 0.15358543, -0.20889634, -0.015854366, -0.046221938, -0.029213084, -0.20027846, -0.096412785) * go_1(0.0, 1.0); + result += mat4(0.0125947185, 0.0055787223, -0.09309416, 0.076822944, -0.093398675, 0.2956369, 0.06577939, -0.23052916, -0.07925194, -0.072308525, 0.024827626, -0.060508657, -0.12151571, 0.026541036, -0.12048794, -0.07427358) * go_1(1.0, -1.0); + result += mat4(-0.10964251, -0.17297563, 0.13372806, 0.049176272, -0.05832845, 0.017144928, -0.048461188, -0.15870371, 0.11398971, -0.107922345, 0.13167588, -0.14817321, -0.10338058, -0.31081274, 0.08330581, -0.29687402) * go_1(1.0, 0.0); + result += mat4(0.16665904, -0.2640339, -0.29233927, 0.038875308, -0.05411785, 0.16937009, 0.12490365, -0.124583, -0.07552158, 0.11799862, -0.28171206, -0.00040758983, -0.19385974, -0.06890529, 0.14208162, -0.1088734) * go_1(1.0, 1.0); + result += mat4(0.06168567, 0.08464485, 0.051727522, 0.0080752885, -0.024248002, -0.10022553, 0.16323335, 0.023631554, -0.05933269, -0.062205136, -0.18094447, 0.059799075, 0.21466024, 0.008523474, 0.26693302, 0.23969485) * go_2(-1.0, -1.0); + result += mat4(-0.15529208, -0.011878417, -0.18483245, 0.14569621, 0.063189425, -0.19457999, -0.030479494, -0.06388341, 0.059255358, 0.021795692, -0.18915053, 0.10549042, -0.14347872, 0.035095137, 0.5123671, -0.36842114) * go_2(-1.0, 0.0); + result += mat4(-0.3129531, 0.18427932, 0.08967258, 0.030795548, -0.062971294, 0.13863337, 0.1719862, -0.12454022, -0.13502273, 0.09999501, -0.08539335, -0.009761404, 0.12899344, 0.13241018, 0.07476177, 0.088581234) * go_2(-1.0, 1.0); + result += mat4(0.060355544, -0.20497295, -0.056201037, 0.17441384, -0.07366008, 0.0031770081, 0.10340366, -0.065828614, -0.0135689005, 0.0018236408, -0.061976664, 0.2355626, 0.10771512, 0.077624, 0.13811535, -0.07868492) * go_2(0.0, -1.0); + result += mat4(-0.17156444, -0.026765984, -0.10527619, 0.03830846, 0.09402895, -0.004862654, 0.076368734, -0.14964046, 0.043011688, -0.23503943, -0.0006939608, 0.14159496, -0.044676844, 0.173952, 0.110504664, 0.0019379692) * go_2(0.0, 0.0); + result += mat4(-0.17247017, 0.08168303, 0.17221324, -0.06592961, 0.0044269604, 0.15659723, -0.055933986, -0.042620275, 0.06073025, 0.2532331, 0.10132909, -0.117701456, 0.12096025, 0.10205398, -0.18403697, 0.18307333) * go_2(0.0, 1.0); + result += mat4(0.09575911, -0.05598526, -0.00019075947, -0.09576007, 0.20932649, -0.20390967, 0.039013285, -0.0673076, 0.10174375, -0.029520035, 0.08187042, 0.0113893915, 0.2773657, -0.14660437, -0.052826468, -0.066547535) * go_2(1.0, -1.0); + result += mat4(0.073659964, 0.11016725, 0.03967363, -0.14039496, 0.14510235, -0.023440665, -0.14824589, 0.040890865, -0.17982483, -0.06410239, 0.1368475, 0.06049977, -0.04931566, 0.16838568, 0.032267325, -0.14558685) * go_2(1.0, 0.0); + result += mat4(-0.09795584, 0.042064235, -0.031120127, -0.14744717, 0.027100604, -0.24968515, -0.21389422, 0.04229415, -0.09014897, 0.12878452, 0.25642878, -0.08038266, 0.19971558, 0.11135897, -0.36821046, 0.1422662) * go_2(1.0, 1.0); + result += mat4(0.1094647, -0.016677434, -0.028883765, 0.3192714, 0.09875388, 0.063245736, 0.14410317, 0.032648303, -0.06333742, 0.27168024, 0.022700999, -0.24260196, 0.2008466, 0.0035053317, 0.033708334, 0.08848844) * go_3(-1.0, -1.0); + result += mat4(0.14528061, -0.15028432, -0.12186915, 0.2541439, 0.10196279, -0.08628881, 0.013626965, 0.0865205, -0.06720443, -0.012042523, 0.2745774, -0.15612917, 0.052762404, -0.048645414, 0.2373206, 0.15480334) * go_3(-1.0, 0.0); + result += mat4(0.30316323, 0.13258561, 0.064958744, -0.006462185, -0.18336357, -0.042762443, 0.14428605, 0.0022340214, 0.126048, 0.080833666, 0.009115843, 0.03493862, 0.10809081, -0.16448757, 0.3997175, -0.110012166) * go_3(-1.0, 1.0); + result += mat4(0.02458684, -0.057449866, 0.030437991, 0.12050426, 0.09614844, -0.014490843, 0.028539594, 0.04805738, -0.09334032, -0.025414651, -0.08732445, -0.23192073, -0.17476203, -0.09348745, -0.08307593, -0.23019521) * go_3(0.0, -1.0); + result += mat4(0.35522544, -0.079090506, 0.008817837, 0.2532623, 0.34887648, -0.06478506, -0.08268971, -0.01187354, -0.01297639, -0.1617383, -0.08950093, -0.27147245, -0.18539499, -0.025695372, 0.014795757, 0.070290186) * go_3(0.0, 0.0); + result += mat4(0.10833107, -0.04752071, 0.0257186, 0.045938533, -0.17696926, -0.044409238, 0.013435127, -0.026669621, -0.039547954, -0.24273679, -0.11717763, 0.03446355, 0.20519058, 0.14973645, -0.06620626, 0.27608195) * go_3(0.0, 1.0); + result += mat4(-0.05178539, -0.052307468, -0.031603504, 0.087410286, -0.02714207, 0.19870313, -0.07222196, 0.016593033, 0.1256676, -0.0017593893, -0.09573438, 0.06781198, -0.21133266, 0.17265096, -0.18769167, -0.44435498) * go_3(1.0, -1.0); + result += mat4(0.06497008, -0.036607113, -0.044402726, 0.2149976, 0.13416344, 0.042011082, -0.101590805, -0.020510921, -0.06912339, -0.054973233, -0.044747703, 0.14244531, -0.28504518, 0.3040643, -0.09546776, 0.31751406) * go_3(1.0, 0.0); + result += mat4(-0.084402256, 0.09284107, 0.035581376, -0.0062208944, -0.09883153, 0.10322051, 0.1348337, -0.31998435, -0.012351705, -0.1971895, 0.22683385, -0.12512599, -0.07051629, 0.2452453, 0.083472766, -0.20878734) * go_3(1.0, 1.0); + result += mat4(-0.20292963, 0.044648554, 0.15208347, -0.08012225, -0.12525047, 0.015525035, 0.09556482, -0.11069662, -0.085732915, 0.011575785, -0.025669998, -0.14913903, -0.04931291, 0.012865525, -0.12986338, -0.01954532) * go_4(-1.0, -1.0); + result += mat4(-0.008896974, -0.039155565, 0.027794836, -0.117017545, -0.06935417, -0.026629506, 0.007301185, -0.46567324, 0.037060194, 0.09720974, 0.2845551, -0.3020958, -0.025294555, -0.30916882, 0.18453851, -0.18012975) * go_4(-1.0, 0.0); + result += mat4(0.030631881, -0.008507908, -0.09436097, 0.0311627, -0.20561115, 0.11587156, 0.09280758, -0.085967906, 0.3602613, -0.044544138, 0.1323068, -0.009463272, -0.0025823591, -0.15646757, -0.046626896, 0.16452411) * go_4(-1.0, 1.0); + result += mat4(-0.0077203126, -0.100717455, -0.2011105, -0.14975028, -0.20319125, 0.10198259, -0.04371703, -0.27115488, 0.027433528, -0.09739682, -0.13802922, -0.26861516, -0.048793945, 0.06584455, 0.06585165, -0.008628782) * go_4(0.0, -1.0); + result += mat4(-0.10281875, 0.040024713, -0.2812408, -0.020755077, 0.013610964, -0.032100085, -0.019541265, 0.08268734, -0.03297649, -0.037923373, -0.18825053, 0.07058112, 0.08730599, 0.03063617, 0.02987196, -0.0043262425) * go_4(0.0, 0.0); + result += mat4(-0.040238652, -0.13039924, 0.14888343, 7.490741e-05, -0.2158812, 0.24641772, 0.006157586, -0.04499295, 0.144089, 0.07224167, 0.17486697, -0.035505384, 0.1524877, 0.14747557, 0.17406234, 0.11407642) * go_4(0.0, 1.0); + result += mat4(0.016506152, -0.010222893, 0.13286552, -0.21776699, -0.09772777, 0.1287599, -0.03898535, -0.16048339, 0.16613074, 0.07386897, 0.010006783, -0.109998874, -0.44924134, -0.10780198, 0.20899624, 0.0225183) * go_4(1.0, -1.0); + result += mat4(-0.009322647, 0.037628874, -0.07781525, 0.096469015, -0.13213164, 0.112819366, -0.009472233, -0.2799395, -0.13030471, 0.15054065, -0.06948136, -0.15108407, 0.15611546, -0.033660483, -0.015103015, -0.11582756) * go_4(1.0, 0.0); + result += mat4(-0.1565792, -0.020967469, 0.18913873, -0.16583163, -0.1238118, 0.09852521, -0.22204556, -0.03933885, -0.0059996913, 0.26517454, 0.029015608, -0.0067967405, 0.12023722, 0.020479612, -0.11405568, 0.09855018) * go_4(1.0, 1.0); + result += mat4(-0.100906074, 0.1372623, -0.06694728, 0.24972913, -0.050774068, -0.040847532, -0.2658499, -0.055020068, 0.017677482, -0.10252552, 0.093889, -0.066453, -0.11749236, 0.117650375, -0.009431862, -0.13268448) * go_5(-1.0, -1.0); + result += mat4(0.0062916246, 0.11412136, -0.04665643, -0.05716979, -0.3630308, 0.056478713, 0.13907139, -0.46697688, -0.17572168, -0.032978512, -0.25377706, 0.2386579, 0.08279535, -0.078310356, 0.14829971, -0.22042938) * go_5(-1.0, 0.0); + result += mat4(0.032816015, -0.30565384, -0.16489638, -0.16715215, 0.19837156, 0.2794504, -0.056615926, -0.15358809, -0.040108953, -0.30223787, 0.23217356, 0.0056255152, -0.018384434, 0.151488, 0.1853468, 0.08032189) * go_5(-1.0, 1.0); + result += mat4(0.0664597, -0.20910838, 0.26195124, -0.07578308, 0.13466386, -0.040509395, -0.005630214, -0.10919593, 0.09764661, -0.099661686, 0.105231985, 0.18113208, -0.13830248, -0.16406676, -0.36873665, -0.110502236) * go_5(0.0, -1.0); + result += mat4(-0.009745877, 0.050425317, 0.041368794, 0.34543577, 0.017489558, -0.1383922, 0.02555688, 0.08608152, 0.2675467, -0.14163154, -0.009072096, -0.04938327, 0.02321701, -0.23915094, -0.20346476, 0.02754088) * go_5(0.0, 0.0); + result += mat4(-0.0764608, -0.18401545, 0.18727265, -0.107619025, 0.02815041, 0.14077562, -0.05316665, 0.3057819, 0.033161953, -0.15832557, -0.13877237, 0.1657462, 0.01894343, 0.23329574, -0.14319004, 0.031079128) * go_5(0.0, 1.0); + result += mat4(-0.3142226, 0.09312817, 0.08794322, 0.2222839, -0.06945857, 0.14425695, -0.014134404, 0.005755717, 0.010266066, -0.26988292, 0.04765992, 0.24445806, -0.11784465, 0.028391482, -0.09065907, 0.13896856) * go_5(1.0, -1.0); + result += mat4(-0.17636561, -0.056445003, 0.06597882, 0.020473091, -0.13026594, 0.12097649, -0.060047906, 0.30939278, 0.20875697, 0.074364014, -0.06563088, -0.052628025, -0.07981685, -0.054282684, 0.006551467, 0.08257015) * go_5(1.0, 0.0); + result += mat4(0.1486522, 0.27273872, -0.16233566, 0.08857763, 0.034426562, 0.31791484, -0.11444188, 0.20239855, -0.17699686, 0.40953103, -0.19843663, 0.32758692, -0.017546277, 0.040539514, -0.13233976, 0.054549627) * go_5(1.0, 1.0); + result += vec4(0.0570952, -0.011593155, 0.033286963, 0.00014048154); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.028246857, 0.09429872, 0.034600366, 0.022117741, -0.034094583, -0.1416488, 0.114190586, -0.19039942, -0.03329484, 0.054765828, 0.0518203, -0.20784369, -0.11068853, -0.03985197, -0.040889204, -0.15233918) * go_0(-1.0, -1.0); + result += mat4(0.0034295225, -0.0047144215, -0.13811362, 0.1063775, -0.042283904, -0.11053704, 0.031115215, -0.19094694, -0.07958675, 0.25251713, 0.27887833, 0.032974306, -0.007945948, 0.005038382, -0.018204618, -0.033514593) * go_0(-1.0, 0.0); + result += mat4(-0.021439308, 0.09934385, 0.06221231, 0.20019929, 0.031433582, 0.10136135, 0.03170799, 0.22528099, -0.13307518, 0.0042947256, 0.12888439, 0.057041943, -0.093636274, -0.098759346, -0.0013004189, -0.11623657) * go_0(-1.0, 1.0); + result += mat4(-0.12425962, 0.06631687, 0.03538785, 0.12683366, 0.036875088, -0.388709, 0.021293538, -0.06568616, -0.022915881, -0.17667641, -0.21997124, -0.15674002, 0.12193349, 0.05480543, -0.028813047, -0.092471436) * go_0(0.0, -1.0); + result += mat4(-0.23961155, -0.10273245, -0.08654801, 0.20536228, 0.15906096, -0.28645602, -0.20196053, -0.24955072, 0.030706927, 0.0390173, -0.18619792, 0.042841963, -0.021935288, 0.18055134, 0.056804277, 0.06829802) * go_0(0.0, 0.0); + result += mat4(-0.17750104, 0.060207605, -0.16278192, 0.10637904, 0.09263751, -0.15864064, -0.1921883, 0.15418245, -0.21325666, -0.060680047, -0.17831814, 0.08721947, 0.028428067, 0.110841654, -0.0018111315, -0.14204408) * go_0(0.0, 1.0); + result += mat4(-0.05341328, 0.022792514, 0.12271092, 0.10998399, -0.05194629, -0.0019651174, 0.096098036, 0.05388034, -0.09140511, -0.09375859, -0.033423815, -0.051705707, 0.40354738, -0.09664782, -0.16623749, -0.063937105) * go_0(1.0, -1.0); + result += mat4(-0.036799524, -0.0768793, -0.13867554, 0.0018584719, -0.1217911, -0.24234816, 0.09708973, -0.011562908, -0.04658245, -0.0382149, -0.06386236, -0.18728544, -0.07053968, 0.022178814, -0.011753032, 0.09338199) * go_0(1.0, 0.0); + result += mat4(-0.040192164, -0.042503025, -0.10662553, 0.04789613, -0.14751524, -0.10168207, 0.09263359, -0.042696435, -0.32350782, 0.12660037, -0.004465994, -0.006698753, 0.11897201, -0.046830907, -0.13950327, 0.06639755) * go_0(1.0, 1.0); + result += mat4(-0.35137546, 0.16106302, -0.03942045, 0.20408326, -0.21793413, -0.19028474, 0.03843431, 0.16594443, 0.06715659, -0.12361966, 0.09516593, -0.07226092, -0.0021764247, 0.09041338, -0.042596035, 0.17071731) * go_1(-1.0, -1.0); + result += mat4(-0.1597755, -0.0058896556, -0.14055388, -0.1015749, 0.03897486, -0.14616072, 0.14914623, 0.04983836, 0.19837128, 0.031061351, -0.012111387, -0.14318599, 0.015185477, 0.015783781, 0.0806122, -0.029704068) * go_1(-1.0, 0.0); + result += mat4(-0.039973997, -0.039424386, -0.00023192639, 0.08071814, 0.096021704, -0.20885538, -0.12213241, -0.023790348, 0.09664941, -0.10268222, 0.13096042, -0.05173415, -0.37291482, 0.07015618, -0.33403385, -0.083771) * go_1(-1.0, 1.0); + result += mat4(0.03271248, 0.30518225, -0.07270691, 0.028075088, -0.05705947, -0.15325841, 0.100330696, -0.025110118, -0.076902226, 0.14327222, 0.06624428, 0.13375239, 0.37281695, 0.07052823, -0.14584045, -0.21908635) * go_1(0.0, -1.0); + result += mat4(0.120670766, 0.31895483, 0.025020262, -0.07187204, 0.12886079, -0.044927042, -0.016122498, -0.042634714, 0.13163976, -0.042178337, 0.1995516, 0.0356841, 0.15696648, 0.08892613, 0.21146311, -0.119200125) * go_1(0.0, 0.0); + result += mat4(0.07862659, -0.04457566, 0.026738126, -0.21411496, 0.10438254, -0.18654525, -0.01533368, 0.13947518, 0.10588101, -0.028714191, 0.15771964, 0.121909015, -0.10983157, 0.2185668, -0.068225995, -0.12562555) * go_1(0.0, 1.0); + result += mat4(-0.12062531, 0.0967178, 0.09571875, 0.23502766, 0.09096207, -0.21987092, 0.024857553, -0.048271395, 0.14787363, -0.033102654, 0.13895266, -0.04427544, 0.04914057, 0.048905186, -0.057733577, -0.26991108) * go_1(1.0, -1.0); + result += mat4(-0.06448222, 0.0056067007, 0.06258581, 0.16081811, 0.11269595, -0.120004445, -0.013984294, -0.13933693, -0.07139989, -0.052229576, 0.14940026, 0.023361623, -0.09279362, -0.18860416, 0.08875797, -0.007527515) * go_1(1.0, 0.0); + result += mat4(-0.074545845, 0.030673563, 0.15330285, 0.13776723, 0.10154421, -0.092071116, 0.04683676, -0.06964785, 0.10431926, 0.08699972, 0.23528512, -0.033892516, -0.14641368, 0.117580056, -0.004050138, -0.02582363) * go_1(1.0, 1.0); + result += mat4(0.14190136, 0.077225044, 0.09930474, 0.007267315, 0.092006706, 0.037188467, -0.027249279, -0.054990012, -0.03665177, 0.12651706, -0.100975744, -0.09072935, 0.24675299, 0.06761549, -0.05267532, 0.10347854) * go_2(-1.0, -1.0); + result += mat4(0.10791531, -0.1370413, -0.08286376, 0.03607253, -0.0308955, 0.07522176, 0.018555947, -0.12568206, 0.112782314, 0.28888306, -0.003996075, 0.028732201, 0.25184667, -0.2680978, 0.02647103, -0.046891168) * go_2(-1.0, 0.0); + result += mat4(-0.016372435, 0.010370288, 0.048521012, 0.17552224, 0.12718126, -0.07016058, 0.07195029, -0.020361308, 0.12597205, 0.08013731, -3.848295e-05, 0.0050118286, -0.009566892, -0.20061424, -0.03470485, -0.006634675) * go_2(-1.0, 1.0); + result += mat4(-0.014340514, -0.061068784, 0.073101744, -0.026097663, -0.060043298, 0.03856278, -0.06831028, 0.01917565, 0.0030782523, -0.27292702, 0.009022088, -0.0835327, 0.15536709, 0.19875537, -0.04220971, 0.12280315) * go_2(0.0, -1.0); + result += mat4(-0.05038896, -0.0450083, 0.11035315, 0.017889546, -0.04486168, 0.02630088, 0.076166764, 0.040405206, 0.101371124, 0.013579925, -0.14421356, 0.10385705, -0.040398728, 0.16730694, 0.21123065, 0.08927596) * go_2(0.0, 0.0); + result += mat4(0.14247608, -0.020986153, 0.23048729, 0.016399987, 0.08749712, -0.042591766, 0.10078401, -0.235661, 0.16211063, 0.06193226, -0.074332505, -0.016298788, 0.045263976, 0.15765212, 0.07818007, -0.04620609) * go_2(0.0, 1.0); + result += mat4(0.021306554, -0.09750117, 0.08551645, -0.04607957, 0.023408834, -0.023608467, -0.20876807, -0.059991024, 0.073818475, -0.011034656, 0.021592963, 0.2020669, 0.0658326, -0.037186112, -0.12142336, 0.024981985) * go_2(1.0, -1.0); + result += mat4(0.14970483, -0.034374855, 0.059193425, -0.053641498, -0.012546929, 0.12899692, -0.14678986, 0.010604312, 0.06670342, -0.16510558, 0.008418653, -0.07479036, 0.18447658, -0.048377503, -0.09458383, 0.0069656954) * go_2(1.0, 0.0); + result += mat4(0.058000036, -0.16915704, -0.019119963, -0.045525633, -0.037617203, 0.25589603, -0.25075126, 0.06523698, 0.17653236, -0.061193496, 0.06445885, 0.012287812, 0.102899276, 0.110979825, -0.22975717, 0.1812179) * go_2(1.0, 1.0); + result += mat4(0.06707089, -0.20528378, 0.046027422, 0.09201046, -0.026794929, -0.14959913, -0.1530082, -0.11166134, -0.1543093, -0.018212209, 0.1530343, 0.16413027, -0.041838966, 0.10568013, 0.027219504, -0.045931514) * go_3(-1.0, -1.0); + result += mat4(0.0007681395, 0.027546167, -0.055535425, -0.16842778, 0.031941716, 0.10155229, -0.15778649, 0.20752658, -0.040377192, -0.30390355, -0.023281433, -0.030623253, -0.09503612, -0.17188235, 0.09639771, 0.006249103) * go_3(-1.0, 0.0); + result += mat4(0.06934318, -0.0011609821, -0.1791592, 0.03465803, -0.24253, 0.05893978, 0.13887544, -0.07227747, 0.01218867, 0.029141122, -0.05214466, -0.12778749, -0.1760804, -0.06785066, -0.007493355, 0.14466043) * go_3(-1.0, 1.0); + result += mat4(0.018881964, -0.05313997, 0.026167642, -0.11774113, 0.106899664, -0.04816693, -0.032971296, -0.2197493, -0.30351043, 0.41334164, 0.09371295, 0.117004104, -0.32039383, 0.21075623, 0.059145812, 0.22701162) * go_3(0.0, -1.0); + result += mat4(0.15627995, -0.068059504, -0.025623176, -0.099454194, 0.053013522, -0.1204116, -0.019655226, 0.07376517, -0.25296777, -0.08185056, -0.055070046, -0.0901355, -0.11905481, -0.05469155, -0.017616548, -0.081166655) * go_3(0.0, 0.0); + result += mat4(0.13076767, -0.05530982, -0.050112855, -0.12159198, -0.13501246, -0.003588778, -0.13545947, 0.11865785, -0.05613547, -0.068032116, -0.08055732, 0.21331398, 0.004210958, 0.0020068642, 0.028101314, -0.09094483) * go_3(0.0, 1.0); + result += mat4(-0.06359586, 0.13318597, -0.013024477, 0.108700395, 0.11144461, -0.20727357, -0.024350716, -0.22389533, -0.09566586, -0.0131226955, -0.11817035, 0.09054735, -0.27647895, 0.07672232, -0.047891885, 0.071800984) * go_3(1.0, -1.0); + result += mat4(-0.030071015, 0.1333995, 0.031153332, -0.086189225, -0.0019152679, -0.01622374, 0.040289503, -0.15809211, -0.12741992, 0.10740146, -0.051979292, -0.116695315, 0.320744, 0.0039460426, -0.0836046, -0.09634563) * go_3(1.0, 0.0); + result += mat4(-0.09536935, -0.052188914, 0.047246125, 0.015771315, 0.044488825, -0.08132813, -0.27927315, -0.13175185, 0.024771225, -0.24907906, -0.023289192, -0.04971131, 0.05681843, 0.07283831, 0.064641275, -0.26641592) * go_3(1.0, 1.0); + result += mat4(-0.027925663, -0.1507286, 0.1326965, 0.016842714, 0.008826637, -0.16630088, 0.057058703, -0.18538098, -0.023735443, 0.032016642, 0.12527052, 0.16732964, 0.086843535, 0.035672616, 0.2063971, 0.09174031) * go_4(-1.0, -1.0); + result += mat4(-0.1374101, 0.0033208288, 0.10667102, 0.010594156, 0.046161152, -0.0973723, 0.038522966, 0.021097187, 0.016156282, -0.19751011, 0.28385642, 0.05756371, -0.05513193, -0.2048188, -0.21631682, 0.07647592) * go_4(-1.0, 0.0); + result += mat4(0.17377815, 0.15260585, 0.053718828, 0.05137225, -0.022358606, -0.1206224, 0.18654475, -0.36442846, 0.037749466, -0.1104878, -0.11404351, -0.06023782, 0.20938018, 0.07982189, 0.07250349, -0.07269494) * go_4(-1.0, 1.0); + result += mat4(-0.21727799, 0.060607027, 0.020804053, 0.18055809, 0.065868735, 0.027194923, 0.07823965, -0.0036479903, -0.00017318636, 0.08600115, -0.025587326, 0.07114245, -0.019529548, -0.13423847, 0.13471194, 0.09455981) * go_4(0.0, -1.0); + result += mat4(-0.0054947184, 0.08912019, -0.0287804, 0.06010462, 0.01399159, 0.06061662, -0.11517458, -0.097311266, 0.050931722, 0.22020856, 0.1323814, -0.04628687, -0.11665284, -0.28899986, -0.24807844, -0.26831678) * go_4(0.0, 0.0); + result += mat4(-0.030188283, -0.03878683, -0.017246237, 0.06085806, -0.018588748, 0.022792742, 0.25868282, -0.07614454, 0.13609566, 0.048479818, 0.1144347, -0.11878534, -0.0087716095, -0.10999109, -0.052827284, 0.05120022) * go_4(0.0, 1.0); + result += mat4(0.13541034, 0.01645716, -0.058492333, -0.038296085, 0.100599736, -0.116733365, 0.04200369, -0.025886245, 0.10077625, -0.16246797, -0.17139618, 0.1154542, 0.048264973, 0.28143618, 0.21083501, 0.1901906) * go_4(1.0, -1.0); + result += mat4(0.17519377, 0.11165914, 0.06639653, 0.07394748, -0.007674659, 0.16630298, 0.19389485, -0.095608205, 0.08834474, -0.014449134, -0.1498579, 0.10741625, -0.15439212, 0.067960866, -0.037635356, -0.15552957) * go_4(1.0, 0.0); + result += mat4(-0.06438933, 0.014048397, 0.10090704, -0.113563396, 0.16256817, 0.05490672, 0.07492557, -0.117161274, 0.21595421, -0.043381806, -0.051558085, 0.1740199, 0.2152678, 0.2786416, 0.16830157, 0.2127052) * go_4(1.0, 1.0); + result += mat4(-0.15677509, -0.43225375, 0.060302902, -0.25911507, 0.33240193, -0.042785197, 0.12322616, 0.060724694, 0.19070825, 0.06739152, -0.11829862, -0.29873747, 0.044883754, -0.02737334, 0.35752672, 0.027660733) * go_5(-1.0, -1.0); + result += mat4(-0.031477857, -0.061355617, 0.14307205, -0.27185053, 0.0042110113, -0.17895593, 0.18448347, 0.1663187, -0.027779656, -0.038476624, -0.20109327, 0.0049036117, -0.33461937, -0.11617029, 0.16388293, 0.08732086) * go_5(-1.0, 0.0); + result += mat4(-0.14116575, -0.2656471, 0.11648339, -0.0032394545, 0.1182878, -0.3112847, 0.022472465, 0.01861419, -0.17598355, 0.09062213, -0.078444645, 0.08435301, -0.076718464, -0.27557522, 0.2719488, -0.2709603) * go_5(-1.0, 1.0); + result += mat4(0.27406302, -0.038197294, 0.08674393, -0.1581159, 0.13235791, -0.2564229, 0.1109576, -0.0176378, 0.15548801, -0.0590908, -0.017661547, -0.2397164, -0.13061532, 0.23031203, 0.13042833, -0.1644423) * go_5(0.0, -1.0); + result += mat4(-0.07506608, 0.038386136, -0.079568535, -0.14536263, -0.14519933, 0.049832735, -0.0716522, 0.08434604, -0.12847446, 0.0008543391, -0.14790097, 0.021308336, -0.28987315, 0.2929442, -0.057600517, 0.0779305) * go_5(0.0, 0.0); + result += mat4(-0.026810233, 0.11869411, -0.11281911, -0.14480188, -0.22689806, 0.28260702, 0.08524954, -0.016079135, -0.139977, 0.1590218, 0.24256052, 0.11876038, 0.1039834, 0.10720082, 0.15955658, -0.08241476) * go_5(0.0, 1.0); + result += mat4(-0.0018456473, -0.044888236, 0.2312576, -0.2259125, 0.1552541, -0.10646746, 0.25436193, -0.0140782725, -0.11281806, -0.045578834, 0.089749135, -0.14050213, 0.09813328, -0.5474639, 0.084324725, -0.13670866) * go_5(1.0, -1.0); + result += mat4(-0.18577714, 0.0991832, 0.02898408, 0.04317898, 0.25488335, -0.30257443, 0.0083487155, 0.00078779995, -0.0014885734, -0.116033524, -0.12751958, 0.20800439, -0.13863127, -0.14012383, -0.082795866, 0.07694529) * go_5(1.0, 0.0); + result += mat4(0.124679685, 0.012901697, 0.15855546, -0.031145798, 0.044944238, -0.1519666, -0.015208867, 0.029840399, 0.07195047, 0.17145973, 0.06601934, -0.03358433, 0.16031715, 0.16808309, -0.007914282, -0.19619752) * go_5(1.0, 1.0); + result += vec4(-0.109316595, 0.025873583, 0.05582306, 0.10272255); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.03482331, -0.14944118, 0.046244163, -0.05941585, -0.07728179, 0.06265427, -0.045520462, 0.0871402, 0.0897178, -0.16006349, 0.008391846, -0.16923702, 0.25602654, 0.051176835, 0.011442495, -0.24914353) * go_0(-1.0, -1.0); + result += mat4(-0.114224955, -0.048990358, 0.0317376, 0.19175068, -0.112552375, 0.037553445, -0.095972225, 0.123118624, 0.12175324, 0.030322522, 0.054718968, -0.39031324, 0.28009677, 0.07727779, 0.16123495, -0.2772586) * go_0(-1.0, 0.0); + result += mat4(-0.06794576, 0.2141763, 0.1750928, 0.12166446, -0.13643269, 0.24814922, 0.037389282, 0.0035949312, -0.06241508, 0.041635923, -0.08047354, 0.010511207, 0.11825532, -0.28878912, 0.17174155, -0.25881785) * go_0(-1.0, 1.0); + result += mat4(-0.0143542895, -0.010602584, -0.04226417, -0.04447678, -0.24656619, -0.053967457, -0.16034846, 0.04648599, 0.18855657, -0.20268312, 0.03610814, 0.022015022, -0.056165848, 0.17901546, -0.044555657, -0.089903764) * go_0(0.0, -1.0); + result += mat4(-0.05440948, 0.12527943, -0.08222082, -0.035428505, 0.2267783, 0.08257505, 0.056446668, -0.016560426, 0.17754072, -0.12249645, 0.15439054, -0.03524935, -0.481085, -0.0961953, -0.3649979, 0.17484458) * go_0(0.0, 0.0); + result += mat4(0.04679537, 0.15213947, -0.018560365, -0.027304955, 0.012417035, 0.033497352, -0.09031395, -0.28588498, 0.15779394, -0.014294813, 0.13411845, 0.07399604, 0.05855495, -0.15351114, -0.06195114, -0.033846762) * go_0(0.0, 1.0); + result += mat4(0.023053877, 0.09145102, -0.056014817, -0.103127845, -0.19463558, 0.009014216, 0.045743883, 0.105235375, 0.148088, -0.071407385, 0.1755759, 0.012725914, 0.04554227, -0.10347383, 0.23475589, -0.039336383) * go_0(1.0, -1.0); + result += mat4(0.015826384, -0.042269874, 0.056471203, 0.009655403, 0.020275326, 0.33224702, 0.009298279, 0.17336445, -0.018828178, 0.10215806, 0.049400896, 0.17038062, 0.057019416, 0.07406004, 0.03215971, 0.12004367) * go_0(1.0, 0.0); + result += mat4(-0.04070164, 0.027889524, 0.02177609, -0.16229889, -0.062548086, -0.027596086, -0.12423675, 0.09836905, 0.059131406, -0.047028925, -0.057379283, -0.104133494, 0.14117907, 0.065780245, -0.023410192, 0.061447598) * go_0(1.0, 1.0); + result += mat4(-0.0021021653, 0.077328384, -0.06821109, -0.19499542, -0.20052336, 0.12387703, 0.055179324, 0.19800851, -0.120995775, 0.42741755, 0.091175236, 0.020587375, 0.0042481394, 0.12762432, -0.06114739, 0.32906154) * go_1(-1.0, -1.0); + result += mat4(-0.019685917, -0.040947627, 0.18565354, -0.46952146, -0.05437026, -0.026286738, -0.07812705, -0.006736804, 0.008634472, 0.23204291, -0.11855498, -0.12303054, 0.38381273, 0.52490336, -0.3265505, 0.21160527) * go_1(-1.0, 0.0); + result += mat4(-0.18054116, 0.0051548174, 0.4753756, 0.17605813, -0.073726274, 0.15002227, -0.1850507, 0.0990851, 0.00921903, 0.13224806, 0.2253796, -0.20556282, -0.109973975, 0.046794172, 0.16226935, 0.08110087) * go_1(-1.0, 1.0); + result += mat4(0.010205323, -0.09720397, 0.029996833, -0.10599145, -0.052096535, -0.053859178, -0.07132246, -0.040684257, -0.0064441697, 0.20659602, 0.26825082, 0.05841878, -0.102910444, -0.19080183, 0.0009101689, 0.31210572) * go_1(0.0, -1.0); + result += mat4(-0.10222517, -0.2537438, 0.17752838, -0.08470953, 0.06963046, -0.010764146, -0.033626176, 0.15240349, -0.20436993, -0.100720614, 0.0444932, 0.20770444, 0.031174636, -0.010206393, 0.09037244, -0.55185884) * go_1(0.0, 0.0); + result += mat4(-0.26993337, -0.020421378, 0.18469644, -0.21327373, 0.06911363, 0.014826783, 0.056256857, -0.06809406, -0.083685525, -0.0984942, -0.0171533, -0.22855683, -0.08748469, -0.1396983, -0.11391806, -0.072031595) * go_1(0.0, 1.0); + result += mat4(0.058208484, -0.091674164, 0.12105436, 0.10939658, -0.031674437, -0.05118359, -0.22271338, 0.028467823, -0.17376278, -0.123112075, -0.071464434, 0.17473213, -0.3117644, -0.18276823, 0.07496323, 0.1509144) * go_1(1.0, -1.0); + result += mat4(-0.05188268, 0.15533312, 0.22820903, 0.17042106, -0.089846164, -0.005064528, 0.04796515, 0.026351674, 0.04572985, 0.09318132, -0.038517136, -0.074062705, -0.036520045, 0.10455916, 0.14278695, 0.14136232) * go_1(1.0, 0.0); + result += mat4(-0.14247061, 0.08110525, -0.075231634, 0.31358016, -0.18515967, 0.06256364, -0.0484006, -0.017976558, -0.02657821, -0.028635541, 0.012627999, 0.054765414, -0.0019829564, 0.15433973, -0.14973663, 0.12542003) * go_1(1.0, 1.0); + result += mat4(-0.17475623, 0.073300175, -0.18943344, 0.13311169, -0.026332445, 0.14347847, 0.20637734, 0.19913399, 0.24245638, -0.01550613, -0.09732818, -0.3588367, -0.11411046, -0.15500076, -0.09746209, -0.14517665) * go_2(-1.0, -1.0); + result += mat4(0.17039534, -0.20694748, 0.07940825, -0.29572237, -0.26519805, 0.126274, -0.22870643, 0.064273715, -0.22092016, -0.03348832, -0.08794688, -0.006346166, -0.14190583, -0.16601795, 0.15920593, 0.097251594) * go_2(-1.0, 0.0); + result += mat4(-0.08191819, -0.010720725, -0.10248115, -0.066204295, 0.13338344, 0.1886245, -0.1326061, -0.107134834, -0.06729155, -0.1295641, -0.09283412, -0.1643324, 0.06636283, 0.35525218, 0.0003396009, 0.04252375) * go_2(-1.0, 1.0); + result += mat4(0.018834922, 0.09374041, -0.04844811, -0.086488485, 0.36477897, -0.035175197, 0.10250587, 0.009436049, 0.09109528, 0.25697815, 0.12989257, -0.10460797, 0.13357025, -0.15341914, -0.14009036, -0.27027166) * go_2(0.0, -1.0); + result += mat4(-0.046186987, -0.04721098, -0.10386561, 0.042765476, 0.10490874, -0.14259604, 0.03565186, 0.11228278, -0.1333764, 0.111047596, -0.20885478, 0.19843856, -0.07459371, -0.054204836, 0.0895249, 0.053722855) * go_2(0.0, 0.0); + result += mat4(0.057206515, -0.016081734, 0.04002097, 0.09536414, 0.27507696, 0.009611371, 0.2858957, 0.016278412, 0.091774575, -0.020857088, -0.1354684, -0.046553783, -0.10013868, 0.059088446, 0.1768699, 0.02272152) * go_2(0.0, 1.0); + result += mat4(0.028798534, 0.21127033, 0.01716753, 0.020965017, -0.08091736, -0.15006042, -0.29822782, 0.019595081, -0.029534074, -0.0653482, 0.11786061, -0.047803946, 0.011680036, 0.010721205, -0.2639438, 0.15042429) * go_2(1.0, -1.0); + result += mat4(-0.098251216, 0.050176363, -0.0426328, -0.037756715, -0.20687164, -0.3096553, -0.2210454, -0.03763596, -0.022159807, 0.044400796, 0.09344259, -0.05465652, -0.039273985, -0.096617654, -0.19118373, 0.1643556) * go_2(1.0, 0.0); + result += mat4(-0.11874077, 0.021691876, 0.15513967, -0.012177898, -0.1298149, -0.08811524, 0.017105984, -0.047422726, -0.033107523, 0.0058112773, -0.08017183, -0.020971343, -0.41264817, 0.075800754, 0.1080831, -0.082354255) * go_2(1.0, 1.0); + result += mat4(0.0032239188, -0.28178176, -0.19482347, 0.054150533, 0.40856144, -0.23284851, 0.020973913, -0.09307241, 0.4258893, -0.034946837, -0.043585345, 0.16226469, 0.045328375, 0.03566808, 0.0712809, 0.12283043) * go_3(-1.0, -1.0); + result += mat4(-0.15139721, -0.2489635, 0.2122619, -0.08517609, 0.23784684, -0.070994906, 0.3132446, -0.36519074, -0.048850738, -0.36088645, 0.2145936, 0.19312155, -0.2579365, -0.12489612, -0.075510584, 0.16864875) * go_3(-1.0, 0.0); + result += mat4(0.01884723, -0.2775977, 0.0007072475, 0.30131263, 0.01366198, -0.18196137, 0.38918743, -0.03999786, -0.075060904, -0.12210868, 0.14701048, 0.18474291, -0.023507686, 0.13071437, -0.036284998, 0.26304045) * go_3(-1.0, 1.0); + result += mat4(-0.08185283, -0.09152341, -0.13410091, -0.13518219, 0.10747411, 0.007974842, 0.11000113, 0.19898382, -0.18449086, 0.058887243, -0.02379909, -0.038734827, 0.041931048, 0.081884705, 0.015872778, 0.08416657) * go_3(0.0, -1.0); + result += mat4(0.05272478, -0.06669923, 0.007233672, 0.039665744, 0.021820793, -0.14690521, -0.26392132, 0.007352069, -0.04682333, -0.028595299, -0.34463075, -0.14347489, 0.00084401644, -0.030389901, 0.022279145, 0.14215061) * go_3(0.0, 0.0); + result += mat4(0.17942588, 0.27815622, 0.39199513, 0.17727011, -0.14894293, -0.1705316, 0.038263746, 0.025509953, -0.12031536, 0.15371376, -0.30855826, 0.2394013, -0.20185183, 0.121072985, 0.070580006, -0.12321835) * go_3(0.0, 1.0); + result += mat4(0.043464154, -0.4329999, 0.12176987, 0.1863519, -0.14952634, -0.03741596, 0.3588594, 0.015720207, 0.07319453, 0.04202827, 0.19699398, -0.18537244, -0.040319767, 0.081377335, 0.045191478, -0.070804425) * go_3(1.0, -1.0); + result += mat4(0.14033453, -0.13302796, -0.058896482, 0.14912021, 0.25856513, -0.10442178, 0.3958381, -0.08528721, 0.3291926, -0.0024321752, 0.017541584, -0.31020027, 0.13845283, -0.24636552, -0.07630463, -0.32314765) * go_3(1.0, 0.0); + result += mat4(0.005189076, 0.20132092, 0.069775395, 0.086517565, 0.2727916, -0.079313666, 0.14164488, -0.16358389, -0.103817366, -0.11717267, 0.019068012, 0.016953465, 0.2551057, 0.14430785, 0.00088051375, -0.23318093) * go_3(1.0, 1.0); + result += mat4(-0.008894086, 0.03201216, -0.13398862, 0.06335705, 0.13424714, -0.06514535, -0.19045971, -0.23764557, 0.05714849, -0.30345356, 0.0092409095, 0.16878125, -0.07465451, -0.015541787, 0.033304304, -0.113849334) * go_4(-1.0, -1.0); + result += mat4(0.12612185, -0.0715257, 0.16217476, -0.024476554, 0.10614049, 0.03700835, 0.08482953, -0.08358318, 0.098786205, -0.009351742, -0.15457323, 0.113223985, -0.011500662, -0.13529003, -0.058090385, 0.11290306) * go_4(-1.0, 0.0); + result += mat4(0.050260257, -0.056368183, 0.21489042, 0.14299081, -0.113755986, -0.22816344, 0.27275258, -0.0015117057, 0.14195545, -0.16299947, 0.049762867, 0.22725838, 0.06814647, -0.049368583, -0.08577855, -0.097503126) * go_4(-1.0, 1.0); + result += mat4(-0.0083364155, -0.052837223, -0.0846245, 0.053218696, 0.28152695, 0.19495425, -0.19180301, -0.26389152, -0.12953846, -0.102649055, -0.19722337, -0.15851225, 0.1725756, 0.056898903, 0.01023057, -0.033678) * go_4(0.0, -1.0); + result += mat4(-0.044510186, 0.033060472, 0.26517934, -0.25734264, 0.11998833, -0.05369093, 0.19721112, -0.15774135, 0.061851945, -0.03981009, -0.034191426, -0.23678938, -0.013630672, -0.114661574, 0.096060224, 0.17892191) * go_4(0.0, 0.0); + result += mat4(-0.14728574, -0.031724717, 0.13967156, 0.03676961, -0.09500629, -0.09584641, -0.3221665, 0.14028065, -0.09116274, -0.08160823, -0.03841335, 0.21315134, -0.025303967, -0.081841856, 0.024239374, 0.004911813) * go_4(0.0, 1.0); + result += mat4(-0.16211908, -0.07225985, -0.06955749, 0.025049562, 0.016382609, 0.20329225, 0.23490642, 0.04267578, -0.008350769, 0.0037089891, 0.09515623, -0.06105943, 0.13584909, 0.09705268, -0.062350716, -0.074614085) * go_4(1.0, -1.0); + result += mat4(0.025970146, -0.14939465, -0.08123037, -0.008690572, 0.16139375, 0.052395687, -0.03863909, 0.0953437, -0.103880964, -0.04672169, -0.078161545, 0.04628746, -0.019205566, -0.006394265, -0.009116098, 0.024979865) * go_4(1.0, 0.0); + result += mat4(0.15779239, 0.009630995, -0.06269132, -0.11111548, 0.11478004, -0.0780718, -0.24617292, 0.05763241, 0.02476824, 0.0631411, -0.2777113, -0.010855008, 0.10766442, 0.020561088, -0.029775767, -0.060535327) * go_4(1.0, 1.0); + result += mat4(0.6058991, -0.29998928, -0.09883167, -0.36967963, 0.104703955, -0.1886391, 0.07915164, -0.02375336, 0.041111898, 0.09216705, 0.046296816, 0.24895348, -0.015484279, 0.06852782, 0.04170421, -0.008594877) * go_5(-1.0, -1.0); + result += mat4(-0.29542375, -0.11578118, -0.047219444, -0.10781526, 0.13507344, 0.09601799, 0.08975014, 0.09067836, 0.1565405, 0.082328156, 0.09181261, 0.04524675, -0.08546339, 0.107942745, 0.057727177, 0.15223116) * go_5(-1.0, 0.0); + result += mat4(-0.013349778, 0.15176241, -0.08432594, 0.10960892, 0.081638165, -0.13559791, -0.06557744, 0.01141079, 0.10179259, 0.35195625, 0.23831062, 0.13698545, -0.0073695974, -0.020154724, -0.2515228, 0.030157704) * go_5(-1.0, 1.0); + result += mat4(0.20604958, -0.09164565, 0.049274493, -0.111016676, -0.046125744, -0.22138667, -0.10698992, 0.07003299, 0.09432274, 0.13457412, 0.08988733, 0.16862586, -0.16797546, -0.0130331, -0.009054985, -0.01443074) * go_5(0.0, -1.0); + result += mat4(-0.17840317, -0.079730295, 0.11214133, -0.015679857, 0.07462782, 0.1700189, -0.03588104, -0.055766776, 0.2527381, -0.040385213, 0.18867272, 0.15786001, -0.03973228, -0.053887095, -0.001591716, -0.050709404) * go_5(0.0, 0.0); + result += mat4(0.24581482, 0.09119475, 0.049080588, 0.25806418, -0.005062941, 0.10484669, 0.05778071, 0.23681131, -0.09603774, 0.009163983, 0.19752978, 0.104258336, 0.13455175, -0.0034275826, -0.080408186, 0.10462319) * go_5(0.0, 1.0); + result += mat4(0.07782564, -0.2789083, -0.13887207, -0.019308591, 0.25710207, -0.21921843, 0.0015911289, 0.080053106, -0.014144128, 0.074144535, 0.043883692, 0.2513407, 0.10068346, -0.17853074, 0.20460746, 0.04092755) * go_5(1.0, -1.0); + result += mat4(-0.048100162, 0.042697787, -0.04842476, 0.18837112, 0.051532917, 0.088649124, -0.014739274, -0.023566334, 0.44025096, -0.10545216, -0.19667506, 0.097041525, 0.0008772463, -0.05555525, 0.069248185, 0.1176431) * go_5(1.0, 0.0); + result += mat4(-0.01590801, 0.016883895, -0.09720278, 0.14969985, -0.099172674, -0.04525934, 0.13815412, 0.024430253, 0.0247448, 0.015865842, -0.10956577, 0.22523156, 0.22455531, -0.100728914, -0.053454183, 0.13590883) * go_5(1.0, 1.0); + result += vec4(-0.06673833, 0.01457202, -0.036676105, -0.06303146); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.23879923, 0.040317934, 0.22145784, -0.08336839, -0.16966912, 0.08528278, 0.2684323, 0.17057978, 0.1467542, -0.041414198, 0.03689633, 0.10483362, 0.04390369, 0.2617799, 0.13374175, 0.21909657) * go_0(-1.0, -1.0); + result += mat4(0.013090143, 0.010181773, -0.022144144, -0.038787983, 0.17343685, 0.06579225, 0.036516637, -0.18973681, 0.11963511, 0.111920275, 0.13276073, 0.04570385, -0.009538788, -0.028358553, 0.06043411, 0.14202546) * go_0(-1.0, 0.0); + result += mat4(0.2273523, 0.086418256, 0.058296323, -0.023292154, -0.016248869, 0.08703014, -0.14549017, 0.15725356, 0.26235282, 0.13655783, 0.06703612, -0.0746187, 0.18931058, -0.009649255, 0.27345505, 8.478176e-05) * go_0(-1.0, 1.0); + result += mat4(-0.033401724, -0.064518325, -0.15034138, 0.05246805, 0.058772895, -0.176813, 0.078342214, -0.0020414025, 0.06217457, -0.20738979, -0.16368344, 0.03266785, 0.04921403, 0.112299785, -0.123247504, 0.0994201) * go_0(0.0, -1.0); + result += mat4(-0.2553642, 0.14918567, -0.14866059, -0.03617286, 0.032998353, -0.15592867, 0.087743975, -0.00049046543, -0.32823107, -0.107454315, 0.002674161, -0.01887908, 0.0833454, -0.03806806, -0.14595793, -0.20520253) * go_0(0.0, 0.0); + result += mat4(0.02986423, 0.028604368, -0.011768948, 0.10195398, -0.102379754, 0.1362889, -0.041802816, -0.084387876, -0.008137814, 0.09726054, 0.10758101, 0.09259081, -0.07889878, -0.07312139, 0.17478421, -0.033481717) * go_0(0.0, 1.0); + result += mat4(0.058965955, 0.024142284, 0.22129168, 0.04082889, 0.15887728, 0.103434056, -0.21192761, 0.06533756, 4.1846484e-05, -0.24297993, 0.17849778, -0.115734324, -0.11500629, 0.15694802, 0.04261307, 0.17415777) * go_0(1.0, -1.0); + result += mat4(0.01345909, 0.017319864, -0.0520044, 0.06891368, 0.078165226, -0.07047419, -0.013746107, -0.058885146, -0.10569072, -0.032166608, -0.02835551, -0.09911323, -0.062442902, 0.13147296, 0.1815978, -0.0042537497) * go_0(1.0, 0.0); + result += mat4(0.1606494, 0.05220283, 0.13166267, 0.10574164, -0.19102532, 0.03446111, -0.055919666, 0.057688963, 0.26081654, 0.03648174, 0.03616491, 0.046591155, 0.21643688, 0.052122388, 0.050889883, 0.29552755) * go_0(1.0, 1.0); + result += mat4(-0.024097791, -0.080628626, 0.12568358, 0.12252691, -0.16359662, 0.0051886803, -0.01954068, 0.02195983, -0.18788633, -0.030897139, -0.09377947, 0.15688346, -0.14129396, -0.11748491, -0.3835284, -0.022647042) * go_1(-1.0, -1.0); + result += mat4(0.11930519, 0.24957322, 0.015541883, -0.11232224, -0.058490105, -0.049757216, 0.075522415, 0.09442181, 0.076607205, 0.037432365, -0.08629132, 0.008422209, -0.013450555, 0.10305229, -0.04537291, -0.08230579) * go_1(-1.0, 0.0); + result += mat4(-0.050578903, -0.20879799, -0.04393353, 0.0015126837, -0.23416555, 0.01141535, -0.009691543, 0.06217469, -0.10707423, 0.20022671, 0.15437399, -0.04760398, -0.14287886, 0.2682982, -0.2561911, 0.033707578) * go_1(-1.0, 1.0); + result += mat4(0.11812356, -0.29858422, 0.09146616, 0.052722417, -0.023986591, 0.0933364, 0.14801602, -0.10148, -0.15320316, -0.0028770058, -0.103183694, -0.006425709, 0.021735031, -0.47796893, -0.18304059, 0.084628224) * go_1(0.0, -1.0); + result += mat4(-0.09104168, 0.03286581, 0.04459324, -0.22438659, 0.12870388, -0.1360097, -0.15926069, 0.071017005, 0.074596204, -0.09715285, -0.07479851, -0.20799732, -0.29060403, -0.107118085, 0.25210482, 0.16397184) * go_1(0.0, 0.0); + result += mat4(-0.12460523, 0.16706169, 0.30230346, 0.054767944, -0.116781175, 0.19446343, -0.21735692, -0.026413433, 0.052394047, 0.020679068, -0.15584053, 0.061340448, 0.04663544, 0.27504724, 0.20286065, 0.3490867) * go_1(0.0, 1.0); + result += mat4(0.21607491, -0.21738917, -0.009051781, -0.07276944, 0.3103053, 0.15334722, 0.28409463, -0.17096485, 0.031179685, 0.2009012, -0.26543948, -0.19882691, 0.032035686, -0.35383067, -0.17236927, -0.113232605) * go_1(1.0, -1.0); + result += mat4(-0.11165131, -0.2941282, -0.029304054, 0.106581636, 0.21548472, -0.21285897, -0.043579012, -0.047211695, 0.027249131, 0.28340155, 0.082085736, -0.04485162, -0.24723412, -0.0007002699, 0.19643609, 0.2518287) * go_1(1.0, 0.0); + result += mat4(-0.1854792, -0.008842361, -0.08581101, 0.16760491, -0.10669554, 0.21352866, 0.1252966, -0.04194005, -0.07666296, 0.07259658, 0.10786684, -0.03364238, 0.1547786, -0.018965635, -0.13252488, 0.23715465) * go_1(1.0, 1.0); + result += mat4(0.1451508, 0.10011578, 0.07156718, 0.04740723, -0.19702536, 0.06286184, -0.29180148, -0.30204237, -0.07179627, 0.056043524, 0.27749023, -0.07051612, 0.1010544, -0.008737285, -0.13163415, -0.066848055) * go_2(-1.0, -1.0); + result += mat4(0.07561846, -0.14928432, 0.027951663, -0.07524044, 0.10025779, -0.21305043, 0.008214884, 0.16192347, 0.04002263, -0.10425787, 0.018522112, -0.08742078, 0.039168026, 0.010691633, 0.0025965972, -0.016103525) * go_2(-1.0, 0.0); + result += mat4(-0.045149434, 0.033272427, 0.06018518, -0.068993434, 0.017645787, 0.27027842, -0.25670657, 0.04577214, 0.002479582, -0.051434338, 0.25425145, -0.093131274, 0.09688695, 0.14416668, -0.1216349, 0.0229849) * go_2(-1.0, 1.0); + result += mat4(0.030369451, 0.020748299, 0.034542933, 0.09359397, -0.37202555, 0.2808392, -0.2659807, -0.01941035, -0.22399698, 0.08132304, -0.0014507625, -0.017793491, 0.037623137, -0.029477628, -0.0720025, -0.15816812) * go_2(0.0, -1.0); + result += mat4(0.33115733, -0.013734702, 0.0101467, -0.12268663, 0.43017596, -0.32643738, -0.3273918, 0.1109477, 0.10758731, 0.070155494, -0.24037434, -0.0016639809, -0.06652544, 0.13758285, -0.072496586, -0.10106904) * go_2(0.0, 0.0); + result += mat4(0.19126198, -0.14967397, -0.18345782, -0.08460439, 0.13229868, -0.21144699, -0.058821946, -0.5039749, 0.24892776, 0.20228972, -0.06919527, -0.15942183, 0.12435562, -0.012193792, -0.2627704, 0.13625085) * go_2(0.0, 1.0); + result += mat4(-0.10896958, 0.044015855, -0.0181369, 0.10650041, -0.24092299, 0.18979153, -0.26630878, 0.06806665, -0.17771733, -0.2699458, -0.1144395, 0.014184961, -0.288627, -0.19622655, 0.39838296, -0.11162213) * go_2(1.0, -1.0); + result += mat4(-0.084831044, -0.02721028, 0.109261006, 0.087307416, -0.33783588, 0.08306577, -0.027817784, -0.10534335, -0.15593721, -0.013186225, -0.011052375, 0.10786937, -0.00060474424, 0.00431786, 0.38164118, 0.14728197) * go_2(1.0, 0.0); + result += mat4(-0.26669395, -0.09910907, 0.03960142, -0.21382816, -0.5042419, -0.12542717, 0.07396011, -0.24485987, -0.1770452, -0.00011720843, 0.11425563, 0.07332528, -0.06640686, -0.11683248, 0.003071298, 0.05543171) * go_2(1.0, 1.0); + result += mat4(-0.16784829, -0.031949766, -0.043842897, -0.09577157, 0.16381639, -0.33382246, -0.10782627, 0.07903589, 0.04620696, -0.04180326, -0.09783348, 0.3095548, 0.06762379, 0.021955997, -0.14974354, -0.143973) * go_3(-1.0, -1.0); + result += mat4(-0.14442697, -0.044818707, 0.025801856, 0.08461569, -0.20247138, 0.060513508, -0.1674155, 0.13058512, -0.08026784, -0.3141148, -0.04791329, -0.14586422, 0.16113773, -0.035697844, 0.21863447, -0.099939525) * go_3(-1.0, 0.0); + result += mat4(-0.298011, -0.053686857, -0.31031471, 0.11162896, 0.22341007, -0.052881762, 0.13043529, 0.15810435, -0.37888956, -0.31480342, 0.33116004, 0.06646278, -0.05665705, -0.03861846, 0.083101824, 0.003781792) * go_3(-1.0, 1.0); + result += mat4(-0.08649798, -0.1088245, 0.32511878, -0.16572024, 0.050254185, -0.252013, -0.040132295, 0.17312634, -0.016653338, -0.43009317, 0.5093538, 0.06922151, 0.08760091, -0.14250961, 0.4053319, -0.10107622) * go_3(0.0, -1.0); + result += mat4(0.083406106, -0.16932109, 0.06787343, -0.05178522, -0.20603026, -0.09058593, 0.16128129, -0.22712888, 0.05429396, -0.15098302, 0.3041655, -0.07668127, -0.15419695, 0.4462755, 0.1874267, 0.17312653) * go_3(0.0, 0.0); + result += mat4(0.19148338, 0.052311547, -0.13830717, 0.2996034, 0.05850986, 0.05484371, 0.0361025, 0.20699011, 0.0057291416, -0.12026241, 0.02678267, 0.12696257, -0.019684052, -0.09031823, 0.15297134, 0.13705085) * go_3(0.0, 1.0); + result += mat4(-0.20881316, 0.14526081, -0.41917932, -0.16191165, 0.1262819, -0.23026188, -0.2561112, 0.049415354, -0.1497713, -0.009612483, -0.070241526, -0.039475128, 0.093497746, -0.1318667, -0.105637155, -0.21147394) * go_3(1.0, -1.0); + result += mat4(0.042843655, -0.11218648, 0.013391185, 0.06646476, -0.24418473, -0.037722886, 0.08446243, -0.0018849184, 0.030670485, 0.27686, -0.15015033, 0.21402857, 0.10094001, 0.3145764, -0.17310384, -0.10199286) * go_3(1.0, 0.0); + result += mat4(-0.14084649, 0.0033693435, -0.34370998, 0.1079324, 0.28795156, 0.14933614, 0.10669996, 0.12305359, -0.040551323, -0.07330404, -0.15179317, 0.069975436, 0.2920918, 0.020814283, -0.13944869, 0.09579582) * go_3(1.0, 1.0); + result += mat4(0.10180969, -0.021659529, -0.13541374, 0.0908069, 0.11346961, -0.0011830843, -0.19612141, -0.11018402, 0.12915576, -0.095653616, -0.13800405, -0.18932076, 0.12277476, 0.09764832, 0.114954636, -0.1578187) * go_4(-1.0, -1.0); + result += mat4(-0.07191152, -0.053082727, -0.067936264, 0.045203943, 0.13166252, 0.23256709, -0.288239, -0.08163785, -0.020897634, 0.15756424, -0.17083916, -0.13654962, -0.021136044, -0.14208466, -0.0040715886, 0.03707775) * go_4(-1.0, 0.0); + result += mat4(0.15754776, -0.042640373, -0.033360127, -0.06743833, -0.06533689, -0.16307046, -0.018182967, -0.060084824, -0.087093055, 0.036133945, -0.23553473, -0.40821072, -0.053628575, 0.026669571, 0.19045922, -0.035846557) * go_4(-1.0, 1.0); + result += mat4(0.07448724, 0.067469016, -0.066770956, 0.0030078532, -0.1173964, -0.012352791, -0.19451907, -0.021427047, 0.19994271, -0.0029543424, -0.034913633, 0.13859013, 0.048614684, 0.193721, -0.09548589, -0.026358109) * go_4(0.0, -1.0); + result += mat4(-0.3411652, 0.23141026, 0.10978134, 0.07787867, -0.18412182, 0.15478246, 0.25846902, -0.13144507, -0.28535685, 0.086631864, 0.12785226, 0.0033878016, 0.03504869, -0.034950025, -0.17758164, 0.024054492) * go_4(0.0, 0.0); + result += mat4(-0.019755604, -0.21744813, 0.14325249, 0.21274537, -0.04985571, -0.24407099, -0.02035735, 0.21803972, -0.16886176, -0.05224696, 0.20342873, -0.18543948, 0.0096319495, -0.1624773, 0.14216544, -0.081235185) * go_4(0.0, 1.0); + result += mat4(0.20382723, -0.16942358, -0.15685835, 0.024889609, -0.3226424, -0.10469345, -0.46887016, 0.016228858, -0.1362387, -0.13054538, -0.0783913, -0.06385014, -0.08139782, 0.12035177, 0.21293128, -0.045476373) * go_4(1.0, -1.0); + result += mat4(0.13462923, 0.1384135, -0.055161975, -0.099216595, -0.16864173, -0.15129986, -0.2535725, 0.22653887, -0.11102492, -0.09068262, -0.0044067153, -0.0603752, -0.095367156, -0.056415606, 0.0075126593, -0.009610249) * go_4(1.0, 0.0); + result += mat4(0.1393697, 0.13611916, 0.090671785, 0.08593501, 0.07983876, -0.0068050954, -0.28696343, -0.17570612, -0.075322844, 0.06774856, -0.086022906, 0.09080408, 0.022836372, 0.018536389, 0.042727504, -0.043635663) * go_4(1.0, 1.0); + result += mat4(-0.0050578844, -0.04774735, 0.004759578, 0.09087925, 0.16171533, 0.01599633, 0.08316812, -0.09584462, 0.119889505, 0.003919012, -0.21555036, 0.2426096, -0.12047291, 0.10978759, -0.33754483, 0.15740488) * go_5(-1.0, -1.0); + result += mat4(-0.11716536, 0.08724526, -0.023726968, -0.12922543, -0.05567669, -0.021379862, -0.2031672, -0.023840401, -0.024058433, -0.081542544, -0.19171208, 0.051525865, -0.008789576, -0.16808029, -0.049115162, 0.052190997) * go_5(-1.0, 0.0); + result += mat4(0.13842055, -0.13871577, 0.0954928, 0.19763501, -0.049218517, -0.21299022, -0.14797242, -0.0996971, 0.004526675, -0.107513115, -0.31193256, -0.13720018, 0.01550265, 0.017279146, -0.03583415, 0.053429827) * go_5(-1.0, 1.0); + result += mat4(-0.0723815, 0.034265626, 0.20389315, -0.14053439, 0.18389022, 0.033574764, -0.039723963, -0.14978175, -0.084361784, -0.15831995, 0.49169922, -0.09837507, 0.0017199022, -0.09433373, 0.13506836, -0.06360633) * go_5(0.0, -1.0); + result += mat4(-0.1265364, 0.24196059, 0.21346883, -0.035202276, -0.16924065, -0.039915517, 0.15855956, -0.00046526943, -0.30319792, 0.47292793, 0.19538064, -0.046434846, 0.0041063935, 0.026737224, 0.14377008, -0.086429365) * go_5(0.0, 0.0); + result += mat4(-0.052318633, 0.01695744, 0.073576115, 0.2596724, -0.062066127, -0.051519766, -0.051504273, 0.05866547, -0.08328452, -0.28105405, 0.078826845, 0.18008032, 0.18682955, 0.0076535186, -0.05532054, -0.20601955) * go_5(0.0, 1.0); + result += mat4(0.11029233, 0.16958456, 0.06657061, -0.019656291, 0.11484087, -0.044068743, 0.24364337, -0.0065622316, 0.28941217, 0.18499708, -0.19709894, -0.19475468, 0.03503256, -0.05113357, 0.10653205, 0.01789133) * go_5(1.0, -1.0); + result += mat4(0.23000862, 0.21053173, -0.18862817, 0.17935936, -0.15975583, -0.05371, -0.012876548, 0.16915809, 0.048503194, 0.16087084, 0.013947819, -0.2625692, -0.07422495, 0.12091095, -0.07861796, -0.10306009) * go_5(1.0, 0.0); + result += mat4(0.22752777, 0.25302207, -0.12559423, 0.32303494, 0.048354533, -0.09707823, -0.08385863, 0.14718369, 0.08453127, -0.12578502, 0.2255726, 0.28436616, 0.11673125, -0.109367356, -0.024817433, -0.061155386) * go_5(1.0, 1.0); + result += vec4(0.09436162, 0.053628888, -0.037304673, 0.07278107); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf2 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06848254, 0.17351831, 0.08460523, -0.04292461, 0.16476814, 0.12880002, -0.2188432, -0.14287443, -0.03620956, 0.03190214, -0.048488446, 0.13175257, -0.03531708, 0.25060365, -0.06213195, 0.12620556) * go_0(-1.0, -1.0); + result += mat4(-0.002136314, 0.14399742, 0.033703934, 0.04852668, 0.044694893, 0.044961825, -0.049827278, -0.043917865, 0.13977914, -0.08126432, -0.14917606, 0.04644499, -0.14825742, 0.14075856, 0.03092348, -0.093371935) * go_0(-1.0, 0.0); + result += mat4(-0.10156521, 0.17292573, 0.12147806, 0.058286913, 0.036107652, 0.11812006, -0.052188348, -0.018111996, -0.033433035, 0.13158733, 0.11174768, 0.3135695, -0.031843673, 0.14830989, 0.094200954, 0.046325628) * go_0(-1.0, 1.0); + result += mat4(-0.020032655, -0.07413829, 0.08400475, -0.096378304, 0.018955225, 0.022839474, 0.0059678215, -0.1027026, -0.028222635, -0.14191163, 0.1683382, 0.12842403, -0.0019999016, -0.10452298, -0.00084425067, 0.21517049) * go_0(0.0, -1.0); + result += mat4(0.01772144, -0.055037472, -0.26999003, 0.08729775, -0.36895162, 0.011868349, 0.09449699, -0.098540016, -0.12167021, -0.14711088, 0.12771331, -0.23740645, 0.15759817, -0.19454266, 0.16208373, 0.24910314) * go_0(0.0, 0.0); + result += mat4(-0.01581086, 0.055212107, 0.09454114, 0.04507513, 0.06458917, 0.07870699, 0.043557264, -0.057501283, 0.20402664, 0.22241214, 0.04460486, 0.08704935, 0.16451277, -0.13080528, 0.039666496, -0.026260905) * go_0(0.0, 1.0); + result += mat4(0.052181657, 0.027077725, 0.06572071, 0.031183861, 0.10252249, -0.08605668, 0.041842632, -0.103617065, -0.10870241, 0.04929309, -0.036834683, 0.035595864, 0.05496096, -0.067191675, -0.021810448, 0.040137228) * go_0(1.0, -1.0); + result += mat4(0.12943552, 0.027362846, -0.04002257, 0.06176385, 0.03362332, -0.10467882, 0.33771384, -0.002079538, -0.14528175, 0.14312474, 0.02974133, -0.06945553, -0.33208638, -0.1682957, 0.08194348, -0.072072215) * go_0(1.0, 0.0); + result += mat4(-0.10689992, 0.0904542, 0.13820268, 0.13239543, -0.15937562, -0.123537876, -0.33618236, -0.081022464, 0.024027856, 0.26380306, -0.09225592, 0.040485747, -0.01705172, -0.049895052, -0.07952754, 0.030036716) * go_0(1.0, 1.0); + result += mat4(-0.1259129, 0.018831972, -0.1832129, 0.01803401, 0.033666562, -0.17717862, 0.087922215, -0.10147714, 0.045267824, -0.25754488, -0.08662288, 0.10354607, 0.10469745, 0.19675997, -0.20195517, 0.24481302) * go_1(-1.0, -1.0); + result += mat4(-0.094946206, 0.015489291, -0.1777193, 0.037065975, 0.024963535, -0.3277457, -0.08534422, -0.08319194, -0.18495774, -0.09883332, -0.053772286, 0.08554662, -0.1215341, 0.15887743, -0.2965043, -0.11656119) * go_1(-1.0, 0.0); + result += mat4(-0.34576485, -0.14033535, 0.07531725, -0.14229001, 0.08308607, -0.31519765, -0.15306507, -0.072686926, -0.12345635, -0.08589443, 0.015977165, -0.0041419766, -0.49153492, 0.3021553, 0.16130814, -0.17035122) * go_1(-1.0, 1.0); + result += mat4(-0.08059237, -0.18008304, 0.23508278, -0.08894493, 0.11107956, 0.23715645, 0.091440715, -0.033679005, 0.23545177, 0.011845169, 0.0054449392, -0.30073527, 0.2796674, -0.1411897, -0.014096338, 0.115184374) * go_1(0.0, -1.0); + result += mat4(0.19655375, 0.027063202, -0.3324798, 0.29343468, -0.10879405, 0.16780332, -0.019309124, 0.04614956, 0.15054315, 0.19951852, 0.14648122, 0.28885373, 0.037958838, -0.34874088, -0.025065463, -0.19422896) * go_1(0.0, 0.0); + result += mat4(-0.18047136, 0.060818356, -0.13610844, -0.018481744, -0.09979387, 0.0477093, 0.032326147, -0.10137375, -0.059743475, 0.05039489, 0.17306165, -0.005998121, -0.009583858, -0.14829919, 0.24446519, -0.22378124) * go_1(0.0, 1.0); + result += mat4(0.45342392, 0.19783214, -0.042264447, 0.11951815, 0.017209506, 0.119354434, -0.089858785, 0.03950267, -0.19266395, -0.07500372, -0.02151692, -0.008635288, -0.14962971, -0.00780355, 0.18662006, -0.0046807216) * go_1(1.0, -1.0); + result += mat4(-0.13184623, -0.04977233, -0.08034406, -0.08663693, -0.06438305, -0.06699197, 0.15878884, 0.014209137, -0.018352475, -0.12698355, -0.18104841, -0.03212089, -0.31992742, 0.13199449, -0.039823674, -0.18864588) * go_1(1.0, 0.0); + result += mat4(-0.22096959, -0.06594324, -0.093964286, -0.069787376, -0.05717438, 0.18509367, -0.19014412, -0.11233723, -0.043684576, -0.04049064, -0.015180749, 0.04026833, -0.09723803, -0.014410513, -0.14038773, -0.20472965) * go_1(1.0, 1.0); + result += mat4(-0.020113828, 0.06306164, 0.1133604, -0.03264297, -0.019580074, -0.28136805, 0.046105113, -0.104369484, 0.047211405, -0.11510891, -0.2610411, -0.24363835, -0.15579234, 0.13080037, -0.2414289, -0.21552382) * go_2(-1.0, -1.0); + result += mat4(-0.030723298, 0.10005462, -0.046389453, -0.42023477, -0.0900144, -0.3300974, 0.2023873, 0.47113106, -0.10733436, 0.13536386, 0.11873528, 0.075008325, -0.092727005, 0.16694772, -0.12538053, -0.019201787) * go_2(-1.0, 0.0); + result += mat4(-0.020229753, 0.0050342986, -0.09015966, -0.23845413, 0.14204682, -0.24106354, 0.007471734, 0.21428482, -0.059586413, -0.07984075, 0.1474898, -0.12583902, -0.34393194, 0.08484377, -0.40459237, 0.32322514) * go_2(-1.0, 1.0); + result += mat4(-0.11741491, -0.083517544, 0.04531866, -0.048355322, 0.15782192, 0.07919051, -0.34528416, -0.17551522, -0.20325756, -0.13701133, -0.09564707, -0.03711687, 0.030484512, -0.107849605, -0.09412398, -0.28914952) * go_2(0.0, -1.0); + result += mat4(-0.013266804, -0.035421904, 0.081956826, 0.15579522, 0.12775496, 0.1479336, 0.46652517, 0.21593826, -0.23207328, -0.13872643, 0.09056148, 0.1257084, 0.40673763, 0.14669922, 0.14093073, -0.31729355) * go_2(0.0, 0.0); + result += mat4(-0.03632805, 0.06513459, -0.13029967, 0.24914533, 0.08398421, -0.12399063, 0.15374567, 0.003005163, -0.03301567, 0.010896424, -0.10409926, -0.031162843, -0.080630526, 0.313793, -0.04112272, 0.06908576) * go_2(0.0, 1.0); + result += mat4(0.056705862, 0.04045318, -0.13523346, -0.12563162, 0.030291703, -0.22721136, -0.19567032, -0.22538094, -0.078549854, 0.16844983, -0.09419901, 0.1000363, -0.052691363, -0.14642943, -0.17214452, -0.23522456) * go_2(1.0, -1.0); + result += mat4(0.09823313, -0.16931288, 0.2667816, 0.019992903, 0.09905936, -0.14416765, 0.022824166, -0.02994203, 0.05482313, 0.0073759295, -0.087138794, -0.10250613, 0.22704037, -0.33540174, 0.059272785, -0.08828277) * go_2(1.0, 0.0); + result += mat4(0.05405852, 0.0015277737, 0.15057512, 0.008105634, 0.26466554, 0.021303358, 0.21576874, -0.055405084, 0.20417419, -0.1829464, 0.19177821, -0.10549947, -0.10019333, -0.04373452, 0.3086124, -0.030007664) * go_2(1.0, 1.0); + result += mat4(0.18547705, 0.015533089, -0.17023557, -0.14218459, -0.109183766, -0.21892494, -0.08033779, 0.1279889, 0.21425895, 0.31563443, 0.055812337, 0.035239376, 0.04874699, -0.03926052, 0.25620237, 0.05620038) * go_3(-1.0, -1.0); + result += mat4(0.17809738, -0.090085454, 0.086938836, 0.21705364, 0.057283174, 0.022287775, -0.21651776, -0.0027429194, 0.04257827, 0.17341158, 0.32710707, -0.029889492, 0.23903793, -0.038499728, 0.208562, 0.18147011) * go_3(-1.0, 0.0); + result += mat4(-0.02671488, -0.2577291, -0.101831675, -0.043231912, -0.08192727, -0.09351345, 0.10333126, 0.42192927, 0.11358276, 0.17070638, 0.11954223, -0.31113386, 0.21822956, 0.040758308, 0.18557602, -0.04927389) * go_3(-1.0, 1.0); + result += mat4(0.016825153, -0.16034372, 0.13393559, 0.0031862713, -0.07210358, 0.12088922, 0.18472868, 0.19526374, -0.098638535, -0.26882744, 0.01246303, -0.023679085, -0.07282684, 0.10335254, 0.11371582, -0.11949346) * go_3(0.0, -1.0); + result += mat4(-0.0077989995, -0.06316807, -0.037497815, 0.010178734, -0.028329156, -0.109135084, -0.18357074, 0.40579423, -0.05144428, -0.28490487, -0.11653807, 0.22959495, -0.109780535, 0.22878933, -0.29027545, 0.17875119) * go_3(0.0, 0.0); + result += mat4(-0.15628323, -0.07819484, -0.22514449, 0.065008484, -0.0055398177, -0.07419974, 0.09902451, 0.35817552, -0.0862891, -0.2973468, -0.10211232, 0.09778022, -0.08562242, -0.08868644, 0.30707374, 0.16413328) * go_3(0.0, 1.0); + result += mat4(0.004233512, 0.02434783, -0.12356794, 0.13752618, 0.21815947, 0.16979212, 0.3382205, 0.15363333, -0.14368188, 0.10208307, 0.16594398, -0.002474651, -0.25072917, 0.19654895, 0.15537341, -0.011402132) * go_3(1.0, -1.0); + result += mat4(0.1492285, -0.102569796, -0.15423858, 0.03359016, 0.008948687, 0.11137203, -0.0753569, -0.15314926, -0.22925344, 0.1943656, -0.4934053, 0.42356676, -0.10820874, 0.23832525, -0.4461194, 0.19386442) * go_3(1.0, 0.0); + result += mat4(0.30649734, 0.061961878, -0.17697462, -0.29313368, 0.19318691, 0.14972912, -0.04568052, 0.123596475, -0.018475438, 0.33577895, -0.17800568, 0.12502621, 0.032249834, 0.013487416, -0.019249933, 0.004653166) * go_3(1.0, 1.0); + result += mat4(0.11560085, -0.030997908, 0.009219462, 0.05633901, -0.11158907, 0.09791856, -0.111877, -0.020388048, -0.25937706, -0.000673325, 0.106495194, 0.15643579, 0.022090284, -0.11573403, 0.123260945, -0.033783972) * go_4(-1.0, -1.0); + result += mat4(-0.061418246, 0.13925532, 0.070662834, -0.10297572, -0.08535479, 0.31824788, 0.08315885, 0.012375857, 0.04241964, 0.21071856, -0.18567438, -0.26859924, 0.09607365, -0.19106552, 0.1222843, 0.20521446) * go_4(-1.0, 0.0); + result += mat4(-0.1985242, 0.40886146, -0.03295415, 0.25985515, 0.00024564067, 0.22053646, 0.4425157, 0.030073104, 0.15870823, 0.3720021, -0.19778733, -0.11957699, 0.23951907, -0.022089735, 0.026504006, -0.1143626) * go_4(-1.0, 1.0); + result += mat4(0.07811988, 0.06360271, -0.18825488, 0.05489923, -0.316614, -0.2020329, -0.17215219, -0.1163882, 0.028907632, 0.13332835, 0.07710604, 0.15564129, -0.08207378, 0.2586524, -0.15368843, -0.026250634) * go_4(0.0, -1.0); + result += mat4(0.1154507, 0.05374841, -0.35887244, -0.38684267, 0.024906285, -0.051356003, 0.06727699, -0.13258685, -0.04512674, -0.0630682, -0.016046045, -0.3630216, -0.10115332, 0.06723903, 0.10273197, 0.01658071) * go_4(0.0, 0.0); + result += mat4(0.035411883, -0.10390069, 0.28300494, -0.030523226, 0.260309, -0.2897127, 0.17530721, 0.06502907, 0.10852879, 0.0101283565, 0.04377248, -0.14661616, 0.07372457, 0.029455552, -0.024029268, 0.019606834) * go_4(0.0, 1.0); + result += mat4(0.06462741, -0.017584527, 0.05204551, 0.023974337, -0.09858389, -0.12002433, 0.051191356, -0.15688013, 0.1415572, -0.121506944, 0.4219788, -0.14832322, 0.09247079, -0.10846258, -0.030261837, -0.14657071) * go_4(1.0, -1.0); + result += mat4(0.037952326, 0.05012869, 0.022779293, 0.0797289, 0.024931714, -0.050262492, -0.15463822, -0.023215678, 0.045349725, -0.0040035774, 0.22049266, -0.08079404, -0.0113567095, -0.00675084, 0.17475724, 0.025340058) * go_4(1.0, 0.0); + result += mat4(-0.13610172, 0.14658909, 0.067050435, 0.12354151, 0.22096893, -0.06765668, -0.024593432, -0.03552899, 0.06936571, 0.10394856, 0.0048312224, -0.21034646, 0.037834894, -0.06692894, 0.009020093, -0.04065748) * go_4(1.0, 1.0); + result += mat4(-0.08967367, -0.14398253, -0.19402455, -0.14434609, -0.027259551, 0.1226331, 0.012233069, 0.13677149, -0.1507801, 0.14510965, 0.24108039, 0.04916487, 0.042398036, 0.09403761, -0.03958092, 0.17673557) * go_5(-1.0, -1.0); + result += mat4(-0.071569644, -0.19743139, -0.09648773, 0.038397867, 0.12506093, 0.24415006, 0.13810574, -0.23042768, 0.20971183, -0.14231962, 0.0963819, -0.07323753, -0.014360243, -0.099411555, 0.07815387, 0.09009336) * go_5(-1.0, 0.0); + result += mat4(0.14625058, -0.15307125, 0.45122483, 0.10113701, -0.12264418, 0.09390506, -0.25706926, -0.082095854, 0.11812526, 0.14046957, -0.09704567, 0.21640895, 0.20999698, -0.19149756, 0.16977966, 0.034616202) * go_5(-1.0, 1.0); + result += mat4(0.05720225, 0.0428485, -0.057531573, -0.111578174, 0.03538242, 0.033332366, -0.05961152, 0.13383748, -0.05669531, -0.047779217, 0.2760684, -0.23934118, 0.03728129, -0.15390043, 0.09151239, 0.016904302) * go_5(0.0, -1.0); + result += mat4(0.05711261, -0.009796642, 0.1827549, -0.23561665, 0.15747361, -0.15555665, -0.03771464, -0.15358609, 0.124769196, -0.00302323, -0.1930878, -0.3193505, -0.036671866, -0.21477285, -0.0015818535, -0.054916248) * go_5(0.0, 0.0); + result += mat4(-0.04039116, 0.022148842, 0.2527601, -0.08849551, -0.017892385, -0.01728494, -0.12817079, 0.112442665, 0.004877744, 0.08325303, 0.13601741, -0.12387854, -0.033808686, -0.07762037, -0.036944337, -0.016846744) * go_5(0.0, 1.0); + result += mat4(0.025319673, 0.12447582, 0.06369372, 0.20814203, -0.062117852, 0.10390202, -0.030939216, 0.15888922, -0.0873872, 0.04641361, 0.13612288, -0.22024561, 0.15445144, -0.03273631, 0.18931653, 0.03979226) * go_5(1.0, -1.0); + result += mat4(0.01642648, 0.10919636, 0.118298925, -0.052648794, 0.046562076, 0.042576727, -0.119064495, -0.10575594, -0.023527319, 0.27507904, -0.24070077, 0.037794556, 0.026340371, 0.08496194, -0.2165465, -0.10772629) * go_5(1.0, 0.0); + result += mat4(-0.110290796, 0.23385854, 0.16042788, 0.041294437, -0.04052982, -0.030170577, 0.16566783, 0.18245162, -0.125454, 0.15547217, -0.02763223, -0.10694603, 0.12049954, -0.07608294, -0.06768503, 0.022071697) * go_5(1.0, 1.0); + result += vec4(-0.19256988, 0.07561771, 0.007950438, -0.050078563); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(UL)-Conv-3x1x1x120 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_7_tf +//!BIND conv2d_7_tf1 +//!BIND conv2d_7_tf2 +//!SAVE MAIN +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_7 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_19 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_25 (max((conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_7_tf2_tex(conv2d_7_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_7_tf2_tex(conv2d_7_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.068483055, 0.036389243, 0.04961808, 0.0, 0.05059915, 0.033048775, 0.029426659, 0.0, 0.07465462, -0.012659731, -0.024048671, 0.0, 0.02224484, 0.012289658, 0.008910066, 0.0) * g_0; + result += mat4(-0.10449372, 0.019832065, 0.035194747, 0.0, 0.039656557, -0.028246421, -0.032626413, 0.0, 0.10093569, 0.021039873, -0.0120673925, 0.0, -0.047074273, -0.041248, -0.019464392, 0.0) * g_1; + result += mat4(-0.05256942, 0.0127243735, 0.012813261, 0.0, -0.03551604, 0.040801138, 0.04893271, 0.0, -0.0016839011, -0.018044796, -0.027161835, 0.0, -0.060873054, 0.012360936, 0.020700796, 0.0) * g_2; + result += mat4(-0.116182, -0.04271438, -0.046686683, 0.0, -0.09575506, -0.030078743, -0.024359861, 0.0, -0.04794246, 0.0044337297, 0.013972317, 0.0, -0.023228236, 0.015726948, 0.0070847897, 0.0) * g_3; + result += mat4(0.13986528, -0.016787121, -0.015848925, 0.0, -0.04900687, -0.027417973, -0.027077334, 0.0, -0.047319725, -0.021533312, -0.018427303, 0.0, -0.06136185, -0.0051562944, -0.032072, 0.0) * g_4; + result += mat4(0.070715815, 0.012814227, -0.0003389576, 0.0, 0.012182037, -0.014952754, -0.019349998, 0.0, -0.03254603, 0.012881403, 0.016392775, 0.0, 0.059158217, 0.0055793705, -0.003696545, 0.0) * g_5; + result += mat4(0.022627862, -0.020713277, -0.009454221, 0.0, -0.04352193, 0.058409747, 0.07186154, 0.0, -0.009326966, 0.034919802, 0.04204233, 0.0, 0.025182368, -0.039986387, -0.04990386, 0.0) * g_6; + result += mat4(0.0116241425, -0.039915055, -0.050241623, 0.0, -0.0076204035, 0.050215762, 0.059038218, 0.0, -0.006659752, -0.0054298495, -0.003807067, 0.0, 0.011085346, -0.009443587, -0.009128077, 0.0) * g_7; + result += mat4(0.0453952, 0.004603456, 0.006256434, 0.0, -0.104142666, 0.05726496, 0.069169044, 0.0, -0.10102446, -0.034291938, -0.013720296, 0.0, -0.035107866, -0.008388971, -0.0068969135, 0.0) * g_8; + result += mat4(-0.038070124, -0.015017457, -0.015852718, 0.0, 0.0607464, -0.052079927, -0.07268223, 0.0, 0.008773512, -0.026051786, -0.027285712, 0.0, -0.022916751, 0.048140153, 0.064897746, 0.0) * g_9; + result += mat4(-0.01670857, 0.012646949, 0.03353705, 0.0, 0.038032394, -0.044542246, -0.06310885, 0.0, 0.002600519, -0.00824961, -0.008912322, 0.0, 0.023435717, 0.021788329, 0.008603494, 0.0) * g_10; + result += mat4(-0.02889454, -0.0058613745, -0.010699256, 0.0, 0.12959917, -0.046572708, -0.06832117, 0.0, 0.028117642, 0.020422146, 0.00869695, 0.0, 0.035915125, 0.009355984, 0.005175107, 0.0) * g_11; + result += mat4(0.037913825, -0.0099191405, -0.018130798, 0.0, -0.0065440857, 0.004536478, -0.0019739012, 0.0, -0.014918686, -0.00011652434, 0.0007071924, 0.0, -0.0033633227, -0.018028691, -0.014883887, 0.0) * g_12; + result += mat4(-0.021300001, -0.039009467, -0.043097164, 0.0, -0.008222791, 0.057612088, 0.063239105, 0.0, 0.023676023, -0.0119777955, -0.020785704, 0.0, 0.03422571, -0.009187399, -0.016286165, 0.0) * g_13; + result += mat4(0.031610258, -0.022373654, -0.04004249, 0.0, 0.015456217, -0.014708875, -0.017118618, 0.0, -0.0235428, 0.0103508085, 0.020143243, 0.0, 0.0044788374, -0.017377898, -0.023227183, 0.0) * g_14; + result += mat4(-0.036366682, 0.007874863, 0.016618004, 0.0, 0.0022973057, -0.010600425, -0.012978575, 0.0, 0.0070587453, 0.005480104, 0.0052379463, 0.0, -0.02330911, -0.002091681, -0.0004570695, 0.0) * g_15; + result += mat4(0.0011265673, 0.017461559, 0.01678395, 0.0, 0.019458788, -0.032603145, -0.042017594, 0.0, -0.026735391, 0.007520235, 0.01661426, 0.0, -0.023014631, 0.027602635, 0.040214695, 0.0) * g_16; + result += mat4(-0.05236764, 0.007274719, 0.023289332, 0.0, -0.033428065, 0.0054935357, 0.014490033, 0.0, 0.016193395, -0.012767524, -0.022695007, 0.0, -0.01161452, 0.015592775, 0.017280621, 0.0) * g_17; + result += mat4(0.0075503755, 0.014264192, 0.014350495, 0.0, 0.013990636, -0.0011566521, -0.005510977, 0.0, -0.021975616, -0.013216436, -0.012400287, 0.0, 0.018202957, 0.010433842, 0.007529786, 0.0) * g_18; + result += mat4(0.012649671, 0.016378459, 0.009756208, 0.0, 0.0023225206, -0.0038671023, -0.005242471, 0.0, 0.023699954, 0.015248626, 0.011651197, 0.0, 0.014677953, 0.014319745, 0.012088228, 0.0) * g_19; + result += mat4(-0.0030005479, 0.0052323043, 0.007744717, 0.0, -0.0077438625, -0.00072459516, -0.001971826, 0.0, -0.01263717, -0.009226968, -0.005661945, 0.0, 0.0046659256, 0.0014185858, 0.0038442858, 0.0) * g_20; + result += mat4(-0.0053241113, -0.010728358, -0.013345879, 0.0, -0.000893072, 0.015531841, 0.015812417, 0.0, 0.021348871, 0.015751695, 0.016067913, 0.0, 0.014817982, 0.03233685, 0.031598262, 0.0) * g_21; + result += mat4(0.0038391522, 0.0027406036, 0.0063517806, 0.0, 0.0021543978, 0.0065204683, 0.009420363, 0.0, -0.022383714, -0.012619449, -0.008763167, 0.0, -0.009436604, -0.012201518, -0.0103548, 0.0) * g_22; + result += mat4(-0.005432008, -0.013701671, -0.021388102, 0.0, -0.001045599, -0.0032160715, -0.0036216215, 0.0, 0.031028647, 0.022415614, 0.01880324, 0.0, -0.004328173, -0.004780637, -0.005459752, 0.0) * g_23; + result += mat4(-0.007300146, -0.0076159053, -0.0080059795, 0.0, 0.005996225, 0.0057377047, 0.0059788194, 0.0, -0.021563234, -0.020394823, -0.020401813, 0.0, -0.030919729, -0.03150251, -0.029059272, 0.0) * g_24; + result += mat4(-0.002826552, -0.0042917025, -0.0025527687, 0.0, -0.0074001094, -0.006878869, -0.0062073106, 0.0, 0.010867636, 0.010852139, 0.008577537, 0.0, -0.01606024, -0.0143771265, -0.013291837, 0.0) * g_25; + result += mat4(0.012113326, 0.014259359, 0.011284172, 0.0, -3.851684e-05, -0.003696042, -0.0020337042, 0.0, 0.003427011, 0.006911378, 0.008471347, 0.0, 0.0063997298, 0.004651406, 0.0075980425, 0.0) * g_26; + result += mat4(-0.026621016, -0.027831081, -0.025364956, 0.0, 0.022336917, 0.023742557, 0.023516335, 0.0, -0.01619396, -0.01820708, -0.015288538, 0.0, 0.0045815264, 0.0022230193, 0.0017512285, 0.0) * g_27; + result += mat4(0.043799683, 0.046862658, 0.041910093, 0.0, -0.027854608, -0.02948632, -0.02927831, 0.0, -0.051899213, -0.04971418, -0.04712937, 0.0, -0.017539004, -0.0245854, -0.023040624, 0.0) * g_28; + result += mat4(0.022317344, 0.021462968, 0.02187171, 0.0, 0.0530127, 0.054741293, 0.052202478, 0.0, 0.029963326, 0.0298772, 0.025601966, 0.0, 0.027699472, 0.031187871, 0.02950236, 0.0) * g_29; + result += vec4(-0.0071146404, 0.005606682, 0.010180816, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_VL.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_VL.glsl new file mode 100644 index 0000000..e6b12ff --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_CNN_VL.glsl @@ -0,0 +1,873 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.1690102, -0.2560719, 0.39658326, -0.3679659, -0.27616683, -0.35619372, -0.3748396, 0.08430813, -0.29574734, -0.31511316, -0.09773105, 0.13616018, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.1326393, -0.259433, 0.025070239, 0.58914864, -0.036478516, 0.30723435, 0.007458902, 0.012962684, 0.2493056, 0.13007334, -0.08448256, -0.38414413, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.11539356, 0.35253766, 0.26143202, 0.2760807, -0.09371543, -0.028165473, -0.028452158, -0.27050856, 0.06718067, -0.0056619495, -0.17654495, 0.17288211, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.16145481, -0.3204927, -0.54317135, 0.11830119, 0.49315026, 0.12008072, 0.50857407, -0.30382085, 0.25807253, 0.020755528, 0.29388228, 0.106109895, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.22728722, 0.50484747, -0.07904469, 0.33114597, 0.50306976, -0.22760947, 0.14773269, 0.17628263, 0.14788547, -0.08223464, -0.10880935, -0.3151985, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.3414351, 0.057279214, -0.14419858, 0.09761111, -0.11794496, 0.021717256, -0.22750235, 0.13986664, -0.38932344, 0.28996095, 0.3773904, 0.13175532, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.1376552, -0.19587159, -0.35147396, -0.097646296, 0.1686707, -0.14385861, 0.031198, 0.12383533, -0.23089902, 0.08707301, 0.3362293, -0.100579016, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.056774966, 0.047585852, -0.36395878, -0.20211312, 0.4077735, 0.12631284, 0.39813092, -0.033365678, 0.2307249, -0.09131807, 0.20823865, 0.31084216, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.12456089, 0.09755632, 0.31490886, -0.06579996, -0.13386595, 0.07564795, -0.26605195, -0.075180635, -0.11182657, 0.06757017, -0.14351276, -0.16828312, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.046043985, 0.055581126, -0.08791638, -0.13022089); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.15485518, -0.29363206, -0.22610365, -0.14291525, -0.45240572, -0.18319772, -0.12209436, 0.15031648, 0.09878383, 0.06711082, 0.25763842, -0.084633484, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.10204406, 0.16167697, 0.22371867, -0.37947702, -0.24476196, -0.038824454, 0.060157117, 0.15764871, -0.08072927, -0.2210841, -0.31835055, 0.009979876, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.20506924, 0.21132155, -0.0922578, -0.07430473, 0.14529926, 0.20549752, 0.0077948375, 0.13246094, -0.32353187, 0.21074104, 0.092629515, 0.17590871, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.04125819, -0.44050243, 0.23729716, 0.3218237, 0.12943116, -0.011674174, 0.10390632, 0.027775545, -0.20308031, -0.16904089, -0.2121676, -0.022515794, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.09664124, 0.20127031, 0.60345304, 0.16697013, 0.23093723, -0.38116834, 0.109695725, 0.0007595324, 0.4092646, 0.009624758, 0.11229678, 0.25326383, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.014879592, 0.19204311, 0.07102085, -0.7312604, 0.34860876, 0.3429918, -0.027331594, 0.27636307, 0.1342437, 0.107820466, -0.12645108, 0.21081445, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.12687613, -0.09247973, -0.25973785, 0.4350873, -0.18987224, 0.028678741, -0.0903819, -0.63974863, 0.205591, 0.11308998, 0.18458389, -0.4149041, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.34691808, -0.025498383, 0.3428986, 0.21663484, 0.23404741, -0.1725327, -0.0036315925, -0.13299675, -0.1873967, 0.031331502, -0.08785591, -0.0013278709, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.35846514, 0.048703704, -0.104165934, 0.16529736, -0.15378916, 0.26030356, -0.07134151, 0.03692383, -0.15807101, -0.18885155, 0.044707954, -0.11444462, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.0022791293, -0.024132347, -0.57621074, 0.028573977); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.010346764, 0.07230188, -0.24734616, -0.09937907, 0.02228549, -0.19550583, -0.019540425, -0.1037373, 0.033996485, -0.075554, -0.20228972, 0.07090153, -0.09194035, -0.058972966, 0.1768268, 0.27517542) * go_0(-1.0, -1.0); + result += mat4(0.020078976, 0.12433655, -0.1620775, 0.036401592, 0.079748705, 0.11660013, 0.17917652, -0.017513236, -0.18936846, 0.24478136, -0.45726213, -0.045004416, -0.08295188, 0.067733586, -0.080548316, 0.2744211) * go_0(-1.0, 0.0); + result += mat4(0.024916803, 0.27562472, 0.043771956, -0.012240604, 0.0786355, 0.042651594, 0.16049327, -0.14577515, -0.032735053, 0.17658092, 0.16382934, -0.02337374, 0.11551492, 0.056343183, -0.17930213, 0.14259394) * go_0(-1.0, 1.0); + result += mat4(0.20010485, 0.06747722, -0.19026905, 0.11013709, 0.13062745, -0.044626113, -0.0062261797, 0.2189639, 0.1403497, -0.022713251, -0.19452858, -0.010305412, -0.06407589, 0.09836748, 0.025805516, 0.23430973) * go_0(0.0, -1.0); + result += mat4(-0.14664203, 0.034910418, 0.024714258, -0.066872925, -0.15717538, -0.14179383, -0.14091893, 0.05859166, 0.18919097, -0.18544437, -0.09068573, -0.08615929, -0.051434122, 0.2170678, 0.18409058, -0.17461225) * go_0(0.0, 0.0); + result += mat4(-0.11354446, 0.10745854, 0.2682663, 0.05949201, -0.10695986, 0.1407851, -0.03551388, 0.10691649, -0.17148238, -0.38287184, 0.2074456, 0.11828914, 0.048535194, 0.1464864, -0.18169662, -0.14074169) * go_0(0.0, 1.0); + result += mat4(0.22160622, -0.1513045, -0.053284165, 0.033202525, 0.15574448, -0.043640967, -0.0093824165, -0.0019965349, -0.097964935, -0.08289824, 0.08239996, 0.07868361, 0.05731752, -0.20441617, -0.013016076, -0.253108) * go_0(1.0, -1.0); + result += mat4(-0.031249097, -0.2272863, 0.23573665, 0.03357689, 0.011395065, -0.10885564, -0.06287508, -0.031719524, 0.10331069, 0.17560169, 0.18303394, 0.022961004, -0.17011635, -0.24371737, 0.10678694, -0.3222825) * go_0(1.0, 0.0); + result += mat4(-0.1275465, -0.08844758, 0.10994917, -0.00910273, 0.09393154, 0.03894992, 0.14367905, -0.11811715, -0.09077633, -0.015776094, 0.27427456, -0.13283503, 0.18724327, -0.08139094, 0.04933602, -0.051852766) * go_0(1.0, 1.0); + result += mat4(-0.06764611, -0.27426586, 0.12045272, 0.09410856, -0.14258035, 0.11802992, -0.09093882, 0.0022018093, 0.4590643, 0.046258576, -0.07827223, 0.448011, -0.103631735, -0.016930219, -0.15421398, 0.11045997) * go_1(-1.0, -1.0); + result += mat4(-0.17295076, 0.00151352, 0.14938255, 0.08336512, -0.07496541, -0.07561223, -0.0846474, 0.14979269, -0.09142163, 0.23925088, -0.015199518, -0.37749895, -0.20636298, -0.022585187, -0.20371509, 0.0745308) * go_1(-1.0, 0.0); + result += mat4(0.06458832, -0.009722021, -0.123604394, 0.06548835, -0.3039139, -0.022024399, 0.05297587, -0.0626883, 0.23556642, 0.1516464, -0.07004877, -0.1845364, -0.05918428, 0.19158973, -0.14983447, 0.030489758) * go_1(-1.0, 1.0); + result += mat4(0.36604697, 0.17516142, -0.10853731, -0.22694224, -0.107650936, 0.23013335, 0.094055794, -0.17047717, -0.3006048, -0.08621717, -0.18815655, -0.03570218, 0.09676118, -0.017718751, 0.059138596, 0.073388465) * go_1(0.0, -1.0); + result += mat4(-0.12791575, 0.101956226, 0.13091874, -0.046373338, 0.04955811, -0.04030444, 0.13869923, -0.046699073, -0.42611042, -0.7173929, 0.052184317, 0.6178025, -0.02929954, -0.07638965, -0.15000828, 0.030710017) * go_1(0.0, 0.0); + result += mat4(0.057806686, 0.20842272, -0.20148766, 0.006666912, 0.13356528, -0.45265228, -0.07354092, 0.21447696, 0.019552143, -0.13645506, 0.14643854, -0.0071413796, -0.15487236, -0.002250615, 0.30622452, 0.0033902125) * go_1(0.0, 1.0); + result += mat4(0.06896002, 0.24397352, -0.06479052, 0.20676947, -0.24259068, 0.055320013, -0.09032122, -0.11222854, -0.08982342, -0.114818625, -0.06399291, -0.3024516, -0.06302166, -0.1925528, 0.03458982, 0.028828239) * go_1(1.0, -1.0); + result += mat4(0.09764086, 0.09599894, -0.0073313303, 0.14418933, -0.045712367, 0.12657364, 0.04620374, -0.069778584, 0.30047333, -0.012418192, 0.15516461, -0.18087754, 0.08178273, 0.14262857, -0.01741533, -0.12509112) * go_1(1.0, 0.0); + result += mat4(0.04697884, -0.1506804, 0.031823065, 0.13397239, -0.18396698, 0.10681781, -0.29586303, -0.0039136545, 0.17560847, -0.12486726, -0.018646788, -0.20688744, -0.030614454, -0.0527634, 0.23593572, -0.10542146) * go_1(1.0, 1.0); + result += mat4(-0.19182229, -0.32615846, 0.26283535, -0.1371942, -0.071202695, 0.12056063, -0.11450658, -0.27711076, -0.42096004, 0.0014352369, 0.1559669, -0.14464542, -0.17973948, 0.079166576, -0.12501791, -0.20623216) * go_2(-1.0, -1.0); + result += mat4(0.12469872, 0.32190827, -0.059510354, 0.1393449, -0.12845798, -0.019571869, -0.22630808, -0.14031963, 0.36072046, 0.05858427, 0.19278921, 0.121090546, -0.067538865, -0.018770566, 0.14318037, -0.15561756) * go_2(-1.0, 0.0); + result += mat4(0.024663208, 0.21110268, -0.016415706, 0.060093414, -0.03739678, -0.107412934, -0.077527136, 0.30331334, 0.17196326, -0.15512557, -0.09499732, -0.15748607, -0.16680105, -0.015185634, 0.16114107, -0.21288376) * go_2(-1.0, 1.0); + result += mat4(-0.17739037, -0.1190967, 0.13191372, -0.2527187, -0.14992718, -0.30511454, 0.19145966, 0.002194003, -0.12888977, 0.19152176, 0.27528167, 0.099714965, 0.12865707, -0.12051514, -0.055013947, 0.26231763) * go_2(0.0, -1.0); + result += mat4(0.46433613, -0.11708138, -0.20157282, 0.32022122, 0.079468675, 0.029407484, 0.2559102, -0.15651533, 0.08644574, -0.09747344, -0.07528584, 0.17354868, 0.19167562, -0.17698488, -0.09896657, 0.17093097) * go_2(0.0, 0.0); + result += mat4(0.20283653, -0.33680332, 0.2282385, 0.18832158, 0.20866042, 0.00076752366, 0.16471444, -0.21548858, 0.16193539, 0.17141372, 0.03140222, 0.03913644, -0.030161971, 0.00014570929, 0.08993654, -0.064823024) * go_2(0.0, 1.0); + result += mat4(-0.3075755, 0.19942546, 0.015526995, -0.120868504, -0.254515, -0.07791228, 0.03271691, 0.11794217, 0.11258601, 0.045204375, -0.061196107, -0.115958795, 0.3861869, 0.048215542, 0.07016682, -0.009975758) * go_2(1.0, -1.0); + result += mat4(-0.07623697, 0.16094944, -0.02283455, 0.14112763, -0.051149167, 0.20429814, 0.011314802, 0.18914083, -0.24240434, -0.08784008, -0.16763984, -0.08492233, 0.31062725, -0.11925119, -0.33195966, 0.2060798) * go_2(1.0, 0.0); + result += mat4(-0.016709225, -0.14472668, -0.3677625, -0.09832719, 0.030297454, -0.05775362, -0.1401375, 0.08119674, -0.01795042, 0.05183797, -0.24320887, 0.066842034, -0.22245285, -0.02740993, 0.06316751, 0.053399116) * go_2(1.0, 1.0); + result += mat4(-0.039214406, -0.08876633, 0.045552462, 0.19226661, 0.1355001, -0.13942362, 0.17398876, 0.2914014, -0.191809, 0.037143208, 0.013333581, -0.16632195, 0.113767646, -0.106692605, 0.1589787, 0.030107044) * go_3(-1.0, -1.0); + result += mat4(0.21997562, 0.13855208, -0.05783191, -0.033682413, -0.010961168, 0.10524961, 0.02177416, 0.18289444, 0.043692037, 0.07853899, -0.039936125, -0.1004449, 0.04494073, -0.020680292, 0.17578089, -0.106598996) * go_3(-1.0, 0.0); + result += mat4(0.026852835, -0.16037546, 0.11278316, 0.12656097, -0.006857894, -0.03400118, -0.051564034, 0.00085412664, -0.37556714, -0.05279987, 0.029383834, -0.14246808, -0.056380164, -0.002399925, 0.16025752, 0.036324855) * go_3(-1.0, 1.0); + result += mat4(0.022709966, 0.046350412, 0.03390721, 0.02810572, -0.14394265, 0.04215361, -0.3206118, 0.15034916, -0.0028448137, 0.1682989, -0.042686664, 0.020543462, -0.2786501, -0.007482015, -0.040313292, -0.20745736) * go_3(0.0, -1.0); + result += mat4(0.05417556, 0.18728684, -0.046121832, -0.27939513, 0.05907976, -0.09191223, -0.16625418, -0.26038164, 0.39956605, -0.052594025, -0.0596556, 0.29517552, -0.015181923, -0.0763375, 0.25131205, 0.13038464) * go_3(0.0, 0.0); + result += mat4(-0.036903054, -0.0066989153, -0.062650286, 0.05614359, -0.0064960583, 0.028512698, -0.10906273, -0.010047654, 0.23030473, 0.049983572, 0.10439064, 0.26643834, 0.05041243, 0.09185424, -0.32352915, 0.11295159) * go_3(0.0, 1.0); + result += mat4(0.09724027, -0.34962535, 0.06586686, 0.016635379, 0.13831381, 0.01707076, -0.04690347, 0.022350075, 0.018352794, 0.022000022, 0.070613205, 0.117735535, -0.025971051, 0.18832101, -0.09643588, -0.08512127) * go_3(1.0, -1.0); + result += mat4(-0.17324433, 0.06810613, -0.057295907, -0.05115964, -0.101570815, 0.12491774, 0.08762367, -0.005862404, -0.05342927, -0.031942457, -0.039624047, -0.04298937, -0.1303138, -0.11869282, -0.024832053, 0.070463404) * go_3(1.0, 0.0); + result += mat4(-0.010514842, 0.1376259, -0.11750346, -0.03786737, 0.03459249, 0.015408171, -0.031430878, -0.060825355, -0.072958425, -0.0037895301, 0.041686177, -0.12352204, -0.06261361, 0.054514423, -0.34072715, 0.13860728) * go_3(1.0, 1.0); + result += vec4(0.018166734, -0.11002478, -0.05554318, -0.0988193); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.040142782, 0.0288423, 0.07569487, -0.01490842, 0.14402796, -0.13682005, 0.027765118, 0.03907358, 0.07117706, 0.058157545, -0.23862502, -0.057674367, -0.19220531, 0.0147159435, -0.18028538, 0.0963821) * go_0(-1.0, -1.0); + result += mat4(-0.1676744, -0.11937339, 0.12137117, 0.07119485, 0.14148116, -0.043578617, -0.029261118, -0.0016938087, -0.057269357, -0.080076694, 0.12193026, 0.07326153, -0.056278303, -0.01630716, -0.03792076, 0.1483611) * go_0(-1.0, 0.0); + result += mat4(-0.3021578, 0.011601693, 0.11266048, 0.19086999, -0.0122412145, 0.08431291, 0.11615175, -0.008039614, -0.39987534, 0.07820729, 0.03509667, 0.1963505, -0.08839513, -0.21571854, 0.059425723, -0.06830175) * go_0(-1.0, 1.0); + result += mat4(0.23135209, -0.12452708, 0.0943565, 0.0028859286, -0.09836373, 0.10681712, -0.3535964, 0.08457615, 0.045332734, 0.16579892, -0.03809797, -0.021596594, 0.2937497, -0.028294371, 0.046484597, -0.037604347) * go_0(0.0, -1.0); + result += mat4(0.072675414, -0.16431206, 0.28952035, 0.0076831076, -0.020242939, 0.029483542, -0.092415355, 0.08673106, 0.12109694, 0.14307201, 0.23134442, 0.11731775, 0.09981601, -0.16968462, 0.037470713, 0.14948717) * go_0(0.0, 0.0); + result += mat4(0.0029752052, 0.06526503, 0.1866458, 0.07451277, -0.31836876, 0.17115082, -0.13969697, 0.23844297, -0.03244903, -0.08832665, 0.023691226, -0.18230624, -0.074933805, -0.00044301842, 0.050572682, 0.081511915) * go_0(0.0, 1.0); + result += mat4(0.039502528, 0.051221415, -0.13968123, -0.091212444, -0.016925618, 0.15409444, -0.017455677, -0.11653652, 0.03539446, -0.00087720866, -0.12839639, 0.037198763, 0.03674469, -0.26444665, 0.019721227, -0.13013805) * go_0(1.0, -1.0); + result += mat4(0.039229527, 0.25667152, 0.0032586441, -0.00718359, 0.1617932, 0.10409968, 0.07182867, -0.09810605, 0.07789241, -0.02014911, 0.025767172, -0.14604759, 0.07175764, 0.32513744, -0.20473222, -0.16266066) * go_0(1.0, 0.0); + result += mat4(0.13418433, 0.061813723, -0.13927278, -0.2498272, 0.03468218, 0.29483125, 0.063289374, -0.04726235, 0.1898295, -0.33132064, 0.032045014, 0.02159535, -0.1148363, 0.31306976, 0.06456038, 0.048988886) * go_0(1.0, 1.0); + result += mat4(0.07151646, 0.2799246, -0.107190795, -0.16431166, -0.28007045, 0.07206954, 0.06775463, 0.009758042, 0.07032184, -0.20843789, 0.087045245, 0.1360676, -0.25718534, 0.028249472, -0.12614648, 0.009949602) * go_1(-1.0, -1.0); + result += mat4(0.020241471, -0.23390484, -0.0083223935, 0.08344701, 0.08222297, 0.12026539, -0.08652223, -0.08228822, -0.039576706, -0.24677879, -0.1157289, 0.2590508, -0.23809408, 0.19911982, -0.116798095, -0.035870325) * go_1(-1.0, 0.0); + result += mat4(0.024991842, 0.050509237, -0.024134455, -0.12659028, 0.24089767, 0.122712664, -0.10482493, -0.19403952, -0.19177693, -0.06538376, -0.041478425, 0.32176673, -0.1534002, -0.18680622, 0.06763643, 0.020806564) * go_1(-1.0, 1.0); + result += mat4(0.03437814, -0.28067374, 0.2830681, 0.038812317, -0.021698112, -0.120865285, 0.22695538, -0.045419116, -0.030475847, -0.01977341, -0.1265364, -0.3109814, 0.012255813, 0.053917278, -0.018620957, -0.14599285) * go_1(0.0, -1.0); + result += mat4(-0.016204128, -0.04093018, 0.054571863, 0.02679643, 0.01756274, -0.057685968, 0.16148666, 0.17370272, -0.11065411, 0.06378157, -0.09331551, 0.22985275, 0.057905316, 0.12323568, 0.07748665, 0.09878629) * go_1(0.0, 0.0); + result += mat4(-0.018112244, 0.063234635, -0.013184602, 0.16241394, 0.08877139, 0.02145378, -0.02490027, -0.038920373, 0.13127136, 0.14391647, 0.020553736, 0.14401346, 0.06685973, -0.25398204, 0.10369067, -0.055949755) * go_1(0.0, 1.0); + result += mat4(0.07710333, 0.047412727, 0.13813803, 0.18624061, 0.16907091, -0.039532468, 0.06234584, 0.06408178, -0.054543987, -0.045220226, -0.11093376, -0.37399602, 0.20372874, 0.004580967, -0.07742308, 0.017989937) * go_1(1.0, -1.0); + result += mat4(0.003485311, -0.08897399, -0.013108594, -0.19473282, -0.27081844, -0.16812073, 0.0052992934, -0.055331517, 0.09446357, 0.019280333, 0.16560757, -0.3230032, 0.043096773, 0.059222896, -0.064184934, -0.059852477) * go_1(1.0, 0.0); + result += mat4(0.06794279, -0.034135245, 0.083064295, 0.13506731, 0.13064219, -0.44978833, -0.03513717, 0.08999715, 0.1124541, 0.42208397, -0.0038724816, -0.014332087, -0.13751853, -0.04929869, 0.09134992, -0.17687531) * go_1(1.0, 1.0); + result += mat4(0.100909084, -0.0131197255, 0.082274795, -0.2138443, -0.08515947, -0.021058358, 0.10951775, -0.06349191, -0.29129833, -0.029262653, 0.25235432, -0.11748315, 0.121980384, 0.062347785, 0.10916932, -0.15993518) * go_2(-1.0, -1.0); + result += mat4(0.28893283, -0.05677308, -0.2641288, -0.058937225, -0.16187571, 0.006647366, -0.063294955, 0.04766719, 0.60601914, -0.07831864, -0.15710756, -0.011491797, 0.15587467, -0.08105375, 0.07847514, -0.2803333) * go_2(-1.0, 0.0); + result += mat4(-0.077989794, -0.09871811, -0.3516344, 0.15292728, 0.010889273, 0.0011189661, -0.16118282, -0.018821161, -0.039708678, -0.00060983415, -0.06367813, 0.009148068, 0.03919827, 0.18782744, 0.028040757, -0.10230145) * go_2(-1.0, 1.0); + result += mat4(-0.4079609, 0.18640275, -0.12475227, 0.13891742, 0.25121725, 0.16942379, 0.14409852, 0.087600805, 0.045335658, -0.12683709, -0.0077387216, 0.06563413, -0.19857128, 0.106910795, -0.048285246, 0.10768945) * go_2(0.0, -1.0); + result += mat4(0.5989075, 0.20941062, -0.20086494, 0.13344856, 0.073034994, 0.22358665, 0.101664364, -0.13463663, 0.18816395, -0.061176624, -0.14712185, 0.027320342, -0.09529667, 0.031148786, -0.28744993, 0.18698911) * go_2(0.0, 0.0); + result += mat4(0.14799193, 0.39471942, -0.23340325, -0.4031061, 0.18926248, -0.11091216, 0.118981816, -0.09155061, 0.17049436, 0.19803695, -0.1513267, 0.023817873, 0.0090933135, -0.04134864, 0.060486555, 0.03536634) * go_2(0.0, 1.0); + result += mat4(-0.39094314, 0.01779997, 0.12710269, 0.0067333193, -0.31255835, -0.08206612, -0.048528638, 0.369439, -0.19351655, -0.03420455, 0.15831526, -0.052294146, -0.08481741, 0.0787108, 0.1312136, -0.108919285) * go_2(1.0, -1.0); + result += mat4(-0.16068119, -0.42190582, 0.19383872, -0.018445708, 0.09803051, -0.020769652, -0.022599563, -0.052448895, -0.20645833, -0.031432863, 0.0025441595, 0.03410379, -0.20268854, 0.04481527, 0.05191063, 0.42317194) * go_2(1.0, 0.0); + result += mat4(-0.12786235, -0.23936178, 0.116561726, 0.30756372, -0.09420156, -0.044529166, -0.03585749, 0.1829332, -0.23939075, 0.24030831, 0.019878127, -0.015069802, 0.24300557, -0.22558568, -0.104956664, -0.09393648) * go_2(1.0, 1.0); + result += mat4(-0.04607054, 0.012677649, -0.027597688, 0.1618836, 0.29210827, 0.014221155, -0.13591036, -0.06895336, -0.09559534, 0.07956421, -0.11112994, -0.13325493, 0.24562472, 0.11046177, 0.057847694, 0.0016315983) * go_3(-1.0, -1.0); + result += mat4(-0.03365951, 0.027391057, 0.09653403, -0.14718771, -0.049631152, -0.06467214, -0.058545876, 0.1424002, -0.06320376, 0.181183, 0.10249362, -0.16052136, 0.3013475, -0.04156266, 0.08862033, 0.06888033) * go_3(-1.0, 0.0); + result += mat4(0.10045977, -0.004198456, -0.025856055, 0.05739418, -0.1328637, -0.025975171, 0.06553717, 0.11301186, 0.0704087, -0.083569765, 0.16066101, -0.24453588, 0.25370175, 0.037184533, 0.062386766, -0.20025635) * go_3(-1.0, 1.0); + result += mat4(-0.017958941, 0.06417776, -0.1525265, 0.12451173, 0.14567685, -0.0049682115, -0.23973411, -0.0783304, -0.010629432, 0.08055161, 0.2028341, 0.17640644, -0.20445108, -0.055524793, -0.019326134, 0.081288636) * go_3(0.0, -1.0); + result += mat4(0.007882519, -0.03722546, 0.053249408, 0.00071846246, -0.07053029, -0.21583866, 0.1415364, -0.19486657, 0.20685542, 0.17660026, -0.32156837, 0.1746825, -0.14957622, -0.09224378, -0.098153435, -0.13054638) * go_3(0.0, 0.0); + result += mat4(0.10051427, -0.17398237, 0.09842799, -0.14187703, 0.116901085, -0.1229543, -0.0007776771, -0.20410055, -0.11373484, -0.111150615, -0.1974002, -0.11641459, 0.024105398, 0.24985977, 0.015871854, -0.10724633) * go_3(0.0, 1.0); + result += mat4(-0.18081793, 0.1209351, -0.12867971, -0.019415248, 0.062617876, -0.037130393, -0.07803658, -0.22862352, 0.2586428, -0.030090366, -0.11894069, 0.18087515, -0.40921417, 0.070013195, 0.030540073, 0.035120826) * go_3(1.0, -1.0); + result += mat4(-0.13185939, 0.12992652, 0.08125049, 0.075331174, 0.064219765, 0.056629725, -0.020012032, -0.0855444, -0.044063166, -0.05396545, -0.028002812, 0.21837157, -0.15206428, -0.12681007, 0.14895032, 0.12339962) * go_3(1.0, 0.0); + result += mat4(0.08066341, -0.14773634, -0.0212227, -0.014011867, -0.048505764, 0.075407125, -0.020620076, 0.0003291325, -0.21815202, -0.23136546, 0.10853532, -0.036058456, 0.10952532, -0.052677035, -0.13005799, 0.18398996) * go_3(1.0, 1.0); + result += vec4(0.022609137, -0.028548084, 0.024431901, 0.010504478); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.069641694, 0.104958326, 0.14786446, 0.027633663, -0.004279524, -0.020451711, 0.0883571, -0.016224537, 0.13585235, 0.11078269, 0.20198658, -0.042161036, 0.020466218, 0.20994963, 0.20072585, -0.028024657) * go_0(-1.0, -1.0); + result += mat4(0.050872434, 0.12874635, 0.1298729, 0.115810685, 0.07087254, 0.09885682, 0.23018982, 0.19187538, 0.10953604, 0.0033836907, -0.13325337, 0.09830315, -0.06528767, 0.05096927, -0.016355392, -0.039334368) * go_0(-1.0, 0.0); + result += mat4(0.027010268, 0.018263958, 0.0360758, 0.016791478, 0.2815702, 0.15517488, 0.43415815, 0.044976447, -0.0070842914, -0.12546758, 0.16874593, 0.077622116, 0.02252915, 0.1769774, 0.07181055, -0.15128697) * go_0(-1.0, 1.0); + result += mat4(0.057129618, 0.118046716, 0.07237424, -0.07842637, -0.044214778, -0.12886304, 0.08603301, -0.10416606, -0.15852053, 0.3788151, 0.26181692, -0.09092249, 0.31635332, 0.064212754, 0.21923725, 0.07500004) * go_0(0.0, -1.0); + result += mat4(-0.16981383, 0.044409662, -0.3717617, -0.031610407, 0.03658662, -0.09459229, -0.09449437, -0.014000666, -0.19656453, 0.03934163, -0.16304104, -0.12761801, -0.06235523, 0.16438273, -0.036933117, -0.095564745) * go_0(0.0, 0.0); + result += mat4(0.09725091, 0.034022827, 0.17699842, 0.1079676, -0.13236652, 0.03718181, -0.06968635, -0.23288171, 0.10275666, 0.08464966, -0.37162134, -0.35782215, -0.11023659, 0.2519236, -0.035197742, -0.019324787) * go_0(0.0, 1.0); + result += mat4(-0.09968464, 0.01102193, 0.0073735216, 0.011999313, -0.004998707, 0.09518938, 0.045727003, -0.21544908, 0.006879454, -0.06398254, -0.12584935, -0.06759933, -0.0820037, -0.07775104, 0.021957919, -0.122708224) * go_0(1.0, -1.0); + result += mat4(-0.08869767, 0.031296413, -0.0034280645, 0.13778855, 0.10073061, -0.08393937, -0.032959275, -0.0500518, 0.010908757, -0.09189417, -0.057760105, 0.17652664, -0.08729078, -0.09639096, -0.25654703, 0.055152636) * go_0(1.0, 0.0); + result += mat4(0.0027847723, -0.12885433, 0.038065907, 0.17450769, 0.0864409, 0.04592345, -0.015443841, 0.077010944, 0.08967368, 0.06800111, -0.23636387, 0.35023567, 0.03165923, 0.03132063, 0.17964344, 0.035610788) * go_0(1.0, 1.0); + result += mat4(-0.032017227, -0.0022808525, -0.08470573, 0.05332408, -0.14674746, 0.025374275, -0.018281924, 0.041163016, 0.00096549373, 0.014724006, 0.004913065, 0.18494442, 0.034953076, -0.15731992, -0.13792977, 0.08041999) * go_1(-1.0, -1.0); + result += mat4(0.08305006, 8.6318905e-05, -0.007895379, 0.02731387, -0.061324496, 0.050034665, 0.22662131, -0.013876427, -0.074468784, -0.008136604, -0.23337875, -0.1742574, 0.011753501, -0.11666686, -0.22541048, -0.14549944) * go_1(-1.0, 0.0); + result += mat4(-0.028333234, 0.121047184, 0.06720256, -0.058930036, 0.030258363, 0.07292774, 0.06455556, 0.0019076486, 0.0073987027, 0.17144889, 0.06084024, -0.08762086, -0.114422195, -0.16595861, -0.08706028, -0.10736261) * go_1(-1.0, 1.0); + result += mat4(-0.02519315, -0.14611271, 0.0388848, 0.19481422, -0.05970354, -0.08391417, 0.18982239, -0.10447052, 0.15587378, -0.023997072, 0.0781739, 0.2182389, -0.023886079, -0.1422596, -0.13352804, 0.005008043) * go_1(0.0, -1.0); + result += mat4(0.08842712, -0.100292705, 0.18925671, 0.12198875, 0.061771665, -0.04473232, 0.025053164, 0.039047796, -0.1672479, -0.08934517, 0.33099812, -0.20269585, -0.21640155, -0.22029749, 0.16539703, -0.2442679) * go_1(0.0, 0.0); + result += mat4(-0.16332205, -0.101898365, 0.02919932, -0.11900455, 0.14442924, 0.0916815, 0.037550304, 0.024123482, 0.02042624, 0.033472955, -0.059437107, -0.18735693, -0.013749093, -0.06199881, -0.08685079, 0.04252364) * go_1(0.0, 1.0); + result += mat4(-0.09047013, -0.055188328, -0.09106191, -0.048969727, 0.05114009, -0.12753403, 0.07116141, 0.060749624, -0.074034564, -0.21952136, -0.09479503, 0.2753584, -0.014141759, -0.14883812, -0.0673838, -0.012279045) * go_1(1.0, -1.0); + result += mat4(0.013816464, -0.0747162, -0.19202435, -0.064403646, 0.34980014, 0.04375546, 0.20264609, 0.006684355, 0.11523799, 0.024674915, -0.08697566, -0.04662527, -0.12743855, -0.39463726, 0.0057380227, 0.01286557) * go_1(1.0, 0.0); + result += mat4(-0.08146522, 0.074080914, -0.16856177, -0.183158, 0.19228102, 0.12373886, 0.017574452, -0.01753772, 0.045071773, 0.07725093, 0.023422163, -0.011545186, 0.20751388, -0.10795588, 0.07606346, 0.10282933) * go_1(1.0, 1.0); + result += mat4(0.12512013, -0.102208994, -0.09125398, 0.12043188, -0.066011876, 0.08831903, -0.017038671, -0.005541508, -0.049607087, 0.08654939, -0.02037085, 0.26887566, 0.005012545, 0.01869507, -0.013064982, -0.010649147) * go_2(-1.0, -1.0); + result += mat4(0.006824864, -0.05071593, -0.20786697, -0.07327317, 0.011382597, 0.030494886, -0.04754353, -0.018284699, 0.01305972, -0.036589053, 0.26637617, 0.021887446, -0.026669119, -0.037982125, -0.063445956, -0.009104248) * go_2(-1.0, 0.0); + result += mat4(0.032602567, 0.07094331, 0.052653246, 0.08342047, -0.085082285, -0.14674088, -0.23073354, -0.07915851, 0.0017120204, 0.032407638, -0.039819505, 0.16942178, 0.023192152, -0.0353237, 0.10930186, 0.22939779) * go_2(-1.0, 1.0); + result += mat4(0.0010455973, -0.11821993, -0.12639599, 0.12250084, -0.12756817, 0.11478416, -0.1862587, 0.016819192, 0.02110181, -0.25492984, -0.1766048, 0.22188173, -0.21305011, 0.113442205, 0.04599144, -0.15840286) * go_2(0.0, -1.0); + result += mat4(-0.15086032, -0.17428935, 0.39080557, 0.07576757, 0.121703945, 0.17944208, -0.003140103, -0.11231332, 0.12102969, 0.15310267, 0.17578171, 0.40631834, -0.21299168, 0.024928993, 0.030104794, 0.020753227) * go_2(0.0, 0.0); + result += mat4(-0.098734386, -0.020072265, -0.14308836, -0.08490801, 0.017175158, 0.02250534, 0.04060829, 0.033022214, 0.0046218676, 0.17923212, 0.0112105915, 0.09574084, 0.14819936, -0.14692923, 0.12634254, 0.060762513) * go_2(0.0, 1.0); + result += mat4(0.030521613, -0.097913325, -0.016720278, 0.11273997, 0.013019863, -0.06557118, 0.0405774, 0.0915019, 0.022414956, -0.053254984, 0.18639986, 0.07820968, 0.06498986, 0.058922634, -0.02240318, -0.086019725) * go_2(1.0, -1.0); + result += mat4(0.2058775, 0.01502064, 0.05847032, 0.007249146, 0.086483665, 0.19420148, 0.03892261, -0.013546935, -0.07980237, 0.04347281, -0.10376214, -0.1366535, 0.05285337, 0.07213318, 0.3642818, -0.11331124) * go_2(1.0, 0.0); + result += mat4(-0.025740806, 0.14551482, -0.037410017, -0.17477523, -0.11853099, -0.060820814, -0.102599286, -0.13267937, -0.103053465, -0.014044828, -0.01888072, -0.06499249, 0.22311528, -0.051850274, -0.034120858, 0.044562567) * go_2(1.0, 1.0); + result += mat4(-0.21360217, 0.10093803, -0.0016407765, -0.1473997, 0.26524043, 0.02112132, 0.23173104, -0.013157391, 0.05945182, 0.044635538, 0.06031638, -0.21435826, -0.10147484, 0.069090195, 0.09641844, -0.09581093) * go_3(-1.0, -1.0); + result += mat4(-0.08576515, -0.122861005, 0.049567085, -0.085854456, 0.23809357, -0.024966082, -0.10294079, 0.046241313, 0.008621132, -0.08323767, 0.20277941, 0.163423, -0.07386535, -0.088738985, 0.05274358, -0.025479877) * go_3(-1.0, 0.0); + result += mat4(-0.041135542, -0.008365642, 0.17088248, 0.04025207, 0.13809255, -0.056895368, -0.01582834, 0.07361908, -0.00068995473, -0.09300962, 0.19117641, 0.24832036, -0.06572358, -0.026025, -0.019093119, -0.049720034) * go_3(-1.0, 1.0); + result += mat4(0.024900286, 0.11525501, 0.025882801, 0.037742402, 0.36976853, 0.052211333, -0.15143296, 0.1802276, -0.059080046, 0.017990451, 0.026395092, -0.12689115, -0.07705386, 0.1232379, 0.13273561, -0.12521964) * go_3(0.0, -1.0); + result += mat4(-0.19788785, 0.044887315, 0.07663442, 0.16688696, -0.2842248, -0.15684547, 0.028387763, 0.0063470444, -0.012245601, -0.038382255, -0.8187406, -0.25245667, 0.23014604, 0.22746666, 0.1594356, 0.16469443) * go_3(0.0, 0.0); + result += mat4(-0.12663333, 0.014730006, 0.03765697, 0.15704912, -0.106595434, -0.05317512, -0.081759915, -0.08797109, 0.064620756, -0.06341419, 0.16493447, 0.23102313, 0.068325415, -0.088058695, 0.16885915, 0.036382258) * go_3(0.0, 1.0); + result += mat4(0.035389822, -0.11811836, -0.035656307, -0.0680554, 0.1338908, 0.065852076, 0.023307983, 0.0675308, 0.09690683, 0.18170924, 0.09862692, -0.20964378, -0.08601271, -0.20016764, -0.01879598, -0.14629345) * go_3(1.0, -1.0); + result += mat4(-0.27183273, 0.013525998, -0.14995874, -0.23938845, -0.26218823, -0.0009874097, -0.13385512, -0.10664239, -0.048931994, 0.039898522, 0.047444753, 0.10934722, 0.10969629, 0.123539805, 0.11692802, 0.14172275) * go_3(1.0, 0.0); + result += mat4(-0.1656506, 0.019683002, 0.0221048, 0.12596753, 0.20420644, -0.07930122, 0.04653823, 0.11492255, -0.0050175437, -0.03271697, 0.013389486, 0.034583613, -0.2196601, -0.1615663, -0.013763388, -0.056037936) * go_3(1.0, 1.0); + result += vec4(-0.022956269, 0.029688787, -0.070148066, -0.07163476); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.15104648, 0.05522861, -0.0654341, -0.053517453, -0.08264124, -0.0062249107, -0.20364265, -0.05015117, -0.18837251, 0.030655831, 0.046844713, -0.20673253, -0.14042036, -0.05655449, 0.13994302, 0.011745607) * go_0(-1.0, -1.0); + result += mat4(-0.16517559, 0.1489214, -0.09149559, 0.025003506, -0.124926426, 0.16974348, -0.020857265, 0.08017403, 0.21836148, 0.0025619378, 0.2331612, 0.085599184, -0.030934382, -0.055194855, 0.09527726, -0.10081552) * go_0(-1.0, 0.0); + result += mat4(0.041800212, 0.028859638, 0.09395546, 0.05211183, -0.038541477, 0.021495212, 0.04862346, -0.007864793, 0.038407274, -0.13841268, -0.14963801, 0.26470762, 0.16691841, -0.07262008, 0.034374326, -0.14709206) * go_0(-1.0, 1.0); + result += mat4(0.00094978884, -0.028974704, -0.0900548, -0.08401967, -0.08935931, -0.043606587, -0.14497143, -0.05226239, -0.21516493, 0.19410603, -0.089924194, -0.04335071, -0.012618276, -0.2671613, 0.020422975, -0.037739716) * go_0(0.0, -1.0); + result += mat4(-0.13403237, -0.02524383, -0.03474901, 0.054432765, 0.11946775, 0.107336655, -0.1431715, -0.13370377, 0.015087512, -0.1917613, 0.073493585, 0.2788855, -0.010510839, 0.06891479, -0.06741307, -0.05271205) * go_0(0.0, 0.0); + result += mat4(-0.15432046, 0.04021662, -0.16979513, 0.13660534, -0.10518303, -0.10095502, -0.13092068, 0.022805348, -0.16676381, -0.4273298, 0.020867536, 0.3506733, -0.29459694, -0.055828743, -0.069241956, 0.04106382) * go_0(0.0, 1.0); + result += mat4(-0.08890133, 0.07549666, -0.040735144, -0.1506932, -0.22227979, -0.0762723, -0.17766447, -0.05741318, -0.21885683, 0.2379157, -0.15525854, -0.07306285, 0.15580738, -0.04394069, -0.19175608, 0.018283797) * go_0(1.0, -1.0); + result += mat4(-0.08503275, -0.105500385, -0.114987396, -0.07166016, -0.2147138, 0.09378708, 0.24550334, -0.0834075, -0.033147786, -0.022304727, -0.31062204, 0.027651973, 0.109098755, 0.18889032, 0.1163026, 0.13863255) * go_0(1.0, 0.0); + result += mat4(0.15266588, -0.14901319, 0.033916786, 0.09381096, -0.08196443, -0.16194504, 0.035789456, 0.21234898, -0.48724765, 0.2619442, -0.11215393, 0.25061038, 0.022344576, 0.0116525125, 0.111661114, -0.15242295) * go_0(1.0, 1.0); + result += mat4(0.020475458, 0.0797404, -0.13576819, 0.009681671, 0.030504882, 0.049232908, 0.022025917, 0.16912088, -0.23914136, -0.084663324, 0.020925451, -0.1023938, 0.035916872, -0.07538111, -0.11470242, 0.15238516) * go_1(-1.0, -1.0); + result += mat4(-0.12941381, 0.08509899, -0.029489802, -0.09148447, -0.089406274, -0.116145454, -0.08979843, 0.11908148, 0.15473351, -0.21687616, 0.12607013, -0.08244334, -0.079580925, -0.16613089, -0.09287793, -0.03412643) * go_1(-1.0, 0.0); + result += mat4(-0.023578499, 0.07394217, -0.13069086, -0.1060499, -0.07559958, -0.21839201, 0.1090753, 0.0787872, 0.07677037, -0.25998843, 0.20039314, 0.046882212, 0.31871012, -0.3048051, 0.15118991, -0.00518087) * go_1(-1.0, 1.0); + result += mat4(-0.15338503, -0.11057532, 0.075839415, -0.18592294, -0.0155324, 0.038140323, -0.10498194, 0.09070477, 0.05108992, -0.047939524, -0.091004305, 0.09649005, -0.10967152, -0.051909525, -0.05314551, 0.09661584) * go_1(0.0, -1.0); + result += mat4(-0.14458802, -0.053263694, -0.0010885567, 0.23342133, 0.01918937, 0.12026143, -0.15691495, 0.30480555, -0.08725869, 0.19082253, 0.3594973, 0.016653897, 0.045152336, -0.088590585, 0.0069655925, 0.1392425) * go_1(0.0, 0.0); + result += mat4(0.17944881, -0.17950764, 0.13282645, 0.030974053, 0.32233685, 0.18067117, -0.11472813, 0.097301506, -0.047649745, -0.1053861, -0.081039384, 0.035132434, 0.10204545, 0.085582554, -0.13153993, -0.021741152) * go_1(0.0, 1.0); + result += mat4(-0.15573682, 0.16409989, -0.22574787, -0.03877603, -0.18285516, 0.11638645, 0.18321282, -0.017770218, 0.18230622, 0.16433364, -0.12795393, -0.03805153, 0.14386104, -0.0891527, -0.056928284, -0.10961495) * go_1(1.0, -1.0); + result += mat4(0.257622, 0.052519716, -0.25421762, -0.1887382, -0.083568096, -0.0064690276, -0.029110614, 0.103327505, -0.17006217, 0.2254096, -0.29366904, 0.04302887, -0.10198446, -0.24423616, 0.16781262, -0.005019004) * go_1(1.0, 0.0); + result += mat4(0.103393994, -0.059044626, -0.18192382, 0.0990813, -0.26143607, 0.11036474, 0.04788275, -0.096738026, 0.12825653, 0.13631694, -0.077904984, -0.020790676, -0.25118098, 0.122588515, -0.049440473, -0.10758222) * go_1(1.0, 1.0); + result += mat4(0.06693113, -0.13647175, 0.131139, 0.13143918, 0.081720434, 0.117537096, 0.15387627, -0.008771362, 0.08513583, 0.023794742, -0.0661625, 0.115793936, 0.0023350024, 0.02215075, -0.0494433, -0.013404977) * go_2(-1.0, -1.0); + result += mat4(0.041419264, -0.17622781, 0.028418267, 0.12114493, -0.23587078, 0.08457395, 0.014364018, -0.103271864, -0.051572207, -0.026424447, 0.16755055, -0.10763651, -0.033440586, 0.068594255, -0.050668504, 0.1941505) * go_2(-1.0, 0.0); + result += mat4(-0.2780181, 0.037816502, -0.11516711, -0.09822884, 0.13762361, -0.14317706, 0.14350282, 0.000623895, -0.08601606, 0.08118504, 0.15497385, -0.04721711, -0.008936935, -0.014223618, -0.09641698, -0.013884213) * go_2(-1.0, 1.0); + result += mat4(0.14349665, -0.03144472, -0.057813704, 0.0667044, 0.09026094, 0.051366236, 0.11139983, -0.015782114, -0.18314016, -0.18774192, 0.0014838242, 0.15759028, 0.062388215, 0.13626057, 0.02576217, -0.06317815) * go_2(0.0, -1.0); + result += mat4(0.07151769, 0.14508991, 0.1736844, -0.11487795, -0.07999805, -0.07797908, 0.037923355, -0.059138823, -0.23531209, -0.040207293, -0.068355694, -0.024296658, -0.114820175, 0.19726487, 0.21772414, 0.03659222) * go_2(0.0, 0.0); + result += mat4(0.16858695, -0.12135113, 0.009391182, -0.081519485, 0.13340487, 0.07007004, 0.094124354, 0.035519842, -0.3320139, -0.06624027, -0.14716229, -0.09205287, 0.12664132, -0.05655441, 0.0123263765, 0.04641279) * go_2(0.0, 1.0); + result += mat4(0.19018422, -0.15428329, -0.009354114, 0.04165953, 0.11024837, -0.107493006, -0.05807292, -0.048029456, 0.24319384, -0.10542357, -0.013699952, 0.06228662, -0.06808749, -0.023227982, 0.16528323, -0.05610251) * go_2(1.0, -1.0); + result += mat4(-0.008616222, 0.077674195, -0.08638503, 0.09293109, 0.072474636, 0.05004233, -0.20591061, -0.005301386, -0.15486047, 0.15038474, 0.1262478, 0.021724822, 0.02274613, -0.3088281, -0.08437887, -0.10684698) * go_2(1.0, 0.0); + result += mat4(-0.16960032, 0.09365251, -0.030414175, -0.010766254, 0.18181023, 0.12130318, 0.08913089, -0.06070321, 0.05200306, 0.092584535, 0.17694671, 0.033796314, -0.038107123, -0.04335955, -0.049443472, 0.30465958) * go_2(1.0, 1.0); + result += mat4(0.07661484, -0.009945252, 0.12866217, -0.07592757, -0.21030053, 0.014371748, -0.072458774, -0.04700072, 0.15534303, 0.2007125, -0.15699059, -0.032897495, 0.08110436, -0.11243608, 0.008632577, -0.10153441) * go_3(-1.0, -1.0); + result += mat4(-0.034697928, 0.06928288, -0.2796273, 0.14405379, 0.12248569, 0.036539096, 0.06607706, 0.077684596, -0.16473202, 0.1665916, -0.29977503, 0.21047153, 0.13114224, -0.091579035, -0.045458574, 0.03254245) * go_3(-1.0, 0.0); + result += mat4(0.053284872, 0.053366095, -0.26152626, -0.03123967, -0.031794485, 0.17670582, -0.07450994, 0.017521491, -0.040290453, 0.38342363, -0.25021288, -0.014660264, 0.1621895, 0.25041878, -0.12124821, 0.068036206) * go_3(-1.0, 1.0); + result += mat4(0.11366693, -0.030863572, -0.07411263, 0.12475283, -0.046070684, -0.09033321, 0.013222701, 0.06798592, -0.32814804, 0.057653826, -0.14082801, -0.00217398, -0.22856179, -0.19058353, -0.20992154, -0.03701372) * go_3(0.0, -1.0); + result += mat4(0.20345633, -0.1332355, 0.27152926, -0.13477845, -0.25242096, -0.28281286, 0.31289554, 0.14284514, 0.53362453, -0.46766588, 0.4518293, -0.39291728, -0.3573227, -0.014670052, 0.0051881406, 0.16552156) * go_3(0.0, 0.0); + result += mat4(-0.15017267, -0.07792945, -0.204405, 0.13964304, -0.13642666, -0.10228306, 0.03238279, -0.08689329, -0.072262034, -0.0258388, 0.05689183, 0.055701543, -0.19800112, 0.012217054, -0.033292748, -0.047611095) * go_3(0.0, 1.0); + result += mat4(-0.014704416, -0.12203891, 0.066083655, -0.1409769, 0.0041513643, -0.087383606, -0.17498164, 0.11327789, -0.25947225, -0.0016027623, 0.08202566, 0.042270098, 0.006429511, -0.26576808, -0.08461341, 0.049376782) * go_3(1.0, -1.0); + result += mat4(0.0695189, -0.14753938, 0.09578246, -0.16607563, -0.0105561055, 0.17166016, 0.027422488, -0.14175262, -0.009492696, -0.23449713, 0.018270867, 0.14635146, 0.33451268, 0.030959005, -0.46468422, 0.024256868) * go_3(1.0, 0.0); + result += mat4(-0.16865666, -0.00015881563, -0.054488145, -0.06222717, -0.032101758, 0.06485387, -0.0028512608, 0.046645947, 0.017593225, -0.19447896, -0.024742266, 0.03970127, 0.29845607, -0.16168733, 0.035172883, 0.07924657) * go_3(1.0, 1.0); + result += vec4(0.103826486, 0.045373913, 0.11565896, -0.06568643); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1851775, 0.053705044, 0.033816848, -0.018555025, -0.21204336, -0.01706974, 0.088259794, -0.13126148, 0.10729598, -0.043457437, 0.08634712, 0.09220895, 0.062131613, -0.01995871, 0.05181067, 0.18520063) * go_0(-1.0, -1.0); + result += mat4(0.1662002, -0.14197104, -0.052809287, 0.025287712, -0.08330898, -0.08998097, -0.15642618, -0.14941245, -0.03481203, 0.061857622, 0.26051775, -0.0005498248, 0.086427025, 0.024108192, -0.12418039, 0.022286376) * go_0(-1.0, 0.0); + result += mat4(0.058200672, -0.3073398, 0.17150162, -0.13394679, -0.075118184, -0.14607768, -0.006172172, 0.007731589, -0.21818224, -0.06449433, -0.038958784, 0.037722416, 0.28699976, -0.027563032, 0.23295315, 0.028444216) * go_0(-1.0, 1.0); + result += mat4(0.12871371, 0.0064904913, 0.14985761, -0.10923005, 0.17413563, 0.1599109, -0.08457703, 0.108153716, -0.08871187, -0.06661137, 0.2754416, -0.009667768, 0.39819396, 0.12392097, 0.14145902, 0.0019376524) * go_0(0.0, -1.0); + result += mat4(0.13893189, 0.12715353, 0.015191678, -0.21003054, -0.030412354, -0.01676613, -0.19799289, -0.006130075, 0.37676954, -0.14475077, -0.2065198, -0.30432892, -0.14944535, -0.09121536, -0.107600585, -0.24462196) * go_0(0.0, 0.0); + result += mat4(-0.11653076, -0.0068671284, -0.02249137, -0.17877012, -0.15063138, -0.13514869, 0.107643366, -0.03196477, -0.086422764, 0.3079287, 0.17584166, -0.032449376, -0.06917114, -0.2682637, -0.18978168, -0.037039287) * go_0(0.0, 1.0); + result += mat4(0.12014731, -0.030360512, -0.12954475, -0.110275604, -0.077214256, 0.019689744, 0.22149551, -0.002266716, 0.09697784, -0.124532826, -0.16776511, -0.034212478, -0.36935154, 0.016926935, 0.1363609, 0.20415346) * go_0(1.0, -1.0); + result += mat4(-0.11199535, -0.001692563, -0.09058429, -0.08437503, 0.092625685, 0.06046257, 0.25509837, -0.011657033, -0.17949764, -0.10718947, -0.1180669, -0.24681842, -0.1747311, 0.0014518246, -0.042863015, 0.06103357) * go_0(1.0, 0.0); + result += mat4(0.14979295, -0.037154514, 0.01957725, 0.012282435, 0.09168596, -0.05552286, 0.111671515, 0.0078630615, -0.10319766, -0.06416261, -0.23097566, -0.13931875, 0.2110811, 0.013095802, -0.2306504, -0.025639111) * go_0(1.0, 1.0); + result += mat4(-0.10091975, -0.10095426, -0.023449723, -0.022170888, 0.054953706, -0.13049407, 0.08289061, 0.023241632, 0.08735388, -0.0058387457, 0.17897247, 0.011434436, 0.008181139, -0.0034718404, -0.015372735, -0.07657766) * go_1(-1.0, -1.0); + result += mat4(-0.023442164, 0.07535702, 0.024391165, -0.050532013, 0.044168636, 0.0062343236, -0.019756999, -0.009695123, 0.10102337, 0.0052776975, -0.14944167, -0.060957722, 0.24367364, -0.08069369, 0.12170072, -0.047048368) * go_1(-1.0, 0.0); + result += mat4(-0.18376935, -0.08407229, -0.12943378, 0.0738419, -0.12404976, -0.13367929, 0.11265896, -0.021353, 0.003783386, 0.50088304, 0.14058582, 0.041053623, 0.038247623, -0.014179976, 0.007905778, -0.042492237) * go_1(-1.0, 1.0); + result += mat4(-0.046272535, 0.052449115, 0.17190954, -0.004745371, -0.045572635, -0.09292636, 0.36309823, 0.16673928, -0.099154025, -0.109614775, 0.17803112, 0.19907133, -0.14306267, 0.06898593, 0.11493454, 0.06795014) * go_1(0.0, -1.0); + result += mat4(0.26181114, -0.044014625, -0.21605036, -0.08646438, 0.21038742, -0.084986, 0.0504626, 0.17514943, -0.25218952, -0.18691514, 0.057650108, 0.08653614, -0.101205684, 0.03176334, 0.18569492, 0.17973189) * go_1(0.0, 0.0); + result += mat4(-0.0339215, 0.20112811, -0.12986277, 0.028961731, -0.056813832, 0.04451147, -0.07827432, -0.0860976, 0.096853435, 0.3483546, -0.35758162, -0.11749375, -0.035918653, 0.06140711, -0.08520154, 0.02418808) * go_1(0.0, 1.0); + result += mat4(-0.09643022, -0.10491069, 0.0068604187, 0.023679713, 0.096521445, -0.29323488, 0.33353668, 0.112864286, -0.1172182, -0.07233183, 0.06607239, 0.08589609, 0.055790007, 0.14396138, -0.14191268, 0.00034840964) * go_1(1.0, -1.0); + result += mat4(0.15357164, -0.038462736, 0.08143956, 0.1744909, 0.40503287, -0.114508316, 0.003937322, 0.2536635, -0.042445306, -0.15622465, 0.09155284, 0.010992155, -0.20646071, 0.022801135, 0.08894491, 0.069300614) * go_1(1.0, 0.0); + result += mat4(-0.12663515, 0.023849454, -0.053604446, 0.12082873, -0.247968, -0.020969635, -0.03831894, -0.014617553, 0.22630337, 0.037801865, 0.052950703, 0.04285706, -0.14487264, 0.20786528, -0.08719664, 0.1752347) * go_1(1.0, 1.0); + result += mat4(-0.073527604, -0.050752833, 0.051830504, 0.32868716, 0.17474994, 0.016937364, -0.08792601, -0.024481766, -0.022229593, 0.030706186, 0.09213566, -0.076506205, 0.073404044, 0.10368055, -0.175889, -0.08453031) * go_2(-1.0, -1.0); + result += mat4(-0.06838216, 0.007698341, 0.063972116, -0.015604406, 0.16135305, 0.18044342, 0.024137018, -0.23326185, 0.13235588, -0.009096587, -0.058368143, -0.077040404, 0.0011419816, -0.09246194, 0.061036937, 0.049564146) * go_2(-1.0, 0.0); + result += mat4(0.023225296, -0.00060856267, -0.07775185, 0.016958566, -0.2641349, -0.08263046, -0.15350416, -0.30203494, 0.113956556, -0.010813236, -0.017738314, -0.13689043, -0.10318342, 0.025793184, -0.010336172, 0.09733422) * go_2(-1.0, 1.0); + result += mat4(-0.04462596, 0.052866418, -0.34754288, 0.05540498, -0.24492586, -0.32016864, 0.18145293, 0.24873725, 0.32388234, -0.034801524, -0.1347588, -0.07565546, 0.015183539, 0.05059595, 0.08090056, 0.05930932) * go_2(0.0, -1.0); + result += mat4(0.045346696, -0.052527856, 0.052270077, 0.13417454, 0.05200045, 0.028119288, 0.005115497, 0.22952151, -0.2158375, 0.12241308, 0.3507457, 0.08616576, 0.07592416, 0.28470486, 0.3432788, 0.24857087) * go_2(0.0, 0.0); + result += mat4(0.21311626, 0.052607164, 0.1248861, 0.20193806, 0.045226507, 0.14512901, -0.15103437, -0.17926466, 0.11657411, -0.32711068, -0.16332194, -0.07793982, -0.21802668, 0.5183869, -0.13567342, 0.07823041) * go_2(0.0, 1.0); + result += mat4(0.00796368, 0.048073012, -0.14537893, -0.021708772, 0.036246423, 0.1062395, 0.12605369, 0.007073524, -0.1572743, 0.07439501, 0.089162275, -0.0039608316, 0.332032, -0.05461242, -0.17615359, -0.10240517) * go_2(1.0, -1.0); + result += mat4(0.20636982, -0.0024615112, -0.10625786, 0.024270926, 0.061810836, -0.13585201, -0.16581286, 0.23549418, 0.01928842, 0.07404979, -0.054449487, 0.04096373, 0.046939734, 0.003980803, 0.02111498, 0.064925276) * go_2(1.0, 0.0); + result += mat4(0.10485388, 0.06850885, -0.11292169, 0.16991565, -0.15282536, 0.124175504, -0.050431166, -0.06689582, -0.00059811946, 0.033696912, 0.11055047, 0.033060126, -0.17472714, 0.0048819613, -0.04478706, -0.1344572) * go_2(1.0, 1.0); + result += mat4(-0.20473132, 0.056477875, 0.059559986, 0.115130566, -0.058425788, -0.035971727, 0.08334707, -0.096510135, -0.23206294, 0.10635798, -0.21575621, -0.07063254, 0.03877511, -0.107549034, 0.22248401, 0.21702304) * go_3(-1.0, -1.0); + result += mat4(-0.02557767, 0.09886609, -0.100499466, 0.16687396, -0.084830604, 0.03150401, -0.049512494, 0.05595696, -0.13193256, -0.08585273, 0.14247662, 0.12290477, -0.07168309, 0.14531752, -0.048359327, 0.27716598) * go_3(-1.0, 0.0); + result += mat4(0.13297586, 0.20674329, 0.14469388, 0.08981846, -0.004231366, -0.02819193, 0.15470329, 0.17299837, 0.113062344, -0.22716297, -0.21754944, -0.00083956274, -0.14160508, 0.1808253, 0.11268379, 0.27335623) * go_3(-1.0, 1.0); + result += mat4(0.07497518, -0.06799594, -0.018158078, -0.00038999433, -0.15169668, -0.06928238, -0.33672288, -0.105485775, 0.33106267, 0.06698315, 0.019718744, -0.06810211, -0.35186404, -0.29145968, -0.056863394, 0.21498048) * go_3(0.0, -1.0); + result += mat4(-0.013215512, -0.24763754, 0.20965266, 0.1068435, -0.13234195, 0.053566497, 0.05061848, -0.28645232, 0.15518288, 0.23247199, 0.017553907, -0.25181335, -0.048030723, -0.06663929, -0.111026704, -0.12663394) * go_3(0.0, 0.0); + result += mat4(-0.010501938, -0.17995767, 0.06010859, 0.050185587, 0.108627126, -0.101203434, 0.07558728, 0.060466755, -0.106942676, -0.35854608, 0.16015992, 0.16823332, -0.06543775, -0.37310675, 0.014043972, -0.18328045) * go_3(0.0, 1.0); + result += mat4(0.09712849, 0.013983463, 0.07291423, 0.031715546, 0.030862397, 0.045510456, -0.22066842, 0.063464865, 0.11721659, -0.10596602, -0.20611264, 0.052158818, -0.3961766, -0.03781582, 0.17633812, 0.1316111) * go_3(1.0, -1.0); + result += mat4(-0.25029674, 0.07153423, -0.35125682, -0.18255402, -0.19569087, 0.00432772, -0.0969035, -0.24648514, -0.0040922165, 0.037500706, -0.038137026, 0.056214277, -0.048258524, 0.03567822, -0.05033007, -0.24696785) * go_3(1.0, 0.0); + result += mat4(-0.03465209, -0.012495964, 0.22782089, 0.012034795, 0.2916752, 0.08264436, 0.15387125, -0.1473455, -0.15614432, 0.05536727, -0.027079755, 0.010725311, -0.03325222, -0.089212805, -0.10559839, -0.19647683) * go_3(1.0, 1.0); + result += vec4(0.0001705175, -0.031081453, 0.010100773, -0.027214011); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.026301445, -0.021575214, 0.22165509, 0.059994068, 0.03341161, 0.1831188, 0.20342293, 0.110160105, 0.03908121, 0.020673111, 0.07239561, 0.038754333, 0.15266368, 0.16526422, 0.062376205, -0.09759537) * go_0(-1.0, -1.0); + result += mat4(0.19817191, 0.10267733, 0.17744653, 0.23283184, 0.18810122, 0.2708428, -0.12651879, 0.020756349, 0.039632563, -0.22201295, 0.04873703, 0.09159713, 0.13838065, 0.21169297, 0.30816007, 0.044463675) * go_0(-1.0, 0.0); + result += mat4(-0.27859214, 0.07277634, 0.0021458792, 0.0089682285, -0.069680706, 0.090415835, -0.057762265, 0.18703683, -0.03514389, -0.102816254, -0.036509827, 0.038066104, -0.0168311, 0.094478935, 0.04079697, -0.049064912) * go_0(-1.0, 1.0); + result += mat4(-0.20913245, -0.110538535, -0.08584027, -0.1222067, 0.05414807, -0.045247085, 0.07351766, -0.002078549, -0.1270987, -0.10164512, -0.1857815, 0.08845066, -0.03743333, -0.098948084, 0.21244387, 0.10441866) * go_0(0.0, -1.0); + result += mat4(0.015990427, 0.36396438, -0.24094687, 0.30236533, -0.13271736, 0.06057376, -0.19678196, -0.28577125, -0.25427434, -0.08400598, 0.07284403, -0.18552442, -0.16425897, 0.097259276, -0.32386774, -0.2190484) * go_0(0.0, 0.0); + result += mat4(-0.004581924, -0.13954072, -0.122360416, 0.14132866, -0.08529257, -0.013296556, 0.0848472, 0.09336581, 0.10332182, -0.016313016, 0.07103558, 0.032564916, -0.13478759, -0.20207484, 0.12986964, 0.1219679) * go_0(0.0, 1.0); + result += mat4(0.09817874, -0.10573357, 0.100535244, 0.19608764, -0.13303067, 0.024192972, -0.030689823, 0.02574889, 0.051233094, 0.03489235, -0.18465245, -0.06943822, -0.031604882, 0.1519888, 0.09348508, 0.09187296) * go_0(1.0, -1.0); + result += mat4(-0.21365458, -0.23696984, 0.13097638, -0.09435498, 0.16467983, -0.066370346, 0.1269104, -0.095128186, 0.09954892, 0.12489504, -0.43418056, 0.106512725, -0.17860703, -0.07114084, -0.07630834, -0.26642478) * go_0(1.0, 0.0); + result += mat4(-0.009044342, 0.02711196, -0.14873673, 0.015405045, 0.0071443473, -0.025285944, 0.07409282, 0.06338527, 0.0149676185, 0.011741382, -0.2133069, -0.028912885, 0.19420496, 0.039629057, 0.057636812, 0.15214856) * go_0(1.0, 1.0); + result += mat4(0.07629928, 0.25540486, -0.050925937, -0.18136702, 0.02261603, 0.22343902, 0.003270321, 0.10735731, -0.12541203, -0.10208828, 0.012832783, 0.2591262, 0.08122926, -0.009837677, 0.10308358, 0.19236866) * go_1(-1.0, -1.0); + result += mat4(0.0896358, 0.27571487, 0.04406029, -0.047453407, -0.08587119, 0.16366854, 0.20622262, 0.08347545, -0.3501584, -0.28434548, -0.07592983, 0.09098784, 0.07605388, 0.09677056, 0.0015295541, 0.05102585) * go_1(-1.0, 0.0); + result += mat4(0.18255898, 0.18618028, 0.0017002645, -0.013004655, -0.06436534, 0.13967068, 0.063077755, -0.10632303, -0.20803222, -0.028537111, -0.03144366, -0.08555215, 0.05154303, 0.02431626, 0.15246728, -0.013708507) * go_1(-1.0, 1.0); + result += mat4(-0.020998938, -0.05026291, 0.03700117, 0.00830308, -0.1949294, 0.0026698054, -0.034649856, 0.19784226, -0.083901435, -0.069783084, -0.1504053, 0.16595264, -0.07480141, 0.16067508, 0.06010996, -0.021359695) * go_1(0.0, -1.0); + result += mat4(-0.040828142, -0.20158486, 0.034770954, -0.1894161, 0.11665004, 0.29729164, -0.10584386, 0.13165873, -0.18863006, -0.26719162, -0.047613148, -0.12728356, -0.2033613, 0.10550052, 0.20095508, -0.11275811) * go_1(0.0, 0.0); + result += mat4(-0.0785033, -0.1896073, -0.051492307, -0.1694358, 0.1368308, 0.049355216, -0.05707422, 0.079159185, 0.024578957, -0.0923136, 0.089215435, 0.28670043, 0.027932687, 0.06510816, 0.10810999, 0.05990052) * go_1(0.0, 1.0); + result += mat4(0.08135192, 0.0001326522, -0.16098668, -0.18663193, -0.10280192, 0.078255914, 0.047648013, 0.08326376, 0.055962667, 0.06302574, -0.080121025, -0.031820554, -0.019117938, 0.12515336, 0.09794088, -0.03276838) * go_1(1.0, -1.0); + result += mat4(0.280923, 0.24079335, 0.007883573, 0.06270414, 0.3055441, 0.19291803, -0.16041607, 0.14836526, 0.0013885222, 0.04538063, 0.10742898, -0.064491205, 0.048174977, 4.237692e-05, -0.15194727, 0.024381457) * go_1(1.0, 0.0); + result += mat4(-0.0009164131, -0.031949926, 0.0076425644, -0.036870714, -0.0031292974, 0.017726978, -0.20172147, -0.0770472, 0.26379177, 0.108997814, 0.08069395, 0.2126177, 0.012075376, -0.029457828, 0.062730506, -0.15754452) * go_1(1.0, 1.0); + result += mat4(0.09167904, -0.2657421, -0.03443356, 0.03315832, -0.015365421, -0.1029612, -0.108251, 0.04261033, -0.097120754, -0.05616668, -0.09275983, 0.024902184, 0.050058514, -0.013761632, 0.07555132, -0.0046676896) * go_2(-1.0, -1.0); + result += mat4(-0.10743835, -0.0007361781, -0.042085417, -0.08237517, -0.10094376, -0.24007876, 0.13924706, -0.07526801, 0.01158322, 0.15491122, 0.0069442675, -0.004242352, 0.11429785, 0.02994726, -0.11829945, -0.04108612) * go_2(-1.0, 0.0); + result += mat4(0.073622055, -0.064717196, -0.0025231615, 0.13256475, 0.20159899, 0.047977835, -0.10289233, -0.18419135, -0.00888952, 0.059428576, -0.053062655, -0.02730631, 0.14545685, -0.08686949, 0.17454128, 0.035443828) * go_2(-1.0, 1.0); + result += mat4(-0.010146019, 0.06712568, 0.12614638, 0.023590917, 0.025756737, 0.06603747, -0.17108095, -0.06179699, 0.027241204, -0.13196802, 0.043475866, -0.0397495, 0.05306092, 0.035672903, 0.047219284, -0.16680142) * go_2(0.0, -1.0); + result += mat4(0.079427816, -0.06716479, 0.19028603, -0.19694683, -0.061598092, -0.07471188, 0.21170339, 0.30140215, -0.0023369973, 0.04688297, -0.14154115, 0.19283508, 0.1339858, -0.09116279, 0.15305163, 0.029108394) * go_2(0.0, 0.0); + result += mat4(-0.14902157, -0.03339153, -0.08532003, -0.10736339, 0.08702709, 0.07607574, -0.09955836, -0.016585784, -0.030078214, -0.060374748, -0.2854279, 0.02441719, 0.034877967, 0.2099041, 0.11125731, -0.059071556) * go_2(0.0, 1.0); + result += mat4(-0.08436325, 0.06893047, -0.045362443, -0.02237741, -0.07583875, -0.034830183, -0.024008518, -0.2882329, -0.011109783, 0.101859994, 0.091137715, 0.0020565533, -0.044729806, -0.18168025, 0.069466636, 0.04994174) * go_2(1.0, -1.0); + result += mat4(0.11915174, 0.089596465, -0.18965814, 0.015218237, 0.13500094, 0.19921367, -0.008298205, 0.29650384, -0.049439427, -0.27590424, 0.36169067, -0.030582754, 0.02151196, 0.019915426, 0.04543398, 0.16126189) * go_2(1.0, 0.0); + result += mat4(0.1620274, -0.08264547, 0.082442135, -0.0034478644, 0.09888509, -0.0034957859, -0.107241705, -0.17729597, -0.05138647, 0.02052103, -0.019507123, 0.037574988, -0.1694345, 0.17871588, -0.22510391, 0.019049853) * go_2(1.0, 1.0); + result += mat4(-0.10962245, -0.1329873, -0.060855392, 0.025941676, -0.19536193, -0.120365486, -0.04313703, -0.052912965, 0.20854498, 0.08341353, 0.008687068, -0.20432276, 0.15677948, -0.19000018, 0.01821201, -0.041512605) * go_3(-1.0, -1.0); + result += mat4(0.012287526, -0.14180368, -0.098788455, 0.025949089, 0.09442778, 0.2247651, -0.12453263, 0.10435483, 0.274603, 0.06133054, 0.10506106, 0.14727746, -0.048299775, -0.082819685, 0.07319359, -0.047460355) * go_3(-1.0, 0.0); + result += mat4(-0.070726536, -0.034744017, 0.07521428, 0.070649154, -0.05958955, -0.100232825, -0.010651838, 0.045392875, 0.2930271, -0.04952355, 0.3112155, 0.117203265, 0.025166962, 0.11176862, 0.06716659, 0.07175864) * go_3(-1.0, 1.0); + result += mat4(-0.011560962, -0.14032063, -0.17424704, 0.07652749, -0.04220116, 0.052874275, -0.00225693, -0.031843517, -0.07520102, -0.13775803, 0.2449317, 0.069658786, 0.052280303, -0.105218224, 0.03574522, -0.020500354) * go_3(0.0, -1.0); + result += mat4(0.08793712, 0.26712346, 0.08315631, 0.23813692, -0.04439029, 0.031587064, 0.09561177, -0.13380238, -0.24982157, 0.31701845, -0.3875432, 0.10487225, 0.09201869, -0.037252493, -0.006935219, -0.14650282) * go_3(0.0, 0.0); + result += mat4(0.077635325, 0.13732299, -0.071563005, 0.096517466, -0.15051986, -0.111744404, 0.03996857, -0.052670125, -0.1819665, 0.054554947, -0.13774712, -0.20061246, -0.0023742192, 0.15647805, -0.024121126, 0.075497724) * go_3(0.0, 1.0); + result += mat4(0.0073632775, -0.06535298, 0.039895996, 0.20666869, 0.13625242, 0.04823007, -0.07135618, 0.04787906, 0.01383074, 0.15382123, -0.15519714, 0.056721795, 0.061946746, -0.0586851, 0.028934354, -0.02264129) * go_3(1.0, -1.0); + result += mat4(-0.19791882, -0.111910924, -0.010451344, -0.30566537, -0.1416239, -0.14523096, 0.116883226, -0.18241516, 0.2680614, -0.18487626, 0.17472346, 0.08346682, -0.14510359, -0.029229192, -0.005879142, 0.050247498) * go_3(1.0, 0.0); + result += mat4(0.030153519, -0.092469186, -0.022912916, 0.10200855, -0.04237032, -0.05917764, 0.10479645, -0.05619482, -0.18949397, -0.019547248, 0.013868889, -0.1524476, 0.14048979, -0.032521486, 0.1322921, 0.070972025) * go_3(1.0, 1.0); + result += vec4(0.012053958, -4.6962363e-05, 0.0020099226, -0.033494607); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06738501, 0.034009207, -0.21538448, 0.14296548, 0.12896985, -0.23526315, -0.08848608, 0.019602662, 0.14937137, 0.11353096, 0.11884168, -0.016765572, 0.030985225, 0.046430565, 0.06614828, -0.19202724) * go_0(-1.0, -1.0); + result += mat4(-0.10326068, 0.11014975, 0.17069744, -0.21474148, 0.16761585, 0.13434832, -0.101021074, 0.006307025, 0.07478008, -0.1060066, 0.035315692, 0.033488914, -0.24906659, 0.06269967, 0.11120735, -0.040928528) * go_0(-1.0, 0.0); + result += mat4(0.09334615, 0.057705753, 0.12213245, -0.06402275, 0.30694544, 0.034585163, 0.20345578, 0.07489286, 0.07483618, -0.14240396, 0.034846418, -0.03811241, 0.010882573, 0.13204294, 0.017563924, -0.047203008) * go_0(-1.0, 1.0); + result += mat4(-0.21673942, -0.024010994, -0.10238504, -0.041160326, 0.06838163, -0.20950818, 0.06526309, -0.079094924, 0.02208821, -0.28130978, 0.086275116, -0.089067616, 0.12133826, -0.062600106, -0.020521903, -0.07654401) * go_0(0.0, -1.0); + result += mat4(-0.03055029, -0.15683146, -0.20331301, -0.06252028, 0.13350682, 0.20338707, 0.038425338, 0.1581342, -0.27322498, -0.14999662, -0.16681097, 0.0971585, -0.20014858, -0.081635274, -0.0781877, -0.20625232) * go_0(0.0, 0.0); + result += mat4(0.38375977, -0.019825654, 0.1886721, 0.22616312, 0.3402173, 0.1825304, -0.05531195, 0.30973226, -0.2676023, 0.14413352, 0.021706983, 0.01732799, 0.23466855, -0.13805965, 0.22570935, 0.018103868) * go_0(0.0, 1.0); + result += mat4(-0.15169825, 0.0270689, -0.2503316, 0.17289825, -0.16437647, 0.039233048, -0.35572487, -0.048393793, 0.19270042, 0.24260359, 0.12041881, -0.0009793913, 0.11656858, 0.11007414, -0.0757491, 0.047933612) * go_0(1.0, -1.0); + result += mat4(-0.18657999, -0.11252566, -0.05237504, -0.07368097, 0.13882741, -0.13710637, -0.006996468, -0.062354874, 0.23452504, 0.15333645, -0.0022776406, -0.17910439, 0.03629509, -0.16264829, -0.010011833, -0.15313338) * go_0(1.0, 0.0); + result += mat4(-0.060544558, -0.04913478, -0.061717357, 0.02323648, 0.28739056, -0.07434013, 0.19110644, 0.100050166, 0.0073363045, 0.08185653, -0.024797903, -0.14424153, -0.20838726, 0.16154376, -0.048517212, -0.025453888) * go_0(1.0, 1.0); + result += mat4(0.14975396, -0.13142908, 0.36210674, -0.054021083, -0.10632155, 0.045697935, -0.18946633, 0.02228141, -0.08919603, 0.09800842, -0.17634438, 0.09512711, -0.03425503, -0.12298555, -0.05354435, -0.17112055) * go_1(-1.0, -1.0); + result += mat4(0.09958265, -0.057276618, -0.16262266, -0.06415915, 0.14579074, -0.36784375, 0.08034197, -0.04537706, 0.005460582, 0.22313322, 0.07382161, 0.014990379, 0.044636846, -0.2811128, -0.22621547, -0.06044004) * go_1(-1.0, 0.0); + result += mat4(0.10569276, -0.03738662, 0.16100396, 0.058593616, -0.048862137, -0.08796426, 0.20101094, -0.11039573, 0.17196764, -0.04601554, 0.008571281, -0.073729075, 0.051433694, -0.051276565, 0.087334655, -0.0360379) * go_1(-1.0, 1.0); + result += mat4(0.011119538, -0.28781965, 0.28637868, -0.1742508, -0.07121849, 0.10379717, 0.012615981, -0.029563965, -0.18678424, 0.05291095, 0.039143506, -0.028248642, -0.014103922, 0.029155696, 0.10433492, 0.16305852) * go_1(0.0, -1.0); + result += mat4(-0.2231037, -0.13697462, -0.29124337, 0.08519773, 0.15893684, -0.17763218, 0.06950923, 0.34361118, -0.024844287, 0.044008408, -0.033844844, -0.086971916, -0.07884748, 0.2543499, 0.056884114, 0.10068364) * go_1(0.0, 0.0); + result += mat4(-0.07710048, -0.23218372, 0.04346047, 0.21769643, 0.06473219, -0.18066105, -0.2511205, 0.15309611, 0.04535977, 0.16450433, 0.10846344, 0.0016952346, -0.010874939, 0.28966382, -0.121990964, 0.12956186) * go_1(0.0, 1.0); + result += mat4(-0.007910202, 0.17766511, 0.14364475, 0.1016258, 0.0051045395, 0.18691733, 0.005813767, -0.0070582186, 0.019418601, -0.1604435, 0.016088275, -0.18265302, -0.15719391, -0.17369832, -0.036745597, -0.19647408) * go_1(1.0, -1.0); + result += mat4(0.08938396, -0.0073808245, 0.11225727, -0.012303106, 0.096785046, 0.030483445, 0.027719889, -0.052584838, -0.14887555, -0.03422243, 0.12646855, -0.1722482, 0.010239037, 0.06406088, -0.20053658, 0.01964698) * go_1(1.0, 0.0); + result += mat4(-0.120734036, -0.12450362, -0.06582111, 0.1639675, -0.19787048, -0.08049789, -0.014257596, 0.058436662, -0.0009387449, -0.08698089, -0.017400503, 0.06295286, 0.09890349, -0.057190523, -0.103520766, -0.04207548) * go_1(1.0, 1.0); + result += mat4(-0.0118413875, -0.031288836, 0.09749554, -0.012266401, -0.07998591, 0.22615653, -0.06207416, 0.03257896, -0.076378696, -0.079426095, -0.13968349, -0.15423697, -0.1091681, -0.02893125, -0.032659534, -0.063735925) * go_2(-1.0, -1.0); + result += mat4(0.119372696, 0.013176554, -0.029381052, 0.21919228, 0.045041792, 0.24844484, 0.26363325, 0.08480674, 0.087083444, 0.11984778, -0.088715754, 0.06421046, 0.05225977, -0.05140334, -0.055052705, -0.049854077) * go_2(-1.0, 0.0); + result += mat4(0.0035781674, 0.0861361, -0.07675145, -0.056479637, 0.16973391, -0.12113791, 0.10729832, -0.03773517, 0.058618728, 0.12148276, 0.17260705, -0.06968724, 0.076358154, -0.15307103, 0.17700425, -0.13467014) * go_2(-1.0, 1.0); + result += mat4(-0.02752418, -0.06366472, -0.025610954, 0.0013539721, -0.06465272, 0.0806373, -0.07336035, 0.10114861, 0.0041146413, 0.15878421, -0.044668555, -0.12150811, -0.1071482, -0.05086587, 0.18589285, 0.05065092) * go_2(0.0, -1.0); + result += mat4(0.07200056, 0.021739854, 0.29476613, -0.08475931, 0.15018553, -0.07886365, 0.36336347, -0.020576432, 0.25866082, -0.059272554, 0.054249667, -0.17822553, 0.1755872, 0.3244387, -0.39173844, 0.33894604) * go_2(0.0, 0.0); + result += mat4(-0.11570926, 0.1342677, -0.19511898, 0.0075454637, -0.01890476, -0.14239742, 0.18921931, 0.033990458, 0.31306365, -0.006998358, 0.029190077, -0.005679954, -0.15341778, 0.07766778, -0.25691047, -0.0964161) * go_2(0.0, 1.0); + result += mat4(0.019746238, 0.0021332854, -0.00879096, -0.1338671, -0.0001600663, -0.29465106, 0.0867611, -0.114963025, 0.07874301, -0.012734178, -0.11124061, -0.010926616, -0.04941506, -0.07516841, 0.116663, -0.29018974) * go_2(1.0, -1.0); + result += mat4(-0.01651721, 0.05955898, 0.023618208, 0.098695934, 0.018553663, -0.054378513, 0.1436929, 0.1693743, -0.27483663, 0.029127488, 0.09619316, -0.06109113, -0.08619361, 0.09315214, -0.02478657, 0.18544984) * go_2(1.0, 0.0); + result += mat4(0.09570196, -0.016528936, -0.1559397, 0.14312246, 0.04029428, 0.08773151, -0.043646842, 0.17894371, -0.082413055, 0.0027082344, -0.100171275, 0.01547501, 0.18122818, -0.11933676, 0.26404107, -0.3169703) * go_2(1.0, 1.0); + result += mat4(-0.12073344, 0.08683522, -0.09249099, 0.058786053, -0.14480567, -0.121013954, 0.033335857, 0.009353379, -0.055087596, -0.13002734, 0.08890566, 0.05508963, -0.0075715426, -0.15936922, -0.03968994, -0.1690259) * go_3(-1.0, -1.0); + result += mat4(0.2011206, 0.23898427, 0.23656492, 0.1287573, 0.14850396, 0.40532517, -0.107408255, 0.40119782, 0.099813245, -0.03830304, 0.101520434, -0.026478073, -0.048469637, 0.106440455, 0.056632314, -0.17825997) * go_3(-1.0, 0.0); + result += mat4(-0.076735444, 0.05965795, -0.0052469415, -0.21785147, 0.11887833, 0.067560315, 0.051149055, 0.23626682, -0.1297049, -0.035512198, 0.20352256, -0.025064934, 0.04958706, 0.0454198, 0.0113334535, 0.0417486) * go_3(-1.0, 1.0); + result += mat4(-0.09055751, 0.033915352, -0.21836667, 0.22006813, -0.099022895, 0.11720966, -0.15686816, -0.13586599, -0.094427735, -0.08831514, -0.06182928, 0.09213704, -0.03642064, 0.18129414, -0.012926811, 0.12179882) * go_3(0.0, -1.0); + result += mat4(0.19389409, 0.09512252, 0.14768016, -0.16623649, -0.031052284, -0.026814984, 0.106168024, -0.2026781, -0.04581419, -0.0016849053, -0.04101923, 0.038959503, -0.011938445, 0.20096186, -0.26666564, 0.4824324) * go_3(0.0, 0.0); + result += mat4(0.17727576, 0.07309147, 0.12131863, -0.163096, 0.17225246, 0.26256254, 0.27685758, 0.09094053, 0.029605515, -0.20217367, 0.047564875, 0.043115832, 0.15089568, -0.09670934, 0.24131384, 0.03337442) * go_3(0.0, 1.0); + result += mat4(-0.34192136, 0.12063195, -0.31159517, 0.04170889, -0.30147067, -0.21330686, -0.1514457, -0.121126845, 0.04409098, 9.2206596e-05, 0.027680017, 0.03230512, -0.27993527, -0.093485355, 0.07568645, -0.23585452) * go_3(1.0, -1.0); + result += mat4(0.0537712, -0.20847629, 0.1740093, -0.013894753, -0.32719997, -0.059484575, -0.006098233, -0.10336451, -0.14706188, -0.07424865, -0.07045905, 0.17093194, -0.22147557, 0.09086218, -0.11033544, -0.05306482) * go_3(1.0, 0.0); + result += mat4(0.00489003, -0.11509064, -0.021005848, 0.16637677, -0.089347586, 0.17545725, -0.17313693, 0.13742085, -0.14577347, 0.07951095, -0.092139855, 0.017118992, -0.053472433, 0.079414465, 0.0330263, -0.11189824) * go_3(1.0, 1.0); + result += vec4(-0.034743138, 0.012946433, -0.082333155, 0.07721756); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.25835788, 0.050451655, -0.1845038, -0.07232528, 0.1323318, 0.26276684, 0.10842882, -0.083056524, 0.17426784, -0.3594826, 0.2728965, 0.08388844, -0.004007842, 0.020535901, -0.051425606, 0.07750436) * go_0(-1.0, -1.0); + result += mat4(-0.11410436, 0.014572361, -0.27057216, -0.023974562, 0.05234827, 0.15328228, -0.17502303, -0.3199359, 0.12188045, -0.095813684, 0.024145132, 0.0856916, -0.027453909, -0.043129764, 0.16971985, 0.021623038) * go_0(-1.0, 0.0); + result += mat4(0.06611095, 0.038625732, -0.13717118, -0.04497733, 0.15213469, 0.04770935, 0.0729271, -0.062052976, 0.004571303, 0.035141192, -0.059409596, 0.044652313, 0.17520894, 0.09665589, -0.1479193, 0.06528058) * go_0(-1.0, 1.0); + result += mat4(-0.1845968, 0.091479465, -0.09394898, -0.13545018, -0.029501775, -0.21426639, 0.09255898, 0.1257644, 0.20256902, 0.06267267, 0.10378081, 0.13494423, 0.058310498, 0.03642236, -0.16268995, -0.048100803) * go_0(0.0, -1.0); + result += mat4(0.2155119, -0.3683131, 0.049449228, -0.20559964, -0.11761922, -0.2518804, -0.020712897, 0.12895772, -0.07543782, 0.5805017, -0.11301444, -0.038493153, -0.06710986, -0.09321189, 0.108671665, -0.03259695) * go_0(0.0, 0.0); + result += mat4(0.035307787, 0.108389005, -0.27493554, 0.27029404, 0.25523573, -0.28636125, -0.20766719, -0.008661457, -0.004480811, -0.046390545, -0.16221444, 0.008979624, -0.061375532, 0.035076566, -0.018924266, 0.01380219) * go_0(0.0, 1.0); + result += mat4(-0.051922515, -0.12463486, -0.10383422, 0.02220095, -0.1573033, 0.13980615, 0.13248625, -0.16803266, -0.0692132, -0.21552645, 0.13744529, 0.23034313, 0.0052666534, 0.028977966, 0.07720251, -0.06477756) * go_0(1.0, -1.0); + result += mat4(-0.14097473, 0.2770271, -0.172289, -0.03000696, -0.028684044, 0.040578447, -0.2290285, 0.082329154, -0.042402364, -0.20926563, 0.08233207, 0.11862443, -0.07038536, -0.02273004, 0.091550544, -0.065856494) * go_0(1.0, 0.0); + result += mat4(0.14879914, -0.023923844, -0.23569296, 0.20306346, 0.17502785, 0.28776234, -0.2788995, 0.10012439, -0.05635638, -0.025840463, 0.09222198, 0.118032, 0.08057015, 0.1286071, 0.060189806, -0.052669708) * go_0(1.0, 1.0); + result += mat4(0.07076086, -0.15111323, -0.07427972, 0.008372168, -0.17791592, -0.16254742, 0.013961132, -0.0944912, -0.23380096, 0.17377278, -0.09683394, 0.019931393, -0.12042098, 0.0016406325, 0.09393333, -0.06882231) * go_1(-1.0, -1.0); + result += mat4(0.21465093, 0.04142968, 0.06840044, -0.37831602, -0.05549571, 0.044905066, -0.07873589, -0.026804, -0.34764197, 0.022487951, -0.077293746, 0.089457795, -0.110094436, 0.24233972, 0.06285107, -0.10851744) * go_1(-1.0, 0.0); + result += mat4(0.093270175, 0.084138945, 0.03938272, 0.063565865, -0.010733802, 0.13554469, -0.06650261, 0.033002816, 0.011187271, -0.12821455, 0.20785914, -0.030438649, -0.124710515, -0.022294303, 0.09732408, 0.057609864) * go_1(-1.0, 1.0); + result += mat4(-0.12833868, 0.021577539, -0.02700365, 0.11799592, -0.03655647, -0.04225167, 0.11049353, -0.16036157, 0.049277548, -0.033842396, 0.10020137, 0.095509745, 0.08060231, -0.09237418, -0.035598125, -0.035926737) * go_1(0.0, -1.0); + result += mat4(-0.32829186, 0.3492363, 0.030671779, -0.12606762, 0.010437313, 0.2757115, -0.21517593, -0.15800527, -0.12592544, -0.20578934, 0.10444053, 0.12993255, -0.046079267, 0.03834173, -0.19277227, -0.22124454) * go_1(0.0, 0.0); + result += mat4(-0.052546192, 0.026082167, 0.13831234, 0.10982424, 0.012946818, -0.12439852, 0.10134106, -0.10050398, -0.04472338, -0.14325236, -0.20579574, 0.0044005127, 0.22013672, -0.32955512, 0.12404084, -0.008160738) * go_1(0.0, 1.0); + result += mat4(-0.10774314, -0.31650826, -0.06601711, 0.19635755, -0.12622592, -0.06396423, 0.13856032, 0.16540553, 0.021387719, 0.23377723, -0.053738154, -0.1000186, -0.08338395, -0.052813534, 0.008122962, 0.13732094) * go_1(1.0, -1.0); + result += mat4(-0.18270823, 0.06966014, -0.17788303, -0.27303055, -0.077971615, 0.013978423, -0.02039098, 0.12715338, -0.11924171, 0.18900296, -0.085199654, 0.215198, 0.18587974, -0.009749325, 0.0173584, -0.12018259) * go_1(1.0, 0.0); + result += mat4(0.052129295, -0.107416354, 0.12711766, 0.03708665, -0.14369462, -0.055359814, -0.16639823, -0.045143317, -0.06925672, -0.040696755, 0.01999809, -0.016040625, -0.02484878, 0.07417094, 0.050875198, 0.2145528) * go_1(1.0, 1.0); + result += mat4(0.055696912, -0.16680926, -0.021987487, 0.024941636, -0.0927883, 0.022136632, 0.033782948, -0.10646058, -0.14944647, 0.25457275, 0.046682496, -0.022462368, -0.07886781, 0.08165927, 0.06848105, 0.0063734027) * go_2(-1.0, -1.0); + result += mat4(0.037053242, 0.033215813, 0.18291366, 0.12340375, 0.08491059, -0.28442004, -0.0127422465, -0.039834313, -0.23321372, 0.26676926, -0.05636355, -0.15672484, -0.12891728, -0.15486577, -0.032004442, -0.092745155) * go_2(-1.0, 0.0); + result += mat4(0.015779478, -0.18457565, 0.24996394, 0.036197674, 0.15694007, 0.15863103, -0.07332398, 0.0016235278, -0.15536517, -0.056062788, 0.14102836, 0.16915025, -0.08001087, 0.07073164, 0.13796777, 0.123867124) * go_2(-1.0, 1.0); + result += mat4(0.045792986, -0.15135059, -0.1354885, -0.043678258, -0.35655212, 0.51232076, -0.12816145, -0.046569496, -0.014127674, -0.06282611, -0.098873, -0.06359104, -0.0919222, 0.11822437, 0.079254694, 0.00579688) * go_2(0.0, -1.0); + result += mat4(-0.15683417, 0.61610246, -0.3024612, 0.12917964, -0.09303367, 0.23612969, -0.40842506, -0.12374661, -0.07572449, -0.2613284, -0.09970177, -0.015227848, 0.106239066, -0.21411185, 0.051998455, -0.1364518) * go_2(0.0, 0.0); + result += mat4(0.23850034, -0.14394449, -0.0031468747, -0.2380617, -0.027200876, -0.041352056, -0.01864445, 0.033848196, -0.12064239, -0.110480845, 0.08450956, -0.22328654, 0.17664163, 0.22268307, 0.050886698, -0.17475672) * go_2(0.0, 1.0); + result += mat4(-0.17808256, 0.010803805, 0.03315186, 0.033143792, -0.14205995, 0.25039625, -0.08784382, -0.13454252, 0.19576813, 0.10755282, 0.22821628, 0.019456752, -0.0422955, -0.016182603, -0.12066697, 0.0548465) * go_2(1.0, -1.0); + result += mat4(0.11563777, -0.257929, 0.0010403778, 0.080267854, -0.0025255163, 0.2855168, -0.060352214, -0.07816255, -0.00090574916, 0.049510725, 0.03720483, 0.059250016, -0.08674136, 0.20522198, -0.28694284, 0.1299507) * go_2(1.0, 0.0); + result += mat4(-0.14638457, 0.04063328, 0.03139636, -0.007934521, 0.07689684, -0.09467145, 0.10607347, 0.054510128, 0.003306194, 0.05347124, 0.062762424, -0.041480847, -0.07677865, -0.139573, 0.010972524, 0.21957156) * go_2(1.0, 1.0); + result += mat4(-0.026845628, -0.043439507, 0.034738723, 0.07281683, 0.14474197, 0.031586993, -0.22767854, -0.0707655, 0.105201736, -0.28805482, 0.008668302, -0.16329518, 0.06157049, 0.3803886, 0.26345953, -0.011096537) * go_3(-1.0, -1.0); + result += mat4(-0.23328833, 0.085731484, -0.07755016, 0.33559516, 0.07704345, 0.115106605, -0.24114038, -0.44630137, 0.2726737, -0.32170138, -0.009236524, -0.11666051, 0.0457048, 0.07876708, 0.13134004, -0.035318643) * go_3(-1.0, 0.0); + result += mat4(-0.05140272, 0.011605703, 0.13899171, -0.05071015, 0.18413687, -0.31413674, -0.13043414, -0.15118152, -0.15326938, -0.10720126, -0.23738635, 0.13481396, 0.25115076, -0.009316611, -0.2584441, -0.14389823) * go_3(-1.0, 1.0); + result += mat4(-0.039723795, -0.14869407, -0.1692942, 0.026501274, -0.10685166, -0.121267825, -0.08584318, -0.09580693, -0.10626739, -0.068417974, 0.11321909, -0.13664317, 0.061380867, -0.2587898, 0.14850819, 0.008178645) * go_3(0.0, -1.0); + result += mat4(0.06912782, 0.24230564, -0.048150286, 0.2203717, -0.17417085, 0.105546735, -0.16648416, -0.0045053074, 0.09764028, 0.37122592, -0.1939995, -0.27899942, -0.088152565, -0.53869057, 0.21676709, -0.08056594) * go_3(0.0, 0.0); + result += mat4(0.07651754, 0.03704878, -0.0197015, 0.1660726, 0.07002748, -0.11820414, -0.23360898, 0.1481592, 0.029847002, 0.054057185, 0.013176299, 0.06552942, -0.13865773, -0.20105527, -0.37550658, 0.005769631) * go_3(0.0, 1.0); + result += mat4(-0.22697811, -0.17426412, 0.10148018, 0.008134666, 0.10771455, 0.16943407, -0.016319012, -0.40176705, -0.06854668, -0.049045276, 0.20919096, 0.13240765, -0.050125647, 0.14902508, 0.052697595, -0.13817468) * go_3(1.0, -1.0); + result += mat4(0.04301619, 0.23184754, -0.023551717, 0.3768405, 0.028999053, 0.06709736, -0.05993663, -0.059861984, 0.15499207, -0.22217415, 0.111131504, -0.09082529, -0.19389243, 0.024621522, -0.15305442, 0.010799284) * go_3(1.0, 0.0); + result += mat4(-0.035496738, 0.010802548, -0.028718363, 0.19263634, 0.16900502, -0.16661702, -0.027631328, 0.18309957, -0.015860107, -0.03309961, -0.091390446, 0.14000848, -0.0036591904, 0.47659522, -0.09373507, -0.29020965) * go_3(1.0, 1.0); + result += vec4(0.08895955, -0.027667087, 0.20500831, 0.00037762933); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.018134737, -0.2296755, -0.07276725, -0.029795367, 0.05382051, 0.092847414, -0.024469728, -0.1674685, 0.0017946451, 0.30074653, 0.0034195695, -0.04892261, 0.18229689, -0.20116119, -0.12702174, -0.08259108) * go_0(-1.0, -1.0); + result += mat4(-0.1357695, -0.08149211, 0.09314453, -0.21966846, 0.34740716, 0.043606415, 0.04225903, 0.034449834, 0.17248215, 0.39148283, -0.13868807, -0.010550686, 0.044238456, -0.09693464, -0.005044985, 0.24383289) * go_0(-1.0, 0.0); + result += mat4(0.19959371, 0.098685324, 0.058746945, 0.010580748, 0.08051514, 0.031898864, 0.017556064, 0.13004355, -0.01727653, 0.11044019, 0.040673427, -0.20064595, -0.23321067, 0.06398686, -0.19126236, -0.2430858) * go_0(-1.0, 1.0); + result += mat4(-0.12870286, -0.113455534, 0.23722827, 0.070718594, 0.19049989, -0.1927299, -0.06343845, 0.113127775, 0.082530305, -0.10972526, -0.090779535, 0.05731582, 0.11018802, -0.18049154, 0.09269507, -0.10304576) * go_0(0.0, -1.0); + result += mat4(0.15513484, 0.06659583, 0.08125296, -0.012350324, -0.09492788, 0.5048303, 0.13206847, 0.39554298, 0.28953737, -0.20913891, -0.26781562, -0.17539899, 0.023778774, 0.29716817, 0.15768486, 0.37702608) * go_0(0.0, 0.0); + result += mat4(0.0724462, 0.015571356, -0.032217246, 0.0050658924, -0.22708446, 0.03968809, 0.016753826, 0.0025668752, -0.055932112, 0.113931604, 0.19766758, -0.030027265, -0.17384295, 0.15013468, -0.0070017707, -0.09469028) * go_0(0.0, 1.0); + result += mat4(-0.078361556, -0.0954201, -0.006358101, 0.040500037, 0.4190454, -0.17622913, -0.07234791, 0.05462559, 0.18641087, 0.058313597, -0.0180785, 0.13818781, -0.14640772, 0.0699486, 0.0073663946, -0.076789856) * go_0(1.0, -1.0); + result += mat4(-0.21421191, 0.08736062, 0.09041226, 0.03608585, 0.02769972, 0.09641289, 0.11824623, 0.05653645, 0.16464607, 0.19839554, -0.13379547, 0.054417104, 0.067530684, 0.18971571, 0.13785432, -0.097639814) * go_0(1.0, 0.0); + result += mat4(-0.32658005, -0.14606023, -0.069448665, 0.032998275, -0.28331423, 0.0011900732, -0.020304207, -0.13535896, 0.08298347, 0.045509677, -0.030503955, -0.037504148, 0.049955815, 0.0925771, 0.00058534974, -0.12398032) * go_0(1.0, 1.0); + result += mat4(-0.2955836, 0.29059318, -0.018196672, -0.35866606, -0.01309431, 0.03540315, 0.010609202, 0.11956812, 0.10296229, 0.22536302, 0.015201129, -0.23797737, -0.16960852, -0.11414787, -0.034440614, 0.112644605) * go_1(-1.0, -1.0); + result += mat4(-0.14952518, 0.07024436, -0.083184876, -0.0814617, -0.13303639, 0.016159372, -0.13521518, 0.2221334, -0.056617837, 0.12958299, 0.064461656, -0.20146395, -0.16023181, 0.2640758, 0.27528805, -0.1426518) * go_1(-1.0, 0.0); + result += mat4(-0.04382363, 0.09856003, -0.08561442, -0.15699928, -0.121069774, 0.04685383, -0.009170197, -0.031489655, 0.18730178, 0.238442, 0.22497098, 0.032015145, -0.03709115, 0.1535079, 0.21674158, 0.10678019) * go_1(-1.0, 1.0); + result += mat4(-0.12200952, 0.24224263, 0.034097504, -0.028179523, -0.011962496, -0.04489487, -0.05198827, 0.22194928, -0.045400873, -0.049828544, 0.111477956, -0.098361604, 0.12788995, -0.016093334, -0.19886433, -0.011161484) * go_1(0.0, -1.0); + result += mat4(0.30563712, 0.013071727, -0.004799883, 0.12888052, -0.259498, -0.041566677, 0.07311124, 0.162324, 0.28371668, -0.004693743, -0.0019395344, 0.029358242, 0.08730285, 0.12184509, 0.05508437, 0.048439097) * go_1(0.0, 0.0); + result += mat4(0.12760857, 0.115813166, -0.217695, -0.10629871, -0.227366, 0.09030426, -0.15313712, 0.020528946, -0.20743734, 0.088583544, 0.04594053, -0.22891994, 0.18949282, -0.042186577, -0.17330512, -0.010711361) * go_1(0.0, 1.0); + result += mat4(0.029503195, 0.0063797613, -0.17004286, -0.096844055, 0.010218098, 0.04247233, 0.02362808, 0.14700809, -0.08082364, 0.11159672, -0.018505255, -0.15228583, 0.15693732, -0.025359154, 0.024829186, 0.1943192) * go_1(1.0, -1.0); + result += mat4(-0.03912932, -0.21989027, 0.12203028, 0.18702275, -0.118537985, 0.21039696, 0.09102061, 0.012288879, 0.031666897, 0.1318455, -0.04901404, -0.07516063, -0.44782668, 0.04884501, 0.047070876, 0.008728358) * go_1(1.0, 0.0); + result += mat4(-0.08669101, 0.3053463, -0.08963947, 0.0034188698, -0.070004664, 0.064788476, 0.093737036, 0.070050925, 0.12728429, -0.13179256, -0.014913502, 0.09308136, -0.027638942, 0.008638711, 0.08794172, -0.05531093) * go_1(1.0, 1.0); + result += mat4(0.0728421, 0.07872358, 0.11454748, 0.08497922, 0.071820416, -0.11789207, -0.08184197, 0.1359588, -0.2143346, -0.05876081, 0.023172129, -0.08430511, -0.19276723, 0.14283359, 0.15604696, -0.055187486) * go_2(-1.0, -1.0); + result += mat4(0.068641685, 0.2732106, -0.2809107, 0.12736696, -0.08642367, 0.023898933, -0.17859498, -0.18299665, -0.06684587, -0.12204666, 0.45898953, -0.24240111, 0.25182098, -0.04395751, 0.10637211, -0.22135144) * go_2(-1.0, 0.0); + result += mat4(0.0852072, 0.051133018, 0.03333165, -0.0008938216, 0.10251267, 0.0550774, 0.041769378, -0.21259712, 0.286912, 0.123342015, 0.282759, -0.0730124, 0.14275575, -0.15580742, -0.15224406, 0.045376908) * go_2(-1.0, 1.0); + result += mat4(0.03328225, 0.11563978, -0.07451964, 0.030546209, -0.04698351, -0.18544962, 0.037350416, 0.13969816, 0.0556746, -0.06359919, 0.06478219, -0.031694926, 0.13396506, 0.09443612, -0.01922686, -0.06290365) * go_2(0.0, -1.0); + result += mat4(0.07495407, 0.063429266, -0.106221214, -0.085107304, 0.2497817, -0.46598253, -0.18833177, -0.2731128, -0.13024822, 0.56053543, 0.055704467, -0.12331414, -0.031199086, 0.05061188, 0.22097112, -0.6611177) * go_2(0.0, 0.0); + result += mat4(0.08276988, -0.044184342, -0.03562185, -0.06159881, 0.27694225, -0.07192965, -0.08663714, 0.020221777, 0.14095962, -0.06229397, 0.051374253, -0.038158998, 0.10664802, -0.041305423, 0.051260717, -0.054698635) * go_2(0.0, 1.0); + result += mat4(0.12800686, 0.03485072, 0.039914366, 0.034041498, -0.08305794, -0.046292894, 0.22765331, 0.10904922, 0.0013937047, -0.08750301, 0.009126207, -0.065589435, 0.2837707, 0.08884436, -0.07234862, -0.093502745) * go_2(1.0, -1.0); + result += mat4(0.113439895, 0.06081726, 0.1122302, -0.022936966, 0.10329637, -0.31816107, -0.051597945, 0.23846027, -0.083913095, -0.29872265, -0.040147282, -0.08981918, -0.04329814, -0.12339693, -0.034489952, 0.013393211) * go_2(1.0, 0.0); + result += mat4(0.33091688, 0.1726297, 0.034332044, -0.091396205, 0.15434311, -0.0022870845, -0.15506189, 0.08710491, -0.16063525, 0.042252056, 0.017086457, 0.08134797, 0.08631321, 0.037843138, 0.088296555, 0.0064518084) * go_2(1.0, 1.0); + result += mat4(0.09161051, 0.114355795, -0.15304486, -0.030537153, 0.1835368, -0.3287635, 0.031197926, 0.09717476, 0.04276852, 0.113250345, 0.05949038, -0.10599563, 0.43574792, -0.060788117, 0.18409383, 0.12678055) * go_3(-1.0, -1.0); + result += mat4(-0.018356865, -0.0072578182, 0.12020777, -0.013127592, 0.20136636, -0.22984362, 0.06896224, 0.00044982752, 0.008428429, -0.123316936, -0.09989286, 0.078248784, -0.16313677, -0.003020313, -0.46285018, -0.08967125) * go_3(-1.0, 0.0); + result += mat4(-0.03451497, -0.10864502, 0.13207638, 0.17194521, 0.0037514758, -0.20222199, -0.12535086, 0.001511977, 0.056294486, -0.2112898, 0.078261316, 0.10118746, -0.044742294, 0.21793383, -0.19927903, -0.21338293) * go_3(-1.0, 1.0); + result += mat4(-0.034903776, -0.10167085, 0.031066334, 0.0379958, 0.20532596, -0.17457838, 0.16556816, -0.0021619152, 0.02682665, 0.03396325, -0.059273884, 0.1922813, -0.072151475, -0.010240544, 0.2302027, 0.12385962) * go_3(0.0, -1.0); + result += mat4(-0.20170145, -0.08203941, -0.028107846, -0.18003726, 0.44744352, -0.13190243, 0.13233365, 0.03626546, 0.085763134, -0.25613126, -0.11213388, 0.15529087, -0.271649, 0.050587676, -0.062583975, 0.057289865) * go_3(0.0, 0.0); + result += mat4(-0.040649455, -0.17949733, 0.35847965, -0.040587306, 0.24314344, -0.23811667, 0.13958354, 0.04961874, 0.09858903, -0.04202913, -0.21850993, 0.0700419, -0.09130745, -0.096835814, 0.0022782686, -0.25416258) * go_3(0.0, 1.0); + result += mat4(-0.08215545, -0.019647893, 0.055263475, 0.053733055, 0.098485716, -0.1041945, -0.06541415, -0.08868577, -0.07262986, 0.03513784, -0.110529095, -0.03369232, 0.056786604, 0.2569229, -0.05931065, -0.22081214) * go_3(1.0, -1.0); + result += mat4(0.066926084, 0.029664058, -0.10779271, 0.11026963, 0.23927264, -0.16914488, 0.022947345, 0.12303853, -0.07066212, -0.013205378, 0.15348643, 0.035568032, 0.20966691, 0.010149819, -0.08814468, -0.064854674) * go_3(1.0, 0.0); + result += mat4(0.11493852, -0.074924305, -0.14840698, -0.16956823, 0.056806292, -0.06387947, -0.06880271, -0.04637334, -0.1929893, 0.18226422, 0.064644486, -0.1594863, 0.027403917, 0.13951495, -0.06569123, -0.07700207) * go_3(1.0, 1.0); + result += vec4(-0.043347504, -0.20504741, -0.037821215, -0.014486937); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.047881734, -0.09396414, -0.2839081, 0.3140853, 0.052613556, 0.09940423, 0.23960467, -0.022228222, -0.12065009, 0.07898222, 0.08657881, 0.010852739, -0.050450284, 0.01683982, 0.031813968, 0.053060856) * go_0(-1.0, -1.0); + result += mat4(-0.10252411, -0.03116448, -0.30114275, -0.0316799, -0.017501019, -0.03006003, -0.2095696, 0.10134927, -0.3901916, -0.15335023, -0.11955071, 0.1337449, 0.101239376, -0.25044814, 0.2128469, 0.018979514) * go_0(-1.0, 0.0); + result += mat4(-0.13392173, 0.052036732, 0.1682114, -0.026263753, 0.027221246, -0.15121374, 0.13723798, 0.08950682, -0.1182108, -0.07294226, 0.023392374, 0.052329235, -0.05632852, -0.07036173, 0.06872573, 0.05238042) * go_0(-1.0, 1.0); + result += mat4(0.18112028, 0.18242362, -0.06812871, 0.032463413, 0.124638766, -0.26765212, -0.07678663, 0.33806562, 0.09674393, 0.15574542, 0.23634006, -0.02873782, -0.1626769, -0.14760062, -0.007274849, 0.09866139) * go_0(0.0, -1.0); + result += mat4(-0.10726673, -0.10925056, 0.19967109, -0.19936769, 0.15942842, -0.14870064, 0.15493345, -0.08489036, -0.49053356, -0.17321263, 0.28426084, 0.18721215, -0.09898434, -0.2751838, -0.11833524, 0.028445128) * go_0(0.0, 0.0); + result += mat4(-0.11788817, -0.23724948, -0.046072144, 0.035621114, 0.04527003, -0.0073492974, 0.11097195, 0.06806836, 0.04814677, -0.1408476, -0.1325629, 0.00929532, -0.16699041, -0.03034791, 0.08320368, -0.15429299) * go_0(0.0, 1.0); + result += mat4(0.2729515, 0.008244692, -0.17441982, -0.39026466, 0.17381759, 0.31194404, 0.055934936, 0.20744409, 0.20119062, 0.0734271, 0.0796807, 0.0031037466, -0.0016392237, 0.033733975, 0.07149338, 0.042083208) * go_0(1.0, -1.0); + result += mat4(0.07985744, 0.10945015, 0.018472541, 0.1397503, 0.2005682, 0.42641, 0.23022486, -0.2916921, 0.028285174, -0.31885162, -0.27070364, -0.10390779, 0.0751492, 0.12752363, -0.2279459, 0.08998453) * go_0(1.0, 0.0); + result += mat4(0.18450491, -0.140783, -0.008006845, 0.09029298, 0.12536179, 0.26949662, 0.09491545, 0.063907005, 0.11212244, 0.09778506, -0.1835966, -0.053119674, 0.0072294096, 0.25018227, 0.010868525, -0.22721334) * go_0(1.0, 1.0); + result += mat4(-0.028011927, -0.20073172, 0.5976166, -0.19494139, 0.17958745, -0.03838646, 0.058325976, -0.29409218, -0.12793432, 0.03245129, 0.35662368, -0.05048354, -0.13368197, -0.06151968, -0.012714591, -0.1763054) * go_1(-1.0, -1.0); + result += mat4(0.18468465, 0.31682113, 0.12818255, -0.117110476, 0.13709468, -0.10034022, -0.07994527, -0.1259309, 0.04067299, -0.1147398, 0.28361055, 0.27916273, 0.03696692, 0.16829546, 0.27819383, 0.08305029) * go_1(-1.0, 0.0); + result += mat4(-0.28920117, -0.033877946, 0.01586206, 0.04681198, 0.024248574, -0.045777842, -0.03342128, 0.07525412, -0.063377544, -0.016737273, 0.11235511, -0.04325238, -0.24170023, -0.09993599, -0.03205371, 0.14339828) * go_1(-1.0, 1.0); + result += mat4(-0.008357902, -0.11038377, 0.03709221, 0.26775306, 0.07963845, -0.25377446, -0.17630441, -0.10966474, 0.057311732, -0.083327, 0.044497233, 0.06903858, -0.26531395, -0.103399664, -0.14806591, 0.269314) * go_1(0.0, -1.0); + result += mat4(0.05450808, -0.041993964, -0.07217651, 0.034468375, 0.2117634, 0.0075620585, 0.05825411, -0.2252478, -0.0527787, 0.049732126, -0.032040413, -0.09361454, 0.29585132, 0.018413153, 0.18384546, -0.024226356) * go_1(0.0, 0.0); + result += mat4(-0.031109914, 0.19351351, 0.07405522, -0.06313074, -0.09983541, -0.011495182, 0.11749038, -0.16775608, 0.2790974, -0.09338754, 0.07913264, 0.103792936, -0.18679164, -0.15639925, 0.112943865, 0.07930375) * go_1(0.0, 1.0); + result += mat4(0.004106195, -0.036833283, 0.12908752, 0.12869535, -0.02472107, 0.17561707, -0.025890926, -0.18789047, 0.096218705, -0.16306408, -0.02198454, -0.010134957, -0.09710009, 0.002062143, -0.046785697, 0.0029441968) * go_1(1.0, -1.0); + result += mat4(0.19648251, -0.015663045, -0.0730215, 0.028611008, 0.13529862, -0.015256192, -0.04119306, -0.24628192, 0.02601027, -0.21184283, -0.1962902, 0.09109358, -0.06792383, 0.092336476, 0.12215351, -0.08596062) * go_1(1.0, 0.0); + result += mat4(-0.17530201, -0.0351919, -0.31872514, -0.13933206, -0.07000922, -0.049807087, 0.0010997375, -0.033573963, 0.07442056, -0.33290103, -0.40381998, 0.09435, -0.3280128, -0.09953127, -0.11283648, 0.20685865) * go_1(1.0, 1.0); + result += mat4(-0.052573867, -0.035328753, -0.11132943, -0.17515652, 0.05021051, 0.058642425, -0.046640664, 0.0799107, -0.027398815, -0.33619994, -0.22135767, 0.07894002, -0.14941697, -0.0940996, -0.11655085, 0.049795926) * go_2(-1.0, -1.0); + result += mat4(-0.039301276, 0.041062318, 0.20312686, -0.009338705, 0.013706282, -0.0245852, 0.03458311, 0.09601228, -0.18203016, -0.012260314, 0.17984508, -0.056576703, -0.102844186, 0.24047872, 0.05307189, 0.16066082) * go_2(-1.0, 0.0); + result += mat4(0.1478775, 0.0046362123, 0.05459521, 0.07162838, -0.01896149, 0.23700175, -0.14174299, 0.06988599, -0.32545477, -0.08065096, -0.061227743, -0.0010796773, 0.094327345, -0.20760082, -0.19523263, 0.19859222) * go_2(-1.0, 1.0); + result += mat4(-0.049676366, -0.10381536, 0.02546116, -0.13127093, 0.10954914, 0.0048147943, 0.06962328, -0.30456528, -0.11956627, 0.0150488885, -0.10711722, 0.1684613, -0.1939089, -0.10577047, -0.11980919, -0.036988296) * go_2(0.0, -1.0); + result += mat4(-0.054795764, 0.09491116, -0.08494948, 0.059765853, 0.0131597435, 0.20786162, 0.11999637, 0.024381055, 0.22830428, 0.027053319, -0.011646274, -0.12145409, -0.07899559, -0.012688263, 0.10684157, 0.3824219) * go_2(0.0, 0.0); + result += mat4(-0.23994572, -0.0031532666, -0.0050638164, 0.14236279, 0.05690383, -0.06259682, 0.052624144, 0.20461404, -0.19230312, -0.11072268, 0.013023965, 0.08931543, -0.21997221, 0.11760443, -0.40943825, 0.28656834) * go_2(0.0, 1.0); + result += mat4(-0.06606179, 0.26007771, 0.033754125, 0.119690455, 0.024669139, -0.06752839, 0.12688096, -0.0063201943, -0.17123021, 0.07548857, -0.14213699, 0.034093797, -0.15632647, -0.123243414, -0.42634043, 0.1715022) * go_2(1.0, -1.0); + result += mat4(-0.046503466, 0.13876389, 0.17973013, -0.25938338, -0.18824704, -0.11876702, 0.31065792, -0.041042212, -0.061369427, 0.2057992, 0.17295738, 0.3836555, -0.21109799, -0.10167118, 0.16577047, 0.113483034) * go_2(1.0, 0.0); + result += mat4(-0.24534856, -0.014482421, 0.22515748, -0.12773542, 0.12794174, -0.02528619, 0.41710484, 0.09154934, -0.17805946, -0.25428918, 0.07294183, 0.047079418, -0.30949152, -0.08919157, 0.17888431, 0.17706038) * go_2(1.0, 1.0); + result += mat4(-0.1741826, 0.046225294, -0.10761791, 0.2619953, 0.007373745, 0.05104337, -0.22309966, 0.34529984, -0.034363825, -0.022187237, -0.08609555, 0.16842419, 0.28136057, 0.17843607, -0.11307746, -0.05668021) * go_3(-1.0, -1.0); + result += mat4(-0.12310616, -0.29661375, -0.10581025, -0.049584012, 0.19651765, 0.08436489, -0.14533581, -0.029874112, -0.15422897, -0.062741704, -0.22694711, -0.15547274, -0.15181333, 0.0286061, 0.022438493, -0.062447168) * go_3(-1.0, 0.0); + result += mat4(0.3497046, -0.09455009, 0.060618952, -0.2134236, 0.054515295, 0.07451165, -0.09267233, -0.010513333, 0.13842636, 0.11563433, -0.054750167, 0.050432, 0.1514256, 0.04284002, -0.2095581, 0.07907657) * go_3(-1.0, 1.0); + result += mat4(-0.11745651, -0.04717057, 0.085377194, -0.065956995, 0.07280491, 0.2730059, 0.11088276, 0.2437957, 0.14018989, 0.1164107, -0.09516929, 0.0022427947, 0.111544006, -0.0680495, 0.09324579, -0.12482022) * go_3(0.0, -1.0); + result += mat4(-0.07995795, -0.03387884, 0.019846136, 0.10231208, -0.07017192, 0.18659039, 0.035161644, 0.101182766, -0.14901665, 0.21307294, 0.063894205, -0.27546507, -0.24792959, -0.067731075, 0.13146006, -0.19333683) * go_3(0.0, 0.0); + result += mat4(0.034206454, 0.1472648, -0.07406727, 0.014654025, 0.18703444, 0.1319857, -0.10610886, 0.08427947, -0.017536618, -0.06487879, -0.12095286, -0.050414838, 0.03260879, 0.1558894, -0.031887084, 0.11840288) * go_3(0.0, 1.0); + result += mat4(0.114811294, -0.14574333, -0.09392587, 0.042283528, 0.08919092, 0.18259068, 0.0980717, 0.21024778, -0.1280008, -0.027260462, -0.1129027, 0.18722472, 0.13733985, 0.047153983, 0.030871978, 0.1998385) * go_3(1.0, -1.0); + result += mat4(-0.06783575, 0.004612595, 0.1153467, -0.11531557, -0.048889533, 0.07673577, -0.02041786, 0.22744459, -0.13092506, 0.13484807, 0.40003043, -0.053706612, -0.16985156, -0.04791236, -0.052443005, -0.08363625) * go_3(1.0, 0.0); + result += mat4(0.18187882, 0.017893985, 0.17856054, 0.005413129, 0.014147176, 0.15102178, 0.12436294, -0.02176765, -0.16727823, -0.0364111, 0.17074408, 0.12899421, 0.31984514, -0.0072070034, 0.031895883, -0.1991405) * go_3(1.0, 1.0); + result += vec4(-0.011865144, 0.11717201, -0.13823777, -0.059450272); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.082203194, 0.021720003, 0.03725474, -0.08048348, 0.2063248, -0.033020593, -0.17585336, 0.06476272, 0.012244563, 0.026554609, 0.014708393, 0.26606125, 0.14248778, 0.12817341, -0.039826933, -0.12751861) * go_0(-1.0, -1.0); + result += mat4(0.24573852, 0.19695967, -0.06257417, -0.04782871, 0.3511875, -0.018083302, -0.077342674, 0.15247667, 0.20321761, -0.07479984, -0.09548503, 0.08109568, -0.23808748, 0.07246303, -0.004242619, 0.16162953) * go_0(-1.0, 0.0); + result += mat4(0.13296306, 0.19495387, 0.009222276, 0.033592198, 0.20443891, 0.16063854, -0.2581601, -0.016132578, -0.2296461, -0.23647323, -0.15407176, -0.18265317, 0.2343241, -0.049697313, -0.09398783, 0.41931856) * go_0(-1.0, 1.0); + result += mat4(-0.10866088, -0.40605694, -0.0042648134, 0.07943803, 0.26914695, 0.14816476, 0.037706107, -0.123223364, -0.19962949, -0.053534556, -0.08397409, -0.04244924, -0.075791344, 0.29629225, 0.2311928, 0.099177904) * go_0(0.0, -1.0); + result += mat4(-0.1748319, -0.2003186, -0.32659066, -0.21007413, 0.20122464, 0.032196607, -0.026299698, 0.33395135, 0.11411664, 0.05971959, 0.09001304, -0.15936212, 0.012322024, 0.19936106, -0.411186, -0.08319479) * go_0(0.0, 0.0); + result += mat4(-0.07349218, 0.006184436, 0.096199185, -0.050186496, 0.064047046, -0.03813128, -0.057007037, -0.025550695, -0.2863145, -0.008512981, -0.20615962, 0.18009211, 0.008298396, 0.22452813, 0.010843521, 0.20169461) * go_0(0.0, 1.0); + result += mat4(0.2691149, 0.059546687, 0.08922005, 0.2252196, 0.30341956, -0.024489028, 0.087045394, -0.03856442, -0.14083561, -0.17683443, 0.14137806, 0.15520614, 0.2073925, -0.19525874, 0.23661858, 0.3098405) * go_0(1.0, -1.0); + result += mat4(0.006530723, 0.04180736, -0.04762067, -0.064395495, 0.02396811, -0.13332283, 0.0037775645, 0.026309434, 0.0033065109, -0.08315753, 0.02917419, 0.12330464, 0.22819455, -0.07489677, 0.12829056, -0.097994626) * go_0(1.0, 0.0); + result += mat4(-0.09983759, 0.032783493, 0.11085758, 0.08993078, -0.057110567, -0.018973934, -0.14946178, -0.03921629, 0.039757587, 0.015860094, 0.04989561, -0.19634786, 0.04351146, 0.019315343, 0.25972188, 0.17989321) * go_0(1.0, 1.0); + result += mat4(-0.04111906, -0.165601, 0.0003682197, -0.056232415, -0.32716644, -0.24015541, -0.057547837, 0.05966729, 0.06854747, 0.03599213, -0.18798864, 0.1183447, 0.014268468, -0.1310834, 0.06415977, -0.19414157) * go_1(-1.0, -1.0); + result += mat4(-0.00070661673, 0.17671427, 0.10584568, -0.060910843, -0.104282066, -0.22676118, -0.01907062, 0.24882245, -0.043454725, 0.07691623, -0.48371696, 0.013537671, -0.025488405, 0.061228953, 0.18548754, 0.028671112) * go_1(-1.0, 0.0); + result += mat4(-0.0121596735, 0.09595702, -0.08244918, -0.1176173, 0.26773354, -0.021729136, 0.075465776, -0.0928876, 0.12461298, 0.16830076, -0.15302569, 0.113850676, 0.09811088, 0.13006307, 0.24999009, 0.10261325) * go_1(-1.0, 1.0); + result += mat4(-0.032246377, 0.038265374, -0.26476422, -0.1442876, -0.19866082, 0.08649541, 0.041478764, 0.11155026, 0.21576422, -0.09572912, -0.11174068, -0.19722937, -0.15801935, 0.29604745, -0.08606268, -0.15532136) * go_1(0.0, -1.0); + result += mat4(-0.06315591, 0.16151646, -0.009230362, -0.04341246, 0.09085519, 0.21924476, 0.38044852, 0.193819, 0.16622902, 0.0025134624, -0.22688466, -0.025276015, 0.07714917, 0.16302192, -0.11767101, -0.11086476) * go_1(0.0, 0.0); + result += mat4(-0.04170153, 0.001859292, -0.26352355, 0.10982333, -0.031867817, 0.15773517, -0.060263418, 0.11117763, -0.017359972, 0.0127261225, 0.0782802, -0.16908924, 0.080516845, -0.05691526, -0.07530135, -0.14553802) * go_1(0.0, 1.0); + result += mat4(0.06112685, -0.032287434, 0.17445667, -0.044935808, -0.11449107, -0.051394563, -0.029589338, -0.14555557, 0.03440661, 0.11035615, -0.17175, -0.14851089, 0.037362, -0.18740481, 0.17278154, 0.18073405) * go_1(1.0, -1.0); + result += mat4(-0.27670652, 0.19484822, 0.2609349, 0.1455016, 0.04438468, 0.1449185, 0.11185832, -0.18598269, -0.019846648, 0.11886126, -0.098498635, 0.15737785, 0.011406795, -0.18860829, -0.13705735, 0.17535745) * go_1(1.0, 0.0); + result += mat4(-0.30244905, -0.28695273, 0.1146976, 0.21144345, -0.037980128, -0.027679864, -0.13992494, -0.04884521, -0.032023884, -0.07921183, -0.16042095, -0.06935386, -0.06570237, -0.1107404, -0.018163798, 0.22625941) * go_1(1.0, 1.0); + result += mat4(-0.07292955, -0.07321777, -0.045146503, -0.33291966, -0.096732594, -0.07203495, 0.33692798, 0.2870733, 0.122160144, -0.076574564, 0.042844944, 0.26448342, 0.07672146, -0.028775277, -0.12088313, 0.15583947) * go_2(-1.0, -1.0); + result += mat4(0.21589327, 0.05258274, 0.09705794, -0.024653846, -0.039402515, 0.28485695, 0.14711736, -0.10556087, -0.15140481, 0.09039498, 0.017308712, 0.11862922, 0.08230978, 0.21678248, -0.043815188, -0.226433) * go_2(-1.0, 0.0); + result += mat4(-0.029258793, 0.26618922, 0.02564014, -0.23189862, -0.24074338, -0.18556763, 0.25973624, 0.04746873, 0.0137007125, -0.22239363, -0.12414957, 0.048228756, -0.22406264, 0.282667, -0.021001073, -0.17465611) * go_2(-1.0, 1.0); + result += mat4(0.32401654, -0.1495363, -0.20869227, 0.04271639, -0.0087802755, 0.031325378, 0.23834595, 0.039336167, 0.17265107, 0.20947595, 0.28737286, 0.0028783784, -0.057340365, -0.050347418, -0.11915604, -0.1831807) * go_2(0.0, -1.0); + result += mat4(0.1811338, 0.07732653, 0.20975596, -0.47129005, 0.07121942, 0.08410583, 0.44170937, -0.19524159, -0.17807977, 0.12837476, 0.20816846, -0.1741958, -0.04411918, 0.06024972, 0.18159702, -0.052485272) * go_2(0.0, 0.0); + result += mat4(-0.15229738, 0.27513, 0.28150418, -0.19543962, -0.02045864, -0.07207227, 0.09589587, 0.09110817, 0.061413247, 0.0046052113, 0.11619411, -0.2988938, 0.065739445, 0.10205611, 0.12847126, -0.028355654) * go_2(0.0, 1.0); + result += mat4(0.0657154, -0.047568597, -0.16148911, 0.16392621, -0.25281775, -0.061153214, 0.017480455, -0.026288848, 0.20319715, 0.04763355, 0.010444491, -0.26671803, -0.25821987, 0.32863674, -0.30734694, -0.18190521) * go_2(1.0, -1.0); + result += mat4(-0.042703815, 0.06633036, -0.048434302, -0.17176376, -0.12699759, -0.1124558, 0.083266065, 0.03354623, -0.13468939, 0.12706263, 0.053659134, -0.06930602, 0.008196115, 0.2034998, -0.06351442, -0.039730288) * go_2(1.0, 0.0); + result += mat4(0.09614661, 0.22500272, 0.088511504, -0.16960482, 0.15364788, -0.18854137, -0.13163191, -0.07503735, -0.23177068, -0.0053305267, -0.041978605, 0.0971947, -0.049034655, 0.04486706, 0.09076307, -0.02310868) * go_2(1.0, 1.0); + result += mat4(-0.1304683, 0.17743458, -0.09817326, -0.0646786, 0.07886976, 0.20109388, -0.034114968, -0.2029261, -0.03348398, 0.029337432, -0.07302782, -0.02240758, 0.030242773, -0.30032325, 0.02085572, -0.027314361) * go_3(-1.0, -1.0); + result += mat4(-0.037377544, 0.026350772, -0.07430488, -0.114671774, -0.126935, -0.046512567, -0.033628833, -0.19018382, -0.041053895, -0.031206857, 0.08562848, -0.01875709, 0.21099389, -0.092511, 0.0073047103, -0.009811013) * go_3(-1.0, 0.0); + result += mat4(0.11358029, 0.17468451, -0.12739041, -0.14332245, -0.22230148, 0.16862972, -0.04462456, 0.2469604, -0.008622369, 0.0081848325, -0.17032363, -0.16024362, 0.21178265, 0.037127133, 0.08559072, 0.11584694) * go_3(-1.0, 1.0); + result += mat4(0.008993893, -0.08037705, 0.4426555, 0.15593371, 0.15273719, -0.03249998, 0.055109, -0.1512612, -0.037183985, 0.20825677, -0.08516227, -0.06664223, -0.10011001, -0.3505215, -0.17941694, 0.052089088) * go_3(0.0, -1.0); + result += mat4(-0.109703645, -0.13505603, 0.1336451, 0.13118869, 0.010915504, 0.12748592, 0.21201555, -0.40841985, -0.11059143, 0.033772044, -0.039282143, 0.03095394, 0.10394723, -0.21343367, -0.10699851, -0.028351074) * go_3(0.0, 0.0); + result += mat4(0.019704714, 0.06243651, 0.09896519, -0.17492259, 0.012675787, -0.004239029, 0.21319824, 0.069183126, -0.0071114586, 0.123431124, -0.24479835, 0.00723795, -0.045293927, 0.014101029, 0.15746681, 0.042405806) * go_3(0.0, 1.0); + result += mat4(0.023828225, -0.0015190929, 0.1194638, 0.082163885, 0.10532113, 0.042044062, 0.02528007, 0.015175004, 0.026613194, 0.33525538, -0.1627064, -0.29887968, -0.197707, 0.038967777, -0.15811683, -0.106895216) * go_3(1.0, -1.0); + result += mat4(0.044362027, -0.04946742, -0.14815849, -0.17660522, -0.034201477, -0.012243106, -0.050183997, 0.06407372, 0.039822515, 0.15880872, -0.0672721, -0.4081093, 0.019489579, -0.060278706, -0.015096743, -0.07799167) * go_3(1.0, 0.0); + result += mat4(0.11861756, 0.27113584, -0.14107186, -0.10246008, -0.124051, -0.1627854, 0.10698585, 0.2846401, -0.061731786, 0.1724438, -0.12428688, -0.09986041, -0.034171514, -0.07100923, 0.041739646, -0.11308375) * go_3(1.0, 1.0); + result += vec4(-0.02981662, -0.26338395, -0.011632586, 0.15063232); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.17082009, 0.031344634, -0.06131912, 0.00887183, -0.01528174, 0.12943709, 0.24537678, 0.008178781, -0.312396, -0.023583878, 0.07827866, -0.1231261, 0.15081584, -0.18161978, -0.25179705, -0.036934935) * go_0(-1.0, -1.0); + result += mat4(-0.05768411, 0.16785417, -0.1788644, -0.0067257965, 0.021445744, 0.10066516, -0.23864186, 0.1450302, 0.12892793, 0.19856106, -0.24444748, 0.16531628, -0.044425935, -0.02775357, 0.009059946, -0.12958384) * go_0(-1.0, 0.0); + result += mat4(-0.025798557, -0.17238182, -0.34056288, -0.20921059, -0.03576266, 0.1476854, -0.06264234, 0.14452787, -0.04130045, -0.07275762, 0.034578666, 0.2914669, 0.20879944, 0.21359251, -0.048695553, 0.2638088) * go_0(-1.0, 1.0); + result += mat4(-0.022791177, 0.4204545, 0.116855636, 0.20241925, -0.010444933, -0.14462502, 0.022550104, -0.24423064, -0.09417524, 0.045358784, -0.11405829, 0.035979558, -0.2283092, -0.06670842, -0.23852053, -0.22417003) * go_0(0.0, -1.0); + result += mat4(-0.14526704, 0.040880535, 0.14076385, 0.07795045, -0.059177604, -0.13056375, -0.3373641, -0.19344307, -0.29891858, -0.32578763, -0.29061425, 0.1562214, -0.13578376, 0.36586633, 0.24936736, 0.054629393) * go_0(0.0, 0.0); + result += mat4(-0.025790233, -0.13020341, -0.10084969, 0.15767297, -0.09738769, 0.04034404, 0.0038675873, 0.043515608, 0.16899958, -0.29117966, 0.03420067, 0.14432564, -0.10473084, 0.21014084, 0.07775908, -0.09303797) * go_0(0.0, 1.0); + result += mat4(-0.07443987, -0.16225167, 0.036251917, 0.028432872, 0.03759333, 0.004027401, -0.033941846, 0.0019474924, 0.02357054, 0.30748722, 0.1652115, -0.17361522, 0.16905582, 0.08048018, -0.23639561, -0.029408466) * go_0(1.0, -1.0); + result += mat4(0.0461233, -0.09346199, -0.07063276, -0.19447634, -0.049339604, -0.0032855074, -0.22661209, -0.0543389, 0.11924857, -0.21691081, -0.1645725, -0.0075736847, 0.018572787, -0.06552861, -0.01777661, -0.11651732) * go_0(1.0, 0.0); + result += mat4(-0.06425901, 0.123392984, -0.16395192, -0.093448035, -0.029316641, 0.0986573, -0.23135012, 0.011170849, 0.00023920486, 0.15296175, 0.35453254, -0.05189021, 0.20708887, -0.103900835, 0.081992395, -0.21829562) * go_0(1.0, 1.0); + result += mat4(-0.019074136, -0.1572586, 0.27919227, 0.09119617, 0.035954695, 0.2941489, 0.18262725, -0.055522963, -0.21364328, -0.1573611, 0.104966134, 0.08228523, 0.19945285, -0.0039229114, -0.1565048, 0.028975379) * go_1(-1.0, -1.0); + result += mat4(-0.18501253, 0.006473006, 0.06637501, 0.04295065, 0.06411007, 0.1166344, -0.10060226, 0.46296063, -0.08600344, -0.03560105, 0.012215349, 0.017885283, 0.061346993, 0.17336361, 0.01935021, 0.20198092) * go_1(-1.0, 0.0); + result += mat4(-0.04451627, -0.10372061, -0.13968691, 0.14479733, 0.1660607, 0.19334625, 0.0085214665, 0.28863636, -0.07600901, -0.014777084, 0.13209191, -0.09045013, 0.104893915, -0.04776884, -0.007936376, 0.104568765) * go_1(-1.0, 1.0); + result += mat4(0.023751335, -0.108048, -0.050531313, 0.15916029, 0.13246661, 0.04644228, -0.09586482, -0.17222965, -0.22898191, -0.033484615, 0.078883134, -0.052609313, -0.2721741, 0.045986425, 0.13972299, -0.28923607) * go_1(0.0, -1.0); + result += mat4(-0.23364568, -0.008875902, -0.40894926, 0.060443908, -0.2839635, -0.5270991, -0.2500865, 0.002020195, -0.24488612, -0.04982319, -0.009110353, -0.018023955, 0.06647274, -0.25225738, 0.26154432, -0.033934146) * go_1(0.0, 0.0); + result += mat4(-0.1535129, -0.21257545, -0.16553773, 0.17471452, -0.06203719, 0.15238857, 0.18702018, 0.18572305, 0.07740396, -0.074217625, -0.072156586, -0.2183728, 0.00403749, 0.13750519, 0.30362993, 0.06550286) * go_1(0.0, 1.0); + result += mat4(0.37164542, -0.1980723, -0.15659203, 0.19498909, 0.01748114, 0.011807152, -0.05424202, 0.11926474, 0.050406165, -0.12925303, -0.020280985, 0.08429331, 0.14769496, -0.077555746, -0.15216178, -0.27070466) * go_1(1.0, -1.0); + result += mat4(0.35804263, 0.08539285, -0.14785156, -0.13532467, 0.058254432, 0.20448379, -0.006173341, 0.058168225, -0.21714899, -0.13472849, -0.09392532, -0.12753737, -0.097461835, -0.11419082, 0.09384189, 0.06414768) * go_1(1.0, 0.0); + result += mat4(0.023494452, -0.22187226, -0.16694295, 0.0204334, -0.26720086, 0.15916729, 0.3098874, -0.10292057, 0.008854983, 0.13375004, -0.04409455, 0.09286524, 0.095829524, 0.12427317, -0.048659876, 0.18300754) * go_1(1.0, 1.0); + result += mat4(-0.119153984, 0.10163183, 0.025017537, -0.40096784, 0.026778705, 0.15821172, -0.19947284, -0.33337715, 0.2952563, 0.16820388, -0.057061996, -0.029319009, -0.12184868, 0.09031512, 0.12028806, 0.021044692) * go_2(-1.0, -1.0); + result += mat4(0.086744264, -0.046958666, 0.2130253, -0.46672252, 0.07135636, 0.0100029735, -0.13828261, -0.012365689, -0.11374441, 0.21084632, -0.059631422, -0.013799735, -0.037889663, -0.10701892, -0.09493782, 0.15516634) * go_2(-1.0, 0.0); + result += mat4(0.031181194, -0.01535001, 0.029270316, 0.13128386, 0.11838377, -0.17051528, 0.12228499, -0.04841128, 0.33350074, -0.006144013, -0.09055018, 0.27470216, -0.26665646, -0.08703671, -0.01719071, -0.23449609) * go_2(-1.0, 1.0); + result += mat4(-0.12856458, 0.005562174, -0.19517267, 0.13270985, 0.2776414, 0.032003902, -0.15778573, 0.15344355, 0.26930434, -0.13459459, 0.035019353, 0.08896612, 0.12847935, -0.122637205, 0.001815178, 0.08290523) * go_2(0.0, -1.0); + result += mat4(0.33805037, -0.15318587, -0.20955376, -0.26121393, -0.026022578, -0.1617741, 0.1336867, 0.026223289, 0.012059392, -0.17295446, -0.060811974, 0.14027825, -0.21134059, -0.08408573, -0.23773228, 0.110836074) * go_2(0.0, 0.0); + result += mat4(0.16176093, 0.15307428, -0.07711325, -0.3458805, 0.061291527, 0.023916256, 0.21370678, 0.0015756418, 0.10642374, 0.24807373, 0.11164451, 0.10780487, 0.087194376, -0.2718231, -0.008457387, 0.054078236) * go_2(0.0, 1.0); + result += mat4(-0.03259038, -0.20923306, 0.165477, 0.098864526, -0.02734457, 0.08871225, -0.01552188, 0.047712058, 0.055032052, -0.13044262, -0.2899521, 0.22230095, -0.029343741, -0.16427459, -0.005436118, -0.05111821) * go_2(1.0, -1.0); + result += mat4(0.20065974, -0.1556366, -0.12620135, 0.44572976, -0.020925352, 0.12025185, 0.20588058, 0.06391864, 0.046870507, 0.16942503, -0.049370963, 0.008779016, 0.04954915, 0.090298936, -0.16466027, 0.011152038) * go_2(1.0, 0.0); + result += mat4(0.13587528, 0.047841422, 0.19804007, -0.1672396, -0.072491, 0.04543739, 0.25287256, 0.015226213, 0.02007356, -0.049578942, -0.08796175, 0.1714897, -0.07819061, 0.1509537, 0.093094915, 0.031139288) * go_2(1.0, 1.0); + result += mat4(-0.013774682, 0.118201815, -0.009592314, -0.10837201, -0.0686881, -0.083380274, 0.107689425, 0.046642892, 0.119898744, -0.05502989, -0.19719897, 0.0005697584, -0.0921928, 0.032281205, 0.2568853, 0.2325449) * go_3(-1.0, -1.0); + result += mat4(0.02991112, -0.09898633, 0.06076172, -0.20906185, 0.0026118348, 0.06130956, 0.06760944, -0.16662054, 0.065741204, -0.13144116, 0.011419801, 0.22552124, 0.1465757, -0.07417319, -0.10788749, -0.24952699) * go_3(-1.0, 0.0); + result += mat4(-0.19238451, -0.024058497, 0.19580396, -0.067399554, -0.18832864, -0.11752747, -0.078949094, -0.23762032, -0.04141864, 0.022530237, -0.02222157, 0.0054874527, 0.057746816, -0.34854797, 0.028730657, -0.08976777) * go_3(-1.0, 1.0); + result += mat4(0.16888975, 0.19949849, -0.08456147, -0.03619044, -0.019596824, 0.11214634, 0.13971676, 0.22926724, 0.03219445, -0.04566354, -0.14948955, -0.22817011, -0.08714846, -0.19684613, 0.15479128, 0.2433362) * go_3(0.0, -1.0); + result += mat4(0.16050309, -0.102841675, 0.20855242, -0.011171905, -0.10309409, 0.22455123, 0.15892951, -0.06582373, 0.010079549, -0.2055006, -0.09385158, 0.006519388, 0.11838815, 0.37134558, -0.165772, 0.12704434) * go_3(0.0, 0.0); + result += mat4(0.11643292, 0.03294274, -0.09800525, -0.13601723, -0.081318736, -0.059975546, -0.039105035, -0.2893635, -0.13024913, -0.058016162, -0.09961072, 0.10532414, 0.24250132, -0.35546342, -0.092634924, 0.093994915) * go_3(0.0, 1.0); + result += mat4(-0.18799333, 0.25611782, 0.014645917, -0.063751906, 0.06498416, 0.16619027, -0.14411639, 0.3914421, -0.07343631, -0.116468735, -0.10941946, -0.2553544, -0.37774643, -0.0018441634, 0.06827239, -0.0122299045) * go_3(1.0, -1.0); + result += mat4(-0.11884597, -0.2477297, 0.048488285, -0.06438257, -0.124703035, 0.25932777, 0.0650111, -0.0930877, 0.06463341, -0.000544085, 0.0147504965, -0.170097, -0.13241997, 0.20983136, -0.15956205, 0.03424298) * go_3(1.0, 0.0); + result += mat4(-0.034574904, 0.06755256, 0.09508443, -0.17162292, 0.046379335, 0.2178781, 0.08699012, -0.055380464, -0.2237568, -0.07427848, -0.028395249, -0.3225617, -0.084454566, -0.24776657, 0.254169, 0.13229847) * go_3(1.0, 1.0); + result += vec4(0.18765923, -0.07697714, 0.028134674, -0.060966115); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.21919365, 0.36627784, 0.12603314, 0.24306288, 0.06447028, 0.06472204, -0.05997039, -0.15651788, 0.017059859, -0.006497198, -0.4189735, 0.021636713, -0.23887977, -0.014220949, 0.031113686, -0.17342716) * go_0(-1.0, -1.0); + result += mat4(-0.10818789, -0.03273837, 0.33918005, -0.19290088, 0.0955361, -0.34107623, -0.054906327, -0.18083344, -0.060723677, 0.24395694, 0.112975016, -0.07254578, -0.14389384, 0.13235968, -0.15054801, -0.26216486) * go_0(-1.0, 0.0); + result += mat4(-0.23442148, -0.07857079, 0.022283873, -0.2656417, 0.037092753, -0.037313666, -0.5057047, 0.042533103, -0.120424, 0.00021930189, -0.0044566668, -0.45536995, 0.00040759926, 0.14597592, -0.094990164, -0.036161344) * go_0(-1.0, 1.0); + result += mat4(0.15024352, 0.19903262, -0.0734784, 0.092836305, -0.025753846, 0.024750374, -0.07550193, 0.035420835, 0.11084378, 0.26119822, -0.08443512, -0.0047807065, -0.042685136, 0.24889739, 0.098650105, 0.2088369) * go_0(0.0, -1.0); + result += mat4(-0.25551823, 0.14455976, 0.19886157, -0.23465924, 0.20711218, -0.20875362, -0.11320392, -0.30852005, -0.06795657, 0.008670962, 0.30601278, 0.6929064, 0.17079145, 0.15744895, 0.06441601, 0.06514001) * go_0(0.0, 0.0); + result += mat4(0.03142604, -0.006410137, -0.023654792, -0.05708553, 0.062985405, -0.077010594, 0.078804865, 0.050882503, 0.010274228, -0.15558401, 0.09490256, 0.14964707, -0.11966925, -0.36176664, 0.27809814, -0.18862294) * go_0(0.0, 1.0); + result += mat4(0.05609992, 0.0041612233, -0.08498908, 0.04479823, -0.080117956, -0.17423204, -0.22858045, 0.054569032, -0.050866384, -0.020000307, 0.027000953, -0.67724514, 0.16240878, -0.04641204, 0.0648367, -0.20613132) * go_0(1.0, -1.0); + result += mat4(0.08542306, -0.08254248, -0.11090553, -0.14140448, -0.10788511, -0.13011602, -0.29319742, -0.26007155, 0.11033401, -0.31966573, 0.32668245, 0.19542319, 0.06329418, 0.20904626, 0.2724067, -0.009155685) * go_0(1.0, 0.0); + result += mat4(-0.007403411, 0.0012836396, -0.23446666, -0.03017208, 0.062420018, -0.13611084, -0.2975928, 0.13173148, -0.03679939, 0.13743873, -0.10121899, 0.074514665, 0.1497629, -0.09523838, 0.39018926, 0.37807035) * go_0(1.0, 1.0); + result += mat4(0.11441487, -0.19565523, -0.25757137, -0.16148767, 0.15575317, -0.12657928, 0.10479676, 0.062919036, 0.010544159, 0.22931573, 0.20360178, 0.4637635, -0.3395036, -0.52467215, 0.08759308, 0.028030418) * go_1(-1.0, -1.0); + result += mat4(0.2699195, -0.34218305, 0.15259695, 0.03139074, -0.024053533, -0.029567484, 0.28480124, 0.20525953, 0.15452823, -0.217713, 0.15861876, -0.012275699, 0.21408023, 0.097508304, -0.57126766, -0.14679857) * go_1(-1.0, 0.0); + result += mat4(-0.0755847, -0.09751562, -0.29480466, -0.22285318, 0.14196442, 0.114573136, -0.22294767, 0.12463806, 0.3322209, -0.04631724, -0.11097061, -0.27986854, -0.16099304, -0.060079545, 0.00299308, 0.120776065) * go_1(-1.0, 1.0); + result += mat4(0.050933484, -0.13776319, -0.18809728, 0.24035202, -0.32528606, -0.41684148, -0.029342847, 0.28642926, -0.07963454, -0.12905268, 0.07606093, 0.24670005, -0.08815598, -0.23320907, -0.008099349, 0.21512873) * go_1(0.0, -1.0); + result += mat4(0.19247563, 0.18083979, -0.09719762, 0.15314941, -0.22350982, 0.46515045, -0.3571128, 0.35953265, 0.06921985, -0.4482386, -0.18732521, -0.5043983, 0.35159567, -0.33315298, -0.21884166, -0.16283798) * go_1(0.0, 0.0); + result += mat4(-0.021124054, -0.007966742, 0.0052493825, 0.022550896, 0.030403977, 0.3377868, -0.47602004, -0.077664234, -0.07222509, -0.07486097, -0.37971064, -0.5107857, -0.06299477, 0.04930232, -0.3330487, 0.29845512) * go_1(0.0, 1.0); + result += mat4(-0.063705474, -0.07917637, -0.02026607, -0.05142568, 0.021577014, -0.07379867, 0.033937998, 0.08148773, -0.02717838, -0.03233838, 0.098000035, 0.036476444, -0.13366953, 0.014477577, 0.24064232, 0.39313284) * go_1(1.0, -1.0); + result += mat4(-0.16046515, -0.094624564, 0.35435164, 0.09942324, -0.07137174, -0.27999225, 0.124644354, -0.0062176553, 0.015016751, -0.05500243, -0.23249559, -0.4508382, 0.1860433, 0.10671491, -0.033345353, -0.06611453) * go_1(1.0, 0.0); + result += mat4(0.21614046, -0.01307525, -0.18941112, -0.20533535, -0.14481686, -0.47801897, 0.22605121, -0.20298961, -0.06744227, -0.20377496, -0.11926173, 0.15645133, -0.31570885, -0.3495616, -0.024666889, 0.040965475) * go_1(1.0, 1.0); + result += mat4(-0.11748018, -0.039976366, -0.00084064255, -0.028653437, -0.16216733, -0.036768105, 0.018064514, -0.0928936, 0.14008482, -0.064511225, 0.24329947, -0.0268608, 0.050330248, 0.08540601, -0.07272679, -0.01187671) * go_2(-1.0, -1.0); + result += mat4(-0.09459936, -0.011723822, -0.06952858, -0.07808506, -0.065588176, 0.332501, -0.0120042395, 0.07668016, 0.14735217, -0.14856043, -0.06702449, -0.020953184, -0.023006834, 0.06135422, 0.1491448, -0.028061569) * go_2(-1.0, 0.0); + result += mat4(0.25136968, 0.25146323, -0.108277924, -0.20407207, -0.0013780294, 0.16108194, 0.25143847, 0.06672421, -0.033905584, -0.021144686, -0.019152718, 0.34619498, 0.14560962, 0.034437314, 0.024790365, -0.049976267) * go_2(-1.0, 1.0); + result += mat4(-0.24928351, 0.12637813, 0.23609994, 0.12722939, -0.036997862, -0.16554876, 0.11144095, -0.10040036, -0.020359103, -0.080701865, -0.3142192, 0.27257237, 0.13546956, -0.14416885, 0.028196262, -0.2886465) * go_2(0.0, -1.0); + result += mat4(0.28524777, -0.4236231, 0.27420738, -0.21095508, 0.23475651, 0.115876295, -0.18837357, -0.0260708, 0.030670704, -0.11516913, -0.11365572, -0.2203149, -0.018612983, -0.10719593, -0.031727783, 0.1403327) * go_2(0.0, 0.0); + result += mat4(0.07240512, 0.03139215, 0.12328737, -0.021201206, -0.13971715, 0.072742075, -0.0011289873, 0.0053133667, 0.035639685, -0.04322272, -0.19288473, -0.15812221, -0.19126481, 0.0698514, 0.17619178, -0.035605464) * go_2(0.0, 1.0); + result += mat4(-0.18552057, 0.07259671, 0.011667668, -0.15630563, 0.11414356, 0.14482655, -0.04021029, 0.18495587, -0.11386139, -0.09058561, -0.011265998, 0.23358451, 0.0521358, 0.12495261, 0.021644838, -0.048094347) * go_2(1.0, -1.0); + result += mat4(-0.09222373, 0.0533347, 0.055820454, 0.22382596, 0.18713981, 0.2668916, -0.019384036, 0.012698582, 0.13325234, 0.20361474, -0.33106443, -0.08571572, -0.21243028, -0.10996386, 0.123459645, 0.1534967) * go_2(1.0, 0.0); + result += mat4(0.18133277, 0.18108074, -0.05638664, 0.29533157, -0.2108019, -0.033636626, 0.5015888, -0.15116066, -0.041320793, -0.14764231, 0.07314567, -0.18865979, 0.10276937, 0.094240844, -0.1364283, 0.27812913) * go_2(1.0, 1.0); + result += mat4(0.06040915, 0.23753685, 0.19019844, 0.23948252, -0.07535012, 0.11848904, 0.14389765, 0.050067905, 0.16150077, -0.030053454, 0.12478255, 0.26020208, 0.111198805, 0.06787492, -0.12771018, 0.006687384) * go_3(-1.0, -1.0); + result += mat4(-0.5421617, 0.10414128, -0.21526064, -0.08883624, 0.13145073, -0.29695904, 0.57386386, 0.073361695, -0.09538372, 0.27593842, 0.070922814, 0.21769938, 0.06214975, 0.11847816, 0.10033405, 0.29360098) * go_3(-1.0, 0.0); + result += mat4(-0.16294672, -0.014815565, 0.22046989, 0.16858687, 0.058917344, 0.21384977, 0.18803519, 0.105688855, 0.0355118, 0.20571202, -0.07341922, 0.26624045, -0.0415102, 0.050942056, 0.19727907, 0.20122413) * go_3(-1.0, 1.0); + result += mat4(-0.020470422, 0.15815964, -0.13437317, -0.1967045, 0.074902646, 0.08356444, 0.055913117, -0.12837863, -0.18647918, 0.07002247, 0.038864706, -0.07288784, 0.04135125, -0.016055549, -0.1340297, -0.15578008) * go_3(0.0, -1.0); + result += mat4(-0.07685624, 0.00079105416, -0.068755336, 0.110282525, -0.014170752, 0.041282844, -0.17035173, 0.19439398, -0.3036256, 0.024148455, -0.19566648, -0.06736254, 0.14203559, -0.13016985, -0.32845357, -0.14266774) * go_3(0.0, 0.0); + result += mat4(0.0087252045, 0.098839566, -0.08770506, -0.08499465, 0.015245115, -0.110854514, 0.054458305, -0.018121868, -0.09666134, -0.08316006, 0.24617113, -0.17195955, 0.2574254, 0.06734342, -0.13792352, -0.07306126) * go_3(0.0, 1.0); + result += mat4(-0.0073954533, -0.20126835, -0.22545357, -0.29462856, 0.057408337, 0.11939119, -0.01846476, 0.12534486, 0.15751605, -0.14282645, -0.14219986, 0.14283386, 0.14090413, 0.10500912, 0.03039335, 0.17448832) * go_3(1.0, -1.0); + result += mat4(0.043910783, -0.09140025, -0.21666165, 0.07616939, 0.104454786, 0.309926, -0.12906921, 0.1140117, 0.09372434, 0.049547072, -0.086615674, -0.034449168, 0.096705064, 0.26001686, 0.027063297, 0.12422948) * go_3(1.0, 0.0); + result += mat4(0.1365422, 0.2679611, 0.12037257, 0.43346113, 0.08223084, -0.016788265, 0.13570398, -0.017974345, -0.17922844, -0.09475725, 0.073539585, -0.106947675, 0.08998511, 0.04133868, 0.16586913, -0.26291734) * go_3(1.0, 1.0); + result += vec4(-0.19233678, 0.016725872, -0.008011114, -0.1977463); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_7_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.36016628, 0.019064043, 0.3073228, 0.16891135, 0.026739368, 0.31136194, 0.11260383, -0.26918694, 0.0419928, -0.3365078, 0.20189743, -0.04136312, 0.039564647, 0.033199426, 0.18768296, -0.017119858) * go_0(-1.0, -1.0); + result += mat4(0.28663483, -0.41716507, 0.059281543, 0.043736435, 0.0028875466, 0.13817391, -0.12543318, -0.2794053, -0.023528943, 0.10610115, 0.09100278, 0.040132936, -0.21949205, -0.027810011, -0.0301218, 0.084047124) * go_0(-1.0, 0.0); + result += mat4(0.39674807, -0.0040878756, -0.038235947, 0.11880838, 0.009898328, 0.19107847, -0.009313831, -0.1554276, -0.047341663, 0.18049581, -0.029317195, 0.0708909, 0.0708316, -0.110617444, 0.14584038, -0.022261223) * go_0(-1.0, 1.0); + result += mat4(-0.20400241, 0.0896492, -0.010386381, -0.052133385, 0.005023956, -0.06628705, -0.16436209, -0.25345984, -0.05285192, 0.09706557, -0.03778914, -0.152546, 0.17023252, 0.063713826, 0.00743037, 0.056634087) * go_0(0.0, -1.0); + result += mat4(-0.080793336, 0.4204207, 0.19098237, 0.20028038, -0.054076545, 0.22064368, -0.25853387, -0.3643562, 0.2085573, -0.023731, -0.06727709, -0.18683033, -0.18032159, -0.06388348, 0.304463, -0.2517781) * go_0(0.0, 0.0); + result += mat4(0.11940941, 0.10624008, 0.16120581, 0.2369602, 0.3321827, 0.4272075, -0.10403669, -0.31388018, -0.006372124, -0.00653671, 0.109810196, 0.2277172, 0.005771998, 0.086026914, -0.08934813, -0.094941735) * go_0(0.0, 1.0); + result += mat4(-0.13233568, 0.24112508, -0.0068006413, 0.12466225, 0.11396591, -0.07249253, -0.29090378, -0.12828146, -0.22001141, -0.08532405, -0.11932601, 0.29452974, 0.09572195, 0.017603843, 0.12454017, 0.16321751) * go_0(1.0, -1.0); + result += mat4(0.042107448, -0.00807216, 0.06580674, -0.1289527, 0.13977426, -0.037159685, -0.21001346, -0.08698161, 0.22370502, -0.29170328, 0.2179206, 0.36621302, 0.0825477, -0.016513655, -0.11157249, 0.12861598) * go_0(1.0, 0.0); + result += mat4(0.2246826, -0.13262233, 0.12131653, -0.15522355, 0.38104856, 0.030237729, 0.1286289, -0.19770473, -0.16175011, -0.13688888, 0.23505463, 0.21333031, 0.76352316, -0.17949077, -0.13124311, 0.1613879) * go_0(1.0, 1.0); + result += mat4(-0.050607495, 0.0846705, -0.06136092, -0.033436477, 0.41138348, 0.037043408, -0.02676336, -0.37771952, 0.22147503, 0.06490757, -0.04266158, -0.22606373, 0.045775007, -0.054498192, -0.21495876, -0.036050417) * go_1(-1.0, -1.0); + result += mat4(-0.06242522, 0.2700824, -0.05602621, -0.12361551, 0.14477442, 0.19403581, 0.23505251, -0.072234035, -0.15831544, 0.4640447, -0.104754634, -0.004539681, -0.20246096, 0.23216484, -0.35886365, 0.11360777) * go_1(-1.0, 0.0); + result += mat4(0.14777757, 0.18951412, 0.027219458, 0.11216015, 0.02997997, -0.13466355, -0.0010830094, 0.021302953, 0.23441231, -0.14529245, 0.08068729, 0.10044398, 0.3972878, 0.26570204, 0.0046810666, -0.2863261) * go_1(-1.0, 1.0); + result += mat4(-0.10385485, 0.1053724, 0.16961229, 0.20727012, -0.025148917, -0.011365095, 0.03899919, -0.030950211, 0.079080455, -0.32767853, 0.064670205, -0.035771385, 0.16833797, -0.21567492, 0.30871257, -0.19965471) * go_1(0.0, -1.0); + result += mat4(-0.23420888, -0.004894698, -0.18162623, -0.31107524, 0.11976508, 0.14924951, -0.08723316, 0.21401922, -0.58200324, -0.01177345, -0.049033508, 0.19593577, -0.21139073, 0.13016601, 0.08734843, 0.4158892) * go_1(0.0, 0.0); + result += mat4(0.0009789813, 0.33274913, 0.017405733, -0.042906318, -0.26410276, -0.09291333, 0.019387102, 0.105381854, -0.009176527, 0.09483514, -0.28462934, -0.03644404, 0.285194, -0.4260311, 0.14902237, -0.115670316) * go_1(0.0, 1.0); + result += mat4(-0.09344311, 0.4463103, 0.19984834, -0.09733857, -0.118717775, -0.0708026, 0.24919955, -0.11234634, 0.1246395, -0.052909933, 0.1525815, 0.07724016, 0.0070534665, -0.06404165, -0.18149726, -0.014058336) * go_1(1.0, -1.0); + result += mat4(-0.17353044, 0.15376104, 0.004588994, -0.13554202, -0.19920237, -0.18918681, 0.11327512, -0.117296435, -0.0785251, 0.013677155, -0.2103214, 0.06843426, -0.27790928, 0.09837545, -0.00019213746, 0.09132539) * go_1(1.0, 0.0); + result += mat4(-0.01586651, 0.014929441, 0.2426186, -0.1889374, -0.0865462, -0.07454513, -0.20797268, -0.22366855, 0.19704159, 0.0048206006, -0.16707218, -0.14162683, 0.036798395, -0.1663155, -0.12009389, 0.09603803) * go_1(1.0, 1.0); + result += mat4(-0.041532192, 0.05753804, 0.17927068, -0.042112097, 0.12080969, -0.15052572, -0.34855765, -0.07356988, -0.28199884, -0.18958664, 0.15879883, 0.08511588, 0.0034213227, -0.05338495, -0.37285298, 0.06626709) * go_2(-1.0, -1.0); + result += mat4(-0.20219134, 0.22150375, -0.29405454, 0.06597703, -0.018885285, -0.010551704, -0.010774283, 0.08758955, -0.2015349, -0.17006227, -0.24321876, -0.06864207, -0.118437864, -0.043977212, -0.029736811, 0.14040919) * go_2(-1.0, 0.0); + result += mat4(-0.18709077, -0.09723938, 0.12783436, -0.15167634, 0.29039705, -0.11009911, 0.018371418, -0.060096707, -0.07256923, -0.25799567, -0.06276934, -0.035992302, -0.06729111, -0.059956793, -0.024079734, 0.011838878) * go_2(-1.0, 1.0); + result += mat4(0.010449175, -0.08212451, 0.1409803, 0.11861122, -0.18035835, 0.051930565, 0.01049551, -0.09447962, 0.12029649, 0.040604513, -0.059971705, -0.0044667358, -0.22080486, -0.11187681, 0.124374695, -0.004155485) * go_2(0.0, -1.0); + result += mat4(-0.28584236, -0.38480133, -0.13987814, -0.4463469, -0.3890419, -0.022498172, 0.17334452, 0.21895568, -0.15450422, -0.10905497, 0.15111905, -0.22554915, 0.106121585, -0.029144369, 0.36059046, 0.22140682) * go_2(0.0, 0.0); + result += mat4(-0.23780307, -0.023033705, 0.068205886, -0.110635854, -0.26720005, -0.1608183, 0.19523881, 0.07972837, -0.018495852, -0.2793956, 0.17668398, -0.12020479, -0.079556085, -0.02284952, 0.031480275, 0.31818348) * go_2(0.0, 1.0); + result += mat4(0.22501226, -0.00829407, 0.059581667, 0.16512989, 0.18711442, 0.1200968, 0.11812652, -0.16091056, 0.15733972, 0.045156084, 0.20640492, -0.16852027, -0.11217177, 0.06746273, -0.050218176, 0.08643783) * go_2(1.0, -1.0); + result += mat4(0.20715691, -0.1082907, 0.027892975, 0.19515261, -0.17838904, 0.1532257, -0.108409844, -0.06632365, -0.13805026, 0.23020233, 0.12416581, -0.14861803, 0.16650471, 0.08158386, -0.09051303, -0.06981649) * go_2(1.0, 0.0); + result += mat4(-0.04617126, 0.06579221, 0.25964734, 0.28500968, 0.07641255, -0.090885855, -0.0972522, 0.18298368, -0.06393334, 0.103463, -0.23062052, -0.15270731, 0.13633437, 0.074707486, 0.15065335, -0.024602572) * go_2(1.0, 1.0); + result += mat4(0.118319295, 0.010410938, 0.044655934, -0.104725905, 0.030477569, 0.12867387, 0.039075315, 0.18922117, 0.13301082, -0.1601557, 0.038168408, -0.07372259, -0.09522213, -0.095107146, -0.16679631, 0.044673234) * go_3(-1.0, -1.0); + result += mat4(0.46229, -0.30780822, -0.09081465, 0.1433387, -0.0315039, 0.059409115, -0.24948491, -0.17146957, 0.060843736, -0.041989822, 0.054005735, 0.22835566, 0.12036598, -0.0070898845, 0.17276852, -0.17754094) * go_3(-1.0, 0.0); + result += mat4(-0.35119572, 0.020034311, 0.08751943, 0.08193488, 0.041884877, 0.22649358, -0.07447533, 0.20845473, -0.04859846, -0.16206735, 0.06819576, -0.053000778, 0.18146423, 0.04694148, 0.045293212, 0.06783575) * go_3(-1.0, 1.0); + result += mat4(0.280914, -0.14998704, -0.23485807, -0.015608296, 0.1549556, -0.11992663, -0.094974115, 0.05887284, 0.053392075, 0.10322464, -0.075066686, 0.068358354, -0.18663338, 0.009901499, -0.123370335, -0.12502703) * go_3(0.0, -1.0); + result += mat4(0.7748568, -0.17870626, -0.20770052, 0.024692526, -0.056430295, -0.06324113, -0.03660047, 0.29629672, -0.51896983, -0.027231261, 0.05903762, 0.077677645, -0.061675485, -0.20277846, 0.10352223, -0.08198446) * go_3(0.0, 0.0); + result += mat4(-0.06347568, 0.21643166, -0.09718546, 0.0372257, -0.029537952, -0.0357135, -0.09548363, 0.18225233, -0.29609334, -0.3496132, 0.18245913, -0.10162589, -0.18189451, -0.09077887, 0.117313184, -0.06863874) * go_3(0.0, 1.0); + result += mat4(-0.047373574, -0.020289376, -0.25748715, -0.13568166, 0.15656634, -0.06841899, 0.012100781, -0.13611819, 0.0016357322, -0.23870537, 0.14035743, -0.14700134, 0.2535575, -0.13697346, -0.13693139, -0.10365287) * go_3(1.0, -1.0); + result += mat4(0.4283934, -0.316192, -0.012617617, 0.018468965, 0.21436644, 0.18408814, -0.42651537, 0.12504087, -0.13894933, 0.091662176, -0.20096369, -0.080727175, -0.005487846, 0.17046383, 0.1383948, -0.0054956395) * go_3(1.0, 0.0); + result += mat4(0.20014295, -0.027282396, -0.06317007, 0.04452042, 0.064600386, 0.072222926, -0.33409226, 0.08063831, -0.022607977, 0.1308856, -0.39691743, -0.094889864, -0.1810531, 0.011367248, -0.2531222, -0.22468317) * go_3(1.0, 1.0); + result += vec4(0.26886886, 0.05874665, 0.10268232, 0.05833081); + return result; +} +//!DESC Anime4K-v4.0-Restore-CNN-(VL)-Conv-3x1x1x112 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_7_tf +//!BIND conv2d_7_tf1 +//!SAVE MAIN +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +#define g_0 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_1 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_9 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_17 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_21 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_25 (max((conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_7_tf1_tex(conv2d_7_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09689336, 0.06046458, 0.072598994, 0.0, 0.11994565, 0.104477674, 0.09302802, 0.0, -0.05718302, 0.050438102, 0.08814741, 0.0, 0.0308889, 0.0033925986, -0.01715605, 0.0) * g_0; + result += mat4(-0.028314235, 0.06597744, 0.0966897, 0.0, 0.035656154, 0.07770106, 0.075551905, 0.0, 0.0001793458, -0.000479495, -0.00297406, 0.0, -0.053916585, -0.016807461, -0.0057141334, 0.0) * g_1; + result += mat4(-0.047189303, -0.0207, -0.020910334, 0.0, -0.07933196, -0.06961211, -0.086069845, 0.0, 0.0943727, 0.008463375, 0.010755166, 0.0, 0.062410597, 0.022625161, 0.04068433, 0.0) * g_2; + result += mat4(0.10270994, -0.019080428, 0.0050091282, 0.0, -0.004672948, -0.013966742, -0.0063746064, 0.0, -2.5856789e-05, 0.03151499, -0.0023983798, 0.0, 0.113539025, 0.12381699, 0.100360274, 0.0) * g_3; + result += mat4(0.07868885, -0.030913834, -0.009213676, 0.0, 0.04870991, 0.021467991, 0.038739506, 0.0, -0.042969644, -0.07122453, -0.08798675, 0.0, -0.09784122, 0.021434791, 0.02510374, 0.0) * g_4; + result += mat4(0.050420716, 0.0729716, 0.076532185, 0.0, -0.019112485, -0.01037939, -0.026948035, 0.0, -0.02591423, 0.008927897, -0.00042541025, 0.0, 0.1043701, -0.0071186824, -0.041817162, 0.0) * g_5; + result += mat4(-0.16143242, -0.0009298223, -0.01228508, 0.0, 0.07744052, -0.018313263, -0.0488145, 0.0, 0.09241393, 0.07128674, 0.055164956, 0.0, 0.054884013, -0.04834418, -0.06281626, 0.0) * g_6; + result += mat4(-0.049036566, -0.05979936, -0.05594288, 0.0, -0.014564307, 0.031926468, 0.037857566, 0.0, 0.015474487, -0.11385003, -0.11527764, 0.0, -0.07076006, 0.057038613, 0.095983796, 0.0) * g_7; + result += mat4(0.03094887, -0.008734403, 0.00042712069, 0.0, 0.053891554, 0.05837673, 0.06200635, 0.0, 0.09071558, -0.04202184, -0.046172567, 0.0, -0.0425916, 0.04905093, 0.020835675, 0.0) * g_8; + result += mat4(0.096628904, -0.037792254, -0.043241944, 0.0, -0.011923947, -0.025950424, -0.031381752, 0.0, -0.060941868, -0.07859433, -0.07535451, 0.0, -0.026777223, 0.08604982, 0.07829908, 0.0) * g_9; + result += mat4(-0.06435972, 0.0036599538, 0.00786578, 0.0, -0.061972067, -0.05681472, -0.06667608, 0.0, -0.106890626, 0.007406496, 0.029977169, 0.0, -0.20519382, -0.044860814, 0.0021225857, 0.0) * g_10; + result += mat4(-0.16876474, 0.012789643, 0.026692612, 0.0, 0.017817136, 0.026935097, 0.02227043, 0.0, 0.01690181, 0.07716103, 0.086527, 0.0, 0.07923805, -0.10443151, -0.10859543, 0.0) * g_11; + result += mat4(0.003730466, -0.024648283, -0.022169832, 0.0, -0.0062762927, 0.022062732, 0.032966793, 0.0, 0.016349113, 0.017197203, 0.020952817, 0.0, -0.1763789, 0.035497356, 0.053835396, 0.0) * g_12; + result += mat4(0.020886675, -0.07054202, -0.079142675, 0.0, 0.06664387, 0.044960167, 0.042230908, 0.0, -0.095019594, 0.012421141, 0.0142890485, 0.0, 0.056814816, -0.012751135, -0.014684506, 0.0) * g_13; + result += mat4(0.011765893, 0.0008920681, -0.0018258415, 0.0, -0.010473814, -0.023085753, -0.028783914, 0.0, -0.023034256, -0.0024786016, -0.0052162083, 0.0, 0.1643386, -0.06132718, -0.09289065, 0.0) * g_14; + result += mat4(0.016597198, 0.09389637, 0.10833379, 0.0, -0.043163072, -0.04714812, -0.035274632, 0.0, 0.09634976, -0.009292612, -0.022424143, 0.0, -0.08765172, 0.0051558353, 0.010900356, 0.0) * g_15; + result += mat4(0.030815786, 0.021069322, 0.01812191, 0.0, 0.084839165, -0.0080813095, -0.029270556, 0.0, -0.10456346, 0.062386703, 0.0665605, 0.0, 0.11926609, -0.1104228, -0.13291118, 0.0) * g_16; + result += mat4(-0.07159541, -0.007267032, -0.010134558, 0.0, 0.008234213, 0.045609634, 0.040295456, 0.0, 0.018416971, 0.01308482, 0.014649557, 0.0, 0.035107512, -0.02140815, -0.030279048, 0.0) * g_17; + result += mat4(0.01918586, 0.03875863, 0.03229402, 0.0, -0.07917104, 0.041135103, 0.057182517, 0.0, 0.08609541, 0.0079662455, 0.004327576, 0.0, -0.14332893, 0.03120354, 0.056732506, 0.0) * g_18; + result += mat4(0.03200192, -0.0035752193, -0.0031064528, 0.0, -0.010902813, 0.014607456, 0.019431474, 0.0, -0.016461229, -0.004938204, -0.004655488, 0.0, -0.033470232, 0.0026075812, 0.005896968, 0.0) * g_19; + result += mat4(0.037410006, 0.048742272, 0.04348088, 0.0, 0.037719514, 0.030768529, 0.03127472, 0.0, 0.056426726, 0.03066893, 0.016440205, 0.0, -0.010599352, 0.022832409, 0.023211194, 0.0) * g_20; + result += mat4(-0.005733291, 0.06365659, 0.06663611, 0.0, -0.041917093, -0.016493445, -0.020438088, 0.0, -0.0014357592, -0.0022506563, -0.0045095007, 0.0, 0.029893145, -0.009129354, -0.015173116, 0.0) * g_21; + result += mat4(0.013052085, 0.005108175, 0.0025906067, 0.0, -0.021950055, -0.036447693, -0.036141638, 0.0, -0.036296472, 0.0068928464, 0.013102313, 0.0, 0.0060471976, -0.024798103, -0.023548538, 0.0) * g_22; + result += mat4(0.0067743887, -0.06191211, -0.062355213, 0.0, 0.0016080744, -0.020445071, -0.016840393, 0.0, 0.028264903, 0.01852915, 0.015891539, 0.0, -0.023877412, -0.013271666, -0.008158679, 0.0) * g_23; + result += mat4(-0.04317466, -0.018953001, -0.020452993, 0.0, -0.009322576, -0.03022352, -0.030970376, 0.0, 0.05653658, 0.05430553, 0.046692245, 0.0, 0.05615359, 0.059338935, 0.056018773, 0.0) * g_24; + result += mat4(0.022878079, 0.03392234, 0.033057988, 0.0, -0.017554542, -0.0141542535, -0.014122613, 0.0, -0.048634093, -0.05316463, -0.047988772, 0.0, -0.058002178, -0.040221967, -0.034025013, 0.0) * g_25; + result += mat4(-0.018253656, -0.04197674, -0.040467236, 0.0, -0.04358929, -0.028309818, -0.025425073, 0.0, -0.008488672, -0.001727991, 0.00035808363, 0.0, -0.0011709273, 0.0052514165, 0.0059479307, 0.0) * g_26; + result += mat4(-0.08333935, -0.09818201, -0.09476284, 0.0, -0.033692095, -0.046259012, -0.045797516, 0.0, -0.007577072, 0.0022402718, 0.0016200038, 0.0, 0.0029786075, -0.020728534, -0.018938033, 0.0) * g_27; + result += vec4(0.047567394, -0.02504617, -0.028163986, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_GAN_UL.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_GAN_UL.glsl new file mode 100644 index 0000000..78b8069 --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_GAN_UL.glsl @@ -0,0 +1,1317 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.011550553, 0.2571523, -0.16894904, -0.09610124, -0.052744195, 0.30938542, 0.21441698, 0.2569063, 0.06468069, 0.089650966, 0.0748017, -0.018602168, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.17143345, 0.051090688, -0.040205717, 0.23977952, -0.06845662, 0.11059154, 0.27167943, 0.039820686, -0.037420645, 0.32412684, 0.114460744, 0.19145139, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.18283899, 0.16125157, -0.29441658, -0.14905207, 0.19206345, -0.03641905, -0.0255512, -0.1973209, 0.096413575, -0.165314, 0.09896132, -0.023077995, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.03697045, 0.16279477, -0.22278853, -0.111244164, 0.12984428, -0.016251296, 0.06175422, -0.38215196, -0.020128965, -0.1455273, -0.08009769, 0.25073814, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.5884801, -0.6035645, 0.29799506, 0.15807843, -0.7622044, -0.15211694, 0.02642718, 0.08056384, -0.019515019, -0.08969495, 0.05972669, -0.56973815, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.5292328, -0.12033433, 0.1487622, -0.016836211, 0.18644744, -0.1327393, 0.1285929, -0.25551647, 0.1799259, 0.041404646, -0.20043947, -0.3026472, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.024188336, -0.054328248, -0.12121459, 0.17569984, 0.0269405, -0.068125665, -0.12267483, -0.03206367, 0.010800722, 0.06791396, 0.21666309, 0.00086910516, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.11299782, 0.16244878, 0.050983112, -0.20673744, 0.0814762, -0.290341, -0.13428551, 0.02317926, -0.23702003, -0.057354085, -0.16910575, 0.12039626, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.0099286465, -0.01866624, -0.01341757, 0.040368155, 0.29543665, 0.20391521, 0.015693977, 0.024313066, -0.009628433, 0.014835176, -0.05416802, -0.049118232, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.009906447, 0.016014593, -0.015037731, 0.019793766); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.2907437, -0.077323735, -0.16973291, -0.16443132, 0.22864507, 0.49630427, 0.26739725, 0.032699764, 0.06087564, -0.20624332, 0.0112693785, 0.08255652, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.06868092, -0.40196502, 0.13545038, 0.17964815, -0.05201233, -0.068510085, -0.033420287, 0.11053642, -0.22962584, 0.1240376, -0.07122576, -0.287889, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.08391916, 0.044837173, 0.05309633, -0.020162301, 0.21601973, 0.107087076, 0.009593669, -0.0480218, -0.0341008, 0.065055884, -0.037138876, 0.098079376, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.13852748, -0.41455564, 0.18791267, 0.092003055, 0.09786073, 0.13783242, -0.0740668, 0.24771707, -0.33705822, 0.14416842, 0.15743637, -0.2325511, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.5497675, -0.29078907, 0.05763203, -0.04751569, -0.6902698, -0.19779761, -0.39250666, -0.00016204051, 0.5432319, 0.2619331, -0.46955073, -0.3574246, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.061908755, -0.19342895, 0.16516154, 0.034592014, -0.19078135, 0.17319767, -0.08530775, 0.30626982, 0.07117333, -0.13394159, -0.16021773, -0.25067675, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.08075159, -0.2351002, -0.16552883, 0.05863658, 0.016604373, 0.097477786, 0.06739595, 0.055863712, 0.1263199, 0.21669623, 0.14968488, -0.08309879, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.29566878, -0.18975174, -0.31122676, 0.012913531, -0.14852591, 0.21946627, 0.34939107, 0.11229292, -0.065245174, 0.08148012, 0.3856815, -0.043731045, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.03664222, 0.05616905, 0.16613087, -0.036628574, -0.0907965, 0.013615345, 0.0053964662, -0.015731616, -0.022957215, 0.10116718, -0.094957925, 0.058128193, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0017539978, -0.004052146, -0.0068221963, 0.0025597692); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.023552546, -0.17976846, -0.032507695, 0.34888005, -0.10224707, 0.13343506, 0.06544117, 0.012628775, -0.14143938, -0.19284354, 0.21922144, -0.24267627, 0.60245264, -0.24113165, -0.22310556, -0.02382731) * go_0(-1.0, -1.0); + result += mat4(-0.034701347, 0.07372663, 0.32609418, 0.11162037, -0.014141982, 0.07118311, -0.17728676, 0.11904929, -0.044187993, 0.10390664, -0.25206113, -0.27696803, -0.047686324, -0.1442619, 0.20605747, 0.06257326) * go_0(-1.0, 0.0); + result += mat4(-0.22148718, -0.01991937, 0.1064617, -0.040335968, 0.15501678, -0.23332876, 0.034576464, 0.0071954974, 0.29223567, -0.23055542, -0.2282997, -0.12242584, -0.37809116, -0.058991294, 0.39480785, 0.09886273) * go_0(-1.0, 1.0); + result += mat4(-0.14810124, 0.016219528, -0.19418913, -0.007893501, -0.053713404, 0.049100377, -0.05975324, 0.18977694, -0.050193787, -0.21011077, 0.2016647, 0.14340237, 1.0558138, -0.33549616, 0.231785, -0.3162362) * go_0(0.0, -1.0); + result += mat4(-0.13609457, -0.08641219, -0.44855806, 0.3498321, 0.30400246, -0.03185214, -0.1854452, -0.010487082, -0.17215589, 0.03237537, 0.28143924, -0.08109354, 0.22742943, -1.2136713, -0.13101196, 0.25476894) * go_0(0.0, 0.0); + result += mat4(0.13384807, 0.02634565, -0.0014585925, -0.119772, -0.22263676, 0.24358267, -0.29998726, 0.10864307, -0.025059542, 0.19892238, -0.48717195, -0.12713853, 0.0052565294, -0.06785795, -0.12660097, -0.2680154) * go_0(0.0, 1.0); + result += mat4(0.050817262, -0.000118490156, 0.008932358, 0.12216974, 0.00651495, -0.045953527, -0.06928984, -0.059567403, -0.045261804, -0.09506907, -0.15795891, 0.40871626, 0.75113076, -0.2689173, 0.014691355, 0.17588368) * go_0(1.0, -1.0); + result += mat4(-0.098001294, 0.017431907, -0.129577, -0.5423294, 0.006492312, -0.3798156, -0.0912911, -0.4348394, -0.008890873, 0.056336716, 0.31541198, 0.2757727, 0.18999146, -0.4838279, -0.8643528, -0.23371552) * go_0(1.0, 0.0); + result += mat4(0.12763253, 0.20787789, 0.014009273, -0.10351501, -0.10169546, 0.105827406, 0.08317957, 0.34155595, 0.09826027, 0.120087825, 0.00772547, -0.18460846, -0.057804313, -0.09804123, 0.23369344, -0.36933377) * go_0(1.0, 1.0); + result += mat4(0.016852003, -0.006062252, -0.12426935, 0.03895753, 0.015224101, 0.036187973, -0.12444835, 0.17155123, -0.21852624, -0.039858755, 0.030547414, -0.31835446, -0.1285454, 0.036886804, 0.120653056, 0.115938485) * go_1(-1.0, -1.0); + result += mat4(-0.0073105944, 0.0034892666, 0.16796911, 0.10596121, 0.053536925, -0.046282507, 0.04151762, 0.011876018, 0.038614176, -0.03580031, -0.119827464, -0.040998273, 0.07371248, 0.20536064, -0.11701863, 0.03227468) * go_1(-1.0, 0.0); + result += mat4(0.060087442, -0.2968361, 0.13312283, -0.23400159, -0.23598443, -0.042868868, 0.18195826, 0.28549528, 0.34385213, 0.21937303, -0.29659066, -0.2519378, 0.086887576, -0.2174296, 0.105925284, -0.021433428) * go_1(-1.0, 1.0); + result += mat4(0.13158737, 0.33106673, -0.17471395, -0.29580286, 0.06354943, 0.0942313, -0.0018473539, -0.036752637, -0.12811747, 0.17727722, -0.05052513, 0.02059626, 0.053381227, 0.051411, -0.040178068, 0.045549665) * go_1(0.0, -1.0); + result += mat4(-0.08831061, -0.28157574, -0.1294387, -0.034455232, 0.23092915, 0.064474, -0.26692396, 0.12853913, 0.006096496, -0.17732559, -0.14009307, 0.21564251, 0.20883715, 0.10718936, -0.47879994, -0.5107674) * go_1(0.0, 0.0); + result += mat4(-0.17679055, -0.03551305, 0.17372696, 0.25607085, -0.021303236, -0.116409995, 0.21391216, 0.1466252, 0.22911525, -0.11913164, 0.29034084, -0.08526714, -0.3873873, -0.21568687, 0.23877093, 0.42613512) * go_1(0.0, 1.0); + result += mat4(0.048116915, -0.08262296, -0.03324074, 0.13923667, -0.0062459446, -0.03517941, -0.009773409, -0.120674424, 0.15095374, -0.0005339233, 0.015473752, 0.14777213, 0.12814662, -0.05017428, -0.010744916, -0.23875938) * go_1(1.0, -1.0); + result += mat4(0.056450244, 0.11676627, -0.14198391, -0.045776248, 0.00897558, -0.058434367, 0.021832153, -0.52523935, -0.12343506, -0.11054828, 0.15865694, 0.09315367, -0.05297719, -0.10711813, 0.06007512, -0.08399776) * go_1(1.0, 0.0); + result += mat4(-0.019619863, 0.20729768, 0.043339703, 0.025781998, 0.023497196, 0.028392693, -0.04190367, -0.04418058, -0.042211913, -0.15244623, 0.02924173, 0.21085598, -0.035596382, 0.2381614, -0.030051846, 0.13014893) * go_1(1.0, 1.0); + result += mat4(-0.21234104, 0.041297037, -0.18101437, -0.2185761, 0.028981358, -0.081642486, -0.021145426, -0.009989747, 0.09318067, 0.16207193, -0.19826248, 0.16293178, -0.15917318, 0.06660727, 0.053039506, -0.1168678) * go_2(-1.0, -1.0); + result += mat4(-0.011286741, 0.14351663, -0.50032014, -0.026436124, -0.011840812, -0.07747942, 0.15334651, -0.14048274, -0.14003748, -0.047146395, -0.00042596797, 0.2566855, -0.03316183, 0.062969685, 0.043717206, -0.055696994) * go_2(-1.0, 0.0); + result += mat4(0.30375633, -0.023652522, -0.007335798, 0.11816739, -0.0505561, 0.16002876, -0.10969625, 0.11233836, -0.19340275, 0.05881697, 0.3182961, -0.022817641, 0.42393655, -0.0420881, -0.22744067, -0.11468599) * go_2(-1.0, 1.0); + result += mat4(0.19680668, -0.2718221, -0.109129034, -0.031820036, -0.014158195, 0.046111293, -0.14502439, -0.13337612, 0.09411394, 0.21357663, -0.20042713, -0.15176094, -0.0045771925, -0.031944096, 0.1550206, -0.03722588) * go_2(0.0, -1.0); + result += mat4(0.24317834, 0.18838319, 0.45047724, 0.18649562, -0.2095104, -0.0006020615, 0.08367084, -0.30320555, 0.07171591, -0.29137737, -0.049099058, 0.15327643, -0.24013925, 0.34259155, 0.115902506, 0.11450217) * go_2(0.0, 0.0); + result += mat4(0.016413163, 0.03915114, -0.015337155, 0.09729268, 0.29813018, -0.17131683, -0.2312706, 0.10482244, -0.2066783, -0.3365877, 0.2263724, 0.43815294, 0.036072776, 0.105696954, 0.077359736, 0.008051612) * go_2(0.0, 1.0); + result += mat4(0.12033027, 0.2112806, 0.017177183, -0.09654978, 0.07329572, 0.13259365, 0.011394168, 0.0069998833, -0.16171043, -0.02289922, 0.11146632, -0.33248207, -0.017027456, -0.10894563, -0.03257589, 0.021239217) * go_2(1.0, -1.0); + result += mat4(-0.031499073, -0.27365288, -0.064902805, 0.124796495, -0.023522072, -0.02951537, 0.04670401, 0.27531293, 0.43533918, 0.0585005, -0.15084462, -0.40506473, -0.32984722, -0.15036964, 0.07660922, -0.0032199689) * go_2(1.0, 0.0); + result += mat4(-0.115331754, -0.09803054, -0.024313536, 0.14555499, 0.23887083, -0.29849875, -0.26729763, 0.184482, 0.09255375, -0.10736947, -0.04150894, -0.0010320714, -0.051008355, -0.104129285, -0.08903581, 0.22098938) * go_2(1.0, 1.0); + result += mat4(0.06769511, -0.03238206, -0.068165705, -0.14739762, -0.061350193, 0.004104931, 0.11618826, 0.010067987, 0.02997295, 0.09301918, -0.12241719, 0.24177656, 0.22807428, -0.02756493, -0.0748496, -0.047249116) * go_3(-1.0, -1.0); + result += mat4(-0.18760902, 0.18009059, -0.0020327838, -0.21866414, -0.031515904, -0.05650113, -0.12750417, 0.103761345, 0.06476017, -0.3304871, -0.07148537, 0.24832407, -0.13958152, -0.09241458, 0.22140716, 0.08166865) * go_3(-1.0, 0.0); + result += mat4(0.26009315, -0.010701869, 0.023371957, -0.21740876, 0.17189556, 0.15437202, -0.14821805, -0.27689627, -0.2479749, -0.47549838, 0.32036334, 0.013038371, 0.14058238, 0.30515867, -0.26070523, 0.04663332) * go_3(-1.0, 1.0); + result += mat4(-0.020923758, -0.032509495, 0.12358641, 0.4433483, -0.06527426, -0.07173554, -0.11908415, -0.072907776, -0.0026322093, 0.045405984, 0.14449333, 0.18437918, 0.064828105, -0.151514, 0.091675825, 0.13046047) * go_3(0.0, -1.0); + result += mat4(-0.026943995, -0.07820492, -0.103887096, -0.3451598, 0.047472734, 0.0033870118, 0.440715, -0.20901312, 0.20392485, 0.2621361, 0.12270217, -0.24512972, -0.049621828, -0.22698936, 0.2641905, 0.009628438) * go_3(0.0, 0.0); + result += mat4(-0.20713174, 0.195439, 0.058581114, -0.10963195, 0.0812059, 0.011282248, -0.18487422, -0.016993608, 0.19099854, -0.3759483, -0.5897507, 0.14572738, 0.23315357, 0.10245343, 0.043103352, -0.46267846) * go_3(0.0, 1.0); + result += mat4(0.022161806, -0.00090681383, 0.052800614, 0.18393794, -0.027101398, 0.0014004739, 0.05572843, 0.118573196, -0.19916826, -0.02380698, 0.116629034, -0.28870407, 0.008048728, 0.053172585, -0.021419706, 0.09050276) * go_3(1.0, -1.0); + result += mat4(-0.016204836, 0.19174457, 0.2839895, 0.17540698, -0.123605736, -0.0061563863, 0.0028344695, 0.32647628, 0.057774115, 0.06937624, -0.13302265, -0.16724658, -0.12756115, 0.13584238, 0.078516625, 0.09640836) * go_3(1.0, 0.0); + result += mat4(0.120685734, -0.21064857, -0.16614036, -0.26340094, -0.06945371, 0.04921331, -0.020397125, 0.074044324, 0.23755525, -0.003564956, -0.06143462, -0.1825731, -0.11152944, -0.30590633, -0.054638807, -0.27331424) * go_3(1.0, 1.0); + result += vec4(0.04903664, 0.055879604, 0.072665684, -0.063299604); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.21144664, -0.21278776, 0.14495273, 0.40425083, 0.27247587, -0.109341, 0.033743903, 0.035514083, -0.39683792, 0.05346587, -0.164584, -0.27716008, 0.12337504, 0.06634312, 0.2134371, 0.6341114) * go_0(-1.0, -1.0); + result += mat4(0.13073774, -0.103435524, 0.0346405, 0.44462252, 0.11620409, 0.10156601, 0.054093704, -0.26547235, -0.11527728, 0.13799351, -0.027917054, -0.60904527, -0.07724007, -0.08113308, -0.009969666, 0.26369193) * go_0(-1.0, 0.0); + result += mat4(0.24912444, 0.0009965017, 0.04969851, 0.3003267, -0.003903703, -0.06769968, 0.10561507, -0.17234871, 0.1536697, -0.21829624, -0.017951855, -0.09118876, -0.22243726, 0.1614144, -0.024269601, 0.397888) * go_0(-1.0, 1.0); + result += mat4(0.06768992, -0.041342556, 0.07763352, -0.41787583, 0.031124283, 0.011633926, -0.0978459, 0.039305598, -0.41848403, -0.26259893, 0.28613627, 0.20371561, 0.58345675, -0.07080824, 0.19021916, 0.012531278) * go_0(0.0, -1.0); + result += mat4(-0.20584361, 0.20292012, 0.16911204, -0.11723318, -0.06905249, -0.12639555, 0.029861137, -0.69824475, -0.15893462, 0.03822974, 0.2365254, -0.18049008, -0.54079545, 0.05378836, 0.3731226, -0.4194168) * go_0(0.0, 0.0); + result += mat4(-0.16185144, 0.08044541, -0.11534125, -0.38361254, -0.18125655, 0.100682445, -0.17568061, 0.15932092, 0.4921224, -0.21809934, -0.4219327, 0.56603193, -0.11896117, 0.09941898, 0.060406428, -0.28055435) * go_0(0.0, 1.0); + result += mat4(-0.17914674, -0.039117515, -0.10780753, -0.0019961328, -0.118028656, 0.13673705, 0.09796823, 0.036670703, 0.23708504, -0.217638, 0.02271306, -0.08260663, -0.02218291, 0.25449663, -0.38577145, 0.2289155) * go_0(1.0, -1.0); + result += mat4(0.20697436, -0.08170284, -0.30875778, -0.091935694, -0.4299069, -0.048003297, 0.040368207, -0.11808018, 0.19754, -0.11251598, 0.27953205, 0.3021206, 0.45326826, 0.1854244, -0.29116857, -0.2648801) * go_0(1.0, 0.0); + result += mat4(-0.005043171, 0.1165916, 0.035544373, -0.11442216, -0.17139262, -0.050638396, -0.26463476, 0.11100485, -0.10001776, -0.21563227, -0.16391662, -0.054651123, 0.39844766, 0.1455794, 0.017547537, -0.39557946) * go_0(1.0, 1.0); + result += mat4(0.15157916, 0.18656601, -0.00782459, -0.038346134, -0.2450021, 0.047928028, -0.1472038, 0.2255333, -0.4334985, 0.08729366, 0.0846153, -0.30595127, -0.044211008, -0.08241214, -0.043064255, 0.4190449) * go_1(-1.0, -1.0); + result += mat4(0.05928101, -0.06261379, 0.038639594, 0.19335443, 0.07116561, -0.09511715, 0.2905441, 0.1801976, 0.26955184, -0.17377244, -0.1212788, 0.016638374, -0.22339019, 0.004929746, -0.09799133, -0.031665847) * go_1(-1.0, 0.0); + result += mat4(-0.18101548, 0.0012552696, -0.23048487, 0.112049505, -0.12021156, 0.14923924, 0.23487978, 0.09156211, 0.3823153, 0.19112724, -0.16386096, -0.33862537, 0.6392619, -0.074322194, -0.011328445, 0.010085967) * go_1(-1.0, 1.0); + result += mat4(0.14264163, -0.083046414, 0.05174603, -0.11164799, 0.5145514, 0.09971472, 0.07346141, -0.001808423, -0.26032692, -0.22621563, 0.055869855, 0.076288834, -0.010914596, 0.22231369, 0.10603505, -0.5869296) * go_1(0.0, -1.0); + result += mat4(0.5548472, 0.12401844, -0.23502155, 0.0061489646, 0.67039174, 0.05105186, -0.37961176, -0.15655631, 0.2625075, 0.0843665, 0.15801008, 0.09782913, -1.1630117, 0.5171362, 0.29586038, -0.08990771) * go_1(0.0, 0.0); + result += mat4(-0.5571424, -0.058150455, 0.07254807, -0.12936777, -0.12786071, 0.07129326, -0.241742, -0.08085487, -0.13637958, -0.22721592, -0.11745357, 0.112150125, -0.09672555, 0.27359635, -0.080746, -0.009863987) * go_1(0.0, 1.0); + result += mat4(0.030648582, 0.065971114, 0.067242995, 0.22608843, -0.17207222, 0.054914985, 0.03116957, -0.052851222, 0.0069969087, -0.006153292, 0.21847431, 0.057503276, 0.8095128, -0.21049567, -0.006439858, 0.08432311) * go_1(1.0, -1.0); + result += mat4(-0.042780217, -0.12338032, 0.05577247, -0.21822974, -0.17892684, 0.058537606, 0.080431335, -0.078834526, -0.31537804, -0.061866514, 0.023990609, -0.058277693, 0.097793244, -0.12215614, -0.13899407, 0.27879617) * go_1(1.0, 0.0); + result += mat4(0.008304607, 0.034395944, 0.17608953, -0.06544607, -0.24016827, -0.0677199, 0.12737678, -0.05233579, 0.16614896, -0.14099626, -0.022224577, 0.14793196, -0.012446621, 0.028061012, -0.1716129, 0.060556497) * go_1(1.0, 1.0); + result += mat4(0.5220798, 0.13444152, -0.2122427, -0.5736831, -0.20706674, 0.017248502, -0.028334714, 0.055140972, 0.33016387, -0.14287637, 0.01387342, 0.3571347, 0.28431186, 0.11765858, -0.01822439, -0.39872175) * go_2(-1.0, -1.0); + result += mat4(0.08728331, 0.23902069, -0.36302498, -0.16066715, -0.11230054, -0.13030538, 0.009534622, 0.048962418, 0.012431211, -0.20593752, -0.0013636881, 0.4360859, 0.04262531, 0.23974936, -0.094283335, -0.527438) * go_2(-1.0, 0.0); + result += mat4(0.030728528, -0.112231985, -0.009100498, -0.35143045, 0.16748357, 0.017510839, 0.03239966, 0.054478996, -0.17319912, -0.050375365, 0.089725465, 0.16103691, 0.10676163, -0.09278535, -0.05428266, -0.33354014) * go_2(-1.0, 1.0); + result += mat4(0.21258125, 0.04599829, -0.24325258, 0.029835198, 0.20194697, -0.07060258, 0.016639128, -0.3157998, 0.33405927, 0.060434584, -0.43728244, -0.062135965, 0.028998438, 0.11571891, -0.15109324, 0.07101858) * go_2(0.0, -1.0); + result += mat4(-0.40383798, -0.36821288, 0.19626383, 0.59001976, 0.32839507, 0.101678796, 0.10640573, -0.10071399, -0.02920735, -0.0077641695, -0.22367977, -0.05433425, 0.004730477, 0.23157004, -0.11481708, 0.061465364) * go_2(0.0, 0.0); + result += mat4(-0.08762416, -0.035775788, 0.26598835, 0.37357306, -0.11917872, 0.036915135, -0.19645864, -0.8743145, -0.51593053, 0.100978024, 0.06177629, -0.5311378, -0.09897961, -0.007981574, -0.14613442, 0.29796147) * go_2(0.0, 1.0); + result += mat4(-0.08169756, 0.10602942, 0.16290301, 0.08642245, 0.14126572, 0.0143537, 0.022076355, 0.12719934, -0.115588315, 0.018044261, 0.06112664, -0.17315914, -0.24815254, 0.07138127, 0.064938284, 0.30757383) * go_2(1.0, -1.0); + result += mat4(0.08658424, 0.04834558, 0.11189677, -0.11959915, 0.043204036, 0.0028814555, -0.27114293, 0.19655752, -0.06219229, -0.06335925, 0.001583622, 0.0003887524, -0.02551103, 0.1810684, -0.13473205, 0.41511175) * go_2(1.0, 0.0); + result += mat4(0.098328196, -0.15463813, -0.25395435, 0.057165585, 0.12112806, 0.047703095, 0.1736894, -0.571335, -0.08877221, 0.25854358, -0.12695095, 0.057413366, -0.098884575, -0.28365913, 0.09991636, 0.22292562) * go_2(1.0, 1.0); + result += mat4(-0.6112117, -0.010231417, -0.112239756, -0.07849118, 0.02083121, -0.034805223, 0.15247148, -0.12141691, 0.3277976, -0.06351269, -0.09261654, 0.48218137, -0.26786497, 0.18436286, 0.0026548437, -0.3494242) * go_3(-1.0, -1.0); + result += mat4(-0.095630266, 0.40209347, 0.037867773, -0.25989276, -0.011930034, 0.24516326, -0.0069997567, -0.3245564, -0.023615206, 0.15278822, -0.029383302, -0.7744169, 0.94101965, 0.056572374, 0.058212046, -0.061330616) * go_3(-1.0, 0.0); + result += mat4(0.081363745, -0.15472494, -0.34431493, 0.07395791, -0.055564385, 0.016541688, -0.08667468, -0.1444773, -0.2256494, -0.20606478, 0.4394829, 0.52758425, -0.5187416, 0.17331822, -0.27094364, -0.2181298) * go_3(-1.0, 1.0); + result += mat4(-0.287361, 0.16206776, 0.14063619, 0.13728833, -0.36886695, -0.08538228, 0.19503894, 0.11056105, 0.16406211, 0.01727046, 0.0871592, 0.07294414, 0.060550056, 0.061177608, -0.016883448, 0.30192128) * go_3(0.0, -1.0); + result += mat4(-0.33929467, 0.13435748, 0.115937024, 0.067573994, 0.009863674, 0.013138309, 0.30058098, 0.10597743, -0.17499073, 0.05588405, 0.005677747, 0.40934527, 1.1545268, -0.155579, -0.13197516, 0.15191454) * go_3(0.0, 0.0); + result += mat4(0.37388617, -0.08841946, -3.8818067e-05, -0.055153493, 0.10924964, 0.005106532, 0.2640823, 0.17689948, -0.078712486, 0.014336811, 0.13541687, -0.35125944, 0.25925586, -0.11574074, -0.05334974, 0.37477663) * go_3(0.0, 1.0); + result += mat4(-0.09378358, -0.02469048, 0.09498973, -0.14765818, -0.06543113, 0.052611325, -0.038409166, -0.10529152, -0.19401579, -0.16219963, -0.16643663, -0.33105713, -0.47642896, 0.3563738, 0.10123918, 0.0047903634) * go_3(1.0, -1.0); + result += mat4(-0.09347765, 0.13719639, 0.17906445, 0.20748247, 0.31409532, -0.033543803, -0.055865422, 0.20806772, -0.004353982, 0.15110697, -0.052026875, 0.04408309, -0.3727673, 0.08697647, 0.062118348, -0.12789507) * go_3(1.0, 0.0); + result += mat4(0.17479336, -0.15061922, -0.039640546, 0.041190077, -0.060928237, 0.17590441, 0.13194624, 0.05623478, -0.16385348, 0.09232265, 0.035934143, -0.1263174, -0.35249633, 0.15528975, 0.10165315, -0.20805833) * go_3(1.0, 1.0); + result += vec4(-0.016027294, -0.022314552, 0.29750827, 0.022724666); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.20217955, -0.1016539, -0.24689016, 0.026825983, -0.012303149, 0.016825393, 0.11242501, 0.1197403, -0.29600206, 0.27503014, -0.11554761, -0.051286228, -0.010749474, -0.0034162628, -0.07294611, -0.3771706) * go_0(-1.0, -1.0); + result += mat4(0.14065309, -0.20494242, 0.08172008, -0.24708536, 0.14010069, -0.0034903025, -0.13427053, 0.038706955, 0.14292285, -0.22876161, -0.08053654, -0.13691449, -0.32719252, 0.3200724, 0.41660982, 0.4663079) * go_0(-1.0, 0.0); + result += mat4(-0.40426278, 0.42029375, 0.2581085, -0.08178537, 6.6040986e-05, 0.051414035, -0.09223715, 0.09467653, 0.0022885685, -0.36213446, -0.22484992, 0.11228845, -0.266375, 0.47065213, 0.18022436, 0.018949319) * go_0(-1.0, 1.0); + result += mat4(0.0967041, -0.4762878, -0.48147273, -0.38028395, 0.0096386345, 0.038764592, 0.31412536, 0.11140124, -0.26849043, 0.5565519, 0.43003628, -0.4071856, -0.07576129, -0.1801822, -0.47469202, 0.20814487) * go_0(0.0, -1.0); + result += mat4(-0.00062698213, -0.7789418, 0.35716832, -0.02369097, 0.3586657, 0.0046842257, -0.1294594, -0.42827508, 0.1843683, -0.109799415, -0.03444211, -0.4856736, 0.20326613, -0.20637028, 0.043016884, 0.2611685) * go_0(0.0, 0.0); + result += mat4(-0.4074533, 0.11487311, 0.3276686, -0.002443473, -0.18050632, 0.36538202, 0.23752166, -0.21289061, 0.08633338, -0.30124283, -0.020832658, -0.02058489, -0.18569615, 0.47561193, 0.29504526, -0.37081027) * go_0(0.0, 1.0); + result += mat4(0.3032142, -0.05559384, -0.14362094, 0.4066231, -0.10048464, 0.123465545, 0.17526495, -0.05644113, 0.10546904, 0.04229368, 0.39113873, 0.31476578, -0.3210935, -0.2459354, -0.57513195, 0.42412075) * go_0(1.0, -1.0); + result += mat4(-0.012243576, 0.12146884, 0.07562772, 0.6030755, 0.11079806, -0.33577108, -0.34181613, -0.1494174, -0.03203171, 0.4393293, -0.28612396, 0.42938936, -0.043798693, -0.37709042, 0.26563555, -0.11072489) * go_0(1.0, 0.0); + result += mat4(0.046751764, 0.0035097478, -0.01897875, 0.02122587, -0.12605189, -0.41298488, -0.03824162, 0.51710933, -0.052696224, -0.2337075, -0.12560573, 0.33835718, -0.31342196, 0.51827186, 0.1890404, -0.03768498) * go_0(1.0, 1.0); + result += mat4(0.17229721, 0.062260006, 0.21993148, 0.075963624, 0.067087546, -0.20411918, -0.06633631, -0.05168393, -0.055554014, 0.07146849, -0.11320391, -0.5016039, -0.015768923, -0.029974159, 0.003875134, -0.7003569) * go_1(-1.0, -1.0); + result += mat4(-0.0693014, 0.23172057, -0.12445124, 0.10486695, 0.024282364, 0.104390465, 0.10902425, 0.044662107, -0.14725766, -0.12317419, -0.24799284, -0.5018698, -0.09759714, -0.08109111, -0.16864298, -0.21465865) * go_1(-1.0, 0.0); + result += mat4(-0.05006012, -0.091789775, -0.039711423, -0.025967857, 0.004903828, 0.27684125, 0.090259, 0.25723773, 0.25361672, -0.63184565, -0.2300667, -0.10245676, -0.43677995, 0.4948819, 0.23426977, 0.27520937) * go_1(-1.0, 1.0); + result += mat4(0.24944058, -0.2630142, 0.087730475, 0.14870866, -0.05221804, -0.11076067, -0.28590345, 0.30941877, 0.12329378, 0.0869489, 0.3449555, 0.26338112, 0.27513418, -0.34140083, -0.44811395, -0.32881838) * go_1(0.0, -1.0); + result += mat4(-0.2300291, 0.026097683, 0.011726505, 0.33332226, -0.24714379, -0.052737463, 0.16558985, 0.43402666, -0.040318843, 0.14610682, 0.32763618, 0.1530442, 0.46671808, -0.36680204, 0.30263212, 0.4588324) * go_1(0.0, 0.0); + result += mat4(0.04394229, 0.1959856, -0.23437811, -0.42994127, 0.2209785, 0.08641096, 0.059983835, 0.3301891, -0.20396693, 0.21257658, -0.17936775, -0.17046471, -0.3278646, -0.015171337, -0.39279112, 0.7612752) * go_1(0.0, 1.0); + result += mat4(-0.0721009, 0.03914034, -0.03603309, 0.0032750098, 0.02849652, -0.22286695, -0.21038975, -0.5404214, -0.09446682, 0.13351013, 0.19801673, 0.3039991, 0.06969349, 0.47980356, 0.4956948, -0.22736946) * go_1(1.0, -1.0); + result += mat4(0.10723219, -0.23137522, -0.12172196, 0.041468218, -0.07041226, 0.06390648, 0.14080569, -0.35228798, 0.07642974, -0.13615544, -0.039689478, 0.07113939, 0.28258353, 0.060358338, 0.17336333, -0.2321431) * go_1(1.0, 0.0); + result += mat4(-0.17947374, 0.03477672, 0.14946933, -0.27187726, 0.18819115, 0.032378223, 0.0020400453, -0.48512584, -0.12591578, -0.1212832, -0.116236545, 0.045565434, -0.15292491, -0.24064177, -0.10086153, 0.23591255) * go_1(1.0, 1.0); + result += mat4(-0.106525, -0.12032337, 0.17431536, 0.0052562207, -6.420632e-05, -0.01623248, -0.08095955, -0.13127506, 0.27539784, -0.31894428, 0.08169528, 0.062290672, -0.18432364, 0.21473673, -0.025179744, 0.094855726) * go_2(-1.0, -1.0); + result += mat4(-0.31541437, -0.24790616, 0.013607132, 0.039480396, -0.122884266, 0.19012398, 0.09748719, -0.09533564, -0.292556, 0.18304445, -0.1432241, 0.1381094, 0.21733786, -0.18149674, -0.1615431, 0.03368751) * go_2(-1.0, 0.0); + result += mat4(0.28429464, -0.40165743, -0.26162243, -0.02550708, 0.08182439, -0.142696, -0.029649947, 0.047006324, -0.041352388, 0.45716748, 0.14035358, -0.0074519147, 0.30095938, -0.4907558, -0.19573994, -0.0730125) * go_2(-1.0, 1.0); + result += mat4(0.015484458, 0.18262957, 1.1304622, 0.13020717, 0.08094596, -0.041125435, -0.011831079, 0.016813423, 0.27810735, -0.64546406, -0.09420503, 0.30469316, -0.298747, 0.56795603, 0.42592815, 0.31302226) * go_2(0.0, -1.0); + result += mat4(0.04343304, -0.4498391, -0.5037316, 0.19293165, -0.53385746, 0.33699542, 0.27228716, -0.19133756, -0.32839635, 0.35161376, 0.2137489, 0.38544926, -0.25985554, 0.20467313, 0.19342346, 0.20128295) * go_2(0.0, 0.0); + result += mat4(0.22484256, -0.23751211, -0.30022943, 0.051273867, -0.007936754, -0.68916345, -0.71587783, -0.1656445, -0.097008295, 0.10184849, -0.051216517, -0.3001333, 0.44228783, -0.3494149, -0.3600727, 0.061474547) * go_2(0.0, 1.0); + result += mat4(-0.1976335, 0.11761563, 0.25485405, -0.24935004, 0.21836887, -0.0373093, -0.06946182, 0.049853157, -0.19294016, 0.027994758, -0.7352471, -0.40208367, -0.29396078, 0.27974385, 0.23464991, -0.21713316) * go_2(1.0, -1.0); + result += mat4(0.11203325, -0.07249998, 0.03275291, -0.5243432, 0.027975427, 0.65923446, 1.1487273, 0.13650933, 0.18981944, -0.41047823, 0.24949239, -0.038735647, -0.16338153, 0.19802837, 0.2097514, -0.15370321) * go_2(1.0, 0.0); + result += mat4(0.05246577, -0.10527885, -0.023790307, 0.02944672, 0.21446787, 0.22428256, -0.30655965, -0.4283235, 0.073304355, 0.2829255, 0.30902624, -0.14685656, 0.24827917, -0.33014455, -0.32007882, -0.20629856) * go_2(1.0, 1.0); + result += mat4(-0.08960087, 0.0050927363, -0.30011386, -0.047652043, -0.094598204, 0.11405335, 0.06829049, 0.059407845, -0.022997437, -0.106863946, 0.07900994, 0.44502714, 0.15836091, -0.066640936, 0.15023214, 0.54916424) * go_3(-1.0, -1.0); + result += mat4(-0.06162481, -0.3285692, -0.022469657, -0.11277432, -0.09067458, 0.030319816, -0.14839767, -0.23583637, 0.06760135, -0.028171305, 0.014077104, 0.35498118, -0.025291484, 0.24540594, -0.017083582, 0.28348377) * go_3(-1.0, 0.0); + result += mat4(0.17504841, 0.060240712, 0.17431584, 0.16914812, 0.06998317, -0.30380917, -0.09968582, -0.30383462, -0.4403573, 0.78940177, 0.020485763, 0.27871025, 0.6351977, -0.37790725, -0.22219525, -0.4110773) * go_3(-1.0, 1.0); + result += mat4(-0.08675536, 0.27092165, -0.058764063, 0.20293204, 0.009523148, 0.09759644, 0.32254717, -0.48095647, -0.23190324, -0.12567216, -0.44106624, -0.30251557, -0.29637465, 0.16701616, 0.039250236, 0.20024182) * go_3(0.0, -1.0); + result += mat4(-0.12002944, 0.13862704, 0.17594223, -0.044401992, 0.36661845, -0.038946245, -0.29144734, -0.033288293, -0.48884743, 0.08073716, -0.31537253, 0.1283542, -0.5425199, 0.19174723, 0.15365373, -0.14512973) * go_3(0.0, 0.0); + result += mat4(0.15586664, -0.16834132, 0.05371874, 0.36174223, -0.15587626, -0.0017205992, 0.02366499, -0.13222694, 0.27792883, -0.20452052, 0.07238269, -0.6005766, 0.45729572, -0.057850257, 0.3978193, -0.42369977) * go_3(0.0, 1.0); + result += mat4(0.0125904465, -0.28701517, -0.06483255, -0.36696205, 0.0041157743, 0.16688906, 0.16022897, 0.32454333, 0.24528491, -0.22117196, -0.15657167, -0.27925336, -0.21296152, -0.27980646, -0.35671264, 0.1338135) * go_3(1.0, -1.0); + result += mat4(-0.09333434, 0.2844371, -0.0012270715, -0.08979275, -0.06961038, -0.011850921, -0.14248405, 0.69844127, -0.39664406, -0.024479598, 0.055128384, -0.44450662, -0.2171763, -0.027311027, -0.22850873, 0.21512528) * go_3(1.0, 0.0); + result += mat4(0.05754468, -0.06023853, -0.10660665, 0.001042397, -0.0098680295, -0.020704228, 0.022198498, 0.22380444, 0.2768453, -0.0008279344, 0.026585666, -0.4575448, 0.25150645, 0.11999355, 0.12135898, -0.39513355) * go_3(1.0, 1.0); + result += vec4(0.025650544, 0.03663525, -0.016599739, 0.0293095); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.04035504, 0.24661791, 0.16603021, -0.14574075, 0.016028887, 0.23053943, -0.01308933, -0.13217592, 0.14422223, 0.046401497, 0.31343204, -0.018826274, -0.13334458, -0.13250591, -0.19680983, 0.023520457) * go_0(-1.0, -1.0); + result += mat4(-0.18644534, 0.16142415, -0.10263999, -0.1785358, 0.1524165, -0.096029095, 0.044161733, 0.040999066, -0.024374438, 0.007344798, -0.011679108, -0.01964757, -0.17767182, 0.05571244, 0.027234446, 0.043839652) * go_0(-1.0, 0.0); + result += mat4(0.04718799, -0.044331063, 0.13524447, -0.067815036, 0.11796701, 0.19663425, -0.10252262, -0.10110826, -0.12611324, 0.10640568, 0.19015492, -0.05703842, -0.2498106, 0.06150599, -0.16034353, 0.023444213) * go_0(-1.0, 1.0); + result += mat4(-0.27109948, -0.2330959, -0.24654478, -0.13645583, -0.30987036, -0.09328997, -0.047055356, -0.008120827, 0.12002382, -0.052843675, -0.024162116, -0.07013582, -0.21204828, 0.24816163, -0.048868638, -0.020213706) * go_0(0.0, -1.0); + result += mat4(-0.36924088, 0.19141299, -0.0596671, 0.05201207, 0.042457893, -0.14713997, 0.06199918, 0.3931451, 0.08613402, -0.07767505, -0.22640567, 0.139795, -0.080966346, 0.24099334, -0.1484309, -0.18542144) * go_0(0.0, 0.0); + result += mat4(-0.24846043, 0.04992665, 0.01550666, -0.07386302, -0.033128314, -0.109518744, -0.0131575465, 0.093934394, -0.10481641, -0.21640164, -0.042719785, -0.119751304, -0.14406851, -0.09887475, 0.0551473, 0.1988483) * go_0(0.0, 1.0); + result += mat4(0.005014479, -0.028502205, 0.056643553, 0.22005746, -0.109462686, -0.063529275, 0.068870015, -0.09086573, -0.20329769, 0.062993504, 0.012298516, -0.09511996, -0.070928045, -0.084570564, 0.030517094, 0.0666073) * go_0(1.0, -1.0); + result += mat4(-0.23140994, -0.14801921, 0.10917109, 0.04020163, -0.124175526, -9.252112e-05, -0.10079859, -0.08308403, -0.15703133, 0.12351128, -0.062012766, 0.012078454, 0.017588409, -0.19278778, -0.011159341, -0.019345049) * go_0(1.0, 0.0); + result += mat4(-0.13358298, -0.13400944, -0.04192524, 0.05254761, 0.090020865, 0.204023, -0.017487295, -0.103140116, -0.0635867, -0.04658558, 0.017988916, -0.095914505, 0.0028000565, 0.1542994, 0.02950823, 0.04616086) * go_0(1.0, 1.0); + result += mat4(-0.05432518, -0.0111842025, -0.0062327827, -0.033791576, 0.09963238, -0.007702412, 0.107363395, -0.0002620659, -0.03530006, -0.17219695, 0.20868061, 0.097935446, -0.08475756, -0.039234992, -0.13846119, 0.062036924) * go_1(-1.0, -1.0); + result += mat4(0.01616353, -0.12863919, 0.15521172, 0.097896874, 0.033820298, -0.05146636, 0.02785997, -0.09073786, -0.09372875, 0.06929703, -0.0107195005, 0.018365687, 0.0868831, 0.0070242505, -0.040582743, -0.07992907) * go_1(-1.0, 0.0); + result += mat4(-0.07650785, -0.072560616, 0.01351836, 0.07111899, -0.022031955, -0.010699844, -0.061331112, -0.18606193, 0.016390545, -0.013820923, 0.024161916, 0.05317417, -0.023394106, -0.12722068, -0.2521299, -0.0032620258) * go_1(-1.0, 1.0); + result += mat4(0.09762331, 0.062247284, -0.07981863, 0.048026998, 0.052663904, 0.1488446, -0.0859117, 0.081166595, 0.06321994, 0.10102734, -0.08696909, 0.018006293, 0.10951873, 0.11635254, -0.073152475, 0.021577666) * go_1(0.0, -1.0); + result += mat4(0.13631535, 0.09643497, 0.06995556, -0.012752857, 0.16278613, 0.015534217, 0.108511776, 0.14669219, 0.008778259, 0.16631478, 0.060034137, -0.16236681, -0.05978258, 0.062230766, -0.33324954, -0.02387315) * go_1(0.0, 0.0); + result += mat4(-0.26835418, -0.05078421, -0.038090322, -0.01212539, 0.0064360583, -0.09849181, 0.055596586, -0.049771946, -0.060680225, 0.11777931, 0.0092843445, -0.0003092349, -0.054714512, -0.036983784, 0.080890685, 0.01171634) * go_1(0.0, 1.0); + result += mat4(-0.095172614, -0.00536103, 0.024565516, 0.15711878, -0.054901525, -0.11539277, -0.0537201, 0.035690263, -0.012858618, 0.0074576396, -0.09323002, 0.0212987, 0.057625733, -0.028343642, 0.09287552, 0.17583063) * go_1(1.0, -1.0); + result += mat4(0.039239723, 0.08689648, -0.09737909, -0.030164383, -0.16954574, -0.19429989, -0.008026096, -0.009319319, 0.050411783, 0.003132383, -0.032023713, -0.044580568, 0.05639381, 0.26383185, -0.11680319, 0.20925997) * go_1(1.0, 0.0); + result += mat4(-0.1350493, 0.066753425, -0.07848042, -0.07173146, -0.09169151, -0.02280378, 0.014779426, 0.08916784, -0.09334288, -0.081331305, -0.06598685, -0.023294056, 0.13236979, 0.32240087, -0.05203544, -0.035413966) * go_1(1.0, 1.0); + result += mat4(0.026199203, 0.0204687, -0.070584424, -0.021580774, 0.118979365, 0.0988867, -0.14607596, 0.13370356, -0.0843717, 0.08955508, -0.035913162, -0.039743375, 0.03797019, -0.057666034, 0.09423923, 0.07839171) * go_2(-1.0, -1.0); + result += mat4(0.2348814, 0.0213994, 0.07450211, -0.003232845, 0.09450214, 0.014603701, 0.025057215, 0.048732072, -0.20320013, 0.02525451, -0.26879773, -0.21511178, 0.08866451, -0.046766516, -0.13612792, -0.09785279) * go_2(-1.0, 0.0); + result += mat4(-0.12481913, -0.12849878, -0.016158326, 0.025934998, 0.022762675, -0.011452937, -0.08533328, 0.06363569, 0.14518197, 0.23348686, 0.095732406, -0.19029738, 0.05512797, 0.02524934, 0.05958946, 0.06717244) * go_2(-1.0, 1.0); + result += mat4(0.061521348, -0.16622357, -0.08235146, -0.06429693, 0.03720797, 0.20682053, -0.08594098, 0.07171474, 0.0014226728, -0.07034602, -0.09734637, 0.03378296, 0.16466366, -0.10899766, -0.003239979, -0.015122078) * go_2(0.0, -1.0); + result += mat4(0.16695042, -0.1315729, 0.09122205, 0.07520023, -0.09821882, 0.035185304, -0.06842167, -0.011763841, -0.09345794, 0.15259263, -0.39355028, -0.3891075, 0.18299462, 0.06755557, -0.027738906, 0.013310929) * go_2(0.0, 0.0); + result += mat4(0.033140916, -0.027768493, -0.02067478, -0.06325463, -0.09894021, -0.20934165, -0.015428146, 0.12136887, 0.046120573, -0.071947254, 0.028421128, 0.06357571, 0.13145766, 0.04536773, 0.044150203, -0.10509899) * go_2(0.0, 1.0); + result += mat4(-0.10988508, 0.112615995, 0.1751226, 0.02660734, 0.08398276, 0.12926741, 0.2084611, 0.15119243, 0.028835213, -0.039361596, 0.0034648806, 0.029079277, -0.00217732, 0.06629454, -0.07294264, 0.023904502) * go_2(1.0, -1.0); + result += mat4(-0.013733941, -0.19174497, 0.106097385, 0.13108249, -0.02342723, -0.314217, 0.070849575, 0.0720347, -0.12744898, -0.065455206, -0.15339097, 0.022219827, -0.016159452, 0.010578856, 0.08105944, -0.05987952) * go_2(1.0, 0.0); + result += mat4(0.23217027, 0.05277337, 0.071452655, -0.10689918, -0.031163886, 0.1281398, -0.046946436, -0.027713988, -0.03565471, 0.08120484, -0.04330698, 0.07295522, 0.1321532, -0.03170989, 0.016022692, 0.121839166) * go_2(1.0, 1.0); + result += mat4(0.00410671, -0.04678445, 0.18113981, 0.05987472, 0.21671912, -0.34416708, 0.2037898, 0.15413988, -0.115338616, -0.06392024, 0.13700303, -0.033065956, -0.018238343, 0.1134282, 0.1275314, -0.019762916) * go_3(-1.0, -1.0); + result += mat4(-0.11894926, -0.029414194, 0.18244646, 0.217531, 0.07504621, 0.024808811, 0.23533674, -0.022842843, 0.05035676, -0.011317847, 0.7755237, 0.14858165, -8.2921815e-08, -0.04540463, 0.11160265, -0.0009788543) * go_3(-1.0, 0.0); + result += mat4(-0.14826688, -0.097891875, -0.13205692, -0.059139438, -0.13794315, -0.2652887, -0.11130958, -0.05137257, -0.1176455, -0.1548706, -0.10306716, 0.21789181, -0.009209018, 0.011220653, 0.01963476, 0.012935865) * go_3(-1.0, 1.0); + result += mat4(0.11714751, 0.15236345, 0.13536146, 0.044848517, 0.34835097, 0.13658829, 0.36627477, -0.27132225, -0.3091611, 0.20383716, 0.30317453, 0.08233188, -0.07287086, -0.048854213, 0.14926453, 0.033089206) * go_3(0.0, -1.0); + result += mat4(0.06970943, -0.11879602, -0.04682354, 0.06618747, 0.22552045, -0.13497396, 0.08345175, -0.255251, 0.15757652, 0.069464825, 0.37833855, -0.2546535, -0.16741769, -0.0860299, -0.0130390655, 0.09818734) * go_3(0.0, 0.0); + result += mat4(-0.07983536, 0.06403843, -0.07103762, -0.08339309, -0.055773012, 0.009426009, -0.12089462, -0.16594686, -0.11570191, -0.15629323, 0.054537755, 0.1888691, -0.13647257, -0.020126633, -0.17405704, -0.26438174) * go_3(0.0, 1.0); + result += mat4(-0.11210597, -0.020617625, -0.13101855, -0.17561626, -0.043740314, 0.23093803, -0.016813299, 0.09149021, 0.18216842, -0.043552347, 0.023779068, -0.10780718, -0.016673947, 0.14319964, -0.028260237, -0.124928825) * go_3(1.0, -1.0); + result += mat4(-0.03160608, -0.2333736, -0.13623776, -0.026613101, -0.26093182, 0.0132271405, 0.13844319, -0.02270748, 0.10522583, 0.18912983, 0.073725015, -0.27355325, -0.0055876593, 0.16790742, -0.07568777, 0.06618935) * go_3(1.0, 0.0); + result += mat4(0.022589413, 0.07764155, 0.07209622, -0.056753542, 0.0568345, -0.16099633, -0.1312878, 0.02636607, -0.21696982, -0.059245802, -0.08554336, 0.14966543, -0.059751473, -0.12615988, -0.04726769, 0.05051841) * go_3(1.0, 1.0); + result += mat4(0.08186889, 0.08205334, 0.023400525, -0.014372715, -0.32853618, 0.20950803, -0.13900198, 0.033662543, 0.22546336, 0.51378864, 0.25709614, 0.0690995, 0.024139842, 0.06293423, -0.016842663, -0.0019389848) * go_4(-1.0, -1.0); + result += mat4(0.08322223, 0.20575687, -0.12917835, -0.051425036, -0.10029536, 0.020689568, -0.62112635, -0.15488598, -0.12642258, 0.27025947, -0.10352515, -0.094899215, -0.07861278, -0.008126564, -0.36391425, 0.012501281) * go_4(-1.0, 0.0); + result += mat4(0.09727261, 0.2485468, 0.032302193, -0.056679122, -0.30999616, -0.15299593, -0.023860209, -0.016379328, 0.20444955, 0.24193929, -0.047571138, -0.13646403, 0.07320446, 0.11940953, 0.081255615, -0.024622988) * go_4(-1.0, 1.0); + result += mat4(-0.012735532, -0.0026588705, 0.049573418, -0.03732182, -0.550759, -0.19040847, -0.092085555, 0.050688766, 0.05871898, 0.65302145, 0.0486849, -0.015391376, -0.088805616, -0.1919315, -0.18541074, 0.064208336) * go_4(0.0, -1.0); + result += mat4(-0.25550497, 0.076505475, -0.0033188355, 0.05434708, -0.6988797, -0.44051754, -0.7110294, -0.6219069, -0.18371364, 0.03994295, 0.22495036, 0.2654511, 0.039869636, -0.0014285883, -0.3385523, 0.03384559) * go_4(0.0, 0.0); + result += mat4(0.12577426, 0.18141976, 0.017276304, -0.030196752, -0.3411355, -0.051372755, -0.4402098, -0.2307844, 0.2475909, 0.042480852, -0.13148455, 0.08761176, 0.09051365, 0.04634071, -0.1398518, -0.09816492) * go_4(0.0, 1.0); + result += mat4(0.082957186, 0.20064567, -0.0039741206, -0.101500906, -0.11700493, 0.029862897, -0.12905416, 0.2396674, -0.0837802, 0.53440446, -0.044294536, -0.03571166, 0.043897923, -0.052617326, -0.15071645, 0.032061413) * go_4(1.0, -1.0); + result += mat4(-0.11662253, 0.11108744, 0.15453078, 0.07819891, -0.25460127, -0.8427337, -0.07924075, 0.060776, -0.07543319, 0.1565062, -0.12689075, -0.053272385, -0.19933213, -0.020827955, 0.013956402, 0.21194445) * go_4(1.0, 0.0); + result += mat4(-0.0043281335, -0.024467073, 0.051124696, 0.08090264, -0.30834627, -0.67489, 0.2619303, 0.23885296, 0.20223773, 0.23991251, 0.01228539, -0.077657975, 0.025452869, -0.03739561, 0.042129666, 0.11460913) * go_4(1.0, 1.0); + result += mat4(0.06228207, -0.14803374, 0.010911389, 0.09355621, 0.023043629, 0.031996407, -0.055188306, -0.014802153, -0.019913547, 0.049278714, -0.08680487, -0.109947994, 0.0075249076, 0.05728937, -0.23096122, -0.14276639) * go_5(-1.0, -1.0); + result += mat4(-0.13976647, -0.06370508, -0.103730015, 0.036839988, -0.034798823, 0.10165849, -0.22992481, -0.22844586, -0.09660402, -0.00035895672, 0.043261856, -0.048690017, 0.07580462, -0.076795, 0.104297355, 0.064719155) * go_5(-1.0, 0.0); + result += mat4(0.20086232, 0.21900544, 0.100586765, -0.1263965, 0.08518987, 0.07015036, 0.1540687, -0.027686164, -0.2645977, -0.21961495, -0.049981266, 0.04538352, 0.07476041, 0.015029907, -0.0283461, -0.06752002) * go_5(-1.0, 1.0); + result += mat4(0.025824754, 0.009975207, -0.09909158, -0.007285313, 0.018532153, -0.17034489, -0.22879048, 0.11958223, -0.02237275, -0.039665785, 0.10340932, -0.035260696, -0.044261284, -0.08655165, -0.106472224, 0.050346926) * go_5(0.0, -1.0); + result += mat4(-0.088629484, -0.03668536, -0.09841912, -0.026597997, -0.053007387, 0.10285643, -0.21886663, -0.16486467, -0.06485831, -0.16549312, 0.09329481, 0.019519072, 0.125703, 0.04451335, -0.057531886, 0.016026434) * go_5(0.0, 0.0); + result += mat4(0.1822173, -0.050538287, 0.13174933, 0.12418439, 0.089775965, 0.20749187, -0.027725866, -0.19011584, -0.08552012, 0.0063636974, -0.09168926, -0.30534875, 0.06661879, -0.06904948, -0.030606193, 0.11095211) * go_5(0.0, 1.0); + result += mat4(0.105299786, -0.35318968, -0.09098853, -0.0369341, 0.0002527501, -0.0522018, -0.09358501, -0.045713484, 0.0027285013, 0.048836533, 0.13147967, -0.048738208, 0.059378657, -0.10914055, 0.11926634, 0.075568035) * go_5(1.0, -1.0); + result += mat4(0.2516043, -0.24786504, -0.10248864, -0.0040028943, 0.02035929, 0.21344659, -0.18807223, -0.15342413, 0.10871073, 0.084864154, 0.1361142, 0.0115587525, 0.11032122, -0.12804365, -0.11517307, 0.029220797) * go_5(1.0, 0.0); + result += mat4(0.0013311467, 0.031627458, -0.07854846, -0.057380144, -0.058437843, -0.034605294, 0.088147335, 0.03749221, 0.018598026, 0.017132863, 0.0018768669, -0.04457343, 0.03682849, -0.055201598, -0.0021610786, -0.08538003) * go_5(1.0, 1.0); + result += vec4(0.12639354, -0.013081255, 0.0065587023, 0.046620134); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.011583964, -0.039870065, -0.15999149, 0.08675985, 0.08109101, -0.1879774, 0.19331096, -0.4534524, -0.12586977, 0.011471076, 0.19720814, -0.1143906, 0.07553728, -0.056127805, 0.1635918, -0.17931661) * go_0(-1.0, -1.0); + result += mat4(0.067819625, -0.21503527, 0.09939146, -0.07270988, -0.059113953, -0.049392458, 0.28810808, -0.14547947, -0.12949272, -0.0024433902, 0.38158932, -0.07837205, -0.036141198, 0.15529773, -0.11398279, -0.13650618) * go_0(-1.0, 0.0); + result += mat4(-0.033942446, -0.031523492, 0.088098265, -0.20998281, -8.739418e-06, 0.176242, -0.0481297, 0.052109815, 0.081447944, -0.14213382, 0.277246, -0.11737086, -0.13384427, -0.0008667019, 0.14954486, 0.12667161) * go_0(-1.0, 1.0); + result += mat4(-0.19201736, 0.12778927, -0.038250033, -0.5468646, -0.0061836247, 0.18480751, 0.044333503, 0.26007488, -0.20757933, 0.19695, -0.29442382, -0.22411272, 0.004405764, -0.034501124, 0.057751704, -0.03413746) * go_0(0.0, -1.0); + result += mat4(0.24880652, 0.1541801, -0.012062207, -0.6005811, -0.14904043, 0.05525859, -0.10741317, 0.1890063, -0.035635296, 0.3005301, -0.2797406, 0.8594579, 0.07482009, -0.10378448, 0.08236929, -0.26407042) * go_0(0.0, 0.0); + result += mat4(0.0073660286, -0.26556304, -0.1433165, 0.25972745, 0.23314878, 0.027763477, -0.11621574, -0.21574795, 0.24350981, -0.006988954, -0.02177087, -0.13037811, -0.1166682, 0.17278492, 0.08241569, 0.51040107) * go_0(0.0, 1.0); + result += mat4(0.13853693, -0.06968601, 0.12298946, 0.017782336, 0.012372836, 0.027876694, -0.27880472, -0.18076333, -0.0397836, 0.2420896, 0.038473837, -0.1555481, 0.04083059, -0.073141545, 0.14184499, 0.30984175) * go_0(1.0, -1.0); + result += mat4(-0.3133015, -0.09274826, 0.13639203, 0.10206795, -0.08598331, 0.03450585, 0.19280651, -0.08538865, -0.008546558, -0.07174769, -0.20052853, -0.24860515, -0.1470964, -0.22390126, 0.07744998, -0.002739885) * go_0(1.0, 0.0); + result += mat4(-0.006748567, 0.07274748, 0.092211284, 0.14483126, -0.11027929, 0.1201977, -0.04872484, -0.16433857, 0.044397447, -0.21384367, 0.03269424, 0.10942982, 0.04403927, 0.010967787, -0.040405788, -0.03232669) * go_0(1.0, 1.0); + result += mat4(-0.008280273, 0.024787866, 0.037189875, 0.03429621, -0.14698292, 0.094748855, 0.11563344, -0.073624834, -0.029853089, 0.07087531, -0.05736988, 0.11237037, -0.04985742, 0.056539766, -0.020783758, 0.12329614) * go_1(-1.0, -1.0); + result += mat4(-0.03344095, -0.0073405057, 0.05190122, 0.12998703, -0.048184916, -0.13144512, 0.031402104, 0.43577522, 0.112474926, -0.08905257, 0.10081381, -0.014079196, 0.09510892, -0.03853581, -0.20324658, 0.1589196) * go_1(-1.0, 0.0); + result += mat4(0.034226835, -0.038741812, -0.020816153, -0.13061026, -0.020475632, -0.16419771, -0.0076826485, -0.04103266, -0.0056703947, 0.06705962, 0.026199229, -0.019306373, -0.0067688744, -0.07038936, -0.104216576, 0.12684165) * go_1(-1.0, 1.0); + result += mat4(-0.008213376, -0.10455055, 0.04212865, 0.05025464, -0.07784179, 0.018042147, -0.023232944, 0.25375158, -0.009442334, -0.07854094, -0.040824052, 0.09969908, -0.07734574, 0.010816756, -0.098997355, 0.22808696) * go_1(0.0, -1.0); + result += mat4(-0.09186444, -0.070967846, -0.18332118, -0.13047308, 0.07874793, 0.49928188, -0.19095366, -0.5786626, -0.076766655, 0.00328989, -0.027825667, -0.46311954, 0.18953162, 0.0067680115, -0.39336485, 0.21162145) * go_1(0.0, 0.0); + result += mat4(0.067058854, 0.097902276, 0.11048054, 0.08798107, 0.24173008, -0.09251265, 0.040146023, 0.051595293, -0.024550369, -0.054440435, 0.002777188, 0.10740609, 0.12708955, -0.1126051, 0.08698823, -0.22985286) * go_1(0.0, 1.0); + result += mat4(0.009401559, -0.00019733842, -0.0391449, 0.07650643, 0.117760375, -0.16319785, -0.042495195, -0.23318908, 0.024536118, 0.12618859, -0.011912352, 0.09087688, -0.2767169, -0.044689544, 0.18786801, -0.020456426) * go_1(1.0, -1.0); + result += mat4(-0.034666687, -0.037431296, -0.12936176, -0.20454895, -0.30241257, -0.019945377, 0.01616507, 0.13762684, 0.055600353, -0.01146059, -0.013451368, 0.16529311, 0.42141652, 0.17878959, -0.322346, -0.2869838) * go_1(1.0, 0.0); + result += mat4(0.00015858973, -0.026061518, 0.056444857, 0.0891557, 0.08452023, -0.118858494, 0.052117698, 0.10851732, -0.0738216, -0.021903642, 0.041175738, -0.0327392, 0.5465747, -0.22983976, -0.2643581, -0.41978332) * go_1(1.0, 1.0); + result += mat4(-0.071339466, 0.20363729, -0.12277878, -0.18987495, -0.076909326, 0.040142104, 0.19751047, 0.09099594, 0.05504884, 0.010637861, -0.07010218, 0.016844785, -0.0025642936, -0.07132042, -0.0058730873, 0.114345245) * go_2(-1.0, -1.0); + result += mat4(-0.12181514, 0.09113612, -0.011027632, 0.1210622, -0.11706013, 0.03866967, -0.3818603, 0.071857385, 0.10714353, 0.05537742, -0.44725725, 0.03664743, 0.13571225, -0.13654736, -0.05921695, -0.023738123) * go_2(-1.0, 0.0); + result += mat4(-0.023582853, 0.09176081, -0.021919282, -0.010129313, 0.031890567, -0.07508517, -0.08540747, 0.05653626, 0.05514676, -0.0798297, 0.18732204, -0.030211389, -0.10890019, -0.0084348805, -0.027744634, 0.08252744) * go_2(-1.0, 1.0); + result += mat4(0.46878332, 0.26391587, 0.1209319, 0.20555447, -0.14922385, 0.051061515, -0.098676264, -0.79184246, -0.013350073, -0.08962262, 0.13399342, 0.06365851, -0.14557728, -0.06463198, -0.08577713, 0.013490423) * go_2(0.0, -1.0); + result += mat4(0.09800499, 0.20487864, 0.04297167, -0.17064336, -0.18083592, 0.07161958, -0.25937584, 0.2956417, -0.06518691, -0.041915365, 0.2427435, -0.27577895, 0.042372942, 0.012740312, 0.1629995, -0.068871476) * go_2(0.0, 0.0); + result += mat4(-0.09425951, -0.0002062786, 0.23311934, -0.006410014, -0.12866448, 0.007478842, -0.033752777, 0.25421995, -0.083972536, 0.23449679, -0.010915457, 0.028103303, -0.034862384, -0.1672906, -0.018962707, -0.18321303) * go_2(0.0, 1.0); + result += mat4(0.07923952, -0.008543305, 0.034679245, -0.11071784, -0.18627429, 0.003675945, 0.0069275787, -0.044213627, -0.006995472, 0.048261233, -0.06831886, 0.08082691, 0.09143829, 0.016518226, -0.05343353, -0.059744157) * go_2(1.0, -1.0); + result += mat4(-0.068577155, 0.07070798, 0.012206329, 0.060340866, -0.15496197, -0.048976723, 0.1804755, 0.023005864, 0.10723597, -0.11200869, -0.09880576, 0.04989044, 0.022357088, -0.037169944, 0.07880648, 0.072531044) * go_2(1.0, 0.0); + result += mat4(0.18387286, 0.03215834, -0.14121926, -0.10857612, -0.052505493, 0.04517108, -0.011841349, 0.004303513, 0.106845826, 0.15006103, 0.08652394, 0.08490524, -0.061379727, 0.08679647, -0.040883318, 0.08898481) * go_2(1.0, 1.0); + result += mat4(-0.23395903, 0.14408536, 0.06144857, -0.6685949, 0.031935096, 0.12004766, 0.26079124, -0.029172074, -0.03897466, 0.15112093, -0.07277923, 0.03711819, 0.16760348, 0.0568828, -0.065560065, 0.00956802) * go_3(-1.0, -1.0); + result += mat4(-0.04025016, 0.1942882, 0.3924612, -0.04801865, -0.00043523984, 0.14166853, 0.07607167, 0.08827246, -0.013007562, 0.2740378, 0.17477411, -0.12968275, -0.049680926, -0.050259456, 0.45260057, -0.577762) * go_3(-1.0, 0.0); + result += mat4(0.14644562, 0.031796087, -0.09817545, 0.20418191, -0.0067933775, 0.056546275, -0.21122308, 0.0013088459, -0.01669626, -0.06921733, -0.036989935, -0.011311058, -0.13346042, 0.058525432, -0.20613761, 0.20606859) * go_3(-1.0, 1.0); + result += mat4(0.030689783, -0.044584632, -0.1423556, 0.46852973, 0.1544211, 0.09648401, -0.02908366, 0.20236433, -0.209728, 0.14151458, 0.043298278, -0.09896984, -0.010364637, 0.105616786, 0.015112407, 0.1621763) * go_3(0.0, -1.0); + result += mat4(0.26286677, -0.18297276, -0.008437637, 0.23164693, -0.17953826, 0.0068245744, 0.3154146, 0.013059944, 0.01976866, 0.23886378, -0.41287166, 0.5972539, -0.096666135, -0.041894518, 0.09390394, 0.21449414) * go_3(0.0, 0.0); + result += mat4(-0.10464677, 0.13162361, 0.15632801, -0.08477776, 0.019359391, 0.011527983, 0.1291731, -0.23251401, 0.12450163, -0.109221414, -0.15897743, -0.14652708, -0.20315395, -0.14564586, 0.020215273, -0.32138833) * go_3(0.0, 1.0); + result += mat4(0.0016461449, -0.019713728, 0.0021448475, 0.23474461, -0.023654517, 0.3125121, -0.14093982, 0.029511975, -0.06882552, -0.055134527, 0.08678149, 0.16168617, 0.056411985, -0.003294866, -0.086585745, -0.08039331) * go_3(1.0, -1.0); + result += mat4(0.025475128, -0.13736734, -0.23040788, -0.14943235, 0.105925016, 0.035434112, -0.3531705, -0.08996714, 0.16017611, 0.32583725, -0.0015653507, -0.20779954, 0.052627537, 0.15831038, -0.04017022, 0.17487001) * go_3(1.0, 0.0); + result += mat4(-0.02480846, -0.007830464, -0.0036758396, -0.23093869, 0.09558813, -0.114281885, 0.031678613, -0.009195237, 0.06701917, 0.22061102, -0.09497275, -0.049442247, 0.035844408, -0.0007537016, 0.022630664, -0.038742796) * go_3(1.0, 1.0); + result += mat4(0.041537244, -0.07261114, -0.04763458, 0.10301855, 0.17563294, -0.0015564843, -0.37491855, 0.98893, -0.033186004, 0.02857216, 0.08441547, -0.10630457, -0.0057512764, -0.072272584, 0.04433026, -0.03993334) * go_4(-1.0, -1.0); + result += mat4(0.045594532, -0.09183751, -0.07595133, -0.29140073, 0.14685835, -0.11706308, -0.1521791, -0.08122252, -0.16447383, -0.16774787, 0.031189548, -0.049414303, 0.11017621, -0.039800264, -0.026208388, 0.010578009) * go_4(-1.0, 0.0); + result += mat4(-0.008146379, 0.011186087, 0.06602373, 0.12634839, -0.15983777, 0.47099414, -0.45333612, 0.8108099, 0.060124353, -0.055181783, 0.060738478, -0.19588436, -0.058250163, 0.07546748, -0.12299866, 0.14861311) * go_4(-1.0, 1.0); + result += mat4(-0.061107293, 0.03472494, -0.02506493, -0.20965452, 0.06124681, -0.10108107, -0.016206535, 0.9110013, -0.1416294, 0.08154053, -0.031441186, 0.0186752, 0.0034352038, -0.07802204, 0.017881326, 0.08767849) * go_4(0.0, -1.0); + result += mat4(0.111084074, 0.15226965, 0.18580344, 0.2079405, -0.13621394, -1.091612, 0.61654764, -0.4794665, 0.06974509, -0.13632853, 0.075810306, 0.23651427, -0.13307844, -0.15254645, 0.3380616, -0.23381148) * go_4(0.0, 0.0); + result += mat4(-0.087361775, -0.18112153, -0.041845977, 0.06846624, -0.5374386, 0.0951175, -0.07031933, 0.6016942, 0.2098498, 0.14762096, -0.07894201, 0.018698592, 0.015885107, 0.08625943, -0.06305365, -0.09532374) * go_4(0.0, 1.0); + result += mat4(-0.00532194, 0.023428405, 0.009051187, -0.026698198, 0.24106956, -0.120294146, -0.17878368, 0.5585901, -0.09603226, -0.27434218, 0.061267257, -0.067599274, 0.11577519, -0.07198036, -0.063585244, -0.054138158) * go_4(1.0, -1.0); + result += mat4(-0.0037090166, 0.12307526, 0.0906306, 0.25897357, -0.056975186, -0.1644774, 0.29305506, 0.8245228, -0.1015189, 0.12243611, -0.04579446, 0.03619774, -0.13700119, -0.093857154, 0.11116371, 0.28709015) * go_4(1.0, 0.0); + result += mat4(-0.06580517, -0.0050515556, -0.020180127, -0.12627304, -0.5295511, 0.20198601, 0.07984717, 0.49923962, 0.053387187, -0.14329363, 0.0334398, 0.027427796, -0.06010418, 0.06905177, -0.05953624, -0.0062744734) * go_4(1.0, 1.0); + result += mat4(0.10157902, -0.04258438, -0.081592366, 0.10231988, -0.0011280937, -0.0029477119, 0.122473806, 0.058182172, -0.12809396, -0.0764063, -0.02463603, 0.090703174, 0.016098853, -0.05153951, -0.10675215, -0.02805221) * go_5(-1.0, -1.0); + result += mat4(-0.006401907, 0.03299347, 0.021813435, -0.13645992, 0.023382979, 0.010197056, 0.06242549, 0.12870488, 0.019453553, -0.2611006, 0.36471257, -0.15937614, -0.15930663, 0.05387499, 0.016597098, -0.08595697) * go_5(-1.0, 0.0); + result += mat4(-0.124307014, 0.12072375, -0.0152935125, 0.11888215, -0.002845999, 0.06499965, -0.06901064, -0.03703204, -0.029126361, -0.0076392456, -0.060736757, 0.129555, 0.11537912, 0.116019435, 0.010435708, -0.028468154) * go_5(-1.0, 1.0); + result += mat4(-0.30459714, -0.17632067, -0.011205797, -0.221887, 0.10605666, -0.13572265, -0.46315852, 0.04301515, -0.13903672, 0.06458765, 0.06137365, -0.07876008, 0.094751015, -0.14028335, 0.116963856, -0.08032087) * go_5(0.0, -1.0); + result += mat4(-0.06367799, 0.02582219, 0.014640189, 0.18990557, -0.06407629, -0.32271802, 0.1840523, -0.19602421, 0.3909874, -0.36456084, 0.18965109, 0.7528314, 0.012954545, -0.15343507, -0.22583503, 0.25706828) * go_5(0.0, 0.0); + result += mat4(0.1301731, 0.058515985, 0.033280328, -0.24190922, -0.040143438, 0.058877766, 0.0054545617, 0.087361515, 0.27292597, -0.40958795, 0.026887156, -0.31366885, -0.0043431865, 0.12750955, -0.07194776, 0.065983064) * go_5(0.0, 1.0); + result += mat4(0.035723373, -0.095498726, 0.0782959, 0.15071936, -0.023301449, -0.05924046, 0.06547244, -0.10660772, -0.030093014, 0.07851236, -0.011449212, 0.047922783, -0.015065303, 0.03087975, -0.00836779, 0.09950588) * go_5(1.0, -1.0); + result += mat4(0.14543498, -0.117947996, -0.03933479, 0.004552818, -0.13139006, -0.122988954, -0.22851296, -0.13614058, -0.065790504, 0.18083169, 0.009247789, 0.11099354, -0.09211226, -0.16174947, -0.030774815, -0.087108776) * go_5(1.0, 0.0); + result += mat4(-0.03276944, 0.066936366, -0.0058282167, 0.036148816, -0.112155296, 0.00018165805, 0.1121539, 0.19087985, 0.19124067, -0.17718928, -0.218951, -0.27710462, 0.055448502, -0.14703886, -0.02985939, -0.13152236) * go_5(1.0, 1.0); + result += vec4(0.023773972, -0.01610134, -0.0063477294, 0.03926911); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.070009954, 0.021454038, -0.11847886, -0.13528088, -0.018916288, -0.007984584, -0.24044524, 0.19681533, -0.2256282, 0.062132522, 0.09804443, 0.1609667, -0.1681184, -0.2739988, 0.9826367, -0.7047149) * go_0(-1.0, -1.0); + result += mat4(0.15299161, 0.031075276, 0.3363494, 0.21731544, 0.16975908, -0.13952748, 0.2240078, -0.05287144, -0.10947391, -0.28058887, 0.1602415, -0.05242933, -0.012824572, 0.44019148, 0.183011, 0.22124447) * go_0(-1.0, 0.0); + result += mat4(-0.1933171, 0.010807793, 0.09619794, -0.11506685, -0.021847002, -0.032412205, -0.0695289, -0.36532974, -0.3062084, 0.23712663, -0.103008516, -0.1459631, -0.3775901, -0.15065736, 0.50798917, -0.319278) * go_0(-1.0, 1.0); + result += mat4(-0.035294224, -0.18208614, -0.07670704, 0.19304472, -0.031985164, 0.1892136, 0.25703606, -0.13320692, 0.15069315, -0.15903461, 0.09562073, 0.62043756, -0.23541127, -0.40577292, 1.0787953, -1.2457207) * go_0(0.0, -1.0); + result += mat4(0.026066521, -0.123162605, -0.44671676, -0.2474968, -0.15022507, 0.14640577, -0.16684136, -0.17727603, -0.10631298, -0.00019539552, -0.14931045, 0.513359, -0.14604786, 0.2310633, 0.7307062, 0.9524847) * go_0(0.0, 0.0); + result += mat4(-0.01440516, -0.029865097, -0.21874285, -0.08972308, -0.041655123, -0.31896067, -0.08689541, -0.44401455, 0.19876169, 0.28722167, 0.2994054, -0.11819685, -0.21186438, 0.09155155, -0.053684887, 0.06309117) * go_0(0.0, 1.0); + result += mat4(0.38075218, -0.043483753, -0.06272146, -0.3508819, -0.028731659, 0.11677864, 0.30532238, -0.1361271, 0.027849868, 0.26058978, -0.22731794, -0.31844667, -0.14439595, -0.43144438, 0.22429988, -0.8116798) * go_0(1.0, -1.0); + result += mat4(0.2698316, 0.10916783, 0.22091974, 0.25939828, -0.39838716, -0.56674814, -0.0027586184, 0.3153625, 0.02299242, -0.09457763, -0.18344624, -0.26338023, 0.808161, 0.42487702, -0.08384813, 0.2537601) * go_0(1.0, 0.0); + result += mat4(0.0016191471, -0.017978113, 0.07647931, 0.09275741, 0.047083963, -0.16048019, -0.35436496, -0.11364046, 0.14129135, -0.22842133, 0.2055642, -0.2851008, -0.26163805, 0.25209108, -0.07687645, 0.17382248) * go_0(1.0, 1.0); + result += mat4(-0.17505698, 0.050314635, 0.22755234, 0.08223936, 0.5061073, -0.03928098, -0.04852723, -0.2080106, -0.23748071, -0.11158337, -0.1185882, 0.25914934, -0.12613636, -0.14749174, -0.01269258, -0.029624067) * go_1(-1.0, -1.0); + result += mat4(0.10377744, -0.05466698, 0.078872405, 0.13041748, 0.3035502, 0.008530016, -0.0073189647, 0.08329345, -0.6060871, -0.16662528, -0.30371985, -0.2702, 0.61287826, 0.1879884, -0.35137656, 0.059505742) * go_1(-1.0, 0.0); + result += mat4(0.4154466, 0.027697539, -0.20323761, 0.053415433, -0.068815745, -0.08202049, -0.0044402266, -0.15027983, -0.20020244, 0.07059659, -0.41572148, -0.1883762, 0.4808424, 0.17841879, 0.34741637, -0.16586983) * go_1(-1.0, 1.0); + result += mat4(-0.49572352, 0.18716958, -0.11335317, -0.04769748, -0.10330109, -0.19025627, 0.041789476, -0.029715253, 0.41650102, -0.21882975, 0.00034815544, -0.14541556, -0.36252424, 0.08366534, -0.3358562, 0.14622436) * go_1(0.0, -1.0); + result += mat4(-0.61609584, 0.27124375, -0.19046734, -0.11064285, 0.07314146, -0.06847904, -0.10895851, -0.25303125, -0.31509212, -0.061137207, 0.77079886, 0.09762246, -0.12127141, 0.5360138, -0.10778708, -0.26520404) * go_1(0.0, 0.0); + result += mat4(0.14356199, -0.33016726, -0.10193467, 0.11632038, -0.2102557, -0.09183232, -0.05608626, 0.1077268, 0.42815325, -0.12325146, 0.07102939, 0.33383858, 0.2685298, -0.30266166, -0.14468539, 0.25896597) * go_1(0.0, 1.0); + result += mat4(0.24143316, -0.25761056, 0.10797443, -0.09529745, -0.2713075, -0.13745351, 0.35335636, 0.18980181, 0.1497739, 0.2171633, 0.061957028, 0.06298818, -0.5021309, 0.23157999, 0.33820194, -0.31056333) * go_1(1.0, -1.0); + result += mat4(0.5320622, -0.19934873, 0.23535317, 0.31637898, -0.22363397, 0.08788032, -0.39178285, -0.008990902, -0.123608015, -0.19913444, -0.057655413, 0.14251189, -0.10986118, 0.2881711, 0.17117414, 0.192134) * go_1(1.0, 0.0); + result += mat4(-0.17839171, -0.073765226, -0.008635483, -0.060226154, 0.06017481, -0.13104144, 0.12686783, 0.032242585, 0.2530974, -0.16110623, -0.063553855, 0.037782427, -0.16940302, 0.12327486, -0.26592708, -0.6268989) * go_1(1.0, 1.0); + result += mat4(-0.02958415, 0.17974854, -0.05410245, 0.33944428, -0.09253551, 0.07514051, 0.13740923, -0.28058362, -0.02765559, -0.11831436, -0.043005154, -0.11904006, 0.16704343, 0.04189509, -0.10330082, 0.1880131) * go_2(-1.0, -1.0); + result += mat4(-0.37475482, -0.01700356, -0.24596426, -0.4922382, -0.19088304, -0.016197044, -0.12311331, -0.036154404, 0.2840147, 0.118689395, -0.12786976, -0.2880571, -0.11529499, -0.1782456, -0.033142284, 0.13284667) * go_2(-1.0, 0.0); + result += mat4(0.19109744, -0.022636034, -0.20981206, -0.13425744, 0.06719846, -0.007916905, 0.03267867, 0.2379371, 0.14225921, -0.34617522, -0.05871524, 0.16368906, -0.11616345, 0.11237658, -0.045261133, -0.11723488) * go_2(-1.0, 1.0); + result += mat4(-0.08670845, 0.26602617, 0.44096178, -0.51279294, -0.056755852, -0.12593001, -0.33269683, 0.20696445, 0.1559452, 0.07681006, -0.09779268, -0.688887, 0.21316779, 0.17372929, -0.08544234, 0.07616171) * go_2(0.0, -1.0); + result += mat4(0.17020908, -0.12088683, 0.1419015, 0.12911774, -0.15688238, -0.28298134, -0.11700167, 0.19899802, -0.07609943, -0.029896088, -0.0050638276, -0.38834035, -0.08416907, 0.031337228, -0.28374615, -0.14694452) * go_2(0.0, 0.0); + result += mat4(0.06929038, -0.047811467, 0.117096715, 0.12538622, 0.08086667, 0.24495961, 0.3155886, 0.104587935, -0.01886312, -0.34588912, -0.27327782, -0.04555734, 0.23255315, -0.108082674, -0.13707769, -0.05873641) * go_2(0.0, 1.0); + result += mat4(0.00902887, 0.14967729, 0.32326877, 0.37786308, 0.086763926, 0.07875129, 0.018687664, -0.23617996, 0.10713405, -0.32334656, 0.03548578, 0.48193508, 0.16891663, 0.06672513, 0.015739288, 0.11815199) * go_2(1.0, -1.0); + result += mat4(-0.056735244, -0.12874928, -0.1966798, -0.006730039, -0.19457163, 0.5460189, -0.33285704, -0.16783655, -0.110312894, 0.26006797, 0.39838836, 0.04828549, -0.35588023, -0.046225607, 0.1470969, -0.03958509) * go_2(1.0, 0.0); + result += mat4(-0.040117856, -0.12115325, -0.09573767, -0.20720899, -0.31765452, 0.17502289, 0.32475054, -0.037348557, -0.6297341, 0.31640062, 0.13060059, 0.38800913, 0.022872448, -0.24634287, 0.078089714, -0.06475687) * go_2(1.0, 1.0); + result += mat4(0.091850154, 0.07503415, -0.029450072, 0.063198596, -0.48778293, 0.008516766, -0.011320089, 0.16324575, 0.25261796, -0.17494957, 0.05179325, -0.38840756, -0.0009285451, 0.23772798, -0.041317377, -0.2321146) * go_3(-1.0, -1.0); + result += mat4(-0.14229155, -0.0363765, -0.2688432, -0.050601564, -0.34335235, 0.06305365, 0.13397686, 0.080726914, 0.7566556, -0.13657099, 0.5557799, 0.32687777, -0.48564702, -0.2650894, -0.12913369, -0.120667666) * go_3(-1.0, 0.0); + result += mat4(-0.46836203, -0.0053843935, 0.121539764, 0.1515464, -0.08852458, 0.0457093, 0.17343567, 0.28838184, 0.1487209, -0.16409159, 0.36763063, 0.32707927, -0.6642105, -0.07492801, -0.10795077, 0.022325262) * go_3(-1.0, 1.0); + result += mat4(0.57899827, -0.13887906, -0.0097093545, 0.16584128, 0.02580304, 0.029060904, -0.07870976, 0.08426836, -0.49014091, -0.059810862, 0.07537706, 0.19709098, 0.50265956, -0.1979507, 0.04224913, 0.24166693) * go_3(0.0, -1.0); + result += mat4(0.5854048, -0.30505064, 0.11956023, 0.42225972, 0.23776995, -0.15392427, -0.24818493, -0.008560312, 0.14061272, -0.24819212, -0.43060255, 0.041263513, 0.1102007, -0.35617712, 0.11143811, -0.12615411) * go_3(0.0, 0.0); + result += mat4(0.038254753, 0.25506422, -0.04199388, 0.049952004, 0.09660053, -0.102070555, 0.03463346, 0.41572338, -0.8515757, -0.099683315, 0.41168302, -0.28354573, -0.033608474, 0.20575888, -0.09237519, 0.1317394) * go_3(0.0, 1.0); + result += mat4(-0.36307448, 0.21091977, -0.05185984, 0.23907793, 0.028207673, -0.03712817, -0.14677319, 0.012790144, -0.10698613, -0.10369875, 0.04410704, 0.24705076, 0.6489292, -0.32338777, -0.13414769, 0.06621839) * go_3(1.0, -1.0); + result += mat4(-0.75373167, 0.09019827, -0.17284726, -0.12543003, 0.27073398, -0.2086718, 0.27785063, -0.13103813, 0.02331414, 0.08186754, -0.20196521, 0.051684897, -0.06606664, -0.31958562, -0.21315438, 0.125855) * go_3(1.0, 0.0); + result += mat4(-0.038064726, 0.16583198, 0.32122764, 0.035743285, 0.12363822, 0.1127362, -0.14712748, -0.085392915, -0.24138255, 0.044777665, -0.05044951, -0.033647526, 0.030597545, 0.09082426, 0.2265798, 0.4736122) * go_3(1.0, 1.0); + result += mat4(0.1126977, -0.20046005, -0.25496894, 0.124036126, 0.10974965, 0.11985285, 0.084138885, 0.18124366, -0.07204373, 0.0064274063, -0.04832383, 0.08851591, 0.16612647, 0.03482884, -0.18090217, 0.047765564) * go_4(-1.0, -1.0); + result += mat4(-0.07905303, -0.18953685, -0.0394631, 0.3865751, -0.09878195, 0.0971415, -0.028516496, -0.028853778, 0.14474897, -0.09137614, 0.09731305, 0.40169916, 0.15572307, 0.1500765, -0.00012203158, 0.0064038946) * go_4(-1.0, 0.0); + result += mat4(-0.003821752, -0.06385342, 0.0072888564, -0.083775744, -0.060851365, 0.057136264, 0.04280462, -0.021202056, -0.048534214, -0.18506972, -0.12204474, 0.5779176, -0.04827323, -0.08722066, -0.07115785, 0.05368898) * go_4(-1.0, 1.0); + result += mat4(-0.2330202, -0.06303653, 0.29030174, 0.030189004, -0.33963275, 0.18114606, 0.29463735, 0.11328755, 0.07963053, 0.0031095785, -0.29962993, 0.28251857, -0.11494044, -0.0057895523, 0.14319211, -0.2488439) * go_4(0.0, -1.0); + result += mat4(-0.23654912, 0.22379474, 0.3198649, 0.056066927, 0.030691607, -0.07961141, -0.03144492, -0.088082604, 0.6778628, 0.132889, -0.055798188, -0.06978169, 0.12096563, -0.32717404, 0.09106718, -0.36815766) * go_4(0.0, 0.0); + result += mat4(-0.023105778, -0.06328445, -0.19508956, 0.03861484, 0.012225362, 0.19229671, 0.116407454, 0.14414418, 0.35368624, -0.024074793, 0.3326615, 0.27431, 0.09195309, -0.07196982, 0.04215389, -0.3849532) * go_4(0.0, 1.0); + result += mat4(0.07858679, -0.09443359, -0.29571265, -0.1362178, 0.0996039, 0.11245977, 0.027077818, -0.08518728, 0.33179262, 0.049214616, -0.05736423, 0.36015186, 0.15525928, -0.038635023, -0.39069554, 0.34784096) * go_4(1.0, -1.0); + result += mat4(0.058750402, -0.10020396, -0.07721487, -0.17439356, 0.16671538, 0.13477819, 0.16946232, -0.025819335, 0.34714434, -0.010198532, 0.11025432, -0.38616708, 0.12990142, 0.23817861, -0.019366616, 0.028044654) * go_4(1.0, 0.0); + result += mat4(0.14006312, 0.10630536, -0.2260768, 0.05714687, 0.092723176, 0.09547309, -0.0389109, 0.07675646, 0.058345646, -0.042954672, 0.06104659, -0.4122757, 0.16417535, 0.0037746713, -0.18294196, 0.30190903) * go_4(1.0, 1.0); + result += mat4(0.057622287, -0.035229363, -0.06553031, 0.10031876, -0.19319145, -0.048806723, -0.007425805, 0.019005304, 0.003586262, 0.016717708, 0.060107335, -0.06216915, 0.049704567, -0.05240107, 0.25620982, -0.31595117) * go_5(-1.0, -1.0); + result += mat4(-0.18573885, -0.111477345, -0.09373111, -0.21040887, 0.11643646, 0.07510521, -0.32174352, -0.15092906, 0.12905258, -0.027009318, -0.002743646, -0.041563954, 0.020309664, -0.034647387, 0.31882894, -0.37069848) * go_5(-1.0, 0.0); + result += mat4(0.17867199, -0.00943737, -0.010177444, -0.21181585, 0.104042746, 0.014474994, 0.018701844, 0.026212798, 0.03658747, 0.043956183, 0.043650407, 0.085389875, -0.014945577, -0.01762919, 0.182654, -0.22317432) * go_5(-1.0, 1.0); + result += mat4(-0.120912515, -0.039224375, -0.037017174, -0.23653193, -0.1008845, 0.028399386, -0.044548668, -0.45636034, -0.16566889, 0.013642447, 0.0137368515, -0.03482613, 0.13369492, -0.06382037, 0.22479321, -0.23690398) * go_5(0.0, -1.0); + result += mat4(-0.4373671, -0.23222357, -0.21916443, 0.3293385, 0.028744029, 0.15837203, 0.023399707, 0.10409895, -0.41181034, 0.043568164, -0.009273385, 0.21109276, 0.16801079, 0.030154167, -0.009720421, -0.18788648) * go_5(0.0, 0.0); + result += mat4(-0.072376475, -0.02011798, -0.10647262, 0.020971974, -0.2182798, 0.11682645, -0.087513156, -0.13088813, -0.008121755, 0.0039800145, 0.038333565, -0.11610967, 0.027469315, -0.056020927, 0.15623987, -0.056618977) * go_5(0.0, 1.0); + result += mat4(-0.13373947, -0.033171114, 0.06283731, -0.08029521, -0.24974878, -0.03945939, 0.034578755, -0.1890085, -0.027030889, 0.0749198, -0.016240204, 0.03943091, 0.030432291, -0.044505976, 0.19445403, -0.49589068) * go_5(1.0, -1.0); + result += mat4(-0.1509842, -0.0070381155, 0.012917948, 0.17059498, 0.029610088, -0.10878063, -0.008113074, 0.056289833, -0.054603256, 0.09829515, 0.03806881, 0.17829162, -0.0015822726, -0.08691946, 0.20231368, -0.19972196) * go_5(1.0, 0.0); + result += mat4(0.029532772, 0.07929085, -0.11437378, 0.19494608, 0.032031387, -0.028734982, -0.1297608, 0.137159, -0.022271536, 0.09515793, -0.078155525, 0.23037949, -0.04492241, 0.0027398348, 0.13030772, -0.3092417) * go_5(1.0, 1.0); + result += mat4(-0.20163082, 0.10821193, -0.008131394, 0.23895654, -0.088109724, 0.027591089, -0.06744196, -0.16356489, 0.14405222, -0.03198801, -0.035864875, -0.1109604, -0.20993288, 0.006086241, 0.17663592, -0.15123697) * go_6(-1.0, -1.0); + result += mat4(0.15604545, 0.0863649, -0.17487015, -0.046291944, -0.06473543, -0.046659626, -0.06383705, 0.20159698, 0.14458497, 0.043557648, -0.16473973, 0.27218005, 0.11444152, -0.17841269, 0.0213813, -0.09379467) * go_6(-1.0, 0.0); + result += mat4(-0.09508709, 0.062292904, -0.025705643, -0.046973627, 0.035843458, -0.020717923, 0.0016703135, -0.120141126, -0.07056921, 0.0071509765, 0.0033964573, 0.15667385, 0.001521539, 0.02383701, 0.11906247, 0.015913757) * go_6(-1.0, 1.0); + result += mat4(-0.023991859, 0.057200454, -0.27439624, 0.23484877, 0.27387905, -0.027218517, -0.043888092, -0.103732556, -0.0017815046, -0.04338658, 0.028682018, -0.029997526, 0.09857438, -0.099476606, -0.2005576, 0.21962215) * go_6(0.0, -1.0); + result += mat4(0.17833887, 0.036116857, -0.17426641, -0.3021426, -0.08815194, 0.09120692, -0.09277666, 0.31938124, -0.12322653, 0.07583539, 0.40784645, -0.2529727, 0.060947243, 0.29199588, -0.09663916, -0.0887749) * go_6(0.0, 0.0); + result += mat4(0.12118307, 0.072123915, 0.032619722, -0.14627928, -0.17117277, -0.20412678, 0.10590516, -0.120998636, -0.09727269, 0.10894508, 0.08592984, -0.091238625, 0.19324283, -0.21001537, -0.28439295, 0.55045736) * go_6(0.0, 1.0); + result += mat4(0.012281795, 0.081385076, 0.11878277, 0.0492705, 0.044748496, 0.023902494, 0.048969056, -0.020066973, 0.008425134, -0.039190397, -0.23549677, 0.16787378, -0.08247198, -0.09669504, 0.2364321, -0.15428442) * go_6(1.0, -1.0); + result += mat4(-0.06404987, 0.0792038, 0.0879481, 0.2292919, -0.037722748, -0.06653894, 0.014114178, 0.06494269, -0.08017585, -0.03293329, 0.08816353, -0.1719619, -0.033170886, -0.13535172, -0.15126792, -0.028171781) * go_6(1.0, 0.0); + result += mat4(-0.0939603, -0.04363446, 0.21171579, 0.08820829, -0.15083222, 0.03214101, 0.09666204, 0.07437523, 0.21149153, 0.08965673, -0.2026921, 0.45489082, -0.12321808, 0.020059932, 0.22567947, -0.1652867) * go_6(1.0, 1.0); + result += mat4(0.058340825, -0.009565485, -0.04712614, -0.011693445, 0.109775394, 0.1345538, -0.14835285, -0.03637253, -0.045945812, 0.057066254, 0.0012826056, 0.17587218, -0.05606375, 0.039724518, 0.14448565, -0.06710324) * go_7(-1.0, -1.0); + result += mat4(-0.03129011, -0.09362061, -0.1680952, 0.42509457, -0.05798844, 0.07895778, -0.00010777998, -0.004981966, 0.015770718, 0.039250076, -0.016780263, -0.018409397, 0.013635053, 0.046897493, 0.10643381, -0.19698535) * go_7(-1.0, 0.0); + result += mat4(-0.17554706, -0.058096908, -0.11011958, 0.028699566, -0.09768116, 0.09436239, 0.096591026, -0.0271704, 0.083061986, 0.035011213, 0.018580453, -0.13121471, -0.008538906, 0.007896264, 0.16126987, -0.23193283) * go_7(-1.0, 1.0); + result += mat4(-0.15810363, -0.13618536, 0.14263584, -0.20569824, -0.026839454, 0.11919806, -0.014142015, 0.099571005, -0.22521633, 0.08088796, 0.004038379, 0.1033703, 0.044606976, 0.0591929, 0.13262387, -0.101969674) * go_7(0.0, -1.0); + result += mat4(0.023098622, 0.0056320266, -0.048355665, 0.15577006, -0.62205386, -0.028400926, -0.2078418, -0.21066222, -0.15307198, -0.22209099, -0.23168832, 0.20184901, -0.015974384, -0.047552537, -0.002478177, 0.042329706) * go_7(0.0, 0.0); + result += mat4(-0.13832586, 0.121770665, 0.09548324, -0.011305353, 0.08170726, 0.038764317, 0.13168605, -0.4840011, -0.016078193, 0.042103536, -0.07127359, 0.07069598, -0.077047385, 0.062384266, 0.04216962, -0.28733572) * go_7(0.0, 1.0); + result += mat4(0.0047042207, -0.005170153, -0.060513787, 0.24502122, 0.15005493, 0.19491407, -0.20482984, 0.028262774, -0.27250344, -0.018161086, -0.063804634, 0.2234186, -0.0013560655, 0.0017168024, 0.031621188, -0.039464153) * go_7(1.0, -1.0); + result += mat4(-0.017963814, 0.020721428, -0.11342004, 0.13301808, 0.0057044607, 0.16854525, 0.0016813589, 0.263098, -0.19456023, -0.006512073, 0.27316168, 0.113714844, -0.05583268, 0.049267832, 0.1909614, -0.028266707) * go_7(1.0, 0.0); + result += mat4(-0.09178215, -0.04123267, 0.019224923, -0.021475106, -0.03738984, 0.091329075, -0.11633343, 0.00926425, 0.055472236, -0.029774308, 0.10396517, -0.1399692, -0.08381618, 0.010906619, 0.13378097, -0.15872277) * go_7(1.0, 1.0); + result += vec4(0.06153431, -0.030526869, 0.17697038, -0.06977153); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.39232063, -0.31443354, 0.016747609, -0.19821034, -0.11440283, -0.108339086, 0.09855654, 0.09687135, -0.15667859, -0.30788472, -0.057983518, -0.30048364, -0.5892024, -0.03315241, 0.036535796, 0.042668976) * go_0(-1.0, -1.0); + result += mat4(-0.12170337, -0.31539497, -0.0080226185, -0.28167912, -0.026236918, 0.26168135, -0.086754136, 0.07140889, -0.11411177, 0.15551405, -0.04641522, 0.046217185, 0.080186784, -0.0001861396, -0.5990683, -0.24228567) * go_0(-1.0, 0.0); + result += mat4(0.0850365, -0.10327682, -0.1407833, 0.15661862, -0.1448079, -0.2993967, 0.08681482, 0.00483843, 0.18711449, 0.12147834, 0.114697695, -0.015375287, -0.39649305, -0.22024211, -0.08587565, -0.002201199) * go_0(-1.0, 1.0); + result += mat4(0.30565795, -0.3130614, 0.15354335, -0.21783416, -0.3877839, 0.003429585, -0.21440028, -0.024295159, 0.35766846, 0.02559725, -0.120454274, -0.10827954, -0.3355037, 0.6561727, -0.065990135, 0.30999345) * go_0(0.0, -1.0); + result += mat4(0.46554184, 0.43995824, 0.25583804, 0.20159459, 0.03730261, -0.15794723, 0.16795531, 0.11421282, 0.17099904, -0.22430302, 0.072461665, -0.06345064, 0.36006132, 0.47494593, -0.18869492, -0.04085313) * go_0(0.0, 0.0); + result += mat4(0.27438906, 0.00022448118, 0.099661484, 0.1397181, 0.12914467, -0.102830835, 0.045909263, -0.07967794, 0.2870382, 0.055183165, -0.031485636, 0.029727582, 0.37630266, 0.9301813, 0.28615892, 0.122112595) * go_0(0.0, 1.0); + result += mat4(-0.15251397, 0.09909433, -0.17192633, 0.0061163795, 0.06472459, -0.04261906, -0.13661696, -0.077453144, -0.7501463, 0.017666366, 0.16321932, 0.043644384, -0.05170323, 0.46000114, 0.32755983, 0.28597534) * go_0(1.0, -1.0); + result += mat4(-0.48834783, -0.038160775, -0.08875091, 0.04970968, 0.4627543, 0.03755849, 0.2540123, -0.21826492, -0.38032553, 0.32484698, -0.008446612, 0.23523396, 0.02375393, 0.27418464, -0.28132874, 0.15265541) * go_0(1.0, 0.0); + result += mat4(0.13747992, 0.11715287, 0.13201898, 0.0015658925, -0.2934619, -0.39777488, -0.07560646, -0.10565406, -0.04838937, 0.08350108, -0.019061742, 0.16467288, -0.05936286, -0.015435401, 0.4184143, 0.10496155) * go_0(1.0, 1.0); + result += mat4(-0.3240166, 0.08215981, -0.2075559, 0.19689886, 0.11150226, 0.06310339, -0.13621064, -0.15570635, 0.33679137, 0.04409631, -0.28714085, 0.031056935, 0.6626613, -0.08051886, 0.1722458, -0.22435535) * go_1(-1.0, -1.0); + result += mat4(0.24195263, -0.04580777, -0.4145571, -0.1574205, -0.042835433, 0.03784082, -0.026375433, 0.35892, 0.15977724, 0.0630263, -0.088371195, 0.02971135, 0.25729623, -0.15589325, 0.14479266, -0.05088765) * go_1(-1.0, 0.0); + result += mat4(0.48559383, -0.25281984, 0.36621982, -0.21811092, -0.32971957, -0.035721473, 0.019352507, -0.06045977, 0.2761817, 0.19758923, 0.089941375, 0.041624714, -0.041388534, 0.16949178, 0.031209668, -0.064278066) * go_1(-1.0, 1.0); + result += mat4(-0.32959136, 0.5905178, -0.121284775, 0.004792909, 0.23675677, -0.020328185, 0.13438764, 0.24885756, -0.17519131, 0.13370351, -0.1229379, 0.048159435, 0.17464967, -0.42540422, -0.13947602, 0.22700138) * go_1(0.0, -1.0); + result += mat4(-0.33010545, 0.31171462, 0.405461, -0.19268602, -0.19920933, -0.05938957, 0.0026099307, -0.24588005, -0.80367726, 0.67246026, -0.2002546, 0.06855837, -0.21781918, 0.74446076, -0.5982218, 0.2985812) * go_1(0.0, 0.0); + result += mat4(0.5674039, -0.4777194, -0.13907014, 0.12356176, -0.2920615, 0.0718882, 0.17865288, 0.20312083, -0.27032906, -0.34635755, 0.16373387, 0.03063499, -0.19903831, -0.19363025, 0.10843769, -0.26495013) * go_1(0.0, 1.0); + result += mat4(-0.17949842, -0.29433724, -0.23462017, 0.09636558, 0.20076938, -0.24068621, -0.056744654, 0.10993452, 0.04466387, -0.2755299, -0.13640761, -0.024520185, -0.46797183, 0.367952, 0.11696459, 0.22428559) * go_1(1.0, -1.0); + result += mat4(-0.011885658, 0.0891566, -0.037328225, 0.121865466, 0.048127756, 0.19165848, 0.031010484, -0.059921212, -0.21560976, -0.1529375, 0.12882216, 0.026642917, -0.11849831, 0.1641988, -0.06821976, 0.038913097) * go_1(1.0, 0.0); + result += mat4(0.014311083, 0.0046286825, 0.03766498, 0.030933104, 0.3158337, 0.014788744, -0.25061515, 0.3439588, 0.3746984, 0.011211178, 0.06807453, -0.14517218, -0.08588519, -0.44777295, -0.14026845, -0.112901196) * go_1(1.0, 1.0); + result += mat4(0.30676752, 0.22429968, 0.010868903, 0.19810227, 0.07854048, 0.0401537, -0.21871732, 0.024473034, 0.0754844, 0.21695364, 0.015986437, 0.32385147, -0.049408115, -0.0382484, -0.109464966, -0.17461152) * go_2(-1.0, -1.0); + result += mat4(-0.08928476, 0.16673279, 0.04767194, 0.09194907, 0.048144393, 0.10040854, 0.34817588, 0.038137782, 0.036133062, -0.037641533, 0.28543243, -0.2839514, -0.11791945, -0.19487488, -0.11268661, 0.05276339) * go_2(-1.0, 0.0); + result += mat4(-0.16383977, -0.31993598, 0.05208131, -0.0903597, 0.11033569, -0.0088908225, -0.054778915, -0.08319848, -0.06639396, -0.24900046, -0.2512979, -0.0019553688, -0.048192777, 0.03562768, 0.047395132, -0.05525853) * go_2(-1.0, 1.0); + result += mat4(-0.7830732, -0.4262562, -0.2673563, 0.13023588, 0.31384844, 0.1693089, 0.048528794, 0.15604164, -0.39588538, -0.08493865, 0.3310555, 0.08203675, -0.066885136, -0.0058401288, -0.17974985, -0.16163951) * go_2(0.0, -1.0); + result += mat4(-0.6983336, -0.59333223, -0.20371103, -0.3932194, 0.10534863, 0.04589214, -0.12699358, -0.15107739, -0.43941692, 0.13968801, -0.1860207, 0.25864246, -0.31358764, 0.02336987, -0.114363804, -0.2314969) * go_2(0.0, 0.0); + result += mat4(-0.13214386, 0.2762571, -0.07932436, -0.011312506, -0.1585973, -0.01644935, 0.0013558406, 0.073481865, -0.38878354, -0.008272082, -0.010028009, -0.12177282, -0.19708647, -0.20147185, -0.009344351, -0.039000046) * go_2(0.0, 1.0); + result += mat4(0.36948234, -0.027262207, 0.073340006, -0.11237642, -0.014205325, -0.033619095, 0.090520136, 0.044478547, 0.89536375, -0.25342697, 0.06966775, -0.25697634, 0.44092584, -0.02181121, -0.23286918, -0.16207126) * go_2(1.0, -1.0); + result += mat4(0.5282722, 0.2186328, -0.06594115, -0.005403383, -0.9999943, 0.1652842, -0.40371686, 0.045263674, 0.48378405, 0.5981784, -0.8636207, 0.48454443, 0.61362064, 0.40381622, -0.20037466, -0.35095415) * go_2(1.0, 0.0); + result += mat4(-0.15710682, -0.082183905, 0.025527366, -0.06832543, 0.45136708, 0.28492203, 0.21369967, -0.1544125, -0.21440476, 0.2747644, -0.07809032, -0.05409878, -0.09492401, -0.0042038485, -0.08335747, -0.1286338) * go_2(1.0, 1.0); + result += mat4(0.092377424, -0.29580644, 0.037406705, -0.057557207, -0.068813734, 0.025797142, 0.005817593, 0.13936609, -0.5533757, -0.0055351052, 0.3490144, -0.10275609, -0.3246664, -0.22240998, -0.06546209, 0.04502687) * go_3(-1.0, -1.0); + result += mat4(-0.040512305, -0.15789752, 0.3350875, 0.3248354, 0.11479105, 0.072781734, 0.11961662, 0.009017058, -0.7485467, -0.2354417, -0.18182847, -0.39436963, -0.21553181, 0.06693962, -0.10265758, -0.101919465) * go_3(-1.0, 0.0); + result += mat4(-0.29808417, 0.16832493, -0.36638075, -0.003277357, 0.30853003, -0.11783712, -0.04467285, 0.09799486, -0.29557002, -0.051879432, -0.10781173, -0.012533523, 0.13472205, 0.0886817, -0.095418304, 0.20694672) * go_3(-1.0, 1.0); + result += mat4(0.54963315, -0.51755005, -0.11815116, 0.44336796, -0.26965025, 0.063990854, -0.06830417, -0.22906917, 0.15537436, -0.12382655, 0.040594, 0.13573219, -0.32865304, -0.051071506, 0.07789849, -0.17451958) * go_3(0.0, -1.0); + result += mat4(0.108385645, 0.19099213, -0.13721561, -0.10001342, 0.36975056, -0.15690732, -0.011564509, -0.4645765, 0.9664348, -0.4172701, -0.12434381, -0.20082358, 0.025960991, -0.07957984, 0.06240927, 0.06882944) * go_3(0.0, 0.0); + result += mat4(-0.55891496, 0.5313842, -0.0052928664, -0.31153533, 0.27312106, 0.11299291, -0.20902458, -0.22780886, 0.18460937, 0.20829925, -0.22429292, 0.11375158, -0.24776565, 0.013294957, 0.108396605, 0.18705682) * go_3(0.0, 1.0); + result += mat4(0.17449534, -0.014089195, -0.005522746, -0.26652694, -0.3059182, -0.077219255, 0.13172182, 0.22815189, 0.29824528, -0.0018969525, -0.049221557, -0.02434726, 0.28403616, -0.30762187, -0.18281007, -0.069536164) * go_3(1.0, -1.0); + result += mat4(0.11734828, -0.099142194, -0.1678673, 0.113515854, -0.16090973, -0.018343726, 0.09375435, -0.11457814, 0.29799998, 0.14911132, -0.030187404, -0.0033569376, 0.51210696, 0.20057757, 0.018672027, -0.00072862353) * go_3(1.0, 0.0); + result += mat4(-0.4207862, 0.23023506, -0.045380734, 0.35523587, -0.31482896, 0.0016041965, 0.031437084, -0.11878056, -0.09631354, -0.44702205, 0.07262705, -0.019627657, 0.27565527, 0.30019623, -0.2416735, 0.13827145) * go_3(1.0, 1.0); + result += mat4(-0.21828848, -0.05362182, 0.092769556, 0.058445822, -0.015375804, 0.032911193, -0.016062194, 0.0023879025, -0.07955863, -0.18912281, 0.100602634, 0.18384646, 0.09833795, 0.13066116, 0.08606998, 0.060196545) * go_4(-1.0, -1.0); + result += mat4(-0.30196983, -0.13994773, -0.04102513, -0.021608166, 0.15173563, -0.0014104879, 0.013970848, 0.069105186, -0.046455324, -0.55526954, 0.39444688, 0.0815259, 0.10904215, 0.21681397, 0.06073383, 0.10265119) * go_4(-1.0, 0.0); + result += mat4(-0.11820481, -0.05975609, -0.13999549, 0.030522387, -0.013776436, -0.14367265, 0.009655233, -0.020354088, -0.117309436, -0.21025649, -0.0852297, 0.0050804066, 0.07790261, -0.07352538, -0.016056273, 0.030884959) * go_4(-1.0, 1.0); + result += mat4(-0.01982244, -0.14982677, 0.08542808, 0.114587806, -0.093505375, 0.009862345, -0.17831016, 0.15021613, 0.017223043, -0.05448468, 0.19507179, 0.005433668, -0.28699195, -0.0943735, 0.005008677, -0.084489435) * go_4(0.0, -1.0); + result += mat4(0.17592743, 0.16011396, -0.4458925, 0.03776147, -0.22227006, -0.1765121, -0.023907507, -0.12340803, 0.69395095, -0.42174822, 0.2619632, -0.08317782, 0.06564856, -0.07574905, 0.19617046, -0.15101147) * go_4(0.0, 0.0); + result += mat4(-0.0031664995, 0.0048539517, -0.029761892, -0.024908772, 0.038988, 0.083212, 0.022871153, 0.049879767, 0.5655658, -0.39324993, -0.41707525, -0.00069710996, -0.088931695, 0.5349101, -0.03700674, 0.19864099) * go_4(0.0, 1.0); + result += mat4(-0.09978203, -0.12430744, -0.005363638, -0.078683436, 0.16000083, 0.09070007, -0.08223272, 0.10610758, -0.09339724, -0.25193405, 0.060660124, 0.022009233, 0.028552014, -0.30671445, 0.04395066, -0.022646846) * go_4(1.0, -1.0); + result += mat4(-0.0025377637, -0.10979372, 0.0953052, -0.041535445, 0.028650977, -0.18192725, -0.13626699, -0.04126641, 0.41577348, 0.070594355, 0.17786773, -0.0019128436, 0.21811736, -0.3097873, -0.1697477, -0.05985297) * go_4(1.0, 0.0); + result += mat4(0.0029388457, -0.08754279, -0.057417464, -0.045205314, 0.14254501, -0.14048617, -0.029115621, 0.017037913, 0.23511319, 0.58405197, -0.045535047, -0.093041405, 0.24495944, 0.048594877, 0.16573521, -0.016364215) * go_4(1.0, 1.0); + result += mat4(0.0061783222, 0.03700483, 0.03310341, 0.03506661, 0.18640573, 0.060847793, -0.03938158, 0.002558664, 0.0066146054, -0.03961683, 0.11786358, -0.018774983, -0.023232952, -0.018498667, -0.02113431, -0.03875601) * go_5(-1.0, -1.0); + result += mat4(-0.07762769, 0.3220323, 0.0019882289, 0.11455374, 0.12809245, 0.054234043, -0.032796185, -0.004923056, 0.03533371, 0.23241599, -0.047939382, -0.005454499, 0.018655885, -0.06090632, -0.074992895, -0.022785714) * go_5(-1.0, 0.0); + result += mat4(-0.024499241, -0.0656105, 0.033745233, -0.06109949, 0.02657246, 0.099547654, 0.048236806, -0.08930123, -0.028375195, 0.21267472, 0.04065708, -0.029539475, -0.0034377375, -0.076174065, -0.08033416, 0.014191793) * go_5(-1.0, 1.0); + result += mat4(0.09567274, 0.17149109, 0.057815317, -0.02354373, -0.053182393, 0.07036649, 0.11426706, 0.0073960987, -0.042224813, -0.03242704, 0.028637128, -0.018156664, 0.027350018, -0.059693146, -0.025782553, -0.059870392) * go_5(0.0, -1.0); + result += mat4(-0.29396304, -0.14174098, 0.044468317, 0.048983667, -0.09083888, 0.14550914, -0.17293338, -0.019666478, -0.27275094, -0.026832746, -0.16039373, 0.05072858, 0.13158675, -0.0014240668, -0.19267258, 0.028367419) * go_5(0.0, 0.0); + result += mat4(-0.14670749, -0.20505863, -0.25351146, -0.18028821, -0.09074548, 0.12591866, -0.11648123, 0.08052676, -0.1030718, 0.055071495, -0.027647234, 0.036372066, 0.042164043, -0.24193078, -0.018126357, -0.08488727) * go_5(0.0, 1.0); + result += mat4(-0.002951344, -0.07835709, 0.0412822, 0.024059866, -0.17239328, -0.045480777, 0.031516057, -0.02321261, 0.16131492, -0.108720064, -0.13902234, 0.009038252, 0.019813707, -0.13780454, -0.08646045, -0.03967984) * go_5(1.0, -1.0); + result += mat4(0.087156996, -0.43204084, 0.08196673, 0.09000798, 0.11798731, -0.2800244, 0.013827372, 0.006278623, -0.027538646, -0.47985002, -0.07989979, 0.0101940865, 0.11476763, -0.08189494, -0.107904315, 0.0034190493) * go_5(1.0, 0.0); + result += mat4(0.10922693, -0.13929938, -0.14316928, -0.06415228, 0.10821941, -0.09326445, -0.10437615, -0.019490898, 0.02572968, -0.23569673, -0.18372843, 0.018998442, 0.019020457, -0.078145295, -0.12052183, -0.02904386) * go_5(1.0, 1.0); + result += mat4(0.047391865, -0.14862657, 0.10497325, -0.0060389596, 0.04090357, 0.07597069, -0.16701244, -0.045025267, 0.05439692, -0.0046527646, 0.10107427, -0.017686805, -0.09081038, 0.0033508723, -0.07428749, 0.083581686) * go_6(-1.0, -1.0); + result += mat4(0.24039297, 0.10254748, -0.08497433, 0.06220285, -0.21642606, 0.06099548, 0.05618001, 0.027991194, 0.11916666, 0.001376908, -0.04484436, -0.063753836, -0.080493644, -0.12548241, 0.22396187, -0.060979564) * go_6(-1.0, 0.0); + result += mat4(0.09228674, -0.10189853, -0.019978495, 0.055631284, -0.056667626, 0.042379495, -0.11306628, 0.015792474, -0.024159636, 0.17669754, -0.0015470447, 0.030659685, 0.049270805, 0.01379507, -0.07484134, 0.03997324) * go_6(-1.0, 1.0); + result += mat4(-0.08015897, -0.1573799, -0.0068566655, 0.024327071, -0.00024650464, -0.11511224, 0.10626316, -0.09424342, 0.035164617, -0.0071606585, 0.023877172, -0.0032834266, 0.03981932, 0.00094573526, 0.07893367, 0.058131382) * go_6(0.0, -1.0); + result += mat4(-0.09480482, -0.13352568, 0.11975561, 0.04046284, 0.017295167, 0.14661242, 0.034784466, 0.16060774, 0.12513426, 0.11618688, -0.19043984, -0.006898629, 0.33333287, 0.02068534, -0.144777, 0.054585308) * go_6(0.0, 0.0); + result += mat4(-0.040517613, 0.13882688, -0.10775904, -0.01107748, -0.22891715, 0.023514308, -0.07362997, 0.050480675, -0.15309371, 0.22601646, 0.050979435, 0.0078024655, 0.09704638, -0.113768086, 0.159759, -0.19680989) * go_6(0.0, 1.0); + result += mat4(-0.038060542, 0.060299598, -0.06167331, 0.070311025, -0.056030717, -0.10937594, -0.094534926, -0.05876128, 0.04186674, 0.05846574, 0.046057925, 0.050594475, -0.15031303, 0.033675846, 0.14669393, -0.020838607) * go_6(1.0, -1.0); + result += mat4(0.006198633, 0.008096492, -0.061412863, -0.038600348, 0.13099104, -0.024788823, 0.143207, 0.08146842, -0.09880114, 0.020192526, 0.093205445, -0.006562488, -0.10218187, 0.34932604, 0.017245278, 0.022239687) * go_6(1.0, 0.0); + result += mat4(0.019581253, -0.071536854, -0.079313144, 0.0039378665, 0.04372604, 0.0350227, -0.13975748, 0.02514243, 0.1482172, -0.1795845, 0.016553031, -0.114758186, -0.13846005, 0.028443053, -0.0028277517, 0.073823154) * go_6(1.0, 1.0); + result += mat4(0.019089226, -0.002865448, 0.114264086, -0.14795631, 0.052681867, 0.06782111, 0.005056374, 0.03333905, -0.045924906, 0.1271522, -0.022228748, 0.09460952, 0.0257857, -0.0404471, -0.100172006, -0.009518522) * go_7(-1.0, -1.0); + result += mat4(-0.0919395, 0.024952088, 0.02894272, -0.02876963, -0.17500453, 0.22578874, -0.05303085, -0.0015600728, -0.0076474883, -0.0018742654, 0.044667635, -0.029744165, -0.00179505, -0.012467833, -0.12192312, 0.034183223) * go_7(-1.0, 0.0); + result += mat4(-0.11467171, 0.036459688, -0.12508968, 0.062637016, 0.05442847, 0.023415027, -0.058653936, 0.27762222, 0.0033886922, -0.056405902, -0.1611357, -0.042607184, -0.029176304, -0.033276357, -0.060190573, 0.006230224) * go_7(-1.0, 1.0); + result += mat4(-0.10476976, 0.20189178, 0.013450291, 0.017824117, -0.07174306, -0.16174208, -0.0790696, -0.13154395, -0.119226985, 0.03126223, 0.08976427, -0.0017329347, 0.03171847, -0.062868886, 0.04638837, -0.03491934) * go_7(0.0, -1.0); + result += mat4(0.059950083, 0.10400816, -0.046370424, -0.012014035, -0.43914387, -0.18396273, -0.060568314, 0.010451131, -0.43835276, 0.026284682, 0.1604382, -0.10625134, 0.044843365, 0.10809218, 0.06464759, -0.046850365) * go_7(0.0, 0.0); + result += mat4(-0.06787761, -0.042850304, -0.15407841, 0.058458067, -0.17467526, 0.096576124, 0.21345392, 0.09298287, -0.01394914, -0.13355762, -0.13184176, 0.0003088022, 0.046734177, 0.028196447, -0.13506489, 0.0067693642) * go_7(0.0, 1.0); + result += mat4(0.053602345, -0.08111152, -0.017126815, -0.028242027, 0.092225246, 0.076781385, -0.089152336, 0.0012632497, -0.09276537, -0.24698547, 0.04423726, -0.06601727, 0.01814881, -0.13947123, -0.032667328, -0.019452555) * go_7(1.0, -1.0); + result += mat4(-0.0888714, -0.14888728, -0.03935948, -0.020991955, -0.07616056, -0.04555924, -0.09465727, -0.13786288, -0.305734, -0.3085076, 0.03795676, -0.021256099, -0.012537832, -0.23650081, -0.07035176, -0.028411875) * go_7(1.0, 0.0); + result += mat4(-0.0868341, -0.14694329, 0.08679206, -0.014810077, 0.022454316, -0.094533004, -0.17521082, -0.0076950863, -0.077531025, 0.11369054, -0.131653, -0.014213835, -0.08936547, -0.123560406, -0.031929504, 0.017496165) * go_7(1.0, 1.0); + result += vec4(0.05049932, 0.08230575, 0.58376503, 0.86909854); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.14979692, -0.19874124, 0.7368574, -0.75289476, -0.07442179, -0.057006773, 0.052752588, 0.07042955, 0.023808982, -0.15449218, -0.214054, 0.4198038, -0.031717926, 0.42492926, -0.365123, -0.5385816) * go_0(-1.0, -1.0); + result += mat4(-0.20962773, -0.023108777, 0.058071185, 0.16705127, -0.13245003, 0.035289574, -0.2708952, -0.09654876, -0.031879663, -0.04658145, 0.34683147, 0.16727158, 0.0348443, 0.3031345, -0.3261166, -0.118750244) * go_0(-1.0, 0.0); + result += mat4(-0.21795142, -0.11076161, -0.05562235, -0.019234827, -0.013561418, -0.097614266, 0.017759917, -0.016897203, -0.35361412, 0.057772327, -0.06672376, 0.022556266, 0.10166518, -0.20721449, -0.33036092, 0.031573854) * go_0(-1.0, 1.0); + result += mat4(0.33822674, -0.014097686, 0.040684048, -0.18630835, -0.14371929, -0.044715706, 0.15923496, -0.001135727, 0.09309857, 0.043319203, 0.008005289, -0.06445179, 0.04558112, -0.3218687, -0.23799446, -0.05683568) * go_0(0.0, -1.0); + result += mat4(0.30100045, -0.16198196, -0.40970346, -0.08049791, -0.3257815, 0.32816964, -0.1036189, -0.01658084, 0.3158466, -0.099933214, 0.17709035, 0.015306898, 0.109196454, -0.8539901, -0.39478862, 0.44471648) * go_0(0.0, 0.0); + result += mat4(-0.25177294, 0.38001952, -0.10283977, 0.16721214, 0.47318378, -0.051106233, -0.1658626, 0.0006494121, 0.0790059, -0.2052262, 0.09690421, -0.24400221, 0.386201, 0.12295305, 0.008400798, 0.1569414) * go_0(0.0, 1.0); + result += mat4(0.13002181, -0.062052924, -0.105005205, -0.1063579, -0.2948124, -0.084252134, -0.1092418, 0.18163803, 0.087108664, -0.24015805, 0.0813893, -0.15364105, 0.4476238, -0.19498287, 0.058062855, -0.13685432) * go_0(1.0, -1.0); + result += mat4(0.080557905, 0.10061249, -0.019393712, 0.2723204, 0.37991402, -0.30517173, 0.15205608, -0.17223756, -0.1711708, 0.22243942, -0.51695263, 0.06089266, 0.2784161, -0.039997682, -0.27718592, 0.18410686) * go_0(1.0, 0.0); + result += mat4(0.04679752, -0.10547882, 0.065308206, -0.05089279, -0.03807331, 0.39167935, -0.033223882, -0.029149204, -0.11922506, 0.14605616, -0.026710276, 0.043473598, -0.14226817, -0.33978114, -0.13193306, -0.064798094) * go_0(1.0, 1.0); + result += mat4(0.16664545, 0.054396506, 0.5975169, -0.1282768, 0.033200808, 0.07221164, -0.26142395, -0.18964534, -0.13124959, -0.18198496, -0.6014699, 0.05141559, 0.5430321, 0.1740554, -0.34170282, 0.26922655) * go_1(-1.0, -1.0); + result += mat4(-0.3690329, -0.41274253, -0.17788443, -0.38740525, -0.31772953, 0.065274484, -0.10197657, -0.009203365, 0.014726659, -0.4838253, 0.6801823, 0.048202187, -0.004891756, 0.45931026, -0.42521614, 0.54947734) * go_1(-1.0, 0.0); + result += mat4(-0.022050077, 0.07676187, -0.2678602, 0.12050436, 0.2968012, 0.134127, 0.013001306, -0.022339938, 0.072250396, 0.16998878, 0.13204311, 0.1460555, -0.2108701, 0.085233, -0.33153787, -0.3943539) * go_1(-1.0, 1.0); + result += mat4(0.020494493, -0.13280667, 0.120742574, 0.18085496, -0.3993116, 0.27331954, -0.16451527, -0.12265906, -0.609543, 0.5610297, -0.51908624, -0.12770663, -0.06081323, -0.03547236, -0.3134851, 0.120467834) * go_1(0.0, -1.0); + result += mat4(0.694917, -0.056899358, 0.5973495, -0.36394402, 0.11194564, -0.014088698, 0.3335045, -0.30163172, 0.410675, -0.18881899, 0.6248168, 0.11293253, 0.007631114, 0.25432107, 0.13347992, 0.12681353) * go_1(0.0, 0.0); + result += mat4(-0.10188845, -0.25959828, -0.3245341, 0.27263215, -0.023503877, -0.072242714, 0.13622598, 0.21790865, -0.3163553, -0.013236621, -0.13055128, -0.20804474, -0.009641516, 0.20730485, 0.040377166, 0.13722788) * go_1(0.0, 1.0); + result += mat4(-0.4001694, 0.20498846, -0.04771135, -0.2705733, 0.097105324, 0.08779578, 0.018639572, 0.18933, -0.06865882, -0.24691378, -0.27062201, -0.028328577, -0.0036236667, -0.19430988, 0.022964898, 0.08762482) * go_1(1.0, -1.0); + result += mat4(-0.26447344, 0.597568, -0.75024736, 0.29766613, -0.040174056, 0.0043453, -0.034185186, -0.09291407, 0.14045602, 0.19046465, -0.013113876, -0.20518276, 0.1951194, -0.317452, 0.38230306, 0.16865042) * go_1(1.0, 0.0); + result += mat4(0.059703857, -0.38956463, 0.1103034, -0.0053544333, 0.067712605, -0.25418857, 0.18657285, 0.14283091, -0.3343347, 0.13270105, -0.22770841, 0.053509742, -0.21625842, -0.3108662, 0.7752985, 0.031922966) * go_1(1.0, 1.0); + result += mat4(0.27932245, -0.031156274, -0.8561641, 0.6776702, 0.011417689, -0.00027964372, -0.18250081, -0.0037116525, -0.099202864, 0.06313943, -0.042443503, -0.5106033, -0.08595155, -0.052907, -0.1087237, 0.5441453) * go_2(-1.0, -1.0); + result += mat4(0.16762924, -0.009944587, -0.2679235, -0.2021139, 0.21079461, -0.11809957, 0.3809502, 0.08643512, -0.058171842, 0.20088726, -0.062347364, -0.12985747, 0.16284388, -0.16306452, 0.09982884, 0.14088723) * go_2(-1.0, 0.0); + result += mat4(-0.0714393, 0.082623124, 0.10457793, 0.06049393, -0.21751815, 0.15272824, -0.05817135, -0.033302475, 0.040557053, -0.23516949, -0.0038103394, 0.012663176, 0.028543636, 0.006461524, 0.04151789, 0.025360702) * go_2(-1.0, 1.0); + result += mat4(-0.3958464, -0.49928874, -0.18322971, 0.1660756, 0.02241122, -0.15481286, -0.08289814, 0.1838922, -0.30311695, 0.033998005, 0.046327453, 0.046667594, -0.19373152, 0.054595128, -0.1810291, 0.026330587) * go_2(0.0, -1.0); + result += mat4(-0.17988408, -0.06920031, 0.45933202, 0.13610782, 0.3321532, -0.35902196, -0.01072334, 0.130472, -0.17946465, 0.024062874, 0.028480636, -0.02477549, 0.030871931, -0.06926073, 0.21192017, -0.3275599) * go_2(0.0, 0.0); + result += mat4(0.2777268, 0.039282586, 0.18316416, -0.09472171, -0.12926842, 0.21093419, 0.26748186, -0.034381114, 0.37504667, 0.101034865, -0.005076637, 0.3046354, 0.19506508, 0.07113483, 0.11567689, 0.015364835) * go_2(0.0, 1.0); + result += mat4(0.0024751208, -0.09917078, 0.28514004, 0.13154282, 0.025117317, 0.107632674, -0.14624198, -0.13388367, -0.038752496, 0.06344873, -0.17392725, 0.44770598, 0.06466959, 0.18955265, -0.07118261, 0.13022475) * go_2(1.0, -1.0); + result += mat4(0.061531715, 0.040746104, 0.17598623, -0.15300408, -0.16540745, -0.22774096, -0.092872284, 0.22756997, 0.49107695, -0.6291782, 0.18959439, 0.051523212, -0.022658838, -0.23492336, 0.22632147, -0.0963997) * go_2(1.0, 0.0); + result += mat4(-0.049996454, 0.20427251, -0.13305162, 0.11485584, -0.049903087, -0.27760607, 0.10333013, -0.102610506, 0.5495312, -0.31861833, 0.002093027, -0.07540532, 0.020750895, 0.11532434, -0.302924, 0.038216017) * go_2(1.0, 1.0); + result += mat4(-0.0742038, 0.14481308, -0.52984416, 0.1047764, 0.056594335, -0.30959937, 0.28613302, 0.34666842, -0.39666295, 0.26017725, 0.35440627, -0.34158382, -0.37820384, -0.17103404, 0.50328887, -0.22849783) * go_3(-1.0, -1.0); + result += mat4(0.3429522, -0.15276, 0.2209812, 0.45239314, 0.23704866, -0.005374581, 0.16275096, 0.024596661, -0.82699585, 0.6892652, -0.5133988, -0.37860793, -0.24554388, -0.36862546, 0.53238416, -0.15033963) * go_3(-1.0, 0.0); + result += mat4(-0.18241908, -0.097688325, 0.19900274, -0.049691215, -0.0707727, 0.01220912, -0.13254303, 0.06655784, -0.112321585, -0.6344655, -0.14198428, -0.25697416, 0.30084953, -0.06746383, 0.061665535, 0.48863387) * go_3(-1.0, 1.0); + result += mat4(0.037913926, -0.03827507, 0.154614, -0.40610346, 0.3045199, 0.008148914, 0.16061406, -0.18722008, 0.23903824, -0.41043565, 0.13431714, 0.005762402, -0.11140545, 0.09172593, 0.36103448, -0.21254368) * go_3(0.0, -1.0); + result += mat4(-0.81520826, -0.18719831, -0.7951369, 0.30222818, 0.022721667, -0.24935177, -0.28099492, 0.46440077, -0.22375317, 0.21440145, -0.82245845, -0.08865358, -0.034643255, -0.14605747, -0.20446338, 0.017269822) * go_3(0.0, 0.0); + result += mat4(-0.027954992, 0.44265705, 0.14893635, -0.22994424, -0.4062441, 0.037667353, -0.20461299, -0.2084607, 0.045539107, 0.019446995, -0.26775262, 0.20553084, 0.53191364, -0.34656656, 0.101131186, -0.18529478) * go_3(0.0, 1.0); + result += mat4(0.22462271, -0.6351009, -0.30356836, 0.4656144, 0.021343032, 0.12060711, -0.118174694, -0.102915525, -0.03897218, 0.38728097, 0.0065090284, -0.014050115, -0.11878573, 0.043891054, -0.2201844, -0.008109699) * go_3(1.0, -1.0); + result += mat4(0.3475876, -0.5480176, 0.32965973, -0.3013803, -0.12759317, -0.2552925, 0.040291607, 0.058848295, 0.090461515, -0.0100614, 0.26301694, 0.19180556, -0.19759412, 0.22332898, -0.66193426, 0.029582586) * go_3(1.0, 0.0); + result += mat4(-0.15084246, 0.2588267, -0.12036018, -0.100685254, -0.09681174, 0.10745359, -0.055402648, -0.17146726, 0.16907287, -0.2920604, 0.1719566, -0.062248997, 0.16846664, -0.04184749, -0.67145276, -0.14377783) * go_3(1.0, 1.0); + result += mat4(-0.29134026, 0.14061885, 0.019386701, -0.23595293, 0.15995972, 0.11001859, 0.09999047, 0.24208768, -0.20627365, -0.5980567, -0.10900429, 0.15628706, -0.035789836, 0.11344383, 0.22269405, 0.1167161) * go_4(-1.0, -1.0); + result += mat4(0.2086919, 0.32100046, -0.074735984, 0.028284928, 0.05750321, -0.066351704, -0.12921254, 0.02867359, 0.61451894, -0.64832085, 0.01923096, 0.107076205, -0.080694854, 0.017926944, 0.115145884, 0.023048883) * go_4(-1.0, 0.0); + result += mat4(0.044795334, -0.14508736, 0.009281871, -0.047577426, -0.04061876, -0.10779222, -0.0934905, 0.07574239, 0.06306946, -0.18841065, -0.06520789, -0.1511161, 0.056024194, -0.23865043, 0.0027067165, -0.023214353) * go_4(-1.0, 1.0); + result += mat4(-0.16991557, 0.017060002, -0.29013085, 0.19565602, -0.058718584, 0.07541131, -0.19660297, 0.030717509, 0.13866037, 0.1607997, 0.33416504, -0.10889656, -0.16938633, -0.30223483, -0.116302475, -0.067932114) * go_4(0.0, -1.0); + result += mat4(0.013324888, 0.043513425, -0.13977613, 0.049115334, 0.27864334, -0.14303638, -0.08351705, -0.034961347, 0.54420704, -0.114335835, 0.70558935, -0.17958923, 0.2993206, 0.15411529, 0.1525758, 0.02863741) * go_4(0.0, 0.0); + result += mat4(-0.037015285, -0.2017719, -0.011478376, -0.018624172, 0.1424438, -0.21703872, 0.04142035, 0.08435333, 0.016879117, -0.13277175, 0.5071568, -0.00452118, -0.075084746, 0.02599955, 0.03993921, -0.0077187354) * go_4(0.0, 1.0); + result += mat4(-0.08865702, -0.036773548, 0.09770667, -0.059214808, 0.092925295, 0.024745809, 0.18103407, 0.010096519, 0.12563165, 0.21068119, 0.39060932, 0.052776936, -0.007520789, 0.073785275, 0.15345341, -0.040818583) * go_4(1.0, -1.0); + result += mat4(-0.01307178, -0.2883416, 0.06089409, -0.025703222, -0.0153167285, -0.13499002, 0.19134292, 0.017535282, 0.4228713, 0.42407927, 0.49823955, -0.014714462, 0.07038049, -0.16592962, 0.20797624, -0.067286916) * go_4(1.0, 0.0); + result += mat4(-0.10721055, 0.12606484, 0.058121577, -0.0076352274, 0.20147532, 0.023864318, 0.035990067, 0.019970879, -0.09824868, 0.21742553, 0.23160207, -0.01923935, -0.051066495, 0.07820049, 0.25739282, 0.01963692) * go_4(1.0, 1.0); + result += mat4(-0.11948619, 0.2351847, -0.043393455, 0.030519446, 0.4539114, 0.1742429, -0.0774874, -0.080372855, 0.08532228, 0.2565506, -0.047552552, 0.06568883, -0.0336801, 0.014859413, -0.01480705, 0.000907035) * go_5(-1.0, -1.0); + result += mat4(0.13286628, 0.18621215, -0.023270091, 0.0070656347, -0.15205616, 0.1755209, 0.058746208, -0.11478106, 0.028688533, 0.018236568, -0.029914241, -0.01234524, 0.027454674, -0.08994973, -0.023616008, 0.10552348) * go_5(-1.0, 0.0); + result += mat4(-0.061776865, 0.37519607, -0.0055178492, 0.0034296983, 0.18715686, 0.5121114, 0.097835, 0.03487622, 0.0467928, 0.054646105, -0.005521889, 0.005822461, -0.043956164, 0.03566145, -0.074804395, -0.0035681466) * go_5(-1.0, 1.0); + result += mat4(0.030094853, -0.19132867, -0.12022806, 0.008678997, 0.14250284, -0.39671174, -0.02558346, 0.049037408, 0.030368956, 0.032775097, -0.0700175, -0.043425113, -0.011832092, 0.1385766, 0.049986932, 0.048339713) * go_5(0.0, -1.0); + result += mat4(-0.04173207, -0.32059047, -0.3176571, -0.059780464, -0.149838, -0.09253593, 0.017474804, -0.02850501, -0.002491147, -0.4902331, -0.41391358, -0.019036679, 0.12910078, 0.011391104, 0.15281096, 0.035302237) * go_5(0.0, 0.0); + result += mat4(-0.051985674, -0.28821957, 0.041421372, -0.026321337, -0.11232292, -0.0076721082, -0.017660424, -0.053183485, 0.011399399, -0.21104087, -0.08247351, 0.012001115, 0.13353747, -0.018404294, -0.013070655, 0.021725055) * go_5(0.0, 1.0); + result += mat4(-0.10819058, 0.01522892, -0.11809611, -0.005361581, 0.016413989, -0.17791939, -0.07641427, -0.0075271325, -0.04744145, 0.14214009, 0.06238958, 0.030852603, -0.045064628, -0.10203394, 0.022396715, -0.0067329407) * go_5(1.0, -1.0); + result += mat4(-0.19808967, -0.104994975, 0.015773673, -0.022771256, 0.026054395, -0.052030962, 0.00745939, 0.04304712, -0.10831072, -0.16059683, -0.04864209, 0.037260182, 0.041406773, -0.11586577, 0.043287378, 0.027181271) * go_5(1.0, 0.0); + result += mat4(-0.1844484, 0.08464415, 0.10791806, 0.013830704, 0.03208257, 0.26110005, -0.03262007, 0.091473244, 0.13977927, 0.032529682, -0.021369038, 0.053745314, 8.765892e-05, 0.010181694, -0.046350393, -0.0064968574) * go_5(1.0, 1.0); + result += mat4(0.16242024, 0.0029229107, -0.03808197, 0.11881662, -0.008760509, -0.09074291, -0.15157613, -0.19312446, 0.098781265, -0.06404453, 0.17561193, -0.011888404, 0.012034257, -0.095228486, -0.17663169, -0.14239185) * go_6(-1.0, -1.0); + result += mat4(0.10714533, -0.091631204, 0.10210571, -0.024006354, -0.20195729, -0.028262442, 0.0057075145, 0.08570983, -0.1349579, 0.16353582, 0.06258812, -0.055206373, 0.027616054, 0.16366649, 0.15170477, 0.100432895) * go_6(-1.0, 0.0); + result += mat4(-0.005640863, 0.01953208, -0.05362749, 0.03737554, 0.10574648, 0.04949733, 0.011875781, -0.027762452, 0.11309614, -0.037482325, -0.037490267, 0.05672542, -0.03851815, -0.040241454, -0.014456474, -0.015964273) * go_6(-1.0, 1.0); + result += mat4(-0.05119488, -0.05249867, 0.08751497, -0.15210281, 0.06936269, 0.060947813, 0.15130071, 0.0061567873, 0.089312874, -0.08143958, 0.006515938, -0.062999725, 0.14026858, 0.14795284, 0.28729984, 0.078133605) * go_6(0.0, -1.0); + result += mat4(-0.009654871, -0.21643133, 0.06265242, 0.01572518, -0.1400239, 0.08764587, -0.013960639, 0.11240323, -0.06609911, 0.17936565, -0.099240325, 0.03606391, -0.08663271, 0.21256153, 0.076862626, -0.06660453) * go_6(0.0, 0.0); + result += mat4(-0.0032671946, 0.0434528, 0.12943126, 0.032995254, -0.026195439, 0.22761142, -0.08781017, -0.027369386, -0.23265982, -0.16121218, -0.05160874, -0.01102774, 0.18765874, 0.10036096, 0.13562876, -0.115016125) * go_6(0.0, 1.0); + result += mat4(-0.014280088, -0.036902506, -0.06825763, 0.081764676, 0.030115271, -0.023108382, 0.06727549, 0.00067218125, 0.017059056, -0.03265097, 0.15135893, -0.039459277, -0.04266232, 0.1111974, -0.020078076, 0.006387551) * go_6(1.0, -1.0); + result += mat4(-0.04688186, -0.09174231, -0.05381622, 0.024881862, 0.036378797, 0.12511472, -0.12020627, 0.011695685, -0.033788696, -0.048612628, -0.096676245, -0.09272234, -0.0752053, 0.17060183, -0.056995165, 0.0037499536) * go_6(1.0, 0.0); + result += mat4(0.06944483, -0.0036858325, -0.014824583, 0.022016088, -0.13040295, -0.17123172, 0.042282093, 0.025151532, 0.09733767, 0.02184708, 0.12792501, 0.008477331, -0.033732317, -0.09257224, -0.087834194, -0.04676004) * go_6(1.0, 1.0); + result += mat4(-0.06177712, 0.09466163, 0.041752685, 0.0796498, -0.08357602, -0.21963142, -0.05910052, 0.1355151, -0.020803489, -0.026252296, -0.07097114, 0.09607317, 0.078275844, 0.04250756, -0.047696978, -0.066009335) * go_7(-1.0, -1.0); + result += mat4(-0.32883903, -0.18983904, -0.011129119, -0.061288845, 0.20026195, 0.008631433, -0.06246731, -0.013857852, 0.005461851, 0.19473334, -0.018032562, -0.004270683, -0.03182703, -0.041694432, 0.046114028, -0.08224892) * go_7(-1.0, 0.0); + result += mat4(-0.18344544, -0.22068006, -3.779529e-05, -0.042374518, -0.010999355, -0.1526405, -0.08975188, -0.07842255, 0.0702596, 0.0027714027, 0.03802376, -0.015517716, 0.009005106, 0.06702078, 0.048812397, -0.018014267) * go_7(-1.0, 1.0); + result += mat4(-0.16322157, -0.12375638, -0.14597934, -0.10065044, -0.0034380173, 0.0688033, -0.13725469, 0.1336164, -0.028104529, -0.096491896, -0.29770237, 0.010468916, 0.003322942, -0.012829131, 0.055854827, -0.03990536) * go_7(0.0, -1.0); + result += mat4(-0.13249227, 0.078412525, 0.001221111, 0.039858975, 0.15937175, -0.02095173, -0.22108203, 0.09235874, -0.22747709, 0.2172244, -0.08376862, -0.047431935, -0.093568005, 0.06131771, -0.015086977, -0.056581) * go_7(0.0, 0.0); + result += mat4(-0.19138841, 0.08926175, -0.093786284, 0.057811834, -0.14395343, 0.064682476, -0.008969366, 0.0674351, 0.17032358, 0.12163412, 0.05056086, 0.058084372, -0.13832766, -0.11045532, -0.042922694, -0.030604472) * go_7(0.0, 1.0); + result += mat4(0.055630907, 0.16944349, -0.13912451, 0.033242557, 0.12217042, -0.21623628, 0.08676071, 0.06943562, 0.0558185, -0.023673354, -0.17777173, 0.004594415, 0.0135196885, -0.029225778, 0.030058527, -0.009726104) * go_7(1.0, -1.0); + result += mat4(0.01702246, 0.16437621, -0.018122733, 0.024081163, 0.016095428, -0.41127196, -0.017206954, 0.09858238, -0.15810199, -0.14963378, -0.3974077, -0.03380379, -0.045687225, -0.032821044, -0.094495125, -0.014884245) * go_7(1.0, 0.0); + result += mat4(0.049720503, -0.09237875, -0.04686381, 0.019112429, 0.14990957, -0.2563238, 0.06650471, 0.027189046, 0.065547526, 0.061466973, 0.038220834, -4.9633014e-05, -0.037983235, -0.0315463, -0.08640253, 0.023909623) * go_7(1.0, 1.0); + result += vec4(-0.0053955545, 0.20755386, 0.060728047, -0.11934225); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.011262504, 0.031819463, -0.06957062, -0.043127634, 0.00583867, 0.09169646, -0.045924503, -0.03033917, 0.04295624, -0.0008524074, -0.10314193, 0.017878639, -0.026550706, -0.057304744, -0.093816355, 0.084548905) * go_0(-1.0, -1.0); + result += mat4(0.14785792, 0.27953532, 0.013030618, 0.088695146, 0.108306505, 0.09207513, 0.111750156, -0.053279888, -0.091059364, -0.06638048, 0.027781408, -0.16337578, 0.056285474, 0.11172556, 0.030077877, -0.017893653) * go_0(-1.0, 0.0); + result += mat4(0.17618006, -0.4502103, 0.07598669, -0.0009732414, 0.050383665, 0.17085455, -0.0031775923, 0.064862505, 0.11707715, 0.3526508, -0.01904134, -0.012807272, -0.116546296, -0.060822245, -0.1311729, 0.07212336) * go_0(-1.0, 1.0); + result += mat4(0.087797835, -0.06613155, 0.1483391, 0.013323468, -0.11146307, -0.015671762, -0.040200327, -0.10357134, 0.019073516, -0.06472526, 0.10602498, 0.1770319, -0.08521562, 0.12664832, 0.08947633, -0.05493576) * go_0(0.0, -1.0); + result += mat4(0.33827654, 0.28221247, -0.18990488, 0.026941316, 0.1488764, -0.2931259, -0.076329395, -0.015431582, -0.099263206, 0.19168049, -0.026642313, 0.13576517, 0.038345568, 0.28094527, 0.009882045, -0.11360381) * go_0(0.0, 0.0); + result += mat4(0.05157035, -0.07949976, -0.11442825, -0.10846249, 0.0041128546, -0.086069524, -0.08534606, 0.030012999, -0.02440029, 0.0032833228, 0.080156125, -0.09495428, -0.014791535, -0.3719053, -0.09000905, 0.0037281278) * go_0(0.0, 1.0); + result += mat4(0.06803247, 0.07046111, 0.025906414, 0.04482326, -0.029433155, -0.053168926, 0.11433928, 0.09067554, 0.08303741, -0.17981903, -0.119454004, 0.18209296, -0.03772345, 0.025304617, -0.078271955, -0.091292545) * go_0(1.0, -1.0); + result += mat4(0.22007126, -0.40249357, 0.09878526, 0.043460052, -0.037937324, 0.2775198, 0.08673017, -0.075257935, 0.14146972, -0.049743168, -0.09132197, 0.072746076, 0.029836698, -0.0047054323, 0.041883502, -0.0780989) * go_0(1.0, 0.0); + result += mat4(0.054638218, 0.31379706, -0.015786655, -0.026390918, -0.11370519, -0.085995756, 0.08572533, -0.066644676, -0.052945357, -0.027882649, -0.030349009, -0.00074756425, -0.0034215925, 0.16293995, 0.0043956763, -0.013435695) * go_0(1.0, 1.0); + result += mat4(0.004479172, 0.15894544, 0.014565352, -0.022123177, 0.036710665, 0.027838772, -0.03341635, -0.02814826, -0.0891137, -0.051923018, -0.058425512, 0.057913873, -0.058511104, 0.04785274, 0.047574837, 0.095560044) * go_1(-1.0, -1.0); + result += mat4(0.026339598, -0.21249251, 0.09641629, -0.1050302, -0.11599119, 0.16732395, -0.07735261, 0.10095655, -0.046776835, -0.1985677, -0.100405715, -0.0049418057, 0.08661461, 0.030991163, 0.058080763, -0.033386886) * go_1(-1.0, 0.0); + result += mat4(0.06275464, 0.12353212, 0.011660699, -0.0048974585, 0.03182892, -0.11731411, 0.058963027, 0.00076737226, -0.014992623, -0.075640306, 0.021105729, 0.054476924, 0.010348032, 0.018136699, -0.015781997, 0.011437102) * go_1(-1.0, 1.0); + result += mat4(0.13556376, -0.061953824, 0.05551936, 0.116930924, 0.06720336, 0.37149063, -0.020317249, 0.10018995, 0.03449863, 0.00254038, -0.12589492, -0.116539575, 0.02914628, -0.1132907, 0.059977263, -0.01013219) * go_1(0.0, -1.0); + result += mat4(-0.17061242, -0.11773073, -0.07108274, 0.0034582969, 0.037274398, -0.38318223, 0.10591709, 0.25803554, -0.07071293, 0.17214958, 0.34243912, -0.20444241, 0.16736552, 0.14189146, -0.15058914, 0.028070828) * go_1(0.0, 0.0); + result += mat4(-0.014832051, 0.38498318, 0.07763121, 0.0076594464, 0.1140444, 0.23477876, -0.06551489, 0.082364485, -0.072711125, -0.26173973, 0.10116861, 0.025223283, 0.0071469937, -0.08337561, -0.029252755, -0.040330622) * go_1(0.0, 1.0); + result += mat4(0.065506235, -0.04470719, 0.09613445, 0.11135494, -0.038838383, -0.13319598, -0.030709865, -0.11286597, 0.02777684, 0.14582784, 0.10601686, 0.032446314, -0.101155646, 0.01797949, -0.060460012, -0.17628726) * go_1(1.0, -1.0); + result += mat4(-0.013238295, 0.23827216, -0.052030362, 0.056838796, 0.11169307, -0.0019896782, 0.04225852, -0.05080408, 0.041208353, -0.018402472, 0.0045357095, 0.14560573, -0.07002417, -0.14796354, 0.007762815, -0.10192629) * go_1(1.0, 0.0); + result += mat4(-0.041997515, -0.35881934, -0.021417812, 0.08649882, 0.09397181, -0.13445188, 0.06475497, -0.010673045, 0.12269194, 0.18738186, -0.042150542, 0.1256423, -0.008410485, 0.09158409, 0.041347865, -0.0074583124) * go_1(1.0, 1.0); + result += mat4(-0.062870465, -0.059856553, 0.091585, 0.092011355, 0.020937715, 0.010538825, 0.06692169, 0.0006046978, 0.1952068, 0.031263877, -0.106957935, 0.14423949, -0.014842083, -0.043564916, -0.019768178, 0.034922168) * go_2(-1.0, -1.0); + result += mat4(-0.117032535, 0.18058799, 0.007915372, 0.020678058, 0.14933655, -0.051320497, -0.023838546, 0.06867943, -0.3355837, 0.0042644492, -0.12227475, -0.04008191, 0.024019344, -0.040317632, 0.025777748, 0.24088405) * go_2(-1.0, 0.0); + result += mat4(-0.00010084207, -0.1289124, 0.031990424, -0.079577096, -0.0053844554, -0.02361255, 0.07049022, 0.039858952, -0.07922686, -0.06185779, -0.03044959, 0.079977244, -0.0893825, -0.106873706, 0.0044374927, -0.028308846) * go_2(-1.0, 1.0); + result += mat4(-0.08895584, -0.042846404, -0.013092824, -0.13957329, -0.10497291, 0.10893366, -0.16962886, -0.002034427, -0.037901185, 0.064590566, 0.058201604, 0.14310947, 0.08995774, -0.05294167, 0.1631053, -0.012728631) * go_2(0.0, -1.0); + result += mat4(-0.07719386, 0.046034593, 0.04633185, 0.11177461, 0.012042811, 0.13169785, -0.11322429, 0.10102152, -0.23842178, 0.13413563, 0.07785035, -0.083747946, 0.10070529, -0.0900075, -0.17456235, -0.38653556) * go_2(0.0, 0.0); + result += mat4(-0.12692979, -0.047207076, 0.003124948, 0.0031179655, 0.028505344, -0.16842307, 0.018322583, -0.03406163, 0.04017119, -0.1724708, 0.039637722, 0.14817074, -0.015262273, 0.4343052, -0.028746288, -0.06529248) * go_2(0.0, 1.0); + result += mat4(-0.124842934, 0.13421857, -0.02313364, -0.11312006, -0.03259939, 0.06062406, -0.007419522, -0.04876289, -0.10012543, -0.25548926, -0.030651081, 0.034160238, -0.14513661, 0.036888786, 0.17565195, 0.11805049) * go_2(1.0, -1.0); + result += mat4(0.19049145, -0.039175794, 0.018565621, 0.1548963, -0.051579755, 0.031628616, 0.0051352894, 0.11517133, -0.01610091, 0.051337674, -0.026527107, -0.019971197, 0.12971555, 0.07533016, -0.3041597, -0.06759981) * go_2(1.0, 0.0); + result += mat4(0.12584706, -0.10033112, 0.035238206, 0.09898554, 0.050027825, 0.07308421, -0.01463469, -0.00082939945, -0.047252785, 0.08552882, 0.0019422411, -0.024661394, 0.11734384, -0.26585263, 0.07397762, 0.20346671) * go_2(1.0, 1.0); + result += mat4(0.107849255, -0.11532747, 0.05027606, 0.10103512, 0.064907365, 0.010803471, 0.028275143, 0.14567783, -0.07167514, 0.08434946, 0.07393991, 0.0254499, 0.04305806, 0.04086671, 0.053802863, -0.06721381) * go_3(-1.0, -1.0); + result += mat4(0.09881202, -0.06978072, 0.04603433, 0.01741673, -0.15704031, -0.1793963, -0.038271505, -0.10161381, 0.04542897, 0.07914688, 0.046205457, 0.08958046, -0.0061665005, -0.03463733, 0.029120842, 0.043564152) * go_3(-1.0, 0.0); + result += mat4(-0.012550157, 0.17462914, 0.06898175, -0.07152383, -0.03304833, -0.08832667, -0.016064065, -0.23278883, -0.13197964, -0.08672381, -0.05409716, -0.065082744, 0.06888385, 0.036308136, 0.11151006, -0.06965145) * go_3(-1.0, 1.0); + result += mat4(0.10415191, 0.17370042, -0.077190965, -0.008505009, 0.071427636, 0.021012051, 0.29375538, 0.20707655, 0.08539143, -0.21792713, -0.069910124, -0.13272718, 0.078085855, 0.020925732, -0.09766308, -0.014647463) * go_3(0.0, -1.0); + result += mat4(-0.1540831, -0.20195347, 0.12906608, -0.18597993, 0.02752237, 0.3436961, 0.12848559, 0.23174804, 0.09912136, 0.2955073, -0.0119524235, 0.07499343, -0.056999985, -0.13919996, -0.0442433, 0.09012822) * go_3(0.0, 0.0); + result += mat4(0.03846984, -0.016049843, -0.04194403, 0.016142704, -0.14151782, -0.06796431, 0.004672686, -0.20027739, -0.100223176, -0.08138453, -0.09202174, 0.12008146, -0.009262179, 0.303418, 0.040116344, 0.032100268) * go_3(0.0, 1.0); + result += mat4(-0.02313964, -0.24428035, 0.038113195, -0.0045478963, -0.12524363, 0.0911982, -0.091526926, -0.10919195, -0.044670045, 0.08331864, 0.12612547, -0.103683256, -0.003986556, -0.034693778, 0.03215815, 0.06168313) * go_3(1.0, -1.0); + result += mat4(-0.024951402, 0.36099398, -0.08449376, -0.07497921, 0.09019578, -0.34781474, -0.038260702, 0.04863762, 0.017253455, -0.019677663, 0.12687095, 0.00063366926, 0.011710997, -0.10072319, -0.03315336, 0.07632106) * go_3(1.0, 0.0); + result += mat4(0.07059056, -0.12018756, -0.09131319, -0.013561132, 0.24165273, 0.22274019, -0.017931685, 0.010056685, 0.12344425, 0.12156007, -0.026813593, 0.004195277, 0.04681439, -0.076013386, -0.031047279, 0.028654084) * go_3(1.0, 1.0); + result += mat4(-0.07966141, -0.07519266, 0.08071786, -0.07381566, 0.016123658, -0.05854732, 0.037251532, 0.025495501, 0.105325036, -0.09021125, -0.0065127593, 0.20154859, -0.24500966, 0.16068383, -0.045858987, -0.013114567) * go_4(-1.0, -1.0); + result += mat4(-0.11490749, 0.2778325, -0.09342925, -0.059463568, 0.038029168, 0.010677079, 0.004088794, -0.0524926, 0.14234811, 0.26121226, 0.080162, 0.19559322, 0.19100796, 0.120853685, 0.14027278, -0.07141763) * go_4(-1.0, 0.0); + result += mat4(-0.07725682, -0.028726127, -0.011004939, -0.016452273, -0.004484741, 0.11287478, -0.090253375, -0.00962195, 0.067813195, 0.00653987, 0.11110691, 0.02533638, 0.047734473, 0.630844, -0.12703009, 0.0815481) * go_4(-1.0, 1.0); + result += mat4(-0.063518584, -0.068115965, 0.06567312, 0.005423953, -0.035477355, -0.36495018, 0.034740042, 0.10112081, -0.106252685, -0.27082387, 0.29244247, 0.12543291, -0.35771617, -0.106733896, 0.09776179, -0.041923277) * go_4(0.0, -1.0); + result += mat4(0.1582593, -0.19066747, 0.12785429, -0.06028763, 0.07165759, 0.29100847, -0.066886865, -0.026840167, 0.0149742095, 0.046114814, -0.16078624, -0.06096696, -0.15888374, 0.29948848, 0.011921788, -0.14737292) * go_4(0.0, 0.0); + result += mat4(0.023203196, -0.012949222, -0.10660274, -0.019064514, -0.01604895, -0.11042657, 0.014043448, -0.007858082, 0.034866568, 0.28908056, 0.044833034, -0.055372775, 0.05015458, 0.45589668, -0.059942003, -0.24177484) * go_4(0.0, 1.0); + result += mat4(-0.010991107, 0.081413716, -0.022647902, 0.035956774, -0.01045697, -0.06317254, -0.048409183, 0.014224823, -0.041370537, -0.03167499, -0.08533798, -0.0033347958, -0.045379575, -0.1464327, 0.11794289, 0.12731233) * go_4(1.0, -1.0); + result += mat4(-0.042375486, -0.26550424, -0.020939078, 0.048613142, -0.0064663864, -0.3438306, 0.01354813, 0.01667072, -0.078636885, -0.15991145, 0.07323537, 0.041297473, -0.088465534, -0.333333, -0.05659556, -0.2753555) * go_4(1.0, 0.0); + result += mat4(-0.007157959, 0.16018897, 0.026304452, -0.04799124, -0.009590161, -0.05249338, -0.009172379, 0.0054461583, -0.05708218, -0.19263835, 0.11795639, -0.02212647, 0.056535985, -0.06511114, -0.013391156, -0.13783967) * go_4(1.0, 1.0); + result += mat4(-0.05439675, -0.006444465, -0.009317183, -0.07307444, -0.00030038637, 0.18579505, -0.051370375, 0.059529413, -0.27623934, -0.013988184, -0.0048374305, -0.15984012, 0.039892353, -0.018393246, -0.046821754, 0.023543872) * go_5(-1.0, -1.0); + result += mat4(0.13751456, -0.06096664, -0.025098158, 0.06613064, -0.08354669, -0.07604228, 0.008098726, 0.018510602, 0.14101581, 0.22782752, -0.0028741485, 0.041945882, -0.0810864, -0.020587375, -0.085017934, -0.025102144) * go_5(-1.0, 0.0); + result += mat4(0.047001034, 0.15929686, -0.017429994, 0.11485433, 0.008108619, -0.039101716, -0.01298734, -0.04309558, 0.063283674, -0.006479532, 0.041943613, 0.020806335, 0.1637154, 0.08164767, -0.022789355, 0.23034051) * go_5(-1.0, 1.0); + result += mat4(0.04580322, 0.035329618, -0.045944862, -0.11552284, 0.080185264, -0.054166514, 0.050542697, -0.026156206, -0.083026126, 0.07445656, 0.020240687, -0.095825456, -0.05638868, 0.061477177, -0.0053955787, -0.03098832) * go_5(0.0, -1.0); + result += mat4(0.0488631, 0.0048201405, -0.17982271, -0.19360444, 0.04280375, -0.06298201, 0.18850167, -0.1875722, -0.021133788, -0.4440641, -0.08967545, -0.020436049, -0.07340717, 0.15360972, 0.30010164, 0.13870142) * go_5(0.0, 0.0); + result += mat4(0.06518589, 0.05225434, 0.035718046, 0.09953873, -0.018187355, 0.2680586, -0.011366758, 0.16459163, -0.17236687, 0.271017, -0.044547327, -0.12611923, -0.17699997, -0.14207041, 0.029943895, -0.32613477) * go_5(0.0, 1.0); + result += mat4(-0.043032415, -0.112493455, -0.0017059229, 0.030980088, -0.034748103, -0.034630474, -0.00086845557, -0.07122569, 0.0859297, 0.048253577, 0.1304124, -0.0067533916, 0.15792038, -0.051970366, -0.02041555, -0.022408634) * go_5(1.0, -1.0); + result += mat4(-0.16435696, 0.1454917, -0.02320267, -0.07823869, 0.03715387, 0.001277761, 0.09719438, 0.015275015, -0.11739434, 0.06375923, 0.10178472, 0.0694389, 0.04614792, -0.38499647, 0.27365905, -0.20401697) * go_5(1.0, 0.0); + result += mat4(-0.09289143, -0.059769634, -0.014427403, 0.07280103, 0.04857605, 0.04126391, 0.007707449, 0.016183812, -0.080374636, -0.24951005, 0.051764973, 0.01020587, -0.2992075, 0.04918275, 0.2093324, 0.14188328) * go_5(1.0, 1.0); + result += vec4(-0.034787357, -0.010484513, -0.13672084, 0.021112612); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09358625, 0.04006633, 0.08724545, 0.08691784, -0.14107502, -0.0007997976, 0.17306888, 0.038711257, 0.0985122, -0.0014992851, -0.17487743, -0.10194699, 0.11023988, -0.06968423, 0.01662707, 0.21470292) * go_0(-1.0, -1.0); + result += mat4(0.031636875, 0.13806665, -0.0814631, 0.07943226, 0.0119793005, 0.04941359, 0.074861325, -0.16535385, -0.11496889, 0.13269342, -0.109500505, -0.05149521, -0.046225246, 0.12686665, 0.17126462, 0.009109644) * go_0(-1.0, 0.0); + result += mat4(-0.03334245, -0.123216815, -0.1330235, -0.12154138, -0.059628066, 0.10496938, -0.0038054981, 0.1457567, -0.019918114, -0.0020958772, 0.04247789, -0.0062168534, 0.0026362725, 0.021436866, -0.11040905, 0.108333305) * go_0(-1.0, 1.0); + result += mat4(0.0042455117, -0.14640199, -0.06118977, 0.16638735, -0.030705301, -0.0113191, 0.03248879, -0.044538334, -0.0102377115, -0.01707356, -0.13409424, 0.07820454, 0.0050400933, -0.051095866, 0.115574144, 0.1082736) * go_0(0.0, -1.0); + result += mat4(0.059850972, 0.12553261, 0.23358655, 0.011808153, 0.3940932, -0.10867016, -0.23658483, -0.08347661, 0.18414836, 0.13377388, -0.14889582, -0.0067077233, 0.04137153, 0.07864369, -0.2230585, 0.20400442) * go_0(0.0, 0.0); + result += mat4(-0.14122446, -0.05491896, 0.23194087, -0.04420126, 0.003479982, -0.0025467714, 0.07257286, 0.064608194, 0.003435564, 0.028599951, 0.034278907, 0.020127177, -0.05769672, -0.053810723, 0.021130094, -0.10632285) * go_0(0.0, 1.0); + result += mat4(-0.06342671, -0.02102852, -0.057624057, -0.04255905, -0.027436286, -0.004304728, -0.068475425, 0.084754616, -0.013654013, 0.040915813, 0.03803916, -0.013154927, 0.035633024, 0.03539127, 0.011308919, -0.07959703) * go_0(1.0, -1.0); + result += mat4(-0.082511365, -0.062265713, 0.12336093, 0.050000474, -0.012206841, -0.11110678, 0.23245499, 0.08442603, 0.03861097, 0.04962608, 0.2711461, 0.061978027, 0.02267645, -0.024108166, 0.050957117, -0.09069499) * go_0(1.0, 0.0); + result += mat4(-0.036008272, 0.077173404, 0.007906516, -0.07967038, -0.03769282, 0.0647222, -0.048025336, -0.24466506, -0.10772676, -0.045048002, 0.11905392, 0.09015004, 0.018585265, 0.0492868, -0.12064848, -0.12835266) * go_0(1.0, 1.0); + result += mat4(0.03722991, 0.05483932, 0.005279874, -0.036382344, 0.07366523, 0.080671124, -0.022853829, 0.17026854, -0.025622483, 0.02234575, 0.047529936, 0.08349223, -0.0811592, -0.06856246, 0.095451735, 0.04447287) * go_1(-1.0, -1.0); + result += mat4(-0.011579923, -0.07021126, -0.18775284, 0.06256736, -0.07229184, 0.007508845, 0.009623485, -0.07026442, -0.017683864, -0.05394156, 0.009937637, -0.06132005, 0.08447428, -0.035887707, 0.05672016, -0.023255082) * go_1(-1.0, 0.0); + result += mat4(-0.24283841, 0.049064692, 0.19258617, -0.09556112, -0.043943178, -0.026093625, -0.0037277476, -0.08488672, -0.05969904, 0.014202227, 0.07155138, -0.006620953, 0.12378093, 0.023470948, -0.15103869, 0.04221627) * go_1(-1.0, 1.0); + result += mat4(0.0008730981, -0.07160066, -0.076891124, 0.13791084, -0.13737433, -0.010282979, 0.078346394, 0.09242266, 0.076963596, 0.05978104, -0.05467655, 0.086442284, 0.044609588, -0.016739035, 0.021820836, -0.2011709) * go_1(0.0, -1.0); + result += mat4(-0.20905402, -0.08102045, -0.29869592, -0.047263417, -0.17030494, 0.13713762, 0.1867857, 0.0476295, -0.09349327, 0.19339523, 0.022656808, -0.0009851357, -0.2303008, -0.06444237, -0.019168362, 0.2020858) * go_1(0.0, 0.0); + result += mat4(-0.024434976, 0.10944717, 0.055678647, 0.10161796, -0.049396966, 0.0052144537, -0.16087285, -0.015105596, -0.086011946, 0.022698695, 0.15757102, -0.14491843, 0.037698947, -0.047221012, -0.030243723, 0.13107443) * go_1(0.0, 1.0); + result += mat4(-0.086016916, 0.04024993, 0.04098034, 0.07725262, -0.06640869, -0.04112078, 0.021855356, -0.18622814, -0.058279853, -0.029800907, -0.15918955, 0.09680758, 0.054697946, 0.03253648, 0.08338082, -0.04502999) * go_1(1.0, -1.0); + result += mat4(0.01646839, -0.054888945, -0.26849058, -0.011435841, -0.057793204, -0.07927816, 0.025392462, -0.10175547, 0.029483873, -0.14580205, 0.0024861468, 0.07208289, 0.06519596, 0.03442096, 0.026397267, 0.020078517) * go_1(1.0, 0.0); + result += mat4(-0.08198775, -0.0814655, 0.05315498, 0.051077936, -0.030619444, 0.019064562, -0.13288063, -0.1472509, -0.048526105, -0.040171668, 0.12455891, -0.14622177, 0.011852844, 0.096620746, -0.18692164, -0.055299122) * go_1(1.0, 1.0); + result += mat4(0.058797743, 0.024229972, 0.034255873, 0.036447, 0.00075901265, 0.074688934, -0.042593017, 0.00060293835, 0.032229654, -0.052531853, -0.07462269, 0.12802848, 0.007995166, -0.02878037, 0.06900506, 0.06908949) * go_2(-1.0, -1.0); + result += mat4(-0.10522075, 0.048956644, 0.05420077, -0.016637634, 0.04412326, -0.09468539, 0.034226764, -0.018262677, -0.06783241, -0.040329143, 0.18946178, 0.13130969, 0.10075684, -0.07591921, -0.1623158, -0.025584042) * go_2(-1.0, 0.0); + result += mat4(-0.034107495, -0.016770529, -0.016136456, 0.02585942, 0.12677853, 0.01417575, 0.047958545, 0.12998682, 0.016893117, 0.010598557, 0.12055522, -0.047758352, -0.05235784, 0.005084147, 0.07550005, -0.16640854) * go_2(-1.0, 1.0); + result += mat4(-0.114226855, 0.06335544, -0.0881748, -0.2498259, 0.015568782, 0.012487128, 0.0046955296, 0.025751248, 0.04212843, 0.15120652, 0.15968561, 0.19253394, 0.087034084, -0.0423726, -0.051838346, -0.14310384) * go_2(0.0, -1.0); + result += mat4(-0.013026084, 0.06131241, -0.1675201, -0.12888479, -0.0014964524, -0.10069896, 0.02356384, 0.01806289, 0.19572161, -0.11961045, -0.24700944, -0.1844911, -0.26364744, 0.07644966, 0.2593859, 0.08114606) * go_2(0.0, 0.0); + result += mat4(0.068388715, -0.0046663, -0.020979358, 0.09952774, -0.11110095, -0.0774004, 0.012848098, -0.012930355, 0.08189461, 0.0054886085, 0.00053461257, -0.23077695, 0.050515562, -0.035863694, 0.07036627, -0.13812068) * go_2(0.0, 1.0); + result += mat4(0.09648746, -0.10755913, -0.08146234, 0.00811376, 0.004864761, -0.08113828, 0.04964263, 0.11690557, -0.014368101, -0.014423742, 0.03171528, 0.08982036, 0.10246555, -0.06881209, -0.29283836, 0.039537873) * go_2(1.0, -1.0); + result += mat4(-0.13718893, -0.009659399, 0.2992416, -0.0066323625, -0.071996465, 0.13524258, 0.023679543, 0.07826935, 0.075409144, 0.08589669, 0.061272033, -0.045499824, -0.03741875, 0.27842635, 0.13185109, -0.099911585) * go_2(1.0, 0.0); + result += mat4(-0.024441944, -0.03522318, 0.05140529, 0.0071282475, -0.10594544, -0.05181565, 0.25732583, -0.018825782, -0.0012439055, 0.019219896, 0.09946713, -0.0722263, -0.12645322, -9.644992e-05, 0.06875323, 0.21561073) * go_2(1.0, 1.0); + result += mat4(-0.022150004, 0.054419033, -0.083107114, -0.08959484, 0.08172815, -0.013834652, -0.15180096, -0.024615027, -0.07028262, -0.0007512729, 0.26976782, 0.18875809, -0.099938266, 0.05480333, 0.016040394, -0.17822164) * go_3(-1.0, -1.0); + result += mat4(-0.026931163, -0.052416157, 0.07639568, -0.05452748, 0.035625458, 0.004550296, -0.16772425, -0.00061168516, 0.15335664, 0.051302932, 0.04580133, 0.13039467, 0.023763021, -0.07687596, -0.05549799, -0.017360365) * go_3(-1.0, 0.0); + result += mat4(0.003008481, 0.10352107, 0.076348424, 0.040963676, -0.057719737, -0.08755317, 0.024834383, -0.23462833, -0.09101583, 0.086903796, -0.07216142, 0.090624414, 0.029025761, -0.033761367, 0.1366635, -0.10524101) * go_3(-1.0, 1.0); + result += mat4(-0.028344428, 0.22866614, 0.22265156, -0.050915148, -0.07759447, -0.1586285, -0.049925447, -0.05273905, -0.010746756, 0.019270241, 0.22497585, 0.013571467, 0.019270418, 0.052651558, -0.024736265, -0.14067775) * go_3(0.0, -1.0); + result += mat4(0.058332205, -0.0631195, -0.19648206, -0.039481703, -0.2998922, 0.18085144, 0.17090257, 0.27006564, -0.2703318, 0.06099154, 0.04560162, 0.118134916, -0.004565211, -0.08472733, 0.10459307, -0.16570608) * go_3(0.0, 0.0); + result += mat4(0.10358238, -0.061059173, -0.13393302, 0.015948834, -0.030868502, -0.04978585, -0.012687447, -0.2505655, 0.049323123, -0.00019374766, 0.028754372, 0.033648107, 0.07063697, -0.014583936, 0.1362805, 0.08024834) * go_3(0.0, 1.0); + result += mat4(-0.013942856, -0.08531508, 0.039745845, 0.10414194, 0.06313496, 0.02417523, 0.07144888, -0.13780569, 0.0024822098, -0.0005785404, -0.070522025, -0.010603217, -0.008350787, -0.08310923, -0.06434052, 0.05212829) * go_3(1.0, -1.0); + result += mat4(-0.033343147, 0.11818227, -0.101355605, -0.09815853, -0.0037257646, 0.093914956, 0.045073465, -0.21146262, -0.033502303, -0.033563633, -0.19179441, -0.064311236, 0.017742243, 0.008572989, -0.017310511, 0.09787876) * go_3(1.0, 0.0); + result += mat4(-0.0965179, -0.05104779, 0.21980357, 0.059457585, 0.05362383, -0.07189908, 0.21294238, 0.12593827, 0.08622481, 0.0061037396, -0.11099128, -0.075461335, -0.019220999, -0.08473234, 0.1896788, 0.1545825) * go_3(1.0, 1.0); + result += mat4(-0.067072935, -0.009035596, 0.039182313, 0.017011479, 0.036997713, -0.042869426, -0.0040173815, -0.031988475, -0.0069290483, 0.05294254, -0.0012220141, 0.09110227, -0.014827876, 0.19689846, 0.0022661786, -0.07005972) * go_4(-1.0, -1.0); + result += mat4(-0.057713088, 0.050435945, -8.427375e-05, -0.010549373, 0.03760227, 0.022647688, 0.02825286, 0.06377033, -0.0047159446, 0.11320346, -0.069414824, 0.059531983, -0.3299612, 0.2719073, -0.1501237, -0.2640464) * go_4(-1.0, 0.0); + result += mat4(-0.11150839, 0.050114244, -0.032236893, 0.0015038166, 0.027094943, -0.02502733, -0.043179303, 0.016036531, 0.09573851, 0.08618344, -0.107915044, 0.009664713, 0.014394529, 0.06955564, 0.16166097, 0.20743166) * go_4(-1.0, 1.0); + result += mat4(-0.044392925, -0.040684875, -0.23557815, -0.056034833, -0.028161626, 0.05496662, -0.053270698, -0.0734554, -0.111465365, 0.03420695, 0.109617576, 0.0010966054, -0.2844835, 0.26836982, 0.23121232, -0.10785496) * go_4(0.0, -1.0); + result += mat4(0.23357789, 0.00012668641, 0.107617445, 0.095301114, -0.02025481, 0.05065449, -0.024430674, -0.06981479, -0.013470061, -0.18655962, 0.0027839232, -0.12599237, 0.33548972, 0.30407274, -0.40126064, -0.32490435) * go_4(0.0, 0.0); + result += mat4(-0.122281134, -0.04318224, -0.052405555, 0.013284251, 0.13037762, -0.03950817, 0.11751856, 0.12586644, 0.04493563, 0.065146565, -0.08837088, 0.047829423, -0.06804128, 0.048373412, -0.15102965, 0.055268798) * go_4(0.0, 1.0); + result += mat4(0.030756064, 0.04952702, -0.13558283, 0.0072438875, 0.009556099, -0.010242232, -0.030279964, -0.02526838, 0.038414564, 0.048353594, 0.095979914, 0.021043506, -0.03390589, 0.21514107, 0.16822831, -0.03800557) * go_4(1.0, -1.0); + result += mat4(-0.077866204, -0.033634454, 0.037902627, 0.07902395, -0.028916273, -0.0226067, -0.024876777, -0.022323275, 0.023246247, 0.053687774, -0.07160366, 0.047302466, -0.16095349, 0.20279877, 0.4096563, -0.07618548) * go_4(1.0, 0.0); + result += mat4(-0.07142796, 0.06627731, -0.14174895, -0.07026203, 0.07220904, -0.040048495, -0.00987828, 0.08977276, 0.13406783, 0.01384705, -0.11771938, 0.12959056, 0.014253595, -0.06292875, 0.2582175, 0.40633658) * go_4(1.0, 1.0); + result += mat4(-0.16788402, 0.050656084, 0.19867243, -0.047497474, -0.041200183, -0.035055846, 0.07874877, 0.04519112, -0.06284356, 0.066545784, 0.12576821, -0.056989186, -0.017403305, 0.08785861, -0.041629825, -0.015809631) * go_5(-1.0, -1.0); + result += mat4(-0.049183913, 0.0074359034, -0.08632813, 0.005517822, 0.022378573, 0.008625282, -0.08956046, -0.022195501, 0.05653246, 0.059899297, -0.18981466, -0.088493966, -0.17928217, 0.09689291, 0.119702354, 0.02164232) * go_5(-1.0, 0.0); + result += mat4(0.14917888, 0.015048009, -0.005661549, 0.037006833, -0.044544507, -0.04312164, -0.00308949, -0.1262605, -0.05497811, 0.007944446, 0.08427898, 0.10117571, -0.04657141, 0.02150161, -0.06573186, 0.040465128) * go_5(-1.0, 1.0); + result += mat4(-0.13925308, -0.027741015, 0.154933, -0.21173707, 0.03086154, -0.09298073, 0.012140707, -0.0837475, -0.0389594, -0.13471437, -0.06527673, -0.09669443, -0.029916963, 0.098984316, 0.07964568, 0.12955827) * go_5(0.0, -1.0); + result += mat4(0.113585204, -0.1900433, 0.06495972, 0.2520296, 0.028009154, 0.11481251, -0.041522022, 0.12091007, 0.10473571, 0.050006554, 0.15297762, -0.008781097, 0.31699565, -0.017735595, -0.17169666, -0.2624132) * go_5(0.0, 0.0); + result += mat4(0.0887785, 0.028235141, 0.07372089, 0.04354993, 0.017250411, 0.06372916, 0.14129215, 0.02355555, 0.027448706, 0.044665307, 0.021888286, 0.19552916, 0.15212306, 0.04121492, 0.14111567, 0.17364514) * go_5(0.0, 1.0); + result += mat4(-0.053401828, 0.0036638333, -0.11299562, -0.018262852, -0.018146416, 0.036637712, -0.016478777, -0.1337408, -0.0517515, -0.04804134, 0.023531632, -0.043174334, -0.06509281, 0.04609587, 0.12353532, 0.07258964) * go_5(1.0, -1.0); + result += mat4(0.13987146, -0.004954282, -0.19968997, 0.10498915, 0.032130655, -0.06047886, 0.05529797, 0.1026575, 0.05790419, -0.02940328, -0.0059209364, 0.014009479, 0.03707385, -0.22969075, 0.014512211, -0.05710503) * go_5(1.0, 0.0); + result += mat4(-0.039069746, 0.062022384, -0.07215672, 0.06928623, 0.060027763, -0.0012453326, -0.10970553, -0.06261657, 0.1871706, -0.0018255943, -0.14889055, 0.023299964, -0.3351649, 0.37802795, -0.19070482, -0.060723614) * go_5(1.0, 1.0); + result += vec4(0.11029581, -0.13019782, -0.084883854, -0.08666392); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.2512713, 0.04446131, -0.13019001, -0.19825238, -0.13686082, 0.0009870777, -0.057273045, -0.18591711, -0.23278764, 0.18710285, -0.22846954, 0.053128306, -0.21377552, -0.031190397, 0.02671188, 0.27215254) * go_0(-1.0, -1.0); + result += mat4(-0.02850081, -0.25581798, -0.2916671, 0.25948995, -0.061595846, 0.021996778, 0.26533875, -0.1386817, -0.50907725, -0.107387096, -0.5450341, -0.024946108, -0.17377011, 0.16451572, 0.026229601, 0.4334658) * go_0(-1.0, 0.0); + result += mat4(-0.16645597, 0.04859862, -0.11956127, -0.10639128, -0.1512508, -0.16807108, -0.17695063, 0.18996993, 0.02294206, -0.10125812, -0.5181448, -0.38864586, 0.23754308, -0.08984774, -0.24180885, 0.3828395) * go_0(-1.0, 1.0); + result += mat4(0.06978632, -0.07391368, 0.16064985, 0.14387815, 0.13395701, 0.0072151893, -0.012425532, 0.17299308, 0.07081038, 0.36008126, -0.15714419, 0.07240115, 0.13636859, 0.1784294, 0.011940809, -0.52540964) * go_0(0.0, -1.0); + result += mat4(-0.09117334, 0.23012494, 0.28810725, -0.100390926, 0.06310453, 0.20847455, -0.10232593, -0.19567461, 0.36627305, -0.4853842, 0.08254439, 0.24376224, 0.056684412, 0.006989206, 0.022157473, -0.030653777) * go_0(0.0, 0.0); + result += mat4(-0.2663092, 0.00064693484, 0.029155029, 0.09757617, 0.1529268, 0.091259964, -0.10012239, -0.22128165, 0.13576204, 0.11918086, 0.19831064, 0.502025, 0.12156709, 0.24983601, 0.3127286, 0.75281775) * go_0(0.0, 1.0); + result += mat4(-0.17778896, 0.22676969, -0.015692642, -0.009996105, 0.028742755, -0.047916196, 0.25847134, 0.08189432, 0.36310482, -0.15971468, -0.67326957, -0.2647825, 0.21505079, -0.13693511, -0.25197342, -0.035831798) * go_0(1.0, -1.0); + result += mat4(-0.2606467, -0.04332907, -0.0081932675, -0.1871374, 0.011161732, 0.060496867, 0.1462103, 0.06257406, 0.3499117, 0.3138593, 0.76008654, -0.015321124, 0.111340284, -0.19518661, -0.07172604, -0.09686078) * go_0(1.0, 0.0); + result += mat4(0.06345513, -0.11955674, -0.10117546, 0.11214337, -0.032827023, -0.03233337, 0.0405524, -0.059570026, 0.43338406, 0.19762945, 0.7126324, 0.4188931, -0.101491705, -0.013107355, -0.12105306, -0.006423246) * go_0(1.0, 1.0); + result += mat4(-0.06646153, 0.008786217, -0.12322221, 0.038551513, 0.21105461, 0.029630456, -0.046948384, -0.08749188, 0.20109598, -0.32960144, 0.12458934, 0.065261096, 0.1736474, 0.08107202, 0.21897486, -0.07582082) * go_1(-1.0, -1.0); + result += mat4(-0.0956223, -0.16077499, -0.078044854, 0.010729564, -0.13726994, 0.028060393, 0.03612404, -0.34773487, -0.102635644, -0.15022214, 0.35442317, 0.1504626, 0.12941697, -0.0081511475, 0.47598404, 0.1603431) * go_1(-1.0, 0.0); + result += mat4(0.056824043, 0.06583582, 0.19184831, -0.2864132, 0.028662741, 0.11763177, -0.13771693, 0.00023768989, -0.103775464, -0.17286631, 0.0583067, -0.24930799, -0.003860889, 0.03102717, 0.27666515, 0.16049923) * go_1(-1.0, 1.0); + result += mat4(0.10747796, -0.11407924, 0.07512156, 0.16156466, -0.0761196, -0.4194308, 0.3467298, 0.051567934, -0.01650765, -0.3078, -0.0915916, -0.12230647, 0.28413123, 0.12150274, 0.32607988, 0.03547804) * go_1(0.0, -1.0); + result += mat4(-0.15339021, -0.32022968, -0.15313472, -0.21096179, 0.21755596, 0.5007671, -0.084493205, 0.24789453, -0.008148358, -0.37689698, 0.052389532, 0.1103459, 0.116709754, 0.057310186, -0.13453801, 0.31041884) * go_1(0.0, 0.0); + result += mat4(-0.27026525, 0.055883665, 0.21993993, 0.16815868, -0.16430366, 0.014845722, -0.04250501, -0.32818204, -0.06997226, -0.15058292, 0.15950048, -0.12349109, 0.027781306, 0.010121193, 0.21316971, 0.35488003) * go_1(0.0, 1.0); + result += mat4(-0.26226902, 0.12889884, 0.035255022, -0.25410843, 0.15391718, 0.15659589, 0.23515344, -0.12434832, -0.25579002, -0.30341643, -0.037506066, -0.15720633, 0.1376103, 0.18252009, 0.33176532, 0.027529534) * go_1(1.0, -1.0); + result += mat4(0.0037590207, 0.17911285, 0.06906637, 0.17953697, -0.09008308, -0.15015154, -0.43836382, 0.3525618, 0.05467472, -0.52823055, -0.23620026, 0.34462368, 0.39483768, 0.20073475, 0.3278273, 0.10098111) * go_1(1.0, 0.0); + result += mat4(0.10590756, 0.0948448, -0.14713965, 0.36263084, -0.20373668, -0.002442622, -0.17611219, -0.12712897, 0.047380507, -0.07845144, -0.21089159, -0.16667572, 0.19997585, 0.13592377, 0.33893886, 0.18317363) * go_1(1.0, 1.0); + result += mat4(0.2965214, -0.06210429, -0.14850818, 0.08950312, 0.16642696, -0.016716538, -0.072306536, 0.31038073, -0.07912652, -0.05515433, -0.04921583, 0.08185186, 0.18347357, 0.022154849, -0.0004953931, -0.03949225) * go_2(-1.0, -1.0); + result += mat4(-0.29195285, 0.24432418, -0.36798882, 0.17430644, 0.36771268, -0.06538093, -0.29294577, -0.06279913, -0.21313414, 0.09859833, -0.108558804, -0.029308762, 0.13946626, -0.017130189, -0.06855778, -0.25429824) * go_2(-1.0, 0.0); + result += mat4(-0.06389454, -0.064197145, -0.045878682, -0.07161815, 0.04137984, 0.16231675, 0.4002652, -0.19706374, -0.23648848, -0.12520109, -0.13031802, 0.16896103, -0.14413834, 0.08727873, 0.23887047, -0.10668098) * go_2(-1.0, 1.0); + result += mat4(0.049962725, 0.015332934, -0.32353997, 0.010178239, 0.14607702, -0.021713382, 0.30675814, -0.23125732, -0.12972106, -0.015958687, -0.12036701, -0.10332523, 0.004802664, -0.04311933, -0.18757673, 0.13215788) * go_2(0.0, -1.0); + result += mat4(-0.149493, -0.25933927, -0.16011974, 0.030059932, 0.17800556, -0.21459822, -0.2168605, 0.3184123, 0.10750539, 0.16187398, 0.32434842, 0.11596275, -0.13076428, 0.19637384, 0.22133437, 0.37495127) * go_2(0.0, 0.0); + result += mat4(0.054967344, 0.02872234, 0.03161886, 0.062141456, -0.19746579, -0.14291914, 7.4703865e-05, 0.15052183, 0.11602195, 0.0037601371, -0.02332411, -0.089222685, 0.23475187, -0.1604402, -0.38760346, -0.020806316) * go_2(0.0, 1.0); + result += mat4(-0.14585812, -0.14615667, -0.051447522, 0.15611356, 0.18497528, 0.081289835, 0.12661521, 0.005147319, -0.036558554, -0.053869057, -0.0039063287, -0.032759674, 0.09126186, 0.008506298, -0.034447696, -0.10733875) * go_2(1.0, -1.0); + result += mat4(0.054028746, -0.00937832, -0.15684044, -0.035560567, 0.11809561, 0.1014585, 0.03356128, 0.02016173, 0.09049222, -0.021339757, 0.07999249, 0.18014722, 0.016788004, 0.043118123, -0.18311624, -0.17827764) * go_2(1.0, 0.0); + result += mat4(-0.17769523, 0.11805558, 0.1659212, 0.041927963, 0.078464985, 0.07504244, 0.09389066, 0.050142735, 0.10748948, -0.102326766, -0.24754792, -0.122868046, -0.11781918, -0.014019157, 0.049353566, 0.058935367) * go_2(1.0, 1.0); + result += mat4(0.15844208, 0.04755972, 0.2995126, -0.21663505, -0.00011620265, -0.0920107, -0.022999357, -0.1296501, -0.15867265, -0.19909091, -0.19694586, -0.056097876, 0.07395912, 0.10025299, 0.25709102, -0.023848202) * go_3(-1.0, -1.0); + result += mat4(-0.11322553, -0.09600812, -0.14286031, 0.14715615, 0.1812981, -0.010719141, -0.06493227, -0.02056335, -0.036782123, -0.16428772, -0.0257993, -0.413957, 0.22038403, 0.12777176, 0.07709192, -0.062658824) * go_3(-1.0, 0.0); + result += mat4(-0.028069293, 0.06065116, -0.2580596, 0.1429641, -0.031438775, 0.15333374, 0.04029889, -0.2119529, 0.02965389, 0.011932767, 0.048941217, 0.052197248, 0.0069986824, 0.114639916, 0.23558734, 0.071952805) * go_3(-1.0, 1.0); + result += mat4(-0.06488308, 0.09402183, 0.2945335, -0.0075379927, 0.23234147, 0.16486216, 0.075063676, -0.13243993, -0.07322842, -0.03335224, 0.10056115, -0.03634638, -0.039835792, 0.07942052, 0.011616743, -0.032830272) * go_3(0.0, -1.0); + result += mat4(-0.07104258, -0.17667016, -0.21837749, -0.055763435, -0.6686622, -0.20883176, 0.2730452, 0.23990531, -0.029782413, -0.0098454505, -0.3267454, -0.13315259, 0.26045015, 0.06319506, 0.3368705, -0.057651937) * go_3(0.0, 0.0); + result += mat4(-0.1651042, -0.0065184776, -0.07931902, -0.3233216, -0.17614277, -0.014422923, 0.12026072, 0.19844185, -0.16411425, -0.10423013, -0.14174505, -0.042299822, -0.013956158, 0.043245506, 0.28541192, -0.024170961) * go_3(0.0, 1.0); + result += mat4(0.11822045, 0.13256907, 0.1145154, 0.20927152, 0.05685588, -0.13790809, -0.3190584, 0.1989516, 0.009066991, 0.2330579, 0.1995987, 0.11560573, -0.030923547, 0.087892644, 0.21597871, 0.03743619) * go_3(1.0, -1.0); + result += mat4(-0.4099685, -0.020438893, -0.082362354, -0.06452889, 0.37881377, 0.10635464, -0.06538328, -0.38973767, 0.51307523, 0.11719936, 0.38153416, -0.34511742, -0.048716113, -0.018229034, -0.03832133, -0.05830876) * go_3(1.0, 0.0); + result += mat4(-0.106022984, -0.014159266, -0.026645603, -0.038261224, 0.20721874, -0.040447287, 0.034983322, 0.14717588, -0.010929067, -0.16487508, -0.01462808, 0.10304265, -0.10781002, 0.023938116, 0.18254079, 0.004454827) * go_3(1.0, 1.0); + result += mat4(0.021212364, 0.02463952, 0.20319557, 0.006853534, 0.01923601, -0.03024551, 0.16040856, 0.030991258, -0.069986686, 0.062546656, -0.031001838, -0.041288298, -0.1010596, 0.06939378, 0.23429441, -0.09559115) * go_4(-1.0, -1.0); + result += mat4(0.06261205, -0.03705453, -0.18669654, -0.0181734, 0.11758142, 0.062471334, 0.19166726, 0.20650591, -0.15047501, 0.15895432, 0.049506746, 0.21445669, -0.103519544, 0.005469086, 0.0039006013, -0.27438062) * go_4(-1.0, 0.0); + result += mat4(-0.080068275, 0.087389246, 0.063547224, 0.07317146, 0.06493674, 0.08251285, 0.19219737, 0.14406256, 0.0050070896, 0.08467077, 0.30765936, 0.13362816, -0.19590043, -0.0025648642, -0.02054509, -0.123127185) * go_4(-1.0, 1.0); + result += mat4(0.035833023, -0.07591796, -0.07311685, -0.015659545, -0.1071422, -0.03163112, -0.15992196, -0.012923958, -0.2571729, -0.07938968, 0.0413156, -0.13006738, -0.15211388, 0.04415037, -0.05164996, 0.10922049) * go_4(0.0, -1.0); + result += mat4(-0.01729037, 0.15696312, 0.24416976, -0.14139475, -0.113730945, -0.03231372, -0.030602036, 0.13402711, -0.4753809, -0.08170512, -0.22863603, 0.014114137, 0.11541584, -0.11207372, -0.6808578, -0.18360177) * go_4(0.0, 0.0); + result += mat4(0.055491205, -0.12612139, -0.106761724, 0.012882862, 0.14926314, 0.091033846, 0.20083062, -0.0016588457, 0.20377177, -0.11680146, 0.10070291, 0.050298847, -0.06142294, -0.09137155, -0.0892819, -0.33678165) * go_4(0.0, 1.0); + result += mat4(0.10703002, 0.084578834, -0.12851705, 0.060689818, 0.09584378, 0.08541435, -0.19049749, -0.06647584, 0.067393035, -0.07042473, -0.44782272, 0.077020116, 0.023799181, 0.13890763, 0.30552545, -0.099860385) * go_4(1.0, -1.0); + result += mat4(-0.06843849, -0.06796385, -0.14991613, -0.10321344, 0.030656688, 0.01517565, -0.04451364, -0.14096247, 0.0616397, 0.104577266, 0.17183799, -0.33740512, -0.17921185, 0.13753828, 0.033225838, 0.033278663) * go_4(1.0, 0.0); + result += mat4(0.07333974, -0.035097934, -0.099412724, 0.028803498, 0.0073889066, 0.04448838, 0.10087784, -0.10349331, -0.1748929, -0.023355793, 0.12004346, 0.060392488, 0.21111041, 0.02820841, -0.01905034, -0.060936175) * go_4(1.0, 1.0); + result += mat4(0.1230735, -0.036640514, 0.14228842, 0.03674977, 0.18953583, 0.12063422, 0.278849, 0.011077689, -0.004723119, -0.085871086, -0.22208698, -0.05897798, -0.08820831, -0.055343833, -0.36630332, 0.061420467) * go_5(-1.0, -1.0); + result += mat4(-0.08617953, 0.029824207, 0.012999008, 0.14653832, 0.091754906, -0.18726993, 0.15466972, 0.07520414, -0.09422507, 0.06285359, -0.05190847, 0.040111717, 0.06347725, -0.12677085, -0.25064456, 0.037838973) * go_5(-1.0, 0.0); + result += mat4(0.024296625, 0.050277006, -0.0038943852, 0.22721657, 0.094200276, 0.13543595, -0.07011714, -0.0761234, 0.09904409, 0.040095594, 0.038246762, -0.088900656, -0.0994826, -0.07779853, -0.23548591, -0.011814277) * go_5(-1.0, 1.0); + result += mat4(-0.11484334, 0.058457036, -0.14017995, 0.004168719, 0.280425, -0.0608683, -0.041607536, 0.18203874, -0.09708175, 0.010571225, -0.09521854, 0.10316223, 0.22425781, 0.012244434, 0.22746642, -0.14701338) * go_5(0.0, -1.0); + result += mat4(-0.23617493, -0.17771423, -0.08029921, -0.17315923, -0.5219916, -0.20046392, -0.61504555, 0.097057335, -0.17237096, -0.12740523, -0.19614285, -0.0962008, 0.16025336, -0.061222732, 0.17753237, 0.17213206) * go_5(0.0, 0.0); + result += mat4(-0.106579974, 0.049742647, -0.05126049, 0.029903352, 0.26753578, -0.060165133, -0.056066565, 0.061395545, 0.21733779, 0.08878832, 0.0326938, -0.021217436, 0.098148674, 0.032903112, 0.20047897, 0.26074448) * go_5(0.0, 1.0); + result += mat4(0.0755034, 0.07197553, 0.1150647, 0.060213815, 0.02418587, -0.0068174214, 0.09854082, -0.06657632, -0.09059176, 0.06860972, 0.02102682, -0.08348747, 0.18531941, 0.01842052, -0.10409639, 0.10308704) * go_5(1.0, -1.0); + result += mat4(0.23391157, -0.04221323, 0.0070946272, 0.22225508, -0.03986882, 0.21027099, 0.3479087, 0.078737445, 0.10444782, 0.14575955, 0.28820315, 0.028596792, 0.25995937, 0.170944, 0.0895069, -0.007549278) * go_5(1.0, 0.0); + result += mat4(0.1333923, 0.057424176, 0.03997452, -0.070987694, -0.040175647, -0.106138796, 0.05134428, 0.17941214, 0.040890414, 0.047647286, 0.11145406, -0.064056404, -0.050256927, 0.1002497, 0.3559856, -0.20863442) * go_5(1.0, 1.0); + result += mat4(0.1188355, -0.12645717, -0.2225628, -0.08409446, 0.031680476, 0.1285114, 0.015257031, 0.07314906, -0.21217677, -0.07397989, -0.09830523, 0.095247865, -0.17913309, 0.041592747, -0.2962181, -0.14066707) * go_6(-1.0, -1.0); + result += mat4(-0.07401649, 0.04513353, -0.08079379, -0.2691485, 0.062272236, 0.018691711, -0.060476813, -0.06744648, 0.100468054, 0.023117458, -0.14244545, -0.3305552, 0.010295283, 0.16395009, 0.15042467, -0.034076292) * go_6(-1.0, 0.0); + result += mat4(-0.3141746, -0.26248914, -0.027696338, -0.30070263, 0.09125419, -0.0014763775, -0.14756647, -0.17390263, -0.17403154, -0.04297874, -0.1500881, -0.15539391, 0.006197388, 0.023637652, 0.032611176, 0.048603363) * go_6(-1.0, 1.0); + result += mat4(-0.07516776, -0.031942673, 0.07770739, 0.031496312, -0.0021692938, 0.056884985, 0.24546169, 0.003367791, -0.05033831, 0.028794305, 0.021211961, 0.33864278, 0.0031321745, -0.105278015, 0.0111407675, 0.0701436) * go_6(0.0, -1.0); + result += mat4(0.1021264, 0.0061049256, 0.19486322, 0.126134, -0.095017105, -0.08792092, 0.02274828, 0.02951376, 0.48483998, 0.07009104, 0.38171777, 0.02422749, -0.12333685, 0.11261442, 0.16367728, 0.072420195) * go_6(0.0, 0.0); + result += mat4(0.021734113, 0.21130675, -0.014667037, -0.007789671, -0.06846323, -0.117793076, -0.0964307, -0.02935036, -0.18294816, 0.059842993, -0.28913066, -0.102560386, 0.15000913, 0.032450397, 0.0988687, -0.085506015) * go_6(0.0, 1.0); + result += mat4(0.19509225, 0.028781189, 0.09271222, -0.1837815, -0.0120801255, 0.026893526, 0.2693688, -0.0016265993, 0.0039579174, 0.18030784, 0.4051318, -0.21415327, -0.12954094, -0.119375914, -0.30373552, -0.055964008) * go_6(1.0, -1.0); + result += mat4(-0.06313117, -0.32275942, -0.05000967, 0.20948593, 0.006625605, -0.02862116, 0.092328526, -0.0042809383, -0.22583593, -0.104118, -0.14766322, 0.3377656, 0.04367254, -0.21394794, -0.03967783, 0.04314833) * go_6(1.0, 0.0); + result += mat4(-0.16170035, -0.09274618, -0.068409264, -0.23469074, 0.02216607, -0.020882646, -0.030780574, -0.032728698, 0.19974543, -0.038825467, -0.20880729, -0.026957387, -0.2665676, -0.0042840806, -0.17434914, -0.20162287) * go_6(1.0, 1.0); + result += mat4(0.008706336, 0.24857536, 0.07012665, 0.029141488, -0.075971976, -0.06542143, -0.26977444, 0.28518954, -0.03994618, 0.06746459, 0.15960494, -0.031614818, 0.10402686, 0.05228521, 0.2706839, -0.08412449) * go_7(-1.0, -1.0); + result += mat4(0.34868455, 0.059125874, -0.24923514, -0.14030626, -0.002206843, 0.17649965, 0.022088109, 0.16989319, 0.28018022, 0.037482813, 0.033881966, -0.110211805, -0.1461133, 0.100152865, 0.21151756, 0.12784961) * go_7(-1.0, 0.0); + result += mat4(-0.0319395, -0.17589076, -0.22462021, 0.10701813, -0.06862374, -0.09489239, 0.22301264, 0.14567333, -0.10425317, -0.017173383, -0.09257967, 0.07398802, -0.0145952385, 0.18448386, 0.21701702, -0.16777204) * go_7(-1.0, 1.0); + result += mat4(0.061221093, -0.05704288, -0.07676006, -0.052152745, -0.29757017, -0.041490067, 0.10110148, 0.06999996, 0.13920887, 0.096642986, 0.11759076, 0.039797485, -0.11345797, 0.08531267, 0.0020498617, 0.20756677) * go_7(0.0, -1.0); + result += mat4(-0.02924768, 0.43140748, 0.3576708, 0.07425467, -0.09776612, 0.17081547, 0.047453757, -0.24676917, 0.24032865, 0.16710171, 0.2931733, 0.10410114, -0.015874937, -0.098303884, -0.38009295, -0.17355318) * go_7(0.0, 0.0); + result += mat4(-0.13524444, 0.007712721, -0.15341945, 0.26658493, -0.15367007, 0.04757085, 0.05987942, 0.16386369, -0.2413242, -0.0129769435, -0.06789226, -0.10357101, 0.092468075, 0.11371365, -0.19948734, -0.14243089) * go_7(0.0, 1.0); + result += mat4(0.118277036, -0.06164381, -0.1686405, 0.058012348, -0.2670688, -0.0145501625, -0.07265152, -0.11451649, 0.06803662, -0.02435205, 0.03637894, 0.053843852, 0.03652821, -0.10161457, -0.0029967225, 0.069967866) * go_7(1.0, -1.0); + result += mat4(0.23541775, -0.059244093, -0.096260205, -0.034619953, -0.24691534, -0.22830355, -0.033745077, -0.06558064, -0.1939561, -0.27438363, -0.3102494, 0.010047581, -0.036287133, 0.015464844, -0.07904172, 0.058030576) * go_7(1.0, 0.0); + result += mat4(-0.30107716, -0.1288575, -0.022093268, 0.27418026, 0.23561528, 0.11505671, 0.3549647, -0.13953236, 0.14726228, -0.0036342216, -0.14700253, -0.028157962, -0.23330247, -0.14545065, -0.29455653, 0.28482953) * go_7(1.0, 1.0); + result += vec4(0.028692381, 0.02326062, -0.11377067, 0.025062647); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.022938877, 0.2579751, -0.013084437, -0.1089233, -0.14861627, -0.078500114, 0.019642482, -0.05139565, -0.051909085, -0.17062944, 0.068744116, -0.07403651, 0.3269677, 0.17037666, 4.5802863e-05, -0.15335672) * go_0(-1.0, -1.0); + result += mat4(0.07954113, 0.18079437, -0.28405085, 0.007825187, 0.20935248, 0.14544328, 0.033194635, -0.21030708, 0.32258448, -0.26704326, 0.16460042, 0.065626666, -0.08469482, 0.06723138, -0.09091223, -0.06205721) * go_0(-1.0, 0.0); + result += mat4(0.17380527, -0.020091513, 0.0582957, -0.024271399, 0.18975389, 0.19778416, -0.29433975, 0.15521859, 0.58399194, -0.09595809, 0.009928574, -0.18851084, -0.29115897, -0.048134226, -0.09617586, 0.047225073) * go_0(-1.0, 1.0); + result += mat4(-0.09309238, -0.07675889, -0.24878357, -0.06531893, -0.064129435, -0.009008467, 0.11631878, -0.06916144, 0.2793126, -0.32513165, 0.37253168, 0.036576062, 0.36744595, -0.04729552, -0.13206004, -0.05215635) * go_0(0.0, -1.0); + result += mat4(-0.023187222, 0.0009231289, 0.14988932, 0.23626575, -0.15809236, 0.17567657, -0.02422277, -0.33645374, -0.41344398, 0.17103645, 0.3518877, 0.47345215, -0.25195712, 0.084660046, -0.12522705, 0.052872717) * go_0(0.0, 0.0); + result += mat4(0.055161323, 0.043026455, 0.03779778, -0.08075425, -0.115782134, -0.014549669, 0.37075353, 0.22045816, -0.49088693, 0.0835494, 0.2159082, -0.41866717, -0.06417238, -0.30653054, 0.12484446, 0.13176875) * go_0(0.0, 1.0); + result += mat4(-0.045149174, 0.06681547, 0.18394029, -0.14042361, -0.07765508, 0.05034044, -0.17164557, -0.12491487, 0.4975827, -0.3203176, 0.055334024, 0.125109, 0.336075, 0.28669038, 0.30557877, 0.030119808) * go_0(1.0, -1.0); + result += mat4(0.00011821607, -0.122472174, -0.08324348, -0.027970925, -0.023000905, -0.099142514, -0.035895523, -0.08137834, -0.16044949, -0.19354698, -0.15582532, -0.081981316, 0.12961699, -0.1918534, 0.08779121, 0.12144554) * go_0(1.0, 0.0); + result += mat4(0.025441505, 0.03427134, -0.0064664106, 0.07586567, -0.1003307, -0.065233536, -0.16611056, -0.12936847, -0.50816315, -0.32010305, -0.20362125, -0.03147093, -0.072087474, 0.054650743, -0.16390504, 0.019627476) * go_0(1.0, 1.0); + result += mat4(-0.40184093, 0.022268726, -0.34950277, 0.0594148, -0.2275374, -0.12103956, 0.0052295276, -0.00024172834, 0.10389285, -0.1376218, -0.25130105, 0.14029239, -0.2917768, -0.14039762, -0.14850211, 0.035800025) * go_1(-1.0, -1.0); + result += mat4(0.062030964, 0.25622177, -0.72319925, 0.15366316, -0.183584, 0.36516508, -0.23446779, 0.08663755, -0.18829858, -0.002415918, -0.43276885, -0.07432367, -0.16350701, -0.3125193, -0.14811535, 0.0011325915) * go_1(-1.0, 0.0); + result += mat4(0.12557262, 0.20273705, -0.276058, -0.02353762, -0.066855654, 0.007290285, 0.043816283, -0.08797092, 0.12488218, -0.0654431, -0.019331945, -0.07025083, -0.24953426, -0.10457234, -0.14429206, -0.06647885) * go_1(-1.0, 1.0); + result += mat4(-0.09522532, 0.076986365, -0.21861225, -0.015553463, -0.08106973, 0.10615721, -0.11285844, 0.24737634, 0.16936691, -0.019318739, -0.11046508, -0.16758144, -0.23672962, -0.14047794, -0.055881936, -0.0519727) * go_1(0.0, -1.0); + result += mat4(-0.09556547, 0.38048413, 0.2174768, -0.40154982, 0.040295098, -0.28001946, 0.079922006, -0.27905703, 0.036086317, -0.47458485, 0.01217378, 0.047201037, -0.14604184, 0.14169596, -0.078762196, 0.39877397) * go_1(0.0, 0.0); + result += mat4(-0.043790977, 0.03552704, 0.7248381, -0.50752306, 0.28982326, -0.11697283, -0.061339833, 0.19690266, 0.044057723, 0.061007652, -0.018818501, -0.22131611, -0.32041064, 0.05665662, 0.07443633, -0.15590373) * go_1(0.0, 1.0); + result += mat4(-0.036357548, 0.099011496, -0.0600166, -0.006672921, -0.1656192, -0.058472272, -0.037689343, 0.005283873, -0.30923024, 0.046291128, 0.042236008, -0.04899875, -0.3175488, -0.12077662, -0.13294365, 0.03357164) * go_1(1.0, -1.0); + result += mat4(0.1086259, -0.19654356, 0.07482405, 0.028583387, 0.12874746, 0.13142939, -0.03945759, 0.070535645, -0.23495245, -0.039286736, 0.05450344, -0.026803093, -0.114840984, 0.045042433, -0.18101883, 0.08081232) * go_1(1.0, 0.0); + result += mat4(0.2383998, -0.033481326, 0.12682496, 0.17717046, -0.09860243, 0.09552485, -0.056021366, 0.13705646, 0.2192259, 0.2657086, -0.014578617, -0.05311957, -0.3127505, -0.0035301214, 0.044448815, -0.037845958) * go_1(1.0, 1.0); + result += mat4(-0.093362145, -0.08148622, 0.12565112, -0.019403974, -0.13835338, -0.0071526463, 0.1290535, -0.057555214, 0.09632061, -0.053040132, 0.09852903, -0.03910937, -0.032320388, 0.048392795, -0.012207167, -0.04393196) * go_2(-1.0, -1.0); + result += mat4(0.057860725, -0.2024194, 0.29320854, -0.10589582, -0.10735796, 0.13684767, 0.28570637, 0.19166973, -0.09423759, 0.22893463, -0.114109, -0.025798064, 0.017444948, 0.11321059, 0.16112305, 0.04476502) * go_2(-1.0, 0.0); + result += mat4(-0.09663057, 0.10491212, -0.0963407, -0.1480959, -0.04952603, -0.08474395, -0.028124198, -0.12026459, 0.088296264, 0.03230017, -0.05177514, -0.024137117, -0.011235952, -0.049136978, 0.1452754, 0.11608158) * go_2(-1.0, 1.0); + result += mat4(0.07949651, 0.06453834, 0.31745693, -0.03497614, -0.20939794, -0.042127363, 0.017483925, -0.12876181, -0.0162109, -0.037397776, -0.013959519, 0.007777444, 0.1301563, 0.03655948, -0.044273265, -0.069461495) * go_2(0.0, -1.0); + result += mat4(0.076347195, 0.07847409, -0.03042475, -0.08723051, 0.23076174, -0.078408934, 0.40998375, 0.021870123, 0.19212195, 0.14179486, 0.09031163, -0.15221268, 0.20335157, -0.58715457, -0.023486411, -0.015180159) * go_2(0.0, 0.0); + result += mat4(-0.08601226, -0.048167598, -0.09975146, 0.008574901, 0.11590632, 0.0836411, -0.20796347, -0.29599068, -0.08497977, 0.04826079, -0.198501, 0.31000587, 0.06959842, 0.026950095, 0.19877516, -0.23890266) * go_2(0.0, 1.0); + result += mat4(-0.06923031, -0.028005023, -0.13632496, 0.004848759, -0.06092114, -0.12422374, 0.117385164, -0.017468572, -0.028347377, 0.002899302, 0.046875317, -0.058066733, 0.0028499789, -0.11922645, -0.209848, -0.016156359) * go_2(1.0, -1.0); + result += mat4(0.05266488, 0.08492771, 0.09440972, -0.08432919, -0.05243905, 0.1362437, -0.04429104, 0.11472059, -0.05158979, -0.23943315, 0.12290304, 0.040338255, -0.07158117, 0.06566732, -0.20102906, 0.114058346) * go_2(1.0, 0.0); + result += mat4(0.056619167, -0.033348348, 0.052370623, -0.06495122, 0.027564008, 0.08083595, -0.0127976, -0.06486138, -0.050432798, 0.026196232, 0.022196831, 0.20244269, 0.039577875, -0.052140575, -0.009956325, 0.077953376) * go_2(1.0, 1.0); + result += mat4(0.017136047, -0.15870284, -0.07191247, 0.18083136, 0.20753674, 0.15130065, -0.1790816, 0.26776645, -0.12231414, 0.24638735, -0.14738652, -0.028907528, 0.040832903, -0.067194805, 0.17294602, -0.0026166802) * go_3(-1.0, -1.0); + result += mat4(0.10104892, -0.018738149, -0.073060036, -0.29469725, 0.092650965, -0.15875727, -0.08502473, 0.032668564, -0.13845024, 0.27037326, -0.19944431, 0.039671347, -0.04895266, -0.017618237, 0.039025962, 0.0016598356) * go_3(-1.0, 0.0); + result += mat4(0.17514467, -0.07050378, 0.18666385, 0.12077226, 0.031181589, -0.21891394, 0.44564912, -0.14018096, -0.124896295, -0.0016302528, 0.03213462, 0.11361923, -0.07941629, -0.0925229, -0.084085576, 0.030316519) * go_3(-1.0, 1.0); + result += mat4(-0.35773918, -0.059806474, -0.0020904322, 0.19435045, -0.10230651, -0.007758403, -0.23293154, -0.32158864, -0.11275798, 0.16192111, 0.008352999, -0.008750009, 0.09212086, -0.09098618, -0.26915243, 0.03357177) * go_3(0.0, -1.0); + result += mat4(0.09943201, 0.1901531, -0.026349293, 0.17466106, -0.10673977, 0.2547749, 0.10157686, 0.1326886, 0.03555933, 0.36037236, -0.4218841, 0.07446364, -0.2235149, -0.13361512, -0.24873514, -0.23566855) * go_3(0.0, 0.0); + result += mat4(-0.083322965, 0.067394584, -0.15775509, 0.76516485, -0.40491992, 0.051136486, -0.21803752, -0.12209488, 0.043623567, 0.0404948, -0.28643316, 0.039587826, 0.0026148176, -0.08919038, -0.3478394, 0.116790466) * go_3(0.0, 1.0); + result += mat4(0.13910362, 0.023986172, 0.07350453, 0.010063174, 0.12445804, 0.09106235, 0.10570027, 0.025098123, 0.08997035, 0.2792279, 0.3160799, -0.3935213, 0.035729084, -0.021334067, -0.026267715, -0.044499733) * go_3(1.0, -1.0); + result += mat4(0.20421049, 0.07346835, 0.18474397, 0.026174849, -0.02989818, -0.06286323, 0.2275253, -0.029805843, 0.115734585, 0.15343104, 0.66103226, 0.075917505, -0.10288058, -0.021190342, 0.04455335, -0.011274376) * go_3(1.0, 0.0); + result += mat4(-0.2354359, -0.14831413, 0.037986103, 0.036590938, 0.25972295, 0.006108503, 0.030833008, -0.20212393, 0.022195943, -0.010900623, 0.37299496, -0.13169637, 0.03193699, 0.007832017, -0.017574975, 0.070344575) * go_3(1.0, 1.0); + result += mat4(-0.11885056, -0.18644641, 0.17840427, -0.13825245, -0.030942062, 0.015069156, 0.021639956, 0.11524744, -0.0601021, -0.008369759, 0.15134856, -0.18300958, -0.09940503, 0.009815146, -0.017253477, 0.09037604) * go_4(-1.0, -1.0); + result += mat4(-0.110104315, -0.009834152, -0.14369361, 0.06185118, -0.08255751, -0.0516039, -0.1951323, -0.00047362587, 0.017227406, -0.15231636, -0.042297862, -0.047925126, 0.34693977, 0.061454788, -0.11192555, 0.16597812) * go_4(-1.0, 0.0); + result += mat4(-0.15342343, 0.10931233, -0.007310907, -0.07751543, -0.0888511, -0.08119914, -0.1414023, -0.032593522, -0.13005419, -0.09993501, 0.20015062, -0.08697108, 0.020872341, -0.076239474, -0.09099305, -0.11908446) * go_4(-1.0, 1.0); + result += mat4(-0.044990964, -0.027314631, -0.07820695, 0.078159526, 0.042958725, 0.088754624, -0.049424402, 7.2685914e-05, -0.00056504336, -0.05408936, 0.24272163, -0.10305403, 0.041021567, 0.110585794, 0.10719972, 0.08432359) * go_4(0.0, -1.0); + result += mat4(-0.095741525, 0.12368431, 0.14801304, 0.0380265, -0.015476223, -0.06634335, 0.079489276, 0.058822274, 0.23608524, 0.29305235, -0.009837359, 0.16402614, -0.016570859, 0.3342296, 0.09576365, -0.021151496) * go_4(0.0, 0.0); + result += mat4(0.10729588, 0.045816828, 0.1262373, 0.0052509876, -0.121602945, -0.055951986, 0.04807077, -0.016409213, -0.011724864, 0.051216003, -0.119300105, 0.06001936, 0.084430665, -0.020765483, 0.16509366, -0.008958939) * go_4(0.0, 1.0); + result += mat4(-0.064694576, 0.110651545, 0.15088093, -0.046932697, 0.058936216, 0.06959351, -0.0020466733, 0.04747578, 0.22621915, 0.13449503, 0.01605113, 0.16042295, -0.07204144, -0.0900099, -0.088417225, -0.082057305) * go_4(1.0, -1.0); + result += mat4(0.16447057, -0.04517711, -0.1714595, -0.083775364, 0.06958718, -0.053486623, -0.031540155, 0.0049946113, 0.18206403, -0.12547323, -0.1314431, -0.2403156, 0.11255935, -0.01883286, 0.21715029, 0.043270845) * go_4(1.0, 0.0); + result += mat4(0.108898625, 0.079559706, -0.0034652199, 0.15574843, 0.025981857, -0.04027031, -0.10371948, -0.083748214, -0.067730375, -0.018392408, 0.001656431, 0.115139425, -0.021774331, -0.24732396, -0.07133477, -0.06610868) * go_4(1.0, 1.0); + result += mat4(-0.035133053, 0.03512937, 0.15728034, 0.15501308, -0.009090469, 0.089557186, -0.40637708, 0.2399038, 0.10503285, 0.025647165, -0.026959898, 0.052915934, 0.37169585, 0.19439524, 0.05578172, -0.14021298) * go_5(-1.0, -1.0); + result += mat4(0.14407758, 0.13171129, 0.034860328, -0.034273557, 0.31252018, -0.24374081, -0.092568725, -0.24656439, 0.013929443, -0.045619074, -0.030720312, -0.08240126, -0.008946209, -0.12069562, 0.10321105, 0.050253898) * go_5(-1.0, 0.0); + result += mat4(-0.16870415, -0.0053623654, -0.24239568, -0.015851695, 0.3168152, 0.10030775, -0.08809818, 0.19916728, 0.00062866835, 0.0105750095, -0.11852275, -0.038046032, -0.024067584, -0.07467565, 0.08368766, 0.10921712) * go_5(-1.0, 1.0); + result += mat4(-0.17414445, -0.08300633, -0.2915034, 0.08091456, 0.29668987, 0.15542515, 0.03857886, -0.12984616, 0.07567486, 0.14261106, 0.029647684, -0.08307407, 0.0063827154, -0.21285148, -0.05295185, 0.11996014) * go_5(0.0, -1.0); + result += mat4(0.21793848, -0.0986422, -0.38136294, -0.15358298, 0.23020543, -0.05977532, -0.11393491, -0.096013635, 0.24110852, 0.16509794, 0.123878606, 0.37243974, -0.11803778, -0.08029274, -0.3473595, -0.016619613) * go_5(0.0, 0.0); + result += mat4(-0.23718977, 0.09085187, 0.029400716, 0.47734168, 0.31362626, 0.017727366, 0.020105481, 0.057455037, -0.051743355, 0.07249409, 0.049400017, -0.1550629, -0.071846515, -0.1437987, 0.2417953, 0.014299535) * go_5(0.0, 1.0); + result += mat4(-0.08694347, 0.009841694, 0.09711932, 0.15246062, 0.098932154, -0.014437434, -0.11970662, 0.07598205, 0.038751386, 0.03185043, -0.07837853, 0.108438924, 0.04504558, 0.011566745, 0.008329154, 0.1426964) * go_5(1.0, -1.0); + result += mat4(0.048465043, 0.05677615, 0.099296875, -0.18124029, -0.010807039, -0.00491463, -0.33124956, -0.14285894, 0.083550416, -0.0138887465, -0.23193465, -0.097341135, 0.028116707, -0.02220312, -0.37721866, 0.01048504) * go_5(1.0, 0.0); + result += mat4(0.041770935, 0.14585412, 0.2197504, 0.08920772, 0.21015723, -0.028688433, 0.023897428, 0.067301795, -0.23041755, 0.007535018, -0.1479986, -0.056359813, -0.17258057, -0.115048505, -0.12676053, -0.08775268) * go_5(1.0, 1.0); + result += mat4(0.024465568, 0.082423724, -0.080443636, 0.06963394, 0.047642346, -0.14285465, -0.020962767, -0.09884441, 0.17492405, 0.003157105, -0.004446115, 0.08194303, 0.1291698, 0.027452087, 0.15300538, -0.054447226) * go_6(-1.0, -1.0); + result += mat4(0.04749992, 0.16784605, 0.1447426, -0.1622565, 0.24699093, -0.13908885, 0.24418731, -0.02740722, 0.12872131, -0.008208542, 0.20528013, 0.13789995, -0.15344016, -0.09991068, 0.14630906, -0.17380811) * go_6(-1.0, 0.0); + result += mat4(0.095947415, 0.20968701, -0.007149529, 0.094800524, 0.05043026, -0.0693885, 0.12464035, 0.03035088, 0.0108456295, 0.12440731, -0.15677981, -0.004279606, -0.21148744, -0.0016452523, -0.09077341, 0.08485625) * go_6(-1.0, 1.0); + result += mat4(0.14946367, -0.026544122, -0.01740767, -0.02725897, -0.031115597, -0.09615934, -0.014224658, 0.069897555, -0.06448997, 0.013844944, -0.24855709, 0.19252767, -0.07110074, -0.23129512, 0.17940485, -0.15197137) * go_6(0.0, -1.0); + result += mat4(0.024190446, -0.4131039, 0.20890464, -0.14430898, 0.09224411, -0.084142424, -0.1300263, -0.12037812, -0.13061382, -0.23952286, 0.3093258, -0.4347307, -0.07327249, -0.34333092, -0.22807422, -3.587411e-08) * go_6(0.0, 0.0); + result += mat4(-0.12566617, 0.09386748, -0.060595963, 0.06381177, 0.008107327, -0.063545115, 0.014224591, -0.113904804, 0.014311766, 0.074355006, 0.009707868, 0.06504525, -0.035151925, -0.059292633, -0.009372453, 0.0428329) * go_6(0.0, 1.0); + result += mat4(0.13565753, 0.08438446, -0.25228864, 0.29451725, -0.1524786, -0.05199007, -0.14514388, -0.007710791, -0.23031662, -0.069889344, -0.119042754, -0.15772636, 0.049727075, 0.14252858, 0.12696588, 0.034571454) * go_6(1.0, -1.0); + result += mat4(-0.318517, 0.16518372, 0.4465158, -0.12741676, -0.14931186, 0.01184804, -0.12370663, -0.05469679, -0.052085515, 0.07560356, 0.038580637, 0.101390935, -0.10760684, -0.09168702, -0.11736598, -0.027629623) * go_6(1.0, 0.0); + result += mat4(0.017697498, -0.032091524, -0.19681352, -0.39446026, -0.103161484, -0.041192908, 0.12083361, 0.033441972, 0.05410027, -0.13009293, -0.029752202, -0.055233393, 0.07508266, 0.21648347, 0.016127443, 0.003726564) * go_6(1.0, 1.0); + result += mat4(0.11844395, -0.20417796, 0.046860386, -0.04963335, 0.28758386, 0.12296038, 0.006130141, -0.12428727, -0.08112634, 0.08013286, -0.022072678, -0.013939199, -0.26830623, -0.0774501, -0.12584007, 0.1048961) * go_7(-1.0, -1.0); + result += mat4(-0.002199185, -0.18720287, 0.09647677, -0.099159345, -0.37042502, 0.12126858, -0.055984303, -0.006307439, 0.050587848, 0.13118829, 0.014796261, 0.118981615, 0.059268136, 0.04953137, -0.26783678, -0.005206253) * go_7(-1.0, 0.0); + result += mat4(0.29162773, -0.06825134, 0.35480535, -0.013254458, 0.13690558, -0.038092773, -0.1442183, 0.008582979, 0.06665567, 0.09263725, 0.06401897, 0.04955423, 0.026602494, -0.043426443, -0.06760424, -0.028097454) * go_7(-1.0, 1.0); + result += mat4(0.0062063616, 0.041832373, 0.026989486, 0.07646448, -0.075214215, -0.04088086, 0.030253297, -0.0031407007, 0.10060057, -0.21035422, -0.0057072476, 0.009671492, -0.01255018, 0.1356472, -0.07203105, -0.09337885) * go_7(0.0, -1.0); + result += mat4(-0.16497216, -0.46643725, 0.10457678, -0.08723099, 0.009856483, -0.09712093, -0.06077413, 0.029142302, -0.31294492, -0.2785737, -0.06385234, -0.46307138, 0.11363836, 0.050526526, 0.22832777, -0.037936512) * go_7(0.0, 0.0); + result += mat4(0.2284257, -0.06757494, -0.12362806, -0.46540114, -0.027965, -0.119273104, -0.04408465, -0.08089625, 0.064668186, 0.18018429, -0.052782137, 0.2974697, 0.07583212, -0.062142026, 0.16650566, -0.20243031) * go_7(0.0, 1.0); + result += mat4(0.1417323, 0.18362466, 0.015461011, -0.07306669, 0.05225903, 0.03313784, 0.046318106, 0.092073604, 0.014854908, -0.009204208, 0.08582702, -0.060514253, -0.033618286, -0.082627475, -0.047510605, -0.17358147) * go_7(1.0, -1.0); + result += mat4(0.044509146, 0.18667401, -0.11588646, 0.21190381, 0.13762853, -0.080344714, 0.035992276, -0.09347646, -0.05722154, -0.020241026, 0.09365893, 0.0743754, 0.028774736, -0.09181784, 0.117522955, 0.024451857) * go_7(1.0, 0.0); + result += mat4(0.33748287, 0.33612773, -0.14045207, -0.11222517, -0.11824314, 0.008339795, -0.13027953, 0.011434568, 0.20478332, 0.084446914, 0.10224658, 0.12708066, 0.3002674, 0.13365488, -0.06434799, -0.0489962) * go_7(1.0, 1.0); + result += vec4(0.06834564, 0.017679863, 0.058996353, 0.07812309); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.096992515, 0.08555787, 0.05567075, 0.3684235, -0.08453214, 0.14874797, -0.03518968, -0.21077682, 0.50580394, 0.27776504, -0.14072414, -0.047293838, -0.02501663, -0.18525644, -0.049244765, -0.019314952) * go_0(-1.0, -1.0); + result += mat4(0.15942743, 0.05601269, 0.43267244, -0.10105792, -0.10224665, -0.011477545, 0.18586546, 0.15386245, 0.018015172, 0.40642846, -0.43969464, -0.16773906, -0.08753851, 0.023862977, -0.20476931, -0.19330433) * go_0(-1.0, 0.0); + result += mat4(-0.08384181, -0.21928434, 0.24617073, 0.072414346, 0.01447392, 0.1280031, 0.26045907, -0.34674746, -0.06659609, 0.5437911, -0.2481379, -0.4408586, -0.02065628, 0.35024786, -0.43344817, -0.23969968) * go_0(-1.0, 1.0); + result += mat4(-0.26318234, -0.17276719, -0.27381238, 0.43724668, 0.1250605, 0.26279348, -0.1950965, 0.030116973, 0.22524981, -0.82836837, -0.37731346, -0.20764303, 0.082648724, 0.28439602, 0.2835361, -0.22858605) * go_0(0.0, -1.0); + result += mat4(-0.11053296, -0.18050304, -0.10785215, -0.5128143, -0.10638461, -0.18107837, -0.14984047, -0.31184852, 0.1233967, -0.5248787, 0.625766, -0.3261744, -0.33758238, -0.42288753, -0.24827915, 0.46629912) * go_0(0.0, 0.0); + result += mat4(0.05450445, 0.24746427, -0.12228202, 0.08459498, 0.21182795, -0.15472144, -0.20880555, -0.08567581, -0.06358891, 0.04441746, -0.24661979, -0.3056718, -0.011843654, 0.02622977, -0.30063242, 0.069148876) * go_0(0.0, 1.0); + result += mat4(0.10252986, 0.24974889, -0.14753763, -0.11542639, -0.02504192, 0.167707, -0.19300954, -0.28126183, 0.16349459, -0.39749804, -0.21315983, -0.3632333, 0.25346163, 0.011594266, 0.22163333, -0.36140066) * go_0(1.0, -1.0); + result += mat4(0.084694065, -0.15232442, 0.15100913, 0.258049, -0.16647953, -0.057295427, -0.2734653, 0.19444938, -0.543564, 0.1580093, -0.08364827, 0.39013955, 0.09799076, -0.28022006, 0.4436997, -0.007523592) * go_0(1.0, 0.0); + result += mat4(0.16044939, -0.16409683, -0.036102563, -0.045212515, 0.013765079, 0.16512275, -0.34618682, 0.15582882, -0.26858786, 0.11227446, -0.69422704, 1.0182123, 0.56721294, -0.27683023, -0.44450805, -0.056621786) * go_0(1.0, 1.0); + result += mat4(-0.005846392, -0.1002789, -0.11597346, 0.29757038, -0.3303294, -0.1128059, -0.16792095, -0.017062422, -0.20550682, -0.101541616, 0.1326292, -0.05803425, -0.1431525, 0.09539495, -0.0020564438, -0.015330874) * go_1(-1.0, -1.0); + result += mat4(-0.03305593, 0.30911654, -0.013541906, -0.03935406, -0.021767953, 0.033086017, -0.032538854, 0.29394448, -0.5953677, 0.042400517, -0.083737336, 0.35759467, -0.19653685, -0.0024307214, -0.022875965, 0.23306265) * go_1(-1.0, 0.0); + result += mat4(0.035584986, -0.08059428, 0.34352207, 0.1548032, 0.22265454, -0.09850938, 0.059585627, 0.13525864, -0.15460324, -0.12443778, -0.0065347757, 0.008565568, -0.09459641, -0.036760993, -0.16726579, 0.08680428) * go_1(-1.0, 1.0); + result += mat4(8.5111475e-05, 0.2236033, 0.17141129, -0.23127146, 0.15972026, 0.34908256, 0.26294386, 0.13128816, -0.16243693, 0.15757012, -0.22409199, -0.12647703, -0.18430239, 0.20520009, -0.02374801, -0.16203757) * go_1(0.0, -1.0); + result += mat4(0.22832601, 0.34606495, 0.11871914, -0.020249737, 0.21807198, -0.4782955, 0.27529162, -0.17565349, 0.038051367, -0.40700185, -0.2975774, -0.5380789, -0.004458205, -0.039739095, -0.19442874, -0.10650714) * go_1(0.0, 0.0); + result += mat4(0.25389373, -0.21592398, 0.46637633, 0.29954398, 0.011773476, 0.34604436, 0.015194187, 0.088156946, -0.07462061, -0.1797378, 0.24949403, 0.12773448, 0.04304656, 0.025975281, -0.0071224314, 0.10722792) * go_1(0.0, 1.0); + result += mat4(-0.021214327, 0.18125464, 0.09782468, 0.11554455, -0.10773687, 0.03764718, -0.07123926, 0.42674774, 0.15713947, 0.13268334, 0.2590209, 0.5615417, -0.10444575, 0.050965227, -0.1657652, -0.028306652) * go_1(1.0, -1.0); + result += mat4(0.07891638, 0.10982218, 0.18858793, 0.088180885, 0.21412432, 0.17309621, 0.13349771, -0.06536336, 0.2537686, 0.028627483, 0.2291187, -0.16728498, -0.0649568, -0.21011665, 0.12501954, 0.16584753) * go_1(1.0, 0.0); + result += mat4(0.37670746, -0.06669131, 0.2308896, -0.27846798, 0.03864727, -0.2396756, 0.20961864, -0.0955574, -0.17304963, 0.006572388, 0.4152245, -0.16013862, -0.048539825, -0.040141087, -0.17446917, 0.172646) * go_1(1.0, 1.0); + result += mat4(0.016411193, -0.24965028, -0.3197888, -0.15805353, 0.062157832, -0.07450992, 0.14774385, 0.019989528, -0.22329696, 0.07624211, 0.119352184, -0.12926702, 0.014121515, 0.04892924, -0.10143942, 0.1218296) * go_2(-1.0, -1.0); + result += mat4(-0.027942078, -0.21344666, 0.090950675, -0.017026879, -0.06316872, -0.17956391, 0.14474703, -0.12104946, 0.07770245, -0.11934515, 0.03306196, 0.08028085, 0.0807563, -0.09477622, 0.03688184, 0.031241085) * go_2(-1.0, 0.0); + result += mat4(0.058301553, 0.17516647, -0.1356353, -0.15869999, -0.06487614, -0.17825274, -0.28164253, 0.12063855, 0.14051922, 0.06572677, 0.24797052, -0.26174536, -0.014646216, -0.021676809, 0.102138005, 0.07929566) * go_2(-1.0, 1.0); + result += mat4(0.24743414, -0.07182416, -0.12567408, -0.57571995, -0.018107418, 0.27796823, -0.08527231, -0.18019378, 0.060446773, 0.10802219, 0.13173679, 0.1200748, 0.18567154, 0.19163565, -0.057419125, -0.24488002) * go_2(0.0, -1.0); + result += mat4(-0.0064926744, -0.35516098, 0.21456684, -0.07162182, -0.11187953, 0.11901505, 0.36913052, -0.019030696, -0.24774994, -0.026328832, 0.121998094, 0.20425063, -0.04413792, 0.16391441, -0.06149749, -0.5538841) * go_2(0.0, 0.0); + result += mat4(0.12691425, 0.011305395, -0.057030205, -0.029743116, -0.11666209, 0.20812204, 0.07555653, 0.011672403, 0.13864042, -0.08993008, -0.08202476, 0.12926434, 0.45806012, -0.0038320064, -0.02397306, 0.25906637) * go_2(0.0, 1.0); + result += mat4(-0.05215719, -0.2567637, -0.028009133, 0.12884264, -0.03538685, -0.14153866, -0.18635908, 0.3127351, -0.06493799, 0.11058845, 0.039282236, -0.089117266, -0.20289995, 0.16836898, -0.2553091, 0.3781839) * go_2(1.0, -1.0); + result += mat4(-0.038994674, 0.15095948, 0.010665794, -0.16193166, 0.029675307, 0.067519955, 0.014059612, -0.10524365, 0.22133544, -0.17850679, 0.17689049, -0.079176724, 0.140001, -0.106958285, -0.054205164, -0.063518755) * go_2(1.0, 0.0); + result += mat4(-0.0147742275, -0.02825343, -0.17911723, -0.033807088, -0.032546505, 0.07845434, -0.10618929, -0.24304347, 0.08031239, -0.081033856, 0.11696929, 0.30320054, -0.30589563, 0.025857087, 0.19169633, -0.21005262) * go_2(1.0, 1.0); + result += mat4(0.08359386, 0.29936704, 0.16312078, 0.21463135, 0.08171467, -0.1238904, 0.21628477, 0.20026375, -0.022520576, -0.09336571, 0.112078905, -0.11331715, 0.009337522, -0.050099798, -0.18231672, -0.020947263) * go_3(-1.0, -1.0); + result += mat4(-0.030812407, 0.111476146, 0.5977092, 0.13000198, -0.010192378, 0.054949045, 0.22067606, -0.2215171, -0.016222132, 0.10579395, 0.10758011, -0.009829448, -0.055121887, -0.018792551, -0.41590548, -0.04133538) * go_3(-1.0, 0.0); + result += mat4(0.080052584, 0.044864707, 0.106742695, -0.119988576, -0.21180773, 0.21859854, -0.30558732, 0.031225171, -0.1221141, -0.1679698, 0.19237423, 0.18212804, -0.019355904, 0.04471777, -0.4626242, 0.08120199) * go_3(-1.0, 1.0); + result += mat4(0.04417224, 0.22517249, 0.18053815, 0.2189462, -0.3901049, 0.12456932, 0.046451665, 0.027453724, -0.21874383, -0.28369403, 0.38541645, 0.15896674, 0.07901438, -0.11870142, -0.23583438, -0.21800627) * go_3(0.0, -1.0); + result += mat4(0.16514415, 0.48851582, 0.17654735, -0.32523116, 0.28139102, 0.32789868, 0.0060704425, -0.08439404, -0.19455875, 0.3426219, 0.1354883, 0.13480486, -0.047210373, 0.009763648, 0.10380663, -0.14301018) * go_3(0.0, 0.0); + result += mat4(-0.01964344, -0.22196314, 0.27099127, -0.3624297, -0.19935602, -0.57573617, 0.05781204, 0.34769946, -0.1655793, -0.31260255, -0.006191821, -0.14188464, -0.048039295, 0.016876832, 0.044305492, 0.11576497) * go_3(0.0, 1.0); + result += mat4(0.031500664, 0.213127, 0.040512875, -0.14993736, 0.1355947, 0.098466784, 0.2576776, -0.12359301, -0.095675476, 0.10758078, 0.15866314, 0.24855627, 0.01722974, 0.05124147, -0.2743417, 0.039515547) * go_3(1.0, -1.0); + result += mat4(0.2946348, 0.100007325, -0.06735624, 0.05319054, 0.19419125, 0.019504784, 0.07159323, 0.21550444, -0.19059516, 0.1583541, 0.3195432, -0.14882845, 0.06771776, -0.032769382, -0.08348987, 0.0024430798) * go_3(1.0, 0.0); + result += mat4(-0.05275983, 0.0034397016, -0.11966796, 0.12378445, 0.17581114, 0.13944638, 0.019923829, -0.031624325, -0.021019042, -0.16827096, -0.046106737, -0.06353076, 0.05943962, -0.20756234, 0.042654432, 0.13294446) * go_3(1.0, 1.0); + result += mat4(-0.042804338, 0.0009211868, -0.23128751, -0.14900532, 0.020116998, -0.129845, -0.26453322, 0.12563406, -0.015730144, 0.18961458, -0.2286719, -0.26802087, -0.0013182014, -0.08829011, -0.022237033, 0.18785976) * go_4(-1.0, -1.0); + result += mat4(0.068006374, 0.03713224, -0.17821713, 0.078400075, -0.03354765, 0.05032715, -0.22770362, 0.082578026, -0.164677, 0.010397865, 0.040545795, -0.07767106, -0.04931102, -0.020216117, 0.19189319, -0.07949725) * go_4(-1.0, 0.0); + result += mat4(-0.02560599, -0.014282298, -0.30485487, 0.12205604, 0.13143952, -0.020973703, -0.60740465, 0.18116136, -0.028516186, -0.09175719, -0.3332597, 0.0993698, 0.011291339, -0.018563187, -0.04645049, 0.1537859) * go_4(-1.0, 1.0); + result += mat4(-0.19548458, 0.008757838, -0.022760604, 0.056750417, 0.10407769, -0.103828914, -0.30039603, 0.15838397, 0.14583376, 0.14352289, 0.5236325, -0.22845235, 0.024826096, -0.15084279, -0.11028316, 0.3162365) * go_4(0.0, -1.0); + result += mat4(-0.27014557, -0.14510567, 0.13275504, -0.04220442, 0.073360756, 0.09062856, 0.25474098, 0.036567308, 0.029930808, -0.07118475, -0.38858262, 0.24752647, 0.18212575, 0.05463796, 0.2687639, -0.49617207) * go_4(0.0, 0.0); + result += mat4(-0.19640562, 0.101908855, 0.17502995, -0.042161964, 0.05290567, -0.025675468, -0.17403199, 0.09100326, 0.010622265, 0.044125065, -0.21804531, -0.1000515, 0.09555498, -0.042056557, 0.30270827, -0.110502906) * go_4(0.0, 1.0); + result += mat4(-0.015954453, 0.18156542, -0.026816932, 0.040066455, -0.041097276, -0.036309887, -0.27080503, -0.046121623, 0.2809894, 0.15110923, -0.051393576, -0.09357936, -0.110129625, -0.0112814475, -0.67396337, -0.045809776) * go_4(1.0, -1.0); + result += mat4(0.030026576, 0.31455976, 0.2093852, 0.07049524, 0.087148614, 0.04378545, -0.23404805, -0.21867152, 0.0780137, -0.3653028, 0.04958755, -0.24105056, -0.005830701, 0.14313154, 0.014666525, -0.12205944) * go_4(1.0, 0.0); + result += mat4(0.041753422, -0.029019587, 0.28341058, -0.11360368, -0.04306824, -0.022564419, -0.25620422, -0.07497915, -0.027317826, 0.014858011, -0.20636855, -0.34799644, -0.09822817, 0.11054621, 0.048805986, 0.28068805) * go_4(1.0, 1.0); + result += mat4(0.04645007, 0.20781171, -0.022659602, -0.16183186, 0.043681737, -0.016835278, -0.56000787, 0.25379097, -0.04654751, -0.009801681, 0.51817185, -0.28172117, -0.09141667, 0.004477492, 0.3877909, -0.25990424) * go_5(-1.0, -1.0); + result += mat4(-0.05770895, -0.32386646, 0.12786265, 0.25714403, -0.15705961, 0.042209778, 0.27720693, -0.31767642, 0.07279373, -0.19555818, 0.037276905, 0.17997949, 0.0382839, -0.18058495, 0.11596946, -0.4803383) * go_5(-1.0, 0.0); + result += mat4(0.14316835, -0.10939212, -0.57301897, 0.107101925, 0.027679194, 0.10561584, 0.16322306, -0.029265253, 0.015432328, 0.078424856, -0.3036955, 0.077147335, -0.07165004, 0.053753722, 0.046870816, -0.16831237) * go_5(-1.0, 1.0); + result += mat4(-0.0015454052, 0.11543685, 0.011629485, 0.09174164, -0.0020554285, -0.12829418, -0.16338444, -0.3855414, 0.09214294, 0.3051444, 0.4075737, 0.21011099, 0.09273038, 0.1422971, 0.23177463, -0.5677775) * go_5(0.0, -1.0); + result += mat4(-0.38397464, 0.1062587, 0.39587164, -0.13753776, -0.1408451, 0.051540542, -0.43004695, -0.37155452, 0.018951273, -0.12102222, 0.09337273, -0.1371699, -0.15890656, 0.06723986, -0.434453, 0.82531) * go_5(0.0, 0.0); + result += mat4(0.17049496, -0.04301534, -0.008399479, -0.02239451, -0.09903332, 0.16583356, -0.09590486, -0.43768612, -0.02140423, -0.017859606, -0.050639637, -0.15041262, 0.115062304, -0.05731665, -0.2678928, 0.3464159) * go_5(0.0, 1.0); + result += mat4(0.08870617, -0.118556865, -0.13360792, -0.09894303, -0.15581502, 0.2192686, -0.39398706, 0.11267478, 0.09166812, -0.15498365, -0.2917533, -0.16147003, 0.031740874, -0.22583205, -0.011654207, 0.30131137) * go_5(1.0, -1.0); + result += mat4(0.041226245, 0.073949926, 0.020469612, -0.04560685, 0.11118197, -0.24875127, -0.28384277, -0.209574, -0.11342182, -0.028049335, -0.30193615, -0.079933584, -0.095979676, -0.10020118, -0.19420303, -0.075664096) * go_5(1.0, 0.0); + result += mat4(0.14797074, -0.3470899, 0.39260823, 0.017051281, 0.06762197, -0.018575529, 0.0880026, -0.21063547, -0.1322691, 0.09712066, -0.4276631, 0.19340965, 0.12975846, 0.035868555, -0.70068085, -0.16410393) * go_5(1.0, 1.0); + result += mat4(-0.18932801, 0.09462974, 0.42027336, -0.37972912, 0.14362521, 0.19216716, -0.43429968, 0.059396047, -0.0013960754, 0.0058320346, -0.25363076, 0.044528674, -0.045085996, 0.09108611, -0.08413328, -0.32486486) * go_6(-1.0, -1.0); + result += mat4(-0.4067053, 0.10778585, 0.28718376, -0.051091816, 0.15242375, -0.02981224, -0.097597815, -0.048364934, 0.17647475, -0.083620705, -0.07125797, 0.044771638, 0.16834657, -0.025327723, -0.24978308, 0.09879097) * go_6(-1.0, 0.0); + result += mat4(-0.14262679, -0.24012862, 0.28995973, -0.08896369, 0.010631018, 0.09540369, -0.06608168, -0.18771736, -0.014997884, 0.030013464, 0.25964305, -0.21135412, 0.063037746, -0.018949352, -0.13153805, -0.2391852) * go_6(-1.0, 1.0); + result += mat4(0.057333205, 0.35793823, -0.031858347, 0.21486303, -0.04569342, 0.12527412, -0.12659034, 0.09696183, 0.08018003, -0.20497574, -0.38521993, 0.07651565, 0.07672333, -0.13392955, 0.080162585, -0.21611322) * go_6(0.0, -1.0); + result += mat4(0.089075185, -0.0313562, -0.1678185, -0.59176946, -0.10085004, -0.07158931, -0.20779158, 0.07887701, 0.05102273, 0.054919396, 0.20206434, -0.60396665, -0.21453445, -0.0129903015, -0.21422856, 0.120469116) * go_6(0.0, 0.0); + result += mat4(0.24352759, -0.46128348, -0.11604824, -0.12906942, -0.092262454, 0.093686655, 0.008656515, -0.09435711, 0.02955139, 0.058670785, 0.31187442, -0.012236685, -0.11576328, 0.26213887, -0.3678442, 0.39925987) * go_6(0.0, 1.0); + result += mat4(0.09056785, 0.025610259, 0.04404834, 0.04880529, -0.018727796, -0.02463311, -0.33473116, 0.18240984, -0.31690162, -0.03753813, -0.49378097, 0.034098472, 0.08104111, 0.15535483, 0.54219043, -0.14415042) * go_6(1.0, -1.0); + result += mat4(0.2178136, 0.26973012, -0.08373426, 0.050942183, -0.026202869, -0.19092646, -0.15695636, 0.14941269, -0.008460806, 0.17145476, -0.15403928, 0.30220225, -0.008509539, -0.07173873, -0.028730325, 0.11379968) * go_6(1.0, 0.0); + result += mat4(-0.423233, 0.22220805, 0.2923962, 0.07597547, 0.04264445, 0.073609315, -0.28772584, -0.018501874, 0.009833902, 0.09063646, 0.15016796, -0.050786685, -0.044880487, -0.00094357406, 0.054167807, -0.4163448) * go_6(1.0, 1.0); + result += mat4(0.064591885, -0.017542299, -0.7427811, 0.1085436, -0.099237405, 0.07204454, 0.21403041, -0.44325823, 0.063634664, 0.019480009, -0.5166522, 0.48371652, 0.042217735, -0.08151546, -0.16102481, 0.38363907) * go_7(-1.0, -1.0); + result += mat4(0.23603337, 0.36189508, 0.16096863, -0.23203878, 0.3909665, -0.048548676, -0.08426398, 0.13699533, -0.16585836, 0.08123174, 0.23689987, -0.14406693, -0.12765872, 0.14779435, -0.200962, 0.27416065) * go_7(-1.0, 0.0); + result += mat4(-0.29448098, 0.14758095, 0.57802075, 0.021730013, 0.13210014, 0.104395285, -0.2312142, -0.2866295, 0.016930144, -0.15231368, 0.14054593, -0.09351796, 0.1032217, 0.041166462, -0.36189362, 0.41247606) * go_7(-1.0, 1.0); + result += mat4(-0.007560109, -0.0803, -0.16032574, 0.05478983, -0.1759635, -0.14446284, 0.15542305, -0.16604201, -0.04187009, -0.26687822, -0.587336, -0.24216992, -0.23209628, 0.20443848, 0.20857601, 0.39599934) * go_7(0.0, -1.0); + result += mat4(-0.14840446, 0.40601328, -0.7559737, 0.2739641, -0.25899225, -0.08748905, 0.26742223, -0.1928892, -0.069469795, 0.17335804, 0.14560762, -0.29675013, 0.07705042, 0.087402344, 0.11580721, -0.56622976) * go_7(0.0, 0.0); + result += mat4(-0.09510998, 0.087312974, -0.4744771, -0.2034856, -0.0228022, 0.20781693, -0.21102814, 0.3811148, -0.032918505, -0.06346079, 0.11738945, 0.25676858, -0.040940452, -0.13468303, 0.18274675, -0.29756874) * go_7(0.0, 1.0); + result += mat4(0.018719247, 0.01183309, 0.5007991, -0.23340209, 0.26327956, -0.22815254, 0.108726546, -0.03552217, -0.009156057, 0.10254266, 0.16000487, 0.14117196, -0.017914208, 0.27125883, -0.21865341, 0.21615145) * go_7(1.0, -1.0); + result += mat4(0.19699602, -0.31031716, -0.59890205, -0.21126802, -0.20352201, -0.06410778, -0.037906803, -0.022946103, 0.06663984, 0.12589614, 0.32420775, 0.23299861, 0.0078275055, -0.12053192, 0.103772156, -0.01047939) * go_7(1.0, 0.0); + result += mat4(-0.13278633, -0.049333517, 0.112975165, -0.1881344, -0.049702376, 0.19375268, -0.86393154, 0.038770728, 0.12380659, -0.17710638, 0.3185005, -0.12963669, -0.088208504, 0.06580817, 0.026088627, -0.13940124) * go_7(1.0, 1.0); + result += vec4(-0.004481173, -0.061259553, 0.11030188, 0.16914344); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06430692, 0.086825125, -0.034608375, -0.01397618, 0.040052984, 0.011185875, 0.011732263, 0.012392225, 0.059679143, 0.0020240098, 0.06681242, 0.054336477, -0.0036498306, -0.019456264, -0.071606115, 0.041119363) * go_0(-1.0, -1.0); + result += mat4(0.04943378, -0.0848539, 0.0356649, -0.045104954, -0.07455269, 0.22761999, -0.097870104, -0.17315823, 0.024429278, -0.014491249, -0.041353658, 0.1098216, 0.03469068, -0.032172896, 0.033026703, 0.04296571) * go_0(-1.0, 0.0); + result += mat4(0.07144953, 0.008301972, -0.06500498, 0.031518232, -0.10892988, -0.097283006, -0.13314813, -0.013742693, 0.050799493, 0.050253615, 0.040891692, -0.0021811249, 0.030596646, -0.017255697, 0.0022994988, 0.00735084) * go_0(-1.0, 1.0); + result += mat4(0.023562869, -0.0011871309, -0.0423234, -0.002608592, 0.08043674, -0.082256354, -0.022457797, 0.07030839, 0.013923805, -0.013660352, 0.06952137, -0.044279564, 0.04486451, -0.02644484, 0.052811652, 0.00197306) * go_0(0.0, -1.0); + result += mat4(-0.05471925, -0.10278568, 0.017831381, -0.060885206, 0.01943984, -0.11520702, 0.10465094, 0.03574296, -0.050254647, 0.0019161392, -0.25124437, 0.043597598, -0.017897893, 0.07151743, 0.11265933, -0.08989344) * go_0(0.0, 0.0); + result += mat4(0.11001799, -0.011334239, 0.12736328, 0.16483796, -0.13220996, 0.0732099, 0.13678497, 0.1530554, 0.043017015, -0.10789205, 0.053205475, 0.023291817, -0.0056713475, -0.12603688, -0.13624206, -0.0714872) * go_0(0.0, 1.0); + result += mat4(0.021965552, -0.009516653, 0.020002227, -0.0072277826, -0.035595354, -0.052053552, -0.023298074, 0.01770549, 0.106064536, -0.096217915, 0.119941294, 0.054289114, 0.044710737, 0.03558839, 0.0025203228, 0.02229299) * go_0(1.0, -1.0); + result += mat4(-0.05996382, -0.059034027, 0.0048927953, 0.11681153, 0.0123580685, -0.15851006, 0.053752933, -0.094275564, 0.056480173, -0.01539422, -0.06352794, 0.05537091, -0.090935975, 0.114802405, -0.07706906, -0.020618843) * go_0(1.0, 0.0); + result += mat4(0.046106033, 0.06567163, 0.024409082, 0.08681322, -0.15275897, 0.051852785, -0.0982452, -0.14251694, 0.09573071, -0.018330676, 0.07995178, -0.010879136, -0.097755134, -0.017416988, -0.062556945, -0.0578873) * go_0(1.0, 1.0); + result += mat4(-0.00429525, -0.07700766, 0.010865506, 0.039318554, -0.06787303, -0.028628208, -0.05469512, 0.05459275, -0.030343568, 0.06288822, -0.02628777, 0.015035558, 0.003811996, 0.013887734, 0.034987926, 0.17882642) * go_1(-1.0, -1.0); + result += mat4(-0.04686645, 0.05545698, -0.022312073, -0.06866622, 0.09609454, -0.09298049, 0.20229526, 0.1036513, -0.07117841, 0.047199853, -0.018191453, -0.011281787, -0.014291751, -0.118642345, 0.07959059, 0.08753804) * go_1(-1.0, 0.0); + result += mat4(0.0145701915, -0.00083395635, -0.009838556, 0.03793263, -0.018338429, -0.028547939, -0.044276386, 0.022902593, -0.10429393, -0.08177185, 0.038462102, -0.061109234, 0.021328336, -0.018102761, -0.07724541, 0.03491818) * go_1(-1.0, 1.0); + result += mat4(0.051537625, -0.04092781, -0.027314937, 0.06624649, 0.0059737917, -0.0045862994, 0.03624142, 0.016898366, -0.15276705, -0.013039528, -0.034717664, 0.07935391, 0.016038802, -0.20841958, 0.08346563, 0.06563678) * go_1(0.0, -1.0); + result += mat4(-0.015235551, 0.15574263, -0.013553463, 0.07328153, 0.1526515, -0.28490472, 0.19684647, -0.15529588, -0.012245582, 0.06855586, -0.05603284, 0.06607822, -0.0842433, 0.17281564, 0.28474236, 0.08198234) * go_1(0.0, 0.0); + result += mat4(0.038899522, -0.06798045, -0.054560043, -0.16137177, 0.021140218, 0.29889742, -0.1840661, -0.05800861, -0.015068329, -0.04634431, 0.08015181, 0.019838551, 0.10208079, -0.077259056, -0.19794165, -0.15083085) * go_1(0.0, 1.0); + result += mat4(0.01064174, -0.05850555, -0.05604373, 0.04052068, -0.075376056, 0.046033148, 0.11586819, -0.019885244, 0.035843607, 0.046307143, 0.00585988, -0.080217384, -0.021261437, 0.1410561, 0.008985651, 0.028860984) * go_1(1.0, -1.0); + result += mat4(-0.07319461, 0.08104932, 0.041007817, 0.030615268, -0.20470095, 0.12515168, -0.160545, -0.12937605, 0.31107107, 0.1484706, 0.038850147, -0.012020466, -0.05610734, 0.044933334, 0.042511266, -0.052596994) * go_1(1.0, 0.0); + result += mat4(-0.066693224, 0.0361146, 0.067501135, -0.21699974, -0.11158058, 0.15679757, -0.028746078, -0.01819391, 0.104127966, -0.06664338, 0.06227161, 0.12396172, -0.0032715963, -0.08171951, -0.044955824, -0.08106554) * go_1(1.0, 1.0); + result += mat4(0.015864346, -0.013364807, -0.06118465, -0.044409316, 0.043848667, -0.021818867, 0.073257685, 0.031070877, -0.09103615, 0.049833406, -0.057495326, -0.12800662, 0.03994082, 0.0138215795, 0.015007392, 0.10248998) * go_2(-1.0, -1.0); + result += mat4(0.25089416, -0.07602123, 0.17347728, 0.02892703, -0.011619053, -0.0641153, 0.05217339, 0.07876783, 0.0055022957, 0.004055628, -0.09110391, -0.06867559, 0.024405807, -0.05255772, 0.04266218, -0.010957767) * go_2(-1.0, 0.0); + result += mat4(0.24782608, 0.036559172, 0.044769745, 0.0015120476, 0.013133198, -0.044633485, -0.014515029, -0.021279601, -0.036733393, 0.04075623, -0.17661944, -0.094546385, 0.056875527, 0.004090026, 0.05490262, 0.009615546) * go_2(-1.0, 1.0); + result += mat4(-0.059016522, 0.06971676, -0.018845871, -0.1960489, 0.030603651, 0.07038275, 0.030324249, -0.021405647, 0.0029889164, -0.044680223, 0.025204105, -0.070947506, 0.08812823, -0.04162818, 0.020303862, 0.033686403) * go_2(0.0, -1.0); + result += mat4(0.095108695, -0.001756413, -0.0746956, 0.19454287, 0.11728253, 0.024068093, 0.22989868, 0.15326135, -0.044749334, -0.10269763, -0.11903939, -0.0791172, -0.004715979, -0.034785185, 0.06928696, -0.080341384) * go_2(0.0, 0.0); + result += mat4(0.09515306, 0.0796711, 0.2531875, 0.17232622, -0.046116754, 0.10505673, 0.03974202, 0.0192849, -0.032660086, 0.090220645, -0.018340196, 0.010892869, 0.057608526, -0.0042284457, -0.033126116, -0.050798874) * go_2(0.0, 1.0); + result += mat4(-0.0465734, -0.12704821, -0.04242129, -0.08912093, 0.060641844, -0.030298313, 0.07455412, 0.09691065, -0.0993119, 0.08467131, -0.08018581, -0.06551497, 0.02412251, 0.023426851, -0.013038504, 0.058629658) * go_2(1.0, -1.0); + result += mat4(-0.0072143734, -0.17254709, -0.10164249, 0.009320373, 0.04572811, 0.031890705, 0.11281531, -0.053358663, -0.12266469, -0.0050442372, -0.088591315, -0.014440839, 0.025741255, -0.1090415, 0.14636643, 0.06128863) * go_2(1.0, 0.0); + result += mat4(-0.021854619, 0.08777348, -0.06519233, -0.068287335, -0.015207972, -0.041368876, -0.06916352, 0.014671391, -0.15136546, 0.12566894, -0.104125395, -0.025017736, -0.043513566, 0.08409863, 0.037353594, -0.06276716) * go_2(1.0, 1.0); + result += mat4(0.07235235, 0.03902354, 0.08474354, 0.015749328, -0.14268096, 0.030634299, -0.055138513, -0.03956857, 0.018563624, -0.081968024, 0.051094677, 0.034120332, 0.0053250403, 0.080352135, -0.04955247, -0.1332719) * go_3(-1.0, -1.0); + result += mat4(-0.036749303, -0.028455151, -0.014937002, 0.040662266, 0.08305564, 0.11542185, 0.013110968, 0.049462736, 0.055836335, -0.07350095, 0.022430308, -0.02959864, -0.01815184, -0.019589523, 0.063062504, 0.03289119) * go_3(-1.0, 0.0); + result += mat4(-0.023061413, 0.054117512, -0.005270115, -0.08946267, -0.04308614, 0.23271716, 0.23769991, 0.199799, 0.042626232, -0.003149215, -0.07325253, -0.09104977, 0.06556636, 0.123100184, -0.065416, -0.047533657) * go_3(-1.0, 1.0); + result += mat4(0.012621001, 0.010509575, 0.037320737, -0.059742343, -0.049418703, -0.09797092, 0.107040025, 0.050573327, -0.07652653, -0.096295066, 0.046717234, 0.0451225, -0.102516145, 0.15624528, -0.23164383, -0.13354032) * go_3(0.0, -1.0); + result += mat4(-0.028271353, 0.12728448, 0.030375311, 0.17157783, 0.122691065, -0.3680664, 0.029203705, -0.26102167, 0.025286853, 0.06262695, 0.1589348, 0.05327821, -0.065294765, -0.24605483, 0.042972647, -0.02089068) * go_3(0.0, 0.0); + result += mat4(-0.026082302, -0.08781727, -0.09250588, -0.023226565, 0.051248543, 0.16456133, -0.2952685, -0.083784014, 0.076261856, 0.0406498, 0.170887, 0.045606345, 0.090185635, -0.056969963, 0.013353489, -0.02177184) * go_3(0.0, 1.0); + result += mat4(0.03591036, -0.00022123115, 0.00879266, 0.0014145833, -0.031907767, 0.008818724, 0.038096637, 0.088316254, -0.111196004, -0.043627053, -0.03396249, -0.11398144, -0.013437176, -0.056140415, -0.02947146, 0.04266824) * go_3(1.0, -1.0); + result += mat4(0.27118152, -0.029443147, 0.029049424, -0.021353519, -0.08102377, -0.10702356, 0.2708468, -0.028351566, 0.10159006, -0.08634602, 0.11655341, 0.01216303, -0.032198787, 0.098999046, 0.08560102, 0.13209614) * go_3(1.0, 0.0); + result += mat4(-0.011867179, -0.008092173, -0.06914386, -0.0026515024, 0.15475754, -0.069809034, -0.061735924, 0.030092785, 0.015481355, 0.069196485, -0.067885965, -0.10032289, -0.022956805, -0.050457634, 0.034361836, 0.063292615) * go_3(1.0, 1.0); + result += mat4(-0.028808603, 0.2522452, -0.028151542, -0.11966417, 0.0060086837, -0.022839228, 0.04591885, -0.047450468, -0.017323907, 0.0033520379, -0.013912139, 0.00087186386, -0.095179744, 0.10477611, -0.1572277, -0.18952997) * go_4(-1.0, -1.0); + result += mat4(-0.024695182, 0.2125057, 0.0043758615, 0.048833247, -0.024862275, -0.07173688, 0.016327882, 0.052133285, 0.032598563, 0.0370544, -0.032444727, 0.007660602, 0.014026539, 0.15517443, -0.08797283, 0.046922438) * go_4(-1.0, 0.0); + result += mat4(-0.08749249, 0.17871788, 0.089315645, 0.020792015, 0.0062840376, 0.027935686, 0.022011895, 0.0014372129, 0.03437162, 0.04160462, -0.076575324, -0.005282676, 0.01039395, 0.13785924, -0.11939048, -0.12266059) * go_4(-1.0, 1.0); + result += mat4(-0.08761654, 0.12325804, 0.09464573, -0.070082165, -0.029074723, -0.039505627, -0.006745376, -0.07662022, 0.018293282, 0.16754504, -0.01436095, -0.07123675, -0.045903374, 0.045701377, -0.16947833, -0.065680735) * go_4(0.0, -1.0); + result += mat4(0.07837804, 0.10318053, 0.10402837, -0.09299896, -0.044918105, -0.19713773, -0.038225368, -0.0127715515, 0.021232253, 0.19498691, 0.054563515, -0.024584824, 0.14310583, -0.25778866, -0.048625097, -0.04034214) * go_4(0.0, 0.0); + result += mat4(0.03317779, 0.36327454, 0.0010753187, 0.07300084, 0.013177773, -0.10299273, -0.043644756, -0.049851302, -0.11076842, -0.0030125536, 0.13768485, 0.037023947, 0.05862015, 0.026259044, -0.11906646, 0.015630042) * go_4(0.0, 1.0); + result += mat4(0.04435236, 0.2442636, 0.02941278, -0.03259748, 0.02729472, 0.1464977, -0.23190135, -0.013464374, -0.04808333, -0.07721386, -0.006521778, 0.03849496, -0.087418415, -0.14530352, -0.046621766, 0.013260049) * go_4(1.0, -1.0); + result += mat4(-0.054236982, 0.16401532, -0.0410692, 0.018103333, 0.03832126, 0.24158026, -0.02707848, 0.063542314, -0.0025432308, 0.02253484, -0.13533834, 0.009265725, -0.13578576, 0.055599272, -0.029021647, 0.074372046) * go_4(1.0, 0.0); + result += mat4(0.07789502, 0.12068383, 0.06586239, 0.16586556, 0.12068069, 0.0314873, 0.020462591, 0.01643263, 0.0022647027, -0.0535912, 0.02042879, 0.08939534, -0.012003675, 0.10854255, -0.019238353, 0.05661957) * go_4(1.0, 1.0); + result += mat4(-0.0024771164, 0.0013602651, -0.006449609, -0.0674718, 0.011020245, -0.024715785, -0.005840159, -0.016253866, 0.0058691143, 0.00923955, -0.014752748, -0.009056492, 0.04719506, 7.439548e-05, -0.031533875, -0.028303158) * go_5(-1.0, -1.0); + result += mat4(-0.022446554, 0.011014639, 0.014150175, -0.08969043, 0.05011379, 0.0014429274, 0.13622425, -0.055668622, 0.003997062, -0.018588124, 0.037211727, -0.02675576, 0.021160034, 0.06025865, 0.044886358, 0.07540469) * go_5(-1.0, 0.0); + result += mat4(0.059523765, -0.106335945, 0.047557555, 0.015525542, -0.059115347, 0.009750207, 0.01922731, 0.024100488, 0.0016303931, -0.07808692, 0.08100007, 0.05687361, -0.03983667, -0.023318004, 0.044715997, 0.032614175) * go_5(-1.0, 1.0); + result += mat4(0.092187695, -0.16478536, 0.11356077, 0.1448521, 0.072599865, 0.06876907, -0.024432033, 0.052597918, -0.010043035, -0.03687111, 0.00895416, 0.02780389, 0.045475237, 0.0034288564, -0.053697575, -0.0039305706) * go_5(0.0, -1.0); + result += mat4(-0.086140305, 0.10712286, -0.098502316, -0.037614137, -0.0014869545, -0.119502805, 0.07774526, 0.01559113, -0.036177177, 0.05600912, 0.0672405, 0.0424494, -0.014852803, -0.09711143, 0.035177983, 0.027274514) * go_5(0.0, 0.0); + result += mat4(0.010052695, -0.1528992, 0.037211087, 0.050275393, -0.052893683, -0.103499845, 0.04699975, 0.010357094, 0.02002735, -0.0724987, -0.039920773, -0.03259424, 0.05104605, -0.021494186, 0.1335748, 0.1431882) * go_5(0.0, 1.0); + result += mat4(0.008692001, 0.1388636, 0.062878676, 0.043149088, 0.040500425, -0.06934554, 0.031019283, 0.086996906, -0.01329169, -0.024621997, 0.03125819, -0.03552568, 0.025497364, -0.013930993, 0.039630298, -0.009306881) * go_5(1.0, -1.0); + result += mat4(0.08138952, 0.11290011, 0.09357804, 0.0773934, 0.11037395, 0.040116914, 0.05588578, 0.08340036, 0.019552698, 0.010302062, 0.030425403, -0.012494984, 0.100253575, 0.058283005, -0.0053462014, 0.0011434298) * go_5(1.0, 0.0); + result += mat4(-0.0027934618, 0.012688533, 0.03582281, 0.093737796, -0.10973247, 0.07261092, 0.112351805, 0.011432246, 0.013944619, -0.06078718, 0.04819748, -0.023201318, 0.060381312, -0.08896123, 0.0354816, 0.1314617) * go_5(1.0, 1.0); + result += vec4(-0.014843715, 0.037786916, -0.050943095, 0.02970283); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.042099904, -0.058733735, 0.02552323, 0.08024827, -0.007007328, -0.024506995, -0.014314433, 0.07856346, 0.0070828185, 0.12121103, -0.047790356, -0.1190773, 0.09607051, -0.022659522, -0.012408393, -0.01265088) * go_0(-1.0, -1.0); + result += mat4(-0.036540985, 0.065095425, 0.020370001, -0.13017972, 0.16372375, -0.13150094, 0.012892328, -0.1387121, -0.0398674, -0.115208104, -0.025226658, -0.066354044, 0.07032839, 0.11715836, 0.014640627, 0.0410301) * go_0(-1.0, 0.0); + result += mat4(0.030191297, -0.0066959998, 0.026137028, -0.015430499, -0.07329306, -0.138525, 0.080228955, 0.1005483, -0.0007654556, 0.08933457, -0.11922955, -0.0689602, 0.06392459, 0.04870049, -0.0018588612, 0.046055775) * go_0(-1.0, 1.0); + result += mat4(0.12119697, -0.03272271, -0.011908178, 0.07443732, 0.017831923, -0.06988535, -0.027143668, -0.023895472, 0.08469687, 0.1490557, 0.015963838, -0.0049853753, 0.01178327, -0.0028791244, -0.06283662, -0.0059013553) * go_0(0.0, -1.0); + result += mat4(0.028543679, 0.058001377, -0.008511679, 0.0026974818, -0.0013273149, 0.010061944, -0.07719697, -0.053456806, -0.2909378, -0.03735039, 0.02128061, 0.15994087, -0.020060549, 0.0051932936, 0.010056397, -0.044010773) * go_0(0.0, 0.0); + result += mat4(0.1596504, -0.055374887, -0.019871527, 0.008125669, 0.21285413, 0.03118557, 0.05784715, -0.033272292, -0.11010903, 0.08968991, 0.01791155, -0.11081058, -0.059060283, -0.08855704, 0.06299061, -0.08653331) * go_0(0.0, 1.0); + result += mat4(0.22247101, -0.04902725, 0.004427136, 0.00843986, -0.12681817, -0.04432411, 0.09346549, -0.07040382, 0.065832525, 0.1306079, -0.046262078, -0.064467475, 0.09017577, -0.05839232, 0.02169111, 0.015345169) * go_0(1.0, -1.0); + result += mat4(-0.019040529, 0.03761165, -0.021923041, -0.02165343, -0.22262675, -0.007393024, 0.13378944, 0.24793835, -0.115743674, -0.050898936, -0.101693556, -0.16117941, 0.15038069, -0.071292244, 0.16757068, 0.14149354) * go_0(1.0, 0.0); + result += mat4(0.15021501, 0.01646184, 0.039540898, -0.020430906, -0.09821808, -0.008859351, -0.0064752824, 0.04515899, -0.036680277, 0.03743646, 0.046192754, -0.07469316, 0.015766433, -0.053386677, -0.058385946, 0.04285354) * go_0(1.0, 1.0); + result += mat4(-0.12153023, -0.0052116364, 0.013274117, 0.066916846, -0.07894143, -0.07270525, 0.0032244355, 0.080999196, -0.071276195, 0.03603874, -0.023127655, -0.22612897, 0.019750288, 0.06261086, 0.036052, 0.057479452) * go_1(-1.0, -1.0); + result += mat4(0.068308026, -0.02204353, 0.037701212, -0.13152799, -0.040166344, 0.18250147, -0.00841116, 0.14707813, 0.2891035, 0.0355822, -0.037319396, -0.033286855, 0.05205944, 0.029016457, 0.02267416, 0.12552561) * go_1(-1.0, 0.0); + result += mat4(-0.07627465, -0.0015795324, 0.005847234, 0.0343533, -0.12101658, -0.044895757, -0.033076547, -0.0072863665, -0.13455121, -0.03442574, 0.03806193, -0.025911227, -0.05203063, 0.006293081, 0.01888723, 0.10063248) * go_1(-1.0, 1.0); + result += mat4(0.05558394, 0.03480151, 0.0068188105, 0.025131043, -0.12540701, -0.088756844, -0.03175985, -0.19954887, 0.0730124, -0.04229162, -0.0013364753, -0.03893613, 0.06019269, -0.034671903, 0.050091, -0.059322134) * go_1(0.0, -1.0); + result += mat4(-0.07942089, -0.018256165, -0.096205324, 0.101769134, 0.01908004, 0.33233985, -0.035679515, -0.23594299, -0.03030973, 0.06313867, -0.044021074, -0.10605643, -0.10518184, -0.11355261, 0.12967454, -0.106763974) * go_1(0.0, 0.0); + result += mat4(-0.09985036, 0.041868765, -0.09622011, -0.05465083, -0.039375015, -0.10204485, -0.004873815, 0.080527805, 0.08858304, -0.05943268, 0.08352734, -0.07512739, -0.22778553, 0.15029298, 0.08525989, -0.15358798) * go_1(0.0, 1.0); + result += mat4(-0.08080637, -0.097256064, -0.040232092, -0.06549907, 0.013221195, -0.028040923, -0.0005182768, 0.06254156, 0.19496393, -0.0040481715, -0.053046, 0.05839162, 0.11274092, 0.11118614, 0.1480564, 0.033354077) * go_1(1.0, -1.0); + result += mat4(0.023759563, 0.00635514, -0.045272943, -0.05173251, 0.0885555, -0.008405325, 0.19941078, 0.109418906, 0.48571047, 0.0562873, -0.122534275, 0.01860896, 0.10383342, -0.005438985, 0.2603844, 0.016442006) * go_1(1.0, 0.0); + result += mat4(-0.1018859, -0.06035783, 0.04882298, 0.121493384, -0.014769945, -0.026479812, -0.23881653, 0.15810451, 0.064371295, -0.08258908, 0.032874167, 0.0013588811, -0.13452709, -0.021992348, -0.12913197, -0.007582777) * go_1(1.0, 1.0); + result += mat4(0.09469535, -0.0059437137, 0.0070211883, 0.012549531, -0.04503433, 0.11778692, -0.01240231, -0.06452343, 0.0183962, -0.09719111, 0.051977355, 0.028582, 0.11405788, 0.09339377, -0.017060561, -0.016824113) * go_2(-1.0, -1.0); + result += mat4(0.025192278, 0.16830146, 0.002082107, -0.12433539, 0.05449372, 0.111993775, -0.050993383, 0.106019214, -0.0012675346, -0.11002013, 0.08042263, 0.046076216, 0.03845027, 0.026669858, -0.05693071, 0.006350705) * go_2(-1.0, 0.0); + result += mat4(0.11534884, 0.067232355, -0.08493867, -0.059265412, -0.045863472, 0.03164632, -0.013697583, 0.012065389, -0.15469037, -0.08252674, 0.102144025, 0.079707734, 0.0043182303, 0.07471552, -0.028747529, -0.05626163) * go_2(-1.0, 1.0); + result += mat4(-0.02088867, 0.005918884, -0.00632325, 0.06864312, 0.07231704, 0.06967162, 0.046126503, -0.03890708, -0.11291535, -0.112925544, 0.01721896, -0.027296377, -0.0008218594, 0.019371105, -0.028493239, -0.11972473) * go_2(0.0, -1.0); + result += mat4(0.05792697, -0.050189912, -0.013986142, -0.042153005, -0.044381443, -0.040740672, -0.036568243, -0.18094629, -0.032849103, -0.11920466, -0.01574577, 0.07106109, -0.0473771, -0.029407948, -0.016447794, 0.07348799) * go_2(0.0, 0.0); + result += mat4(0.25879595, 0.027651018, -0.09736299, -0.017931122, 0.1145708, 0.051391326, 0.14323749, -0.06405431, -0.017116228, -0.04995981, 0.017524386, 0.053012, -0.024927566, 0.029871127, -0.062402803, -0.089126125) * go_2(0.0, 1.0); + result += mat4(-0.3455905, -0.07298466, 0.022065436, -0.13115343, 0.0683912, 0.06609262, -0.035481025, -0.04162889, -0.0020681168, -0.0819611, 0.017471436, 0.022238733, 0.047958784, 0.037473556, -0.06708024, -0.06513322) * go_2(1.0, -1.0); + result += mat4(-0.008081404, 0.04029864, -0.07384856, -0.12268659, 0.048441645, 0.08439676, 0.032600272, 0.01420026, -0.16429286, -0.061197132, 0.05322935, -0.04212053, 0.0060033225, 0.037083343, -0.024957739, -0.026598029) * go_2(1.0, 0.0); + result += mat4(0.0018599767, 0.02205519, 0.10264597, 0.047300845, 0.13039044, -0.08621153, -0.014272506, 0.03800674, -0.12807004, -0.03650184, 0.17019251, 0.0050348463, 0.06673689, 0.062484764, -0.074008316, 0.0024411175) * go_2(1.0, 1.0); + result += mat4(0.10010423, 0.059802253, -0.028706724, -0.0021158324, -0.1071618, -0.06596802, 0.017506624, 0.020555088, 0.006742276, -0.058907714, 0.02132174, -0.00065407227, 0.10080476, -0.06645163, 0.028596232, -0.098386355) * go_3(-1.0, -1.0); + result += mat4(0.06250598, 0.028219528, -0.032285657, 0.029157873, 0.41888437, -0.07922488, -0.038655374, 0.08948803, -0.13829164, 0.13305405, 0.00031528703, -0.11085006, -0.063075796, 0.0500627, 0.065392256, 0.12271925) * go_3(-1.0, 0.0); + result += mat4(0.111435704, 0.02032602, 0.038795993, 0.03990286, 0.27919176, -0.08434588, -0.025168309, 0.051932946, -0.04704256, -0.031704668, 0.029195199, 0.0029008535, 0.1921871, 0.072233014, 0.02167757, -0.009142876) * go_3(-1.0, 1.0); + result += mat4(0.03787496, 0.10278594, -0.034100357, -0.038842272, -0.21315722, 0.04823617, -0.029114509, 0.051216953, 0.06688632, -0.016796501, 0.034409184, 0.030457467, 0.18392949, -0.05570241, -0.0074716844, -0.09469817) * go_3(0.0, -1.0); + result += mat4(0.00060441054, -0.21777734, 0.039007552, 0.065863505, -0.20799696, -0.007875905, -0.038051736, 0.107517034, -0.030292246, 0.039137594, -0.011577313, -0.09082536, -0.024957297, 0.04839934, 0.08945703, -0.067684196) * go_3(0.0, 0.0); + result += mat4(-0.0007396966, -0.028242454, -0.055650227, 0.015779331, -0.33971977, -0.0536201, 0.21978994, 0.17193733, 0.08947309, 0.05031975, -0.1301886, -0.035680372, 0.08049449, 0.20915179, -0.21580179, 0.0070197694) * go_3(0.0, 1.0); + result += mat4(0.018666867, 0.080064476, 0.03374961, 0.009929877, 0.12268159, 0.08780485, -0.020013101, 0.001475278, -0.094762295, -0.00571688, 0.07592603, 0.02490935, 0.20536572, -0.103320844, -0.11305944, 0.020782808) * go_3(1.0, -1.0); + result += mat4(0.10927535, -0.10669775, -0.119271345, -0.04704597, -0.33198515, 0.16730374, 0.067796834, -0.21553586, -0.15134549, 0.12522157, -0.059982754, 0.053596307, -0.07490767, 0.0430427, 0.13261874, 0.034827977) * go_3(1.0, 0.0); + result += mat4(-0.118310496, -0.034256335, 0.15736672, -0.012709214, 0.108289585, 0.055601, -0.15293309, -0.047951285, 0.13641061, 0.040393222, -0.014293154, 0.013147444, 0.040933702, 0.06414584, -0.06435496, 0.07897889) * go_3(1.0, 1.0); + result += mat4(0.1769398, -0.03865557, -0.007278993, -0.009594421, 0.06511066, -0.055826154, 0.039952062, 0.11912263, 0.017886136, -0.05012913, -0.026828678, -0.059241973, -0.10093276, -0.19696872, 0.084965006, 0.14702372) * go_4(-1.0, -1.0); + result += mat4(0.099720076, -0.067204416, -0.03463609, 0.09670626, -0.28691396, -0.06598814, 0.0014410254, 0.14105716, -0.033738673, -0.060082074, 0.022319613, -0.10230477, -0.04376945, -0.13106492, 0.063823946, 0.14856036) * go_4(-1.0, 0.0); + result += mat4(0.33853808, -0.0621997, 8.363771e-05, -0.0009150376, 0.024009543, 0.018634653, 0.0037902838, 0.10804439, 0.05129897, 0.013281732, 0.0192675, -0.021642182, 0.20649408, -0.059423707, 0.06726224, 0.0145797795) * go_4(-1.0, 1.0); + result += mat4(-0.15990373, -0.106583185, 0.002367883, 0.045296166, -0.0631138, -0.0072529926, 0.029369524, 0.08331243, 0.122756526, -0.0179492, -0.120487615, 0.0081743365, -0.17502016, -0.044541918, -0.015354001, -0.011111051) * go_4(0.0, -1.0); + result += mat4(-0.11184931, 0.06587063, 0.07042273, -0.04147224, -0.09151379, -0.20194946, 0.10355849, 0.19217291, 0.08952243, 0.12201255, 0.04417764, -0.04035679, -0.09468639, 0.31825796, 0.006901595, -0.04124098) * go_4(0.0, 0.0); + result += mat4(0.06660271, -0.0046637137, 0.09873929, 0.08799431, -0.100498706, 0.06444192, -0.02957856, 0.038241588, 0.15948315, 0.1299982, -0.090359725, 0.004090419, -0.079359606, -0.00037474622, -0.022643564, -0.08251614) * go_4(0.0, 1.0); + result += mat4(0.43229616, 0.10688282, -0.07364843, 0.053060126, 0.12662794, -0.008840078, 0.026755894, 0.041338578, -0.2254781, -0.10235022, -0.12567373, -0.0667009, -0.1809531, -0.09815889, -0.08910998, 0.037839357) * go_4(1.0, -1.0); + result += mat4(-0.07567111, 0.028171131, 0.055614933, -0.013953225, 0.12692563, 0.083607204, -0.07004251, -0.036412235, -0.058107987, 0.037055403, 0.18604837, -0.017260164, -0.17541583, 0.06894981, -0.23379545, 0.031235654) * go_4(1.0, 0.0); + result += mat4(0.45591107, 0.039045885, -0.12626866, -0.14674829, 0.05945796, -0.010674477, -0.035819475, -0.0047352607, -0.036941368, 0.10396601, -0.036363676, 0.0554336, 0.17748542, 0.06979016, 0.14080845, 0.042843) * go_4(1.0, 1.0); + result += mat4(0.10455963, 0.075099275, 0.05469465, 0.015781848, 0.09594164, 0.05998725, -0.052120302, -0.13773419, 0.044500146, 0.031731047, -0.008471109, -0.03267637, 0.047310144, 0.031099096, -0.024222182, -0.033589233) * go_5(-1.0, -1.0); + result += mat4(-0.12448876, -0.03613152, -0.0010140876, -0.025516123, -0.059143614, 0.023980793, -0.022088494, -0.23990345, -0.009263314, 0.07561086, -0.018244747, -0.030571839, 0.078326724, 0.11647481, 0.0005469513, 0.011363735) * go_5(-1.0, 0.0); + result += mat4(-0.012303434, 0.10459798, 0.0075168074, -0.06578245, 0.10195852, -0.011171349, 0.031734105, 0.01707112, 0.027664077, 0.023296015, -0.018072389, -0.025510611, 0.1640572, 0.034506124, 0.00016337275, 0.03571095) * go_5(-1.0, 1.0); + result += mat4(-0.008957332, 0.009508923, 0.0146317985, 0.038981803, 0.24314897, 0.0015878802, -0.078958146, 0.03145806, 0.0068939812, 0.073126584, -0.012263321, -0.036391743, 0.118567936, 0.065423995, 0.023732737, -0.0099737905) * go_5(0.0, -1.0); + result += mat4(0.07652766, -0.099965736, 0.07820692, -0.016641535, -0.05796137, 0.062477842, -0.09325648, 0.044144213, -0.074167095, -0.02907356, 0.009493459, -0.09726981, -0.024008945, 0.13910118, -0.012273277, -0.18442377) * go_5(0.0, 0.0); + result += mat4(-0.3458695, 0.0125532355, -0.04507072, 0.005002404, -0.054678664, -0.1073264, -0.066266164, 0.10499865, -0.026834222, -0.005892071, -0.012439621, -0.014582178, 0.20079906, 0.10445034, -0.017010294, -0.027499933) * go_5(0.0, 1.0); + result += mat4(0.20540363, 0.13028874, -0.0043541454, 0.041952956, -0.06462141, 0.05869749, -0.0336049, -0.00483216, 0.0071067465, 0.02086375, 0.029295754, 0.00054160395, 0.12825298, 0.01190737, 0.024069678, 0.0007039938) * go_5(1.0, -1.0); + result += mat4(0.25426188, -0.025078375, -0.18087013, -0.047353756, 0.050092597, -0.020793278, -0.20005824, -0.05249769, 0.10390969, 0.029416217, -0.022406658, 0.022277432, 0.10061195, 0.09648526, 0.08301866, -0.05414833) * go_5(1.0, 0.0); + result += mat4(-0.008085474, -0.0047122077, 0.037323467, -0.05261859, -0.014043025, 0.015429949, 0.0026017784, 0.05505961, -0.026992656, -0.0034499804, -0.040065564, -0.010143243, 0.080673434, 0.01895095, -0.044532266, -0.04431238) * go_5(1.0, 1.0); + result += vec4(-0.03466821, 0.00034034275, 0.0050041266, 0.015987461); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UL)-Conv-3x3x3x32 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE MAIN +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.029194267, -0.012368673, -0.032628484, 0.0, 0.009544185, 0.003643155, -0.012932683, 0.0, -0.02599644, -0.009162184, 0.001984748, 0.0, 0.036822453, -0.01785786, 0.010368739, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.025280805, 0.03720678, 0.00053982873, 0.0, 0.014486393, -0.008664618, -0.013254841, 0.0, 0.032457434, -0.0054208813, -0.03551113, 0.0, 0.005541615, 0.009700108, 0.008173082, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.008494375, 0.017570386, -0.035493053, 0.0, 0.0040664477, -0.009358297, -0.00124042, 0.0, 0.013665794, -0.027995802, 0.01806665, 0.0, 2.6274169e-05, -0.017136851, 0.004273683, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.001260151, 0.0298161, 0.03177647, 0.0, 0.029924905, 0.002548117, -0.008971935, 0.0, -0.028699454, -0.011327333, 0.01809372, 0.0, 0.052908268, -0.009816564, -0.04160645, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.0674105, 0.011343186, 0.031059649, 0.0, -0.01816893, -0.027822826, -0.0039920355, 0.0, 0.06559583, 0.08136345, 0.0024248413, 0.0, -0.007355395, 0.0021421018, -0.03261461, 0.0) * go_0(0.0, 0.0); + result += mat4(0.06596344, 0.0011187588, -0.0698554, 0.0, -0.024434082, -0.009038537, 0.042669352, 0.0, -0.060429063, -0.014795595, 0.10773078, 0.0, -0.018245215, -0.025555842, 0.07259554, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.0035948083, -0.026325721, 0.032130077, 0.0, 0.0015195963, 0.0044271573, -0.008984954, 0.0, 0.016403245, -0.0039584707, 0.013665029, 0.0, 0.0016767944, 0.0070667397, -0.028133946, 0.0) * go_0(1.0, -1.0); + result += mat4(0.01695004, -0.029402763, 0.047411986, 0.0, -0.01129213, 0.0049071675, 0.003822879, 0.0, -0.031588167, -0.031124864, -0.06241746, 0.0, -0.035150167, 0.024117738, -0.008538587, 0.0) * go_0(1.0, 0.0); + result += mat4(0.058436964, -0.018053403, -0.0029208104, 0.0, -0.012583584, -8.435696e-06, -0.0021389409, 0.0, 0.025366964, 0.022662194, -0.03120317, 0.0, -0.05732525, -0.0019531269, 0.02189266, 0.0) * go_0(1.0, 1.0); + result += mat4(0.021041503, -0.03575024, 0.039296895, 0.0, 0.036413766, -0.015376002, -0.003543714, 0.0, -0.006572382, -0.01746979, 0.024723995, 0.0, -0.005184721, 0.014261276, -0.021478102, 0.0) * go_1(-1.0, -1.0); + result += mat4(0.007271495, 0.010891414, 0.06081773, 0.0, -0.07530834, -0.057223827, 0.056062855, 0.0, -0.03944118, 0.009164506, 0.016359169, 0.0, 0.011959882, -0.009856203, -0.050926358, 0.0) * go_1(-1.0, 0.0); + result += mat4(-0.01974953, 0.010230301, -0.007793579, 0.0, -0.020196917, 0.04590978, 0.03837431, 0.0, -0.006767891, 0.0075034844, -0.003773216, 0.0, 0.013550913, -0.0003947991, 0.0031925605, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.028148983, -0.038432404, 0.03511873, 0.0, -0.034311228, -0.02840252, -0.027590172, 0.0, 0.06412731, -0.03889514, -0.016489375, 0.0, -0.048484165, 0.00057386677, 0.0026269031, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.08776933, 0.0029032787, -0.031222485, 0.0, 0.06960467, 0.09750718, 0.050598294, 0.0, 0.0835213, 0.021661203, 0.038753476, 0.0, 0.03982122, 0.03788668, 0.1515678, 0.0) * go_1(0.0, 0.0); + result += mat4(0.028370056, 0.039478805, -0.020990063, 0.0, 0.00912417, 0.023335736, -0.16728604, 0.0, -0.011494958, -0.013394507, -0.053537812, 0.0, -0.005550743, -0.009001584, 0.012948562, 0.0) * go_1(0.0, 1.0); + result += mat4(0.013810996, -0.025271188, -0.004379599, 0.0, 0.015034975, -0.00089060765, 0.033212643, 0.0, 0.038851626, -0.0057069063, -0.040545236, 0.0, -0.0028078358, 0.015933724, 0.01575025, 0.0) * go_1(1.0, -1.0); + result += mat4(0.01737436, 0.01430337, -0.015735079, 0.0, -0.016511876, -0.06596022, 0.003990326, 0.0, 0.029907767, 0.0024715378, -0.05681515, 0.0, -0.0066727134, -0.024142109, 0.022043386, 0.0) * go_1(1.0, 0.0); + result += mat4(-0.019812914, 0.0015476292, -0.016639404, 0.0, 0.017160518, -0.002040027, -0.0007517166, 0.0, 0.0071950383, -0.003341077, -0.046353333, 0.0, -0.00083734177, -0.010146456, 0.016291264, 0.0) * go_1(1.0, 1.0); + result += mat4(0.005489136, -0.015574599, -0.011043608, 0.0, -0.009506977, 0.0054301876, 0.02158638, 0.0, 0.028507395, 0.018968195, 0.015134093, 0.0, -0.03841078, 0.025878599, 0.014776577, 0.0) * go_2(-1.0, -1.0); + result += mat4(0.050771695, -0.020951752, 0.02507804, 0.0, -0.023102228, 0.005002361, 0.009032685, 0.0, -0.02580423, 0.01087507, 0.053516913, 0.0, -0.0029967995, -0.0077431537, -0.001353477, 0.0) * go_2(-1.0, 0.0); + result += mat4(0.010528193, -0.015227771, 0.04612157, 0.0, -0.0034696343, 0.012149008, 0.00761891, 0.0, -0.028641496, 0.024396904, -0.005470966, 0.0, -0.016171847, 0.017462283, -0.0045835036, 0.0) * go_2(-1.0, 1.0); + result += mat4(0.016605109, -0.015695306, -0.026842888, 0.0, -0.018456295, -0.0015909546, 0.01639685, 0.0, 0.045253225, 0.014879358, -0.0029951404, 0.0, -0.07698649, -6.646588e-05, 0.051242474, 0.0) * go_2(0.0, -1.0); + result += mat4(0.021182995, -0.059780866, -0.10691225, 0.0, 0.012331703, 0.018810093, -0.00074620557, 0.0, -0.08377086, -0.09883356, 0.0033603192, 0.0, 0.027267748, -0.044589777, -0.016808862, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.05345038, 0.007593226, 0.08017634, 0.0, 0.0029109702, -0.0066193943, -0.053755503, 0.0, 0.06317975, 0.013643785, -0.09781004, 0.0, 0.025922418, 0.02646404, -0.07879502, 0.0) * go_2(0.0, 1.0); + result += mat4(0.013840612, 0.03220654, 0.008247586, 0.0, 0.0024653377, 0.0017564539, 0.0095992945, 0.0, -0.008052894, 0.0005847401, 0.0030516423, 0.0, -0.0055664075, -0.0022113416, 0.03661902, 0.0) * go_2(1.0, -1.0); + result += mat4(-0.009897283, 0.03339503, -0.04373135, 0.0, 0.007111389, -0.0064675347, -0.0057030907, 0.0, 0.024796525, 0.014585273, 0.04618779, 0.0, 0.0451687, -0.01796601, 0.019403245, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.050205655, 0.0067047793, 0.004935128, 0.0, 0.007296142, 0.0021017375, 0.004065404, 0.0, -0.033875827, -0.029431261, 0.028738476, 0.0, 0.0447788, 0.0089823445, -0.014340374, 0.0) * go_2(1.0, 1.0); + result += mat4(-0.008800223, 0.03338696, -0.034157075, 0.0, -0.0068426207, 0.018176233, 0.004032728, 0.0, 0.024810873, 0.014211227, -0.05046429, 0.0, 0.002167862, -0.024004508, 0.029742634, 0.0) * go_3(-1.0, -1.0); + result += mat4(-0.017277744, -0.027693354, -0.061636884, 0.0, 0.03730354, 0.02037306, -0.082923785, 0.0, 0.06614115, -0.021971319, -0.03728439, 0.0, -0.009604838, 0.0065510827, 0.05428039, 0.0) * go_3(-1.0, 0.0); + result += mat4(0.028721841, -0.015807403, 0.0052445545, 0.0, 0.044053316, -0.03528111, -0.02186662, 0.0, 0.038215213, -0.016336309, -0.008933091, 0.0, -0.0011169153, 0.012024489, 0.02721076, 0.0) * go_3(-1.0, 1.0); + result += mat4(-0.023697415, 0.03966659, -0.034681734, 0.0, 0.018552555, 0.0103879105, -0.012615872, 0.0, -0.07300987, 0.040119167, 0.005360114, 0.0, 0.027465869, -0.02125224, -0.0050676432, 0.0) * go_3(0.0, -1.0); + result += mat4(0.030902436, -0.036696557, 0.0028193328, 0.0, -0.05093436, -0.07263705, -0.021804878, 0.0, -0.09184029, -0.024111573, -0.058388986, 0.0, -0.0090374835, -0.005109571, -0.097216494, 0.0) * go_3(0.0, 0.0); + result += mat4(0.015647996, -0.014143281, 0.04477705, 0.0, -0.01775979, -0.034271564, 0.16637851, 0.0, 0.05501123, 0.017724924, 0.04504396, 0.0, -0.026133522, -0.013498184, -0.013634824, 0.0) * go_3(0.0, 1.0); + result += mat4(-0.03309264, 0.01711954, 0.0074518835, 0.0, 0.016711101, 0.032219592, -0.019081173, 0.0, -0.017806605, 0.009609709, 0.025623152, 0.0, 0.0010809151, -0.015366981, -0.012361129, 0.0) * go_3(1.0, -1.0); + result += mat4(0.0049063656, 0.010883338, 0.04879139, 0.0, -0.022820218, 0.034932375, -0.019001193, 0.0, -0.013871661, 0.000886869, 0.05011855, 0.0, 0.0074326694, 0.030681293, -0.008235174, 0.0) * go_3(1.0, 0.0); + result += mat4(0.016555479, -0.01782214, 0.012905581, 0.0, -0.024117837, 0.0008709348, -0.003545648, 0.0, 0.015249755, -0.01739516, 0.031961266, 0.0, 0.008861017, 0.019980997, -0.0017820391, 0.0) * go_3(1.0, 1.0); + result += mat4(0.015237567, 0.002044042, 0.013154992, 0.0, 0.014365077, 0.009685413, 0.009999783, 0.0, -0.004745017, -0.008530349, -0.0048582545, 0.0, 0.006463907, 0.011591748, 0.0013033211, 0.0) * go_4(-1.0, -1.0); + result += mat4(-0.0039128656, -0.018021967, -0.01664764, 0.0, 0.032044526, 0.03212382, 0.03248477, 0.0, -0.018143034, -0.024854887, -0.013054983, 0.0, 0.014334873, 0.026316965, 0.01232964, 0.0) * go_4(-1.0, 0.0); + result += mat4(0.002798491, -0.0038798824, 0.0022298654, 0.0, 0.0019937146, 2.3132301e-05, 0.0051871384, 0.0, 0.002116868, -0.0070092976, 0.0007712422, 0.0, -0.0110990815, -0.00045806088, -0.0042779488, 0.0) * go_4(-1.0, 1.0); + result += mat4(-0.010706082, -0.016151588, -0.008477227, 0.0, -0.010954006, -0.0032643504, -0.0057480773, 0.0, 0.0063414387, 0.011558126, 0.006752642, 0.0, 0.024452314, 0.013355994, 0.011969219, 0.0) * go_4(0.0, -1.0); + result += mat4(0.015298925, 0.030997332, 0.009838116, 0.0, -0.080680534, -0.05467505, -0.05227959, 0.0, -0.023426097, 0.013344335, 0.00071768253, 0.0, -0.015939463, -0.038700994, -0.028631734, 0.0) * go_4(0.0, 0.0); + result += mat4(-0.01238892, 0.004899588, 0.0006303335, 0.0, -0.0103858225, -0.0065748966, -0.013839468, 0.0, -0.016547715, 0.0016229248, -0.004543596, 0.0, 0.012939155, -0.004688313, -0.0023379533, 0.0) * go_4(0.0, 1.0); + result += mat4(-0.0057197395, -0.005643721, -0.00911208, 0.0, 0.017784229, 0.008518574, 0.014390045, 0.0, 0.01216526, -0.004762164, 0.00039809215, 0.0, 0.004477759, 0.0014034393, 0.0015725178, 0.0) * go_4(1.0, -1.0); + result += mat4(0.0080029685, 0.012455343, 0.008170205, 0.0, 0.013437776, 0.0017411915, 0.002170487, 0.0, 0.020931266, 0.0062978463, 0.0077739186, 0.0, 0.012534784, 0.0017018887, -0.0056342245, 0.0) * go_4(1.0, 0.0); + result += mat4(0.0009400788, -0.0069639036, 0.0030032704, 0.0, 0.0031776547, -0.0106882155, -0.0021752508, 0.0, 0.0209143, 0.0059682373, 0.004596733, 0.0, -0.022955237, -0.009941201, -0.006298617, 0.0) * go_4(1.0, 1.0); + result += mat4(-0.0064679156, -0.010350582, -0.009941069, 0.0, -0.0015805382, 0.012290337, 0.008409566, 0.0, -0.117412835, -0.09645556, -0.09703461, 0.0, -0.007818433, -0.0075441995, 0.0014142053, 0.0) * go_5(-1.0, -1.0); + result += mat4(-0.008875219, -0.010561973, -0.0123933125, 0.0, 0.013169622, 0.02392643, 0.016722063, 0.0, 0.055201843, 0.07873035, 0.05582767, 0.0, 0.023869634, 0.020948572, 0.019141855, 0.0) * go_5(-1.0, 0.0); + result += mat4(0.004586781, 0.003811747, 0.0040364224, 0.0, 0.0025533088, 0.004466686, -0.002531796, 0.0, 0.01505836, 0.012453587, 0.012348402, 0.0, -0.024105167, -0.020986296, -0.0138099855, 0.0) * go_5(-1.0, 1.0); + result += mat4(0.017402729, 0.012661966, 0.0056144516, 0.0, -0.004699965, -0.0008380072, -0.006091114, 0.0, 0.0011875675, 0.00879462, 0.011868305, 0.0, -0.018672796, -0.026099058, -0.010950582, 0.0) * go_5(0.0, -1.0); + result += mat4(0.0030471918, 0.0007148243, -0.0025094969, 0.0, 0.033177674, 0.035010602, 0.039097246, 0.0, 0.039616674, 0.037767593, 0.01638443, 0.0, -0.12697552, -0.1073338, -0.09579577, 0.0) * go_5(0.0, 0.0); + result += mat4(-0.00025230617, 0.0012266148, 0.004280498, 0.0, -0.014905165, -0.021798527, -0.020744175, 0.0, -0.002821233, -0.0060641593, -0.007882776, 0.0, -0.07172067, -0.06563568, -0.034545008, 0.0) * go_5(0.0, 1.0); + result += mat4(0.003620735, -0.0024858215, 0.00022405668, 0.0, -0.0076808417, -0.0012458211, -0.0011529091, 0.0, -0.004562087, -0.008754068, -0.0054264124, 0.0, -0.012856577, -0.0010323325, -0.010446232, 0.0) * go_5(1.0, -1.0); + result += mat4(-0.011776141, -0.0019654774, -0.0055164173, 0.0, -0.020086112, -0.016785175, -0.00850444, 0.0, 0.010972318, 0.0025132888, 0.0010225184, 0.0, 0.09268763, 0.092143916, 0.08644562, 0.0) * go_5(1.0, 0.0); + result += mat4(-0.007995734, 0.0009648095, 0.00030679026, 0.0, -0.012054333, -0.010890181, -0.014105062, 0.0, 0.008349884, 0.0012249199, 0.002626051, 0.0, -0.005392993, 0.0035896245, 0.011283782, 0.0) * go_5(1.0, 1.0); + result += mat4(0.040485244, 0.05691461, 0.01393322, 0.0, -0.0068288567, -0.0047428505, -0.00517558, 0.0, 0.0046434966, 0.015452392, -0.00041433485, 0.0, 0.00063609646, -0.0071669365, 0.024786541, 0.0) * go_6(-1.0, -1.0); + result += mat4(0.14682117, 0.17755695, 0.12569702, 0.0, -0.027783392, -0.02624908, -0.028104672, 0.0, 0.00031824392, 0.0073304633, 0.0035713087, 0.0, -0.004828108, -0.011006178, 0.0050675124, 0.0) * go_6(-1.0, 0.0); + result += mat4(0.018347368, 0.058970205, 0.005508202, 0.0, 0.00017912469, 0.0047737043, 0.005871205, 0.0, -0.007914939, -0.0030016988, -0.010390166, 0.0, -0.011853182, -0.016345054, 0.011509364, 0.0) * go_6(-1.0, 1.0); + result += mat4(-0.04851968, -0.0415747, -0.07765033, 0.0, 0.0065016304, 0.0018423289, 0.0009655065, 0.0, 0.12496835, 0.124992594, 0.103400074, 0.0, 0.03406387, 0.024533505, 0.077095464, 0.0) * go_6(0.0, -1.0); + result += mat4(-0.07254525, -0.08249368, -0.08311044, 0.0, 0.06959693, 0.044335928, 0.03670938, 0.0, -0.1417736, -0.16761701, -0.14663263, 0.0, 0.10133506, 0.110241316, 0.14565967, 0.0) * go_6(0.0, 0.0); + result += mat4(0.019155718, 0.0071138083, -0.0034784337, 0.0, -0.00664143, -0.001776598, 0.0020648353, 0.0, 0.023666251, 0.0018572954, 0.009598296, 0.0, -0.06739044, -0.07003538, -0.023062525, 0.0) * go_6(0.0, 1.0); + result += mat4(-0.01241549, -0.009126171, -0.025202572, 0.0, -0.0075291363, 0.0039865207, -0.0034039568, 0.0, 0.016126499, 0.03303203, 0.0098967515, 0.0, -0.028944502, -0.020699043, 0.029002754, 0.0) * go_6(1.0, -1.0); + result += mat4(-0.021382507, -0.026118703, -0.031718995, 0.0, -0.019529367, -0.0035435583, -0.0067699575, 0.0, -0.041487366, -0.028312238, -0.034041278, 0.0, -0.06073689, -0.07734381, -0.019799007, 0.0) * go_6(1.0, 0.0); + result += mat4(-0.01363575, -0.0015479103, -0.020948276, 0.0, -0.010927923, 0.0065499563, -0.0012396075, 0.0, -0.029386181, -0.014403808, -0.012845848, 0.0, -0.009659123, -0.0495663, -0.0149474265, 0.0) * go_6(1.0, 1.0); + result += mat4(0.021467282, 0.010587587, 0.027719442, 0.0, -0.016798606, -0.035109796, -0.028590709, 0.0, -0.030624123, -0.04124009, -0.03222284, 0.0, -0.0026517997, 0.0045358734, -0.002765814, 0.0) * go_7(-1.0, -1.0); + result += mat4(0.033694725, 0.02778838, 0.034238014, 0.0, -0.04121519, -0.06834962, -0.062327933, 0.0, 0.050779387, 0.030920736, 0.03404337, 0.0, -0.0036348598, -0.0020900413, -0.0004735747, 0.0) * go_7(-1.0, 0.0); + result += mat4(-0.007622776, 0.011874823, 0.01900638, 0.0, -0.0025179803, 0.028925508, 0.01261665, 0.0, 0.013219528, 0.016697768, 0.013904126, 0.0, 0.0032451088, 0.0002832319, 0.00023742643, 0.0) * go_7(-1.0, 1.0); + result += mat4(0.01943161, 0.0021087795, 0.019444287, 0.0, 0.014026365, -0.003662395, -0.025668561, 0.0, -0.024189321, -0.023441639, -0.031171577, 0.0, 0.008905503, 0.011113009, 0.01485881, 0.0) * go_7(0.0, -1.0); + result += mat4(0.03617188, 0.020874048, 0.019303437, 0.0, -0.31612596, -0.34252307, -0.37307942, 0.0, -0.010667352, -0.010282407, -0.0023546303, 0.0, -0.047603715, -0.042640142, -0.035864264, 0.0) * go_7(0.0, 0.0); + result += mat4(0.030194433, 0.039834637, 0.03607905, 0.0, 0.07675613, 0.09751075, 0.042691164, 0.0, 0.013306196, 0.015537212, 0.020499485, 0.0, 0.021594003, 0.005205471, 0.0023345314, 0.0) * go_7(0.0, 1.0); + result += mat4(0.017912725, 0.018817604, 0.009495288, 0.0, 0.031629816, 0.030030556, 0.003441103, 0.0, -0.0031581502, 0.003583242, 0.00081657764, 0.0, 0.005727217, 0.007922274, 0.013391995, 0.0) * go_7(1.0, -1.0); + result += mat4(0.035499737, 0.025537802, 0.011286941, 0.0, 0.060370766, 0.07218371, 0.02229925, 0.0, -0.007152367, 0.0015067369, 0.004906394, 0.0, -0.0069688433, -0.0027407445, -0.008629306, 0.0) * go_7(1.0, 0.0); + result += mat4(0.017541587, 0.03987632, 0.027013319, 0.0, 0.055954672, 0.08695107, 0.054611363, 0.0, -0.0035868676, 0.0035243938, 0.009716404, 0.0, 0.024346305, 0.017666759, 0.017770555, 0.0) * go_7(1.0, 1.0); + result += vec4(0.0013127691, 0.0012500212, 0.00080561294, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Restore/Anime4K_Restore_GAN_UUL.glsl b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_GAN_UUL.glsl new file mode 100644 index 0000000..112975d --- /dev/null +++ b/shaders/Anime4K/glsl/Restore/Anime4K_Restore_GAN_UUL.glsl @@ -0,0 +1,1317 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.011550553, 0.2571523, -0.16894904, -0.09610124, -0.052744195, 0.30938542, 0.21441698, 0.2569063, 0.06468069, 0.089650966, 0.0748017, -0.018602168, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.17143345, 0.051090688, -0.040205717, 0.23977952, -0.06845662, 0.11059154, 0.27167943, 0.039820686, -0.037420645, 0.32412684, 0.114460744, 0.19145139, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.18283899, 0.16125157, -0.29441658, -0.14905207, 0.19206345, -0.03641905, -0.0255512, -0.1973209, 0.096413575, -0.165314, 0.09896132, -0.023077995, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.03697045, 0.16279477, -0.22278853, -0.111244164, 0.12984428, -0.016251296, 0.06175422, -0.38215196, -0.020128965, -0.1455273, -0.08009769, 0.25073814, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.5884801, -0.6035645, 0.29799506, 0.15807843, -0.7622044, -0.15211694, 0.02642718, 0.08056384, -0.019515019, -0.08969495, 0.05972669, -0.56973815, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.5292328, -0.12033433, 0.1487622, -0.016836211, 0.18644744, -0.1327393, 0.1285929, -0.25551647, 0.1799259, 0.041404646, -0.20043947, -0.3026472, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.024188336, -0.054328248, -0.12121459, 0.17569984, 0.0269405, -0.068125665, -0.12267483, -0.03206367, 0.010800722, 0.06791396, 0.21666309, 0.00086910516, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.11299782, 0.16244878, 0.050983112, -0.20673744, 0.0814762, -0.290341, -0.13428551, 0.02317926, -0.23702003, -0.057354085, -0.16910575, 0.12039626, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.0099286465, -0.01866624, -0.01341757, 0.040368155, 0.29543665, 0.20391521, 0.015693977, 0.024313066, -0.009628433, 0.014835176, -0.05416802, -0.049118232, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.009906447, 0.016014593, -0.015037731, 0.019793766); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.2907437, -0.077323735, -0.16973291, -0.16443132, 0.22864507, 0.49630427, 0.26739725, 0.032699764, 0.06087564, -0.20624332, 0.0112693785, 0.08255652, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.06868092, -0.40196502, 0.13545038, 0.17964815, -0.05201233, -0.068510085, -0.033420287, 0.11053642, -0.22962584, 0.1240376, -0.07122576, -0.287889, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.08391916, 0.044837173, 0.05309633, -0.020162301, 0.21601973, 0.107087076, 0.009593669, -0.0480218, -0.0341008, 0.065055884, -0.037138876, 0.098079376, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.13852748, -0.41455564, 0.18791267, 0.092003055, 0.09786073, 0.13783242, -0.0740668, 0.24771707, -0.33705822, 0.14416842, 0.15743637, -0.2325511, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.5497675, -0.29078907, 0.05763203, -0.04751569, -0.6902698, -0.19779761, -0.39250666, -0.00016204051, 0.5432319, 0.2619331, -0.46955073, -0.3574246, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.061908755, -0.19342895, 0.16516154, 0.034592014, -0.19078135, 0.17319767, -0.08530775, 0.30626982, 0.07117333, -0.13394159, -0.16021773, -0.25067675, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.08075159, -0.2351002, -0.16552883, 0.05863658, 0.016604373, 0.097477786, 0.06739595, 0.055863712, 0.1263199, 0.21669623, 0.14968488, -0.08309879, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.29566878, -0.18975174, -0.31122676, 0.012913531, -0.14852591, 0.21946627, 0.34939107, 0.11229292, -0.065245174, 0.08148012, 0.3856815, -0.043731045, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.03664222, 0.05616905, 0.16613087, -0.036628574, -0.0907965, 0.013615345, 0.0053964662, -0.015731616, -0.022957215, 0.10116718, -0.094957925, 0.058128193, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0017539978, -0.004052146, -0.0068221963, 0.0025597692); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.023552546, -0.17976846, -0.032507695, 0.34888005, -0.10224707, 0.13343506, 0.06544117, 0.012628775, -0.14143938, -0.19284354, 0.21922144, -0.24267627, 0.60245264, -0.24113165, -0.22310556, -0.02382731) * go_0(-1.0, -1.0); + result += mat4(-0.034701347, 0.07372663, 0.32609418, 0.11162037, -0.014141982, 0.07118311, -0.17728676, 0.11904929, -0.044187993, 0.10390664, -0.25206113, -0.27696803, -0.047686324, -0.1442619, 0.20605747, 0.06257326) * go_0(-1.0, 0.0); + result += mat4(-0.22148718, -0.01991937, 0.1064617, -0.040335968, 0.15501678, -0.23332876, 0.034576464, 0.0071954974, 0.29223567, -0.23055542, -0.2282997, -0.12242584, -0.37809116, -0.058991294, 0.39480785, 0.09886273) * go_0(-1.0, 1.0); + result += mat4(-0.14810124, 0.016219528, -0.19418913, -0.007893501, -0.053713404, 0.049100377, -0.05975324, 0.18977694, -0.050193787, -0.21011077, 0.2016647, 0.14340237, 1.0558138, -0.33549616, 0.231785, -0.3162362) * go_0(0.0, -1.0); + result += mat4(-0.13609457, -0.08641219, -0.44855806, 0.3498321, 0.30400246, -0.03185214, -0.1854452, -0.010487082, -0.17215589, 0.03237537, 0.28143924, -0.08109354, 0.22742943, -1.2136713, -0.13101196, 0.25476894) * go_0(0.0, 0.0); + result += mat4(0.13384807, 0.02634565, -0.0014585925, -0.119772, -0.22263676, 0.24358267, -0.29998726, 0.10864307, -0.025059542, 0.19892238, -0.48717195, -0.12713853, 0.0052565294, -0.06785795, -0.12660097, -0.2680154) * go_0(0.0, 1.0); + result += mat4(0.050817262, -0.000118490156, 0.008932358, 0.12216974, 0.00651495, -0.045953527, -0.06928984, -0.059567403, -0.045261804, -0.09506907, -0.15795891, 0.40871626, 0.75113076, -0.2689173, 0.014691355, 0.17588368) * go_0(1.0, -1.0); + result += mat4(-0.098001294, 0.017431907, -0.129577, -0.5423294, 0.006492312, -0.3798156, -0.0912911, -0.4348394, -0.008890873, 0.056336716, 0.31541198, 0.2757727, 0.18999146, -0.4838279, -0.8643528, -0.23371552) * go_0(1.0, 0.0); + result += mat4(0.12763253, 0.20787789, 0.014009273, -0.10351501, -0.10169546, 0.105827406, 0.08317957, 0.34155595, 0.09826027, 0.120087825, 0.00772547, -0.18460846, -0.057804313, -0.09804123, 0.23369344, -0.36933377) * go_0(1.0, 1.0); + result += mat4(0.016852003, -0.006062252, -0.12426935, 0.03895753, 0.015224101, 0.036187973, -0.12444835, 0.17155123, -0.21852624, -0.039858755, 0.030547414, -0.31835446, -0.1285454, 0.036886804, 0.120653056, 0.115938485) * go_1(-1.0, -1.0); + result += mat4(-0.0073105944, 0.0034892666, 0.16796911, 0.10596121, 0.053536925, -0.046282507, 0.04151762, 0.011876018, 0.038614176, -0.03580031, -0.119827464, -0.040998273, 0.07371248, 0.20536064, -0.11701863, 0.03227468) * go_1(-1.0, 0.0); + result += mat4(0.060087442, -0.2968361, 0.13312283, -0.23400159, -0.23598443, -0.042868868, 0.18195826, 0.28549528, 0.34385213, 0.21937303, -0.29659066, -0.2519378, 0.086887576, -0.2174296, 0.105925284, -0.021433428) * go_1(-1.0, 1.0); + result += mat4(0.13158737, 0.33106673, -0.17471395, -0.29580286, 0.06354943, 0.0942313, -0.0018473539, -0.036752637, -0.12811747, 0.17727722, -0.05052513, 0.02059626, 0.053381227, 0.051411, -0.040178068, 0.045549665) * go_1(0.0, -1.0); + result += mat4(-0.08831061, -0.28157574, -0.1294387, -0.034455232, 0.23092915, 0.064474, -0.26692396, 0.12853913, 0.006096496, -0.17732559, -0.14009307, 0.21564251, 0.20883715, 0.10718936, -0.47879994, -0.5107674) * go_1(0.0, 0.0); + result += mat4(-0.17679055, -0.03551305, 0.17372696, 0.25607085, -0.021303236, -0.116409995, 0.21391216, 0.1466252, 0.22911525, -0.11913164, 0.29034084, -0.08526714, -0.3873873, -0.21568687, 0.23877093, 0.42613512) * go_1(0.0, 1.0); + result += mat4(0.048116915, -0.08262296, -0.03324074, 0.13923667, -0.0062459446, -0.03517941, -0.009773409, -0.120674424, 0.15095374, -0.0005339233, 0.015473752, 0.14777213, 0.12814662, -0.05017428, -0.010744916, -0.23875938) * go_1(1.0, -1.0); + result += mat4(0.056450244, 0.11676627, -0.14198391, -0.045776248, 0.00897558, -0.058434367, 0.021832153, -0.52523935, -0.12343506, -0.11054828, 0.15865694, 0.09315367, -0.05297719, -0.10711813, 0.06007512, -0.08399776) * go_1(1.0, 0.0); + result += mat4(-0.019619863, 0.20729768, 0.043339703, 0.025781998, 0.023497196, 0.028392693, -0.04190367, -0.04418058, -0.042211913, -0.15244623, 0.02924173, 0.21085598, -0.035596382, 0.2381614, -0.030051846, 0.13014893) * go_1(1.0, 1.0); + result += mat4(-0.21234104, 0.041297037, -0.18101437, -0.2185761, 0.028981358, -0.081642486, -0.021145426, -0.009989747, 0.09318067, 0.16207193, -0.19826248, 0.16293178, -0.15917318, 0.06660727, 0.053039506, -0.1168678) * go_2(-1.0, -1.0); + result += mat4(-0.011286741, 0.14351663, -0.50032014, -0.026436124, -0.011840812, -0.07747942, 0.15334651, -0.14048274, -0.14003748, -0.047146395, -0.00042596797, 0.2566855, -0.03316183, 0.062969685, 0.043717206, -0.055696994) * go_2(-1.0, 0.0); + result += mat4(0.30375633, -0.023652522, -0.007335798, 0.11816739, -0.0505561, 0.16002876, -0.10969625, 0.11233836, -0.19340275, 0.05881697, 0.3182961, -0.022817641, 0.42393655, -0.0420881, -0.22744067, -0.11468599) * go_2(-1.0, 1.0); + result += mat4(0.19680668, -0.2718221, -0.109129034, -0.031820036, -0.014158195, 0.046111293, -0.14502439, -0.13337612, 0.09411394, 0.21357663, -0.20042713, -0.15176094, -0.0045771925, -0.031944096, 0.1550206, -0.03722588) * go_2(0.0, -1.0); + result += mat4(0.24317834, 0.18838319, 0.45047724, 0.18649562, -0.2095104, -0.0006020615, 0.08367084, -0.30320555, 0.07171591, -0.29137737, -0.049099058, 0.15327643, -0.24013925, 0.34259155, 0.115902506, 0.11450217) * go_2(0.0, 0.0); + result += mat4(0.016413163, 0.03915114, -0.015337155, 0.09729268, 0.29813018, -0.17131683, -0.2312706, 0.10482244, -0.2066783, -0.3365877, 0.2263724, 0.43815294, 0.036072776, 0.105696954, 0.077359736, 0.008051612) * go_2(0.0, 1.0); + result += mat4(0.12033027, 0.2112806, 0.017177183, -0.09654978, 0.07329572, 0.13259365, 0.011394168, 0.0069998833, -0.16171043, -0.02289922, 0.11146632, -0.33248207, -0.017027456, -0.10894563, -0.03257589, 0.021239217) * go_2(1.0, -1.0); + result += mat4(-0.031499073, -0.27365288, -0.064902805, 0.124796495, -0.023522072, -0.02951537, 0.04670401, 0.27531293, 0.43533918, 0.0585005, -0.15084462, -0.40506473, -0.32984722, -0.15036964, 0.07660922, -0.0032199689) * go_2(1.0, 0.0); + result += mat4(-0.115331754, -0.09803054, -0.024313536, 0.14555499, 0.23887083, -0.29849875, -0.26729763, 0.184482, 0.09255375, -0.10736947, -0.04150894, -0.0010320714, -0.051008355, -0.104129285, -0.08903581, 0.22098938) * go_2(1.0, 1.0); + result += mat4(0.06769511, -0.03238206, -0.068165705, -0.14739762, -0.061350193, 0.004104931, 0.11618826, 0.010067987, 0.02997295, 0.09301918, -0.12241719, 0.24177656, 0.22807428, -0.02756493, -0.0748496, -0.047249116) * go_3(-1.0, -1.0); + result += mat4(-0.18760902, 0.18009059, -0.0020327838, -0.21866414, -0.031515904, -0.05650113, -0.12750417, 0.103761345, 0.06476017, -0.3304871, -0.07148537, 0.24832407, -0.13958152, -0.09241458, 0.22140716, 0.08166865) * go_3(-1.0, 0.0); + result += mat4(0.26009315, -0.010701869, 0.023371957, -0.21740876, 0.17189556, 0.15437202, -0.14821805, -0.27689627, -0.2479749, -0.47549838, 0.32036334, 0.013038371, 0.14058238, 0.30515867, -0.26070523, 0.04663332) * go_3(-1.0, 1.0); + result += mat4(-0.020923758, -0.032509495, 0.12358641, 0.4433483, -0.06527426, -0.07173554, -0.11908415, -0.072907776, -0.0026322093, 0.045405984, 0.14449333, 0.18437918, 0.064828105, -0.151514, 0.091675825, 0.13046047) * go_3(0.0, -1.0); + result += mat4(-0.026943995, -0.07820492, -0.103887096, -0.3451598, 0.047472734, 0.0033870118, 0.440715, -0.20901312, 0.20392485, 0.2621361, 0.12270217, -0.24512972, -0.049621828, -0.22698936, 0.2641905, 0.009628438) * go_3(0.0, 0.0); + result += mat4(-0.20713174, 0.195439, 0.058581114, -0.10963195, 0.0812059, 0.011282248, -0.18487422, -0.016993608, 0.19099854, -0.3759483, -0.5897507, 0.14572738, 0.23315357, 0.10245343, 0.043103352, -0.46267846) * go_3(0.0, 1.0); + result += mat4(0.022161806, -0.00090681383, 0.052800614, 0.18393794, -0.027101398, 0.0014004739, 0.05572843, 0.118573196, -0.19916826, -0.02380698, 0.116629034, -0.28870407, 0.008048728, 0.053172585, -0.021419706, 0.09050276) * go_3(1.0, -1.0); + result += mat4(-0.016204836, 0.19174457, 0.2839895, 0.17540698, -0.123605736, -0.0061563863, 0.0028344695, 0.32647628, 0.057774115, 0.06937624, -0.13302265, -0.16724658, -0.12756115, 0.13584238, 0.078516625, 0.09640836) * go_3(1.0, 0.0); + result += mat4(0.120685734, -0.21064857, -0.16614036, -0.26340094, -0.06945371, 0.04921331, -0.020397125, 0.074044324, 0.23755525, -0.003564956, -0.06143462, -0.1825731, -0.11152944, -0.30590633, -0.054638807, -0.27331424) * go_3(1.0, 1.0); + result += vec4(0.04903664, 0.055879604, 0.072665684, -0.063299604); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.21144664, -0.21278776, 0.14495273, 0.40425083, 0.27247587, -0.109341, 0.033743903, 0.035514083, -0.39683792, 0.05346587, -0.164584, -0.27716008, 0.12337504, 0.06634312, 0.2134371, 0.6341114) * go_0(-1.0, -1.0); + result += mat4(0.13073774, -0.103435524, 0.0346405, 0.44462252, 0.11620409, 0.10156601, 0.054093704, -0.26547235, -0.11527728, 0.13799351, -0.027917054, -0.60904527, -0.07724007, -0.08113308, -0.009969666, 0.26369193) * go_0(-1.0, 0.0); + result += mat4(0.24912444, 0.0009965017, 0.04969851, 0.3003267, -0.003903703, -0.06769968, 0.10561507, -0.17234871, 0.1536697, -0.21829624, -0.017951855, -0.09118876, -0.22243726, 0.1614144, -0.024269601, 0.397888) * go_0(-1.0, 1.0); + result += mat4(0.06768992, -0.041342556, 0.07763352, -0.41787583, 0.031124283, 0.011633926, -0.0978459, 0.039305598, -0.41848403, -0.26259893, 0.28613627, 0.20371561, 0.58345675, -0.07080824, 0.19021916, 0.012531278) * go_0(0.0, -1.0); + result += mat4(-0.20584361, 0.20292012, 0.16911204, -0.11723318, -0.06905249, -0.12639555, 0.029861137, -0.69824475, -0.15893462, 0.03822974, 0.2365254, -0.18049008, -0.54079545, 0.05378836, 0.3731226, -0.4194168) * go_0(0.0, 0.0); + result += mat4(-0.16185144, 0.08044541, -0.11534125, -0.38361254, -0.18125655, 0.100682445, -0.17568061, 0.15932092, 0.4921224, -0.21809934, -0.4219327, 0.56603193, -0.11896117, 0.09941898, 0.060406428, -0.28055435) * go_0(0.0, 1.0); + result += mat4(-0.17914674, -0.039117515, -0.10780753, -0.0019961328, -0.118028656, 0.13673705, 0.09796823, 0.036670703, 0.23708504, -0.217638, 0.02271306, -0.08260663, -0.02218291, 0.25449663, -0.38577145, 0.2289155) * go_0(1.0, -1.0); + result += mat4(0.20697436, -0.08170284, -0.30875778, -0.091935694, -0.4299069, -0.048003297, 0.040368207, -0.11808018, 0.19754, -0.11251598, 0.27953205, 0.3021206, 0.45326826, 0.1854244, -0.29116857, -0.2648801) * go_0(1.0, 0.0); + result += mat4(-0.005043171, 0.1165916, 0.035544373, -0.11442216, -0.17139262, -0.050638396, -0.26463476, 0.11100485, -0.10001776, -0.21563227, -0.16391662, -0.054651123, 0.39844766, 0.1455794, 0.017547537, -0.39557946) * go_0(1.0, 1.0); + result += mat4(0.15157916, 0.18656601, -0.00782459, -0.038346134, -0.2450021, 0.047928028, -0.1472038, 0.2255333, -0.4334985, 0.08729366, 0.0846153, -0.30595127, -0.044211008, -0.08241214, -0.043064255, 0.4190449) * go_1(-1.0, -1.0); + result += mat4(0.05928101, -0.06261379, 0.038639594, 0.19335443, 0.07116561, -0.09511715, 0.2905441, 0.1801976, 0.26955184, -0.17377244, -0.1212788, 0.016638374, -0.22339019, 0.004929746, -0.09799133, -0.031665847) * go_1(-1.0, 0.0); + result += mat4(-0.18101548, 0.0012552696, -0.23048487, 0.112049505, -0.12021156, 0.14923924, 0.23487978, 0.09156211, 0.3823153, 0.19112724, -0.16386096, -0.33862537, 0.6392619, -0.074322194, -0.011328445, 0.010085967) * go_1(-1.0, 1.0); + result += mat4(0.14264163, -0.083046414, 0.05174603, -0.11164799, 0.5145514, 0.09971472, 0.07346141, -0.001808423, -0.26032692, -0.22621563, 0.055869855, 0.076288834, -0.010914596, 0.22231369, 0.10603505, -0.5869296) * go_1(0.0, -1.0); + result += mat4(0.5548472, 0.12401844, -0.23502155, 0.0061489646, 0.67039174, 0.05105186, -0.37961176, -0.15655631, 0.2625075, 0.0843665, 0.15801008, 0.09782913, -1.1630117, 0.5171362, 0.29586038, -0.08990771) * go_1(0.0, 0.0); + result += mat4(-0.5571424, -0.058150455, 0.07254807, -0.12936777, -0.12786071, 0.07129326, -0.241742, -0.08085487, -0.13637958, -0.22721592, -0.11745357, 0.112150125, -0.09672555, 0.27359635, -0.080746, -0.009863987) * go_1(0.0, 1.0); + result += mat4(0.030648582, 0.065971114, 0.067242995, 0.22608843, -0.17207222, 0.054914985, 0.03116957, -0.052851222, 0.0069969087, -0.006153292, 0.21847431, 0.057503276, 0.8095128, -0.21049567, -0.006439858, 0.08432311) * go_1(1.0, -1.0); + result += mat4(-0.042780217, -0.12338032, 0.05577247, -0.21822974, -0.17892684, 0.058537606, 0.080431335, -0.078834526, -0.31537804, -0.061866514, 0.023990609, -0.058277693, 0.097793244, -0.12215614, -0.13899407, 0.27879617) * go_1(1.0, 0.0); + result += mat4(0.008304607, 0.034395944, 0.17608953, -0.06544607, -0.24016827, -0.0677199, 0.12737678, -0.05233579, 0.16614896, -0.14099626, -0.022224577, 0.14793196, -0.012446621, 0.028061012, -0.1716129, 0.060556497) * go_1(1.0, 1.0); + result += mat4(0.5220798, 0.13444152, -0.2122427, -0.5736831, -0.20706674, 0.017248502, -0.028334714, 0.055140972, 0.33016387, -0.14287637, 0.01387342, 0.3571347, 0.28431186, 0.11765858, -0.01822439, -0.39872175) * go_2(-1.0, -1.0); + result += mat4(0.08728331, 0.23902069, -0.36302498, -0.16066715, -0.11230054, -0.13030538, 0.009534622, 0.048962418, 0.012431211, -0.20593752, -0.0013636881, 0.4360859, 0.04262531, 0.23974936, -0.094283335, -0.527438) * go_2(-1.0, 0.0); + result += mat4(0.030728528, -0.112231985, -0.009100498, -0.35143045, 0.16748357, 0.017510839, 0.03239966, 0.054478996, -0.17319912, -0.050375365, 0.089725465, 0.16103691, 0.10676163, -0.09278535, -0.05428266, -0.33354014) * go_2(-1.0, 1.0); + result += mat4(0.21258125, 0.04599829, -0.24325258, 0.029835198, 0.20194697, -0.07060258, 0.016639128, -0.3157998, 0.33405927, 0.060434584, -0.43728244, -0.062135965, 0.028998438, 0.11571891, -0.15109324, 0.07101858) * go_2(0.0, -1.0); + result += mat4(-0.40383798, -0.36821288, 0.19626383, 0.59001976, 0.32839507, 0.101678796, 0.10640573, -0.10071399, -0.02920735, -0.0077641695, -0.22367977, -0.05433425, 0.004730477, 0.23157004, -0.11481708, 0.061465364) * go_2(0.0, 0.0); + result += mat4(-0.08762416, -0.035775788, 0.26598835, 0.37357306, -0.11917872, 0.036915135, -0.19645864, -0.8743145, -0.51593053, 0.100978024, 0.06177629, -0.5311378, -0.09897961, -0.007981574, -0.14613442, 0.29796147) * go_2(0.0, 1.0); + result += mat4(-0.08169756, 0.10602942, 0.16290301, 0.08642245, 0.14126572, 0.0143537, 0.022076355, 0.12719934, -0.115588315, 0.018044261, 0.06112664, -0.17315914, -0.24815254, 0.07138127, 0.064938284, 0.30757383) * go_2(1.0, -1.0); + result += mat4(0.08658424, 0.04834558, 0.11189677, -0.11959915, 0.043204036, 0.0028814555, -0.27114293, 0.19655752, -0.06219229, -0.06335925, 0.001583622, 0.0003887524, -0.02551103, 0.1810684, -0.13473205, 0.41511175) * go_2(1.0, 0.0); + result += mat4(0.098328196, -0.15463813, -0.25395435, 0.057165585, 0.12112806, 0.047703095, 0.1736894, -0.571335, -0.08877221, 0.25854358, -0.12695095, 0.057413366, -0.098884575, -0.28365913, 0.09991636, 0.22292562) * go_2(1.0, 1.0); + result += mat4(-0.6112117, -0.010231417, -0.112239756, -0.07849118, 0.02083121, -0.034805223, 0.15247148, -0.12141691, 0.3277976, -0.06351269, -0.09261654, 0.48218137, -0.26786497, 0.18436286, 0.0026548437, -0.3494242) * go_3(-1.0, -1.0); + result += mat4(-0.095630266, 0.40209347, 0.037867773, -0.25989276, -0.011930034, 0.24516326, -0.0069997567, -0.3245564, -0.023615206, 0.15278822, -0.029383302, -0.7744169, 0.94101965, 0.056572374, 0.058212046, -0.061330616) * go_3(-1.0, 0.0); + result += mat4(0.081363745, -0.15472494, -0.34431493, 0.07395791, -0.055564385, 0.016541688, -0.08667468, -0.1444773, -0.2256494, -0.20606478, 0.4394829, 0.52758425, -0.5187416, 0.17331822, -0.27094364, -0.2181298) * go_3(-1.0, 1.0); + result += mat4(-0.287361, 0.16206776, 0.14063619, 0.13728833, -0.36886695, -0.08538228, 0.19503894, 0.11056105, 0.16406211, 0.01727046, 0.0871592, 0.07294414, 0.060550056, 0.061177608, -0.016883448, 0.30192128) * go_3(0.0, -1.0); + result += mat4(-0.33929467, 0.13435748, 0.115937024, 0.067573994, 0.009863674, 0.013138309, 0.30058098, 0.10597743, -0.17499073, 0.05588405, 0.005677747, 0.40934527, 1.1545268, -0.155579, -0.13197516, 0.15191454) * go_3(0.0, 0.0); + result += mat4(0.37388617, -0.08841946, -3.8818067e-05, -0.055153493, 0.10924964, 0.005106532, 0.2640823, 0.17689948, -0.078712486, 0.014336811, 0.13541687, -0.35125944, 0.25925586, -0.11574074, -0.05334974, 0.37477663) * go_3(0.0, 1.0); + result += mat4(-0.09378358, -0.02469048, 0.09498973, -0.14765818, -0.06543113, 0.052611325, -0.038409166, -0.10529152, -0.19401579, -0.16219963, -0.16643663, -0.33105713, -0.47642896, 0.3563738, 0.10123918, 0.0047903634) * go_3(1.0, -1.0); + result += mat4(-0.09347765, 0.13719639, 0.17906445, 0.20748247, 0.31409532, -0.033543803, -0.055865422, 0.20806772, -0.004353982, 0.15110697, -0.052026875, 0.04408309, -0.3727673, 0.08697647, 0.062118348, -0.12789507) * go_3(1.0, 0.0); + result += mat4(0.17479336, -0.15061922, -0.039640546, 0.041190077, -0.060928237, 0.17590441, 0.13194624, 0.05623478, -0.16385348, 0.09232265, 0.035934143, -0.1263174, -0.35249633, 0.15528975, 0.10165315, -0.20805833) * go_3(1.0, 1.0); + result += vec4(-0.016027294, -0.022314552, 0.29750827, 0.022724666); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.20217955, -0.1016539, -0.24689016, 0.026825983, -0.012303149, 0.016825393, 0.11242501, 0.1197403, -0.29600206, 0.27503014, -0.11554761, -0.051286228, -0.010749474, -0.0034162628, -0.07294611, -0.3771706) * go_0(-1.0, -1.0); + result += mat4(0.14065309, -0.20494242, 0.08172008, -0.24708536, 0.14010069, -0.0034903025, -0.13427053, 0.038706955, 0.14292285, -0.22876161, -0.08053654, -0.13691449, -0.32719252, 0.3200724, 0.41660982, 0.4663079) * go_0(-1.0, 0.0); + result += mat4(-0.40426278, 0.42029375, 0.2581085, -0.08178537, 6.6040986e-05, 0.051414035, -0.09223715, 0.09467653, 0.0022885685, -0.36213446, -0.22484992, 0.11228845, -0.266375, 0.47065213, 0.18022436, 0.018949319) * go_0(-1.0, 1.0); + result += mat4(0.0967041, -0.4762878, -0.48147273, -0.38028395, 0.0096386345, 0.038764592, 0.31412536, 0.11140124, -0.26849043, 0.5565519, 0.43003628, -0.4071856, -0.07576129, -0.1801822, -0.47469202, 0.20814487) * go_0(0.0, -1.0); + result += mat4(-0.00062698213, -0.7789418, 0.35716832, -0.02369097, 0.3586657, 0.0046842257, -0.1294594, -0.42827508, 0.1843683, -0.109799415, -0.03444211, -0.4856736, 0.20326613, -0.20637028, 0.043016884, 0.2611685) * go_0(0.0, 0.0); + result += mat4(-0.4074533, 0.11487311, 0.3276686, -0.002443473, -0.18050632, 0.36538202, 0.23752166, -0.21289061, 0.08633338, -0.30124283, -0.020832658, -0.02058489, -0.18569615, 0.47561193, 0.29504526, -0.37081027) * go_0(0.0, 1.0); + result += mat4(0.3032142, -0.05559384, -0.14362094, 0.4066231, -0.10048464, 0.123465545, 0.17526495, -0.05644113, 0.10546904, 0.04229368, 0.39113873, 0.31476578, -0.3210935, -0.2459354, -0.57513195, 0.42412075) * go_0(1.0, -1.0); + result += mat4(-0.012243576, 0.12146884, 0.07562772, 0.6030755, 0.11079806, -0.33577108, -0.34181613, -0.1494174, -0.03203171, 0.4393293, -0.28612396, 0.42938936, -0.043798693, -0.37709042, 0.26563555, -0.11072489) * go_0(1.0, 0.0); + result += mat4(0.046751764, 0.0035097478, -0.01897875, 0.02122587, -0.12605189, -0.41298488, -0.03824162, 0.51710933, -0.052696224, -0.2337075, -0.12560573, 0.33835718, -0.31342196, 0.51827186, 0.1890404, -0.03768498) * go_0(1.0, 1.0); + result += mat4(0.17229721, 0.062260006, 0.21993148, 0.075963624, 0.067087546, -0.20411918, -0.06633631, -0.05168393, -0.055554014, 0.07146849, -0.11320391, -0.5016039, -0.015768923, -0.029974159, 0.003875134, -0.7003569) * go_1(-1.0, -1.0); + result += mat4(-0.0693014, 0.23172057, -0.12445124, 0.10486695, 0.024282364, 0.104390465, 0.10902425, 0.044662107, -0.14725766, -0.12317419, -0.24799284, -0.5018698, -0.09759714, -0.08109111, -0.16864298, -0.21465865) * go_1(-1.0, 0.0); + result += mat4(-0.05006012, -0.091789775, -0.039711423, -0.025967857, 0.004903828, 0.27684125, 0.090259, 0.25723773, 0.25361672, -0.63184565, -0.2300667, -0.10245676, -0.43677995, 0.4948819, 0.23426977, 0.27520937) * go_1(-1.0, 1.0); + result += mat4(0.24944058, -0.2630142, 0.087730475, 0.14870866, -0.05221804, -0.11076067, -0.28590345, 0.30941877, 0.12329378, 0.0869489, 0.3449555, 0.26338112, 0.27513418, -0.34140083, -0.44811395, -0.32881838) * go_1(0.0, -1.0); + result += mat4(-0.2300291, 0.026097683, 0.011726505, 0.33332226, -0.24714379, -0.052737463, 0.16558985, 0.43402666, -0.040318843, 0.14610682, 0.32763618, 0.1530442, 0.46671808, -0.36680204, 0.30263212, 0.4588324) * go_1(0.0, 0.0); + result += mat4(0.04394229, 0.1959856, -0.23437811, -0.42994127, 0.2209785, 0.08641096, 0.059983835, 0.3301891, -0.20396693, 0.21257658, -0.17936775, -0.17046471, -0.3278646, -0.015171337, -0.39279112, 0.7612752) * go_1(0.0, 1.0); + result += mat4(-0.0721009, 0.03914034, -0.03603309, 0.0032750098, 0.02849652, -0.22286695, -0.21038975, -0.5404214, -0.09446682, 0.13351013, 0.19801673, 0.3039991, 0.06969349, 0.47980356, 0.4956948, -0.22736946) * go_1(1.0, -1.0); + result += mat4(0.10723219, -0.23137522, -0.12172196, 0.041468218, -0.07041226, 0.06390648, 0.14080569, -0.35228798, 0.07642974, -0.13615544, -0.039689478, 0.07113939, 0.28258353, 0.060358338, 0.17336333, -0.2321431) * go_1(1.0, 0.0); + result += mat4(-0.17947374, 0.03477672, 0.14946933, -0.27187726, 0.18819115, 0.032378223, 0.0020400453, -0.48512584, -0.12591578, -0.1212832, -0.116236545, 0.045565434, -0.15292491, -0.24064177, -0.10086153, 0.23591255) * go_1(1.0, 1.0); + result += mat4(-0.106525, -0.12032337, 0.17431536, 0.0052562207, -6.420632e-05, -0.01623248, -0.08095955, -0.13127506, 0.27539784, -0.31894428, 0.08169528, 0.062290672, -0.18432364, 0.21473673, -0.025179744, 0.094855726) * go_2(-1.0, -1.0); + result += mat4(-0.31541437, -0.24790616, 0.013607132, 0.039480396, -0.122884266, 0.19012398, 0.09748719, -0.09533564, -0.292556, 0.18304445, -0.1432241, 0.1381094, 0.21733786, -0.18149674, -0.1615431, 0.03368751) * go_2(-1.0, 0.0); + result += mat4(0.28429464, -0.40165743, -0.26162243, -0.02550708, 0.08182439, -0.142696, -0.029649947, 0.047006324, -0.041352388, 0.45716748, 0.14035358, -0.0074519147, 0.30095938, -0.4907558, -0.19573994, -0.0730125) * go_2(-1.0, 1.0); + result += mat4(0.015484458, 0.18262957, 1.1304622, 0.13020717, 0.08094596, -0.041125435, -0.011831079, 0.016813423, 0.27810735, -0.64546406, -0.09420503, 0.30469316, -0.298747, 0.56795603, 0.42592815, 0.31302226) * go_2(0.0, -1.0); + result += mat4(0.04343304, -0.4498391, -0.5037316, 0.19293165, -0.53385746, 0.33699542, 0.27228716, -0.19133756, -0.32839635, 0.35161376, 0.2137489, 0.38544926, -0.25985554, 0.20467313, 0.19342346, 0.20128295) * go_2(0.0, 0.0); + result += mat4(0.22484256, -0.23751211, -0.30022943, 0.051273867, -0.007936754, -0.68916345, -0.71587783, -0.1656445, -0.097008295, 0.10184849, -0.051216517, -0.3001333, 0.44228783, -0.3494149, -0.3600727, 0.061474547) * go_2(0.0, 1.0); + result += mat4(-0.1976335, 0.11761563, 0.25485405, -0.24935004, 0.21836887, -0.0373093, -0.06946182, 0.049853157, -0.19294016, 0.027994758, -0.7352471, -0.40208367, -0.29396078, 0.27974385, 0.23464991, -0.21713316) * go_2(1.0, -1.0); + result += mat4(0.11203325, -0.07249998, 0.03275291, -0.5243432, 0.027975427, 0.65923446, 1.1487273, 0.13650933, 0.18981944, -0.41047823, 0.24949239, -0.038735647, -0.16338153, 0.19802837, 0.2097514, -0.15370321) * go_2(1.0, 0.0); + result += mat4(0.05246577, -0.10527885, -0.023790307, 0.02944672, 0.21446787, 0.22428256, -0.30655965, -0.4283235, 0.073304355, 0.2829255, 0.30902624, -0.14685656, 0.24827917, -0.33014455, -0.32007882, -0.20629856) * go_2(1.0, 1.0); + result += mat4(-0.08960087, 0.0050927363, -0.30011386, -0.047652043, -0.094598204, 0.11405335, 0.06829049, 0.059407845, -0.022997437, -0.106863946, 0.07900994, 0.44502714, 0.15836091, -0.066640936, 0.15023214, 0.54916424) * go_3(-1.0, -1.0); + result += mat4(-0.06162481, -0.3285692, -0.022469657, -0.11277432, -0.09067458, 0.030319816, -0.14839767, -0.23583637, 0.06760135, -0.028171305, 0.014077104, 0.35498118, -0.025291484, 0.24540594, -0.017083582, 0.28348377) * go_3(-1.0, 0.0); + result += mat4(0.17504841, 0.060240712, 0.17431584, 0.16914812, 0.06998317, -0.30380917, -0.09968582, -0.30383462, -0.4403573, 0.78940177, 0.020485763, 0.27871025, 0.6351977, -0.37790725, -0.22219525, -0.4110773) * go_3(-1.0, 1.0); + result += mat4(-0.08675536, 0.27092165, -0.058764063, 0.20293204, 0.009523148, 0.09759644, 0.32254717, -0.48095647, -0.23190324, -0.12567216, -0.44106624, -0.30251557, -0.29637465, 0.16701616, 0.039250236, 0.20024182) * go_3(0.0, -1.0); + result += mat4(-0.12002944, 0.13862704, 0.17594223, -0.044401992, 0.36661845, -0.038946245, -0.29144734, -0.033288293, -0.48884743, 0.08073716, -0.31537253, 0.1283542, -0.5425199, 0.19174723, 0.15365373, -0.14512973) * go_3(0.0, 0.0); + result += mat4(0.15586664, -0.16834132, 0.05371874, 0.36174223, -0.15587626, -0.0017205992, 0.02366499, -0.13222694, 0.27792883, -0.20452052, 0.07238269, -0.6005766, 0.45729572, -0.057850257, 0.3978193, -0.42369977) * go_3(0.0, 1.0); + result += mat4(0.0125904465, -0.28701517, -0.06483255, -0.36696205, 0.0041157743, 0.16688906, 0.16022897, 0.32454333, 0.24528491, -0.22117196, -0.15657167, -0.27925336, -0.21296152, -0.27980646, -0.35671264, 0.1338135) * go_3(1.0, -1.0); + result += mat4(-0.09333434, 0.2844371, -0.0012270715, -0.08979275, -0.06961038, -0.011850921, -0.14248405, 0.69844127, -0.39664406, -0.024479598, 0.055128384, -0.44450662, -0.2171763, -0.027311027, -0.22850873, 0.21512528) * go_3(1.0, 0.0); + result += mat4(0.05754468, -0.06023853, -0.10660665, 0.001042397, -0.0098680295, -0.020704228, 0.022198498, 0.22380444, 0.2768453, -0.0008279344, 0.026585666, -0.4575448, 0.25150645, 0.11999355, 0.12135898, -0.39513355) * go_3(1.0, 1.0); + result += vec4(0.025650544, 0.03663525, -0.016599739, 0.0293095); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.04035504, 0.24661791, 0.16603021, -0.14574075, 0.016028887, 0.23053943, -0.01308933, -0.13217592, 0.14422223, 0.046401497, 0.31343204, -0.018826274, -0.13334458, -0.13250591, -0.19680983, 0.023520457) * go_0(-1.0, -1.0); + result += mat4(-0.18644534, 0.16142415, -0.10263999, -0.1785358, 0.1524165, -0.096029095, 0.044161733, 0.040999066, -0.024374438, 0.007344798, -0.011679108, -0.01964757, -0.17767182, 0.05571244, 0.027234446, 0.043839652) * go_0(-1.0, 0.0); + result += mat4(0.04718799, -0.044331063, 0.13524447, -0.067815036, 0.11796701, 0.19663425, -0.10252262, -0.10110826, -0.12611324, 0.10640568, 0.19015492, -0.05703842, -0.2498106, 0.06150599, -0.16034353, 0.023444213) * go_0(-1.0, 1.0); + result += mat4(-0.27109948, -0.2330959, -0.24654478, -0.13645583, -0.30987036, -0.09328997, -0.047055356, -0.008120827, 0.12002382, -0.052843675, -0.024162116, -0.07013582, -0.21204828, 0.24816163, -0.048868638, -0.020213706) * go_0(0.0, -1.0); + result += mat4(-0.36924088, 0.19141299, -0.0596671, 0.05201207, 0.042457893, -0.14713997, 0.06199918, 0.3931451, 0.08613402, -0.07767505, -0.22640567, 0.139795, -0.080966346, 0.24099334, -0.1484309, -0.18542144) * go_0(0.0, 0.0); + result += mat4(-0.24846043, 0.04992665, 0.01550666, -0.07386302, -0.033128314, -0.109518744, -0.0131575465, 0.093934394, -0.10481641, -0.21640164, -0.042719785, -0.119751304, -0.14406851, -0.09887475, 0.0551473, 0.1988483) * go_0(0.0, 1.0); + result += mat4(0.005014479, -0.028502205, 0.056643553, 0.22005746, -0.109462686, -0.063529275, 0.068870015, -0.09086573, -0.20329769, 0.062993504, 0.012298516, -0.09511996, -0.070928045, -0.084570564, 0.030517094, 0.0666073) * go_0(1.0, -1.0); + result += mat4(-0.23140994, -0.14801921, 0.10917109, 0.04020163, -0.124175526, -9.252112e-05, -0.10079859, -0.08308403, -0.15703133, 0.12351128, -0.062012766, 0.012078454, 0.017588409, -0.19278778, -0.011159341, -0.019345049) * go_0(1.0, 0.0); + result += mat4(-0.13358298, -0.13400944, -0.04192524, 0.05254761, 0.090020865, 0.204023, -0.017487295, -0.103140116, -0.0635867, -0.04658558, 0.017988916, -0.095914505, 0.0028000565, 0.1542994, 0.02950823, 0.04616086) * go_0(1.0, 1.0); + result += mat4(-0.05432518, -0.0111842025, -0.0062327827, -0.033791576, 0.09963238, -0.007702412, 0.107363395, -0.0002620659, -0.03530006, -0.17219695, 0.20868061, 0.097935446, -0.08475756, -0.039234992, -0.13846119, 0.062036924) * go_1(-1.0, -1.0); + result += mat4(0.01616353, -0.12863919, 0.15521172, 0.097896874, 0.033820298, -0.05146636, 0.02785997, -0.09073786, -0.09372875, 0.06929703, -0.0107195005, 0.018365687, 0.0868831, 0.0070242505, -0.040582743, -0.07992907) * go_1(-1.0, 0.0); + result += mat4(-0.07650785, -0.072560616, 0.01351836, 0.07111899, -0.022031955, -0.010699844, -0.061331112, -0.18606193, 0.016390545, -0.013820923, 0.024161916, 0.05317417, -0.023394106, -0.12722068, -0.2521299, -0.0032620258) * go_1(-1.0, 1.0); + result += mat4(0.09762331, 0.062247284, -0.07981863, 0.048026998, 0.052663904, 0.1488446, -0.0859117, 0.081166595, 0.06321994, 0.10102734, -0.08696909, 0.018006293, 0.10951873, 0.11635254, -0.073152475, 0.021577666) * go_1(0.0, -1.0); + result += mat4(0.13631535, 0.09643497, 0.06995556, -0.012752857, 0.16278613, 0.015534217, 0.108511776, 0.14669219, 0.008778259, 0.16631478, 0.060034137, -0.16236681, -0.05978258, 0.062230766, -0.33324954, -0.02387315) * go_1(0.0, 0.0); + result += mat4(-0.26835418, -0.05078421, -0.038090322, -0.01212539, 0.0064360583, -0.09849181, 0.055596586, -0.049771946, -0.060680225, 0.11777931, 0.0092843445, -0.0003092349, -0.054714512, -0.036983784, 0.080890685, 0.01171634) * go_1(0.0, 1.0); + result += mat4(-0.095172614, -0.00536103, 0.024565516, 0.15711878, -0.054901525, -0.11539277, -0.0537201, 0.035690263, -0.012858618, 0.0074576396, -0.09323002, 0.0212987, 0.057625733, -0.028343642, 0.09287552, 0.17583063) * go_1(1.0, -1.0); + result += mat4(0.039239723, 0.08689648, -0.09737909, -0.030164383, -0.16954574, -0.19429989, -0.008026096, -0.009319319, 0.050411783, 0.003132383, -0.032023713, -0.044580568, 0.05639381, 0.26383185, -0.11680319, 0.20925997) * go_1(1.0, 0.0); + result += mat4(-0.1350493, 0.066753425, -0.07848042, -0.07173146, -0.09169151, -0.02280378, 0.014779426, 0.08916784, -0.09334288, -0.081331305, -0.06598685, -0.023294056, 0.13236979, 0.32240087, -0.05203544, -0.035413966) * go_1(1.0, 1.0); + result += mat4(0.026199203, 0.0204687, -0.070584424, -0.021580774, 0.118979365, 0.0988867, -0.14607596, 0.13370356, -0.0843717, 0.08955508, -0.035913162, -0.039743375, 0.03797019, -0.057666034, 0.09423923, 0.07839171) * go_2(-1.0, -1.0); + result += mat4(0.2348814, 0.0213994, 0.07450211, -0.003232845, 0.09450214, 0.014603701, 0.025057215, 0.048732072, -0.20320013, 0.02525451, -0.26879773, -0.21511178, 0.08866451, -0.046766516, -0.13612792, -0.09785279) * go_2(-1.0, 0.0); + result += mat4(-0.12481913, -0.12849878, -0.016158326, 0.025934998, 0.022762675, -0.011452937, -0.08533328, 0.06363569, 0.14518197, 0.23348686, 0.095732406, -0.19029738, 0.05512797, 0.02524934, 0.05958946, 0.06717244) * go_2(-1.0, 1.0); + result += mat4(0.061521348, -0.16622357, -0.08235146, -0.06429693, 0.03720797, 0.20682053, -0.08594098, 0.07171474, 0.0014226728, -0.07034602, -0.09734637, 0.03378296, 0.16466366, -0.10899766, -0.003239979, -0.015122078) * go_2(0.0, -1.0); + result += mat4(0.16695042, -0.1315729, 0.09122205, 0.07520023, -0.09821882, 0.035185304, -0.06842167, -0.011763841, -0.09345794, 0.15259263, -0.39355028, -0.3891075, 0.18299462, 0.06755557, -0.027738906, 0.013310929) * go_2(0.0, 0.0); + result += mat4(0.033140916, -0.027768493, -0.02067478, -0.06325463, -0.09894021, -0.20934165, -0.015428146, 0.12136887, 0.046120573, -0.071947254, 0.028421128, 0.06357571, 0.13145766, 0.04536773, 0.044150203, -0.10509899) * go_2(0.0, 1.0); + result += mat4(-0.10988508, 0.112615995, 0.1751226, 0.02660734, 0.08398276, 0.12926741, 0.2084611, 0.15119243, 0.028835213, -0.039361596, 0.0034648806, 0.029079277, -0.00217732, 0.06629454, -0.07294264, 0.023904502) * go_2(1.0, -1.0); + result += mat4(-0.013733941, -0.19174497, 0.106097385, 0.13108249, -0.02342723, -0.314217, 0.070849575, 0.0720347, -0.12744898, -0.065455206, -0.15339097, 0.022219827, -0.016159452, 0.010578856, 0.08105944, -0.05987952) * go_2(1.0, 0.0); + result += mat4(0.23217027, 0.05277337, 0.071452655, -0.10689918, -0.031163886, 0.1281398, -0.046946436, -0.027713988, -0.03565471, 0.08120484, -0.04330698, 0.07295522, 0.1321532, -0.03170989, 0.016022692, 0.121839166) * go_2(1.0, 1.0); + result += mat4(0.00410671, -0.04678445, 0.18113981, 0.05987472, 0.21671912, -0.34416708, 0.2037898, 0.15413988, -0.115338616, -0.06392024, 0.13700303, -0.033065956, -0.018238343, 0.1134282, 0.1275314, -0.019762916) * go_3(-1.0, -1.0); + result += mat4(-0.11894926, -0.029414194, 0.18244646, 0.217531, 0.07504621, 0.024808811, 0.23533674, -0.022842843, 0.05035676, -0.011317847, 0.7755237, 0.14858165, -8.2921815e-08, -0.04540463, 0.11160265, -0.0009788543) * go_3(-1.0, 0.0); + result += mat4(-0.14826688, -0.097891875, -0.13205692, -0.059139438, -0.13794315, -0.2652887, -0.11130958, -0.05137257, -0.1176455, -0.1548706, -0.10306716, 0.21789181, -0.009209018, 0.011220653, 0.01963476, 0.012935865) * go_3(-1.0, 1.0); + result += mat4(0.11714751, 0.15236345, 0.13536146, 0.044848517, 0.34835097, 0.13658829, 0.36627477, -0.27132225, -0.3091611, 0.20383716, 0.30317453, 0.08233188, -0.07287086, -0.048854213, 0.14926453, 0.033089206) * go_3(0.0, -1.0); + result += mat4(0.06970943, -0.11879602, -0.04682354, 0.06618747, 0.22552045, -0.13497396, 0.08345175, -0.255251, 0.15757652, 0.069464825, 0.37833855, -0.2546535, -0.16741769, -0.0860299, -0.0130390655, 0.09818734) * go_3(0.0, 0.0); + result += mat4(-0.07983536, 0.06403843, -0.07103762, -0.08339309, -0.055773012, 0.009426009, -0.12089462, -0.16594686, -0.11570191, -0.15629323, 0.054537755, 0.1888691, -0.13647257, -0.020126633, -0.17405704, -0.26438174) * go_3(0.0, 1.0); + result += mat4(-0.11210597, -0.020617625, -0.13101855, -0.17561626, -0.043740314, 0.23093803, -0.016813299, 0.09149021, 0.18216842, -0.043552347, 0.023779068, -0.10780718, -0.016673947, 0.14319964, -0.028260237, -0.124928825) * go_3(1.0, -1.0); + result += mat4(-0.03160608, -0.2333736, -0.13623776, -0.026613101, -0.26093182, 0.0132271405, 0.13844319, -0.02270748, 0.10522583, 0.18912983, 0.073725015, -0.27355325, -0.0055876593, 0.16790742, -0.07568777, 0.06618935) * go_3(1.0, 0.0); + result += mat4(0.022589413, 0.07764155, 0.07209622, -0.056753542, 0.0568345, -0.16099633, -0.1312878, 0.02636607, -0.21696982, -0.059245802, -0.08554336, 0.14966543, -0.059751473, -0.12615988, -0.04726769, 0.05051841) * go_3(1.0, 1.0); + result += mat4(0.08186889, 0.08205334, 0.023400525, -0.014372715, -0.32853618, 0.20950803, -0.13900198, 0.033662543, 0.22546336, 0.51378864, 0.25709614, 0.0690995, 0.024139842, 0.06293423, -0.016842663, -0.0019389848) * go_4(-1.0, -1.0); + result += mat4(0.08322223, 0.20575687, -0.12917835, -0.051425036, -0.10029536, 0.020689568, -0.62112635, -0.15488598, -0.12642258, 0.27025947, -0.10352515, -0.094899215, -0.07861278, -0.008126564, -0.36391425, 0.012501281) * go_4(-1.0, 0.0); + result += mat4(0.09727261, 0.2485468, 0.032302193, -0.056679122, -0.30999616, -0.15299593, -0.023860209, -0.016379328, 0.20444955, 0.24193929, -0.047571138, -0.13646403, 0.07320446, 0.11940953, 0.081255615, -0.024622988) * go_4(-1.0, 1.0); + result += mat4(-0.012735532, -0.0026588705, 0.049573418, -0.03732182, -0.550759, -0.19040847, -0.092085555, 0.050688766, 0.05871898, 0.65302145, 0.0486849, -0.015391376, -0.088805616, -0.1919315, -0.18541074, 0.064208336) * go_4(0.0, -1.0); + result += mat4(-0.25550497, 0.076505475, -0.0033188355, 0.05434708, -0.6988797, -0.44051754, -0.7110294, -0.6219069, -0.18371364, 0.03994295, 0.22495036, 0.2654511, 0.039869636, -0.0014285883, -0.3385523, 0.03384559) * go_4(0.0, 0.0); + result += mat4(0.12577426, 0.18141976, 0.017276304, -0.030196752, -0.3411355, -0.051372755, -0.4402098, -0.2307844, 0.2475909, 0.042480852, -0.13148455, 0.08761176, 0.09051365, 0.04634071, -0.1398518, -0.09816492) * go_4(0.0, 1.0); + result += mat4(0.082957186, 0.20064567, -0.0039741206, -0.101500906, -0.11700493, 0.029862897, -0.12905416, 0.2396674, -0.0837802, 0.53440446, -0.044294536, -0.03571166, 0.043897923, -0.052617326, -0.15071645, 0.032061413) * go_4(1.0, -1.0); + result += mat4(-0.11662253, 0.11108744, 0.15453078, 0.07819891, -0.25460127, -0.8427337, -0.07924075, 0.060776, -0.07543319, 0.1565062, -0.12689075, -0.053272385, -0.19933213, -0.020827955, 0.013956402, 0.21194445) * go_4(1.0, 0.0); + result += mat4(-0.0043281335, -0.024467073, 0.051124696, 0.08090264, -0.30834627, -0.67489, 0.2619303, 0.23885296, 0.20223773, 0.23991251, 0.01228539, -0.077657975, 0.025452869, -0.03739561, 0.042129666, 0.11460913) * go_4(1.0, 1.0); + result += mat4(0.06228207, -0.14803374, 0.010911389, 0.09355621, 0.023043629, 0.031996407, -0.055188306, -0.014802153, -0.019913547, 0.049278714, -0.08680487, -0.109947994, 0.0075249076, 0.05728937, -0.23096122, -0.14276639) * go_5(-1.0, -1.0); + result += mat4(-0.13976647, -0.06370508, -0.103730015, 0.036839988, -0.034798823, 0.10165849, -0.22992481, -0.22844586, -0.09660402, -0.00035895672, 0.043261856, -0.048690017, 0.07580462, -0.076795, 0.104297355, 0.064719155) * go_5(-1.0, 0.0); + result += mat4(0.20086232, 0.21900544, 0.100586765, -0.1263965, 0.08518987, 0.07015036, 0.1540687, -0.027686164, -0.2645977, -0.21961495, -0.049981266, 0.04538352, 0.07476041, 0.015029907, -0.0283461, -0.06752002) * go_5(-1.0, 1.0); + result += mat4(0.025824754, 0.009975207, -0.09909158, -0.007285313, 0.018532153, -0.17034489, -0.22879048, 0.11958223, -0.02237275, -0.039665785, 0.10340932, -0.035260696, -0.044261284, -0.08655165, -0.106472224, 0.050346926) * go_5(0.0, -1.0); + result += mat4(-0.088629484, -0.03668536, -0.09841912, -0.026597997, -0.053007387, 0.10285643, -0.21886663, -0.16486467, -0.06485831, -0.16549312, 0.09329481, 0.019519072, 0.125703, 0.04451335, -0.057531886, 0.016026434) * go_5(0.0, 0.0); + result += mat4(0.1822173, -0.050538287, 0.13174933, 0.12418439, 0.089775965, 0.20749187, -0.027725866, -0.19011584, -0.08552012, 0.0063636974, -0.09168926, -0.30534875, 0.06661879, -0.06904948, -0.030606193, 0.11095211) * go_5(0.0, 1.0); + result += mat4(0.105299786, -0.35318968, -0.09098853, -0.0369341, 0.0002527501, -0.0522018, -0.09358501, -0.045713484, 0.0027285013, 0.048836533, 0.13147967, -0.048738208, 0.059378657, -0.10914055, 0.11926634, 0.075568035) * go_5(1.0, -1.0); + result += mat4(0.2516043, -0.24786504, -0.10248864, -0.0040028943, 0.02035929, 0.21344659, -0.18807223, -0.15342413, 0.10871073, 0.084864154, 0.1361142, 0.0115587525, 0.11032122, -0.12804365, -0.11517307, 0.029220797) * go_5(1.0, 0.0); + result += mat4(0.0013311467, 0.031627458, -0.07854846, -0.057380144, -0.058437843, -0.034605294, 0.088147335, 0.03749221, 0.018598026, 0.017132863, 0.0018768669, -0.04457343, 0.03682849, -0.055201598, -0.0021610786, -0.08538003) * go_5(1.0, 1.0); + result += vec4(0.12639354, -0.013081255, 0.0065587023, 0.046620134); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.011583964, -0.039870065, -0.15999149, 0.08675985, 0.08109101, -0.1879774, 0.19331096, -0.4534524, -0.12586977, 0.011471076, 0.19720814, -0.1143906, 0.07553728, -0.056127805, 0.1635918, -0.17931661) * go_0(-1.0, -1.0); + result += mat4(0.067819625, -0.21503527, 0.09939146, -0.07270988, -0.059113953, -0.049392458, 0.28810808, -0.14547947, -0.12949272, -0.0024433902, 0.38158932, -0.07837205, -0.036141198, 0.15529773, -0.11398279, -0.13650618) * go_0(-1.0, 0.0); + result += mat4(-0.033942446, -0.031523492, 0.088098265, -0.20998281, -8.739418e-06, 0.176242, -0.0481297, 0.052109815, 0.081447944, -0.14213382, 0.277246, -0.11737086, -0.13384427, -0.0008667019, 0.14954486, 0.12667161) * go_0(-1.0, 1.0); + result += mat4(-0.19201736, 0.12778927, -0.038250033, -0.5468646, -0.0061836247, 0.18480751, 0.044333503, 0.26007488, -0.20757933, 0.19695, -0.29442382, -0.22411272, 0.004405764, -0.034501124, 0.057751704, -0.03413746) * go_0(0.0, -1.0); + result += mat4(0.24880652, 0.1541801, -0.012062207, -0.6005811, -0.14904043, 0.05525859, -0.10741317, 0.1890063, -0.035635296, 0.3005301, -0.2797406, 0.8594579, 0.07482009, -0.10378448, 0.08236929, -0.26407042) * go_0(0.0, 0.0); + result += mat4(0.0073660286, -0.26556304, -0.1433165, 0.25972745, 0.23314878, 0.027763477, -0.11621574, -0.21574795, 0.24350981, -0.006988954, -0.02177087, -0.13037811, -0.1166682, 0.17278492, 0.08241569, 0.51040107) * go_0(0.0, 1.0); + result += mat4(0.13853693, -0.06968601, 0.12298946, 0.017782336, 0.012372836, 0.027876694, -0.27880472, -0.18076333, -0.0397836, 0.2420896, 0.038473837, -0.1555481, 0.04083059, -0.073141545, 0.14184499, 0.30984175) * go_0(1.0, -1.0); + result += mat4(-0.3133015, -0.09274826, 0.13639203, 0.10206795, -0.08598331, 0.03450585, 0.19280651, -0.08538865, -0.008546558, -0.07174769, -0.20052853, -0.24860515, -0.1470964, -0.22390126, 0.07744998, -0.002739885) * go_0(1.0, 0.0); + result += mat4(-0.006748567, 0.07274748, 0.092211284, 0.14483126, -0.11027929, 0.1201977, -0.04872484, -0.16433857, 0.044397447, -0.21384367, 0.03269424, 0.10942982, 0.04403927, 0.010967787, -0.040405788, -0.03232669) * go_0(1.0, 1.0); + result += mat4(-0.008280273, 0.024787866, 0.037189875, 0.03429621, -0.14698292, 0.094748855, 0.11563344, -0.073624834, -0.029853089, 0.07087531, -0.05736988, 0.11237037, -0.04985742, 0.056539766, -0.020783758, 0.12329614) * go_1(-1.0, -1.0); + result += mat4(-0.03344095, -0.0073405057, 0.05190122, 0.12998703, -0.048184916, -0.13144512, 0.031402104, 0.43577522, 0.112474926, -0.08905257, 0.10081381, -0.014079196, 0.09510892, -0.03853581, -0.20324658, 0.1589196) * go_1(-1.0, 0.0); + result += mat4(0.034226835, -0.038741812, -0.020816153, -0.13061026, -0.020475632, -0.16419771, -0.0076826485, -0.04103266, -0.0056703947, 0.06705962, 0.026199229, -0.019306373, -0.0067688744, -0.07038936, -0.104216576, 0.12684165) * go_1(-1.0, 1.0); + result += mat4(-0.008213376, -0.10455055, 0.04212865, 0.05025464, -0.07784179, 0.018042147, -0.023232944, 0.25375158, -0.009442334, -0.07854094, -0.040824052, 0.09969908, -0.07734574, 0.010816756, -0.098997355, 0.22808696) * go_1(0.0, -1.0); + result += mat4(-0.09186444, -0.070967846, -0.18332118, -0.13047308, 0.07874793, 0.49928188, -0.19095366, -0.5786626, -0.076766655, 0.00328989, -0.027825667, -0.46311954, 0.18953162, 0.0067680115, -0.39336485, 0.21162145) * go_1(0.0, 0.0); + result += mat4(0.067058854, 0.097902276, 0.11048054, 0.08798107, 0.24173008, -0.09251265, 0.040146023, 0.051595293, -0.024550369, -0.054440435, 0.002777188, 0.10740609, 0.12708955, -0.1126051, 0.08698823, -0.22985286) * go_1(0.0, 1.0); + result += mat4(0.009401559, -0.00019733842, -0.0391449, 0.07650643, 0.117760375, -0.16319785, -0.042495195, -0.23318908, 0.024536118, 0.12618859, -0.011912352, 0.09087688, -0.2767169, -0.044689544, 0.18786801, -0.020456426) * go_1(1.0, -1.0); + result += mat4(-0.034666687, -0.037431296, -0.12936176, -0.20454895, -0.30241257, -0.019945377, 0.01616507, 0.13762684, 0.055600353, -0.01146059, -0.013451368, 0.16529311, 0.42141652, 0.17878959, -0.322346, -0.2869838) * go_1(1.0, 0.0); + result += mat4(0.00015858973, -0.026061518, 0.056444857, 0.0891557, 0.08452023, -0.118858494, 0.052117698, 0.10851732, -0.0738216, -0.021903642, 0.041175738, -0.0327392, 0.5465747, -0.22983976, -0.2643581, -0.41978332) * go_1(1.0, 1.0); + result += mat4(-0.071339466, 0.20363729, -0.12277878, -0.18987495, -0.076909326, 0.040142104, 0.19751047, 0.09099594, 0.05504884, 0.010637861, -0.07010218, 0.016844785, -0.0025642936, -0.07132042, -0.0058730873, 0.114345245) * go_2(-1.0, -1.0); + result += mat4(-0.12181514, 0.09113612, -0.011027632, 0.1210622, -0.11706013, 0.03866967, -0.3818603, 0.071857385, 0.10714353, 0.05537742, -0.44725725, 0.03664743, 0.13571225, -0.13654736, -0.05921695, -0.023738123) * go_2(-1.0, 0.0); + result += mat4(-0.023582853, 0.09176081, -0.021919282, -0.010129313, 0.031890567, -0.07508517, -0.08540747, 0.05653626, 0.05514676, -0.0798297, 0.18732204, -0.030211389, -0.10890019, -0.0084348805, -0.027744634, 0.08252744) * go_2(-1.0, 1.0); + result += mat4(0.46878332, 0.26391587, 0.1209319, 0.20555447, -0.14922385, 0.051061515, -0.098676264, -0.79184246, -0.013350073, -0.08962262, 0.13399342, 0.06365851, -0.14557728, -0.06463198, -0.08577713, 0.013490423) * go_2(0.0, -1.0); + result += mat4(0.09800499, 0.20487864, 0.04297167, -0.17064336, -0.18083592, 0.07161958, -0.25937584, 0.2956417, -0.06518691, -0.041915365, 0.2427435, -0.27577895, 0.042372942, 0.012740312, 0.1629995, -0.068871476) * go_2(0.0, 0.0); + result += mat4(-0.09425951, -0.0002062786, 0.23311934, -0.006410014, -0.12866448, 0.007478842, -0.033752777, 0.25421995, -0.083972536, 0.23449679, -0.010915457, 0.028103303, -0.034862384, -0.1672906, -0.018962707, -0.18321303) * go_2(0.0, 1.0); + result += mat4(0.07923952, -0.008543305, 0.034679245, -0.11071784, -0.18627429, 0.003675945, 0.0069275787, -0.044213627, -0.006995472, 0.048261233, -0.06831886, 0.08082691, 0.09143829, 0.016518226, -0.05343353, -0.059744157) * go_2(1.0, -1.0); + result += mat4(-0.068577155, 0.07070798, 0.012206329, 0.060340866, -0.15496197, -0.048976723, 0.1804755, 0.023005864, 0.10723597, -0.11200869, -0.09880576, 0.04989044, 0.022357088, -0.037169944, 0.07880648, 0.072531044) * go_2(1.0, 0.0); + result += mat4(0.18387286, 0.03215834, -0.14121926, -0.10857612, -0.052505493, 0.04517108, -0.011841349, 0.004303513, 0.106845826, 0.15006103, 0.08652394, 0.08490524, -0.061379727, 0.08679647, -0.040883318, 0.08898481) * go_2(1.0, 1.0); + result += mat4(-0.23395903, 0.14408536, 0.06144857, -0.6685949, 0.031935096, 0.12004766, 0.26079124, -0.029172074, -0.03897466, 0.15112093, -0.07277923, 0.03711819, 0.16760348, 0.0568828, -0.065560065, 0.00956802) * go_3(-1.0, -1.0); + result += mat4(-0.04025016, 0.1942882, 0.3924612, -0.04801865, -0.00043523984, 0.14166853, 0.07607167, 0.08827246, -0.013007562, 0.2740378, 0.17477411, -0.12968275, -0.049680926, -0.050259456, 0.45260057, -0.577762) * go_3(-1.0, 0.0); + result += mat4(0.14644562, 0.031796087, -0.09817545, 0.20418191, -0.0067933775, 0.056546275, -0.21122308, 0.0013088459, -0.01669626, -0.06921733, -0.036989935, -0.011311058, -0.13346042, 0.058525432, -0.20613761, 0.20606859) * go_3(-1.0, 1.0); + result += mat4(0.030689783, -0.044584632, -0.1423556, 0.46852973, 0.1544211, 0.09648401, -0.02908366, 0.20236433, -0.209728, 0.14151458, 0.043298278, -0.09896984, -0.010364637, 0.105616786, 0.015112407, 0.1621763) * go_3(0.0, -1.0); + result += mat4(0.26286677, -0.18297276, -0.008437637, 0.23164693, -0.17953826, 0.0068245744, 0.3154146, 0.013059944, 0.01976866, 0.23886378, -0.41287166, 0.5972539, -0.096666135, -0.041894518, 0.09390394, 0.21449414) * go_3(0.0, 0.0); + result += mat4(-0.10464677, 0.13162361, 0.15632801, -0.08477776, 0.019359391, 0.011527983, 0.1291731, -0.23251401, 0.12450163, -0.109221414, -0.15897743, -0.14652708, -0.20315395, -0.14564586, 0.020215273, -0.32138833) * go_3(0.0, 1.0); + result += mat4(0.0016461449, -0.019713728, 0.0021448475, 0.23474461, -0.023654517, 0.3125121, -0.14093982, 0.029511975, -0.06882552, -0.055134527, 0.08678149, 0.16168617, 0.056411985, -0.003294866, -0.086585745, -0.08039331) * go_3(1.0, -1.0); + result += mat4(0.025475128, -0.13736734, -0.23040788, -0.14943235, 0.105925016, 0.035434112, -0.3531705, -0.08996714, 0.16017611, 0.32583725, -0.0015653507, -0.20779954, 0.052627537, 0.15831038, -0.04017022, 0.17487001) * go_3(1.0, 0.0); + result += mat4(-0.02480846, -0.007830464, -0.0036758396, -0.23093869, 0.09558813, -0.114281885, 0.031678613, -0.009195237, 0.06701917, 0.22061102, -0.09497275, -0.049442247, 0.035844408, -0.0007537016, 0.022630664, -0.038742796) * go_3(1.0, 1.0); + result += mat4(0.041537244, -0.07261114, -0.04763458, 0.10301855, 0.17563294, -0.0015564843, -0.37491855, 0.98893, -0.033186004, 0.02857216, 0.08441547, -0.10630457, -0.0057512764, -0.072272584, 0.04433026, -0.03993334) * go_4(-1.0, -1.0); + result += mat4(0.045594532, -0.09183751, -0.07595133, -0.29140073, 0.14685835, -0.11706308, -0.1521791, -0.08122252, -0.16447383, -0.16774787, 0.031189548, -0.049414303, 0.11017621, -0.039800264, -0.026208388, 0.010578009) * go_4(-1.0, 0.0); + result += mat4(-0.008146379, 0.011186087, 0.06602373, 0.12634839, -0.15983777, 0.47099414, -0.45333612, 0.8108099, 0.060124353, -0.055181783, 0.060738478, -0.19588436, -0.058250163, 0.07546748, -0.12299866, 0.14861311) * go_4(-1.0, 1.0); + result += mat4(-0.061107293, 0.03472494, -0.02506493, -0.20965452, 0.06124681, -0.10108107, -0.016206535, 0.9110013, -0.1416294, 0.08154053, -0.031441186, 0.0186752, 0.0034352038, -0.07802204, 0.017881326, 0.08767849) * go_4(0.0, -1.0); + result += mat4(0.111084074, 0.15226965, 0.18580344, 0.2079405, -0.13621394, -1.091612, 0.61654764, -0.4794665, 0.06974509, -0.13632853, 0.075810306, 0.23651427, -0.13307844, -0.15254645, 0.3380616, -0.23381148) * go_4(0.0, 0.0); + result += mat4(-0.087361775, -0.18112153, -0.041845977, 0.06846624, -0.5374386, 0.0951175, -0.07031933, 0.6016942, 0.2098498, 0.14762096, -0.07894201, 0.018698592, 0.015885107, 0.08625943, -0.06305365, -0.09532374) * go_4(0.0, 1.0); + result += mat4(-0.00532194, 0.023428405, 0.009051187, -0.026698198, 0.24106956, -0.120294146, -0.17878368, 0.5585901, -0.09603226, -0.27434218, 0.061267257, -0.067599274, 0.11577519, -0.07198036, -0.063585244, -0.054138158) * go_4(1.0, -1.0); + result += mat4(-0.0037090166, 0.12307526, 0.0906306, 0.25897357, -0.056975186, -0.1644774, 0.29305506, 0.8245228, -0.1015189, 0.12243611, -0.04579446, 0.03619774, -0.13700119, -0.093857154, 0.11116371, 0.28709015) * go_4(1.0, 0.0); + result += mat4(-0.06580517, -0.0050515556, -0.020180127, -0.12627304, -0.5295511, 0.20198601, 0.07984717, 0.49923962, 0.053387187, -0.14329363, 0.0334398, 0.027427796, -0.06010418, 0.06905177, -0.05953624, -0.0062744734) * go_4(1.0, 1.0); + result += mat4(0.10157902, -0.04258438, -0.081592366, 0.10231988, -0.0011280937, -0.0029477119, 0.122473806, 0.058182172, -0.12809396, -0.0764063, -0.02463603, 0.090703174, 0.016098853, -0.05153951, -0.10675215, -0.02805221) * go_5(-1.0, -1.0); + result += mat4(-0.006401907, 0.03299347, 0.021813435, -0.13645992, 0.023382979, 0.010197056, 0.06242549, 0.12870488, 0.019453553, -0.2611006, 0.36471257, -0.15937614, -0.15930663, 0.05387499, 0.016597098, -0.08595697) * go_5(-1.0, 0.0); + result += mat4(-0.124307014, 0.12072375, -0.0152935125, 0.11888215, -0.002845999, 0.06499965, -0.06901064, -0.03703204, -0.029126361, -0.0076392456, -0.060736757, 0.129555, 0.11537912, 0.116019435, 0.010435708, -0.028468154) * go_5(-1.0, 1.0); + result += mat4(-0.30459714, -0.17632067, -0.011205797, -0.221887, 0.10605666, -0.13572265, -0.46315852, 0.04301515, -0.13903672, 0.06458765, 0.06137365, -0.07876008, 0.094751015, -0.14028335, 0.116963856, -0.08032087) * go_5(0.0, -1.0); + result += mat4(-0.06367799, 0.02582219, 0.014640189, 0.18990557, -0.06407629, -0.32271802, 0.1840523, -0.19602421, 0.3909874, -0.36456084, 0.18965109, 0.7528314, 0.012954545, -0.15343507, -0.22583503, 0.25706828) * go_5(0.0, 0.0); + result += mat4(0.1301731, 0.058515985, 0.033280328, -0.24190922, -0.040143438, 0.058877766, 0.0054545617, 0.087361515, 0.27292597, -0.40958795, 0.026887156, -0.31366885, -0.0043431865, 0.12750955, -0.07194776, 0.065983064) * go_5(0.0, 1.0); + result += mat4(0.035723373, -0.095498726, 0.0782959, 0.15071936, -0.023301449, -0.05924046, 0.06547244, -0.10660772, -0.030093014, 0.07851236, -0.011449212, 0.047922783, -0.015065303, 0.03087975, -0.00836779, 0.09950588) * go_5(1.0, -1.0); + result += mat4(0.14543498, -0.117947996, -0.03933479, 0.004552818, -0.13139006, -0.122988954, -0.22851296, -0.13614058, -0.065790504, 0.18083169, 0.009247789, 0.11099354, -0.09211226, -0.16174947, -0.030774815, -0.087108776) * go_5(1.0, 0.0); + result += mat4(-0.03276944, 0.066936366, -0.0058282167, 0.036148816, -0.112155296, 0.00018165805, 0.1121539, 0.19087985, 0.19124067, -0.17718928, -0.218951, -0.27710462, 0.055448502, -0.14703886, -0.02985939, -0.13152236) * go_5(1.0, 1.0); + result += vec4(0.023773972, -0.01610134, -0.0063477294, 0.03926911); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.070009954, 0.021454038, -0.11847886, -0.13528088, -0.018916288, -0.007984584, -0.24044524, 0.19681533, -0.2256282, 0.062132522, 0.09804443, 0.1609667, -0.1681184, -0.2739988, 0.9826367, -0.7047149) * go_0(-1.0, -1.0); + result += mat4(0.15299161, 0.031075276, 0.3363494, 0.21731544, 0.16975908, -0.13952748, 0.2240078, -0.05287144, -0.10947391, -0.28058887, 0.1602415, -0.05242933, -0.012824572, 0.44019148, 0.183011, 0.22124447) * go_0(-1.0, 0.0); + result += mat4(-0.1933171, 0.010807793, 0.09619794, -0.11506685, -0.021847002, -0.032412205, -0.0695289, -0.36532974, -0.3062084, 0.23712663, -0.103008516, -0.1459631, -0.3775901, -0.15065736, 0.50798917, -0.319278) * go_0(-1.0, 1.0); + result += mat4(-0.035294224, -0.18208614, -0.07670704, 0.19304472, -0.031985164, 0.1892136, 0.25703606, -0.13320692, 0.15069315, -0.15903461, 0.09562073, 0.62043756, -0.23541127, -0.40577292, 1.0787953, -1.2457207) * go_0(0.0, -1.0); + result += mat4(0.026066521, -0.123162605, -0.44671676, -0.2474968, -0.15022507, 0.14640577, -0.16684136, -0.17727603, -0.10631298, -0.00019539552, -0.14931045, 0.513359, -0.14604786, 0.2310633, 0.7307062, 0.9524847) * go_0(0.0, 0.0); + result += mat4(-0.01440516, -0.029865097, -0.21874285, -0.08972308, -0.041655123, -0.31896067, -0.08689541, -0.44401455, 0.19876169, 0.28722167, 0.2994054, -0.11819685, -0.21186438, 0.09155155, -0.053684887, 0.06309117) * go_0(0.0, 1.0); + result += mat4(0.38075218, -0.043483753, -0.06272146, -0.3508819, -0.028731659, 0.11677864, 0.30532238, -0.1361271, 0.027849868, 0.26058978, -0.22731794, -0.31844667, -0.14439595, -0.43144438, 0.22429988, -0.8116798) * go_0(1.0, -1.0); + result += mat4(0.2698316, 0.10916783, 0.22091974, 0.25939828, -0.39838716, -0.56674814, -0.0027586184, 0.3153625, 0.02299242, -0.09457763, -0.18344624, -0.26338023, 0.808161, 0.42487702, -0.08384813, 0.2537601) * go_0(1.0, 0.0); + result += mat4(0.0016191471, -0.017978113, 0.07647931, 0.09275741, 0.047083963, -0.16048019, -0.35436496, -0.11364046, 0.14129135, -0.22842133, 0.2055642, -0.2851008, -0.26163805, 0.25209108, -0.07687645, 0.17382248) * go_0(1.0, 1.0); + result += mat4(-0.17505698, 0.050314635, 0.22755234, 0.08223936, 0.5061073, -0.03928098, -0.04852723, -0.2080106, -0.23748071, -0.11158337, -0.1185882, 0.25914934, -0.12613636, -0.14749174, -0.01269258, -0.029624067) * go_1(-1.0, -1.0); + result += mat4(0.10377744, -0.05466698, 0.078872405, 0.13041748, 0.3035502, 0.008530016, -0.0073189647, 0.08329345, -0.6060871, -0.16662528, -0.30371985, -0.2702, 0.61287826, 0.1879884, -0.35137656, 0.059505742) * go_1(-1.0, 0.0); + result += mat4(0.4154466, 0.027697539, -0.20323761, 0.053415433, -0.068815745, -0.08202049, -0.0044402266, -0.15027983, -0.20020244, 0.07059659, -0.41572148, -0.1883762, 0.4808424, 0.17841879, 0.34741637, -0.16586983) * go_1(-1.0, 1.0); + result += mat4(-0.49572352, 0.18716958, -0.11335317, -0.04769748, -0.10330109, -0.19025627, 0.041789476, -0.029715253, 0.41650102, -0.21882975, 0.00034815544, -0.14541556, -0.36252424, 0.08366534, -0.3358562, 0.14622436) * go_1(0.0, -1.0); + result += mat4(-0.61609584, 0.27124375, -0.19046734, -0.11064285, 0.07314146, -0.06847904, -0.10895851, -0.25303125, -0.31509212, -0.061137207, 0.77079886, 0.09762246, -0.12127141, 0.5360138, -0.10778708, -0.26520404) * go_1(0.0, 0.0); + result += mat4(0.14356199, -0.33016726, -0.10193467, 0.11632038, -0.2102557, -0.09183232, -0.05608626, 0.1077268, 0.42815325, -0.12325146, 0.07102939, 0.33383858, 0.2685298, -0.30266166, -0.14468539, 0.25896597) * go_1(0.0, 1.0); + result += mat4(0.24143316, -0.25761056, 0.10797443, -0.09529745, -0.2713075, -0.13745351, 0.35335636, 0.18980181, 0.1497739, 0.2171633, 0.061957028, 0.06298818, -0.5021309, 0.23157999, 0.33820194, -0.31056333) * go_1(1.0, -1.0); + result += mat4(0.5320622, -0.19934873, 0.23535317, 0.31637898, -0.22363397, 0.08788032, -0.39178285, -0.008990902, -0.123608015, -0.19913444, -0.057655413, 0.14251189, -0.10986118, 0.2881711, 0.17117414, 0.192134) * go_1(1.0, 0.0); + result += mat4(-0.17839171, -0.073765226, -0.008635483, -0.060226154, 0.06017481, -0.13104144, 0.12686783, 0.032242585, 0.2530974, -0.16110623, -0.063553855, 0.037782427, -0.16940302, 0.12327486, -0.26592708, -0.6268989) * go_1(1.0, 1.0); + result += mat4(-0.02958415, 0.17974854, -0.05410245, 0.33944428, -0.09253551, 0.07514051, 0.13740923, -0.28058362, -0.02765559, -0.11831436, -0.043005154, -0.11904006, 0.16704343, 0.04189509, -0.10330082, 0.1880131) * go_2(-1.0, -1.0); + result += mat4(-0.37475482, -0.01700356, -0.24596426, -0.4922382, -0.19088304, -0.016197044, -0.12311331, -0.036154404, 0.2840147, 0.118689395, -0.12786976, -0.2880571, -0.11529499, -0.1782456, -0.033142284, 0.13284667) * go_2(-1.0, 0.0); + result += mat4(0.19109744, -0.022636034, -0.20981206, -0.13425744, 0.06719846, -0.007916905, 0.03267867, 0.2379371, 0.14225921, -0.34617522, -0.05871524, 0.16368906, -0.11616345, 0.11237658, -0.045261133, -0.11723488) * go_2(-1.0, 1.0); + result += mat4(-0.08670845, 0.26602617, 0.44096178, -0.51279294, -0.056755852, -0.12593001, -0.33269683, 0.20696445, 0.1559452, 0.07681006, -0.09779268, -0.688887, 0.21316779, 0.17372929, -0.08544234, 0.07616171) * go_2(0.0, -1.0); + result += mat4(0.17020908, -0.12088683, 0.1419015, 0.12911774, -0.15688238, -0.28298134, -0.11700167, 0.19899802, -0.07609943, -0.029896088, -0.0050638276, -0.38834035, -0.08416907, 0.031337228, -0.28374615, -0.14694452) * go_2(0.0, 0.0); + result += mat4(0.06929038, -0.047811467, 0.117096715, 0.12538622, 0.08086667, 0.24495961, 0.3155886, 0.104587935, -0.01886312, -0.34588912, -0.27327782, -0.04555734, 0.23255315, -0.108082674, -0.13707769, -0.05873641) * go_2(0.0, 1.0); + result += mat4(0.00902887, 0.14967729, 0.32326877, 0.37786308, 0.086763926, 0.07875129, 0.018687664, -0.23617996, 0.10713405, -0.32334656, 0.03548578, 0.48193508, 0.16891663, 0.06672513, 0.015739288, 0.11815199) * go_2(1.0, -1.0); + result += mat4(-0.056735244, -0.12874928, -0.1966798, -0.006730039, -0.19457163, 0.5460189, -0.33285704, -0.16783655, -0.110312894, 0.26006797, 0.39838836, 0.04828549, -0.35588023, -0.046225607, 0.1470969, -0.03958509) * go_2(1.0, 0.0); + result += mat4(-0.040117856, -0.12115325, -0.09573767, -0.20720899, -0.31765452, 0.17502289, 0.32475054, -0.037348557, -0.6297341, 0.31640062, 0.13060059, 0.38800913, 0.022872448, -0.24634287, 0.078089714, -0.06475687) * go_2(1.0, 1.0); + result += mat4(0.091850154, 0.07503415, -0.029450072, 0.063198596, -0.48778293, 0.008516766, -0.011320089, 0.16324575, 0.25261796, -0.17494957, 0.05179325, -0.38840756, -0.0009285451, 0.23772798, -0.041317377, -0.2321146) * go_3(-1.0, -1.0); + result += mat4(-0.14229155, -0.0363765, -0.2688432, -0.050601564, -0.34335235, 0.06305365, 0.13397686, 0.080726914, 0.7566556, -0.13657099, 0.5557799, 0.32687777, -0.48564702, -0.2650894, -0.12913369, -0.120667666) * go_3(-1.0, 0.0); + result += mat4(-0.46836203, -0.0053843935, 0.121539764, 0.1515464, -0.08852458, 0.0457093, 0.17343567, 0.28838184, 0.1487209, -0.16409159, 0.36763063, 0.32707927, -0.6642105, -0.07492801, -0.10795077, 0.022325262) * go_3(-1.0, 1.0); + result += mat4(0.57899827, -0.13887906, -0.0097093545, 0.16584128, 0.02580304, 0.029060904, -0.07870976, 0.08426836, -0.49014091, -0.059810862, 0.07537706, 0.19709098, 0.50265956, -0.1979507, 0.04224913, 0.24166693) * go_3(0.0, -1.0); + result += mat4(0.5854048, -0.30505064, 0.11956023, 0.42225972, 0.23776995, -0.15392427, -0.24818493, -0.008560312, 0.14061272, -0.24819212, -0.43060255, 0.041263513, 0.1102007, -0.35617712, 0.11143811, -0.12615411) * go_3(0.0, 0.0); + result += mat4(0.038254753, 0.25506422, -0.04199388, 0.049952004, 0.09660053, -0.102070555, 0.03463346, 0.41572338, -0.8515757, -0.099683315, 0.41168302, -0.28354573, -0.033608474, 0.20575888, -0.09237519, 0.1317394) * go_3(0.0, 1.0); + result += mat4(-0.36307448, 0.21091977, -0.05185984, 0.23907793, 0.028207673, -0.03712817, -0.14677319, 0.012790144, -0.10698613, -0.10369875, 0.04410704, 0.24705076, 0.6489292, -0.32338777, -0.13414769, 0.06621839) * go_3(1.0, -1.0); + result += mat4(-0.75373167, 0.09019827, -0.17284726, -0.12543003, 0.27073398, -0.2086718, 0.27785063, -0.13103813, 0.02331414, 0.08186754, -0.20196521, 0.051684897, -0.06606664, -0.31958562, -0.21315438, 0.125855) * go_3(1.0, 0.0); + result += mat4(-0.038064726, 0.16583198, 0.32122764, 0.035743285, 0.12363822, 0.1127362, -0.14712748, -0.085392915, -0.24138255, 0.044777665, -0.05044951, -0.033647526, 0.030597545, 0.09082426, 0.2265798, 0.4736122) * go_3(1.0, 1.0); + result += mat4(0.1126977, -0.20046005, -0.25496894, 0.124036126, 0.10974965, 0.11985285, 0.084138885, 0.18124366, -0.07204373, 0.0064274063, -0.04832383, 0.08851591, 0.16612647, 0.03482884, -0.18090217, 0.047765564) * go_4(-1.0, -1.0); + result += mat4(-0.07905303, -0.18953685, -0.0394631, 0.3865751, -0.09878195, 0.0971415, -0.028516496, -0.028853778, 0.14474897, -0.09137614, 0.09731305, 0.40169916, 0.15572307, 0.1500765, -0.00012203158, 0.0064038946) * go_4(-1.0, 0.0); + result += mat4(-0.003821752, -0.06385342, 0.0072888564, -0.083775744, -0.060851365, 0.057136264, 0.04280462, -0.021202056, -0.048534214, -0.18506972, -0.12204474, 0.5779176, -0.04827323, -0.08722066, -0.07115785, 0.05368898) * go_4(-1.0, 1.0); + result += mat4(-0.2330202, -0.06303653, 0.29030174, 0.030189004, -0.33963275, 0.18114606, 0.29463735, 0.11328755, 0.07963053, 0.0031095785, -0.29962993, 0.28251857, -0.11494044, -0.0057895523, 0.14319211, -0.2488439) * go_4(0.0, -1.0); + result += mat4(-0.23654912, 0.22379474, 0.3198649, 0.056066927, 0.030691607, -0.07961141, -0.03144492, -0.088082604, 0.6778628, 0.132889, -0.055798188, -0.06978169, 0.12096563, -0.32717404, 0.09106718, -0.36815766) * go_4(0.0, 0.0); + result += mat4(-0.023105778, -0.06328445, -0.19508956, 0.03861484, 0.012225362, 0.19229671, 0.116407454, 0.14414418, 0.35368624, -0.024074793, 0.3326615, 0.27431, 0.09195309, -0.07196982, 0.04215389, -0.3849532) * go_4(0.0, 1.0); + result += mat4(0.07858679, -0.09443359, -0.29571265, -0.1362178, 0.0996039, 0.11245977, 0.027077818, -0.08518728, 0.33179262, 0.049214616, -0.05736423, 0.36015186, 0.15525928, -0.038635023, -0.39069554, 0.34784096) * go_4(1.0, -1.0); + result += mat4(0.058750402, -0.10020396, -0.07721487, -0.17439356, 0.16671538, 0.13477819, 0.16946232, -0.025819335, 0.34714434, -0.010198532, 0.11025432, -0.38616708, 0.12990142, 0.23817861, -0.019366616, 0.028044654) * go_4(1.0, 0.0); + result += mat4(0.14006312, 0.10630536, -0.2260768, 0.05714687, 0.092723176, 0.09547309, -0.0389109, 0.07675646, 0.058345646, -0.042954672, 0.06104659, -0.4122757, 0.16417535, 0.0037746713, -0.18294196, 0.30190903) * go_4(1.0, 1.0); + result += mat4(0.057622287, -0.035229363, -0.06553031, 0.10031876, -0.19319145, -0.048806723, -0.007425805, 0.019005304, 0.003586262, 0.016717708, 0.060107335, -0.06216915, 0.049704567, -0.05240107, 0.25620982, -0.31595117) * go_5(-1.0, -1.0); + result += mat4(-0.18573885, -0.111477345, -0.09373111, -0.21040887, 0.11643646, 0.07510521, -0.32174352, -0.15092906, 0.12905258, -0.027009318, -0.002743646, -0.041563954, 0.020309664, -0.034647387, 0.31882894, -0.37069848) * go_5(-1.0, 0.0); + result += mat4(0.17867199, -0.00943737, -0.010177444, -0.21181585, 0.104042746, 0.014474994, 0.018701844, 0.026212798, 0.03658747, 0.043956183, 0.043650407, 0.085389875, -0.014945577, -0.01762919, 0.182654, -0.22317432) * go_5(-1.0, 1.0); + result += mat4(-0.120912515, -0.039224375, -0.037017174, -0.23653193, -0.1008845, 0.028399386, -0.044548668, -0.45636034, -0.16566889, 0.013642447, 0.0137368515, -0.03482613, 0.13369492, -0.06382037, 0.22479321, -0.23690398) * go_5(0.0, -1.0); + result += mat4(-0.4373671, -0.23222357, -0.21916443, 0.3293385, 0.028744029, 0.15837203, 0.023399707, 0.10409895, -0.41181034, 0.043568164, -0.009273385, 0.21109276, 0.16801079, 0.030154167, -0.009720421, -0.18788648) * go_5(0.0, 0.0); + result += mat4(-0.072376475, -0.02011798, -0.10647262, 0.020971974, -0.2182798, 0.11682645, -0.087513156, -0.13088813, -0.008121755, 0.0039800145, 0.038333565, -0.11610967, 0.027469315, -0.056020927, 0.15623987, -0.056618977) * go_5(0.0, 1.0); + result += mat4(-0.13373947, -0.033171114, 0.06283731, -0.08029521, -0.24974878, -0.03945939, 0.034578755, -0.1890085, -0.027030889, 0.0749198, -0.016240204, 0.03943091, 0.030432291, -0.044505976, 0.19445403, -0.49589068) * go_5(1.0, -1.0); + result += mat4(-0.1509842, -0.0070381155, 0.012917948, 0.17059498, 0.029610088, -0.10878063, -0.008113074, 0.056289833, -0.054603256, 0.09829515, 0.03806881, 0.17829162, -0.0015822726, -0.08691946, 0.20231368, -0.19972196) * go_5(1.0, 0.0); + result += mat4(0.029532772, 0.07929085, -0.11437378, 0.19494608, 0.032031387, -0.028734982, -0.1297608, 0.137159, -0.022271536, 0.09515793, -0.078155525, 0.23037949, -0.04492241, 0.0027398348, 0.13030772, -0.3092417) * go_5(1.0, 1.0); + result += mat4(-0.20163082, 0.10821193, -0.008131394, 0.23895654, -0.088109724, 0.027591089, -0.06744196, -0.16356489, 0.14405222, -0.03198801, -0.035864875, -0.1109604, -0.20993288, 0.006086241, 0.17663592, -0.15123697) * go_6(-1.0, -1.0); + result += mat4(0.15604545, 0.0863649, -0.17487015, -0.046291944, -0.06473543, -0.046659626, -0.06383705, 0.20159698, 0.14458497, 0.043557648, -0.16473973, 0.27218005, 0.11444152, -0.17841269, 0.0213813, -0.09379467) * go_6(-1.0, 0.0); + result += mat4(-0.09508709, 0.062292904, -0.025705643, -0.046973627, 0.035843458, -0.020717923, 0.0016703135, -0.120141126, -0.07056921, 0.0071509765, 0.0033964573, 0.15667385, 0.001521539, 0.02383701, 0.11906247, 0.015913757) * go_6(-1.0, 1.0); + result += mat4(-0.023991859, 0.057200454, -0.27439624, 0.23484877, 0.27387905, -0.027218517, -0.043888092, -0.103732556, -0.0017815046, -0.04338658, 0.028682018, -0.029997526, 0.09857438, -0.099476606, -0.2005576, 0.21962215) * go_6(0.0, -1.0); + result += mat4(0.17833887, 0.036116857, -0.17426641, -0.3021426, -0.08815194, 0.09120692, -0.09277666, 0.31938124, -0.12322653, 0.07583539, 0.40784645, -0.2529727, 0.060947243, 0.29199588, -0.09663916, -0.0887749) * go_6(0.0, 0.0); + result += mat4(0.12118307, 0.072123915, 0.032619722, -0.14627928, -0.17117277, -0.20412678, 0.10590516, -0.120998636, -0.09727269, 0.10894508, 0.08592984, -0.091238625, 0.19324283, -0.21001537, -0.28439295, 0.55045736) * go_6(0.0, 1.0); + result += mat4(0.012281795, 0.081385076, 0.11878277, 0.0492705, 0.044748496, 0.023902494, 0.048969056, -0.020066973, 0.008425134, -0.039190397, -0.23549677, 0.16787378, -0.08247198, -0.09669504, 0.2364321, -0.15428442) * go_6(1.0, -1.0); + result += mat4(-0.06404987, 0.0792038, 0.0879481, 0.2292919, -0.037722748, -0.06653894, 0.014114178, 0.06494269, -0.08017585, -0.03293329, 0.08816353, -0.1719619, -0.033170886, -0.13535172, -0.15126792, -0.028171781) * go_6(1.0, 0.0); + result += mat4(-0.0939603, -0.04363446, 0.21171579, 0.08820829, -0.15083222, 0.03214101, 0.09666204, 0.07437523, 0.21149153, 0.08965673, -0.2026921, 0.45489082, -0.12321808, 0.020059932, 0.22567947, -0.1652867) * go_6(1.0, 1.0); + result += mat4(0.058340825, -0.009565485, -0.04712614, -0.011693445, 0.109775394, 0.1345538, -0.14835285, -0.03637253, -0.045945812, 0.057066254, 0.0012826056, 0.17587218, -0.05606375, 0.039724518, 0.14448565, -0.06710324) * go_7(-1.0, -1.0); + result += mat4(-0.03129011, -0.09362061, -0.1680952, 0.42509457, -0.05798844, 0.07895778, -0.00010777998, -0.004981966, 0.015770718, 0.039250076, -0.016780263, -0.018409397, 0.013635053, 0.046897493, 0.10643381, -0.19698535) * go_7(-1.0, 0.0); + result += mat4(-0.17554706, -0.058096908, -0.11011958, 0.028699566, -0.09768116, 0.09436239, 0.096591026, -0.0271704, 0.083061986, 0.035011213, 0.018580453, -0.13121471, -0.008538906, 0.007896264, 0.16126987, -0.23193283) * go_7(-1.0, 1.0); + result += mat4(-0.15810363, -0.13618536, 0.14263584, -0.20569824, -0.026839454, 0.11919806, -0.014142015, 0.099571005, -0.22521633, 0.08088796, 0.004038379, 0.1033703, 0.044606976, 0.0591929, 0.13262387, -0.101969674) * go_7(0.0, -1.0); + result += mat4(0.023098622, 0.0056320266, -0.048355665, 0.15577006, -0.62205386, -0.028400926, -0.2078418, -0.21066222, -0.15307198, -0.22209099, -0.23168832, 0.20184901, -0.015974384, -0.047552537, -0.002478177, 0.042329706) * go_7(0.0, 0.0); + result += mat4(-0.13832586, 0.121770665, 0.09548324, -0.011305353, 0.08170726, 0.038764317, 0.13168605, -0.4840011, -0.016078193, 0.042103536, -0.07127359, 0.07069598, -0.077047385, 0.062384266, 0.04216962, -0.28733572) * go_7(0.0, 1.0); + result += mat4(0.0047042207, -0.005170153, -0.060513787, 0.24502122, 0.15005493, 0.19491407, -0.20482984, 0.028262774, -0.27250344, -0.018161086, -0.063804634, 0.2234186, -0.0013560655, 0.0017168024, 0.031621188, -0.039464153) * go_7(1.0, -1.0); + result += mat4(-0.017963814, 0.020721428, -0.11342004, 0.13301808, 0.0057044607, 0.16854525, 0.0016813589, 0.263098, -0.19456023, -0.006512073, 0.27316168, 0.113714844, -0.05583268, 0.049267832, 0.1909614, -0.028266707) * go_7(1.0, 0.0); + result += mat4(-0.09178215, -0.04123267, 0.019224923, -0.021475106, -0.03738984, 0.091329075, -0.11633343, 0.00926425, 0.055472236, -0.029774308, 0.10396517, -0.1399692, -0.08381618, 0.010906619, 0.13378097, -0.15872277) * go_7(1.0, 1.0); + result += vec4(0.06153431, -0.030526869, 0.17697038, -0.06977153); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.39232063, -0.31443354, 0.016747609, -0.19821034, -0.11440283, -0.108339086, 0.09855654, 0.09687135, -0.15667859, -0.30788472, -0.057983518, -0.30048364, -0.5892024, -0.03315241, 0.036535796, 0.042668976) * go_0(-1.0, -1.0); + result += mat4(-0.12170337, -0.31539497, -0.0080226185, -0.28167912, -0.026236918, 0.26168135, -0.086754136, 0.07140889, -0.11411177, 0.15551405, -0.04641522, 0.046217185, 0.080186784, -0.0001861396, -0.5990683, -0.24228567) * go_0(-1.0, 0.0); + result += mat4(0.0850365, -0.10327682, -0.1407833, 0.15661862, -0.1448079, -0.2993967, 0.08681482, 0.00483843, 0.18711449, 0.12147834, 0.114697695, -0.015375287, -0.39649305, -0.22024211, -0.08587565, -0.002201199) * go_0(-1.0, 1.0); + result += mat4(0.30565795, -0.3130614, 0.15354335, -0.21783416, -0.3877839, 0.003429585, -0.21440028, -0.024295159, 0.35766846, 0.02559725, -0.120454274, -0.10827954, -0.3355037, 0.6561727, -0.065990135, 0.30999345) * go_0(0.0, -1.0); + result += mat4(0.46554184, 0.43995824, 0.25583804, 0.20159459, 0.03730261, -0.15794723, 0.16795531, 0.11421282, 0.17099904, -0.22430302, 0.072461665, -0.06345064, 0.36006132, 0.47494593, -0.18869492, -0.04085313) * go_0(0.0, 0.0); + result += mat4(0.27438906, 0.00022448118, 0.099661484, 0.1397181, 0.12914467, -0.102830835, 0.045909263, -0.07967794, 0.2870382, 0.055183165, -0.031485636, 0.029727582, 0.37630266, 0.9301813, 0.28615892, 0.122112595) * go_0(0.0, 1.0); + result += mat4(-0.15251397, 0.09909433, -0.17192633, 0.0061163795, 0.06472459, -0.04261906, -0.13661696, -0.077453144, -0.7501463, 0.017666366, 0.16321932, 0.043644384, -0.05170323, 0.46000114, 0.32755983, 0.28597534) * go_0(1.0, -1.0); + result += mat4(-0.48834783, -0.038160775, -0.08875091, 0.04970968, 0.4627543, 0.03755849, 0.2540123, -0.21826492, -0.38032553, 0.32484698, -0.008446612, 0.23523396, 0.02375393, 0.27418464, -0.28132874, 0.15265541) * go_0(1.0, 0.0); + result += mat4(0.13747992, 0.11715287, 0.13201898, 0.0015658925, -0.2934619, -0.39777488, -0.07560646, -0.10565406, -0.04838937, 0.08350108, -0.019061742, 0.16467288, -0.05936286, -0.015435401, 0.4184143, 0.10496155) * go_0(1.0, 1.0); + result += mat4(-0.3240166, 0.08215981, -0.2075559, 0.19689886, 0.11150226, 0.06310339, -0.13621064, -0.15570635, 0.33679137, 0.04409631, -0.28714085, 0.031056935, 0.6626613, -0.08051886, 0.1722458, -0.22435535) * go_1(-1.0, -1.0); + result += mat4(0.24195263, -0.04580777, -0.4145571, -0.1574205, -0.042835433, 0.03784082, -0.026375433, 0.35892, 0.15977724, 0.0630263, -0.088371195, 0.02971135, 0.25729623, -0.15589325, 0.14479266, -0.05088765) * go_1(-1.0, 0.0); + result += mat4(0.48559383, -0.25281984, 0.36621982, -0.21811092, -0.32971957, -0.035721473, 0.019352507, -0.06045977, 0.2761817, 0.19758923, 0.089941375, 0.041624714, -0.041388534, 0.16949178, 0.031209668, -0.064278066) * go_1(-1.0, 1.0); + result += mat4(-0.32959136, 0.5905178, -0.121284775, 0.004792909, 0.23675677, -0.020328185, 0.13438764, 0.24885756, -0.17519131, 0.13370351, -0.1229379, 0.048159435, 0.17464967, -0.42540422, -0.13947602, 0.22700138) * go_1(0.0, -1.0); + result += mat4(-0.33010545, 0.31171462, 0.405461, -0.19268602, -0.19920933, -0.05938957, 0.0026099307, -0.24588005, -0.80367726, 0.67246026, -0.2002546, 0.06855837, -0.21781918, 0.74446076, -0.5982218, 0.2985812) * go_1(0.0, 0.0); + result += mat4(0.5674039, -0.4777194, -0.13907014, 0.12356176, -0.2920615, 0.0718882, 0.17865288, 0.20312083, -0.27032906, -0.34635755, 0.16373387, 0.03063499, -0.19903831, -0.19363025, 0.10843769, -0.26495013) * go_1(0.0, 1.0); + result += mat4(-0.17949842, -0.29433724, -0.23462017, 0.09636558, 0.20076938, -0.24068621, -0.056744654, 0.10993452, 0.04466387, -0.2755299, -0.13640761, -0.024520185, -0.46797183, 0.367952, 0.11696459, 0.22428559) * go_1(1.0, -1.0); + result += mat4(-0.011885658, 0.0891566, -0.037328225, 0.121865466, 0.048127756, 0.19165848, 0.031010484, -0.059921212, -0.21560976, -0.1529375, 0.12882216, 0.026642917, -0.11849831, 0.1641988, -0.06821976, 0.038913097) * go_1(1.0, 0.0); + result += mat4(0.014311083, 0.0046286825, 0.03766498, 0.030933104, 0.3158337, 0.014788744, -0.25061515, 0.3439588, 0.3746984, 0.011211178, 0.06807453, -0.14517218, -0.08588519, -0.44777295, -0.14026845, -0.112901196) * go_1(1.0, 1.0); + result += mat4(0.30676752, 0.22429968, 0.010868903, 0.19810227, 0.07854048, 0.0401537, -0.21871732, 0.024473034, 0.0754844, 0.21695364, 0.015986437, 0.32385147, -0.049408115, -0.0382484, -0.109464966, -0.17461152) * go_2(-1.0, -1.0); + result += mat4(-0.08928476, 0.16673279, 0.04767194, 0.09194907, 0.048144393, 0.10040854, 0.34817588, 0.038137782, 0.036133062, -0.037641533, 0.28543243, -0.2839514, -0.11791945, -0.19487488, -0.11268661, 0.05276339) * go_2(-1.0, 0.0); + result += mat4(-0.16383977, -0.31993598, 0.05208131, -0.0903597, 0.11033569, -0.0088908225, -0.054778915, -0.08319848, -0.06639396, -0.24900046, -0.2512979, -0.0019553688, -0.048192777, 0.03562768, 0.047395132, -0.05525853) * go_2(-1.0, 1.0); + result += mat4(-0.7830732, -0.4262562, -0.2673563, 0.13023588, 0.31384844, 0.1693089, 0.048528794, 0.15604164, -0.39588538, -0.08493865, 0.3310555, 0.08203675, -0.066885136, -0.0058401288, -0.17974985, -0.16163951) * go_2(0.0, -1.0); + result += mat4(-0.6983336, -0.59333223, -0.20371103, -0.3932194, 0.10534863, 0.04589214, -0.12699358, -0.15107739, -0.43941692, 0.13968801, -0.1860207, 0.25864246, -0.31358764, 0.02336987, -0.114363804, -0.2314969) * go_2(0.0, 0.0); + result += mat4(-0.13214386, 0.2762571, -0.07932436, -0.011312506, -0.1585973, -0.01644935, 0.0013558406, 0.073481865, -0.38878354, -0.008272082, -0.010028009, -0.12177282, -0.19708647, -0.20147185, -0.009344351, -0.039000046) * go_2(0.0, 1.0); + result += mat4(0.36948234, -0.027262207, 0.073340006, -0.11237642, -0.014205325, -0.033619095, 0.090520136, 0.044478547, 0.89536375, -0.25342697, 0.06966775, -0.25697634, 0.44092584, -0.02181121, -0.23286918, -0.16207126) * go_2(1.0, -1.0); + result += mat4(0.5282722, 0.2186328, -0.06594115, -0.005403383, -0.9999943, 0.1652842, -0.40371686, 0.045263674, 0.48378405, 0.5981784, -0.8636207, 0.48454443, 0.61362064, 0.40381622, -0.20037466, -0.35095415) * go_2(1.0, 0.0); + result += mat4(-0.15710682, -0.082183905, 0.025527366, -0.06832543, 0.45136708, 0.28492203, 0.21369967, -0.1544125, -0.21440476, 0.2747644, -0.07809032, -0.05409878, -0.09492401, -0.0042038485, -0.08335747, -0.1286338) * go_2(1.0, 1.0); + result += mat4(0.092377424, -0.29580644, 0.037406705, -0.057557207, -0.068813734, 0.025797142, 0.005817593, 0.13936609, -0.5533757, -0.0055351052, 0.3490144, -0.10275609, -0.3246664, -0.22240998, -0.06546209, 0.04502687) * go_3(-1.0, -1.0); + result += mat4(-0.040512305, -0.15789752, 0.3350875, 0.3248354, 0.11479105, 0.072781734, 0.11961662, 0.009017058, -0.7485467, -0.2354417, -0.18182847, -0.39436963, -0.21553181, 0.06693962, -0.10265758, -0.101919465) * go_3(-1.0, 0.0); + result += mat4(-0.29808417, 0.16832493, -0.36638075, -0.003277357, 0.30853003, -0.11783712, -0.04467285, 0.09799486, -0.29557002, -0.051879432, -0.10781173, -0.012533523, 0.13472205, 0.0886817, -0.095418304, 0.20694672) * go_3(-1.0, 1.0); + result += mat4(0.54963315, -0.51755005, -0.11815116, 0.44336796, -0.26965025, 0.063990854, -0.06830417, -0.22906917, 0.15537436, -0.12382655, 0.040594, 0.13573219, -0.32865304, -0.051071506, 0.07789849, -0.17451958) * go_3(0.0, -1.0); + result += mat4(0.108385645, 0.19099213, -0.13721561, -0.10001342, 0.36975056, -0.15690732, -0.011564509, -0.4645765, 0.9664348, -0.4172701, -0.12434381, -0.20082358, 0.025960991, -0.07957984, 0.06240927, 0.06882944) * go_3(0.0, 0.0); + result += mat4(-0.55891496, 0.5313842, -0.0052928664, -0.31153533, 0.27312106, 0.11299291, -0.20902458, -0.22780886, 0.18460937, 0.20829925, -0.22429292, 0.11375158, -0.24776565, 0.013294957, 0.108396605, 0.18705682) * go_3(0.0, 1.0); + result += mat4(0.17449534, -0.014089195, -0.005522746, -0.26652694, -0.3059182, -0.077219255, 0.13172182, 0.22815189, 0.29824528, -0.0018969525, -0.049221557, -0.02434726, 0.28403616, -0.30762187, -0.18281007, -0.069536164) * go_3(1.0, -1.0); + result += mat4(0.11734828, -0.099142194, -0.1678673, 0.113515854, -0.16090973, -0.018343726, 0.09375435, -0.11457814, 0.29799998, 0.14911132, -0.030187404, -0.0033569376, 0.51210696, 0.20057757, 0.018672027, -0.00072862353) * go_3(1.0, 0.0); + result += mat4(-0.4207862, 0.23023506, -0.045380734, 0.35523587, -0.31482896, 0.0016041965, 0.031437084, -0.11878056, -0.09631354, -0.44702205, 0.07262705, -0.019627657, 0.27565527, 0.30019623, -0.2416735, 0.13827145) * go_3(1.0, 1.0); + result += mat4(-0.21828848, -0.05362182, 0.092769556, 0.058445822, -0.015375804, 0.032911193, -0.016062194, 0.0023879025, -0.07955863, -0.18912281, 0.100602634, 0.18384646, 0.09833795, 0.13066116, 0.08606998, 0.060196545) * go_4(-1.0, -1.0); + result += mat4(-0.30196983, -0.13994773, -0.04102513, -0.021608166, 0.15173563, -0.0014104879, 0.013970848, 0.069105186, -0.046455324, -0.55526954, 0.39444688, 0.0815259, 0.10904215, 0.21681397, 0.06073383, 0.10265119) * go_4(-1.0, 0.0); + result += mat4(-0.11820481, -0.05975609, -0.13999549, 0.030522387, -0.013776436, -0.14367265, 0.009655233, -0.020354088, -0.117309436, -0.21025649, -0.0852297, 0.0050804066, 0.07790261, -0.07352538, -0.016056273, 0.030884959) * go_4(-1.0, 1.0); + result += mat4(-0.01982244, -0.14982677, 0.08542808, 0.114587806, -0.093505375, 0.009862345, -0.17831016, 0.15021613, 0.017223043, -0.05448468, 0.19507179, 0.005433668, -0.28699195, -0.0943735, 0.005008677, -0.084489435) * go_4(0.0, -1.0); + result += mat4(0.17592743, 0.16011396, -0.4458925, 0.03776147, -0.22227006, -0.1765121, -0.023907507, -0.12340803, 0.69395095, -0.42174822, 0.2619632, -0.08317782, 0.06564856, -0.07574905, 0.19617046, -0.15101147) * go_4(0.0, 0.0); + result += mat4(-0.0031664995, 0.0048539517, -0.029761892, -0.024908772, 0.038988, 0.083212, 0.022871153, 0.049879767, 0.5655658, -0.39324993, -0.41707525, -0.00069710996, -0.088931695, 0.5349101, -0.03700674, 0.19864099) * go_4(0.0, 1.0); + result += mat4(-0.09978203, -0.12430744, -0.005363638, -0.078683436, 0.16000083, 0.09070007, -0.08223272, 0.10610758, -0.09339724, -0.25193405, 0.060660124, 0.022009233, 0.028552014, -0.30671445, 0.04395066, -0.022646846) * go_4(1.0, -1.0); + result += mat4(-0.0025377637, -0.10979372, 0.0953052, -0.041535445, 0.028650977, -0.18192725, -0.13626699, -0.04126641, 0.41577348, 0.070594355, 0.17786773, -0.0019128436, 0.21811736, -0.3097873, -0.1697477, -0.05985297) * go_4(1.0, 0.0); + result += mat4(0.0029388457, -0.08754279, -0.057417464, -0.045205314, 0.14254501, -0.14048617, -0.029115621, 0.017037913, 0.23511319, 0.58405197, -0.045535047, -0.093041405, 0.24495944, 0.048594877, 0.16573521, -0.016364215) * go_4(1.0, 1.0); + result += mat4(0.0061783222, 0.03700483, 0.03310341, 0.03506661, 0.18640573, 0.060847793, -0.03938158, 0.002558664, 0.0066146054, -0.03961683, 0.11786358, -0.018774983, -0.023232952, -0.018498667, -0.02113431, -0.03875601) * go_5(-1.0, -1.0); + result += mat4(-0.07762769, 0.3220323, 0.0019882289, 0.11455374, 0.12809245, 0.054234043, -0.032796185, -0.004923056, 0.03533371, 0.23241599, -0.047939382, -0.005454499, 0.018655885, -0.06090632, -0.074992895, -0.022785714) * go_5(-1.0, 0.0); + result += mat4(-0.024499241, -0.0656105, 0.033745233, -0.06109949, 0.02657246, 0.099547654, 0.048236806, -0.08930123, -0.028375195, 0.21267472, 0.04065708, -0.029539475, -0.0034377375, -0.076174065, -0.08033416, 0.014191793) * go_5(-1.0, 1.0); + result += mat4(0.09567274, 0.17149109, 0.057815317, -0.02354373, -0.053182393, 0.07036649, 0.11426706, 0.0073960987, -0.042224813, -0.03242704, 0.028637128, -0.018156664, 0.027350018, -0.059693146, -0.025782553, -0.059870392) * go_5(0.0, -1.0); + result += mat4(-0.29396304, -0.14174098, 0.044468317, 0.048983667, -0.09083888, 0.14550914, -0.17293338, -0.019666478, -0.27275094, -0.026832746, -0.16039373, 0.05072858, 0.13158675, -0.0014240668, -0.19267258, 0.028367419) * go_5(0.0, 0.0); + result += mat4(-0.14670749, -0.20505863, -0.25351146, -0.18028821, -0.09074548, 0.12591866, -0.11648123, 0.08052676, -0.1030718, 0.055071495, -0.027647234, 0.036372066, 0.042164043, -0.24193078, -0.018126357, -0.08488727) * go_5(0.0, 1.0); + result += mat4(-0.002951344, -0.07835709, 0.0412822, 0.024059866, -0.17239328, -0.045480777, 0.031516057, -0.02321261, 0.16131492, -0.108720064, -0.13902234, 0.009038252, 0.019813707, -0.13780454, -0.08646045, -0.03967984) * go_5(1.0, -1.0); + result += mat4(0.087156996, -0.43204084, 0.08196673, 0.09000798, 0.11798731, -0.2800244, 0.013827372, 0.006278623, -0.027538646, -0.47985002, -0.07989979, 0.0101940865, 0.11476763, -0.08189494, -0.107904315, 0.0034190493) * go_5(1.0, 0.0); + result += mat4(0.10922693, -0.13929938, -0.14316928, -0.06415228, 0.10821941, -0.09326445, -0.10437615, -0.019490898, 0.02572968, -0.23569673, -0.18372843, 0.018998442, 0.019020457, -0.078145295, -0.12052183, -0.02904386) * go_5(1.0, 1.0); + result += mat4(0.047391865, -0.14862657, 0.10497325, -0.0060389596, 0.04090357, 0.07597069, -0.16701244, -0.045025267, 0.05439692, -0.0046527646, 0.10107427, -0.017686805, -0.09081038, 0.0033508723, -0.07428749, 0.083581686) * go_6(-1.0, -1.0); + result += mat4(0.24039297, 0.10254748, -0.08497433, 0.06220285, -0.21642606, 0.06099548, 0.05618001, 0.027991194, 0.11916666, 0.001376908, -0.04484436, -0.063753836, -0.080493644, -0.12548241, 0.22396187, -0.060979564) * go_6(-1.0, 0.0); + result += mat4(0.09228674, -0.10189853, -0.019978495, 0.055631284, -0.056667626, 0.042379495, -0.11306628, 0.015792474, -0.024159636, 0.17669754, -0.0015470447, 0.030659685, 0.049270805, 0.01379507, -0.07484134, 0.03997324) * go_6(-1.0, 1.0); + result += mat4(-0.08015897, -0.1573799, -0.0068566655, 0.024327071, -0.00024650464, -0.11511224, 0.10626316, -0.09424342, 0.035164617, -0.0071606585, 0.023877172, -0.0032834266, 0.03981932, 0.00094573526, 0.07893367, 0.058131382) * go_6(0.0, -1.0); + result += mat4(-0.09480482, -0.13352568, 0.11975561, 0.04046284, 0.017295167, 0.14661242, 0.034784466, 0.16060774, 0.12513426, 0.11618688, -0.19043984, -0.006898629, 0.33333287, 0.02068534, -0.144777, 0.054585308) * go_6(0.0, 0.0); + result += mat4(-0.040517613, 0.13882688, -0.10775904, -0.01107748, -0.22891715, 0.023514308, -0.07362997, 0.050480675, -0.15309371, 0.22601646, 0.050979435, 0.0078024655, 0.09704638, -0.113768086, 0.159759, -0.19680989) * go_6(0.0, 1.0); + result += mat4(-0.038060542, 0.060299598, -0.06167331, 0.070311025, -0.056030717, -0.10937594, -0.094534926, -0.05876128, 0.04186674, 0.05846574, 0.046057925, 0.050594475, -0.15031303, 0.033675846, 0.14669393, -0.020838607) * go_6(1.0, -1.0); + result += mat4(0.006198633, 0.008096492, -0.061412863, -0.038600348, 0.13099104, -0.024788823, 0.143207, 0.08146842, -0.09880114, 0.020192526, 0.093205445, -0.006562488, -0.10218187, 0.34932604, 0.017245278, 0.022239687) * go_6(1.0, 0.0); + result += mat4(0.019581253, -0.071536854, -0.079313144, 0.0039378665, 0.04372604, 0.0350227, -0.13975748, 0.02514243, 0.1482172, -0.1795845, 0.016553031, -0.114758186, -0.13846005, 0.028443053, -0.0028277517, 0.073823154) * go_6(1.0, 1.0); + result += mat4(0.019089226, -0.002865448, 0.114264086, -0.14795631, 0.052681867, 0.06782111, 0.005056374, 0.03333905, -0.045924906, 0.1271522, -0.022228748, 0.09460952, 0.0257857, -0.0404471, -0.100172006, -0.009518522) * go_7(-1.0, -1.0); + result += mat4(-0.0919395, 0.024952088, 0.02894272, -0.02876963, -0.17500453, 0.22578874, -0.05303085, -0.0015600728, -0.0076474883, -0.0018742654, 0.044667635, -0.029744165, -0.00179505, -0.012467833, -0.12192312, 0.034183223) * go_7(-1.0, 0.0); + result += mat4(-0.11467171, 0.036459688, -0.12508968, 0.062637016, 0.05442847, 0.023415027, -0.058653936, 0.27762222, 0.0033886922, -0.056405902, -0.1611357, -0.042607184, -0.029176304, -0.033276357, -0.060190573, 0.006230224) * go_7(-1.0, 1.0); + result += mat4(-0.10476976, 0.20189178, 0.013450291, 0.017824117, -0.07174306, -0.16174208, -0.0790696, -0.13154395, -0.119226985, 0.03126223, 0.08976427, -0.0017329347, 0.03171847, -0.062868886, 0.04638837, -0.03491934) * go_7(0.0, -1.0); + result += mat4(0.059950083, 0.10400816, -0.046370424, -0.012014035, -0.43914387, -0.18396273, -0.060568314, 0.010451131, -0.43835276, 0.026284682, 0.1604382, -0.10625134, 0.044843365, 0.10809218, 0.06464759, -0.046850365) * go_7(0.0, 0.0); + result += mat4(-0.06787761, -0.042850304, -0.15407841, 0.058458067, -0.17467526, 0.096576124, 0.21345392, 0.09298287, -0.01394914, -0.13355762, -0.13184176, 0.0003088022, 0.046734177, 0.028196447, -0.13506489, 0.0067693642) * go_7(0.0, 1.0); + result += mat4(0.053602345, -0.08111152, -0.017126815, -0.028242027, 0.092225246, 0.076781385, -0.089152336, 0.0012632497, -0.09276537, -0.24698547, 0.04423726, -0.06601727, 0.01814881, -0.13947123, -0.032667328, -0.019452555) * go_7(1.0, -1.0); + result += mat4(-0.0888714, -0.14888728, -0.03935948, -0.020991955, -0.07616056, -0.04555924, -0.09465727, -0.13786288, -0.305734, -0.3085076, 0.03795676, -0.021256099, -0.012537832, -0.23650081, -0.07035176, -0.028411875) * go_7(1.0, 0.0); + result += mat4(-0.0868341, -0.14694329, 0.08679206, -0.014810077, 0.022454316, -0.094533004, -0.17521082, -0.0076950863, -0.077531025, 0.11369054, -0.131653, -0.014213835, -0.08936547, -0.123560406, -0.031929504, 0.017496165) * go_7(1.0, 1.0); + result += vec4(0.05049932, 0.08230575, 0.58376503, 0.86909854); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.14979692, -0.19874124, 0.7368574, -0.75289476, -0.07442179, -0.057006773, 0.052752588, 0.07042955, 0.023808982, -0.15449218, -0.214054, 0.4198038, -0.031717926, 0.42492926, -0.365123, -0.5385816) * go_0(-1.0, -1.0); + result += mat4(-0.20962773, -0.023108777, 0.058071185, 0.16705127, -0.13245003, 0.035289574, -0.2708952, -0.09654876, -0.031879663, -0.04658145, 0.34683147, 0.16727158, 0.0348443, 0.3031345, -0.3261166, -0.118750244) * go_0(-1.0, 0.0); + result += mat4(-0.21795142, -0.11076161, -0.05562235, -0.019234827, -0.013561418, -0.097614266, 0.017759917, -0.016897203, -0.35361412, 0.057772327, -0.06672376, 0.022556266, 0.10166518, -0.20721449, -0.33036092, 0.031573854) * go_0(-1.0, 1.0); + result += mat4(0.33822674, -0.014097686, 0.040684048, -0.18630835, -0.14371929, -0.044715706, 0.15923496, -0.001135727, 0.09309857, 0.043319203, 0.008005289, -0.06445179, 0.04558112, -0.3218687, -0.23799446, -0.05683568) * go_0(0.0, -1.0); + result += mat4(0.30100045, -0.16198196, -0.40970346, -0.08049791, -0.3257815, 0.32816964, -0.1036189, -0.01658084, 0.3158466, -0.099933214, 0.17709035, 0.015306898, 0.109196454, -0.8539901, -0.39478862, 0.44471648) * go_0(0.0, 0.0); + result += mat4(-0.25177294, 0.38001952, -0.10283977, 0.16721214, 0.47318378, -0.051106233, -0.1658626, 0.0006494121, 0.0790059, -0.2052262, 0.09690421, -0.24400221, 0.386201, 0.12295305, 0.008400798, 0.1569414) * go_0(0.0, 1.0); + result += mat4(0.13002181, -0.062052924, -0.105005205, -0.1063579, -0.2948124, -0.084252134, -0.1092418, 0.18163803, 0.087108664, -0.24015805, 0.0813893, -0.15364105, 0.4476238, -0.19498287, 0.058062855, -0.13685432) * go_0(1.0, -1.0); + result += mat4(0.080557905, 0.10061249, -0.019393712, 0.2723204, 0.37991402, -0.30517173, 0.15205608, -0.17223756, -0.1711708, 0.22243942, -0.51695263, 0.06089266, 0.2784161, -0.039997682, -0.27718592, 0.18410686) * go_0(1.0, 0.0); + result += mat4(0.04679752, -0.10547882, 0.065308206, -0.05089279, -0.03807331, 0.39167935, -0.033223882, -0.029149204, -0.11922506, 0.14605616, -0.026710276, 0.043473598, -0.14226817, -0.33978114, -0.13193306, -0.064798094) * go_0(1.0, 1.0); + result += mat4(0.16664545, 0.054396506, 0.5975169, -0.1282768, 0.033200808, 0.07221164, -0.26142395, -0.18964534, -0.13124959, -0.18198496, -0.6014699, 0.05141559, 0.5430321, 0.1740554, -0.34170282, 0.26922655) * go_1(-1.0, -1.0); + result += mat4(-0.3690329, -0.41274253, -0.17788443, -0.38740525, -0.31772953, 0.065274484, -0.10197657, -0.009203365, 0.014726659, -0.4838253, 0.6801823, 0.048202187, -0.004891756, 0.45931026, -0.42521614, 0.54947734) * go_1(-1.0, 0.0); + result += mat4(-0.022050077, 0.07676187, -0.2678602, 0.12050436, 0.2968012, 0.134127, 0.013001306, -0.022339938, 0.072250396, 0.16998878, 0.13204311, 0.1460555, -0.2108701, 0.085233, -0.33153787, -0.3943539) * go_1(-1.0, 1.0); + result += mat4(0.020494493, -0.13280667, 0.120742574, 0.18085496, -0.3993116, 0.27331954, -0.16451527, -0.12265906, -0.609543, 0.5610297, -0.51908624, -0.12770663, -0.06081323, -0.03547236, -0.3134851, 0.120467834) * go_1(0.0, -1.0); + result += mat4(0.694917, -0.056899358, 0.5973495, -0.36394402, 0.11194564, -0.014088698, 0.3335045, -0.30163172, 0.410675, -0.18881899, 0.6248168, 0.11293253, 0.007631114, 0.25432107, 0.13347992, 0.12681353) * go_1(0.0, 0.0); + result += mat4(-0.10188845, -0.25959828, -0.3245341, 0.27263215, -0.023503877, -0.072242714, 0.13622598, 0.21790865, -0.3163553, -0.013236621, -0.13055128, -0.20804474, -0.009641516, 0.20730485, 0.040377166, 0.13722788) * go_1(0.0, 1.0); + result += mat4(-0.4001694, 0.20498846, -0.04771135, -0.2705733, 0.097105324, 0.08779578, 0.018639572, 0.18933, -0.06865882, -0.24691378, -0.27062201, -0.028328577, -0.0036236667, -0.19430988, 0.022964898, 0.08762482) * go_1(1.0, -1.0); + result += mat4(-0.26447344, 0.597568, -0.75024736, 0.29766613, -0.040174056, 0.0043453, -0.034185186, -0.09291407, 0.14045602, 0.19046465, -0.013113876, -0.20518276, 0.1951194, -0.317452, 0.38230306, 0.16865042) * go_1(1.0, 0.0); + result += mat4(0.059703857, -0.38956463, 0.1103034, -0.0053544333, 0.067712605, -0.25418857, 0.18657285, 0.14283091, -0.3343347, 0.13270105, -0.22770841, 0.053509742, -0.21625842, -0.3108662, 0.7752985, 0.031922966) * go_1(1.0, 1.0); + result += mat4(0.27932245, -0.031156274, -0.8561641, 0.6776702, 0.011417689, -0.00027964372, -0.18250081, -0.0037116525, -0.099202864, 0.06313943, -0.042443503, -0.5106033, -0.08595155, -0.052907, -0.1087237, 0.5441453) * go_2(-1.0, -1.0); + result += mat4(0.16762924, -0.009944587, -0.2679235, -0.2021139, 0.21079461, -0.11809957, 0.3809502, 0.08643512, -0.058171842, 0.20088726, -0.062347364, -0.12985747, 0.16284388, -0.16306452, 0.09982884, 0.14088723) * go_2(-1.0, 0.0); + result += mat4(-0.0714393, 0.082623124, 0.10457793, 0.06049393, -0.21751815, 0.15272824, -0.05817135, -0.033302475, 0.040557053, -0.23516949, -0.0038103394, 0.012663176, 0.028543636, 0.006461524, 0.04151789, 0.025360702) * go_2(-1.0, 1.0); + result += mat4(-0.3958464, -0.49928874, -0.18322971, 0.1660756, 0.02241122, -0.15481286, -0.08289814, 0.1838922, -0.30311695, 0.033998005, 0.046327453, 0.046667594, -0.19373152, 0.054595128, -0.1810291, 0.026330587) * go_2(0.0, -1.0); + result += mat4(-0.17988408, -0.06920031, 0.45933202, 0.13610782, 0.3321532, -0.35902196, -0.01072334, 0.130472, -0.17946465, 0.024062874, 0.028480636, -0.02477549, 0.030871931, -0.06926073, 0.21192017, -0.3275599) * go_2(0.0, 0.0); + result += mat4(0.2777268, 0.039282586, 0.18316416, -0.09472171, -0.12926842, 0.21093419, 0.26748186, -0.034381114, 0.37504667, 0.101034865, -0.005076637, 0.3046354, 0.19506508, 0.07113483, 0.11567689, 0.015364835) * go_2(0.0, 1.0); + result += mat4(0.0024751208, -0.09917078, 0.28514004, 0.13154282, 0.025117317, 0.107632674, -0.14624198, -0.13388367, -0.038752496, 0.06344873, -0.17392725, 0.44770598, 0.06466959, 0.18955265, -0.07118261, 0.13022475) * go_2(1.0, -1.0); + result += mat4(0.061531715, 0.040746104, 0.17598623, -0.15300408, -0.16540745, -0.22774096, -0.092872284, 0.22756997, 0.49107695, -0.6291782, 0.18959439, 0.051523212, -0.022658838, -0.23492336, 0.22632147, -0.0963997) * go_2(1.0, 0.0); + result += mat4(-0.049996454, 0.20427251, -0.13305162, 0.11485584, -0.049903087, -0.27760607, 0.10333013, -0.102610506, 0.5495312, -0.31861833, 0.002093027, -0.07540532, 0.020750895, 0.11532434, -0.302924, 0.038216017) * go_2(1.0, 1.0); + result += mat4(-0.0742038, 0.14481308, -0.52984416, 0.1047764, 0.056594335, -0.30959937, 0.28613302, 0.34666842, -0.39666295, 0.26017725, 0.35440627, -0.34158382, -0.37820384, -0.17103404, 0.50328887, -0.22849783) * go_3(-1.0, -1.0); + result += mat4(0.3429522, -0.15276, 0.2209812, 0.45239314, 0.23704866, -0.005374581, 0.16275096, 0.024596661, -0.82699585, 0.6892652, -0.5133988, -0.37860793, -0.24554388, -0.36862546, 0.53238416, -0.15033963) * go_3(-1.0, 0.0); + result += mat4(-0.18241908, -0.097688325, 0.19900274, -0.049691215, -0.0707727, 0.01220912, -0.13254303, 0.06655784, -0.112321585, -0.6344655, -0.14198428, -0.25697416, 0.30084953, -0.06746383, 0.061665535, 0.48863387) * go_3(-1.0, 1.0); + result += mat4(0.037913926, -0.03827507, 0.154614, -0.40610346, 0.3045199, 0.008148914, 0.16061406, -0.18722008, 0.23903824, -0.41043565, 0.13431714, 0.005762402, -0.11140545, 0.09172593, 0.36103448, -0.21254368) * go_3(0.0, -1.0); + result += mat4(-0.81520826, -0.18719831, -0.7951369, 0.30222818, 0.022721667, -0.24935177, -0.28099492, 0.46440077, -0.22375317, 0.21440145, -0.82245845, -0.08865358, -0.034643255, -0.14605747, -0.20446338, 0.017269822) * go_3(0.0, 0.0); + result += mat4(-0.027954992, 0.44265705, 0.14893635, -0.22994424, -0.4062441, 0.037667353, -0.20461299, -0.2084607, 0.045539107, 0.019446995, -0.26775262, 0.20553084, 0.53191364, -0.34656656, 0.101131186, -0.18529478) * go_3(0.0, 1.0); + result += mat4(0.22462271, -0.6351009, -0.30356836, 0.4656144, 0.021343032, 0.12060711, -0.118174694, -0.102915525, -0.03897218, 0.38728097, 0.0065090284, -0.014050115, -0.11878573, 0.043891054, -0.2201844, -0.008109699) * go_3(1.0, -1.0); + result += mat4(0.3475876, -0.5480176, 0.32965973, -0.3013803, -0.12759317, -0.2552925, 0.040291607, 0.058848295, 0.090461515, -0.0100614, 0.26301694, 0.19180556, -0.19759412, 0.22332898, -0.66193426, 0.029582586) * go_3(1.0, 0.0); + result += mat4(-0.15084246, 0.2588267, -0.12036018, -0.100685254, -0.09681174, 0.10745359, -0.055402648, -0.17146726, 0.16907287, -0.2920604, 0.1719566, -0.062248997, 0.16846664, -0.04184749, -0.67145276, -0.14377783) * go_3(1.0, 1.0); + result += mat4(-0.29134026, 0.14061885, 0.019386701, -0.23595293, 0.15995972, 0.11001859, 0.09999047, 0.24208768, -0.20627365, -0.5980567, -0.10900429, 0.15628706, -0.035789836, 0.11344383, 0.22269405, 0.1167161) * go_4(-1.0, -1.0); + result += mat4(0.2086919, 0.32100046, -0.074735984, 0.028284928, 0.05750321, -0.066351704, -0.12921254, 0.02867359, 0.61451894, -0.64832085, 0.01923096, 0.107076205, -0.080694854, 0.017926944, 0.115145884, 0.023048883) * go_4(-1.0, 0.0); + result += mat4(0.044795334, -0.14508736, 0.009281871, -0.047577426, -0.04061876, -0.10779222, -0.0934905, 0.07574239, 0.06306946, -0.18841065, -0.06520789, -0.1511161, 0.056024194, -0.23865043, 0.0027067165, -0.023214353) * go_4(-1.0, 1.0); + result += mat4(-0.16991557, 0.017060002, -0.29013085, 0.19565602, -0.058718584, 0.07541131, -0.19660297, 0.030717509, 0.13866037, 0.1607997, 0.33416504, -0.10889656, -0.16938633, -0.30223483, -0.116302475, -0.067932114) * go_4(0.0, -1.0); + result += mat4(0.013324888, 0.043513425, -0.13977613, 0.049115334, 0.27864334, -0.14303638, -0.08351705, -0.034961347, 0.54420704, -0.114335835, 0.70558935, -0.17958923, 0.2993206, 0.15411529, 0.1525758, 0.02863741) * go_4(0.0, 0.0); + result += mat4(-0.037015285, -0.2017719, -0.011478376, -0.018624172, 0.1424438, -0.21703872, 0.04142035, 0.08435333, 0.016879117, -0.13277175, 0.5071568, -0.00452118, -0.075084746, 0.02599955, 0.03993921, -0.0077187354) * go_4(0.0, 1.0); + result += mat4(-0.08865702, -0.036773548, 0.09770667, -0.059214808, 0.092925295, 0.024745809, 0.18103407, 0.010096519, 0.12563165, 0.21068119, 0.39060932, 0.052776936, -0.007520789, 0.073785275, 0.15345341, -0.040818583) * go_4(1.0, -1.0); + result += mat4(-0.01307178, -0.2883416, 0.06089409, -0.025703222, -0.0153167285, -0.13499002, 0.19134292, 0.017535282, 0.4228713, 0.42407927, 0.49823955, -0.014714462, 0.07038049, -0.16592962, 0.20797624, -0.067286916) * go_4(1.0, 0.0); + result += mat4(-0.10721055, 0.12606484, 0.058121577, -0.0076352274, 0.20147532, 0.023864318, 0.035990067, 0.019970879, -0.09824868, 0.21742553, 0.23160207, -0.01923935, -0.051066495, 0.07820049, 0.25739282, 0.01963692) * go_4(1.0, 1.0); + result += mat4(-0.11948619, 0.2351847, -0.043393455, 0.030519446, 0.4539114, 0.1742429, -0.0774874, -0.080372855, 0.08532228, 0.2565506, -0.047552552, 0.06568883, -0.0336801, 0.014859413, -0.01480705, 0.000907035) * go_5(-1.0, -1.0); + result += mat4(0.13286628, 0.18621215, -0.023270091, 0.0070656347, -0.15205616, 0.1755209, 0.058746208, -0.11478106, 0.028688533, 0.018236568, -0.029914241, -0.01234524, 0.027454674, -0.08994973, -0.023616008, 0.10552348) * go_5(-1.0, 0.0); + result += mat4(-0.061776865, 0.37519607, -0.0055178492, 0.0034296983, 0.18715686, 0.5121114, 0.097835, 0.03487622, 0.0467928, 0.054646105, -0.005521889, 0.005822461, -0.043956164, 0.03566145, -0.074804395, -0.0035681466) * go_5(-1.0, 1.0); + result += mat4(0.030094853, -0.19132867, -0.12022806, 0.008678997, 0.14250284, -0.39671174, -0.02558346, 0.049037408, 0.030368956, 0.032775097, -0.0700175, -0.043425113, -0.011832092, 0.1385766, 0.049986932, 0.048339713) * go_5(0.0, -1.0); + result += mat4(-0.04173207, -0.32059047, -0.3176571, -0.059780464, -0.149838, -0.09253593, 0.017474804, -0.02850501, -0.002491147, -0.4902331, -0.41391358, -0.019036679, 0.12910078, 0.011391104, 0.15281096, 0.035302237) * go_5(0.0, 0.0); + result += mat4(-0.051985674, -0.28821957, 0.041421372, -0.026321337, -0.11232292, -0.0076721082, -0.017660424, -0.053183485, 0.011399399, -0.21104087, -0.08247351, 0.012001115, 0.13353747, -0.018404294, -0.013070655, 0.021725055) * go_5(0.0, 1.0); + result += mat4(-0.10819058, 0.01522892, -0.11809611, -0.005361581, 0.016413989, -0.17791939, -0.07641427, -0.0075271325, -0.04744145, 0.14214009, 0.06238958, 0.030852603, -0.045064628, -0.10203394, 0.022396715, -0.0067329407) * go_5(1.0, -1.0); + result += mat4(-0.19808967, -0.104994975, 0.015773673, -0.022771256, 0.026054395, -0.052030962, 0.00745939, 0.04304712, -0.10831072, -0.16059683, -0.04864209, 0.037260182, 0.041406773, -0.11586577, 0.043287378, 0.027181271) * go_5(1.0, 0.0); + result += mat4(-0.1844484, 0.08464415, 0.10791806, 0.013830704, 0.03208257, 0.26110005, -0.03262007, 0.091473244, 0.13977927, 0.032529682, -0.021369038, 0.053745314, 8.765892e-05, 0.010181694, -0.046350393, -0.0064968574) * go_5(1.0, 1.0); + result += mat4(0.16242024, 0.0029229107, -0.03808197, 0.11881662, -0.008760509, -0.09074291, -0.15157613, -0.19312446, 0.098781265, -0.06404453, 0.17561193, -0.011888404, 0.012034257, -0.095228486, -0.17663169, -0.14239185) * go_6(-1.0, -1.0); + result += mat4(0.10714533, -0.091631204, 0.10210571, -0.024006354, -0.20195729, -0.028262442, 0.0057075145, 0.08570983, -0.1349579, 0.16353582, 0.06258812, -0.055206373, 0.027616054, 0.16366649, 0.15170477, 0.100432895) * go_6(-1.0, 0.0); + result += mat4(-0.005640863, 0.01953208, -0.05362749, 0.03737554, 0.10574648, 0.04949733, 0.011875781, -0.027762452, 0.11309614, -0.037482325, -0.037490267, 0.05672542, -0.03851815, -0.040241454, -0.014456474, -0.015964273) * go_6(-1.0, 1.0); + result += mat4(-0.05119488, -0.05249867, 0.08751497, -0.15210281, 0.06936269, 0.060947813, 0.15130071, 0.0061567873, 0.089312874, -0.08143958, 0.006515938, -0.062999725, 0.14026858, 0.14795284, 0.28729984, 0.078133605) * go_6(0.0, -1.0); + result += mat4(-0.009654871, -0.21643133, 0.06265242, 0.01572518, -0.1400239, 0.08764587, -0.013960639, 0.11240323, -0.06609911, 0.17936565, -0.099240325, 0.03606391, -0.08663271, 0.21256153, 0.076862626, -0.06660453) * go_6(0.0, 0.0); + result += mat4(-0.0032671946, 0.0434528, 0.12943126, 0.032995254, -0.026195439, 0.22761142, -0.08781017, -0.027369386, -0.23265982, -0.16121218, -0.05160874, -0.01102774, 0.18765874, 0.10036096, 0.13562876, -0.115016125) * go_6(0.0, 1.0); + result += mat4(-0.014280088, -0.036902506, -0.06825763, 0.081764676, 0.030115271, -0.023108382, 0.06727549, 0.00067218125, 0.017059056, -0.03265097, 0.15135893, -0.039459277, -0.04266232, 0.1111974, -0.020078076, 0.006387551) * go_6(1.0, -1.0); + result += mat4(-0.04688186, -0.09174231, -0.05381622, 0.024881862, 0.036378797, 0.12511472, -0.12020627, 0.011695685, -0.033788696, -0.048612628, -0.096676245, -0.09272234, -0.0752053, 0.17060183, -0.056995165, 0.0037499536) * go_6(1.0, 0.0); + result += mat4(0.06944483, -0.0036858325, -0.014824583, 0.022016088, -0.13040295, -0.17123172, 0.042282093, 0.025151532, 0.09733767, 0.02184708, 0.12792501, 0.008477331, -0.033732317, -0.09257224, -0.087834194, -0.04676004) * go_6(1.0, 1.0); + result += mat4(-0.06177712, 0.09466163, 0.041752685, 0.0796498, -0.08357602, -0.21963142, -0.05910052, 0.1355151, -0.020803489, -0.026252296, -0.07097114, 0.09607317, 0.078275844, 0.04250756, -0.047696978, -0.066009335) * go_7(-1.0, -1.0); + result += mat4(-0.32883903, -0.18983904, -0.011129119, -0.061288845, 0.20026195, 0.008631433, -0.06246731, -0.013857852, 0.005461851, 0.19473334, -0.018032562, -0.004270683, -0.03182703, -0.041694432, 0.046114028, -0.08224892) * go_7(-1.0, 0.0); + result += mat4(-0.18344544, -0.22068006, -3.779529e-05, -0.042374518, -0.010999355, -0.1526405, -0.08975188, -0.07842255, 0.0702596, 0.0027714027, 0.03802376, -0.015517716, 0.009005106, 0.06702078, 0.048812397, -0.018014267) * go_7(-1.0, 1.0); + result += mat4(-0.16322157, -0.12375638, -0.14597934, -0.10065044, -0.0034380173, 0.0688033, -0.13725469, 0.1336164, -0.028104529, -0.096491896, -0.29770237, 0.010468916, 0.003322942, -0.012829131, 0.055854827, -0.03990536) * go_7(0.0, -1.0); + result += mat4(-0.13249227, 0.078412525, 0.001221111, 0.039858975, 0.15937175, -0.02095173, -0.22108203, 0.09235874, -0.22747709, 0.2172244, -0.08376862, -0.047431935, -0.093568005, 0.06131771, -0.015086977, -0.056581) * go_7(0.0, 0.0); + result += mat4(-0.19138841, 0.08926175, -0.093786284, 0.057811834, -0.14395343, 0.064682476, -0.008969366, 0.0674351, 0.17032358, 0.12163412, 0.05056086, 0.058084372, -0.13832766, -0.11045532, -0.042922694, -0.030604472) * go_7(0.0, 1.0); + result += mat4(0.055630907, 0.16944349, -0.13912451, 0.033242557, 0.12217042, -0.21623628, 0.08676071, 0.06943562, 0.0558185, -0.023673354, -0.17777173, 0.004594415, 0.0135196885, -0.029225778, 0.030058527, -0.009726104) * go_7(1.0, -1.0); + result += mat4(0.01702246, 0.16437621, -0.018122733, 0.024081163, 0.016095428, -0.41127196, -0.017206954, 0.09858238, -0.15810199, -0.14963378, -0.3974077, -0.03380379, -0.045687225, -0.032821044, -0.094495125, -0.014884245) * go_7(1.0, 0.0); + result += mat4(0.049720503, -0.09237875, -0.04686381, 0.019112429, 0.14990957, -0.2563238, 0.06650471, 0.027189046, 0.065547526, 0.061466973, 0.038220834, -4.9633014e-05, -0.037983235, -0.0315463, -0.08640253, 0.023909623) * go_7(1.0, 1.0); + result += vec4(-0.0053955545, 0.20755386, 0.060728047, -0.11934225); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.011262504, 0.031819463, -0.06957062, -0.043127634, 0.00583867, 0.09169646, -0.045924503, -0.03033917, 0.04295624, -0.0008524074, -0.10314193, 0.017878639, -0.026550706, -0.057304744, -0.093816355, 0.084548905) * go_0(-1.0, -1.0); + result += mat4(0.14785792, 0.27953532, 0.013030618, 0.088695146, 0.108306505, 0.09207513, 0.111750156, -0.053279888, -0.091059364, -0.06638048, 0.027781408, -0.16337578, 0.056285474, 0.11172556, 0.030077877, -0.017893653) * go_0(-1.0, 0.0); + result += mat4(0.17618006, -0.4502103, 0.07598669, -0.0009732414, 0.050383665, 0.17085455, -0.0031775923, 0.064862505, 0.11707715, 0.3526508, -0.01904134, -0.012807272, -0.116546296, -0.060822245, -0.1311729, 0.07212336) * go_0(-1.0, 1.0); + result += mat4(0.087797835, -0.06613155, 0.1483391, 0.013323468, -0.11146307, -0.015671762, -0.040200327, -0.10357134, 0.019073516, -0.06472526, 0.10602498, 0.1770319, -0.08521562, 0.12664832, 0.08947633, -0.05493576) * go_0(0.0, -1.0); + result += mat4(0.33827654, 0.28221247, -0.18990488, 0.026941316, 0.1488764, -0.2931259, -0.076329395, -0.015431582, -0.099263206, 0.19168049, -0.026642313, 0.13576517, 0.038345568, 0.28094527, 0.009882045, -0.11360381) * go_0(0.0, 0.0); + result += mat4(0.05157035, -0.07949976, -0.11442825, -0.10846249, 0.0041128546, -0.086069524, -0.08534606, 0.030012999, -0.02440029, 0.0032833228, 0.080156125, -0.09495428, -0.014791535, -0.3719053, -0.09000905, 0.0037281278) * go_0(0.0, 1.0); + result += mat4(0.06803247, 0.07046111, 0.025906414, 0.04482326, -0.029433155, -0.053168926, 0.11433928, 0.09067554, 0.08303741, -0.17981903, -0.119454004, 0.18209296, -0.03772345, 0.025304617, -0.078271955, -0.091292545) * go_0(1.0, -1.0); + result += mat4(0.22007126, -0.40249357, 0.09878526, 0.043460052, -0.037937324, 0.2775198, 0.08673017, -0.075257935, 0.14146972, -0.049743168, -0.09132197, 0.072746076, 0.029836698, -0.0047054323, 0.041883502, -0.0780989) * go_0(1.0, 0.0); + result += mat4(0.054638218, 0.31379706, -0.015786655, -0.026390918, -0.11370519, -0.085995756, 0.08572533, -0.066644676, -0.052945357, -0.027882649, -0.030349009, -0.00074756425, -0.0034215925, 0.16293995, 0.0043956763, -0.013435695) * go_0(1.0, 1.0); + result += mat4(0.004479172, 0.15894544, 0.014565352, -0.022123177, 0.036710665, 0.027838772, -0.03341635, -0.02814826, -0.0891137, -0.051923018, -0.058425512, 0.057913873, -0.058511104, 0.04785274, 0.047574837, 0.095560044) * go_1(-1.0, -1.0); + result += mat4(0.026339598, -0.21249251, 0.09641629, -0.1050302, -0.11599119, 0.16732395, -0.07735261, 0.10095655, -0.046776835, -0.1985677, -0.100405715, -0.0049418057, 0.08661461, 0.030991163, 0.058080763, -0.033386886) * go_1(-1.0, 0.0); + result += mat4(0.06275464, 0.12353212, 0.011660699, -0.0048974585, 0.03182892, -0.11731411, 0.058963027, 0.00076737226, -0.014992623, -0.075640306, 0.021105729, 0.054476924, 0.010348032, 0.018136699, -0.015781997, 0.011437102) * go_1(-1.0, 1.0); + result += mat4(0.13556376, -0.061953824, 0.05551936, 0.116930924, 0.06720336, 0.37149063, -0.020317249, 0.10018995, 0.03449863, 0.00254038, -0.12589492, -0.116539575, 0.02914628, -0.1132907, 0.059977263, -0.01013219) * go_1(0.0, -1.0); + result += mat4(-0.17061242, -0.11773073, -0.07108274, 0.0034582969, 0.037274398, -0.38318223, 0.10591709, 0.25803554, -0.07071293, 0.17214958, 0.34243912, -0.20444241, 0.16736552, 0.14189146, -0.15058914, 0.028070828) * go_1(0.0, 0.0); + result += mat4(-0.014832051, 0.38498318, 0.07763121, 0.0076594464, 0.1140444, 0.23477876, -0.06551489, 0.082364485, -0.072711125, -0.26173973, 0.10116861, 0.025223283, 0.0071469937, -0.08337561, -0.029252755, -0.040330622) * go_1(0.0, 1.0); + result += mat4(0.065506235, -0.04470719, 0.09613445, 0.11135494, -0.038838383, -0.13319598, -0.030709865, -0.11286597, 0.02777684, 0.14582784, 0.10601686, 0.032446314, -0.101155646, 0.01797949, -0.060460012, -0.17628726) * go_1(1.0, -1.0); + result += mat4(-0.013238295, 0.23827216, -0.052030362, 0.056838796, 0.11169307, -0.0019896782, 0.04225852, -0.05080408, 0.041208353, -0.018402472, 0.0045357095, 0.14560573, -0.07002417, -0.14796354, 0.007762815, -0.10192629) * go_1(1.0, 0.0); + result += mat4(-0.041997515, -0.35881934, -0.021417812, 0.08649882, 0.09397181, -0.13445188, 0.06475497, -0.010673045, 0.12269194, 0.18738186, -0.042150542, 0.1256423, -0.008410485, 0.09158409, 0.041347865, -0.0074583124) * go_1(1.0, 1.0); + result += mat4(-0.062870465, -0.059856553, 0.091585, 0.092011355, 0.020937715, 0.010538825, 0.06692169, 0.0006046978, 0.1952068, 0.031263877, -0.106957935, 0.14423949, -0.014842083, -0.043564916, -0.019768178, 0.034922168) * go_2(-1.0, -1.0); + result += mat4(-0.117032535, 0.18058799, 0.007915372, 0.020678058, 0.14933655, -0.051320497, -0.023838546, 0.06867943, -0.3355837, 0.0042644492, -0.12227475, -0.04008191, 0.024019344, -0.040317632, 0.025777748, 0.24088405) * go_2(-1.0, 0.0); + result += mat4(-0.00010084207, -0.1289124, 0.031990424, -0.079577096, -0.0053844554, -0.02361255, 0.07049022, 0.039858952, -0.07922686, -0.06185779, -0.03044959, 0.079977244, -0.0893825, -0.106873706, 0.0044374927, -0.028308846) * go_2(-1.0, 1.0); + result += mat4(-0.08895584, -0.042846404, -0.013092824, -0.13957329, -0.10497291, 0.10893366, -0.16962886, -0.002034427, -0.037901185, 0.064590566, 0.058201604, 0.14310947, 0.08995774, -0.05294167, 0.1631053, -0.012728631) * go_2(0.0, -1.0); + result += mat4(-0.07719386, 0.046034593, 0.04633185, 0.11177461, 0.012042811, 0.13169785, -0.11322429, 0.10102152, -0.23842178, 0.13413563, 0.07785035, -0.083747946, 0.10070529, -0.0900075, -0.17456235, -0.38653556) * go_2(0.0, 0.0); + result += mat4(-0.12692979, -0.047207076, 0.003124948, 0.0031179655, 0.028505344, -0.16842307, 0.018322583, -0.03406163, 0.04017119, -0.1724708, 0.039637722, 0.14817074, -0.015262273, 0.4343052, -0.028746288, -0.06529248) * go_2(0.0, 1.0); + result += mat4(-0.124842934, 0.13421857, -0.02313364, -0.11312006, -0.03259939, 0.06062406, -0.007419522, -0.04876289, -0.10012543, -0.25548926, -0.030651081, 0.034160238, -0.14513661, 0.036888786, 0.17565195, 0.11805049) * go_2(1.0, -1.0); + result += mat4(0.19049145, -0.039175794, 0.018565621, 0.1548963, -0.051579755, 0.031628616, 0.0051352894, 0.11517133, -0.01610091, 0.051337674, -0.026527107, -0.019971197, 0.12971555, 0.07533016, -0.3041597, -0.06759981) * go_2(1.0, 0.0); + result += mat4(0.12584706, -0.10033112, 0.035238206, 0.09898554, 0.050027825, 0.07308421, -0.01463469, -0.00082939945, -0.047252785, 0.08552882, 0.0019422411, -0.024661394, 0.11734384, -0.26585263, 0.07397762, 0.20346671) * go_2(1.0, 1.0); + result += mat4(0.107849255, -0.11532747, 0.05027606, 0.10103512, 0.064907365, 0.010803471, 0.028275143, 0.14567783, -0.07167514, 0.08434946, 0.07393991, 0.0254499, 0.04305806, 0.04086671, 0.053802863, -0.06721381) * go_3(-1.0, -1.0); + result += mat4(0.09881202, -0.06978072, 0.04603433, 0.01741673, -0.15704031, -0.1793963, -0.038271505, -0.10161381, 0.04542897, 0.07914688, 0.046205457, 0.08958046, -0.0061665005, -0.03463733, 0.029120842, 0.043564152) * go_3(-1.0, 0.0); + result += mat4(-0.012550157, 0.17462914, 0.06898175, -0.07152383, -0.03304833, -0.08832667, -0.016064065, -0.23278883, -0.13197964, -0.08672381, -0.05409716, -0.065082744, 0.06888385, 0.036308136, 0.11151006, -0.06965145) * go_3(-1.0, 1.0); + result += mat4(0.10415191, 0.17370042, -0.077190965, -0.008505009, 0.071427636, 0.021012051, 0.29375538, 0.20707655, 0.08539143, -0.21792713, -0.069910124, -0.13272718, 0.078085855, 0.020925732, -0.09766308, -0.014647463) * go_3(0.0, -1.0); + result += mat4(-0.1540831, -0.20195347, 0.12906608, -0.18597993, 0.02752237, 0.3436961, 0.12848559, 0.23174804, 0.09912136, 0.2955073, -0.0119524235, 0.07499343, -0.056999985, -0.13919996, -0.0442433, 0.09012822) * go_3(0.0, 0.0); + result += mat4(0.03846984, -0.016049843, -0.04194403, 0.016142704, -0.14151782, -0.06796431, 0.004672686, -0.20027739, -0.100223176, -0.08138453, -0.09202174, 0.12008146, -0.009262179, 0.303418, 0.040116344, 0.032100268) * go_3(0.0, 1.0); + result += mat4(-0.02313964, -0.24428035, 0.038113195, -0.0045478963, -0.12524363, 0.0911982, -0.091526926, -0.10919195, -0.044670045, 0.08331864, 0.12612547, -0.103683256, -0.003986556, -0.034693778, 0.03215815, 0.06168313) * go_3(1.0, -1.0); + result += mat4(-0.024951402, 0.36099398, -0.08449376, -0.07497921, 0.09019578, -0.34781474, -0.038260702, 0.04863762, 0.017253455, -0.019677663, 0.12687095, 0.00063366926, 0.011710997, -0.10072319, -0.03315336, 0.07632106) * go_3(1.0, 0.0); + result += mat4(0.07059056, -0.12018756, -0.09131319, -0.013561132, 0.24165273, 0.22274019, -0.017931685, 0.010056685, 0.12344425, 0.12156007, -0.026813593, 0.004195277, 0.04681439, -0.076013386, -0.031047279, 0.028654084) * go_3(1.0, 1.0); + result += mat4(-0.07966141, -0.07519266, 0.08071786, -0.07381566, 0.016123658, -0.05854732, 0.037251532, 0.025495501, 0.105325036, -0.09021125, -0.0065127593, 0.20154859, -0.24500966, 0.16068383, -0.045858987, -0.013114567) * go_4(-1.0, -1.0); + result += mat4(-0.11490749, 0.2778325, -0.09342925, -0.059463568, 0.038029168, 0.010677079, 0.004088794, -0.0524926, 0.14234811, 0.26121226, 0.080162, 0.19559322, 0.19100796, 0.120853685, 0.14027278, -0.07141763) * go_4(-1.0, 0.0); + result += mat4(-0.07725682, -0.028726127, -0.011004939, -0.016452273, -0.004484741, 0.11287478, -0.090253375, -0.00962195, 0.067813195, 0.00653987, 0.11110691, 0.02533638, 0.047734473, 0.630844, -0.12703009, 0.0815481) * go_4(-1.0, 1.0); + result += mat4(-0.063518584, -0.068115965, 0.06567312, 0.005423953, -0.035477355, -0.36495018, 0.034740042, 0.10112081, -0.106252685, -0.27082387, 0.29244247, 0.12543291, -0.35771617, -0.106733896, 0.09776179, -0.041923277) * go_4(0.0, -1.0); + result += mat4(0.1582593, -0.19066747, 0.12785429, -0.06028763, 0.07165759, 0.29100847, -0.066886865, -0.026840167, 0.0149742095, 0.046114814, -0.16078624, -0.06096696, -0.15888374, 0.29948848, 0.011921788, -0.14737292) * go_4(0.0, 0.0); + result += mat4(0.023203196, -0.012949222, -0.10660274, -0.019064514, -0.01604895, -0.11042657, 0.014043448, -0.007858082, 0.034866568, 0.28908056, 0.044833034, -0.055372775, 0.05015458, 0.45589668, -0.059942003, -0.24177484) * go_4(0.0, 1.0); + result += mat4(-0.010991107, 0.081413716, -0.022647902, 0.035956774, -0.01045697, -0.06317254, -0.048409183, 0.014224823, -0.041370537, -0.03167499, -0.08533798, -0.0033347958, -0.045379575, -0.1464327, 0.11794289, 0.12731233) * go_4(1.0, -1.0); + result += mat4(-0.042375486, -0.26550424, -0.020939078, 0.048613142, -0.0064663864, -0.3438306, 0.01354813, 0.01667072, -0.078636885, -0.15991145, 0.07323537, 0.041297473, -0.088465534, -0.333333, -0.05659556, -0.2753555) * go_4(1.0, 0.0); + result += mat4(-0.007157959, 0.16018897, 0.026304452, -0.04799124, -0.009590161, -0.05249338, -0.009172379, 0.0054461583, -0.05708218, -0.19263835, 0.11795639, -0.02212647, 0.056535985, -0.06511114, -0.013391156, -0.13783967) * go_4(1.0, 1.0); + result += mat4(-0.05439675, -0.006444465, -0.009317183, -0.07307444, -0.00030038637, 0.18579505, -0.051370375, 0.059529413, -0.27623934, -0.013988184, -0.0048374305, -0.15984012, 0.039892353, -0.018393246, -0.046821754, 0.023543872) * go_5(-1.0, -1.0); + result += mat4(0.13751456, -0.06096664, -0.025098158, 0.06613064, -0.08354669, -0.07604228, 0.008098726, 0.018510602, 0.14101581, 0.22782752, -0.0028741485, 0.041945882, -0.0810864, -0.020587375, -0.085017934, -0.025102144) * go_5(-1.0, 0.0); + result += mat4(0.047001034, 0.15929686, -0.017429994, 0.11485433, 0.008108619, -0.039101716, -0.01298734, -0.04309558, 0.063283674, -0.006479532, 0.041943613, 0.020806335, 0.1637154, 0.08164767, -0.022789355, 0.23034051) * go_5(-1.0, 1.0); + result += mat4(0.04580322, 0.035329618, -0.045944862, -0.11552284, 0.080185264, -0.054166514, 0.050542697, -0.026156206, -0.083026126, 0.07445656, 0.020240687, -0.095825456, -0.05638868, 0.061477177, -0.0053955787, -0.03098832) * go_5(0.0, -1.0); + result += mat4(0.0488631, 0.0048201405, -0.17982271, -0.19360444, 0.04280375, -0.06298201, 0.18850167, -0.1875722, -0.021133788, -0.4440641, -0.08967545, -0.020436049, -0.07340717, 0.15360972, 0.30010164, 0.13870142) * go_5(0.0, 0.0); + result += mat4(0.06518589, 0.05225434, 0.035718046, 0.09953873, -0.018187355, 0.2680586, -0.011366758, 0.16459163, -0.17236687, 0.271017, -0.044547327, -0.12611923, -0.17699997, -0.14207041, 0.029943895, -0.32613477) * go_5(0.0, 1.0); + result += mat4(-0.043032415, -0.112493455, -0.0017059229, 0.030980088, -0.034748103, -0.034630474, -0.00086845557, -0.07122569, 0.0859297, 0.048253577, 0.1304124, -0.0067533916, 0.15792038, -0.051970366, -0.02041555, -0.022408634) * go_5(1.0, -1.0); + result += mat4(-0.16435696, 0.1454917, -0.02320267, -0.07823869, 0.03715387, 0.001277761, 0.09719438, 0.015275015, -0.11739434, 0.06375923, 0.10178472, 0.0694389, 0.04614792, -0.38499647, 0.27365905, -0.20401697) * go_5(1.0, 0.0); + result += mat4(-0.09289143, -0.059769634, -0.014427403, 0.07280103, 0.04857605, 0.04126391, 0.007707449, 0.016183812, -0.080374636, -0.24951005, 0.051764973, 0.01020587, -0.2992075, 0.04918275, 0.2093324, 0.14188328) * go_5(1.0, 1.0); + result += vec4(-0.034787357, -0.010484513, -0.13672084, 0.021112612); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09358625, 0.04006633, 0.08724545, 0.08691784, -0.14107502, -0.0007997976, 0.17306888, 0.038711257, 0.0985122, -0.0014992851, -0.17487743, -0.10194699, 0.11023988, -0.06968423, 0.01662707, 0.21470292) * go_0(-1.0, -1.0); + result += mat4(0.031636875, 0.13806665, -0.0814631, 0.07943226, 0.0119793005, 0.04941359, 0.074861325, -0.16535385, -0.11496889, 0.13269342, -0.109500505, -0.05149521, -0.046225246, 0.12686665, 0.17126462, 0.009109644) * go_0(-1.0, 0.0); + result += mat4(-0.03334245, -0.123216815, -0.1330235, -0.12154138, -0.059628066, 0.10496938, -0.0038054981, 0.1457567, -0.019918114, -0.0020958772, 0.04247789, -0.0062168534, 0.0026362725, 0.021436866, -0.11040905, 0.108333305) * go_0(-1.0, 1.0); + result += mat4(0.0042455117, -0.14640199, -0.06118977, 0.16638735, -0.030705301, -0.0113191, 0.03248879, -0.044538334, -0.0102377115, -0.01707356, -0.13409424, 0.07820454, 0.0050400933, -0.051095866, 0.115574144, 0.1082736) * go_0(0.0, -1.0); + result += mat4(0.059850972, 0.12553261, 0.23358655, 0.011808153, 0.3940932, -0.10867016, -0.23658483, -0.08347661, 0.18414836, 0.13377388, -0.14889582, -0.0067077233, 0.04137153, 0.07864369, -0.2230585, 0.20400442) * go_0(0.0, 0.0); + result += mat4(-0.14122446, -0.05491896, 0.23194087, -0.04420126, 0.003479982, -0.0025467714, 0.07257286, 0.064608194, 0.003435564, 0.028599951, 0.034278907, 0.020127177, -0.05769672, -0.053810723, 0.021130094, -0.10632285) * go_0(0.0, 1.0); + result += mat4(-0.06342671, -0.02102852, -0.057624057, -0.04255905, -0.027436286, -0.004304728, -0.068475425, 0.084754616, -0.013654013, 0.040915813, 0.03803916, -0.013154927, 0.035633024, 0.03539127, 0.011308919, -0.07959703) * go_0(1.0, -1.0); + result += mat4(-0.082511365, -0.062265713, 0.12336093, 0.050000474, -0.012206841, -0.11110678, 0.23245499, 0.08442603, 0.03861097, 0.04962608, 0.2711461, 0.061978027, 0.02267645, -0.024108166, 0.050957117, -0.09069499) * go_0(1.0, 0.0); + result += mat4(-0.036008272, 0.077173404, 0.007906516, -0.07967038, -0.03769282, 0.0647222, -0.048025336, -0.24466506, -0.10772676, -0.045048002, 0.11905392, 0.09015004, 0.018585265, 0.0492868, -0.12064848, -0.12835266) * go_0(1.0, 1.0); + result += mat4(0.03722991, 0.05483932, 0.005279874, -0.036382344, 0.07366523, 0.080671124, -0.022853829, 0.17026854, -0.025622483, 0.02234575, 0.047529936, 0.08349223, -0.0811592, -0.06856246, 0.095451735, 0.04447287) * go_1(-1.0, -1.0); + result += mat4(-0.011579923, -0.07021126, -0.18775284, 0.06256736, -0.07229184, 0.007508845, 0.009623485, -0.07026442, -0.017683864, -0.05394156, 0.009937637, -0.06132005, 0.08447428, -0.035887707, 0.05672016, -0.023255082) * go_1(-1.0, 0.0); + result += mat4(-0.24283841, 0.049064692, 0.19258617, -0.09556112, -0.043943178, -0.026093625, -0.0037277476, -0.08488672, -0.05969904, 0.014202227, 0.07155138, -0.006620953, 0.12378093, 0.023470948, -0.15103869, 0.04221627) * go_1(-1.0, 1.0); + result += mat4(0.0008730981, -0.07160066, -0.076891124, 0.13791084, -0.13737433, -0.010282979, 0.078346394, 0.09242266, 0.076963596, 0.05978104, -0.05467655, 0.086442284, 0.044609588, -0.016739035, 0.021820836, -0.2011709) * go_1(0.0, -1.0); + result += mat4(-0.20905402, -0.08102045, -0.29869592, -0.047263417, -0.17030494, 0.13713762, 0.1867857, 0.0476295, -0.09349327, 0.19339523, 0.022656808, -0.0009851357, -0.2303008, -0.06444237, -0.019168362, 0.2020858) * go_1(0.0, 0.0); + result += mat4(-0.024434976, 0.10944717, 0.055678647, 0.10161796, -0.049396966, 0.0052144537, -0.16087285, -0.015105596, -0.086011946, 0.022698695, 0.15757102, -0.14491843, 0.037698947, -0.047221012, -0.030243723, 0.13107443) * go_1(0.0, 1.0); + result += mat4(-0.086016916, 0.04024993, 0.04098034, 0.07725262, -0.06640869, -0.04112078, 0.021855356, -0.18622814, -0.058279853, -0.029800907, -0.15918955, 0.09680758, 0.054697946, 0.03253648, 0.08338082, -0.04502999) * go_1(1.0, -1.0); + result += mat4(0.01646839, -0.054888945, -0.26849058, -0.011435841, -0.057793204, -0.07927816, 0.025392462, -0.10175547, 0.029483873, -0.14580205, 0.0024861468, 0.07208289, 0.06519596, 0.03442096, 0.026397267, 0.020078517) * go_1(1.0, 0.0); + result += mat4(-0.08198775, -0.0814655, 0.05315498, 0.051077936, -0.030619444, 0.019064562, -0.13288063, -0.1472509, -0.048526105, -0.040171668, 0.12455891, -0.14622177, 0.011852844, 0.096620746, -0.18692164, -0.055299122) * go_1(1.0, 1.0); + result += mat4(0.058797743, 0.024229972, 0.034255873, 0.036447, 0.00075901265, 0.074688934, -0.042593017, 0.00060293835, 0.032229654, -0.052531853, -0.07462269, 0.12802848, 0.007995166, -0.02878037, 0.06900506, 0.06908949) * go_2(-1.0, -1.0); + result += mat4(-0.10522075, 0.048956644, 0.05420077, -0.016637634, 0.04412326, -0.09468539, 0.034226764, -0.018262677, -0.06783241, -0.040329143, 0.18946178, 0.13130969, 0.10075684, -0.07591921, -0.1623158, -0.025584042) * go_2(-1.0, 0.0); + result += mat4(-0.034107495, -0.016770529, -0.016136456, 0.02585942, 0.12677853, 0.01417575, 0.047958545, 0.12998682, 0.016893117, 0.010598557, 0.12055522, -0.047758352, -0.05235784, 0.005084147, 0.07550005, -0.16640854) * go_2(-1.0, 1.0); + result += mat4(-0.114226855, 0.06335544, -0.0881748, -0.2498259, 0.015568782, 0.012487128, 0.0046955296, 0.025751248, 0.04212843, 0.15120652, 0.15968561, 0.19253394, 0.087034084, -0.0423726, -0.051838346, -0.14310384) * go_2(0.0, -1.0); + result += mat4(-0.013026084, 0.06131241, -0.1675201, -0.12888479, -0.0014964524, -0.10069896, 0.02356384, 0.01806289, 0.19572161, -0.11961045, -0.24700944, -0.1844911, -0.26364744, 0.07644966, 0.2593859, 0.08114606) * go_2(0.0, 0.0); + result += mat4(0.068388715, -0.0046663, -0.020979358, 0.09952774, -0.11110095, -0.0774004, 0.012848098, -0.012930355, 0.08189461, 0.0054886085, 0.00053461257, -0.23077695, 0.050515562, -0.035863694, 0.07036627, -0.13812068) * go_2(0.0, 1.0); + result += mat4(0.09648746, -0.10755913, -0.08146234, 0.00811376, 0.004864761, -0.08113828, 0.04964263, 0.11690557, -0.014368101, -0.014423742, 0.03171528, 0.08982036, 0.10246555, -0.06881209, -0.29283836, 0.039537873) * go_2(1.0, -1.0); + result += mat4(-0.13718893, -0.009659399, 0.2992416, -0.0066323625, -0.071996465, 0.13524258, 0.023679543, 0.07826935, 0.075409144, 0.08589669, 0.061272033, -0.045499824, -0.03741875, 0.27842635, 0.13185109, -0.099911585) * go_2(1.0, 0.0); + result += mat4(-0.024441944, -0.03522318, 0.05140529, 0.0071282475, -0.10594544, -0.05181565, 0.25732583, -0.018825782, -0.0012439055, 0.019219896, 0.09946713, -0.0722263, -0.12645322, -9.644992e-05, 0.06875323, 0.21561073) * go_2(1.0, 1.0); + result += mat4(-0.022150004, 0.054419033, -0.083107114, -0.08959484, 0.08172815, -0.013834652, -0.15180096, -0.024615027, -0.07028262, -0.0007512729, 0.26976782, 0.18875809, -0.099938266, 0.05480333, 0.016040394, -0.17822164) * go_3(-1.0, -1.0); + result += mat4(-0.026931163, -0.052416157, 0.07639568, -0.05452748, 0.035625458, 0.004550296, -0.16772425, -0.00061168516, 0.15335664, 0.051302932, 0.04580133, 0.13039467, 0.023763021, -0.07687596, -0.05549799, -0.017360365) * go_3(-1.0, 0.0); + result += mat4(0.003008481, 0.10352107, 0.076348424, 0.040963676, -0.057719737, -0.08755317, 0.024834383, -0.23462833, -0.09101583, 0.086903796, -0.07216142, 0.090624414, 0.029025761, -0.033761367, 0.1366635, -0.10524101) * go_3(-1.0, 1.0); + result += mat4(-0.028344428, 0.22866614, 0.22265156, -0.050915148, -0.07759447, -0.1586285, -0.049925447, -0.05273905, -0.010746756, 0.019270241, 0.22497585, 0.013571467, 0.019270418, 0.052651558, -0.024736265, -0.14067775) * go_3(0.0, -1.0); + result += mat4(0.058332205, -0.0631195, -0.19648206, -0.039481703, -0.2998922, 0.18085144, 0.17090257, 0.27006564, -0.2703318, 0.06099154, 0.04560162, 0.118134916, -0.004565211, -0.08472733, 0.10459307, -0.16570608) * go_3(0.0, 0.0); + result += mat4(0.10358238, -0.061059173, -0.13393302, 0.015948834, -0.030868502, -0.04978585, -0.012687447, -0.2505655, 0.049323123, -0.00019374766, 0.028754372, 0.033648107, 0.07063697, -0.014583936, 0.1362805, 0.08024834) * go_3(0.0, 1.0); + result += mat4(-0.013942856, -0.08531508, 0.039745845, 0.10414194, 0.06313496, 0.02417523, 0.07144888, -0.13780569, 0.0024822098, -0.0005785404, -0.070522025, -0.010603217, -0.008350787, -0.08310923, -0.06434052, 0.05212829) * go_3(1.0, -1.0); + result += mat4(-0.033343147, 0.11818227, -0.101355605, -0.09815853, -0.0037257646, 0.093914956, 0.045073465, -0.21146262, -0.033502303, -0.033563633, -0.19179441, -0.064311236, 0.017742243, 0.008572989, -0.017310511, 0.09787876) * go_3(1.0, 0.0); + result += mat4(-0.0965179, -0.05104779, 0.21980357, 0.059457585, 0.05362383, -0.07189908, 0.21294238, 0.12593827, 0.08622481, 0.0061037396, -0.11099128, -0.075461335, -0.019220999, -0.08473234, 0.1896788, 0.1545825) * go_3(1.0, 1.0); + result += mat4(-0.067072935, -0.009035596, 0.039182313, 0.017011479, 0.036997713, -0.042869426, -0.0040173815, -0.031988475, -0.0069290483, 0.05294254, -0.0012220141, 0.09110227, -0.014827876, 0.19689846, 0.0022661786, -0.07005972) * go_4(-1.0, -1.0); + result += mat4(-0.057713088, 0.050435945, -8.427375e-05, -0.010549373, 0.03760227, 0.022647688, 0.02825286, 0.06377033, -0.0047159446, 0.11320346, -0.069414824, 0.059531983, -0.3299612, 0.2719073, -0.1501237, -0.2640464) * go_4(-1.0, 0.0); + result += mat4(-0.11150839, 0.050114244, -0.032236893, 0.0015038166, 0.027094943, -0.02502733, -0.043179303, 0.016036531, 0.09573851, 0.08618344, -0.107915044, 0.009664713, 0.014394529, 0.06955564, 0.16166097, 0.20743166) * go_4(-1.0, 1.0); + result += mat4(-0.044392925, -0.040684875, -0.23557815, -0.056034833, -0.028161626, 0.05496662, -0.053270698, -0.0734554, -0.111465365, 0.03420695, 0.109617576, 0.0010966054, -0.2844835, 0.26836982, 0.23121232, -0.10785496) * go_4(0.0, -1.0); + result += mat4(0.23357789, 0.00012668641, 0.107617445, 0.095301114, -0.02025481, 0.05065449, -0.024430674, -0.06981479, -0.013470061, -0.18655962, 0.0027839232, -0.12599237, 0.33548972, 0.30407274, -0.40126064, -0.32490435) * go_4(0.0, 0.0); + result += mat4(-0.122281134, -0.04318224, -0.052405555, 0.013284251, 0.13037762, -0.03950817, 0.11751856, 0.12586644, 0.04493563, 0.065146565, -0.08837088, 0.047829423, -0.06804128, 0.048373412, -0.15102965, 0.055268798) * go_4(0.0, 1.0); + result += mat4(0.030756064, 0.04952702, -0.13558283, 0.0072438875, 0.009556099, -0.010242232, -0.030279964, -0.02526838, 0.038414564, 0.048353594, 0.095979914, 0.021043506, -0.03390589, 0.21514107, 0.16822831, -0.03800557) * go_4(1.0, -1.0); + result += mat4(-0.077866204, -0.033634454, 0.037902627, 0.07902395, -0.028916273, -0.0226067, -0.024876777, -0.022323275, 0.023246247, 0.053687774, -0.07160366, 0.047302466, -0.16095349, 0.20279877, 0.4096563, -0.07618548) * go_4(1.0, 0.0); + result += mat4(-0.07142796, 0.06627731, -0.14174895, -0.07026203, 0.07220904, -0.040048495, -0.00987828, 0.08977276, 0.13406783, 0.01384705, -0.11771938, 0.12959056, 0.014253595, -0.06292875, 0.2582175, 0.40633658) * go_4(1.0, 1.0); + result += mat4(-0.16788402, 0.050656084, 0.19867243, -0.047497474, -0.041200183, -0.035055846, 0.07874877, 0.04519112, -0.06284356, 0.066545784, 0.12576821, -0.056989186, -0.017403305, 0.08785861, -0.041629825, -0.015809631) * go_5(-1.0, -1.0); + result += mat4(-0.049183913, 0.0074359034, -0.08632813, 0.005517822, 0.022378573, 0.008625282, -0.08956046, -0.022195501, 0.05653246, 0.059899297, -0.18981466, -0.088493966, -0.17928217, 0.09689291, 0.119702354, 0.02164232) * go_5(-1.0, 0.0); + result += mat4(0.14917888, 0.015048009, -0.005661549, 0.037006833, -0.044544507, -0.04312164, -0.00308949, -0.1262605, -0.05497811, 0.007944446, 0.08427898, 0.10117571, -0.04657141, 0.02150161, -0.06573186, 0.040465128) * go_5(-1.0, 1.0); + result += mat4(-0.13925308, -0.027741015, 0.154933, -0.21173707, 0.03086154, -0.09298073, 0.012140707, -0.0837475, -0.0389594, -0.13471437, -0.06527673, -0.09669443, -0.029916963, 0.098984316, 0.07964568, 0.12955827) * go_5(0.0, -1.0); + result += mat4(0.113585204, -0.1900433, 0.06495972, 0.2520296, 0.028009154, 0.11481251, -0.041522022, 0.12091007, 0.10473571, 0.050006554, 0.15297762, -0.008781097, 0.31699565, -0.017735595, -0.17169666, -0.2624132) * go_5(0.0, 0.0); + result += mat4(0.0887785, 0.028235141, 0.07372089, 0.04354993, 0.017250411, 0.06372916, 0.14129215, 0.02355555, 0.027448706, 0.044665307, 0.021888286, 0.19552916, 0.15212306, 0.04121492, 0.14111567, 0.17364514) * go_5(0.0, 1.0); + result += mat4(-0.053401828, 0.0036638333, -0.11299562, -0.018262852, -0.018146416, 0.036637712, -0.016478777, -0.1337408, -0.0517515, -0.04804134, 0.023531632, -0.043174334, -0.06509281, 0.04609587, 0.12353532, 0.07258964) * go_5(1.0, -1.0); + result += mat4(0.13987146, -0.004954282, -0.19968997, 0.10498915, 0.032130655, -0.06047886, 0.05529797, 0.1026575, 0.05790419, -0.02940328, -0.0059209364, 0.014009479, 0.03707385, -0.22969075, 0.014512211, -0.05710503) * go_5(1.0, 0.0); + result += mat4(-0.039069746, 0.062022384, -0.07215672, 0.06928623, 0.060027763, -0.0012453326, -0.10970553, -0.06261657, 0.1871706, -0.0018255943, -0.14889055, 0.023299964, -0.3351649, 0.37802795, -0.19070482, -0.060723614) * go_5(1.0, 1.0); + result += vec4(0.11029581, -0.13019782, -0.084883854, -0.08666392); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.2512713, 0.04446131, -0.13019001, -0.19825238, -0.13686082, 0.0009870777, -0.057273045, -0.18591711, -0.23278764, 0.18710285, -0.22846954, 0.053128306, -0.21377552, -0.031190397, 0.02671188, 0.27215254) * go_0(-1.0, -1.0); + result += mat4(-0.02850081, -0.25581798, -0.2916671, 0.25948995, -0.061595846, 0.021996778, 0.26533875, -0.1386817, -0.50907725, -0.107387096, -0.5450341, -0.024946108, -0.17377011, 0.16451572, 0.026229601, 0.4334658) * go_0(-1.0, 0.0); + result += mat4(-0.16645597, 0.04859862, -0.11956127, -0.10639128, -0.1512508, -0.16807108, -0.17695063, 0.18996993, 0.02294206, -0.10125812, -0.5181448, -0.38864586, 0.23754308, -0.08984774, -0.24180885, 0.3828395) * go_0(-1.0, 1.0); + result += mat4(0.06978632, -0.07391368, 0.16064985, 0.14387815, 0.13395701, 0.0072151893, -0.012425532, 0.17299308, 0.07081038, 0.36008126, -0.15714419, 0.07240115, 0.13636859, 0.1784294, 0.011940809, -0.52540964) * go_0(0.0, -1.0); + result += mat4(-0.09117334, 0.23012494, 0.28810725, -0.100390926, 0.06310453, 0.20847455, -0.10232593, -0.19567461, 0.36627305, -0.4853842, 0.08254439, 0.24376224, 0.056684412, 0.006989206, 0.022157473, -0.030653777) * go_0(0.0, 0.0); + result += mat4(-0.2663092, 0.00064693484, 0.029155029, 0.09757617, 0.1529268, 0.091259964, -0.10012239, -0.22128165, 0.13576204, 0.11918086, 0.19831064, 0.502025, 0.12156709, 0.24983601, 0.3127286, 0.75281775) * go_0(0.0, 1.0); + result += mat4(-0.17778896, 0.22676969, -0.015692642, -0.009996105, 0.028742755, -0.047916196, 0.25847134, 0.08189432, 0.36310482, -0.15971468, -0.67326957, -0.2647825, 0.21505079, -0.13693511, -0.25197342, -0.035831798) * go_0(1.0, -1.0); + result += mat4(-0.2606467, -0.04332907, -0.0081932675, -0.1871374, 0.011161732, 0.060496867, 0.1462103, 0.06257406, 0.3499117, 0.3138593, 0.76008654, -0.015321124, 0.111340284, -0.19518661, -0.07172604, -0.09686078) * go_0(1.0, 0.0); + result += mat4(0.06345513, -0.11955674, -0.10117546, 0.11214337, -0.032827023, -0.03233337, 0.0405524, -0.059570026, 0.43338406, 0.19762945, 0.7126324, 0.4188931, -0.101491705, -0.013107355, -0.12105306, -0.006423246) * go_0(1.0, 1.0); + result += mat4(-0.06646153, 0.008786217, -0.12322221, 0.038551513, 0.21105461, 0.029630456, -0.046948384, -0.08749188, 0.20109598, -0.32960144, 0.12458934, 0.065261096, 0.1736474, 0.08107202, 0.21897486, -0.07582082) * go_1(-1.0, -1.0); + result += mat4(-0.0956223, -0.16077499, -0.078044854, 0.010729564, -0.13726994, 0.028060393, 0.03612404, -0.34773487, -0.102635644, -0.15022214, 0.35442317, 0.1504626, 0.12941697, -0.0081511475, 0.47598404, 0.1603431) * go_1(-1.0, 0.0); + result += mat4(0.056824043, 0.06583582, 0.19184831, -0.2864132, 0.028662741, 0.11763177, -0.13771693, 0.00023768989, -0.103775464, -0.17286631, 0.0583067, -0.24930799, -0.003860889, 0.03102717, 0.27666515, 0.16049923) * go_1(-1.0, 1.0); + result += mat4(0.10747796, -0.11407924, 0.07512156, 0.16156466, -0.0761196, -0.4194308, 0.3467298, 0.051567934, -0.01650765, -0.3078, -0.0915916, -0.12230647, 0.28413123, 0.12150274, 0.32607988, 0.03547804) * go_1(0.0, -1.0); + result += mat4(-0.15339021, -0.32022968, -0.15313472, -0.21096179, 0.21755596, 0.5007671, -0.084493205, 0.24789453, -0.008148358, -0.37689698, 0.052389532, 0.1103459, 0.116709754, 0.057310186, -0.13453801, 0.31041884) * go_1(0.0, 0.0); + result += mat4(-0.27026525, 0.055883665, 0.21993993, 0.16815868, -0.16430366, 0.014845722, -0.04250501, -0.32818204, -0.06997226, -0.15058292, 0.15950048, -0.12349109, 0.027781306, 0.010121193, 0.21316971, 0.35488003) * go_1(0.0, 1.0); + result += mat4(-0.26226902, 0.12889884, 0.035255022, -0.25410843, 0.15391718, 0.15659589, 0.23515344, -0.12434832, -0.25579002, -0.30341643, -0.037506066, -0.15720633, 0.1376103, 0.18252009, 0.33176532, 0.027529534) * go_1(1.0, -1.0); + result += mat4(0.0037590207, 0.17911285, 0.06906637, 0.17953697, -0.09008308, -0.15015154, -0.43836382, 0.3525618, 0.05467472, -0.52823055, -0.23620026, 0.34462368, 0.39483768, 0.20073475, 0.3278273, 0.10098111) * go_1(1.0, 0.0); + result += mat4(0.10590756, 0.0948448, -0.14713965, 0.36263084, -0.20373668, -0.002442622, -0.17611219, -0.12712897, 0.047380507, -0.07845144, -0.21089159, -0.16667572, 0.19997585, 0.13592377, 0.33893886, 0.18317363) * go_1(1.0, 1.0); + result += mat4(0.2965214, -0.06210429, -0.14850818, 0.08950312, 0.16642696, -0.016716538, -0.072306536, 0.31038073, -0.07912652, -0.05515433, -0.04921583, 0.08185186, 0.18347357, 0.022154849, -0.0004953931, -0.03949225) * go_2(-1.0, -1.0); + result += mat4(-0.29195285, 0.24432418, -0.36798882, 0.17430644, 0.36771268, -0.06538093, -0.29294577, -0.06279913, -0.21313414, 0.09859833, -0.108558804, -0.029308762, 0.13946626, -0.017130189, -0.06855778, -0.25429824) * go_2(-1.0, 0.0); + result += mat4(-0.06389454, -0.064197145, -0.045878682, -0.07161815, 0.04137984, 0.16231675, 0.4002652, -0.19706374, -0.23648848, -0.12520109, -0.13031802, 0.16896103, -0.14413834, 0.08727873, 0.23887047, -0.10668098) * go_2(-1.0, 1.0); + result += mat4(0.049962725, 0.015332934, -0.32353997, 0.010178239, 0.14607702, -0.021713382, 0.30675814, -0.23125732, -0.12972106, -0.015958687, -0.12036701, -0.10332523, 0.004802664, -0.04311933, -0.18757673, 0.13215788) * go_2(0.0, -1.0); + result += mat4(-0.149493, -0.25933927, -0.16011974, 0.030059932, 0.17800556, -0.21459822, -0.2168605, 0.3184123, 0.10750539, 0.16187398, 0.32434842, 0.11596275, -0.13076428, 0.19637384, 0.22133437, 0.37495127) * go_2(0.0, 0.0); + result += mat4(0.054967344, 0.02872234, 0.03161886, 0.062141456, -0.19746579, -0.14291914, 7.4703865e-05, 0.15052183, 0.11602195, 0.0037601371, -0.02332411, -0.089222685, 0.23475187, -0.1604402, -0.38760346, -0.020806316) * go_2(0.0, 1.0); + result += mat4(-0.14585812, -0.14615667, -0.051447522, 0.15611356, 0.18497528, 0.081289835, 0.12661521, 0.005147319, -0.036558554, -0.053869057, -0.0039063287, -0.032759674, 0.09126186, 0.008506298, -0.034447696, -0.10733875) * go_2(1.0, -1.0); + result += mat4(0.054028746, -0.00937832, -0.15684044, -0.035560567, 0.11809561, 0.1014585, 0.03356128, 0.02016173, 0.09049222, -0.021339757, 0.07999249, 0.18014722, 0.016788004, 0.043118123, -0.18311624, -0.17827764) * go_2(1.0, 0.0); + result += mat4(-0.17769523, 0.11805558, 0.1659212, 0.041927963, 0.078464985, 0.07504244, 0.09389066, 0.050142735, 0.10748948, -0.102326766, -0.24754792, -0.122868046, -0.11781918, -0.014019157, 0.049353566, 0.058935367) * go_2(1.0, 1.0); + result += mat4(0.15844208, 0.04755972, 0.2995126, -0.21663505, -0.00011620265, -0.0920107, -0.022999357, -0.1296501, -0.15867265, -0.19909091, -0.19694586, -0.056097876, 0.07395912, 0.10025299, 0.25709102, -0.023848202) * go_3(-1.0, -1.0); + result += mat4(-0.11322553, -0.09600812, -0.14286031, 0.14715615, 0.1812981, -0.010719141, -0.06493227, -0.02056335, -0.036782123, -0.16428772, -0.0257993, -0.413957, 0.22038403, 0.12777176, 0.07709192, -0.062658824) * go_3(-1.0, 0.0); + result += mat4(-0.028069293, 0.06065116, -0.2580596, 0.1429641, -0.031438775, 0.15333374, 0.04029889, -0.2119529, 0.02965389, 0.011932767, 0.048941217, 0.052197248, 0.0069986824, 0.114639916, 0.23558734, 0.071952805) * go_3(-1.0, 1.0); + result += mat4(-0.06488308, 0.09402183, 0.2945335, -0.0075379927, 0.23234147, 0.16486216, 0.075063676, -0.13243993, -0.07322842, -0.03335224, 0.10056115, -0.03634638, -0.039835792, 0.07942052, 0.011616743, -0.032830272) * go_3(0.0, -1.0); + result += mat4(-0.07104258, -0.17667016, -0.21837749, -0.055763435, -0.6686622, -0.20883176, 0.2730452, 0.23990531, -0.029782413, -0.0098454505, -0.3267454, -0.13315259, 0.26045015, 0.06319506, 0.3368705, -0.057651937) * go_3(0.0, 0.0); + result += mat4(-0.1651042, -0.0065184776, -0.07931902, -0.3233216, -0.17614277, -0.014422923, 0.12026072, 0.19844185, -0.16411425, -0.10423013, -0.14174505, -0.042299822, -0.013956158, 0.043245506, 0.28541192, -0.024170961) * go_3(0.0, 1.0); + result += mat4(0.11822045, 0.13256907, 0.1145154, 0.20927152, 0.05685588, -0.13790809, -0.3190584, 0.1989516, 0.009066991, 0.2330579, 0.1995987, 0.11560573, -0.030923547, 0.087892644, 0.21597871, 0.03743619) * go_3(1.0, -1.0); + result += mat4(-0.4099685, -0.020438893, -0.082362354, -0.06452889, 0.37881377, 0.10635464, -0.06538328, -0.38973767, 0.51307523, 0.11719936, 0.38153416, -0.34511742, -0.048716113, -0.018229034, -0.03832133, -0.05830876) * go_3(1.0, 0.0); + result += mat4(-0.106022984, -0.014159266, -0.026645603, -0.038261224, 0.20721874, -0.040447287, 0.034983322, 0.14717588, -0.010929067, -0.16487508, -0.01462808, 0.10304265, -0.10781002, 0.023938116, 0.18254079, 0.004454827) * go_3(1.0, 1.0); + result += mat4(0.021212364, 0.02463952, 0.20319557, 0.006853534, 0.01923601, -0.03024551, 0.16040856, 0.030991258, -0.069986686, 0.062546656, -0.031001838, -0.041288298, -0.1010596, 0.06939378, 0.23429441, -0.09559115) * go_4(-1.0, -1.0); + result += mat4(0.06261205, -0.03705453, -0.18669654, -0.0181734, 0.11758142, 0.062471334, 0.19166726, 0.20650591, -0.15047501, 0.15895432, 0.049506746, 0.21445669, -0.103519544, 0.005469086, 0.0039006013, -0.27438062) * go_4(-1.0, 0.0); + result += mat4(-0.080068275, 0.087389246, 0.063547224, 0.07317146, 0.06493674, 0.08251285, 0.19219737, 0.14406256, 0.0050070896, 0.08467077, 0.30765936, 0.13362816, -0.19590043, -0.0025648642, -0.02054509, -0.123127185) * go_4(-1.0, 1.0); + result += mat4(0.035833023, -0.07591796, -0.07311685, -0.015659545, -0.1071422, -0.03163112, -0.15992196, -0.012923958, -0.2571729, -0.07938968, 0.0413156, -0.13006738, -0.15211388, 0.04415037, -0.05164996, 0.10922049) * go_4(0.0, -1.0); + result += mat4(-0.01729037, 0.15696312, 0.24416976, -0.14139475, -0.113730945, -0.03231372, -0.030602036, 0.13402711, -0.4753809, -0.08170512, -0.22863603, 0.014114137, 0.11541584, -0.11207372, -0.6808578, -0.18360177) * go_4(0.0, 0.0); + result += mat4(0.055491205, -0.12612139, -0.106761724, 0.012882862, 0.14926314, 0.091033846, 0.20083062, -0.0016588457, 0.20377177, -0.11680146, 0.10070291, 0.050298847, -0.06142294, -0.09137155, -0.0892819, -0.33678165) * go_4(0.0, 1.0); + result += mat4(0.10703002, 0.084578834, -0.12851705, 0.060689818, 0.09584378, 0.08541435, -0.19049749, -0.06647584, 0.067393035, -0.07042473, -0.44782272, 0.077020116, 0.023799181, 0.13890763, 0.30552545, -0.099860385) * go_4(1.0, -1.0); + result += mat4(-0.06843849, -0.06796385, -0.14991613, -0.10321344, 0.030656688, 0.01517565, -0.04451364, -0.14096247, 0.0616397, 0.104577266, 0.17183799, -0.33740512, -0.17921185, 0.13753828, 0.033225838, 0.033278663) * go_4(1.0, 0.0); + result += mat4(0.07333974, -0.035097934, -0.099412724, 0.028803498, 0.0073889066, 0.04448838, 0.10087784, -0.10349331, -0.1748929, -0.023355793, 0.12004346, 0.060392488, 0.21111041, 0.02820841, -0.01905034, -0.060936175) * go_4(1.0, 1.0); + result += mat4(0.1230735, -0.036640514, 0.14228842, 0.03674977, 0.18953583, 0.12063422, 0.278849, 0.011077689, -0.004723119, -0.085871086, -0.22208698, -0.05897798, -0.08820831, -0.055343833, -0.36630332, 0.061420467) * go_5(-1.0, -1.0); + result += mat4(-0.08617953, 0.029824207, 0.012999008, 0.14653832, 0.091754906, -0.18726993, 0.15466972, 0.07520414, -0.09422507, 0.06285359, -0.05190847, 0.040111717, 0.06347725, -0.12677085, -0.25064456, 0.037838973) * go_5(-1.0, 0.0); + result += mat4(0.024296625, 0.050277006, -0.0038943852, 0.22721657, 0.094200276, 0.13543595, -0.07011714, -0.0761234, 0.09904409, 0.040095594, 0.038246762, -0.088900656, -0.0994826, -0.07779853, -0.23548591, -0.011814277) * go_5(-1.0, 1.0); + result += mat4(-0.11484334, 0.058457036, -0.14017995, 0.004168719, 0.280425, -0.0608683, -0.041607536, 0.18203874, -0.09708175, 0.010571225, -0.09521854, 0.10316223, 0.22425781, 0.012244434, 0.22746642, -0.14701338) * go_5(0.0, -1.0); + result += mat4(-0.23617493, -0.17771423, -0.08029921, -0.17315923, -0.5219916, -0.20046392, -0.61504555, 0.097057335, -0.17237096, -0.12740523, -0.19614285, -0.0962008, 0.16025336, -0.061222732, 0.17753237, 0.17213206) * go_5(0.0, 0.0); + result += mat4(-0.106579974, 0.049742647, -0.05126049, 0.029903352, 0.26753578, -0.060165133, -0.056066565, 0.061395545, 0.21733779, 0.08878832, 0.0326938, -0.021217436, 0.098148674, 0.032903112, 0.20047897, 0.26074448) * go_5(0.0, 1.0); + result += mat4(0.0755034, 0.07197553, 0.1150647, 0.060213815, 0.02418587, -0.0068174214, 0.09854082, -0.06657632, -0.09059176, 0.06860972, 0.02102682, -0.08348747, 0.18531941, 0.01842052, -0.10409639, 0.10308704) * go_5(1.0, -1.0); + result += mat4(0.23391157, -0.04221323, 0.0070946272, 0.22225508, -0.03986882, 0.21027099, 0.3479087, 0.078737445, 0.10444782, 0.14575955, 0.28820315, 0.028596792, 0.25995937, 0.170944, 0.0895069, -0.007549278) * go_5(1.0, 0.0); + result += mat4(0.1333923, 0.057424176, 0.03997452, -0.070987694, -0.040175647, -0.106138796, 0.05134428, 0.17941214, 0.040890414, 0.047647286, 0.11145406, -0.064056404, -0.050256927, 0.1002497, 0.3559856, -0.20863442) * go_5(1.0, 1.0); + result += mat4(0.1188355, -0.12645717, -0.2225628, -0.08409446, 0.031680476, 0.1285114, 0.015257031, 0.07314906, -0.21217677, -0.07397989, -0.09830523, 0.095247865, -0.17913309, 0.041592747, -0.2962181, -0.14066707) * go_6(-1.0, -1.0); + result += mat4(-0.07401649, 0.04513353, -0.08079379, -0.2691485, 0.062272236, 0.018691711, -0.060476813, -0.06744648, 0.100468054, 0.023117458, -0.14244545, -0.3305552, 0.010295283, 0.16395009, 0.15042467, -0.034076292) * go_6(-1.0, 0.0); + result += mat4(-0.3141746, -0.26248914, -0.027696338, -0.30070263, 0.09125419, -0.0014763775, -0.14756647, -0.17390263, -0.17403154, -0.04297874, -0.1500881, -0.15539391, 0.006197388, 0.023637652, 0.032611176, 0.048603363) * go_6(-1.0, 1.0); + result += mat4(-0.07516776, -0.031942673, 0.07770739, 0.031496312, -0.0021692938, 0.056884985, 0.24546169, 0.003367791, -0.05033831, 0.028794305, 0.021211961, 0.33864278, 0.0031321745, -0.105278015, 0.0111407675, 0.0701436) * go_6(0.0, -1.0); + result += mat4(0.1021264, 0.0061049256, 0.19486322, 0.126134, -0.095017105, -0.08792092, 0.02274828, 0.02951376, 0.48483998, 0.07009104, 0.38171777, 0.02422749, -0.12333685, 0.11261442, 0.16367728, 0.072420195) * go_6(0.0, 0.0); + result += mat4(0.021734113, 0.21130675, -0.014667037, -0.007789671, -0.06846323, -0.117793076, -0.0964307, -0.02935036, -0.18294816, 0.059842993, -0.28913066, -0.102560386, 0.15000913, 0.032450397, 0.0988687, -0.085506015) * go_6(0.0, 1.0); + result += mat4(0.19509225, 0.028781189, 0.09271222, -0.1837815, -0.0120801255, 0.026893526, 0.2693688, -0.0016265993, 0.0039579174, 0.18030784, 0.4051318, -0.21415327, -0.12954094, -0.119375914, -0.30373552, -0.055964008) * go_6(1.0, -1.0); + result += mat4(-0.06313117, -0.32275942, -0.05000967, 0.20948593, 0.006625605, -0.02862116, 0.092328526, -0.0042809383, -0.22583593, -0.104118, -0.14766322, 0.3377656, 0.04367254, -0.21394794, -0.03967783, 0.04314833) * go_6(1.0, 0.0); + result += mat4(-0.16170035, -0.09274618, -0.068409264, -0.23469074, 0.02216607, -0.020882646, -0.030780574, -0.032728698, 0.19974543, -0.038825467, -0.20880729, -0.026957387, -0.2665676, -0.0042840806, -0.17434914, -0.20162287) * go_6(1.0, 1.0); + result += mat4(0.008706336, 0.24857536, 0.07012665, 0.029141488, -0.075971976, -0.06542143, -0.26977444, 0.28518954, -0.03994618, 0.06746459, 0.15960494, -0.031614818, 0.10402686, 0.05228521, 0.2706839, -0.08412449) * go_7(-1.0, -1.0); + result += mat4(0.34868455, 0.059125874, -0.24923514, -0.14030626, -0.002206843, 0.17649965, 0.022088109, 0.16989319, 0.28018022, 0.037482813, 0.033881966, -0.110211805, -0.1461133, 0.100152865, 0.21151756, 0.12784961) * go_7(-1.0, 0.0); + result += mat4(-0.0319395, -0.17589076, -0.22462021, 0.10701813, -0.06862374, -0.09489239, 0.22301264, 0.14567333, -0.10425317, -0.017173383, -0.09257967, 0.07398802, -0.0145952385, 0.18448386, 0.21701702, -0.16777204) * go_7(-1.0, 1.0); + result += mat4(0.061221093, -0.05704288, -0.07676006, -0.052152745, -0.29757017, -0.041490067, 0.10110148, 0.06999996, 0.13920887, 0.096642986, 0.11759076, 0.039797485, -0.11345797, 0.08531267, 0.0020498617, 0.20756677) * go_7(0.0, -1.0); + result += mat4(-0.02924768, 0.43140748, 0.3576708, 0.07425467, -0.09776612, 0.17081547, 0.047453757, -0.24676917, 0.24032865, 0.16710171, 0.2931733, 0.10410114, -0.015874937, -0.098303884, -0.38009295, -0.17355318) * go_7(0.0, 0.0); + result += mat4(-0.13524444, 0.007712721, -0.15341945, 0.26658493, -0.15367007, 0.04757085, 0.05987942, 0.16386369, -0.2413242, -0.0129769435, -0.06789226, -0.10357101, 0.092468075, 0.11371365, -0.19948734, -0.14243089) * go_7(0.0, 1.0); + result += mat4(0.118277036, -0.06164381, -0.1686405, 0.058012348, -0.2670688, -0.0145501625, -0.07265152, -0.11451649, 0.06803662, -0.02435205, 0.03637894, 0.053843852, 0.03652821, -0.10161457, -0.0029967225, 0.069967866) * go_7(1.0, -1.0); + result += mat4(0.23541775, -0.059244093, -0.096260205, -0.034619953, -0.24691534, -0.22830355, -0.033745077, -0.06558064, -0.1939561, -0.27438363, -0.3102494, 0.010047581, -0.036287133, 0.015464844, -0.07904172, 0.058030576) * go_7(1.0, 0.0); + result += mat4(-0.30107716, -0.1288575, -0.022093268, 0.27418026, 0.23561528, 0.11505671, 0.3549647, -0.13953236, 0.14726228, -0.0036342216, -0.14700253, -0.028157962, -0.23330247, -0.14545065, -0.29455653, 0.28482953) * go_7(1.0, 1.0); + result += vec4(0.028692381, 0.02326062, -0.11377067, 0.025062647); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.022938877, 0.2579751, -0.013084437, -0.1089233, -0.14861627, -0.078500114, 0.019642482, -0.05139565, -0.051909085, -0.17062944, 0.068744116, -0.07403651, 0.3269677, 0.17037666, 4.5802863e-05, -0.15335672) * go_0(-1.0, -1.0); + result += mat4(0.07954113, 0.18079437, -0.28405085, 0.007825187, 0.20935248, 0.14544328, 0.033194635, -0.21030708, 0.32258448, -0.26704326, 0.16460042, 0.065626666, -0.08469482, 0.06723138, -0.09091223, -0.06205721) * go_0(-1.0, 0.0); + result += mat4(0.17380527, -0.020091513, 0.0582957, -0.024271399, 0.18975389, 0.19778416, -0.29433975, 0.15521859, 0.58399194, -0.09595809, 0.009928574, -0.18851084, -0.29115897, -0.048134226, -0.09617586, 0.047225073) * go_0(-1.0, 1.0); + result += mat4(-0.09309238, -0.07675889, -0.24878357, -0.06531893, -0.064129435, -0.009008467, 0.11631878, -0.06916144, 0.2793126, -0.32513165, 0.37253168, 0.036576062, 0.36744595, -0.04729552, -0.13206004, -0.05215635) * go_0(0.0, -1.0); + result += mat4(-0.023187222, 0.0009231289, 0.14988932, 0.23626575, -0.15809236, 0.17567657, -0.02422277, -0.33645374, -0.41344398, 0.17103645, 0.3518877, 0.47345215, -0.25195712, 0.084660046, -0.12522705, 0.052872717) * go_0(0.0, 0.0); + result += mat4(0.055161323, 0.043026455, 0.03779778, -0.08075425, -0.115782134, -0.014549669, 0.37075353, 0.22045816, -0.49088693, 0.0835494, 0.2159082, -0.41866717, -0.06417238, -0.30653054, 0.12484446, 0.13176875) * go_0(0.0, 1.0); + result += mat4(-0.045149174, 0.06681547, 0.18394029, -0.14042361, -0.07765508, 0.05034044, -0.17164557, -0.12491487, 0.4975827, -0.3203176, 0.055334024, 0.125109, 0.336075, 0.28669038, 0.30557877, 0.030119808) * go_0(1.0, -1.0); + result += mat4(0.00011821607, -0.122472174, -0.08324348, -0.027970925, -0.023000905, -0.099142514, -0.035895523, -0.08137834, -0.16044949, -0.19354698, -0.15582532, -0.081981316, 0.12961699, -0.1918534, 0.08779121, 0.12144554) * go_0(1.0, 0.0); + result += mat4(0.025441505, 0.03427134, -0.0064664106, 0.07586567, -0.1003307, -0.065233536, -0.16611056, -0.12936847, -0.50816315, -0.32010305, -0.20362125, -0.03147093, -0.072087474, 0.054650743, -0.16390504, 0.019627476) * go_0(1.0, 1.0); + result += mat4(-0.40184093, 0.022268726, -0.34950277, 0.0594148, -0.2275374, -0.12103956, 0.0052295276, -0.00024172834, 0.10389285, -0.1376218, -0.25130105, 0.14029239, -0.2917768, -0.14039762, -0.14850211, 0.035800025) * go_1(-1.0, -1.0); + result += mat4(0.062030964, 0.25622177, -0.72319925, 0.15366316, -0.183584, 0.36516508, -0.23446779, 0.08663755, -0.18829858, -0.002415918, -0.43276885, -0.07432367, -0.16350701, -0.3125193, -0.14811535, 0.0011325915) * go_1(-1.0, 0.0); + result += mat4(0.12557262, 0.20273705, -0.276058, -0.02353762, -0.066855654, 0.007290285, 0.043816283, -0.08797092, 0.12488218, -0.0654431, -0.019331945, -0.07025083, -0.24953426, -0.10457234, -0.14429206, -0.06647885) * go_1(-1.0, 1.0); + result += mat4(-0.09522532, 0.076986365, -0.21861225, -0.015553463, -0.08106973, 0.10615721, -0.11285844, 0.24737634, 0.16936691, -0.019318739, -0.11046508, -0.16758144, -0.23672962, -0.14047794, -0.055881936, -0.0519727) * go_1(0.0, -1.0); + result += mat4(-0.09556547, 0.38048413, 0.2174768, -0.40154982, 0.040295098, -0.28001946, 0.079922006, -0.27905703, 0.036086317, -0.47458485, 0.01217378, 0.047201037, -0.14604184, 0.14169596, -0.078762196, 0.39877397) * go_1(0.0, 0.0); + result += mat4(-0.043790977, 0.03552704, 0.7248381, -0.50752306, 0.28982326, -0.11697283, -0.061339833, 0.19690266, 0.044057723, 0.061007652, -0.018818501, -0.22131611, -0.32041064, 0.05665662, 0.07443633, -0.15590373) * go_1(0.0, 1.0); + result += mat4(-0.036357548, 0.099011496, -0.0600166, -0.006672921, -0.1656192, -0.058472272, -0.037689343, 0.005283873, -0.30923024, 0.046291128, 0.042236008, -0.04899875, -0.3175488, -0.12077662, -0.13294365, 0.03357164) * go_1(1.0, -1.0); + result += mat4(0.1086259, -0.19654356, 0.07482405, 0.028583387, 0.12874746, 0.13142939, -0.03945759, 0.070535645, -0.23495245, -0.039286736, 0.05450344, -0.026803093, -0.114840984, 0.045042433, -0.18101883, 0.08081232) * go_1(1.0, 0.0); + result += mat4(0.2383998, -0.033481326, 0.12682496, 0.17717046, -0.09860243, 0.09552485, -0.056021366, 0.13705646, 0.2192259, 0.2657086, -0.014578617, -0.05311957, -0.3127505, -0.0035301214, 0.044448815, -0.037845958) * go_1(1.0, 1.0); + result += mat4(-0.093362145, -0.08148622, 0.12565112, -0.019403974, -0.13835338, -0.0071526463, 0.1290535, -0.057555214, 0.09632061, -0.053040132, 0.09852903, -0.03910937, -0.032320388, 0.048392795, -0.012207167, -0.04393196) * go_2(-1.0, -1.0); + result += mat4(0.057860725, -0.2024194, 0.29320854, -0.10589582, -0.10735796, 0.13684767, 0.28570637, 0.19166973, -0.09423759, 0.22893463, -0.114109, -0.025798064, 0.017444948, 0.11321059, 0.16112305, 0.04476502) * go_2(-1.0, 0.0); + result += mat4(-0.09663057, 0.10491212, -0.0963407, -0.1480959, -0.04952603, -0.08474395, -0.028124198, -0.12026459, 0.088296264, 0.03230017, -0.05177514, -0.024137117, -0.011235952, -0.049136978, 0.1452754, 0.11608158) * go_2(-1.0, 1.0); + result += mat4(0.07949651, 0.06453834, 0.31745693, -0.03497614, -0.20939794, -0.042127363, 0.017483925, -0.12876181, -0.0162109, -0.037397776, -0.013959519, 0.007777444, 0.1301563, 0.03655948, -0.044273265, -0.069461495) * go_2(0.0, -1.0); + result += mat4(0.076347195, 0.07847409, -0.03042475, -0.08723051, 0.23076174, -0.078408934, 0.40998375, 0.021870123, 0.19212195, 0.14179486, 0.09031163, -0.15221268, 0.20335157, -0.58715457, -0.023486411, -0.015180159) * go_2(0.0, 0.0); + result += mat4(-0.08601226, -0.048167598, -0.09975146, 0.008574901, 0.11590632, 0.0836411, -0.20796347, -0.29599068, -0.08497977, 0.04826079, -0.198501, 0.31000587, 0.06959842, 0.026950095, 0.19877516, -0.23890266) * go_2(0.0, 1.0); + result += mat4(-0.06923031, -0.028005023, -0.13632496, 0.004848759, -0.06092114, -0.12422374, 0.117385164, -0.017468572, -0.028347377, 0.002899302, 0.046875317, -0.058066733, 0.0028499789, -0.11922645, -0.209848, -0.016156359) * go_2(1.0, -1.0); + result += mat4(0.05266488, 0.08492771, 0.09440972, -0.08432919, -0.05243905, 0.1362437, -0.04429104, 0.11472059, -0.05158979, -0.23943315, 0.12290304, 0.040338255, -0.07158117, 0.06566732, -0.20102906, 0.114058346) * go_2(1.0, 0.0); + result += mat4(0.056619167, -0.033348348, 0.052370623, -0.06495122, 0.027564008, 0.08083595, -0.0127976, -0.06486138, -0.050432798, 0.026196232, 0.022196831, 0.20244269, 0.039577875, -0.052140575, -0.009956325, 0.077953376) * go_2(1.0, 1.0); + result += mat4(0.017136047, -0.15870284, -0.07191247, 0.18083136, 0.20753674, 0.15130065, -0.1790816, 0.26776645, -0.12231414, 0.24638735, -0.14738652, -0.028907528, 0.040832903, -0.067194805, 0.17294602, -0.0026166802) * go_3(-1.0, -1.0); + result += mat4(0.10104892, -0.018738149, -0.073060036, -0.29469725, 0.092650965, -0.15875727, -0.08502473, 0.032668564, -0.13845024, 0.27037326, -0.19944431, 0.039671347, -0.04895266, -0.017618237, 0.039025962, 0.0016598356) * go_3(-1.0, 0.0); + result += mat4(0.17514467, -0.07050378, 0.18666385, 0.12077226, 0.031181589, -0.21891394, 0.44564912, -0.14018096, -0.124896295, -0.0016302528, 0.03213462, 0.11361923, -0.07941629, -0.0925229, -0.084085576, 0.030316519) * go_3(-1.0, 1.0); + result += mat4(-0.35773918, -0.059806474, -0.0020904322, 0.19435045, -0.10230651, -0.007758403, -0.23293154, -0.32158864, -0.11275798, 0.16192111, 0.008352999, -0.008750009, 0.09212086, -0.09098618, -0.26915243, 0.03357177) * go_3(0.0, -1.0); + result += mat4(0.09943201, 0.1901531, -0.026349293, 0.17466106, -0.10673977, 0.2547749, 0.10157686, 0.1326886, 0.03555933, 0.36037236, -0.4218841, 0.07446364, -0.2235149, -0.13361512, -0.24873514, -0.23566855) * go_3(0.0, 0.0); + result += mat4(-0.083322965, 0.067394584, -0.15775509, 0.76516485, -0.40491992, 0.051136486, -0.21803752, -0.12209488, 0.043623567, 0.0404948, -0.28643316, 0.039587826, 0.0026148176, -0.08919038, -0.3478394, 0.116790466) * go_3(0.0, 1.0); + result += mat4(0.13910362, 0.023986172, 0.07350453, 0.010063174, 0.12445804, 0.09106235, 0.10570027, 0.025098123, 0.08997035, 0.2792279, 0.3160799, -0.3935213, 0.035729084, -0.021334067, -0.026267715, -0.044499733) * go_3(1.0, -1.0); + result += mat4(0.20421049, 0.07346835, 0.18474397, 0.026174849, -0.02989818, -0.06286323, 0.2275253, -0.029805843, 0.115734585, 0.15343104, 0.66103226, 0.075917505, -0.10288058, -0.021190342, 0.04455335, -0.011274376) * go_3(1.0, 0.0); + result += mat4(-0.2354359, -0.14831413, 0.037986103, 0.036590938, 0.25972295, 0.006108503, 0.030833008, -0.20212393, 0.022195943, -0.010900623, 0.37299496, -0.13169637, 0.03193699, 0.007832017, -0.017574975, 0.070344575) * go_3(1.0, 1.0); + result += mat4(-0.11885056, -0.18644641, 0.17840427, -0.13825245, -0.030942062, 0.015069156, 0.021639956, 0.11524744, -0.0601021, -0.008369759, 0.15134856, -0.18300958, -0.09940503, 0.009815146, -0.017253477, 0.09037604) * go_4(-1.0, -1.0); + result += mat4(-0.110104315, -0.009834152, -0.14369361, 0.06185118, -0.08255751, -0.0516039, -0.1951323, -0.00047362587, 0.017227406, -0.15231636, -0.042297862, -0.047925126, 0.34693977, 0.061454788, -0.11192555, 0.16597812) * go_4(-1.0, 0.0); + result += mat4(-0.15342343, 0.10931233, -0.007310907, -0.07751543, -0.0888511, -0.08119914, -0.1414023, -0.032593522, -0.13005419, -0.09993501, 0.20015062, -0.08697108, 0.020872341, -0.076239474, -0.09099305, -0.11908446) * go_4(-1.0, 1.0); + result += mat4(-0.044990964, -0.027314631, -0.07820695, 0.078159526, 0.042958725, 0.088754624, -0.049424402, 7.2685914e-05, -0.00056504336, -0.05408936, 0.24272163, -0.10305403, 0.041021567, 0.110585794, 0.10719972, 0.08432359) * go_4(0.0, -1.0); + result += mat4(-0.095741525, 0.12368431, 0.14801304, 0.0380265, -0.015476223, -0.06634335, 0.079489276, 0.058822274, 0.23608524, 0.29305235, -0.009837359, 0.16402614, -0.016570859, 0.3342296, 0.09576365, -0.021151496) * go_4(0.0, 0.0); + result += mat4(0.10729588, 0.045816828, 0.1262373, 0.0052509876, -0.121602945, -0.055951986, 0.04807077, -0.016409213, -0.011724864, 0.051216003, -0.119300105, 0.06001936, 0.084430665, -0.020765483, 0.16509366, -0.008958939) * go_4(0.0, 1.0); + result += mat4(-0.064694576, 0.110651545, 0.15088093, -0.046932697, 0.058936216, 0.06959351, -0.0020466733, 0.04747578, 0.22621915, 0.13449503, 0.01605113, 0.16042295, -0.07204144, -0.0900099, -0.088417225, -0.082057305) * go_4(1.0, -1.0); + result += mat4(0.16447057, -0.04517711, -0.1714595, -0.083775364, 0.06958718, -0.053486623, -0.031540155, 0.0049946113, 0.18206403, -0.12547323, -0.1314431, -0.2403156, 0.11255935, -0.01883286, 0.21715029, 0.043270845) * go_4(1.0, 0.0); + result += mat4(0.108898625, 0.079559706, -0.0034652199, 0.15574843, 0.025981857, -0.04027031, -0.10371948, -0.083748214, -0.067730375, -0.018392408, 0.001656431, 0.115139425, -0.021774331, -0.24732396, -0.07133477, -0.06610868) * go_4(1.0, 1.0); + result += mat4(-0.035133053, 0.03512937, 0.15728034, 0.15501308, -0.009090469, 0.089557186, -0.40637708, 0.2399038, 0.10503285, 0.025647165, -0.026959898, 0.052915934, 0.37169585, 0.19439524, 0.05578172, -0.14021298) * go_5(-1.0, -1.0); + result += mat4(0.14407758, 0.13171129, 0.034860328, -0.034273557, 0.31252018, -0.24374081, -0.092568725, -0.24656439, 0.013929443, -0.045619074, -0.030720312, -0.08240126, -0.008946209, -0.12069562, 0.10321105, 0.050253898) * go_5(-1.0, 0.0); + result += mat4(-0.16870415, -0.0053623654, -0.24239568, -0.015851695, 0.3168152, 0.10030775, -0.08809818, 0.19916728, 0.00062866835, 0.0105750095, -0.11852275, -0.038046032, -0.024067584, -0.07467565, 0.08368766, 0.10921712) * go_5(-1.0, 1.0); + result += mat4(-0.17414445, -0.08300633, -0.2915034, 0.08091456, 0.29668987, 0.15542515, 0.03857886, -0.12984616, 0.07567486, 0.14261106, 0.029647684, -0.08307407, 0.0063827154, -0.21285148, -0.05295185, 0.11996014) * go_5(0.0, -1.0); + result += mat4(0.21793848, -0.0986422, -0.38136294, -0.15358298, 0.23020543, -0.05977532, -0.11393491, -0.096013635, 0.24110852, 0.16509794, 0.123878606, 0.37243974, -0.11803778, -0.08029274, -0.3473595, -0.016619613) * go_5(0.0, 0.0); + result += mat4(-0.23718977, 0.09085187, 0.029400716, 0.47734168, 0.31362626, 0.017727366, 0.020105481, 0.057455037, -0.051743355, 0.07249409, 0.049400017, -0.1550629, -0.071846515, -0.1437987, 0.2417953, 0.014299535) * go_5(0.0, 1.0); + result += mat4(-0.08694347, 0.009841694, 0.09711932, 0.15246062, 0.098932154, -0.014437434, -0.11970662, 0.07598205, 0.038751386, 0.03185043, -0.07837853, 0.108438924, 0.04504558, 0.011566745, 0.008329154, 0.1426964) * go_5(1.0, -1.0); + result += mat4(0.048465043, 0.05677615, 0.099296875, -0.18124029, -0.010807039, -0.00491463, -0.33124956, -0.14285894, 0.083550416, -0.0138887465, -0.23193465, -0.097341135, 0.028116707, -0.02220312, -0.37721866, 0.01048504) * go_5(1.0, 0.0); + result += mat4(0.041770935, 0.14585412, 0.2197504, 0.08920772, 0.21015723, -0.028688433, 0.023897428, 0.067301795, -0.23041755, 0.007535018, -0.1479986, -0.056359813, -0.17258057, -0.115048505, -0.12676053, -0.08775268) * go_5(1.0, 1.0); + result += mat4(0.024465568, 0.082423724, -0.080443636, 0.06963394, 0.047642346, -0.14285465, -0.020962767, -0.09884441, 0.17492405, 0.003157105, -0.004446115, 0.08194303, 0.1291698, 0.027452087, 0.15300538, -0.054447226) * go_6(-1.0, -1.0); + result += mat4(0.04749992, 0.16784605, 0.1447426, -0.1622565, 0.24699093, -0.13908885, 0.24418731, -0.02740722, 0.12872131, -0.008208542, 0.20528013, 0.13789995, -0.15344016, -0.09991068, 0.14630906, -0.17380811) * go_6(-1.0, 0.0); + result += mat4(0.095947415, 0.20968701, -0.007149529, 0.094800524, 0.05043026, -0.0693885, 0.12464035, 0.03035088, 0.0108456295, 0.12440731, -0.15677981, -0.004279606, -0.21148744, -0.0016452523, -0.09077341, 0.08485625) * go_6(-1.0, 1.0); + result += mat4(0.14946367, -0.026544122, -0.01740767, -0.02725897, -0.031115597, -0.09615934, -0.014224658, 0.069897555, -0.06448997, 0.013844944, -0.24855709, 0.19252767, -0.07110074, -0.23129512, 0.17940485, -0.15197137) * go_6(0.0, -1.0); + result += mat4(0.024190446, -0.4131039, 0.20890464, -0.14430898, 0.09224411, -0.084142424, -0.1300263, -0.12037812, -0.13061382, -0.23952286, 0.3093258, -0.4347307, -0.07327249, -0.34333092, -0.22807422, -3.587411e-08) * go_6(0.0, 0.0); + result += mat4(-0.12566617, 0.09386748, -0.060595963, 0.06381177, 0.008107327, -0.063545115, 0.014224591, -0.113904804, 0.014311766, 0.074355006, 0.009707868, 0.06504525, -0.035151925, -0.059292633, -0.009372453, 0.0428329) * go_6(0.0, 1.0); + result += mat4(0.13565753, 0.08438446, -0.25228864, 0.29451725, -0.1524786, -0.05199007, -0.14514388, -0.007710791, -0.23031662, -0.069889344, -0.119042754, -0.15772636, 0.049727075, 0.14252858, 0.12696588, 0.034571454) * go_6(1.0, -1.0); + result += mat4(-0.318517, 0.16518372, 0.4465158, -0.12741676, -0.14931186, 0.01184804, -0.12370663, -0.05469679, -0.052085515, 0.07560356, 0.038580637, 0.101390935, -0.10760684, -0.09168702, -0.11736598, -0.027629623) * go_6(1.0, 0.0); + result += mat4(0.017697498, -0.032091524, -0.19681352, -0.39446026, -0.103161484, -0.041192908, 0.12083361, 0.033441972, 0.05410027, -0.13009293, -0.029752202, -0.055233393, 0.07508266, 0.21648347, 0.016127443, 0.003726564) * go_6(1.0, 1.0); + result += mat4(0.11844395, -0.20417796, 0.046860386, -0.04963335, 0.28758386, 0.12296038, 0.006130141, -0.12428727, -0.08112634, 0.08013286, -0.022072678, -0.013939199, -0.26830623, -0.0774501, -0.12584007, 0.1048961) * go_7(-1.0, -1.0); + result += mat4(-0.002199185, -0.18720287, 0.09647677, -0.099159345, -0.37042502, 0.12126858, -0.055984303, -0.006307439, 0.050587848, 0.13118829, 0.014796261, 0.118981615, 0.059268136, 0.04953137, -0.26783678, -0.005206253) * go_7(-1.0, 0.0); + result += mat4(0.29162773, -0.06825134, 0.35480535, -0.013254458, 0.13690558, -0.038092773, -0.1442183, 0.008582979, 0.06665567, 0.09263725, 0.06401897, 0.04955423, 0.026602494, -0.043426443, -0.06760424, -0.028097454) * go_7(-1.0, 1.0); + result += mat4(0.0062063616, 0.041832373, 0.026989486, 0.07646448, -0.075214215, -0.04088086, 0.030253297, -0.0031407007, 0.10060057, -0.21035422, -0.0057072476, 0.009671492, -0.01255018, 0.1356472, -0.07203105, -0.09337885) * go_7(0.0, -1.0); + result += mat4(-0.16497216, -0.46643725, 0.10457678, -0.08723099, 0.009856483, -0.09712093, -0.06077413, 0.029142302, -0.31294492, -0.2785737, -0.06385234, -0.46307138, 0.11363836, 0.050526526, 0.22832777, -0.037936512) * go_7(0.0, 0.0); + result += mat4(0.2284257, -0.06757494, -0.12362806, -0.46540114, -0.027965, -0.119273104, -0.04408465, -0.08089625, 0.064668186, 0.18018429, -0.052782137, 0.2974697, 0.07583212, -0.062142026, 0.16650566, -0.20243031) * go_7(0.0, 1.0); + result += mat4(0.1417323, 0.18362466, 0.015461011, -0.07306669, 0.05225903, 0.03313784, 0.046318106, 0.092073604, 0.014854908, -0.009204208, 0.08582702, -0.060514253, -0.033618286, -0.082627475, -0.047510605, -0.17358147) * go_7(1.0, -1.0); + result += mat4(0.044509146, 0.18667401, -0.11588646, 0.21190381, 0.13762853, -0.080344714, 0.035992276, -0.09347646, -0.05722154, -0.020241026, 0.09365893, 0.0743754, 0.028774736, -0.09181784, 0.117522955, 0.024451857) * go_7(1.0, 0.0); + result += mat4(0.33748287, 0.33612773, -0.14045207, -0.11222517, -0.11824314, 0.008339795, -0.13027953, 0.011434568, 0.20478332, 0.084446914, 0.10224658, 0.12708066, 0.3002674, 0.13365488, -0.06434799, -0.0489962) * go_7(1.0, 1.0); + result += vec4(0.06834564, 0.017679863, 0.058996353, 0.07812309); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.096992515, 0.08555787, 0.05567075, 0.3684235, -0.08453214, 0.14874797, -0.03518968, -0.21077682, 0.50580394, 0.27776504, -0.14072414, -0.047293838, -0.02501663, -0.18525644, -0.049244765, -0.019314952) * go_0(-1.0, -1.0); + result += mat4(0.15942743, 0.05601269, 0.43267244, -0.10105792, -0.10224665, -0.011477545, 0.18586546, 0.15386245, 0.018015172, 0.40642846, -0.43969464, -0.16773906, -0.08753851, 0.023862977, -0.20476931, -0.19330433) * go_0(-1.0, 0.0); + result += mat4(-0.08384181, -0.21928434, 0.24617073, 0.072414346, 0.01447392, 0.1280031, 0.26045907, -0.34674746, -0.06659609, 0.5437911, -0.2481379, -0.4408586, -0.02065628, 0.35024786, -0.43344817, -0.23969968) * go_0(-1.0, 1.0); + result += mat4(-0.26318234, -0.17276719, -0.27381238, 0.43724668, 0.1250605, 0.26279348, -0.1950965, 0.030116973, 0.22524981, -0.82836837, -0.37731346, -0.20764303, 0.082648724, 0.28439602, 0.2835361, -0.22858605) * go_0(0.0, -1.0); + result += mat4(-0.11053296, -0.18050304, -0.10785215, -0.5128143, -0.10638461, -0.18107837, -0.14984047, -0.31184852, 0.1233967, -0.5248787, 0.625766, -0.3261744, -0.33758238, -0.42288753, -0.24827915, 0.46629912) * go_0(0.0, 0.0); + result += mat4(0.05450445, 0.24746427, -0.12228202, 0.08459498, 0.21182795, -0.15472144, -0.20880555, -0.08567581, -0.06358891, 0.04441746, -0.24661979, -0.3056718, -0.011843654, 0.02622977, -0.30063242, 0.069148876) * go_0(0.0, 1.0); + result += mat4(0.10252986, 0.24974889, -0.14753763, -0.11542639, -0.02504192, 0.167707, -0.19300954, -0.28126183, 0.16349459, -0.39749804, -0.21315983, -0.3632333, 0.25346163, 0.011594266, 0.22163333, -0.36140066) * go_0(1.0, -1.0); + result += mat4(0.084694065, -0.15232442, 0.15100913, 0.258049, -0.16647953, -0.057295427, -0.2734653, 0.19444938, -0.543564, 0.1580093, -0.08364827, 0.39013955, 0.09799076, -0.28022006, 0.4436997, -0.007523592) * go_0(1.0, 0.0); + result += mat4(0.16044939, -0.16409683, -0.036102563, -0.045212515, 0.013765079, 0.16512275, -0.34618682, 0.15582882, -0.26858786, 0.11227446, -0.69422704, 1.0182123, 0.56721294, -0.27683023, -0.44450805, -0.056621786) * go_0(1.0, 1.0); + result += mat4(-0.005846392, -0.1002789, -0.11597346, 0.29757038, -0.3303294, -0.1128059, -0.16792095, -0.017062422, -0.20550682, -0.101541616, 0.1326292, -0.05803425, -0.1431525, 0.09539495, -0.0020564438, -0.015330874) * go_1(-1.0, -1.0); + result += mat4(-0.03305593, 0.30911654, -0.013541906, -0.03935406, -0.021767953, 0.033086017, -0.032538854, 0.29394448, -0.5953677, 0.042400517, -0.083737336, 0.35759467, -0.19653685, -0.0024307214, -0.022875965, 0.23306265) * go_1(-1.0, 0.0); + result += mat4(0.035584986, -0.08059428, 0.34352207, 0.1548032, 0.22265454, -0.09850938, 0.059585627, 0.13525864, -0.15460324, -0.12443778, -0.0065347757, 0.008565568, -0.09459641, -0.036760993, -0.16726579, 0.08680428) * go_1(-1.0, 1.0); + result += mat4(8.5111475e-05, 0.2236033, 0.17141129, -0.23127146, 0.15972026, 0.34908256, 0.26294386, 0.13128816, -0.16243693, 0.15757012, -0.22409199, -0.12647703, -0.18430239, 0.20520009, -0.02374801, -0.16203757) * go_1(0.0, -1.0); + result += mat4(0.22832601, 0.34606495, 0.11871914, -0.020249737, 0.21807198, -0.4782955, 0.27529162, -0.17565349, 0.038051367, -0.40700185, -0.2975774, -0.5380789, -0.004458205, -0.039739095, -0.19442874, -0.10650714) * go_1(0.0, 0.0); + result += mat4(0.25389373, -0.21592398, 0.46637633, 0.29954398, 0.011773476, 0.34604436, 0.015194187, 0.088156946, -0.07462061, -0.1797378, 0.24949403, 0.12773448, 0.04304656, 0.025975281, -0.0071224314, 0.10722792) * go_1(0.0, 1.0); + result += mat4(-0.021214327, 0.18125464, 0.09782468, 0.11554455, -0.10773687, 0.03764718, -0.07123926, 0.42674774, 0.15713947, 0.13268334, 0.2590209, 0.5615417, -0.10444575, 0.050965227, -0.1657652, -0.028306652) * go_1(1.0, -1.0); + result += mat4(0.07891638, 0.10982218, 0.18858793, 0.088180885, 0.21412432, 0.17309621, 0.13349771, -0.06536336, 0.2537686, 0.028627483, 0.2291187, -0.16728498, -0.0649568, -0.21011665, 0.12501954, 0.16584753) * go_1(1.0, 0.0); + result += mat4(0.37670746, -0.06669131, 0.2308896, -0.27846798, 0.03864727, -0.2396756, 0.20961864, -0.0955574, -0.17304963, 0.006572388, 0.4152245, -0.16013862, -0.048539825, -0.040141087, -0.17446917, 0.172646) * go_1(1.0, 1.0); + result += mat4(0.016411193, -0.24965028, -0.3197888, -0.15805353, 0.062157832, -0.07450992, 0.14774385, 0.019989528, -0.22329696, 0.07624211, 0.119352184, -0.12926702, 0.014121515, 0.04892924, -0.10143942, 0.1218296) * go_2(-1.0, -1.0); + result += mat4(-0.027942078, -0.21344666, 0.090950675, -0.017026879, -0.06316872, -0.17956391, 0.14474703, -0.12104946, 0.07770245, -0.11934515, 0.03306196, 0.08028085, 0.0807563, -0.09477622, 0.03688184, 0.031241085) * go_2(-1.0, 0.0); + result += mat4(0.058301553, 0.17516647, -0.1356353, -0.15869999, -0.06487614, -0.17825274, -0.28164253, 0.12063855, 0.14051922, 0.06572677, 0.24797052, -0.26174536, -0.014646216, -0.021676809, 0.102138005, 0.07929566) * go_2(-1.0, 1.0); + result += mat4(0.24743414, -0.07182416, -0.12567408, -0.57571995, -0.018107418, 0.27796823, -0.08527231, -0.18019378, 0.060446773, 0.10802219, 0.13173679, 0.1200748, 0.18567154, 0.19163565, -0.057419125, -0.24488002) * go_2(0.0, -1.0); + result += mat4(-0.0064926744, -0.35516098, 0.21456684, -0.07162182, -0.11187953, 0.11901505, 0.36913052, -0.019030696, -0.24774994, -0.026328832, 0.121998094, 0.20425063, -0.04413792, 0.16391441, -0.06149749, -0.5538841) * go_2(0.0, 0.0); + result += mat4(0.12691425, 0.011305395, -0.057030205, -0.029743116, -0.11666209, 0.20812204, 0.07555653, 0.011672403, 0.13864042, -0.08993008, -0.08202476, 0.12926434, 0.45806012, -0.0038320064, -0.02397306, 0.25906637) * go_2(0.0, 1.0); + result += mat4(-0.05215719, -0.2567637, -0.028009133, 0.12884264, -0.03538685, -0.14153866, -0.18635908, 0.3127351, -0.06493799, 0.11058845, 0.039282236, -0.089117266, -0.20289995, 0.16836898, -0.2553091, 0.3781839) * go_2(1.0, -1.0); + result += mat4(-0.038994674, 0.15095948, 0.010665794, -0.16193166, 0.029675307, 0.067519955, 0.014059612, -0.10524365, 0.22133544, -0.17850679, 0.17689049, -0.079176724, 0.140001, -0.106958285, -0.054205164, -0.063518755) * go_2(1.0, 0.0); + result += mat4(-0.0147742275, -0.02825343, -0.17911723, -0.033807088, -0.032546505, 0.07845434, -0.10618929, -0.24304347, 0.08031239, -0.081033856, 0.11696929, 0.30320054, -0.30589563, 0.025857087, 0.19169633, -0.21005262) * go_2(1.0, 1.0); + result += mat4(0.08359386, 0.29936704, 0.16312078, 0.21463135, 0.08171467, -0.1238904, 0.21628477, 0.20026375, -0.022520576, -0.09336571, 0.112078905, -0.11331715, 0.009337522, -0.050099798, -0.18231672, -0.020947263) * go_3(-1.0, -1.0); + result += mat4(-0.030812407, 0.111476146, 0.5977092, 0.13000198, -0.010192378, 0.054949045, 0.22067606, -0.2215171, -0.016222132, 0.10579395, 0.10758011, -0.009829448, -0.055121887, -0.018792551, -0.41590548, -0.04133538) * go_3(-1.0, 0.0); + result += mat4(0.080052584, 0.044864707, 0.106742695, -0.119988576, -0.21180773, 0.21859854, -0.30558732, 0.031225171, -0.1221141, -0.1679698, 0.19237423, 0.18212804, -0.019355904, 0.04471777, -0.4626242, 0.08120199) * go_3(-1.0, 1.0); + result += mat4(0.04417224, 0.22517249, 0.18053815, 0.2189462, -0.3901049, 0.12456932, 0.046451665, 0.027453724, -0.21874383, -0.28369403, 0.38541645, 0.15896674, 0.07901438, -0.11870142, -0.23583438, -0.21800627) * go_3(0.0, -1.0); + result += mat4(0.16514415, 0.48851582, 0.17654735, -0.32523116, 0.28139102, 0.32789868, 0.0060704425, -0.08439404, -0.19455875, 0.3426219, 0.1354883, 0.13480486, -0.047210373, 0.009763648, 0.10380663, -0.14301018) * go_3(0.0, 0.0); + result += mat4(-0.01964344, -0.22196314, 0.27099127, -0.3624297, -0.19935602, -0.57573617, 0.05781204, 0.34769946, -0.1655793, -0.31260255, -0.006191821, -0.14188464, -0.048039295, 0.016876832, 0.044305492, 0.11576497) * go_3(0.0, 1.0); + result += mat4(0.031500664, 0.213127, 0.040512875, -0.14993736, 0.1355947, 0.098466784, 0.2576776, -0.12359301, -0.095675476, 0.10758078, 0.15866314, 0.24855627, 0.01722974, 0.05124147, -0.2743417, 0.039515547) * go_3(1.0, -1.0); + result += mat4(0.2946348, 0.100007325, -0.06735624, 0.05319054, 0.19419125, 0.019504784, 0.07159323, 0.21550444, -0.19059516, 0.1583541, 0.3195432, -0.14882845, 0.06771776, -0.032769382, -0.08348987, 0.0024430798) * go_3(1.0, 0.0); + result += mat4(-0.05275983, 0.0034397016, -0.11966796, 0.12378445, 0.17581114, 0.13944638, 0.019923829, -0.031624325, -0.021019042, -0.16827096, -0.046106737, -0.06353076, 0.05943962, -0.20756234, 0.042654432, 0.13294446) * go_3(1.0, 1.0); + result += mat4(-0.042804338, 0.0009211868, -0.23128751, -0.14900532, 0.020116998, -0.129845, -0.26453322, 0.12563406, -0.015730144, 0.18961458, -0.2286719, -0.26802087, -0.0013182014, -0.08829011, -0.022237033, 0.18785976) * go_4(-1.0, -1.0); + result += mat4(0.068006374, 0.03713224, -0.17821713, 0.078400075, -0.03354765, 0.05032715, -0.22770362, 0.082578026, -0.164677, 0.010397865, 0.040545795, -0.07767106, -0.04931102, -0.020216117, 0.19189319, -0.07949725) * go_4(-1.0, 0.0); + result += mat4(-0.02560599, -0.014282298, -0.30485487, 0.12205604, 0.13143952, -0.020973703, -0.60740465, 0.18116136, -0.028516186, -0.09175719, -0.3332597, 0.0993698, 0.011291339, -0.018563187, -0.04645049, 0.1537859) * go_4(-1.0, 1.0); + result += mat4(-0.19548458, 0.008757838, -0.022760604, 0.056750417, 0.10407769, -0.103828914, -0.30039603, 0.15838397, 0.14583376, 0.14352289, 0.5236325, -0.22845235, 0.024826096, -0.15084279, -0.11028316, 0.3162365) * go_4(0.0, -1.0); + result += mat4(-0.27014557, -0.14510567, 0.13275504, -0.04220442, 0.073360756, 0.09062856, 0.25474098, 0.036567308, 0.029930808, -0.07118475, -0.38858262, 0.24752647, 0.18212575, 0.05463796, 0.2687639, -0.49617207) * go_4(0.0, 0.0); + result += mat4(-0.19640562, 0.101908855, 0.17502995, -0.042161964, 0.05290567, -0.025675468, -0.17403199, 0.09100326, 0.010622265, 0.044125065, -0.21804531, -0.1000515, 0.09555498, -0.042056557, 0.30270827, -0.110502906) * go_4(0.0, 1.0); + result += mat4(-0.015954453, 0.18156542, -0.026816932, 0.040066455, -0.041097276, -0.036309887, -0.27080503, -0.046121623, 0.2809894, 0.15110923, -0.051393576, -0.09357936, -0.110129625, -0.0112814475, -0.67396337, -0.045809776) * go_4(1.0, -1.0); + result += mat4(0.030026576, 0.31455976, 0.2093852, 0.07049524, 0.087148614, 0.04378545, -0.23404805, -0.21867152, 0.0780137, -0.3653028, 0.04958755, -0.24105056, -0.005830701, 0.14313154, 0.014666525, -0.12205944) * go_4(1.0, 0.0); + result += mat4(0.041753422, -0.029019587, 0.28341058, -0.11360368, -0.04306824, -0.022564419, -0.25620422, -0.07497915, -0.027317826, 0.014858011, -0.20636855, -0.34799644, -0.09822817, 0.11054621, 0.048805986, 0.28068805) * go_4(1.0, 1.0); + result += mat4(0.04645007, 0.20781171, -0.022659602, -0.16183186, 0.043681737, -0.016835278, -0.56000787, 0.25379097, -0.04654751, -0.009801681, 0.51817185, -0.28172117, -0.09141667, 0.004477492, 0.3877909, -0.25990424) * go_5(-1.0, -1.0); + result += mat4(-0.05770895, -0.32386646, 0.12786265, 0.25714403, -0.15705961, 0.042209778, 0.27720693, -0.31767642, 0.07279373, -0.19555818, 0.037276905, 0.17997949, 0.0382839, -0.18058495, 0.11596946, -0.4803383) * go_5(-1.0, 0.0); + result += mat4(0.14316835, -0.10939212, -0.57301897, 0.107101925, 0.027679194, 0.10561584, 0.16322306, -0.029265253, 0.015432328, 0.078424856, -0.3036955, 0.077147335, -0.07165004, 0.053753722, 0.046870816, -0.16831237) * go_5(-1.0, 1.0); + result += mat4(-0.0015454052, 0.11543685, 0.011629485, 0.09174164, -0.0020554285, -0.12829418, -0.16338444, -0.3855414, 0.09214294, 0.3051444, 0.4075737, 0.21011099, 0.09273038, 0.1422971, 0.23177463, -0.5677775) * go_5(0.0, -1.0); + result += mat4(-0.38397464, 0.1062587, 0.39587164, -0.13753776, -0.1408451, 0.051540542, -0.43004695, -0.37155452, 0.018951273, -0.12102222, 0.09337273, -0.1371699, -0.15890656, 0.06723986, -0.434453, 0.82531) * go_5(0.0, 0.0); + result += mat4(0.17049496, -0.04301534, -0.008399479, -0.02239451, -0.09903332, 0.16583356, -0.09590486, -0.43768612, -0.02140423, -0.017859606, -0.050639637, -0.15041262, 0.115062304, -0.05731665, -0.2678928, 0.3464159) * go_5(0.0, 1.0); + result += mat4(0.08870617, -0.118556865, -0.13360792, -0.09894303, -0.15581502, 0.2192686, -0.39398706, 0.11267478, 0.09166812, -0.15498365, -0.2917533, -0.16147003, 0.031740874, -0.22583205, -0.011654207, 0.30131137) * go_5(1.0, -1.0); + result += mat4(0.041226245, 0.073949926, 0.020469612, -0.04560685, 0.11118197, -0.24875127, -0.28384277, -0.209574, -0.11342182, -0.028049335, -0.30193615, -0.079933584, -0.095979676, -0.10020118, -0.19420303, -0.075664096) * go_5(1.0, 0.0); + result += mat4(0.14797074, -0.3470899, 0.39260823, 0.017051281, 0.06762197, -0.018575529, 0.0880026, -0.21063547, -0.1322691, 0.09712066, -0.4276631, 0.19340965, 0.12975846, 0.035868555, -0.70068085, -0.16410393) * go_5(1.0, 1.0); + result += mat4(-0.18932801, 0.09462974, 0.42027336, -0.37972912, 0.14362521, 0.19216716, -0.43429968, 0.059396047, -0.0013960754, 0.0058320346, -0.25363076, 0.044528674, -0.045085996, 0.09108611, -0.08413328, -0.32486486) * go_6(-1.0, -1.0); + result += mat4(-0.4067053, 0.10778585, 0.28718376, -0.051091816, 0.15242375, -0.02981224, -0.097597815, -0.048364934, 0.17647475, -0.083620705, -0.07125797, 0.044771638, 0.16834657, -0.025327723, -0.24978308, 0.09879097) * go_6(-1.0, 0.0); + result += mat4(-0.14262679, -0.24012862, 0.28995973, -0.08896369, 0.010631018, 0.09540369, -0.06608168, -0.18771736, -0.014997884, 0.030013464, 0.25964305, -0.21135412, 0.063037746, -0.018949352, -0.13153805, -0.2391852) * go_6(-1.0, 1.0); + result += mat4(0.057333205, 0.35793823, -0.031858347, 0.21486303, -0.04569342, 0.12527412, -0.12659034, 0.09696183, 0.08018003, -0.20497574, -0.38521993, 0.07651565, 0.07672333, -0.13392955, 0.080162585, -0.21611322) * go_6(0.0, -1.0); + result += mat4(0.089075185, -0.0313562, -0.1678185, -0.59176946, -0.10085004, -0.07158931, -0.20779158, 0.07887701, 0.05102273, 0.054919396, 0.20206434, -0.60396665, -0.21453445, -0.0129903015, -0.21422856, 0.120469116) * go_6(0.0, 0.0); + result += mat4(0.24352759, -0.46128348, -0.11604824, -0.12906942, -0.092262454, 0.093686655, 0.008656515, -0.09435711, 0.02955139, 0.058670785, 0.31187442, -0.012236685, -0.11576328, 0.26213887, -0.3678442, 0.39925987) * go_6(0.0, 1.0); + result += mat4(0.09056785, 0.025610259, 0.04404834, 0.04880529, -0.018727796, -0.02463311, -0.33473116, 0.18240984, -0.31690162, -0.03753813, -0.49378097, 0.034098472, 0.08104111, 0.15535483, 0.54219043, -0.14415042) * go_6(1.0, -1.0); + result += mat4(0.2178136, 0.26973012, -0.08373426, 0.050942183, -0.026202869, -0.19092646, -0.15695636, 0.14941269, -0.008460806, 0.17145476, -0.15403928, 0.30220225, -0.008509539, -0.07173873, -0.028730325, 0.11379968) * go_6(1.0, 0.0); + result += mat4(-0.423233, 0.22220805, 0.2923962, 0.07597547, 0.04264445, 0.073609315, -0.28772584, -0.018501874, 0.009833902, 0.09063646, 0.15016796, -0.050786685, -0.044880487, -0.00094357406, 0.054167807, -0.4163448) * go_6(1.0, 1.0); + result += mat4(0.064591885, -0.017542299, -0.7427811, 0.1085436, -0.099237405, 0.07204454, 0.21403041, -0.44325823, 0.063634664, 0.019480009, -0.5166522, 0.48371652, 0.042217735, -0.08151546, -0.16102481, 0.38363907) * go_7(-1.0, -1.0); + result += mat4(0.23603337, 0.36189508, 0.16096863, -0.23203878, 0.3909665, -0.048548676, -0.08426398, 0.13699533, -0.16585836, 0.08123174, 0.23689987, -0.14406693, -0.12765872, 0.14779435, -0.200962, 0.27416065) * go_7(-1.0, 0.0); + result += mat4(-0.29448098, 0.14758095, 0.57802075, 0.021730013, 0.13210014, 0.104395285, -0.2312142, -0.2866295, 0.016930144, -0.15231368, 0.14054593, -0.09351796, 0.1032217, 0.041166462, -0.36189362, 0.41247606) * go_7(-1.0, 1.0); + result += mat4(-0.007560109, -0.0803, -0.16032574, 0.05478983, -0.1759635, -0.14446284, 0.15542305, -0.16604201, -0.04187009, -0.26687822, -0.587336, -0.24216992, -0.23209628, 0.20443848, 0.20857601, 0.39599934) * go_7(0.0, -1.0); + result += mat4(-0.14840446, 0.40601328, -0.7559737, 0.2739641, -0.25899225, -0.08748905, 0.26742223, -0.1928892, -0.069469795, 0.17335804, 0.14560762, -0.29675013, 0.07705042, 0.087402344, 0.11580721, -0.56622976) * go_7(0.0, 0.0); + result += mat4(-0.09510998, 0.087312974, -0.4744771, -0.2034856, -0.0228022, 0.20781693, -0.21102814, 0.3811148, -0.032918505, -0.06346079, 0.11738945, 0.25676858, -0.040940452, -0.13468303, 0.18274675, -0.29756874) * go_7(0.0, 1.0); + result += mat4(0.018719247, 0.01183309, 0.5007991, -0.23340209, 0.26327956, -0.22815254, 0.108726546, -0.03552217, -0.009156057, 0.10254266, 0.16000487, 0.14117196, -0.017914208, 0.27125883, -0.21865341, 0.21615145) * go_7(1.0, -1.0); + result += mat4(0.19699602, -0.31031716, -0.59890205, -0.21126802, -0.20352201, -0.06410778, -0.037906803, -0.022946103, 0.06663984, 0.12589614, 0.32420775, 0.23299861, 0.0078275055, -0.12053192, 0.103772156, -0.01047939) * go_7(1.0, 0.0); + result += mat4(-0.13278633, -0.049333517, 0.112975165, -0.1881344, -0.049702376, 0.19375268, -0.86393154, 0.038770728, 0.12380659, -0.17710638, 0.3185005, -0.12963669, -0.088208504, 0.06580817, 0.026088627, -0.13940124) * go_7(1.0, 1.0); + result += vec4(-0.004481173, -0.061259553, 0.11030188, 0.16914344); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06430692, 0.086825125, -0.034608375, -0.01397618, 0.040052984, 0.011185875, 0.011732263, 0.012392225, 0.059679143, 0.0020240098, 0.06681242, 0.054336477, -0.0036498306, -0.019456264, -0.071606115, 0.041119363) * go_0(-1.0, -1.0); + result += mat4(0.04943378, -0.0848539, 0.0356649, -0.045104954, -0.07455269, 0.22761999, -0.097870104, -0.17315823, 0.024429278, -0.014491249, -0.041353658, 0.1098216, 0.03469068, -0.032172896, 0.033026703, 0.04296571) * go_0(-1.0, 0.0); + result += mat4(0.07144953, 0.008301972, -0.06500498, 0.031518232, -0.10892988, -0.097283006, -0.13314813, -0.013742693, 0.050799493, 0.050253615, 0.040891692, -0.0021811249, 0.030596646, -0.017255697, 0.0022994988, 0.00735084) * go_0(-1.0, 1.0); + result += mat4(0.023562869, -0.0011871309, -0.0423234, -0.002608592, 0.08043674, -0.082256354, -0.022457797, 0.07030839, 0.013923805, -0.013660352, 0.06952137, -0.044279564, 0.04486451, -0.02644484, 0.052811652, 0.00197306) * go_0(0.0, -1.0); + result += mat4(-0.05471925, -0.10278568, 0.017831381, -0.060885206, 0.01943984, -0.11520702, 0.10465094, 0.03574296, -0.050254647, 0.0019161392, -0.25124437, 0.043597598, -0.017897893, 0.07151743, 0.11265933, -0.08989344) * go_0(0.0, 0.0); + result += mat4(0.11001799, -0.011334239, 0.12736328, 0.16483796, -0.13220996, 0.0732099, 0.13678497, 0.1530554, 0.043017015, -0.10789205, 0.053205475, 0.023291817, -0.0056713475, -0.12603688, -0.13624206, -0.0714872) * go_0(0.0, 1.0); + result += mat4(0.021965552, -0.009516653, 0.020002227, -0.0072277826, -0.035595354, -0.052053552, -0.023298074, 0.01770549, 0.106064536, -0.096217915, 0.119941294, 0.054289114, 0.044710737, 0.03558839, 0.0025203228, 0.02229299) * go_0(1.0, -1.0); + result += mat4(-0.05996382, -0.059034027, 0.0048927953, 0.11681153, 0.0123580685, -0.15851006, 0.053752933, -0.094275564, 0.056480173, -0.01539422, -0.06352794, 0.05537091, -0.090935975, 0.114802405, -0.07706906, -0.020618843) * go_0(1.0, 0.0); + result += mat4(0.046106033, 0.06567163, 0.024409082, 0.08681322, -0.15275897, 0.051852785, -0.0982452, -0.14251694, 0.09573071, -0.018330676, 0.07995178, -0.010879136, -0.097755134, -0.017416988, -0.062556945, -0.0578873) * go_0(1.0, 1.0); + result += mat4(-0.00429525, -0.07700766, 0.010865506, 0.039318554, -0.06787303, -0.028628208, -0.05469512, 0.05459275, -0.030343568, 0.06288822, -0.02628777, 0.015035558, 0.003811996, 0.013887734, 0.034987926, 0.17882642) * go_1(-1.0, -1.0); + result += mat4(-0.04686645, 0.05545698, -0.022312073, -0.06866622, 0.09609454, -0.09298049, 0.20229526, 0.1036513, -0.07117841, 0.047199853, -0.018191453, -0.011281787, -0.014291751, -0.118642345, 0.07959059, 0.08753804) * go_1(-1.0, 0.0); + result += mat4(0.0145701915, -0.00083395635, -0.009838556, 0.03793263, -0.018338429, -0.028547939, -0.044276386, 0.022902593, -0.10429393, -0.08177185, 0.038462102, -0.061109234, 0.021328336, -0.018102761, -0.07724541, 0.03491818) * go_1(-1.0, 1.0); + result += mat4(0.051537625, -0.04092781, -0.027314937, 0.06624649, 0.0059737917, -0.0045862994, 0.03624142, 0.016898366, -0.15276705, -0.013039528, -0.034717664, 0.07935391, 0.016038802, -0.20841958, 0.08346563, 0.06563678) * go_1(0.0, -1.0); + result += mat4(-0.015235551, 0.15574263, -0.013553463, 0.07328153, 0.1526515, -0.28490472, 0.19684647, -0.15529588, -0.012245582, 0.06855586, -0.05603284, 0.06607822, -0.0842433, 0.17281564, 0.28474236, 0.08198234) * go_1(0.0, 0.0); + result += mat4(0.038899522, -0.06798045, -0.054560043, -0.16137177, 0.021140218, 0.29889742, -0.1840661, -0.05800861, -0.015068329, -0.04634431, 0.08015181, 0.019838551, 0.10208079, -0.077259056, -0.19794165, -0.15083085) * go_1(0.0, 1.0); + result += mat4(0.01064174, -0.05850555, -0.05604373, 0.04052068, -0.075376056, 0.046033148, 0.11586819, -0.019885244, 0.035843607, 0.046307143, 0.00585988, -0.080217384, -0.021261437, 0.1410561, 0.008985651, 0.028860984) * go_1(1.0, -1.0); + result += mat4(-0.07319461, 0.08104932, 0.041007817, 0.030615268, -0.20470095, 0.12515168, -0.160545, -0.12937605, 0.31107107, 0.1484706, 0.038850147, -0.012020466, -0.05610734, 0.044933334, 0.042511266, -0.052596994) * go_1(1.0, 0.0); + result += mat4(-0.066693224, 0.0361146, 0.067501135, -0.21699974, -0.11158058, 0.15679757, -0.028746078, -0.01819391, 0.104127966, -0.06664338, 0.06227161, 0.12396172, -0.0032715963, -0.08171951, -0.044955824, -0.08106554) * go_1(1.0, 1.0); + result += mat4(0.015864346, -0.013364807, -0.06118465, -0.044409316, 0.043848667, -0.021818867, 0.073257685, 0.031070877, -0.09103615, 0.049833406, -0.057495326, -0.12800662, 0.03994082, 0.0138215795, 0.015007392, 0.10248998) * go_2(-1.0, -1.0); + result += mat4(0.25089416, -0.07602123, 0.17347728, 0.02892703, -0.011619053, -0.0641153, 0.05217339, 0.07876783, 0.0055022957, 0.004055628, -0.09110391, -0.06867559, 0.024405807, -0.05255772, 0.04266218, -0.010957767) * go_2(-1.0, 0.0); + result += mat4(0.24782608, 0.036559172, 0.044769745, 0.0015120476, 0.013133198, -0.044633485, -0.014515029, -0.021279601, -0.036733393, 0.04075623, -0.17661944, -0.094546385, 0.056875527, 0.004090026, 0.05490262, 0.009615546) * go_2(-1.0, 1.0); + result += mat4(-0.059016522, 0.06971676, -0.018845871, -0.1960489, 0.030603651, 0.07038275, 0.030324249, -0.021405647, 0.0029889164, -0.044680223, 0.025204105, -0.070947506, 0.08812823, -0.04162818, 0.020303862, 0.033686403) * go_2(0.0, -1.0); + result += mat4(0.095108695, -0.001756413, -0.0746956, 0.19454287, 0.11728253, 0.024068093, 0.22989868, 0.15326135, -0.044749334, -0.10269763, -0.11903939, -0.0791172, -0.004715979, -0.034785185, 0.06928696, -0.080341384) * go_2(0.0, 0.0); + result += mat4(0.09515306, 0.0796711, 0.2531875, 0.17232622, -0.046116754, 0.10505673, 0.03974202, 0.0192849, -0.032660086, 0.090220645, -0.018340196, 0.010892869, 0.057608526, -0.0042284457, -0.033126116, -0.050798874) * go_2(0.0, 1.0); + result += mat4(-0.0465734, -0.12704821, -0.04242129, -0.08912093, 0.060641844, -0.030298313, 0.07455412, 0.09691065, -0.0993119, 0.08467131, -0.08018581, -0.06551497, 0.02412251, 0.023426851, -0.013038504, 0.058629658) * go_2(1.0, -1.0); + result += mat4(-0.0072143734, -0.17254709, -0.10164249, 0.009320373, 0.04572811, 0.031890705, 0.11281531, -0.053358663, -0.12266469, -0.0050442372, -0.088591315, -0.014440839, 0.025741255, -0.1090415, 0.14636643, 0.06128863) * go_2(1.0, 0.0); + result += mat4(-0.021854619, 0.08777348, -0.06519233, -0.068287335, -0.015207972, -0.041368876, -0.06916352, 0.014671391, -0.15136546, 0.12566894, -0.104125395, -0.025017736, -0.043513566, 0.08409863, 0.037353594, -0.06276716) * go_2(1.0, 1.0); + result += mat4(0.07235235, 0.03902354, 0.08474354, 0.015749328, -0.14268096, 0.030634299, -0.055138513, -0.03956857, 0.018563624, -0.081968024, 0.051094677, 0.034120332, 0.0053250403, 0.080352135, -0.04955247, -0.1332719) * go_3(-1.0, -1.0); + result += mat4(-0.036749303, -0.028455151, -0.014937002, 0.040662266, 0.08305564, 0.11542185, 0.013110968, 0.049462736, 0.055836335, -0.07350095, 0.022430308, -0.02959864, -0.01815184, -0.019589523, 0.063062504, 0.03289119) * go_3(-1.0, 0.0); + result += mat4(-0.023061413, 0.054117512, -0.005270115, -0.08946267, -0.04308614, 0.23271716, 0.23769991, 0.199799, 0.042626232, -0.003149215, -0.07325253, -0.09104977, 0.06556636, 0.123100184, -0.065416, -0.047533657) * go_3(-1.0, 1.0); + result += mat4(0.012621001, 0.010509575, 0.037320737, -0.059742343, -0.049418703, -0.09797092, 0.107040025, 0.050573327, -0.07652653, -0.096295066, 0.046717234, 0.0451225, -0.102516145, 0.15624528, -0.23164383, -0.13354032) * go_3(0.0, -1.0); + result += mat4(-0.028271353, 0.12728448, 0.030375311, 0.17157783, 0.122691065, -0.3680664, 0.029203705, -0.26102167, 0.025286853, 0.06262695, 0.1589348, 0.05327821, -0.065294765, -0.24605483, 0.042972647, -0.02089068) * go_3(0.0, 0.0); + result += mat4(-0.026082302, -0.08781727, -0.09250588, -0.023226565, 0.051248543, 0.16456133, -0.2952685, -0.083784014, 0.076261856, 0.0406498, 0.170887, 0.045606345, 0.090185635, -0.056969963, 0.013353489, -0.02177184) * go_3(0.0, 1.0); + result += mat4(0.03591036, -0.00022123115, 0.00879266, 0.0014145833, -0.031907767, 0.008818724, 0.038096637, 0.088316254, -0.111196004, -0.043627053, -0.03396249, -0.11398144, -0.013437176, -0.056140415, -0.02947146, 0.04266824) * go_3(1.0, -1.0); + result += mat4(0.27118152, -0.029443147, 0.029049424, -0.021353519, -0.08102377, -0.10702356, 0.2708468, -0.028351566, 0.10159006, -0.08634602, 0.11655341, 0.01216303, -0.032198787, 0.098999046, 0.08560102, 0.13209614) * go_3(1.0, 0.0); + result += mat4(-0.011867179, -0.008092173, -0.06914386, -0.0026515024, 0.15475754, -0.069809034, -0.061735924, 0.030092785, 0.015481355, 0.069196485, -0.067885965, -0.10032289, -0.022956805, -0.050457634, 0.034361836, 0.063292615) * go_3(1.0, 1.0); + result += mat4(-0.028808603, 0.2522452, -0.028151542, -0.11966417, 0.0060086837, -0.022839228, 0.04591885, -0.047450468, -0.017323907, 0.0033520379, -0.013912139, 0.00087186386, -0.095179744, 0.10477611, -0.1572277, -0.18952997) * go_4(-1.0, -1.0); + result += mat4(-0.024695182, 0.2125057, 0.0043758615, 0.048833247, -0.024862275, -0.07173688, 0.016327882, 0.052133285, 0.032598563, 0.0370544, -0.032444727, 0.007660602, 0.014026539, 0.15517443, -0.08797283, 0.046922438) * go_4(-1.0, 0.0); + result += mat4(-0.08749249, 0.17871788, 0.089315645, 0.020792015, 0.0062840376, 0.027935686, 0.022011895, 0.0014372129, 0.03437162, 0.04160462, -0.076575324, -0.005282676, 0.01039395, 0.13785924, -0.11939048, -0.12266059) * go_4(-1.0, 1.0); + result += mat4(-0.08761654, 0.12325804, 0.09464573, -0.070082165, -0.029074723, -0.039505627, -0.006745376, -0.07662022, 0.018293282, 0.16754504, -0.01436095, -0.07123675, -0.045903374, 0.045701377, -0.16947833, -0.065680735) * go_4(0.0, -1.0); + result += mat4(0.07837804, 0.10318053, 0.10402837, -0.09299896, -0.044918105, -0.19713773, -0.038225368, -0.0127715515, 0.021232253, 0.19498691, 0.054563515, -0.024584824, 0.14310583, -0.25778866, -0.048625097, -0.04034214) * go_4(0.0, 0.0); + result += mat4(0.03317779, 0.36327454, 0.0010753187, 0.07300084, 0.013177773, -0.10299273, -0.043644756, -0.049851302, -0.11076842, -0.0030125536, 0.13768485, 0.037023947, 0.05862015, 0.026259044, -0.11906646, 0.015630042) * go_4(0.0, 1.0); + result += mat4(0.04435236, 0.2442636, 0.02941278, -0.03259748, 0.02729472, 0.1464977, -0.23190135, -0.013464374, -0.04808333, -0.07721386, -0.006521778, 0.03849496, -0.087418415, -0.14530352, -0.046621766, 0.013260049) * go_4(1.0, -1.0); + result += mat4(-0.054236982, 0.16401532, -0.0410692, 0.018103333, 0.03832126, 0.24158026, -0.02707848, 0.063542314, -0.0025432308, 0.02253484, -0.13533834, 0.009265725, -0.13578576, 0.055599272, -0.029021647, 0.074372046) * go_4(1.0, 0.0); + result += mat4(0.07789502, 0.12068383, 0.06586239, 0.16586556, 0.12068069, 0.0314873, 0.020462591, 0.01643263, 0.0022647027, -0.0535912, 0.02042879, 0.08939534, -0.012003675, 0.10854255, -0.019238353, 0.05661957) * go_4(1.0, 1.0); + result += mat4(-0.0024771164, 0.0013602651, -0.006449609, -0.0674718, 0.011020245, -0.024715785, -0.005840159, -0.016253866, 0.0058691143, 0.00923955, -0.014752748, -0.009056492, 0.04719506, 7.439548e-05, -0.031533875, -0.028303158) * go_5(-1.0, -1.0); + result += mat4(-0.022446554, 0.011014639, 0.014150175, -0.08969043, 0.05011379, 0.0014429274, 0.13622425, -0.055668622, 0.003997062, -0.018588124, 0.037211727, -0.02675576, 0.021160034, 0.06025865, 0.044886358, 0.07540469) * go_5(-1.0, 0.0); + result += mat4(0.059523765, -0.106335945, 0.047557555, 0.015525542, -0.059115347, 0.009750207, 0.01922731, 0.024100488, 0.0016303931, -0.07808692, 0.08100007, 0.05687361, -0.03983667, -0.023318004, 0.044715997, 0.032614175) * go_5(-1.0, 1.0); + result += mat4(0.092187695, -0.16478536, 0.11356077, 0.1448521, 0.072599865, 0.06876907, -0.024432033, 0.052597918, -0.010043035, -0.03687111, 0.00895416, 0.02780389, 0.045475237, 0.0034288564, -0.053697575, -0.0039305706) * go_5(0.0, -1.0); + result += mat4(-0.086140305, 0.10712286, -0.098502316, -0.037614137, -0.0014869545, -0.119502805, 0.07774526, 0.01559113, -0.036177177, 0.05600912, 0.0672405, 0.0424494, -0.014852803, -0.09711143, 0.035177983, 0.027274514) * go_5(0.0, 0.0); + result += mat4(0.010052695, -0.1528992, 0.037211087, 0.050275393, -0.052893683, -0.103499845, 0.04699975, 0.010357094, 0.02002735, -0.0724987, -0.039920773, -0.03259424, 0.05104605, -0.021494186, 0.1335748, 0.1431882) * go_5(0.0, 1.0); + result += mat4(0.008692001, 0.1388636, 0.062878676, 0.043149088, 0.040500425, -0.06934554, 0.031019283, 0.086996906, -0.01329169, -0.024621997, 0.03125819, -0.03552568, 0.025497364, -0.013930993, 0.039630298, -0.009306881) * go_5(1.0, -1.0); + result += mat4(0.08138952, 0.11290011, 0.09357804, 0.0773934, 0.11037395, 0.040116914, 0.05588578, 0.08340036, 0.019552698, 0.010302062, 0.030425403, -0.012494984, 0.100253575, 0.058283005, -0.0053462014, 0.0011434298) * go_5(1.0, 0.0); + result += mat4(-0.0027934618, 0.012688533, 0.03582281, 0.093737796, -0.10973247, 0.07261092, 0.112351805, 0.011432246, 0.013944619, -0.06078718, 0.04819748, -0.023201318, 0.060381312, -0.08896123, 0.0354816, 0.1314617) * go_5(1.0, 1.0); + result += vec4(-0.014843715, 0.037786916, -0.050943095, 0.02970283); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.042099904, -0.058733735, 0.02552323, 0.08024827, -0.007007328, -0.024506995, -0.014314433, 0.07856346, 0.0070828185, 0.12121103, -0.047790356, -0.1190773, 0.09607051, -0.022659522, -0.012408393, -0.01265088) * go_0(-1.0, -1.0); + result += mat4(-0.036540985, 0.065095425, 0.020370001, -0.13017972, 0.16372375, -0.13150094, 0.012892328, -0.1387121, -0.0398674, -0.115208104, -0.025226658, -0.066354044, 0.07032839, 0.11715836, 0.014640627, 0.0410301) * go_0(-1.0, 0.0); + result += mat4(0.030191297, -0.0066959998, 0.026137028, -0.015430499, -0.07329306, -0.138525, 0.080228955, 0.1005483, -0.0007654556, 0.08933457, -0.11922955, -0.0689602, 0.06392459, 0.04870049, -0.0018588612, 0.046055775) * go_0(-1.0, 1.0); + result += mat4(0.12119697, -0.03272271, -0.011908178, 0.07443732, 0.017831923, -0.06988535, -0.027143668, -0.023895472, 0.08469687, 0.1490557, 0.015963838, -0.0049853753, 0.01178327, -0.0028791244, -0.06283662, -0.0059013553) * go_0(0.0, -1.0); + result += mat4(0.028543679, 0.058001377, -0.008511679, 0.0026974818, -0.0013273149, 0.010061944, -0.07719697, -0.053456806, -0.2909378, -0.03735039, 0.02128061, 0.15994087, -0.020060549, 0.0051932936, 0.010056397, -0.044010773) * go_0(0.0, 0.0); + result += mat4(0.1596504, -0.055374887, -0.019871527, 0.008125669, 0.21285413, 0.03118557, 0.05784715, -0.033272292, -0.11010903, 0.08968991, 0.01791155, -0.11081058, -0.059060283, -0.08855704, 0.06299061, -0.08653331) * go_0(0.0, 1.0); + result += mat4(0.22247101, -0.04902725, 0.004427136, 0.00843986, -0.12681817, -0.04432411, 0.09346549, -0.07040382, 0.065832525, 0.1306079, -0.046262078, -0.064467475, 0.09017577, -0.05839232, 0.02169111, 0.015345169) * go_0(1.0, -1.0); + result += mat4(-0.019040529, 0.03761165, -0.021923041, -0.02165343, -0.22262675, -0.007393024, 0.13378944, 0.24793835, -0.115743674, -0.050898936, -0.101693556, -0.16117941, 0.15038069, -0.071292244, 0.16757068, 0.14149354) * go_0(1.0, 0.0); + result += mat4(0.15021501, 0.01646184, 0.039540898, -0.020430906, -0.09821808, -0.008859351, -0.0064752824, 0.04515899, -0.036680277, 0.03743646, 0.046192754, -0.07469316, 0.015766433, -0.053386677, -0.058385946, 0.04285354) * go_0(1.0, 1.0); + result += mat4(-0.12153023, -0.0052116364, 0.013274117, 0.066916846, -0.07894143, -0.07270525, 0.0032244355, 0.080999196, -0.071276195, 0.03603874, -0.023127655, -0.22612897, 0.019750288, 0.06261086, 0.036052, 0.057479452) * go_1(-1.0, -1.0); + result += mat4(0.068308026, -0.02204353, 0.037701212, -0.13152799, -0.040166344, 0.18250147, -0.00841116, 0.14707813, 0.2891035, 0.0355822, -0.037319396, -0.033286855, 0.05205944, 0.029016457, 0.02267416, 0.12552561) * go_1(-1.0, 0.0); + result += mat4(-0.07627465, -0.0015795324, 0.005847234, 0.0343533, -0.12101658, -0.044895757, -0.033076547, -0.0072863665, -0.13455121, -0.03442574, 0.03806193, -0.025911227, -0.05203063, 0.006293081, 0.01888723, 0.10063248) * go_1(-1.0, 1.0); + result += mat4(0.05558394, 0.03480151, 0.0068188105, 0.025131043, -0.12540701, -0.088756844, -0.03175985, -0.19954887, 0.0730124, -0.04229162, -0.0013364753, -0.03893613, 0.06019269, -0.034671903, 0.050091, -0.059322134) * go_1(0.0, -1.0); + result += mat4(-0.07942089, -0.018256165, -0.096205324, 0.101769134, 0.01908004, 0.33233985, -0.035679515, -0.23594299, -0.03030973, 0.06313867, -0.044021074, -0.10605643, -0.10518184, -0.11355261, 0.12967454, -0.106763974) * go_1(0.0, 0.0); + result += mat4(-0.09985036, 0.041868765, -0.09622011, -0.05465083, -0.039375015, -0.10204485, -0.004873815, 0.080527805, 0.08858304, -0.05943268, 0.08352734, -0.07512739, -0.22778553, 0.15029298, 0.08525989, -0.15358798) * go_1(0.0, 1.0); + result += mat4(-0.08080637, -0.097256064, -0.040232092, -0.06549907, 0.013221195, -0.028040923, -0.0005182768, 0.06254156, 0.19496393, -0.0040481715, -0.053046, 0.05839162, 0.11274092, 0.11118614, 0.1480564, 0.033354077) * go_1(1.0, -1.0); + result += mat4(0.023759563, 0.00635514, -0.045272943, -0.05173251, 0.0885555, -0.008405325, 0.19941078, 0.109418906, 0.48571047, 0.0562873, -0.122534275, 0.01860896, 0.10383342, -0.005438985, 0.2603844, 0.016442006) * go_1(1.0, 0.0); + result += mat4(-0.1018859, -0.06035783, 0.04882298, 0.121493384, -0.014769945, -0.026479812, -0.23881653, 0.15810451, 0.064371295, -0.08258908, 0.032874167, 0.0013588811, -0.13452709, -0.021992348, -0.12913197, -0.007582777) * go_1(1.0, 1.0); + result += mat4(0.09469535, -0.0059437137, 0.0070211883, 0.012549531, -0.04503433, 0.11778692, -0.01240231, -0.06452343, 0.0183962, -0.09719111, 0.051977355, 0.028582, 0.11405788, 0.09339377, -0.017060561, -0.016824113) * go_2(-1.0, -1.0); + result += mat4(0.025192278, 0.16830146, 0.002082107, -0.12433539, 0.05449372, 0.111993775, -0.050993383, 0.106019214, -0.0012675346, -0.11002013, 0.08042263, 0.046076216, 0.03845027, 0.026669858, -0.05693071, 0.006350705) * go_2(-1.0, 0.0); + result += mat4(0.11534884, 0.067232355, -0.08493867, -0.059265412, -0.045863472, 0.03164632, -0.013697583, 0.012065389, -0.15469037, -0.08252674, 0.102144025, 0.079707734, 0.0043182303, 0.07471552, -0.028747529, -0.05626163) * go_2(-1.0, 1.0); + result += mat4(-0.02088867, 0.005918884, -0.00632325, 0.06864312, 0.07231704, 0.06967162, 0.046126503, -0.03890708, -0.11291535, -0.112925544, 0.01721896, -0.027296377, -0.0008218594, 0.019371105, -0.028493239, -0.11972473) * go_2(0.0, -1.0); + result += mat4(0.05792697, -0.050189912, -0.013986142, -0.042153005, -0.044381443, -0.040740672, -0.036568243, -0.18094629, -0.032849103, -0.11920466, -0.01574577, 0.07106109, -0.0473771, -0.029407948, -0.016447794, 0.07348799) * go_2(0.0, 0.0); + result += mat4(0.25879595, 0.027651018, -0.09736299, -0.017931122, 0.1145708, 0.051391326, 0.14323749, -0.06405431, -0.017116228, -0.04995981, 0.017524386, 0.053012, -0.024927566, 0.029871127, -0.062402803, -0.089126125) * go_2(0.0, 1.0); + result += mat4(-0.3455905, -0.07298466, 0.022065436, -0.13115343, 0.0683912, 0.06609262, -0.035481025, -0.04162889, -0.0020681168, -0.0819611, 0.017471436, 0.022238733, 0.047958784, 0.037473556, -0.06708024, -0.06513322) * go_2(1.0, -1.0); + result += mat4(-0.008081404, 0.04029864, -0.07384856, -0.12268659, 0.048441645, 0.08439676, 0.032600272, 0.01420026, -0.16429286, -0.061197132, 0.05322935, -0.04212053, 0.0060033225, 0.037083343, -0.024957739, -0.026598029) * go_2(1.0, 0.0); + result += mat4(0.0018599767, 0.02205519, 0.10264597, 0.047300845, 0.13039044, -0.08621153, -0.014272506, 0.03800674, -0.12807004, -0.03650184, 0.17019251, 0.0050348463, 0.06673689, 0.062484764, -0.074008316, 0.0024411175) * go_2(1.0, 1.0); + result += mat4(0.10010423, 0.059802253, -0.028706724, -0.0021158324, -0.1071618, -0.06596802, 0.017506624, 0.020555088, 0.006742276, -0.058907714, 0.02132174, -0.00065407227, 0.10080476, -0.06645163, 0.028596232, -0.098386355) * go_3(-1.0, -1.0); + result += mat4(0.06250598, 0.028219528, -0.032285657, 0.029157873, 0.41888437, -0.07922488, -0.038655374, 0.08948803, -0.13829164, 0.13305405, 0.00031528703, -0.11085006, -0.063075796, 0.0500627, 0.065392256, 0.12271925) * go_3(-1.0, 0.0); + result += mat4(0.111435704, 0.02032602, 0.038795993, 0.03990286, 0.27919176, -0.08434588, -0.025168309, 0.051932946, -0.04704256, -0.031704668, 0.029195199, 0.0029008535, 0.1921871, 0.072233014, 0.02167757, -0.009142876) * go_3(-1.0, 1.0); + result += mat4(0.03787496, 0.10278594, -0.034100357, -0.038842272, -0.21315722, 0.04823617, -0.029114509, 0.051216953, 0.06688632, -0.016796501, 0.034409184, 0.030457467, 0.18392949, -0.05570241, -0.0074716844, -0.09469817) * go_3(0.0, -1.0); + result += mat4(0.00060441054, -0.21777734, 0.039007552, 0.065863505, -0.20799696, -0.007875905, -0.038051736, 0.107517034, -0.030292246, 0.039137594, -0.011577313, -0.09082536, -0.024957297, 0.04839934, 0.08945703, -0.067684196) * go_3(0.0, 0.0); + result += mat4(-0.0007396966, -0.028242454, -0.055650227, 0.015779331, -0.33971977, -0.0536201, 0.21978994, 0.17193733, 0.08947309, 0.05031975, -0.1301886, -0.035680372, 0.08049449, 0.20915179, -0.21580179, 0.0070197694) * go_3(0.0, 1.0); + result += mat4(0.018666867, 0.080064476, 0.03374961, 0.009929877, 0.12268159, 0.08780485, -0.020013101, 0.001475278, -0.094762295, -0.00571688, 0.07592603, 0.02490935, 0.20536572, -0.103320844, -0.11305944, 0.020782808) * go_3(1.0, -1.0); + result += mat4(0.10927535, -0.10669775, -0.119271345, -0.04704597, -0.33198515, 0.16730374, 0.067796834, -0.21553586, -0.15134549, 0.12522157, -0.059982754, 0.053596307, -0.07490767, 0.0430427, 0.13261874, 0.034827977) * go_3(1.0, 0.0); + result += mat4(-0.118310496, -0.034256335, 0.15736672, -0.012709214, 0.108289585, 0.055601, -0.15293309, -0.047951285, 0.13641061, 0.040393222, -0.014293154, 0.013147444, 0.040933702, 0.06414584, -0.06435496, 0.07897889) * go_3(1.0, 1.0); + result += mat4(0.1769398, -0.03865557, -0.007278993, -0.009594421, 0.06511066, -0.055826154, 0.039952062, 0.11912263, 0.017886136, -0.05012913, -0.026828678, -0.059241973, -0.10093276, -0.19696872, 0.084965006, 0.14702372) * go_4(-1.0, -1.0); + result += mat4(0.099720076, -0.067204416, -0.03463609, 0.09670626, -0.28691396, -0.06598814, 0.0014410254, 0.14105716, -0.033738673, -0.060082074, 0.022319613, -0.10230477, -0.04376945, -0.13106492, 0.063823946, 0.14856036) * go_4(-1.0, 0.0); + result += mat4(0.33853808, -0.0621997, 8.363771e-05, -0.0009150376, 0.024009543, 0.018634653, 0.0037902838, 0.10804439, 0.05129897, 0.013281732, 0.0192675, -0.021642182, 0.20649408, -0.059423707, 0.06726224, 0.0145797795) * go_4(-1.0, 1.0); + result += mat4(-0.15990373, -0.106583185, 0.002367883, 0.045296166, -0.0631138, -0.0072529926, 0.029369524, 0.08331243, 0.122756526, -0.0179492, -0.120487615, 0.0081743365, -0.17502016, -0.044541918, -0.015354001, -0.011111051) * go_4(0.0, -1.0); + result += mat4(-0.11184931, 0.06587063, 0.07042273, -0.04147224, -0.09151379, -0.20194946, 0.10355849, 0.19217291, 0.08952243, 0.12201255, 0.04417764, -0.04035679, -0.09468639, 0.31825796, 0.006901595, -0.04124098) * go_4(0.0, 0.0); + result += mat4(0.06660271, -0.0046637137, 0.09873929, 0.08799431, -0.100498706, 0.06444192, -0.02957856, 0.038241588, 0.15948315, 0.1299982, -0.090359725, 0.004090419, -0.079359606, -0.00037474622, -0.022643564, -0.08251614) * go_4(0.0, 1.0); + result += mat4(0.43229616, 0.10688282, -0.07364843, 0.053060126, 0.12662794, -0.008840078, 0.026755894, 0.041338578, -0.2254781, -0.10235022, -0.12567373, -0.0667009, -0.1809531, -0.09815889, -0.08910998, 0.037839357) * go_4(1.0, -1.0); + result += mat4(-0.07567111, 0.028171131, 0.055614933, -0.013953225, 0.12692563, 0.083607204, -0.07004251, -0.036412235, -0.058107987, 0.037055403, 0.18604837, -0.017260164, -0.17541583, 0.06894981, -0.23379545, 0.031235654) * go_4(1.0, 0.0); + result += mat4(0.45591107, 0.039045885, -0.12626866, -0.14674829, 0.05945796, -0.010674477, -0.035819475, -0.0047352607, -0.036941368, 0.10396601, -0.036363676, 0.0554336, 0.17748542, 0.06979016, 0.14080845, 0.042843) * go_4(1.0, 1.0); + result += mat4(0.10455963, 0.075099275, 0.05469465, 0.015781848, 0.09594164, 0.05998725, -0.052120302, -0.13773419, 0.044500146, 0.031731047, -0.008471109, -0.03267637, 0.047310144, 0.031099096, -0.024222182, -0.033589233) * go_5(-1.0, -1.0); + result += mat4(-0.12448876, -0.03613152, -0.0010140876, -0.025516123, -0.059143614, 0.023980793, -0.022088494, -0.23990345, -0.009263314, 0.07561086, -0.018244747, -0.030571839, 0.078326724, 0.11647481, 0.0005469513, 0.011363735) * go_5(-1.0, 0.0); + result += mat4(-0.012303434, 0.10459798, 0.0075168074, -0.06578245, 0.10195852, -0.011171349, 0.031734105, 0.01707112, 0.027664077, 0.023296015, -0.018072389, -0.025510611, 0.1640572, 0.034506124, 0.00016337275, 0.03571095) * go_5(-1.0, 1.0); + result += mat4(-0.008957332, 0.009508923, 0.0146317985, 0.038981803, 0.24314897, 0.0015878802, -0.078958146, 0.03145806, 0.0068939812, 0.073126584, -0.012263321, -0.036391743, 0.118567936, 0.065423995, 0.023732737, -0.0099737905) * go_5(0.0, -1.0); + result += mat4(0.07652766, -0.099965736, 0.07820692, -0.016641535, -0.05796137, 0.062477842, -0.09325648, 0.044144213, -0.074167095, -0.02907356, 0.009493459, -0.09726981, -0.024008945, 0.13910118, -0.012273277, -0.18442377) * go_5(0.0, 0.0); + result += mat4(-0.3458695, 0.0125532355, -0.04507072, 0.005002404, -0.054678664, -0.1073264, -0.066266164, 0.10499865, -0.026834222, -0.005892071, -0.012439621, -0.014582178, 0.20079906, 0.10445034, -0.017010294, -0.027499933) * go_5(0.0, 1.0); + result += mat4(0.20540363, 0.13028874, -0.0043541454, 0.041952956, -0.06462141, 0.05869749, -0.0336049, -0.00483216, 0.0071067465, 0.02086375, 0.029295754, 0.00054160395, 0.12825298, 0.01190737, 0.024069678, 0.0007039938) * go_5(1.0, -1.0); + result += mat4(0.25426188, -0.025078375, -0.18087013, -0.047353756, 0.050092597, -0.020793278, -0.20005824, -0.05249769, 0.10390969, 0.029416217, -0.022406658, 0.022277432, 0.10061195, 0.09648526, 0.08301866, -0.05414833) * go_5(1.0, 0.0); + result += mat4(-0.008085474, -0.0047122077, 0.037323467, -0.05261859, -0.014043025, 0.015429949, 0.0026017784, 0.05505961, -0.026992656, -0.0034499804, -0.040065564, -0.010143243, 0.080673434, 0.01895095, -0.044532266, -0.04431238) * go_5(1.0, 1.0); + result += vec4(-0.03466821, 0.00034034275, 0.0050041266, 0.015987461); + return result; +} +//!DESC Anime4K-v4.1-Restore-GAN-(UUL)-Conv-3x3x3x32 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE MAIN +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.029194267, -0.012368673, -0.032628484, 0.0, 0.009544185, 0.003643155, -0.012932683, 0.0, -0.02599644, -0.009162184, 0.001984748, 0.0, 0.036822453, -0.01785786, 0.010368739, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.025280805, 0.03720678, 0.00053982873, 0.0, 0.014486393, -0.008664618, -0.013254841, 0.0, 0.032457434, -0.0054208813, -0.03551113, 0.0, 0.005541615, 0.009700108, 0.008173082, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.008494375, 0.017570386, -0.035493053, 0.0, 0.0040664477, -0.009358297, -0.00124042, 0.0, 0.013665794, -0.027995802, 0.01806665, 0.0, 2.6274169e-05, -0.017136851, 0.004273683, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.001260151, 0.0298161, 0.03177647, 0.0, 0.029924905, 0.002548117, -0.008971935, 0.0, -0.028699454, -0.011327333, 0.01809372, 0.0, 0.052908268, -0.009816564, -0.04160645, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.0674105, 0.011343186, 0.031059649, 0.0, -0.01816893, -0.027822826, -0.0039920355, 0.0, 0.06559583, 0.08136345, 0.0024248413, 0.0, -0.007355395, 0.0021421018, -0.03261461, 0.0) * go_0(0.0, 0.0); + result += mat4(0.06596344, 0.0011187588, -0.0698554, 0.0, -0.024434082, -0.009038537, 0.042669352, 0.0, -0.060429063, -0.014795595, 0.10773078, 0.0, -0.018245215, -0.025555842, 0.07259554, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.0035948083, -0.026325721, 0.032130077, 0.0, 0.0015195963, 0.0044271573, -0.008984954, 0.0, 0.016403245, -0.0039584707, 0.013665029, 0.0, 0.0016767944, 0.0070667397, -0.028133946, 0.0) * go_0(1.0, -1.0); + result += mat4(0.01695004, -0.029402763, 0.047411986, 0.0, -0.01129213, 0.0049071675, 0.003822879, 0.0, -0.031588167, -0.031124864, -0.06241746, 0.0, -0.035150167, 0.024117738, -0.008538587, 0.0) * go_0(1.0, 0.0); + result += mat4(0.058436964, -0.018053403, -0.0029208104, 0.0, -0.012583584, -8.435696e-06, -0.0021389409, 0.0, 0.025366964, 0.022662194, -0.03120317, 0.0, -0.05732525, -0.0019531269, 0.02189266, 0.0) * go_0(1.0, 1.0); + result += mat4(0.021041503, -0.03575024, 0.039296895, 0.0, 0.036413766, -0.015376002, -0.003543714, 0.0, -0.006572382, -0.01746979, 0.024723995, 0.0, -0.005184721, 0.014261276, -0.021478102, 0.0) * go_1(-1.0, -1.0); + result += mat4(0.007271495, 0.010891414, 0.06081773, 0.0, -0.07530834, -0.057223827, 0.056062855, 0.0, -0.03944118, 0.009164506, 0.016359169, 0.0, 0.011959882, -0.009856203, -0.050926358, 0.0) * go_1(-1.0, 0.0); + result += mat4(-0.01974953, 0.010230301, -0.007793579, 0.0, -0.020196917, 0.04590978, 0.03837431, 0.0, -0.006767891, 0.0075034844, -0.003773216, 0.0, 0.013550913, -0.0003947991, 0.0031925605, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.028148983, -0.038432404, 0.03511873, 0.0, -0.034311228, -0.02840252, -0.027590172, 0.0, 0.06412731, -0.03889514, -0.016489375, 0.0, -0.048484165, 0.00057386677, 0.0026269031, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.08776933, 0.0029032787, -0.031222485, 0.0, 0.06960467, 0.09750718, 0.050598294, 0.0, 0.0835213, 0.021661203, 0.038753476, 0.0, 0.03982122, 0.03788668, 0.1515678, 0.0) * go_1(0.0, 0.0); + result += mat4(0.028370056, 0.039478805, -0.020990063, 0.0, 0.00912417, 0.023335736, -0.16728604, 0.0, -0.011494958, -0.013394507, -0.053537812, 0.0, -0.005550743, -0.009001584, 0.012948562, 0.0) * go_1(0.0, 1.0); + result += mat4(0.013810996, -0.025271188, -0.004379599, 0.0, 0.015034975, -0.00089060765, 0.033212643, 0.0, 0.038851626, -0.0057069063, -0.040545236, 0.0, -0.0028078358, 0.015933724, 0.01575025, 0.0) * go_1(1.0, -1.0); + result += mat4(0.01737436, 0.01430337, -0.015735079, 0.0, -0.016511876, -0.06596022, 0.003990326, 0.0, 0.029907767, 0.0024715378, -0.05681515, 0.0, -0.0066727134, -0.024142109, 0.022043386, 0.0) * go_1(1.0, 0.0); + result += mat4(-0.019812914, 0.0015476292, -0.016639404, 0.0, 0.017160518, -0.002040027, -0.0007517166, 0.0, 0.0071950383, -0.003341077, -0.046353333, 0.0, -0.00083734177, -0.010146456, 0.016291264, 0.0) * go_1(1.0, 1.0); + result += mat4(0.005489136, -0.015574599, -0.011043608, 0.0, -0.009506977, 0.0054301876, 0.02158638, 0.0, 0.028507395, 0.018968195, 0.015134093, 0.0, -0.03841078, 0.025878599, 0.014776577, 0.0) * go_2(-1.0, -1.0); + result += mat4(0.050771695, -0.020951752, 0.02507804, 0.0, -0.023102228, 0.005002361, 0.009032685, 0.0, -0.02580423, 0.01087507, 0.053516913, 0.0, -0.0029967995, -0.0077431537, -0.001353477, 0.0) * go_2(-1.0, 0.0); + result += mat4(0.010528193, -0.015227771, 0.04612157, 0.0, -0.0034696343, 0.012149008, 0.00761891, 0.0, -0.028641496, 0.024396904, -0.005470966, 0.0, -0.016171847, 0.017462283, -0.0045835036, 0.0) * go_2(-1.0, 1.0); + result += mat4(0.016605109, -0.015695306, -0.026842888, 0.0, -0.018456295, -0.0015909546, 0.01639685, 0.0, 0.045253225, 0.014879358, -0.0029951404, 0.0, -0.07698649, -6.646588e-05, 0.051242474, 0.0) * go_2(0.0, -1.0); + result += mat4(0.021182995, -0.059780866, -0.10691225, 0.0, 0.012331703, 0.018810093, -0.00074620557, 0.0, -0.08377086, -0.09883356, 0.0033603192, 0.0, 0.027267748, -0.044589777, -0.016808862, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.05345038, 0.007593226, 0.08017634, 0.0, 0.0029109702, -0.0066193943, -0.053755503, 0.0, 0.06317975, 0.013643785, -0.09781004, 0.0, 0.025922418, 0.02646404, -0.07879502, 0.0) * go_2(0.0, 1.0); + result += mat4(0.013840612, 0.03220654, 0.008247586, 0.0, 0.0024653377, 0.0017564539, 0.0095992945, 0.0, -0.008052894, 0.0005847401, 0.0030516423, 0.0, -0.0055664075, -0.0022113416, 0.03661902, 0.0) * go_2(1.0, -1.0); + result += mat4(-0.009897283, 0.03339503, -0.04373135, 0.0, 0.007111389, -0.0064675347, -0.0057030907, 0.0, 0.024796525, 0.014585273, 0.04618779, 0.0, 0.0451687, -0.01796601, 0.019403245, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.050205655, 0.0067047793, 0.004935128, 0.0, 0.007296142, 0.0021017375, 0.004065404, 0.0, -0.033875827, -0.029431261, 0.028738476, 0.0, 0.0447788, 0.0089823445, -0.014340374, 0.0) * go_2(1.0, 1.0); + result += mat4(-0.008800223, 0.03338696, -0.034157075, 0.0, -0.0068426207, 0.018176233, 0.004032728, 0.0, 0.024810873, 0.014211227, -0.05046429, 0.0, 0.002167862, -0.024004508, 0.029742634, 0.0) * go_3(-1.0, -1.0); + result += mat4(-0.017277744, -0.027693354, -0.061636884, 0.0, 0.03730354, 0.02037306, -0.082923785, 0.0, 0.06614115, -0.021971319, -0.03728439, 0.0, -0.009604838, 0.0065510827, 0.05428039, 0.0) * go_3(-1.0, 0.0); + result += mat4(0.028721841, -0.015807403, 0.0052445545, 0.0, 0.044053316, -0.03528111, -0.02186662, 0.0, 0.038215213, -0.016336309, -0.008933091, 0.0, -0.0011169153, 0.012024489, 0.02721076, 0.0) * go_3(-1.0, 1.0); + result += mat4(-0.023697415, 0.03966659, -0.034681734, 0.0, 0.018552555, 0.0103879105, -0.012615872, 0.0, -0.07300987, 0.040119167, 0.005360114, 0.0, 0.027465869, -0.02125224, -0.0050676432, 0.0) * go_3(0.0, -1.0); + result += mat4(0.030902436, -0.036696557, 0.0028193328, 0.0, -0.05093436, -0.07263705, -0.021804878, 0.0, -0.09184029, -0.024111573, -0.058388986, 0.0, -0.0090374835, -0.005109571, -0.097216494, 0.0) * go_3(0.0, 0.0); + result += mat4(0.015647996, -0.014143281, 0.04477705, 0.0, -0.01775979, -0.034271564, 0.16637851, 0.0, 0.05501123, 0.017724924, 0.04504396, 0.0, -0.026133522, -0.013498184, -0.013634824, 0.0) * go_3(0.0, 1.0); + result += mat4(-0.03309264, 0.01711954, 0.0074518835, 0.0, 0.016711101, 0.032219592, -0.019081173, 0.0, -0.017806605, 0.009609709, 0.025623152, 0.0, 0.0010809151, -0.015366981, -0.012361129, 0.0) * go_3(1.0, -1.0); + result += mat4(0.0049063656, 0.010883338, 0.04879139, 0.0, -0.022820218, 0.034932375, -0.019001193, 0.0, -0.013871661, 0.000886869, 0.05011855, 0.0, 0.0074326694, 0.030681293, -0.008235174, 0.0) * go_3(1.0, 0.0); + result += mat4(0.016555479, -0.01782214, 0.012905581, 0.0, -0.024117837, 0.0008709348, -0.003545648, 0.0, 0.015249755, -0.01739516, 0.031961266, 0.0, 0.008861017, 0.019980997, -0.0017820391, 0.0) * go_3(1.0, 1.0); + result += mat4(0.015237567, 0.002044042, 0.013154992, 0.0, 0.014365077, 0.009685413, 0.009999783, 0.0, -0.004745017, -0.008530349, -0.0048582545, 0.0, 0.006463907, 0.011591748, 0.0013033211, 0.0) * go_4(-1.0, -1.0); + result += mat4(-0.0039128656, -0.018021967, -0.01664764, 0.0, 0.032044526, 0.03212382, 0.03248477, 0.0, -0.018143034, -0.024854887, -0.013054983, 0.0, 0.014334873, 0.026316965, 0.01232964, 0.0) * go_4(-1.0, 0.0); + result += mat4(0.002798491, -0.0038798824, 0.0022298654, 0.0, 0.0019937146, 2.3132301e-05, 0.0051871384, 0.0, 0.002116868, -0.0070092976, 0.0007712422, 0.0, -0.0110990815, -0.00045806088, -0.0042779488, 0.0) * go_4(-1.0, 1.0); + result += mat4(-0.010706082, -0.016151588, -0.008477227, 0.0, -0.010954006, -0.0032643504, -0.0057480773, 0.0, 0.0063414387, 0.011558126, 0.006752642, 0.0, 0.024452314, 0.013355994, 0.011969219, 0.0) * go_4(0.0, -1.0); + result += mat4(0.015298925, 0.030997332, 0.009838116, 0.0, -0.080680534, -0.05467505, -0.05227959, 0.0, -0.023426097, 0.013344335, 0.00071768253, 0.0, -0.015939463, -0.038700994, -0.028631734, 0.0) * go_4(0.0, 0.0); + result += mat4(-0.01238892, 0.004899588, 0.0006303335, 0.0, -0.0103858225, -0.0065748966, -0.013839468, 0.0, -0.016547715, 0.0016229248, -0.004543596, 0.0, 0.012939155, -0.004688313, -0.0023379533, 0.0) * go_4(0.0, 1.0); + result += mat4(-0.0057197395, -0.005643721, -0.00911208, 0.0, 0.017784229, 0.008518574, 0.014390045, 0.0, 0.01216526, -0.004762164, 0.00039809215, 0.0, 0.004477759, 0.0014034393, 0.0015725178, 0.0) * go_4(1.0, -1.0); + result += mat4(0.0080029685, 0.012455343, 0.008170205, 0.0, 0.013437776, 0.0017411915, 0.002170487, 0.0, 0.020931266, 0.0062978463, 0.0077739186, 0.0, 0.012534784, 0.0017018887, -0.0056342245, 0.0) * go_4(1.0, 0.0); + result += mat4(0.0009400788, -0.0069639036, 0.0030032704, 0.0, 0.0031776547, -0.0106882155, -0.0021752508, 0.0, 0.0209143, 0.0059682373, 0.004596733, 0.0, -0.022955237, -0.009941201, -0.006298617, 0.0) * go_4(1.0, 1.0); + result += mat4(-0.0064679156, -0.010350582, -0.009941069, 0.0, -0.0015805382, 0.012290337, 0.008409566, 0.0, -0.117412835, -0.09645556, -0.09703461, 0.0, -0.007818433, -0.0075441995, 0.0014142053, 0.0) * go_5(-1.0, -1.0); + result += mat4(-0.008875219, -0.010561973, -0.0123933125, 0.0, 0.013169622, 0.02392643, 0.016722063, 0.0, 0.055201843, 0.07873035, 0.05582767, 0.0, 0.023869634, 0.020948572, 0.019141855, 0.0) * go_5(-1.0, 0.0); + result += mat4(0.004586781, 0.003811747, 0.0040364224, 0.0, 0.0025533088, 0.004466686, -0.002531796, 0.0, 0.01505836, 0.012453587, 0.012348402, 0.0, -0.024105167, -0.020986296, -0.0138099855, 0.0) * go_5(-1.0, 1.0); + result += mat4(0.017402729, 0.012661966, 0.0056144516, 0.0, -0.004699965, -0.0008380072, -0.006091114, 0.0, 0.0011875675, 0.00879462, 0.011868305, 0.0, -0.018672796, -0.026099058, -0.010950582, 0.0) * go_5(0.0, -1.0); + result += mat4(0.0030471918, 0.0007148243, -0.0025094969, 0.0, 0.033177674, 0.035010602, 0.039097246, 0.0, 0.039616674, 0.037767593, 0.01638443, 0.0, -0.12697552, -0.1073338, -0.09579577, 0.0) * go_5(0.0, 0.0); + result += mat4(-0.00025230617, 0.0012266148, 0.004280498, 0.0, -0.014905165, -0.021798527, -0.020744175, 0.0, -0.002821233, -0.0060641593, -0.007882776, 0.0, -0.07172067, -0.06563568, -0.034545008, 0.0) * go_5(0.0, 1.0); + result += mat4(0.003620735, -0.0024858215, 0.00022405668, 0.0, -0.0076808417, -0.0012458211, -0.0011529091, 0.0, -0.004562087, -0.008754068, -0.0054264124, 0.0, -0.012856577, -0.0010323325, -0.010446232, 0.0) * go_5(1.0, -1.0); + result += mat4(-0.011776141, -0.0019654774, -0.0055164173, 0.0, -0.020086112, -0.016785175, -0.00850444, 0.0, 0.010972318, 0.0025132888, 0.0010225184, 0.0, 0.09268763, 0.092143916, 0.08644562, 0.0) * go_5(1.0, 0.0); + result += mat4(-0.007995734, 0.0009648095, 0.00030679026, 0.0, -0.012054333, -0.010890181, -0.014105062, 0.0, 0.008349884, 0.0012249199, 0.002626051, 0.0, -0.005392993, 0.0035896245, 0.011283782, 0.0) * go_5(1.0, 1.0); + result += mat4(0.040485244, 0.05691461, 0.01393322, 0.0, -0.0068288567, -0.0047428505, -0.00517558, 0.0, 0.0046434966, 0.015452392, -0.00041433485, 0.0, 0.00063609646, -0.0071669365, 0.024786541, 0.0) * go_6(-1.0, -1.0); + result += mat4(0.14682117, 0.17755695, 0.12569702, 0.0, -0.027783392, -0.02624908, -0.028104672, 0.0, 0.00031824392, 0.0073304633, 0.0035713087, 0.0, -0.004828108, -0.011006178, 0.0050675124, 0.0) * go_6(-1.0, 0.0); + result += mat4(0.018347368, 0.058970205, 0.005508202, 0.0, 0.00017912469, 0.0047737043, 0.005871205, 0.0, -0.007914939, -0.0030016988, -0.010390166, 0.0, -0.011853182, -0.016345054, 0.011509364, 0.0) * go_6(-1.0, 1.0); + result += mat4(-0.04851968, -0.0415747, -0.07765033, 0.0, 0.0065016304, 0.0018423289, 0.0009655065, 0.0, 0.12496835, 0.124992594, 0.103400074, 0.0, 0.03406387, 0.024533505, 0.077095464, 0.0) * go_6(0.0, -1.0); + result += mat4(-0.07254525, -0.08249368, -0.08311044, 0.0, 0.06959693, 0.044335928, 0.03670938, 0.0, -0.1417736, -0.16761701, -0.14663263, 0.0, 0.10133506, 0.110241316, 0.14565967, 0.0) * go_6(0.0, 0.0); + result += mat4(0.019155718, 0.0071138083, -0.0034784337, 0.0, -0.00664143, -0.001776598, 0.0020648353, 0.0, 0.023666251, 0.0018572954, 0.009598296, 0.0, -0.06739044, -0.07003538, -0.023062525, 0.0) * go_6(0.0, 1.0); + result += mat4(-0.01241549, -0.009126171, -0.025202572, 0.0, -0.0075291363, 0.0039865207, -0.0034039568, 0.0, 0.016126499, 0.03303203, 0.0098967515, 0.0, -0.028944502, -0.020699043, 0.029002754, 0.0) * go_6(1.0, -1.0); + result += mat4(-0.021382507, -0.026118703, -0.031718995, 0.0, -0.019529367, -0.0035435583, -0.0067699575, 0.0, -0.041487366, -0.028312238, -0.034041278, 0.0, -0.06073689, -0.07734381, -0.019799007, 0.0) * go_6(1.0, 0.0); + result += mat4(-0.01363575, -0.0015479103, -0.020948276, 0.0, -0.010927923, 0.0065499563, -0.0012396075, 0.0, -0.029386181, -0.014403808, -0.012845848, 0.0, -0.009659123, -0.0495663, -0.0149474265, 0.0) * go_6(1.0, 1.0); + result += mat4(0.021467282, 0.010587587, 0.027719442, 0.0, -0.016798606, -0.035109796, -0.028590709, 0.0, -0.030624123, -0.04124009, -0.03222284, 0.0, -0.0026517997, 0.0045358734, -0.002765814, 0.0) * go_7(-1.0, -1.0); + result += mat4(0.033694725, 0.02778838, 0.034238014, 0.0, -0.04121519, -0.06834962, -0.062327933, 0.0, 0.050779387, 0.030920736, 0.03404337, 0.0, -0.0036348598, -0.0020900413, -0.0004735747, 0.0) * go_7(-1.0, 0.0); + result += mat4(-0.007622776, 0.011874823, 0.01900638, 0.0, -0.0025179803, 0.028925508, 0.01261665, 0.0, 0.013219528, 0.016697768, 0.013904126, 0.0, 0.0032451088, 0.0002832319, 0.00023742643, 0.0) * go_7(-1.0, 1.0); + result += mat4(0.01943161, 0.0021087795, 0.019444287, 0.0, 0.014026365, -0.003662395, -0.025668561, 0.0, -0.024189321, -0.023441639, -0.031171577, 0.0, 0.008905503, 0.011113009, 0.01485881, 0.0) * go_7(0.0, -1.0); + result += mat4(0.03617188, 0.020874048, 0.019303437, 0.0, -0.31612596, -0.34252307, -0.37307942, 0.0, -0.010667352, -0.010282407, -0.0023546303, 0.0, -0.047603715, -0.042640142, -0.035864264, 0.0) * go_7(0.0, 0.0); + result += mat4(0.030194433, 0.039834637, 0.03607905, 0.0, 0.07675613, 0.09751075, 0.042691164, 0.0, 0.013306196, 0.015537212, 0.020499485, 0.0, 0.021594003, 0.005205471, 0.0023345314, 0.0) * go_7(0.0, 1.0); + result += mat4(0.017912725, 0.018817604, 0.009495288, 0.0, 0.031629816, 0.030030556, 0.003441103, 0.0, -0.0031581502, 0.003583242, 0.00081657764, 0.0, 0.005727217, 0.007922274, 0.013391995, 0.0) * go_7(1.0, -1.0); + result += mat4(0.035499737, 0.025537802, 0.011286941, 0.0, 0.060370766, 0.07218371, 0.02229925, 0.0, -0.007152367, 0.0015067369, 0.004906394, 0.0, -0.0069688433, -0.0027407445, -0.008629306, 0.0) * go_7(1.0, 0.0); + result += mat4(0.017541587, 0.03987632, 0.027013319, 0.0, 0.055954672, 0.08695107, 0.054611363, 0.0, -0.0035868676, 0.0035243938, 0.009716404, 0.0, 0.024346305, 0.017666759, 0.017770555, 0.0) * go_7(1.0, 1.0); + result += vec4(0.0013127691, 0.0012500212, 0.00080561294, 0.0); + return result * 0.5 + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_L.glsl b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_L.glsl new file mode 100644 index 0000000..de5bfb2 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_L.glsl @@ -0,0 +1,461 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.050913796, -0.05115213, -0.0205767, -0.26266688, -0.12883802, 0.107968464, 0.03389763, -0.70179373, 0.0030511466, 0.07718592, -0.06562523, -0.060305536, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.009235469, -0.018979615, 0.10033019, -0.20307243, 0.040932532, -0.10095427, 0.038843542, -0.28774044, -0.07829864, -0.04317961, 0.032555006, -0.05584433, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.23774138, 0.04701499, -0.16824278, 0.025335955, 0.30246395, -0.037289508, 0.070405066, 0.03094164, -0.0075012813, 0.06881163, -0.03157643, -0.032394916, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.12524955, 0.18535072, -0.05323482, 0.004486272, 0.15295836, 0.3050709, 0.081431866, 0.09352846, -0.059866652, -0.029570978, 0.019920588, 0.121749535, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.2111615, -0.1268416, 0.45642895, 0.47401953, -0.7580866, 0.5514855, 0.96250856, 0.7827129, 0.0003978912, 0.17167407, -0.04423575, -0.04569368, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.17050457, -0.18697786, -0.11608587, -0.038065948, 0.26542, -0.7021022, -0.33751717, 0.053689335, 0.10030526, -0.19492362, 0.069387496, 0.07228368, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.15900351, -0.017636139, 0.01917807, 0.05584281, 0.28530255, 0.04795445, -0.104170926, 0.1192509, 0.09859251, 0.057123564, 0.025724344, -0.07723904, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.06581913, 0.07548721, -0.054552317, -0.08317343, 0.32851526, -0.2362575, -0.39470714, -0.073999345, 0.07246812, -0.04103072, 0.06058696, 0.09532553, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.12524493, 0.095179625, -0.0918538, 0.016793616, -0.48433152, 0.03702525, -0.100864686, -0.0018861603, -0.14784335, -0.048320837, -0.057494648, -0.024096634, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.012922576, -0.11982956, 0.021963459, 0.019259451); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.04816902, 0.030087546, 0.019183155, -0.08234757, 0.09378316, -0.047217257, -0.04757087, -0.16541782, -0.043394983, 0.05779227, 0.018105166, 0.03222583, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.13639967, -0.001877575, 0.049495522, 0.060094353, 0.015303669, 0.059043188, 0.090356335, -0.12654372, 0.06469071, -0.054733396, -0.013548386, -0.093697555, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.13214277, 0.00062924915, -0.640379, -0.052121993, -0.022532608, 0.01077454, -0.057074178, -0.103670195, -0.0017062012, 0.0035225085, -0.044859786, -0.020764757, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.2553945, -0.08126201, 0.055215932, 0.10690791, 0.6771195, 0.09377514, -0.09488318, -0.43969935, 0.35444704, -0.10392259, 0.07595239, 0.021814484, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.37628967, 0.026895085, 0.035044484, -0.16414654, -0.5694931, -0.20123884, 0.14891861, 1.1822934, -0.25648627, 0.14110301, -0.057699542, 0.17731132, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.023089241, 0.14888923, -0.2730167, 0.1330048, -0.039043408, 0.75768983, 0.07385114, 0.0138615575, -0.06565686, 0.10451973, 0.037489507, 0.021156311, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.03965048, 0.040422294, -0.0662493, -0.043219455, 0.00834316, -0.08315282, 0.13010995, -0.11822414, -0.06811034, 0.029744523, -0.098641835, -0.063671604, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.077282995, -0.29400682, 0.116103284, 0.096747644, -0.47398612, -0.77101594, -0.20683232, 0.111703634, -0.08370965, -0.24218678, 0.13780457, -0.017660126, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.08542605, 0.13080615, 0.081582755, -0.00024888176, 0.31160986, 0.17787197, -0.019935975, -0.09658498, 0.096656196, 0.064402744, -0.033331197, 0.027531069, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.0018859988, 0.004285429, 0.5060845, -0.030093472); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.34559122, 0.052896723, -0.27492252, -0.1604473, 0.4791457, 0.17956258, 0.0076199574, -0.16324736, -0.075430416, 0.019434236, -0.275363, -0.16502565, 0.05507322, -0.046572465, 0.08130956, 0.009380191) * go_0(-1.0, -1.0); + result += mat4(0.1754505, 0.10862336, -0.14956018, 0.20161937, 0.16598102, -0.0033441933, 0.19303258, 0.3278992, -0.31819978, 0.14614153, 0.08434212, 0.21208692, -0.0014794758, -0.06754758, -0.06314527, 0.023496931) * go_0(-1.0, 0.0); + result += mat4(0.13594365, -0.06382366, -0.40069854, -0.087743916, 0.022426397, -0.073364444, -0.19371308, 0.09916138, -0.044016927, 0.0018689828, -0.07705671, 0.15398589, -0.069929935, -0.01874144, 0.050793763, 0.06565281) * go_0(-1.0, 1.0); + result += mat4(0.56292456, 0.25537506, -0.16147509, 0.029484648, 0.11898947, 0.19103922, -0.2387553, 0.13659279, -0.044804625, -0.10285909, 0.12958583, 0.21526133, 0.02727471, 0.21990417, 0.0009558564, 0.12372512) * go_0(0.0, -1.0); + result += mat4(-0.10264466, -0.13103753, -0.069214605, 0.43234769, 0.25947884, -0.18333039, -0.15585582, -0.2406589, 0.33275372, -0.19497354, -0.09758474, -0.4531396, 0.41932744, -0.043746196, 0.08315102, -0.085604236) * go_0(0.0, 0.0); + result += mat4(0.15380725, -0.06311845, -0.28896615, -0.059237756, -0.078456834, -0.11623796, 0.017248835, 0.098803006, -0.13643564, -0.0029720776, 0.425954, 0.36920592, -0.06980546, 0.05205535, -0.15787347, -0.094921984) * go_0(0.0, 1.0); + result += mat4(0.009595518, -0.12598279, -0.04322495, -0.08838463, 0.11729769, -0.062454883, 0.19743776, -0.08590505, -0.022744715, 0.00457582, -0.06070008, 0.045312855, -0.010845991, -0.02241941, 0.07252932, 0.05525124) * go_0(1.0, -1.0); + result += mat4(-0.119069465, 0.08782395, 0.17878884, 0.0068233046, -0.36698806, -0.46077076, 0.37470114, 0.006550318, 0.08622002, -0.10081386, 0.1754186, 0.078841425, 0.060330488, 0.39436886, 0.1688179, -0.10113108) * go_0(1.0, 0.0); + result += mat4(0.17160045, -0.18541232, -0.093926296, 0.0053854887, -0.07649591, -0.3053692, 0.15255369, 0.06183564, 0.105131835, 0.076607525, -0.17482935, -0.104579754, -0.4795174, 0.30223432, 0.4728322, 0.106419675) * go_0(1.0, 1.0); + result += mat4(-0.068794325, -0.019651407, 0.048906703, 0.10097784, 0.014003637, 0.08358555, -0.34008583, 0.1677446, 0.12863056, 0.010167976, 0.10771957, -0.14823496, -0.11855097, 0.024728613, -0.06394353, 0.07123295) * go_1(-1.0, -1.0); + result += mat4(0.1652107, -0.056815207, 0.26562792, -0.02586732, 0.13812682, 0.3791579, -0.40067768, 0.19901459, -0.055583958, 0.06673556, -0.16258197, 0.0014027074, 0.13844898, 0.17588624, 0.0061608437, 0.014889389) * go_1(-1.0, 0.0); + result += mat4(0.023591522, -0.06255483, -0.04512753, -0.07939918, 0.17603582, -0.06219873, -0.10907254, 0.012348696, -0.053350568, 0.023741387, 0.05215983, 0.117241465, 0.28173143, 0.11200327, -0.11672438, -0.13278063) * go_1(-1.0, 1.0); + result += mat4(-0.15015969, -0.1145909, 0.08583166, 0.0386507, -0.17788467, 0.29311427, 0.03577728, -0.006737705, -0.020426478, 0.065881886, -0.10966947, -0.016716056, -0.0027577002, -0.20769168, 0.4357363, -0.13179652) * go_1(0.0, -1.0); + result += mat4(-0.44572783, 0.08870803, 0.42933974, -0.16602941, 0.23271243, 0.29478154, -0.53973556, -0.042550746, -0.13157314, -0.0413034, 0.12679552, 0.11579286, -0.5161936, -0.24292113, -0.10862491, 0.13528119) * go_1(0.0, 0.0); + result += mat4(-0.043000877, 0.08458555, 0.11260604, -0.5589381, -0.16010836, -0.019429926, 0.04731505, -0.12212733, 0.05655828, 0.0107375225, -0.10067243, -0.06904067, 0.07476142, -0.043922618, -0.13811466, 0.008697587) * go_1(0.0, 1.0); + result += mat4(-0.3281664, -0.104251154, 0.07188181, 0.06720938, 0.028879764, 0.07302547, 0.18261562, -0.08896491, 0.11240943, -0.1919612, -0.13059135, -0.07057044, 0.053953633, 0.17297988, -0.20344415, 0.050276734) * go_1(1.0, -1.0); + result += mat4(-0.41925356, 0.020309223, 0.2246313, -0.3418901, -0.20863962, 0.18653068, -0.04616101, 0.1236236, -0.062179156, 0.1437903, 0.1314142, 0.0699381, 0.029918872, 0.23033592, 0.09302733, -0.20570321) * go_1(1.0, 0.0); + result += mat4(0.07847491, -0.18251555, 0.0678772, -0.29089385, -0.03632992, -0.17132603, -0.04896196, 0.09839614, -0.10377483, -0.11817732, 0.03477946, 0.050376516, 0.17791937, -0.34359503, 0.030756304, 0.025246387) * go_1(1.0, 1.0); + result += mat4(-0.12972409, 0.032459006, -0.20415276, 0.31407776, -0.1743501, -0.26177478, -0.07577315, -0.104599, -0.025548192, -0.23483936, 0.40139225, 0.12898883, 0.06533049, -0.09545806, -0.032093894, 0.0032956926) * go_2(-1.0, -1.0); + result += mat4(0.22749326, -0.20613275, -0.23030083, -0.29994026, -0.18482473, -0.038720988, -0.13339107, -0.1394514, 0.36952803, -0.2709558, -0.14104684, -0.17859542, 0.09873891, 0.04330318, 0.15205383, 0.115995236) * go_2(-1.0, 0.0); + result += mat4(0.07534328, -0.13592403, 0.2224819, -0.06818886, -0.11952144, 0.004714797, 0.18252324, -0.08729513, 0.17198865, -0.00082568696, 0.33769485, -0.0920225, 0.173712, -0.038548574, -0.016980015, -0.13799237) * go_2(-1.0, 1.0); + result += mat4(-0.43659294, -0.19679698, -0.31969583, 0.24002865, -0.1064947, -0.08218358, -0.07990568, -0.028915526, -0.077836946, -0.012841249, -0.11685068, -0.2102985, 0.025435956, -0.21367492, 0.11001358, -0.09812692) * go_2(0.0, -1.0); + result += mat4(0.28203383, 0.09570471, -0.14503846, -0.19898729, 0.18757457, 0.16626704, -0.009997161, 0.06738176, -0.18296066, 0.11583831, -0.0025225005, 0.373547, -0.24103725, 0.3553009, 0.11984093, 0.25370696) * go_2(0.0, 0.0); + result += mat4(-0.022194814, 0.02950222, -0.121312395, 0.0040648654, 0.06509207, 0.00084966415, 0.032229617, 0.0139804585, -0.23108627, -0.004511493, -0.28217104, 0.0828633, 0.17399071, 0.2137328, 0.4731738, -0.37666738) * go_2(0.0, 1.0); + result += mat4(-0.045961298, 0.0056297607, -0.08513672, 0.093939304, 0.07252928, -0.11458939, 0.11005008, -0.1132733, 0.10369599, 0.1636998, -0.11919379, -0.08949099, 0.080640145, 0.029493907, 0.24982096, -0.10234766) * go_2(1.0, -1.0); + result += mat4(0.08474163, -0.24252129, -0.3065911, 0.11077523, 0.13397239, 0.14875948, -0.18212163, 0.006510455, -0.008477232, -0.3242149, 0.31507346, -0.19521071, -0.3610268, 0.25882444, -0.067812346, 0.20968717) * go_2(1.0, 0.0); + result += mat4(0.05730163, 0.053821165, -0.10948745, 0.04090055, 0.0161064, 0.19475192, 0.09248433, -0.027268974, -0.031323943, -0.084304914, 0.28378648, 0.44910806, -0.052243132, 0.2999386, -0.26639074, -0.2529396) * go_2(1.0, 1.0); + result += mat4(0.026707547, -0.006487042, -0.044127557, -0.016287267, 0.1417188, 0.24645403, -0.32444936, 0.20339565, 0.027596464, 0.03799474, -0.029943593, 0.058569513, -0.15013286, 0.25070968, 0.08954207, -0.14304538) * go_3(-1.0, -1.0); + result += mat4(-0.22184753, -0.0732679, 0.042815078, 0.03770516, 0.22240163, -0.043244008, -0.14883384, -0.10682856, 0.16421252, 0.20890577, 0.000585579, -0.061031006, -0.551696, -0.17770186, 0.13795924, 0.101121314) * go_3(-1.0, 0.0); + result += mat4(-0.047539327, 0.11826275, 0.458172, -0.023809819, -0.0154842585, -0.015466883, 0.03837829, -0.34703115, -0.03437818, 0.12705797, -0.042713646, -0.2518409, -0.27947584, -0.020104226, -0.022687877, 0.14169087) * go_3(-1.0, 1.0); + result += mat4(0.06269709, 0.06449363, -0.02793847, 0.04407663, -0.054694284, 0.69776016, -0.32850045, 0.19365972, -0.19002354, -0.038244195, -0.20433429, -0.34071165, 0.123992935, -0.22218247, -0.30181807, -0.03031556) * go_3(0.0, -1.0); + result += mat4(-0.06685185, -0.18313402, -0.03785641, 0.008412995, -0.017108139, 0.48937285, -0.035302214, 0.011338532, -0.08890957, 0.32343447, 0.088812076, -0.027280344, 0.40437454, -0.45940742, 0.118888274, 0.41054434) * go_3(0.0, 0.0); + result += mat4(-0.36049488, 0.100708134, 0.331516, 0.1078647, 0.12895954, 0.13425021, -0.18602797, -0.11423174, -0.10916294, 0.061013293, 0.08984191, 0.1835112, -0.10568929, -0.046648484, 0.2127872, 0.54582083) * go_3(0.0, 1.0); + result += mat4(0.19040897, 0.08670264, 0.12393752, -0.003475547, -0.37210098, 0.035628326, -0.29302806, 0.10709011, -0.20405664, -0.9748058, 0.39254782, 0.44914797, 0.032028764, 0.04227575, -0.25056216, 0.063437305) * go_3(1.0, -1.0); + result += mat4(-0.07952942, -0.13263832, 0.037877183, 0.20845042, -0.026445981, -0.010450352, -0.043147005, -0.12033961, 0.20600243, -0.046332583, -0.47056386, 0.09566825, 0.18658772, -0.3381639, -0.042662457, 0.15197653) * go_3(1.0, 0.0); + result += mat4(-0.4996296, 0.019971728, 0.10017604, 0.052051116, 0.12145858, 0.106811635, -0.056665674, -0.11708303, 0.16642408, 0.22654046, -0.04731226, -0.039967895, -0.1434505, 0.3171998, -0.19033776, -0.29952875) * go_3(1.0, 1.0); + result += vec4(0.03144068, -0.027781913, 0.04483475, 0.037489943); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.031192884, -0.015032417, 0.25046152, 0.143142, 0.09429096, 0.2090414, -0.16252424, 0.42788, -0.005667558, 0.14787567, 0.23810932, -0.13502707, 0.0006289761, -0.014052179, -0.091041535, 0.059258565) * go_0(-1.0, -1.0); + result += mat4(-0.09637771, 0.17332087, 0.123664804, 0.046110056, 0.25775972, 0.31647265, -0.1464598, 0.41624358, 0.032242253, -0.017219262, -0.35814875, 0.3348811, 0.05738627, 0.046910666, 0.014263179, -0.15797907) * go_0(-1.0, 0.0); + result += mat4(-0.06782952, 0.049666278, 0.083296575, 0.19301543, -0.05964988, 0.18332662, 0.30906975, 0.03342819, 0.12226727, 0.1226969, -0.15035193, -0.003493911, -0.007647415, -0.051491078, -0.019189527, -0.009602449) * go_0(-1.0, 1.0); + result += mat4(0.08838342, -0.055376932, 0.13949814, -0.12728734, -0.17266448, 0.35102528, 0.018773714, 0.050504927, -0.10556112, -0.014422574, -0.25474203, 0.31192264, -0.09063805, 0.010115312, -0.08702192, 0.08573518) * go_0(0.0, -1.0); + result += mat4(0.16521221, -0.01265248, -0.5292306, -0.17494588, -0.18994644, -0.41904125, -0.26261392, -0.42338082, 0.39478812, 0.20768805, 0.16483486, -0.22635488, 0.13576357, 0.17095351, 0.064293, 0.06416031) * go_0(0.0, 0.0); + result += mat4(-0.09107591, 0.1757355, 0.19841582, -0.25249094, 0.18083812, -0.12258315, 0.4074544, -0.17171176, -0.15881093, -0.22978021, -0.05622591, -0.09703007, -0.12538208, -0.06956953, -0.14475612, -0.066342294) * go_0(0.0, 1.0); + result += mat4(-0.029294115, -0.036292624, 0.19467807, -0.10223533, 0.086430565, -0.052809026, -0.23749635, 0.10364248, -0.22938702, 0.07210543, 0.03876035, -0.21014924, -0.11247329, -0.17755648, -0.05139757, -0.037780646) * go_0(1.0, -1.0); + result += mat4(0.12605286, 0.16123274, -0.13924524, -0.109194726, 0.033486, -0.24847955, 0.1264379, 0.28880134, -0.17594175, -0.1888256, -0.04508948, 0.047563452, -0.5476752, -0.23573762, -0.17183748, 0.14331517) * go_0(1.0, 0.0); + result += mat4(-0.006482806, 0.2289281, -0.03872587, -0.027272481, -0.09913351, -0.09453464, -0.1426349, 0.055076513, -0.025217436, -0.08307176, 0.0797406, 0.10166401, -0.294337, -0.3567936, 0.054015454, 0.068333104) * go_0(1.0, 1.0); + result += mat4(0.012300659, -0.040405195, 0.11190478, -0.07406065, -0.18364848, 0.035823543, -0.01621734, 0.07582391, 0.06704436, -0.0006620425, -0.022342965, 0.16496183, 0.11390146, 0.075079784, 0.13547076, -0.022227254) * go_1(-1.0, -1.0); + result += mat4(0.23038611, -0.29141426, 0.0984085, -0.20544642, -0.18859404, 0.3620387, -0.4136066, 0.32138887, -0.0047645094, 0.11271573, 0.15377328, 0.012071895, -0.029830804, 0.14384824, 0.04148142, 0.2286753) * go_1(-1.0, 0.0); + result += mat4(-0.120368056, -0.0026308578, -0.027536837, -0.13022487, 0.19286355, 0.30597997, -0.121778116, 0.29960433, -0.06231281, -0.013746478, 0.10620681, -0.02362372, -0.10042793, 0.015861828, -0.06073457, 0.11589962) * go_1(-1.0, 1.0); + result += mat4(0.1148781, -0.24268909, 0.24827103, -0.17290637, -0.14397098, -0.16708367, 0.2130187, -0.18639165, -0.13702524, 0.107212365, 0.066469796, -0.14059094, 0.19621798, -0.036907773, -0.028576817, 0.19191594) * go_1(0.0, -1.0); + result += mat4(0.061653305, -0.12716687, 0.17514701, 0.003910376, -0.00651784, 0.25642744, -0.17615528, -0.03584991, -0.051342323, -0.20178711, -0.4330863, 0.15785883, -0.14388351, 0.050646614, 0.15746376, -0.17228809) * go_1(0.0, 0.0); + result += mat4(-0.32631296, -0.020115409, -0.16132942, 0.29139966, -0.18642388, -0.15140165, 0.2106485, -0.025535548, 0.08296747, 0.037819803, 0.106129125, -0.095521644, 0.312119, -0.09383011, -0.023469942, -0.035990953) * go_1(0.0, 1.0); + result += mat4(0.012878467, -0.1599543, 0.14487906, -0.083350256, 0.074949436, -0.09346481, 0.10122695, 0.08852621, 0.11138647, -0.0072039254, -0.00842464, 0.030785646, -0.04394235, 0.10987614, 0.15378197, -0.05989409) * go_1(1.0, -1.0); + result += mat4(0.41359067, -0.04985946, 0.06845964, 0.12003392, 0.0803128, 0.2420856, -0.18877462, 0.058456603, -0.02516271, 0.010639022, -0.04928307, -0.023084244, 0.06001203, 0.06881964, -0.12117699, -0.2680374) * go_1(1.0, 0.0); + result += mat4(0.09667388, 0.16247103, 0.105098106, 0.12871382, 0.063410334, 0.029997706, 0.048323907, -0.075631075, 0.034694012, -0.029085271, -0.003785678, -0.05397498, -0.1783155, -0.13680255, 0.024786513, -0.0041952017) * go_1(1.0, 1.0); + result += mat4(-0.23904142, -0.102619216, -0.21049559, -0.07428196, -0.046321787, -0.09432119, 0.08803711, -0.1660408, 0.31880215, 0.11605265, -0.086603194, 0.119239025, 0.06773056, 0.18591799, 0.0058458247, 0.05242187) * go_2(-1.0, -1.0); + result += mat4(0.12521484, -0.23739336, -0.16784379, -0.10277679, -0.18505791, 0.061825443, 0.12762548, -0.16664176, 0.20004764, -0.1400315, 0.35610282, -0.19706382, 0.046386316, -0.155162, -0.0425219, 0.0010560523) * go_2(-1.0, 0.0); + result += mat4(0.14500342, -0.0046809237, -0.1278097, 0.041527335, 0.11831141, -0.059155047, -0.17391829, 0.0059517594, -0.18033625, -0.379706, 0.11636179, -0.13310274, 0.047523372, 0.0029333998, -0.1512301, 0.1361489) * go_2(-1.0, 1.0); + result += mat4(-0.23058943, -0.08937329, 0.07061336, 0.08555644, 0.09255573, -0.15303029, 0.08891002, -0.42177418, 0.0950346, 0.20212616, 0.3866544, 0.07922501, -0.04093803, -0.10997976, -0.07189613, -0.21220057) * go_2(0.0, -1.0); + result += mat4(-0.04484278, 0.2386453, 0.27855012, 0.011022442, 0.0409283, 0.1937425, 0.060258046, 0.2633126, -0.54181176, 0.19643608, -0.28907844, 0.04247623, -0.37548354, -0.24831985, -0.52362055, -0.4442409) * go_2(0.0, 0.0); + result += mat4(0.014318134, 0.047169194, -0.07291308, 0.21408482, -0.01503884, 0.027093383, -0.11724912, -0.052458502, 0.1676504, 0.5505249, 0.22394833, -0.17126445, 0.13671164, -0.18371153, -0.456313, 0.14297491) * go_2(0.0, 1.0); + result += mat4(0.00063476624, 0.16339731, -0.031160444, 0.18237135, 0.025692228, -0.04895109, 0.033651803, -0.002480504, 0.34582126, -0.039352335, -0.004698449, 0.12789944, -0.08318657, -0.007492543, -0.12888806, 0.03684109) * go_2(1.0, -1.0); + result += mat4(-0.06481498, 0.14330916, 0.17366715, -0.028045174, 0.080571376, 0.18343642, -0.11593154, -0.077227145, 0.1973531, 0.3085006, -0.28876102, 0.06434657, 0.16654246, -0.28144804, 0.3234261, -0.026636604) * go_2(1.0, 0.0); + result += mat4(-0.084783904, 0.03651458, 0.020044886, -0.10723048, 0.04165204, 0.04072967, 0.037039082, -0.09042298, 0.19693066, -0.21291414, -0.040890995, -0.15434273, -0.07450638, 0.27289733, 0.06332989, -0.037289053) * go_2(1.0, 1.0); + result += mat4(-0.004840926, 0.048929166, 0.015578959, 0.03571025, -0.2184971, 0.094020076, -0.17748803, 0.32877877, -0.035392962, -0.28398407, -0.13072185, -0.21858144, -0.24103665, -0.32654533, -0.063572675, -0.008728733) * go_3(-1.0, -1.0); + result += mat4(0.0060240547, 0.029166108, -0.023887299, 0.037508924, 0.04231956, 0.1503379, 0.17414866, -0.25778973, -0.14774446, -0.12541369, -0.32502824, 0.28957245, -0.030400498, 0.05351274, 0.13189505, -0.21329227) * go_3(-1.0, 0.0); + result += mat4(0.2198507, -0.49962172, -0.16456802, 0.08402717, -0.094403476, -0.1978019, -0.19233316, 0.055013265, 0.01668743, -0.117106654, -0.0745593, -0.09377295, 0.050370943, 0.07410238, 0.13543247, -0.23753798) * go_3(-1.0, 1.0); + result += mat4(0.008572295, 0.11890422, -0.047157902, -0.03717175, -0.35570037, 0.060663674, 0.109250925, -0.16135052, 0.030490266, 0.30335435, 0.38949126, 0.44852075, -0.09788441, 0.43574813, -0.30050707, 0.24572986) * go_3(0.0, -1.0); + result += mat4(0.29497403, -0.30934516, 0.05756695, -0.15919119, -0.121505864, -0.028917443, -0.07419939, 0.13863774, -0.04398897, 0.32990414, 0.38306457, -0.030523712, 0.72267497, 0.33932966, 0.07839862, 0.11931982) * go_3(0.0, 0.0); + result += mat4(0.26952964, -0.31019664, 0.07061176, -0.23266664, 0.14124376, 0.3597343, -0.17694736, 0.22935267, -0.12335108, -0.086614646, -0.10635, 0.22585274, -0.27139255, 0.05963002, 0.2852169, -0.3743854) * go_3(0.0, 1.0); + result += mat4(0.0970178, -0.014084432, -0.0504985, 0.1570353, 0.091999866, 0.23429315, 0.12914294, 0.03267318, 0.5849793, 0.38205758, -0.31792474, -0.07992281, 0.022620765, 0.22215942, -0.23093775, 0.0026896205) * go_3(1.0, -1.0); + result += mat4(-0.06753083, -0.20358866, 0.173053, 0.13768815, 0.013206715, 0.06310567, 0.17349118, -0.12714109, 0.0405548, -0.18409975, 0.3441249, -0.24606577, -0.18814458, -0.039655812, -0.15961805, 0.08212082) * go_3(1.0, 0.0); + result += mat4(0.06746224, -0.1595078, 0.15284725, -0.057313897, -0.1229526, 0.11482664, -0.0021675595, -0.00026835455, -0.0653958, -0.0967453, -0.09400396, -0.021233113, 0.23587836, 0.2982212, -0.039116163, 0.012201323) * go_3(1.0, 1.0); + result += vec4(0.049680557, 0.01432493, 0.04349397, 0.040003702); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.07314084, 0.08021976, -0.08299374, -0.21340942, -0.0088407695, 0.04742526, -0.038566757, -0.058931205, 0.0009213959, 0.19193986, -0.05906689, -0.0038934543, -0.12937409, 0.100754194, 0.1683601, 0.07552924) * go_0(-1.0, -1.0); + result += mat4(-0.022257961, 0.08347593, -0.02279838, 0.10150892, -0.02083181, 0.07064587, 0.26308942, -0.13609628, 0.023648601, 0.1475858, 0.12856342, 0.2650287, -0.038316045, -0.35173503, 0.09157486, 0.16609442) * go_0(-1.0, 0.0); + result += mat4(-0.13746555, 0.15315081, -0.032931942, 0.07487079, 0.09694968, 0.014459765, 0.06814075, -0.059461202, 0.25045857, -0.0071333316, 0.067206055, -0.21697883, 0.023228496, -0.13146883, 0.07486156, -0.030696157) * go_0(-1.0, 1.0); + result += mat4(-0.0069204876, -0.18402638, 0.085326575, 0.18288516, 0.036785558, -0.019116882, 0.017438713, 0.029095992, 0.10944869, -0.09473364, 0.10444152, -0.028845368, 0.0909169, -0.10593229, 0.14518781, 0.05546837) * go_0(0.0, -1.0); + result += mat4(0.53389466, -0.018921841, -0.05050542, 0.21149407, 0.3041209, -0.2594824, -0.18464427, 0.20736529, 0.18971719, -0.05058395, -0.13514072, -0.009045264, 0.20910244, 0.29242986, 0.28958234, 0.2870443) * go_0(0.0, 0.0); + result += mat4(0.03259606, 0.2126493, 0.6004735, 0.14007168, -0.1424266, 0.04352873, 0.17071731, 0.10630275, -0.2755667, 0.27345222, -0.06420644, 0.032743722, 0.026045147, -0.23541754, 0.01393772, -0.1476582) * go_0(0.0, 1.0); + result += mat4(0.06258474, -0.040185593, -0.092409454, -0.095720276, 0.050550956, -0.026547447, 0.099580996, 0.04878719, 0.15659782, -0.007606541, -0.061156776, 0.11329769, -0.019249229, 0.028775204, -0.24508974, -0.052828208) * go_0(1.0, -1.0); + result += mat4(-0.16975857, -0.008542089, 0.30186546, 0.33199415, 0.03747256, 0.15057808, 0.017838268, -0.030345246, 0.019341556, 0.3217693, 0.24844399, 0.06951953, -0.10805396, -0.08874898, -0.068681985, -0.2677526) * go_0(1.0, 0.0); + result += mat4(-0.06813968, 0.087481484, -0.11338694, -0.08698839, -0.07585716, 0.079565816, -0.066336565, 0.050449606, 0.11338618, 0.38572344, 0.0024759274, 0.12706435, 0.16759671, 0.0254419, -0.06910047, -0.21917519) * go_0(1.0, 1.0); + result += mat4(0.0039553675, -0.17838223, 0.038052835, 0.027201787, 0.06518285, 0.08250212, -0.052679926, -0.021249574, -0.13604519, 0.12234797, -0.16008313, -0.07422232, -0.0930264, -0.07480355, -0.0067053377, 0.13964424) * go_1(-1.0, -1.0); + result += mat4(-0.05491681, 0.16191071, -0.13063031, -0.2889149, -0.045188528, 0.29249623, -0.061093148, -0.083284624, -0.19250835, -0.103631295, -0.23577131, 0.108691126, 0.028907659, -0.2708106, 0.06986715, 0.22996326) * go_1(-1.0, 0.0); + result += mat4(-0.07838976, -0.063634194, 0.06297176, -0.09969828, 0.10518915, 0.062185638, 0.033053298, 0.023406805, -0.2801067, -0.13414349, -0.02466297, -0.1110011, 0.040580552, 0.033576507, 0.07127022, -0.068416506) * go_1(-1.0, 1.0); + result += mat4(-0.05786512, 0.17169164, -0.09276801, -0.1444394, 0.13971466, -0.168134, 0.012722911, 0.06788442, 0.02493809, 0.04105174, 0.09471395, 0.21363391, -0.12093948, 0.067423604, -0.054669242, 0.06764739) * go_1(0.0, -1.0); + result += mat4(0.2954526, 0.15885043, -0.05164922, 0.3646313, 0.013329013, 0.044056762, 0.01717495, -0.030439444, 0.32433322, -0.29044852, 0.32627285, 0.150364, 0.14502852, -0.22193567, -0.18879528, 0.018430077) * go_1(0.0, 0.0); + result += mat4(-0.2973998, -0.41863972, 0.0048396075, 0.06709588, -0.12029818, -0.05315725, -0.11457002, 0.0071458486, 0.26290894, 0.11030596, 0.082195595, -0.27480638, -0.011602335, 0.019122265, -0.18927693, -0.24246486) * go_1(0.0, 1.0); + result += mat4(0.09974451, 0.07223917, -0.09586719, -0.08288307, -0.06436462, -0.027324842, -0.0019976476, 0.19203754, 0.015929956, -0.12534836, -0.0038582094, 0.11275662, -0.031039666, 0.010430081, -0.023713758, -0.21801127) * go_1(1.0, -1.0); + result += mat4(0.054167796, 0.0634282, -0.047591783, -0.06402415, -0.0709014, 0.082054086, 0.28418478, 0.06584792, -0.18744822, -0.006312915, -0.0075474046, 0.0829434, -0.032414634, 0.19225785, -0.082302466, -0.3142319) * go_1(1.0, 0.0); + result += mat4(-0.0026932533, -0.110426664, 0.021643564, -0.14368293, -0.0048789545, 0.11043582, -0.040021945, 0.058764413, -0.009000321, 0.10833911, 0.05681704, -0.039960742, 0.0014395626, 0.022780152, -0.09172437, -0.085687816) * go_1(1.0, 1.0); + result += mat4(0.12509525, -0.18352552, -0.07638094, -0.00756009, 0.05407378, -0.14584734, -0.08163636, -0.13222884, 0.039648265, -0.15960212, 0.074228585, 0.009451507, 0.17933762, -0.17743796, 0.007834195, 0.0037116117) * go_2(-1.0, -1.0); + result += mat4(-0.10942205, 0.1585392, 0.040241007, 0.10526164, 0.16979292, 0.29029292, -0.009487742, 0.24926443, -0.1047842, 0.03604099, 0.19281772, 0.03798268, 0.17581491, 0.25031644, 0.055782937, -0.30455682) * go_2(-1.0, 0.0); + result += mat4(0.06714908, -0.09112766, -0.022286715, 0.09795178, -0.014092309, 0.26703134, 0.15334776, 0.33441234, 0.13753732, -0.13819148, 0.22796239, 0.16050872, 0.05523446, 0.082806356, -0.053028688, -0.0400533) * go_2(-1.0, 1.0); + result += mat4(-0.028462043, 0.18224953, 0.026658487, -0.15048791, 0.106156826, -0.07361365, 0.3529029, 0.06473894, -0.032005392, 0.037034214, 0.039220046, -0.012491292, -0.09503139, 0.0444902, -0.31978187, -0.2923563) * go_2(0.0, -1.0); + result += mat4(-0.3674723, 0.22560489, 0.38837367, 0.17128418, -0.0948159, 0.6298207, 0.59135467, 0.3350841, -0.1859739, 0.31080073, 0.03317792, 0.20958795, -0.097624235, -0.07605166, 0.10135128, -0.08953993) * go_2(0.0, 0.0); + result += mat4(0.320043, 0.002823138, -0.08849585, -0.06356955, 0.19898786, 0.272037, 0.1241285, 0.18131523, -0.05760319, -0.19315276, -0.033923294, 0.09981398, -0.07670874, -0.25949827, 0.062826484, 0.011877337) * go_2(0.0, 1.0); + result += mat4(-0.019341033, -0.03938962, 0.10163529, 0.05033707, -0.03194324, -0.13427012, 0.16106506, -0.05596736, -0.04438277, 0.0045224032, 0.20575951, -0.10359912, 0.03423479, -0.17256664, 0.32534334, -0.09378658) * go_2(1.0, -1.0); + result += mat4(0.19792143, 0.038506437, -0.21047395, -0.27926794, 0.23113485, -0.053830303, 0.4963027, 0.34639266, 0.108149074, -0.10592886, 0.09575202, 0.12385147, 0.08751849, -0.050622147, 0.033647005, 0.2588364) * go_2(1.0, 0.0); + result += mat4(0.04931599, -0.14498134, 0.0073008477, -0.05298649, 0.29398152, 0.16829367, 0.089691155, -0.01749789, 0.20039341, -0.13137043, 0.1884996, -0.03018221, -0.06793498, -0.03220071, 0.06326444, 0.017898731) * go_2(1.0, 1.0); + result += mat4(0.011310341, 0.15556115, -0.08003895, -0.07396207, -0.06434896, -0.14684777, -0.019239893, 0.009520887, 0.013242985, -0.12733786, -0.040152796, 0.0064262203, 0.087119006, 0.08165867, 0.12353576, 0.002600503) * go_3(-1.0, -1.0); + result += mat4(0.14877501, -0.056240283, -0.11846124, 0.16736585, -0.0018247389, 0.0095979795, -0.07605829, 0.13583913, -0.008851887, 0.16578445, -0.04152669, -0.059164364, -0.021962654, 0.312347, 0.0129089225, -0.097307086) * go_3(-1.0, 0.0); + result += mat4(-0.122485265, 0.06891502, -0.1807204, 0.10579281, -0.0061903363, -0.025644284, 0.08879091, -0.09492319, -0.019361734, -0.10903786, -0.08949264, 0.055067465, -0.027095577, -0.06629012, -0.05580654, 0.045552503) * go_3(-1.0, 1.0); + result += mat4(-0.025895944, 0.18728323, 0.09764548, 0.49504116, -0.030123139, -0.012580951, 0.090377375, -0.18767111, -0.06874367, 0.11378584, 0.0127285635, -0.101479106, 0.07010412, -0.02272616, -0.03455195, 0.040611476) * go_3(0.0, -1.0); + result += mat4(-0.58637494, -0.13186562, -0.26627728, -0.40135092, 0.19139144, 0.27310577, 0.07761293, 0.10058002, -0.3126869, -0.07982417, 0.04237517, 0.25126198, -0.17133251, 0.122523, -0.0053142905, -0.22283912) * go_3(0.0, 0.0); + result += mat4(-0.0023953887, 0.30968156, -0.1303385, 0.046937056, 0.20530851, 0.07276076, -0.086923674, -0.17881633, 0.08715105, 0.25641996, -0.22557895, -0.0017721896, -0.2347971, -0.07164777, -0.103000194, 0.22468017) * go_3(0.0, 1.0); + result += mat4(-0.12947787, -0.05199853, -0.0899567, 0.087013826, 0.018399805, 0.14997742, -0.20396905, -0.20554177, -0.014265392, 0.048660364, 0.07077151, -0.05911514, 0.003051989, 0.07242704, -0.16232954, 0.19634365) * go_3(1.0, -1.0); + result += mat4(0.13121666, 0.03174777, 0.07853035, -0.04881682, 0.10043158, -0.036237933, -0.2178651, -0.06562213, 0.021113047, 0.0068006255, -0.16305129, -1.9600706e-05, -0.14886445, -0.17729987, -0.17907865, 0.21547341) * go_3(1.0, 0.0); + result += mat4(-0.03263096, -0.064234234, 0.03990361, 0.09057224, -0.05704657, -0.107518636, 0.09328312, 0.014857798, -0.060736485, -0.033695858, -0.07943859, -0.0054049506, -0.072932534, -0.023306495, -0.06615389, 0.029145932) * go_3(1.0, 1.0); + result += vec4(0.0052180276, 0.022526434, 0.022657124, 0.016289035); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.012031344, 0.0075636036, -0.033211436, 0.018453801, -0.23412584, -0.113123864, 0.068607934, -0.018517016, -0.19748597, -0.2571716, -0.026148321, -0.00019766031, 0.012040108, 0.12122093, 0.0714374, -0.10087335) * go_0(-1.0, -1.0); + result += mat4(-0.029292978, -0.025254043, -0.034099232, 0.085234866, 0.24252516, 0.076297395, -0.12717746, -0.03457669, 0.033755753, -0.0531509, -0.04005856, -0.20840853, -0.0078028045, 0.12575904, -0.010887013, -0.046326064) * go_0(-1.0, 0.0); + result += mat4(-0.003266499, -0.017687857, -0.012221699, -0.2251586, 0.00208294, 0.007880196, 0.09037794, 0.08328994, -0.0428717, 0.027112724, 0.08032711, 0.1513152, -0.043068174, 0.07987632, -0.008801098, 0.08133886) * go_0(-1.0, 1.0); + result += mat4(-0.1827595, 0.18459928, -0.1918044, -0.05324067, -0.1705114, -0.01887987, -0.14486305, -0.17456877, -0.18964832, -0.07162095, -0.13871318, -0.046433818, -0.018604748, -0.11131921, -0.08050445, -0.08619502) * go_0(0.0, -1.0); + result += mat4(-0.0717377, -0.12163745, 0.18497953, -0.08643892, 0.0007879318, -0.050351888, 0.17640385, 0.17240365, -0.14958718, -0.056793597, 0.03742872, -0.1015922, 0.3117469, -0.39953762, 0.0152286505, -0.13784732) * go_0(0.0, 0.0); + result += mat4(0.07879097, -0.39204946, -0.07003556, -0.24708183, -0.058046583, -0.09865189, -0.048411854, -0.05027539, -0.12736927, -0.23946127, -0.08323304, 0.028160958, -0.059784077, -0.0064917994, 0.038013496, 0.08928725) * go_0(0.0, 1.0); + result += mat4(0.07403741, -0.004601062, 0.13563065, 0.054981887, -0.08022936, 0.022921488, -0.053264186, -0.016605966, -0.20883927, -0.19978985, -0.058101434, 0.15126002, 0.020758694, 0.12837122, 0.13368484, 0.1443778) * go_0(1.0, -1.0); + result += mat4(-0.08701922, -0.041025855, -0.03362371, -0.19846733, -0.009003309, 0.06708822, 0.06784735, 0.049892817, 0.123487085, -0.008921262, -0.0883188, -0.09103165, 0.070733, 0.1474191, -0.08228257, 0.12713781) * go_0(1.0, 0.0); + result += mat4(0.16015989, 0.19007389, -0.12680867, 0.056614764, -0.008470681, 0.099433914, 0.008811413, -0.09471121, -0.09722353, 0.0649324, 0.021527816, -0.21614286, 0.07569941, -0.16433574, -0.0069269636, 0.16142729) * go_0(1.0, 1.0); + result += mat4(-0.08708631, -0.017263759, 0.034016605, -0.009168008, -0.16427393, -0.11225274, -0.005249783, 0.13672975, -0.0844234, -0.022700429, 0.109927036, -0.041033685, -0.064794436, 0.015655773, -0.03411672, -0.12218549) * go_1(-1.0, -1.0); + result += mat4(-0.016761513, -0.027447775, -0.01290059, 0.0007822344, 0.07433617, -0.035145793, -0.03797909, -0.16871531, -0.029095095, -0.2073536, 0.12309633, -0.16626619, -0.04203133, -0.018517911, -0.06946039, -0.11132114) * go_1(-1.0, 0.0); + result += mat4(0.11052091, -0.030863507, -0.03229482, 0.11673996, -0.0455341, -0.00649463, 0.020642368, 0.04092308, 0.20173405, -0.012926573, -0.0244531, 0.055338163, -0.01835753, 0.024072325, -0.06893433, 0.048774183) * go_1(-1.0, 1.0); + result += mat4(0.3568486, -0.14506009, -0.13730963, -0.027905643, -0.37042627, -0.016187102, 0.12948507, 0.016912838, -0.089135066, -0.15287507, -0.092210636, 0.043153215, 0.2077129, 0.04429632, -0.107345045, -0.015176141) * go_1(0.0, -1.0); + result += mat4(-0.33605802, -0.22235338, 0.1270437, -0.23185425, 0.29133183, -0.005394921, -0.07139614, -0.049961478, 0.017125877, 0.499106, -0.0048643304, -0.14794266, -0.06752325, 0.29848218, 0.11979753, 0.033426132) * go_1(0.0, 0.0); + result += mat4(0.11241839, -0.09014392, -0.011629057, 0.17028853, -0.100855775, 0.100789815, -0.05269513, 0.06573697, 0.27869916, -0.057539526, -0.04528007, 0.30135208, -0.02261679, 0.0688468, 0.059139624, 0.13873443) * go_1(0.0, 1.0); + result += mat4(0.04780322, -0.008265764, -0.014270074, 0.0834061, 0.055182222, -0.059819162, 0.010733226, -0.040952608, -0.14509161, 0.17645077, 0.05801798, -0.042507146, 0.24863482, 0.1040497, -0.045867782, 0.120007925) * go_1(1.0, -1.0); + result += mat4(0.12579694, 0.09167574, 0.21078496, 0.052945495, -0.05036728, -0.11384816, -0.07594621, -0.09991826, 0.010668207, -0.05676672, -0.06273805, -0.06883917, -0.2184931, -0.1647689, -0.056467786, 0.109850615) * go_1(1.0, 0.0); + result += mat4(-0.11352159, 0.026516005, 0.042277884, 0.14155892, -0.017015357, -0.03407179, 0.014961351, -0.13766216, 0.20035928, -0.038310144, 0.002857473, -0.04447413, 0.011375937, -0.07345281, 0.01680756, 0.0089689195) * go_1(1.0, 1.0); + result += mat4(0.18048844, 0.025165293, -0.013590799, 0.21590467, 0.026852742, -0.06107904, -0.0012434963, 0.047840245, -0.07294931, -0.011157553, 0.11376999, -0.0086454, -0.028179385, -0.11118097, -0.15483098, 0.19983171) * go_2(-1.0, -1.0); + result += mat4(-0.15175144, 0.2142459, 0.1478812, -0.14039889, -0.19821295, -0.37290373, 0.19691283, 0.115997985, 0.1284214, 0.19273835, -0.096292645, -0.022643294, 0.15401742, -0.2267051, -0.15150996, 0.099672556) * go_2(-1.0, 0.0); + result += mat4(-0.068340585, -0.017279925, 0.04846922, -0.034003776, 0.055793036, -0.25135002, -0.03544407, -0.56164503, -0.19032021, -0.009258663, 0.070812754, -0.08191077, 0.047685042, -0.020684654, -0.07035788, 0.0132855335) * go_2(-1.0, 1.0); + result += mat4(0.19441503, -0.15030424, 0.12302495, 0.047762766, -0.095896654, -0.15033515, 0.007605368, 0.0570889, -0.038431447, -0.08560695, -0.0029293734, -0.01375586, 0.047505997, 0.014071177, 0.1479392, 0.25642776) * go_2(0.0, -1.0); + result += mat4(-0.28587586, -0.39141047, -0.3444917, -0.2408476, -0.64026415, -0.35294148, -0.1317, -0.21601357, 0.12164572, -0.48452628, 0.16729403, -0.21575572, 0.41301385, 0.017696327, 0.057344552, -0.27020162) * go_2(0.0, 0.0); + result += mat4(-0.033119988, 0.0012006643, 0.08465847, 0.015564506, -0.124659166, -0.09455984, 0.0035544615, -0.35156307, -0.15252608, 0.016244112, 0.0138391815, -0.04670501, 0.1383293, -0.037926193, 0.025957817, 0.1730784) * go_2(0.0, 1.0); + result += mat4(-0.012701927, -0.025511298, -0.06721094, -0.07040279, 0.06377799, 0.13967788, -0.14234799, -0.058825023, 0.041205924, -0.00032473358, -0.055379577, -0.033738375, 0.13665317, -0.02562686, -0.18523781, -0.06958092) * go_2(1.0, -1.0); + result += mat4(0.17461562, 0.07647785, -0.02202248, 0.21096313, -0.22494456, 0.10868611, -0.33091828, -0.27529812, -0.25206757, 0.1884099, -0.17850949, -0.1006927, 0.045536183, -0.100012675, 0.061030168, -0.025509179) * go_2(1.0, 0.0); + result += mat4(0.0337314, -0.052486207, -0.05584458, 0.0969859, 0.18508333, -0.04521821, -0.08331424, 0.076726556, 0.118076116, 0.019730117, 0.022492286, 0.09869008, -0.115276754, 0.097966135, 0.023186501, -0.060849246) * go_2(1.0, 1.0); + result += mat4(-0.09427026, 0.14057149, -0.07478311, 0.029171692, 0.14987083, -0.08649628, -0.01750609, 0.06958318, 0.085471064, -0.058146793, -0.029388946, 0.10720532, -0.030614216, 0.17328379, -0.03433174, -0.022483094) * go_3(-1.0, -1.0); + result += mat4(-0.085193954, -0.1348099, 0.07675298, -0.25627816, -0.07467235, -0.18559869, 0.100543626, -0.2201029, -0.015106581, -0.013150452, 0.10482805, -0.04446529, -0.15954255, 0.13659625, -0.10310867, -0.010787774) * go_3(-1.0, 0.0); + result += mat4(-0.13365999, 0.02036792, -0.09569852, -0.088586286, 0.18445042, -0.14354594, -0.09319419, 0.084703825, -0.018052364, 0.04344066, -0.0589665, -0.0065992875, 0.030960705, 0.08472253, -0.022175593, -0.020301547) * go_3(-1.0, 1.0); + result += mat4(-0.12315616, 0.05191162, 0.3044562, -0.066225395, 0.13523789, 0.24786936, -0.2531183, 0.008910162, 0.3662465, 0.2633546, -0.11816884, -0.108501054, -0.30446148, 0.094746254, 0.22515038, -0.048324294) * go_3(0.0, -1.0); + result += mat4(0.34875512, 0.22885701, -0.22425419, 0.30605644, 0.13452671, 0.16655035, -0.10293953, 0.23753232, -0.5908745, -0.15148452, -0.3885865, 0.14085245, -0.12627047, -0.09645269, 0.101941, -0.062304396) * go_3(0.0, 0.0); + result += mat4(-0.18468879, 0.11713357, 0.04766135, -0.25752118, 0.076471716, 0.06850848, -0.06427401, 0.028061042, 0.017875634, 0.09589284, -0.020327348, -0.1585817, 0.19669123, 0.10955879, -0.18545902, -0.074755065) * go_3(0.0, 1.0); + result += mat4(0.1056897, 0.08521911, -0.017700022, -0.004319419, 0.15351436, -0.11358399, 0.065656774, 0.101860404, 0.08894655, -0.060075074, 0.14363492, -0.10447328, -0.27426496, -0.19959188, 0.16687778, -0.09456175) * go_3(1.0, -1.0); + result += mat4(-0.05424188, -0.16305181, 0.028440254, -0.013702167, -0.010122417, -0.13160124, 0.08733208, 0.111403994, -0.13586052, 0.016545279, 0.12953275, -0.01298413, 0.19755821, 0.029597677, 0.004327247, 0.093656704) * go_3(1.0, 0.0); + result += mat4(-0.016224308, -0.020333769, 0.015944391, -0.044774864, 0.09308092, -0.06174809, 0.009493231, 0.00109714, 0.030341865, 0.0085925255, 0.023199126, 0.029012285, 0.050746094, 0.15161276, 0.053011492, -0.022610705) * go_3(1.0, 1.0); + result += vec4(-0.034925383, -0.0010656221, -0.023427188, -0.021127155); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_last_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.009722335, -5.8660436e-05, -0.0069387504, -0.0052446183, -0.040276118, 0.0041334885, -0.013106614, -0.0047898176, -0.008160448, 0.011272557, -0.008908942, -0.015969492, 0.036588583, -0.0069453213, 0.03697349, 0.024233166) * go_0(-1.0, -1.0); + result += mat4(0.07749142, -0.0112727145, 0.064222045, -0.015094554, 0.0032031287, 0.03247034, -0.016756386, 0.023846423, -0.028618578, 0.02300731, -0.015894018, 0.037608027, 0.014199439, -0.043177396, -0.004832348, -0.05518754) * go_0(-1.0, 0.0); + result += mat4(0.008171211, -0.016406616, 0.04668373, -0.0020393482, -0.008888379, 0.001380358, -0.008963435, 0.0012900458, -0.030172894, -0.0017824832, -0.037534058, 0.000615256, 0.030373376, 0.002216906, 0.04730168, -0.0028000386) * go_0(-1.0, 1.0); + result += mat4(0.060749017, 0.006499037, -0.03925888, -0.043421242, 0.0014141012, -0.040274277, 0.020051334, 0.02141008, -0.0046555796, -0.032477897, 0.02811765, 0.014327698, 0.008681297, 0.044408746, -0.028984996, 0.00985357) * go_0(0.0, -1.0); + result += mat4(0.22245905, 0.2221309, 0.21369153, 0.17244695, -0.16802068, -0.09160697, -0.13712268, -0.104401335, -0.18699472, -0.117237985, -0.13240008, -0.121350996, 0.027870163, 0.09320937, 0.07950856, 0.08880132) * go_0(0.0, 0.0); + result += mat4(-0.002709059, -0.0070304363, 0.10570918, 0.08184527, -0.014383472, -0.020202143, -0.0810668, -0.054163996, -0.018711304, -0.035145987, -0.098869935, -0.06942387, -0.011235106, 0.008683168, -0.02585752, 0.024761796) * go_0(0.0, 1.0); + result += mat4(-0.017611317, 0.033189557, 0.0014886355, 0.0063918163, 0.0033280635, 0.00871624, 0.018652624, 0.0072240643, 0.028240945, 0.027274653, -0.0044101775, 0.012503479, -0.009022953, -0.0037992215, 0.007457012, -0.0075594983) * go_0(1.0, -1.0); + result += mat4(-0.042642962, 0.061122447, -0.0661494, 0.046923082, 0.014721836, -0.07878182, 0.013244828, -0.047850955, 0.016932828, -0.07947459, 0.05953852, -0.007192553, -0.022235982, -0.026965706, -0.034282424, -0.007242096) * go_0(1.0, 0.0); + result += mat4(-0.012262586, -0.014608243, -0.0039572082, 0.045586918, 0.011789637, 0.00811699, 0.004699602, -0.032348834, 0.017336411, 0.00069143757, 0.000303623, -0.061924953, -0.0064005707, -0.0043993946, -0.008697915, -0.012118654) * go_0(1.0, 1.0); + result += mat4(-0.0012260727, 0.006306051, -0.004919151, -0.014706935, 0.06893623, -0.03855539, 0.0025126948, -0.013461133, 0.051023327, -0.015535766, -0.0125827445, -0.059677888, -0.0021585734, -0.019920474, -0.025212945, 0.017173553) * go_1(-1.0, -1.0); + result += mat4(-0.014818789, -0.004695369, 0.11874947, -0.025116654, -0.010446815, -0.015087738, 0.060040206, -0.053225394, -0.059700467, -0.0084348805, 0.11633143, 0.01912765, -0.046732634, 0.02437617, 0.014276953, -0.017528424) * go_1(-1.0, 0.0); + result += mat4(0.03403683, 0.035661116, -0.05422196, 0.00086722866, 0.0069361166, 0.0030528181, 0.0011153776, 0.0040823813, -0.052100085, 0.016703505, -0.16275159, 0.019807467, -0.0046826405, -0.01290693, -0.00867241, -0.0074261916) * go_1(-1.0, 1.0); + result += mat4(0.091117546, 0.050540023, -0.018510593, -0.007402161, -0.1193577, 0.018770888, -0.011340929, -0.02110343, -0.032088384, 0.010691935, 0.004420295, -0.025953075, 0.047472738, 0.108008265, 0.007997121, -0.03855365) * go_1(0.0, -1.0); + result += mat4(-0.21882823, -0.18101972, 0.13662423, 0.3109504, -0.101242945, 0.3064065, -0.22530204, 0.2612257, -0.07345098, 0.31937975, -0.15872811, 0.23400135, -0.04057178, -0.11676629, -0.34227282, -0.18310128) * go_1(0.0, 0.0); + result += mat4(-0.01088255, 0.026722692, -0.0071181543, -0.07676996, -0.054152276, -0.08521186, -0.029249348, 0.005593179, 0.012496848, -0.055432145, 0.06396825, 0.056608576, -0.006908986, 0.018192623, -0.027572934, 0.03749799) * go_1(0.0, 1.0); + result += mat4(-0.00788736, 0.032808263, -0.0034198891, -0.01124656, 0.014423269, 0.058434688, 0.0139339, 0.0024755867, 0.042650267, 0.01773591, 0.017099075, 0.00094137667, 0.033293027, 0.008411577, 0.018532667, 0.016402127) * go_1(1.0, -1.0); + result += mat4(0.0013495176, -0.05906597, -0.011892358, -0.04260839, 0.0040078545, -0.12263263, -0.005952629, -0.031151159, 0.009523005, -0.04784067, 0.07216081, 0.007988283, -0.010771301, -0.019751243, 0.017268918, -0.1053882) * go_1(1.0, 0.0); + result += mat4(0.021729292, -0.006699109, -0.017977247, -0.008347603, 0.030392287, -0.035512295, 0.047333952, -0.061986152, -0.00917743, -0.023669569, -0.051791556, -0.057909377, -0.008901611, -0.010565621, -0.022557132, -0.06957076) * go_1(1.0, 1.0); + result += mat4(-0.096115954, 0.013176027, -0.046984393, -0.0064583416, -0.13834997, -0.024369081, 0.049557988, -0.013092948, 0.10623086, -0.0071193436, 0.025198812, -0.00963305, -0.051104847, 0.009814798, 0.0050332784, 0.0058091953) * go_2(-1.0, -1.0); + result += mat4(0.03568169, 0.01623718, -0.0020163557, 0.043042913, 0.027783269, -0.06342661, 0.10441675, 0.031614527, -0.17076227, 0.07228563, 0.04167568, 0.022664918, 0.0002446228, 0.01977757, -0.14741875, 0.03596493) * go_2(-1.0, 0.0); + result += mat4(-0.028803155, 0.02343672, -0.037556753, 0.004386295, 0.023776755, -0.0024816473, 0.0017886858, -0.005105568, 0.008360341, -0.008270227, -0.12140172, 0.047693867, -0.03565588, -0.0082427105, 0.012581843, 0.0018308035) * go_2(-1.0, 1.0); + result += mat4(0.17737128, -0.23239174, 0.14191973, 0.0083567705, 0.022397157, -0.20152177, 0.076320365, 0.11157701, 0.005601583, -0.06157629, -0.060806494, 0.03030779, -0.17968388, -0.2081318, 0.051927045, 0.075377926) * go_2(0.0, -1.0); + result += mat4(-0.28773892, -0.26089972, -0.13325682, -0.46006975, 0.35241324, 0.29463127, -0.16573308, 0.022810405, 0.388681, -0.036075145, 0.2998638, -0.15629162, 0.14321181, 0.10493886, -0.052218314, -0.27016288) * go_2(0.0, 0.0); + result += mat4(0.03584634, 0.006315728, -0.08617273, -0.024391597, -0.016952977, 0.022077272, 0.12980743, 0.04512367, 0.003348057, 0.0946866, 0.16312122, 0.13436604, -0.011872978, -0.031965427, 0.0024880085, 0.033216927) * go_2(0.0, 1.0); + result += mat4(0.016087456, 0.043138605, -0.028770814, 0.0061788377, 0.024897626, 0.10882443, -0.036830436, -0.009145524, -0.057872005, 0.08097352, -0.024710376, 0.0068731857, -0.018163942, -0.04771538, 0.027653048, 0.01914395) * go_2(1.0, -1.0); + result += mat4(0.011542096, -0.073137596, 0.09102133, 0.049714323, -0.06767178, 0.070273116, -0.010473078, -0.120707616, -0.026583942, 0.0730171, -0.08226194, 0.105516605, 0.018596884, 0.05840729, 0.04693975, 0.0863541) * go_2(1.0, 0.0); + result += mat4(0.0127724055, 0.02520005, -0.028792456, -0.06910211, -0.019357776, -0.026941938, 0.05015806, 0.12642363, -0.01354065, -0.015913904, 0.009398767, 0.034318734, -0.0034223567, -0.0146218045, -0.0067832484, -0.010091871) * go_2(1.0, 1.0); + result += mat4(-0.02916006, 0.014765165, 0.004575115, 0.0110705905, 0.024664888, 0.003658985, 0.0073659574, 0.0013673811, 0.02650946, 0.014014751, 0.026595473, 0.01877218, 0.016845545, -0.0031619575, -0.011036392, -0.014638798) * go_3(-1.0, -1.0); + result += mat4(0.012505482, 0.0023665216, -0.010882385, 0.009143886, -0.030671602, -0.004167823, 0.003649345, -0.00058618153, -0.038002256, -0.0061475867, -0.017000455, -0.015222981, 0.0066633034, 0.013324137, 0.022223728, 0.015254626) * go_3(-1.0, 0.0); + result += mat4(-0.019684946, -0.011194834, -0.011896193, -0.009636412, 0.0064974707, -0.018297167, -0.01162353, -0.00998448, 0.022304865, -0.0044090357, -0.0013151226, 0.009721475, -0.0029337434, 0.004208434, -0.008193774, 0.005379128) * go_3(-1.0, 1.0); + result += mat4(-0.012884837, -0.057319585, -0.002133779, -0.005586696, -0.03216661, 0.0015534499, -0.004120608, 0.0040779933, -0.044278033, 0.005608415, 0.009365155, 0.04694537, 0.024845028, 0.04563515, 0.018941263, 0.011450428) * go_3(0.0, -1.0); + result += mat4(0.008597113, -0.010005085, -0.050961174, -0.07333081, 0.016683497, -0.056169543, -0.032008786, -0.037104256, -0.01117272, -0.011676191, -0.09071649, -0.049224474, 0.20027469, 0.06436799, 0.1351019, 0.069967836) * go_3(0.0, 0.0); + result += mat4(0.022842692, 0.005048976, 0.05957191, 0.026581423, 0.03748738, 0.074060254, 0.053102568, 0.046449862, -0.013734466, -0.01722293, 0.030430514, -0.02180546, 0.007762467, -0.006432996, 0.08406507, 0.034061644) * go_3(0.0, 1.0); + result += mat4(0.0048395037, 0.012762459, -0.0033284645, -0.0041399547, 0.01828778, 0.0043085683, 0.0019289661, -0.012415563, -0.023572162, -0.050695065, -0.013481175, -0.029202301, -0.03678883, -0.022862522, -0.025002036, -0.010764412) * go_3(1.0, -1.0); + result += mat4(0.0075783907, 0.016249755, 0.0178703, 0.021285253, 0.013031193, 0.025416559, 0.043989707, 0.04750125, 0.0203218, 0.00335042, -0.024657877, -0.05417159, 0.0012374326, 0.115263805, -0.035001434, 0.049407292) * go_3(1.0, 0.0); + result += mat4(0.0059729964, 0.017706383, 0.0004603757, 0.024557583, -0.014231813, 0.0022323965, -0.030447725, -0.005866556, 0.02305865, 0.02982909, 0.0549823, 0.06747715, -0.01014364, 0.0030060427, 0.01640388, 0.056874502) * go_3(1.0, 1.0); + result += vec4(0.0037637148, 0.003693704, 0.0034614028, 0.0033483643); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_last_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.009785077, -0.007310227, 0.00081595866, -0.01268686, -0.014665477, -0.003956759, -0.0011089307, -0.011515727, 0.024502382, 0.025206817, 0.004246777, -0.0016346163, -0.016379429, -0.013535791, 0.01541915, 0.0095333215) * go_0(-1.0, -1.0); + result += mat4(-0.017734146, 0.014389035, -0.0008451403, 0.013272096, 0.045607757, 0.01522117, 0.00904139, -0.001765619, 0.024920683, -0.012100507, 0.014870539, 0.0018603726, -0.030391455, 0.00632375, -0.055296343, -0.009885172) * go_0(-1.0, 0.0); + result += mat4(0.0056769922, 0.0012991864, -0.014343983, 0.0073196087, 0.0061439234, -0.0009862045, 0.0323433, 0.0018582975, -0.00815158, -0.008821831, 0.016262496, -0.014280032, 0.024239268, 0.015745653, 0.016698766, 0.014503724) * go_0(-1.0, 1.0); + result += mat4(0.039872967, -0.013257727, 0.055065673, 0.034231152, 0.086550154, 0.034081027, 0.045879394, 0.049891002, -0.011800151, -0.011743562, -0.015092318, -0.009334671, -0.017342495, -0.014658795, 0.014266523, 0.035314754) * go_0(0.0, -1.0); + result += mat4(-0.050990034, -0.06219798, -0.047669213, -0.07189862, -0.04856067, 0.031102043, 0.001354821, 0.01903025, 0.0037901315, 0.07694083, -0.016825065, 0.009997132, -0.18629807, -0.12768792, -0.104768254, -0.11861362) * go_0(0.0, 0.0); + result += mat4(0.017904822, 0.0042992756, 0.016748125, -0.025035992, -0.003724865, -0.0031921281, -0.019930473, 0.017328225, 0.024588963, 0.010205262, 0.04149686, 0.06978651, -0.022708472, -0.0057800277, -0.11644439, -0.06476094) * go_0(0.0, 1.0); + result += mat4(-0.02426752, -0.0034115477, -0.0015359819, 0.026405398, -0.013942422, 0.034148987, -0.009329464, -0.005556865, 0.010035298, 0.0042479886, -0.0045719417, -0.007970587, 0.0048700697, -0.0031006113, 0.005171075, 0.0020327016) * go_0(1.0, -1.0); + result += mat4(0.0015553721, -0.006999807, -0.027763836, -0.03493009, 0.0047000614, -0.034220867, 0.0021388065, 0.004188802, -0.007897541, -0.025793487, 0.017545879, 0.0013863312, 0.042826407, -0.050083816, 0.037378658, -0.011360738) * go_0(1.0, 0.0); + result += mat4(-0.007821516, -0.0034771548, 0.00051019643, 0.017586451, 0.01144453, 0.012032973, 0.0025295757, -0.011105711, 0.009102745, 0.015189803, -0.00083253905, -0.0025097867, -0.008002886, -0.020810502, -0.00023807488, -0.04825592) * go_0(1.0, 1.0); + result += mat4(0.005066405, 0.017425792, -0.0004840731, -0.0009944261, 0.07663847, -0.04755453, 0.004607992, -0.020050947, 0.021402068, -0.034427766, -0.0130948955, -0.042138048, 0.015383988, -0.0085578235, -0.036823586, 0.001125214) * go_1(-1.0, -1.0); + result += mat4(-0.024459356, -0.019538784, 0.13201334, -0.025238393, -0.009611914, -0.017932015, 0.06330252, -0.05036921, -0.09405187, 0.0016108088, 0.07035366, -0.026231728, -0.036375783, 0.047566332, 0.033421457, 0.011572374) * go_1(-1.0, 0.0); + result += mat4(0.03742729, 0.03181365, -0.05451164, -0.009032132, 0.017350135, -0.011311124, 0.0147211, -0.01298328, -0.011024085, 0.028534293, -0.12944345, 0.07152882, 0.005176979, -0.00048127733, -0.0063332263, -0.0034040876) * go_1(-1.0, 1.0); + result += mat4(0.06455105, 0.033970848, -0.04488856, -0.027959615, -0.094514206, 0.033421617, 0.031325165, 0.0088970335, -0.031805996, 0.007078957, 0.008114225, -0.017701747, 0.048437405, 0.12445195, 0.02138049, -0.017392302) * go_1(0.0, -1.0); + result += mat4(-0.21116845, -0.17855385, 0.12160961, 0.32197994, -0.14490715, 0.2886178, -0.28124997, 0.21847156, -0.04988429, 0.32125694, -0.118747145, 0.26057142, -0.045630034, -0.1453716, -0.3682217, -0.22081932) * go_1(0.0, 0.0); + result += mat4(0.0057057277, 0.03872448, 0.020275556, -0.05959739, 0.0150841605, -0.02288727, 0.033048235, 0.08510421, 0.01309789, -0.050875448, 0.051518645, 0.041827686, -0.028529504, -0.0015568004, -0.023128182, 0.03178304) * go_1(0.0, 1.0); + result += mat4(0.0016438053, 0.028251547, 0.0003874817, -0.021485088, 0.008020942, 0.052520994, 0.009027988, 0.004729575, 0.026685065, 0.008003427, 0.013078419, -0.008256319, 0.022743277, -0.001293671, 0.018562315, 0.016649859) * go_1(1.0, -1.0); + result += mat4(0.013438089, -0.049052995, 0.0060880547, -0.044865325, 0.031890247, -0.102749884, 0.0047795745, -0.028551944, -0.018443404, -0.061510604, 0.031782348, -0.0005923042, 0.014257579, 0.010379952, 0.02929872, -0.090405114) * go_1(1.0, 0.0); + result += mat4(0.009318741, -0.0061841, -0.02420737, 0.0018885462, 0.022010826, -0.023001686, 0.035959963, -0.057635445, 0.012495818, -0.008206369, -0.026234211, -0.04719263, 0.0057711657, -0.003004966, 0.0046920753, -0.041684203) * go_1(1.0, 1.0); + result += mat4(-0.050602015, 0.021741746, -0.059019636, -0.008416951, -0.1789153, -0.01835426, 0.03100039, -0.017736796, 0.09091737, -0.026542341, 0.010933376, -0.031898204, -0.015792761, 0.013789206, 0.031699985, 0.018964434) * go_2(-1.0, -1.0); + result += mat4(0.099863164, -0.01637541, 0.083744444, 0.011983074, 0.013478042, -0.04780451, 0.08646149, 0.050255097, -0.22476238, 0.11746969, 0.038574144, 0.069615066, 0.047265753, -0.03212485, -0.12651724, -0.0065722666) * go_2(-1.0, 0.0); + result += mat4(-0.026888395, 0.0053314343, -0.0018114679, -0.007841625, 0.00037234774, -0.005450839, -0.03730409, -0.00441375, -0.014338566, 0.002887282, -0.19375902, 0.06374498, -0.033998128, -0.03480894, 0.061709825, -0.016935369) * go_2(-1.0, 1.0); + result += mat4(0.18882285, -0.19729713, 0.064650975, -0.07342598, -0.039107442, -0.28614163, 0.081506595, 0.111678764, -0.0019596675, -0.071805045, -0.019774346, 0.055490687, -0.1405711, -0.16753702, 0.031397972, 0.054546997) * go_2(0.0, -1.0); + result += mat4(-0.007561914, 0.0010002917, 0.12623467, -0.17501056, 0.22664371, 0.2080332, -0.3194733, -0.1065412, 0.21299458, -0.23856679, 0.17237303, -0.2863369, 0.35997602, 0.354653, 0.15091361, -0.07142766) * go_2(0.0, 0.0); + result += mat4(0.02403396, 0.0037063402, -0.004992154, 0.047530055, -0.03227084, -0.0055595553, 0.06554937, -0.025955811, -0.03792351, 0.041418597, 0.04285587, -0.0118592, 0.00012291886, -0.013734975, 0.07748641, 0.14016038) * go_2(0.0, 1.0); + result += mat4(0.015037119, 0.058259863, -0.020877289, -0.0059153647, 0.04133679, 0.108832926, -0.026314106, -0.0010898053, -0.057873078, 0.07802038, -0.029681025, 0.020011986, -0.03940851, -0.038397703, 0.013701823, 0.01657068) * go_2(1.0, -1.0); + result += mat4(-0.016823404, 0.007905321, 0.034658395, 0.09977579, -0.05916761, 0.004779212, 0.018820778, -0.15795219, -0.013125517, 0.021101758, -0.055992976, 0.08024182, -0.04333755, 0.070356764, -0.030624833, 0.09123745) * go_2(1.0, 0.0); + result += mat4(-0.007931201, 0.0069976873, -0.016831044, -0.027368804, -0.03332386, -0.041667387, 0.04094055, 0.095304705, -0.006027611, -0.019209528, -0.0008929939, -0.017201519, 0.005464988, 0.0038448595, -0.01248845, 0.008877873) * go_2(1.0, 1.0); + result += mat4(-0.042160366, 0.0036025376, -0.008628986, -0.005607383, 0.028637825, 0.005296032, -0.0004143198, 0.008265197, 0.033176135, 0.014727739, 0.0145593295, 0.011159069, 0.00833305, -0.0025515268, -0.00015546188, 0.002805437) * go_3(-1.0, -1.0); + result += mat4(0.016752163, 0.013423374, -0.018342504, 0.013459657, -0.038428728, -0.005804395, 0.019692563, -0.005745392, -0.030070104, 0.01058409, 0.003989377, 0.0074200635, -0.01936366, -0.01608809, 0.0071134195, -0.0038598357) * go_3(-1.0, 0.0); + result += mat4(-0.018000437, -0.0121247275, -0.01288339, -0.0060898345, -0.006138964, -0.0035810755, -0.03902352, 0.002276941, 0.0032195079, -0.02730975, -0.011268412, -0.0036179612, -0.004836894, -0.0015986725, -0.019751905, -0.0071931942) * go_3(-1.0, 1.0); + result += mat4(0.014426659, -0.05161329, 0.019196855, 0.002317663, -0.055477437, -0.007086505, -0.04151144, -0.027518485, -0.027440753, 0.003857541, -0.002143262, 0.013090804, 0.015745236, 0.021075105, 7.93909e-06, -0.009694458) * go_3(0.0, -1.0); + result += mat4(0.0025894733, -0.017304689, -0.03299281, -0.0754248, 0.03428733, -0.03397887, 0.0108591765, 0.021311574, -0.04203291, -0.019728655, -0.09826257, -0.046157785, 0.22522739, 0.086717755, 0.15654634, 0.08489247) * go_3(0.0, 0.0); + result += mat4(0.008495083, 0.00074552774, 0.038054205, 0.013044046, -0.027891211, 0.003249458, -0.018353004, -0.035205863, -0.010195661, -0.008145831, 0.014239584, -0.019779535, 0.011452498, 0.004117014, 0.08403766, 0.04357078) * go_3(0.0, 1.0); + result += mat4(0.00020427872, 0.026861027, -0.01047743, 0.0034385168, 0.015686916, 0.00038722693, 0.0017860534, -0.021630246, -0.0084784245, -0.022648407, -0.0050631054, -0.016437376, -0.026458954, -0.011239073, -0.01145464, -0.0058855377) * go_3(1.0, -1.0); + result += mat4(-0.0012052609, 0.009248192, 0.008875674, 0.03043022, 0.012489936, 0.019402692, 0.0378006, 0.05519605, 0.029059285, -0.0072894073, 0.0014154738, -0.03802288, -0.02321437, 0.09558396, -0.0550932, 0.036936663) * go_3(1.0, 0.0); + result += mat4(0.010010094, 0.012796987, 0.0025080708, 0.013876455, -0.00536739, -0.016932324, -0.012128944, -0.0241354, 0.0077782627, 0.01584833, 0.033727348, 0.039302748, -0.026609577, -0.0062910756, -0.011042692, 0.031207075) * go_3(1.0, 1.0); + result += vec4(-0.0009249668, -0.0010178088, -0.00041991958, -0.0005421036); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_last_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.01766077, -0.017591428, -0.0038036762, -0.023304595, -0.012525157, -0.0058148014, -0.0030130956, -0.011804012, 0.030511979, 0.028687771, 0.007858589, 0.004475508, -0.02585795, -0.01785211, 0.0053741997, 0.00074623496) * go_0(-1.0, -1.0); + result += mat4(-0.040601525, 0.016486213, -0.01966552, 0.014969501, 0.05400945, 0.019022502, 0.0149923405, -0.0017570893, 0.040684238, -0.009271634, 0.026908487, 0.002365157, -0.03371985, 0.00928091, -0.058665182, -0.0047038617) * go_0(-1.0, 0.0); + result += mat4(0.0034900296, 0.0028777388, -0.02543823, 0.005724228, 0.012073974, 0.0043754885, 0.04109826, 0.008040286, -0.00049979525, -0.0063444753, 0.030565983, -0.009352674, 0.01949427, 0.014168137, 0.009640578, 0.011481213) * go_0(-1.0, 1.0); + result += mat4(0.026645018, -0.02211462, 0.06119815, 0.039082125, 0.09945218, 0.042240527, 0.054267537, 0.04693634, -0.004510591, -0.0041247807, -0.012629442, -0.008053095, -0.025141539, -0.025081929, 0.011338651, 0.029372308) * go_0(0.0, -1.0); + result += mat4(-0.102688424, -0.11533188, -0.09621349, -0.116714895, -0.025504943, 0.05013811, 0.024331303, 0.03946124, 0.026381869, 0.1011479, -0.0017481856, 0.027152762, -0.18783632, -0.13439077, -0.112003446, -0.12810163) * go_0(0.0, 0.0); + result += mat4(0.010783576, -0.00025257064, -0.0075445045, -0.04681932, -0.0021722934, -0.005758047, -0.0110701695, 0.023468157, 0.036986902, 0.023351438, 0.063143626, 0.09269854, -0.025713218, -0.011750105, -0.11722637, -0.07038934) * go_0(0.0, 1.0); + result += mat4(-0.026961634, -0.015106367, -0.0034014166, 0.02482031, -0.013892242, 0.04203608, -0.008226002, 0.004619446, 0.012888606, 0.010721662, -1.3880494e-05, -0.0033224574, 0.006727405, -0.0035630877, 0.0021499102, -0.00091816986) * go_0(1.0, -1.0); + result += mat4(0.0016877668, -0.02695227, -0.023388471, -0.053411417, 0.006777518, -0.024251794, 0.0015210172, 0.010034961, -0.00795588, -0.01645489, 0.012691467, 0.0061330614, 0.054507505, -0.041002143, 0.048495438, -0.004843492) * go_0(1.0, 0.0); + result += mat4(-0.0159168, -0.013163069, -0.0091357315, 0.0011109188, 0.022993349, 0.025777856, 0.013487494, 0.00304372, 0.014121591, 0.02415322, 0.006453722, 0.010679647, -0.00626483, -0.017908117, 0.0063728937, -0.04091484) * go_0(1.0, 1.0); + result += mat4(-0.0026799496, 0.0154166315, -0.0037383793, -0.002577431, 0.073905826, -0.043148544, 0.011774636, -0.016023275, 0.0099145975, -0.04718069, -0.013578048, -0.04220935, 0.018033838, -0.0025958812, -0.029762078, 0.0034059538) * go_1(-1.0, -1.0); + result += mat4(-0.03239311, -0.025743088, 0.1116615, -0.027325295, -0.014691433, -0.013614988, 0.05034416, -0.04294835, -0.11013415, -0.014086726, 0.048601545, -0.04762435, -0.01944709, 0.054276068, 0.04073586, 0.019288493) * go_1(-1.0, 0.0); + result += mat4(0.027851144, 0.014083208, -0.06432852, -0.024642657, 0.021185134, -0.015441491, 0.018058551, -0.017353412, -0.018814132, 0.026259383, -0.14238997, 0.06301044, 0.007324441, 0.00494394, 0.00020533071, 0.0024405916) * go_1(-1.0, 1.0); + result += mat4(0.06092095, 0.025730716, -0.042129956, -0.026382709, -0.08284398, 0.03344148, 0.038016047, 0.0137958275, -0.025555719, 0.008199355, 0.0070835026, -0.01420561, 0.0493976, 0.121205755, 0.026178997, -0.006300481) * go_1(0.0, -1.0); + result += mat4(-0.18660638, -0.1658202, 0.116562665, 0.29287666, -0.13814074, 0.2658047, -0.270531, 0.19597577, -0.04692207, 0.28904793, -0.09829146, 0.24158104, -0.03946344, -0.12598358, -0.3361825, -0.19800447) * go_1(0.0, 0.0); + result += mat4(0.020092675, 0.049266458, 0.03696139, -0.046251137, 0.029122403, -0.008378672, 0.044602558, 0.092563495, -0.0036082428, -0.072675824, 0.030523287, 0.006169521, -0.031133244, -0.011250458, -0.026590217, 0.023079094) * go_1(0.0, 1.0); + result += mat4(0.007384019, 0.031913586, 0.002072675, -0.019807052, 0.010384438, 0.050076224, 0.010438329, 0.009595051, 0.022497892, 0.012009176, 0.009222753, -0.008563874, 0.017106988, -0.003105622, 0.01070336, 0.011805944) * go_1(1.0, -1.0); + result += mat4(0.017091183, -0.035133313, 0.012425838, -0.03395959, 0.03418688, -0.10616231, 0.0101681305, -0.03682252, -0.016497994, -0.05231084, 0.025178006, 0.008926557, 0.025942912, 0.019970346, 0.03534238, -0.07596637) * go_1(1.0, 0.0); + result += mat4(0.007215777, -0.0006424821, -0.020822426, 0.011314772, 0.0183502, -0.015352454, 0.02972497, -0.053287935, 0.024020335, -0.006380922, -0.008620774, -0.041896872, 0.021631774, 0.013320375, 0.024711635, -0.020357909) * go_1(1.0, 1.0); + result += mat4(-0.033131246, 0.027936278, -0.047840517, 0.0019488486, -0.17501047, -0.0178374, 0.02549812, -0.019010937, 0.079489246, -0.027291514, 0.004313802, -0.03478066, -0.004887971, 0.019281879, 0.04073947, 0.022658588) * go_2(-1.0, -1.0); + result += mat4(0.110482916, -0.021340236, 0.09848104, 0.0034104201, 0.0032655075, -0.04557326, 0.07156056, 0.045965493, -0.22822224, 0.115162075, 0.027745042, 0.07251069, 0.05100454, -0.034554593, -0.11214564, -0.009064197) * go_2(-1.0, 0.0); + result += mat4(-0.017621655, 0.01024623, 0.009554872, -0.00078690174, -0.0069463328, -0.014670676, -0.041410644, -0.007414249, -0.031177497, -0.007517117, -0.20814678, 0.049873244, -0.02482445, -0.031338003, 0.06920326, -0.015171424) * go_2(-1.0, 1.0); + result += mat4(0.18918292, -0.15450309, 0.05504167, -0.061840136, -0.057958793, -0.28908864, 0.06820344, 0.09923399, -0.008387437, -0.075379215, -0.01747373, 0.048925415, -0.13222353, -0.15354146, 0.022480693, 0.04943612) * go_2(0.0, -1.0); + result += mat4(0.0469381, 0.05393423, 0.1681062, -0.10543653, 0.17948511, 0.16570628, -0.33344334, -0.13197891, 0.16509773, -0.26174626, 0.13757275, -0.29244694, 0.35424834, 0.35368237, 0.156861, -0.04775442) * go_2(0.0, 0.0); + result += mat4(0.026892537, 0.0075510717, 0.015918663, 0.06070227, -0.02288592, 0.0027507204, 0.05279965, -0.03042772, -0.044760384, 0.0234673, 0.01604264, -0.04277388, 0.0011313064, -0.0052253264, 0.08374709, 0.14929597) * go_2(0.0, 1.0); + result += mat4(0.016119812, 0.061383534, -0.013537205, -0.0017921093, 0.043676157, 0.09811408, -0.015655283, 0.0007943268, -0.053843908, 0.069290705, -0.028319253, 0.020141726, -0.038996387, -0.03628716, 0.012679114, 0.015012319) * go_2(1.0, -1.0); + result += mat4(-0.02019775, 0.022393003, 0.020688228, 0.10277296, -0.06365119, -0.015666502, 0.012721399, -0.16204305, -0.0037819904, 0.012113873, -0.040969223, 0.069086574, -0.052415807, 0.060331605, -0.04201384, 0.07953157) * go_2(1.0, 0.0); + result += mat4(-0.0019123453, 0.012750492, -0.007235785, -0.01268919, -0.038674437, -0.043993857, 0.028753003, 0.07664717, -0.015077012, -0.027486047, -0.011141094, -0.030269727, 0.0016567699, -0.003331901, -0.021631587, -0.00040226072) * go_2(1.0, 1.0); + result += mat4(-0.03769701, 0.0045639244, -0.0069983527, -0.0064906892, 0.03318896, 0.011733902, 0.0023203227, 0.013374876, 0.037507236, 0.018019466, 0.013330661, 0.009231364, 0.00018865235, -0.005706915, -0.00011657552, 0.0038968239) * go_3(-1.0, -1.0); + result += mat4(0.022072105, 0.019486066, -0.013029048, 0.017470635, -0.03662149, -0.011397823, 0.02397534, -0.008561204, -0.026196644, 0.01626692, 0.011886567, 0.021061733, -0.03310679, -0.025446283, -0.006469576, -0.010118362) * go_3(-1.0, 0.0); + result += mat4(-0.014853227, -0.0062806485, -0.005624992, 0.0017175867, -0.007843849, 0.0008925535, -0.041000694, 0.0049381475, 0.0019743184, -0.035099152, -0.01074269, -0.0128827905, -0.010841019, -0.0093286475, -0.030476939, -0.018505717) * go_3(-1.0, 1.0); + result += mat4(0.016344415, -0.04647131, 0.021242643, 0.004836572, -0.061090752, -0.006488986, -0.050970413, -0.029668579, -0.015889898, 0.010811246, 0.0018357672, 0.012481409, 0.008317143, 0.009978102, -0.0015472731, -0.011174326) * go_3(0.0, -1.0); + result += mat4(-0.004087798, -0.01634328, -0.031607483, -0.068488315, 0.038035624, -0.02797923, 0.017972443, 0.029961389, -0.029277585, -0.015558678, -0.08634699, -0.039436456, 0.19870138, 0.06507983, 0.130592, 0.059745777) * go_3(0.0, 0.0); + result += mat4(-0.0028183246, -0.008089249, 0.02188247, 0.0049699014, -0.03830487, -0.0079993615, -0.028960107, -0.045729056, 0.0021651732, 0.010072074, 0.031335246, 0.0012719089, 0.015795005, 0.011290197, 0.08071912, 0.04273827) * go_3(0.0, 1.0); + result += mat4(-0.0011167483, 0.024682038, -0.009224286, 0.005520499, 0.014198537, -0.0032909375, 0.0005767499, -0.02676088, -0.0019766665, -0.015222206, -0.00080782827, -0.011807755, -0.02560086, -0.015391911, -0.008948504, -0.0062184683) * go_3(1.0, -1.0); + result += mat4(-0.009399661, -0.0019192873, 0.000261681, 0.020112153, 0.0077712294, 0.019477246, 0.030144244, 0.053777162, 0.030650103, 0.0021887033, 0.0092345085, -0.029658241, -0.03723785, 0.073152155, -0.058525253, 0.023017056) * go_3(1.0, 0.0); + result += mat4(0.012911211, 0.010375983, -0.00055489264, 0.005504194, -0.004187377, -0.02239082, -0.008734182, -0.027458502, -0.005602922, 0.009588401, 0.015889015, 0.036346428, -0.038325973, -0.018252429, -0.02944341, 0.011490681) * go_3(1.0, 1.0); + result += vec4(-0.0021447246, -0.0025527438, -0.0016466968, -0.0020245572); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(L)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!BIND conv2d_last_tf1 +//!BIND conv2d_last_tf2 +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size); + ivec2 i1 = ivec2(f1 * vec2(2.0)); + float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x]; + vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size); + ivec2 i2 = ivec2(f2 * vec2(2.0)); + float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x]; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_M.glsl b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_M.glsl new file mode 100644 index 0000000..4bde0d5 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_M.glsl @@ -0,0 +1,300 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.029052526, 0.059789784, -0.024398074, 0.06907132, 0.18920785, -0.12923062, 0.0766382, -0.12048348, -0.017786544, 0.06251133, -0.068393864, 0.056690093, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.14032267, -0.077691495, -0.009036259, -0.13049065, 0.20954624, 0.023231741, -0.2759354, 0.49927905, 0.039609738, -0.092625424, 0.09426452, -0.2246486, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.023119625, 0.046549924, 0.073033765, 0.03727065, 0.04498207, 0.024455868, 0.17602317, -0.3150503, 0.019985953, 0.03670126, 0.0071220254, 0.107966185, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.111121014, -0.084099665, 0.12595509, -0.048271902, -0.007799661, 0.04831373, 0.11868961, 0.11607051, 0.05169621, -0.050569464, 0.120362274, 0.034607537, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.41167754, -0.44940078, 0.35485214, 0.58048695, -1.0151424, -0.70137614, 0.38405335, 0.37337455, -0.096364655, -0.14538667, 0.17917591, 0.32259464, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.06378494, -0.040756933, -0.4773648, -0.47702238, 0.1803328, -0.21388084, -0.5509359, -0.6491179, -0.048081584, -0.0025129975, -0.28561604, -0.22229671, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.037024107, 0.016497454, -0.05315267, -0.023392007, 0.1840294, 0.12675077, 0.037417043, -0.022394283, -0.028192522, -0.016344562, -0.07269005, -0.04747136, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.039480202, 0.5577544, -0.117326505, 0.06622856, -0.038784727, 0.65673745, -0.109742545, 0.22294083, 0.00038519394, 0.24552485, -0.07008514, 0.00029412706, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.009279719, -0.031882852, 0.14124188, -0.0759899, -0.024016602, 0.15252088, 0.13614258, -0.09961189, 0.05446014, -0.03827061, 0.11210173, -0.028823104, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.012836382, -0.0062823873, -0.03165346, -0.0017501811); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06215308, -0.054471835, 0.1285146, 0.037585296, -0.14467795, 0.0057610427, 0.006528968, 0.18607244, 0.03762581, -0.121003255, 0.0827445, 0.076479666, 0.07540097, 0.16371846, -0.18786757, -0.12048073) * go_0(-1.0, -1.0); + result += mat4(-0.11520603, -0.22384967, 0.0970881, 0.045122143, -0.40358877, 0.12487416, -0.4489702, 0.04854906, -0.08240888, -0.0058777514, 0.19108902, 0.042189106, -0.07843178, 0.0012592699, -0.11303816, -0.1118517) * go_0(-1.0, 0.0); + result += mat4(0.29387334, 0.08150406, -0.06009834, 0.07054583, -0.146034, 0.04053809, 0.23284695, -0.08233496, 0.0957811, 0.20221621, 0.13570721, -0.081069246, -0.031743366, -0.038912926, -0.059060514, 0.05190416) * go_0(-1.0, 1.0); + result += mat4(0.18404631, -0.034244366, -0.13406059, 0.2242061, -0.23668705, -0.10359684, -0.09689738, -0.04932347, -0.0020525968, 0.15236467, -0.2634303, -0.029878438, 0.3283669, 0.09891668, -0.46656898, -0.03271751) * go_0(0.0, -1.0); + result += mat4(-0.1824976, -1.0545974, 0.93027455, -0.13887188, 0.3128633, -0.2734884, -0.831517, -0.18065166, -0.2119423, 0.19241124, -0.13313763, -0.10523897, 0.2675327, -0.06853148, 0.007885104, 0.26000848) * go_0(0.0, 0.0); + result += mat4(-0.18109167, -0.019768981, -0.14131357, -0.3181756, 0.22158594, 0.1431138, -0.12970252, -0.011459096, -0.03742945, 0.2316056, -0.054623842, -0.09360549, 0.10176328, -0.108150974, 0.122787155, 0.07614884) * go_0(0.0, 1.0); + result += mat4(-0.02370754, -0.10264054, 0.030659392, 0.056694325, 0.034085, -0.0538203, 0.09111551, 0.0063995267, 0.0835243, -0.06623529, 0.20924146, 0.09457414, 0.27925664, 0.049511474, -0.22062886, 0.03312504) * go_0(1.0, -1.0); + result += mat4(0.17009354, 0.34391564, -0.1680695, -0.051450633, -0.044037253, -0.1412577, 0.01097572, -0.049040757, 0.104024716, -0.34571946, 0.5213214, -0.17010914, -0.016452854, 0.3303069, -0.22249438, 0.23866816) * go_0(1.0, 0.0); + result += mat4(0.20491506, 0.20098424, 0.015425732, -0.033999693, -0.0111842435, 0.09945295, -0.025766203, 0.17068656, 0.049262784, 0.0077788536, 0.068585835, 0.19229786, -0.013048818, 0.04877973, 0.024053875, -0.06846659) * go_0(1.0, 1.0); + result += mat4(0.14208305, 0.09790381, -0.008420949, -0.016165754, 0.02445528, 0.08700781, 0.046639573, -0.22105917, -0.08529265, 0.06606378, 0.0947481, 0.08149193, -0.0959293, -0.037756894, -0.008136973, 0.046241503) * go_1(-1.0, -1.0); + result += mat4(0.2577669, 0.13766493, 0.021107635, 0.018978242, 0.452542, 0.25566816, -0.68909633, 0.03804329, 0.06771752, 0.07894156, 0.22501312, -0.047511246, 0.00040517355, -0.0202232, -0.27541754, -0.040150844) * go_1(-1.0, 0.0); + result += mat4(-0.30176973, -0.15739526, -0.038548045, -0.07003333, 0.32053417, 0.025467036, -0.044913124, 0.20454903, 0.12475206, -0.03966162, 0.07139637, 0.12101497, -0.10777517, -0.062379625, 0.06598757, -0.14795317) * go_1(-1.0, 1.0); + result += mat4(0.12068516, 0.0026514034, -0.055378057, -0.0976728, 0.15887645, 0.15590422, 0.076294206, -0.15417404, -0.16548084, -0.18422292, -0.1670212, 0.041155312, -0.11765263, 0.16991171, -0.21535093, 0.01542368) * go_1(0.0, -1.0); + result += mat4(-0.37845853, 0.5732961, 0.114283465, 0.14638355, -0.109194644, 0.087304994, -0.15938401, 0.58242995, -0.025850652, 0.02730721, -0.48582682, -0.2547883, 0.1899583, 0.24296008, -0.8162976, 0.018036429) * go_1(0.0, 0.0); + result += mat4(0.1633212, -0.117295206, 0.021892091, 0.07762347, -0.09726402, -0.1364192, 0.10752197, 0.42020246, 0.06665656, -0.10822656, 0.1337331, 0.0552859, 0.04700212, 0.108017646, -0.2009353, -0.0435288) * go_1(0.0, 1.0); + result += mat4(-0.045603696, 0.05774526, -0.0071174325, 0.24119262, -0.06899063, 0.016012343, 0.009982042, -0.19038968, -0.17796072, -0.12510185, 0.22739507, -0.1805478, -0.100294635, 0.017557602, 0.039842658, 0.13116726) * go_1(1.0, -1.0); + result += mat4(0.0131523665, -0.20472725, 0.121814765, -0.17769355, 0.097669855, 0.09648846, -0.072887406, 0.22992326, -0.019087939, 0.35375193, -0.057155706, 0.17699116, 0.030690158, -0.423475, 0.03703492, -0.03429164) * go_1(1.0, 0.0); + result += mat4(-0.12143413, -0.018402342, 0.04536776, -0.12743106, 0.03355068, -0.09694192, 0.09913357, -0.036602203, 0.11038047, 0.13236065, 0.12966877, -0.10163848, 0.0030612876, -0.116145626, 0.045318183, 0.11492169) * go_1(1.0, 1.0); + result += vec4(0.05657016, -0.04848861, 0.10297782, -0.0076417355); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.088122115, -0.009916053, -0.124469265, -0.032139737, -0.13709281, 0.09177288, -0.06794775, -0.03962873, 0.17613642, -0.11064388, 0.2531882, -0.3817648, -0.1172188, -0.042132895, -0.098772734, -0.114560865) * go_0(-1.0, -1.0); + result += mat4(0.18876404, -0.14613804, 0.23869626, 0.06580185, -0.13533239, 0.25754455, -0.29734856, 0.028218834, -0.39304733, -0.14716247, 0.19408274, -0.18518063, -0.31482637, -0.1508887, -0.3841371, 0.021975968) * go_0(-1.0, 0.0); + result += mat4(-0.22316615, -0.0923483, 0.16932568, -0.13138154, 0.139829, 0.010975908, -0.0587337, -0.054484393, -0.13758336, -0.030077504, -0.050642505, -0.14933856, -0.040563874, -0.030220931, 0.2867556, 0.17022403) * go_0(-1.0, 1.0); + result += mat4(0.12611523, -0.07087836, 0.08281469, 0.024588918, -0.023549056, -0.13102995, 0.17571726, 0.0740372, -0.3167631, 0.17491543, 0.4459055, -0.4687942, -0.19755729, 0.03723031, -0.06757113, 0.03502462) * go_0(0.0, -1.0); + result += mat4(0.12098187, 0.12341856, -0.061940372, 0.7251308, 0.055730965, -0.5169302, 0.37959704, -0.08753306, -0.45700142, -0.4960699, 0.1690022, -0.40233734, 0.0262836, -0.13345262, 0.11002605, -0.16773209) * go_0(0.0, 0.0); + result += mat4(-0.20428565, 0.117523015, -0.044863444, -0.1770644, 0.22925, 0.029694336, -0.23891294, 0.039587863, -0.11235541, -0.23890465, 0.037618574, -0.039127905, 0.14058869, 0.020599412, -0.074353516, 0.12343045) * go_0(0.0, 1.0); + result += mat4(-0.04680316, -0.049870726, 0.06975308, -0.21486782, -0.08177838, 0.09760846, -0.031408366, 0.13881667, -0.14650045, 0.29182404, -0.080848776, -0.25525567, 0.018876432, -0.015662232, -0.016014043, -0.08435915) * go_0(1.0, -1.0); + result += mat4(-0.100864016, -0.24647528, -0.007994345, 0.13047779, 0.14746517, 0.25517163, 0.054900885, -0.07251866, -0.29500577, -0.03758923, 0.05514366, -0.058372885, -0.03055354, -0.062586576, 0.017739896, 0.08644674) * go_0(1.0, 0.0); + result += mat4(-0.029502464, -0.08905223, 0.0047584837, -0.09646073, 0.044714086, 0.15522493, -0.070930906, -0.026954453, 0.057949875, -0.017211404, -0.00566463, -0.0050975676, 0.0050182147, -0.010722001, 0.011812942, -0.04698445) * go_0(1.0, 1.0); + result += mat4(0.18863353, -0.11575336, 0.26541254, -0.15280409, 0.14376, -0.05783716, 0.08554402, 0.27605456, 0.004611954, 0.074173525, -0.07963756, 0.082979314, 0.099553905, -0.06539344, 0.4330784, 0.07996894) * go_1(-1.0, -1.0); + result += mat4(-0.31001288, 0.035875235, 0.049856357, -0.09614268, 0.23397788, -0.12425775, 0.45108303, 0.27973723, 0.0753222, 0.11388394, -0.043821793, -0.05610102, -0.06536777, 0.009822641, 0.7956708, -0.05798737) * go_1(-1.0, 0.0); + result += mat4(0.19827974, 0.010130333, -0.13153136, 0.11593003, -0.15762039, -0.0040722084, 0.20404483, 0.28999883, 0.08152756, 0.07773477, 0.019730574, 0.0123460535, -0.034676805, -0.19133334, 0.01860159, -0.12945038) * go_1(-1.0, 1.0); + result += mat4(-0.1861255, 0.039945368, 0.28345293, -0.17425321, 0.36748698, 0.03729066, -0.35957313, 0.11234573, -0.07122196, 0.012845119, -0.09049443, 0.10106711, 0.07425845, -0.14626606, 0.46169114, -0.2652126) * go_1(0.0, -1.0); + result += mat4(-0.6222811, -0.08538015, 0.023319554, -0.7206892, -0.33495513, 0.2960924, -0.033479776, -0.29255456, 0.29802337, 0.47570458, 0.012769826, 0.19874385, -0.25652033, -0.4018595, 0.3055839, 0.1881051) * go_1(0.0, 0.0); + result += mat4(0.32152474, 0.0024920676, -0.113435976, 0.14440896, -0.287736, 0.0251382, 0.28160754, 0.02769615, 0.067614004, 0.0832741, -0.095353454, -0.19792004, -0.40394694, -0.24224225, 0.3224996, 0.030300485) * go_1(0.0, 1.0); + result += mat4(0.0045148246, -0.04621849, -0.026470715, 0.0588576, 0.14559188, 0.037437905, -0.13778603, 0.08173416, 0.033548757, -0.015654223, 0.15016593, 0.07761835, -0.016546778, 0.02640291, 0.112717085, 0.020371364) * go_1(1.0, -1.0); + result += mat4(0.114227325, -0.0405595, -0.11662477, 0.014747093, 0.11170598, 0.58740836, -0.27560827, -0.1848705, -0.02491223, -0.15605451, 0.0028677192, -0.11290364, -0.12331832, -0.3191161, 0.3505101, 0.15236251) * go_1(1.0, 0.0); + result += mat4(0.21131381, 0.13965495, -0.103683874, 0.26049778, -0.010777816, 0.015093082, 0.13207617, 0.14064828, -0.007847294, 0.025702007, -0.082993574, -0.04923462, -0.052900862, -0.006775377, 0.1432969, 0.09598549) * go_1(1.0, 1.0); + result += vec4(0.08015534, 0.10264796, -0.031173404, 0.21282151); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.13262276, 0.18682314, -0.1433667, -0.0061677806, -0.15057871, -0.15389217, 0.40721065, -0.082456455, 0.028175479, -0.06136406, 0.13517159, -0.0066659097, -0.03311807, -0.056219388, 0.066265404, -0.017012158) * go_0(-1.0, -1.0); + result += mat4(0.0652481, -0.02717338, -0.17586891, -0.1458622, 0.37166637, -0.13651049, -0.095090784, 0.1450258, -0.08856753, -0.029000161, -0.11024598, 0.14231622, 0.027118085, 0.060637098, -0.028174674, 0.020973917) * go_0(-1.0, 0.0); + result += mat4(0.17137158, 0.015818363, -0.1761587, -0.07798954, -0.22039492, -0.08250406, 0.15350278, 0.05466543, 0.07231244, 0.124937475, -0.14530692, -0.036220204, -0.20202135, 0.16154502, -0.1472417, 0.045183204) * go_0(-1.0, 1.0); + result += mat4(-0.06751513, 0.3630837, -0.23374555, -0.17641832, 0.23866339, -0.12625019, 0.14955078, 0.3757683, 0.25546572, -0.0009440543, -0.029705383, 0.12500505, 0.039303612, 0.02745342, 0.06280759, -0.027673393) * go_0(0.0, -1.0); + result += mat4(-0.40253955, 0.5532656, 0.15580782, 0.23305601, 0.04307387, -0.37548792, 0.021682428, -0.14554474, -0.44655007, 0.12335231, 0.22693188, -0.19185324, -0.39905196, -0.36661598, 0.34626722, 0.3220371) * go_0(0.0, 0.0); + result += mat4(0.13051705, -0.051269528, 0.027860573, 0.12866034, 0.095374286, 0.0072371624, 0.06641015, -0.040609945, 0.14411138, 0.03813084, 0.024812538, -0.069997884, -0.2398024, 0.16384888, 0.004522481, -0.2734798) * go_0(0.0, 1.0); + result += mat4(-0.048976544, 0.36923414, -0.23769425, -0.02964149, 0.13426293, -0.070416726, -0.036279447, 0.21007125, -0.0062456504, 0.12307804, -0.18920022, 0.016429992, 0.091225415, -0.00714184, -0.079064, 0.050525308) * go_0(1.0, -1.0); + result += mat4(0.007005748, -0.1929285, -0.27960134, -0.014070343, -0.012031938, -0.21320626, 0.22591045, 0.06750757, 0.038049847, -0.08933499, 0.15640227, 0.36653376, 0.11274315, 0.0015512784, -0.14319079, -0.41117874) * go_0(1.0, 0.0); + result += mat4(0.039254356, 0.04123307, -0.14476523, 0.19676228, -0.1746638, 0.068685316, 0.19318552, -0.007086376, -0.08810745, 0.041937724, 0.1393943, 0.27539206, -0.08331265, 0.043064818, -0.02783017, -0.13006629) * go_0(1.0, 1.0); + result += mat4(0.18761271, -0.009960496, -0.18572417, 0.010640895, 0.10240658, 0.036137953, -0.109363064, 0.05820501, -0.04092678, 0.11809751, -0.11843415, 0.11893309, -0.06356792, 0.1509876, -0.12252014, -0.0070098704) * go_1(-1.0, -1.0); + result += mat4(-0.0012312894, 0.038436964, -0.046054237, 0.04859312, -0.4190657, 0.2529927, 0.23133701, -0.00065297337, -0.039581586, 0.00905735, 0.16532114, -0.12568031, 0.17818217, -0.28053075, 0.38509414, -0.03763847) * go_1(-1.0, 0.0); + result += mat4(-0.0897875, 0.063593514, 0.07660054, 0.12268424, 0.21554653, -0.1025501, 0.2557211, 0.04492533, 0.10992355, -0.035215836, -0.009733763, -0.02165148, 0.08618596, -0.19276536, 0.18174514, -0.18021213) * go_1(-1.0, 1.0); + result += mat4(-0.002999377, -0.12630916, -0.030010369, -0.2676409, -0.20229307, 0.15253967, -0.12200155, -0.1552754, -0.16193017, 0.10819683, 0.10696224, -0.1920264, -0.29354608, -0.32021165, 0.08644405, -0.16153689) * go_1(0.0, -1.0); + result += mat4(0.49931613, -0.3669461, -0.49107462, -0.3654748, 0.32047966, 0.03246311, -0.06424334, 0.009108802, 0.2367612, -0.46587244, 0.16957493, 0.3237888, 0.93676794, 0.01834384, -0.9349752, -0.04654371) * go_1(0.0, 0.0); + result += mat4(-0.112562165, 0.006074484, -0.12288025, -0.08560263, 0.25336134, 0.025205871, 0.25063732, 0.12370882, -0.40429187, 0.12992847, -0.2816234, 0.08179623, 0.27197668, 0.066299304, -0.12988937, 0.16257611) * go_1(0.0, 1.0); + result += mat4(0.047864527, -0.05821779, -0.06311128, -0.0065775234, -0.065763995, 0.014864688, 0.09148591, -0.25059348, 0.008846306, -0.22123712, 0.4062609, -0.100248575, -0.50293785, -0.13373566, 0.21480446, -0.0841981) * go_1(1.0, -1.0); + result += mat4(0.19313097, -0.061253734, -0.1801314, -0.20178059, -0.039574936, 0.08167749, 0.010974997, 0.069656976, -0.13193963, 0.35555324, 0.62686867, -0.28656846, -0.27831817, -0.0040086447, 0.4031064, 0.47767937) * go_1(1.0, 0.0); + result += mat4(0.15396428, 0.069321476, -0.15190981, -0.24133344, 0.106151104, -0.11271092, 0.06878746, 0.14279713, -0.02006402, -0.36284852, -0.00926688, -0.39887694, -0.20926239, -0.021860912, 0.07588468, 0.2620174) * go_1(1.0, 1.0); + result += vec4(-0.0073282495, -0.040352557, -0.063710704, 0.07255652); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.17903937, -0.0014294779, 0.1824805, -0.19555633, -0.0052551827, -0.013796094, 0.06358042, 0.13301018, 0.008874768, 0.06605332, 0.06117636, 0.012946474, 0.048656575, 0.0060409275, -0.0671362, -0.06897735) * go_0(-1.0, -1.0); + result += mat4(-0.16098012, 0.10772552, -0.13175552, -0.5299018, 0.068713695, -0.048258893, -0.49698257, 0.36581638, 0.21755004, -0.12125899, -0.27382872, -0.12268086, 0.014334542, 0.20573758, 0.45879167, -0.29648975) * go_0(-1.0, 0.0); + result += mat4(0.06860283, -0.18047708, 0.024707617, 0.11900479, 0.09474589, -0.16559775, -0.054095846, -0.011377782, -0.008733984, 0.105020404, -0.040116277, -0.0022003972, 0.1453799, -0.032110006, -0.018741792, -0.12511599) * go_0(-1.0, 1.0); + result += mat4(0.20024729, -0.01969923, -0.026999667, -0.39064395, -0.14559332, -0.11634086, -0.13226044, 0.11779975, -0.08838282, -0.0882447, -0.23166943, -0.15760234, 0.030928904, -0.032423917, 0.20324136, -0.19692755) * go_0(0.0, -1.0); + result += mat4(0.49499384, 0.7327846, -0.6173799, -0.53821295, -0.15000962, 0.11169762, 0.6942423, 0.07956513, 0.06913002, -0.19037646, -0.19826908, 0.68080276, -0.2747096, -0.15832238, 0.47366706, 0.090432756) * go_0(0.0, 0.0); + result += mat4(-0.18274948, 0.09204629, 0.16644076, 0.05641037, 0.03328184, -0.6218293, 0.26432592, -0.093742386, 0.33038342, -0.24853565, -0.23683667, -0.37430722, -0.20684583, -0.32283148, -0.07633969, -0.08765815) * go_0(0.0, 1.0); + result += mat4(0.06821987, 0.06395764, -0.14685121, -0.15894371, -0.093540885, 0.057568345, -0.048376244, -0.009256543, -0.26325077, -0.03193119, -0.16857445, -0.02404981, 0.110593356, 0.042911418, 0.06626762, -0.0312436) * go_0(1.0, -1.0); + result += mat4(0.3108626, 0.37123847, -0.082249805, -0.21339422, -0.3756041, -0.08518717, -0.16853802, 0.011641729, -0.30096757, 0.26942274, -0.08990497, -0.19451031, 0.21974437, -0.04231723, 0.26160353, -0.040834647) * go_0(1.0, 0.0); + result += mat4(0.11795158, 0.24436565, 0.043223023, -0.0159957, -0.19689156, 0.13223267, -0.013983249, 0.09437164, -0.47648698, -0.00082660443, -0.085406005, 0.10885898, 0.104696035, -0.053257108, 0.024389362, 0.0282572) * go_0(1.0, 1.0); + result += mat4(0.032890156, 0.0115719065, -0.01898909, -0.03034875, -0.041037276, -0.1026382, 0.03337663, 0.20108728, -0.00023235095, -0.018033072, -0.028535927, 0.07359915, 0.075182244, 0.02959868, 0.15107772, -0.09815672) * go_1(-1.0, -1.0); + result += mat4(-0.004040557, 0.06707476, 0.039022792, 0.52437925, -0.08027356, 0.040488366, 0.035332825, 0.07683081, -0.03521227, -0.081861034, 0.090804815, 0.10580108, 0.20452882, -0.58755285, 0.04303056, 0.41562977) * go_1(-1.0, 0.0); + result += mat4(0.09290062, 0.03495193, 0.02347216, -0.012873525, -0.076936446, 0.1453216, -0.03742271, -0.14174925, -0.058219753, 0.19095406, 0.055627216, 0.09437343, -0.010424211, -0.314692, 0.3314579, -0.053285643) * go_1(-1.0, 1.0); + result += mat4(-0.053961687, 0.1483992, 0.042458896, -0.1966439, 0.13864957, 0.07587672, -0.06519269, 0.09530391, 0.04215073, 0.039545458, 0.21056756, 0.09972659, 0.02987125, -0.08102741, 0.07075036, 0.21867757) * go_1(0.0, -1.0); + result += mat4(-0.5512795, 0.03104814, 0.27901977, 0.122875504, -0.2656715, 0.007895486, -0.6735937, 0.20810314, -0.31432617, 0.07420857, 0.2573659, -0.35361463, 0.19826569, -0.47774056, 0.15816487, -0.29203883) * go_1(0.0, 0.0); + result += mat4(0.35078493, -0.07371588, -0.026663188, -0.20976657, -0.009644347, 0.037428845, -0.33933878, -0.010807704, 0.088060796, 0.16753472, -0.12296045, 0.17563403, 0.1501952, 0.07353703, 0.32531765, 0.11667607) * go_1(0.0, 1.0); + result += mat4(0.096126616, -0.058021486, -0.03439203, 0.06868024, 0.047914367, 0.026945053, 0.04207778, 0.046023168, 0.16024022, 0.07846185, 0.004195093, 0.07272046, -0.10458233, -0.0904536, 0.16049337, 0.015941419) * go_1(1.0, -1.0); + result += mat4(0.032256138, -0.055398785, 0.079738356, 0.113359064, 0.11975066, -0.074372105, 0.102006756, -0.011490042, 0.15155345, 0.0025528704, 0.23328577, -0.059241068, -0.067783386, -0.18220833, 0.0057692174, 0.039900843) * go_1(1.0, 0.0); + result += mat4(-0.06173998, -0.07121991, -0.01118306, -0.063749574, -0.032665797, 0.0014987896, 0.03113169, 0.06916617, 0.0066490914, -0.052818965, -0.050131317, 0.10337558, -0.030870482, -0.14671221, 0.12152145, -0.05003445) * go_1(1.0, 1.0); + result += vec4(-0.010524109, -0.008519857, -0.08958723, -0.07917139); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.11029161, 0.027180295, -0.115622066, 0.16493714, 0.29633296, -0.11739625, -0.36390316, 0.15221693, -0.009233659, -0.062213745, -0.07184558, 0.07418268, -0.05182182, 0.0066014086, -0.006811494, -0.010030367) * go_0(-1.0, -1.0); + result += mat4(-0.18361749, 0.08565693, 0.24127418, -0.20478591, 0.6198113, -0.17994536, -0.011840256, 0.120292775, 0.2873902, -0.019704796, -0.062267166, 0.0104749305, -0.048370067, -0.028105626, 0.11494511, -0.15941763) * go_0(-1.0, 0.0); + result += mat4(-0.08084502, 0.10195475, -0.03200553, 0.032734055, 0.030348243, -0.028927604, 0.045914374, 0.029237835, 0.07756032, -0.06346545, -0.290196, 0.057043966, 0.13982558, -0.12195619, -0.15895663, -0.10097537) * go_0(-1.0, 1.0); + result += mat4(-0.12018707, -0.320156, -0.4089669, 0.26015735, 0.59622765, -0.05654362, 0.28581724, 0.32069868, -0.0013007161, -0.060870633, -0.2732852, 0.2357145, 0.2137239, 0.0110256495, -0.069258444, 0.113870576) * go_0(0.0, -1.0); + result += mat4(0.54700065, -0.072552234, 0.27267826, -0.26660076, 0.7043544, 0.18192886, 0.80024594, 0.2447395, -0.3289639, -0.2681839, 0.063631415, -1.0118654, 0.45691678, 0.42904988, -0.2301862, -0.6652257) * go_0(0.0, 0.0); + result += mat4(0.19215634, 0.030154131, 0.07679603, 0.50318545, 0.056434657, 0.028623195, -0.14471184, -0.13905096, -0.03254216, -0.1191584, -0.18907212, 0.49208716, 0.5069476, -0.1490824, -0.104480386, -0.06595394) * go_0(0.0, 1.0); + result += mat4(-0.08893682, 0.13113782, 0.023672188, 0.013086517, -0.25986442, 0.038162243, -0.10951209, -0.2027832, -0.013547809, -0.029482972, -0.17670235, 0.13529542, -0.0621569, -0.0979757, -0.10714689, -0.08474307) * go_0(1.0, -1.0); + result += mat4(-0.032828752, 0.00037559783, 0.023968933, -0.047482926, -0.20302027, 0.08830911, -0.20885307, -0.11137413, 0.16585048, -0.076796696, -0.030462325, -0.2020944, 0.048723634, -0.45607433, -0.29950324, -0.5867916) * go_0(1.0, 0.0); + result += mat4(0.008863689, 0.061761267, -0.039097138, 0.24465923, -0.05917457, -0.21383028, -0.085846715, -0.14150433, 0.0988731, -0.0160538, -0.045119412, 0.095252946, -0.057551738, 0.21348421, -0.03480491, -0.26071647) * go_0(1.0, 1.0); + result += mat4(-0.21351442, 0.10038809, 0.34001955, -0.100911774, 0.0208522, -0.028755441, 0.025793588, 0.013080005, 0.03849989, 0.13662058, 0.04311886, 0.17398632, -0.01397261, -0.016415505, -0.0070752064, 0.007656161) * go_1(-1.0, -1.0); + result += mat4(-0.280189, 0.09252764, -0.077729605, 0.12662902, -0.10433321, 0.03644144, -0.06625324, 0.05696802, 0.15468478, 0.08328583, 0.069849946, 0.061947342, -0.05560477, -0.0074776993, -0.15365681, -0.03526299) * go_1(-1.0, 0.0); + result += mat4(0.05886785, 0.15303846, 0.0066637015, -0.19983207, -0.07803175, -0.10772685, -0.12690999, -0.08275092, 0.033436153, 0.08424011, 0.17092863, 0.0043526487, 0.014620474, 0.044702258, 0.1686881, -0.016890949) * go_1(-1.0, 1.0); + result += mat4(0.1833738, 0.14381635, -0.025888365, -0.14182197, -0.25804865, 0.07216123, 0.025790794, 0.14096753, 0.023591481, 0.15610993, 0.026975863, 0.008755717, -0.13039349, -0.063048325, -0.121329494, -0.12331732) * go_1(0.0, -1.0); + result += mat4(0.0005065098, 0.44017914, 0.18493074, 0.13099027, -0.36087477, -0.37567857, -0.48981526, 0.5590752, -0.23918836, 0.19170256, 0.16816153, -0.29986876, -0.44738817, 0.018545123, 0.66217834, 0.31810755) * go_1(0.0, 0.0); + result += mat4(-0.16725904, 0.05753713, 0.058880586, -0.336765, 0.013667228, 0.056172702, 0.13465533, -0.07573556, -0.06313958, 0.06746643, 0.18878669, 0.09404202, -0.21780397, 0.12862128, -0.09476746, -0.34096682) * go_1(0.0, 1.0); + result += mat4(-0.07169524, 0.072302215, 0.052789338, -0.14035568, 0.078670934, -0.22246763, -0.0098074945, 0.024950746, 0.10949147, 0.06182366, 0.021721192, 0.12129548, 0.094007075, 0.06076156, 0.016474832, 0.08092115) * go_1(1.0, -1.0); + result += mat4(-0.10960447, 0.1878152, -0.029822018, 0.10598909, 0.1582181, 0.086522795, 0.093725055, 0.12908185, 0.23202112, -0.28859115, 0.26614165, 0.124523655, 0.19427507, 0.059677128, 0.003624697, 0.44220912) * go_1(1.0, 0.0); + result += mat4(-0.03620583, -0.102766834, 0.025527107, -0.11316131, -0.1507822, 0.0543862, -0.08225627, -0.06438472, 0.04580623, 0.6329729, 0.23854075, 0.35752076, 0.04363613, -0.12580468, -0.0006126687, -0.04995386) * go_1(1.0, 1.0); + result += vec4(0.060475674, -0.042036578, 0.06406282, 0.05569301); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.008187961, -0.08433309, -0.17281345, 0.1306418, -0.2925821, 0.20668334, 0.14854355, -0.15960559, 0.08599311, -0.096088655, -0.10121403, 0.067429096, 0.049158614, 0.036637552, 0.22137405, -0.17016457) * go_0(-1.0, -1.0); + result += mat4(0.024813082, 0.028489944, 0.06814137, -0.1245949, 0.54239255, 0.08648708, 0.28979865, 0.110916786, -0.1927179, -0.17756873, -0.1878214, 0.05795718, -0.080397904, 0.22125137, 0.1907366, -0.016493658) * go_0(-1.0, 0.0); + result += mat4(0.027259264, 0.01494357, 0.04852894, 0.037580628, 0.031005561, 0.003570554, -0.072993, -0.053475574, 0.031119492, -0.14140029, -0.10386501, -0.015266508, 0.01153506, 0.16006693, 0.088294305, 0.04201491) * go_0(-1.0, 1.0); + result += mat4(0.13026185, 0.097255, 0.49145448, -0.33619553, -0.21144676, 0.019042643, -0.27274492, 0.3033865, 0.14040698, -0.13656893, 0.28211337, -0.26930946, -0.1626638, 0.105105706, -0.50837296, 0.39536825) * go_0(0.0, -1.0); + result += mat4(-0.42495522, 0.14972518, 0.0007564128, 0.37367433, 0.44553527, 0.3338494, -0.26058698, 0.087256804, -0.4324135, 0.20706014, 0.33552194, -0.13375738, -0.13469471, 0.22374928, -0.36969653, -0.34171587) * go_0(0.0, 0.0); + result += mat4(0.26543954, -0.004381978, 0.10609993, -0.09718426, -0.15620759, -0.03287476, 0.093032375, 0.00028344034, -0.11699793, -0.016492033, 0.023340177, 0.0062737763, -0.14305823, -0.2721832, -0.160177, -0.06915171) * go_0(0.0, 1.0); + result += mat4(0.03334679, 0.12436332, -0.13226178, 0.13868971, 0.017779246, -0.012697869, -0.11553709, 0.08638636, 0.0955215, -0.0309646, 0.040856246, -0.03978358, 0.023490254, -0.07178907, 0.23794931, -0.1714287) * go_0(1.0, -1.0); + result += mat4(-0.11820261, 0.116130814, 0.58924234, -0.37785482, 0.016644944, -0.071019046, 0.0076222476, -0.024118654, -0.076183304, -0.14971451, 0.06356606, -0.07225465, -0.17400762, 0.030856986, 0.03957665, -0.0070553776) * go_0(1.0, 0.0); + result += mat4(0.10954708, 0.063694, -0.058218896, 0.0010372304, 0.032423936, 0.006164447, -0.031383317, 0.012955956, -0.17115591, 0.16328962, 0.07279567, 0.06571465, 0.005532307, 0.13575353, 0.04082173, 0.041579492) * go_0(1.0, 1.0); + result += mat4(0.03146011, -0.08227295, -0.03498218, 0.04772092, 0.12055223, -0.12383867, 0.05448358, -0.07948453, -0.019064998, -0.0964146, -0.024651276, 0.041473705, -0.06493721, -0.054806646, -0.21607941, 0.20078054) * go_1(-1.0, -1.0); + result += mat4(-0.25740683, -0.33160943, -0.37422308, 0.12679969, -0.032204475, 0.41485202, 0.4538808, -0.082535125, 0.11784846, 0.10195789, 0.064491615, -0.10170162, -0.09500746, -0.15640756, -0.079364255, -0.12576963) * go_1(-1.0, 0.0); + result += mat4(-0.02532797, -0.014487023, -0.09441118, -0.060885422, -0.41196415, -0.1359501, 0.07101173, -0.053279232, 0.010979353, 0.1914526, 0.054606825, 0.015926225, 0.10410896, 0.010272597, -0.048138764, -0.02698072) * go_1(-1.0, 1.0); + result += mat4(-0.35856235, 0.099759184, -0.11972965, -0.03850837, -0.5143867, 0.3721666, -0.100802526, 0.21814734, -0.11864143, 0.15086797, 0.047075786, -0.14188164, 0.48882273, -0.12767795, 0.4937544, -0.41288656) * go_1(0.0, -1.0); + result += mat4(0.21679138, 0.023770422, -0.5454043, 0.18567741, 0.15965948, -0.84900963, -0.4684333, -0.21884751, 0.5876668, -0.9346244, -0.30144307, 0.97177315, 0.24103107, 0.35953388, 0.2032729, 1.2934744) * go_1(0.0, 0.0); + result += mat4(-0.5121466, -0.123357795, 0.1833694, 0.048652876, -0.20895603, 0.0619325, 0.064119816, 0.072841786, -0.21813762, -0.126957, -0.23441431, -0.009071302, -0.09766064, -0.12546945, 0.086008705, -0.0072638122) * go_1(0.0, 1.0); + result += mat4(0.15312338, -0.051029235, 0.07638347, -0.14028431, 0.10694411, -0.14639509, 0.3193828, -0.22767228, -0.19987194, 0.18207504, -0.19648756, 0.24752761, -0.03402804, -0.04186147, -0.20177092, 0.09467012) * go_1(1.0, -1.0); + result += mat4(-0.3587345, -0.20358992, -0.11016057, 0.21079709, -0.26201126, 0.040362626, 0.3186598, -0.059521858, 0.27564716, -0.041431133, 0.19315968, -0.30228892, 0.01191173, -0.10380854, 0.03030344, 0.026699625) * go_1(1.0, 0.0); + result += mat4(0.13373446, -0.011457521, -0.24851708, 0.06563771, -0.051668253, 0.09096929, -0.013976447, 0.041433394, -0.046981215, -0.00015144625, 0.05696515, 0.024501698, 0.2714476, -0.017434085, 0.025333954, -0.054034695) * go_1(1.0, 1.0); + result += vec4(0.06757453, -0.021112159, -0.015639946, 0.05520713); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_1_tf +//!BIND conv2d_2_tf +//!BIND conv2d_3_tf +//!BIND conv2d_4_tf +//!BIND conv2d_5_tf +//!BIND conv2d_6_tf +//!SAVE conv2d_last_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_2 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_12 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.03795613, 0.09572901, 0.019826923, 0.10568741, -0.0030050736, -0.018890928, 0.0095737, 0.00807826, -0.022741016, 0.0046556294, -0.017018225, -0.010523109, -0.017621946, -0.0006488902, -0.009405731, -0.0027796263) * g_0; + result += mat4(-0.046617493, -0.018167915, -0.039274286, -0.027566826, -0.015821747, 0.003789104, -0.0020801623, 0.004032968, -0.05708595, -0.018440764, -0.032891296, 0.004184342, 0.047413353, 0.0034510887, 0.019148773, -0.0035636695) * g_1; + result += mat4(-0.046619494, -0.017274255, -0.03372405, -0.011152855, 0.10981248, 0.036214054, 0.07969624, 0.05590572, -0.031791378, -0.00307391, -0.0032425344, 0.0025762853, 0.0053703627, -0.02076939, -0.00058634114, -0.012593452) * g_2; + result += mat4(0.110471316, 0.031102506, 0.07860556, -0.018570926, -0.05038586, -0.07667239, -0.0819002, -0.08958284, 0.03846167, -0.007570915, 0.008598097, -0.0082979705, -0.03610172, -0.022735123, 0.02343143, 0.030037913) * g_3; + result += mat4(-0.075562544, -0.020187575, -0.020969959, 0.0062222136, 0.019780673, 0.059694994, 0.019240001, 0.05951303, 0.004168261, 0.00041100322, -0.0013793377, 0.002048099, -0.040564027, -0.031818517, -0.015498987, -0.02695407) * g_4; + result += mat4(-0.0016428401, 0.018965026, -0.013192817, -0.008289604, -0.044686675, -0.009061507, -0.049217258, -0.043777503, -0.07308355, -0.063734084, 0.019393511, -0.028853234, 0.057311818, 0.04126226, 0.086301416, 0.11784249) * g_5; + result += mat4(-0.06087458, 0.046508487, -0.10723279, 0.017619802, 0.13637137, 0.2054238, 0.013641375, 0.091581754, 0.03556439, 0.0500333, 0.0696777, 0.0922045, -0.020914901, -0.025425691, -0.050319638, -0.049094327) * g_6; + result += mat4(0.0030941095, -0.008679898, -0.05815756, -0.038728733, -0.062450465, -0.073838525, -0.030359933, -0.08355475, -0.039032117, -0.0689333, -0.04834296, -0.079471886, 0.09694701, 0.17491414, 0.093450785, 0.16742545) * g_7; + result += mat4(0.035618782, -0.027659958, 0.055540156, 0.013073733, 0.12144545, 0.05981087, -0.015131131, -0.0476281, -0.090847984, 0.005347584, 0.015588529, 0.024184622, -0.10743599, -0.01785147, -0.08566232, -0.14611128) * g_8; + result += mat4(-0.03812077, 0.018126076, -0.016625525, -0.06906415, -0.06267368, -0.058914356, 0.0009385371, -0.026746314, 0.048242237, 0.028906677, -0.028120263, -0.004209134, 0.009636235, 0.013206963, 0.07449269, 0.038961377) * g_9; + result += mat4(-0.014510558, -0.021065345, 0.09356215, -0.005815953, 0.08807958, 0.067895725, 0.08723713, 0.057831496, -0.10227873, -0.07699344, -0.06321843, -0.07448854, 0.09820774, 0.007563063, -0.14045772, -0.014161681) * g_10; + result += mat4(-0.18385889, 0.2255883, -0.29741547, 0.14618248, -0.08100661, -0.06860545, -0.112705804, -0.122642964, -0.06736901, 0.06971933, 0.12909706, -0.0418256, -0.32786265, 0.032497127, 0.4390302, 0.032726523) * g_11; + result += mat4(0.10560793, 0.083280005, -0.20369564, -0.14290833, -0.119196005, -0.028741803, 0.020456403, -0.06509816, 0.073811695, 0.02724128, -0.08691891, 0.10240907, 0.16827166, -0.17502932, -0.18295282, 0.15154512) * g_12; + result += mat4(0.0036247042, -0.002368346, 0.049646147, 0.058079436, 0.14403848, 0.07125248, 0.040327612, -0.013934329, 0.03871744, -0.1717596, 0.20666012, -0.24093682, -0.09846371, 0.011563227, 0.11973811, -0.0574434) * g_13; + result += vec4(0.022095086, 0.021079032, 0.030224537, 0.02154015); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(M)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + float c1 = c0; + float c2 = c1; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_S.glsl b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_S.glsl new file mode 100644 index 0000000..de6c59c --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_S.glsl @@ -0,0 +1,158 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(S)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(6.5515305e-05, 0.09565814, -0.0022499533, 0.14627136, -0.0065872427, 0.1441769, 0.17772098, 0.16298898, 0.03727593, 0.02010636, 0.013131043, 0.07891907, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.029612074, -0.01204274, 0.07698074, 0.3855172, 0.0045466167, -0.0859741, 0.26930287, 0.67549795, -0.036623597, 0.051749162, -0.04714053, 0.16092339, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.030328937, -0.15884648, 0.0082092965, -0.05052196, 0.041409027, -0.23017453, 0.31568366, 0.05136558, -0.0106390705, -0.12503141, -0.07030922, -0.08512375, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.059616547, -0.12322959, 0.058520414, -0.039292034, 0.08059592, -0.22441447, 0.15380386, -0.17675085, -0.009270574, 0.034731936, -0.048767723, 0.025933916, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.4495482, 0.37551787, -0.4227873, -0.4890034, -0.9007091, 0.7524192, -1.271679, -0.68366605, -0.07302573, 0.09378561, 0.010367829, -0.24593607, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.12684742, -0.11042779, 0.01793761, 0.06982078, 0.12901784, -0.10123104, -0.2129385, -0.15062876, 0.019824497, -0.015181707, 0.070795976, 0.13549626, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.036070887, -0.2733308, 0.05836442, -0.06817092, -0.08980838, -0.514616, 0.2965783, 0.103823625, -0.015213521, -0.16376303, 0.0017071419, -0.0922202, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.053406045, 0.011273207, -0.05544644, 0.09432561, -0.04143601, -0.0783786, -0.39899537, 0.040322974, -0.046442945, 0.052499074, 0.03397099, 0.05516481, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.35976252, 0.197882, 0.031213427, -0.02211337, 0.7940331, 0.327452, 0.30120966, 0.03181121, 0.13782893, 0.060073618, -0.00940469, -0.0358819, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.004601904, -0.0030944077, 0.14569537, -0.016794242); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.103708945, -0.050891697, -0.2067834, -0.033582103, -0.08676132, 0.15528207, -0.10070597, -0.13641205, 0.030959459, 0.12798834, -0.058627255, -0.008511715, 0.023304658, -0.027084433, 0.120355256, -0.023104342) * go_0(-1.0, -1.0); + result += mat4(0.0550643, -0.26851672, 0.11073926, 0.21989855, 0.012853378, 0.028077757, 0.073306665, -0.04551125, 0.16005373, -0.018154016, -0.12347146, -0.07590073, -0.10193998, 0.084696375, 0.04041413, -0.030883553) * go_0(-1.0, 0.0); + result += mat4(-0.04816972, 0.0804637, 0.0071406, -0.08482986, 0.11176785, 0.060121994, -0.047804814, -0.036170192, 0.01989302, -0.12537469, -0.16283676, 0.19132937, -0.052577138, -0.005143432, 0.045614418, 0.04198543) * go_0(-1.0, 1.0); + result += mat4(-0.33660156, 0.036350835, -0.4623589, -0.04140598, 0.2436438, -0.044735093, 0.20876355, -0.004252532, 0.81046224, -0.18550895, 0.32743093, 0.109012894, -0.34675312, -0.03464997, -0.09489919, -0.07961427) * go_0(0.0, -1.0); + result += mat4(-0.08862038, -0.8168393, 0.03584266, 0.32159033, 0.06634099, 0.2985745, -0.18204363, -0.016070427, 0.35503992, 1.1388919, 0.16171643, -0.63834023, -0.0037699202, -0.27919513, -0.20949292, 0.03270466) * go_0(0.0, 0.0); + result += mat4(0.021701936, -0.04537874, -0.05514495, 0.23225744, 0.024968185, 0.1816845, 0.03485249, -0.28249854, -0.37759346, -0.3225813, 0.021595621, 0.17104608, -0.0044055753, 0.01621266, -0.015169225, 0.08956203) * go_0(0.0, 1.0); + result += mat4(-0.033255238, -0.110517226, 0.10664505, 0.019566126, -0.0695305, 0.059743922, -0.19161415, -0.024217626, -0.08578889, -0.16358584, -0.23050265, -0.004697784, -0.060790297, 0.1174991, 0.08205285, -0.011846926) * go_0(1.0, -1.0); + result += mat4(0.6119327, 0.0791928, -0.118774265, 0.42233524, -0.16248553, -0.017692063, 0.13530938, -0.3207985, -0.147722, -0.24525681, 0.05243329, -0.38583818, 0.5147888, -0.072632834, -0.6014986, 0.26713687) * go_0(1.0, 0.0); + result += mat4(0.23735437, -0.032110002, 0.17445332, -0.3272264, 0.020623574, 0.26734766, -0.16806662, 0.0796467, -0.34921628, 0.016648084, -0.14200358, 0.59190625, 0.13177821, 0.11139572, -0.14972521, -0.16784541) * go_0(1.0, 1.0); + result += mat4(-0.047283772, -0.003196778, 0.44890094, 0.14619343, -0.17113213, -0.068454474, 0.07681565, -0.04306807, -0.0022641511, -0.20954822, 0.0344229, 0.014815744, -0.010632933, 0.13355999, -0.0860752, -0.069001146) * go_1(-1.0, -1.0); + result += mat4(0.11664345, 0.099102855, 0.1642523, 0.047408774, 0.038490184, 0.16064398, -0.08694127, -0.2149453, -0.1413128, -0.06531084, -0.10105762, 0.19743964, 0.10458527, -0.04133969, 0.1425028, -0.013283083) * go_1(-1.0, 0.0); + result += mat4(0.0138432095, -0.20053013, 0.079355195, 0.273772, 0.05484276, 0.13891658, 0.16240036, -0.25245088, 0.011192391, 0.104164094, 0.08112111, -0.250435, -0.0559613, -0.031029798, -0.015725998, 0.09240792) * go_1(-1.0, 1.0); + result += mat4(0.18754779, -0.33171803, 0.34917468, 0.29074225, -0.37954012, 0.20898043, -0.24973525, -0.13707505, -0.31585664, 0.13607393, -0.29118514, 0.015055187, 0.18549949, -0.06351915, 0.2823401, -0.00019733967) * go_1(0.0, -1.0); + result += mat4(0.10060476, 0.2883022, -0.15810104, -0.041112892, 0.31050095, 0.18517002, 0.020033397, -0.35919502, -0.17903808, -0.43506318, -0.14783014, 0.20092726, -0.002020754, 0.13320895, 0.040995706, 0.052643474) * go_1(0.0, 0.0); + result += mat4(-0.014892139, 0.005828587, 0.044784732, -0.27272886, 0.21069369, 0.044396695, -0.03411123, 0.031441864, 0.17224072, 0.1708587, -0.00729118, -0.13070418, -0.19128975, -0.09342688, -0.051133234, -0.089075714) * go_1(0.0, 1.0); + result += mat4(0.08799108, 0.04157696, -0.15010124, 0.26832178, -0.0040120087, 0.040308744, 0.17632529, -0.09464763, 0.07786305, 0.038288828, 0.40799135, 0.037377868, -0.049877923, -0.25080636, 0.00068664295, 0.0013101585) * go_1(1.0, -1.0); + result += mat4(0.0353459, -0.21445732, 0.112647906, -0.3513759, 0.16887255, 0.3224789, -0.17073384, 0.10875396, 0.18919177, 0.14288992, 0.07364533, 0.20205943, -0.34363645, -0.3520186, 0.6763608, -0.19051236) * go_1(1.0, 0.0); + result += mat4(-0.032245517, 0.039594565, -0.11825768, 0.16509856, 0.11749939, -0.005166539, 0.10740687, -0.3794017, 0.12722437, 0.14066173, 0.08025407, -0.34773758, -0.027300838, -0.08963159, 0.29774833, 0.053532287) * go_1(1.0, 1.0); + result += vec4(0.022899346, 0.033619333, 0.030674957, -0.017047008); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0714004, -0.0545495, -0.050848898, 0.04724593, 0.2214181, 0.26353878, 0.07314053, -0.18771721, 0.06282607, -0.03720548, 0.020577375, -0.08951135, 0.40820515, 0.012179098, 0.52947706, -0.48448065) * go_0(-1.0, -1.0); + result += mat4(0.10311368, -0.10970221, 0.07008208, -0.07143153, 0.073753305, 0.03786335, -0.4312538, -0.17680745, -0.15527713, -0.06711554, -0.21828765, 0.27252844, -0.0025433605, 0.31595528, -0.06065309, 0.059542265) * go_0(-1.0, 0.0); + result += mat4(-0.036736265, 0.08704119, -0.06530063, 0.04546563, 0.010335546, -0.040761005, -0.021500558, 0.104531065, 0.094652064, -0.05088704, 0.14768088, -0.08585825, 0.057680476, 0.09885713, 0.18074304, -0.14277679) * go_0(-1.0, 1.0); + result += mat4(-0.04810641, -0.01735864, -0.06405213, 0.04889552, -0.011552542, -0.04617259, 0.023976233, 0.27587202, -0.117965676, -0.07052052, -0.030583147, -0.036600694, -0.08542387, -0.053850796, 0.27242282, -0.73792183) * go_0(0.0, -1.0); + result += mat4(-0.1340838, 0.1256252, -0.040528856, 0.13554344, -0.13733707, -0.14641404, 0.42666963, -0.4933124, -0.34908, 0.054332364, -0.2768947, 0.44689894, 0.42182985, -0.027279109, -0.17136064, -0.009496184) * go_0(0.0, 0.0); + result += mat4(0.075086355, -0.025501372, 0.02172236, -0.052761186, -0.055753034, -0.028023237, -0.08829973, 0.14333946, 0.062496934, 0.034493748, 0.17640088, -0.084869936, 0.21283653, 0.1184779, 0.0016387368, -0.14988145) * go_0(0.0, 1.0); + result += mat4(0.054841094, 0.040639404, -0.025044259, -0.071105786, -0.07473824, -0.04719771, 0.016553668, -0.10028357, 0.009365985, -0.0133521445, 0.022320358, -0.09318326, 0.17342545, 0.19281831, 0.16737404, -0.09583887) * go_0(1.0, -1.0); + result += mat4(-0.03950585, 0.091417804, -0.021395942, 0.08735149, -0.029363452, -0.04763804, -0.1430701, 0.15344201, -0.006604305, 0.05897304, -0.13595524, 0.083323576, 0.008187976, 0.12946083, 0.14983748, -0.08178542) * go_0(1.0, 0.0); + result += mat4(-0.00046765045, -0.07914878, 0.03529457, -0.007752294, -0.10084779, -0.1531338, -0.1408283, 0.20638838, 0.01466853, -0.059309185, -0.11161097, 0.08481583, 0.090416916, 0.081118226, 0.08677104, -0.20095336) * go_0(1.0, 1.0); + result += mat4(0.3200496, -0.049090706, 0.11554867, -0.11949655, -0.18064958, 0.0012254696, -0.032284267, 0.00076361356, -0.13239916, -0.13838826, -0.20345089, 0.00692921, -0.2271236, -0.07132879, -0.097703665, 0.29881954) * go_1(-1.0, -1.0); + result += mat4(0.4095371, 0.3008338, -0.43109173, -0.495734, 0.15016843, -0.3890023, 1.0669806, -0.20876339, -0.32241493, -0.10387533, -0.018227777, 0.1349976, -0.0019588785, -0.19263229, 0.38952798, 0.08135965) * go_1(-1.0, 0.0); + result += mat4(0.01517036, -0.51562387, -0.13939962, -0.23287989, 0.09597558, 0.017624658, 0.16989397, -0.09395267, -0.29612765, 0.11843327, -0.07493133, 0.14523852, 0.040488124, 0.016568637, 0.10204776, -0.13137013) * go_1(-1.0, 1.0); + result += mat4(-0.1512155, -0.12732185, 0.08002965, 0.024762904, 0.05106389, 0.011125884, -0.043196492, -0.17617282, 0.09791206, 0.120643355, 0.075500526, 0.10948051, 0.04969893, -0.20776172, -0.06905779, -0.20245977) * go_1(0.0, -1.0); + result += mat4(-0.41836104, -0.82896453, -0.20962712, 0.7804863, 0.17322528, 0.53994787, -0.18730208, -0.021233026, 0.7417944, -0.4544313, 0.23165174, -0.63969344, 0.09383021, -0.046137553, -0.07796646, 0.11413524) * go_1(0.0, 0.0); + result += mat4(-0.32532063, 0.09456587, 0.43708017, -0.40595353, 0.061229162, 0.006663704, -0.19821976, 0.07661682, -0.21427135, 0.17748164, -0.31958643, 0.3883502, 0.068938896, 0.022886515, 0.022923468, -0.04269318) * go_1(0.0, 1.0); + result += mat4(0.23775512, 0.04026384, 0.12276414, -0.2545085, 0.0894177, 0.115443565, 0.029124375, 0.08887401, -0.0057824687, 0.017655179, -0.025270017, -0.06643964, 0.01316084, 0.024039604, 0.034566984, -0.12682836) * go_1(1.0, -1.0); + result += mat4(0.036596492, 0.22772355, -0.05508538, -0.18005793, -0.06432669, -0.037058707, 0.2718052, -0.10313161, 0.016055575, 0.051271006, -0.038919963, -0.036601298, -0.019457681, 0.03805731, 0.03252896, -0.07179724) * go_1(1.0, 0.0); + result += mat4(0.15046261, 0.13090402, -0.023847125, -0.039356075, 0.045424663, -0.20594294, 0.2154043, -0.18429665, -0.07969159, 0.08719893, -0.057626463, 0.08344988, -0.018651528, 0.047302175, 0.060727824, -0.035960387) * go_1(1.0, 1.0); + result += vec4(0.04921464, -0.0011432811, 0.062071066, -0.06594219); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!SAVE conv2d_last_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.04508749, 0.00222134, 0.013338363, -0.0067310617, 0.099346675, 0.05804196, 0.018694466, -0.008126048, 0.007771997, -0.0072556734, -0.008293339, 0.001518462, -0.06296499, -0.064195156, 0.0727399, 0.044078834) * go_0(-1.0, -1.0); + result += mat4(0.20800652, -0.016071903, -0.08095607, -0.03472411, -0.20690396, 0.061331827, -0.10627648, 0.12838624, 0.036534917, -0.006113497, 0.029266752, -0.002263159, 0.2937966, -0.05544609, 0.14546311, -0.01290958) * go_0(-1.0, 0.0); + result += mat4(0.07792222, -7.288649e-05, 0.2800036, 0.019709835, -0.010950291, 0.021879988, 0.037608813, 0.055267945, 0.018646395, -0.016691998, 0.03787624, -0.006547077, 0.03214097, -0.018541625, 0.12142825, -0.070806496) * go_0(-1.0, 1.0); + result += mat4(-0.009798109, -0.06606263, 0.0010101331, 0.009924258, -0.10272075, -0.07983353, 0.028398676, 0.04967719, 0.12467993, 0.06775066, 0.017111637, 0.012814711, 0.0031143876, -0.0902014, 0.11242646, 0.076476306) * go_0(0.0, -1.0); + result += mat4(0.07650971, 0.35096344, 0.0612814, 0.06036218, 0.253547, -0.0460987, -0.11145313, -0.48844674, -0.050644107, 0.038706005, 0.19390784, 0.035322774, -0.010191005, 0.58071, -0.2856661, -0.009533105) * go_0(0.0, 0.0); + result += mat4(-0.071486905, -0.036179904, -0.07303894, 0.19301178, -0.11499898, -0.024847068, -0.0027055284, 0.20373714, -0.09671404, -0.020897992, -0.25572056, -0.008931707, -0.13582602, -0.006546881, -0.16154496, 0.26454738) * go_0(0.0, 1.0); + result += mat4(0.005463064, 0.006769753, 0.0039625713, 0.014121269, -0.068200685, -0.057850275, 0.008622973, 0.061149873, 0.017436448, 0.11660872, -0.02994459, 0.008590145, -0.03223439, 0.052557915, -0.011846354, 0.03523357) * go_0(1.0, -1.0); + result += mat4(-0.00015264735, 0.0012872831, 0.021878848, 0.022240406, 0.01822283, -0.008284247, -0.018443186, -0.04997753, -0.111760505, -0.20911667, 0.006166832, 0.14597091, 0.02305932, -0.16312876, 0.023375351, -0.028755601) * go_0(1.0, 0.0); + result += mat4(0.013701143, 0.010794129, 0.0024321147, -0.018976321, 0.0365032, -0.006783485, 0.01046472, -0.08473902, 0.057523903, 0.029831914, 0.0040916028, -0.2046352, 0.03542, -0.034598, 0.0031058635, -0.20746285) * go_0(1.0, 1.0); + result += mat4(0.09283864, -0.0035849356, 0.013190911, -0.035437535, 0.035798516, 0.022954805, -0.0029692063, -0.006633743, -0.13456796, -0.011448714, 0.011536131, 0.046695728, -0.0359048, -0.01144856, -0.0027279712, 0.0065755467) * go_1(-1.0, -1.0); + result += mat4(-0.14295974, -0.0034393691, 0.0051469817, -0.021334402, -0.05882422, -0.003004241, 0.011182507, 0.0015169785, 0.08474255, 0.1255887, -0.23984577, 0.07119401, -0.12547183, 0.038449038, 0.007738907, 0.031506266) * go_1(-1.0, 0.0); + result += mat4(-0.028237654, 0.010254326, -0.11843009, 0.03034298, -0.038323015, 0.0026470951, -0.060652684, 0.0022312272, -0.022539174, -0.01008126, 0.14868541, 0.02881852, -0.05327277, -0.012296453, -0.21280704, -0.021286633) * go_1(-1.0, 1.0); + result += mat4(-0.034825645, 0.0877418, -0.009103147, 0.041650586, 0.0135769, -0.005229229, 0.00082947424, -0.0020421906, 0.12402267, 0.007698874, -0.056337915, -0.006580138, -0.018867968, -0.08487179, -0.020938644, -0.029210499) * go_1(0.0, -1.0); + result += mat4(-0.37082648, -0.30321857, -0.22912364, -0.07368761, 0.15169628, 0.0013253551, 0.09232649, 0.011408914, 0.06347244, -0.377988, 0.13980117, -0.41065913, -0.00040237256, -0.23220152, -0.03643865, -0.10101427) * go_1(0.0, 0.0); + result += mat4(0.10692653, 0.049867555, -0.011915118, -0.10688069, 0.042109665, -0.017163716, 0.10852331, -0.0088934945, 0.06780516, -0.017808875, 0.26564032, 0.0523693, 0.099033475, 0.042864073, 0.18299587, -0.13503626) * go_1(0.0, 1.0); + result += mat4(0.07014404, 0.08841395, 0.01895322, 0.0036451078, -0.00933168, 0.044764042, -0.0034986525, 0.010701783, -0.043601245, -0.1375109, 0.0039965697, -0.054331, 0.018830067, 0.040386382, 0.007759782, -0.012478715) * go_1(1.0, -1.0); + result += mat4(0.024152381, -0.11462646, 0.07005155, 0.0424638, -0.0048070764, 0.06089261, -0.036675487, 0.057459857, 0.02478629, 0.2926517, -0.08248396, -0.053960845, 0.013205341, 0.09851673, -0.04310949, -0.001428641) * go_1(1.0, 0.0); + result += mat4(0.016168298, 0.009701502, 0.0064305146, -0.068672284, -0.044653386, -0.016051823, -0.015055443, 0.032019246, -0.0829852, -0.011304939, 0.0023902296, 0.30322486, -0.023831543, -0.0046928846, 0.026961725, 0.16314326) * go_1(1.0, 1.0); + result += vec4(-0.0031417734, -0.002754766, -0.004053268, -0.003937834); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(S)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + float c1 = c0; + float c2 = c1; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_UL.glsl b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_UL.glsl new file mode 100644 index 0000000..08c1996 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_UL.glsl @@ -0,0 +1,1702 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.21481565, -0.0914136, -0.067639425, -0.13521406, 0.14386347, -0.007917821, -0.0018606511, -0.07272963, 0.09651574, 0.09874618, 0.06434639, 0.1787858, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.06402414, -0.014693245, -0.25395226, 0.2960157, -0.12494867, 0.17711689, 0.31812787, -0.22346497, -0.1172598, -0.17087954, -0.031076867, -0.26865217, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.19254248, -0.049369957, 0.08171505, -0.12660322, 0.11544268, 0.15840095, -0.11473022, 0.144489, 0.07068809, 0.041438796, 0.10749463, -0.057156503, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.040826935, 0.0030781324, 0.094986334, -0.2573781, -0.11649985, 0.018165307, 0.039985053, -0.15652324, -0.014886749, -0.00988401, -0.15025067, -0.0031970344, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.15658751, 0.08227927, 0.23491348, 0.29900867, -0.45667845, 0.0438649, -0.39066258, 0.6590342, 0.009331404, 0.097770594, 0.21618316, 0.25005254, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.16455166, 0.013149855, 0.21515559, 0.03110101, -0.008973558, 0.33310282, -0.03276024, -0.3356557, 0.007899698, 0.295166, -0.73289853, 0.16696596, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.2691608, 0.09478436, 0.006536417, -0.04095308, -0.10942356, -0.0481289, -0.039660163, -0.20591366, -0.08013109, -0.052268907, 0.046878606, -0.024840442, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.17120434, -0.06828329, -0.23515487, 0.11830264, 0.67815524, -0.10693793, 0.2392081, -0.3192851, 0.06719006, -0.03441811, 0.020009553, -0.21328516, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.30072933, 0.0348702, 0.15155697, -0.15580897, -0.12755825, -0.57249874, -0.10091004, 0.22914392, -0.017671, -0.26088336, -0.00079997425, -0.022365946, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0366252, 0.028346894, 0.033923555, 0.00025824012); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.042849753, -0.11642484, 0.073895186, 0.15186316, -0.024499241, 0.056690346, 0.05013788, -0.10182528, -0.024302427, 0.06578479, -0.028199008, -0.070577, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.040659044, 0.22913207, -0.1847038, -0.11781796, 0.044752445, 0.009552658, -0.11374249, 0.12798874, 0.056919675, -0.20839268, 0.11021251, 0.044297826, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.009999239, 0.1996945, -0.29797587, -0.4280957, -0.008521183, -0.10773894, 0.22186345, 0.254737, -0.003993275, -0.07186837, 0.16690473, 0.19043307, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.16174923, 0.26882383, 0.50559163, 0.38955548, 0.14091976, -0.15637094, -0.11826545, -0.23424837, 0.01674066, -0.08578336, -0.16907434, -0.19845173, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.10735882, -0.016069679, 0.42237386, -0.19937111, 0.07271503, 0.07596921, -0.24035113, 0.12406044, 0.059160866, -0.051063746, -0.36897844, 0.061272774, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.015712388, -0.34878746, -0.66418105, -0.35441992, -0.12208571, 0.042238027, 0.30143425, 0.3610614, -0.09538538, 0.25334427, 0.24629802, 0.030739667, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.0035519397, 0.07191882, -0.20775351, -0.15425798, 0.07919461, 0.07578178, 0.12668823, 0.0011835548, 0.03245292, -0.105801836, 0.24585879, 0.13730717, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.2415042, -0.16800308, 0.48690978, 0.75166744, 0.3876131, 0.038878918, -0.3293806, -0.47433355, 0.057803743, 0.09533431, -0.1342232, -0.2982094, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.18697992, -0.60250723, -0.11149202, -0.015566043, -0.57483697, 0.07203411, 0.050863862, -0.078300595, -0.09433572, 0.27099958, -0.03195694, 0.10535165, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.043337345, 0.16099554, -0.030338328, 0.0074565704); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.05112635, -0.09334158, -0.031148188, -0.041258592, -0.04633252, 0.022155467, 0.16979018, 0.06819186, 0.094320215, 0.02111737, -0.15604521, -0.15083192, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.10213034, 0.41852444, 0.32454407, -0.058512308, -0.054484565, -0.24399261, -0.26164648, -0.34274867, -0.06912002, 0.02257528, 0.2588075, 0.24375258, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.019957408, 0.06354756, 0.10109863, 0.16890836, 0.06791468, 0.1259216, 0.3096521, 0.07912831, -0.08293642, -0.16565439, -0.050881315, -0.0576009, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.19822149, 0.34747612, -0.20176221, 0.042434175, -0.029007072, -0.1637076, -0.09433387, 0.32732537, -0.12577844, -0.049755163, 0.091352955, 0.27023584, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.26348627, 0.52249527, -0.4091685, -0.41065818, 0.050318573, 0.06534145, -0.15470429, 0.52704567, 0.08808197, -0.37854514, -0.22827432, 0.1498618, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.0865881, -0.8053624, 0.088793345, -0.22072543, -0.0141816195, 0.0049849018, 0.21256319, -0.327414, 0.1364984, 0.4927693, 0.1848864, -0.18559869, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.11838837, 0.056446314, 0.08738398, 0.31899074, 0.056432292, -0.0008520313, 0.018734995, -0.33501405, -0.00918473, -0.040785775, 0.04093389, -0.19747448, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.66065794, -0.5208613, -0.018835181, 0.26112127, 0.055486765, 0.113573246, -0.05028873, 0.05364108, 0.040549137, 0.28754827, -0.16565348, -0.37204087, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.06361742, 0.00907182, 0.06848412, 0.0057870117, -0.05289465, 0.068106346, -0.15660144, -0.20288356, -0.093512855, -0.17268412, 0.030761726, 0.36189792, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.51499516, 0.026265146, 0.05636954, 0.03170462); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.028563375, 0.075096495, 0.054740135, -0.097906366, -0.26889417, 0.0982474, 0.0013334368, 0.10432092, 0.2450199, -0.12516013, 0.11230964, 0.01147953, 0.085179225, 0.117808536, -0.123295836, 0.1002614) * go_0(-1.0, -1.0); + result += mat4(0.19004358, 0.077133805, -0.42637873, -0.08600882, 0.041925456, -0.2716079, -0.1856413, 0.017397093, 0.037734076, 0.21233109, -0.2645201, 0.074807495, 0.047724582, -0.027935218, -0.003907437, -0.04731259) * go_0(-1.0, 0.0); + result += mat4(0.09745319, 0.22767977, 0.37006328, 0.05020985, 0.039997175, -0.029447127, 0.1779581, -0.01620031, -0.010955076, 0.13874966, -0.053154904, 0.020808663, -0.11724862, -0.20081818, 0.047436096, -0.08110093) * go_0(-1.0, 1.0); + result += mat4(0.18583415, -0.20435709, 0.01911209, -0.026401127, -0.12581685, 0.014082952, -0.2001187, -0.08042616, -0.10389668, -0.10207221, 0.04581297, -0.08704452, 0.09200634, -0.13755022, -0.007857635, 0.10011377) * go_0(0.0, -1.0); + result += mat4(0.21004692, 0.30619434, 0.10146727, -0.012386493, -0.093512, -0.22519337, 0.16826348, 0.14847179, -0.019215466, -0.18989901, 0.09468501, 0.26023552, -0.07841198, 0.23280892, 0.00941152, 0.16808987) * go_0(0.0, 0.0); + result += mat4(0.26988962, -0.022920275, -0.195991, 0.08438454, 0.12282865, -0.07083694, 0.07814293, -0.08369662, -0.05397518, 0.06164561, 0.070263356, -0.049779683, -0.12997615, -0.12259467, -0.29498726, -0.2244981) * go_0(0.0, 1.0); + result += mat4(0.22414525, -0.022969153, -0.063833915, -0.027190238, 0.13401125, 0.02098015, -0.22264218, -0.12177459, -0.12630488, 0.14246967, -0.06480293, -0.11353247, -0.12755829, -0.02848558, 0.006076032, 0.14054467) * go_0(1.0, -1.0); + result += mat4(0.13391276, 0.06295799, 0.31367007, -0.19527563, -0.040563866, 0.11965244, 0.27989656, -0.057327088, 0.035627916, -0.119488806, -0.24792899, 0.13612582, 0.029112214, -0.08201902, 0.17605872, -0.089963086) * go_0(1.0, 0.0); + result += mat4(-0.01927269, -0.034413125, -0.18000118, 0.042171028, 0.0791958, -0.1210223, -0.07674829, 0.02870783, 0.1884872, -0.012900881, 0.1311204, 0.06283302, 0.0027031084, -0.11157234, 0.06318397, -0.13527857) * go_0(1.0, 1.0); + result += mat4(0.1419255, -0.16276762, 0.00092816725, 0.0078547085, -0.48728654, -0.05630108, -0.33906484, 0.025995376, 0.07410779, -0.06377176, -0.038708985, -0.10480868, 0.096948944, -0.08378831, 0.08217461, 0.126169) * go_1(-1.0, -1.0); + result += mat4(-0.07488089, -0.2994524, 0.23773918, -0.034476187, 0.0592535, 0.29324362, -0.030512415, -0.17258315, 0.08022449, -0.17212203, 0.17636995, 0.06854101, -0.029770015, -0.10313743, 0.46230134, 0.026522856) * go_1(-1.0, 0.0); + result += mat4(-0.018750735, -0.032278806, -0.16665034, -0.05022533, 0.057606205, 0.13155009, 0.06575953, 0.10044875, -0.09888156, 0.263175, -0.3478382, -0.08823663, -0.081383094, -0.044876218, -0.47501948, -0.062558904) * go_1(-1.0, 1.0); + result += mat4(-0.105735146, 0.30434787, -0.04748756, 0.13275737, 0.3215866, -0.097894445, 0.027429244, -0.2778113, 0.07703074, 0.0012649142, -0.54314685, 0.17256977, 0.16500366, -0.0060054287, 0.17721342, -0.37938938) * go_1(0.0, -1.0); + result += mat4(0.14780188, 0.2596772, 0.31135467, -0.02797583, -0.015622625, -0.006320702, -0.08333076, -0.018904723, 0.1389364, 0.19142458, 0.6817067, -0.054837633, 0.21896258, 0.036575202, -0.9033377, -0.25137353) * go_1(0.0, 0.0); + result += mat4(-0.12165315, 0.18358506, -0.1983472, 0.08618611, -0.1101336, -0.02491273, 0.36231366, 0.24619159, 0.07281212, 0.35466114, 0.32505757, 0.022900501, -0.25818315, -0.49635252, 0.2928282, 0.057359587) * go_1(0.0, 1.0); + result += mat4(-0.23839255, 0.1707951, 0.09135314, 0.1034047, -0.034727763, -0.1243241, 0.118879616, 0.06359015, -0.12569816, -0.116403826, 0.13372615, -0.04866488, -0.070711434, 0.21472852, 0.098126635, 0.16186984) * go_1(1.0, -1.0); + result += mat4(-0.0020077212, -0.1095719, -0.20081437, 0.028084867, -0.1479706, -0.028820625, -0.09085524, 0.118761584, -0.15923466, -0.32149267, -0.50690764, 0.040582787, 0.039979883, 0.026478326, -0.040531024, -0.13908122) * go_1(1.0, 0.0); + result += mat4(-0.085969776, 0.18301825, 0.11408605, 0.025418868, 0.11126661, -0.044224992, -0.061021794, -0.015779478, 0.10210226, -0.19080523, -0.14473902, 0.14097509, 0.14796504, 0.14814787, 0.11975678, -0.039735712) * go_1(1.0, 1.0); + result += mat4(0.27801284, 0.20288002, -1.2655782, 0.32888517, -0.02334678, 0.18978934, 0.23810555, 0.0074393786, 0.08552408, -0.1274367, -0.086998045, -0.024746515, 0.102745675, -0.086740054, -0.038129628, -0.0651254) * go_2(-1.0, -1.0); + result += mat4(-1.190979, -0.19575417, -0.569518, -0.17817745, -0.059261408, 0.09253248, -0.27272785, 0.17687175, 0.12146025, -0.07960662, 0.15846346, -0.14022483, 0.007532498, -0.096234165, 0.2769003, -0.14700246) * go_2(-1.0, 0.0); + result += mat4(-0.042687517, 0.022726525, -1.078912, -0.6248177, 0.11832816, -0.1086772, 0.1261872, 0.16775566, -0.05851938, -0.0732127, -0.01822243, -0.009363452, 0.015375079, 0.036912445, 0.11969059, -0.07526642) * go_2(-1.0, 1.0); + result += mat4(0.31373152, 0.0693334, -0.07900261, 0.0070532965, -0.13916558, -0.08116685, -0.85886157, 0.18724924, 0.023858327, -0.2971659, -0.2337722, -0.17136115, 0.034164, 0.09053483, 0.28138685, -0.050052963) * go_2(0.0, -1.0); + result += mat4(0.69782144, -0.17773196, -1.8466626, -1.029225, -0.010800972, -0.0059786057, 0.7224214, 0.45541716, 0.09066342, -0.13732997, 0.009828377, 0.115971304, 0.13013129, 0.35331696, -0.633545, 0.23484547) * go_2(0.0, 0.0); + result += mat4(-0.24049048, 0.16627774, -0.020105539, -0.117568016, -0.0043368824, -0.20639539, 0.10247316, -0.037546206, 0.18750127, 0.12931745, -0.14076929, -0.08036072, 0.045171227, 0.19917291, -0.068400174, 0.17796516) * go_2(0.0, 1.0); + result += mat4(0.09404375, 0.049048338, 0.24326289, 0.17646226, -0.11654813, 0.2592855, 0.32776543, 0.4599728, -0.19997491, 0.11202324, 0.18054682, -0.005742288, -0.036823884, -0.042750888, 0.22441903, 0.038635597) * go_2(1.0, -1.0); + result += mat4(0.036728445, 0.08352167, 0.08909888, -0.02035385, 0.090846755, -0.14406498, -0.025689734, 0.057863228, -0.04390429, -0.25868183, 0.29578558, 0.30690736, -0.05475277, -0.10149075, -0.034297444, 0.10515887) * go_2(1.0, 0.0); + result += mat4(-0.062532455, -0.12673786, 0.16426907, -0.25397223, 0.051807977, 0.112844475, -0.496193, -0.2551257, 0.025220035, 0.15157217, -0.08517411, 0.07161397, -0.06691877, -0.13205263, -0.117163956, 0.065052904) * go_2(1.0, 1.0); + result += mat4(0.07364788, -0.05812666, -0.05958767, -0.027094465, 0.26366132, 0.07415391, 0.040515613, 0.039676376, -0.006552745, -0.012837193, -0.17393842, 0.02813939, -0.121285915, 0.0030941493, 0.16669592, -0.0712934) * go_3(-1.0, -1.0); + result += mat4(0.03629398, -0.3745122, 0.3940434, -0.06701516, 0.083452255, 0.03055438, 0.15637632, 0.0019212369, 0.019995827, -0.21137866, 0.2645297, -0.09081918, 0.025669578, -0.1560248, -0.10008925, -0.07828463) * go_3(-1.0, 0.0); + result += mat4(-0.053625695, -0.10420973, -0.35323003, -0.022054465, -0.08156209, 0.008921794, -0.15391788, -0.03960033, 0.017107122, -0.13479686, 0.068978906, -0.12981713, 0.025973944, -0.09934198, -0.022112468, 0.020573085) * go_3(-1.0, 1.0); + result += mat4(0.0018295953, 0.13670065, 0.004993195, 0.059238344, -0.13972434, -0.13108826, 0.1942548, 0.18194143, -0.12335718, 0.024078835, -0.13328132, 0.06978434, -0.0107950205, 0.14398722, -0.022609226, -0.0041353432) * go_3(0.0, -1.0); + result += mat4(0.27635157, 0.15513352, -0.12534688, 0.15107392, 0.22048512, -0.044253547, -0.1429736, -0.39647785, 0.029876633, 0.1842563, -0.06762048, -0.06029809, 0.07537981, -0.035769306, -0.0261646, -0.110136114) * go_3(0.0, 0.0); + result += mat4(-0.12261548, 0.22167495, 0.18503761, 0.02638229, -0.094690226, 0.061862398, -0.081829205, 0.15912767, 0.006990079, -0.010121606, -0.12535281, 0.024284743, 0.18360399, 0.16907142, 0.25744098, 0.24359013) * go_3(0.0, 1.0); + result += mat4(-0.14717774, -0.09528236, 0.054552622, 0.0036530807, -0.5273358, -0.03762757, 0.21280535, 0.25522852, 0.20926028, -0.022236722, 0.0377064, -0.07160359, 0.06345197, -0.046687063, 0.021401843, -0.14337662) * go_3(1.0, -1.0); + result += mat4(0.17630331, 0.06953194, -0.26126865, 0.029734965, 0.13158317, -0.11239223, -0.2805452, 0.106054045, -0.053220887, 0.09541345, 0.26539528, 0.15052572, 0.042701412, -0.025114734, -0.22815101, 0.06797245) * go_3(1.0, 0.0); + result += mat4(-0.11562362, 0.037828114, 0.15033676, 0.006264337, -0.049709305, 0.13406959, 0.055033628, -0.11243884, -0.18540126, 0.04862983, -0.13387235, -0.13529298, -0.096242204, 0.16761206, -0.032110162, 0.24142851) * go_3(1.0, 1.0); + result += mat4(-0.21116647, 0.058380276, 0.080453075, -0.2679615, -0.28600135, 0.042669408, 0.17540424, -0.14219923, 0.017092299, 0.05328859, 0.0065248194, 0.02395608, 0.05216899, 0.12829328, -0.116384834, -0.2828383) * go_4(-1.0, -1.0); + result += mat4(0.009241691, 0.10957236, -0.22526564, 0.2957556, -0.025253482, -0.08254481, 0.09223265, -0.051697835, -0.071490794, 0.094247855, -0.32692534, -0.12678702, 0.052934665, -0.050429285, -0.18388982, -0.039230555) * go_4(-1.0, 0.0); + result += mat4(-0.16137493, -0.04317478, 0.11681715, 0.16198912, -0.048432272, -0.22682366, -0.01725331, -0.04194597, 0.03203572, -0.16799524, 0.4784258, 0.086616606, 0.0017708768, -0.049688417, 0.064586475, -0.057059586) * go_4(-1.0, 1.0); + result += mat4(-0.11059055, 0.0029538488, 0.038545247, 0.066895224, 0.011218007, -0.003137218, 0.021355668, -0.168016, -0.0026601932, -0.14172328, 0.51700294, -0.33690482, -0.18839404, 0.07191177, -0.05362303, 0.20618927) * go_4(0.0, -1.0); + result += mat4(-0.24159928, -0.1053597, -0.28113043, 0.007160803, -0.0974629, 0.020222154, 0.050444435, -0.11046227, 0.24656764, -0.24290104, -0.53290504, 0.07402318, -0.015612266, 0.123455755, 0.018084416, -0.019945476) * go_4(0.0, 0.0); + result += mat4(0.09311286, -0.1032696, 0.19615465, 0.04846074, 0.029715529, 0.012683276, -0.38939312, -0.15030165, 0.0103463745, -0.3906085, -0.5047903, -0.1061866, 0.20654117, 0.32689643, 0.0086037805, -0.0681904) * go_4(0.0, 1.0); + result += mat4(0.18691367, -0.046374205, -0.05107187, -0.017465474, 0.11804314, 0.090009406, -0.075490244, 0.0036797172, -0.09327475, 0.18428694, -0.17598015, -0.076990046, 0.03992913, -0.116993815, -0.24077141, -0.48880583) * go_4(1.0, -1.0); + result += mat4(-0.0056006587, 0.104048744, 0.19665402, 0.0032775581, 0.15130368, 0.04196182, 0.050959308, 0.02474336, 0.036360126, 0.2724413, 0.35197738, 0.04588593, -0.24590112, -0.08575977, 0.18552561, 0.16555585) * go_4(1.0, 0.0); + result += mat4(0.09420384, -0.113198765, -0.13239664, 0.019001532, -0.0027163615, 0.078038216, 0.09880948, 0.15455763, -0.028529879, 0.20345445, 0.27439958, -0.094165966, -0.10702775, -0.18507981, -0.10240351, -0.02831745) * go_4(1.0, 1.0); + result += mat4(-0.05168434, 0.20330708, 0.10572813, 0.26246095, 0.021435333, -0.10574623, -0.1401922, 0.42713496, -0.030233249, 0.043342397, 0.11101976, 0.032030135, -0.12287885, 0.006734168, 0.024990475, -0.05208304) * go_5(-1.0, -1.0); + result += mat4(0.15237613, -0.15887943, -0.12718262, -0.06986501, 0.03136358, -0.0035889314, 0.2054987, -0.14852847, -0.22284113, -0.3410994, -0.2125513, 0.04496407, 0.094411716, -0.16842332, -0.25714603, 0.08910682) * go_5(-1.0, 0.0); + result += mat4(-0.19709085, -0.10590203, 0.07929334, 0.09949157, -0.0808941, 0.17018095, -0.09984616, -0.03477169, 0.11511119, 0.016829535, 0.05470175, 0.000366129, -0.07609101, -0.10981034, -0.14416353, -0.012299061) * go_5(-1.0, 1.0); + result += mat4(-0.12151653, -0.017303294, 0.055218883, 0.048941534, 0.1476368, 0.31801772, 0.68790305, 0.13284543, 0.11992122, -0.2362068, 0.20126005, 0.14724149, 0.01645638, 0.05896895, -0.30263412, 0.12367781) * go_5(0.0, -1.0); + result += mat4(0.19272023, 0.09102746, 0.31454524, -0.27032062, 0.2674956, 0.040032856, -0.670905, -0.12510742, -0.02879305, 0.34733048, 0.055205155, -0.22118829, 0.18704127, -0.27267426, 0.59989405, -0.14810604) * go_5(0.0, 0.0); + result += mat4(0.025540218, -0.07248532, -0.15664534, -0.19372375, 0.03556883, 0.03597721, -0.14901096, 0.27721658, -0.010668913, -0.29144233, 0.11746931, -0.13459797, 0.005971381, -0.08445966, 0.14954261, -0.11475002) * go_5(0.0, 1.0); + result += mat4(0.08029168, -0.061888658, -0.14104845, -0.06396443, 0.15312983, -0.2487142, -0.26357505, -0.049171742, 0.11320337, -0.055089038, -0.145923, -0.44234648, 0.03747512, 0.09540022, -0.20250735, 0.03820108) * go_5(1.0, -1.0); + result += mat4(-0.0191974, -0.05480732, -0.1930927, 0.01147343, -0.15684529, 0.28367257, -0.15252224, 0.45261058, 0.13849851, 0.08685002, -0.33513635, -0.14976694, 0.07475008, 0.01998271, 0.066315226, -0.13143158) * go_5(1.0, 0.0); + result += mat4(0.07728802, 0.14218356, 0.0850198, 0.09061631, -0.27746883, -0.18180014, 0.52573866, 0.19462089, 0.015337635, -0.3014013, 0.13493168, -0.055304635, 0.07148734, 0.10548237, 0.034149908, -0.12699014) * go_5(1.0, 1.0); + result += vec4(-0.117853574, 0.036960166, -0.0057268855, -0.032133963); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.04775777, 0.08222661, 0.061593954, 0.12055235, 0.008962983, -0.009267361, -0.53843796, 0.16952439, 0.016025536, 0.10542892, -0.042894494, 0.057321973, -0.055204723, -0.06992498, -0.00064485346, 0.007825405) * go_0(-1.0, -1.0); + result += mat4(-0.09411942, -0.23469426, 0.35026586, -0.22138432, 0.045611277, -0.20210607, -0.24638987, 0.22675677, -0.14620386, 0.04001241, 0.06581148, -0.18093623, 0.08063868, 0.16085242, -0.28524494, -0.04407303) * go_0(-1.0, 0.0); + result += mat4(0.016880078, 0.10823597, -0.0856685, 0.1394186, -0.035895467, 0.13400109, 0.08679763, 0.11814033, 0.06898399, 0.01606696, 0.01784015, 0.006547478, -0.042100497, 0.039176684, -0.09559512, -0.19490835) * go_0(-1.0, 1.0); + result += mat4(-0.10115389, -0.11022993, -0.004623271, 0.12206448, -0.040075306, 0.013587107, -0.059400085, 0.18945488, -0.009945642, -0.4523725, 0.20760842, -0.3546684, 0.10930277, 0.14101993, 0.17574343, 0.005993813) * go_0(0.0, -1.0); + result += mat4(-0.31806734, 0.31059268, 0.0034255723, -0.23206042, 0.26745492, 0.19362858, 0.12183108, 0.29931548, 0.09186783, 0.4084161, 0.04199913, -0.23650031, -0.14427313, -0.036473513, 0.11935153, 0.113769025) * go_0(0.0, 0.0); + result += mat4(0.20892154, -0.08097856, -0.20722318, -0.18344022, -0.05412969, 0.16550343, 0.12085539, 0.10199144, 0.112941146, 0.08606901, -0.036151443, -0.036627453, -0.12987532, -0.28756067, -0.06838574, -0.23512506) * go_0(0.0, 1.0); + result += mat4(-0.052661214, -0.104233526, -0.08693217, -0.1819736, -0.052437317, -0.15960887, 0.056683555, -0.040860362, -0.13381086, 0.13378991, -0.073331766, 0.047169458, -0.0479799, -0.0043481477, 0.0048899767, 0.019455308) * go_0(1.0, -1.0); + result += mat4(-0.13005687, 0.11126603, 0.09237425, 0.07877169, -0.042795215, -0.0542181, -0.056731407, 0.08586777, 0.08175868, -0.019688416, -0.104517676, 0.16199689, 0.0044128234, 0.0475487, 0.12852396, 0.024199896) * go_0(1.0, 0.0); + result += mat4(0.16616863, -0.16998464, -0.19154428, -0.09432494, -0.037008844, -0.12210065, 0.0055908067, 0.010815051, 0.17710204, -0.12695597, -0.110427454, 0.13080561, 0.09322074, -0.0012365612, 0.026606066, -0.10843771) * go_0(1.0, 1.0); + result += mat4(-0.47415322, -0.07343328, -0.041209448, 0.08565837, -0.17691295, -0.26137534, 0.2907085, 0.0946057, -0.10768325, -0.10086646, 0.13768727, -0.1253546, 0.12256107, 0.092663676, 0.006136057, 0.10492505) * go_1(-1.0, -1.0); + result += mat4(-0.36130214, 0.31970572, 0.01609707, 0.12488642, 0.09801414, 0.18358822, 0.08739752, 0.031744014, -0.07303357, -0.06802441, -0.05988708, -0.26767713, 0.08153729, 0.24952291, 0.12436414, -0.0748625) * go_1(-1.0, 0.0); + result += mat4(-0.09533404, -0.14277202, 0.0020947633, 0.1547468, -0.009082152, 0.025103271, 0.032984417, -0.120028794, -0.045810502, -0.2012922, -0.02991531, -0.13404511, 0.08140658, 0.064424135, 0.104641765, 0.067367226) * go_1(-1.0, 1.0); + result += mat4(0.053343832, -0.16905542, -0.05830104, -0.106561475, -0.078095205, -0.054910798, 0.061377183, 0.1524315, -0.16384287, -0.019450802, 0.13370255, -0.05160498, 0.15796599, 0.17254125, -0.12769255, 0.15248339) * go_1(0.0, -1.0); + result += mat4(-0.050160643, 0.005053776, -0.031104388, 0.09726363, -0.07693938, 0.102812484, -0.0756477, -0.048515156, 0.29591817, 0.35934618, 0.23326933, -0.23171274, -0.30232304, -0.43113515, -0.14196996, 0.28424993) * go_1(0.0, 0.0); + result += mat4(-0.10621949, -0.4280808, -0.08031358, -0.15168424, 0.26016018, 0.3142917, -0.11831494, -0.09303453, 0.10852745, -0.24068268, -0.037653822, -0.104800984, 0.0067478805, 0.14183025, -0.02230052, 0.2649731) * go_1(0.0, 1.0); + result += mat4(0.028874233, 0.12075906, 0.059678186, -9.616167e-05, -0.11149614, 0.122945406, -0.0767243, -0.040111836, 0.0735182, 0.21608177, 0.07806742, 0.0202061, -0.04776724, -0.11418923, -0.07523717, -0.12865649) * go_1(1.0, -1.0); + result += mat4(0.13507326, 0.06364227, 0.09873092, 0.038835276, 0.053677257, -0.036088385, -0.09081554, 0.02088773, 0.12252468, 0.15228558, 0.20928514, 0.09626035, -0.092850804, 0.12056272, -0.12500086, 0.14586885) * go_1(1.0, 0.0); + result += mat4(0.05855229, 0.11076543, 0.0058000707, -0.05286595, 0.06674972, -0.1913259, -0.04221818, 0.02681795, 0.18707529, -0.014904326, -0.1690741, 0.010544146, -0.07513052, -0.010648717, 0.15841635, 0.017503424) * go_1(1.0, 1.0); + result += mat4(0.09306208, -0.6048318, -0.16323692, -0.26322865, -0.064382344, 0.27984452, 0.0035378935, -0.0036242867, -0.08108908, 0.03801275, 0.09272382, 0.04653927, -0.09639203, 0.15146226, -0.022994163, -0.023005866) * go_2(-1.0, -1.0); + result += mat4(0.03692586, -0.1367785, -0.051587723, 0.35746527, -0.05847086, -0.28233027, -0.31080168, 0.08979567, -0.057873387, -0.11724922, 0.11995725, -0.076051556, 0.12823316, 0.20808434, -0.07491586, -0.04471266) * go_2(-1.0, 0.0); + result += mat4(0.17172146, -0.05962528, 0.10311508, -0.083008684, 0.017513666, 0.22941439, 0.08524968, -0.10340499, 0.047763754, 0.044772595, -0.087630406, -0.03647204, -0.043207247, -0.063256174, 0.14618406, 0.016736707) * go_2(-1.0, 1.0); + result += mat4(0.014591894, -0.16730154, 0.019834492, -0.2323314, 0.2671534, -0.14437476, -0.10937011, -0.10888569, -0.16981846, -0.02661075, 0.011989267, 0.06811342, 0.084967375, 0.22203213, 0.05655957, -0.047086637) * go_2(0.0, -1.0); + result += mat4(-0.5673005, -0.54090023, 0.03939861, 0.008678989, -0.06290456, 0.2747319, -0.09248065, -0.06692429, -0.029515319, 0.08507081, -0.06997918, 0.16636486, 0.04376864, -0.606549, -0.16454232, 0.0572748) * go_2(0.0, 0.0); + result += mat4(-0.048000906, 0.3200884, -0.23506963, 0.15561248, -0.06658933, 0.18984286, 0.018985203, -0.018811712, 0.107549496, -0.24059664, 0.112164706, -0.14813146, 0.08943945, 0.030038312, 0.01712719, -0.06440537) * go_2(0.0, 1.0); + result += mat4(-0.04633894, 0.06511225, -0.006903819, 0.3651269, -0.05099921, 0.13553265, -0.07041649, 0.051354278, -0.026775079, 0.071171924, -0.10163997, 0.056618143, 0.121235944, 0.04077609, -0.006905747, 0.055543922) * go_2(1.0, -1.0); + result += mat4(-0.1529992, -0.07230882, 0.020437848, -0.15099072, 0.091357104, 0.10063594, 0.048747428, -0.07472622, 0.35976312, 0.110254094, -0.23728304, 0.32811522, 0.05135238, -0.124221064, 0.05848079, 0.0090888655) * go_2(1.0, 0.0); + result += mat4(0.10010241, -0.1336736, -0.0735869, 0.09731084, -0.23581249, -0.13519719, 0.2017027, 0.0660746, 0.073186494, 0.0008078537, 0.052478943, 0.031610224, 0.094252445, 0.14641911, -0.0314029, -0.070713595) * go_2(1.0, 1.0); + result += mat4(-0.001959657, -0.090372644, -0.1899317, -0.18170601, -0.015885344, -0.016746698, -0.17908786, 0.12600435, 0.13394068, -0.45021582, -0.059900366, -0.045920644, 0.0831188, 0.07898813, -0.058199428, 0.010207674) * go_3(-1.0, -1.0); + result += mat4(0.10158406, 0.34609744, -0.4304491, -0.039079092, -0.053127635, 0.32419643, 0.16021784, -0.02009982, 0.22342832, 0.25363946, -0.10637694, 0.084691174, 0.1643795, -0.11600526, 0.048834067, 0.007816396) * go_3(-1.0, 0.0); + result += mat4(-0.030290471, -0.12146855, -0.098269686, -0.14657338, 0.024690658, -0.059267156, -0.04505794, -0.0884074, -0.048493493, -0.07872248, 0.024751894, 0.021942955, 0.026951233, -0.05689244, 0.1141836, 0.086177684) * go_3(-1.0, 1.0); + result += mat4(-0.024428055, 0.1539053, 0.035455618, -0.11955061, -0.32286185, -0.046298236, -0.29223973, 0.3565024, 0.19302315, -0.35743472, -0.108984865, -0.041046027, -0.0797479, -0.11923923, -0.11282003, 0.048069157) * go_3(0.0, -1.0); + result += mat4(-0.0021274649, -0.24638395, -0.051017568, 0.07722604, -0.13842508, -0.14636074, -0.09374905, 0.08258244, -0.09629832, 0.16782042, 0.036874052, -0.0015951502, 0.036216017, 0.09414314, -0.066247694, -0.051199514) * go_3(0.0, 0.0); + result += mat4(-0.20425437, -0.08040027, -0.1613387, 0.06440151, 0.029663296, -0.20683208, -0.058772508, -0.0026178176, -0.15718235, -0.14013653, 0.005723365, 0.09514025, 0.07905292, 0.188446, 0.16387165, 0.1911544) * go_3(0.0, 1.0); + result += mat4(0.07689394, 0.18216269, -0.02506441, 0.21607292, 0.14311059, 0.06318058, -0.081483, 0.28077206, 0.03948571, 0.17749293, 0.04567801, -0.07832511, 0.057806063, -0.0427108, 0.06306852, 0.0066801202) * go_3(1.0, -1.0); + result += mat4(0.04399039, -0.07077558, -0.0015600047, -0.118459396, 0.060310606, 0.13951941, 0.2013669, -0.021006014, -0.15264805, 0.26732397, 0.035647463, -0.002574387, -0.065619715, -0.05531379, -0.048837233, -0.059936836) * go_3(1.0, 0.0); + result += mat4(-0.05266133, 0.1071349, -0.053710256, -0.016416542, 0.022659063, -0.029553248, 0.09507555, 0.028677419, -0.20630527, 0.0651505, 0.077009074, -0.096268155, -0.14078818, 0.032669708, -0.01846629, 0.028775593) * go_3(1.0, 1.0); + result += mat4(-0.30971712, 0.19178517, 0.10254193, -0.12659942, 0.17826228, -0.26435316, -0.16852173, 0.04514394, 0.08112456, 0.11184146, -0.028571317, -0.030222327, 0.026687294, 0.17175198, 0.017020982, 0.0100025395) * go_4(-1.0, -1.0); + result += mat4(-0.1281852, -0.13685723, 0.046906084, -0.09659713, -0.02647301, 0.08286363, -0.19404687, -0.019731732, 0.12224579, -0.20480815, 0.08022694, 0.024619367, -0.040805798, -0.06307641, 0.07815454, 0.007009711) * go_4(-1.0, 0.0); + result += mat4(-0.036796696, 0.118744195, 0.020730056, -0.12533775, 0.018716114, 0.0073301513, 0.036968995, 0.009758767, 0.124895856, 0.105648, 0.1285451, 0.14944635, -0.22190575, -0.13435498, -0.07461175, -0.055744182) * go_4(-1.0, 1.0); + result += mat4(-0.41541776, 0.20976903, 0.089350834, 0.26153743, 0.050798908, 0.14616759, -0.06876315, -0.095800444, 0.21727456, -0.0044885483, -0.14532812, -0.03674323, -0.263549, 0.021403335, 0.090946734, 0.13801022) * go_4(0.0, -1.0); + result += mat4(-0.20373783, 0.23166335, 0.12597165, -0.041975934, -0.10023279, -0.08657454, 0.16618101, 0.079674155, 0.018388273, -0.5596407, -0.04870662, -0.23710895, 0.18640874, 0.57623607, -0.02575096, 0.28287143) * go_4(0.0, 0.0); + result += mat4(0.1625267, 0.343577, -0.04365838, 0.052335635, -0.2559281, -0.27649525, 0.13431759, 0.03831019, -0.03469164, 0.12000331, 0.073944256, -0.0061821216, 0.012677158, -0.1627391, 0.06749103, -0.20975526) * go_4(0.0, 1.0); + result += mat4(-0.05379292, -0.10857011, 0.008266894, -0.012603182, 0.04662801, -0.070871636, 0.084626876, 0.16364849, -0.06294956, -0.06461058, -0.063480906, -0.044693593, 0.1537702, 0.079038486, 0.10722227, 0.16421016) * go_4(1.0, -1.0); + result += mat4(-0.13676143, -0.117330894, -0.03341758, 0.052417997, -0.069416024, -0.005539735, 0.027587742, -0.01569091, 0.031894185, 0.019352077, -0.14948286, -0.09691313, -0.10240472, -0.06529738, 0.20694919, 0.04939535) * go_4(1.0, 0.0); + result += mat4(-0.046459045, -0.2141496, -0.0023247367, 0.05856765, 0.0020768675, 0.19858378, 0.03415911, -0.021161001, -0.09474892, 0.09751605, 0.24057122, -0.085236825, 0.17543921, -0.09822015, -0.15396087, 0.024678698) * go_4(1.0, 1.0); + result += mat4(0.040772438, -0.025752101, -0.03428472, 0.061078012, -0.1637086, 0.019983971, -0.018367078, -0.08065508, -0.025617149, -0.041705422, -0.02537782, 0.103540875, 0.13783963, -0.056066163, 0.028678486, -0.025464006) * go_5(-1.0, -1.0); + result += mat4(0.16858733, -0.4178858, -0.30253845, -0.11040479, 0.0029255438, 0.44697702, 0.03196007, -0.02552841, 0.126962, -0.009455916, -0.04901387, 0.04048729, -0.07694209, -0.21343406, 0.02947534, -0.11690606) * go_5(-1.0, 0.0); + result += mat4(-0.15951762, 0.34968317, 0.08819681, 0.15680845, -0.072727524, -0.26647118, -0.253673, 0.058939222, 0.05429744, 0.003959121, 0.051335268, -0.030295422, -0.0600908, 0.030300785, -0.13709414, -0.050647613) * go_5(-1.0, 1.0); + result += mat4(0.031981096, 0.056341853, 0.006849355, 0.10382841, -0.2824565, 0.4246147, -0.057729505, 0.058494158, 0.39074966, -0.017238816, -0.15450741, 0.087315544, -0.1110259, -0.1719534, -0.053078342, 0.009343979) * go_5(0.0, -1.0); + result += mat4(-0.041215084, 0.2654432, 0.1962931, 0.16274457, -0.08469727, -0.28789485, 0.05036308, -0.085442595, 0.12922712, -0.20311458, 0.38513032, -0.067850955, -0.025917724, 0.5953373, 0.12789808, 0.04950751) * go_5(0.0, 0.0); + result += mat4(-0.08700668, -0.2649261, -0.095573485, -0.07602774, 0.04200743, -0.23400396, -0.186786, -0.123978846, 0.022072228, 0.18627988, -0.0038654353, 0.18318067, 0.034251608, -0.008562812, -0.035015855, -0.043611784) * go_5(0.0, 1.0); + result += mat4(0.10827922, -0.03552119, 0.06193929, -0.18593708, 0.047373053, -0.2638056, 0.10326646, -0.040205717, 0.24228886, -0.0551458, 0.15253973, -0.215037, -0.07719752, -0.09540623, 0.028147982, -0.06663598) * go_5(1.0, -1.0); + result += mat4(0.033009805, -0.044830184, 0.050585333, 0.07272593, -0.057132445, -0.30405456, -0.14489187, 0.015766555, -0.096756496, -0.13879722, 0.16658057, -0.0430357, -0.06502151, 0.05498304, -0.10471709, 0.10994919) * go_5(1.0, 0.0); + result += mat4(-0.07091344, -0.01140124, -0.020643137, -0.067839414, -0.019193463, 0.07130566, -0.024614796, -0.09281402, -0.14832619, 0.18952662, 0.14351283, 0.11984917, 0.0012140581, -0.18912585, 0.07516603, -0.049291328) * go_5(1.0, 1.0); + result += vec4(0.06651301, -0.00047524707, 0.04855725, -0.15500803); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.046912298, 0.12213301, -0.05918361, 0.052398715, 0.117780685, -0.19340032, -0.26262107, 0.09843582, 0.16532594, 0.034989428, 0.118674256, -0.01665863, 0.01827071, 0.04668548, 0.022670027, -0.06799) * go_0(-1.0, -1.0); + result += mat4(-0.40916896, 0.3377319, 0.029743252, 0.11290685, -0.07931422, -0.28883788, 0.3388208, -0.14807604, -0.33062622, 0.07752993, 0.049297906, -0.05600763, -0.14054057, 0.023377405, -0.0025995467, -0.14438824) * go_0(-1.0, 0.0); + result += mat4(0.07433483, -0.20579776, 0.03441041, -0.039957307, 0.04162799, 0.07110215, -0.0790704, 0.08862456, 0.01354682, 0.008087094, -0.07781531, -0.0068795225, -0.27620977, 0.09188319, -0.0017635573, -0.057698507) * go_0(-1.0, 1.0); + result += mat4(-0.18007079, 0.061591875, -0.06492421, 0.039863963, 0.09325244, -0.14426552, -0.13588732, 0.004743928, 0.12880403, 0.115125105, -0.01579009, -0.1262388, 0.23080756, 0.12070204, 0.11815605, -0.29426062) * go_0(0.0, -1.0); + result += mat4(0.1900564, 0.0071030534, 0.15973419, -0.30519736, -0.25476542, 0.0012610232, 0.09859447, -0.027793204, 0.11796082, 0.22148512, -0.02944728, -0.2323803, -0.072938465, 0.17895398, -0.2180017, 0.00051390607) * go_0(0.0, 0.0); + result += mat4(0.14343776, -0.18127762, -0.1516819, -0.18503034, 0.13295251, 0.16055906, 0.001688556, 0.15969595, 0.069709465, -0.096013926, -0.0023911218, -0.06369028, -0.0918679, 0.010184961, 0.32301244, -0.5343658) * go_0(0.0, 1.0); + result += mat4(-0.22987153, 0.013441173, -0.0016071151, 0.04102444, 0.23534702, 0.035319816, 0.0796226, 0.030342614, 0.111898474, 0.16501214, 0.06689771, 0.115711525, -0.12146473, 0.09451704, 0.019306619, 0.047459804) * go_0(1.0, -1.0); + result += mat4(0.09487664, -0.1618273, -0.008389976, -0.19419155, -0.26922193, -0.02975308, -0.0045531704, 0.05960872, -0.0601089, -0.14437221, 0.04238319, 0.15810688, -0.13148667, -0.15829994, -0.088278085, -0.21758209) * go_0(1.0, 0.0); + result += mat4(-0.14536136, -0.07484773, 0.037670642, 0.1888735, 0.0018068363, -0.059262045, -0.018976264, 0.027972398, -0.14075996, -0.109049946, -0.25289303, -0.016418003, -0.06421179, -0.15405136, -0.13614438, -0.20679462) * go_0(1.0, 1.0); + result += mat4(-0.24795865, -0.13466923, 0.1273892, 0.091988094, 0.22714299, 0.28389248, 0.10408641, -0.03565174, 0.10762112, 0.27623466, 0.025095293, -0.019155044, 0.022266177, -0.103916764, 0.02987535, -0.08026279) * go_1(-1.0, -1.0); + result += mat4(-0.10837975, -0.21041337, 0.38324556, 0.34692577, -0.049697887, 0.1109414, 0.015196173, -0.13062784, -0.110540874, 0.085793406, 0.12470218, -0.034204576, 0.15388155, -0.10489124, -0.014710256, -0.024052056) * go_1(-1.0, 0.0); + result += mat4(0.14277099, -0.08891012, 0.12166876, 0.005790089, 0.0022349167, -0.06719074, 0.0009688607, -0.06891284, -0.10870797, 0.031759914, 0.07620448, 0.025514454, 0.07622103, -0.017910544, -0.1925603, -0.020678718) * go_1(-1.0, 1.0); + result += mat4(0.3488881, -0.3531885, -0.02848998, -0.105604745, 0.13216074, 0.059472002, 0.00468112, -0.003199541, -0.13952927, 0.12537865, 0.059789866, 0.047229134, 0.062295817, -0.20364402, -0.10756547, 0.010344998) * go_1(0.0, -1.0); + result += mat4(0.054537307, 0.003383981, -0.14703383, 0.23609836, 0.071702175, -0.03523012, -0.15024048, -0.15333411, -0.006573282, -0.17805523, 0.027630433, -0.10086782, -0.038341325, 0.16954458, -0.06587281, 0.061757658) * go_1(0.0, 0.0); + result += mat4(-0.14850424, -0.039801933, 0.091273226, 0.01890946, -0.074723765, -0.19870473, -0.10696538, 0.075856574, 0.18456846, -0.0575884, -0.19248867, 0.23468357, -0.06493671, 0.24994756, 0.2669619, -0.09178425) * go_1(0.0, 1.0); + result += mat4(0.05370938, -0.17381185, -0.06286066, -0.1121635, -0.124206446, 0.08903896, 0.01332919, 0.033238333, 0.10354104, 0.05441239, 0.093867265, -0.09941308, -0.13401549, -0.051170647, -0.05475329, 0.18579331) * go_1(1.0, -1.0); + result += mat4(0.17690988, 0.09592665, 0.0041792435, -0.012296416, -0.043736733, -0.19874738, -0.039244816, 0.093517475, 0.19160083, 0.0072470056, 0.20383999, -0.1518599, -0.056091193, -0.08362639, -0.13275301, 0.27358964) * go_1(1.0, 0.0); + result += mat4(0.03788787, 0.0504576, 0.011746947, -0.050620113, -0.13353047, 0.027618041, -0.015241799, 0.07525403, -0.016854452, -0.15185213, -0.23187985, 0.07745663, 0.019076057, 0.10091556, 0.22063738, -0.19460426) * go_1(1.0, 1.0); + result += mat4(0.4485975, -0.036630977, 0.08908842, -0.041333213, -0.33832982, -0.013137168, -0.12192155, 0.084681444, 0.05839531, 0.13613869, 0.01453744, -0.0015414358, 0.0554445, -0.0350119, 0.06942154, -0.09860217) * go_2(-1.0, -1.0); + result += mat4(-0.6445962, -0.04228771, 0.018886134, 0.19037853, 0.18697917, 0.08801122, 0.023849122, 0.00056543655, -0.1744559, -0.039909426, -0.015196202, 0.09911629, -0.19838926, -0.20182554, 0.030066699, -0.061113726) * go_2(-1.0, 0.0); + result += mat4(-0.28461948, -0.08841962, -0.03426622, 0.22100773, 0.10822605, 0.097787164, -0.035841815, 0.05503456, -0.038095083, -0.033080425, 0.059760638, -0.04379428, 0.016105307, 0.0015185064, -0.021058328, 0.07868167) * go_2(-1.0, 1.0); + result += mat4(-0.09884352, 0.226838, 0.0069547887, -0.31872275, 0.051640913, -0.103925325, -0.033120554, -0.19772157, -0.33196652, 0.10513085, 0.008538118, -0.0693001, 0.3184994, -0.073985405, 0.0021704638, -0.20955746) * go_2(0.0, -1.0); + result += mat4(0.09394457, -0.37714124, -0.45972842, 0.11636775, 0.15764596, 0.14252996, -0.16795024, 0.04769986, 0.31756726, -0.0994127, 0.36237487, -0.12276988, 0.062678345, 0.11386392, -0.18050511, -0.029450653) * go_2(0.0, 0.0); + result += mat4(0.10891149, 0.23599482, 0.19260155, -0.01750993, -0.04561139, 0.040145233, 0.11951016, 0.008283346, -0.060648404, -0.1730897, -0.011636677, -0.2882733, 0.03563051, 0.15347542, -0.21334615, 0.17908043) * go_2(0.0, 1.0); + result += mat4(-0.04223735, -0.106301874, 0.101336, 0.047846835, -0.1828391, -0.1129037, -0.034007143, 0.106865816, 0.05654089, -0.02757468, -0.012872868, 0.07485427, 0.086521536, -0.009762037, 0.08281756, -0.015632132) * go_2(1.0, -1.0); + result += mat4(-0.2240338, 0.031013511, -0.09923691, -0.0038778447, -0.058668714, -0.01593757, 0.05261272, -0.016138611, -0.0143839605, 0.023330573, 0.024790224, 0.09925016, -0.08682536, 0.11822586, -0.055234805, -0.32288945) * go_2(1.0, 0.0); + result += mat4(0.27888787, -0.0025142857, -0.17712368, -0.067581266, 0.10133261, 0.1115825, 0.015883798, -0.24481313, -0.10126581, 0.06092374, -0.0786993, 0.16768995, 0.053283595, 0.08446579, -0.032040086, 0.046178747) * go_2(1.0, 1.0); + result += mat4(-0.04943332, -0.027568894, -0.017933179, -0.13208579, 0.16813855, -0.06046279, 0.03472982, 0.24612981, -0.03915912, -0.120075725, -0.08060205, 0.106469646, 0.103227176, 0.000895164, -0.028227922, -0.059619144) * go_3(-1.0, -1.0); + result += mat4(0.10014512, -0.11341153, 0.0827132, -0.10706114, 0.076696716, 0.383278, -0.08201294, 0.14486443, 0.036368996, -0.07771363, 0.008495598, 0.0022753903, -0.13788359, -0.038493663, -0.051340178, 0.06483918) * go_3(-1.0, 0.0); + result += mat4(0.12283316, 0.22500943, -0.20364822, 0.117888406, 0.052540295, -0.016513767, -0.008835836, -0.008336872, 0.008117048, -0.014924188, 0.070445575, -0.011796183, 0.120677724, -0.08490536, -0.040835287, 0.021124307) * go_3(-1.0, 1.0); + result += mat4(0.07237057, -0.07651541, -0.07781679, -0.046119276, -0.29511476, -0.15473935, 0.12942854, -0.037749447, 0.055873062, 0.081330314, -0.115750924, -0.1830763, -0.35462645, -0.11207306, -0.14393376, 0.18869524) * go_3(0.0, -1.0); + result += mat4(-0.05859993, 0.09575829, -0.10934191, 0.1593984, 0.014064624, 0.23580766, -0.12417294, -0.0774491, -0.23603149, -0.17111291, 0.20246223, 0.24380091, 0.3189054, -0.21762544, 0.053053148, -0.057418585) * go_3(0.0, 0.0); + result += mat4(0.056782614, 0.2491224, 0.15162024, 0.25830385, -0.045144927, -0.067923054, -0.12930688, -0.049425337, 0.0071653076, 0.046733644, -0.013108831, 0.09266598, 0.095575206, 0.08086839, -0.14152451, 0.26396653) * go_3(0.0, 1.0); + result += mat4(0.079944104, -0.05263471, 0.021151286, 0.017748618, -0.20886436, -0.06915706, -0.078341156, -0.034786303, 0.053623807, -0.0655836, -0.11273695, -0.15438432, 0.06902305, 0.01620085, -0.011239084, -0.12818597) * go_3(1.0, -1.0); + result += mat4(0.0032226495, 0.12590717, -0.0031638641, 0.14866307, 0.21612068, 0.07715579, -0.105438486, -0.17400137, 0.04665547, 0.18666393, -0.127797, -0.19163142, -0.03993708, 0.16110541, 0.05756885, 0.13376385) * go_3(1.0, 0.0); + result += mat4(0.1687002, 0.021816095, -0.038648866, -0.052668236, 0.01839634, 0.07918797, -0.002949174, -0.062981784, 0.10759527, 0.096810766, 0.26538077, 0.042877536, 0.030417666, 0.2126483, 0.090904295, 0.12819949) * go_3(1.0, 1.0); + result += mat4(0.2518047, -0.06681589, 0.04622388, -0.070787035, -0.15511023, -0.41387925, -0.1730613, 0.044104673, -0.07129825, -0.16490258, -0.008386942, 0.016624527, -0.08768237, -0.018135691, -0.010196062, -0.012061386) * go_4(-1.0, -1.0); + result += mat4(-0.001268586, 0.061798558, 0.21913844, -0.044886224, 0.05442666, -0.16555135, 0.11374653, 0.035642505, 0.18183587, 0.08264069, -0.12153259, 0.11140945, -0.23343492, -0.11151265, 0.0064260047, 0.098349355) * go_4(-1.0, 0.0); + result += mat4(-0.13696936, 0.03562409, -0.0101959305, 0.07757505, 0.0394099, 0.08446535, 0.005326397, 0.06953561, 0.26667434, 0.070835635, -0.013025369, -0.09135739, -0.19930726, -0.15466705, 0.068868525, 0.06432818) * go_4(-1.0, 1.0); + result += mat4(-0.03636396, 0.082273535, 0.14712979, 0.00055138784, -0.29863998, -0.1502358, -0.10165026, -0.031016732, 0.017641982, -0.18515474, -0.13060197, -0.037918076, 0.0948058, 0.12216852, 0.1061389, 0.0049280017) * go_4(0.0, -1.0); + result += mat4(0.0772463, -0.16946481, 0.43130034, -0.07500874, 0.11102152, -0.16219406, 0.095144905, 0.09938664, -0.103036284, 0.17237557, 0.03153515, 0.17011715, 0.04090995, -0.19434042, 0.034989282, -0.10372025) * go_4(0.0, 0.0); + result += mat4(0.17383884, 0.00505153, -0.112281226, -0.034794528, 0.067649566, 0.20247048, 0.11118917, -0.10395416, -0.21711119, 0.032752357, 0.41753212, -0.16500826, 0.2285505, -0.10731952, -0.33513266, 0.17423174) * go_4(0.0, 1.0); + result += mat4(0.13510819, 0.05318901, 0.06842423, 0.111380026, 0.032170407, -0.07004064, -0.004727209, -0.055246145, -0.041120853, -0.066667765, -0.12091067, 0.064465545, 0.30983046, 0.062509745, 0.13394639, -0.2320897) * go_4(1.0, -1.0); + result += mat4(-0.11820305, -0.13822947, 0.042539548, -0.033613026, -0.0246929, 0.22179885, -0.0126101235, -0.12915117, -0.13849965, 0.02132361, -0.08306424, 0.25891247, 0.18283567, 0.031577725, 0.09138907, -0.26405686) * go_4(1.0, 0.0); + result += mat4(-0.0025576213, -0.0058528413, -0.03972553, 0.016412497, 0.13415, 0.11366292, 0.06300578, -0.082534134, 0.035222337, 0.14385511, 0.34487328, -0.069680765, 0.06340447, -0.05378387, -0.27624515, 0.14444257) * go_4(1.0, 1.0); + result += mat4(0.015041839, -0.05496326, -0.077136815, 0.06463054, 0.3453119, 0.1475871, 0.0863952, -0.13123451, 0.13890652, -0.1339041, -0.070329, 0.0090441145, -0.10499933, -0.031464122, -0.087687746, 0.14039505) * go_5(-1.0, -1.0); + result += mat4(0.03533054, -0.17344387, 0.07036492, -0.14549953, -0.17900857, 0.13214236, -0.06371722, 0.08584117, 0.124349214, -0.05172205, 0.0056213615, 0.0025381348, -0.07292916, 0.15549947, -0.12606966, 0.008277057) * go_5(-1.0, 0.0); + result += mat4(0.088395566, 0.16676022, -0.014194714, 0.15820222, -0.12253527, 0.008114694, 0.04552204, -0.0402224, -0.044774655, 0.00047680718, -0.061174177, 0.004499639, 0.0028164221, 0.021954915, 0.007457284, -0.016612154) * go_5(-1.0, 1.0); + result += mat4(0.07245913, -0.12444683, 0.08628018, -0.013259242, -0.00566908, 0.23597822, 0.030804869, 0.1812487, -0.28520152, -0.12640676, -0.014197547, 0.17321649, -0.3233707, 0.015355323, -0.04023063, 0.134901) * go_5(0.0, -1.0); + result += mat4(-0.008877037, 0.11245896, 0.013970579, -0.010476636, 0.046391398, -0.040462412, 0.43888882, -0.0028177807, 0.11008175, 0.22642863, -0.1705455, 0.25688764, -0.00687498, -0.0091281, 0.29534963, -0.023319326) * go_5(0.0, 0.0); + result += mat4(-0.08283213, -0.2042435, -0.117713675, -0.11703066, -0.16029139, -0.26878926, -0.30223095, 0.052414846, 0.019514319, 0.16193534, 0.053438045, 0.13924578, 0.120410524, -0.07575857, 0.19710456, -0.103417814) * go_5(0.0, 1.0); + result += mat4(-0.07692482, 0.034123767, -0.039485577, -0.11130344, 0.18672933, 0.07824195, 0.084815666, -0.1272111, -0.02006524, 0.20917512, -0.01049663, -0.15457591, -0.008278168, 0.08425196, -0.028542537, 0.021139478) * go_5(1.0, -1.0); + result += mat4(0.1287116, 0.08821239, 0.016782869, -0.042757493, -0.06598697, 0.0057867267, 0.0031201676, -0.09951182, -0.17255504, 0.037690736, 0.22092989, -0.14002815, -0.021178395, -0.05137917, -0.0183439, 0.12713785) * go_5(1.0, 0.0); + result += mat4(-0.12517771, 0.001307841, 0.102680914, -0.076987654, -0.063097425, -0.0044313464, -0.15392491, 0.18540211, 0.037581213, 0.0076559735, 0.064688995, -0.09571449, -0.079910435, 0.02357281, 0.102179624, 0.0054658144) * go_5(1.0, 1.0); + result += vec4(-0.062370587, 0.08095664, -0.05361836, 0.18749565); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06917031, -0.09608972, 0.012436778, -0.026526913, 0.06718373, 0.057737235, 0.05510206, -0.103320934, 0.032443568, 0.05391639, -0.051994696, -0.036722053, 0.07307222, 0.030999443, 0.28896815, 0.12696978) * go_0(-1.0, -1.0); + result += mat4(-0.1135206, -0.0036884204, -0.067575626, -0.183155, 0.06799192, -0.040569484, 0.013326, -0.09218988, 0.027661508, 0.026157893, 0.07750759, 0.022186747, 0.034232542, -0.0006357425, -0.22527017, 0.09684553) * go_0(-1.0, 0.0); + result += mat4(-0.02058118, -0.09091551, -0.020349659, 0.026089376, -0.0035277302, -0.025624726, 0.069313295, -0.0885836, 0.03267256, 0.0021243643, -0.02949528, -0.015609551, -0.014725211, -0.067495994, -0.013350565, -0.02226788) * go_0(-1.0, 1.0); + result += mat4(-0.037397973, 0.031443134, 0.13686793, 0.033780698, -0.037809733, 0.14600267, -0.08467033, -0.062086526, -0.0037683318, -0.0025683658, -0.018997764, -0.032396015, 0.0760254, -0.06528604, 0.19034758, 0.25288334) * go_0(0.0, -1.0); + result += mat4(-0.01004077, 0.16253367, 0.02167237, -0.15804967, -0.07540531, -0.49940315, -0.08783108, -0.014712835, -0.0036181745, -0.13094778, 0.00012775385, -0.07735516, 0.00239906, 0.09345624, -0.44146279, 0.079626575) * go_0(0.0, 0.0); + result += mat4(0.018002989, 0.024756921, 0.08182335, -0.083457224, 0.033952054, 0.049469676, 0.06050263, -0.069849506, 0.0052918023, 0.06281211, 0.029289972, -0.033092137, -0.036357265, -0.10439873, 0.0023779173, 0.07888209) * go_0(0.0, 1.0); + result += mat4(-0.01730506, -0.022740714, 0.021063361, 0.082628556, -0.024639448, 0.023705823, -0.092249826, -0.0768989, -0.014783317, 0.0063639064, 0.0041929237, -0.015559529, 0.020817379, 0.065355465, -0.002106009, 0.04489612) * go_0(1.0, -1.0); + result += mat4(0.15640244, -0.016673775, 0.14370853, 0.0632943, -0.38425842, 0.106750414, 0.024923261, -0.31814602, -0.06830921, 0.028625946, 0.13381885, -0.022478523, -0.045712356, -0.045846578, -0.18020678, 0.09754457) * go_0(1.0, 0.0); + result += mat4(-0.08042041, -0.0629804, 0.00179941, 0.031233454, -0.031198358, 0.07125946, 0.13403404, -0.14895652, -0.007848355, 0.0073721707, 0.09500398, 0.008454506, 0.13026032, -0.067450196, -0.005805801, 0.028892282) * go_0(1.0, 1.0); + result += mat4(-0.08412081, 0.014766277, -0.020149631, 0.118712135, -0.04914816, -0.05792105, 0.29227188, 0.026034147, 0.1120047, 0.095002666, 0.00085259863, -0.048058935, 0.059555218, 0.016806047, -0.040286265, -0.013871916) * go_1(-1.0, -1.0); + result += mat4(-0.029837646, -0.12694171, -0.091747016, 0.06701937, 0.03595908, -0.06499107, 0.07718667, 0.16839191, 0.060453057, -0.062339257, 0.06462464, -0.12997168, -0.012287718, 0.021051696, 0.036752645, -0.012775891) * go_1(-1.0, 0.0); + result += mat4(0.020795425, 0.05475492, -0.05951276, -0.089259975, -0.016781978, -0.018492289, 0.037464686, 0.022631813, 0.04591149, -0.028302602, 0.021350577, -0.0019535497, 0.05372676, 0.0542445, -0.12681359, -0.16613637) * go_1(-1.0, 1.0); + result += mat4(-0.06331373, 0.08271697, 0.0863126, -0.12388494, 0.032725193, -0.056309905, 0.23224412, 0.2616971, 0.09393073, 0.117842734, 0.24552049, 0.022186337, -0.100860044, 0.08032638, 0.08049447, -0.09940537) * go_1(0.0, -1.0); + result += mat4(0.3909181, -0.07477156, -0.36466175, -0.17175487, -0.055392284, 0.23718156, -0.34149098, -0.3924147, 0.07390285, -0.028201863, -0.2988869, -0.059178505, -0.035545774, -0.049048856, -0.18053558, -0.15981394) * go_1(0.0, 0.0); + result += mat4(0.12357816, 0.016537879, 0.08740827, -0.16022646, 0.03273305, -0.0133974645, -0.089761056, 0.044843633, -0.08129866, 0.06891703, 0.0075367647, -0.037070137, -0.12439461, -0.0033269753, -0.06834715, 0.08675626) * go_1(0.0, 1.0); + result += mat4(0.0064779734, 0.014426835, 0.035886277, 0.06754253, 0.02203813, -0.04712386, 0.023021698, 0.16410176, -0.0851561, 0.04949104, 0.23652297, -0.09268624, -0.04759872, 0.0015944376, 0.05121314, 0.03872179) * go_1(1.0, -1.0); + result += mat4(-0.03296315, -0.07756158, 0.011254165, 0.07215864, 0.05212682, -0.119309366, -0.10098557, 0.065113194, -0.6075043, 0.0944948, -0.0025391292, 0.07257945, -0.059234653, -0.02663308, -0.0056367065, 0.07748455) * go_1(1.0, 0.0); + result += mat4(0.1963255, -0.094376676, 0.077393346, -0.061023213, -0.023002017, 0.011871082, -0.035235405, -0.14450419, -0.010873058, -0.10108094, -0.026334947, -0.048716616, 0.15553881, -0.056554224, 0.07016727, 0.09666785) * go_1(1.0, 1.0); + result += mat4(-0.045733463, -0.07430657, 0.08238815, -0.123395115, -0.040635027, -0.059792377, 0.04978978, 0.14278086, -0.0541127, -0.10427179, -0.16961274, -0.1371796, -0.0011499986, 0.012152467, -0.0815682, -0.054046102) * go_2(-1.0, -1.0); + result += mat4(0.0727944, 0.052526925, 0.009230718, -0.1476749, -0.09698198, -0.025520593, 0.02144377, 0.16131893, 0.0781747, -0.11812555, -0.035372186, -0.08136449, 0.05059057, 0.038647998, -0.037999127, -0.0015969436) * go_2(-1.0, 0.0); + result += mat4(-0.018785287, 0.03944137, 0.11725696, -0.05008342, -0.10257986, 0.20005476, -0.06610143, 0.06656378, 0.006863046, -0.047056478, -0.093303435, 0.05993721, 0.020760732, 0.019373491, 0.062371906, -0.037439793) * go_2(-1.0, 1.0); + result += mat4(-0.09267274, -0.098096795, 0.13675432, -0.06826833, -0.070104465, 0.099336594, -0.056031886, -0.089224756, -0.024747698, -0.0409895, -0.12682493, -0.2713339, -0.03058857, 0.074631155, 0.10274793, 0.0003064175) * go_2(0.0, -1.0); + result += mat4(-0.22578365, 0.35256356, -0.03433281, -0.16781186, 0.21457422, -0.028583825, 0.1498506, -0.17183648, -0.08763252, 0.12665057, 0.11524475, -0.122246034, 0.253632, -0.4412073, 0.1340533, 0.18091358) * go_2(0.0, 0.0); + result += mat4(-0.021586075, -0.13002236, 0.051525775, 0.018828293, -0.02971698, 0.1655956, -0.03223926, 0.097215585, -0.056743864, -0.029945962, 0.02934507, 0.03346959, 0.0409185, -0.0018111896, 0.04084656, -0.033254143) * go_2(0.0, 1.0); + result += mat4(0.029116312, 0.03399277, 0.05797433, -0.005187739, 0.051238127, 0.00043336756, -0.13381082, -0.11246873, 0.0627832, -0.1257258, 0.14857215, 0.08276562, -0.060543623, 0.066337794, 0.17844212, -0.039553978) * go_2(1.0, -1.0); + result += mat4(0.2723402, -0.08208666, -0.095256135, 0.097162515, -0.14603227, 0.098899886, -0.0382611, -0.13691731, 0.15835975, -0.11403104, 0.12741292, -0.0561908, -0.10390587, 0.1448454, -0.12705886, -0.08887692) * go_2(1.0, 0.0); + result += mat4(-0.07991212, -0.0016143702, -0.12167386, 0.07029745, -0.10117478, 0.02916672, -0.1567343, 0.037017304, 0.051464945, 0.040837154, -0.057838146, -0.043935794, -0.076173924, -0.0036469682, -0.16645731, 0.0867253) * go_2(1.0, 1.0); + result += mat4(-0.11595775, 0.1284538, -0.05438797, 0.0022007078, -0.029448986, -0.07199994, 0.08756202, -0.07034043, -0.025051784, -0.033049546, 0.042392526, -0.06789869, -0.02947519, -0.045615688, -0.04309908, 0.08332548) * go_3(-1.0, -1.0); + result += mat4(0.004717529, -0.103543915, -0.1741877, -0.22649112, -0.11224518, 0.03693626, 0.033321906, -0.10395231, 0.0022406306, 0.0030015993, -0.086861975, -0.08997641, -0.101462744, 0.018904945, 0.30255163, 0.18846805) * go_3(-1.0, 0.0); + result += mat4(-0.025068762, 0.117842294, -0.019883728, -0.30935752, 0.054619815, -0.00034203878, 0.045184523, -0.05716641, -0.0042491746, -0.014026439, 0.032082856, -0.076196544, 0.022468993, -0.03835101, 0.048660267, 0.11286454) * go_3(-1.0, 1.0); + result += mat4(0.02735938, -0.014684669, -0.08023435, 0.026778111, -0.0005380734, -0.11492771, 0.33912078, -0.042256307, 0.014511671, -0.0021652458, -0.032238156, -0.031997375, 0.0039656083, -0.023291625, 0.004515741, -0.08897747) * go_3(0.0, -1.0); + result += mat4(0.19014491, -0.016315972, -0.042010665, 0.09270843, 0.023101632, 0.47071022, 0.17964542, -0.077132106, -0.0037992029, 0.10508138, 0.06516077, -0.062698394, -0.09827762, -0.08044165, 0.04393759, -0.09197626) * go_3(0.0, 0.0); + result += mat4(0.032177076, -0.013111677, 0.074961565, -0.11895858, -0.027409771, -0.0819813, 0.1690814, -0.10718659, -0.011605623, -0.03553455, 0.057705663, 0.015013183, 0.056808244, 0.0005760722, -0.112802945, -0.077581756) * go_3(0.0, 1.0); + result += mat4(-0.05866174, -0.007548838, 0.06423205, 0.1352578, 0.0021120945, 0.038740613, 0.17343003, -0.1917378, -0.0038229288, 0.0017887303, -0.007761856, -0.040798064, 0.014540869, -0.03441534, 0.04668393, 0.03392203) * go_3(1.0, -1.0); + result += mat4(0.108784005, -0.032867312, 0.0037662825, 0.11089765, 0.29503173, -0.08232824, -0.034738302, 0.06927913, 0.013991651, -0.025746813, -0.020098314, -0.06911749, 0.030166877, 0.0090379, 0.009309999, -0.10990043) * go_3(1.0, 0.0); + result += mat4(0.07052432, 0.0040574945, -0.051168878, 0.03484591, 0.07261664, -0.07470608, -0.024008736, -0.021155195, 0.020727258, -0.03774776, -0.07994904, 0.0009939631, -0.06001779, 0.09822139, 0.08215828, -0.20103115) * go_3(1.0, 1.0); + result += mat4(0.04484158, -0.09804021, 0.030515645, 0.14875132, 0.10324463, 0.024846723, -0.067153946, 0.21652295, 0.025289498, -0.02001657, -0.0704581, 0.03809796, 0.022647271, -0.005611969, -0.036561944, -0.113084584) * go_4(-1.0, -1.0); + result += mat4(-0.05300202, 0.021789892, 0.059347153, 0.31309023, -0.051712107, 0.12630393, -0.08832499, 0.051365335, 0.040092044, 0.05133063, 0.0385234, 0.12962072, 0.17568372, -0.0060678395, -0.1781195, -0.14315312) * go_4(-1.0, 0.0); + result += mat4(-0.023102503, -0.0285927, -0.10403815, 0.09859985, -0.02698703, 0.08473415, -0.104872644, 0.05867982, 0.017683612, -0.03389112, 0.0026875678, 0.12684359, -0.009682843, -0.06191043, 0.054384083, -0.06014585) * go_4(-1.0, 1.0); + result += mat4(-0.02089963, -0.052726943, 0.07328917, 0.09252698, -0.027794342, 0.096590534, -0.059459552, -0.016572969, -0.079190515, -0.101752184, -0.21771683, -0.08526713, -0.10136575, -0.19844209, -0.00960798, 0.18323036) * go_4(0.0, -1.0); + result += mat4(-0.12765591, -0.118523166, 0.2949308, 0.3062008, 0.006089219, -0.19795562, 0.10176345, 0.5433496, -0.13549669, 0.18662079, 0.34634838, 0.15632492, -0.3137212, 0.09296755, 0.40942043, 0.35158914) * go_4(0.0, 0.0); + result += mat4(-0.044083003, 0.046661552, -0.29044914, 0.18718201, 0.019889789, -0.038973954, -0.13862126, 0.019615972, 0.06718448, -0.078045554, -0.15514913, 0.20315526, 0.12544951, -0.059773993, 0.011969989, -0.13825978) * go_4(0.0, 1.0); + result += mat4(0.024059854, -0.036478736, -0.06911277, -0.06703136, 0.018607026, 0.03248238, -0.045660738, -0.020493727, 0.07143626, -0.057682987, -0.14735365, -0.050512917, 0.086959876, -0.09022049, 0.17235179, -0.12725815) * go_4(1.0, -1.0); + result += mat4(0.13649525, 0.12862304, -0.17249407, 0.068115726, -0.038493074, 0.05827213, -0.1687499, 0.065070905, 0.27157575, -0.07905134, -0.087201245, -0.08858087, 0.034717344, 0.044884644, 0.08977019, 0.13647328) * go_4(1.0, 0.0); + result += mat4(-0.119835004, -0.02438879, -0.18067439, 0.20293695, 0.015848989, -0.04166136, 0.071957104, 0.124382295, -0.072059005, 0.071483135, -0.13201202, 0.0012418783, -0.10581831, 0.058075972, -0.17210579, 0.004112411) * go_4(1.0, 1.0); + result += mat4(0.00090041093, 0.0011212958, 0.031937573, -0.054099638, -0.017531581, 0.04035068, 0.037017923, 0.0010776994, 0.12191318, -0.007862255, 0.36464828, 0.21806385, 0.049670342, -0.011668101, 0.022543898, -0.025934925) * go_5(-1.0, -1.0); + result += mat4(-0.02645012, 0.02542059, 0.061260298, -0.029378504, 0.086143106, 0.030658819, -0.102650695, -0.10079073, -0.13305493, 0.121691555, 0.17571746, 0.20150271, -0.0353368, 0.13240956, -0.11879112, -0.09438184) * go_5(-1.0, 0.0); + result += mat4(-0.030693492, 0.023771469, -0.058636706, -0.08192801, 0.04515666, -0.18397073, -0.012662945, 0.0027336187, -0.036037542, -0.0677095, -0.030037174, 0.09132202, -0.042739432, 0.0677498, -0.0044881506, -0.08441004) * go_5(-1.0, 1.0); + result += mat4(0.10048813, 0.009793138, -0.041463297, 0.044800177, 0.04865773, -0.013068343, 0.11084613, -0.021099264, -0.16284342, 0.059396107, 0.34094337, -0.00569898, -0.013943217, 0.0776132, -0.2202739, 0.08115887) * go_5(0.0, -1.0); + result += mat4(0.09100969, -0.30055302, 0.027439067, 0.14045873, -0.06795197, 0.02795258, -0.3790362, -0.0782406, -0.044285815, 0.060324147, -0.06306254, 0.048571646, -0.010744797, 0.09238931, -0.30406076, -0.034953397) * go_5(0.0, 0.0); + result += mat4(-0.08555992, 0.30496204, -0.10318121, -0.109611206, 0.009205826, -0.13284884, -0.034745734, 0.116899915, 0.020474067, 0.087303326, -0.15484655, 0.07619201, 0.048834864, 0.09276454, 0.21443385, -0.16547905) * go_5(0.0, 1.0); + result += mat4(0.029452972, -0.029714083, -0.034528464, 0.092740804, 0.059716754, -0.036405306, 0.054758668, 0.20863086, -0.09970437, 0.021823952, -0.057097975, -0.31107625, -0.014428003, -0.055435028, -0.079654545, -0.014873982) * go_5(1.0, -1.0); + result += mat4(-0.30689985, 0.18918608, 0.08052377, 0.013860911, 0.07167599, 0.012683613, 0.09667366, 0.23917674, -0.092894726, 0.12865026, -0.23075777, -0.08828766, -0.19403586, -0.0040206606, 0.25459036, -0.09281851) * go_5(1.0, 0.0); + result += mat4(0.038235266, -0.028659683, 0.009189875, 0.035079453, 0.066741906, -0.09272636, 0.15878148, 0.22836047, 0.024399906, -0.15650764, 0.030108603, -0.02879869, 0.06306548, 0.020737246, 0.17805946, -0.0968242) * go_5(1.0, 1.0); + result += vec4(-5.518393e-05, 0.0062874877, -0.02661609, 0.07653855); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11049855, -0.018907964, 0.10167619, -0.07320527, 0.16380642, 0.042582814, 0.15773618, -0.11309016, 0.030760022, 0.013475277, 0.034111183, -0.10673562, -0.06446281, 0.03170585, 0.065783545, -0.08132259) * go_0(-1.0, -1.0); + result += mat4(-0.10073572, -0.038558394, -0.18257987, 0.09736078, 0.07116485, 0.10689451, 0.037241623, 0.06911952, 0.15752609, 0.025548095, 0.09447296, -0.16955513, 0.015093913, 0.026273884, 0.26519024, -0.3108458) * go_0(-1.0, 0.0); + result += mat4(-0.07013285, 0.012493501, -0.03444474, 0.10600023, 0.031901475, -0.07758261, -0.036816508, -0.008185776, 0.04998539, 0.026604375, 0.08036296, -0.18479921, -0.098254114, 0.009431431, -0.056532584, 0.02986586) * go_0(-1.0, 1.0); + result += mat4(-0.0944328, -0.016084116, 0.057588827, -0.03322943, -0.21524993, -0.0121686235, 0.14730252, -0.23106548, 0.038413823, 0.03569419, 0.14861591, -0.10776637, -0.052853543, -0.019915907, 0.11759964, 0.11250295) * go_0(0.0, -1.0); + result += mat4(0.06219863, 0.04539895, 0.04698554, -0.31864423, -0.012272204, 0.36264813, 0.068282306, 0.2822775, 0.012628343, 0.02692176, 0.09148334, -0.08816395, -0.16482702, -0.06446881, -0.18384305, -0.29771352) * go_0(0.0, 0.0); + result += mat4(0.100148946, -0.09134751, -0.063103884, 0.1403596, -0.016843816, -0.046195876, 0.030014044, -0.004548106, 0.048431028, -0.040574916, 0.014735356, -0.15846166, -0.2263108, 0.13999973, -0.0633166, 0.27665257) * go_0(0.0, 1.0); + result += mat4(-0.12594071, 0.0677989, -0.049229424, -0.15385626, -0.12750685, 0.020224968, 0.072655775, -0.37103048, -0.013367309, 0.017096536, 0.07398892, -0.16839914, 0.006098842, 0.018147936, 0.055607572, 0.0040595555) * go_0(1.0, -1.0); + result += mat4(0.12726252, -0.06711981, 0.11226904, -0.034675833, 0.13163973, 0.09057499, 0.15357189, -0.35910082, 0.0003699172, 0.01971659, -0.041180152, -0.12111229, 0.00043315487, -0.053538464, -0.076018356, 0.042511243) * go_0(1.0, 0.0); + result += mat4(0.14136468, 0.06641704, 0.046442796, -0.025372686, 0.100791246, 0.03306327, 0.07611193, -0.17730577, -0.027955538, -0.0078110253, 0.008712534, -0.087275945, 0.08230878, -0.0052679684, -0.103350714, 0.0865688) * go_0(1.0, 1.0); + result += mat4(0.13361642, -0.039004393, -0.023543444, 0.07136099, -0.12098764, -0.02865035, 0.092850566, -0.082029596, 0.036575377, 0.14037344, 0.09989788, -0.06525852, 0.10002514, -0.026618406, -0.12002266, 0.04573298) * go_1(-1.0, -1.0); + result += mat4(-0.28081807, -0.08057377, -0.06789116, 0.019678107, -0.027069533, -0.016614377, -0.01618704, 0.24995302, -0.052341353, -0.07172657, 0.12574856, 0.1313798, -0.15072265, -0.09125269, 0.16099194, -0.13485655) * go_1(-1.0, 0.0); + result += mat4(-0.19550133, -0.04183744, 0.024049545, -0.09530149, 0.100007616, -0.05702025, -0.013796386, 0.04444768, 0.1344129, 0.0993129, 0.10404407, 0.09173625, 0.012862574, 0.06720736, 0.06611082, -0.055998694) * go_1(-1.0, 1.0); + result += mat4(0.16142978, -0.03735292, -0.043507334, -0.110913426, 0.10257733, -0.041712806, -0.18747051, 0.13936411, 0.020649113, -0.02688488, 0.21794553, -0.0689589, 0.16157758, -0.031158462, 0.13341765, -0.097379625) * go_1(0.0, -1.0); + result += mat4(-0.14022216, 0.15108277, -0.12174897, 0.034505684, -0.28282407, -0.0030200025, 0.06294236, -0.44982272, 0.09119184, 0.02005879, -0.09758412, -0.13265614, -0.21872388, 0.039521, -0.087356746, -0.20212357) * go_1(0.0, 0.0); + result += mat4(0.12638997, 0.5495008, 0.17717126, -0.08970275, 0.018967377, 0.04660826, 0.059454307, 0.17593576, -0.23507589, 0.12473919, -0.08162357, -0.06400482, -0.02973915, 0.009761158, 0.005129572, 0.051037535) * go_1(0.0, 1.0); + result += mat4(0.021429846, -0.034670793, 0.08353943, 0.02352908, 0.05054778, -0.019557012, -0.09459167, 0.2277268, 0.05714867, 0.075109184, 0.060369328, -0.10815987, 0.039977793, -0.058211602, -0.070377484, -0.0347485) * go_1(1.0, -1.0); + result += mat4(0.017368738, -0.015973292, 0.07625957, -0.08961148, 0.047681917, 0.050915856, 0.0910593, -0.0091246255, 0.14573355, 0.052380197, 0.15116148, -0.068882786, -0.0140725635, 0.02823435, -0.1579844, 0.07299422) * go_1(1.0, 0.0); + result += mat4(0.061255533, 0.03280513, 0.060110033, -0.036644097, -0.037236962, -0.026364978, 0.052616216, -0.13499284, 0.05801061, -0.0673201, -0.14684524, 0.23741283, -0.025241269, -0.1356566, -0.05841229, 0.1051435) * go_1(1.0, 1.0); + result += mat4(0.00022173181, 0.0643927, 0.028364835, 0.03683199, -0.031283405, -0.09468918, -0.29093724, 0.15719903, -0.021024697, 0.043887176, 0.0935728, 0.03710646, -0.0015930429, 0.1128033, 0.035463266, -0.017833339) * go_2(-1.0, -1.0); + result += mat4(0.016239017, 0.033160247, -0.0012980856, 0.1643084, -0.068570554, -0.011817288, 0.07238526, 0.09016985, -0.037720326, 0.039096065, 0.18127714, 0.040145792, -0.072754, -0.010240024, 0.003931741, 0.1961971) * go_2(-1.0, 0.0); + result += mat4(0.1582716, 0.059197184, -0.07311528, 0.15047154, 0.11910138, -0.16538778, -0.05161302, -0.13114272, 0.06918401, 0.09988292, -0.009128961, 0.022979198, -0.05816623, -0.0010521389, 0.049138065, 0.025934359) * go_2(-1.0, 1.0); + result += mat4(0.005232625, 0.06572209, 0.08158597, -0.041485008, 0.10972084, -0.100233644, -0.08123889, 0.22106615, -0.15856642, -0.00089599646, -0.2508091, -0.18100697, 0.05062669, 0.015029212, 0.037986293, -0.042927373) * go_2(0.0, -1.0); + result += mat4(-0.059474643, 0.027163196, -0.2604915, -0.010336377, -0.12445887, 0.13566798, -0.30654848, -0.060082927, 0.23085387, -0.091465, 0.39375424, 0.042889137, -0.056025308, 0.032562573, -0.24045426, -0.066820875) * go_2(0.0, 0.0); + result += mat4(0.37940925, 0.059039116, -0.23255952, 0.13268405, 0.09298355, -0.3546018, 0.20099486, 0.110705115, 0.1028718, 0.15027377, -0.052708015, 0.077674516, -0.012042469, -0.24452698, -0.0897586, -0.05299548) * go_2(0.0, 1.0); + result += mat4(-0.08723447, -0.04039763, 0.06555755, -0.01244263, 0.0631391, -0.07041029, 0.09457601, -0.07120963, -0.006443017, 0.022470789, 0.083783925, -0.21022923, 0.09100827, 0.004317152, 0.14609122, -0.058026843) * go_2(1.0, -1.0); + result += mat4(-0.0845435, 0.117686994, -0.12543106, 0.12503773, -0.10377896, -0.0026920936, 0.1349612, -0.069376774, 0.084404066, 0.11193638, 0.09126277, -0.054743435, -0.0032069946, 0.06509136, 0.0048303395, 0.10628396) * go_2(1.0, 0.0); + result += mat4(-0.029292313, 0.007759757, 0.025865927, 0.056625884, -0.07793367, -0.04091509, -0.003351621, -0.033380255, 0.07060131, -0.036421955, 0.081770964, -0.043511044, 0.017399874, 0.043617025, 0.005139266, -0.021786831) * go_2(1.0, 1.0); + result += mat4(-0.022271145, 0.00039645372, 0.010613543, -0.11776198, -0.02635221, 0.11864236, -0.0024596716, 0.03923893, 0.0029042386, 0.005011855, 0.0018216589, 0.008130081, 0.011119617, 0.06787836, -0.066421315, 0.08031844) * go_3(-1.0, -1.0); + result += mat4(-0.09813517, 0.06568305, -0.13860098, -0.0010828839, 0.14380379, -0.13478349, -0.022100717, 0.17066574, -0.029020214, -0.022638777, -0.0070202127, 0.030224288, 0.16366352, -0.06265367, -0.18798734, 0.011478987) * go_3(-1.0, 0.0); + result += mat4(0.05996043, -0.053815104, 0.11500831, -0.08236374, 0.044013776, -0.041716296, 0.041496664, 0.14121005, 0.08279138, 0.009773295, -0.010372792, 0.025527438, 0.014913059, -0.066181764, -0.011920773, 0.10358109) * go_3(-1.0, 1.0); + result += mat4(0.05652108, -0.004097921, -0.062982805, 0.1622035, 0.16812254, 0.03779725, 0.09811821, -0.30795518, -0.03712885, 0.014134829, -0.07531538, -0.0353742, -0.014039425, -0.011970228, 0.036651116, -0.0004495905) * go_3(0.0, -1.0); + result += mat4(0.11922151, -0.17507777, -0.04528375, -0.07090318, 0.19573775, -0.11706877, 0.0641675, -0.3705396, 0.0054832795, -0.048944287, -0.09650737, 0.09810468, -0.18202507, -0.08735016, 0.082755096, -0.018619625) * go_3(0.0, 0.0); + result += mat4(-0.2286063, 0.06487897, 0.041627876, -0.112286136, 0.055056084, -0.024040936, -0.072515465, 0.095542595, 0.017591938, 0.037572965, 0.086499356, -0.044066917, 0.09246921, -0.14498484, 0.017450534, -0.0031692435) * go_3(0.0, 1.0); + result += mat4(0.120006956, 0.029871983, -0.04091446, 0.1845348, 0.07152837, 0.0031324874, 0.3271476, -0.3842661, 0.015676577, 0.007722651, -0.01355098, 0.03852728, -0.036933925, -0.055561922, -0.08608098, 0.016633974) * go_3(1.0, -1.0); + result += mat4(0.042973485, -0.016934913, -0.054753687, 0.0057244487, 0.080229886, 0.07153676, 0.121217705, -0.1422365, -0.022736007, -0.005441552, 0.059987642, -0.06661513, -0.008356551, 0.026571274, 0.014096615, -0.034175288) * go_3(1.0, 0.0); + result += mat4(-0.10869293, 0.020983249, 0.014934219, -0.048246913, -0.043031503, 0.014160269, 0.012524968, 9.1027774e-05, 0.06874907, 0.041440487, 0.04364499, -0.049117107, -0.11006862, -0.028361427, 0.0666895, -0.15525119) * go_3(1.0, 1.0); + result += mat4(-0.13360004, -0.040586635, -0.011065811, 0.07590281, -0.17862478, 0.03176052, -0.0060847234, 0.06482111, -0.10241082, -0.06991013, -0.04906971, 0.111663744, -0.20776138, -0.065589525, 0.16063885, -0.1169129) * go_4(-1.0, -1.0); + result += mat4(-0.08239939, -0.016491726, -0.17447554, -0.17412238, -0.023073941, 0.024335802, 0.009998651, -0.2594834, 0.09212794, -0.047131993, 0.0023678474, -0.13931216, -0.093529895, 0.14654796, 0.2062498, -0.0979242) * go_4(-1.0, 0.0); + result += mat4(0.037110724, 0.16630705, -0.07703024, -0.09271235, -0.065290235, 0.011327393, 0.01392625, -0.08141591, -0.2544335, 0.11532231, -0.0038528284, -0.14333782, 0.052138682, 0.11441084, -0.13260897, 0.16820511) * go_4(-1.0, 1.0); + result += mat4(-0.30918753, -0.024295764, -0.027942184, -0.0860215, -0.055746336, -0.016570807, 0.17202388, 0.035703283, -0.16252916, 0.058050476, -0.15769738, 0.15678713, -0.116991155, 0.043470733, -0.383855, 0.18544619) * go_4(0.0, -1.0); + result += mat4(0.110480964, -0.0018562422, 0.11564728, -0.15973495, 0.28632364, 0.07150075, -0.02442135, 0.09562533, -0.031401016, -0.04514724, 0.31314585, -0.09337406, 0.108728535, 0.017531324, -0.024494028, -0.093123734) * go_4(0.0, 0.0); + result += mat4(-0.0803049, -0.23596147, -0.1215564, -0.07627238, -0.06644555, -0.02015921, -0.1534082, -0.0035896646, 0.20785846, -0.07450932, 0.083064035, 0.06505109, -0.06643723, -0.05675558, -0.06931419, -0.07988197) * go_4(0.0, 1.0); + result += mat4(0.0042541623, 0.026418367, 0.06019002, -0.120204665, -0.041487366, 0.021887602, 0.060255744, -0.07371016, -0.12069726, -0.12678316, -0.049600363, -0.12936749, 0.23514399, 0.037363835, 0.014190557, 0.12650439) * go_4(1.0, -1.0); + result += mat4(-0.09167683, -0.04038391, -0.022526316, -0.009859018, 0.008543954, -0.021847846, -0.09823242, 0.100713, 0.090360984, 0.09792457, -0.20315544, -0.035371944, 0.1085808, -0.06695963, 0.02482221, 0.024650661) * go_4(1.0, 0.0); + result += mat4(-0.20332499, -0.07027695, -0.087853126, 0.18171547, -0.047613457, -0.024246145, -0.10522111, 0.23672101, 0.036521245, -0.08921485, -0.03288885, -0.031625647, -0.06543899, -0.069383, -0.00516059, -0.0017956651) * go_4(1.0, 1.0); + result += mat4(0.024934843, 0.03389753, -0.08901605, -0.037079386, -0.046384435, -0.02585016, 0.11197663, 0.00346106, -0.36492983, -0.093989864, -0.04062576, -0.026857732, -0.0070361346, -0.043496076, -0.015871098, 0.043276284) * go_5(-1.0, -1.0); + result += mat4(-0.03606492, 0.004693198, 0.06704513, -0.06954089, -0.06506014, -0.037918013, -0.08111133, -0.009501841, 0.068508595, 0.08327213, -0.019518502, -0.022806957, 0.2190603, 0.17022887, 0.14800793, -0.08281432) * go_5(-1.0, 0.0); + result += mat4(-0.064694725, -0.07497781, -0.04672195, 0.014982018, 0.043382764, 0.18891387, -0.038317963, 0.07969728, -0.063571155, 0.030154549, -0.08465413, 0.16925031, 0.12671013, -0.04915839, -0.096187495, -0.051536918) * go_5(-1.0, 1.0); + result += mat4(-0.009621753, -0.0195934, -0.045811757, 0.13657679, -0.064056486, 0.038231816, -0.054827668, -0.12231228, 0.26552272, 0.12414302, 0.18624337, -0.046787616, -0.022237374, -0.053084116, 0.14358921, -0.042177454) * go_5(0.0, -1.0); + result += mat4(-0.07842658, 0.013456938, 0.032272052, 0.28887707, -0.10770709, -0.21856956, 0.37743518, 0.23959023, 0.37210184, 0.9503002, -0.025512097, -0.03633097, 0.022222593, 0.071377136, -0.20658484, 0.52729785) * go_5(0.0, 0.0); + result += mat4(-0.099430755, -0.24070781, 0.065863, -0.07808372, -0.16720702, 0.2676829, -0.27154264, -0.049355835, 0.19279453, 0.06852905, 0.06272968, 0.13116297, 0.07394523, 0.12975569, 0.26263225, 0.15205261) * go_5(0.0, 1.0); + result += mat4(-0.014191022, 0.018638015, -0.08631605, 0.061950725, -0.13144706, 0.084606856, -0.024304552, 0.0024966071, 0.021148616, 0.020798182, 0.13002335, -0.049378537, 0.017035907, -0.0116185695, -0.20568894, 0.2350694) * go_5(1.0, -1.0); + result += mat4(-0.013792852, -0.05215396, 0.06764889, -0.012962138, -0.11838281, -0.015625363, -0.12466692, 0.12504981, 0.14459728, 0.034634247, 0.14713274, -0.118111566, 0.18801935, -0.14544547, 0.04915958, -0.14483985) * go_5(1.0, 0.0); + result += mat4(0.04480321, 0.029159583, -0.06726701, -0.065100566, 0.094168976, 0.012941809, -0.035608374, 0.086288646, 0.043504182, 0.057368, -0.054148387, 0.09442852, 0.07997, -0.050284415, 0.046459693, -0.11076571) * go_5(1.0, 1.0); + result += vec4(-0.020544212, -0.052849937, -0.027093843, 0.018372845); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf2 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.039423067, 0.078436814, -0.069983914, -0.038171016, 0.14237583, -0.02642111, -0.20049703, 0.100611456, -0.029072462, -0.5085375, -0.018193128, 0.059373964, -0.030980011, -0.11949504, -0.06939915, -0.0759268) * go_0(-1.0, -1.0); + result += mat4(0.059159596, 0.17550206, 0.05612233, 0.13204549, -0.0050658686, -0.21678181, 0.07797472, -0.09275905, -0.06803014, -0.65021074, -0.07766355, 0.018018546, -0.26769254, 0.16147457, -0.2786428, 0.117244564) * go_0(-1.0, 0.0); + result += mat4(0.08737985, -0.10133755, -0.026567303, -0.03721374, 0.03300279, 0.15863386, 0.14206086, 0.10378439, -0.024067098, -0.41554677, -0.096829094, 0.037365302, 0.047267284, -0.014426036, 0.08224506, -0.02312597) * go_0(-1.0, 1.0); + result += mat4(0.054744978, 0.0014223085, 0.107521415, 0.044979066, -0.039141048, 0.23803799, -0.19850029, 0.19078358, -0.053693853, -0.51473075, -0.026663598, -0.03709435, 0.068645775, -0.461768, 0.05462371, -0.034951005) * go_0(0.0, -1.0); + result += mat4(-0.29620552, -0.008875074, 0.07487369, -0.22165461, -0.19263655, 0.048992947, -0.19407378, -0.04266071, -0.0410519, -0.9824355, -0.04094819, 0.1591373, -0.003784664, -0.03243022, 0.18372828, -0.21720201) * go_0(0.0, 0.0); + result += mat4(0.009888709, 0.13686997, -0.094822176, 0.05202961, 0.07718702, -0.111160606, -0.008345299, -0.03728517, 0.08747702, -0.609868, -0.004057196, -0.044258054, 0.06356071, 0.25430042, 0.020177737, 0.0132764075) * go_0(0.0, 1.0); + result += mat4(0.11496065, 0.21552022, -0.04389089, -0.0086625945, 0.09537117, -0.13809446, 0.08995812, 0.112047695, 0.011121139, -0.5289336, -0.022189362, 0.038001932, -0.1164996, 0.23712026, 0.020787118, -0.0011653812) * go_0(1.0, -1.0); + result += mat4(-0.09048339, -0.39137346, 0.21572241, 0.051918186, 0.11814622, 0.3203632, 0.024965152, -0.04971828, 0.009413184, -0.27384368, -0.06055165, 0.011737885, 0.06622072, 0.004352992, -0.16232811, -0.04402811) * go_0(1.0, 0.0); + result += mat4(0.09248723, 0.0889905, 0.024224376, 0.030123342, 0.03877418, -0.08895352, -0.13702047, 0.108477026, 0.040580783, -0.38253292, -0.017656842, -0.02734635, -0.10592393, -0.078880526, 0.06576184, 0.08253187) * go_0(1.0, 1.0); + result += mat4(0.015141747, -0.1309331, -0.02695935, -0.17821482, 0.06992731, 0.008076907, 0.04242278, -0.041699618, -0.2879429, 0.19774953, 0.049024932, 0.2859851, 0.07940857, 0.119633004, -0.0559928, 0.030878706) * go_1(-1.0, -1.0); + result += mat4(-0.24421887, 0.13531625, 0.16485777, -0.16606078, 0.013032199, 0.22538358, -0.08584098, -0.09070285, 0.2687854, 0.16989781, -0.032257568, -0.017058974, -0.009155003, 0.24833599, -0.037294723, -0.030808553) * go_1(-1.0, 0.0); + result += mat4(0.02493932, 0.114831686, 0.033882387, 0.14481047, -0.01829352, 0.115675755, -0.03021338, -0.004733893, 0.015008595, -0.19344689, -0.12460783, 0.047182407, -0.1743983, -0.09997754, -0.27779073, 0.07800383) * go_1(-1.0, 1.0); + result += mat4(-0.043531906, 0.07293452, -0.071971625, -0.0019219422, -0.04766082, -0.1400812, 0.025305094, 0.05111917, 0.08387639, -0.31426215, -0.004437485, 0.15080883, 0.046185132, -0.34772637, 0.1205064, -0.073153645) * go_1(0.0, -1.0); + result += mat4(-0.18307851, 0.09229181, -0.17735274, 0.50427365, 0.034740254, -0.13563888, 0.027704779, -0.10706108, 0.32057324, 0.1820803, -0.28548205, -0.20837711, 0.026674472, 0.015941067, -0.07913227, 0.10543624) * go_1(0.0, 0.0); + result += mat4(-0.19075814, -0.07901908, -0.09471109, 0.38521093, -0.051173307, 0.22712201, -0.0057217837, -0.008397543, -0.094950974, -0.07692618, 0.08312472, -0.1183983, 0.042578284, 0.055876415, 0.0013518286, -0.024476144) * go_1(0.0, 1.0); + result += mat4(0.07312584, -0.14143293, 0.039240487, -0.04388676, -0.040030226, 0.23504035, 0.049412448, 0.047472715, 0.01382807, -0.2750679, 0.21508247, 0.053023193, 0.029611293, -0.0056723547, -0.01997564, 0.03959638) * go_1(1.0, -1.0); + result += mat4(-0.15638126, -0.19253428, 0.10116556, 0.08715779, -0.11614563, 0.098930575, 0.087547146, -0.028423786, 0.21491656, 0.13664484, -0.24975125, -0.08325575, 0.032616112, -0.18295531, 0.065003626, 0.021616168) * go_1(1.0, 0.0); + result += mat4(-0.007087224, 0.3169042, 0.14880657, -0.18242247, 0.0064674197, 0.06109478, -0.059897806, -0.0011404125, 0.18070918, -0.08458671, -0.12923287, -0.08353918, -0.01897949, 0.06979917, 0.09025345, -0.017417897) * go_1(1.0, 1.0); + result += mat4(0.05179286, -0.034726117, 0.21951278, 0.082072996, 0.07295873, -0.08012756, 0.014272455, -0.056287043, -0.017637976, -0.013951062, 0.054536913, 0.017742792, -0.009336327, -0.03538978, 0.011911002, -0.11776655) * go_2(-1.0, -1.0); + result += mat4(0.13707292, -0.023107344, -0.00069132133, -0.08294918, -0.23168655, -0.096478485, 0.08214384, -0.059408333, 0.18943588, -0.03707817, -0.08321206, -0.22239017, -0.15046118, 0.120259546, 0.07002098, -0.09866878) * go_2(-1.0, 0.0); + result += mat4(-0.012951499, -0.27445596, -0.14348228, 0.0447087, 0.046177246, 0.017482923, 0.05994589, 0.015270621, 0.06457534, -0.05479883, 0.013528706, -0.12819076, -0.06994984, 0.07996559, -0.06996563, 0.054592125) * go_2(-1.0, 1.0); + result += mat4(0.10614017, -0.053328507, 0.08286402, -0.10957647, -0.12656961, 0.040465187, 0.17095993, 0.051273175, 0.04530683, 0.18120332, -0.027397426, -0.08206453, 0.069643475, -0.12606093, -0.058229, 0.18432495) * go_2(0.0, -1.0); + result += mat4(0.17823172, 0.41447365, 0.11639968, -0.06486261, 0.19411229, -0.19174264, -0.038545858, -0.10247162, -0.019421054, -0.009120293, 0.13342139, 0.04569454, -0.11488296, 0.080402605, 0.13746685, 0.14873841) * go_2(0.0, 0.0); + result += mat4(-0.0829372, -0.30971724, 0.032577418, 0.07669426, 0.018960338, 0.1791047, -0.047290523, -0.008268177, -0.04843848, 0.06855169, -0.07592713, 0.04155206, 0.08097685, 0.051547952, 0.011747727, -0.033211578) * go_2(0.0, 1.0); + result += mat4(-0.1373094, 0.15334417, -0.06870011, -0.06123882, 0.00090525567, 0.1162759, -0.082836166, 0.11193168, -0.08798139, 0.035071023, 0.01123731, -0.05533123, -0.024120709, 0.050991498, -0.1336545, -0.043407314) * go_2(1.0, -1.0); + result += mat4(-0.06407508, -0.33745393, 0.23901443, 0.052661825, 0.10159286, 0.07630392, -0.15228964, -0.03295662, -0.0060571227, 0.0071413037, 0.17815827, -0.12300588, 0.1899591, -0.25670734, 0.0070533925, -0.043219138) * go_2(1.0, 0.0); + result += mat4(-0.1732961, 0.30729872, 0.2262359, -0.21156187, 0.06456767, 0.021306427, 0.05425214, -0.083489835, -0.044103798, 0.052490056, -0.0044859303, -0.02098116, -0.0504092, -0.00038908, 0.039689723, -0.07444564) * go_2(1.0, 1.0); + result += mat4(-0.033599377, -0.08571998, -0.10530651, -0.08143152, -0.12479356, -0.060760368, 0.121969484, 0.038539995, 0.013419648, -0.08396321, 0.05109183, 0.017426316, -0.07328041, 0.05684259, 0.070007846, 0.10744751) * go_3(-1.0, -1.0); + result += mat4(-0.274972, 0.4282744, 0.22896598, -0.10019718, 0.16731918, 0.030695973, 0.041302808, 0.067710035, 0.023648342, -0.07225423, -0.038274363, 0.05649214, 0.2907932, -0.42040724, -0.012518357, -0.017642522) * go_3(-1.0, 0.0); + result += mat4(0.13465816, 0.25740397, 0.15255588, 0.095492624, 0.043392237, 0.020608524, 0.028149592, -0.02565965, 0.06586847, 0.0011866485, -0.037156094, 0.055193666, -0.04400515, 0.08791553, 0.010484813, -0.15319423) * go_3(-1.0, 1.0); + result += mat4(0.040082783, -0.06577737, -0.07995138, -0.16504121, 0.09325564, -0.22239633, 0.1648208, 0.028321613, 0.015860023, -0.08520523, -0.051657148, 0.061537597, 0.073225826, -0.14896914, 0.1299073, -0.006399767) * go_3(0.0, -1.0); + result += mat4(-0.09663643, -0.53566885, 0.025700806, 0.55880916, 0.2808175, 0.05318815, 0.062414836, 0.10828044, 0.05490069, -0.081015244, 0.09650798, -0.12189763, -0.07257968, 0.26949814, -0.012583941, 0.0008959956) * go_3(0.0, 0.0); + result += mat4(-0.011190751, 0.35855585, 0.1862791, 0.14002089, 0.027401952, 0.0042707003, -0.022745244, 0.10868378, -0.09141326, -0.17373067, 0.028805451, 0.017749606, 0.040033735, -0.011070057, -0.025801158, -0.13208073) * go_3(0.0, 1.0); + result += mat4(0.024512364, 0.08858363, -0.18131207, -0.027412666, -0.04424581, 0.011799249, -0.082901396, 0.038419988, 0.024691217, 0.052292384, -0.009439586, -0.00092504063, 0.008878617, 0.025503607, 0.021490294, 0.056503642) * go_3(1.0, -1.0); + result += mat4(-0.12956679, -0.34502396, 0.2046284, 0.026422406, -0.051775485, -0.004565459, 0.033549815, 0.24834748, -0.014039569, -0.008843974, -0.024532126, -0.028356941, 0.086490355, 0.19347343, -0.06651103, 0.01359097) * go_3(1.0, 0.0); + result += mat4(0.026218938, -0.071594626, 0.058404952, -0.0064054746, 0.021394106, 0.003737053, 0.013854575, 0.11512703, 0.041950155, -0.12979212, 0.029137189, -0.035896428, -0.052289136, 0.14120553, -0.069520056, 0.083379924) * go_3(1.0, 1.0); + result += mat4(0.10193102, -0.011678638, -0.08350273, -0.1182253, -0.15432937, 0.20543317, -0.20413567, -0.080253944, 0.07646635, -0.020952104, -0.0104566, -0.10925271, 0.055971812, 0.032747865, 0.04048261, 0.08953569) * go_4(-1.0, -1.0); + result += mat4(-0.016132157, -0.08411032, -0.14439175, 0.056656662, -0.12841295, -0.051562544, -0.040920693, -0.027162159, -0.05479628, -0.13349691, -0.28604138, 0.053583436, 0.13565014, 0.11799203, -0.28183892, -0.14269474) * go_4(-1.0, 0.0); + result += mat4(-0.062003274, -0.048884556, -0.20334347, 0.22376512, -0.089073546, 0.11118097, -0.009234466, -0.07418679, -0.14703932, 0.16732392, -0.07114778, -0.06633442, 0.04149066, 0.061250567, 0.18997967, 4.3616074e-05) * go_4(-1.0, 1.0); + result += mat4(-0.013199228, 0.04439229, 0.022987943, 0.031648617, 0.028317936, -0.065302536, 0.12444893, -0.10333742, -0.055278953, 0.0026120062, 0.292226, -0.048765816, 0.094359584, 0.080392964, 0.04476662, -0.05632204) * go_4(0.0, -1.0); + result += mat4(0.30331823, -0.13950066, 0.046152875, -0.049017597, -0.030433452, -0.098067395, 0.05823237, 0.23484923, -0.052533124, -0.17569515, 0.043904085, 0.34406292, 0.09246567, 0.44028738, -0.1541278, 0.10462374) * go_4(0.0, 0.0); + result += mat4(-0.053813357, -0.06074867, -0.08128881, -0.015421247, 0.1122167, 0.06750029, -0.07663203, 0.06962623, 0.016814634, -0.018121587, -0.17165172, 0.06247406, -0.061192635, -0.21323347, -0.20642947, 0.024856035) * go_4(0.0, 1.0); + result += mat4(-0.017261975, 0.001956938, 0.03585212, -0.051244717, -0.012848608, 0.060172677, -0.110458344, -0.14227545, 0.074150845, 0.122560345, 0.0022584137, 0.124024406, -0.0020875141, -0.44394484, 0.21422713, -0.04319881) * go_4(1.0, -1.0); + result += mat4(-0.034175355, -0.010641907, -0.035431314, 0.009394309, 0.06870524, -0.020846654, 0.0075500663, -0.10564474, 0.031213112, 0.32362583, -0.01739634, -0.080315515, -0.026090765, -0.2125432, 0.17748094, 0.08196893) * go_4(1.0, 0.0); + result += mat4(0.023425572, 0.058883358, -0.08460052, -0.06000809, -0.07512468, 0.15626664, 0.007509836, 0.019525077, 0.054792758, -0.23570415, -0.05554373, -0.14720254, -0.022515034, 0.04687545, -0.09122355, -0.08824173) * go_4(1.0, 1.0); + result += mat4(0.03242358, 0.009580177, 0.020231772, 0.022309156, -0.12902056, 0.14806129, -0.027296314, 0.063802026, -0.039501395, -0.01489755, -0.19859995, -0.10364646, 0.09310042, -0.028172733, -0.08560778, -0.030869158) * go_5(-1.0, -1.0); + result += mat4(-0.101350136, 0.05526243, 0.0035860895, 0.09896092, 0.19400865, 0.2449927, -0.18022242, 0.09199169, -0.0077618533, -0.18838565, -0.45503637, 0.20625886, 0.041608825, -0.114395924, -0.0850152, 0.0733077) * go_5(-1.0, 0.0); + result += mat4(-0.08502301, 0.15609683, 0.017885443, -0.02539383, -0.026503822, -0.036420856, 0.0021276672, 0.06999657, -0.046073034, 0.16763787, -0.14055778, -0.0049013835, 0.009052177, -0.09790551, 0.117615454, 0.048404485) * go_5(-1.0, 1.0); + result += mat4(-0.028804805, 0.004398154, 0.02801529, -0.0806873, -0.03933947, 0.12910266, -0.1326506, 0.08548417, -0.5164903, 0.07406561, 0.22457983, 0.14813408, -0.05975599, -0.019444315, 0.07565449, -0.23129421) * go_5(0.0, -1.0); + result += mat4(-0.2850856, -0.12607557, 0.014540369, -0.08426361, -0.027262088, 0.20371006, -0.12156548, 0.17130668, -0.31521708, 0.049210936, -0.35247996, 0.18296543, 0.42723244, 0.2039884, -0.035021685, 1.1381091) * go_5(0.0, 0.0); + result += mat4(0.08956528, -0.00317981, -0.07248739, -0.055904776, -0.03996253, 0.025405107, 0.00059332704, -0.037291884, -0.09004787, -0.23186557, -0.16186874, 0.0020177872, 0.022994975, -0.20395516, -0.17148314, 0.14748491) * go_5(0.0, 1.0); + result += mat4(-0.0061345818, -0.16014275, 0.17222595, -0.07567761, -0.061348878, -0.1720377, 0.12391044, -0.1664243, 0.20054317, 0.053534795, 0.18869756, -0.15747075, 0.023294995, 0.19970472, 0.14656426, 0.033892497) * go_5(1.0, -1.0); + result += mat4(-0.0951606, 0.114271455, -0.035583224, -0.0395411, -0.324703, -0.3520329, 0.32128307, -0.05776112, -0.12950924, 0.10391318, -0.0319499, -0.050979655, -0.13066222, -0.25933158, 0.021341946, 0.09927698) * go_5(1.0, 0.0); + result += mat4(0.18134786, -0.057574477, -0.1466477, -0.046258144, -0.024677455, 0.04083935, 0.14517285, -0.25801346, 0.18157719, -0.090125926, -0.0036604172, -0.20966503, -0.00015470991, -0.016252374, -0.03844368, 0.06726928) * go_5(1.0, 1.0); + result += vec4(0.057122286, 0.012267435, -0.008509618, -0.033430006); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.04442572, -0.021079494, 0.08133416, -0.14203873, -0.07575563, -0.036278915, -0.02581178, 0.074260384, 0.110657595, 0.022575535, 0.14307183, 0.009784463, 0.0019734183, -0.022827094, -0.10990385, 0.018472824) * go_0(-1.0, -1.0); + result += mat4(0.21470577, -0.102078706, -0.19685651, -0.10499778, -0.14538614, 0.12205785, -0.119196534, -0.12512656, -0.0157255, 0.06778767, 0.051144827, -0.061093763, -0.014912816, -0.10668368, 0.16782193, 0.04672345) * go_0(-1.0, 0.0); + result += mat4(0.23532265, -0.06437796, -0.1636927, 0.096415624, -0.14463958, 0.07062449, -0.009412339, -0.053424593, -0.020204574, 0.048089918, -0.036215715, -0.140922, -0.11925414, -0.05972305, 0.0024522278, 0.09344713) * go_0(-1.0, 1.0); + result += mat4(-0.007486091, -0.041294333, 0.03958969, 0.053319015, -0.0508917, -0.05159112, 0.11288304, 0.26939824, 0.024348699, 0.060014047, -0.034696687, 0.009803982, -0.019758658, -0.108922645, 0.14256927, -0.027265849) * go_0(0.0, -1.0); + result += mat4(0.08267747, 0.01354375, 0.33666995, 0.101669155, -0.110209286, 0.14248498, -0.16946654, -0.35839102, 0.20460105, 0.11426335, 0.11318654, -0.044304296, -0.076097116, 0.029738575, 0.15636109, -0.0552018) * go_0(0.0, 0.0); + result += mat4(0.14432563, 0.0046133446, -0.10694144, 0.022137064, -0.5636542, -0.13867012, -0.008164329, -0.12708999, 0.044234607, 0.115975946, -0.092227295, -0.07865807, 0.108110346, -0.017337924, 0.043074783, -0.041216116) * go_0(0.0, 1.0); + result += mat4(0.026432367, -0.06873426, 0.061831556, -0.00605308, -0.056780808, -0.07177329, -0.0057719476, 0.07050306, 0.027728474, 0.09348229, -0.09152759, -0.09133902, 0.024218138, 0.03562348, -0.018500235, 0.024786536) * go_0(1.0, -1.0); + result += mat4(-0.015634011, 0.00043256918, -0.08569041, 0.099786475, -0.13876541, 0.06958842, -0.21906306, 0.11165318, -0.09130837, 0.14580032, -0.102398746, 0.051243573, 0.059544906, 0.057559166, -0.033218343, 0.08339028) * go_0(1.0, 0.0); + result += mat4(0.006991434, -0.0743791, -0.088750206, -0.021417037, -0.29907656, 0.007902655, -0.036114752, -0.122924, -0.067659825, 0.029919846, 0.14793514, -0.097599104, 0.016503064, -0.1095046, -0.028360674, -0.058358364) * go_0(1.0, 1.0); + result += mat4(0.004909281, 0.071267895, 0.16850118, -0.054999575, -0.14304577, 0.02441106, 0.050973237, 0.009992714, -0.109278284, 0.07919291, 0.0077810627, 0.034462743, 0.047741413, 0.12163777, -0.12122584, 0.013382445) * go_1(-1.0, -1.0); + result += mat4(0.0005590338, -0.015862202, -0.046375863, -0.091307804, -0.20246892, -0.059480507, 0.11874404, 0.17396803, -0.17960979, -0.034825385, 0.004660247, 0.1359996, 0.0032430585, 0.07977283, 0.148807, -0.05778742) * go_1(-1.0, 0.0); + result += mat4(0.18160479, 0.043647032, -0.017925482, 0.017439943, 0.015033334, 0.011356719, 0.03396472, 0.004971239, -0.13910371, 0.044191893, -0.12855305, -0.056105338, 0.056831665, 0.133879, -0.063164115, 0.0071621994) * go_1(-1.0, 1.0); + result += mat4(-0.113280386, 0.0025519284, 0.18671317, 0.08804424, 0.20677073, -0.0804015, -0.08834917, 0.09533873, 0.083148256, -0.048961774, -0.07908736, -0.02688625, 0.035848085, 0.10695606, -0.22634004, -0.13171262) * go_1(0.0, -1.0); + result += mat4(0.1707226, 0.08533742, 0.21622618, -0.21757056, -0.1274536, 0.08398028, 0.3202134, 0.022998685, 0.04880864, -0.34749946, 0.13356782, 0.054071113, 0.27817082, 0.082054846, 0.1917598, -0.028963286) * go_1(0.0, 0.0); + result += mat4(0.017651493, 0.026090013, -0.15366435, 0.04745487, -0.083071895, 0.04845406, 0.05552361, 0.096130624, -0.010397022, 0.053183064, -0.07440269, -0.027566215, -0.1770849, -0.02905562, 0.07577059, 0.01106056) * go_1(0.0, 1.0); + result += mat4(-0.09079958, 0.07023978, 0.013599515, 0.03719188, -0.029139029, -0.12541416, -0.1298324, -0.089526765, 0.026374, -0.03675827, -0.0664432, -0.10954637, -0.03706898, 0.07195458, 0.2083045, -0.13173243) * go_1(1.0, -1.0); + result += mat4(0.119648434, 0.085478894, 0.1322845, -0.217921, -0.0493358, 0.016056411, -0.008486342, 0.121576615, -0.15643454, 0.03276933, 0.096999034, -0.04267362, -0.0680802, 0.19929416, -0.09860732, -0.20886037) * go_1(1.0, 0.0); + result += mat4(-0.03567257, 0.09823424, 0.097885884, -0.0057406626, -0.007873974, -0.103281036, -0.013342071, -0.052842017, -0.15585557, -0.127313, -0.08575327, 0.012302473, 0.14850815, 0.1284913, -0.11507875, -0.053595018) * go_1(1.0, 1.0); + result += mat4(-0.054356705, 0.029001048, 0.017115368, 0.03151991, 0.18608244, 0.13901179, 0.57566303, 0.06494094, 0.028459521, 0.14781436, 0.06256118, 0.030419847, 0.07467109, -0.06440686, 0.053834237, -0.0071851187) * go_2(-1.0, -1.0); + result += mat4(0.007199532, -0.121588215, 0.044833265, 0.27465758, 0.3438028, -0.023367146, 0.51061314, -0.238366, -0.2637815, 0.10414675, 0.23945883, 0.12390733, 0.23056524, -0.036144268, 0.029334458, -0.022119714) * go_2(-1.0, 0.0); + result += mat4(-0.05376701, -0.06664099, 0.059821654, -0.0018416446, 0.2638233, 0.043670908, 0.3815553, -0.13832693, -0.0050786, 0.09253983, 0.23859836, 0.07963589, 0.07718028, -0.079752676, 0.11433723, 0.011501202) * go_2(-1.0, 1.0); + result += mat4(0.1874364, -0.17093459, 0.010855328, 0.120664425, 0.111470625, 0.1484681, 0.5195336, -0.0069446685, 0.042319857, 0.05145161, -0.039009307, -0.01998825, -0.07303624, 0.09134541, 0.10079329, 0.030079208) * go_2(0.0, -1.0); + result += mat4(-0.2186243, -0.4428867, 0.092963874, 0.13073802, -0.019760692, 0.08763586, 0.34470505, -0.23975423, -0.49366876, 0.03650021, -0.26312304, -0.10178505, -0.19149905, 0.08961964, -0.03015555, -0.41838256) * go_2(0.0, 0.0); + result += mat4(-0.028188573, 0.031499006, -0.063600264, 0.24837458, 0.19443984, 0.058427423, 0.28769475, -0.08521067, -0.071029276, 0.14094949, 0.11166354, 0.049317956, -0.010624909, -0.06265303, 0.1114735, 0.02864904) * go_2(0.0, 1.0); + result += mat4(-0.052337993, -0.017547317, -0.03520667, 0.002673191, 0.1905491, 0.17264749, 0.32332307, 0.061626773, 0.136209, 0.19794804, 0.16509542, -0.04580146, 0.028514566, 0.041068107, 0.043710496, -0.13467996) * go_2(1.0, -1.0); + result += mat4(0.057524405, -0.0670017, 0.0016474138, 0.10262694, 0.036269784, 0.036402486, 0.44747186, 0.12797451, -0.047264162, 0.0766207, -0.23309897, -0.1266668, 0.074957475, 0.015929028, 0.2692563, 0.036415808) * go_2(1.0, 0.0); + result += mat4(0.17724822, -0.109371126, -0.0682871, 0.14675598, 0.054630626, 0.062969014, 0.36832303, -0.013787229, 0.024231227, 0.12613758, -0.055872746, -0.04053383, -0.006620505, 0.015584234, 0.035116877, 0.01693195) * go_2(1.0, 1.0); + result += mat4(0.19397566, 0.07098955, 0.18101004, 0.083367795, -0.070514366, -0.044412676, -0.062800385, 0.068795145, -0.19326128, -0.10733093, -0.1681797, 0.02347941, 0.09339788, 0.15950295, 0.057467394, 0.056237224) * go_3(-1.0, -1.0); + result += mat4(0.136637, -0.07271869, 0.26881287, 0.34395644, -0.04324773, 0.103202775, -0.16522674, -0.044781554, -0.086582124, 0.054414462, 0.065597564, 0.033376656, -0.111290336, -0.0014986617, -0.2212502, -0.25075877) * go_3(-1.0, 0.0); + result += mat4(-0.06789657, -0.18068478, 0.09911924, -0.23166406, -0.044929348, -0.031290393, 0.13361748, 0.03413577, -0.040923, 0.049681865, -0.07380375, 0.08915985, 0.07288317, 0.06554518, -0.1643758, 0.055818856) * go_3(-1.0, 1.0); + result += mat4(0.2203703, -0.037368517, 0.09785233, -0.06491308, -0.092911914, -0.031082682, -0.104810245, 0.034624774, -0.023380022, 0.0052404683, 0.06841838, -0.023614911, -0.03593765, -0.046437703, -0.1844866, -0.14166127) * go_3(0.0, -1.0); + result += mat4(0.05909365, -0.36332077, -0.2689632, 0.1739602, -0.45130134, 0.12989542, -0.005341447, -0.06824331, -0.15072067, -0.05676317, -0.13605535, -0.18169174, 0.07681412, 0.124912, -0.021684267, 0.0894891) * go_3(0.0, 0.0); + result += mat4(-0.035549298, -0.21778642, 0.097288795, -0.26111203, 0.10414918, 0.0061409012, -0.0556371, -0.032494467, 0.052588258, 0.06812076, -0.16265821, 0.118465446, -0.099786356, 0.0869041, -0.25942245, 0.009399633) * go_3(0.0, 1.0); + result += mat4(0.11580169, -0.024714155, 0.010325179, 0.013701658, -0.076200895, 0.10303264, -0.094055474, -0.029318763, 0.07376417, 0.049632907, 0.032555673, 0.10790659, -0.101094194, 0.071630724, -0.109847575, 0.0077851396) * go_3(1.0, -1.0); + result += mat4(0.1398949, -0.04883586, 0.23428173, -0.15378661, -0.100387186, 0.009293077, -0.008328632, -0.10520436, 0.035526622, 0.064958505, -0.1684589, -0.12430499, 0.13108692, 0.028732104, -0.0724291, -0.14364761) * go_3(1.0, 0.0); + result += mat4(0.13408709, 0.037318103, 0.030060692, -0.02245396, -0.11561478, -0.07266053, -0.14419918, -0.15680459, 0.104011424, 0.0289589, -0.05245363, 0.02856205, -0.0973203, -0.009120509, 0.08775658, -0.08062229) * go_3(1.0, 1.0); + result += mat4(0.115849026, 0.06085271, -0.015712146, -0.035179697, 0.14623754, -0.027535545, 0.105676346, 0.28401312, 0.00610444, -0.18113948, 0.003972312, 0.022277411, 0.030053148, -0.06660701, -0.007032331, -0.026460487) * go_4(-1.0, -1.0); + result += mat4(0.105825655, 0.031863045, -0.011142612, -0.023293436, 0.0680703, 0.12657744, -0.31427047, -0.045503054, 0.019428464, 0.055280883, 0.033349436, -0.0824765, 0.04048357, -0.039309558, -0.13541335, -0.0711577) * go_4(-1.0, 0.0); + result += mat4(0.00587736, 0.066619515, -0.1982745, -0.12112423, -0.001499343, -0.06931127, -0.17176788, 0.030141942, -0.10718468, 0.07443775, -0.12964384, 0.122857764, -0.06771741, -0.07971639, -0.044493467, -0.0075695426) * go_4(-1.0, 1.0); + result += mat4(0.023990182, 0.052072257, -0.07704469, -0.05818583, 0.2703359, -0.1253082, 0.3321394, 0.51275367, -0.20541172, 0.087123945, -0.21254195, -0.21670723, 0.00083692186, -0.04276457, 0.10195174, 0.03721505) * go_4(0.0, -1.0); + result += mat4(0.080449946, 0.18648995, -0.11595206, -0.15039912, -0.07889376, -0.31233358, -0.2996588, 0.551305, -0.20122233, 0.24880885, -0.04481761, -0.3973453, 0.10033973, 0.05511902, 0.029888729, 0.021694044) * go_4(0.0, 0.0); + result += mat4(0.03702065, -0.088798195, 0.06667468, 0.044227604, 0.07188657, -0.04998249, 0.2439061, -0.1476103, -0.064125344, 0.034045372, -0.13339408, 0.109842144, 0.19029056, -0.029507356, -0.08236508, 0.07658855) * go_4(0.0, 1.0); + result += mat4(0.028597932, -0.03854459, 0.047724374, 0.065792255, -0.09860975, -0.08000352, 0.10390718, 0.23593639, -0.11188388, 0.016842902, -0.11817977, 0.06368645, 0.055055078, 0.058349103, -0.08001618, -0.024517627) * go_4(1.0, -1.0); + result += mat4(-0.16921136, -0.04083932, -0.00835477, 0.2030543, -0.012638247, -0.27452287, 0.0956476, -0.04617994, 0.15653826, 0.06020273, -0.10202549, -0.06836085, 0.11841569, 0.048987422, -0.07977096, -0.012123196) * go_4(1.0, 0.0); + result += mat4(-0.0235341, -0.046976402, 0.032694343, -0.16520928, -0.017081633, -0.03708282, 0.07898976, -0.11212351, 0.11997062, 0.15722035, 0.06421537, 0.00097069755, 0.037570357, -0.040770754, -0.0743307, 0.0534563) * go_4(1.0, 1.0); + result += mat4(0.09699342, -0.09981163, -0.10912867, 0.10897145, -0.030223582, -0.014247349, -0.03482929, -0.01305651, -0.038396984, 0.009796579, -0.1132907, 0.077554524, 0.031296402, 0.014200385, 0.22940783, 0.13804206) * go_5(-1.0, -1.0); + result += mat4(0.1207108, -0.1887047, 0.15963583, 0.03816067, -0.017255, 0.008443818, -0.065400094, 0.044166937, 0.17263496, 0.14113733, 0.082817905, 0.082012236, 0.096803635, -0.06069386, -0.062445905, -0.04569513) * go_5(-1.0, 0.0); + result += mat4(-0.03677858, 0.027012087, -0.20495425, 0.16764086, -0.025615353, -0.0020314269, 0.007159334, -0.0044264444, -0.04242938, -0.04116411, -0.063763745, -0.016643412, -0.022430163, -0.09297498, 0.0027288082, 0.09743419) * go_5(-1.0, 1.0); + result += mat4(0.098948084, -0.13285282, 0.19235732, 0.2794696, 0.004499766, -0.015963264, -0.0557736, 0.0024319638, -0.048159864, 0.029840004, -0.32350582, -0.21436322, 0.11063215, -0.07647232, -0.061627094, -0.09123133) * go_5(0.0, -1.0); + result += mat4(0.13004114, -0.12624854, -0.1305723, -0.18789066, 0.041747153, 0.019262334, 0.17703997, 0.02054544, 0.16357894, 0.09787803, 0.07931654, 0.23711719, 0.07959038, -0.14655703, 0.19117653, 0.5182774) * go_5(0.0, 0.0); + result += mat4(-0.021226425, -0.15988874, -0.25700846, 0.08832854, 0.012499655, 0.011893902, 0.029938264, -0.0056565106, -0.047849346, -0.07041324, 0.1554268, -0.09428568, -0.057141136, 0.0027243465, 0.08234678, 0.028744241) * go_5(0.0, 1.0); + result += mat4(0.011884608, -0.14763886, -0.021171318, 0.14934142, -0.018248998, -0.024268437, -0.014130621, -0.0027485457, -0.0809039, 0.05827554, -0.14076029, -0.1408414, 0.033655114, -0.113111265, 0.007957397, 0.024406865) * go_5(1.0, -1.0); + result += mat4(-0.03952874, -0.10756346, -0.21955557, 0.07950554, -0.05224832, -0.0015799722, 0.019645864, 0.046215426, 0.025174068, 0.05614136, -0.02355428, 0.12604117, -0.05630602, -0.104844145, 0.0040577715, 0.20292816) * go_5(1.0, 0.0); + result += mat4(0.08337458, -0.04375854, 0.12814969, -0.0505745, -0.02162198, -0.022859862, -0.009827576, -0.06884463, -0.13378213, -0.024044786, -0.1587514, -0.09542159, -0.079674646, -0.118072495, -0.015328217, -0.034902822) * go_5(1.0, 1.0); + result += vec4(0.06617475, 0.031411394, -0.08600086, -0.12331019); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.104435995, 0.08523803, 0.13313451, 0.01485225, -0.067918435, 0.17933276, 0.021827344, 0.0296916, -0.07059249, 0.0037901546, 0.016877035, -0.029718481, 0.013821487, 0.0051245163, -0.009027754, -0.0703365) * go_0(-1.0, -1.0); + result += mat4(-0.13151535, 0.05132924, 0.2739186, 0.48619145, 0.13476053, 0.3685631, -0.027353717, -0.07500873, -0.05480841, -0.014034983, -0.085864894, 0.08971871, 0.07406436, -0.01183941, 0.16449541, -0.06773314) * go_0(-1.0, 0.0); + result += mat4(0.013538097, 0.1583598, -0.055277165, 0.07637614, 0.07473682, 0.22345996, 0.030919895, -0.06126728, 0.02978074, -0.10157281, -0.1264838, 0.00084818545, 0.10940815, -0.0269847, 0.063068226, -0.03479123) * go_0(-1.0, 1.0); + result += mat4(0.043592498, 0.18918565, 0.21017411, -0.023375075, -0.021484343, -0.06985366, 0.21826547, -0.00875028, 0.07610231, -0.08861247, 0.03791508, 0.0031226536, -0.028661136, 0.060399413, 0.0592066, -0.06264682) * go_0(0.0, -1.0); + result += mat4(0.21633635, 0.22528979, 0.47684777, -0.058535807, 0.08307837, -0.19632038, 0.12323838, -0.02472063, 0.056115244, 0.07563149, -0.083180495, -0.07311292, 0.03583403, -0.2776853, -0.20366116, -0.022084663) * go_0(0.0, 0.0); + result += mat4(0.057834644, 0.19703801, -0.047718063, 0.079801254, 0.12549312, 0.026414996, 0.023341564, 0.082731344, 0.14167784, 0.048134133, -0.04772942, 0.09571532, -0.097056195, 0.007009441, 0.06857669, 0.026794193) * go_0(0.0, 1.0); + result += mat4(0.041096892, 0.006188847, 0.11750499, -0.13447829, 0.0017394158, 0.01783059, 0.15956202, -0.03767544, 0.02673659, -0.05342451, -0.14283001, 0.004724371, -0.024063434, 0.023162393, 0.054349884, -0.10900122) * go_0(1.0, -1.0); + result += mat4(0.07189023, 0.014259161, -0.028867813, -0.045834795, 0.14308538, 0.17444627, 0.17258337, 0.022358263, -0.05739824, 0.07874781, 0.00055093376, -0.12329737, -0.063672766, 0.025692929, -0.052464493, 0.17745042) * go_0(1.0, 0.0); + result += mat4(0.026802428, 0.13577338, -0.06985617, 0.074659124, 0.1569288, 0.08905961, 0.012837567, -0.052218303, -0.025591483, 0.119624466, 0.024393069, 0.19790728, -0.037801497, 0.05334152, 0.019320685, -0.012112278) * go_0(1.0, 1.0); + result += mat4(0.05892214, -0.032721363, -0.045643594, -0.030719811, -0.104445435, -0.1574105, -0.06973961, 0.0880568, -0.015203705, -0.13851601, -0.01675903, -0.025943246, 0.05482791, -0.08070468, 0.0048817545, -0.2195491) * go_1(-1.0, -1.0); + result += mat4(0.21571757, -0.1806072, -0.010998025, 0.020393362, 0.021816706, -0.018158916, -0.11101471, 0.016325697, -0.12101562, -0.049236, -0.20187455, 0.1455995, 0.04611496, 0.08955074, -0.098323554, 0.009564463) * go_1(-1.0, 0.0); + result += mat4(0.005143037, 0.031717982, -0.050139457, -0.1109613, 0.03775848, 0.00954106, -0.06293631, 0.0890101, -0.00040289984, -0.03748492, -0.06439364, 0.07678777, 0.08420904, -0.019876583, -0.122263946, -0.06204237) * go_1(-1.0, 1.0); + result += mat4(-0.20215075, 0.050689973, -0.046013024, 0.0023596657, -0.15971628, -0.20731676, 0.12560777, 0.29917854, -0.111574054, -0.04077845, -0.11790463, 0.04522926, 0.18117487, -0.17887163, -0.09449106, -0.32954872) * go_1(0.0, -1.0); + result += mat4(-0.048394788, 0.0773854, 0.069474846, -0.15471548, -0.22533698, -0.03836189, 0.042107325, 0.07787484, -0.19023094, -0.31975862, 0.027023884, 0.22310641, -0.30156738, -0.18671185, 0.10680384, -0.17596984) * go_1(0.0, 0.0); + result += mat4(-0.049384125, -0.10053522, -0.02494229, 0.13089181, 0.12716612, -0.011930183, -0.055107582, -0.011396776, -0.037174955, -0.07332422, -0.037290994, -0.020584442, 0.12331001, -0.15849335, -0.11254808, -0.0070635113) * go_1(0.0, 1.0); + result += mat4(0.10335844, 0.014899349, -0.064154595, -0.0028669129, 0.034805696, -0.18495506, 0.005376811, 0.08496156, 0.013403576, -0.014818112, -0.01596864, -0.03724775, 0.07349724, -0.0763195, 0.0443468, -0.22289227) * go_1(1.0, -1.0); + result += mat4(0.121551886, 0.006529306, -0.013299677, -0.19693732, -0.0043474436, -0.19871178, -0.052884568, 0.074092165, -0.038850788, 0.033550348, -0.08163774, 0.06271596, 0.20859785, 0.0067883697, -0.046475146, -0.48063815) * go_1(1.0, 0.0); + result += mat4(0.083180554, 0.052318644, 0.03218632, 0.11313337, -0.031635284, -0.09441545, -0.004538136, 0.03766669, -0.15290408, 0.029063439, -0.08709602, 0.20032041, 0.10752559, -0.025936332, -0.16803461, -0.31867516) * go_1(1.0, 1.0); + result += mat4(-0.011112246, 0.05966688, 0.08825975, -0.06790863, -0.0754694, -0.19575286, 0.08554758, -0.18269138, -0.1280453, 0.18379766, -0.08955887, 0.17286651, -0.013172642, -0.0035751443, 0.055351105, -0.02254156) * go_2(-1.0, -1.0); + result += mat4(-0.11329527, 0.181477, -0.054028887, 0.037797876, -0.14424248, -0.15426451, -0.0749264, -0.15829895, -0.09827482, 0.13866791, 0.013977896, 0.3066159, 0.03892076, 0.0022721966, 0.088637464, -0.18673263) * go_2(-1.0, 0.0); + result += mat4(0.052434247, 0.1075718, 0.09951973, -0.026689908, -0.082213305, -0.068657055, -0.10954474, -0.36598998, 0.059983972, 0.071539626, 0.105706535, -0.014004922, -0.04493435, -0.00943364, 0.014306285, -0.086277805) * go_2(-1.0, 1.0); + result += mat4(-0.07653824, -0.05569481, 0.12022612, -0.02960086, -0.0827238, -0.12082348, 0.018902717, -0.17416616, -0.03121552, 0.008206833, -0.10166017, 0.0037599066, -0.009543466, 0.0020527479, 0.050042894, -0.10293714) * go_2(0.0, -1.0); + result += mat4(0.14261888, -0.1898871, -0.15847605, 0.028050601, -0.016525509, -0.03094436, -0.19239494, -0.18140908, 0.14230183, -0.33403888, -0.39611194, 0.13778488, 0.1988197, -0.06581933, 0.002683303, -0.108148) * go_2(0.0, 0.0); + result += mat4(-0.037351307, -0.09952294, 0.024785696, -0.0168355, -0.07218153, -0.1065052, -0.081961505, -0.15091445, 0.18406965, 0.13677996, -0.14867578, 0.089149386, -0.05840212, -0.059798297, -0.0201243, -0.029525604) * go_2(0.0, 1.0); + result += mat4(-0.009857878, -0.087470345, 0.011972532, -0.13542594, 0.0354294, -0.20797616, -0.024621738, -0.08760984, 0.072218195, -0.13620329, -0.050354343, -0.17628804, 0.0071922955, 0.0018819867, -0.03858231, 0.018087402) * go_2(1.0, -1.0); + result += mat4(-0.1553403, -0.03627257, 0.004989727, -0.0921159, -0.05149391, -0.21778369, -0.06126919, -0.072652444, 0.22329745, -0.11201775, -0.122997835, 0.05540077, -0.07249663, 0.0042517297, -0.05706445, 0.017356722) * go_2(1.0, 0.0); + result += mat4(-0.05847665, -0.015685597, 0.14335254, -0.007372796, -0.0077773617, -0.08556339, 0.06739385, -0.04068274, 0.15799382, 0.038163103, 0.05265575, -0.08238097, 0.040807348, -0.07065019, 0.028166778, -0.15436243) * go_2(1.0, 1.0); + result += mat4(-0.16044334, 0.283655, -0.022656776, 0.08448171, -0.038254652, -0.044832315, 0.08454063, 0.007472126, -0.009800128, 0.18591672, 0.10872203, -0.058036473, -0.098420285, 0.023155827, -0.04196021, 0.09891162) * go_3(-1.0, -1.0); + result += mat4(-0.17852576, 0.54625523, -0.081733584, 0.081366554, -0.069625385, -0.11218507, 0.028421586, 0.071588986, -0.014985082, -0.087979324, 0.3142317, -0.19760501, -0.16015647, 0.13895224, -0.2701074, 0.30648437) * go_3(-1.0, 0.0); + result += mat4(-0.014566373, 0.02057931, 0.10014358, 0.06578205, -0.15359782, -0.11839336, 0.13061163, 0.076945096, -0.01413561, -0.013397205, 0.015244041, -0.10279087, 0.09975661, -0.023128696, -0.016278943, 0.18001132) * go_3(-1.0, 1.0); + result += mat4(-0.06356644, 0.14646067, 0.016344864, -0.013904187, 0.064943634, -0.1281504, -0.06950529, -0.028252209, -0.011304186, 0.04061305, 0.09251525, -0.05251633, 0.09714447, -0.05430799, -0.17469239, 0.1850043) * go_3(0.0, -1.0); + result += mat4(-0.14378282, 0.22984904, 0.32252252, 0.26133427, 0.45289674, 0.14866802, -0.24101377, -0.18861331, -0.030501021, -0.1883431, -0.13604005, -0.15657176, 0.020317623, 0.23096721, 0.10420801, 0.15710264) * go_3(0.0, 0.0); + result += mat4(0.06454669, -0.04189079, 0.056962494, -0.04948231, -0.2148223, -0.039649688, -0.0113121355, 0.20814565, 0.111416936, -0.035151463, -0.056465276, -0.080573045, -0.07819258, 0.018179936, -0.2283728, 0.12155499) * go_3(0.0, 1.0); + result += mat4(-0.02560027, 0.070398115, -0.02989104, 0.028688442, 0.04278315, 0.013474358, -0.07253673, 0.02276444, 0.12581308, -0.03901054, 0.08311041, -0.08153711, 0.02564736, -0.043852035, -0.028089473, -0.044236403) * go_3(1.0, -1.0); + result += mat4(0.09625976, 0.005770156, 0.16631871, -0.1034893, -0.19147423, 0.004631949, -0.07540428, 0.015621006, 0.03929467, 0.04762953, -0.080173716, -0.10179307, 0.059833538, 0.05659006, -0.13382521, -0.0313998) * go_3(1.0, 0.0); + result += mat4(0.07715199, -0.03317866, -0.024203375, -0.1298324, -0.09655965, -0.026206894, 0.18922973, 0.07624604, -0.007847103, -0.058786727, -0.049493928, 0.019805223, -0.008090047, -0.019503202, -0.064513676, 0.10351463) * go_3(1.0, 1.0); + result += mat4(0.022054255, -0.07858889, -0.10127163, -0.06832876, -0.07584891, 0.04215273, -0.0029053919, 0.08290376, -0.03475005, 0.08332925, 0.009553486, 0.07245685, -0.017920833, 0.015080806, -0.0002565289, 0.006093501) * go_4(-1.0, -1.0); + result += mat4(0.09178481, 0.013873079, -0.02395207, -0.133258, -0.08877421, -0.21369275, -0.11754095, 0.17205496, 0.012909828, 0.10264451, 0.23808923, 0.055029023, 0.034399036, -0.046347205, 0.0067525543, 0.0777463) * go_4(-1.0, 0.0); + result += mat4(-0.02699122, 0.04746888, -0.113287434, -0.025223, -0.005920497, -0.21902934, -0.13731015, 0.014423957, 0.036004063, 0.05559045, -0.0655789, 0.13083544, -0.06181434, 0.042077873, 0.022695009, 0.043042142) * go_4(-1.0, 1.0); + result += mat4(0.05076442, -0.06772015, -0.044568565, -0.018430268, -0.046832457, 0.14489225, 0.118378006, 0.053310696, 0.117090195, 0.23086876, 0.058276806, -0.03198186, -0.026497893, 0.09645919, 0.08429416, -0.022437949) * go_4(0.0, -1.0); + result += mat4(0.06788362, -0.071499035, -0.03412108, -0.1442882, -0.061426826, 0.15115702, 0.20443979, 0.42235458, 0.34301203, 0.15906362, -0.4573595, -0.38218448, 0.074763715, 0.03956433, -0.2741876, -0.045825735) * go_4(0.0, 0.0); + result += mat4(0.042785604, 0.086842, 0.06526033, -0.26330376, -0.13392642, -0.09802622, -0.060285453, -0.04659627, 0.063904576, 0.030205727, -0.02990855, -0.03692373, 0.009259516, -0.033007562, -0.027945964, 0.12487634) * go_4(0.0, 1.0); + result += mat4(-0.04833785, 0.025812654, 0.09670586, -0.0398005, 0.084576905, 0.006827775, 0.21430464, -0.062337395, 0.01071662, 0.042277753, -0.07786652, 0.080589384, 0.050834, -0.018442666, -0.10043296, 0.0051965285) * go_4(1.0, -1.0); + result += mat4(-0.06940597, 0.0052362564, 0.11979121, 0.002420146, -0.014626038, -0.033247836, 0.07638099, 0.024731234, 0.13817027, -0.034607813, 0.069013715, -0.1591328, 0.017410269, 0.020814985, -0.071453065, 0.07467316) * go_4(1.0, 0.0); + result += mat4(-0.03586743, 0.0875829, 0.14604242, -0.08374493, -0.015870938, -0.037566822, -0.04257119, 0.013528102, 0.051471747, -0.00025074458, -0.043193746, -0.10538127, -0.0122199105, -0.0105835805, 0.096613646, -0.0008547738) * go_4(1.0, 1.0); + result += mat4(-0.09195929, -0.01251629, 0.1138194, -0.03152187, -0.027415436, 0.017695861, -0.05137721, -0.0006171527, 0.021749081, 0.070172004, 0.057883944, -0.031044329, -0.036268383, -0.17082807, -0.0331674, -0.03538632) * go_5(-1.0, -1.0); + result += mat4(-0.27754265, -0.029477704, 0.34336638, -0.0011287191, -0.025141917, 0.034894004, 0.048627432, 0.053214233, -0.053281713, 0.03867139, -0.028029127, 0.09459172, 0.008080466, -0.122576915, -0.020655254, -0.1817124) * go_5(-1.0, 0.0); + result += mat4(-0.1662597, -0.15292045, -0.0053951927, -0.067345075, 0.00020036062, -0.0026049272, -0.038856488, 0.00017393462, -0.03796784, -0.03248859, -0.024195418, 0.06486219, 0.09273242, -0.1581097, 0.03317699, -0.08153722) * go_5(-1.0, 1.0); + result += mat4(-0.11341117, 0.036644243, 0.20370142, -0.12600902, 0.02261616, -0.033919003, 0.028898139, 0.019782161, 0.20895214, -0.09579635, -0.08383094, -0.04259736, 0.0101915635, -0.034835722, 0.05754228, 0.027356239) * go_5(0.0, -1.0); + result += mat4(-0.104123175, 0.122171596, 0.2642155, -0.08453785, 0.019124847, -0.03925304, 0.08668516, -0.16025878, -0.17377967, 0.3448709, 0.024630664, -0.080416046, -0.41245192, 0.062051725, 0.0105510065, -0.19370769) * go_5(0.0, 0.0); + result += mat4(0.021447789, -0.06635468, 0.01480373, 0.04688862, 0.02536135, 0.031706117, 0.019310655, -0.045567643, -0.109611645, -0.11746073, 0.07113426, 0.16584454, 0.05936068, -0.027226295, 0.073482916, -0.12929685) * go_5(0.0, 1.0); + result += mat4(0.0190673, 0.0045874445, 0.09324168, -0.13466571, 0.010220709, 0.037733227, -0.0111948475, 0.006582617, -0.027675852, 0.103390485, -0.15095036, 0.1242396, 0.04393306, -0.0034322627, 0.12748775, -0.08938276) * go_5(1.0, -1.0); + result += mat4(0.05321518, 0.025193566, 0.17684115, -0.017202778, -0.019295435, -0.046254706, 0.055901498, 0.02723333, -0.1394657, 0.054581758, -0.0807223, -0.047655288, 0.048698746, -0.045940652, 0.19415994, 0.0033838819) * go_5(1.0, 0.0); + result += mat4(-0.017342623, 0.116635494, 0.012575626, 0.04339496, 0.0025065525, -0.004621888, -0.049964648, 0.0034235734, 0.04433295, 0.033285826, -0.11080989, 0.124883905, 0.06634157, -0.040422186, -0.04232008, 0.07501063) * go_5(1.0, 1.0); + result += vec4(-0.06898461, -0.06177714, -0.06478548, 0.022993876); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0349472, -0.09146782, -0.015455071, -0.02013195, -0.013576279, 0.1715199, -0.060827523, -0.060094133, -0.06020249, -0.02977466, -0.010053687, -0.0333128, 0.08293437, 0.08380394, -0.062162157, 0.09678952) * go_0(-1.0, -1.0); + result += mat4(0.09930308, -0.07924828, 0.013899443, -0.44464898, -0.03707883, -0.006584696, -0.05389371, -0.060199857, -0.019344926, -0.01931973, -0.09749517, -0.0686553, -0.07339165, -0.048708685, 0.01131454, 0.1376503) * go_0(-1.0, 0.0); + result += mat4(-0.26070634, 0.040811583, 0.116160385, 0.21038511, -0.27048224, 0.0031473516, 0.032511245, 0.121619865, 0.047579095, -0.114472836, 0.058695633, 0.019592037, -0.03866724, 0.15776725, -0.008668879, 0.05827778) * go_0(-1.0, 1.0); + result += mat4(0.121598184, 0.08180447, -0.03398555, -0.063269034, 0.20604548, 0.0030689642, -0.009161656, -0.10142109, -0.09195833, -0.12376092, -0.05792068, 0.071478724, 0.055384632, 0.0047193686, -0.037130035, -0.04934333) * go_0(0.0, -1.0); + result += mat4(0.12193808, 0.1254089, 0.4908329, -0.21140434, 0.12811103, -0.15737641, -0.23926133, 0.43005112, 0.15134192, -0.08466868, 0.12739879, 0.0066337097, 0.16472779, -0.105588906, -0.22597887, 0.14652383) * go_0(0.0, 0.0); + result += mat4(-0.16729999, -0.03391507, 0.07358867, 0.060984816, -0.12153663, 0.06727532, 0.18193701, 0.08977565, 0.11250762, -0.018742424, -0.15230577, -0.14556353, 0.16327548, 0.095403135, -0.13089553, 0.072550654) * go_0(0.0, 1.0); + result += mat4(0.13752456, 0.03894747, 0.031068675, 0.023082117, 0.17917861, 0.07080096, -0.011008945, -0.09391019, -0.006836284, -0.015607849, 0.046196267, 0.015853055, -0.12630671, -0.081082314, -0.086036764, 0.1590758) * go_0(1.0, -1.0); + result += mat4(0.012728998, -0.09810741, 0.14294422, -0.059659157, 0.03056563, -0.024036996, -0.015403818, -0.118189946, -0.051906176, -0.17971419, -0.0959625, 0.08985921, 0.10979987, 0.10597462, -0.043452974, 0.03186385) * go_0(1.0, 0.0); + result += mat4(0.020659165, 0.049573228, 0.051704157, 0.028366942, 0.022190692, -0.051479015, 0.054295983, -0.017384693, 0.0026946815, 0.010077197, -0.012801315, 0.0016714733, 0.08869389, 0.05164402, 0.03406929, -0.037191015) * go_0(1.0, 1.0); + result += mat4(-0.10028344, -0.16634189, 0.019711684, 0.020383958, -0.084915325, 0.11053288, -0.07768085, -0.01981037, 0.107243344, -0.012217411, -0.023985125, -0.08483301, -0.19850655, -0.06305865, 0.03655547, 0.06864395) * go_1(-1.0, -1.0); + result += mat4(0.20698719, -0.2885775, 0.059498087, -0.008909828, -0.08331985, 0.13849287, 0.032946825, 0.14271452, -0.104721665, 0.12004092, 0.14654724, -0.004502498, 0.006716589, -0.17328952, 0.014115839, -0.016801946) * go_1(-1.0, 0.0); + result += mat4(0.041014872, -0.080156274, -0.043762606, 0.0528254, -0.04514068, -0.073835544, 0.04116111, -0.0028962197, 0.06113734, -0.00660851, 0.04496306, -0.19104107, 0.10144654, -0.19428198, -0.04189575, -0.027004357) * go_1(-1.0, 1.0); + result += mat4(0.076202326, 0.031882156, -0.08089088, 0.02722187, -0.24690835, -0.035489604, 0.17377102, -0.046913855, 0.09538933, 0.13880032, 0.032495037, -0.053468306, 0.018272033, -0.13557187, -0.0016809801, 0.16564687) * go_1(0.0, -1.0); + result += mat4(-0.1318004, 0.0781202, 0.026608787, 0.2782413, -0.015252272, 0.06966941, 0.6830404, -0.21273687, 0.035827838, -0.013433616, -0.19725588, 0.115758345, 0.12179782, -0.1338549, -0.041967906, 0.3419551) * go_1(0.0, 0.0); + result += mat4(-0.06732849, -0.00047242, -0.09643446, -0.048419215, 0.030914927, -0.13920021, 0.08296221, 0.042942315, 0.18975921, 0.023672665, -0.08061805, -0.11823857, -0.055623423, -0.1345549, 0.1951731, 0.10466201) * go_1(0.0, 1.0); + result += mat4(-0.042122774, -0.14092919, 0.097806625, -0.16809812, -0.0017256415, 0.07320015, 0.02623979, 0.056631763, -0.059066445, 0.050315112, 0.022210397, 0.020917628, 0.07918204, -0.047513902, -0.022105288, 0.017238917) * go_1(1.0, -1.0); + result += mat4(-0.10645019, -0.2826466, 0.06739196, 0.09756199, 0.031106336, -0.08260654, -0.036933657, 0.050086416, 0.0987824, -0.033137392, 0.08894681, -0.23773453, 0.023050837, -0.23565383, -0.09519961, 0.09613443) * go_1(1.0, 0.0); + result += mat4(-0.05644008, -0.21541502, 0.11537729, -0.13721548, -0.020957267, 0.10175056, -0.052707233, 0.17628355, 0.028461214, 0.3014536, -0.038585383, -0.014727664, -0.044595238, -0.10416226, -0.04355546, 0.22365475) * go_1(1.0, 1.0); + result += mat4(-0.08733939, 0.08058479, -0.004023699, -0.025807053, -0.002117148, -0.23746334, 0.065963335, 0.020958645, -0.22460108, -0.009205423, -0.07651075, -0.15989082, 0.05807728, 0.023019457, -0.05400351, 0.075997986) * go_2(-1.0, -1.0); + result += mat4(-0.18092917, 0.29806077, 0.024918934, 0.114404745, 0.049839694, -0.18546863, 0.12478854, 0.13304788, -0.15392973, 0.051560715, -0.06856269, -0.3036006, 0.08124072, -0.05298596, -0.030516481, 0.12273301) * go_2(-1.0, 0.0); + result += mat4(-0.09820723, 0.08067553, 0.029639702, 0.03668786, -0.10049537, -0.19294576, 0.17826727, 0.1635976, -0.16384046, -0.1220917, 0.008744192, 0.012697882, -0.043205783, 0.10298051, 0.021135183, 0.15958472) * go_2(-1.0, 1.0); + result += mat4(0.021761253, 0.1893263, -0.0020750812, 0.14222866, -0.103759706, -0.13740262, 0.08272797, -0.059319258, 0.13402042, -0.07973959, 0.08683529, -0.15174694, -0.1330933, -0.036825962, -0.0028282823, 0.021407785) * go_2(0.0, -1.0); + result += mat4(0.12504603, 0.2479715, -0.35803804, -0.026018003, 0.022745723, -0.07542199, 0.23766859, -0.056435704, 0.033115927, 0.22251359, 0.09025703, -0.39158693, 0.28631303, -0.13876301, -0.4956844, 0.55813307) * go_2(0.0, 0.0); + result += mat4(0.16973238, 0.107451506, -0.10936354, 0.025205612, -0.0154478075, -0.22515228, 0.0618484, -0.053435117, -0.1634102, -0.2720532, 0.22150621, 0.0012615388, 0.045661222, 0.028745374, 0.043213993, 0.014749005) * go_2(0.0, 1.0); + result += mat4(0.08600755, 0.11467286, -0.030524427, 0.025168872, -0.10489299, -0.37458676, 0.07771989, -0.0042441254, -0.11694848, -0.35681316, 0.04747507, -0.0027261428, -0.025253184, -0.08753649, -0.006478329, -0.027177837) * go_2(1.0, -1.0); + result += mat4(-0.0007465437, 0.28975293, -0.18405293, 0.119266, -0.10667221, -0.1802464, 0.19241495, 0.02650873, 0.010430683, -0.23149595, -0.031080026, -0.0006125235, 0.037027247, -0.09754189, 0.04630445, -0.018924896) * go_2(1.0, 0.0); + result += mat4(0.019050436, 0.17480409, -0.13520603, 0.09094483, -0.02445997, -0.21114577, 0.050991118, -0.029637761, -0.16994584, -0.2239252, 0.11126132, -0.06577722, 0.056996938, 0.006512977, -0.049459394, 0.07697084) * go_2(1.0, 1.0); + result += mat4(0.16364041, -0.058814153, -0.07960281, -0.22106613, 0.051421925, 0.13432528, 0.03029435, -0.053310465, -0.043934733, 0.28936264, -0.07070681, -0.04899224, -0.11805805, -0.028338438, 0.100599535, -0.048358817) * go_3(-1.0, -1.0); + result += mat4(-0.14466347, 0.2542083, 0.114321895, 0.060320944, 1.432933e-05, -0.009625721, -0.037658967, -0.22428983, -0.0722048, 0.03882146, 0.17885631, 0.16377795, 0.112711646, -0.13564147, -0.022007236, -0.20185186) * go_3(-1.0, 0.0); + result += mat4(0.1199308, 0.065274626, 0.040273953, -0.029960137, 0.14304884, 0.059161276, -0.02586767, -0.19456553, -0.020681847, -0.03329421, 0.026978612, 0.06485361, 0.088268556, -0.0095202075, -0.1777034, -0.06573516) * go_3(-1.0, 1.0); + result += mat4(0.19750524, -0.124522515, 0.04549369, -0.14726287, -0.13690545, 0.06770214, 0.105929896, 0.10787474, 0.21234562, 0.15915224, 0.12821364, -0.10518945, -0.019162156, 0.060908437, 0.0070991656, -0.05853554) * go_3(0.0, -1.0); + result += mat4(-0.332194, -0.1090442, 0.11825454, 0.0843628, -0.03258615, 0.08459736, 0.11480732, -0.047636237, -0.095243596, 0.07337737, -0.11959047, 0.14512871, 0.034495726, -0.086968474, 0.19812642, -0.013120597) * go_3(0.0, 0.0); + result += mat4(0.038461242, 0.03316589, 0.09561463, 0.18557192, -0.010941443, 0.0907286, -0.016086651, -0.23144832, -0.044253506, -0.058702238, -0.0011041966, -0.045634367, -0.09162548, -0.045157652, -0.021990022, 0.13162635) * go_3(0.0, 1.0); + result += mat4(-0.02456783, -0.03417151, 0.053517457, 0.0039862576, -0.005629444, -0.027595684, -0.09233445, -0.05521366, -0.028361535, -0.10314045, 0.05208228, -0.01962492, -0.096213296, -0.024513567, -0.05102384, 0.13520533) * go_3(1.0, -1.0); + result += mat4(0.08790174, -0.1792104, 0.06702363, 0.036870077, -0.08648169, 0.2826172, -0.17046972, 0.019982012, -0.036582787, -0.055289216, -0.008255741, 0.004824183, 0.03871658, 0.032730278, -0.05807295, 0.06396422) * go_3(1.0, 0.0); + result += mat4(0.032679293, -0.15864716, 0.06863736, 0.038946554, -0.009387644, 0.2248399, -0.022594031, -0.18380828, 0.08792525, -0.053283963, -0.112759285, 0.027726877, -0.086085774, -0.12300368, 0.05827494, -0.17386718) * go_3(1.0, 1.0); + result += mat4(0.08048039, -0.1314228, -0.037761286, 0.047317382, -0.08880487, 0.06179501, 0.07499687, 0.05924045, -0.045838207, 0.18014897, -0.025729936, 0.16530922, 0.06670338, 0.048252247, -0.012380218, 0.02654277) * go_4(-1.0, -1.0); + result += mat4(0.090738244, -0.07097098, 0.02538609, 0.025717502, -0.031697266, -0.09336655, -0.018525556, -0.18561147, 0.036027636, -0.044611387, -0.06725372, -0.183522, 0.0788194, -0.02451563, 0.034200825, -0.032755863) * go_4(-1.0, 0.0); + result += mat4(0.06220659, -0.042783756, -0.021792164, -0.0828951, -0.060966644, 0.0074828877, 0.10836738, 0.12144929, -0.07855744, -0.022806635, 0.02449449, -0.08472964, -0.00337497, 0.14822102, -0.0063337362, -0.022158459) * go_4(-1.0, 1.0); + result += mat4(-0.015443758, -0.14636597, 0.092075996, -0.032396555, 0.57801515, -0.038087387, -0.002455976, -0.21212098, -0.25436863, -0.0014624707, -0.06944989, 0.041554075, 0.07314171, -0.031875722, -0.0898564, -0.009711315) * go_4(0.0, -1.0); + result += mat4(0.39667594, -0.19510192, -0.15319824, 0.09397803, 0.11162815, 0.08910584, -0.17241088, -0.32170787, 0.099810265, -0.24704264, 0.3502755, 0.076993406, -0.011241086, -0.027046101, 0.24804646, -0.03629868) * go_4(0.0, 0.0); + result += mat4(0.04532466, -0.025737574, 0.076878645, -0.022860521, -0.21166173, 0.0066573257, 0.11451736, 0.098494835, 0.054614626, 0.0324795, -0.07475363, -0.016862292, 0.12980871, -0.12060518, -0.078866445, -0.037514597) * go_4(0.0, 1.0); + result += mat4(-0.077329785, 0.20992881, -0.024529329, 0.032680444, 0.28252345, -0.053790633, 0.17370275, -0.14319752, -0.19114175, 0.012085368, 0.0410558, 0.08803704, -0.077949844, -0.15750417, 0.030377569, 0.0388851) * go_4(1.0, -1.0); + result += mat4(-0.063492425, 0.12690471, 0.008844376, -0.14553507, 0.17035894, 0.18411207, 0.21632117, -0.015488823, -0.02806988, -0.13371038, -0.12625034, 0.20475954, -0.059775293, -0.055161443, -0.05210265, 0.15280373) * go_4(1.0, 0.0); + result += mat4(-0.03649832, 0.09987268, 0.05120556, 0.025184184, -0.058899805, -0.07387821, 0.18710648, -0.10555811, -0.02759419, -0.19976474, -0.064043306, 0.030171674, 0.016179368, 0.04791283, -0.053911958, 0.050767425) * go_4(1.0, 1.0); + result += mat4(0.03843477, 0.25258064, 0.016070124, 0.028574495, -0.0068474114, 0.06865137, 0.022342455, -0.0075285095, -0.025927907, 0.029985406, 0.013440689, -0.012433278, 0.014569347, -0.11100144, 0.12033138, 0.010771042) * go_5(-1.0, -1.0); + result += mat4(-0.015851736, 0.3167264, -0.0836191, -0.005717406, -0.064080216, 0.070136465, -0.06756247, -0.023658438, 0.011184833, -0.17086872, -0.01512278, -0.13807635, -0.077147275, 0.06359306, 0.044558518, 0.17371671) * go_5(-1.0, 0.0); + result += mat4(0.016337229, 0.2540961, -0.1538914, 0.05068191, 0.027084729, 0.00067840813, -0.00576344, -0.00596408, -0.011028981, 0.036047217, 0.03535427, -0.0008666505, -0.01604948, -0.035426773, 0.09279044, 0.16961862) * go_5(-1.0, 1.0); + result += mat4(0.26191124, 0.17618547, -0.060725193, -0.10107231, 0.028958656, 0.0012716176, 0.0041506914, -0.0021748038, -0.35696867, -0.09372129, 0.12742971, 0.23923989, 0.09219072, 0.024196591, 0.003192825, -0.041768644) * go_5(0.0, -1.0); + result += mat4(-0.17835465, 0.8621154, 0.32936049, -0.058551144, -0.021967549, -0.15256044, 0.07056792, -0.010208738, -0.25470692, -0.31490391, -0.16554967, 0.08553254, -0.14494352, 0.077428155, 0.29464936, -0.25275782) * go_5(0.0, 0.0); + result += mat4(-0.06149193, 0.16008708, 0.08229276, 0.027298545, -0.043383293, -0.025251184, 0.035522345, 0.043242358, -0.016117992, 0.0016717165, -0.011271885, -0.08116671, -0.06230632, -0.0059490846, 0.06996346, 0.087275974) * go_5(0.0, 1.0); + result += mat4(0.2020623, 0.18089826, -0.052554823, 0.09357937, 0.007033659, 0.026354209, 0.013584589, -0.005457746, -0.22913294, 0.13770905, -0.056017175, 0.027802086, 0.18037985, 0.03405338, 0.006718533, 0.02469646) * go_5(1.0, -1.0); + result += mat4(0.028112786, 0.16723098, 0.0066787126, 0.07016463, 0.046073828, 0.044055372, -0.047022585, -0.060435526, -0.041117955, 0.03657766, 0.0816698, -0.15707959, 0.22355783, 0.020610418, 0.0853779, -0.12445744) * go_5(1.0, 0.0); + result += mat4(0.05012942, -0.045172162, 0.08681702, -0.06541369, -0.01762828, 0.011376011, 0.015611381, 0.027792938, 0.013394507, 0.034215946, 0.06960491, -0.064838886, 0.03150636, -0.038445942, 0.17026442, 0.023619778) * go_5(1.0, 1.0); + result += vec4(0.067609355, -0.057853002, -0.09608125, 0.087347224); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0903666, 0.07326563, 0.12570351, -0.0861333, 0.08773195, 0.08107881, -0.23008522, 0.081658274, -0.080930784, 0.095189065, -0.09599475, -0.012844856, -0.057758823, -0.05387305, 0.035611577, 0.06831291) * go_0(-1.0, -1.0); + result += mat4(0.10193587, 0.24297304, 0.052464593, -0.23271905, -0.051271625, -0.04671388, -0.41551715, 0.096072406, -0.08061266, 0.15575954, -0.02978901, 0.02782589, -0.12731546, 0.100969315, -0.036334585, 0.04111131) * go_0(-1.0, 0.0); + result += mat4(-0.07986279, 0.06354848, 0.054493763, 0.02064465, 0.1899048, -0.23340854, -0.020978438, -0.11192701, 0.0894504, 0.10851951, 0.022597404, -0.093431845, 0.1323124, -0.037850555, -0.07144082, -0.11149757) * go_0(-1.0, 1.0); + result += mat4(0.20984441, 0.1316296, 0.028271135, -0.3395805, -0.060018715, 0.09772287, 0.023952218, 0.09067281, -0.024634736, 0.11768398, 0.12226884, 0.11482385, 0.09000994, 0.17652623, 0.16630758, -0.11148413) * go_0(0.0, -1.0); + result += mat4(0.16063517, 0.05484425, -0.013026712, 0.09420388, -0.07708702, -0.15001677, -0.17628206, -0.29337302, -0.12929626, 0.19321969, -0.19692437, 0.18910687, -0.5376053, 0.0024577375, 0.18347259, -0.036233984) * go_0(0.0, 0.0); + result += mat4(-0.06877196, 0.057344403, -0.18521468, -0.26043263, -0.027829815, -0.3474636, 0.074399404, 0.02000891, 0.10101197, 0.18005812, 0.018405264, 0.16208377, 0.2572691, -0.061031613, 0.12526059, 0.015687834) * go_0(0.0, 1.0); + result += mat4(0.12139206, 0.10150127, 0.12223164, -0.0033110923, 0.025267506, 0.0043354593, 0.04014963, 0.054613993, 0.0041964273, 0.18711057, 0.1130988, -0.010105996, -0.11398717, 0.15550865, 0.011355651, 0.0013034486) * go_0(1.0, -1.0); + result += mat4(0.018920925, -0.1981446, -0.0015773224, 0.17280231, -0.1158759, 0.034413345, 0.18601055, -0.058082208, -0.05751512, -0.014871481, 0.026116839, 0.22214632, -0.109278515, -0.07075786, 0.14865029, 0.06923859) * go_0(1.0, 0.0); + result += mat4(-0.04858135, 0.06361807, 0.03608349, -0.35027486, -0.22905546, 0.228983, -0.080485426, -0.12832811, -0.08297812, 0.27370456, -0.040313505, 0.12175736, -0.0088722585, -0.027337799, 0.082081, 0.036823895) * go_0(1.0, 1.0); + result += mat4(-0.09081754, -0.121576175, -0.004420886, 0.03107195, -0.009208461, 0.093130514, -0.100094385, 0.07485617, 0.10638224, 0.10978887, 0.033434544, -0.0109705, 0.051747587, -0.04629124, 0.022032369, -0.061933544) * go_1(-1.0, -1.0); + result += mat4(-0.026675375, 0.24803858, -0.3505403, 0.061843242, 0.22817075, -0.22713637, 0.030461052, -0.28470376, 0.021492813, 0.026554195, -0.014637818, 0.05059166, 0.26264945, 0.019178726, -0.084112, -0.11228049) * go_1(-1.0, 0.0); + result += mat4(0.24368168, -0.09750266, -0.08355252, -0.19701716, -0.07022316, -0.021431576, -0.041753594, 0.097228795, 0.05831718, 0.046489198, -0.013535228, -0.1277287, -0.028432956, 0.11263107, -0.038870994, 0.052972272) * go_1(-1.0, 1.0); + result += mat4(0.34507847, 0.16310076, 0.3261618, -0.08031221, -0.024778686, 0.030581996, -0.23252021, 0.07368026, -0.1457359, -0.05583193, -0.08619469, 0.025661029, 0.122622915, 0.107637696, 0.07717542, -0.0069369692) * go_1(0.0, -1.0); + result += mat4(-0.025063993, -0.32267594, 0.04222844, -0.6405562, 0.08737213, 0.05898279, -0.24921863, -0.37281784, 0.33026382, -0.037117995, -0.48083028, -0.1576151, 0.031603996, 0.13712752, 0.08525082, 0.13751547) * go_1(0.0, 0.0); + result += mat4(-0.1717367, 0.16379626, -0.080398574, 0.02730318, -0.08700865, 0.18012185, -0.039455075, 0.1875848, -0.058620475, 0.070274726, -0.07203947, -0.004408652, 0.11834384, -0.17019957, -0.1841911, -0.16539739) * go_1(0.0, 1.0); + result += mat4(-0.00306162, -0.009568686, 0.04615716, 0.29750574, -0.016171249, -0.22235759, -0.032884303, -0.09805467, -0.23468043, -0.03662323, -0.03754542, 0.031607516, 0.1192756, 0.037513345, 0.06270457, -0.010091852) * go_1(1.0, -1.0); + result += mat4(-0.03238403, 0.044085886, -0.15184736, -0.16677259, 0.21868308, 0.033742618, 0.12541051, -0.20726953, 0.21332125, 0.18820943, 0.11516147, -0.04046913, -0.099226944, 0.008198145, 0.0044930377, 0.10445432) * go_1(1.0, 0.0); + result += mat4(-0.04825399, -0.10125744, -0.016809255, -0.2170602, -0.008085673, -0.0055932486, -0.14474209, 0.12402969, -0.06304857, -0.058890864, -0.03977117, 0.08338651, 0.051681735, -0.046300244, -0.027098775, -0.07750968) * go_1(1.0, 1.0); + result += mat4(-0.110792324, -0.07082374, -0.07643967, 0.0007350921, 0.12548494, 0.027903408, 0.08646201, -0.060506143, -0.0042042546, -0.037406266, 0.13233368, -0.040573254, -0.011526989, 0.0017727965, -0.024684377, 0.023611743) * go_2(-1.0, -1.0); + result += mat4(0.10507391, -0.11524923, -0.045419905, -0.018232401, 0.11517856, -0.017063787, -0.06844106, 0.01649028, 0.042487442, -0.0018217458, -0.048760284, -0.027432851, 0.0701538, -0.07122821, -0.040997203, -0.044356424) * go_2(-1.0, 0.0); + result += mat4(-0.16667375, 0.08508152, -0.1130823, 0.10425934, 0.048882842, 0.0026840174, -0.03628384, 0.017808143, 0.06952142, 0.056811754, -0.06279424, -0.08361375, 0.02647836, 0.07310232, 0.077748105, -0.086376086) * go_2(-1.0, 1.0); + result += mat4(-0.057241924, -0.0933121, -0.071363084, 0.04463695, 0.082285576, 0.11622887, 0.18159458, -0.109704174, -0.13580221, 0.07275989, 0.01771122, 0.05640307, 0.07454414, 0.14722411, 0.111302465, 0.07975774) * go_2(0.0, -1.0); + result += mat4(-0.1331026, -0.054009046, 0.12211443, 0.083527334, -0.13672769, -0.015313354, 0.13764748, -0.086164065, 0.12795652, -0.03282714, 0.1579073, 0.048787095, 0.012054846, -0.01882002, 0.13269778, -0.2241914) * go_2(0.0, 0.0); + result += mat4(-0.14854619, 0.11223546, -0.07340829, 0.17087477, -0.035288546, 0.073113, 0.031149026, 0.08732851, 0.11652912, 0.11133054, -0.011138846, -0.04347902, 0.22826026, -0.06315385, -0.083217576, -0.16983536) * go_2(0.0, 1.0); + result += mat4(6.0946622e-05, -0.1391396, -0.029762868, -0.07732276, 0.08408844, -0.0067310245, 0.018747361, 0.10870239, -0.14702435, 0.04659678, 0.049279176, -0.089539565, 0.008640545, -0.12693758, -0.012340728, -0.0010518627) * go_2(1.0, -1.0); + result += mat4(-0.031445112, -0.059538055, -0.10110316, -0.009243974, 0.07312848, -0.045987524, -0.07739988, -0.18289267, 0.19408458, 0.049652096, 0.1430416, 0.007823552, 0.12752487, 0.1404086, 0.014550228, -0.2000237) * go_2(1.0, 0.0); + result += mat4(-0.02328158, -0.055340275, -0.00890452, 0.05107875, 0.04028763, -0.033579618, -0.14551812, -0.07084914, 0.031724613, -0.11050497, 0.030539952, 0.017960407, 0.013022372, 0.048110507, -0.059791975, -0.069656074) * go_2(1.0, 1.0); + result += mat4(-0.011159195, 0.061231583, 0.023733439, 0.08318157, 0.051980533, -0.081164956, -0.12936994, 0.031314097, 0.038792897, -0.19316009, 0.012015963, 0.1274062, 0.007457571, -0.053334422, -0.06087007, -0.07500442) * go_3(-1.0, -1.0); + result += mat4(-0.12612286, -0.059262786, 0.0013960898, 0.16076264, -0.02753848, -0.040280215, 0.11748305, -0.06767023, -0.08982183, -0.2259159, 0.021500308, -0.050233077, 0.0174376, 0.08059276, -0.011338266, -0.021669568) * go_3(-1.0, 0.0); + result += mat4(-0.09231125, 0.05039252, 0.06589666, 0.0699502, -0.016866742, 0.16463608, 0.008424828, -0.044754602, 0.08277166, -0.26685247, -0.054916486, 0.035318345, 0.017051857, 0.004787585, 0.07064183, 0.08143896) * go_3(-1.0, 1.0); + result += mat4(0.040472284, 0.02196483, 0.019647326, -0.0042990106, -0.0111499615, 0.064750694, -0.1685468, 0.1236021, -0.14509638, -0.23636436, -0.03507012, -0.05882796, -0.003939107, -0.03427979, -0.15588285, 0.14955762) * go_3(0.0, -1.0); + result += mat4(-0.29209736, -0.056658156, 0.12503433, 0.059094626, 0.33155647, -0.31607324, -0.17409548, 0.28301534, -0.07269221, 0.31217432, -0.032151274, 0.13320662, 0.0067921844, 0.12724863, -0.079603665, -0.20445012) * go_3(0.0, 0.0); + result += mat4(0.04944913, -0.24652547, 0.084156096, -0.044976614, 0.13094465, -0.041729383, -0.0043662624, -0.025976455, 0.10950043, -0.24576949, 0.07637044, -0.17560403, 0.03770707, -0.14604908, -0.13370425, -0.08169505) * go_3(0.0, 1.0); + result += mat4(0.06215933, 0.014817449, -0.17584182, -0.119785294, 0.025916845, -0.0045085796, 0.051403407, -0.13932867, -0.029478246, -0.23803446, 0.026629616, -0.04838478, -0.05731936, -0.15141651, -0.014330421, 0.03173533) * go_3(1.0, -1.0); + result += mat4(-0.18867792, 0.1690159, 0.0077506024, -0.08768171, 0.13987596, -0.10401963, -0.00020402495, 0.095776096, -0.059084885, -0.15369008, 0.121360734, 0.11111317, -0.06857354, -0.24787377, -0.07358934, 0.05282127) * go_3(1.0, 0.0); + result += mat4(-0.05825966, 0.15936251, -0.009718466, 0.026246214, -0.054192465, 0.11259584, 0.106545866, 0.0037204623, 0.015858173, -0.2466447, -0.006608056, -0.08228397, 0.014153731, -0.024114707, -0.14019284, -0.008368259) * go_3(1.0, 1.0); + result += mat4(-0.12620875, -0.035311706, -0.017309954, 0.038676415, 0.010007554, 0.103891194, 0.2074349, -0.067182384, 0.04545331, 0.04189184, 0.04593296, 0.01145646, 0.027835514, 0.16188826, 0.12302215, 0.005847866) * go_4(-1.0, -1.0); + result += mat4(-0.08673945, -0.03605757, 0.008751013, 0.006012169, -0.100793496, -0.06794951, 0.22445437, 0.16843331, -0.04668748, 0.15526527, 0.16405432, 0.08034733, 0.095660806, 0.13993011, 0.0714316, -0.2271875) * go_4(-1.0, 0.0); + result += mat4(-0.051425643, -0.060941234, 0.014853939, -0.04170188, -0.040981892, 0.014460391, 0.06914827, -0.092892915, 0.011654809, -0.07164335, 0.05665548, -0.021757752, -0.15187486, 0.25099215, 0.06707618, 0.0014576896) * go_4(-1.0, 1.0); + result += mat4(-0.21007836, -0.02975774, -0.17765106, 0.08210864, 0.04128445, -0.03473088, 0.13388512, -0.062689856, -0.024399463, 0.060575683, 0.016895741, 0.053625587, -0.16646849, 0.20665659, -0.097400986, -0.11676045) * go_4(0.0, -1.0); + result += mat4(-0.012981402, -0.0035834755, -0.19967668, -0.055962507, 0.05755364, 0.16290179, 0.16108987, 0.0443184, 0.022384012, -0.21550876, 0.1993019, 0.10249744, 0.027157044, -0.48223755, 0.14306773, -0.042821236) * go_4(0.0, 0.0); + result += mat4(-0.023187606, -0.0006282703, -0.030281521, -0.034422845, 0.1269488, -0.046393935, 0.056179423, -0.07986905, -0.08863301, 0.033617917, 0.28032312, -0.016831966, -0.09741306, 0.082168706, -0.07072508, 0.1714769) * go_4(0.0, 1.0); + result += mat4(-0.10699955, 0.004617793, -0.13971107, -0.08070923, -0.18738483, 0.37386385, 0.095100455, 0.057784997, -0.048351936, -0.19038375, -0.1161272, 0.088465944, 0.21603039, 0.14161706, -0.17377359, 0.053336773) * go_4(1.0, -1.0); + result += mat4(-0.1607158, 0.11756463, 0.050999135, -0.082914345, -0.13728271, -0.29792574, 0.28438056, 0.45129618, 0.024746796, 0.15315229, -0.117851384, 0.07257279, -0.108341694, 0.20533404, 0.026013765, -0.34590483) * go_4(1.0, 0.0); + result += mat4(-0.14288151, 0.040327024, -0.14112945, -0.08908226, 0.22330604, -0.015938131, 0.033910606, -0.16407411, -0.016470572, 0.09259821, 0.08344142, 0.014396606, -0.04143325, 0.10638457, 0.12549427, 0.016800882) * go_4(1.0, 1.0); + result += mat4(-0.07430705, -0.21602099, -0.02395794, 0.16806927, 0.18771775, 0.040755376, 0.2715868, -0.034169577, 0.00522744, -0.02654015, -0.020816373, 0.16446163, -0.087030225, 0.01551686, 0.0048509445, 0.022507116) * go_5(-1.0, -1.0); + result += mat4(-0.024786156, 0.09243609, 0.09324701, 0.08799725, -0.03968033, -0.14894229, 0.0776629, -0.21654569, -0.099934116, -0.06997516, 0.10485336, 0.040500306, -0.25174686, -0.20299411, 0.13843295, 0.25696677) * go_5(-1.0, 0.0); + result += mat4(0.092044, -0.07171784, 0.23683146, -0.009319925, -0.08805518, 0.12598065, 0.06375242, 0.02844835, -0.029605612, -0.12549727, 0.022440229, 0.006380783, 0.1313304, 0.15739907, 0.08373962, 0.08992246) * go_5(-1.0, 1.0); + result += mat4(-0.27224204, -0.26631516, -0.027027579, -0.030660763, 0.069010764, 0.00686249, -0.17444538, -0.05701314, -0.035538822, -0.26050144, -0.010451579, -0.061782375, 0.16745842, -0.108107746, 0.030468695, -0.16402762) * go_5(0.0, -1.0); + result += mat4(-0.07276476, -0.15297028, -0.25568548, 0.27668282, 0.09677458, 0.098981895, -0.0004217196, -0.00091525156, -0.3077419, 0.44434202, -0.09468051, -0.08462181, -0.26978543, 0.27369836, -0.03669818, 0.2912635) * go_5(0.0, 0.0); + result += mat4(-0.28734738, 0.14579459, 0.22083919, -0.2297294, 0.17505005, -0.04844878, 0.021834318, -0.16736999, 0.0016747294, -0.060896724, 0.028344678, -0.06341938, 0.43723574, -0.2615166, 0.05107712, -0.20119043) * go_5(0.0, 1.0); + result += mat4(0.0272994, 0.22280678, 0.17716415, -0.093996234, -0.11316552, 0.18234952, -0.0010922098, -0.12163143, 0.04821719, 0.0022455743, -0.036408488, 0.022185026, -0.03437743, 0.022541165, -0.11003119, 0.14187692) * go_5(1.0, -1.0); + result += mat4(0.00013664822, -0.34958616, 0.33965272, 0.4091369, 0.047315825, 0.18665253, -0.09821825, 0.070298485, -0.07052871, -0.2640913, -0.13192001, 0.017230166, -0.22303015, 0.0023083845, -0.1482968, 0.0031197562) * go_5(1.0, 0.0); + result += mat4(-0.053096205, -0.023291215, -0.038235445, -0.2354219, -0.012032332, 0.17776853, 0.03697497, -0.25305814, 0.043709055, -0.09948032, -0.08828663, -0.09534956, 0.036391728, 0.05996495, 0.038689792, 0.053753372) * go_5(1.0, 1.0); + result += vec4(0.07657865, -0.057940323, 0.09216576, 0.08710758); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.12020708, 0.030450096, -0.022563199, 0.13941783, 0.42781577, 0.07196431, 0.03032568, -0.24368697, -0.12174075, 0.18298386, 0.09977972, 0.06440271, -0.021667495, -0.09582143, -0.02372221, -0.012161217) * go_0(-1.0, -1.0); + result += mat4(-0.08614557, -0.16138618, 0.17409417, 0.06457713, 0.2130565, 0.3841125, -0.030690523, 0.014650334, -0.024490908, 0.09859328, -0.033240438, 0.21537182, -0.11260519, 0.3600062, -0.21786173, 0.29394957) * go_0(-1.0, 0.0); + result += mat4(-0.065436006, 0.18217164, -0.009773951, 0.29613763, 0.15861033, 0.19769754, 0.026605047, -0.13012406, 0.049954694, -0.21985927, -0.114034064, -0.19775811, 0.15509593, -0.0096983, 0.04010453, -0.14786181) * go_0(-1.0, 1.0); + result += mat4(-0.12755093, -0.15312608, -0.12672725, 0.14637707, -0.044712905, -0.018509148, 0.34769905, 0.094541386, 0.018899806, -0.068810396, 0.03567579, 0.010715141, 0.26642382, 0.021787789, -0.045413516, -0.0099886125) * go_0(0.0, -1.0); + result += mat4(0.09399624, -0.22073774, -0.03728268, -0.14593096, -0.14311165, 0.01572586, -0.043170083, 0.14196606, -0.0057723937, -0.22462656, 0.28189817, -0.27393398, -0.04240093, -0.22494912, 0.088402055, -0.15256752) * go_0(0.0, 0.0); + result += mat4(-0.054694295, 0.24343663, 0.042853344, 0.2742606, -0.16395031, 0.25720948, -0.12372541, 0.15020733, 0.07335946, 0.06307917, -0.0035989506, 0.045006167, 0.12430964, -0.20227802, 0.16280155, -0.060202613) * go_0(0.0, 1.0); + result += mat4(0.015143897, 0.21408756, -0.12505236, -0.21357507, -0.103595965, -0.074590206, 0.015860647, 0.16365165, 0.082501106, -0.015283817, -0.047005404, 0.048750408, 0.06636161, 0.2280071, 0.0033000826, 0.15148918) * go_0(1.0, -1.0); + result += mat4(0.051213, 0.121158004, -0.2882391, 0.048057787, -0.15921837, -0.04850743, -0.32060388, -0.11430066, 0.0148464935, -0.069417626, 0.11761673, -0.030637275, 0.0030618436, 0.2583576, -0.03774937, -0.23215541) * go_0(1.0, 0.0); + result += mat4(-0.06589957, -0.18402125, -0.1908057, -0.15999734, -0.20722501, -0.41220245, -0.08732743, -0.2800872, -0.11615179, 0.08338717, 0.070668146, 0.16140378, -0.07519341, 0.04610659, 0.025006918, 0.09886883) * go_0(1.0, 1.0); + result += mat4(-0.05963709, 0.021905743, 0.019461332, 0.30714118, 0.053338766, -0.0036449512, 0.051735114, 0.031359527, -0.055139918, -0.03070095, 0.035309043, 0.03333981, -0.028844094, 0.076006815, 0.05232068, -0.0012779629) * go_1(-1.0, -1.0); + result += mat4(0.14548303, 0.08283497, 0.08181831, 0.015030586, 0.0053907307, -0.014007569, 0.051146433, 0.04916237, 0.15514989, 0.07423488, -0.08177836, 0.07886526, 0.05780981, 0.06978046, -0.015533511, 0.11043233) * go_1(-1.0, 0.0); + result += mat4(0.2718494, -0.019822083, -0.0057829386, -0.22661845, -0.099374995, 0.009107718, -0.06340475, -0.0010754272, 0.028092189, -0.20054619, -0.051893793, -0.29571667, 0.093114756, 0.07853305, -0.100233726, -0.0047704247) * go_1(-1.0, 1.0); + result += mat4(0.14986612, 0.0022451372, -0.062067125, -0.17486928, -0.0863647, 0.043254074, 0.2403272, 0.008611301, 0.022587517, -0.11991351, 0.021465946, -0.0043859156, 0.016005747, 0.15905066, -0.07992088, 0.0744741) * go_1(0.0, -1.0); + result += mat4(-0.28244218, 0.1579932, -0.53319496, -0.17382297, -0.015739711, -0.1284182, 0.14516716, 0.29700696, 0.11660257, 0.023022393, 0.07765215, -0.17613792, -0.0067801042, 0.103040695, 0.1726775, -0.05101466) * go_1(0.0, 0.0); + result += mat4(-0.07244159, 0.12475429, -0.15444236, 0.040789705, -0.12216188, 0.025828373, -0.15603372, 0.05882803, 0.18985634, -0.16016626, -0.068549834, -0.39872447, -0.018761588, 0.06250271, 0.16675957, -0.064201385) * go_1(0.0, 1.0); + result += mat4(0.11573142, 0.3193422, -0.07796038, 0.076522775, -0.17158118, -0.078293145, 0.100592226, 0.059703935, 0.12754959, -0.08411796, -0.18692641, -0.18266907, 0.06325651, -0.07590812, 0.16482389, 0.11334052) * go_1(1.0, -1.0); + result += mat4(0.043070253, -0.097845815, -0.16063489, 0.06901578, -0.12220174, 0.07733114, -0.057676736, -0.16375609, 0.14565262, 0.13176636, -0.16553006, 0.05554225, -0.09373497, -0.057028443, -0.23270036, -0.1320336) * go_1(1.0, 0.0); + result += mat4(0.004274229, -0.08707873, -0.07182644, -0.2983437, -0.04152557, 0.04764718, 0.18148302, 0.25483704, -0.079726525, 0.042573344, -0.108663455, -0.11411879, 0.04527909, -0.01938232, -0.0720563, -0.033436943) * go_1(1.0, 1.0); + result += mat4(-0.05914969, 0.03217603, 0.05620841, 0.11179769, 0.008934773, 0.13958941, -0.049832776, 0.011027975, 0.065970905, -0.0034222854, 0.03403987, 0.0469571, 0.046986744, 0.02688478, 0.10363807, -0.07991329) * go_2(-1.0, -1.0); + result += mat4(-0.08938713, 0.10607981, -0.042589642, -0.15378094, 0.031732727, 0.066124596, 0.045595378, 0.0021127507, 0.054374907, 0.0107482, -0.10671928, 0.0074089314, 0.04903823, 0.09358932, -0.018505096, 0.07349409) * go_2(-1.0, 0.0); + result += mat4(-0.010238883, 0.21940914, 0.007697137, 0.21205641, 0.06893976, 0.12995858, 0.057945974, 0.0840761, 0.08816238, 0.071576215, -0.042484447, 0.08113807, 0.08687212, -0.055440724, -0.08699462, -0.09570027) * go_2(-1.0, 1.0); + result += mat4(-0.106894106, -0.2096638, 0.05298109, 0.010998865, -0.08867521, 0.12988189, 0.10647452, -0.097984925, 0.0915472, 0.20006137, 0.18479815, 0.16927278, 0.1631858, 0.008064966, 0.027587382, -0.03482675) * go_2(0.0, -1.0); + result += mat4(-0.19826272, -0.1342889, -0.26001906, 0.04669503, 0.010580549, 0.004505948, -0.01596666, 0.101886965, 0.51708573, 0.01397845, 0.26731327, 0.048002556, -0.41174927, 0.22574128, 0.117833406, -0.06960611) * go_2(0.0, 0.0); + result += mat4(-0.14917673, -0.13293903, -0.031218676, 0.049667537, -0.1060632, 0.10442213, -0.09595242, 0.12595569, -0.016390745, -0.14521241, -0.11187397, -0.09977547, 0.25035715, -0.16168214, 0.1920289, -0.15843187) * go_2(0.0, 1.0); + result += mat4(-0.02411851, -0.11056269, 0.055056043, 0.043598007, -0.0066189542, 0.04634859, 0.12737647, 0.06846502, 0.056652352, -0.10612263, 0.08477219, -0.13697919, -0.04940175, -0.04095268, -0.007203606, 0.16084097) * go_2(1.0, -1.0); + result += mat4(0.052976605, 0.04408607, 0.072765656, -0.08981313, -0.058496203, -0.13047524, 0.04112392, 0.10585218, -0.1758069, -0.015050289, 0.17501082, 0.042282905, -0.12833239, -0.16907021, 0.034734186, -0.117356636) * go_2(1.0, 0.0); + result += mat4(0.009886183, -0.1072079, 0.032444023, 0.008510553, -0.09062318, 0.087005824, 0.03727608, 0.009528718, -0.10054762, -0.10859511, -0.048893284, -0.07000767, 0.056854695, -0.10528974, 0.05492607, -0.07096842) * go_2(1.0, 1.0); + result += mat4(-0.17860578, -0.0105161, 0.029562278, 0.024690636, 0.33631963, -0.029712414, -0.005475538, -0.03374888, 0.11327619, -0.04078819, 0.0033871653, 0.02554949, -0.12539335, 0.043788597, -0.091408, 0.049923938) * go_3(-1.0, -1.0); + result += mat4(0.06232113, 0.12859604, -0.062801324, -0.054190084, 0.024198689, -0.03283934, -0.11320382, -0.17320402, -0.051317126, -0.05357262, 0.06503374, 0.010334861, 0.18220812, -0.23972702, 0.026034402, -0.094274506) * go_3(-1.0, 0.0); + result += mat4(0.0039012742, 0.03340159, 0.00041976577, -0.09593378, -0.08368581, -0.171641, -0.15441188, -0.05075565, 0.017398436, -0.15752153, 0.11208059, -0.07801636, -0.024276018, -0.14415129, 0.053215727, 0.05285977) * go_3(-1.0, 1.0); + result += mat4(-0.0033036366, -0.0017531791, -0.06987429, 0.14468694, 0.32040435, -0.115356, -0.114271276, 0.08943164, -0.10405339, -0.08873277, -0.12369199, 0.10631109, 0.072591804, 0.07545677, 0.007450515, -0.062508635) * go_3(0.0, -1.0); + result += mat4(-0.32389352, 0.36626276, -0.24318767, 0.1114559, -0.041673217, 0.0123305125, 0.08265207, -0.089765444, 0.04077425, -0.10462959, 0.008208994, -0.24475563, 0.21966444, 0.4274681, 0.02538749, -0.072384804) * go_3(0.0, 0.0); + result += mat4(-0.060664598, -0.07931745, -0.04031839, 0.032503996, 0.09535501, 0.060271315, 0.050842766, -0.017118635, 0.20283295, 0.21311453, 0.048262708, 0.13562958, 0.09995353, 0.24902335, 0.166433, 0.1362172) * go_3(0.0, 1.0); + result += mat4(0.09678776, -0.022411423, 0.031022416, 0.04797599, -0.038225997, -0.049748596, 0.0046548736, -0.1178436, -0.070659816, 0.11345608, -0.0496577, -0.04467185, -0.05449646, -0.13758712, 0.037184708, -0.050822448) * go_3(1.0, -1.0); + result += mat4(-0.14028446, -0.019469494, 0.065940395, -0.058915302, -0.044744235, 0.20379432, 0.19095756, 0.077816576, 0.17204207, 0.1072162, -0.1361738, 0.08552834, 0.18237999, 0.08205425, -0.040794145, 0.20306163) * go_3(1.0, 0.0); + result += mat4(0.10820412, -0.0103201205, 0.11818202, 0.05081286, -0.034519948, -0.022716366, 0.012558799, -0.061788525, -0.019103106, -0.024869766, -0.01484149, -0.0041896743, 0.10513332, 0.0644455, -0.0060386304, 0.119789764) * go_3(1.0, 1.0); + result += mat4(-0.12900162, -0.024052832, 0.091144815, 0.042586617, 0.023100799, -0.008685231, -0.18520203, 0.04126034, 0.22155929, -0.053283233, 0.010883973, -0.23124413, 0.015983205, -0.16272338, -0.047610354, 0.09509212) * go_4(-1.0, -1.0); + result += mat4(-0.043675106, -0.13593669, 0.15423402, 0.006204822, -0.20298089, -0.24486437, 0.0793193, -0.04431099, -0.10573373, 0.14105141, 0.008124834, 0.08031386, -0.02944676, -0.0324013, -0.21952143, -0.14495796) * go_4(-1.0, 0.0); + result += mat4(0.096100524, 0.0038778677, 0.08775855, -0.061556816, -0.18265049, 0.10941394, 0.054334268, 0.21996409, -0.050350484, -0.004098584, 0.04015653, -0.022499854, -0.14539535, 0.14758524, -0.34231094, 0.010245374) * go_4(-1.0, 1.0); + result += mat4(-0.23592138, 0.108827986, 0.011998022, 0.08459366, 0.0366679, 0.17635424, -0.09780912, -0.0835654, 0.118454255, 0.035510838, -0.05113816, -0.14397779, 0.07003334, -0.012582954, -0.08026196, -0.07726739) * go_4(0.0, -1.0); + result += mat4(-0.065133855, -0.1601996, 0.30335194, -0.07679822, 0.0087142885, 0.36574212, -0.5694481, -0.0020462046, -0.08609347, -0.020676374, -0.13731648, 0.0025803284, -0.07613569, 0.011341814, -0.238015, 0.17618194) * go_4(0.0, 0.0); + result += mat4(0.056766525, -0.13898206, 0.031484123, 0.037802573, -0.11768987, 0.043203767, -0.12557015, 0.21512888, -0.20422752, 0.0033964422, -0.1128001, 0.031649, -0.18963163, -0.06865018, -0.015203186, 0.017272811) * go_4(0.0, 1.0); + result += mat4(-0.22707051, -0.12006254, 0.047220945, 0.033206593, -0.11796534, 0.14222418, -0.17649753, -0.07965604, -0.08325816, -0.04103228, 0.122222394, 0.05513519, 0.03045633, -0.014383039, 0.2659631, -0.14282666) * go_4(1.0, -1.0); + result += mat4(0.050211295, 0.106638566, -0.12575938, 0.042698536, 0.4065789, 0.48643333, -0.40594426, 0.23580477, -0.09891945, -0.27204368, 0.38514468, -0.17403792, -0.00021442943, 0.036901742, -0.07350521, -0.1137957) * go_4(1.0, 0.0); + result += mat4(0.08275032, -0.10175439, 0.024990086, 0.09118366, 0.054295644, 0.07601656, -0.17207645, 0.071827434, -0.09406783, -0.29794717, 0.062402938, -0.19291654, 0.057635557, 0.10152742, -0.16145273, 0.078694634) * go_4(1.0, 1.0); + result += mat4(-0.14024283, -0.020712407, -0.0006742049, -0.07990848, -0.2780156, 0.01990348, -0.007274932, 0.01683584, 0.058766432, -0.011117602, -0.11561118, -0.085818544, -0.07759575, -0.06813459, -0.117720075, 0.117459066) * go_5(-1.0, -1.0); + result += mat4(-0.11406997, 0.00070567254, 0.0015214743, -0.13617793, -0.1844734, 0.10463744, 0.042494643, 0.09081247, -0.1682752, -0.12013825, 0.15428415, 0.003604667, -0.04138629, -0.37951693, 0.18619955, -0.12595965) * go_5(-1.0, 0.0); + result += mat4(-0.09695181, 0.29682228, 0.042676754, 0.16024598, -0.094654515, -0.10530867, 0.02741278, -0.054255832, -0.02117601, -0.03741268, 0.10694513, -0.04951851, -0.106426254, -0.33196932, -0.14139625, -0.13504466) * go_5(-1.0, 1.0); + result += mat4(-0.1909862, -0.25864232, -0.050149377, -0.01613201, -0.27878955, 0.15964217, -0.16596937, 0.061238922, -0.21866739, -0.15153229, -0.27351984, -0.052200224, -0.04497165, 0.12572336, -0.08926984, -0.13085754) * go_5(0.0, -1.0); + result += mat4(0.1186159, -0.44323534, 0.24520016, -0.17869183, 0.07235415, 0.2055049, -0.15923528, -0.012734702, -0.7115807, -0.0783967, -0.48488334, -0.06875676, 0.2530569, -0.036582347, 0.029272651, 0.16227534) * go_5(0.0, 0.0); + result += mat4(-0.20962486, 0.36621055, -0.2653163, -0.12183859, -0.05926225, 0.19594035, 0.17680155, 0.3601037, 0.08084663, 0.076976806, 0.06040379, 0.16425474, 0.033630535, 0.1259935, 0.15317655, 0.16241911) * go_5(0.0, 1.0); + result += mat4(0.05553488, 0.13082667, 0.07025236, -0.16599798, -0.0755003, -0.06938985, -0.038283534, 0.010487185, -0.0030434306, 0.101001985, -0.09891444, -0.057115134, -0.10988094, 0.13917845, -0.16996992, -0.06362086) * go_5(1.0, -1.0); + result += mat4(0.052476093, 0.2736097, -0.34467006, 0.08840096, -0.2191552, 0.19051385, 0.04366143, 0.084381446, 0.24772783, 0.24381915, -0.19055025, 0.06811196, -0.049013868, 0.0047574267, -0.17637779, 0.18330449) * go_5(1.0, 0.0); + result += mat4(0.061494384, 0.19728619, 0.05241455, -0.12846167, -0.035130713, 0.20945111, 0.08781453, 0.3240593, 0.16286173, 0.028478097, 0.11730352, -0.057671197, 0.04265479, 0.053791273, -0.017982712, 0.0750495) * go_5(1.0, 1.0); + result += vec4(0.050651863, 0.044697866, 0.016666446, -0.015238534); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.024237188, -0.10422616, 0.06723804, 0.1826598, 0.012947932, 0.45517665, -0.44863597, -0.23032583, -0.13114794, 0.09810647, 0.058437135, -0.08195182, 0.08179358, -0.039700896, -0.039574802, -0.14186196) * go_0(-1.0, -1.0); + result += mat4(0.1629186, -0.2774174, 0.06411593, 0.07094711, -0.3600775, 0.32915217, -0.32015067, -0.28613016, -0.1612731, 0.010733298, -0.05708089, -0.15946425, 0.082519636, 0.09780667, 0.056797463, -0.11305572) * go_0(-1.0, 0.0); + result += mat4(-0.04339018, -0.05268632, 0.012107386, -0.050289553, 0.055016138, 0.09554764, -0.088567086, 0.07149162, 0.040378995, 0.18996446, -0.07771632, 0.13777791, 0.135759, 0.00097233645, -0.05469941, -0.0403182) * go_0(-1.0, 1.0); + result += mat4(-0.0817291, 0.21801636, 0.21970823, 0.32005847, 0.064489774, 0.06965839, -0.30358747, -0.11341012, -0.14858796, 0.11928792, -0.021813538, 0.17499882, 0.12947294, -0.051210806, -0.058405858, -0.025849868) * go_0(0.0, -1.0); + result += mat4(-0.017480569, -0.07665342, 0.055402935, 0.024532886, -0.103406206, 0.052755862, -0.13945164, -0.023136819, -0.08034683, 0.0090520345, -0.10195203, -0.11921826, -0.23000433, 0.35529178, 0.043689124, -0.39272285) * go_0(0.0, 0.0); + result += mat4(0.18001455, -0.19694266, 0.041117262, -0.004510925, 0.23145959, -0.119057, -0.27721423, 0.24195382, -0.10873344, 0.120489694, 0.0634931, 0.010593836, 0.12439531, 0.024893748, -0.34153914, 0.117560826) * go_0(0.0, 1.0); + result += mat4(0.10838369, 0.09057026, 0.051982816, 0.16478422, 0.18629162, -0.103127524, -0.14309822, -0.033989307, 0.021934774, -0.008789755, -0.04308787, -0.06250701, 0.12962283, -0.16955297, -0.14072357, -0.1573379) * go_0(1.0, -1.0); + result += mat4(-0.05150477, 0.19018193, -0.0018513565, 0.049800653, -0.0072638886, -0.09453535, 0.086251326, 0.19729123, -0.0754909, 0.14370134, -0.053820826, -0.04315332, -0.028823897, 0.075814255, -0.06760011, 0.010474355) * go_0(1.0, 0.0); + result += mat4(0.13249592, -0.12863821, -0.098677255, -0.008903099, -0.00075161987, -0.1422283, 0.1321076, -0.016739735, -0.052078467, 0.10682752, 0.072102524, 0.044046365, 0.016139982, 0.06351777, -0.09472882, -0.017490232) * go_0(1.0, 1.0); + result += mat4(-0.024706522, 0.048243694, -0.013107904, -0.19985148, 0.14576256, 0.06643448, -0.063278124, -0.037488308, 0.096271195, -0.05229867, -0.012707279, 0.004028418, -0.06064612, 0.12454419, 0.035423573, 0.19192193) * go_1(-1.0, -1.0); + result += mat4(0.058306698, 0.4169323, -0.2137428, 0.39399233, -0.018209185, -0.047926553, 0.0047757244, 0.18491194, -0.047317795, 0.027071197, 0.065773524, -0.16662115, 0.1758542, 0.040357858, -0.16389023, -0.08795879) * go_1(-1.0, 0.0); + result += mat4(0.1123842, -0.030895762, -0.027667578, -0.07902935, -0.102031484, -0.0044085253, 0.13276444, 0.0027152307, 0.11011939, -0.022880847, 0.08871766, 0.11890982, -0.16875012, 0.0763821, -0.01840331, 0.02001359) * go_1(-1.0, 1.0); + result += mat4(-0.02286322, 0.024675928, 0.10812478, 0.3268884, 0.18656765, -0.089817695, -0.045856882, -0.048997983, 0.09179813, -0.14574316, -0.05584585, 0.04601508, -0.04663327, 0.13533741, -0.027007475, 0.13568604) * go_1(0.0, -1.0); + result += mat4(0.3305947, 0.003312709, 0.38421127, 0.29569045, 0.27463832, -0.15641807, 0.27655235, 0.02949218, -0.049430016, 0.09262954, -0.05639441, -0.0015801551, -0.0867195, 0.01903508, -0.18103446, -0.13115436) * go_1(0.0, 0.0); + result += mat4(0.032399632, 0.035522558, 0.02029329, -0.15271226, -0.22600263, 0.018570898, 0.2614411, -0.043230906, -0.16090661, -0.03576041, 0.1163746, -0.12655982, 0.14196678, 0.043999534, -0.003735901, 0.041733805) * go_1(0.0, 1.0); + result += mat4(-0.17129399, 0.035248592, 0.03326124, 0.05614414, 0.08734728, 0.00025759568, -0.017390147, -0.018484343, -0.18716696, -0.11577566, -0.09411038, -0.0005942758, 0.20385277, -0.1574145, -0.13516964, -0.011578805) * go_1(1.0, -1.0); + result += mat4(0.10666493, 0.04735373, -0.0013807884, 0.0704135, -0.09550784, 0.12478301, 0.13349667, 0.11381725, 0.10344638, 0.036749367, -0.07850732, 0.067993365, -0.27189222, 0.12209588, 0.039368622, -0.11650519) * go_1(1.0, 0.0); + result += mat4(-0.048749734, -0.015611218, -0.058593888, -0.11054869, 0.15889384, -0.027153673, -0.15524355, -0.14243808, -0.078478426, -0.0005193828, 0.12036652, -0.10402722, -0.02370969, 0.13715413, 0.06436259, 0.06815996) * go_1(1.0, 1.0); + result += mat4(-0.018909978, 0.18138056, -0.10334352, -0.021526821, 0.010916664, -0.048124075, 0.06859281, -0.076912865, 0.09164643, 0.057818342, -0.17802145, -0.090189666, 0.03645826, 0.10256138, -0.0069766566, 0.036947094) * go_2(-1.0, -1.0); + result += mat4(-0.20622449, 0.012804213, 0.015042242, 0.19055699, -0.08001165, 0.03541219, -0.12968656, -0.030422881, -0.14057401, 0.13156182, -0.13859963, 0.00040263348, 0.10254204, -0.014539082, -0.107229605, -0.17474675) * go_2(-1.0, 0.0); + result += mat4(-0.107353106, 0.0014355447, 0.028790096, -0.0302504, -0.10989408, 0.038959417, -0.110921286, 0.0625821, -0.05460621, 0.002502421, 0.000936639, 0.048315868, 0.011345627, 0.08441578, -0.048639838, 0.09363101) * go_2(-1.0, 1.0); + result += mat4(0.028981669, 0.099419065, -0.14213188, -0.022163093, -0.05122637, -0.0046859765, 0.09862167, 0.049731493, 0.07676605, 0.003952691, -0.04136734, -0.24915272, 0.008263169, -0.22285973, -0.0962458, 0.172863) * go_2(0.0, -1.0); + result += mat4(-0.37248972, 0.11385456, 0.2061119, 0.022263438, 0.019234778, 0.00025653432, -0.050672278, 0.055690683, -0.123369195, 0.23665325, -0.071705356, 0.28199664, 0.22527444, -0.2209345, 0.109758556, -0.09677416) * go_2(0.0, 0.0); + result += mat4(-0.040162217, -0.076559134, -0.16174191, 0.04257142, -0.06335363, -0.014538781, 0.031642947, 0.07644203, 0.0073738038, 0.035876762, -0.025717935, 0.07372835, 0.07390335, 0.021775434, -0.0935753, 0.17936146) * go_2(0.0, 1.0); + result += mat4(0.038021766, 0.02849221, -0.04236583, -0.013963447, 0.019651154, 0.05580235, -0.13790283, -0.060389396, 0.021969974, 0.0056073754, -0.018980214, -0.025460985, -0.045908038, -0.010549833, -0.09338662, -0.057856735) * go_2(1.0, -1.0); + result += mat4(-0.08452829, 0.042145252, -0.0141162975, -0.07190146, 0.15463473, -0.063039616, 0.008285841, 0.0198927, 0.15278462, 0.023722362, -0.035441626, 0.09403419, 0.07525972, -0.044377264, -0.041365236, 0.043310255) * go_2(1.0, 0.0); + result += mat4(-0.0011264209, -0.06592647, 0.0049777217, -0.0060350257, 0.07328435, -0.18793981, -0.08557498, -0.04078665, 0.03258842, 0.07107648, 0.041932624, 0.037395928, 0.13042633, -0.032260742, -0.012588843, 0.023788324) * go_2(1.0, 1.0); + result += mat4(0.07511876, 0.019309277, -0.02078693, -0.14132647, 0.070082344, 0.04199505, -0.15632215, -0.032079816, 0.118265875, -0.08141349, -0.050177153, 0.11479062, 0.013268761, 0.1936229, -0.055244733, 0.020521875) * go_3(-1.0, -1.0); + result += mat4(-0.07828548, 0.018267812, 0.0028122417, 0.08941742, -0.019510742, -0.0045468058, 0.07431564, 0.24580373, 0.03412491, -0.21398748, 0.13018401, -0.01707844, 0.029651346, 0.020107506, -0.032851487, -0.10630331) * go_3(-1.0, 0.0); + result += mat4(0.049285315, -0.036977254, 0.15186474, -0.041290153, 0.036063142, -0.045490168, 0.046358738, -0.09886548, 0.08557266, -0.0694686, -0.068183534, 0.020261671, -0.026039243, -0.033528827, -0.07751181, -0.019434886) * go_3(-1.0, 1.0); + result += mat4(0.07950834, -0.0741639, 0.061423566, -0.15268423, 0.06533783, -0.03808615, -0.013910495, 0.020066373, -0.017489634, 0.050359994, 0.00039101843, 0.019134337, 0.16694714, -0.024450665, -0.065044865, -0.10637288) * go_3(0.0, -1.0); + result += mat4(0.24476409, -0.2805558, 0.10909579, 0.13605182, -0.01699378, 0.0065869414, -0.14624152, 0.1877048, -0.067427725, 0.21585129, 0.0055718115, -0.14159104, 0.31355727, -0.30447352, -0.13559367, -0.03584342) * go_3(0.0, 0.0); + result += mat4(0.01840529, 0.03616268, -0.062101822, -0.03462444, -0.09809899, 0.05688681, -0.06383556, 0.054451026, 0.046791434, -0.046537004, 0.0062966137, 0.036369126, 0.091391616, -0.06889375, -0.034196682, -0.09181384) * go_3(0.0, 1.0); + result += mat4(0.08672015, -0.15510495, 0.04554155, -0.05996463, -0.00072026957, -0.09829958, 0.15477605, 0.01794818, -0.012825052, 0.11114408, -0.040433116, -0.00646929, -0.043805078, 0.012829818, -0.008625017, -0.021682253) * go_3(1.0, -1.0); + result += mat4(-0.053777024, -0.12807386, 0.20205054, -0.05613513, 0.08030871, 0.12273628, -0.19011892, -0.007974216, -0.111842796, 0.09764242, 0.072857365, 0.049412534, -0.1310995, 0.12386843, -0.16210727, -0.001777189) * go_3(1.0, 0.0); + result += mat4(0.0018172731, 0.046203706, 0.16447084, -0.09419196, 0.0027008723, 0.037259165, 0.018473836, -0.007634073, -0.0017314702, -0.013679133, -0.061678763, 0.033567235, -0.073024705, 0.1608741, -0.093601726, 0.05785441) * go_3(1.0, 1.0); + result += mat4(-0.05863952, 0.07315827, 0.022440575, 0.035979047, 0.016238341, -0.24431372, 0.041630965, -0.0057747364, -0.10777149, -0.13047433, 0.070022196, 0.044547863, 0.13226376, -0.28246558, 0.062450863, -0.004404347) * go_4(-1.0, -1.0); + result += mat4(0.011212715, 0.05243611, -0.037797686, -0.15245487, 0.27008712, -0.40122086, 0.0011378871, 0.05367511, 0.07193383, -0.14046453, 0.12873498, 0.07182839, 0.1820151, 0.04283299, 0.11596543, 0.15673809) * go_4(-1.0, 0.0); + result += mat4(-0.07652156, 0.02990215, -0.038398147, 0.04733479, -0.05695788, -0.04636123, -0.05849599, -0.05204433, 0.057833705, -0.18150161, -0.030429238, -0.06927262, -0.14094613, 0.046653654, 0.1901663, -0.12395862) * go_4(-1.0, 1.0); + result += mat4(0.14467525, -0.1326973, 0.10119535, -0.019431135, -0.06226663, -0.0053785043, 0.08981591, 0.07009579, -0.17320351, 0.023860384, 0.062086526, 0.053025734, 0.18955843, -0.22512685, 0.05108636, 0.022267245) * go_4(0.0, -1.0); + result += mat4(0.10990955, 0.01449569, -0.17729793, -0.22559568, 0.011237511, -0.25115016, -0.24866548, -0.13571861, 0.072065, -0.10518834, 0.16031964, 0.33091673, 0.30525, -0.054976556, -0.051654782, 0.05343294) * go_4(0.0, 0.0); + result += mat4(-0.022414321, -0.03275696, 0.06263573, 0.0031694071, 0.08556633, -0.12222284, -0.01304348, -0.120147005, -0.04688651, -0.037210416, -0.072757326, 0.0537857, 0.08831744, -0.16069758, 0.07254542, -0.10207554) * go_4(0.0, 1.0); + result += mat4(-0.0033381188, -0.013647447, 0.05272343, 0.020168653, 0.064766616, 0.006531628, 0.08387307, 0.005267065, -0.1460191, 0.021020414, -0.012950353, -0.08051581, 0.11163487, -0.32247993, 0.04997282, 0.10706656) * go_4(1.0, -1.0); + result += mat4(0.1307456, -0.044469688, 0.0073461267, 0.037865613, -0.37522125, 0.29075947, -0.14347716, -0.037057046, 0.08405833, -0.22944225, 0.048562963, 0.016957987, 0.3850271, -0.2642814, 0.24302341, -0.009866295) * go_4(1.0, 0.0); + result += mat4(0.07751665, -0.07116216, -0.018697955, 0.013728456, 0.114070326, 0.082404934, -0.06866586, 0.0653056, -0.048189763, -0.094798714, 0.073528245, -0.09311469, 0.08910833, -0.0861494, -0.13601573, -0.03716929) * go_4(1.0, 1.0); + result += mat4(-0.3285286, -0.19887583, 0.22604318, -0.06683799, 0.07519015, -0.37451786, 0.341761, 0.47940642, -0.13582104, -0.0568941, 0.055691198, 0.077822134, -0.044976532, -0.16769643, 0.106551185, 0.06167237) * go_5(-1.0, -1.0); + result += mat4(0.2570433, -0.20537715, 0.057150505, 0.5306126, 0.23061736, -0.07200678, 0.23587582, -0.021194493, 0.0306967, -0.13228704, 0.05531426, 0.205256, -0.23213351, -0.32205653, 0.04496151, -0.114729114) * go_5(-1.0, 0.0); + result += mat4(0.08585821, -0.16611692, 0.19137008, 0.07955234, -0.07067079, -0.028957745, 0.116818264, 0.030655704, 0.044361178, 0.01137771, 0.13505548, -0.122196645, -0.120850466, 0.041478753, 0.1446364, 0.019547235) * go_5(-1.0, 1.0); + result += mat4(-0.39282933, 0.15466502, 0.21281202, -0.10871069, 0.09141795, -0.047807757, 0.13347113, -0.0070413537, -0.30001637, 0.1590897, 0.13185735, 0.26315352, 0.060256246, 0.013501628, 0.21543017, 0.18577099) * go_5(0.0, -1.0); + result += mat4(-0.104001306, -0.5267066, -0.4119273, 0.08457817, -0.077629924, 0.16720273, 0.12549257, -0.1173481, 0.36272144, -0.7772537, 0.17534287, -0.23318143, -0.15383753, 0.095170036, 0.2495684, -0.122358866) * go_5(0.0, 0.0); + result += mat4(0.12718932, -0.23085114, 0.44935048, -0.021294393, 0.005949905, 0.019026272, 0.075566776, 0.15591605, 0.115685046, -0.14728822, -0.05144243, 0.06136992, 0.13333684, -0.012480303, -0.088788785, 0.037873793) * go_5(0.0, 1.0); + result += mat4(0.07020059, -0.06063198, 0.1457899, 0.0056248507, -0.008290764, -0.06342888, 0.18459271, 0.015399551, -0.11359522, 0.17675807, 0.069318, -0.040129766, -0.07564287, -0.026339471, 0.14574161, 0.23760302) * go_5(1.0, -1.0); + result += mat4(-0.4500806, 0.37602243, 0.13479808, -0.003117945, 0.063341856, 0.061276495, 0.1102818, 0.19250661, -0.25082627, 0.22803108, 0.08279026, -0.07739116, -0.05543028, -0.1009643, 0.28930148, -0.08104323) * go_5(1.0, 0.0); + result += mat4(-0.009021877, 0.16090877, -0.03602814, 0.1261343, 0.034350336, -0.052137982, 0.21462724, -0.02009136, -0.070031494, 0.03347469, -0.052788753, -0.05233215, -0.16940826, -0.09597297, 0.12662534, 0.019423395) * go_5(1.0, 1.0); + result += vec4(-0.052461267, 0.15198341, -0.02276772, -0.03120894); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.091359325, -0.047575854, -0.0801013, 0.20167087, -0.09074628, 0.14914455, 0.06205747, 0.08365782, -0.07602618, 0.12077156, -0.14313725, -0.00097601005, 0.1820761, -0.24430461, 0.02867478, -0.115407124) * go_0(-1.0, -1.0); + result += mat4(-0.017759264, -0.17924258, -0.0345519, 0.08500409, -0.07076207, 0.080482826, 0.022080237, -0.007573794, 0.34499946, 0.008354738, 0.14645022, -0.3155209, 0.41903394, 0.008933743, -0.26766288, 0.12653211) * go_0(-1.0, 0.0); + result += mat4(-0.003709739, 0.027829988, 0.14320208, -0.011639459, -0.03870455, -0.06727105, -0.23741855, -0.04182651, 0.09618168, 0.06922006, -0.03409518, -0.038725164, -0.07008305, -0.09782443, 0.06599439, -0.055400725) * go_0(-1.0, 1.0); + result += mat4(0.12684472, 0.42739755, 0.05868158, 0.07929677, 0.062750086, 0.122842215, -0.2262321, -0.057169817, -0.10190911, 0.06661454, -0.2044338, -0.058569092, 0.06513055, -0.38419202, -0.2889477, 0.00075288495) * go_0(0.0, -1.0); + result += mat4(0.15597402, 0.050789982, 0.4612256, -0.1232455, 0.09143189, -0.056280397, 0.21547496, -0.043968584, -0.017269861, 0.1459616, -0.23092718, 0.27603424, 0.070095435, 0.42628354, 0.09857772, 0.023654036) * go_0(0.0, 0.0); + result += mat4(0.03566403, -0.089161746, -0.06622656, -0.043728504, 0.012655346, 0.07107657, 0.15460275, 0.09053651, -0.07001083, -0.09635171, 0.030271877, -0.010034998, 0.090245664, 0.11612592, -0.18119843, 0.115030274) * go_0(0.0, 1.0); + result += mat4(-0.055906393, 0.020972524, 0.04405409, -0.08206327, -0.030148225, 0.015709205, 0.056204747, -0.104014955, 0.044074293, -0.3603162, 0.009822444, -0.12735473, 0.0067433324, 0.21345942, -0.16173074, 0.062634476) * go_0(1.0, -1.0); + result += mat4(-0.048287738, 0.04504366, -0.16253331, -0.06976707, -0.13551746, -0.0069742347, -0.11613854, 0.13235438, 0.07955257, 0.14578325, -0.3022118, 0.02631827, 0.3573758, 0.12363717, -0.039339956, -0.21598001) * go_0(1.0, 0.0); + result += mat4(-0.075250365, -0.023891231, 0.13229692, -0.022614656, 0.08825453, 0.061776746, -0.0993127, -0.10578799, -0.1690626, 0.03054397, -0.07695639, -0.079353474, 0.0615981, 0.0034620631, 0.08599167, -0.085487425) * go_0(1.0, 1.0); + result += mat4(-0.13306135, 0.070102595, 0.0018800788, -0.09813606, -0.03170419, 0.01839398, -0.05142857, -0.010052865, -0.11429524, -0.07586167, -0.060972217, -0.022728505, -0.037173454, -0.01240384, 0.1636404, -0.1259204) * go_1(-1.0, -1.0); + result += mat4(0.21663728, -0.0165655, -0.19682632, 0.13902938, -0.081392035, 0.02523787, 0.1569057, -0.016838314, -0.20710535, 0.10089684, 0.2759473, -0.06408284, -0.17343125, -0.050983876, -0.09340315, 0.042417858) * go_1(-1.0, 0.0); + result += mat4(-0.44453263, -0.10516173, -0.056139067, 0.24120103, 0.14092721, 0.09527867, -0.10289124, 0.07447457, -0.07255724, -0.07065093, -0.19831358, -0.03145072, 0.062462587, -0.13137348, 0.1398097, -0.08052687) * go_1(-1.0, 1.0); + result += mat4(-0.20226036, -0.089287, -0.20396022, 0.16342834, -0.0715875, 0.030659283, -0.09019761, -0.050632484, -0.087833114, -0.4390073, 0.19481303, 0.03432329, 0.22792237, 0.023274168, 0.029200593, -0.018187294) * go_1(0.0, -1.0); + result += mat4(0.46787158, 0.17991507, 0.0023480568, -0.031941783, -0.060549572, -0.09330203, 0.055897802, 0.12673432, 0.4230312, -0.4516835, -0.00064001186, 0.109839454, 0.2836279, 0.07375687, 0.17711547, -0.34547985) * go_1(0.0, 0.0); + result += mat4(0.06408312, 0.009809225, 0.12017534, 0.12778811, 0.01949525, 0.00639294, -0.022816632, -0.20515566, -0.026015112, -0.088214, 0.09398295, 0.14219733, 0.021610592, -0.0133708725, 0.15716344, 0.15374821) * go_1(0.0, 1.0); + result += mat4(-0.38632336, 0.1055968, -0.16746776, 0.031227939, 0.048837874, 0.08812276, 0.08459655, 0.037026476, -0.012736664, -0.032292336, -0.043989874, 0.030728273, -0.117319904, 0.13062797, -0.17748901, 0.20819202) * go_1(1.0, -1.0); + result += mat4(0.02485017, -0.08059275, -0.14782152, 0.16193154, 0.038559932, 0.16653356, -0.01829594, -0.32613558, 0.09611959, -0.14201616, 0.19360055, -0.16462325, 0.110373735, -0.013233708, 0.06437815, 0.05023126) * go_1(1.0, 0.0); + result += mat4(-0.0939555, 0.08396099, -0.19401367, -0.072351895, 0.0011377602, -0.08304909, 0.18247987, -0.06868134, -0.13975257, -0.072047986, 0.13241461, -0.027208991, -0.13384572, -0.04257672, -0.19476503, 0.1448576) * go_1(1.0, 1.0); + result += mat4(-0.014496433, -0.08627452, 0.013479882, 0.08189796, -0.39928418, -0.23446554, 0.033236828, -0.073348634, 0.20772837, -0.12541759, 0.12547676, 0.15118147, 0.06343077, 0.13170359, 0.07456327, 0.037460607) * go_2(-1.0, -1.0); + result += mat4(0.22783525, -0.062255867, -0.015669081, 0.18545356, -0.14074744, -0.0977361, -0.15016074, 0.12626553, 0.025569597, 0.05259659, -0.1401111, 0.07791122, -0.25046918, 0.14517197, 0.051306423, 0.10093671) * go_2(-1.0, 0.0); + result += mat4(0.10963008, 0.10075975, -0.09315192, 0.03928484, -0.05507595, -0.027855752, -0.17043641, 0.013336898, -0.14907023, -0.098712295, -0.055508208, -0.017730046, -0.11934544, -0.10822632, -0.07726361, 0.070103206) * go_2(-1.0, 1.0); + result += mat4(-0.1622651, -0.12376016, -0.048875168, 0.030344466, -0.104258224, -0.30643496, 0.0542774, -0.21803202, -0.14617568, 0.3079984, -0.3006482, -0.116233975, -0.034087032, -0.21282312, -0.08974353, -0.21706651) * go_2(0.0, -1.0); + result += mat4(-0.17512108, -0.015798012, -0.2049979, 0.16415326, -0.037209652, -0.148847, 0.6209044, 0.35860595, 0.18044792, -0.030519703, 0.053781435, -0.4150754, 0.025012434, -0.049011238, -0.09130766, -0.12138916) * go_2(0.0, 0.0); + result += mat4(-0.044045687, 0.025672063, -0.021289285, -0.12346778, -0.12262819, -0.11085004, 0.15677044, -0.18353437, 0.35993704, -0.060050707, 0.36173448, 0.12406324, -0.006029473, -0.038038015, 0.10273825, 0.004656042) * go_2(0.0, 1.0); + result += mat4(0.08824971, 0.055099364, -0.029784897, -0.14293, 0.21541874, -0.3471079, 0.19006546, -0.25032708, 0.17953677, 0.07634346, 0.0943904, -0.14774932, -0.038256116, -0.043757852, -0.18224706, -0.0767931) * go_2(1.0, -1.0); + result += mat4(-0.14115013, -0.027943728, 0.043077346, 0.16837053, -0.30298868, -0.0012479749, -0.21017027, 0.08538537, -0.18856743, -0.1644689, 0.106126145, -0.05934489, -0.23814213, 0.089396715, -0.042591337, 0.07807625) * go_2(1.0, 0.0); + result += mat4(0.1340491, 0.052864898, 0.030508095, -0.053534534, 0.0763844, -0.083921455, -0.007467296, 0.10813974, -0.13826096, 0.07286494, 0.017945437, 0.12293839, -0.14042178, -0.02947513, -0.031838633, 0.12082989) * go_2(1.0, 1.0); + result += mat4(0.1102285, 0.19918683, 0.040284276, -0.0514123, -0.047394637, -0.021792434, 0.012939052, -0.0023403286, 0.23044759, 0.21366574, -0.1535014, 0.15519466, -0.006563226, 0.07491919, 0.122444265, -0.093628265) * go_3(-1.0, -1.0); + result += mat4(-0.23274226, 0.104155675, 0.1884381, 0.02142028, 0.11323431, 0.1554841, 0.123437695, -0.03776226, -0.45464247, -0.25061348, -0.032978028, -0.018654265, -0.024727726, 0.06470798, -0.122398995, -0.21492854) * go_3(-1.0, 0.0); + result += mat4(0.14285532, 0.0013011715, -0.06574208, 0.086654305, -0.048436016, -0.16197361, 0.008795141, -0.018098531, 0.3623435, 0.12052228, 0.21655083, -0.057346217, -0.08660433, 0.20646246, -0.145056, 0.009912266) * go_3(-1.0, 1.0); + result += mat4(-0.120041594, -0.25241104, -0.6336183, -0.12418686, 0.008573801, -0.06827598, -0.09228199, -0.07655123, 0.07855638, 0.089592285, 0.15033577, -0.2273755, 0.06294413, -0.011506087, -0.2499483, -0.35493052) * go_3(0.0, -1.0); + result += mat4(-0.06940104, -0.06756523, -0.53161937, 0.12494837, -0.06503322, 0.11604297, -0.34153852, 0.04156643, -0.45669356, -0.044081815, 0.004695825, -0.072227545, -0.02530914, -0.17312789, -0.09068418, -0.09982657) * go_3(0.0, 0.0); + result += mat4(-0.29282403, -0.010049017, -0.024964066, 0.017599167, 0.078072265, -0.02860973, 0.19687887, 0.19570877, 0.0462925, 0.09549612, -0.1492184, -0.23970652, 0.1505322, 0.019254023, -0.042950142, -0.015978891) * go_3(0.0, 1.0); + result += mat4(-0.03936397, -0.16615695, 0.031633284, -0.15845262, 0.07402319, -0.10969973, 0.1627256, -0.082409754, 0.25605643, 0.12996247, 0.0026216798, 0.09912746, 0.05241615, -0.19865209, 0.16946888, 0.05068021) * go_3(1.0, -1.0); + result += mat4(0.01114184, 0.084049165, 0.21976121, 0.2706964, -0.1294367, -0.06303496, -0.023219386, 0.077690855, 0.27775633, 0.00947329, -0.15350725, -0.33890706, -0.11828109, 0.09787361, -0.016221395, 0.016552113) * go_3(1.0, 0.0); + result += mat4(0.06600668, -0.038050972, 0.05673705, -0.074460626, -0.033874847, 0.04394138, -0.09962254, 0.024659669, 0.22614685, 0.0010322065, 0.09654571, -0.06633969, -0.10417394, -0.026023693, -0.022211308, 0.07900881) * go_3(1.0, 1.0); + result += mat4(0.036456246, -0.2124808, -0.012558569, -0.005300579, -0.00047140988, 0.35318285, -0.06906561, 0.17434907, 0.062296104, 0.07322263, 0.07417871, 0.018067235, -0.08858221, -0.14630227, 0.029234141, -0.15545718) * go_4(-1.0, -1.0); + result += mat4(0.0863986, -0.040072814, -0.06980794, 0.2665523, -0.16316326, 0.110833816, 0.095236875, -0.2692474, 0.04447339, 0.06251346, 0.22095545, -0.041103855, 0.06609487, -0.019505464, -0.05033705, 0.22964026) * go_4(-1.0, 0.0); + result += mat4(0.29361203, 0.13948435, -0.04883785, -0.055638783, -0.21016635, 0.06452464, 0.2573405, 0.015132235, -0.20484985, -0.21653354, 0.21269105, 0.0118991295, -0.081802815, 0.105966985, -0.3921394, 0.20990291) * go_4(-1.0, 1.0); + result += mat4(-0.08627829, 0.03343112, 0.31935173, 0.20275539, 0.069561645, 0.44631377, -0.16738373, -0.35273424, 0.1321877, 0.41263857, 0.15853775, 0.1095465, -0.14425585, 0.046967953, 0.052787095, 0.20420372) * go_4(0.0, -1.0); + result += mat4(-0.6400273, -0.02383611, 0.002919604, 0.20062971, 0.22101505, 0.13407028, -0.3607917, 0.097198665, -0.009687387, 0.20925479, -0.22717565, -0.077685565, -0.10238261, -0.30386773, -0.07093403, 0.3789904) * go_4(0.0, 0.0); + result += mat4(0.19998863, 0.11971228, -0.12407401, -0.020293633, 0.17083226, 0.07682446, 0.017597012, 0.16630399, -0.044776015, 0.038629167, 0.09155888, 0.2775535, 0.17645419, 0.05448149, 0.26603785, -0.23594949) * go_4(0.0, 1.0); + result += mat4(0.13560197, -0.12419031, -0.001434453, 0.096761554, -0.025025826, 0.23237492, -0.22578233, 0.39105797, -0.1521174, 0.012731402, -0.12703973, 0.17032094, -0.23923986, 0.15013756, -0.079769395, 0.21047747) * go_4(1.0, -1.0); + result += mat4(0.023834813, 0.042676624, -0.043734103, -0.0489564, 0.2968653, 0.12845509, 0.26865506, -0.1339746, 0.1031858, 0.06713386, 0.035661936, -0.008399658, -0.023008743, 0.14043713, -0.10849628, -0.29047936) * go_4(1.0, 0.0); + result += mat4(-0.15448047, 0.018301843, -0.11298581, 0.0643367, 0.19861038, 0.054608114, 0.053602763, -0.12229704, 0.1838333, 0.060085677, -0.054444484, -0.03963665, -0.09128162, -0.002571187, -0.011031746, 0.013937809) * go_4(1.0, 1.0); + result += mat4(-0.19042498, -0.10742417, -0.009482582, -0.13710654, 0.07004467, 0.054024436, -0.079347484, -0.069204524, -0.066065274, 0.029851453, 0.057536937, -0.10738562, -0.0019049636, -0.05961882, 0.015954375, -0.046048168) * go_5(-1.0, -1.0); + result += mat4(-0.30546746, 0.026462605, -0.16525201, -0.14865883, -0.22890806, -0.064678855, -0.07405687, -0.060555395, 0.19689551, -0.10453069, -0.13507089, 0.044260368, 0.3549059, -0.2059544, -0.017047137, -0.085279755) * go_5(-1.0, 0.0); + result += mat4(0.15902059, 0.27806246, -0.02470931, -0.071123265, -0.10959986, -0.061866783, 0.18073395, 0.027781103, 0.01899935, 0.0068895225, 0.09553635, 0.014020304, 0.48340565, 0.1568511, 0.18551165, -0.03941332) * go_5(-1.0, 1.0); + result += mat4(0.18007858, -0.18097854, -0.032877125, -0.13505274, 0.12229551, -0.19246832, 0.07324526, 0.16423881, -0.07985383, 0.102822796, 0.022348268, 0.20718963, 0.1657745, 0.09994554, -0.044875868, -0.04791159) * go_5(0.0, -1.0); + result += mat4(-0.1522259, -0.15503414, 0.5213648, 0.048220746, -0.03673415, -0.048296932, -0.0035913677, -0.33058712, -0.37347135, -0.107429914, -0.27443045, 0.1444104, -0.12858333, -0.0898987, 0.18059024, 0.2385074) * go_5(0.0, 0.0); + result += mat4(-0.17812404, 0.027946725, -0.15453176, -0.16888796, -0.1454275, -0.08521876, -0.09842795, 0.017285218, -0.15038043, 0.12944756, -0.0074227825, 0.049601924, -0.2942431, 0.3029513, 0.2346801, -0.010824461) * go_5(0.0, 1.0); + result += mat4(-0.13489157, -0.19739941, 0.19581558, -0.08267463, -0.16068561, 0.019075824, 0.0042642844, 0.1025828, 0.009590443, -0.042244606, 0.0069560697, 0.18787669, 0.08875559, 0.12666185, 0.27844438, -0.014087231) * go_5(1.0, -1.0); + result += mat4(-0.15345146, -0.088549316, -0.2007104, 0.08694364, 0.097901054, -0.09112625, 0.17398718, -0.08376772, 0.13471653, -0.11526493, 0.09551537, 0.000994288, 0.10547293, 0.027825898, 0.13316914, 0.27184469) * go_5(1.0, 0.0); + result += mat4(-0.2831289, -0.1077123, -0.015594004, -0.15530941, 0.030916838, -0.007725551, -0.0013768732, -0.0542834, 0.14217895, -0.019043038, -0.121255994, 0.1774951, -0.02571608, 0.08931403, -0.05238016, 0.49422094) * go_5(1.0, 1.0); + result += vec4(-0.05178692, 0.012992142, -0.09760262, -0.088807374); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06822733, 0.047476072, 0.010553384, -0.06512182, -0.014951614, -0.023422068, 0.12602834, -0.06063965, 0.11658996, -0.0075021465, -0.015290296, -0.18518211, 0.06179118, 0.06263638, 0.2701791, 0.03897366) * go_0(-1.0, -1.0); + result += mat4(-0.005936342, 0.0046865293, 0.1009514, 0.113875, -0.22882754, 0.06882264, 0.044918634, -0.15084246, 0.27190965, -0.09802474, -0.17399205, -0.28109655, 0.115927316, 0.065323986, -0.07905437, 0.31301168) * go_0(-1.0, 0.0); + result += mat4(-0.058077507, 0.060739186, -0.047071032, 0.08625859, 0.18279932, -0.062378623, -0.020198788, -0.020209447, -0.03725052, -0.17194895, -0.009185631, -0.061395645, -0.10394699, 0.13250858, -0.02054919, 0.17315096) * go_0(-1.0, 1.0); + result += mat4(0.14755291, -0.15426354, -0.038297612, -0.002863782, 0.014281958, -0.1430333, -0.15214095, -0.25977355, 0.055283524, -0.020698514, -0.031711206, 0.043652818, -0.011913896, -0.15935701, 0.30120242, -0.07141416) * go_0(0.0, -1.0); + result += mat4(-0.07511256, 0.097857445, 0.1280642, -0.23440666, 0.07341128, 0.025019338, 0.2676868, -0.6392872, -0.018604822, -0.41209763, 0.036267836, 0.048222575, -0.049899656, 0.12035686, -0.415035, 0.111109026) * go_0(0.0, 0.0); + result += mat4(0.06660235, 0.10465846, 0.03231821, -0.057176817, -0.33603838, -0.117789224, -0.08611003, -0.14391285, -0.07540102, -0.049893077, 0.06534853, 0.014703251, 0.1686735, 0.21635768, -0.0004174196, -0.06970894) * go_0(0.0, 1.0); + result += mat4(-0.09123483, -0.02650008, -0.26045164, 0.008752753, -0.038899194, 0.056095514, -0.15680234, -0.21681328, -0.1807998, -0.08361851, -0.20086065, 0.13148476, 0.009767108, -0.0006198602, 0.15239619, -0.07983563) * go_0(1.0, -1.0); + result += mat4(0.07919758, -0.10799586, -0.11674191, 0.07721418, -0.02489812, 0.013862152, 0.14324659, -0.19167677, 0.47860634, 0.016703675, -0.025147682, -0.13012366, 0.021707488, -0.049213693, -0.049455807, -0.122704044) * go_0(1.0, 0.0); + result += mat4(-0.1036183, -0.0016137742, -0.010286528, 0.03161724, 0.111006066, -0.010090895, -0.13061818, -0.12827039, -0.06817742, -0.08191259, -0.010029781, 0.0756146, -0.024297824, 0.08189767, 0.0012347228, -0.061834745) * go_0(1.0, 1.0); + result += mat4(0.074035384, -0.0054270145, -0.054232355, 0.052020255, 0.039064236, 0.07612554, -0.07112709, -0.041343223, -0.04877365, -0.081693694, -0.19036053, -0.07976283, -0.019394593, 0.11878604, -0.17398894, 0.066551484) * go_1(-1.0, -1.0); + result += mat4(0.021499138, 0.11031255, 0.07942792, 0.19678888, -0.1660272, 0.12142711, 0.053864148, -0.09273723, -0.04266638, -0.092488594, 0.052425362, -0.13612169, 0.055963192, -0.08253813, -0.03933135, 0.01831182) * go_1(-1.0, 0.0); + result += mat4(-0.009105146, 0.25351846, 0.021370875, 0.07980244, 0.08131595, 0.0045822896, 0.024319764, 0.13540691, 0.10949155, -0.036669955, -0.0440662, 0.031805526, 0.0076850317, 0.0050480044, 0.010493236, -0.20307945) * go_1(-1.0, 1.0); + result += mat4(0.035208475, -0.016913606, 0.06748526, 0.28376573, -0.09829214, 0.03491954, -0.048616122, -0.022004133, 0.033356942, 0.041457683, -0.1141923, 0.053526472, 0.1301348, 0.032898832, 0.14776024, 0.11034088) * go_1(0.0, -1.0); + result += mat4(0.25044763, 0.1022549, 0.13824631, 0.15358314, -0.01792875, -0.023492826, -0.16425751, -0.04925489, -0.5415385, 0.22712392, 0.32446757, 0.061109796, -0.016136007, 0.09170503, -0.020712415, 0.22309552) * go_1(0.0, 0.0); + result += mat4(-0.16366409, -0.017794464, -0.12714142, -0.021118859, 0.03178183, 0.067133196, 0.105975136, 0.009305183, 0.08399536, 0.15291104, -0.029605338, 0.0134068895, -0.09861506, -0.059872147, -0.03844756, -0.12674972) * go_1(0.0, 1.0); + result += mat4(-0.07806115, 0.043562375, -0.009290437, 0.04422061, 0.044749737, 0.06424069, 0.026669348, 0.03424551, 0.024359688, -0.07599093, -0.037592914, 0.054648582, 0.06240557, 0.061408926, 0.030988218, 0.08729672) * go_1(1.0, -1.0); + result += mat4(-0.010351677, 0.028773759, 0.12303081, -0.046040278, -0.06785082, -0.24544333, -0.14512034, 0.028818216, -0.030756637, -0.070427775, 0.029058386, 0.11266564, -0.0126586575, -0.099691354, 0.23675011, 0.021924842) * go_1(1.0, 0.0); + result += mat4(0.29327697, 0.04030911, -0.10077885, -0.048846, -0.16350128, -0.054487552, 0.070820816, 0.047305796, -0.12812468, 0.007919711, -0.09975894, 0.06570609, 0.041386835, -0.027804038, 0.054338817, -0.09551541) * go_1(1.0, 1.0); + result += mat4(-0.08264294, 0.0022153752, 0.17625731, 0.108203925, -0.1994716, 0.13532871, 0.004684368, -0.068710595, 0.118159816, -0.07109689, 0.0926224, -0.24703208, -0.01173713, 0.033426084, -0.016495464, 0.12449714) * go_2(-1.0, -1.0); + result += mat4(-0.0937873, -0.065207124, 0.1289635, 0.17735708, -0.07141622, -0.116392545, -0.012032065, 0.2256439, -0.16182312, -0.12979633, 0.13266288, -0.029406255, -0.11667275, 0.010681019, -0.03679369, 0.12324768) * go_2(-1.0, 0.0); + result += mat4(-0.08298939, -0.04220063, 0.03483479, 0.13134407, 0.21608235, -0.034893714, -0.12628594, 0.16904697, 0.021075964, 0.1242292, 0.049865, 0.0012191305, 0.02183184, 0.106443465, -0.097153716, 0.10045028) * go_2(-1.0, 1.0); + result += mat4(-0.15327847, -0.03231816, 0.048716772, 0.04888897, 0.042859055, 0.15434006, -0.20086974, -0.05871333, -0.06012798, -0.16594929, -0.41956443, 0.02897127, 0.10374121, 0.0979167, -0.06796184, -0.16530903) * go_2(0.0, -1.0); + result += mat4(0.4286096, -0.29660472, -0.16605186, 0.27494267, 0.026896525, 0.28659457, -0.03428165, 0.2044704, 0.48915815, -0.33265522, 0.21135275, 0.33785677, 0.18982616, 0.10604258, -0.064662024, 0.096615575) * go_2(0.0, 0.0); + result += mat4(0.016727265, 0.17198113, -0.05871693, 0.054799933, -0.02786635, 0.15011124, -0.23983961, 0.033867355, -0.19206874, -0.13592441, 0.07261021, -0.043166462, -0.12164969, -0.07333818, 0.037067372, 0.08996417) * go_2(0.0, 1.0); + result += mat4(-0.070286445, -0.10659555, -0.04422945, -0.053230558, 0.0013350527, -0.017993074, -0.049735866, 0.11409308, 0.04892686, -0.06817943, -0.12813167, 0.039810136, 0.05252391, -0.06560004, -0.063294955, -0.07105003) * go_2(1.0, -1.0); + result += mat4(-0.13546339, 0.14185336, 0.006366223, -0.28422508, -0.21820036, 0.039592113, -0.07649182, -0.27793187, -0.2901769, -0.046293516, 0.25072086, -0.1427351, -0.0032531293, 0.03191745, -0.029102972, 0.050067473) * go_2(1.0, 0.0); + result += mat4(0.07247183, -0.0060611004, -0.04357295, -0.10875274, 0.12985152, 0.08760643, -0.19915642, -0.014556378, 0.1215484, 0.25098228, -0.21922487, 0.021113032, 0.0839372, 0.055542022, 0.13710897, -0.027615722) * go_2(1.0, 1.0); + result += mat4(0.19114621, 0.099159814, 0.011108828, 0.029784255, 0.08460498, 0.015443031, -0.044587217, 0.09834142, 0.10807179, -0.05328408, 0.13301793, 0.11193144, 0.18251152, 0.083096996, -0.08564835, -0.15828381) * go_3(-1.0, -1.0); + result += mat4(-0.28161234, 0.1756162, 0.17534174, -0.15757571, -0.08024952, 0.05677887, -0.1527151, -0.035949282, -0.16559522, -0.03176932, -0.15242305, 0.026554676, 0.07632302, -0.07731726, -0.17139448, -0.3687111) * go_3(-1.0, 0.0); + result += mat4(0.08050096, -0.0065235267, 0.064694345, -0.014644451, -0.079178736, 0.042656552, 0.09551645, 0.036842708, -0.03371497, -0.088755935, 0.07605894, -0.10299958, 0.08336513, -0.1338214, -0.051605105, -0.19725145) * go_3(-1.0, 1.0); + result += mat4(0.051400978, -0.02814356, -0.5582187, 0.05216139, -0.12328604, 0.07732251, -0.16055895, 0.14309604, 0.017186563, 0.08711397, -0.17381294, -0.011499491, -0.0481547, -0.04854952, -0.46566048, -0.3058923) * go_3(0.0, -1.0); + result += mat4(0.5119618, -0.38263124, 0.15986086, 0.010742568, 0.38711935, -0.336849, 0.040117126, 0.4004001, 0.19877116, 0.47289473, 0.021661036, -0.015238145, 0.09152666, 0.038322717, 0.06817698, 0.049476456) * go_3(0.0, 0.0); + result += mat4(-0.10441812, 0.21133856, -0.057014488, 0.23972808, -0.24930222, -0.050501857, 0.032259904, 0.12751378, 0.27306128, 0.30964115, -0.11031131, 0.12801209, 0.178222, -0.062289014, 0.022079576, -0.11246125) * go_3(0.0, 1.0); + result += mat4(-0.03134103, -0.22539799, 0.06857922, -0.10189109, -0.05753412, -0.024686527, 0.013851189, 0.1957986, -0.020091414, 0.14719157, 0.11946867, -0.09724786, 0.0028783937, 0.060009662, 0.013492387, 0.11172315) * go_3(1.0, -1.0); + result += mat4(0.025690198, 0.23751663, 0.12185973, -0.019141376, -0.084277906, 0.11608392, 0.16283877, 0.042005546, 0.072981484, -0.2306133, -0.071143106, -0.18201771, -0.031751275, -0.020903533, 0.12043939, 0.20526986) * go_3(1.0, 0.0); + result += mat4(-0.033504594, -0.09981515, 0.19222768, -0.00037204215, 0.07057902, 0.10403715, -0.03022699, 0.098804235, 0.18592818, 0.024603445, 0.11061402, -0.11533017, -0.12443965, 0.011813011, 0.07349946, 0.038668673) * go_3(1.0, 1.0); + result += mat4(-0.23181002, -0.17350966, 0.048837297, -0.08551675, 0.18603337, 0.058313303, 0.04316692, 0.058691278, -0.004881664, 0.0729517, -0.03626247, 0.15820287, -0.02682429, -0.0048006307, -0.094057836, -0.14746818) * go_4(-1.0, -1.0); + result += mat4(0.1383817, -0.1420967, 0.1424335, 0.22556119, -0.00086617674, 0.16489741, -0.26023895, -0.20425053, -0.034436412, 0.2758035, -0.059897684, -0.13402066, -0.16843258, -0.121999204, 0.3507855, 0.12512234) * go_4(-1.0, 0.0); + result += mat4(0.0632651, -0.025671296, -0.07224494, -0.037086867, -0.09273154, 0.0072819768, -0.049275056, -0.1953304, -0.17975083, 0.082679234, 0.053353265, -0.006074758, 0.20823684, 0.062092874, 0.11811291, 0.1815561) * go_4(-1.0, 1.0); + result += mat4(0.078111276, 0.25469536, 0.29218477, 0.004212939, -0.1232599, 0.021684207, -0.66154927, -0.343972, 0.010710011, -0.08535829, 0.18138462, 0.09095369, -0.103921935, 0.057450265, 0.25861067, -0.15153539) * go_4(0.0, -1.0); + result += mat4(-0.10782405, 0.18735452, -0.19443172, -0.15904504, 0.18990147, 0.48975512, 0.4310995, 0.1340281, 0.3089527, -0.10327674, -0.09608584, -0.123780966, -0.08807219, 0.14264533, -0.3084031, 0.02124611) * go_4(0.0, 0.0); + result += mat4(0.15577073, -0.06495954, 0.060370963, -0.114554875, 0.0047810473, 0.3622068, -0.3659395, 0.15643036, -0.07608074, 0.04065042, -0.039538994, -0.02360629, -0.02197194, 0.0048276316, 0.110902175, -0.16704206) * go_4(0.0, 1.0); + result += mat4(-0.0020525095, -0.012990091, 0.094804876, -0.02951601, 0.24626282, 0.124219425, 0.0463335, 0.094997995, -0.048861977, -0.005314135, 0.0059577175, -0.105576694, 0.048093226, 0.09738743, 0.21545859, 0.054231316) * go_4(1.0, -1.0); + result += mat4(0.07456489, 0.02194597, -0.20656359, -0.15409991, -0.04743203, -0.15427557, -0.24320696, 0.23521787, 0.016238466, -0.012914946, -0.05602358, 0.06522049, 0.102704614, -0.23755711, -0.08094957, 0.008219577) * go_4(1.0, 0.0); + result += mat4(0.035681196, -0.033441707, -0.11075713, 0.055746105, 0.019134156, -0.049570475, 0.06607101, -0.0073855054, 0.07943337, -0.11261986, 0.0008748123, -0.10753691, -0.10877436, -0.0108197965, -0.04098305, 0.020095402) * go_4(1.0, 1.0); + result += mat4(0.027692698, -0.023028603, -0.100124516, -0.103564754, 0.039096612, -0.010974292, -0.02888593, 0.08225068, -0.022655668, -0.023619713, -0.04132294, 0.06264889, 0.11349463, 0.074886896, -0.026237458, -0.13935888) * go_5(-1.0, -1.0); + result += mat4(-0.07625777, -0.02026929, -0.16509674, -0.07015678, 0.12159663, 0.11826456, -0.16222349, 0.02991282, 0.31014135, -0.18721381, 0.015715228, 0.013268594, -0.0226595, -0.086094275, 0.24472123, -0.10165225) * go_5(-1.0, 0.0); + result += mat4(-0.0046345745, -0.08258393, -0.0949934, -0.18188646, -0.082375005, 0.07654353, 0.023176871, -0.020692138, 0.024534898, -0.115623355, -0.012813735, 0.06324557, 0.10770564, -0.08825215, 0.049195863, -0.076814786) * go_5(-1.0, 1.0); + result += mat4(-0.038878765, -0.10554748, -0.03482947, -0.2024768, -0.09590611, -0.05518289, 0.17108603, 0.10745178, 0.14090835, 0.04451474, 0.33331943, -0.09338132, -0.13840568, -0.06591041, -0.13315365, 0.14895599) * go_5(0.0, -1.0); + result += mat4(-0.7184948, 0.20635058, -0.01087146, -0.25665486, 0.0694774, -0.08051657, -0.20419565, -0.29972658, -0.31587854, 0.26213837, -0.14282377, -0.14769338, -0.29376042, -0.24546684, 0.37429252, -0.01691138) * go_5(0.0, 0.0); + result += mat4(0.010284815, -0.29481632, 0.18720046, 0.028168285, -0.025520338, -0.031638097, 0.07629401, 0.23760115, -0.06497784, -0.09899808, -0.025247818, -0.141932, 0.30421942, 0.0839128, 0.15210237, -0.2547937) * go_5(0.0, 1.0); + result += mat4(-0.11730973, 0.08676562, -0.12592962, 0.059735335, 0.036849916, 0.01789285, -0.02247672, 0.034570415, 0.069350585, -0.047193673, 0.06288105, -0.016742256, -0.06302216, 0.00919547, 0.12617198, -0.001655632) * go_5(1.0, -1.0); + result += mat4(0.13489273, -0.05945722, 0.15636152, 0.10246266, -0.0492767, 0.13209876, -0.022542313, 0.1869006, 0.18273778, -0.009863488, 0.1475087, 0.009797511, 0.18775922, -0.08949364, 0.031399027, 0.16898693) * go_5(1.0, 0.0); + result += mat4(-0.17234778, -0.113925606, 0.0285368, 0.093877554, -0.010534175, 0.002686299, 0.033060588, -0.019788781, 0.12574218, 0.03520547, 0.0032812972, 0.04480523, 0.06951987, -0.25137702, 0.01562915, -0.02552195) * go_5(1.0, 1.0); + result += vec4(0.06121498, 0.024510587, -0.012219787, 0.074479066); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf2 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06058286, 0.2195084, 0.19780184, -0.05155375, 0.09216426, 0.03457752, -0.096646644, -0.015035897, -0.13803566, 0.025244685, 0.13735959, -0.009401512, -0.16166702, -0.1815502, 0.007993552, 0.0069571338) * go_0(-1.0, -1.0); + result += mat4(0.047445912, 0.11488218, -0.17851587, -0.1392721, -0.038011838, 0.17368795, 0.106928326, -0.13197932, -0.2733485, -0.087136164, 0.07961574, 0.020573204, 0.029977003, -0.1667677, -0.17820576, 0.0118401665) * go_0(-1.0, 0.0); + result += mat4(0.07106099, -0.00185452, -0.027270012, -0.09875212, 0.06354194, -0.16046102, -0.034993082, -0.053045254, 0.068700135, 0.09387552, -0.09717345, -0.06485704, 0.050274733, -0.015956623, -0.14531186, -0.023925254) * go_0(-1.0, 1.0); + result += mat4(-0.020267177, 0.09845256, -0.22237779, -0.0704043, -0.03563008, 0.0058337585, -0.053230047, -0.0151015995, -0.004355268, -0.16663343, -0.022371203, 0.17783938, 0.27934113, 0.038911168, 0.053898126, 0.067584395) * go_0(0.0, -1.0); + result += mat4(-0.35373348, -0.04811985, -0.003069958, 0.22371289, 0.039519783, 0.08697823, 0.12242937, -0.05692152, 0.34154105, -0.30326834, -0.23093781, 0.060490705, -0.3779121, -0.12894416, 0.03531685, 0.27401015) * go_0(0.0, 0.0); + result += mat4(-0.27760014, 0.024816839, 0.16137716, 0.060659613, -0.0962453, -0.023302421, -0.0679713, 0.08072911, 0.10419372, -0.1286133, -0.06336595, -0.13529508, -0.033300906, 0.077698715, 0.13658288, -0.046092913) * go_0(0.0, 1.0); + result += mat4(0.004510119, -0.018816976, -0.023925988, -0.056694455, 0.021134097, 0.15678076, -0.034855466, -0.052143726, 0.11061209, -0.03679294, -0.15515395, 0.22478753, 0.030984117, 0.01664375, -0.010612448, -0.01799207) * go_0(1.0, -1.0); + result += mat4(0.18006827, 0.168574, 0.15232614, -0.1295002, -0.05264042, -0.12097018, -0.08624036, -0.20883065, 0.22397974, 0.041060217, -0.23898268, 0.09747489, 0.0005401559, -0.17116228, 0.03260164, 0.2373106) * go_0(1.0, 0.0); + result += mat4(0.0005155169, -0.10857663, -0.014398447, 0.004808808, -0.05587811, 0.1242163, 0.14578046, -0.09588132, 0.14351574, -0.10559421, -0.041078355, 0.0059864363, -0.061656762, -0.07678676, -0.10182491, -0.10634101) * go_0(1.0, 1.0); + result += mat4(-0.04443192, 0.13661186, -0.076222196, -0.081149, -0.041719135, -0.12614048, 0.018182557, 0.03125801, 0.06955725, 0.09229393, -0.0070879795, 0.038897008, 0.0052797156, 0.13088952, -0.073197, -0.11281815) * go_1(-1.0, -1.0); + result += mat4(0.19961423, 0.13726334, 0.27169493, 0.05927113, 0.0028651909, -0.1287458, 0.026732842, -0.095184654, 0.016316563, -0.11783113, 0.2360606, -0.30774674, 0.108432285, 0.23025006, -0.085001394, 0.08807084) * go_1(-1.0, 0.0); + result += mat4(-0.060046196, 0.15679826, 0.2430814, -0.13272808, 0.019943269, 0.015503196, -0.030504405, 0.06340887, 0.1670832, -0.13615952, -0.13015799, 0.042683575, -0.06566812, -0.062855676, 0.056155447, -0.13632087) * go_1(-1.0, 1.0); + result += mat4(-0.04923022, 0.053739548, 0.23691703, 0.045897946, 0.08574055, 0.015698176, 0.30700058, 0.03893632, -0.09240451, 0.13776198, -0.01634878, 0.1086944, -0.10443478, -0.038250007, -0.16425894, 0.069837235) * go_1(0.0, -1.0); + result += mat4(-0.4527755, -0.16416265, 0.45300293, 0.11527787, 0.06872868, 0.03514386, -0.02678375, 0.04558898, -0.21735664, -0.38876057, 0.15125597, 0.20117617, -0.15160187, -0.2531804, 0.15049757, -0.018326014) * go_1(0.0, 0.0); + result += mat4(0.013021216, 0.07807231, -0.025769137, 0.13387477, -0.16259682, -0.054581523, 0.17289965, -0.08043052, 0.0063357623, 0.11866516, -0.13520378, 0.0152135575, 0.061740812, 0.052589882, -0.16574025, 0.024117855) * go_1(0.0, 1.0); + result += mat4(0.04268464, 0.06037914, 0.06682348, 0.054433875, -0.14284062, 0.007709387, 0.05249287, -0.008818238, 0.02744223, 0.026029283, -0.068422645, 0.104170494, 0.011463976, 0.10870952, 0.11592658, 0.07393047) * go_1(1.0, -1.0); + result += mat4(-0.03750191, 0.0014403146, 0.1580456, 0.1137993, 0.08569837, 0.0005632574, 0.08939288, -0.004063193, 0.03108807, -0.1707586, 0.06543877, -0.02108999, -0.044783764, -0.09259009, 0.0018684827, 0.10293258) * go_1(1.0, 0.0); + result += mat4(-0.072144635, 0.13235292, 0.13174231, 0.06512337, 0.061325137, -0.1140173, -0.10778849, -0.0933897, -0.0026419833, 0.031816084, -0.05882651, -0.05534951, 0.05234496, -0.03341018, -0.028817033, -0.034064483) * go_1(1.0, 1.0); + result += mat4(0.06916357, -0.11582247, -0.06554703, 0.09624395, 0.11644621, 0.019876527, -0.08696374, 0.017086076, -0.054255698, 0.28372917, -0.000972655, -0.06400794, 0.030290179, -0.08620439, -0.08410291, -0.012277875) * go_2(-1.0, -1.0); + result += mat4(0.06226754, -0.040624045, -0.11270401, 0.10805481, 0.18899143, -0.1973884, -0.034787323, 0.05666152, -0.087144844, 0.032518808, -0.12266705, -0.12644689, 0.035625648, 0.13503525, 0.10947289, -0.02394309) * go_2(-1.0, 0.0); + result += mat4(-0.022302793, 0.10360904, 0.016256806, -0.021677233, 0.12430526, 0.042963423, -0.18037538, -0.14628161, 0.016152794, -0.11254728, 0.06434654, -0.005073352, 0.016403137, -0.035858087, -0.06591741, 0.08597588) * go_2(-1.0, 1.0); + result += mat4(0.004012092, -0.050453838, 0.07977573, 0.15305792, -0.05928047, -0.09349286, -0.14555392, 0.12337536, 0.16214384, -0.109313816, -0.044248413, -0.2963013, -0.14371789, -0.13369437, 0.07077758, 0.10006308) * go_2(0.0, -1.0); + result += mat4(0.06548829, -0.13058634, -0.26494655, -0.28315514, -0.45161557, -0.07177602, 0.10558368, 0.21007149, 0.45134485, 0.53428864, -0.24526665, -0.51175225, -0.16881745, 0.39553252, -0.059874248, -0.15100208) * go_2(0.0, 0.0); + result += mat4(-0.034883123, 0.09653819, 0.16275059, -0.10605186, -0.16961089, 0.15750273, -0.28543097, -0.12217311, 0.19074517, 0.00074714713, -0.07579063, 0.14993025, -0.013494211, 0.19434276, -0.038070716, 0.041972294) * go_2(0.0, 1.0); + result += mat4(0.077254616, 0.013449401, -0.068184, 0.10592368, 0.024376335, 0.0051301597, -0.13352032, 0.17067592, -0.07192257, 0.055784814, -0.12246667, 0.01487913, 0.116122164, 0.10971574, 0.026872944, -0.026666151) * go_2(1.0, -1.0); + result += mat4(0.05711798, -0.0010387006, -0.11265493, 0.27974793, 0.091452494, -0.20599814, -0.15438712, 0.32230932, -0.105436936, -0.35339028, -0.08469404, -0.03431861, -0.0006499669, -0.2701855, -0.011796139, -0.04423021) * go_2(1.0, 0.0); + result += mat4(-0.0829698, 0.06493657, -0.036546737, 0.024583373, 0.048521917, 0.1649191, -0.056993846, 0.08988572, -0.12735078, 0.3074979, 0.08563853, 0.119320676, 0.18576288, 0.14356904, -0.026636694, 0.05132804) * go_2(1.0, 1.0); + result += mat4(-0.0991048, -0.10884221, -0.12869547, 0.034603372, -0.06870907, -0.18230984, -0.021502903, 0.11301028, 0.18878941, -0.110253036, 0.040812176, -0.06389069, -0.15005918, 0.0037244866, 0.2132717, -0.013256287) * go_3(-1.0, -1.0); + result += mat4(-0.08388061, -0.112235, 0.065214306, -0.13957025, -0.19478679, 0.11254506, 0.054630954, 0.053645436, -0.2522801, 0.15058047, -0.07061216, -0.096459135, -0.11855631, -0.056933407, 0.035139047, 0.068258055) * go_3(-1.0, 0.0); + result += mat4(-0.06917721, 0.094096094, 0.07469013, 0.16470721, -0.11484115, -0.18424381, 0.016549148, 0.08468404, 0.04055001, -0.33645272, -0.0059957053, 0.08970189, 0.09028248, 0.04077987, -0.06547463, -0.006269863) * go_3(-1.0, 1.0); + result += mat4(0.21908568, 0.08401723, 0.0843042, 0.06545498, -0.08450129, -0.028926728, 0.19440761, 0.09694871, 0.07596912, 0.045503646, -0.006316475, -0.27986103, 0.06910375, -0.43196592, 0.03879253, 0.1638245) * go_3(0.0, -1.0); + result += mat4(0.8879269, -0.02551214, -0.030510996, -0.36941388, 0.3126625, 0.21035604, -0.15371346, -0.2780625, 0.06461355, 0.18609639, -0.149495, -0.23149131, 0.46026996, 0.035948373, 0.18278143, -0.20113651) * go_3(0.0, 0.0); + result += mat4(0.055903055, 0.08408526, 0.054170065, -0.2976025, 0.18558906, 0.029338092, -0.09893593, 0.059603147, -0.19218643, -0.008077081, 0.09550512, 0.051217057, -0.0276843, 0.33184877, -0.018644275, -0.11763111) * go_3(0.0, 1.0); + result += mat4(0.23338239, 0.011580942, -0.0787839, 0.09754503, 0.009759483, -0.075707465, -0.10206689, 0.08720839, -0.3039172, -0.2001228, 0.30864987, -0.16379629, -0.03914539, -0.06503792, -0.03883409, -0.065077074) * go_3(1.0, -1.0); + result += mat4(-0.1440983, 0.2827839, -0.07015957, 0.11515792, -0.1266345, -0.06969393, -0.009006173, 0.12875685, 0.031837627, 0.09990079, -0.1656627, 0.13870959, -0.08637978, 0.024281958, 0.12342855, -0.08816514) * go_3(1.0, 0.0); + result += mat4(-0.015464915, -0.19240353, -0.01967364, -0.11796279, -0.06462456, 0.154628, 0.076811045, 0.098927125, -0.20375597, 0.023598116, -0.10710138, 0.08929812, 0.07584669, -0.11928781, 0.049687184, -0.06122156) * go_3(1.0, 1.0); + result += mat4(0.16479358, 0.19148158, 0.098467164, 0.0618447, 0.0751567, 0.010100359, 0.05155746, -0.0778876, 0.0011591897, -0.056076154, -0.041074045, 0.024008576, -0.017050695, -0.18685716, -0.08527556, 0.0037657958) * go_4(-1.0, -1.0); + result += mat4(0.16866666, -0.29083413, -0.18637179, 0.0018769886, -0.2018132, 0.46180528, 0.13246574, -0.23898588, -0.12212059, 0.3341523, 0.1091505, 0.08251535, 0.19041067, -0.16169062, 0.07583192, 0.050573617) * go_4(-1.0, 0.0); + result += mat4(0.0129842255, -0.008741855, -0.053530104, -0.03131398, -0.0020409364, -0.07680617, 0.33556506, -0.011717628, -0.13952619, -0.05453907, 0.10336836, -0.027125375, 0.1751553, -0.030947112, -0.025735123, 0.041072566) * go_4(-1.0, 1.0); + result += mat4(-0.036542114, 0.10128076, -0.1880457, -0.17261198, 0.1431477, -0.18661828, 0.32769415, 0.0663247, 0.03365178, 0.19796737, -0.09132497, -0.21413301, 0.043885235, 0.20412171, 0.14644071, -0.06985309) * go_4(0.0, -1.0); + result += mat4(-0.2735308, 0.19792703, -0.21177524, 0.21988408, 0.32919964, 0.11183913, 0.2913821, 0.06404769, -0.004921694, 0.22249468, -0.010577357, -0.09632516, -0.15458032, -0.2982006, -0.041645106, 0.087833084) * go_4(0.0, 0.0); + result += mat4(-0.07113276, 0.07723143, -0.058266032, 0.08239994, -0.18380593, -0.09771933, 0.12499344, 0.031730324, 0.042094275, -0.010583603, 0.009981995, 0.107384935, -0.20355527, 0.017341057, 0.018268948, -0.15857501) * go_4(0.0, 1.0); + result += mat4(0.0013823194, -0.044928502, 0.025921093, 0.0012451003, -0.30528855, 0.3374342, 0.34150144, -0.09229386, -0.08328619, -0.10615052, 0.16300991, -0.19953482, -0.10911166, -0.036731765, 0.098331414, -0.06403792) * go_4(1.0, -1.0); + result += mat4(-0.023653124, 0.04610296, -0.03044758, -0.025650993, -0.32529983, 0.062136825, 0.24734603, -0.019307928, 0.03787457, 0.34381005, 0.113464035, -0.02037722, 0.32398093, 0.05488551, 0.055344287, 0.017325766) * go_4(1.0, 0.0); + result += mat4(0.0385026, 0.079174675, 0.059799727, -0.00725753, -0.0573653, -0.0420986, 0.16784842, 0.14938053, -0.009344561, -0.0778813, -0.017263457, -0.01132742, 0.077959225, -0.14751856, -0.20435876, -0.010041575) * go_4(1.0, 1.0); + result += mat4(-0.05931535, -0.08731735, 0.11970444, -0.09924397, 0.033911336, -0.0016364546, 0.0087679215, -0.076540634, 0.0077172252, 0.14911291, 0.11776904, -0.017065775, -0.059564207, 0.017132213, 0.06148217, -0.07582431) * go_5(-1.0, -1.0); + result += mat4(0.071270525, -0.24058339, -0.20233437, 0.001615171, 0.021383315, 0.09934347, -0.0011403296, -0.04854113, 0.12778723, 0.061408937, -0.071042776, 0.26612863, -0.10339047, -0.08749296, -0.04532682, -0.0615132) * go_5(-1.0, 0.0); + result += mat4(0.06391922, -0.016149543, -0.002464466, -0.00664347, -0.06338617, 0.04004229, 0.034720086, 0.054125533, 0.121965334, 0.2502773, -0.12270718, 0.011068944, -0.00047330794, 0.06449109, 0.17593135, 0.0040256707) * go_5(-1.0, 1.0); + result += mat4(0.03477346, -0.31120908, 0.28306037, 0.22833072, -0.017806482, -0.056919, 0.055360638, 0.020397838, -0.060393255, 0.02178207, -0.20644443, 0.088335134, 0.030195525, -0.19925289, -0.016580708, -0.007094466) * go_5(0.0, -1.0); + result += mat4(0.028902626, 0.12521821, 0.29966938, 0.20124513, 0.11820484, 0.23270105, -0.27059364, 0.0034185604, -0.0808993, -0.21187486, 0.14866447, 0.2362522, 0.2997781, 0.25243583, -0.010675219, -0.21490887) * go_5(0.0, 0.0); + result += mat4(0.017603166, -0.1354112, 0.07734325, -0.10108977, 0.095413536, -0.27478248, 0.15811092, 0.08514367, -0.0648521, -0.23040737, -0.015424236, -0.102597706, 0.018168293, 0.049426224, 0.24017967, -0.0076911957) * go_5(0.0, 1.0); + result += mat4(0.040054902, 0.10045824, -0.00088240346, 0.10863258, 0.004609783, 0.08008685, 0.0008943593, 0.04380173, 0.04113014, 0.17802699, 0.19284193, -0.09775915, -0.082003035, -0.04828276, -0.2212439, -0.08810767) * go_5(1.0, -1.0); + result += mat4(0.110144354, -0.17653003, -0.18453437, -0.13516864, -0.12592733, -0.031436298, 0.10997709, -0.26131755, 0.13670647, 0.33671942, 0.06641791, 0.022009498, -0.0843429, 0.2000657, 0.1431977, 0.23156545) * go_5(1.0, 0.0); + result += mat4(0.18203191, -0.30493334, 0.0012451819, 0.040420715, -0.09400875, -0.058327, -0.092143685, 0.08411573, 0.06618551, 0.066164635, -0.08439327, 0.07001009, 0.22673227, -0.1294288, -0.46530777, 0.2499909) * go_5(1.0, 1.0); + result += vec4(0.06602671, 0.113320544, -0.04297089, 0.007400785); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.19466089, -0.10927993, 0.09179887, 0.15121523, -0.037340622, 0.06053471, 0.038131684, -0.008113673, -0.18904036, -0.09559259, -0.17113, 0.03717301, -0.043611653, -0.16189677, 6.720818e-05, 0.087884724) * go_0(-1.0, -1.0); + result += mat4(-0.2376871, 0.07507205, 0.08144118, 0.266135, -0.0016601613, -0.075726755, 0.1405083, 0.05794102, 0.082300104, 0.42289656, -0.21715559, 0.066831395, 0.31216174, -0.14317952, 0.1725695, -0.17751537) * go_0(-1.0, 0.0); + result += mat4(0.037299458, -0.11762432, -0.011837041, 0.1465751, 0.039899126, -0.049513657, -0.0037649425, -0.17213967, 0.13214532, -0.035151232, 0.098905504, 0.25259635, -0.034471225, 0.22866723, 0.056768697, 0.04517098) * go_0(-1.0, 1.0); + result += mat4(-0.032002304, 0.0033130902, -0.11396168, -0.24947542, -0.01432499, 0.059397, 0.011829774, -0.039037425, 0.2855777, 0.38178965, 0.061862387, -0.3191097, 0.0013762182, 0.10873268, 0.13221635, 0.11438935) * go_0(0.0, -1.0); + result += mat4(-0.444183, 0.07429998, -0.24415193, 0.20763457, 0.005403234, -0.09182405, -0.33746308, 0.23260857, 0.80383587, 0.42822048, 0.15259221, 0.08751457, -0.18719546, 0.3931829, -0.3559663, 0.1288945) * go_0(0.0, 0.0); + result += mat4(0.038999066, 0.20546576, 0.17918825, 0.06601807, -0.09185307, 0.08308848, 0.3533222, 0.20337574, 0.2909968, -0.25924757, -0.18089646, -0.0856463, 0.1436575, -0.20405407, 0.08083093, -0.13420194) * go_0(0.0, 1.0); + result += mat4(-0.08427221, 0.029255591, 0.016859733, -0.011943696, 0.13574867, 0.040940672, 0.013232511, 0.026956066, 0.071955554, -0.06337127, -0.15357494, -0.026208352, -0.04108415, -0.06945617, 0.018760698, -0.023912333) * go_0(1.0, -1.0); + result += mat4(0.07994412, -0.00968056, 0.08030741, 0.16342168, 0.04104326, 0.073546335, 0.10782922, -0.27047744, -0.027339334, 0.012742752, 0.07632864, 0.3130092, -0.026107019, 0.14022668, 0.0019065946, 0.050307225) * go_0(1.0, 0.0); + result += mat4(-0.064752, -0.114935696, -0.101320885, -0.13594441, -0.0035874723, -0.21959865, -0.20514846, 0.06435263, -0.07910371, 0.22121632, -0.027385276, 0.11370377, -0.087538995, 0.02242176, 0.05138211, -0.055027794) * go_0(1.0, 1.0); + result += mat4(-0.07418348, -0.013085453, -0.23711763, 0.13872914, 0.10102951, 0.034057204, 0.09149018, 0.060473535, -0.00067378976, 0.05151344, -0.038349435, 0.05791031, 0.0049775504, -0.0063300184, 0.11502679, 0.11189162) * go_1(-1.0, -1.0); + result += mat4(-0.17575283, -0.026091507, -0.012820658, 0.02245792, 0.15239143, -0.12657113, 0.062418584, -0.12840585, 0.07613884, 0.12033655, -0.05695382, 0.03669604, -0.17113449, -0.15366605, 0.17787598, 0.06278569) * go_1(-1.0, 0.0); + result += mat4(0.015337286, -0.050423414, -0.08879978, 0.04760555, 0.12424041, -0.03367427, -0.0459138, 0.22050953, 0.12919267, 0.26828563, -0.1061058, -0.10099044, -0.04658635, -0.016307753, 0.14689955, -0.14597629) * go_1(-1.0, 1.0); + result += mat4(-0.01102339, 0.014672111, 0.13931917, -0.1345445, 0.031524513, -0.32458848, -0.056687858, 0.22222418, -0.056350503, 0.035747256, -0.10304222, -0.21285744, 0.25462946, 0.09982579, 0.09516444, -0.016217945) * go_1(0.0, -1.0); + result += mat4(-0.076081604, -0.23594818, 0.15077876, -0.21414931, 0.2282169, 0.59579784, -0.12744917, 0.35256362, -0.074862994, 0.16357085, 0.19566183, -0.05933472, 0.6046422, 0.17888334, -0.015507464, -0.08096589) * go_1(0.0, 0.0); + result += mat4(-0.07068054, -0.0079010865, 0.036364477, 0.14502864, -0.021085994, -0.07906985, 0.09793876, 0.07399657, 0.12093952, -0.18547052, -0.110405356, -0.10768624, 0.016976682, -0.030136436, 0.3050347, 0.25278243) * go_1(0.0, 1.0); + result += mat4(-0.010475713, -0.10232612, -0.108958706, -0.011528059, 0.11610843, -0.0014788646, 0.17262968, 0.031911, 0.08343287, -0.0021717772, -0.021841958, 0.0973525, -0.046819497, -0.05605018, 0.1291599, 0.09826176) * go_1(1.0, -1.0); + result += mat4(0.04663343, 0.04400759, -0.035258498, 0.00895981, -0.23123324, -0.055122357, 0.089720264, 0.09339213, 0.16230758, 0.01740431, 0.0010832906, 0.019101601, -0.28437567, -0.017914291, 0.06484634, -0.00661367) * go_1(1.0, 0.0); + result += mat4(0.08788325, 0.017547041, -0.12180048, -0.01287628, 0.014391497, 0.0098254625, -0.1297012, -0.08183671, 0.018999657, 0.09840126, 0.047082353, 0.24155243, 0.12269502, -0.08142539, 0.10323659, -0.033276822) * go_1(1.0, 1.0); + result += mat4(-0.14859885, -0.03888739, -0.15384491, -0.17175777, 0.04767615, 0.042373076, 0.013757687, -0.13237329, -0.04965534, 0.020163631, -0.11415436, -0.056286413, -0.16989873, 0.024179472, 0.037168648, -0.12176204) * go_2(-1.0, -1.0); + result += mat4(-0.05709518, -0.09206574, 0.04486005, -0.033150986, -0.017180622, 0.06052779, 0.16889273, -0.15518297, -0.24440864, 0.12658344, -0.139649, 0.037917744, -0.14727007, 0.038368758, -0.05098604, 0.09547945) * go_2(-1.0, 0.0); + result += mat4(-0.08096385, -0.010406064, -0.057036124, 0.13355646, -0.00612782, -0.0033356852, -0.06850302, 0.029461807, -0.17608377, -0.10943067, 0.030028753, 0.08070524, 0.022253908, -0.005548474, -0.045125946, 0.02093025) * go_2(-1.0, 1.0); + result += mat4(0.10988742, 0.27972367, -0.04232453, -0.43071312, -0.08219865, -0.12530999, -0.0016445538, 0.05443371, -0.014415479, -0.08840511, 0.066499956, -0.01336885, -0.15110426, 0.062335182, 0.052890446, 0.1044874) * go_2(0.0, -1.0); + result += mat4(0.33606815, -0.17963116, 0.34632006, 0.3946198, -0.10691484, -0.1038113, -0.019460114, 0.06895735, 0.59190637, -0.10203456, 0.008359275, 0.06353352, -0.32418385, -0.12430192, 0.24380416, -0.23094086) * go_2(0.0, 0.0); + result += mat4(-0.020480068, -0.01640171, -0.09763355, -0.02580198, -0.041970506, -0.042252183, -0.09769974, -0.045537427, 0.14187063, 0.06059797, 0.033730645, 0.020378796, -0.033819746, 0.09553117, -0.05334098, -0.09202247) * go_2(0.0, 1.0); + result += mat4(0.0246489, -0.086129375, 0.05148198, 0.16396165, -0.042565763, 0.047137372, 0.08882997, -0.0076635084, 0.020555299, -0.0018504986, -0.093162216, -0.002001032, -0.09805734, -0.09600409, -0.0027830484, -0.12433019) * go_2(1.0, -1.0); + result += mat4(-0.016701702, 0.19712164, -0.13269165, -0.10036325, -0.008542912, -0.006157372, -0.09184331, -0.097038, -0.11304494, 0.27655166, 0.060221743, 0.096516214, -0.043898825, 0.010273238, -0.07468758, -0.21701947) * go_2(1.0, 0.0); + result += mat4(-0.11392737, -0.15646808, -0.16859137, -0.1773589, 0.062430523, 0.0633658, 0.1578782, -0.02552433, -0.09023146, -0.03037661, -0.050063506, -0.018076949, 0.021033524, -0.06344241, 0.08951326, 0.06231262) * go_2(1.0, 1.0); + result += mat4(-0.094271734, 0.0114940265, -0.04097972, -0.06457978, 0.20086573, 0.035297886, -0.03792428, -0.15497704, 0.12542814, 0.006359964, 0.049963623, 0.06472255, -0.14664528, 0.10833471, 0.03922276, -0.1675095) * go_3(-1.0, -1.0); + result += mat4(-0.18032873, 0.011285189, -0.061522707, 0.008256017, 0.13692558, 0.15130165, 0.13422745, -0.22135267, 0.19946684, 0.24516532, 0.10290738, -0.2294601, -0.052056555, -0.13473587, 0.23919931, -0.042362213) * go_3(-1.0, 0.0); + result += mat4(-0.025423648, 0.026715705, 0.0060757576, -0.06410553, -0.04461674, -0.3029843, 0.092734374, 0.04524039, 0.033247333, -0.02790855, 0.056930248, -0.15256552, 0.02607904, 0.09423549, -0.18153918, 0.13832009) * go_3(-1.0, 1.0); + result += mat4(-0.049555343, 0.017360087, 0.057959676, 0.07956772, -0.075296454, -0.1470046, 0.021892669, 0.10043102, -0.024857812, -0.10644472, 0.09769508, 0.1249294, 0.007206734, -0.028977863, 0.10593961, 0.26716354) * go_3(0.0, -1.0); + result += mat4(-0.029734008, -0.3227415, 0.23771009, -0.19591968, -0.51607347, -0.25314853, -0.056235682, -0.07140848, 0.111049965, -0.06368735, -0.2866811, 0.013670416, 0.06847308, 0.30838242, -0.12282098, 0.0034061049) * go_3(0.0, 0.0); + result += mat4(-0.12762555, -0.04628489, -0.12804574, -0.040225446, 0.20549247, 0.40988892, 0.046733934, 0.0011979616, 0.060588628, 0.15362865, -0.022557247, -0.09853034, 0.06939786, -0.08854213, 0.0033144224, -0.20143713) * go_3(0.0, 1.0); + result += mat4(0.05962723, 0.05745424, -0.094456606, -0.20003895, -0.070974536, 0.026771205, 0.02564145, -0.02845018, -0.035351314, -0.0117768, 0.113437235, 0.08942642, 0.058360267, 0.024181651, 0.024502836, -0.073039465) * go_3(1.0, -1.0); + result += mat4(0.12510774, 0.045879837, -0.010349814, -0.019377183, -0.008772124, -0.16534139, -0.13212264, -0.21540141, 0.036527056, -0.10918482, 0.0049819928, -0.019343467, 0.13203917, -0.08569981, -0.061810624, -0.05108862) * go_3(1.0, 0.0); + result += mat4(0.04002694, -0.055285487, 0.053127788, 0.10067933, -0.027899982, -0.0050923983, -0.039490424, -0.121817835, -0.09340064, -0.0429694, 0.18118261, 0.049474712, 0.038677018, 0.14249925, 0.09504422, 0.122608855) * go_3(1.0, 1.0); + result += mat4(-0.14135127, 0.09016643, 0.025633719, 0.000614705, 0.070762664, -0.030985976, 0.042064067, 0.057410795, 0.0660935, -0.05050625, -0.10755477, 0.039620418, -0.10203836, -0.07814099, -0.014446629, 0.18048128) * go_4(-1.0, -1.0); + result += mat4(0.43030277, 0.18589582, 0.256173, -0.2844, 0.13945708, 0.14931135, 0.22740678, -0.3956166, -0.0724625, -0.08001986, 0.081810005, 0.025289046, 0.06736611, -0.07330548, -0.29192784, 0.21637453) * go_4(-1.0, 0.0); + result += mat4(-0.08737932, -0.1372706, 0.03159939, -0.21679185, -0.09027622, -0.041193455, 0.11512235, -0.24278319, -0.08837681, -0.018710367, 0.041880753, -0.014190375, 0.033047616, 0.06708754, -0.03391409, -0.07711031) * go_4(-1.0, 1.0); + result += mat4(0.12588775, 0.4317977, 0.077132806, -0.42811748, 0.031082593, 0.23937033, 0.08018833, -0.22718322, 0.060632102, 0.08067565, -0.042863563, -0.091845684, -0.04759955, 0.009588551, -0.17780636, -0.22400473) * go_4(0.0, -1.0); + result += mat4(-0.06745702, -0.0795159, -0.4350959, 0.35561585, -0.13962667, -0.5940183, -0.54777396, -0.68051004, -0.16509765, -0.34696493, 0.038297307, 0.13719557, -0.040833995, 0.031406473, -0.5174053, -0.08789825) * go_4(0.0, 0.0); + result += mat4(-0.12779349, 0.2936602, 0.13704172, 0.13110651, 0.10102365, 0.24163464, -0.069620885, -0.16209678, -0.07489114, -0.019360917, -0.070400774, -0.023681173, -0.1102226, -0.09275758, -0.31730032, 0.03576276) * go_4(0.0, 1.0); + result += mat4(-0.0986982, -0.14386573, 0.06295539, 0.2667051, 0.029192172, 0.028653674, -0.13940518, -0.022916485, -0.091007926, -0.062984526, 0.026765045, 0.058111303, 0.028423572, -0.016102828, -0.09699887, 0.118749924) * go_4(1.0, -1.0); + result += mat4(-0.40428874, 0.45658726, 0.20199502, 0.020573912, -0.08588765, 0.15927678, 0.29527012, 0.40756142, -0.15820621, 0.009576386, -0.009194596, -0.08242508, 0.0012625816, -0.03771835, -0.22807057, 0.035798464) * go_4(1.0, 0.0); + result += mat4(0.13749583, -0.04876742, -0.0065646684, -0.28335539, 0.117720984, 0.087982565, 0.16954121, 0.2363482, -0.17796999, -0.106926255, 0.0060180747, -0.11523375, 0.038097225, 0.09647209, -0.06873753, -0.056800433) * go_4(1.0, 1.0); + result += mat4(0.1768557, 0.13145363, 0.12556404, 0.03251624, -0.02287178, 0.12941027, -0.2394559, -0.37159434, 0.14269918, 0.08204633, 0.20483865, 0.05722901, 0.06699899, -0.04848409, 0.12399497, 0.124153495) * go_5(-1.0, -1.0); + result += mat4(0.14586149, 0.09655288, 0.03812125, 0.052801564, 0.065902874, -0.043486778, 0.0657983, 0.14589024, 0.011490019, -0.0021060712, -0.18636304, 0.24038431, 0.2249946, 0.14451164, -0.13322833, 0.109084174) * go_5(-1.0, 0.0); + result += mat4(-0.03467399, 0.076331206, -0.047301926, -0.10028459, -0.069450885, 0.103480145, -0.08315761, -0.00030933326, 0.04021727, 0.06693238, -0.02885415, 0.12737286, -0.042063054, -0.075277805, 0.21915779, 0.14529525) * go_5(-1.0, 1.0); + result += mat4(-0.21753858, 0.13885236, -0.03733484, 0.070192896, -0.42111662, 0.2257056, -0.0020320695, -0.4404435, -0.011731456, -0.031235369, -0.17156643, -0.00023724366, 0.16697505, 0.19261077, 0.054627284, -0.2635247) * go_5(0.0, -1.0); + result += mat4(0.4114966, -0.21771282, -0.30367702, -0.24675573, -0.41803458, 0.31936127, 0.13296337, 0.2682109, -0.035749484, 0.22223838, 0.012987173, -0.20490278, 0.013631246, -0.34068218, -0.60729563, -0.13018902) * go_5(0.0, 0.0); + result += mat4(-0.011740597, 0.07837384, 0.12748203, -0.013336406, -0.07607798, -0.39041027, 0.1939761, -0.08242594, -0.008299102, -0.23057082, 0.13972911, -0.21057422, 0.18126678, 0.004605364, 0.27230838, 0.04088039) * go_5(0.0, 1.0); + result += mat4(-0.0761628, 0.08201472, 0.00067113456, -0.000108762404, 0.119982824, 0.0067928904, -0.048988946, -0.007609898, 0.049381327, 0.010086041, 0.025384359, 0.002726633, -0.009928298, 0.05588474, 0.050830763, 0.17467195) * go_5(1.0, -1.0); + result += mat4(0.074037455, -0.16637659, -0.017491426, 0.013344787, 0.054212473, -0.29519126, -0.2467157, -0.17357266, -0.13876535, -0.04991683, 0.1392161, 0.05660303, 0.03868982, 0.10992501, 0.13167763, 0.060129613) * go_5(1.0, 0.0); + result += mat4(0.027297564, 0.069763646, 0.15132809, 0.11143169, -0.08621777, 0.23928702, 0.00017447853, 0.115308166, -0.061112467, 0.044474706, -0.02718813, 0.19822854, -0.057888303, 0.06540743, -0.051538624, -0.002416074) * go_5(1.0, 1.0); + result += vec4(-0.06036478, 0.0356493, -0.059101366, 0.0024990432); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0023940788, -0.2570281, 0.021624887, -0.14413927, -0.042929508, 0.024798246, 0.06039514, -0.0385923, 0.18157732, -0.18974024, 0.3197193, -0.086097986, -0.23871095, -0.085877284, -0.15280978, 0.054582383) * go_0(-1.0, -1.0); + result += mat4(-0.2892671, -0.35989672, 0.14361507, 0.10109185, -0.008244152, -0.07610182, 0.016237438, 0.109711155, -0.03325961, 0.056557924, 0.093826056, 0.16487189, 0.12098654, 0.26959404, -0.32664284, -0.33652756) * go_0(-1.0, 0.0); + result += mat4(0.20426908, 0.00921726, -0.131825, -0.30112436, -0.29350808, -0.0059835073, -0.20881179, -0.15929249, 0.14798939, -0.039377835, 0.0022686112, -0.31745487, 0.1383128, 0.095711716, 0.24649502, 0.3734734) * go_0(-1.0, 1.0); + result += mat4(0.08007145, 0.059220374, -0.11955456, 0.02726716, -0.012340195, -3.9396626e-05, 0.23562932, 0.02603672, 0.0024148317, 0.48585725, -0.25960997, 0.12831855, 0.034503214, 0.26429248, 0.19966535, 0.34653723) * go_0(0.0, -1.0); + result += mat4(0.16401817, 0.05824359, 0.23210622, -0.4564646, 0.09790885, 0.0017682983, 0.12023501, -0.34214047, -0.3808189, -0.59095186, 0.3224012, 0.054841924, -0.14028488, -0.35759392, -0.012464827, -0.42101544) * go_0(0.0, 0.0); + result += mat4(0.18710142, -0.022806095, -0.03905798, 0.050422203, 0.21642984, -0.071577035, 0.165218, 0.10126085, 0.18105839, -0.09810516, -0.43905553, 0.5793889, -0.16706131, 0.13636151, 0.029069345, 0.28394657) * go_0(0.0, 1.0); + result += mat4(0.03242417, 0.03540981, 0.06596982, -0.11404851, -0.043041103, 0.118582286, -0.16384825, -0.021553654, -0.12775607, -0.055402167, -0.016003367, -0.06356131, -0.063166484, -0.09225374, 0.21487807, 0.18778628) * go_0(1.0, -1.0); + result += mat4(-0.29311153, -0.09822076, 0.1706967, -0.30188912, -0.11062667, -0.08119463, -0.13738254, -0.24389322, 0.2796491, 0.21054858, -0.08765812, 0.3177179, 0.10164016, 0.14627174, 0.15129958, -0.13566513) * go_0(1.0, 0.0); + result += mat4(-0.12295195, -0.12036253, -0.040527046, 0.10602722, -0.19854495, -0.05223541, -0.032363445, 0.122390084, 0.27342895, 0.09667149, 0.0423871, -0.17246284, -0.031107228, -0.005470437, 0.051434256, 0.07954733) * go_0(1.0, 1.0); + result += mat4(0.17945234, 0.051398605, 0.3032336, -0.36277965, -0.015693031, 0.0847029, -0.1128904, 0.04994005, 0.08276063, 0.07031328, 0.06770377, -0.1687264, -0.17490897, -0.09989766, -0.07715023, -0.010953815) * go_1(-1.0, -1.0); + result += mat4(0.014114998, -0.06209966, 0.057450738, 0.21318321, -0.093205266, -0.15646473, -0.22241333, -0.08228401, -0.4973326, -0.12547962, -0.07989991, -0.06822309, -0.106437586, -0.19071254, 0.14178663, 0.10448926) * go_1(-1.0, 0.0); + result += mat4(-0.005078645, -0.028730195, -0.04966596, -0.024377774, 0.0039325077, 0.10179092, -0.105298065, -0.1688019, -0.23554938, 0.058782354, 0.19999442, -0.027954772, -0.10502022, 0.016704066, -0.033541992, 0.1382609) * go_1(-1.0, 1.0); + result += mat4(-0.30713797, -0.0631538, -0.17524256, 0.12141287, 0.18175098, -0.13446523, -0.15921354, -0.0050512427, -0.00880753, -0.24464725, 0.10351903, -0.122694805, 0.2637432, 0.10111337, -0.05550657, -0.024864933) * go_1(0.0, -1.0); + result += mat4(-0.4845733, -0.13332175, 0.007910284, 0.5203373, 0.72870463, 0.15518989, -0.12580696, 0.04916096, 0.6244038, 0.3593719, 0.16328047, -0.14490198, 0.07803236, 0.26987454, -0.02258877, -0.21130653) * go_1(0.0, 0.0); + result += mat4(0.20343359, -0.048075967, 0.17489576, -0.18971623, -0.14069648, -0.029665243, -0.24902415, 0.07167198, -0.6412736, -0.041664686, 0.58569616, 0.02399211, 0.12831652, -0.058278285, -0.07922422, -0.108734205) * go_1(0.0, 1.0); + result += mat4(-0.004269588, -0.11554386, -0.0022618338, 0.12235181, 0.07379002, 0.0548718, -0.040107626, -0.040337294, -0.060385335, 0.119979575, -0.27628905, -0.023228448, -0.04064614, 0.0047100694, 0.048138026, 0.0057798214) * go_1(1.0, -1.0); + result += mat4(0.15257028, -0.005850462, -0.1434922, 0.07164339, -0.062233947, -0.0156128965, -0.019673312, -0.0002651659, -0.19478518, 0.11921539, -0.2361836, -0.09110679, 0.02719977, 0.0033712897, 0.17245373, 0.2532936) * go_1(1.0, 0.0); + result += mat4(0.0030309292, 0.10147757, -0.31425565, -0.10256, -0.05862195, -0.08736711, 0.084856585, 0.016700774, 0.06286386, -0.07443701, 0.08754631, -0.18171762, 0.06868201, -0.09278428, -0.053383432, 0.03826822) * go_1(1.0, 1.0); + result += mat4(-0.10183099, 0.06891697, 0.056318853, 0.13647571, -0.03353045, 0.016239524, 0.005603497, 0.035521563, 0.18905343, 0.041940115, 0.10048305, -0.04986043, 0.04298795, 0.050817303, 0.17744416, -0.010589751) * go_2(-1.0, -1.0); + result += mat4(-0.31862193, -0.13207828, -0.1375938, -0.23549932, -0.06217893, 0.0019514537, -0.005417935, 0.13736913, -0.10263318, -0.18941346, 0.15843, 0.27492487, 0.058868844, -0.1804736, 0.24544486, 0.10051148) * go_2(-1.0, 0.0); + result += mat4(0.15876879, 0.07879244, 0.0513651, 0.07673734, 0.015635801, 0.048305415, 0.019661602, -0.0479435, 0.027511599, -0.065881185, 0.21485852, -0.010372607, -0.19896457, -0.05555933, -0.054646876, -0.09143982) * go_2(-1.0, 1.0); + result += mat4(0.21596268, 0.21091351, 0.234315, -0.0006641688, 0.03455969, -0.12185912, -0.03052869, 0.15622592, -0.18506715, -0.24213594, -0.19364369, -0.07659142, 0.0379824, 0.0091246925, 0.1708395, 0.036304265) * go_2(0.0, -1.0); + result += mat4(-0.2730932, -0.23328209, 0.6977438, -0.2445981, 0.031650152, -0.004327604, -0.050584223, -0.07061773, -0.10755705, 0.30620542, -0.15688588, 0.16850896, -0.088513345, 0.2162286, -0.4329111, -0.52770174) * go_2(0.0, 0.0); + result += mat4(-0.068270594, 0.039348822, -0.08555022, 0.23533496, -0.062174525, 0.0193457, -0.13714077, 0.060169753, -0.06355557, -0.010862508, -0.17664193, -0.24809086, 0.032538615, 0.08074848, 0.20644335, 0.085532546) * go_2(0.0, 1.0); + result += mat4(-0.07677775, 0.0007320281, 0.0139939515, 0.19423772, 0.02928719, 0.05200053, 0.012181974, -0.005785729, 0.08011629, 0.03698694, 0.15808755, 0.04080324, -0.21732025, -0.10937562, -0.050028726, 0.088937156) * go_2(1.0, -1.0); + result += mat4(-0.06772194, 0.09471782, -0.0830642, -0.13875008, 0.003456362, 0.010889541, 0.08989434, 0.03261672, 0.19459227, 0.18803298, 0.16107602, 0.1490853, -0.22943772, 0.0005637327, 0.052380536, -0.06956663) * go_2(1.0, 0.0); + result += mat4(-0.15136889, -0.2523378, -0.037718855, 0.1728913, 0.067127876, -0.038833655, 0.14237632, -0.07256634, 0.0052903728, -0.11813482, -0.06309155, -0.015444354, 0.044696916, 0.0011587966, -0.008295438, 0.045684442) * go_2(1.0, 1.0); + result += mat4(0.029596262, 0.013380705, 0.19451803, -0.0217206, -0.03430266, 0.066089645, -0.22101538, 0.016455501, 0.122556984, -0.018319963, -0.06570934, -0.05489828, -0.13112561, 0.10740249, -0.07405227, 0.23262945) * go_3(-1.0, -1.0); + result += mat4(0.039601505, -0.0795478, 0.1524426, 0.22525507, -0.18371256, 0.009809418, -0.09180862, 0.03985826, -0.17215611, 0.104956195, -0.012817112, 0.12702619, -0.119846344, -0.1763627, -0.010298178, 0.059241127) * go_3(-1.0, 0.0); + result += mat4(-0.0823085, -0.07456769, 0.054212615, 0.009188054, 0.0017495407, -0.07561583, -0.17030309, 0.007888594, -0.11013637, -0.08417068, 0.061450012, -0.081912406, 0.11603573, 0.0490229, 0.119570516, -0.111465424) * go_3(-1.0, 1.0); + result += mat4(-0.21657833, -0.1643494, 0.19958968, -0.042039983, -0.0037797047, -0.13965121, -0.019386362, -0.024111586, 0.06518915, -0.15928997, -0.08175624, 0.050481785, 0.37915838, -0.09272705, 0.4887356, -0.13048859) * go_3(0.0, -1.0); + result += mat4(-0.3364342, -0.08892259, 0.2356529, 0.22063124, 0.31071013, 0.101701945, 0.25302443, 0.25084528, 0.22127245, 0.23771746, 0.35111645, -0.14120491, 0.09563979, 0.2781042, -0.17586009, -0.09176989) * go_3(0.0, 0.0); + result += mat4(-0.11986394, -0.093885854, 0.11733581, 0.05637956, 0.23623823, -0.007359601, 0.28527632, -0.16477823, 0.0035151376, 0.042055942, -0.0062996866, 0.021584665, -0.28436866, 0.1456055, -0.25843173, -0.07554441) * go_3(0.0, 1.0); + result += mat4(-0.03815117, 0.07561848, -0.07897604, -0.012987363, 0.02319023, 0.04150643, -0.019950474, 0.041954774, -0.07800387, -0.011202695, -0.11299979, -0.00864291, -0.114811376, 0.124991566, -0.46519995, 0.060762767) * go_3(1.0, -1.0); + result += mat4(-0.048102316, -0.04349749, -0.045696992, -0.06968446, -0.10201568, -0.10664441, -0.1271327, 0.014041653, -0.06944334, -0.024820644, 0.06449197, -0.118919216, -0.100525826, -0.081692286, -0.0036934754, -0.0950572) * go_3(1.0, 0.0); + result += mat4(0.028598474, 0.101999335, -0.10409241, -0.0008725121, -0.24365604, 0.09376613, -0.10155709, -0.019243455, -0.08370451, -0.08886542, 0.15643747, 0.094012596, 0.0989398, -0.003263144, 0.24052359, -0.05086219) * go_3(1.0, 1.0); + result += mat4(0.22825857, -0.041577056, 0.3575971, -0.019246848, 0.09680159, 0.05570423, -0.20628895, -0.02993351, 0.05210484, -0.049776137, 0.005964223, -0.22305849, 0.030647328, -0.088792734, 0.0043907063, 0.08531383) * go_4(-1.0, -1.0); + result += mat4(-0.30464846, -0.12842661, -0.3743522, 0.13156073, -0.32281575, 0.030088687, -0.09418602, 0.13464968, -0.0695602, 0.0936232, -0.038296524, 0.33601308, 0.17701761, 0.14289881, -0.047556065, -0.3338849) * go_4(-1.0, 0.0); + result += mat4(-0.005924107, 0.043742385, -0.064937405, 0.15786234, -0.09955057, -0.082465865, -0.03392436, 0.21772122, 0.15173042, 0.10373368, 0.051570628, 0.11137272, 0.15423453, 0.09124828, -0.014710869, 0.030298932) * go_4(-1.0, 1.0); + result += mat4(0.043112267, 0.5992106, -0.32294464, 0.31510955, -0.25169763, 0.04839851, 0.16124408, -0.14096124, -0.097060055, 0.06045283, -0.27082244, -0.12048959, 0.009364686, 0.11915612, 0.008150039, 0.08678112) * go_4(0.0, -1.0); + result += mat4(0.47620735, 0.6078475, -0.018170241, -0.50504035, -0.30020222, -0.24147978, 0.33480522, 0.43817788, -0.15983123, -0.19762735, 0.1549511, 0.292026, -0.31289634, -0.15204595, 0.3059814, 0.30576986) * go_4(0.0, 0.0); + result += mat4(0.13746189, -0.039151277, 0.62028766, -0.19905351, 0.13143681, 0.1407726, 0.18850237, -0.057907805, 0.086882025, 0.107989915, -0.0065579475, 0.31578153, -0.15049165, -0.20889415, -0.13337761, -0.035084542) * go_4(0.0, 1.0); + result += mat4(-0.071805745, -0.18944815, 0.25147218, -0.03606807, 0.23967369, 0.02687493, 0.0513247, -0.18633473, 0.063457586, -0.08531119, 0.21456662, 0.07793248, -0.08192292, -0.11563025, -0.020568466, -0.15659434) * go_4(1.0, -1.0); + result += mat4(0.17281517, 0.4232067, 0.32460606, -0.3712845, 0.41458213, 0.06034276, 0.2704778, 0.17323148, -0.06306892, -0.10192465, 0.17620242, -0.009122019, 0.1198333, 0.11001577, -0.3855991, 0.08933198) * go_4(1.0, 0.0); + result += mat4(-0.28324863, -0.041409206, 0.03248429, 0.24548076, 0.26409158, 0.24419361, -0.012711284, -0.30516157, -0.20289323, -0.13157755, 0.028014898, 0.16276212, 0.007050667, 0.08335203, 0.102254696, -0.11343822) * go_4(1.0, 1.0); + result += mat4(0.043687776, -0.004411872, -0.098016165, -0.055542797, 0.22615008, 0.13183828, 0.7488022, -0.33078304, 0.11318944, -0.047168892, 0.38564375, -0.030084245, 0.09062325, -0.16808534, -0.07371455, 0.20058438) * go_5(-1.0, -1.0); + result += mat4(0.19956557, -0.08747039, -0.029969914, 0.13122557, 0.049196698, -0.13465631, -0.22565748, -0.08703051, 0.26813537, 0.00821654, 0.032616418, -0.18458223, 0.17407443, 0.28091452, -0.16240835, -0.27060813) * go_5(-1.0, 0.0); + result += mat4(0.04535802, 0.037094936, 0.11686145, -0.002455908, 0.16012727, 0.14261092, -0.08348427, 0.18832053, 0.029025842, 0.054300968, 0.018998424, 0.014601349, 0.07728862, -0.034569506, 0.09937842, -0.076810405) * go_5(-1.0, 1.0); + result += mat4(-0.42146468, -0.10226207, -0.03932444, -0.17184897, -0.21222934, 0.050341085, 0.19828026, -0.07519326, -0.016190661, 0.08705493, -0.14219207, -0.08652689, -0.095818594, 0.18254876, -0.29907924, 0.049119983) * go_5(0.0, -1.0); + result += mat4(0.015439721, 0.24500765, -0.01930081, 0.24527666, -0.13847429, 0.5195186, 0.13352336, 0.12092768, -0.10859864, 0.043220174, -0.37466663, -0.0432489, -0.38647306, -0.33819455, 0.24641274, 0.6657115) * go_5(0.0, 0.0); + result += mat4(0.15343782, -0.004420619, -0.047215153, -0.16960907, -0.0707756, -0.29501325, -0.09699802, -0.15991725, -0.19104993, -0.115666404, -0.3558544, -0.0149508845, -0.1138187, -0.07019453, -0.16961712, -0.1560539) * go_5(0.0, 1.0); + result += mat4(-0.0016192662, 0.041725244, 0.003358041, -0.027749699, -0.001091161, 0.06779037, -0.15775087, -0.04927482, 0.016525732, -0.061703153, -0.011079543, -0.04828491, 0.19724323, 0.11623055, 0.11814769, -0.08236815) * go_5(1.0, -1.0); + result += mat4(-0.009845684, -0.18635233, -0.09976992, 0.12431404, -0.34134167, -0.34342697, -0.026243573, 0.088327765, 0.056699544, 0.07774804, 0.062026564, 0.09743545, 0.14937103, 0.11164576, 0.11233316, -0.071940914) * go_5(1.0, 0.0); + result += mat4(0.093613006, 0.08761063, 0.11849382, -0.06467931, 0.13939771, -0.05646352, -0.08747582, -0.3780521, 0.2270502, -0.042743817, 0.34419978, -0.11905452, 0.18841426, 0.044176128, 0.08761558, -0.0007557414) * go_5(1.0, 1.0); + result += vec4(0.07303222, -0.017307714, -0.017054217, -0.004928735); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07753503, 0.18257454, 0.16630161, 0.018181466, 0.032217313, -0.029755782, -0.09729085, 0.090185136, 0.036025215, -0.07385567, -0.11479112, -0.009775693, -0.09510068, 0.099653766, 0.12464123, 0.11700322) * go_0(-1.0, -1.0); + result += mat4(0.63560385, 0.086338535, -0.13764763, 0.47561046, -0.124727264, 0.12672219, 0.070208505, -0.19783491, -0.17025535, -0.06808678, -0.020102726, -0.04832835, 0.036826584, -0.42171007, -0.06695269, 0.110764995) * go_0(-1.0, 0.0); + result += mat4(-0.21227197, 0.007874801, 0.23701921, 0.1677161, -0.09035146, -0.078691766, -0.14215821, 0.124355234, 0.22710884, 0.033057146, -0.056999616, -0.23319073, 0.22966021, -0.06883101, 0.16328879, -0.06578935) * go_0(-1.0, 1.0); + result += mat4(-0.054363396, -0.02026726, -0.3616366, 0.06780306, -0.04632169, 0.10096817, 0.0533077, -0.083695725, 0.23162244, 0.16473895, 0.19103514, 0.0071199746, 0.2165012, 0.04725686, 0.035206214, 0.022603447) * go_0(0.0, -1.0); + result += mat4(0.6271094, -0.09669194, 0.07382753, -0.30720463, 0.15260984, -0.36707088, -0.031697996, 0.01600927, -0.39879522, 0.101928055, -0.6943482, 0.14665292, -0.3587046, 0.021466898, -0.047919527, 0.2560715) * go_0(0.0, 0.0); + result += mat4(0.019088794, -0.0771604, -0.028177094, 0.088726945, -0.057697777, 0.2596943, 0.17144933, 0.058258526, 0.08891237, 0.106383145, 0.396072, 0.29374352, 0.06596987, -0.105576634, 0.055430118, -0.12292237) * go_0(0.0, 1.0); + result += mat4(-0.17208415, 0.12158739, 0.04662299, 0.21695717, 0.11738881, -0.067407556, -0.039283432, -0.1076609, 0.107738726, -0.121356055, -0.062349405, 0.048801728, 0.09052609, -0.11955365, 0.006165453, 0.06702327) * go_0(1.0, -1.0); + result += mat4(0.23194505, -0.2278423, -0.4579323, -0.4102899, -0.33038944, 0.10686308, 0.12578374, 0.14304528, -0.03290542, -0.22190952, -0.15582415, 0.10534921, 0.0939146, -0.04590803, -0.03591444, -0.030313203) * go_0(1.0, 0.0); + result += mat4(0.013647308, 0.16051029, 0.024319794, -0.10505089, 0.054013297, -0.06920784, -0.020672748, -0.08262819, 0.14681742, -0.07409691, -0.063802995, 0.05206, -0.041670747, -0.022410793, -0.034180272, 0.0044075833) * go_0(1.0, 1.0); + result += mat4(-0.16723743, -0.062276114, -0.06804346, -0.06663604, 0.14639418, -0.0013829652, 0.14537166, 0.08992991, 0.00034609268, -0.11339855, -0.24834645, -0.18017055, 0.08099037, -0.22302043, -0.1160269, 0.23041926) * go_1(-1.0, -1.0); + result += mat4(0.19984062, 0.11262733, -0.021448923, 0.005645689, -0.22319363, 0.025013078, 0.050730385, 0.04427755, 0.10756255, 0.65996444, 0.17024773, -0.16237848, -0.032943483, 0.3259415, -0.08211643, -0.17815286) * go_1(-1.0, 0.0); + result += mat4(0.022923036, 0.00817696, -0.024639564, -0.017746205, 0.08000752, -0.09480044, 0.049720343, -0.039725818, -0.07954878, -0.26012203, -0.053556137, 0.28696015, -0.145685, -0.12854065, -0.030942779, 0.15013586) * go_1(-1.0, 1.0); + result += mat4(0.050982554, 0.067020066, -0.041660026, 0.07976747, -0.31219116, -0.1589965, -0.14711075, -0.2931567, -0.12886077, 0.108178794, 0.112790324, 0.18239829, 0.028661542, 0.066967815, 0.36810458, 0.07042916) * go_1(0.0, -1.0); + result += mat4(0.019871455, 0.13281262, -0.24303706, -0.053014435, 0.056483634, 0.2225138, 0.32238156, 0.09232671, 0.19425367, -0.96300596, 0.25233442, 0.34456885, 0.2688357, -0.14355205, 0.04201295, -0.09642235) * go_1(0.0, 0.0); + result += mat4(0.0021202683, 0.010281568, -0.009938761, 0.074630536, -0.23044111, 0.005154135, -0.04620688, -0.10301254, -0.17195332, -0.04863239, 0.07042225, -0.20654899, 0.029428456, 0.0045313304, 0.0051823566, 0.046590757) * go_1(0.0, 1.0); + result += mat4(0.061882593, -0.005337726, 0.10121195, 0.01023931, -0.1310065, 0.10085874, 0.13651021, -0.09158545, 0.09086723, -0.031106705, 0.03951561, 0.03958167, 0.00533062, -0.058091614, -0.11571378, -0.18051541) * go_1(1.0, -1.0); + result += mat4(0.012350476, 0.020112693, 0.0865518, 0.025516901, -0.2874268, 0.00638599, -0.3849406, 0.043449268, 0.27883583, -0.06104393, 0.17362429, 0.3229962, -0.18683271, -0.051683012, -0.14111629, 0.20863265) * go_1(1.0, 0.0); + result += mat4(0.06548792, -0.031812105, 0.032238998, 0.070259914, -0.0037810719, 0.106959336, 0.030661082, -0.11430295, 0.075470194, -0.035097398, -0.08884117, 0.15083537, -0.048511047, 0.09958945, 0.2043977, -0.14497246) * go_1(1.0, 1.0); + result += mat4(-0.025868082, 0.06237453, -0.034789152, -0.035199117, -0.021047676, -0.04558201, -0.0013141828, 0.033968918, -0.068529084, -0.06589172, -0.035473417, -0.03182408, 0.016299484, 0.07821524, -0.19162482, -0.06681627) * go_2(-1.0, -1.0); + result += mat4(0.0052780746, 0.043558404, -0.24577554, 0.11166642, 0.016039649, 0.020174565, 0.0054034027, 0.023591455, 0.24817981, 0.08734375, -0.1477572, 0.1215117, -0.017666219, -0.012353692, -0.049153887, 0.0784066) * go_2(-1.0, 0.0); + result += mat4(0.06988246, 0.06763118, 0.09934897, -0.042905882, -0.09801134, -0.033267114, 0.01741649, 0.059379116, -0.08127772, 0.010377487, -0.012631491, -0.077160686, -0.08947271, -0.067014046, -0.14255494, -0.03131322) * go_2(-1.0, 1.0); + result += mat4(0.0059068906, 0.32045186, 0.3258453, 0.0071538044, -0.027888278, 0.0068888674, -0.0015216616, -0.050514743, -0.11685065, 0.02886966, -0.008737784, -0.09290019, -0.04111259, 0.0329059, -0.2584297, -0.07026411) * go_2(0.0, -1.0); + result += mat4(-0.25162768, -0.093273714, -0.029060591, 0.050672933, -0.025395831, 0.029609011, -0.13621128, -0.08097387, 0.39335665, -0.18867645, 0.8212168, 0.12602827, 0.5734114, 0.38603428, 0.23521046, 0.21041085) * go_2(0.0, 0.0); + result += mat4(0.020245805, -0.054311104, -0.0021298525, -0.08635577, 0.04203476, 0.054419816, 0.0032106396, 0.082799725, -0.03885507, -0.12756048, -0.19565445, -0.022734454, 0.10178226, 0.08269887, -0.0018781893, 0.11515606) * go_2(0.0, 1.0); + result += mat4(0.08051269, -0.25091916, -0.08014612, -0.29471904, -0.08183992, 0.02096263, -0.04595293, 0.053499684, -0.10576831, -0.01105415, 0.054239217, 0.05486181, -0.18503998, 0.06235187, -0.046460405, -0.072068095) * go_2(1.0, -1.0); + result += mat4(-0.14105208, 0.06913383, -0.129492, 0.18553926, 0.03405444, 0.0772168, 0.10576763, -0.04969428, 0.17356592, -0.10986026, -0.33151895, -0.11582152, -0.0016404261, -0.003514874, -0.2096539, 0.03649547) * go_2(1.0, 0.0); + result += mat4(0.020758089, 0.17374831, 0.039282177, -0.039052464, 0.050139774, -0.0005518581, -0.025435442, 0.023258803, -0.1458097, 0.090529695, 0.025673594, -0.026266405, 0.072392054, -0.055323754, 0.03383548, -0.033020195) * go_2(1.0, 1.0); + result += mat4(-0.09315446, -0.036772106, -0.09159718, -0.12479503, -0.018140549, -0.022523982, 0.047108658, -0.04837651, 0.007124631, -0.009751111, 0.055076525, -0.0057495553, 0.07268171, -0.054520987, -0.079869404, 0.28962412) * go_3(-1.0, -1.0); + result += mat4(0.040367916, 0.041719466, -0.07215196, -0.026521962, 0.23269388, 0.08115016, 0.10487475, 0.05837459, 0.09574069, 0.03150842, 0.12011107, 0.104198076, -0.25915185, 0.31970975, -0.053038772, -0.23452167) * go_3(-1.0, 0.0); + result += mat4(-0.089933544, 0.00026363076, -0.037807353, -0.0067500956, -0.13427527, 0.11757816, 0.020407641, -0.15267986, -0.13672389, -0.07098531, -0.050623354, -0.04904697, 0.05156428, -0.07822598, 0.07232775, 0.12266631) * go_3(-1.0, 1.0); + result += mat4(-0.050988704, -0.11840922, -0.06057243, -0.023974465, -0.047475163, -0.1388251, -0.052473098, 0.06360512, -0.016356083, -0.12530154, -0.044482324, -0.035020005, -0.02834032, -0.031647444, 0.07049413, -0.08899642) * go_3(0.0, -1.0); + result += mat4(-0.060299333, 0.2991397, 0.0035407627, -0.12897336, -0.39282677, 0.42156345, -0.22449674, -0.11054013, 0.04733773, -0.094842866, -0.11086912, 0.10083519, 0.13186517, 0.1557214, 0.11726571, -0.23863392) * go_3(0.0, 0.0); + result += mat4(-0.03155107, -0.002008898, -0.037107117, 0.04468562, 0.037719093, -0.10104318, -0.0021850376, -0.033998992, -0.033299964, -0.026892597, 0.012233978, -0.09816237, -0.15987061, -0.11821871, -0.11293413, 0.041385822) * go_3(0.0, 1.0); + result += mat4(-0.03189814, 0.028700352, 0.030834107, 0.008420813, -0.029382093, 0.10250884, 0.032190785, 0.042566366, -0.0066131293, 0.019135946, -0.06836444, -0.082475856, 0.0020301298, 0.06428329, 0.05401348, 0.10219137) * go_3(1.0, -1.0); + result += mat4(0.09569376, -0.104563974, 0.04412079, 0.046004657, -0.179229, 0.07610759, 0.21264501, -0.03126616, -0.08888636, 0.049238402, 0.09623378, 0.08347852, 0.034179587, 0.04112591, 0.020796875, 0.016594669) * go_3(1.0, 0.0); + result += mat4(-0.022230666, -0.06919777, 0.0070929914, -0.040181976, 0.04288458, -0.057510544, -0.15865, -0.046124704, -0.06199105, -0.033739343, -0.12126394, -0.053888205, 0.003457772, -0.05709056, 0.009589608, 0.061582502) * go_3(1.0, 1.0); + result += mat4(-0.2261687, -0.010483538, 0.070508964, 0.16609758, -0.07575776, 0.07133805, 0.108534805, 0.016434515, -0.06777619, -0.053581562, -0.009408219, -0.0219316, -0.009917843, -0.056226153, 0.09495687, 0.103568204) * go_4(-1.0, -1.0); + result += mat4(0.26707995, 0.038988136, 0.15722616, -0.15202025, 0.011516332, -0.22326125, -0.21010138, 0.021120701, 0.052979603, -0.052226435, 0.03128543, -0.02211858, 0.16997981, 0.060853012, 0.17988598, -0.042057697) * go_4(-1.0, 0.0); + result += mat4(-0.19020362, -0.0019182847, 0.11082178, 0.18037713, -0.086572066, 0.072597384, -0.08759872, -0.064898625, 0.0427911, 0.101790726, 0.035692267, -0.17279546, 0.049133815, 0.08832157, 0.03645548, 0.011682866) * go_4(-1.0, 1.0); + result += mat4(0.27870035, 0.06836818, 0.36847374, -0.38926098, 0.05053419, -0.2971805, -0.22622849, 0.1165501, 0.037631556, 0.1250731, 0.059861004, 0.1194484, -0.002153221, 0.28717375, 0.071283594, 0.0974051) * go_4(0.0, -1.0); + result += mat4(-0.040311184, 0.21025413, 0.32822168, -0.031298842, -0.06347585, 0.1510298, 0.00070645136, -0.34678075, -0.21172246, 0.05277019, -0.15126394, -0.33598784, -0.36668247, -0.36057234, -0.2734601, -0.2903695) * go_4(0.0, 0.0); + result += mat4(-0.28878236, 0.100743115, -0.012016584, -0.15287946, 0.1262014, 0.015991366, 0.07392021, 0.06277959, 0.07709602, 0.060382154, 0.013840257, -0.1493553, 0.12138542, -0.032591913, -0.002609394, 0.13922709) * go_4(0.0, 1.0); + result += mat4(0.13982488, -0.034557592, -0.35006866, -0.2928353, 0.11529845, 0.23494898, 0.0991676, 0.32742763, -0.03035729, 0.016935157, -0.04650478, -0.039851867, 0.16783717, -0.065768905, -0.102848, -0.03003262) * go_4(1.0, -1.0); + result += mat4(-0.53978115, 0.026080003, 0.018700078, 0.077284, 0.2975522, -0.11212302, 0.118295476, 0.088821776, -0.22738294, 0.030945897, -0.1766137, -0.098558865, 0.039936017, 0.046374835, 0.19131522, 0.19770078) * go_4(1.0, 0.0); + result += mat4(0.16857389, -0.020288788, 0.04038437, -0.25337628, -0.034605104, -0.094041236, -0.0049146856, -0.10170456, -0.14423485, 0.021705322, -0.09162893, -0.15423405, 0.08731724, 0.114831835, -0.028548159, -0.09497847) * go_4(1.0, 1.0); + result += mat4(-0.019900214, 0.17017384, -0.0002794323, -0.021626309, -0.5123191, -0.23828037, -0.10549822, -0.48781806, -0.12835194, -0.049513552, 0.08051828, -0.3390981, 0.21935092, 0.012243462, 0.13521184, 0.09005778) * go_5(-1.0, -1.0); + result += mat4(0.090306774, -0.31387252, -0.1616645, -0.063887075, 0.3674563, 0.19566801, 0.042223614, -0.38199827, -0.08814569, -0.14486119, 0.087531656, 0.18280624, -0.041397072, -0.025872236, -0.02853888, -0.047817115) * go_5(-1.0, 0.0); + result += mat4(-0.07662397, 0.10808078, 0.08065922, 0.033938166, 0.09167725, 0.09102921, 0.10393655, 0.09121259, 0.15521088, 0.026846137, 0.033644184, -0.006811738, -0.110427104, 0.0722537, 0.014346524, 0.019231822) * go_5(-1.0, 1.0); + result += mat4(-0.14094852, -0.21157825, 0.2149605, 0.28070143, -0.24665649, -0.16250402, -0.0730695, -0.1935525, 0.02327017, -0.13742846, -0.20341669, -0.19092573, 0.3781883, -0.14726567, 0.0033765805, -0.026217941) * go_5(0.0, -1.0); + result += mat4(0.23381747, -0.21297243, -0.16462179, -0.4404414, 0.2630713, -0.06808036, 0.5769483, 0.13606368, -0.14412731, 0.17307961, 0.15431021, -0.06048075, -0.93423635, 0.2661323, -0.27400798, -0.71388435) * go_5(0.0, 0.0); + result += mat4(-0.057459023, -0.044256542, -0.14173234, 0.17559054, 0.009228982, -0.20965119, -0.23656605, 0.0805913, -0.18358104, 0.04514636, -0.09859629, -0.00032626695, -0.10969266, -0.171687, -0.085197695, 0.067852624) * go_5(0.0, 1.0); + result += mat4(0.0783408, 0.0022921865, -0.20093176, -0.094298504, -0.031999376, 0.03923688, 0.088507205, 0.1756585, 0.0325784, 0.09271384, 0.08411006, -0.011803396, 0.060698293, -0.0653917, -0.02558477, -0.02075619) * go_5(1.0, -1.0); + result += mat4(-0.10503856, -0.058553405, 0.38081455, 0.13121964, 0.5770783, -0.10269853, -0.4627, -0.4232826, 0.11166562, -0.058157276, -0.15944225, 0.048007622, 0.06506096, -0.0067857644, -0.03218101, 0.08807966) * go_5(1.0, 0.0); + result += mat4(0.032330092, -0.07843012, -0.037207145, 0.06599961, -0.28124368, 0.14263964, -0.0070453, 0.14530747, -0.05910883, 0.16203453, 0.064827256, -0.0043987543, -0.03808922, 0.102124214, 0.06162945, 0.103994325) * go_5(1.0, 1.0); + result += vec4(-0.003073506, -0.033630643, 0.028479056, -0.025402397); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_last_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_1 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06761509, 0.0010596798, 0.118115634, 0.14935187, -0.05466623, 0.091785856, -0.03665047, 0.076207176, -0.15206745, -0.074811794, -0.041557387, 0.020541618, -0.037649132, -0.07627772, -0.10156735, -0.07498991) * g_0; + result += mat4(-0.0541389, 0.007155582, -0.06095953, -0.016313383, -0.13457695, -0.03827954, -0.034835886, 0.04974308, 0.008285558, -0.06611796, -0.067563675, -0.11533022, -0.08719109, 0.042913426, -0.083873115, 0.027492668) * g_1; + result += mat4(0.17322378, -0.07721062, 0.076297946, -0.1325289, 0.00692486, 0.019282155, 0.038707003, 0.056305885, -0.037604675, -0.17109787, 0.052209407, -0.11086336, 0.0052244705, 0.056766637, -0.017374612, 0.06740667) * g_2; + result += mat4(0.053550255, 0.07344529, -0.10690144, -0.08243465, 0.028142922, -0.07358604, 0.070248306, 0.0053416835, 0.009705257, 0.09426246, 0.05850371, 0.08341002, 0.06166079, 0.102394834, 0.058707405, 0.19911417) * g_3; + result += mat4(-0.009806288, 0.061949313, 0.011325549, 0.031676874, 0.113277406, 0.07123387, -0.0022331094, -0.05520811, -0.021068804, 0.0073448666, 0.031778157, 0.06381251, -0.022977686, -0.0044090333, -0.028826792, -0.005600321) * g_4; + result += mat4(-0.13628425, -0.107186474, 0.010461016, 0.045646533, 0.010563035, 0.0005640543, 0.002957052, -0.01454462, 0.106655054, 0.13992403, -0.01641908, 0.0264948, 0.014378123, 0.024764376, -0.06435794, -0.076860085) * g_5; + result += mat4(0.031931117, 0.062713124, -0.049225837, -0.02620178, 0.20593183, 0.03311921, -0.02824421, -0.19422682, -0.017965427, 0.05093508, -0.07729694, -0.013976707, -0.054889455, -0.008431357, -0.00865999, 0.05323866) * g_6; + result += mat4(-0.07898102, 0.13033123, -0.24963257, -0.046712235, -0.017762529, -0.07267942, 0.039491024, -0.034781307, 0.02270499, -0.12520099, -0.02714401, -0.13284011, 0.014340563, -0.007257448, -0.07413879, -0.12837824) * g_7; + result += mat4(0.09598721, -0.006008832, 0.051995635, -0.07847789, 0.109905876, 0.18126504, -0.086034976, -0.0360382, 0.19074084, 0.054656357, 0.06871617, -0.041497722, 0.064660124, -0.10478427, 0.052080367, -0.1518587) * g_8; + result += mat4(-0.044614766, -0.08404386, 0.06729217, 0.03758003, -0.23567544, -0.0450765, 0.014905518, 0.19749434, 0.0070031853, -0.068472505, 0.04280405, -0.009026482, 0.03368337, 0.037044305, 0.014582284, -0.015817456) * g_9; + result += mat4(0.05070276, -0.13125883, 0.24694905, 0.049511425, 0.021699967, 0.080548055, -0.03720478, 0.032441437, -0.01215519, 0.09360713, 0.024676912, 0.11170701, -0.024200387, 0.0021200276, 0.06300166, 0.10979445) * g_10; + result += mat4(-0.1055991, 0.007073368, -0.07666124, 0.06573558, -0.10762247, -0.16527167, 0.09825201, 0.051373113, -0.1926851, -0.046607103, -0.07601954, 0.05199459, -0.06756806, 0.092222616, -0.026166819, 0.1535803) * g_11; + result += mat4(0.0067429054, 0.014872415, -0.019792963, 0.0014269215, 0.041500363, 0.018643422, 0.04487991, 0.031431414, -0.0278133, -0.028131608, -0.019798402, -0.041768856, -0.0063227355, 0.007656633, 0.0019235855, 0.00076331315) * g_12; + result += mat4(0.025489544, 0.023983652, 0.029175067, 0.0075372118, -0.010194142, -0.014977182, 0.011589661, 0.00036903258, -0.012841702, -0.010945794, -0.012143497, -0.0069256728, 0.007313037, 0.007576904, -0.016960602, 0.009170305) * g_13; + result += mat4(0.004188971, 0.017998729, -0.0046976185, -0.0034182668, 0.021841675, 0.012860078, 0.009202975, -0.0071324864, -0.0037808695, 0.01139587, -0.016267903, 0.007991299, 0.008879691, 0.007677154, 0.016209174, 0.011406443) * g_14; + result += mat4(-0.008698401, -0.017972758, 0.026514322, -0.0024080887, 0.00012845756, 0.021530064, 0.0014967524, 0.0060274163, 0.017589558, 0.031043446, 0.014386793, 0.051733218, -0.013435874, -0.020567564, 0.011874828, 0.0030195254) * g_15; + result += mat4(0.008565417, 0.0073839244, -0.012248247, -0.019089373, -0.04383907, 0.01000193, -0.003246391, 0.0502051, 0.012343873, 0.027492827, -0.011591099, 0.010474208, -0.009317595, -0.009244615, -0.00889853, -0.015167559) * g_16; + result += mat4(-0.0149119655, -0.05737016, 0.027463723, 0.0013402153, 0.0012228708, 4.653676e-05, 5.3374144e-05, 0.010701133, 0.011828213, -0.012499855, -0.009720743, -0.035716657, -0.06976149, -0.05596556, 0.0028440042, 0.013388718) * g_17; + result += mat4(-0.010236228, 0.08551208, -0.060067203, 0.012999882, -0.0060008806, 0.003534564, 0.009385839, 0.010742909, 0.02672157, -0.17606625, 0.13504161, -0.035290483, -0.014812689, -0.0236554, 0.031493064, 0.01800991) * g_18; + result += mat4(0.0005283657, -0.032297328, 0.023884023, 0.024165852, 0.0017424148, -0.015371204, 0.0058860597, -0.04624227, 0.04947679, 0.09081732, -0.04592456, -0.03128466, 0.00023743653, -0.032846384, -0.0013158394, 0.0037953698) * g_19; + result += mat4(0.0034766623, -0.006661828, 0.027227342, 0.033958994, -0.007990619, 0.0025515554, -0.016197672, -0.0010064896, 0.022598108, 0.014734878, 0.021482255, -0.0059315437, -0.038538814, 0.03478085, -0.05926627, 0.012918195) * g_20; + result += mat4(-0.023291608, -0.013129155, 0.0032865414, 0.026531553, -0.004495095, 0.0043812403, -0.027177097, -0.009125319, -0.006041235, -0.0031154896, -0.030664662, 0.005782464, -0.008880747, 0.015690446, -0.0108247, -0.022403536) * g_21; + result += mat4(-0.07639219, 0.05440532, 0.016447276, -0.055569574, 0.0014948049, -0.03464865, -0.006925237, 0.024131197, 0.009468209, -0.011771851, 0.013548103, 0.004704814, 0.063868396, 0.04857746, 0.08745972, 0.0690927) * g_22; + result += mat4(0.021505289, -0.06289818, 0.031038022, -0.047952045, 0.014759762, 0.10819852, -0.044093642, -0.020913709, -0.017672667, 0.007322798, -0.0030338434, -0.015471056, 0.017840479, -0.052742675, 0.044256743, -0.014589662) * g_23; + result += mat4(0.037849434, 0.04017271, 0.01840757, -0.05590355, 0.041468013, -0.015397055, -0.059170194, 0.08708615, 0.021914955, -0.0045240326, 0.03308673, 0.0141805615, -0.045770008, 0.048188016, -0.08913234, 0.046581928) * g_24; + result += mat4(-0.09374169, 0.07681035, -0.032266654, 0.066911325, 0.0071584303, 0.06599442, -0.0031403983, -0.062489454, 0.013248783, 0.018261025, -0.00095267413, -0.026741864, -0.0059258267, 0.03542517, -0.033440042, -0.0007421821) * g_25; + result += mat4(0.06491965, 0.0354909, -0.035559855, -0.07943817, 0.028543673, 0.026842002, -0.0029009457, -0.0022229373, 0.045988, -0.08896797, -0.04740724, 0.002011393, -0.067833476, -0.048432026, 0.025755037, 0.042066928) * g_26; + result += mat4(-0.0011515832, -0.067060925, 0.02632549, 0.019017957, -0.0021755556, 0.004405696, 0.03028079, -0.043944478, -0.06373467, -0.032911435, -0.07619137, -0.055402283, -0.014293524, -0.009286333, 0.032950103, 0.0020192636) * g_27; + result += mat4(0.033251163, -0.012636667, -0.019736348, -0.02221555, -0.035174683, -0.0024467881, -0.0020635366, 0.021488743, 0.054788366, -0.085087426, 0.06572526, -0.037050918, -0.06467607, -0.1047945, 0.10937466, 0.058931317) * g_28; + result += mat4(-0.0015108787, 0.016789518, -0.02054971, 0.014368727, -0.083879344, -0.0024550394, 0.047329154, 0.018185811, -0.008528356, 0.04782707, 0.0019893225, 0.0095295245, -0.0024202724, -0.022640519, 0.0033455987, 0.010862984) * g_29; + result += vec4(-0.00339168, 0.022745693, -0.021186745, 0.007273877); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_last_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_1 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.016521078, 0.02344092, -0.04535869, -0.02916889, -0.06936641, -0.1118498, -0.07784149, -0.10769916, 0.042465053, 0.023522044, 0.0057797814, -0.00933453, 0.0013065349, 0.006887965, 0.019049056, 0.00018660461) * g_0; + result += mat4(0.047062866, 0.030671, 0.018363738, 0.015970303, 0.03619224, 0.0009964193, 0.027005734, -0.010791107, -0.027404316, -0.017589977, 0.0027660786, 0.0064380392, 0.003131181, -0.03881711, 0.017278498, -0.026646316) * g_1; + result += mat4(-0.09417044, -0.030767195, -0.07023792, -0.015087274, -0.0007041566, -0.007214834, -0.010352469, -0.0208777, -0.006043107, 0.041942447, -0.027989924, 0.02058792, -0.004574836, -0.030063841, 0.0009874715, -0.030957421) * g_2; + result += mat4(0.008398759, -0.014724292, 0.05661028, 0.03329433, 0.06970151, 0.09905173, 0.045296658, 0.06785315, -0.0044002533, -0.033776686, -0.018678186, -0.029671727, -0.019401457, -0.018823013, -0.015008842, -0.06645454) * g_3; + result += mat4(-0.012770869, -0.039806906, -0.020173356, -0.033546574, -0.01800492, 0.005292071, -0.0040793624, 0.028466543, -0.0059105135, -0.01909232, -0.008970177, -0.023610232, 0.015667727, 0.021344513, 0.008805983, 0.012206504) * g_4; + result += mat4(0.09997275, 0.08955608, 0.035512842, 0.028650196, -0.0030424239, -0.0024058563, 0.0016431157, 0.006236751, -0.036105607, -0.04603557, 0.009145427, -0.0048202197, -0.020911733, -0.02017906, 0.016494693, 0.026199821) * g_5; + result += mat4(-0.038404938, -0.060263526, -6.756075e-05, -0.027351642, -0.088377364, -0.018328555, 0.0054546758, 0.080624446, 0.011837796, -0.020218652, 0.018197412, 0.0060563446, 0.025623528, 0.048627276, 0.023259064, 0.040498782) * g_6; + result += mat4(0.001184946, -0.010515342, 0.07386562, 0.059235208, 0.05555331, 0.062187005, 0.05260689, 0.053744275, -0.05839836, -0.037090734, -0.039248314, -0.020784492, -0.028018624, -0.019818485, 0.0076861596, 0.02911364) * g_7; + result += mat4(-0.00855134, 0.026217, 0.008748317, 0.044626243, -0.031007087, -0.040997487, 0.05034173, 0.048289847, -0.055651344, -0.0043054484, -0.022927478, 0.035169583, -0.008501671, 0.04446119, 0.011305084, 0.07596592) * g_8; + result += mat4(0.02517117, 0.04711998, 0.013574831, 0.035244223, 0.075724855, -0.0018857572, -0.01328286, -0.08398966, -0.018110974, 0.010837328, -0.040522598, -0.018411685, -0.059188075, -0.04547794, -0.029902466, -0.016604925) * g_9; + result += mat4(-0.035855412, 0.046150643, -0.10446721, -0.026326178, -0.04509233, -0.059326984, -0.035487395, -0.047976315, 0.07541923, 0.014728924, 0.046932008, 0.015592031, 0.017363356, 0.009260565, -0.014755931, -0.04052638) * g_10; + result += mat4(0.021554522, -0.011627397, -0.01343262, -0.04844844, 0.027149484, 0.05269421, -0.038861327, -0.034239817, 0.045947555, 0.0040015248, 0.007324502, -0.033051178, 0.0059830896, -0.069709964, 0.0073222807, -0.07108966) * g_11; + result += mat4(-0.009433482, 0.014257062, -0.034876116, -0.006570796, 0.01594308, 0.006663722, 0.025571914, 0.017348047, -0.00696648, 0.0012649806, -0.009151321, -0.016255042, -0.009809473, -0.0066239014, 0.013773972, 0.0009501933) * g_12; + result += mat4(0.026438858, 0.021545267, 0.028909115, -0.00084199436, -0.011350823, -0.010261177, 0.0064784726, 0.0028340816, 4.6254245e-05, 0.0022755957, 0.008798779, 0.010278017, -0.0011969887, 0.0035411653, -0.018417642, 0.0038709878) * g_13; + result += mat4(0.013238081, 6.1892446e-05, 0.002711564, -0.009014244, 0.03579594, 0.0009713739, 0.018199503, -0.010510502, -0.0019577555, -0.0035989769, -0.027621416, -0.000649344, 0.012450313, 0.005054388, 0.028295556, 0.016118951) * g_14; + result += mat4(0.0014749946, -0.023122363, 0.03635473, 0.0058698757, -0.001502294, 0.0056668227, -0.00653508, -0.0045331884, 0.0019510906, -0.0004722523, 0.0015459604, 0.02002365, -0.012883676, -0.02313574, 0.0055781654, 0.00042050896) * g_15; + result += mat4(0.010353148, 0.0061610388, -0.01620723, -0.025678562, -0.050585296, 0.0015720357, 0.006579174, 0.04645622, 0.0034451822, 0.01640892, -0.019171385, -0.002445667, 0.002142384, -0.00157746, -0.007453497, -0.012107003) * g_16; + result += mat4(-0.023626367, -0.03362931, 0.02775251, 0.00854008, -0.00731221, 0.0058875666, -0.0042465483, 0.011091973, 0.01608576, 0.008776418, -0.005520655, -0.02189608, -0.07337467, -0.04255072, 0.008632718, 0.024232844) * g_17; + result += mat4(-0.012279061, 0.09683549, -0.058048066, 0.009577618, -0.007927522, 0.0030408904, 0.0026037316, 0.0097128665, 0.039862663, -0.18592681, 0.15766914, -0.02878756, -0.015735846, -0.025808172, 0.035324212, 0.025404148) * g_18; + result += mat4(0.006978013, -0.023965824, 0.04186123, 0.035988815, 0.009321329, -0.015712317, 0.0018002216, -0.052822754, 0.05654876, 0.111119345, -0.041984286, -0.029346094, -0.007712756, -0.034608763, -0.0036700158, 0.0038703915) * g_19; + result += mat4(0.010860362, 0.006824253, 0.03891404, 0.049122907, -0.008826647, -0.0010997625, -0.021827312, -0.007863293, 0.033063967, 0.022403365, 0.032778744, 0.007655028, -0.04496311, 0.041045222, -0.07040422, 0.004163393) * g_20; + result += mat4(-0.024705354, -0.015902927, 0.0062216455, 0.032576248, -0.0073882695, 0.00312872, -0.034358293, -0.0108961025, -0.013837597, -0.01177598, -0.04495569, -0.0055595962, -0.01059331, 0.012361757, -0.014834784, -0.033682585) * g_21; + result += mat4(-0.09480182, 0.03846278, -0.0028056598, -0.07323092, -0.005995085, -0.043553468, -0.005056617, 0.024003377, 0.004277762, -0.012972639, 0.012475677, 0.008617157, 0.10223809, 0.07649263, 0.12168736, 0.097682655) * g_22; + result += mat4(0.015393864, -0.07291429, 0.02954706, -0.05294187, 0.013404429, 0.120944545, -0.042298347, -0.01288604, -0.019713184, 0.0020540208, -0.011201426, -0.02414191, 0.007575817, -0.07666445, 0.0432983, -0.026015261) * g_23; + result += mat4(0.03819905, 0.04372597, 0.01904637, -0.061578088, 0.040888324, -0.016588384, -0.064523876, 0.09287848, 0.01574791, -0.014614555, 0.02938285, 0.0042374404, -0.046039872, 0.056844704, -0.08844019, 0.052806962) * g_24; + result += mat4(-0.096315265, 0.07987954, -0.031859763, 0.072237074, 0.015652604, 0.07566605, -0.00032600394, -0.05746408, 0.014229001, 0.017113304, -0.0023968874, -0.03106284, -0.0069599864, 0.03968875, -0.038528994, -0.003121002) * g_25; + result += mat4(0.07314791, 0.03615158, -0.03678017, -0.0791755, 0.03634212, 0.039138626, 0.0035000257, 0.00436604, 0.044376615, -0.09974018, -0.051570408, -0.002901859, -0.06796205, -0.05585607, 0.02609314, 0.04431718) * g_26; + result += mat4(0.0026970597, -0.07160132, 0.03102004, 0.022031954, 0.000259048, 0.004125086, 0.033309445, -0.04846637, -0.06566389, -0.029620873, -0.07882971, -0.053104673, -0.013712152, -0.015054757, 0.033180926, 0.00034900242) * g_27; + result += mat4(0.034628514, -0.01001147, -0.021473913, -0.022840675, -0.045706123, -0.010280426, -0.0069577876, 0.01667532, 0.055181097, -0.087735586, 0.06744914, -0.034818206, -0.066513196, -0.10804274, 0.11681918, 0.06460058) * g_28; + result += mat4(-0.005054911, 0.01865763, -0.021856284, 0.010207481, -0.090607546, -0.014940299, 0.04399175, 0.013478195, -0.0072319377, 0.057889264, 0.0061306353, 0.021376813, -0.00018109869, -0.022432365, 0.004136804, 0.011778294) * g_29; + result += vec4(0.015986905, 0.006547183, 0.017682848, 0.0020978956); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_last_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_1 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.17312507, 0.18378204, 0.07926516, 0.1067288, 0.21052518, 0.13378853, 0.19536258, 0.14002354, 0.11711924, 0.08335183, 0.056983225, 0.028226014, 0.03449669, 0.044664416, 0.06761993, 0.044069722) * g_0; + result += mat4(0.049151406, 0.027747469, 0.013829845, 0.010793505, 0.16125697, 0.10510845, 0.13865222, 0.08505211, -0.20990449, -0.19430009, -0.15810025, -0.15454805, -0.035844944, -0.11059333, -0.018675208, -0.09188628) * g_1; + result += mat4(0.006685408, 0.11628241, 0.039672334, 0.1436817, 0.015559294, 0.009202889, 0.004621052, -0.006609141, 0.007991005, 0.08041883, -0.014427849, 0.057766948, -0.067192554, -0.10489045, -0.058118373, -0.10879217) * g_2; + result += mat4(-0.13102308, -0.16938946, -0.049558997, -0.08738032, -0.15949999, -0.098247744, -0.21387893, -0.16764748, -0.036459852, -0.08977845, -0.063770026, -0.085683785, -0.04874994, -0.050357077, -0.040709995, -0.12104794) * g_3; + result += mat4(-0.0016424131, -0.04231474, -0.008843509, -0.026220948, -0.13888876, -0.10844901, -0.10787409, -0.067019746, 0.1705322, 0.16687205, 0.16005264, 0.15010779, 0.084698394, 0.092028156, 0.07699169, 0.079460666) * g_4; + result += mat4(0.0075197075, -0.020141402, -0.1006905, -0.11359611, -0.0085215755, -0.005612361, -0.0018493677, 0.007426326, -0.06751104, -0.08159549, 0.0120629985, -0.012342098, 0.03995728, 0.036384724, 0.09553051, 0.09851564) * g_5; + result += mat4(-0.029465627, -0.054333087, 0.02729686, -0.0045043076, -0.13339953, -0.032064863, 0.0070489575, 0.1158326, -0.0006455828, -0.05559491, 0.016300855, -0.016093824, 0.0035336027, 0.025718046, -0.002194457, 0.009156581) * g_6; + result += mat4(-0.03060067, -0.088183194, 0.08511207, 0.023555957, 0.030279126, 0.037585177, 0.016086163, 0.017970216, -0.05365472, 0.008709411, -0.022766082, 0.026308894, -0.026761275, -0.012835554, 0.02677239, 0.06120358) * g_7; + result += mat4(-0.030154163, 0.016827311, -0.0070917453, 0.049568735, -0.06463202, -0.095433265, 0.059520688, 0.039794426, -0.11667492, -0.040507805, -0.05257038, 0.025766404, -0.04885214, 0.042495333, -0.022887079, 0.08385772) * g_8; + result += mat4(0.024346549, 0.054313555, -0.005122175, 0.019812366, 0.13365328, 0.014708698, -0.010476813, -0.1185288, 0.0023148789, 0.052297566, -0.03189476, 0.005272433, -0.03835005, -0.026765257, -0.0094220815, 0.0047409064) * g_9; + result += mat4(-0.007440264, 0.12066173, -0.12320844, 0.0016777752, -0.011408617, -0.029569637, 0.008827655, -0.007016294, 0.06650651, -0.031428255, 0.034667335, -0.023670185, 0.007218744, -0.004491109, -0.035605032, -0.07145819) * g_10; + result += mat4(0.049787126, -0.0017957676, -0.006283968, -0.058967303, 0.05774073, 0.09960317, -0.059987612, -0.036502153, 0.07282059, 0.005348924, 0.013446346, -0.04757274, 0.045422055, -0.0634229, 0.024715338, -0.08555914) * g_11; + result += mat4(-0.005835691, 0.016965812, -0.028456861, -0.0033920892, 0.009836867, 0.0006767609, 0.01886044, 0.012588657, -0.00884555, -0.0037418597, -0.009430517, -0.019091168, -0.002798804, 0.0039561144, 0.017126411, 0.004825749) * g_12; + result += mat4(0.028191822, 0.029202491, 0.032901034, 0.011502915, -0.010819439, -0.0069572316, 0.006472295, 0.0053685335, 0.00079939753, 0.0037769184, 0.011775226, 0.01399779, 0.0033956952, 0.0052899374, -0.010259701, 0.0077763535) * g_13; + result += mat4(0.008361512, -0.0117131, -0.0049652294, -0.01998969, 0.022627737, -0.008692346, 0.0019018264, -0.023467707, -0.008756792, -0.017017934, -0.031440705, -0.008512948, 0.0054877545, -0.00070786494, 0.019616788, 0.00793716) * g_14; + result += mat4(-0.013002159, -0.03813209, 0.026482832, -0.00023578315, -0.004977621, 0.0014138863, -0.0057627726, -0.0042974507, -0.007416917, -0.008726386, -0.011688116, 0.010687058, -0.011166254, -0.020983206, 0.0066195372, 0.003834876) * g_15; + result += mat4(0.0048169903, 0.0076203775, -0.015507004, -0.023508213, -0.052957263, -0.0069484734, -0.0011737008, 0.03410549, 0.0030833874, 0.012800496, -0.019242208, -0.005873537, -0.005420416, -0.009030759, -0.01785444, -0.01966881) * g_16; + result += mat4(-0.012387838, -0.014545728, 0.035943765, 0.024116462, 0.0008325086, 0.017050253, 0.0024911535, 0.019210132, 0.02221826, 0.020303903, 0.004521489, -0.009177796, -0.07020659, -0.040271588, 0.013064882, 0.028324096) * g_17; + result += mat4(-0.0069806273, 0.09828906, -0.049242873, 0.014799003, -0.008970328, 0.003844374, 0.0010211956, 0.008877965, 0.039977968, -0.17025097, 0.14956547, -0.02214056, -0.00973778, -0.018551195, 0.034893923, 0.027594449) * g_18; + result += mat4(0.011814281, -0.015895301, 0.04550156, 0.04049697, 0.0076704635, -0.018837227, 0.005477875, -0.04887477, 0.05526271, 0.11000575, -0.03529281, -0.023258513, -0.0022530397, -0.026560089, -0.0021712275, 0.0056000547) * g_19; + result += mat4(0.013357528, 0.014710138, 0.043349367, 0.053752452, -0.010020186, -0.0048438436, -0.023880936, -0.011357083, 0.033450976, 0.022771686, 0.0326334, 0.0068722614, -0.0512848, 0.026570365, -0.07270785, -0.006190101) * g_20; + result += mat4(-0.025186045, -0.01740991, 0.003838567, 0.027091907, -0.0071685803, -0.00027341367, -0.02992052, -0.008542527, -0.013445479, -0.015780428, -0.042524435, -0.00881602, -0.011120149, 0.009015556, -0.013422532, -0.032560103) * g_21; + result += mat4(-0.09606898, 0.025490688, -0.008527585, -0.075416856, -0.0028138838, -0.035580438, -0.006531162, 0.023687562, 0.0055310167, -0.010112962, 0.014539237, 0.01172912, 0.09965159, 0.075306684, 0.11886721, 0.095253) * g_22; + result += mat4(0.011965668, -0.072057776, 0.024608271, -0.054251578, 0.012394993, 0.114785306, -0.0419942, -0.011279603, -0.021266261, -0.0042840955, -0.015289745, -0.029362924, 0.0103631085, -0.06942332, 0.042722963, -0.021691492) * g_23; + result += mat4(0.033176757, 0.04084371, 0.015103838, -0.057419725, 0.037109293, -0.016537853, -0.059167393, 0.08598897, 0.015969522, -0.010902342, 0.03118472, 0.008363948, -0.041729625, 0.057053857, -0.08161458, 0.052837733) * g_24; + result += mat4(-0.092430755, 0.07110693, -0.034382034, 0.062702626, 0.014907711, 0.07141848, -0.0019698131, -0.054372307, 0.0128283445, 0.013943152, -0.0034115645, -0.030608373, -0.005405216, 0.03866557, -0.034109335, -0.0013265307) * g_25; + result += mat4(0.06594738, 0.029660825, -0.037681, -0.07724883, 0.03563272, 0.041913237, 0.0042468007, 0.0069140824, 0.039035708, -0.09520566, -0.04894546, -0.0034723799, -0.06357319, -0.052821137, 0.022598358, 0.041650392) * g_26; + result += mat4(0.004992455, -0.06508938, 0.030750059, 0.022826253, 0.002092941, 0.0037119875, 0.030300831, -0.0454966, -0.05877186, -0.024108075, -0.07177208, -0.047089674, -0.014241358, -0.015470063, 0.029174741, -0.0012050892) * g_27; + result += mat4(0.033182934, -0.0073093693, -0.017909355, -0.018535342, -0.0415075, -0.010425076, -0.0039859596, 0.015540642, 0.05229552, -0.08504954, 0.06377993, -0.035305116, -0.06266023, -0.102613874, 0.10803333, 0.06006112) * g_28; + result += mat4(-0.0026692066, 0.020269373, -0.018895708, 0.010902005, -0.084507205, -0.018323625, 0.03897616, 0.008709061, -0.005905961, 0.05540135, 0.0050392286, 0.019433267, -0.0011370446, -0.02185742, 0.004525434, 0.010520601) * g_29; + result += vec4(0.00428531, -0.011541925, 0.00898425, -0.01374321); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(UL)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!BIND conv2d_last_tf1 +//!BIND conv2d_last_tf2 +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size); + ivec2 i1 = ivec2(f1 * vec2(2.0)); + float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x]; + vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size); + ivec2 i2 = ivec2(f2 * vec2(2.0)); + float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x]; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_VL.glsl b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_VL.glsl new file mode 100644 index 0000000..73c4881 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale+Denoise/Anime4K_Upscale_Denoise_CNN_x2_VL.glsl @@ -0,0 +1,969 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.28296316, -0.020139743, 0.1038232, 0.09352482, -0.16964972, 0.07910997, -0.049914766, -0.10661066, -0.121037185, -0.029087039, -0.02511847, -0.078911744, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.3927183, 0.01805193, -0.031168332, -0.13300525, 0.20814548, 0.118818566, 0.1655351, 0.095023684, 0.17600809, -0.03928444, -0.014350658, 0.08458312, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.079089314, -0.0421829, 0.05452305, -0.22055493, 0.013279097, -0.12875281, 0.02452735, -0.101503745, -0.085946664, 0.05539176, 0.022408713, 0.14837204, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.102643915, -0.011254746, 0.1478563, 0.1030208, 0.12396588, 0.0016621432, 0.2551224, -0.10399001, -0.01068436, 0.07155532, -0.104522154, 0.026937222, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.8789423, 0.35707328, -0.29964274, -0.064913996, 0.4962815, 0.26001287, -0.9511284, 0.49574667, 0.39539725, 0.16308042, 0.119878456, -0.30259115, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.08852938, -0.32612664, -0.006712046, 0.28693515, 0.06320871, -0.3322611, 0.04651086, -0.11020996, 0.01821082, -0.22851005, -0.07803438, 0.021527015, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.12295851, -0.011285535, 0.015859747, 0.04005441, -0.018136669, 0.03171969, -0.0406123, -0.10731229, -0.12117574, 0.005033036, 0.047838476, 0.026843475, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.4655988, 0.05519082, 0.039515793, 0.28410903, -0.36144528, 0.13039446, 0.11338478, -0.2141387, -0.10026682, -0.07903024, -0.09410254, 0.043833878, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.110124744, -0.024725702, 0.028102143, -0.09493807, -0.06455328, -0.15164614, 0.04425987, 0.15483347, -0.045039337, 0.07210396, -0.005390788, -0.03832707, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.007907974, -0.035503313, 0.057224784, -0.19763541); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.012326053, 0.050769784, 0.1278702, -0.100782245, 0.14329414, -0.054558773, 0.023473471, 0.056829426, 0.048292916, 0.0046510273, -0.11478287, 0.0011030561, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.29542983, -0.55061895, -0.068554066, 0.1433222, -0.072878316, 0.30201668, -0.2223378, -0.06704077, 0.16955832, 0.3279914, 0.17619601, -0.1276919, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.09623417, 0.30559412, 0.094622105, -0.076706685, 0.07943858, -0.084815115, 0.12472551, 0.079850115, -0.13044213, -0.21300878, -0.095747225, 0.13412355, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.21291664, 0.17195296, -0.20080926, 0.1064855, 0.10228669, -0.09580175, -0.11217631, -0.09740562, -0.0033135475, -0.053094357, 0.2983595, 0.035281878, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.08955812, -0.45707774, -0.4606922, -0.5754473, -0.11395895, 0.33530128, 0.29705846, -0.18877256, -0.43502945, 0.114171304, -0.3750776, -0.081597246, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.26109028, 0.02662961, -0.10441071, 0.11199392, -0.12038989, -0.09642296, -0.061320662, -0.33058178, 0.20212512, 0.00840794, 0.14357455, -0.038080238, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.09533881, -0.13644339, 0.068756215, 0.079305276, -0.053370547, 0.19572955, 0.0682981, 0.14469264, 0.15582883, -0.057183057, -0.13919263, -0.016394936, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.041189935, 0.39878023, 0.028704925, 0.30194348, -0.04486593, -0.33899093, -0.103968106, 0.21802065, -0.077099144, -0.07389541, 0.18069103, 0.18894517, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.12399862, 0.19246885, 0.034825478, -0.0044787163, 0.13121822, -0.13573012, -0.030162754, 0.1899518, 0.102326415, -0.061512686, -0.005647928, -0.0937634, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.019286277, -0.033644073, 0.08196311, 0.0054393094); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.04088509, -0.06585775, -0.3094732, 0.12059048, 0.041417453, -0.06144871, -0.06655134, 0.03308842, 0.09287731, 0.010969216, 0.10343026, -0.11185897, 0.05685865, -0.09490512, 0.040908635, 0.03501189) * go_0(-1.0, -1.0); + result += mat4(-0.04854754, -0.098667145, 0.67147833, -0.11299351, -0.022114437, -0.029202767, 0.014179382, 0.26027945, 0.22076549, -0.16490546, -0.0010764733, 0.08405975, 0.11849154, -0.19072372, -0.35719597, -0.059621073) * go_0(-1.0, 0.0); + result += mat4(0.079224996, 0.0669873, -0.1718969, -0.05002573, 0.044926763, -0.02904369, 0.017489236, 0.01144465, 0.059109706, 0.064998455, 0.14725484, -0.23879208, 0.039234288, -0.027365638, 0.26172164, -0.094598554) * go_0(-1.0, 1.0); + result += mat4(-0.07159218, -0.03181544, 0.113837324, -0.053089984, -0.098298974, -0.29500297, 0.1608509, -0.044355504, 0.050882854, -0.19417204, -0.080487266, -0.00879743, 0.0007914453, 0.16640955, 0.21786706, 0.16398212) * go_0(0.0, -1.0); + result += mat4(0.16324541, 0.19753313, -0.46597233, -0.2593132, -0.2781038, -0.21973547, -0.024623038, -0.16348499, 0.3628299, 0.044888914, 0.04054647, -0.63605887, 0.02099492, 0.060544077, -0.49359834, 0.36336297) * go_0(0.0, 0.0); + result += mat4(-0.16885692, 0.31907207, 0.020906802, 0.13290039, -0.037330728, -0.022859452, -0.020451576, -0.113437995, -0.085683934, 0.054102756, -0.044824492, 0.061346747, -0.038684413, 0.098444365, -0.06734984, -0.17084897) * go_0(0.0, 1.0); + result += mat4(-0.015821548, -0.119599186, 0.1614827, 0.08383641, -0.07933593, 0.12528986, -0.06300182, 0.09286327, -0.10199266, 0.02419403, 0.0028411683, -0.09028338, 0.07962534, -0.08676035, -0.19237737, -0.115502626) * go_0(1.0, -1.0); + result += mat4(0.09471972, 0.21153462, -0.14393018, 0.055180002, 0.1817461, 0.016607309, -0.0771979, 0.11181317, -0.5491086, -0.102757886, -0.20952754, 0.022466583, -0.075119644, -0.14725658, 0.38451517, 0.12920731) * go_0(1.0, 0.0); + result += mat4(0.0867803, 0.114654355, 0.21199988, -0.15367955, -0.01803536, 0.056378633, 0.0018388306, 0.024613786, -0.13306658, 0.017211098, 0.073351346, -0.12064064, -0.10484361, -0.067748636, 0.033206712, -0.13061953) * go_0(1.0, 1.0); + result += mat4(-0.002236411, -0.022144757, -0.04586377, 0.101181075, -0.03511624, 0.08440529, 0.18544284, -0.22786349, -0.042184375, 0.015734851, -0.038622506, 0.038529944, -0.09170703, 0.034527462, -0.07817406, 0.10547265) * go_1(-1.0, -1.0); + result += mat4(-0.12135524, -0.07412039, -0.04979351, -0.082267545, 0.13343571, 0.29196215, -0.4364121, -0.10226428, 0.060835477, -0.23307934, -0.018231759, 0.15550235, 0.09095689, 0.18164484, 0.1322021, -0.022567045) * go_1(-1.0, 0.0); + result += mat4(-0.0054531163, -0.039762255, -0.030490747, 0.04779882, -0.15290286, 0.056712102, -0.0776974, 0.04114215, 0.15946816, -0.03882117, 0.16770308, -0.026126247, -0.027203865, -0.064107865, -0.13670811, 0.1556276) * go_1(-1.0, 1.0); + result += mat4(-0.092548385, -0.027285473, 0.084179096, 0.014961629, 0.2564254, 0.07626849, 0.28534448, 0.2588713, -0.018600503, -0.2433456, 0.041392803, -0.045712482, 0.26388907, -0.053502295, 0.14522223, 0.032808404) * go_1(0.0, -1.0); + result += mat4(-0.0013780193, 0.3482449, 0.071003586, -0.30707207, -0.05122194, -0.2833618, 0.07910779, 0.051078696, 0.021535402, 0.13021478, 0.022049015, -0.533547, 0.57265025, -0.12843914, -0.14913581, -0.1433724) * go_1(0.0, 0.0); + result += mat4(0.07382619, -0.12152924, 0.13364957, 0.181974, 0.15804219, -0.10126773, 0.3029618, -0.12874149, 0.13743348, -0.23245592, -0.20119278, 0.029547188, 0.042436857, 0.04213892, -0.07975374, 0.023821082) * go_1(0.0, 1.0); + result += mat4(0.022782229, -0.08359311, -0.060623147, 0.06565042, 0.09828792, 0.044808697, -0.28872305, -0.00092168007, 0.021737702, -0.08698349, 0.1950025, 0.07931995, 0.040952396, -0.07443172, -0.021157127, 0.0056698937) * go_1(1.0, -1.0); + result += mat4(-0.09995892, -0.2047294, 0.1414849, 0.062335726, -0.22492298, 0.05269799, -0.029233055, -0.050517935, -0.12534393, -0.12194023, -0.07035469, -0.070764475, 0.18903446, 0.07691209, 0.06153371, 0.011280912) * go_1(1.0, 0.0); + result += mat4(-0.036189888, -0.07586571, -0.05888163, 0.010425367, -0.028375402, -0.18870986, -0.19146784, 0.19274063, -0.18856238, 0.0064240266, -0.14537223, -0.06971656, 0.0852742, -0.04866623, -0.031686075, 0.031702038) * go_1(1.0, 1.0); + result += mat4(0.0618941, 0.100858234, 0.2628019, -0.048507668, -0.051001363, -0.03195978, 0.035452217, -0.001991919, -0.09649028, -0.047445696, -0.09221298, 0.07602656, -0.02382384, -0.119645916, 0.085616075, -0.07076033) * go_2(-1.0, -1.0); + result += mat4(0.019222878, -0.0491929, -0.4902266, 0.18501294, 0.014529614, -0.077125326, 0.011563931, -0.20236616, -0.101982154, -0.021150962, -0.07537948, -0.1540349, 0.028949164, -0.06827332, 0.0067634755, 0.09582376) * go_2(-1.0, 0.0); + result += mat4(-0.05995539, -0.031138182, 0.01334257, 0.06827176, -0.030762246, 0.006615233, -0.03562788, 0.016249394, -0.14797118, 0.014671043, -0.09325859, 0.25653747, -0.11474991, 0.05436232, 0.031051394, 0.04179694) * go_2(-1.0, 1.0); + result += mat4(0.032279838, -0.030521005, 0.0029688699, 0.005165139, 0.15907808, -0.20421815, -0.07713175, 0.067530625, -0.08619395, 0.026114263, 0.08821273, 0.011591694, 0.018677557, 0.057708874, -0.25859246, -0.18693781) * go_2(0.0, -1.0); + result += mat4(0.10823143, -0.31875235, -0.24394153, -0.0025489891, 0.016761065, -0.19857498, -0.07858479, -0.07811158, -0.38551694, -0.049090322, -0.050053325, 0.23398961, 0.014974165, 0.17498055, 0.29105362, -0.353647) * go_2(0.0, 0.0); + result += mat4(0.05621677, -0.19492444, 0.460332, 0.055917628, -0.06404381, -0.06684098, 0.053624872, 0.057300456, -0.019248677, -0.15110065, 0.032379635, -0.12673225, 0.0068658157, -0.13001235, -0.017716292, 0.064182095) * go_2(0.0, 1.0); + result += mat4(-0.06764552, 0.004707433, -0.13827331, -0.21957871, -0.03789028, -0.04962028, 0.022955444, -0.058468018, 0.13735814, -0.031270552, -0.018490225, 0.0063876202, -0.052979283, -0.030049473, -0.004811771, -0.0044099926) * go_2(1.0, -1.0); + result += mat4(-0.028652798, -0.027029367, 0.62600744, 0.0900562, 0.03869923, -0.20111556, 0.095930666, -0.13164565, 0.5562579, 0.011937122, 0.22882107, 0.030288015, 0.09856272, 0.04736032, -0.077492185, -0.10207275) * go_2(1.0, 0.0); + result += mat4(-0.10581002, -0.16504957, -0.5688921, 0.0414545, 0.04749444, -0.052849945, -0.011017121, -0.025284614, 0.14316759, -0.08547362, -0.09654446, 0.08682504, 0.050776027, 0.0678741, -0.04913651, 0.07527552) * go_2(1.0, 1.0); + result += mat4(0.04126091, 0.0048704315, 0.041699376, -0.05820725, -0.09664279, 0.07648305, -0.17979898, 0.11698985, -0.025436765, 0.023232851, 0.010656572, 0.08157569, 0.19584864, -0.022928072, 0.053339157, 0.0039929505) * go_3(-1.0, -1.0); + result += mat4(0.040733483, 0.12260473, 0.08071146, 0.07257762, -0.016945919, -0.31637576, -0.24281953, -0.0038469466, -0.10203634, 0.13631973, 0.06505259, -0.13119389, -0.09723076, -0.139551, -0.07504509, 0.08645985) * go_3(-1.0, 0.0); + result += mat4(0.017005404, 0.049066268, -0.007544932, -0.04884536, 0.09984347, -0.04447364, 0.4902235, -0.062780835, -0.18389583, 0.07305648, -0.22014385, 0.08004685, 0.0992568, -0.08569604, 0.093966395, -0.07047139) * go_3(-1.0, 1.0); + result += mat4(0.0017705248, 0.020553982, -0.09167042, 0.0036356782, -0.11867446, -0.07055574, 0.40252638, 0.09657129, 0.0888632, 0.1031708, -0.022127641, -0.023769693, -0.0861388, 0.13420185, -0.11774454, 0.038774434) * go_3(0.0, -1.0); + result += mat4(-0.15173717, -0.13590458, -0.0891863, 0.12289548, 0.13942605, 0.22152588, -0.19292432, 0.14169839, 0.010543665, 0.07648361, -0.057333756, 0.09535759, -0.053601623, -0.026824495, 0.09365424, 0.17476946) * go_3(0.0, 0.0); + result += mat4(-0.070416056, -0.061970036, -0.039723337, -0.18874651, -0.07098426, -0.019835865, -0.5612458, 0.060437083, -0.03774378, 0.18536821, 0.28587544, 0.035555754, 0.15771326, -0.13527197, 0.13342534, -0.06564073) * go_3(0.0, 1.0); + result += mat4(-0.10967661, 0.025388904, 0.09003177, -0.04087592, 0.09531671, -0.11809294, -0.41613623, 0.038198076, 0.01019813, -0.018864965, -0.18400626, -0.038704176, 0.0105671035, 0.024449013, -0.008989595, -0.027171193) * go_3(1.0, -1.0); + result += mat4(0.16193569, -0.21445285, -0.20130903, -0.13498883, -0.008031679, 0.050757203, 0.78938776, -0.03749514, 0.11998137, 0.19368882, 0.12328945, 0.0058578993, -0.13852382, -0.033867255, -0.018267661, 0.036348555) * go_3(1.0, 0.0); + result += mat4(-0.06254118, 0.087295115, 0.031116437, 0.0416281, 0.061828617, 0.34479564, -0.15537797, -0.17144552, 0.13989387, -0.13792284, 0.056215156, 0.12714528, -0.0198865, 0.04927947, 0.013614583, -0.041810013) * go_3(1.0, 1.0); + result += vec4(-0.044073943, 0.12072677, -0.0022342638, -0.24414532); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07115729, 0.01065505, 0.19167988, -0.02504489, -0.15064801, 0.079008736, 0.05437936, 0.027479589, -0.021383656, 0.032731537, -0.06657876, 0.022649521, -0.06501893, -0.02335689, 0.010445489, -0.05430297) * go_0(-1.0, -1.0); + result += mat4(-0.1178601, 0.07425715, 0.063272275, -0.18308601, -0.13955134, 0.005166404, -0.022591779, -0.016827974, -0.024990188, -0.13372071, -0.056342285, 0.12489847, 0.081861794, -0.07083351, 0.021897513, 0.0629395) * go_0(-1.0, 0.0); + result += mat4(0.051357627, -0.13874975, -0.09887168, -0.011908862, 0.03639772, -0.13195883, -0.05321156, 0.03913229, -0.08160194, -0.07128151, 0.043625016, 0.11966009, 0.03162217, 0.018834392, -0.0625129, 0.10726711) * go_0(-1.0, 1.0); + result += mat4(-0.15922394, -0.043482754, -0.22571066, 0.009280428, -0.3882705, 0.08418719, 0.15329506, -0.028419001, -0.011272379, 0.15897545, 0.041217074, -0.0143014155, 0.09451862, -0.056342427, -0.14568482, 0.05556279) * go_0(0.0, -1.0); + result += mat4(0.13879324, -0.23339099, -0.24573983, -0.09575104, 0.03823306, 0.4752516, -0.1696623, -0.18472373, -0.1510259, 0.23040254, 0.4196143, 0.3462817, 0.035172507, 0.18228662, 0.22475636, -0.19945027) * go_0(0.0, 0.0); + result += mat4(-0.08876766, 0.19567333, 0.25174314, -0.09637879, -0.007957943, 0.13510521, 0.030193076, -0.0018362573, -0.006884444, -0.41804117, -0.1026309, -0.053339038, -0.1283198, -0.03033918, 0.055674326, 0.094377995) * go_0(0.0, 1.0); + result += mat4(0.06780768, -0.07774435, -0.0616546, -0.046531744, -0.11723141, 0.10792474, 0.013314576, -0.031451598, -0.009870351, 0.10215877, -0.13101454, -0.19878799, -0.09712651, 0.10423937, 0.14170039, -0.03359521) * go_0(1.0, -1.0); + result += mat4(-0.020114673, -0.015194169, 0.03657608, 0.17162928, 0.070458665, -0.08041664, 0.14067306, 0.19699603, -0.28763783, -0.033556152, -0.6588468, -0.48221052, -0.123711474, -0.080758795, -0.3187303, 0.121004865) * go_0(1.0, 0.0); + result += mat4(-0.074900605, 0.09297913, -0.08621144, 0.116730206, -0.034766622, -0.10381484, 0.060793545, -0.014790814, -0.123858415, -0.0010626495, 0.20547503, -0.07206306, -0.17324795, 0.023932874, 0.017495958, -0.09924652) * go_0(1.0, 1.0); + result += mat4(-0.015568068, 0.005394868, 0.15463537, 0.06416607, -0.045670815, -0.013540727, -0.12960619, 0.0006581649, 0.09432853, 0.05575682, -0.022219105, 0.022416297, 0.0148129435, -0.067619696, 0.022989385, -0.09695771) * go_1(-1.0, -1.0); + result += mat4(-0.107209, 0.07072438, -0.10235772, -0.12078849, -0.02751833, -0.043195058, -0.17197154, 0.120612316, -0.17310137, -0.09429793, 0.06511165, 0.18072544, -0.21168593, 0.16383737, 0.25012484, -0.089589044) * go_1(-1.0, 0.0); + result += mat4(0.005439779, 0.0028433986, -0.09885586, -0.06572956, -0.0061691296, 0.15485546, -0.23724958, 0.004232802, 0.07794742, -0.012552598, 0.07554404, 0.10843201, -0.013223918, -0.08705092, -0.23228747, 0.03599732) * go_1(-1.0, 1.0); + result += mat4(-0.043396916, -0.10680695, -0.019935586, -0.06703658, -0.30075943, -0.010179525, 0.30197874, 0.04888297, 0.00779067, 0.22583807, 0.2039884, -0.0074303118, -0.19240093, -0.024718538, 0.057117213, 0.19431825) * go_1(0.0, -1.0); + result += mat4(-0.37633005, 0.043971814, -0.21423087, 0.118503235, -0.15058799, 0.115756795, -0.13719647, 0.020510519, 0.1123193, 0.14797291, 0.05467349, 0.2039607, -0.31973588, 0.1667847, -0.017739004, -0.11280262) * go_1(0.0, 0.0); + result += mat4(-0.0084394775, -0.1281101, -0.20841378, 0.01986435, -0.04122467, -0.21089631, -0.08062371, 0.11315133, 0.05693114, -0.23773515, 0.03792205, -0.008872407, 0.04554895, -0.10683658, 0.10683206, 0.06875721) * go_1(0.0, 1.0); + result += mat4(-0.103948504, -0.007483217, -0.12571928, 0.054868475, -0.030646881, -0.010098222, 0.019018777, -0.07072212, -0.10689893, 0.16498323, 0.048089568, -0.10912806, -0.027318537, -0.025491163, 0.012588013, 0.072701246) * go_1(1.0, -1.0); + result += mat4(0.14094622, -0.028118243, 0.016804086, -0.18000692, 0.33351874, 0.14980756, -0.07135749, -0.16573106, -0.17243773, 0.054617904, -0.2933543, -0.12602285, 0.08480712, -0.05704333, 0.22336398, 0.026583148) * go_1(1.0, 0.0); + result += mat4(0.046759557, -0.03100408, 0.40000245, -0.08521555, 0.19592628, -0.15150753, 0.25288078, -0.061794683, -0.047818147, -0.12249124, 0.020410215, -0.11503924, 0.046108168, 0.030459814, -0.14096366, 0.09120256) * go_1(1.0, 1.0); + result += mat4(-0.087491795, -0.024289595, -0.09060237, 0.020922959, 0.09557061, -0.08556962, -0.0503455, -0.010846053, 0.0030694185, -0.008256591, 0.08290225, -0.034981687, 0.07342003, -0.021816112, -0.13905519, -0.06265962) * go_2(-1.0, -1.0); + result += mat4(-0.08126147, -0.05866924, -0.015698025, 0.093630895, -0.02379264, 0.115918085, 0.19431724, 0.041815966, -0.051647816, 0.15277039, -0.03721037, -0.085520886, 0.041766718, 0.104392216, 0.0559556, 0.0049254233) * go_2(-1.0, 0.0); + result += mat4(-0.11176419, 0.112272635, 0.1367475, -0.010482275, -0.06719008, 0.064003386, -0.08132314, 0.015465676, 0.052741583, 0.06779717, 0.038533892, -0.16428822, 0.040990274, 0.002559234, 0.097567044, -0.058192518) * go_2(-1.0, 1.0); + result += mat4(0.17228632, 0.008296625, 0.009418271, 0.037103783, -0.0601486, 0.04531715, 0.19613501, 0.112170085, -0.02256726, -0.093685195, -0.1341531, -0.038480807, 0.109840475, 0.062418167, 0.15140085, 0.050787117) * go_2(0.0, -1.0); + result += mat4(0.15433665, 0.2104034, 0.12395812, 0.13799714, 0.14945604, 0.67457545, 0.27575177, -0.047493283, 0.24992993, -0.5305435, 0.0131732905, -0.36911693, 0.14442082, -0.18583177, -0.2861722, 0.19419897) * go_2(0.0, 0.0); + result += mat4(0.040242445, -0.13234852, 0.10056324, 0.055854917, 0.07447713, -0.023067042, 0.00021051937, -0.0495407, -0.22037992, 0.68047297, 0.05774606, -0.012461005, 0.104557075, 0.04832623, 0.010292581, -0.050617047) * go_2(0.0, 1.0); + result += mat4(-0.060079176, 0.086553656, 0.0060872175, -0.012576339, 0.025149338, -0.07379716, -0.18048704, -0.007130346, 0.007826557, -0.095655076, -0.0032888134, 0.21027069, -0.09868755, -0.1180311, 0.0081250835, -0.05078016) * go_2(1.0, -1.0); + result += mat4(0.19124818, -0.05949092, -0.36762074, -0.08203597, -0.10276991, 0.111005515, -0.2845309, 0.113985784, 0.07206471, -0.026585411, 0.20032002, 0.5691625, -0.0460136, 0.03874166, 0.09858682, -0.15913802) * go_2(1.0, 0.0); + result += mat4(-0.00397842, -0.014763085, 0.080231026, -0.09142265, 0.03637215, 0.064106315, -0.030963007, 0.0557953, 0.04173885, -0.024534896, -0.2092259, 0.06913638, 0.08103145, -0.0033994897, -0.10903093, 0.062850125) * go_2(1.0, 1.0); + result += mat4(0.01206918, 0.024855271, -0.051995132, 0.013999821, -0.021517826, 0.06216198, -0.050853133, -0.064136736, -0.047408275, -0.07858566, 0.074464396, -0.038218755, -0.13216262, 0.008905726, 0.10333, 0.03049554) * go_3(-1.0, -1.0); + result += mat4(-0.027152343, -0.069046065, -0.013017797, 0.0763, -0.08611993, -0.020867927, 0.012807627, -0.11971997, 0.025972975, 0.095127404, -0.070044935, -0.21399231, -0.22536097, -0.028828809, 0.123399965, -0.15967365) * go_3(-1.0, 0.0); + result += mat4(0.038314234, -0.014114242, 0.012115026, 0.05505015, 0.11785298, -0.08772618, 0.034408223, 0.09134674, -0.04727011, 0.020709611, -0.01780165, -0.14374214, -0.30412516, -0.011123043, -0.024216317, -0.007538433) * go_3(-1.0, 1.0); + result += mat4(-0.17673545, 0.077738725, 0.056153737, 0.028693894, 0.05688375, 0.021928595, 0.014585902, 0.019364892, 0.029056642, -0.2072201, -0.17548367, 0.085471265, 0.16439342, -0.0052957633, 0.22321554, -0.19246858) * go_3(0.0, -1.0); + result += mat4(0.1914782, -0.15620962, -0.16686897, -0.04141303, 0.07696967, -0.013115313, -0.057627093, -0.13849305, 0.08699377, -0.07339016, -0.053074118, -0.059418138, 0.19988623, -0.23852244, -0.12574267, -0.29139704) * go_3(0.0, 0.0); + result += mat4(-0.017691063, 0.18901291, 0.16250716, -0.11039392, 0.056900974, 0.036662772, -0.13399602, -0.11378214, -0.10924602, 0.2130181, -0.042094063, -0.012445028, 0.013168919, 0.119448364, -0.014406005, 0.0054324497) * go_3(0.0, 1.0); + result += mat4(0.11552786, 0.090796515, -0.11559005, -0.035706047, -0.044022456, -0.027642358, 0.08824298, 0.035067793, 0.18125483, -0.15502097, 0.094219126, 0.07493505, 0.022493582, 0.038250685, -0.076567575, -0.059311453) * go_3(1.0, -1.0); + result += mat4(-0.08612596, 0.016376335, -0.0023271537, 0.32511148, 0.03789289, 0.13106889, 0.22370385, 0.21145949, 0.1844514, -0.0766592, 0.093758754, 0.13821359, -0.062405586, 0.0028724174, -0.13588348, 0.00024406122) * go_3(1.0, 0.0); + result += mat4(-0.08991004, 0.074423954, -0.020964831, -0.070288494, -0.1192369, -0.015506713, -0.28136373, 0.042911243, 0.08215164, 0.11065419, -0.006201638, 0.057742044, 0.0014476188, -0.01443158, 0.22631277, -0.06787264) * go_3(1.0, 1.0); + result += vec4(-0.07235962, -0.019149294, 0.05072898, 0.03962245); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.14315613, -0.031299837, -0.011195234, 0.0073360316, 0.07264984, -0.110979274, 0.06560588, -0.040463638, 0.28964168, -0.05644335, -0.060729366, -0.15811591, 0.028339373, 0.027486937, 0.0360574, 0.05856459) * go_0(-1.0, -1.0); + result += mat4(0.16211128, 0.20672597, -0.30374205, -0.056202736, -0.10893948, 0.053066984, -0.18297112, 0.028844962, 0.22754766, -0.07141921, 0.07142953, -0.1357581, 0.008053467, 0.04668908, 0.17258649, 0.22506891) * go_0(-1.0, 0.0); + result += mat4(0.07014762, 0.032112304, 0.028849715, 0.09427007, 0.008323501, -0.085777245, 0.083501115, -0.16150802, 0.24127382, -0.1305689, -0.027557204, -0.15057805, 0.09748757, 0.08182083, -0.107643455, 0.020552907) * go_0(-1.0, 1.0); + result += mat4(-0.04630706, -0.056070503, 0.058440026, -0.005662525, 0.08736355, 0.08821088, -0.049539115, 0.08171937, 0.28466523, -0.025859421, -0.0026971614, -0.15181617, -0.022231927, 0.3566104, -0.024887348, 0.12051598) * go_0(0.0, -1.0); + result += mat4(-0.20976813, -0.23778942, 0.28854275, -0.27583683, -0.27604774, -0.15861328, 0.09581984, 0.06572128, 0.092306405, -0.06962751, -0.042226445, 0.035234913, 0.084891975, -0.03846841, -0.1473667, 0.2810354) * go_0(0.0, 0.0); + result += mat4(0.028011162, 0.08945262, 0.15859836, 0.18426442, 0.10649845, -0.0918649, -0.12257575, -0.00914911, 0.23701023, -0.030067213, -0.01938559, -0.11026175, -0.5953985, 0.28875506, -0.035278864, -0.05043055) * go_0(0.0, 1.0); + result += mat4(-0.14445779, -0.06907616, 0.13078876, -0.0089114, -0.110637166, -0.123719245, -0.094949, 0.046267383, 0.4727523, 0.0073195575, -0.014788787, -0.14922102, -0.021974785, -0.10706751, 0.00049029186, 0.09215345) * go_0(1.0, -1.0); + result += mat4(-0.20936993, -0.22377276, -0.07697398, 0.039161056, 0.044213686, 0.037542075, -0.06600642, 0.017124292, 0.3406197, 0.011907687, 0.019732054, -0.22745137, -0.22178015, 0.49051985, -0.03707166, 0.14849792) * go_0(1.0, 0.0); + result += mat4(0.07833466, 0.10888627, 0.16015877, -0.049263358, 0.29002127, -0.010949114, 0.013081097, -0.071674205, 0.3532135, 0.013165473, -0.05282189, -0.16688257, 0.009552089, -0.2740816, 0.04927233, -0.37047002) * go_0(1.0, 1.0); + result += mat4(0.23682123, -0.027914839, 0.02372468, -0.07127212, 0.053436097, 0.057737537, -0.008556659, -0.025973454, 0.06468388, 0.18805866, -0.08180048, 0.058999106, -0.3058321, -0.06642967, -0.092997625, 0.10527466) * go_1(-1.0, -1.0); + result += mat4(-0.1353085, -0.016593851, 0.21518163, -0.10272456, 0.14382689, 0.05056661, -0.27799338, 0.11351653, 0.05838342, 0.28104934, -0.03777824, 0.003435516, 0.057915565, -0.17574134, -0.24437475, 0.13420977) * go_1(-1.0, 0.0); + result += mat4(0.13400255, -0.056437124, 0.11310834, 0.040429913, 0.098928474, -0.020769242, -0.079605736, 0.0494632, 0.0660877, 0.098982334, -0.055884495, -0.046533633, 0.17815505, 0.027310565, -0.24176653, -0.025550256) * go_1(-1.0, 1.0); + result += mat4(0.03637618, -0.012618673, 0.11865397, 0.19804053, -0.03522831, 0.24310908, -0.056454524, -0.44885796, 0.02212509, -0.20253624, 0.038810212, -0.17396528, 0.08970355, 0.005103078, 0.061075203, 0.44292897) * go_1(0.0, -1.0); + result += mat4(-0.25074747, -0.0015575301, -0.685015, 0.07345307, -0.08419402, 0.06640714, 0.43799296, -0.17571151, 0.0049855476, 0.09024738, 0.055744022, 0.018739637, 0.34734032, 0.114896655, 0.0404696, -0.11327049) * go_1(0.0, 0.0); + result += mat4(-0.12284062, -0.31131, -0.14712588, -0.18645866, 0.17581487, 0.1357234, 0.09913364, 0.005298711, -0.056155153, 0.042429443, 0.039454732, -0.04111384, 0.2623163, 0.09701166, 0.022825675, 0.050480727) * go_1(0.0, 1.0); + result += mat4(0.058734808, 0.038528245, -0.042670116, -0.15190329, -0.028179986, -0.05362995, 0.017090468, -0.24449602, -0.08240927, -0.033122182, 0.009938243, -0.0052937623, 0.2171439, 0.06879817, -0.10361997, 0.018995138) * go_1(1.0, -1.0); + result += mat4(0.027555468, 0.016337285, 0.19074728, 0.26690376, -0.088713005, -0.0021182299, -0.23062791, -0.32101163, -0.0040022335, 0.16835448, 0.05424022, -0.02156396, 0.24163729, 0.10243619, -0.04331782, -0.014350939) * go_1(1.0, 0.0); + result += mat4(-0.13836963, 0.053369813, 0.036432605, 0.062288612, -0.06264361, -0.049093347, -0.0315955, -0.11237456, -0.064744405, -0.0151798045, 0.044210885, 0.010166375, -0.038355727, -0.05203739, -0.075036794, 0.1664177) * go_1(1.0, 1.0); + result += mat4(-0.08583114, 0.08268218, -0.05771351, 0.10195048, -0.10128163, 0.10874855, -0.02580701, 0.028834302, 0.1950179, -0.0130183315, 0.0092119705, -0.060479227, 0.117747106, 0.061403573, -0.0028475628, -0.032362986) * go_2(-1.0, -1.0); + result += mat4(-0.05310153, -0.061091065, 0.19438389, -0.10475873, 0.00045120303, -0.24876194, 0.017168125, -0.050173752, 0.012073283, 0.035660096, -0.017562328, -0.110271364, -0.015546384, 0.17965329, 0.10068208, -0.014481325) * go_2(-1.0, 0.0); + result += mat4(0.085558474, -0.0007109211, 0.20868625, 0.150163, -0.19283043, 0.025976779, 0.08384698, 0.031011146, 0.17268184, 0.008871077, -0.04097794, -0.12868725, 0.01336166, -0.038823843, 0.1703644, -0.067780636) * go_2(-1.0, 1.0); + result += mat4(0.06480841, -0.44256654, -0.19949587, -0.030677497, -0.27930573, -0.041867044, -0.15648738, 0.11573067, 0.28664824, 0.009770385, -0.058617204, -0.06607673, -0.038160402, 0.009497089, 0.03303058, -0.079379834) * go_2(0.0, -1.0); + result += mat4(0.17752203, 0.10979527, -0.058749028, -0.30194217, 0.30484176, -0.20980492, -0.05234784, -0.2590473, 0.23003183, 0.21903595, -0.024891363, -0.14337292, -0.02971356, -0.29613075, -0.045642294, 0.23826689) * go_2(0.0, 0.0); + result += mat4(0.018211683, -0.005840598, -0.19021381, -0.096696235, 0.39998052, -0.34746838, -0.039627917, 0.087701194, 0.15526368, -0.008095372, -0.044220537, -0.08634815, -0.121496454, -0.06792033, -0.14959472, 0.078917444) * go_2(0.0, 1.0); + result += mat4(0.33109078, 0.012287281, -0.034155898, -0.04840956, 0.068748444, 0.006142039, 0.06598935, 0.024775596, 0.22379673, 0.056089353, -0.006119644, -0.018509025, 0.10084137, 0.15556572, -0.041211523, -0.21550669) * go_2(1.0, -1.0); + result += mat4(-0.058160853, 0.08899222, -0.17401625, -0.1449813, -0.015872562, -0.03780256, 0.15702572, 0.34013954, 0.1580772, 0.074823864, 0.035488904, -0.01627819, -0.15551315, -0.3638866, -0.09833458, 0.15037175) * go_2(1.0, 0.0); + result += mat4(-0.12707977, -0.19947061, -0.11524648, 0.09216174, -0.07161296, 0.05675567, 0.06843247, 0.2803306, 0.25222927, -0.044076066, 0.053775772, -0.09939824, 0.16903089, 0.11475717, -0.07015584, -0.036021322) * go_2(1.0, 1.0); + result += mat4(-0.12290332, -0.05469477, 0.02696626, 0.051133692, -0.05541504, -0.2811521, -0.13008943, 0.031793896, -0.32529324, -0.01663752, -0.0658181, 0.17300756, 0.22281154, -0.11001508, 0.09578194, -0.055437982) * go_3(-1.0, -1.0); + result += mat4(0.083753526, -0.048933715, -0.13912897, 0.10929772, -0.1789828, -0.1586524, -0.10964165, -0.08210391, -0.11568187, -0.04813496, -0.2417861, 0.24446528, 0.13570863, -0.26869404, 0.3013413, 0.11678686) * go_3(-1.0, 0.0); + result += mat4(0.21105368, 0.15749952, -0.18983693, -0.023642758, -0.1633653, 0.10107988, 0.052329395, -0.080253236, 0.15375629, -0.045091413, 0.05070866, 0.12416106, 0.16600485, -0.10412354, 0.061849747, -0.084013924) * go_3(-1.0, 1.0); + result += mat4(0.03863923, 0.03690167, -0.053106382, -0.07523278, -0.04214836, 0.53898096, 0.15308584, 0.22835171, -0.24771535, 0.1402687, 0.1000896, -0.08719167, 0.0886567, 0.15255097, 0.14695966, -0.06659865) * go_3(0.0, -1.0); + result += mat4(0.110334344, -0.12696493, 0.24256139, 0.02536166, 0.08322421, 0.022147777, -0.35030407, 0.13734557, 0.053133942, 0.43650532, -0.30170345, 0.08751837, 0.012917502, 0.27496436, 0.11422729, 0.15508565) * go_3(0.0, 0.0); + result += mat4(0.16684863, 0.26743406, 0.15951683, 0.033597723, -0.044719726, 0.1127182, 0.007923161, 0.06415458, -0.07269362, -0.07828715, 0.09216738, 0.11528897, -0.13371283, -0.124177165, 0.14804523, 0.14156726) * go_3(0.0, 1.0); + result += mat4(-0.041141883, 0.023617791, 0.11484465, 0.13131519, -0.14753738, 0.17067687, -0.017538434, 0.24042644, -0.058103643, 0.3143255, 0.02476919, -0.0024666793, -0.26759955, -0.06099211, 0.006415725, 0.10394301) * go_3(1.0, -1.0); + result += mat4(-0.04198037, 0.03277123, -0.25069895, -0.21043587, -0.27417016, 0.08047665, 0.29731026, 0.07629813, -0.15695353, -0.14299184, 0.026618432, 0.13265325, 0.07727133, 0.12872085, 0.13887435, 0.1347057) * go_3(1.0, 0.0); + result += mat4(0.039232086, 0.117847264, -0.071643315, -0.040677182, -0.029160816, -0.06968689, 0.12880929, 0.037579957, -0.036671028, -0.022678757, -0.069731854, 0.10590314, 0.028034678, -0.015759282, 0.047180142, -0.16366881) * go_3(1.0, 1.0); + result += vec4(-0.079253934, 0.001511763, 0.100159355, 0.01585197); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.024126908, 0.01737047, 0.04563732, 0.08303721, -0.21339902, 0.00025652428, -0.09666459, -0.07654246, -0.01201168, 0.14373912, 0.22268519, 0.049181588, -0.0751725, 0.006847365, -0.025867194, 0.19233267) * go_0(-1.0, -1.0); + result += mat4(-0.25251204, -0.34213448, -0.0022676045, 0.29270738, 0.08876456, 0.067294724, 0.2865476, -0.009144941, -0.074606106, 0.14566834, 0.14162645, 0.10980335, -0.7958991, -0.15410729, 0.038512416, -0.17033637) * go_0(-1.0, 0.0); + result += mat4(-0.115404196, -0.11004134, 0.13174473, -0.0006875606, 0.0051814034, 0.058522645, -0.0795437, 0.0011465811, -0.019500278, 0.12752724, 0.16985136, -0.054932587, 0.16734739, -0.04686017, -0.072241016, 0.054562975) * go_0(-1.0, 1.0); + result += mat4(-0.07528159, -0.113516726, 0.2081102, 0.009942251, 0.08256535, 0.050133914, 0.012745932, 0.13902397, 0.009369715, 0.083261885, 0.17366019, 0.069754004, 0.030654406, -0.045856245, -0.055254143, 0.16265897) * go_0(0.0, -1.0); + result += mat4(-0.14366727, 0.24948351, 0.12160293, 0.10929859, -0.116071545, -0.11725494, -0.13926856, -0.026759636, 0.12723772, 0.1938045, -0.02745115, -0.0644584, -0.23854719, 0.059308372, -0.446269, -0.06978486) * go_0(0.0, 0.0); + result += mat4(0.21108554, -0.1717225, 0.066633105, 0.15418948, -0.08902029, 0.047925282, 0.15817304, -0.080941506, 0.007364865, 0.10506626, 0.20205018, -0.078695655, 0.14004812, -0.3195092, 0.19157887, -0.12697977) * go_0(0.0, 1.0); + result += mat4(-0.08145032, -0.14292753, 0.066565305, -0.061348185, -0.08738346, 0.011608093, -0.0024047727, -0.024741996, -0.11547277, 0.10013328, 0.21730538, 0.05598899, -0.17741105, 0.075944185, 0.027434295, -0.2550598) * go_0(1.0, -1.0); + result += mat4(-0.026223006, 0.11214396, -0.133987, 0.1303522, 9.32011e-05, -0.14755996, -0.14002979, -0.039624512, 0.045111652, 0.17618611, 0.17764348, 0.104528464, 0.20592515, 0.07240335, -0.27604735, 0.038880046) * go_0(1.0, 0.0); + result += mat4(0.17734227, -0.002935363, 0.07505682, -0.029969893, -0.024536638, 0.11236127, 0.119374484, 0.08002781, -0.003541722, 0.1428466, 0.1729824, 0.055412393, -0.04790376, 0.18020035, 0.05376964, -0.1520942) * go_0(1.0, 1.0); + result += mat4(-0.11352182, -0.019249126, 0.10782615, 0.03079928, 0.020381734, -0.08998433, -0.09211494, -0.054406203, 0.1828849, -0.07692097, 0.004733955, -0.026685018, -0.08044814, -0.071961075, 0.029184176, -0.22562811) * go_1(-1.0, -1.0); + result += mat4(-0.34489468, -0.07447471, 0.026422959, 0.33550653, 0.22130035, 0.059709545, -0.07646962, -0.18386386, 0.33911958, -0.07534871, 0.040870134, 0.051136248, 0.32681262, 0.20612194, -0.1609581, -0.70460784) * go_1(-1.0, 0.0); + result += mat4(0.27617922, 0.09758603, 0.05103887, -0.09281693, -0.007143339, 0.006635712, -0.055270564, -0.022629099, -0.13023081, -0.013819027, -0.038695697, 0.047280338, -0.13964762, 0.09852924, -0.10056262, -0.084967695) * go_1(-1.0, 1.0); + result += mat4(0.1370323, 0.030904075, -0.033860117, 0.08926374, -0.14616281, -0.29926816, -0.23738252, -0.21374625, -0.14039646, 0.11503669, 0.082101606, -0.061717354, 0.021357644, -0.10676707, 0.03214661, 0.029967157) * go_1(0.0, -1.0); + result += mat4(-0.29881296, -0.22195289, -0.3512607, -0.2277441, 0.033705913, -0.23267402, -0.119738854, -0.18925253, 0.068823405, -0.15160555, 0.2585695, 0.10484223, -0.012574211, 0.38808516, 0.2599094, -0.4991424) * go_1(0.0, 0.0); + result += mat4(-0.07474731, 0.22742131, 0.014462262, 0.08409484, 0.09579643, -0.0519534, 0.0007793075, -0.044820115, -0.010144471, -0.040506937, 0.0056340825, 0.057767954, -0.14988829, -0.05099549, 0.007204364, -0.07094934) * go_1(0.0, 1.0); + result += mat4(-0.05736621, 0.12072876, -0.02037183, 0.05012334, -0.1173538, -0.10062993, -0.0033958228, 0.0142556345, -0.011005385, -0.0066177617, -0.058390465, 0.048240293, 0.09835053, 0.17917523, -0.06466951, 0.017518612) * go_1(1.0, -1.0); + result += mat4(0.1413101, -0.30268928, -0.17851736, -0.10797371, -0.01964573, 0.14356858, -0.06759965, 0.17416531, 0.13905385, -0.017476829, 0.06541924, -0.044690568, -0.080723755, -0.08610206, 0.095347285, -0.09233214) * go_1(1.0, 0.0); + result += mat4(-0.07254187, -0.091158785, 0.018472971, 0.03514051, 0.018888336, 0.107934274, -0.018830854, 0.10007211, -0.053966418, -0.035646267, -0.031214178, -0.05980228, -0.13045661, -0.011743741, -0.03325275, 0.071065165) * go_1(1.0, 1.0); + result += mat4(-0.037697386, 0.054388218, -0.010934479, 0.2266702, 0.049999133, 0.017648092, -0.044225454, 0.21611899, -0.03805845, 0.054236397, -0.018563407, -0.060588073, -0.031215845, 0.075081706, 0.07333242, -0.09651128) * go_2(-1.0, -1.0); + result += mat4(-0.32236508, -0.0026381002, -0.30787975, 0.2963127, -0.13276175, 0.1058753, -0.12744896, 0.09749292, -0.02683677, -0.0041124597, 0.006103888, -0.09997201, 0.092101686, -0.08375288, 0.09641652, 0.053333007) * go_2(-1.0, 0.0); + result += mat4(0.027999232, -0.060004722, -0.009207874, -0.0952888, -0.038418446, -0.13316345, 0.099323496, 0.048450433, 0.0443969, 0.056023613, 0.1156147, 0.018980766, 0.040020484, 0.07555044, 0.0039174426, -0.044098593) * go_2(-1.0, 1.0); + result += mat4(-0.101029314, 0.33333415, -0.22052327, -0.035329416, 0.17229559, 0.12564908, -0.07879576, -0.09248896, -0.03239869, 0.022611454, 0.05610472, -0.02181683, -0.06347532, -0.077292696, 0.02005389, -0.078899406) * go_2(0.0, -1.0); + result += mat4(-0.028139396, -0.04349171, -0.019393284, 0.42110333, 0.37065667, 0.5282552, 0.43816927, 0.19155908, 0.051832534, 0.02050813, 0.030795977, 0.023960136, -0.27617985, 0.19165507, -0.005492024, -0.13349663) * go_2(0.0, 0.0); + result += mat4(5.0700226e-05, 0.21293098, -0.39902148, -0.058406413, -0.06766975, 0.1129277, -0.012398328, 0.025031524, 0.03519656, 0.06486415, 0.15710293, 0.014098051, 0.057754945, 0.116186336, -0.14429826, 0.051864166) * go_2(0.0, 1.0); + result += mat4(-0.012280755, 0.043744788, -0.06420968, 0.012739398, 0.043073926, 0.031230433, 0.00036492705, -0.039208546, -0.09329152, 0.06928111, 0.11622664, -0.009106846, 0.111528054, -0.020315262, 0.036427997, 0.15881014) * go_2(1.0, -1.0); + result += mat4(-0.066635534, 0.13901882, 0.0885122, 0.1030835, 0.08539728, -0.015466482, 0.0706688, -0.1611047, 0.02179479, -0.00048529037, 0.08708685, -0.00894464, -0.13046473, -0.21456988, -0.20666413, 0.049039323) * go_2(1.0, 0.0); + result += mat4(-0.100800075, -0.03772198, -0.095183305, -0.15150243, -0.08743059, -0.24299338, -0.019315414, -0.1574107, -0.013610722, 0.064871654, 0.058439128, 0.008972897, 0.10339555, -0.027356634, 0.07666196, 0.048524544) * go_2(1.0, 1.0); + result += mat4(0.046309173, -0.03858991, -0.13260359, 0.0017626585, 0.1453724, 0.1402359, -0.079240486, 0.13017912, 0.0629575, -0.15448172, -0.1856442, -0.044694453, -0.17226808, -0.08065212, -0.008038736, -0.15994963) * go_3(-1.0, -1.0); + result += mat4(0.18369722, 0.03849556, -0.035185467, -0.20205377, 0.03879293, 0.02712859, -0.051278092, 0.14862835, 0.10261192, 0.18085574, -0.025982017, -0.029160796, 0.5301373, 0.09614058, 0.35518438, -0.014906588) * go_3(-1.0, 0.0); + result += mat4(-0.31154996, -0.06868871, -0.012681131, 0.028093819, -0.37321633, -0.14738804, 0.06060776, 0.050054748, 0.013779029, -0.020390315, -0.12487434, -0.0029474346, -0.274524, -0.09142805, 0.0132142445, 0.1577639) * go_3(-1.0, 1.0); + result += mat4(-0.02177336, -0.020817943, -0.0111796055, -0.0046033757, 0.45033064, 0.3573757, 0.55279994, 0.602122, -0.05536106, -0.33642644, -0.1851379, -0.052192084, 0.03683446, 0.13613251, 0.20098919, -0.090587094) * go_3(0.0, -1.0); + result += mat4(0.1520822, 0.37173554, -0.061298244, 0.0019386727, 0.44656134, 0.13406622, 0.39018136, 0.5722051, -0.13074401, 0.012778576, -0.2837446, 0.16098566, 0.100189455, -0.40386122, 0.17464107, -0.17862785) * go_3(0.0, 0.0); + result += mat4(-0.01217905, -0.24295084, 0.08192982, -0.14160301, -0.05936872, -0.003312342, -0.07542139, 0.13488367, -0.21560493, -0.14342502, -0.19195864, -0.09448305, -0.1038431, -0.075766176, 0.03226791, 0.06455397) * go_3(0.0, 1.0); + result += mat4(-0.076916575, -0.10891301, 0.032635316, 0.03848802, 0.15750243, 0.48169684, 0.5410635, 0.017279895, 0.012730932, -0.0059071835, 0.030766146, -0.0225503, -0.030178519, -0.05866621, 0.033593398, -0.00033098995) * go_3(1.0, -1.0); + result += mat4(-0.10757409, 0.2644168, -0.025696747, -0.0077012815, 0.31728277, 0.29771668, 0.2443613, -0.047722775, -0.083712585, -0.12742844, -0.3138776, -0.059888497, 0.12291351, -0.14435866, 0.051414594, -0.11889901) * go_3(1.0, 0.0); + result += mat4(-0.063888945, 0.002844068, -0.06129518, 0.03381495, 0.10176077, -0.11625004, -0.10745763, -0.20636752, -0.03820934, 0.01926402, -0.20310643, 0.09767577, -0.00776684, 0.13453315, -0.036967937, 0.09780335) * go_3(1.0, 1.0); + result += vec4(0.019374544, -0.050425697, -0.005817216, -0.0059976326); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.028328063, 0.038015317, 0.14893384, 0.10103896, 0.028176744, -0.02067147, -0.10970998, 0.015726602, -0.07402682, -0.075281784, -0.012586929, 0.053476278, 0.14823362, 0.20312984, 0.24213, 0.039118115) * go_0(-1.0, -1.0); + result += mat4(0.009731573, -0.019011121, 0.016360838, -0.0073153526, 0.14594506, -0.0427664, -0.094225354, -0.013891855, -0.037061375, 0.024959227, -0.12289382, -0.21792257, -0.33579424, 0.052678566, 0.04346115, 0.07943186) * go_0(-1.0, 0.0); + result += mat4(0.0022269129, 0.013298362, -0.045071404, -0.007918287, 0.010860651, -0.073057, -0.0042394064, 0.03340809, 0.04938919, -0.024218693, -0.008147567, 0.08848061, -0.06840333, 0.10077341, -0.272586, -0.06542769) * go_0(-1.0, 1.0); + result += mat4(0.15929016, -0.1415167, 0.057084452, 0.06830724, 0.0046992986, 0.068573505, 0.22142749, -0.18493174, -0.1006019, -0.11373546, 0.17520057, -0.12888812, 0.05176946, -0.14703397, -0.20610721, 0.16611591) * go_0(0.0, -1.0); + result += mat4(-0.0069309813, 0.22358349, -0.18569049, 0.13456121, -0.21528137, 0.04618922, -0.47261322, -0.09682613, 0.5402922, 0.15818685, 0.05288464, -0.09949312, 0.21833964, 0.06652228, -0.2694682, 0.58216536) * go_0(0.0, 0.0); + result += mat4(0.040808782, 0.023110595, 0.12678777, -0.09057271, 0.03159572, 0.044006016, -0.10090222, 0.09940838, -0.08454473, -0.118349984, -0.053009644, 0.24352531, -0.103818566, 0.12536442, -0.17832974, 0.25161982) * go_0(0.0, 1.0); + result += mat4(-0.026323501, -0.14911288, -0.0073903934, 0.06902844, 0.07188603, -0.05006621, 0.06539817, -0.048083752, -0.08032579, -0.07449341, -0.015944218, 0.032426495, 0.069349505, -0.07441237, 0.055614363, 0.065174624) * go_0(1.0, -1.0); + result += mat4(-0.046432327, -0.051616143, 0.017791865, -0.047294978, 0.025944458, -0.0020909954, 0.083794415, -0.055740435, -0.3720184, 0.06654654, 0.1944378, 0.07806658, 0.00870193, 0.005404396, -0.059417505, -0.06270168) * go_0(1.0, 0.0); + result += mat4(-0.011699918, -0.03260685, 0.016413182, -0.02199741, -0.042898953, -0.018734168, -0.12387174, 0.06405199, -0.050764065, 0.07050078, 0.006969675, 0.05508108, -0.079687595, 0.12154926, 0.071177684, 0.046873443) * go_0(1.0, 1.0); + result += mat4(-0.2158498, 0.03612371, -0.05268691, -0.065594874, 0.06997431, -0.07327132, -0.03323361, -0.23306306, -0.00011140713, -0.1891967, -0.017328357, 0.15796778, -0.061359044, 0.008202449, -0.031317197, -0.020873578) * go_1(-1.0, -1.0); + result += mat4(-0.022816254, -0.014594548, 0.0064240466, 0.07976367, -0.0070318123, -0.07651652, -0.111756384, -0.2788498, 0.16634429, -0.1583179, -0.10245271, 0.10480152, 0.345051, -0.07809675, 0.046080578, -0.32139245) * go_1(-1.0, 0.0); + result += mat4(0.020630263, 0.032152038, 0.0019161701, 0.05435833, 0.078139454, -0.10090956, 0.14244889, 0.017286595, 0.0039871824, -0.026395446, 0.14158171, 0.0010112645, 0.17055373, -0.08093189, -0.049234428, -0.33473247) * go_1(-1.0, 1.0); + result += mat4(-0.10982378, 0.029386539, -0.15483, -0.04345961, -0.16869037, -0.30862433, 0.060743757, -0.032285906, 0.017884266, -0.09846199, -0.090971105, -0.1693697, -0.063690096, -0.08489718, 0.18247683, -0.19921213) * go_1(0.0, -1.0); + result += mat4(0.1898742, 0.22187345, -0.28495324, -0.42578775, 0.12833633, -0.2251503, -0.025917793, 0.6011678, -0.36586264, 0.23302059, -0.072634645, 0.0064221635, 0.56792957, -0.4684677, 0.05015159, 0.30121225) * go_1(0.0, 0.0); + result += mat4(0.10837159, 0.14743729, -0.03639783, -0.34797576, -0.18306817, -0.07957882, -0.111433275, 0.30104128, -0.102763996, -0.01020151, 0.016333267, -0.012390819, 0.11835027, -0.12597388, -0.006298998, 0.0513052) * go_1(0.0, 1.0); + result += mat4(-0.23662986, 0.23325302, -0.046104953, 0.36488137, 0.06990537, -0.06887873, -0.012611426, -0.02618366, -0.05296669, 0.195254, 0.016366778, 0.01693462, -0.08488424, -0.24656284, -0.035283253, -0.15318634) * go_1(1.0, -1.0); + result += mat4(0.061704446, -0.26930714, -0.24598889, 0.27657726, 0.05046488, -0.341884, 0.10704377, -0.15971762, 0.072999336, -0.2005826, -0.05874223, -0.053938035, -0.08284583, -0.22792995, 0.1027033, -0.012932447) * go_1(1.0, 0.0); + result += mat4(-0.029079054, 0.14774945, 0.026151389, 0.12380946, 0.08926635, -0.08387116, -0.17018612, -0.09304499, 0.086990625, -0.27579373, 0.003823722, -0.024723161, 0.08762848, -0.10080674, -0.012214886, -0.30239874) * go_1(1.0, 1.0); + result += mat4(-0.25756493, 0.2537789, 0.21723714, 0.0017929028, -0.014724892, 0.086692676, 0.11934202, -0.025869334, 0.008618976, -0.0046638376, -0.06863114, -0.07598151, -0.17309345, 0.009138105, -0.099874064, 0.07377463) * go_2(-1.0, -1.0); + result += mat4(-0.39971545, 0.16774859, 0.13102596, 0.30735064, -0.060374007, -0.036933452, 0.14408773, 0.06479284, 0.03806265, 0.045560133, 0.043136165, -0.019244662, 0.17573427, -0.11398941, -0.0751098, 0.041702736) * go_2(-1.0, 0.0); + result += mat4(-0.074492976, 0.18349282, -0.009050458, 0.0869807, -0.23123743, -0.015426683, -0.14346392, 0.005445149, -0.05322614, 0.10287576, 0.16083732, -0.09557319, -0.13891783, -0.13752605, -0.023572346, 0.13608918) * go_2(-1.0, 1.0); + result += mat4(-0.31140685, 0.40130782, 0.07704675, 0.27509958, 0.09711739, -0.18293281, -0.14500841, -0.15334702, 0.098314695, 0.22749798, 0.006017282, -0.013669673, 0.07147038, 0.022289474, -0.036797456, -0.0013958871) * go_2(0.0, -1.0); + result += mat4(0.0547557, -0.03036202, 0.65113044, 0.10668893, 0.304707, -0.1456157, 0.27668485, 0.2279428, -0.42439902, -0.0073047588, 0.045635667, 0.271637, -0.19595222, -0.28107607, 0.3905438, -0.29898256) * go_2(0.0, 0.0); + result += mat4(0.076843366, 0.037181348, 0.08652873, 0.1756985, 0.03728033, -0.22783624, 0.16810594, -0.022009399, 0.16058537, 0.24559903, 0.05266939, -0.13929726, 0.15964857, 0.0013167082, 0.015017631, 0.101646364) * go_2(0.0, 1.0); + result += mat4(-0.3022452, 0.20052882, 0.13433233, 0.04250016, -0.15248592, 0.014216527, -0.23489903, 0.13919333, 0.22891816, -0.0053335144, -0.05567782, -0.12769286, -0.05337762, -0.11429989, -0.00882089, -0.030790573) * go_2(1.0, -1.0); + result += mat4(-0.11763547, 0.1073185, 0.15810886, 0.013149736, -0.028268294, -0.24712053, 0.08592036, 0.075742744, 0.19626461, -0.10880887, -0.22599675, -0.37207767, -0.032548983, -0.011045266, -0.035218395, 0.099996395) * go_2(1.0, 0.0); + result += mat4(0.05631665, 0.029538663, 0.043909863, 0.13720988, 0.10980592, -0.047748722, 0.080308706, -0.06828442, 0.1144396, -0.12510885, -0.067976676, 0.030742755, 0.07134681, -0.06652312, -0.0642328, -0.034490924) * go_2(1.0, 1.0); + result += mat4(0.019588284, -0.15197967, -0.16797094, -0.026324488, 0.014429439, -0.028491383, 0.059453625, 0.23443304, 0.02504347, 0.08872467, 0.032782357, -0.085310735, 0.013040259, -0.09837991, 0.073533125, -0.03544458) * go_3(-1.0, -1.0); + result += mat4(0.02198588, -0.09614766, 0.024655875, 0.025384603, 0.012162857, 0.065071434, 0.018112874, 0.19828922, -0.33289856, 0.011323505, 0.13696423, 0.31772846, -0.06587399, -0.05569957, -0.16469179, -0.22545892) * go_3(-1.0, 0.0); + result += mat4(-0.009093827, 0.086783886, 0.060070645, 0.049957857, 0.041628215, 0.082412794, 0.117729135, -0.178277, 0.08326062, -0.07120824, 0.1788718, 0.050748438, -0.08952197, -0.14609487, 0.05515471, 0.14784457) * go_3(-1.0, 1.0); + result += mat4(-0.10823147, -0.05108019, 0.092807196, -0.13899301, 0.19123949, -0.044189975, 0.0030145745, 0.08935499, -0.10338727, 0.01996205, 0.15671325, -0.08229972, 0.05603653, 0.043324884, 0.13562247, -0.11487494) * go_3(0.0, -1.0); + result += mat4(-0.18872134, -0.07302765, 0.030137405, 0.30928415, -0.07689583, 0.045998566, 0.45554903, -0.1653404, 0.14705873, -0.10649596, 0.46833125, 0.17608039, -0.43967086, 0.056812476, -0.17908083, -0.40455228) * go_3(0.0, 0.0); + result += mat4(-0.08093384, 0.032636635, 0.124594346, 0.13655491, 0.16780408, -1.4671803e-05, 0.13044862, -0.397665, -0.013273644, 0.08253894, 0.16302188, -0.052874118, 0.04073075, -0.18063635, -0.00838661, -0.31084144) * go_3(0.0, 1.0); + result += mat4(0.06804371, -0.14755388, -0.12055216, -0.00437858, -0.044694718, 0.22744909, 0.012434794, 0.06245207, 0.00560859, -0.15815294, -0.19711316, 0.07711764, 0.03078979, -0.09560189, 0.10509056, 0.010651465) * go_3(1.0, -1.0); + result += mat4(-0.026342146, 0.13919179, -0.0030414977, 0.06607403, 0.071292974, 0.065464914, -0.027091878, 0.10620255, -0.052090824, 0.06840278, -0.08457357, 0.08867469, 0.2976581, -0.6702739, -0.15472057, -0.3066263) * go_3(1.0, 0.0); + result += mat4(-0.00072869845, 0.046573937, -0.08363707, 0.07867379, 0.038065, 0.01228845, 0.031746328, -0.024448024, -0.065555945, 0.1220454, 0.032151606, -0.022336006, -0.0010816467, -0.026455112, 0.112422734, -0.10285581) * go_3(1.0, 1.0); + result += vec4(0.052450567, 0.10404023, -0.059578225, 0.009724121); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.037506457, -0.06573841, -0.087879084, -0.06359248, -0.0017873603, -0.009097742, 0.010108622, 0.026364084, 0.012306545, 0.12607974, -0.088268295, 0.14034338, 0.24951904, 0.0983314, 0.03635719, -0.047059253) * go_0(-1.0, -1.0); + result += mat4(-0.05570699, 0.11044774, 0.04827364, -0.03185735, -0.032498132, -0.062959515, 0.2933071, 0.22244357, 0.061075654, 0.0064111133, 0.011452209, 0.11576761, 0.13969804, 0.20502032, 0.1114938, 0.022496287) * go_0(-1.0, 0.0); + result += mat4(-0.054194342, 0.000389916, -0.039589155, -0.018707246, -0.036095835, -0.06873059, -0.077109694, 0.028726012, -0.08820959, -0.109247595, -0.05745309, 0.043230128, 0.033671502, 0.16398554, 0.030398889, -0.17000203) * go_0(-1.0, 1.0); + result += mat4(-0.09218165, -0.12813722, -0.040984686, -0.016605416, 0.054269493, 0.12971285, -0.013961638, -0.17803082, -0.014683587, 0.2502267, -0.14249405, -0.025687713, -0.097426265, -0.30111355, -0.21776466, 0.008809217) * go_0(0.0, -1.0); + result += mat4(0.21033873, 0.15221386, 0.18138756, -0.08248389, -0.10091519, -0.06940753, -0.014009188, -0.3009861, -0.02452202, -0.08800422, -0.36376888, 0.18485394, 0.35076657, -0.13293292, 0.24624826, 0.39373755) * go_0(0.0, 0.0); + result += mat4(0.014170062, -0.029623963, 0.057001226, 0.09269898, -0.14630881, -0.16557585, 0.06735037, -0.015008042, -0.27238864, 0.081130914, -0.07869508, 0.098087415, 0.11217335, 0.48223323, 0.18613088, -0.035602476) * go_0(0.0, 1.0); + result += mat4(-0.21623239, -0.1125095, -0.09964635, 0.101452544, 0.11877652, 0.13471957, -0.10402355, 0.0077938605, 0.030518647, 0.22309083, -0.2115206, 0.017967062, -0.042780407, 0.099759325, -0.10465051, -0.033807248) * go_0(1.0, -1.0); + result += mat4(-0.059608232, 0.06684556, 0.00039066386, 0.08542961, 0.097183906, -0.1868667, 0.07778909, -0.06172202, 0.0021662437, -0.05387577, -0.4077133, -0.028940776, 0.110816136, -0.04154161, 0.030078325, 0.072834246) * go_0(1.0, 0.0); + result += mat4(-0.01881586, -0.06384429, -0.054874837, -0.016731417, -0.06570834, -0.13579571, 0.0033891131, -0.059161015, -0.11559389, 0.02149361, -0.08791608, -0.008113861, 0.08313892, -0.07327947, -0.013473171, 0.13254371) * go_0(1.0, 1.0); + result += mat4(-0.11458958, -0.08827364, -0.025030116, 0.12626298, 0.0070429775, 0.0337767, 0.051719055, -0.09654129, -0.04867615, -0.03609001, -0.06522421, -0.044131942, -0.048825134, 0.10652733, -0.015310965, -0.07341175) * go_1(-1.0, -1.0); + result += mat4(0.05782829, 0.014247012, 0.12126171, 0.100055166, 0.24079333, -0.20155986, 0.1640186, -0.12158374, -0.153708, -0.24445893, -0.10536192, 0.12758626, -0.19430119, -0.019024884, -0.080120996, -0.29866305) * go_1(-1.0, 0.0); + result += mat4(-0.017357074, 0.04390695, 0.12889594, 0.11451521, 0.03333342, -0.16417275, 0.10196121, 0.13059081, 0.09948873, 0.15007107, 0.22664218, 0.35449567, -0.089776486, 0.025239054, 0.12463201, -0.13109131) * go_1(-1.0, 1.0); + result += mat4(0.064875744, 0.40551752, 0.11903257, 0.14822967, 0.14993542, -0.12758526, 0.23159283, -0.06080246, -0.084577255, 0.14307548, -0.02186462, 0.05793564, -0.050965074, 0.23895216, -0.07796932, -0.1624384) * go_1(0.0, -1.0); + result += mat4(-0.15942748, 0.07191155, 0.42204422, 0.35219797, 0.23286703, -0.283381, -0.2749432, 0.25922084, 0.10494953, 0.14575887, -0.19649154, -0.14563714, -0.03709703, 0.023375817, -0.05610175, -0.32548484) * go_1(0.0, 0.0); + result += mat4(-0.04872624, -0.3592348, -0.027413938, 0.0836858, 0.046842758, -0.35193914, 0.06154142, 0.05559191, -0.22538327, -0.097689696, -0.21317257, -0.033945527, -0.23628096, -0.016477302, 0.027297588, -0.04105733) * go_1(0.0, 1.0); + result += mat4(0.11543502, -0.043297376, 0.118703, 0.15013209, 0.03191795, 0.014122794, 0.05156918, 0.023102578, 0.0808462, -0.06445798, 0.15860644, -0.062393136, -0.018691704, -0.00032888897, 0.01196705, -0.025045555) * go_1(1.0, -1.0); + result += mat4(0.08301664, 0.12298539, 0.20151077, 0.2993159, 0.16968682, -0.18196446, -0.13322797, -0.13693243, -0.0048389523, -0.057406515, 0.21409932, -0.060822334, -0.08554752, -0.19363636, -0.35241908, -0.32256603) * go_1(1.0, 0.0); + result += mat4(-0.0523748, 0.17082025, 0.08556144, 0.19181536, -0.2445756, -0.3616732, -0.01641404, -0.078599006, 0.23907976, 0.025989126, 0.07574993, -0.06859337, -0.06667767, -0.022847861, -0.037942342, -0.21112117) * go_1(1.0, 1.0); + result += mat4(0.15098672, 0.024212115, -0.19068481, -0.22606348, -0.15221487, -0.032165635, -0.06244531, -0.043535717, -0.07398802, -0.06088507, -0.013834592, -0.10145823, 0.06901983, -0.0862135, -0.05545454, 0.15514566) * go_2(-1.0, -1.0); + result += mat4(0.044767097, -0.07583697, -0.17739761, -0.25538698, 0.0966659, -0.0013492911, -0.23315248, -0.21652249, -0.14381947, 0.017784966, -0.15960035, -0.13297895, 0.009810349, -0.041348267, 0.05443229, 0.17781278) * go_2(-1.0, 0.0); + result += mat4(-0.0052824756, 0.087268956, -0.022167318, -0.09450279, 0.1254372, 0.075806946, 0.028893303, -0.09019378, 0.03488572, 0.046265777, 0.026162563, 0.003914548, -0.0632334, -0.19494742, -0.03602023, 0.113897055) * go_2(-1.0, 1.0); + result += mat4(-0.11311528, 0.2616239, 0.12303548, 0.13427438, -0.26537886, 0.015112677, -0.03641703, -0.014114427, -0.023280613, 0.03626403, 0.12833157, 0.19168468, 0.2119137, -0.02374797, 0.117919676, 0.07794395) * go_2(0.0, -1.0); + result += mat4(-0.13746078, 0.25739196, 0.008431936, -0.053867325, -0.13228695, -0.20661803, 0.026474724, 0.3205188, -0.41819036, 0.42812085, 0.17249924, -0.15810613, 0.39602605, -0.10873597, 0.1457145, -0.060503867) * go_2(0.0, 0.0); + result += mat4(0.03706167, -0.036211733, 0.06519942, -0.2123978, 0.019934088, 0.17494182, -0.017252771, -0.067341134, -0.15416612, -0.114118524, -0.00028491023, -0.08172238, -0.11722721, -0.2647645, 0.13316637, 0.13562322) * go_2(0.0, 1.0); + result += mat4(0.11832847, 0.22822993, 0.020318847, 0.0734738, -0.025950216, -0.072782144, 0.11133989, 0.18845533, -0.004584898, -0.10486471, 0.054522812, -0.14136603, 0.01940983, -0.039433163, 0.008390286, 0.013686628) * go_2(1.0, -1.0); + result += mat4(-0.042335663, 0.0035399816, -0.1813205, -0.25639042, 0.1042524, 0.07707001, -0.04922454, 0.18140413, -0.22322963, 0.030809738, -0.11041754, -0.040288754, 0.09431559, -0.08017892, -0.18317147, -0.019331435) * go_2(1.0, 0.0); + result += mat4(-0.061776266, 0.0069793356, 0.019964112, -0.14504445, -0.00070097746, -0.027107855, 0.030182542, -0.05625612, -0.04958449, 0.123165295, 0.0013953283, 0.017912487, 0.031161329, -0.31798717, 0.018331604, 0.030411277) * go_2(1.0, 1.0); + result += mat4(-0.0530594, -0.07933117, 0.024755973, 0.004785411, 0.045512546, 0.12833083, 0.023195961, -0.018028054, 0.014223835, 0.102213494, 0.052169293, -0.020509718, 0.017905682, 0.021354724, -0.0410789, -0.066523656) * go_3(-1.0, -1.0); + result += mat4(0.017061293, -0.08770806, -0.04889939, 0.01825556, -0.03228951, -0.06838898, -0.09249373, 0.18103507, 0.087000825, 0.04175679, -0.09305919, -0.2792485, 0.03405797, 0.062147446, -0.04757652, -0.021603985) * go_3(-1.0, 0.0); + result += mat4(-0.04115162, 0.02547615, 0.07033616, 0.09814065, 0.2597489, -0.0335038, 0.14097647, 0.047022782, 0.1374654, -0.27390274, 0.02080897, -0.15251215, -0.025431091, 0.08871465, -0.22243279, -0.07792812) * go_3(-1.0, 1.0); + result += mat4(-0.061674852, -0.051326606, -0.04885301, 0.08548189, -0.07100394, 0.044875987, -0.19810183, -0.09841128, -0.06628199, -0.041564234, 0.1111919, -0.044448826, 0.06980301, 0.00046094303, -0.045978926, -0.20736355) * go_3(0.0, -1.0); + result += mat4(-0.18405268, -0.28115878, -0.33536536, 0.0753763, 0.028309148, 0.0014874876, 0.28369543, -0.2133985, 0.16520546, 0.29562506, 0.109781906, 0.028433772, -0.02691105, -0.39038795, -0.12942268, -0.080103286) * go_3(0.0, 0.0); + result += mat4(-0.05387814, -0.04672615, 0.046064686, 0.2791977, 0.11359623, -0.204098, -0.018091407, 0.13550591, 0.04216003, -0.1631328, -0.043013666, -0.045698896, 0.032403514, 0.010206319, -0.25789943, -0.36328712) * go_3(0.0, 1.0); + result += mat4(0.11280466, 0.11671405, -0.02122692, 0.021664057, -0.07836575, 0.014747725, 0.030007286, -0.10128616, -0.13695373, -0.10353946, -0.043571353, 0.05922437, -0.11293257, 0.0828006, -0.07322761, -0.08197273) * go_3(1.0, -1.0); + result += mat4(-0.0010509897, -0.1674067, 0.08191839, 0.056608744, 0.061343428, 0.19574693, 0.05302967, -0.006813754, -0.016064182, 0.22949885, -0.06631832, 0.034382205, 0.12674272, 0.06583508, 0.19319807, 0.011400221) * go_3(1.0, 0.0); + result += mat4(-0.032175347, -0.021227444, -0.027698517, 0.067299634, 0.23929007, 0.20669897, 0.004856941, 0.0009404045, 0.04919408, 0.020296812, 0.012571405, -0.16185577, -0.012276781, 0.16609742, -0.15718406, -0.20344186) * go_3(1.0, 1.0); + result += vec4(0.022815697, 0.012251767, 0.045309987, -0.0879881); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.010501252, -0.046741538, -0.0017120431, -0.04840009, 0.20547974, 0.3366821, -0.10182207, 0.17451541, -0.03404171, -0.15138055, 0.16771653, -0.07168161, 0.102572344, 0.08266354, 0.20205829, 0.13429944) * go_0(-1.0, -1.0); + result += mat4(0.05584234, 0.06844309, 0.025430907, 0.124140054, 0.36385667, 0.12099467, -0.41671994, 0.085477844, 0.19748127, -0.21473993, 0.005037813, -0.3973761, 0.04669592, -0.100342326, -0.09403772, -0.034248166) * go_0(-1.0, 0.0); + result += mat4(-0.17654696, 0.009085064, 0.028360577, 0.033909567, 0.09377573, 0.27896938, 0.103994116, 0.0008595595, 0.064523555, 0.040994007, -0.06337235, 0.05662917, 0.0037455747, 0.017608117, -0.14610702, 1.2175746e-05) * go_0(-1.0, 1.0); + result += mat4(-0.04631749, -0.14251712, -0.16420849, -0.16259338, 0.46187812, 0.17576592, 0.00049142196, 0.029193122, -0.003925961, -0.11218227, 0.007026237, -0.20583045, -0.0010964901, 0.19355829, 0.2221649, 0.1187224) * go_0(0.0, -1.0); + result += mat4(-0.041567978, -0.31510913, 0.01618704, 0.04979329, 0.101294376, 0.16356954, 0.21361789, 0.20735294, 0.1900854, -0.4151726, -0.30471593, -0.59483325, 0.033624128, 0.11495109, -0.15194787, 0.4920959) * go_0(0.0, 0.0); + result += mat4(-0.18910064, -0.06516878, -0.20508374, -0.063928686, 0.7289614, 0.26674315, 0.2929481, 0.4026098, -0.033123735, -0.090371035, -0.029094126, -0.15197921, -0.08723726, -0.060160585, -0.07908409, -0.08826931) * go_0(0.0, 1.0); + result += mat4(-0.08321312, -0.09749648, -0.08783197, -0.23072585, 0.24343425, 0.10888949, 0.17419606, 0.04136083, 0.0066000987, -0.06112787, -0.12176007, -0.20907228, -0.0008522778, -0.054704696, -0.07197735, -0.0877179) * go_0(1.0, -1.0); + result += mat4(-0.40559706, -0.3801705, 0.05970925, -0.6157092, 0.28944594, 0.1252121, 0.403247, -0.122819394, -0.096336536, -0.2324694, 0.05980106, -0.19970767, -0.16646989, -0.10164633, -0.09282806, -0.08897996) * go_0(1.0, 0.0); + result += mat4(-0.14336498, -0.12967408, -0.016268672, -0.021431219, -0.0850116, 0.37105832, -0.04093888, 0.08540873, 0.035717323, -0.07282701, -0.009123291, -0.0036565473, -0.02508944, -0.087611906, 0.03604423, -0.00089080486) * go_0(1.0, 1.0); + result += mat4(0.1373875, 0.05283984, -0.11992707, 0.102294855, 0.3305128, 0.044920854, 0.31622922, -0.04711731, 0.001336024, 0.022799017, -0.062343203, 0.017140022, -0.07556853, -0.12864219, -0.25721326, -0.20741239) * go_1(-1.0, -1.0); + result += mat4(0.22062224, 0.09266222, 0.22466063, 0.18527372, -0.06940306, 0.1317168, 0.019784274, -0.07422301, 0.04061616, 0.0022494853, 0.21723995, 0.24732308, 0.14088804, 0.0116154915, 0.102064446, 0.020701224) * go_1(-1.0, 0.0); + result += mat4(-0.025154127, 0.045180723, -0.05877639, -0.099235624, 0.13630918, 0.24653725, -0.05723323, -0.022995364, -0.10826078, 0.049667366, 0.12618053, 0.1557369, 0.037487056, -0.22215757, 0.005912914, -0.20549043) * go_1(-1.0, 1.0); + result += mat4(0.09641055, 0.098845296, -0.08192096, -0.03691394, -0.18450394, 0.29955688, -0.082493715, -0.06268039, -0.0754319, 0.21018648, -0.016580105, -0.1810546, 0.13857666, -0.0327626, 0.03161804, -0.32589525) * go_1(0.0, -1.0); + result += mat4(-0.18272439, -0.17595461, 0.047229152, 0.14596708, 0.40453747, 0.5658558, -0.17969102, 0.21557859, -0.34232348, 0.40355968, 0.53874254, 0.0012561383, 0.28154096, -0.06745097, -0.13049632, 0.42997465) * go_1(0.0, 0.0); + result += mat4(0.081179485, -0.0041369614, -0.12001932, -0.102107175, -0.050293338, 0.29165673, 0.08062538, 0.22925815, 0.19389379, 0.28463286, -0.057207666, 0.23133168, -0.07545728, 0.06729763, -0.103593476, 0.014468794) * go_1(0.0, 1.0); + result += mat4(0.069821335, -0.010299579, 0.069458775, 0.03894593, -0.054688405, 0.32758355, 0.13935772, 0.37506017, 0.24083133, -0.06105339, 0.25636867, 0.09627044, 0.08939188, 0.006728639, 0.10629504, 0.07887502) * go_1(1.0, -1.0); + result += mat4(0.10563019, 0.077379815, 0.045456886, 0.09303406, 0.11326298, 0.28762257, -0.35142374, 0.10285745, 0.28762287, 0.3592446, 0.23816557, 0.22676824, 0.030372012, -0.028023086, -0.30956736, -0.27588373) * go_1(1.0, 0.0); + result += mat4(0.110499, 0.009828844, 0.086689755, 0.1839749, 0.16656482, 0.083707325, 0.19506347, -0.01547141, 0.13804145, 0.2206598, -0.16484791, -0.0021595939, -0.06844408, -0.07861768, 0.040771082, -0.13347322) * go_1(1.0, 1.0); + result += mat4(0.02667995, 0.019265587, -0.18211095, -0.102116466, -0.042541366, -0.07700912, -0.020587347, -0.03532171, 0.14816427, -0.1672272, -0.17522137, -0.04657808, 0.013430233, -0.0021270285, 0.109880306, 0.004838907) * go_2(-1.0, -1.0); + result += mat4(0.14285165, -0.1364756, 0.017568532, -0.27690783, -0.015461915, 0.045437083, 0.018187419, 0.12473493, 0.17991658, -0.15642665, 0.10009151, -0.19040193, 0.1734127, -0.13817501, 0.0710856, -0.12921426) * go_2(-1.0, 0.0); + result += mat4(-0.14114712, -0.18893671, 0.16121174, 0.035988737, 0.17872387, -0.106395856, -0.23183517, 0.012380416, 0.043066982, -0.28539032, -0.049011275, -0.21125022, -0.11976977, -0.015564958, 0.18880925, -0.0034812456) * go_2(-1.0, 1.0); + result += mat4(-0.05894521, 0.17266215, -0.0458901, 0.08049924, 0.0156061025, -0.0047465423, 0.09714626, 0.045990974, -0.08786066, -0.37803304, -0.19629405, -0.08546443, 0.014874948, 0.16931784, 0.24799919, 0.06316819) * go_2(0.0, -1.0); + result += mat4(-0.28352743, 0.29973608, -0.014540065, 0.2865005, 0.048086923, 0.18976144, 0.22969759, 0.1643124, -0.11259408, -0.107592925, 0.184308, 0.30998367, -1.0860825, -0.29118305, -0.51242536, -0.38492215) * go_2(0.0, 0.0); + result += mat4(-0.17199941, -0.14274743, -0.14213641, -0.1691383, -0.17294803, -0.013992068, -0.12135059, 0.082377024, -0.11255549, -0.124990575, -0.32526177, -0.08199375, -0.25591666, 0.1882329, 0.07895415, 0.22012262) * go_2(0.0, 1.0); + result += mat4(0.026025832, -0.07267515, 0.09738688, 0.074536435, -0.060470507, -0.037861936, 0.0507819, -0.054857653, 0.0043173633, -0.18107842, -0.02996759, 0.04072402, -0.012617744, 0.061665237, 0.0013981885, 0.08679919) * go_2(1.0, -1.0); + result += mat4(0.27913737, 0.39656082, 0.1579819, 0.2774727, -0.007996453, 0.08704765, -0.016933938, 0.07066135, 0.12361742, -0.20802726, -0.13705719, -0.18794124, 0.037409827, -0.03351758, -0.2970392, -0.11001984) * go_2(1.0, 0.0); + result += mat4(-0.027419567, 0.043236237, -0.19843115, -0.056489736, -0.017010912, 0.070949584, -0.14881176, -0.0780235, 0.0039477753, -0.16772608, -0.009547604, -0.14060417, 0.0103197545, 0.07129672, 0.034949142, 0.014112084) * go_2(1.0, 1.0); + result += mat4(-0.06467971, 0.084101565, 0.26296136, 0.08878442, -0.11232121, -0.054373942, -0.17263442, 0.046408508, 0.032239515, 0.042490713, 0.036938053, -0.034339923, -0.07139367, 0.032505415, 0.0045828503, 0.24428385) * go_3(-1.0, -1.0); + result += mat4(0.053585388, -0.08175568, -0.04787236, 0.06061965, -0.0740297, 0.11113596, -0.12467945, 0.08229154, -0.01941305, 0.12903687, 0.09095716, -0.13062255, -0.0102068605, 0.107291475, 0.030279635, 0.07464777) * go_3(-1.0, 0.0); + result += mat4(0.11041978, -0.0123585425, 0.11147018, 0.07380536, 0.06632908, 0.011784447, 0.029638765, -0.01566135, 0.009105331, 0.05252663, -0.17972581, 0.01210126, -0.10749957, -0.028144639, -0.105761215, 0.083784826) * go_3(-1.0, 1.0); + result += mat4(-0.058018316, 0.15083058, 0.2725673, 0.024263225, -0.067711554, 0.051117413, -0.31144425, -0.15761986, 0.017503206, -0.14361219, -0.38261738, -0.20354146, -0.04211545, 0.12921454, -0.01319619, 0.35809723) * go_3(0.0, -1.0); + result += mat4(-0.107978396, 0.3230084, -0.13806303, 0.12903036, 0.039864987, -0.006241628, 0.18701774, -0.10785807, 0.30056882, -0.3092082, -0.4273322, 0.3784662, -0.026107281, 0.23165871, 0.35258314, -0.06654702) * go_3(0.0, 0.0); + result += mat4(-0.15840323, 0.15210885, 0.04086692, 0.19169305, 0.11847602, 0.0009038581, 0.095951624, 0.043941673, 0.1512248, 0.0749449, -0.027045414, -0.19729601, 0.08265063, -0.045218006, -0.10732461, 0.05197371) * go_3(0.0, 1.0); + result += mat4(0.13637526, 0.28841978, 0.10298119, -0.005948496, 0.020897362, -0.02186902, -0.16207378, -0.021084815, 0.029192554, 0.07076991, -0.07210881, -0.06752328, 0.0006557475, 0.08986717, -0.29430988, 0.21411087) * go_3(1.0, -1.0); + result += mat4(0.18667863, 0.3117322, -0.0859705, -0.038189936, 0.10214859, -0.11244034, 0.2680223, -0.072901204, -0.07434324, -0.17855306, 0.23134363, -0.055360887, -0.020968167, 0.0858459, 0.078975916, 0.13254759) * go_3(1.0, 0.0); + result += mat4(-0.15676941, 0.03476677, -0.09922334, -0.15847856, -0.0033982224, 0.020932984, 0.12874377, 0.048792202, 0.06521213, 0.12456798, 0.15958112, 0.15981804, 0.07657683, 0.1759313, 0.012727211, 0.120304115) * go_3(1.0, 1.0); + result += vec4(0.08911729, -0.027969634, -0.010653148, -0.08001697); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.003206617, 0.04896987, 0.049652386, 0.10869342, 0.36313584, -0.070666805, 0.93581825, -0.52484274, -0.14278883, 0.064016834, -0.05534331, 0.02961736, -0.1319316, 0.05740655, 0.2405951, -0.12313382) * go_0(-1.0, -1.0); + result += mat4(0.014092832, 0.07058761, -0.07887866, -0.27478936, -0.31456405, -0.31036922, -0.18380909, -0.11277979, -0.034889866, -0.37914017, -0.056245584, 0.24008954, -0.03414483, -0.023189066, -0.010568316, -0.004604883) * go_0(-1.0, 0.0); + result += mat4(0.15443979, -0.050161768, -0.012300917, -0.08834887, 0.082193285, 0.06878423, 0.1478042, -0.3774468, -0.18659878, 0.14238152, 0.033605397, 0.13560006, -0.032682173, -0.024561955, 0.05656941, -0.034246165) * go_0(-1.0, 1.0); + result += mat4(0.04691462, 0.064624496, -0.15950382, 0.16081297, -0.1417951, -0.109690994, -0.021205869, 0.19361454, -0.006306647, 0.3401972, -0.00014070333, 0.11619607, -0.13437814, 0.05464789, 0.37712076, -0.12470751) * go_0(0.0, -1.0); + result += mat4(-0.40016884, 0.010666597, -0.005395378, 0.51084363, -0.009875391, 0.3969395, 0.47768033, -0.3392299, -0.1509509, -0.057620626, -0.1834601, -0.09998148, 0.10095897, -0.2213528, 0.02546703, -0.28506726) * go_0(0.0, 0.0); + result += mat4(0.26652217, -0.106772706, -0.12609608, -0.0949661, -0.10869194, -0.55331933, -0.011515521, -0.27978876, -0.2124893, 0.03954004, 0.1691768, 0.05590268, 0.1539662, 0.10703386, -0.027286088, 0.2168544) * go_0(0.0, 1.0); + result += mat4(-0.04862511, 0.06919758, -0.12962708, 0.016036907, -0.030030789, -0.20159967, 0.0013158675, -0.07799172, -0.032236706, -0.0035921712, -0.085437834, -0.025374755, -0.06251374, -0.009269627, -0.07519051, -0.01884611) * go_0(1.0, -1.0); + result += mat4(0.23940067, -0.19496065, -0.05494683, 0.11601073, -0.074225076, 0.24976431, 0.41665986, 0.12029472, 0.16815041, -0.115868434, 0.06333614, 0.032145746, 0.15990137, -0.14886795, 0.034102913, -0.07727595) * go_0(1.0, 0.0); + result += mat4(0.14702639, -0.013711502, 0.011437429, -0.11201445, -0.2582659, 0.34539905, 0.058082145, -0.18346462, 0.0027891365, 0.072565466, 0.12716974, 0.050636146, 0.092657596, 0.08541754, -0.1266164, 0.027881607) * go_0(1.0, 1.0); + result += mat4(0.043362036, 0.020758621, 0.09906072, -0.22401148, -0.19104514, -0.25774476, 0.074128486, 0.08558291, -0.075419895, 0.20380639, 0.06398196, 0.015925938, 0.089786015, -0.100721814, -0.1374862, 0.26110905) * go_1(-1.0, -1.0); + result += mat4(-0.12547149, 0.08151811, -0.15953775, -0.33995447, -0.50784314, 0.46155545, 0.24986996, 0.03404644, -0.047789436, -0.12438347, -0.14143273, -0.17951359, -0.08057819, 0.023863006, -0.008539273, -0.06775414) * go_1(-1.0, 0.0); + result += mat4(0.1430169, 0.056971863, -0.021576611, -0.045342956, -0.22356391, -0.15344621, -0.0467977, -0.22970036, -0.0125351725, 0.16957329, -0.0069183917, -0.013949834, -0.048609708, 0.05261722, 0.023262242, 0.2123519) * go_1(-1.0, 1.0); + result += mat4(-0.019523792, 0.008228363, -0.04616012, -0.14341992, -0.19307113, 0.005937241, 0.24048887, -0.04279845, 0.022574252, 0.15558265, -0.035000063, 0.18318397, -0.05392528, -0.26044658, -0.13493988, 0.056433514) * go_1(0.0, -1.0); + result += mat4(-0.28926027, -0.17381874, 0.07685766, -0.0061521684, -0.47455552, -0.49213487, 0.36924496, 0.29042044, 0.201094, -0.14280887, -0.4531411, -0.52902204, -0.28123, 0.1401882, 0.32054895, -0.11357518) * go_1(0.0, 0.0); + result += mat4(0.14173324, -0.12069898, -0.07242415, 0.105665006, 0.017373435, -0.056042343, 0.07270201, 0.022111928, -0.01106541, 0.01666006, 0.013564169, -0.36628693, -0.25450787, -0.28179473, -0.04721874, -0.21912882) * go_1(0.0, 1.0); + result += mat4(-0.09464695, -0.027919646, 0.13088459, 0.17504032, -0.101641014, 0.29687008, 0.08832321, 0.020538324, -0.15108941, -0.21930224, -0.026915176, -0.07078217, 0.10723033, 0.034364715, 0.18183397, -0.119012214) * go_1(1.0, -1.0); + result += mat4(-0.21713468, -0.0846604, 0.046551514, -0.14989382, 0.08672032, -0.07933831, 0.08093595, -0.064147756, -0.15980323, 0.50000644, -0.091568656, 0.03201994, -0.1848647, -0.0646309, 0.03288009, 0.046442386) * go_1(1.0, 0.0); + result += mat4(0.053532355, -0.054523747, -0.040242642, -0.31438905, 0.06452703, -0.18785381, -0.14987698, -0.067642935, -0.19892459, -0.057256676, 0.05943023, -0.17331842, 0.02588534, 0.13134238, -0.07121775, 0.23446162) * go_1(1.0, 1.0); + result += mat4(0.20633182, 0.01686198, 0.17934167, -0.02063493, 0.042606052, -0.05289458, 0.031508356, 0.00082803797, 0.0756423, -0.047548845, 0.01456339, 0.15910533, -0.20119642, 0.029213727, 0.111036316, -0.047010012) * go_2(-1.0, -1.0); + result += mat4(0.09258436, -0.27904224, -0.086695746, 0.33095327, -0.20126075, -0.050745636, -0.048944805, -0.10536587, -0.012995092, 0.07926994, 0.15071853, -0.13644052, -0.05188447, -0.06750699, -0.14227037, 0.028751127) * go_2(-1.0, 0.0); + result += mat4(-0.18562223, 0.10250865, -0.17573993, 0.20434102, -0.05187468, -0.06441594, -0.052127104, -0.01925564, 0.02927959, -0.12711872, 0.059629507, 0.15696885, -0.010168965, 0.09971862, -0.03177664, -0.022744441) * go_2(-1.0, 1.0); + result += mat4(0.21474063, -0.15679085, 0.09609374, 0.109079376, -0.049934637, -0.07393633, 0.16688468, -0.018888129, 0.04240162, -0.31895876, -0.106516436, 0.20008606, -0.054410245, 0.028970616, -0.18008347, -0.013362003) * go_2(0.0, -1.0); + result += mat4(0.37891293, 0.042730846, -0.24735828, -0.5234527, -0.3681344, -0.06609157, -0.14993733, -0.020316398, 0.123008475, 0.29632482, 0.32149333, 0.35999274, -0.18967044, 0.46154186, -0.016041815, 0.097378336) * go_2(0.0, 0.0); + result += mat4(-0.14873263, 0.07600569, -0.051758345, 0.1803135, -0.23121934, 0.13574593, 0.043973465, -0.13992754, -0.061972607, -0.124083005, -0.049196843, -0.07700431, 0.21572952, -0.25241727, 0.1218322, -0.07773728) * go_2(0.0, 1.0); + result += mat4(0.040287063, 0.024240922, 0.021917762, -0.050616946, -0.023174169, 0.05977014, 0.018892275, 0.04014965, 0.11715485, 0.062129, 0.024620812, 0.013617107, 0.075699426, 0.1858111, -0.11769179, -0.08085602) * go_2(1.0, -1.0); + result += mat4(-0.3194255, 0.08695645, -0.09453595, 0.2564516, 0.02192303, 0.08167247, -0.06257352, 0.043801844, 0.04392246, 0.2020571, 0.045180902, 0.18857521, 0.1835961, -0.043788187, -0.08768916, -0.14755538) * go_2(1.0, 0.0); + result += mat4(-0.22074097, 0.13768476, -0.16183749, 0.059949517, -0.011375954, 0.08581876, 0.004800447, 0.019403988, 0.014646056, 0.07363176, -0.058036458, 0.0706421, 0.08082624, 0.17740329, -0.05484784, 0.050796065) * go_2(1.0, 1.0); + result += mat4(-0.032330472, -0.067666024, 0.18980837, -0.19077848, 0.1111905, 0.03855666, -0.11272314, -0.00577739, 0.17697452, -0.053044144, -0.07510145, 0.061853852, -0.024240626, 0.14846492, 0.14804313, -0.20275854) * go_3(-1.0, -1.0); + result += mat4(0.17133904, -0.16356844, 0.1978664, 0.13877816, 0.28208038, 0.031539194, 0.11313891, -0.0014802719, 0.0033749861, 0.046372313, 0.054808807, -0.0024151779, 0.0068782056, -0.16414621, -0.07545907, -0.2521294) * go_3(-1.0, 0.0); + result += mat4(-0.1746992, -0.037628956, -0.0044012754, -0.004390821, 0.0050341445, -0.112742625, 0.051241755, 0.01984483, 0.0003531837, 0.043500375, 0.030881992, 0.003503799, 0.13611782, -0.02509031, -0.007503557, -0.009321301) * go_3(-1.0, 1.0); + result += mat4(0.087250136, 0.12374122, 0.2959519, 0.11314702, 0.22080182, 0.106726184, -0.29768205, 0.14931595, 0.23356548, -0.008709153, -0.0797829, 0.046940215, -0.07027616, 0.20533602, 0.0723021, -0.1963585) * go_3(0.0, -1.0); + result += mat4(0.00609982, 0.35277408, -0.22781096, -0.28912535, 0.42393112, -0.07654207, 0.12636793, 0.049337976, -0.0967726, -0.19349189, 0.36800626, 0.09745645, 0.47663373, 0.03876107, -0.042987954, 0.016161885) * go_3(0.0, 0.0); + result += mat4(-0.047490966, -0.05823166, 0.036158644, 0.025337253, -0.046618905, 0.108276576, -0.024148034, 0.0026794411, 0.1497962, -0.09328474, -0.03160641, 0.24351281, -0.05198027, 0.030720685, 0.00014528916, -0.2224931) * go_3(0.0, 1.0); + result += mat4(-0.007338369, 0.18710312, 0.14617369, -0.0070655346, 0.10464997, -0.029674934, -0.11842202, -0.09114357, 0.08524458, -0.08082762, 0.06479597, -0.023760766, 0.07523641, 0.0067315935, 0.101266846, -0.2780903) * go_3(1.0, -1.0); + result += mat4(0.14181875, -0.19523518, 0.1068169, -0.10284853, 0.11634046, -0.117397435, 0.09113022, 0.009371062, -0.022120507, -0.1127032, 0.092574745, -0.021989716, -0.088107705, -0.13541982, 0.08130504, -0.0678927) * go_3(1.0, 0.0); + result += mat4(0.09948295, 0.23699793, -0.042369924, 0.16744529, -0.10045506, -0.045623623, 0.04871897, -0.0023967526, 0.02602692, -0.089873284, -0.050681606, -0.09332558, -0.09596149, -0.06988313, 0.0007193808, -0.11936899) * go_3(1.0, 1.0); + result += vec4(-0.04928105, -0.003357327, -0.03886671, 0.076106146); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.13425097, -0.23487093, 0.2480183, -0.2806276, -0.041303713, 0.100773126, -0.110890545, 0.036205858, -0.331331, -0.12929262, 0.16300063, 0.3776673, -0.20316373, -0.011239426, 0.10650887, -0.027857736) * go_0(-1.0, -1.0); + result += mat4(0.09517376, -0.3004956, 0.05033304, -0.07464521, 0.009204248, -0.23034886, 0.30492118, -0.1215848, 0.15728685, -0.10430078, 0.04038878, 0.08034804, 0.04320418, -0.2929594, -0.018968396, 0.02542387) * go_0(-1.0, 0.0); + result += mat4(-0.10651935, -0.2736715, 0.19267319, -0.033337504, -0.06697293, 0.028424729, 0.047814637, 0.44929537, 0.02565344, -0.253426, -0.040931404, -0.05018104, 0.032979824, -0.035349697, -0.039578713, -0.3116414) * go_0(-1.0, 1.0); + result += mat4(0.09176126, 0.031713437, 0.24861507, 0.31351718, 0.36284143, 0.3622709, 0.16165464, 0.07319267, -0.6303202, -0.21209712, -0.02169929, 0.037275597, -0.1295319, 0.033090707, -0.029330662, 0.054679472) * go_0(0.0, -1.0); + result += mat4(0.15021572, -0.15177831, 0.1318225, 0.46864823, 0.059443284, 0.07404233, 0.22612074, 0.21105285, 0.319694, 0.09397257, 0.14277866, -0.0235649, -0.037205156, -0.40715128, -0.18572816, 0.058741573) * go_0(0.0, 0.0); + result += mat4(-0.122751735, -0.20926422, 0.2099333, -0.11627138, 0.04171681, 0.0669586, -0.03831368, 0.27334675, 0.0492008, 0.12854317, 0.03308622, 0.45236585, 0.03122829, 0.13853219, 0.05084764, -0.3965012) * go_0(0.0, 1.0); + result += mat4(-0.0019293908, -0.15562099, 0.12418126, 0.0045440597, 0.05442391, -0.15613738, 0.14828286, -0.17687118, -0.053517755, -0.33350968, -0.062314924, -0.31358472, -0.09670371, 0.043190923, 0.008150662, 0.09928506) * go_0(1.0, -1.0); + result += mat4(-0.06698031, -0.099411525, 0.24259582, -0.1073659, 0.06762824, 0.059605874, -0.20944163, -0.1598055, 0.32746908, -0.17759447, 0.2859796, -0.1274256, 0.30796206, -0.00791448, 0.114059694, 0.14775705) * go_0(1.0, 0.0); + result += mat4(0.16291203, -0.14958477, 0.14716864, 0.2056065, -0.019337546, 0.032286238, 0.0030445335, -0.08208513, -0.14208078, 0.13601872, -0.23367858, -0.19092909, -0.20207883, -0.016950991, 0.009309007, 0.1376546) * go_0(1.0, 1.0); + result += mat4(-0.11093091, -0.32362202, -0.041845415, 0.029758021, -0.07261404, -0.048653398, 0.19167832, 0.09343212, 0.030472826, -0.15078579, -0.0056376588, 0.0045257527, -0.24521805, -0.10473077, 0.11163019, -0.1724187) * go_1(-1.0, -1.0); + result += mat4(-0.08601668, 0.16612485, -0.07751539, 0.07261594, -0.19028407, 0.23896623, -0.10416726, 0.23500614, 0.1955228, 0.08699591, -0.049277775, 0.13447775, 0.19434914, -0.11481196, 0.088043146, 0.13352895) * go_1(-1.0, 0.0); + result += mat4(-0.013221233, 0.07521129, 0.042819552, -0.11163175, 0.066080205, -0.25043094, -0.010348969, -0.013258202, 0.09444396, 0.29623637, 0.025016114, 0.050744686, -0.12219596, -0.0735393, -0.024817836, -0.06897588) * go_1(-1.0, 1.0); + result += mat4(-0.25720942, 0.19861753, -0.18535058, 0.12190362, -0.33756095, -0.0038898317, 0.09739055, 0.41227046, -0.10030796, 0.025445882, -0.23542109, 0.08677691, 0.08140194, -0.22716106, 0.14016968, -0.0927231) * go_1(0.0, -1.0); + result += mat4(0.58745646, -0.12533307, 0.30129984, 0.08898194, -0.07972344, -0.37581098, 0.06863413, -0.13185541, 0.21801205, 0.31779078, -0.3804784, -0.3200699, 0.14534226, 0.05912262, 0.07938948, -0.34869507) * go_1(0.0, 0.0); + result += mat4(0.024675166, -0.067802526, 0.030065436, 0.06509131, 0.14367498, 0.022554757, 0.014991865, -0.029914752, 0.5123549, -0.012557206, -0.13014166, -0.34184244, -0.09080884, 0.13782553, -0.018931886, -0.35642785) * go_1(0.0, 1.0); + result += mat4(-0.37336427, -0.02705006, 0.14392053, 0.024049882, -0.024705589, 0.14556128, -0.12120506, -0.06275598, -0.1284325, 0.11409197, -0.08397436, -0.075944416, 0.056465942, 0.04016099, 0.096723564, -0.08359723) * go_1(1.0, -1.0); + result += mat4(0.20243345, -0.09287934, -0.11676041, 0.005206654, -0.2879361, 0.41677123, -0.16924824, 0.22429213, 0.082279116, -0.1780833, 0.20209241, 0.12970525, -0.030272234, -0.19200714, 0.0015769673, -0.1389732) * go_1(1.0, 0.0); + result += mat4(0.04211243, 0.07331798, -0.055724114, 0.04086206, -0.04635456, 0.027212424, 0.021861525, 0.12424812, 0.43009162, 0.021664696, 0.20828371, 0.11859106, 0.07390811, -0.1861182, 0.034559406, 0.18561925) * go_1(1.0, 1.0); + result += mat4(0.22596797, 0.025346763, -0.056839246, 0.09137385, 0.07363095, -0.12382036, 0.08911783, -0.012355983, -0.07869761, 0.051298574, 0.00816572, -0.044984274, 0.07962154, -0.2254524, -0.007821531, -0.04936664) * go_2(-1.0, -1.0); + result += mat4(0.06265961, -0.17783198, 0.11678783, -0.12965304, 0.014506855, -0.17513473, -0.23593299, 0.14054537, 0.1580306, 0.31872272, -0.0042505316, -0.070422255, -0.01316396, 0.0058355615, 0.062464185, -0.06086727) * go_2(-1.0, 0.0); + result += mat4(-0.079526044, 0.23932967, -0.1139716, 0.15888569, 0.06526993, -0.06958436, -0.04070066, -0.12081254, 0.026716579, 0.014887845, 0.0061467467, 0.127956, 0.040913627, -0.0032820841, 0.086145625, 0.22520025) * go_2(-1.0, 1.0); + result += mat4(0.25577608, 0.02553098, -0.14822578, -0.11907723, -0.09787419, -0.03544863, -0.08098151, -0.01305555, 0.20404844, 0.11294246, 0.10096346, 0.15795162, 0.2554626, 0.09361069, 0.001985862, -0.0051444587) * go_2(0.0, -1.0); + result += mat4(-0.24454486, -0.014714279, -0.2954907, -0.39995646, -0.15907967, 0.30107877, -0.34781745, 0.095281735, -0.12492393, -0.28375402, -0.16872306, 0.2531788, -0.52085644, 0.35986066, 0.07716912, 0.09565738) * go_2(0.0, 0.0); + result += mat4(0.2493129, 0.06395661, -0.09491958, 0.19702488, 0.109871864, -0.051376317, 0.15404263, -0.21282886, 0.1188967, 0.07824094, -0.016752928, -0.14027214, 0.10949832, -0.27629098, 0.081909016, 0.1354018) * go_2(0.0, 1.0); + result += mat4(0.18950915, -0.034574565, -0.10378051, -0.15800652, -0.06835184, -0.06987467, 0.035007782, 0.04686656, 0.054061133, 0.014833506, -0.0035361175, 0.016156103, 0.120767444, -0.10196722, 0.10668838, -0.09058739) * go_2(1.0, -1.0); + result += mat4(-0.032248627, 0.056413256, 0.042716432, 0.06681831, 0.047605485, -0.07629479, 0.14311917, -0.06909803, 0.10640394, 0.10701861, -0.0051839007, -0.15133362, -0.32146424, -0.039978918, -0.12280021, 0.0048507582) * go_2(1.0, 0.0); + result += mat4(-0.1954503, -0.09257865, 0.11023244, -0.01817947, -0.0035485283, -0.015536726, 0.0071826433, 0.042538714, -0.015454641, 0.079593316, -0.07242554, 0.031178504, 0.2319168, -0.10519467, 0.013837495, -0.040088437) * go_2(1.0, 1.0); + result += mat4(0.12625901, 0.04531166, 0.038758352, -0.05790713, -0.10029771, -0.118265375, -0.23944628, 0.11955388, 0.070732996, 0.19404806, -0.019913414, 0.04609079, 0.06262817, 0.022330387, -0.029681094, 0.03719176) * go_3(-1.0, -1.0); + result += mat4(-0.07737922, 0.0024623116, -0.037666153, -0.19271135, -0.015002153, -0.0059966356, 0.0024538909, -0.0401021, -0.18540399, -0.11140236, -0.11102473, -0.06390247, 0.016754225, 0.35000673, -0.19139731, 0.07363001) * go_3(-1.0, 0.0); + result += mat4(0.02150171, -0.2311761, -0.025124706, 0.16819553, -0.0013348719, 0.32091036, -0.061826598, 0.12579474, -0.036611024, -0.018266583, -0.11280143, 0.11073158, 0.050171874, -0.14706045, 0.029553955, 0.0052631944) * go_3(-1.0, 1.0); + result += mat4(0.19249865, -0.22854832, 0.09472751, 0.014705341, 0.059496958, 0.13427268, -0.06309558, -0.07153743, -0.31890163, -0.0657967, -0.040345218, 0.09544393, 0.07359761, 0.11245483, 0.00033233972, 0.031550154) * go_3(0.0, -1.0); + result += mat4(-0.24668917, -0.37181908, -0.50614715, -0.101197146, -0.1569055, 0.27734125, 0.17144768, -0.04336267, 0.03658949, 0.06747124, 0.30720958, 0.56301194, -0.11314631, -0.29258573, 0.16256689, 0.5221001) * go_3(0.0, 0.0); + result += mat4(-0.022761503, 0.13063031, 0.002526217, -0.03466151, -0.15225072, 0.40217137, -0.089131154, 0.19195192, -0.1379853, -0.04640692, 0.104670234, 0.12268618, -0.012009209, -0.20534724, 0.028777445, 0.22195113) * go_3(0.0, 1.0); + result += mat4(0.23697586, 0.08793654, -0.10565018, 0.013993297, -0.025932996, -0.13859354, 0.14333159, -0.099132575, -0.049601994, -0.0917448, -0.0021633878, -0.009032609, -0.034750953, -0.30761167, 0.058994945, -0.19427797) * go_3(1.0, -1.0); + result += mat4(-0.26944515, 0.30523893, -0.17787015, 0.10827742, 0.06457236, -0.12202401, 0.15371302, 0.011699893, -0.06253491, -0.10976804, -0.37283847, -0.23996784, -0.2750512, -0.024101513, -0.094127975, -0.17462716) * go_3(1.0, 0.0); + result += mat4(-0.026286924, 0.06250577, 0.095423855, -0.02849258, -0.12916361, -0.10954709, -0.05825132, -0.102924265, -0.19550376, -0.11730307, 0.032346163, -0.17682706, 0.16651174, 0.031927045, -0.004800601, -0.06323844) * go_3(1.0, 1.0); + result += vec4(0.0095873345, 0.04959374, -0.15246227, 0.0044831373); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.021453971, -0.108874515, 0.0005208881, -0.09774453, -0.0053757126, 0.20114918, 0.24454592, 0.04932251, -0.0037210248, -0.0240578, -0.07736935, 0.27604944, -0.12430849, -0.13093218, -0.014840212, 0.13450128) * go_0(-1.0, -1.0); + result += mat4(-0.19143668, -0.23023333, -0.10232715, 0.24396868, 0.056112397, 0.14535592, -0.25882182, -0.26274678, -0.23119931, 0.07735849, -0.14785223, -0.21026523, -0.2064457, -0.34512606, -0.17808662, 0.30146623) * go_0(-1.0, 0.0); + result += mat4(0.0072161015, -0.013303738, 0.07591899, 0.027883789, 0.210858, 0.1422139, -0.027882019, 0.2618474, -0.048504543, 0.07377317, -0.05427271, -0.10014041, -0.12974857, -0.13140713, -0.02249253, 0.08203184) * go_0(-1.0, 1.0); + result += mat4(0.07855138, -0.13984342, 0.10037151, -0.056781758, 0.24686107, -0.0048190085, -0.2693424, 0.31722167, -0.28716075, -0.06422215, -0.06738793, -0.06723655, -0.08194382, -0.007975044, 0.20108353, -0.13338897) * go_0(0.0, -1.0); + result += mat4(0.35129568, 0.27930936, 0.024239251, -0.10712293, 0.48684034, -0.04380574, -0.0064479653, 0.03754327, -0.13139078, -0.44939983, -1.0460628, -0.016004754, -0.14476573, -0.07113434, 0.515311, -0.400374) * go_0(0.0, 0.0); + result += mat4(0.13104302, -0.23410062, 0.091530964, -0.003652217, 0.16696814, 0.16406855, -0.08138474, 0.047526445, 0.25358474, 0.37850454, 0.0362802, -0.046476766, -0.093869686, -0.4143772, 0.08641024, 0.115896136) * go_0(0.0, 1.0); + result += mat4(-0.04416574, -0.052188106, 0.05141859, -0.008132604, -0.013658864, 0.1021097, 0.19391364, -0.09257973, 0.15225394, -0.16920799, -0.16172324, 0.41466942, -0.07087308, 0.08632938, -0.07496043, -0.023530172) * go_0(1.0, -1.0); + result += mat4(0.09337352, 0.062108494, -0.219173, -0.046151914, 0.22507025, -0.08966131, -0.123690315, 0.08666376, -0.10731867, -0.08518657, 0.024199447, 0.17898631, 0.120247275, 0.089923285, -0.08756211, 0.1775775) * go_0(1.0, 0.0); + result += mat4(0.20326594, -0.060535498, -0.061659336, 0.113954924, -0.073462196, 0.15917051, 0.11728326, -0.072256014, -0.0752342, 0.06265616, -0.19494365, -0.25413772, -0.06641352, -0.015642308, 0.16825356, 0.0027654327) * go_0(1.0, 1.0); + result += mat4(-0.17029639, -0.05388927, -0.13159063, 0.0795609, 0.00501164, -0.0703107, -0.08229201, 0.07546247, 0.092942156, 0.059050936, -0.07987315, 0.010874322, 0.037708692, -0.0017377702, -0.030414931, 0.28946167) * go_1(-1.0, -1.0); + result += mat4(-0.2692667, 0.2258295, 0.062060453, 0.1934921, -0.023051793, -0.038611185, 0.21473692, 0.33520013, 0.029885106, 0.103782356, 0.05217351, -0.13349791, -0.034186684, -0.3015818, 0.033423528, 0.21218027) * go_1(-1.0, 0.0); + result += mat4(-0.013587494, 0.021273775, -0.022650799, -0.011939531, -0.11202949, 0.09365859, -0.042938907, -0.009910716, 0.27254924, 0.07752608, 0.029586637, 0.024899973, 0.04375618, 0.31453863, -0.006775175, 0.008228053) * go_1(-1.0, 1.0); + result += mat4(-0.49562672, -0.12472124, -0.13618441, 0.09660054, -0.2275429, -0.0902811, 0.18311924, 0.11677185, -0.13325182, -0.061613016, -0.011462703, -0.12538978, 0.054934092, 0.06742866, 0.25515345, 0.35692096) * go_1(0.0, -1.0); + result += mat4(0.5266911, -0.09655596, -0.41069564, -0.3174325, 0.1431904, -0.17732115, -0.36320353, 0.37975433, -0.5158582, -0.21019879, 0.06852925, -0.06648648, -0.18956456, -0.018139647, 0.35707653, 0.07378416) * go_1(0.0, 0.0); + result += mat4(0.04151976, -0.037361674, 0.06936584, -0.10462262, -0.22264048, -0.043842267, -0.12742832, -0.21778631, 0.0715335, -0.17921853, -0.3856251, -0.16335362, 0.21045755, -0.5026229, 0.14405337, 0.23096423) * go_1(0.0, 1.0); + result += mat4(-0.32437655, 0.07860345, -0.0021187086, 0.123870686, -0.16616751, 0.11004699, 0.04754715, -0.0075211064, -0.08026408, 0.04284957, -0.018143758, 0.032623176, 0.06614686, -0.035856936, 0.13667971, -0.15696613) * go_1(1.0, -1.0); + result += mat4(0.11260625, 0.03274457, -0.033769324, -0.11558525, -0.35377702, 0.0019119612, 0.24906515, -0.06853208, 0.0009843144, -0.0050376705, 0.063123666, 0.009872904, 0.19592324, 0.0028321196, -0.114693984, 0.16404222) * go_1(1.0, 0.0); + result += mat4(-0.03699667, 0.011842293, -0.12273219, 0.04081692, 0.008484447, -0.052331816, 0.07151068, 0.018538639, 0.077749036, 0.07189092, 0.22443593, -0.2436085, 0.023654116, -0.05127411, 0.27350748, 0.12180999) * go_1(1.0, 1.0); + result += mat4(0.16090482, 0.059198547, 0.04856637, -0.19173436, 0.12747662, -0.079715036, -0.20203276, -0.13818277, -0.123076215, -0.07168488, 0.0644838, 0.03524764, 0.0005124138, -0.06789178, 0.048645556, -0.098922126) * go_2(-1.0, -1.0); + result += mat4(0.29220074, 0.25197285, 0.09825887, 0.030363245, -0.033246458, -0.08370418, -0.12231589, -0.023000835, 0.082732, -0.16907515, -0.052518822, 0.07991363, 0.06222654, -0.06747275, -0.18931144, -0.42009747) * go_2(-1.0, 0.0); + result += mat4(0.02667354, 0.03842717, -0.012755562, 0.061840586, 0.01060547, -0.29081437, 0.010907111, 0.07930905, 0.12273201, 0.017574295, 0.051024225, 0.019036688, 0.07671181, 0.049130872, -0.09734168, -0.070569195) * go_2(-1.0, 1.0); + result += mat4(0.08517651, 0.0767222, -0.15657257, 0.18501835, -0.13749431, -0.2833894, 0.109219365, 0.033763003, 0.18988928, 0.13461404, -0.036578514, -0.13256857, -0.097819485, -0.17316358, -0.06512401, 0.1937444) * go_2(0.0, -1.0); + result += mat4(-0.32173568, -0.072075866, 0.13004705, -0.15507852, -0.23741087, -0.29364398, 0.10723945, -0.11976219, 0.20620506, 0.17970093, 0.24463713, -0.12555319, -0.021192182, -0.1374317, 0.5359718, 0.59974134) * go_2(0.0, 0.0); + result += mat4(-0.01101575, 0.040466793, -0.009630791, 0.13422947, -0.13290837, -0.24789505, -0.061713737, -0.07838521, 0.05379315, -0.14643523, -0.09155805, -0.049997047, 0.06696885, 0.20043123, -0.07542329, -0.08041673) * go_2(0.0, 1.0); + result += mat4(0.022160506, 0.01611432, -0.10189221, -0.022767285, -0.06682965, 0.047138248, 0.06860934, -0.012574086, 0.04010214, -0.041280016, -0.034621384, -0.018262599, 0.09731754, -0.059062295, 0.14786182, -0.15185094) * go_2(1.0, -1.0); + result += mat4(-0.052484483, 0.06899427, 0.18380043, -0.058414727, 0.07685985, -0.07206598, -0.101362616, -0.012002652, 0.008517392, 0.079471916, -0.30394664, 0.028600946, -0.03270232, -0.23564856, 0.045065008, -0.0034684737) * go_2(1.0, 0.0); + result += mat4(-0.049757, 0.07614825, 0.16394803, 0.027053174, 0.0451278, -0.09351286, -0.0042182617, 0.12332257, -0.025281021, -0.03843008, 0.12857373, -0.07611989, -0.0062898803, 0.022618141, -0.13122174, -0.03328411) * go_2(1.0, 1.0); + result += mat4(0.12251631, 0.047008447, 0.027589995, -0.12207328, -0.1510795, 0.06724553, 0.17066906, 0.16992114, -0.0026905634, -0.035480864, 0.033738773, 0.018674552, 0.028614907, -0.019945908, -0.0156899, -0.09562145) * go_3(-1.0, -1.0); + result += mat4(0.116588935, 0.14205505, 0.099545434, -0.045527786, -0.049273346, 0.20760757, 0.053965498, -0.12198069, -0.14654607, 0.041820496, 0.038068503, 0.24565905, 0.09786504, 0.18309233, 0.23802327, -0.085740186) * go_3(-1.0, 0.0); + result += mat4(-0.1262052, -0.011846116, -0.058820397, -0.019373653, -0.09569547, -0.08265971, -0.05178388, -0.020502446, -0.17525336, -0.22874829, 0.0075891856, -0.189923, 0.09809122, 0.109637566, -0.0005973885, -0.06477921) * go_3(-1.0, 1.0); + result += mat4(0.28209856, 0.11276813, 0.054377034, -0.00891202, -0.095922634, 0.071109876, -0.039932176, -0.047409832, -0.06504704, 0.11923986, 0.0013364811, -0.122095086, -0.20282102, -0.022717483, -0.115474045, 0.020858249) * go_3(0.0, -1.0); + result += mat4(-0.16130303, 0.072821185, -0.021358958, -0.11687897, -0.15543966, 0.05783285, 0.10317231, -0.12240756, 0.053357504, -0.090291016, -0.21943556, 0.46947235, 0.19072579, 0.017349033, -0.55443907, -0.10510661) * go_3(0.0, 0.0); + result += mat4(-0.4155687, 0.019206723, -0.20055711, 0.028732464, -0.1981807, 0.20637372, 0.03305817, -0.17949893, -0.21051097, 0.21483344, 0.0061496794, -0.48980987, -0.26750582, 0.09230394, -0.117223755, -0.07636286) * go_3(0.0, 1.0); + result += mat4(0.20611528, -0.00095511036, -0.21555157, -0.07065484, 0.06880411, 0.068082534, -0.10104979, 0.16050354, -0.07437897, -0.13145325, -0.017651044, 0.055096775, -0.05443345, -0.018634815, -0.011232755, -0.10835) * go_3(1.0, -1.0); + result += mat4(-0.2637829, 0.07681072, 0.015995527, 0.004554211, 0.07495561, 0.18873464, -0.14303622, 0.25786543, -0.14117226, -0.008715274, -0.17176823, -0.0006595096, -0.06566383, -0.19184378, -0.18945406, 0.20968987) * go_3(1.0, 0.0); + result += mat4(-0.03293623, 0.003399063, 0.08051177, -0.0072856937, -0.07375858, 0.075319655, -0.10791501, -0.002204552, -0.093564905, -0.122712255, -0.10658267, -0.015067637, -0.033247817, 0.09952069, -0.13724248, 0.068189256) * go_3(1.0, 1.0); + result += vec4(-0.001935585, 0.05018077, -0.0154469935, -0.034524206); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0053346683, 0.010174534, -0.050979972, -0.06134544, -0.007238652, -0.012790015, 0.036398683, -0.09181499, 0.11328388, -0.14236617, -0.17519625, -0.34661606, 0.008069393, -0.028871074, -0.02980949, -0.0853359) * go_0(-1.0, -1.0); + result += mat4(-0.05187267, -0.09381704, 0.035209883, 0.29482442, -0.0018002815, -0.029504262, 0.2609028, -0.09480671, -0.0737553, -0.070559524, 0.081991084, 0.1513024, 0.048344653, -0.09336617, 0.0034569732, 0.10530542) * go_0(-1.0, 0.0); + result += mat4(-0.06749591, 0.0065624053, 0.013237342, 0.14225115, 0.27183163, -0.15656447, 0.031672053, 0.009592649, -0.0202286, 0.26220062, 0.19387855, -0.18505628, 0.040554795, 0.07295961, -0.13291295, -0.12600344) * go_0(-1.0, 1.0); + result += mat4(0.039192002, 0.0846215, -0.06593224, 0.28147796, 0.06301313, 0.26323164, -0.16742979, 0.22004774, -0.17470881, 0.060716614, 0.15430811, 0.18970133, 0.08858931, -0.027321626, -0.037833836, 0.07344837) * go_0(0.0, -1.0); + result += mat4(0.0633813, 0.35046157, -0.101075254, 0.015974075, 0.19010352, -0.7135035, -0.24324696, -0.42072615, 0.06825536, -0.052808974, 0.28965715, -0.0015640302, -0.27062586, 0.4279925, 0.035623744, 0.46321228) * go_0(0.0, 0.0); + result += mat4(0.02639867, 0.26469797, -0.09086266, 0.07440796, -0.192054, 0.1010368, -0.04398074, 0.056824226, -0.27057743, -0.20455118, 0.19338831, -0.21843775, 0.20736177, -0.26259273, -0.07667085, -0.19504389) * go_0(0.0, 1.0); + result += mat4(-0.007056104, 0.04284205, 0.01933733, 0.07267832, 0.0012616975, -0.30140647, -0.019223223, -0.046687007, -0.037844718, -0.014929125, 0.022630794, 0.046716493, 0.057279173, -0.08055539, -0.027891241, 0.019557232) * go_0(1.0, -1.0); + result += mat4(0.035518404, -0.10087327, 0.0011048123, -0.123707846, 0.37190285, 0.43751532, -0.022599256, -0.041709043, 0.11357196, -0.029839104, -0.056960747, -0.17228557, 0.08558022, 0.046361133, 0.021548864, 0.24297418) * go_0(1.0, 0.0); + result += mat4(-0.043598346, -0.09812348, 0.056599542, -0.09833163, -0.07193007, 0.015760094, -0.053177495, -0.015448543, 0.035163186, -0.03889347, 0.121799015, 0.15738566, -0.115644835, 0.043310717, 0.060173217, -0.059635755) * go_0(1.0, 1.0); + result += mat4(-0.111604795, 0.1678389, 0.049967546, 0.045353863, -0.013896185, 0.035128903, 0.040686198, -0.16442506, 0.1149577, -0.14343217, -0.08858, 0.02656137, 0.059526477, -0.13914491, 0.12757027, 0.034920372) * go_1(-1.0, -1.0); + result += mat4(0.15849945, 0.12067003, -0.1579611, 0.30790725, -0.041249942, 0.03948043, -0.12535375, -0.02566875, 0.3150059, 0.027081972, -0.026308673, -0.25326517, 0.016824603, -0.13551097, 0.1412756, 0.037750524) * go_1(-1.0, 0.0); + result += mat4(0.1562541, -0.041948073, -0.14951487, 0.119380556, -0.21773878, -0.019281754, 0.08185942, 0.09982689, 0.017187534, -0.18181366, -0.09270861, 0.08527679, 0.051988564, 0.08686172, -0.12665209, -0.07205808) * go_1(-1.0, 1.0); + result += mat4(0.08860466, -0.17931758, 0.10191625, -0.47623265, 0.1562338, -0.2960855, 0.013664795, 0.29452285, 0.1463958, 0.17562817, -0.41623253, -0.196999, -0.049113005, 0.0556021, 0.054452494, 0.14073615) * go_1(0.0, -1.0); + result += mat4(-0.5345973, -0.069205046, 0.37001884, 0.6955835, 0.22635284, -0.09021557, -0.04693607, -0.4458824, 0.25049326, -0.06503396, 0.07584689, 0.5394811, 0.33387923, -0.010540017, 0.038980547, -0.13371105) * go_1(0.0, 0.0); + result += mat4(-0.04414677, -0.22056313, 0.05580458, 0.11914465, 0.19864987, -0.1025625, -0.010050287, 0.15919746, -0.40589634, 0.4966349, -0.47632688, -0.022637444, 0.17247641, -0.51093113, 0.21157944, -0.2890017) * go_1(0.0, 1.0); + result += mat4(-0.034673482, -0.0075900992, -0.061077584, -0.03859898, 0.32444152, -0.14619137, -0.1375446, -0.030322462, 0.029679669, 0.079344586, -0.03862258, -0.05766807, 0.104488336, 0.006179548, -0.1168102, 0.069729604) * go_1(1.0, -1.0); + result += mat4(0.08504003, 0.042162962, -0.17509954, -0.06258286, -0.45796555, -0.061748773, 0.25438437, -0.02988987, -0.06897794, 0.105180845, -0.08879189, -0.120605074, -0.1478659, -0.13201937, -0.01755498, 0.020606143) * go_1(1.0, 0.0); + result += mat4(0.08932581, 0.1453785, -0.12802933, 0.049442187, 0.045360584, 0.16079827, -0.14142223, 0.10168491, 0.20244479, -0.17981426, 0.19759466, 0.05217847, 0.04889828, 0.06941533, -0.111836776, -0.08046399) * go_1(1.0, 1.0); + result += mat4(-0.011953735, 0.11362504, -0.122588776, -0.10408559, 0.051712614, -0.05161036, -0.068698496, -0.015663281, -0.06346889, 0.06561636, 0.03783044, 0.02756004, -0.036310352, -0.16962235, -0.062494226, 0.0069608325) * go_2(-1.0, -1.0); + result += mat4(-0.16857432, -0.17322211, 0.15971284, 0.19980437, -0.007965961, -0.015480705, 0.036090557, 0.07414387, -0.2941106, -0.24430539, 0.01070864, 0.22401866, -0.34321144, 0.09537491, -0.08020218, 0.45404655) * go_2(-1.0, 0.0); + result += mat4(-0.021609096, -0.11348408, -0.01450652, -0.063170746, 0.06990935, -0.035983834, -0.038010992, -0.10578655, 0.29232737, 0.048835874, 0.054028947, -0.12924139, -0.03058583, 0.028469706, 0.09563202, 0.085674495) * go_2(-1.0, 1.0); + result += mat4(-0.01894022, 0.037628658, -0.102314636, -0.28041583, 0.07495663, -0.058895253, 0.16422969, -0.07163792, 0.039416216, -0.13800906, -0.039811566, -0.10612402, -0.047593113, -0.28491783, 0.41632858, 0.15253194) * go_2(0.0, -1.0); + result += mat4(0.26240867, -0.05335849, -0.014135048, 0.055749495, -0.020126658, 0.2952794, -0.015241771, 0.36143306, 0.43075684, 0.1921996, -0.4329065, 0.5114495, 0.7326109, -0.054901246, -0.076693356, -0.26104695) * go_2(0.0, 0.0); + result += mat4(0.14548428, 0.14578429, 0.17193514, -0.07973242, 0.011952286, -0.047767498, 0.025101405, 0.0016503566, -0.26948047, -0.16503395, -0.061791085, 0.030557185, 0.15400517, -0.054951698, -0.14611247, 0.3550633) * go_2(0.0, 1.0); + result += mat4(-0.05926111, -0.083442695, 0.046579204, -0.017723244, 0.12846185, 0.018434443, -0.17914511, -0.077696435, 0.060048338, 0.02956987, -0.11914462, 0.057770032, -0.054673657, -0.005353606, -0.39014184, 0.08306877) * go_2(1.0, -1.0); + result += mat4(0.07357362, 0.23051825, -0.22640751, 0.080715515, -0.14467078, 0.009734264, 0.054320686, 0.24534328, -0.16038458, 0.06575425, 0.058553413, 0.17755087, 0.08184439, 0.17078212, 0.148369, -0.09309279) * go_2(1.0, 0.0); + result += mat4(-0.11160211, -0.07590204, -0.01676188, -0.062253337, 0.016433533, 0.0146132, -0.040350936, 0.06749202, -0.031521842, 0.1441664, -0.09916073, 0.050578352, -0.06560962, -0.31174552, 0.056873083, -0.077912) * go_2(1.0, 1.0); + result += mat4(0.09344025, 0.075936995, -0.1627903, -0.04781558, -0.01878236, 0.045879602, -0.11507387, -0.025356822, -0.09113391, 0.07263937, 0.08232447, 0.08727616, -0.024921807, 0.051639438, 0.006532631, -0.018751068) * go_3(-1.0, -1.0); + result += mat4(0.022455849, -0.12924309, 0.26318657, -0.32464805, -0.09627585, 0.04496843, -0.09630052, -0.025761643, -0.090804085, 0.24410398, -0.03162944, -0.1961483, 0.14065808, -0.064709485, -0.0040163463, 0.05445074) * go_3(-1.0, 0.0); + result += mat4(-0.020935195, -0.1028065, 0.0012804621, 0.02302866, -0.00924972, -0.0041193594, 0.0060590385, -0.003394384, -0.23241943, -0.023235107, 0.08077456, 0.15720141, 0.06568382, -0.09971436, 0.09056065, 0.04271102) * go_3(-1.0, 1.0); + result += mat4(-0.20997737, -0.12892777, 0.4658528, 0.13622813, -0.2867294, -0.09359254, 0.18821026, 0.25550604, -0.18562363, 0.080713026, 0.13463654, 0.045504905, -0.013133853, -0.1316404, 0.08379897, -0.00047142128) * go_3(0.0, -1.0); + result += mat4(0.3276134, 0.21952826, -0.80777377, -0.69810224, 0.34190908, -0.09293263, 0.33313555, -0.27255502, -0.24287084, -0.07741488, 0.06090265, -0.10161252, -0.37684909, 0.4678029, 0.13506591, 0.42470258) * go_3(0.0, 0.0); + result += mat4(0.080790855, -0.09707547, -0.05506975, 0.027011644, -0.1434346, 0.01363872, 0.12616752, 0.16789167, 0.1656414, -0.11586835, 0.059612263, -0.074029386, -0.19813071, 0.46032718, -0.03935981, 0.0067143585) * go_3(0.0, 1.0); + result += mat4(0.10322512, 0.0822636, -0.16766444, 0.041008063, -0.027768405, 0.23103505, 0.06737122, 0.15258405, 0.04557388, -0.18179403, 0.12489025, -0.09759324, -0.05925805, 0.04869987, 0.07329833, -0.09738542) * go_3(1.0, -1.0); + result += mat4(-0.10823879, -0.403376, 0.3264802, -0.16503738, -0.057512645, -0.20902547, -0.14862378, -0.3192005, -0.046263676, 0.12744917, -0.019174274, -0.02318789, -0.085088454, -0.05723332, 0.0039772973, 0.07991316) * go_3(1.0, 0.0); + result += mat4(0.10313916, 0.04410904, 0.03286652, 0.059946325, 0.019948404, 0.070217304, -0.017572487, 0.20332281, 0.06776308, 0.029285522, -0.14116238, -0.05864782, -0.18382367, -0.06568212, 0.11855615, 0.101256005) * go_3(1.0, 1.0); + result += vec4(-0.036374483, 0.029420665, 0.04437756, -0.04474691); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.059325468, 0.10884231, 0.018158086, 0.031802185, 0.10368743, -0.06776637, 0.048326045, -0.06312353, -0.0025675546, 0.09309577, -0.025533969, 0.029684044, 0.017237723, 0.062099144, 0.047039766, 0.050348036) * go_0(-1.0, -1.0); + result += mat4(-0.04767078, -0.06409279, 0.112965874, 0.04621161, -0.28172916, -0.13897015, -0.022806352, 0.26966885, 0.02019569, -0.10707113, -0.43058416, -0.14103983, -0.13225646, -0.020053176, -0.17319782, -0.009653082) * go_0(-1.0, 0.0); + result += mat4(0.0031349238, -0.060933832, 0.107986666, -0.019791966, -0.23946726, -0.18045186, 0.18286318, -0.05431065, 0.11742379, -0.019123906, 0.33327517, 0.07455424, -0.035427105, 0.18659347, -0.050884776, 0.019193258) * go_0(-1.0, 1.0); + result += mat4(-0.22954239, 0.011265787, -0.026520751, -0.12629737, -0.07009803, 0.44925988, -0.15938939, 0.11956771, 0.11535644, -0.1302371, 0.1235775, 0.16483483, 0.022965495, 0.110546246, 0.00064579415, -0.12753843) * go_0(0.0, -1.0); + result += mat4(0.047553673, 0.16213869, 0.7510964, 0.21228868, 0.40994287, 0.61919236, 0.3982374, -0.016163021, 0.3291035, 0.1134356, 0.12384387, -0.31114763, 0.21338554, -0.04721641, 0.122114286, 0.2717476) * go_0(0.0, 0.0); + result += mat4(-0.06529201, -0.08936482, 0.031857736, -0.02372691, 0.0416097, 0.28484538, -0.38181338, -0.05129518, 0.40150553, -0.01970737, 0.1043854, 0.11986372, -0.2267319, 0.0014845231, -0.035269983, 0.11712099) * go_0(0.0, 1.0); + result += mat4(0.079867415, -0.09982735, 0.10313241, 0.055490237, -0.42685422, -0.3431141, -0.06037366, 0.17539841, -0.010511819, -0.09743252, 0.050748866, 0.11064108, -0.09785722, -0.10230299, -0.04106169, -0.016831731) * go_0(1.0, -1.0); + result += mat4(-0.06847075, -0.026447225, -0.123430386, 0.063637204, -0.37617612, -0.09615662, -0.26226708, -0.008175561, -0.08101131, 0.11093525, -0.13149206, -0.06363292, -0.0482858, -0.2771799, 0.10528571, 0.119109035) * go_0(1.0, 0.0); + result += mat4(0.09151277, 0.029019276, 0.041349206, -0.011239478, 0.035083957, 0.05281079, -0.0742173, -0.018509442, -0.17175299, -0.4226507, -0.118186444, -0.0771296, 0.107038856, 0.0819975, 0.12445646, 0.07091557) * go_0(1.0, 1.0); + result += mat4(0.1275357, -0.097659886, -0.0114354445, 0.023900568, -0.02511702, 0.005830569, -0.010882143, -0.04046068, -0.08638482, 0.08664022, -0.15654318, 0.03333846, -0.12521335, -0.11987078, 0.028556254, -0.020760164) * go_1(-1.0, -1.0); + result += mat4(-0.38474286, -0.15288061, 0.04925842, 0.050009686, 0.23555282, 0.054784663, -0.0971203, 0.017791113, -0.35539824, -0.08806168, 0.08992579, 0.22714761, -0.047685623, -0.17510797, 0.1137738, -0.069451034) * go_1(-1.0, 0.0); + result += mat4(-0.16623408, -0.08202571, -0.03291826, 0.0016267949, 0.20682698, 0.08788948, 0.10241089, 0.019209227, -0.14802241, 0.091788374, -0.238735, -0.06633396, 0.02360112, 0.1521805, -0.022510838, -0.08931379) * go_1(-1.0, 1.0); + result += mat4(0.034280665, -0.12431295, 0.092791, 0.15279225, -0.43373865, 0.20077267, -0.15919733, -0.27969292, -0.26948065, 0.19652127, -0.27456176, 0.04137772, 0.006545539, 0.0031402514, 0.03849979, -0.10978278) * go_1(0.0, -1.0); + result += mat4(0.62025917, -0.32462567, 0.2817292, -0.18380783, -0.3338593, -0.49056754, 0.32645953, 0.4146035, 0.3773462, 0.54346967, -0.032203436, -0.14506778, -0.30044907, 0.40134314, 0.24155408, 0.24397472) * go_1(0.0, 0.0); + result += mat4(0.089335114, -0.05529855, -0.18364899, -0.153323, -0.18347202, -0.060125064, -0.29216367, -0.2717291, 0.10592963, 0.38889876, 0.25363386, 0.33723134, -0.103703365, 0.14922962, -0.21206948, -0.20289616) * go_1(0.0, 1.0); + result += mat4(-0.035760924, 0.18820894, -0.12723185, -0.018780319, 0.124459654, 0.28909087, -0.2763883, -0.45110545, 0.098143585, 0.16052029, -0.055098705, -0.14840914, -0.0019514654, 0.07090622, -0.055036955, -0.0035953245) * go_1(1.0, -1.0); + result += mat4(-0.124669634, 0.23131305, -0.05750295, -0.056296032, 0.35691026, 0.2640789, 0.49912274, 0.26795143, -0.26460487, -0.026896512, -0.07179325, 0.17373477, -0.13186656, 0.0021319336, -0.016407885, 0.3014283) * go_1(1.0, 0.0); + result += mat4(-0.09491939, 0.11503968, -0.14077829, -0.043197304, -0.061866064, -0.1574549, 0.0054375776, 0.066160634, -0.17686372, -0.26767558, -0.038844116, 0.122724466, -0.05043839, 0.063884266, 0.0064002997, -0.13583377) * go_1(1.0, 1.0); + result += mat4(0.031301867, -0.02947819, -0.0016769855, 0.12952408, -0.025022922, 0.065425046, -0.072289295, -0.071249105, 0.14579567, -0.09058119, 0.12663712, 0.1515388, 0.44767743, 0.02971349, 0.015892735, -0.08058422) * go_2(-1.0, -1.0); + result += mat4(-0.2868111, -0.10812653, -0.29182926, -0.38444322, -0.0875354, -0.07220258, 0.05978065, 0.093328245, 0.058548283, -0.013913258, -0.20954674, -0.16400063, 0.3185215, 0.068897314, 0.15869021, 0.022877626) * go_2(-1.0, 0.0); + result += mat4(0.116845705, -0.12729645, 0.056697316, -0.21263942, -0.07000074, 0.073977455, -0.09006404, -0.029770354, -0.20823102, -0.20088868, 0.15658094, 0.24306639, -0.0453592, -0.16011035, 0.08521533, -0.032264974) * go_2(-1.0, 1.0); + result += mat4(0.1114789, -0.1083731, 0.10465276, -0.08903837, -0.06455987, 0.040030345, -0.07937248, -0.20654759, -0.26873547, -0.19390975, -0.039021965, -0.025602374, -0.5575801, -0.08876011, -0.19116728, -0.2401055) * go_2(0.0, -1.0); + result += mat4(0.37626424, -0.0912155, -0.6153361, -0.71465075, 0.018208932, -0.14997734, 0.23627761, 0.20832567, 0.07427123, -0.37869486, -0.26574427, 0.187582, -0.37201726, 0.17809474, -0.02568795, 0.23900814) * go_2(0.0, 0.0); + result += mat4(-0.085337594, -0.50634587, 0.30636734, -0.2760558, 0.01893911, -0.08425695, -0.023656169, 0.021421626, 0.16813251, -0.039550815, 0.21165498, -0.027628547, -0.123874225, 0.013802332, -0.2732087, -0.09419671) * go_2(0.0, 1.0); + result += mat4(-0.07190724, -0.019237598, 0.020249542, 0.07541295, -0.03817686, 0.09266451, -0.12214172, -0.01344174, 0.03281797, 0.057655178, -0.059896503, 0.014948791, -0.13952477, 0.18810949, -0.19016883, 0.06842416) * go_2(1.0, -1.0); + result += mat4(-0.13111524, 0.14539744, -0.10212538, -0.2169032, 0.13810973, -0.12576458, 0.124372825, 0.04992259, 0.21758182, -0.22160134, 0.24321079, 0.017698256, 0.39995426, 0.074034885, 0.120019354, -0.15522505) * go_2(1.0, 0.0); + result += mat4(0.023914235, 0.1424257, 0.010302871, 0.15150794, -0.040021677, 0.015862139, 0.14459212, 0.08632827, 0.04257336, 0.055059638, 0.0030461506, 0.011985334, -0.049230937, 0.07851301, -0.05119983, -0.111701734) * go_2(1.0, 1.0); + result += mat4(0.04485158, 0.116597414, 0.00014909732, -0.012128512, 0.15801767, 0.18273115, -0.033926453, 0.05170487, -0.040683754, -0.18606974, 0.08324687, 0.069539666, 0.07098698, -0.014132968, 0.029499048, -0.07263477) * go_3(-1.0, -1.0); + result += mat4(0.04309544, 0.089722805, -0.018306322, 0.29061043, 0.15191254, 0.15917647, 0.0073858183, 0.039199475, 0.42514518, -0.053955313, 0.10820046, -0.09134685, -0.3087313, -0.16339037, -0.05226669, 0.044995327) * go_3(-1.0, 0.0); + result += mat4(0.008636428, 0.029086163, -0.09151674, -0.36466715, -0.0128008155, 0.018820466, -0.02700147, -0.0064047636, 0.28287655, 0.02709404, -0.05233492, -0.08967187, -0.042183813, -0.13990502, -0.005085154, -0.028511493) * go_3(-1.0, 1.0); + result += mat4(0.00022532263, -0.09108507, 0.0089569865, 0.052016005, -0.19314727, -0.355347, 0.08082937, 0.2134498, 0.21036889, -0.10165983, 0.20334485, 0.14575538, 0.017676214, -0.13149881, -0.018741794, -0.019599862) * go_3(0.0, -1.0); + result += mat4(-0.20513605, 0.47578803, -0.18631598, 0.2535432, -0.049522053, -0.37224755, 0.11227206, -0.37000927, 0.19969453, -0.47287735, -0.07506754, -0.0957071, 0.82927394, -0.54057014, 0.5800732, 0.08937558) * go_3(0.0, 0.0); + result += mat4(-0.022189412, 0.14622113, -0.4772564, -0.31178755, 0.10667427, -0.07335338, 0.06144331, 0.00056827103, -0.08263861, -0.009126272, -0.22802618, -0.20760304, 0.12688845, -0.061324466, 0.33361357, 0.38350767) * go_3(0.0, 1.0); + result += mat4(0.021188622, 0.1151918, -0.10654739, -0.03341855, 0.24870358, -0.06689332, 0.11881217, -0.0045951125, -0.039464932, -0.030190004, 0.014174111, -0.025356272, 0.07469406, -0.0059695644, 0.008267219, -0.0991054) * go_3(1.0, -1.0); + result += mat4(-0.009981438, -0.36484948, 0.04801225, 0.22368562, -0.055985868, 0.229039, -0.10823553, 0.1477355, -0.0091677625, 0.06279847, 0.034393013, 0.031901076, 0.28783056, 0.086422645, 0.20860936, 0.054018307) * go_3(1.0, 0.0); + result += mat4(-0.08720452, -0.07756267, 0.018853918, -0.014108689, -0.019337144, 0.021249043, -0.05633926, -0.109904505, -0.088990815, 0.16876367, -0.13149975, -0.054357648, 0.08588134, -0.10262266, 0.12052009, 0.05154292) * go_3(1.0, 1.0); + result += vec4(-0.010602045, 0.053976092, 0.008913503, 0.0011945717); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_last_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.105475314, -0.07022547, -0.16326137, -0.12503424, -0.004623021, -0.0143323885, 0.042996034, 0.03422294, -0.38310882, -0.4431925, -0.28772846, -0.3213578, -0.018014904, 0.02429277, -0.07177951, -0.04458822) * g_0; + result += mat4(-0.0973233, -0.032439478, -0.08420249, -0.054693196, 0.012960555, 0.06929602, 0.004247494, 0.061315402, -0.09607745, -0.16862066, 0.01537482, -0.038459156, 0.019662246, 0.059920583, -0.1071646, -0.06478967) * g_1; + result += mat4(0.15711947, 0.0754732, 0.17891979, 0.098270796, 0.14122486, 0.14893766, 0.12408279, 0.14845194, 0.16199848, 0.14090912, 0.13496809, 0.1119815, 0.03974558, -0.057513904, 0.09213575, -0.0012252429) * g_2; + result += mat4(-0.011343602, -0.02488338, 0.07799659, 0.06503721, 0.06380687, 0.048929837, -0.05555838, -0.050519127, 0.14673206, 0.18085165, 0.07261422, 0.09738158, 0.07395791, 0.005573146, -0.05454926, -0.13565786) * g_3; + result += mat4(-0.08591514, -0.05664865, 0.23980616, 0.24876402, 0.19052829, 0.011938714, 0.21487322, 0.058656186, 0.036630988, 0.14918756, 0.013127693, 0.13092093, -0.37889576, -0.4068804, -0.27258882, -0.30605716) * g_4; + result += mat4(-0.25149816, -0.21979512, -0.24949454, -0.20483162, -0.10972783, -0.17315808, -0.08562763, -0.16086778, 0.044681527, 0.050807394, -0.019424994, -0.022418005, 0.10039492, -0.013666552, -0.22373566, -0.34493732) * g_5; + result += mat4(0.1419155, 0.081392206, -0.18103191, -0.2122926, -0.1445937, -0.015969204, -0.12368782, -0.0044421684, -0.09534078, -0.14815839, -0.1052107, -0.16341865, 0.3050403, 0.34488317, 0.16171226, 0.18700944) * g_6; + result += mat4(0.12444696, 0.08712589, 0.06266247, 0.031022022, 0.17707655, 0.24904409, 0.20961654, 0.2610619, -0.099262595, -0.06900819, -0.034567446, -0.020191457, -0.1468561, -0.04683958, 0.14910224, 0.244686) * g_7; + result += mat4(-0.002428158, -0.012889509, 0.0006541127, -0.0058380975, 0.096147396, 0.07791617, 0.119144954, 0.11699654, -0.024602454, -0.07894611, -0.00021709128, -0.03979557, 0.0028512406, -0.015790012, 0.0082511455, 0.029357092) * g_8; + result += mat4(-0.01410329, -0.004162405, -0.09005045, -0.07753674, 0.004509965, -0.024188736, 0.13799691, 0.10589621, -0.023018798, 0.0064198375, -0.103344224, -0.07463909, -0.060048997, -0.071094714, -0.13042289, -0.14482167) * g_9; + result += mat4(-0.009015246, 0.01581748, -0.035448726, -0.012348933, -0.101627484, -0.05530413, -0.14063041, -0.121775225, 0.074719116, 0.033839386, 0.045573987, -0.006698053, 0.0015141299, 0.003634417, 0.017102007, 0.0074890694) * g_10; + result += mat4(0.0042357175, 0.018735386, 0.058959343, 0.057424515, -0.021633089, -0.037194982, -0.14109972, -0.1506368, 0.004357002, -0.006871023, 0.05337361, 0.039684236, 0.087463334, 0.07772685, 0.12278512, 0.1224218) * g_11; + result += mat4(0.018359886, 0.046934873, -0.008225237, 0.020650858, -0.03961538, -0.014779162, -0.04161338, -0.00953579, 0.0017313146, 0.0068857935, -0.0024282748, 0.0047545764, 0.02635904, 0.027336216, 0.02701322, 0.029939381) * g_12; + result += mat4(-0.00067966996, 0.024480496, -0.015218739, -0.010472019, -0.03994461, -0.052318517, -0.04450191, -0.043226667, -0.03166469, -0.03799331, 0.015428865, -0.018422252, 0.00040845043, 0.03558268, -0.0099401595, -0.00054432114) * g_13; + result += mat4(-0.0032104475, 0.019604867, -0.02486679, 0.002134673, 0.014368818, -0.0013395248, 0.017318068, 0.0021403218, -0.02198377, 0.010297547, -0.041619625, -0.02740482, -0.067249276, -0.03040953, -0.021304253, -0.009557115) * g_14; + result += mat4(-0.019099236, -0.037010793, 0.013720462, 0.023708181, 0.016356282, -0.00028589502, -0.010570909, -0.009186907, 0.03493662, 0.055599142, -0.017043956, 0.004204044, -0.013573257, -0.013537684, 0.008151195, 0.0074913655) * g_15; + result += mat4(0.009309031, -0.0014795153, 0.025114728, -0.0066442797, -0.012085473, -0.0030560147, 0.002144206, 0.0009732741, 0.022301642, -0.0091133695, 0.0011837826, -0.020275833, -0.021349607, -0.011693419, -0.018912962, -0.022418445) * g_16; + result += mat4(-0.0045772395, 0.031085191, 0.01215795, 0.023887333, 0.023408212, 0.0005998807, 0.011254428, -0.004634461, 0.016601006, 0.046663348, 0.031117432, 0.04910873, -0.113230005, -0.035702843, -0.058746565, -0.053893737) * g_17; + result += mat4(-0.020218112, 0.056803435, -0.0037077996, 0.05123925, -0.016713811, -0.05551032, -0.005916611, -0.037839632, -0.007671626, -0.009099201, -0.0010055836, 0.003332688, 0.020744357, 0.01957675, 0.057906736, 0.041446246) * g_18; + result += mat4(0.022438819, 0.04616756, 0.035925094, 0.0639705, 0.0009332198, 0.020964272, -0.010805394, 0.031757344, 0.051255573, 0.032838948, 0.00055445684, -0.03195623, 0.04753827, 0.016436901, 0.04788274, 0.022093765) * g_19; + result += mat4(0.03479086, 0.035946105, 0.04343359, 0.04015664, 0.06081792, 0.061758887, 0.10128842, 0.007471392, -0.027261607, -0.01290544, -0.029938918, -0.050834358, -0.015550162, 0.0072828676, -0.04580556, -0.029642029) * g_20; + result += mat4(0.011150116, 0.029789668, -0.00354488, 0.045047592, -0.018265083, -0.020843878, 0.015457328, 0.0053232997, 0.0791804, -0.028661052, 0.079342775, -0.039631505, 0.14613943, 0.08323415, 0.049641483, 0.047863442) * g_21; + result += mat4(-0.103034586, -0.107580125, 0.00044325445, 0.007830247, -0.017059505, 0.010152936, -0.02845979, -0.01841766, -0.10722863, -0.025262646, -0.07402096, -0.025055556, 0.0013303137, 0.12574737, -0.0161103, 0.06077798) * g_22; + result += mat4(-0.0420636, -0.062703885, -0.06476972, -0.10516001, 0.018120673, 0.024305122, -0.013997766, 0.015815413, -0.06317691, -0.03968166, -0.054052643, -0.016300509, -0.08255892, -0.01612941, -0.04194852, -0.012637189) * g_23; + result += mat4(0.042659573, -0.10762496, -0.077143244, 0.12583935, -0.022020226, -0.0042312425, -0.016734738, 0.027007964, -0.06609771, -0.056038737, -0.0058528963, 0.035508137, -0.019722374, -0.055094264, 0.010977759, -0.009833099) * g_24; + result += mat4(0.063830875, -0.019885639, 0.055574782, 0.039456647, 0.01576898, -0.1389799, 0.063411795, -0.11600623, -0.013968303, -0.03318867, -0.06806915, -0.09373464, -0.022723546, -0.03329239, 0.014282872, 0.027576538) * g_25; + result += mat4(-0.018100513, 0.06204485, 0.010761461, -0.045085587, 0.009286288, 0.02310671, 0.10633246, -0.090849996, 0.13112675, -0.01639808, 0.0022725316, -0.076779045, 0.11831251, 0.1460306, -0.10849466, -0.07749171) * g_26; + result += mat4(-0.15850247, 0.118011266, -0.10121594, -0.007109052, 0.071873754, 0.06954878, 0.0377852, 0.044174008, -0.062925555, -0.01758927, 0.1416964, 0.17206357, -0.035632525, -0.04652215, 0.061932907, 0.034339) * g_27; + result += vec4(-0.11952045, -0.10779418, -0.0626279, -0.042614873); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_last_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.009000901, -0.018048609, 0.013095594, 0.002321373, 0.0004716619, 0.00504148, -0.016826658, -0.014922383, 0.15059204, 0.16593806, 0.115392484, 0.12520894, 0.05049829, 0.060210057, 0.086421266, 0.07242362) * g_0; + result += mat4(0.06268658, 0.030466434, 0.07876877, 0.04129863, 0.04142328, 0.009963961, 0.051785357, 0.012811113, 0.1295883, 0.139931, 0.07733839, 0.08014211, 0.07156476, 0.0342396, 0.051614303, 0.043559864) * g_1; + result += mat4(0.00041542648, 0.016051646, -0.011512418, 0.013076814, 0.03734479, 0.02791584, 0.012426691, 0.022044811, -0.034128398, -0.027107332, -0.021998279, -0.012139807, -0.033177473, -0.016310865, -0.078221664, -0.041203145) * g_2; + result += mat4(-0.008398536, -0.010332053, -0.050231732, -0.039691273, -0.042082537, -0.030281143, -0.014039778, -0.0020190612, -0.11956351, -0.13638765, -0.09794402, -0.10228069, -0.08344795, -0.07944541, -0.004189214, -0.028206991) * g_3; + result += mat4(0.0002908945, -0.00831185, -0.06870294, -0.083311856, -0.024992501, 0.0038247898, -0.049389005, -0.020098582, -0.0135326125, -0.040408995, -0.012083491, -0.042174604, 0.16112538, 0.13720983, 0.13937058, 0.10870099) * g_4; + result += mat4(0.078961425, 0.082619205, 0.06910667, 0.06579004, -0.0077012256, -0.00038692637, 0.00015553503, -0.012561662, 0.00053048285, -0.01461681, 0.02600344, 0.024862211, -0.06958201, -0.048246548, 0.058762506, 0.036662634) * g_5; + result += mat4(-0.023527982, -0.0028001352, 0.047800142, 0.09616409, 0.049143843, 0.030836122, 0.057244994, 0.025672587, 0.027565151, 0.039868724, 0.045296676, 0.04623187, -0.124759234, -0.14106254, -0.06337279, -0.076839216) * g_6; + result += mat4(-0.0911771, -0.064436875, -0.05308137, -0.022082496, -0.0040269364, 0.0014464161, -0.0029555515, 0.016098293, -0.026650434, -0.014081368, -0.06747348, -0.05481826, 0.097423114, 0.08620988, -0.01607732, -0.015440677) * g_7; + result += mat4(-0.014001735, -0.015001655, -0.013250577, -0.009930805, 0.04885879, 0.07092224, 0.025783395, 0.03792237, -0.04332465, -0.06244993, -0.046748653, -0.07132349, -0.0053951666, -0.016514057, 0.023807624, 0.044013456) * g_8; + result += mat4(-0.009097996, -0.016898679, -0.05043909, -0.063178614, -0.016210863, -0.02157998, -0.02654472, -0.042961173, 0.012103852, 0.019015301, 0.02492281, 0.03389976, 0.015276502, 0.009577683, 0.04132527, -0.00070621347) * g_9; + result += mat4(-0.0057500796, 0.00728164, -0.003422421, 0.0038979584, -0.03127353, -0.019125199, -0.012988815, -0.031890683, 0.09352588, 0.019210607, 0.09824038, 0.016637104, 0.010692808, 0.022393884, 0.008312123, 0.014120716) * g_10; + result += mat4(0.013895599, 0.023097904, 0.009370535, 0.014099512, 0.0124661345, -0.015076684, 0.03287286, 0.005912471, -0.03944815, -0.020340785, -0.06822037, -0.059383288, 0.03634978, 0.007832939, -0.007142306, -0.0061968984) * g_11; + result += mat4(0.033002097, 0.0516016, -0.021056438, 0.005715988, -0.02223013, -0.007962324, -0.024417123, -0.0014790733, 0.002167189, 0.00043749413, -0.007284963, -0.0027283782, 0.026238248, 0.01756047, 0.008969755, 0.014201024) * g_12; + result += mat4(0.011576685, 0.02087598, 0.0026766327, -0.0041780816, -0.05277701, -0.05412841, -0.05958835, -0.050426245, -0.00662945, -0.021645393, 0.03423904, -0.0064581474, -0.030403355, 0.018391011, -0.026089542, -0.0051510665) * g_13; + result += mat4(-0.046202097, -0.0066081425, -0.03698851, 0.0034165455, -0.011859245, -0.020945566, -0.0028196946, -0.010053285, -0.011400397, 0.030595876, -0.018915813, 0.006780077, -0.060040582, -0.009586898, -0.004477886, 0.011279908) * g_14; + result += mat4(-0.028692413, -0.032535568, 0.0017473884, 0.02207169, 0.0192618, 0.008956797, -0.0033381556, 0.006326402, 0.0169569, 0.041449737, -0.02611751, 0.0006410355, 0.006233776, 0.0008467914, 0.011884985, 0.009222136) * g_15; + result += mat4(0.017076496, -0.0045380928, 0.03444613, -0.009804047, -0.004829834, -0.004889702, 0.0057807956, 0.0015014127, 0.03458368, -0.0035773432, -0.007769679, -0.032449644, -0.021396799, -0.017612215, -0.012764735, -0.025224172) * g_16; + result += mat4(-0.011824532, 0.02335273, 0.00764845, 0.019215155, 0.022186808, 0.0066053392, 0.0071694753, -0.0036117272, 0.032144524, 0.05025988, 0.03982363, 0.052400436, -0.10555114, -0.03809396, -0.05334183, -0.05524487) * g_17; + result += mat4(-0.024599254, 0.058805298, 0.00069874676, 0.06263439, -0.018460508, -0.053566024, -0.0022889362, -0.035818785, -0.0135854995, -0.015712813, 0.0012080368, 0.005957637, 0.009450094, 0.03186346, 0.059969924, 0.057706963) * g_18; + result += mat4(0.026783831, 0.05475865, 0.027565574, 0.06032707, -0.0015639095, 0.024381682, -0.010199071, 0.037544634, 0.039889377, 0.03318851, -0.016529158, -0.0343188, 0.045666486, 0.021665907, 0.042189375, 0.02444145) * g_19; + result += mat4(0.03791853, 0.043746054, 0.056224477, 0.05098111, 0.075256795, 0.074653305, 0.116220035, 0.01853866, -0.04133627, -0.009134169, -0.0420953, -0.05210053, -0.021748418, 0.004422131, -0.05422814, -0.035721727) * g_20; + result += mat4(0.013814317, 0.03149986, -0.004971173, 0.04782029, -0.01693027, -0.017984565, 0.019328078, 0.008521426, 0.0845641, -0.027555496, 0.08150416, -0.04623306, 0.16494128, 0.09300831, 0.074097835, 0.0627848) * g_21; + result += mat4(-0.10307174, -0.112654425, -0.005589254, -0.0062108496, -0.012491583, 0.011512013, -0.03142282, -0.023683488, -0.099848576, -0.031290524, -0.07236223, -0.037460987, 0.008760208, 0.1473594, -0.009216949, 0.07251379) * g_22; + result += mat4(-0.04915367, -0.07121096, -0.06572174, -0.10967046, 0.019548079, 0.023992533, -0.019842865, 0.012366459, -0.07207817, -0.04237792, -0.054463565, -0.015374731, -0.092071235, -0.020860313, -0.054475963, -0.02303954) * g_23; + result += mat4(0.04160816, -0.118427366, -0.08661791, 0.12787233, -0.01990174, 0.0012960634, -0.016121056, 0.031429946, -0.06830865, -0.057132352, -0.0022302791, 0.03845933, -0.026981276, -0.063532256, 0.011805961, -0.009616678) * g_24; + result += mat4(0.07094465, -0.022284096, 0.060676746, 0.042626668, 0.011207256, -0.14960343, 0.05866539, -0.12742221, -0.021092903, -0.039463162, -0.07879986, -0.10232898, -0.026127055, -0.038111385, 0.019167708, 0.032637425) * g_25; + result += mat4(-0.014270794, 0.07157703, 0.013714203, -0.047801998, 0.0060221693, 0.022788104, 0.10630103, -0.09606649, 0.12690987, -0.017079826, -0.0077072172, -0.082584485, 0.13256006, 0.16012523, -0.10966099, -0.07927409) * g_26; + result += mat4(-0.17171615, 0.12114435, -0.10746857, -0.0074188868, 0.07854815, 0.07759372, 0.04310874, 0.051465522, -0.05963588, -0.014506484, 0.15522978, 0.18746643, -0.03845241, -0.0489534, 0.05837339, 0.032978524) * g_27; + result += vec4(0.05825913, 0.051491056, 0.038389463, 0.03321517); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_last_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.2006987, 0.17832398, 0.26342955, 0.23500517, -0.012297829, -0.009008417, -0.039950736, -0.039973143, 0.34800097, 0.32196492, 0.30505183, 0.29214156, -0.21410535, -0.21166423, -0.16437815, -0.19172792) * g_0; + result += mat4(-0.008804151, -0.07085123, 0.013577994, -0.05192605, -0.08981402, -0.14702585, -0.09145975, -0.14835288, -0.15882517, -0.14785844, -0.2381482, -0.22867912, 0.010898514, 0.031957507, 0.040597558, 0.078252345) * g_1; + result += mat4(-0.21658613, -0.1803885, -0.25954962, -0.20839214, -0.09597461, -0.09222647, -0.03909875, -0.03456191, -0.19723509, -0.16976605, -0.2041716, -0.1751425, 0.22901416, 0.24922715, 0.1800083, 0.23346905) * g_2; + result += mat4(0.110020064, 0.103858806, 0.052446555, 0.061105963, 0.032901537, 0.07140097, 0.11518793, 0.13860466, 0.13930707, 0.12712196, 0.19071707, 0.18399614, -0.08036458, -0.07349171, 0.021504594, 0.0024937368) * g_3; + result += mat4(0.059065036, 0.00698257, -0.099622436, -0.15676253, -0.10942482, -0.04869624, -0.13654554, -0.07341863, -0.014169851, -0.06390744, 0.016093008, -0.04540248, 0.29041344, 0.24451919, 0.26292154, 0.22136512) * g_4; + result += mat4(0.107946776, 0.097849295, 0.10266876, 0.09360328, 0.08931344, 0.08896482, 0.046495322, 0.044040844, -0.020361643, -0.030911373, 0.026598722, 0.019815676, -0.072677925, -0.042410247, 0.14127749, 0.13434973) * g_5; + result += mat4(-0.08809133, -0.03476601, 0.06420393, 0.14691353, 0.09296839, 0.06162562, 0.10992992, 0.0615685, 0.0168736, 0.06520281, 0.020010693, 0.046929173, -0.2219495, -0.21249783, -0.14622301, -0.14599061) * g_6; + result += mat4(-0.13251069, -0.08977477, -0.08930347, -0.045490693, -0.10980218, -0.09510885, -0.07299872, -0.064053826, 0.011365247, 0.014091111, -0.054976214, -0.056936122, 0.10148144, 0.07451642, -0.08138598, -0.10161657) * g_7; + result += mat4(-0.0075518745, -0.005738622, -0.007577811, -0.00032088626, 0.032614008, 0.04858922, 0.00054855715, 0.011565026, -0.022675224, -0.034442738, -0.03580643, -0.05069376, -0.0020376542, -0.01505518, 0.019388825, 0.03746554) * g_8; + result += mat4(-0.011413172, -0.016877454, -0.048923567, -0.055012885, -0.007709447, -0.016109072, -0.047132388, -0.07146396, 0.002604099, 0.00014681708, 0.03429465, 0.043265607, 0.029014807, 0.03337814, 0.07582056, 0.041660666) * g_9; + result += mat4(-0.020768544, -0.014378527, -0.01999972, -0.01385916, -0.012264676, -0.009959511, 0.0119015165, -0.016787319, 0.07266734, -0.0029914333, 0.08549183, 0.004367342, 0.008236065, 0.020370748, 0.0043428927, 0.007301017) * g_10; + result += mat4(0.011654731, 0.025318999, -0.0029306612, 0.007426217, -0.00010868774, -0.020845588, 0.041991003, 0.024147986, -0.030741083, -0.012328637, -0.06617428, -0.06103115, 0.010491518, -0.013338451, -0.04666634, -0.046481613) * g_11; + result += mat4(0.0268538, 0.043785956, -0.01799385, 0.008743307, -0.013197458, -0.015049436, -0.017189734, -0.0047999253, -0.00059730676, -0.0008936153, -0.016006093, -0.0073406673, 0.014875853, 0.011491735, 9.819833e-05, 0.0073417514) * g_12; + result += mat4(0.019930955, 0.027112626, 0.01307941, 0.005268897, -0.060213763, -0.050415818, -0.069006495, -0.051405095, 0.0036414433, -0.008606397, 0.037427194, -0.0018103109, -0.037434716, 0.010187546, -0.026227329, -0.0033639795) * g_13; + result += mat4(-0.03634798, 0.0007093891, -0.026819145, 0.009025687, -0.01750318, -0.020098133, -0.0063864207, -0.006606755, 0.0008565766, 0.028647956, -0.0024974607, 0.015250743, -0.048884176, -0.004310685, -0.0010757383, 0.00974984) * g_14; + result += mat4(-0.031253602, -0.031743724, -0.009083253, 0.0145388115, 0.02048611, 0.0058071036, -0.0038228377, 0.00049654936, 0.0059105973, 0.03437731, -0.025785418, 0.004187733, 0.009980489, -4.08268e-05, 0.009384428, 0.0019492983) * g_15; + result += mat4(0.012587245, -0.0032654977, 0.029739188, -0.009440694, -0.0018237908, -0.0080032, 0.010499013, 0.0012466761, 0.03461923, -0.0060207327, -0.008771263, -0.034545746, -0.015023473, -0.008901684, -0.011490296, -0.01976464) * g_16; + result += mat4(-0.009444331, 0.020809013, 0.009985801, 0.020350901, 0.013234775, 0.004382635, -0.0007761826, -0.005247294, 0.034115106, 0.05190378, 0.039124765, 0.050993033, -0.0898732, -0.030428126, -0.044204578, -0.052484997) * g_17; + result += mat4(-0.020434443, 0.053520404, 0.0007571144, 0.05895061, -0.018991265, -0.043982152, -0.004035192, -0.025452444, -0.012197152, -0.013770753, 0.0012919102, 0.003996682, 0.0056104586, 0.025686186, 0.05128293, 0.05105745) * g_18; + result += mat4(0.030201769, 0.052521482, 0.029641917, 0.05559941, 0.0018870027, 0.020112835, -0.0043867202, 0.035877172, 0.02961142, 0.02163634, -0.027972858, -0.040669747, 0.03393723, 0.013455979, 0.03313782, 0.01968004) * g_19; + result += mat4(0.034817442, 0.04045217, 0.054816365, 0.05092461, 0.06600807, 0.062576495, 0.09923777, 0.006663677, -0.039958935, -0.010009866, -0.041522443, -0.04959681, -0.020962957, 0.003845031, -0.04910384, -0.03233655) * g_20; + result += mat4(0.015433112, 0.028965838, -0.0055138534, 0.042267464, -0.012690953, -0.009424165, 0.017896382, 0.01186686, 0.07231686, -0.038834292, 0.07033086, -0.052548733, 0.15721905, 0.09334892, 0.07676042, 0.06701375) * g_21; + result += mat4(-0.09797534, -0.11201098, -0.0037222446, -0.008105951, -0.01152357, 0.012165641, -0.029051905, -0.021293389, -0.09600697, -0.028819272, -0.069084235, -0.035421908, 0.0054322914, 0.14168966, -0.0200274, 0.06505187) * g_22; + result += mat4(-0.05034882, -0.06622497, -0.062471002, -0.100628324, 0.018115615, 0.019867867, -0.018836644, 0.007562053, -0.06317378, -0.034458403, -0.047243826, -0.009989589, -0.08270121, -0.018645251, -0.05160367, -0.023690399) * g_23; + result += mat4(0.03897899, -0.10862529, -0.081805214, 0.1202324, -0.021866674, -0.00041882638, -0.018235246, 0.027227063, -0.0656312, -0.053432237, -0.0029235696, 0.03549672, -0.022848906, -0.057047505, 0.013400545, -0.0072439364) * g_24; + result += mat4(0.06879516, -0.018637763, 0.058062725, 0.041045032, 0.011702424, -0.13693465, 0.05674195, -0.11679955, -0.022940686, -0.03856922, -0.07531371, -0.09692582, -0.019870926, -0.032572743, 0.026138868, 0.037639033) * g_25; + result += mat4(-0.015270301, 0.06478719, 0.011016518, -0.04533957, 0.00688319, 0.024815995, 0.10159924, -0.08467507, 0.11939162, -0.01939453, -0.0058689644, -0.077881604, 0.118726775, 0.14489114, -0.10831982, -0.07972515) * g_26; + result += mat4(-0.16734359, 0.10685446, -0.102714166, -0.010225307, 0.07306756, 0.07014447, 0.040464073, 0.04688462, -0.05489714, -0.01525318, 0.14690581, 0.17514132, -0.03250648, -0.03688211, 0.05047889, 0.03078089) * g_27; + result += vec4(0.06614842, 0.045779686, 0.032838725, 0.017085627); + return result; +} +//!DESC Anime4K-v3.2-Upscale-Denoise-CNN-x2-(VL)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!BIND conv2d_last_tf1 +//!BIND conv2d_last_tf2 +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size); + ivec2 i1 = ivec2(f1 * vec2(2.0)); + float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x]; + vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size); + ivec2 i2 = ivec2(f2 * vec2(2.0)); + float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x]; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_AA_Upscale_x2_US.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_AA_Upscale_x2_US.glsl new file mode 100644 index 0000000..ab5e6dd --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_AA_Upscale_x2_US.glsl @@ -0,0 +1,112 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.10005958, 0.30363804, -0.24045889, -0.003466652, 0.25860623, 0.47408342, -0.58965975, 0.058167808, 0.17228158, 0.43657768, -0.3982826, -0.022539442, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.23593923, 0.4692322, 0.04355681, 0.009586428, -0.37485301, 0.5885971, 0.3236714, -0.08301241, -0.3188667, 0.5608897, 0.3396368, 0.059106056, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.15485556, -0.11745722, 0.042440087, 0.5313071, -0.24682014, 0.00033858762, -0.08202063, 0.84100145, -0.15803772, -0.11368423, -0.09765383, 0.6991758, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.21323937, 0.07442176, -0.10949712, -0.05313448, 0.44871446, 0.16815953, 0.07202329, -0.05763504, 0.12998791, 0.06934043, 0.044557367, -0.00978054, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.40295616, -0.7156766, 0.7321813, -0.54544497, 0.44781828, -1.1244348, 0.7786728, -0.91297877, 0.52567977, -0.81486106, 0.56867415, -0.68681335, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.020084642, -0.072761856, -0.13040084, 0.063976064, 0.18822637, -0.096821584, -0.06842927, 0.18078656, 0.05295053, -0.18540566, -0.1239999, 0.0156137515, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.6254935, 0.0074730455, 0.21930416, 0.028796878, -0.82789946, 0.051125027, 0.25597844, 0.049207535, -0.68400925, -0.015768895, 0.233402, 0.021760475, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.21823564, -0.15992375, -0.14845636, -0.031485636, 0.13821888, -0.27466524, -0.094343, -0.07067512, 0.20875643, -0.20346795, -0.12910774, -0.052383807, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.001368614, 0.17603171, -0.36661625, -0.0043979343, 0.1381601, 0.27952382, -0.6743216, 0.0067374213, -0.023204552, 0.21662682, -0.3795221, -0.025739884, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.025272772, 0.014345055, -0.009859513, 0.000597734); + return result; +} +//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08796357, 0.028130328, 0.073414765, -0.029320398, -0.07826724, 0.012752971, 0.06304871, 0.082551956, -0.052348416, 0.010077275, 0.0803755, 0.16395038, -0.08238233, -0.0012038432, -0.1297045, -0.1087021) * go_0(-1.0, -1.0); + result += mat4(0.044162463, -0.019727755, -0.05845153, -0.23984948, 0.08363732, -0.06774037, 0.0234879, 0.02139741, 0.0028723166, -0.07549135, 0.0744662, 0.109019615, 0.03763121, -0.060664024, -0.03823593, -0.015655363) * go_0(-1.0, 0.0); + result += mat4(-0.026882887, 0.124355234, -0.005225512, 0.053853527, -0.004761375, 0.07739831, 0.007993726, -0.024238527, -0.035357814, 0.022114292, -0.026158875, 0.047122046, -0.021067293, 0.041959677, 0.008588816, -0.006613815) * go_0(-1.0, 1.0); + result += mat4(-0.037601672, 0.010898833, 0.05053419, -0.0118405875, 0.052177202, 0.013291429, -0.20246609, -0.07192325, -0.05164381, -0.011278074, -0.12394048, -0.037769064, 0.24392918, 0.03289724, 0.018663784, 0.04071627) * go_0(0.0, -1.0); + result += mat4(-0.17768572, -0.003431817, 0.024597375, -0.067222916, -0.15119793, -0.049984362, 0.0588867, 0.20031504, -0.028296817, -0.17337173, 0.02136566, 0.07842319, -0.10203611, 0.02128208, 0.20057699, 0.026265312) * go_0(0.0, 0.0); + result += mat4(-0.018206367, -0.36731398, -0.07842714, -0.08946319, 0.05601789, -0.13398123, -0.09766525, 0.0051633804, -0.004821273, -0.060362365, -0.08751827, -0.01924666, -0.01642196, -0.084792316, -0.021546558, -0.01531331) * go_0(0.0, 1.0); + result += mat4(-0.003315341, 0.003464535, 0.023609636, -0.029517155, 0.023121882, -0.033598952, 0.032658506, 0.072380014, 0.038630765, -0.020992903, -0.09003304, 0.048244834, 0.17752261, -0.023978172, 0.7178278, 0.09461632) * go_0(1.0, -1.0); + result += mat4(0.010277829, -0.0462686, -0.024897251, -0.02214524, 0.1262903, -0.15583614, -0.50100106, -0.04074772, 0.0612536, -0.17066137, -0.15715116, -0.020877155, -0.062031068, 0.4314311, -0.008700501, -0.030722365) * go_0(1.0, 0.0); + result += mat4(-0.12062004, 0.055291675, 0.041176047, -0.034254536, -0.04062085, 0.14750236, 0.100433215, 0.024384778, -0.02506444, -0.0012329774, 0.06715311, 0.013158619, -0.07343181, 0.08929479, 0.015891392, 0.0014893904) * go_0(1.0, 1.0); + result += mat4(-0.00028356185, 0.008408778, 0.046833538, -0.110735945, 0.050230157, -0.023995856, -0.06471944, -0.12666705, 0.121487044, -0.040447604, -0.13425831, -0.035763647, 0.06327994, 0.04542948, 0.12984566, 0.041735172) * go_1(-1.0, -1.0); + result += mat4(-0.09654193, 0.055733874, 0.14149562, 0.20103204, -0.04256184, 0.041129943, -0.0997907, 0.030775042, 0.017492702, 0.053436417, -0.13472094, -0.037674613, -0.09461306, 0.07363193, 0.025130237, -0.020962669) * go_1(-1.0, 0.0); + result += mat4(0.003966979, -0.077911004, -0.025530541, -0.08657802, 0.047928706, -0.12820454, -0.034780253, 0.070523396, 0.0991259, -0.07432318, -0.035848588, 0.026542934, -0.005886989, -0.048655648, 0.014799456, -0.033676937) * go_1(-1.0, 1.0); + result += mat4(0.0040423325, 0.011639387, 0.014709128, -0.100935176, -0.03094238, -0.0058094636, 0.1256023, 0.086693585, -0.00840243, -0.02635784, -0.2395783, 0.0055595445, -0.104565054, 0.05285065, 0.092289336, 0.12696597) * go_1(0.0, -1.0); + result += mat4(-0.097862415, 0.035469674, -0.12026435, -0.25865972, 0.12508512, -0.00648921, -0.1848096, -0.24143967, -0.009432349, -0.035211377, -0.05589267, -0.11565712, 0.015937572, 0.02717122, -0.09954979, -0.081140056) * go_1(0.0, 0.0); + result += mat4(-0.09073428, 0.31426015, 0.087145604, -0.00073830306, 0.013578701, 0.032616604, 0.038264107, 0.07236385, -0.012257218, 0.040580798, 0.08520396, 0.004167174, 0.02280993, 0.113494344, 0.027510444, 0.029490784) * go_1(0.0, 1.0); + result += mat4(-0.02391937, 0.0039571812, -0.026116686, -0.025334306, 0.06904104, 0.011511556, -0.14147542, 0.01224604, 0.03788813, -0.041387778, -0.1523622, 0.03650455, 0.04693732, 0.03091366, 0.2839756, 0.1779714) * go_1(1.0, -1.0); + result += mat4(-0.026292996, 0.020397607, 0.09354275, 0.00044126343, -0.047845, 0.11368384, 0.18426466, 0.12002076, -0.034070846, 0.042704806, -0.041553736, 0.04446022, -0.006331844, 0.16227855, 0.07832003, -0.07068554) * go_1(1.0, 0.0); + result += mat4(-0.026658786, -0.0079359505, -0.04125044, -0.10622727, 0.06254047, -0.36537018, -0.10755624, 0.011665703, 0.025558028, -0.087151, -0.06987865, 0.00023839885, 0.03247968, -0.053188834, -0.004876301, -0.06005079) * go_1(1.0, 1.0); + result += vec4(-0.012601902, -0.0121468, -0.027073797, -0.0223602); + return result; +} +//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Conv-4x3x3x4 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_last_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.00055252935, 0.0011350953, -0.0016148019, 0.0014946404, -0.30635214, -0.017596753, -0.0036547943, 0.016236471, 0.005174489, 0.0030302007, 0.00019672248, 0.0006430973, 0.0007490077, -0.0031795658, -6.158733e-05, 0.0006820584) * go_0(-1.0, -1.0); + result += mat4(0.15602079, 0.011071071, -0.0027609533, -0.0034318874, -0.0039016667, 0.016504101, -0.27816474, -0.008282344, 0.19063498, 0.012465078, 0.010091085, -0.004841106, -0.11758087, -0.012808949, 0.0067606894, 0.005216566) * go_0(-1.0, 0.0); + result += mat4(0.013258877, -0.014989483, 0.22402754, 0.013204027, 0.00016207264, -0.00042593342, -0.00333761, -0.0012207513, 0.0033727325, -0.007841196, 0.16044731, 0.00594871, -0.0028581345, 0.012616562, -0.15928285, -0.011812331) * go_0(-1.0, 1.0); + result += mat4(-0.0048872055, -0.0011780986, -0.0029523429, 0.00082424335, -0.0024385185, -0.26525813, 0.013532772, -0.0008381766, 0.0024996721, 0.0022899017, -0.0017697349, -0.0010618394, 0.0024938583, 0.005421073, 0.0028740794, -0.007808829) * go_0(0.0, -1.0); + result += mat4(-0.08293415, 0.2659366, -0.010839574, 0.023423964, 0.01725351, -0.009252893, -0.011632222, -0.308242, 0.0001496815, 0.16104282, -0.0069378703, 0.00842848, 0.085917845, -0.18407243, -0.006601597, -0.027134055) * go_0(0.0, 0.0); + result += mat4(-0.033873428, -0.011743531, -0.230377, 0.116242796, -0.0018527015, -0.00853698, 0.0059901997, -0.006155517, -0.009841329, 0.006163952, 0.014816026, 0.18667653, 0.016977048, -0.0017093032, 0.19695279, -0.061764043) * go_0(0.0, 1.0); + result += mat4(-0.0003514533, -0.0069080726, 0.0052108583, -0.0016346197, -0.0016860099, 0.006002445, -0.0022835485, -0.0028219873, 0.0005367275, 0.0005437954, 0.00059865275, -0.00014915364, -0.0032214937, -0.00052043283, -0.0031621973, 0.0055843857) * go_0(1.0, -1.0); + result += mat4(-0.006905302, -0.20389622, 0.01891904, -0.018114902, 0.00724176, 0.011335843, -0.0028616642, 0.016452003, -0.00013852821, -0.00039706306, 0.0011838446, 0.0028873065, 0.012857878, 0.16889338, -0.014114007, 0.009388666) * go_0(1.0, 0.0); + result += mat4(0.0040798862, 0.002933288, -0.016012201, -0.14650294, -0.0017411204, 0.0017980475, 0.00056705566, -0.0003218331, -0.0014291195, -0.0062614805, 0.00082543516, -0.00397049, -0.004496662, 0.0008032309, 0.0049529593, 0.117166765) * go_0(1.0, 1.0); + result += vec4(-3.1127936e-05, 3.3726166e-05, 4.8580805e-05, -9.541029e-06); + return result; +} +//!DESC Anime4K-v4.0-3D-AA-Upscale-CNN-x2-(US)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + float c1 = c0; + float c2 = c1; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_Upscale_x2_US.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_Upscale_x2_US.glsl new file mode 100644 index 0000000..ff318b8 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_3DGraphics_Upscale_x2_US.glsl @@ -0,0 +1,112 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.020295616, 0.26657984, -0.28531083, 0.041052748, 0.11729335, 0.4042445, -0.5860672, 0.098661005, 0.07756054, 0.32493782, -0.38677853, 0.029859459, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.28257942, 0.46859467, 0.07703674, -0.05280326, -0.46674755, 0.6592401, 0.28513643, -0.059969574, -0.37685588, 0.54568315, 0.1845521, -0.002367634, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.14898707, -0.088150576, -0.09723321, 0.48359355, -0.27636692, -0.09316871, -0.15453896, 0.68637407, -0.19012338, -0.13310172, -0.13367014, 0.61284137, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.36225644, 0.14732021, -0.17000826, -0.039856624, 0.50175637, 0.11733988, -0.080232985, -0.059622094, 0.3199943, 0.14199091, -0.08377198, -0.058804136, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.42444956, -0.7508643, 0.77660984, -0.5920436, 0.6205736, -1.1258985, 0.91925675, -0.854362, 0.5576168, -0.84702957, 0.6147012, -0.7004013, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.047896724, -0.018435799, -0.07901341, 0.14234425, 0.12161554, -0.03132901, -0.049536135, 0.16390118, 0.054683182, -0.054823015, -0.019946543, 0.058345634, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.60845935, -0.0062592463, 0.17769416, 0.00643066, -0.8315386, 0.010405371, 0.227901, 0.054893702, -0.63039875, -0.02128892, 0.20843753, 0.054094747, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.24499738, -0.11924165, -0.16513842, -0.012650152, 0.21676576, -0.14322694, -0.08526706, -0.0122355, 0.26050088, -0.115822464, -0.11147918, -0.018665116, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.06054074, 0.094478205, -0.23038268, 0.008782032, -0.028404612, 0.22320247, -0.4821615, -0.0055871494, -0.047503285, 0.15098651, -0.26161456, 0.029869653, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0033260486, 0.0027453774, 0.002706769, -0.0022023292); + return result; +} +//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.26565167, 0.03297807, 0.08926044, 0.029984077, -0.20809028, 0.00351991, 0.15452495, 0.09963063, -0.13773972, 0.01029457, 0.045066427, 0.1247363, -0.12714206, 0.010659472, -0.06463583, -0.0154152885) * go_0(-1.0, -1.0); + result += mat4(0.0030874603, -0.04652791, -0.23016497, -0.46789864, 0.16454394, -0.12389561, -0.026154622, -0.008619661, -0.10648254, -0.10581639, 0.038306713, -0.038339432, 0.09716571, -0.037978917, -0.075691506, -0.0712344) * go_0(-1.0, 0.0); + result += mat4(-0.22059305, 0.18160829, 0.027175324, -0.09482166, -0.07888123, 0.12431242, 0.02432025, -0.121108614, -0.0720631, -0.0138989305, -0.02100737, -0.027440425, -0.06610268, 0.115165174, 0.02048676, -0.0409675) * go_0(-1.0, 1.0); + result += mat4(-0.043652806, 0.0134993605, 0.0030924282, -0.03314738, 0.27716368, 0.05542831, -0.28217152, -0.017624432, -0.11218036, 0.009025405, -0.13453043, -0.05897923, 0.32378325, -0.0070016393, -0.04415195, 0.10701437) * go_0(0.0, -1.0); + result += mat4(-0.23568924, 0.028462708, 0.11686719, 0.025355088, -0.088295944, 0.033592343, 0.22703041, 0.45683298, -0.0860751, -0.17487867, -0.048110463, 0.0030137985, -0.031168368, 0.075628504, 0.24791549, 0.13066974) * go_0(0.0, 0.0); + result += mat4(0.04647855, -0.42392284, -0.19600202, -0.07964123, 0.059082046, -0.16060755, -0.12607971, 0.011384242, 0.021775302, -0.10103477, -0.09646511, -0.0333935, 0.017039102, -0.14098461, -0.0981411, -0.0023695084) * go_0(0.0, 1.0); + result += mat4(-0.016526148, -0.0006880693, 0.030872462, -0.018204063, -0.025757499, -0.01037187, 0.21834393, 0.09965417, -0.057800297, -0.029975737, -0.00684766, 0.05800057, 0.1683585, -0.057496388, 0.7087625, 0.2665085) * go_0(1.0, -1.0); + result += mat4(0.059480842, -0.05298332, -0.06537449, -0.06439374, 0.09735456, -0.19591855, -0.42987427, -0.012228564, 0.03898561, -0.22284365, -0.24668825, -0.06651606, -0.087776355, 0.3200755, -0.050433923, -0.100411855) * go_0(1.0, 0.0); + result += mat4(-0.053572096, 0.16021295, 0.071161, -0.06335539, 0.015909042, 0.20072727, 0.08304887, 0.05335472, -0.03467755, -0.02854195, 0.044690188, 0.0045897495, -0.02924389, 0.16038977, 0.06578487, 0.027916174) * go_0(1.0, 1.0); + result += mat4(0.11840388, -0.011793132, -0.004042257, -0.116042845, 0.17388786, -0.031351876, -0.1152781, -0.13333467, 0.2354002, -0.045496088, -0.16311322, -0.06960798, 0.11317423, 0.005508318, 0.15634489, 0.061211936) * go_1(-1.0, -1.0); + result += mat4(0.009622364, 0.03682801, 0.20317583, 0.41673073, 0.00662247, 0.11070694, -0.020392824, 0.13875432, 0.036129113, 0.073727116, -0.114370294, 0.042431634, -0.0446233, 0.0734258, 0.09814352, 0.09335129) * go_1(-1.0, 0.0); + result += mat4(0.057668976, -0.21368256, -0.029979514, 0.039450984, 0.16685131, -0.15085255, -0.042412136, 0.15757313, 0.110782996, -0.07277766, -0.035268076, 0.06094599, 0.088834405, -0.07145625, 0.0009840949, 0.04932651) * go_1(-1.0, 1.0); + result += mat4(-0.00010679438, 0.0036139274, -0.001123274, -0.10001404, -0.035231482, -0.008196208, 0.24442215, 0.13503289, -0.082656465, -0.061868448, -0.34716147, -0.22398905, -0.00626325, 0.063109376, 0.10340223, 0.030913284) * go_1(0.0, -1.0); + result += mat4(-0.11526892, -0.01739956, -0.1781953, -0.27035302, 0.13689406, -0.04320452, -0.19705579, -0.16808036, -0.20343314, -0.13549826, -0.08057608, -0.16109829, 0.16905797, 0.00077912246, -0.14143418, 2.5004636e-05) * go_1(0.0, 0.0); + result += mat4(-0.110721245, 0.33579257, 0.14410733, -0.06675498, 0.002022071, 0.18419205, 0.09936456, 0.07311257, 0.0064584822, -0.031634383, 0.095907465, 0.031282485, 0.0051860735, 0.25176755, 0.089756206, 0.052209254) * go_1(0.0, 1.0); + result += mat4(-0.06346731, 0.009824449, -0.02733463, -0.06341941, 0.17385058, 0.0067438814, -0.15083039, -0.09102664, 0.065680414, -0.06668183, -0.18805085, -0.02785943, 0.06386912, 0.09340653, 0.0032584765, 0.060902752) * go_1(1.0, -1.0); + result += mat4(-0.061221372, -0.0020573896, 0.063335806, 0.046898697, -0.030530764, 0.27301106, 0.23682626, 0.14863367, -0.034555666, 0.024279105, -0.176423, 0.018163674, -0.00015057978, 0.1575829, 0.25034854, 0.054726984) * go_1(1.0, 0.0); + result += mat4(-0.03807849, -0.0440673, 0.038429137, -0.029738983, 0.035449427, -0.44138825, -0.16462126, -0.015045709, 0.010627751, -0.12178318, -0.07076098, -0.059846148, 0.0009871369, -0.07265447, -0.01998304, -0.018729536) * go_1(1.0, 1.0); + result += vec4(-0.0016514715, -0.0038319482, -0.0073834592, -0.0059920377); + return result; +} +//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Conv-4x3x3x4 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_last_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.010651157, 0.0018537974, 0.0051580826, 0.0020901994, -0.41468114, -0.08517094, -0.04803197, 0.008413933, 0.014026587, 0.012820705, 0.01553548, 0.01283508, -0.040812977, -0.015933262, -0.01949977, -0.011502392) * go_0(-1.0, -1.0); + result += mat4(0.2278103, 0.06374709, 0.062103115, 0.02010158, -0.01932597, 0.01159983, -0.35690293, -0.062822886, 0.29807624, 0.036038283, 0.028565003, -0.025969796, -0.24225195, -0.06635989, -0.06890857, -0.010140013) * go_0(-1.0, 0.0); + result += mat4(-0.009164529, -0.0036277112, 0.19577485, 0.05511193, 0.025875263, 0.020616682, 0.02919653, 0.030669902, 0.00751339, -0.00551052, 0.2690018, 0.035395138, -0.013392302, -0.03666098, -0.23751089, -0.11222924) * go_0(-1.0, 1.0); + result += mat4(0.017815048, 0.011143683, -0.002918766, -0.0042153858, -0.01929562, -0.3405707, 0.039267153, 0.0041966257, 0.0026771557, 0.009982735, 0.00087975257, 0.003984122, 0.0062404936, -0.04230462, 0.001981855, -0.0145921325) * go_0(0.0, -1.0); + result += mat4(-0.02615864, 0.2872578, 0.08103852, 0.11812216, -0.031988684, -0.08532163, -0.094653316, -0.42660478, 0.00077043264, 0.284553, -0.015517693, 0.036667597, 0.14234932, -0.20201443, -0.017204845, -0.111502305) * go_0(0.0, 0.0); + result += mat4(-0.11529456, -0.09024149, -0.2545015, 0.08581955, -0.020051582, -0.031601675, -0.031320736, -0.051691536, -0.019313173, 0.028963564, 0.017521648, 0.3159018, 0.179573, 0.19400181, 0.382411, 0.076367974) * go_0(0.0, 1.0); + result += mat4(-0.016741822, -0.001993879, -0.01517403, -0.010949569, 0.01859244, 0.042316843, 0.00025326485, -0.007079785, 0.001070783, 0.000911405, -0.0024269924, -0.0014501393, -0.01206317, 0.007300575, -0.0062582446, -0.0016001783) * go_0(1.0, -1.0); + result += mat4(-0.06300321, -0.20786348, 0.019603852, 0.020122321, 0.022107193, 0.036766138, 0.013046632, 0.02677947, -0.0006842017, -0.044024136, 0.0109439045, 0.0040129004, 0.009831765, 0.15807834, -0.05166107, -0.014462446) * go_0(1.0, 0.0); + result += mat4(-0.023205867, -0.049788095, -0.08251341, -0.26488927, 0.0029636251, 0.021618038, -0.0057556895, 0.018444102, 0.0064643323, -0.027886944, 0.010029941, -0.041902024, -0.021232832, -0.0072857663, 0.02056806, 0.18491453) * go_0(1.0, 1.0); + result += vec4(-0.00016697648, -0.00015957489, 0.00017437353, -0.00019393339); + return result; +} +//!DESC Anime4K-v4.0-3D-Upscale-CNN-x2-(US)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + float c1 = c0; + float c2 = c1; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x2.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x2.glsl new file mode 100644 index 0000000..e736831 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x2.glsl @@ -0,0 +1,36 @@ +// This is free and unencumbered software released into the public domain. + +// Anyone is free to copy, modify, publish, use, compile, sell, or +// distribute this software, either in source code form or as a compiled +// binary, for any purpose, commercial or non-commercial, and by any +// means. + +// In jurisdictions that recognize copyright laws, the author or authors +// of this software dedicate any and all copyright interest in the +// software to the public domain. We make this dedication for the benefit +// of the public at large and to the detriment of our heirs and +// successors. We intend this dedication to be an overt act of +// relinquishment in perpetuity of all present and future rights to this +// software under copyright law. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +// EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF +// MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. +// IN NO EVENT SHALL THE AUTHORS BE LIABLE FOR ANY CLAIM, DAMAGES OR +// OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, +// ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR +// OTHER DEALINGS IN THE SOFTWARE. + +// For more information, please refer to + +//!DESC Anime4K-v4.0-AutoDownscalePre-x2 +//!HOOK MAIN +//!BIND HOOKED +//!BIND NATIVE +//!WHEN OUTPUT.w NATIVE.w / 2.0 < OUTPUT.h NATIVE.h / 2.0 < * OUTPUT.w NATIVE.w / 1.2 > OUTPUT.h NATIVE.h / 1.2 > * * +//!WIDTH OUTPUT.w +//!HEIGHT OUTPUT.h + +vec4 hook() { + return HOOKED_tex(HOOKED_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x4.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x4.glsl new file mode 100644 index 0000000..572510b --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_AutoDownscalePre_x4.glsl @@ -0,0 +1,36 @@ +// This is free and unencumbered software released into the public domain. + +// Anyone is free to copy, modify, publish, use, compile, sell, or +// distribute this software, either in source code form or as a compiled +// binary, for any purpose, commercial or non-commercial, and by any +// means. + +// In jurisdictions that recognize copyright laws, the author or authors +// of this software dedicate any and all copyright interest in the +// software to the public domain. We make this dedication for the benefit +// of the public at large and to the detriment of our heirs and +// successors. We intend this dedication to be an overt act of +// relinquishment in perpetuity of all present and future rights to this +// software under copyright law. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +// EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF +// MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. +// IN NO EVENT SHALL THE AUTHORS BE LIABLE FOR ANY CLAIM, DAMAGES OR +// OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, +// ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR +// OTHER DEALINGS IN THE SOFTWARE. + +// For more information, please refer to + +//!DESC Anime4K-v3.2-AutoDownscalePre-x4 +//!HOOK MAIN +//!BIND HOOKED +//!BIND NATIVE +//!WHEN OUTPUT.w NATIVE.w / 4.0 < OUTPUT.h NATIVE.h / 4.0 < * OUTPUT.w NATIVE.w / 2.4 > OUTPUT.h NATIVE.h / 2.4 > * * +//!WIDTH OUTPUT.w 2 / +//!HEIGHT OUTPUT.h 2 / + +vec4 hook() { + return HOOKED_tex(HOOKED_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_L.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_L.glsl new file mode 100644 index 0000000..82283f1 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_L.glsl @@ -0,0 +1,461 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.01802505, -0.06508559, 0.0017542128, -0.25521114, -0.024155967, 0.07601142, 0.07508073, -0.69212615, 0.06438325, 0.07916419, -0.07266247, -0.17089996, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.18881685, 0.063188724, 0.08637344, -0.20066689, -0.22774473, -0.10913083, -0.048009537, -0.27475306, -0.15950447, -0.027433012, 0.030303264, 0.018863251, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.19171959, 0.028070524, -0.09780952, 0.057611514, 0.26147488, 0.07180017, 0.09667393, 0.008605127, 0.011190245, 0.040944707, -0.025871381, -0.011468774, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.08601777, 0.2180965, -0.052060187, -0.08091977, 0.3995336, 0.21213862, 0.105202965, 0.010929526, -0.080743685, -0.040439352, -0.07998862, 0.08096829, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.08608087, -0.10902571, 0.5245411, 0.53331816, -0.5507893, 0.6141555, 0.9744618, 0.89056116, 0.081408836, 0.28096125, 0.13647869, 0.026274862, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.13985278, -0.29691598, -0.26792645, -0.042485088, 0.27941233, -0.65306807, -0.360506, 0.03810829, 0.09663724, -0.26655033, 0.04372338, 0.063264176, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.18246013, -0.070464276, 0.04686214, 0.059332885, 0.16861221, 0.022623831, -0.09161491, 0.07130491, 0.15691474, 0.095743366, 0.059467375, -0.009469478, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.07830576, 0.17082681, -0.013175545, -0.035535168, 0.1573564, -0.16532823, -0.49614525, -0.050994795, 0.027053844, -0.20359018, 0.08111269, 0.018715343, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.060515754, 0.13169582, -0.15245132, -0.045724656, -0.50778043, -0.11690067, -0.08320143, 0.01093529, -0.1954136, 0.07388989, -0.1360143, -0.023233788, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.0054077627, -0.15644358, 0.06612042, 0.014728144); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.12039797, 0.04008252, 0.073074624, -0.11763173, 0.091902, -0.040129073, 0.009170759, -0.10760076, -0.032387916, 0.07807673, -6.477932e-05, 0.040181372, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.11585734, -0.0078019407, 0.063107856, 0.09835168, -0.029397847, 0.12520139, 0.078661725, -0.12675259, 0.05563671, -0.058422342, 0.01478436, -0.08239175, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.14991632, -0.0134848505, -0.38663143, -0.10859369, -0.012961176, -0.09099144, -0.19593886, -0.08396245, -0.02676463, -0.0066295485, 0.026225863, -0.014788537, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.20830092, -0.07655779, 0.04518565, 0.16015635, 0.5536684, 0.09759215, -0.101477005, -0.5042874, 0.35608026, -0.15335238, 0.0796228, -0.05107349, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.3968312, 0.091579735, -0.085623756, -0.16367513, -0.48967922, -0.08557767, 0.34444988, 1.0766053, -0.2158915, 0.22244956, -0.033804208, 0.25898156, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.026278365, 0.1678205, -0.38981274, 0.16932413, -0.0146527905, 0.65131354, -0.08886725, 0.07017853, 0.012986331, 0.029087646, -0.034898676, 0.040925268, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.07614263, 0.015624113, -0.054716587, -0.04951801, 0.016731577, -0.08749623, 0.07815944, -0.015630174, -0.08723511, 0.077201165, -0.12674089, -0.08418575, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.07938198, -0.4056014, 0.26949093, 0.067213245, -0.47538033, -0.7786735, -0.25821188, 0.029314762, -0.1799233, -0.31132734, 0.17210929, -0.018579468, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.06732179, 0.18373649, -0.00039802346, 0.006567155, 0.36993378, 0.20254396, 0.12314272, -0.07356931, 0.12402926, 0.122744165, -0.07482636, 0.011531308, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.001029383, 0.0058537456, 0.38202196, -0.028818231); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.29632062, 0.029882489, -0.14098296, -0.18291497, 0.2815667, -0.053558454, 0.10369031, -0.080831036, 0.06955536, -0.020830285, -0.2950748, -0.12086926, -0.023612294, -0.08531449, 0.0390424, 0.011767062) * go_0(-1.0, -1.0); + result += mat4(0.094862625, 0.10448947, -0.11741873, 0.18871774, 0.15733057, 0.029140847, 0.16012338, 0.24601823, -0.2918398, 0.09956984, 0.04739516, 0.24494317, -0.021442452, 0.014309354, -0.04935703, 0.13617574) * go_0(-1.0, 0.0); + result += mat4(0.1303212, -0.06284708, -0.23948738, -0.05782472, -0.024363542, -0.11251477, -0.07354371, -0.023819327, 0.13228065, 0.05485702, -0.068491034, 0.1938021, -0.046649717, -0.07752723, 0.031408865, 0.026424367) * go_0(-1.0, 1.0); + result += mat4(0.4484274, 0.10068111, -0.122855306, -0.0649749, 0.09444103, 0.119198084, -0.22159275, 0.08555494, -0.18764949, -0.16276829, 0.20377621, 0.13764401, -0.027324807, 0.1294057, 0.035147414, 0.010751216) * go_0(0.0, -1.0); + result += mat4(-0.23321865, -0.029401073, 0.064655, 0.28420436, 0.051707894, -0.27915454, 0.0037779005, -0.18335588, 0.2275033, -0.25828046, -0.005339017, -0.4358691, 0.30487007, -0.044198595, 0.08767978, -0.04610031) * go_0(0.0, 0.0); + result += mat4(-0.044556934, -0.06692216, -0.21124081, -0.1394273, -0.24693833, -0.11292927, -0.026020816, 0.08460799, -0.11183761, -0.020012703, 0.29486617, 0.3726646, -0.054298244, 0.0045891847, -0.23693855, -0.02848257) * go_0(0.0, 1.0); + result += mat4(0.04877764, -0.011964396, -0.08024895, -0.12175299, -0.015131821, -0.048996765, 0.10887477, -0.053192, 0.09514728, 0.00918332, -0.08621957, -0.04674572, -0.06000914, -0.060330987, 0.20702218, -0.015094036) * go_0(1.0, -1.0); + result += mat4(-0.1651207, -0.024862131, 0.37494823, 0.10404018, -0.2891288, -0.38082635, 0.3194514, -0.055852838, -0.073994, -0.1566444, 0.08473525, 0.15672058, -0.08205729, 0.33623922, 0.2524126, 0.022668727) * go_0(1.0, 0.0); + result += mat4(0.083043605, -0.2989435, -0.14887308, 0.008989406, 0.01214123, -0.29387334, 0.015363028, -0.027485376, 0.13046521, 0.12814927, -0.05615426, -0.08612421, -0.3833321, 0.30930206, 0.3397905, 0.095533006) * go_0(1.0, 1.0); + result += mat4(-0.24895187, 0.033672538, 0.024642626, 0.049984645, 0.09217451, 0.14135426, -0.36297384, 0.10239864, 0.14611131, -0.022452299, 0.009058074, -0.18909958, -0.0049156225, 0.10530887, -0.06942197, -0.06450979) * go_1(-1.0, -1.0); + result += mat4(0.14025575, 0.030043123, 0.07131405, -0.0675702, 0.17274232, 0.17896765, -0.4741036, 0.35670453, 0.03911085, 0.079387054, 0.04420335, -0.040182803, 0.078871965, 0.16641952, -0.101532914, -0.07683543) * go_1(-1.0, 0.0); + result += mat4(0.09527535, -0.014889733, 0.003928801, -0.0144131305, 0.16238941, -0.073573746, -0.18349837, 0.057071213, -0.056580186, -0.048254594, -0.02551881, 0.13056543, 0.15681924, 0.11329136, 0.026496707, -0.15252273) * go_1(-1.0, 1.0); + result += mat4(-0.20110673, -0.17727304, 0.16747122, -0.060028642, -0.03426759, 0.34928, -0.16542526, -0.03665969, -0.11838656, 0.050624777, -0.11309917, 0.17241085, 0.07320429, -0.19349192, 0.36426768, -0.09952723) * go_1(0.0, -1.0); + result += mat4(-0.44797856, 0.13166381, 0.19358242, -0.17328072, 0.277866, 0.2704677, -0.3897292, -0.09388379, -0.11871803, 0.059352446, 0.02593061, 0.1112078, -0.44574997, -0.20000082, -0.06038736, 0.11825317) * go_1(0.0, 0.0); + result += mat4(0.035831098, 0.03203473, 0.007270905, -0.2803515, -0.07803025, -0.044999845, 0.05503914, 0.02849373, -0.019534718, 0.109557584, -0.057618562, -0.22376212, 0.037630744, 0.07285683, -0.10327242, 0.15022281) * go_1(0.0, 1.0); + result += mat4(-0.22891119, -0.07055901, -0.06924297, 0.091851085, 0.079149276, 0.072282575, 0.1054971, -0.055115294, 0.15652373, -0.18508117, -0.044487055, -0.09513059, -0.007512581, 0.04595113, -0.16729085, -0.038352273) * go_1(1.0, -1.0); + result += mat4(-0.33190495, 0.024579005, 0.3356564, -0.24311046, -0.12634008, 0.08820384, -0.028739989, 0.0871991, -0.011547642, 0.07184339, 0.098442815, 0.13700496, -0.0665544, 0.18513693, 0.0956979, -0.15374076) * go_1(1.0, 0.0); + result += mat4(0.18756114, -0.21920492, 0.06407122, -0.24816798, -0.061943263, -0.054488074, -0.081633896, 0.0920547, -0.08880129, -0.18094197, 0.006789256, 0.094598, 0.17799775, -0.26764068, -0.02588948, 0.17095666) * go_1(1.0, 1.0); + result += mat4(-0.17086025, -0.035769157, -0.11523461, 0.20404252, -0.0398533, -0.19902702, 0.0072308285, -0.099984154, -0.1378846, -0.14236672, 0.40502122, 0.13498029, 0.057273205, -0.06250679, 0.035283897, 0.01703995) * go_2(-1.0, -1.0); + result += mat4(0.12786144, -0.23442458, -0.047862124, -0.12505807, -0.23584808, -0.064344, 0.07848756, 0.08764069, 0.34468293, -0.29927257, -0.18664125, -0.20938, 0.07196786, -0.0116679, 0.16299239, -0.076479614) * go_2(-1.0, 0.0); + result += mat4(0.08299449, -0.065809734, 0.12079292, -0.14469329, -0.0102624465, 0.04364353, 0.080220595, -0.025435027, 0.010015513, -0.03863331, 0.28750968, -0.07637218, 0.049731467, -0.062238537, 0.04295189, -0.028037619) * go_2(-1.0, 1.0); + result += mat4(-0.3443906, -0.04198392, -0.1612832, 0.2218389, -0.01519015, 0.093942635, -0.15996122, -0.00093763386, 0.024008257, 0.035953972, -0.15771267, -0.07148778, 0.044501238, -0.14950006, 0.087219894, -0.05831199) * go_2(0.0, -1.0); + result += mat4(0.22099696, 0.117263354, -0.09403858, -0.20318906, 0.18389364, 0.13026148, 0.08169665, -0.014347075, -0.16660765, 0.026503418, 0.058967166, 0.26847002, -0.39771244, 0.36704144, 0.18202503, 0.15385705) * go_2(0.0, 0.0); + result += mat4(-0.015089774, 0.120200686, 0.114723265, 0.12578037, 0.16593805, 0.040399004, 0.11654924, 0.0025250788, -0.2342627, 0.05865, -0.16680475, -0.06301523, 0.07027856, 0.18853764, 0.5213158, -0.3325365) * go_2(0.0, 1.0); + result += mat4(-0.046818264, 0.04336355, 0.020795586, 0.09917639, -0.028305013, -0.14843199, 0.16168857, -0.18567303, 0.010514865, 0.06331522, 0.064430796, 0.034681283, 0.041065965, 0.06522019, 0.055882502, -0.015027999) * go_2(1.0, -1.0); + result += mat4(0.18064371, -0.17903666, -0.24589087, 0.072444126, 0.13745096, -0.011904026, -0.19597653, 0.023044739, 0.01585197, -0.1759934, 0.2287553, -0.20533411, -0.2898527, 0.42946577, -0.07443011, 0.052736074) * go_2(1.0, 0.0); + result += mat4(0.043961097, 0.10761276, -0.0034299751, 0.10491056, 0.004527805, 0.077598244, 0.077725716, 0.030323742, -0.20945124, -0.2235839, 0.05397613, 0.2072019, 0.008769854, 0.30513015, -0.104206346, -0.20982127) * go_2(1.0, 1.0); + result += mat4(0.0858221, -0.013858144, 0.11189161, -0.005996965, 0.13058044, 0.23954146, -0.29756296, 0.1801562, -0.034966737, 0.16073282, -0.06920962, 0.16596314, -0.06746436, 0.18948093, -0.17374122, 0.035474796) * go_3(-1.0, -1.0); + result += mat4(-0.23172139, -0.062111232, 0.028210253, -0.022090558, 0.2854972, 0.015097004, -0.2057132, -0.19835956, 0.14960685, 0.09755452, -0.17077617, -0.10259408, -0.11695073, 0.071428165, 0.18146773, 0.22237262) * go_3(-1.0, 0.0); + result += mat4(-0.008571818, 0.2160462, 0.20442474, 0.008256999, -0.0054347264, -0.036963176, -0.023052184, -0.27406418, 0.0155730015, 0.13230084, 0.028925262, -0.22739749, -0.07608481, -0.059095357, -0.17677523, 0.020464322) * go_3(-1.0, 1.0); + result += mat4(0.09186881, 0.10612606, -0.29759738, 0.04590405, 0.042567376, 0.77174157, -0.3156031, 0.22815126, -0.0745266, -0.08352131, -0.03825007, -0.14752272, 0.14866033, -0.07303083, 0.01180863, 0.12170875) * go_3(0.0, -1.0); + result += mat4(-0.033268124, -0.08281718, 0.040441882, -0.05514993, 0.07650108, 0.5294327, -0.22229794, 0.049523506, 0.021545604, 0.03359928, 0.032059934, -0.0082821995, 0.036441952, -0.5097175, 0.38215104, 0.33496317) * go_3(0.0, 0.0); + result += mat4(-0.18900043, 0.3539563, 0.25134736, 0.21487151, 0.22043267, 0.13304482, -0.17353508, -0.15632114, -0.067851126, -0.08173108, 0.0035601144, 0.16791934, -0.07563204, -0.07128694, 0.10757592, 0.26915342) * go_3(0.0, 1.0); + result += mat4(0.1761959, 0.025833737, 0.09164757, -0.030622564, -0.22870748, 0.11929823, -0.24930833, 0.07446655, -0.17372188, -0.66051316, 0.15344264, 0.20571554, 0.0620721, 0.08122408, -0.0952373, 0.04144613) * go_3(1.0, -1.0); + result += mat4(-0.053072393, -0.15877937, -0.065579735, 0.09932804, 0.06803561, 0.11719737, -0.0639249, -0.14433555, 0.1210262, 0.057197437, -0.19896421, 0.2387559, 0.35206345, -0.36237878, -0.12187686, 0.24411117) * go_3(1.0, 0.0); + result += mat4(-0.44384086, -0.063816145, 0.14313193, 0.042119484, 0.13939157, 0.02742546, -0.010837158, -0.11953808, 0.083049394, 0.22100104, 0.12818006, -0.27883413, -0.22672728, 0.28484213, 0.053133663, -0.2364556) * go_3(1.0, 1.0); + result += vec4(-0.021096209, -0.016017085, 0.009604813, -0.023907887); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0028523596, -0.03346185, 0.30194005, 0.26316985, -0.108354695, 0.19872186, -0.14200853, 0.28833616, 0.009908957, 0.049258288, 0.18224198, -0.10260487, -0.011250263, -0.027236924, -0.03667901, 0.035038423) * go_0(-1.0, -1.0); + result += mat4(-0.10311966, -0.07219459, 0.13850203, -0.07606934, 0.16186213, 0.20828444, -0.113131486, 0.21757083, -0.14668499, -0.015719058, -0.24257174, 0.33343476, 0.042950086, 0.014013289, -0.095338345, -0.10305408) * go_0(-1.0, 0.0); + result += mat4(-0.054802764, -0.03977167, 0.058000274, 0.06520257, -0.06657145, 0.09240672, 0.18538313, -0.057592865, 0.11657067, 0.1435708, -0.10273095, -0.12743765, 0.031955425, -0.032504886, -0.043181136, -0.033146795) * go_0(-1.0, 1.0); + result += mat4(0.17017461, 0.023741657, 0.12772968, 0.054186005, -0.06654799, 0.13280976, -0.08608028, -0.18274061, -0.14409089, -0.07336282, -0.21611233, 0.3030394, -0.22331606, -0.04621103, 0.008330136, 0.13817237) * go_0(0.0, -1.0); + result += mat4(0.12490482, -0.15037048, -0.308773, 0.015911192, -0.23533738, -0.3296806, -0.16643348, -0.18637176, 0.3725922, 0.22720487, 0.101118185, -0.1130553, 0.14583476, 0.25240546, 0.07148758, -0.023047412) * go_0(0.0, 0.0); + result += mat4(-0.21086755, 0.10873368, 0.23762812, -0.12715688, 0.07081291, -0.13914634, 0.23084821, -0.027778924, -0.011987815, -0.27076182, -0.037216157, -0.028230239, -0.055693954, -0.1835301, -0.19994727, -0.05208119) * go_0(0.0, 1.0); + result += mat4(0.0063535348, -0.047104187, 0.16425404, -0.003719743, -0.048529398, -0.17317753, -0.048431315, 0.12659106, -0.10488035, 0.14231968, -0.042716738, -0.20889871, -0.17258343, -0.1703121, -0.08134935, -0.08982632) * go_0(1.0, -1.0); + result += mat4(-0.047956906, 0.02809404, -0.23035078, 0.017211597, 0.056016855, -0.16766964, 0.024528379, 0.15064329, -0.20351112, -0.16514936, -0.013601919, 0.056769293, -0.4962774, -0.315249, -0.11879433, 0.24711494) * go_0(1.0, 0.0); + result += mat4(0.11659998, 0.23360188, -0.037019785, 0.01478414, -0.0056206854, -0.058505666, 0.05248197, 0.048921894, 0.014286839, -0.05282425, 0.12870628, 0.12335835, -0.2298834, -0.34117943, 0.07997886, 0.026714392) * go_0(1.0, 1.0); + result += mat4(-0.061862264, -0.024006715, 0.1239327, -0.06400159, -0.1736359, -0.13043079, -0.047287256, 0.092979684, -0.052144498, 0.046599787, 0.03391796, 0.10504723, 0.12802011, 0.05123276, 0.15974, 0.052002482) * go_1(-1.0, -1.0); + result += mat4(0.22270438, -0.15555483, 0.10334453, -0.033303298, -0.13101499, 0.37030843, -0.6013731, 0.22835553, 0.17596579, -0.0012125646, 0.000731955, -0.03726906, -0.033959538, 0.10808315, 0.043731548, 0.12308547) * go_1(-1.0, 0.0); + result += mat4(-0.02969512, 0.029882276, -0.04630252, -0.029674841, 0.15309821, 0.35859957, -0.15453109, 0.12228518, -0.062312573, -0.030289005, 0.10737798, 0.01659783, -0.07855408, 0.090425, -0.07134876, 0.10678761) * go_1(-1.0, 1.0); + result += mat4(0.068100914, -0.16862309, 0.2094642, -0.02229975, -0.1045019, -0.043305863, 0.18030378, -0.085608065, -0.13514027, 0.11298315, -0.009570404, -0.03180812, 0.19233464, -0.058786966, -0.06211013, 0.1411384) * go_1(0.0, -1.0); + result += mat4(0.025985425, 0.08034115, 0.14352584, 0.039992746, -0.034363434, 0.27888498, -0.21407174, -0.15813926, -0.10999899, -0.15183197, -0.23127002, 0.10193841, 0.029217485, 0.069463246, 0.093416885, -0.17118438) * go_1(0.0, 0.0); + result += mat4(-0.34840858, 0.18985972, 0.1336286, 0.11525281, -0.12827359, -0.14426456, 0.13312757, -0.06653705, 0.050836112, 0.06430556, 0.14759327, 0.043341596, 0.17556888, -0.14065917, 0.046736937, -0.01075016) * go_1(0.0, 1.0); + result += mat4(0.13843128, -0.07928894, 0.09180436, -0.17497942, -0.0075141867, -0.13388832, 0.07851216, 0.16109377, 0.190535, -0.05877419, -0.010671232, 0.056779247, 0.005048462, 0.084110186, 0.053035934, -0.18244119) * go_1(1.0, -1.0); + result += mat4(0.2849969, -0.045472432, -0.007433944, 0.1180168, 0.060636494, 0.13299662, -0.14055575, 0.045158602, -0.08960926, 0.013875276, -0.01840017, -0.06518111, -0.062131494, 0.13034189, -0.086812675, -0.302895) * go_1(1.0, 0.0); + result += mat4(0.116545, 0.19018339, 0.015378095, 0.11349383, 0.097009905, 0.08176944, 0.033653412, -0.08137759, 0.03190533, 0.0014444767, -0.110253245, -0.075649016, -0.19349468, -0.22105742, -0.026897507, 0.11604942) * go_1(1.0, 1.0); + result += mat4(-0.1504224, -0.17498577, -0.111215115, -0.18127528, 0.01749777, 0.02000031, 0.10482995, 0.0281041, 0.14524435, 0.032341465, -0.1431526, 0.035199255, 0.07964384, 0.12253888, -0.04288506, 0.08354433) * go_2(-1.0, -1.0); + result += mat4(0.12756018, -0.09853538, -0.14765038, -0.14513035, -0.1674001, 0.041217312, 0.1293034, -0.14122911, 0.22340834, 0.026480576, 0.30324772, -0.14868121, -0.007565819, -0.118748344, 0.13285564, 0.00254272) * go_2(-1.0, 0.0); + result += mat4(0.049038395, -0.053402808, -0.20165808, -0.023086373, 0.11763773, -0.06335101, -0.033782937, 0.04164607, -0.18420623, -0.19549052, 0.046879902, 0.009774202, 0.01943834, 0.0056786705, -0.076153725, 0.02122122) * go_2(-1.0, 1.0); + result += mat4(-0.26325268, -0.031591017, -0.009897877, 0.1264021, 0.17001875, -0.0703141, 0.09623203, -0.3370359, 0.18430787, 0.27577603, 0.24643779, -0.0070356624, 0.14593714, -0.0370321, -0.09890827, -0.2308416) * go_2(0.0, -1.0); + result += mat4(-0.07015072, 0.096860155, 0.237449, 0.02297801, 0.055075265, 0.27420217, 0.020077437, 0.18272734, -0.33312458, 0.10344985, -0.2324171, 0.065973476, -0.20755117, -0.27599007, -0.5285744, -0.4155286) * go_2(0.0, 0.0); + result += mat4(0.07746828, -0.05007699, -0.0768586, 0.20854229, -0.03390625, 0.030966418, -0.019005757, -0.044068232, 0.107805826, 0.27990255, 0.20861949, -0.13380727, 0.11099171, -0.24434194, -0.44939178, 0.09977314) * go_2(0.0, 1.0); + result += mat4(-0.025078122, 0.1578438, -0.087854326, 0.20194288, 0.09858984, 0.05664248, 0.007542862, -0.08403176, 0.1984592, -0.18137619, 0.008725761, 0.1726853, -0.05140944, 0.011235891, -0.043068934, 0.0055390405) * go_2(1.0, -1.0); + result += mat4(0.11204605, 0.12672849, 0.21329713, 0.022434214, 0.18346484, 0.15253071, -0.07683229, -0.023870528, 0.15187134, 0.16080903, -0.20011483, -0.055256322, 0.2351501, -0.10940274, 0.3296904, -0.08561938) * go_2(1.0, 0.0); + result += mat4(-0.116775244, -0.034662195, 0.09385859, 0.015938438, 0.04321025, 0.07417467, -0.020254206, -0.021971289, 0.082221195, -0.17118677, -0.0803086, -0.04383127, -0.040375095, 0.19555633, -0.02246454, -0.039880734) * go_2(1.0, 1.0); + result += mat4(0.091371894, 0.07079164, -0.061235007, -0.074043915, -0.07527448, 0.20644194, -0.025892835, 0.288527, -0.0681896, -0.18799694, -0.02397431, -0.20931835, -0.23740639, -0.21364078, -0.066721395, 0.046312522) * go_3(-1.0, -1.0); + result += mat4(0.028192231, -0.076668344, -0.048378978, 0.08975191, 0.11627764, 0.1206538, 0.13604914, -0.32365093, -0.3457084, 0.038705852, -0.11968679, -0.03261415, -0.08069945, 0.06448551, -0.04925646, -0.112106614) * go_3(-1.0, 0.0); + result += mat4(0.02704155, -0.38007632, -0.12648691, 0.0065948786, -0.107972704, -0.07776103, -0.09248745, -0.034419768, 0.08890347, 0.005535876, -0.17764446, 0.01000324, 0.09786164, 0.0046856827, 0.071132, -0.07665281) * go_3(-1.0, 1.0); + result += mat4(0.084308736, 0.12159227, 0.09618809, -0.095442675, -0.19964129, 0.12708808, 0.13591234, -0.08824806, 0.13553478, 0.116799936, 0.2792844, 0.3961157, -0.21412137, 0.35075518, -0.4579121, 0.13404456) * go_3(0.0, -1.0); + result += mat4(0.14321525, -0.2190369, -0.0017736118, 0.04966717, -0.21058443, 0.03795149, 0.024490742, 0.16852312, 0.23549259, 0.098397486, 0.39796385, -0.17331013, 0.57935876, 0.14168213, 0.10026468, 0.12272344) * go_3(0.0, 0.0); + result += mat4(0.23204985, -0.13793765, -0.09148106, -0.24824184, 0.03669933, 0.40166143, -0.26450562, 0.1297136, -0.0033718192, -0.14882618, -0.027010696, 0.15510502, -0.13116877, 0.13243876, 0.29493085, -0.159246) * go_3(0.0, 1.0); + result += mat4(0.14412704, -0.043252222, 0.038036022, 0.21720204, 0.16157351, 0.25108346, 0.05750981, -0.11665398, 0.15858066, 0.13024889, -0.30726764, -0.017599456, -0.13654993, 0.16810633, -0.22028227, 0.054728623) * go_3(1.0, -1.0); + result += mat4(0.04761309, -0.1425047, 0.121673144, -0.0067104516, 0.13617267, 0.11343255, 0.14773287, -0.111807466, 0.29447448, 0.043634728, 0.040583152, -0.22446026, -0.17453341, -0.1746306, -0.27435815, 0.1823859) * go_3(1.0, 0.0); + result += mat4(0.0914674, -0.1296898, 0.081237026, -0.03182429, -0.082685776, 0.08469174, -0.014075701, 0.043630067, -0.02028655, 0.043165345, 0.14293486, 0.03086512, 0.16910627, 0.32537475, -0.022409504, -0.15651123) * go_3(1.0, 1.0); + result += vec4(-0.010434646, -0.007589305, 0.03614506, 0.017320616); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.13837793, -0.05485083, -0.11455316, -0.23340753, -0.0019060506, 0.014073009, -0.006939684, 0.013028122, 0.0070730825, 0.07576272, -0.046580516, -0.10440529, -0.14514132, 0.118322305, 0.15771718, -0.10368211) * go_0(-1.0, -1.0); + result += mat4(0.0033887655, 0.105515614, -0.022994144, 0.20720185, 0.014884114, 0.04068789, 0.14153919, -0.20556916, -0.106429465, 0.15578473, 0.17493904, 0.27673894, 0.068228535, -0.17600566, 0.117449455, 0.1464803) * go_0(-1.0, 0.0); + result += mat4(-0.13132714, 0.057890475, -0.15540479, -0.05904855, 0.10353088, -0.014439668, 0.10086415, -0.035871122, 0.15052663, -0.017041713, 0.039761867, -0.20937371, 0.034573525, -0.10553617, 0.054362305, -0.1131222) * go_0(-1.0, 1.0); + result += mat4(0.043574177, -0.12957309, 0.06257102, 0.059841774, 0.025344899, -0.08974694, -0.02106646, -0.083086155, 0.044729084, 0.07391884, 0.026620472, 0.029281206, 0.0439835, -0.040075477, 0.20127645, 0.08995277) * go_0(0.0, -1.0); + result += mat4(0.4999535, -0.16519144, -0.082569085, 0.08618579, 0.20361039, -0.16703975, 0.013153, 0.19670624, 0.2853662, -0.11533776, -0.109247334, 0.06345074, 0.0635587, 0.104548655, 0.31481677, 0.2264137) * go_0(0.0, 0.0); + result += mat4(0.029020509, 0.24992752, 0.5356852, 0.16753946, -0.057788625, 0.02481026, 0.2059601, 0.16616577, -0.078577444, 0.307072, -0.08813778, 0.09565001, 0.02336261, -0.1928066, -0.0876608, -0.15015014) * go_0(0.0, 1.0); + result += mat4(0.079325944, 0.062302455, -0.10960886, -0.0025239969, 0.02924214, 0.026142644, 0.0821952, 0.008034841, 0.121127814, 0.109858714, -0.053383715, 0.22161359, 0.03572371, 0.013655175, -0.27442926, 0.038870957) * go_0(1.0, -1.0); + result += mat4(-0.057337154, 0.03110442, 0.07781571, 0.17697155, 0.10287903, 0.10192227, -0.036485553, -0.07374302, 0.081604324, 0.1566476, 0.23592737, 0.09747013, -0.095862515, -0.1456753, 0.057745866, -0.17291927) * go_0(1.0, 0.0); + result += mat4(-0.070838295, 0.15307118, -0.16363588, 0.08716062, -0.012117197, 0.09717453, -0.057428412, 0.019387208, -0.011734471, 0.28442237, -0.0138647, 0.1619097, 0.046210334, -0.06327717, 0.035489302, -0.055681925) * go_0(1.0, 1.0); + result += mat4(0.03013589, -0.16602181, 0.00417107, -0.022452664, 0.03615902, 0.09972378, -0.043409757, -0.028448848, -0.055032104, 0.08841848, -0.12667881, -0.06865927, -0.020555131, -0.09292043, 0.03676055, 0.1469838) * go_1(-1.0, -1.0); + result += mat4(-0.03413294, 0.1853497, -0.21196875, -0.2122292, -0.046451584, 0.33640862, 0.11074589, 0.0038315703, -0.32845765, -0.018679257, -0.24653831, 0.15887207, 0.018353334, -0.32828686, 0.070055164, 0.22649562) * go_1(-1.0, 0.0); + result += mat4(-0.11916958, -0.11415976, 0.10442459, 0.026471134, 0.15098315, 0.030927312, 0.08758737, 0.04333666, -0.40113255, -0.22881064, -0.18026584, 0.010727328, 0.04185913, -0.033592816, 0.019705769, -0.09931264) * go_1(-1.0, 1.0); + result += mat4(-0.024548884, 0.070657834, 0.04315053, -0.09292352, -0.023722034, -0.06946775, -0.017095754, 0.14835307, -0.030104019, 0.13317905, 0.052319784, 0.18717423, 0.024163181, 0.04198584, 0.024550296, 0.09124823) * go_1(0.0, -1.0); + result += mat4(0.36571705, 0.28200173, -0.031241365, 0.32836193, 0.15685938, 0.14499408, -0.03710283, -0.105348445, 0.2111411, -0.14371765, 0.22234774, 0.12241296, 0.12288187, -0.29133305, -0.23992771, 0.102442585) * go_1(0.0, 0.0); + result += mat4(-0.30764952, -0.38244587, -0.021552043, 0.02371933, -0.043024007, -0.09969857, -0.08754052, -0.05584622, 0.32374346, 0.21340463, 0.110945925, -0.19904156, -0.1425847, -0.16605812, -0.14231746, -0.14958249) * go_1(0.0, 1.0); + result += mat4(0.07996341, 0.036993798, 0.013508032, 0.015037227, -0.05188829, -0.08953449, 0.024801137, 0.20462893, -0.013199976, -0.19138044, -0.056084607, 0.14518543, -0.029846137, 0.033994604, 0.006321045, -0.19919403) * go_1(1.0, -1.0); + result += mat4(0.09230355, 0.17356168, -0.057000663, -0.10861382, 0.038658872, 0.01218888, 0.19109936, 0.021123217, 0.042241503, 0.008514072, 0.031998653, 0.014464009, -0.036506813, 0.27310863, -0.052563597, -0.21396813) * go_1(1.0, 0.0); + result += mat4(-0.036255296, -0.11269877, -0.07659167, -0.09690911, -0.027218975, 0.105712906, 0.05750272, 0.14222133, 0.016676722, 0.0962918, 0.05514509, -0.023851087, -0.07117767, -0.020666543, -0.23072378, -0.043072045) * go_1(1.0, 1.0); + result += mat4(0.1542571, -0.13077767, -0.0881844, -0.00536349, 0.019526271, -0.1529528, -0.11660246, -0.1698449, 0.019345785, -0.039716557, 0.14421196, 0.08003151, 0.15334103, -0.16667187, 0.006088769, 0.13378714) * go_2(-1.0, -1.0); + result += mat4(-0.08746076, 0.060209457, 0.051582757, 0.02863364, 0.1454257, 0.42194176, 0.09892967, 0.26043537, -0.06934357, -0.1020657, 0.23833197, 0.15991127, 0.09294198, 0.017690487, 0.11748737, -0.2849694) * go_2(-1.0, 0.0); + result += mat4(0.12285264, 0.073884204, -0.027040116, 0.03438263, -0.060739577, 0.17927702, 0.16900496, 0.3545027, 0.1545223, -0.09951323, 0.42339948, 0.14226453, 0.10644413, 0.15645456, -0.03346077, -0.009488195) * go_2(-1.0, 1.0); + result += mat4(-0.080912456, 0.16929491, 0.027275667, -0.020797532, 0.05746718, -0.071174294, 0.3193612, 0.055932105, 0.031726856, -0.03390961, 0.13757136, -0.017296424, -0.041106436, 0.02487556, -0.29788992, -0.29300368) * go_2(0.0, -1.0); + result += mat4(-0.32740706, 0.4221705, 0.35447162, 0.13970987, 0.07307587, 0.65598255, 0.7267268, 0.35669217, -0.24410655, 0.30564576, -0.033510603, 0.20394838, -0.012135275, -0.12212605, 0.00741055, -0.12938774) * go_2(0.0, 0.0); + result += mat4(0.17577599, -0.075835876, -0.06821395, -0.19289997, 0.048764437, 0.11093425, 0.15844633, 0.21540429, -0.14261006, -0.12678951, -0.05380409, 0.21502183, -0.053737447, -0.23268248, 0.077271536, -0.11794149) * go_2(0.0, 1.0); + result += mat4(-0.06283879, -0.11581014, -0.0077474653, -0.051150266, 0.017263902, -0.12403667, 0.13689952, -0.13955206, -0.036969677, 0.04593233, 0.31484202, -0.021023672, 0.006109164, -0.022175733, 0.32699695, -0.26805824) * go_2(1.0, -1.0); + result += mat4(0.07529928, -0.020912366, -0.14532542, -0.13928838, 0.07875855, -0.18651104, 0.47042093, 0.342289, -0.06575549, -0.13776249, 0.21936299, 0.124723375, 0.05280059, -0.07600857, 0.0027616988, 0.11619774) * go_2(1.0, 0.0); + result += mat4(0.06760704, -0.11735106, 0.07262433, -0.040624633, 0.35947633, 0.29390943, 0.025136888, -0.12812558, 0.17102966, -0.15462054, 0.37353945, 0.030337518, -0.01959842, -0.07917661, 0.036980435, -0.008516924) * go_2(1.0, 1.0); + result += mat4(-0.07072042, 0.19770962, -0.039348952, 0.06489617, -0.03382829, -0.11054973, -0.035438936, 0.011020459, -0.050599303, -0.07308136, -0.029521624, 0.0694216, 0.021597218, 0.07275136, 0.1196986, -0.021191286) * go_3(-1.0, -1.0); + result += mat4(0.027155813, -0.024280313, -0.1322834, 0.219577, 0.013412778, 0.027934693, -0.10113296, 0.16649272, 0.029343246, 0.08333487, -0.09067474, -0.06318277, 0.016611677, 0.22737436, 0.11019619, -0.11105013) * go_3(-1.0, 0.0); + result += mat4(-0.10233781, 0.04936236, -0.12536384, 0.1270058, -0.07842266, 0.0018531404, 0.021235077, -0.13014361, -0.06192502, -0.07054751, -0.05475905, 0.053059015, 0.15269022, 0.11485296, -0.09188326, -0.13495958) * go_3(-1.0, 1.0); + result += mat4(-0.038748156, 0.17470013, 0.008070423, 0.47245374, 0.14041074, 0.0029743444, 0.09280988, -0.16300924, 0.025588343, 0.042092193, 0.021749513, -0.07912978, -0.08887605, -0.06223286, -0.017056612, 0.11412155) * go_3(0.0, -1.0); + result += mat4(-0.62907135, -0.054125126, -0.3091851, -0.2599738, 0.24917828, 0.36420155, 0.07772076, 0.039711658, -0.25157338, -0.023638945, -0.054642107, 0.25950512, -0.26855794, 0.16737756, -0.011335203, -0.383141) * go_3(0.0, 0.0); + result += mat4(0.019852921, 0.2599611, -0.17794183, 0.086149536, 0.27634904, 0.21865687, -0.047085866, -0.08818839, 0.013813605, 0.21364933, -0.22009525, -0.030338509, -0.1512191, 0.042633552, -0.17577383, 0.0662118) * go_3(0.0, 1.0); + result += mat4(-0.15513746, -0.07846239, -0.13220623, 0.106471166, 0.05573645, 0.16334842, -0.07945537, -0.19104981, -0.013032576, 0.08952008, 0.055789266, -0.035824023, -0.017594192, -0.04652965, -0.30483812, 0.054347165) * go_3(1.0, -1.0); + result += mat4(0.054959666, -0.055990525, 0.142193, 0.09890494, 0.047798425, 0.15105279, -0.16933344, -0.08214855, -0.11551477, 0.06605292, -0.20606443, -0.04266445, 0.01709317, -0.097884715, -0.21919689, 0.024738865) * go_3(1.0, 0.0); + result += mat4(0.009435747, -0.0011143036, 0.08239794, 0.06413721, -0.09412612, -0.07816752, 0.0070877066, -0.054295234, -0.02152047, -0.057394918, -0.02919309, 0.020081067, -0.03086805, -0.056924064, 0.026491363, 0.015115628) * go_3(1.0, 1.0); + result += vec4(0.0012513401, 0.026057906, 0.010539876, 0.009830541); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.057580933, 0.01911187, -0.008719538, -0.017969212, -0.24201718, -0.058988657, -0.0025294814, -0.011815471, -0.10723921, -0.19644037, 0.020027963, 0.035667516, 0.08559372, 0.27885816, 0.064953476, -0.05350714) * go_0(-1.0, -1.0); + result += mat4(0.045166798, -0.10751055, 0.053228382, 0.12519331, 0.25117958, 0.06537292, -0.15587787, -0.07206778, 0.06837826, -0.043205425, -0.12318706, -0.15438488, 0.03246428, 0.074852064, 0.062248066, -0.009753593) * go_0(-1.0, 0.0); + result += mat4(0.09432274, 0.011490796, -0.04061421, -0.16661306, 0.05983951, -0.020288106, 0.029864697, 0.013547436, 0.021477815, -0.07964464, 0.045970913, 0.16307391, -0.04462305, 0.046968628, 0.029862186, 0.11649774) * go_0(-1.0, 1.0); + result += mat4(-0.14416671, 0.12803924, -0.18187119, -0.15840115, -0.10262368, 0.043705128, -0.10072281, -0.06468493, -0.043781534, -0.015372785, -0.16681372, 0.05544772, 0.03745967, -0.30812827, 0.007939141, -0.14296778) * go_0(0.0, -1.0); + result += mat4(-0.10959357, -0.23731256, 0.17797269, 0.1566764, -0.04658083, -0.08226227, 0.065335095, 0.12799698, -0.04347693, 0.07439239, 0.124068074, -0.12433461, 0.39953944, -0.4547675, -0.15020098, 0.029323136) * go_0(0.0, 0.0); + result += mat4(0.008521254, -0.42012635, -0.103437595, -0.14140712, -0.13161388, -0.04296955, -0.03418078, -0.11619488, -0.113280736, -0.04337926, -0.15152383, -0.025833655, -0.037376937, 0.028724195, 0.035038933, 0.07584188) * go_0(0.0, 1.0); + result += mat4(-0.0015208189, 0.02739281, 0.07880385, -0.05264596, 0.0006570586, -0.053559244, -0.060818747, 0.0014127572, -0.12706065, -0.22151639, 0.0050813453, 0.03868026, 0.017800469, 0.08653453, 0.12580872, 0.10975057) * go_0(1.0, -1.0); + result += mat4(-0.016247116, 0.060199317, 0.08806292, -0.0053588278, -0.036467995, 0.14757904, 0.010754306, 0.060899615, -0.1110678, -0.050623085, -0.021320427, -0.1970179, 0.1138183, 0.02913883, 0.011708719, -0.0031000238) * go_0(1.0, 0.0); + result += mat4(-0.07490824, 0.26012638, 0.023562372, -0.04637545, 0.015996248, -0.02646302, 0.0035619289, 0.009863964, 0.004463742, -0.13282667, 0.04664953, -0.07782132, 0.026051573, -0.13182716, -0.03470513, 0.082064465) * go_0(1.0, 1.0); + result += mat4(-0.04953172, 0.055778302, -0.007956572, 0.06453463, -0.112365015, 0.031204617, -0.031123973, 0.13237885, -0.08588153, -0.15947914, 0.25160727, -0.0101198545, -0.09021632, 0.0047894586, -0.008986191, -0.11622616) * go_1(-1.0, -1.0); + result += mat4(-0.07868324, -0.03463213, 0.011006695, 0.0033356217, 0.032993857, -0.10459223, -0.11331984, -0.17686851, -0.13263261, -0.22213052, 0.10728409, -0.1332059, -0.0019830016, -0.062202223, -0.12468388, -0.102955) * go_1(-1.0, 0.0); + result += mat4(0.06774758, -0.019607622, -0.054707706, -0.032572657, -0.056999106, 0.0063034142, -0.0040720105, 0.04574635, 0.21903323, 0.13402393, -0.07107346, -0.08973124, 0.020255536, -0.021238161, -0.104306765, -0.009237116) * go_1(-1.0, 1.0); + result += mat4(0.10643413, -0.116414584, -0.097003944, -0.07626372, -0.28920346, 0.023803055, 0.07691808, 0.015008518, -0.1373578, 0.01935071, -0.07574301, 0.052712873, 0.09657614, -0.02497193, -0.0043158466, -0.09333523) * go_1(0.0, -1.0); + result += mat4(-0.25414145, -0.26243624, 0.12937985, -0.17944777, 0.3664257, -0.06487048, -0.10509681, -0.10630014, 0.075283855, 0.4662916, -0.0014712083, -0.29535007, -0.13022043, 0.25766194, 0.14769283, 0.10512634) * go_1(0.0, 0.0); + result += mat4(0.0689302, 0.022661772, -0.043984957, 0.13596754, -0.06885858, 0.059424106, 0.017230453, 0.08873089, 0.32940426, -0.12071059, -0.08323642, 0.23238598, -0.06291085, 0.09859973, -0.00700876, 0.12986307) * go_1(0.0, 1.0); + result += mat4(-0.060717613, 0.030503884, -0.06323549, 0.0059739, 0.08190414, 0.047006775, -0.0023143853, -0.027005509, -0.17168896, 0.20450558, 0.047933526, -0.03124133, 0.14688456, 0.044616744, -0.07474459, 0.13730273) * go_1(1.0, -1.0); + result += mat4(0.16486372, 0.13952915, 0.1093748, -0.031850196, -0.14090009, -0.120079, 0.023628023, -0.077027865, 0.09811187, -0.033171307, -0.03331771, -0.038893215, 0.011286584, -0.15111947, -0.017341943, 0.0015878569) * go_1(1.0, 0.0); + result += mat4(-0.09481133, 0.107053526, 0.047643233, 0.16805217, -0.0678524, -0.07519125, -0.02258995, -0.13705339, 0.16563395, -0.16972524, 0.04326224, 0.024816778, 0.010601283, -0.041156873, 0.062542215, 0.047571044) * go_1(1.0, 1.0); + result += mat4(0.12500185, -0.006936863, 0.024489427, 0.1740798, -0.036525737, -0.12511401, 0.07990025, 0.02839474, -0.12753619, -0.06010621, 0.08279232, -0.081194244, -0.09039855, -0.18112564, -0.26476932, -0.031485114) * go_2(-1.0, -1.0); + result += mat4(-0.100102335, 0.22857793, 0.14938287, -0.014803003, -0.17217094, -0.62685734, 0.095959224, 0.17851897, 0.06559054, 0.10896349, 0.0067452556, -0.07877991, 0.15820199, -0.19860643, -0.23554341, 0.108216554) * go_2(-1.0, 0.0); + result += mat4(-0.06440183, -0.086768515, 0.06501931, -0.013325654, 0.048092242, -0.2516782, -0.07378936, -0.5093634, -0.21180914, 0.028729467, 0.097722694, -0.10443471, 0.087278105, -0.13554108, -0.07925715, 0.025918096) * go_2(-1.0, 1.0); + result += mat4(0.101379745, -0.098901495, 0.088425554, 0.10312074, -0.06832467, -0.14247051, -0.06577163, 0.038505282, -0.058837283, -0.041290045, 0.024700344, -0.03952513, 0.050091445, 0.20111398, -0.12729187, 0.17162229) * go_2(0.0, -1.0); + result += mat4(-0.14357474, -0.52516335, -0.28848764, -0.25948864, -0.6469683, -0.25461218, -0.12740892, -0.23631012, -0.14096075, -0.28670883, 0.12026559, -0.17575467, 0.40593022, 0.09236864, 0.11895183, -0.21580887) * go_2(0.0, 0.0); + result += mat4(-0.027686533, -0.014736693, 0.11776454, 0.104835264, -0.1122669, -0.10067572, 0.054669123, -0.3256272, -0.1618158, 0.24705333, 0.07530265, -0.16693603, 0.11981224, -0.01764311, 0.035309367, 0.18991415) * go_2(0.0, 1.0); + result += mat4(0.075753845, 0.030512655, -0.033218108, -0.0020751022, -0.059813447, 0.13577273, -0.17669228, -0.015658198, -0.03524086, -0.027248759, 0.011696296, -0.13176118, 0.13976848, -0.11381985, -0.069327734, -0.04551793) * go_2(1.0, -1.0); + result += mat4(0.025345126, -0.017192554, -0.10062235, 0.19348828, -0.1404843, 0.19161314, -0.266943, -0.30460906, -0.25685784, 0.023311002, -0.21997964, -0.04452797, 0.039271735, -0.0077815196, 0.05758964, 0.08804478) * go_2(1.0, 0.0); + result += mat4(0.04886391, -0.017406208, -0.038027596, 0.012643386, 0.14007851, 0.0012767792, -0.115759425, 0.097489856, 0.17599659, -0.050711423, -0.084151536, -0.15770845, -0.08287477, 0.120081306, 0.015947923, -0.06668065) * go_2(1.0, 1.0); + result += mat4(-0.10980535, 0.12270783, 0.063907675, -0.07847296, 0.10355225, -0.31747913, -0.10403689, 0.005290646, 0.07667107, -0.10277437, -0.08069292, -0.02559804, -0.047999926, 0.29834297, -0.036717292, -0.05650061) * go_3(-1.0, -1.0); + result += mat4(-0.103821196, -0.009593053, 0.066295676, -0.38370672, -0.037927628, -0.2711836, 0.1377398, -0.08418159, -0.0737972, -0.039782777, 0.13933297, 0.04516865, -0.06268818, 0.337236, -0.121655226, -0.008400626) * go_3(-1.0, 0.0); + result += mat4(-0.15113829, 0.0017028727, -0.02523152, 0.020020628, 0.14301538, -0.20421621, -0.07266804, 0.04835691, -0.03385325, 0.06579219, -0.026479365, -0.037032843, 0.038153037, 0.014210751, -0.03542229, 0.0710242) * go_3(-1.0, 1.0); + result += mat4(0.0054667736, 0.01744876, 0.3065127, 0.049586684, 0.18856415, 0.2730343, -0.2333077, 0.0068653813, 0.3263104, 0.1581569, -0.067741506, -0.10893117, -0.23163976, 0.0029724934, 0.21427019, -0.05729933) * go_3(0.0, -1.0); + result += mat4(0.2783585, 0.17852917, -0.1389073, 0.1369532, -0.10491301, 0.3753245, -0.2739856, 0.18703647, -0.64889586, 0.06298504, -0.29364008, 0.17944366, 0.09733316, -0.21755181, 0.090409346, -0.022404745) * go_3(0.0, 0.0); + result += mat4(-0.08643692, 0.043516237, 0.07125337, -0.23520306, 0.042653214, 0.058355685, -0.13027787, -0.0015239809, 0.06168663, 0.04952333, 0.03217504, -0.094814256, 0.25104445, 0.06959146, -0.14522897, -0.034003105) * go_3(0.0, 1.0); + result += mat4(0.10193368, 0.109207876, 0.06922978, -0.035177775, 0.08234648, -0.24269609, 0.05216447, 0.07194904, 0.08424774, -0.023948545, 0.1292036, -0.16073976, -0.11004149, -0.14011864, 0.05699544, 0.08603814) * go_3(1.0, -1.0); + result += mat4(-0.159505, 0.011439578, 0.031358175, -0.074699186, 0.16425711, -0.29734048, 0.06415531, 0.09782104, -0.047154855, -0.053923853, 0.13791925, 0.01920221, 0.2510621, 0.011180524, -0.02389365, 0.22188987) * go_3(1.0, 0.0); + result += mat4(-0.052833233, -0.0011790307, 0.01832988, -0.087143995, 0.16383314, -0.018386772, 0.018473852, 0.022136362, 0.00095872144, 0.059976995, 0.00461632, 0.006194564, -0.05576084, 0.19239509, 0.07017777, -0.0542914) * go_3(1.0, 1.0); + result += vec4(-0.03782637, -0.0035752894, -0.010155095, -0.025359483); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_last_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.02066797, -0.013601862, -0.007048889, -0.010436224, -0.013475746, 0.017484829, 0.003569871, 0.010704422, -0.013622159, 0.0051929723, -0.01672668, -0.011980923, 0.03233822, -0.008870257, 0.024951939, 0.011703474) * go_0(-1.0, -1.0); + result += mat4(0.09294306, 0.0014346406, 0.08119577, -0.008968148, -0.003100696, 0.026659792, -0.012744048, 0.02888033, -0.032950055, 0.016204342, -0.017369213, 0.022491494, 0.049124617, -0.027378289, 0.02111168, -0.037705775) * go_0(-1.0, 0.0); + result += mat4(-0.008216952, -0.021160914, 0.040945128, -0.010472813, -0.005768232, 0.0016923469, -0.0061864546, 0.0007168136, -0.014967856, -0.0013775446, -0.03696006, -0.0011331941, 0.006405253, 0.0030893548, 0.052975312, -0.0077081146) * go_0(-1.0, 1.0); + result += mat4(0.1026977, 0.06607977, -0.025372373, -0.03354179, -0.034359697, -0.046674587, -0.012842571, 0.0041260347, 0.0189941, -0.029389031, 0.028211223, 0.010089593, -0.0057367194, 0.053311557, -0.037211698, 0.0035831304) * go_0(0.0, -1.0); + result += mat4(0.21819879, 0.24159485, 0.25479653, 0.22689046, -0.14693534, -0.101709016, -0.12968269, -0.11193918, -0.17564386, -0.09321151, -0.1088182, -0.098540194, 0.016255755, 0.11983511, 0.07260058, 0.11377339) * go_0(0.0, 0.0); + result += mat4(-0.0065045636, -0.014916138, 0.08657154, 0.08976987, -0.013105138, -0.014341284, -0.07822386, -0.05141758, -0.008127414, -0.023220202, -0.07729052, -0.05847569, -0.014462153, -0.008247349, -0.029479884, 0.053986717) * go_0(0.0, 1.0); + result += mat4(-0.05111642, 0.013267287, -0.010962933, -0.0062592067, 0.031603336, 0.017792836, 0.040512457, 0.021096494, 0.025952626, 0.03858803, 0.009819873, 0.014087486, -0.016874991, -0.021088999, 0.0048008533, -0.014261808) * go_0(1.0, -1.0); + result += mat4(-0.054689944, 0.019172559, -0.10202758, 0.01563535, 0.024953881, -0.042438734, 0.03068713, -0.019600231, 0.0026854384, -0.08990359, 0.038635172, -0.0014791996, -0.045267813, -0.06297795, -0.050205074, -0.036708377) * go_0(1.0, 0.0); + result += mat4(-0.009820029, -0.007953665, -0.0030171487, 0.025994476, 0.0055633057, 0.0023106632, -0.0011157666, -0.032652337, 0.02231576, 0.0150678335, -0.00035031908, -0.049004823, -0.0048957765, -0.007189859, -0.022652647, -0.039600767) * go_0(1.0, 1.0); + result += mat4(-0.025157524, 0.005564745, 0.0077270563, -0.007929144, 0.07835409, -0.03961485, 0.0042581395, -0.012796515, 0.018968092, 0.0065416014, -0.018439304, -0.031132344, -0.008802365, -0.019820224, -0.053818177, 0.019140625) * go_1(-1.0, -1.0); + result += mat4(0.024769353, -0.016378574, 0.11481205, -0.026075391, -0.028652724, -0.008835214, 0.06427986, -0.04859151, -0.014552956, -0.028410029, 0.111585446, 0.009804185, -0.042241797, 0.0019805022, 0.03361954, -0.017370641) * go_1(-1.0, 0.0); + result += mat4(0.034053475, 0.038674638, -0.04696516, -0.0045251776, -0.0039383816, -0.0021523088, -0.021408198, -0.0003014931, -0.023644248, 0.020932276, -0.108067356, 0.030942762, -0.026552102, -0.0056460355, 0.008178258, -0.0009253607) * go_1(-1.0, 1.0); + result += mat4(0.078304745, 0.011302627, -0.036976036, -0.013908656, -0.10690595, 0.016818136, 0.015758326, -0.016121918, -0.037873853, 0.00037048876, -0.009456388, -0.016097274, 0.057774395, 0.15647416, 0.00012419945, -0.085859895) * go_1(0.0, -1.0); + result += mat4(-0.2873381, -0.16951321, 0.14959157, 0.36375824, -0.16162755, 0.30172205, -0.28958184, 0.2487593, -0.10533105, 0.42946494, -0.20263031, 0.23740861, 0.023840647, -0.06442918, -0.29647085, -0.12943329) * go_1(0.0, 0.0); + result += mat4(0.0029997546, 0.023317888, -0.023340696, -0.09114311, -0.05119816, -0.08453361, -0.041490365, 0.006037165, 0.016185664, -0.08495001, 0.08690409, 0.10635855, -0.0121372985, -0.0061607, -0.03049874, 0.03893408) * go_1(0.0, 1.0); + result += mat4(-0.010922993, 0.03413124, -0.011615248, -0.016528865, 0.015621528, 0.08856427, 0.01220382, 0.0052098404, 0.04833281, 0.037831176, 0.026502393, 0.0107578635, 0.029293455, -0.0051649977, 0.007572071, 0.010101437) * go_1(1.0, -1.0); + result += mat4(0.0016892543, -0.086751014, -0.0041350387, -0.06005637, 0.041606825, -0.19200447, 0.028292444, -0.017876074, 0.0101423515, -0.08625792, 0.09077659, 0.024676733, -0.046471898, -0.021680003, 0.007921834, -0.079603985) * go_1(1.0, 0.0); + result += mat4(0.017057033, -0.008013634, -0.018102577, -0.01345755, 0.0620006, -0.025968201, 0.07138734, -0.09975251, -0.005465781, -0.011184834, -0.0651285, -0.079556055, -0.00055764546, -0.007492052, -0.029603545, -0.07078825) * go_1(1.0, 1.0); + result += mat4(-0.10589389, 0.021210285, -0.028930133, 0.016055413, -0.18338472, -0.051082015, 0.1020663, 0.014365114, 0.11688869, -0.039388333, 0.009866559, -0.03795289, 0.013310502, 0.023231732, 0.007659133, -0.0027602138) * go_2(-1.0, -1.0); + result += mat4(0.0025395593, 0.0073232944, -0.04352944, 0.019918712, 0.020041449, -0.073162615, 0.096950345, 0.021914015, -0.17350666, 0.12829295, 0.07900105, 0.03115375, -0.012729986, 0.025017815, -0.19016227, 0.03532046) * go_2(-1.0, 0.0); + result += mat4(-0.004561337, 0.018127436, -0.03147566, 0.014196702, 0.016791651, -0.0021540376, -0.021546744, -0.006671925, -0.008601794, 0.0384946, -0.16477007, 0.122372, -0.03592093, -0.016040638, 0.025269061, 0.023783052) * go_2(-1.0, 1.0); + result += mat4(0.17777547, -0.29313773, 0.15184408, -0.026345825, 0.046505112, -0.2121665, 0.08373203, 0.1717021, -0.028687157, -0.07293457, -0.062076677, 0.056581914, -0.19576493, -0.1566389, 0.11269683, 0.12300568) * go_2(0.0, -1.0); + result += mat4(-0.2722888, -0.23436427, -0.1575821, -0.48185775, 0.38314724, 0.34028763, -0.22216766, 0.007053101, 0.43936196, -0.106232345, 0.3447898, -0.23145236, 0.17801034, 0.107395455, -0.10301275, -0.37671486) * go_2(0.0, 0.0); + result += mat4(0.027849002, 0.005493108, -0.07151169, -0.037706394, -0.030193258, 0.010484296, 0.12785462, 0.013065869, -0.02244137, 0.07738321, 0.1428445, 0.113706514, -0.016278854, -0.042375315, -0.014864632, 0.009536567) * go_2(0.0, 1.0); + result += mat4(0.016663784, 0.05133444, -0.036621124, -0.008492059, 0.006291255, 0.11044035, -0.06309081, -0.069970004, -0.080658376, 0.09237095, -0.034645274, 0.008006193, 0.0027648888, -0.055031255, 0.03726407, 0.04109432) * go_2(1.0, -1.0); + result += mat4(0.020757113, -0.037167564, 0.10940448, 0.10017512, -0.0557746, 0.068767264, 0.004170172, -0.13714421, -0.03749213, 0.06711421, -0.106826246, 0.11498757, 0.04753172, 0.10241908, 0.029435748, 0.07990668) * go_2(1.0, 0.0); + result += mat4(0.006560853, 0.023810847, -0.024475241, -0.058117945, -0.035195846, -0.04271988, 0.049571864, 0.15042038, -0.007620832, -0.025544636, 0.008050735, 0.01056782, 0.003100258, 0.004679245, 0.006587324, 0.018110644) * go_2(1.0, 1.0); + result += mat4(-0.02249566, 0.007422409, 0.012279647, 0.010022545, 0.009818794, -0.0038862806, 0.0011564652, -0.0012341562, 0.025019286, -0.0007220492, 0.0124062635, -0.0023235283, 0.007858289, 0.005228454, -0.012827192, -0.007885503) * go_3(-1.0, -1.0); + result += mat4(-0.006161589, -0.00088863634, -0.023869669, 0.0018966346, -0.029431801, -0.02086368, -0.0028806294, -0.018974712, -0.061033156, 0.0062700063, -0.013323617, -0.002422788, 0.006092313, 0.023675537, 0.024895974, 0.028143935) * go_3(-1.0, 0.0); + result += mat4(-0.01571405, -0.011126691, -0.023274293, -0.011942278, 0.008145339, 0.002989056, -0.009912996, 0.003355017, 0.027048714, -0.0027421801, -0.017191814, 0.011846277, -0.0014130942, -0.007118815, -0.006929838, 0.0016808703) * go_3(-1.0, 1.0); + result += mat4(-0.008867632, -0.054621387, 0.00521757, -0.001299046, -0.011991457, 0.01253288, 0.007283377, 0.008240456, -0.0328741, 0.030364394, 0.020916186, 0.046377357, -0.0025963385, 0.01801948, 0.017200526, 0.00594781) * go_3(0.0, -1.0); + result += mat4(0.049747035, -0.019024936, -0.037307423, -0.08635432, 0.06362242, -0.031690367, 0.0065028532, -0.008046128, -0.05511954, -0.10017574, -0.105036125, -0.07040073, 0.17360815, 0.01423494, 0.08344793, 0.034444667) * go_3(0.0, 0.0); + result += mat4(0.017059349, 0.018542623, 0.08186985, 0.032335408, 0.025869634, 0.05591529, 0.06690499, 0.03575357, -0.012014303, 0.0105476575, 5.6129655e-05, -0.048691276, 0.018272987, 0.006864036, 0.07919666, 0.011271695) * go_3(0.0, 1.0); + result += mat4(0.0083691375, 0.019432282, -0.0020216214, 0.010078488, -0.010552234, -0.018613037, -0.01894401, -0.019692581, -0.018510802, -0.05016945, -0.019306058, -0.026060628, -0.022509305, -0.026064832, -0.022758938, -0.0126465075) * go_3(1.0, -1.0); + result += mat4(0.014892795, 0.05182727, 0.029640755, 0.042491425, 0.002331018, 0.049497634, 0.023474293, 0.03618418, 0.042020023, 0.022141129, -0.01769678, -0.05579617, 0.01911445, 0.12306055, -0.01590528, 0.034323514) * go_3(1.0, 0.0); + result += mat4(0.006270243, 0.007303163, 0.00036148846, 0.03448912, -0.012123668, -0.009662251, -0.024768578, 0.011880113, 0.022290664, 0.020946119, 0.080712624, 0.07576267, -0.019421795, -0.0020419061, 0.018644858, 0.06175357) * go_3(1.0, 1.0); + result += vec4(-0.0010649486, -0.00016483334, -0.0012494534, -0.00068970193); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_last_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0035857174, 0.0015660138, 0.020620639, 0.005492695, 0.001423522, -0.0054458505, 0.012705879, -0.0034037326, 0.0149765, 0.013593896, -0.010144564, -0.0033618324, -0.025044372, -0.015873099, 0.004778018, 0.0032093422) * go_0(-1.0, -1.0); + result += mat4(-0.048154887, 0.0020999224, -0.025491469, 0.006954485, 0.033840816, -0.004235974, -0.0017972046, -0.016532846, 0.021911, -0.019167153, 0.028508998, -0.009081471, -0.007042987, 0.01162185, -0.04339448, 0.0007982697) * go_0(-1.0, 0.0); + result += mat4(0.00692694, 0.0055899867, -0.023532946, -0.005534464, 0.0065109115, -0.0013627014, 0.030455293, -0.0042733895, 0.003067062, -0.0019513131, 0.006832627, -0.009393006, -0.000787669, 0.0077676126, 0.017214414, 0.0005746928) * go_0(-1.0, 1.0); + result += mat4(0.04131343, 0.0061334246, 0.04663622, 0.034750223, 0.08184925, 0.054405987, 0.024695259, 0.049768113, 0.018208977, -0.008268458, -0.0025095541, -0.008479898, -0.024029268, -0.010577515, -0.005219355, 0.018835438) * go_0(0.0, -1.0); + result += mat4(-0.06885562, -0.093354285, -0.048095718, -0.09125787, 0.010425496, 0.05662435, 0.063850805, 0.052370857, 0.005560605, 0.10203871, 0.011031155, 0.0477262, -0.18752532, -0.11192383, -0.101294495, -0.109485805) * go_0(0.0, 0.0); + result += mat4(0.036398027, 0.014735432, 0.016239874, -0.01584611, -0.01778564, -0.004402638, -0.023574408, 0.02128348, -0.0046439893, -0.009485744, 0.0150541775, 0.042738233, 0.002258786, -0.0077040903, -0.10126805, -0.032423664) * go_0(0.0, 1.0); + result += mat4(-0.017738108, -0.005236546, 0.017476387, 0.024146654, -0.008857861, 0.030536365, 0.00078645826, -0.0040980624, 0.011337365, 0.02425144, 0.00035175736, -0.006825428, 0.0052930177, -0.0023696972, 0.005261922, -0.005584412) * go_0(1.0, -1.0); + result += mat4(9.1015834e-05, -0.025756188, -0.03374904, -0.04208741, -0.0063595036, -0.013884236, -0.01298973, 0.017781528, 0.00026187245, -0.03274113, 0.02486941, 0.028255679, 0.035963513, -0.0581295, 0.035199746, -0.0104088895) * go_0(1.0, 0.0); + result += mat4(-0.01260853, 0.0062392578, -0.003071281, 0.01035934, 0.0057190065, -0.0017513676, -0.0026357982, -0.017834812, 0.00678827, 0.008202837, -0.009278475, -0.020972013, 0.010203599, 0.001279875, 0.011321498, -0.041021187) * go_0(1.0, 1.0); + result += mat4(-0.016318664, 0.010274144, 0.0058704168, -0.0003722195, 0.08622261, -0.056748323, 0.012796814, -0.015498583, -0.014841128, -0.013023518, -0.017376468, -0.011344732, -0.0011321327, -0.004839438, -0.065831445, 0.0170905) * go_1(-1.0, -1.0); + result += mat4(0.029771782, -0.029376734, 0.12636128, -0.041424155, -0.037272833, -0.028138392, 0.05147389, -0.071253724, -0.058589596, -0.0038131222, 0.07219576, -0.018886834, -0.03175935, 0.022464748, 0.04460918, 0.007712493) * go_1(-1.0, 0.0); + result += mat4(0.031791184, 0.03750064, -0.04815924, -0.0037787687, 0.027883058, 0.0017699281, 0.00868531, -0.00061983714, 0.014328159, 0.011008469, -0.1027948, 0.061321545, -0.0232413, -0.0036074712, 0.013003957, 0.005047646) * go_1(-1.0, 1.0); + result += mat4(0.061875354, 0.013966958, -0.057976823, -0.027396917, -0.07729206, 0.037510768, 0.05148819, 0.013505393, -0.009836167, 0.017979803, 0.014434765, 0.011236566, 0.038901612, 0.14647634, 0.023550952, -0.05943926) * go_1(0.0, -1.0); + result += mat4(-0.2863236, -0.16270663, 0.13858683, 0.38562158, -0.18246396, 0.30728486, -0.30314833, 0.23621106, -0.09020211, 0.39363787, -0.14761628, 0.27088004, 0.023005886, -0.10956146, -0.33344752, -0.20269877) * go_1(0.0, 0.0); + result += mat4(0.032677263, 0.04735152, 0.013321085, -0.07145408, -0.0017462671, -0.02075628, -0.005706266, 0.07966981, 0.003467664, -0.07971056, 0.053607278, 0.04101255, -0.035280924, -0.01813141, -0.044000223, 0.025542235) * go_1(0.0, 1.0); + result += mat4(-0.008210569, 0.019704876, -0.015133452, -0.03008762, 0.0049174884, 0.08061308, 0.0038117717, -0.002029503, 0.042190753, 0.032804105, 0.014783755, -0.002336826, 0.054137956, 0.005509952, 0.008481185, 0.009885271) * go_1(1.0, -1.0); + result += mat4(0.013837548, -0.07767153, 0.022879202, -0.056488827, 0.065868095, -0.18863344, 0.03467011, -0.010413688, 0.021961903, -0.081908144, 0.088906504, 0.03597804, -0.00019099779, 0.031379074, 0.058308717, -0.026305178) * go_1(1.0, 0.0); + result += mat4(0.0014572622, -0.011619552, -0.026434032, -0.0043500545, 0.047792483, -0.024726411, 0.06545127, -0.11275325, 0.013236977, -0.00022499474, -0.029280944, -0.06866851, 0.006890194, -0.011312297, 0.0012165548, -0.04664351) * go_1(1.0, 1.0); + result += mat4(-0.047752246, 0.0029728701, -0.05373465, -0.005998469, -0.22396794, -0.029485608, 0.09026242, 0.02158353, 0.109403, -0.05481592, 0.010041409, -0.04743197, 0.055757776, 0.02585569, 0.02746905, -0.0030442658) * go_2(-1.0, -1.0); + result += mat4(0.099528484, -0.015010706, 0.100571565, -0.0034939381, 0.012570407, -0.043869816, 0.086886376, 0.05987024, -0.22607432, 0.16655043, 0.061426442, 0.05697152, 0.064990446, -0.005531908, -0.14511855, 0.0076572066) * go_2(-1.0, 0.0); + result += mat4(-0.012711154, -0.003635479, -0.0075224554, -0.0052927425, 0.0028822776, 0.0072370963, -0.056621686, 0.0026998962, -0.03712505, 0.042426053, -0.22980946, 0.14261132, -0.03626141, -0.039392795, 0.085727766, 0.012577211) * go_2(-1.0, 1.0); + result += mat4(0.2062136, -0.19833934, 0.07369608, -0.09740325, -0.034611486, -0.32579082, 0.07641666, 0.15784128, -0.039162353, -0.07734512, -0.033959284, 0.084764875, -0.1607926, -0.11135721, 0.10387057, 0.1112244) * go_2(0.0, -1.0); + result += mat4(0.042789772, 0.07384808, 0.13794817, -0.10090421, 0.22263366, 0.2233975, -0.42347354, -0.17161362, 0.277786, -0.30926275, 0.22161394, -0.37332773, 0.3831451, 0.37317204, 0.079320274, -0.17581266) * go_2(0.0, 0.0); + result += mat4(-0.008462805, -0.017743077, 0.006631768, 0.02413771, -0.03139262, -0.016224122, 0.08141759, -0.057388183, -0.031753678, 0.048525933, 0.058724694, -0.0065176883, -0.022200955, -0.042803597, 0.038398843, 0.10740149) * go_2(0.0, 1.0); + result += mat4(-0.02273882, 0.02042988, -0.04352726, -0.04365105, 0.031618606, 0.12397989, -0.0446275, -0.047745094, -0.07272708, 0.087981805, -0.022883464, 0.021518158, -0.033805974, -0.061570108, 0.029978301, 0.047310177) * go_2(1.0, -1.0); + result += mat4(-0.024014544, 0.03312975, 0.013067503, 0.11282178, -0.024482794, 0.008091268, 0.06432778, -0.15766713, -0.048687667, 0.0051038596, -0.10650007, 0.074438654, -0.031920508, 0.07880885, -0.063074075, 0.053531222) * go_2(1.0, 0.0); + result += mat4(-0.007602651, 0.003247358, -0.010531292, -0.014522784, -0.045127477, -0.04641428, 0.034592852, 0.11708857, 0.016080456, -0.010862374, 0.012204836, -0.019624028, -0.005596978, 0.002570303, -0.01718452, 0.007036096) * go_2(1.0, 1.0); + result += mat4(-0.03400744, 0.0074553913, 0.0043038665, 7.957602e-05, 0.014352309, -0.003674803, -0.014835324, -0.0055977562, 0.033462152, 0.0068732416, 0.0065420493, -0.0026703794, 0.011938421, 0.001983706, -0.0049862997, 0.00021165576) * go_3(-1.0, -1.0); + result += mat4(-0.0033091118, 0.018994803, -0.026634768, 0.020428555, -0.020792423, 0.009742637, 0.032050136, 0.0071278135, -0.052302815, 0.013190179, -0.004127084, 0.009925822, -0.009661492, -0.0073792427, 0.019004244, 0.00037218904) * go_3(-1.0, 0.0); + result += mat4(-0.009932352, -0.00995933, -0.02146786, -0.0038179306, -0.016922737, -0.000982855, -0.03880165, 0.0100428425, 0.018592497, -0.011936452, -0.00839573, 0.012914954, -0.0023291495, 0.0014392055, -0.013602821, -0.00075313775) * go_3(-1.0, 1.0); + result += mat4(0.005934442, -0.067556374, 0.022733796, -0.00048716593, -0.03944287, -0.0031405275, -0.021329157, -0.023225859, -0.048807576, 0.013591428, -0.0012470218, 0.012172492, -0.01362018, 0.01908229, -0.009989492, -0.013456593) * go_3(0.0, -1.0); + result += mat4(0.0331533, -0.038016763, -0.024796762, -0.097570956, 0.040756926, -0.038999844, 0.004969716, 0.02203622, -0.07773537, -0.095957406, -0.13685504, -0.08225932, 0.21070166, 0.06672545, 0.12035284, 0.0874353) * go_3(0.0, 0.0); + result += mat4(-0.011405352, 0.008514039, 0.04049351, 0.003270972, -0.01190376, -0.00082049094, 0.011982737, -0.03732464, -0.008393462, 0.019479843, -0.0030869786, -0.028394854, 0.008670484, 0.0026366632, 0.07985739, 0.020958235) * go_3(0.0, 1.0); + result += mat4(0.009845008, 0.039659, -0.0024999548, 0.025727686, -0.008037673, -0.020821366, -0.016814344, -0.023053886, -0.0108242845, -0.03981645, -0.0041943905, -0.0074299327, -0.040454514, -0.05054933, -0.0098485295, -0.015317222) * go_3(1.0, -1.0); + result += mat4(0.0010468375, 0.035403077, 0.008057769, 0.041717537, 0.01396972, 0.04731576, 0.025122687, 0.038469587, 0.0198318, -0.012237324, -0.030784154, -0.08214199, -0.0328875, 0.080247246, -0.06950492, -0.015201896) * go_3(1.0, 0.0); + result += mat4(0.011373379, 0.00011919624, 0.0068450207, 0.0220856, 0.0008673803, -0.011897817, -0.0020893042, 0.0056429924, 0.021536274, 0.017342292, 0.06635433, 0.056875907, -0.03351322, -0.008332283, -0.015365816, 0.037228417) * go_3(1.0, 1.0); + result += vec4(-0.0009943815, -0.0009860148, -0.0010532598, -0.0012024855); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_last_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.009554673, -0.0051532127, 0.016102737, 0.0012649148, 0.0077584987, -0.0057105157, 0.014400071, -0.003925339, 0.017135408, 0.013764417, -0.009086141, -0.0025339578, -0.03264511, -0.016280945, 0.00085838477, 0.0019880894) * go_0(-1.0, -1.0); + result += mat4(-0.076804005, -0.0037365195, -0.050517682, 0.0020104242, 0.043787587, -0.0023654283, 0.008199321, -0.016990408, 0.042490408, -0.010710564, 0.040960148, -0.0044487948, -0.019470902, 0.010283459, -0.05382899, 0.0012054538) * go_0(-1.0, 0.0); + result += mat4(0.005319574, 0.008546302, -0.037447132, -0.006825204, 0.012196145, 0.0007432002, 0.03959715, -0.00010419698, 0.010211025, -0.00066449976, 0.023840206, -0.0033524157, -0.003079352, 0.010155542, 0.008363695, 0.00091413554) * go_0(-1.0, 1.0); + result += mat4(0.020189503, -0.01584555, 0.048491407, 0.03190471, 0.09146135, 0.066083826, 0.026668968, 0.0508916, 0.025873413, 9.346497e-05, -0.0008600848, -0.0056697717, -0.02856373, -0.023208767, -0.0029442043, 0.015996031) * go_0(0.0, -1.0); + result += mat4(-0.1150775, -0.14330095, -0.09502353, -0.13884564, 0.03178533, 0.07732762, 0.08540057, 0.07563651, 0.024709824, 0.122676425, 0.025598785, 0.062055748, -0.19433355, -0.13121647, -0.1121546, -0.12868516) * go_0(0.0, 0.0); + result += mat4(0.029061472, 0.0073350146, -0.009606754, -0.043715715, -0.018559197, -0.0032290102, -0.01473082, 0.030312086, 0.0055792383, 0.0023610878, 0.03392709, 0.0651179, -0.004296543, -0.016898727, -0.1092547, -0.05084782) * go_0(0.0, 1.0); + result += mat4(-0.016137538, -0.012792734, 0.017391363, 0.026128957, -0.010817838, 0.032218445, -0.0013944196, -0.004525187, 0.009840227, 0.027271513, -0.0024920607, -0.007501888, 0.009476934, 0.00032995836, 0.0041257427, -0.005625152) * go_0(1.0, -1.0); + result += mat4(0.0126353195, -0.03399586, -0.016907396, -0.04899062, -0.007695538, -0.00612431, -0.017332746, 0.021991903, -0.00045945324, -0.02436651, 0.022777557, 0.032261726, 0.050632916, -0.04296159, 0.049930036, 0.0025758578) * go_0(1.0, 0.0); + result += mat4(-0.017934766, 0.0015081838, -0.007909493, -0.00010294505, 0.014974485, 0.0058351695, 0.0057603214, -0.0069939885, 0.00735945, 0.011284126, -0.008253157, -0.013189189, 0.011712553, 0.004176325, 0.019821197, -0.031529877) * go_0(1.0, 1.0); + result += mat4(-0.01832641, 0.011409, 0.0062228036, 0.0012198171, 0.087020114, -0.048004452, 0.019594414, -0.008977235, -0.021853259, -0.025875412, -0.015291018, -0.017832348, -0.0019894738, -0.003139117, -0.05734562, 0.019568626) * go_1(-1.0, -1.0); + result += mat4(0.019767432, -0.032121878, 0.10731837, -0.04160946, -0.038930662, -0.023509357, 0.04353874, -0.06393884, -0.07079979, -0.011297704, 0.055680044, -0.031674873, -0.02432217, 0.022975061, 0.044791207, 0.008831304) * go_1(-1.0, 0.0); + result += mat4(0.026333796, 0.027133184, -0.05641698, -0.015003387, 0.036531202, 0.001104644, 0.017913498, 0.00035784056, 0.010045828, 0.009374881, -0.112320945, 0.055523388, -0.017043058, -0.0012098805, 0.01718199, 0.0069912164) * go_1(-1.0, 1.0); + result += mat4(0.05305516, 0.0041708737, -0.05804445, -0.028278397, -0.07342492, 0.038176447, 0.045486677, 0.014904428, -0.0017618206, 0.02097501, 0.019868117, 0.019373845, 0.052739795, 0.14912929, 0.037314087, -0.041035987) * go_1(0.0, -1.0); + result += mat4(-0.2646953, -0.15668106, 0.12151133, 0.34568876, -0.16625103, 0.28626326, -0.2804781, 0.22248842, -0.09251715, 0.35097396, -0.13397448, 0.244039, 0.02513416, -0.09538499, -0.29833388, -0.17769372) * go_1(0.0, 0.0); + result += mat4(0.04070677, 0.052483205, 0.024028141, -0.06267387, 0.010479897, -0.006137579, 0.005726815, 0.084615536, 0.0029081039, -0.08204673, 0.040788963, 0.018049795, -0.031891953, -0.019043325, -0.041718785, 0.021308724) * go_1(0.0, 1.0); + result += mat4(-0.001575907, 0.022952983, -0.012997063, -0.02844319, 0.0009266049, 0.06976445, -0.0020330409, -0.008372886, 0.028383447, 0.028487694, 0.0039281887, -0.0070809238, 0.041292112, 0.0025322342, -0.002103223, 0.0054210713) * go_1(1.0, -1.0); + result += mat4(0.024716897, -0.05894056, 0.033999596, -0.044356048, 0.063092224, -0.18046258, 0.033589583, -0.014151911, 0.015899418, -0.07901728, 0.073378325, 0.03326658, 0.0032687644, 0.035330176, 0.05457883, -0.017820554) * go_1(1.0, 0.0); + result += mat4(0.001996882, -0.004963775, -0.020151457, 0.0057843816, 0.040995013, -0.019961083, 0.05682041, -0.10547617, 0.02503235, 0.0036294905, -0.013947642, -0.060715917, 0.01876786, 0.0032777768, 0.01927007, -0.025088508) * go_1(1.0, 1.0); + result += mat4(-0.029518202, 0.0065702717, -0.04704605, -0.0048227045, -0.22110744, -0.029372428, 0.08053116, 0.018663822, 0.105733156, -0.04344413, 0.012286602, -0.038484503, 0.060564645, 0.02851022, 0.032352086, -0.001444222) * go_2(-1.0, -1.0); + result += mat4(0.11888213, -0.007396298, 0.12236374, 0.0014036719, 0.006478195, -0.039041974, 0.07476124, 0.05907462, -0.2318871, 0.15429306, 0.048975263, 0.058071293, 0.07446568, -0.0038836622, -0.12506978, 0.006849885) * go_2(-1.0, 0.0); + result += mat4(-0.007815376, -0.0046987617, 0.0045718704, -0.00088239316, -0.006927552, -0.0014817615, -0.060644537, -0.001377785, -0.052053373, 0.030922025, -0.24218674, 0.121679045, -0.025974795, -0.033550926, 0.09225413, 0.015534639) * go_2(-1.0, 1.0); + result += mat4(0.21073256, -0.14790624, 0.06557328, -0.07896083, -0.048564, -0.32713607, 0.070434004, 0.1443138, -0.046067085, -0.08069691, -0.030934528, 0.0787659, -0.1532774, -0.10070167, 0.088510044, 0.10279543) * go_2(0.0, -1.0); + result += mat4(0.08564646, 0.11520261, 0.17513204, -0.039576255, 0.17702763, 0.18044637, -0.434279, -0.1977341, 0.22995597, -0.3259109, 0.17992231, -0.37692067, 0.376483, 0.3755724, 0.09422753, -0.13918276) * go_2(0.0, 0.0); + result += mat4(-0.0013641209, -0.0061978037, 0.030735753, 0.04674489, -0.01888518, -0.0114997085, 0.072051995, -0.059909277, -0.029514287, 0.037226655, 0.03950886, -0.030156244, -0.017026234, -0.029231733, 0.049310546, 0.12158501) * go_2(0.0, 1.0); + result += mat4(-0.01796674, 0.021739075, -0.035811454, -0.04138176, 0.032448296, 0.11651916, -0.03788447, -0.03756297, -0.06638623, 0.07866896, -0.020593246, 0.021115394, -0.03838543, -0.065531924, 0.024438148, 0.038348224) * go_2(1.0, -1.0); + result += mat4(-0.032326736, 0.041176587, -0.0014080614, 0.110470615, -0.030802252, -0.012258527, 0.059453994, -0.16016562, -0.03715787, -0.0005157213, -0.08924785, 0.06535089, -0.043620374, 0.06014967, -0.07529656, 0.03737166) * go_2(1.0, 0.0); + result += mat4(-0.005197623, 0.0025410433, -0.0057371682, -0.005702406, -0.047433604, -0.045016363, 0.022881668, 0.097284265, 0.0050103525, -0.017835459, 0.002082661, -0.031085419, -0.0127113415, -0.010034892, -0.029547364, -0.008159356) * go_2(1.0, 1.0); + result += mat4(-0.030834803, 0.0057913456, 0.0045642396, -0.0023247486, 0.013091116, -0.0019978182, -0.016291631, -0.0063495245, 0.03679821, 0.0111187175, 0.006293907, -0.00159841, 0.008976987, 0.0016699543, -0.002045872, 0.0021225133) * go_3(-1.0, -1.0); + result += mat4(-0.0015449662, 0.018941572, -0.0231217, 0.019913983, -0.02159856, 0.011715352, 0.03145841, 0.011557888, -0.04381463, 0.016269097, 0.003801907, 0.017497942, -0.01846834, -0.011969666, 0.0077923136, -0.00425442) * go_3(-1.0, 0.0); + result += mat4(-0.006369402, -0.0054975, -0.016373185, 0.0015303852, -0.018976817, -0.0020408076, -0.04186448, 0.00862744, 0.013957444, -0.016489068, -0.00876064, 0.0072258003, -0.0065470496, -0.002731135, -0.01953136, -0.0069286725) * go_3(-1.0, 1.0); + result += mat4(0.01150196, -0.057684112, 0.025627816, 0.0045186444, -0.043896675, -0.0073078806, -0.024036214, -0.025075085, -0.041793358, 0.014898103, -0.0012467141, 0.009073226, -0.025522837, 0.0077871215, -0.016588857, -0.016728807) * go_3(0.0, -1.0); + result += mat4(0.03427146, -0.03154995, -0.014622754, -0.083448716, 0.037077904, -0.042196143, 0.0002654827, 0.016835919, -0.05883882, -0.07723022, -0.12151369, -0.06892644, 0.18169776, 0.04656827, 0.09332061, 0.06265968) * go_3(0.0, 0.0); + result += mat4(-0.020037629, 0.0017381558, 0.028106472, -0.0037192027, -0.015639286, -0.0048114993, 0.006957652, -0.04234011, -0.0035926187, 0.02475383, 0.009671758, -0.013367782, 0.009844827, 0.004127156, 0.072107606, 0.018165117) * go_3(0.0, 1.0); + result += mat4(0.0024197982, 0.034167156, -0.00615297, 0.022378683, -0.005956443, -0.0206202, -0.014193571, -0.0220195, -0.004417834, -0.030854845, 0.0032532495, -0.0012370368, -0.031531993, -0.049196836, -0.0011905541, -0.011573349) * go_3(1.0, -1.0); + result += mat4(-0.012435409, 0.023669207, -0.007541224, 0.030453008, 0.009036608, 0.04195238, 0.019962423, 0.033735633, 0.017467575, -0.008318013, -0.0268461, -0.07455821, -0.035670403, 0.06528855, -0.064557284, -0.022101114) * go_3(1.0, 0.0); + result += mat4(0.011575822, -0.0029453707, 0.0029919853, 0.014933897, -0.00034664775, -0.015719024, -0.002594161, 0.0012937526, 0.006969654, 0.008678383, 0.04876611, 0.049061276, -0.037455864, -0.013019295, -0.02504076, 0.024031559) * go_3(1.0, 1.0); + result += vec4(-0.00052569207, -0.0009582512, -0.00071018364, -0.0011515211); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(L)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!BIND conv2d_last_tf1 +//!BIND conv2d_last_tf2 +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size); + ivec2 i1 = ivec2(f1 * vec2(2.0)); + float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x]; + vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size); + ivec2 i2 = ivec2(f2 * vec2(2.0)); + float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x]; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_M.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_M.glsl new file mode 100644 index 0000000..9877bbc --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_M.glsl @@ -0,0 +1,300 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.010995803, 0.077095956, -0.043992598, 0.06048717, 0.1164834, -0.11689607, 0.072985925, -0.078805886, 0.01182932, 0.054985743, -0.09018186, 0.044907484, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.1813623, -0.14752422, 0.025720436, -0.17639883, 0.15697388, 0.10445984, -0.1843076, 0.5264643, 0.047516696, -0.097305484, 0.09740847, -0.29619336, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.014534763, 0.09486465, 0.046173926, 0.039391946, 0.09609376, -0.060574662, 0.042200956, -0.3269777, 0.051006425, 0.059818447, 0.04366627, 0.17699827, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.04268535, -0.08152529, 0.10577459, -0.036936995, -0.051562306, 0.054872766, 0.09194519, 0.0025066638, -0.01073954, 0.00064474024, 0.10038221, 0.02131141, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.51751363, -0.40028602, 0.3469574, 0.5933738, -0.91357684, -0.67692596, 0.57815677, 0.39809322, -0.16341521, -0.27169713, 0.12232366, 0.4318641, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.12601124, -0.06263236, -0.45907676, -0.41514075, 0.3330334, -0.1929565, -0.6333532, -0.6552794, -0.045809917, 0.046351526, -0.26173338, -0.30252662, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.0030332592, 0.012103107, 0.010537323, -0.02038607, 0.095558085, 0.097704545, 0.083433494, 0.026790185, 0.01943357, -0.061712462, -0.00015703632, -0.032268334, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.016870102, 0.5215812, -0.11525501, 0.027527615, -0.09045733, 0.61310345, -0.1575268, 0.1905386, 0.020172214, 0.3503187, -0.08209157, -0.051328037, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.005494087, -0.010656317, 0.07682753, -0.08116042, -0.03934524, 0.16589017, 0.101483546, -0.066603065, 0.03494657, -0.07885597, 0.074227594, 0.0016264897, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.014463938, -0.0031906287, 0.007015422, -0.003888468); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08532478, -0.14302494, -0.017921071, -0.0032664281, -0.09841952, 0.024187077, 0.10701477, 0.14110753, -0.05714981, -0.10897174, 0.073803626, 0.103992954, 0.07914382, 0.032193683, -0.18346278, -0.09723936) * go_0(-1.0, -1.0); + result += mat4(-0.034482613, -0.10742312, -0.047286414, -0.08641124, -0.33896688, -0.036533825, -0.48337597, 0.034040943, -0.13598205, -0.080917805, 0.08540263, -0.012667689, -0.009171425, -0.120026454, -0.20536867, -0.032149274) * go_0(-1.0, 0.0); + result += mat4(0.18687321, 0.066278316, 0.024327392, 0.08816582, -0.08017908, 0.09488853, 0.26018232, -0.101504356, 0.17487666, 0.31057635, 0.14785016, -0.09622089, -0.07537452, -0.13844088, -0.05810814, 0.09907489) * go_0(-1.0, 1.0); + result += mat4(-0.04183032, 0.15207712, 0.005002397, 0.32277516, -0.16169126, -0.119836345, -0.04068436, -0.096728764, 0.11943901, 0.1789597, -0.20412198, 0.19009817, 0.36630696, 0.06946421, -0.5254373, -0.11896399) * go_0(0.0, -1.0); + result += mat4(-0.31916487, -0.98911583, 1.0728644, -0.39280394, 0.33458877, -0.17325239, -0.645045, -0.28524077, -0.14512783, 0.24996442, -0.09837877, 0.05468934, 0.31559715, -0.020504637, -0.026724018, 0.24507573) * go_0(0.0, 0.0); + result += mat4(-0.23759829, -0.08530173, -0.16665787, -0.22463752, 0.109896734, 0.13446991, -0.049552456, -0.02385489, -0.01245375, 0.3833208, 0.05758832, 0.1528937, 0.0501858, -0.19651426, 0.0076587177, -0.03297025) * go_0(0.0, 1.0); + result += mat4(0.14554465, -0.01826686, 0.10284085, -0.19152659, -0.017585073, -0.05511482, 0.06362406, 0.023924058, -0.0018977845, -0.103172876, 0.03287086, -0.20085956, 0.36062446, 0.10749464, -0.20984372, 0.018256644) * go_0(1.0, -1.0); + result += mat4(-0.005534592, 0.3709197, -0.18287498, 0.1720451, 0.030155553, -0.023265475, 0.0058617783, -0.031765483, 0.037328955, -0.2730994, 0.35090837, -0.3269043, -0.028477207, 0.32756507, -0.15989502, 0.12158258) * go_0(1.0, 0.0); + result += mat4(0.10873739, 0.19583772, 0.060394943, 0.09410379, -0.04739245, 0.026561242, 0.022990001, 0.1093272, -0.01071349, -0.022938967, -0.046423864, 0.2385325, -0.0319821, 0.046962265, 0.09081178, -0.11001857) * go_0(1.0, 1.0); + result += mat4(0.13012704, 0.112289295, 0.030790284, -0.050499484, 0.11784853, 0.08107028, -0.07556717, -0.15643, 0.015249331, 0.015299608, 0.07748125, 0.054485757, 0.044857923, 0.12161275, -0.048292994, -0.033995003) * go_1(-1.0, -1.0); + result += mat4(0.12931514, 0.15114146, 0.070513315, 0.11246343, 0.4142387, 0.213479, -0.5439916, 0.07776645, 0.13109331, 0.2021147, 0.25932786, -0.22157331, 0.02377734, -0.014970623, -0.1943276, 0.18440372) * go_1(-1.0, 0.0); + result += mat4(-0.22365458, -0.19829084, -0.06881161, -0.06468993, 0.17202774, 0.0048758537, -0.09235021, 0.18941896, 0.064125344, -0.09067088, 0.09748182, 0.13561936, -0.05876288, -0.0122420965, -0.054380875, -0.17743628) * go_1(-1.0, 1.0); + result += mat4(0.18582906, -0.09263032, -0.08210888, -0.20515606, 0.11484005, 0.08557595, 0.0009253741, -0.051202174, -0.18535301, -0.1529345, -0.13092944, 0.03770747, -0.020947013, 0.19187425, -0.15494856, -0.048979875) * go_1(0.0, -1.0); + result += mat4(-0.38131633, 0.4278787, 0.19763695, 0.27655518, -0.08711912, 0.07374453, -0.064803004, 0.5983854, 0.2361923, -0.057221692, -0.37138999, -0.24259573, 0.13890724, 0.25706333, -0.54021406, 0.08095518) * go_1(0.0, 0.0); + result += mat4(0.0991328, -0.022651536, -0.029148921, -0.009812537, -0.09523686, -0.15704902, 0.052389514, 0.21561539, 0.1950314, -0.08572602, 0.0016523858, 0.14125621, -0.030999828, 0.12009709, 0.0373512, -0.105043754) * go_1(0.0, 1.0); + result += mat4(-0.11251988, 0.12106985, 0.011923068, 0.3662747, 0.004800994, 0.017972551, 0.004761366, -0.07934206, -0.13755941, -0.022852683, 0.1502225, 0.009758547, -0.16964264, 0.00984782, 0.07855833, 0.035730787) * go_1(1.0, -1.0); + result += mat4(0.01964957, -0.27226487, 0.033933397, -0.117632054, -0.009058229, 0.047830686, -0.01125145, 0.136628, 0.0056388285, 0.3028781, -0.12286517, 0.23498532, -0.009319075, -0.444048, 0.16174883, -0.06367683) * go_1(1.0, 0.0); + result += mat4(0.02343933, -0.010915871, -0.058680378, -0.21886891, -0.010750894, -0.06671997, 0.0602906, -0.07903071, 0.066891186, 0.06650588, 0.14362891, -0.101870626, 0.02264628, -0.06940821, -0.077616625, 0.110911585) * go_1(1.0, 1.0); + result += vec4(0.032014452, -0.020821465, 0.0826416, -0.002838458); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06963679, -0.07560548, -0.069522075, 0.0038078027, -0.08002613, 0.13671301, 0.084461786, -0.039376218, 0.19136548, -0.123174496, 0.26566333, -0.16583005, -0.18664864, -0.023539122, -0.21928434, -0.026818147) * go_0(-1.0, -1.0); + result += mat4(0.16660932, -0.18558703, 0.37230486, 0.118128106, -0.14098641, 0.14659132, -0.22217897, 0.12952235, -0.4139033, -0.04308319, 0.12885277, -0.17986743, -0.23556231, -0.08351981, -0.43240538, 0.019033253) * go_0(-1.0, 0.0); + result += mat4(-0.18008037, -0.04448665, 0.011906908, -0.023056917, 0.18136618, -0.04723555, -0.0050158803, -0.14823224, -0.2105281, 0.023047728, -0.14040631, -0.03178526, -0.13477588, -0.01820428, 0.058358394, 0.23792502) * go_0(-1.0, 1.0); + result += mat4(0.07363309, -0.061728477, 0.03573137, -0.0050971056, -0.012813505, -0.17236637, 0.1697835, 0.055788577, -0.22263195, 0.10324512, 0.58971673, -0.4872246, -0.1555681, 0.032747746, -0.096495196, 0.070196226) * go_0(0.0, -1.0); + result += mat4(0.14174286, 0.099460006, -0.088765986, 0.58350676, -0.025177564, -0.46004987, 0.37007022, -0.11437029, -0.5164534, -0.60465246, 0.38859612, -0.32846406, 0.050266482, -0.20334712, 0.18316261, -0.19327633) * go_0(0.0, 0.0); + result += mat4(-0.09377763, -0.0012762006, -0.028991895, -0.26523829, 0.20173682, 0.037923716, -0.03174243, 0.07103378, -0.10764164, -0.30752546, 0.20556998, -0.1892279, 0.08115748, -0.023550175, -0.07627362, 0.11746628) * go_0(0.0, 1.0); + result += mat4(-0.06998859, -0.017997518, 0.069938794, -0.14943017, -0.14179112, 0.16643842, -0.110231474, 0.08895815, -0.24074875, 0.3277253, -0.07435203, -0.23452802, 0.039962552, -0.07145652, -0.022511544, -0.04571222) * go_0(1.0, -1.0); + result += mat4(-0.059785757, -0.23771374, -0.030571314, 0.25222278, 0.106601834, 0.34398326, 0.14511436, -0.03867526, -0.38982397, -0.11944689, 0.12997924, -0.13079585, 0.005729482, 0.012653905, -0.063693404, 0.09632285) * go_0(1.0, 0.0); + result += mat4(-0.04933823, 0.0547175, 0.050636575, -0.10060694, 0.1344485, 0.19752938, -0.100068115, -0.028829506, -0.14096203, -0.079092234, 0.092109434, 0.011606209, -0.04052607, -0.008347507, 0.06956573, -0.028109524) * go_0(1.0, 1.0); + result += mat4(0.21918017, -0.11115073, 0.2262453, -0.06889667, -0.11256312, -0.07438075, -0.088454485, 0.13672407, -0.06905764, 0.08128395, 0.016103368, 0.050190717, 0.09691516, 0.05845721, 0.4886816, 0.041121427) * go_1(-1.0, -1.0); + result += mat4(-0.3449472, 0.09711974, -0.13881907, -0.018265123, 0.27855873, -0.07030004, 0.29545054, 0.37216932, 0.08657718, 0.099066615, -0.10574013, -0.17667885, -0.14855732, -0.11351448, 0.66945946, 0.11312157) * go_1(-1.0, 0.0); + result += mat4(0.2526151, -0.04594331, -0.06606611, 0.09104881, 0.06857995, -0.075284235, -0.17664689, 0.21578754, 0.0696524, 0.09142951, 0.080997564, -0.0682772, -0.0011445724, -0.11736295, 0.2519232, -0.101926275) * go_1(-1.0, 1.0); + result += mat4(-0.12913518, 0.058357026, 0.195421, -0.15651494, 0.2877076, 0.0033844314, -0.07831594, 0.052855384, -0.031295884, 0.03301088, -0.18408822, 0.06732994, 0.23742151, -0.12568143, 0.22810535, -0.11545694) * go_1(0.0, -1.0); + result += mat4(-0.49203303, -0.22656603, 0.1723193, -0.51250046, -0.09742038, 0.758559, -0.3387505, -0.6193586, 0.14136684, 0.27679884, -0.050113205, 0.31041816, -0.36475047, -0.48746544, 0.3233227, 0.4579754) * go_1(0.0, 0.0); + result += mat4(0.46636763, 0.1507748, -0.2581362, 0.15413165, -0.17160143, 0.14256273, -0.074575804, -0.099299066, -0.0017214464, 0.13778336, -0.07378213, -0.15489665, -0.10533715, -0.0011083825, 0.39584312, 0.0023906573) * go_1(0.0, 1.0); + result += mat4(0.026959421, -0.06391859, 0.0034752619, 0.14521928, -0.0010877338, -0.032619733, 0.005375293, -0.018952755, 0.03381545, -0.007652831, 0.034141563, 0.046016496, 0.11219674, 0.030913852, 0.077403754, 0.17192438) * go_1(1.0, -1.0); + result += mat4(0.040326044, 0.17290725, -0.1220239, -0.09594783, -0.025229257, 0.17913155, -0.26623353, -0.033396784, -0.03075146, 0.009143897, -0.0136083895, -0.13886899, 0.075683735, -0.11584183, 0.22182357, 0.19350322) * go_1(1.0, 0.0); + result += mat4(0.15726025, -0.10215694, -0.060057458, 0.26487043, -0.04075552, -0.016496127, 0.0015382086, 0.108562306, 0.026795091, 0.0441233, -0.08754318, -0.0460157, 0.048422016, 0.14107347, 0.07986661, 0.1047697) * go_1(1.0, 1.0); + result += vec4(0.0766796, 0.08115133, -0.05703058, 0.14025708); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.18038331, 0.21830973, -0.10019419, -0.022745568, -0.14944611, -0.15669158, 0.46361133, -0.07289843, 0.02976627, -0.09000817, 0.113060996, 0.05635241, 0.012762965, -0.022688959, 0.01629751, 0.061114635) * go_0(-1.0, -1.0); + result += mat4(0.024338024, -0.10004009, -0.13709056, -0.0851965, 0.23927099, -0.024349794, -0.16574804, 0.084686354, -0.047885604, 0.09688507, -0.12733915, 0.06980246, 0.11480734, 0.014669346, -0.07505829, 0.04676309) * go_0(-1.0, 0.0); + result += mat4(0.054203495, 0.011881634, -0.036115017, -0.0686298, -0.13682245, -0.15678032, 0.057050128, -0.03368558, 0.13011025, 0.033391044, -0.09841339, -0.027057761, -0.18701133, 0.20852546, -0.13660902, 0.0005817616) * go_0(-1.0, 1.0); + result += mat4(-0.08077834, 0.35952288, -0.07647382, -0.0033230998, 0.13929126, -0.09155619, 0.14128102, 0.16005981, 0.18161216, -0.09485738, 0.0029118075, 0.052682754, 0.03242074, 0.08299826, 0.073796146, -0.06446532) * go_0(0.0, -1.0); + result += mat4(-0.36655015, 0.4606936, 0.19073649, 0.31655258, -0.006838053, -0.579939, 0.089126326, -0.14021218, -0.3437716, 0.16714323, 0.17705944, -0.22418492, -0.3883696, -0.2302651, 0.2581861, 0.21983066) * go_0(0.0, 0.0); + result += mat4(0.0992383, -0.014257871, -0.023896435, 0.19868234, 0.0408007, 0.07995299, 0.16102871, -0.11668251, 0.22458278, -0.05587917, 0.19373615, -0.016202094, -0.25106144, 0.15634494, 0.11624891, -0.2930768) * go_0(0.0, 1.0); + result += mat4(0.024616942, 0.36248252, -0.14779098, -0.019894283, -0.007111256, 0.010641561, -0.09541178, 0.21236233, 0.009501827, 0.08132797, -0.13983901, 0.027207611, 0.038444366, -0.013995817, -0.16242191, 0.03294123) * go_0(1.0, -1.0); + result += mat4(0.0131698875, -0.18124102, -0.13503514, -0.06099072, 0.07422735, -0.20906176, -0.049005672, 0.08739405, -0.031758767, -0.1978915, 0.23094437, 0.54512614, 0.21338555, -0.011205669, -0.23727885, -0.29533875) * go_0(1.0, 0.0); + result += mat4(-0.0010255767, -0.07168225, -0.033568826, 0.22161655, -0.087293416, 0.11350447, 0.13653576, 0.061226424, -0.13074352, 0.058425818, 0.038460605, 0.2749964, -0.012814839, 0.085885845, -0.038151987, -0.17960808) * go_0(1.0, 1.0); + result += mat4(0.19728905, -0.040724937, -0.18270236, 0.046735186, 0.03507326, 0.119867206, -0.12691991, 0.18119748, -0.052895024, 0.11348764, -0.043787055, 0.004703516, 0.006752757, -0.06939761, -0.009801806, -0.075640485) * go_1(-1.0, -1.0); + result += mat4(0.051735226, 0.1732299, -0.10672899, 0.0320877, -0.4913656, 0.2102274, 0.43920282, 0.059108034, 0.08349019, -0.16517872, 0.15436842, -0.1075667, 0.022741623, -0.26693836, 0.3645307, 0.017874828) * go_1(-1.0, 0.0); + result += mat4(0.034464058, 0.014929155, 0.054227423, 0.14167373, -0.0023630706, -0.08904212, 0.11918041, -0.034539603, 0.06048089, -0.06807333, 0.14447778, 0.035260547, 0.09979546, -0.1924939, 0.14596114, -0.12069667) * go_1(-1.0, 1.0); + result += mat4(-0.04427228, -0.23673469, 0.010357103, -0.2907043, -0.06845721, -0.078984015, 0.06867713, -0.058163825, -0.12154615, 0.08430951, 0.1922373, 0.030108064, -0.43081748, -0.38715646, -0.022240646, -0.15403675) * go_1(0.0, -1.0); + result += mat4(0.46885306, -0.33421394, -0.6695223, -0.41841158, 0.30317923, 0.24244753, -0.1047785, -0.18656285, 0.06261881, -0.4405616, 0.24233986, 0.40070608, 0.81440526, 0.11305212, -0.8826317, -0.023478031) * go_1(0.0, 0.0); + result += mat4(-0.07879348, -0.024378026, -0.041883785, -0.17030984, 0.23229122, -0.011237109, 0.12058088, 0.20766267, -0.36519575, 0.09599417, -0.1271098, 0.06990154, 0.21161246, 0.041002538, -0.36046275, 0.007304667) * go_1(0.0, 1.0); + result += mat4(0.10873893, 0.003872542, -0.13476561, -0.036068805, -0.054637462, 0.02304618, 0.04707738, -0.2856381, 0.07124422, 0.010866545, 0.20484549, -0.008342406, -0.43660247, -0.041055538, 0.33536008, -0.060022205) * go_1(1.0, -1.0); + result += mat4(0.1966458, 0.0016302796, -0.25712642, -0.09639119, -0.006955351, 0.10882133, 0.1107341, 0.062697805, -0.1074494, 0.17361663, 0.6429869, -0.39846307, -0.26302996, 0.048710946, 0.40387508, 0.4299715) * go_1(1.0, 0.0); + result += mat4(0.18948616, 0.24086732, -0.064474985, -0.11069709, 0.1279659, -0.13438123, -0.028438117, 0.125883, 0.018153818, -0.21942288, 0.020390838, -0.22797634, -0.10821287, -0.17175092, 0.122016855, 0.20699544) * go_1(1.0, 1.0); + result += vec4(-0.05101961, -0.060740646, -0.024465766, 0.058471628); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.14533128, 0.07266841, 0.13238011, -0.23328504, 0.031516243, 0.058471266, -0.06394412, 0.090752736, -0.0042359144, 0.12357294, -0.04377495, 0.0011743477, 0.05412243, -0.08146249, 0.04002749, -0.032876283) * go_0(-1.0, -1.0); + result += mat4(-0.036972385, -0.15238069, -0.3453321, -0.36025128, 0.07597202, -0.02368151, -0.3889606, 0.34607083, 0.3133179, -0.21712309, -0.4210954, 0.21450534, 0.15226828, 0.25326282, 0.45327064, -0.3350824) * go_0(-1.0, 0.0); + result += mat4(0.019018406, -0.33060563, -0.092601225, 0.14970545, 0.1441509, -0.19228427, -0.032771986, 0.26331595, 0.052981265, -0.06627376, -0.08634131, 0.038706224, 0.13403937, -4.4842476e-05, 0.049002815, -0.12719193) * go_0(-1.0, 1.0); + result += mat4(0.17527401, -0.0035254909, -0.047959115, -0.4526988, -0.07510284, 0.0013256798, -0.07539148, 0.24220634, -0.08708839, -0.14494033, -0.17085724, -0.099797316, 0.0068515535, -0.08918779, 0.27164719, -0.1702649) * go_0(0.0, -1.0); + result += mat4(0.31848368, 0.48983255, -0.44140294, -0.65174145, -0.004199057, 0.19494705, 0.5196497, -0.027118586, 0.032509074, -0.23900363, -0.14489244, 0.36314297, -0.23168536, -0.20960593, 0.61471456, 0.12401275) * go_0(0.0, 0.0); + result += mat4(-0.24317405, 0.21560913, 0.15564032, 0.11606844, -0.15039803, -0.59578896, 0.14100945, -0.026194477, 0.37237462, -0.49472088, -0.15215331, -0.38820064, -0.25089455, -0.29643852, -0.09513793, 0.019779462) * go_0(0.0, 1.0); + result += mat4(0.12498539, 0.0710632, -0.25012368, -0.2272255, -0.08647026, 0.12277892, 0.011025097, -0.12168395, -0.13489573, 0.016708186, -0.15583871, -0.057124946, 0.1216943, 0.019803725, 0.06952334, -0.032985855) * go_0(1.0, -1.0); + result += mat4(0.28794885, 0.33783793, -0.14469545, -0.081780486, -0.50320613, -0.067601606, -0.06847453, -0.021648854, -0.34295765, 0.15071863, -0.06619896, -0.084465064, 0.31909832, 0.015414661, 0.14930317, -0.11295768) * go_0(1.0, 0.0); + result += mat4(0.24530606, 0.25526014, 0.09971985, -0.07749641, -0.2361951, -0.07997673, 0.03617294, 0.02959561, -0.4498983, -0.014073485, -0.20587012, 0.06396779, 0.1262825, 0.027433183, 0.14469334, 0.011538011) * go_0(1.0, 1.0); + result += mat4(-0.038572453, -0.023108613, -0.039481267, -0.012160024, -0.004521989, -0.028665857, 0.04295255, 0.10580258, 0.05439479, -0.072261885, 0.11030243, 0.08934696, 0.09133867, 0.017547369, 0.097613186, 0.05491059) * go_1(-1.0, -1.0); + result += mat4(-0.09972817, 0.057730395, 0.12665828, 0.32861367, -0.16186063, 0.0745509, 0.2394045, -0.08687853, -0.034404907, -0.05843572, 0.0684561, -0.1355754, 0.19248672, -0.60372186, 0.12583947, 0.4388962) * go_1(-1.0, 0.0); + result += mat4(0.10341107, 0.061113223, 0.08773817, -0.082504354, -0.16612078, 0.2681751, 0.019737698, -0.17122322, -0.135949, 0.3048101, 0.087803006, 0.11373851, 0.013192192, -0.27022064, 0.35529897, -0.15321451) * go_1(-1.0, 1.0); + result += mat4(-0.032835662, 0.11123062, -0.11322452, -0.17300649, 0.04680824, 0.12849288, 0.17269878, -0.048671383, 0.05189037, -0.009078046, 0.22105052, 0.013008137, -0.009738674, 0.15391739, 0.20969556, 0.14189166) * go_1(0.0, -1.0); + result += mat4(-0.47377753, 0.3038031, 0.18604809, 0.1931698, -0.2964668, -0.12287907, -0.7107761, 0.26619422, -0.33923018, 0.19200724, 0.013786281, -0.17496964, 0.079325035, -0.3694445, 0.0054486147, -0.33018264) * go_1(0.0, 0.0); + result += mat4(0.14903802, -0.028043179, 1.5238678e-05, 0.021232028, 0.16025065, 0.14746875, -0.22831628, -0.12177345, 0.038778774, 0.32188168, -0.042017702, 0.27155936, 0.17920609, 0.04099755, 0.28527525, 0.074623376) * go_1(0.0, 1.0); + result += mat4(0.057019282, -0.112741895, 0.030361209, 0.14567861, 0.056265317, -0.01573537, -0.06707608, 0.016657263, 0.09829025, -0.026795063, 0.023042196, 0.09438241, -0.025483066, -0.052787006, 0.19730279, 0.021218104) * go_1(1.0, -1.0); + result += mat4(0.19868211, -0.01531125, 0.108596824, -0.035456363, 0.0033609823, 0.057961613, -0.013726211, 0.101742364, 0.33357215, 0.14468077, 0.29711527, -0.24662566, -0.119014986, -0.1899639, 0.11246697, -0.0035374009) * go_1(1.0, 0.0); + result += mat4(-0.05602109, -0.15539522, 0.010730943, 0.057116497, -0.02037749, 0.084210664, -0.028235348, 0.10574697, 0.056925274, 0.07922333, -0.090088, 0.1615985, -0.0044301567, -0.089945644, 0.024176618, -0.041844133) * go_1(1.0, 1.0); + result += vec4(0.0015292584, -0.043625206, -0.09429898, -0.06280405); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06051604, -0.028152643, -0.21418124, 0.13032125, 0.42565975, -0.09571944, -0.34494513, 0.30004, -0.073245734, -0.028659137, 0.0032105136, -0.05009555, -0.048971225, 0.04814533, 0.002843805, -0.046224426) * go_0(-1.0, -1.0); + result += mat4(-0.07495975, 0.018714864, 0.21229684, -0.13614887, 0.79988647, -0.0697328, 0.38232988, 0.24165109, 0.25947478, -0.0009418982, -0.17369923, 0.10007766, 0.024117598, 0.028611807, 0.15090801, -0.06344829) * go_0(-1.0, 0.0); + result += mat4(-0.07982219, 0.0900347, 0.007609254, -0.0034791247, 0.013611781, -0.13560618, 0.09685799, 0.06276075, 0.134693, -0.14370437, -0.25175703, -0.0016138123, -0.0075672898, -0.13325731, -0.061100446, 0.0059743375) * go_0(-1.0, 1.0); + result += mat4(-0.039018434, -0.19668463, -0.43018532, 0.31886247, 0.4965479, 0.114569925, 0.19110382, 0.27343535, 0.0707728, -0.11877004, -0.25827697, 0.37012872, 0.1474777, 0.07056952, -0.14965728, 0.061595406) * go_0(0.0, -1.0); + result += mat4(0.506543, -0.16268773, 0.455319, -0.0702646, 0.70102173, -0.14041683, 0.70184857, 0.4817842, -0.3389246, -0.14463086, 0.13763213, -1.1259074, 0.47722015, 0.38352612, -0.04293366, -0.5604627) * go_0(0.0, 0.0); + result += mat4(0.17606944, 0.15897374, 0.13499324, 0.29241478, -0.032824475, 0.11128662, -0.22204424, -0.051803727, 0.013195331, -0.42040786, -0.3950585, 0.70745844, 0.38646924, -0.19080774, -0.15171832, -0.10742828) * go_0(0.0, 1.0); + result += mat4(-0.039278325, 0.18421806, -0.044948544, 0.07902063, -0.2149251, 0.09913459, -0.09743655, -0.26899317, -0.002695496, -0.07554527, -0.22373366, 0.17830558, -0.047994815, -0.06789183, -0.06755918, -0.104452066) * go_0(1.0, -1.0); + result += mat4(-0.0493473, -0.30411786, -0.056439694, -0.06582185, -0.21309847, 0.100670904, -0.22966193, -0.045954112, 0.12728062, -0.25081897, -0.094699375, -0.4036555, 0.060854495, -0.64373237, -0.21522263, -0.6683476) * go_0(1.0, 0.0); + result += mat4(0.063481025, 0.11744312, -0.043330096, 0.33817932, -0.06679828, -0.23207302, -0.10188898, -0.10590511, 0.058780864, 0.047292337, -0.11834696, 0.10076128, -0.036641665, 0.30200714, -0.0002892557, -0.10303763) * go_0(1.0, 1.0); + result += mat4(-0.10842604, 0.042055763, 0.29702973, -0.07409644, -0.030164458, -0.012098744, -0.06396587, -0.08787527, 0.051854923, 0.12997511, 0.11468497, 0.15022379, 0.007814715, 0.014517445, 0.025484756, 0.01078619) * go_1(-1.0, -1.0); + result += mat4(-0.29229385, 0.040265664, -0.15376821, 0.075579196, -0.05593569, -0.045405343, 0.12099204, 0.1571252, 0.17841713, 0.04673325, 0.14550509, 0.08603346, -0.049786013, 0.06121843, -0.16273825, -0.13857752) * go_1(-1.0, 0.0); + result += mat4(0.06903744, 0.2628764, -0.13582836, -0.35678583, -0.13821034, -0.019381443, -0.19570538, -0.09298511, 0.08965436, 0.09745909, 0.20055099, 0.024967568, 0.08144204, 0.004633625, 0.12809834, -0.009431525) * go_1(-1.0, 1.0); + result += mat4(0.09784006, 0.010729353, 0.046643205, -0.110926524, -0.21556224, 0.00016300633, 0.122175336, 0.15004392, 0.013864355, 0.24767809, 0.13865592, 0.0155424485, -0.1450483, -0.15688781, -0.06195043, -0.13745981) * go_1(0.0, -1.0); + result += mat4(0.018991318, 0.55401963, 0.11709872, -0.028442185, -0.46035343, -0.10215539, -0.60193926, 0.47882316, -0.23346989, 0.037200127, 0.22814943, -0.08231696, -0.36430013, -0.011152757, 0.48752213, 0.29796222) * go_1(0.0, 0.0); + result += mat4(-0.07258066, -0.023222538, 0.23230423, -0.30317304, 0.03942911, -0.06899803, 0.23778579, 0.07418621, -0.17443737, 0.33387753, 0.007354842, -0.123447575, -0.1745315, 0.11071779, -0.11949625, -0.22832453) * go_1(0.0, 1.0); + result += mat4(-0.024909232, -0.0308135, 0.12170621, -0.13298757, 0.045828197, -0.1532345, -0.06633672, 0.23591088, 0.04964077, 0.14091493, 0.038343724, -0.029780807, 0.05762822, -0.048930667, -0.02434709, 0.07109019) * go_1(1.0, -1.0); + result += mat4(-0.16039175, 0.3004474, -0.17278233, 0.13677922, 0.18838613, 0.15054552, 0.32901475, -0.1288333, 0.26378244, -0.05119892, 0.34533516, 0.25180495, 0.19452183, 0.0843233, -0.08029368, 0.39877903) * go_1(1.0, 0.0); + result += mat4(-0.07097129, -0.26492423, -0.055032317, -0.093516104, -0.11795062, 0.04086253, -0.07989471, 0.059686553, 0.09378249, 0.45851848, 0.2510942, 0.19599153, 0.019765077, -0.02920918, -0.04125142, -0.13859107) * go_1(1.0, 1.0); + result += vec4(0.04400571, -0.04015565, 0.0140529545, 0.05474095); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.014236042, -0.0031431736, -0.1551387, 0.12515116, -0.28528872, 0.36161992, 0.15750743, -0.17111474, 0.13792591, -0.0657419, -0.17471549, 0.14650472, 0.034169197, -0.019157575, 0.23520657, -0.20358163) * go_0(-1.0, -1.0); + result += mat4(0.02015035, 0.12993371, 0.11199667, -0.09854378, 0.5001741, 0.03462961, 0.24919736, 0.08505297, -0.20902094, -0.24141377, -0.15360375, 0.049974803, -0.037157424, -0.048510186, 0.20106035, -0.118480384) * go_0(-1.0, 0.0); + result += mat4(0.086798504, -0.009607818, 0.034812123, -0.005187592, 0.0351509, 0.021755, -0.04996161, -0.041231696, 0.0020545553, 0.015730752, -0.07507172, 0.018597523, -0.02393343, 0.07624775, 0.03892451, -0.0025574185) * go_0(-1.0, 1.0); + result += mat4(0.035725456, 0.06809103, 0.51926994, -0.39983147, -0.16402833, -0.1243394, -0.25922915, 0.28285915, 0.15959994, -0.2351732, 0.2650535, -0.30193794, -0.11468332, 0.050777763, -0.51894253, 0.4408367) * go_0(0.0, -1.0); + result += mat4(-0.27042082, 0.22243942, 0.14902467, 0.38428563, 0.46612173, 0.5169912, -0.22330502, -0.11300288, -0.36141354, 0.0668681, 0.2984152, 0.1275798, -0.24121419, 0.2952039, -0.45109174, -0.3822957) * go_0(0.0, 0.0); + result += mat4(0.26543504, -0.05742226, -0.052103903, -0.013124308, -0.14358385, -0.04024543, 0.07665455, -0.012301872, -0.18752757, -0.03913891, 0.038205814, -0.006583095, -0.25550908, -0.25725332, -0.12454206, -0.0058936924) * go_0(0.0, 1.0); + result += mat4(-0.0018946569, 0.019746022, -0.13080788, 0.11450627, -0.013743845, -0.027179785, -0.14425103, 0.07109661, 0.023703793, 0.086905524, 0.03151253, 0.0132474145, 0.041018624, 0.04548913, 0.2718715, -0.20008296) * go_0(1.0, -1.0); + result += mat4(-0.076830454, 0.11652955, 0.5068201, -0.3082819, 0.058615055, -0.006765798, -0.057522714, 0.049981344, -0.006897243, -0.21763432, 0.16896053, -0.21176189, -0.061227098, 0.03566485, 0.08901554, -0.050980624) * go_0(1.0, 0.0); + result += mat4(0.02327798, 0.07662976, 0.034811985, -0.03238033, -0.0021881019, -0.030997375, -0.069672935, 0.04040273, -0.1217442, 0.104173124, 0.09862539, 0.020557549, -0.022286594, 0.10287763, -0.021694934, 0.07542515) * go_0(1.0, 1.0); + result += mat4(0.124069154, -0.08579466, -0.07816314, 0.11332851, -0.034682628, -0.11038275, 0.04750615, -0.096100725, 0.039588403, -0.15149672, -0.05529172, 0.034304325, -0.022520235, -0.05023852, -0.2674731, 0.21886522) * go_1(-1.0, -1.0); + result += mat4(-0.1948599, -0.14946899, -0.39548838, 0.18042913, -0.007919619, 0.19826505, 0.23789087, 0.009140256, 0.11857748, 0.18215668, 0.13606293, -0.09209675, -0.080678545, -0.020431137, -0.07728839, -0.051353537) * go_1(-1.0, 0.0); + result += mat4(-0.07616472, -0.0032800382, -0.045657665, -0.039144326, -0.37786487, -0.08877774, 0.053579114, -0.070886396, 0.011311804, 0.107276045, 0.013236154, 0.009832061, 0.08292063, 0.12258811, 0.0005569043, -0.009806432) * go_1(-1.0, 1.0); + result += mat4(-0.28062925, 0.15946878, -0.1021801, -0.06471589, -0.26999477, 0.21230288, -0.14243907, 0.2555922, -0.09608517, 0.26339412, 0.20891234, -0.23538485, 0.33958244, -0.12569186, 0.43289876, -0.33462036) * go_1(0.0, -1.0); + result += mat4(0.16265294, 0.2625464, -0.34452894, 0.2233622, 0.13850005, -0.42999864, -0.5385177, -0.11035979, 0.51662, -0.78238726, -0.09422375, 0.83759475, 0.44468537, 0.14301361, 0.108906105, 1.1596143) * go_1(0.0, 0.0); + result += mat4(-0.73757625, -0.12369605, 0.23523071, 0.006587637, -0.15445381, 0.22757277, 0.052819528, 0.10183905, -0.07912228, -0.16998893, -0.13360223, 0.014348178, -0.17778571, -0.41047302, 0.10241381, -0.08526306) * go_1(0.0, 1.0); + result += mat4(0.14712952, 0.048995696, 0.05299946, -0.06817572, 0.1498064, -0.079825334, 0.40354064, -0.31789717, -0.1998377, 0.00955295, -0.32318407, 0.30898204, -0.039571725, -0.026203401, -0.16292085, 0.08574385) * go_1(1.0, -1.0); + result += mat4(-0.6353329, -0.56000775, -0.17279743, 0.18198174, -0.19555812, 0.056538377, 0.34365895, -0.07799055, 0.19011354, -0.13952748, 0.029196098, -0.19596763, -0.069196045, -0.17402656, 0.07948411, -0.016226962) * go_1(1.0, 0.0); + result += mat4(0.25592864, 0.083498634, -0.28515807, 0.10789751, 0.0043962947, 0.07085363, 0.048724182, -0.025131436, -0.0049440865, -0.033094388, -0.032935806, 0.04266025, 0.20026933, 0.0927841, -0.006839351, -0.013012285) * go_1(1.0, 1.0); + result += vec4(0.02021373, 0.0014037411, 0.0012718709, 0.017278494); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_1_tf +//!BIND conv2d_2_tf +//!BIND conv2d_3_tf +//!BIND conv2d_4_tf +//!BIND conv2d_5_tf +//!BIND conv2d_6_tf +//!SAVE conv2d_last_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_2 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_12 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0067711817, 0.08160003, 0.0247279, 0.03084815, -0.026977416, -0.02120602, -0.025078611, -0.029852165, -0.011627478, -0.012742972, 0.022736797, -0.0028815821, -0.007515677, 0.0172887, -0.023259213, 0.009608947) * g_0; + result += mat4(-0.028660107, -0.014015208, -0.027838672, -0.013171922, 0.0029435428, 0.027047642, -0.017478354, 0.022834882, -0.037572853, -0.0034044068, -0.0149029335, -0.013362301, 0.009827443, -0.015742151, -0.0074795415, -0.0022266617) * g_1; + result += mat4(-0.07579662, -0.039754186, -0.066026606, -0.046816852, 0.1099032, 0.043956704, 0.073109835, 0.04680284, -0.06896613, -0.008838632, -0.044584926, -0.01319039, -0.0021152915, -0.04503326, 0.027061926, -0.028334105) * g_2; + result += mat4(0.15458213, 0.059769996, 0.09327123, -0.028782733, 0.023459995, -0.15390377, -0.13432898, -0.1127775, 0.072764635, -0.0020463336, 0.034736466, -0.0012086042, -0.05847183, -0.029952323, 0.052969377, 0.09590908) * g_3; + result += mat4(-0.07476772, -0.016574614, 0.04131183, 0.017335678, 0.009654406, 0.072183535, -0.002266456, 0.086873695, 9.310129e-05, 0.0056416965, -0.004188391, 0.023132093, -0.05183336, -0.025825873, -0.03684392, -0.0075729224) * g_4; + result += mat4(0.00878842, 0.03869637, -0.035759524, 0.003345386, -0.064184256, -0.034568302, -0.06672922, -0.0686381, -0.06794392, -0.10685906, 0.04679947, -0.012535639, 0.006932529, -0.007783515, 0.109123886, 0.13804391) * g_5; + result += mat4(-0.03160699, 0.050473, -0.09030729, 0.0649397, 0.11466501, 0.17912874, -0.0081851315, 0.052244574, 0.051632743, 0.061941486, 0.06546816, 0.12174249, -0.05104755, -0.018193979, -0.032196652, -0.035292786) * g_6; + result += mat4(0.013612735, -0.0024100312, -0.068611205, -0.07369285, -0.019647537, -0.066944756, -0.010012875, -0.06785739, -0.062246565, -0.087313406, -0.044278186, -0.09368995, 0.052555013, 0.13604961, 0.05645059, 0.08763303) * g_7; + result += mat4(0.04218486, -0.05028401, 0.059086576, -0.03545452, 0.027737848, 0.0043074046, 0.0011001764, -0.073026665, -0.04094988, 0.044061556, -0.009812515, 0.06841999, -0.06612581, 0.037223976, -0.07759491, -0.04356598) * g_8; + result += mat4(-0.027558247, 0.014248466, -0.019813016, -0.058107473, -0.016717663, -0.020424338, 0.0053625097, -0.009917319, 0.013678771, 0.0113340765, 0.0061787106, -0.036083996, -0.020179711, -0.011310535, 0.054827053, -0.0008278952) * g_9; + result += mat4(0.028690035, -0.012079616, 0.11931408, -0.048533775, 0.069336995, 0.0049852817, 0.013774468, 0.035233382, -0.07384821, 0.0003354423, -0.0059171803, -0.04503906, 0.08727279, 0.005138857, -0.17724465, 0.055782065) * g_10; + result += mat4(-0.20744391, 0.24348328, -0.3145766, 0.17026486, -0.022870807, -0.01648648, -0.05912279, -0.012555373, -0.066004686, 0.03182394, 0.16285324, -0.1221846, -0.31816196, 0.007928748, 0.43180224, -0.015949022) * g_11; + result += mat4(0.16363169, 0.14781676, -0.2377973, -0.1571377, -0.09038187, 0.0046504294, 0.033955004, -0.051421452, 0.046735536, 0.006827522, -0.121338, 0.12671822, 0.15833299, -0.1858712, -0.1942371, 0.17336044) * g_12; + result += mat4(-0.018145572, -0.015550516, 0.044410378, 0.046016492, 0.084021375, 0.05327457, -0.008270992, -0.045435544, 0.07185879, -0.131923, 0.26721445, -0.26745328, -0.07093472, 0.042701527, 0.13793674, -0.095621444) * g_13; + result += vec4(0.016836504, 0.010161949, 0.021351453, 0.01278978); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(M)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + float c1 = c0; + float c2 = c1; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_S.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_S.glsl new file mode 100644 index 0000000..ac75c15 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_S.glsl @@ -0,0 +1,158 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.0057322932, 0.12928207, -0.056848746, 0.18680117, -0.0306273, 0.25602463, 0.053723164, 0.20419341, 0.0018709862, 0.022848232, -0.04105527, 0.10169034, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.009471417, -0.12957802, 0.096014425, 0.21836184, 0.00021601951, -0.22997683, 0.23666254, 0.41192335, 0.021762101, 0.0047863554, 0.008233427, 0.108514786, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.01156376, -0.18988979, 0.04614705, -0.044767227, 0.01050636, -0.26426336, 0.23741047, 0.0027636609, -0.027718676, -0.14202335, -0.016650287, -0.06637125, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.057809234, -0.11033858, 0.056533534, -0.06292466, 0.13880666, -0.18710336, 0.2441031, -0.25326246, 0.0032683122, -0.026437074, 0.0023248852, 7.640766e-05, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.49110603, 0.4429004, -0.44015464, -0.41174838, -0.87738293, 0.7808468, -1.0929365, -0.59699076, -0.18409836, 0.185138, -0.11773224, -0.17097276, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.10580959, -0.055947904, -0.03431237, -0.080236495, 0.14862584, -0.15393938, -0.18872876, -0.3170681, 0.03559387, -0.003990826, 0.021298569, 0.012844483, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.040715586, -0.25781113, 0.08896714, -0.1225879, -0.15790503, -0.54010904, 0.29588607, 0.10401059, 0.003413123, -0.108357325, 0.0112870345, -0.11888622, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.0049315444, 0.02376202, -0.08224771, 0.121118225, -0.041512914, -0.027994309, -0.585988, -0.069672115, -0.017247835, 0.0056576864, 0.04319012, 0.055003505, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.37521392, 0.15916082, 0.059708964, 0.19046007, 0.8120325, 0.38343868, 0.3436578, 0.5287958, 0.16570656, 0.06957687, 0.014022592, 0.074799836, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.01050964, -0.00939481, 0.17684458, 0.027366742); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.011029496, 0.05866063, -0.09460646, -0.017664742, -0.022488879, 0.18384217, -0.00397663, -0.064733066, 0.08466802, 0.10667488, 8.0212536e-05, 0.0908869, 0.13580276, 0.00097438256, 0.12176522, -0.08218466) * go_0(-1.0, -1.0); + result += mat4(0.16062798, -0.10190268, 0.03280682, 0.05621916, -0.009684231, -0.08464307, 0.17058301, -0.096469186, 0.1967505, -0.1450099, 0.093607284, -0.28240147, -0.21377413, 0.10079291, -0.1741522, 0.17330575) * go_0(-1.0, 0.0); + result += mat4(-0.060160473, 0.06316997, 0.0046929033, -0.049405966, 0.13851729, 0.06830702, -0.0586872, -0.040827133, 0.007052838, -0.03576886, -0.111261636, 0.039155316, -0.07380389, -0.09369825, 0.04471156, 0.09678487) * go_0(-1.0, 1.0); + result += mat4(-0.36683616, -0.035950605, -0.24414362, -0.009159744, 0.19335322, -0.099253505, 0.075083904, -0.00076695543, 0.65291303, -0.25599423, 0.19827642, 0.065899536, -0.07423247, -0.068967685, 0.0050554527, -0.060272824) * go_0(0.0, -1.0); + result += mat4(-0.020688485, -0.83178276, 0.11104878, 0.26454413, 0.13655476, 0.37675047, -0.22219229, -0.01751935, 0.44552696, 0.92510307, 0.16063261, -0.62011045, 0.19366647, -0.06996067, -0.2504841, 0.00803723) * go_0(0.0, 0.0); + result += mat4(0.0051537007, -0.057168536, -0.16110587, 0.25232598, -0.04447099, 0.11997351, 0.14808103, -0.34443566, -0.26212573, -0.21970181, 0.2724405, 0.21050811, -0.07949061, -0.064808235, -0.21208277, -0.0042361654) * go_0(0.0, 1.0); + result += mat4(-0.0888952, -0.20169449, 0.19144905, -0.016882861, -0.013283103, 0.07552998, -0.24686803, 0.012453213, -0.065454446, -0.016123284, -0.47316182, 0.070926026, 0.09219782, 0.13118166, 0.074736096, 0.0077910526) * go_0(1.0, -1.0); + result += mat4(0.5832154, 0.1138069, -0.039765622, 0.3182784, -0.25497997, 0.0013993139, 0.39285088, -0.48511526, -0.39891505, -0.19094779, -0.082146175, -0.20826934, 0.020590555, -0.0012490178, -0.4398621, 0.14377014) * go_0(1.0, 0.0); + result += mat4(0.21917395, 3.4314657e-05, 0.25734863, -0.3433305, 0.015720673, 0.2676127, -0.06807297, 0.15040149, -0.23638041, -0.0050233034, -0.13666134, 0.4542111, -0.033572577, -0.08450588, -0.23341487, 0.053490847) * go_0(1.0, 1.0); + result += mat4(-0.17482175, 0.057647135, 0.33135444, 0.0850751, -0.1718849, -0.0854123, 0.036795795, -0.13874969, -0.10903869, -0.19007301, -0.06064334, -0.03786032, -0.036696054, 0.07844446, 0.012523185, -0.01562906) * go_1(-1.0, -1.0); + result += mat4(-0.04411997, -0.10331819, 0.10050193, 0.12406485, 0.07431592, 0.30109692, -0.17511666, -0.13263564, -0.10192587, 0.07821255, -0.22415096, 0.25552443, 0.17881326, -0.13914281, 0.109979235, -0.0016463579) * go_1(-1.0, 0.0); + result += mat4(-0.01911644, -0.15412527, 0.028903123, 0.20831817, 0.00375175, 0.08110953, 0.074919395, -0.17581624, -0.015677985, 0.06504228, 0.08817818, -0.12518327, -0.09537373, 0.028905088, -0.051288474, 0.054334078) * go_1(-1.0, 1.0); + result += mat4(0.2852779, -0.28924024, 0.36805123, 0.21079305, -0.28336474, 0.1679663, -0.08641141, -0.10699407, -0.16090055, 0.1287612, -0.15910125, 0.05734755, 0.15883245, 0.0053026294, 0.080674745, 0.0505137) * go_1(0.0, -1.0); + result += mat4(0.17639062, 0.3790122, -0.19588692, -0.020314282, 0.26197383, 0.09014768, 0.19696823, -0.41025418, -0.08308115, -0.33279485, -0.22528782, 0.06172439, -0.1365661, -0.13094363, -0.005086559, 0.089024484) * go_1(0.0, 0.0); + result += mat4(0.05262993, 0.0006296959, 0.1657725, -0.32591924, 0.12126701, 0.061543245, -0.10526848, 0.041583937, 0.094976954, 0.09416157, -0.22019257, -0.058390073, -0.2073888, 0.057273377, 0.19558284, 0.004208022) * go_1(0.0, 1.0); + result += mat4(0.30005738, 0.18478931, -0.23342943, 0.22455733, -0.016488122, 0.099634305, 0.31620836, -0.15731157, 0.09595808, 0.0013774688, 0.48273298, -0.07027936, -0.18764344, -0.26194447, -0.11794225, -0.012173601) * go_1(1.0, -1.0); + result += mat4(0.117986746, -0.13846518, -0.019614812, -0.3011192, 0.5501164, 0.3408611, -0.40090847, 0.15706886, 0.13050972, 0.051776595, 0.20792943, 0.23389706, -0.22965533, -0.053367328, 0.3911586, -0.032988597) * go_1(1.0, 0.0); + result += mat4(0.054753624, -0.008485731, -0.2451672, 0.17528129, 0.13657846, 0.010480436, 0.07651423, -0.43316832, 0.12736236, 0.13804524, 0.12529011, -0.30946237, -0.14423579, 0.08403089, 0.24335162, 0.057288036) * go_1(1.0, 1.0); + result += vec4(0.012077211, 0.013045883, 0.0380778, -0.02908858); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.036115196, -0.06971895, -0.07508942, 0.016036168, 0.12120111, 0.24536026, 0.044755507, -0.20663576, 0.029635755, -0.15427187, 0.027148994, -0.20795093, 0.10170582, 0.077919215, 0.66063017, -0.4632968) * go_0(-1.0, -1.0); + result += mat4(-0.0052889925, -0.019060908, -0.08660142, -0.022095207, -0.08097976, -0.015142803, -0.18552722, -0.078493506, -0.16293915, -0.20099808, -0.08370822, 0.3701389, 0.09094984, 0.2487225, 0.24338846, 0.044003833) * go_0(-1.0, 0.0); + result += mat4(-0.061406493, -0.017232792, -0.10917424, 0.11203319, 0.040699825, -0.019294346, 0.084953666, -0.018133596, 0.07209552, 0.016069936, 0.17805555, -0.089537814, 0.15809004, 0.1027023, 0.15044671, -0.15530108) * go_0(-1.0, 1.0); + result += mat4(0.0948676, -0.040305693, -0.005591629, -0.048048403, -0.07547777, 0.056606572, 0.021390207, 0.32600567, -0.20805131, -0.099587254, 0.029613169, 0.0092129605, -0.29429698, -0.09898621, 0.44470885, -0.89487344) * go_0(0.0, -1.0); + result += mat4(-0.122259885, 0.11445877, 0.06666907, 0.1869428, -0.1553992, -0.1658741, 0.2988138, -0.57746625, -0.34609964, 0.11169158, -0.41877756, 0.38075635, 0.21293911, 0.09640372, -0.12754214, -0.08026104) * go_0(0.0, 0.0); + result += mat4(0.15128808, 0.050087795, 0.09219755, -0.18080945, 0.0044571217, -0.046019405, -0.1289922, 0.20305426, 0.19601224, 0.04667917, 0.17465587, 0.027672665, 0.18441725, 0.06845396, 0.11288585, -0.23283863) * go_0(0.0, 1.0); + result += mat4(-0.072962, -0.06639447, 0.049347494, -0.1386401, 0.10396071, 0.08187777, -0.04280746, 0.07390891, 0.06628344, 0.037797406, 0.021885803, -0.013147403, 0.22376558, 0.36243078, 0.12874891, -0.0023783944) * go_0(1.0, -1.0); + result += mat4(0.074945286, 0.16045591, -0.11798349, 0.12910712, 0.054760084, -0.095626175, -0.047832094, 0.03493912, 0.11817307, 0.037452437, -0.14301221, -0.027356789, -0.052390423, 0.11373512, 0.07686775, 0.010008694) * go_0(1.0, 0.0); + result += mat4(-0.023999173, -0.091900624, 0.02388157, 0.03173873, 0.0065633506, -0.033716757, -0.1198324, 0.12057766, 0.026465805, -0.07517131, -0.07760598, 0.060463097, 0.07345541, 0.046037503, 0.21101558, -0.26785463) * go_0(1.0, 1.0); + result += mat4(0.15544604, -0.03902825, 0.04630384, -0.25173616, -0.0691359, 0.07476507, 0.009071253, 0.089964196, -0.26539803, -0.3958477, -0.22155671, 0.20735882, -0.105860494, -0.003996804, -0.044815883, 0.39544627) * go_1(-1.0, -1.0); + result += mat4(0.6169709, 0.23717614, -0.37884676, -0.7484867, 0.020169826, -0.30718836, 1.0965588, -0.20711036, -0.39149985, -0.06843563, -0.06522909, 0.103805855, 0.03265825, -0.15137726, 0.12837899, -0.01294922) * go_1(-1.0, 0.0); + result += mat4(-0.23638196, -0.4560866, -0.11948684, -0.1464144, 0.10690008, 0.007835961, 0.11864342, -0.13101323, -0.16509797, 0.075027354, 0.08122998, 0.13451207, 0.0011890623, 0.052157886, 0.08372405, -0.07085038) * go_1(-1.0, 1.0); + result += mat4(-0.21997726, -0.16488647, -0.0291317, 0.17997476, 0.1493211, 0.027494298, 0.0034613227, -0.3207727, 0.18699001, 0.14728633, -0.042895135, -0.07612043, 0.125076, -0.14714554, -0.03480009, -0.22753975) * go_1(0.0, -1.0); + result += mat4(-0.5342686, -0.7426105, -0.38294584, 0.42549992, 0.46053204, 0.7867879, 0.106234804, -0.041163098, 0.5198579, -0.5219404, 0.14809476, -0.41802374, 0.06810794, -0.15122683, -0.047409, 0.13178343) * go_1(0.0, 0.0); + result += mat4(-0.50428164, 0.18220626, 0.35510704, -0.081787474, 0.03155813, 0.019284263, 0.0032388573, -0.20513348, -0.05385551, 0.17803182, -0.26206362, 0.2870375, 0.008557827, 0.08401449, -0.027598893, -0.010791235) * go_1(0.0, 1.0); + result += mat4(0.16657415, 0.067647465, 0.093076974, -0.14438486, -0.10017002, 0.0022367141, 0.03250936, -0.052794546, -0.009178676, -0.019673595, -0.0016697067, -0.15424626, -0.112123474, -0.11079971, 0.011987111, -0.11747758) * go_1(1.0, -1.0); + result += mat4(-0.023021797, -0.058703423, -0.037978355, -0.062433913, -0.13130441, 0.048656322, 0.056839373, 0.109036915, -0.07823158, 0.14785293, 0.058555078, -0.11679035, -0.14002073, 0.07395252, 0.098268874, -0.06710464) * go_1(1.0, 0.0); + result += mat4(0.14906375, 0.030001195, -0.10338215, 0.0662968, -0.161953, -0.13682815, 0.09563142, 0.009514228, -0.009491218, 0.06737101, -0.1393389, 0.15231515, -0.073147796, 0.00767062, 0.028675212, 0.014213088) * go_1(1.0, 1.0); + result += vec4(0.018736731, -0.0026039074, 0.050130025, -0.055364225); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!SAVE conv2d_last_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.019100675, -0.014241565, 0.004667036, -0.03865062, 0.106731094, 0.026099661, 0.014594411, -0.011881356, 0.0040967264, -0.004626336, 0.006469508, 0.010875305, -0.033909045, -0.085905954, 0.07861378, 0.019452631) * go_0(-1.0, -1.0); + result += mat4(0.20777655, -0.060354974, 0.0023840065, -0.064121604, -0.17397617, 0.019293457, -0.09707183, 0.080641985, 0.01025124, -0.017382381, 0.008661793, -0.010995665, 0.21943407, -0.115574986, 0.14471593, -0.068836235) * go_0(-1.0, 0.0); + result += mat4(0.057942886, -0.06311754, 0.2253396, -0.04159292, -0.020731755, 0.007877151, 0.041525815, 0.025278691, 0.03041967, -0.025137542, 0.024364179, -0.024543528, 0.029438615, -0.015506873, 0.081686, -0.07812221) * go_0(-1.0, 1.0); + result += mat4(0.054237515, 0.0676094, -0.0047708177, 0.0043467237, -0.10032304, -0.020498628, 0.04240586, 0.07272254, 0.0784221, 0.017945962, -0.022310399, -0.013134622, 0.015638694, -0.10001543, 0.1043031, 0.05898838) * go_0(0.0, -1.0); + result += mat4(-0.021652509, 0.35796642, 0.059497777, 0.23948468, 0.15454951, -0.10017235, -0.19072174, -0.44812536, -0.03974552, 0.04529369, 0.22207436, 0.026222564, -0.09705454, 0.5623026, -0.3354105, -0.017278556) * go_0(0.0, 0.0); + result += mat4(-0.053682446, -0.03411237, -0.09399936, 0.15128824, -0.07463, -0.042020727, 0.0031783928, 0.13481957, -0.07731454, 0.044114403, -0.23085599, 0.060444202, -0.15015422, 0.0018040676, -0.18684982, 0.2812511) * go_0(0.0, 1.0); + result += mat4(0.0029329916, 0.001596018, 0.0007512241, 0.016544111, -0.04876942, -0.05272409, 0.037884697, 0.049948208, 0.015518177, 0.11368592, -0.03815777, -0.013149978, -0.027638039, 0.107719295, -0.04115787, 0.02745414) * go_0(1.0, -1.0); + result += mat4(0.016691081, 0.010204119, 0.04078854, 0.01613337, 0.03325829, 0.0114824055, -0.017286912, -0.07284126, -0.110984206, -0.21041764, 0.0089543555, 0.18986733, 0.01537506, -0.2059135, 0.029074017, 0.013117443) * go_0(1.0, 0.0); + result += mat4(0.013965926, 0.029871881, 0.0034499036, -0.011343668, 0.022120327, -0.0068748263, 0.009324342, -0.039081004, 0.08032371, 0.050809264, 0.035050742, -0.2032847, 0.06305391, -0.021958945, 0.038569167, -0.22465245) * go_0(1.0, 1.0); + result += mat4(0.046307724, -0.012419472, 0.007673863, -0.042344846, 0.011042414, 0.016994251, -0.018166406, -0.016955731, -0.13240299, 0.01768431, -0.027607648, 0.0699927, -0.02840628, 0.004414203, 0.0049618417, 0.011084679) * go_1(-1.0, -1.0); + result += mat4(-0.119954154, -0.007455482, -0.031108133, -0.009946449, 0.0077065965, 0.01660345, 0.032943666, 0.016376585, 0.10273124, 0.1556573, -0.24643841, 0.107307844, -0.068235755, 0.0561896, -0.0104672015, 0.042693343) * go_1(-1.0, 0.0); + result += mat4(-0.01634601, 0.04195375, -0.10401894, 0.047641944, -0.034602515, -0.0034419263, -0.010457858, 0.015194475, -0.03962551, -0.030031368, 0.16036317, 0.019283568, -0.05877721, 0.016504882, -0.15523468, 0.018161612) * go_1(-1.0, 1.0); + result += mat4(-0.08083991, 0.0024665035, -0.049373373, 0.030371357, 0.0113322195, -0.014676956, 0.011646689, -0.01142667, 0.124930486, 0.06625774, -0.045840867, -0.009693036, -0.012649251, -0.07388084, 0.008790075, 0.0013844534) * go_1(0.0, -1.0); + result += mat4(-0.33941835, -0.2763476, -0.118311435, -0.063535266, 0.20936015, 0.13731301, 0.13443594, 0.07464433, 0.059650812, -0.36973104, 0.16444235, -0.37082872, 0.06432777, -0.18283032, -0.044489607, -0.13895285) * go_1(0.0, 0.0); + result += mat4(0.13533665, 0.08268915, -0.03675727, -0.14348659, 0.0186255, -0.05051692, 0.056702953, 0.0061717895, 0.047663026, -0.088188455, 0.23254345, -0.014015464, 0.08400204, -0.0073777726, 0.2202068, -0.12366078) * go_1(0.0, 1.0); + result += mat4(0.04361004, 0.046543695, 0.0064863074, -0.03358146, -0.022602187, 0.018138997, -0.011071864, 0.010244091, -0.019814799, -0.17250171, 0.040823266, -0.040131986, 0.010125854, 0.020660749, 0.0020435036, -0.010819304) * go_1(1.0, -1.0); + result += mat4(-0.004810193, -0.11286074, 0.051985834, 0.04788631, -0.023950428, 0.036145125, -0.038203828, 0.052401308, 0.022986965, 0.26420745, -0.06076917, -0.09252999, 0.03164547, 0.15652153, -0.037934, -0.0035418556) * go_1(1.0, 0.0); + result += mat4(0.03358366, -0.005219482, 0.007060882, -0.06569114, -0.02941682, 0.00966056, -0.0153679885, 0.019905418, -0.107232265, -0.03405676, -0.044340115, 0.26892832, -0.04723829, -0.02589829, 0.004563232, 0.19318114) * go_1(1.0, 1.0); + result += vec4(-0.00346731, -0.0046263863, -0.004627155, -0.0057769152); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(S)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + float c1 = c0; + float c2 = c1; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_UL.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_UL.glsl new file mode 100644 index 0000000..e051f5f --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_UL.glsl @@ -0,0 +1,1702 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.27576035, -0.07072761, -0.1630093, -0.11306897, 0.14765891, -0.039999995, 0.04671886, -0.06138944, 0.11445724, 0.10989976, 0.12772457, 0.19654717, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.076798744, -0.026944768, -0.24994318, 0.2515569, -0.16839856, 0.17563075, 0.30983326, -0.26057217, -0.07267306, -0.16690817, -0.028771983, -0.32779765, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.22670166, -0.08031973, 0.1576897, -0.09411961, 0.10889907, 0.09876773, -0.12708376, 0.20890583, 0.13792023, 0.046159253, 0.008415701, 0.028718324, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.123937644, -0.0040695923, 0.1577942, -0.25086892, -0.11906424, 0.024612824, 0.04019426, -0.20309904, -0.001790695, -0.022292957, -0.24705121, -0.020513516, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.12275696, 0.087533146, 0.22975677, 0.3249744, -0.46705425, 0.049937986, -0.3746097, 0.6908184, -0.02694045, 0.10467642, 0.24765752, 0.29053956, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.085650265, 0.06399875, 0.16803174, -0.000924935, -0.012419805, 0.3505107, -0.013437306, -0.37681264, -0.06174721, 0.3525594, -0.7133205, 0.16013019, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.2400495, 0.08462758, 0.025238732, -0.019882765, -0.09665332, -0.030001955, -0.10374011, -0.2661804, -0.1017717, -0.04910443, 0.102630705, -0.01290848, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.13510828, -0.09396734, -0.30896646, 0.13402982, 0.7047196, -0.09083812, 0.29420912, -0.30652946, 0.089854665, -0.04834406, 0.017005004, -0.22518355, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.28510967, 0.04660653, 0.24457681, -0.21047631, -0.12409636, -0.5526988, -0.1340479, 0.2336875, -0.048938934, -0.31569406, -0.021553513, -0.084858574, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0357343, 0.024812812, 0.040654864, -0.002103711); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.058698863, -0.07291426, 0.04927266, 0.09258057, -0.048297565, 0.05610951, 0.07047442, -0.07120319, -0.03516866, 0.0076037147, 0.07701455, -0.059423756, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.0055849426, 0.26572028, -0.21616961, -0.042883366, 0.04323887, 0.04128688, -0.1975783, 0.15745145, 0.017314252, -0.26768935, 0.080519766, 0.021246549, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.045365453, 0.16887768, -0.21514243, -0.49443442, 0.016238604, -0.12318089, 0.21210986, 0.29339197, 0.008509125, -0.0120522, 0.14660002, 0.16444208, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.18049234, 0.27750164, 0.48953623, 0.32381085, 0.13180427, -0.19170003, -0.042992454, -0.24161138, 0.02187773, -0.052547548, -0.23762631, -0.17446616, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.10295366, -0.06758289, 0.3209139, -0.089126036, 0.045649666, 0.061549887, -0.22704688, 0.08373262, 0.062346827, -0.012463345, -0.2679532, -0.033193, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.028882261, -0.41653237, -0.55437064, -0.23836315, -0.10729088, 0.056782994, 0.2587744, 0.3095401, -0.057483524, 0.2876223, 0.21580297, 0.07463114, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.014345448, 0.05962805, -0.2022189, -0.08993287, 0.070023656, 0.08089038, 0.114226155, 0.0025734142, -0.010230871, -0.0990795, 0.17906278, 0.048965868, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.26569575, -0.20329566, 0.40301713, 0.5406432, 0.4320893, 0.09291447, -0.24186778, -0.40646008, 0.08337033, 0.114029825, -0.17575161, -0.21976136, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.23839538, -0.5789523, -0.0655242, -0.0007585647, -0.58420926, -0.0028022572, 0.040551513, -0.14223239, -0.08617295, 0.22481681, -0.015953997, 0.18862534, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.041260406, 0.20480168, -0.016556341, 0.021896001); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.07228457, 0.007666297, 0.0023270524, -0.13672906, -0.06545506, -0.049757745, 0.16956232, 0.048654493, 0.05838961, 0.02529347, -0.21557869, -0.12801598, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.14399123, 0.33404213, 0.30544546, -0.024566652, -0.07515048, -0.18194102, -0.3067775, -0.3386222, -0.06924871, 0.08277239, 0.30782035, 0.1812733, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.0034141026, 0.03465326, 0.13170029, 0.19363083, 0.07877697, 0.12887354, 0.31288412, 0.039260264, -0.14135145, -0.21657607, -0.08192631, -0.016260598, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.2796338, 0.3380564, -0.2591034, 0.053368755, 0.017104708, -0.18027966, -0.083344355, 0.29481766, -0.088741906, -0.03886714, 0.15531075, 0.34214082, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.35849893, 0.39669302, -0.4743166, -0.30070198, -0.04679741, 0.029014967, -0.11585943, 0.547813, 0.037943944, -0.3137137, -0.16505164, 0.1461349, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.19912307, -0.69915354, 0.12588218, -0.25780293, 0.06785873, -0.06666295, 0.21257555, -0.30608517, 0.22777, 0.47556394, 0.12453673, -0.23966943, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.066451795, 0.036735266, 0.0883064, 0.2535588, 0.111621, 0.026139118, 0.02632312, -0.37550557, -0.026438652, -0.042137396, 0.026273955, -0.24945815, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.550942, -0.4508381, 0.0018671635, 0.21252398, -0.10602345, 0.13596801, -0.0023862422, 0.029529708, -0.06045382, 0.22975087, -0.1594863, -0.33607775, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.0114465775, 0.011813566, 0.09969644, 0.055403743, 0.02460606, 0.13673273, -0.22494976, -0.24256726, 0.024602994, -0.1862818, 0.015388349, 0.39983493, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.32573584, 0.02118458, 0.06321103, 0.01701115); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.009462198, 0.067644134, 0.09776196, -0.06859017, -0.1816813, 0.053423163, -0.02265236, 0.06604943, 0.15899086, -0.15651219, 0.2919677, 0.00591133, 0.09306437, 0.047243804, -0.1389423, -0.0076663005) * go_0(-1.0, -1.0); + result += mat4(0.23136483, 0.20969442, -0.25250545, -0.038510673, 0.06916893, -0.19306515, -0.07070081, 0.016512204, 0.05914443, 0.31841832, -0.15109769, 0.058795422, 0.0418041, -0.13008581, 0.15338552, 0.037921127) * go_0(-1.0, 0.0); + result += mat4(0.023348259, 0.15947549, 0.16773324, 0.04159353, 0.113954544, -0.071491666, 0.12837915, -0.043326825, 0.058823302, 0.09453112, 0.017051624, 0.048308555, -0.10970718, -0.25019458, 0.074912935, -0.04076737) * go_0(-1.0, 1.0); + result += mat4(0.036305163, -0.22121401, 0.120393604, -0.05099148, -0.10198376, -0.04498367, -0.08815256, 0.024565894, -0.04884751, -0.036884382, -0.24040928, -0.112012394, 0.005314592, -0.14346673, 0.04090868, 0.040303618) * go_0(0.0, -1.0); + result += mat4(0.32364944, 0.2346947, 0.13479401, -0.071001865, -0.092296354, -0.13325988, 0.18273465, 0.16443633, -0.138694, -0.1538144, 0.0001256584, 0.23658273, -0.055330865, 0.18081205, -0.14958258, 0.18050644) * go_0(0.0, 0.0); + result += mat4(0.30818513, -0.10282234, -0.14460294, 0.11525818, 0.15799633, -0.038440127, 0.07736027, -0.113209635, -0.03558696, 0.0027641046, 0.09750022, -0.035741746, -0.06724116, -0.11298426, -0.23708679, -0.08182236) * go_0(0.0, 1.0); + result += mat4(0.16450825, 0.014239063, -0.15482663, 0.011389393, 0.121237025, -0.056966547, -0.23891398, -0.07385608, -0.0919129, 0.1384911, 0.10602064, -0.08549364, -0.117471084, 0.045140628, -0.055791426, 0.11584021) * go_0(1.0, -1.0); + result += mat4(0.053284578, 0.084236816, 0.16935693, -0.16279462, -0.060930096, 0.13849908, 0.16018802, -0.007871505, 0.12076791, -0.06930294, -0.16473438, 0.12876272, -0.039502293, -0.064467184, 0.13885021, -0.09353176) * go_0(1.0, 0.0); + result += mat4(0.04007251, -0.0423664, -0.20841573, 0.025270352, 0.051647697, -0.086622365, -0.108722195, 0.03807204, 0.059649065, -0.0070362207, 0.04048331, 0.06589983, -0.014079206, -0.10045001, 0.09532272, -0.12775785) * go_0(1.0, 1.0); + result += mat4(0.15776722, -0.1468444, -0.026526975, -0.038875956, -0.36817524, -0.09478588, -0.27826226, 0.016944334, 0.009886105, -0.061800323, 0.0800291, -0.081642725, 0.051763505, -0.14510322, -0.12901913, 0.06997819) * go_1(-1.0, -1.0); + result += mat4(-0.17539172, -0.29509535, 0.14361212, -0.09461951, 0.02858693, 0.1989715, 0.05904459, -0.09012477, 0.03901393, -0.09044802, 0.08358012, 0.052188553, -0.05505933, -0.048021372, 0.27836508, -0.035614084) * go_1(-1.0, 0.0); + result += mat4(0.034031298, -0.034978155, -0.038415093, -0.09294941, 0.049487505, 0.15056923, -0.010052316, 0.08712324, 0.07430246, 0.17897835, -0.060980003, -0.08634773, -0.07403975, -0.026423855, -0.18169394, 0.007463145) * go_1(-1.0, 1.0); + result += mat4(0.048213437, 0.16104779, 0.038785655, -0.033407986, 0.22063074, -0.053561423, 0.13353224, -0.26674026, 0.04884891, 0.030459542, -0.22288404, 0.06640239, 0.12854575, 0.029917246, 0.24786973, -0.1690474) * go_1(0.0, -1.0); + result += mat4(0.14981748, 0.17726701, 0.3075169, -0.0061602336, 0.070802234, 0.012225174, -0.11732834, -0.04439886, 0.062125243, 0.09351938, 0.4337808, -0.08277167, 0.25400677, -0.08523749, -0.3210451, -0.17889985) * go_1(0.0, 0.0); + result += mat4(-0.013666365, 0.09298701, -0.22515774, 0.06844796, -0.056414075, -0.04622639, 0.2661024, 0.16837521, -0.060347248, 0.42006207, 0.31325382, 0.040558435, -0.23408552, -0.3959543, 0.08528746, 0.04711839) * go_1(0.0, 1.0); + result += mat4(-0.21203883, 0.14807487, 0.10670431, 0.09823839, -0.0029566926, -0.14064936, -0.0062036305, 0.058999464, -0.119635604, -0.017831627, -0.024394974, -0.09484209, -0.05494034, 0.2234736, -0.18613186, 0.10272367) * go_1(1.0, -1.0); + result += mat4(-0.026449624, -0.07470873, -0.103021905, 0.036553413, -0.16811648, 0.010706488, -0.11658722, 0.16098383, -0.118867725, -0.30606326, -0.38222322, 0.08585665, 0.07455366, -0.083553374, 0.11151869, -0.19190635) * go_1(1.0, 0.0); + result += mat4(-0.113795616, 0.1331456, 0.114444636, 0.0071249725, 0.12230587, -0.017298486, -0.005261545, 0.01930602, 0.19144222, -0.0868461, -0.13227822, 0.18046889, 0.12061947, 0.107320294, -0.07637172, -0.034593552) * go_1(1.0, 1.0); + result += mat4(0.049325835, 0.020729464, -0.23382401, 0.15919043, -0.008479369, 0.15347077, 0.41359872, -0.061457418, 0.024845408, -0.15185645, -0.057010442, -0.09998088, 0.10153512, -0.09882405, 0.039735407, -0.077833496) * go_2(-1.0, -1.0); + result += mat4(-0.36701423, 0.12649989, 0.018880492, -0.23008151, -0.052118823, 0.15917695, -0.11396803, 0.21387778, 0.08706439, -0.0038190812, 0.12580395, -0.18743886, 0.005943777, -0.055926796, 0.22107217, -0.15519042) * go_2(-1.0, 0.0); + result += mat4(-0.117441535, 0.11953572, -0.15477178, -0.21330307, 0.033542704, -0.086117126, 0.040748667, 0.113893, -0.039779708, 0.06455176, -0.033797383, 0.045687508, 0.06263807, 0.040957358, -0.0007738094, -0.053097825) * go_2(-1.0, 1.0); + result += mat4(0.14710459, -0.06704273, -0.021150973, -0.15517733, -0.011780557, -0.123433016, -0.5554903, 0.07073845, 0.037211616, -0.14225942, -0.13862026, -0.12025682, 0.09802159, 0.045993954, 0.21416502, -0.12655829) * go_2(0.0, -1.0); + result += mat4(0.33932889, -0.10832225, -0.10277331, -0.043458294, -0.080375, 0.07122225, 0.5117161, 0.45102793, 0.08851493, -0.19836949, 0.1128087, 0.14412156, 0.15872803, 0.35519516, -0.36955422, 0.22665614) * go_2(0.0, 0.0); + result += mat4(-0.2083875, 0.005418101, 0.1154246, 0.16369523, 0.0066285534, -0.15079136, -0.0024386873, -0.006123944, 0.1329886, 0.007733818, -0.078484625, 0.0073881904, 0.045415893, 0.13548672, -0.04421294, 0.17557195) * go_2(0.0, 1.0); + result += mat4(-0.06733927, 0.061143715, 0.11623754, 0.035660855, -0.16833517, 0.25015733, 0.16666088, 0.3536397, -0.17156921, 0.14590204, 0.0319748, -0.022740254, -0.081528045, -0.029098801, 0.106823295, 0.05240602) * go_2(1.0, -1.0); + result += mat4(-0.030105693, 0.07486713, 0.07255324, 0.26833382, 0.13944457, -0.12094807, -0.119364485, 0.008746426, -0.0543321, -0.23814397, 0.21626633, 0.19788063, -0.060222488, 0.013993159, -0.044926863, 0.10624144) * go_2(1.0, 0.0); + result += mat4(0.04872421, -0.1731085, 0.120799415, -0.262767, -0.01584661, 0.066874966, -0.23661989, -0.18333362, 0.04360596, 0.16124529, -0.024604535, -0.02463142, -0.051435392, -0.015720569, -0.08187193, 0.048288688) * go_2(1.0, 1.0); + result += mat4(0.049077168, -0.07886619, -0.061759558, -0.04904181, 0.39755592, -0.030000389, 0.13741177, 0.035482008, -0.0356009, 0.031532627, -0.2654997, 0.022695553, -0.12488769, 0.015674936, 0.10053729, -0.016251108) * go_3(-1.0, -1.0); + result += mat4(0.034757115, -0.22141235, 0.34255457, -0.01785397, 0.13844466, -0.17758907, 0.06551371, -0.054463834, 0.03203843, -0.13669081, 0.13089286, -0.08061962, 0.015957424, -0.0024440098, -0.10206851, -0.089845166) * go_3(-1.0, 0.0); + result += mat4(-0.0511128, -0.10826102, -0.28195792, 0.0077595203, -0.1147427, -0.0022921658, -0.07577954, -0.02045415, -0.060518377, -0.11451084, 0.018158037, -0.0758857, -0.04422985, 0.012489414, -0.016101263, 0.061439708) * go_3(-1.0, 1.0); + result += mat4(-0.03760036, 0.13497229, -0.13668093, 0.07768455, -0.15663894, -0.015719853, 0.21031374, 0.1781295, -0.14109309, -0.03143449, -0.020708034, 0.082145125, 0.029068671, 0.16775839, -0.060003906, 0.071289144) * go_3(0.0, -1.0); + result += mat4(0.33949512, 0.11439767, -0.030989401, 0.048677433, 0.21668954, -0.09781232, -0.14430745, -0.34149325, 0.04961082, 0.13556859, -0.02967883, -0.019534707, 0.112177946, -0.0950136, 0.02612632, -0.1142915) * go_3(0.0, 0.0); + result += mat4(-0.16193709, 0.12953411, 0.12638013, 0.07118955, -0.09868655, 0.05682677, -0.03974761, 0.14830436, 0.016494498, 0.04290563, -0.107214145, -0.0006455558, 0.15607493, 0.22610466, 0.23997377, 0.21541154) * go_3(0.0, 1.0); + result += mat4(-0.13969646, -0.03359856, 0.12332616, 0.024957852, -0.264063, -0.027087519, 0.16026239, 0.18871038, 0.12738967, -0.070992924, 0.058890942, -0.055569854, 0.07901736, -0.10643202, 0.08499172, -0.07838089) * go_3(1.0, -1.0); + result += mat4(0.124158695, 0.04502674, -0.080311716, 0.013808018, 0.0370118, -0.16594483, -0.16791067, 0.05448626, -0.03551704, 0.006355477, 0.26084647, 0.12521335, -0.004537222, -0.017335514, -0.12183743, 0.021074474) * go_3(1.0, 0.0); + result += mat4(-0.022497809, 0.04964908, 0.14643028, -0.04685759, -0.06790267, 0.11746793, 0.12926494, -0.082243346, -0.053480923, 0.06610809, -0.04575657, -0.14319976, -0.09223617, 0.10878509, -0.05621081, 0.16550247) * go_3(1.0, 1.0); + result += mat4(-0.28332457, 0.05198234, 0.021976635, -0.1545899, -0.26678282, -0.047813956, -0.023821756, -0.101214804, 0.07505883, 0.05556278, 0.017566912, 0.00901856, -0.022323653, 0.1653073, 0.08053188, -0.18955535) * go_4(-1.0, -1.0); + result += mat4(0.084919475, 0.03962379, -0.13510302, 0.24873632, -0.06863436, 0.029294679, 0.016317705, -0.043712415, -0.028959788, 0.017755143, -0.05474792, -0.055838227, 0.08769533, -0.09412337, -0.023203408, -0.0640265) * go_4(-1.0, 0.0); + result += mat4(-0.110101126, -0.032489337, 0.02593033, 0.15959314, -0.044097103, -0.18824866, 0.08125642, -0.0077189617, -0.054190274, -0.14331457, 0.1452974, 0.07808066, 0.0021549438, -0.03174141, 0.017612346, -0.15539496) * go_4(-1.0, 1.0); + result += mat4(-0.088953294, -0.029799841, 0.11556197, 0.04862062, 0.066503406, -0.114064194, 0.09255826, -0.1833335, -0.01641819, -0.119497, 0.2961799, -0.2780695, -0.12567733, 0.0024600243, -0.11751205, 0.085669436) * go_4(0.0, -1.0); + result += mat4(-0.21532503, -0.06343075, -0.27015615, 0.068540476, -0.06858675, -0.062484156, 0.03682217, -0.1015083, 0.107420795, 0.012092155, -0.22166798, 0.028644597, -0.10172646, 0.19677241, 0.37931946, -0.11699309) * go_4(0.0, 0.0); + result += mat4(0.07044547, -0.03793531, 0.17182013, 0.008134154, 0.0050753267, 0.058524463, -0.29959077, -0.079782486, 0.06422465, -0.44226143, -0.27561387, -0.14839257, 0.24578299, 0.24039108, -0.07351824, 0.034930374) * go_4(0.0, 1.0); + result += mat4(0.1892026, -0.054502696, -0.05670299, -0.03181167, 0.035967033, 0.18241122, 0.00743329, 0.015681073, -0.056629453, 0.11829241, -0.07440575, -0.023615826, -0.009568993, -0.03544514, -0.05925388, -0.40062532) * go_4(1.0, -1.0); + result += mat4(-0.012591867, 0.069327325, 0.20525102, -0.0013599707, 0.20637867, 0.053142715, 0.08542395, 0.0015770206, 0.0006431645, 0.21245757, 0.16769366, -0.0030028354, -0.19049928, -0.07689201, -0.031236758, 0.22773638) * go_4(1.0, 0.0); + result += mat4(0.08173383, -0.095775105, -0.08555914, -6.735811e-05, -0.038772196, 0.021698473, 0.04046729, 0.07664872, -0.00024131182, 0.20962766, 0.18627205, -0.035633747, -0.13656121, -0.050837196, 0.07260766, -0.019978348) * go_4(1.0, 1.0); + result += mat4(-0.16073698, 0.14160293, 0.12324934, 0.20341478, -0.0019186502, -0.095708326, -0.2297202, 0.35728905, -0.09427626, 0.062210754, -0.012826292, 0.118804015, -0.08991538, 0.06391433, -0.023036718, -0.017481891) * go_5(-1.0, -1.0); + result += mat4(0.21371883, -0.16740565, -0.10288582, -0.061600383, 0.020964885, -0.023439301, 0.18262915, -0.31056783, -0.093428515, -0.30865392, -0.040038906, 0.069449544, 0.07479101, -0.07418401, -0.2324029, 0.1234252) * go_5(-1.0, 0.0); + result += mat4(-0.24855302, -0.12967765, 0.02631683, 0.08294003, -0.016402971, 0.14255002, 0.0048186355, -0.0011596545, 0.06271189, -0.026687965, 0.020020025, -0.05608053, -0.04504705, -0.10878176, 0.0013364048, 0.006674377) * go_5(-1.0, 1.0); + result += mat4(-0.05265867, 0.039263245, 0.08444624, 0.025635105, 0.080403246, 0.3593395, 0.3254258, 0.043744642, 0.049711503, -0.17298554, 0.076980025, 0.08564068, 0.055967227, -0.025387138, -0.12774122, 0.06460898) * go_5(0.0, -1.0); + result += mat4(0.10153962, 0.1773, 0.39640376, -0.19406912, 0.21126994, 0.082484245, -0.49809954, -0.026066823, -0.069782086, 0.24188274, -0.13548844, -0.29941857, 0.06539237, -0.2640235, 0.34804615, -0.12240826) * go_5(0.0, 0.0); + result += mat4(0.0077373167, -0.1192639, -0.11340615, -0.22332144, 0.024052242, 0.07247779, 0.01824934, 0.27204347, -0.12280574, -0.15037231, 0.095412664, -0.09667618, -0.045748595, -0.069017254, 0.04676958, -0.11994603) * go_5(0.0, 1.0); + result += mat4(0.11430846, -0.07280232, -0.12316846, -0.076348506, 0.14808905, -0.29144016, -0.24595666, 0.18917578, 0.12346525, 0.06044025, -0.2605574, -0.2944082, 0.029403422, 0.10978217, -0.14474128, 0.016708253) * go_5(1.0, -1.0); + result += mat4(0.05979043, -0.07152787, -0.19449393, 0.003888642, -0.07616637, 0.18699367, -0.028180948, 0.29517344, 0.09553033, 0.07179247, -0.30424592, -0.13225375, 0.028066052, 0.012709331, 0.006618433, -0.1427098) * go_5(1.0, 0.0); + result += mat4(0.041162595, 0.18586132, -0.009566293, 0.029985288, -0.13142577, -0.18026744, 0.20692593, -0.03168997, -0.032814153, -0.18140802, 0.10108317, -0.004236778, 0.035565984, 0.0060556303, -0.0098911915, -0.08988839) * go_5(1.0, 1.0); + result += vec4(-0.09062037, 0.013100331, -0.030562, -0.0064230394); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.064515434, 0.07896172, 0.056155425, 0.044425253, 0.03319016, -0.054605387, -0.4591473, 0.15511878, 0.034813322, 0.0672562, 0.05701353, 0.040412407, -0.038797975, -0.111860834, 0.053084996, -0.09889108) * go_0(-1.0, -1.0); + result += mat4(-0.19500382, -0.38966596, 0.27081028, -0.20423058, -0.035951976, -0.22931336, -0.094351776, 0.07632106, -0.16903882, -0.09205736, -0.0133898435, -0.025871782, 0.026594864, 0.09540177, -0.19411358, -0.019835787) * go_0(-1.0, 0.0); + result += mat4(0.033789452, 0.070497066, -0.072486654, 0.15952013, 0.005707006, 0.099570274, 0.10225775, 0.14358646, 0.030362945, 0.04101203, 0.041384347, -0.07857492, 0.0101447, -0.13572751, -0.0014982093, -0.21828102) * go_0(-1.0, 1.0); + result += mat4(-0.06541299, -0.065143906, 0.070729114, 0.16001381, 0.03785971, 0.10330557, -0.12786262, 0.23345129, -0.079743266, -0.19548073, 0.06546381, -0.3466734, 0.052256253, 0.17547274, 0.08082544, -0.002740424) * go_0(0.0, -1.0); + result += mat4(-0.25474778, 0.3409222, -0.16752993, -0.2593963, 0.22428669, 0.12370032, 0.201332, 0.2880896, 0.05886888, 0.28148982, -0.078226954, -0.10041725, -0.046689507, 0.0326885, 0.10199703, 0.13900283) * go_0(0.0, 0.0); + result += mat4(0.13756008, -0.007290373, -0.3277049, -0.081920624, -0.13261138, 0.10012489, 0.16701259, 0.095596135, 0.11018003, 0.08671664, 0.007405438, -0.069064125, -0.06399627, -0.20199764, -0.14141648, -0.18114863) * go_0(0.0, 1.0); + result += mat4(-0.06398666, -0.14905818, -0.08662983, -0.14592336, -0.019165145, -0.16002633, 0.02595079, -0.032384723, -0.06226262, 0.11195063, -0.059623078, 0.08347643, -0.07747154, -0.05067411, -0.011761259, 0.04478109) * go_0(1.0, -1.0); + result += mat4(-0.110994905, 0.16579364, 0.05735814, 0.08335136, 0.0023429485, -0.035295088, -0.00767387, 0.039022036, 0.045022078, -0.14819291, -0.11657396, 0.114125244, -0.112737395, 0.03421371, 0.123605475, -0.094038226) * go_0(1.0, 0.0); + result += mat4(0.14619811, -0.13335696, -0.09799096, -0.015030551, -0.027455918, -0.052438136, -0.014773566, -0.06363389, 0.12765555, -0.060070448, -0.05204619, 0.20176068, 0.020521173, 0.0805951, 0.064473, -0.0071453564) * go_0(1.0, 1.0); + result += mat4(-0.5381485, 0.016816406, 0.03575291, 0.15307717, -0.18513149, -0.029921992, 0.2622421, 0.17963228, -0.002844402, -0.058329333, 0.072945744, -0.11042211, 0.006249197, 0.11601606, 0.058575515, 0.064850174) * go_1(-1.0, -1.0); + result += mat4(-0.42793107, 0.36473498, 0.11899247, 0.26988775, 0.11106695, 0.08952316, 0.014755224, -0.08844807, -0.08071252, -0.043227013, -0.043939825, -0.18867648, 0.051046275, 0.21520744, 0.005522403, -0.054136444) * go_1(-1.0, 0.0); + result += mat4(-0.09239439, -0.12671697, -0.02282582, 0.1047466, -0.043446694, 0.024044901, -0.0021552334, -0.15775962, 0.028607333, -0.097138464, -0.043680545, -0.07058451, 0.11537684, 0.113663144, 0.18539715, -0.02583076) * go_1(-1.0, 1.0); + result += mat4(0.06783846, -0.030368762, -0.032593627, -0.115257286, -0.14801481, -0.08790775, 0.15180242, 0.09927532, -0.13861379, 0.02403033, 0.07966528, -0.02592995, 0.18966958, 0.13048325, -0.07206841, 0.07954041) * go_1(0.0, -1.0); + result += mat4(0.01556961, -0.025707101, -0.035667323, 0.019550703, -0.06561516, 0.029371614, -0.04590116, 0.004590475, 0.3857005, 0.15660062, 0.2047054, -0.22268668, -0.15727302, -0.24878927, -0.13349286, 0.09746729) * go_1(0.0, 0.0); + result += mat4(-0.06613807, -0.35448387, -0.03103906, -0.14949797, 0.2575997, 0.24856186, -0.12529412, -0.096302986, 0.077257074, -0.24450381, 0.115296856, -0.15376714, 0.02283929, 0.020484464, -0.057252582, 0.07690077) * go_1(0.0, 1.0); + result += mat4(0.03167533, 0.14044689, 0.03394118, 0.02033927, -0.058176804, 0.09426579, -0.047503363, 0.050972216, 0.08332001, 0.13845564, 0.0054333988, 0.0060199215, -0.041817743, -0.055159353, -0.033139117, -0.06767) * go_1(1.0, -1.0); + result += mat4(0.13912874, 0.042053323, 0.14049628, -0.05678915, 0.096634954, -0.026468944, -0.05657413, -0.018260032, 0.2512966, 0.12660152, 0.11393381, 0.16540478, -0.1303705, 0.13751519, -0.069556914, 0.0981919) * go_1(1.0, 0.0); + result += mat4(0.02321638, 0.10667205, 0.027153758, 0.009282765, 0.07528545, -0.17536609, -0.030338852, 0.07694229, 0.058190364, -0.052485015, -0.16589753, 0.0053109983, -0.062089816, 0.016174713, 0.1266296, 0.16837646) * go_1(1.0, 1.0); + result += mat4(-0.065759346, 0.06169766, -0.00085500855, -0.008405182, -0.0017208391, 0.0891801, -0.002727633, -0.09190625, -0.055329803, -0.078719944, 0.13154171, 0.022970447, -0.032412775, 0.06774816, -0.08766216, 0.005649683) * go_2(-1.0, -1.0); + result += mat4(-0.05727856, 0.41547912, 0.09231337, 0.21398218, -0.04456715, -0.16443647, -0.33590144, 0.054098953, 0.0049725566, -0.1778281, 0.14938372, -0.13269553, 0.103052735, 0.09907562, -0.09025013, 0.071525946) * go_2(-1.0, 0.0); + result += mat4(0.06079739, -0.15564673, 0.017866762, -0.17732425, -0.01921053, 0.20981815, 0.07016076, 0.012785, 0.039263856, 0.071297675, -0.031223306, 0.0012242222, 0.008279209, -0.11378741, 0.14638698, 0.015245047) * go_2(-1.0, 1.0); + result += mat4(0.07295158, 0.14406429, -0.009283162, -0.08257508, 0.24989437, -0.101510875, -0.20831217, -0.14678863, -0.20545089, -0.03671918, -0.024620444, 0.0022859722, 0.16560118, 0.10648521, 0.01309449, -0.16882543) * go_2(0.0, -1.0); + result += mat4(-0.3688647, -0.06613055, -0.118553065, 0.066723585, -0.05839009, -0.05345417, -0.025808314, -0.051553134, 0.013860212, 0.1380767, -0.15950254, 0.039316524, 0.004648086, -0.49201876, -0.086399294, 0.067151815) * go_2(0.0, 0.0); + result += mat4(0.00816185, -0.094140545, -0.03045964, 0.005748951, -0.10508545, 0.06579157, -0.03133883, -0.036670756, 0.0965362, -0.059619486, 0.011463898, -0.13590227, -0.007581943, 0.014755039, 0.009631372, 0.05379326) * go_2(0.0, 1.0); + result += mat4(-0.16141598, 0.09554762, 0.033254117, 0.16967952, 0.035996404, -0.013887896, -0.06629002, 0.0038405391, 0.056517866, 0.024495421, -0.09365325, 0.08944311, 0.08264677, 0.05784231, -0.0544246, 0.034719754) * go_2(1.0, -1.0); + result += mat4(0.16916971, -0.04140406, -0.17009412, -0.057115063, -0.052563947, 0.12703355, 0.13672756, 0.055926114, 0.2646138, 0.08260617, -0.06438002, 0.34781212, 0.09432193, 0.002425348, 0.108481385, -0.011278688) * go_2(1.0, 0.0); + result += mat4(0.044969093, -0.048657022, 0.06174559, -0.00028727736, -0.20242731, -0.0149739245, 0.14471562, 0.06956492, -0.008388136, -0.059729554, 0.063841276, 0.04924184, 0.025793945, 0.06710163, -0.033776682, -0.035713058) * go_2(1.0, 1.0); + result += mat4(0.076875985, -0.101878025, -0.15802802, -0.124973774, -0.009670392, 0.013886556, -0.17401616, 0.13792926, 0.10774549, -0.30876774, -0.11229718, 0.010819886, 0.1175339, 0.08548831, -0.045388985, 0.05727834) * go_3(-1.0, -1.0); + result += mat4(0.11111217, 0.46312273, -0.4471567, 0.019250406, -0.040287044, 0.24528493, 0.21994363, -0.070748396, 0.20804761, 0.24140677, -0.07676276, 0.07941381, 0.1852395, -0.083701044, 0.04119184, -0.034684047) * go_3(-1.0, 0.0); + result += mat4(-0.11130858, -0.15563098, -0.16141221, -0.014236188, -0.0009617971, -0.11093832, -0.088078424, -0.1321414, -0.056676403, -0.09986668, -0.013136506, 0.064173006, -0.02908289, 0.028941281, 0.1568584, 0.13180308) * go_3(-1.0, 1.0); + result += mat4(-0.07680166, 0.147653, -0.029404428, -0.07403926, -0.3100197, 0.055024274, -0.1506152, 0.48132184, 0.11450713, -0.18744734, -0.092221424, -0.035802577, -0.060549777, -0.14425454, -0.08181204, 0.03446898) * go_3(0.0, -1.0); + result += mat4(0.102829054, -0.19427535, -0.038133133, -0.0026712175, -0.1435574, -0.15067317, 0.1119409, 0.1685437, -0.10200671, 0.13222018, 0.08152995, 0.0024931647, 0.0691679, 0.048254304, -0.17357215, -0.13524754) * go_3(0.0, 0.0); + result += mat4(-0.14587823, -0.15835984, -0.11198749, 0.0052520167, 0.1467123, -0.2707834, -0.072800644, -0.055191144, -0.10704317, -0.086199924, -0.014983923, 0.14019626, 0.017186088, 0.11358031, 0.15477349, 0.15759338) * go_3(0.0, 1.0); + result += mat4(0.083639115, 0.14501223, -0.0065951888, 0.13890846, 0.09335459, 0.042398855, -0.09189259, 0.24306288, 0.020636987, 0.04164843, 0.04502632, -0.13329937, 0.058893397, 0.049639706, 0.071825825, -0.049217906) * go_3(1.0, -1.0); + result += mat4(0.07009161, -0.03437479, -0.013031761, -0.093077734, 0.08663319, 0.085103504, 0.16337705, -0.027592715, -0.12227255, 0.14818181, 0.040996075, -0.055277664, -0.040362116, -0.030087778, -0.003645583, 0.056727875) * go_3(1.0, 0.0); + result += mat4(-0.11545688, 0.060049064, -0.093949065, 0.02338161, 0.026170302, 0.026379922, 0.069043785, 0.05519452, -0.16188988, 0.04973363, 0.06749572, -0.14809126, -0.14064413, -0.041582227, -0.023158424, -0.039642867) * go_3(1.0, 1.0); + result += mat4(-0.28626567, 0.29348546, 0.07102445, -0.050440844, 0.15740375, -0.17452855, -0.16708957, 0.06744935, 0.06025843, 0.06482132, -0.034723394, -0.017227422, 0.12390885, 0.04888057, 0.006409584, -0.010196381) * go_4(-1.0, -1.0); + result += mat4(-0.07097389, -0.15076311, 0.13472012, -0.13246837, -0.064360276, 0.16760628, -0.12776206, 0.015533123, 0.13487455, -0.20071363, 0.0923309, 0.08138427, -0.009274919, -0.15565452, 0.17644402, -0.024042914) * go_4(-1.0, 0.0); + result += mat4(-0.023358675, 0.10211017, -0.036640793, -0.108112216, 0.06913507, -0.09594437, 0.036107562, 0.05066462, 0.08739385, 0.0011691673, 0.09453315, -0.02394334, -0.14005467, -0.016525272, -0.0994038, 0.06565737) * go_4(-1.0, 1.0); + result += mat4(-0.371338, 0.19144624, 0.095799066, 0.093133144, 0.09130418, 0.03945617, -0.018656345, -0.12886268, 0.20124264, 0.029764706, -0.13751945, -0.026953662, -0.1874983, -0.040866558, 0.05003749, 0.17660773) * go_4(0.0, -1.0); + result += mat4(-0.051123757, 0.21025416, 0.0123157445, -0.069181696, -0.091609724, -0.079943225, 0.130711, 0.14694354, -0.12574539, -0.30329394, -0.10366516, -0.22330226, 0.24131827, 0.45112535, 0.07089889, 0.13600409) * go_4(0.0, 0.0); + result += mat4(0.15595976, 0.24464798, 0.002488955, 0.050141588, -0.29219496, -0.17198776, 0.123318285, 0.054613084, 0.0036146704, 0.1652407, 0.0265562, 0.093859114, -0.08342194, -0.18661366, 0.07525819, -0.13866663) * go_4(0.0, 1.0); + result += mat4(-0.12563816, -0.08927056, 0.025488816, -0.062464394, 0.038224597, -0.057591602, 0.016130082, 0.004603661, -0.105193645, -0.116210036, -0.0005738929, 0.03006333, 0.15265524, 0.157916, 0.009369363, 0.00011561189) * go_4(1.0, -1.0); + result += mat4(-0.1587168, -0.06610889, -0.11454969, 0.09324059, -0.073291466, 0.011250312, -0.0021259703, 0.03251535, -0.021842942, 0.031610303, -0.08053953, -0.17813778, -0.01840217, 0.019417001, 0.12612307, 0.0890873) * go_4(1.0, 0.0); + result += mat4(-0.0463806, -0.13481244, 0.022312263, -0.0063249297, -0.00767204, 0.1365426, 0.041454747, -0.077865794, 0.037678037, 0.09067563, 0.12991777, -0.03874696, 0.13317509, -0.019026265, -0.14676699, -0.13473623) * go_4(1.0, 1.0); + result += mat4(0.037564214, -0.0032738533, -0.03767511, 0.03820596, -0.14136639, 0.17992534, 0.058318965, -0.063095406, -0.006603518, 0.0120609235, -0.025056547, 0.032933716, 0.12113113, -0.10462842, 0.063647404, -0.04450857) * go_5(-1.0, -1.0); + result += mat4(0.24578053, -0.3156469, -0.35252848, -0.1055502, 0.036395214, 0.27580422, 0.036550306, -0.006894677, 0.10412757, 0.08568412, -0.022747902, -0.008680229, -0.05400555, -0.11050038, 0.051955782, -0.114774995) * go_5(-1.0, 0.0); + result += mat4(-0.15854524, 0.23624359, 0.07096151, 0.15719925, -0.0011587485, -0.30296972, -0.1931699, -0.08979758, 0.0246722, -0.028834311, 0.06220738, -0.01632116, -0.008921576, 0.033888046, -0.09395318, -0.011260361) * go_5(-1.0, 1.0); + result += mat4(0.018795056, -0.02822718, 0.009791691, 0.06166571, -0.20967379, 0.34762847, 0.077140674, 0.086514324, 0.28947103, -0.14330834, -0.078796394, 0.09474662, -0.092306405, -0.14832185, -0.050533596, 0.049030673) * go_5(0.0, -1.0); + result += mat4(-0.045679964, 0.23489015, 0.15668613, 0.1235559, -0.22028416, -0.13657422, -0.033590022, -0.15810567, 0.18728013, -0.18127815, 0.36396962, -0.053243574, -0.06456213, 0.49338925, 0.026941797, -0.009633453) * go_5(0.0, 0.0); + result += mat4(-0.16466625, -0.24371772, -0.03436447, -0.07062408, 0.059187494, -0.26871908, -0.12203007, -0.05496175, 0.057084855, 0.1304957, 0.08178971, 0.15224245, 0.023345131, -0.019234858, -0.034386877, 0.03538095) * go_5(0.0, 1.0); + result += mat4(0.114277564, -0.008035584, 0.023078745, -0.14307536, -0.038258925, -0.122582935, 0.0015441746, 0.030634085, 0.2552187, -0.11622358, 0.025188513, -0.30211052, -0.048941914, -0.060030323, 0.019205015, -0.056735426) * go_5(1.0, -1.0); + result += mat4(0.038009048, -0.025127387, 0.053799044, 0.09742052, -0.039442886, -0.2847006, -0.14175558, -0.06777446, -0.103426784, -0.18430014, 0.047908068, -0.11819306, -0.09634806, -0.020778535, -0.09947065, 0.057285) * go_5(1.0, 0.0); + result += mat4(-0.11968771, -0.02741084, -0.006469873, -0.028502962, 0.05344909, -0.0045341062, -0.06826778, -0.10911563, 0.004165804, 0.18168798, 0.06862181, 0.041413423, -0.015367704, -0.08168733, 0.031232912, -0.00019088654) * go_5(1.0, 1.0); + result += vec4(0.07955021, -0.009849892, 0.05029401, -0.12505546); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.051907405, 0.16668987, -0.041336834, 0.05314295, 0.10121027, -0.14798506, -0.19019037, 0.043592982, 0.12040883, 0.09233267, 0.11772148, -0.041334935, -0.07539924, 0.09756673, 0.052319244, -0.10528184) * go_0(-1.0, -1.0); + result += mat4(-0.31250992, 0.30685386, -0.055270895, 0.06475109, -0.08800503, -0.26494658, 0.31591013, -0.11202835, -0.15133889, 0.10488629, 0.078151636, -0.043050244, -0.060199156, 0.044168193, -0.001986329, -0.1915024) * go_0(-1.0, 0.0); + result += mat4(0.068178676, -0.10042213, 0.010896375, -0.08526234, 0.091550335, 0.03174787, -0.098797485, 0.0638641, 0.0039022998, -0.078803785, -0.08426419, -0.06165455, -0.17049576, 0.056151845, 0.05997152, -0.117358774) * go_0(-1.0, 1.0); + result += mat4(-0.15624808, 0.1027479, -0.067923464, 0.0570026, 0.107332714, -0.14162563, -0.17560329, 0.063346066, 0.09616241, 0.15213029, 0.024794457, -0.16448957, 0.21509686, 0.084382094, 0.102330364, -0.21816911) * go_0(0.0, -1.0); + result += mat4(0.11183052, -0.00036459934, 0.09746083, -0.1979322, -0.32267392, -0.084034644, 0.051167414, -0.029009778, -0.03322436, 0.13016255, -0.048553534, -0.20068704, -0.16644834, 0.24280354, -0.14127132, -0.05889483) * go_0(0.0, 0.0); + result += mat4(0.116823174, -0.2189612, -0.18030761, -0.14347109, 0.09478377, 0.15303472, 0.020818545, 0.15843435, 0.17000113, -0.047443952, 0.023488792, -0.060115594, 0.04487726, 0.04284613, 0.28725752, -0.47257307) * go_0(0.0, 1.0); + result += mat4(-0.15223634, 0.060410198, 0.0061263107, 0.0069172834, 0.13158661, -0.0036422606, 0.051183105, 0.04613147, -0.00075578305, 0.08267924, -0.010239358, 0.12761061, -0.07420807, 0.073114, 0.0007402298, 0.1350364) * go_0(1.0, -1.0); + result += mat4(0.13506427, -0.10019588, 0.009954305, -0.177603, -0.2014582, 0.019459682, 0.05640779, 0.047030263, -0.05054245, -0.104332894, 0.0075405543, 0.1964969, -0.017293537, -0.19851471, -0.06654235, -0.20962352) * go_0(1.0, 0.0); + result += mat4(-0.038729187, -0.01076603, 0.004724392, 0.122694254, 0.04339784, -0.029253284, -0.014725128, -0.0014454263, -0.100780874, -0.14574462, -0.2107873, 0.042566143, 0.052845504, -0.12460765, -0.12877604, -0.165259) * go_0(1.0, 1.0); + result += mat4(-0.30916938, -0.21853267, 0.074507885, 0.06950878, 0.15405503, 0.19704042, 0.07762092, -0.0027483252, -0.047830105, 0.19999562, 0.06641897, -0.07683977, -0.04574573, -0.026720403, 0.06741639, -0.040291373) * go_1(-1.0, -1.0); + result += mat4(-0.1436382, -0.14481016, 0.3962691, 0.4429137, -0.14254951, 0.1000112, 0.044832285, -0.11440693, -0.05707115, 0.036592014, 0.16755657, -0.106351, 0.06614667, -0.022506362, -0.020292178, -0.057136156) * go_1(-1.0, 0.0); + result += mat4(0.073906116, -0.10937066, 0.086583436, 0.08275346, 0.02353698, -0.0046872413, -0.03486367, -0.08950485, -0.08803857, 0.056406617, 0.031082897, 0.06083862, 0.045077324, -0.061910506, -0.11063123, -0.01527173) * go_1(-1.0, 1.0); + result += mat4(0.2718467, -0.21935192, -0.062664755, -0.1255679, 0.10553025, -0.006460559, -0.027146982, -0.015253822, -0.07748728, 0.073824674, 0.06018315, 0.1002592, 0.08035026, -0.15977937, -0.055322386, -0.040088616) * go_1(0.0, -1.0); + result += mat4(0.028033856, -0.016236208, -0.12429306, 0.13901961, 0.04981061, -0.05739222, -0.13064933, -0.16948193, -0.008593147, -0.031754505, 0.10665931, -0.13934475, 0.01627173, 0.072957866, -0.087536804, 0.12674862) * go_1(0.0, 0.0); + result += mat4(-0.1523727, -0.00082214887, 0.14283441, -0.031603288, -0.045878753, -0.19672535, -0.05026138, 0.042562414, 0.14194039, 0.04421849, -0.20919429, 0.18679811, -0.10887334, -0.032573055, 0.22349553, -0.065408655) * go_1(0.0, 1.0); + result += mat4(0.027553588, -0.122095294, -0.046353463, -0.111806914, -0.08844832, 0.13921359, -0.0010978511, 0.008194451, 0.13961516, 0.046672624, 0.10129705, -0.09637145, -0.08699736, 0.0083460985, -0.044584583, 0.14229134) * go_1(1.0, -1.0); + result += mat4(0.07393346, 0.1147128, -0.02851608, 0.021714512, 0.025452064, -0.17753085, 0.0027432854, 0.040008847, 0.16259173, -0.08370451, 0.13976301, -0.07063936, -0.24262139, -0.07672828, -0.2021094, 0.29102072) * go_1(1.0, 0.0); + result += mat4(0.009530462, 0.04909453, 0.018228829, -0.005528198, -0.04922174, -0.024972908, -0.07065127, 0.04544319, -0.025519563, -0.13601463, -0.18582825, 0.035100814, -0.03548451, 0.061287835, 0.20247467, -0.15797156) * go_1(1.0, 1.0); + result += mat4(0.32211515, -0.080116086, 0.021152286, -0.08237667, -0.23303492, 0.008709412, -0.1473173, 0.07000086, 0.03955907, 0.14984958, -0.0121722715, -0.055429686, -0.016413981, -0.08430293, 0.025234051, -0.062006578) * go_2(-1.0, -1.0); + result += mat4(-0.42957792, 0.006551594, -0.022962485, 0.1400893, 0.28009745, 0.11802908, 0.015169489, 0.0024414742, -0.22848248, -0.020315299, -0.010993182, 0.0418814, -0.13582, -0.17743196, -0.018863266, -0.12331709) * go_2(-1.0, 0.0); + result += mat4(-0.08963217, -0.07752845, -0.019306721, 0.061603975, 0.112303145, 0.09211919, -0.08167867, 0.05052119, 0.020961992, -0.037811935, 0.016923647, -0.026790423, 0.10175015, -0.006385778, -0.063822776, 0.028055048) * go_2(-1.0, 1.0); + result += mat4(-0.10889496, 0.2475616, -0.023258686, -0.14437376, 0.049249854, -0.063944146, -0.0240011, -0.17432576, -0.18791446, 0.11263927, 0.0078009875, -0.080485724, 0.26911402, -0.12907211, -0.01755262, -0.16863008) * go_2(0.0, -1.0); + result += mat4(0.35460088, -0.17767274, -0.16858551, -0.23729539, 0.18419053, 0.20926027, -0.088426255, 0.023356354, 0.26511818, -0.0020759383, 0.2859238, -0.07675482, 0.12014907, 0.14443012, -0.12332029, -0.11205155) * go_2(0.0, 0.0); + result += mat4(0.19667232, 0.07352294, -0.014793962, 0.063952744, -0.01725952, 0.071818754, 0.064658605, -0.0009676536, -0.029578352, -0.18851563, -0.037685324, -0.26275456, -0.123520866, 0.12790628, -0.1469099, 0.12465433) * go_2(0.0, 1.0); + result += mat4(0.05387382, -0.030488258, 0.04638846, 0.20085673, -0.11875065, -0.029343707, -0.022595167, 0.06786304, 0.23092568, 0.018377172, -0.010349685, 0.14835137, -0.0047257696, -0.027649017, 0.0489728, -0.031893965) * go_2(1.0, -1.0); + result += mat4(-0.25763837, -0.075889885, 0.17264624, 0.035472356, -0.124957025, 0.00060394197, 0.022995198, 0.05463222, 0.0093447, 0.060911383, 0.07876506, 0.10564838, -0.05013418, 0.06583616, -0.025807798, -0.2883304) * go_2(1.0, 0.0); + result += mat4(0.043661144, -0.1159315, -0.1831051, 0.07473963, 0.07783108, 0.1876957, 0.01314648, -0.10861117, -0.088689655, 0.07296666, -0.026898766, 0.12702313, 0.032419875, 0.051234853, -0.06522966, 0.014740134) * go_2(1.0, 1.0); + result += mat4(-0.023981575, 0.0260433, 0.008456327, -0.041390125, 0.23708202, 0.027028535, 0.011300614, 0.25251132, -0.041091874, -0.113069616, -0.1017581, 0.12629594, 0.19936833, -0.044576302, -0.03986123, -0.045146126) * go_3(-1.0, -1.0); + result += mat4(0.04021637, -0.23936734, 0.089715995, -0.09695566, 0.05547677, 0.18304437, -0.07833711, 0.112606, 0.0744301, -0.121345356, -0.027121276, -0.039470885, -0.17090486, -0.08291478, -0.06501107, 0.06060779) * go_3(-1.0, 0.0); + result += mat4(0.06427166, 0.17954405, -0.24260868, 0.18583788, -0.03080801, 0.011544634, 0.021221055, -0.019622765, -0.022112694, 0.0568264, 0.117274575, 0.041028306, 0.093058385, -0.023635406, -0.04134845, 0.00012594834) * go_3(-1.0, 1.0); + result += mat4(0.01102109, -0.07289346, 0.0040596994, -0.07953831, -0.1976572, -0.11829853, 0.11517921, -0.051805526, 0.0055726753, 0.06592285, -0.16681968, -0.08300715, -0.28577968, -0.08173121, -0.13457035, 0.1885804) * go_3(0.0, -1.0); + result += mat4(-0.043770324, 0.048198868, -0.18608971, 0.17838612, -0.046778083, 0.19665273, -0.16118616, -0.057293214, -0.10633619, -0.09953019, 0.1862994, 0.18493782, 0.25938433, -0.149985, 0.04676386, -0.014036956) * go_3(0.0, 0.0); + result += mat4(-0.0003725085, 0.1989401, 0.16909252, 0.22780822, -0.015987061, -0.054565016, -0.05243573, -0.09775517, -0.120326936, 0.032995265, -0.0036331255, 0.13726561, 0.010277991, 0.06425755, -0.19020142, 0.23083436) * go_3(0.0, 1.0); + result += mat4(0.010936359, -0.02849875, 0.026482444, 0.047691442, -0.19206773, -0.044349756, -0.054649103, -0.07385235, 0.05956405, -0.053711556, -0.07337501, -0.119425744, 0.076072186, -0.049311332, 0.03184111, -0.17484605) * go_3(1.0, -1.0); + result += mat4(-0.04350626, 0.1328187, -0.003457409, 0.19061741, 0.09211707, 0.035870664, -0.09363488, -0.01568525, 0.05562321, 0.14633514, -0.04855048, -0.24370678, 0.0069594583, 0.14880905, 0.06160373, 0.1566208) * go_3(1.0, 0.0); + result += mat4(0.08560771, -0.031726982, 0.005994847, -0.115577385, -0.045169592, 0.034692086, 0.0039135055, -0.008828711, 0.08696738, 0.08552442, 0.21965103, 0.0065012877, -0.017958874, 0.15068494, 0.07910082, 0.09843224) * go_3(1.0, 1.0); + result += mat4(0.2618397, -0.113963105, 0.06466962, -0.09055511, 0.007243974, -0.37684396, -0.18955688, 0.100891486, 0.062019303, -0.06868768, 0.0066693923, 0.09453199, -0.11875178, -0.09406968, -0.009971733, -0.057884283) * go_4(-1.0, -1.0); + result += mat4(0.016240982, 0.045132026, 0.2496788, 0.0119000245, 0.019433737, -0.11958368, 0.07371615, -0.022081666, 0.23179133, 0.10534677, -0.13151011, 0.139116, -0.17987, -0.11249553, 0.097996086, 0.054070864) * go_4(-1.0, 0.0); + result += mat4(-0.057584394, 0.11625342, -0.06034331, 0.063899584, 0.0044478853, 0.048200164, 0.055355098, 0.10972887, 0.16012698, -0.006732891, 0.015804278, -0.14185822, -0.19013652, -0.062766224, 0.045399975, 0.14899541) * go_4(-1.0, 1.0); + result += mat4(-0.077381015, 0.11935363, 0.12262458, 0.018346768, -0.2634294, -0.2107294, -0.048516907, -0.09564381, -0.10719365, -0.115967, -0.13483748, -0.036267295, -0.012578293, 0.069732994, 0.017012898, 0.097437724) * go_4(0.0, -1.0); + result += mat4(0.081788, -0.11083114, 0.4005737, -0.055207055, 0.1418393, -0.06587734, 0.088737585, 0.08120421, -0.16296746, 0.17222044, 0.046313863, 0.10915246, 0.05388926, -0.19152795, 0.03076327, -0.14683272) * go_4(0.0, 0.0); + result += mat4(0.11940256, -0.033606835, -0.11385313, -0.012965868, 0.0049813213, 0.20263551, 0.029295778, 0.002276154, -0.1504537, 0.0381973, 0.3823588, -0.1798354, 0.17070186, 0.02357347, -0.2709012, 0.105102755) * go_4(0.0, 1.0); + result += mat4(0.041491576, 0.07074733, 0.029625034, 0.102119364, 0.023521155, -0.05969154, -0.00814052, 0.032964356, 0.055066362, -0.07298709, -0.121119626, 0.016125243, 0.2734818, -0.028699303, 0.09567124, -0.1437524) * go_4(1.0, -1.0); + result += mat4(-0.09484942, -0.15358907, 0.09471094, -0.114015654, -0.051614996, 0.19810407, -0.011734439, -0.057111017, -0.17113343, 0.06991598, -0.16437295, 0.2067726, 0.23162523, -0.036471117, 0.22033283, -0.29183832) * go_4(1.0, 0.0); + result += mat4(0.009506645, -0.041623287, -0.03679158, -0.010971644, 0.08336135, 0.11131871, 0.1109166, -0.08703141, 0.056035098, 0.124049544, 0.2795689, -0.019536458, 0.03888329, -0.0442052, -0.23853621, 0.13220637) * go_4(1.0, 1.0); + result += mat4(-0.14223816, -0.05481326, -0.106896244, 0.07581965, 0.26316708, 0.15500818, 0.14914538, -0.087868035, 0.15062201, -0.12426363, -0.04299309, 0.040522538, 0.04150885, 0.073053494, -0.041965067, 0.04128295) * go_5(-1.0, -1.0); + result += mat4(0.051048342, -0.21921599, 0.058443762, -0.055652432, -0.24098797, 0.092578836, -0.17062624, 0.09491869, 0.13260794, -0.024925478, 0.056296505, 0.019934958, 0.003565539, 0.09137244, -0.061169084, 0.04022485) * go_5(-1.0, 0.0); + result += mat4(0.115069486, 0.16206908, 0.004882299, 0.12614444, -0.03246297, -0.039095636, 0.09410652, -0.039889894, -0.08477494, 0.013032491, -0.055409547, -0.0090540685, -0.035735607, 0.057657916, 0.05354303, 0.0075290967) * go_5(-1.0, 1.0); + result += mat4(0.004056719, -0.15240185, 0.09084391, 0.037376285, -0.044079285, 0.31589335, 0.026515607, 0.14028117, -0.19225578, -0.002587953, 0.0090361675, 0.14138633, -0.38758466, 0.102398396, -0.07574637, 0.11732128) * go_5(0.0, -1.0); + result += mat4(-0.030521149, 0.09753763, 0.052158583, 0.048188724, 0.011470252, -0.110833496, 0.32450467, 0.04464802, -0.0646964, 0.045225292, -0.25168836, 0.20104809, -0.15454476, -0.083546594, 0.21034841, -0.0058077993) * go_5(0.0, 0.0); + result += mat4(-0.07213084, -0.17950292, -0.051891763, -0.067120604, -0.02192382, -0.11469988, -0.1409072, 0.006448966, -0.00049237284, 0.13916697, 0.0894537, 0.16725081, 0.18191423, -0.06112781, 0.19929808, -0.10002286) * go_5(0.0, 1.0); + result += mat4(-0.02475302, -0.010589183, -0.015627548, -0.16213211, 0.123653755, 0.0245485, 0.0997649, -0.09865162, -0.07168899, 0.15398216, -0.07207907, -0.07172799, 0.028756795, 0.07118634, -0.0511127, -0.0056653675) * go_5(1.0, -1.0); + result += mat4(0.21074565, 0.086340725, -0.06073654, -0.04343985, -0.02840264, -0.053368784, 0.037268292, -0.008291989, -0.045832828, 0.023931399, 0.1709933, -0.13587636, 0.051735718, -0.06827666, -0.051731657, 0.17399976) * go_5(1.0, 0.0); + result += mat4(-0.13356943, 0.086585164, 0.13944262, -0.026031096, -0.16735698, -0.08396402, -0.12688719, 0.12656367, 0.14114396, 0.018382069, 0.05972302, -0.08622411, -0.062958784, -0.056109, 0.045292944, -0.008465162) * go_5(1.0, 1.0); + result += vec4(-0.02066643, 0.05799956, -0.04733981, 0.08521742); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.037910778, -0.035500437, -0.021893462, 0.054371376, 0.09471609, -0.013197591, 0.07086438, -0.11686955, 0.022289908, 0.0025881499, 0.08467518, -0.057070434, 0.03195129, 0.06176325, 0.27392688, 0.10100888) * go_0(-1.0, -1.0); + result += mat4(-0.004817188, -0.11114106, -0.03836096, -0.16221185, 0.08728879, -0.05551734, 0.09426232, -0.08904898, -0.075777575, 0.0001265835, 0.25881302, 0.22047207, 0.026294703, -0.07252985, -0.056022674, 0.25379947) * go_0(-1.0, 0.0); + result += mat4(-0.0013540969, 0.013188547, 0.060211327, 0.041778293, 0.0012638031, 0.022573406, 0.015312594, -0.08047488, -0.029625304, -0.10852883, 0.108838476, 0.13623391, -0.0051957406, -0.034240637, -0.032037422, 0.0045633493) * go_0(-1.0, 1.0); + result += mat4(0.041612104, 0.027505638, 0.025826843, 0.04501326, -0.062472913, 0.1431332, -0.012212282, -0.07516733, -0.08864002, -0.07006836, 0.046692412, -0.124091975, 0.06427506, -0.051631026, 0.12263653, 0.27044338) * go_0(0.0, -1.0); + result += mat4(0.034103375, 0.08673059, 0.0459527, -0.23862843, -0.055772513, -0.41714105, -0.08171965, -0.14642227, 0.04656934, -0.18259554, -0.13177022, -0.28559983, 0.0552958, -0.016403524, -0.5513842, 0.0053697815) * go_0(0.0, 0.0); + result += mat4(-0.11872737, -0.028105678, 0.049640797, -0.037546065, -0.010099046, 0.008806696, 0.006435101, -0.10383732, -0.0073283147, 0.08962551, -0.07394422, 0.108856045, -0.014820589, 0.023872554, -0.08112636, 0.10347607) * go_0(0.0, 1.0); + result += mat4(0.0022989328, 0.046885073, 0.011864779, 0.10420016, -0.0077429335, 0.048106942, 0.032495916, -0.062273387, -0.016874082, -0.06954098, -0.10819509, -0.056219935, -0.020670906, 0.0021182857, -0.009832249, 0.18701169) * go_0(1.0, -1.0); + result += mat4(0.105950266, 0.040404048, 0.19594736, 0.06012987, -0.3698849, 0.10401502, 0.12703699, -0.23428011, 0.083823904, -0.03521832, -0.006525461, 0.009951793, -0.074361816, -0.035402164, -0.3206954, 0.110812664) * go_0(1.0, 0.0); + result += mat4(-0.12013042, -0.06367559, 0.021684205, 0.0130499415, 0.009942601, 0.047442563, 0.08855212, -0.10024017, 0.056777865, 0.0051039625, 0.048569407, -0.04560259, 0.19188851, -0.039756753, 0.042021576, -0.09870584) * go_0(1.0, 1.0); + result += mat4(-0.03247849, -0.02753363, 0.071279705, 0.09104136, -0.0641851, -0.01594897, 0.232652, 0.003967937, 0.0111541925, 0.07306814, -0.0010335519, -0.04429391, 0.031370234, -0.026928704, -0.07516576, -0.055082712) * go_1(-1.0, -1.0); + result += mat4(-0.006180861, -0.10843575, -0.10045209, 0.067148104, 0.057421815, -0.068374164, -0.025756257, 0.1257984, 0.013264953, -0.0018182937, 0.05816216, -0.053461242, -0.085824065, -0.090526566, 0.09129818, 0.01570347) * go_1(-1.0, 0.0); + result += mat4(-0.0017998819, 0.022640059, 0.023404252, 0.03338553, 0.044353716, -0.014139882, -0.07758573, 0.021012677, 0.005980595, 0.04550881, 0.029285448, 0.091678455, 0.053803694, 0.05237155, -0.10997527, -0.10318552) * go_1(-1.0, 1.0); + result += mat4(-0.061029036, 0.0993827, 0.06381772, -0.089550115, 0.03308348, -0.03782301, 0.24164158, 0.31569025, 0.113647655, 0.15545848, 0.11519764, 0.0094105825, -0.11816621, 0.0978243, 0.10073588, -0.1117752) * go_1(0.0, -1.0); + result += mat4(0.3734672, -0.11816779, -0.23627514, -0.14588231, -0.12371406, 0.2616982, -0.29942805, -0.31744456, 0.12686929, -0.10511419, -0.33209988, 0.0784947, -0.09980473, -0.08277972, -0.119013116, -0.1052021) * go_1(0.0, 0.0); + result += mat4(0.11694942, -0.009177821, 0.16751128, -0.058083236, -0.029300451, 0.0151769, -0.10590713, 0.006317685, -0.07721141, -0.037264653, -0.09573406, 0.082819514, -0.15364629, 0.07974328, 0.05129384, 0.021289254) * go_1(0.0, 1.0); + result += mat4(0.026528852, -0.018197816, 0.06862055, -0.025078347, 0.06341248, -0.022047924, 0.16852759, 0.20795865, -0.12899017, 0.11940279, 0.049954895, -0.106641375, 0.003286302, 0.04101139, -0.014838044, -0.038886186) * go_1(1.0, -1.0); + result += mat4(-0.043906186, -0.09395722, 0.15171658, -0.060511537, -0.012321243, -0.23226517, -0.06977063, 0.021510785, -0.5478768, 0.17448187, -0.05923425, -0.028172622, -0.051738627, 0.06815423, 0.029064734, 0.044883635) * go_1(1.0, 0.0); + result += mat4(0.17660363, -0.09060859, 0.05569762, -0.034592126, -0.068783976, -0.039074708, -0.04003811, -0.08994642, 0.00041321313, -0.032173786, 0.004815178, -0.044516895, 0.1984147, -0.056799933, 0.051942617, 0.0849639) * go_1(1.0, 1.0); + result += mat4(-0.029470835, 0.0010429046, 0.09949836, -0.057022177, -0.001196081, -0.017638477, 0.054664012, 0.06374254, 0.005238237, -0.17255385, -0.042707976, -0.0863512, 0.00061518815, 0.054800972, -0.05120795, -0.047205627) * go_2(-1.0, -1.0); + result += mat4(0.04392789, 0.046026394, 0.11252635, -0.124906264, -0.08496978, -0.03472233, -0.05066398, 0.08292728, 0.0370577, -0.15259257, 0.0023178253, -0.017130997, 0.052111663, 0.059383318, -0.0734842, -0.052565083) * go_2(-1.0, 0.0); + result += mat4(-0.0148467785, 0.025143752, 0.17002934, -0.019566009, -0.12469424, 0.111287884, 0.030433882, 0.045797966, 0.0013495206, -0.04792389, 0.01556216, 0.047324177, 0.05905737, -0.053480197, 0.033480287, -0.060852114) * go_2(-1.0, 1.0); + result += mat4(-0.09745605, 0.009108342, 0.058276523, -0.09670028, 0.008513788, 0.0774033, 0.038419556, -0.012280158, -0.027220225, -0.19755986, -0.10123508, -0.24532557, 0.002611559, 0.058633193, 0.08722474, 0.019499615) * go_2(0.0, -1.0); + result += mat4(-0.097140476, 0.36332083, -0.12693818, -0.26086056, 0.18138097, -0.063169576, 0.09627784, -0.29556775, -0.010828089, 0.016550604, 0.19736116, -0.14276053, 0.2359206, -0.308187, 0.17120488, 0.17035627) * go_2(0.0, 0.0); + result += mat4(0.06563522, -0.00202452, 0.08656298, -0.068018384, 0.01052145, 0.12411763, -0.027613457, 0.046576608, -0.028641906, 0.030090526, 0.014531246, 0.028142689, -0.019974183, -0.015619782, 0.0913814, -0.07086511) * go_2(0.0, 1.0); + result += mat4(-0.021320846, 0.0272274, -0.079895236, 0.00012995047, -0.0070819, -0.028833998, -0.022662425, -0.07660687, 0.046270683, -0.11193344, 0.09937696, -0.006931022, -0.03781205, 0.011890765, 0.07618696, -0.004474331) * go_2(1.0, -1.0); + result += mat4(0.2012585, 0.05607582, -0.13407731, -0.0008222547, -0.10648238, 0.13230269, -0.0038185061, -0.058967687, 0.21021713, -0.12308194, 0.18324743, -0.045672223, -0.07443494, 0.061296284, -0.10310777, -0.03480636) * go_2(1.0, 0.0); + result += mat4(-0.042971224, 0.03137188, -0.029815951, -0.035710253, -0.17403825, 0.040264893, -0.18175416, 0.13371879, 0.004413511, -0.0062794136, -0.020018531, -0.009863606, -0.08686421, -0.0011867149, -0.13477059, 0.09668236) * go_2(1.0, 1.0); + result += mat4(-0.08406905, 0.017502543, -0.13238557, -0.06540308, -0.030992452, -0.027247543, 0.1152638, -0.027957149, -0.020494465, -0.016736055, 0.011691886, -0.07697167, -0.031962387, 0.03275166, 0.009455422, 0.00013493745) * go_3(-1.0, -1.0); + result += mat4(-0.003264767, -0.006133971, -0.14870334, -0.22470197, -0.12281174, 0.0477529, -0.039383784, -0.16171986, 0.049935117, 0.040750828, -0.11027704, -0.18039477, -0.042500887, 0.021469388, 0.19601227, 0.061283164) * go_3(-1.0, 0.0); + result += mat4(-0.14063793, 0.12379436, -0.091903225, -0.19485305, 0.030889416, 0.023173934, 0.06269456, -0.017552888, 0.042706978, 0.008942839, 0.007431359, -0.08055777, -0.024079857, -0.050207764, 0.03883315, 0.054677337) * go_3(-1.0, 1.0); + result += mat4(0.043164276, -0.06845965, -0.022847408, 0.026803896, 0.077586755, -0.18144956, 0.24237816, -0.062269997, 0.03350464, 0.022612114, -0.20257936, -0.049737748, 0.0026508393, -0.04457029, 0.08698817, -0.0057848943) * go_3(0.0, -1.0); + result += mat4(0.19637893, -0.041842524, 0.08093373, 0.061292946, 0.025697658, 0.43139693, 0.12997067, -0.14218695, 0.06652134, 0.16816506, 0.1798584, 0.19504555, -0.18834472, 0.11258412, 0.07003108, -0.0691332) * go_3(0.0, 0.0); + result += mat4(0.0864983, -0.0044556237, 0.1519761, -0.13158719, 0.01852619, -0.045526046, 0.09956223, -0.11713047, -0.024078155, -0.060722336, -0.057925105, 0.073217146, 0.06373482, -0.024553156, -0.14688796, -0.13317719) * go_3(0.0, 1.0); + result += mat4(0.035958245, -0.04845082, 0.087631844, 0.040034134, -0.026027406, -0.036821436, 0.06533815, -0.080381244, 0.07234854, -0.001883384, -0.07122587, 0.08832016, 0.036729597, 0.021539502, 0.027530821, -0.010070853) * go_3(1.0, -1.0); + result += mat4(0.08983327, 0.01506289, 0.028762873, 0.13285533, 0.2895279, -0.06620886, -0.12341643, 0.005919442, -0.06404377, -0.030869035, -0.040210303, -0.13364644, 0.03067747, -0.0035035561, -0.0012897043, -0.120404474) * go_3(1.0, 0.0); + result += mat4(0.12848322, -0.016383486, -0.09702801, 0.056479152, 0.066560045, -0.048578385, -0.031433776, -0.024350693, -0.03682033, -0.07085884, -0.03814125, -0.0005977634, -0.119241685, 0.027776804, 0.07646508, -0.079195194) * go_3(1.0, 1.0); + result += mat4(0.024724264, 0.0015230086, -0.05821472, 0.10433403, 0.078276865, 0.0020044958, -0.07082553, 0.21335958, -0.0192252, -0.046226356, -0.02576458, -0.005851255, 0.0061004073, -0.011763933, 0.052182812, -0.0148038035) * go_4(-1.0, -1.0); + result += mat4(-0.090289906, 0.07818745, 0.005133399, 0.2921895, -0.028104218, 0.010640733, -0.16721979, 0.11722157, 0.026559753, 0.06893593, -0.05803866, 0.10257745, 0.16412877, 0.08355433, -0.16449857, -0.19565444) * go_4(-1.0, 0.0); + result += mat4(-0.01625647, 0.014653339, -0.19772816, 0.035248496, -0.06315719, 0.053839743, -0.19860831, 0.060684476, 0.036236748, -0.06486933, -0.00240829, 0.049791906, 0.012847281, -0.12640457, 0.03785943, -0.066897415) * go_4(-1.0, 1.0); + result += mat4(-0.04193157, -0.043217663, 0.028713515, 0.034761403, -0.08618379, 0.07707441, 0.051029418, 0.042290796, -0.020135805, -0.1441393, -0.17698085, 0.011781508, -0.047712356, -0.09853696, 0.044760805, 0.07639903) * go_4(0.0, -1.0); + result += mat4(-0.04970899, -0.06206872, 0.32036147, 0.38422447, 0.02741357, -0.14773113, 0.026606748, 0.42104495, -0.16836561, 0.2612918, 0.32872567, 0.23574458, -0.48027223, 0.19769326, 0.40519443, 0.28430668) * go_4(0.0, 0.0); + result += mat4(-0.119522125, 0.045909975, -0.32532844, 0.16027172, 0.05406689, -0.0002717805, -0.10895223, -0.06700742, 0.11265451, -0.009777009, -0.054376923, 0.15653811, 0.07952248, -0.07323665, -0.030681474, -0.14271308) * go_4(0.0, 1.0); + result += mat4(0.021888081, -0.015081948, -0.08500391, -0.0566363, -0.02412306, 0.024970217, -0.08783075, -0.144119, 0.15955818, -0.09113594, -0.09460523, -0.013640705, 0.048579562, -0.051078796, 0.12259883, -0.12369713) * go_4(1.0, -1.0); + result += mat4(0.061307143, 0.12150064, -0.16097173, 0.054234862, 0.038454264, 0.19086266, -0.20866115, 0.17528693, 0.23780084, -0.085481875, -0.09336333, -0.03828183, 0.08448641, -0.01021121, 0.108555876, 0.10073375) * go_4(1.0, 0.0); + result += mat4(-0.07457479, 0.03767845, -0.04527163, 0.10312832, 0.018638285, 0.012303309, 0.068570994, 0.10636223, -0.046746258, -0.019519145, -0.09643553, 0.08668433, -0.08180716, -0.020997278, -0.19613801, 0.01197474) * go_4(1.0, 1.0); + result += mat4(0.038627718, -0.037348352, -0.0016635836, -0.029068137, -0.0026173298, 0.04695015, 0.011762658, 0.06046751, 0.03098801, 0.111461185, 0.196085, 0.087878406, 0.075701654, -0.09116793, -0.017858198, 0.019194437) * go_5(-1.0, -1.0); + result += mat4(-0.033022836, 0.00017579814, -0.04213397, -0.003223962, 0.109210424, 0.047623046, 0.036035728, 0.017458893, -0.01845847, 0.024312373, 0.15710357, 0.05525064, -0.011054537, 0.02045055, -0.059532605, -0.007326871) * go_5(-1.0, 0.0); + result += mat4(-0.027690193, 0.06131419, -0.17661297, -0.13770969, 0.10287112, -0.07097745, 0.004205589, 0.028562127, -0.047289394, -0.04858619, -0.029686142, 0.025106741, 0.0023360238, 0.09964466, -0.061582137, 0.03198441) * go_5(-1.0, 1.0); + result += mat4(0.10689288, 0.008829629, 0.016441079, 0.036601987, -0.054011513, -0.009619861, -0.087633766, -0.0066380203, -0.12721415, 0.0904403, 0.33278695, -0.07447129, -0.03637649, 0.0784043, -0.20029514, 0.04795142) * go_5(0.0, -1.0); + result += mat4(0.073388234, -0.18476517, 0.06697527, 0.15738879, -0.11097766, 0.0031603684, -0.46672878, 0.055933684, -0.13741222, 0.10608221, -0.09634478, 0.12178066, 0.20948799, 0.32808498, -0.30967075, 0.002408044) * go_5(0.0, 0.0); + result += mat4(-0.1276311, 0.2165364, -0.20479621, -0.04220272, -0.11207731, -0.07808082, 0.024846211, 0.1822824, 0.055696778, 0.04820076, -0.09683677, 0.10400354, -0.017928122, 0.13301387, 0.18256992, -0.12553082) * go_5(0.0, 1.0); + result += mat4(0.043751966, -0.021505235, 0.07481632, 0.07004997, 0.09292071, -0.06297265, 0.010273411, 0.14864413, -0.06774047, -0.046168163, -0.007962312, -0.25100794, -0.037582185, 0.05529135, -0.028888226, -0.08730092) * go_5(1.0, -1.0); + result += mat4(-0.27975065, 0.06358462, 0.037314422, 0.008414804, 0.09947835, -0.05693826, 0.035390552, 0.16577837, -0.117649436, -0.035677984, -0.23139963, -0.11336497, -0.26102057, 0.16566856, 0.19760732, -0.1030265) * go_5(1.0, 0.0); + result += mat4(0.06606493, -0.004958344, 0.012705852, 0.003391442, 0.15169266, -0.087174624, 0.17418364, 0.114550345, 0.017576916, -0.076570995, 0.014861571, -0.056111492, 0.08879636, 0.05000804, 0.08393709, -0.05148531) * go_5(1.0, 1.0); + result += vec4(-0.0010391332, 0.00068204466, -0.030266605, 0.058793433); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07575434, -0.040653445, 0.007225497, -0.043918904, 0.119574465, 0.011380923, 0.16722572, -0.013146596, 0.024970967, -0.028010864, 0.007539211, 0.009367542, 0.0053172954, 0.003149008, -0.06781401, 0.022353206) * go_0(-1.0, -1.0); + result += mat4(-0.24854389, -0.013649374, -0.17061508, 0.04292164, -0.005861008, 0.03951371, -0.0047152913, 0.015763909, 0.076025434, 0.0020614571, 0.035092413, -0.15013616, 0.07448282, -0.06402445, 0.2066371, -0.15285529) * go_0(-1.0, 0.0); + result += mat4(0.020919988, -0.023931077, -0.0026673493, 0.08726077, 0.08519901, 0.038367324, 0.012967744, -0.014597907, 0.03273228, 0.03425027, 0.11657879, -0.10561241, -0.10698567, 0.08750399, -0.029988581, 0.055827994) * go_0(-1.0, 1.0); + result += mat4(-0.05367477, -0.078411445, 0.107682705, -0.05179454, -0.101149, -0.016185397, 0.2755446, -0.2408976, 0.015464319, 0.042289484, 0.1908763, -0.15750426, -0.06516995, 0.072354965, 0.06715771, 0.26282984) * go_0(0.0, -1.0); + result += mat4(0.062333807, 0.06013844, -0.040104974, -0.33716065, 0.06652305, 0.3144661, -0.08150677, 0.17847258, 0.025293501, 0.085246235, 0.1500923, -0.028793348, -0.008922378, -0.023754073, -0.15999489, -0.10776248) * go_0(0.0, 0.0); + result += mat4(0.013679765, -0.0068315254, -0.0063317283, 0.04092541, -0.024292475, -0.08490433, 0.052840695, -0.056294404, 0.1751175, -0.03373209, 0.031306665, -0.14522974, -0.1688535, 0.09737534, -0.06616412, 0.2202574) * go_0(0.0, 1.0); + result += mat4(0.019336289, 0.054557003, -0.08372398, 0.013064762, 0.014936632, 0.031539556, 0.046100393, -0.14767817, -0.03333652, 0.020777406, 0.070448704, -0.009688919, -0.090416685, -0.025141802, 0.030440604, -0.11709335) * go_0(1.0, -1.0); + result += mat4(-0.019530639, -0.017071763, 0.16344751, -0.09003354, 0.049499974, 0.066197686, 0.17537111, -0.10965739, 0.027256027, -0.04720143, 0.03044248, -0.10484599, -0.051237702, 0.038487937, -0.072922744, 0.023582684) * go_0(1.0, 0.0); + result += mat4(0.06786746, 0.08613347, 0.058307048, -0.02357511, 0.14101249, 0.05510837, 0.082233034, -0.011995293, 0.022474831, 0.010892606, -0.01492494, -0.11511058, 0.055903982, 0.02207162, -0.098973624, 0.040012434) * go_0(1.0, 1.0); + result += mat4(-0.064766414, -0.051125515, 0.03402284, 0.057396293, -0.117072344, -0.019163232, 0.037863698, -0.052369513, -0.0061165625, 0.061819155, 0.028041245, -0.09490486, 0.1093347, -0.00664147, -0.08768312, 0.0070511065) * go_1(-1.0, -1.0); + result += mat4(-0.29905078, -0.09995567, -0.08120736, -0.03129106, -0.098326, 0.011130474, 0.036129285, 0.17871866, -0.084457494, -0.012659195, -0.02691152, 0.14104512, -0.21426772, -0.07243515, 0.11658849, -0.002852482) * go_1(-1.0, 0.0); + result += mat4(-0.17713405, 0.06941797, -0.062077515, -0.030658305, 0.08999236, -0.06921259, -0.095924884, 0.07375469, 0.11921843, 0.03554809, 0.058501836, 0.061609276, 0.21009676, 0.0685857, 0.04634768, -0.011610212) * go_1(-1.0, 1.0); + result += mat4(0.23054165, -0.039558277, -0.08045203, 0.06898775, -0.029158285, -0.037750367, -0.24264999, 0.05567059, 0.033564106, 0.03715445, 0.21824217, -0.043530416, 0.14731471, -0.07235384, 0.089611664, 0.026031008) * go_1(0.0, -1.0); + result += mat4(-0.098505996, 0.076161414, -0.09749997, 0.08872072, -0.12537481, 0.004141966, -0.067040585, -0.39046898, 0.055973317, 0.042723298, -0.13534929, -0.04335705, -0.09676344, -0.030532371, -0.07493259, -0.204519) * go_1(0.0, 0.0); + result += mat4(0.092057995, 0.56036115, 0.035873197, 0.057625197, -0.027210712, 0.06758173, 0.03869267, 0.058112122, -0.17431425, 0.06694562, -0.023299959, -0.036024995, -0.08311603, -0.13028675, 0.030961594, -0.09352405) * go_1(0.0, 1.0); + result += mat4(-0.04974338, -0.018803855, 0.10142671, -0.011776798, 0.06506589, -0.028476488, -0.019591449, -0.009582206, -0.039581254, 0.08912891, 0.15407297, -0.1111981, 0.018480325, -0.020779947, 0.031039927, -0.028463457) * go_1(1.0, -1.0); + result += mat4(0.03755804, -0.03275704, 0.05746246, -0.20568763, -0.043458223, 0.101914786, 0.09678074, 0.020130953, 0.14230555, -0.059717167, 0.16945612, -0.037695907, 0.005530407, 0.03836577, -0.13570379, 0.07553547) * go_1(1.0, 0.0); + result += mat4(0.1345541, -0.060120266, 0.053173084, -0.049932115, -0.064288326, -0.04958125, -0.0018103139, -0.006733389, 0.09001299, -0.04224858, -0.029498586, 0.18575308, -0.04561738, -0.07796082, -0.053623714, 0.10945586) * go_1(1.0, 1.0); + result += mat4(0.038186714, -0.012922114, -0.019606752, 0.10890265, -0.026697423, -0.031865556, -0.15932839, -0.026640827, -0.04705261, 0.037437834, 0.10179085, -0.0104858745, 0.07226553, 0.086646274, 0.101131245, -0.013259711) * go_2(-1.0, -1.0); + result += mat4(-0.023795605, -0.03550652, -0.107414104, 0.24193193, -0.14496972, -0.0053217285, 0.07148466, 0.12643136, -0.028414654, -0.022065196, 0.22527543, 0.03852106, -0.06697379, 0.022275146, -0.04764777, 0.120496206) * go_2(-1.0, 0.0); + result += mat4(0.23702599, 0.0025132557, -0.09258897, 0.19450943, 0.16891776, -0.13970126, -0.011847789, -0.11160886, -0.027799755, 0.044170912, -0.01895572, -0.031032356, 0.050352756, 0.021191083, 0.020041477, 0.043741606) * go_2(-1.0, 1.0); + result += mat4(-0.009787904, -0.0031327195, 0.13239524, -0.02248145, 0.017299512, -0.081802346, -0.026019929, 0.18054922, -0.14968066, 0.008379352, -0.13506816, -0.39034408, -0.01510947, 0.050189696, 0.037722163, -0.0402762) * go_2(0.0, -1.0); + result += mat4(-0.009644101, -0.07043924, -0.21935566, -0.12265316, -0.10996126, 0.106311634, -0.23956922, -0.015151155, 0.305456, -0.012311232, 0.3604329, 0.042090364, -0.07823785, 0.0045187594, -0.14659731, -0.13044918) * go_2(0.0, 0.0); + result += mat4(0.056163978, 0.08190758, -0.21001509, -0.033524346, 0.06273405, -0.2997634, 0.17979006, 0.056670144, 0.17271192, 0.18963227, 0.014150318, 0.06472095, 0.011062292, -0.18754636, -0.11784225, -0.03410013) * go_2(0.0, 1.0); + result += mat4(-0.0030782006, -0.039169632, -0.012148773, 0.007969146, 0.08711546, -0.037726182, 0.083651684, -0.08435948, -0.019397778, -0.0052067027, 0.08074589, -0.30207992, 0.047031336, 0.002789317, 0.15840194, -0.015054001) * go_2(1.0, -1.0); + result += mat4(-0.09078356, 0.12796444, -0.18432406, 0.16723672, -0.05772405, -0.030571923, 0.116594106, 0.06573904, 0.09887476, 0.09740928, 0.106751874, -0.00070329773, 0.010173095, -0.01197216, -0.06333568, 0.09718661) * go_2(1.0, 0.0); + result += mat4(-0.110290706, -0.005412752, 0.003918915, 0.0149365235, -0.12237922, -0.0941654, -0.034798037, 0.015760876, 0.04696292, -0.029291628, 0.045765277, -0.015127902, -0.09263057, 0.05402446, -0.0015908936, -0.033567302) * go_2(1.0, 1.0); + result += mat4(-0.1546162, -0.046554644, -0.0391521, -0.09454174, -0.0145587865, 0.07268975, -0.02036403, 0.015187209, 0.026502129, 0.032875117, 0.12548845, -0.19535835, 0.010370751, 0.030553613, -0.042921092, 0.11908) * go_3(-1.0, -1.0); + result += mat4(0.008709621, 0.12762955, 0.02271395, -0.031447556, 0.2041771, -0.029859964, -0.015839372, 0.10484876, 0.09285942, -0.020085273, 0.2329937, -0.29332286, 0.08294215, 0.011051319, -0.04993451, 0.042096935) * go_3(-1.0, 0.0); + result += mat4(0.18800123, -0.03135053, 0.039468758, -0.1393591, -0.055419687, -0.06350931, 0.017772222, 0.05357081, 0.10056033, 0.017571677, 0.05918185, -0.18371263, 0.0045149303, -0.077885784, -0.00043915678, -0.008647403) * go_3(-1.0, 1.0); + result += mat4(-0.011838485, 0.07350019, 0.0420831, 0.16229297, 0.009401042, 0.063198246, 0.060701136, -0.24234499, -0.098218255, 0.0034951624, -0.010836201, -0.07096872, -0.066027485, -0.008603827, -0.0023365172, 0.036595766) * go_3(0.0, -1.0); + result += mat4(-0.007935683, -0.26162764, 0.04059723, -0.059729014, 0.13929102, -0.09995081, 0.26922408, -0.29116368, -0.091238625, -0.07413519, -0.08951079, -0.030239927, -0.1368917, -0.11178951, -0.028913764, 0.15466857) * go_3(0.0, 0.0); + result += mat4(-0.1720602, 0.049961366, -0.035956968, 0.01072738, 0.093655944, -0.028308686, -0.07628571, 0.09549064, -0.002988198, 0.06946468, 0.17164339, -0.16626763, 0.11002801, -0.13791496, -0.05334689, 0.050957866) * go_3(0.0, 1.0); + result += mat4(0.067476556, 0.018401565, 0.02231447, 0.14312652, 0.14491569, 0.03304159, 0.2667232, -0.23096946, 0.011412218, -0.033295278, 0.006336338, 0.054895587, 0.031594772, -0.03772589, -0.08373306, 0.040909506) * go_3(1.0, -1.0); + result += mat4(0.03497658, -0.025716685, -0.16338083, 0.028354604, 0.13035797, 0.0010428666, 0.13506557, -0.23274136, 0.016426807, 0.005891126, -0.030560384, 0.054110117, 0.012959187, -0.033846233, 0.079321414, -0.08366125) * go_3(1.0, 0.0); + result += mat4(-0.17821713, 0.0037684473, 0.057483234, 0.038107146, -0.10401292, 0.020576356, -0.012016484, 0.010923387, 0.028446645, -0.027637433, 0.11687413, -0.07261914, -0.049263023, -0.06475644, -0.024119789, -0.029610662) * go_3(1.0, 1.0); + result += mat4(-0.022396808, -0.048420932, -0.02559588, 0.064104095, -0.2238012, -0.041249584, -0.09579613, 0.07697319, -0.058794957, -0.0134507725, -0.037161227, 0.08851301, -0.06766741, -0.036019377, 0.13610823, -0.063773625) * go_4(-1.0, -1.0); + result += mat4(-0.111936666, 0.0015700395, -0.18472138, -0.09797969, 0.010897245, 0.036488175, -0.08795422, -0.07408578, 0.1483729, -0.06495232, 0.080542035, -0.10570226, -0.01910507, 0.083303586, 0.15487678, 0.09761835) * go_4(-1.0, 0.0); + result += mat4(0.013546343, 0.12007825, -0.08906977, -0.032903753, -0.07735022, 0.074112795, 0.019404477, 0.012522555, -0.23720813, 0.03610346, -0.011151242, -0.09428033, -0.04208847, 0.08472888, -0.0941527, 0.1656356) * go_4(-1.0, 1.0); + result += mat4(-0.25968832, 0.023167782, -0.03399193, -0.025605416, 0.101124994, -0.03928416, 0.046708047, 0.0940108, -0.25001726, 0.06509968, -0.13399917, 0.14300269, 0.020019464, 0.09823798, -0.2859548, 0.15752983) * go_4(0.0, -1.0); + result += mat4(0.06779552, -0.048957087, 0.14341845, 0.008796376, 0.30520636, 0.085243754, 0.09708159, 0.120880716, -0.082815446, -0.10173312, 0.21042523, -0.0104252035, 0.012946593, 0.048153225, -0.023779962, -0.22626428) * go_4(0.0, 0.0); + result += mat4(-0.045614652, -0.1368418, -0.07421652, 0.010353576, 0.022773737, -0.034736004, -0.030603807, 0.0408453, 0.16829208, -0.028303532, 0.115394354, 0.0016284953, 0.06252144, 0.0025463477, -0.035674695, -0.09269994) * go_4(0.0, 1.0); + result += mat4(0.029739881, 0.010787098, 0.0037744232, -0.031569265, -0.040358283, 0.031814087, 0.018036583, -0.035894874, -0.063151926, -0.109803386, -0.07274231, 0.0032429527, 0.0074872132, 0.05725981, 0.060606975, 0.061117698) * go_4(1.0, -1.0); + result += mat4(-0.090809055, -0.03279648, -0.039354723, 0.14036313, -0.013013246, -0.07712587, -0.05239944, 0.03066829, 0.10737496, 0.076186314, -0.19699359, -0.036594667, 0.21938333, -0.04839966, 0.1286612, 0.013338615) * go_4(1.0, 0.0); + result += mat4(-0.1429745, -0.07955227, -0.115608715, 0.14228356, -0.05602207, 0.02558927, -0.11061171, 0.06673638, -0.049651172, -0.021392899, -0.06468659, 0.039141133, -0.039755132, -0.050199732, 0.011340825, -0.00960286) * go_4(1.0, 1.0); + result += mat4(-0.065777004, 0.025236372, -0.098756045, -0.0066504143, -0.0832726, -0.040675264, 0.04911827, 0.033635136, -0.28793526, -0.10226347, 0.068537354, -0.2860185, -0.0550898, -0.033459336, -0.04448749, 0.11041132) * go_5(-1.0, -1.0); + result += mat4(-0.00013023219, 0.007373967, 0.04127884, -0.04456252, 0.06467729, -0.023159763, -0.098877944, 0.015409203, 0.15005386, 0.17018975, -0.047596633, -0.08832008, 0.261034, 0.14298894, 0.10107278, 0.0667279) * go_5(-1.0, 0.0); + result += mat4(0.07939445, -0.08513146, -0.056983568, 0.040726192, 0.020092426, 0.18478346, 0.025876757, 0.030642727, -0.12265552, 0.002464858, -0.020372186, 0.070551656, -0.016353855, -0.11511243, -0.09484669, -0.08860525) * go_5(-1.0, 1.0); + result += mat4(-0.08422405, 0.022759112, -0.12475361, 0.15862978, 0.111085795, 0.07579316, -0.007671498, -0.2048156, 0.17000435, 0.05883048, 0.18549366, -0.228149, -0.14611648, -0.1293601, 0.12878643, -0.07917457) * go_5(0.0, -1.0); + result += mat4(-0.08697763, 0.0049046283, 0.06277697, 0.25657007, -0.037057158, -0.13358995, 0.2738289, 0.23121043, 0.32146227, 0.9468732, -0.09779261, -0.009769717, 0.0027131666, 0.118656114, 0.0898452, 0.22487496) * go_5(0.0, 0.0); + result += mat4(-0.009855616, -0.26240128, 0.0801256, 0.05871007, -0.21371177, 0.18926387, -0.23380044, -0.09474009, 0.06469363, -0.011632477, 0.025565358, 0.07108313, 0.10727917, -0.00026592708, 0.10903209, -0.03030383) * go_5(0.0, 1.0); + result += mat4(-0.0053380155, 0.033946496, -0.06860304, 0.0837713, -0.19269274, 0.08148278, -0.024386114, 0.022558022, -0.10444353, -0.042082686, 0.1903784, -0.077984534, -0.0065324833, 0.014674045, -0.18835127, 0.0013458942) * go_5(1.0, -1.0); + result += mat4(0.003491147, -0.0619422, 0.038574003, 0.059497047, -0.15528834, -0.007080539, -0.16295113, -0.044733614, -0.0067163864, 0.08186305, 0.11124116, -0.12240357, 0.12911586, -0.020327786, 0.084354304, 0.0617812) * go_5(1.0, 0.0); + result += mat4(0.07007616, 0.011843434, -0.029149607, -0.0033018868, 0.027770158, 0.13727912, -0.12729046, 0.2015703, 0.096229255, 0.013653448, 0.053937647, -0.029171295, 0.034246232, -0.09088042, 0.080427885, -0.114031985) * go_5(1.0, 1.0); + result += vec4(-0.031869058, -0.049291052, -0.05604242, 0.01975563); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_1_tf2 +//!SAVE conv2d_2_tf2 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_1_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.036752462, 0.029649748, -0.09748701, 0.059650358, 0.13616882, 0.013703124, -0.14998761, 0.009004554, 0.07992881, 0.022163173, -0.018146321, -0.08414139, -0.10911252, -0.016669272, 0.056696363, -0.08302073) * go_0(-1.0, -1.0); + result += mat4(0.12478577, 0.028158983, 0.07586349, 0.12842986, -0.006957239, -0.1160528, 0.023359532, -0.0074758576, -0.15942998, -0.06529529, -0.153319, -0.078501165, -0.18118988, 0.2001499, -0.31065115, -0.055492736) * go_0(-1.0, 0.0); + result += mat4(0.03806193, 0.00058707164, -0.06611409, -0.045297977, 0.024692483, 0.09514936, 0.12853955, 0.11280573, -0.023200573, -0.1503142, -0.19710632, -0.033298586, 0.00087093137, 0.061145596, -0.004629127, -0.014288893) * go_0(-1.0, 1.0); + result += mat4(0.01509754, 0.000975345, 0.043960508, 0.022261515, -0.07704468, 0.086596936, -0.13879523, 0.26205274, -0.014519523, -0.12089183, 0.0046606623, -0.028361473, 0.034736868, -0.12085262, -0.019312797, -0.1901168) * go_0(0.0, -1.0); + result += mat4(-0.22042033, -0.067241855, -0.0011751472, -0.3089443, -0.17684302, -0.07348887, -0.037950914, 0.07932659, -0.13587996, -0.19734861, 0.27510792, 0.15798965, 0.070934966, -0.24996722, 0.22142075, -0.1549704) * go_0(0.0, 0.0); + result += mat4(-0.06863547, 0.12449067, 0.00033030356, -0.07413546, 0.124544054, 0.049810465, 0.012467352, -0.040705148, 0.2043941, -0.1648197, 0.047376834, -0.072514415, 0.051701315, 0.22315136, 0.24103536, 0.042497516) * go_0(0.0, 1.0); + result += mat4(0.123373166, 0.16414459, -0.08505689, -0.052690018, 0.11099723, -0.008846635, 0.03483504, 0.03459058, 0.036431137, -0.022281377, -0.0747196, -0.06604844, 0.0034591674, 0.10690525, -0.01045302, -0.036992412) * go_0(1.0, -1.0); + result += mat4(-0.19597553, -0.32721582, 0.20590895, 0.07775533, 0.1393974, 0.10618747, 0.034401745, -0.0008929772, 0.014548279, -0.066054046, -0.051273774, 0.043616574, -0.10099313, 0.021435626, -0.021498548, -0.09212177) * go_0(1.0, 0.0); + result += mat4(0.15320238, 0.16471805, 0.032097213, 0.020770807, 0.025557829, -0.10821472, -0.13672188, 0.07703349, -0.013789304, 0.07158349, 0.07591088, 0.017019821, -0.14680074, -0.14204682, -0.0040901196, 0.04855082) * go_0(1.0, 1.0); + result += mat4(0.092040926, -0.1696223, 0.0035175297, -0.1266837, -0.017807435, -0.05324885, 0.052235745, 0.0053132256, -0.26360056, 0.044413272, -0.07820576, 0.09869417, 0.05975259, 0.058592863, -0.03391289, -0.0463601) * go_1(-1.0, -1.0); + result += mat4(-0.17156146, -0.06575004, 0.18721104, -0.028241588, 0.09805437, 0.15232502, -0.09398395, -0.14233524, 0.07775248, 0.14465685, 0.045949064, -0.03276368, -0.0028104451, 0.15150578, -0.04324162, -0.054190543) * go_1(-1.0, 0.0); + result += mat4(-0.025806474, 0.122085676, 0.06087487, 0.10123448, -0.021339104, -0.082396485, -0.049415596, 0.016665734, -0.01075966, -0.18270788, -0.21377993, 0.0107189575, -0.14957522, -0.23296382, -0.20353965, 0.12026796) * go_1(-1.0, 1.0); + result += mat4(-0.03165497, 0.20380338, 0.03153878, 0.08439275, 0.010899999, 0.031973626, 0.05603482, -0.050522227, -0.08342698, -0.23481508, -0.042175133, 0.008809877, 0.06622943, -0.08636996, 0.072220184, -0.06921989) * go_1(0.0, -1.0); + result += mat4(-0.07053526, 0.061910875, 0.0023930974, 0.28627953, 0.14615639, 0.058881626, -0.14786066, -0.06661333, 0.30343568, 0.3641429, -0.18411386, -0.16842756, 0.17510016, 0.05421069, -0.10123317, 0.06964223) * go_1(0.0, 0.0); + result += mat4(-0.21576017, -0.06363907, -0.18081437, 0.24664907, -0.09735165, 0.057592265, -0.083031796, 0.01964763, -0.031470213, -0.18838522, 0.05072108, -0.10001062, -0.008070019, -0.111055255, -0.07987868, -0.00753598) * go_1(0.0, 1.0); + result += mat4(0.061441302, -0.078763954, 0.005878039, 0.00055347115, -0.09499128, 0.09156834, 0.13328615, 0.043168213, -0.029688388, -0.36990175, 0.1696049, -0.034198307, -0.019164128, -0.09315934, -0.0028499612, 0.043170534) * go_1(1.0, -1.0); + result += mat4(-0.1382709, -0.24728169, 0.06712876, 0.08034291, -0.091681674, 0.007854249, 0.23301663, -0.055606913, 0.28568286, 0.2942446, -0.059362978, -0.074468486, 0.11220201, 0.1190768, -0.025883239, 0.05220736) * go_1(1.0, 0.0); + result += mat4(0.11531199, 0.3396637, 0.0085975, 0.013585601, 0.080540046, 0.049160656, -0.05710246, 0.005991695, 0.1438699, -0.3402577, -0.07053711, -0.16263331, -0.09119706, 0.0076426715, 0.08115436, -0.04297937) * go_1(1.0, 1.0); + result += mat4(0.052113753, 0.026635656, 0.10596492, 0.022013694, -0.010665535, -0.077066846, 0.06217549, -0.05517532, -0.056953914, -0.08185771, -0.020402161, -0.043208323, -0.012995452, -0.019643994, 0.006990098, -0.045173813) * go_2(-1.0, -1.0); + result += mat4(0.17718889, 0.0038756612, -0.11827346, -0.2329743, -0.1793552, -0.08469043, 0.13127111, 0.051736213, 0.2438145, -0.12342349, -0.11737657, -0.20728126, -0.1685289, 0.11266314, 0.076692104, -0.1616657) * go_2(-1.0, 0.0); + result += mat4(-0.020399734, -0.23063114, -0.21987145, -0.082217745, 0.116614126, 0.10273191, 0.101865344, 0.011308658, 0.056851316, -0.050016683, -0.009367647, -0.09125666, -0.07041454, 0.051433813, -0.006439021, 0.014740233) * go_2(-1.0, 1.0); + result += mat4(0.051031563, -0.03535238, -0.080701895, -0.055633444, -0.03865236, 0.04696362, -0.016610028, -0.031190962, -0.06230007, 0.11438899, 0.002950869, 0.056986533, 0.06503178, -0.07315137, -0.108793534, 0.1280907) * go_2(0.0, -1.0); + result += mat4(0.13356781, 0.0902099, 0.0018598923, 0.054726165, 0.13937949, -0.14195664, -0.09394637, -0.23538189, 0.15451878, 0.07872618, 0.12278696, 0.07883152, -0.079190545, 0.0060577407, 0.12348955, 0.1273284) * go_2(0.0, 0.0); + result += mat4(-0.2844292, -0.043685716, 0.16975491, -0.03931876, -0.045410622, -0.043887924, -0.06207469, -0.095141575, -0.01910207, 0.036241893, -0.099487804, 0.006061581, 0.058822997, -0.0017064888, 0.04472078, 0.10879998) * go_2(0.0, 1.0); + result += mat4(-0.0531857, 0.20407021, -0.048386984, 0.02700043, -0.024223981, -0.075209916, 0.022038897, 0.14877595, -0.13606672, -0.12767786, 0.06151931, -0.05388265, -0.013327909, 0.03979459, -0.065765746, -0.07282832) * go_2(1.0, -1.0); + result += mat4(-0.037340526, -0.21573111, 0.1269642, 0.04037458, 0.12398714, 0.2021396, -0.17674391, 0.0147291655, 0.058955196, -0.0015507584, 0.23541385, -0.145222, 0.20797801, -0.13098398, 0.003790887, -0.037615184) * go_2(1.0, 0.0); + result += mat4(-0.09600365, 0.22067653, 0.09930907, -0.07818997, 0.08789531, -0.011831723, -0.07886167, -0.020031728, 0.00084014103, 0.081453785, -0.007063985, -0.007725119, -0.054167047, 0.041189484, 0.007090602, -0.037227746) * go_2(1.0, 1.0); + result += mat4(-0.017512068, -0.22621062, -0.011807716, -0.064745784, -0.06731377, -0.05784807, 0.050968435, 0.0674237, -0.10051867, -0.08823096, 0.015287385, 0.057430997, -0.08142708, 0.06392106, 0.062179778, 0.02986153) * go_3(-1.0, -1.0); + result += mat4(-0.23300487, 0.0051065637, 0.23627552, 0.053352736, 0.15926725, 0.088776834, 0.06346916, 0.10811631, -0.05167443, -0.0029013795, -0.14792533, 0.0027736027, 0.31416926, -0.083981514, -0.051183276, -0.07321588) * go_3(-1.0, 0.0); + result += mat4(-0.008830604, 0.2482698, 0.14781001, 0.096101865, -0.021321455, 0.060337346, 0.015929816, -0.039313477, 0.09857251, -0.04800572, -0.101969965, 0.09313578, 0.048235282, 0.05253759, 0.04893083, -0.1115041) * go_3(-1.0, 1.0); + result += mat4(0.14629705, 0.10310787, 0.07421539, -0.2541191, 0.061346315, -0.12419151, 0.08524945, -0.029404115, 0.022251071, -0.12156319, -0.011553011, -0.012188503, 0.10256824, -0.010299354, 0.06765391, -0.08820727) * go_3(0.0, -1.0); + result += mat4(-0.21080357, -0.4021113, 0.035816908, 0.7000948, 0.21632199, 0.111284, -0.012059465, 0.023438603, 0.25428426, -0.15475942, 0.09260869, 0.14866553, -0.14576761, 0.22147575, 0.023831703, 0.074204154) * go_3(0.0, 0.0); + result += mat4(0.049143, 0.2896474, 0.18784785, 0.036332216, -0.019188514, -0.0049673393, -0.012528154, 0.13640659, -0.16241746, -0.09813068, 0.019516123, -0.0084478175, 0.058226462, -0.22123648, -0.14045192, -0.023666197) * go_3(0.0, 1.0); + result += mat4(0.05800501, 0.060431264, -0.04097961, 0.03453522, -0.06560738, -0.092472866, -0.06397347, 0.14444739, 0.025983555, -0.030899955, -0.042766206, -0.06060983, -0.01918705, -0.040768683, 0.052782744, 0.09638819) * go_3(1.0, -1.0); + result += mat4(-0.10073037, -0.22703889, -0.0010382081, 0.05074596, 0.03396179, -0.068848714, 0.0861629, 0.26089123, 0.022775311, -0.014949607, -0.094047025, -0.0027702095, 0.1917307, 0.11404618, -0.10283004, 0.025103435) * go_3(1.0, 0.0); + result += mat4(0.030860173, 0.13404387, 0.05976607, -0.093795955, 0.016835473, -0.020731337, 0.037207656, 0.126881, 0.0074429302, -0.10216514, -0.031499624, -0.083616905, -0.023030072, 0.014815519, -0.08937133, 0.11519909) * go_3(1.0, 1.0); + result += mat4(0.13568272, 0.122503586, -0.04963004, -0.0010412488, -0.10429815, 0.068515815, -0.2886607, -0.09816482, 0.051498115, 0.0017436935, -0.03835064, -0.13563691, 0.035978988, 0.06407808, 0.035696708, 0.10724592) * go_4(-1.0, -1.0); + result += mat4(-0.01266009, -0.0073259426, 0.006877496, 0.054289263, -0.07651681, -0.1118919, -0.012793396, -0.07368392, -0.01061065, -0.10134513, -0.1434462, 0.04688037, 0.19463971, 0.15506972, -0.23626265, 0.023359938) * go_4(-1.0, 0.0); + result += mat4(-0.09461492, -0.036462337, -0.16172805, 0.15837577, -0.08643621, 0.035166703, 0.061290734, -0.108064786, -0.12176273, 0.026083494, 0.06523428, -0.053249013, 0.12905678, -0.11907856, 0.015970876, -0.064191975) * go_4(-1.0, 1.0); + result += mat4(-0.042738717, -0.022231134, -0.03853537, -0.08111096, 0.040522724, 0.1349429, 0.1058772, -0.13941672, -0.04256023, -0.05742218, 0.19752051, -0.0942069, 0.0080565745, 0.06621899, -0.0018314277, -0.10499731) * go_4(0.0, -1.0); + result += mat4(0.30080974, -0.053357773, -0.054159783, -0.13733824, -0.22567864, 0.0092003625, 0.055152208, 0.1307246, -0.05244466, 0.041202605, 0.04831643, 0.33047366, 0.11396535, 0.42621002, 0.03459549, 0.0347411) * go_4(0.0, 0.0); + result += mat4(0.05305111, 0.076122396, -0.08781792, -0.0069180895, 0.050885174, -0.0042734225, -0.04444145, 0.012016987, 0.122985676, -0.048455186, -0.17231132, -0.013408545, -0.12154411, -0.39617026, -0.13028972, 0.075709775) * go_4(0.0, 1.0); + result += mat4(-0.0041923127, 0.027921822, 0.026247777, -0.020477489, 0.042308033, 0.01580411, -0.066128924, -0.058847815, 0.00095708045, 0.061050877, 0.042081635, 0.09856459, -0.038021386, -0.18332537, 0.12586181, -0.085686505) * go_4(1.0, -1.0); + result += mat4(0.02818681, 0.2021728, -0.059565738, -0.02425082, 0.12646812, -0.02011973, -0.0052335905, -0.13634421, -0.036117353, 0.102945946, -0.025090111, 0.06759408, 0.08294928, 0.06963724, 0.07145511, 0.061311223) * go_4(1.0, 0.0); + result += mat4(-0.04572639, -0.1857778, -0.020896941, -0.1320479, -0.08060074, 0.15807647, 0.08087496, 0.09661483, 0.068133175, -0.03192162, -0.059143748, -0.023069799, 0.06820739, -0.10254724, -0.08489362, -0.12950915) * go_4(1.0, 1.0); + result += mat4(-0.0701631, -0.06492232, 0.07158485, -0.0474961, -0.08277424, -0.0046874695, -0.036980134, 0.032411482, -0.040205367, -0.11806291, -0.12003579, 0.09404628, 0.13509527, -0.07151287, -0.17165148, -0.082828976) * go_5(-1.0, -1.0); + result += mat4(-0.23416395, -0.005059655, 0.03932381, 0.15610525, 0.1310776, 0.10495845, -0.23422901, -0.017912678, 0.010918836, -0.18813089, -0.287215, 0.21294762, 0.10265387, -0.06561, -0.11778113, 0.06950684) * go_5(-1.0, 0.0); + result += mat4(-0.0028815586, 0.07538225, -0.03291754, 0.047160495, -0.07666219, -0.15290219, -0.17513353, 0.04385531, 0.005002826, -0.01648364, -0.11297704, -0.03472268, -3.882572e-05, -0.16454723, -0.023212174, 0.15911958) * go_5(-1.0, 1.0); + result += mat4(-0.08348401, 0.029882649, 0.21708311, -0.05323357, -0.07704958, -0.016631678, -0.060494706, 0.10649385, -0.29307103, 0.052837957, 0.120730795, 0.034656238, -0.0004268264, 0.20290168, 0.10882499, -0.04060937) * go_5(0.0, -1.0); + result += mat4(-0.27893996, -0.18981667, 0.15798293, -0.030922053, -0.09654163, 0.27498308, -0.019050546, 0.16028336, -0.09720187, 0.10653666, -0.23317258, 0.20285597, 0.38110915, 0.022553165, 0.1321882, 1.1575677) * go_5(0.0, 0.0); + result += mat4(0.124580376, 0.067915864, -0.060147874, 0.053467464, -0.0038043377, 0.0289266, 0.118544504, -0.13358372, -0.076356836, -0.09143476, -0.0685938, -0.067568906, -0.0121121425, 0.040102568, -0.2717469, 0.16300786) * go_5(0.0, 1.0); + result += mat4(0.002691588, -0.12474235, 0.12467866, -0.09753572, -0.010205263, -0.0006359913, 0.015651824, -0.24048246, 0.1586161, 0.004588076, 0.04444844, -0.01231289, -0.06640105, -0.063054025, 0.102068566, 0.1259912) * go_5(1.0, -1.0); + result += mat4(0.0028770883, 0.16986279, 0.060900114, -0.08368565, -0.26938817, -0.24303895, 0.29375112, -0.059524175, -0.13170256, 0.11625376, -0.1326183, -0.0012333714, -0.13267988, -0.0071024853, -0.031031137, 0.07532496) * go_5(1.0, 0.0); + result += mat4(0.12214155, -0.041841783, -0.052751888, 0.062362764, -0.04766777, 0.0540806, 0.3322733, -0.3677417, 0.12217059, 0.05566961, -0.012429841, -0.10585391, -0.056920152, 0.14918473, -0.0054139746, 0.04940436) * go_5(1.0, 1.0); + result += vec4(0.016709281, 0.012619587, -0.017232165, -0.04396106); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.060878627, -0.041988216, 0.104058675, -0.088971175, 0.037815195, -0.033195835, 0.014279358, 0.06304454, 0.02948025, 0.006056027, -0.02087268, -0.1090193, -0.0034371826, -0.03975976, -0.06009851, 0.12365947) * go_0(-1.0, -1.0); + result += mat4(0.079548575, -0.16905668, -0.13728581, -0.03805935, 0.050417993, 0.04001516, -0.045917254, 0.043337673, -0.07575137, 0.017724466, -0.023716906, 0.012353904, -0.0853222, -0.09868139, 0.044824444, -0.0141505785) * go_0(-1.0, 0.0); + result += mat4(0.09399756, -0.14398341, -0.2721442, 0.016207851, -0.10623493, 0.057902634, 0.10767521, 0.0003635082, 0.014634943, 0.09112885, 0.11872027, 0.036644384, -0.046260875, -0.0743102, -0.19018789, 0.036393598) * go_0(-1.0, 1.0); + result += mat4(0.09814595, 0.0044509294, 0.13141516, 0.091252774, -0.09662514, -0.033599697, 0.12196037, 0.21599433, 0.1194499, 0.04127431, 0.039627396, -0.031521305, -0.14756238, -0.09555712, -0.010698389, -0.09642848) * go_0(0.0, -1.0); + result += mat4(-0.008813449, 0.015096444, 0.23331937, 0.097849704, -0.0094626965, 0.09468486, -0.14536959, -0.48678625, 0.11508988, 0.13658337, 0.07481205, -0.14646451, -0.056061424, -0.013553051, 0.1893297, -0.07424693) * go_0(0.0, 0.0); + result += mat4(0.092239104, -0.079855025, -0.12919873, -0.006577375, -0.4529186, 0.08633541, -0.027304357, -0.21013555, -0.03914936, 0.074918106, -0.009362854, -0.015590051, 0.23523058, 0.075767435, -0.042212676, -0.0037648496) * go_0(0.0, 1.0); + result += mat4(0.06423107, -0.080711946, 0.014235396, 0.017949343, 0.048689805, -0.10082265, 0.04964177, 0.103560664, 0.056355603, 0.09673206, -0.062948905, -0.036618367, -0.07845171, -0.010790115, -0.13978757, -0.025738737) * go_0(1.0, -1.0); + result += mat4(0.064559884, -0.042264454, -0.110668264, 0.124921605, 0.0047526294, 0.044878427, -0.15133426, -0.050278753, 0.08540561, 0.10420466, -0.021862527, 0.06804833, 0.094847456, 0.14177199, 0.04205903, 0.027875852) * go_0(1.0, 0.0); + result += mat4(-0.025060967, -0.04341538, -0.005267881, -0.06606841, -0.06347963, 0.062125452, 0.024389729, -0.08982404, -0.0062638335, 0.11981404, 0.054283164, -0.084352404, 0.0069115954, -0.064623505, 0.028570656, -0.069944404) * go_0(1.0, 1.0); + result += mat4(-0.026635213, -0.031471547, 0.12941289, 0.014990064, -0.06946961, 0.034871764, -0.0023429494, 0.039788067, -0.014846336, 0.07696896, 0.009524336, 0.06702693, 0.06922799, 0.15218733, -0.108957425, 0.02397873) * go_1(-1.0, -1.0); + result += mat4(0.04425317, -0.019614218, 0.020195834, -0.06853279, -0.10681463, -0.038610324, 0.1985278, 0.1917614, -0.15072219, 0.019215003, -0.07190246, -0.0710555, 0.06319588, 0.123843595, 0.037890248, -0.10028418) * go_1(-1.0, 0.0); + result += mat4(0.059803672, 0.08516648, 0.03677657, -0.010275112, -0.047332514, 0.0123374835, 0.06696025, -0.016793806, -0.086841464, 0.016270785, -0.12735787, -0.12676108, 0.16822693, 0.15760474, -0.07559359, -0.07678976) * go_1(-1.0, 1.0); + result += mat4(-0.104641154, 0.07192061, 0.23210934, 0.11417999, 0.04492395, -0.118827716, -0.12041658, 0.19749922, 0.09203569, 0.019726515, -0.055105124, 0.05295804, -0.005788939, 0.056638427, 0.065282024, -0.09013673) * go_1(0.0, -1.0); + result += mat4(0.028824141, 0.27045545, 0.073205985, -0.082846776, -0.2143439, -0.026223134, 0.16712476, 0.07194315, -0.019990921, -0.28113925, 0.13138968, 0.053820554, 0.3113366, 0.20013627, 0.010963992, 0.07630061) * go_1(0.0, 0.0); + result += mat4(0.15658687, 0.07025806, -0.09104068, 0.07163445, -0.03478211, 0.015337765, 0.083114274, 0.010839639, -0.0542002, 0.0768983, 0.074233785, -0.10077115, -0.12870364, -0.08656189, -0.04770647, -0.025078414) * go_1(0.0, 1.0); + result += mat4(-0.08102263, -0.07714586, -0.042745892, 0.0374993, -0.09478303, -0.07571532, -0.062317267, -0.034587506, -0.01396296, -0.053482197, -0.04521547, -0.116828814, -0.07759964, 0.07154679, 0.06632562, -0.069989264) * go_1(1.0, -1.0); + result += mat4(0.0066547785, 0.13140622, 0.08087736, -0.25154832, -0.039879136, -0.010373583, -0.05184014, 0.012249648, -0.096870914, -0.020647451, 0.087357886, 0.042756695, 0.09706797, 0.16477491, 0.12650236, -0.0839691) * go_1(1.0, 0.0); + result += mat4(-0.010547578, -0.013264216, 0.07298194, -0.06801917, -0.020884428, -0.071191095, 0.0041795867, -0.03743981, -0.19142745, -0.023131248, 0.0381656, -0.014476577, 0.076137036, 0.08133924, -0.085573785, 0.01067451) * go_1(1.0, 1.0); + result += mat4(-0.15004109, -0.04713592, -0.05823828, -0.03564525, -0.18593709, 0.11510138, 0.10260254, 0.10952684, -0.056938007, 0.11468128, -0.07422465, 0.013310582, 0.03276255, -0.08601149, 0.074078046, 0.06268768) * go_2(-1.0, -1.0); + result += mat4(-0.03183145, -0.080839306, 0.0077147027, 0.2783979, -0.020172173, 0.11772608, 0.19941199, 0.089674905, -0.1645803, 0.09871185, 0.103870094, -0.02221705, 0.18880293, -0.02838061, 0.1329911, 0.110804334) * go_2(-1.0, 0.0); + result += mat4(-0.0727793, -0.15429437, 0.07309872, 0.052409347, 0.07621416, 0.014342246, 0.09742559, -0.006178975, -0.00049866503, 0.01627198, 0.1749332, -0.023455271, 0.084430106, -0.074995294, 0.024229486, 0.006074203) * go_2(-1.0, 1.0); + result += mat4(0.096733555, -0.04178045, -0.016891489, 0.06953366, 0.005025407, 0.13799861, 0.003864609, -0.0056246608, 0.04448754, 0.14127962, -0.08169796, 0.049868934, -0.07307801, 0.0970107, 0.042104065, 0.012651146) * go_2(0.0, -1.0); + result += mat4(-0.17528427, -0.42639711, 0.11246585, 0.26789048, -0.045942087, 0.23083447, 0.2616979, 0.0051987628, -0.3405826, -0.02898998, -0.12387437, -0.06811704, -0.13623591, 0.085379034, 0.1163564, -0.3684051) * go_2(0.0, 0.0); + result += mat4(0.105229065, -0.009456556, -0.09346365, 0.16764155, 0.053806845, 0.032471523, 0.22268786, -0.00045551482, -0.038868275, 0.09682891, -0.072218366, -0.15059048, -0.06828941, -0.08986867, 0.009097031, 0.1784724) * go_2(0.0, 1.0); + result += mat4(0.015004372, 0.0059916377, 0.06578616, -0.03323271, -0.016655194, -0.0037565026, -0.016965717, 0.123583436, 0.05276917, 0.07713196, -0.08393188, -0.06575901, -0.026482249, 0.07345747, -0.029773988, -0.098376736) * go_2(1.0, -1.0); + result += mat4(0.0015305893, -0.09495176, 0.038808357, 0.0035307724, -0.08659931, 0.12207447, 0.08526738, 0.19026709, 0.05297383, 0.02768884, -0.1678504, -0.30386385, 0.025181111, 0.03945659, 0.17099062, 0.029333467) * go_2(1.0, 0.0); + result += mat4(0.21933754, -0.10313659, -0.04901954, 0.10964564, -0.13104112, -0.020108605, 0.027046354, -0.07801803, 0.12369789, 0.1183686, -0.2176958, -0.041832034, 0.047641497, -0.04469799, -0.010872767, 0.046445683) * go_2(1.0, 1.0); + result += mat4(0.148908, 0.119546995, 0.09599242, 0.026430191, 0.004287343, -0.01410569, -0.026667995, -0.0033883103, -0.114997216, -0.117683105, -0.083241284, 0.0925183, 0.04929814, 0.1384929, 0.067604244, -0.010090262) * go_3(-1.0, -1.0); + result += mat4(0.17913392, -0.027995758, 0.25155705, 0.38675678, -0.0084490245, 0.11703253, -0.13717517, 0.024913544, -0.022265881, 0.029341036, -0.021509588, 0.021925684, -0.06447644, 0.055588942, -0.23970391, -0.24156545) * go_3(-1.0, 0.0); + result += mat4(-0.09896528, -0.17248964, 0.20294617, -0.16814777, 0.014902548, -0.032280933, 0.04340094, 0.016689163, -0.04480586, 0.04256907, -0.18132643, -0.0063551413, 0.061819937, 0.04628381, 0.006767698, 0.0061162747) * go_3(-1.0, 1.0); + result += mat4(0.15260129, -0.06680908, 0.032037478, -0.11269483, 0.02655564, -0.021874784, -0.06829202, -0.06577833, -0.009562943, 0.0015011907, 0.0124588655, 0.06603201, 0.011123314, 0.027462086, 0.057987396, -0.18905073) * go_3(0.0, -1.0); + result += mat4(0.16752581, -0.48974037, -0.23990577, 0.27223033, -0.3773399, 0.08863033, -0.008062138, -0.077350825, -0.35848886, -0.053652804, 0.028900446, -0.06633484, 0.08034644, 0.10832985, 0.11753572, 0.09361) * go_3(0.0, 0.0); + result += mat4(-0.070450164, -0.25812992, 0.11410226, -0.21115066, 0.21403445, 0.077668846, -0.11741976, 0.011133417, 0.120277226, -0.08427091, -0.057168204, 0.1925855, -0.11746336, 0.10269434, -0.07322618, -0.10409009) * go_3(0.0, 1.0); + result += mat4(0.03575297, 0.047510248, -0.007979737, 0.031025993, -0.03234521, 0.08676478, 0.0035725946, -0.057138126, 0.022418533, 0.0050477074, -0.07923602, 0.030552208, -0.006946033, 0.013259726, -0.066337876, -0.01595059) * go_3(1.0, -1.0); + result += mat4(0.022808606, -0.08600189, -0.0021296823, -0.12722832, -0.061637733, 0.03429111, 0.1716912, 0.012061466, -0.037751373, -0.043379158, 0.004443852, 0.006374207, 0.04551323, 0.13964722, 0.011221888, -0.058265697) * go_3(1.0, 0.0); + result += mat4(0.1531455, -0.030335607, -0.00045989535, 0.016067028, 0.0050904215, -0.088213325, -0.09847688, -0.061282493, 0.040786967, 0.049954005, -0.015633572, 0.020150138, -0.086479515, -0.04847328, 0.008594881, -0.06341954) * go_3(1.0, 1.0); + result += mat4(0.022407485, 0.051172994, -0.07005926, 0.0029726303, 0.11993554, -0.027608547, 0.06194104, 0.19056575, -0.04243877, -0.114722855, 0.06236797, -0.06036638, -0.089428924, -0.07503292, -0.0024683257, 0.060040735) * go_4(-1.0, -1.0); + result += mat4(0.06874307, 0.029475406, -0.05025358, -0.04228223, 0.08292351, 0.0686724, -0.4738799, -0.041531645, 0.0615269, 0.03603044, -0.009950976, -0.030149357, 0.06910009, -0.016899468, -0.16924357, -0.066745326) * go_4(-1.0, 0.0); + result += mat4(0.012021045, -0.0028476904, -0.23050983, -0.11764533, 0.033747047, -0.0668547, -0.17645846, 0.058430642, 0.025553009, 0.11809977, -0.34416163, 0.029323732, -0.054547835, -0.0160696, 0.03192446, -0.11135748) * go_4(-1.0, 1.0); + result += mat4(0.19059187, 0.11761485, 0.06828622, -0.071383595, 0.17573558, -0.07326583, 0.29549947, 0.5370607, -0.1592557, 0.012467725, -0.02284002, -0.15567715, -0.022485673, -0.075606614, 0.02638997, 0.06499531) * go_4(0.0, -1.0); + result += mat4(0.061065406, 0.034856595, 0.121818274, -0.28799838, -0.0054412605, -0.25181246, -0.3095022, 0.59951264, -0.14887947, 0.310832, 0.42532226, -0.50458944, 0.09077006, 0.0012851865, -0.049090795, -0.018807344) * go_4(0.0, 0.0); + result += mat4(0.08625662, -0.08079708, 0.03560689, 0.021092743, 0.03330426, -0.10841074, 0.03042436, -0.10980985, -0.056732696, -0.02562971, -0.1828409, 0.25399944, 0.2152503, -0.019375121, -0.073344804, 0.04161207) * go_4(0.0, 1.0); + result += mat4(-0.021478724, 0.015574761, 0.092981905, 0.04195265, -0.050123077, -0.13362321, 0.14641477, 0.22193475, -0.112343, 0.02624443, -0.13018239, 0.00833514, -0.0092335045, 0.015253402, -0.013441764, 0.028822897) * go_4(1.0, -1.0); + result += mat4(0.025862357, -0.021355819, 0.10295669, 0.0615911, -0.102607384, -0.21350992, -0.0051344573, 0.062845446, -0.068726346, 0.10714023, -0.016227763, -0.055759374, 0.10889699, 0.07502395, -0.09149433, -0.00020285786) * go_4(1.0, 0.0); + result += mat4(-0.0676785, -0.11517699, 0.012390956, -0.120551035, -0.1695143, -0.027560102, -0.04481715, -0.06955313, 0.03983824, 0.097748354, -0.02457515, -0.025119185, -0.003987165, -0.034221396, -0.004371428, 0.045199845) * go_4(1.0, 1.0); + result += mat4(0.1732521, -0.022186914, 0.023095943, 0.034811586, 0.05579798, 0.030366201, 0.050261993, 0.029239386, 0.012046298, 0.024326274, -0.06705734, -0.028883696, 0.019890117, 0.018180113, 0.15856597, 0.18605316) * go_5(-1.0, -1.0); + result += mat4(0.14001346, -0.21155912, -0.04503595, 0.053345755, -0.090209134, 0.023596361, 0.109940544, 0.04495405, 0.1154255, 0.08557325, 0.028999878, 0.06572874, -0.06701647, -0.059574578, -0.035772696, -0.25112775) * go_5(-1.0, 0.0); + result += mat4(0.06629787, 0.08039307, -0.13807642, 0.07134196, -0.04295903, -0.006060854, 0.08699088, 0.018854614, 0.024055403, 0.024039935, -0.08500348, -0.03041994, -0.12469508, -0.06752729, 0.023455527, 0.06100103) * go_5(-1.0, 1.0); + result += mat4(0.06566045, -0.19818264, 0.13119479, 0.25947747, -0.17939506, 0.005642733, 0.09516572, -0.015004266, -0.048418473, -0.0120703075, -0.18966949, -0.23252305, 0.04602659, -0.07620238, -0.08963158, -0.082796745) * go_5(0.0, -1.0); + result += mat4(-0.01332639, -0.20567879, -0.027533831, -0.055890594, -0.06562438, 0.05992528, 0.15381408, -0.015261545, 0.14442064, 0.100258596, -0.0497336, 0.00076529477, 0.08915382, -0.25916958, 0.11629673, 0.50717276) * go_5(0.0, 0.0); + result += mat4(-0.09708679, -0.17440423, -0.06424349, 0.024765793, -0.068865195, -0.030870711, -0.019785484, -0.09489355, 0.0029501836, -0.030186258, -0.059128, 0.02353537, -0.056624137, -0.03159645, -0.016295215, -0.07160536) * go_5(0.0, 1.0); + result += mat4(0.006727234, -0.21366745, -0.07577386, -0.007462938, -0.17185695, -0.034567107, 0.15243205, 0.033333488, -0.08533551, 0.10143909, 0.02578666, -0.09097233, 0.026171222, -0.18809001, -0.03344314, 0.075811416) * go_5(1.0, -1.0); + result += mat4(-0.007549739, -0.18698569, -0.12967056, 0.23008282, -0.21573843, -0.034550514, 0.13685697, -0.11938899, 0.14835912, 0.1284512, 0.034902997, 0.086076915, 0.016294781, -0.068496056, -0.01920739, 0.14567302) * go_5(1.0, 0.0); + result += mat4(-0.04698844, 0.011898311, 0.1046441, 0.01991676, -0.042640552, -0.0012635426, 0.019563822, -0.16339815, -0.15451749, 0.0122954445, -0.15720376, -0.047094855, -0.047507558, -0.021503676, -0.04172817, -0.040319066) * go_5(1.0, 1.0); + result += vec4(0.15373076, 0.023519197, -0.049319107, -0.08283358); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.051532425, 0.091096826, 0.14191705, 0.021257475, -0.043796312, 0.093881994, -0.005066956, -0.0023505734, -0.05945693, 0.009556036, -0.085642494, -0.0014123443, -0.0058722594, -0.024343085, 0.061728872, -0.0039950665) * go_0(-1.0, -1.0); + result += mat4(-0.26865405, 0.009443461, 0.16867341, 0.622584, 0.058818102, 0.35006693, -0.059381735, -0.06257525, 0.09936295, -0.00443078, -0.10469712, 0.028571106, -0.040493533, 0.064946294, 0.06706766, -0.09373991) * go_0(-1.0, 0.0); + result += mat4(0.06543985, 0.09986878, -0.19543362, 0.09373655, 0.0541375, 0.16537385, 0.026011372, -0.03605416, 0.019205978, -0.07212895, 0.024384554, -0.007675373, 0.12836097, -0.04166636, 0.055825308, -0.020801648) * go_0(-1.0, 1.0); + result += mat4(-0.0015450468, 0.13572882, 0.12091456, 0.1166015, -0.009230995, -0.02709468, 0.24357562, -0.041073736, 0.10431756, -0.09081733, 0.024183141, -0.12385413, 0.009050871, 0.04241893, -0.07000264, -0.045027476) * go_0(0.0, -1.0); + result += mat4(0.1844817, 0.26336753, 0.3737102, -0.06259004, 0.1617452, -0.25852692, 0.09539696, 0.077052556, -0.1127802, -0.04362702, -0.07532252, 0.01843211, 0.20906034, -0.22169475, -0.3050946, 0.005795682) * go_0(0.0, 0.0); + result += mat4(0.050782137, 0.09285482, 0.013463424, 0.09382983, 0.15679222, 0.097184785, -0.102737166, 0.010083802, 0.25101736, -0.057440706, -0.0068231933, 0.031670235, -0.15177655, 0.06184211, 0.035385065, 0.094532885) * go_0(0.0, 1.0); + result += mat4(-0.021981591, -0.010338387, 0.0173951, 0.011672829, -0.07322482, 0.026766973, 0.19942865, -0.054371774, -0.039344914, -0.031175368, -0.104145624, -0.033964705, 0.059924334, 0.10030723, 0.05287642, -0.011525114) * go_0(1.0, -1.0); + result += mat4(0.010477996, -0.027564188, -0.07299184, 0.0031628401, 0.053592954, 0.14721608, 0.050443165, 0.054701533, -0.05194661, 0.10187985, 0.0841449, -0.16591024, -0.120705724, 0.04835826, 0.022117713, 0.14320303) * go_0(1.0, 0.0); + result += mat4(0.05366802, 0.04450724, -0.07116873, 0.018092519, 0.12960574, 0.010524704, 0.021397214, -0.10124951, 0.021492062, 0.15726486, 0.018809538, 0.16718598, -0.079331905, 0.014389413, -0.043786433, -0.031617466) * go_0(1.0, 1.0); + result += mat4(0.061123163, -0.008527182, 0.056948926, -0.10627774, -0.051381204, -0.098056376, -0.07355251, 0.058251213, 0.03027771, -0.059726343, -0.004039657, -0.060454708, 0.03326807, -0.017245874, -0.018002514, -0.19221961) * go_1(-1.0, -1.0); + result += mat4(0.13269426, -0.14521386, 0.07024693, -0.044345845, 0.064260505, -0.08186043, -0.018553255, 0.013000457, -0.034331907, 0.0110434955, -0.15152079, 0.062666364, 0.0064793793, 0.03943717, -0.07121982, -0.0122420695) * go_1(-1.0, 0.0); + result += mat4(0.0022909308, -0.027821459, 0.007666231, -0.09402207, 0.06378703, 0.0025306912, -0.011908118, 0.052943528, 0.03777223, 0.015253876, -0.0911553, 0.020581577, 0.04024302, -0.059131015, -0.12878624, -0.14937729) * go_1(-1.0, 1.0); + result += mat4(-0.20060766, 0.10550035, 0.040319964, 0.02203861, -0.21334945, -0.09129617, 0.14950722, 0.27330917, -0.13043684, -0.011455554, -0.059163526, 0.061363168, 0.07198159, -0.14392267, -0.049279723, -0.16368888) * go_1(0.0, -1.0); + result += mat4(-0.005726934, 0.061809737, 0.26571175, -0.0508786, -0.13768773, 0.0084726615, 0.064867355, 0.24021354, -0.16612366, -0.32611376, -0.0056967433, 0.058649994, -0.14098184, -0.13195637, 0.17463897, -0.072706945) * go_1(0.0, 0.0); + result += mat4(-0.004255773, 0.050221432, 0.03511493, 0.13059683, 0.090276234, -0.014923911, -0.0297545, -0.047384452, -0.017452974, -0.014603175, -0.040555496, -0.040129393, 0.15767246, -0.12933423, -0.10411603, -0.059705585) * go_1(0.0, 1.0); + result += mat4(0.01499572, 0.038021356, -0.038655262, 0.10332636, 0.06107952, -0.124987125, 0.00839781, 0.026839726, 0.05667281, -0.06502034, -0.04158296, 0.020352334, 0.012855494, -0.16884436, 0.07456417, -0.27250993) * go_1(1.0, -1.0); + result += mat4(0.16625583, 0.111739345, -0.14115168, 0.07775498, 0.07964054, -0.19943264, -0.076579675, 0.114146315, -0.06924165, -0.008523757, -0.012369684, 0.084825546, 0.077360824, 0.015640896, -0.09014757, -0.2562427) * go_1(1.0, 0.0); + result += mat4(0.043598585, -1.7944143e-05, 0.020020347, 0.163202, -0.009320151, -0.060290903, -0.08029752, 0.00470786, -0.052253775, 0.0523158, -0.048120454, 0.027237004, 0.19543527, -0.053322367, -0.07795532, -0.26097637) * go_1(1.0, 1.0); + result += mat4(0.040829513, 0.027344912, 0.039350614, -0.018052671, 0.047116775, -0.21742846, 0.021800093, 0.04727935, 0.006476431, 0.109050065, -0.15855633, 0.06528196, 0.01749025, 0.0801408, 0.050908446, 0.025161307) * go_2(-1.0, -1.0); + result += mat4(0.0039109145, 0.20262106, 0.010640377, 0.00073508086, 0.035609048, -0.3178805, -0.114064306, -0.08717052, 0.041919455, 0.100822195, 0.052280337, 0.14264041, -0.019835107, -0.01742497, 0.069859706, -0.136094) * go_2(-1.0, 0.0); + result += mat4(-0.016050965, 0.0017023965, 0.07463478, 0.029397288, 0.012884667, -0.15340297, -0.12145311, -0.084504604, 0.031719554, 0.10176259, 0.17917578, -0.081466235, -0.070475176, -0.036569543, 0.030817369, 0.00093004206) * go_2(-1.0, 1.0); + result += mat4(0.005175143, 0.038541757, -0.04611391, 0.012687734, -0.08482585, -0.13420677, -0.022602718, -0.023248335, -0.009379305, -0.024914416, -0.1556873, 0.07716233, 0.040030897, 0.019588439, -0.00020326633, -0.035921823) * go_2(0.0, -1.0); + result += mat4(0.09277081, -0.14604849, -0.10315272, -0.10218238, -0.019299058, 0.039892927, -0.12305097, 0.08282308, 0.20785542, -0.25430942, -0.5786373, 0.08361619, 0.29766968, -0.13651149, 0.05433396, -0.002326487) * go_2(0.0, 0.0); + result += mat4(0.0022918757, -0.13288023, 0.03507073, -0.1270022, -0.08303009, -0.11835682, -0.043386355, -0.049939554, 0.17220426, 0.20690584, -0.12607607, 0.01630364, -0.12909384, -0.015639398, 0.008538845, 0.011814694) * go_2(0.0, 1.0); + result += mat4(-0.07323993, 0.0038193578, -0.04499547, -0.028330965, 0.09958232, -0.19099899, 0.11461582, 0.034137066, 0.11563113, -0.080109045, -0.046825726, -0.076518156, 0.02142076, 0.023689395, -0.06716457, 0.055380866) * go_2(1.0, -1.0); + result += mat4(-0.16992791, -0.11073775, 0.030314503, -0.040741265, 0.14471209, -0.08543357, 0.03936064, 0.08363683, 0.25784957, -0.013240934, -0.2611622, 0.058637217, -0.054403603, 0.07538569, -0.01460606, 0.0033586712) * go_2(1.0, 0.0); + result += mat4(-0.030334603, -0.06705014, 0.115312725, -0.088085726, 0.06702929, -0.0011495374, -0.034704637, 0.1343799, 0.09259208, -0.015164439, -0.07946157, -0.08280861, 0.05221832, -0.020103397, 0.07027518, -0.06577655) * go_2(1.0, 1.0); + result += mat4(-0.15953599, 0.19717984, -0.068774864, -0.013231801, -0.0049428963, 0.035260137, 0.06719697, 0.053744193, -0.0061586886, 0.12468824, 0.082771085, -0.06338266, -0.11161943, 0.020903619, -0.06662881, 0.106410764) * go_3(-1.0, -1.0); + result += mat4(-0.12648551, 0.59016633, -0.058449466, 0.05027184, -0.1268186, -0.16503315, 0.06283211, 0.15491466, -0.030275421, -0.017137839, 0.35572198, -0.20102905, -0.13933317, 0.064168975, -0.25148913, 0.19831786) * go_3(-1.0, 0.0); + result += mat4(-0.020623447, 0.10436603, 0.032505494, 0.10330747, -0.13537021, -0.12852004, 0.043470673, 0.15594596, -0.04079206, -0.006578484, 0.014639443, -0.1305668, 0.12742941, 0.035377916, -0.020666048, 0.12913902) * go_3(-1.0, 1.0); + result += mat4(-0.093957245, 0.14227086, -0.052876893, -0.017023886, 0.02895226, -0.049363572, -0.103803545, -0.020201692, -0.017122371, 0.020107223, 0.17466359, -0.045727585, 0.008829902, -0.090555556, -0.15374495, 0.038008567) * go_3(0.0, -1.0); + result += mat4(-0.12761056, 0.28135148, 0.27574867, 0.382931, 0.37396768, 0.16042046, -0.21978071, -0.09570819, -0.03657776, -0.14994064, -0.21335132, -0.14469749, -0.008334839, 0.076127745, 0.12596962, 0.044469625) * go_3(0.0, 0.0); + result += mat4(0.062693655, -0.0020995673, -0.03578003, -0.008693218, -0.20448913, -0.0012052114, -0.05517855, 0.07709973, 0.00019773244, -0.033441383, 0.10124644, -0.029133243, 0.011188245, 0.049480632, -0.15774047, 0.026462583) * go_3(0.0, 1.0); + result += mat4(0.07708541, 0.032094687, -0.06590399, -0.044917103, 0.030699087, 0.013791041, -0.027715903, 0.034989886, 0.12644286, -0.053212583, 0.030144867, 0.03191328, -0.0022030976, -0.03517952, -0.031239145, -0.011541516) * go_3(1.0, -1.0); + result += mat4(0.13605243, -0.0036643173, 0.054759923, -0.0874578, -0.095541336, -0.07717009, -0.0044404124, -0.07789377, 0.022223033, 0.042040557, 0.03963188, -0.06923746, 0.050515573, 0.021173706, -0.1588929, -0.016566718) * go_3(1.0, 0.0); + result += mat4(0.03642868, 0.0019571134, -0.06462001, -0.025783904, -0.092446275, 0.07034372, 0.13513735, 0.049418043, 0.0469767, -0.034647983, -0.028358156, 0.029821971, -0.0012547448, -0.0215142, -0.00575001, -0.015822617) * go_3(1.0, 1.0); + result += mat4(0.05991972, -0.07097606, -0.0021673026, -0.057737365, -0.07414523, 0.0848901, -0.010813947, 0.098590545, -0.053975012, -0.01418897, -0.003842304, -0.08890115, -0.036108535, -0.028888565, 0.083571434, 0.031539794) * go_4(-1.0, -1.0); + result += mat4(0.06793972, -0.04307121, -0.06749134, -0.2220419, -0.027158843, -0.12549289, -0.12074319, 0.15725835, 0.031145409, 0.029780883, 0.1666359, -0.19247383, 0.049615867, 0.007585922, 0.043383103, 0.059999026) * go_4(-1.0, 0.0); + result += mat4(0.049211416, 0.017562263, -0.16941698, 0.020431092, 0.03291002, -0.16847964, -0.13768122, 0.023552107, 0.066443734, 0.04457845, -0.06422816, 0.026246335, -0.068408854, -0.005691881, -0.016129443, -0.04373907) * go_4(-1.0, 1.0); + result += mat4(-0.05238576, 0.0040802117, -0.048386503, -0.091417626, -0.12426567, 0.057714116, 0.13877256, 0.07984798, 0.1273961, 0.053779654, 0.005539249, -0.15763973, 0.01229652, 0.028854318, 0.03565122, 0.008969873) * go_4(0.0, -1.0); + result += mat4(0.0557266, -0.08987834, 0.084733, -0.092816025, -0.11559604, 0.078937136, 0.2510453, 0.43310538, 0.25558868, 0.11473004, -0.38432416, -0.5493848, 0.11698362, 0.0031592897, -0.25226787, -0.16275169) * go_4(0.0, 0.0); + result += mat4(-0.057126086, 0.02864368, 0.03450892, -0.21388105, -0.09301064, -0.08352118, -0.03985245, 0.03851764, 0.052544933, -0.11187719, 0.1202711, -0.025741827, -0.049562898, 0.030661782, -0.13272884, 0.11825087) * go_4(0.0, 1.0); + result += mat4(0.00022974834, 0.009710421, 0.017583983, -0.033309694, -0.0051363627, -0.04150162, 0.14076383, -0.02493734, 0.03662216, 0.013816948, -0.093910635, -0.016845183, -0.005615691, 0.057093993, -0.04766084, 0.02399329) * go_4(1.0, -1.0); + result += mat4(-0.105166085, 0.043123998, -0.0127380835, 0.002625806, 0.015331415, -0.06932662, 0.12627512, -0.007400604, 0.0795737, -0.06656376, 0.10450256, -0.21649025, 0.018006608, 0.023881756, 0.017293494, 0.028394276) * go_4(1.0, 0.0); + result += mat4(-0.02119481, 0.08968183, 0.05052849, -0.12967895, -0.040222317, -0.05005715, -0.03269384, 0.12692185, -0.026795395, -0.010976929, 0.09932758, -0.10000184, -0.029375391, -0.0059517818, 0.11153912, -0.021110825) * go_4(1.0, 1.0); + result += mat4(-0.18823478, -0.07471848, 0.10086466, -0.0802164, -0.08827184, 0.120874256, -0.10013822, -0.041975964, 0.03392259, 0.02487604, 0.0055046408, -0.031607714, -0.046583664, -0.08023409, 0.01050265, 0.018952131) * go_5(-1.0, -1.0); + result += mat4(-0.27866688, 0.01744233, 0.22286561, -0.12082279, -0.09129484, 0.18733421, 0.13702172, 0.11011228, -0.102656946, 0.008688805, 0.017221048, 0.05698448, 0.047090173, -0.11221888, -0.011405661, -0.0803902) * go_5(-1.0, 0.0); + result += mat4(-0.015040312, -0.06936747, -0.051856115, -0.23413056, 0.038837086, -0.05748699, 0.008432868, 0.013003123, 0.015453204, -0.025663814, -0.14024237, 0.05792928, 0.16071676, -0.06444115, -0.025555203, -0.0329603) * go_5(-1.0, 1.0); + result += mat4(-0.17098702, -0.03307113, 0.39276683, -0.2675735, 0.11513026, 0.022623973, 0.09215052, -0.035489403, 0.15498714, -0.033512514, -0.12328384, 0.06450136, -0.0857012, -0.05533978, 0.084712565, 0.060517173) * go_5(0.0, -1.0); + result += mat4(-0.22476391, 0.043400906, 0.27170894, -0.08536195, 0.081583224, -0.12228048, 0.11090993, -0.17015494, -0.2305381, 0.3388885, 0.04737424, -0.039380115, -0.4384285, 0.108392686, -0.04265109, -0.076380804) * go_5(0.0, 0.0); + result += mat4(-0.005365885, 0.019079542, 0.101035826, 0.019317945, 0.090604626, 0.060402036, 0.03897374, -0.013627864, -0.06286203, -0.10721233, -0.04124434, 0.15492818, 0.08468363, 0.02096242, 0.16306227, -0.121712595) * go_5(0.0, 1.0); + result += mat4(0.076783404, -0.10820704, 0.1928273, -0.26549062, -0.019718567, 0.014522923, 0.03307578, 0.05146496, -0.037891667, 0.06871848, -0.040733065, -0.06625803, 0.044294454, -0.03430605, 0.17273937, -0.097373515) * go_5(1.0, -1.0); + result += mat4(-0.01684758, 0.11004352, 0.18195264, 0.021141363, -0.06384991, -0.046188932, 0.14583582, -0.042456772, -0.19739406, 0.0716079, -0.14497757, -0.11471601, -0.05790205, -0.031198889, 0.16930245, -0.050601408) * go_5(1.0, 0.0); + result += mat4(-0.0004969313, 0.052198816, 0.044516873, -0.0004902391, -0.01417575, 0.007150018, -0.058823355, -0.10758816, 0.11552376, -0.009542674, -0.02952017, 0.057716407, 0.036378585, -0.014639986, -0.102228165, 0.014733783) * go_5(1.0, 1.0); + result += vec4(-0.089817494, -0.046376515, -0.016165316, 0.0076574814); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_2_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.030038383, -0.021750828, -0.05673787, -0.020782128, -0.09773039, 0.039174426, 0.06708796, -0.049333632, -0.04537355, 0.0038014427, 0.03591195, -0.044637557, 0.050968885, 0.09330693, -0.031212635, 0.07429358) * go_0(-1.0, -1.0); + result += mat4(0.12775251, 0.040986136, -0.04009791, -0.46938616, -0.019962156, 0.020210423, 0.006611632, -0.12218599, -0.034447394, -0.042804014, 0.03643364, 0.008767333, 0.011725782, 0.12548617, -0.04463093, -0.0003086673) * go_0(-1.0, 0.0); + result += mat4(-0.17495006, 0.09364223, 0.21191445, 0.3689361, -0.17039227, 0.046119362, 0.0004103469, 0.005220074, -0.030711368, -0.16689484, -0.0033276859, 0.0019133807, 0.039146427, 0.24162926, -0.06682649, 0.015280382) * go_0(-1.0, 1.0); + result += mat4(0.14416052, -0.04350349, -0.05997498, -0.033882197, 0.094997644, -0.074338906, -0.018996352, -0.11358834, -0.056317985, -0.09744033, -0.0649357, 0.13987495, -0.11759386, 0.04025934, 0.014363531, 0.04545393) * go_0(0.0, -1.0); + result += mat4(-0.025082601, 0.15925029, 0.26535234, -0.11123376, 0.2440576, -0.22252248, -0.33604595, 0.41823947, 0.041226815, -0.018212054, 0.029909294, -0.18397939, -0.008992709, -0.053265553, -0.33006796, 0.1679767) * go_0(0.0, 0.0); + result += mat4(-0.15396369, 0.047922403, 0.081095986, 0.113559745, -0.15644477, -0.053599257, 0.13369486, -0.042834673, 0.053572267, 0.008784489, -0.07328086, -0.09134024, 0.13616152, 0.07166517, -0.13828607, 0.03351486) * go_0(0.0, 1.0); + result += mat4(0.14226072, 0.03835179, 0.037692476, 0.028272923, 0.1739552, 0.060204353, 0.025946103, -0.11801499, -0.013297981, 0.017026937, 0.03560745, 0.013458226, -0.13805607, -0.0465596, -0.10789218, 0.05573865) * go_0(1.0, -1.0); + result += mat4(0.086809635, -0.079763696, 0.09985947, -0.005514354, 0.03096031, -0.11669026, -0.022280462, -0.13622472, -0.14020382, -0.19116089, -0.19539164, 0.19047521, 0.052646037, 0.16117837, -0.03884808, 0.00616069) * go_0(1.0, 0.0); + result += mat4(0.0559758, 0.034724902, 0.0734068, 0.05364228, 0.038033064, -0.17287946, 0.079264306, -0.108767435, 0.061889466, 0.008698587, -0.09496613, 0.005716793, 0.016187228, 0.029243872, 0.0018449439, -0.049501143) * go_0(1.0, 1.0); + result += mat4(-0.07022979, -0.048978336, -0.03554127, 0.059115365, -0.044639688, 0.09438233, -0.08497962, 0.0090867905, 0.10578026, -0.05330054, -0.096712135, -0.066838026, -0.14796714, -0.068573944, -0.062214892, -0.041214455) * go_1(-1.0, -1.0); + result += mat4(0.1073234, -0.18741827, -0.11151789, 0.015686441, -0.051570714, 0.11938432, -0.10913929, 0.19924664, 0.004670323, 0.12700799, 0.10854721, 0.011548006, 0.027806178, -0.056173198, -0.0735823, -0.032703802) * go_1(-1.0, 0.0); + result += mat4(0.021739235, -0.0762548, -0.07841973, -0.026117647, -0.020196462, -0.032511126, -0.013573442, -0.0064681806, -0.001557182, -0.025993003, 0.042057555, -0.07787966, -0.0032753355, -0.20890261, -0.11667297, 0.014360282) * go_1(-1.0, 1.0); + result += mat4(0.112155125, 0.08103959, -0.16235179, -0.044133063, -0.22261354, 0.08284279, 0.18919945, -0.12323681, 0.07951254, 0.07377466, 0.040439017, -0.085686415, -0.05438964, -0.0856376, -0.03426205, 0.16813913) * go_1(0.0, -1.0); + result += mat4(-0.07694995, -0.14575966, 0.16244434, 0.069700025, -0.09374663, 0.20785992, 0.6321536, -0.14662765, 0.049012557, -0.11849355, -0.17823172, 0.12648977, 0.23761982, -0.27029783, -0.25868917, 0.3413623) * go_1(0.0, 0.0); + result += mat4(-0.054794446, -0.07828729, -0.09556604, -0.07134157, 0.036704887, -0.10364276, 0.06125657, 0.09165867, 0.118566066, -0.049238298, -0.047849175, -0.111805685, -0.12598202, -0.059178207, 0.19201007, 0.23574536) * go_1(0.0, 1.0); + result += mat4(0.08980732, 0.02026105, 0.0129340505, -0.09411272, 0.050741844, 0.08491761, -0.0047545866, 0.08226705, -0.043336462, -0.031396918, 0.067547105, 0.062342398, -0.17352124, 0.023412999, -0.040013775, 0.1298339) * go_1(1.0, -1.0); + result += mat4(-0.14172035, -0.24607244, 0.047379315, 0.07706968, 0.021247461, -0.052120127, -0.059468146, 0.119869955, 0.053620726, 0.004084994, 0.13461955, -0.18420613, -0.08815453, -0.2254551, -0.12617877, 0.08785496) * go_1(1.0, 0.0); + result += mat4(-0.077065945, -0.2423904, 0.1552825, -0.03647555, 0.06480191, 0.1330156, -0.0269433, 0.15451622, 0.035751514, 0.20464808, -0.025265023, 0.020420134, 0.083485104, -0.21048307, 0.02272924, 0.08510558) * go_1(1.0, 1.0); + result += mat4(0.060760673, 0.09824782, -0.021633951, -0.01997114, -0.057572138, -0.09888247, 0.028583184, -0.07609289, -0.15944918, -0.068560906, 0.0012401744, -0.1439598, 0.062566355, 0.038748585, -0.049428593, 0.06488477) * go_2(-1.0, -1.0); + result += mat4(-0.14030106, 0.3072454, 0.06573317, 0.11125419, -0.056651082, -0.38036165, 0.14607264, 0.025300123, -0.21910849, 0.086184375, -0.07718454, -0.22798067, 0.06774617, -0.030094463, -0.061885186, 0.17065558) * go_2(-1.0, 0.0); + result += mat4(-0.010125824, 0.103072144, 0.1279997, 0.050760243, -0.044088285, -0.22203995, 0.14531416, 0.14237681, -0.09475585, -0.031036694, -0.06487942, -0.06685459, 0.044411752, 0.102043316, -0.02298463, 0.13894531) * go_2(-1.0, 1.0); + result += mat4(0.078136265, 0.09181613, -0.0738238, 0.11729893, -0.0353268, -0.045860678, 0.015761107, -0.2393765, 0.16983439, -0.19721702, -0.04424538, -0.19921613, -0.15987086, -0.053151198, -0.021123309, 0.017046373) * go_2(0.0, -1.0); + result += mat4(0.12818108, 0.110156946, -0.312964, -0.039435193, -0.013887782, 0.023616536, -0.10395611, -0.10312674, 0.16714245, -0.011764259, 0.013490144, -0.27647623, 0.2815708, -0.077260576, -0.48344976, 0.45566863) * go_2(0.0, 0.0); + result += mat4(0.13948695, 0.16520035, -0.10736998, 0.11894474, 0.04268327, -0.06891544, -0.12176657, -0.010123764, -0.12706108, -0.09380579, 0.20031494, 0.013033486, 0.045285974, 0.24856701, 0.017390171, 0.008171071) * go_2(0.0, 1.0); + result += mat4(0.10275033, 0.044178646, -0.07312131, 0.032645803, 0.06477659, -0.23516645, 0.067890026, -0.10182108, -0.06428725, -0.30921656, 0.0689789, -0.12003374, -0.0762646, -0.054030195, -0.032199256, -0.01721715) * go_2(1.0, -1.0); + result += mat4(0.030139906, 0.34553978, -0.10791494, 0.10865321, -0.027569076, -0.3618259, 0.08197652, -0.18512005, -0.052365016, -0.2031043, 0.022174975, 0.112072885, -0.010841792, -0.056213304, -0.01889174, -0.021815313) * go_2(1.0, 0.0); + result += mat4(0.07941464, 0.10613619, -0.17120236, 0.11736614, -0.067713745, -0.04955237, 0.07884793, 0.028317591, -0.08577812, -0.23818578, 0.028565563, -0.09763123, 0.021688502, -0.014520022, -0.0022332326, 0.06084232) * go_2(1.0, 1.0); + result += mat4(0.17416538, -0.055337753, -0.086784735, -0.19203298, -0.022859348, 0.052769832, 0.01801499, 0.021157248, -0.003430855, 0.28804642, -0.12915777, -0.007967927, -0.062051505, -0.035990898, 0.14486398, -0.045551952) * go_3(-1.0, -1.0); + result += mat4(-0.06697477, 0.21398899, 0.15626886, 0.09518566, -0.04784873, -0.043016933, 0.028028524, -0.2202801, 0.009475978, 0.023302117, 0.086636774, 0.08466187, 0.027134296, -0.12477319, -0.0066038263, -0.13377169) * go_3(-1.0, 0.0); + result += mat4(0.073002495, 0.019882409, 0.13465437, 0.095742665, 0.02877812, -0.07978304, 0.04799434, -0.08633761, 0.053829532, 0.028266488, 0.016496865, -0.017649772, 0.007504453, -0.08132136, -0.032084428, -0.06213031) * go_3(-1.0, 1.0); + result += mat4(0.22638816, 0.021791125, -0.05373062, -0.11881955, -0.16027248, 0.1248117, 0.09711232, 0.12850693, 0.1430744, 0.016074827, 0.28289175, -0.02841633, -0.071616, 0.123623274, 0.034697633, -0.04540337) * go_3(0.0, -1.0); + result += mat4(-0.32847854, 0.03362345, 0.1570183, -0.03396035, 0.010754796, 0.050622255, 0.1397359, -0.0694123, -0.08154277, 0.07327178, -0.19398023, 0.19549695, 0.016365696, -0.094511, 0.1962987, -0.1624034) * go_3(0.0, 0.0); + result += mat4(0.058889385, -7.546345e-05, 0.24408817, 0.2477949, -0.09436003, 0.012569106, -0.008978321, -0.24843621, -0.05341815, 0.042606987, -0.034251466, -0.032898013, 0.024249421, -0.13529354, -0.009598037, -0.010006772) * go_3(0.0, 1.0); + result += mat4(-0.008468843, -0.096458435, -0.03669067, 0.07894181, -0.05088269, -0.02165748, -0.092161335, 0.027510274, -0.063793465, -0.016722348, 0.04017869, -0.08391233, -0.02473415, -0.002307846, -0.050660677, 0.13024652) * go_3(1.0, -1.0); + result += mat4(0.106820665, -0.079599075, 0.119992964, 0.052486505, -0.13353048, 0.17465922, -0.06353679, 0.08188179, -0.06733727, -0.076294705, 0.06284326, 0.03576611, -0.07740004, -0.022198483, -0.02510401, 0.013377264) * go_3(1.0, 0.0); + result += mat4(0.05380906, -0.13063669, 0.0502729, 0.08910364, -0.063234136, 0.12828088, -0.018460963, -0.075440355, 0.009794487, -0.06512296, -0.06974687, 0.055644996, -0.06760934, -0.051190425, 0.015056534, -0.076578766) * go_3(1.0, 1.0); + result += mat4(0.11306755, -0.14152966, 0.017199567, -0.07927823, -0.07652898, 0.049704805, 0.08694966, 0.023250965, -0.0097414795, 0.18923178, -0.009095949, 0.19534774, 0.07291539, 0.08211279, -0.03250076, -0.004571515) * go_4(-1.0, -1.0); + result += mat4(0.054340266, -0.06225541, 0.079742216, 0.08922402, 0.038130082, 0.03440285, -0.09214123, -0.079534784, -0.056612004, -0.11120479, -0.022306368, -0.12771012, -0.03189213, -0.06106299, 0.07653171, -0.017988201) * go_4(-1.0, 0.0); + result += mat4(-0.01483085, -0.07492041, 0.09557763, 0.018514846, -0.063029274, -0.0042385045, 0.095838405, 0.25916252, 0.007743448, -0.03838592, -0.0017389939, -0.21538797, 0.030113945, 0.052143387, 0.042328425, -0.021920057) * go_4(-1.0, 1.0); + result += mat4(-0.054446265, -0.15103836, 0.0337641, -0.17766273, 0.59812796, 0.16621551, -0.1396398, -0.10765044, -0.20137207, -0.058399063, 0.015214646, 0.08948676, 0.10885861, -0.07048783, -0.036039792, -0.0139106875) * go_4(0.0, -1.0); + result += mat4(0.44016132, -0.15730812, -0.18961212, 0.054028135, 0.20437379, 0.22306874, -0.16968171, -0.3039991, 0.16289267, -0.13677506, 0.393345, 0.14750478, 0.030973857, -0.15711813, 0.29814583, -0.079453215) * go_4(0.0, 0.0); + result += mat4(0.111330524, 0.034477763, -0.035662375, 0.0040829857, -0.21120815, -0.0015638896, 0.16000211, 0.11780304, 0.117233016, 0.027888954, -0.11743133, -0.10117133, 0.09182776, -0.15051128, -0.050599564, -0.07859627) * go_4(0.0, 1.0); + result += mat4(-0.07528831, 0.07377095, -0.012035711, 0.14641845, 0.19885515, -0.027350847, 0.15891771, -0.032186788, -0.18568198, 0.08516914, 0.0194725, 0.113679186, -0.07321446, -0.006814611, 0.024363022, -0.041401975) * go_4(1.0, -1.0); + result += mat4(0.03670741, -0.05319249, 0.051785614, -0.16903248, 0.17325033, 0.1144905, 0.20689905, -0.018909017, 0.05619651, -0.01838476, -0.18826057, 0.04974103, -0.048423767, -0.038877293, -0.07345023, 0.112472065) * go_4(1.0, 0.0); + result += mat4(0.010864774, 0.16668274, 0.068780385, 0.08308156, -0.034339216, 0.011294274, 0.14058082, -0.13272302, -0.049348705, -0.043334674, -0.055829912, -0.08535909, 0.0064629056, 0.023997806, -0.016735112, -0.011942476) * go_4(1.0, 1.0); + result += mat4(0.086142346, 0.2292178, -0.010219403, 0.0593476, -0.083634034, 0.12259535, -0.07327748, 0.024673425, -0.045079265, -0.02530776, 0.02248951, 0.008393773, 0.077611506, -0.11509985, 0.059175193, -0.042087976) * go_5(-1.0, -1.0); + result += mat4(0.04044624, 0.26444176, 0.01946967, 0.11972864, -0.17220415, 0.2603537, -0.14230311, -0.12086888, -0.0016741497, -0.15089966, 0.024180984, -0.15758742, 0.008668386, 0.031713035, 0.005303394, 0.12022453) * go_5(-1.0, 0.0); + result += mat4(-0.010897276, 0.11987153, -0.13000685, 0.19799784, 0.078611284, -0.03090101, -0.053625334, -0.004184015, 0.010114269, -0.116182365, 0.0914601, 0.018809833, -0.06429345, -0.038116198, 0.07993482, 0.1780351) * go_5(-1.0, 1.0); + result += mat4(0.31573543, 0.27823564, -0.044864718, -0.06798315, -0.028597904, -0.12924606, 0.011233994, 0.014880406, -0.2519176, -0.013868341, 0.079987615, 0.24702698, 0.18798052, 0.12141515, -0.07526576, -0.09506396) * go_5(0.0, -1.0); + result += mat4(-0.11081675, 0.8964764, 0.23946989, 0.2148404, 0.021539357, -0.28177392, 0.11052179, -0.20627522, -0.17099018, -0.18601313, -0.14564027, -0.009660313, -0.074333444, 0.16385522, 0.2510857, -0.18929671) * go_5(0.0, 0.0); + result += mat4(-0.099951014, 0.15615578, 0.0872118, 0.085872896, -0.050993633, -0.034744546, 0.11654366, 0.099523395, -0.026343498, -0.06509954, -0.036859628, -0.064830914, -0.04815342, -0.045304768, 0.09685562, 0.034938518) * go_5(0.0, 1.0); + result += mat4(0.38825148, 0.22435588, -0.038768243, 0.12891662, -0.020507365, 0.02433332, 0.10165365, -0.06321467, -0.27405342, 0.21058224, -0.056151077, 0.0893715, 0.2074139, 0.075082846, 0.05353601, 0.07657649) * go_5(1.0, -1.0); + result += mat4(0.1015844, 0.17984828, 0.09339243, 0.03871665, 0.0317625, 0.09201323, 0.025318913, -0.14218892, -0.0707927, -0.08178308, 0.027679168, -0.0876631, 0.10087377, 0.120364726, 0.04277295, -0.045731667) * go_5(1.0, 0.0); + result += mat4(0.028319372, -0.071746595, 0.06251333, -0.01576269, -0.010277642, 0.0071051405, 0.05409803, -0.031315167, -0.029280229, 0.062258944, 0.011841519, -0.035734437, -0.04741583, -0.03989569, 0.09797028, 0.015404385) * go_5(1.0, 1.0); + result += vec4(0.05188569, -0.059999112, -0.083425395, 0.082997724); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.24241452, -0.100528784, 0.084611595, -0.08080715, -0.080256924, 0.32367775, -0.08305123, 0.14469719, -0.12750244, 0.011761777, -0.032910027, -0.09281193, -0.08873951, -0.048546325, 0.074183516, 0.045072023) * go_0(-1.0, -1.0); + result += mat4(0.010939742, 0.098544136, 0.049292147, -0.22430013, -0.08015333, -0.031508088, -0.36106005, 0.12460627, 6.643176e-05, 0.018857447, 0.031020487, 0.12757821, -0.19238578, 0.30933842, -0.0045448663, 0.06171628) * go_0(-1.0, 0.0); + result += mat4(-0.108574405, 0.09914063, -0.041833777, -0.039154854, 0.23846108, -0.1906441, -0.039134666, -0.25513512, -0.0050513004, 0.01407854, -0.022056133, -0.1184478, 0.066072665, 0.0785561, -0.020216426, -0.18292157) * go_0(-1.0, 1.0); + result += mat4(0.12959838, 0.026440006, -0.0011596913, -0.31726244, -0.07676252, 0.027959237, 0.05895619, 0.12172022, -0.024327997, 0.21279183, 0.13060385, 0.13505119, -0.031498447, 0.16705142, 0.09434212, -0.023264466) * go_0(0.0, -1.0); + result += mat4(0.03360758, 0.31829336, 0.097372435, 0.066172324, -0.0873371, -0.07164736, -0.116273776, -0.15921108, -0.024977256, -0.11765985, -0.049553525, -0.032468632, -0.44380078, -0.08507502, 0.0327261, 0.019686563) * go_0(0.0, 0.0); + result += mat4(-0.25682133, 0.22201401, -0.18396896, -0.2420858, -0.09842399, 0.055608753, 0.25748596, 0.23556975, 0.026250778, 0.040285446, -0.07382262, 0.046680715, 0.18008539, -0.09701798, 0.19753018, -0.1137251) * go_0(0.0, 1.0); + result += mat4(0.11319255, -0.03126501, 0.07208281, 0.07807037, 0.004573684, -0.06784475, 0.1179848, 0.020895153, -0.06185304, 0.14311057, 0.046281323, 0.008271052, 0.026759004, 0.08469016, 0.028041905, -0.03963556) * go_0(1.0, -1.0); + result += mat4(-0.07507896, -0.11879082, -0.10246563, 0.035149485, -0.06570499, 0.1419997, 0.12152748, -0.12301691, 0.1762615, -0.23543337, -0.02367177, 0.09385406, -0.09039412, -0.009186869, 0.14061865, 0.034911305) * go_0(1.0, 0.0); + result += mat4(-0.090208784, 0.032296423, -0.027498133, -0.20286347, -0.23917037, 0.121174216, -0.17504627, -0.07068821, -0.023061762, 0.19171213, 0.08966504, 0.026315464, -0.01362642, -0.06647785, 0.013971816, 0.0012104128) * go_0(1.0, 1.0); + result += mat4(-0.161861, 0.014416416, -0.15422133, -0.038345456, -0.01926263, 0.05678733, -0.08679306, 0.12459709, 0.09292243, 0.086677715, 0.02556416, 0.00951428, 0.044389777, -0.098340936, -0.0022571671, -0.11948745) * go_1(-1.0, -1.0); + result += mat4(-0.03355483, 0.18284513, -0.40516412, -0.08310888, 0.072258465, -0.031982094, -0.08194034, -0.20847136, 0.053745344, 0.14951777, -0.09529998, -0.02916081, 0.3393585, -0.05936077, -0.052002147, -0.09378778) * go_1(-1.0, 0.0); + result += mat4(0.022535978, -0.013279629, -0.18767136, -0.1950165, -0.08899123, 0.06262896, -0.03814574, 0.06236617, 0.020036899, 0.11593139, -0.07205022, -0.07774045, -0.03650935, 0.123902336, -0.013660339, 0.0100182695) * go_1(-1.0, 1.0); + result += mat4(0.41049683, -0.13173875, 0.30123588, -0.114987805, -0.032382715, 0.010663058, -0.160782, 0.080483064, -0.15371633, -0.13527736, -0.007258104, 0.038761474, 0.13176364, 0.03947656, 0.19999593, 0.017623467) * go_1(0.0, -1.0); + result += mat4(-0.36690325, -0.11513609, -0.07545344, -0.48683265, -0.06626628, -0.1879703, -0.26255432, -0.27202544, 0.23177272, 0.22095495, -0.48685974, -0.15628079, 0.034569174, 0.11856782, 0.09302504, 0.058153495) * go_1(0.0, 0.0); + result += mat4(-0.11159616, 0.3598168, -0.040168233, -0.017913736, 0.05656028, 0.080021836, -0.0057910853, 0.09907919, -0.018118931, 0.104529314, -0.06623353, -0.05187142, 0.042655, -0.06037208, -0.13814276, -0.13877125) * go_1(0.0, 1.0); + result += mat4(0.07689434, -0.02957611, 0.059183944, 0.18732947, -0.012570976, -0.050425645, -0.04667911, -0.01714018, -0.1811952, -0.10611838, -0.06517356, 0.042284686, 0.14040054, -0.0044124937, 0.088569656, -0.09631004) * go_1(1.0, -1.0); + result += mat4(-0.041964065, -0.03648969, -0.06585285, -0.14997002, 0.14896095, 0.10991836, 0.035850056, -0.20629084, 0.20721185, 0.009481607, 0.059676703, 0.029152349, 0.048996776, 0.013181292, 0.012264018, 0.11202655) * go_1(1.0, 0.0); + result += mat4(-0.0025412547, 0.17166725, -0.029921697, -0.095596656, -0.01471627, -0.073273055, -0.07374642, 0.12182166, -0.032026254, 0.026899092, 0.010827608, 0.025221692, -0.023959257, 0.029916659, -0.082857594, -0.08647804) * go_1(1.0, 1.0); + result += mat4(0.0033231457, 0.025150223, -0.03726759, 0.00018312124, 0.07642118, 0.014045985, 0.12287268, -0.004507867, 0.020656586, -0.047215212, 0.06898793, -0.07950119, -0.012468573, -0.048340544, -0.018446337, 0.027170202) * go_2(-1.0, -1.0); + result += mat4(0.10788957, -0.12736209, -0.013289646, -0.022522524, 0.021718934, 0.020739023, -0.036677744, -0.020026676, 0.02461253, -0.092075236, 0.020083528, 0.082641564, 0.075953014, -0.27012607, 0.008537513, -0.014810857) * go_2(-1.0, 0.0); + result += mat4(-0.08193019, 0.12357896, -0.06672417, -0.0010150888, 0.04195979, 0.0720302, -0.04809725, 0.055789728, 0.029061116, 0.10846966, -0.04579666, -0.01037483, 0.12933455, -0.053652834, 0.016493477, -0.0990554) * go_2(-1.0, 1.0); + result += mat4(-0.09004879, -0.07116469, -0.06171522, 0.03694901, 0.13067593, 0.014719711, 0.120604895, -0.16505042, -0.13472416, 0.21027507, -0.022027668, 0.07578348, 0.14807276, -0.08320662, 0.0676947, 0.015872132) * go_2(0.0, -1.0); + result += mat4(-0.013147318, -0.13990307, 0.1424338, 0.115681306, -0.096111625, -0.044169232, 0.11619919, -0.12927286, 0.2216329, -0.3785249, 0.11881006, 0.05548364, 0.042547792, 0.01991183, 0.18072614, -0.12253586) * go_2(0.0, 0.0); + result += mat4(0.00507553, 0.06520682, -0.046696853, 0.09873781, -0.007926131, -0.046024855, 0.007177778, 0.067222506, 0.061948813, -0.049535032, -0.12687485, -0.07812312, 0.10864703, -0.005380493, -0.015591806, -0.12866366) * go_2(0.0, 1.0); + result += mat4(0.019687995, -0.08136337, -0.023699999, -0.0323895, 0.12587894, 0.08024744, 0.08909513, -0.0005001073, -0.11161824, -0.016753444, 0.044748716, -0.11397051, 0.06295226, -0.0628124, 0.009678967, -0.1027119) * go_2(1.0, -1.0); + result += mat4(-0.032145683, -0.008628118, -0.06487987, -0.010637064, -0.09447084, -0.20124236, -0.122117415, -0.12410895, 0.10209157, 0.068115994, 0.19661677, 0.043781675, 0.11948784, 0.15049894, 0.021160888, -0.21148479) * go_2(1.0, 0.0); + result += mat4(-0.0033451298, 0.062234465, -0.03359657, 0.077990666, -0.011020787, 0.050606657, -0.11445393, -0.057500027, -0.10895705, -0.05061424, -0.0075792223, 0.0826572, 0.03529453, -0.04615097, -0.049622457, -0.02728514) * go_2(1.0, 1.0); + result += mat4(-0.047170192, -0.063528895, 0.02639375, 0.06133726, 0.07981049, 0.034422956, -0.13669443, -0.027895411, -0.010747354, -0.0295917, 0.023415035, 0.104463466, -0.011863274, 0.12199949, -0.056722328, -0.0074905828) * go_3(-1.0, -1.0); + result += mat4(-0.16876027, 0.042861532, -0.042729948, 0.13059488, -0.009925716, -0.16374534, 0.1027359, -0.0023175783, -0.08118241, -0.18233776, 0.003640569, -0.04086481, -0.07530675, 0.046155393, -0.09668895, -0.040498324) * go_3(-1.0, 0.0); + result += mat4(0.0208792, -0.041296285, 0.06495765, -0.014825306, -0.09760564, 0.143414, -0.013952, 0.012976426, 0.07446454, -0.069237985, -0.002300383, 0.039793592, 0.10446527, -0.15101886, 0.041385327, 0.045380514) * go_3(-1.0, 1.0); + result += mat4(-0.12573302, 0.26293075, 0.021182856, 0.02212639, -0.00491492, -0.09508161, -0.17054123, 0.0334656, -0.14494689, -0.13223654, -0.16647294, -0.20494382, 0.035838082, -0.02903287, -0.07826274, 0.10065476) * go_3(0.0, -1.0); + result += mat4(-0.19727297, -0.2761233, 0.052405518, 0.060891774, 0.35287574, -0.112983346, -0.1780347, 0.29627487, 0.15366785, -0.0058370745, -0.12529264, 0.290549, -0.0019844156, 0.10950049, -0.11683605, -0.31868842) * go_3(0.0, 0.0); + result += mat4(-0.065610245, 0.11033488, 0.0847139, 0.08285523, 0.12131332, 0.03140868, 0.019243333, -0.023314001, 0.12372892, -0.048462555, 0.07601431, -0.21340725, 0.094367005, -0.17915425, -0.16658746, -0.113485895) * go_3(0.0, 1.0); + result += mat4(0.033004273, -0.070222795, -0.22679015, -0.11107499, -0.02167688, 0.039476246, 0.023125345, -0.06782998, 0.039133113, -0.093893945, -0.0107462, 0.013814576, -0.050011426, 0.04277595, -0.011378756, 0.0350182) * go_3(1.0, -1.0); + result += mat4(-0.086395636, 0.2250359, 0.0071665626, -0.14477696, 0.08346748, -0.104350545, 0.066446565, 0.07878673, -0.09608493, 0.034221467, 0.056161933, 0.1631777, -0.04652218, -0.16019695, -0.14100033, 0.0012826526) * go_3(1.0, 0.0); + result += mat4(0.010050049, 0.069934174, -0.019675957, -0.08841736, -0.084199436, 0.038151644, 0.08524713, -0.010469705, 0.08203982, -0.16461739, 0.0085432455, -0.018949067, -0.03917674, -0.06079645, -0.08174396, -0.06611958) * go_3(1.0, 1.0); + result += mat4(-0.11630934, 0.06403295, -0.015545311, 0.04184985, -0.010742663, 0.09900252, 0.16177145, -0.08190314, 0.026068239, -0.11228535, 0.07040219, 0.026017435, 0.027691854, 0.05901074, 0.063722596, 0.061167255) * go_4(-1.0, -1.0); + result += mat4(-0.079639085, -0.073422454, 0.022079231, 0.099202864, -0.0395308, -0.22311744, 0.2558813, 0.1212435, 0.015039178, 0.22544971, 0.18809341, 0.023819689, 0.031049373, 0.14752339, 0.021717936, -0.07462568) * go_4(-1.0, 0.0); + result += mat4(-0.04292503, -0.049489103, 0.005655617, -0.072831966, -0.13834368, 0.096430235, 0.11431599, 0.034313705, -0.081960544, -0.05398357, 0.17004605, 0.018943321, -0.057367492, 0.109905675, 0.03622088, 0.10881282) * go_4(-1.0, 1.0); + result += mat4(-0.10108816, 0.022445837, -0.16971505, 0.15245505, -0.049302544, -0.038824387, 0.1386521, -0.02240345, 0.08463246, 0.03382031, 0.029146284, -0.022780763, -0.10378809, 0.12192778, -0.10930472, -0.13424326) * go_4(0.0, -1.0); + result += mat4(0.011400255, 0.1136756, -0.12854446, -0.02158332, 0.041146938, 0.23310283, 0.20242867, 0.13700607, 0.06842123, -0.2627286, 0.15257023, 0.109742284, -0.06880218, -0.12513116, 0.36323714, -0.08309059) * go_4(0.0, 0.0); + result += mat4(-0.06563699, -0.19518705, -0.16528322, 0.0077345036, 0.07426379, 0.01273623, -0.02538561, -0.13874102, -0.17633066, -0.011773621, 0.11594737, 0.036010545, -0.100552164, 0.17657241, 0.008071872, 0.15612179) * go_4(0.0, 1.0); + result += mat4(-0.092973836, 0.082076035, -0.10813946, 0.020986248, -0.0980453, 0.088257805, 0.12294689, 0.06353175, -0.0555235, -0.07203055, 0.0012230835, 0.031788144, 0.09232316, 0.07080032, -0.13878204, 0.1324983) * go_4(1.0, -1.0); + result += mat4(-0.09405708, 0.08027049, -0.029044298, 0.004413014, -0.031831603, -0.10639057, 0.22791572, 0.29128549, -0.019287571, -0.07344137, -0.06703681, 0.06482271, -0.16929443, 0.18714571, 0.0076980256, -0.3553443) * go_4(1.0, 0.0); + result += mat4(-0.08177233, -0.03985184, -0.05898491, -0.084218055, 0.13517176, -0.064535744, 0.023212295, -0.104104936, 0.06286191, -0.0183956, -0.014526215, 0.022721317, 0.13015802, -0.012955069, 0.04760935, -0.024741875) * go_4(1.0, 1.0); + result += mat4(-0.11811978, -0.258122, -0.0524529, 0.013679023, 0.3381383, -0.15303107, 0.15624695, -0.041717052, -0.09521123, -0.02555037, -0.055241242, 0.1292656, -0.053962484, 0.061827328, 0.007066458, -0.030455371) * go_5(-1.0, -1.0); + result += mat4(0.011406645, 0.03625852, 0.17662852, 0.22849263, 0.008301044, -0.06586813, 0.06535347, -0.1422378, -0.21197955, 0.09594126, -0.019065345, 0.07993183, -0.18870543, -0.100329205, 0.106410205, 0.19904357) * go_5(-1.0, 0.0); + result += mat4(-0.010716086, 0.019676654, 0.14609855, 0.023858106, -0.09101523, 0.04618942, 0.019114424, 0.063025944, 0.017177893, -0.17157322, 0.041316323, 0.008979556, -0.012944043, 0.00247818, 0.06370907, 0.21294525) * go_5(-1.0, 1.0); + result += mat4(-0.35886058, -0.21411636, -0.102139756, -0.091692075, 0.06896005, 0.031774938, -0.11289269, 0.018020328, -0.07621171, -0.20134668, -0.03170399, -0.15741387, 0.21397352, 0.020581603, 0.058037966, -0.060088705) * go_5(0.0, -1.0); + result += mat4(0.08237236, -0.40777692, -0.30334964, 0.17960687, 0.15861799, 0.38422614, 0.07123272, -0.14411296, -0.18338335, 0.20555314, -0.24229437, 0.11125418, -0.25821567, 0.21951115, -0.0689347, 0.30991623) * go_5(0.0, 0.0); + result += mat4(-0.1809837, 0.2020823, 0.18093042, -0.28097653, 0.04832372, 0.05197796, 0.0411827, -0.038122583, -0.12748396, 0.2147528, 0.03581702, -0.06162546, 0.35705167, -0.17073934, 0.05283743, -0.1553281) * go_5(0.0, 1.0); + result += mat4(0.049231995, 0.104612015, 0.13789916, 0.11476952, -0.08613189, 0.12533712, -0.11062187, -0.06180441, 0.0076576895, -0.07606035, -0.13825357, 0.05541409, -0.11110464, 0.027096856, -0.059329435, 0.07901976) * go_5(1.0, -1.0); + result += mat4(-0.07326118, -0.05398769, 0.3154168, 0.25846845, 0.20782405, 0.157769, -0.02310168, 0.017850745, -0.08339611, 0.14059362, -0.12403927, 0.023322403, -0.19284059, 0.0866216, -0.06948787, 0.019149296) * go_5(1.0, 0.0); + result += mat4(-0.035457414, -0.22270168, 0.16388698, -0.103444144, -0.18057363, 0.2918497, 0.10467282, -0.0905526, 0.13966475, -0.098633334, -0.01834713, -0.035242856, -0.05306878, 0.02205429, 0.07744791, 0.10596783) * go_5(1.0, 1.0); + result += vec4(0.059486926, -0.04431698, 0.13264082, 0.054302923); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.19755663, 0.0316557, -0.026239445, -0.02093631, 0.34920403, 0.089713775, 0.15791516, -0.07875456, -0.10947356, 0.0650924, -0.018307874, 0.10422799, -0.06709603, -0.11965746, 0.02718723, 0.011129028) * go_0(-1.0, -1.0); + result += mat4(-0.11617485, -0.031335115, 0.19744423, 0.10993791, 0.019927517, 0.3689939, -0.09384358, 0.15150148, -0.08009817, 0.0921147, -0.010306458, 0.10003431, -0.041360963, 0.29798675, -0.1715826, 0.19668113) * go_0(-1.0, 0.0); + result += mat4(-0.053691022, 0.18052101, -0.046081945, 0.19882767, 0.22020999, 0.34823263, 0.106327124, -0.022915896, 0.01570857, -0.007507703, -0.012257527, 0.036691625, 0.086023636, 0.050882597, -0.05192003, -0.05078049) * go_0(-1.0, 1.0); + result += mat4(-0.07258528, -0.19264953, 0.0077820197, 0.15891895, -0.02311384, -0.008074125, 0.3110597, 0.049998533, 0.02290246, 0.03217235, 0.15498875, -0.03103216, 0.24216467, 0.13539337, -0.051235467, -0.06826195) * go_0(0.0, -1.0); + result += mat4(-0.110576056, -0.3145707, -0.13334544, -0.005337209, -0.038422424, 0.13821185, -0.15107699, 0.14623423, -0.08636853, 0.107583255, 0.17422204, 0.18080167, 0.050008878, -0.12324271, 0.2247043, -0.27508256) * go_0(0.0, 0.0); + result += mat4(-0.05137364, 0.16223, -0.03729107, 0.31266937, -0.17589277, 0.21317652, -0.33287808, 0.21178558, -0.045284536, 0.07560065, 0.05269868, 0.14920329, 0.16866954, -0.1268599, 0.20590475, -0.011014125) * go_0(0.0, 1.0); + result += mat4(0.034846842, 0.2524156, 0.03403225, -0.11323429, -0.14184852, 0.017702477, -0.02463918, 0.10044771, 0.19502714, -0.0025532132, 0.053394504, 0.26317486, -0.027531786, 0.17660192, -0.0288518, 0.10305002) * go_0(1.0, -1.0); + result += mat4(0.0015593453, 0.080029555, -0.1503097, 0.18303742, -0.20101264, -0.21629538, -0.22573662, 0.083415814, -0.17538182, -0.14721964, 0.14281827, 0.059842914, 0.011950429, 0.24764334, -0.1454325, -0.30143398) * go_0(1.0, 0.0); + result += mat4(-0.035138246, -0.21716589, -0.16935606, -0.10491116, -0.2616234, -0.65694314, -0.055407632, -0.37251663, -0.15059815, -0.070271164, 0.041637342, 0.012102054, -0.1284768, -0.045593116, 0.053494472, -0.046751507) * go_0(1.0, 1.0); + result += mat4(-0.12646478, -0.119142495, 0.0041090506, 0.16849291, 0.00027152186, 0.0060362555, -0.055415455, -0.010880626, -0.017593162, -0.012767872, 0.017386466, -0.07673884, -0.12813187, -0.06382475, -0.017622227, -0.030992843) * go_1(-1.0, -1.0); + result += mat4(0.2330042, 0.23233213, -0.064918295, -0.028516663, 0.0043700417, -0.009412538, 0.020097204, 0.078027494, 0.22039704, 0.09681993, -0.1377131, 0.04463947, 0.053339735, -0.015651379, 0.013501266, 0.108578116) * go_1(-1.0, 0.0); + result += mat4(0.23399013, 0.055069428, 0.0113888625, 0.0061372546, -0.07836111, -0.034460228, 0.0017155824, -0.088409096, 0.03733338, -0.17709526, -0.09718914, -0.25720972, 0.0175349, 0.15622771, -0.1188024, 0.018442187) * go_1(-1.0, 1.0); + result += mat4(0.06318714, 0.061475955, 0.060729396, -0.2142427, -0.10224866, 0.034940694, 0.19492944, 0.018143132, 0.07064079, -0.22845416, 0.010652238, -0.0011233883, 0.029130183, 0.17482844, -0.009811812, 0.019755777) * go_1(0.0, -1.0); + result += mat4(-0.21866481, 0.21452273, -0.5259575, -0.039219536, 0.15874244, -0.057900973, 0.10559354, 0.23824032, 0.108966984, -0.098509155, 0.007014109, -0.19821534, -0.05215934, 0.10909223, 0.100663096, -0.06883611) * go_1(0.0, 0.0); + result += mat4(-0.12868437, 0.006826078, -0.21385023, 0.069496915, -0.06559356, 0.090547845, -0.07395987, -0.06983689, 0.06552238, -0.12867814, -0.08192026, -0.33435416, -0.051290937, -0.02937074, 0.090245195, -0.026612237) * go_1(0.0, 1.0); + result += mat4(0.23456517, 0.27903032, -0.039212193, -0.012552891, -0.19781788, -0.035103757, -0.009250316, 0.10727226, 0.19742231, -0.079642996, -0.2613758, -0.15201536, 0.102801695, -0.0107969325, 0.16421579, 0.12108303) * go_1(1.0, -1.0); + result += mat4(-0.081254065, -0.088084355, -0.091935016, 0.24067412, -0.020433908, -0.01316852, -0.06662833, -0.2533817, 0.14042647, -0.02623474, 0.05427906, 0.041403648, -0.13581693, -0.08902222, -0.15670143, 0.013441458) * go_1(1.0, 0.0); + result += mat4(-0.015764505, -0.113010205, -0.15281607, -0.077271774, 0.0904112, 0.09933737, 0.067184925, 0.2099568, -0.101301536, 0.06434189, -0.0758522, -0.12554163, 0.06781772, 0.007166253, -0.085833766, 0.06006488) * go_1(1.0, 1.0); + result += mat4(-0.0008048365, 0.0912284, -0.0055085155, 0.023269827, -0.022154478, 0.08539601, 0.035023473, -0.0037330675, 0.11452262, 0.047892746, 0.008300871, -0.01195116, 0.047538597, -0.10830887, 0.05510819, -0.08836116) * go_2(-1.0, -1.0); + result += mat4(-0.038602248, 0.023333155, 0.017770592, -0.1674776, 0.06629619, 0.083431914, 0.026809458, 0.08592056, 0.14014852, -0.14666164, 0.019641537, -0.0573306, -0.020499265, 0.007868977, -0.04190651, 0.020347582) * go_2(-1.0, 0.0); + result += mat4(-0.1610257, 0.21653429, 0.10658098, 0.15106596, 0.029077698, 0.16445225, 0.15524676, 0.09390834, 0.096011646, -0.032807898, -0.09418951, -0.0093525015, 0.06159448, -0.009395444, -0.10014662, -0.030301452) * go_2(-1.0, 1.0); + result += mat4(-0.022683617, -0.23651919, -0.031805664, 0.023116864, -0.07386424, 0.20458803, 0.08983447, -0.08244156, 0.08310062, 0.14591648, 0.17395934, 0.0062589166, 0.22174175, 0.14258352, -0.028493408, -0.115363955) * go_2(0.0, -1.0); + result += mat4(-0.08310355, -0.17647965, -0.19287375, 0.10848365, 0.120546475, -0.1464013, -0.038455628, 0.10530652, 0.49538115, 0.023421936, 0.3173384, 0.058539134, -0.27795956, 0.08117526, 0.033342082, -0.12135774) * go_2(0.0, 0.0); + result += mat4(-0.08346938, -0.034818605, 0.06265251, 0.09470142, -0.014027538, 0.013816392, -0.047068585, -0.007864913, -0.073640525, -0.1490151, -0.09421087, -0.07231172, 0.21453248, -0.053285554, 0.09661593, -0.07566676) * go_2(0.0, 1.0); + result += mat4(-0.08119892, -0.011698777, -0.0014542739, -0.0031197777, -0.093343884, 0.07836053, 0.14061041, 0.032417424, 0.032266736, -0.039402176, 0.0857551, -0.14606103, -0.106497854, -0.021479463, -0.036599685, 0.04007321) * go_2(1.0, -1.0); + result += mat4(0.011121453, -0.020399215, 0.016996361, 0.048273075, -0.07153608, -0.044302233, -0.0035937368, 0.16915803, -0.014105862, 0.1021961, 0.15072922, 0.015028268, -0.009132996, -0.06612329, -0.034465823, -0.142786) * go_2(1.0, 0.0); + result += mat4(-0.020469163, -0.117958315, 0.0012601769, 0.007204419, 0.009460007, -0.021850191, -0.014184652, 0.06922846, -0.1432164, -0.02172806, -0.0671699, -0.039830353, 0.011462847, -0.021253375, 0.084333375, 0.026236529) * go_2(1.0, 1.0); + result += mat4(-0.32116294, 0.022814747, 0.053154226, 0.08573102, 0.24082868, -0.11634813, -0.12103037, -0.072189964, 0.07916793, 0.005124598, -0.038430523, -0.020428248, -0.074155636, 0.0026447256, -0.12052403, -0.0008143328) * go_3(-1.0, -1.0); + result += mat4(0.15720156, 0.12637223, -0.014097743, -0.1463337, -0.11050782, -0.1272711, -0.14383449, -0.18176568, 0.016586874, -0.07671649, 0.061175086, -0.011885735, 0.16967547, -0.19338857, 0.033413097, -0.15828142) * go_3(-1.0, 0.0); + result += mat4(-0.04272862, 0.08448119, 0.03642693, 0.013086318, -0.18102542, -0.13177295, -0.12725672, 0.033150475, -0.022273265, -0.1913372, 0.12102487, -0.06349284, 0.02544458, -0.17942795, 0.13517797, -0.03200014) * go_3(-1.0, 1.0); + result += mat4(0.037924215, 0.18611626, -0.17951478, 0.13935459, 0.27325365, -0.083892785, -0.022289941, 0.14084025, -0.106356315, 0.046254314, -0.17703468, 0.116976924, -0.08896167, -0.0025314027, 0.010913456, -0.070031345) * go_3(0.0, -1.0); + result += mat4(-0.28527796, 0.19547825, -0.30854046, -0.033967514, 0.060653128, -0.019419098, -0.0060284995, -0.0987247, 0.07500941, -0.023585685, -0.03395071, -0.17988594, 0.21953014, 0.4072299, -0.031897858, -0.18284276) * go_3(0.0, 0.0); + result += mat4(0.06912873, -0.05407648, 0.008376532, 0.020522904, -0.026434029, 0.09916825, 0.030747496, 0.022514053, 0.25722584, 0.115966186, 0.08143656, 0.015693888, 0.1200375, 0.11970545, 0.19118182, 0.05830196) * go_3(0.0, 1.0); + result += mat4(-0.03685362, -0.12470895, -0.0010968394, 0.021243107, 0.054362122, 0.00057743577, -0.016307356, -0.124212846, -0.1504553, 0.18175974, -0.14346407, -0.1288348, 0.004379253, -0.09421467, 0.07276572, 0.01464248) * go_3(1.0, -1.0); + result += mat4(-0.0058593387, -0.009850785, 0.08837556, -0.13175677, -0.02959981, 0.22543302, 0.08877934, 0.10847382, 0.105746165, 0.07286193, -0.1591772, -0.07605538, 0.16931008, 0.12505956, -0.02318999, 0.3341336) * go_3(1.0, 0.0); + result += mat4(0.07958676, 0.019705648, 0.17511873, -0.027326066, -0.049889054, -0.08413224, -0.0232099, -0.16867599, 0.010381808, -0.015460935, 0.04096288, -0.013190291, 0.12450602, 0.065210946, 0.015979856, 0.15937561) * go_3(1.0, 1.0); + result += mat4(-0.10023914, -0.05083627, 0.09159179, 0.104829505, 0.08269442, 0.055139758, -0.060481716, -0.040459175, 0.16207811, -0.1342935, 0.0010139308, -0.13080461, 0.04637847, -0.111120075, -0.017309861, 0.021282183) * go_4(-1.0, -1.0); + result += mat4(-0.0018206073, -0.13991879, 0.08375063, -0.003037848, -0.17680502, -0.20550339, 0.16136415, -0.06376335, -0.0617298, 0.15906328, -0.057181396, -0.028893461, 0.04224926, -0.0398277, -0.19131757, -0.16473022) * go_4(-1.0, 0.0); + result += mat4(0.093972325, 0.0698625, 0.07116559, 0.014768529, -0.097781256, 0.15581349, 0.03573931, 0.22741152, -0.091118366, 0.028577322, -0.026862804, 0.0152023, -0.23760842, 0.14840253, -0.14937884, 0.042642627) * go_4(-1.0, 1.0); + result += mat4(-0.2281663, 0.22290257, 0.017739927, 0.12094125, 0.03124976, -0.00534154, -0.24323007, -0.088304035, 0.2465856, 0.16869143, -0.06888532, -0.09435835, 0.049901593, 0.12926158, 0.022874845, -0.02944982) * go_4(0.0, -1.0); + result += mat4(-0.066828735, -0.04649895, 0.28869498, -0.09773703, -0.056571167, 0.48939937, -0.56230384, -0.034113284, -0.13833, 0.039226096, -0.12087815, 0.032742836, 0.040849674, -0.017160047, -0.11052594, 0.246754) * go_4(0.0, 0.0); + result += mat4(0.04952853, -0.090852216, 0.034561165, 0.038246352, -0.19297872, 0.054810636, 0.019495303, 0.2522964, -0.19981322, -0.07192788, -0.12085502, -0.028823836, -0.19763254, -0.20398128, -0.14728573, -0.11571746) * go_4(0.0, 1.0); + result += mat4(-0.22692326, -0.050723083, 0.052394703, 0.061108653, 0.086359546, 0.25432214, -0.1922104, 0.07316734, -0.12277421, -0.0070557455, 0.021929247, 0.09811275, -0.10974717, -0.1871087, 0.1836082, -0.101442546) * go_4(1.0, -1.0); + result += mat4(0.12952654, 0.126504, -0.07590766, -0.022820955, 0.40705776, 0.6374981, -0.5181212, 0.38906044, -0.10114032, -0.24955663, 0.30309865, -0.13581154, 0.048173904, -0.061500076, 0.014717425, -0.13521792) * go_4(1.0, 0.0); + result += mat4(0.06257947, -0.06779901, 0.043823577, 0.13284041, 0.020754592, 0.042710133, -0.1584648, 0.049175818, 0.022709293, -0.1911205, 0.030108612, -0.15437542, 0.05411346, 0.12631242, -0.017832479, 0.0029719612) * go_4(1.0, 1.0); + result += mat4(-0.30879283, -0.13608143, 0.051477402, -0.0146274315, -0.17261262, 0.014548273, 0.013784603, -0.082064405, -0.054273766, 0.050572615, -0.08670705, 0.048421264, 0.0028941107, -0.049762383, -0.08087372, 0.03134621) * go_5(-1.0, -1.0); + result += mat4(-0.12345668, -0.0679132, -0.06099901, -0.09764733, -0.1938452, 0.007824728, 0.21290497, 0.07214579, -0.11728738, -0.01631362, 0.18290576, 0.11172875, 0.0070077768, -0.31685776, 0.20877774, -0.068262406) * go_5(-1.0, 0.0); + result += mat4(0.023581397, 0.21787596, 0.24790402, 0.1827894, -0.12552118, -0.15526615, -0.049397513, -0.09088568, 0.02361005, -0.1624447, 0.10663829, -0.08762141, -0.089876376, -0.23469001, -0.22833428, -0.08547564) * go_5(-1.0, 1.0); + result += mat4(-0.20836076, -0.38739493, -0.08088587, 0.056517366, -0.19016425, 0.18150248, -0.20127869, -0.0034698115, -0.12240914, -0.16373073, -0.23683731, 0.08775501, -0.115361534, 0.058962952, 0.03591275, -0.12650393) * go_5(0.0, -1.0); + result += mat4(-0.12940276, -0.20929182, 0.1972825, -0.09083828, -0.062463745, 0.18738677, -0.12602556, -0.102121696, -0.71687216, 0.005637694, -0.51085055, -0.182672, 0.21876547, 0.032868937, 0.12119801, -0.034960978) * go_5(0.0, 0.0); + result += mat4(-0.2834514, 0.5645042, -0.40262035, -0.050943233, -0.06192488, 0.27314487, 0.2216658, 0.241159, 0.19821955, 0.07347663, 0.12771457, 0.09401408, 0.0923556, 0.037260618, 0.14539954, 0.20723365) * go_5(0.0, 1.0); + result += mat4(0.17254238, 0.17086907, 0.1689637, -0.12215918, 0.019369515, -0.101492874, -0.0068981387, -0.052212972, -0.09072614, 0.06295019, -0.03507004, 0.020812936, 0.049310055, 0.041793864, -0.1676009, -0.020666601) * go_5(1.0, -1.0); + result += mat4(0.12045707, 0.34878096, -0.42983723, 0.00031615017, -0.1935727, 0.04406262, 0.14843978, -0.09603145, 0.27862465, 0.1575749, -0.19306137, 0.2065606, -0.09507491, -0.008450778, -0.18955202, 0.099690795) * go_5(1.0, 0.0); + result += mat4(0.039927684, 0.074257486, 0.034648035, -0.05261268, -0.09017409, 0.20786566, 0.06129257, 0.1432679, 0.13264295, -0.08895135, 0.09662802, -0.06903006, 0.12193372, 0.059526477, 0.059548043, -0.03190614) * go_5(1.0, 1.0); + result += vec4(0.045264397, 0.05760936, 0.027744984, -0.03773891); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07583615, -0.048960842, 0.013508587, 0.2201662, 0.0375764, 0.27756596, -0.33754793, -0.38809955, -0.21281771, 0.15472671, 0.02073204, -0.050901294, 0.090472914, -0.047557913, -0.017766517, -0.20457055) * go_0(-1.0, -1.0); + result += mat4(0.17282517, -0.18378912, 0.13851488, 0.021213405, -0.36854526, 0.37494987, -0.22338714, -0.17190737, -0.13889556, 0.16321859, 0.009137597, -0.16061524, 0.10725205, 0.047671694, 0.00692477, -0.20811509) * go_0(-1.0, 0.0); + result += mat4(-0.15370452, 0.03701021, -0.055506952, -0.07852536, 0.09814061, 0.15283902, -0.048923336, 0.10439438, 0.05341204, -0.04028067, -0.050656542, 0.08114064, 0.1721227, -0.064678125, -0.07158856, 0.04002012) * go_0(-1.0, 1.0); + result += mat4(-0.02824745, 0.29039058, 0.25719696, 0.33553144, 0.07964746, -0.08963374, -0.26119536, -0.1704102, 0.114965275, 0.0677081, 0.027690304, 0.0298201, 0.10237492, -0.18169363, -0.12240578, -0.067747764) * go_0(0.0, -1.0); + result += mat4(-0.05635207, -0.013902026, 0.15410937, -0.07788553, 0.09099828, -0.018942324, 0.03290936, -0.0029388326, 0.018940244, 0.011952412, 0.011450913, -0.07999776, -0.21413402, 0.39397267, -0.09774473, -0.2009581) * go_0(0.0, 0.0); + result += mat4(0.10084101, -0.086656086, 0.13495307, -0.028954845, 0.05104348, -0.046465315, -0.037925158, 0.10368827, -0.14589089, 0.12413491, -0.007988239, -0.02158783, 0.10073373, -0.0029589783, -0.3387392, 0.19062865) * go_0(0.0, 1.0); + result += mat4(0.076070085, 0.12063033, -0.07693161, 0.13905032, -0.07355619, -0.23172334, 0.05373458, -0.06742532, 0.01403963, -0.021842232, 0.101363756, -0.0811199, 0.088289686, -0.10678228, -0.08785652, -0.08524422) * go_0(1.0, -1.0); + result += mat4(-0.063252464, 0.122554146, -0.08701854, -0.013642947, 0.25842702, -0.113629796, 0.18287642, 0.2543394, -0.008996402, 0.14150178, -0.018443773, -0.037387278, 0.01677981, 0.09373098, -0.03942739, 0.020894075) * go_0(1.0, 0.0); + result += mat4(0.06455971, -0.060106214, -0.07037024, -0.051795334, 0.033154495, -0.25538102, 0.20138124, -0.15417135, -0.11027817, 0.027104143, 0.075549774, 0.021436706, 0.04445013, 0.12956707, -0.13284694, 0.03516967) * go_0(1.0, 1.0); + result += mat4(0.009175639, 0.25271195, -0.0853253, -0.036355734, 0.10765164, 0.0524366, -0.038031954, -0.012370962, 0.038269047, -0.0074043465, -0.055629972, -0.028956192, -0.10555365, 0.053293, 0.04761788, 0.19511466) * go_1(-1.0, -1.0); + result += mat4(-0.026226144, 0.45355338, -0.2787842, 0.40786192, 0.0040905946, -0.01837184, -0.009942586, 0.2053553, -0.0030270698, 0.069373004, 0.07934941, -0.03093551, 0.16749686, 0.050042853, -0.11040056, -0.073083684) * go_1(-1.0, 0.0); + result += mat4(0.05996956, -0.016178278, 0.039540496, -0.027844483, -0.06289786, -0.046466228, 0.19139567, -0.073992915, 0.06776269, -0.019077418, 0.14830731, 0.095275655, -0.14347468, 0.1072097, 0.005600533, 0.04901071) * go_1(-1.0, 1.0); + result += mat4(-0.16952017, -0.032340128, 0.19480783, 0.2601324, 0.29126725, -0.0715444, -0.009702548, 0.0042752293, 0.024718119, -0.08628732, -0.064047016, -0.116904415, -0.06644218, 0.09953292, -0.033268385, 0.17125584) * go_1(0.0, -1.0); + result += mat4(0.3325542, -0.03779118, 0.33856392, 0.3304049, 0.104141004, -0.053430308, 0.31669936, 0.0130112395, 0.09034627, -0.02017166, -0.025744867, 0.026532227, 0.0200407, -0.08722534, -0.30203685, -0.14907038) * go_1(0.0, 0.0); + result += mat4(-0.01891194, 0.093512826, 0.026973069, -0.24845296, -0.072510146, 0.025618952, 0.19024812, -0.07557172, -0.027113652, -0.03626637, 0.2683275, -0.10471766, -0.008031393, 0.13384898, 0.00395866, 0.020902868) * go_1(0.0, 1.0); + result += mat4(-0.041550912, 0.08089579, 0.026400283, 0.017546514, 0.10747152, 0.07966492, 0.02695042, 0.014157312, -0.13807489, -0.12708282, -0.10057461, 0.014437817, 0.26250824, -0.16103023, -0.13342577, 0.05060978) * go_1(1.0, -1.0); + result += mat4(0.06584065, -0.035929736, 0.0042849337, -0.10942049, -0.16394515, 0.08045988, 0.13154416, -0.0028894013, 0.0023928252, 0.04469802, -0.10695226, 0.05558777, -0.25354344, 0.14010456, 0.05542217, -0.114946045) * go_1(1.0, 0.0); + result += mat4(0.050993685, 0.13932824, 0.0033797733, -0.035310924, 0.022385782, 0.017365059, -0.17256701, -0.07757648, -0.0912558, 0.01864556, 0.13062927, -0.07577928, -0.07418382, 0.19597183, 0.03150399, 0.023021322) * go_1(1.0, 1.0); + result += mat4(0.052010637, 0.050168213, -0.07215345, 0.05805453, -0.0041914587, 0.022057746, 0.12245675, -0.014609538, 0.05546434, 0.03802747, -0.10866313, 0.00012593597, 0.025002997, 0.03302225, -0.10627746, -0.022926291) * go_2(-1.0, -1.0); + result += mat4(-0.17316228, 0.0423441, 0.038386445, 0.15334567, -0.11682614, 0.04387397, -0.034430787, 0.05456901, -0.10287161, 0.09251676, -0.15516847, 0.01151086, 0.062166303, -0.06404339, -0.1341287, -0.11250874) * go_2(-1.0, 0.0); + result += mat4(0.0041548237, -0.05339408, 0.12976702, -0.091956094, -0.07106556, 0.1537892, -0.14351088, 0.049248494, 0.0017415709, -0.03980619, 0.022205863, 0.07874843, 0.0486586, 0.07449563, -0.07935637, 0.035376832) * go_2(-1.0, 1.0); + result += mat4(-0.032703526, 0.049651176, -0.14031135, -0.03314136, -0.05597869, 0.10001647, 0.134734, -0.050313897, 0.096650064, 0.06294751, -0.064859584, -0.1544743, 0.0041159303, -0.21177946, -0.08641454, 0.20853557) * go_2(0.0, -1.0); + result += mat4(-0.26784652, 0.045316227, 0.24048522, 0.0205891, -0.0044153836, -0.00084845145, -0.13039418, 0.008880892, -0.022925006, 0.25047663, -0.10610026, 0.26862314, 0.1495082, -0.30531225, 0.17336509, -0.095686845) * go_2(0.0, 0.0); + result += mat4(0.16892208, -0.04892237, -0.12343488, 0.076279886, -0.088687725, -0.031417985, 0.036753975, -0.02488052, -0.020715091, 0.037822228, 0.017967682, 0.09978998, 0.10307546, 0.021783398, -0.03838329, 0.16863413) * go_2(0.0, 1.0); + result += mat4(0.0030781403, 0.046299078, 0.021687783, 0.0070031965, 0.06806685, 0.08483792, -0.078655794, 0.046040457, 0.037727088, -0.07263033, -0.036312647, 0.055449635, -0.038422115, 0.0009298235, 0.024799686, 0.05429828) * go_2(1.0, -1.0); + result += mat4(-0.018482856, -0.035400447, 0.06548978, -0.116905235, 0.103153236, -0.020226527, -0.04428763, -0.0505854, 0.13939099, 0.06169983, 0.07293202, 0.1059522, 0.05596004, 0.022870086, 0.06962978, -0.024740675) * go_2(1.0, 0.0); + result += mat4(0.0098381555, -0.110539526, -0.0029312337, 0.051618274, -0.040557995, -0.11799748, -0.09392277, -0.04956917, -0.05159161, 0.030810604, 0.04230067, -0.04746804, 0.080403574, 0.012429489, -0.029210133, 0.05341304) * go_2(1.0, 1.0); + result += mat4(0.06609526, -0.18755382, -0.03701953, -0.1743458, 0.069703676, 0.0006303799, -0.15638213, 0.10318732, 0.08893642, -0.1195937, -0.055782318, -0.0185906, 0.012925918, 0.123628914, 0.04870321, 0.116520494) * go_3(-1.0, -1.0); + result += mat4(0.04936669, -0.14093854, 0.0012639028, 0.10475395, -0.096697986, 0.019948844, 0.05699649, 0.09687703, 0.016553551, -0.17477356, 0.0358826, 0.003379147, 0.0027950767, 0.061992507, -0.038799245, -0.029348955) * go_3(-1.0, 0.0); + result += mat4(-0.0073947236, -0.016064813, 0.17795284, -0.081998095, -0.07971293, -0.021884581, 0.07818178, -0.1183752, 0.041862104, -0.049028065, 0.06426883, 0.047562487, 0.03306496, 0.024669351, -0.102706164, 0.06250834) * go_3(-1.0, 1.0); + result += mat4(0.03841001, -0.121903636, 0.009876164, -0.20964918, 0.16115156, -0.03041022, 0.024465065, 0.06145637, -0.096132785, 0.073770344, 0.030677194, 0.012882628, 0.1854335, 0.051307946, -0.05652639, -0.017714364) * go_3(0.0, -1.0); + result += mat4(0.14671369, -0.21775708, 0.037446484, 0.19568916, -0.08120511, 0.009589117, -0.26862335, 0.10114162, -0.280923, 0.40576807, 0.07634094, -0.022802232, 0.26644167, -0.29799074, -0.07520144, -0.09298707) * go_3(0.0, 0.0); + result += mat4(0.12787306, -0.03597792, -0.0501856, 0.0003554054, -0.016662559, 0.01793402, 0.036731128, 0.057142165, 0.14208297, -0.07816983, -0.06547921, 0.12818106, 0.03593736, -0.15703554, -0.039033424, -0.0044069514) * go_3(0.0, 1.0); + result += mat4(0.058662556, -0.080323815, -0.02522527, -0.1580162, 0.034481227, -0.0857634, 0.040548056, 0.089334026, -0.3016336, 0.15299423, -0.04793492, 0.0012853529, 0.05151393, 0.03197434, 0.05723357, -0.06894418) * go_3(1.0, -1.0); + result += mat4(0.12040549, -0.2529116, 0.10356855, -0.04598697, 0.0062763286, 0.11428357, -0.16604745, -0.037279624, 0.018803852, 0.17792255, 0.059715357, -0.011601418, -0.17485033, 0.1352793, -0.09469166, -0.009272873) * go_3(1.0, 0.0); + result += mat4(0.07145802, -0.048490215, 0.14784634, -0.052574188, -0.023536265, -0.03715718, 0.02188599, -0.009487062, 0.095758304, -0.05260447, -0.04488383, -0.0022170001, -0.010753989, 0.1285623, -0.078049324, 0.07791392) * go_3(1.0, 1.0); + result += mat4(-0.08608365, 0.024032418, 0.03376676, -0.06672097, 0.14239122, -0.20172556, 0.059492715, 0.039168652, -0.05975819, -0.14009707, 0.06505314, 0.005366894, 0.023043798, -0.14035852, 0.06564292, -0.01975755) * go_4(-1.0, -1.0); + result += mat4(0.06098348, 0.020505348, -0.071457036, -0.088892065, 0.25814053, -0.4024066, 0.04613967, -0.009115204, 0.053136446, -0.10263362, 0.08311103, 0.010236834, 0.06737908, 0.13245155, 0.036181718, 0.21113388) * go_4(-1.0, 0.0); + result += mat4(-0.013562919, -0.008662602, -0.10824871, -0.005553834, -0.10970149, 0.013045041, -0.07641659, -0.06609716, 0.08249468, -0.21136107, -0.08410633, -0.020448437, -0.25199074, 0.0641994, 0.07502806, -0.19701128) * go_4(-1.0, 1.0); + result += mat4(0.18910834, -0.15423289, 0.023417983, 0.005038285, -0.059044287, 0.077326454, 0.042352542, 0.06904583, -0.118472, -0.025113037, 0.008691595, 0.04278817, 0.1968958, -0.23562303, 0.0124163935, -0.011455441) * go_4(0.0, -1.0); + result += mat4(0.033834323, -0.08521952, -0.164473, -0.18196565, 0.056635767, -0.22095878, -0.21966869, -0.24707489, 0.055047844, -0.0854704, 0.044351656, 0.31924927, 0.3393569, -0.09816152, -0.024666212, 0.12658896) * go_4(0.0, 0.0); + result += mat4(0.03546097, -0.084772296, -0.017927025, -0.03168567, 0.018861301, -0.19742817, -0.023542268, -0.11313523, 0.013870798, -0.057313353, -0.048428833, -0.011003569, 0.060736526, -0.16871192, 0.12989289, -0.13272311) * go_4(0.0, 1.0); + result += mat4(-0.067924276, 0.042576067, 0.08058409, -0.05704767, 0.047355015, -0.009834332, -0.021743877, -0.09313564, -0.23810904, 0.071954355, 0.026877925, -0.06419035, 0.11408852, -0.094918594, -0.015347595, 0.15758565) * go_4(1.0, -1.0); + result += mat4(0.016378017, 0.04923884, 0.042090666, -0.020616362, -0.3205589, 0.29866445, -0.09028968, 0.17835416, 0.069200985, -0.19676962, -0.038767412, 0.0066911504, 0.23217689, -0.32092544, 0.21888864, -0.031248417) * go_4(1.0, 0.0); + result += mat4(0.1240904, -0.057505004, 0.008518463, -0.0013766377, 0.13912258, 0.25812533, -0.10721238, 0.041414622, -0.014356129, -0.11711117, -0.07339878, -0.042370543, 0.030094689, -0.083110586, -0.15375537, 0.008313004) * go_4(1.0, 1.0); + result += mat4(-0.42602807, -0.14819323, 0.24997748, -0.07033313, 0.053972986, -0.2672035, 0.16919206, 0.5153194, -0.12283088, -0.007163936, 0.050310373, -0.005151009, -0.0050212573, -0.07570248, 0.12484032, 0.028931405) * go_5(-1.0, -1.0); + result += mat4(0.21234803, -0.17263128, 0.108827524, 0.36454353, 0.15589741, -0.09056867, 0.18670312, -0.0886985, 0.09418289, -0.1530667, 0.07014518, 0.05093901, -0.314724, -0.09647151, 0.10014826, -0.05449102) * go_5(-1.0, 0.0); + result += mat4(0.083997354, -0.19228217, 0.17081402, 0.07869603, -0.07707866, -0.1114649, 0.14544345, -0.04913886, 0.114071324, 0.039774146, 0.026449671, -0.0046011102, -0.26660243, 0.06624741, 0.04318286, 0.025324916) * go_5(-1.0, 1.0); + result += mat4(-0.34038183, 0.3126945, 0.25694248, -0.0694824, 0.09484312, -0.08968785, 0.07317779, 0.1351912, -0.3336016, 0.16971526, 0.09233206, 0.16124597, 0.01231051, -0.021199688, 0.1954184, 0.11741164) * go_5(0.0, -1.0); + result += mat4(0.07364691, -0.46501446, -0.3260576, 0.019369395, 0.12856261, 0.01518898, 0.18648395, -0.06153823, 0.1424968, -0.4844148, 0.06327706, -0.23134615, -0.21754341, 0.16389093, 0.1828624, -0.16564755) * go_5(0.0, 0.0); + result += mat4(0.13003388, -0.33331057, 0.5363979, -0.067382425, 0.0024128144, 0.10726199, 0.120562315, 0.027075078, 0.044253387, -0.22810216, -0.14027081, 0.05570364, -0.0012832935, 0.0066472166, -0.09584242, 0.038570657) * go_5(0.0, 1.0); + result += mat4(0.15075065, -0.14929996, 0.12013421, -0.053535018, -0.059225604, 0.04993067, 0.12190514, -0.07199992, -0.12612323, 0.08610025, 0.0055669006, -0.01092246, -0.12504235, 0.071841165, 0.04702684, 0.04890323) * go_5(1.0, -1.0); + result += mat4(-0.59378284, 0.28029972, 0.041228425, 0.088731185, 0.10143785, -0.0147893205, 0.043729015, 0.22425093, -0.27061638, 0.23045406, 0.025149027, -0.09266012, -0.10645805, -0.021057274, 0.20209946, -0.07459568) * go_5(1.0, 0.0); + result += mat4(-0.003925717, 0.19509377, -0.0011443064, -0.07948601, 0.0008185968, -0.072344884, 0.2925546, -0.14168583, -0.04355419, 0.048995577, -0.090038754, -0.020567076, -0.1507524, 0.0033320382, 0.11161536, 0.048364066) * go_5(1.0, 1.0); + result += vec4(-0.05222755, 0.09198729, -0.07302347, 0.0022074024); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10303006, -0.024129005, -0.006376188, 0.08361518, -0.030736713, 0.059527945, -0.05874042, 0.04269124, -0.09319534, 0.09713511, -0.08360228, 0.022383748, 0.27456298, -0.10364148, 0.011523791, 0.0006774627) * go_0(-1.0, -1.0); + result += mat4(-0.05541989, -0.08698082, 0.055311147, 0.013819714, 0.10675169, -0.046272285, 0.0027710905, 0.097424075, 0.40062046, 0.012139614, 0.06539418, -0.26190186, 0.26748738, 0.010693152, -0.26337343, 0.1396046) * go_0(-1.0, 0.0); + result += mat4(-0.0038561742, 0.06331599, 0.07280889, 0.0049921786, 0.046265908, 0.1273493, -0.0657387, -0.039872307, 0.036709707, 0.040611606, 0.10370152, -0.07017421, -0.15158589, -0.0944041, 0.16055441, 0.026905995) * go_0(-1.0, 1.0); + result += mat4(0.13568372, 0.42744243, 0.03610402, 0.13057254, -0.15189639, 0.3270829, 0.07523759, -0.03377655, -0.11991776, 0.043995053, -0.04695395, 0.057843372, 0.123827286, -0.5117275, -0.27580252, -0.06490049) * go_0(0.0, -1.0); + result += mat4(0.20916292, 0.14519285, 0.29285586, -0.14002982, -0.02903087, 0.07725845, 0.42922875, 0.22422947, -0.006809662, 0.25789696, -0.23387176, 0.18227082, 0.1949605, 0.39381132, 0.13233, -0.03979206) * go_0(0.0, 0.0); + result += mat4(0.050690006, -0.016765494, -0.06890609, -0.06165983, -0.1547756, 0.030649774, -0.10065935, -0.123401724, -0.2001527, -0.14910932, -0.030470714, -0.036002573, 0.13485923, 0.09405768, -0.14694588, 0.12113117) * go_0(0.0, 1.0); + result += mat4(-0.09391889, 0.13889499, 0.0544932, -0.06221289, -0.13378021, 0.18230891, -0.04311924, 0.09056919, -0.00071865856, -0.1485109, -0.18140738, -0.22380811, -0.052037843, 0.07200541, -0.08552131, 0.039394405) * go_0(1.0, -1.0); + result += mat4(-0.1129644, -0.08789729, -0.20112263, -0.14140582, 0.13343073, 0.15928635, -0.0004416807, -0.08655255, 0.11923446, 0.14782757, -0.2526453, 0.06534483, 0.28670022, 0.08661807, -0.05939282, -0.1264073) * go_0(1.0, 0.0); + result += mat4(-0.069123454, -0.024052331, 0.08405668, 0.0024100337, -0.0091934, 0.06140827, 0.07263404, -0.09847185, -0.15793528, -0.043271005, -0.051817372, -0.060237445, -0.0066771735, 0.12329388, 0.061106086, 0.036974255) * go_0(1.0, 1.0); + result += mat4(-0.05637151, -0.10100362, 0.03314885, -0.10366338, 0.030021148, 0.03372163, -0.032138795, 0.01293222, -0.11080214, 0.010572153, -0.01362632, 0.010574912, -0.16158684, -0.08245153, 0.118470125, -0.13403644) * go_1(-1.0, -1.0); + result += mat4(0.1868926, -0.01747845, -0.18130527, 0.13928702, -0.05539085, 0.032680083, 0.074883655, 0.018892298, -0.17280246, -0.047390517, 0.27345997, -0.022709364, -0.08344301, -0.014933963, -0.09545577, -0.033305403) * go_1(-1.0, 0.0); + result += mat4(-0.30393317, -0.05171247, 0.00841183, 0.14072971, 0.08149488, 0.018601093, 0.021672362, 0.060667925, -0.0843176, -0.10364707, -0.21641973, -0.042780574, 0.08775126, -0.1777216, 0.13253935, -0.06866668) * go_1(-1.0, 1.0); + result += mat4(-0.09160829, -0.026550675, -0.2643876, 0.23035419, -0.092297986, -0.0631223, -0.094887145, -0.04810445, -0.17819802, -0.36207268, 0.21447507, -0.055772606, 0.15652925, -0.045815215, 0.026055578, -0.08619429) * go_1(0.0, -1.0); + result += mat4(0.31203738, 0.1421051, 0.047671713, 0.043899603, -0.0063436944, -0.05302037, 0.10466757, 0.055510703, 0.26608247, -0.5555844, 0.1569081, 0.06456405, 0.3684636, 0.25736332, 0.074449226, -0.44859105) * go_1(0.0, 0.0); + result += mat4(0.17698939, -0.022741819, 0.060476527, 0.25612378, 0.020842008, 0.06931272, -0.019117761, -0.087975, -0.13561797, -0.1362288, 0.29442817, 0.13402307, -0.039556194, -0.019829288, 0.17118609, 0.1278197) * go_1(0.0, 1.0); + result += mat4(-0.31739852, 0.14773282, -0.24623321, 0.108611636, 0.14553224, -0.011245446, 0.12459254, 0.010767416, -0.03386007, -0.21067396, -0.07546396, 0.04937681, -0.1519659, 0.012008841, -0.115991235, 0.10733518) * go_1(1.0, -1.0); + result += mat4(0.03970365, -0.024820864, -0.20029032, 0.29602152, 0.09690361, 0.08654618, -0.012617663, -0.12546124, 0.20103471, 0.00038131204, 0.1211002, -0.1292234, 0.11913651, -0.11322767, -0.01288022, -0.041910112) * go_1(1.0, 0.0); + result += mat4(-0.009281656, 0.1297087, -0.05293133, -0.1246988, -0.022248892, -0.034976568, 0.08893194, -0.11639006, -0.17021456, -0.069115035, 0.17411986, -0.0622714, -0.13591176, -0.052181553, -0.3032676, 0.19398004) * go_1(1.0, 1.0); + result += mat4(0.0135761835, -0.03810734, 0.046213724, 0.010946248, -0.21182157, -0.18424067, 0.0072398814, -0.06510514, 0.25013617, 0.021596389, 0.20208448, 0.06570989, 0.040997196, 0.11164517, 0.0758064, 0.055730976) * go_2(-1.0, -1.0); + result += mat4(0.27164775, -0.02738497, -0.07753674, 0.14808752, 0.035788253, -0.1008786, -0.21798207, 0.12514383, 0.12547313, -0.046524163, -0.069985755, -0.05973989, -0.12339831, 0.09729143, 0.062413983, 0.054448497) * go_2(-1.0, 0.0); + result += mat4(0.12982179, 0.121222205, -0.012715672, 0.026885295, 0.06398589, -0.050220918, 0.011918637, 0.02942106, -0.049117237, -0.091542035, -0.08816891, 0.014023178, -0.22852097, -0.06725802, -0.058409374, 0.0413034) * go_2(-1.0, 1.0); + result += mat4(-0.028438574, -0.17127529, -0.1611554, 0.020367429, -0.10448821, -0.44258052, 0.055850565, -0.1832564, -0.055781726, 0.1632947, -0.3766877, -0.14964445, -0.022300515, -0.15305346, -0.109381065, -0.115521505) * go_2(0.0, -1.0); + result += mat4(-0.26233345, 0.016659187, -0.16647589, 0.187565, 0.012088588, -0.07336387, 0.5486782, 0.3620359, 0.033402268, 0.009075903, -0.11902273, -0.37233996, -0.013799898, -0.008520962, -0.007579324, -0.018678436) * go_2(0.0, 0.0); + result += mat4(0.043346863, 0.10735683, -0.13174124, -0.121098995, -0.0044274325, -0.01888604, 0.12524483, -0.15453935, 0.10062332, -0.039168928, 0.34596562, 0.10575704, -0.04829014, -0.07308859, 0.17704462, 0.009876651) * go_2(0.0, 1.0); + result += mat4(0.16003962, -0.048122417, 0.04131919, -0.14133601, 0.11822638, -0.151548, 0.07274908, -0.253861, 0.11097183, -0.020288134, 0.06425395, -0.046268225, -0.07545768, -0.034767404, -0.111868136, 0.04605878) * go_2(1.0, -1.0); + result += mat4(-0.15711343, -0.04597314, -0.054248903, 0.10960686, -0.197342, 0.017807756, -0.17929378, 0.0669755, -0.14432156, -0.15553066, 0.1257169, -0.10205468, -0.11606485, 0.10992325, -0.026786113, 0.07244239) * go_2(1.0, 0.0); + result += mat4(0.24323255, 0.062938176, -0.10080858, 0.023388771, 0.08971783, -0.121303156, 0.030533563, 0.034501072, -0.070121005, -0.015707897, -0.008001506, 0.089416444, 0.08043049, 0.0414907, -0.051737808, 0.16745205) * go_2(1.0, 1.0); + result += mat4(0.045207355, 0.17343028, 0.038214743, 0.0124091925, 0.06772331, 0.16741976, -0.069976054, -0.09214925, 0.26161152, 0.21708632, -0.074641965, 0.10069592, -0.007335202, 0.0023308273, 0.102324076, -0.04463461) * go_3(-1.0, -1.0); + result += mat4(-0.029115323, 0.09462037, 0.12704706, -0.0028017738, -0.20877443, 0.14758751, 0.11664195, -0.14800303, -0.42558858, -0.18685985, 0.019180436, -0.14385854, 0.13955534, 0.04206586, -0.1564317, -0.14350334) * go_3(-1.0, 0.0); + result += mat4(0.18595266, -0.038219437, 0.04847514, 0.093401335, 0.01025365, -0.009859873, -0.068309866, -0.025273895, 0.38261253, 0.097571604, 0.15044056, 0.012236991, -0.050778836, 0.01948223, -0.09681198, -0.0725782) * go_3(-1.0, 1.0); + result += mat4(-0.15834534, -0.13884525, -0.41221318, -0.14256534, 0.14789878, -0.41153955, -0.10059337, -0.11296314, 0.067884445, 0.08605005, 0.05261639, -0.082988836, -0.121354714, 0.0412593, -0.22355177, -0.33940288) * go_3(0.0, -1.0); + result += mat4(-0.09894384, 0.011797632, -0.37582433, 0.13686092, -0.114456564, 0.10519318, -0.531876, 0.20149896, -0.40502954, -0.18473613, -0.027613513, -0.1229287, -0.15272947, -0.19752924, -0.009277203, -0.13704798) * go_3(0.0, 0.0); + result += mat4(-0.16676758, 0.06472998, -0.02979381, 0.028654594, 0.013178715, 0.0011208704, -0.14250684, 0.024595363, -0.0024331086, 0.15876009, -0.18146951, -0.21787827, -0.039896637, 0.022137187, 0.096943565, 0.1463433) * go_3(0.0, 1.0); + result += mat4(-0.020311443, -0.11862785, 0.024973717, -0.19604981, -0.07155344, -0.21432653, -0.032866854, -0.009850146, 0.20013084, 0.124072924, 0.09021492, 0.13809857, 0.21196319, -0.039707713, 0.18131028, 0.022565559) * go_3(1.0, -1.0); + result += mat4(0.015458234, 0.19860977, 0.25325814, 0.32606927, -0.10935829, -0.10354393, -0.069758624, 0.016730295, 0.13970691, -0.026566936, -0.055172898, -0.39109713, -0.15070316, 0.07282636, 0.059083372, 0.01492328) * go_3(1.0, 0.0); + result += mat4(0.016830033, -0.024868606, 0.05206643, -0.09652772, 0.0023192533, 0.008338291, -0.092116445, -0.05736829, 0.18136622, 0.046195503, 0.07144144, -0.0051190723, -0.0750335, -0.06531934, -0.011301411, 0.048583686) * go_3(1.0, 1.0); + result += mat4(0.04040649, -0.14777681, -0.0367592, 0.025550898, 0.0519472, 0.25573796, -0.041682925, 0.092338845, 0.025231685, 0.06609314, 0.020205751, 0.010512631, -0.12048031, -0.063682325, -0.017069822, 0.0103084585) * go_4(-1.0, -1.0); + result += mat4(0.09606588, 0.004819853, -0.010837633, 0.24923539, -0.1006792, 0.13619965, 0.15648063, -0.15472235, 0.074816, 0.061060935, 0.12031998, -0.07962363, -0.019762445, -0.08738595, 0.035822686, 0.19986363) * go_4(-1.0, 0.0); + result += mat4(0.25893176, 0.08258401, -0.08531076, -0.023176214, -0.13755056, 0.14691706, 0.17879073, -0.025577985, -0.28195706, -0.10409214, 0.06793316, -0.06837923, -0.122581184, 0.038157687, -0.265953, 0.19280349) * go_4(-1.0, 1.0); + result += mat4(-0.113429695, 0.057516146, 0.3503902, 0.2084302, 0.095209785, 0.4323637, 0.036503337, -0.37528926, 0.17068225, 0.28902432, 0.08930841, 0.11777051, -0.11170577, -0.030996192, -0.050521877, 0.18092346) * go_4(0.0, -1.0); + result += mat4(-0.36534205, 0.0657259, -0.036097083, 0.1666858, 0.16353793, -0.055323638, -0.2819786, -0.049529333, -0.06722856, 0.07748645, -0.34818858, -0.15242954, -0.11060249, -0.27319375, 0.15099055, 0.4111536) * go_4(0.0, 0.0); + result += mat4(0.19415127, 0.17859334, -0.043898348, -0.050272048, 0.16689122, 0.012172907, -0.15645516, 0.14623365, -0.0016135718, -0.0029198902, -0.07367009, 0.18115741, 0.095786035, 0.083239935, 0.12505479, -0.009228445) * go_4(0.0, 1.0); + result += mat4(0.04141629, -0.09798292, -0.02985331, 0.13288854, 0.0029625932, 0.29050517, -0.14383948, 0.33147556, -0.19490755, -0.08341335, -0.049894527, 0.110408075, -0.185923, 0.12881704, -0.04483314, 0.13530989) * go_4(1.0, -1.0); + result += mat4(-0.025660308, -0.04277649, -0.044980843, -0.057717774, 0.48945707, 0.16011417, 0.35871124, -0.39541483, -0.0025785516, -0.055724356, 0.119274266, 0.009319305, -0.055367954, 0.07492857, -0.078998685, -0.10131247) * go_4(1.0, 0.0); + result += mat4(-0.16801779, -0.04895317, -0.21586019, 0.04615353, 0.09740849, 0.030762976, 0.17467776, 0.0120422365, 0.19799858, 0.049733654, -0.024367984, -0.008110729, -0.14235103, 0.03514316, 0.041790742, -0.09109183) * go_4(1.0, 1.0); + result += mat4(-0.26878524, -0.19208838, 0.0124758, -0.13010885, -0.0144377565, -0.015653338, -0.11066211, -0.05679906, -0.114442214, -0.04127417, 0.036079098, -0.04462267, 0.05359463, 0.021078862, -0.017311526, -0.05955371) * go_5(-1.0, -1.0); + result += mat4(-0.42738852, 0.08011972, -0.120668575, -0.11827848, -0.16975085, -0.08911275, -0.076764226, -0.0891852, 0.19799769, -0.068180755, -0.109158665, 0.033777766, 0.23276065, -0.14431503, -0.011219252, -0.04819201) * go_5(-1.0, 0.0); + result += mat4(0.20798479, 0.20048247, -0.056686644, -0.12528493, -0.10292887, 0.008766131, 0.22832678, 0.009819724, 0.014666803, -0.032819923, 0.061416402, -0.052261874, 0.3986435, 0.2218756, 0.04587176, -0.056256443) * go_5(-1.0, 1.0); + result += mat4(0.006675663, -0.2561866, -0.013982697, -0.08625728, 0.12800391, -0.030867307, 0.104720816, 0.14650136, -0.100959726, 0.19566104, 0.057220545, 0.24033053, 0.08719554, 0.018098617, -0.07996598, -0.015701583) * go_5(0.0, -1.0); + result += mat4(-0.0354034, -0.06831094, 0.42055416, 0.11949096, -0.05344659, -0.1860165, -0.07301184, -0.30869538, -0.1953362, -0.13361058, -0.19827844, 0.078833625, -0.18285057, -0.116519555, 0.029914267, 0.21471292) * go_5(0.0, 0.0); + result += mat4(-0.12320904, -0.06025351, -0.12828222, -0.11336264, -0.15036534, -0.13378584, -0.18584451, 0.045040403, -0.0675013, 0.04541515, 0.028214835, 0.06800308, -0.21156439, 0.24866186, 0.21416123, -0.040026035) * go_5(0.0, 1.0); + result += mat4(0.0753877, -0.04430112, 0.15395011, -0.07991276, -0.08305846, 0.055565085, -0.031790998, 0.10893703, -0.057524715, 0.012498553, 0.010330039, 0.12658505, 0.09117975, -0.08158854, 0.26708308, -0.16074498) * go_5(1.0, -1.0); + result += mat4(-0.29645425, -0.039365437, -0.18364744, 0.16236888, 0.04460683, -0.12283852, 0.23568133, -0.08579463, 0.08793187, -0.057041798, 0.1710201, 0.07482411, -0.13072757, 0.0841477, 0.13957432, 0.1679739) * go_5(1.0, 0.0); + result += mat4(-0.29222, -0.12256286, 0.02170915, -0.21209532, 0.024504298, 0.02795105, 0.07216779, -0.032558184, 0.14820465, 0.025545621, -0.054377284, 0.071698785, 0.017161021, 0.07144609, 0.11378573, 0.3110773) * go_5(1.0, 1.0); + result += vec4(-0.08908616, -0.020727161, -0.10065884, -0.042632345); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.064056724, -0.07093631, 0.04779868, -0.02587647, -0.071125306, -0.074813634, -0.068414815, -0.08501005, 0.063606724, 0.034935262, -0.03552888, -0.24985667, 0.11153104, 0.0071351845, 0.19171661, -0.029433867) * go_0(-1.0, -1.0); + result += mat4(-0.09995801, -0.09326525, 0.06775157, -0.038214244, -0.10054348, -0.16220573, 0.102754906, 0.071962886, 0.23763078, 0.013961893, 0.015597981, -0.2632074, 0.22045082, 0.071685486, -0.08206874, 0.13892207) * go_0(-1.0, 0.0); + result += mat4(-0.01934266, -0.006904077, -0.10715261, 0.17485306, 0.013713242, -0.12410888, -0.007832815, -0.03868287, -0.15776807, -0.2635318, 0.003962659, -0.18496422, -0.11876284, -0.039445885, 0.06629498, 0.22338709) * go_0(-1.0, 1.0); + result += mat4(-0.034078594, -0.1805506, -0.025518876, 0.014371885, 0.030084224, -0.014354998, -0.0109806815, -0.20827125, 0.042328708, -0.018653959, 0.059650034, 0.029813247, 0.19455545, -0.113774136, 0.26678622, 0.11695122) * go_0(0.0, -1.0); + result += mat4(-0.023987826, -0.023700913, 0.08644919, -0.1750627, -0.26300937, 0.29743475, 0.1503612, -0.42041445, -0.011562484, -0.3249365, 0.01101664, -0.09328339, -0.09930711, 0.14022289, -0.32576883, 0.026680376) * go_0(0.0, 0.0); + result += mat4(0.06988121, 0.109367564, 0.03402709, -0.17185646, -0.058330853, 0.04632417, -0.010930606, -0.107686765, 0.022882087, -0.08536933, 0.10469813, -0.0737954, 0.16710569, 0.18354355, -0.06688489, -0.019448377) * go_0(0.0, 1.0); + result += mat4(0.019293351, 0.0123047, -0.15684208, 0.054855164, -0.09483187, 0.007899257, -0.07996407, 0.06905782, -0.014882362, -0.17087294, -0.17222148, -0.018799115, 0.042367876, 0.15077937, 0.08865754, -0.10869854) * go_0(1.0, -1.0); + result += mat4(-0.002714694, -0.1375695, -0.1394463, 0.035844512, 0.0085730525, -0.14237584, 0.10053908, 0.07594752, 0.26822913, -0.07813585, 0.10951651, 0.036110748, -0.008980184, -0.018826121, -0.027037399, -0.010021858) * go_0(1.0, 0.0); + result += mat4(-0.028075742, 0.069354035, -0.00936207, -0.07844518, -0.022958742, -0.014102934, 0.031117663, -0.009953486, -0.078456596, -0.0880605, 0.063174024, 0.018579911, -0.0015331954, 0.15179089, 0.003745209, -0.029687254) * go_0(1.0, 1.0); + result += mat4(0.018290054, -0.014245797, -0.17358118, -0.056127924, 0.07084526, 0.03571643, 0.02986269, -0.106873244, -0.048314985, 0.025376959, -0.09932602, 0.011822442, -0.038084786, 0.018717794, -0.18553552, 0.025297863) * go_1(-1.0, -1.0); + result += mat4(0.07225246, -0.029364137, 0.011361293, 0.093667194, -0.10645156, 0.0865526, -0.008865539, -0.011799614, -0.21514468, -0.06500061, 0.08485134, 0.23484601, 0.18280883, 0.0598522, -0.13781232, -0.03465513) * go_1(-1.0, 0.0); + result += mat4(0.060355596, 0.22477956, 0.01595966, 0.094911985, 0.047214787, 0.042830862, 0.029644348, 0.08143906, 0.02341161, -0.053311694, 0.005260219, 0.04425682, -0.04813383, -0.062679216, 0.019290956, -0.05866764) * go_1(-1.0, 1.0); + result += mat4(0.09550533, -0.0281284, 0.18278416, 0.15003324, -0.06580779, 0.041769683, -0.08509133, 0.11734207, 0.049989708, 0.08702604, -0.06486799, 0.063569345, 0.11966632, -0.026014533, 0.03127322, -0.12456593) * go_1(0.0, -1.0); + result += mat4(0.31493753, 0.21239288, 0.23353736, 0.023554513, -0.052986618, -0.0902623, -0.2293566, 0.021443173, -0.5114285, 0.19488071, 0.27000505, -0.1988818, 0.065105505, 0.04904789, -0.0014040003, -0.057719957) * go_1(0.0, 0.0); + result += mat4(-0.1556567, 0.03353479, -0.13394126, -0.017714672, 0.057949618, 0.013137359, 0.058261257, -0.07417554, -0.115135044, 0.17160247, -0.006379533, 0.1885825, -0.22129406, -0.043042038, 0.024051858, 0.17637861) * go_1(0.0, 1.0); + result += mat4(-0.035570182, 0.06328232, 0.016843708, -0.06668748, -0.0056720893, 0.08904317, 0.052788604, -0.0017134451, -0.018143848, 0.040248383, 0.015489914, -0.028669124, 0.008654496, 0.046033252, 0.1050059, 0.0273359) * go_1(1.0, -1.0); + result += mat4(0.022325872, 0.019782262, 0.13855061, -0.095333435, -0.017554015, -0.2036992, -0.17955759, 0.051069602, 0.06197425, -0.1524745, 0.06332084, 0.16367467, 0.012856071, -0.067313105, 0.26188868, 0.014297151) * go_1(1.0, 0.0); + result += mat4(0.24847886, 0.037001565, 0.02012791, -0.08560085, -0.07295144, -0.09001876, 0.09916956, -0.056165274, -0.13455103, 0.025426334, -0.040519975, 0.10362695, 0.1720182, -0.003640278, 0.0108676655, -0.006747253) * go_1(1.0, 1.0); + result += mat4(0.035146076, 0.0751456, 0.074510865, -0.009687164, -0.059647426, 0.11068295, 0.005034347, -0.0094476575, 0.15726817, 0.06547935, -0.003077329, -0.095212325, -0.033507027, 0.044296283, -0.053546224, 0.0667459) * go_2(-1.0, -1.0); + result += mat4(0.026525194, -0.10907353, 0.17279102, -0.057787284, 0.0054999366, -0.104058325, 0.04222895, 0.2964297, -0.123814896, -0.12381756, 0.08017246, -0.41211042, -0.09396297, 0.006370269, -0.051667687, 0.1595841) * go_2(-1.0, 0.0); + result += mat4(-0.057249974, -0.11224924, 0.04510644, 0.031252895, 0.13152118, -0.061255917, -0.1275758, 0.24736635, 0.15261558, -0.02695863, -0.04368786, 0.077176146, -0.07857015, 0.10112319, -0.09226026, 0.096964024) * go_2(-1.0, 1.0); + result += mat4(-0.17078993, 0.007348804, -0.005015552, 0.05306818, 0.055224724, 0.11567237, -0.20675188, -0.003248449, -0.112982295, -0.1578056, -0.46721724, 0.10590234, 0.20476797, 0.10101496, -0.04983351, -0.2430514) * go_2(0.0, -1.0); + result += mat4(0.41511732, -0.14909638, -0.20466527, 0.32993126, 0.034264483, 0.35299808, 0.047212206, 0.22853905, 0.44917694, -0.26854274, 0.28782642, 0.28775322, 0.10682206, -0.036426, -0.05926136, -0.09808791) * go_2(0.0, 0.0); + result += mat4(0.1623692, 0.04208961, -0.12735078, 0.119587936, -0.018460283, 0.01926331, -0.16922039, -0.020692306, -0.23654786, -0.09682156, 0.02356279, 0.292154, -0.12550685, -0.039114326, -0.010045899, 0.009884463) * go_2(0.0, 1.0); + result += mat4(-0.024572646, -0.04915667, -0.0891658, -0.101300426, 0.09721007, -0.027222471, -0.08186617, -0.08800145, 0.16128908, 0.017369738, -0.17755122, 0.030553974, -0.04786194, -0.033306226, -0.11137265, 0.097252734) * go_2(1.0, -1.0); + result += mat4(-0.13219555, 0.14680044, -0.020835813, -0.19928418, -0.17540939, 0.08884416, -0.16007939, -0.2782367, -0.26362786, -0.053185944, 0.21527831, -0.12771867, 0.09537403, 0.06372314, 0.07092338, 0.016300872) * go_2(1.0, 0.0); + result += mat4(0.06020855, -0.027582346, -0.060386427, -0.16418251, 0.13412488, 0.0635046, -0.16844325, -0.031885087, 0.19441758, 0.21037033, -0.21288314, 0.0033019097, 0.07076219, 0.1341822, 0.07913143, 0.025000073) * go_2(1.0, 1.0); + result += mat4(0.1165525, 0.1224346, -0.049421676, -0.09238292, -0.009945548, 0.095751256, -0.09618111, -0.031556837, 0.08579153, -0.11566272, 0.1746714, 0.2033271, 0.21790707, 0.11779413, -0.024555488, -0.06705437) * go_3(-1.0, -1.0); + result += mat4(-0.17143509, 0.076514326, 0.18922825, -0.2367472, -0.0980002, 0.28013328, -0.12218669, -0.043787587, 0.0058879694, -0.024139067, -0.26422662, -0.11571965, 0.14444259, 0.017443683, -0.08909287, -0.2847621) * go_3(-1.0, 0.0); + result += mat4(0.025492875, -0.079289034, 0.08755382, 0.032952707, 0.066548645, 0.047626834, -0.022007272, -0.053937066, -0.005625632, -0.20218278, 0.081909254, 0.10763452, 0.025432698, -0.008357586, 0.052571986, -0.13281691) * go_3(-1.0, 1.0); + result += mat4(0.19026323, -0.03131676, -0.6082668, 0.18015681, -0.08726318, -0.10005449, -0.12227455, 0.09603944, -0.10222641, -0.04765289, -0.25651884, 0.09121576, -0.13599087, 0.004900871, -0.37133986, -0.17672789) * go_3(0.0, -1.0); + result += mat4(0.45967895, -0.39018512, 0.050611064, 0.03249431, 0.30238965, -0.3105947, 0.06669453, 0.32732725, 0.066052265, 0.49977377, -0.050907653, -0.03348076, 0.029122408, 0.0600764, -0.07822951, 0.20902982) * go_3(0.0, 0.0); + result += mat4(-0.08013542, 0.10021573, -0.11628576, 0.14346479, 0.057000324, -0.108649634, 0.019887695, 0.103890195, 0.1409188, 0.20089024, -0.102009736, 0.1325033, 0.044806838, -0.05788581, 0.048131753, -0.06652887) * go_3(0.0, 1.0); + result += mat4(-0.16966644, -0.24639672, 0.019028572, -0.06812002, 0.03262217, 0.09131447, 0.013230795, -0.11368682, -0.06550434, 0.13262247, 0.08878271, -0.08202508, 0.015975898, -0.060910717, 0.06115912, 0.15341121) * go_3(1.0, -1.0); + result += mat4(0.15634352, 0.17069998, 0.14901571, 0.009626357, -0.06694675, 0.17337729, -0.19245732, -0.053627927, 0.1267725, -0.21431756, -0.07327218, -0.05756576, -0.032537382, -0.02760317, 0.13781238, 0.13548511) * go_3(1.0, 0.0); + result += mat4(-0.028399123, -0.1360119, 0.2317893, -0.025993945, 0.03924595, -0.042272273, -0.116523296, -0.09528808, 0.1524186, 0.055862464, 0.03739477, -0.09871636, -0.07834257, -0.041219592, 0.04540839, 0.1291419) * go_3(1.0, 1.0); + result += mat4(-0.19614807, -0.09363595, 0.056008626, 0.005871811, 0.16565295, -0.0842474, 0.11023916, 0.13774084, -0.042277314, -0.021777004, -0.03129473, 0.1514441, -0.039998986, 0.071076415, 0.01945138, -0.12146891) * go_4(-1.0, -1.0); + result += mat4(0.06687245, -0.1199503, 0.21189997, 0.35098252, 0.033946924, 0.3198622, -0.22240919, -0.1667172, -0.036933, 0.229118, -0.11569919, -0.16484495, -0.11610055, 0.015235093, 0.3831026, 0.1465072) * go_4(-1.0, 0.0); + result += mat4(0.03791039, 0.018180382, -0.042332668, 0.013624834, -0.18835816, -0.0509036, -0.021141365, -0.004950831, -0.08342777, 0.1390103, 0.015515743, -0.19880094, 0.11614853, 0.06523873, 0.13055101, 0.1372081) * go_4(-1.0, 1.0); + result += mat4(-0.0018500675, 0.18703233, 0.30595052, -0.016893126, -0.22149622, 0.15263912, -0.66434824, -0.02816733, -0.046903886, -0.111711785, 0.24890791, 0.045937214, -0.17543675, 0.0062527983, 0.19804789, 0.017593222) * go_4(0.0, -1.0); + result += mat4(-0.04760463, 0.05421001, -0.28332436, -0.025446368, 0.21688665, 0.5815682, 0.46906602, -0.05001719, 0.23411441, -0.07280948, -0.13070935, -0.015438214, -0.13005666, 0.1889405, -0.2580563, -0.15314907) * go_4(0.0, 0.0); + result += mat4(0.12959057, -0.0948774, 0.06675651, -0.17425562, 0.10021383, 0.33856025, -0.31008336, -0.025042048, -0.052502744, 0.029178401, -0.0048839073, 0.038400315, -0.018125525, -0.0767934, 0.094993874, -0.18367463) * go_4(0.0, 1.0); + result += mat4(-0.022678657, -0.0065315845, 0.06314526, -0.054645326, 0.13771887, 0.046705935, -0.04636017, 0.14018759, -0.04231133, -0.021541214, 0.017565796, 0.003035773, 0.08540473, 0.08129922, 0.11075298, 0.013874024) * go_4(1.0, -1.0); + result += mat4(0.08197226, -0.0058128256, -0.18930762, -0.036673985, 0.02281235, -0.08467056, -0.2223147, 0.2896992, 0.05395775, 0.11151909, -0.06499754, 0.1251099, -0.03142789, -0.030318923, -0.007785477, -0.04529621) * go_4(1.0, 0.0); + result += mat4(0.080762245, -0.018930724, -0.20362908, 0.056379218, -0.11373313, -0.12011991, 0.16567366, 0.08657685, 0.044468362, -0.08876271, -0.029667072, 0.035950437, -0.14428492, 0.029389331, 0.05124434, 0.0045285597) * go_4(1.0, 1.0); + result += mat4(-0.02969669, -0.008931901, -0.100618705, -0.052917536, 0.020904265, -0.13654597, -0.06518564, 0.10012143, -0.02225236, -0.0429339, -0.048810348, -0.05469844, 0.08333708, 0.030906782, -0.018940724, -0.026514838) * go_5(-1.0, -1.0); + result += mat4(-0.08655406, 0.114238694, -0.16437472, -0.08736896, 0.127443, 0.06291038, -0.2604087, 0.12457613, 0.24516857, -0.13755949, -0.0030577497, 0.10744015, 0.04641038, 0.05981727, 0.31352815, -0.18235594) * go_5(-1.0, 0.0); + result += mat4(0.008475862, 0.017425679, -0.08991029, -0.12069009, -0.08269583, 0.10742468, -0.014932612, -0.02626661, -0.016236676, -0.005973882, -0.027453009, -0.11351438, 0.047109496, -0.145119, 0.07747088, -0.07215372) * go_5(-1.0, 1.0); + result += mat4(-0.034174602, -0.060812023, -0.0006432491, -0.20983042, 0.046102066, 0.008952892, 0.15442203, -0.10698656, 0.17119479, -0.004389315, 0.3144101, -0.110222265, -0.14246719, 0.045711346, -0.13565831, 0.26117173) * go_5(0.0, -1.0); + result += mat4(-0.6470008, 0.04084706, -0.051462423, -0.06546568, -0.014792661, -0.15924191, -0.18878494, -0.23083107, -0.24585818, 0.2259637, -0.10123358, -0.19765808, -0.20856747, -0.228083, 0.37406453, 0.08601305) * go_5(0.0, 0.0); + result += mat4(-0.064584635, -0.21230863, 0.14970647, -0.11542264, 0.036966026, 0.029235318, 0.10329525, 0.044501476, -0.0177942, -0.109035276, 0.043533962, 0.028927831, 0.1558056, 0.10556724, 0.10270152, -0.14039369) * go_5(0.0, 1.0); + result += mat4(-0.066995785, 0.06306309, -0.13572344, 0.11198968, -0.0037865653, 0.015525267, 0.03302228, 0.11591493, -0.0528039, -0.059212606, 0.082170166, 0.0794709, -0.03251824, -0.026491115, 0.0763021, -0.13832395) * go_5(1.0, -1.0); + result += mat4(0.006861719, -0.07674664, 0.19552138, 0.041278, -0.04972735, 0.028953623, -0.05129196, 0.102604896, 0.09264856, 0.08714556, 0.14463316, 0.016883003, 0.26475173, -0.089217745, -0.10327653, 0.23053643) * go_5(1.0, 0.0); + result += mat4(-0.13946633, -0.07468852, 0.00806054, 0.075793736, 0.0094534205, 0.053835806, 0.053700656, -0.09649038, 0.011497834, -0.004986816, -0.019868635, 0.065568306, -0.026551232, -0.35115397, 0.015588715, 0.0713471) * go_5(1.0, 1.0); + result += vec4(0.046015948, 0.05442024, -0.016241902, 0.020935621); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!SAVE conv2d_5_tf2 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_4_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06520908, 0.11980297, 0.017079262, -0.0644185, 0.058950376, 0.31555367, -0.026817605, -0.07509471, -0.12542972, 0.17405558, 0.03727982, -0.116224065, -0.062435534, -0.19364153, -0.026986435, -0.03134909) * go_0(-1.0, -1.0); + result += mat4(0.038656387, 0.13447802, -0.16709015, -0.14351036, 0.103892356, 0.016569376, -0.07983408, -0.16095364, -0.11789444, -0.03072205, 0.123185664, -0.10082752, 0.21694018, -0.1617907, -0.011660872, 0.13927431) * go_0(-1.0, 0.0); + result += mat4(0.008439822, 0.122972764, -0.016326487, -0.078567974, 0.059017945, 0.06353737, 0.082813956, -0.0949065, -0.08315884, 0.021347238, -0.08931161, -0.16035163, 0.037683185, 0.06533404, -0.028883474, -0.09627357) * go_0(-1.0, 1.0); + result += mat4(0.08366899, 0.21790943, -0.22688796, -0.12604184, -0.043983214, 0.1403515, -0.36661214, -0.06573482, -0.0013522038, -0.06833309, -0.01641999, 0.069110356, 0.37018904, 0.10410086, 0.061855968, -0.1666379) * go_0(0.0, -1.0); + result += mat4(-0.2989202, -0.117328055, -0.050487056, -0.061127234, 0.1033415, 0.16767837, 0.18385236, 0.02724901, 0.35696694, -0.25828066, -0.074384004, -0.042253643, -0.41383776, -0.050653316, 0.14413886, 0.32937947) * go_0(0.0, 0.0); + result += mat4(-0.15808704, -0.106030256, 0.28908083, 0.008596225, -0.110294454, -0.08877176, 0.08842803, -0.039414957, 0.20766397, -0.17327146, -0.19335231, -0.061150387, -0.000814753, 0.1034041, -0.009765378, -0.07323427) * go_0(0.0, 1.0); + result += mat4(-0.01879742, -0.044466518, -0.09159235, -0.1501768, -0.0056229457, 0.18997125, 0.08428035, -0.13449019, 0.18263818, -0.10028305, -0.09866498, 0.117869616, -0.012634524, -0.029524704, -0.07730064, 0.00546821) * go_0(1.0, -1.0); + result += mat4(0.15762568, 0.105768956, 0.13892855, 0.00044988963, 0.12257598, -0.01147673, 0.006341714, -0.26212972, 0.40007222, 0.08705139, -0.2118067, 0.026638128, 0.03797633, -0.11589773, 0.0049106814, 0.12900658) * go_0(1.0, 0.0); + result += mat4(-0.121532075, -0.10590698, -0.03897105, -0.0071686152, 0.0033759288, -0.1396647, -0.028675696, -0.015227962, 0.18511333, -0.102051884, -0.016090686, 0.059021857, -0.11331271, -0.11874948, 0.018710922, 0.017408015) * go_0(1.0, 1.0); + result += mat4(-0.12550953, 0.16510391, 0.10619754, -0.016266964, -0.019227408, -0.18954511, -0.109888494, 0.016605422, -0.0005352285, 0.044191238, -0.088420294, 0.009006945, -0.022495952, 0.048431057, -0.020784441, 0.010173064) * go_1(-1.0, -1.0); + result += mat4(0.16963533, 0.18744309, 0.21297795, 0.08332983, -0.023056686, -0.07087108, -0.036333352, -0.015268741, -0.07492767, -0.045910314, 0.21631542, -0.16564575, 0.02388003, 0.13383305, -0.039016947, 0.0631532) * go_1(-1.0, 0.0); + result += mat4(0.02557174, 0.08842321, 0.16087292, -0.023776071, 0.031170124, 0.066140614, 0.05342162, -0.013030745, 0.124961995, -0.22359067, -0.036988057, 0.13611913, -0.1263602, -0.16664241, 0.01858248, 0.0013771311) * go_1(-1.0, 1.0); + result += mat4(0.015695665, 0.015101046, 0.17278792, -0.03986969, 0.14098491, -0.024497505, 0.21574442, 0.04450794, -0.10986037, 0.16416681, -0.09933916, 0.14197138, 0.0015567777, -0.0047904793, -0.21008217, 0.14554296) * go_1(0.0, -1.0); + result += mat4(-0.31723288, -0.11801757, 0.54204303, 0.21924974, -0.063086554, 0.031983662, -0.044489764, -0.044983335, -0.19877149, -0.34737584, 0.14496867, 0.24102491, -0.12645286, -0.12267188, 0.108755745, -0.042033415) * go_1(0.0, 0.0); + result += mat4(-0.12381552, 0.21796867, 0.047182925, 0.13479555, -0.07008901, 0.030664185, 0.10611406, -0.109855235, -0.035448074, 0.11677155, -0.21266608, 0.13169904, 0.031983715, 0.023444392, -0.17469533, 0.17422527) * go_1(0.0, 1.0); + result += mat4(0.022972934, -0.00795407, 0.05136999, 0.035493083, -0.17333633, -0.027870687, 0.02908348, 0.053750556, -0.014127204, 0.03970615, 0.04342455, 0.124589466, 0.16470553, 0.06732464, 0.043155663, -0.03983377) * go_1(1.0, -1.0); + result += mat4(-0.032124814, 0.032697737, 0.14967397, 0.0065929573, 0.1047251, 0.039273106, 0.08134817, -0.003973153, 0.040370148, -0.18200004, 0.089256786, -0.09854591, -0.0060806563, -0.1029578, -0.091431744, 0.10011842) * go_1(1.0, 0.0); + result += mat4(-0.037540972, 0.02491563, 0.18000527, -0.05821429, 0.05302547, -0.104025975, -0.10679022, -0.030143606, 0.0072812764, 0.06054551, -0.1211288, 0.04456214, 0.023387795, -0.003822218, 0.0058639925, -0.022066886) * go_1(1.0, 1.0); + result += mat4(0.06184228, -0.056854323, -0.040505715, 0.06577085, 0.09438042, 0.08642222, -0.070353776, 0.053747497, -0.1001193, 0.1620346, 0.0022546488, -0.084673025, -0.063821726, -0.06516542, 0.021665785, -0.01931425) * go_2(-1.0, -1.0); + result += mat4(0.07393532, -0.030919692, -0.05093964, 0.041760188, 0.20542595, -0.14245859, -0.08730749, 0.066625066, -0.030148488, 0.04094324, -0.17595454, -0.16575092, -0.015094979, 0.08206526, 0.1878202, 0.030275505) * go_2(-1.0, 0.0); + result += mat4(0.04596692, 0.24388434, 0.075821444, -0.11463937, 0.04743361, 0.073697835, -0.12414068, -0.13001998, -0.016750317, -0.115090236, 0.029251577, -0.00256914, 0.01848034, 0.020216811, -0.050685663, 0.15878099) * go_2(-1.0, 1.0); + result += mat4(-0.07033339, -0.10033772, 0.13496423, 0.05642528, -0.035572313, -0.17283621, -0.116152726, 0.05493664, 0.09753486, -0.03360219, -0.0357413, -0.18149517, -0.121751696, -0.07030741, 0.013601298, 0.033133104) * go_2(0.0, -1.0); + result += mat4(0.09432236, -0.09759138, -0.119828485, -0.14183357, -0.5797675, -0.07471831, 0.04211549, 0.26251101, 0.5751412, 0.5531362, -0.20901033, -0.44464877, -0.1050692, 0.35440886, -0.06443669, -0.27186042) * go_2(0.0, 0.0); + result += mat4(-0.069436476, 0.10357919, 0.09300722, -0.0992018, -0.15164262, 0.12421031, -0.20876148, -0.18715572, 0.020070476, -0.06525974, 0.0032806133, -0.007204605, -0.047449, 0.23941353, 0.074678384, 0.059585877) * go_2(0.0, 1.0); + result += mat4(0.01769955, -0.010905215, -0.048443984, 0.07100768, 0.037357494, -0.014723261, -0.15591852, 0.10612296, -0.13143727, -0.029275576, 0.021462034, 0.011848447, 0.08220801, 0.15958358, -0.022226475, -0.06178906) * go_2(1.0, -1.0); + result += mat4(-0.043331016, -0.060601693, -0.13266426, 0.2410773, -0.09411715, -0.054481134, -0.010012133, 0.07868362, -0.03723713, -0.32002482, -0.19103771, 0.024575114, 0.12048997, -0.33372483, -0.13358098, -0.11907925) * go_2(1.0, 0.0); + result += mat4(-0.06852358, -0.025769785, 0.16419932, 0.028622756, 0.07738885, 0.19097409, 0.030017732, 0.08942453, -0.103945315, 0.27710587, 0.07438472, 0.04317445, 0.07197963, 0.23000222, -0.025056513, 0.09491253) * go_2(1.0, 1.0); + result += mat4(-0.14467122, -0.010201622, 0.0076316656, -0.07795532, -0.062397595, -0.20432428, -0.008252111, 0.0849895, 0.16180839, -0.12278075, -0.011521546, 0.03288935, -0.14986265, 0.06768003, 0.18093173, 0.036510453) * go_3(-1.0, -1.0); + result += mat4(-0.13757493, -0.022130862, -0.14063741, -0.15224035, -0.16418923, 0.02701367, 0.034051962, -0.02580273, -0.21267697, 0.1778992, -0.11384793, -0.14056513, -0.12628116, -0.119479865, -0.08586524, -0.042770755) * go_3(-1.0, 0.0); + result += mat4(0.034048863, 0.043504484, 0.14368454, 0.0682472, -0.1318885, -0.09097908, -0.022142543, 0.045874257, -0.00010490822, -0.35216293, 0.04821174, 0.1037435, 0.11491783, -0.03074008, -0.15504418, 0.002481289) * go_3(-1.0, 1.0); + result += mat4(0.15464644, 0.13155764, -0.025967255, -0.122360244, 0.0050367275, -0.030188441, 0.26694667, 0.09298438, 0.12436595, 0.1894544, 0.097955175, -0.1976165, 0.17701727, -0.39169946, 0.07254687, 0.18344238) * go_3(0.0, -1.0); + result += mat4(0.7450363, -0.021375138, 0.1908325, -0.43873882, 0.32581338, 0.06003156, -0.16481178, -0.097786136, 0.07664747, 0.083530955, -0.19303781, -0.2208752, 0.2954345, -0.020337705, 0.14045238, -0.19992891) * go_3(0.0, 0.0); + result += mat4(-0.13618276, 0.1301855, 0.07342773, -0.28985927, 0.1162901, -0.20089008, -0.036014035, 0.13122658, -0.121863954, 0.012138018, 0.17843567, 0.03828356, 0.048146408, 0.2968513, 0.069999285, -0.130018) * go_3(0.0, 1.0); + result += mat4(0.21915652, 0.05540849, 0.10738131, 0.07626957, -0.13932791, -0.26324788, -0.024981115, 0.100521, -0.3060648, -0.21207786, 0.1482194, -0.114556216, -0.09286606, 0.01816721, 0.018395979, -0.03223082) * go_3(1.0, -1.0); + result += mat4(0.007953473, 0.41586113, -0.12301476, -0.0714516, -0.18429835, 0.05822646, 0.003684946, 0.18452546, 0.07199102, -0.038058747, -0.11968186, 0.057275392, 0.018090919, 0.15575454, 0.14568369, -0.008162466) * go_3(1.0, 0.0); + result += mat4(0.0046069925, -0.14948042, -0.06077474, -0.18606511, -0.046001855, 0.072694264, 0.0853064, -0.07509439, -0.16638888, 0.008207148, -0.06407435, 0.0832239, 0.11806991, 0.08564391, -0.09793387, -0.009962631) * go_3(1.0, 1.0); + result += mat4(0.17163257, 0.17926122, 0.08094341, 0.01562118, 0.08006863, 0.16360049, 0.061501157, 0.015167974, 0.038785663, -0.024147237, 0.04187129, 0.020464495, 0.0043754554, -0.12979902, -0.116078086, 0.02519678) * go_4(-1.0, -1.0); + result += mat4(0.1390449, -0.31678367, -0.05487266, 0.028750261, -0.2432485, 0.4501461, 0.16770184, -0.21504217, -0.113885716, 0.24819264, 0.10844277, 0.16599967, 0.07485992, -0.15028708, -0.050178476, 0.058082305) * go_4(-1.0, 0.0); + result += mat4(0.025873372, 0.0873282, -0.00070206827, 0.038967356, -0.12720318, -0.036212232, 0.37016478, 0.08430346, -0.18743254, -0.075341664, -0.027113464, 0.0478065, 0.30386332, 0.03854462, -0.08687961, 0.043612193) * go_4(-1.0, 1.0); + result += mat4(-0.1514979, 0.20321548, -0.12928946, -0.08803361, 0.062216565, -0.26570085, 0.26420683, -0.0777953, 0.008385508, 0.112346895, -0.09958432, -0.1247562, 0.114825696, 0.12035607, 0.06491033, -0.036797147) * go_4(0.0, -1.0); + result += mat4(-0.24817157, 0.12276732, -0.21231028, 0.23803027, 0.43308944, 0.39496094, 0.15699469, 0.12618075, -0.037870817, 0.13224195, 0.007822175, -0.13612692, -0.07763684, -0.33213237, -0.0121766785, 0.16685596) * go_4(0.0, 0.0); + result += mat4(0.038585283, 0.04452951, 0.050363973, 0.027282275, -0.08253728, -0.06062145, 0.25581127, 0.04032097, 0.05333845, 0.023140023, -0.009572385, 0.16059966, -0.11572228, 0.044278048, 0.09749187, -0.15032573) * go_4(0.0, 1.0); + result += mat4(-0.03934602, -0.02766789, 0.026940307, 0.012599063, -0.31656685, 0.23716804, 0.44959545, -0.22446568, -0.054772135, -0.12735057, 0.057908695, -0.13251308, -0.08269784, 0.11659682, 0.098460965, 0.026333362) * go_4(1.0, -1.0); + result += mat4(-0.034531243, -0.034659956, 0.05089446, -0.039471556, -0.30950317, 0.10350312, 0.11603813, 0.08672152, -0.07706643, 0.29062438, 0.16422673, 0.074333824, 0.15247595, 0.068041846, -0.05291157, -0.15924777) * go_4(1.0, 0.0); + result += mat4(-0.008430657, 0.1884767, 0.15917906, 0.0063428413, -0.07987644, -0.04325211, -0.011584678, -0.010605869, -0.061187085, -0.09864619, -0.003040298, -0.08468758, 0.07886262, -0.14624445, -0.16320829, -0.01452985) * go_4(1.0, 1.0); + result += mat4(-0.08527653, -0.23416738, 0.06975244, 0.05253521, 0.061039444, -0.00083986257, 0.030380005, -0.023494298, -0.043048684, 0.14088461, 0.2651013, -0.069660574, -0.016013842, -0.051780187, -0.012583422, -0.033116736) * go_5(-1.0, -1.0); + result += mat4(-0.0006501486, -0.30294704, -0.22532716, 0.05011193, 0.065113634, 0.016704703, -0.045390636, 0.04377115, 0.11699081, 0.08135687, 0.020165889, 0.19826801, -0.018285288, -0.08564773, -0.26595154, -0.038110998) * go_5(-1.0, 0.0); + result += mat4(0.039095376, -0.0013404419, 0.012190645, 0.09428582, -0.11419318, 0.06917013, 0.034134097, 0.06616537, 0.03412512, 0.19301844, -0.055202305, 0.04042837, 0.04970565, -0.038846236, 0.13749482, -0.10204081) * go_5(-1.0, 1.0); + result += mat4(0.11721501, -0.12578778, 0.3620872, 0.21225488, -0.016926143, 0.006788099, -0.098553024, 0.07850037, 0.011090844, 0.029607147, -0.10133182, 0.09209217, -0.022987554, -0.20880799, 0.11736945, 0.051316652) * go_5(0.0, -1.0); + result += mat4(0.07336128, 0.12248782, 0.15166189, 0.19264354, 0.04438999, 0.14751169, -0.20144647, -0.13824841, -0.007747583, -0.16739956, 0.06877802, 0.35830194, 0.26836118, 0.16978757, 0.020257233, -0.13465263) * go_5(0.0, 0.0); + result += mat4(0.13214944, -0.06876062, 0.23750784, -0.021269983, 0.024918383, -0.26376384, 0.045127794, 0.13623215, 0.006213376, -0.08169226, -0.073229134, -0.007930807, -0.044477753, -0.0316362, 0.18907334, 0.11666457) * go_5(0.0, 1.0); + result += mat4(-0.043125346, 0.11734928, -0.075487934, 0.045608267, 0.0019688043, 0.050239112, 0.04037272, -0.05889949, 0.06669761, 0.12751873, 0.05863783, 0.0125279, -0.089946836, -0.12018046, -0.18921909, 0.023329671) * go_5(1.0, -1.0); + result += mat4(0.2132003, -0.31702018, -0.13358426, -0.08583953, 0.0059259925, -0.094208315, -0.11922049, -0.099796474, 0.09348341, 0.32579756, 0.1124768, -0.049808096, -0.23310517, 0.26437998, 0.11376541, 0.13568696) * go_5(1.0, 0.0); + result += mat4(0.20872836, -0.18229747, -0.24334186, 0.055828214, -0.05096774, -0.038215697, -0.15330918, 0.010210672, 0.018509107, 0.06662855, 0.029773839, 0.050827213, 0.18775174, -0.24382128, -0.28635338, 0.019148426) * go_5(1.0, 1.0); + result += vec4(0.0016613394, 0.059301294, -0.038810123, 0.10673296); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.063551076, -0.16613434, 0.12519288, 0.2613413, 0.026815815, 0.07070773, -0.021043811, -0.0669755, -0.19316983, -0.19476847, -0.15389214, -0.009875319, -0.0604898, -0.114369385, 0.027538, 0.13774374) * go_0(-1.0, -1.0); + result += mat4(-0.37544233, 0.12914102, 0.1366593, 0.31378758, 0.013987432, -0.06746779, -0.0083432635, 0.18277366, 0.09763598, 0.37610903, -0.04690116, -0.012697733, 0.26701328, -0.28395116, 0.20111044, -0.14729187) * go_0(-1.0, 0.0); + result += mat4(-0.11672882, -0.07698176, 0.128088, 0.04008766, 0.10915507, -0.06849285, 0.10052956, -0.043884028, 0.07211199, -0.10226781, -0.022282045, 0.23409745, -0.12000992, 0.24038276, -0.09234301, 0.0005270855) * go_0(-1.0, 1.0); + result += mat4(-0.09490642, -0.015582241, -0.19492888, -0.32142976, -0.08206514, -0.015905589, -0.058852483, 0.07062659, 0.26403823, 0.3431253, -0.026066927, -0.3181394, 0.08491617, 0.119145595, -0.13182211, 0.11299775) * go_0(0.0, -1.0); + result += mat4(-0.46511695, 0.041131947, -0.033913054, -0.02365193, -0.05553107, -0.07035273, -0.054731946, 0.14872038, 0.6574225, 0.43335545, -0.104082294, 0.07509184, -0.17075175, 0.45012367, -0.23016582, 0.11691375) * go_0(0.0, 0.0); + result += mat4(-0.11270771, 0.16805078, 0.06826135, 0.0033254998, -0.024538545, 0.09819631, 0.1497868, 0.07361046, 0.44126564, -0.08262802, -0.093892835, -0.017575772, 0.201439, -0.16137156, 0.020603918, -0.11584951) * go_0(0.0, 1.0); + result += mat4(-0.05802347, -0.008502925, 0.040704407, -0.018153232, 0.13748057, -0.01657812, 0.051693555, 0.049377594, 0.055863917, 0.033657834, -0.07277932, -0.090057924, -0.020979507, 0.045863025, -0.07975761, -0.051979877) * go_0(1.0, -1.0); + result += mat4(0.04014975, -0.08892218, 0.010484573, 0.10302432, 0.15378693, 0.08408517, 0.2501461, -0.24654758, 0.098134525, 0.02121331, -0.12720452, 0.18055904, -0.095695384, 0.07188886, -0.06675107, 0.024970558) * go_0(1.0, 0.0); + result += mat4(0.0036642263, -0.06313773, -0.037577838, -0.08352694, 0.015351579, -0.26856104, 0.006624689, 0.13869932, -0.17476316, 0.18687174, -0.10394873, 0.13418272, -0.079220034, 0.022169832, -0.031236127, -0.0339237) * go_0(1.0, 1.0); + result += mat4(-0.08630612, -0.0337143, -0.23126788, 0.06343892, 0.033023622, -0.03573692, 0.038431164, 0.13653663, -0.038872983, 0.0037933413, -0.04555905, 0.08925922, -0.13711931, -0.09402758, -0.010433323, 0.063199304) * go_1(-1.0, -1.0); + result += mat4(-0.097609736, -0.078787506, -0.08567856, 0.013807229, 0.07355257, -0.06374568, 0.14115064, -0.044682432, 0.14670128, 0.18986551, -0.15207475, 0.06219552, 0.06450654, 0.124214396, 0.009615842, 0.10263959) * go_1(-1.0, 0.0); + result += mat4(0.055290207, -0.040181328, -0.04919303, 0.020920292, 0.012198339, -0.06364409, -0.07055407, 0.036359143, 0.05182031, 0.23724687, 0.08679922, -0.18439333, 0.033763815, -0.011830226, 0.032295715, -0.07224721) * go_1(-1.0, 1.0); + result += mat4(-0.018177355, 0.05537294, 0.09365121, -0.11162771, 0.032960154, -0.3631022, 0.020872682, 0.026997598, 0.008251562, 0.0121242, 0.08893235, -0.2972536, 0.31769535, 0.21222967, 0.26210263, -0.07804949) * go_1(0.0, -1.0); + result += mat4(-0.09234649, -0.2313192, 0.2007695, -0.16570407, 0.4998518, 0.5021211, -0.23046456, 0.4675977, -0.04418793, 0.15888585, 0.634594, 0.08088828, 0.72703683, -0.10338289, 0.39535734, 0.08798907) * go_1(0.0, 0.0); + result += mat4(-0.07732275, 0.03470451, -0.0053107208, 0.12719902, 0.059666194, -0.09585871, 0.1990709, 0.071376435, 0.3475797, -0.22143288, -0.20879894, -0.07166567, 0.12787548, -0.02100069, 0.19628522, 0.30982283) * go_1(0.0, 1.0); + result += mat4(-0.0066751963, -0.10570687, -0.040173814, -0.111826494, 0.12028746, -0.011818079, 0.100319766, 0.050529975, -0.031993337, -0.0011481771, 0.028475156, 0.035728168, -0.104264215, -0.1322591, -0.0906199, 0.18882063) * go_1(1.0, -1.0); + result += mat4(0.08835854, 0.07846953, -0.00819189, 0.016579857, -0.12914272, 0.07969864, -0.11249944, 0.09885958, 0.05813271, 0.034933876, -0.10564021, 0.039766613, -0.34965426, 0.22660616, -0.37486964, -0.12369291) * go_1(1.0, 0.0); + result += mat4(0.11392956, 0.030622995, -0.04730621, -0.015045563, 0.085018255, -0.007865196, -0.025682064, -0.133319, -0.054862365, 0.062044714, 0.05505255, 0.16293961, 0.016092334, -0.02829063, 0.022702925, -0.12809299) * go_1(1.0, 1.0); + result += mat4(0.02367039, -0.10482778, -0.08608669, -0.062093236, 0.011747762, 0.022175042, 0.0071996297, -0.11276182, 0.028712617, 0.04126311, -0.0038132998, -0.1115989, -0.083056234, -0.009934547, -0.040698178, -0.12683636) * go_2(-1.0, -1.0); + result += mat4(-0.03936176, 0.013684187, -0.010472024, -0.10460055, 0.023214165, -0.010684623, 0.1418631, -0.09054893, -0.12086315, 0.17628363, -0.09017983, 0.058750905, -0.017493812, -0.017450733, 0.026728105, 0.00935395) * go_2(-1.0, 0.0); + result += mat4(-0.027332857, 0.0099790655, -0.08163504, 0.17689545, 0.0068078213, -0.023418542, 0.008682474, 0.02548335, -0.094120994, -0.06916872, -0.010798773, 0.08256571, 0.054553654, -0.06724611, 0.10275257, -0.03569369) * go_2(-1.0, 1.0); + result += mat4(0.08478009, 0.24308196, -0.05788887, -0.30866814, -0.01677214, -0.13036685, 0.114544466, 0.13763347, -0.1287353, -0.106372125, 0.06294474, -0.017131003, -0.036178716, 0.042261317, -0.04916793, 0.22008154) * go_2(0.0, -1.0); + result += mat4(0.113098085, -0.16627797, 0.2243724, 0.39611307, -0.14763622, -0.08843169, -0.041247193, 0.02559566, 0.26896805, -0.05941676, 0.081289455, -0.03463428, -0.32648194, -0.01743883, 0.14692393, -0.1419451) * go_2(0.0, 0.0); + result += mat4(-0.08624417, 0.039859742, -0.1319016, -0.13784388, -0.037280608, 0.04094322, -0.09264864, -0.14406647, 0.08943151, -0.012913666, 0.07797073, -0.011788144, 0.00781559, 0.09687341, -0.075485185, 0.029234888) * go_2(0.0, 1.0); + result += mat4(-0.03461818, -0.0578239, -0.11940533, 0.19817612, -0.06190108, 0.009414874, 0.00055699307, -0.032922342, 0.09611396, 0.017270042, 0.031782333, 0.053475976, -0.06507406, -0.11098162, 0.021986434, -0.15281019) * go_2(1.0, -1.0); + result += mat4(0.03300026, 0.14729956, -0.11484497, -0.09993908, 0.049616348, -0.075125255, 0.0945234, -0.071549594, -0.12840901, 0.17766954, -0.19627832, 0.115563445, 0.021435678, -0.13213344, 0.106521055, -0.045743156) * go_2(1.0, 0.0); + result += mat4(-0.07923801, -0.10016722, -0.15136302, -0.09258758, 0.041234676, 0.03441316, 0.112843126, 0.06979639, -0.10960315, 0.024976972, -0.11591057, 0.0046735895, 0.043591797, -0.1226487, 0.06454461, 0.1111232) * go_2(1.0, 1.0); + result += mat4(-0.029166799, 0.024781128, -0.04604433, -0.17043193, 0.04155139, -0.024739308, -0.00026802288, -0.07082753, 0.0899422, 0.09071587, 0.06616202, 0.06050842, -0.05764436, 0.10596236, 0.02040071, -0.17497559) * go_3(-1.0, -1.0); + result += mat4(-0.09035089, 0.0659, -0.14361084, -0.021721302, 0.016794743, 0.09347604, 0.1380016, -0.25160387, 0.17140736, 0.29569083, 0.121337526, -0.26241425, 0.06574208, -0.08532672, 0.09675172, 0.061919414) * go_3(-1.0, 0.0); + result += mat4(0.0777134, 0.021917641, 0.08300268, 0.025749028, -0.109934434, -0.25188968, -0.0045595216, -0.05616794, 0.028348224, -0.020761484, 0.06998775, -0.21368878, 0.03502115, 0.084822185, -0.053608585, 0.0076402165) * go_3(-1.0, 1.0); + result += mat4(-0.019782236, -0.02927372, 0.08717013, 0.073102064, 0.00052576384, -0.015302635, 0.0621273, -0.00017607084, -0.029963085, -0.13835284, 0.11283739, 0.112313755, -0.01647687, -0.07729588, 0.04615463, 0.24352066) * go_3(0.0, -1.0); + result += mat4(0.021634975, -0.23471251, 0.2007633, -0.07243054, -0.34169427, -0.3459408, -0.49702102, 0.062072285, 0.29644236, 0.0050523616, -0.27118742, -0.06865384, 0.101680025, 0.38019192, 0.13146457, 0.027077101) * go_3(0.0, 0.0); + result += mat4(-0.013608211, -0.077774465, -0.045174483, -0.023265246, 0.1321979, 0.3753417, 0.16121203, 0.019047128, 0.064994924, 0.052409865, 0.10563419, -0.00085220096, 0.11251547, -0.10566402, 0.0028090205, -0.10063887) * go_3(0.0, 1.0); + result += mat4(0.046679504, 0.058594946, -0.06533285, -0.15811534, -0.07416471, 0.06988486, -0.04314425, 0.009497584, -0.009757547, -0.038767483, 0.17787239, 0.077745095, -0.0020354164, -0.058167685, 0.105233066, -0.06689146) * go_3(1.0, -1.0); + result += mat4(0.12626402, 0.039072312, 0.10418004, -0.07277218, -0.02922791, -0.19852047, 0.24927165, -0.18751998, -0.08083378, -0.14444499, -0.058351975, -0.02419644, 0.12217534, -0.048507757, -0.08333956, 0.00162865) * go_3(1.0, 0.0); + result += mat4(-0.029149413, -0.023871707, 0.022741226, 0.10378588, -0.0073062726, 0.036854163, -0.1929113, -0.12620242, -0.03716381, -0.018090466, 0.10779782, -0.019924738, 0.068666615, 0.07481716, 0.10826988, 0.14435701) * go_3(1.0, 1.0); + result += mat4(-0.107568674, 0.12906614, -0.11304603, -0.07186676, 0.12917557, 0.04622498, 0.052623924, 0.027181726, 0.03726036, -0.05536048, -0.056134712, 0.0692713, -0.0931205, -0.013530341, -0.079496436, 0.07122584) * go_4(-1.0, -1.0); + result += mat4(0.21643913, 0.008973324, 0.2473282, -0.22151545, 0.10534174, 0.014311179, 0.12648374, -0.33117563, -0.115273096, -0.07306515, -0.019514188, 0.03442445, 0.02174929, 0.15782723, -0.15441503, -0.024714287) * go_4(-1.0, 0.0); + result += mat4(-0.09689197, 0.019095143, -0.034944948, -0.20796263, 0.06224929, -0.0023227853, 0.07867864, -0.046337705, -0.097502016, -0.0011326018, -0.047669414, 0.07279011, -0.04423047, 0.014121719, -0.026950205, 0.14154369) * go_4(-1.0, 1.0); + result += mat4(0.11617495, 0.46741408, 0.07166562, -0.3171231, -0.06699714, 0.12959749, 0.10611542, -0.08962664, -0.055559576, 0.08383856, -0.07885361, -0.076587684, -0.0048291516, -0.04309975, 0.045905527, 0.036698442) * go_4(0.0, -1.0); + result += mat4(0.0036613978, -0.03133137, -0.09741661, 0.4476952, -0.05623356, -0.5347433, -0.15121926, -0.62327516, -0.34650013, -0.3848976, -0.1020635, 0.12372888, -0.17733924, -0.3116026, -0.26149738, -0.12756832) * go_4(0.0, 0.0); + result += mat4(-0.18341129, 0.27638572, 0.18640736, 0.07301684, 0.0031105333, 0.10374691, -0.118262894, -0.12854561, -0.07307097, -0.0043694526, -0.103828765, 0.0033327888, -0.11450939, -0.036062073, -0.08388783, -0.18569045) * go_4(0.0, 1.0); + result += mat4(-0.06513565, -0.0906451, -0.07992863, 0.1555351, 0.053517826, 0.059623975, -0.04589495, -0.06759139, 0.041854616, -0.022462321, -0.03875089, 0.099266365, -0.04334954, -0.011625454, -0.03120097, -0.028311051) * go_4(1.0, -1.0); + result += mat4(-0.2698161, 0.4855855, 0.29649052, 0.08579708, -0.17665233, 0.11236429, 0.17814405, 0.2936427, 0.0014580752, -0.01460852, 0.12992013, -0.06554696, 0.08688421, 0.016707266, -0.035805132, -0.21390212) * go_4(1.0, 0.0); + result += mat4(0.087546945, -0.08082606, 0.026020724, -0.22158769, 0.079808585, 0.008027633, 0.17506911, 0.24715161, -0.089454755, -0.12723146, -0.014873311, -0.080931105, -0.037702024, 0.069683395, 0.03398877, 0.050660603) * go_4(1.0, 1.0); + result += mat4(0.18083133, 0.072747, 0.026843961, 0.060125593, -0.0028814252, 0.055027924, -0.23592432, -0.3128924, 0.07353004, -0.040734287, 0.063891344, 0.12827826, 0.035035152, -0.07543958, 0.084599234, 0.13021721) * go_5(-1.0, -1.0); + result += mat4(0.063158885, 0.08223479, 0.069820456, 0.021643702, 0.07788084, -0.078388534, 0.13722488, 0.25833505, -0.10396639, 0.0041446807, 0.023278937, 0.22537926, 0.17745169, 0.22081025, -0.09535902, -0.12220001) * go_5(-1.0, 0.0); + result += mat4(-0.05432123, 0.087425314, 0.018276695, -0.124169916, -0.00543602, 0.12574154, -0.06011572, 0.04701218, -0.10479224, 0.032153737, -0.06034692, 0.16422245, -0.13862014, -0.06484846, -0.064395554, 0.20665741) * go_5(-1.0, 1.0); + result += mat4(-0.11319914, 0.18695734, 0.3806953, -0.069110036, -0.24979821, 0.26608357, 0.45578855, -0.37055442, 0.08747221, 0.11386838, -0.09471413, -0.17466134, 0.20953615, 0.20999484, 0.12287149, -0.41018328) * go_5(0.0, -1.0); + result += mat4(0.5564517, -0.2048937, -0.3816632, -0.06279082, -0.38774204, 0.21217284, -0.18890436, 0.14043479, 0.024926476, 0.17045365, 0.048644193, -0.17100555, -0.15697347, -0.35342333, 0.068213716, -0.41174227) * go_5(0.0, 0.0); + result += mat4(0.045869917, -0.0015854153, 0.08683202, 0.09068768, -0.083463475, -0.31756514, 0.1342369, -0.088171095, 0.056276016, -0.23685989, 0.014580776, -0.2547697, 0.0940006, -0.043395106, 0.2034087, -0.022825241) * go_5(0.0, 1.0); + result += mat4(-0.103751905, 0.069453366, -0.109700166, 0.042392224, 0.080248766, 0.094016075, -0.17143534, 0.05994925, -0.018760482, -0.04515021, 0.014608747, 0.06235974, -0.04300025, 0.093254045, -0.048682634, 0.28064325) * go_5(1.0, -1.0); + result += mat4(-0.014232481, -0.08903044, 0.019999523, -0.020324621, -0.24016748, -0.2474486, -0.40321103, -0.15829015, -0.13566887, -0.041250605, -0.04751285, 0.057329945, 0.10219304, 0.05605011, -0.025595296, -0.01614233) * go_5(1.0, 0.0); + result += mat4(0.025537677, 0.12660079, 0.051864993, 0.075601384, -0.021362955, 0.19969231, 0.123610884, 0.07575372, -0.061927922, 0.06550312, -0.05508335, 0.11704227, -0.13762979, 0.1817394, -0.18983638, -0.049257904) * go_5(1.0, 1.0); + result += vec4(-0.12422661, 0.036567487, -0.031888038, -0.011536189); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.031695515, -0.31290495, 0.17557557, -0.10072623, 0.037879907, 0.07773684, 0.015941558, -0.1166975, 0.19065462, -0.18290205, 0.233234, 0.028230593, -0.16707195, -0.10103979, -0.1561307, 0.09858236) * go_0(-1.0, -1.0); + result += mat4(-0.37433225, -0.37697765, 0.15590142, 0.3016965, 0.014981114, -0.07988245, 0.014191019, -0.0011213939, -0.11375956, -0.052503657, -0.013733191, 0.15110013, 0.009139605, 0.1890766, -0.29809618, -0.31938305) * go_0(-1.0, 0.0); + result += mat4(0.043140218, -0.1566104, -0.002536191, -0.16493355, -0.211366, -0.021915436, -0.28728947, -0.14439434, 0.095511094, 0.056860972, -0.08280981, -0.21611294, 0.13561454, 0.0033129812, 0.14235094, 0.3003919) * go_0(-1.0, 1.0); + result += mat4(0.010960085, 0.00600542, -0.2367317, 0.021453537, -0.03856116, -0.034778543, 0.164726, 0.13019681, -0.07757383, 0.33985314, -0.23832978, 0.095343575, 0.022204291, 0.20711215, 0.15877703, 0.2751253) * go_0(0.0, -1.0); + result += mat4(0.19641247, 0.032707132, 0.04379372, -0.21997298, -0.035852924, 0.06185132, 0.1484587, -0.36117685, -0.46992078, -0.41587535, 0.37467077, 0.09044606, -0.06615961, -0.4794214, 0.039470922, -0.3396352) * go_0(0.0, 0.0); + result += mat4(0.16657054, -0.039237928, 0.03857829, 0.049146365, 0.0401756, -0.03342998, 0.20032202, 0.05834436, 0.088986784, -0.16494772, -0.33883873, 0.18655993, -0.15986481, 0.091252044, 0.041209027, 0.15528268) * go_0(0.0, 1.0); + result += mat4(0.048688952, -0.009118804, 0.02290845, -0.17133589, -0.17210291, -0.027337966, -0.13893692, -0.07628787, -0.011510589, -0.04428704, 0.0015265835, -0.1197242, -0.011102018, -0.012120708, 0.06624063, 0.009720241) * go_0(1.0, -1.0); + result += mat4(-0.27416044, -0.120502286, 0.17721373, -0.16811286, -0.014482372, 0.02126685, -0.091303095, -0.16043608, 0.27898774, 0.17883328, -0.2844939, 0.21557346, 0.090356916, 0.10218719, 0.011249428, -0.10255321) * go_0(1.0, 0.0); + result += mat4(-0.12067477, -0.07217142, -0.04221149, 0.019745756, -0.26648012, -0.19199371, 0.029601155, 0.13147698, 0.23245896, 0.11450761, 0.1694102, -0.2318312, 0.0016206031, -0.0178794, 0.11511889, 0.04575681) * go_0(1.0, 1.0); + result += mat4(0.18695508, 0.045567334, 0.17440668, -0.42288253, -0.02287028, 0.05679073, -0.05641905, 0.12937486, 0.08140183, 0.013775387, 0.085393906, -0.124689564, 0.02426034, -0.08368493, -0.03149937, 0.12990832) * go_1(-1.0, -1.0); + result += mat4(-0.10630359, -0.05139905, -0.14252634, 0.12539144, -0.07805999, -0.16011941, -0.12794735, 0.0023225932, -0.29767594, -0.0324489, -0.08008453, -0.10285779, 0.10714244, 0.07701981, 0.0861595, 0.032702547) * go_1(-1.0, 0.0); + result += mat4(-0.011266752, 0.032032244, -0.16621222, 0.025718216, -0.13606001, 0.049900856, -0.12395804, -0.023709433, -0.019833436, 0.05525729, 0.043920193, 0.07480689, -0.06805129, -0.050729908, 0.015684852, -0.07608439) * go_1(-1.0, 1.0); + result += mat4(-0.2432357, -0.08149558, -0.0954787, 0.13050736, 0.0658002, -0.15775995, -0.26192164, 0.07967364, -0.050966308, -0.15967421, -0.09035987, -0.19794956, 0.040908057, 0.1914722, -0.1416288, 0.20905873) * go_1(0.0, -1.0); + result += mat4(-0.31780317, -0.0037020883, 0.057150707, 0.4200519, 0.5618687, -0.047172155, -0.12254693, -0.014847399, 0.37398118, 0.3375763, 0.16677848, -0.06745357, 0.17024885, -0.22058573, -0.30246857, -0.5453735) * go_1(0.0, 0.0); + result += mat4(0.30349696, 0.009769963, 0.28675693, -0.118276045, 0.0057877507, 0.10974996, -0.072690375, 0.030470189, -0.6150014, 0.17645302, 0.2928011, 0.07855985, 0.17192386, 0.12024906, -0.07183019, 0.10537094) * go_1(0.0, 1.0); + result += mat4(-0.088262424, -0.14806455, 0.08148428, 0.10594823, 0.049873143, -0.013990187, 0.07425902, -0.030937834, 0.016817184, 0.08583546, -0.111037634, 0.09831576, 0.052983984, 0.024797885, 0.15503147, -0.052295715) * go_1(1.0, -1.0); + result += mat4(0.09108395, 0.025693672, -0.17206948, -0.02877885, 0.008410392, -0.08324596, -0.05451186, 0.10528576, -0.09902025, 0.20654637, -0.15849939, -0.022103371, 0.06444531, -0.12143805, 0.20113671, 0.14274625) * go_1(1.0, 0.0); + result += mat4(0.005467573, 0.16239832, -0.28808126, -0.21795005, -0.06378709, -0.0672865, -0.052615914, -0.08036216, 0.10728027, -0.09125139, -0.0835933, -0.08187764, 0.05370785, -0.019258037, -0.23184206, 0.2632737) * go_1(1.0, 1.0); + result += mat4(-0.05926071, 0.07018913, -0.021344975, 0.054756, -0.052149706, 0.0037597087, 0.0025042086, -0.04395278, 0.12245118, 0.04250789, 0.082335964, -0.014749995, -0.08621224, -0.023798082, 0.06332712, -0.11675374) * go_2(-1.0, -1.0); + result += mat4(-0.32227162, -0.14337637, -0.23739144, -0.19812642, -0.09722166, 0.009280866, 0.04054724, 0.15704393, 0.07489584, -0.11492752, 0.09819001, 0.15120374, -0.14586051, -0.16354702, 0.23314816, -0.0022859343) * go_2(-1.0, 0.0); + result += mat4(0.16142578, 0.075490505, -0.021885784, 0.06261672, 0.041199893, 0.03871687, 0.023842737, -0.011376236, 0.0767961, -0.045730814, 0.22563088, -0.09038255, -0.18399398, -0.04494118, -0.095894225, 0.030498588) * go_2(-1.0, 1.0); + result += mat4(0.12479204, 0.101474956, 0.36386368, -0.050215095, 0.07824311, -0.10407957, -0.04313255, 0.32900745, -0.192804, -0.19723284, -0.06199248, 0.024969265, 0.22347516, 0.0065552266, 0.16316769, -0.03117915) * go_2(0.0, -1.0); + result += mat4(-0.41610017, -0.26189142, 0.9749233, -0.2030862, -0.018032711, 0.010767388, 0.021800261, -0.0042601344, -0.23240276, 0.3338158, -0.17494468, 0.17937262, 0.07974937, 0.33006057, -0.1869896, -0.37869284) * go_2(0.0, 0.0); + result += mat4(-0.071573325, 0.007554784, -0.102258176, 0.10642047, -0.09556476, -0.017912954, -0.14906247, 0.026633078, -0.08621331, 0.0017594047, -0.19624764, -0.115420476, 0.080624446, 0.05765888, 0.13215272, -0.035700615) * go_2(0.0, 1.0); + result += mat4(-0.0699439, -0.031065576, -0.1347926, 0.04561651, 0.026325148, 0.04517171, 0.027460657, 0.07887253, 0.09662138, -0.032300167, 0.18762928, 0.017682185, -0.21272552, -0.120953396, 0.07463968, 0.16759431) * go_2(1.0, -1.0); + result += mat4(0.031983048, 0.091939285, -0.29471913, -0.17392102, -0.029960087, -0.045441393, 0.11517783, 0.043017738, 0.19772391, 0.18100426, -0.023260262, 0.047123328, -0.34043354, -0.14247705, 0.2169891, -0.022246636) * go_2(1.0, 0.0); + result += mat4(-0.17198563, -0.23428284, 0.004200898, -0.024755895, 0.08732965, -0.0014298835, 0.14354117, -0.04866547, 0.040317383, -0.06782393, -0.098272204, 0.0007879826, -0.09150929, -0.013316801, 0.001446828, 0.017795574) * go_2(1.0, 1.0); + result += mat4(0.047712177, 0.050632354, 0.16054401, 0.043701835, -0.0639787, -0.027759142, -0.1216413, 0.06168221, 0.09751688, -0.0066430112, -0.06975059, -0.10249115, -0.12326384, -0.0046392973, -0.03523632, 0.11676963) * go_3(-1.0, -1.0); + result += mat4(0.0820976, -0.011279764, 0.06630965, 0.09390872, -0.24890396, -9.822562e-05, -0.114006236, 0.16826034, -0.082640596, 0.019303065, 0.14685081, 0.07503404, -0.17926271, -0.07983414, -0.04422908, 0.11301981) * go_3(-1.0, 0.0); + result += mat4(0.03553145, 0.0047965297, 0.08901363, 0.004263101, -0.15945294, -0.114194945, -0.059667293, 0.049415316, -0.09466441, -0.05142749, 0.15767507, -0.11340187, 0.10369652, 0.085223176, -0.06318044, -0.11618208) * go_3(-1.0, 1.0); + result += mat4(-0.17031148, -0.11489388, 0.24808751, 0.030365555, 0.054884836, -0.041506488, 0.038115, -0.064155854, 0.120106734, -0.100374915, -0.2048057, 0.09855774, 0.34214836, 0.01592769, 0.3974824, -0.009733501) * go_3(0.0, -1.0); + result += mat4(-0.37295908, 0.05345721, 0.24855454, 0.18375815, 0.41732857, 0.059994586, 0.14148045, 0.15674202, 0.2914617, 0.28635538, 0.21487242, -0.16498509, 0.26191583, 0.34904888, -0.001136933, -0.047465373) * go_3(0.0, 0.0); + result += mat4(-0.12775165, -0.13414834, 0.035279494, 0.0065703453, 0.21533409, -0.025021361, 0.3468732, -0.08434002, -0.0125741605, 0.0472579, -0.006702024, 0.03674878, -0.1543125, 0.12252382, -0.15259196, -0.10377763) * go_3(0.0, 1.0); + result += mat4(-0.05423773, 0.076934956, -0.03817735, -0.0006111581, 0.017648958, 0.061248343, -0.01635863, 0.015901048, -0.14749493, -0.041009318, 0.030646784, 0.021186778, -0.15973417, 0.032205433, -0.36817935, 0.17054902) * go_3(1.0, -1.0); + result += mat4(0.009821799, 0.023463782, -0.04574981, -0.03205052, -0.11479379, -0.1499543, -0.10254226, 0.14878044, -0.18908015, -0.057776958, 0.22117394, -0.008997101, -0.10566478, 0.029807804, 0.06296724, -0.09863535) * go_3(1.0, 0.0); + result += mat4(0.012764414, 0.08003188, -0.079312325, 0.10915366, -0.14269702, 0.15378389, -0.11343741, -0.07815755, -0.028972412, -0.07575102, 0.104069054, 0.16929798, 0.08356986, -0.008557804, 0.1077067, -0.104730316) * go_3(1.0, 1.0); + result += mat4(0.14354274, 0.027146077, 0.06354999, -0.15823694, 0.11064279, 0.05926018, -0.09556645, -0.13623793, 0.064755484, -0.009504007, -0.04298976, -0.22026266, 0.19957776, -0.009840124, 0.08703728, 0.07162153) * go_4(-1.0, -1.0); + result += mat4(-0.2091648, -0.0857283, -0.30748418, 0.21271354, -0.18100224, -0.0055695246, -0.06332844, 0.17306994, 0.0077473186, 0.037243642, 0.012746569, 0.37735906, 0.23314455, 0.19154081, 0.05688001, -0.23929437) * go_4(-1.0, 0.0); + result += mat4(0.063928135, 0.058101837, -0.07964053, 0.09656037, 0.06193066, 0.052388765, 0.019220868, 0.09141577, 0.07279361, 0.03293571, 0.04207099, 0.100502975, 0.07098165, -0.03792573, 0.029752802, 0.00073165854) * go_4(-1.0, 1.0); + result += mat4(-0.061411377, 0.44493172, -0.2499116, 0.16028905, -0.24095571, -0.09098111, 0.2505775, -0.20317478, -0.046060897, 0.026942013, -0.1443618, -0.09946402, -0.2845509, 0.02574587, -0.10171842, 0.32726362) * go_4(0.0, -1.0); + result += mat4(0.41548893, 0.55772763, 0.21224521, -0.2974941, -0.1518538, -0.096886665, 0.25241733, 0.48857507, -0.23768853, -0.24405806, 0.04989141, 0.18301181, -0.39112365, -0.29253578, 0.059537925, -0.01779737) * go_4(0.0, 0.0); + result += mat4(0.038118728, 0.02858742, 0.6223735, -0.2673519, -0.0107285725, -0.05190993, 0.009639665, -0.01759551, 0.056182634, 0.0017370619, 0.015566999, 0.37397447, -0.18057133, -0.16243981, -0.06748175, 0.057786137) * go_4(0.0, 1.0); + result += mat4(-0.011669291, -0.110343516, 0.28674936, -0.04969038, 0.32003263, 0.064857155, 0.013674471, -0.039692417, 0.040436286, -0.06889466, 0.037186123, -0.05564364, -0.025551032, -0.11479799, -0.12857372, -0.052941844) * go_4(1.0, -1.0); + result += mat4(0.28328392, 0.39322296, 0.36961278, -0.3133618, 0.4632272, 0.11075263, 0.14776857, 0.29629925, -0.106794536, -0.17243811, 0.06743955, -0.06816463, 0.19705069, 0.16638671, -0.47120842, 0.15028188) * go_4(1.0, 0.0); + result += mat4(-0.24694128, -0.13387236, 0.013511744, 0.23480985, 0.15844229, 0.15348844, 0.08692795, -0.026089827, -0.18550861, -0.105919205, 0.13584319, 0.14189197, 0.098633386, 0.03923177, 0.17303325, 0.0035986274) * go_4(1.0, 1.0); + result += mat4(0.07525532, -0.049425937, -0.045742936, -0.34401855, 0.23614922, 0.1365458, 0.5367143, -0.34322664, 0.08580669, -0.021081364, 0.32258797, 0.054717902, 0.011307636, -0.13174307, 0.10635861, 0.15759683) * go_5(-1.0, -1.0); + result += mat4(0.2053648, 0.11536576, 0.06543424, 0.273532, 0.004836322, -0.1135091, -0.13175261, -0.010553481, 0.26788777, 0.0052754665, 0.21684328, -0.038834624, 0.15681003, 0.2551737, -0.08061695, -0.2621798) * go_5(-1.0, 0.0); + result += mat4(-0.0026197245, -0.04237014, 0.15965913, 0.011015912, 0.13959743, 0.0613557, -0.057478882, 0.04333705, 0.02150156, 0.02613718, 0.029849462, 0.04144389, 0.060642015, -0.055863846, 0.07513707, -0.030098947) * go_5(-1.0, 1.0); + result += mat4(-0.25804156, 0.07992937, -0.2194363, -0.07638968, -0.31182626, 0.06877212, 0.26326504, -0.07852368, 0.005371965, 0.13532336, -0.27899355, -0.21762428, -0.11019938, 0.3272873, -0.18966602, 0.13429517) * go_5(0.0, -1.0); + result += mat4(0.13235348, 0.19412184, -0.14834474, 0.045169294, -0.12562896, 0.42018193, -0.111528605, 0.14010738, -0.19459967, 0.013526394, -0.41562226, 0.0028783067, -0.62609005, -0.3033415, 0.4712338, 0.8222809) * go_5(0.0, 0.0); + result += mat4(0.09286205, 0.09806087, -0.07340961, -0.17533489, 0.027318375, -0.10870942, -0.038293675, -0.16472916, -0.1825589, -0.052559845, -0.30276018, -0.14359148, -0.21606436, -0.110118784, 0.016834917, -0.17742018) * go_5(0.0, 1.0); + result += mat4(-0.020260928, 0.087848864, 0.047859445, -0.047904506, 0.048111416, 0.1583765, -0.20442098, -0.100690275, -0.0013411752, -0.07799378, 0.15336171, -0.10123076, 0.17678842, 0.17897983, -0.09674411, -0.011004586) * go_5(1.0, -1.0); + result += mat4(-0.018577576, -0.06431042, 0.09155964, 0.015572989, -0.2997381, -0.27266306, -0.038626052, 0.049783256, -0.0104627805, -0.00770176, 0.11773571, 0.1784294, 0.09392711, 0.034571096, 0.11028318, -0.09109526) * go_5(1.0, 0.0); + result += mat4(0.16055113, 0.090300724, -0.03638531, -0.04085534, 0.08429917, 0.020470984, -0.19414762, -0.3244146, 0.14926222, -0.04275537, 0.3243775, -0.27660474, 0.21811403, 0.00095158996, -0.029139725, -0.14773428) * go_5(1.0, 1.0); + result += vec4(0.07794292, -0.028107546, -0.059174247, 0.018621715); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_5_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.24537118, 0.17905983, 0.07789307, 0.016952513, 0.0141091775, -0.011334478, -0.031922385, -0.002754333, -0.09490796, 0.056371696, -0.011801579, -0.13965698, -0.035000853, -0.004262493, 0.07772451, 0.08179461) * go_0(-1.0, -1.0); + result += mat4(0.49467468, 0.0060151266, -0.16210476, 0.44510034, 0.032212194, 0.028270312, -0.002976181, -0.0750645, -0.120187126, -0.3223084, -0.036695287, -0.27901456, 0.026024181, -0.38380507, -0.107403666, 0.106261775) * go_0(-1.0, 0.0); + result += mat4(-0.27276495, 0.07816642, 0.16584107, 0.3256445, -0.003785352, -0.05884198, -0.028097598, 0.09085398, 0.18065354, 0.12995216, -0.012668798, -0.18628691, 0.14217433, 0.060047373, 0.13106324, 0.002042596) * go_0(-1.0, 1.0); + result += mat4(-0.086455494, -0.14862305, -0.525558, 0.16174366, -0.07319531, 0.15502526, -0.010380826, -0.07271152, 0.19700976, 0.046370283, 0.11651438, 0.081478894, 0.19148621, 0.03100971, 0.1023476, 0.07874108) * go_0(0.0, -1.0); + result += mat4(0.6140143, -0.027726987, -0.009253838, -0.2904735, -0.0004950705, -0.17041264, -0.16776061, 0.0082762465, -0.3594797, 0.2532505, -0.6598625, 0.19527398, -0.2580451, -0.047699004, -0.19487855, 0.26656064) * go_0(0.0, 0.0); + result += mat4(-0.05993486, 0.05261301, -0.11092236, -0.07093469, -0.12740676, 0.28895375, -0.024522636, 0.10566457, 0.25105092, -0.19367103, 0.31918752, -0.08284367, 0.010306112, -0.16058734, 0.025336768, -0.1421889) * go_0(0.0, 1.0); + result += mat4(-0.30034626, 0.20041251, 0.038978297, 0.24891369, 0.16952564, -0.08357092, 0.0041356883, -0.11644513, 0.09228839, -0.112779655, 0.026311902, 0.06545678, 0.0698254, -0.112796366, 0.0029497906, 0.03857845) * go_0(1.0, -1.0); + result += mat4(0.16609864, -0.22584435, -0.24474208, -0.27484784, -0.31675163, 0.07935485, 0.18763326, 0.13037825, 0.11668147, -0.2776588, -0.11885876, -0.051946215, 0.0821847, 0.012703901, -0.0351841, -0.10732197) * go_0(1.0, 0.0); + result += mat4(0.14786936, 0.04071705, 0.030221082, -0.120953605, -0.013662891, -0.14799207, -0.028566806, -0.13245614, 0.09371325, 0.0018758543, -0.075789824, 0.021227634, -0.0687209, 0.04126068, 0.01861056, 0.00038673988) * go_0(1.0, 1.0); + result += mat4(-0.2150947, 0.019924847, -0.057041053, -0.055024747, 0.04864997, -0.010266812, 0.12674728, 0.0916339, 0.02709077, -0.042510916, -0.15185884, -0.1128658, 0.054390796, -0.12276366, -0.07853503, 0.16050841) * go_1(-1.0, -1.0); + result += mat4(0.14254624, 0.09403803, -0.077061795, -0.040265787, -0.1851944, 0.03568108, -0.064231634, 0.057467405, 0.10839864, 0.67165095, 0.31980324, -0.22381754, -0.094957665, 0.081498906, 0.061563525, -0.061372254) * go_1(-1.0, 0.0); + result += mat4(-0.026212232, -0.016600188, -0.032421675, -0.018441828, -0.0039220974, -0.092276715, -0.05251956, -0.0014283194, -0.07582186, -0.34406552, 0.012223887, 0.16421928, 0.067920506, -0.04867461, -0.025583208, -0.02245058) * go_1(-1.0, 1.0); + result += mat4(0.06561416, 0.08525047, -0.06454739, 0.03325223, -0.2756252, -0.07606139, -0.16622546, -0.19015047, -0.0942788, 0.055729307, 0.08911129, 0.036073096, 0.2819285, 0.27803645, 0.41541302, -0.46012112) * go_1(0.0, -1.0); + result += mat4(0.116886355, 0.25485554, -0.08467562, 0.015698416, 0.120505005, 0.14997847, 0.35307086, 0.06391821, 0.2480685, -0.91017604, 0.30765083, 0.41334546, -0.2484761, 0.0036243596, -0.17822865, -0.0688765) * go_1(0.0, 0.0); + result += mat4(-0.018610235, 0.10026272, 0.09050735, 0.09349237, -0.32725444, -0.04461541, -0.08524241, -0.07169624, -0.17375232, -0.04668291, 0.1105147, -0.21981657, 0.14551818, -0.09236485, 0.22311887, 0.22838955) * go_1(0.0, 1.0); + result += mat4(-0.046239845, 0.092623316, 0.06968011, -0.07118946, -0.112399414, 0.12900421, 0.1622531, -0.06568552, -0.0046933675, -0.015529387, -0.035191614, 0.01626195, -0.081475765, -0.05045334, -0.087063916, -0.2726226) * go_1(1.0, -1.0); + result += mat4(0.20086902, -0.105082855, 0.064632416, 0.032850675, -0.14514364, -0.08420714, -0.49481058, 0.20139864, 0.17293651, -0.013185847, 0.061619177, 0.3313921, -0.3385868, 0.23518777, -0.33251905, 0.17975967) * go_1(1.0, 0.0); + result += mat4(0.06966267, -0.06778524, -0.013489221, 0.08452447, -0.06677413, 0.024880748, 0.0966029, -0.14441288, 0.117813595, -0.021073775, -0.10008402, 0.16905701, 0.1681992, 0.023752017, 0.10749209, 0.12432793) * go_1(1.0, 1.0); + result += mat4(-0.1513078, -0.093761355, -0.0030828249, -0.110072024, -0.055719357, -0.009922474, -0.043953415, 0.050671145, -0.060472284, 0.028386949, -0.013459928, -0.081548885, -0.0835807, 0.02647864, -0.20652756, -0.0060736574) * go_2(-1.0, -1.0); + result += mat4(0.028220167, -0.028944401, -0.19519375, 0.13515931, -0.00042262973, 0.08360426, 0.010636624, -0.030487528, 0.27422678, -0.045074224, 0.07301797, 0.006780949, -0.08468292, -0.04887693, -0.09148827, 0.018867895) * go_2(-1.0, 0.0); + result += mat4(0.1262579, 0.018898701, 0.13322218, 0.035301305, -0.07070634, -0.0078546405, 0.027999826, 0.048316766, -0.15131034, 0.0023264016, 0.013600765, -0.034428634, -0.07507105, -0.08255354, -0.08881507, -0.071658276) * go_2(-1.0, 1.0); + result += mat4(-0.02041055, 0.22154346, 0.26627985, 0.0605345, -0.058928274, -0.06632422, 0.009541804, 0.030693937, -0.11625062, 0.050398614, -0.08913635, -0.048804708, 0.05243602, 0.07607664, -0.11982216, -0.030418042) * go_2(0.0, -1.0); + result += mat4(-0.17171955, -0.1251785, -0.03278011, -0.027012454, -0.14810622, 0.011841085, -0.17640975, -0.15179725, 0.28515115, -0.14059372, 0.7398977, 0.016162258, 0.39136347, 0.39292285, 0.1379987, 0.3367675) * go_2(0.0, 0.0); + result += mat4(-0.010929663, -0.06879933, -0.08348263, 0.03733299, 0.062476087, 0.01568991, -0.05271144, 0.04062246, 0.032427862, -0.113407016, -0.12636085, -0.016191803, 0.17277598, 0.08344308, 0.038378276, 0.073893026) * go_2(0.0, 1.0); + result += mat4(0.17167374, -0.121874295, -0.088408865, -0.235186, -0.13921842, 0.07555293, -0.041501705, 0.050021265, -0.087886505, -0.08035099, 0.09180792, 0.05183994, -0.26203418, 0.04711709, -0.10731481, -0.14843997) * go_2(1.0, -1.0); + result += mat4(-0.036347087, 0.01029584, -0.056132622, 0.0878486, -0.064945646, 0.07907602, 0.12751542, 0.02885936, 0.23358488, -0.029665042, -0.29615182, -0.10431463, 0.023203064, 0.069443814, -0.1002703, -0.096389264) * go_2(1.0, 0.0); + result += mat4(0.035990857, 0.10344318, 0.022896135, -0.07152821, 0.05887347, -0.015482111, -0.014297709, 0.055369038, -0.02750558, 0.08424956, 0.04510472, 0.017769516, 0.04108422, -0.07342653, -0.08320298, 0.066610456) * go_2(1.0, 1.0); + result += mat4(-0.066317484, 0.04255107, -0.07966337, -0.124135956, -0.018745063, -0.010161496, -0.011399174, 0.039982356, 0.15349951, 0.062997095, 0.045578636, 0.107150234, -0.032815512, -0.13440657, -0.040952615, 0.18263227) * go_3(-1.0, -1.0); + result += mat4(0.10633369, -0.018656015, -0.016764622, -0.04388912, 0.08758304, 0.19932802, 0.046600826, 0.016901758, 0.21165867, -0.025475888, 0.07850137, 0.06617148, -0.16846764, 0.40805286, -0.06401491, -0.080602095) * go_3(-1.0, 0.0); + result += mat4(-0.123656854, -0.014010881, 0.028575048, -0.069250524, -0.15018106, 0.103246264, -0.11777147, -0.05850124, -0.1353436, -0.0013566307, -0.015963338, -0.023948817, 0.095956124, -0.039555125, 0.076399274, 0.07427479) * go_3(-1.0, 1.0); + result += mat4(-0.015483045, -0.12661438, 0.04873668, -0.08844129, -0.011324154, -0.109799534, -0.023892801, 0.05610018, -0.05156818, -0.046244036, -0.119778745, -0.072065085, -0.106656425, 0.088378794, 0.011626502, -0.11913755) * go_3(0.0, -1.0); + result += mat4(-0.04775599, 0.16536692, 0.07654365, -0.180473, -0.2773871, 0.16781096, -0.15096998, -0.15038413, 0.09663952, -0.12574138, -0.079353325, 0.15394118, 0.19871943, 0.1274317, -0.015473073, -0.13977093) * go_3(0.0, 0.0); + result += mat4(0.046030425, -0.0035080586, 0.00019108523, -0.061198276, 0.10959022, -0.08084982, 0.17658228, -0.077856205, -0.06706116, -0.021110784, -0.014351807, -0.13647127, -0.15924501, -0.045259945, -0.08266116, 0.18638277) * go_3(0.0, 1.0); + result += mat4(-0.016468504, -0.0060328534, -0.027133752, -0.011417157, -0.0060868333, 0.14410168, -0.02163876, 0.02426387, -0.045196433, -0.050631806, -0.03250163, -0.05960187, -0.032833368, 0.07025108, -0.008574312, 0.04666302) * go_3(1.0, -1.0); + result += mat4(0.16550453, -0.12357287, 0.10894651, 0.061207913, -0.26402593, 0.05317881, 0.17066815, 0.035360787, -0.2500221, 0.0465414, -0.07445082, 0.08822553, 0.09093388, 0.026007025, 0.02103897, -0.008406647) * go_3(1.0, 0.0); + result += mat4(0.008951011, -0.011805461, -0.041415952, -0.004712088, 0.107074626, -0.040568706, -0.09944574, -0.06400702, -0.033343032, 0.013737211, -0.0889104, -0.013806611, -0.0331564, 0.0051299958, 0.015190706, 0.02362979) * go_3(1.0, 1.0); + result += mat4(-0.122751765, 0.1503006, -0.08277906, 0.18938261, 0.004363168, 0.07933008, 0.07121668, -0.0833466, -0.014839421, -0.066141434, 0.015289756, -0.040877122, -0.028999893, 0.1169574, 0.043211922, -0.05808607) * go_4(-1.0, -1.0); + result += mat4(0.18331528, 0.39588076, 0.20556965, -0.10883933, -0.0004949832, -0.15585636, -0.040524032, -0.057982635, -0.028523464, -0.06929509, -0.058184557, 0.025949743, 0.027700417, -0.22790357, 0.06694592, -0.020108582) * go_4(-1.0, 0.0); + result += mat4(-0.11836253, -0.04298726, 0.032929875, 0.2242861, -0.11389548, 0.068775766, 0.019789936, -0.03006107, 0.08794808, 0.12770821, 0.0149423, -0.091368824, 0.015293162, 0.019910589, 0.035969447, 0.04707816) * go_4(-1.0, 1.0); + result += mat4(0.26466385, 0.136147, 0.21548775, -0.3231222, 0.004888472, -0.3866182, -0.20606667, 0.15087834, 0.02862634, 0.0817037, 6.5014992e-06, 0.2008316, 0.09526983, 0.042665128, -0.040663883, 0.003764197) * go_4(0.0, -1.0); + result += mat4(-0.2112101, 0.088516004, 0.558493, 0.06698759, -0.10676672, 0.15699397, -0.043309934, -0.52478033, -0.17806827, 0.017635964, -0.082869515, -0.5656354, -0.18426882, -0.12042118, -0.01596299, -0.06495108) * go_4(0.0, 0.0); + result += mat4(-0.21135955, 0.05781414, -0.09844541, 0.022916462, 0.14397569, 0.022936279, 0.097970665, 0.042522192, -0.00126595, 0.0038257148, 0.07008256, -0.1824468, 0.048791062, -0.07465642, -0.046671294, 0.03230469) * go_4(0.0, 1.0); + result += mat4(0.19789836, -0.116786405, -0.1616968, -0.22459605, -0.024078539, 0.17570955, 0.16125445, 0.3992117, 0.052064337, 0.036609706, 0.05254302, -0.050398353, 0.036562983, 0.049556475, 0.08297576, 0.2054982) * go_4(1.0, -1.0); + result += mat4(-0.5742053, 0.098297775, 0.0633016, 0.14853445, 0.16893868, 0.11639841, 0.07855964, 0.15836205, -0.16521858, -0.09322673, -0.005118043, -0.05021679, 0.22580391, 0.07365953, 0.1695237, 0.031488914) * go_4(1.0, 0.0); + result += mat4(0.16460675, -0.03634353, 0.073270105, -0.19762266, 0.0013135028, -0.096437894, 0.06374399, -0.024057448, -0.16969606, 0.036301896, -0.06406477, -0.16757035, -0.038686167, -0.024916979, 0.03403845, -0.05160279) * go_4(1.0, 1.0); + result += mat4(0.050821684, 0.105403356, -0.022229152, 0.023213169, -0.46897453, -0.16244169, -0.082473665, -0.27779078, -0.033359285, 0.12679179, 0.12876998, -0.24077201, 0.10091285, 0.02276067, 0.25290954, 0.010847028) * go_5(-1.0, -1.0); + result += mat4(0.112502374, -0.3518416, -0.079604715, -0.039383356, 0.312556, 0.25550213, 0.13873889, -0.37628496, -0.14580576, -0.1397425, -0.02574422, 0.12305562, 0.1102169, -0.052005965, -0.1393713, -0.037981503) * go_5(-1.0, 0.0); + result += mat4(-0.084098294, 0.14593758, 0.011593753, -0.07939934, 0.10820567, -0.036130577, 0.114290334, 0.083149664, 0.036933735, 0.08104934, -0.05769655, 0.027683796, 0.05024431, 0.07313829, -0.010789726, 0.12981457) * go_5(-1.0, 1.0); + result += mat4(-0.11338103, -0.150482, 0.20733237, 0.29369837, -0.102634065, -0.15092887, -0.014666432, -0.091397986, 0.0947413, -0.12863293, -0.027620759, 0.005695903, 0.31916696, 0.035850845, -0.031173147, -0.022860976) * go_5(0.0, -1.0); + result += mat4(0.23157911, -0.2946123, -0.16097677, -0.45535967, 0.36959732, -0.026627757, 0.6321515, 0.105474636, -0.053087663, 0.096396655, 0.12052069, -0.06778611, -1.0060586, 0.3678515, -0.17115732, -0.581296) * go_5(0.0, 0.0); + result += mat4(-0.08702807, 0.0025244744, -0.057799466, 0.045048367, -0.068116546, -0.08659905, -0.13093567, 0.16046713, -0.29240185, 0.2164886, -0.20268321, 0.018693617, -0.15281823, -0.17188364, -0.25272366, 0.026025953) * go_5(0.0, 1.0); + result += mat4(0.15970327, -0.011031381, -0.20033363, -0.04695719, 0.048352227, -0.0016179485, -0.057843156, 0.08184532, 0.029011851, 0.12288869, -0.0007196704, -0.12196297, 0.25427872, -0.09587006, -0.07603035, 0.0067141145) * go_5(1.0, -1.0); + result += mat4(-0.18811099, -0.0076463297, 0.17162384, 0.001552174, 0.5296002, 0.012637236, -0.4305403, -0.44700608, 0.024435172, -0.023834689, -0.17837442, 0.030023761, 0.025391584, -0.10389408, 0.028054329, -0.069815405) * go_5(1.0, 0.0); + result += mat4(0.10198799, -0.017247394, -0.102331705, 0.13685812, -0.27715954, 0.10640225, 0.033743538, 0.045423724, -0.13994834, 0.055460025, -0.009399727, 0.015256073, 0.05103997, 0.120834984, 0.0033520947, 0.053223636) * go_5(1.0, 1.0); + result += vec4(-0.024488186, -0.041086167, 0.026466459, -0.025512012); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_last_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_1 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.01801902, 0.016983684, 0.14704974, 0.13775583, -0.06568407, 0.031903602, -0.057818945, 0.03639395, -0.16158727, -0.11652214, -0.0512031, -0.017740106, 0.0073386175, -0.12396601, -0.08410588, -0.13822778) * g_0; + result += mat4(-0.14072196, 0.013641312, -0.110022426, 0.022624938, -0.053968057, -0.07968724, 0.036026128, 0.034548678, -0.006345876, -0.04177406, -0.10516601, -0.14248538, -0.10635475, 0.032888547, -0.07574279, 0.037366178) * g_1; + result += mat4(0.20902354, -0.03131852, 0.053658944, -0.13953559, -0.0022027926, 0.022661211, 0.02766268, 0.051950134, 0.022593375, -0.16854303, -0.00068382383, -0.15171093, -0.0011307014, 0.03237067, 0.0022356252, 0.05513321) * g_2; + result += mat4(0.057087313, 0.030007327, -0.04517254, -0.10142689, 0.049131192, -0.009568129, 0.07815266, 0.07463051, 0.061763447, 0.15247895, 0.06213266, 0.08260832, 0.08928647, 0.08173359, 0.078985415, 0.20306781) * g_3; + result += mat4(0.024888368, 0.050323978, 0.019135669, 0.042805452, 0.021970041, 0.06761805, -0.021047724, -0.029622229, -0.024018591, -0.013619991, 0.050196014, 0.094873905, 6.3763815e-05, 0.022800315, -0.038917273, -0.023665745) * g_4; + result += mat4(-0.10751045, -0.08052679, 0.0021425171, 0.018060567, 0.0002820803, -0.042460952, -0.0037310636, -0.048854582, 0.07688915, 0.1803434, -0.021755088, 0.076342724, 0.006899015, 0.010482747, -0.04608032, -0.07149793) * g_5; + result += mat4(0.017074876, 0.080092184, -0.096824504, -0.030697478, 0.19260724, 0.031606834, -0.001376051, -0.19222017, -0.029233975, 0.07513273, -0.061539974, 0.004413319, -0.011706104, 0.037078228, 0.0053027975, 0.079575956) * g_6; + result += mat4(-0.08378676, 0.1326312, -0.2575891, -0.055032767, -0.0205247, -0.11107971, 0.048341025, -0.048915315, 0.059188437, -0.111718066, -0.039619286, -0.165657, 0.018990505, 0.0017499351, -0.038804792, -0.086953335) * g_7; + result += mat4(0.08722738, -0.005039459, 0.07542034, -0.061049137, 0.025591044, 0.16946335, -0.114563115, -0.034830607, 0.17842476, 0.11199776, 0.008686021, -0.04142143, 0.09293036, -0.08505899, 0.087229416, -0.102381825) * g_8; + result += mat4(-0.05071452, -0.11384357, 0.11169348, 0.05153077, -0.24056591, -0.056497227, -0.022856226, 0.19383447, 0.02966522, -0.08128601, 0.07467419, -0.019276833, 0.0020969608, 0.029036064, -0.018299947, -0.043434255) * g_9; + result += mat4(0.043311678, -0.102582484, 0.24798667, 0.06873956, 0.0067927428, 0.098214865, -0.04124763, 0.04490437, -0.06492586, 0.07359665, 0.033324532, 0.120802104, -0.02277019, 0.0021284765, 0.028036185, 0.0687184) * g_10; + result += mat4(-0.090083234, -0.0073258677, -0.089089446, 0.04679012, -0.025320487, -0.14760749, 0.13109742, 0.039976012, -0.19494978, -0.10603485, -0.02347976, 0.050328556, -0.098470725, 0.05546942, -0.0589479, 0.09333735) * g_11; + result += mat4(0.011967837, 0.043009043, -0.031999476, 0.022178393, -0.0044910796, -0.023010693, -0.0062060836, -0.031039031, -0.06364646, -0.06365887, -0.029040523, -0.06675782, 0.042098384, 0.032490075, 0.014491912, -0.0011224645) * g_12; + result += mat4(0.018761864, 0.040258046, 0.015349441, 0.018706307, 0.00089981244, -0.02443291, 0.015173669, -0.008663882, -0.028121095, -0.026123954, -0.011663427, 0.007668493, 0.014926302, 0.03380763, -0.031567805, 0.018132508) * g_13; + result += mat4(0.011394552, 0.0090883775, 0.011154194, -0.0044680317, 0.0067254594, -0.013079778, 0.019036228, -0.0028701108, -0.014439092, 0.009564524, -0.0135836145, 0.038879603, 0.009461635, -0.014671546, 0.019386383, -0.007752184) * g_14; + result += mat4(-0.025151528, -0.044746082, 0.030572962, -0.02323665, 0.00077518023, 0.01415367, 0.0053574373, 0.022526693, 0.013129106, 0.03534322, 0.004773132, 0.077551566, -0.04895647, -0.03762353, -5.172888e-05, 0.012251733) * g_15; + result += mat4(0.03152615, 0.018333036, -1.679869e-05, -0.021737477, -0.076627344, 0.014928358, -0.010456622, 0.07781939, 0.027225398, 0.04659384, -0.0070413146, 0.026454208, -0.017691148, -0.045554973, 0.006093557, -0.03178835) * g_16; + result += mat4(-0.018481147, -0.05547381, 0.013941934, -0.024416983, 0.027262108, 0.024724096, 0.0063773487, 0.017461762, 0.027166976, -0.02301659, -0.0051281936, -0.0556913, -0.08051738, -0.04638631, 0.015620527, 0.05266176) * g_17; + result += mat4(0.009157959, 0.08455516, -0.0602788, -0.002439282, -0.02327793, -0.021213762, 0.005698031, 0.002378188, 0.005837403, -0.17286417, 0.13316536, -0.03154805, -0.022410449, -0.047884528, 0.043882124, 0.047745265) * g_18; + result += mat4(-0.008956661, -0.010137066, -0.007736993, 0.012567491, 0.017111477, -0.050893363, 0.001874233, -0.059543177, 0.043244537, 0.07476611, -0.045336626, -0.05902348, 0.006996905, -0.0718768, -0.004126288, -0.0642003) * g_19; + result += mat4(0.015879916, 0.040725194, 0.013168297, 0.045075603, -0.01297648, -0.0059797773, -0.015060089, -0.010935342, 0.02049647, 0.034105264, 0.014809084, 0.008366516, -0.051084228, 0.008029285, -0.04545378, 0.023945345) * g_20; + result += mat4(-0.019541753, 0.0043494124, -0.0001693803, 0.025214057, 0.018182391, 0.027842158, -0.024553766, 0.006766178, -0.029599829, -0.040605135, -0.048153292, -0.018185124, -0.011694039, -0.01453888, -0.022709226, -0.057430573) * g_21; + result += mat4(-0.08764812, 0.075131916, 0.020414736, -0.050893847, -0.004293497, -0.021197274, -0.0018027405, 0.038802553, 0.021213993, 0.04283625, 0.016089795, 0.03304562, 0.028084677, 0.029016564, 0.03612216, 0.057901673) * g_22; + result += mat4(0.0057912855, -0.098451905, 0.036739763, -0.06572119, 0.033765186, 0.12279821, -0.025154155, 0.013806011, -0.024162477, -0.009859432, -0.0021075422, -0.02089062, -0.0021298097, 0.0015791449, -0.020502191, -0.033028405) * g_23; + result += mat4(0.056495182, 0.054205123, 0.032467738, -0.038979713, 0.051377665, -0.0017128112, -0.08553907, 0.08154442, 0.005708859, -0.030467357, 0.056872, 0.033040885, -0.044282306, 0.06320046, -0.077476226, 0.057799205) * g_24; + result += mat4(-0.10876674, 0.08259616, -0.051354583, 0.08138756, 0.012491528, 0.05439006, 0.030529, -0.058732726, 0.018389955, 0.008327744, 0.013216314, -0.017489955, 0.004981595, 0.023339638, -0.019406691, -0.0027005207) * g_25; + result += mat4(0.070612185, 0.053251043, -0.045872025, -0.08984753, 0.02582859, 0.011240578, 0.019407703, 0.006788904, 0.036534656, -0.07338343, -0.06434088, -0.023382546, -0.052568957, -0.065474, 0.047638886, 0.050624263) * g_26; + result += mat4(-0.018035047, -0.078713804, 0.01140521, 0.00012953136, -0.014339465, -0.018948816, 0.04643105, -0.04246953, -0.026791897, 0.02513823, -0.045333434, -0.06504635, -0.024868866, -0.017653162, 0.01686154, -0.007936053) * g_27; + result += mat4(0.042380203, -0.007992952, -0.012940898, -0.018271092, -0.036340363, 0.02297692, -0.0260716, 0.011647489, 0.055189207, -0.089658745, 0.05829902, -0.05787894, -0.08049513, -0.091856234, 0.09487785, 0.060702115) * g_28; + result += mat4(0.0022311446, 0.0078554, -0.021208685, 0.009572731, -0.09023339, 0.016889412, 0.029632647, -0.0034283176, 0.00453538, 0.040616557, 0.023657676, 0.03687379, -0.021128353, -0.020249786, -0.006316465, 0.017151888) * g_29; + result += vec4(0.00032424182, 0.027523492, -0.021710647, 0.0054222327); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_last_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_1 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.016576298, -0.013039568, -0.07158028, -0.056509558, -0.06965122, -0.1272158, -0.07288651, -0.10423224, 0.048223313, 0.03172697, 0.014178331, 0.002855858, 0.004538786, 0.034928907, 0.03173054, 0.03412037) * g_0; + result += mat4(0.09168274, 0.056355372, 0.023804985, 0.009515965, 0.024203284, 0.01641063, 0.016683895, -0.012702561, -0.038824845, -0.037673414, -0.010391583, -0.014636746, 0.03192526, -0.02340906, 0.027524544, -0.015568387) * g_1; + result += mat4(-0.0966996, -0.041418746, -0.055650715, 0.002117608, 0.00031688716, -0.008733063, -0.024573568, -0.03425321, -0.036262326, 0.04404278, -0.014729649, 0.05618371, 0.008530102, -0.015607405, 0.015309457, -0.013621667) * g_2; + result += mat4(0.0361472, 0.025806008, 0.0583716, 0.06861344, 0.06315231, 0.10136267, 0.050169814, 0.07334672, -0.029601635, -0.06431154, -0.030672554, -0.042512666, -0.051434014, -0.039382752, -0.050772913, -0.08629934) * g_3; + result += mat4(-0.02201249, -0.03920109, -0.030633967, -0.0530296, -0.016168922, 0.0019067918, -0.014961821, 0.017761061, 0.012465623, 0.01857369, 0.009440995, -0.014336409, 0.0056113736, 0.012547043, 0.019320931, 0.025894852) * g_4; + result += mat4(0.079413086, 0.055332463, 0.023716403, 0.005429431, 0.0043804864, 0.026764238, 0.011610661, 0.03245363, -0.032408644, -0.056873523, -0.0019144824, -0.026196169, -0.03347332, -0.0174185, -0.00020654689, 0.023554688) * g_5; + result += mat4(-0.055310458, -0.079070315, 0.0066684894, -0.034588877, -0.07334732, -0.000985991, -0.011984627, 0.08308032, 0.011794159, -0.0144758625, 0.03586815, 0.009038553, -0.0016798767, 0.045218308, 0.016524237, 0.045677744) * g_6; + result += mat4(0.0083010085, 0.028407311, 0.06600332, 0.07460616, 0.071611166, 0.09643883, 0.034676284, 0.05824412, -0.07973774, -0.030707551, -0.03709346, 0.012161441, -0.02977386, -0.018077906, 0.0017052453, 0.012292145) * g_7; + result += mat4(0.01893072, 0.032129273, 0.010857875, 0.037224095, -0.01413747, -0.047471486, 0.05192984, 0.03202811, -0.05082615, -0.027038824, -0.008331923, 0.03062506, -0.01725524, 0.039917417, -0.010607958, 0.04724454) * g_8; + result += mat4(0.03497211, 0.07911703, 0.016746478, 0.057458322, 0.06088827, -0.0053583174, -0.013933355, -0.10673472, -0.005456845, 0.020259444, -0.03139623, -0.008973998, -0.054345034, -0.035464175, -0.025964592, -0.0021018258) * g_9; + result += mat4(-0.047960743, 0.021779433, -0.11492737, -0.033511925, -0.067273304, -0.07730279, -0.04037016, -0.045080706, 0.09207083, 0.009399112, 0.03178142, -0.011313022, 0.021366931, 0.0051248465, -0.008097426, -0.018301165) * g_10; + result += mat4(0.014282785, -0.01572224, -0.027472818, -0.050844453, 0.0054380163, 0.052591007, -0.04270195, -0.02309884, 0.05152891, 0.03629938, -0.004667278, -0.024925238, 0.010567401, -0.07481508, 0.037315298, -0.04241005) * g_11; + result += mat4(-0.0013873621, 0.028364213, -0.031026626, 0.015620681, 0.004142558, -0.004863661, -0.013809934, -0.021330781, -0.0016021075, -0.002762517, -0.024034528, -0.03442779, -0.0013054899, -0.0042632925, 0.020974873, -0.0022553254) * g_12; + result += mat4(0.018562179, 0.034197688, 0.015277717, -0.01111744, -0.0032272537, -0.013426753, 0.017978273, -0.0015077988, -0.0051653306, 0.012690824, 0.001157489, 0.021362923, -0.01262595, 0.0054670637, -0.03031384, 0.012800636) * g_13; + result += mat4(0.012069964, -0.016048005, 0.01373877, -0.013298124, 0.03194061, -0.013332437, 0.016943898, -0.0058277305, -0.009428097, -0.023061408, -0.013659186, 0.015731167, -0.001986914, -0.019521309, 0.014714155, -0.00522106) * g_14; + result += mat4(0.0007342483, -0.026249036, 0.030117435, -0.015873922, -0.008929299, -0.0023522351, 0.0164302, 0.023790896, -0.03889036, -0.024644645, 0.006634364, 0.046513416, -0.013473101, -0.0140229, 0.0019859916, 0.011869367) * g_15; + result += mat4(0.02573362, 0.02375676, 0.00059617084, -0.016921667, -0.0671785, 0.008825013, -0.0013130646, 0.07261784, 0.010327604, 0.019814448, -0.008936156, 0.013669365, 0.020260049, -0.013921513, 0.018746642, -0.02843792) * g_16; + result += mat4(-0.023912461, -0.02845122, 0.017157353, -0.0075884, 0.00036027908, 0.012657872, 0.0061078435, 0.014107368, 0.032003447, 0.020891502, -0.0067286897, -0.030822601, -0.06574523, -0.028198881, 0.032242246, 0.061325297) * g_17; + result += mat4(0.0074854135, 0.085437536, -0.06426021, -0.011461227, -0.023055596, -0.025802588, 0.005154878, 0.0056105317, 0.0058093905, -0.1922738, 0.14643134, -0.035682995, -0.026076004, -0.053763065, 0.04269994, 0.05141156) * g_18; + result += mat4(-0.011764035, -0.011518187, -0.010223651, 0.015880484, 0.023317069, -0.05618372, 0.0059863995, -0.059199195, 0.04408538, 0.084830545, -0.042056326, -0.057687927, 0.0037303802, -0.082143255, -0.0018375175, -0.071053974) * g_19; + result += mat4(0.0044008377, 0.03906328, 0.010832349, 0.046560295, -0.011535675, -0.004254791, -0.011572009, -0.008665021, 0.021482797, 0.0338495, 0.019407712, 0.010986841, -0.05098764, 0.009778762, -0.05300968, 0.021800417) * g_20; + result += mat4(-0.021229895, 0.003305197, 0.0024396733, 0.02508984, 0.012702334, 0.033208802, -0.03008867, 0.0046940153, -0.030033346, -0.03792949, -0.05176272, -0.022788247, -0.012390274, -0.0135713285, -0.021557398, -0.06371822) * g_21; + result += mat4(-0.08850463, 0.0793453, 0.020550407, -0.05461798, -0.009402199, -0.027972376, -0.005156784, 0.02965216, 0.017268548, 0.04429356, 0.009809255, 0.031682562, 0.031172305, 0.03379402, 0.04395453, 0.062268186) * g_22; + result += mat4(0.01247631, -0.100407876, 0.042796645, -0.06502109, 0.032900713, 0.13428093, -0.033733122, 0.016222714, -0.0178732, -0.002501202, 0.0035485916, -0.015802957, -0.012150594, -0.0022097295, -0.023347225, -0.038795106) * g_23; + result += mat4(0.05938152, 0.059704512, 0.030237982, -0.04353414, 0.055702258, -0.0029182534, -0.09416582, 0.08440017, 0.008828504, -0.03065552, 0.0646233, 0.03629834, -0.04788823, 0.071730554, -0.084519096, 0.05947715) * g_24; + result += mat4(-0.109025195, 0.08866299, -0.047770992, 0.08894294, 0.014965939, 0.059702646, 0.032068793, -0.053778123, 0.019529643, 0.008203253, 0.014628202, -0.017464165, 0.0060448833, 0.027196955, -0.018907491, -0.0026503608) * g_25; + result += mat4(0.081304245, 0.06199502, -0.045204166, -0.08596196, 0.028582547, 0.011568329, 0.024607504, 0.007910688, 0.035362624, -0.08241612, -0.06848065, -0.026512494, -0.04969066, -0.065509185, 0.050000466, 0.05400427) * g_26; + result += mat4(-0.015837632, -0.087357126, 0.015269297, 0.00058823347, -0.01621553, -0.020170743, 0.049107697, -0.043301217, -0.025253763, 0.021026319, -0.047297694, -0.06751796, -0.020940255, -0.019703854, 0.020391362, -0.0049682967) * g_27; + result += mat4(0.042480465, -0.010125742, -0.016281988, -0.023186147, -0.040653005, 0.022371864, -0.028837234, 0.009938319, 0.0576169, -0.09105783, 0.06033278, -0.057518024, -0.08265035, -0.094854854, 0.10116602, 0.06394465) * g_28; + result += mat4(-0.0027242866, 0.007224464, -0.026375424, 0.0052841473, -0.09330453, 0.010634226, 0.024063759, -0.005130613, 0.0070950384, 0.048039638, 0.029983977, 0.042704105, -0.018214077, -0.020184115, -0.0073092347, 0.01891303) * g_29; + result += vec4(0.026287671, 0.015689341, 0.021467328, 0.0052872337); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_2_tf2 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_4_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_5_tf2 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_last_tf2 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_1 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf2_tex(conv2d_2_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_14 (max((conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_15 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_16 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf2_tex(conv2d_4_tf2_pos)), 0.0)) +#define g_18 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_19 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_21 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf2_tex(conv2d_5_tf2_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_28 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_29 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.20584391, 0.22176251, 0.12817344, 0.16349226, 0.24339934, 0.17479841, 0.23518398, 0.19196586, 0.10900553, 0.080384456, 0.049235467, 0.027794728, -0.05141681, 0.0007015638, -0.010815038, 0.0042753317) * g_0; + result += mat4(0.0714463, 0.026722606, -0.01580307, -0.036710627, 0.13722661, 0.1325067, 0.12155393, 0.092651665, -0.21974826, -0.22233371, -0.16056158, -0.16607761, -0.10291634, -0.19475317, -0.117747545, -0.18824245) * g_1; + result += mat4(0.0385657, 0.12090414, 0.09484494, 0.18811698, 0.015320313, 0.0051719607, -0.016927784, -0.03450855, -0.06506198, 0.05625437, -0.02982918, 0.06270707, -0.13614634, -0.16412087, -0.1319045, -0.1733402) * g_2; + result += mat4(-0.2033194, -0.2067332, -0.16234529, -0.13661149, -0.22975448, -0.1841141, -0.26185742, -0.23617432, -0.058616254, -0.11470092, -0.064833924, -0.082624085, 0.0018012474, 0.010971402, -0.0015926235, -0.056720145) * g_3; + result += mat4(0.012773226, -0.013976976, 0.007706423, -0.022663448, -0.13764867, -0.121803656, -0.12158649, -0.090470046, 0.22548035, 0.22929274, 0.19819829, 0.16713546, 0.15709636, 0.16574621, 0.17671035, 0.18283793) * g_4; + result += mat4(-0.042175665, -0.07863977, -0.1209475, -0.14067635, 0.0041970555, 0.03598768, 0.009632853, 0.040009186, -0.014479617, -0.060088724, 0.041292075, -0.004627034, 0.09958161, 0.120460846, 0.15672928, 0.18279101) * g_5; + result += mat4(-0.03370265, -0.07010845, 0.04648067, -0.007877368, -0.11963536, -0.014810524, -0.01556151, 0.11850641, -0.0021221144, -0.050126694, 0.03193186, -0.012815193, -0.019450104, 0.017504638, -0.007544723, 0.0028710878) * g_6; + result += mat4(-0.018643383, -0.04445287, 0.07541755, 0.043240048, 0.027209729, 0.06499946, -0.018240616, 0.014570308, -0.058010563, 0.019799259, 0.0030194358, 0.06929909, -0.0056114118, 0.009093819, 0.03223382, 0.053046633) * g_7; + result += mat4(-0.0133113945, 0.019222038, -0.019711712, 0.03676041, -0.040668692, -0.09569124, 0.053240422, 0.02388429, -0.12218938, -0.08086858, -0.043406986, 0.009516919, -0.04289723, 0.056066234, -0.035658766, 0.061961327) * g_8; + result += mat4(0.023964832, 0.07624368, -0.020873679, 0.0256053, 0.12444348, 0.017517762, 0.0049669463, -0.13534403, 0.0061981925, 0.052108612, -0.02908856, 0.0135363275, -0.030678025, -0.015180554, -0.003328521, 0.021289025) * g_9; + result += mat4(-0.02231607, 0.09188703, -0.13311718, -0.009214322, -0.021628553, -0.047853045, 0.014602204, 0.00086198986, 0.06729613, -0.04228859, -0.0030271288, -0.066696614, -0.0071333526, -0.019973027, -0.036203787, -0.056756962) * g_10; + result += mat4(0.05850421, -0.0047896104, -0.0036014696, -0.05261781, 0.020924669, 0.093680315, -0.061118666, -0.020405825, 0.100053616, 0.061513033, 0.018219335, -0.02082051, 0.039510462, -0.08404035, 0.050883695, -0.052642383) * g_11; + result += mat4(0.0018722751, 0.020684525, -0.02356179, 0.009360695, 0.0036660347, -0.006931955, -0.015446396, -0.02027952, 0.006836204, 0.00341897, -0.020235445, -0.029695021, -0.0053638928, -0.003108307, 0.016338514, -0.0058539147) * g_12; + result += mat4(0.021255454, 0.036906153, 0.019704418, -0.009486708, -0.009084271, -0.012694315, 0.012314602, -0.002121502, -0.0047310013, 0.0051953527, 0.005284111, 0.019026738, -0.0082058, 0.0032704875, -0.02295881, 0.009902225) * g_13; + result += mat4(0.01866446, -0.012482591, 0.011301323, -0.011294572, 0.035305023, -0.002237504, 0.010679519, -0.000508338, 8.54808e-05, -0.02033275, -0.008063064, 0.013109392, 0.0002144853, -0.007573196, 0.015446864, 0.0023629267) * g_14; + result += mat4(-0.00978586, -0.025148384, 0.024103062, -0.009535831, -0.002879648, 0.0012579657, 0.018271701, 0.02113783, -0.03735869, -0.02581921, 0.005823926, 0.04087479, -0.0077521144, -0.012728182, 0.0067631016, 0.012669306) * g_15; + result += mat4(0.018013993, 0.026847519, 0.0021338093, -0.010125906, -0.07225123, -0.0025745684, -0.012799456, 0.056836564, 0.011377961, 0.017062144, -0.007494936, 0.010489539, 0.012431433, -0.019703059, 0.007082196, -0.031403106) * g_16; + result += mat4(-0.027560756, -0.030534893, 0.019047359, -0.0068690516, -0.0069791237, 0.0081298705, 0.0028945836, 0.009644792, 0.023117492, 0.020431874, -0.0056545194, -0.02480413, -0.07047867, -0.037890248, 0.025276575, 0.049277883) * g_17; + result += mat4(0.015748044, 0.086017504, -0.051286206, -0.003599236, -0.023193073, -0.023733998, 0.002799065, 0.005258185, 0.010922322, -0.17615142, 0.14165695, -0.029909663, -0.017889502, -0.046552524, 0.03964598, 0.049426638) * g_18; + result += mat4(-0.0073433192, -0.011656557, -0.0068763834, 0.014078096, 0.018000547, -0.053453963, 0.00786442, -0.050999343, 0.04133596, 0.079854034, -0.038685665, -0.053702615, -0.0019746814, -0.07859513, -0.0076702842, -0.067455895) * g_19; + result += mat4(0.009444058, 0.043747634, 0.018948376, 0.05009854, -0.011580162, -0.0065071583, -0.013997229, -0.011439345, 0.023656886, 0.030394329, 0.02134696, 0.009440647, -0.048070773, 0.007841886, -0.05323206, 0.013742174) * g_20; + result += mat4(-0.019898156, 0.000818382, 0.0010332671, 0.01928002, 0.013191405, 0.029638033, -0.02320344, 0.007421591, -0.02833562, -0.033782348, -0.04978492, -0.020176657, -0.0138621945, -0.013926801, -0.021230116, -0.058447562) * g_21; + result += mat4(-0.08644919, 0.073316105, 0.017838318, -0.049475558, -0.007295481, -0.025924034, -0.0068463665, 0.024905838, 0.016891189, 0.041490942, 0.011466327, 0.029829478, 0.034047317, 0.036229853, 0.04733451, 0.062059373) * g_22; + result += mat4(0.008540078, -0.09782984, 0.037032314, -0.063398704, 0.028395759, 0.12369336, -0.03458798, 0.012534729, -0.02110072, -0.007954169, -0.002136603, -0.019739889, -0.01087704, -0.004243762, -0.019832188, -0.03347458) * g_23; + result += mat4(0.054272063, 0.053247515, 0.025393743, -0.043571323, 0.05035569, -0.0042993715, -0.08645438, 0.07723826, 0.009475109, -0.026420964, 0.06111581, 0.03551816, -0.040812302, 0.07295332, -0.07636345, 0.059867676) * g_24; + result += mat4(-0.103165455, 0.07943813, -0.04935193, 0.0776962, 0.0149123045, 0.056066703, 0.028792242, -0.051936194, 0.015754307, 0.004817783, 0.011213326, -0.018288456, 0.004715879, 0.02536934, -0.015915168, -0.0008426239) * g_25; + result += mat4(0.0723322, 0.054040924, -0.0476729, -0.08399067, 0.024805048, 0.0118207345, 0.022066418, 0.006886721, 0.031156952, -0.07442044, -0.06636254, -0.023382878, -0.051537152, -0.06360144, 0.045075376, 0.050795015) * g_26; + result += mat4(-0.013090917, -0.0783513, 0.014832963, 0.0033018794, -0.014636453, -0.020164138, 0.043610837, -0.04028102, -0.024922965, 0.017962486, -0.045353472, -0.065985985, -0.020156763, -0.019561546, 0.01627726, -0.0065625296) * g_27; + result += mat4(0.038890418, -0.007016582, -0.01374995, -0.01861392, -0.03940205, 0.019309007, -0.026372327, 0.0079260105, 0.05348645, -0.087648585, 0.057326347, -0.055338904, -0.07803935, -0.09048593, 0.09173596, 0.05747143) * g_28; + result += mat4(0.001742558, 0.010703091, -0.021057613, 0.006859906, -0.086059436, 0.008977797, 0.021366948, -0.0043655075, 0.005885378, 0.042646274, 0.028150525, 0.037941158, -0.014817959, -0.016695084, -0.0056764153, 0.019049013) * g_29; + result += vec4(0.0113136405, -0.0063769994, 0.010973808, -0.011560247); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(UL)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!BIND conv2d_last_tf1 +//!BIND conv2d_last_tf2 +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size); + ivec2 i1 = ivec2(f1 * vec2(2.0)); + float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x]; + vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size); + ivec2 i2 = ivec2(f2 * vec2(2.0)); + float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x]; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_VL.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_VL.glsl new file mode 100644 index 0000000..7700a24 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_CNN_x2_VL.glsl @@ -0,0 +1,969 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.3053028, -0.037464816, 0.113983095, 0.12537485, -0.18630321, 0.084269725, -0.01351514, -0.20190673, -0.12298384, -0.037622184, -0.070214555, -0.19367279, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.41849324, 0.099702746, -0.04276645, -0.047299717, 0.20074473, 0.14217933, 0.15571699, 0.19553481, 0.21868695, -0.053848714, 0.016413521, 0.14117444, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.030540446, -0.052293833, 0.0715466, -0.31160545, 0.07808315, -0.16860045, 0.032828577, -0.2955024, -0.110374965, 0.04043687, -0.014024628, 0.058699366, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.10727635, 0.054200135, 0.20853694, 0.21086875, 0.122690216, -0.091823794, 0.310609, -0.01738923, -0.0013488946, 0.10835534, -0.077265196, 0.086751856, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.77150255, 0.40530515, -0.41257596, -0.14367618, 0.46888494, 0.2650122, -0.934199, 0.40476102, 0.32293493, 0.20251967, 0.19891106, -0.29698747, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.12505147, -0.41904053, -0.065798186, 0.34075752, 0.026240354, -0.2977496, 0.032647505, -0.003566783, 0.10290523, -0.23417123, -0.06014203, 0.094735645, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.11207838, -0.04062474, 0.023897955, 0.08605987, -0.020888371, 0.045541205, -0.07231824, -0.25884083, -0.11796847, -0.002691391, 0.0050435597, 0.02756291, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.4615728, 0.041790638, 0.08971143, 0.20213957, -0.38537467, 0.19938901, 0.08594364, -0.08621994, -0.08163473, -0.133266, -0.09561729, -0.014209637, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.0787417, -0.0483673, 0.07621572, -0.060169693, -0.013465177, -0.17152289, 0.02515561, 0.17675288, -0.05173998, 0.10768042, -0.029858522, -0.013957215, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0072128535, -0.05658625, 0.052939568, -0.1760861); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.112743355, 0.0422517, 0.21350034, -0.0967133, 0.16265953, 0.0022497, 0.015078242, 0.08204187, 0.035236806, -0.0468228, -0.09464228, -0.001864949, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.25631642, -0.41485596, -0.16662048, 0.13201024, 0.057921384, 0.2240005, -0.30038536, -0.08305622, 0.2228756, 0.32263795, 0.10608189, -0.18616734, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.08997524, 0.11516871, 0.19212262, -0.035154644, 0.11612274, -0.04056247, 0.14974374, 0.029173585, -0.07629641, -0.14353512, 0.041081246, 0.20230265, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.2262286, 0.055954933, -0.14499907, 0.17314723, 0.16590612, -0.06688698, -0.11118816, -0.012938116, -0.043101817, 0.026133137, 0.2958395, 0.06543993, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.07311521, -0.3041244, -0.47978505, -0.6350967, -0.17432262, 0.34965977, 0.25399777, -0.16590433, -0.49957857, 0.0549526, -0.40869385, -0.08780993, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.3014447, -0.00021343959, -0.14953177, 0.028001398, -0.14931908, -0.14910097, -0.13287953, -0.45026535, 0.17378895, 0.024704922, -0.027308129, -0.10292025, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.06732655, -0.13119644, 0.066014715, 0.081011154, -0.15154321, 0.2407805, 0.07733481, 0.12312706, 0.1741804, 0.008495716, -0.14125362, -0.043644864, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.11465958, 0.42001364, 0.011069392, 0.3203028, -0.058801666, -0.37830314, -0.030540617, 0.2245139, -0.11310525, -0.14845212, 0.19957744, 0.25789997, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.16037206, 0.21326372, 0.020099448, 0.018666709, 0.122083254, -0.16033986, -0.10725163, 0.2556128, 0.1650688, -0.10475823, 0.048623525, -0.103755645, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.007717166, -0.027800834, 0.0795002, 0.0053199283); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0056740534, -0.21186607, -0.18014967, 0.118979976, -0.0015611284, -0.07708486, 0.060131397, 0.11653345, 0.027150517, 0.10837246, 0.08583816, -0.14032431, 0.017552888, 0.0035846964, 0.03980114, 0.064649396) * go_0(-1.0, -1.0); + result += mat4(-0.03289318, -0.12004539, 0.26514888, -0.15079662, 0.04214227, -0.027273783, -0.027950313, 0.19614808, 0.18510003, -0.10346252, -0.029836183, 0.09174428, -0.0088710375, -0.18273513, 0.06601674, 0.009983851) * go_0(-1.0, 0.0); + result += mat4(0.08476211, 0.043996535, 0.056711517, 0.009976895, 0.07039107, -0.024862664, -0.059921104, 0.046850603, 0.04983447, 0.04863198, 0.21777405, -0.0576961, 0.045321796, -0.0060038245, 0.096396215, -0.10842004) * go_0(-1.0, 1.0); + result += mat4(-0.15746164, 0.041757874, 0.035169285, -0.1734288, -0.24219254, -0.13318908, 0.2272079, -0.02902605, 0.07750601, -0.1467191, -0.12296749, -0.07533314, -0.07073083, 0.17909113, 0.04789308, 0.17245363) * go_0(0.0, -1.0); + result += mat4(0.057547905, 0.1464685, -0.33115456, -0.26956198, -0.26298407, -0.059824817, 0.022509675, -0.09251868, 0.36277944, -0.2072429, 0.21095088, -0.45492023, 0.07428653, 0.1593302, -0.2945834, 0.12825087) * go_0(0.0, 0.0); + result += mat4(-0.1318458, 0.27804148, 0.037600737, 0.12047866, 0.0065036337, 0.0017241207, 0.060497303, -0.14786585, -0.15149063, 0.02731698, 0.048886403, -0.0025970868, -0.026979815, 0.07348884, 0.015636757, -0.107966796) * go_0(0.0, 1.0); + result += mat4(-0.079988025, -0.01626299, 0.06517438, 0.086406484, -0.1484504, 0.070595, 0.20620634, 0.09713373, -0.13620836, 0.012067949, -0.00068703433, -0.038030174, 0.22300471, -0.0012400965, -0.014827909, -0.08927486) * go_0(1.0, -1.0); + result += mat4(0.15634936, 0.052028038, 0.038081627, 0.12720168, 0.07342066, -0.04318368, -0.0065998454, 0.12109317, -0.45398173, 0.03666754, -0.17773737, 0.038516667, -0.13009632, -0.007457001, -0.013938809, 0.09776142) * go_0(1.0, 0.0); + result += mat4(0.029636936, 0.12864171, 0.11347291, -0.11812842, -0.0870342, 0.035678383, 0.050338242, 0.045754932, -0.07072752, 0.010447726, 0.039642975, -0.08795004, -0.1191525, 0.00967509, 0.13485421, -0.053204738) * go_0(1.0, 1.0); + result += mat4(-0.011072695, -0.09613245, -0.09094804, 0.028029291, -0.04031162, 0.15690295, 0.25094184, -0.21776834, 0.06524669, 0.06412185, -0.052852992, -0.08097702, -0.039127756, 0.036357917, 0.104585476, 0.25095442) * go_1(-1.0, -1.0); + result += mat4(-0.08328618, -0.006246033, 0.099708706, -0.014916097, 0.17727195, 0.4369228, 0.14760216, 0.06707674, 0.025167737, -0.022487842, -0.038962565, 0.15380669, 0.08125089, 0.09844594, 0.33538374, -0.003161368) * go_1(-1.0, 0.0); + result += mat4(-0.0128195705, -0.05475118, -0.037705053, -0.0012077648, -0.17425515, 0.091487505, -0.12909423, 0.0074876705, 0.13438368, 5.778033e-05, 0.04563314, -0.12185897, -0.053612474, -0.049824294, -0.12851205, 0.12856449) * go_1(-1.0, 1.0); + result += mat4(-0.025741795, 0.01867236, -0.00027440622, 0.10502768, 0.27042285, -0.14947751, 0.11143123, 0.2575913, -0.07414089, -0.33919522, -0.13194235, -0.20088726, 0.23121537, -0.08197353, 0.06693911, 0.015411386) * go_1(0.0, -1.0); + result += mat4(0.09143717, 0.22842278, 0.06501074, -0.20009698, -0.042117566, -0.23452093, -0.074082755, -0.10612558, 0.077631965, 0.08343657, -0.07657599, -0.43297377, 0.7092466, -0.16272525, 0.17222248, -0.056038965) * go_1(0.0, 0.0); + result += mat4(0.081200436, 0.046752565, 0.028254949, 0.18820632, 0.096592255, 0.05896745, 0.14845169, 0.034777895, 0.07195204, -0.1908046, -0.015341971, 0.02606145, -0.010377239, 0.0755547, -0.15285216, 0.047916733) * go_1(0.0, 1.0); + result += mat4(-0.06825636, -0.049540907, -0.024328846, 0.03506251, 0.2060094, 0.054119263, -0.06671269, 0.052428722, 0.055792283, -0.14336903, -0.03180757, 0.013760968, -0.037398104, -0.06880077, -0.023608573, 0.0360965) * go_1(1.0, -1.0); + result += mat4(-0.16937497, -0.30156836, 0.0021435453, 0.025772978, -0.17990975, 0.046133514, -0.32447076, -0.083382785, -0.081322014, -0.022132374, -0.05319431, 0.11794733, 0.08943906, 0.12927428, 0.105764806, -0.051034793) * go_1(1.0, 0.0); + result += mat4(-0.011012306, 0.047636557, 0.050260928, 0.051847618, 0.010985655, -0.13752967, 0.023869954, 0.07011459, -0.18244945, 0.07239806, -0.013638856, -0.026982805, 0.11395993, -0.031304818, -0.08714153, 0.077115685) * go_1(1.0, 1.0); + result += mat4(0.08707592, 0.2265186, 0.13363098, -0.039588258, -0.029561255, 0.019238092, 0.024606103, -0.0019022018, -0.062285982, -0.0629511, -0.03753033, 0.109805316, 0.016018672, -0.08284564, -0.04092752, -0.030386891) * go_2(-1.0, -1.0); + result += mat4(0.0016500859, 0.01616536, -0.099148355, 0.24161765, 0.028064307, -0.028680569, 0.054400917, -0.1978921, -0.08584302, -0.096797146, -0.06546965, -0.09342837, 0.030265866, 0.07057579, -0.02080932, 0.053178705) * go_2(-1.0, 0.0); + result += mat4(-0.030304352, 0.047440585, -0.04248429, 0.08568772, -0.051317703, 0.036739342, 0.00865767, -0.018183297, -0.07335176, 0.025001721, -0.068509035, 0.1814819, -0.09756565, -0.024179723, -0.05959287, 0.0352454) * go_2(-1.0, 1.0); + result += mat4(0.023015196, -0.022870664, -0.12028372, -0.111095205, 0.11065281, -0.19900022, -0.24012049, -0.017028643, -0.13484617, 0.050107025, 0.10741765, 0.037951697, 0.013090438, -0.0010045726, -0.029447839, -0.1859787) * go_2(0.0, -1.0); + result += mat4(0.17922719, -0.24138594, -0.44595388, -0.032014426, 0.06897096, 0.07125395, 0.1944457, -0.035794795, -0.24022278, -0.13230884, -0.1277025, 0.21229011, -0.12249393, 0.06141907, 0.2687936, -0.26896995) * go_2(0.0, 0.0); + result += mat4(0.0397242, -0.30710965, 0.28815824, -0.06642567, -0.07588877, -0.019552408, 0.0057806037, 0.11465521, 0.03560534, -0.10640553, 0.023589289, -0.16667193, 0.02066607, -0.01026633, -0.02655378, 0.082493655) * go_2(0.0, 1.0); + result += mat4(-0.007902949, -0.08501038, -0.029395591, -0.07072227, -0.01800967, -0.14564751, -0.08372804, -0.049974415, 0.1756957, -0.02042449, -0.04413007, -0.016873527, -0.2385717, -0.001741017, 0.08298281, -0.019873247) * go_2(1.0, -1.0); + result += mat4(-0.01803727, 0.0642893, 0.21513617, 0.066888265, -0.042107955, -0.123470366, 0.045296013, -0.11958806, 0.48208967, -0.027188249, 0.12136116, 0.05246265, 0.13522038, -0.016297493, 0.028486907, -0.059840377) * go_2(1.0, 0.0); + result += mat4(-0.1373251, -0.11281026, -0.06418318, 0.08444032, 0.062874556, -0.009133875, -0.049571835, -0.042995855, 0.12483249, -0.025967957, -0.11202483, 0.09862257, 0.099986054, 0.009230306, -0.09042664, 0.046612263) * go_2(1.0, 1.0); + result += mat4(0.03203309, 0.106030256, 0.045741174, -0.020529225, -0.028610658, -0.055219248, -0.21404657, 0.07746393, -0.059359375, 0.0033258004, -0.0054513607, 0.06856653, 0.18043655, -0.119936846, -0.05639265, -0.10240379) * go_3(-1.0, -1.0); + result += mat4(-0.0004331875, 0.10426754, -0.008130048, 0.012795991, -0.14372933, -0.40797862, 0.105197415, -0.0041354536, -0.079792455, 0.0914027, 0.012418237, -0.11449173, 0.020261409, -0.14681602, -0.13355242, 0.18290488) * go_3(-1.0, 0.0); + result += mat4(0.052306626, 0.010864275, -0.072627716, -0.009773121, 0.09484167, -0.09631301, 0.14896165, -0.21220942, -0.11994051, -0.002957136, -0.118194886, 0.08661347, 0.10005298, -0.029620873, 0.101668894, 0.0242806) * go_3(-1.0, 1.0); + result += mat4(-0.055188183, -0.06322889, 0.12994595, 0.03140751, -0.092755616, 0.04239107, 0.18460171, 0.08471877, 0.014203371, 0.13608724, 0.035351243, -0.07883493, -0.10067456, 0.14417742, 0.0054235114, 0.100745104) * go_3(0.0, -1.0); + result += mat4(-0.043811034, -0.16055201, -0.11927185, 0.20517266, 0.16734722, 0.27720267, 0.1205665, 0.045803893, -0.07874647, 0.06764307, -0.11157022, 0.080770165, -0.044105835, -0.03276538, -0.10945451, 0.100562036) * go_3(0.0, 0.0); + result += mat4(-0.044731796, -0.12854387, -0.061937924, -0.21604767, -0.036132332, -0.024353411, -0.16718283, 0.14903957, -0.11620588, 0.14563644, 0.23363836, 0.08400659, 0.15248756, -0.1424437, 0.112882614, -0.04096889) * go_3(0.0, 1.0); + result += mat4(-0.0486021, -0.05714939, 0.042517707, -0.06106919, -0.12970918, -0.071898215, -0.044727243, -0.026308542, 0.05687118, -0.0394057, -0.109454155, -0.0021216893, 0.018588595, 0.08061093, 0.0500373, -0.0034918839) * go_3(1.0, -1.0); + result += mat4(0.11269324, -0.17924047, -0.12965205, -0.07287767, -0.015830642, -0.044497102, 0.20014328, -0.14054494, 0.1232692, 0.2395109, 0.14093149, 0.03518561, -0.14088139, -0.09045081, -0.07283352, 0.053434785) * go_3(1.0, 0.0); + result += mat4(0.020512339, 0.026349569, -0.06666101, 0.05554806, -0.03044066, 0.26656216, 0.019155584, -0.12118906, 0.087923005, -0.1716557, 0.050843164, 0.037432503, -0.030232614, 0.030457936, 0.04232163, -0.066400655) * go_3(1.0, 1.0); + result += vec4(-0.0216415, 0.09015036, -0.030761974, -0.26541537); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.04688368, 0.13853125, 0.1714716, -0.03034447, -0.08090605, 0.1225867, 0.17535992, 0.012508419, -0.0010665918, -0.07481546, -0.15541986, 0.0671128, -0.029307734, -0.076674186, 0.03925896, -0.07140553) * go_0(-1.0, -1.0); + result += mat4(-0.13273083, 0.062933214, 0.04200143, -0.0080243945, -0.120439716, -0.090192355, -0.022639645, 0.00020024918, -0.11211478, -0.12949537, 0.025783822, 0.009155746, 0.01004339, -0.0661901, 0.10630156, 0.053137038) * go_0(-1.0, 0.0); + result += mat4(0.07113487, -0.16011865, -0.10838903, -0.0034704183, 0.110606894, -0.14915739, 0.036511585, -0.003103608, -0.0551775, -0.13140677, 0.05270299, 0.12139221, 0.02226174, 0.008415268, -0.06647426, 0.118130066) * go_0(-1.0, 1.0); + result += mat4(-0.045172617, -0.0020388453, -0.27287582, 0.002428232, -0.2833772, 0.13788106, 0.073339015, 0.10666715, 0.08455194, 0.16499293, 0.089058325, 0.008815447, 0.034657538, -0.109856166, -0.11499077, -0.02918854) * go_0(0.0, -1.0); + result += mat4(0.07910854, -0.26334837, -0.3246593, -0.08246522, 0.09211476, 0.40793833, -0.09658794, -0.14430091, -0.50632644, 0.087234974, 0.26298127, 0.3687086, 0.06492316, 0.23082961, 0.18233871, -0.09283792) * go_0(0.0, 0.0); + result += mat4(-0.022744032, 0.21690565, 0.2694824, -0.12230013, -0.07969618, 0.21595429, -0.034979805, 0.008938489, 0.21289209, -0.446482, -0.042927746, -0.13587558, -0.032581557, -0.07182814, -0.054092336, -0.009542036) * go_0(0.0, 1.0); + result += mat4(-0.0034912943, -0.080354184, -0.08577375, -0.1521193, 0.09809233, 0.034529503, -0.100664355, 0.008191219, -0.014303411, -0.02862216, -0.18669915, -0.12384598, 0.046499267, 0.093707144, 0.10661308, 0.15079576) * go_0(1.0, -1.0); + result += mat4(-0.031025652, -0.0384342, 0.14258307, 0.25531343, 0.0075049917, -0.03966595, 0.062381975, 0.19593526, -0.2868182, 0.03162008, -0.4391041, -0.524017, -0.034463473, -0.0066741486, -0.24586639, 0.10521736) * go_0(1.0, 0.0); + result += mat4(-0.07452321, -0.0227877, -0.025402244, 0.115727395, -0.039511252, -0.07785703, -0.013689458, 0.0066024344, -0.052957747, 0.011206241, -0.0021671024, 0.077190824, -0.11709912, 0.046635598, 0.123751156, -0.03712064) * go_0(1.0, 1.0); + result += mat4(0.055411004, -0.0020031065, 0.06685547, -0.018829947, -0.06378933, -0.18389674, -0.0023551763, 0.0670314, 0.13038594, 0.0601923, -0.03035789, -0.019537423, -0.014483204, -0.056800704, 0.08663347, -0.106859975) * go_1(-1.0, -1.0); + result += mat4(-0.06603686, 0.07360526, -0.0072026253, -0.06778907, -0.039178446, 0.012397263, -0.13482279, 0.05745685, -0.055182382, -0.10545766, 0.003857615, 0.041947857, -0.15239377, 0.041826613, 0.058879383, -0.0042669442) * go_1(-1.0, 0.0); + result += mat4(-0.0697229, -0.010702144, -0.032265816, 0.013317131, 0.105028264, 0.21032134, 0.06845646, -0.018358687, 0.064568676, 0.08437135, -0.000723181, 0.1324007, 0.05527932, -0.049871888, -0.10125047, -0.005040889) * go_1(-1.0, 1.0); + result += mat4(-0.006467578, -0.05120533, -0.011780779, -0.011742203, -0.34242442, -0.020819988, 0.17381702, -0.059836414, -0.028882682, 0.23210457, 0.16579404, -0.03708216, -0.23541835, -0.03290251, 0.029319672, 0.26189178) * go_1(0.0, -1.0); + result += mat4(-0.30955994, -0.06408282, -0.16872866, 0.10767772, -0.041430887, 0.051697977, 0.12523535, -0.060389146, 0.026289431, 0.06359533, 0.13526368, 0.2479901, -0.3263977, 0.10216362, -0.0030894123, 0.046437826) * go_1(0.0, 0.0); + result += mat4(0.10061438, -0.17047118, -0.21593021, -0.023389054, -0.17507865, -0.30822313, -0.22044766, 0.16078933, 0.07099252, -0.11573018, 0.24712858, -0.0659458, -0.037504572, -0.12297423, 0.03342632, -0.058119852) * go_1(0.0, 1.0); + result += mat4(-0.020957774, -0.0224927, 0.04069268, -0.07911167, 0.074009344, 0.065916434, 0.008222278, 0.11625076, -0.25299504, 0.03357169, -0.021988, 0.015821831, -0.0021187372, -0.030700417, -0.004374924, 0.027358979) * go_1(1.0, -1.0); + result += mat4(0.06549052, -0.048067164, 0.05489091, -0.28851983, 0.13378961, 0.026875904, -0.09877994, -0.19947459, -0.1274035, -0.022928834, -0.26344195, -0.025870804, 0.022505255, 0.0070861108, 0.121051334, -0.025964163) * go_1(1.0, 0.0); + result += mat4(0.059426542, -0.0327433, 0.2313695, -0.07046268, 0.20479666, 0.027021704, 0.2564928, -0.11689885, -0.07407976, -0.019611249, 0.093463086, -0.121553615, 0.035009407, -0.008135333, -0.075931996, 0.047803063) * go_1(1.0, 1.0); + result += mat4(-0.059434246, -0.1652242, -0.124611154, 0.04743711, 0.10530296, -0.13869187, -0.036534663, -0.035206333, 0.06067593, 0.06126907, 0.120151915, -0.06722673, 0.008103894, 0.037225723, -0.007520425, 0.065720856) * go_2(-1.0, -1.0); + result += mat4(-3.6759695e-05, -0.036789574, 0.013370567, -0.037871476, -0.013454664, 0.15086569, 0.10164699, 0.057703357, -0.12871023, 0.12827681, -0.055057358, -0.040753044, -0.0142621, 0.08563361, -0.04615499, -0.03130452) * go_2(-1.0, 0.0); + result += mat4(-0.117965914, 0.09056485, 0.07272314, 0.009695964, -0.11331058, 0.07467256, -0.08291521, 0.00937355, -0.04097737, 0.07752905, -0.017335521, -0.12539999, 0.039462104, -0.0007037007, 0.06034812, -0.09497377) * go_2(-1.0, 1.0); + result += mat4(0.20828065, 0.0400099, 0.047638226, -0.046423353, -0.026133502, 0.098207295, 0.056742374, 0.017029466, -0.058164768, -0.046973787, -0.17328712, -0.0012984811, 0.050085854, 0.11296557, 0.12639083, 0.058543045) * go_2(0.0, -1.0); + result += mat4(-0.098907426, 0.22031747, 0.101559944, 0.06616554, 0.026110496, 0.56487054, 0.23754556, -0.07540935, 0.31768414, -0.47653618, 0.015073956, -0.33731326, 0.087285936, -0.24593173, -0.26141426, 0.15003823) * go_2(0.0, 0.0); + result += mat4(0.046026446, -0.13767281, 0.064847544, 0.07717139, 0.08544123, -0.11092969, 0.072325274, 0.010849038, -0.3055905, 0.66436774, 0.1434729, 0.0494463, 0.07115603, 0.083811216, 0.020431712, 0.06537088) * go_2(0.0, 1.0); + result += mat4(-0.15532711, 0.030139687, 0.040853374, 0.11089222, -0.08150315, -0.015851755, -0.06787692, 0.096075505, -0.011956207, -0.0017758606, 0.1277494, 0.16156575, -0.038588695, -0.0626418, -0.041797023, -0.19467135) * go_2(1.0, -1.0); + result += mat4(0.12917455, 0.017410474, -0.20125067, -0.08040003, -0.13494664, 0.17789102, -0.19909395, 0.08441434, 0.078570575, -0.06330619, 0.23767303, 0.5442659, -0.009227878, -0.021818208, 0.14318731, -0.09042824) * go_2(1.0, 0.0); + result += mat4(0.097801, 0.09345441, 0.17846581, -0.14773296, 0.06536365, 0.07642184, -0.011880635, 0.02086135, 0.013336972, -0.053295113, -0.13410404, 0.027241753, 0.087728985, -0.044033397, -0.13098569, 0.009423933) * go_2(1.0, 1.0); + result += mat4(-0.02488427, 0.0134966355, -0.0075000813, 0.07272353, 0.015842725, 0.13765687, 0.028079558, -0.08384948, -0.06666623, -0.023220664, 0.025091043, -0.055167805, -0.18826278, 0.04423603, 0.13499942, 0.059128854) * go_3(-1.0, -1.0); + result += mat4(0.01935146, -0.030980906, -0.031569187, -0.0036869382, 0.036753897, 0.118464164, 0.15871695, -0.09842428, 0.023324292, 0.071796335, -0.07869346, -0.10751301, -0.2588698, 0.064011686, 0.17386378, -0.039197855) * go_3(-1.0, 0.0); + result += mat4(0.08590827, 0.005497696, -0.026512025, 0.015661815, 0.1102415, -0.08268483, -0.0032903247, 0.10049029, -0.008157236, -0.035823178, -0.017570151, -0.081716835, -0.3531045, 0.010005245, 0.017141227, -0.016376914) * go_3(-1.0, 1.0); + result += mat4(-0.16617337, -0.007689783, 0.00954665, 0.07117733, -0.001669262, -0.012331606, 0.051613946, 0.062780835, 0.06123557, -0.20243123, -0.19181818, 0.032895602, 0.19760677, 0.004464939, 0.12754539, -0.27360034) * go_3(0.0, -1.0); + result += mat4(0.15006685, -0.083587274, -0.03215495, -0.16992462, -0.011944293, 0.058361508, -0.088097006, 0.023880545, -0.04168166, -0.06960282, -0.092672385, -0.057278465, 0.23540072, -0.1721208, -0.018213503, -0.23494521) * go_3(0.0, 0.0); + result += mat4(-0.124885194, 0.1905868, 0.11108704, 0.03163991, 0.11383064, 0.101223364, 0.069428995, -0.14298953, -0.07609092, 0.13704266, -0.07749446, -0.0005389336, -0.04617235, 0.18011934, 0.08350316, 0.09416366) * go_3(0.0, 1.0); + result += mat4(0.073356606, 0.067966126, -0.21285574, 0.0782625, -0.0034364646, -0.032581426, -0.05538558, -0.1317288, 0.14552782, -0.1132393, 0.13063973, -0.00833602, 0.0026844777, 0.028135289, -0.02536825, -0.028372496) * go_3(1.0, -1.0); + result += mat4(-0.318728, 0.07862527, -0.12176221, 0.35010242, -0.029198067, 0.016302662, 0.17667587, 0.12605923, 0.1556697, -0.06061443, 0.05843511, 0.10891248, 0.01267106, -0.018492714, -0.15945031, -0.050723754) * go_3(1.0, 0.0); + result += mat4(-0.21555941, -0.016813517, -0.084676236, -0.07545412, -0.14518794, -0.014592766, -0.2446481, 0.0530632, 0.0847341, 0.12342537, -0.028644923, 0.083479315, -0.04179012, 0.0025225023, 0.16006976, -0.026940256) * go_3(1.0, 1.0); + result += vec4(-0.060742114, -0.037577342, 0.055704296, 0.03134311); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.13129333, -0.022117995, -0.009753253, 0.020439912, 0.044090994, -0.0916335, 0.0036765633, -0.11719207, -0.06413809, 0.04079378, -0.00085516454, -0.06306388, -0.12660664, -0.054126263, -0.005513979, 0.06364538) * go_0(-1.0, -1.0); + result += mat4(-0.028422508, 0.23270117, -0.28674677, -0.10820166, 0.024321957, -0.0811145, -0.07290707, -0.02125165, -0.064260505, 0.052076746, -0.009654081, 0.08363882, -0.02037171, 0.15006389, 0.121593125, -0.011237004) * go_0(-1.0, 0.0); + result += mat4(-0.14672333, 0.015381624, 0.1028172, -0.041823238, 0.0072677187, -0.042953942, 0.06426537, -0.0938381, -0.05990813, -0.04599802, -0.11264726, -0.027826328, -0.058160868, 0.10747306, -0.07327458, 0.07998872) * go_0(-1.0, 1.0); + result += mat4(-0.08702181, -0.03750975, -0.045659006, 0.04488332, 0.09102003, 0.066556975, -0.04353586, 0.08994567, -0.13561495, -0.10653702, 0.006989605, 0.028230097, 0.07177144, 0.2938447, -0.00943923, 0.022120917) * go_0(0.0, -1.0); + result += mat4(-0.1801194, -0.11119162, 0.1977298, -0.247902, -0.16654298, -0.07423158, 0.114130594, 0.0014401592, 0.006954727, -0.09810646, -0.051310766, 0.19487657, 0.2545855, -0.06328558, -0.04617056, 0.09444692) * go_0(0.0, 0.0); + result += mat4(0.011378825, 0.16044368, 0.017211074, 0.14472178, 0.032992378, -0.008925819, 0.035120245, -0.012409223, 0.074333005, 0.1178002, -0.128956, -0.13624239, -0.2791275, 0.21457297, -0.1476131, 0.04874687) * go_0(0.0, 1.0); + result += mat4(-0.03491764, -0.061763793, 0.05779039, 0.0054837577, -0.023937583, 0.08281698, 0.032306053, -0.014566218, 0.12738499, -0.0132100545, -0.051833414, 0.0057818824, 0.012158851, -0.20231532, -0.0043795826, 0.10285843) * go_0(1.0, -1.0); + result += mat4(-0.22269921, -0.15135509, -0.039143335, 0.033390045, 0.06770212, -0.14538582, -0.08011057, 0.03796648, -0.025913516, 0.13925864, 0.18309896, 0.012709204, -0.24912506, 0.3217706, 0.0394195, 0.017977878) * go_0(1.0, 0.0); + result += mat4(0.00080196525, 0.059145816, 0.05720508, 0.0056548906, 0.005168018, 0.09938438, 0.0200503, -0.05516137, 0.061309986, -0.019621318, -0.1541441, 0.019540716, 0.030571707, -0.09054893, 0.032851614, -0.27210873) * go_0(1.0, 1.0); + result += mat4(0.27061436, -0.114008114, -0.0020118617, -0.1656827, 0.09770587, 0.029897455, -0.03307522, -0.04661818, 0.033011347, 0.18498488, -0.05162084, 0.087471776, -0.24665618, -0.12538423, -0.08123797, -0.010210389) * go_1(-1.0, -1.0); + result += mat4(0.075188264, 0.0020608555, 0.18558815, 0.041179713, 0.11232638, 0.05507779, -0.19599183, 0.027942855, 0.06199144, 0.22141005, -0.06121163, 0.014993597, 0.24105869, -0.019737717, -0.112485714, 0.0157406) * go_1(-1.0, 0.0); + result += mat4(0.09425698, 0.0207658, 0.12074599, 0.009430481, 0.11889248, -0.025782838, 0.0034711843, 0.05113582, 0.012531833, -0.0018606635, -0.09137569, 0.018120576, 0.4051155, 0.02222076, -0.16001017, 0.10981527) * go_1(-1.0, 1.0); + result += mat4(-0.03582557, 0.014994796, -6.4688604e-05, 0.24618183, -0.11697727, 0.24388117, 0.038502026, -0.3511993, 0.101741396, -0.10748137, 0.035059888, -0.017535849, 0.09450039, 0.06541661, 0.12149035, 0.28798738) * go_1(0.0, -1.0); + result += mat4(-0.27143848, 0.017990451, -0.69144464, 0.037944376, -0.04551905, 0.09263134, 0.4259611, -0.14107811, -0.10641847, 0.23065196, 0.040813655, -0.07789163, 0.3087666, 0.08190437, 0.16409059, -0.06455426) * go_1(0.0, 0.0); + result += mat4(-0.08290655, -0.35286915, -0.18082355, -0.32229406, 0.1608227, 0.030915622, 0.09207708, 0.02655054, 0.039464593, 0.026095424, 0.052584656, 0.033881903, -0.01751319, -0.0011676399, 0.04002607, 0.1630013) * go_1(0.0, 1.0); + result += mat4(-0.012021132, 0.12163766, -0.07410629, -0.06879096, 0.017859738, -0.039261997, -0.028677614, -0.23610398, -0.15963873, -0.0006119958, 0.11275506, 0.0082659265, 0.05677582, 0.08676638, -0.08669759, -0.10475464) * go_1(1.0, -1.0); + result += mat4(0.12792721, 0.06888765, 0.31803077, 0.26002547, -0.067599155, -0.011822328, -0.2589909, -0.30024147, 0.11076704, 0.15200609, -0.018180368, -0.19146141, 0.22298847, 0.059484895, 0.034478076, 0.15610938) * go_1(1.0, 0.0); + result += mat4(0.0870121, -0.016420847, -0.011579898, 0.097182855, -0.120095566, -0.06843338, -0.043460473, -0.060684606, -0.027540063, -0.008499213, 0.033570655, -0.06866259, 0.01429712, -0.07424434, 0.0009466247, 0.09142678) * go_1(1.0, 1.0); + result += mat4(-0.03781424, 0.04587032, 0.03744051, 0.02712279, -0.051038064, 0.0669144, -0.02640278, 0.12384894, -0.0022533627, -0.010022036, 0.07536463, -0.030489929, 0.09418577, 0.155089, -0.011290433, -0.02102941) * go_2(-1.0, -1.0); + result += mat4(-0.0053278613, -0.07160643, 0.039028414, 0.04123311, -0.10693177, -0.1170874, 0.07230816, -0.033255517, -0.119176835, 0.0786526, -0.11880206, -0.11354601, -0.037539184, 0.14404313, 0.069760695, 0.024738638) * go_2(-1.0, 0.0); + result += mat4(0.03413808, -0.006487654, 0.10006853, 0.22228058, -0.13796462, -0.14042488, 0.04017443, -0.031790894, -0.06673143, 0.009888688, 0.08831443, -0.0045771743, -0.028375361, -0.04704813, 0.07128581, -0.07012518) * go_2(-1.0, 1.0); + result += mat4(-0.06954315, -0.23728988, -0.14192343, -0.08236467, -0.2552115, 0.04102959, -0.06355397, -0.08340241, 0.17617856, 0.20281969, -0.16249381, 0.10843737, -0.04392261, -0.08587206, 0.053069845, -0.15482199) * go_2(0.0, -1.0); + result += mat4(0.124981806, 0.12828638, -0.061472785, -0.20108232, -0.14905351, -0.40766275, -0.35427195, -0.13183996, 0.09307428, -0.07697028, 0.06702549, -0.22656697, 0.019868268, -0.19361132, 0.08784669, 0.20249842) * go_2(0.0, 0.0); + result += mat4(-0.004661343, -0.09333453, -0.24876262, -0.07906779, 0.110697776, -0.37069768, -0.042212646, -0.0046135853, -0.2254257, -0.023392014, 0.031476703, -0.045574382, -0.12675518, -0.076056994, -0.08228006, -0.040303517) * go_2(0.0, 1.0); + result += mat4(0.16182694, 0.0512523, 0.051189836, 0.048962783, -0.05156489, -0.17987493, -0.012037288, 0.06953726, -0.09458492, 0.1610021, -0.004063283, -0.032922342, 0.08995396, 0.1939926, -0.018710036, -0.08153231) * go_2(1.0, -1.0); + result += mat4(-0.064830944, 0.06121252, -0.18886387, -0.12976822, -0.031117212, 0.12219633, 0.19070715, 0.12495262, -0.11994464, -0.24687837, -0.08425294, -0.016920334, -0.13286817, -0.3260188, -0.11776061, 0.1651019) * go_2(1.0, 0.0); + result += mat4(-0.17652592, 0.002499805, -0.030541016, -0.01393431, 0.031418208, 0.08209422, 0.12430871, 0.4387016, -0.108871914, -0.09041422, 0.031226631, -0.1638517, 0.20756467, 0.014476537, -0.012701195, -0.03440563) * go_2(1.0, 1.0); + result += mat4(0.005320072, -0.0032291536, -0.017209187, 0.031944863, -0.2479921, -0.24433962, -0.13832912, 0.07835928, -0.17707248, 0.028202811, -0.19121435, 0.164587, 0.123152815, 0.0050288937, 0.084104605, -0.0380019) * go_3(-1.0, -1.0); + result += mat4(0.16008669, -0.018608516, -0.013778938, 0.033447385, -0.01242472, -0.070916265, 0.026909694, -0.07318777, 0.15158044, 0.12047607, -0.1709358, 0.2031767, 0.0025611701, -0.21457459, 0.2791286, 0.10159932) * go_3(-1.0, 0.0); + result += mat4(0.14320926, 0.020023825, -0.0484187, 0.011563084, -0.2640472, -0.013056275, 0.004234292, -0.095376395, 0.28363484, -0.0058227647, -0.0777649, 0.05238444, 0.41757923, -0.07081097, 0.012567031, -0.13029522) * go_3(-1.0, 1.0); + result += mat4(0.07266207, 0.042793367, -0.08212271, -0.23401663, -0.19457819, 0.4191269, -0.03095442, 0.15339781, -0.28451788, 0.09316364, 0.10231693, -0.22844811, 0.111623526, 0.120017685, 0.18777381, 0.014420896) * go_3(0.0, -1.0); + result += mat4(0.15037206, -0.29763284, 0.2601235, 0.0193363, 0.13686465, 0.009907918, -0.37781665, 0.04916627, 0.14114739, 0.5043813, 0.0447959, -0.029427614, 0.041768756, 0.27211213, 0.14163221, 0.086162075) * go_3(0.0, 0.0); + result += mat4(0.19159287, 0.21363218, 0.15053211, 0.08992885, 0.100828275, 0.09379921, 0.030783929, 0.11664482, -0.059145752, -0.19400764, -0.09351283, -0.016430443, -0.12910964, -0.067078374, 0.11760082, 0.121194765) * go_3(0.0, 1.0); + result += mat4(-0.055059325, 0.09299572, 0.06848913, 0.06334532, -0.1476285, 0.111801244, -0.033960916, 0.06474366, -0.04952303, 0.27885208, -0.052447475, 0.09226763, -0.15024844, -0.0033919013, 0.013498364, 0.09135676) * go_3(1.0, -1.0); + result += mat4(-0.017010042, -0.122343406, -0.19097193, -0.27957183, -0.18206005, 0.102321096, 0.22794476, 0.0439245, -0.23710132, -0.08070259, 0.17377135, 0.23811814, 0.17799385, 0.049567625, 0.1470908, 0.07329385) * go_3(1.0, 0.0); + result += mat4(0.0038071256, 0.19454515, -0.01222965, -0.07390379, -0.0532754, 0.03942833, 0.123840906, 0.023459576, -0.0658742, -0.023957543, -0.14682837, 0.1221027, -0.010986398, -0.066184506, 0.03026491, -0.0638446) * go_3(1.0, 1.0); + result += vec4(-0.06427697, -0.00039365015, 0.011889719, 0.060232002); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!SAVE conv2d_2_tf1 +//!WIDTH conv2d_1_tf.w +//!HEIGHT conv2d_1_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_1_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_1_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.012110923, 0.07818654, 0.07964548, 0.11885079, -0.07694473, -0.01378252, 0.006632789, -0.12876098, 0.0069211307, 0.022278586, 0.069553085, 0.16569804, -0.11123615, 0.06125189, -0.11232848, 0.1559266) * go_0(-1.0, -1.0); + result += mat4(-0.3261174, -0.25586754, 0.21129315, 0.3135101, 0.1509055, 0.0044283345, 0.024674175, -0.08000473, 0.01213029, 0.09093019, 0.04942677, 0.09806723, -0.16454464, -0.14433062, -0.058094524, -0.060819894) * go_0(-1.0, 0.0); + result += mat4(0.023174008, 0.02858724, 0.07685972, 0.036857616, -0.10415571, 0.10241035, -0.01893166, 0.02065923, 0.058356714, 0.096426114, -0.03772327, -0.1529002, 0.13740575, -0.048291504, -0.06152548, -0.15199897) * go_0(-1.0, 1.0); + result += mat4(0.029300174, -0.13222043, 0.0139825605, -0.02274408, 0.062944874, 0.028447356, 0.05960515, 0.034447193, 0.03133432, -0.019283533, -0.024591971, -0.0043914663, 0.15245225, 0.006851478, -0.051783554, 0.17453748) * go_0(0.0, -1.0); + result += mat4(-0.09125915, 0.081739366, 0.01196335, 0.23130219, -0.22557035, -0.13537665, 0.0022028848, -0.043430023, 0.22759882, 0.07920754, -0.027986467, -0.14051494, -0.19557038, -0.03585936, -0.4258294, -0.03856216) * go_0(0.0, 0.0); + result += mat4(0.18511422, -0.09368415, 0.1551229, 0.04322566, -0.023400841, -0.02261204, 0.15129441, -0.007954805, -0.10739125, 0.019459398, 0.013128325, 0.018073296, 0.20886365, -0.20662378, -0.03814699, -0.09272838) * go_0(0.0, 1.0); + result += mat4(-0.027352437, -0.039882626, 0.12598103, -0.093930446, 0.030846786, -0.09325075, -0.009084744, -0.024584265, 0.07159868, 0.14162529, 0.19019091, 0.058855128, -0.09880401, -0.01843218, 0.14753596, -0.2449532) * go_0(1.0, -1.0); + result += mat4(0.06565521, 0.09150168, -0.08654865, 0.0829788, -0.07596146, -0.01815166, -0.08786775, -0.03477514, 0.20538878, -0.012766377, 0.020719538, 0.088188395, -0.034300096, 0.29972988, -0.20005241, 0.018425167) * go_0(1.0, 0.0); + result += mat4(0.11713916, 0.024167519, 0.05167596, -0.0027117804, -0.016994188, 0.048177514, -0.012556207, 0.010979094, 0.09098878, 0.028514355, 0.06063336, -0.06624107, 0.012754856, 0.013208708, -0.061374772, -0.0025992664) * go_0(1.0, 1.0); + result += mat4(-0.09053513, 0.03183455, 0.017340872, 0.12934409, -0.022161964, -0.0015361432, -0.049972344, -0.12763855, 0.12779881, -0.04697911, 0.018968226, -0.119873665, 0.05462772, -0.13919477, -0.10226718, -0.2540179) * go_1(-1.0, -1.0); + result += mat4(-0.29912186, -0.09291771, 0.050926663, 0.49361777, 0.21372582, 0.076717265, -0.058968987, -0.1572678, 0.3194591, -0.120582424, 0.03942037, 0.023128232, 0.24321598, 0.07046334, -0.21204855, -0.648296) * go_1(-1.0, 0.0); + result += mat4(0.05366883, -0.020366706, 0.020979457, -0.06893884, 0.04837168, 0.017253762, 0.008874203, -0.020785445, -0.20425391, 0.060179923, 0.046167206, 0.09863377, -0.14381303, 0.038928367, -0.06590863, -0.18408588) * go_1(-1.0, 1.0); + result += mat4(0.07099762, 0.2029403, -0.033945918, 0.15202214, 0.0901113, -0.27336198, -0.17693861, -0.16206753, -0.17642029, 0.09400492, -0.11165698, -0.07863893, -0.16306102, -0.056210615, 0.22173557, 0.013508989) * go_1(0.0, -1.0); + result += mat4(0.08541511, -0.27093616, -0.35273993, -0.48919773, 0.038383547, -0.16013749, 0.012996215, -0.03434873, 0.07024113, -0.28971404, 0.10623425, -0.0019642068, -0.062374946, 0.3291145, 0.22468035, -0.42971882) * go_1(0.0, 0.0); + result += mat4(0.020427933, 0.15062793, 0.08308975, -0.025095072, 0.030093266, -0.09649862, -0.03382388, -0.0016017791, 0.105402954, 0.020693144, -0.051065, 0.07704679, 0.02864139, -0.00135146, 0.03762216, 0.029277142) * go_1(0.0, 1.0); + result += mat4(0.01700994, 0.12214317, 0.06749582, 0.07354159, -0.093085855, -0.065021954, 0.010773045, -0.00095128635, -0.045384295, -0.072611265, -0.043900184, 0.049471326, 0.029131187, 0.03180158, -0.13313527, 0.05280797) * go_1(1.0, -1.0); + result += mat4(0.14751251, -0.15087761, 0.09932281, -0.099232934, -0.062390897, 0.112391844, -0.09159478, 0.15856399, 0.034708973, 0.01819943, -0.02730164, -0.13562973, -0.05687333, -0.0114601655, 0.07025971, 0.02496533) * go_1(1.0, 0.0); + result += mat4(-0.0117268525, -0.026162883, 0.07481553, 0.13420302, 0.029870516, 0.07405776, -0.06379041, 0.09631234, -0.07754842, 0.035888605, 0.0034764851, -0.040771756, -0.092022054, -0.034230903, -0.02281844, -0.0028173258) * go_1(1.0, 1.0); + result += mat4(-0.059846643, 0.016772347, -0.02287152, 0.07036337, -0.024946844, 0.09826078, -0.068491876, 0.20852126, 0.073890835, -0.058288682, 0.013093785, -0.05776076, 0.0516503, 0.052794468, 0.10837015, 0.038539834) * go_2(-1.0, -1.0); + result += mat4(-0.16391893, -0.008062687, -0.35022175, 0.2510062, -0.15820411, 0.048403125, 0.024878092, 0.037888516, -0.035924178, -0.068953894, -0.025386479, 0.24405715, -0.018495679, -0.051277515, 0.14754932, -0.031538483) * go_2(-1.0, 0.0); + result += mat4(-0.038429607, -0.047140498, -0.018157095, -0.029318782, -0.04094171, -0.11870087, 0.11214255, 0.07142628, 0.021007229, -0.005681072, 0.1662777, 0.10829575, 0.112268396, 0.03567479, -0.06738845, 0.0032037434) * go_2(-1.0, 1.0); + result += mat4(-0.032217573, 0.2102397, -0.20617546, -0.07920811, 0.12918773, 0.054486286, -0.13656865, 0.05806265, 0.01963165, 0.049910642, 0.15538268, 0.10724465, -0.09697837, -0.03070673, -0.0071386313, -0.11899626) * go_2(0.0, -1.0); + result += mat4(0.130827, 0.0051715383, -0.07212691, 0.45726067, 0.2773031, 0.2973666, 0.3951691, 0.01333662, -0.14561643, 0.04508669, 0.121690124, 0.13326228, -0.22579186, 0.058161184, 0.09281702, -0.00079749606) * go_2(0.0, 0.0); + result += mat4(-0.00771113, 0.09912341, -0.41895548, -0.06705759, 0.029148718, 0.052991726, 0.18665347, -0.031787418, 0.23053595, 0.09444956, 0.10691037, -0.06325714, -0.05335701, 0.1917427, -0.0065284846, 0.032622546) * go_2(0.0, 1.0); + result += mat4(-0.056801565, -0.019131258, -0.0939022, -0.08130343, -0.11051993, 0.0035269214, -0.047361933, -0.0543875, 0.10854369, 0.06445185, 0.016828364, -0.022595318, 0.1450623, 0.033027507, -0.020425137, 0.16169788) * go_2(1.0, -1.0); + result += mat4(-0.08747717, 0.07770065, 0.018155783, 0.07160794, 0.09860347, -0.04329888, -0.0043579484, -0.2014418, -0.060260013, 0.0036374568, -0.17566042, -0.2268221, 0.001273691, -0.2609373, -0.19417606, -0.04102927) * go_2(1.0, 0.0); + result += mat4(-0.086845055, -0.114253804, -0.13433142, -0.025941795, -0.0155711295, -0.13578776, 0.12059696, -0.08760523, -0.0057348222, 0.12164273, 0.07270617, -0.06352636, 0.08894258, 0.04140841, 0.1230304, -0.030357126) * go_2(1.0, 1.0); + result += mat4(0.03320213, 0.015911903, -0.06288296, -0.121976145, 0.2713457, 0.13913193, -0.092420585, 0.105714336, 0.10294281, -0.04591945, -0.11767934, 0.032249406, -0.06506192, -0.04639334, 0.08137017, -0.031746846) * go_3(-1.0, -1.0); + result += mat4(0.13717805, 0.0071242675, -0.077256985, -0.14974317, -0.08467893, -0.20126395, -0.06240603, 0.09554399, -0.075844854, 0.28380412, 0.046030026, 0.053188596, 0.50943077, 0.1179795, 0.32203588, -0.06712207) * go_3(-1.0, 0.0); + result += mat4(-0.18528835, 0.0016975187, -0.0041140947, 0.11234392, -0.34049067, -0.056880493, -0.04325441, 0.09905571, 0.10978758, 0.009608353, -0.10801905, -0.04071131, -0.09096832, -0.12350487, 0.011801418, 0.22521795) * go_3(-1.0, 1.0); + result += mat4(0.040283076, -0.034117915, -0.026142653, -0.06058959, 0.12511659, 0.4131219, 0.59190845, 0.39758852, 0.16032091, -0.5975032, -0.14516282, 0.115154505, 0.03874097, 0.18462797, 0.22934213, 0.05285643) * go_3(0.0, -1.0); + result += mat4(-0.17804009, 0.33769128, -0.14572927, -0.029545018, 0.3897, -0.055615567, 0.15232995, 0.48788264, -0.21422523, 0.03397293, 0.0337794, -0.19830915, -0.022457365, -0.35096076, 0.42616987, -0.19268763) * go_3(0.0, 0.0); + result += mat4(-0.13191561, -0.18337126, 0.017879983, -0.070472844, -0.09409196, -0.025770849, -0.060219247, 0.10869267, -0.17341033, -0.09199785, -0.0667796, -0.093538545, -0.21300837, 0.030474098, -0.04540468, 0.041321553) * go_3(0.0, 1.0); + result += mat4(-0.0998177, -0.08669185, -0.0090886615, 0.0021083376, 0.08900095, 0.5062186, 0.45537788, 0.029077586, -0.1001008, -0.0077697043, -0.0096318, 0.11706454, 0.07401959, -0.00650215, 0.06092762, 0.037442297) * go_3(1.0, -1.0); + result += mat4(-0.18500404, 0.0024998419, -0.11761331, -0.026825588, 0.27255726, 0.093010515, 0.3281413, -0.051473666, -0.050259475, -0.17258662, -0.23394547, 0.104795866, 0.035074063, -0.061560635, 0.05975411, -0.094255395) * go_3(1.0, 0.0); + result += mat4(-0.023440497, -0.021479638, 0.0036277648, 0.004972212, 0.02416659, -0.09856867, -0.03971455, -0.27094853, 0.026615402, -0.0047890246, -0.13755885, 0.16591635, -0.0016293586, 0.133207, 0.047790572, 0.029041538) * go_3(1.0, 1.0); + result += vec4(-0.0063728676, -0.029053684, -0.052831043, 0.006475641); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0431447, 0.047972627, 0.09522898, 0.19048582, 0.0015511789, 0.1182684, -0.065335006, 0.061233886, -0.02451869, 0.065670215, -0.015341636, 0.06836347, 0.10215459, 0.17516296, 0.0857072, 0.072732896) * go_0(-1.0, -1.0); + result += mat4(0.10117189, 0.049022958, -0.016017418, -0.12119866, 0.089112304, 0.016286526, -0.025251161, 0.03239003, -0.0783818, -0.086096615, -0.13673106, -0.15934734, -0.51308054, -0.061430074, -0.16208844, 0.2227776) * go_0(-1.0, 0.0); + result += mat4(-0.011567444, 0.025550444, -0.018439503, -0.015003767, 0.11606929, -0.11613111, -0.040906087, -0.015202219, 0.03932618, -0.1106059, 0.03703376, 0.018548314, -0.12761284, -0.038109995, -0.23577367, 0.20272344) * go_0(-1.0, 1.0); + result += mat4(0.025444161, -0.075270735, 0.10999789, 0.16305386, 0.016178958, -0.074034974, 0.1177035, -0.077481024, -0.047774278, -0.029782977, 0.23137823, -0.2389453, 0.033015423, -0.10381626, -0.16437943, 0.20906886) * go_0(0.0, -1.0); + result += mat4(-0.098473966, 0.11013442, -0.18486807, 0.1907086, -0.17564997, -0.08509439, -0.42472756, -0.17446618, 0.3440862, 0.12719585, -0.12213955, -0.02246555, 0.18982963, 0.20809166, -0.36067408, 0.51116616) * go_0(0.0, 0.0); + result += mat4(-0.019805575, 0.07812505, 0.061653323, -0.08379226, 0.026396899, 0.009063019, -0.10845824, 0.0827647, 0.045301896, -0.07748021, -0.07435832, 0.14860612, -0.077515624, 0.010588131, -0.22704287, 0.26849246) * go_0(0.0, 1.0); + result += mat4(-0.02884339, -0.09512523, -0.038564682, 0.08862835, 0.041666254, -0.10532901, 0.040582962, -0.10063983, -0.15736029, -0.03644334, -0.005061672, 0.04302295, -0.046482194, -0.05262547, 0.05110866, 0.03204655) * go_0(1.0, -1.0); + result += mat4(-0.005932702, 0.033263832, 0.0044865874, -0.02328917, 0.056534443, -0.14084046, 0.022353357, 0.015087431, -0.2734596, -0.026544483, 0.06297078, 0.11277746, 0.06127936, 0.02466357, -0.04970561, 0.02098484) * go_0(1.0, 0.0); + result += mat4(0.013603583, 0.036264602, 0.10985147, 0.01532773, -0.09012781, 0.1132652, -0.17016481, 0.025332611, -0.077462606, 0.02990799, -0.10627784, -0.006231141, -0.089164406, -0.051507175, -0.043900985, 0.09049239) * go_0(1.0, 1.0); + result += mat4(-0.15391691, 0.1915742, 0.014101639, -0.022153432, 0.06291936, -0.017871676, -0.016763045, -0.14741553, -0.011252563, -0.20720159, -0.030648025, -0.0142307645, 0.010291614, -0.09243969, -0.052940153, 0.0061574522) * go_1(-1.0, -1.0); + result += mat4(0.032283742, 0.030768922, 0.1070225, -0.027818602, 0.10032608, 0.0061178426, -0.03561339, -0.26687133, 0.14369439, -0.11362691, -0.08980895, 0.066520914, 0.33414948, 0.006998835, 0.09193012, -0.2857383) * go_1(-1.0, 0.0); + result += mat4(-0.059588976, -0.02046844, -0.042585023, 0.031939838, 0.12796514, -0.06155685, 0.03540324, 0.009929082, -0.0039611827, 0.10790477, 0.049435645, -0.083034374, 0.23874004, -0.07460337, -0.020173345, -0.2006587) * go_1(-1.0, 1.0); + result += mat4(-0.13217632, 0.052319963, -0.026713084, -0.0051368694, -0.10380872, -0.28659084, 0.0044393227, 0.005174543, -0.05092618, -0.07092548, -0.027397033, -0.01609789, 0.13699281, -0.14706929, 0.17737861, -0.23746766) * go_1(0.0, -1.0); + result += mat4(0.19268502, 0.14133929, -0.1305119, -0.4034132, 0.057504695, -0.24550998, -0.081932545, 0.45489246, -0.29331785, 0.19625074, 0.063166246, 0.15158689, 0.6715147, -0.4610189, 0.08921431, 0.17761138) * go_1(0.0, 0.0); + result += mat4(0.044718128, -0.011809122, 0.024131307, -0.30093196, -0.05607289, 0.047759805, 0.004210022, 0.098192796, 0.030430846, 0.008207501, 0.12266905, -0.10549182, 0.11584339, -0.091016166, -0.08635591, -0.13889709) * go_1(0.0, 1.0); + result += mat4(-0.19226642, 0.07147627, -0.14759602, 0.4041079, 0.0744628, -0.19612685, 0.1498252, -0.06273549, 0.017959936, 0.10858338, -0.14985329, 0.062042814, -0.13240446, -0.24362786, 0.113626175, -0.15332204) * go_1(1.0, -1.0); + result += mat4(0.08383099, -0.13935047, -0.25981048, 0.16491203, 0.07513876, -0.28346774, 0.19722275, -0.044425573, 0.020889329, -0.22140723, 0.025403097, -0.09183192, 0.014202567, -0.18666178, 0.062913105, -0.047674105) * go_1(1.0, 0.0); + result += mat4(-0.1862771, 0.25878942, -0.043018065, 0.22144824, 0.016088247, 0.12113542, -0.11965952, -0.01587184, 0.07830932, -0.16069177, 0.13421321, 0.018718706, 0.09548377, 0.018543294, 0.013614677, -0.1054485) * go_1(1.0, 1.0); + result += mat4(-0.2121733, -0.015635416, 0.027564054, -0.085904464, 0.064805664, -0.070543915, 0.08966146, -0.06359783, 0.01131311, 0.046913184, -0.09809833, -0.092063695, -0.087217696, 0.012411829, 0.0045399712, 0.027389864) * go_2(-1.0, -1.0); + result += mat4(-0.19307798, 0.09449126, 0.084036835, 0.30262446, 0.011706106, 0.029800637, 0.04612629, 0.006186647, 0.11228541, 0.055147965, 0.17659879, -0.023410015, 0.19965266, -0.06684007, -0.081968054, -0.052410994) * go_2(-1.0, 0.0); + result += mat4(-0.058564443, 0.08252549, 0.058217794, 0.0864448, -0.25663558, 0.080260284, -0.0010294432, 0.05830051, -0.07684524, 0.1820709, 0.04438993, 0.019178499, -0.12425012, -0.04596089, -0.010032888, -0.0012803525) * go_2(-1.0, 1.0); + result += mat4(-0.43352658, 0.15262963, 0.25620222, 0.22428556, 0.09667152, 0.0037820593, -0.07951691, -0.11553085, 0.12982155, 0.17988266, -0.14283511, 0.074744284, 0.03604327, 0.00452661, -0.12865154, -0.020020623) * go_2(0.0, -1.0); + result += mat4(0.06850602, -0.18057181, 0.2093389, -0.07333886, 0.28406742, -0.048766967, 0.18114483, 0.47292945, -0.2340266, -0.06862712, 0.28263155, 0.3150323, -0.054724697, -0.16958356, 0.27928987, -0.19666018) * go_2(0.0, 0.0); + result += mat4(0.03281329, 0.0038649621, -0.07108877, 0.10791149, 0.15235375, -0.3083721, 0.168294, 0.10379698, 0.029038485, 0.16282903, 0.04483725, -0.018684763, 0.108186625, 0.027885616, -0.019351846, 0.1623065) * go_2(0.0, 1.0); + result += mat4(-0.110499054, 0.31347123, 0.030852, 0.01631416, -0.1466389, 0.080429435, -0.18689284, 0.10667815, 0.20645237, -0.18004708, -0.10570413, -0.15435064, -0.019000605, -3.126077e-06, 0.037761535, -0.015040956) * go_2(1.0, -1.0); + result += mat4(-0.023364332, -0.023399066, 0.2712722, 0.049637552, -0.10222765, -0.2698945, 0.20991959, 0.04921932, 0.21510898, -0.0751939, -0.19781734, -0.28162366, -0.041881047, 0.0065111094, -0.04102195, 0.0982682) * go_2(1.0, 0.0); + result += mat4(-0.032176614, 0.019144032, -0.08985387, 0.091637276, 0.1012352, 0.0003583357, 0.07897295, -0.09531175, -0.001155058, 0.074372366, -0.026186578, 0.07283374, 0.06052053, 0.009307753, -0.03874333, -0.06228009) * go_2(1.0, 1.0); + result += mat4(-0.022224072, -0.15717922, -0.1406057, -0.05941157, -0.028769474, -0.21226564, -0.036570027, 0.22266355, 0.14120889, 0.014577123, 0.10216447, 0.018429281, 0.056729726, -0.055834044, 0.058146577, -0.11999068) * go_3(-1.0, -1.0); + result += mat4(0.009995364, -0.020045493, -0.0057422677, 0.0643022, 0.016475432, -0.030856136, 0.042140726, 0.15077904, -0.32955253, 0.0694449, 0.17931722, 0.3439302, -0.12484157, -0.10958869, -0.15755124, -0.09755644) * go_3(-1.0, 0.0); + result += mat4(-0.008314924, 0.07704758, 0.043228816, -0.08110893, 0.099286236, -0.053224478, 0.22877018, -0.189486, -0.00798416, 0.018341504, 0.10734141, 0.0752633, -0.042524844, -0.086395286, 0.14299925, 0.026488977) * go_3(-1.0, 1.0); + result += mat4(-0.052531082, 0.19139186, 0.12205995, -0.2573172, 0.15157184, 0.0073150825, 0.089774385, 0.06604469, -0.16528498, -0.002511137, 0.14287429, -0.07819732, 0.025014274, 0.15338829, 0.0761692, -0.02803716) * go_3(0.0, -1.0); + result += mat4(-0.21000335, 0.15277153, 0.08546171, 0.2816124, -0.16559112, -0.11068559, 0.47053605, -0.009787771, -0.0013089112, -0.06985127, 0.44743782, 0.25142467, -0.32670796, 0.044035822, -0.12545367, -0.2996084) * go_3(0.0, 0.0); + result += mat4(-0.11526387, 0.15654811, 0.099616654, 0.15473685, 0.21278231, 0.046207245, 0.117993094, -0.26825273, -0.12539764, 0.14013724, 0.17357737, -0.05387817, 0.076738276, -0.13339446, 0.15005626, -0.2108176) * go_3(0.0, 1.0); + result += mat4(-0.0008846504, -0.05998622, -0.028892396, 0.04784136, 0.0104263965, 0.10899508, -0.073364735, 0.077516064, -0.074248806, -0.21749993, -0.26203, 0.041161157, 0.09366407, -0.026498007, 0.0122177545, 0.03892727) * go_3(1.0, -1.0); + result += mat4(0.04349908, 0.13671173, 0.2242545, -0.028021423, -0.03802222, 0.0052366396, -0.010709643, 0.031290106, 0.06291333, -0.024909683, -0.15439379, -0.04502091, 0.2062182, -0.5983536, -0.09670497, -0.38446042) * go_3(1.0, 0.0); + result += mat4(-0.008962513, 0.13044207, 0.04964221, 0.012250417, 0.012129821, 0.019985713, -0.06421885, 0.009168735, -0.044516414, 0.071368866, -0.006634213, 0.06497366, 0.08578495, -0.10586125, 0.06628038, -0.14006054) * go_3(1.0, 1.0); + result += vec4(0.056541316, 0.041788545, -0.036094554, -0.021763096); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_2_tf.w +//!HEIGHT conv2d_2_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_2_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_2_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0647927, 0.053666476, -0.14723225, 0.027874574, -0.0003166473, 0.07337155, -0.061972085, -0.012667777, -0.17071614, 0.091927536, -0.051160213, 0.21336353, 0.13854574, 0.09582817, 0.032316446, 0.13838023) * go_0(-1.0, -1.0); + result += mat4(-0.0398984, 0.108049214, 0.093780346, -0.022015186, -0.15188989, -0.1381083, 0.2998843, 0.21623154, -0.08862326, 0.025862623, 0.06895634, 0.13529755, 0.06957801, -0.0011681129, 0.105972745, -0.04722446) * go_0(-1.0, 0.0); + result += mat4(-0.026321493, -0.04828038, -0.012545767, -0.005490858, -0.054038163, 0.075943105, -0.11526662, 0.022242405, -0.03543104, -0.12451852, -0.14911178, 0.013503498, 0.08773292, 0.09695139, -0.013498657, -0.27424073) * go_0(-1.0, 1.0); + result += mat4(0.018575635, -0.11321618, -0.07853153, 0.04104883, 0.0018416744, 0.11579002, 0.03685964, -0.031546146, -0.1755398, 0.23517849, -0.08095411, 0.031999595, -0.18542038, -0.26171613, -0.20567231, -0.05683613) * go_0(0.0, -1.0); + result += mat4(0.1538556, 0.21723682, 0.12131733, -0.15308167, 0.103326, -0.006956118, 0.043583486, -0.23811384, -0.103285454, 0.05543916, -0.37894246, 0.32072112, 0.22651967, 0.03516268, 0.34612176, 0.23688535) * go_0(0.0, 0.0); + result += mat4(0.040021293, 0.0029912095, 0.04885362, 0.061496444, 0.016926387, -0.118446946, 0.038948335, -0.0934512, -0.25194243, -0.054018084, -0.07149527, 0.017903058, 0.0845516, 0.33802906, 0.11953944, -0.081294954) * go_0(0.0, 1.0); + result += mat4(-0.09558082, -0.36974236, -0.07524102, 0.11131445, 0.047626104, 0.12854609, -0.10264962, -0.044669047, -0.05572307, 0.34475142, -0.16806377, -0.0037204176, 0.03400533, -0.04047774, 0.024379745, 0.09056291) * go_0(1.0, -1.0); + result += mat4(-0.039392482, 0.2553437, 0.11705501, 0.03219211, 0.073977776, -0.16610906, -0.032796364, -0.054669864, -0.07123178, 0.00079619256, -0.36920992, -0.029054813, 0.12830003, 0.004987549, 0.08724278, -0.029499404) * go_0(1.0, 0.0); + result += mat4(0.021272454, -0.063295126, 0.011779576, 0.103093, -0.011095461, 0.027948728, -0.014605259, -0.04723974, -0.05334346, -0.044831257, -0.07296399, -0.03314197, -0.01687865, -0.09261895, -0.06128567, 0.092708185) * go_0(1.0, 1.0); + result += mat4(0.0077418387, 0.00871427, 0.060824487, 0.1093608, -0.021077013, -0.057341542, -0.04769576, -0.08144089, 0.0212823, -0.06731425, -0.04134463, -0.0016761447, -0.03402026, 0.036424547, 0.11689576, -0.14946719) * go_1(-1.0, -1.0); + result += mat4(0.18536687, 0.020073935, 0.17041959, 0.024790209, 0.08397728, -0.13884324, 0.013950321, -0.055075396, -0.09317963, -0.05723721, -0.060491834, 0.0017911601, -0.109154835, 0.010338362, -0.1982491, -0.21752335) * go_1(-1.0, 0.0); + result += mat4(0.031852514, 0.031424347, 0.07817056, 0.07770759, 0.019805199, -0.091223724, 0.11914662, 0.1673029, -0.018734453, 0.16275099, 0.23245652, 0.36139074, -0.1396047, -0.14774057, 0.13756078, -0.123794965) * go_1(-1.0, 1.0); + result += mat4(-0.034937833, 0.20777488, 0.10104809, -0.035140667, 0.2536575, 0.010970045, 0.16896339, -0.081219964, -0.062478427, -0.0010431948, -0.027980985, 0.11446318, -0.127309, 0.21002083, 0.044436257, -0.16986957) * go_1(0.0, -1.0); + result += mat4(0.06309646, -0.042341243, 0.36642808, 0.18653205, 0.06973023, 0.06315932, -0.323688, 0.25672218, 0.042820994, 0.13792914, -0.12892757, -0.09220378, -0.18939693, 0.03862022, -0.17376114, -0.24673308) * go_1(0.0, 0.0); + result += mat4(-0.02130602, -0.35428852, -0.011634983, -3.9823462e-05, 0.110818714, -0.2981158, 0.060209107, 0.012538829, -0.0744833, -0.050204318, -0.12676497, -0.031484153, -0.28799182, 0.22338839, -0.070876874, -0.02102363) * go_1(0.0, 1.0); + result += mat4(-0.07929991, 0.014598492, 0.23034762, 0.024872296, 0.07480494, -0.17139243, -0.014421178, 0.056448363, -0.028626937, -0.022152562, 0.044871796, -0.048653606, 0.009350802, 0.019022083, -0.08554845, -0.0922645) * go_1(1.0, -1.0); + result += mat4(-0.027405115, 0.1831188, 0.28516722, 0.19882526, 0.27299204, -0.06910511, 0.03244419, -0.0031333128, 0.061055277, -0.114398144, 0.03729459, -0.07840815, -0.37776002, -0.24129418, -0.54815483, -0.2702045) * go_1(1.0, 0.0); + result += mat4(0.053723935, 0.13472083, 0.09563273, 0.19009806, -0.18722993, -0.25939655, -0.016197463, -0.067061596, 0.1647598, 0.061905228, 0.06191816, -0.018582113, -0.07218153, 0.11278394, 0.05478068, -0.104871586) * go_1(1.0, 1.0); + result += mat4(0.0036616288, -0.045782693, -0.226954, -0.05043515, -0.078096785, -0.036197383, 0.09269631, 0.016823346, -0.0060579977, -0.041455746, 0.09032774, -0.09217121, 0.058089796, 0.060311552, 0.033079024, 0.022586476) * go_2(-1.0, -1.0); + result += mat4(0.0436363, -0.079482526, 0.0027447809, 0.039558932, 0.13275702, 6.898711e-05, -0.21961488, -0.11315821, 0.0076181027, -0.025279062, -0.15829584, -0.063141204, 0.062049046, 0.13117202, -0.02435016, 0.109555416) * go_2(-1.0, 0.0); + result += mat4(-0.010148116, 0.056620967, -0.015910713, -0.07370375, 0.1529919, 0.005792597, 0.02771225, -0.17027487, 0.096740395, 0.063347995, 0.17823112, 0.054105148, 0.04995114, -0.28613812, 0.06369567, 0.15978208) * go_2(-1.0, 1.0); + result += mat4(-0.13688345, 0.16967694, -0.061759472, 0.013682004, -0.1290496, 0.07167547, -0.065592445, -0.17897636, 0.057080988, 0.035630587, 0.09140394, -0.08695068, 0.16807681, 0.014749346, 0.07875138, 0.034913708) * go_2(0.0, -1.0); + result += mat4(-0.098915346, -0.31459075, -0.10892429, 0.1557498, -0.19764107, -0.26881596, -0.03589311, 0.45288458, -0.34171388, 0.12675741, 0.18415868, -0.19770056, 0.29025507, -0.15812592, 0.09685835, 0.0027761247) * go_2(0.0, 0.0); + result += mat4(0.06425249, -0.01169722, 0.06379363, 0.053835012, -0.07356561, -0.06367294, 0.108630784, -0.14137438, 0.08536725, -0.03209748, 0.07250959, -0.014214082, 0.07170588, -0.25647813, 0.1092683, 0.18791042) * go_2(0.0, 1.0); + result += mat4(-0.023783233, 0.14261739, 0.102011986, -0.03633555, -0.05032627, 0.09378387, 0.11764051, 0.1353335, 0.032817088, -0.1352964, -0.00667997, -0.13388929, 0.022861317, 0.0037358075, 0.018605746, -0.0009892831) * go_2(1.0, -1.0); + result += mat4(0.22419162, -0.23105696, -0.09900454, -0.15831396, 0.12398773, 0.097933106, -0.13189293, 0.1330756, -0.19673057, -0.037342317, -0.13462654, -0.08974021, 0.030326528, -0.0815862, -0.118352115, 0.009187904) * go_2(1.0, 0.0); + result += mat4(-0.012130391, -0.06408448, 0.13710785, -0.06678414, -0.09970725, -0.14895032, -0.02366641, 0.029581001, -0.07101809, 0.09414698, 0.018300869, 0.009139046, -0.0027311493, -0.2359952, -0.011602826, -0.007582444) * go_2(1.0, 1.0); + result += mat4(-0.15473361, -0.06868751, -0.030721204, -0.08650113, 0.071349874, -0.08177769, 0.1611948, 0.18305337, -0.0144878505, 0.10975452, -0.026968453, -0.04909913, -0.059665974, 0.056036238, -0.11623168, -0.10584912) * go_3(-1.0, -1.0); + result += mat4(-0.096973225, 0.054132458, -0.010600018, 0.089397885, -0.0031138035, 0.037452973, 0.041115325, 0.1924831, 0.14759748, 0.032560788, -0.082884625, 0.0324635, -0.083511285, -0.050381303, 0.025589975, -0.0981257) * go_3(-1.0, 0.0); + result += mat4(-0.09183111, 0.034952193, -0.048511654, 0.020719057, 0.1863456, 0.01902738, 0.14455654, -0.008500172, 0.16385981, -0.07806569, -0.031216217, -0.17002788, -0.08882952, 0.07335293, -0.2223089, 0.01706056) * go_3(-1.0, 1.0); + result += mat4(-0.08361569, 0.046698716, -0.016646344, 0.09351987, 0.0054158634, -0.13641126, -0.12396605, 0.011380122, 0.040951792, -0.11222528, -0.0031548145, -0.0022303525, 0.0350846, -0.03280425, -0.09972476, -0.113325305) * go_3(0.0, -1.0); + result += mat4(-0.19961461, -0.27561286, -0.12783135, -0.062596925, 0.005870981, -0.24796526, 0.18717633, -0.16945636, -0.076396205, -0.08411448, 0.13751988, 0.21014418, -0.008655945, -0.09848541, -0.14536901, -0.2132181) * go_3(0.0, 0.0); + result += mat4(0.14118621, 0.20831147, -0.020545695, 0.008340737, 0.016840864, -0.16912372, -0.121718146, 0.15108089, -0.19803092, -0.07827729, -0.047639225, -0.12277847, 0.04974115, -0.09349339, -0.2756667, -0.19581003) * go_3(0.0, 1.0); + result += mat4(-0.0036992705, 0.16539848, 0.022026122, 0.07740234, -0.035687633, -0.004568715, 0.017408118, -0.09757294, -0.094941914, -0.3381112, -0.12724453, 0.025583982, -0.18571027, 0.047607586, -0.0704089, -0.055323426) * go_3(1.0, -1.0); + result += mat4(0.13821335, 0.028168043, 0.09990671, -0.032266147, -0.067236245, 0.11512147, -0.112986445, -0.10818019, -0.10062181, 0.21276556, 0.01681818, 0.069806606, 0.09628121, 0.06456379, 0.10394843, -0.02343886) * go_3(1.0, 0.0); + result += mat4(0.041937463, 0.072631165, 0.045366894, -0.0046993676, 0.03946691, 0.121010706, -0.030089365, -0.007266469, 0.0092267515, 0.14853416, -0.033248078, -0.027284347, -0.10031526, 0.15864117, -0.16782752, -0.18466589) * go_3(1.0, 1.0); + result += vec4(0.07722432, -0.025165567, 0.034291282, -0.09902708); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.004729794, -0.0124398535, -0.08538641, -0.058604605, 0.008671952, 0.25604513, 0.020800482, 0.24144122, -0.028920606, -0.04705229, 0.030192787, 0.0010597534, 0.017666103, 0.0041322373, 0.20027764, 0.08919112) * go_0(-1.0, -1.0); + result += mat4(0.0001626656, 0.05816014, -0.0060765734, 0.08811165, 0.35835367, -0.016291425, -0.56892496, 0.083845764, 0.15026698, -0.15916558, 0.08069463, -0.3931291, -0.0123534845, -0.111639686, -0.14637001, -0.08171439) * go_0(-1.0, 0.0); + result += mat4(-0.114976816, 0.023376396, 0.13855027, 0.07438716, -0.069991484, 0.20377779, 0.23929878, -0.040769435, 0.018832395, 0.005638609, -0.091848075, 0.027843866, 0.023744943, -0.06620523, -0.11678267, 0.0844119) * go_0(-1.0, 1.0); + result += mat4(0.0035854098, -0.08432094, -0.17799544, -0.10041983, 0.25605857, 0.021009786, 0.030499447, -0.09928291, 0.052178737, -0.08286175, -0.057888374, 0.024606042, 0.046342995, 0.13875343, 0.11279266, 0.19826262) * go_0(0.0, -1.0); + result += mat4(-0.016232021, -0.21539623, 0.0936961, 0.021143785, 0.094262615, 0.049040064, 0.40978724, 0.15347758, 0.08884813, -0.24887115, -0.14756748, -0.5020875, 0.112477, 0.1466549, -0.33418837, 0.5769466) * go_0(0.0, 0.0); + result += mat4(-0.16832942, -0.07354198, -0.12081261, -0.055348314, 0.39716053, 0.25583258, 0.09870877, 0.2151021, -0.025700683, -0.1801462, -0.04616654, -0.02782245, -0.054461803, -0.00042802413, -0.00163228, -0.004240747) * go_0(0.0, 1.0); + result += mat4(-0.05193433, -0.0018198475, -0.17647028, -0.19462106, 0.1538165, 0.054894235, 0.12183955, 0.07340974, -0.0019901982, 0.0357373, -0.07597063, -0.06681543, -0.00090057997, -0.053894397, -0.010301875, -0.16553953) * go_0(1.0, -1.0); + result += mat4(-0.30873474, -0.2836045, 0.057037193, -0.5016378, 0.11952749, 0.102353275, 0.2351629, -0.14635189, -0.019398788, -0.08776502, 0.021669978, -0.089918956, -0.2187901, -0.1180891, -0.049789533, -0.16109149) * go_0(1.0, 0.0); + result += mat4(-0.078335494, -0.08867304, 0.03349591, -0.1000293, -0.20235832, 0.22917585, -0.09905303, 0.08381748, 0.014350217, -0.14478815, -0.027479894, -0.026432173, -0.10309177, -0.09860884, -0.019177807, -0.06963025) * go_0(1.0, 1.0); + result += mat4(0.008169383, 0.12532842, -0.23369955, 0.077973194, 0.09076616, -0.021277165, 0.1721421, -0.26914293, -0.014729218, -0.023279984, -0.057670787, 0.003598546, -0.015225789, -0.0115396585, -0.26196182, -0.10724508) * go_1(-1.0, -1.0); + result += mat4(0.16542235, 0.06589374, 0.07410237, 0.26753154, -0.3356288, 0.3096256, 0.07112498, -0.0992165, 0.15020338, -0.11021673, 0.18803611, 0.12918204, 0.109007336, -0.031968266, 0.057093572, 0.035949256) * go_1(-1.0, 0.0); + result += mat4(0.065006174, 0.031055925, 0.0390232, -0.01678507, -0.21553491, 0.14171642, -0.19541772, -0.033691674, -0.06241631, 0.07497651, 0.024557155, 0.056778047, -0.060191352, -0.0261998, 0.07493729, -0.0699132) * go_1(-1.0, 1.0); + result += mat4(-0.008541382, 0.020270415, -0.027760057, -0.040962905, -0.26732433, 0.34379438, -0.23012447, 0.0051356517, -0.04059567, 0.0972959, 0.039965224, -0.14796777, -0.0016924662, -0.116963714, -0.026353523, -0.29799464) * go_1(0.0, -1.0); + result += mat4(0.03329303, -0.12663862, -0.0004959157, -0.11162377, 0.26238343, 0.43260252, -0.16504994, 0.10727678, -0.22505566, 0.43474057, 0.43304008, 0.05143919, 0.40494493, 0.08689636, -0.035733614, 0.25727916) * go_1(0.0, 0.0); + result += mat4(0.12175736, -0.014467151, -0.17461288, -0.18480565, -0.26439998, 0.307935, -0.058916792, -0.014292711, -0.0569471, 0.10751278, -0.04134206, 0.1847734, -0.07519831, -0.033909313, -0.05001451, -0.136606) * go_1(0.0, 1.0); + result += mat4(0.1424893, -0.026820501, 0.19645774, -0.0011315406, -0.14680974, 0.07662838, 0.21108222, 0.13260938, 0.17923595, -0.085527614, 0.08217639, 0.06579479, 0.05985784, -0.09016323, 0.11172888, 0.111903176) * go_1(1.0, -1.0); + result += mat4(0.19842595, 0.0093640275, 0.10433465, 0.13341904, -0.082806975, 0.22555825, -0.1315717, 0.11907785, 0.24012424, 0.47776055, 0.1835734, 0.17483878, 0.079803735, 0.01155073, -0.21146573, -0.16484722) * go_1(1.0, 0.0); + result += mat4(0.15064004, 0.021381427, 0.18301587, 0.21225913, 0.054995645, 0.03212186, 0.052798916, -0.048424408, 0.03609021, 0.0964704, -0.059469886, -0.05133066, -0.08157349, 0.051145166, -0.09107608, -0.1362262) * go_1(1.0, 1.0); + result += mat4(0.090521574, -0.014747857, -0.081675015, -0.118686825, 0.04848682, -0.033071827, 0.008534588, 0.023765508, 0.16849907, -0.21797262, -0.17049783, -0.07824179, -0.033794608, 0.052612655, 0.095820345, -0.07262317) * go_2(-1.0, -1.0); + result += mat4(0.22816367, -0.13772108, -0.036353834, -0.47638395, -0.0530902, 0.14089061, 0.076203234, 0.18006112, 0.121814854, -0.20750527, 0.08266107, -0.28634354, 0.14301859, -0.13458411, 0.00501663, -0.039783802) * go_2(-1.0, 0.0); + result += mat4(-0.103384845, -0.14389835, 0.08275834, -0.068423435, 0.22643796, -0.02966374, -0.2847584, 0.037081387, 0.02349005, -0.19353923, -0.00095957273, -0.13623689, -0.073120415, 0.03941467, 0.21864155, -0.014019576) * go_2(-1.0, 1.0); + result += mat4(-0.082576886, 0.17085212, 0.08971252, -0.04213377, -0.032548156, 0.022137715, 0.08399252, -0.0011743539, -0.09410863, -0.41728264, -0.20709297, -0.18933547, 0.027059928, 0.09743364, 0.2504647, -0.041173562) * go_2(0.0, -1.0); + result += mat4(-0.20924084, 0.291118, 0.029851688, 0.16953468, 0.02936709, 0.12213576, 0.22944322, 0.108747594, 0.0001881129, -0.27398208, -0.009702691, 0.15449248, -0.9472944, -0.26114875, -0.28161275, -0.3495961) * go_2(0.0, 0.0); + result += mat4(-0.12994622, -0.2758638, -0.1091727, -0.0968308, -0.14323105, 0.035175014, -0.08023811, 0.006023802, -0.031529594, -0.1486306, -0.3398172, -0.23240276, -0.29163983, 0.173475, 0.18809283, 0.22197202) * go_2(0.0, 1.0); + result += mat4(0.048254848, -0.083444916, -0.014334202, 0.060992356, -0.023099286, -0.09492961, 0.05592045, 0.0026059286, 0.08998117, -0.108810075, -0.053304546, 0.045926623, 0.068255246, 0.099023566, 0.01595483, 0.1336309) * go_2(1.0, -1.0); + result += mat4(0.21916585, 0.2837387, 0.14624594, 0.18843961, -0.06747584, 0.054924384, -0.082568415, 0.05011459, 0.014297759, -0.3884833, -0.054417178, -0.18970548, 0.088336475, -0.030646667, -0.2980552, -0.030035203) * go_2(1.0, 0.0); + result += mat4(-0.02748568, -0.011897529, -0.2370837, -0.016740574, -0.0282112, 0.050353892, -0.10761107, -0.00036999505, 0.037646662, -0.17742962, 0.06489219, -0.158852, -0.08016933, 0.07808515, -0.105895035, 0.079869986) * go_2(1.0, 1.0); + result += mat4(-0.0058994526, -0.037170693, 0.2574696, 0.06199102, -0.04497728, -0.10667442, -0.15183865, 0.0212881, -0.030842574, 0.073473394, 0.010764398, -0.00084518327, -0.03893014, -0.009649613, 0.07443129, 0.15108284) * go_3(-1.0, -1.0); + result += mat4(0.11325495, -0.096435815, -0.097331434, -0.049700152, -0.17231967, 0.047090057, -0.019111065, 0.104790315, -0.15004838, 0.13950798, 0.055996202, -0.070548095, 0.047154237, -0.007650949, -0.053611025, -0.012242293) * go_3(-1.0, 0.0); + result += mat4(0.12787002, -0.04958212, 0.053988468, 0.0017896162, 0.049493514, -0.009475431, -0.0022641935, 0.03933694, -0.005174597, 0.043754533, -0.1432976, 0.037084177, -0.04601288, -0.032077815, -0.059897035, 0.12584484) * go_3(-1.0, 1.0); + result += mat4(0.019409029, 0.10492923, 0.268368, 0.12597778, -0.17733063, -0.0085961, -0.27136415, -0.049664587, 0.012515404, -0.21444482, -0.39275557, -0.12297177, 0.06800057, 0.19228315, 0.06245887, 0.35772634) * go_3(0.0, -1.0); + result += mat4(-0.16317715, 0.2288402, -0.23235172, 0.22230752, -0.1646375, 0.13366091, 0.16681044, -0.17399235, 0.33997267, -0.3179832, -0.34756508, 0.39843196, -0.10748536, 0.322923, 0.23339489, 0.08684083) * go_3(0.0, 0.0); + result += mat4(0.02835275, 0.12314228, 0.24030593, 0.30856124, 0.055735108, -0.044914473, 0.0031432225, 0.07469899, 0.1778018, 0.107083894, -0.023706734, -0.15501897, 0.0943098, -0.034707237, -0.18622099, 0.05257965) * go_3(0.0, 1.0); + result += mat4(0.042839274, 0.12597966, 0.08979042, -0.0647561, -0.050434645, 0.049438696, -0.20008127, -0.05572608, 0.046238814, 0.12622325, -0.019017145, -0.13960391, -0.040050175, 0.14298008, -0.20270552, 0.13391526) * go_3(1.0, -1.0); + result += mat4(-0.0073277587, 0.10606624, -0.08940439, -0.09656414, 0.12387374, -0.0013147948, 0.23607181, -0.00037969893, 0.050353236, -0.17266603, 0.27796733, -0.09877832, 0.02711225, 0.096394345, 0.07457944, 0.21541388) * go_3(1.0, 0.0); + result += mat4(-0.18612787, -0.00027517386, -0.17136407, -0.06413671, 0.025629476, -0.04570916, 0.0008431566, -0.03419168, 0.08123608, 0.09465922, 0.11975521, 0.1269741, 0.08413221, 0.12125001, 0.04727287, 0.072378494) * go_3(1.0, 1.0); + result += vec4(0.04244928, -0.014280219, 0.017129054, -0.08807801); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.01973856, -0.05053795, 0.015545361, 0.10867395, 0.33441806, 0.14731607, 0.6793983, -0.21394718, -0.00846322, 0.09146322, -0.07427475, -0.078477465, -0.090998545, 0.133366, 0.105515696, -0.13784988) * go_0(-1.0, -1.0); + result += mat4(-0.05404873, 0.09784018, -0.1337389, -0.18082313, 0.13461179, -0.3816801, 0.12209786, 0.08176651, 0.10461896, -0.43315184, 0.017470734, 0.20423968, -0.03941875, -0.101959296, -0.09440259, 0.09154717) * go_0(-1.0, 0.0); + result += mat4(0.17229515, -0.06907825, -0.008382803, -0.16671611, -0.01576541, 0.03985307, 0.08209482, -0.11707446, -0.11793074, 0.13702396, -0.02013158, 0.07302033, -0.022301994, -0.11464677, 0.036753565, -0.093276784) * go_0(-1.0, 1.0); + result += mat4(-0.017650167, 0.009475923, -0.17856382, 0.15925962, 0.06434641, -0.15568036, 0.038135886, 0.18855911, -0.04427734, 0.1878215, 0.10856261, 0.0041275816, -0.12046199, 0.13610138, 0.3741596, -0.12934728) * go_0(0.0, -1.0); + result += mat4(-0.24631616, 0.0169485, -0.035534818, 0.37795424, -0.08546174, 0.07817259, 0.42897213, -0.47965595, -0.0146556785, -0.20510523, -0.18889453, 0.06476019, 0.1021008, -0.35398817, -0.031071864, -0.21416448) * go_0(0.0, 0.0); + result += mat4(0.32810766, 0.050585747, -0.17658374, -0.13881154, 0.16417882, -0.21286008, -0.106835455, -0.1722344, -0.14151084, 0.08962986, 0.057395387, -0.01623662, 0.02570415, 0.15626897, -0.12687978, 0.080729105) * go_0(0.0, 1.0); + result += mat4(-0.050597478, -0.018753758, -0.036346875, -0.017908493, 0.058593344, 0.008303028, 0.05254987, -0.06635018, -0.022532012, 0.029511122, 0.026682215, -0.054647952, 0.069466785, -0.08892492, 0.025351115, -0.023130694) * go_0(1.0, -1.0); + result += mat4(0.2412473, -0.16138165, -0.15117447, 0.11851003, -0.096868426, 0.082690425, 0.27923304, 0.11590443, 0.19363573, -0.15770023, -0.066793665, 0.011681678, 0.14037277, -0.112065665, -0.048159517, 0.009453693) * go_0(1.0, 0.0); + result += mat4(0.1580054, -0.0060506654, 0.05267837, -0.09178131, -0.09107123, 0.23191126, 0.21108283, -0.070422985, 0.024321035, 0.06131459, 0.066626504, 0.032481454, 0.044402298, 0.1390604, -0.14432502, 0.040869843) * go_0(1.0, 1.0); + result += mat4(0.10264861, 0.013504324, 0.012482852, -0.1781206, -0.12799414, -0.27026084, -0.123830505, 0.098105, -0.039127555, 0.09367889, 0.122323096, 0.1416734, 0.044763107, -0.21801683, -0.14018978, 0.17646866) * go_1(-1.0, -1.0); + result += mat4(0.017453065, 0.11498537, -0.10998983, -0.3116098, -0.3099762, 0.5024706, 0.051817298, 0.03170681, -0.18937826, 0.07946567, -0.11978771, -0.09523745, -0.0033551592, -0.11768945, 0.08932359, -0.06689581) * go_1(-1.0, 0.0); + result += mat4(0.1507582, -0.013266159, -0.073085934, -0.07252967, -0.06301927, -0.13218755, 0.12984878, -0.13678701, 0.023422396, 0.082123175, 0.006906731, -0.004018426, -0.15813835, 0.13711788, 0.016018609, 0.13443229) * go_1(-1.0, 1.0); + result += mat4(-0.06960673, 0.16156524, -0.1374069, -0.05803206, -0.077960715, -0.10676749, 0.26282015, 0.03521529, 0.058099385, -0.014738148, 0.0011174522, 0.24279532, -0.023991548, -0.108812414, -0.08886019, 0.20584475) * go_1(0.0, -1.0); + result += mat4(-0.08043308, 0.063343, 0.055290066, -0.15991378, -0.08096304, -0.23888679, 0.019161629, 0.38381267, 0.3672934, -0.119608454, -0.43623593, -0.46014485, -0.5323366, 0.1318621, 0.087373205, -0.05535459) * go_1(0.0, 0.0); + result += mat4(0.20640239, -0.1369444, -0.21677823, 0.08202178, 0.10515278, 0.06810837, 0.073207974, 0.23623931, 0.102422275, -0.05016664, -0.0039228587, -0.1810343, -0.2235563, -0.1246854, 0.1428113, -0.10609135) * go_1(0.0, 1.0); + result += mat4(-0.031941894, -0.08905056, 0.21501167, 0.11244667, -0.011811734, 0.21630247, 0.07589472, -0.040489636, -0.11824066, -0.11520391, -0.10075633, -0.035642453, 0.062144946, 0.0073282206, 0.14119269, -0.060479023) * go_1(1.0, -1.0); + result += mat4(-0.29382935, -0.056808118, 0.051812876, -0.061358813, -0.08344258, 0.124203674, 0.037964176, -0.01961274, -0.000951725, 0.50005037, -0.24176972, 0.06487161, -0.15469861, 0.04336187, 0.17826353, 0.040010225) * go_1(1.0, 0.0); + result += mat4(0.02044482, -0.0879271, -0.01053958, -0.31148303, 0.07497373, -0.11548258, -0.1666126, 0.02369657, -0.058044076, 0.010801491, -0.005933901, -0.08910467, 0.007953008, 0.03761974, -0.029501524, 0.16816042) * go_1(1.0, 1.0); + result += mat4(0.1779597, -0.10213089, 0.29942423, -0.016642543, -0.015537001, -0.04676146, 0.09585872, -0.0055750017, -0.014361908, -0.20667697, -0.11348746, 0.13081487, -0.10437329, 0.14328459, 0.11648822, -0.09163837) * go_2(-1.0, -1.0); + result += mat4(0.019033967, -0.12420627, -0.07748253, 0.43203858, -0.109799065, 0.07605535, 0.060791396, -0.24517195, -0.15674245, 0.21267459, 0.10665515, -0.073150024, -0.1358355, 0.0054066703, -0.16434059, -0.06031853) * go_2(-1.0, 0.0); + result += mat4(-0.18834068, 0.26840356, -0.12937617, 0.16103932, -0.0062331813, -0.13630053, -0.013911821, 0.022389365, -0.044232946, -0.056454606, 0.022426741, 0.18010215, 0.041900013, 0.03375041, -0.11376866, -0.010313381) * go_2(-1.0, 1.0); + result += mat4(0.12497669, -0.31161824, 0.097568035, 0.19443443, -0.05056519, -0.0031457904, 0.1055554, -0.083650924, 0.07630523, -0.34177595, -0.093093194, 0.20701368, -0.030962149, -0.054470222, -0.23853977, 0.004326528) * go_2(0.0, -1.0); + result += mat4(0.34370202, 0.085750066, -0.16071722, -0.54335934, -0.35595295, -0.050744478, -0.17405547, 0.008628697, -0.007086256, 0.23164117, 0.340156, 0.5475976, -0.15292351, 0.28019544, 0.038059216, 0.0044727) * go_2(0.0, 0.0); + result += mat4(-0.08231968, -0.0052294536, 0.07451547, 0.22278999, -0.3305531, 0.0017458396, 0.10818422, -0.21325395, -0.08807993, -0.110342845, 0.10082142, -0.051594347, 0.24192205, -0.18042035, -0.0095462985, -0.08757798) * go_2(0.0, 1.0); + result += mat4(0.096379586, 0.021887815, -0.05097233, -0.06797989, -0.026171045, 0.022944937, -0.015915364, 0.037667938, 0.17216732, -0.014889412, 0.07343887, 0.028236505, 0.0015047621, 0.1355103, -0.09918284, -0.07673695) * go_2(1.0, -1.0); + result += mat4(-0.25385055, 0.15163356, 0.0030003798, 0.18464413, 0.05611221, 0.099498056, -0.07128191, 0.042955168, 0.027493173, 0.07440157, 0.07814497, 0.096160784, 0.13571084, 0.056412842, -0.031997006, -0.16073681) * go_2(1.0, 0.0); + result += mat4(-0.21634746, 0.025153082, -0.064477116, 0.0005679147, -0.0029436245, 0.12794618, 0.024849026, 0.03018052, 0.11723976, 0.059955597, -0.013594654, 0.09091745, 0.04775348, 0.21260159, -0.07463213, -0.06727042) * go_2(1.0, 1.0); + result += mat4(-0.12166018, 0.024545137, 0.08611618, -0.17627168, 0.09042604, -0.14157623, -0.22147785, 0.09100581, 0.11078359, 0.031410985, -0.17170976, 0.09532806, -0.059569277, 0.09392676, 0.11784347, -0.21471368) * go_3(-1.0, -1.0); + result += mat4(0.1483187, -0.2217563, 0.12032977, 0.14932398, 0.27428308, -0.04568031, 0.12670338, 0.09586169, 0.06700745, 0.005126449, 0.0027694793, -0.033667028, 0.06447861, -0.08585174, -0.05509812, -0.11358761) * go_3(-1.0, 0.0); + result += mat4(-0.22750492, 0.032906335, -0.029479047, 0.11580199, -0.05812372, -0.032269973, 0.05219915, 0.041658226, 0.010897959, 0.065550454, 0.0076911976, -0.045743827, 0.11614996, -0.10393113, -0.0012606392, -0.034367524) * go_3(-1.0, 1.0); + result += mat4(0.09350742, 0.09561609, 0.3735968, 0.031685118, -0.042026598, 0.17006761, -0.3910107, 0.16984761, 0.25679177, 0.036610503, -0.13772772, 0.11101589, -0.1137049, 0.07211461, 0.18065079, -0.12324793) * go_3(0.0, -1.0); + result += mat4(-0.020749722, 0.14413361, -0.061903823, -0.21550268, 0.31306142, -0.11532895, 0.029482557, 0.03282164, -0.09800627, -0.20765196, 0.33030233, 0.075725295, 0.49252015, 0.042455837, -0.07264194, -0.10401895) * go_3(0.0, 0.0); + result += mat4(-0.22697076, -0.15738785, 0.09740376, -0.072098814, -0.06638972, 0.12336611, 0.0073687397, 0.048267826, 0.06717852, -0.027047804, -0.123397194, 0.17829034, 0.04215185, 0.066311836, -0.061742183, -0.046373066) * go_3(0.0, 1.0); + result += mat4(0.041311592, 0.2813485, 0.055084586, -0.01823069, 0.08105147, -0.087944716, -0.10135052, -0.02653456, 0.063169874, -0.1351186, 0.06722432, -0.016406318, 0.08666922, 0.0555909, 0.12086502, -0.17224412) * go_3(1.0, -1.0); + result += mat4(0.26026788, -0.18303715, 0.029279215, -0.12858874, 0.027197823, 0.0919464, 0.00849638, 0.10547888, -0.12952055, -0.14414985, 0.1903315, 0.05004528, -0.12657289, 0.038008716, -0.036606666, -0.054025438) * go_3(1.0, 0.0); + result += mat4(0.069167465, 0.2699947, -0.11137602, -0.05888806, -0.107324794, -0.07598601, 0.06042177, 0.0064530694, -0.039780665, -0.076666445, -0.00846108, -0.06165907, -0.06978219, -0.19108103, -0.040026028, -0.120319635) * go_3(1.0, 1.0); + result += vec4(-0.14375664, -0.0056876075, 0.052177623, 0.07152566); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.15667982, -0.31441393, 0.29112124, -0.15737213, 0.022372838, 0.10690639, -0.12019085, -0.051941186, -0.30367845, 0.02612279, 0.2372532, 0.2021648, -0.20481086, -0.003770439, 0.14981231, 0.066780254) * go_0(-1.0, -1.0); + result += mat4(0.03270688, -0.42270073, 0.044317324, 0.15907793, 0.14681059, -0.2934784, 0.24933252, -0.067273855, 0.07752533, -0.23194817, 0.0686707, 0.08999225, 0.121678345, -0.12916678, 0.012397381, 0.012315053) * go_0(-1.0, 0.0); + result += mat4(-0.10090412, -0.20792678, 0.11076032, -0.02938975, -0.1944187, -0.2003259, 0.04438032, 0.36946484, -0.019868722, -0.15830222, 0.042811528, 0.015641417, 0.113098525, 0.080257006, 0.011135628, -0.2877629) * go_0(-1.0, 1.0); + result += mat4(0.15482685, 0.06579119, 0.28301102, 0.23729764, 0.15990537, 0.4529694, 0.107880585, 0.10668121, -0.42430598, -0.2631025, 0.10513542, -0.036242936, -0.09827965, -0.0069260495, -0.11689201, -0.041436482) * go_0(0.0, -1.0); + result += mat4(0.08472191, -0.13051608, 0.047930017, 0.36831668, 0.1164478, 0.21384816, 0.22062506, 0.2094167, 0.48668453, 0.32302913, 0.36268055, -0.091801375, -0.079141125, -0.26613805, -0.16608004, 0.03810683) * go_0(0.0, 0.0); + result += mat4(-0.13474251, -0.04824603, 0.23303726, -0.116136365, 0.0056330245, 0.15829784, 0.0012259148, 0.12648389, 0.038680512, 0.05131116, 0.024099711, 0.4555406, 0.0035716395, 0.11633299, 0.094744846, -0.2457627) * go_0(0.0, 1.0); + result += mat4(-0.0576871, -0.04037522, 0.16857862, 0.0031084458, -0.027274646, -0.18154246, 0.13337846, 0.035422433, -0.0030749738, -0.17288287, 0.019983152, -0.31871706, -0.03280405, 0.06825421, -0.1563798, 0.05031885) * go_0(1.0, -1.0); + result += mat4(-0.066631876, 0.012560506, 0.1690693, -0.018248236, 0.0450104, 0.016296914, -0.14910112, -0.16191053, 0.5078224, -0.017615631, 0.15226597, -0.13373777, 0.20148668, 0.060258996, 0.13215344, 0.18430072) * go_0(1.0, 0.0); + result += mat4(0.12976126, -0.072738245, 0.053067926, 0.09752956, -0.04716214, 0.04136464, 0.014162617, -0.06621296, -0.09617736, 0.057469178, 0.01280261, -0.042976785, -0.12570308, 0.006027807, 0.031038594, 0.06569918) * go_0(1.0, 1.0); + result += mat4(-0.12655424, -0.41563693, -0.030971345, -0.06357555, -0.14121394, -0.15667427, 0.14398985, 0.05995984, 0.0821605, 0.12462943, 0.007492498, -0.0030187522, -0.22804567, -0.10487421, 0.13180672, -0.13978589) * go_1(-1.0, -1.0); + result += mat4(-0.075991526, 0.12352044, -0.17844258, 0.010614991, -0.18293494, 0.25009897, -0.080779895, 0.21548378, 0.22215544, 0.048670914, -0.057372037, 0.078176, 0.17490411, 0.004919551, 0.059619516, 0.12660357) * go_1(-1.0, 0.0); + result += mat4(-0.06282951, 0.10929357, 0.026720649, -0.15939257, 0.17107709, -0.04334904, -0.03047162, -0.101681694, 0.03118431, 0.19994627, 0.025729552, 0.035035726, -0.0012207883, -0.08618888, 0.061205562, 0.009940555) * go_1(-1.0, 1.0); + result += mat4(-0.23581573, 0.08002133, -0.15170844, 0.08872338, -0.25767094, -0.09273545, 0.18153891, 0.2544269, -0.084598936, -0.089766875, -0.14610913, 0.002247754, 0.1802837, -0.019625561, 0.30239686, -0.032793984) * go_1(0.0, -1.0); + result += mat4(0.5223286, 0.10347663, 0.4000593, 0.25440502, -0.07646958, -0.31940606, 0.053407036, -0.09356492, 0.2738851, 0.23945184, -0.2907089, -0.45822915, 0.13415676, 0.17187089, 0.08731114, -0.27670014) * go_1(0.0, 0.0); + result += mat4(0.059273496, -0.107137166, 0.12087539, 0.179237, -0.021209063, -0.02548005, 0.061256204, 0.033822674, 0.54491127, -0.2475085, 0.08055858, -0.4071213, -0.045093834, 0.07161349, 0.08219979, -0.31735933) * go_1(0.0, 1.0); + result += mat4(-0.29527053, 0.021469543, 0.07202354, -0.07103959, 0.03990857, 0.2490762, -0.19419849, -0.13916986, -0.05325315, 0.12922864, -0.041463424, -0.031249814, 0.073991664, -0.09723187, 0.35132217, 0.024760868) * go_1(1.0, -1.0); + result += mat4(0.09606787, -0.0951808, -0.0059865676, -0.052033573, -0.3118038, 0.4432636, -0.12943317, 0.09484738, 0.10621756, -0.10550469, 0.11264014, 0.1402276, -0.012679125, -0.08809835, 0.029994955, -0.15121669) * go_1(1.0, 0.0); + result += mat4(0.123397775, 0.048338536, -0.00975707, -0.103767075, -0.041053303, -0.07228534, 0.046792876, 0.0668788, 0.29554394, 0.012451002, 0.19568972, 0.112091154, 0.10882395, -0.0995439, 0.051324263, 0.24967718) * go_1(1.0, 1.0); + result += mat4(0.2699648, 0.17300771, -0.16056584, 0.1099392, 0.11674778, -0.19811755, 0.111880325, -0.06075038, -0.095849104, -0.04510651, -0.04180761, -0.0052786698, 0.11037549, -0.24115366, 0.018509468, -0.07819484) * go_2(-1.0, -1.0); + result += mat4(0.10981622, 0.044488225, 0.050722387, -0.3146652, -0.0013019707, -0.24084032, -0.10475088, 0.026944289, 0.1592903, 0.33087498, 0.061839584, -0.043863457, -0.06904603, -0.08635262, 0.088630445, -0.15485142) * go_2(-1.0, 0.0); + result += mat4(-0.06810522, 0.19927117, -0.08130387, 0.11612667, -0.015104349, -7.738651e-05, -0.06419643, -0.14813533, 0.026650215, 0.015038833, 0.08161237, 0.058321163, 0.015005185, -0.16189656, 0.024501886, 0.1927279) * go_2(-1.0, 1.0); + result += mat4(0.31858218, 0.11962043, -0.20560326, -0.13190113, 0.02138715, -0.057066392, -0.085771754, -0.124566585, 0.044749223, 0.13687828, 0.1195792, 0.14021616, 0.26204133, 0.05119197, -0.13980037, 0.050747477) * go_2(0.0, -1.0); + result += mat4(-0.21238558, -0.0734057, -0.2036023, -0.34308743, -0.29370925, 0.2393742, -0.37877437, 0.036869828, -0.17053255, -0.26900926, -0.23330869, 0.32902205, -0.4882585, 0.27430108, -0.033711653, 0.15501487) * go_2(0.0, 0.0); + result += mat4(0.23487025, 0.085289046, -0.14281847, 0.12543266, 0.15871634, -0.13858907, 0.14810285, -0.0239261, 0.1286852, 0.07754033, 0.01072327, -0.14313328, 0.05480442, -0.12195059, 0.11341822, 0.08224607) * go_2(0.0, 1.0); + result += mat4(0.19490337, 0.023521842, -0.24548791, 0.0035114093, -0.07937166, -0.07674376, 0.08365873, -0.003286068, 0.023862893, 0.009626835, 0.032829892, 0.0078141205, 0.053484406, -0.08297165, 0.09303188, 0.004273738) * go_2(1.0, -1.0); + result += mat4(-0.0032906602, 0.13636959, 0.027821168, 0.06270053, 0.024775786, -0.077529594, 0.03799126, 0.030000908, 0.031749167, 0.04360487, 0.004448846, -0.17835903, -0.30834544, 0.013150946, -0.13758293, -0.03296242) * go_2(1.0, 0.0); + result += mat4(-0.14166978, 0.034131095, 0.049779188, 0.09453289, -0.011406557, -0.07020709, -0.0031981543, -0.03443845, -0.00010218944, 0.0855161, -0.10951453, 0.042758763, 0.1718446, -0.1577923, 0.0410027, -0.04992991) * go_2(1.0, 1.0); + result += mat4(0.1219178, 0.105126485, -0.041097324, -0.08110963, -0.04857337, -0.11544925, -0.14572923, 0.092435546, 0.091857366, 0.15425235, -0.020324683, -0.05764375, -0.020458939, -0.10527823, -0.085554086, 0.16358297) * go_3(-1.0, -1.0); + result += mat4(-0.12372687, -0.009976829, 0.14252265, -0.1321053, -0.05965866, -0.1393898, -0.017603246, -0.02714342, -0.16824952, -0.23083204, -0.012299022, -0.06689838, -0.015830487, 0.21299921, -0.11637202, 0.0074968333) * go_3(-1.0, 0.0); + result += mat4(-0.01979935, -0.182785, -0.015397454, 0.14175794, -0.011465284, 0.11285164, -0.036115747, 0.07150463, -0.083641894, -0.10221778, -0.13871445, 0.099696055, 0.04603662, -0.06463785, -0.007984529, -0.0032940735) * go_3(-1.0, 1.0); + result += mat4(0.072830334, -0.057334073, 0.09086239, 0.13039105, 0.06350303, 0.17130788, -0.2181585, -0.09137403, -0.31397742, -0.019071499, -0.017274613, 0.13762084, 0.10195637, -0.021455176, 0.04011394, -0.08029658) * go_3(0.0, -1.0); + result += mat4(-0.26982597, -0.40265098, -0.4151411, 0.038557775, -0.095602125, 0.3503172, -0.029988842, -0.03484708, 0.095536314, -0.0030311556, 0.31589827, 0.52763534, -0.12629713, -0.24356791, 0.0059487303, 0.42298427) * go_3(0.0, 0.0); + result += mat4(0.054166105, 0.18827972, -0.081673265, -0.06720384, 0.09375001, 0.22173035, -0.14050071, 0.108400136, -0.15553835, -0.08716729, -0.037366748, 0.10971073, -0.02560103, -0.26702073, -0.05201882, 0.2432563) * go_3(0.0, 1.0); + result += mat4(0.16196893, 0.0889265, -0.09887943, -0.042956755, -0.054403376, -0.123823255, 0.045847844, 0.017027669, 0.00539936, -0.112265736, 0.050549984, -0.104931094, -0.06883012, -0.25745714, 0.11155538, -0.15363649) * go_3(1.0, -1.0); + result += mat4(-0.22157209, 0.18200903, -0.13290548, 0.026721261, -0.06066069, -0.18150693, 0.08768983, 0.037362453, -0.1073367, -0.070236765, -0.41223463, -0.168915, -0.15517351, -0.13949952, -0.13307643, -0.15935421) * go_3(1.0, 0.0); + result += mat4(-0.026589906, 0.0930502, 0.05195435, 0.06301585, -0.01107014, -0.019382332, 0.027223695, -0.004045145, -0.15238355, -0.0345132, 0.06355168, 0.0011230056, 0.16690113, 0.0017829507, -0.0023939044, -0.09471834) * go_3(1.0, 1.0); + result += vec4(0.024455175, 0.01669877, -0.066231176, 0.036848705); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!SAVE conv2d_5_tf1 +//!WIDTH conv2d_4_tf.w +//!HEIGHT conv2d_4_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_4_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_4_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.01763509, -0.17156707, -0.06841296, -0.026132878, -0.10600523, 0.11245994, 0.121395074, -0.09331501, 0.12764473, 0.0428028, -0.11837395, 0.2092563, -0.04357652, -0.0490096, 0.024701532, 0.10518723) * go_0(-1.0, -1.0); + result += mat4(-0.17130826, -0.31987694, -0.07639005, 0.21362033, 0.058639023, 0.066175915, -0.25344703, -0.07923442, -0.14766373, 0.040518284, -0.031103026, -0.040075514, -0.051108997, -0.28214613, -0.18504949, 0.27544948) * go_0(-1.0, 0.0); + result += mat4(0.030991005, -0.011353306, 0.15237464, 0.15458584, 0.1250524, 0.19959912, 0.14049476, 0.38410887, 0.07378578, -0.017728366, 0.0963528, -0.043756213, -0.039577194, -0.11800575, -0.08392266, -0.07599512) * go_0(-1.0, 1.0); + result += mat4(0.022089608, -0.027317125, 0.051330008, -0.0075439885, 0.021650828, -0.0009390209, -0.12043464, 0.049332134, -0.055557396, -0.053297505, -0.0918705, -0.13089466, -0.10994107, 0.072746456, 0.11496739, -0.05225977) * go_0(0.0, -1.0); + result += mat4(0.29730305, 0.26317745, 0.052159555, -0.32006654, 0.48288685, -0.049926184, -0.08091092, -0.13825637, -0.1485706, -0.288657, -0.41443697, 0.06856032, -0.23809211, -0.12953928, 0.4783034, -0.47557938) * go_0(0.0, 0.0); + result += mat4(0.026139118, -0.23031352, 0.04861487, 0.033556074, 0.2702056, 0.22802536, -0.15385233, 0.1664119, 0.18749923, 0.36927548, -0.011473684, -0.11771165, -0.16859052, -0.4513202, 0.12863952, 0.02482837) * go_0(0.0, 1.0); + result += mat4(0.0073229345, -0.061915245, 0.06710329, 0.0062416573, -0.00555983, 0.14592186, 0.11201052, -0.123630054, 0.32611257, -0.11279885, -0.059449438, 0.2891043, -0.10519016, 0.040108994, -0.012468261, 0.02083298) * go_0(1.0, -1.0); + result += mat4(-0.057483062, 0.08454755, -0.15529329, -0.12572923, 0.2600099, -0.02319978, -0.04037675, 0.11496361, 0.07728194, -0.12908956, -0.025529336, 0.112581626, 0.02971823, 0.11659056, -0.01298622, 0.017061908) * go_0(1.0, 0.0); + result += mat4(0.22417091, -0.00222947, 0.04980858, 0.12260437, -0.025507605, 0.042577885, 0.120813504, -0.048522256, -0.038494784, -0.0072195013, -0.23012944, -0.020850847, -0.078296244, -0.014830018, 0.19759563, -0.10000253) * go_0(1.0, 1.0); + result += mat4(-0.032090195, 0.023757193, -0.08989734, 0.14419042, 0.0112194475, -0.093776144, -0.020197887, 0.29295877, 0.06872183, 0.09511462, -0.03245769, -0.06504889, 0.05132126, 0.00399527, 0.075911656, 0.250893) * go_1(-1.0, -1.0); + result += mat4(-0.3418496, 0.25525784, 0.0018161442, 0.028484365, -0.17573346, -0.12457501, 0.18466166, 0.20209278, 0.10282706, 0.16353399, 0.025052028, -0.059714165, -0.055806916, -0.28651386, 0.112798095, 0.11624314) * go_1(-1.0, 0.0); + result += mat4(-0.018793896, 0.07500149, -0.01728254, -0.1726998, -0.13333, 0.09590344, -0.036537904, -0.11522523, 0.19445558, 0.22680458, 0.12061006, -0.06225618, 0.1127748, 0.28380096, -0.07099846, -0.007440302) * go_1(-1.0, 1.0); + result += mat4(-0.43887648, -0.10018577, -0.29267642, 0.12149727, -0.14333835, 0.04161915, 0.19442867, 0.16506511, 0.09655387, -0.0014398015, 0.13189743, -0.14068556, 0.049408, 0.0829072, 0.2950336, 0.36965907) * go_1(0.0, -1.0); + result += mat4(0.41486958, -0.023498302, -0.37900022, -0.31752598, 0.13758768, -0.18782206, -0.31358528, 0.3330786, -0.4039293, -0.06539036, 0.032599606, 0.10663507, -0.26369813, -0.17365438, 0.20723309, 0.1801556) * go_1(0.0, 0.0); + result += mat4(0.004117444, -0.14894462, 0.14915143, -0.047375835, -0.2609916, -0.10172324, -0.14925237, -0.33830285, 0.12131607, -0.18156646, -0.42382464, -0.052582145, 0.2329045, -0.4576963, 0.13756892, 0.055571318) * go_1(0.0, 1.0); + result += mat4(-0.31689477, 0.017058033, -0.01904924, -0.016893756, -0.011479519, 0.07316262, -0.07086077, 0.08923511, -0.08190091, -0.025866933, -0.06909204, -0.028601022, 0.023224542, 0.03082087, 0.2230426, -0.16713654) * go_1(1.0, -1.0); + result += mat4(0.13457374, 0.110913865, -0.1130815, -0.031438913, -0.55201167, 0.04831016, 0.25107765, -0.014003224, 0.19532952, 0.02062346, 0.04839241, 0.088673405, 0.30325848, -0.20222804, -0.085780576, 0.22512968) * go_1(1.0, 0.0); + result += mat4(0.076354, 0.021940092, -0.16170324, 0.0025543426, -0.0032400405, -0.0046705627, 0.06241069, -0.031247333, 0.098353796, 0.03723474, 0.22971998, -0.017877292, 0.119858086, 0.008041448, 0.2140585, 0.10343376) * go_1(1.0, 1.0); + result += mat4(0.08627595, 0.04532834, 0.027579082, -0.16222088, 0.15583228, -0.14371829, -0.07243855, -0.111895435, -0.14438897, -0.10250594, 0.0034202964, -0.066547595, -0.034390844, -0.021545287, 0.014540157, -0.10215731) * go_2(-1.0, -1.0); + result += mat4(0.19720152, 0.21534947, 0.1130938, -0.011730973, 0.013247983, -0.10344174, -0.1906514, -0.015767017, -0.020093633, -0.26487067, -0.005960781, -0.057149183, 0.030110173, 0.047692046, -0.19308545, -0.25292158) * go_2(-1.0, 0.0); + result += mat4(0.039498243, 0.053682897, -0.01844695, -0.017540915, 0.039454967, -0.27696076, 0.09503274, -0.038958035, 0.17321438, -0.036311295, 0.03123055, 0.02310311, 0.040591653, 0.0054627894, -0.03520426, -0.026101988) * go_2(-1.0, 1.0); + result += mat4(0.055991564, 0.06512919, -0.12532505, 0.024075158, -0.04926237, -0.11701171, 0.026792146, 0.013033238, -0.052847516, -0.01550091, -0.008442071, -0.077945165, -0.033220004, -0.13678443, -0.07040586, 0.121846326) * go_2(0.0, -1.0); + result += mat4(-0.19537796, -0.016634773, 0.10707109, -0.024361614, -0.16002733, -0.44066608, 0.16488662, 0.013152995, 0.22407806, 0.12854017, 0.19028598, -0.08379244, -0.05594235, -0.15909895, 0.511962, 0.39027596) * go_2(0.0, 0.0); + result += mat4(-0.032652248, 0.06004893, 0.011166194, 0.102761306, -0.035113614, -0.29961765, -0.013817978, 0.20938557, 0.08488225, -0.1118558, -0.0375328, -0.035511103, 0.0046933405, 0.20203683, -0.13552529, -0.12685429) * go_2(0.0, 1.0); + result += mat4(0.03054923, 0.08224908, -0.059128158, -0.02583655, -0.02133876, 0.0048713544, 0.10848829, 0.06324404, 0.028332822, -0.011002306, -0.027557913, -0.06072362, 0.1019048, -0.02587316, 0.08563405, -0.08119947) * go_2(1.0, -1.0); + result += mat4(-0.10568117, 0.1075248, 0.19379964, -0.14337265, 0.019374132, -0.0907804, -0.13827625, -0.03628561, 0.014735499, -0.026882607, -0.25948793, 0.034926686, -0.05988073, -0.22735636, 0.053511668, 0.04765336) * go_2(1.0, 0.0); + result += mat4(-0.029848114, 0.09183966, 0.084713496, 0.09422864, 0.069713995, -0.10584984, -0.020899031, 0.059645247, -0.075805016, -0.01828552, 0.06689195, -0.13804196, -0.023465823, -0.034038994, -0.12946706, 0.058709413) * go_2(1.0, 1.0); + result += mat4(0.061918218, 0.038984764, 0.013660938, -0.19340219, -0.014949839, 0.12946278, 0.12725051, 0.13429146, 0.05993008, -0.015394284, 0.011232483, 0.0344157, 0.022161875, -0.023923954, 0.061736204, 0.025963215) * go_3(-1.0, -1.0); + result += mat4(0.048136763, 0.03162042, -0.01967249, 0.06374493, 0.034645267, 0.22403605, 0.036197048, -0.06903216, -0.1024706, -0.0005459356, 0.049185563, 0.16309108, 0.07394778, 0.10351343, 0.28430694, -0.13531347) * go_3(-1.0, 0.0); + result += mat4(-0.14705071, -0.09458433, 0.03063114, 0.07901115, -0.11911086, -0.06428132, -0.013549552, -0.041342866, -0.20770676, -0.15104479, 0.054365363, -0.11652907, 0.05639815, 0.070518605, 0.0017846811, -0.00056205114) * go_3(-1.0, 1.0); + result += mat4(0.27148908, 0.07358356, 0.13644488, -0.13824654, 0.0112991175, -0.021521023, -0.10197379, 0.007816017, -0.13314332, 0.12318473, -0.043214846, -0.15759036, -0.19744353, -0.10267182, -0.28249928, 0.11233295) * go_3(0.0, -1.0); + result += mat4(-0.096474804, 0.17893109, 0.014679829, -0.21218887, -0.24170275, 0.10603527, 0.05375366, -0.059315052, 0.17087384, 0.13633691, -0.37958893, 0.43264794, 0.17829923, 0.06485103, -0.37551817, -0.22082718) * go_3(0.0, 0.0); + result += mat4(-0.30536333, -0.033212308, -0.25232, 0.11730442, -0.11176368, 0.26223183, -0.049025323, -0.01375941, -0.29028055, 0.16842811, -0.035684332, -0.4180911, -0.1611732, 0.07683385, -0.14263596, 0.17508087) * go_3(0.0, 1.0); + result += mat4(0.23580009, 0.025621435, -0.15757325, 0.008123166, -0.021905439, -0.02162503, -0.059497356, -0.01636353, 0.047654126, -0.084423855, -0.033733923, 0.0127116265, -0.059593942, -0.053935718, -0.050729543, 0.013887048) * go_3(1.0, -1.0); + result += mat4(-0.19232626, 0.07915767, -0.05909752, 0.007695347, 0.058876406, 0.057521783, -0.080253534, 0.2011056, -0.27965516, -0.08033169, -0.13025513, 0.12854645, 0.053400308, -0.18445957, -0.18463044, 0.27920377) * go_3(1.0, 0.0); + result += mat4(-0.061806213, -0.020037206, 0.003183183, -0.029844081, -0.039553937, 0.028905323, -0.11367984, -0.097321615, -0.10112643, 0.0039709485, -0.06020118, -0.23871279, -0.077974856, 0.05806996, -0.21440302, 0.11898043) * go_3(1.0, 1.0); + result += vec4(-0.023832673, 0.03702965, -0.04749135, -0.10982549); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.030931145, 0.013683292, -0.0650242, -0.028732346, 0.120067924, -0.029404473, 0.0038229884, -0.14631765, 0.041900825, -0.076596744, -0.11096378, -0.27100095, 0.0052598766, -0.05929686, -0.06816563, -0.086864315) * go_0(-1.0, -1.0); + result += mat4(-0.043620087, -0.16360405, 0.006527374, 0.15706524, 0.08338088, -0.19027525, 0.22595987, -0.054963548, 0.01825031, -0.03149212, 0.025471251, 0.06429379, -0.011633275, -0.079389006, -0.0030728737, 0.17345747) * go_0(-1.0, 0.0); + result += mat4(-0.011275288, -0.10668036, 0.05718997, 0.010336089, 0.33393976, -0.2029354, 0.075444475, -0.092244044, 0.07605498, 0.20125951, 0.10493973, -0.12306946, 0.03658231, 0.08233366, -0.12205888, -0.116969004) * go_0(-1.0, 1.0); + result += mat4(-0.0070305974, 0.105127215, 0.006041873, 0.26743913, 0.028119443, 0.14823505, -0.28344348, 0.12362866, -0.1215781, 0.08104382, 0.102011785, 0.085380934, 0.061244503, -0.06230063, -0.05353345, 0.1166729) * go_0(0.0, -1.0); + result += mat4(0.08945733, 0.4101902, -0.06404005, 0.040728435, 0.13076581, -0.20805469, -0.10897316, -0.14924604, 0.10090762, 0.015475414, 0.26346552, 0.12096677, -0.20199244, 0.2780031, 0.18515368, 0.35105625) * go_0(0.0, 0.0); + result += mat4(0.07463155, 0.26932517, -0.06768551, 0.10470878, -0.1423996, 0.013550665, -0.06167201, -0.1022994, -0.3107166, -0.15609552, 0.1695213, -0.1277181, 0.12582655, -0.1596128, 0.015612055, -0.19826376) * go_0(0.0, 1.0); + result += mat4(0.011745468, 0.006471601, 0.008110513, 0.025831396, 0.1272883, -0.221959, 0.11993834, -0.007903633, 0.009993582, -0.10170755, 0.026594637, -0.027883623, 0.030666083, -0.036415886, 0.007469573, 0.0674783) * go_0(1.0, -1.0); + result += mat4(-0.022760388, -0.10911659, -0.012589904, -0.046462692, 0.36987287, 0.71668935, -0.04466556, 0.12082762, 0.0026539841, 0.07070946, -0.00020439121, -0.13925348, 0.08672072, 0.20075354, -0.066352285, 0.14655356) * go_0(1.0, 0.0); + result += mat4(-0.081081845, -0.21956222, 0.06781787, -0.106362104, -0.03016425, -0.010460211, -0.009725996, -0.009805538, 0.07037355, 0.19254607, 0.038890257, 0.29580075, -0.10355764, 0.12613009, 0.02485986, -0.031927988) * go_0(1.0, 1.0); + result += mat4(-0.13882205, 0.21770848, 0.015392157, 0.010310204, 0.008225721, 0.07457836, 0.09984027, -0.25452816, 0.2193511, -0.22262146, -0.12950355, 0.026151875, 0.022114651, -0.030566849, 0.034688126, 0.03047327) * go_1(-1.0, -1.0); + result += mat4(0.0363441, 0.19290726, -0.1143055, 0.30871987, -0.05780708, 0.082128406, -0.115280904, 0.07636388, 0.48947453, -0.29715258, 0.146737, -0.3275992, -0.055972476, -0.09991753, 0.17435446, 0.10917291) * go_1(-1.0, 0.0); + result += mat4(0.026389305, 0.054523308, -0.028950177, 0.06913328, -0.18626037, 0.08829993, 0.10407121, 0.001246911, 0.103938825, -0.3117343, -0.045564886, 0.07316613, 0.0027089121, 0.099437356, -0.046500806, -0.0927284) * go_1(-1.0, 1.0); + result += mat4(0.051037624, -0.2068234, 0.061572235, -0.3345198, 0.16960172, -0.30289862, -0.002583443, 0.39312238, 0.08246557, 0.16374862, -0.31902805, -0.13205275, -0.032050006, 0.01670186, 0.13852347, 0.120012194) * go_1(0.0, -1.0); + result += mat4(-0.67096996, -0.06274476, 0.18575665, 0.80282855, 0.23201196, -0.0054729837, 0.050396994, -0.42014772, 0.34904522, 0.26281372, 0.24697208, 0.55475426, 0.49850988, -0.06581312, -0.0068906257, -0.15741143) * go_1(0.0, 0.0); + result += mat4(-0.04252036, -0.28224963, 0.009723064, 0.116357096, 0.2992567, -0.26702902, -0.05648925, 0.12729199, -0.37574205, 0.54211813, -0.25248805, -0.13023548, 0.18903324, -0.5182459, 0.0141203115, -0.19444294) * go_1(0.0, 1.0); + result += mat4(-0.0017735233, -0.010132458, -0.040924776, -0.13767008, 0.20757031, -0.06509882, -0.09756446, 0.018974079, 0.090851985, -0.010158765, -0.03999607, -0.12055641, 0.03629025, -0.018645551, -0.05506811, -0.014202848) * go_1(1.0, -1.0); + result += mat4(0.16203491, 0.011118734, -0.18486023, -0.024290733, -0.3673846, -0.20295864, 0.23055002, -0.1555852, -0.02706522, 0.03262891, 0.008724611, -0.03760652, -0.20946771, -0.01951837, 0.16955496, 0.11690098) * go_1(1.0, 0.0); + result += mat4(0.0783421, 0.22656651, -0.15715368, -0.024174158, 0.020260733, 0.032390315, -0.029133298, 0.086601086, 0.13871798, -0.12525433, 0.16097449, 0.058946393, 0.029865682, 0.08508385, 0.040569812, -0.09402932) * go_1(1.0, 1.0); + result += mat4(-0.05063873, 0.11269313, -0.057484943, -0.13579641, 0.047973365, -0.07103839, -0.07838756, -0.0028928046, -0.019466015, 0.018428024, 0.010016324, -0.057396665, -0.19495595, 0.034307264, -0.022888038, 0.08112259) * go_2(-1.0, -1.0); + result += mat4(-0.09790086, 0.10613111, 0.06611674, 0.19356097, -0.00073371036, -0.019078335, 0.076719105, -0.016212497, -0.3283475, -0.07547389, -0.08140701, 0.3185625, -0.25060275, 0.16820994, -0.123497784, 0.43272668) * go_2(-1.0, 0.0); + result += mat4(-0.06365342, 0.11186735, -0.17493224, -0.04207358, 0.0003117533, 0.034089327, -3.067692e-05, -0.03422754, 0.16267666, 0.054771993, 0.048384454, -0.041866794, 0.0036008756, 0.0021496525, 0.20258942, -0.06297619) * go_2(-1.0, 1.0); + result += mat4(0.03578836, 0.08763908, -0.22370125, -0.32465744, 0.019142643, 0.011316954, 0.17920344, 0.031633645, 0.03766343, -0.116487674, -0.05281752, -0.018965483, 0.049297336, -0.34511214, 0.42598158, 0.051361635) * go_2(0.0, -1.0); + result += mat4(0.26638633, -0.33628765, 0.04437907, 0.09616201, -0.020049393, 0.2560829, -0.027108455, 0.255752, 0.3666511, 0.052277412, -0.46667686, 0.48482272, 0.51302284, -0.06941614, -0.17967525, -0.07889891) * go_2(0.0, 0.0); + result += mat4(0.18503937, 0.088710256, 0.2083147, -0.20758459, -0.036416974, 0.018303726, 0.03729963, -0.035969947, -0.2685231, -0.42169708, -0.039593916, -0.02642618, 0.29050872, -0.25723743, -0.111259766, 0.15001127) * go_2(0.0, 1.0); + result += mat4(-0.026473878, -0.07241443, 0.022400148, -0.03214132, 0.0859297, -0.0036677981, -0.07039137, 0.03703108, 0.042322673, -0.01222808, -0.08151938, 0.033109214, -0.048737407, 0.25929528, -0.40535828, -0.123594694) * go_2(1.0, -1.0); + result += mat4(0.10233285, 0.22455986, -0.13368733, 0.033236265, -0.052114893, -0.11709317, 0.009709581, 0.19201641, -0.02973698, 0.032114245, -0.09771862, 0.085680574, 0.15827927, -0.15042172, 0.21833214, -0.13262676) * go_2(1.0, 0.0); + result += mat4(-0.08460587, -0.09473209, 0.019323658, -0.057233352, 0.0019434267, -0.14437936, 0.034232683, 0.0030602294, -0.023598112, 0.10692026, -0.09960999, 0.005887181, 0.014738836, -0.32473162, -0.10886747, -0.08365826) * go_2(1.0, 1.0); + result += mat4(0.10900178, 0.00080280803, -0.14009437, -0.053074867, -0.07811151, -0.03456029, -0.104943685, 0.016918905, -0.11335709, 0.079421654, 0.13481963, 0.037818357, -0.027339859, 0.05856774, -0.044562265, 0.03908084) * go_3(-1.0, -1.0); + result += mat4(0.07628258, -0.23815769, 0.2840278, -0.3541637, -0.044292126, -0.09310441, -0.1335055, -0.031899665, -0.11981227, 0.24012394, -0.041896038, -0.10168982, 0.20248915, -0.10036763, -0.044115108, 0.08520525) * go_3(-1.0, 0.0); + result += mat4(0.07234102, -0.119480744, -0.01401321, -0.025182616, -0.031284854, -0.050089385, 0.014808948, 0.038662236, -0.18539418, 0.017342187, 0.023812262, 0.13428104, 0.020824855, -0.07433546, 0.054307282, 0.08511016) * go_3(-1.0, 1.0); + result += mat4(-0.11046813, -0.04663274, 0.33497185, 0.023273284, -0.24681108, 0.116665915, 0.12045893, 0.13306482, -0.039098527, 0.04747061, 0.042796664, 0.053514794, 0.011861975, -0.048702, 0.008408589, -0.09497112) * go_3(0.0, -1.0); + result += mat4(0.34634927, 0.37973458, -0.79267627, -0.7362719, 0.35489878, -0.07635863, 0.24082923, -0.27480397, -0.3236968, -0.25523046, 0.05118527, -0.040529836, -0.6000509, 0.39020586, 0.27632973, 0.5141453) * go_3(0.0, 0.0); + result += mat4(0.16761221, -0.033125393, 0.00561569, 0.083019435, -0.101278506, 0.07810264, 0.12060661, 0.16048536, 0.14257826, -0.15996903, 0.018831912, -0.094429865, -0.22227801, 0.426937, -0.054677445, 0.05067348) * go_3(0.0, 1.0); + result += mat4(0.02233958, 0.02608942, -0.045318656, 0.06509929, 0.035911568, 0.025316885, 0.0840986, 0.08326237, 0.048455603, -0.13630742, 0.07230253, -0.047261715, -0.092630014, 0.04786565, 0.10354939, -0.07094341) * go_3(1.0, -1.0); + result += mat4(-0.1463382, -0.14900577, 0.2835977, -0.106733374, -0.11554754, -0.168429, -0.1411373, -0.20654152, -0.06388508, 0.039648015, 0.08543832, -0.13253337, 0.017264463, -0.06346233, -0.10823598, 0.067361064) * go_3(1.0, 0.0); + result += mat4(0.04419582, 0.039152585, 0.06222691, 0.05757103, 0.012084537, 0.051425997, -0.061130576, 0.16752882, 0.07497411, 0.13495837, -0.15585983, -0.02050144, -0.08555421, -0.09147339, 0.025115604, 0.05948922) * go_3(1.0, 1.0); + result += vec4(0.00590038, 0.03082865, 0.002111702, -0.03330112); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_5_tf.w +//!HEIGHT conv2d_5_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_5_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_5_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.009029573, 0.029218858, 0.029705316, -0.019268971, -0.0023235187, -0.072589695, 0.1424836, 0.09049359, 0.04342995, 0.18134294, 0.018145641, 0.14789368, 0.050923645, 0.06524081, 0.036812488, 0.11108108) * go_0(-1.0, -1.0); + result += mat4(-0.026506428, 0.016968496, 0.015961196, 0.010030791, -0.3141888, -0.06769598, -0.23920257, -0.031002127, -0.07351358, -0.19290134, -0.24282931, -0.18831016, -0.0928966, 0.075177215, -0.19699521, -0.05810917) * go_0(-1.0, 0.0); + result += mat4(-0.017991852, -0.079427645, 0.035970494, -0.017095685, -0.27197137, -0.20046075, 0.2616644, 0.021876303, -0.077394076, -0.04978692, 0.20363241, -0.013741705, -0.032103598, 0.14403099, 0.01442474, 0.048115995) * go_0(-1.0, 1.0); + result += mat4(-0.16939245, -0.001777, 0.026244136, -0.14122388, -0.056853324, 0.54357284, -0.19769607, -0.03187079, 0.04559263, -0.16048127, 0.12830622, 0.1442168, 0.006611398, -0.01618195, 0.012860053, -0.16539487) * go_0(0.0, -1.0); + result += mat4(0.13116026, -0.006161343, 0.7209969, 0.18338475, 0.3099777, 0.6500026, 0.3883795, -0.021434233, 0.31667513, 0.008917659, 0.14124091, -0.22335114, 0.12198921, -0.16449445, 0.08773425, 0.30054978) * go_0(0.0, 0.0); + result += mat4(-0.10413989, -0.10316161, 0.04342709, -0.021252686, 0.120892406, 0.37798002, -0.35963747, 0.021069285, 0.37587845, -0.08159587, 0.011139747, 0.2501104, -0.094568014, 0.037900843, -0.025109999, -0.030106556) * go_0(0.0, 1.0); + result += mat4(0.09680291, -0.040868275, 0.051731605, 0.089064725, -0.56098557, -0.38148618, -0.017037416, 0.08508287, -0.019247344, 0.019857002, -0.03512887, 0.031057188, -0.09648583, -0.04474188, 0.028748507, -0.11880965) * go_0(1.0, -1.0); + result += mat4(-0.010236943, 0.04257042, -0.08202597, -0.004203426, -0.26801527, -0.11716526, -0.017402772, -0.05819106, -0.13394608, 0.0234606, -0.15404865, -0.06801164, -0.0047627664, -0.1975249, 0.09420144, 0.23249897) * go_0(1.0, 0.0); + result += mat4(0.107361935, 0.07373787, 0.06242962, 0.05236332, -0.028867323, 0.025924044, -0.042526353, -0.0015729597, -0.1323144, -0.4040712, 0.023919407, -0.09535502, 0.049100045, 0.081110805, 0.08946112, 0.058505684) * go_0(1.0, 1.0); + result += mat4(0.13236825, -0.04468476, -0.04426802, 0.031087106, -0.09093992, -0.07470971, -0.01591504, 0.05924266, -0.21910913, 0.065537, -0.18358919, -0.02533145, -0.1512009, -0.04953928, 0.015540006, -0.0043442883) * go_1(-1.0, -1.0); + result += mat4(-0.14016777, -0.1086958, 0.16316028, 0.050777458, 0.23148167, 0.04944809, -0.10599886, -0.10447021, -0.40729257, -0.10926556, 0.069055155, 0.110635415, 0.108922414, -0.1716362, 0.10743909, -0.102534756) * go_1(-1.0, 0.0); + result += mat4(0.017795928, -0.066930935, 0.09396082, 0.092585504, 0.14223933, 0.059458215, 0.072033696, -0.04507726, -0.19956456, 0.1251282, -0.31733638, -0.10465904, 0.08546377, 0.048638333, 0.031372465, -0.08720661) * go_1(-1.0, 1.0); + result += mat4(0.108719654, -0.092161916, -0.014724377, 0.20068261, -0.24350016, 0.2113636, -0.07483714, -0.45665312, -0.25134233, 0.2753893, -0.11324696, -0.04472, 0.1576102, -0.045395147, 0.06013951, -0.12507361) * go_1(0.0, -1.0); + result += mat4(0.546225, -0.281897, 0.19477816, -0.116612464, -0.3145171, -0.41660902, 0.333625, 0.35902345, 0.48333502, 0.4662005, 0.10222491, -0.15314859, -0.3036888, 0.22849742, 0.20740797, 0.41399437) * go_1(0.0, 0.0); + result += mat4(0.007284074, 0.0393942, -0.31192186, -0.15687793, -0.289214, -0.015956698, -0.24718472, -0.1637855, -0.00765037, 0.26677555, 0.20215511, 0.37790874, -0.22096673, 0.25287116, -0.2446764, -0.13610223) * go_1(0.0, 1.0); + result += mat4(-0.16734968, 0.16721225, -0.053508647, -0.041097626, 0.062356673, 0.07812319, -0.263546, -0.39739034, 0.003389846, 0.12676363, -0.13175991, -0.19019242, -0.011847587, -0.007580052, -0.023946386, 0.046034034) * go_1(1.0, -1.0); + result += mat4(-0.17047611, 0.13298693, -0.07506747, -0.045542978, 0.33571973, 0.20192616, 0.30674616, 0.25668672, -0.24134545, 0.031693842, -0.009647641, 0.040534843, 0.03159419, -0.1100516, 0.11371316, 0.06098735) * go_1(1.0, 0.0); + result += mat4(-0.05518961, 0.19402988, -0.09646874, -0.059196774, -0.0073436056, -0.1381309, 0.06868669, 0.061328378, -0.1480867, -0.15774113, -0.022572191, 0.122521356, -0.04067007, -0.10145177, 0.13006335, -0.099452734) * go_1(1.0, 1.0); + result += mat4(0.06962972, 0.07768411, 0.021085173, 0.108355984, -0.03132525, 0.10220273, -0.11626593, -0.14104277, 0.018778645, -0.024237925, 0.048783034, 0.09074447, 0.4120426, -0.01948466, 0.073218934, 0.055681944) * go_2(-1.0, -1.0); + result += mat4(-0.22553118, -0.12923603, -0.22068842, -0.35037905, 0.005709937, -0.09528472, 0.08718399, 0.13200706, 0.17220478, 0.096844435, -0.30439013, -0.14122063, 0.15733318, -0.1014675, 0.33836862, 0.042193163) * go_2(-1.0, 0.0); + result += mat4(0.15826897, -0.034870047, 0.09295099, -0.17674965, -0.042326324, 0.06680338, -0.074267656, -0.0631393, -0.11267909, -0.19795708, 0.22005288, 0.35703793, 0.033995766, -0.12663686, -0.02449896, -0.123250045) * go_2(-1.0, 1.0); + result += mat4(0.021434195, 0.058398597, 0.04828315, -0.0016824572, -0.04291545, -0.0744907, -0.07698706, -0.15937585, -0.18852457, -0.17966963, 0.023800725, 0.025979731, -0.51412296, -0.018316887, -0.23076254, -0.12298674) * go_2(0.0, -1.0); + result += mat4(0.16054317, -0.0002730893, -0.54173076, -0.62443435, 0.04300197, -0.08529622, 0.15392275, 0.15742144, 0.025834514, -0.2800517, -0.17600477, 0.0020806703, -0.3010582, 0.45233512, 0.25595665, 0.103661336) * go_2(0.0, 0.0); + result += mat4(-0.024034392, -0.43800178, 0.28606912, -0.20908915, 0.078471914, -0.030501373, -0.059055753, 0.050494444, 0.063274644, -0.025071034, 0.17561312, -0.100698635, -0.25631955, 0.039981876, -0.18506624, 0.08366402) * go_2(0.0, 1.0); + result += mat4(-0.1413656, 0.03589635, -0.020917566, 0.017598262, 0.020156413, -0.018854238, 0.027228508, -0.03806087, -0.021715842, 0.071974196, -0.040065665, 0.08459291, -0.23530225, 0.16599682, -0.2772327, 0.10041177) * go_2(1.0, -1.0); + result += mat4(-0.055056706, 0.1286236, -0.11890451, -0.1790546, 0.16517544, -0.040448934, 0.12548013, 0.017075695, 0.07185459, -0.13236302, 0.19354409, 0.12767012, 0.31120765, 0.16378082, -0.036915366, -0.19724306) * go_2(1.0, 0.0); + result += mat4(-0.02225051, 0.033263147, 0.003279449, 0.08826271, -0.047833472, 6.574577e-05, 0.13721916, 0.04801998, -0.014958419, 0.08791209, -0.08076282, 0.024002168, -0.18028922, 0.23835851, -0.23309888, -0.119310364) * go_2(1.0, 1.0); + result += mat4(0.044960875, 0.18821983, 0.027640678, 0.013462449, 0.19011214, 0.21559924, -0.03329638, 0.07234414, 0.030880248, -0.11273214, 0.102028474, 0.12203351, 0.035855662, 0.008828778, 0.007218363, -0.012421797) * go_3(-1.0, -1.0); + result += mat4(-0.09450626, 0.025191775, -0.10738468, 0.16237053, 0.073676676, 0.12488881, -0.048748355, 0.007877263, 0.3572506, -0.07911043, 0.14684045, 0.0015310893, -0.33411503, -0.1151223, 0.004201752, 0.017775744) * go_3(-1.0, 0.0); + result += mat4(-0.10607509, -0.008143826, -0.08448629, -0.27557802, 0.0046665915, 0.008158659, 0.030826218, 0.020516023, 0.2333065, -0.017463414, -0.041772116, -0.03027809, -0.028166672, -0.080471426, 0.048199337, 0.08341059) * go_3(-1.0, 1.0); + result += mat4(-0.14640257, -0.18334304, -0.061674733, 0.0008892598, -0.2374775, -0.2721524, -0.040371176, 0.26362613, 0.19872928, -0.11246391, 0.0842288, 0.11188515, 0.0045209546, -0.04250933, -0.0738212, -0.069005966) * go_3(0.0, -1.0); + result += mat4(-0.08760266, 0.4816288, -0.21241407, 0.22734411, -0.1783721, -0.26842996, 0.099888, -0.2867675, 0.085521065, -0.3780281, -0.018543908, -0.039699722, 0.75688565, -0.5333645, 0.47567275, 0.09518891) * go_3(0.0, 0.0); + result += mat4(-0.04072665, 0.05998423, -0.48314768, -0.29495844, 0.10358383, -0.09816629, 0.028586809, -0.047708735, 0.008320228, 0.04089551, -0.18359782, -0.27615002, 0.12414414, -0.072417594, 0.25932562, 0.30268723) * go_3(0.0, 1.0); + result += mat4(0.14481631, 0.06484443, -0.09898657, -0.06553556, 0.25750044, -0.07265585, 0.12903488, -0.022347894, -0.04693863, -0.000107379274, 0.030295763, -0.0325354, 0.086214684, -0.021326948, 0.039682828, -0.034843277) * go_3(1.0, -1.0); + result += mat4(-0.031971477, -0.25145087, 0.03931631, 0.14262606, -0.06044626, 0.22820354, -0.10506207, 0.18064679, 0.0069641788, 0.01477993, -0.003626875, 0.118767865, 0.109416224, -0.002998205, 0.035680585, 0.07843882) * go_3(1.0, 0.0); + result += mat4(0.03375426, -0.059815384, 0.11632834, -0.12411481, 0.022583738, 0.02544465, -0.054889992, -0.07031964, -0.10140042, 0.16750422, -0.1448294, -0.09316004, 0.035582513, -0.026138382, -0.031955894, 0.040148776) * go_3(1.0, 1.0); + result += vec4(-0.03573331, 0.032919675, 0.011109369, 0.008329268); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_last_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11498094, -0.053904895, -0.11520678, -0.05479549, 0.028396055, 0.032767884, 0.052479446, 0.05257866, -0.25706592, -0.3454966, -0.24713765, -0.2854201, -0.10287636, 0.0023146886, -0.09190338, -0.011193905) * g_0; + result += mat4(-0.05461422, 0.008780496, -0.07738697, -0.032230727, -0.047554165, -0.025061952, -0.051897213, -0.009545297, -0.14548294, -0.15184018, -0.01313442, -0.015299784, -0.0007883845, -0.12866738, -0.15260352, -0.27081275) * g_1; + result += mat4(0.11007706, 0.035344437, 0.11020841, 0.0425353, 0.1613199, 0.18417408, 0.09274313, 0.11943135, 0.106862, 0.079875536, 0.0937752, 0.068030775, 0.029093558, -0.06441164, 0.06467169, -0.021989612) * g_2; + result += mat4(0.049548414, -0.012455486, 0.07185561, 0.021865537, 0.020969186, -0.03374196, -0.024260623, -0.07739141, 0.07164591, 0.12741035, 0.0379913, 0.076403245, 0.07049977, 0.0744538, 0.0062989634, 0.01818882) * g_3; + result += mat4(-0.12511204, -0.010836819, 0.13709816, 0.22472954, 0.21280868, -0.006484726, 0.17554289, -0.009977173, 0.078398876, 0.20698707, 0.13432744, 0.29740283, -0.24750128, -0.32757792, -0.19807857, -0.2537023) * g_4; + result += mat4(-0.27207088, -0.1385644, -0.2166476, -0.07687419, -0.20300622, -0.29678395, -0.13135734, -0.20851587, 0.0361364, 0.011243289, -0.06845459, -0.11796941, 0.11575868, 0.070215136, -0.10295678, -0.12281369) * g_5; + result += mat4(0.13619795, -0.0019436983, -0.12701888, -0.25933513, -0.20134166, 0.00062823144, -0.076756015, 0.11002947, 0.0059049693, -0.18756741, -0.0718802, -0.2589954, 0.23413423, 0.30107784, 0.14445266, 0.18920745) * g_6; + result += mat4(0.1494216, 0.0587532, 0.05478662, -0.039123338, 0.23322394, 0.29950607, 0.24384268, 0.27843767, -0.16094431, -0.04705998, -0.016345032, 0.028868208, -0.102872886, -0.04659664, 0.104105346, 0.14305067) * g_7; + result += mat4(-0.001037014, 0.010001526, -0.0052278573, 0.024779709, 0.06857274, 0.067640975, 0.085439384, 0.09242789, -0.066597246, -0.055928994, 0.0015658981, 0.016131008, -0.03524695, -0.018364554, -0.047754433, -0.014295886) * g_8; + result += mat4(-0.042207, 0.02835915, -0.1404656, -0.08563323, -0.030979915, -0.0673764, 0.10733943, 0.057902794, 0.00022424995, -0.0023634837, -0.10778953, -0.10202357, -0.020368295, -0.019088887, -0.06875738, -0.08504131) * g_9; + result += mat4(-0.00043458896, 0.00045652856, -0.02016843, -0.020062413, -0.08740103, -0.042085808, -0.10644177, -0.09226477, 0.11212161, -0.00048174805, 0.021872435, -0.05868698, 0.0333954, 0.058184672, 0.05532576, 0.07621587) * g_10; + result += mat4(0.054245148, 0.001020329, 0.09106849, 0.05303779, 0.009889632, 0.01309413, -0.09187347, -0.08618193, -0.011621187, 0.016222361, 0.061095525, 0.060885344, 0.078050986, 0.0111776795, 0.08829944, 0.032022282) * g_11; + result += mat4(0.01643529, 0.02285545, -0.03498564, 0.00769657, -0.0042474116, 0.015836312, -0.025771018, -0.0016368, -0.008897948, -0.012588166, -0.01416411, -0.003578984, 0.025991246, 0.021237152, 0.017450012, 0.025172485) * g_12; + result += mat4(0.014568868, 0.017796224, -0.036679734, -0.03138748, 0.019457601, -0.027607411, -0.004529679, -0.038048342, -0.054055385, -0.03876025, 0.041948095, 0.005869784, 0.02439633, 0.05177997, 0.016000897, 0.0057169925) * g_13; + result += mat4(-0.03021866, 0.017678728, -0.01371109, 0.013548159, -0.0038099394, -0.014066414, 0.028093752, 0.0027308422, -0.010615999, 0.012673458, -0.03028171, -0.016818244, -0.06530097, -0.018845048, -0.0072947564, -0.0038243714) * g_14; + result += mat4(-0.019006258, -0.007847591, 0.03690709, 0.06714211, 0.0073993434, -0.009766907, -0.0021441753, -0.01308625, 0.06658726, 0.06701995, -0.027305668, -0.016032105, -0.028976806, -0.0036668575, -0.0027825525, 0.0105632655) * g_15; + result += mat4(0.028945107, -0.0014701135, 0.048950657, -0.01923516, -0.0014054152, 0.002650635, -0.005300331, 0.004860559, 0.011158468, 0.005940625, -0.012095051, 0.0041518128, -0.020433836, -0.025870577, -0.0007547932, -0.026509356) * g_16; + result += mat4(-0.004545374, 0.04264545, 0.021741537, 0.029115127, 0.04225599, -0.0055392785, 0.026570829, -0.031795148, -0.008307126, 0.020176455, 0.010904648, 0.017765503, -0.10806103, -0.01776947, 0.00070428237, -0.06356262) * g_17; + result += mat4(-0.05663172, 0.05908046, -0.03837452, 0.06636983, -0.007960516, -0.06384041, 0.023125881, -0.030108837, 0.0038054318, -0.023263922, 0.020264054, -0.0062937695, 0.031630237, 0.020909082, 0.03594235, 0.035879835) * g_18; + result += mat4(-0.0050448794, 0.033650696, -0.002830413, 0.035174295, -0.024521282, 0.013054315, -0.020833842, 0.037953895, 0.08249671, 0.024239466, -0.012758333, -0.027316988, 0.051040914, 0.0005025873, 0.039778862, 0.0024668393) * g_19; + result += mat4(0.017232442, 0.022482058, 0.020233413, 0.024337437, 0.07986929, 0.06234036, 0.12662584, -0.05271183, -0.009718745, -0.0046989853, -0.0030333172, -0.04034237, -0.0113442, 0.022746231, -0.035293855, -0.009433693) * g_20; + result += mat4(0.015766997, 0.013647276, -0.029327558, 0.039106004, -0.010398323, -0.032851525, 0.02908329, -0.003789618, 0.12963496, 0.010851003, 0.1126276, -0.049255487, 0.06867432, 0.07970792, 0.017840397, -0.026481882) * g_21; + result += mat4(-0.058729574, -0.07886952, 0.033267397, 0.02755372, -0.0172006, 0.012404398, -0.0230168, -0.015059758, -0.09239916, -0.029533267, -0.043251917, 0.0035152994, 0.022931995, 0.101714484, -0.044946067, 0.094993) * g_22; + result += mat4(-0.04708704, -0.032475296, -0.03228093, -0.08810475, 0.013745045, 0.027828002, -0.031922746, 0.022986397, -0.061620213, -0.03694645, -0.055026993, 0.0031291894, -0.028799903, -0.0025357977, -0.03441407, 0.0028600092) * g_23; + result += mat4(0.058981724, -0.10447273, -0.088705614, 0.16546178, -0.023549391, -0.008831522, -0.018411588, 0.029640056, -0.068086684, -0.05414636, -0.029401174, 0.036180343, -0.031988926, -0.047249753, 0.008162177, 0.00548062) * g_24; + result += mat4(0.05287462, -0.030657746, 0.02821435, 0.037005343, 0.03534311, -0.15614955, 0.07085459, -0.11997641, -0.009156166, -0.021968868, -0.054147746, -0.07307657, -0.006428544, -0.017528288, 0.012614676, 0.037840024) * g_25; + result += mat4(-0.021977803, 0.047799855, 0.02660416, -0.07292106, 0.045195807, -0.0056674764, 0.10824326, -0.112114795, 0.1447127, -0.0119616175, 0.0011661504, -0.04553905, 0.13048342, 0.14574122, -0.105522245, -0.102792375) * g_26; + result += mat4(-0.16397473, 0.15785863, -0.06666504, -0.01682913, 0.06070918, 0.070222184, 0.037701584, 0.026657054, -0.0835267, -0.009457008, 0.13232987, 0.13508691, -0.056414206, -0.06818828, 0.079076104, 0.032249212) * g_27; + result += vec4(-0.10795144, -0.09953324, -0.055413827, -0.03875493); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_last_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.024905335, -0.0020974763, 0.02695263, 0.00016802056, -0.024053082, -0.02133723, -0.031614035, -0.031826317, 0.120421864, 0.10555479, 0.08609448, 0.116875134, 0.046175968, 0.04224941, 0.059216674, 0.035143953) * g_0; + result += mat4(0.059397914, 0.016519934, 0.07189327, 0.047407165, 0.04808963, 0.02792908, 0.057017103, 0.034324065, 0.14228246, 0.11275426, 0.088058695, 0.059600517, 0.02063494, 0.052596953, 0.047207687, 0.08789091) * g_1; + result += mat4(-0.013453174, 0.008474715, -0.017593835, 0.009218917, 0.070580654, 0.040542338, 0.08812338, 0.074653216, -0.016356857, 0.015809007, -0.008739107, 0.0097674895, -0.018381525, -0.007775341, -0.040571664, -0.011188163) * g_2; + result += mat4(-0.026196122, -0.034825727, -0.042998232, -0.033436514, -0.01678153, -0.004592797, -0.010311677, 0.0008815291, -0.08899181, -0.10274026, -0.066960976, -0.082430154, -0.057137426, -0.07554528, -0.030993424, -0.050372377) * g_3; + result += mat4(0.022921838, -0.010479244, -0.050794605, -0.073633075, -0.053708922, 0.009594084, -0.071259, -0.01054356, 0.005165821, -0.08024963, -0.049251772, -0.09581235, 0.17995799, 0.09743011, 0.13533138, 0.11643848) * g_4; + result += mat4(0.09727046, 0.07292666, 0.06820908, 0.041535784, -0.0049705, 0.0048759184, -0.035702795, -0.015944308, -0.010730028, 0.018847652, 0.06466244, 0.086318985, -0.05661574, -0.040698618, 0.010839972, 0.0027009705) * g_5; + result += mat4(-0.04628466, 0.010060396, 0.02609333, 0.08664702, 0.057045907, 0.033591177, 0.02186063, -0.024303377, 0.006569828, 0.08025825, 0.016128821, 0.10180713, -0.12228169, -0.112990454, -0.078443415, -0.09126021) * g_6; + result += mat4(-0.12733299, -0.087755, -0.07374111, -0.044979006, -0.025347412, -0.004083168, 0.023782173, 0.02900392, -0.017815407, -0.041119996, -0.057978686, -0.13521095, 0.08364004, 0.06950181, 0.023554614, 0.008043734) * g_7; + result += mat4(0.009062775, -0.003570175, -0.007378757, -0.0018487388, 0.01145638, 0.05217187, -0.008250244, 0.008433307, -0.056756936, -0.044681005, -0.08096105, -0.08033185, -0.023784965, -0.01859799, 0.013042476, 0.021188647) * g_8; + result += mat4(-0.0071619656, -0.012498299, -0.05144986, -0.078112476, -0.034992415, -0.017038302, -0.04464615, -0.044504963, 0.024249, -0.004297534, 0.03674578, 0.03090718, 0.04698553, 0.008344952, 0.057619847, -0.0338724) * g_9; + result += mat4(-0.011845145, -0.0045043705, -1.6646482e-06, -0.0038495932, -0.01992515, 0.004827126, 0.019493148, 0.00862289, 0.10151322, 0.0021909082, 0.09940764, 0.03728846, 0.027824005, 0.04358071, 0.014909185, 0.036326095) * g_10; + result += mat4(0.022513246, 0.028257169, 0.0102195935, 0.03301329, 0.052253865, -0.0021944977, 0.08247392, 0.03256867, -0.040685873, -0.0052207555, -0.0451257, -0.054165114, 0.01647699, 0.0028809097, -0.015233776, -0.0008741886) * g_11; + result += mat4(0.017371105, 0.01597189, -0.052552313, -0.008554715, -0.0023150423, 0.006076517, -0.012868931, 0.0039361073, -0.007524978, -0.004284313, -0.021520883, -0.010327569, 0.02543678, 0.008725823, -0.0073885336, 0.005528395) * g_12; + result += mat4(0.019192757, 0.016561812, 0.0027538154, 0.0013078215, 0.007916496, -0.042525183, -0.013173432, -0.05265476, -0.062195376, -0.011255499, 0.020898128, 0.021532273, -0.001524097, 0.034835674, -0.004051403, -0.0292426) * g_13; + result += mat4(-0.049191684, -9.43322e-06, -0.009106849, 0.012845289, -0.019482708, -0.011163468, 0.0034011535, -0.007062845, -0.006469714, 0.03177786, -0.033006195, -0.0006813464, -0.053963087, 0.00085209147, 0.02734121, 0.034086403) * g_14; + result += mat4(-0.03232248, -0.004037002, -0.010319106, 0.030889064, 0.019604538, 0.0020888883, 0.010277864, 0.000661223, 0.057915937, 0.030683514, 0.00042533095, -0.013019287, -0.015896408, 0.0038484468, -0.0042103594, 0.02174542) * g_15; + result += mat4(0.032975145, 0.0011456647, 0.04913679, -0.017063798, 0.0117176045, 0.007440557, 0.0020480808, 0.009415731, 0.027573857, 0.015140836, -0.01679426, -0.006124731, -0.03206279, -0.029842237, -0.010428016, -0.028513178) * g_16; + result += mat4(-0.00506859, 0.055869613, 0.010164368, 0.027031485, 0.042289548, -0.0054258504, 0.032214936, -0.029970925, -0.0058315448, 0.022889478, 0.01681123, 0.02985076, -0.111186065, -0.02202099, 0.0030994313, -0.062343158) * g_17; + result += mat4(-0.060951103, 0.06079555, -0.0396464, 0.070911355, -0.011480358, -0.06803282, 0.01637355, -0.043100975, -0.00423709, -0.028337711, 0.021635853, 0.0014857082, 0.030084312, 0.018155476, 0.043694943, 0.038795974) * g_18; + result += mat4(-0.0060662925, 0.029721662, -0.008117774, 0.034551267, -0.024477571, 0.018841071, -0.027095588, 0.034495078, 0.082398005, 0.008998768, -0.016399248, -0.043801688, 0.05936684, 0.006066549, 0.045399766, 3.5319943e-05) * g_19; + result += mat4(0.019259382, 0.02494012, 0.029301709, 0.028329274, 0.09122267, 0.06900443, 0.1412115, -0.043169618, -0.01627418, -0.004989528, -0.0042651827, -0.04556752, -0.023623291, 0.013007996, -0.04483056, -0.015727345) * g_20; + result += mat4(0.016332543, 0.016384754, -0.030676385, 0.045312885, -0.0100853555, -0.032632045, 0.031514473, -0.0070776115, 0.13642761, 0.0023589598, 0.12214136, -0.062155515, 0.08240989, 0.08894205, 0.03325406, -0.016589595) * g_21; + result += mat4(-0.06494277, -0.08158925, 0.030425413, 0.019835634, -0.012624623, 0.013942616, -0.030527417, -0.021668324, -0.09444672, -0.033064254, -0.044167448, 0.0011024752, 0.03210801, 0.12662941, -0.03912534, 0.1112649) * g_22; + result += mat4(-0.04716062, -0.03751481, -0.031030515, -0.09067383, 0.0077815712, 0.02169541, -0.035285182, 0.02290573, -0.0704085, -0.03916127, -0.058103334, 0.004915147, -0.0333844, -0.011548617, -0.031151932, -0.00043817286) * g_23; + result += mat4(0.05976319, -0.107285, -0.097245865, 0.17706421, -0.021453341, -0.0047738464, -0.017621001, 0.033400454, -0.07225561, -0.05599672, -0.027600193, 0.038664024, -0.03762786, -0.052429967, 0.0104017975, 0.007116869) * g_24; + result += mat4(0.06014114, -0.029824806, 0.03209269, 0.04392036, 0.031300627, -0.16249833, 0.06878509, -0.12658615, -0.012383169, -0.025043553, -0.06527381, -0.08149099, -0.014006842, -0.018669648, 0.014510818, 0.042045828) * g_25; + result += mat4(-0.023342922, 0.047104675, 0.029629575, -0.082307704, 0.04035797, -0.0013049254, 0.11085582, -0.11031226, 0.14778149, -0.016699014, -0.00634342, -0.055320874, 0.14306462, 0.15896587, -0.110229075, -0.1069649) * g_26; + result += mat4(-0.17449625, 0.15787153, -0.06711028, -0.023110518, 0.06862914, 0.074063435, 0.042682912, 0.029800726, -0.08768606, -0.009814701, 0.14180017, 0.14780663, -0.05672417, -0.074305914, 0.07873489, 0.028458012) * g_27; + result += vec4(0.06026231, 0.040204916, 0.037672628, 0.023496555); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_1_tf +//!BIND conv2d_1_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_2_tf1 +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_4_tf +//!BIND conv2d_4_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_5_tf1 +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_last_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max((conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf1_tex(conv2d_1_tf1_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max((conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_10 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_2_tf1_tex(conv2d_2_tf1_pos)), 0.0)) +#define g_12 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_13 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_14 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max((conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_18 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_4_tf1_tex(conv2d_4_tf1_pos)), 0.0)) +#define g_20 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_21 (max((conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_22 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_5_tf1_tex(conv2d_5_tf1_pos)), 0.0)) +#define g_24 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_25 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_26 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1765669, 0.14268716, 0.19186598, 0.15799578, 0.016374417, 0.018578433, 0.0039475, 0.0046772263, 0.39840183, 0.36909792, 0.35409746, 0.37422222, -0.108508386, -0.1331279, -0.10336035, -0.14776541) * g_0; + result += mat4(-0.057757027, -0.14071062, -0.025283009, -0.09397916, -0.09031894, -0.14219165, -0.08299535, -0.13970287, -0.12259208, -0.14382727, -0.22002274, -0.25016093, -0.048906635, 0.06620249, 0.016965045, 0.1295978) * g_1; + result += mat4(-0.16748372, -0.13718611, -0.18565705, -0.15029612, -0.080749065, -0.09955825, 0.032431383, 0.023855643, -0.2748885, -0.23232168, -0.29121292, -0.26405892, 0.16556135, 0.18657646, 0.1424068, 0.18855052) * g_2; + result += mat4(0.10960496, 0.10851629, 0.095003806, 0.11053746, 0.09885307, 0.14437789, 0.13191165, 0.17365928, 0.16558935, 0.15473324, 0.21136154, 0.19976667, -0.07267957, -0.11469687, -0.029134216, -0.06817615) * g_3; + result += mat4(0.10202856, 0.04216857, -0.03959349, -0.09849683, -0.1576996, -0.049997438, -0.1579918, -0.058789205, 0.029792828, -0.07311781, -0.045432188, -0.11312683, 0.24257647, 0.16204113, 0.17869382, 0.16024388) * g_4; + result += mat4(0.17193612, 0.12692013, 0.13177487, 0.0796725, 0.0797928, 0.08952722, -0.012468046, 0.011071511, -0.068559825, -0.024852324, 0.0526428, 0.07917346, -0.085534215, -0.09591339, 0.04615827, 0.024577664) * g_5; + result += mat4(-0.14653449, -0.067267366, -0.002524394, 0.086243175, 0.13660401, 0.08039592, 0.09179008, 0.022573143, -0.024744196, 0.09120211, 0.017654825, 0.14114714, -0.16093308, -0.14538004, -0.09950235, -0.111152865) * g_6; + result += mat4(-0.188637, -0.12968326, -0.1200479, -0.06537649, -0.12589337, -0.106242515, -0.02788782, -0.025949068, 0.04948153, 0.02222735, -0.025291357, -0.12379292, 0.11074645, 0.11902375, -0.00056989543, -0.0024386419) * g_7; + result += mat4(0.018286629, 0.0072215167, 0.00037828335, 0.0047001047, 0.011478272, 0.041745186, -0.015742473, -0.002282524, -0.03440817, -0.02196847, -0.07838253, -0.07993771, -0.010155526, -0.017590692, 0.027141469, 0.029741213) * g_8; + result += mat4(0.016512005, 0.004950637, -0.0238836, -0.05587327, -0.03164328, -0.009499985, -0.059880238, -0.061794154, 0.023154303, -0.013266373, 0.04701534, 0.0415862, 0.06357814, 0.033057794, 0.08389772, 0.00035060212) * g_9; + result += mat4(-0.016403968, -0.012538788, -0.0015746636, -0.004771009, -0.021361275, -0.009695242, 0.020548422, -0.0024130535, 0.07796766, -0.01516671, 0.09961382, 0.042754963, 0.017363647, 0.03729065, -0.004795824, 0.01550197) * g_10; + result += mat4(-0.0028093113, 0.011869523, -0.02216933, 0.011177349, 0.033342455, -0.021146454, 0.07830085, 0.032490104, -0.03281833, 0.0060484232, -0.04081057, -0.04945058, -0.0056189033, -0.010636801, -0.041949317, -0.025739705) * g_11; + result += mat4(0.012979897, 0.016758928, -0.049062215, -0.0035748442, 0.0085972, 0.0036381132, -0.0055621094, 0.0041307937, -0.0008907763, -0.0034079372, -0.025680453, -0.015531803, 0.012816766, 0.009977763, -0.016416566, 0.0034859509) * g_12; + result += mat4(0.021753248, 0.016452711, 0.009833835, 0.0065052663, 0.0014061348, -0.046160888, -0.0132271005, -0.05051269, -0.05746351, -0.0012690664, 0.017191738, 0.018192926, -0.008879476, 0.026354216, -0.012801991, -0.029587373) * g_13; + result += mat4(-0.04220692, -0.0015560482, -0.0019648245, 0.013402305, -0.018259782, -0.0036008905, 0.0035650074, -0.0019178417, 0.00051580026, 0.027355857, -0.017914988, 0.004937948, -0.046335887, 0.00013612259, 0.030293299, 0.030688645) * g_14; + result += mat4(-0.036683388, -0.0031274238, -0.026074665, 0.021684237, 0.022639066, 0.0022493738, 0.011508554, -0.0006385944, 0.04890418, 0.020119468, 0.004167364, -0.008356099, -0.008598796, 0.0089028, -0.0029575853, 0.016687104) * g_15; + result += mat4(0.027207986, 0.0011099194, 0.042383645, -0.015179333, 0.014744431, 0.006148344, 0.005165422, 0.0070196544, 0.030286826, 0.016620956, -0.01611366, -0.00667594, -0.029524863, -0.024751091, -0.013321004, -0.025199674) * g_16; + result += mat4(0.0027477827, 0.054622147, 0.010154094, 0.025437292, 0.031773083, -0.01055473, 0.022864206, -0.029010754, -0.0029999653, 0.025018329, 0.015316208, 0.027188798, -0.10096525, -0.017268656, 0.0012529213, -0.062078856) * g_17; + result += mat4(-0.053670805, 0.057336535, -0.037418038, 0.06443577, -0.016027879, -0.058168363, 0.007034215, -0.03390141, -0.0019346164, -0.027947908, 0.021723913, -0.0018286633, 0.030507812, 0.018293543, 0.042917266, 0.033528328) * g_18; + result += mat4(-0.004559579, 0.029667616, -0.001870353, 0.0378995, -0.017147437, 0.020192018, -0.021574946, 0.031568103, 0.07487145, 0.0032376775, -0.018893708, -0.041981626, 0.054478757, 0.0061423797, 0.041280247, 0.000878061) * g_19; + result += mat4(0.017076394, 0.023647636, 0.029403262, 0.029923365, 0.08866472, 0.060613394, 0.1314274, -0.04490231, -0.016304834, -0.0062647443, -0.0031828512, -0.03989252, -0.024330825, 0.00741213, -0.04075287, -0.01615817) * g_20; + result += mat4(0.017866978, 0.017720113, -0.02846163, 0.040761847, -0.0063438355, -0.02347501, 0.029564403, -0.0029562064, 0.12505588, -0.0073986333, 0.11250363, -0.06179967, 0.07854423, 0.08546533, 0.034743227, -0.010757377) * g_21; + result += mat4(-0.06416677, -0.08344284, 0.030138884, 0.017635904, -0.012087523, 0.014205202, -0.03221233, -0.023834767, -0.091186255, -0.028958676, -0.04724334, 0.00013161585, 0.027391518, 0.1249978, -0.045047652, 0.10737729) * g_22; + result += mat4(-0.04326348, -0.03543181, -0.029558217, -0.08582413, 0.007812453, 0.014296562, -0.028779754, 0.018517692, -0.063755795, -0.036619596, -0.050809663, 0.005431336, -0.029205568, -0.011827915, -0.031110523, -0.005648626) * g_23; + result += mat4(0.05499293, -0.10000709, -0.0943537, 0.16143042, -0.019952895, -0.0039807972, -0.014841254, 0.0320363, -0.065173544, -0.049425576, -0.023904482, 0.03759679, -0.03207411, -0.047782745, 0.01352581, 0.008140566) * g_24; + result += mat4(0.055923894, -0.025134467, 0.029583648, 0.04096879, 0.027551858, -0.14995384, 0.06467113, -0.11633077, -0.01563784, -0.026909819, -0.06292879, -0.078409635, -0.009081105, -0.015533088, 0.019585673, 0.04334208) * g_25; + result += mat4(-0.021717606, 0.042464726, 0.02743202, -0.07388838, 0.03460472, 0.0038285658, 0.099842004, -0.098247, 0.13276267, -0.020793032, -0.008603039, -0.051913783, 0.12959045, 0.14735717, -0.10888226, -0.10263746) * g_26; + result += mat4(-0.16819532, 0.141579, -0.062480718, -0.021918943, 0.06348125, 0.06849444, 0.03888676, 0.027375204, -0.08194279, -0.012574497, 0.13523251, 0.13739482, -0.047547445, -0.058767617, 0.07009549, 0.028136581) * g_27; + result += vec4(0.069033325, 0.040207114, 0.027286075, 0.0065334598); + return result; +} +//!DESC Anime4K-v3.2-Upscale-CNN-x2-(VL)-Depth-to-Space +//!HOOK MAIN +//!BIND MAIN +//!BIND conv2d_last_tf +//!BIND conv2d_last_tf1 +//!BIND conv2d_last_tf2 +//!SAVE MAIN +//!WIDTH conv2d_last_tf.w 2 * +//!HEIGHT conv2d_last_tf.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +vec4 hook() { + vec2 f0 = fract(conv2d_last_tf_pos * conv2d_last_tf_size); + ivec2 i0 = ivec2(f0 * vec2(2.0)); + float c0 = conv2d_last_tf_tex((vec2(0.5) - f0) * conv2d_last_tf_pt + conv2d_last_tf_pos)[i0.y * 2 + i0.x]; + vec2 f1 = fract(conv2d_last_tf1_pos * conv2d_last_tf1_size); + ivec2 i1 = ivec2(f1 * vec2(2.0)); + float c1 = conv2d_last_tf1_tex((vec2(0.5) - f1) * conv2d_last_tf1_pt + conv2d_last_tf1_pos)[i1.y * 2 + i1.x]; + vec2 f2 = fract(conv2d_last_tf2_pos * conv2d_last_tf2_size); + ivec2 i2 = ivec2(f2 * vec2(2.0)); + float c2 = conv2d_last_tf2_tex((vec2(0.5) - f2) * conv2d_last_tf2_pt + conv2d_last_tf2_pos)[i2.y * 2 + i2.x]; + float c3 = c2; + return vec4(c0, c1, c2, c3) + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DTD_x2.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DTD_x2.glsl new file mode 100644 index 0000000..c319f60 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DTD_x2.glsl @@ -0,0 +1,612 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE MMKERNEL +//!COMPONENTS 1 + +#define L_tex LINELUMA_tex + +#define SIGMA 1.0 + +float gaussian(float x, float s, float m) { + return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0)); +} + +float lumGaussian(vec2 pos, vec2 d) { + float s = SIGMA * HOOKED_size.y / 1080.0; + float kernel_size = s * 2.0 + 1.0; + + float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0); + float gn = gaussian(0.0, s, 0.0); + + g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0); + gn += gaussian(1.0, s, 0.0) * 2.0; + + for (int i=2; float(i) OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!BIND MMKERNEL +//!SAVE MMKERNEL +//!COMPONENTS 1 + +#define L_tex MMKERNEL_tex + +#define SIGMA 1.0 + +float gaussian(float x, float s, float m) { + return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0)); +} + +float lumGaussian(vec2 pos, vec2 d) { + float s = SIGMA * HOOKED_size.y / 1080.0; + float kernel_size = s * 2.0 + 1.0; + + float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0); + float gn = gaussian(0.0, s, 0.0); + + g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0); + gn += gaussian(1.0, s, 0.0) * 2.0; + + for (int i=2; float(i) OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND MMKERNEL +//!SAVE MMKERNEL +//!COMPONENTS 1 + +#define L_tex MMKERNEL_tex + +#define SIGMA 0.4 + +float gaussian(float x, float s, float m) { + return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0)); +} + +float lumGaussian(vec2 pos, vec2 d) { + float s = SIGMA * HOOKED_size.y / 1080.0; + float kernel_size = s * 2.0 + 1.0; + + float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0); + float gn = gaussian(0.0, s, 0.0); + + g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0); + gn += gaussian(1.0, s, 0.0) * 2.0; + + for (int i=2; float(i) OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND MMKERNEL +//!SAVE MMKERNEL +//!COMPONENTS 1 + +#define L_tex MMKERNEL_tex + +#define SIGMA 0.4 + +float gaussian(float x, float s, float m) { + return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0)); +} + +float lumGaussian(vec2 pos, vec2 d) { + float s = SIGMA * HOOKED_size.y / 1080.0; + float kernel_size = s * 2.0 + 1.0; + + float g = (L_tex(pos).x) * gaussian(0.0, s, 0.0); + float gn = gaussian(0.0, s, 0.0); + + g += (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, s, 0.0); + gn += gaussian(1.0, s, 0.0) * 2.0; + + for (int i=2; float(i) OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND MMKERNEL + +#define STRENGTH 1.8 //Line darken proportional strength, higher is darker. + +vec4 hook() { + float c = (MMKERNEL_tex(HOOKED_pos).x) * STRENGTH; + //This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) + c; +} + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE LUMAD +//!COMPONENTS 2 + +#define L_tex LINELUMA_tex + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = L_tex(HOOKED_pos + vec2(-d.x, 0)).x; + float c = L_tex(HOOKED_pos).x; + float r = L_tex(HOOKED_pos + vec2(d.x, 0)).x; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + //Computes the luminance's gradient + return vec4(xgrad, ygrad, 0, 0); +} + + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAD +//!COMPONENTS 1 + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAD_tex(HOOKED_pos + vec2(0, -d.y)).x; + float cx = LUMAD_tex(HOOKED_pos).x; + float bx = LUMAD_tex(HOOKED_pos + vec2(0, d.y)).x; + + + float ty = LUMAD_tex(HOOKED_pos + vec2(0, -d.y)).y; + //float cy = LUMAD_tex(HOOKED_pos).y; + float by = LUMAD_tex(HOOKED_pos + vec2(0, d.y)).y; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx) / 8.0; + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by) / 8.0; + + //Computes the luminance's gradient + float norm = sqrt(xgrad * xgrad + ygrad * ygrad); + return vec4(pow(norm, 0.7)); +} + + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-X +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMADG +//!COMPONENTS 1 + +#define L_tex LUMAD_tex + +#define SIGMA (HOOKED_size.y / 1080.0) * 2.0 +#define KERNELSIZE (SIGMA * 2.0 + 1.0) + +float gaussian(float x, float s, float m) { + return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0)); +} + +float lumGaussian(vec2 pos, vec2 d) { + float g = (L_tex(pos).x) * gaussian(0.0, SIGMA, 0.0); + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, SIGMA, 0.0); + for (int i=2; float(i) OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMADG +//!SAVE LUMAD +//!COMPONENTS 1 + +#define L_tex LUMADG_tex + +#define SIGMA (HOOKED_size.y / 1080.0) * 2.0 +#define KERNELSIZE (SIGMA * 2.0 + 1.0) + +float gaussian(float x, float s, float m) { + return (1.0 / (s * sqrt(2.0 * 3.14159))) * exp(-0.5 * pow(abs(x - m) / s, 2.0)); +} + +float lumGaussian(vec2 pos, vec2 d) { + float g = (L_tex(pos).x) * gaussian(0.0, SIGMA, 0.0); + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * gaussian(1.0, SIGMA, 0.0); + for (int i=2; float(i) OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAD2 +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = LUMAD_tex(HOOKED_pos + vec2(-d.x, 0)).x; + float c = LUMAD_tex(HOOKED_pos).x; + float r = LUMAD_tex(HOOKED_pos + vec2(d.x, 0)).x; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + //Computes the luminance's gradient + return vec4(xgrad, ygrad, 0, 0); +} + + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD2 +//!SAVE LUMAD2 +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAD2_tex(HOOKED_pos + vec2(0, -d.y)).x; + float cx = LUMAD2_tex(HOOKED_pos).x; + float bx = LUMAD2_tex(HOOKED_pos + vec2(0, d.y)).x; + + + float ty = LUMAD2_tex(HOOKED_pos + vec2(0, -d.y)).y; + //float cy = LUMAD2_tex(HOOKED_pos).y; + float by = LUMAD2_tex(HOOKED_pos + vec2(0, d.y)).y; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx) / 8.0; + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by) / 8.0; + + //Computes the luminance's gradient + return vec4(xgrad, ygrad, 0, 0); +} + +//!DESC Anime4K-v3.2-Upscale-DTD-x2 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMAD2 +//!SAVE MAINTEMPTHIN +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * + +#define STRENGTH 0.4 //Strength of warping for each iteration +#define ITERATIONS 1 //Number of iterations for the forwards solver, decreasing strength and increasing iterations improves quality at the cost of speed. + +#define L_tex HOOKED_tex + +vec4 hook() { + vec2 d = HOOKED_pt; + + float relstr = HOOKED_size.y / 1080.0 * STRENGTH; + + vec2 pos = HOOKED_pos; + for (int i=0; i OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND MAINTEMP +//!SAVE MMKERNEL +//!COMPONENTS 3 + +#define L_tex MAINTEMP_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a = L_tex(pos - d).x; + float b = L_tex(pos).x; + float c = L_tex(pos + d).x; + + return vec2(min3v(a, b, c), max3v(a, b, c)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(HOOKED_pt.x, 0)), minmax3(HOOKED_pos, vec2(HOOKED_pt.x, 0)), 0); +} + + +//!DESC Anime4K-v3.2-Upscale-DTD-x2-Kernel-Y +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND MMKERNEL +//!SAVE MMKERNEL +//!COMPONENTS 3 + +#define L_tex MMKERNEL_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a0 = L_tex(pos - d).y; + float b0 = L_tex(pos).y; + float c0 = L_tex(pos + d).y; + + float a1 = L_tex(pos - d).z; + float b1 = L_tex(pos).z; + float c1 = L_tex(pos + d).z; + + return vec2(min3v(a0, b0, c0), max3v(a1, b1, c1)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(0, HOOKED_pt.y)), minmax3(HOOKED_pos, vec2(0, HOOKED_pt.y)), 0); +} + +//!DESC Anime4K-v3.2-Upscale-DTD-x2 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND MAINTEMPTHIN +//!BIND MAINTEMP +//!BIND MMKERNEL +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * + +#define STRENGTH 0.5 //De-blur proportional strength, higher is sharper. However, it is better to tweak BLUR_CURVE instead to avoid ringing. +#define BLUR_CURVE 0.8 //De-blur power curve, lower is sharper. Good values are between 0.3 - 1. Values greater than 1 softens the image; +#define BLUR_THRESHOLD 0.1 //Value where curve kicks in, used to not de-blur already sharp edges. Only de-blur values that fall below this threshold. +#define NOISE_THRESHOLD 0.004 //Value where curve stops, used to not sharpen noise. Only de-blur values that fall above this threshold. + +#define L_tex MAINTEMP_tex + +vec4 hook() { + float c = (L_tex(HOOKED_pos).x - MMKERNEL_tex(HOOKED_pos).x) * STRENGTH; + + float t_range = BLUR_THRESHOLD - NOISE_THRESHOLD; + + float c_t = abs(c); + if (c_t > NOISE_THRESHOLD) { + c_t = (c_t - NOISE_THRESHOLD) / t_range; + c_t = pow(c_t, BLUR_CURVE); + c_t = c_t * t_range + NOISE_THRESHOLD; + c_t = c_t * sign(c); + } else { + c_t = c; + } + + float cc = clamp(c_t + L_tex(HOOKED_pos).x, MMKERNEL_tex(HOOKED_pos).y, MMKERNEL_tex(HOOKED_pos).z) - L_tex(HOOKED_pos).x; + + //This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return MAINTEMPTHIN_tex(HOOKED_pos) + cc; +} + + diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_DoG_x2.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_DoG_x2.glsl new file mode 100644 index 0000000..a23ff4a --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_DoG_x2.glsl @@ -0,0 +1,157 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Kernel-X +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE GAUSS_X2 +//!COMPONENTS 3 + +#define L_tex LINELUMA_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a = L_tex(pos - d).x; + float b = L_tex(pos).x; + float c = L_tex(pos + d).x; + + return vec2(min3v(a, b, c), max3v(a, b, c)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(HOOKED_pt.x, 0)), minmax3(HOOKED_pos, vec2(HOOKED_pt.x, 0)), 0); +} + + +//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Kernel-Y +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND GAUSS_X2 +//!SAVE GAUSS_X2 +//!COMPONENTS 3 + +#define L_tex GAUSS_X2_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a0 = L_tex(pos - d).y; + float b0 = L_tex(pos).y; + float c0 = L_tex(pos + d).y; + + float a1 = L_tex(pos - d).z; + float b1 = L_tex(pos).z; + float c1 = L_tex(pos + d).z; + + return vec2(min3v(a0, b0, c0), max3v(a1, b1, c1)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(0, HOOKED_pt.y)), minmax3(HOOKED_pos, vec2(0, HOOKED_pt.y)), 0); +} + +//!DESC Anime4K-v3.2-Upscale-Deblur-DoG-x2-Apply +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!BIND GAUSS_X2 +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * + +#define STRENGTH 0.6 //De-blur proportional strength, higher is sharper. However, it is better to tweak BLUR_CURVE instead to avoid ringing. +#define BLUR_CURVE 0.6 //De-blur power curve, lower is sharper. Good values are between 0.3 - 1. Values greater than 1 softens the image; +#define BLUR_THRESHOLD 0.1 //Value where curve kicks in, used to not de-blur already sharp edges. Only de-blur values that fall below this threshold. +#define NOISE_THRESHOLD 0.001 //Value where curve stops, used to not sharpen noise. Only de-blur values that fall above this threshold. + +#define L_tex LINELUMA_tex + +vec4 hook() { + float c = (L_tex(HOOKED_pos).x - GAUSS_X2_tex(HOOKED_pos).x) * STRENGTH; + + float t_range = BLUR_THRESHOLD - NOISE_THRESHOLD; + + float c_t = abs(c); + if (c_t > NOISE_THRESHOLD && c_t < BLUR_THRESHOLD) { + c_t = (c_t - NOISE_THRESHOLD) / t_range; + c_t = pow(c_t, BLUR_CURVE); + c_t = c_t * t_range + NOISE_THRESHOLD; + c_t = c_t * sign(c); + } else { + c_t = c; + } + + float cc = clamp(c_t + L_tex(HOOKED_pos).x, GAUSS_X2_tex(HOOKED_pos).y, GAUSS_X2_tex(HOOKED_pos).z) - L_tex(HOOKED_pos).x; + + //This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) + cc; +} + + diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_Original_x2.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_Original_x2.glsl new file mode 100644 index 0000000..8b35655 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Deblur_Original_x2.glsl @@ -0,0 +1,277 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE LUMAD +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = LINELUMA_tex(HOOKED_pos + vec2(-d.x, 0.0)).x; + float c = LINELUMA_tex(HOOKED_pos).x; + float r = LINELUMA_tex(HOOKED_pos + vec2(d.x, 0.0)).x; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + //Computes the luminance's gradient + return vec4(xgrad, ygrad, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-Y +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAD +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + + +/* --------------------- SETTINGS --------------------- */ + +//Strength of edge refinement, good values are between 0.2 and 4 +#define REFINE_STRENGTH 1.0 + + +/* --- MODIFY THESE SETTINGS BELOW AT YOUR OWN RISK --- */ + +//Bias of the refinement function, good values are between 0 and 1 +#define REFINE_BIAS 0.0 + +//Polynomial fit obtained by minimizing MSE error on image +#define P5 ( 11.68129591) +#define P4 (-42.46906057) +#define P3 ( 60.28286266) +#define P2 (-41.84451327) +#define P1 ( 14.05517353) +#define P0 (-1.081521930) + +/* ----------------- END OF SETTINGS ----------------- */ + +float power_function(float x) { + float x2 = x * x; + float x3 = x2 * x; + float x4 = x2 * x2; + float x5 = x2 * x3; + + return P5*x5 + P4*x4 + P3*x3 + P2*x2 + P1*x + P0; +} + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).x; + float cx = LUMAD_tex(HOOKED_pos).x; + float bx = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).x; + + + float ty = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).y; + //float cy = LUMAD_tex(HOOKED_pos).y; + float by = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).y; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by); + + //Computes the luminance's gradient + float sobel_norm = clamp(sqrt(xgrad * xgrad + ygrad * ygrad), 0.0, 1.0); + + float dval = clamp(power_function(clamp(sobel_norm, 0.0, 1.0)) * REFINE_STRENGTH + REFINE_BIAS, 0.0, 1.0); + + return vec4(sobel_norm, dval, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + + +vec4 hook() { + vec2 d = HOOKED_pt; + + if (LUMAD_tex(HOOKED_pos).y < 0.1) { + return vec4(0.0); + } + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = LUMAD_tex(HOOKED_pos + vec2(-d.x, 0.0)).x; + float c = LUMAD_tex(HOOKED_pos).x; + float r = LUMAD_tex(HOOKED_pos + vec2(d.x, 0.0)).x; + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + + return vec4(xgrad, ygrad, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Kernel-Y +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMAMM +//!SAVE LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + if (LUMAD_tex(HOOKED_pos).y < 0.1) { + return vec4(0.0); + } + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).x; + float cx = LUMAMM_tex(HOOKED_pos).x; + float bx = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).x; + + float ty = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).y; + //float cy = LUMAMM_tex(HOOKED_pos).y; + float by = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).y; + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by); + + float norm = sqrt(xgrad * xgrad + ygrad * ygrad); + if (norm <= 0.001) { + xgrad = 0.0; + ygrad = 0.0; + norm = 1.0; + } + + return vec4(xgrad/norm, ygrad/norm, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Upscale-Deblur-Original-x2-Apply +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * + + +vec4 hook() { + vec2 d = HOOKED_pt; + + float dval = LUMAD_tex(HOOKED_pos).y; + if (dval < 0.1) { + return HOOKED_tex(HOOKED_pos); + } + + vec4 dc = LUMAMM_tex(HOOKED_pos); + if (abs(dc.x + dc.y) <= 0.0001) { + return HOOKED_tex(HOOKED_pos); + } + + float xpos = -sign(dc.x); + float ypos = -sign(dc.y); + + vec4 xval = HOOKED_tex(HOOKED_pos + vec2(d.x * xpos, 0.0)); + vec4 yval = HOOKED_tex(HOOKED_pos + vec2(0.0, d.y * ypos)); + + float xyratio = abs(dc.x) / (abs(dc.x) + abs(dc.y)); + + vec4 avg = xyratio * xval + (1.0 - xyratio) * yval; + + return avg * dval + HOOKED_tex(HOOKED_pos) * (1.0 - dval); + +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DoG_x2.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DoG_x2.glsl new file mode 100644 index 0000000..6c13435 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_DoG_x2.glsl @@ -0,0 +1,142 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-DoG-x2-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-DoG-x2-Kernel-X +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE GAUSS_X2 +//!COMPONENTS 3 + +#define L_tex LINELUMA_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a = L_tex(pos - d).x; + float b = L_tex(pos).x; + float c = L_tex(pos + d).x; + + return vec2(min3v(a, b, c), max3v(a, b, c)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(HOOKED_pt.x, 0)), minmax3(HOOKED_pos, vec2(HOOKED_pt.x, 0)), 0); +} + + +//!DESC Anime4K-v3.2-Upscale-DoG-x2-Kernel-Y +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND GAUSS_X2 +//!SAVE GAUSS_X2 +//!COMPONENTS 3 + +#define L_tex GAUSS_X2_tex + +float max3v(float a, float b, float c) { + return max(max(a, b), c); +} +float min3v(float a, float b, float c) { + return min(min(a, b), c); +} + +vec2 minmax3(vec2 pos, vec2 d) { + float a0 = L_tex(pos - d).y; + float b0 = L_tex(pos).y; + float c0 = L_tex(pos + d).y; + + float a1 = L_tex(pos - d).z; + float b1 = L_tex(pos).z; + float c1 = L_tex(pos + d).z; + + return vec2(min3v(a0, b0, c0), max3v(a1, b1, c1)); +} + +float lumGaussian7(vec2 pos, vec2 d) { + float g = (L_tex(pos - (d + d)).x + L_tex(pos + (d + d)).x) * 0.06136; + g = g + (L_tex(pos - d).x + L_tex(pos + d).x) * 0.24477; + g = g + (L_tex(pos).x) * 0.38774; + + return g; +} + + +vec4 hook() { + return vec4(lumGaussian7(HOOKED_pos, vec2(0, HOOKED_pt.y)), minmax3(HOOKED_pos, vec2(0, HOOKED_pt.y)), 0); +} + +//!DESC Anime4K-v3.2-Upscale-DoG-x2-Apply +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!BIND GAUSS_X2 +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * + +#define STRENGTH 0.8 //De-blur proportional strength, higher is sharper. + +#define L_tex LINELUMA_tex + +vec4 hook() { + + float c = (L_tex(HOOKED_pos).x - GAUSS_X2_tex(HOOKED_pos).x) * STRENGTH; + float cc = clamp(c + L_tex(HOOKED_pos).x, GAUSS_X2_tex(HOOKED_pos).y, GAUSS_X2_tex(HOOKED_pos).z) - L_tex(HOOKED_pos).x; + + //This trick is only possible if the inverse Y->RGB matrix has 1 for every row... (which is the case for BT.709) + //Otherwise we would need to convert RGB to YUV, modify Y then convert back to RGB. + return HOOKED_tex(HOOKED_pos) + cc; +} + + diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_M.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_M.glsl new file mode 100644 index 0000000..944ee4c --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_M.glsl @@ -0,0 +1,1079 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.17498326, -0.14677401, -0.43065637, 0.10841958, 0.24096319, -0.008683959, -0.29844064, 0.3567803, 0.43360776, 0.11304715, -0.0802437, 0.190904, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.24688073, 0.086462855, 0.05716678, -0.1739644, 0.3236298, 0.23382919, 0.20481811, -0.022618154, -0.336325, -0.21624258, -0.18736486, -0.14936537, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.38230455, 0.410552, 0.34809712, 0.2510045, 0.30689523, 0.09889703, -0.26991332, 0.1108426, 0.5083409, 0.2854462, -0.1912902, 0.40354714, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.46870667, -0.03530456, 0.13705169, -0.11884997, -0.0772201, 0.17073877, 0.03287621, -0.14975251, -0.18155691, 0.14545092, -0.1584816, 0.051269397, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.5830986, -0.009166566, 0.54358304, -0.4545001, -0.27541155, 0.6697277, -0.29205534, -0.61038095, -0.64781004, 0.32052672, 0.14704794, -0.6479083, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.04402336, 0.05461938, -0.18035333, 0.5464947, 0.21475682, -0.6899343, 0.49390903, 0.62440956, 0.75365967, -0.26500008, 0.59187347, 0.10037025, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.25319895, -0.1764162, -0.22574338, 0.03075524, -0.29618785, -0.491323, 0.008427114, -0.363144, -0.17214127, -0.11891048, -0.19321653, -0.13424487, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.17425235, 0.07049646, -0.1759216, 0.05697634, -0.39496303, 0.35450256, -0.09984144, 0.15470548, -0.03375828, 0.06442114, 0.14598753, 0.46114844, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.19262458, -0.17141157, -0.11393742, -0.07778959, -0.006366565, -0.16713034, 0.2135569, 0.23494779, -0.37996295, -0.2767951, -0.1515432, -0.110363424, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.010385515, 0.011541315, -0.002942497, -0.00020902864); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.8031736, -0.1500194, -0.23398483, -0.060760673, 0.5049785, -0.099199474, -0.035531044, 0.0310586, -0.0310334, 0.15932913, 0.08973915, 0.08766925, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.2187303, 0.20974335, 0.016500302, 0.15386087, 0.2381243, -0.176845, -0.003643712, 0.08195259, 0.18417378, -0.18228108, 0.19170114, -0.3758241, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.4429508, -0.025832538, -0.021855514, 0.11322045, -0.08459551, -0.17815724, -0.19924322, -0.03736318, -0.22390507, -0.50430673, -0.13770194, 0.03014482, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.15976174, 0.31052437, 0.2498092, -0.29137832, -0.10121105, 0.35164458, 0.4901633, -0.35297948, -0.2569739, -0.14258477, 0.12585007, -0.2552164, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.5260107, -0.8547037, 0.92173797, 0.37817466, -0.4162576, 0.10989847, 0.26875922, 0.8614761, 0.069195434, 0.045593478, 0.03790176, 0.7332446, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.14287843, -0.283008, -0.28487602, -0.13313514, -0.019538656, -0.02361782, 0.28037757, -0.10543745, 0.1586713, 0.12037641, 0.24249536, 0.2524637, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.037178896, 0.23858358, -0.18704462, -0.13747689, 0.07629898, 0.2710832, -0.71619016, -0.09074896, 0.30446374, -0.0052702115, -0.27990812, -0.1392364, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.086045384, 0.695562, -0.23519892, -0.23438415, 0.16208446, 0.2172693, -0.16647956, -0.3718635, 0.024940055, 0.5650778, 0.20409326, -0.13530363, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.19389555, -0.028506106, -0.35060602, 0.22244014, 0.055054635, -0.17651209, -0.19871834, -0.02667603, -0.1402023, -0.02455308, -0.57856905, -0.2174221, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.02648044, -0.0017647704, -0.016136197, 0.0011179475); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.14656883, -0.044076134, -0.40314636, -0.08023388, 0.12564746, -0.21633625, -0.0210282, -0.19231434, -0.019945038, 0.020343186, -0.007134301, 0.013607319, 0.07334655, -0.050848506, 0.0011201366, 0.26975143) * go_0(-1.0, -1.0); + result += mat4(-0.043205153, -0.13764456, -0.5368405, -0.04096279, 0.009450832, 0.23953767, -0.022408254, -0.124040656, 0.53450584, 0.02690831, 0.39857075, 0.42423433, 0.014167992, 0.055189077, -0.038074926, 0.12800713) * go_0(-1.0, 0.0); + result += mat4(-0.05354771, -0.06626498, 0.0092389295, 0.100637995, 0.05051714, -0.0033487207, -0.0076860636, 0.013058279, 0.10727092, -0.31131467, 0.058990292, 0.46365786, 0.08736531, 0.038865663, -0.008022449, -0.067517675) * go_0(-1.0, 1.0); + result += mat4(-0.25327486, -0.0041089035, 0.04877498, -0.36375836, 0.0003920389, -0.09273049, 0.016388323, 0.11530572, -0.14216854, 0.07370458, -0.27584067, -0.34536567, 0.0848517, -0.1954229, -0.22656868, -0.13531597) * go_0(0.0, -1.0); + result += mat4(0.7035245, 0.1131446, 0.1833189, 0.63726306, -0.20649737, 0.14149575, -0.084267326, 0.020898562, -0.026810758, -0.17932594, -0.08032681, 0.07790513, -0.01148237, -0.19930641, 0.33902612, -0.013703277) * go_0(0.0, 0.0); + result += mat4(-0.2862842, 0.01491211, -0.30474076, 0.19604082, 0.21565811, 0.29193363, 0.024934597, -0.17113955, 0.26136434, -0.12819171, 0.3874644, -0.30533502, 0.004006889, -0.07340657, -0.04817435, -0.013651047) * go_0(0.0, 1.0); + result += mat4(-0.14331155, -0.09605764, -0.06941299, -0.09740676, 0.0059936745, -0.27215815, -0.31393203, 0.17594862, 0.045626156, 0.060231503, 0.10607796, -0.030635068, 0.15021041, -0.19662435, -0.14648037, 0.028361326) * go_0(1.0, -1.0); + result += mat4(0.25090003, -0.2845429, -0.30109838, -0.070956856, -0.08051349, -0.07526823, 0.13524723, 0.14151429, -0.1232367, 0.08824123, 0.28804728, 0.31701297, 0.014839836, -0.09193038, 0.30188346, -0.07903937) * go_0(1.0, 0.0); + result += mat4(0.21150468, 0.13863595, -0.2624825, 0.1652623, -0.026336774, -0.45599234, 0.015901498, 0.23009071, 0.19700526, -0.11013044, 0.19850798, -0.19702299, 0.060643747, -0.03162518, -0.18272553, 0.24863112) * go_0(1.0, 1.0); + result += mat4(0.16361383, 0.0028921412, 0.18107067, 0.0720563, 0.06378758, -0.09442821, -0.3054202, 0.06843394, 0.20913927, -0.17700543, 0.14682317, 0.21683829, 0.02948067, -0.34866366, -0.04474257, -0.011365872) * go_1(-1.0, -1.0); + result += mat4(0.008512374, 0.19717449, 0.4456541, -0.15356806, -0.24209222, 0.12543896, -0.18232138, 0.012759448, 0.052473016, 0.17268041, 0.25826934, -0.16848944, 0.10150518, -0.30244592, 0.38495708, -0.2090818) * go_1(-1.0, 0.0); + result += mat4(-0.07227807, -0.10066125, -0.1090768, 0.13579647, 0.023154313, 0.079166815, -0.20014893, -0.21884407, 0.09634875, -0.22551452, 0.20771019, 0.16381831, -0.23455033, 0.12578821, -0.43342614, -0.23609087) * go_1(-1.0, 1.0); + result += mat4(-0.11084086, -0.03875876, -0.17912252, -0.24158017, 0.070904315, 0.21862641, 0.02659038, -0.36572614, 0.06265698, 0.32029516, 0.12044166, 0.18424052, 0.050192874, 0.15095103, 0.13794746, -0.111053675) * go_1(0.0, -1.0); + result += mat4(-0.11362966, 0.5249116, 0.27814335, -0.023295242, 0.022581467, 0.3195408, -0.06865207, -0.13818301, 0.18826036, 0.21182717, -0.30241874, 0.02916674, -0.19999875, 0.8222055, -0.2981789, -0.31122693) * go_1(0.0, 0.0); + result += mat4(0.058648925, -0.39456168, -0.36158726, 0.4050607, 0.0609484, 0.01624418, -0.2699451, 0.25976416, 0.31131884, 0.18382475, 0.12856431, 0.3285595, 0.4798488, -0.26074353, 0.78901637, -0.071622506) * go_1(0.0, 1.0); + result += mat4(-0.038631868, -0.20723929, 0.045573164, 0.10398485, 0.20236868, 0.14958549, 0.18842755, -0.23352885, 0.18624173, 0.2800279, 0.23280786, -0.12909916, -0.037398554, 0.1557195, -0.04866289, -0.13633357) * go_1(1.0, -1.0); + result += mat4(-0.15441336, 0.0968205, -0.32649723, -0.021546176, -0.10667603, 0.18065608, 0.017242601, 0.027690934, -0.23079967, 0.093206555, -0.11170116, 0.19002458, -0.352287, 0.008375842, 0.2459501, -0.09389683) * go_1(1.0, 0.0); + result += mat4(0.2130623, -0.4781421, -0.53600657, 0.44947717, -0.018234696, -0.17257519, -0.063182175, 0.22729957, -0.037309792, 0.13939567, -0.013829814, -0.20586358, 0.052985236, -0.04452726, 0.1880475, 0.096934296) * go_1(1.0, 1.0); + result += mat4(0.026266143, -0.03171053, 0.2277772, 0.01093641, -0.007701242, 0.115488306, 0.029304042, 0.33619022, 0.14467055, 0.075788446, -0.076583475, -0.051929206, 0.02211152, 0.031270072, -0.075583085, -0.20198274) * go_2(-1.0, -1.0); + result += mat4(-0.010648877, 0.21413183, 0.24339998, -0.22960022, -0.16156821, -0.45364898, -0.105244495, -0.07713787, -0.31945667, -0.097204186, -0.2457385, 0.04241939, -0.16228637, 0.13461526, 0.009693403, -0.13537757) * go_2(-1.0, 0.0); + result += mat4(0.058250688, 0.007912516, -0.071061306, 0.01889538, -0.14592043, -0.10374761, 0.07840785, 0.008756123, -0.045008816, 0.05261628, -0.2615482, -0.01929421, -0.23048545, 0.010220507, -0.16385053, 0.031251106) * go_2(-1.0, 1.0); + result += mat4(-0.03350765, 0.0737811, -0.09780837, -0.031780828, -0.1919008, 0.36382285, 0.19377235, -0.2797014, -0.12267188, 0.023496462, 0.38848102, -0.010005188, -0.09733866, 0.51535326, 0.47232744, 0.0073942994) * go_2(0.0, -1.0); + result += mat4(-0.27284998, 0.14916854, -0.25612846, -0.029941292, 0.18539569, -0.43832946, -0.119871736, 0.044226155, -0.106426276, 0.05740293, -0.046056107, -0.17616963, -0.52316684, 0.33400205, -0.08133327, 0.0948221) * go_2(0.0, 0.0); + result += mat4(0.32683802, -0.26026967, 0.19948171, -0.011760837, -0.30256173, -0.45944482, 0.051236197, 0.84710604, -0.08078167, 0.2675028, -0.27241448, 0.27764642, 0.13335843, 0.068502, -0.033614077, 0.19930291) * go_2(0.0, 1.0); + result += mat4(0.07075588, 0.029963106, 0.055358, 0.042518128, -0.1441339, 0.42236832, 0.1387107, -0.40421516, 0.02318193, -0.36765453, -0.21558793, 0.21393713, 0.31122518, -0.3358225, -0.4967671, 0.46344024) * go_2(1.0, -1.0); + result += mat4(-0.28364134, 0.19475235, 0.42310834, 0.060645495, -0.14013693, -0.049322303, -0.09870014, 0.23229486, -0.033104394, -0.37716264, -0.18488638, 0.17441164, -0.24427529, -0.26787207, -0.16721556, -0.10374529) * go_2(1.0, 0.0); + result += mat4(-0.3376618, -0.09682554, 0.3423445, 0.047880173, 0.3354013, -0.21854481, -0.40352795, 0.1841921, 0.008460585, -0.03459756, -0.22880521, 0.35112804, -0.01764322, -0.16448145, 0.107058726, -0.28482538) * go_2(1.0, 1.0); + result += mat4(-0.032480888, 0.0034003556, -0.032999255, 0.16414961, 0.098690405, 0.0887987, 0.32215804, -0.002440519, -0.16814353, 0.0029867117, -0.28380692, 0.060728613, 0.15944195, 0.16642234, 0.110365815, 0.22413619) * go_3(-1.0, -1.0); + result += mat4(-0.088509634, 0.047311794, -0.30038288, -0.27227867, 0.41235012, 0.23889793, 0.7280631, 0.13555974, -0.08230139, 0.09955461, -0.13654864, 0.0314745, -0.275061, -0.10253638, -0.34706068, 0.03781376) * go_3(-1.0, 0.0); + result += mat4(0.09819424, -0.017704371, -0.031446967, 0.061441656, -0.110502265, -0.19236599, 0.2783733, 0.12798637, -0.047672354, -0.018956421, -0.17555775, -0.018790504, 0.43967727, -0.62039405, 0.08790998, 0.4353703) * go_3(-1.0, 1.0); + result += mat4(-0.019217307, 0.14623284, 0.015177701, 0.15983194, -0.106374666, -0.0131188845, 0.033161264, 0.41326195, 0.052029386, -0.11639186, -0.026856689, -0.020853983, -0.024652582, -0.12368135, -0.39344305, 0.17345576) * go_3(0.0, -1.0); + result += mat4(-0.047131967, -0.28568837, 0.4201909, -0.28901812, -0.13973507, 0.03312194, -0.16265458, -0.10710893, 0.21189946, -0.32837728, 0.12424836, -0.30587387, 0.036961686, -0.8623908, 0.3661179, -0.1692949) * go_3(0.0, 0.0); + result += mat4(0.1143412, 0.07707313, 0.3981437, -0.17059685, -0.094056316, -0.27234176, 0.12281097, -0.16966031, -0.1512859, -0.0524175, 0.1654043, 0.13700214, -0.3156236, -0.27636334, -0.52670264, 0.9250529) * go_3(0.0, 1.0); + result += mat4(0.16162306, -0.15842794, -0.06699449, 0.059618954, 0.06798694, -0.060685594, -0.14878511, 0.17194197, -0.05110082, -0.12152871, -0.2020905, 0.09337634, 0.0602552, -0.07327089, 0.07043988, 0.15926042) * go_3(1.0, -1.0); + result += mat4(-0.10312201, -0.13890414, -0.07694594, -0.29262447, 0.0597966, -0.228, -0.00046558332, 0.09373052, 0.2520174, -0.2992283, -0.01796473, -0.052195024, 0.09554047, -0.25678295, -0.38657847, 0.16130428) * go_3(1.0, 0.0); + result += mat4(0.21114396, -0.64854, -0.52819866, -0.67061704, 0.05760163, -0.121914886, 0.05448798, -0.1352843, 0.007051261, 0.065677196, -0.09763541, 0.032613076, -0.17908493, -0.7194699, -0.6342276, 0.031814635) * go_3(1.0, 1.0); + result += vec4(0.051319666, 0.019196881, 0.0759832, 0.050857317); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10187621, 0.11053595, 0.14810364, -0.18582201, 0.16617906, -0.011798966, 0.09280227, 0.13307849, -0.044728525, 0.10914104, 0.075626835, -0.10416733, -0.094498746, -0.06870642, -0.07571491, 0.04897303) * go_0(-1.0, -1.0); + result += mat4(0.33485547, 0.03678466, -0.29866266, -0.048795477, -0.010474432, -0.10252797, 0.036609326, -0.013254512, -0.14475596, 0.011886287, 0.11828754, -0.13557065, -0.28870094, -0.17330378, 0.044048756, -0.019826433) * go_0(-1.0, 0.0); + result += mat4(0.105582856, -0.039765045, 0.0818729, 0.09955303, 0.023201315, 0.09243788, 0.07389467, -0.012808492, 0.0492865, 0.19755632, -0.06548781, 0.08533675, -0.013952, 0.017339202, -0.20518751, -0.054678205) * go_0(-1.0, 1.0); + result += mat4(-0.26653445, 0.04810761, -0.23108084, -0.19818014, 0.23671885, 0.016349426, 0.0045669116, 0.077428445, -0.140711, 0.11972277, 0.101062275, -0.18716832, -0.190941, -0.34035257, -0.09143259, 0.04359683) * go_0(0.0, -1.0); + result += mat4(-0.14573975, 0.23356283, -0.3772715, -0.22460096, -0.053278442, 0.069576025, 0.05169695, 0.17249753, 0.028048603, -0.25471392, -0.09931249, 0.2095619, 0.22173007, 0.38787642, -0.30738685, 0.01936576) * go_0(0.0, 0.0); + result += mat4(0.081078954, -0.16813248, 0.1542311, 0.17158946, -0.15383756, 0.025605323, 0.2360881, -0.14753577, -0.016537111, 0.048651446, -0.35849985, 0.01651406, 0.17044473, 0.13180882, 0.324054, -0.18812656) * go_0(0.0, 1.0); + result += mat4(-0.15537027, -0.08164218, 0.049979087, -0.31885874, -0.15126401, -0.14352658, 0.18948728, 0.020951044, 0.054829888, -0.18936221, -0.22699763, 0.14384085, 0.055476833, -0.011031805, -0.23653851, 0.02768591) * go_0(1.0, -1.0); + result += mat4(-0.34108123, -0.28492066, 0.50347435, 0.0034134283, 0.041766707, 0.12375689, -0.08600751, 0.22726676, 0.10521852, 0.16621545, 0.038216297, 0.029870255, 0.07065742, -0.03542451, 0.38924676, -0.117774665) * go_0(1.0, 0.0); + result += mat4(-0.19437145, -0.01827461, 0.15408134, -0.14991991, 0.13832837, 0.0668659, 0.092678316, 0.05341174, 0.21633142, 0.09575402, -0.111060366, -0.00874764, -0.21256353, -0.052944425, 0.16459747, 0.07091838) * go_0(1.0, 1.0); + result += mat4(0.022236984, 0.19067548, 0.049743406, 0.05148808, 0.23003219, 0.08688227, 0.030773275, -0.059972208, -0.039038613, 0.21701579, -0.11092254, -0.10850967, -0.17777155, -0.20399293, -0.006843039, 0.24139926) * go_1(-1.0, -1.0); + result += mat4(-0.07928885, -0.011657496, -0.03982505, -0.031084592, -0.09403157, -0.13860224, 0.15166754, 0.1279725, -0.084909394, 0.18945958, 0.055481352, -0.24365151, -0.04130202, 0.105171725, -0.47306657, -0.2218246) * go_1(-1.0, 0.0); + result += mat4(-0.06171395, 0.0029490888, 0.055825688, -0.01362009, 0.045571987, -0.04197536, -0.024671398, -0.11600467, 0.02611751, -0.06675449, 0.38841903, 0.109969236, 0.1846224, -0.22673915, -0.11488994, -0.18271959) * go_1(-1.0, 1.0); + result += mat4(-0.08073766, -0.1512685, 0.09596278, 0.061552938, -0.23016383, 0.044725727, -0.1058148, -0.09081257, 0.25391936, 0.13075152, 0.1153331, 0.035533328, 0.14628118, 0.053434838, -0.061957166, -0.11092296) * go_1(0.0, -1.0); + result += mat4(0.004972408, 0.26720062, -0.0014180156, -0.15569477, 0.08964792, 0.39218047, -0.113748655, -0.20653862, -0.0182982, -0.009456181, 0.096566215, 0.19871894, -0.45192167, -0.19494532, 0.5282211, -0.033234302) * go_1(0.0, 0.0); + result += mat4(0.11633487, 0.055492207, -0.09550419, 0.019721292, 0.05191187, 0.110391244, 0.13541168, 0.108687185, -0.3231262, -0.071254596, 0.12103068, -0.063508354, 0.16086432, 0.22202429, -0.2793211, -0.059888415) * go_1(0.0, 1.0); + result += mat4(0.09845572, -0.11364447, -0.06817361, 0.20479278, 0.008171668, -0.10222864, -0.12512983, 0.11285637, 0.2092848, 0.12593135, -0.054839488, 0.1560058, 0.109415986, -0.04229047, -0.21525817, 0.10153635) * go_1(1.0, -1.0); + result += mat4(-0.26443723, 0.18267378, 0.2874903, -0.15007962, 0.23901714, -0.039331976, -0.4055973, 0.18869716, 0.060133275, -0.030050457, -0.16689767, -0.024223989, 0.43243858, -0.004281818, -0.5925553, 0.08473984) * go_1(1.0, 0.0); + result += mat4(-0.11769163, -0.6005158, -0.0700652, 0.0062212353, -0.022391787, 0.08070833, 0.10332995, 0.100591965, 0.1680161, 0.1209537, -0.11606606, -0.0032385625, -0.30508906, -0.11541758, 0.27825746, 0.18774803) * go_1(1.0, 1.0); + result += mat4(-0.06629365, -0.14032914, -0.2580204, 0.18303558, -0.1916567, 0.029803488, -0.12213443, -0.07165115, 0.012936617, -0.11358297, -0.19138688, 0.10422416, 0.18062063, 0.14369549, 0.10535131, -0.036331207) * go_2(-1.0, -1.0); + result += mat4(-0.23739359, -0.14102252, 0.16535138, -0.055494435, 0.11510639, -0.02530117, 0.13571805, -0.11962709, 0.14311576, -0.11346015, -0.053082045, 0.23039193, 0.2412315, 0.34595123, -0.057626486, 0.1273758) * go_2(-1.0, 0.0); + result += mat4(-0.031894613, 0.04056866, -0.14806709, -0.061261263, -0.05113628, -0.150074, -0.05885426, 0.025318084, -0.028839143, -0.14976048, -0.061418023, -0.10849576, 0.10669465, 0.025044547, 0.13002798, 0.033596892) * go_2(-1.0, 1.0); + result += mat4(0.31830126, -0.109857574, 0.022382054, 0.19084917, -0.21992075, -0.06509279, 0.04586319, -0.10979886, 0.07565896, 0.008375114, -0.025531407, 0.112079956, 0.32532254, 0.39258766, 0.15983114, -0.047324624) * go_2(0.0, -1.0); + result += mat4(0.06333816, -0.43997836, 0.28480944, -0.037927028, -0.16247569, 0.14209846, -0.5309942, -0.23058164, -0.18387268, 0.3324917, 0.010288075, -0.2516956, -0.42476243, -0.19866063, 0.32058033, 0.052254338) * go_2(0.0, 0.0); + result += mat4(-0.019851776, 0.17185202, -0.14713249, -0.1373522, 0.23155597, -0.009191596, -0.15395427, 0.24423079, -0.11106813, -0.034888845, 0.17169674, -0.08786573, -0.08697707, -0.28842747, -0.25445274, 0.13578549) * go_2(0.0, 1.0); + result += mat4(0.2099323, 0.09262897, -0.08977398, 0.30791095, 0.12376861, 0.24654338, -0.097672515, 0.008614657, 0.006388779, 0.076170854, 0.25119394, -0.12392118, 0.3138793, -0.015998395, 0.15131904, -0.3009305) * go_2(1.0, -1.0); + result += mat4(0.33982292, 0.26557416, -0.3754559, -0.110353656, 0.08402225, -0.053171434, 0.051136248, -0.2696132, -0.14568366, -0.048726343, 0.06216166, 0.018804165, -0.084439, 0.15103953, -0.020082679, 0.15082058) * go_2(1.0, 0.0); + result += mat4(0.14522389, -0.0462971, -0.10824406, 0.14163211, -0.08392773, -0.22920173, -0.23795773, -0.2580316, -0.22207144, -0.15956368, 0.12665017, -0.08286834, 0.09581649, 0.12603259, -0.15513468, -0.010735423) * go_2(1.0, 1.0); + result += mat4(0.00818024, -0.15539199, -0.011369519, 0.05717366, -0.25330603, -0.018393422, 0.027386196, 0.121692196, 0.059138533, -0.1631142, 0.10282322, 0.08011751, 0.10027271, 0.255391, 0.010682224, -0.3095357) * go_3(-1.0, -1.0); + result += mat4(0.117767766, 0.120644994, 0.09232613, -0.018057318, -0.038398392, 0.14537762, -0.016560853, -0.08958423, 0.06743331, -0.23562634, -0.123906426, 0.028323429, -0.09386831, -0.16833909, 0.019829117, -0.08108203) * go_3(-1.0, 0.0); + result += mat4(0.05462869, -0.031615634, -0.121678494, 0.05315917, -0.012636353, -0.13374922, 0.18577711, 0.0005971412, -0.099537544, -0.060773082, -0.28754288, -0.20077203, -0.15873533, -0.11387871, -0.17841183, -0.120239034) * go_3(-1.0, 1.0); + result += mat4(0.13845754, 0.223389, -0.20315485, -0.03479761, 0.1806296, 0.057029717, 0.010771242, 0.15245064, -0.0040082, 0.015283898, -0.34807077, 0.078581005, 0.026417086, -0.058825746, 0.07728649, 0.066044815) * go_3(0.0, -1.0); + result += mat4(-0.13820273, -0.050027788, 0.061389934, 0.11189863, 0.008062022, -0.17326912, 0.18159898, 0.08510656, 0.22065656, 0.3918094, -0.05124615, -0.22959533, 0.85480285, 0.5621734, -0.817405, 0.065126896) * go_3(0.0, 0.0); + result += mat4(-0.15309735, 0.1396192, 0.16662036, -0.10952867, -0.03473452, -0.08712044, -0.2422528, -0.19236326, 0.49887487, 0.2615184, -0.076631024, 0.16010238, -0.09836315, -0.27126545, 0.17968613, -0.21053861) * go_3(0.0, 1.0); + result += mat4(-0.18809205, 0.050410215, 0.1418759, -0.2876976, -0.13414268, 0.07458343, 0.096421175, -0.060676426, -0.17345451, -0.13678914, -0.06512698, -0.102106765, -0.12989639, 0.09089589, 0.07377932, -0.07263102) * go_3(1.0, -1.0); + result += mat4(0.45035192, 0.2393797, -0.045452517, -0.04553052, -0.26037264, -0.021321824, 0.24618645, -0.108074926, -0.030116243, 0.04612789, 0.2273845, -0.07468269, -0.48789972, 0.12628402, 1.0130231, -0.14672706) * go_3(1.0, 0.0); + result += mat4(0.5591947, -0.0326075, 0.12768768, -0.7916967, 0.023168698, -0.042015456, -0.12410894, -0.033611402, -0.14815444, -0.124497496, 0.08198418, -0.014488041, 0.4252749, -0.20253694, 0.042329047, -0.50953263) * go_3(1.0, 1.0); + result += vec4(-0.048558664, 0.11006767, -0.074099846, -0.016021004); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.26519376, -0.45442572, -0.24128473, 0.56122154, 0.45048368, 0.32492852, -0.14123245, -0.027976234, -0.11764467, -0.47563952, -0.09401533, 0.024141679, -0.19278349, -0.5169275, -0.26203018, 0.04326379) * g_0; + result += mat4(-0.14198317, 0.18704857, -0.20165806, 0.3868074, 0.26532957, 0.13556235, -0.5872983, 0.13357028, 0.48151335, -0.3750496, 0.020972235, -0.32213062, -0.46967435, 0.10506199, 0.24039303, -0.3906582) * g_1; + result += mat4(0.10981934, -0.0040414287, -0.0025180888, -0.23061854, -0.6781062, -0.27331296, -0.1538456, 0.31020573, -0.05341261, 0.45214307, 0.23456645, 0.3261386, -0.020520406, 0.46579385, 0.57791334, 0.441774) * g_2; + result += mat4(0.11475315, 0.18062253, 0.21255025, -0.1963313, -0.22190428, -0.19369084, 0.5878038, -0.051808596, -0.39728877, -0.044071846, 0.0066692936, -0.0066007506, 0.03501876, 0.27602142, 0.11396466, 0.81461775) * g_3; + result += mat4(-0.44411597, -0.11377309, 0.16160126, 0.47119814, 0.22932883, -0.43011594, 0.01986201, 0.01446102, -0.2783236, -0.07647468, -0.5016725, 0.4227215, 0.31808656, 0.23829709, -0.12855907, -0.15950239) * g_4; + result += mat4(-0.4784548, -0.042179376, -0.4882858, -0.046462137, -0.21421364, -0.35029694, -0.15496174, 0.11386904, 0.22592051, 0.1590684, 0.49690887, -0.37077406, -0.48519966, -0.14407466, 0.24836525, 0.38462397) * g_5; + result += mat4(-0.043213595, -0.004892144, 0.29046863, 0.57064444, 0.37136674, -0.5603234, -0.30733815, 0.26740906, 0.016959883, -0.26567596, 0.101653986, 0.34387913, -0.13222592, -0.34239995, 0.32046688, 0.023962379) * g_6; + result += mat4(-0.2955613, 0.44671535, 0.056253802, -0.6011664, -0.30715483, 0.16890973, 0.041257784, -0.1544008, 0.4653661, -0.22183, -0.23155628, -0.063779, 0.10350268, 0.02045104, -0.22509801, 0.14633855) * g_7; + result += vec4(-0.00089101185, -0.038285345, 0.023986168, -0.122330956); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.6336626, -0.23328744, 0.054100014, -0.6572063, 0.22899812, 0.47125596, 0.087406546, 0.5788615, -0.24324284, -0.17465535, 0.23223022, -0.4417298, -0.1195797, -0.14119461, -0.2301777, -0.1748931) * g_0; + result += mat4(0.2554768, -0.0835268, 0.13054265, 0.033940453, -0.22754695, 0.053536188, -0.10300488, -0.10146903, 0.3104604, -0.5024146, 0.089460805, -0.20216464, 0.6033507, 0.12908716, -0.29953086, 0.292064) * g_1; + result += mat4(0.09586759, -0.037499018, -0.23253569, 0.63889295, 0.18920106, -0.6646685, 0.07218118, -0.61459464, -0.16397415, 0.3131906, -0.39399612, 0.36777702, 0.39545253, 0.030677503, 0.29420745, -0.02527333) * g_2; + result += mat4(-0.2464485, -0.117239855, -0.13390337, 0.43170166, 0.10044111, -0.13811369, -0.007668335, 0.06387773, -0.11786689, 0.23223364, 0.12805769, 0.06410502, -0.2818576, 0.21286973, 0.17026524, -0.22247931) * g_3; + result += mat4(0.12590794, 0.25101408, -0.014941272, -0.06091461, -0.106272854, -0.23196393, 0.64016813, 0.0025616125, 0.16706267, 0.008579063, 0.04476896, -0.5403641, -0.011274305, -0.014704461, -0.068788156, 0.47190762) * g_4; + result += mat4(0.10427173, -0.11386145, -0.6048206, -0.20245847, -0.011730377, -0.0119483, 0.06255473, -0.5017671, -0.07181296, -0.08626898, -0.035322662, 0.42718327, 0.041101683, 0.017210655, -0.07089471, -0.6541289) * g_5; + result += mat4(-0.43911383, -0.099413894, -0.22120018, -0.3121928, -0.32394376, 0.1159015, 0.04434728, 0.014404674, 0.040322874, 0.06727233, -0.046662346, -0.066591434, -0.004613069, -0.6566657, -0.13442427, -0.081967555) * g_6; + result += mat4(0.7393613, 0.059159152, 0.21900342, 0.26184326, 0.15656939, -0.05151207, -0.02730003, -0.055701576, -0.50296444, 0.09566756, -0.10248052, -0.39747316, 0.5877897, 0.83397114, -0.07968032, -0.3097048) * g_7; + result += vec4(-0.010642331, -0.050244823, -0.009665539, 0.26457447); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11527973, 0.18487021, 0.0010509634, -0.3687562, -0.012861112, -0.37319645, -0.31061935, -0.051598914, 0.061436053, -0.2643697, -0.032551475, 0.59398615, 0.17265628, 0.1634019, 0.026527049, -0.0040123775) * go_0(-1.0, -1.0); + result += mat4(-0.19826698, -0.29437867, 0.15727736, 0.44590214, 0.27655315, 0.28220633, 0.12990361, -0.09000104, -0.26396993, -0.53520125, 0.40639028, 0.7958488, 0.043264065, -0.08110669, -0.28618547, 0.12722827) * go_0(-1.0, 0.0); + result += mat4(0.26455724, -0.36315665, -0.22116943, 0.049996275, 0.28526706, -0.0045478707, -0.20538875, 0.03192557, 0.04443011, -0.48084733, -0.32755423, 0.0075373487, 0.34481105, 0.04272154, -0.11092845, -0.07401724) * go_0(-1.0, 1.0); + result += mat4(0.28374255, 0.13204694, 0.041846596, -0.57726663, 1.0038753, 0.42640173, -0.045806255, 0.3795911, 0.52897507, -0.2522673, 0.37759414, 0.158503, 0.111165345, -0.033814687, -0.37906894, 0.14007671) * go_0(0.0, -1.0); + result += mat4(0.30553007, -0.032092307, 0.6779135, -0.32720757, 0.29837027, 0.13522549, 0.21653146, 0.4553826, -0.22200927, -0.20921928, 0.36475468, 0.27989116, 0.6222863, -0.37027213, 0.06746388, 0.16675332) * go_0(0.0, 0.0); + result += mat4(0.31677073, -0.37482786, 0.4029838, 0.43627468, 0.32849845, -0.3442297, 0.1752726, 0.37502408, -0.1561963, -0.17489041, 0.7141825, -0.13179696, 0.17682795, 0.052273672, 0.07300372, 0.20322469) * go_0(0.0, 1.0); + result += mat4(0.07722791, 0.51997215, 0.2052519, -0.6162976, 0.07318059, -0.16653596, -0.0609372, -0.13199529, -0.011298448, -0.066250905, 0.11658636, -0.07317175, -0.068134755, 0.032443475, -0.27242857, 0.26479205) * go_0(1.0, -1.0); + result += mat4(-0.46400046, 0.34256476, -0.074927844, -0.082626544, 0.38616362, 0.10320202, 0.7306549, -0.41960227, -0.33295953, -0.35537082, 0.040369444, 0.18173583, 0.36835003, -0.078561984, -0.13071333, -0.06847678) * go_0(1.0, 0.0); + result += mat4(0.0951899, -0.21144655, 0.12174552, 0.09496668, -0.17025085, -0.36465582, 0.20724316, 0.07027979, 0.17988989, -0.16671456, -0.15068638, 0.26715076, 0.022114933, 0.14284599, -0.06316286, 0.017598677) * go_0(1.0, 1.0); + result += mat4(0.22179046, -0.19104601, 0.10500515, 0.22017653, -0.065115064, -0.027006533, -0.21086605, 0.00932852, -0.6196575, 0.04396425, 0.52487534, 0.61164427, 0.15172893, 0.219877, 0.103516005, -0.103571504) * go_1(-1.0, -1.0); + result += mat4(0.122733794, 0.19491453, 0.22410785, -0.17341182, -0.18816754, 0.22092234, -0.055087283, -0.14617631, 0.4338981, -0.45366564, -1.4062341, 0.19594707, 0.2178627, 0.016837195, -0.2226328, 0.079190396) * go_1(-1.0, 0.0); + result += mat4(0.16418308, 0.14917587, 0.35162288, 0.04064204, -0.037038237, 0.06579139, -0.08464511, -0.2156906, 0.22791082, -1.1695892, 0.53665465, -0.77753544, 0.0065266103, 0.15857838, 0.010236925, 0.14953533) * go_1(-1.0, 1.0); + result += mat4(0.64548135, -0.02291521, -0.14370848, 0.049308565, 0.13637903, 0.14568083, -0.1488358, -0.0038734428, 0.0809154, -0.15466721, -0.06614126, -0.047732286, 0.311668, 0.22075401, 0.26094854, -0.27763176) * go_1(0.0, -1.0); + result += mat4(0.12075334, -0.23920162, 0.19115442, -0.33920774, 0.15199614, 0.27974042, -0.05022236, -0.15280685, 0.37271795, -0.76389724, -0.56503266, 1.4975219, 0.24002175, -0.12661129, 0.045953903, 0.2102559) * go_1(0.0, 0.0); + result += mat4(-0.02855315, -0.16729961, -0.27380818, -0.08810453, 0.061245166, 0.27268958, 0.2282609, 0.072155826, -0.65736717, -0.46307757, -0.5473049, 0.50772667, -0.1581774, 0.28763455, -0.1870661, -0.16523343) * go_1(0.0, 1.0); + result += mat4(0.23464368, 0.25850806, -0.054024473, -0.13788947, -0.24835043, -0.028147692, -0.23022775, 0.11494646, 0.31069988, -0.21450949, 0.40749013, -0.073832974, -0.16241223, 0.15673774, 0.23648019, -0.34203738) * go_1(1.0, -1.0); + result += mat4(-0.10198349, -0.052500926, 0.02638934, 0.19718044, -0.09078705, 0.07717591, 0.44648582, -0.30146563, -0.10124157, 0.12145466, -0.2133955, 0.16855773, -0.12310728, 0.35327804, -0.44273457, 0.20639896) * go_1(1.0, 0.0); + result += mat4(0.08033835, 0.0977811, 0.007069267, -0.110171854, -0.008568571, -0.10922981, 0.12048108, -0.0835261, 0.019930357, -0.12652875, 0.02870121, 0.12214532, -0.024486745, 0.3588685, -0.16501926, 0.11914434) * go_1(1.0, 1.0); + result += mat4(0.24003507, -0.040643565, -0.4267142, 0.34356147, -0.2618635, -0.1550601, -0.18566506, 0.33267352, -0.17584917, -0.24971883, 0.167064, -0.20808934, 0.3197215, 0.19626021, -0.16993162, -0.16976681) * go_2(-1.0, -1.0); + result += mat4(0.159248, -0.33713767, -0.37823528, 0.25286102, -0.6171255, 0.01159639, 0.08387377, -0.0796005, -0.18405017, -0.11881008, -0.03026552, 0.030733835, 0.17692643, 0.17118043, 0.23938146, -0.40504465) * go_2(-1.0, 0.0); + result += mat4(0.11274836, -0.023647472, 0.083114825, 0.5222033, -0.07415273, -0.3251913, -0.034298245, -0.07125199, 0.09593269, -0.23062208, -0.3168607, -0.13040248, -0.41249517, 0.39030293, 0.47400078, -0.109306306) * go_2(-1.0, 1.0); + result += mat4(-0.49999082, 0.012254524, -0.035179958, 0.212335, -0.10354367, -0.19730526, 0.092015326, -0.07317916, -0.21900047, -0.13948579, -0.3228226, -0.22363624, -0.06421761, 0.16125691, 0.38075948, -0.31371582) * go_2(0.0, -1.0); + result += mat4(-1.0006356, -0.13763155, -0.8414047, -0.051852856, -0.44105098, 0.526086, 0.23091859, -0.6621191, -0.015348964, 0.37972412, -0.24986422, 0.13964157, -0.03184678, 0.25394693, -0.051659737, -0.34171197) * go_2(0.0, 0.0); + result += mat4(0.14520285, 0.1346628, 0.047271203, 0.64346415, -0.25639483, 0.052174076, 0.28681588, -0.32156095, 0.014350296, 0.028580237, 0.33776954, 0.06681965, -0.27312553, 0.44097883, -0.16519593, -0.7293824) * go_2(0.0, 1.0); + result += mat4(-0.65626615, -0.20801732, -0.18783297, 0.27998376, -0.51550066, -0.23272751, -0.3744558, 0.11267917, -0.1879591, 0.043539204, -0.17665562, 0.28546363, -0.20627682, 0.33176526, 0.34412766, -0.4310386) * go_2(1.0, -1.0); + result += mat4(0.51410156, -0.08615402, -0.2396778, -0.027256064, 0.11491742, -0.20842157, 0.3855824, -0.19823207, 0.0062098945, -0.2629099, 0.13158852, -0.08746773, -0.46980307, 0.57169086, -0.13392213, 0.13375558) * go_2(1.0, 0.0); + result += mat4(0.09988252, 0.19396676, -0.011215926, 0.2714918, 0.07985461, 0.30587563, 0.21915142, -0.14004244, -0.336268, 0.023702772, 0.15740578, -0.06307948, 0.06453276, 0.26978606, 0.45891464, -0.35511568) * go_2(1.0, 1.0); + result += mat4(-0.33263445, -0.13086738, -0.30128893, 0.03720744, 0.46366304, -0.13430476, -0.26493385, 0.14521147, -0.025578065, -0.043376725, 0.055235144, -0.08467402, 0.12879072, 0.2621278, -0.030150373, -0.079033755) * go_3(-1.0, -1.0); + result += mat4(-0.15686864, 0.06962337, -0.24032803, 0.05093969, 0.12118379, 0.2144539, 0.21314697, -0.15564163, -0.15193312, -0.15797225, 0.061610706, 0.06689548, 0.42354256, 0.24339569, 0.14413804, -0.08890708) * go_3(-1.0, 0.0); + result += mat4(0.021830576, -0.0682399, -0.25052184, 0.035374403, -0.0022370394, 0.23796171, 0.40747103, -0.14309348, -0.22325014, 0.12337428, -0.0727028, 0.12374459, -0.24148722, 0.34091887, 0.5052561, -0.13712624) * go_3(-1.0, 1.0); + result += mat4(-0.583754, -0.10253819, -0.26736188, -0.084894784, 0.7130811, 0.5888696, 0.24837445, 0.20670207, 0.08242887, -0.03090308, 0.24002716, -0.04146999, 0.33550006, -0.006085788, -0.2078999, 0.016955601) * go_3(0.0, -1.0); + result += mat4(-0.23921615, 1.0534316, -0.29723012, -0.06626253, 0.022887046, -0.6139072, 0.22857629, 0.4203786, -0.02951169, 0.0501039, -0.054740574, -0.15496075, 0.9533812, 0.21038955, 0.33969748, 0.18853404) * go_3(0.0, 0.0); + result += mat4(-0.13571729, -0.045776337, 0.23663524, 0.1457326, -0.23159564, -0.44608104, -0.35497522, -0.14684997, 0.042379193, 0.16966693, 0.2560789, -0.07091574, 0.010749883, -0.26966086, -0.16322245, 0.095426805) * go_3(0.0, 1.0); + result += mat4(-0.027934154, -0.25037688, 0.19623838, 0.16128206, 0.21479255, 0.4066385, -0.06756232, -0.19681008, 0.09168842, 0.46935177, -0.059632402, -0.3419115, 0.2789002, 0.012714867, 0.15322958, 0.05255599) * go_3(1.0, -1.0); + result += mat4(0.2074098, -0.19564646, 0.21713807, -0.29207307, -0.08546043, 0.122562535, -0.5150736, 0.5190804, -0.116998374, 0.17080544, -0.29132518, 0.47585255, -0.14625762, -0.026589578, -0.13111407, 0.03473621) * go_3(1.0, 0.0); + result += mat4(-0.3399405, 0.063775875, -0.0121724615, 0.13809827, -0.1575877, 0.13529225, -0.28708464, -0.063552216, 0.08623843, 0.034867074, 0.25082812, -0.038863987, 0.08048017, -0.43998414, -0.05038377, -0.20123458) * go_3(1.0, 1.0); + result += vec4(0.19016464, 0.19431238, -0.073604904, 0.101166695); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.259803, 0.14121838, -0.3216694, 0.16912009, -0.24997918, -0.024859427, 0.07951931, -0.17898253, 0.14770418, -0.38608834, 0.7155576, -0.008749993, 0.106385805, -0.08190305, 0.06277034, 0.05247095) * go_0(-1.0, -1.0); + result += mat4(-0.10331291, 0.29847905, -0.20864278, -0.34607938, -0.0629403, 0.24202278, 0.15617771, 0.09471163, 0.29827452, -0.5237911, 0.8446165, -0.038001515, 0.085504964, -0.012998129, -0.12903701, -0.06808485) * go_0(-1.0, 0.0); + result += mat4(-0.028803846, 0.117718086, 0.11924323, -0.23554896, -0.31169716, 0.2164557, 0.054745417, -0.2886858, 0.34304592, -0.15872054, 0.21533915, 0.23624876, -0.02507208, 0.16001348, -0.14645866, -0.013143789) * go_0(-1.0, 1.0); + result += mat4(0.12311184, 0.16843726, -0.5478087, 0.036556758, -0.0024939126, -0.12264501, 0.090127975, -0.14638199, -0.33366996, 0.1817309, 0.018728942, -0.025097579, -0.00233696, 0.15182042, -0.072947, -0.15065937) * go_0(0.0, -1.0); + result += mat4(0.3238381, 0.19316678, 0.23307748, -0.10455285, -0.35405514, -0.06559013, 0.4206979, 0.08059919, -0.26130152, -0.23416454, -0.21285532, 0.07799376, 0.12372864, -0.3774056, 0.022239799, 0.22356819) * go_0(0.0, 0.0); + result += mat4(0.066345, 0.20370135, -0.01601085, 0.014701113, 0.27098605, 0.25511372, -0.048403386, -0.014162313, 0.11301996, -0.09638182, 0.12047054, -0.010323633, 0.21627729, 0.18377618, -0.12752205, -0.0668105) * go_0(0.0, 1.0); + result += mat4(0.18890683, -0.21100806, -0.38314816, 0.12188494, -0.09069559, 0.1785706, -0.19502263, -0.22853898, -0.096488185, 0.18105212, -0.0045291157, -0.018952737, 0.14934972, -0.17416078, 0.05363704, -0.17642738) * go_0(1.0, -1.0); + result += mat4(-0.15392087, 0.13997103, -0.12765433, -0.054465868, 0.0061383434, 0.03424787, -0.08585949, -0.10249745, -0.055375032, -0.047258787, -0.10105776, 0.09468892, 0.32030013, -0.14938186, 0.18287018, 0.007592655) * go_0(1.0, 0.0); + result += mat4(0.109669484, 0.02212132, 0.038995523, -0.0041161263, -0.12115841, -0.048061926, 0.06674463, -0.33846095, 0.04251217, -0.05917749, 0.17834029, 0.010219928, 0.2690458, 0.09282476, 0.077470005, -0.07310091) * go_0(1.0, 1.0); + result += mat4(0.4314233, 0.035379685, 0.27331847, 0.19597715, -0.09619968, -0.055907905, 0.07898602, 0.031254813, -0.09366987, -0.37436283, 0.061305135, -0.32644534, -0.16999187, 0.06906536, -0.1228417, -0.09826574) * go_1(-1.0, -1.0); + result += mat4(0.6059936, -0.10060162, -0.18080838, 0.26205355, 0.033052504, -0.10625297, -0.0038814575, 0.026052764, 0.19484659, -0.24242568, 0.8054419, -0.3437365, -0.010305425, -0.079504244, 0.11879563, -0.14375582) * go_1(-1.0, 0.0); + result += mat4(0.23313539, -0.026485069, 0.13332158, 0.28462213, -0.19786534, 0.048259735, 0.024113638, 0.23403068, -1.0330093, 0.0059400625, 0.23721488, -1.379481, 0.12166913, -0.07133997, 0.060898513, 0.092720084) * go_1(-1.0, 1.0); + result += mat4(0.16513251, 0.013819962, -0.009859532, -0.037474833, 0.25651336, -0.131653, 0.03145131, -0.27886832, 0.27808505, -0.099978246, -0.11189488, 0.053313572, 0.11455811, 0.10826371, 0.0017301271, -0.041959) * go_1(0.0, -1.0); + result += mat4(-0.037442397, 0.061722398, 0.099159, -0.18970016, -0.13042277, 0.16767356, -0.028342545, 0.18715699, 0.22246139, 0.3154743, -0.39717823, 0.26053482, -0.012097491, 0.1746896, 0.3899962, -0.13013846) * go_1(0.0, 0.0); + result += mat4(-0.14552362, -0.26800197, 0.09035887, 0.24266347, -0.14494316, 0.033814326, -0.06647855, -0.16609156, 0.30540654, 0.037082594, 0.14951941, 0.12753695, -0.045153987, -0.28476146, 0.37640104, -0.04667195) * go_1(0.0, 1.0); + result += mat4(0.2071077, -0.09297775, -0.04906301, -0.24280597, 0.15925987, -0.05631783, 0.08169953, -0.20124075, 0.23060048, -0.05786468, 0.23959383, 0.1620485, 0.14333409, -0.12757483, -0.1424963, 0.13118197) * go_1(1.0, -1.0); + result += mat4(-0.101942524, -0.02240319, 0.11718157, -0.13591368, 0.11223302, -0.042933583, -0.07766777, 0.01667011, 0.07462998, 0.020704709, -0.04329035, -0.01358702, 0.13569939, 0.015980164, -0.08001042, 0.13890027) * go_1(1.0, 0.0); + result += mat4(0.01755685, -0.047599614, 0.06456479, -0.08004052, 0.08108282, 0.06789228, -0.14048836, -0.020240005, 0.039701223, 0.023405846, 0.06305444, -0.046804685, 0.040620867, 0.013529182, -0.094961315, 0.02959053) * go_1(1.0, 1.0); + result += mat4(-0.053775985, -0.0060494044, 0.14724614, 0.07248909, -0.056616947, 0.0004714896, -0.18737504, -0.15240799, -0.030883765, -0.007487297, -0.0044565946, 0.15024893, -0.16870505, 0.09338804, -0.21873595, -0.14493267) * go_2(-1.0, -1.0); + result += mat4(-0.045113027, -0.2153715, 0.04520989, 0.26561612, -0.12634845, -0.10975088, -0.3677834, -0.4343602, -0.34146985, 0.29135808, 0.026339425, -0.0995021, 0.012693227, 0.07312179, 0.21671581, 0.11961088) * go_2(-1.0, 0.0); + result += mat4(0.19766524, -0.31538734, 0.35708517, 0.33092737, 0.027086282, 0.024219114, -0.15289012, -0.18128034, -0.16041638, 0.057314564, 0.079830885, -0.08828221, 0.11828446, -0.13336371, -0.078453206, 0.21232514) * go_2(-1.0, 1.0); + result += mat4(-0.13100033, -0.24849984, 0.3087074, 0.017271562, -0.17455627, -0.014364008, 0.077686995, -0.015820628, 0.18584616, -0.16705278, -0.3169503, 0.09107534, -0.04958684, -0.008202742, 0.024148908, -0.04654239) * go_2(0.0, -1.0); + result += mat4(-0.16020702, -0.18623418, -0.29434547, 0.5008317, 0.23796988, -0.11154579, -0.5167728, -0.14195764, 0.15495163, -0.028505204, -0.2105556, 0.22491512, -0.11658545, 0.31665426, 0.35085753, -0.40148884) * go_2(0.0, 0.0); + result += mat4(0.24866697, -0.3752738, 0.8472619, 0.16663249, -0.25808626, -0.037561346, -0.1440471, -0.107407264, 0.016663626, 0.1599037, -0.31926402, 0.15272903, -0.14700623, -0.05275371, 0.061130624, 0.084672675) * go_2(0.0, 1.0); + result += mat4(-0.24184473, -0.016008917, 0.040023588, 0.1517675, -0.1339458, 0.009985992, 0.15634708, -0.07649679, 0.0021696684, -0.07027257, -0.07509208, -0.27060902, -0.21299353, 0.12154156, -0.3159698, 0.2511261) * go_2(1.0, -1.0); + result += mat4(0.19845779, 0.023986215, -0.073409855, 0.0812208, 0.013382121, -0.049414996, -0.12990347, 0.052681953, -0.12787153, -0.100129806, -0.036296804, -0.13915883, -0.24022135, 0.167096, -0.15128131, 0.17779276) * go_2(1.0, 0.0); + result += mat4(-0.05787442, -0.19698323, 0.13090582, 0.1501304, -0.09954089, -0.008470983, -0.095334776, 0.114635326, -0.16330223, -0.046815667, -0.086304545, -0.15729928, -0.1982723, 0.10607274, -0.25540838, 0.09633669) * go_2(1.0, 1.0); + result += mat4(-0.25680968, -0.18444876, 0.053333476, 0.10470261, 0.17798793, -0.108659215, 0.1787569, -0.027407814, 0.12637395, -0.038193744, -0.16185284, 0.14068736, 0.092281684, 0.022276353, 0.013779975, 0.026369803) * go_3(-1.0, -1.0); + result += mat4(-0.17329752, 0.21632285, -0.036964342, 0.30856085, 0.015225849, 0.04158692, -0.010607313, 0.16295516, 0.18873654, 0.24728407, 0.09787, -0.14381099, -0.091119304, 0.12914585, -0.039659716, -0.10700463) * go_3(-1.0, 0.0); + result += mat4(-0.037163302, 0.05201725, -0.149489, -0.05682234, -0.022634465, -0.074764505, -0.010783339, 0.028970495, -0.045976285, -0.1923207, -0.037494432, -0.13024884, -0.1957353, 0.013454359, -0.30236122, -0.078870796) * go_3(-1.0, 1.0); + result += mat4(-0.17753989, -0.1549664, 0.08087595, 0.046868976, -0.09354348, 0.22648604, 0.002651186, 0.11890617, -0.0073132347, 0.05030891, -0.08128038, 0.14395374, -0.001108739, -0.030957213, -0.03568773, 0.055131156) * go_3(0.0, -1.0); + result += mat4(-0.029484594, -0.013036961, -0.31721568, 0.11611545, -0.24111903, -0.33007705, 0.5950326, -0.070911475, -0.04757172, -0.037676062, -0.14590797, 0.076822214, -0.1672743, -0.41848892, 0.39202756, -0.30958134) * go_3(0.0, 0.0); + result += mat4(0.17605461, 0.12216047, -0.02412872, -0.14132546, -0.052373543, 0.08169531, 0.18497281, 0.074685514, -0.055427983, 0.14018987, -0.11671619, 0.108945735, -0.032986425, 0.11385016, 0.05801377, -0.1457665) * go_3(0.0, 1.0); + result += mat4(-0.27222672, -0.0074164676, 0.35768685, 0.0074552484, 0.16729778, 0.14860032, -0.3657366, 0.24510175, -0.0621289, -0.0137252435, -0.26145887, 0.0556681, -0.07332952, 0.13122542, -0.020396946, 0.113705456) * go_3(1.0, -1.0); + result += mat4(0.08118381, -0.06442098, 0.00044297878, 0.13279027, -0.20708169, 0.11252618, -0.033728387, -0.0105973175, -0.2138218, 0.34612998, -0.15597765, 0.18179017, -0.007853463, -0.045547944, 0.22064093, 0.0548327) * go_3(1.0, 0.0); + result += mat4(-0.10656318, -0.014200068, 0.062040597, -0.037210476, -0.07271065, -0.027337732, -0.14988437, -0.14711551, -0.028843492, -0.0046596485, -0.15023676, 0.08530336, -0.016875269, -0.024734195, 0.055177588, 0.010381644) * go_3(1.0, 1.0); + result += vec4(-0.021330277, -0.09496422, -0.1339419, 0.012216251); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.4756803, -0.16041027, 0.30747655, 0.27719444, 0.33626345, -0.093426555, -0.08751585, -0.025898175, 0.12469858, 0.162526, 0.071950376, 0.36727026, -0.26165214, 0.17652564, -0.081568465, 0.17669047) * g_0; + result += mat4(0.10045615, -0.47277164, 0.13970673, -0.036603283, 0.10723418, -0.0733819, 0.07046736, 0.04479655, -0.5100679, 0.4051206, -0.3043826, 0.07709692, 0.25090587, -0.5827475, 0.27195984, 0.42297873) * g_1; + result += mat4(-0.34415862, -0.056642354, -0.32332316, 0.049897127, 0.08399151, 0.683046, -0.16349371, -0.4878456, -0.097749546, 0.7214421, -0.2821467, -0.16691755, 0.3712332, -0.71557045, 0.40365914, 0.37325174) * g_2; + result += mat4(-0.333854, 0.11971563, -0.26533902, -0.033346854, 0.09896302, -0.19311592, -0.006087015, -0.104003794, 0.05347405, -0.16057043, 0.15876219, 0.1538847, -0.07954591, 0.24062383, -0.025401022, -0.33599105) * g_3; + result += mat4(0.11794056, -0.0031797416, 0.08360105, 0.12222232, -0.16638078, 0.26014742, -0.047267277, -0.27900735, 0.17616066, -0.12788172, 0.22856903, -0.39034957, -0.36313176, 0.12272574, 0.2235959, -0.31102005) * g_4; + result += mat4(0.03297161, 0.19597028, -0.068131894, -0.059938233, 0.18935929, -0.12004069, 0.08705267, 0.26411813, -0.021374375, 0.24630849, -0.08980925, 0.15982057, 0.3533297, -0.15414584, -0.19008748, 0.11310849) * g_5; + result += mat4(-0.4622819, 0.31923467, -0.38989246, 0.5539857, -0.035433546, -0.12729715, -0.0669769, -0.048216928, -0.32078394, 0.26958883, 0.08897814, -0.31043166, 0.26743132, 0.38835636, -0.30535862, -0.22241123) * g_6; + result += mat4(0.47431698, -0.755935, -0.075302646, 0.27771655, 0.052087527, -0.17221431, 0.0008429987, 0.15527548, -0.04587466, -0.11802989, 0.39905685, -0.07758683, -0.11415051, 0.004637339, -0.19803126, 0.19956517) * g_7; + result += mat4(0.36277947, -0.13364364, 0.18459712, -0.1705512, -0.46083033, 0.43629453, 0.112646095, -0.18511245, 0.037818372, 0.1220617, -0.22268273, -0.11983507, -0.5432721, -0.2102279, -0.014456884, 0.16428374) * g_8; + result += mat4(0.22811654, 0.16262956, 0.18411161, 0.49102694, -0.15078211, -0.6144134, -0.11632199, 0.2740543, -0.11322067, -0.16751853, 0.18453367, 0.14305107, 0.36418238, -0.34248996, -0.055178564, 0.37168074) * g_9; + result += vec4(0.07878663, -0.045328207, -0.07142425, -0.006036755); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.35645446, -0.01804877, -0.53608185, 0.32968932, 0.13975728, -0.1716116, 0.09503091, -0.12088551, 0.30239868, 0.9217966, 0.016221086, -0.26894137, -0.0047026747, 0.54764843, -0.2826915, 0.0016894634) * g_0; + result += mat4(-0.15123259, 0.2014175, 0.05961645, -0.32386652, -0.25275725, 0.3658508, -0.104193784, -0.02756655, 0.2696138, 0.17608197, 0.17685752, 0.6808081, -0.40293297, 0.48387393, 0.25278264, 0.28291366) * g_1; + result += mat4(-0.18928573, -0.18908137, 0.47045723, 0.5454373, 0.31339395, -0.0064702537, -0.37307036, -0.37479213, 0.2235379, -0.370863, 0.02827034, 0.024350066, -0.32538193, -0.33686417, 0.8949382, 0.3324315) * g_2; + result += mat4(-0.17215039, -0.14995, -0.4451278, 0.30758965, 0.21607, 0.08995007, 0.09553425, -0.21233945, -0.14442022, 0.09295349, -0.29228872, -0.3875935, 0.11704046, -0.4206096, 0.35226774, -0.08189522) * g_3; + result += mat4(-0.12517966, 0.060051568, -0.38888076, 0.08354471, 0.17010468, -0.34286287, -0.06961373, 0.032387406, -0.025718998, -0.1661844, -0.075671494, 0.10289619, -0.28309906, -0.14461538, 0.22726184, 0.4752376) * g_4; + result += mat4(0.15411675, 0.17533994, 0.3406641, -0.0597274, -0.21072194, 0.1517182, 0.032032263, 0.18653658, 0.20970167, -0.10793765, -0.05335404, -0.095203936, 0.2917104, -0.1170929, -0.11652503, -0.46912733) * g_5; + result += mat4(-0.272871, 0.07467413, 0.16981912, 0.57318956, 0.35038894, -0.06679483, 0.3777534, -0.01522816, 0.2588504, -0.008976239, 0.31769443, 0.07070477, 0.059302222, 0.28855336, -0.14700443, -0.08605704) * g_6; + result += mat4(-0.27067363, -0.2191635, -0.2377148, -1.0028448, -0.25673935, 0.10997322, -0.39032057, 0.06524818, 0.5248202, 0.40049195, 0.6711809, 0.2878331, 0.19606547, -0.092196286, 0.27838528, 0.03120515) * g_7; + result += mat4(0.3029178, -0.027027214, 0.13855064, -0.16550988, 0.2354576, -0.1715326, 0.12981784, 0.5013446, 0.24411377, -0.13030572, -0.08595908, -0.104394995, 0.16794646, -0.044388745, 0.2807999, 0.39108425) * g_8; + result += mat4(-0.05535261, -0.15662162, 0.14935054, 0.10706811, 0.026958441, -0.15323113, -0.19261432, -0.24361719, -0.2607876, 0.038486157, -0.04509224, 0.18722118, -0.14478058, 0.03614682, -0.12608361, -0.5203596) * g_9; + result += vec4(-0.17363991, 0.071162574, -0.09289675, 0.013446863); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_8_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.162897, -0.21250516, -0.11219427, 0.30969706, 0.078927204, -0.14922144, 0.5486932, 0.2884913, 0.07018745, 0.45946357, -0.23759702, -0.18914284, 0.19762751, 0.56881535, -0.2141465, 0.27216902) * go_0(-1.0, -1.0); + result += mat4(-0.17507325, -0.577772, -0.46351492, 0.09431303, 0.023881523, -0.068162896, -0.0029204858, -0.076631226, -0.07645065, 0.28997856, -0.0349899, 0.087704636, 0.29194608, 0.7767595, 0.17478088, -0.295144) * go_0(-1.0, 0.0); + result += mat4(0.23039296, -0.000184939, -0.032427344, 0.0926983, -0.4264918, -0.44138262, 0.39098918, -0.0102598835, 0.066287994, 0.15478721, -0.062338993, 0.15079321, 0.120016515, 0.7005824, -0.12260436, 0.090042405) * go_0(-1.0, 1.0); + result += mat4(0.014269367, 0.21645544, -0.4203915, 0.0077638677, -0.18618487, 0.30165052, 0.6985895, -0.014695781, -0.071353786, -0.49996287, -0.79902583, -0.06343025, 0.291085, 0.28801495, 0.46547806, 0.1311194) * go_0(0.0, -1.0); + result += mat4(0.17163453, 0.21760814, -0.67896426, 0.1487859, 0.05881719, -0.08391752, 0.44536906, 0.24853623, -0.7685656, 0.45705163, -1.0204223, 0.1884743, -0.3251896, -0.49221343, 0.38116506, -0.09428967) * go_0(0.0, 0.0); + result += mat4(0.2759429, 0.22141403, -0.13269989, 0.06833041, -0.29562923, -0.26589182, -0.34452415, 0.36388424, -0.3184807, 0.08254464, -0.15477169, 0.03237491, -0.34190834, -0.2777646, -0.15713428, -0.22231084) * go_0(0.0, 1.0); + result += mat4(-0.36887082, -0.34607458, 0.5719879, 0.09200919, 0.12724651, 0.20281908, 0.39280674, 0.09216231, 0.3126475, -0.0075341803, -0.046779484, 0.10883631, 0.20136468, 0.70330596, -0.024237871, -0.061087623) * go_0(1.0, -1.0); + result += mat4(-0.08114617, -0.02456657, 0.1287709, 0.5486885, -0.10143632, -0.39116892, 0.24008204, 5.8133483e-05, -0.36640543, -0.52113515, 0.3836287, 0.09541327, 0.01115865, -0.2044513, 0.07734024, -0.29509112) * go_0(1.0, 0.0); + result += mat4(0.25962162, -0.05327207, -0.28945914, 0.320823, 0.049143463, 0.011241379, 0.004193257, 0.3872085, -0.47137228, -0.44385332, -0.2591483, -0.20189615, 0.08729277, -0.14813553, -0.29911307, 0.0067013856) * go_0(1.0, 1.0); + result += mat4(0.13526323, 0.6637005, 0.09491454, -0.038491655, -0.5078187, -0.5782128, -1.0748478, 0.18678135, 0.16064858, 0.0795754, 0.116070546, 0.06408978, 0.085641995, -0.39126787, -0.16669247, -0.024058852) * go_1(-1.0, -1.0); + result += mat4(-0.30658495, -0.08933112, 0.38358685, -0.048228927, 0.050148476, -0.08750905, -0.5015779, 0.4012965, -0.068299964, 0.08993712, 0.03617703, -0.030809006, 0.05144756, -0.7659615, -0.33359128, 0.0054376507) * go_1(-1.0, 0.0); + result += mat4(-0.24894494, 0.08617524, -0.095747314, 0.14710969, -0.09528072, 0.19016005, 0.060339417, -0.059556015, 0.01127292, -0.021082405, 0.5204205, 0.23831797, -0.035384487, 0.001653611, -0.28902745, -0.0060615037) * go_1(-1.0, 1.0); + result += mat4(0.2978602, 0.2580722, 0.11472323, -0.06937241, -0.45087403, -0.35747236, -0.38835877, 0.22520676, 0.09162963, 0.50932664, -0.41183934, -0.08526183, -0.043625794, -0.27782285, -0.4119391, -0.339948) * go_1(0.0, -1.0); + result += mat4(-0.005034612, 0.010024151, 0.55194247, -0.16040643, 0.0072234212, -0.047230296, 0.011222393, -0.017184192, 0.2156304, 0.02429907, 0.41669923, -0.06159069, -0.39241523, 0.009254305, 0.35784644, -0.45379582) * go_1(0.0, 0.0); + result += mat4(-0.18008694, -0.35366225, 0.12110043, -0.102665015, 0.2763678, -0.61502653, 0.3051717, -0.23991431, 0.6076138, -1.142571, 1.2579885, 0.15013893, -0.13282573, -0.16185799, -0.26278257, 0.044563264) * go_1(0.0, 1.0); + result += mat4(-0.043284204, -0.1374118, -0.6523209, -0.1682561, -0.002918912, 0.2768846, 0.045174655, -0.046218265, 0.10686049, -0.004872297, 0.04118156, -0.07015327, -0.3329307, 0.19972506, -0.38307762, 0.11627049) * go_1(1.0, -1.0); + result += mat4(0.09306764, -0.5036807, -0.25358048, -0.033543527, 0.07199686, -0.28982875, -0.022885432, -0.078454, -0.0836088, -0.08261633, 0.38759607, 0.021209864, 0.09516953, -0.1896164, -0.12284774, 0.16532375) * go_1(1.0, 0.0); + result += mat4(0.27196047, -0.6199637, 0.12209493, -0.0055379267, -0.08997175, -0.0025996822, -0.20710677, 0.15223576, -0.07073166, -0.20732503, -0.044538528, 0.35751408, 0.33849528, -0.14603287, 0.19472563, 0.20992133) * go_1(1.0, 1.0); + result += mat4(0.018979501, 0.030001618, 0.09530055, -0.22441792, -0.11513775, -0.05383842, 0.042144198, -0.2824055, 0.20338169, 0.9622458, -0.20780474, 0.5217952, 0.11518432, 0.24126045, -0.046675194, -0.07326568) * go_2(-1.0, -1.0); + result += mat4(-0.13768856, 0.17157272, -0.32123035, -0.08968111, 0.011915078, -0.08129057, -0.71480066, 0.24239756, 0.5093838, 0.29058817, -0.07181868, -0.22533971, 0.24244072, -0.2716092, 0.03331018, 0.008624937) * go_2(-1.0, 0.0); + result += mat4(0.21304299, 0.5180637, 0.40324917, -0.078679435, 0.17033757, -0.4813804, -0.47702515, -0.017285354, -0.054009005, -0.5853617, -0.5427995, 0.13533083, 0.12440328, -0.6455633, 0.0012186684, 0.031838413) * go_2(-1.0, 1.0); + result += mat4(0.04057183, -0.27768528, -0.07563423, 0.13400203, -0.03429928, -0.32794374, -0.085426375, -0.3724642, -0.19195397, 0.1349262, -0.2909766, -0.43096116, 0.056601644, 0.5106557, -0.267059, -0.046354882) * go_2(0.0, -1.0); + result += mat4(0.14343774, -0.29267886, -0.2406526, -0.30307195, -0.10270894, 0.008828463, -1.5378821, 0.017785087, 0.48302534, -0.310974, 1.5381073, 0.08598342, 0.82111055, -0.0049781636, 0.4820726, 0.301231) * go_2(0.0, 0.0); + result += mat4(0.012052944, -0.090234, 0.52199095, -0.3329521, 0.110252894, 0.2897882, -0.37447298, 0.17326026, 0.18148576, -0.23976558, 0.1848407, 0.5042414, 0.33321953, 0.2712571, 0.18124644, 0.20849751) * go_2(0.0, 1.0); + result += mat4(0.066107936, 0.035174694, -0.1587501, -0.22672103, 0.012212267, -0.05451626, -0.6004301, 0.013387352, -0.04113352, 0.53583735, -0.15342614, -0.0018758774, 0.09947345, -0.18213694, 0.02965846, -0.044368513) * go_2(1.0, -1.0); + result += mat4(0.099831305, 0.2666737, -0.12301129, -0.113591194, 0.018106552, 0.290373, 0.1480011, 0.032558106, 0.0024403003, 0.11745559, 0.7669008, -0.18195944, 0.21291047, 0.49549788, -0.04361018, 0.6138144) * go_2(1.0, 0.0); + result += mat4(-0.24335642, -0.023037815, -0.22853605, -0.49450716, 0.04834612, 0.040727314, 0.36239302, -0.076259434, -0.08173315, 0.14689375, 0.3357786, 0.34003472, -0.11701219, -0.35594055, 0.55640507, 0.3573448) * go_2(1.0, 1.0); + result += mat4(0.039600838, -0.08580259, -0.25375724, -0.41294497, 0.052295998, 0.34286344, 0.23627926, 0.08080187, 0.0015981429, 0.37459275, -0.11763548, 0.027264152, 0.11372706, 0.34742436, 0.30963847, -0.2995273) * go_3(-1.0, -1.0); + result += mat4(-0.035936117, -0.42153218, -0.40176156, 0.20363232, 0.22382015, 0.48679677, 0.07365761, -0.20890754, 0.22791456, -0.28418672, -0.17189962, 0.0968373, -0.70834696, -0.41918173, -0.13482817, 0.037949625) * go_3(-1.0, 0.0); + result += mat4(0.11910686, 0.0473921, 0.37869528, 0.17928337, 0.17311068, 0.21572089, 0.34996882, -0.26002827, -0.014036688, -0.6574892, -0.14409806, -0.06467717, -0.33688435, -0.18185017, 0.04036214, 0.06086553) * go_3(-1.0, 1.0); + result += mat4(-0.15657301, -0.05661294, -0.36640826, -0.13215317, 0.060342815, 0.19098124, 0.18715985, -0.40765548, 0.090474375, -0.07720432, -0.016231487, 0.0885778, 0.0272616, 0.22065723, 0.1691866, -0.19491237) * go_3(0.0, -1.0); + result += mat4(-0.13054666, 0.3278881, -1.3170725, -0.4575742, -0.061401486, 0.15868792, 0.2789515, 0.13829961, 0.09607008, -0.7175924, 0.01804374, 0.41284522, 0.044577077, 0.04847126, -0.25607756, -0.02249741) * go_3(0.0, 0.0); + result += mat4(0.22145797, 0.8114419, -0.17527157, 0.09274125, -0.25224185, 0.2955128, -0.37553602, -0.17377761, -0.9684024, 0.42457148, -0.64265996, 0.10394252, -0.11231096, 0.064703405, 0.42858216, -0.21214609) * go_3(0.0, 1.0); + result += mat4(0.1910386, -0.0065560606, 0.18119961, -0.026436953, 0.07887997, 0.15127628, -0.11523928, -0.0679343, 0.031198656, 0.16947536, 0.05943052, 0.060350783, 0.32215032, -0.1347014, 0.017390233, -0.06527528) * go_3(1.0, -1.0); + result += mat4(-0.19811153, -0.033103824, 0.0053317053, 0.008003428, -0.020805335, 0.17872533, -0.3161484, -0.11559199, -0.24902378, -0.2596549, 0.034520704, -0.006125487, 0.13173361, -0.10967251, -0.7860965, -0.035326626) * go_3(1.0, 0.0); + result += mat4(-0.124631934, 0.21335506, 0.375809, -0.13598146, 0.047685858, 0.14553228, -0.068173625, -0.117949426, 0.07296198, 0.08935096, -0.26368606, 0.29653412, -0.27378097, 0.060699224, -0.09753418, -0.08484599) * go_3(1.0, 1.0); + result += vec4(-0.009278051, 0.62221414, 0.22868732, 0.14880095); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.018128054, -0.14104486, -0.027475944, 0.22669935, -2.7264505e-05, 0.14775783, 0.13441783, 0.11450963, -0.09942102, 0.29735768, 0.04839269, -0.14066552, -0.024448555, 0.3104163, -0.03636913, 0.002947356) * go_0(-1.0, -1.0); + result += mat4(-0.20438337, 0.35419708, 0.037506625, 0.100693576, -0.074241616, -0.15304284, 0.0054191337, -0.12816934, 0.028913809, -0.098240785, 0.5653599, -0.38662913, 0.018716848, 0.0021957273, 0.061397206, -0.111899704) * go_0(-1.0, 0.0); + result += mat4(-0.18681246, -0.23609419, 0.21475013, 0.051762715, 0.04889926, -0.033886652, 0.26262638, -0.27322114, 0.049140245, 0.3380464, -0.13617653, -0.05796957, 0.080669545, 0.21348572, -0.10067047, -0.0016244814) * go_0(-1.0, 1.0); + result += mat4(0.025566151, -0.027286734, -0.10856872, 0.108885765, -0.07635088, 0.13037659, 0.2892404, -0.2160093, -0.30649704, 0.34650138, -0.021391464, 0.08717436, -0.02000013, 0.027722841, 0.43060175, -0.04844848) * go_0(0.0, -1.0); + result += mat4(0.09925131, -0.11167345, -0.14262813, -0.21267861, -0.15972298, -0.1823657, -0.073309824, 0.15542479, 0.005081145, -0.40594074, 0.24862696, 0.19943975, -0.36283687, -0.38990027, 0.4759463, 0.45561194) * go_0(0.0, 0.0); + result += mat4(-0.13126811, 0.24284562, 0.06109369, -0.15402594, 0.016967572, -0.08234942, -0.053873185, 0.026438333, 0.13412815, -0.10839792, -0.345438, 0.0720746, 0.21260333, -0.15989558, -0.012461376, 0.20363508) * go_0(0.0, 1.0); + result += mat4(0.09231617, 0.17787862, 0.22783166, 0.09095521, -0.0935426, -0.22921127, 0.2591894, -0.19451278, -0.0046325484, -0.60839254, 0.061737422, -0.024267042, -0.04048761, 0.2450175, 0.14390652, 0.07999217) * go_0(1.0, -1.0); + result += mat4(-0.09204067, -0.05434134, 0.32136026, -0.053413626, 0.044170942, 0.10284346, 0.10827547, -0.03207593, -0.036979157, -0.37019014, -0.07072617, 0.07745549, 0.026007036, 0.13402742, 0.22873925, -0.09879518) * go_0(1.0, 0.0); + result += mat4(-0.039409183, -0.15304323, 0.110744946, 0.04479048, 0.073402554, -0.31955537, 0.13518381, 0.09020946, 0.21437532, -0.08866372, 0.062359575, -0.08147204, -0.012339588, 0.038986444, -0.059496317, 0.04353628) * go_0(1.0, 1.0); + result += mat4(-0.029447578, 0.18052183, 0.026130654, -0.18024941, -0.2357611, 0.92272073, -0.40873498, 0.3829195, -0.049990416, -0.2626007, 0.07313907, -0.20231684, 0.23846717, 0.06304234, -0.072538964, 0.34895507) * go_1(-1.0, -1.0); + result += mat4(-0.21427542, 0.33398184, 0.19135003, -0.079177245, -0.047564022, 0.25006044, 0.19287021, -0.07119212, -0.0064072064, 0.14020945, -0.15136649, -0.04587045, -0.113710366, 0.05126853, -0.084781885, 0.1418395) * go_1(-1.0, 0.0); + result += mat4(0.04655672, -0.010115347, 0.18253572, 0.017085062, -0.04543099, 0.08404545, 0.07929449, 0.17069206, -0.045596916, 0.12133366, 0.12615037, -0.11942128, -0.07431312, -0.0975234, 0.17188828, -0.021951154) * go_1(-1.0, 1.0); + result += mat4(0.013333504, -0.22424631, -0.25461286, -0.09366057, -0.24168679, -0.1413706, -0.084172204, 0.1557298, 0.023721283, 0.18159337, -0.029377997, -0.12690134, -0.07779016, 0.49728185, 0.060146395, 0.17318316) * go_1(0.0, -1.0); + result += mat4(0.08302447, 0.86936367, -0.17584775, -0.2508983, 0.16770333, 0.106514744, 0.056097895, -0.1516464, -0.04237734, 0.3350473, 0.08797126, 0.053822745, 0.36157215, -0.04365805, -0.20060433, -0.23983552) * go_1(0.0, 0.0); + result += mat4(0.09215062, 0.0729301, 0.2564446, -0.09456067, -0.04279617, 0.009632537, -0.067693666, 0.07115211, -0.58410543, 0.7954688, -0.6856004, -0.0039867237, 0.05259691, -0.19899113, 0.34015554, -0.1301164) * go_1(0.0, 1.0); + result += mat4(-0.08229732, 0.22852908, -0.17944984, -0.053203765, 0.01401186, -0.01731911, -0.017196467, 0.017660033, -0.06473575, 0.11841842, -0.09651762, 0.08812678, 0.15789783, 0.41068667, -0.17433365, 0.112683386) * go_1(1.0, -1.0); + result += mat4(0.19192256, -0.048173536, -0.27452058, -0.086614236, 0.03459962, -0.076093, -0.13129567, 0.10529364, -0.003243667, -0.11558274, 0.15014142, -0.11415493, -0.058378108, -0.23308878, 0.016655494, -0.06092205) * go_1(1.0, 0.0); + result += mat4(0.053656723, -0.2520498, -0.06450468, 0.14063323, -0.07785553, 0.06996582, 0.043691944, -0.09447727, -0.19854756, 0.08710172, 0.103271045, -0.20072943, -0.10393605, -0.19852036, -0.01656043, 0.19936512) * go_1(1.0, 1.0); + result += mat4(-0.043692272, -0.15573448, -0.07609012, -0.25906095, 0.042468645, 0.06499704, 0.021691361, -0.14418614, 0.007778065, -0.04098781, 0.16854198, 0.1880123, -0.0024735837, -0.38171276, 0.29813913, -0.13975172) * go_2(-1.0, -1.0); + result += mat4(0.0786739, -0.13743922, -0.16762766, 0.0551441, -0.16237186, 0.47069517, -0.16434868, 0.38760075, 0.29262593, 0.21078295, 0.1564407, -0.19921672, -0.07819381, 0.045407712, 0.25388238, 0.12049804) * go_2(-1.0, 0.0); + result += mat4(0.13686253, 0.15139718, -0.14193471, -0.037212268, 0.017021572, -0.13029522, -0.07875422, 0.22883393, -0.117323294, -0.11999564, 0.074406326, 0.029792523, 0.071242705, 0.04940517, 0.27540857, 0.094216466) * go_2(-1.0, 1.0); + result += mat4(0.05651692, -0.09319446, -0.15223487, -0.16004439, 0.09602424, 0.114855476, 0.13851804, 0.11632249, -0.15697844, -0.03465572, -0.6334014, 0.0043645306, -0.13810518, -0.24692737, -0.13962403, -0.17288178) * go_2(0.0, -1.0); + result += mat4(-0.1125169, 0.2582768, 0.14571975, 0.3412717, 0.046649273, 0.053606547, -0.5402628, -0.14801335, -0.12299524, 0.79026186, -0.3587726, -0.040698707, 0.18239951, 0.18461016, -0.13213885, -0.6929199) * go_2(0.0, 0.0); + result += mat4(-0.009360833, 0.22758053, -0.334423, 0.35250792, 0.05025162, -0.1640276, 0.21909785, -0.12123492, -0.33830088, -0.26451996, 0.09280175, -0.18673559, -0.20446195, 0.13918248, 0.09164517, -0.20213476) * go_2(0.0, 1.0); + result += mat4(-0.03443797, -0.25032473, -0.0018426777, -0.065064386, 0.03455914, 0.022166712, -0.2954429, 0.012212829, -0.0223488, 0.1161553, -0.106024936, 0.028343895, 0.15230536, -0.5538007, -0.24089493, 0.06740007) * go_2(1.0, -1.0); + result += mat4(0.09501347, -0.0845406, -0.13952151, 0.031915456, 0.05118853, -0.25089842, -0.113984115, 0.08745874, 0.14493734, 0.17449388, 0.037183553, 0.060414817, 0.045083977, -0.50209135, -0.25451177, 0.23309624) * go_2(1.0, 0.0); + result += mat4(0.08991499, 0.14019197, -0.12056033, -0.05024532, -0.07585356, 0.073596515, 0.017992107, -0.0009288775, -0.17292187, 0.07525249, 0.14620323, -0.058494095, 0.09669742, -0.28342497, 0.10102461, 0.0075472025) * go_2(1.0, 1.0); + result += mat4(-0.059322756, 0.07296391, -0.22688308, 0.17183779, 0.0921908, -0.18311407, -0.10553935, -0.2998603, -0.05373476, -0.08882287, 0.009316159, -0.09303765, 0.08415284, -0.044707574, 0.07481887, 0.06931905) * go_3(-1.0, -1.0); + result += mat4(-0.26374707, 0.17429374, -0.54841083, 0.23039351, 0.1550329, -0.0991982, -0.07031106, -0.23306605, -0.076208115, 0.058818877, 0.48602778, -0.116065495, 0.13632986, 0.5399192, -0.088733315, -0.04031161) * go_3(-1.0, 0.0); + result += mat4(-0.118198454, -0.04607605, -0.10619185, 0.034395956, 0.0023600461, 0.1470174, -0.21100855, -0.024570175, -0.0016899678, 0.1612513, -0.03985272, 0.01355469, 0.30949214, -0.056687307, 0.1295898, 0.031099077) * go_3(-1.0, 1.0); + result += mat4(-0.37869355, 0.06961967, 0.2779311, 0.3090361, 0.23564096, -0.014765556, -0.097406775, -0.08233581, -0.05444356, -0.056364074, -0.13940345, -0.1710778, 0.053456437, -0.5668305, -0.21371025, -0.11354647) * go_3(0.0, -1.0); + result += mat4(-0.2009931, -0.46823156, 0.04674297, -0.33720648, -0.48212242, -0.022402052, 0.4083246, 0.3498801, -0.12801081, 0.080993176, 0.12559398, 0.30281347, -0.36876208, -0.19425368, 0.040795308, 0.4358033) * go_3(0.0, 0.0); + result += mat4(-0.008429336, -0.007929484, -0.21348138, 0.19799937, -0.0032136212, -0.037011284, 0.060586747, -0.012355498, 0.37488303, -0.626778, 0.45391387, -0.030982537, 0.26613617, -0.027296683, -0.094556324, 0.03054091) * go_3(0.0, 1.0); + result += mat4(-0.0032568173, -0.3056237, 0.0007252052, 0.052250773, -0.05099108, 0.23182255, -0.044636346, 0.08786388, -0.12470104, -0.16238213, 0.16018245, -0.11313074, -0.044513255, -0.2792024, 0.13793966, -0.20955163) * go_3(1.0, -1.0); + result += mat4(-0.14750522, -0.022307748, -0.15649515, 0.15537989, -0.061475005, 0.19822353, 0.0671258, -0.06628393, -0.04068137, 0.22010179, 0.12955783, -0.0517817, 0.02655539, 0.17269138, -0.1296634, 0.030146338) * go_3(1.0, 0.0); + result += mat4(0.061146796, 0.31339607, 0.034430694, 0.10376425, 0.03029668, -0.0401898, -0.1825413, 0.06257798, 0.08390942, -0.31551626, 0.010347497, -0.0031549276, 0.21435012, -0.13221692, -0.021980911, -0.1482502) * go_3(1.0, 1.0); + result += vec4(0.039428633, 0.032666046, 0.16482623, -0.016402772); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.13591515, 0.21395922, 0.040862843, 0.3054825, -0.088837944, -0.6928339, -0.15643471, 0.13081591, 0.07604966, 0.37446347, -0.34723157, -0.17870799, -0.2037286, -0.106576756, 0.25523958, -0.13762575) * g_0; + result += mat4(0.21503459, 0.0373132, -0.008046219, -0.18440363, -0.09729587, 0.043958187, 0.23459528, -0.044009138, 0.1686642, -0.1615934, -0.13173419, -0.079085656, -0.07647595, -0.37286422, -0.06148421, 0.015342882) * g_1; + result += mat4(-0.14785692, -0.2707874, -0.017647093, -0.2908642, 0.5612585, 0.4271698, -0.48191005, 0.11905855, -0.21741737, -0.2821245, 0.29278705, -0.20538986, 0.03150152, 0.03138199, 0.10423793, -0.045527548) * g_2; + result += mat4(0.31277063, 0.07915742, -0.34087706, 0.39680582, -0.022496004, -0.33672526, -0.111507386, 0.025953399, -0.15757395, 0.11465282, 0.28329894, 0.12420795, -0.36261007, 0.46334505, 0.30303243, -0.03249052) * g_3; + result += mat4(0.57927984, 0.06878386, -0.24236098, 0.31338137, 0.10464923, -0.07153124, 0.13588428, -0.02373762, -0.19124955, -0.1138502, 0.17388438, 0.01707623, -0.24228282, 0.04736911, 0.6398566, -0.32334659) * g_4; + result += mat4(-0.54402775, -0.24674532, 0.11212342, -0.09593871, -0.17339998, 0.1323692, -0.1680261, 0.025882099, -0.19121705, 0.1832492, -0.08548955, -0.14068407, 0.13255714, 0.10409962, -0.01394588, 0.22216345) * g_5; + result += mat4(0.2702694, -0.56255573, -0.5357781, 0.05541389, 0.070275396, -0.08012564, -0.13473864, -0.113696516, 0.06642909, 0.23810093, 0.0728827, -0.17656006, 0.48172018, -0.25749484, -0.1752313, 0.33768335) * g_6; + result += mat4(0.46950498, 0.059317388, -0.09860531, -0.006304164, -0.4128484, -0.049649406, 0.2954393, -0.190237, -0.20938443, 0.034176145, 0.063109055, 0.07802573, -0.20652357, -0.23180202, -0.11936575, 0.2589604) * g_7; + result += mat4(0.3843954, -0.08686217, 0.18839231, 0.01876761, -0.03335079, -0.12043262, -0.42323095, -0.02321388, -0.22252762, -0.049455926, 0.2268798, 0.082169, 0.2473631, 0.23347862, 0.002254042, 0.2757807) * g_8; + result += mat4(0.1020188, -0.037612554, -0.33062017, 0.1570476, 0.19851524, 0.35976177, -0.016449552, 0.22057539, 0.20401593, 0.07004227, -0.062413715, -0.10547836, 0.14671406, -0.3905135, -0.038352408, -0.28926837) * g_9; + result += mat4(0.4110517, 0.06280497, 0.16709873, -0.49500167, -0.10045096, -0.2238529, 0.012172345, 0.19666891, -0.16135901, 0.017100533, 0.35809904, 0.35188627, 0.20347194, -0.14602524, 0.71737736, 0.14195462) * g_10; + result += mat4(-0.5236819, 0.4352016, -0.4066126, -0.04252335, 0.1086945, 0.145471, 0.21984594, -0.24670586, -0.07109616, -0.2711473, -0.89353126, -0.3953869, 0.17096898, 0.12978637, -0.42527854, -0.019720567) * g_11; + result += vec4(-0.027689768, -0.16386859, -0.009289161, 0.09287236); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.19380243, 0.020101497, 0.021015864, 0.40521726, 0.038862754, -0.3473658, 0.22289194, -0.2075226, -0.15960178, 0.20686232, -0.19066268, -0.24524036, -0.19289994, -0.6356018, 0.040245753, -0.22887161) * g_0; + result += mat4(-0.06837712, -0.59243137, 0.08107887, -0.18099897, 0.08890105, -0.20113088, 0.0076543097, -0.28404838, -0.39403212, 0.124420464, 0.07661543, -0.16511264, 0.440653, 0.17841326, -0.40957427, -0.055862557) * g_1; + result += mat4(-0.052128255, -0.17906874, -0.0063690864, -0.3027001, -0.12118662, 0.5986499, -0.35075194, 0.11334461, -0.13089949, 0.48732534, 0.31238684, 0.0636065, 0.21470545, -0.12680373, 0.20702313, -0.14277203) * g_2; + result += mat4(-0.13521394, 0.5266374, -0.4765612, 0.32102558, -0.07704129, -0.26604977, 0.36475307, 0.27245706, 0.16729634, -0.04975267, 0.18763311, 0.07594951, -0.20137721, 0.07614109, -0.056586545, 0.35838535) * g_3; + result += mat4(0.22150421, -0.023909386, -0.30742592, 0.54860467, 0.038963366, -0.47929683, 0.001491465, -0.2016597, 0.14891255, -0.12298715, 0.12770613, 0.16882578, 0.52988553, -0.34417477, -0.11196754, 0.038432673) * g_4; + result += mat4(0.10892675, 0.15687913, 0.4061297, -0.2549851, -0.12231971, 0.7066191, -0.038577385, 0.1871752, -0.23520122, 0.6384404, -0.04857454, -0.23879313, -0.26810166, -0.08090798, 0.3287431, 0.15214305) * g_5; + result += mat4(0.16076286, 0.08942198, 0.79264593, -0.5107746, -0.10051664, -0.18325275, 0.31161344, 0.023725776, 0.09911152, 0.1552438, -0.22447744, -0.2995641, 0.27984253, -1.107023, 0.010454479, 0.6606262) * g_6; + result += mat4(0.041668475, 0.16935597, -0.11855577, 0.2013473, 0.2991738, -0.38238418, 0.17906274, -0.27559698, -0.4381387, 0.39814267, -0.40905684, 0.57992136, 0.2830281, 0.12482517, -0.30402762, 0.47808015) * g_7; + result += mat4(0.05201121, 0.3396993, -0.04965309, -0.25744373, -0.13495848, -0.120026626, 0.15645088, -0.20658544, 0.414069, -0.03110071, 0.070210315, 0.028046172, -0.17324251, 0.14329922, -0.14353131, 0.028436944) * g_8; + result += mat4(-0.15607943, 0.98266315, -0.15506491, 0.34884667, -0.16584046, 0.07532187, 0.0062847883, 0.8719761, -0.30521882, -0.34961814, -0.055313803, 0.041199762, 0.2634066, 0.31106153, 0.029962108, -0.017541675) * g_9; + result += mat4(0.1285044, 0.41011113, 0.16163284, -0.40202442, 0.33554438, -0.2626098, 0.18437132, 0.06627138, 0.26390168, -0.23918642, -0.17191365, -0.16348109, 0.30074367, -0.99079835, 0.60264456, 0.050881945) * g_10; + result += mat4(0.3971443, -0.034655187, 0.11870823, 0.39984652, -0.45068088, -0.054210827, -0.27554438, -0.16074227, -0.14983663, 0.35434055, 0.42479035, 0.07799301, -0.4260275, 0.66214204, -0.095251344, 0.09080398) * g_11; + result += vec4(-0.012729538, -0.13335368, 0.14840336, 0.025965473); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!SAVE conv2d_11_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.22341304, 0.26908797, 0.04134543, 0.06961319, 0.32176727, 0.07702703, 0.03751845, -0.13761088, -0.09979559, 0.06891045, -0.01716057, -0.031486046, -0.016294012, 0.0262252, 0.012725462, -0.054174248) * go_0(-1.0, -1.0); + result += mat4(0.0758998, 0.044578414, -0.058127478, -0.04941571, 0.1685694, 0.9547572, 0.3217995, 0.04913146, 0.08628588, -0.49687696, 0.05530926, -0.19010891, 0.0077229803, 0.3938303, 0.18076055, -0.048131783) * go_0(-1.0, 0.0); + result += mat4(0.03656385, 0.23112705, 0.13059878, 0.16223684, -0.2766845, 0.053392846, 0.06446786, 0.19696166, -0.14884388, -0.23103243, -0.07006061, -0.021727445, 0.026394684, -0.31138313, -0.0976933, -0.062459927) * go_0(-1.0, 1.0); + result += mat4(-0.36985022, -0.3396681, 0.035750575, 0.019713784, 0.10074354, -0.34114882, -0.01150834, -0.1436701, -0.36870074, -0.3272402, -0.03879516, -0.094077155, 0.016875539, 0.23895474, -0.14396004, -0.06785279) * go_0(0.0, -1.0); + result += mat4(0.057131216, -0.5966212, -0.13011967, -0.3684052, 0.6414469, 0.45823926, 0.043126952, -0.12702179, 0.029217511, 0.43957123, 0.06747733, 0.35508418, -0.13576074, 0.28117993, 0.1785782, 0.20060769) * go_0(0.0, 0.0); + result += mat4(0.112133466, 0.2773932, -0.047416527, -0.06561597, 0.093935706, 0.032524325, 0.02208551, 0.10400939, -0.0062363064, 0.20578235, 0.124429, 0.045867924, 0.024913216, -0.07508951, -0.1506746, -0.07368737) * go_0(0.0, 1.0); + result += mat4(0.029188056, 0.13675697, -0.10047892, -0.15162368, 0.11152231, 0.17758776, 0.04638467, -0.15375991, -0.08195171, -0.00092798605, -0.11137887, -0.20476487, -0.06701632, -0.38742077, 0.10833869, 0.07575963) * go_0(1.0, -1.0); + result += mat4(0.12579612, -0.13082299, 0.022704111, -0.049295194, 0.02813974, 0.06766161, 0.021488592, -0.22899324, -0.13967377, -0.42789128, -0.15561862, -0.13880157, -0.31957027, -0.051553562, -0.15501565, -0.17607704) * go_0(1.0, 0.0); + result += mat4(-0.014785312, -0.3358245, 0.09859993, 0.17852743, 0.06758491, 0.040827237, -0.014897847, -0.027630018, -0.041637477, -0.10967412, -0.10507281, 0.058183335, -0.01929858, 0.09047934, -0.19679205, -0.16896065) * go_0(1.0, 1.0); + result += mat4(-0.19059956, 0.059083544, -0.07367043, 0.10374235, -0.12928921, 0.16821185, 0.03542259, 0.07853399, -0.029948441, 0.045060057, 0.10522493, 0.15548709, 0.13417992, 0.12784965, 0.068737574, 0.024369959) * go_1(-1.0, -1.0); + result += mat4(-0.2539489, -0.15361321, -0.024794202, 0.23387837, -0.021986792, 0.035640705, -0.053465687, 0.041275553, -0.12349385, 0.11599216, -0.12158652, -0.0016647653, 0.03552641, 0.15126309, 0.10521408, 0.022221778) * go_1(-1.0, 0.0); + result += mat4(-0.09391041, 0.21640098, 0.06468435, 0.021124857, -0.017427467, 0.14731239, 0.0888631, 0.06669842, 0.16802992, -0.042000934, -0.007442969, -0.17762569, -0.106376246, -0.007006815, 0.048836768, 0.07634349) * go_1(-1.0, 1.0); + result += mat4(-0.08242374, -0.35055616, 0.11752318, 0.06287576, -0.08078838, 0.015269983, 0.07802465, 0.036515962, -0.047435157, -0.23535018, 0.10882656, 0.00760307, 0.20816213, 0.16291322, -0.17480974, -0.09656055) * go_1(0.0, -1.0); + result += mat4(0.3776239, 0.48836887, 0.046571143, -0.0005301381, 0.111404456, -0.2056147, 0.0976322, -0.07087254, -0.23208277, 0.64508325, 0.029519977, -0.32163903, 0.12203931, 1.2488136, 0.0713469, -0.12589021) * go_1(0.0, 0.0); + result += mat4(-0.1458724, -0.2927259, -0.11825573, 0.050236594, 0.005908592, 0.009147886, 0.014676971, -0.09960781, -0.031219782, 0.0008116867, -0.16999915, -0.08393424, -0.017762119, 0.15271363, 0.17894958, 0.104973435) * go_1(0.0, 1.0); + result += mat4(0.15102111, -0.017580042, -0.009878415, 0.09603493, -0.14158034, 0.01766169, 0.026301328, 0.14016923, 0.07513633, 0.12250821, 0.14139763, 0.119470306, 0.056335848, 0.011718554, -0.051952817, -0.1087701) * go_1(1.0, -1.0); + result += mat4(0.12267096, 0.22258927, -0.23374331, -0.336529, -0.03149633, -0.26095635, 0.00365308, 0.048830956, 0.035902984, -0.04686918, -0.08079191, -0.17013429, 0.0254567, -0.05592242, 0.0968047, 0.07426071) * go_1(1.0, 0.0); + result += mat4(-0.16953564, 0.074455656, 0.0029755495, 0.20576377, -0.050961535, 0.060958825, 0.014226229, 0.104992926, 0.06942283, 0.29077423, 0.040234245, 0.12337425, -0.012045997, -0.11109262, 0.020255094, 0.08945579) * go_1(1.0, 1.0); + result += mat4(0.2978639, -0.24613461, -0.083074145, -0.2367985, -0.13995647, -0.21201506, -0.16809967, -0.08163256, 0.22451796, -0.21319884, 0.097241744, 0.17276905, 0.059754357, -0.21800114, 0.016986718, 0.059852242) * go_2(-1.0, -1.0); + result += mat4(0.10399378, 0.016165858, 0.006949626, -0.00957426, -0.07206657, 0.85400176, -0.069736175, 0.11563255, -0.15550873, 0.21035826, -0.09730208, 0.21803263, -0.029731166, 0.07174115, -0.075019605, 0.06605764) * go_2(-1.0, 0.0); + result += mat4(0.008660154, -0.1689362, -0.13275097, -0.14157207, -0.06571528, 0.2641335, 0.17738026, 0.016201235, -0.058384545, -0.089386165, -0.10691102, 0.03380599, 0.07696467, 0.010921241, -0.05858657, 0.044599395) * go_2(-1.0, 1.0); + result += mat4(0.29438433, 0.39757052, -0.12448894, -0.14726874, 0.054101802, 0.19893955, 0.0081761405, -0.030686913, -0.09465847, -0.09517581, 0.0046200817, 0.2743172, 0.18768987, 0.2577441, 0.3185588, -0.0043636197) * go_2(0.0, -1.0); + result += mat4(0.30364004, 0.45719072, -0.002478791, -0.25550374, 0.044718135, 0.9974692, 0.27661783, 0.38724384, 0.20643012, -0.36335453, 0.04044719, -0.15773767, 0.019318745, -0.015368104, -0.13033883, -0.21446472) * go_2(0.0, 0.0); + result += mat4(0.17225221, -0.2870429, -0.11031537, -0.20985241, -0.1813215, 0.47034717, 0.19177493, 0.1565604, -0.22090979, -0.1778559, -0.15998572, 0.20591277, -0.27751637, -0.17734572, -0.22385214, 0.2001247) * go_2(0.0, 1.0); + result += mat4(0.09103924, 0.012440279, -0.11811386, -0.28955194, -0.024203198, -0.014690502, -0.041423846, 0.0062359073, 0.06732812, -0.040848043, -0.0807372, -0.06598595, -0.020464217, 0.35617942, 0.054869782, -0.06990699) * go_2(1.0, -1.0); + result += mat4(-0.22022852, -0.30250633, -0.008539953, -0.17535509, 0.048545327, -0.06961757, 0.1520779, 0.15551318, 0.145789, 0.41386685, 0.19608185, 0.02285933, 0.19650589, 0.1140758, 0.058065582, 0.06438903) * go_2(1.0, 0.0); + result += mat4(0.17500387, 0.009752107, -0.08735754, -0.40322778, -0.04718948, -0.1520063, 0.015334469, 0.055586398, -0.06315823, 0.01381341, 0.06333497, 0.20780154, -0.14789844, 0.008873181, 0.20424104, 0.18570045) * go_2(1.0, 1.0); + result += mat4(0.17809622, -0.054737452, 0.045792647, -0.05761767, 0.1530876, -0.058534857, -0.008100565, 0.036446143, 0.27693272, 0.3004126, -0.1283306, -0.50103384, -0.3350802, 0.09919993, -0.10481551, 0.059236333) * go_3(-1.0, -1.0); + result += mat4(0.08178473, 0.01796507, 0.045470674, -0.1395204, -0.07053285, -0.15308544, -0.016434597, 0.09957456, 0.07303232, 0.5558379, 0.1058254, -0.12340164, -0.37540868, 0.20688659, 0.11254531, 0.08988308) * go_3(-1.0, 0.0); + result += mat4(-0.115479395, -0.04145597, -0.02444945, -0.0012505532, -0.016777854, -0.21254961, -0.11969028, -0.10986302, 0.34061527, 0.35168666, 0.19457188, -0.25304377, 0.089430355, -0.13593785, -0.03715568, -0.07161111) * go_3(-1.0, 1.0); + result += mat4(0.135465, 0.16024914, -0.16819438, -0.076060556, 0.14722055, -0.12402309, -0.091675736, -0.11345004, 0.3370019, 0.21161243, 0.08165217, 0.26650387, 0.11799823, 1.1248134, 0.031586587, 0.40626523) * go_3(0.0, -1.0); + result += mat4(-0.3881156, 0.075572714, -0.2955678, -0.04820779, -0.14431494, 0.17108414, -0.031334974, 0.14272547, 0.10431918, -0.92185026, -0.550305, -0.09849551, -0.19279402, 0.47034186, 0.38574138, 0.5469418) * go_3(0.0, 0.0); + result += mat4(0.07301299, -0.1655295, 0.0851716, 0.0349889, 0.037978686, -0.34476924, -0.09894407, -0.09279173, -0.017504893, 0.16626996, 0.23299451, -0.29538614, -0.035250418, 0.102075204, 0.014679606, 0.05283856) * go_3(0.0, 1.0); + result += mat4(0.082496785, -0.047353677, -0.1036778, -0.014507561, 0.091381975, -0.07229443, -0.03069601, -0.07463806, 0.2173226, 0.061551273, 0.01672064, 0.065622196, 0.1645865, 0.08651663, 0.18979368, 0.2012662) * go_3(1.0, -1.0); + result += mat4(-0.2116467, -0.26988897, -0.049475558, 0.18609211, -0.08837133, -0.219245, 0.05900789, -0.007832284, -0.028579885, 0.20587349, -0.07297767, -0.19551088, 0.052455146, -0.24630548, 0.12438646, -0.017073039) * go_3(1.0, 0.0); + result += mat4(0.15815273, -0.13286865, -0.036927793, -0.118895106, 0.06876401, -0.08193885, -0.073907554, -0.17851423, 0.025570622, -0.05206693, 0.0054880823, -0.14550385, 0.031355973, -0.0617539, -0.09522895, 0.007602468) * go_3(1.0, 1.0); + result += vec4(0.10656278, 0.12657918, 0.16990805, -0.12699938); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!SAVE conv2d_10_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.07384766, -0.027958225, 0.37361667, -0.082532816, 0.14156812, 0.02939518, 0.22737388, 0.19935979, -0.090212055, 0.04403584, 0.18456662, -0.026585983, 0.22868252, 0.09938934, -0.08726494, -0.115827106) * go_0(-1.0, -1.0); + result += mat4(-0.09788985, -0.3116416, 0.35298944, -0.08990593, 0.16181462, -0.22193117, -0.5422943, 0.23932208, 0.15739329, -0.06103239, 0.7953177, -0.047183976, 0.21341586, 0.19858226, 0.0016054768, 0.054749873) * go_0(-1.0, 0.0); + result += mat4(-0.026696216, 0.061291914, -0.35742328, 0.00082715444, 0.10632543, -0.09428293, -0.12645036, -0.043706786, 0.09915236, 0.13788143, 0.15950204, -0.089837976, 0.04461279, -0.054954246, 0.04740199, 0.07014664) * go_0(-1.0, 1.0); + result += mat4(-0.12016896, 0.16669498, 0.26552972, -0.35876223, 0.045097463, -0.15016092, -0.0988156, -0.416339, -0.0101760905, 0.26459762, 0.31927487, -0.16307381, 0.12096833, -0.06770049, -0.017283063, 0.013299284) * go_0(0.0, -1.0); + result += mat4(0.15951112, 0.14506923, 0.6747884, -0.24716964, -0.3413045, -0.2017185, -0.9612693, 0.5421329, -0.16023788, 0.32216108, 0.062496744, 0.21633703, 0.004581572, 0.2359334, -0.35295007, 0.09726352) * go_0(0.0, 0.0); + result += mat4(0.13874753, -0.0063067, -0.14469895, 0.11554976, -0.019183924, -0.04544159, -0.29430693, -0.10431769, 0.15769906, 0.00601582, -0.454376, -0.11790236, 0.16000259, 0.29670846, -0.9759625, 0.31053123) * go_0(0.0, 1.0); + result += mat4(0.014491841, 0.0074491766, -0.09696308, -0.09127842, -0.03579932, -0.20163259, -0.21284793, -0.261139, 0.24359487, 0.14113441, 0.23983651, -0.16634561, -0.09547295, 0.10859189, 0.13468629, 0.33521304) * go_0(1.0, -1.0); + result += mat4(0.008276171, 0.12959969, 0.5093179, 0.002464717, 0.016199486, -0.03156574, -0.4428472, -0.10885838, -0.049632378, 0.2476587, 0.07033375, -0.20044556, 0.04982328, 0.19631135, -0.33776414, -0.6421577) * go_0(1.0, 0.0); + result += mat4(-0.04192616, 0.06393284, 0.07120974, 0.076716706, -0.09867013, -0.13239172, 0.012114291, -0.038557116, 0.029985918, 0.022090917, 0.07777519, 0.008410333, 0.0034299784, 0.062100925, -0.38884223, -0.01593217) * go_0(1.0, 1.0); + result += mat4(-0.013629574, -0.06545711, 0.14423661, -0.03981215, -0.052800525, -0.058425374, -0.05814048, -0.11337634, 0.05479856, -0.010584571, -0.22650285, 0.056241333, -0.1396656, -0.0010838923, -0.30166936, 0.040658727) * go_1(-1.0, -1.0); + result += mat4(0.045267094, -0.086306006, -0.05226326, 0.1539859, -0.02723665, -0.13326567, 0.22143897, -0.018399606, 0.12181383, 0.1452545, -0.3973738, -0.10285705, -0.15147118, -0.28072536, 0.4379245, -0.06340889) * go_1(-1.0, 0.0); + result += mat4(0.14590915, 0.034363795, -0.02217679, 0.15465777, -0.020056443, 0.06256286, 0.00068213895, -0.004845135, 0.10313473, 0.13895464, -0.0957288, 0.10452721, -0.06313026, -0.06739777, 0.16052145, -0.115432285) * go_1(-1.0, 1.0); + result += mat4(-0.083468825, 0.15143521, 0.19880214, -0.0054416056, -0.1074472, 0.027439727, -0.16624895, -0.026701076, -0.046576414, -0.061388403, 0.34304553, -0.08921803, 0.09399348, -0.043658186, -1.3050584, -0.07285428) * go_1(0.0, -1.0); + result += mat4(-0.2544287, -0.38059148, 0.7181705, -0.44567156, 0.10387618, 0.06472145, 0.08178852, -0.016514499, -0.1630076, -0.16066378, -0.19193888, -0.24423774, -0.14821364, -0.28755048, -0.1322022, 0.25716448) * go_1(0.0, 0.0); + result += mat4(0.13228743, 0.24624044, 0.10462062, 0.26341802, 0.035913363, 0.09206641, 0.044785645, 0.010443224, 0.05206244, 0.008345797, -0.32408288, -0.2484674, -0.027154556, 0.0006338974, 0.09008037, 0.027416239) * go_1(0.0, 1.0); + result += mat4(-0.061936356, -0.07008738, -0.22344092, 0.20339371, 0.03216865, 0.103117235, 0.10232644, 0.10809929, 0.08320763, 0.058004253, -0.06520991, 0.038012277, -0.12916973, -0.1150849, -0.03713365, -0.0886423) * go_1(1.0, -1.0); + result += mat4(0.3213531, 0.1826207, 0.022152286, 0.025484305, -0.054090437, 0.08160166, 0.13491987, -0.06896833, 0.10781034, 0.08944192, -0.34036443, -0.018937334, -0.18917687, -0.13239872, 0.11581373, -0.038915917) * go_1(1.0, 0.0); + result += mat4(-0.20916902, 0.08310064, 0.19347866, 0.29880634, -0.007023385, 0.005319598, -0.06649972, 0.03248317, -0.04066817, -0.06176127, -0.41747397, 0.14132817, -0.021392342, -0.021360394, 0.101215124, -0.05375729) * go_1(1.0, 1.0); + result += mat4(-0.008702178, -0.03840238, 0.13321695, 0.065163925, -0.062342774, -0.030948557, 0.0069512874, -0.2634128, -0.09415655, 0.02985776, 0.021763485, 0.27137864, -0.21608604, -0.19126832, -0.37335086, -0.16941321) * go_2(-1.0, -1.0); + result += mat4(0.04631249, 0.33492458, -0.6266605, 0.20180638, 0.039800193, -0.14341171, -0.8203481, 0.04878081, 0.008235832, 0.15065777, -0.32971388, 0.1828355, -0.1510293, -0.17637968, 0.125366, -0.06719769) * go_2(-1.0, 0.0); + result += mat4(-0.014685718, -0.04156494, 0.2728874, -0.106735535, -0.1312142, -0.05991217, 0.15173748, -0.09276527, 0.027946949, 0.12980466, 0.017537035, 0.058945708, -0.11254791, -0.06708247, -0.28308856, -0.058375884) * go_2(-1.0, 1.0); + result += mat4(0.2220684, -0.19030218, -0.1259754, 0.09647918, -0.20530927, -0.16737363, -0.055208467, -0.067288965, 0.1428622, 0.08903465, 0.494294, 0.28669015, -0.17464463, -0.2190753, 0.13515279, 0.24887499) * go_2(0.0, -1.0); + result += mat4(-0.24211104, -0.11129136, 0.03340221, 0.49835417, -0.11755811, -0.732711, -0.3876752, 0.6178176, 0.1437329, -0.05131951, -0.16705558, -0.3823752, -0.23198022, -0.27967533, 0.7223488, -0.5565778) * go_2(0.0, 0.0); + result += mat4(-0.04738433, -0.14606567, 0.22317784, 0.0055712103, -0.064653076, -0.16446865, -0.10802961, -0.10179589, 0.060855757, 0.22762765, -0.037358448, 0.24772792, -0.15458576, -0.0770241, 0.43480682, 0.008342627) * go_2(0.0, 1.0); + result += mat4(0.117756896, -0.06760757, 0.12629354, -0.13241243, -0.05329636, 0.031004142, 0.19809054, 0.1504123, -0.024029436, -0.011011192, -0.014698134, 0.12855798, 0.027526522, -0.102618076, -0.2597635, -0.23887417) * go_2(1.0, -1.0); + result += mat4(-0.012681944, 0.088339254, 0.58977854, 0.020116867, -0.30643263, -0.11593101, 0.2829653, -0.060883448, 0.027514484, -0.19997032, -0.12530403, 0.3302542, -0.10344085, -0.0644199, -0.11374762, 0.38778695) * go_2(1.0, 0.0); + result += mat4(0.073869206, -0.059440095, -0.016326021, -0.08571949, -0.04171866, 0.042949438, 0.13984677, -0.15829174, -0.025245706, 0.0059198164, -0.0432442, 0.20765327, -0.058762096, 0.11539401, 0.036120266, 0.24331446) * go_2(1.0, 1.0); + result += mat4(0.012567978, 0.07251118, -0.12190053, 0.10283353, 0.088345066, 0.0017397653, -0.2381744, 0.101314925, 0.022791719, -0.043069735, -0.15024713, -0.072577685, 0.19976862, -0.059844784, 0.38824072, 0.0020866133) * go_3(-1.0, -1.0); + result += mat4(0.27314463, 0.0739519, 0.08960633, 0.03709254, 0.032681584, 0.22859, -0.41635752, -0.07382896, 0.13144481, -0.24017848, 0.07981319, 0.15370876, 0.059314378, 0.29214182, -0.39464346, -0.13867916) * go_3(-1.0, 0.0); + result += mat4(-0.005685388, -0.039528795, -0.055917054, -0.06578973, 0.020702876, -0.00709528, 0.08486715, -0.0075865295, 0.05714374, -0.27417144, 0.4555885, 0.013780273, 0.05096835, 0.159233, -0.05228782, 0.15794256) * go_3(-1.0, 1.0); + result += mat4(-0.0010807351, -0.022064442, 0.13078515, 0.11357431, 0.11269685, 0.029679844, 0.14385091, 0.10241993, 0.030162932, -0.016101424, 0.20761637, 0.4683215, 0.03091817, -0.58406824, -0.3438075, 0.3653469) * go_3(0.0, -1.0); + result += mat4(-0.016927537, 0.13944507, -0.38772225, -0.11645372, -0.1683389, -0.081295304, 0.271328, 0.14980802, 0.47266555, 0.04091753, 0.006903156, -0.00832747, -0.056511678, 0.06924621, -1.0780094, 0.1268596) * go_3(0.0, 0.0); + result += mat4(-0.21017683, -0.077091806, 0.28906518, 0.022843512, -0.062092084, -0.017447937, 0.25115407, -0.1367289, 0.0021664056, 0.0034106125, 0.5305142, -0.029012429, -0.014483031, 0.05575314, -0.35784876, -0.09252365) * go_3(0.0, 1.0); + result += mat4(0.008859689, 0.06481962, 0.09483335, 0.18473764, 0.0015982646, -0.06144117, 0.054042596, -0.19934553, -0.20250106, 0.096015476, 0.21697922, 0.6265738, -0.16049659, -0.33120447, 0.27775142, 0.14459921) * go_3(1.0, -1.0); + result += mat4(-0.11195867, 0.21663944, 0.5021048, 0.04712746, 0.08637696, 0.07792573, 0.23626573, -0.075164914, 0.06574307, -0.16795279, 0.06829719, -0.027584063, -0.015064924, -0.057976205, 0.14589287, -0.15683101) * go_3(1.0, 0.0); + result += mat4(0.07626267, -0.03523683, 0.106941625, -0.15825523, 0.032598946, 0.038718563, -0.016688785, -0.054390162, 0.05544311, 0.13933052, 0.078817375, -0.10183935, 0.041770034, 0.032732744, 0.062236354, 0.0068387473) * go_3(1.0, 1.0); + result += vec4(-0.11589812, -0.123082116, -0.003926807, -0.15363532); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_12 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.25229862, 0.22394362, 0.0050771693, -0.07544911, -0.11078993, -0.14940143, 0.009394699, 0.0110528935, 0.044721916, 0.26324025, -0.046336185, 0.38099283, 0.053437576, -0.07238376, -0.090147175, 0.5568665) * g_0; + result += mat4(0.036739275, -0.2334262, 0.032853063, 0.24364692, -0.122930475, 0.1975849, -0.01315444, -0.13528247, -0.014283123, 0.057573725, 0.058717266, 0.16260214, 0.03097313, -0.11750414, -0.18610783, -0.23006414) * g_1; + result += mat4(0.37318927, -0.26915783, 0.035015646, 0.2676218, 0.1748369, 0.094052985, -0.11020892, -0.14514406, 0.004877109, -0.26225975, 0.13958913, -0.16787122, 0.06908459, -0.10446216, -0.028498875, -0.28281447) * g_2; + result += mat4(0.1980342, 0.021963626, -0.03271427, 0.28889674, 0.043385092, -0.16916741, -0.008713317, 0.00013464666, 0.0819348, 0.0152427135, -0.14862345, -0.15659885, -0.050634, 0.04153691, 0.042288564, 0.00585241) * g_3; + result += mat4(-0.17560056, 0.3521319, 0.20137301, -0.25535235, 0.030570813, 0.2411823, 0.053508975, -0.34454364, 0.22279017, -0.41471666, -0.15029109, 0.22158626, -0.08751699, -0.09357398, 0.20704596, -0.20073438) * g_4; + result += mat4(0.15419295, 0.31318265, 0.004593545, 0.78029615, -0.16751337, -0.32214537, -0.44051525, 0.22405408, -0.0064655836, 0.36599794, -0.26032063, 0.1850997, 0.13661511, -0.49070612, -0.34533858, 0.16373816) * g_5; + result += mat4(0.09806042, 0.36764845, 0.11531638, 0.073847674, -0.16854957, -0.19408809, -0.16800502, -0.12827317, -0.5168489, 0.030958507, -0.03509507, 0.086487584, 0.01842899, -0.10123225, -0.17940263, -0.028054722) * g_6; + result += mat4(0.21619087, -0.05322262, -0.31423846, 0.37783054, 0.20402598, 0.53124064, -0.012658878, 0.20003271, -0.17958061, -0.37326333, -0.24583863, 0.057008818, -0.13031931, -0.031875104, -0.2130229, 0.44612458) * g_7; + result += mat4(0.25865164, -0.28258085, 0.09512834, 0.054259088, 0.25939894, 0.38799945, -0.33007956, 0.6692063, -0.22719514, 0.16910313, 0.056874167, 0.016987909, -0.19956954, -0.20683451, -0.19937307, -0.41771019) * g_8; + result += mat4(0.23592101, -0.15792374, -0.06965535, 0.30855724, -0.22757038, 0.12033792, 0.3199687, 0.2674324, 0.112318985, -0.14153072, -0.13629095, 0.13337436, 0.09185144, 0.24124412, 0.028630963, 0.22709718) * g_9; + result += mat4(0.44043523, 0.32490492, -0.117098905, 0.38431495, 0.07962198, 0.1517891, 0.22628377, 0.13990402, 0.38505656, -0.014830039, 0.20684186, 0.065970615, -0.054330014, -0.046108313, 0.49422976, 0.13082288) * g_10; + result += mat4(-0.08174229, -0.013488396, -0.09494761, 0.31210786, -0.14530393, -0.22510533, -0.30971226, -0.17040919, -0.64233893, -0.07164386, -0.20537859, -0.17981663, -0.0060102916, -0.10167985, -0.24380594, 0.36305648) * g_11; + result += mat4(-0.23301682, -0.19649999, -0.0016176507, 0.7897105, -0.68460715, -0.06446943, -0.5841334, -0.17928797, 0.021772655, 0.46175778, 0.36450028, 0.27175686, -0.03546283, -0.19889158, -0.24603742, -0.090037055) * g_12; + result += mat4(0.1085313, 0.04249687, 0.13247591, 0.09551512, -0.37197208, 0.3261908, -0.13848339, -0.13538006, 0.13875476, -0.3748712, -0.21430004, 0.09772982, -0.35635203, 0.13196826, -0.09840773, -0.21841893) * g_13; + result += vec4(0.062238827, 0.069814906, -0.107347876, 0.64385885); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf1 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_12 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.22607668, 0.021170171, -0.06774968, -0.019062893, -0.029051676, 0.029224426, 0.097410545, 0.07505055, 0.17470665, -0.025774082, -0.041022647, 0.07615996, 0.031361237, -0.18075092, -0.01981288, 0.30251572) * g_0; + result += mat4(-0.2228827, -0.18372375, 0.17952546, 0.031262513, 0.10978829, 0.095414534, -0.11202218, -0.017824037, 0.13419671, -0.056704585, 0.086960495, 0.089463, 0.0436869, 0.1987542, -0.24825421, -0.14668585) * g_1; + result += mat4(-0.2848745, -0.09242928, 0.24002336, -0.06059541, -0.0066300016, 0.050746392, -0.26092768, -0.060129635, -0.2699064, -0.13927452, 0.3134039, -0.21668927, 0.0028670141, 0.044556674, 0.040246494, -0.26040232) * g_2; + result += mat4(0.08408219, -0.038882803, -0.08522774, 0.1714629, -0.03067602, -0.10863579, 0.072058044, -0.012343554, -0.0076697394, 0.17840211, -0.2823912, 0.11976201, -0.05657313, 0.092938855, -0.060931504, 0.06991858) * g_3; + result += mat4(0.09868284, 0.054261737, 0.13327791, -0.14897001, -0.06348394, 0.11385057, 0.09684055, -0.084950894, -0.3038146, -0.08645148, 0.035114545, -0.07148952, -0.15862693, 0.26620075, -0.018059343, 0.35772058) * g_4; + result += mat4(-0.4964452, -0.32340884, 0.5129584, -0.090460144, 0.28658384, -0.117274396, 0.25311428, 0.119918026, 0.27442876, -0.19332558, -0.40261742, -0.0627285, -0.36318043, -0.07865861, -0.11114984, -0.1290027) * g_5; + result += mat4(0.42158237, -0.032889403, 0.034080755, 0.25719455, -0.18799819, 0.0981468, 0.22785765, -0.07262642, 0.22532979, -0.09519116, -0.1005627, 0.1767603, -0.100850165, -0.06818755, 0.0059797456, -0.0718568) * g_6; + result += mat4(0.12787001, -0.20670003, 0.0034799385, -0.024907416, 0.04423561, -0.13276835, -0.102332935, 0.14673741, 0.08700579, 0.08124997, -0.009865786, 0.041748982, -0.076119795, 0.09744985, 0.13542135, 0.12240728) * g_7; + result += mat4(-0.1702021, 0.18497302, 0.06786661, -0.09040049, 0.15212716, 0.055503774, 0.020584844, 0.24927403, 0.23556694, -0.1571619, -0.02012801, 0.08423509, -0.114376806, -0.04171382, 0.040876187, -0.116261706) * g_8; + result += mat4(-0.0854133, -0.023111762, 0.3320211, -0.21760856, -0.169973, 0.22671382, 0.4513697, 0.35962802, -0.1499719, 0.24696982, -0.29979527, 0.006662296, 0.20241787, -0.2276791, 0.059445832, 0.18853071) * g_9; + result += mat4(-0.026398154, 0.124663144, 0.20381314, 0.2053697, 0.010302614, -0.050437275, 0.033807695, 0.014369258, -0.20720173, 0.05919782, 0.008449617, -0.31949872, 0.011598942, -0.0432789, 0.12732887, 0.049919438) * g_10; + result += mat4(-0.06617085, 0.023928246, 0.1698239, 0.19584818, 0.022199618, -0.0040151025, -0.14364237, -0.06734091, 0.49634683, 0.40206975, -0.023004102, 0.16953272, 0.13243976, -0.47359994, 0.18358715, -0.15007599) * g_11; + result += mat4(0.03754883, -0.84370553, -0.0057923268, -0.06449944, 0.09488198, -0.09577232, 0.31362334, -0.09768442, 0.15369056, -0.16346063, 0.41194627, 0.10364933, -0.2073915, -0.15944852, -0.57649344, 0.1580545) * g_12; + result += mat4(-0.3224099, -0.17332473, 0.12429976, -0.12284861, 0.32270268, 0.2888736, -0.20192772, 0.15415959, -0.10240418, 0.09524166, -0.14117688, -0.1239787, 0.0015336396, 0.10390812, 0.20461708, -0.12672688) * g_13; + result += vec4(0.01866206, -0.01430976, -0.04231479, 0.06331023); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x3x3x16 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!SAVE conv2d_13_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09638616, 0.041973136, 0.032690834, 0.0017506832, 0.035889357, 0.046528358, 0.06497702, 0.06353481, -0.07129311, -0.027845494, 0.003971696, 0.015161773, -0.016153565, -0.02228567, -0.011083082, 0.037676543) * go_0(-1.0, -1.0); + result += mat4(0.2134379, 0.26289365, 0.1335757, 0.13036838, -0.08787389, -0.106764, -0.048054244, 0.17788094, -0.15528837, -0.11408854, -0.06642222, -0.07838564, -0.09646518, -0.116988175, -0.22729287, -0.11145718) * go_0(-1.0, 0.0); + result += mat4(0.09568265, 0.006643416, 0.11656759, -0.049414653, 0.14153476, -0.04269765, 0.09150523, 0.26861703, 0.16641477, -0.1080059, 0.22390138, -0.08730618, -0.01928994, -0.06351, -0.0022028533, 0.04301657) * go_0(-1.0, 1.0); + result += mat4(-0.11731019, -0.040432923, -0.1977298, -0.17696093, -0.09182833, 0.071209684, -0.120773874, 0.021507429, -0.016429326, 0.04448132, 0.0681032, 0.044070866, -0.14647268, 0.008662263, -0.06507026, -0.075289875) * go_0(0.0, -1.0); + result += mat4(0.5694518, -0.6138523, 0.28939885, -0.06047394, 0.11681902, -0.7026379, 0.20342608, 0.07128985, 0.06697409, 0.2678358, 1.1430641, 0.20436136, -1.6117494, 0.2799715, -0.01652429, -0.16711035) * go_0(0.0, 0.0); + result += mat4(0.15830286, 0.16772346, -0.03232187, 0.029600514, -0.18494213, -0.25623813, 0.15487063, 0.06255487, -0.058094956, 0.19903323, 0.4756497, 0.6381142, -0.036022857, -0.09470495, 0.046093524, 0.031300675) * go_0(0.0, 1.0); + result += mat4(-0.38466138, 0.16052443, -0.13819315, -0.059899956, 0.14069949, -0.1297194, 0.105595976, 0.13371274, 0.06298681, -0.038837492, 0.08675327, 0.1501906, 0.031129224, 0.029751344, -0.06775066, -0.047534525) * go_0(1.0, -1.0); + result += mat4(0.097809926, -0.14269543, -0.14661346, -0.1819761, -0.023082452, 0.19019675, -0.15678905, -0.07669464, -0.07322769, -0.30472377, 0.33603573, 0.22620338, 0.05328552, 0.030486144, -0.037603505, -0.081246674) * go_0(1.0, 0.0); + result += mat4(-0.15090303, -0.0650902, 0.11741429, -0.003369476, 0.043803368, 0.13717425, -0.038966697, -0.05230889, -0.0042353314, -0.017051768, 0.102879845, 0.044044945, -0.012893164, 0.0152335, 0.015073082, 0.08049258) * go_0(1.0, 1.0); + result += mat4(-0.07802851, -0.07544602, -0.0039040581, -0.03915584, 0.115673676, -0.024907975, -0.011459969, 0.026098263, 0.043594692, 0.10627707, 0.027093858, 0.051561285, 0.071452856, -0.1758179, 0.28485832, 0.28952092) * go_1(-1.0, -1.0); + result += mat4(-0.052147392, 0.18546684, 0.19015399, -0.053752594, -0.29468048, 0.010600442, -0.09287294, -0.09246605, 0.17687573, -0.04858957, 0.06478161, -0.0035372626, 0.5927226, 0.38359696, 0.33155236, 0.13010578) * go_1(-1.0, 0.0); + result += mat4(0.04136322, 0.11806175, 0.19966072, 0.07308716, -0.09563447, -0.064514905, -0.0077517326, 0.11964638, -0.1460613, 0.02240298, 0.014256963, -0.0123070385, 0.1897282, -0.0058207656, 0.040057864, -0.49406672) * go_1(-1.0, 1.0); + result += mat4(-0.43775788, -0.25118434, -0.3468631, -0.30180287, -0.27033472, -0.0023914252, 0.053275872, -0.021835659, 0.02879347, 0.036559265, 0.044093054, 0.12771723, 0.2702892, -0.2581491, -0.059361164, -0.046974897) * go_1(0.0, -1.0); + result += mat4(-0.03310008, -0.5622936, 0.5419483, -0.3599514, 0.2634039, 0.3500813, 0.4152074, 0.24876466, -0.2629078, -0.18554081, -0.76194984, -0.54471385, 0.72921526, 0.3316481, -0.20936906, -0.16736485) * go_1(0.0, 0.0); + result += mat4(0.07884802, 0.16494922, 0.2734585, -0.09396988, -0.14178166, -0.105561115, 0.006780099, 0.063054875, 0.12384575, -0.163967, -0.19682601, -0.1647527, 0.59927565, 0.24755491, -0.29760644, -0.074884824) * go_1(0.0, 1.0); + result += mat4(-0.186745, 0.21136905, 0.027726538, 0.08498169, 0.009122279, 0.01566938, -0.051473126, 0.014151464, 0.04580383, 0.02071651, 0.14929157, 0.17253524, -0.034080226, 0.07048439, -0.11602547, -0.12655921) * go_1(1.0, -1.0); + result += mat4(-0.2831727, -0.21816732, -0.37266397, -0.26041594, -0.18912914, -0.13482115, -0.10902061, -0.110694066, -0.20758803, -0.07158453, 0.14401175, 0.1590672, 0.27700564, -0.3202948, -0.23177631, 0.060082316) * go_1(1.0, 0.0); + result += mat4(0.16861005, -0.13237478, -0.12109852, -0.16306286, 0.032467425, 0.009778175, -0.05084063, 0.02528882, -0.028993038, -0.06119019, 0.0124081755, -0.0819979, -0.2308113, -0.23910572, 0.3170529, 0.22742116) * go_1(1.0, 1.0); + result += mat4(-0.19654512, 0.037653327, -0.015190324, 0.038381096, 0.034783594, -0.16242851, 0.07052334, 0.0019672879, 0.08069976, 0.090035714, 0.12597767, -0.00065050717, -0.10528094, 0.015088367, -0.045706235, -0.14849594) * go_2(-1.0, -1.0); + result += mat4(-0.0981129, -0.0044483114, 0.00918156, 0.28903985, 0.23872024, 0.11113565, 0.23359483, 0.21115206, 0.2144387, 0.106830046, 0.03875094, -0.14864162, 0.19366172, 0.21310017, 0.06280982, -0.0581721) * go_2(-1.0, 0.0); + result += mat4(-0.22814496, -0.08812413, -0.25392863, -0.02752917, 0.05930787, 0.08304853, -0.04027662, -0.010756739, 0.034590207, 0.070662424, 0.15285444, 0.058270697, -0.022838322, 0.024096202, 0.01309858, -0.10489201) * go_2(-1.0, 1.0); + result += mat4(0.17219496, -0.0066256993, 0.1442649, -0.07291206, 0.34312358, -0.24952441, 0.040031537, 0.18302973, 0.0015231773, 0.24825755, -0.01807878, -0.037405558, 0.21687117, 0.02481246, -0.08312088, -0.14397743) * go_2(0.0, -1.0); + result += mat4(0.2859165, 0.6145777, 0.060804237, 0.22117847, -0.25534254, 0.3753605, 0.4193899, 0.06387241, -0.13308842, 0.0012660836, -0.055252563, -0.2552111, 0.8831952, -0.16249466, 0.76958305, 0.3658401) * go_2(0.0, 0.0); + result += mat4(-0.14865848, -0.13086087, 0.17719927, 0.2801542, 0.3776111, 0.20903045, 0.1710449, 0.25524843, 0.11910105, 0.034738105, -0.12101939, -0.22116004, 0.11605619, 0.16838482, -0.07223086, -0.15225673) * go_2(0.0, 1.0); + result += mat4(0.101802975, -0.12683764, -0.21380596, -0.19243564, 0.017763488, 0.0076850834, -0.0107422285, 0.058099743, 0.03071978, 0.02958345, 0.09209252, -0.012379192, -0.058930825, -0.07321041, -0.09178575, -0.09764888) * go_2(1.0, -1.0); + result += mat4(0.2205578, -0.053928245, -0.14290524, -0.18790527, 0.002521159, -0.23389481, 0.11274272, 0.17174199, 0.2128134, 0.14586388, 0.08666812, 0.052028902, 0.024853414, -0.027658377, 0.033780072, -0.0045349374) * go_2(1.0, 0.0); + result += mat4(-0.053073518, 0.12716359, 0.008456044, 0.014315154, 0.01918925, -0.13495505, 0.08007481, 0.08627198, 0.024612406, 0.0021514448, 0.04478567, -0.034171678, 0.0027070146, 0.0149149615, -0.15999815, -0.1866448) * go_2(1.0, 1.0); + result += mat4(0.040357295, -0.12759757, 0.03543834, -0.029329961, -0.078925595, 0.07807751, 0.08971355, -0.05469623, -0.08630596, -0.11219292, -0.08082983, -0.020131797, -0.04191703, 0.22003745, -0.28878415, -0.132956) * go_3(-1.0, -1.0); + result += mat4(0.021098461, 0.048261415, -0.121181525, -0.24724431, 0.32716268, 0.03046708, -0.28138334, -0.22871564, -0.15983087, 0.10721642, -0.14833531, -0.115366876, -0.393837, -0.62930757, -0.29534766, 0.02588463) * go_3(-1.0, 0.0); + result += mat4(-0.03972534, -0.051577512, -0.04452277, -0.12650263, 0.15491997, -0.026459083, 0.009715449, -0.20551588, -0.042652152, 0.119186826, -0.13313279, -0.13183416, -0.20730016, 0.003008999, -0.19962612, 0.1760052) * go_3(-1.0, 1.0); + result += mat4(0.1724579, -0.3179752, 0.18908302, 0.40730157, 0.44569418, -0.038390577, -0.13144472, -0.18369946, -0.1654486, -0.2106428, -0.084723935, 0.10262653, -0.26097777, 0.15257284, -0.36599034, -0.30871773) * go_3(0.0, -1.0); + result += mat4(-0.21338613, 0.680362, 0.079820015, 0.6081361, -0.9754953, -0.33735132, -1.2323227, -0.17950675, -0.31327835, 0.4732144, 0.22757599, 0.23051551, -0.8099572, -0.49106973, 0.96547806, 0.30975753) * go_3(0.0, 0.0); + result += mat4(0.16933723, 0.17994887, -0.38310486, -0.4208871, 0.373761, 0.20749316, -0.080664486, -0.26229286, -0.04797456, 0.28605196, -0.040223103, -0.034632236, -0.5650002, -0.38834664, 0.14565933, 0.1488285) * go_3(0.0, 1.0); + result += mat4(0.32558438, -0.18572666, 0.049500592, 0.2319145, -0.23547912, 0.2740939, 0.027905073, -0.022077003, 0.10860379, -0.15617043, -0.097419575, -0.11391895, -0.4266203, 0.060962453, -0.12154808, -0.19734453) * go_3(1.0, -1.0); + result += mat4(-0.07880791, -0.2247225, 0.445858, 0.3889803, 0.14111102, 0.378859, 0.040187526, -0.021096235, 0.04169405, -0.075737596, 0.046068836, 0.11624106, 0.08169536, 0.3022304, -0.24427707, -0.34422734) * go_3(1.0, 0.0); + result += mat4(0.13501012, -0.07389663, -0.010668981, -0.069029465, 0.06960202, -0.067375034, 0.08431378, 0.04207825, -0.121635035, -0.051126126, -0.1546829, 0.00073073455, -0.20674464, 0.27346626, -0.15771666, -0.024096) * go_3(1.0, 1.0); + result += vec4(-0.17614856, -0.14261112, 0.14600825, 0.20389698); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_12 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_14 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.3378193, 0.013861057, 0.19208853, -0.05050854, 0.08691835, 0.16724123, 0.10351982, -0.40157926, -0.055889476, -0.040115904, -0.13351472, -0.7937818, 0.18700145, 0.109559685, -0.119053595, -0.12651901) * g_0; + result += mat4(0.05863214, -0.011048432, 0.22007701, -0.21624403, -0.06139813, -0.06766812, 0.022506371, 0.17585056, -0.37994936, -0.018394569, 0.5127985, -0.19700864, -0.07880973, 0.15687309, -0.12574019, -0.19570859) * g_1; + result += mat4(0.5059051, -0.010676642, -0.47922808, -0.017590942, -0.20583269, -0.10777252, -0.33185184, -0.0025075034, -0.1518394, 0.14268444, 0.005011664, 0.09016961, -0.46011007, -0.09428751, 0.34915137, 0.13334215) * g_2; + result += mat4(-0.15615676, 0.09427065, 0.006016912, -0.0003997069, 0.16170138, 0.09666374, 0.14158808, -0.23772424, 0.39373854, 0.004074768, -0.28073287, 0.0032489141, 0.23473479, -0.12678933, -0.24589436, -0.21988034) * g_3; + result += mat4(-0.12682347, 0.033012364, 0.18928578, 0.12523666, 0.12809147, 0.008567846, -0.10653368, -0.03712133, 0.075765386, -0.042196997, 0.039182812, 0.17273012, 0.21258987, 0.039698593, -0.0018848967, -0.07930902) * g_4; + result += mat4(0.013454855, -0.18023406, -0.49323913, -0.032017395, 0.11903338, -0.043025218, -0.46579728, 0.21894619, -0.21387324, -0.13455649, 0.30638975, 0.3472243, 0.09305909, -0.015791988, 0.071368046, -0.038680866) * g_5; + result += mat4(0.012506262, 0.09754124, -0.092920735, 0.23061672, 0.08051618, -0.38472125, 0.17626029, 0.009075537, -0.18316247, -0.1338181, 0.2650675, 0.0516641, 0.080453254, 0.22033659, -0.13004474, -0.07781194) * g_6; + result += mat4(-0.12412428, -0.11978811, 0.06780084, -0.1710261, -0.09355731, 0.31283846, -0.022725523, -0.16437142, -0.11865966, 0.10907317, 0.22463441, 0.017325362, 0.02512185, -0.49577957, 0.2016018, 0.14196795) * g_7; + result += mat4(0.02570746, 0.22231244, -0.10168496, -0.21518417, -0.0054759895, -0.32655567, -0.34048972, 0.11826245, -0.002854444, -0.11257602, -0.09318273, -0.10332744, 0.078923725, -0.11612356, -0.030546617, -0.12474622) * g_8; + result += mat4(-0.11420135, -0.24489257, 0.15446539, 0.12646616, -0.07092042, 0.110105604, 0.054362826, 0.07867222, -0.15557991, 0.071640015, 0.21894808, 0.24164975, 0.0062167975, 0.10681122, -0.32373384, 0.06931269) * g_9; + result += mat4(0.0769479, -0.09528171, -0.38724712, 0.010703831, -0.016925508, -0.018486671, 0.035855293, -0.17932071, -0.078450575, -0.036463127, 0.20942347, 0.060895607, -0.16549253, -0.008952913, 0.20420915, -0.009001661) * g_10; + result += mat4(0.074243605, 0.015648128, -0.05003613, 0.10121142, -0.0218682, 0.006933849, 0.101385176, 0.16132122, 0.0013466089, 0.14042993, -0.25816667, -0.040413387, -0.19570185, -0.08637437, 0.17934911, 0.24961887) * g_11; + result += mat4(-0.40401492, -0.16131033, 0.454142, 0.56882274, -0.013024656, -0.04423676, -0.023137214, 0.36117804, -0.0901519, -0.03237353, 0.010538879, -0.033432953, 0.105834074, -0.0549062, 0.05576519, -0.092626475) * g_12; + result += mat4(-0.0017419134, -0.022569131, 0.027351622, -0.1289159, -0.0823291, -0.020735232, -0.28244564, -0.21001048, -0.048950948, 0.022033915, 0.14678808, -0.010097721, -0.06839686, 0.031720705, 0.11333891, 0.05049834) * g_13; + result += mat4(-0.2191025, -0.005935159, 0.24627906, 0.058490098, -0.011270337, -0.019233467, -0.17698613, -0.0052346545, 0.2288101, -2.5289672e-05, 0.267102, -0.026019678, -0.17386179, -0.017672652, -0.35420522, 0.2836498) * g_14; + result += mat4(0.19294678, 0.011570707, -0.34666267, -0.09040537, 0.18127288, 0.10182209, 0.08549184, -0.48737645, -0.040560674, 0.20645715, -0.68665904, -1.3146902, 0.18629448, 0.09806124, 0.09953519, -0.5450951) * g_15; + result += vec4(-0.24792486, -0.09899526, 0.3761066, 0.022595163); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups1 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_12 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_14 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.15938057, -0.23559119, -0.28445953, 0.05912659, 0.5229142, -0.02843545, -0.004113748, -0.056947608, 0.1367782, -0.026573306, -0.0056468234, 0.2564603, 0.25593445, 0.08957574, 0.26139608, -0.053708326) * g_0; + result += mat4(0.1382045, -0.103480555, 0.05831098, 0.000735441, 0.20176832, -0.087079, -0.07839967, -0.0750771, -0.31373122, -0.27509713, -0.23071732, -0.2560584, 0.110963896, -0.052200988, 0.0015331429, -0.30707568) * g_1; + result += mat4(-0.056460302, 0.2147989, 0.40628514, -0.058157466, -0.17940372, -0.033689886, -0.022241283, -0.0018471872, 0.26578268, -0.098452985, -0.01501511, -0.35676336, -0.07152056, -0.07245194, -0.32194778, 0.03888747) * g_2; + result += mat4(0.09541087, 0.24680884, -0.045627397, -0.08557985, 0.08790337, 0.10179883, 0.3007415, 0.044102084, 0.1064372, 0.2994135, 0.15280741, 0.2683849, 0.24750276, -0.021364288, -0.004039902, 0.28266376) * g_3; + result += mat4(-0.26525706, -0.08389754, -0.10918147, -0.06878537, -0.080960914, 0.03737948, 0.107663736, -0.0025957434, -0.10748625, 0.03004828, 0.03505711, 0.075969726, 0.06360464, -0.02740913, 0.025467616, 0.017698402) * g_4; + result += mat4(-0.2370006, -0.07687027, 0.015225365, 0.17986605, 0.37507248, 0.2088343, 0.17946883, 0.2379337, -0.25194344, 0.035336476, -0.15362923, -0.008527836, 0.045963865, 0.025127884, 0.06973296, 0.063168526) * g_5; + result += mat4(0.09583503, 0.15350054, -0.15248272, 0.045916792, -0.18339546, -0.29747355, 0.027330166, -0.39461568, 0.095963046, -0.1775004, -0.19221638, -0.15368307, 0.056089737, 0.18232727, 0.03182419, 0.30851522) * g_6; + result += mat4(-0.053062204, -0.0018095247, -0.04514637, 0.05689337, 0.07561519, 0.17035827, -0.0048587993, 0.38348997, -0.063476466, 0.09454219, 0.03969728, 0.11693653, -0.0012066896, -0.25955358, -0.14428577, -0.19967856) * g_7; + result += mat4(0.034378257, 0.16030714, 0.05160261, 0.21927983, -0.14469208, 0.041181874, 0.034202367, 0.07983977, 0.22149332, -0.08595994, -0.102985874, -0.07265774, -0.123233125, -0.12819915, 0.08662329, -0.12866889) * g_8; + result += mat4(-0.1511104, -0.056531575, -0.023363205, -0.1909304, -0.15387732, 0.0671428, -0.15435332, 0.32735124, -0.3293996, 0.055349957, -0.043602336, 0.08102016, 0.200238, 0.13393362, 0.0044564987, 0.16932343) * g_9; + result += mat4(-0.09768015, 0.09503259, 0.12768175, 0.109941825, 0.006567291, -0.102840215, -0.05611706, -0.06865725, -0.2605998, 0.00585688, -0.035119556, -0.06810342, -0.090756536, -0.079376444, -0.22370447, -0.05727839) * g_10; + result += mat4(-0.101120085, 0.028628688, 0.07296149, 0.15868604, 0.047761433, 0.07732842, -0.016735386, 0.049528413, 0.45619023, 0.062347047, -0.026208224, 0.046785966, -0.05715451, 0.04459997, -0.13676195, 0.07778552) * g_11; + result += mat4(-0.051393595, -0.12524572, -0.36763692, 0.039426118, 0.0349489, 0.07154008, -0.12969223, 0.30249006, -0.15237582, -0.06685149, -0.042049125, -0.0065471376, 0.017375907, -0.07143284, -0.018227521, -0.02778629) * g_12; + result += mat4(-0.048270147, -0.07275859, 0.05502608, -0.034233145, 0.12822276, -0.02580663, -0.035358194, 0.05195595, 0.044340245, 0.04435722, 0.017985033, 0.007126749, -0.052825354, -0.059360538, -0.09412195, 0.060212586) * g_13; + result += mat4(-0.18645881, -0.04506676, -0.035483524, 0.0063163475, -0.13747677, -0.046985928, 0.0015511635, 0.019160518, -0.4315584, -0.06979354, -0.001936674, 0.0034739177, 0.3490474, 0.15375568, -0.0085117165, 0.017511753) * g_14; + result += mat4(0.20412005, 0.017221482, 0.08719384, -0.016668927, 0.10308073, -0.1013255, 0.087567665, -0.1004404, 0.9800944, -0.25387812, 0.36526182, -0.21970014, 0.36388537, -0.111629054, 0.21855496, -0.10375334) * g_15; + result += vec4(-0.14657217, -0.04252579, -0.24773599, 0.13271233); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups2 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_4 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_6 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_8 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_10 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_12 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_14 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.22553514, -0.086349756, -0.07735866, 0.48776403, -0.33010843, 0.28214008, -0.2242988, -0.11439686, -0.14720698, 0.2391116, 0.017813087, 0.4352493, -0.16412133, -0.12791261, -0.019643517, 0.19420698) * g_0; + result += mat4(-0.9178235, -0.6335296, 0.11146894, -0.0759723, -0.4519685, -0.3007054, 0.014501872, 0.49081457, 0.10673664, 0.035011876, 0.10259641, 0.106546804, 0.5186602, 0.44900152, 0.20597687, -0.39562696) * g_1; + result += mat4(-0.11399027, -0.19542706, 0.087422565, -0.70140034, -0.41029623, -0.049330976, 0.19682989, 0.22516033, -0.22858454, -0.12200487, -0.14852463, -0.40852943, -0.035900578, 0.1886829, 0.019452838, -0.16703403) * g_2; + result += mat4(0.077843145, 0.7323388, -0.022324003, 0.09445821, 0.026166735, -0.1790519, 0.086004496, -0.40011314, 0.01210975, -0.053515363, -0.2501869, 0.06671936, -0.71530163, -0.57196116, -0.38604704, 0.5024949) * g_3; + result += mat4(0.30748057, 0.12223383, 0.059069566, 0.18568543, 0.008148904, 0.009438993, 0.053996127, -0.19665428, 0.38345802, 0.20945628, 0.01368962, -0.2834185, -0.15974379, -0.4628119, -0.18307796, 0.22361058) * g_4; + result += mat4(0.00833237, -0.10446639, -0.028896136, -0.18917766, -0.24016596, -0.034934085, -0.013062447, 0.079293504, -0.16635038, -0.11056953, 0.2618598, 0.07227063, 0.057050053, 0.013885738, 0.09385356, -0.27068567) * g_5; + result += mat4(-0.5675842, 0.13328329, -0.0252242, 0.34746942, 0.34712863, 0.13635597, 0.02356317, -0.1617803, -0.16861948, -0.018621348, 0.02680753, 0.30408886, -0.034069773, 0.08948961, -0.057724215, 0.111602895) * g_6; + result += mat4(-0.03835732, -0.11742271, 0.025922403, 0.24378933, -0.36450952, -0.15091905, 0.1214089, 0.21004228, 0.28717628, 0.17053549, 0.10836553, -0.08449643, 0.17507422, -0.03195037, -0.03947606, 0.050725944) * g_7; + result += mat4(-0.21257977, -0.0043600267, -0.12929972, -0.233982, -0.26728988, -0.21511734, 0.07835361, -0.24275993, -0.359975, -0.23956355, -0.07852281, 0.40282407, 0.17184453, 0.11672362, 0.0433819, -0.032416925) * g_8; + result += mat4(0.20235331, 0.16114245, 0.015931258, -0.17612378, 0.2449233, 0.0031623375, -0.2784109, 0.3347522, 0.46005112, 0.20291579, 0.13030154, -0.23390344, -0.39526668, -0.09738018, 0.013237711, 0.15512206) * g_9; + result += mat4(-0.1434995, -0.12447443, 0.095140964, -0.08841888, -0.05424789, -0.11747197, -0.097216785, 0.12958516, 0.34194428, 0.111434594, -0.02794559, -0.22843723, -0.043816507, -0.16116165, -0.29044297, 0.33768278) * g_10; + result += mat4(0.39615574, 0.05410518, -0.07885892, -0.22024721, 0.011598219, 0.1446308, 0.11650995, -0.020602686, -0.51892537, 0.14221898, -0.01697185, 0.05188913, 0.07683384, 0.122416414, 0.02296055, 0.2932525) * g_11; + result += mat4(-0.058334768, -0.12389275, -0.02024463, 0.46323973, 0.17553197, 0.35435143, 0.19796194, 0.06836581, 0.15947883, -0.056819815, -0.091066726, 0.22499265, -0.21629064, -0.22203816, 0.053594038, 0.09816408) * g_12; + result += mat4(-0.016514458, -0.14323495, 0.017527288, -0.19750872, -0.47891942, -0.073656894, -0.086305656, 0.38173944, 0.1016976, 0.15224999, 0.048396923, -0.19529565, 0.13985658, 0.07292602, 0.06549534, 0.210662) * g_13; + result += mat4(0.3459035, 0.0071707424, -0.019186711, 0.2527976, 0.29675815, 0.35949966, -0.06114439, -0.02610484, 0.5475115, -0.13828747, 0.019238133, 0.101953685, -0.52718824, 0.017254699, 0.08887026, -0.19507161) * g_14; + result += mat4(-0.3064509, -0.031613164, 0.040971015, -0.24252266, -0.21725285, -0.35069898, 0.0951283, -0.065222666, -0.98867434, 0.08824426, 0.06094605, -0.21000125, -0.72066385, -0.34141323, 0.049487203, 0.0690126) * g_15; + result += vec4(0.25545248, -0.112931795, -0.073284395, 0.29349956); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(M)-Conv-3x3x3x24 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!SAVE MAIN +//!WIDTH conv0ups.w 2 * +//!HEIGHT conv0ups.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.009331738, 0.018572107, 0.022010602, 0.0, 0.0039357482, -0.016444422, -0.02944063, 0.0, -0.03631314, -0.056094132, -0.050672945, 0.0, 0.0077923858, -0.023002634, 0.021950275, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.015352033, -0.018134398, -0.031076321, 0.0, 0.09254242, 0.07433854, 0.094745025, 0.0, 0.09154548, 0.10833595, 0.084574744, 0.0, -0.06755486, 0.022037052, -0.09424632, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.019884977, 0.021337362, 0.026944455, 0.0, 0.11712925, 0.021360623, -0.017487818, 0.0, -0.14924358, -0.1149652, -0.12671575, 0.0, 0.012104617, -0.039750118, -0.002691512, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.00344861, -0.0071971808, -0.011530234, 0.0, 0.039175995, 0.12297611, 0.15838134, 0.0, 0.033669177, 0.018021118, -0.010552058, 0.0, -0.048705686, 0.03920792, -0.00043378037, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.09026871, -0.09393277, -0.0849584, 0.0, -0.16249315, -0.15300421, -0.1383744, 0.0, -0.10384136, -0.04767781, 0.022754611, 0.0, 0.14949107, 0.06619118, 0.016498014, 0.0) * go_0(0.0, 0.0); + result += mat4(0.0138111375, 0.0033931104, 0.010171692, 0.0, -0.037168514, -0.029690385, -0.045251988, 0.0, 0.074186325, 0.056937214, 0.06968052, 0.0, -0.057218343, -0.060974367, -0.030270662, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.0028436058, 0.010812401, 0.012844112, 0.0, 0.050941236, -0.035253663, -0.061899442, 0.0, -0.01614737, 0.01752726, -0.023620276, 0.0, -0.04961744, -0.06673698, 0.039417736, 0.0) * go_0(1.0, -1.0); + result += mat4(0.042587858, 0.03904053, 0.028782798, 0.0, -0.09807107, -0.01929461, -0.034585416, 0.0, 0.029584344, -0.053522006, 0.0068953806, 0.0, -0.04451219, 0.018451538, -0.029895604, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.0041629653, 0.0070575047, 0.004515914, 0.0, 0.043267716, 0.0020689464, 0.010954458, 0.0, -0.0013374113, 0.009222025, -0.0272451, 0.0, 0.00645634, -0.037133303, -0.03209227, 0.0) * go_0(1.0, 1.0); + result += mat4(-0.010575585, -0.00065620174, -0.009598815, 0.0, -0.068592854, -0.06461729, -0.05058234, 0.0, 0.03790364, 0.044340994, 0.049410254, 0.0, -0.009466368, 0.081484325, 0.07265021, 0.0) * go_1(-1.0, -1.0); + result += mat4(-0.01598744, -0.025267042, -0.010857686, 0.0, 0.0771284, 0.081469566, 0.07138724, 0.0, -0.00555409, -0.006099002, -0.02123016, 0.0, -0.29761449, -0.10614364, -0.1027762, 0.0) * go_1(-1.0, 0.0); + result += mat4(0.02664693, 0.027294884, 0.019080907, 0.0, 0.010511018, 0.01179118, 0.02403106, 0.0, 0.05436632, 0.07234358, 0.08310484, 0.0, 0.03146414, -0.02122628, -0.021377526, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.027889153, 0.018621879, 0.025370836, 0.0, -0.14017807, -0.14772555, -0.14436993, 0.0, -0.017539013, -0.028932836, -0.06139342, 0.0, 0.0007456944, -0.00086823467, -0.05282406, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.0017060362, 0.00777287, 0.003343087, 0.0, 0.20926197, 0.21706305, 0.23307496, 0.0, -0.16601992, -0.183019, -0.139133, 0.0, 0.13933188, -0.013340946, -0.021960167, 0.0) * go_1(0.0, 0.0); + result += mat4(-0.018459205, -0.023415336, -0.0173199, 0.0, 0.08558963, 0.10207333, 0.06444232, 0.0, -2.5721886e-06, -0.015806457, -0.036833573, 0.0, -0.20488425, -0.009690944, 0.020323949, 0.0) * go_1(0.0, 1.0); + result += mat4(0.010601256, 0.007344732, 0.0056538777, 0.0, 0.021578439, 0.017345639, 0.0032158173, 0.0, 0.031785835, 0.04436094, 0.05920955, 0.0, 0.23948166, -0.06085234, -0.14597872, 0.0) * go_1(1.0, -1.0); + result += mat4(0.00777581, 0.012557825, 0.0123206265, 0.0, -0.0691877, -0.0861206, -0.077578135, 0.0, -0.018104369, -0.024902673, -0.036656447, 0.0, 0.10611258, 0.09515675, 0.118361965, 0.0) * go_1(1.0, 0.0); + result += mat4(0.0021278602, 0.003906813, 0.0016891633, 0.0, -0.06379228, -0.060215514, -0.051921096, 0.0, 0.039505195, 0.052035928, 0.05059492, 0.0, -0.047328927, -0.0066980706, 0.09447027, 0.0) * go_1(1.0, 1.0); + result += mat4(0.18920127, -0.045531996, -0.044905778, 0.0, 0.013732142, 0.019208554, 0.011500921, 0.0, -0.0040531917, -0.02001873, -0.0023935249, 0.0, -0.033091005, -0.017751431, -0.009764133, 0.0) * go_2(-1.0, -1.0); + result += mat4(0.15241088, -0.13676398, -0.01825122, 0.0, -0.003517022, -0.004041717, 0.003177141, 0.0, 0.011362495, 0.03685609, 0.008397426, 0.0, -0.08597375, -0.111830845, -0.110682696, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.046171717, 0.23827009, -0.119844295, 0.0, 0.005446854, 0.00826863, 0.002206898, 0.0, -0.11165099, -0.14702465, -0.1203897, 0.0, 0.12169146, 0.11585612, 0.10473949, 0.0) * go_2(-1.0, 1.0); + result += mat4(-0.18456058, 0.13293917, 0.06901046, 0.0, 0.010084839, -0.0006403412, -0.011852079, 0.0, -0.062180433, -0.06781299, -0.08111614, 0.0, -0.02218764, -0.015271581, -0.019768957, 0.0) * go_2(0.0, -1.0); + result += mat4(0.034135204, -0.20479187, 0.27587336, 0.0, -0.058966126, -0.065613195, -0.056132246, 0.0, 0.07697151, 0.0706985, 0.098771244, 0.0, 0.06747748, 0.10971204, 0.13186967, 0.0) * go_2(0.0, 0.0); + result += mat4(0.017322296, -0.06730298, 0.07034802, 0.0, 0.013449086, 0.007968637, 0.012679429, 0.0, 0.0902275, 0.11269024, 0.08805874, 0.0, -0.06179092, -0.06705483, -0.13040404, 0.0) * go_2(0.0, 1.0); + result += mat4(-0.052505482, -0.018989135, 0.03388015, 0.0, -0.068704374, -0.05350174, -0.057223134, 0.0, 0.011537428, 0.017847707, 0.0270268, 0.0, -0.008713432, -0.02698126, -0.017463546, 0.0) * go_2(1.0, -1.0); + result += mat4(0.15220639, -0.05387876, -0.08352881, 0.0, 0.026893694, 0.027608246, 0.025959803, 0.0, 0.035518423, 0.035180617, 0.01858579, 0.0, -0.021064412, -0.014214504, -0.0051168953, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.11906418, 0.13103563, -0.06997703, 0.0, 0.005664134, 0.0075536724, 0.009519002, 0.0, -0.025366528, -0.013528652, -0.015087253, 0.0, 0.0071858848, -0.027586544, 0.016723866, 0.0) * go_2(1.0, 1.0); + result += mat4(0.015307254, 0.02070064, 0.012568325, 0.0, 0.06845904, -0.033312738, -0.0058661965, 0.0, -0.016281582, -0.01631146, -0.021667928, 0.0, -0.012522515, -0.020992521, -0.015833912, 0.0) * go_3(-1.0, -1.0); + result += mat4(0.04937768, 0.0405066, 0.041023023, 0.0, 0.05503905, -0.13230717, -0.14439866, 0.0, 0.01618014, 0.0122084245, 0.016226485, 0.0, 0.0014116488, 0.011495032, 0.002382562, 0.0) * go_3(-1.0, 0.0); + result += mat4(-0.04847043, -0.050508745, -0.041216835, 0.0, -0.067119725, -0.0448592, -0.011477939, 0.0, -0.035635237, -0.037191708, -0.034170575, 0.0, -0.016549444, -0.027191242, -0.017883684, 0.0) * go_3(-1.0, 1.0); + result += mat4(0.034498286, 0.026938718, 0.052970096, 0.0, -0.10511612, -0.13200648, -0.09493861, 0.0, -0.0018118658, -0.0072637545, 0.0043198126, 0.0, -0.038338073, -0.031448375, -0.035546694, 0.0) * go_3(0.0, -1.0); + result += mat4(0.048043568, 0.057704087, 0.06386534, 0.0, 0.04542113, 0.20604704, 0.2598609, 0.0, 0.049180254, 0.064697154, 0.05789202, 0.0, 0.08370016, 0.08105142, 0.08807082, 0.0) * go_3(0.0, 0.0); + result += mat4(-0.018156562, 0.008306473, -0.014604633, 0.0, 0.18912326, 0.024388695, -0.08006485, 0.0, 0.009333483, 0.011596536, 0.0056475243, 0.0, 0.027749287, 0.039271932, 0.02655462, 0.0) * go_3(0.0, 1.0); + result += mat4(-0.030157864, -0.035259083, -0.05771176, 0.0, -0.22293729, 0.0768592, 0.14670776, 0.0, -0.013287718, -0.011300663, -0.01670879, 0.0, -0.009928094, -0.016364388, -0.013879692, 0.0) * go_3(1.0, -1.0); + result += mat4(-0.013415757, -0.013257486, -0.01940959, 0.0, 0.014077903, 0.05088362, 0.04006286, 0.0, -0.0033998038, -0.0062313867, -0.00833104, 0.0, 0.015246904, 0.017004015, 0.01802002, 0.0) * go_3(1.0, 0.0); + result += mat4(-0.0016801689, -0.022088053, 0.0031654288, 0.0, 0.027371893, -0.007083684, -0.10904292, 0.0, -0.015408179, -0.01793058, -0.010933266, 0.0, -0.023707654, -0.026440954, -0.025527867, 0.0) * go_3(1.0, 1.0); + result += mat4(0.009003153, 0.0078040734, 0.037757806, 0.0, 0.054483943, 0.058831017, 0.060899608, 0.0, -0.011133613, -0.01601666, -0.007977876, 0.0, -0.07686641, -0.049250316, -0.045481566, 0.0) * go_4(-1.0, -1.0); + result += mat4(0.04344093, 0.07054628, 0.037604738, 0.0, -0.0914579, -0.105631486, -0.108511426, 0.0, 0.04426105, 0.0492282, 0.048829302, 0.0, 0.14961997, 0.16839094, 0.16053638, 0.0) * go_4(-1.0, 0.0); + result += mat4(-0.0032967671, -0.019857304, -0.014145445, 0.0, -0.013525817, 0.001614058, -0.009782301, 0.0, -0.044629153, -0.07325184, -0.07655591, 0.0, -0.08667146, 0.024955297, 0.04591592, 0.0) * go_4(-1.0, 1.0); + result += mat4(0.04816059, 0.030722216, 0.032487474, 0.0, 0.09684092, 0.10024655, 0.101904154, 0.0, 0.08137448, 0.092595905, 0.1118598, 0.0, 0.0796932, 0.009548236, 0.0013610915, 0.0) * go_4(0.0, -1.0); + result += mat4(-0.17208904, -0.19137467, -0.17717223, 0.0, -0.10827683, -0.11960323, -0.1204814, 0.0, -0.030430049, -0.019306151, -0.05230355, 0.0, -0.021787236, -0.015395303, -0.093210146, 0.0) * go_4(0.0, 0.0); + result += mat4(0.04527227, 0.057978027, 0.10569097, 0.0, -0.1015645, -0.12595437, -0.097537845, 0.0, 0.060087565, 0.09157804, 0.060251515, 0.0, 0.05170573, 0.042533275, 0.08233745, 0.0) * go_4(0.0, 1.0); + result += mat4(-0.01908824, 0.0039797956, -0.015060464, 0.0, 0.008187719, 0.013936167, 0.008152853, 0.0, -0.02618239, -0.056918032, -0.0504624, 0.0, -0.083657, 0.02122987, 0.022906482, 0.0) * go_4(1.0, -1.0); + result += mat4(0.058020473, 0.08750743, 0.032107625, 0.0, 0.021999976, 0.030119067, 0.03513493, 0.0, 0.06583862, 0.08137626, 0.09867312, 0.0, -0.0021064964, -0.1227668, -0.0912879, 0.0) * go_4(1.0, 0.0); + result += mat4(0.022279112, -0.012710205, -0.0011416139, 0.0, 0.05606448, 0.066590145, 0.061043978, 0.0, -0.008292685, -0.019583363, -0.006212003, 0.0, -0.053282585, -0.029954918, -0.021437356, 0.0) * go_4(1.0, 1.0); + result += mat4(0.019198919, 0.020138288, 0.02048463, 0.0, -0.012281223, -0.01964347, -0.010557296, 0.0, 0.00830553, 0.02714052, 0.016606145, 0.0, -0.0047117253, -0.0060619717, 0.0015284229, 0.0) * go_5(-1.0, -1.0); + result += mat4(-0.01620369, -0.018634152, -0.018486649, 0.0, -0.0037721654, -0.005256878, -0.0032221128, 0.0, 0.048627518, 0.033200823, 0.05459796, 0.0, 0.0064762663, 0.005607537, 0.0014544157, 0.0) * go_5(-1.0, 0.0); + result += mat4(-0.0049319286, -0.003757374, -0.008033526, 0.0, -0.009529666, -0.01023788, -0.011724289, 0.0, 0.08779079, 0.11368912, 0.10699827, 0.0, 0.014564745, 0.017019482, 0.018130492, 0.0) * go_5(-1.0, 1.0); + result += mat4(-0.018128838, -0.020529313, -0.021291668, 0.0, 0.022232227, 0.032956265, 0.030233478, 0.0, 0.057042982, 0.052126013, 0.039634123, 0.0, 0.04395578, 0.042147905, 0.047779605, 0.0) * go_5(0.0, -1.0); + result += mat4(-0.008916549, -0.011398656, -0.006473247, 0.0, 0.07594334, 0.07910866, 0.0726948, 0.0, -0.1670962, -0.17030263, -0.18856722, 0.0, 0.0067814733, 0.01550948, 0.002108076, 0.0) * go_5(0.0, 0.0); + result += mat4(-0.0020052418, -0.0015789939, 0.0024248413, 0.0, -0.018381692, -0.012541983, -0.016114611, 0.0, -0.054943718, -0.08546223, -0.045788202, 0.0, -0.02116913, -0.02479526, -0.02281286, 0.0) * go_5(0.0, 1.0); + result += mat4(0.004089441, 0.004577225, 0.009165186, 0.0, -0.023352642, -0.03344756, -0.03359231, 0.0, 0.051127084, 0.055484984, 0.06788994, 0.0, -0.009284511, -0.0026670755, -0.011205212, 0.0) * go_5(1.0, -1.0); + result += mat4(-0.008048874, -0.003658728, -0.011127851, 0.0, 0.0034879802, 0.014905489, 0.016252292, 0.0, -0.07353042, -0.0754597, -0.09509333, 0.0, 0.009990113, -0.0003871956, 0.0049740863, 0.0) * go_5(1.0, 0.0); + result += mat4(0.009073377, 0.006138898, 0.006741848, 0.0, -0.009877169, -0.019738095, -0.015525384, 0.0, 0.057441086, 0.06538757, 0.053950094, 0.0, -0.0011834118, 0.0010558038, 0.004649949, 0.0) * go_5(1.0, 1.0); + result += vec4(-0.008654677, -0.008960475, -0.009207461, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_S.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_S.glsl new file mode 100644 index 0000000..d772af8 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x2_S.glsl @@ -0,0 +1,612 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.21797048, -0.212819, 0.04459435, -0.04423212, 0.33138385, -0.17247623, -0.120917134, 0.23732775, 0.19597639, -0.33451796, -0.021611832, -0.017377583, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.12904494, -0.01359655, -0.40096298, 0.32336384, 0.25585845, 0.23335338, -0.4461792, 0.6704216, -0.13310009, 0.05402756, -0.5437191, 0.32286412, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.062060427, 0.07804567, -0.016457668, 0.25662076, -0.1567372, -0.04152728, 0.15387323, -0.12621297, 0.097600766, 0.023655256, 0.052513056, 0.30542207, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.18701962, -0.4233291, -0.086120665, -0.16739355, -0.63525766, -0.6932253, -0.1777197, -0.5140771, -0.19856504, -0.4475936, 0.12013144, -0.11179723, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.21761869, 0.65340257, 0.25189772, -0.20664653, 0.05614669, 0.81569123, 0.26439375, -0.22282092, -0.20241423, 0.71137106, 0.041106064, -0.558707, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.014729233, -0.09996152, 0.22300848, -0.04927536, -0.08988005, -0.12005097, -0.04899431, -0.18048033, -0.17237821, -0.03483246, 0.33783346, 0.22711775, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.010091276, -0.11388358, 0.15959989, 0.16021152, 0.353214, -0.3420636, 0.39659426, 0.14725044, 0.048077144, -0.06667417, 0.047712438, 0.1991372, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.17764397, 0.014430492, -0.009073561, 0.052957222, -0.26687172, 0.21589288, 0.29830712, 0.15975259, -0.3100123, -0.03535766, 0.18167259, 0.07284526, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.22984034, 0.11556983, -0.26964244, -0.31616172, 0.059412085, 0.10849835, -0.3704685, -0.16312528, 0.3656624, 0.11611945, -0.3790553, -0.4223729, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.035786826, -3.2876174e-05, -0.029245647, 0.0141837); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_2_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.02899383, 0.12331602, 0.1755303, 0.14228395, -0.23719487, 0.28783783, -0.15755224, 0.16501419, 0.09971766, -0.112085044, 0.15989542, 0.013457646, -0.21386063, -0.10184436, 0.2920392, 0.11544854) * go_0(-1.0, -1.0); + result += mat4(-0.09577094, 0.052495796, 0.5072853, -0.16720837, -0.030821526, -0.13200149, 0.061197, 0.09785798, 0.097248554, -0.056709435, -0.12684566, 0.25153175, 0.12550084, 0.5723225, -0.061046973, 0.2737185) * go_0(-1.0, 0.0); + result += mat4(0.14275773, 0.3116807, 0.020866666, -0.029567914, 0.054051064, -0.018836629, 0.16237853, 0.23302408, 0.23014219, -0.20245266, -0.040263597, 0.10550008, -0.1419676, -0.07544839, -0.04724355, 0.06713984) * go_0(-1.0, 1.0); + result += mat4(-0.36056906, 0.21647012, -0.21559654, -0.1321654, 0.26311335, -0.35098836, 0.08977303, -0.2912846, -0.03221502, -0.33539286, 0.55078757, 0.14826211, 0.12334663, 0.031169238, 0.0626983, 0.13543329) * go_0(0.0, -1.0); + result += mat4(0.032711882, 0.53162986, 0.1736962, 0.22126123, 0.13229683, 0.12998195, -0.08843839, 0.3830243, -0.29015037, -0.13158421, 0.2987182, 0.0039998284, -0.4924434, -0.34931743, 0.3501415, -0.015819922) * go_0(0.0, 0.0); + result += mat4(0.039777573, -0.039639533, -0.27015024, -0.33144557, -0.11338446, -0.19242573, 0.48813564, -0.24602202, 0.120988116, -0.12362437, 0.23984735, -0.33717445, 0.14359151, -0.09583342, -0.015998919, -0.19725454) * go_0(0.0, 1.0); + result += mat4(0.17751572, -0.14914338, -0.24518701, 0.22713365, 0.10613938, 0.12027283, 0.1582502, 0.011725502, -0.02418084, 0.106176965, 0.10111444, 0.07009088, 0.017611375, 0.369643, -0.21788761, -0.15093188) * go_0(1.0, -1.0); + result += mat4(0.0863035, -0.43148708, 0.0994751, 0.17801163, -0.42566994, -0.2744198, -0.028655952, -0.2481176, -0.26144302, -0.26753834, 0.11043684, -0.48341632, 0.41320416, 0.25118062, -0.31461874, 0.36563694) * go_0(1.0, 0.0); + result += mat4(-0.04845539, -0.2790916, -0.1626853, 0.18036526, 0.2368911, -0.5688802, 0.05240968, -0.034105603, -0.14011742, -0.37861058, -0.096871816, -0.27824572, 0.41195226, 0.23514003, 0.12282304, 0.28447765) * go_0(1.0, 1.0); + result += mat4(-0.13261828, -0.13148594, 0.05470859, -0.114724025, 0.17642413, -0.05585294, 0.44086194, -0.10915775, -0.23456413, -0.18385538, -0.4193869, 0.2708079, 0.03720121, 0.15744475, 0.092449814, -0.0922205) * go_1(-1.0, -1.0); + result += mat4(-0.14146912, 0.386554, -0.15197717, 0.1682067, -0.33229175, 0.18661757, 0.142476, -0.05811066, -0.12433686, 0.20817612, 0.17710523, 0.24227881, -0.3699883, -0.14644128, -0.066485085, -0.010829679) * go_1(-1.0, 0.0); + result += mat4(0.02267665, -0.21349631, 0.05916224, 0.07111888, -0.3317847, -0.044436328, -0.08067249, -0.13602455, -0.2652356, -0.13666181, 0.022768881, -0.21616152, 0.10042784, 0.13159652, -0.062913835, -0.12882891) * go_1(-1.0, 1.0); + result += mat4(-0.21270499, 0.14776433, 0.26771793, 0.41242316, -0.22445452, 0.3885536, -0.36809587, 0.09838256, 0.030300573, -0.016225152, -0.41985163, -0.32797396, 0.3021247, -0.2566993, 0.24282119, 0.071926266) * go_1(0.0, -1.0); + result += mat4(-0.14173156, 0.10360139, 0.03603846, 0.23004, -0.37078354, -0.7556456, 0.43359467, -0.42839774, -0.08143208, -0.061868757, -0.017048405, -0.1806454, 0.07700074, -0.028751602, -0.49057922, -0.07150736) * go_1(0.0, 0.0); + result += mat4(-0.21411006, -0.039522924, -0.11006789, 0.30172586, -0.019509817, 0.34646508, 0.03348711, 0.3949624, 0.09367525, 0.11841692, 0.064099714, 0.30587056, 0.00071666663, 0.09569139, 0.07905173, -0.043038815) * go_1(0.0, 1.0); + result += mat4(-0.1082019, -0.081530154, 0.1997084, 0.0064345463, -0.002075576, 0.0122295255, -0.21594198, -0.20039533, 0.023058774, 0.061136324, -0.043233447, 0.018114857, -0.12538326, -0.008044748, 0.08879177, 0.29855737) * go_1(1.0, -1.0); + result += mat4(0.06425974, -0.162355, -0.07716668, -0.1783711, 0.08560717, 0.42500424, 0.15796345, 0.25115898, 0.39673963, 0.24484198, -0.16364126, 0.45589596, -0.54474986, -0.41130677, 0.15731613, -0.13945425) * go_1(1.0, 0.0); + result += mat4(-0.4015527, -0.22220162, 0.088239804, -0.16343592, -0.05973259, -0.053600565, -0.11719207, 0.340347, 0.07810557, 0.06943392, 0.07088433, 0.36863637, -0.16925047, -0.09059371, -0.086145744, -0.26417965) * go_1(1.0, 1.0); + result += vec4(-0.041068032, 0.02181786, -0.02366552, 0.07215206); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_tf +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.016554115, 0.41586095, -0.11134646, 0.041401796, -0.032285847, 0.07744446, 0.012422875, 0.08027069, -0.11944374, -0.4644861, -0.1625419, 0.09757052, 0.08459575, -0.32677624, -0.15526624, 0.13285875) * go_0(-1.0, -1.0); + result += mat4(-0.05147117, -0.31841335, -0.07968151, -0.037866592, -0.1438723, 0.21164599, 0.042448167, 0.1660907, -0.03240849, 0.2866945, -0.123190455, -0.2005157, -0.100519955, -0.04109891, -0.14908177, -0.20055951) * go_0(-1.0, 0.0); + result += mat4(-0.33594802, 0.17970876, -0.08458461, 0.22198248, 0.041744266, 0.053618595, -0.64927346, 0.43071616, -0.042823542, 0.36384553, 0.13817975, -0.23117469, -0.009722301, 0.043797005, -0.006320899, -0.056160737) * go_0(-1.0, 1.0); + result += mat4(0.020939048, 0.15744017, -0.18557346, 0.2221421, 0.13683408, -0.17577636, -0.1028824, -0.05909411, -0.11116942, -0.23898265, 0.013275228, -0.10834194, -0.23541391, -0.045599524, 0.13663499, -0.061863456) * go_0(0.0, -1.0); + result += mat4(-0.9347821, -1.0879762, 0.029261602, 0.0058627487, 0.37568024, 0.07800278, 0.22918043, -0.22581682, -0.24621771, 0.0565432, -0.01175261, 0.20289935, -0.18791674, -0.34127015, -0.20261073, 0.24382167) * go_0(0.0, 0.0); + result += mat4(-0.42576772, -0.9465751, 0.36503372, 0.047452617, -0.03021601, 0.19896118, -0.9916106, 0.68441176, -0.097055614, -0.039465737, -0.3072724, 0.3834049, 0.044579748, 0.10185175, -0.07127564, 0.053964186) * go_0(0.0, 1.0); + result += mat4(-0.12718496, -0.20010719, -0.13560185, -0.28841987, -0.18198563, 0.06924996, 0.15375975, 0.007953754, -0.03143177, 0.24778824, -0.41971257, -0.15984616, 0.06914517, -0.15320878, -0.058414314, -0.1829401) * go_0(1.0, -1.0); + result += mat4(-0.05676951, -0.39852038, -0.0008664457, 0.073233515, -0.110736564, -0.12950265, -0.32641715, 0.05254214, -0.0013476483, 0.04590487, -0.6886247, -0.029103741, 0.13570555, -0.06356145, 0.26564398, 0.16304392) * go_0(1.0, 0.0); + result += mat4(-0.14373688, 0.2627747, 0.19523594, -0.04094942, -0.027800431, 0.080428846, -0.21676755, 0.22764, -0.08686052, -0.14352795, 0.012905041, 0.12002593, 0.096998215, -0.0822731, 0.25796455, 0.3244333) * go_0(1.0, 1.0); + result += mat4(0.13717347, -0.2534293, -0.08265135, 0.02238695, 0.061414074, -0.12315743, -0.105848454, -0.0324352, -0.019163579, 0.5106144, 0.111571215, -0.17051223, 0.14541212, 0.26512033, 0.17036803, -0.05180038) * go_1(-1.0, -1.0); + result += mat4(0.10731618, -0.011980742, -0.06125307, -0.043496255, 0.06382452, -0.53873694, -0.21860467, 0.076045096, 0.014617647, -0.12188417, -0.23983037, 0.20181973, -0.03130421, -0.23090406, 0.07917799, 0.11006313) * go_1(-1.0, 0.0); + result += mat4(-0.07749841, -0.17617406, -0.2105074, 0.20204528, 0.31133667, 0.045247886, 0.38000366, -0.23678038, 0.14622565, -0.077519946, 0.04709938, 0.28799757, -0.02295692, 0.021911716, 0.037108235, -0.050266817) * go_1(-1.0, 1.0); + result += mat4(-0.04620016, -0.053893, 0.07671593, -0.08702991, -0.31122503, 0.08491399, 0.39734617, 0.10588835, 0.1706988, -0.0030106953, -0.23740743, 0.119870976, 0.04136371, -0.08475979, -0.26021543, -0.26772037) * go_1(0.0, -1.0); + result += mat4(0.013240527, 0.27298495, 0.061895885, -0.1766251, -0.35479823, -0.5952594, -0.2486822, 0.40527418, 0.017724868, -0.64586586, -0.056991536, -0.22597985, 0.1953091, -0.09300436, 0.28394333, -0.17164071) * go_1(0.0, 0.0); + result += mat4(-0.0437722, 0.20237646, 0.1734046, 0.12661959, 0.3563361, 0.20119205, 0.49104276, -0.62781703, 0.10580526, 0.09021795, 0.2986983, 0.05439145, -0.030656314, -0.06551242, 0.06034035, 0.24646781) * go_1(0.0, 1.0); + result += mat4(0.07150872, 0.2634299, -0.15512806, 0.032365914, -0.04214553, -0.32488832, -0.029638838, -0.11298656, 0.016363487, -0.20394005, 0.13789146, -0.1160082, -0.29543686, 0.056006238, 0.022565948, -0.0209169) * go_1(1.0, -1.0); + result += mat4(-0.08222271, 0.1397535, 0.18386504, -0.029725704, 0.19525485, -0.26657727, 0.3193575, 0.39357802, 0.13274485, 0.063030235, 0.5509124, 0.076320685, -0.24871972, -0.23029849, -0.29287627, 0.0009975942) * go_1(1.0, 0.0); + result += mat4(-0.11978757, -0.115064315, -0.32878634, -0.091591395, 0.011527068, -0.07584138, 0.20703748, -0.16326526, -0.07295838, -0.088844456, 0.0057264403, 0.08162376, -0.17551814, 0.10645812, -0.1522622, -0.18409562) * go_1(1.0, 1.0); + result += vec4(0.022193057, 0.0031918385, 0.04232464, -0.0056721596); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_2 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.5713254, 0.59251165, -0.14328027, 0.3463698, -0.6896771, -0.14296922, -0.3860265, 0.4501756, -0.39508528, 0.40213254, -0.16835114, -0.0029681697, 0.06473641, 0.18837942, 0.18787977, -0.14020114) * g_0; + result += mat4(0.08934268, -0.28500432, 0.45083842, 0.16448207, 0.10745752, -0.07937402, 0.17439699, -0.4361477, 0.35800517, -0.16299683, -0.112771064, 0.46456474, -0.016184373, -0.2676676, -0.09250065, 0.30093423) * g_1; + result += mat4(-0.23437534, 0.30892932, -0.3382499, -0.11436098, -0.09584061, 0.010766669, -0.6745943, 0.19373886, 0.19484869, 0.0063928245, 0.20636424, -0.6427624, 0.22710505, 0.580292, -0.56174964, -0.15055792) * g_2; + result += mat4(-0.4264334, -0.43369257, 0.29302827, -0.2763896, 0.20638986, 0.066474296, 0.18825729, 0.14629841, -0.70805573, 0.3601201, -0.49326342, 0.4604217, -0.3331877, -0.30442527, 0.33416224, 0.08233912) * g_3; + result += mat4(-0.043108743, 0.32130125, -0.13206981, 0.56653565, -0.069573626, -0.32312635, 0.17708589, 0.12717012, -0.39452434, 0.7504042, -0.563233, -0.38678297, -0.20246895, 0.399379, -0.1829332, -0.4856879) * g_4; + result += mat4(0.46322855, -0.14412759, 0.26863632, -0.37377957, 0.18703142, 0.12013766, -0.010468053, 0.36067548, 0.29069972, -0.5482968, 0.1952737, 0.42751312, 0.47847852, -0.13346007, 0.35286024, 0.23347002) * g_5; + result += vec4(0.08279582, -0.12997188, 0.08899629, 0.018068794); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!SAVE conv2d_5_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.014682038, -0.12901896, -0.16721351, -0.14512789, 0.1975804, 0.31713018, -0.13655594, -0.07817547, -0.1379136, 0.012892589, 0.23835693, 0.18214643, 0.15153849, -0.16835038, 0.2145134, -0.10536737) * go_0(-1.0, -1.0); + result += mat4(0.020937767, 0.19783083, -0.54175997, 0.037820112, 0.2667656, 0.22040194, 0.37909588, 0.18100308, 0.020120522, -0.60052997, -0.043528315, -0.25213948, -0.15584327, 0.27506578, -0.092381746, 0.32063565) * go_0(-1.0, 0.0); + result += mat4(0.122979, -0.16768639, -0.31459492, -0.0615338, 0.2467096, 0.39879864, 0.30217072, 0.05501944, -0.036550965, 0.30801496, -0.21168339, -0.13092734, -0.10309731, 0.02561574, -0.28071794, 0.111772805) * go_0(-1.0, 1.0); + result += mat4(0.30419037, -0.27610013, -0.20951773, -0.4682423, 0.013910727, 0.45360255, 0.26947716, -0.28788614, -0.3465049, -0.027093071, 0.19358, -0.0759516, 0.05402844, 0.23829742, 0.14955573, 0.10131891) * go_0(0.0, -1.0); + result += mat4(-0.18213613, 0.1460758, -0.13212326, -0.33431244, -0.038493834, -0.399577, 0.29018825, 0.046454914, 0.5486579, -0.37918556, -0.09230001, -0.06452045, -0.27307686, 0.16817085, -0.3927623, 0.4070809) * go_0(0.0, 0.0); + result += mat4(0.3655112, 0.42978507, -0.20408633, -0.17724891, 0.018163562, 0.16742137, -0.20677765, -0.18758915, 0.08664044, 0.15635273, 0.04482592, -0.10135638, -0.042055663, 0.0120497495, -0.061840538, -0.23626032) * go_0(0.0, 1.0); + result += mat4(0.29038852, -0.14159334, -0.07436412, -0.13352816, -0.3326411, 0.31299374, 0.2287002, 0.2508818, 0.26760912, -0.0037750339, 0.0058190194, -0.024687344, -0.1777058, -0.015039313, -0.07848877, -0.2052551) * go_0(1.0, -1.0); + result += mat4(0.33255517, 0.45893422, 0.20505154, -0.11818784, -0.0353625, -0.2725971, 0.15468855, 0.14384854, -0.01441209, 0.12198328, -0.07893593, 0.0810518, 0.323934, -0.29967225, -0.24283892, -0.11573156) * go_0(1.0, 0.0); + result += mat4(0.17880976, -0.20802346, 0.028815132, 0.22950941, 0.22764732, 0.32852155, -0.16896188, -0.22661959, 0.06486004, 0.00723564, -0.022966828, -0.05319699, 0.03109079, -0.00031444168, -0.16299056, -0.120937996) * go_0(1.0, 1.0); + result += mat4(0.023376284, 0.029397544, -0.23599954, 0.15093243, -0.058068898, -0.022674788, 0.016787661, -0.100131355, -0.06670702, -0.0654595, 0.060609553, -0.24878198, 0.1184957, 0.12865701, -0.110585764, 0.027937055) * go_1(-1.0, -1.0); + result += mat4(-0.21986784, -0.044010285, 0.07705757, -0.06578579, -0.34479773, -0.27297345, 0.07099886, 0.043877546, -0.3284597, 0.60647607, -0.13495111, 0.39562428, 0.12766926, -0.26691958, -0.13183068, 0.19720052) * go_1(-1.0, 0.0); + result += mat4(-0.15688242, 0.02787055, 0.11245185, 0.010610981, 0.31926978, 0.6880586, -0.08503132, 0.2515481, -0.24620119, -0.3889153, 0.07599151, -0.04537119, -0.55283034, -0.170027, -0.14118128, -0.30742723) * go_1(-1.0, 1.0); + result += mat4(0.037949517, 0.0026801233, 0.013419875, -0.07403992, -0.17499912, 0.012353954, 0.15956756, -0.14248073, -0.0017226954, 0.052071165, -0.19224213, 0.00033604537, -0.1924897, -0.21002872, -0.23516886, -0.09922695) * go_1(0.0, -1.0); + result += mat4(-0.21850063, -0.22287996, -0.046637002, -0.28330007, -0.106190234, 0.027529838, 0.5553775, 0.3273539, 0.0110251075, 0.0067749587, 0.18001638, 0.18281236, 0.19831169, -0.03785556, 0.06003045, -0.12625378) * go_1(0.0, 0.0); + result += mat4(-0.44703564, -0.2896555, 0.72527117, 0.29206118, -0.004199225, 0.46381885, 0.049183566, 0.14319502, -0.3226642, -0.39931563, 0.23164241, 0.10428929, -0.598285, -0.21007223, -0.36386037, 0.09704366) * go_1(0.0, 1.0); + result += mat4(0.0462183, -0.063166276, 0.14364852, 0.212176, 0.17403619, -0.09878261, 0.0017970221, -0.31676117, -0.1104441, -0.073732674, -0.12653485, -0.20641124, 0.024175802, 0.005339486, -0.08178427, -0.2761102) * go_1(1.0, -1.0); + result += mat4(-0.19256714, -0.246452, 0.3358081, -0.16956173, -0.2549593, 0.21122634, -0.06487135, -0.051329695, 0.110607915, -0.09860077, 0.1355533, -0.1489809, 0.023808947, 0.29945812, -0.056281622, 0.0020249223) * go_1(1.0, 0.0); + result += mat4(-0.34458768, -0.074856885, -0.01856148, 0.06707525, -0.3314005, -0.16196185, 0.33313355, 0.20943385, -0.266928, -0.27552158, 0.018665945, 0.013205852, -0.33579, -0.16876023, -0.031895302, -0.13143763) * go_1(1.0, 1.0); + result += vec4(-0.0375635, -0.08823075, 0.0025748173, 0.014370204); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.23653865, 0.034179572, 0.2680533, 0.03070888, -0.34707117, 0.05323393, 0.20052955, -0.09135351, 0.031460114, -0.23158966, 0.08698448, -0.120006196, -0.11532645, -0.08093671, 0.0037868635, 0.10042472) * go_0(-1.0, -1.0); + result += mat4(-0.018171439, -0.12269748, 0.09214298, 0.07735124, -0.38116398, 0.2625897, 0.045807257, 0.06052568, 0.15468815, -0.40968472, 0.37565818, 0.032876365, 0.058758568, 0.17787455, 0.11352259, 0.23624317) * go_0(-1.0, 0.0); + result += mat4(-0.094512895, 0.15499377, -0.15345438, -0.18841587, -0.07849487, 0.037030153, -0.17632313, 0.10438565, -0.18453433, -0.079957336, 0.10274841, 0.07198532, -0.04770108, 0.16846456, 0.31273615, -0.13635644) * go_0(-1.0, 1.0); + result += mat4(0.13088372, -0.008759914, 0.1716414, 0.082108594, -0.51469034, 0.18175006, -0.16164891, 0.1918173, 0.21287642, -0.094005, 0.20578988, 0.13113159, 0.07577773, 0.09737444, -0.08676422, -0.059179075) * go_0(0.0, -1.0); + result += mat4(-0.28462783, 0.42669204, 0.3224737, -0.29510942, -0.12424295, -0.16050552, -0.12770653, 0.0930919, -0.22179118, 0.33128613, -0.42117682, -0.14691186, 0.41048542, -0.040950067, -0.13896315, -0.24155742) * go_0(0.0, 0.0); + result += mat4(0.15060697, -0.088174045, 0.27417374, 0.0397946, 0.0078119785, 0.091031335, 0.008468849, -0.04850853, 0.03755719, -0.005380725, 0.13488528, -0.21345685, 0.12456556, 0.17801593, -0.21285392, -0.2111536) * go_0(0.0, 1.0); + result += mat4(0.13265789, 0.0058933417, -0.35399312, -0.10547572, 0.014682838, 0.03247095, -0.046823166, -0.086899005, 0.022227641, -0.10579067, 0.13096501, -0.020894872, 0.08426519, 0.068370126, -0.051551163, -0.02995364) * go_0(1.0, -1.0); + result += mat4(-0.19551872, 0.16199462, 0.31150326, 0.082667254, 0.20023693, -0.22914512, -0.29721177, -0.2741043, 0.08894789, -0.06843645, -0.019058365, -0.06370645, 0.11551113, 0.011740334, -0.17567629, -0.05505456) * go_0(1.0, 0.0); + result += mat4(0.043439314, 0.19573408, -0.17608817, 0.043509595, 0.22829561, 0.059223037, 0.05529666, -0.16555707, 0.2754871, 0.042527672, 0.09646824, 0.07046857, 0.10173791, 0.04030276, -0.0544029, -0.26882443) * go_0(1.0, 1.0); + result += mat4(0.022059897, -0.04408266, -0.18699357, -0.09142074, 0.044572234, -0.14162005, 0.108728774, -0.08984615, -0.14737117, 0.12838708, -0.0019777226, 0.21070306, -0.111902215, 0.23080471, 0.0134878885, 0.07111553) * go_1(-1.0, -1.0); + result += mat4(0.12182694, 0.063630685, 0.110018775, -0.03879438, 0.333222, -0.45207745, 0.3209222, 0.123050354, -0.40609705, 0.48236838, 0.14323111, -0.12578699, 0.0015041681, -0.019454073, 0.07013497, 0.093687624) * go_1(-1.0, 0.0); + result += mat4(0.07142873, -0.32094324, 0.3302099, -0.3693182, 0.15444939, -0.14791024, 0.07907135, -0.111387216, 0.045319714, -0.12518585, 0.13145387, 0.09406553, 0.038564056, -0.3085204, 0.39396307, 0.12083835) * go_1(-1.0, 1.0); + result += mat4(0.16042647, -0.16409212, 0.105187505, 0.14153793, 0.269689, -0.14337258, 0.0915773, -0.26669213, -0.059172913, 0.1121628, -0.06627627, -0.29320538, -0.038348313, 0.060661227, -0.09798249, -0.027975965) * go_1(0.0, -1.0); + result += mat4(-0.4110324, -0.06847458, -0.22187959, -0.17196147, -0.2673298, 0.15388274, -0.20157869, 0.45323396, 0.419686, -0.15836199, -0.08358049, 0.2121381, -0.33858112, 0.06060976, -0.0400928, 0.047277283) * go_1(0.0, 0.0); + result += mat4(0.040201366, 0.12845124, 0.6901938, -0.009195482, 0.014911491, -0.06885409, -0.08029354, 0.1280681, 0.13877457, 0.0048243836, -0.13357066, 0.02874182, -0.07086705, -0.08369575, 0.070227675, 0.1674778) * go_1(0.0, 1.0); + result += mat4(-0.009859274, -0.06701725, 0.25491804, -0.035013054, 0.15333284, -0.055876795, -0.22912641, -0.30044466, 0.05092424, 0.15086575, -0.062285095, 0.05064704, 0.02725196, 0.0008295126, -0.24010411, -0.0076930025) * go_1(1.0, -1.0); + result += mat4(-0.033275966, -0.25090593, 0.2981365, 0.12117296, -0.04844607, 0.12529893, 0.041575357, -0.10317985, 0.048691675, 0.13610789, -0.15120777, -0.21308705, -0.019387634, 0.20519307, -0.09056782, -0.04757386) * go_1(1.0, 0.0); + result += mat4(-0.010075166, -0.08621876, -0.19569752, 0.1553574, -0.115346536, -0.009765705, -0.37459797, -0.017294222, -0.18065308, 0.052127127, 0.045157496, 0.11466202, 0.036598917, 0.1750653, -0.18558112, 0.13441156) * go_1(1.0, 1.0); + result += vec4(0.09810561, 0.044599928, -0.0019709724, 0.064204566); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x32 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_2 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.16594207, 0.47900248, 0.15186168, -0.38448718, -0.33396608, -0.12204449, -0.21397614, 0.22567725, 0.2399077, 0.16945037, 0.072409995, -0.015192162, -0.5004075, -0.10852234, 0.14456534, 0.36797065) * g_0; + result += mat4(-0.03527082, -0.13062008, 0.2529196, 0.16799021, 0.2743078, 0.22924475, 0.4391596, -0.34473032, -0.08008852, 0.14463465, -0.30243787, 0.0352092, 0.49160767, 0.18479864, -0.13473135, -0.40414095) * g_1; + result += mat4(0.14367065, 0.058683306, 0.091011606, 0.15336677, -0.119622074, 0.04199915, -0.19148684, -0.103310175, 0.116265774, -0.105254985, 0.6245667, -0.26108894, 0.18143174, -0.1839799, 0.048575178, -0.55331755) * g_2; + result += mat4(0.35027766, 0.03997352, -0.023643266, -0.3330187, -0.10459313, -0.4023968, 0.07325048, -0.09424643, 0.06866858, 0.53465986, -0.44508684, 0.18428375, -0.23138772, 0.027757954, 0.17421234, 0.026670102) * g_3; + result += mat4(-0.4365351, 0.22217907, -0.6871689, 0.045348447, 0.15043557, -0.48645085, -0.29547492, 0.057184387, -0.03682008, 0.3751258, -0.3201267, -0.17569698, 0.3118066, -0.3671979, 0.41987854, -0.122571744) * g_4; + result += mat4(0.44111615, -0.40698248, 0.0016049108, -0.25277275, -0.28967234, 0.016609022, 0.5386827, 0.069790244, -0.51845384, 0.024502689, -0.026591584, 0.17351557, 0.12391694, 0.08250939, -0.08813545, 0.43510008) * g_5; + result += mat4(-0.15770161, -0.27004284, -0.56035084, 0.15914616, 0.22454856, 0.3096621, 0.45845222, -0.008859915, 0.10483775, 0.14181131, 0.026368458, -0.0063670245, 0.24472655, -0.038785648, -0.14339298, -0.10899222) * g_6; + result += mat4(-0.034405068, -0.2823658, 0.050728954, -0.08360402, -0.11867297, -0.20057304, -0.011291816, 0.08128843, 0.07198962, 0.41366118, -0.40760013, -0.05193347, -0.31802976, 0.11970909, 0.09838232, -0.08124989) * g_7; + result += vec4(-0.04242169, -0.0033301958, -0.016717333, -0.0006306486); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!SAVE conv2d_8_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.43036512, 0.052133385, 0.1917228, -0.0080327755, -0.13650647, 0.23129214, -0.03926996, -0.07268268, -0.039649602, -0.04959827, 0.04222682, 0.00578327, -0.6177682, -0.5984116, -0.055091057, -0.41249448) * go_0(-1.0, -1.0); + result += mat4(-0.41248822, 0.42497736, 0.3476831, 0.11943562, 0.071097784, 0.1390214, 0.05519766, -0.13476476, -0.36376685, 0.058813993, -0.05142066, 0.059006505, -0.17129485, 0.18402734, 0.412061, -0.38983205) * go_0(-1.0, 0.0); + result += mat4(-0.19183454, -0.11911039, 0.20892574, 0.1218832, -0.23423564, 0.10342528, 0.09782025, 0.027760351, -0.08676245, 0.07389133, 0.009934853, 0.015378812, 0.28361297, -0.23730409, -0.10037592, -0.24095006) * go_0(-1.0, 1.0); + result += mat4(0.035607535, -0.3156877, -0.013944192, 0.22095163, 0.20762561, -0.26094976, 0.049627785, -0.20424393, 0.07220507, 0.14855692, -0.04763761, 0.09102831, -0.6707187, 0.044909656, 0.73606086, 0.3112647) * go_0(0.0, -1.0); + result += mat4(0.28717026, -0.027964758, 0.19860156, -0.18898363, -0.10064204, 0.05297523, 0.014720102, -0.10856063, -0.517343, -0.17088185, 0.21192405, 0.040609106, 0.07515164, -0.22581428, 0.54721195, 0.40544033) * go_0(0.0, 0.0); + result += mat4(-0.021332845, -0.28534392, -0.053418603, -0.5890941, 0.3246433, 0.255651, 0.07088422, -0.10737213, -0.116894506, 0.13120323, 0.09616092, -0.0067616547, 0.085571416, 0.14623387, -0.26895332, -0.12028506) * go_0(0.0, 1.0); + result += mat4(-0.052351072, -0.73936135, -0.07819111, -0.35983723, 0.13252614, -0.3479261, -0.07381629, 0.008948218, 0.0053645126, -0.039163757, -0.061387096, 0.0041966103, -0.22976315, -0.10269704, 0.5676015, -0.2502383) * go_0(1.0, -1.0); + result += mat4(0.09443165, 0.13924311, 0.15899155, -0.029454758, 0.002642519, 0.4178081, -0.19227526, 0.25177202, -0.26731998, -0.14999937, -0.15141752, -0.16183105, -0.4617529, -0.43337283, 0.2787283, -0.72364557) * go_0(1.0, 0.0); + result += mat4(0.18768649, -0.33622888, 0.10795176, -0.3965141, -0.1887279, 0.2281405, -0.45963305, -0.16073631, -0.015594818, 0.07035953, -0.16940016, -0.28909472, -0.017725285, -0.35240498, 0.30173686, 0.20117418) * go_0(1.0, 1.0); + result += mat4(0.03129677, -0.04133618, -0.011259672, 0.03561297, 0.0852418, 0.04584553, 0.19103919, 0.09809102, -0.14594959, -0.4438363, 0.16297287, -0.20317835, 0.115456745, -0.06761671, 0.15409957, 0.04450018) * go_1(-1.0, -1.0); + result += mat4(0.039826628, -0.45614466, 0.0642495, 0.05919764, -0.44811794, 0.30939403, -0.09915154, 0.1356114, 0.24242148, -0.5744648, 0.051002555, 0.2401494, -0.24656531, -0.025525048, 0.0022000005, 0.16019441) * go_1(-1.0, 0.0); + result += mat4(-0.30609047, -0.44622147, -0.1323853, 0.27586594, 0.28131932, -0.1788347, -0.13601942, -0.056978267, 0.1390773, 0.023616405, 0.23695482, 0.014369665, 0.1065836, 0.2862605, 0.12936947, -0.08392774) * go_1(-1.0, 1.0); + result += mat4(-0.21285766, -0.19791842, -0.08064578, -0.15698087, -0.6196114, -0.30824217, -0.048959345, 0.30395007, -0.41899, -0.3358852, -0.097170554, 0.28982377, 0.087944746, 0.15887393, 0.12179637, -0.33221152) * go_1(0.0, -1.0); + result += mat4(-0.13241346, 0.035703655, -0.4474765, 0.110112734, -0.27055773, 0.41301596, -0.6500781, -0.15217184, -0.2048386, 0.011350564, -0.45242086, 0.4019483, -0.13381444, -0.34816414, -0.5594909, 0.06767518) * go_1(0.0, 0.0); + result += mat4(-0.16038893, 0.035530727, -0.029575568, 0.4231352, 0.024787677, 0.63239074, -0.039876997, -0.025136393, -0.51243687, 0.05607693, -0.26631242, 0.089419514, -0.051774174, 0.08727033, -0.055868924, -0.0934304) * go_1(0.0, 1.0); + result += mat4(0.08607903, 0.10347359, -0.08568057, -0.04361689, -0.09244961, 0.032459106, 0.07126668, 0.40926656, -0.17473985, -0.2854381, -0.07475363, -0.16183083, 0.22286943, 0.068349905, -0.07890174, -0.18732166) * go_1(1.0, -1.0); + result += mat4(0.17825048, -0.31030193, -0.21215369, 0.015413245, -0.0980228, -0.3963089, -0.09465454, -0.39197174, 0.22134416, -0.10105557, 0.3249675, -0.027290137, -0.10875647, -0.2393993, -0.015305307, 0.21288091) * go_1(1.0, 0.0); + result += mat4(0.26367134, -0.11709682, 0.10634492, -0.13768406, 0.5535611, 0.6967819, -0.31092402, -0.5262172, 0.14721805, -0.05149995, 0.22435789, -0.21493623, 0.27388602, -0.14029293, -0.1060113, 0.083680965) * go_1(1.0, 1.0); + result += vec4(0.017177593, -0.03303642, 0.018293152, -0.0153594585); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.43671334, -0.16534646, -0.13688485, -0.008512402, -0.10336664, -0.08822921, -0.116312236, -0.038849946, -0.035221335, 0.019403309, 0.060067646, -0.025432155, 0.090118125, -0.117073216, 0.16502255, 0.034231257) * go_0(-1.0, -1.0); + result += mat4(0.17112842, -0.023511292, -0.2592198, -0.07303919, 0.048081987, -0.054403186, -0.060226068, -0.2663483, 0.16908844, -0.11529753, -0.036192283, 0.05631556, -0.12996213, 0.32429552, -0.17090482, 0.37093237) * go_0(-1.0, 0.0); + result += mat4(-0.0398796, -0.21753207, -0.014232783, 0.04652695, 0.06361906, 0.11714849, -0.116917215, -0.0088206185, -0.15661797, 0.11036933, 0.043800946, 0.0088503305, 0.15252474, -0.21677117, -0.26665527, 0.11332868) * go_0(-1.0, 1.0); + result += mat4(0.14935064, 0.03734691, 0.08192101, -0.28615516, 0.19225292, 0.09485945, -0.018961852, -0.04503368, -0.14962928, 0.14281853, 0.015293623, -0.0051231394, 0.31510183, 0.28869596, 0.1890055, -0.07833456) * go_0(0.0, -1.0); + result += mat4(0.2734724, 0.37409434, -0.2611236, 0.06528365, -0.1886752, 0.045421556, 0.25771844, 0.14760634, -0.02859129, -0.071093805, -0.1635561, 0.06800318, 0.44370538, 0.43510497, 0.15145455, -0.029246451) * go_0(0.0, 0.0); + result += mat4(0.17102292, 0.33519942, 0.2755555, -0.24724208, 0.042192735, -0.6907692, -0.10582406, 0.2008313, 0.04859614, -0.24115612, 0.015256011, -0.029317714, -0.057466604, -0.1004556, 0.24814546, -0.22135083) * go_0(0.0, 1.0); + result += mat4(0.20959556, 0.113371, -0.021680012, -0.054057337, -0.017139604, -0.082443535, -0.03216185, 0.13644056, -0.105473205, -0.033690784, 0.030838218, 0.013347346, 0.49752173, -0.14028637, -0.23801191, 0.059374087) * go_0(1.0, -1.0); + result += mat4(0.054281052, 0.04908332, 0.065993994, -0.09818599, 0.17124225, -0.22669722, -0.090717405, 0.20086871, 0.05861675, 0.09584638, 0.18013628, 0.026234226, 0.32684898, 0.28582916, -0.03517119, -0.21534745) * go_0(1.0, 0.0); + result += mat4(0.2143339, -0.009243758, -0.043321237, -0.18695052, 0.0707111, -0.052678097, 0.04782485, 0.06970353, -0.029827276, 0.10827879, 0.049044352, -0.09452859, -0.08516196, 0.11786405, -0.18170272, -0.117841594) * go_0(1.0, 1.0); + result += mat4(-0.23180094, 0.079831, -0.17606014, -0.06691572, 0.13079396, -0.054930445, 0.025274629, 0.059386294, 0.18818773, 0.071563244, -0.19136675, 0.031156426, 0.12569802, 0.057418842, -0.022066243, 0.09572557) * go_1(-1.0, -1.0); + result += mat4(0.13405065, -0.038109858, 0.19447789, -0.121862344, -0.5014013, 0.030394621, -0.11468341, 0.24658446, -0.2861801, 0.11453208, 0.17080295, 0.32403797, 0.01776269, 0.21879151, -0.1487332, -0.13659461) * go_1(-1.0, 0.0); + result += mat4(-0.16852567, 0.37488598, 0.103131816, 0.15805401, -0.5529941, -0.0106922565, 0.14309406, 0.018851891, 0.18253598, -0.18453355, -0.14344332, 0.14581451, 0.00017439971, -0.22823274, -0.02480218, -0.28830686) * go_1(-1.0, 1.0); + result += mat4(-0.036933262, -0.105577976, 0.02778643, 0.21757011, -0.0051288083, 0.036500473, 0.12934865, -0.18750058, 0.05384686, -0.14823805, 0.12996665, -0.0717687, 0.15035072, 0.00028661545, -0.4272515, 0.102082215) * go_1(0.0, -1.0); + result += mat4(0.3707243, -0.34236187, -0.037726954, 0.19196671, 0.101593964, 0.3211922, -0.30584693, -0.09473774, -0.012873282, -0.26314828, -0.3015266, -0.05155332, -0.23810461, -0.17289765, 0.16493215, 0.07951415) * go_1(0.0, 0.0); + result += mat4(-0.054548983, 0.20742553, -0.17368966, -0.11417929, -0.14998713, 0.14250377, 0.08688373, -0.39742398, -0.29795423, 0.3917638, -0.24611169, -0.007993072, -0.052766692, -0.05993209, -0.017495412, 0.2881331) * go_1(0.0, 1.0); + result += mat4(-0.05283335, 0.081839375, 0.013510656, -0.097930856, -0.09817993, -0.10169309, -0.024573473, -0.061191153, 0.14742163, 0.12549889, 0.21033141, -0.11116201, -0.046900082, 0.052657153, -0.10784069, 0.0005640972) * go_1(1.0, -1.0); + result += mat4(0.036850937, -0.004740191, -0.105057694, 0.16894996, -0.39845806, -0.11454543, 0.044997875, 0.10780206, -0.15164936, -0.030377366, -0.015979659, -0.16242398, -0.045865484, 0.04037505, -0.03663904, 0.24529697) * go_1(1.0, 0.0); + result += mat4(0.0041185757, 0.0843081, 0.07231875, 0.100667596, -0.31684703, -0.2574812, -0.03461963, 0.11267055, -0.22542828, -0.104221806, -0.095156625, -0.08219916, 0.18497708, -0.08431334, -0.074380755, 0.07518058) * go_1(1.0, 1.0); + result += vec4(0.034884464, 0.055267137, 0.03452981, 0.012002485); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_2 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09644354, -0.12061228, -0.15139145, 0.010084075, 0.19283041, -0.15289722, 0.0028078665, 0.15971705, -0.03884288, -0.06906346, -0.04772131, 0.32280502, -0.42069855, 0.21643022, -0.8389786, -0.50325495) * g_0; + result += mat4(0.18034904, 0.037142154, 0.41413367, 0.08413125, -0.14397736, -0.4820656, 0.32794252, 0.2589487, 0.46948192, 0.26964813, -0.07420985, -0.16767345, 0.086358115, -0.10306444, 0.36070088, 0.1681583) * g_1; + result += mat4(0.35362276, 0.012461055, -0.77784586, 0.09078976, 0.19976044, 0.17758635, -0.37238386, -0.03503108, 0.13998942, -0.37809366, 0.016560063, 0.3934089, -0.25227416, -0.123653956, -0.05106222, 0.005900442) * g_2; + result += mat4(0.057956465, -0.049570814, 0.0606723, -0.20321843, -0.26415482, -0.27723017, 0.116116256, 0.091267794, -0.14814565, 0.25946814, 0.17341542, 0.14638402, 0.2880723, 0.10809813, 0.025261842, -0.34984475) * g_3; + result += mat4(0.05510083, 0.17530598, -0.20630372, -0.027601322, 0.017287979, 0.1857018, -0.41756013, -0.14747128, 0.36301833, 0.13361412, 0.021245379, 0.08700895, -0.15968269, -0.32113054, 0.019964505, -0.15953153) * g_4; + result += mat4(-0.12913038, -0.21853726, -0.14845535, -0.2878481, 0.060428645, -0.12468173, -0.0068141054, 0.044517014, -0.3603185, -0.21329117, -0.029232644, 0.033500195, 0.4367195, -0.048263986, 0.36913735, -0.015526651) * g_5; + result += mat4(0.15424874, 0.09803074, -0.4081566, -0.24807191, -0.21617292, -0.26116055, -0.19488858, 0.13665622, -0.23223704, 0.13516016, -0.19990326, -0.09589857, 0.2877168, -0.18335378, -0.12726076, -0.01706245) * g_6; + result += mat4(0.17850566, 0.11283147, 0.0941847, 0.07064274, 0.23485339, 0.053585358, 0.038221374, -0.052291602, -0.085393615, -0.43200582, -0.3899717, -3.6526293e-05, -0.1805902, 0.15160961, -0.25388122, -0.10506431) * g_7; + result += mat4(0.10518986, 0.4441116, -0.16333202, -0.15620118, -0.025791602, -0.2971725, 0.27621722, 0.15761738, 0.008179799, 0.4354704, 0.8792617, 0.98227674, 0.27862114, -0.28962052, 0.08527341, 0.06820025) * g_8; + result += mat4(-0.002976883, -0.220515, -0.2764896, 0.03840775, 0.09852327, 0.09890841, 0.6333531, 0.05949176, -0.12757486, 0.12711844, -0.103355624, -0.2612116, -0.92972547, 0.20546664, 0.43557793, 0.14573197) * g_9; + result += vec4(-0.048349448, -0.027946962, -0.014499015, -0.017825816); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!SAVE conv2d_11_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.099030726, -0.06836123, 0.08793171, -0.08440806, 0.1367897, -0.18130925, -0.061028607, -0.0036578078, -0.2664728, 0.11683366, -0.106817886, 0.054352235, -0.037010342, -0.04099114, -0.024939198, 0.17543977) * go_0(-1.0, -1.0); + result += mat4(-0.005120602, 0.033574037, 0.15293613, 0.14662915, 0.16131143, 0.14048538, -0.07979977, -0.09974233, 0.12065904, -0.027316207, 0.05308134, -0.39921048, -0.11916608, 0.05068417, -0.064156584, 0.0906338) * go_0(-1.0, 0.0); + result += mat4(0.19719984, 0.031454016, 0.057130553, -0.08133089, -0.48387995, -0.20429122, -0.2968695, 0.17029694, 0.2686546, -0.32400158, 0.23564363, -0.12357238, -0.039444853, -0.25260264, -0.045210194, 0.009996893) * go_0(-1.0, 1.0); + result += mat4(0.24888185, -0.16971394, 0.23991539, -0.20469886, -0.05449719, -0.22697294, -0.19475369, -0.14052935, 0.15595771, 0.09519395, -0.18674417, -0.19258659, -0.18656066, -0.07679601, 0.04305061, -0.052698307) * go_0(0.0, -1.0); + result += mat4(0.26016366, 0.37886587, 0.29538265, 0.13591415, 0.08657945, 0.2248858, 0.13191143, -0.27878642, 0.38287383, -0.24528888, 0.16275367, -0.4445379, -0.15009366, 0.21030647, 0.04707718, -0.36865705) * go_0(0.0, 0.0); + result += mat4(0.00060599507, -0.063061595, 0.09708327, 0.18096425, -0.18803552, -0.15204777, -0.21307996, 0.25915486, 0.180343, 0.15965502, 0.4193544, 0.11587751, -0.01724538, -0.0003311443, 0.118263096, 0.3388005) * go_0(0.0, 1.0); + result += mat4(-0.11013732, -0.24454343, 0.11523979, 0.16267157, 0.037852544, -0.018723588, -0.044225607, 0.010824283, -0.09449054, -0.43009904, 0.17163227, 0.058022983, 0.3704038, -0.124312826, -0.04090871, -0.41738933) * go_0(1.0, -1.0); + result += mat4(-0.08466185, -0.032986447, -0.12251885, -0.061746452, -0.28120902, -0.03351265, -0.07977477, 0.035497896, -0.40911916, -0.265343, 0.18400514, 0.18039864, 0.2885377, 0.17138512, -0.2672905, -0.17658347) * go_0(1.0, 0.0); + result += mat4(0.14892288, 0.054083705, 0.074718416, 0.011234817, -0.1644216, 0.10958687, 0.016626561, 0.13260235, 0.15622494, 0.028492622, 0.16308293, 0.0817191, 0.004302441, -0.03425889, 0.019733155, 0.20729025) * go_0(1.0, 1.0); + result += mat4(-0.10912273, 0.18627015, -0.12923245, -0.007432667, -0.15062776, 0.1132029, -0.039932206, -0.048926212, -0.19350322, -0.052288085, -0.062460408, 0.06341913, -0.22352171, 0.12735958, -0.030772611, 0.10314876) * go_1(-1.0, -1.0); + result += mat4(0.055571638, -0.29345444, -0.05150461, 0.038981512, -0.20368473, -0.1620652, 0.2212063, 0.16812243, -0.25869122, -0.055914585, 0.1699279, 0.09515419, -0.051229157, 0.029384349, 0.2958992, 0.33411613) * go_1(-1.0, 0.0); + result += mat4(-0.16893966, -0.11777383, -0.1890183, 0.3100362, 0.32964075, 0.1503138, 0.23687156, -0.1966872, -0.34989685, 0.018697567, -0.054476835, 0.2467992, 0.1404086, 0.042806204, 0.22713056, -0.07194008) * go_1(-1.0, 1.0); + result += mat4(0.1294499, 0.08734431, -0.27748963, -0.30450672, 0.347131, 0.10832939, 0.094416045, -0.021583052, -0.03705905, 0.13216147, 0.060019907, 0.17617045, -0.31731188, 0.055844136, -0.32436728, 0.09127553) * go_1(0.0, -1.0); + result += mat4(-0.37301856, -0.59706587, 0.14188358, -0.11759082, -0.123990245, 0.17104799, -0.22897844, 0.044174567, 0.08194783, 0.5041956, 0.080176726, 0.30695775, 0.14737315, 0.06887362, -0.14944588, 0.041438155) * go_1(0.0, 0.0); + result += mat4(0.028311472, -0.12458831, 0.09180698, 0.21692544, 0.26750755, -0.095768556, 0.37605208, -0.09700436, -0.43799365, -0.2001086, -0.22588708, 0.21119161, 0.017415013, 0.15119827, -0.015756091, -0.097044095) * go_1(0.0, 1.0); + result += mat4(0.07018085, 0.07628864, 0.03961951, 0.032012466, 0.09119677, -0.11489552, 0.086640276, -0.10799725, -0.09006475, 0.18994014, 0.015971951, 0.025477583, 0.034011904, -0.07448855, -0.090691224, -0.08970111) * go_1(1.0, -1.0); + result += mat4(-0.036299143, 0.14122474, -0.1863209, 0.1802412, 0.25498003, 0.12084085, -0.15148233, -0.15718026, 0.00034174722, 0.13090368, -0.17938401, -0.064941354, -0.42650834, -0.24431564, 0.1735792, -0.08763975) * go_1(1.0, 0.0); + result += mat4(-0.018800588, -0.09828807, 0.022626605, 0.19307971, 0.2295834, 0.021806285, 0.17869954, -0.089709155, 0.039047185, 0.1444108, -0.058205944, -0.0141449645, 0.10705844, 0.17592433, -0.017586943, 0.100735694) * go_1(1.0, 1.0); + result += vec4(-0.10319947, 0.010868113, 0.0143356435, -0.007343647); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!SAVE conv2d_10_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.034931988, -0.10314893, 0.050731838, 0.008667428, 0.093605734, 0.18763398, 0.1329972, 0.32109565, 0.018679736, 0.16050446, -0.21393016, -0.5850818, -0.03595686, -0.06816087, 0.058053996, 0.14945738) * go_0(-1.0, -1.0); + result += mat4(0.13086358, 0.1037956, 0.024482725, 0.28596595, 0.03427747, 0.03360277, -0.08412939, -0.09863662, -0.14649919, 0.049508557, -0.040583454, -0.3193693, 0.09898459, -0.055807225, -0.13826977, -0.24508655) * go_0(-1.0, 0.0); + result += mat4(0.022690594, -0.049172435, -0.043048073, 0.28297383, -0.12327597, 0.12841734, 0.19118458, -0.14444864, 0.25481266, -0.1530131, -0.32560238, 0.28813502, 0.07987849, -0.081693284, 0.023993304, 0.051493756) * go_0(-1.0, 1.0); + result += mat4(-0.21383128, 0.10948106, 0.29768178, 0.5630563, -0.097254336, 0.3000293, 0.27545682, -0.10354583, 0.064267136, -0.0722382, 0.16716443, -0.29272497, 0.124174535, -0.09405645, -0.07759505, -0.63239044) * go_0(0.0, -1.0); + result += mat4(-0.049770556, -0.2611922, -0.11767422, -0.056895554, -0.10655438, 0.15822971, -0.15873717, -0.034663625, -0.22618848, -0.037567407, 0.8648974, 0.15630767, 0.24981938, 0.15488663, -0.01769864, -0.05102535) * go_0(0.0, 0.0); + result += mat4(0.021745246, -0.019828277, -0.2533036, 0.08191131, 0.21484213, 0.07265768, 0.13022637, 0.12640825, 0.3097948, 0.1656624, 0.29834095, 0.26926345, 0.1445516, -0.096134044, 0.23720652, 0.104119554) * go_0(0.0, 1.0); + result += mat4(-0.0026226363, -0.11969785, -0.07630252, 0.48163646, 0.020707106, 0.098053664, 0.15194124, -0.067455925, -0.0072260266, -0.063311785, -0.13165388, -0.2720021, 0.056918275, -0.46139827, 0.062053606, -0.2062505) * go_0(1.0, -1.0); + result += mat4(0.18370466, -0.21412961, -0.08481129, 0.012198226, -0.08129054, 0.5550795, 0.047955874, 0.2502166, -0.07373375, 0.28914857, -0.0046189106, -0.014052611, -0.1366542, -0.4555943, -0.053266894, 0.4447608) * go_0(1.0, 0.0); + result += mat4(-0.028673984, -0.05453405, -0.118545935, -0.069395766, 0.17180833, 0.17611517, 0.13780451, 0.28597325, -0.07254466, 0.05339366, 0.0095731495, 0.17107281, 0.08671597, -0.06200009, -0.06297748, 0.08674916) * go_0(1.0, 1.0); + result += mat4(-0.040299665, 0.095958404, 0.052906267, -0.48397818, -0.1331588, -0.0012678325, -0.042020816, -0.33833674, -0.012395556, 0.07671447, -0.15005252, -0.083733305, 0.12279073, 0.13883469, -0.10359484, -0.31333458) * go_1(-1.0, -1.0); + result += mat4(0.14495945, -0.12174993, -0.11281622, -0.018538697, -0.14329918, 0.12817283, -0.046540275, -0.1030246, -0.1832771, -0.30401602, -0.33390167, -0.052471336, 0.12632851, 0.23514742, 0.0011784412, -0.49560672) * go_1(-1.0, 0.0); + result += mat4(0.08295849, 0.044828687, 0.27639604, 0.039427668, 0.02818349, -0.06210292, -0.27352595, 0.19817229, -0.18440844, -0.06898423, 0.0017214341, -0.18130824, -0.0071537187, 0.03517007, -0.2113949, 0.025240164) * go_1(-1.0, 1.0); + result += mat4(-0.2006673, -0.041704424, 0.16268894, -0.25376207, 0.07905478, -0.17365594, 0.10044552, -0.20418073, 0.085226685, -0.16344517, -0.11064805, -0.2824042, 0.00095205643, 0.31177342, -0.3084233, -0.0908839) * go_1(0.0, -1.0); + result += mat4(0.26129997, 0.3127755, 0.06982181, 0.23317924, -0.05344337, 0.008762884, 0.20765801, 0.13311344, -0.021598162, 0.0038430444, -0.40633947, 0.09444498, -0.097569115, 0.1161639, 0.051482536, -0.13007577) * go_1(0.0, 0.0); + result += mat4(0.1168701, 0.10319956, -0.26231092, 0.13755418, -0.31545812, 0.21018027, -0.2570223, 0.11072984, 0.169098, -0.092338, 0.19418359, -0.24841106, 0.2179265, 0.26306525, -0.030364338, 0.011455713) * go_1(0.0, 1.0); + result += mat4(0.013165953, -0.027480505, 0.019355817, -0.22797722, 0.10252238, -0.13104701, 0.043106645, -0.113860615, 0.077017605, 0.16079858, -0.13723075, 0.08403468, 0.07229952, -0.07288171, 0.153157, -0.30485252) * go_1(1.0, -1.0); + result += mat4(-0.18590495, -0.02694476, 0.14553905, 0.135362, 0.033088487, -0.49798432, -0.11869643, 0.15896079, 0.09456545, -0.14991766, -0.15788183, -0.13954063, -0.1400199, 0.47176227, 0.1710854, 0.24664737) * go_1(1.0, 0.0); + result += mat4(0.15082799, -0.1990422, -0.07347236, 0.106623515, -0.054368034, -0.10389193, -0.0711653, -0.022524087, -0.056636613, -0.07881972, 0.09727487, -0.16494693, 0.13156064, 0.176482, 0.11008391, 0.16038191) * go_1(1.0, 1.0); + result += vec4(-0.0891901, 0.05071113, -0.026449949, -0.0051819966); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_2 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_10 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.2967133, -0.18581349, -0.03749059, 0.30880052, -0.11064016, -0.23309472, 0.05572459, 0.04502667, -0.12098995, 0.1875494, 0.17095889, 0.008563628, -0.16092524, 0.03845401, 0.1908294, 0.10556762) * g_0; + result += mat4(0.23697758, 0.11629349, 0.19466121, -0.41413772, -0.20402254, 0.0062864223, -0.13700421, -0.10543815, -0.03498975, 0.02710536, -0.32383642, 0.12299909, -0.06849518, -0.005379719, 0.15714374, -0.15514039) * g_1; + result += mat4(-0.17502604, -0.24644612, -0.13557185, -0.16728596, -0.024457034, -0.28457522, 0.13460088, -0.21639405, 0.057475664, 0.1473123, 0.19220911, -0.12668033, 0.67518485, -0.36505973, -0.16904399, -0.010216019) * g_2; + result += mat4(-0.15164074, 0.2532923, -0.13278177, -0.11557631, -0.23019886, 0.115244605, 0.010407434, 0.044481948, -0.36745974, 0.6252675, -0.7489445, 0.31991, 0.04725299, 0.32507753, 0.3035176, -0.18355042) * g_3; + result += mat4(0.11328097, -0.09094802, -0.03745151, 0.12965176, 0.0051720524, 0.028558291, -0.047848992, 0.23055501, 0.18047509, -0.07151716, 0.05670166, -0.008592144, -0.092078224, -0.013172229, -0.017855234, -0.07338865) * g_4; + result += mat4(0.123723745, -0.06312486, 0.0427355, -0.11981472, 0.028110307, 0.2275076, -0.019800344, -0.10352946, -0.23628815, 0.24896589, -0.07624697, -0.21491022, -0.13148311, 0.27282125, -0.053250857, -0.15992334) * g_5; + result += mat4(-0.23408101, 0.20139061, 0.0035646914, 0.16009186, -0.1912387, -0.0066828816, -0.13681525, -0.22325766, -0.056139376, -0.0638933, 0.0681208, 0.041838214, -0.016192758, 0.19360517, -0.21080317, 0.113634475) * g_6; + result += mat4(0.1369719, 0.18950021, 0.019468868, -0.08180063, -0.31615034, 0.028354429, -0.1489749, -0.096815735, 0.22448029, 0.16501611, -0.11709639, -0.047612794, 0.10514418, -0.07882259, 0.2664075, 0.19011621) * g_7; + result += mat4(0.13804765, 0.01748137, 0.18502045, 0.058146507, -0.5661739, 0.14128609, -0.25875592, -0.6150388, -0.031642724, 0.3204696, -0.021026978, -0.3983191, 0.08609409, 0.0042772954, -0.3754959, -0.19454613) * g_8; + result += mat4(0.09550674, 0.26413566, -0.15292425, -0.13285659, 0.14078279, 0.08191184, 0.066060774, -0.02605145, -0.08946464, 0.11715431, 0.05521046, -0.03218011, -0.31606913, -0.011917866, 0.11926112, 0.145299) * g_9; + result += mat4(0.71071726, -0.8614542, -0.050295915, 0.41341305, -0.38318273, 0.1269644, 0.46467987, -0.15950991, -0.75483114, 0.6358254, -0.19257315, -0.5991311, 0.10807353, 0.083646335, 0.032484207, -0.20280145) * g_10; + result += mat4(-0.21395132, 0.37320906, 0.30284703, 0.054482624, 0.10859697, 0.21301107, -0.09715497, -0.047609363, 0.40013343, -0.22015318, 0.09944949, 0.4283713, 0.1767619, 0.15653327, -0.01787549, 0.22862214) * g_11; + result += vec4(0.06043013, -0.057747327, -0.0260778, 0.034383494); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x3x3x8 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!SAVE conv2d_13_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.122954965, 0.18889557, -0.050585095, -0.09285047, 0.041825704, -0.10147826, -0.0524878, 0.042394586, 0.26654795, -0.052367304, 0.32582784, 0.23248254, -0.18429202, -0.036516707, 0.034441825, 0.13747402) * go_0(-1.0, -1.0); + result += mat4(0.39325443, 0.12691088, -0.14018032, 0.2601387, -0.0128762275, 0.09533191, -0.15545139, -0.064879976, 0.4752176, -0.46358192, -0.048625924, 0.07356933, -0.030162415, -0.09837143, -0.34081137, 0.09620003) * go_0(-1.0, 0.0); + result += mat4(0.11647179, 0.020975508, -0.06064534, -0.1789612, 0.057696175, 0.11116113, -0.015037568, -0.024370348, -0.03656938, -0.2899815, -0.10285936, 0.055147626, 0.19246738, 0.30268162, -0.4149779, -0.0402745) * go_0(-1.0, 1.0); + result += mat4(-0.009147066, -0.17453548, 0.23320405, -0.009745345, 0.080975994, 0.07396582, -0.13413322, 0.17224005, -0.19477916, 0.16737588, 0.5310824, -0.48741058, 0.3713329, -0.061815146, -0.19980642, 0.25318542) * go_0(0.0, -1.0); + result += mat4(0.34857947, 0.09298978, 0.20253287, 1.0750674, 0.074417695, 0.15859176, 0.17113946, 0.3587233, -0.3720992, 0.5499863, -0.3334931, -0.7303378, 0.28977355, -0.40827954, -0.15625797, 0.44504634) * go_0(0.0, 0.0); + result += mat4(0.00963027, -0.103650935, -0.15111534, -0.054710496, 0.068436116, -0.04733752, -0.014022155, -0.06435892, 0.46522453, 0.06746723, -0.13256127, -0.354952, 0.036626723, -0.2881872, -0.20110025, 0.18387023) * go_0(0.0, 1.0); + result += mat4(-0.042692482, -0.08184722, 0.29142103, 0.10918554, 0.022569105, -0.03967552, -0.029662814, 0.16549924, -0.06727612, 0.49291298, 0.12881728, -0.02918886, -0.01579875, -0.12708642, -0.21163678, -0.24313599) * go_0(1.0, -1.0); + result += mat4(-0.044082023, -0.047357306, -0.044077095, 0.20591871, -0.015887344, 0.05115381, -0.19811073, -0.035676513, 0.019275555, 0.4578326, 0.5141636, 0.0702626, 0.13119744, -0.17745942, -0.1892288, -0.062224492) * go_0(1.0, 0.0); + result += mat4(0.06651709, -0.016656881, -0.0052546742, 0.014599082, -0.032204926, 0.09341175, -0.010483702, -0.04786155, 0.23358113, 0.13316281, 0.21748747, 0.04741849, -0.11040673, 0.06230487, 0.16795471, -0.104242735) * go_0(1.0, 1.0); + result += mat4(-0.06844235, -0.01974277, 0.03758873, 0.0437811, -0.057502225, -0.076013766, 0.05226354, 0.16626364, -0.15094693, -0.06513261, -0.07178063, -0.25390542, -0.046331745, 0.048600584, -0.09498597, -0.029823082) * go_1(-1.0, -1.0); + result += mat4(0.055906143, -0.09671702, -0.022703249, -0.074096285, -0.18490121, -0.14549334, 0.42093202, 0.087242134, -0.29526195, 0.31182536, 0.044069793, -0.17393354, -0.17096926, -0.15162584, 0.25237793, 0.047123164) * go_1(-1.0, 0.0); + result += mat4(-0.0007076463, 0.0037513115, -0.044519257, 0.05986656, -0.12090617, 0.17659539, -0.07153321, 0.043799683, -0.050228495, -0.04225425, 0.24785443, 0.19911547, -0.05966556, -0.19790268, 0.20703633, 0.0048266468) * go_1(-1.0, 1.0); + result += mat4(0.21739465, -0.046017647, -0.17681813, 0.21452186, 0.230653, -0.47062522, -0.23921433, 0.39329913, -0.036690675, 0.3303968, -0.47879925, -0.16289225, -0.1494594, 0.27207994, 0.1856394, -0.47609702) * go_1(0.0, -1.0); + result += mat4(0.3214577, -0.023753606, 0.21297608, -0.7130707, 0.050221473, 0.9629573, 0.5004743, 0.10413513, 0.10723351, -0.07022509, 0.23218232, -0.5185978, -0.6921137, 0.0619471, 0.16877905, -0.60311705) * go_1(0.0, 0.0); + result += mat4(0.0079998905, -0.066334635, 0.24110058, 0.06277327, -0.099571265, 0.28088686, 0.089555554, 0.049777288, -0.12143259, 0.19382764, 0.028673613, 0.14329565, -0.10053404, -0.07129261, -0.06196109, -0.54130787) * go_1(0.0, 1.0); + result += mat4(0.0602462, -0.21520244, -0.17295553, 0.01296868, 0.09711833, 0.051904213, -0.20535164, -0.17658444, 0.27075645, 0.0784139, 0.13146368, -1.7129825e-05, -0.06117924, 0.24631894, -0.01026257, 0.0030612787) * go_1(1.0, -1.0); + result += mat4(0.19062799, 0.122910775, 0.09640838, 0.06539721, 0.057701044, -0.20118104, -0.06261069, 0.107874714, 0.0973878, -0.20830666, -0.108459, -0.10059624, -0.08533175, -0.025608283, -0.07584223, -0.26741856) * go_1(1.0, 0.0); + result += mat4(-0.1459836, -0.092159286, 0.05037609, 0.07709965, -0.18563168, -0.017586546, -0.16244653, -0.017426869, -0.20880185, -0.26068223, 0.037480514, 0.056800563, 0.14884543, 0.13592677, -0.1492276, 0.023280073) * go_1(1.0, 1.0); + result += vec4(-0.03207076, 0.045260444, 0.040100798, -0.014172305); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_2 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_10 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_12 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06499131, -0.18188648, -0.3129073, 0.46508536, 0.12730247, -0.0048228996, -0.29037076, -0.040671512, -0.37960687, -0.014975028, 0.051478356, -0.17510629, 0.24467152, -0.3726265, -0.05205153, 0.29063764) * g_0; + result += mat4(-0.036466975, -0.021365412, 0.19166216, 0.2391551, 0.38419026, 0.16602032, 0.06468244, 0.7733659, 0.004007756, 0.03079535, -0.0030497843, -0.2033753, -0.3095698, 0.40909737, 0.067926906, -0.16948561) * g_1; + result += mat4(-0.07662823, 0.021806711, 0.05107831, 0.09089961, -0.051882017, -0.00308805, -0.08946813, -0.085923605, 0.13135786, -0.040860962, -0.12652986, -0.17011258, -0.23838595, 0.16027555, -0.27720237, 0.3512776) * g_2; + result += mat4(0.054664467, -0.012412156, -0.11934643, -0.20614244, 0.005247195, -0.07548066, 0.1898925, -0.08086777, -0.27888495, 0.08055913, 0.2733805, 0.05444851, 0.22015096, -0.15712278, 0.070828624, -0.12955543) * g_3; + result += mat4(-0.19064794, 0.10234088, -0.07635815, 0.15928909, 0.25309163, -0.0055202493, -0.04807871, 0.1251584, -0.19122045, 0.050241888, 0.020203145, 0.12914757, 0.20982412, -0.042472344, 0.12709813, -0.10014193) * g_4; + result += mat4(-0.025030518, -0.077239156, 0.12003885, -0.07962912, -0.17808792, -0.027223784, 0.13286914, -0.026946044, 0.044607714, -0.045288526, 0.12821364, -0.19116278, 0.053770527, -0.05832497, -0.14832996, -0.08657012) * g_5; + result += mat4(0.17286317, -0.029046731, -0.06853154, -0.080361344, -0.14082976, -0.076902896, 0.08296736, -0.17621617, 0.10048785, -0.01766402, -0.06414528, -0.012933831, 0.13066664, -0.05233094, 0.09176876, 0.0053013414) * g_6; + result += mat4(0.09860572, 0.0578288, 0.05035504, 0.017596964, 0.055266783, -0.084020205, 0.1214565, -0.04180339, -0.16650584, 0.02645373, 0.08516016, 0.123672284, -0.11207144, 0.03805417, 0.017909998, 0.08631275) * g_7; + result += mat4(0.08567236, 0.11860556, -0.2603184, 0.04399533, -0.13169551, -0.14144541, 0.11864987, -0.19813964, -0.14435594, 0.0943669, 0.318387, -0.039731313, -0.05394642, 0.018096905, 0.11445131, -0.07224858) * g_8; + result += mat4(-0.066673055, -0.0079072425, 0.15320915, 0.1241549, -0.03786454, 0.02686796, 0.062339537, 0.0921351, 0.24909046, -0.13677734, -0.08606315, -0.1311618, -0.11268947, 0.017006561, -0.010060483, -0.016905207) * g_9; + result += mat4(0.11682704, -0.06385352, 0.048959445, 0.2103904, -0.24271931, -0.114691064, 0.106675364, -0.16527846, 0.20034032, -0.19069487, 0.13964948, -0.2999216, -0.05324707, 0.03835898, 0.002079623, -0.042824514) * g_10; + result += mat4(0.021089941, 0.058709584, -0.026687654, 0.061108842, 0.13278545, 0.0154480925, -0.1858288, 0.07775379, -0.013820952, 0.04138522, 0.040989578, 0.19044249, -0.05938495, 0.049729984, 0.022488212, 0.13883443) * g_11; + result += mat4(-0.12241166, 0.24528268, -0.5302565, 0.045535725, -0.054705787, -0.038350295, -0.0833044, 0.18413262, -0.16520579, 0.087780885, -0.42400438, 0.30506396, -0.05254002, 0.0068022306, -0.6969388, 1.901328) * g_12; + result += mat4(-0.12879479, -0.13513997, -0.068150125, 0.34132335, 0.08568371, 0.086309135, -0.10726202, 0.053040955, -0.007894386, 0.0694188, 0.13861355, -0.06504751, 0.1669743, -0.06529014, -0.048758753, -0.10337064) * g_13; + result += vec4(-0.022439916, 0.020257013, 0.041364692, 0.0141367195); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups1 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_2 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_3 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_4 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_6 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_8 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_10 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_12 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10813235, 0.05466766, -0.20426773, 0.03014769, -0.23742639, -0.18808678, -0.08507936, 0.11070251, -0.24421449, -0.047370236, -0.034263644, -0.36471045, 0.022079159, -0.13425855, -0.43840396, 0.14318791) * g_0; + result += mat4(0.006743051, 0.07216438, 0.14125177, 0.06620228, 0.42031923, 0.2496421, -0.07731219, -0.013831615, 0.15525927, 0.090886295, 0.019504324, -0.048566148, -0.21346657, 0.022109412, 0.26717573, -0.11774596) * g_1; + result += mat4(-0.28528357, -0.17186452, -0.20616518, 0.034786828, -0.10506841, -0.12335915, 0.07619831, -0.23998813, 0.19965814, 0.103892386, 0.04367025, -0.19183081, -0.16918147, -0.056264214, 0.20310691, 0.3341895) * g_2; + result += mat4(0.20581162, 0.02040467, 0.35530564, -0.15494272, -0.010262163, 0.07301455, -0.074129246, 0.17339204, -0.00919498, -0.11473048, 0.042003002, -0.050515488, 0.24150477, 0.14734265, -0.102072336, -0.03404688) * g_3; + result += mat4(-0.022791447, -0.005725081, 0.057149626, 0.013613261, 0.017012713, 0.0022030922, 0.06826359, -0.1473429, -0.055662345, 0.015804563, 0.07033723, 0.0380571, -0.030761583, -0.06867299, -0.0004780991, -0.10686876) * g_4; + result += mat4(0.11448204, 0.08165584, 0.56496936, 0.2275344, 0.050801918, 0.115319155, 0.11518415, 0.05895198, 0.06831797, 0.08119943, 0.34825838, -0.048232127, 0.028284775, -0.03452888, 0.1979006, -0.041894354) * g_5; + result += mat4(0.11946663, 0.03388757, -0.13882776, -0.14631757, -0.07182763, -0.08768853, 0.14146432, 0.10330784, -0.012143934, -0.022009725, -0.15579993, -0.050503176, -0.016312446, -0.054338187, -0.07755307, -0.07889432) * g_6; + result += mat4(-0.02631465, 0.05617023, 0.13298586, 0.045326687, -0.11627329, -0.087329924, -0.05144727, -0.13488398, 0.06281482, 0.054220017, 0.25243595, 0.002556835, -0.03581036, 0.10341262, 0.10574532, 0.15461436) * g_7; + result += mat4(0.07718563, 0.038919166, -0.06910819, -0.059710544, -0.09481636, -0.1109951, 0.5187051, 0.045543563, -0.048131686, 0.072409846, 0.4892963, -0.086976275, -0.07343929, -0.12501429, 0.26566443, 0.08579102) * g_8; + result += mat4(0.005692247, 0.042074066, 0.13430944, 0.10093059, 0.023651319, 0.019474167, -0.13077211, -0.07782639, 0.072300054, 0.011820138, -0.1379879, -0.033925157, 0.012152839, 0.005247593, 0.15555158, -0.10433893) * g_9; + result += mat4(-0.14903626, -0.0649052, 0.103872776, 0.18057188, 0.02891697, 0.13026263, 0.45847327, 0.09324349, -0.039312128, -0.05299939, 0.4332103, -0.25727344, 0.006733611, 0.05955007, 0.24531682, 0.053989712) * g_10; + result += mat4(0.111072116, 0.11529407, -0.26600304, -0.032266896, 0.09633932, 0.0094333775, 0.060893714, -0.08118885, -0.03830528, 0.0037902966, -0.11128639, 0.13511918, 0.06553124, 0.054722965, 0.08178846, 0.06025588) * g_11; + result += mat4(0.095904954, 0.0008960944, 0.35145932, 0.28108585, -0.011538731, -0.09239871, -0.21972048, -0.0820484, 0.112448506, -0.10381135, 0.09701949, 0.023723679, 0.04458077, 0.04700858, -0.056815177, 0.33785793) * g_12; + result += mat4(0.08533725, 0.05978557, -0.40020186, -0.13684823, -0.0074113654, 0.1310689, 0.12906975, 0.11596462, 0.007170312, 0.13460107, 0.08450185, -0.019635776, 0.0966497, 0.021586724, -0.06784809, 0.12102399) * g_13; + result += vec4(-0.032370187, 0.008661155, 0.020123083, 0.04574251); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x2-(S)-Conv-3x3x3x16 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!SAVE MAIN +//!WIDTH conv0ups.w 2 * +//!HEIGHT conv0ups.h 2 * +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.03277269, -0.005261106, 0.017171703, 0.0, 0.07399743, 0.06816794, 0.09821277, 0.0, -0.013628815, -0.09454006, -0.2801339, 0.0, -0.020518344, -0.008617738, -0.010507532, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.0728787, -0.05837346, -0.06754399, 0.0, -0.14260155, -0.11570593, -0.156841, 0.0, -0.0050546993, 0.22888114, 0.21504444, 0.0, 9.040898e-05, -0.023274591, -0.013553191, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.051917054, 0.05906303, 0.06952429, 0.0, 0.0525386, 0.088182524, 0.058972485, 0.0, -0.089566976, -0.11995993, -0.060805317, 0.0, -0.0016516607, 0.014582383, 0.0018667864, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.010195044, -0.0016970673, -0.007473783, 0.0, 0.0048292056, 0.00090277405, -0.018349117, 0.0, 0.33494812, 0.21826924, 0.07975424, 0.0, 0.0313906, 0.023605483, 0.019729096, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.04102709, -0.057343815, -0.053828835, 0.0, -0.20089269, -0.14614193, -0.16869506, 0.0, -0.48148197, -0.112935685, 0.15368614, 0.0, 0.013808743, 0.019406663, 0.016180169, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.06643282, -0.06502517, -0.07856252, 0.0, 0.018638078, -0.022319186, -0.0067943106, 0.0, 0.036783714, -0.05270904, -0.0070206574, 0.0, 0.016395729, -0.004902533, 0.008296518, 0.0) * go_0(0.0, 1.0); + result += mat4(0.12068605, 0.15490896, 0.16064006, 0.0, 0.065336704, 0.053270113, 0.041463483, 0.0, -0.070910245, -0.16710983, -0.100286275, 0.0, -0.00765049, 0.002855491, 0.005510328, 0.0) * go_0(1.0, -1.0); + result += mat4(0.020581165, 0.009990014, 0.020439452, 0.0, 0.053358912, 0.019578407, 0.07360501, 0.0, -0.01833616, 0.024298528, 0.09730532, 0.0, 0.007911377, -0.0008312725, 0.0012658008, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.029880082, -0.048992317, -0.06480165, 0.0, 0.057186406, 0.02767247, 0.02632289, 0.0, 0.3017522, 0.107764654, -0.082682736, 0.0, -0.018429814, -0.0037222179, -0.008986925, 0.0) * go_0(1.0, 1.0); + result += mat4(0.05568391, 0.07143306, 0.11425685, 0.0, 0.09023551, 0.07943949, 0.09341015, 0.0, -0.006964977, 0.005051686, -0.0066025057, 0.0, 0.016425984, 0.016140617, 0.017426701, 0.0) * go_1(-1.0, -1.0); + result += mat4(-0.05428328, -0.05257552, -0.055414293, 0.0, 0.07355084, 0.02099847, 0.02532324, 0.0, -0.0059588687, 0.0026828237, 0.012020099, 0.0, -0.02094392, -0.008076426, -0.004007557, 0.0) * go_1(-1.0, 0.0); + result += mat4(0.078949526, 0.060797416, 0.06175456, 0.0, 0.038563624, 0.1133258, 0.097543724, 0.0, 0.009481104, 0.010644464, 0.017376821, 0.0, -0.025299812, -0.034176692, -0.024242869, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.097633384, 0.08206449, 0.07688493, 0.0, -0.13658656, -0.07185774, -0.046447344, 0.0, 0.023979248, 0.007561647, 0.013846933, 0.0, -0.05918984, -0.061709706, -0.05624362, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.06739334, -0.08787811, -0.11320143, 0.0, -0.21294294, -0.20553987, -0.212303, 0.0, 0.03569362, 0.005086715, -0.008558981, 0.0, -0.029743299, -0.01592082, -0.023579126, 0.0) * go_1(0.0, 0.0); + result += mat4(-0.06479095, -0.07233743, -0.0707415, 0.0, 0.042067222, 0.020530105, -0.013605897, 0.0, -0.024686582, -0.019044759, -0.028663088, 0.0, -0.02459999, -0.022106387, -0.037910707, 0.0) * go_1(0.0, 1.0); + result += mat4(0.00047730867, 0.0074251383, -0.019326044, 0.0, -0.0079797115, -0.028213829, -0.04960014, 0.0, -0.007960453, 0.006997611, 0.008396939, 0.0, 0.06343004, 0.049828995, 0.03993323, 0.0) * go_1(1.0, -1.0); + result += mat4(0.041342042, 0.04802731, 0.05910926, 0.0, -0.06663181, -0.017722478, -0.063366435, 0.0, -0.0066454113, -0.007623568, -0.0052808253, 0.0, 0.019400312, 0.023122162, 0.014149712, 0.0) * go_1(1.0, 0.0); + result += mat4(-0.02667231, 0.00326689, 0.028842116, 0.0, 0.1206443, 0.059932612, 0.11402581, 0.0, -0.019962605, -0.012744165, -0.0043374747, 0.0, 0.0076787886, -0.0029834688, 0.016930124, 0.0) * go_1(1.0, 1.0); + result += mat4(-0.048204165, -0.040773313, -0.048701975, 0.0, -0.10603768, -0.0444273, -0.05195404, 0.0, 0.0075067757, -0.018593295, -0.021308444, 0.0, -0.03957737, -0.009982081, 0.010517069, 0.0) * go_2(-1.0, -1.0); + result += mat4(0.04416329, 0.0061665634, 0.006213014, 0.0, 0.08318984, 0.10827006, 0.066440694, 0.0, 0.020778455, 0.039835304, 0.043959253, 0.0, 0.21019539, 0.20858723, 0.17247656, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.023037061, -0.040597446, -0.03936031, 0.0, 0.038322993, -0.006460271, 0.008364464, 0.0, 0.0013878595, -0.017040763, -0.008046535, 0.0, 0.04411088, 0.0034189504, -0.00865711, 0.0) * go_2(-1.0, 1.0); + result += mat4(-0.04620107, -0.010026264, -0.018166702, 0.0, -0.13721117, -0.13748127, -0.15809298, 0.0, -0.015785996, -0.005124028, -0.02296112, 0.0, 0.14735141, 0.17641969, 0.18629177, 0.0) * go_2(0.0, -1.0); + result += mat4(0.06815282, 0.12910986, 0.1348522, 0.0, 0.3159465, 0.39939725, 0.35339746, 0.0, -0.003487101, 0.01400649, 0.03802699, 0.0, -0.61086726, -0.60257083, -0.57637924, 0.0) * go_2(0.0, 0.0); + result += mat4(0.051779903, 0.040781803, 0.057703253, 0.0, 0.08762279, 0.058650948, 0.14592434, 0.0, -0.0027639035, 0.019435523, 0.007374421, 0.0, 0.14841707, 0.15387256, 0.18617661, 0.0) * go_2(0.0, 1.0); + result += mat4(0.0061518056, -0.036338966, -0.01811052, 0.0, -0.0409911, -0.10952732, -0.06394289, 0.0, -0.03781909, -0.036061246, -0.017401218, 0.0, 0.036531474, -0.009453272, -0.0205337, 0.0) * go_2(1.0, -1.0); + result += mat4(0.011860616, -0.01409049, -0.0038651319, 0.0, -0.026641136, 0.052935697, 0.024065036, 0.0, -0.00801134, -0.021182325, -0.03668359, 0.0, 0.17521855, 0.1884243, 0.21842308, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.04098353, -0.010698699, -0.042900108, 0.0, -0.3209868, -0.37843677, -0.40212557, 0.0, 0.016307857, 0.010040624, 0.0025999267, 0.0, -0.008670373, 0.0011820213, -0.021262378, 0.0) * go_2(1.0, 1.0); + result += mat4(0.109322615, 0.072824165, 0.111781776, 0.0, 0.056546386, -0.00393398, 0.004904314, 0.0, 0.18162459, 0.1963156, 0.18083604, 0.0, -0.11325025, 0.03739349, -0.034167226, 0.0) * go_3(-1.0, -1.0); + result += mat4(-0.16535625, -0.19053574, -0.19740228, 0.0, -0.09285224, -0.18288574, -0.16264571, 0.0, -0.15362014, -0.11303279, 0.023057505, 0.0, -0.019013347, 0.025035419, 0.046823245, 0.0) * go_3(-1.0, 0.0); + result += mat4(0.051271398, 0.06677435, 0.071102865, 0.0, -0.24909541, -0.24379867, -0.26372898, 0.0, -0.051355038, 0.16958164, 0.12556365, 0.0, -0.078110464, -0.09428601, -0.12403035, 0.0) * go_3(-1.0, 1.0); + result += mat4(-0.20382409, -0.21728146, -0.25310788, 0.0, 0.0863418, 0.16670556, 0.13722113, 0.0, 0.09728048, -0.05204764, -0.13571848, 0.0, 0.011384012, -0.12616627, -0.121069506, 0.0) * go_3(0.0, -1.0); + result += mat4(0.048272748, 0.056282464, 0.053991128, 0.0, 0.24383838, 0.30037045, 0.2993122, 0.0, -0.10345337, -0.28334868, -0.36417452, 0.0, 0.289455, 0.26967737, 0.30849114, 0.0) * go_3(0.0, 0.0); + result += mat4(0.08048932, 0.10012804, 0.13864101, 0.0, 0.028471693, -0.10722793, -0.110060275, 0.0, -0.09971538, -0.011243501, 0.17263469, 0.0, 0.0536668, 0.08396721, 0.058851402, 0.0) * go_3(0.0, 1.0); + result += mat4(-0.02470257, -0.0099621, 0.0018576515, 0.0, -0.07751234, -0.0431258, -0.03958112, 0.0, 0.07120911, 0.05517916, 0.18740316, 0.0, -0.043790314, -0.0959628, -0.070550814, 0.0) * go_3(1.0, -1.0); + result += mat4(0.10409344, 0.08135716, 0.04320299, 0.0, 0.09303134, 0.073921256, 0.07716563, 0.0, 0.09312593, 0.03623192, 0.06660019, 0.0, -0.12193945, -0.16342056, -0.15565647, 0.0) * go_3(1.0, 0.0); + result += mat4(0.068098865, 0.07742245, 0.04117883, 0.0, -0.07239023, -0.0048315763, -0.0029638975, 0.0, -0.053049978, 0.121163346, 0.048760712, 0.0, -0.033619802, -0.010043663, -0.012648383, 0.0) * go_3(1.0, 1.0); + result += vec4(0.00016753975, -0.00019302216, -0.0001663917, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_L.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_L.glsl new file mode 100644 index 0000000..1010896 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_L.glsl @@ -0,0 +1,1646 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.26345107, 0.18636681, 0.068192646, 0.06335259, -0.5026903, -0.39884016, -0.14562744, -0.24653248, -0.44533378, 0.52169526, -0.35453957, 0.25303423, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.22396083, 0.1324318, 0.47152156, -0.3061965, -0.06026671, -0.26795772, 0.0081171375, -0.32897332, -0.16401465, -0.1018444, 0.48241594, -0.09054633, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.25090155, -0.15917313, 0.028407926, -0.24014995, 0.4114972, -0.45535553, 0.08742311, 0.16796699, 0.0995656, -0.4009339, 0.21471445, 0.2708967, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.16269766, 0.16389379, -0.12857921, -0.1602467, -0.16460834, 0.15754342, 0.46217716, 0.20442651, 0.0548621, -0.018400457, 0.38643107, -0.29171357, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.24035631, -0.33344224, -0.3904698, -0.4168555, -0.42237657, 0.36649242, 0.41396108, -0.38945103, -0.5806718, 0.035621256, 0.09171773, -0.54301006, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.15957133, -0.035278857, 0.1318051, 0.6896821, 0.18556473, 0.16378926, 0.32670698, 0.2675555, 0.08802092, 0.41140598, 0.05322177, 0.5030955, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.082798496, 0.24381381, -0.30908522, 0.04553323, 0.25664318, 0.4123797, -0.29377607, 0.15920162, 0.13717672, 0.027625162, 0.25476956, 0.21843456, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.14534818, -0.239681, 0.22961527, 0.3814783, 0.1233398, 0.2449555, 0.015051085, 0.1661234, -0.27740797, -0.29109767, -0.19438179, -0.027439274, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.0011904882, -0.01287622, -0.1573707, -0.13167281, -0.12803882, -0.079415865, -0.04034391, -0.09625339, 0.23190106, -0.26743674, -0.48981485, -0.2063946, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.034235504, 0.039522275, -0.032817896, -0.0031068379); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.17155029, -0.084075995, 0.2281505, 0.38326037, 0.18672232, -0.2562305, 0.30811027, 0.30188802, -0.24588907, 0.088734694, 0.14092724, -0.18793459, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.47514066, 0.51882815, 0.1561294, -0.043147214, -0.19554369, 0.19514531, -0.14636773, 0.11425865, -0.2772368, 0.5388449, 0.54875004, -0.4526634, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.11270131, 0.44642356, -0.066219814, 0.15781905, 0.056682296, 0.026522577, 0.05600635, -0.13799536, 0.15637676, -0.15661198, 0.53794587, 0.09693692, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.23679815, 0.16397353, 0.37343305, 0.07477207, -0.36061585, 0.24027273, 0.3222875, 0.05577238, -0.17547923, 0.11737104, 0.10193468, -0.056727592, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.2335428, -0.5571976, 0.13586389, -0.3443148, 0.4537042, -0.59349614, -0.24114902, 0.08669349, 0.2881981, -0.29106617, -0.47775048, 0.22723311, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.006350133, -0.28196353, 0.22710627, 0.30080464, -0.3500525, 0.09254133, -0.48047104, -0.30452347, -0.077637784, -0.11856046, 0.07377078, 0.44280833, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.2200762, 0.3665277, 0.043291833, 0.21484855, 0.15553318, -0.035003938, 0.14891839, -0.29007155, 0.23154758, -0.2348225, 0.48130423, 0.00733271, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.28228128, 0.054867495, 0.08010268, -0.2980908, 0.15146615, -0.058449056, -0.43990552, -0.5963296, 0.09321943, 0.20146254, -0.08043876, 0.017381484, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.076894, 0.16354772, 0.25471574, 0.24382424, -0.15274979, -0.19706573, -0.30667382, 0.523845, 0.023073493, 0.34462887, -0.3384359, 0.18867111, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.014904483, -0.009271063, 0.04884906, 0.0106121525); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.34360278, -0.28731042, -0.017787619, 0.36802426, 0.33655256, -0.24784079, 0.29148427, 0.28857, -0.3111454, 0.0030706236, -0.25914, 0.5528963, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.12459981, -0.17094392, -0.18776429, 0.37819883, 0.1320519, 0.21927781, -0.16188109, 0.050895408, -0.06871313, 0.16754176, 0.29934305, 0.052247107, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.016753385, -0.0935026, -0.3025131, 0.029084548, -0.17713268, 0.23525053, 0.015773006, 0.5464473, 0.49457568, 0.03073306, 0.18685353, 0.28700578, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.135332, 0.07585244, 0.05262212, -0.15484884, -0.13468477, 0.5161883, 0.10347934, -0.37127933, 0.12426171, 0.48973167, 0.19040361, -0.24403319, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.54557467, 0.07250278, 0.37912187, 0.0044768555, -0.47080016, -0.4050018, 0.64416456, -0.58235925, -0.28048036, -0.32962233, -0.28131053, 0.022653949, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.17059836, 0.016603703, 0.34638256, 0.028987328, 0.43271738, -0.15030707, 0.072848, 0.1422675, -0.23391044, -0.12179815, 0.37569857, -0.056668952, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.0428437, 0.15237094, -0.26750615, 0.053740855, -0.04772152, -0.13561963, -0.20043467, -0.018060924, 0.29031327, -0.17592178, -0.5016104, -0.36639994, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.39091983, -0.257284, -0.39293087, -0.1182859, -0.46328986, -0.1585645, -0.32158652, 0.41519204, 0.21179573, -0.3613411, -0.032484483, -0.03755994, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.42772895, 0.11436431, -0.115817815, -0.29173127, 0.57807744, -0.21997264, -0.49362126, 0.021626333, 0.1258072, -0.062251803, -0.16541855, 0.061321106, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.017981518, -0.012223751, -0.0033700857, 0.013441364); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1881249, -0.14544061, -0.022969106, 0.088232316, 0.0058642747, -0.049336948, -0.039974928, 0.06410949, -0.09211665, -0.034005307, -0.1095955, 0.10930763, -0.26397142, 0.1384094, 0.017342392, -0.21376696) * go_0(-1.0, -1.0); + result += mat4(-0.14526816, -0.0639951, 0.11742242, -0.006982521, -0.05208895, 0.089485295, -0.19564004, -0.08121572, -0.11621622, 0.15375662, -0.15378582, 0.0596373, 0.14132364, -0.06385903, 0.05449634, -0.047440365) * go_0(-1.0, 0.0); + result += mat4(-0.082622305, -0.23856479, 0.06367865, -0.019509695, 0.094882965, -0.04511791, 0.16706854, 0.20536391, 0.1409632, -0.10635743, 0.038904104, -0.0039008786, 0.16198882, -0.17409256, 0.13213669, 0.08329318) * go_0(-1.0, 1.0); + result += mat4(-0.1186756, 0.2009846, -0.086417995, 0.20491274, -0.13763973, -0.0800847, 0.16069777, 0.10931271, 0.14152408, 0.047218926, 0.041168302, -0.054257084, -0.08315953, -0.1573787, 0.20787828, 0.118524544) * go_0(0.0, -1.0); + result += mat4(-0.19046788, 0.10213364, -0.112078644, -0.16287695, 0.011410189, -0.016858546, -0.09383451, -0.063516155, -0.17561492, -0.15199865, -0.112707786, -0.18099716, 0.19017689, -0.20048961, -0.5382596, -0.24332014) * go_0(0.0, 0.0); + result += mat4(-0.1465597, 0.044423096, 0.04632811, -0.015121401, -0.051081203, -0.09574356, -0.10018257, -0.019390205, -0.1562855, 0.041693382, -0.012624074, 0.057703923, 0.09825134, 0.1544577, 0.1683734, 0.018580355) * go_0(0.0, 1.0); + result += mat4(-0.22240564, -0.051839057, 0.12950379, 0.0048653902, 0.0144696245, -0.10698864, -0.08654499, -0.131132, 0.15429983, 0.025204081, -0.09136411, -0.053068906, -0.005858075, -0.02560129, 0.0469077, 0.018962694) * go_0(1.0, -1.0); + result += mat4(-0.4698737, -0.053354982, 0.27541625, -0.020424731, 0.06935965, 0.008045162, -0.11538889, -0.038876567, -0.049084928, 0.1629101, -0.012742019, 0.12038333, -0.0705842, 0.12735052, 0.17640172, 0.050716672) * go_0(1.0, 0.0); + result += mat4(-0.10064598, 0.016594354, -0.14633141, -0.09175336, -0.12889755, -0.1671076, 0.22031903, 0.0759859, 0.102435045, -0.072596334, -0.17714, 0.03531571, -0.022843607, 0.047148425, 0.105391234, 0.05260699) * go_0(1.0, 1.0); + result += mat4(-0.1057386, 0.020954097, -0.022159133, 0.064248964, -0.031145383, -0.008180922, -0.023611609, 0.05197287, -0.017418958, 0.02461813, 0.0584847, -0.10087345, -0.16315617, 0.15651843, 0.10478647, 0.08347392) * go_1(-1.0, -1.0); + result += mat4(-0.01323452, 0.044956483, -0.007983463, 0.10643116, -0.030048033, -0.11766427, -0.101889476, 0.015120098, 0.031690307, 0.014470776, -0.10197176, -0.10045749, -0.065616645, -0.15230782, -0.26183948, -0.071056716) * go_1(-1.0, 0.0); + result += mat4(0.026220636, -0.044518135, 0.17167594, 0.3016424, 0.12054841, 0.042369425, 0.04208856, 0.14938886, -0.07018442, -0.008244587, 0.14260693, -0.094418734, -0.032693435, 0.042990524, -0.053002246, -0.003936231) * go_1(-1.0, 1.0); + result += mat4(-0.10141095, 0.17178011, -0.10951717, -0.28119737, 0.008288983, 0.14197187, 0.10903869, 0.017220182, 0.041842293, -0.03106527, -0.05892881, 0.02668739, 0.072505936, -0.060759444, 0.00032896115, -0.03440771) * go_1(0.0, -1.0); + result += mat4(0.13831837, -0.13864368, 0.15232176, 0.31198958, 0.033965178, 0.053397447, -0.30352455, -0.17199865, -0.06429645, 0.013913047, 0.10764071, -0.12238359, -0.04544379, 0.17074125, 0.024108075, -0.14521888) * go_1(0.0, 0.0); + result += mat4(-0.11011318, -0.0102100335, -0.37701187, -0.36465186, 0.16052358, -0.06683314, 0.16916892, 0.23348652, -0.17332914, 0.007918098, -0.055450343, 0.12134491, 0.002598775, 0.050541576, 0.16586582, -0.08609246) * go_1(0.0, 1.0); + result += mat4(0.055008903, -0.038048673, 0.12065314, -0.034293417, 0.026340824, 0.0635937, 0.0072025824, 0.1099919, -0.022833373, 0.06988719, 0.098066956, 0.09838032, 0.027212605, -0.10769643, 0.025036965, 0.07822364) * go_1(1.0, -1.0); + result += mat4(0.12550583, -0.015590264, -0.20009072, -0.2595937, -0.040573828, -0.07032441, 0.13428123, 0.0024277875, -0.103335135, -0.08461066, 0.05634581, -0.113169014, 0.05591198, -0.16420694, -0.06915715, -0.19497992) * go_1(1.0, 0.0); + result += mat4(0.088232726, -0.05118527, 0.119473234, 0.23262945, 0.06746001, 0.14686997, -0.25685823, 0.08349066, 0.120035954, 0.11132579, 0.1024914, 0.008478224, -0.054700002, -0.029634893, 0.050064556, -0.08939752) * go_1(1.0, 1.0); + result += mat4(0.022236016, -0.14602192, -0.011037687, 0.09127931, 0.14263593, 0.2303995, -0.07378528, 0.07426219, -0.25500375, 0.18845809, -0.065374866, 0.016772734, 0.02813176, 0.15021992, -0.032982655, 0.0046127643) * go_2(-1.0, -1.0); + result += mat4(0.110158965, 0.02073459, 0.1380525, 0.017634321, -0.3546499, -0.099760525, -0.1195462, 0.057210118, -0.53130746, 0.23352407, -0.18252264, -0.19651698, -0.10013627, -0.006907238, -0.022171183, 0.023419948) * go_2(-1.0, 0.0); + result += mat4(-0.009217382, 0.00943576, 0.005295363, 0.010542551, -0.21079898, -0.14469005, -0.19105618, 0.2098414, 0.18261504, 0.19765937, 0.044775106, -0.25939676, 0.072466746, -0.08828442, 0.066161856, 0.05692894) * go_2(-1.0, 1.0); + result += mat4(-0.051633067, 0.019243274, 0.28932014, -0.029704608, -0.06255436, -0.4573925, -0.10963281, 0.121834375, 0.10874706, -0.093909726, 0.06983889, 0.048236616, -0.15379356, -0.06354611, -0.10668147, -0.02901699) * go_2(0.0, -1.0); + result += mat4(-0.044167574, 0.022249546, -0.3618917, -0.054136246, -0.105739385, -0.22325896, -0.070169605, -0.19650152, 0.07689512, -0.17047665, -0.07742679, 0.031095566, -0.01903123, -0.033752028, -0.2286711, 0.044381924) * go_2(0.0, 0.0); + result += mat4(-0.05709193, 0.15251294, -0.16776492, 0.09025173, 0.18235344, 0.3685535, -0.053927444, 0.10351524, -0.0938133, -0.26824594, -0.036424845, -0.106756285, -0.13051414, -0.07613318, -0.10721611, -0.13445549) * go_2(0.0, 1.0); + result += mat4(-0.0268394, 0.017245602, 0.1185864, 0.031915247, -0.037321728, 0.037805032, 0.13701047, 0.025731707, 0.03791209, -0.16549957, 0.08953334, -0.13901101, -0.1287722, 0.072961085, 0.06859001, 0.18934746) * go_2(1.0, -1.0); + result += mat4(-0.11152981, 0.13712928, -0.05714947, 0.05542204, -0.32208005, -0.015176284, 0.10014709, -0.030125491, -0.04422843, 0.12897238, 0.108573034, -0.025267191, 0.02247499, -0.058167085, -0.15205052, 0.043249656) * go_2(1.0, 0.0); + result += mat4(-0.12951276, -0.14417744, 0.012708804, -0.0040302873, 0.09192804, -0.092346616, -0.09659876, -0.13512622, -0.0737095, 0.002481852, 0.048459593, 0.05455724, -0.14035852, 0.07777282, 0.07471883, 0.107781895) * go_2(1.0, 1.0); + result += mat4(0.028793033, -0.039604917, -0.0045903274, -0.05023892, 0.04976248, -0.026074547, 0.1733191, -0.06694405, -0.12434122, 0.12477937, -0.105804294, 0.06170465, 0.33725888, -0.15944988, 0.09790923, 0.030690596) * go_3(-1.0, -1.0); + result += mat4(0.005191585, 0.08373177, -0.018288689, 0.020527333, -0.055718876, -0.12754384, 0.17755422, 0.1597085, 0.17601304, -0.0258804, 0.16454586, 0.106551126, -0.20891763, -0.05360957, -0.24229631, -0.15886526) * go_3(-1.0, 0.0); + result += mat4(0.03740399, -0.0043318006, -0.010840595, -0.01674406, -0.17876416, 0.09188681, -0.12203759, -0.09808559, 0.1243873, -0.184597, 0.07484877, 0.14448164, -0.15161137, 0.033237204, -0.054772068, -0.085399576) * go_3(-1.0, 1.0); + result += mat4(0.071139924, 0.025827989, 0.021663137, -0.12484576, -0.07799051, 0.20053016, 0.014714873, -0.041652568, 0.046397317, -0.07650734, 0.06753141, 0.080667324, 0.4557549, -0.029605106, -0.25674006, -0.27842438) * go_3(0.0, -1.0); + result += mat4(0.16805562, -0.03722638, 0.021958483, -0.04969856, -0.15340807, -0.22158863, -0.25280216, -0.024268134, 0.085401855, 0.22427009, -0.04698029, -0.071075134, -0.10739174, 0.030285811, 0.31068414, 0.2882289) * go_3(0.0, 0.0); + result += mat4(-0.010069354, -0.045132317, -0.08054911, 0.19212297, -0.11246117, 0.203382, 0.10145021, 0.1476792, -0.022835081, 0.16916804, -0.018178321, 0.076025024, -0.29570428, -0.007177177, -0.1047155, -0.0178633) * go_3(0.0, 1.0); + result += mat4(0.076137505, 0.117270656, -0.077183075, -0.052782975, -0.08236995, 0.053947527, 0.13501388, 0.17139077, -0.2424162, -0.15007298, 0.123724684, 0.09327283, 0.19777925, 0.07314544, -0.18668725, -0.010371631) * go_3(1.0, -1.0); + result += mat4(0.15866037, 0.053233996, -0.026709981, -0.1574147, -0.012303242, 0.06893102, 0.031804018, 0.10116885, -0.016902728, -0.082480945, 0.05133729, -0.20160739, -0.012635841, 0.032104325, 0.00968726, -0.018941477) * go_3(1.0, 0.0); + result += mat4(-0.02683365, 0.14024723, 0.0020279875, 0.035137076, -0.019948762, 0.3120297, -0.018649966, -0.17814124, -0.14863688, -0.12977526, -0.09194036, 0.19637106, 0.12040974, 0.09383599, 0.10559805, -0.0319509) * go_3(1.0, 1.0); + result += mat4(-0.07015076, -0.07818044, 0.12413185, -0.0018199648, -0.015275738, -0.21548629, 0.046161238, -0.10475311, 0.082367115, 0.0053079966, 0.09559984, 0.039583992, -0.1681236, -0.23862287, -0.09229484, -0.12317666) * go_4(-1.0, -1.0); + result += mat4(-0.17587087, -0.097817905, 0.08857801, 0.14012139, -0.20023742, 0.029083535, 0.056073546, -0.06810832, 0.08625035, 0.023427716, 0.1797412, 0.048568305, -0.09278378, -0.09250215, -0.12440772, 0.2587798) * go_4(-1.0, 0.0); + result += mat4(-0.24181388, -0.016290328, -0.026988767, -0.005399553, -0.061761368, -0.0013004051, -0.1990831, -0.07799404, 0.03282008, 0.079514205, -0.07474829, -0.36701006, 0.078521594, -0.156468, 0.09041213, 0.1292482) * go_4(-1.0, 1.0); + result += mat4(-0.21960634, 0.041841425, 0.122728646, 0.06800145, 0.07355482, 0.26123464, -0.13518283, -0.05085496, -0.099832244, 0.04960356, 0.066544525, 0.09741243, -0.10965899, -0.16163626, 0.09816793, -0.014595947) * go_4(0.0, -1.0); + result += mat4(0.07614604, -0.062298786, -0.07941662, -0.22525579, -0.29955792, 0.11145522, 0.123146005, 0.13863817, 0.15309983, 0.025902487, -0.08610474, -0.07598799, -0.26134565, -0.2818921, 0.0046356185, 0.007307074) * go_4(0.0, 0.0); + result += mat4(-0.15936229, -0.10145381, 0.058567517, 0.21258314, -0.18010478, -0.22477242, -0.039975245, -0.34447697, -0.21647838, 0.31467855, -0.0674453, -0.5146147, 0.05382176, -0.026282668, -0.24090777, 0.10222359) * go_4(0.0, 1.0); + result += mat4(-0.1045028, -0.027515164, 0.013251722, 0.108239084, 0.03163253, -0.030052185, 0.10836872, 0.15349132, 0.09593661, 0.0062710177, -0.19837233, -0.098303355, -0.23947543, -0.04082913, 0.16908304, -0.031784274) * go_4(1.0, -1.0); + result += mat4(-0.07773699, 0.30408737, 0.10054892, 0.36721498, 0.51369953, -0.11931886, -0.17019019, -0.3288588, 0.11095048, -0.29225063, -0.075574756, -0.18392691, -0.10289336, 0.06882282, 0.20403436, 0.12073833) * go_4(1.0, 0.0); + result += mat4(0.024539007, 0.053005982, -0.099204265, -0.084534295, -0.2587164, -0.31929657, 0.07193254, 0.18271501, -0.043669797, 0.062497724, -0.055462, 0.057130013, -0.015285072, -0.030743862, -0.07051513, -0.13783172) * go_4(1.0, 1.0); + result += mat4(-0.4343681, 0.35928357, -0.004770178, -0.079942055, 0.014088603, -0.20866469, -0.1378781, -0.06831558, 0.21436058, -0.08427488, 0.2455502, -0.065596916, -0.06559933, -0.027101375, 0.023555819, -0.20939256) * go_5(-1.0, -1.0); + result += mat4(-0.37720296, -0.111260146, -0.25392932, -0.33377793, -0.17806955, -0.008747484, 0.17404033, 0.058826912, 0.0039355545, -0.18436235, 0.15803719, 0.15143508, 0.11155828, 0.09333553, -0.17960371, -0.036842924) * go_5(-1.0, 0.0); + result += mat4(-0.087490946, 0.0959697, -0.08301798, -0.19364063, -0.00996324, 0.014655412, 0.021732382, 0.07269497, 0.012744119, 0.01542146, 0.109438084, 0.18674947, -0.05728511, 0.017406877, 0.036412247, -0.044986803) * go_5(-1.0, 1.0); + result += mat4(0.30902067, 0.25019556, -0.079495244, -0.26099077, 0.08450634, -0.08346094, 0.004498276, -0.119334444, -0.08587327, -0.019446453, -0.1811446, -0.16136086, 0.006683898, 0.0005228834, -0.11937812, -0.2045503) * go_5(0.0, -1.0); + result += mat4(0.19326456, -0.052496854, 0.12926556, 0.10167019, 0.090374604, 0.07595169, -0.0048561483, 0.12414255, 0.19320521, -0.027459998, 0.08993327, -0.035830285, 0.006461366, 0.023297347, 0.0691706, -0.00831113) * go_5(0.0, 0.0); + result += mat4(0.13971736, 0.0788502, 0.12267767, 0.004433991, -0.053574555, -0.08087108, -0.26019198, -0.04175351, -0.13934188, 0.04144695, -0.070562504, -0.068388134, -0.1347503, -0.02173245, -0.1099242, -0.020897312) * go_5(0.0, 1.0); + result += mat4(0.07843604, 0.04441641, -0.016214373, -0.15351163, -0.021339556, 0.023823377, -0.01442564, -0.09113205, -0.02552644, 0.14885889, -0.16178642, 0.14472331, 0.14082494, 0.05760455, -0.11503234, -0.16907685) * go_5(1.0, -1.0); + result += mat4(-0.042953692, -0.3268466, 0.13181087, -0.06399399, 0.17543526, 0.111214496, 0.07369484, -0.003378238, 0.040965978, -0.0073295045, 0.07711077, -0.033094298, -0.08758825, -0.01715938, 0.056862406, -0.010732023) * go_5(1.0, 0.0); + result += mat4(-0.039256442, -0.07153648, 0.10314899, -0.1192048, -0.033410206, 0.13077301, 0.19343375, -0.07479033, 0.10759806, -0.037313893, 0.06156247, 0.021744521, -0.18148352, -0.15683053, 0.017884498, -0.11338723) * go_5(1.0, 1.0); + result += vec4(-0.077597156, 0.024995416, 0.0048880246, -0.06210122); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10368956, 0.09174666, 0.07265347, 0.009965846, 0.04307676, 0.018726716, 0.064217605, -0.024381645, 0.013237381, 0.039251406, 0.13164084, -0.05265028, -0.08619517, 0.015469731, 0.10171868, -0.11194108) * go_0(-1.0, -1.0); + result += mat4(-0.055484463, 0.1386706, -0.22939423, -0.2222723, 0.04815343, 0.05425625, 0.08234074, 0.12962975, 0.030559294, -0.07823733, 0.12347866, -0.13917705, -0.031347297, 0.010592373, -0.38942683, -0.302033) * go_0(-1.0, 0.0); + result += mat4(0.06968848, -0.03574659, 0.11817242, 0.044270225, 0.0481696, 0.045347195, -0.14479072, 0.06971279, 0.012434736, 0.03927546, 0.13076504, 0.032268204, 0.040274065, 0.053418823, -0.05195065, 0.1341056) * go_0(-1.0, 1.0); + result += mat4(0.1314648, 0.08953099, -0.058160458, -0.098807305, -0.08652445, -0.19136623, -0.012327089, 0.14297265, 0.11436408, 0.031837817, -0.0038611747, 0.08295747, 0.19534546, -0.033664998, -0.51042134, -0.21606028) * go_0(0.0, -1.0); + result += mat4(-0.332711, -0.2260786, 0.35732532, 0.026584813, 0.16421017, 0.21153966, -0.112725854, -0.048803244, 0.059562314, -0.010458478, 0.0063304375, -0.007279937, -0.41918445, 0.10137393, -0.0989079, -0.17768846) * go_0(0.0, 0.0); + result += mat4(-0.22947264, 0.008074958, -0.03876367, 0.28019628, -0.18640186, 0.072562195, -0.001338717, 0.17349707, 0.13131878, 0.05085823, -0.11547487, -0.084437385, -0.18131672, 0.026830718, 0.0960529, -0.014084568) * go_0(0.0, 1.0); + result += mat4(0.13153158, 0.079937235, -0.14291838, -0.062477887, -0.0690248, 0.15090927, 0.060723048, -0.044703092, 0.005483621, -0.113471694, 0.048640195, -0.024538955, -0.01751092, 0.19206041, -0.1859277, -0.22007878) * go_0(1.0, -1.0); + result += mat4(-0.04971548, -0.38541326, -0.080354154, -0.1132633, -0.13348146, 0.11406493, 0.05543971, 0.022810424, -0.09030199, -0.053045455, -0.084034644, 0.0014670533, 0.0007018557, -0.24078067, 0.047226585, 0.08619653) * go_0(1.0, 0.0); + result += mat4(-0.08993396, -0.09246378, 0.11467184, 0.060891952, -0.022887891, -0.008537377, 0.13542707, 0.08030356, -0.06174077, -0.07314582, -0.111782126, -0.08939319, -0.09756803, -0.15771574, 0.073002145, 0.035939205) * go_0(1.0, 1.0); + result += mat4(-0.09398606, -0.118093155, 0.024832802, 0.049131367, 0.06665196, -0.039545495, -0.107865654, -0.043897964, -0.03278348, -0.111089505, 0.12056342, -0.10977613, -0.05880801, -0.08684503, -0.15480064, -0.09669209) * go_1(-1.0, -1.0); + result += mat4(-0.12028866, -0.0130571015, 0.010480521, 0.28919983, 0.050575808, -0.07968808, -0.15499628, -0.13613448, 0.030993043, 0.13226634, -0.12666325, -0.010337325, -0.025353834, 0.017561335, -0.08171704, -0.17280379) * go_1(-1.0, 0.0); + result += mat4(-0.0008190666, 0.017923795, -0.13926646, -0.00083633314, -0.14120303, 0.109396234, 0.026602108, 0.2108425, 0.15093753, -0.0016773659, 0.028220268, 0.09914804, -0.045055833, 0.040082425, 0.007756443, -0.04522211) * go_1(-1.0, 1.0); + result += mat4(0.059589684, 0.04780217, 0.30785602, 0.25626636, 0.08686253, 0.11348654, 0.042249523, -0.2264382, -0.058502045, 0.05044742, 0.0031711252, -0.021721566, -0.011926813, 0.042892855, -0.08586602, -0.029168598) * go_1(0.0, -1.0); + result += mat4(0.09367661, -0.019030625, -0.34638473, -0.10968469, -0.16300671, 0.21311292, 0.11657136, -0.044009518, 0.10225506, -0.044505168, 0.20920436, -0.018161744, -0.018144146, 0.026626088, -0.056913715, 0.15370414) * go_1(0.0, 0.0); + result += mat4(-0.28757727, 0.14743091, -0.021321807, -0.048045393, -0.109708, -0.14760888, 0.15246773, -0.028329216, 0.009206364, -0.06396112, 0.12593451, 0.052947026, 0.066429235, -0.08044728, 0.0070432564, -0.057647638) * go_1(0.0, 1.0); + result += mat4(-0.023919886, -0.20876022, 0.05590491, 0.12671952, -0.07277091, 0.024939056, 0.03633482, -0.10239475, -0.12012349, -0.17192347, 0.014865882, 0.1858935, -0.013352806, -0.04451544, 0.0032296637, 0.09310079) * go_1(1.0, -1.0); + result += mat4(-0.29340369, 0.1377685, -0.018134177, -0.0819466, 0.2541578, -0.1270915, -0.12300359, 0.114513785, 0.21511158, -0.060876742, 0.07682154, 0.09775888, -0.09133818, 0.04477866, 0.058042303, -0.027626123) * go_1(1.0, 0.0); + result += mat4(-0.098641984, -0.09568759, 0.27307647, 0.044102278, -0.03640084, -0.10440432, -0.011212675, -0.22568303, -0.008232321, 0.14870772, -0.17107275, -0.023316732, 0.03395947, 0.14223643, -0.08063479, 0.14301774) * go_1(1.0, 1.0); + result += mat4(-0.08714423, -0.12230681, -0.22175795, -0.10298021, 0.0009175108, 0.19820437, 0.04215484, 0.2772454, 0.046766162, 0.023245906, 0.36313313, -0.29657102, 0.0010776661, 0.047935788, 0.113361314, -0.05614472) * go_2(-1.0, -1.0); + result += mat4(0.15069975, 0.06458973, 0.08984772, -0.08219822, -0.37328726, -0.03008995, 0.31162828, 0.07075847, -0.13914284, -0.10216768, 0.22251949, -0.30631062, 0.17172062, 0.058428258, -0.11345689, 0.08461611) * go_2(-1.0, 0.0); + result += mat4(0.007734305, 0.042484675, -0.15685312, -0.048171967, 0.10970874, 0.061090663, -0.08464978, 0.08347133, -0.17933917, 0.2308347, -0.053314723, 0.09323812, -0.04228206, 0.055042125, -0.046495847, -0.032692812) * go_2(-1.0, 1.0); + result += mat4(-0.09439761, 0.03567186, -0.17220385, -0.103939146, -0.064900115, -0.16004047, 0.004621011, -0.014501001, -0.14071538, -0.05238438, -0.04519603, 0.21972013, -0.007383857, -0.07692677, -0.14034486, 0.08030412) * go_2(0.0, -1.0); + result += mat4(-0.22748968, 0.12067121, -0.05225513, 0.04308743, -0.081648685, 0.28658885, 0.37694585, -0.018508147, -0.019247225, 0.095557846, 0.015747357, 0.12365868, -0.076417744, -0.03912286, 0.18391648, -0.09244896) * go_2(0.0, 0.0); + result += mat4(-0.00221828, -0.0894836, 0.038467363, -0.019945016, 0.13546647, 0.17713489, -0.17275713, 0.08575425, -0.019129591, 0.16340882, -0.16357088, -0.0033604207, -0.06446814, -0.15712759, 0.18558913, -0.115558594) * go_2(0.0, 1.0); + result += mat4(-0.09995351, 0.18885328, -0.057601925, 0.01172547, -0.031203317, -0.1181948, 0.006120215, 0.25098777, -0.06316651, 0.047607217, -0.056073133, -0.029685916, 0.12195799, -0.056664392, -0.054523658, 0.03753435) * go_2(1.0, -1.0); + result += mat4(0.007936505, -0.021070726, 0.040594626, 0.061293513, -0.074233375, 0.10112329, -0.19424592, -0.14433385, -0.04661142, -0.09192385, 0.034151867, -0.11941847, 0.046759605, -0.15323174, 0.09908571, 0.18290807) * go_2(1.0, 0.0); + result += mat4(-0.012291647, 0.114136524, 0.10576901, -0.012061901, 0.2356885, 0.048024837, 0.18102467, -0.034004245, -0.06746709, 0.09405117, 0.12362687, 0.0254422, 0.22654915, 0.04224264, -0.049588405, 0.11478716) * go_2(1.0, 1.0); + result += mat4(-0.021690933, 0.13663062, -0.161411, 0.06806553, -0.1773275, -0.0940566, -0.18002738, 0.047475196, 0.0072157113, -0.008688586, -0.15493456, 0.022294179, 0.041401867, -0.10311516, -0.006603416, 0.059536614) * go_3(-1.0, -1.0); + result += mat4(-0.13541889, 0.047185, -0.027699882, 0.060225613, -0.035152074, 0.05752177, -0.026204573, 0.11251955, -0.0049166707, 0.17533402, -0.15755837, 0.16124752, 0.04805776, -0.10309488, 0.15945134, 0.025226792) * go_3(-1.0, 0.0); + result += mat4(-0.015074193, -0.094979845, 0.027753184, -0.071142055, -0.17082961, -0.06833402, 0.13620014, -0.24564765, 0.036582932, 0.13075556, 0.036705326, 0.03863992, -0.018921472, -0.0016482361, 0.13597268, -0.038188133) * go_3(-1.0, 1.0); + result += mat4(-0.14212462, -0.1483275, 0.05649678, 0.05684924, -0.11407954, 0.13978885, 0.070467845, -0.07458527, -0.19702937, 0.23950967, -0.15242746, -0.26435548, -0.14437793, 0.21487178, 0.4991241, 0.18331984) * go_3(0.0, -1.0); + result += mat4(0.20045248, 0.066468574, -0.015601024, 0.012849705, -0.14952832, -0.06828453, 0.16009094, -0.09515789, -0.1071139, -0.021629127, -0.012993768, -0.022518635, 0.19255438, -0.09875012, 0.07555782, 0.0780372) * go_3(0.0, 0.0); + result += mat4(-0.028311213, -0.025465565, 0.020059558, -0.116105095, -0.042490575, 0.020179577, 0.010893176, -0.11184776, -0.1702318, -0.025035636, 0.008381181, 0.0586714, 0.03539251, -0.0448198, -0.056921933, -0.029987138) * go_3(0.0, 1.0); + result += mat4(0.049813945, 0.08434948, 0.09337763, 0.06701621, -0.061224304, -0.24754077, -0.017353527, -0.042758185, 0.013161995, -0.22947139, 0.019135898, 0.11039477, 0.16954716, -0.25619635, 0.18368678, 0.03542052) * go_3(1.0, -1.0); + result += mat4(-0.15430786, 0.07348774, 0.15545642, 0.20969617, 0.1067826, 0.15255202, 0.020220853, 0.09658389, -0.088782035, -0.19119574, 0.13885954, 0.15108526, -0.07552868, -0.11574438, -0.034102093, -0.031383175) * go_3(1.0, 0.0); + result += mat4(0.061409608, -0.00082869077, -0.08336049, -0.01866603, 0.07322213, -0.1152386, -0.004205211, -0.18793713, 0.091782115, 0.05387527, 0.069104694, 0.25387684, -0.101916246, 0.065856785, -0.020407397, 0.035098225) * go_3(1.0, 1.0); + result += mat4(0.06225989, -0.039721318, 0.19908188, 0.08382035, -0.024357362, 0.014932128, -0.060558856, -0.049815435, -0.03166011, 0.0339055, -0.12810327, 0.008812703, 0.06120202, 0.085533425, 0.21571258, -0.20605975) * go_4(-1.0, -1.0); + result += mat4(-0.045329664, 0.02261115, -0.0335033, -0.058562186, -0.0099387, 0.0046313554, 0.21475597, 0.04558062, 0.17891279, 0.005057579, 0.22518916, 0.1998231, 0.09627137, -0.2318303, -0.08868813, -0.27863982) * go_4(-1.0, 0.0); + result += mat4(-0.15865076, 0.077262044, 0.036153752, 0.07885703, 0.13166751, -0.12820594, -0.05823962, -0.2583444, -0.2245552, -0.04434666, -0.13453422, -0.27865237, 0.014107271, 0.045582164, 0.0064884513, -0.019007552) * go_4(-1.0, 1.0); + result += mat4(0.0643133, 0.06440001, -0.14517003, -0.101694606, 0.058990445, 0.11955667, 0.45094532, 0.20261864, 0.07944409, -0.061399437, 0.022036074, 0.046660237, -0.17064287, -0.076766625, 0.25972953, 0.29821205) * go_4(0.0, -1.0); + result += mat4(-0.11031386, -0.05850727, 0.055557184, 0.11549242, 0.12120408, -0.33330265, 0.095613986, 0.09242419, -0.011835885, -0.19384164, -0.01893125, 0.27290896, -0.18104021, 0.044360142, 0.06759539, -0.0027218745) * go_4(0.0, 0.0); + result += mat4(0.19390257, -0.13378039, 0.07428329, 0.016053686, -0.18574655, 0.055462763, -0.2527128, -0.47279125, -0.17490762, 0.21626428, -0.1473371, -0.35594228, 0.054865763, -0.04086486, -0.061911695, 0.051812805) * go_4(0.0, 1.0); + result += mat4(-0.029701848, 0.24927482, 0.00581731, -0.10748679, -0.07500632, 0.033424605, 0.14734372, -0.18966366, 0.031880617, 0.17622112, -0.031867832, -0.10119831, -0.15391265, -0.14308685, 0.093484215, 0.18867014) * go_4(1.0, -1.0); + result += mat4(0.19035357, -0.19525306, -0.025621792, 0.09154427, -0.07798503, -0.22271548, 0.11034287, -0.04197031, -0.24772005, 0.43681505, -0.19703668, -0.2614237, 0.05807699, -0.2631317, -0.020604266, -0.048005704) * go_4(1.0, 0.0); + result += mat4(-0.08587588, 0.13374045, -0.09263761, -0.13216262, -0.11242246, -0.12541875, -0.09835177, 0.1586739, -0.21013282, 0.087373346, 0.107112356, 0.47657737, 0.0459955, -0.07181196, 0.07818155, -0.10435423) * go_4(1.0, 1.0); + result += mat4(-0.091803394, -0.32280564, 0.28972253, 0.12908047, 0.06683764, -0.039376236, 0.024078066, 0.18940936, -0.055246543, 0.12222864, -0.0177199, 0.09346665, 0.07164098, 0.065791056, -0.08516637, -0.10187257) * go_5(-1.0, -1.0); + result += mat4(-0.12561126, -0.28730518, 0.190799, -0.17922764, 0.04376582, -0.08152354, -0.0690038, -0.10861494, -0.03100546, 0.10962334, -0.20492296, 0.12868984, 0.06536495, 0.08559974, 0.033028, -0.07235402) * go_5(-1.0, 0.0); + result += mat4(-0.012734173, -0.12211726, 0.057524282, 0.015053666, -0.052275516, 0.11774483, 0.08221696, -0.024205929, 0.122006595, 0.054565493, -0.049608365, 0.02801238, 0.07593017, 0.074450806, 0.097137615, -0.008985974) * go_5(-1.0, 1.0); + result += mat4(-0.32826158, -0.022971062, 0.37642807, 0.38614145, -0.06932448, 0.0641898, -0.09011684, -0.019884817, -0.004897904, 0.07661578, -0.050405186, -0.24849766, 0.04642452, 0.09120379, 0.26060387, -0.2533109) * go_5(0.0, -1.0); + result += mat4(0.09669597, -0.045555357, -0.24132517, -0.28401875, 0.11226361, 0.08378312, -0.07415474, -0.036874313, -0.001286788, 0.14013582, 0.14750466, -0.048925027, 0.13374946, 0.10844033, 0.123459235, -0.10933974) * go_5(0.0, 0.0); + result += mat4(-0.03275827, 0.27429518, -0.0983686, -0.010947437, -0.18409865, 0.12616666, -0.05766888, 0.07149005, -0.13777009, 0.022123039, 0.084938325, 0.015972659, 0.20145003, -0.09534558, -0.0082679195, -0.1515079) * go_5(0.0, 1.0); + result += mat4(0.13148536, -0.3421452, 0.08851102, 0.012056574, -0.1525749, 0.09364548, -0.02235517, -0.1775178, 0.18052714, -0.14639667, 0.07453223, 0.03912742, -0.284782, 0.023833552, 0.09671063, -0.168578) * go_5(1.0, -1.0); + result += mat4(-0.24303597, -0.05585747, -0.21645154, -0.084838174, -0.15413773, -0.15403214, -0.021544017, 0.15751824, -0.027032627, -0.18457665, -0.02174098, -0.0070916233, -0.1609649, -0.32226282, -0.18423033, -0.29629233) * go_5(1.0, 0.0); + result += mat4(0.1602529, 0.026087781, 0.01551678, 0.07093837, -0.007075046, -0.0061597642, -0.0057887356, -0.08935906, 0.0028665168, -0.1038671, -0.093715765, -0.035213456, -0.041290607, -0.15825188, 0.11327359, -0.20286629) * go_5(1.0, 1.0); + result += vec4(-0.062293675, 0.09216847, 0.010529031, 0.03100192); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.02357968, 0.13800439, 0.054744735, -0.32328397, -0.2263118, -0.3222542, -0.15286992, -0.3053175, -0.20046607, 0.025345843, 0.032755207, 0.40165102, 0.03166696, 0.29110438, 0.28861988, 0.05585125) * g_0; + result += mat4(0.11055126, -0.33034575, 0.039494887, -0.17843343, 0.35742196, 0.00032650787, 0.21049741, 0.18823248, -0.1741954, 0.27586365, -0.043366615, 0.02092058, -0.082515135, -0.15504313, 0.13261497, 0.14650741) * g_1; + result += mat4(0.39276633, -0.031067554, -0.08830738, -0.23975314, -0.20294978, 0.030291535, 0.4623106, 0.06494191, 0.042467684, -0.28105733, -0.053258326, -0.17269841, 0.09479501, 0.11930515, 0.1258843, 0.11058792) * g_2; + result += mat4(-0.18343425, -0.4381688, -0.08248827, -0.42846557, -0.08277779, 0.45192116, 0.21961756, 0.23076119, -0.2093829, -0.29050866, 0.26212537, -0.25469857, -0.4832557, -0.45126852, -0.35072148, -0.18368497) * g_3; + result += mat4(0.10529696, 0.5964488, 0.13258573, -0.07494986, -0.3341919, 0.19418421, -0.18307082, 0.34982273, -0.0430461, 0.21097268, 0.03212202, -0.015623122, 0.43791813, 0.16207397, 0.123477034, -0.087993294) * g_4; + result += mat4(-0.01878982, 0.007308694, 0.25769314, 0.18407181, 0.00095180905, -0.2600526, -0.31043288, -0.24622385, 0.07832029, 0.05502411, 0.37793204, -0.07329948, -0.28405467, -0.15038961, 0.19259417, 0.105486296) * g_5; + result += mat4(0.047820415, 0.3303589, 0.035807017, -0.41168606, -0.2118325, -0.045765184, -0.15234827, 0.28021428, -0.2084036, -0.40200952, -0.3261011, -0.13480914, -0.06876906, -0.19167677, -0.20444186, -0.44851676) * g_6; + result += mat4(-0.24726203, -0.0097923195, -0.23193192, 0.31947026, 0.4274281, -0.36929542, 0.10095328, -0.19663717, 0.3244895, 0.49458218, 0.24745567, 0.15722558, 0.43052208, 0.377559, 0.22543637, 0.13009055) * g_7; + result += mat4(0.01817998, 0.111477636, -0.12727399, 0.27395004, 0.19770023, -0.1636959, 0.25407487, -0.24871433, -0.08552937, 0.3223687, 0.30668882, 0.40221208, -0.20192504, 0.14656074, 0.5100356, -0.0948956) * g_8; + result += mat4(0.40383592, -0.043663148, 0.4813348, 0.10317451, -0.049076255, -0.022925228, 0.0872564, 0.21741754, 0.23656987, -0.22309794, -0.2260013, 0.20823886, -0.055542476, 0.016604664, -0.1964831, 0.11962174) * g_9; + result += vec4(-0.049604952, -0.039514415, -0.06137416, -0.0015509313); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.029635962, 0.08045753, 0.03622311, 0.06677362, 0.14780864, -0.087087184, 0.22309896, -0.1772139, -0.08716722, 0.1075154, 0.044472143, 0.021324798, 0.10346262, -0.24718447, -0.2489118, 0.4517737) * g_0; + result += mat4(0.20637918, -0.11695054, 0.27656725, 0.009858572, -0.62555677, 0.12796827, -0.057749186, -0.02636826, 0.11764726, -0.034879886, -0.062285252, -0.048256125, 0.37146622, -0.17392562, 0.24782267, 0.3184173) * g_1; + result += mat4(0.2624149, 0.007052751, 0.1595428, 0.26269603, -0.33775207, -0.66331345, 0.18036188, -0.25012106, -0.15003558, 0.12337829, -0.3230818, 0.06187628, 0.096601635, 0.24300486, -0.13784438, 0.27110842) * g_2; + result += mat4(-0.180413, 0.039972585, 0.48966697, -0.4130023, -0.03654654, -0.27514896, -0.025462124, 0.06652415, 0.28900522, 0.035381883, 0.20655172, 0.0073647103, -0.5028713, -0.0061578755, -0.09185675, -0.52771837) * g_3; + result += mat4(-0.3205473, -0.23172325, -0.20749244, 0.058195353, 0.20280065, -0.106998004, 0.08968707, 0.10981961, -0.13291806, 0.0028465164, 0.11793527, 0.11942547, 0.100123264, -0.14852245, -0.032194547, -0.118260525) * g_4; + result += mat4(0.004620961, -0.13271236, 0.110130526, -0.075169735, 0.35998157, -0.046072174, 0.02044828, -0.1019322, -0.038753018, -0.12328749, -0.28227237, 0.18373057, -0.23704045, 0.20384738, 0.097455874, -0.23102747) * g_5; + result += mat4(0.30397, -0.007688397, -0.2519374, -0.14401323, -0.031671453, 0.10171321, -0.18295656, -0.029794114, 0.19171898, 0.23662621, 0.09319509, -0.3479054, 0.036986895, 0.13572362, 0.1142681, -0.17851138) * g_6; + result += mat4(-0.19525734, 0.36855492, 0.05751295, -0.12524441, 0.06309533, 0.20228319, -0.07533531, 0.26733333, -0.21407285, -0.2900094, -0.28743416, 0.18039729, -0.27968687, -0.23786859, -0.21049118, -0.006130187) * g_7; + result += mat4(0.34406897, -0.14967814, 0.56049985, -0.18166065, -0.061995413, 0.117799215, 0.3054206, 0.4034068, -0.2116504, -0.6017806, 0.004660423, 0.051566444, 0.4380975, -0.3172436, -0.09930328, -0.16182126) * g_8; + result += mat4(-0.09316841, 0.036305115, -0.30209473, 0.098138526, -0.012532953, -0.050068337, -0.22571203, -0.30636647, -0.124337815, 0.07323685, -0.15504828, 0.19263308, -0.017216058, 0.34484297, -0.1460544, -0.24951003) * g_9; + result += vec4(0.10388342, 0.00828351, 0.14884935, 0.034392886); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.15275823, 0.31693572, 0.03429309, -0.06982273, 0.08535909, 0.019838037, -0.03189405, 0.3190016, 0.16633914, 0.48730284, -0.27923077, 0.31791112, 0.43154097, 0.005003616, -0.26277873, -0.009333685) * g_0; + result += mat4(0.23504019, -0.12419379, 0.07217815, -0.090434305, -0.0380588, -0.14686479, -0.33812302, -0.20242776, -0.20776805, 0.24741934, -0.16489775, 0.07052134, -0.08030772, 0.23784883, -0.28709608, -0.17689173) * g_1; + result += mat4(-0.05109775, -0.40860242, -0.003464472, -0.19893257, 0.23186824, -0.12760048, -0.22718583, 0.02299852, 0.27083093, 0.073904194, -0.056870755, -0.35324985, -0.023004858, -0.29591596, -0.020298446, -0.05753052) * g_2; + result += mat4(0.0035456547, -0.37682405, 0.047876693, 0.1168026, 0.015805494, -0.04388269, 0.12970346, 0.2497829, -0.009891778, 0.116980106, 0.13058232, 0.22570355, 0.13866597, 0.036246244, 0.10916998, -0.040503114) * g_3; + result += mat4(-0.25300103, -0.065156855, 0.063345924, 0.11406543, -0.1902478, 0.16440767, 0.043949526, 0.43318078, -0.03932035, -0.08510957, 0.19621156, -0.045045726, -0.08339006, -0.04335483, 0.37129655, -0.22328225) * g_4; + result += mat4(0.16169593, 0.2758587, 0.38249364, 0.12606645, 0.4582731, 0.09374545, -0.10988087, -0.21678255, -0.004099455, -0.09436347, 0.33964127, 0.20880581, -0.06742301, -0.025149476, 0.12146305, 0.5012377) * g_5; + result += mat4(0.11523535, 0.31662583, -0.0709322, -0.066175185, 0.08868106, -0.042457394, 0.32469732, -0.1987238, 0.41399983, 0.015568244, 0.14037918, 0.2879998, -0.32157704, 0.22491854, -0.07769691, 0.2052648) * g_6; + result += mat4(-0.299831, -0.247278, -0.2011737, -0.3759366, -0.14935663, -0.095033385, 0.06259881, -0.23891686, -0.4340098, 0.07340212, -0.0012697511, -0.16527005, 0.0814454, -0.43962866, -0.3040046, 0.06242604) * g_7; + result += mat4(0.11802704, 0.2323739, 0.13466287, -0.25053164, -0.08020803, 0.1628004, -0.030645542, -0.40872335, -0.24624921, 0.15931502, 0.40752286, -0.07906199, 0.4286516, -0.1651973, -0.07021073, 0.0867332) * g_8; + result += mat4(-0.23617363, 0.053548977, -0.14130518, -0.37744048, -0.11805406, -0.13757266, -0.026939899, 0.028020354, 0.24626125, -0.06998214, -0.02793638, 0.10509643, 0.06577935, -0.17211749, -0.12747282, -0.16999653) * g_9; + result += vec4(-0.022106458, -0.012578552, 0.016203664, 0.026009269); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.001049049, 0.017747996, -0.067229465, -0.020442853, -0.04868684, 0.09733606, -0.07313501, 0.02070675, 0.01012683, -0.034293324, -0.026002094, 0.008298949, -0.045532364, -0.069049254, 0.109774776, -0.092840426) * go_0(-1.0, -1.0); + result += mat4(0.3071666, 0.108723, -0.018787129, 0.17321438, -0.07934712, 0.11855833, -0.032467257, -0.048425578, -0.091413595, -0.08235019, -0.050003942, -0.007800964, -0.07821158, 0.120108165, -0.15341766, -0.04518874) * go_0(-1.0, 0.0); + result += mat4(-0.0038995466, 0.059817232, -0.13333397, 0.022390908, -0.054531172, -0.12521502, 0.061349645, 0.08832908, 0.015541151, -0.005833245, -0.103023596, -0.031728514, -0.1393958, 0.12932369, -0.024058655, -0.02949061) * go_0(-1.0, 1.0); + result += mat4(0.10676212, -0.0919305, -0.045313094, 0.036725752, -0.2360789, 0.08090541, 0.08044168, -0.088691026, 0.05462964, -0.047420587, 0.011766264, -0.044065233, -0.09330811, -0.04302891, -0.09276843, 0.01615573) * go_0(0.0, -1.0); + result += mat4(0.14728056, 0.014297587, 0.20523176, -0.016391741, -0.25267518, -0.09126818, 0.14681858, 0.0720258, -0.034471154, -0.103409246, 0.029827712, 0.09607032, -0.12944661, -0.09812552, 0.19399726, 0.18891408) * go_0(0.0, 0.0); + result += mat4(0.0793041, -0.18886381, -0.08229493, -0.13476922, -0.034637094, -0.06667868, 0.09988945, -0.08209682, -0.07416632, 0.10529841, -0.14161663, -0.088301264, 0.0029876695, 0.11381751, 0.083498895, 0.15414985) * go_0(0.0, 1.0); + result += mat4(0.20285544, -0.16456522, 0.06494461, -0.013555718, -0.07797077, -0.13418226, -0.0014035929, 0.056061633, -0.024789125, -0.053674392, 0.048963223, 0.121051155, 0.064334966, -0.0482476, 0.068401285, -0.07039275) * go_0(1.0, -1.0); + result += mat4(0.098433256, -0.3636959, 0.2678772, -0.046356395, -0.1771877, -0.017444499, -0.06527938, 0.073921666, -0.1880833, 0.1873346, 0.10331725, -0.05711381, 0.049431477, -0.047258172, 0.13095368, -0.35352108) * go_0(1.0, 0.0); + result += mat4(0.10444254, -0.16424808, -0.00615067, 0.1023235, -0.122729294, -0.2563471, 0.00030699265, 0.09230543, 0.07732433, -0.03397466, -0.03141724, 0.2431111, 0.009742008, -0.07286298, -0.015188814, 0.025636861) * go_0(1.0, 1.0); + result += mat4(-0.06326144, -0.045018848, -0.130233, -0.015639791, -0.015171213, -0.009451374, 0.06830251, 0.07718799, 0.009820809, -0.10778585, 0.011396909, -0.067577444, 0.16482629, 0.099055305, 0.0517957, 0.008594935) * go_1(-1.0, -1.0); + result += mat4(-0.037354734, 0.09272911, -0.11168438, 0.1708543, -0.12653585, -0.042765, 0.008014873, 0.22469266, 0.019282004, 0.0041092015, -0.029787902, 0.025127187, -0.05086034, 0.0077483514, 0.010261478, 0.07023893) * go_1(-1.0, 0.0); + result += mat4(0.055195954, 0.004654069, -0.02118881, -0.05352797, -0.021830624, -0.010750989, -0.032053873, 0.18029462, -0.0703946, 0.06940036, 0.011578795, 0.049051903, 0.12236165, 0.1469314, -0.04752202, -0.02873477) * go_1(-1.0, 1.0); + result += mat4(0.11799468, -0.022473548, 0.0045530205, 0.0870364, 0.1895775, -0.041058388, 0.079169616, -0.08769193, -0.012526104, 0.03904729, 0.016011083, -0.010498281, 0.08499936, -0.050380737, 0.14939919, 0.009984251) * go_1(0.0, -1.0); + result += mat4(0.10477428, 0.16810521, -0.1314053, 0.084377944, 0.17922944, -0.304226, 0.25293878, -0.15422472, 0.20214307, 0.10322054, -0.13431601, 0.04898287, 0.09717359, -0.07664543, 0.14711176, 0.15777126) * go_1(0.0, 0.0); + result += mat4(-0.027849296, -0.107415505, -0.048003152, -0.14503942, 0.16935585, -0.11120448, 0.19879252, 0.25992575, 0.10300595, 0.044460453, 0.095423825, -0.0006854256, 0.04321415, -0.042708825, 0.02633511, -0.06220348) * go_1(0.0, 1.0); + result += mat4(-0.004024937, 0.05021026, -0.00765448, 0.18315202, -0.078596614, -0.022813313, 0.09930163, 0.08525698, -0.0024254897, -0.06150155, 0.12159309, 0.056743085, -0.19437842, 0.02563038, -0.14668292, -0.0805431) * go_1(1.0, -1.0); + result += mat4(0.037370156, -0.13586049, -0.11521326, -0.07453397, -0.025900846, -0.0823091, -0.14436729, 0.14114335, 0.055820756, 0.05531836, -0.1474026, 0.10203739, 0.053665128, 0.00896543, 0.13431323, -0.12663968) * go_1(1.0, 0.0); + result += mat4(-0.20144333, 0.05849729, 0.06303023, -0.17678042, 0.03238696, -0.19829398, 0.12956308, -0.20013878, -0.1353999, -0.001031907, 0.10556917, -0.14760506, 0.03315909, -0.10838441, 0.16175537, -0.001477876) * go_1(1.0, 1.0); + result += mat4(0.087629505, -0.05908092, 0.16011593, -0.11285914, -0.4358247, 0.18938082, -0.31105244, -0.3638732, -0.0069619874, 0.029419519, -0.2156866, -0.13693112, -0.113110565, -0.09906378, -0.11164287, -0.084068194) * go_2(-1.0, -1.0); + result += mat4(0.072181284, 0.035425037, 0.028820323, 0.12786204, 0.37121117, -0.076626934, 0.058864776, -0.20865935, -0.0014984896, 0.05978116, 0.117927864, 0.013273026, 0.088378325, 0.13492325, 0.018144222, 0.22580223) * go_2(-1.0, 0.0); + result += mat4(0.045780275, 0.13346507, 0.056960598, -0.0019664192, -0.24231891, -0.13189796, 0.11114239, -0.07587297, 0.03099761, 0.10284658, 0.094186746, 0.04669001, -0.20374449, -0.12047404, -0.10640337, -0.03541381) * go_2(-1.0, 1.0); + result += mat4(0.14384045, 0.12343541, -0.029074568, 0.13204664, 0.18878254, 0.115503244, -0.20217639, 0.16410889, -0.79949176, 0.5460196, -0.09889672, 0.27109572, 0.10628155, 0.13510233, -0.20859608, -0.07706875) * go_2(0.0, -1.0); + result += mat4(-0.11215904, 0.08981538, -0.10094039, -0.054024383, 0.2652237, -0.2002571, -0.15960355, 0.032049023, 0.007806114, 0.10592316, -0.3487021, 0.048408728, 0.10263737, -0.026020324, 0.072276175, -0.11909672) * go_2(0.0, 0.0); + result += mat4(-0.03184955, -0.00798831, -0.028087616, -0.010780139, -0.05444991, 0.09402867, 0.30834422, 0.14518146, -0.010965188, 0.14643683, -0.02568113, 0.068982124, 0.044459574, -0.05092265, -0.0028792082, 0.17158687) * go_2(0.0, 1.0); + result += mat4(0.0869746, 0.15908171, -0.0033584125, 0.049515188, -0.15995023, 0.20953654, -0.16041277, -0.08435643, 0.42034048, 0.096904315, -0.1927207, -0.0792477, 0.078221194, -0.10053459, -0.17969237, 0.08374661) * go_2(1.0, -1.0); + result += mat4(0.10612468, -0.23303585, -0.08996894, 0.10191982, 0.10724305, 0.1258089, -0.08111434, 0.103680536, 0.00824538, 0.2173516, -0.601468, -0.17365147, -0.09311857, -0.045947216, 0.20118287, 0.00016345571) * go_2(1.0, 0.0); + result += mat4(-0.07453406, 0.02476293, -0.089717, -0.14455949, -0.1427004, -0.21921235, 0.1878364, -0.023677701, -0.29442346, 0.13739492, -0.10435927, -0.35067815, 0.00956389, 0.049088918, -0.055482347, 0.1527778) * go_2(1.0, 1.0); + result += mat4(-0.20727113, 0.23718962, 0.17435564, -0.017858913, -0.042935595, 0.1996666, -0.059547734, 0.09735509, 0.019539079, -0.012399102, 0.057370137, 0.027493393, -0.10042333, -0.07915818, 0.07218426, 0.1309558) * go_3(-1.0, -1.0); + result += mat4(-0.032295313, 0.07833535, 0.22808518, 0.012292011, 0.09856554, -0.01996994, -0.028461069, 0.029348027, -0.25023523, 0.21794361, 0.14906348, 0.039845698, -0.004544177, -0.031246802, 0.019103816, 0.07738693) * go_3(-1.0, 0.0); + result += mat4(-0.15647748, -0.048666175, -0.03838509, 0.22003315, 0.048363995, -0.077338494, 0.109276325, -0.000109877525, -0.10441263, 0.18494262, -0.08754767, 0.12850273, 0.03408794, 0.15086798, -0.19896401, 0.048397515) * go_3(-1.0, 1.0); + result += mat4(0.011858143, -0.121841036, 0.0048841173, -0.062427614, 0.14153655, 0.011297287, 0.12778129, 0.004588582, 0.021572713, 0.15850346, 0.06464319, 0.06260356, 0.0838926, 0.04272777, 0.0733926, -0.08732838) * go_3(0.0, -1.0); + result += mat4(0.20364462, 0.15701732, 0.053049877, -0.46085536, -0.037331745, -0.05813282, 0.036300424, 0.05660442, 0.14007641, 0.12849629, 0.08266283, -0.07872285, 0.07497584, -0.102409676, -0.12487048, -0.06305082) * go_3(0.0, 0.0); + result += mat4(0.26158065, -0.090300985, 0.3522249, 0.18087223, -0.06095069, -0.10725335, 0.285748, 0.15195337, -0.19382374, -0.11163994, -0.10937165, -0.05908017, 0.0042464877, -0.14594594, -0.16316739, -0.17099144) * go_3(0.0, 1.0); + result += mat4(-0.10028552, -0.18077525, 0.29705408, 0.12354066, 0.0198171, -0.08987044, 0.26377577, 0.075702764, 0.06952089, 0.0049671913, -0.3116211, 0.017268507, 0.37579817, -0.037516277, -0.09738986, 0.0917646) * go_3(1.0, -1.0); + result += mat4(0.17661515, -0.17850937, -0.0018308868, 0.18318558, -0.0013081668, -0.113424055, -0.22193146, 0.15262845, -0.13412614, -0.13704826, -0.22099695, 0.24989522, 0.0740908, -0.3789193, -0.05141985, 0.14818457) * go_3(1.0, 0.0); + result += mat4(0.31471825, 0.16524819, 0.03326876, -0.14611365, -0.1191457, -0.06510173, -0.13893965, -0.33106923, 0.13048746, -0.527816, 0.01877066, 0.26005507, -0.06294366, -0.24761125, -0.102864824, 0.094261676) * go_3(1.0, 1.0); + result += mat4(0.023637002, -0.07186282, 0.0946568, 0.13016573, 0.27244806, -0.08329611, 0.049762517, 0.14729369, 0.15868294, 0.07715838, -0.039478883, -0.06753388, 0.13460182, -0.092146814, -0.11814287, 0.12007007) * go_4(-1.0, -1.0); + result += mat4(0.06190745, -0.023566067, 0.239366, -0.0068376404, -0.15343493, 0.043685004, -0.047154866, 0.06527902, 0.11998191, -0.2565534, -0.091910206, -0.24104144, -0.12814765, 0.18195467, 0.11766466, 0.06181653) * go_4(-1.0, 0.0); + result += mat4(-0.06866098, 0.11969287, 0.00997188, 0.09261804, -0.14177154, -0.0052282973, 0.008734555, -0.20822202, 0.0068409014, -0.00470473, 0.031823143, -0.0601048, 0.05632819, 0.01690721, 0.01305342, -0.05824624) * go_4(-1.0, 1.0); + result += mat4(0.20557542, -0.10924632, 0.012821291, -0.11472336, -0.012862975, -0.09720539, 0.016499901, 0.053605244, 0.2183789, -0.014083709, -0.052786104, -0.075659566, -0.15531872, -0.1454758, 0.032142643, 0.28776056) * go_4(0.0, -1.0); + result += mat4(-0.09832725, 0.3388722, -0.092447765, -0.16408351, -0.2557467, 0.031259898, 0.12057204, -0.018744074, -0.46363798, 0.042668946, 0.06506717, -0.25751963, 0.043604825, 0.11740889, 0.07365291, -0.027296776) * go_4(0.0, 0.0); + result += mat4(-0.060943104, -0.00371101, 0.13572243, 0.013030143, 0.01196217, -0.14187267, -0.016784329, -0.048273906, 0.2050283, -0.02000498, -0.069050424, -0.09851947, 0.028769497, 0.1289265, -0.0022706073, -0.00296877) * go_4(0.0, 1.0); + result += mat4(-0.015049836, 0.01153945, -0.006021933, -0.022156725, -0.030286482, 0.24230544, 0.040056467, -0.021735856, 0.20740065, -0.08999259, 0.006861033, -0.104062624, 0.26829463, 0.051726963, -0.12235904, 0.19572715) * go_4(1.0, -1.0); + result += mat4(0.12676726, 0.17367609, -0.03689342, -0.034580305, -0.006836569, -0.06386566, 0.30929026, 0.09361281, -0.06405332, 0.26401913, -0.33314535, -0.06335476, -0.10960964, 0.13062708, 0.058030583, -0.1269144) * go_4(1.0, 0.0); + result += mat4(0.03625719, 0.07449099, 0.021113826, 0.008309737, -0.09200202, -0.13108951, -0.0054502958, 0.19819209, -0.24836262, 0.22340319, -0.06844758, -0.22940424, -0.03410828, 0.03854127, -0.050844472, 0.019776637) * go_4(1.0, 1.0); + result += mat4(0.014228765, -0.013087027, -0.18055649, 0.001141047, 0.14329694, -0.008534367, 0.006927009, -0.058499523, -0.030727612, -0.07256724, 0.0025644915, 0.007111054, 0.036673337, -0.026148604, 0.120233335, 0.110904366) * go_5(-1.0, -1.0); + result += mat4(-0.008129229, 0.047908727, -0.1769762, 0.013220415, 0.066762984, 0.06523022, -0.016525066, -0.014394631, -0.008272182, -0.029847749, -0.10351308, 0.036801845, 0.11523106, -0.055156656, 0.11873017, -0.128935) * go_5(-1.0, 0.0); + result += mat4(0.21848068, -0.002019241, -0.06304477, 0.026670042, 0.039536465, -0.14145948, -0.06304873, 0.023532849, -0.122648045, 0.036414735, -0.037745856, -7.688992e-06, 0.059370764, -0.015019475, -0.029084614, 0.015826277) * go_5(-1.0, 1.0); + result += mat4(-0.09427522, -0.001972529, -0.09509679, -0.104867265, 0.05705236, 0.00031401246, 0.096889675, 0.15868911, -0.033721585, 0.08299121, -0.095194876, -0.1062834, -0.029866459, -0.041780088, -0.023895228, -0.0026728562) * go_5(0.0, -1.0); + result += mat4(-0.27093527, -0.026471421, 0.09702481, 0.036061123, -0.1268649, 0.099340335, 0.15685195, -0.070615016, -0.13991052, -0.04212775, 0.096722156, 0.056507673, 0.02626438, 0.030435594, -0.00033173471, -0.024930432) * go_5(0.0, 0.0); + result += mat4(-0.21608484, 0.038410295, -0.10975598, 0.12944944, -0.034110125, 0.03908566, -0.030190451, 0.031670973, -0.018954927, 0.0726848, 0.023156218, 0.017966276, -0.09825987, 0.023912448, 0.07257811, -0.008502145) * go_5(0.0, 1.0); + result += mat4(0.044695053, -0.046481512, -0.098602146, -0.13273694, -0.09406325, -0.0062411693, 0.10242225, 0.025881069, 0.061662897, 0.019632077, -0.069696225, -0.14693011, 0.034227923, 0.037439592, -0.17188378, -0.19963826) * go_5(1.0, -1.0); + result += mat4(-0.25531536, -0.050288115, 0.11258405, -0.24783169, -0.034263797, 0.054084245, 0.119918555, -0.027509615, 0.10056127, -0.09610037, 0.16208062, 0.005269051, 0.08660796, 0.11050934, -0.012584769, -0.0040703616) * go_5(1.0, 0.0); + result += mat4(0.07649277, 0.13011539, -0.052341804, 0.07836859, 0.18562089, 0.07701519, -0.15669914, 0.007145429, 0.018427812, -0.12513049, -0.03395353, 0.14632194, -0.108091615, -0.01585824, 0.0602756, -0.11572579) * go_5(1.0, 1.0); + result += vec4(0.028852103, -0.003142654, 0.019121574, 0.026819304); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.032557677, 0.15826401, -0.11499422, -0.08640765, -0.09198991, -0.007192731, 0.010252954, 0.023780089, 0.15372203, -0.0009684923, 0.051660325, 0.011104123, 0.023871671, 0.005045307, 0.10722681, 0.065446004) * go_0(-1.0, -1.0); + result += mat4(0.04723326, 0.21495502, -0.4453857, -0.020825233, 0.021379868, 0.04798187, 0.11383445, 0.08597329, 0.05730255, -0.046370696, -0.105095126, -0.03220056, -0.10122536, 0.06955123, -0.023051325, -0.04296927) * go_0(-1.0, 0.0); + result += mat4(-0.02551809, 0.16179861, -0.15771814, -0.00045056897, 0.05842655, 0.11279471, 0.08018674, 0.05973765, 0.044070918, 0.08054599, -0.070336945, 0.05499731, -0.039118823, 0.003635353, -0.019759493, -0.040480837) * go_0(-1.0, 1.0); + result += mat4(-0.04707628, 0.040738698, -0.013698143, -0.047391538, 0.031729057, -0.01837267, -0.10985463, -0.0028168112, -0.03167109, 0.0007989082, 0.011234699, 0.06895626, -0.12226361, 0.016290974, -0.055669673, -0.17432979) * go_0(0.0, -1.0); + result += mat4(-0.05069543, 0.15450205, 0.06981913, -0.377529, -0.14111535, 0.124757245, 0.021858096, 0.044034548, -0.16741593, 0.09746289, -0.045757677, -0.11644043, -0.09906484, 0.19128124, 0.061969943, -0.14589702) * go_0(0.0, 0.0); + result += mat4(0.12177423, 0.077437244, 0.059054222, 0.14925033, 0.016682645, -0.004765056, -0.2194741, 0.11314126, 0.2384071, -0.12049565, 0.12753354, 0.19679058, 0.03558123, 0.018636368, -0.11018761, -0.027520377) * go_0(0.0, 1.0); + result += mat4(-0.03618456, -0.030103968, 0.02968891, -0.00393875, -0.07128213, 0.022181263, -0.08430743, -0.027601235, -0.09228556, 0.04661313, 0.054729965, 0.052708175, 0.050483003, -0.022951633, 0.099321984, -0.043519083) * go_0(1.0, -1.0); + result += mat4(0.034695346, 0.10380181, -0.043013666, 0.037639238, 0.118943654, 0.027931944, 0.07628075, -0.12427217, 0.14970858, -0.065848, 0.0030750742, 0.011039123, 0.27721024, -0.055808693, 0.25105593, -0.1825985) * go_0(1.0, 0.0); + result += mat4(0.03627934, -0.17293514, 0.09188732, 0.11569783, -0.035355445, -0.10536353, -0.0068529076, -0.0929389, 0.09053234, 0.05907859, 0.049182277, 0.15194432, -0.09835422, 0.00061943196, 0.066343345, -0.06307589) * go_0(1.0, 1.0); + result += mat4(0.10120336, -0.10855617, 0.13412404, -0.018874792, 0.037988223, 0.0957435, 0.015402347, -0.08589699, -0.07694196, -0.03258571, 0.064437136, -0.0495422, 0.24836332, -0.0041739377, 0.093993485, -0.0076778256) * go_1(-1.0, -1.0); + result += mat4(-0.20205948, 0.035698004, 0.0120531265, 0.03971649, 0.07550046, 0.047750015, -0.049045984, 0.04001014, -0.030263485, -0.0030697742, 0.05283423, -0.00014085052, -0.062447365, -0.0503476, -0.085151225, -0.04436882) * go_1(-1.0, 0.0); + result += mat4(0.1516312, -0.073820546, -0.01047401, 0.0002717457, -0.17057727, 0.20856272, -0.09357496, -0.17346743, -0.068092465, -0.023344085, -0.03279074, -0.077289, -0.09844614, -0.035491887, 0.048796505, -0.03633584) * go_1(-1.0, 1.0); + result += mat4(0.0073127835, 0.041834716, 0.015633723, -0.042742077, 0.08359733, -0.13898548, 0.1343008, 0.04692816, 0.051663343, -0.1277769, 0.029269615, 0.021745533, 0.09920264, 0.032076713, -0.05319438, 0.040574815) * go_1(0.0, -1.0); + result += mat4(0.052737534, -0.02136074, -0.18437223, 0.030766862, 0.23291707, -0.010449272, 0.032748792, 0.1304141, 0.27302903, 0.008562884, 0.13475919, 0.044446316, -0.17819557, 0.08270108, 0.06075267, -0.112788476) * go_1(0.0, 0.0); + result += mat4(-0.093748294, -0.004655885, -0.044859763, -0.11719146, -0.4701752, 0.09076277, -0.2283514, -0.34524822, -0.11999304, -0.010338027, 0.026785752, 0.029790966, -0.0635327, -0.024085084, -0.12074973, 0.080456585) * go_1(0.0, 1.0); + result += mat4(-0.023425102, -0.105786875, 0.1220016, 0.017974272, -0.12736784, -0.050550908, -0.1985566, 0.09139255, -0.18943925, -0.0067088404, -0.15007311, -0.015332959, 0.16430685, 0.006736225, -0.009263825, -0.08230126) * go_1(1.0, -1.0); + result += mat4(-0.15165123, 0.057155497, -0.09756418, 0.0475568, -0.14430566, 0.05169595, -0.24240975, 0.061147846, 0.0017831615, 0.028189357, -0.12519005, 0.03604646, -0.0460214, 0.05936097, -0.0213775, -0.28192145) * go_1(1.0, 0.0); + result += mat4(-0.019390648, 0.005514995, -0.0024649797, 0.056670878, -0.10385216, -0.05531206, 0.23233996, -0.16394126, 0.1718211, -0.08723329, 0.08580946, -0.028214762, -0.060853615, 0.0458013, 0.106201656, 0.031685878) * go_1(1.0, 1.0); + result += mat4(-0.105268896, 0.0106684705, -0.10355101, -0.07401398, 0.12425712, -0.21308881, 0.05200582, -0.024954682, -0.1120292, 0.07799603, -0.031506516, 0.0031533986, -0.05264893, -0.11141642, 0.107277475, 0.049987797) * go_2(-1.0, -1.0); + result += mat4(0.08439962, -0.14181082, -0.20358182, 0.09080642, -0.061622817, 0.24017061, -0.12030436, 0.17224449, -0.0220505, 0.20025904, 0.1032571, 0.032335218, -0.09232964, -0.06172056, -0.1011141, -0.07322099) * go_2(-1.0, 0.0); + result += mat4(-0.10896482, 0.06107763, -0.100641444, -0.018832406, 0.020139545, -0.0037260412, -0.10512619, -0.24599148, 0.014342631, 0.056689363, -0.06662091, 0.03999069, 0.00824376, 0.030449467, 0.027041748, -0.056902107) * go_2(-1.0, 1.0); + result += mat4(-0.18174766, 0.040627997, 0.1140224, -0.20088135, 0.07404639, 0.01215843, -0.050341435, -0.0011868333, -0.5206288, 0.53214884, -0.60289955, 0.25364086, -0.05814184, 0.21600877, 0.07475344, 0.0624221) * go_2(0.0, -1.0); + result += mat4(-0.07710521, 0.030054979, -0.28164682, -0.13994755, 0.028757188, 0.04356096, -0.14357159, 0.2761477, -0.5300268, 0.44994202, -0.15364286, -0.18580483, 0.084563375, -0.13093601, 0.08291044, 0.017790407) * go_2(0.0, 0.0); + result += mat4(0.013963807, 0.0032885068, 0.0069646467, 0.03777879, -0.30103573, -0.047965538, 0.057550967, -0.3402889, 0.0026557294, 0.2289777, 0.01937088, 0.18484715, 0.083694465, -0.056240357, -0.0023172104, -0.13328342) * go_2(0.0, 1.0); + result += mat4(-0.05847699, 0.06990862, -0.0076244893, 0.03992696, 0.088809974, -0.059422277, -0.10557949, 0.058280375, -0.37764055, -0.19777957, -0.86350954, -0.21546844, 0.21863134, -0.074350335, 0.039010234, -0.021216504) * go_2(1.0, -1.0); + result += mat4(-0.18698102, -0.024641648, -0.16558538, -0.06499548, 0.10435924, 0.0030438402, -0.021636335, 0.046050593, -0.22217542, -0.14033853, -0.21516539, -0.4834089, 0.061894827, -0.024107188, 0.045805957, 0.20019397) * go_2(1.0, 0.0); + result += mat4(-0.0657418, 0.074276686, -0.07074239, -0.0101531055, -0.17146541, -0.016556345, -0.16196094, -0.13551502, -0.017605018, 0.065230414, 0.10717515, 0.41153327, 0.07095331, -0.05611257, -0.09297768, -0.054604497) * go_2(1.0, 1.0); + result += mat4(-0.051999312, 0.28559515, -0.09147715, 0.04536181, 0.077552326, 0.052161235, 0.006652824, 0.12593806, -0.07654755, 0.056134425, 0.029163264, -0.05461885, 0.04772557, 0.14073811, 0.07795857, -0.0397234) * go_3(-1.0, -1.0); + result += mat4(-0.0698435, 0.17774913, -0.07301677, -0.14336437, -0.104051985, 0.14831689, 0.045199208, -0.1867252, 0.07530157, 0.12153924, 0.1397731, -0.026905237, 0.056165505, 0.21213025, 0.073159344, 0.03143804) * go_3(-1.0, 0.0); + result += mat4(0.029820994, -0.079599164, 0.12901585, 0.014192698, -0.0816397, 0.02425821, 0.10938256, 0.0077257096, -0.009784561, 0.20602871, -0.07226973, -0.16234052, 0.0064664064, -0.023469927, 0.0037447219, 0.015258041) * go_3(-1.0, 1.0); + result += mat4(-0.028296372, 0.23841251, 0.04076168, 0.061052933, -0.082375534, 0.11200519, 0.025308013, 0.1736187, 0.23024227, -0.004161287, 0.16408522, -0.0141539015, 0.01496407, -0.037708607, 0.15057993, 0.14573294) * go_3(0.0, -1.0); + result += mat4(0.22485349, -0.2217838, -0.011602474, 0.22668324, 0.2172098, -0.21826234, -0.09506227, -0.06592076, 0.14401191, 0.014868243, 0.41509256, 0.2799861, 0.04998898, -0.121938676, -0.29612163, 0.16926381) * go_3(0.0, 0.0); + result += mat4(0.009154201, -0.14300221, 0.0121250935, -0.049595118, -0.3256411, -0.07036471, -0.066481166, -0.32643607, 0.13287841, -0.096211806, -0.24969384, -0.36735064, -0.14625767, 0.07217462, 0.06205977, 0.13962744) * go_3(0.0, 1.0); + result += mat4(0.10122661, -0.042678952, 0.08920629, -0.022906423, -0.048781462, 0.008094098, 0.16410494, 0.01511925, 0.009355741, -0.034123767, 0.06522056, -0.04114966, 0.025140515, -0.046565775, 0.18292467, 0.009392873) * go_3(1.0, -1.0); + result += mat4(-0.06604219, -0.10034091, 0.10934946, 0.18707348, -0.19358878, 0.11417287, -0.024397675, 0.04772407, -0.10278711, -0.03847901, -0.025120566, 0.047323767, -0.26464674, 0.15394583, -0.042590924, -0.09511779) * go_3(1.0, 0.0); + result += mat4(-0.13339657, 0.13506593, 0.011463314, 0.077461444, -0.022262955, 0.06132727, -0.113292165, -0.1987806, 0.0027555283, -0.016475892, 0.14219329, -0.211625, 0.11405046, -0.12044097, -0.088240534, 0.17436995) * go_3(1.0, 1.0); + result += mat4(-0.08783496, 0.06564822, -0.10796846, -0.13460107, 0.10140343, 0.08105866, 0.0040176474, -0.045305755, -0.09299188, -0.18928377, -0.099694185, 0.11314726, -0.018881949, 0.04591721, 0.117965475, -0.00035760578) * go_4(-1.0, -1.0); + result += mat4(0.043456256, 0.10901491, 0.010485461, -0.061420415, -0.04018357, 0.1689085, 0.015425885, 0.061508525, 0.069377325, -0.18156749, 0.19194232, -0.25884745, -0.036184482, -0.0069973134, 0.021037813, -0.08046543) * go_4(-1.0, 0.0); + result += mat4(-0.044377886, 0.18098527, -0.07314578, -0.00287104, 0.038114406, -0.044841792, -0.063126855, 0.19896339, -0.09739791, -0.24212237, 0.19623765, -0.06326722, 0.062247403, 0.054567214, 0.10500492, 0.04231698) * go_4(-1.0, 1.0); + result += mat4(0.12399143, -0.09728722, 0.06730315, -0.011540306, -0.116925925, 0.0074092527, 0.21276267, 0.068349704, -0.05713399, 0.17656437, -0.10295556, -0.12709019, 0.102335855, 0.2679535, -0.06597912, -0.022839248) * go_4(0.0, -1.0); + result += mat4(0.1265364, 0.16177331, -0.075765, -0.06347739, -0.056721687, 0.18794554, 0.006572088, -0.00011200755, 0.05219661, 0.21530084, -0.101604566, 0.04750483, -0.09394214, -0.11256657, 0.11389309, -0.011598962) * go_4(0.0, 0.0); + result += mat4(0.015922887, -0.046698473, 0.0130271325, -0.052948795, 0.16426764, 0.09934194, -0.07745314, 0.038738497, -0.040967297, 0.06423774, 0.034312535, -0.013723525, -0.0030767843, 0.041221425, 0.041528914, 0.027097305) * go_4(0.0, 1.0); + result += mat4(-0.13077654, 0.046842843, 0.034140635, 0.10109363, 0.20840693, -0.012975956, -0.041564208, 0.009877259, -0.033334266, -0.106034294, 0.2507187, -0.01512933, -0.008589095, 0.1849223, -0.06436464, 0.087347835) * go_4(1.0, -1.0); + result += mat4(0.13326278, -0.035467118, 0.12698379, -0.034838732, 0.023856519, 0.05274121, -0.09120117, 0.070493534, -0.14804247, 0.08772896, -0.1343374, -0.058013596, -0.1194792, -0.07288297, 0.074856065, 0.021033823) * go_4(1.0, 0.0); + result += mat4(0.023594514, -0.018284807, -0.037060708, -0.06051526, 0.13681069, 0.09436225, -0.044987947, 0.21031074, -0.14567234, 0.04987286, -0.24576813, -0.091558464, 0.0040201824, -0.045261826, 0.050834723, 0.04080285) * go_4(1.0, 1.0); + result += mat4(-0.12843935, 0.11059404, 0.035774253, 0.016019672, 0.13419932, -0.082884714, 0.086934, -0.027470622, -0.0055711996, 0.14726739, 0.00025540774, -0.082832016, 0.015134819, -0.1869738, -0.15580305, 0.118347436) * go_5(-1.0, -1.0); + result += mat4(-0.03210018, -0.07439424, 0.09171389, 0.0061248797, -0.122092225, -0.0055175424, 0.060848907, 0.05447007, -0.1005626, -0.13843839, -0.11508479, 0.034595586, 0.16528612, 0.07630222, 0.10175574, -0.034656286) * go_5(-1.0, 0.0); + result += mat4(0.05687666, -0.1130296, -0.038044114, 0.1376985, 0.02434624, -0.21984427, -0.0038558878, -0.10872551, 0.00807944, 0.019718373, 0.07016335, 0.001672884, -0.051990695, -0.04958167, -0.036594924, -0.0008506928) * go_5(-1.0, 1.0); + result += mat4(-0.07842389, -0.0907049, 0.10945533, -0.14496571, 0.03524454, -0.12881151, -0.13281278, -0.023060825, -0.037150636, -0.0001619192, 0.07462792, 0.19251943, -0.048907887, -0.09152158, 0.077018015, -0.0076050037) * go_5(0.0, -1.0); + result += mat4(-0.06379491, 0.22390717, -0.044009656, -0.19816853, -0.14713046, 0.114638254, -0.008227305, -0.014490413, 0.04359834, 0.10032826, -0.17928778, -0.13981889, -0.07729277, 0.11685862, 0.21970165, -0.09117455) * go_5(0.0, 0.0); + result += mat4(0.21068226, 0.030921075, 0.109845765, 0.058498275, 0.015876649, -0.0067828237, -0.10064077, 0.13756661, 0.017506564, 0.041748323, 0.17195722, 0.012285508, -0.023290245, 0.07060226, 0.069730066, -0.018874977) * go_5(0.0, 1.0); + result += mat4(0.19153018, -0.07691863, -0.03687873, -0.069982305, -0.097453654, 0.060358603, -0.030159682, -0.048520114, 0.12498585, -0.07376571, -0.01039302, -0.099845245, 0.00042995642, 0.035783857, -0.12854497, -0.024975097) * go_5(1.0, -1.0); + result += mat4(0.11177764, -0.02895167, 0.09053559, -0.24130683, -0.09276382, 0.04739869, -0.005453787, 0.031923447, 0.089385964, -0.048109047, 0.061177306, 0.117845595, 0.014615613, 0.1153759, -0.0007218852, -0.10042441) * go_5(1.0, 0.0); + result += mat4(0.041179586, 0.00042151578, 0.07818137, 0.06354339, 0.0049364083, -0.055836283, -0.0073542926, 0.047470722, -0.15328479, 0.03497268, -0.17375292, 0.0006636334, -0.043640774, -0.007737031, 0.10040319, -0.09145891) * go_5(1.0, 1.0); + result += vec4(-0.0542914, -0.045369092, 0.029350873, -0.018128533); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.15610647, -0.15150696, -0.076018915, 0.030773202, -0.13935511, 0.17644633, 0.028819937, 0.30125114, 0.38625193, 0.35517895, 0.0975343, 0.114022225, 0.25494647, -0.23291643, 0.29096943, 0.15063812) * g_0; + result += mat4(-0.22949804, -0.1368772, -0.07729264, 0.08470473, -0.06426131, -0.0064847367, 0.08241476, -0.1476949, -0.13712044, -0.36110023, -0.081719294, 0.19409889, 0.05562042, 0.26609465, 0.020447321, 0.2567414) * g_1; + result += mat4(0.03337578, 0.2905731, 0.21772428, -0.074480034, 0.071880735, 0.27764675, -0.17273173, -0.0037474795, -0.1842544, 0.21896398, -0.30134472, 0.1711769, 0.23913746, -0.0435854, -0.12745531, -0.050227556) * g_2; + result += mat4(0.34923258, -0.5455803, -0.2904644, -0.5446842, -0.040965725, -0.055288248, -0.50672686, -0.10309429, 0.045286313, -0.04284262, -0.19785875, -0.16594213, -0.10000842, 0.47245356, -0.32767087, 0.32854807) * g_3; + result += mat4(0.05952625, -0.062991776, 0.3438396, -0.08141334, -0.2488028, -0.04746144, 0.06563561, 0.45020792, -0.19996788, 0.015523991, -0.19214569, -0.24849077, -0.022107737, 0.28190804, 0.13384444, -0.12800638) * g_4; + result += mat4(-0.37812218, 0.09970516, 0.015231938, 0.07226164, -0.33720142, -0.05899804, -0.0025790115, -0.17770731, 0.111127384, 0.008749534, -0.09077738, -0.060420215, -0.10196339, 0.09641038, 0.25222716, 0.12781976) * g_5; + result += mat4(0.24168618, 0.18625724, -0.012904225, -0.011732107, 0.085045695, -0.4754185, 0.10896487, 0.09179793, -0.31662637, -0.117563, 0.5133052, -0.09457646, -0.15872721, -0.09779008, 0.56810176, 0.3339073) * g_6; + result += mat4(-0.09105348, -0.17617023, -0.21897802, -0.14157395, 0.16165406, -0.46579927, 0.24905841, 0.11579037, 0.09073764, 0.36771873, -0.29340085, -0.04271419, -0.11684365, -0.17138094, 0.12188604, -0.14749436) * g_7; + result += mat4(0.10943254, -0.17193961, -0.07027378, -0.26047203, 0.04288517, 0.21311204, 0.03997142, -0.17006959, 0.16181368, 0.28361118, 0.26655135, -0.097007245, -0.15998597, -0.09568138, -0.27558687, -0.11706871) * g_8; + result += mat4(0.365517, 0.5422966, -0.0013869518, 0.3447622, -0.25885904, -0.098901175, -0.048043057, 0.15867509, -0.12303401, -0.15362008, 0.270228, -0.2756776, -0.44207478, -0.0419657, 0.09387863, -0.07240854) * g_9; + result += mat4(0.15073416, -0.032387026, -0.039117433, -0.50999755, 0.073477276, -0.14495571, 0.15120687, -0.3443857, -0.29039595, -0.16189122, 0.14190345, -0.10934344, -0.21965231, -0.45768484, 0.11907852, 0.5091087) * g_10; + result += mat4(0.23260471, 0.16441877, 0.16760987, 0.10740154, -0.21663232, -0.10124566, -0.20843595, 0.066555224, 0.24608357, 0.16345865, -0.11965141, 0.18451719, 0.41683537, -0.044497896, 0.39102596, -0.11944608) * g_11; + result += vec4(-0.02423156, 0.015124756, -0.02608139, 0.030428935); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.12407633, -0.027812717, 0.23094666, 0.060302667, -0.16624144, -0.0007371851, -0.28186718, 0.22369424, 0.022404855, 0.09096415, 0.0017822908, 0.336001, -0.09130467, 0.034111694, 0.19113103, -0.14513424) * g_0; + result += mat4(-0.014768806, -0.31290373, 0.015769936, -0.13507901, -0.010203078, 0.4945444, -0.01088852, -0.1582938, -0.14903755, -0.1840089, -0.009966903, -0.19425109, -0.21303283, 0.26285252, -0.046254523, -0.15465552) * g_1; + result += mat4(0.07533467, 0.26080438, 0.024856985, 0.34277654, -0.3129344, 0.30575162, 0.06931557, -0.044698272, 0.18042412, 0.45999247, -0.5192437, 0.022618707, -0.020097036, -0.27706465, -0.0050434433, -0.12770803) * g_2; + result += mat4(0.098648146, -0.21701503, 0.10266521, -0.085537605, 0.02402345, -0.28643832, 0.19378376, -0.12658586, 0.115897186, 0.01580828, 0.11827048, 0.29019687, -0.19341177, 0.09564265, 0.03476779, 0.11699004) * g_3; + result += mat4(0.058346223, 0.25530934, -0.026972264, 0.3190419, 0.12263199, 0.124316074, 0.04734691, 0.011293402, -0.17419139, -0.15893947, 0.093723476, 0.23282392, 0.19400646, -0.0533148, 0.026266033, 0.19663234) * g_4; + result += mat4(-0.06663804, 0.20435949, 0.044924624, -0.24982749, 0.20327586, 0.12442739, -0.3155765, -0.18541007, 0.18991531, -0.19276267, 0.21697456, 0.03178544, -0.3381796, -0.15325621, -0.25820518, -0.07297032) * g_5; + result += mat4(0.098007046, -0.17018083, 0.3390076, -0.2280134, 0.12989196, -0.044336785, -0.10702673, -0.37464848, 0.028437488, 0.24224928, -0.107826136, 0.0031239046, -0.34256136, -0.17936559, 0.091159485, -0.054418396) * g_6; + result += mat4(0.053965975, -0.17428857, -0.43524495, -0.15119378, -0.25487635, 0.16371927, 0.1467712, -0.08216164, -0.5624722, -0.11886804, -0.058240388, 0.17669299, -0.15173754, 0.13094892, 0.39045286, -0.017048221) * g_7; + result += mat4(-0.15798661, -0.36355045, 0.1957264, -0.05392931, 0.098283805, 0.14677107, 0.16887192, -0.11125151, -0.113571666, 0.15960959, -0.09331763, -0.032195523, 0.17286941, 0.33965907, 0.09051416, -0.25542957) * g_8; + result += mat4(0.16866244, 0.05636189, -0.100324616, 0.20495924, -0.102705345, -0.08387417, -0.09328024, 0.21541446, 0.1430065, 0.0308464, -0.0793588, -0.029477509, -0.28854427, -0.29555637, 0.33754608, -0.18144317) * g_9; + result += mat4(-0.11338383, 0.019528843, -0.24414338, -0.36290777, 0.54908705, -0.083018646, 0.007534378, -0.1406417, 0.37853354, 0.09911941, -0.047861155, -0.3186758, 0.2125856, -0.114667036, -0.07411896, 0.050717812) * g_10; + result += mat4(0.2961511, 0.28937215, -0.36593223, -0.16141813, -0.087650776, -0.47516292, 0.0052091824, 0.033959586, -0.06072628, -0.0012637508, -0.037578013, -0.35235298, 0.11726439, 0.6064031, 0.34058803, 0.45300734) * g_11; + result += vec4(-0.0038817346, -0.052502215, 0.008882693, -0.017785465); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.21563801, -0.12204513, 0.31932783, 0.28290224, -0.17011476, -0.06448831, 0.004365267, -0.07169507, 0.21165244, -0.07712424, 0.14979824, 0.2240992, 0.48357385, -0.015724417, -0.3836641, 0.07599027) * g_0; + result += mat4(-0.20743755, -0.119118474, 0.1009234, -0.2842955, -0.24531132, 0.062108602, 0.11733637, 0.06687575, -0.065953426, 0.15715389, 0.21475503, -0.1019138, 0.08085453, -0.24522887, -0.108375534, 0.29179853) * g_1; + result += mat4(0.16713834, 0.030504826, -0.2423963, -0.41885766, -0.20249867, -0.061683156, -0.14999944, 0.54505223, 0.16486095, -0.023248592, -0.17566164, 0.089543514, -0.1884646, 0.15263423, 0.14438081, -0.21730141) * g_2; + result += mat4(0.37399703, 0.2731133, 0.11279373, 0.004775496, -0.19443156, -0.071899086, 0.17512012, -0.11265631, 0.01926881, -0.31321192, -0.32160205, -0.23714963, 0.097321026, 0.13937393, -0.28038052, -0.046872586) * g_3; + result += mat4(0.124041334, 0.083966166, 0.13945055, 0.087915726, 0.11154068, -0.09223973, -0.012948238, 0.16114026, 0.13717382, 0.11968761, 0.076536775, -0.15866219, -0.19017774, -0.11172013, 0.024816172, 0.096302085) * g_4; + result += mat4(0.081017025, -0.1537902, 0.193927, 0.22226687, 0.441012, 0.18478638, 0.30040395, 0.032401927, -0.13839063, 0.017778423, -0.42750338, -0.19760555, -0.21953818, -0.2148397, -0.084683254, 0.20916465) * g_5; + result += mat4(-0.3921892, 0.2123992, 0.14027761, 0.10175143, -0.11134986, -0.16432697, -0.1097465, -0.21807413, -0.09732297, -0.11108596, -0.39636138, -0.06654249, 0.18766358, -0.0061503067, 0.1286225, 0.2418667) * g_6; + result += mat4(-0.0039234986, 0.17088562, 0.12906016, -0.13476452, -0.09124947, 0.3098052, 0.09895542, 0.18631962, -0.06776231, 0.19485205, 0.14722902, 0.32147923, -0.1811334, 0.15313488, 0.0796922, 0.0012897709) * g_7; + result += mat4(0.032229863, 0.025498863, 0.06695979, 0.019412167, -0.16543043, -0.12314033, 0.112201385, 0.16554663, 0.13644108, 0.3098045, 0.081390016, -0.006008416, -0.016406069, 0.22883923, 0.22282913, -0.13947442) * g_8; + result += mat4(0.010251363, 0.08210024, -0.33465254, -0.012109372, 0.027115503, 0.1481351, -0.081793204, -0.20716506, 0.0056828605, -0.30995828, 0.11498873, 0.15678942, -0.061227474, -0.14681229, 0.1498136, 0.11219651) * g_9; + result += mat4(0.21796124, -0.12195326, 0.44734144, -0.124715045, -0.05986958, -0.25252253, -0.13802508, 0.16756216, 0.28327593, 0.38355786, -0.27178785, -0.19969118, -0.26010805, -0.074593216, 0.10679648, 0.15610766) * g_10; + result += mat4(-0.07648412, -0.18866923, -0.2592641, 0.32486007, -0.6200149, 0.09312683, 0.42827863, -0.2703639, 0.08144911, -0.054994784, -0.24911343, 0.41974616, 0.036914464, -0.32325324, 0.012920313, -0.48379797) * g_11; + result += vec4(-0.013587518, 0.049618572, -0.065549955, -0.007242324); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_8_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11553467, -0.14921814, -0.085377395, 0.10231987, 0.08155549, 0.07075523, 0.012124212, 0.013545821, 0.103393115, -0.007523045, 0.060739517, -0.05890024, 0.21902815, 0.020522034, -0.1402768, 0.1280077) * go_0(-1.0, -1.0); + result += mat4(0.051253397, -0.040904667, 0.1898603, -0.11879134, 0.069219105, -0.04280286, -0.022459755, 0.14305754, -0.063906856, 0.21501009, 0.0023572869, 0.09840124, -0.072510734, 0.057598237, 0.06159614, -0.13078417) * go_0(-1.0, 0.0); + result += mat4(0.09612547, -0.11506342, -0.0017697238, 0.082210004, 0.14244868, -0.018724512, 0.12827, -0.011984352, 0.08484893, 0.0534688, 0.06480922, 0.14134778, 0.0876346, -0.010892883, 0.15595037, -0.040623467) * go_0(-1.0, 1.0); + result += mat4(-0.15201004, 0.0093916925, 0.25506935, 0.003084567, -0.06869725, -0.27494308, 0.12937209, -0.12043822, -0.1918611, -0.09398222, 0.045312967, -0.1111442, -0.1376949, 0.0053297062, -0.28389412, -0.1396928) * go_0(0.0, -1.0); + result += mat4(-0.12742004, -0.23415208, 0.12804613, -0.1406368, 0.09349193, -0.12212758, -0.05245734, -0.39274624, 0.23036338, 0.04170077, -0.12391477, -0.00871988, 0.012228075, 0.31633002, -0.17377669, -0.124939) * go_0(0.0, 0.0); + result += mat4(-0.01582657, 0.018224325, -0.01147676, -0.09984998, -0.026615107, -0.21468964, 0.21078119, 0.19190042, -0.096901044, -0.041285027, -0.014912263, 0.17798825, 0.06570931, 0.09232608, -0.1068993, 0.089612365) * go_0(0.0, 1.0); + result += mat4(0.051225413, -0.07643113, 0.058832865, 0.083958775, 0.11160564, -0.14167392, -0.021870648, 0.10238029, 0.047018003, 0.11449065, 0.08001371, -0.06804109, 0.033969186, 0.10051381, -0.0008517809, -0.07459736) * go_0(1.0, -1.0); + result += mat4(0.09263853, -0.09833199, 0.042132426, -0.13103375, -0.03731804, -0.039324153, 0.10190401, 0.024146391, 0.110644914, -0.12685625, -0.12852249, 0.021824492, 0.0784485, 0.11471671, -0.09116125, 0.010305502) * go_0(1.0, 0.0); + result += mat4(0.005317984, -0.055282168, 0.09082919, -0.10774655, 0.21394931, 0.0045357225, -0.06699662, 0.2507622, 0.15671767, 0.11952803, -0.06123182, 0.13399701, 0.046645127, 0.0026899239, 0.022635492, 0.07161002) * go_0(1.0, 1.0); + result += mat4(-0.017425103, 0.12552156, -0.093341894, -0.071356304, 0.15947455, 0.24979044, -0.03843421, 0.14001197, 0.15455416, -0.05550835, -0.011375887, -0.07661705, -0.12418336, 0.056913756, 0.16633298, 0.11513766) * go_1(-1.0, -1.0); + result += mat4(-0.08778774, 0.057353538, -0.092138395, 0.002837398, 0.22633068, 0.120333284, 0.09834124, 0.05738123, 0.059130516, 0.22035405, -0.024255643, 0.02477418, 0.04645929, 0.39426094, 0.276884, -0.01479481) * go_1(-1.0, 0.0); + result += mat4(0.18796739, 0.083501674, 0.07283311, 0.06415875, -0.024382524, 0.04679669, -0.15093789, -0.22831221, 0.058881074, 0.16446854, -0.028955745, 0.1956661, 0.0516941, 0.16135721, 0.11951658, 0.10451706) * go_1(-1.0, 1.0); + result += mat4(0.008279574, 0.23456147, -0.12539841, -0.17107405, 0.12736088, -0.028486755, -0.18606788, -0.15545112, -0.025036227, 0.028735701, 0.17332946, -0.1413287, 0.050435208, -0.07583189, 0.14276801, 0.08007638) * go_1(0.0, -1.0); + result += mat4(0.23048489, -0.045157567, -0.014840823, 0.041994587, -0.0002087858, -0.01711496, -0.08994919, -0.05393212, -0.048546836, 0.18694918, -0.014523763, -0.14133967, 0.02896907, 0.08478857, 0.020594146, -0.0013243662) * go_1(0.0, 0.0); + result += mat4(-0.1141037, -0.11394802, 0.11164606, 0.12330282, -0.044497687, -0.06207866, 0.08016056, 0.16055691, -0.062488995, 0.051081542, 0.086364634, 0.10802774, 0.16742289, -0.08850773, 0.26072827, -0.34441397) * go_1(0.0, 1.0); + result += mat4(0.06775539, -0.19385163, 0.12488108, 0.11025669, 0.028568348, 0.051090416, -0.15175076, -0.17447716, -0.14535129, -0.15599817, -0.10742375, 0.23767987, -0.071634814, -0.19241351, -0.052424364, 0.105806515) * go_1(1.0, -1.0); + result += mat4(-0.044398658, 0.0027700714, -0.22429284, 0.11238373, -0.081747256, -0.016608216, 0.012278578, 0.036800906, 0.015081323, 0.12504977, -0.05880422, -0.05670147, -0.051358018, 0.03139849, -0.0058919964, -0.029613987) * go_1(1.0, 0.0); + result += mat4(-0.05326926, -0.06667389, -0.15082167, 0.011100974, -0.17428419, 0.06436674, 0.12850241, 0.07432186, 0.08191501, 0.24600182, -0.085727975, -0.22370532, 0.15681425, -0.112885654, 0.10803866, 0.09235784) * go_1(1.0, 1.0); + result += mat4(-0.15705872, -0.1011224, 0.11024848, 0.100342564, -0.112648144, -0.18259776, -0.0134320175, -0.19909476, 0.09715426, 0.015931793, -0.13415024, -0.1476672, -0.07625902, 0.11680044, -0.02269237, 0.013758246) * go_2(-1.0, -1.0); + result += mat4(-0.24389952, 0.1949585, -0.08155146, -0.14432955, 0.061777957, 0.0053770593, 0.11755161, -0.053200334, -0.18301581, -0.015372121, -0.10212801, 0.27215135, 0.089837484, 0.011281987, -0.1765269, 0.060139008) * go_2(-1.0, 0.0); + result += mat4(0.1613523, -0.051561244, -0.08003759, -0.15677674, -0.010480271, -0.05442542, 0.03414788, -0.054194316, -0.087549254, 0.22978279, -0.0047125067, 0.16779551, 0.0654713, 0.055772237, -0.009877759, 0.04076752) * go_2(-1.0, 1.0); + result += mat4(-0.018052207, -0.07168355, -0.1447087, 0.2920458, 0.1345294, -0.0847823, 0.0014948811, -0.10205125, -0.044011697, -0.16249846, -0.052916005, -0.0181699, -0.08360677, -0.06418388, -0.036664434, -0.15985154) * go_2(0.0, -1.0); + result += mat4(-0.0043584667, 0.1973149, 0.07195116, 0.07608803, -0.10798404, 0.11076036, 0.23318382, -0.23839737, -0.29880977, -0.03647466, -0.13977784, -0.27129006, 0.14539374, 0.003516734, -0.17389128, -0.14548092) * go_2(0.0, 0.0); + result += mat4(-0.039712217, -0.14402422, 0.115726, 0.026172435, 0.088555016, 0.07606563, 0.047167692, -0.048009936, -0.19357018, 0.01590195, -0.08144182, 0.11633417, 0.044445038, -0.038849603, 0.02644488, 0.12953997) * go_2(0.0, 1.0); + result += mat4(-0.2535649, -0.09789916, -0.059466388, -0.17749946, -0.024909042, 0.07494422, -0.0817595, 0.20722246, 0.049061295, -0.26182574, 0.11551785, -0.11284367, -0.19183765, -0.075118415, 0.023913708, -0.13905819) * go_2(1.0, -1.0); + result += mat4(-0.009345336, 0.06655174, -0.002273717, -0.06538255, -0.015212964, 0.039716627, -0.08802585, -0.112940565, 0.018324325, 0.24168438, -0.2545027, 0.025853468, -0.11133557, -0.028638441, 0.026320668, -0.09357033) * go_2(1.0, 0.0); + result += mat4(-0.23745783, -0.032814, 0.2784286, -0.04626241, -0.02654139, -0.018567635, -0.0013748549, -0.064650096, 0.08974625, 0.04735343, -0.027304498, 0.14134395, 0.009515457, -0.0011779714, -0.001755572, 0.008599811) * go_2(1.0, 1.0); + result += mat4(-0.053202473, -0.17543721, 0.03065013, -0.11342283, 0.13609491, 0.15735649, 0.040357295, -0.062337715, 0.060803644, -0.0032487542, -0.13659185, -0.09013045, -0.058906827, -0.116660595, 0.03664988, 0.059270184) * go_3(-1.0, -1.0); + result += mat4(0.21752366, -0.06447607, -0.083456226, -0.06617954, -0.013684511, -0.1191609, -0.2506009, -0.08164425, 0.1306491, 0.19933657, 0.13410534, 0.09191758, -0.039843913, -0.06834293, 0.08471115, -0.09353382) * go_3(-1.0, 0.0); + result += mat4(-0.027393917, -0.08497713, 0.26017472, 0.2136785, -0.1488196, -0.07492567, 0.14468898, 0.16119008, 0.0121641755, 0.22242029, -0.06302512, 0.062499605, 0.06213177, -0.09802615, -0.30932772, 0.011748043) * go_3(-1.0, 1.0); + result += mat4(0.1187535, 0.04582557, -0.12194581, -0.039476555, 0.20283094, -0.10453671, 0.09578921, -0.22217935, 0.2739068, 0.09089512, -0.3268319, 0.17347647, -0.08915248, -0.13531092, 0.14857613, -0.07792796) * go_3(0.0, -1.0); + result += mat4(-0.082583435, 0.16037074, 0.034193352, -0.07133332, -0.0669728, -0.24518156, 0.11620159, -0.10171298, -0.03303509, -0.0028717325, 0.0760564, -0.07741538, 0.046745025, -0.25254723, -0.01662034, 0.055250034) * go_3(0.0, 0.0); + result += mat4(0.12526712, -0.0023898773, -0.3012884, -0.047304068, -0.09815741, 0.013686822, -0.050375015, 0.14987841, -0.038195454, 0.040165856, 0.014663741, 0.16414583, -0.15489048, 0.0926139, -0.21309514, -0.1200608) * go_3(0.0, 1.0); + result += mat4(-0.09133431, -0.16783749, -0.062135316, 0.018470682, 0.022288319, -0.02211177, 0.13391319, -0.18012549, 0.49915206, 0.13974468, -0.08988157, 0.12178317, 0.0401673, 0.053748768, 0.019889776, 0.03453906) * go_3(1.0, -1.0); + result += mat4(0.14379664, 0.08435809, 0.036211815, 0.07440852, -0.06631962, -0.12839338, 0.14946012, -0.21335278, 0.34956563, 0.5433695, -0.2727362, -0.086059555, 0.15091617, -0.1394221, 0.19740397, 0.14155756) * go_3(1.0, 0.0); + result += mat4(-0.020419724, 0.07860248, -0.25041556, 0.043661647, -0.018286234, -0.059268583, -0.018467212, 0.04894847, -0.06933085, 0.31178948, -0.11954371, -0.0636989, 0.07150373, -0.04530066, -0.0018285213, 0.019425247) * go_3(1.0, 1.0); + result += mat4(0.09962638, -0.17088315, -0.06602017, -0.06087763, -0.1418266, -0.13101861, -0.13441323, -0.246784, -0.11813881, -0.28987116, 0.0533919, 0.058272794, -0.005445841, 0.015091582, 0.20249642, -0.105762914) * go_4(-1.0, -1.0); + result += mat4(-0.21612363, -0.1450863, -0.23284402, 0.006895393, -0.017744822, -0.20156701, 0.012746878, 0.018686332, 0.07711055, -0.10632525, -0.12213612, 0.051344417, -0.0141962785, -0.08607468, -0.05173791, -0.012742015) * go_4(-1.0, 0.0); + result += mat4(-0.35659614, 0.06504701, 0.0072779786, 0.3384698, -0.14741105, -0.107767306, -0.14098823, 0.22308472, -0.08386747, 0.09358457, 0.052461777, 0.16237038, -0.0059022917, -0.088671595, 0.14027567, -0.04549793) * go_4(-1.0, 1.0); + result += mat4(-0.23274305, 0.087585405, -0.006931044, -0.23876844, 0.08388762, -0.3022666, -0.16896221, 0.06452799, 0.2715658, -0.10732195, -0.057401773, 0.11985068, -0.06397641, -0.04235397, -0.026778454, 0.21212392) * go_4(0.0, -1.0); + result += mat4(0.0082654, 0.28741485, -0.14546123, 0.20393674, -0.02755474, -0.120006405, 0.3581759, 0.12956442, 0.009266114, 0.012998164, 0.032407217, 0.06048391, 0.041528724, -0.13716324, 0.10482829, 0.084386185) * go_4(0.0, 0.0); + result += mat4(-0.11990044, 0.092382684, -0.27219963, 0.15899557, -0.001977273, 0.120091155, 0.046375066, -0.21674563, 0.055842437, 0.07407933, 0.123498544, -0.08587901, 0.06925744, -0.07803027, -0.18120557, -0.0013798468) * go_4(0.0, 1.0); + result += mat4(-0.025172636, 0.0014970741, -0.12216828, -0.07777998, -0.11570999, -0.2672482, -0.04927161, 0.047932815, 0.017598571, 0.06150582, -0.006943665, 0.06608355, 0.09816235, -0.02132959, 0.022629065, -0.11914383) * go_4(1.0, -1.0); + result += mat4(-0.03462315, 0.0662906, 0.043817297, -0.09336832, -0.02393236, 0.12857129, -0.08293834, -0.079446144, 0.07298153, -0.22665861, 0.19360217, -0.027094053, 0.067512356, 0.054872043, 0.07353051, -0.019753326) * go_4(1.0, 0.0); + result += mat4(0.052837294, 0.122079946, 0.10026166, -0.16611442, -0.20202795, 0.10773466, 0.016957153, -0.06257964, 0.065463126, -0.0070094382, 0.0057103466, 0.0263681, -0.083057486, 0.011921135, 0.18715331, -0.009138652) * go_4(1.0, 1.0); + result += mat4(-0.039395697, 0.047360536, 0.08876623, -0.051131938, 0.079491556, -0.062068135, -0.11143306, -0.1600982, 0.1182525, 0.0990501, 0.032290936, 0.16515383, 0.048210137, 0.27581617, 0.2143776, -0.26727012) * go_5(-1.0, -1.0); + result += mat4(0.009885355, -0.10188308, 0.014354376, -0.07466153, -0.09686006, 0.03712243, -0.07547052, -0.2513815, -0.1224751, 0.28383356, -0.11245158, -0.0022227417, 0.10997654, -0.12797359, -0.026750803, -0.15781246) * go_5(-1.0, 0.0); + result += mat4(-0.03825075, 0.0119200265, 0.13641061, 0.08023444, -0.05399191, -0.029703232, 0.11449091, 0.104263976, 0.13190906, 0.03559845, 0.00035285854, -0.24578363, -0.030404888, 0.03632663, 0.2665158, 0.287037) * go_5(-1.0, 1.0); + result += mat4(0.19444078, 0.04411847, 0.10453107, 0.16204067, -0.10203096, -0.1057438, -0.10478279, -0.10320498, 0.0060342676, 0.20314808, -0.080608025, -0.13728383, 0.23798111, 0.03982377, 0.0018392511, -0.17587116) * go_5(0.0, -1.0); + result += mat4(0.093861975, -0.037806403, -0.023811158, 0.08989214, 0.16903597, -0.11738837, 0.057141513, 0.03039443, 0.07186046, -0.16815007, 0.041725967, 0.023349155, -0.21743254, -0.054814734, 0.21988024, -0.19913116) * go_5(0.0, 0.0); + result += mat4(-0.098907694, 0.12669978, -0.022410035, -0.09411821, -0.037412155, 0.04395231, -0.15797623, -0.14484851, -0.036790654, -0.038002916, 0.16846262, 0.21878582, -0.053109415, -0.03769754, -0.24775061, -0.010048842) * go_5(0.0, 1.0); + result += mat4(-0.12894969, 0.0033566963, 0.030691003, 0.033040218, -0.08500356, -0.043196633, 0.06903723, -0.17297482, -0.102706455, 0.13380836, 0.20812829, -0.054975122, -0.058504406, -0.08924625, 0.0967954, -0.12462231) * go_5(1.0, -1.0); + result += mat4(-0.020506827, 0.040906876, 0.15277289, -0.11496513, 0.19803853, 0.011656168, 0.0041951393, 0.16394733, -0.052599292, -0.2028797, -0.012671829, 0.12447954, -0.042609632, 0.18015629, -0.047704864, -0.20819715) * go_5(1.0, 0.0); + result += mat4(-0.04611932, -0.04080319, 0.1732811, -0.16310379, -0.0759677, -0.012633483, -0.12658887, -0.10228954, 0.11699648, 0.020952728, -0.1922721, 0.079663426, -0.017287953, 0.050658427, -0.061943304, -0.26140955) * go_5(1.0, 1.0); + result += vec4(-0.020329567, 0.07771538, 0.06740593, -0.00038238944); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09670644, -0.04566203, -0.10664036, -0.11654977, 0.10353238, -0.026668113, -0.06772906, -0.058057647, -0.04721855, -0.019877478, -0.16225834, -0.18661498, -0.1137224, 0.01452415, 0.09002202, -0.07991262) * go_0(-1.0, -1.0); + result += mat4(0.12247382, 0.10237518, 0.04044118, -0.04867563, 0.106729075, 0.19503647, -0.01294371, 0.12316606, 0.08497549, -0.01606401, 0.031219587, 0.1474753, -0.14370713, -0.24351072, -0.17444824, 0.12567697) * go_0(-1.0, 0.0); + result += mat4(-0.05373204, -0.11406721, -0.04307548, -0.0011615923, 0.09172633, -0.034839034, 0.12179155, -0.032049768, -0.036665026, 0.02375685, 0.01977139, -0.115673535, -0.065757565, 0.12521514, 0.03739438, -0.012122441) * go_0(-1.0, 1.0); + result += mat4(0.0037090098, -0.09165263, -0.22216173, -0.09436383, -0.018459387, 0.15764487, 0.106846556, -0.15703869, -0.1056327, 0.100443825, 0.15728104, -0.07118126, -0.071113996, 0.07175751, 0.1066827, 0.015554562) * go_0(0.0, -1.0); + result += mat4(-0.08138076, -0.005017353, 0.0024575114, -0.0280491, -0.1689416, -0.24320668, -0.07413122, -0.026848925, -0.17659375, 0.095876895, 0.1875987, -0.0052445224, 0.0041429237, -0.13173698, -0.21236134, 0.14331093) * go_0(0.0, 0.0); + result += mat4(-0.023982342, -0.028810123, -0.1591679, -0.02026218, -0.16651444, 0.050990265, -0.1640659, -0.109770395, -0.06517823, 0.06647583, 0.09519326, -0.14313333, 0.061294477, 0.066543005, 0.12260083, -0.1436599) * go_0(0.0, 1.0); + result += mat4(0.07363797, -0.07069135, -0.01332299, -0.1166729, -0.17299873, 0.10319499, 0.17256232, -0.15059224, 0.12490272, 0.03816397, -0.07081764, -0.0005555199, 0.009463498, -0.080442056, 0.05372971, -0.01984048) * go_0(1.0, -1.0); + result += mat4(0.07747191, 0.038767997, -0.042611655, -0.025650622, -0.20976418, 0.11478602, 0.05521954, 0.03552756, 0.012396808, 0.10836491, 0.01147957, 0.17223893, -0.09354668, -0.061399113, 0.03731426, -0.095968515) * go_0(1.0, 0.0); + result += mat4(0.0029518164, -0.07522048, -0.30731654, 0.14996396, -0.09563301, -0.1635997, 0.16482228, -0.33490175, 0.034455117, -0.124511935, 0.003454064, -0.011791387, -0.08124914, -0.020552732, 0.14202276, -0.053646516) * go_0(1.0, 1.0); + result += mat4(0.029005067, -0.019747132, 0.041804817, 0.10725602, 0.09535564, 0.17670439, 0.18999198, 0.06499296, 0.09519827, -0.09794806, 0.10868586, -0.038871128, -0.092565574, -0.018548176, 0.028203959, -0.050549477) * go_1(-1.0, -1.0); + result += mat4(0.10629401, -0.01204608, -0.0766338, 0.112705976, -0.103695825, 0.10200874, 0.008448839, 0.017780313, -0.024469525, 0.1860687, 0.14225325, 0.15677285, -0.14190355, -0.22543404, 0.024092557, -0.2790124) * go_1(-1.0, 0.0); + result += mat4(0.08649951, 0.040031336, -0.010628009, -0.04257323, 0.052871518, 0.06654039, -0.07866483, 0.09136843, -0.10960993, -0.029104995, 0.18752916, 0.022354944, -0.15167497, -0.04915799, -0.03720373, 0.18194139) * go_1(-1.0, 1.0); + result += mat4(-0.029030664, 0.063362755, 0.010331715, 0.034228537, -0.010749333, 0.026652085, -0.06266523, -0.047827587, 0.19567958, -0.07156196, 0.080418445, 0.040099807, 0.06901692, -0.10262759, 0.10190994, 0.1662688) * go_1(0.0, -1.0); + result += mat4(-0.04938947, 0.20808902, -0.012551209, 0.13833791, -0.08467056, -0.06768094, -0.0035055066, 0.2141383, 0.011813273, -0.094283104, -0.11627318, 0.0035407832, -0.16360888, -0.04307167, 0.18481791, 0.07308102) * go_1(0.0, 0.0); + result += mat4(0.058353335, 0.09541393, 0.013101275, -0.081891365, 0.08742119, -0.005137093, 0.025961146, -0.037318625, -0.14933549, 0.06090928, 0.12738119, -0.10817076, -0.13165309, 0.16108744, -0.13503371, 0.15482368) * go_1(0.0, 1.0); + result += mat4(-0.034848627, -0.0430948, -0.048124265, -0.04486795, -0.035008915, 0.08321689, -0.04977505, 0.048597503, 0.020555262, -0.07508485, 0.20037362, 0.06753769, 0.058704067, -0.009009662, -0.05421176, 0.20524938) * go_1(1.0, -1.0); + result += mat4(-0.12115005, 0.045643892, 0.112293474, 0.022908293, 0.073470674, -0.067966096, -0.017103313, -0.13648018, -0.07021163, 0.031020392, -0.048876107, 0.10397969, -0.005251243, -0.2611716, -0.07903786, 0.3444416) * go_1(1.0, 0.0); + result += mat4(0.10680049, -0.09858707, -0.0010306702, 0.10842332, -0.09013634, 0.02091661, 0.22192872, -0.15876925, 0.035971455, -0.04786045, 0.009500665, 0.09247623, 0.013221849, 0.1912487, -0.12753724, -0.061068386) * go_1(1.0, 1.0); + result += mat4(-0.03980972, -0.1474463, 0.22852057, -0.030534718, 0.103116564, -0.024893943, 0.023735823, -0.19768827, -0.088497065, -0.20338957, -0.022078201, -0.058560856, 0.16291575, 0.014483492, -0.093514696, 0.14760342) * go_2(-1.0, -1.0); + result += mat4(-0.09319041, 0.08757541, 0.024344994, -0.004351115, 0.0023287807, 0.036806494, -0.02552934, -0.06227957, -0.1354203, 0.0283256, 0.2185213, -0.087060206, -0.022696337, -0.16076073, -0.20330715, 0.036380492) * go_2(-1.0, 0.0); + result += mat4(-0.041115735, -0.023528732, -0.10124798, 0.21328308, -0.009342506, 0.07328608, 0.009285847, -0.23402044, 0.13117228, 0.1009154, 0.18027642, 0.074597865, 0.09881346, -0.00081656995, -0.002189424, -0.105243) * go_2(-1.0, 1.0); + result += mat4(0.11213601, -0.23114498, 0.10217712, -0.083360896, 0.07913656, -0.039601568, 0.11367716, -0.034739245, -0.14472133, -0.035573903, -0.35375246, 0.040547356, -0.1504422, -0.15183373, -0.08146184, -0.015926573) * go_2(0.0, -1.0); + result += mat4(0.007678496, 0.045396518, 0.067442104, 0.357935, 0.1795549, -0.028398065, 0.26147032, -0.22306849, -0.028738718, -0.10074325, -0.08521542, -0.020190565, -0.175108, -0.26179528, -0.1149573, 0.05406529) * go_2(0.0, 0.0); + result += mat4(0.030697253, 0.06005289, 0.024412693, -0.013535843, 0.030500244, 0.14023077, -0.047582973, 0.07610684, 0.0571624, 0.19386198, 0.021660715, 0.03154867, -0.03788935, -0.08817162, 0.0053847465, -0.015165054) * go_2(0.0, 1.0); + result += mat4(-0.26646808, -0.2275448, -0.0619738, 0.104571655, 0.024079306, 0.033514917, 0.016844772, -0.14415953, -0.01694689, -0.0072623887, -0.12263149, 0.030444223, -0.03220662, 0.022894913, 0.03112325, -0.036533017) * go_2(1.0, -1.0); + result += mat4(-0.15611476, -0.19298914, -0.17546865, -0.080604054, 0.07597506, 0.097353615, 0.029924694, -0.078176685, -0.12268953, -0.05687716, -0.05294087, -0.18172315, -0.0773961, 0.084935166, -0.009803619, 0.040560953) * go_2(1.0, 0.0); + result += mat4(-0.10773278, -0.0012994999, 0.004722267, -0.057820093, -0.10506255, 0.029771779, 0.015667265, 0.14186347, -0.108355746, -0.11185942, 0.022062123, -0.123649485, -0.0666645, -0.0107138315, -0.0130763, -0.046252076) * go_2(1.0, 1.0); + result += mat4(-0.031815648, -0.0084208995, -0.072824255, -0.1508182, -0.064399414, 0.021369422, -0.18965991, 0.03649226, 0.15370539, -0.117377125, 0.15578026, 0.15059558, 0.1423233, 0.013444947, -0.16911474, -0.21899599) * go_3(-1.0, -1.0); + result += mat4(-0.050074972, 0.06591971, -0.20185336, -0.19894198, -0.045794237, -0.09582899, 0.019117232, 0.054774716, 0.00469303, 0.08466791, -0.10310348, 0.03430011, -0.05189703, 0.08612288, -0.09612641, 0.15337339) * go_3(-1.0, 0.0); + result += mat4(-0.058103696, -0.13447452, -0.06501768, -0.08269111, -0.043869898, 0.0398948, 0.033771295, -0.021524182, 0.0027115596, -0.030671224, 0.045388903, 0.04590158, -0.26087472, -0.16301683, 0.03324832, 0.024285218) * go_3(-1.0, 1.0); + result += mat4(-0.051421262, 0.15028518, 0.06384462, -0.08590671, 0.101886876, -0.012882116, -0.051741008, 0.11888618, -0.15590154, -0.38625813, 0.042900138, 0.22492291, -0.09111901, -0.005388837, 0.051056426, 0.043860577) * go_3(0.0, -1.0); + result += mat4(-0.079883516, 0.05735032, 0.10719803, 0.16519663, -0.11724404, 0.25990528, 0.012375103, -0.010302452, 0.49185735, 0.1696493, 0.060474537, 0.3722603, 0.014323083, -0.16412182, -0.059749532, -0.24289557) * go_3(0.0, 0.0); + result += mat4(-0.034733526, -0.084441185, -0.04596736, -0.0042962483, -0.0392975, -0.11149175, 0.14051792, 0.0702665, 0.117540844, -0.102869704, 0.27858627, 0.069043316, 0.04871729, -0.24745311, -0.058776632, -0.0017110928) * go_3(0.0, 1.0); + result += mat4(-0.06277427, 0.16004023, -0.11507597, 0.15097888, 0.027060283, 0.1953599, -0.0031669976, -0.0005737168, -0.19876455, -0.23691651, 0.17741823, -0.12453466, -0.040428206, -0.0018632353, 0.023173677, -0.076046385) * go_3(1.0, -1.0); + result += mat4(0.13513252, 0.0295901, -0.006554118, 0.06786791, 0.15473233, 0.012762339, 0.1927368, -0.06255987, -0.30587965, -0.44131213, -0.086936355, 0.011615333, 0.097696826, 0.02502633, 0.08837973, -0.07914361) * go_3(1.0, 0.0); + result += mat4(-0.013541286, -0.034861088, 0.052821327, 0.037984103, 0.04338181, -0.0133451065, 0.041617934, -0.034278907, -0.053211715, -0.16200064, 0.11068738, -0.0867221, 0.04498939, 0.045188803, -0.05908562, 0.081477076) * go_3(1.0, 1.0); + result += mat4(-0.15266198, 0.22576767, 0.030019565, -0.045541495, 0.04881405, 0.0142783765, -0.1529103, 0.18320109, -0.00480197, 0.094124764, -0.010995377, 0.01641767, -0.010706163, 0.100903675, 0.19038767, -0.18477328) * go_4(-1.0, -1.0); + result += mat4(0.008087569, 0.13434748, -0.32156894, 0.07736676, 0.10494717, -0.11782738, -0.0029439328, -0.09557844, 0.015514035, -0.089648925, -0.17554814, -0.14883392, -0.04063905, 0.050346915, -0.08932905, -0.010719376) * go_4(-1.0, 0.0); + result += mat4(-0.11777635, -0.33014166, 0.34624732, 0.11740032, 0.1543961, -0.019076902, -0.12216481, -0.017081184, -0.00078788324, 0.031078909, -0.028584918, -0.026835786, 0.091864, 0.05272115, -0.12571204, 0.008416047) * go_4(-1.0, 1.0); + result += mat4(-0.043549653, 0.1039711, -0.20336658, -0.010299696, -0.27827185, 0.019381372, -0.1632188, 0.077465065, 0.20229691, -0.069236994, 0.014810417, 0.22877559, 0.02143673, 0.17381601, 0.09082899, -0.053508762) * go_4(0.0, -1.0); + result += mat4(0.2391153, -0.19723871, -0.25610062, 0.07108974, -0.03182384, 0.2192639, -0.09241812, 0.048452295, -0.021405702, -0.2554734, -0.1965786, 0.20361422, -0.14465299, 0.058985952, -0.025833346, -0.10550291) * go_4(0.0, 0.0); + result += mat4(-0.39593056, -0.4537898, 0.023792682, 0.37393433, 0.041772638, -0.020854915, 0.050651625, 0.0766088, 0.23962118, -0.06411897, -0.106468715, 0.17854762, 0.03402648, 0.0236968, -0.033498786, -0.12094796) * go_4(0.0, 1.0); + result += mat4(-0.2517486, -0.011749091, -0.08157814, 0.1392019, 0.042420883, -0.23219018, 0.05053571, 0.13250825, -0.050171047, 0.15462638, -0.043420136, -0.014093825, 0.16176236, -0.14638837, -0.0071619265, -0.055462677) * go_4(1.0, -1.0); + result += mat4(-0.3264325, -0.30403548, -0.15088049, -0.010203428, -0.018360123, -0.060466267, -0.090672255, -0.13885537, -0.038393795, 0.20886149, -0.10593147, 0.017991208, 0.08373391, 0.20925963, 0.028997745, 0.06881825) * go_4(1.0, 0.0); + result += mat4(0.19107129, -0.16896184, -0.12929466, 0.07562441, 0.064231046, 0.0864716, -0.03966105, 0.09153016, -0.0628452, -0.015886426, -0.07048391, -0.24076262, 0.011216516, 0.07708032, -0.03814493, 0.13395755) * go_4(1.0, 1.0); + result += mat4(-0.05879415, -0.019550052, -0.023919582, -0.11289196, -0.0064408537, 0.07402445, 0.058795378, 0.15885338, -0.043667927, 0.10769252, 0.030309072, 0.048533317, -0.2524471, 0.059829284, 0.0797783, -0.019442867) * go_5(-1.0, -1.0); + result += mat4(-0.0038486274, -0.04580634, 0.07400007, -0.031162377, 0.10273923, 0.008071164, 0.11991736, 0.026728682, 0.026876984, -0.07799812, 0.1297364, 0.14695424, -0.06859438, -0.10330936, -0.07446633, 0.02616857) * go_5(-1.0, 0.0); + result += mat4(-0.16036308, 0.04957999, 0.01030331, -0.1962486, 0.103015296, -0.007340536, -0.049429756, 0.07165493, 0.008103339, 0.083655335, 0.098038, -0.1358248, -0.25885662, 0.029940864, -0.008321852, 0.2294651) * go_5(-1.0, 1.0); + result += mat4(-0.06087098, 0.00019651231, 0.03534409, 0.03318348, -0.0879954, 0.034764756, -0.30367124, -0.09713905, -0.026543869, -0.089636214, 0.12096616, -0.034594636, 0.054902434, -0.09290082, -0.07779638, -0.0821119) * go_5(0.0, -1.0); + result += mat4(0.13779263, 0.18896884, -0.076830864, -0.09442952, -0.23735744, -0.014474691, 0.009051341, 0.10342686, 0.041046456, -0.10701024, -0.18442988, 0.02789949, -0.00074035715, -0.025513707, -0.040514592, 0.036068246) * go_5(0.0, 0.0); + result += mat4(-0.048401676, 0.20745294, 0.0070508514, -0.0705337, -0.022934115, -0.043547787, 0.04628692, -0.07658743, -0.10154497, -0.13417569, -0.0013773212, 0.14263885, -0.07437275, -0.13121726, 0.12632057, 0.034687687) * go_5(0.0, 1.0); + result += mat4(-0.027830327, -0.030560987, 0.12718935, -0.102934904, -0.02562363, 0.008175067, -0.0028858446, -0.015783066, 0.15272577, 0.10772941, 0.043485314, 0.014232708, 0.08577555, -0.16121073, 0.026591625, -0.055126593) * go_5(1.0, -1.0); + result += mat4(-0.06485661, -0.11781964, -0.1421969, -0.16376711, 0.18121801, 0.123108625, -0.15428194, -0.06915854, 0.05089843, 0.08377868, 0.09607435, -0.02494757, -0.076740764, -0.19782536, -0.3470603, 0.037040427) * go_5(1.0, 0.0); + result += mat4(0.10614744, 0.09086957, -0.02948694, 0.017862784, 0.027194018, 0.069870904, -0.021802098, 0.21401364, 0.11846571, -0.056183722, -0.071595654, 0.029162262, -0.124404505, -0.072095454, 0.040073395, -0.02816261) * go_5(1.0, 1.0); + result += vec4(-0.034254678, 0.047492404, -0.00038721046, -0.00072104816); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.20878315, 0.073090814, 0.34913197, 0.04554434, -0.3036766, 0.04255219, 0.060676616, 0.24025755, -0.019680336, -0.15252031, -0.03416314, -0.072506554, 0.013241457, -0.10496547, 0.050562985, -0.033250205) * g_0; + result += mat4(-0.18049034, 0.09664636, 0.41482204, 0.23575203, -0.05704124, -0.044852983, 0.1783455, -0.017561441, -0.06852369, 0.014129533, -0.21115111, -0.22699773, 0.38242704, 0.01165174, 0.04190493, -0.2141891) * g_1; + result += mat4(-0.011946614, -0.16289592, 0.041371312, 0.40975794, 0.0041022287, -0.23657559, 0.10817027, -0.26924378, -0.12006245, 0.26678962, 0.072988346, -0.2085322, 0.0048250603, 0.12894252, 0.07966851, 0.24471562) * g_2; + result += mat4(0.18590502, 0.0845459, -0.12875262, 0.26096, 0.029233042, 0.36381075, 0.117661506, 0.006412487, 0.20946807, 0.07426911, 0.029169528, 0.0654646, 0.16450708, 0.12593012, -0.109644994, 0.14572893) * g_3; + result += mat4(0.1973355, -0.2275125, -0.28223652, 0.31719315, 0.3813502, 0.2693579, -0.037815563, -0.16148391, 0.12829015, -0.0030689894, 0.022164742, 0.035949815, -0.3378249, -0.13235879, 0.15883659, -0.17731927) * g_4; + result += mat4(-0.2885664, 0.14904943, -0.19845994, 0.23251331, -0.30293494, 0.02003626, 0.20378608, 0.27291408, -0.16427508, -0.1587996, -0.22501752, -0.04937006, -0.115756296, 0.09290222, -0.26140857, -0.014537909) * g_5; + result += mat4(-0.1513065, -0.31879196, -0.2727547, -0.4583672, 0.3103975, -0.09158548, 0.009788355, -0.09834531, 0.011489709, 0.042706747, 0.37254226, 0.15954055, 0.2172001, 0.09373807, 0.29088458, -0.35286763) * g_6; + result += mat4(0.23374696, 0.33407655, 0.23616461, -0.09521148, -0.14927168, 0.11939751, 0.42869845, -0.16612507, -0.2706815, 0.16172597, -0.5814591, -0.11577833, 0.065650895, -0.3334003, -0.41168052, 0.32357255) * g_7; + result += mat4(0.3248823, -0.27207342, -0.048840526, -0.217887, -0.018053366, -0.24292938, 0.1603505, 0.06505262, -0.010766065, 0.07076721, 0.22251016, -0.041497335, -0.09878612, 0.2061045, 0.080330074, -0.029014835) * g_8; + result += mat4(-0.26376098, -0.04971863, -0.03045489, 0.009807002, 0.11108562, 0.0693266, 0.15279642, -0.1372833, 0.18326105, -0.059612468, -0.005589879, 0.021735538, -0.027800532, -0.14984077, -0.116767704, -0.06531209) * g_9; + result += mat4(0.19206688, 0.21824414, 0.03791829, 0.22117318, 0.01257811, -0.044042267, 0.25616458, 0.082941554, -0.1181948, -0.17940602, -0.20808466, -0.06987383, 0.0019713745, -0.1609917, 0.153718, -0.32214788) * g_10; + result += mat4(-0.19472712, -0.007020553, -0.36049378, -0.24589752, -0.011828978, 0.38882232, -0.3257698, 0.08382738, -0.09556564, -0.20949766, -0.32732338, 0.08303877, -0.107999764, 0.2836336, -0.0661124, 0.24043255) * g_11; + result += mat4(-0.1972939, 0.12734106, -0.09953153, -0.45152718, -0.15855458, 0.08746372, 0.11452114, 0.030538268, 0.11946308, 0.17044471, -0.24375156, -0.10093911, 0.19120134, -0.14312318, -0.14860255, -0.1223525) * g_12; + result += mat4(0.14979935, -0.3136038, -0.25878516, 0.12995318, -0.075706124, -0.104598634, 0.1455947, -0.6167443, 0.06843719, -0.16347055, 0.04413483, 0.08870554, -0.29839858, 0.07214889, 0.049274225, -0.15555117) * g_13; + result += vec4(-0.004266169, -0.020547107, -0.0031655694, 0.0643683); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06760422, 0.16268754, -0.14517367, -0.023386402, -0.23272006, 0.48739922, 0.06399116, -0.032946702, -0.17306012, 0.334446, 0.17779559, -0.2660973, -0.3468709, 0.51220256, -0.010311926, -0.040047005) * g_0; + result += mat4(-0.0538168, -0.048309397, 0.064760834, 0.09675621, 0.20269404, -0.2615111, -0.27282992, -0.12584937, 0.10904846, -0.15973651, -0.076846495, -0.09462694, 0.12722874, 0.21629119, -0.35314724, -0.086036965) * g_1; + result += mat4(-0.049174394, -0.05765949, 0.21250841, 0.17151582, 0.15764381, 0.040890984, 0.05118504, -0.14658877, 0.05469671, 0.13701054, 0.20377803, -0.39008877, -0.0016028697, 0.13317284, -0.11653242, 0.12591232) * g_2; + result += mat4(0.21234287, -0.3048995, -0.12653783, -0.109162085, -0.050768167, -0.17156011, 0.05592974, 0.27197394, -0.19419932, -0.046344608, -0.05445905, -0.13253787, 0.05778321, 0.16979085, -0.04466505, -0.06867837) * g_3; + result += mat4(-0.18974759, 0.22814974, -0.007522141, -0.10096491, -0.26759568, 0.32048568, 0.2660603, 0.112091035, 0.41875598, -0.1051111, 0.06525224, 0.27191457, 0.017352497, -0.31743342, 0.29108858, 0.26573792) * g_4; + result += mat4(0.031855166, -0.122523904, -0.28207538, 0.12833035, -0.025733596, 0.008542537, -0.1891138, 0.16361842, 0.058317598, -0.007289248, 0.03349703, -0.038986582, 0.18147361, -0.3912238, 0.024964351, 0.14339498) * g_5; + result += mat4(0.37369347, -0.012460246, -0.037854888, 0.067713045, -0.06288331, 0.26436228, -0.058873445, 0.04463945, -0.04286497, -0.04824939, 0.17835206, -0.036378298, 0.33058742, -0.14685723, 0.1025378, 0.051385757) * g_6; + result += mat4(-0.131484, -0.040644694, -0.14443769, 0.1950223, 0.09507341, 0.48859578, -0.26267928, 0.24538381, -0.063596986, -0.18749404, -0.031884808, -0.07132067, -0.04606875, 0.03708701, -0.26145473, 0.2371378) * g_7; + result += mat4(0.094301306, -0.08795415, -0.035933804, 0.21765485, -0.29858732, 0.11440603, 0.14095801, 0.18262209, -0.08135902, -0.45404965, 0.20399955, -0.06393024, 0.023793167, 0.16001467, -0.11817577, -0.16322103) * g_8; + result += mat4(0.07168084, 0.0879652, -0.083207026, -0.045181375, 0.07845201, -0.15828066, 0.05710845, 0.05699917, -0.061211787, 0.039662443, 0.036026876, 0.14224064, -0.23701179, 0.01259322, -0.091701694, 0.42408752) * g_9; + result += mat4(0.017442457, -0.1311232, -0.22520894, -0.049517628, -0.20945188, -0.035541452, -0.13055338, -0.04001523, -0.09402065, -0.19641486, -0.10066238, 0.115912616, -0.10684873, 0.02787531, 0.28450257, 0.02690632) * g_10; + result += mat4(-0.2659566, 0.43625832, -0.0695883, -0.2624756, -0.2827253, -0.22893822, 0.26025924, 0.24121284, 0.2272709, 0.2178127, -0.15199527, 0.32607552, 0.005909836, 0.056527212, 0.19446251, -0.010751997) * g_11; + result += mat4(0.1273358, -0.28996274, -0.19322409, 0.018734567, 0.48555133, -0.17389202, 0.13595583, 0.46163267, -0.08973322, -0.30239192, 0.49897516, 0.021815563, -0.2589829, 0.0039008032, 0.056682784, 0.048075546) * g_12; + result += mat4(0.415353, 0.112207405, 0.20997275, 0.033321556, -0.1327579, 0.12338585, 0.61820966, -0.3411527, 0.018252999, 0.05708125, -0.24571265, 0.11019793, 0.24145919, 0.20340635, -0.0693869, 0.16271423) * g_13; + result += vec4(-0.07107039, 0.0061239223, 0.0013546069, 0.02994767); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf2 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0014731521, -0.15165007, 0.04889816, -0.23228844, 0.11362322, 0.07071926, -0.23770805, -0.04347728, -0.16787082, -0.008313435, -0.42370048, 0.08681679, 0.10611205, -0.012660734, 0.10022364, 0.027629996) * g_0; + result += mat4(-0.35393402, 0.018436229, 0.10629333, 0.029471794, -0.21129252, -0.301571, 0.0045201713, -0.15636055, 0.298371, 0.11426107, 0.018450111, -0.13657977, 0.22216578, 0.009629214, 0.5373198, 0.30699998) * g_1; + result += mat4(-0.1504586, -0.16447587, -0.2739809, -0.14074785, 0.39510623, -0.08384201, 0.14561974, -0.43195033, -0.055713434, 0.12800978, 0.2829296, -0.23494978, 0.14326042, -0.09509476, -0.3169162, 0.124649614) * g_2; + result += mat4(-0.23705968, 0.15959233, 0.11467344, 0.15141489, -0.096755706, 0.023953263, 0.13856179, 0.024189185, 0.13272291, 0.46271062, 0.55494446, -0.14286532, 0.1501738, 0.28827608, 0.058801714, 0.029045105) * g_3; + result += mat4(-0.002308931, 0.07281086, -0.5197955, 0.079986535, 0.38919175, 0.3164044, 0.35857818, 0.09364757, 0.17373051, -0.1447216, -0.05244769, 0.15533692, 0.046295535, -0.19459103, -0.33215967, -0.15369573) * g_4; + result += mat4(0.11478203, -0.29375935, -0.19501545, -0.081721894, -0.103483915, 0.041965716, 0.056954723, 0.19596405, -0.13819647, 0.010641367, -0.11124998, -0.08675409, 0.036859434, 0.23720297, 0.14129876, -0.044769786) * g_5; + result += mat4(0.08397742, -0.12651941, 0.17676216, -0.084249385, 0.36716628, 0.039452277, -0.27606088, -0.36796048, 0.31680533, 0.14186403, 0.4466997, 0.13315229, 0.011085958, -0.17513317, 0.13940759, 0.27495402) * g_6; + result += mat4(-0.1870658, 0.18817395, 0.010469263, -0.39973256, -0.57167524, -0.38714117, -0.26255277, 0.14361858, 0.018649995, 0.15935089, -0.21745402, -0.0056655053, -0.15408997, -0.03154883, -0.29631105, 0.27472818) * g_7; + result += mat4(-0.07735958, 0.042861674, 0.36729267, -0.2362879, -0.15516327, -0.009109079, 0.063800156, -0.253287, 0.4471074, 0.0944695, -0.26948866, -0.07759066, 0.045151226, -0.13749917, 0.14566323, -0.13593693) * g_8; + result += mat4(0.28955856, 0.09293573, 0.07423561, 0.1616493, 0.22285056, 0.01639275, 0.026332684, -0.14958683, -0.32087958, -0.3138252, -0.17335242, -0.38171476, -0.25562596, -0.022701526, 0.17425084, -0.042576227) * g_9; + result += mat4(0.24964347, -0.07078707, 0.18416835, -0.054758202, -0.061644293, -0.0964391, 0.14583856, -0.34874785, -0.3402768, 0.14743538, 0.36047265, 0.04471611, 0.015971184, 0.25227246, -0.011749087, -0.18359871) * g_10; + result += mat4(-0.059328917, -0.07904788, -0.23883855, -0.06956805, -0.040810965, 0.09536262, 0.0018617791, -0.1898438, 0.1794419, 0.11382087, -0.16192305, 0.22020166, 0.03995484, -0.19086155, -0.2970539, 0.14597812) * g_11; + result += mat4(-0.034995254, 0.060782332, -0.0519364, 0.41303346, -0.06989344, 0.21384521, 0.31474474, 0.12592849, 0.17633408, -0.2764535, 0.36884397, -0.015302021, 0.02951528, 0.094452016, 0.13392285, 0.14435606) * g_12; + result += mat4(0.13522784, 0.101011604, 0.04657966, -0.043399148, 0.008192044, 0.0027336285, 0.011269824, 0.09976881, -0.026473437, -0.124423906, -0.19602631, -0.09871594, -0.10603456, 0.057509303, -0.09007557, -0.14438893) * g_13; + result += vec4(-0.07283617, -0.09245546, -0.006695486, -0.013076421); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!SAVE conv2d_11_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.47819614, -0.0145807015, -0.14235033, -0.06459091, 0.051679384, -0.24727756, 0.16531977, 0.23668537, -0.044610042, -0.03163047, -0.024059737, 0.21251118, -0.02900184, -0.11218355, 0.085020125, -0.08413842) * go_0(-1.0, -1.0); + result += mat4(-0.083133794, 0.08406656, 0.20940667, 0.21155417, -0.12855776, -0.061865382, 0.2486309, 0.13191856, -0.028019775, 0.11366226, 0.13459402, 0.18391807, -0.09688631, 0.011591497, -0.2466206, -0.02237942) * go_0(-1.0, 0.0); + result += mat4(0.0037495645, 0.019915475, 0.07625364, 0.07119373, 0.18423386, 0.07686032, -0.013689673, -0.11513128, -0.12845139, 0.273121, 0.077030145, 0.13114497, 0.04543684, 0.09308563, 0.19357756, 0.24509594) * go_0(-1.0, 1.0); + result += mat4(0.03458686, -0.42040396, -0.104271114, 0.1918791, -0.25708342, 0.03583752, 0.2589993, -0.050576445, 0.0043004244, 0.19324894, 0.080590524, 0.14723596, 0.041485116, 0.13033897, 0.28028202, -0.058933) * go_0(0.0, -1.0); + result += mat4(-0.09480703, -0.13742156, -0.30406207, -0.03582789, 0.12367775, 0.064455606, -0.061555192, 0.06453598, 0.0917327, 0.04270991, 0.21958654, 0.13570474, -0.12048236, -0.024039079, 0.11226094, 0.050419748) * go_0(0.0, 0.0); + result += mat4(0.02062305, -0.10862912, 0.12883052, 0.18951532, -0.03850205, 0.11498875, 0.16137509, 0.009759631, -0.09211893, 0.0708826, 0.15651149, 0.19246778, 0.056577608, -0.0871854, 0.090261444, -0.019027064) * go_0(0.0, 1.0); + result += mat4(0.2780629, -0.054287303, -0.13351089, 0.021154758, -0.12753387, 0.031183334, 0.29430825, -0.06750467, -0.044209514, -0.042159047, -0.12532234, 0.006239919, -0.1961551, 0.099502094, 0.11470277, 0.10832906) * go_0(1.0, -1.0); + result += mat4(-0.2063426, -0.24898255, -0.28594568, 0.15958025, 0.03609107, 0.06394462, 0.022269696, -0.058725126, -0.104284525, 0.16744058, -0.14197277, -0.0051877275, -0.14164501, 0.021519974, -0.12835859, -0.12090698) * go_0(1.0, 0.0); + result += mat4(-0.45966595, 0.015630098, -0.3182287, 0.10282032, 0.14680836, -0.23460387, 0.15356645, 0.017346757, 0.05120857, -0.035891768, -0.092325106, 0.005394217, -0.09328155, -0.012819384, 0.14028293, 0.012717323) * go_0(1.0, 1.0); + result += mat4(0.06736054, -0.0044496846, -0.061849196, -0.04067691, -0.06897966, 0.12449442, -0.2508966, -0.090206414, -0.0938398, 0.013633642, 0.1409954, -0.08719504, -0.06788997, 0.098299906, 0.06095718, -0.071988545) * go_1(-1.0, -1.0); + result += mat4(-0.036788728, 0.0037640312, 0.0037646547, -0.021026969, 0.09899778, -0.054118365, 0.08308994, 0.10520542, -0.2592658, 0.113168575, -0.15985844, -0.15588784, -0.114530176, 0.0118468655, -0.08904175, -0.106764145) * go_1(-1.0, 0.0); + result += mat4(-0.027948795, 0.004584627, -0.03517112, -0.0007581547, -0.025537577, -0.035759352, 0.0973176, 0.03644148, -0.16327894, -0.12705119, -0.028998915, 0.123633325, -0.19453679, 0.113648765, 0.012692621, 0.057508085) * go_1(-1.0, 1.0); + result += mat4(-0.010877041, -0.03980561, 0.013339347, 0.061969575, 0.2810196, 0.058558464, -0.1776418, 0.16630451, 0.05817873, 0.07262613, -0.03700459, -0.04399585, -0.16587572, 0.08260915, -0.009857085, 0.04391152) * go_1(0.0, -1.0); + result += mat4(0.13224548, -0.074267186, 0.03054752, -0.07024831, 0.074185595, -0.02313642, 0.065747924, -0.004960654, 0.14500527, 0.04731656, -0.117002204, -0.08217113, -0.07336124, -0.084052, 0.12326484, 0.09011222) * go_1(0.0, 0.0); + result += mat4(-0.16047195, 0.076803066, -0.2786948, 0.1176941, -0.0131406775, 0.009936233, 0.1374073, -0.09565009, 0.10070214, 0.11528786, -0.0730813, -0.13431457, -0.21621323, -0.013119195, -0.18385343, -0.058667593) * go_1(0.0, 1.0); + result += mat4(0.0040132185, 0.134705, -0.011815555, -0.094924495, -0.05727005, 0.0950522, 0.04084158, 0.016365912, -0.02917897, -0.03862751, 0.012003192, 0.03835569, -0.096041076, 0.004406702, -0.10389978, -0.0009610953) * go_1(1.0, -1.0); + result += mat4(-0.10157398, -0.10319637, -0.012073916, -0.19039184, -0.02369365, -0.021698838, 0.015538155, -0.051231697, 0.041044284, -0.02691978, -0.1713024, -0.12904704, -0.03471921, 0.037977315, 0.064845525, 0.1264632) * go_1(1.0, 0.0); + result += mat4(-0.08406344, 0.044064984, 0.056877784, -0.13283873, -0.0058603142, 0.075482026, -0.09246969, -0.065718174, -0.025745329, 0.015633717, -0.06059284, 0.08149079, -0.022848418, 0.061127402, 0.047879003, 0.04544503) * go_1(1.0, 1.0); + result += mat4(-0.21875143, 0.053516608, 0.04243476, -0.08509983, 0.406294, -0.060116358, -0.13793904, -0.1559247, -0.017128536, 0.021633752, 0.08865264, -0.032922007, 0.08250139, -0.17353764, -0.16137601, 0.12943612) * go_2(-1.0, -1.0); + result += mat4(-0.27127337, -0.057137657, 0.005031509, 0.10027777, 0.20500132, 0.0073007634, -0.09760265, -0.2428409, -0.16160156, 0.32289484, -0.096351616, -0.15562637, -0.24892123, 0.13368145, 0.31498823, 0.09549184) * go_2(-1.0, 0.0); + result += mat4(0.01444343, 0.07115736, -0.17920075, -0.024846312, 0.057884447, 0.14358939, 0.043788955, -0.013016863, 0.087220736, -0.0060180086, 0.19609165, -0.025888423, -0.06294847, 0.03406598, -0.04250465, -0.04808649) * go_2(-1.0, 1.0); + result += mat4(-0.02662509, 0.24295834, -0.07612864, -0.20615683, 0.16377121, -0.05186765, -0.1750536, -0.04726876, 0.29443663, 0.0983683, -0.18610948, -0.1949004, -0.1446201, 0.11045659, 0.013536009, 0.18919495) * go_2(0.0, -1.0); + result += mat4(-0.080005094, -0.29404542, 0.14548069, 0.013500291, -0.011395713, -0.048017073, -0.053436857, -0.13627477, 0.041908856, -0.30820572, 0.17044339, 0.22999896, -0.32405153, 0.12114645, -0.080108374, -0.06520369) * go_2(0.0, 0.0); + result += mat4(0.062350888, 0.170049, 0.04211445, 0.12288375, 0.010835714, -0.17722476, -0.18930283, 0.11607083, -0.054421842, -0.004191082, 0.14655825, -0.1229237, -0.058039404, 0.09008831, -0.017603457, 0.027497675) * go_2(0.0, 1.0); + result += mat4(0.24208143, 0.04073837, -0.014191606, -0.069054805, 0.33024073, 0.25458166, -0.062864356, 0.028975246, 0.17692459, 0.22093695, -0.17666881, -0.03709188, -0.2001521, -0.06491504, 0.199202, 0.08666711) * go_2(1.0, -1.0); + result += mat4(0.053933676, -0.058177974, 0.006558046, -0.018798346, -0.05610966, 0.21288905, -0.06513558, -0.012686734, 0.11635233, -0.039428618, 0.21562201, -0.07206132, 0.065123, -0.056875434, 0.08877115, -0.10216625) * go_2(1.0, 0.0); + result += mat4(-0.03294463, 0.011720216, 0.056083966, -0.05530083, -0.16838011, -0.0026962461, -0.17402422, -0.009680605, -0.0064969915, 0.14410603, 0.090527765, 0.048180934, -0.06482277, -0.17573984, 0.36281663, 0.14240478) * go_2(1.0, 1.0); + result += mat4(0.026252843, 0.01621395, -0.03018171, 0.20843759, -0.05987382, -0.13891932, 0.008612968, -0.03674587, 0.055803657, -0.020272622, -0.12338887, -0.21429133, -0.026188683, -0.08283737, -0.07952566, 0.11333926) * go_3(-1.0, -1.0); + result += mat4(-0.03251504, -0.04554576, 0.012727539, 0.06115098, -0.23113467, -0.21784578, 0.10390341, -0.028863542, 0.1405748, -0.092941806, 0.04094931, 0.26037696, 0.014778488, -0.0012763811, 0.120576814, 0.017626097) * go_3(-1.0, 0.0); + result += mat4(-0.18005073, 0.08914073, -0.19792715, 0.07666369, -0.040389247, 0.06043132, -0.068735644, 0.006061951, -0.09742132, -0.015570641, -0.05810036, -0.06305046, 0.06286483, -0.1669205, -0.15426171, 0.046022687) * go_3(-1.0, 1.0); + result += mat4(-0.045976873, 0.028456753, 0.037186757, 0.05231241, -0.12909305, -0.16277504, -0.0035813665, -0.06294949, -0.04205357, -0.15816367, -0.021810539, -0.108161986, -0.08399507, -0.12965044, -0.00611913, -0.029711436) * go_3(0.0, -1.0); + result += mat4(0.2537032, -0.018604688, 0.16584206, -0.20883793, -0.10245589, -0.06570063, -0.16321684, 0.02899805, -0.1427425, 0.20915249, -0.1761724, -0.09594, -0.10995607, -0.11155546, 0.037878104, 0.028106442) * go_3(0.0, 0.0); + result += mat4(-0.1628865, -0.17466225, -0.14372015, 0.05667306, 0.10472602, -0.018716356, 0.087850116, -0.056246866, 0.083403885, -0.082255535, -0.10299376, -0.1840543, -0.35220358, -0.059505656, -0.21391232, 0.16591822) * go_3(0.0, 1.0); + result += mat4(0.040541083, -0.1146205, -0.021495365, -0.033008795, 0.007970957, 0.007984478, 0.02606323, 0.012668774, 0.12771203, -0.09947922, -0.14149466, -0.1890857, -0.14682727, 0.033072542, -0.11833484, -0.038956877) * go_3(1.0, -1.0); + result += mat4(-0.14274059, 0.08827524, 0.011712704, 0.10902492, 0.060481314, 0.003578728, 0.029129535, 0.08889746, -0.09685511, -0.095264345, -0.13920794, -0.11014531, -0.05436568, 0.060371455, 0.07251505, 0.20626338) * go_3(1.0, 0.0); + result += mat4(-0.07604635, -0.035359483, 0.010230144, 0.030468917, -0.008423673, 0.0273416, -0.10538517, 0.10806335, 0.03605524, -0.082360476, -0.06390322, -0.19094782, -0.10980772, 0.13070256, -0.009116851, 0.094997086) * go_3(1.0, 1.0); + result += mat4(0.06696349, 0.02884076, -0.21400648, 0.10645195, -0.15960447, 0.07844191, 0.09057932, -0.022310507, -0.20641366, -0.20897295, 0.05159085, -0.042257026, 0.16398512, -0.22846761, -0.033591952, 0.3359712) * go_4(-1.0, -1.0); + result += mat4(-0.024236226, -0.13937415, 0.29392216, 0.075087205, 0.07763272, 0.27571923, -0.28625518, -0.37574485, -0.0041614594, 0.051519327, -0.1727601, -0.002199689, -0.32436445, 0.059740037, 0.006543187, 0.11488307) * go_4(-1.0, 0.0); + result += mat4(-0.025740145, 0.10688955, 0.3432225, 0.04467087, 0.033870216, 0.16714002, 0.20819634, -0.11762629, 0.19059974, 0.0661928, 0.022394795, -0.14459209, -0.16684553, 0.08020461, -0.37147745, 0.04065124) * go_4(-1.0, 1.0); + result += mat4(-0.006134667, -0.0031798254, -0.101459935, 0.15463492, 0.039860703, 0.077067874, 0.17671694, -0.06597644, -0.12203232, -0.058787927, 0.008942991, 0.0570718, -0.043793175, -0.06388724, 0.0247615, -0.09814649) * go_4(0.0, -1.0); + result += mat4(0.009333359, -0.10666345, 0.19417302, -0.08021104, 0.071850464, 0.18651992, 0.1487532, 0.03132098, -0.21202543, 0.02972519, 0.028346745, 0.17178747, -0.24139602, -0.18386513, -0.03009887, -0.17363264) * go_4(0.0, 0.0); + result += mat4(0.006349671, -0.0199598, 0.14889078, -0.14921328, -0.08713048, 0.14722322, 0.041971955, -0.019181551, 0.07069949, -0.12362262, 0.08554868, 0.16224997, -0.11218193, 0.3132043, -0.18114331, -0.104602315) * go_4(0.0, 1.0); + result += mat4(0.047690846, -0.26872492, 0.2183612, 0.19340567, -0.06084255, 0.04798949, 0.19492827, 0.14699973, -0.07016259, 0.14654481, -0.06714773, 0.07936776, 0.073397264, -0.10646918, -0.13238135, 0.07208961) * go_4(1.0, -1.0); + result += mat4(0.07382223, -0.044347115, -0.032497067, -0.02002406, 0.18200569, -0.09839878, -0.0027670355, -0.032592446, -0.05297432, 0.11200702, -0.019955616, 0.112369545, -0.2748285, -0.139697, -0.26332188, -0.303972) * go_4(1.0, 0.0); + result += mat4(-0.23713836, -0.003925555, 0.16436225, 0.15221255, 0.1077621, -0.027760457, 0.0059113647, -0.11066059, -0.0980858, 0.011830199, 0.040253483, 0.06447465, -0.0827841, 0.04048125, 0.04551489, -0.12471252) * go_4(1.0, 1.0); + result += mat4(0.010833946, -0.058524415, -0.19618602, -0.11400699, -0.088038966, -0.08249501, 0.025192872, -0.04508469, -0.017629553, 0.10654934, 0.007814974, 0.041299284, 0.054442752, 0.14059617, 0.09760092, -0.060198124) * go_5(-1.0, -1.0); + result += mat4(-0.16173755, 0.14454803, -0.036523324, 0.016083395, -0.04597214, 0.019925527, 0.10551423, 0.07915449, -0.09191786, 0.040694106, 0.079085656, 0.04860138, -0.00920608, 0.015785221, 0.08149557, -0.070038155) * go_5(-1.0, 0.0); + result += mat4(0.09396598, -0.27780503, 0.057351794, 0.17856738, 0.06403465, -0.019479418, 0.13132542, 0.09766009, -0.13038878, 0.106342256, 0.19923963, -0.107940085, -0.11207263, 0.07427199, 0.122141175, -0.17083314) * go_5(-1.0, 1.0); + result += mat4(-0.0129763335, 0.029884486, -0.1591489, 0.05743726, -0.10154112, -0.05951815, 0.038755298, 0.31987077, 0.041023176, 0.15760195, 0.020455543, 0.117823385, 0.008611401, 0.10392111, -0.029049959, -0.00561999) * go_5(0.0, -1.0); + result += mat4(0.11115114, 0.13910228, -0.15370879, 0.14353245, -0.106912665, 0.16457058, -0.0007093892, -0.16065751, 0.12172275, -0.0071658283, -0.13790236, -0.05790294, 0.0258849, 0.047155324, 0.028826248, 0.077854194) * go_5(0.0, 0.0); + result += mat4(0.04222945, 0.016645031, -0.22052032, -0.108474314, -0.037527397, 0.1508435, 0.13960642, 0.051745985, 0.17182018, -0.0071819094, 0.13896792, 0.12522686, 0.1307583, 0.09315921, 0.031736225, -0.24318463) * go_5(0.0, 1.0); + result += mat4(0.12233872, 0.16193391, -0.045825243, -0.021991767, -0.06857775, 0.019997157, 0.26207915, 0.017674582, 0.14816906, -0.011254348, 0.11932189, -0.06385669, -0.08113471, 0.13287768, -0.008416972, -0.039866585) * go_5(1.0, -1.0); + result += mat4(0.15459004, -0.029546147, -0.20761466, -0.12011381, -0.09814943, -0.12983616, 0.0019625768, 0.086729765, 0.22380745, 0.112912305, -0.073421806, -0.061414655, -0.00015528004, -0.10514693, 0.0449276, 0.1197672) * go_5(1.0, 0.0); + result += mat4(0.031599533, -0.0699447, 0.10802751, -0.011152619, 0.08078543, 0.10828058, 0.10941837, -0.07911565, 0.16324246, -0.034676578, 0.04017893, 0.01809475, -0.0054880627, 0.027349245, -0.041267768, 0.041391887) * go_5(1.0, 1.0); + result += vec4(-0.022754392, 0.009821446, 0.06426939, -0.052443504); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!SAVE conv2d_10_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.31697825, -0.38101152, 0.26027805, 0.19195847, -0.15098146, 0.17915927, 0.263392, -0.108211316, 0.004631585, -0.06989657, 0.057514362, 0.013759571, -0.06416892, 0.033370133, -0.04808954, -0.1563251) * go_0(-1.0, -1.0); + result += mat4(0.15827416, -0.17950794, 0.16834997, 0.13073751, 0.030396005, 0.040662624, 0.16062944, 0.041357074, -0.13926722, -0.06929913, 0.10808029, -0.06798461, 0.10745701, -0.102971874, -0.06641405, 0.0885879) * go_0(-1.0, 0.0); + result += mat4(0.017569518, -0.074986644, -0.0381504, -0.108356364, -0.028105393, 0.107422166, 0.010693419, -0.03790183, -0.056355134, -0.17228265, 0.19153535, 0.014339309, -0.072250925, 0.25570604, 0.06766601, 0.10274542) * go_0(-1.0, 1.0); + result += mat4(0.11808023, 0.03209569, -0.047605, 0.10232121, -0.089450955, 0.22296266, -0.031239472, 0.12547736, -0.13355453, 0.09658202, 0.14639929, 0.1722445, -0.16578807, -0.01587181, -0.06775275, 0.106690586) * go_0(0.0, -1.0); + result += mat4(-0.08015724, -0.09917064, 0.17005561, -0.11093009, -0.033904083, -0.18723048, -0.42410555, -0.34870258, -0.024956835, -0.057636626, -0.17249386, 0.3452565, -0.0781917, 0.048283495, -0.1849922, 0.10712763) * go_0(0.0, 0.0); + result += mat4(-0.19845031, 0.018594265, 0.11669769, 0.04427017, -0.13347605, 0.14735079, -0.20751207, -0.08490434, -0.077883884, -0.17200643, 0.03127422, 0.11106135, -0.04682848, -0.04392586, 0.11629085, -0.03191463) * go_0(0.0, 1.0); + result += mat4(-0.035416074, 0.032688126, -0.034218192, -0.35819814, -0.07167647, -0.032766674, -0.09849224, 0.27033108, -0.040135793, 0.11793038, 0.024326177, 0.056732934, 0.0072507905, -0.15076852, -0.007368895, -0.07758195) * go_0(1.0, -1.0); + result += mat4(0.03677586, 0.088763975, 0.04954433, -0.047844727, -0.07487822, -0.06698103, 0.12568145, -0.22909173, 0.1671084, -0.17893419, 0.09722236, 0.20345661, 0.057767022, 0.044742733, 0.06905004, -0.010992711) * go_0(1.0, 0.0); + result += mat4(0.0028451576, -0.27325574, 0.14329389, -0.07025869, -0.09781529, 0.0151023185, 0.08696752, -0.056844577, -0.19665222, 0.09358589, 0.16416575, 0.06988374, 0.16515698, 0.09760437, 0.023626767, 0.16473217) * go_0(1.0, 1.0); + result += mat4(-0.01080354, 0.014449004, 0.11467091, -0.07119837, 0.18900962, -0.06401898, -0.025841001, 0.13663737, -0.04860565, 0.15505394, 0.11083383, -0.06831929, -0.12395706, 0.04564376, -0.132784, 0.095948376) * go_1(-1.0, -1.0); + result += mat4(-0.009644828, 0.05351468, -0.086626254, -0.07883177, 0.12082235, 0.16186416, 0.20026602, -0.12537873, -0.02765183, -0.19664048, -0.14943156, 0.17649364, -0.15099925, -0.16448402, 0.04770359, 0.08525748) * go_1(-1.0, 0.0); + result += mat4(-0.07529481, 0.057762332, 0.02256763, 0.0037007954, 0.052606575, 0.008619477, 0.035252705, -0.060551647, 0.03680644, 0.1457205, 0.0970469, 0.00867666, -0.0931654, -0.046189044, -0.118787736, 0.059376143) * go_1(-1.0, 1.0); + result += mat4(0.024567254, -0.07128407, -0.02618071, -0.16522972, 0.02537496, 0.09393943, -0.018046979, -0.12497053, 0.041589152, 0.028847594, 0.072174646, -0.12484334, -0.096903354, 0.07245438, -0.03219862, 0.037360255) * go_1(0.0, -1.0); + result += mat4(0.05599119, -0.0027604182, -0.004961665, -0.1297362, 0.10879746, 0.14088875, -0.031004267, -0.016735828, 0.07093551, 0.024946349, 0.16840066, -0.10094298, -0.04150052, 0.09933387, 0.09332617, -0.121228844) * go_1(0.0, 0.0); + result += mat4(0.099246845, -0.17000747, -0.17089754, 0.0021521626, 0.046584304, -0.037944607, 0.1009471, 0.110904016, 0.17920195, -0.00022254961, 0.07443117, 0.07490046, 0.1700909, -0.18371364, -0.15320961, -0.0344897) * go_1(0.0, 1.0); + result += mat4(0.10543544, 0.04469465, 0.14627467, -0.07649682, -0.082381524, 0.12919065, 0.090079635, -0.07820535, -0.06769879, -0.12625079, -0.06946243, -0.19333136, 0.02998107, 0.01594043, 0.12332583, 0.015775004) * go_1(1.0, -1.0); + result += mat4(0.025815854, 0.015107419, -0.045278236, 0.13242702, -0.059958965, 0.031560495, 0.047686167, 0.064922616, 0.09818797, -0.07938157, -0.08586279, 0.079509474, -0.031728156, 0.052335043, 0.046583798, 0.17072229) * go_1(1.0, 0.0); + result += mat4(-0.07827454, -0.033509843, 0.054832056, -0.011652403, -0.029872715, -0.13623856, 0.013034195, -0.009600983, -0.08374398, 0.0022505643, 0.042340405, 0.050227124, -0.072084844, -0.044353593, 0.06991293, -0.024949703) * go_1(1.0, 1.0); + result += mat4(0.08938938, -0.092218116, -0.016011834, 0.038319822, 0.12462916, 0.30430344, -0.2225195, 0.23016618, 0.16917962, -0.10025298, 0.03197825, -0.0028935818, -0.20949106, 0.16084236, 0.02389285, -0.07628905) * go_2(-1.0, -1.0); + result += mat4(0.008811933, -0.07407284, 0.06164061, -0.08511243, 0.23705618, -0.04852394, -0.09615244, -0.14999956, 0.14771207, -0.31061637, 0.053693004, 0.12648372, 0.13281338, -0.052495755, -0.10527891, 0.055210527) * go_2(-1.0, 0.0); + result += mat4(-0.002706158, -0.08600029, 0.067195736, 0.11638961, 0.22492133, 0.21856707, -0.07640264, -0.06916772, 0.06080084, 0.11333604, 0.06812178, -0.033994764, 0.18698989, -0.0062931813, -0.07839693, -0.19759217) * go_2(-1.0, 1.0); + result += mat4(0.016470285, -0.08823432, 0.22680223, 0.09997554, 0.23114151, 0.19813643, -0.35361916, 0.2194339, 0.11047473, 0.068083756, 0.067214124, 0.43412095, -0.012517998, 0.15817562, 0.041793827, -0.12873247) * go_2(0.0, -1.0); + result += mat4(0.072530076, 0.13730067, 0.2244758, -0.07199118, -0.052385315, 0.10464238, 0.26556495, -0.2717685, -0.11540168, -0.018752037, 0.025696546, -0.12900795, -0.010386023, -0.020768933, 0.24903738, -0.14111607) * go_2(0.0, 0.0); + result += mat4(-0.24632111, -0.015176092, -0.02656606, 0.009465184, -0.0051622107, 0.14365524, 0.110313326, 0.075529456, -0.041912608, -0.012926297, 0.099115536, -0.043660834, 0.14709431, 0.069978856, 0.19860862, 0.30215213) * go_2(0.0, 1.0); + result += mat4(0.003388868, 0.000683922, 0.025133248, 0.004995937, -0.06642034, 0.028584523, -0.14691937, -0.2014579, 0.15427552, -0.027058927, 0.04456965, 0.084938034, -0.24065961, -0.014348999, -0.093859546, -0.032467082) * go_2(1.0, -1.0); + result += mat4(-0.067999065, -0.061825316, -0.056987073, 0.0009880592, -0.014163033, -0.30605268, 0.22628185, 0.01192761, -0.08495571, 0.17559315, -0.17546391, -0.0027795131, -0.289151, -0.41655365, 0.11138813, -0.18327911) * go_2(1.0, 0.0); + result += mat4(-0.032702215, 0.072819114, -0.06573772, -0.023648093, -0.28138083, 0.0492584, 0.17402509, -0.04257587, 0.109756455, 0.086533375, -0.017961387, 0.02175586, -0.12014975, 0.0101643065, 0.34295502, -0.04737776) * go_2(1.0, 1.0); + result += mat4(-0.043654937, 0.030818325, 0.009349365, 0.0058960635, 0.075968295, 0.10992966, -0.056467474, -0.053309787, -0.020969287, 0.13869311, 0.118167736, 0.20124547, -0.071703844, 0.16065824, 0.0333816, 0.16069882) * go_3(-1.0, -1.0); + result += mat4(-0.00913058, 0.11581215, -0.08088577, 0.048499383, -0.002100561, 0.14013395, -0.021854091, 0.022357881, -0.007194664, 0.2258521, 0.28041685, 0.035750967, -0.17555529, -0.06302401, 0.006144002, 0.073763065) * go_3(-1.0, 0.0); + result += mat4(0.13105561, 0.033134516, -0.123544686, 0.036164157, 0.081316054, -0.09048299, -0.034898795, -0.04975392, -0.118228555, 0.0013148085, -0.024866905, -0.07593515, -0.058713235, 0.081549294, 0.09502267, -0.06489622) * go_3(-1.0, 1.0); + result += mat4(-0.013302538, 0.14520672, -0.041146558, 0.08169293, 0.1506187, 0.062507726, 0.19582897, 0.05240332, 0.015582799, 0.08783006, 0.016972601, -0.23824452, -0.056192238, -0.087197326, 0.0045260703, -0.012997719) * go_3(0.0, -1.0); + result += mat4(-0.074937195, -0.018988643, -0.07370074, 0.048774365, 0.07236563, 0.0904083, -0.10467449, 0.10507359, 0.12723474, -0.1263123, -0.17705469, -0.15779553, -0.23850663, -0.119912334, 0.21794695, 0.19370297) * go_3(0.0, 0.0); + result += mat4(-0.04097957, -0.0038975494, 0.11273524, -0.049562607, -0.041399803, 0.013795214, -0.07912852, 0.06913985, -0.039762158, 0.031136844, -0.22443683, -0.07978295, 0.15926225, -0.021239735, 0.02987538, 0.0073201153) * go_3(0.0, 1.0); + result += mat4(-0.00022499492, 0.07021377, 0.10080298, -0.049646243, 0.08742822, -0.05083212, 0.11067444, 0.0028296155, -0.06948983, -0.032108277, -0.17148562, 0.031176677, 0.028853005, 0.06482861, 0.0068417406, 0.20317557) * go_3(1.0, -1.0); + result += mat4(0.11648821, -0.17146581, 0.067954056, 0.08905258, -0.08075704, 0.019719714, -0.11522013, 0.07268729, 0.0639498, 0.19816676, 0.014075983, -0.032495353, -0.017302783, 0.001971279, -0.03852454, 0.13213885) * go_3(1.0, 0.0); + result += mat4(-0.043073803, 0.013491542, -0.0071037943, 0.104073495, 0.02311169, 0.058454588, -0.036697295, -0.048574958, -0.02161516, 0.10554709, 0.07252144, 0.013570617, -0.08058747, -0.050845098, 0.11659161, 0.12994757) * go_3(1.0, 1.0); + result += mat4(-0.065163076, 0.19974495, -0.4120684, 0.07145881, 0.113002166, 0.23591681, 0.09600776, -0.12980238, -0.032298863, -0.09617708, -0.09807077, -0.019956803, -0.0144692, -0.11556348, -0.080140986, -0.088292986) * go_4(-1.0, -1.0); + result += mat4(-0.012835261, -0.04646276, 0.072318554, -0.08490823, 0.1648558, -0.15578964, 0.07145768, 0.12143512, 0.007787767, 0.07922046, -0.10203864, -0.15637778, 0.17195338, -0.16184372, -0.01940918, -0.0037627215) * go_4(-1.0, 0.0); + result += mat4(-0.118128635, -0.06761304, 0.20045926, -0.11828058, 0.022446023, -0.09117082, 0.11077834, 0.12605691, -0.094919816, -0.016070768, -0.025274863, 0.13070245, 0.14234897, -0.080053166, -0.14352201, 0.24688406) * go_4(-1.0, 1.0); + result += mat4(-0.038446598, 0.06076558, 0.011793446, -0.027539631, 0.12532312, 0.12770405, 0.05115926, 0.07202868, 0.00048553053, -0.20094085, 0.14294891, 0.27486032, 0.09690127, -0.19488129, -0.010087613, -0.32277402) * go_4(0.0, -1.0); + result += mat4(-0.03640304, -0.03347442, -0.14699876, 0.084367014, -0.0931957, 0.0046109143, -0.10012045, -0.21788213, -0.22289619, -0.15080798, 0.053079627, 0.058909237, 0.0033036254, -0.266638, 0.15794982, 0.15606833) * go_4(0.0, 0.0); + result += mat4(-0.16570765, -0.19292961, -0.040884703, 0.0350054, 0.044223823, -0.05094823, -0.10369617, -0.026184212, -0.07026344, 0.08071905, -0.05532503, -0.105882615, 0.11906692, -0.12926123, 0.18500324, 0.09285109) * go_4(0.0, 1.0); + result += mat4(-0.30376035, -0.015966324, -0.080935225, -0.054857124, 0.008181847, -0.051866602, 0.086870745, -0.205586, -0.13184556, -0.03217006, 0.029946566, -0.10589564, 0.045322973, -0.1656244, -0.08579307, -0.121582575) * go_4(1.0, -1.0); + result += mat4(-0.06772616, -0.14879958, -0.17823575, 0.020676576, -0.04157187, -0.019993478, -0.026832247, -0.22187601, -0.12282354, -0.101527624, 0.10540906, -0.09816911, 0.01171376, -0.35307917, -0.21599512, -0.12673624) * go_4(1.0, 0.0); + result += mat4(0.13506149, -0.12476234, -0.23067783, 0.0016245812, 0.27068454, 0.085986294, 0.08674341, 0.07736311, 0.04183122, 0.09630597, 0.005955931, -0.033355173, -0.19212, -0.2707448, -0.18517534, -0.035879433) * go_4(1.0, 1.0); + result += mat4(-0.0151614295, 0.047397353, 0.0923022, 0.08485078, 0.15618569, -0.11042138, 0.12418296, -0.07967247, 0.053651772, 0.015027734, 0.048835948, 0.07711154, 0.020557769, 0.023958597, 0.04587901, -0.0014006038) * go_5(-1.0, -1.0); + result += mat4(0.038551513, -0.10045045, 0.06231501, 0.043190606, 0.011727592, 0.10791629, 0.022111481, -0.053163722, 0.11845128, -0.102105886, 0.08789077, -0.0027942352, -0.08893058, 0.008466707, 0.011015023, -0.047280762) * go_5(-1.0, 0.0); + result += mat4(0.013820725, 0.1256963, 0.041195784, -0.057415746, -0.07633132, -0.025274424, 0.029755162, -0.046797376, -0.037444938, -0.09385259, 0.14993298, 0.040402364, 0.057619866, 0.0044342144, 0.044209216, 0.13005155) * go_5(-1.0, 1.0); + result += mat4(0.07646884, 0.18639803, -0.021711063, 0.021434348, 0.11517055, 0.010340496, -0.0018932755, -0.3739696, 0.1309672, 0.08240308, 0.08870368, 0.09622062, -0.07567563, -0.08575518, 0.12712875, 0.16571298) * go_5(0.0, -1.0); + result += mat4(-0.028878238, -0.06821328, -0.048233025, 0.010556409, 0.08252249, 0.12659778, 0.10306397, 0.041443437, -0.008534995, -0.08196783, -0.13689299, 0.048229158, 0.12889823, 0.12517701, -0.06344265, 0.11288182) * go_5(0.0, 0.0); + result += mat4(0.20085302, 0.024324976, 0.012985146, 0.045487225, -0.14292689, 0.091915675, 0.030304266, -0.007919423, -0.09057523, -0.13942213, 0.22375956, -0.15821122, 0.13392857, 0.06950518, -0.009899817, -0.19455001) * go_5(0.0, 1.0); + result += mat4(-0.18937646, 0.13056205, -0.09389302, -0.06861626, 0.030355467, -0.07237441, 0.079272114, -0.018099891, -0.057733692, 0.14460595, -0.068894215, 0.073404275, -0.005731954, -0.16851021, 0.029365558, 0.04029561) * go_5(1.0, -1.0); + result += mat4(-0.11247864, -0.026352342, -0.26439467, 0.021711655, -0.17112786, 0.09201832, 0.058435153, -0.18282679, -0.058647767, -0.0882594, -0.09513095, 0.046603747, 0.118426494, -0.06860188, 0.14646193, -0.10118678) * go_5(1.0, 0.0); + result += mat4(-0.08203177, 0.049650684, 0.11541628, 0.07473622, -0.06572682, -0.018375592, -0.0739239, -0.08190655, -0.012673694, 0.0003337712, 0.041397918, -0.047579113, -0.13510825, 0.025625594, -0.035801806, -0.045355853) * go_5(1.0, 1.0); + result += vec4(0.03802586, 0.06033134, 0.0405485, 0.00039835402); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.2216899, -0.006199309, -0.14865121, 0.06256912, 0.082141966, 0.069441915, -0.064958416, -0.014999604, -0.017270254, 0.054063573, -0.30066323, 0.09460075, 0.17069338, -0.26000282, 0.026078973, -0.0024098607) * g_0; + result += mat4(0.22918217, 0.2753827, -0.2260137, 0.0074888375, 0.007864308, 0.01738929, 0.036404576, 0.15125586, 0.12692557, -0.1064573, -0.105954304, 0.17095445, -0.295937, 0.2284073, -0.28089303, 0.17836742) * g_1; + result += mat4(-0.23949356, -0.20830329, 0.043005105, 0.11848222, 0.26292896, 0.13052817, 0.14105777, -0.14028162, 0.033770017, -0.12098709, -0.19063175, -0.020637099, 0.032703582, -0.31454226, 0.07559202, 0.067997165) * g_2; + result += mat4(-0.26934767, 0.25418487, 0.2089665, -0.15689164, 0.068669625, -0.19087234, 0.034052055, -0.038685646, 0.037284948, 0.14673525, -0.001882231, 0.07179596, -0.054052413, 0.2954734, 0.108455196, 0.21742904) * g_3; + result += mat4(0.24180835, 0.012385412, -0.017178789, 0.032714315, -0.26524556, 0.024244266, -0.226589, -0.0358992, -0.2241718, 0.08004254, -0.017615836, -0.2492002, 0.09387765, 0.18154638, -0.034240507, 0.3605678) * g_4; + result += mat4(0.24151021, -0.014141217, -0.1259467, -0.19366209, -0.07166293, 0.08856931, -0.08999051, 0.31848234, -0.07388433, -0.16038652, 0.28902727, 0.2382835, -0.15296587, -0.12924191, 0.16233487, 0.05408346) * g_5; + result += mat4(-0.18532315, 0.116318375, -0.043276392, -0.20643523, -0.1317004, -0.025412546, -0.32449946, 0.08039049, -0.18457016, -0.015615943, -0.01645252, 0.21732457, 0.082662076, 0.1900878, -0.11705433, 0.14767131) * g_6; + result += mat4(0.052993804, -0.11595191, 0.32436988, -0.003765943, 0.2296748, 0.119828835, -0.019125028, -0.3126433, -0.039699726, -0.24760635, 0.08949547, -0.012501165, 0.33296522, -0.349697, -0.081094205, 0.061596226) * g_7; + result += mat4(-0.033869196, 0.12660468, 0.12152309, -0.18401411, 0.1442463, 0.18430543, 0.22487932, 0.29795903, 0.17951487, -0.24413475, -0.13472381, 0.3147198, -0.22021247, -0.15316834, 0.013162168, -0.20238425) * g_8; + result += mat4(-0.0015613904, -0.09523476, 0.024224702, -0.17930624, -0.061623972, 0.06495367, 0.3776854, -0.17299566, -0.36212873, 0.13202415, 0.07052771, -0.1219512, 0.29942214, -0.011110212, 0.36104754, 0.0010065075) * g_9; + result += mat4(0.16467105, 0.29388088, 0.13385788, 0.118168965, 0.15695275, -0.2269201, 0.097460486, -0.04286567, 0.020316202, -0.07753041, -0.18018067, -0.111885116, -0.17371373, 0.04722513, 0.2188871, 0.1295067) * g_10; + result += mat4(0.2567296, 0.0027146419, -0.18108767, -0.10636566, -0.04075492, 0.08977396, 0.27601838, 0.041642547, -0.29131287, -0.0026349663, 0.16847563, 0.29684088, 0.23944439, -0.12667872, -0.31902757, -0.023768846) * g_11; + result += mat4(-0.12111429, 0.046077378, 0.07920395, -0.3619861, 0.0030046673, -0.21324079, -0.14134064, 0.07692796, 0.2308601, 0.050601542, -0.20067136, 0.1312576, 0.078878105, -0.07905382, 0.04887801, 0.11589316) * g_12; + result += mat4(0.18035689, 0.022012187, -0.05441432, -0.13895841, 0.1792498, 0.06579118, -0.3518265, 0.19284686, -0.36724597, -0.19384578, 0.052024953, 0.069351286, -0.17106277, 0.01428955, -0.022695465, -0.03882866) * g_13; + result += mat4(0.12341931, 0.21374431, 0.14095145, 0.11081035, -0.1377048, 0.2957615, 0.2647214, -0.21324296, 0.18657272, -0.16867872, 0.13558641, -0.14022234, -0.00384067, -0.19601567, -0.20603377, 0.006892211) * g_14; + result += mat4(0.05891213, 0.17766091, -0.11099863, -0.10597074, 0.4759035, -0.20892517, -0.35479382, -0.057822235, -0.10161365, -0.11828349, -0.021581944, 0.057930104, -0.46801752, -0.25330284, 0.30126703, -0.31744412) * g_15; + result += vec4(0.011156243, 0.004168819, 0.082229175, 0.043994825); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf1 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.137003, -0.06089221, -0.108805895, 0.27130327, -0.3015222, -0.26373127, 0.019133324, 0.035202216, 0.040255867, 0.09030984, -0.46218738, -0.3097094, -0.057662863, 0.123317555, 0.037645355, 0.010423522) * g_0; + result += mat4(0.29102653, -0.17060617, 0.31592718, -0.15487169, -0.09719322, 0.08212171, -0.24112037, -0.5323616, 0.050776903, 0.26745227, -0.0123307025, -0.0076298076, -0.044822518, -0.15961778, 0.26758936, 0.019300641) * g_1; + result += mat4(0.19517086, -0.2878986, 0.12765801, -0.12057966, 0.27521843, 0.028182628, 0.32267106, 0.035355434, -0.065272234, -0.015919037, 0.38220987, 0.14314096, 0.052418232, 0.07207548, -0.41493666, -0.03195114) * g_2; + result += mat4(0.18309553, -0.11183888, -0.052814357, -0.08971906, -0.14353213, -0.20144752, -0.20325397, -0.16143575, 0.028960846, -0.16557908, 0.266044, -0.2373641, 0.12750591, -0.11190832, 0.35028338, 0.17638433) * g_3; + result += mat4(0.058721025, 0.21000905, -0.2719825, -0.16923684, 0.2887994, 0.08877727, -0.1274528, 0.12557751, -0.09804875, -0.37839252, -0.1465434, -0.1059692, 0.07212408, -0.101579584, -0.16375211, -0.09519384) * g_4; + result += mat4(-0.145749, -0.15073515, -0.2661711, -0.21265043, -0.3345085, -0.16820145, 0.07732321, 0.13837157, 0.014605319, -0.14113256, -0.3269443, -0.100293055, 0.114504874, -0.4271041, -0.17389913, 0.0033216716) * g_5; + result += mat4(0.022264633, -0.19477129, 0.050657783, -0.08318149, -0.5125155, 0.030831251, 0.110084355, -0.25779435, 0.08368584, 0.48425493, -0.28335044, 0.23433922, 0.31263804, -0.12789254, -0.14072786, 0.10106589) * g_6; + result += mat4(0.007650675, -0.082783565, -0.1599306, 0.22329025, -0.01190027, 0.09498623, -0.06526687, -0.074669816, 0.13880949, -0.0060707824, -0.044009406, 0.15161307, -0.121638715, 0.012903123, 0.047266923, -0.41495043) * g_7; + result += mat4(0.1315474, 0.2878135, -0.03521026, 0.31479505, 0.4425801, 0.22921802, -0.19864602, -0.0049938424, -0.39346734, 0.09232505, 0.20387846, 0.08173493, -0.2582244, -0.23351125, 0.04481434, -0.105453715) * g_8; + result += mat4(-0.10668876, -0.026544912, 0.19446668, 0.0045490777, -0.024656052, -0.11874863, 0.21377616, 0.16957945, 0.36561254, -0.19234993, -0.16987774, 0.05442733, -0.13925838, -0.09912278, -0.06849117, 0.2862709) * g_9; + result += mat4(0.33045495, -0.13048914, -0.023560356, -0.21611182, 0.031752963, 0.14722162, -0.18900181, -0.214494, -0.014231522, 0.23605579, 0.04047805, 0.4060913, -0.13969432, -0.20286381, -0.29891747, -0.043839972) * g_10; + result += mat4(0.12433207, 0.20156589, -0.16986352, 0.07386095, -0.08681933, -0.055620465, -0.043641977, 0.25392216, -0.19010517, -0.018021587, -0.040169913, 0.3845108, -0.18094495, -0.07285529, 0.1848976, -0.24628341) * g_11; + result += mat4(-0.038218584, 0.1562106, -0.14935517, 0.14979756, -0.24085392, -0.32680586, -0.015209841, 0.31288582, 0.15819284, -0.084411524, -0.18117775, 0.16964395, 0.29338664, -0.020204993, 0.011733066, -0.03798886) * g_12; + result += mat4(-0.020065956, -0.043856975, 0.016091857, 0.19466555, 0.16528654, 0.049655683, -0.3676622, -0.14080617, -0.094320625, 0.27908608, -0.084430434, -0.07656003, 0.19461128, 0.11947404, -0.05046522, -0.12625407) * g_13; + result += mat4(-0.013265381, -0.015804514, -0.12068759, -0.06364535, -0.040848896, -0.07602193, -0.04744431, 0.29088646, 0.1358165, 0.010972456, -0.04270195, -0.091147564, -0.2690454, 0.23030208, -0.39135924, -0.22463588) * g_14; + result += mat4(0.20590256, 0.098045684, 0.3285928, 0.04094028, 0.12415101, 0.244203, 0.048238404, 0.17298737, 0.22513592, 0.048016686, -0.11171281, 0.12644528, -0.40468216, -0.02186692, -0.09637657, -0.20869099) * g_15; + result += vec4(-0.01212462, -0.018702446, -0.0063916473, -0.015887083); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf2 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06816948, 0.34817252, -0.046539452, 0.0051957658, -0.1393289, -0.123660676, -0.28295487, -0.09683893, -0.3166085, 0.112649016, 0.016630042, 0.12213537, 0.048850413, 0.10865108, 0.36645818, -0.1570077) * g_0; + result += mat4(0.16992034, 0.15695556, 0.23111318, -0.07952356, 0.008467285, -0.11592582, -0.18852152, 0.11257074, 0.24210866, 0.1062648, -0.101493195, 0.04611632, -0.13289067, -0.07632904, 0.012860103, -0.08678244) * g_1; + result += mat4(0.19332299, -0.06392618, -0.18013911, 0.23211008, -0.0025107847, 0.4468814, -0.15807462, -0.27148855, 0.24238719, 0.16024797, -0.22240195, 0.2425211, 0.008685379, -0.43995225, 0.28782377, -0.04508348) * g_2; + result += mat4(-0.038411126, -0.0034189979, -0.10616163, -0.22397435, 0.005768774, 0.13181472, 0.091235116, 0.07068676, 0.08932033, 0.025967117, -0.053367026, -0.22340903, -0.13413511, 0.24192514, -0.011392121, -0.09885669) * g_3; + result += mat4(-0.13691483, 0.058308467, 0.14866434, 0.005773672, -0.16254735, -0.03150588, 0.16304344, 0.31798756, -0.22399272, 0.033883456, -0.09658691, -0.12437203, -0.117079385, 0.21686973, -0.037619635, -0.085622996) * g_4; + result += mat4(-0.24666454, -0.06097481, -0.08042751, -0.09151835, -0.09213628, 0.06706758, -0.12596707, 0.05328458, 0.25016794, -0.21868211, 0.22890028, -0.16557315, 0.036212686, 0.13603954, -0.20226133, -0.22868301) * g_5; + result += mat4(0.022882584, -0.023618432, 0.08065757, 0.33173925, 0.07162631, -0.010860303, 0.15222527, -0.21064946, 0.023574507, 0.06347729, -0.2955436, 0.31633475, -0.3643237, -0.087610714, -0.089636534, 0.13809934) * g_6; + result += mat4(-0.22458415, -0.01961852, -0.014363966, -0.2820657, -0.20567393, 0.106780864, -0.43547606, 0.3259588, 0.42431846, -0.30789465, -0.053756483, 0.18392731, -0.43784657, 0.23359884, 0.25319567, -0.1464313) * g_7; + result += mat4(0.06667747, 0.011182004, 0.26176485, -0.15575507, -0.017922953, 0.0014675539, -0.13763407, -0.086996995, -0.00082739035, 0.03939667, -0.09286956, 0.29952076, 0.014103506, 0.10058367, 0.16165632, 0.23478027) * g_8; + result += mat4(-0.1966405, 0.11404606, -0.12005759, -0.22895505, -0.0848272, 0.021871557, 0.044186037, -0.111861885, -0.16986093, -0.24633476, 0.07282808, -0.26975635, 0.34241816, 0.030470898, -0.09903839, -0.22579415) * g_9; + result += mat4(0.10059369, 0.010142443, 0.061046213, 0.6807189, 0.005402132, -0.21700516, 0.16900781, -0.09973772, -0.025505878, 0.14216411, 0.14366129, -0.02743741, 0.09240224, 0.055595424, -0.22342968, 0.32391673) * g_10; + result += mat4(-0.24940865, -0.042881966, -0.19815244, -0.05011009, 0.32227826, 0.07563262, -0.22649106, 0.10700333, -0.14117172, 0.1359497, -0.14451554, 0.34859756, 0.060239617, 0.09917812, 0.13169186, 0.077682465) * g_11; + result += mat4(-0.0714192, 0.12607583, -0.3341241, 0.18375745, -0.18943295, 0.11634349, 0.06633747, -0.13485552, 0.045528308, 0.2432545, 0.26417813, 0.0074096527, 0.004411052, -0.5647283, 0.021793056, -0.1910634) * g_12; + result += mat4(0.04678379, 0.15781826, -0.14137928, -0.065010436, 0.1379615, -0.07252597, -0.05457498, 0.049137864, 0.054244712, -0.24069838, -0.11444052, 0.27642834, 0.19889133, 0.31845504, -0.102143094, 0.088378325) * g_13; + result += mat4(-0.1163185, 0.19226453, -0.1896929, -0.30681732, -0.013604632, -0.12468549, 0.018667353, 0.09807849, 0.030277459, 0.18578297, 0.14520812, 0.43598676, 0.24981564, 0.22188906, -0.12707953, 0.35956743) * g_14; + result += mat4(-0.1817424, 0.27081814, -0.16284765, 0.033412658, -0.29831278, -0.1345311, 0.27491164, 0.14552177, -0.054520354, -0.2996891, -0.1279112, -0.64904505, 0.049450837, -0.021562194, -0.6366078, 0.15545636) * g_15; + result += vec4(0.019361967, -0.009793055, 0.03647491, -0.010136049); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!SAVE conv2d_13_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.18203236, 0.08024887, -0.036568414, 0.13316368, -0.04578262, -0.06611782, -0.006320991, 0.19218548, 0.21009454, -0.08195536, 0.02459481, 0.037244156, -0.09028578, 0.025431598, 0.118399516, -0.11004066) * go_0(-1.0, -1.0); + result += mat4(-0.057694096, 0.016725041, 0.09517554, -0.063389495, -0.15092854, -0.17499524, -0.023841592, -0.0021040211, -0.15481879, 0.058758404, -0.11097904, -0.026721174, 0.0025346193, 0.05679149, 0.0072498247, -0.13605994) * go_0(-1.0, 0.0); + result += mat4(-0.029078262, 0.009836967, 0.07132015, 0.06620542, -0.21533649, 0.13504961, -0.026253965, 0.15687846, -0.041120164, -0.11824143, -0.03505001, -0.069189556, -0.020444538, -0.040636882, 0.104192354, 0.02525567) * go_0(-1.0, 1.0); + result += mat4(-0.0033649271, 0.11870954, -0.29426005, 0.06678275, -0.21843383, -0.06478074, 0.055388454, 0.03360907, 0.15619075, 0.03552764, -0.004492958, -0.11098848, 0.0945473, -0.12231036, 0.060498584, -0.017200515) * go_0(0.0, -1.0); + result += mat4(0.11771511, 0.19074214, 0.2556847, -0.00011035888, -0.06266651, -0.18949944, -0.08458407, -0.4617736, 0.049839392, 0.0028800126, 0.112179466, -0.23129073, 0.07304365, 0.08169297, 0.010470617, -0.10990468) * go_0(0.0, 0.0); + result += mat4(0.2365061, -0.011560716, 0.040669534, 0.05682574, -0.108832434, 0.108204864, -0.016406072, -0.35809964, 0.19385669, 0.011194286, 0.022534747, -0.18770002, 0.040628985, -0.106064685, -0.12965748, -0.11940811) * go_0(0.0, 1.0); + result += mat4(-0.07578536, 0.055741407, -0.07985701, -0.08520933, -0.119309366, -0.001639899, -0.045735355, 0.060324576, -0.04602573, -0.067629695, -0.024497611, 0.11022731, 0.0866483, 0.023369456, 0.092412636, -0.15647933) * go_0(1.0, -1.0); + result += mat4(0.1151201, -0.06150153, -0.007215896, -0.027420595, -0.27713504, -0.30414173, -0.25002155, 0.04579516, 0.07746921, -0.039378557, -0.0007037489, 0.05171079, 0.04729991, -0.24362347, -0.03316277, -0.029248973) * go_0(1.0, 0.0); + result += mat4(0.08882578, -0.089215234, -0.027231896, 0.09565371, -0.040585488, -0.0666667, -0.10971792, -0.18664278, 0.08676577, 0.011609924, -0.11474831, -0.0032087977, -0.14733344, -0.013885521, -0.0600112, -0.028661741) * go_0(1.0, 1.0); + result += mat4(-0.16421804, 0.13640842, -0.053869005, -0.105430946, 0.33498198, -0.19186987, -0.044760693, 0.12338264, 0.04087762, 0.35624924, 0.16211961, -0.16837841, -0.21358813, 0.07136877, 0.09507147, 0.15890902) * go_1(-1.0, -1.0); + result += mat4(-0.3021354, -0.3319794, 0.070228204, 0.1157857, -0.23864768, -0.124694765, -0.035166927, -0.2196196, 0.11144565, 0.15449396, 0.31777796, 0.23201036, 0.36269313, 0.0791044, -0.14027423, -0.10298774) * go_1(-1.0, 0.0); + result += mat4(0.0045441133, 0.14908041, -0.04037237, 0.012396483, -0.41045487, -0.049013153, -0.25163352, -0.18674599, -0.020136787, -0.04309944, 0.16324212, 0.20724443, 0.0013537789, 0.10984782, -0.050586786, 0.07564281) * go_1(-1.0, 1.0); + result += mat4(-0.35524195, -0.08884062, -0.061092835, 0.0016606712, -0.18841584, -0.28330895, 0.110710636, -0.20210983, 0.01599891, -0.019640112, -0.06881855, -0.2822387, 0.16723692, 0.42387784, 0.17316435, 0.014779502) * go_1(0.0, -1.0); + result += mat4(-0.14352255, 0.2557878, 0.14022757, -0.09769558, -0.08192019, 0.4160667, 0.20182422, -0.29740554, -0.16924635, 0.044684824, -0.21592674, -0.04393559, -0.44846448, -0.2268265, -0.15033214, -0.1552571) * go_1(0.0, 0.0); + result += mat4(-0.46804324, -0.05876729, 0.0023225946, -0.1399195, -0.12917824, 0.12800436, 0.5672086, 0.42298177, -0.25502345, -0.15043756, -0.010454711, -0.16799574, 0.1695203, 0.31919575, 0.090758204, -0.03608345) * go_1(0.0, 1.0); + result += mat4(-0.20859653, -0.025662629, 0.11013811, 0.021071844, -0.21565554, -0.08014497, -0.041803278, 0.15999684, -0.09659372, -0.2930284, 0.22263159, -0.058361106, -0.06474458, -0.18948506, -0.22297342, 0.002085207) * go_1(1.0, -1.0); + result += mat4(-0.25466987, 0.07562997, -0.046997566, 0.01815494, 0.015587753, 0.19885786, 0.17028151, -0.20973559, -0.13089986, 0.056037027, -0.16056974, -0.09570157, 0.36515233, 0.2177508, -0.19389395, 0.042368103) * go_1(1.0, 0.0); + result += mat4(-0.09177028, 0.029719152, 0.035980605, -0.111842036, -0.14203559, -0.0016779151, -0.23984708, -0.24259119, -0.32218066, -0.16303101, -0.042665064, 0.018674236, 0.132396, -0.07117317, -0.11266681, -0.25140917) * go_1(1.0, 1.0); + result += mat4(-0.2254921, -0.089444794, -0.03250626, -0.002422312, -0.07599525, 0.06057337, 0.09297158, -0.13625564, -0.05718329, 0.1393445, -0.14238319, -0.035561938, 0.10357985, 0.14509755, -0.05125032, 0.071264446) * go_2(-1.0, -1.0); + result += mat4(0.14345558, -0.13649228, 0.07141237, -0.31665677, -0.106410414, -0.024022767, 0.022847228, -0.066274576, 0.27855787, 0.27377915, 0.100737795, 0.2585287, 0.065262236, 0.3338305, 0.013705893, 0.15107758) * go_2(-1.0, 0.0); + result += mat4(0.24887003, 0.27924842, 0.011750549, 0.02100809, -0.060978264, 0.09022114, 0.10060977, -0.117189266, -0.064989, 0.050291102, 0.02154075, 0.07428455, 0.0128874695, -0.0824151, -0.0955003, 0.1240542) * go_2(-1.0, 1.0); + result += mat4(0.09787086, -0.038460266, -0.012216873, 0.020269781, -0.14274825, -0.10365878, 0.107120685, 0.005830931, 0.18160833, -0.039512586, 0.054537058, -0.10175313, 0.2583083, 0.12110453, 0.11164319, -0.097267024) * go_2(0.0, -1.0); + result += mat4(0.04403219, -0.06616097, -0.1881836, -0.17728293, -0.30001318, 0.14179994, 0.077847786, 0.009201645, 0.2055038, 0.10847946, 0.034566265, 0.0823046, 0.016860636, -0.029249087, -0.16692844, 0.15714505) * go_2(0.0, 0.0); + result += mat4(0.01654197, -0.005030059, 0.15659711, 0.029457249, -0.10084003, -0.17541635, 0.20056525, 0.11890777, 0.041007854, -0.021843065, -0.047474306, 0.02461869, 0.09578964, -0.054728534, -0.022951778, 0.1384323) * go_2(0.0, 1.0); + result += mat4(-0.17401876, 0.0050307186, -0.14960738, -0.06744025, -0.026341015, -0.015185451, 0.097973764, 0.01230041, 0.043848213, -0.022325305, -0.01173514, -0.12744233, -0.1192904, -0.019170178, 0.16593695, -0.11961721) * go_2(1.0, -1.0); + result += mat4(0.16905174, -0.05465901, -0.10304148, 0.06422409, -0.06595216, 0.032311443, 0.06506821, 0.06866468, 0.12749052, 0.2812222, 0.10223055, -0.009964554, 0.10145132, 0.05452548, 0.21845295, 0.060436632) * go_2(1.0, 0.0); + result += mat4(0.009076048, -0.075771615, -0.010236168, -0.049228482, -0.009111011, 0.0032872239, 0.030809326, -0.021389242, -0.13207865, -0.20758687, 0.06795314, 0.16716966, 0.022448925, 0.005127875, 0.14822717, 0.1543517) * go_2(1.0, 1.0); + result += mat4(0.15177163, -0.059483033, -0.061815593, -0.048359588, 0.08666249, 0.01303385, -0.0797276, 0.00045918894, 0.044986565, -0.16032507, 0.001627205, -0.11240742, 0.36031052, 0.3453977, 0.20082399, -0.0872419) * go_3(-1.0, -1.0); + result += mat4(0.20732729, 0.29925603, -0.027490204, -0.07813189, -0.16492629, 0.13322815, 0.0031292376, 0.041497275, -0.08320837, 0.10200068, -0.17992872, -0.06903506, 0.12075557, 0.10240156, 0.17685287, -0.07302424) * go_3(-1.0, 0.0); + result += mat4(0.09832397, 0.072229534, -0.038651302, 0.23663157, -0.049382553, -0.11816951, -0.095177956, -0.0063895187, -0.22133054, 0.027618079, -0.010867105, 0.20221426, -0.055768233, 0.123813964, -0.04770652, 0.031318672) * go_3(-1.0, 1.0); + result += mat4(0.19019139, -0.0055707553, 0.26110023, 0.053353935, -0.09224678, 0.103274055, 0.054068115, -0.028470352, -0.050636273, 0.044128064, -0.1790452, -0.01937518, -0.22987902, 0.13224003, 0.06837358, -0.21524249) * go_3(0.0, -1.0); + result += mat4(-0.06441057, -0.14875272, 0.1966193, -0.19311902, 0.116319604, -0.015221862, 0.22331011, -0.12665007, 0.1492529, -0.060963593, -0.13987945, -0.00267954, 0.17791282, -0.017524656, 0.009128157, -0.19969128) * go_3(0.0, 0.0); + result += mat4(-0.15118724, -0.02174076, 0.18955654, 0.004134554, -0.074481554, -0.022116778, -0.23729491, -0.21471047, -0.17819612, 0.13824348, -0.0189012, 0.2410327, 0.122907236, 0.115833536, 0.07078602, 0.1497625) * go_3(0.0, 1.0); + result += mat4(-0.0030512493, -0.004724951, 0.13259876, 0.009409425, -0.09696517, -0.12920079, -0.13467522, -0.05229473, -0.03711706, -0.038291495, -0.1493357, 0.09193146, -0.11654958, -0.1384159, -0.0809269, 0.12138653) * go_3(1.0, -1.0); + result += mat4(-0.111716144, -0.033208963, 0.19639781, -0.28904846, 0.043729085, 0.016957026, -0.078926295, -0.19079417, 0.06363828, -0.019629745, 0.058766138, -0.120303996, -0.15203112, -0.16788657, -0.15019903, -0.20598294) * go_3(1.0, 0.0); + result += mat4(0.09737031, 0.19906493, 0.31577814, 0.09887659, -0.10737645, 0.03927124, 0.008865094, 0.030515334, -0.03767332, 0.19419806, 0.052343797, -0.12595782, 0.018560758, -0.004252203, 0.12685028, -0.19064935) * go_3(1.0, 1.0); + result += mat4(-0.107926846, 0.05654491, 0.039178263, -0.022938857, -0.055884767, 0.01403891, 0.040060706, -0.0876108, -0.08530536, 0.035486717, -0.1397322, -0.111439094, 0.3098693, 0.031957068, -0.1323169, 0.036736827) * go_4(-1.0, -1.0); + result += mat4(-0.042637993, -0.13947937, -0.06313642, -0.013281999, -0.07746704, -0.0033614477, 0.062081654, -0.028974544, -0.09252038, 0.23787987, -0.03051402, 0.08857487, -0.10345242, 0.08111023, 0.012858327, 0.025468932) * go_4(-1.0, 0.0); + result += mat4(-0.057991188, 0.06572571, -0.17195612, -0.18226011, 0.13167764, -0.029910656, 0.07416073, 0.011874738, 0.020921603, 0.1790944, -0.02713754, -0.04678265, 0.0025504003, -0.07831189, 0.0022889362, 0.17452945) * go_4(-1.0, 1.0); + result += mat4(-0.08273035, -0.06628758, 0.09288723, 0.17525311, -0.015099176, -0.02920585, 0.01664239, 0.16360165, -0.058821842, 0.023668878, 0.13803177, 0.05805197, -0.033553623, -0.020296576, -0.2126249, 0.054712847) * go_4(0.0, -1.0); + result += mat4(0.11607657, 0.09721635, 0.076664194, 0.107737765, -0.18090104, -0.09323497, 0.1018825, 0.025112988, -0.037965916, 0.07314205, 0.16523585, -0.16451308, 0.011332593, 0.05381852, 0.053742763, -0.051402804) * go_4(0.0, 0.0); + result += mat4(0.08998201, -0.09690652, -0.090980336, 0.21645999, -0.1421605, 0.017344419, -0.080088496, -0.1686495, 0.13406368, 0.004237983, 0.028970357, -0.015848784, -0.07229926, -0.08199748, 0.14972275, 0.11688227) * go_4(0.0, 1.0); + result += mat4(-0.10923993, -0.006186229, -0.0059918985, -0.056261536, 0.12305135, 0.07601222, 0.015556293, 0.039497726, 0.004694121, 0.03006972, -0.11686323, -0.1083031, -0.053210545, 0.06765771, 0.1847543, 0.12722884) * go_4(1.0, -1.0); + result += mat4(-0.15110816, -0.114151604, 0.06755774, 0.1535812, -0.0055134855, 0.124444366, 0.116650686, 0.015837835, -0.13255565, -0.023659749, 0.012672263, -0.014328633, -0.25721112, 0.03517644, 0.07895924, 0.017762167) * go_4(1.0, 0.0); + result += mat4(-0.0048434106, -0.15848884, 0.07007013, -0.0040173456, 0.12461628, -0.006840197, 0.054776177, 0.030113375, 0.011075732, -0.12137928, 0.039907288, 0.041261338, -0.03539033, -0.010571816, 0.17591824, 0.07626049) * go_4(1.0, 1.0); + result += mat4(-0.09215494, -0.047397707, 0.020372266, -0.03961589, -0.2969749, -0.23441714, 0.041512486, -0.23838238, 0.15105574, 0.030688843, 0.10364508, -0.037372112, 0.24514282, 0.11799978, -0.25672802, -0.05064504) * go_5(-1.0, -1.0); + result += mat4(-0.22321941, -0.22637981, 0.12784286, -0.15949993, -0.1747607, 0.019964136, -0.101212226, -0.14332725, -0.0040852833, 0.13991846, -0.121760346, -0.074741244, -0.14598946, 0.017030315, -0.21471639, 0.023562988) * go_5(-1.0, 0.0); + result += mat4(-0.025941253, -0.085331805, 0.006736805, 0.080889955, -0.06974209, -0.20366986, -0.2243817, -0.18153073, -0.0024152526, 0.047323234, 0.03407195, 0.016644841, -0.0060426793, -0.1146607, 0.11816627, -0.09477427) * go_5(-1.0, 1.0); + result += mat4(-0.11221949, -0.016993113, -0.028873868, 0.30510077, -0.10090775, -0.56358117, -0.2178131, -0.3253011, 0.05903533, 0.23069671, -0.040006876, -0.2242038, -0.10916342, -0.038909998, -0.081489064, 0.06539624) * go_5(0.0, -1.0); + result += mat4(-0.059550002, -0.07048971, 0.08075795, 0.07341893, 0.08720143, -0.08745607, -0.28628471, 0.004085622, -0.059510656, -0.07080941, -0.17805275, 0.010445313, 0.08262345, 0.14971328, 0.086313516, 0.4270992) * go_5(0.0, 0.0); + result += mat4(-0.25829327, -0.25821465, -0.025910528, -0.1256417, -0.32173184, -0.012251011, -0.31182033, -0.17723739, 0.05439974, -0.0018167618, 0.06974409, -0.024687098, 0.05163715, 0.011181801, 0.060559656, 0.18320788) * go_5(0.0, 1.0); + result += mat4(0.048055783, 0.030901788, 0.00014199098, -0.015663194, -0.27395675, -0.1374474, 0.055429243, 0.09942114, -0.037852254, -0.033255827, 0.022523645, 0.04666904, 0.16599222, -0.02004086, 0.21397619, -0.11373404) * go_5(1.0, -1.0); + result += mat4(-0.23445702, -0.06371413, -0.08418856, 0.06907252, 0.20780656, -0.13808912, 0.018577656, -0.0046262434, 0.09724245, -0.114031695, 0.022883652, 0.107561804, -0.010228, 0.0033352477, 0.12142382, -0.035946723) * go_5(1.0, 0.0); + result += mat4(0.058773417, -0.06617424, -0.13876313, -0.007238876, -0.17449926, 0.14130935, -0.17021981, 0.09241347, 0.018518088, 0.085447155, -0.14430992, 0.035074715, -0.02784563, 0.15934117, -0.00036379634, -0.040411446) * go_5(1.0, 1.0); + result += vec4(-0.0258258, -0.014007201, -0.0051976936, 0.023554644); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.13381699, 0.17966591, -0.0866034, -0.15282217, -0.2567282, -0.38080183, 0.10091161, 0.32172382, -0.064547606, -0.08161712, -0.033353675, -0.0019234467, 0.027740227, 0.2277078, 0.06759129, -0.22699283) * g_0; + result += mat4(-0.122093834, 0.20621717, -0.08142724, 0.16477586, 0.4863212, -0.24032472, 0.00055996195, 0.50562304, 0.028121283, 0.56215876, 0.014577866, 0.06960302, -0.15964645, 0.14526807, -0.026474794, -0.02554081) * g_1; + result += mat4(-0.101622745, 0.022395104, -0.14208415, 0.09508211, 0.20496333, 0.11371943, -0.024784304, 0.09519364, 0.09233463, 0.03117482, -0.15262024, -0.16956648, -0.2432608, -0.12877996, -0.13148616, 0.043081667) * g_2; + result += mat4(-0.28086182, -0.15846887, -0.058738094, -0.181707, -0.018847898, 0.05197007, 0.09753647, -0.19714034, -0.062462445, -0.17604835, 0.1268098, 0.15334699, 0.05568127, 0.16867611, -0.1686486, 0.28579247) * g_3; + result += mat4(0.20252296, -0.27393097, 0.06578763, -0.12628423, -0.10547165, 0.030740904, -0.19412865, -0.034658667, -0.09081653, -0.19958268, 0.16915733, 0.056093715, 0.10596871, -0.1742866, 0.004890009, 0.19515324) * g_4; + result += mat4(0.32077652, -0.004434404, -0.12717858, -0.13544025, -0.450333, 0.04072708, 0.04316467, -0.2578049, -0.011932833, 0.18828999, 0.12326536, -0.016795376, -0.0054118615, 0.061453808, 0.28015187, 0.13463841) * g_5; + result += mat4(0.08942177, -0.0021343376, 0.23693596, -0.15413974, -0.32839566, -0.010874302, 0.033822935, 0.038676813, 0.18920816, 0.019961799, -0.055697896, -0.042120066, 0.10387084, 0.047366753, 0.17899887, -0.071130194) * g_6; + result += mat4(0.0010777018, -0.071475126, -0.16156957, -0.08781234, -0.08701292, 0.29084647, -0.34587428, 0.06969663, 0.036580127, 0.106745, -0.1534462, 0.106189206, -0.22758242, 0.20691736, -0.018554503, -0.056773946) * g_7; + result += mat4(0.14826776, -0.03700497, 0.066144, 0.023859248, -0.16708666, -0.23908418, 0.062023632, -0.16278005, 0.06265635, -0.039846748, -0.13978398, -0.027952245, 0.099891245, 0.18235108, 0.00991435, 0.0423486) * g_8; + result += mat4(-0.17948383, -0.082759954, 0.10543674, -0.18660031, 0.0664088, -0.06837087, 0.04300318, 0.011699623, -0.017162412, -0.030628186, 0.07547453, 0.20060332, -0.19182351, 0.04914753, 0.040280227, -0.12417484) * g_9; + result += mat4(0.04074336, -0.041421015, -0.0372822, 0.1647266, -0.13993263, 0.0029407872, -0.39398977, -0.1778468, 0.21322449, 0.19134948, -0.02818874, 0.226251, 0.06352273, 0.12620094, 0.24221466, 0.20657893) * g_10; + result += mat4(-0.094572894, -0.046852108, 0.21210444, -0.14082888, -0.050984625, -0.13443558, 0.24309658, 0.1573335, 0.21941295, 0.11642813, 0.09684106, -0.08597462, 0.15502413, -0.018070435, 0.1292023, -0.1557655) * g_11; + result += mat4(0.025215387, 0.16676718, -0.068287216, 0.017648363, 0.2779579, 0.059142746, -0.096408874, 0.22609432, 0.20962398, 0.24879578, 0.023621194, -0.29692242, 0.02272032, -0.33367038, 0.15799981, -0.1699598) * g_12; + result += mat4(0.08816878, 0.076234445, -0.06670541, 0.024926793, -0.12045598, 0.07443171, 0.22081238, -0.044906516, -0.02448027, -0.22067828, -0.016471038, 0.21801811, 0.16276583, 0.34590468, -0.18487914, 0.0554853) * g_13; + result += mat4(-0.085593045, -0.002904318, 0.049969394, -0.06931361, -0.10722648, -0.08499641, -0.25997344, 0.22650665, 0.069008924, -0.23179024, 0.20058884, -0.20237185, -0.1606995, 0.0758858, -0.09946377, -0.21032207) * g_14; + result += mat4(0.11210572, 0.055658836, 0.041539114, 0.078087114, -0.060435783, 0.08331363, 0.07356019, 0.0842336, -0.38098484, 0.020591227, -0.45916042, 0.06386686, -0.19348675, 0.041925576, -0.23489946, -0.06711732) * g_15; + result += mat4(-0.13721304, 0.15404533, 0.102312036, -0.090253755, 0.08690545, 0.034154307, 0.07618604, -0.15844443, -0.10604342, 0.2646684, -0.08719668, 0.19331944, 0.10569642, -0.058054388, -0.0110980645, -0.08710107) * g_16; + result += mat4(0.15567884, -0.11589786, 0.031855986, 0.005064268, 0.37850487, 0.30044487, -0.2604449, 0.061879188, -0.015081224, -0.30759993, -0.07571204, -0.0077929585, -0.08748009, 0.22546281, -0.06377379, 0.435342) * g_17; + result += vec4(0.0053140894, -0.030208405, 0.04287835, -0.059097543); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups1 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0029025443, 0.021165721, 0.0070854356, 0.065646365, 0.024636142, 0.20825955, -0.0917655, -0.1706138, -0.1827491, 0.13347003, 0.12910214, 0.06828513, -0.026193604, -0.11451178, 0.0356333, -0.08071165) * g_0; + result += mat4(-0.027241195, 0.032633994, -0.17490302, -0.5352789, -0.15734912, 0.24714436, 0.029301014, 0.212763, -0.051665317, -0.06783505, -0.040298667, 0.041179724, 0.49683514, -0.35600296, -0.2518442, -0.22965558) * g_1; + result += mat4(-0.061614696, -0.10463926, 0.1594845, 0.036565617, 0.09095015, -0.15100475, -0.09242749, 0.08335822, -0.027257469, 0.4156707, 0.03322028, 0.19685929, 0.07034635, 0.10204465, 0.03657313, 0.30920812) * g_2; + result += mat4(-0.20980133, -0.054115582, 0.031674277, -0.040077273, -0.21693806, 0.016596884, -0.029177245, -0.16924128, 0.121823296, -0.0004884774, 0.10644538, 0.068388954, 0.16517027, -0.12152921, -0.18299894, -0.17595083) * g_3; + result += mat4(-0.0006413291, -0.09444853, 0.15260176, 0.23014128, 0.09366626, 0.06947763, 0.04956597, -0.07001088, -0.075523324, 0.16111156, -0.11700089, 0.14528704, -0.096407495, 0.027310526, -0.03946532, 0.15302157) * g_4; + result += mat4(0.086061105, -0.0070365844, -0.25230658, 0.18741103, -0.36380208, -0.058444727, 0.25284684, -0.26617825, -0.08817363, -0.12209333, 0.011920746, -0.031505488, -0.21880315, 0.16762236, 0.14518112, 0.13803998) * g_5; + result += mat4(-0.17088315, -0.06812898, -0.085912764, 0.25550255, -0.26439053, 0.23305506, 0.18186118, -0.06186191, 0.0075220955, 0.10316868, 0.04271979, -0.008083033, -0.19474187, -0.06700431, 0.15485007, -0.11886802) * g_6; + result += mat4(0.06597312, -0.31435877, -0.08179224, -0.2568261, 0.29904976, 0.21664406, -0.15343861, -0.11589945, 0.12654455, -0.042093027, -0.17231914, -0.26832506, -0.12008876, 0.11483079, 0.10222754, 0.12562539) * g_7; + result += mat4(-0.09949413, 0.01479024, -0.16933955, 0.025359191, -0.2210058, -0.19663176, 0.19453603, -0.111461386, -0.12529027, 0.14243664, 0.122677036, -0.101476125, 0.011010597, -0.014422488, -0.048979994, 0.03657997) * g_8; + result += mat4(-0.06923051, -0.1223873, 0.021781938, 0.1323696, -0.11582021, -0.018292433, 0.07495496, 0.043008957, 0.0070410958, -0.14431225, -0.06380941, -0.17411429, 0.052226365, 0.021460915, 0.097367965, 0.37138346) * g_9; + result += mat4(0.16420697, 0.008790036, 0.17185563, -0.025144322, -0.108827055, -0.13030754, -0.14254087, 0.05208047, 0.03751449, 0.06774824, -0.07746288, 0.2250457, 0.039049506, 0.101244815, -0.18138403, -0.12212992) * g_10; + result += mat4(-0.05138809, 0.19150224, 0.05698308, 0.015970863, 0.23931703, -0.085039265, -0.18294281, 0.03647365, -0.041568805, -0.2920049, 0.013272974, -0.41181135, -0.08101046, 0.028989056, 0.2952233, 0.16312017) * g_11; + result += mat4(0.093839854, -0.038790308, -0.086285874, -0.17890124, -0.2598202, 0.069419555, -0.0065180454, 0.01453452, -0.090191156, 0.012278203, -0.13148692, -0.025104592, 0.09296121, -0.1833281, 0.074660525, -0.031280298) * g_12; + result += mat4(-0.05336347, 0.08608969, -0.074649446, 0.014608438, 0.22511393, 0.18610351, -0.0029040743, 0.096127085, -0.20254624, 0.14036441, -0.005226189, 0.055212848, 0.20482111, 0.06645607, -0.12018032, 0.062814355) * g_13; + result += mat4(0.13722958, -0.077169575, 0.07269382, 0.20902501, -0.103985704, -0.21184038, -0.12424109, -0.3059887, -0.185413, -0.1964241, -0.14370187, 0.07646031, -0.057924826, 0.28884047, -0.06701312, -0.14548934) * g_14; + result += mat4(0.14129579, 0.12990993, -0.08791828, 0.07986884, -0.006362554, 0.005971629, 0.016816271, 0.075642705, -0.060138028, 0.13658188, 0.0020529197, -0.38745758, -0.16191563, 0.20532359, 0.34441018, 0.0071060034) * g_15; + result += mat4(-0.03236983, -0.08242242, 0.065607354, -0.072457135, 0.024461512, 0.15522943, 0.120296456, 0.052112654, 0.21442589, 0.19565494, 0.06760742, 0.37604833, 0.097620994, -0.002347599, 0.09269131, -0.34238556) * g_16; + result += mat4(0.3276042, -0.17974046, -0.095954694, -0.123248585, 0.08306674, -0.3486506, -0.4620704, -0.40518835, -0.17438394, 0.24350463, 0.05616052, -0.14715664, 0.2078043, -0.007834002, -0.21199054, 0.026597755) * g_17; + result += vec4(-0.015380624, 0.018387195, 0.052286647, 0.055403516); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv0ups2 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.029018598, -0.09923186, -0.1346201, -0.084818475, 0.013764684, 0.054601744, -0.023713779, -0.16826102, 0.038605224, -0.17664196, -0.16562279, 0.14602208, -0.046339583, 0.08062112, 0.20166601, -0.15399997) * g_0; + result += mat4(-0.022488657, 0.28881705, 0.22283012, -0.1935156, 0.22948948, -0.26604095, 0.12130448, 0.35176682, -0.044228308, -0.14734231, 0.07643742, -0.008511517, 0.04313213, -0.03179344, 0.048205808, -0.046295088) * g_1; + result += mat4(-0.2531207, 0.10446124, 0.12730333, -0.13316457, 0.2988587, 0.025091104, -0.00482534, 0.037484948, -0.04006528, 0.14588606, -0.2078635, -0.18636562, 0.112230495, 0.15386717, -0.11122423, 0.1115416) * g_2; + result += mat4(0.058421213, 0.086035125, -0.042249937, -0.22377387, -0.055913106, 0.020280339, 0.10572877, 0.124147646, -0.16199678, 0.25662583, 0.051422223, -0.11681551, 0.3789257, -0.21530285, -0.18586366, -0.2222266) * g_3; + result += mat4(-0.11123776, 0.056422785, -0.20566264, -0.07211227, -0.011873865, 0.30742383, 0.1306618, 0.06808572, 0.068643585, -0.045474447, -0.11596973, 0.0069175013, 0.0331586, -0.013221628, -0.089815594, -0.17750767) * g_4; + result += mat4(0.45630908, 0.11607409, -0.05464286, 0.013246808, -0.28643015, 0.025237702, -0.1445959, 0.05237954, -0.07100623, -0.34417382, 0.13903524, 0.21305767, -0.17371523, -0.13203263, -0.09479281, 0.018392125) * g_5; + result += mat4(-0.018931253, -0.14936836, -0.06770882, 0.10720343, -0.10476732, 0.1157603, -0.2245781, 0.23242487, -0.21631289, 0.12723672, 0.4190526, 0.38829032, -0.192142, 0.034754496, -0.1103798, -0.17207326) * g_6; + result += mat4(0.10311498, 0.08424212, -0.048713315, -0.2784966, 0.034522116, -0.13184515, -0.22852737, 0.003882436, 0.36972147, -0.21263883, -0.3308556, 0.10331102, 0.2462766, -0.12618823, -0.040451203, 0.03362719) * g_7; + result += mat4(-0.0150432745, 0.11757923, 0.23359092, -0.19003578, -0.22206408, 0.15738077, -0.14019541, -0.14201044, 0.19273758, -0.003298494, -0.16530107, 0.17979017, 0.24293105, -0.049160067, -0.14296743, -0.12812854) * g_8; + result += mat4(-0.0020534277, 0.016410163, -0.012038507, -0.0028629426, 0.016464395, 0.0755886, 0.20384903, -0.029324949, -0.13087441, 0.2138074, 0.03701677, -0.1671415, -0.10499825, -0.042930905, -0.007613907, -0.05984843) * g_9; + result += mat4(-0.07029106, 0.05386552, 0.101365924, -0.008048512, -0.090149835, 0.024272785, -0.16436198, 0.2721913, 0.17460534, 0.0034964401, -0.023265982, -0.0120567605, -0.10151709, 0.059922412, -0.13204409, -0.36116782) * g_10; + result += mat4(-0.12569033, 0.08523279, -0.047763485, -0.0025170774, -0.108375974, -0.032045245, 0.232404, -0.24801816, -0.09875204, -0.14990453, -0.10958757, -0.23116525, 0.015989894, -0.09210713, 0.19653663, 0.14138049) * g_11; + result += mat4(0.17831743, 0.04722249, 0.22804007, -0.29099363, 0.29851902, 0.2542661, 0.0067702304, 0.17606215, 0.25847578, -0.3118978, 0.122089565, -0.07010249, 0.014281751, 0.16585219, -0.1659864, -0.30643156) * g_12; + result += mat4(0.19042191, -0.028259574, -0.009187334, 0.21004388, -0.08070036, -0.07838277, -0.023598602, 0.13891627, -0.10481482, 0.05874796, -0.256131, 0.19640857, 0.19515458, -0.07920633, 0.020810237, 0.11040215) * g_13; + result += mat4(-0.093089096, -0.09344762, 0.24232084, 0.21563776, -0.23910145, 0.09092736, 0.12202717, 0.27240792, -0.008079913, 0.07417433, -0.11870247, -0.35385913, 0.107840456, 0.033915944, 0.16016287, 0.023731219) * g_14; + result += mat4(0.21967673, 0.09896617, 0.04236673, -0.20100762, 0.02077549, -0.075936705, 0.008608214, -0.09693712, 0.44249, -0.31763947, -0.027664369, 0.6166134, -0.43993565, -0.025720617, -0.3275949, 0.041507874) * g_15; + result += mat4(0.20305479, -0.06975863, -0.18130508, -0.11641104, 0.119906515, -0.27588886, -0.15420493, -0.1399163, 0.075970694, -0.16776691, 0.05045285, 0.44775927, -0.036058784, -0.28161573, 0.1877619, 0.10209392) * g_16; + result += mat4(-0.4250348, -0.007887921, 0.307136, -0.18842702, 0.30411714, 0.05816079, 0.26664746, -0.007951849, -0.18454021, 0.30914694, -0.34967366, -0.18838291, 0.06042888, 0.1902336, -0.062413342, 0.015706044) * g_17; + result += vec4(-0.0011628491, -0.0046341973, 0.0007886035, -0.04435556); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!SAVE conv1ups +//!WIDTH conv0ups.w 3 * +//!HEIGHT conv0ups.h 3 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_3(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.04461327, 0.026094772, -0.04326873, -0.022564206, 0.041758694, -0.13209347, -0.022546854, 0.004888482, 0.041229382, 0.078778535, -0.09928822, 0.045134705, 0.07555903, 0.095968306, 0.017260674, -0.16633268) * go_0(-1.0, -1.0); + result += mat4(0.074613005, -0.024822153, 0.006285665, 0.064223155, 0.08983999, -0.04401517, 0.0021585347, -0.05762909, -0.04529031, -0.081778474, -0.006732511, -0.11184791, 0.10299652, -0.23328288, 0.15988354, 0.100146465) * go_0(-1.0, 0.0); + result += mat4(0.035105877, -0.0018613822, -0.10513717, -0.033936206, -0.015839642, 0.036846053, 0.057443213, 0.0151035935, 0.073372714, -0.032272663, -0.10095864, 0.11976275, 0.019719468, -0.03309878, -0.09841568, 0.02204194) * go_0(-1.0, 1.0); + result += mat4(0.030945469, -0.17030734, -0.012849732, 0.015892556, 0.056250833, 0.24895169, -0.13764419, 0.16325791, -0.01160465, 0.006647464, -0.026491588, -0.17801395, -0.02435574, -0.2039599, -0.02686966, -0.026576484) * go_0(0.0, -1.0); + result += mat4(-0.037470777, 0.019415256, 0.09230313, 0.018368619, 0.12947397, 0.055918667, 0.03108532, -0.112716034, -0.18622373, 0.13083778, 0.11290179, 0.02457941, -0.055062827, 0.2621282, -0.47111708, 0.14229195) * go_0(0.0, 0.0); + result += mat4(-0.028525796, -0.044668507, 0.0581049, -0.05924212, -0.16126277, 0.02257456, -0.08723546, 0.0291216, 0.08648604, 0.1816661, -0.10166446, 0.054426763, -0.049978323, -0.014283805, 0.08187003, -0.33347195) * go_0(0.0, 1.0); + result += mat4(0.0660737, 0.07962152, -0.08272859, 0.06791631, -0.055610694, -0.04899803, 0.001302826, 0.034116816, 0.055754438, -0.090739936, -0.058503445, -0.21402411, 0.08279316, -0.017558504, -0.06069706, -0.009158945) * go_0(1.0, -1.0); + result += mat4(0.004801658, 0.19979613, -0.12919085, -0.08680655, -0.07869315, 0.13493058, 0.09466464, -0.06683993, 0.45278597, -0.031217117, -0.36346734, 0.007986247, -0.034918886, -0.06899428, -0.17898467, 0.048572816) * go_0(1.0, 0.0); + result += mat4(-0.058319356, -0.11041357, -0.038064227, 0.008961388, 0.059284043, -0.006377162, -0.08503998, 0.08246113, -0.042524133, -0.009021081, -0.06406861, -0.036977306, 0.015088326, 0.007376721, 0.045255665, -0.048585415) * go_0(1.0, 1.0); + result += mat4(-0.04103631, -0.041285936, 0.032812588, 0.0030869239, 0.04834749, -0.0023517366, 0.01230978, 0.09776701, 0.08415344, 0.20653047, -0.19338459, -0.04812796, -0.084704414, 0.038988277, 0.075450994, -0.08053876) * go_1(-1.0, -1.0); + result += mat4(0.13506958, -0.2392332, 0.07425533, -0.05262753, -0.06849319, -0.0686977, 0.09134643, 0.032770213, 0.0725978, -0.12106999, 0.068602145, 0.0030026592, -0.0808173, 0.06421806, -0.08257931, 0.21460927) * go_1(-1.0, 0.0); + result += mat4(-0.008367152, 0.0035576785, -0.012087096, -0.08389121, -0.01598755, 0.12065467, 0.099018045, -0.14851409, 0.030730573, 0.028257858, -0.08153201, -0.08644078, -0.114632666, -0.03989634, 0.005787138, -0.080551155) * go_1(-1.0, 1.0); + result += mat4(0.063049294, -0.13418451, -0.020768259, -0.12566003, -0.038050238, 0.024393935, 0.040856704, -0.10639481, -0.0021406382, 0.12272091, 0.039621927, 0.009142157, -0.12273027, 0.06595554, 0.03680899, -0.045653462) * go_1(0.0, -1.0); + result += mat4(0.14783141, 0.062921695, -0.2287169, 0.17810576, 0.12781417, -0.23455006, 0.08652726, -0.05671725, -0.0154688135, -0.0757278, 0.028468473, -0.055354204, 0.3387407, 0.06741395, -0.21965146, 0.28021505) * go_1(0.0, 0.0); + result += mat4(0.12927511, -0.083112024, -0.026347974, 0.11680802, -0.046030812, 0.04145888, 0.029390097, 0.07615963, 0.21023202, 0.015840504, -0.03812723, -0.03267151, -0.03871269, -0.009839764, 0.09856007, -0.07423972) * go_1(0.0, 1.0); + result += mat4(0.017651597, 0.020432748, 0.1884304, -0.004845205, 0.009974344, -0.022273665, 0.03930962, -0.035542846, 0.036834106, 0.14699532, -0.099249355, 0.10607033, -0.027745333, -0.0970868, 0.114169724, -0.023726419) * go_1(1.0, -1.0); + result += mat4(-0.028299367, -0.15123722, -0.00423565, 0.06813279, 0.00024022427, -0.025944803, 0.022504266, -0.08420193, -0.20596851, -0.1337249, 0.1062062, -0.01428787, 0.014752737, -0.012875446, 0.030165028, 0.035561644) * go_1(1.0, 0.0); + result += mat4(-0.09437882, 0.088986255, -0.019357264, -0.07609514, -0.11045937, -0.09335526, 0.0051609105, 0.046330493, -0.102482855, 0.16320266, -0.07661479, 0.033833966, -0.06805305, 0.051780142, -0.015298791, 0.010972507) * go_1(1.0, 1.0); + result += mat4(0.0022961323, 0.10782266, -0.06649802, -0.006361161, -0.13554603, 0.032311134, 0.01145253, -0.018523335, -0.051428523, -0.0073554716, -0.11821805, -0.0227195, -0.06375, 0.029970335, -0.038386237, -0.046592798) * go_2(-1.0, -1.0); + result += mat4(-0.0839258, -0.0200528, 0.004925492, -0.035113, 0.08860089, 0.052822098, -0.16518101, -0.052028593, 0.042811155, 0.13656183, 0.06579406, -0.26585788, -0.00531827, -0.12001242, -0.07681884, -0.021055153) * go_2(-1.0, 0.0); + result += mat4(0.0678669, 0.038901877, -0.096601896, -0.081621505, 0.0028282998, -0.04645044, 0.04284913, 0.015117329, 0.104568556, 0.006391826, -0.021010842, -0.036205173, 0.06698969, 0.08495347, 0.065073915, 0.07002784) * go_2(-1.0, 1.0); + result += mat4(-0.041274223, -0.065267585, 0.0070607257, -0.067357324, 0.056948107, 0.04808867, 0.07966329, -0.017361488, 0.030913807, -0.119355716, -0.004582609, 0.050158955, 0.03867934, -0.13543603, -0.0011923639, -0.06866172) * go_2(0.0, -1.0); + result += mat4(0.11586327, -0.047302328, 0.062475067, 0.018575871, 0.12420718, -0.03602303, 0.021922488, 0.16011192, -0.16549775, 0.123044305, 0.065160766, -0.30708137, 0.07341779, -0.12929793, 0.08692529, 0.0007729847) * go_2(0.0, 0.0); + result += mat4(-0.013340411, 0.058056828, -0.028747091, -0.0020311237, -0.1070798, 0.13726988, 0.017587787, -0.06898856, 0.03802266, 0.13165978, -0.035371024, 0.098588474, -0.036178526, -0.1068027, -0.03172579, 0.0816444) * go_2(0.0, 1.0); + result += mat4(0.025470722, -0.010980958, -0.08286821, -0.031260632, -0.0134636145, 0.041295316, -0.09980376, 0.07899825, 0.046056226, 0.17291167, -0.066611394, 0.03685817, -0.020917175, 0.11551815, -0.016370535, -0.003991822) * go_2(1.0, -1.0); + result += mat4(-0.039056864, 0.011015572, 0.014014594, -0.08614736, -0.08130745, 0.045282196, -0.04879853, -0.07139807, 0.09670427, -0.07834781, -0.022022815, 0.053423326, -0.055300128, 0.23542596, -0.11442394, -0.05190056) * go_2(1.0, 0.0); + result += mat4(0.12978806, -0.020104066, -0.032463916, -0.04754379, 0.05811374, 0.029061198, -0.013163837, 0.051058855, 0.04294865, -0.12551701, 0.17822845, -0.16549106, 0.12024249, -0.0790749, 0.035424378, 0.0062358896) * go_2(1.0, 1.0); + result += mat4(0.030824278, 0.06636776, -0.047206167, 0.02480193, 0.071935624, -0.18845995, -0.028480597, -0.10213147, -0.03973547, 0.025171004, 0.016600806, -0.10615915, -0.07395773, -0.050147526, -0.011541545, -0.027081985) * go_3(-1.0, -1.0); + result += mat4(-0.035749037, -0.052818663, -0.020621216, -0.023525307, -0.02461827, 0.3019646, -0.024478583, -0.1398278, 0.17499511, 0.22476715, -0.13090259, -0.05484457, -0.023759075, 0.002843161, 0.014099166, -0.011660793) * go_3(-1.0, 0.0); + result += mat4(-0.008461302, 0.14787683, 0.07476249, -0.035538696, 0.007945418, 0.04992842, -0.2388183, 0.0061813896, 0.016805701, 0.019992555, 0.034271393, -0.040170603, -0.039961495, 0.009210595, 0.07606321, 0.05323195) * go_3(-1.0, 1.0); + result += mat4(-0.017007355, -0.01304119, -0.011782462, 0.043480955, 0.041575707, 0.20513225, -0.16858323, 0.019438695, -0.02795952, -0.032667078, 0.08400571, 0.012488913, -0.025382128, 0.06756553, 0.14349163, -0.012960532) * go_3(0.0, -1.0); + result += mat4(-0.015847925, 0.035881996, 0.09946923, -0.2583748, -0.11036338, 0.02174868, 0.023047017, -0.023119839, 0.0014623358, -0.05400468, 0.1088209, 0.056070726, 0.09849772, 0.106276534, -0.2869582, 0.122843154) * go_3(0.0, 0.0); + result += mat4(0.120457835, 0.0030220735, 0.011593652, 0.04870485, 0.051817082, -0.12444271, -0.0030080245, 0.03186695, -0.119991936, -0.03661239, 0.0462927, 0.047734156, 0.035473768, -0.050326344, 0.048162602, 0.0044394233) * go_3(0.0, 1.0); + result += mat4(0.004526382, -0.040592365, 0.038592715, 0.06312635, -0.012543924, -0.03860053, 0.013131243, -0.11894808, -0.05983815, -0.09653036, 0.14409515, -0.022803063, 0.02864931, 0.014170389, 0.091406494, 0.08613508) * go_3(1.0, -1.0); + result += mat4(0.12344745, -0.034350697, 0.10549495, -0.11843059, -0.041916244, -0.035728436, -0.052881684, -0.07620879, 0.06760638, -0.039527662, -0.006650022, -0.05049626, 0.12109734, -0.005554175, 0.17754045, -0.098896034) * go_3(1.0, 0.0); + result += mat4(0.017840233, -0.0118570635, -0.080244206, -0.14309776, -0.03778345, 0.12812364, -0.011180574, -0.03749929, -0.013458457, 0.028993722, 0.03479446, -0.11635739, -0.01636896, -0.010422004, -0.022923285, 0.013722603) * go_3(1.0, 1.0); + result += mat4(0.0022784397, -0.026745517, 0.07457438, -0.023941608, -0.056146793, -0.012885049, 0.010106243, -0.13570426, -0.055139925, -0.0553148, 0.037558038, -0.015558114, 0.055840485, -0.08124391, -0.013017814, 0.18931141) * go_4(-1.0, -1.0); + result += mat4(0.10672792, 0.129464, 0.1233261, -0.062469885, -0.08835128, 0.17588028, -0.02560139, -0.07349341, -0.08052734, 0.03086464, 0.12930822, 0.107045054, 0.03136081, -0.11335949, 0.09541032, -0.015009924) * go_4(-1.0, 0.0); + result += mat4(0.023294786, -0.17904189, -0.036457974, -0.060965557, 0.088545635, 0.001061151, -0.016771115, 0.082081355, -0.0030623788, -0.05096391, 0.022067994, -0.078540295, -0.12912196, -0.045786213, 0.05568379, -0.16344398) * go_4(-1.0, 1.0); + result += mat4(0.043200932, 0.006267473, -0.081682056, 0.044593308, 0.03179784, 0.20806344, -0.038468197, 0.06644582, 0.01704569, -0.029287282, -0.0036700617, 0.018897371, -0.075105995, 0.09612947, -0.06442493, 0.012179776) * go_4(0.0, -1.0); + result += mat4(-0.21926114, 0.18097721, -0.037700515, 0.016763914, -0.057943042, -0.06129067, 0.04456528, -0.2304425, 0.013301696, 0.11028081, -0.18095498, 0.14712757, 0.2271199, -0.3185643, -0.19932592, -0.08554962) * go_4(0.0, 0.0); + result += mat4(0.0117652705, -0.041661818, 0.029219367, -0.046232816, 0.047820047, 0.068789035, -0.113418594, 0.1141295, -0.027060978, 0.07267708, 0.093252845, -0.049717877, -0.087836266, 0.14460698, 0.10277318, -0.04977497) * go_4(0.0, 1.0); + result += mat4(0.022564596, -0.037228584, -0.065915406, -0.011077084, 0.030235467, -0.04677627, -0.06419004, -0.018991074, 0.034164365, -0.019168181, 0.022525655, -0.029373096, -0.079060145, 0.13279332, -0.08545939, -0.045388315) * go_4(1.0, -1.0); + result += mat4(-0.14000517, -0.08309406, 0.13520917, -0.10369978, -0.016325317, 0.00970006, -0.048059512, 0.1412818, 0.040955327, 0.030759163, -0.108052924, 0.005294165, -0.10046129, 0.16592641, -0.035368618, -0.29051507) * go_4(1.0, 0.0); + result += mat4(-0.09455044, 0.0005962807, 0.0006215668, -0.038142636, -0.03929331, -0.01591621, 0.0056410446, -0.036902174, -0.056509133, -0.10841171, 0.07702632, -0.08160013, 0.040747657, -0.08348532, 0.019081287, 0.020851197) * go_4(1.0, 1.0); + result += mat4(-0.03399592, 0.10141488, -0.0077629937, -0.17129703, -0.025233645, 0.052428465, -0.019579021, -0.072962284, 0.022322712, -0.18443614, -0.00848578, 0.0376278, 0.055581484, 0.06439001, -0.026564457, 0.015072123) * go_5(-1.0, -1.0); + result += mat4(0.11295866, -0.1541795, 0.11074539, -0.12757398, -0.11353885, 0.12023232, -0.07913168, 0.25957996, -0.0064171744, 0.08077023, 0.09673833, 0.008732368, 0.03630595, 0.059769, 0.028521406, 0.029331883) * go_5(-1.0, 0.0); + result += mat4(-0.081345834, -0.06722959, -0.13713932, 0.03613845, -0.084334835, 0.046838246, -0.004890033, -0.08524675, 0.15460378, -0.09410546, -0.058240023, 0.11844812, 0.00092362246, 0.028734036, 0.0028451593, 0.03558664) * go_5(-1.0, 1.0); + result += mat4(0.067000724, 0.08689177, 0.003695697, 0.08341895, -0.08124141, -0.20499983, 0.09505712, -0.07436812, -0.028131844, 0.050506454, -0.107579716, 0.058785282, 0.031196257, 0.021408495, -0.100359544, 0.07999305) * go_5(0.0, -1.0); + result += mat4(-0.16514844, 0.117525734, 0.24123909, 0.09518423, 0.17757961, -0.28094006, 0.081966326, 0.0802129, 0.0011662474, 0.06366135, 0.07578068, -0.08616794, 0.19857462, -0.10196374, -0.13831666, -0.18653043) * go_5(0.0, 0.0); + result += mat4(-0.06649859, 0.0935902, -0.19097336, 0.16118656, 0.2938468, -0.10315292, 0.08256489, -0.06169784, -0.05889727, -0.018046174, -0.17596339, 0.20343648, -0.08962845, -0.027532624, 0.059598826, -0.14278376) * go_5(0.0, 1.0); + result += mat4(-0.0070921015, -0.07634683, -0.066166356, -0.06432544, 0.050059035, 0.20213397, -0.071587585, 0.031234715, 0.10629024, 0.044645656, -0.023101477, -0.022136679, 0.009119783, -0.10172394, 0.024746796, -0.1161207) * go_5(1.0, -1.0); + result += mat4(-0.046572298, -0.06981039, 0.08314394, 0.043344617, 0.1914716, 0.0046652057, -0.0683364, 0.086023554, 0.06213587, -0.0077511827, -0.03336288, 0.1474879, -0.032717533, 0.078666836, -0.001740435, 0.048321523) * go_5(1.0, 0.0); + result += mat4(0.18346673, -0.20763724, 0.05431475, -0.08291483, -0.0073792376, -0.053458065, 0.08561732, -0.103502, -0.06856406, 0.05193988, -0.009717332, 0.06446446, 0.050632656, 0.013681985, -0.02556495, 0.05056843) * go_5(1.0, 1.0); + result += vec4(-0.01824226, 0.05140684, 0.010533643, 0.017739987); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!SAVE conv1ups1 +//!WIDTH conv0ups.w 3 * +//!HEIGHT conv0ups.h 3 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_3(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.070670135, -0.026429666, 0.09446684, -0.04920855, -0.08720965, -0.022478819, -0.15962029, 0.29240617, -0.10499224, 0.10415364, 0.11922523, -0.08293139, 0.07846739, -0.15612845, -0.19753109, -0.033664245) * go_0(-1.0, -1.0); + result += mat4(-0.10003188, 0.088794544, -0.028137686, -0.1375475, 0.079632774, -0.012540568, -0.092962824, 0.10438857, -0.12865996, -0.040098958, -0.030862473, 0.009116932, -0.14513193, 0.13843827, -0.14862274, 0.27156416) * go_0(-1.0, 0.0); + result += mat4(0.03148634, -0.13966283, -0.022684515, 0.080294125, -0.013548243, -0.01112399, 0.021930493, -0.24562296, -0.029252343, -0.0053704586, 0.088651545, -0.10468119, 0.0077052945, 0.027455118, -0.008439029, -0.08633876) * go_0(-1.0, 1.0); + result += mat4(-0.073491044, 0.11097277, -0.02937573, 0.045977436, -0.015563786, 0.04763272, -0.17349051, 0.02479734, 0.12201058, -0.09606755, -0.064500526, -0.068423286, -0.10828311, 0.0025430934, 0.060595006, 0.10702606) * go_0(0.0, -1.0); + result += mat4(-0.10012673, -0.026187293, 0.039673958, 0.25377232, 0.16539277, 0.015475691, -0.017826023, -0.037547242, 0.27426562, 0.039105, -0.29495236, -0.20741108, 0.3893781, -0.00018520994, 0.18736628, 0.016120607) * go_0(0.0, 0.0); + result += mat4(-0.0902328, -0.035078812, 0.0423949, 0.10428684, -0.012309703, -0.0022217801, 0.12843162, 0.008824024, 0.10457806, -0.13958204, 0.042961385, -0.17798209, 0.13051195, -0.2078117, 0.014258071, 0.27743495) * go_0(0.0, 1.0); + result += mat4(0.0037268966, -0.002057136, -0.086700045, -0.04034686, -0.039582066, -0.05536445, -0.013854305, 0.13898304, 0.08383669, -0.1389377, 0.09724791, 0.27256468, 0.0012985421, 0.026786802, -0.09553305, -0.08505046) * go_0(1.0, -1.0); + result += mat4(0.047094945, -0.15165734, -0.16622189, 0.27696493, 0.04804586, 0.017589863, -0.048407666, -0.1423487, -0.18051605, -0.037678123, -0.083375834, 0.21356659, 0.056051373, 0.058305956, 0.020808164, 0.20114677) * go_0(1.0, 0.0); + result += mat4(-0.06873173, 0.056631878, -0.09389161, -0.026553899, -0.005246827, 0.011163956, 0.0807366, 0.018891184, 0.037806395, -0.08414753, -0.29572666, 0.12225136, 0.028108165, -0.12746434, -0.1242189, 0.06427617) * go_0(1.0, 1.0); + result += mat4(-0.054436807, 0.0463667, -0.3160585, -0.26496625, -0.0016307884, 0.0027304688, 0.13524249, 0.14023106, 0.15203272, -0.0055950717, -0.047067486, -0.1299749, -0.023347244, -0.011924935, 0.04708069, 0.14064) * go_1(-1.0, -1.0); + result += mat4(-0.15567084, -0.03462954, 0.014766895, 0.28104082, -0.015955932, 0.048590813, 0.14149605, 0.016979203, 0.15654798, -0.124170296, -0.000571697, 0.18732761, -0.15969957, 0.036891263, -0.08222836, 0.007162299) * go_1(-1.0, 0.0); + result += mat4(-0.027358167, -0.05515796, -0.21783291, -0.061588667, 0.14288566, 0.034540724, -0.0779948, -0.004935965, 0.087642424, -0.03457867, 0.26657468, -0.08798545, 0.06278833, 0.01650169, -0.15035287, 0.043133624) * go_1(-1.0, 1.0); + result += mat4(0.05577383, 0.058146708, 0.0057744626, -0.043521628, 0.14279243, -0.22507532, 0.0896487, -0.03373711, -0.29882178, 0.12674153, 0.21856095, -0.03654502, 0.09770278, 0.011492664, 0.01397184, 0.11037485) * go_1(0.0, -1.0); + result += mat4(0.14057921, -0.18916433, -0.10062621, -0.19464967, -0.19286343, -0.08279728, 0.0062218676, -0.15246014, 0.0960211, -0.3964747, -0.016336296, 0.028859172, -0.047788087, 0.032031618, 0.054299697, -0.11431765) * go_1(0.0, 0.0); + result += mat4(-0.15350376, 0.1362609, -0.011803502, 0.2660655, -0.037387744, 0.18536955, -0.0015025261, -0.011900626, -0.023042146, -0.15995252, 0.060023192, 0.08954088, 0.07074839, 0.059100557, -0.08593189, -0.045180846) * go_1(0.0, 1.0); + result += mat4(-0.031948235, 0.07176401, -0.007034352, -0.12552954, 0.049458012, -0.07971771, 0.0093457, -0.10731874, 0.07024961, 0.27386668, 0.07679444, -0.28798524, -0.06428793, -0.0057761013, 0.014161652, -0.0065095956) * go_1(1.0, -1.0); + result += mat4(-0.1427731, 0.0833077, 0.13927783, 0.016691789, -0.16832228, 0.10298729, 0.1446675, -0.2656778, 0.0788247, 0.13420862, 0.050337754, -0.08008961, 0.07605825, 0.04659439, -0.054331373, 0.074493684) * go_1(1.0, 0.0); + result += mat4(0.07614274, -0.050090652, -0.066727035, 0.055715825, -0.07636078, 0.08155946, -0.061731443, -0.022193443, 0.057011697, -0.009381379, 0.176684, -0.05981099, -0.04690691, 0.051825907, -0.019666756, 0.0017494732) * go_1(1.0, 1.0); + result += mat4(0.12878093, -0.091072194, 0.03426444, -0.0014821129, 0.04648442, -0.056241687, 0.12965083, -0.2177644, 0.03271057, 0.013664906, -0.27382636, 0.009116637, -0.020398485, 0.026515692, 0.0059792865, -0.10869647) * go_2(-1.0, -1.0); + result += mat4(0.017064014, 0.012380988, 0.015886486, 0.041969348, -0.056818817, 0.057386417, -0.19103225, 0.02042478, 0.022307403, -0.16955635, -0.25923833, -0.19144051, 0.044084065, 0.09931404, 0.08665806, -0.17140177) * go_2(-1.0, 0.0); + result += mat4(-0.034919903, -0.00735085, -0.0040107057, 0.013110185, 0.008756165, -0.11104751, -0.03863784, 0.20081028, 0.008359515, 0.056265604, 0.0035791632, 0.14127707, 0.008306366, -0.061028276, -0.01180833, 0.11239347) * go_2(-1.0, 1.0); + result += mat4(-0.055210557, -0.0047766017, -0.040911432, 0.04214669, 0.015301695, 0.035733294, -0.09534393, 0.3189227, -0.043539703, 0.10847848, 0.052175194, 0.25319937, -0.075755194, 0.07450996, -0.2392008, 0.17029741) * go_2(0.0, -1.0); + result += mat4(0.008697264, -0.062783785, 0.23503996, 0.06680282, -0.10700762, -0.05921618, 0.12575574, 0.12539467, 0.21779932, -0.27365687, -0.08419621, -0.23255387, -0.097952545, -0.33015022, -0.27839977, 0.54275817) * go_2(0.0, 0.0); + result += mat4(0.043178167, -0.07644931, -0.002126049, -0.0041748723, 0.12747553, 0.05624526, 0.08894693, 0.1273868, 0.13564228, -0.029284991, -0.1010155, 0.0144336475, -0.067769796, 0.12993337, 0.23458317, -0.1404509) * go_2(0.0, 1.0); + result += mat4(0.037086505, 0.04712714, 0.00080463936, 0.026554452, -0.032055024, -0.0346718, 0.14792679, 0.025423491, 0.045839246, 0.040022433, -0.010968567, -0.03638554, 0.03469138, -0.048995998, -0.080627054, -0.15703341) * go_2(1.0, -1.0); + result += mat4(0.0022719046, -0.11156194, -0.1660571, 0.07095863, 0.06325309, 0.03638195, 0.011129683, -0.16795434, 0.05859281, -0.050576515, 0.025492875, 0.14741158, 0.16042823, -0.021238782, -0.10693587, 0.062508605) * go_2(1.0, 0.0); + result += mat4(0.04699144, -0.06268154, -0.032550193, 0.1368816, -0.046266492, -0.09626834, 0.035877157, -0.017621659, -0.025884021, 0.016501589, -0.033517126, -0.16266182, 0.0063534426, -0.034565207, 0.107733876, -0.19080792) * go_2(1.0, 1.0); + result += mat4(-0.01089889, -0.046437796, -0.2864276, -0.059123863, 0.010273228, 0.035363402, -0.18365921, 0.002496715, 0.010531512, -0.044639286, -0.14159343, -0.04712995, 0.031355694, 0.041651487, 0.04172989, -0.072659165) * go_3(-1.0, -1.0); + result += mat4(-0.29903612, 0.016968794, 0.2026591, 0.14354537, 0.210121, -0.1271222, 0.11928214, 0.075612746, 0.07222206, -0.113600664, -0.031380497, -0.04970697, -0.040690526, -0.024844045, -0.14514743, 0.10170265) * go_3(-1.0, 0.0); + result += mat4(0.00901007, -0.0077540767, -0.16780637, -0.0772044, -0.08349278, 0.035623573, -0.0036132522, -0.1559422, 0.079474956, -0.024358552, 0.05147624, -0.095216155, -0.001963766, 0.026185913, 0.041633602, -0.068779185) * go_3(-1.0, 1.0); + result += mat4(0.11536367, 0.06698426, -0.019352471, -0.027348887, 0.12543406, -0.017715944, -0.22333942, -0.07524913, -0.023550004, 0.09020137, 0.15082505, -0.019156344, 0.014714152, -0.100751296, -0.10988814, 0.013269792) * go_3(0.0, -1.0); + result += mat4(0.23938964, -0.015321653, -0.085038215, -0.21858668, -0.15793826, -0.1725926, 0.16878416, -0.15579711, -0.21086636, -0.023652412, -0.10312092, 0.047774162, 0.11063097, 0.02804365, -0.049057744, -0.20330532) * go_3(0.0, 0.0); + result += mat4(0.058630574, 0.10365072, -0.112122595, -0.10462442, -0.04204145, 0.0060419035, -0.038622607, -0.22971797, -0.081746876, 0.110261, -0.03279762, 0.10083948, -0.07525642, 0.096350044, -0.15403591, 0.01831559) * go_3(0.0, 1.0); + result += mat4(-0.013126955, 0.11560779, 0.06401061, -0.014257845, -0.078378044, 0.07452937, 0.030035159, 0.07133207, -0.072352365, -0.049404953, -0.2006817, -0.04745451, -0.0645119, 0.0849615, 0.053003483, 0.07766129) * go_3(1.0, -1.0); + result += mat4(0.07683494, -0.47826648, 0.05708172, 0.12041683, 0.18084203, -0.08476069, 0.093064874, 0.016264802, 0.06801874, -0.01283242, -0.13347803, -0.035351828, -0.0011718989, -0.12699558, -0.0240836, -0.08060763) * go_3(1.0, 0.0); + result += mat4(0.0521042, -0.062541164, 0.05483789, 0.14211908, 0.08606814, 0.06433033, -0.23270494, 0.05307593, 0.09299324, 0.04586578, -0.1193637, 0.12056507, -0.06442679, 0.06762315, -0.010547303, 0.031680685) * go_3(1.0, 1.0); + result += mat4(-0.09215318, -0.115724616, -0.061507307, 0.08273653, 0.0265886, -0.092683844, -0.22037667, -0.023114366, 0.028223295, -0.029118685, -0.088996224, 0.1023557, -0.089898214, 0.15436162, 0.16985597, 0.1431367) * go_4(-1.0, -1.0); + result += mat4(0.10560199, 0.13460231, 0.024534458, 0.1370791, 0.16920403, 0.013769043, -0.004941373, -0.22188903, -0.1193022, 0.07823969, -0.097713776, 0.044269208, 0.036816355, -0.11568587, -0.07947363, 0.022213666) * go_4(-1.0, 0.0); + result += mat4(0.002128253, 0.014331295, 0.09004623, -0.12958615, 0.0048723617, -0.072075516, 0.024190098, 0.011900665, 0.038696863, 0.07110043, -0.10347002, 0.082676366, 0.017796163, 0.004747536, 0.11188511, -0.21652836) * go_4(-1.0, 1.0); + result += mat4(-0.051317807, 0.13453357, 0.05310306, -0.033790052, -0.06231268, 0.11130248, -0.075370945, 0.2774124, 0.04305133, -0.045057327, -0.04373203, -0.10055409, 0.042824138, -0.021799369, -0.08762204, -0.16729161) * go_4(0.0, -1.0); + result += mat4(0.08727262, -0.074025065, -0.113067836, -0.07882044, 0.04476854, -0.14519121, -0.0434838, -0.010525559, -0.0425304, 0.106957085, -0.28644025, -0.105096966, 0.12650728, -0.15108573, 0.013723224, 0.5163331) * go_4(0.0, 0.0); + result += mat4(-0.021519013, -0.05317946, 0.0036545463, 0.0003156711, 0.12984163, -0.11362556, 0.061670557, -0.030158816, 0.04674806, 0.16352096, -0.23135264, 0.074876174, 0.0047455966, -0.120593436, 0.032926966, -0.20865184) * go_4(0.0, 1.0); + result += mat4(-0.029197322, -0.09204084, -0.13026133, -0.020570219, 0.043402288, -0.016610064, 0.08961119, -0.09460752, -0.057213686, -0.14044005, 0.080606215, 0.12573113, 0.094055034, 0.06523493, -0.16264567, -0.0716556) * go_4(1.0, -1.0); + result += mat4(-0.020557933, 0.077145614, 0.04620034, 0.22271551, 0.114781894, 0.11590448, -0.03233266, 0.13224865, -0.054499403, -0.01435028, -0.09684464, 0.022300925, 0.16768926, -0.019053463, 0.08804071, -0.14398381) * go_4(1.0, 0.0); + result += mat4(0.0025323853, -0.016476262, 0.12608051, 0.016324151, -0.0035798363, 0.020308342, 0.06474364, -0.042083416, -0.08742628, 0.016960703, -0.120870225, 0.07373239, -0.06463355, -0.018745359, -0.02229239, -0.1039809) * go_4(1.0, 1.0); + result += mat4(-0.008440462, -0.15268475, -0.09420959, -0.07718843, 0.35601637, -0.0010803771, 0.050411247, -0.09859693, -0.008227993, 0.06407621, -0.19121973, -0.15547852, -0.033705134, 0.023920614, -0.12611681, 0.021967601) * go_5(-1.0, -1.0); + result += mat4(-0.24474435, 0.07716706, -0.24876165, -0.18184067, -0.020811914, 0.07414089, -0.21809489, 0.015727887, 0.12278457, -0.08471355, -0.06071567, -0.07017344, -0.064291485, -0.07627711, 0.076017715, 0.2072293) * go_5(-1.0, 0.0); + result += mat4(0.013676314, -0.04966636, 0.06895822, 0.15210962, 0.07330876, -0.034188077, -0.0173066, 0.11160374, -0.12326202, -0.002551885, 0.0015338673, 0.1079974, 0.03733164, 0.077835836, -0.07733004, -0.0058571417) * go_5(-1.0, 1.0); + result += mat4(-0.1854433, 0.02924247, -0.14843488, 0.18941449, -0.17652206, -0.13730201, -0.29041716, -0.12161381, -0.04599312, 0.16662349, 0.045855995, -0.005569671, -0.050993398, 0.019462017, -0.10552683, -0.19930908) * go_5(0.0, -1.0); + result += mat4(0.08246259, 0.2602547, 0.16599776, -0.12149122, -0.048151806, 0.12042248, -0.16163243, 0.00087805535, 0.0536958, 0.05350576, 0.08406917, -0.060227945, 0.19056156, -0.2276745, -0.13755281, 0.39423308) * go_5(0.0, 0.0); + result += mat4(-0.0775391, 0.105803244, 0.08474868, -0.019011196, 0.026801828, -0.036453005, -0.018443616, -0.03005072, -0.10748735, 0.080679856, 0.07718584, 0.07871323, 0.030023575, 0.022230582, -0.090973295, -0.1363233) * go_5(0.0, 1.0); + result += mat4(-0.14770739, -0.09530047, 0.10400556, -0.115337685, 0.14459239, 0.1432794, -0.070606485, -0.053847175, 0.09378594, -0.09445331, 0.088633865, 0.071158156, 0.04437499, -0.04694172, -0.059354205, -0.00041449978) * go_5(1.0, -1.0); + result += mat4(0.016041227, -0.2313572, -0.011389983, 0.030348316, 0.07260269, 0.009828401, -0.06116872, 0.026138552, -0.15607156, 0.042709354, 0.079162516, -0.16348995, -0.019872159, 0.13251646, 0.020712351, -0.16324571) * go_5(1.0, 0.0); + result += mat4(-0.08813695, 0.093021385, 0.019460218, 0.096429825, -0.010391231, 0.0216966, -0.1490125, -0.04100963, -0.024641959, 0.044109546, 0.08043847, -0.03676336, -0.026315603, 0.025947884, -0.10771212, 0.0010732685) * go_5(1.0, 1.0); + result += vec4(0.003290131, -0.0154397, 0.04528908, -0.04218369); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(L)-Conv-3x3x3x16 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv1ups +//!BIND conv1ups1 +//!SAVE MAIN +//!WIDTH conv1ups.w +//!HEIGHT conv1ups.h +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max(-(conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.009692998, -0.008524317, 0.0010432196, 0.0, 0.00057165127, -0.011818117, 0.0014487396, 0.0, 0.0049518407, -0.001888361, -0.013262905, 0.0, 0.05004511, 0.023134997, -0.016969386, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.008501838, -0.001176035, -0.0035942376, 0.0, 0.009015378, 0.011752493, 0.0061198603, 0.0, -0.056669727, -0.035067406, -0.040517025, 0.0, -0.039194923, 0.007251104, -0.0124227265, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.010942934, 0.0100984, 0.0133265015, 0.0, -0.019482462, -0.014820488, -0.021098822, 0.0, -0.02860967, -0.10633767, -0.03296336, 0.0, -0.011277147, -0.007915212, 0.008589044, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.004447993, -0.0019008318, 0.0054705385, 0.0, -0.008042658, -0.0007432871, -0.0091506895, 0.0, 0.010537624, 0.047716837, 0.01504048, 0.0, -0.108882375, -0.06776622, -0.04354868, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.0030183722, 0.007729766, -0.007144855, 0.0, 0.029383881, 0.024865916, 0.028182652, 0.0, 0.16122057, 0.16675095, 0.18204775, 0.0, 0.12284804, 0.031072017, 0.042543165, 0.0) * go_0(0.0, 0.0); + result += mat4(0.0012941018, -0.00043673834, 0.009252594, 0.0, 0.009156994, 0.0138289975, 0.015774839, 0.0, -0.051840767, -0.07687406, -0.069361895, 0.0, 0.017338578, 0.022834148, -0.0025963243, 0.0) * go_0(0.0, 1.0); + result += mat4(0.01646397, 0.0028061832, 0.007990534, 0.0, -0.0073729097, -0.011168949, -0.0024975399, 0.0, -0.0066431006, -0.014508122, -0.005740217, 0.0, -0.06746655, -0.02083968, -0.05371696, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.013606154, 0.0062064505, 0.008410423, 0.0, 0.0038487792, 0.012054022, 0.007878108, 0.0, 0.034913104, -0.008084116, 0.014990575, 0.0, -0.005912989, 0.021872269, 0.055241022, 0.0) * go_0(1.0, 0.0); + result += mat4(0.014251287, 0.0016604483, -0.006772879, 0.0, 0.0028646574, 0.0015996173, -0.002210879, 0.0, -0.0323296, 0.015729006, -0.017242312, 0.0, -0.03718726, -0.03889927, -0.041001298, 0.0) * go_0(1.0, 1.0); + result += mat4(0.007536155, 0.009848646, 0.007846354, 0.0, 0.019176869, 0.019928271, 0.031777207, 0.0, 0.026086887, 0.01971131, -0.017595863, 0.0, 0.012899679, 0.0026994154, 0.008934449, 0.0) * go_1(-1.0, -1.0); + result += mat4(0.017639438, 0.01536491, 0.011161806, 0.0, 0.034244597, 0.025257796, 0.031185368, 0.0, -0.18240982, 0.038758054, 0.13050976, 0.0, -0.0075258785, -0.0034674285, 0.008525112, 0.0) * go_1(-1.0, 0.0); + result += mat4(0.01788933, 0.017623115, 0.020215526, 0.0, 0.0045994874, -0.0031487814, 0.003752946, 0.0, -0.06494309, -0.07747321, 0.06544584, 0.0, -0.004555707, -0.001776991, -0.017493976, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.01359033, 0.02045422, 0.008234278, 0.0, -0.008073938, -0.036093507, -0.0027978886, 0.0, -0.37033105, 0.009709281, 0.28951523, 0.0, 0.003258166, 0.0044517294, -0.003740991, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.036449786, -0.03035285, -0.025356997, 0.0, 0.097153045, 0.10745537, 0.08421458, 0.0, 0.043944303, -0.004867672, -0.15142196, 0.0, 0.007044417, -0.00785739, 0.007504869, 0.0) * go_1(0.0, 0.0); + result += mat4(-0.007951127, -0.008863303, -0.012213915, 0.0, 0.007273406, 0.00944796, -0.002621692, 0.0, 0.2919848, 0.06830943, -0.16119143, 0.0, -0.0033908382, 0.007383878, 0.007847461, 0.0) * go_1(0.0, 1.0); + result += mat4(0.011670784, 0.00805604, 0.013980011, 0.0, -0.032067183, -0.045659855, -0.03957935, 0.0, 0.14678614, 0.014678316, -0.11203954, 0.0, -0.002894618, 0.008089503, 0.0056759617, 0.0) * go_1(1.0, -1.0); + result += mat4(0.008941132, -0.008732514, -0.004122878, 0.0, -0.01872218, 0.0058594598, -0.014218105, 0.0, 0.15922345, -0.00061763515, -0.10605325, 0.0, 0.0059564817, 0.0062196897, -0.0031137357, 0.0) * go_1(1.0, 0.0); + result += mat4(-0.027044835, -0.0113663385, -0.018061407, 0.0, -0.01064461, 0.0004394501, 0.0068360637, 0.0, 0.12218274, -0.025980305, 0.060082816, 0.0, 0.002298275, -0.005121948, -0.0018933173, 0.0) * go_1(1.0, 1.0); + result += mat4(-0.014044151, -0.0055593867, -0.0091519095, 0.0, 0.018282808, -0.054974634, -0.02104256, 0.0, 0.004737865, 0.009833153, 0.0050819647, 0.0, 0.009256364, 0.004517343, -0.0012567915, 0.0) * go_2(-1.0, -1.0); + result += mat4(0.035084303, 0.019331766, -0.006399992, 0.0, -0.08042094, -0.14020248, -0.13438301, 0.0, -0.0014871466, -0.0071605383, -0.0070841024, 0.0, 0.001705956, -0.010914731, -0.0022737188, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.024562238, -0.025555398, 0.00043982622, 0.0, 0.04687896, 0.062265635, 0.06194832, 0.0, 0.016357735, 0.0056735775, 0.01868422, 0.0, 0.0035063815, 0.0050708377, 0.009102912, 0.0) * go_2(-1.0, 1.0); + result += mat4(0.024276884, 0.031309772, 0.053946678, 0.0, 0.027081756, 0.023922514, 0.051302873, 0.0, -0.005081098, -0.013981954, -0.007141123, 0.0, -0.017242068, -0.00036468913, 0.0071311933, 0.0) * go_2(0.0, -1.0); + result += mat4(0.096000426, 0.12978247, 0.089689955, 0.0, 0.03013154, 0.09065384, 0.010782777, 0.0, -0.009774296, -0.010487119, -0.018002238, 0.0, 0.027585275, 0.018800229, 0.007482455, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.031725004, -0.05638542, -0.06471826, 0.0, -0.038512804, -0.036520924, -0.026658544, 0.0, 0.0019714478, 0.004168433, 0.0036675548, 0.0, 0.009312959, -0.009726487, 0.003937418, 0.0) * go_2(0.0, 1.0); + result += mat4(0.008056586, -0.03609238, -0.0035044104, 0.0, -0.0052967947, 0.010446542, 0.010737699, 0.0, -0.00941154, -0.005599727, -0.0071648047, 0.0, 0.0028106347, 0.0063315486, 0.0005620387, 0.0) * go_2(1.0, -1.0); + result += mat4(-0.10104362, -0.06228799, -0.057575073, 0.0, -0.0008651546, -0.010849562, -0.0066441186, 0.0, -0.016244762, -0.0053532585, -0.012414173, 0.0, -0.012507298, 0.005470365, 0.0032063425, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.019126823, -0.022827078, -0.01918732, 0.0, -0.0049576303, -0.010899637, -0.01990915, 0.0, 0.019013962, 0.007385637, 0.015615745, 0.0, 0.025586424, 0.02317941, 0.019631773, 0.0) * go_2(1.0, 1.0); + result += mat4(-0.011578009, -0.0037521352, -0.0044622095, 0.0, -0.0022668878, 0.0022691146, -0.00570573, 0.0, 0.0052153515, 0.005547525, 0.0033032992, 0.0, 0.009927488, -0.0061824876, -0.016856432, 0.0) * go_3(-1.0, -1.0); + result += mat4(-0.07627339, -0.0595728, -0.08247348, 0.0, -0.016201988, -0.019643232, -0.021891698, 0.0, -0.0033560628, 0.0056153075, 0.005510208, 0.0, -0.0061155884, 0.004726241, 0.03613314, 0.0) * go_3(-1.0, 0.0); + result += mat4(-0.026918657, -0.017315133, -0.021586075, 0.0, -0.021625597, -0.008547036, -0.011233614, 0.0, -0.0047514364, -0.0029167454, -0.00583421, 0.0, 0.012949899, 0.0035817428, -0.0045735473, 0.0) * go_3(-1.0, 1.0); + result += mat4(-0.08581085, -0.07063111, -0.06381294, 0.0, -0.0040735947, -0.012934923, -0.0057904166, 0.0, -0.0077691195, -0.00034605907, 0.0023017807, 0.0, -0.00029635165, -0.042357627, -0.057994146, 0.0) * go_3(0.0, -1.0); + result += mat4(0.05193261, 0.047533646, 0.071092665, 0.0, -0.015042884, -0.023481138, -0.020945435, 0.0, 0.008216166, 0.004034294, 0.0030410702, 0.0, 0.10532969, 0.13052966, 0.11042539, 0.0) * go_3(0.0, 0.0); + result += mat4(0.052652936, 0.045103617, 0.036393207, 0.0, 0.0018712351, -0.009865708, -0.00591473, 0.0, -0.0008652197, 7.966737e-05, -0.004292879, 0.0, -0.013765752, -0.0603564, 0.032057546, 0.0) * go_3(0.0, 1.0); + result += mat4(0.0020095943, -0.014555452, -0.008721001, 0.0, 0.00085926603, -0.0012287357, 0.007974135, 0.0, 0.004697991, -1.4738258e-05, -0.0048043244, 0.0, 0.047545042, 0.099660076, 0.09649951, 0.0) * go_3(1.0, -1.0); + result += mat4(0.024352267, 0.03303334, 0.02903438, 0.0, 0.0062978864, 0.014672455, 0.0043003284, 0.0, -0.0017531263, -0.0032476797, 0.001345206, 0.0, -0.20736417, -0.1745426, -0.32957983, 0.0) * go_3(1.0, 0.0); + result += mat4(0.027512033, 0.029760962, 0.033007182, 0.0, 9.0356014e-05, 0.0061743665, 0.0036443318, 0.0, -0.016802983, -0.019364875, -0.014311061, 0.0, 0.021530075, 0.059616566, 0.07120056, 0.0) * go_3(1.0, 1.0); + result += vec4(-0.0007544955, -0.0007692414, 0.00032997545, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_VL.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_VL.glsl new file mode 100644 index 0000000..d471cf3 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x3_VL.glsl @@ -0,0 +1,2913 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.40511844, 0.046312418, -0.086368635, -0.048218526, 0.038400844, -0.012609009, -0.114371404, 0.058320127, 0.24283059, 0.2988252, -0.06984102, -0.1513035, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.3179384, 0.041913282, 0.5829445, -0.03517926, -0.13997659, 0.1567064, -0.0067053097, 0.38155103, -0.12982988, -0.123628765, 0.43574196, 0.015274767, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.13568722, -0.3296706, 0.40355036, 0.35842642, 0.21866405, -0.53062886, -0.14227761, -0.35239148, 0.101097785, -0.4245473, -0.41358534, -0.08091162, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.2874018, -0.031556252, -0.024857419, -0.14545052, 0.16618997, -0.35254815, -0.09629704, 0.09261814, 0.43960592, 0.26783726, -0.16506493, 0.41094932, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.101475194, 0.28053576, 0.091671854, 0.3356529, 0.09083679, 0.5306931, -0.08974534, -0.23624173, 0.022175577, 0.41184658, 0.19520077, -0.24606428, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.20134552, 0.47637737, -0.3338613, -0.118361436, 0.32517588, -0.22253029, -0.17541096, 0.046637688, 0.10576379, -0.22217134, 0.055137604, 0.37349963, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.17969048, 0.13036613, -0.2836612, 0.072280586, -0.3434514, 0.020839306, 0.12709542, -0.22381261, 0.13942248, 0.07601297, 0.12292496, -0.20566194, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.2150475, -0.09399675, -0.09306267, 0.09580491, -0.47665623, -0.12324208, -0.100735016, -0.46395445, -0.6441451, -0.08280989, -0.09964624, 0.18735269, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.24261168, 0.034477316, 0.13518244, -0.095370695, -0.29263893, 0.12399886, 0.26543903, 0.40211576, -0.12688783, 0.055649832, 0.0039607235, 0.10855666, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.016524548, 0.015399874, 0.020695323, 0.023151765); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.22211748, 0.38811034, 0.19647819, 0.18025233, -0.44580257, 0.21301454, 0.19053668, 0.3906399, -0.019795267, -0.43621698, -0.2952626, -0.16969545, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.12376253, -0.3578144, 0.013765903, -0.33338618, 0.46931675, 0.47708502, -0.11742914, -0.5338616, 0.058727097, 0.014093682, 0.40444478, -0.45218801, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.02297299, 0.37956157, 0.46952614, -0.28906932, 0.5133133, -0.38923758, 0.17953868, 0.2855252, 0.5226521, 0.33031356, 0.14814378, 0.24011709, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.4501361, -0.10823865, -0.44304916, 0.24173234, -0.016219804, -0.08659096, -0.23562773, -0.50403744, -0.0012616274, -0.6338915, 0.22647057, -0.24775903, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.22717546, 0.03211701, 0.28084618, 0.23585059, -0.22632027, 0.66713566, 0.07553389, 0.17764805, 0.23207794, 0.36784792, -0.34729242, 0.5962821, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.24554719, -0.5789114, -0.5091369, -0.39601108, -0.38009188, 0.15842962, 0.07656582, -0.37681392, -0.3328269, 0.035487633, -0.28024784, -0.16454072, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.056824446, -0.04399919, 0.28328308, 0.02923404, 0.27003515, 0.12559497, -0.016995354, 0.06384516, -0.23244575, 0.1984168, 0.08605917, -0.34028816, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.124706075, -0.44753015, -0.22312124, 0.08141755, -0.25384662, -0.016393289, -0.050249767, -0.040201787, -0.014427871, -0.05602875, 0.13308121, 0.49805847, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.06863199, 0.062094662, -0.035574723, 0.10664285, -0.14436434, -0.082004026, -0.12680413, 0.02922838, 0.16316287, 0.01192676, -0.033308484, 0.18727374, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.0013743446, 0.04227666, 0.029018287, -0.0008426521); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.37304083, -0.06803611, -0.06411103, 0.27269405, 0.22606733, 0.2039522, 0.514901, 0.3786155, 0.28303707, 0.14000547, -0.3321655, 0.09701599, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.50415957, 0.3915719, -0.4958669, 0.04014105, 0.31802535, 0.31673974, -0.07615502, 0.054737855, -0.42327112, -0.18999626, -0.012522493, 0.102762744, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.10929559, -0.57894635, 0.013220997, -0.29191223, 0.17323004, -0.27566677, 0.25775912, 0.13022128, 0.0724283, -0.1331955, 0.17363146, 0.42716634, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.41452903, 0.34020692, 0.402998, 0.15659642, -0.30401403, -0.014533993, -0.1553566, -0.17143548, -0.288057, 0.14428918, 0.07728673, -0.21961251, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.12768714, -0.07468587, -0.5377452, 0.23702456, 0.18886316, -0.3257077, 0.20170376, -0.25545424, -0.123668954, 0.15017408, 0.0007419787, -0.13949947, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.2576978, -0.07398349, 0.109489314, -0.04158612, -0.32963014, -0.35029748, -0.3167505, -0.25848135, 0.18927233, 0.2081675, -0.2702585, -0.23698156, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.16577533, -0.20408662, -0.030388767, -0.081177086, -0.30532128, 0.114261985, 0.066367835, -0.33745348, -0.18518709, -0.059800602, 0.2227101, -0.16171436, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.1231469, 0.042956218, 0.3520311, -0.15215552, 0.18313944, 0.5157838, -0.09514994, 0.30884972, 0.60990155, -0.35512015, 0.102282114, 0.14265445, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.10444835, -0.008624628, 0.19587915, 0.036038317, 0.09758787, -0.27749214, 0.14781447, 0.11267787, 0.16691335, -0.077876076, -0.049209397, 0.12839536, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.015636094, -0.03486839, -0.0038059507, 0.054434214); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.124267854, 0.007962224, -0.17998387, -0.05789284, -0.041550074, -0.21627353, 0.02771375, 0.049279906, -0.07825293, -0.0658187, 0.08334699, 0.007819368, -0.053893518, 0.10146559, 0.07281707, -0.04693425) * go_0(-1.0, -1.0); + result += mat4(-0.18026589, 0.049227715, -0.23444916, 0.060488567, -0.09980516, 0.015112693, -0.035334926, -0.13345052, -0.13320714, -0.0054334872, -0.04049233, -0.1304189, -0.058878195, 0.16659525, -0.007633062, -0.068291016) * go_0(-1.0, 0.0); + result += mat4(-0.10559241, 0.054001573, 0.055762857, 0.12121601, 0.07811607, -0.0830653, 0.059485614, 0.06800382, -0.012978328, -0.0796546, -0.03803754, -0.05964419, -0.064093046, -0.07586195, -0.036742657, 0.18453833) * go_0(-1.0, 1.0); + result += mat4(0.022106081, 0.10947791, 0.0011338186, 0.031634837, -0.056927577, -0.26113212, 0.099681556, 0.23362195, -0.17860429, -0.1250903, -0.0037589697, 0.1655993, -0.020578198, -0.1636795, 0.027641099, 0.06818794) * go_0(0.0, -1.0); + result += mat4(-0.08456219, 0.0101076085, 0.06612835, 0.18828513, 0.19439413, -0.05441351, 0.09058546, -0.32268864, 0.030592322, -0.09876957, 0.034651507, -0.111315705, 0.08716488, -0.1507648, -0.018940862, -0.050834194) * go_0(0.0, 0.0); + result += mat4(0.16697238, -0.15836456, 0.077995785, 0.08068181, -0.03379854, 0.16519341, -0.15239498, 0.12806813, 0.03560932, -0.110684246, -0.13476025, 0.02535848, -0.06991292, 0.048514012, 0.0416729, 0.08717733) * go_0(0.0, 1.0); + result += mat4(-0.049313076, -0.03194871, -0.013847785, -0.029990746, -0.15915012, 0.03509808, -0.0011314545, -0.1249224, 0.0345892, -0.18697207, -0.038597755, -0.112618044, -0.17375281, -0.055883076, 0.078873746, -0.060458563) * go_0(1.0, -1.0); + result += mat4(0.06791889, 0.048250757, -0.14947584, 0.1464103, 0.034625027, 0.1614507, -0.18002516, -0.22499345, -0.009015057, -0.123403914, 0.08619851, -0.13664183, 0.010211879, -0.15708129, 0.15172581, -0.025576444) * go_0(1.0, 0.0); + result += mat4(0.03782436, 0.0033660422, -0.010088431, -0.07009061, -0.027529597, 0.0917739, 0.092501916, 0.022648554, 0.016138216, -0.099612005, -0.03275366, 0.093189664, -0.023807095, -0.032835755, -0.021751186, -0.05885268) * go_0(1.0, 1.0); + result += mat4(-0.093127936, -0.033109818, 0.044374205, -0.01257518, -0.13067031, -0.013695122, -0.07609673, -0.14678904, 0.0036491172, -0.057091113, 0.06302116, 0.2047689, 0.0011883582, 0.00797786, 0.23997992, 0.03556107) * go_1(-1.0, -1.0); + result += mat4(0.037627794, 0.041767746, -0.117952295, -0.0066822, -0.028435027, 0.13632965, -0.19027917, -0.0021361923, 0.13132729, -0.09695936, -0.16516533, -0.014830638, -0.05808993, 0.1846407, -0.13116007, -0.10605202) * go_1(-1.0, 0.0); + result += mat4(-0.081693485, -0.06264808, 0.08486454, -0.08549504, 0.029431969, -0.14323595, -0.00770528, 0.21860594, 0.022883533, -0.0017431816, 0.17224559, -0.09431063, -0.028515795, -0.18663938, -0.120865725, -0.030412016) * go_1(-1.0, 1.0); + result += mat4(0.1270607, 0.118347816, -0.09791751, 0.012986578, 0.07084144, -0.11682057, -0.16111587, -0.08451572, -0.03204753, -0.029091429, -0.35078618, 0.12681656, -0.04842526, -0.042448696, -0.14195885, 0.069431886) * go_1(0.0, -1.0); + result += mat4(0.056968357, 0.11958923, -0.00031470932, -0.056339122, 0.029859897, -0.0031493618, 0.056802884, 0.011899837, 0.0029990282, -0.29070294, 0.027124101, 0.059092462, 0.3420717, -0.14881286, 0.12467716, -0.04047155) * go_1(0.0, 0.0); + result += mat4(0.0073069474, -0.05794202, 0.13206123, 0.023608455, -0.028124921, -0.10441345, 0.13552763, 0.1370355, -0.15079997, -0.06640641, -0.14373657, 0.050939295, 0.009049148, -0.22194777, 0.04862541, 0.044264235) * go_1(0.0, 1.0); + result += mat4(-0.030503348, -0.16637012, -0.117389075, -0.08290776, -0.08976877, -0.20657647, -0.044662002, 0.060959864, 0.12712368, -0.027711328, -0.2472025, 0.14832148, -0.006349414, 0.031300485, 0.038396467, 0.11758095) * go_1(1.0, -1.0); + result += mat4(0.043296367, -0.021755742, 0.14833954, 0.00856861, 0.036826447, -0.100298785, 0.1346524, -0.03654323, 0.14104709, -0.08861984, -0.04175621, -0.15783565, -0.20554025, -0.014400845, 0.09758823, 0.3012222) * go_1(1.0, 0.0); + result += mat4(0.14976518, 0.24048904, 0.04738185, 0.14116864, -0.0028246883, 0.010856994, 0.11503183, -0.0048893443, 0.0037136774, -0.23222204, -0.07668595, 0.054136075, 0.13594438, -0.031319436, 0.081209205, 0.16445075) * go_1(1.0, 1.0); + result += mat4(0.1383282, 0.043678403, -0.048099563, 0.121575296, -0.15685752, 0.09750033, 0.11703441, -0.014284906, -0.03218536, -0.15594141, -0.005169852, 0.13170211, -0.0009216136, 0.025865545, 0.0034171424, 0.07353478) * go_2(-1.0, -1.0); + result += mat4(0.11446189, 0.028012149, 0.012852205, 0.071380325, -0.02581936, 0.07536672, 0.022615172, 0.08788225, 0.09794186, -0.03212243, -0.081240885, 0.11541121, 0.076030195, -0.19109531, -0.037465803, -0.12165481) * go_2(-1.0, 0.0); + result += mat4(-0.069133125, 0.16841024, 0.08477403, 0.010234146, -0.01394771, 0.041126106, 0.022037728, -0.16571328, 0.16482642, -0.046641283, -0.015524424, -0.10732406, -0.032337334, -0.039461985, 0.06941011, 0.10004811) * go_2(-1.0, 1.0); + result += mat4(-0.08091021, 0.014393868, 0.15919542, -0.011985569, -0.13209614, -0.17724971, -0.1117447, -0.064839125, 0.0141071305, -0.016549781, -0.01544038, 0.044058125, 0.099102214, 0.07104683, -0.0033692264, -0.011985269) * go_2(0.0, -1.0); + result += mat4(-0.13767815, 0.035504427, 0.15205923, 0.17755473, -0.14473997, 0.06277688, -0.2169439, 0.036964424, 0.006689342, 0.004628961, -0.16730706, 0.16391295, -0.10588813, 0.08151436, -0.14907128, 0.20650652) * go_2(0.0, 0.0); + result += mat4(0.07861154, -0.1794478, -0.059224397, 0.16803007, 0.05025362, -0.05318132, 0.1471211, 0.23034573, 0.05250695, 0.12226744, 0.06978067, -0.03607008, 0.010674573, 0.0439673, -0.03689282, -0.039029337) * go_2(0.0, 1.0); + result += mat4(0.07446787, -0.006577457, -0.17369395, 0.0025724266, -0.058095817, 0.07490038, -0.06943755, -0.3144659, 0.07828109, 0.17998894, 0.0067850347, 0.023616858, 0.08627146, 0.053720877, -0.00860585, -0.029439872) * go_2(1.0, -1.0); + result += mat4(0.059849985, -0.11140152, -0.09592929, 0.1342193, 0.16315992, -0.2805751, 0.05178338, -0.012509258, 0.017137745, -0.026671201, 0.025053594, -0.0842668, 0.17889084, 0.088548556, -0.16114505, -0.020796169) * go_2(1.0, 0.0); + result += mat4(-0.075472295, -0.14215264, -0.034432933, -0.042921875, 0.0077655553, 0.04552933, -0.05867107, 0.024829932, 0.16344814, -0.13642615, 0.06945403, 0.035145745, 0.06266624, 0.103483595, -0.14329065, 0.0077256123) * go_2(1.0, 1.0); + result += mat4(0.0027708034, 0.07329603, 0.14105049, 0.07991739, -0.0758546, 0.16391759, 0.059647884, -0.07759994, 0.06402703, 0.0895321, -0.13834727, -0.11177747, 0.019722346, 0.08034925, 0.07566546, 0.11848707) * go_3(-1.0, -1.0); + result += mat4(0.15146783, 0.027667522, 0.09773481, -0.13179557, 0.076958776, -0.15196155, 0.055114925, 0.021436427, 0.059093557, 0.0483428, 0.07084243, 0.019189285, -0.19074525, -0.05114326, -0.05597719, -0.17324033) * go_3(-1.0, 0.0); + result += mat4(0.16141704, -0.022847276, 0.14245096, -0.03828172, -0.03609397, 0.018458935, -0.1401393, -0.015835393, 0.1118651, 0.04606467, 0.06304064, 0.1130469, 0.13078345, -0.011042088, 0.074442014, 0.16744103) * go_3(-1.0, 1.0); + result += mat4(-0.03767718, -0.040626142, -0.059247386, -0.04379782, 0.053381473, 0.20256, 0.08586983, -0.15989254, 0.18586256, 0.057962753, -0.06999747, -0.020169148, -0.055688344, -0.016782917, -0.19943517, 0.15663329) * go_3(0.0, -1.0); + result += mat4(-0.21612807, 0.117120996, -0.075649984, -0.0053718905, -0.38303497, 0.1642169, -0.18583643, 0.4340738, 0.07149195, -0.13684754, 0.07903723, 0.19526604, -0.13151471, 0.08272994, 0.086297594, -0.26715723) * go_3(0.0, 0.0); + result += mat4(-0.26815438, 0.037067838, 0.0642267, 0.22131516, 0.21152607, -0.23873864, 0.09514264, -0.04713103, -0.12136601, 0.04901631, 0.14983785, -0.13058041, -0.19162782, 0.018775929, -0.05136697, 0.019918656) * go_3(0.0, 1.0); + result += mat4(0.12042426, 0.03766373, -0.055505633, 0.12783547, -0.008767006, -0.05963363, -0.034773044, -0.049163565, -0.101345144, -0.010673946, 0.11270166, 0.096191615, -0.111890845, 0.10288703, 0.19787256, -0.27500233) * go_3(1.0, -1.0); + result += mat4(0.062222097, 0.15603566, 0.12435635, -0.029093172, 0.017480267, -0.23054963, 0.25424153, 0.1090598, -0.04203737, -0.042807147, 0.14882293, -0.062273648, -0.44699055, 0.25321072, 0.023357471, 0.15106665) * go_3(1.0, 0.0); + result += mat4(-0.0072348677, -0.088096686, -0.055530813, -0.07064954, 0.023192292, -0.012916004, -0.0056745564, -0.06661922, 0.038913727, 0.026908718, 0.10206203, -0.013684264, 0.105047286, -0.11951532, -0.032914817, 0.016715799) * go_3(1.0, 1.0); + result += mat4(0.032328244, 0.00801627, -0.008064464, -0.26401424, 0.13007867, -0.105827704, 0.035832293, 0.2257254, -0.028368795, -0.055015713, -0.18554647, 0.019349419, -0.004947466, -0.1036783, -0.22648631, 0.023978733) * go_4(-1.0, -1.0); + result += mat4(-0.005028873, 0.008835479, -0.0014021931, 0.07877838, -0.0032623175, 0.04716802, 0.24331963, -0.0045369593, 0.039377805, 0.12054267, 0.06422673, 0.107488826, 0.030367622, -0.11523494, 0.081330195, -0.018546721) * go_4(-1.0, 0.0); + result += mat4(-0.04090765, -0.11046553, -0.020837778, 0.19295895, -0.022306796, 0.10222331, -0.022490164, -0.1311398, -0.16340409, -0.017105957, -0.18809643, 0.11630821, 0.052637395, 0.16867357, 0.042465545, 0.07917558) * go_4(-1.0, 1.0); + result += mat4(0.061382286, -0.10611119, 0.09613031, -0.0067030345, 0.006122337, -0.034826167, 0.16807398, 0.25538254, 0.074573494, 0.056307554, 0.16127278, 0.022633301, 0.06921917, -0.16517632, 0.035960235, -0.17444491) * go_4(0.0, -1.0); + result += mat4(-0.06053351, -0.07234707, -0.002200724, 0.0982265, -0.14494447, -0.025158525, -0.043029554, 0.308433, -0.00789706, -0.027372198, -0.2853412, 0.22422287, -0.072053656, -0.20027302, -0.2053341, -0.0016727111) * go_4(0.0, 0.0); + result += mat4(-0.06965102, -0.074341245, -0.10007991, 0.24454647, -0.046182215, -0.0013816428, -0.19355296, -0.10981621, 0.039524913, -0.17090714, 0.19306308, 0.0019166211, -0.09448512, 0.16326144, 0.016314002, -0.033384096) * go_4(0.0, 1.0); + result += mat4(-0.15294902, -0.035096806, 0.1510738, 0.11737981, 0.11224323, 0.24651042, -0.11259153, -0.10824828, -0.042136658, 0.080296464, 0.07308311, -0.13428898, 0.14472654, 0.06930686, -0.077960335, -0.096928984) * go_4(1.0, -1.0); + result += mat4(-0.15912153, 0.08187269, 0.09500771, -0.15272307, -0.018328117, 0.10363754, -0.14703858, -0.01663941, -0.09634521, -0.122812204, -0.21433884, -0.043322142, 0.25369784, 0.015099865, 0.0030191666, 0.02290927) * go_4(1.0, 0.0); + result += mat4(0.003294999, 0.098755814, -0.006246285, 0.095969744, 0.14606589, 0.051248513, -0.07943076, 0.13453922, -0.10009766, -0.0055656824, 0.16127767, 0.14185014, -0.12013776, -0.16176297, 0.04093573, -0.01890971) * go_4(1.0, 1.0); + result += mat4(-0.13407499, 0.065094054, -0.0198922, -0.08037597, 0.08964208, -0.07237802, -0.13825588, -0.17102, 0.09435665, 0.23435031, 0.10091611, -0.07304656, 0.16103323, -0.03848244, -0.0652565, 0.06148157) * go_5(-1.0, -1.0); + result += mat4(-0.018516695, 0.12308151, 0.04245688, -0.03875231, 0.08163367, -0.10843033, -0.05578245, 0.07653516, 0.021622866, 0.12920228, 0.113022245, -0.27590397, -0.015056695, 0.029378783, -0.082673244, -0.048056267) * go_5(-1.0, 0.0); + result += mat4(0.061482217, -0.09921845, -0.058533907, 0.008726932, 0.027324243, 0.03429762, -0.084271036, 0.19976673, 0.10966977, 0.20396575, -0.017694999, -0.06260422, 0.0165182, 0.10789034, 0.044916157, 0.13079369) * go_5(-1.0, 1.0); + result += mat4(-0.020889722, -0.06484487, -0.16382498, -0.014346998, 0.0026958885, -0.19189303, -0.073752694, -0.1306487, 0.014955386, -0.005341573, -0.13761184, -0.016867343, 0.03703825, -0.06157102, -0.25244838, 0.072198965) * go_5(0.0, -1.0); + result += mat4(0.19881305, -0.15711883, -0.1800523, -0.19283934, -0.07261505, 0.113396615, 0.11042607, 0.19410251, 0.01296784, 0.029375073, -0.16543335, -0.119331196, 0.061140418, 0.0061399927, -0.10372657, -0.19577163) * go_5(0.0, 0.0); + result += mat4(0.08964666, -0.041876756, 0.09050224, 0.017036483, 0.122133896, 0.04581788, 0.0022176318, -0.015053813, -0.31467614, 0.19168457, 0.035007093, 0.2650101, -0.2225773, 0.10270218, 0.09687861, 0.026796961) * go_5(0.0, 1.0); + result += mat4(-0.09435587, 0.10445669, 0.2891561, 0.05967551, -0.06361812, 0.123411134, 0.14559366, 0.0805817, 0.01505635, -0.08782298, -0.043380685, 0.05761991, -0.035663776, -0.08950526, 0.120702736, 0.088385746) * go_5(1.0, -1.0); + result += mat4(0.011555221, -0.06231264, 0.18430808, 0.15266152, -0.18028414, 0.06332757, 0.0026076022, 0.18165322, -0.14395583, 0.10982132, 0.043809865, 0.07797207, -0.2698022, -0.3847484, 0.02855024, 0.25076064) * go_5(1.0, 0.0); + result += mat4(0.062325176, -0.026178865, 0.020149486, 0.03210979, -0.00235475, 0.123468615, 0.09479156, 0.15856354, 0.0947007, 0.09911081, -0.053644318, 0.30245718, -0.103213266, -0.3296715, 0.051986407, -0.15058364) * go_5(1.0, 1.0); + result += vec4(0.011905882, -0.022616472, -0.008990545, 0.041167002); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.009393955, 0.18668935, -0.07360051, 0.08218289, -0.002853791, -0.13204256, -0.058228496, -0.08217602, -0.007055643, -0.18616575, 0.12484316, -0.13578129, -0.06971742, -0.15325688, -0.033852972, -0.10442544) * go_0(-1.0, -1.0); + result += mat4(0.1538062, 0.24085993, -0.1470754, 0.23293658, 0.061731886, -0.039425362, 0.10134175, 0.10920789, 0.027627349, -0.030328294, -0.084725365, 0.15722615, 0.13786708, 0.015676511, -0.21962847, -0.076992) * go_0(-1.0, 0.0); + result += mat4(-0.12253862, 0.0339962, 0.3136188, 0.13488305, -0.17547512, -0.030512001, -0.0021504841, -0.09592834, -0.09812029, 0.06814175, 0.19642949, -0.10195504, 0.06005127, 0.051589128, 0.106626906, 0.10529595) * go_0(-1.0, 1.0); + result += mat4(-0.09892863, -0.039184973, 0.14812575, -0.038699288, 0.06645616, 0.07355721, -0.02299443, -0.14151087, 0.04555764, 0.11501852, 0.19053902, -0.0006121733, 0.0035184557, -0.06275289, -0.07477681, 0.07316305) * go_0(0.0, -1.0); + result += mat4(0.115366966, 0.20077994, 0.16739497, 0.11740605, -0.122655675, -0.054410838, 0.031647306, 0.012119558, 0.02255513, -0.05844958, 0.20451924, -0.04342168, 0.14752789, -0.10555866, -0.027899336, 0.09995709) * go_0(0.0, 0.0); + result += mat4(-0.031201297, -0.06993867, 0.017682442, -0.17657831, 0.122878596, -0.03727984, -0.09484746, -0.034541856, 0.03405775, 0.03386156, -0.09452733, 0.12891679, -0.13651215, 0.020713195, 0.01856062, -0.042746462) * go_0(0.0, 1.0); + result += mat4(0.0035370777, -0.058793917, -0.10259198, 0.030393116, -0.03665171, -0.046703644, 0.12145823, 0.068402946, 0.0661803, -0.0949225, -0.015077753, 0.14383693, 0.018183192, -0.05789956, 0.09497322, -0.06279912) * go_0(1.0, -1.0); + result += mat4(0.023490345, 0.0027517239, 0.008101111, -0.059306182, 0.045240793, -0.17254223, -0.015886698, 0.1157877, -0.028337903, 0.09305384, -0.040983718, 0.02249241, -0.028840652, -0.026046747, 0.12575755, -0.13807413) * go_0(1.0, 0.0); + result += mat4(-0.10457153, 0.1589177, 0.13171448, 0.015238637, -0.034651496, 0.02995306, 0.09802121, -0.012463447, 0.08722377, 0.12351376, -0.12364867, 0.14351927, 0.053363666, -0.19996366, -0.0020677273, -0.057423726) * go_0(1.0, 1.0); + result += mat4(0.039858077, 0.0610137, -0.04036137, -0.007068759, 0.062540606, 0.13911818, -0.0908163, 0.039447706, -0.04391428, -0.113149054, -0.014116952, 0.032990754, 0.09261807, -0.03413283, -0.10447263, -0.08573098) * go_1(-1.0, -1.0); + result += mat4(-0.01761663, -0.09644662, -0.005088787, 0.027300932, 0.093963, -0.06828492, 0.0027474556, 0.2242565, -0.12908772, -0.12292567, 0.17184588, 0.13818002, 0.09503586, -0.086556494, 0.0645912, 0.19295183) * go_1(-1.0, 0.0); + result += mat4(0.07955219, 0.019469945, 0.080390416, -0.057485517, -0.058509156, 0.016411109, 0.054208927, -0.028299164, 0.0046880515, -0.1968574, -0.009469305, -0.13357851, -0.13951358, 0.031425167, -0.0552074, -0.019046936) * go_1(-1.0, 1.0); + result += mat4(0.06597837, 0.13813679, 0.13337553, 0.1392795, -0.02466031, -0.19004655, 0.1432966, -0.09052564, 0.008315369, -0.002750817, 0.075821064, 0.06519332, -0.040463336, 0.026104426, 0.07529671, -0.026330618) * go_1(0.0, -1.0); + result += mat4(-0.21183902, 0.0813405, -0.003430971, 0.03450728, -0.00248265, 0.020729724, -0.043258913, -0.032575425, -0.047916103, 0.050494414, 0.20180939, 0.027000068, -0.10179437, 0.06540524, 0.036855206, -0.07024677) * go_1(0.0, 0.0); + result += mat4(-0.108181454, 0.13226138, -0.18859217, -0.17786084, 0.10761393, 0.16454493, -0.101017565, -0.0042238235, -0.045681562, -0.1956961, -0.039326258, 0.12645185, 0.08209508, -0.17214166, -0.07509988, 0.041241605) * go_1(0.0, 1.0); + result += mat4(-0.07397336, -0.16591343, 0.0638351, 0.024531474, -0.04121428, 0.0191009, -0.016413592, -0.014064089, 0.090364136, -0.0143463425, 0.051297646, 0.101621516, -0.046925794, 0.069780506, -0.08860432, -0.014824734) * go_1(1.0, -1.0); + result += mat4(-0.08310045, 0.016958017, -0.014437904, -0.07725209, -0.026139945, -0.11588651, 0.033243302, 0.027774323, 0.035300322, 0.174936, -0.052526426, -0.02398468, 0.17885078, -0.08415918, 0.06867816, 0.023926245) * go_1(1.0, 0.0); + result += mat4(0.055511482, 0.10107289, -0.062379345, 0.109069504, -0.0040129554, -0.01752944, 0.18135491, -0.06211896, 0.15972757, 0.20113245, -0.06507126, 0.11302289, -0.14081402, 0.12730065, 0.11747296, -0.021355543) * go_1(1.0, 1.0); + result += mat4(-0.08841883, -0.016391667, 0.0037979118, -0.106796, 0.07619703, 0.16686298, 0.088635504, -0.048563465, -0.05394817, -0.15386207, 0.16047399, -0.09080504, -0.10668314, -0.15818065, 0.033115778, 0.031520538) * go_2(-1.0, -1.0); + result += mat4(0.01633188, -0.030394198, 0.0029725977, 0.10274382, 0.062238634, -0.100709766, 0.041572776, 0.0568741, 0.008856757, -0.14608574, -0.14852396, -0.10276379, 0.12703411, -0.015127757, -0.12575223, -0.13331042) * go_2(-1.0, 0.0); + result += mat4(-0.031342633, 0.14848311, -0.12904146, 0.034422506, 0.039357357, 0.050679002, 0.06503631, 0.063406065, -0.010346032, 0.16099697, 0.006769406, 0.09577785, -0.0018684114, 0.042848136, -0.002991604, 0.005587025) * go_2(-1.0, 1.0); + result += mat4(0.035801984, 0.12931241, -0.0022342594, 0.018307745, 0.07702747, -0.12185176, -0.07709063, 0.015125713, -0.0011960526, 0.1140818, 0.10893219, -0.048285935, 0.15146717, -0.093633525, -0.08690155, 0.0803985) * go_2(0.0, -1.0); + result += mat4(0.080852866, -0.032541778, 0.116364524, 0.07989729, 0.0067703715, -0.012177273, -0.07982764, -0.0045678024, -0.04779687, -0.10998693, -0.024055414, -0.085992925, -0.119937465, 0.3472314, 0.1565224, -0.02053834) * go_2(0.0, 0.0); + result += mat4(0.114916876, -0.04891269, 0.103173085, 0.14804299, -0.034878302, -0.06205778, 0.057469137, 0.06792636, 0.013155392, 0.24438615, 0.23875354, 0.029985022, 0.12540671, 0.1593171, -0.041406173, 0.13131626) * go_2(0.0, 1.0); + result += mat4(-0.055608317, -0.011724937, 0.12645641, -0.077291526, -0.031136168, 0.19885689, -0.07979561, 0.21854846, 0.012208913, -0.17984846, -0.06909352, 0.034138173, -0.040021844, -0.11747884, 0.024365483, -0.00078131305) * go_2(1.0, -1.0); + result += mat4(0.052407045, 0.14146121, -0.16186738, -0.14332147, 0.17796749, 0.2403311, -0.101434335, -0.11113733, -0.06573204, 0.13941497, -0.014392969, -0.0060202163, -0.22008768, 0.24818769, 0.25274605, -0.07692249) * go_2(1.0, 0.0); + result += mat4(0.010145611, 0.09386053, 0.093780175, 0.09353351, -0.025648097, -0.031589564, 0.0150197605, 0.03715231, -0.15479125, -0.03264438, 0.21176213, 0.019200986, 0.004911368, 0.19266897, 0.01935736, -0.04114218) * go_2(1.0, 1.0); + result += mat4(0.053129405, -0.15921484, 0.0003864309, 0.09827425, -0.054169323, 0.06976963, 0.05310063, 0.010317169, -0.0468072, 0.20395218, -0.16632959, 0.060554396, 0.24564919, 0.2189468, -0.12793644, -0.18483198) * go_3(-1.0, -1.0); + result += mat4(-0.082494386, -0.1433939, 0.050049685, -0.3635514, 0.08438997, 0.1438989, 0.028363084, -0.1784714, -0.20042121, -0.0059182104, 0.095135674, -0.20745192, -0.27230132, 0.10656265, 0.09331211, -0.09988007) * go_3(-1.0, 0.0); + result += mat4(0.11487431, -0.055160172, -0.17928086, 0.0103181815, 0.031005684, 0.054106805, -0.06011703, 0.15056583, -0.092787445, -0.031473074, -0.12840845, 0.13332976, -0.032842558, 0.16832976, -0.13352585, -0.2415442) * go_3(-1.0, 1.0); + result += mat4(0.0584145, 0.10595881, -0.10753989, -0.10199688, -0.017936673, 0.11947298, -0.021989146, 0.21017475, -0.0648711, -0.20729136, -0.13821706, -0.039291058, -0.011472392, -0.16857262, 0.16062364, -0.0720233) * go_3(0.0, -1.0); + result += mat4(-0.113283016, -0.030152159, -0.01753151, -0.0002958871, 0.043837037, 0.081768855, -0.1745709, 0.114827335, 0.08412931, -0.09157743, -0.18770902, 0.15422468, -0.0048349043, 0.03311079, 0.27095637, 0.014000513) * go_3(0.0, 0.0); + result += mat4(-0.10381905, 0.07169773, -0.19069736, 0.17213592, -0.024624163, -0.006234784, 0.08938769, -0.11516081, -0.063434005, -0.15721959, 0.15561773, -0.050912045, 0.11003226, -0.13991411, -0.1300524, 0.04862886) * go_3(0.0, 1.0); + result += mat4(-0.032974396, 0.063625805, 0.049537376, -0.022988167, -0.01843721, -0.101040475, -0.056562204, 0.014531577, 0.004539358, 0.17242074, 0.10726271, -0.074500956, -0.17708772, 0.027675934, -0.059681445, -0.2764947) * go_3(1.0, -1.0); + result += mat4(0.005475852, 0.022774579, 0.07243921, 0.034401163, 0.11421145, -0.01111065, 0.041709334, -0.005682442, 0.103502244, 0.1585634, 0.0822138, 0.10464134, -0.30551413, 0.044623576, 0.12529698, 0.19838129) * go_3(1.0, 0.0); + result += mat4(0.10738428, -0.08327003, -0.15896958, 0.055716608, 0.036630616, -0.095512174, 0.12127086, 0.017237328, 0.07521648, 0.02619509, 0.09315012, -0.091806784, -0.17385966, 0.39460838, 0.16974619, 0.118519105) * go_3(1.0, 1.0); + result += mat4(0.02155818, -0.037706323, -0.031167481, 0.17740026, -0.10216859, -0.03835498, 0.063458204, -0.068242945, -0.076139286, -0.00688632, 0.26133075, 0.02907029, -0.098043405, 0.043967254, 0.038398016, -0.004577523) * go_4(-1.0, -1.0); + result += mat4(-0.03310849, 0.032241113, 0.03790139, -0.1506091, -0.06757023, 0.085145615, 0.051285, -0.18566431, 0.12794217, 0.13021192, -0.32284498, 0.057858843, -0.06994142, -0.08634674, -0.046662483, -0.13749412) * go_4(-1.0, 0.0); + result += mat4(-0.028267909, 0.1641077, -0.19964945, 0.023037154, -0.030063655, -0.091514915, -0.07767639, -0.02312143, 0.11070785, 0.15357333, -0.03830176, 0.10832436, 0.0443796, -0.09758842, 0.015634436, -0.06254477) * go_4(-1.0, 1.0); + result += mat4(-0.09528219, -0.19769864, 0.06703834, 0.09207281, -0.032106426, 0.093832366, -0.11258022, 0.05922724, -0.16998139, -0.0017481655, 0.17522462, 0.24669507, 0.052276075, 0.05705078, -0.044763424, 0.053217035) * go_4(0.0, -1.0); + result += mat4(0.18400073, 0.031144079, 0.19051228, -0.07425283, 0.19960524, 0.10420792, 0.009194873, 0.05656284, 0.1877819, 0.08194684, -0.087940305, 0.12211445, 0.17500238, -0.13317922, 0.11282426, 0.1984043) * go_4(0.0, 0.0); + result += mat4(0.12576003, -0.0002440954, 0.032564614, 0.1245738, -0.1214486, -0.21279162, 0.16659847, -0.08634447, 0.13377175, 0.14048073, -0.10597221, 0.015309535, -0.082563356, 0.03762967, -0.01799735, -0.012296961) * go_4(0.0, 1.0); + result += mat4(0.31534046, 0.050005008, 0.010082459, 0.12638511, 0.029427648, 0.012857332, -0.0011064942, 0.021489955, -0.10499517, -0.008449794, -0.09070462, 0.16598962, 0.045353167, -0.04171796, 0.03455617, 0.038862403) * go_4(1.0, -1.0); + result += mat4(0.32602155, 0.25541407, -0.06687199, 0.13391781, 0.034061424, 0.15604642, -0.07522289, -0.011375775, -0.06472148, -0.19092827, 0.14646617, 0.06597225, -0.09730722, 0.08544787, -0.053395346, -0.0874809) * go_4(1.0, 0.0); + result += mat4(-0.21732031, -0.25536, 0.16840498, -0.30361295, -0.032152392, -0.021982064, -0.16944127, 0.07402161, -0.25390545, -0.095749676, 0.032905534, 0.018307336, 0.13753782, -0.15032212, -0.013642775, 0.0014004963) * go_4(1.0, 1.0); + result += mat4(0.10093556, 0.04637517, -0.09635432, -0.05565759, -0.01704443, -0.10422182, -0.010117417, 0.051819284, 0.023235573, 0.30288386, -0.20176506, 0.15881899, -0.0073640156, -0.021833172, -0.091416284, -0.019484103) * go_5(-1.0, -1.0); + result += mat4(0.059036765, 0.0028422088, -0.00083876523, 0.10131841, -0.037765842, 0.020626187, -0.1472255, 0.03169631, 0.047914416, 0.1507232, 0.1537407, 0.45889926, -0.08799094, 0.06833399, 0.21760616, 0.043725714) * go_5(-1.0, 0.0); + result += mat4(-0.037861925, -0.17365238, 0.09285812, -0.008444125, 0.060449697, -0.042576265, -0.13006234, -0.045280218, 0.07202426, -0.37961534, 0.29990852, 0.017368209, -0.040687993, -0.090216674, -0.03596889, -0.10287738) * go_5(-1.0, 1.0); + result += mat4(0.056114856, 0.03898295, 0.0726793, -0.13897386, -0.15011202, 0.06493792, 0.0006375224, -0.035154995, -0.1419182, -0.14487775, 0.010234703, 0.09966922, -0.21430752, 0.19036353, 0.1385904, -0.16709355) * go_5(0.0, -1.0); + result += mat4(0.13767402, -0.009218388, 0.34366035, -0.020337667, 0.104603715, 0.02890772, -0.21139692, -0.07398855, -0.047926538, -0.030577378, 0.18128897, 0.15607865, 0.035373166, -0.08518856, 0.03877098, 0.056739412) * go_5(0.0, 0.0); + result += mat4(-0.23528527, -0.06553831, -0.17654425, -0.042807654, -0.0023833162, -0.078174345, -0.06520886, 0.108480416, -0.07252387, 0.05465845, -0.43291152, -0.035231944, 0.13130796, -0.010083894, -0.15207918, 0.015428884) * go_5(0.0, 1.0); + result += mat4(-0.026347723, -0.065349065, -0.083640285, -0.0015784341, 0.036224395, -0.096346684, -0.065972336, -0.10886569, -0.19007617, 0.086069055, 0.08958893, -0.09020663, 0.12338649, 0.08924214, -0.050577816, 0.07367879) * go_5(1.0, -1.0); + result += mat4(-0.09333362, -0.2623413, 0.299135, 0.24848375, 0.037386406, -0.15902545, -0.22746527, -0.054786585, 0.08274337, -0.0357205, 0.05564374, 0.00689044, 0.40519455, -0.33158177, -0.18638985, -0.04642836) * go_5(1.0, 0.0); + result += mat4(0.17579286, 0.11385604, -0.0686301, -0.07236356, -0.16359027, 0.07976716, 0.05401284, -0.086946845, 0.131031, 0.09545254, -0.31800562, -0.008303773, -0.05069259, 0.07527546, -0.045465626, 0.1128337) * go_5(1.0, 1.0); + result += vec4(-0.04240877, 0.019321874, -0.0019326283, -0.09129558); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09150374, 0.27307025, -0.29910362, -0.1348109, 0.22943531, -0.3949183, -0.5663888, 0.060001444, 0.10339246, -0.13657793, -0.07578187, 0.3050418, -0.06493081, 0.12776284, -0.38266462, 0.06579857) * g_0; + result += mat4(-0.07931592, -0.067593426, 0.3326977, 0.08658692, -0.15738702, -0.24143377, -0.24007297, 0.3272038, -0.23275268, -0.07847532, 0.3563628, 0.32067114, -0.23376603, 0.0073057627, -0.26839128, 0.009836977) * g_1; + result += mat4(-0.28198138, 0.32377273, 0.09081581, -0.086309046, -0.12054532, -0.462313, 0.0920237, 0.23586476, -0.021723233, 0.36585453, -0.00796165, -0.39974895, 0.29524347, -0.256584, -0.40205815, -0.19578406) * g_2; + result += mat4(-0.28249493, -0.11078143, -0.1662569, 0.2984389, -0.0067178444, 0.34377992, 0.32329297, -0.23714112, -0.18873024, 0.24639177, -0.18014365, -0.214034, 0.4113513, -0.30601293, 0.09141208, 0.047741897) * g_3; + result += mat4(-0.3642344, 0.4233032, -0.4503468, -0.11965398, -0.034085244, 0.18682572, 0.138233, -0.22629389, -0.08205921, 0.12951039, -0.07831761, 0.12225131, -0.08253673, -0.04149855, 0.1658926, -0.22672354) * g_4; + result += mat4(-0.19474551, -0.098459534, -0.026704386, 0.12555447, -0.14878166, -0.13216433, 0.106912896, -0.116285235, -0.102333605, -0.084978595, -0.1978574, 0.26760474, -0.16923113, 0.1709896, 0.324137, -0.0039849947) * g_5; + result += mat4(0.278326, -0.18800737, -0.4307119, 0.033457235, -0.36178744, -0.10627576, 0.108752854, -0.1976515, -0.03780597, -0.08123979, -0.12383117, 0.27845758, 0.17234688, 0.35611427, 0.20723963, -0.079292715) * g_6; + result += mat4(-0.5295802, 0.08056841, 0.1919099, -0.067211255, 0.41047558, 0.14845635, 0.29295865, 0.36605957, 0.1662992, 0.26510397, 0.2262399, 0.105923004, -0.42799288, -0.020592844, -0.09260191, 0.041266896) * g_7; + result += mat4(0.3346207, -0.1813917, 0.12152124, -0.10919295, 0.0510005, -0.03250092, 0.20248795, 0.05000007, 0.31189185, -0.5248881, 0.17411484, 0.50529236, -0.10991088, -0.055482015, 0.3692675, -0.08483728) * g_8; + result += mat4(-0.209644, -0.294786, -0.23882675, 0.15662841, 0.15820913, 0.090583235, 0.09068973, -0.038006596, -0.16551273, 0.056037854, 0.108854815, -0.46387982, 0.092163965, 0.053796794, -0.24753033, -0.022790147) * g_9; + result += vec4(-0.03865883, 0.02926021, -0.01725902, -0.013565478); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0040288265, -0.015393535, -0.07260242, -0.15472066, -0.19534549, -0.39122432, 0.16078798, -0.5742789, 0.15768866, 0.2655791, 0.15935476, -0.047498103, 0.064498045, 0.076590106, -0.4061225, 0.37775257) * g_0; + result += mat4(0.2614361, 0.017933317, 0.1832562, 0.06045294, -0.4276279, -0.10364118, 0.25701275, -0.19153634, -0.07767676, -0.04028147, 0.48517522, 0.04272645, 0.15032586, -0.009070223, -0.077463955, -0.30442774) * g_1; + result += mat4(-0.28623474, -0.23038289, 0.24896185, -0.0850123, 0.2147713, -0.04781785, -0.53589386, 0.18313637, 0.14259681, 0.010933099, -0.15293483, -0.3547061, -0.041572977, 0.12857276, 0.07659088, 0.41463402) * g_2; + result += mat4(-0.23288313, -0.10809953, 0.03761914, 0.11731379, 0.2614991, 0.30079544, 0.09526279, 0.60236603, -0.27493668, -0.059467852, -0.11954311, -0.1494763, 0.1530606, -0.06316779, -0.16075373, -0.19744329) * g_3; + result += mat4(-0.23136528, 0.15367796, -0.114170656, -0.075603075, 0.115280285, 0.065568104, -0.2712825, 0.08988661, 0.07555022, 0.20744222, -0.17012368, -0.070289165, -0.13714345, 0.047158517, -0.0038408411, 0.42667535) * g_4; + result += mat4(-0.023408122, 0.21510267, 0.048198875, -0.034309026, -0.4022738, 0.27354932, -0.3187103, -0.08941432, -0.39407676, 0.040392227, 0.30848974, 0.0047349343, 0.074711114, -0.0855602, -0.10068395, -0.29605198) * g_5; + result += mat4(-0.17653674, 0.079635404, -0.26055837, 0.02086439, 0.09741846, -0.30796355, 0.024595756, 0.004988738, -0.03251247, 0.06604017, 0.21450306, -0.11361557, 0.13276732, 0.14402844, 0.10751112, 0.028939316) * g_6; + result += mat4(0.28167632, 0.08593957, 0.08560364, 0.09389072, 0.06070772, 0.1481636, -0.2830234, -0.08872352, 0.08137253, -0.17761461, 0.06556175, 0.38331816, -0.04286456, 0.18249401, -0.015249578, 0.1113206) * g_7; + result += mat4(0.03386872, -0.16347472, 0.046639867, 0.2082717, 0.05713075, 0.22504792, 0.33825234, -0.1434717, 0.14420202, -0.31768665, -0.028941685, 0.295254, 0.07706925, -0.19025062, 0.25294247, -0.08384886) * g_8; + result += mat4(0.14903983, 0.07136475, 0.15917307, -0.11220863, -0.061577477, -0.24206571, -0.033777636, 0.19905542, 0.25331694, 0.28196925, 0.17308664, -0.20262258, 0.19050619, 0.059853118, -0.29986638, -0.48297527) * g_9; + result += vec4(0.012018454, 0.019300776, -0.029552516, -0.007941907); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x40 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.100268096, 0.23665515, -0.09436204, -0.28319857, -0.12872986, 0.08509328, -0.18415087, -0.03999439, 0.2617383, -0.15970403, -0.22670083, -0.03881397, 0.13375872, 0.16361052, -0.182056, -0.05152662) * g_0; + result += mat4(0.06983459, 0.05918782, 0.0019706702, 0.19103576, 0.0012266171, 0.16021517, -0.28444147, -0.08221082, -0.22690836, -0.28738838, -0.30523723, -0.06292484, -0.45787656, -0.4256781, 0.15011774, 0.19713745) * g_1; + result += mat4(-0.108251706, -0.09575882, 0.14541572, -0.023061674, -0.09192183, 0.20073768, 0.09588695, -0.12282409, 0.49980986, 0.035110943, 0.05705307, 0.1849613, 0.3072823, -0.2778156, -0.122733004, 0.23415174) * g_2; + result += mat4(-0.16456233, -0.29974493, 0.28406498, 0.25605485, -0.011572488, -0.08334007, 0.07203565, -0.094384134, 0.22027689, -0.21240151, -0.4200112, 0.12086537, -0.2557046, -0.21156469, 0.19297566, -0.122556984) * g_3; + result += mat4(-0.0512366, -0.21540374, -0.42458904, -0.14916559, -0.006133572, -0.047171656, 0.19129787, 0.22396603, 0.33921507, 0.12842081, 0.09855959, 0.12153268, 0.29035586, 0.36441955, -0.1877515, -0.13069488) * g_4; + result += mat4(0.13884968, -0.18599026, -0.252318, 0.06907854, -0.06035006, 0.09183405, -0.28984216, 0.09260213, -0.37774235, -0.0048559248, 0.0033081435, -0.2721911, -0.10626775, -0.000512303, -0.049684875, -0.032722652) * g_5; + result += mat4(-0.2273582, 0.1474099, -0.059321042, -0.15232776, 0.0116628725, -0.08633413, 0.05804712, -0.07626975, -0.10478975, 0.21511218, 0.41905594, 0.06739017, 0.30586454, -0.18381259, 0.09150968, 0.052257504) * g_6; + result += mat4(0.11706192, -0.22794026, 0.0827107, 0.08569464, -0.21939716, 0.45023325, 0.37169182, 0.042208318, 0.11287388, 0.32384142, -0.413992, 0.05821689, -0.3391042, 0.15291925, -0.36155325, 0.0664715) * g_7; + result += mat4(-0.34493464, -0.15583536, -0.14152767, -0.12836038, -0.09319977, 0.25707567, 0.14277849, 0.40507147, -0.031562362, 0.23948264, 0.1699104, 0.27782723, 0.08283791, -0.26529413, -0.106602244, -0.07465849) * g_8; + result += mat4(0.1887244, 0.252802, 0.32356924, 0.016438756, -0.08394548, -0.15049113, 0.04155357, -0.16676176, -0.31628004, 0.15818349, 0.095658414, -0.19542241, 0.07927821, 0.066871084, 0.09443255, -0.07224674) * g_9; + result += vec4(-0.0043032477, 0.009764352, 0.005997259, -0.007073129); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.028464707, -0.0076998044, -0.098759785, -0.12704554, 0.140781, -0.08847565, 0.12551343, 0.054319832, 0.039179612, -0.12079395, 0.0840237, -0.04765479, -0.0787157, 0.027072273, 0.032441992, 0.092848614) * go_0(-1.0, -1.0); + result += mat4(0.016368933, 0.08495167, 0.045507867, -0.017810903, -0.13693541, 0.07793141, -0.0847867, -0.02674938, 0.03917831, 0.0583348, 0.14067759, 0.05404356, -0.056053232, -0.08153035, -0.016500872, -0.09246647) * go_0(-1.0, 0.0); + result += mat4(-0.2207446, 0.09187981, 0.26351583, -0.10837247, -0.16074996, 0.021806644, 0.064383596, -0.100479834, -0.15344208, 0.029999373, 0.054487687, 0.024963278, 0.027253391, 0.044593908, 0.0028602716, 0.0068189986) * go_0(-1.0, 1.0); + result += mat4(-0.012270755, 0.17872953, 0.064162925, -0.009187634, -0.07101044, -0.15244298, 0.07641365, 0.045359824, 0.047280394, -0.11816058, 0.04818328, -0.06783152, 0.03312469, 0.09022799, 0.1502202, -0.15722868) * go_0(0.0, -1.0); + result += mat4(0.046646576, 0.06868044, 0.02820867, 0.21969767, 0.1243955, 0.26142406, -0.23144223, -0.08796293, 0.0398647, -0.062436674, 0.027423117, 0.13905616, -0.10112542, 0.016614847, 0.09284281, 0.10616967) * go_0(0.0, 0.0); + result += mat4(-0.11414351, -0.17635559, 0.23484671, 0.06690661, -0.05780663, -0.09876118, -0.0064057475, 0.190833, -0.07758326, 0.09217876, 0.1301408, 0.05124073, -0.0033208567, 0.10413071, -0.10017004, -0.18671247) * go_0(0.0, 1.0); + result += mat4(0.076304704, 0.031909514, -0.16726097, -0.044897225, -0.09151517, -0.08688521, 0.10994057, 0.098014385, 0.11175995, -0.07900182, -0.07106507, 0.09704293, 0.036083866, 0.1263971, 0.016215103, -0.047700983) * go_0(1.0, -1.0); + result += mat4(-0.28958046, 0.050771553, -0.0023323307, 0.0675595, -0.04316364, 0.044133425, -0.18150502, -0.0850111, 0.006924408, -0.06393128, 0.10205554, 0.15342334, 0.054154534, 0.022624893, 0.010953078, 0.13673723) * go_0(1.0, 0.0); + result += mat4(-0.03409413, 0.028405178, -0.05127796, -0.034043357, -0.0270218, 0.09640163, 0.11765684, 0.09158879, 0.06125932, 0.0020331615, -0.071551085, -0.10743251, 0.045237638, 0.013760218, -0.11425174, -0.01588719) * go_0(1.0, 1.0); + result += mat4(0.058918588, 0.009444897, -0.047927774, 0.09019786, 0.043345723, -0.023809604, -0.038707208, 0.028489659, 0.06825553, 0.0654595, -0.054454252, 0.024170533, -0.0630477, 0.063538656, -0.17238533, 0.068992056) * go_1(-1.0, -1.0); + result += mat4(-0.106661834, 0.1729409, -0.017353304, 0.1547866, -0.077660635, -0.13269295, -0.009888048, -0.100246325, -0.07955747, -0.07415859, 0.13797416, 0.007907938, -0.17988227, -0.035715256, -0.1665264, 0.017300867) * go_1(-1.0, 0.0); + result += mat4(0.012326813, 0.081755504, 0.09083725, 0.14236847, -0.06723204, 0.16559705, -0.019120784, 0.031893797, -0.043700054, -0.0021675762, -0.20446324, -0.04587342, 0.112972125, 0.13510054, -0.056528084, -0.14940956) * go_1(-1.0, 1.0); + result += mat4(0.1754108, -0.087218195, -0.11325469, -0.16805157, -0.1142211, 0.17406312, -0.059973314, -0.10717304, 0.18472707, -0.012734006, -0.007386818, -0.02337229, 0.0022313017, -0.08310493, -0.144318, -0.040679064) * go_1(0.0, -1.0); + result += mat4(-0.11436214, -0.032701626, 0.10555086, 0.097844794, 0.042062867, -0.06411445, -0.22296551, -0.02218468, -0.12138648, -0.219672, -0.027106086, 0.16117609, 0.4029761, 0.2874066, -0.24300526, -0.13958555) * go_1(0.0, 0.0); + result += mat4(0.19136569, -0.16899914, 0.28855026, 0.01604013, 0.23858279, 0.017443515, 0.116519265, -0.14106062, 0.2628952, 0.04199648, -0.15968476, -0.13577467, -0.26726186, 0.16894239, 0.1161797, 0.22232126) * go_1(0.0, 1.0); + result += mat4(0.03433782, -0.4377368, 0.07592228, 0.050765358, 0.016779365, -0.2814908, -0.054651145, 0.14099401, 0.009071582, -0.077537715, 0.03849815, 0.10649713, 0.13704073, -0.0066545433, 0.021307606, -0.020097127) * go_1(1.0, -1.0); + result += mat4(-0.07976216, 0.23822626, -0.17063715, 0.20297636, 0.023039242, 0.06014194, -0.15967317, 0.08240807, 0.009169198, 0.07917161, -0.054458518, 0.040417165, -0.04217864, -0.30155832, 0.0045507564, 0.31573528) * go_1(1.0, 0.0); + result += mat4(0.2465092, -0.18369976, 0.21851197, 0.09743678, -0.011960415, -0.008661719, 0.016011793, -0.08833815, -0.07458915, 0.11310172, -0.067554794, -0.051886413, -0.05756129, -0.05044447, -0.049218442, -0.1251358) * go_1(1.0, 1.0); + result += mat4(-0.105254, -0.060052536, -0.068924, -0.032004643, 0.09716229, -0.0237528, 0.0020337559, -0.09548248, 0.015624795, 0.018132908, -0.083482854, 0.069631234, -0.12218026, -0.016112767, -0.121688485, 0.006671939) * go_2(-1.0, -1.0); + result += mat4(0.060343012, 0.07173265, 0.033514615, -0.035466213, 0.06612058, 0.045815025, 0.015730558, -0.0010985638, 0.0484444, 0.045952056, -0.16152261, 0.052448895, -0.06334492, 0.07493364, 0.047932435, -0.030090101) * go_2(-1.0, 0.0); + result += mat4(0.11831878, -0.10772223, 0.10751084, -0.046449114, -0.15613122, -0.104276486, 0.1560631, 0.097843975, 0.09562602, -0.021978563, -0.21964736, -0.041462947, 0.0047826758, -0.032129213, 0.0023565618, -0.07376749) * go_2(-1.0, 1.0); + result += mat4(-0.15722834, -0.02632728, -0.17637573, -0.016288143, 0.011352041, 0.17230697, -0.05609241, 0.009408289, -0.06377007, 0.047789995, -0.0070850886, 0.034160197, -0.06458776, 0.07284792, 0.015426501, -0.23143877) * go_2(0.0, -1.0); + result += mat4(0.16319363, -0.025108967, -0.11674793, -0.009718719, -0.24873121, -0.10892215, 0.028181374, 0.2013077, -0.28780007, 0.09197797, -0.19682473, 0.093545504, 0.16686925, -0.042942066, 0.028844355, -0.24561931) * go_2(0.0, 0.0); + result += mat4(0.02991238, -0.11548832, -0.10701962, -0.01710372, -0.12132859, -0.06009217, -0.023218688, 0.10426464, -0.028997114, 0.004257648, 0.15071645, 0.03490751, -0.085863, -0.09392611, 0.050106034, 0.07477858) * go_2(0.0, 1.0); + result += mat4(-0.052695, -0.027481645, -0.05693278, 0.13416721, -0.08503671, 0.10108925, 0.084225155, 0.046710003, 0.08953068, -0.019499833, -0.006807835, -0.06288796, -0.1796082, 0.07454893, 0.01883766, 0.19803225) * go_2(1.0, -1.0); + result += mat4(0.04731733, 0.019041717, 0.11986274, 0.04895554, 0.13460037, 0.09323725, -0.08101143, -0.1452532, -0.03448016, -0.014483966, 0.0044403495, 0.216204, 0.034118585, 0.07380492, -0.08073832, -0.043065764) * go_2(1.0, 0.0); + result += mat4(0.031919103, 0.09095364, 0.053522676, 0.016255917, -0.08083637, -0.04807174, 0.053042952, -0.05141583, 0.081504606, 0.042846117, 0.03303765, -0.1883798, -0.0036450704, -0.12002698, -0.1244, -0.080678105) * go_2(1.0, 1.0); + result += mat4(-0.16122584, -0.008212501, -0.05120157, -0.022778573, -0.053276125, -0.042286847, -0.17664416, -0.12954712, -0.0761379, 0.07720356, 0.121285215, 0.057230424, 0.12885493, 0.05540465, -0.10127235, -0.1046722) * go_3(-1.0, -1.0); + result += mat4(0.0059682084, 0.058793347, -0.06450121, 0.029610962, 0.07985826, -0.022933831, -0.08538027, -0.23693174, -0.18352564, -0.14361037, 0.14683245, -0.17059821, 0.24653074, -0.10358226, -0.18449867, 0.28826568) * go_3(-1.0, 0.0); + result += mat4(0.109402634, -0.17495593, 0.02872942, -0.26577842, -0.010520629, 0.0257475, -0.019649142, -0.0042494787, 0.0977922, -0.035693713, -0.16548857, -0.14473264, 0.10279481, -0.03761352, 0.08277982, -0.054506484) * go_3(-1.0, 1.0); + result += mat4(0.07834562, -0.13401975, -0.06554887, 0.0344188, -0.005033, -0.13738358, -0.08895871, -0.17375943, 0.008980332, 0.17845936, -0.031673137, -0.032780677, -0.17496772, -0.06567684, -0.0879067, -0.17833589) * go_3(0.0, -1.0); + result += mat4(0.08132115, 0.14785478, -0.058087964, -0.142158, -0.15369953, -0.15217854, -0.19941473, 0.034333754, -0.19056644, -0.09883329, 0.20173714, 0.07546254, -0.06873401, 0.024350522, -0.22705045, 0.09726326) * go_3(0.0, 0.0); + result += mat4(-0.061119404, 0.1498806, 0.18721437, 0.011330382, -0.015643744, 0.07533644, -0.022020899, -0.076170765, 0.07889519, -0.14315721, 0.04101124, -0.011181962, -0.19103004, -0.14469305, -0.02276792, 0.015672136) * go_3(0.0, 1.0); + result += mat4(-0.1616954, -0.14240324, 0.020345474, -0.028972428, 0.029273145, -0.06964966, -0.12913519, -0.050227784, 0.16789235, -0.013613857, 0.084663846, -0.15132128, 0.10895483, -0.20322122, -0.09307093, -0.0062330775) * go_3(1.0, -1.0); + result += mat4(-0.05225281, 0.066603184, 0.031096019, -0.09310155, 0.14514507, -0.009998913, 0.033743512, -0.13563685, -0.021589456, 0.32727543, 0.0035744726, -0.21270075, -0.017812472, -0.04773592, 0.052216113, 0.08413973) * go_3(1.0, 0.0); + result += mat4(-0.09710154, -0.07446958, -0.042560603, 0.010112269, 0.09633226, -0.12927702, 0.05526002, -0.009550226, -0.15989332, 0.09077396, 0.26300862, 0.13470653, -0.0029948365, -0.05834304, -0.085342124, 0.010376505) * go_3(1.0, 1.0); + result += mat4(-0.03393304, 0.03905722, 0.064385764, 0.026455093, 0.11423048, 0.1109991, 0.2512801, -0.00018190061, -0.119585566, 0.019256035, 0.17137274, -0.03141496, 0.10388094, 0.014761465, 0.01792128, -0.048041224) * go_4(-1.0, -1.0); + result += mat4(0.056538835, -0.044805653, 0.088352054, -0.040668774, 0.07658913, 0.25435007, -0.103390075, -0.16600297, 0.0570918, 0.10878821, -0.09427662, -0.020814264, 0.095397346, -0.022407921, 0.04603558, 0.08292191) * go_4(-1.0, 0.0); + result += mat4(-0.18320225, 0.014180938, 0.12366831, -0.037870515, -0.123277426, -0.104366444, -0.03690819, 0.055727687, -0.060254056, 0.105991386, 0.053059157, -0.05825196, -0.047167964, -0.05536192, -0.18967348, 0.07715401) * go_4(-1.0, 1.0); + result += mat4(-0.061500985, 0.023106435, 0.08949974, 0.05603795, -0.1613715, -0.11446802, 0.012662355, -0.15974553, -0.34093174, -0.13919024, 0.06844236, 0.12359827, 0.062890425, -0.04880532, 0.14354451, -0.13378207) * go_4(0.0, -1.0); + result += mat4(-0.057209305, 0.028597657, 0.12902237, 0.06997324, 0.22331005, 0.2792173, -0.052616224, -0.13297799, -0.033562534, 0.14029196, -0.1783528, -0.0053741536, -0.29229236, -0.06684428, -0.10517437, 0.21203697) * go_4(0.0, 0.0); + result += mat4(0.10947225, -0.06931686, -0.14889559, -0.085129574, 0.06926651, -0.10544586, 0.1296569, 0.09153423, -0.20934357, 0.122589186, -0.058906972, -0.07838707, 0.17665568, 0.2367453, -0.0015753311, -0.060034733) * go_4(0.0, 1.0); + result += mat4(-0.062648535, 0.16448666, 0.022529785, -0.098661594, -0.051497877, -0.019073786, -0.0044184057, -0.0136231575, -0.018079886, 0.021235423, -0.15162809, -0.24303406, -0.11024918, -0.014827531, 0.0070990776, -0.047530305) * go_4(1.0, -1.0); + result += mat4(-0.13215098, 0.04323701, -0.124653995, 0.031014644, 0.2403102, 0.054318085, -0.113241635, 0.03494056, 0.14895897, 0.22553281, -0.039462954, 0.0036292854, 0.10496238, 0.40768668, -0.17489201, -0.21029839) * go_4(1.0, 0.0); + result += mat4(-0.12505935, 0.033010297, -0.07171161, -0.13023305, 0.13043536, 0.07766028, 0.043315243, 0.00273432, 0.010559837, 0.2449146, 0.103413016, 0.061280526, 0.019433588, 0.09705379, 0.1413594, 0.21677981) * go_4(1.0, 1.0); + result += mat4(0.17339379, 0.07445689, 0.047527492, 0.04073989, 0.16571555, 0.094307356, 0.05570808, 0.050082114, 0.26008093, 0.0011750524, -0.056953136, 0.023889272, 0.07920375, -0.15462793, -0.10859703, 0.22225638) * go_5(-1.0, -1.0); + result += mat4(-0.14460795, -0.23120734, 0.09880609, 0.008740065, -0.08394352, -0.07484427, 0.15508145, 0.08163845, 0.0001757717, -0.035541482, -0.118501745, -0.018500883, 0.1785295, 0.24038094, -0.102198996, 0.2523893) * go_5(-1.0, 0.0); + result += mat4(-0.17098859, -0.07872716, 0.0038054434, 0.08042515, -0.117264174, -0.041794434, -0.13579053, -0.20424524, 0.059450265, 0.040410843, 0.16315247, 0.0324009, 0.114713356, 0.017386664, -0.14457619, -0.21004651) * go_5(-1.0, 1.0); + result += mat4(-0.066141926, 0.15882061, 0.13307483, 0.114355765, -0.07900095, -0.156907, -0.037288003, -0.14757472, -0.010197741, 0.052261543, -0.11223866, -0.0031431175, -0.07645977, 0.13810956, -0.13983661, 0.19276282) * go_5(0.0, -1.0); + result += mat4(-0.24525023, -0.2165669, -0.06156368, -0.020571185, 0.28487962, -0.13734438, -0.14961216, -0.26031163, -0.039832775, -0.14188278, 0.0017960059, -0.11811938, 0.049912933, 0.13938166, -0.1890474, -0.13010345) * go_5(0.0, 0.0); + result += mat4(0.086862795, 0.13455878, -0.06575038, 0.010967355, 0.31994078, 0.065179855, 0.09303991, -0.111216314, -0.023312982, -0.0056160437, 0.10833287, 0.123307824, 0.12041721, -0.016003655, -0.060148813, -0.21671617) * go_5(0.0, 1.0); + result += mat4(0.3597002, -0.13594855, -0.22724168, 0.08974383, -0.101636834, -0.046170574, -0.06452495, 0.0619337, -0.0379112, 0.05345647, -0.0062067215, -0.13294907, -0.039528616, -0.110734314, -0.09750029, 0.083113104) * go_5(1.0, -1.0); + result += mat4(0.103449695, 0.3424504, 0.045992997, -0.21983469, 0.06994479, 0.004806882, 0.019098198, -0.119197115, 0.08848508, -0.039956793, 0.23169635, 0.04660099, -0.06981954, -0.051656332, -0.24439722, 0.03596607) * go_5(1.0, 0.0); + result += mat4(-0.06712761, -0.00913006, -0.036801785, -0.03777065, 0.0730815, 0.09828279, -0.18643986, 0.027277572, -0.0159672, -0.0015596154, -0.23985957, -0.0040241885, -0.16967058, -0.058974106, -0.094192326, 0.1336856) * go_5(1.0, 1.0); + result += vec4(-0.076249816, 0.07466298, -0.051554482, -0.11264957); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.106834725, 0.18024336, -0.027624073, -0.06300384, 0.013369189, 0.10998351, 0.07253877, 0.0065344926, -0.008734026, 0.048019607, -0.003248937, -0.047845103, -0.07095922, 0.012949799, 0.030568307, 0.15588635) * go_0(-1.0, -1.0); + result += mat4(-0.049377117, 0.0033155335, -0.038582377, 0.013099166, -0.051002443, 0.07695772, 0.12755409, 0.06646013, 0.10287292, -0.008030997, 0.059517276, 0.118444875, -0.026919635, 0.09400291, -0.17555143, 0.016028926) * go_0(-1.0, 0.0); + result += mat4(0.03425934, 0.09273214, 0.014711443, -0.0694573, 0.04459762, 0.010852803, -0.098513305, -0.056785677, -0.13676372, -0.030752834, -0.007839484, -0.05978732, -0.061603706, 0.052086987, -0.072405905, -0.026566304) * go_0(-1.0, 1.0); + result += mat4(-0.058037378, 0.023209494, 0.07073123, 0.020005, -0.1177162, 0.13493189, 0.019038215, 0.06115233, -0.13919368, 0.12740569, -0.012965469, -0.07058033, 0.21871229, -0.068229064, -0.11406179, -0.12661217) * go_0(0.0, -1.0); + result += mat4(-0.097219005, -0.12651765, 0.21862286, 0.103037514, 0.11405085, 0.22731417, -0.1130025, -0.04877183, 0.1175796, 0.17782913, 0.057885252, -0.31179765, -0.17180386, 0.059727516, 0.17149255, -0.006370171) * go_0(0.0, 0.0); + result += mat4(0.060737263, 0.1149685, 0.1667211, -0.08434202, 0.018612696, 0.032902695, 0.038428612, -0.07943687, 0.11031175, 0.014294415, -0.11065108, 0.019858751, 0.04304977, 0.05111388, -0.10061939, -0.019913884) * go_0(0.0, 1.0); + result += mat4(0.022282364, 0.038233023, -0.002318897, 0.037901033, -0.114537284, 0.09081674, -0.07027963, -0.106004134, -0.13187332, 0.06433914, 0.06291799, 0.09183923, 0.026283145, -0.011141791, 0.13830143, -0.059647586) * go_0(1.0, -1.0); + result += mat4(0.026679164, -0.14001994, 0.071175724, -0.010935805, 0.02904883, -0.0839738, 0.10077412, -0.101220585, -0.16763939, -0.037594456, 0.07087901, 0.015410247, 0.08040373, -0.015504971, 0.14327593, 0.07826331) * go_0(1.0, 0.0); + result += mat4(-0.004693859, 0.17341207, -0.0952323, -0.12170305, -0.03480792, -0.01807752, -0.019611124, 0.17014018, 0.033898324, 0.08534683, 0.05537514, -0.093239665, 0.09018517, 0.117878705, 0.025285356, 0.10122994) * go_0(1.0, 1.0); + result += mat4(0.10368713, 0.027397113, -0.059444696, 0.08615468, -0.118322514, 0.20012859, -0.03950898, -0.039341822, -0.051778354, -0.07006863, 0.112342045, 0.06571937, -0.17064667, 0.08475915, -0.04536611, 0.08702029) * go_1(-1.0, -1.0); + result += mat4(-0.012360674, 0.07656913, 0.0848132, -0.2725906, -0.11390571, 0.03258462, -0.10729077, -0.16543134, 0.020651866, -0.030859482, -0.14126211, -0.10496892, -0.1099864, 0.0991522, 0.026140317, 0.13303608) * go_1(-1.0, 0.0); + result += mat4(0.08209687, -0.067372896, 0.13914725, 0.20619772, 0.019196827, 0.14682962, 0.0072439536, 0.024154488, 0.09306064, 0.09079697, -0.039169356, -0.12485728, 0.06439077, -0.020644344, -0.0035471297, 0.056672096) * go_1(-1.0, 1.0); + result += mat4(0.026242072, 0.18251725, -0.15819614, -0.1048932, -0.23641023, 0.1916822, -0.06100835, -0.1605201, 0.07151288, -0.08362524, 0.026452186, -0.08272424, -0.17491712, 0.16357106, -0.22656876, -0.0852402) * go_1(0.0, -1.0); + result += mat4(0.25432497, -0.3179174, -0.20754787, -0.19132249, -0.00055361754, 0.016532842, 0.12478896, -0.06314577, -0.083694994, 0.022240356, 0.08619687, -0.035636988, 0.32484248, -0.17462182, 0.024408465, -0.353279) * go_1(0.0, 0.0); + result += mat4(-0.16208933, -0.22242436, 0.13512996, 0.10687675, 0.03342475, -0.006337535, 0.094075486, 0.21253215, 0.022004139, 0.31110993, 0.08099112, -0.15806697, -0.054819234, -0.2751204, -0.12101108, 0.03239614) * go_1(0.0, 1.0); + result += mat4(0.022792386, -0.02752982, -0.30862072, 0.16691506, -0.11619298, 0.14244734, -0.062969424, -0.028059227, -0.012788347, 0.01715417, 0.0024341452, 0.023399662, -0.060552727, -0.036958337, -0.06770959, -0.01009437) * go_1(1.0, -1.0); + result += mat4(0.029661844, -0.050902784, -0.017142536, -0.15507418, -0.029210325, 0.011607694, -0.07789076, -0.22111364, -0.17677039, -0.019451384, 0.026977273, -0.10413249, -0.4368749, -0.25416267, -0.03914208, -0.051825944) * go_1(1.0, 0.0); + result += mat4(0.103459194, -0.18992494, -0.068039134, 0.25649327, -0.16803737, 0.019372506, -0.05886651, -0.06154365, -0.16578822, -0.056754623, -0.002147329, 0.07532936, 0.031057874, 0.050599203, 0.07240444, -0.1410561) * go_1(1.0, 1.0); + result += mat4(-0.0586574, 0.026906572, -0.011746404, 0.10076384, 0.13755976, -0.13861628, 0.029709747, -0.11754726, -0.17200297, 0.098927505, -0.024392992, 0.16481781, 0.037462868, 0.033325523, -0.07555307, 0.2181384) * go_2(-1.0, -1.0); + result += mat4(0.1581431, -0.10072426, 0.07533967, 0.039553873, 0.08723691, -0.12836275, 0.22338805, -0.11436044, 0.0024439641, 0.08847533, -0.12207052, 0.18953556, -0.10175764, 0.15430617, -0.03604781, -0.071290806) * go_2(-1.0, 0.0); + result += mat4(-0.057867028, -0.11391012, 0.07945617, 0.040399376, -0.014624698, -0.054960378, -0.0994919, -0.06482592, -0.06905486, 0.045492437, 0.0668309, 0.034522235, 0.060679086, -0.0356498, -0.0033573967, -0.054480232) * go_2(-1.0, 1.0); + result += mat4(0.03386215, 0.09717318, -0.14660215, -0.051792927, -0.07220533, -0.1254424, 0.26169837, 0.17314412, 0.17797379, -0.021019243, 0.026199821, -0.07956899, 0.16637664, -0.03227029, 0.052336816, -0.12380936) * go_2(0.0, -1.0); + result += mat4(0.15810388, -0.17028685, -0.08264267, 0.027713222, -0.09655758, -0.03233345, 0.09400583, 0.009685348, 0.06812867, 0.40837774, -0.08880642, 0.059928026, 0.101455815, -0.0036855226, -0.015825639, -0.013063323) * go_2(0.0, 0.0); + result += mat4(-0.17800288, -0.11709777, 0.035400074, -0.015935183, -0.12982886, -0.034546383, -0.0525387, 0.20225286, 0.14220522, 0.061377823, 0.00014960035, 0.13865508, -0.06169547, -0.21942186, 0.22486074, 0.18510453) * go_2(0.0, 1.0); + result += mat4(-0.06434197, -0.039698705, 0.1243853, 0.007825078, 0.18512134, -0.07974655, 0.0105988905, 0.012806189, -0.12235224, 0.07689711, -0.029549513, -0.026154809, -0.028524537, -0.031428084, -0.100929715, -0.0155503135) * go_2(1.0, -1.0); + result += mat4(-0.15794489, -0.079684526, -0.10408266, 0.07326438, -0.04324642, -0.025686411, 0.014985363, -0.02932256, 0.111112125, 0.009606888, 0.10593714, 0.030467978, 0.085972294, 0.09065103, -0.07246925, -0.056814115) * go_2(1.0, 0.0); + result += mat4(0.05297169, 0.15008958, -0.05353517, -0.127785, -0.08239153, -0.01947914, -0.053309202, 0.07587591, 0.04076727, -0.004745353, 0.051420934, 0.03044254, -0.12723267, -0.120072745, -0.012252604, -0.03744495) * go_2(1.0, 1.0); + result += mat4(0.06482235, -0.0017201633, -0.012050286, 0.04936528, 0.115742385, -0.054320365, -0.08183828, -0.023505857, -0.051401738, 0.0067414865, 0.009670556, 0.06426094, 0.03947468, -0.10321029, -0.08444622, 0.052993495) * go_3(-1.0, -1.0); + result += mat4(-0.07336029, -0.16233058, -0.1164956, 0.045084342, 0.0014198005, -0.17943895, -0.023768071, -0.1663619, -0.025011042, 0.026148485, 0.013759884, -0.098297365, 0.016210366, 0.007079621, 0.11841153, 0.1753525) * go_3(-1.0, 0.0); + result += mat4(-0.033714242, -0.06668379, -0.028439678, 0.1648063, -0.0045653633, -0.05041868, 0.041000497, 0.02003046, 0.068131685, 0.07523978, 0.11634907, -0.06306194, 0.025750818, -0.10319425, 0.047172576, -0.10844465) * go_3(-1.0, 1.0); + result += mat4(-0.03303053, 0.110286005, -0.042665612, -0.06289726, 0.14258501, -0.05801775, -0.008891718, 0.024476971, 0.20997447, -0.1037112, 0.12633593, 0.014187738, -0.1353714, -0.08789717, -0.13295253, 0.29773507) * go_3(0.0, -1.0); + result += mat4(0.10294873, -0.1851888, 0.040836353, -0.079780325, 0.009049964, 0.061067987, -0.037473653, -0.12858227, -0.00080504594, 0.0063723954, -0.19619246, 0.23210151, 0.13132347, -0.29248238, -0.012305572, 0.14175442) * go_3(0.0, 0.0); + result += mat4(0.077941544, 0.059704628, -0.026057182, 0.021592934, -0.046874024, 0.031435635, 0.027889056, 0.062328063, -0.086727776, -0.015051202, 0.012940123, -0.06695087, 0.0508335, 0.07990172, 0.031115033, -0.09544595) * go_3(0.0, 1.0); + result += mat4(-0.14133973, -0.05130327, -0.05639438, 0.028651359, 0.22145109, -0.21857488, -0.15814364, 0.114126325, 0.2408882, -0.02402865, 0.056457262, 0.0629091, 0.051337942, 0.032496497, -0.05894634, 0.254206) * go_3(1.0, -1.0); + result += mat4(0.0016876322, 0.07454677, 0.114835136, -0.049408637, -0.072120376, 0.1705347, -0.16119072, 0.045600023, 0.21098119, 0.24293563, -0.13509166, 0.012116296, -0.12684636, 0.0523889, -0.08996256, -0.0686311) * go_3(1.0, 0.0); + result += mat4(0.06702132, -0.026396574, 0.09228047, -0.0034695766, -0.021874752, -0.07655685, -0.024474055, -0.15055239, -0.054425523, -0.09083406, -0.06557004, 0.051595543, -0.03305109, 0.008586375, 0.017779024, -0.11461731) * go_3(1.0, 1.0); + result += mat4(-0.03307554, -0.06281204, -0.07496353, -0.13381115, 0.036915727, -0.17340642, 0.10644906, 0.00012516085, -0.060911283, 0.039559897, -0.1967895, -0.13985567, 0.14165276, -0.15532759, 0.06485333, -0.03891259) * go_4(-1.0, -1.0); + result += mat4(0.024623636, -0.10563493, -0.01394589, 0.0113245975, 0.054890133, -0.14683317, 0.0576108, 0.15072542, -0.038304873, -0.0022316955, 0.18873039, -0.060015254, 0.11154627, -0.02622966, 0.0042637973, 0.055653475) * go_4(-1.0, 0.0); + result += mat4(-0.093863666, 0.019430112, -0.038862027, -0.14432994, 0.02456244, -0.17731488, 0.04138056, 0.058279395, -0.06814862, -0.020570546, 0.00065091706, -0.025593719, -0.10529772, -0.038274746, -0.07037789, -0.017955577) * go_4(-1.0, 1.0); + result += mat4(-0.0851937, 0.030014474, 0.1698261, 0.020931602, 0.053171065, -0.068494216, 0.018686758, 0.089620255, -0.09194484, 0.1438787, 0.09940187, -0.076496385, 0.04232349, -0.030840885, 0.16399838, 0.020260496) * go_4(0.0, -1.0); + result += mat4(0.08122571, 0.08767448, -0.21170379, 0.19122678, 0.029970447, 0.07195186, -0.012424588, 0.19985774, 0.123004064, -0.13519633, 0.068968706, 0.06648504, -0.19634406, 0.023143137, -0.07472079, 0.28444788) * go_4(0.0, 0.0); + result += mat4(0.122882634, 0.122906245, -0.0851795, 0.010272538, -0.091251366, 0.09492852, 0.083030395, -0.08250826, -0.20424134, -0.19424644, -0.054201532, -0.038991813, 0.045982555, 0.3397998, -0.1204989, -0.24832137) * go_4(0.0, 1.0); + result += mat4(0.16821183, 0.011305718, 0.20207065, 0.095515184, 0.042116765, 0.20686843, 0.15248151, 0.021219853, 0.07469842, 0.09721156, 0.19753139, 0.07255913, 0.04181145, 0.09630732, 0.0036390945, -0.029491683) * go_4(1.0, -1.0); + result += mat4(0.03455011, -0.053190827, -0.08367929, -0.11187188, 0.05652753, -0.16741751, -0.09772033, -0.0954943, 0.06448563, 0.06716266, 0.04133831, 0.10973916, 0.5054512, 0.20122768, -0.14347143, 0.03383006) * go_4(1.0, 0.0); + result += mat4(-0.00027249692, 0.11114471, 0.033320926, -0.035830263, 0.04158059, 0.018917672, 0.07155404, -0.019937448, 0.1088646, 0.09364122, 0.06764142, -0.0248769, 0.007933269, -0.04785583, 0.016699005, 0.09242855) * go_4(1.0, 1.0); + result += mat4(0.123951405, -0.09898866, -0.12562813, -0.05182043, -0.1528828, 0.0051535643, 0.017996375, 0.105495945, 0.13044296, 0.019226039, 0.072746694, -0.16398475, 0.15856469, -0.047138795, 0.4050184, -0.3016584) * go_5(-1.0, -1.0); + result += mat4(-0.074630626, 0.012780617, -0.21393219, -0.06545489, -0.012734723, 0.060796153, -0.23992276, 0.23205769, 0.0564601, -0.13263687, 0.17939384, -0.22738916, 0.28362492, -0.26928297, 0.030191405, 0.15930773) * go_5(-1.0, 0.0); + result += mat4(0.037925556, -0.027558923, -0.038443957, 0.096311405, 0.130506, 0.025539404, 0.16404447, 0.10534218, 0.084355734, -0.060958024, 0.06566972, 0.050011195, -0.10619651, 0.12924303, -0.09983825, 0.013296667) * go_5(-1.0, 1.0); + result += mat4(-0.0900194, -0.03988999, -0.04922987, 0.057099067, 0.009509885, 0.13328543, -0.13821216, -0.096323445, -0.123524725, -0.08846302, 0.011430991, -0.0022311457, 0.21333455, 0.13512893, -0.14221409, 0.21651462) * go_5(0.0, -1.0); + result += mat4(-0.10510396, -0.03496734, 0.02728204, -0.023457753, 0.2211027, -0.114457466, -0.057317328, -0.033660043, -0.05826504, -0.3067388, 0.18658683, -0.2569707, 0.12728155, 0.21021031, 0.0016321868, -0.2241057) * go_5(0.0, 0.0); + result += mat4(0.11707437, 0.038405795, 0.115914926, -0.13734217, 0.1966143, 0.11888877, 0.14537278, -0.23218197, -0.07190851, -0.056910247, 0.08407676, -0.012281164, 0.15056735, 0.27459544, -0.15899052, -0.25952014) * go_5(0.0, 1.0); + result += mat4(0.1686332, -0.04361177, -0.14889196, -0.19178064, 0.0467949, 0.011791658, 0.09221666, 0.037405606, 0.015332817, 0.07552529, 0.11025044, 0.05628346, 0.18186994, 0.11332812, -0.018669184, 0.082112476) * go_5(1.0, -1.0); + result += mat4(0.18370725, 0.29005066, 0.017441573, 0.29143426, 0.08587358, 0.018103257, -0.10711215, 0.13872367, -0.14781004, 0.015936527, 0.053144645, -0.038545102, 0.030254137, 0.040837962, -0.034891758, 0.0966979) * go_5(1.0, 0.0); + result += mat4(0.024307111, -0.007671845, -0.043741602, 0.096127465, 0.15333822, 0.026735064, -0.04555884, -0.07535962, -0.10231854, -0.079852626, -0.08178878, -0.03838594, -0.03415992, 0.017432451, 0.118129976, -0.16443917) * go_5(1.0, 1.0); + result += vec4(-0.0041193813, 0.015008556, 0.06934586, 0.008602586); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.26761916, -0.24422711, 0.21467628, -0.14429939, -0.16867152, 0.019657448, 0.13460818, -0.20023769, -0.11340837, 0.08858731, -0.13437305, -0.35356593, -0.166875, -0.3335764, -0.30487195, -0.18249014) * g_0; + result += mat4(0.0103351595, 0.019523615, -0.085381895, 0.023507696, -0.06509177, -0.17890798, -0.106904104, 0.4792868, -0.16292045, 0.010498117, 0.119574495, -0.27299005, 0.03395923, 0.026821606, -0.41253936, -0.08301559) * g_1; + result += mat4(0.26279557, -0.2541165, -0.18392049, -0.21962899, -0.14001782, -0.23177835, -0.022218328, -0.1427412, 0.091821305, 0.10855345, 0.44959477, 0.058340758, -0.24799977, 0.3565854, 0.013265246, 0.055574704) * g_2; + result += mat4(-0.30022192, 0.09299804, -0.023125056, -0.123527065, 0.4004787, 0.08056971, -0.09605205, -0.121825874, 0.38889158, -0.1483759, 0.13983476, 0.29878005, -0.20108524, 0.1961977, -0.47242287, -0.06553211) * g_3; + result += mat4(0.17079045, 0.08361359, 0.009484214, 0.1707653, -0.087261476, -0.087097056, -0.012763265, 0.29483643, -0.28490525, -0.3195555, -0.08523994, 0.12864676, 0.06112412, 0.06797802, 0.40068462, 0.11056894) * g_4; + result += mat4(-0.13525724, 0.22686912, 0.28670293, 0.35410637, 0.25993523, -0.1638555, -0.17513171, 0.17038722, -0.044490904, 0.1274143, -0.025726566, -0.19816703, -0.29416955, -0.06961644, 0.030743139, 0.11367489) * g_5; + result += mat4(0.18545562, -0.06487542, 0.33482194, -0.24661279, -0.32046458, 0.3974365, 0.23327115, -0.20816243, -0.121703945, -0.13698983, 0.037402794, -0.3681139, 0.2559689, 0.0068038814, 0.15202744, 0.28728062) * g_6; + result += mat4(0.09979532, -0.014131657, -0.10398607, 0.2152131, -0.14150284, -0.05365564, -0.271173, -0.3405926, -0.11394731, -0.016010681, 0.25552076, 0.37970966, -0.2593704, 0.1591259, -0.25309658, -0.12218305) * g_7; + result += mat4(0.1692998, 0.067247115, 0.12935598, -0.12525293, 0.32433978, -0.34517387, -0.069578916, -0.23326226, -0.064913265, 0.2855713, 0.20725873, -0.0967844, 0.083778754, 0.12616636, 0.018192552, 0.12799433) * g_8; + result += mat4(-0.33400214, 0.22635528, -0.19802323, -0.047504075, 0.16644837, 0.04351617, 0.36790857, 0.08537014, -0.14359091, -0.1098514, 0.17290404, 0.15990348, -0.071987584, -0.05375565, 0.18347272, 0.08445061) * g_9; + result += mat4(-0.0017842463, 0.11356512, -0.23591736, -0.25712514, -0.006414402, 0.4143378, 0.1908977, 0.52574486, -0.11780233, -0.16473259, 0.060708508, -0.054775394, -0.09365787, 0.2175931, 0.2067786, 0.34738192) * g_10; + result += mat4(0.5713227, -0.43584484, 0.002311247, 0.35608718, -0.23530786, 0.031132858, 0.25841874, -0.1973695, -0.13229723, -0.1728666, 0.0757621, -0.29117447, -0.08741721, 0.13616516, -0.30073285, -0.18420693) * g_11; + result += vec4(-0.021890169, -0.026031738, -0.06421138, -0.055722203); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.38945672, -0.15583369, 0.39306244, -0.13897201, 0.11470281, 0.0070681917, -0.033763073, 0.15643148, 0.22714609, 0.024933932, -0.15510249, -0.080083966, -0.0042226757, -0.06603862, 0.23811841, -0.32394788) * g_0; + result += mat4(-0.06128401, 0.054259196, -0.08520396, -0.09865539, 0.34222758, 0.3883786, -0.30866903, -0.1013294, 0.1554453, -0.042319432, -0.088941224, 0.09722677, 0.13703698, 0.09614998, -0.085818544, 0.21931672) * g_1; + result += mat4(0.21811181, -0.14642404, 0.15328391, 0.27492282, 0.017405918, -0.064721376, -0.17901668, 0.18575072, -0.22293139, 0.071663104, 0.086893745, 0.13848016, -0.043508906, 0.05155524, 0.01965522, -0.23922569) * g_2; + result += mat4(0.20807248, -0.26891938, -0.15629172, -0.106703185, 0.38624528, 0.11624259, -0.01337477, -0.060828242, -0.40988693, -0.045406528, 0.24799256, -0.041767262, 0.0039274395, 0.10462824, 0.2424475, 0.329761) * g_3; + result += mat4(-0.2549953, 0.02627463, 0.16588904, -0.16302574, -0.05798094, -0.102065355, 0.051757824, 0.20152503, -0.18023098, -0.43803477, -0.11134416, 0.22741254, -0.10234647, 0.17433725, -0.2685737, -0.18413258) * g_4; + result += mat4(-0.27022618, 0.3230193, -0.30969992, -0.17705725, 0.13844849, 0.29754448, 0.10819534, -0.1418908, 0.10238312, 0.02931327, -0.2183156, -0.12163026, -0.13901141, -0.042728595, 0.04175075, -0.3803353) * g_5; + result += mat4(-0.16304304, -0.091977976, -0.24040937, -0.21812437, -0.12155577, -0.16794856, 0.29842067, 0.17197362, 0.11366187, 0.22641197, -0.0904384, 0.22736219, -0.18613777, -0.24540202, -0.101548284, -0.2319356) * g_6; + result += mat4(-0.06359172, 0.003388455, -0.06142785, -0.21898538, -0.13489254, 0.3798411, -0.11154017, -0.02557614, 0.38281298, -0.20294727, -0.09908404, 0.2206924, 0.18847103, -0.026022637, -0.021512525, 0.30209598) * g_7; + result += mat4(-0.14910938, 0.08331422, -0.07876587, 0.33450446, 0.18822157, -0.28672597, -0.21216297, 0.09774327, -0.15903074, -0.11264206, 0.15068948, 0.24262539, -0.0555986, 0.040748212, 0.1432122, 0.021155685) * g_8; + result += mat4(0.33370045, -0.21974795, -0.29980183, -0.13374488, 0.022646265, -0.13715576, 0.06832448, -0.02061188, 0.1425013, 0.027876817, 0.08250215, -0.064872354, -0.08560185, 0.2952806, 0.23416562, -0.03025477) * g_9; + result += mat4(-0.09395241, 0.017307205, 0.12121946, 0.04245705, 0.064785376, -0.041980207, 0.25907257, 0.07365294, 0.176773, -0.07988214, -0.23026212, 0.10206242, -0.13956478, -0.05496991, -0.41516188, -0.120178975) * g_10; + result += mat4(0.24655807, 0.28612685, -0.42955264, 0.047639456, -0.026326181, -0.051772635, 0.030225411, 0.0476083, -0.0844218, 0.27088377, 0.24819367, 0.023990134, -0.05364132, 0.01713283, -0.20104195, -0.030321445) * g_11; + result += vec4(0.0063284356, -0.007114507, 0.014496636, -0.0048167584); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.28125653, 0.25701848, 0.20101643, 0.5281567, 0.26044676, -0.0461423, 0.23783551, -0.24269718, -0.048285794, -0.14693165, 0.10931955, 0.055711113, -0.23280147, -0.01317713, -0.17544006, 0.21709861) * g_0; + result += mat4(-0.08328998, -0.031984776, -0.07394345, -0.30742306, 0.2663806, 0.18147124, 0.07257191, 0.120762065, 0.3541939, 0.26340798, -0.46390432, 0.018954063, 0.10409174, -0.10490177, 0.10593656, 0.0628627) * g_1; + result += mat4(-0.032924887, -0.15148862, 0.18510309, 0.16908437, 0.10370028, 0.022468375, -0.11225163, -0.09905774, 0.13124186, -0.10389915, 0.13148285, -0.07210047, -0.12430891, 0.15495282, -0.1387402, -0.1870354) * g_2; + result += mat4(-0.06593955, 0.08320663, 0.045904607, -0.19401237, -0.09821163, 0.1250965, -0.09813775, 0.06319873, 0.196712, 0.06502086, -0.18785718, -0.2192117, -0.2976963, 0.035152618, -0.011372132, 0.16548428) * g_3; + result += mat4(0.16684611, 0.30011636, 0.028905347, 0.05727758, -0.22959393, -0.244406, 0.1341724, -0.102163084, -0.12952183, 0.11940772, 0.50821495, -0.009484609, -0.06948309, 0.0072816983, -0.15294522, 0.2092066) * g_4; + result += mat4(0.022403454, -0.007886967, -0.06732929, -0.018902952, -0.0013836037, -0.29473454, -0.044799604, 0.072756514, -0.030483285, 0.26202264, 0.17527826, -0.008713192, 0.29756203, 0.13983198, 0.07839081, 0.019387554) * g_5; + result += mat4(-0.16632473, 0.114597425, -0.04930454, 0.21361813, -0.0512679, -0.24750078, 0.41110075, -0.06739092, 0.3819155, 0.27142018, 0.002062295, -0.21381181, -0.17034262, -0.5128788, 0.1978073, 0.052122597) * g_6; + result += mat4(-0.29126012, -0.1758868, -0.29398203, 0.19212133, 0.08524374, 0.06918904, -0.22941263, 0.090433136, -0.053510923, -0.17689814, 0.1758969, 0.009342475, 0.27690578, 0.25371844, 0.24096957, -0.22880019) * g_7; + result += mat4(0.068742655, 0.22967601, 0.29380092, -0.15837927, -0.16055553, 0.1671522, 0.117854536, 0.082386516, 0.273745, -0.46557623, 0.3121532, 0.026219485, 0.2669753, -0.29373366, -0.25829294, 0.07983141) * g_8; + result += mat4(-0.19932887, -0.14828281, -0.40875518, 0.04568025, 0.047040872, -0.01525455, 0.14397773, -0.11989029, 0.17056611, 0.1253716, 0.4775329, -0.10225481, -0.24495989, 0.04492594, -0.035991665, -0.08934401) * g_9; + result += mat4(0.06003682, -0.017648386, 0.20581077, -0.3805033, 0.15103109, 0.06460132, 0.16655886, -0.26180133, 0.06786087, -0.08443782, -0.26908222, -0.07582944, -0.117463715, -0.22386667, 0.061124742, -0.07322523) * g_10; + result += mat4(0.044447657, 0.44650033, -0.1944857, 0.21535386, 0.10800574, -0.035085898, -0.28545883, 0.15166284, 0.06842558, 0.057331495, 0.48083216, 0.19788021, 0.051137898, 0.14926943, 0.3127889, 0.106091596) * g_11; + result += vec4(0.026539318, -0.015506256, 0.0048546535, 0.0075091156); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_8_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.049218107, 0.21571347, -0.20747061, -0.046645183, -0.09897469, -0.1449892, 0.099503465, -0.052779432, 0.056965314, -0.08023353, -0.09651464, -0.17625785, 0.07162338, 0.10608266, 0.09160291, 0.07648847) * go_0(-1.0, -1.0); + result += mat4(-0.23661679, 0.18498215, 0.2043574, 0.21552628, -0.012884588, -0.107940555, 0.007933281, 0.0043860893, 0.07565547, 0.043531492, 0.093431905, -0.19845657, 0.00040396213, 0.023531798, -0.0009222297, 0.064266875) * go_0(-1.0, 0.0); + result += mat4(-0.19092101, -0.024129303, 0.066313796, -0.21061827, -0.05613746, 0.012965115, -0.009586923, -0.016095884, 0.24103113, 0.020987242, 0.15000837, -0.021903152, -0.02680794, 0.028570198, 0.024247576, 0.1019393) * go_0(-1.0, 1.0); + result += mat4(0.042160884, -0.0044651097, -0.2256602, -0.176743, -0.07279961, -0.105894916, 0.07168919, 0.0006321205, -0.04146184, -0.0112911835, -0.071248055, -0.2660673, 0.07166489, -0.026766494, 0.0034254268, 0.04701791) * go_0(0.0, -1.0); + result += mat4(0.20525295, 0.15507427, -0.08623681, -0.26927975, 0.028362103, 0.15359573, -0.13348009, -0.16938299, -0.12509182, -0.07778249, -0.04977593, 0.032045715, 0.037650846, 0.06520867, -0.25672987, 0.2629358) * go_0(0.0, 0.0); + result += mat4(-0.023335787, -0.09518855, 0.027799817, -0.44717595, 0.23397295, 0.010497733, 0.10179942, 0.07204854, -0.1831238, 0.10368191, 0.3294273, 0.06342799, 0.054113593, 0.17175598, 0.1707106, 0.08511027) * go_0(0.0, 1.0); + result += mat4(-0.025395809, 0.09365036, -0.23646675, 0.013332688, -0.028793652, -0.038866017, 0.10540429, 0.04053974, 0.101766884, -0.13813715, 0.1600048, 0.021731319, 0.08449936, -0.08782831, -0.106220074, 0.043619707) * go_0(1.0, -1.0); + result += mat4(-0.15182768, -0.10297231, -0.11878062, -0.038845137, -0.06657844, 0.2066007, -0.06319056, -0.024855426, 0.18382673, 0.12823708, 0.13984297, -0.096126445, 0.122345746, -0.1759473, -0.009313853, 0.095966816) * go_0(1.0, 0.0); + result += mat4(0.031464245, -0.19461079, 0.048819106, -0.19147485, -0.052115634, -0.0155970575, 0.00013805297, 0.029049957, -0.13166162, 0.057452332, -0.015197536, -0.11639438, 0.2242504, 0.059061136, -0.023637049, 0.23885499) * go_0(1.0, 1.0); + result += mat4(0.024842229, -0.10465392, 0.06943146, -0.00818137, 0.056860775, 0.16985714, 0.09097189, -0.029029645, 0.05849454, 0.07871468, 0.033239707, 0.027326738, 0.111058675, 0.09381119, -0.07335888, 0.041564018) * go_1(-1.0, -1.0); + result += mat4(-0.007300108, 0.09271431, -0.19570993, -0.06381511, 0.46079087, 0.25655636, -0.13035136, 0.078621246, -0.105279505, -0.050981194, -0.0529136, -0.050811697, -0.06146227, 0.04253951, -0.05545308, 0.05428528) * go_1(-1.0, 0.0); + result += mat4(0.16456556, 0.035695724, 0.014487249, -0.106402226, 0.03566743, -0.029556349, 0.2289534, 0.05606082, 0.04852251, -0.010972709, 0.05955192, -0.15966137, 0.08570137, 0.03669939, -0.024999218, -0.15711255) * go_1(-1.0, 1.0); + result += mat4(0.21360773, -0.11888413, 0.0583506, 0.19075805, -0.28113702, -0.057118762, -0.004367254, -0.07354974, -0.1796346, 0.1766377, 0.17562068, -0.100257315, -0.035569966, 0.107963756, -0.051215094, -0.0003012416) * go_1(0.0, -1.0); + result += mat4(0.08122568, 0.014930808, -0.06346508, 0.15264218, -0.05649435, 0.17286912, -0.009749335, -0.03400423, 0.23480195, -0.084917344, -0.03132465, -0.0037818009, 0.057796076, -0.06677672, -0.09169403, -0.058564235) * go_1(0.0, 0.0); + result += mat4(-0.10126427, 0.095474, -0.08596902, -0.20968622, -0.21415718, -0.028516928, -0.1324924, 0.20407854, 0.14031075, 0.001870013, 0.14119156, -0.1081141, -0.048723757, -0.13898169, 0.16757831, -0.1458798) * go_1(0.0, 1.0); + result += mat4(-0.05895467, -0.038724378, 0.069064446, 0.07351524, -0.03146215, -0.14976442, -0.0067742947, 0.084257625, 0.13251713, 0.032124203, -0.09629541, -0.008124969, 0.11714539, -0.2075729, 0.11230295, -0.038847532) * go_1(1.0, -1.0); + result += mat4(0.051687717, 0.12874418, 0.040687148, 0.026630247, -0.099917404, 0.015043197, -0.06537639, -0.07367295, -0.1837623, 0.0032947634, 0.084966265, -0.1588208, -0.11085462, -0.010678835, 0.1320109, 0.02903416) * go_1(1.0, 0.0); + result += mat4(-0.018179895, -0.018795123, 0.022136271, -0.072535686, -0.15129031, -0.40279377, -0.4738214, -0.14301932, 0.17355858, -0.08900889, -0.13852054, 0.0029266933, -0.06405705, 0.10512791, -0.04545771, -0.022768306) * go_1(1.0, 1.0); + result += mat4(0.05890316, -0.0097671505, 0.008819437, -0.06735191, 0.1692309, -0.16308863, 0.051179815, 0.022224095, -0.11592126, -0.03521469, -0.10597873, 0.10710539, 0.09287522, 0.023924025, 0.1094987, -0.060973566) * go_2(-1.0, -1.0); + result += mat4(-0.15654168, -0.060176846, 0.05127042, -0.01175231, 0.01004742, 0.09534371, 0.06087681, -0.05916991, -0.16156313, 0.06890041, 0.0041081333, -0.04601112, 0.08350714, -0.059855513, 0.041949015, -0.102218084) * go_2(-1.0, 0.0); + result += mat4(0.12588786, 0.11099447, -0.03676623, 0.09382634, -0.32780543, 0.2795844, -0.013693273, -0.18082656, 0.035001528, -0.050821863, 0.11802977, 0.033280633, 0.09173907, -0.0975381, -0.1048247, 0.21049544) * go_2(-1.0, 1.0); + result += mat4(-0.16854918, 0.0060791024, 0.05617661, 0.13540803, 0.05019639, 0.14261602, 0.069251545, -0.03133105, -0.078448415, 0.034294523, -0.07293597, 0.061953712, 0.025966987, 0.095272854, -0.08162588, 0.12742776) * go_2(0.0, -1.0); + result += mat4(0.15725249, 0.0850755, -0.048879243, -0.08433363, 0.120938875, 0.18920094, 0.045355074, -0.20513709, 0.24906032, -0.057378586, 0.0027886129, -0.07625013, -0.13654117, 0.11630867, -0.037231505, -0.1258667) * go_2(0.0, 0.0); + result += mat4(-0.04206654, -0.13223913, 0.062100735, 0.016341403, 0.07262605, 0.055927046, 0.14203577, -0.27384079, -0.1310872, 0.078060225, 0.12965128, 0.09880112, 0.10105921, -0.068956226, 0.02915146, 0.09167745) * go_2(0.0, 1.0); + result += mat4(0.030989118, -0.1324286, 0.039388806, -0.04496022, 0.01103045, -0.02862437, 0.009588397, -0.11070328, 0.095212676, -0.026708405, -0.029291725, 0.016241662, 0.05099544, -0.08551894, -0.21421212, -0.11618562) * go_2(1.0, -1.0); + result += mat4(-0.14548837, -0.07418306, 0.10752083, 0.05893962, 0.06691821, 0.18748593, -0.03200274, -0.095863365, -0.08537329, -0.05680936, 0.14690125, 0.037230305, 0.18467005, -0.14947431, 0.040441494, 0.1115805) * go_2(1.0, 0.0); + result += mat4(0.012362502, 0.100413695, 0.13188395, 0.06938892, -0.15438221, 0.26723015, 0.07517162, 0.002462865, -0.0064732633, -0.0074519413, -0.02301528, -0.045849863, 0.1731649, 0.123034276, 0.008418865, 0.16150133) * go_2(1.0, 1.0); + result += mat4(-0.09139433, 0.03101976, 0.07230703, -0.018268613, 0.29291338, -0.17742766, 0.24951819, 0.02992008, 0.035090506, -0.07749761, 0.12614278, -0.14649536, 0.031021422, -0.069590874, 0.108438335, 0.037498187) * go_3(-1.0, -1.0); + result += mat4(-0.11135013, 0.052978516, -0.08497799, -0.12263544, 0.0105338385, 0.2741, -0.25600806, 0.20394602, 0.027556226, 0.016622975, 0.08704739, 0.030637782, -0.097799666, -0.016612433, -0.05045154, 0.11176543) * go_3(-1.0, 0.0); + result += mat4(0.010801793, 0.0052502053, -0.1051344, -0.057842556, -0.21781838, -0.00047800923, -0.029098546, 0.21897711, -0.20059437, -0.030504027, -0.006855385, -0.073302105, -0.052581076, 0.011763167, 0.024786351, -0.050292555) * go_3(-1.0, 1.0); + result += mat4(0.13015494, 0.19099645, 0.1472598, -0.06971811, -0.014347087, -0.2354183, -0.026683118, -0.027996749, 0.051564146, -0.103843935, 0.17843698, -0.024957573, -0.057987437, -0.102251455, -0.0013588106, -0.056634847) * go_3(0.0, -1.0); + result += mat4(-0.04080672, 0.050368823, 0.18306538, 0.011420936, -0.0054340125, 0.0053520515, 0.17026058, -0.12533283, 0.036576323, 0.08059071, 0.019835833, -0.09112062, 0.17440821, -0.031124828, -0.098159716, 0.085774906) * go_3(0.0, 0.0); + result += mat4(-0.12622732, -0.044002566, 0.104972295, 0.18105431, 0.11646133, 0.0556064, 0.18686971, -0.21561784, -0.26179832, -0.059187356, 0.01926984, -0.1556935, -0.005284094, 0.04988676, -0.0629271, 0.1452294) * go_3(0.0, 1.0); + result += mat4(-0.20367198, -0.120030105, -0.004469297, 0.09944967, 0.07725609, -0.01106622, -0.14055888, 0.07756645, -0.18688135, -0.20632182, 0.07429031, 0.008466472, 0.012098892, -0.05049147, 0.16095792, 0.046173103) * go_3(1.0, -1.0); + result += mat4(0.1069116, 0.21522258, -0.04627851, -0.10662425, 0.13135125, -0.019367998, -0.15181519, 0.00075394503, -0.17778645, 0.11365393, 0.03837777, 0.08822385, 0.1916156, -0.038483586, -0.07884607, 0.12424183) * go_3(1.0, 0.0); + result += mat4(0.036157437, -0.04766311, -0.16446854, -0.05413319, -0.021621274, -0.07148996, -0.23798911, -0.0102870315, -0.014351993, 0.12831448, 0.1465541, -0.047955733, 0.04010879, 0.0976389, -0.12589982, -0.08807606) * go_3(1.0, 1.0); + result += mat4(0.076902226, 0.041135173, -0.016657151, 0.15551728, 0.11514554, 0.0058602975, -0.10986514, 0.0057913526, -0.1272993, -0.1593194, 0.044218805, -0.21816722, -0.061424024, 0.018841606, -0.110449634, -0.015432476) * go_4(-1.0, -1.0); + result += mat4(0.03666373, -0.13814612, -0.3036115, -0.15636392, 0.008658232, 0.08611662, 0.118764065, -0.08591301, -0.007196824, -0.22025566, 0.051091295, -0.08086002, -0.044420715, 0.043799147, 0.09688278, 0.0033028289) * go_4(-1.0, 0.0); + result += mat4(-0.24362423, -0.015480109, -0.11101967, 0.002946213, 0.0139870765, -0.023274565, 0.07034788, 0.13248734, 0.16976975, 0.07903513, 0.06341636, 0.04284541, -0.084724866, -0.05004183, -0.0029502965, -0.037041545) * go_4(-1.0, 1.0); + result += mat4(-0.0799557, -0.16095099, -0.06494757, 0.07882963, 0.012505202, 0.15511416, -0.16304691, -0.03223617, -0.018280255, -0.039940648, 0.16492367, 0.15375112, 0.11556045, -0.11412647, -0.24070956, -0.007323342) * go_4(0.0, -1.0); + result += mat4(0.072875924, 0.05083539, -0.20316303, 0.1238304, 0.18388501, 0.15272665, 0.086819254, 0.06119871, -0.094395205, -0.15079162, -0.17838413, 0.07426012, 0.02943968, -0.2684771, -0.17700946, -0.12761052) * go_4(0.0, 0.0); + result += mat4(0.19377026, 0.07910225, -0.23724055, -0.029297635, 0.037870105, 0.017596528, 0.061586875, 0.0065010567, 0.1740132, -0.19399293, -0.14995612, 0.005692246, -0.100947365, -0.14350691, 0.2749315, -0.16770917) * go_4(0.0, 1.0); + result += mat4(-0.15966229, -0.27420762, -0.09293543, -0.43784875, 0.09451163, 0.10119892, -0.015471579, -0.10209148, 0.08677175, 0.039316505, 0.2867878, 0.0128137395, -0.07972439, 0.011502975, -0.11594199, 0.063877724) * go_4(1.0, -1.0); + result += mat4(-0.3150563, 0.12615044, -0.17988585, -0.20575309, 0.0015721973, 0.055084594, -0.020417834, -0.13822779, 0.098861374, 0.14822583, 0.06401616, -0.120404646, -0.10940291, -0.037352454, 0.050986577, 0.07125991) * go_4(1.0, 0.0); + result += mat4(-0.032551173, 0.18289012, -0.19881311, -0.053115983, -0.10287446, 0.05078748, 0.086117916, -0.059756823, -0.2239071, 0.11387785, 0.12868147, -0.059683386, -0.020321736, -0.04086171, 0.14172685, 0.22172149) * go_4(1.0, 1.0); + result += mat4(0.06446823, 0.075459056, 0.050193854, -0.02980531, 0.02292068, -0.033028316, 0.08196589, -0.12588814, -0.014617067, 0.01555044, -0.15231301, 0.06448395, 0.06427072, -0.03321984, 0.049012806, 0.05093153) * go_5(-1.0, -1.0); + result += mat4(-0.04891807, -0.21147443, 0.05428899, 0.009631384, -0.014800392, -0.18164946, -0.074545264, 0.06637659, 0.015836405, 0.4889151, 0.29796156, 0.09648605, -0.2459945, 0.070567675, -0.00771288, -0.017721044) * go_5(-1.0, 0.0); + result += mat4(-0.15505725, -0.033791173, -0.12304202, 0.023178311, 0.12188232, 0.008929309, 0.059975695, -0.20444167, -0.20709375, 0.2860054, 0.019463783, 0.23910974, -0.085151516, 0.0012467392, 0.08327042, 0.044345636) * go_5(-1.0, 1.0); + result += mat4(-0.16185635, -0.041044228, 0.12618378, -0.22602643, 0.09039422, 0.020435853, 0.04396089, -0.049082875, 0.2322086, 0.21155676, 0.037015025, -0.08251266, -0.07999464, 0.1929863, 0.068592645, -0.018473776) * go_5(0.0, -1.0); + result += mat4(-0.28692165, -0.0914045, 0.04016614, -0.08336684, -0.08470211, 0.18356666, 0.07795491, -0.14058343, -0.115438856, 0.23199056, -0.054525673, -0.06553437, 0.22845635, 0.062047824, -0.03899926, -0.14750813) * go_5(0.0, 0.0); + result += mat4(-0.024415843, 0.18983422, 0.026180256, 0.23359428, -0.24470708, 0.05299243, -0.093706526, 0.0048052925, 0.21845944, 0.13118659, 0.027822208, -0.01732684, 0.1341405, -0.037465993, -0.021005224, -0.13099) * go_5(0.0, 1.0); + result += mat4(-0.13074318, -0.10861964, 0.3356989, -0.040623795, 0.05751466, 0.0029064803, -0.06863499, 0.04052094, 0.2404304, 0.21308951, 0.15456675, -0.026032818, -0.03276546, 0.104598865, 0.087674595, -0.011225901) * go_5(1.0, -1.0); + result += mat4(-0.3885748, -0.021308744, 0.32658833, 0.2619194, 0.014868833, 0.23127414, 0.055906303, 0.1689359, 0.20716958, -0.015053713, 0.13501903, -0.017089305, 0.19915296, -0.24020925, -0.16395238, -0.066857845) * go_5(1.0, 0.0); + result += mat4(-0.0076508783, 0.08567069, 0.20940123, -0.19297238, -0.032869402, -0.076935954, -0.12706652, 0.118971825, 0.09577812, 0.13618003, 0.17755455, -0.08722123, 0.11171834, 0.041147415, -0.055555638, 0.17951354) * go_5(1.0, 1.0); + result += vec4(-0.05163745, -0.030525967, -0.034545384, 0.0011744314); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.00874924, 0.06479505, -0.0029173514, 0.07453021, 0.064044245, 0.04816086, 0.13801545, -0.13147724, -0.032259457, 0.018466968, -0.012852061, 0.06363069, -0.021119684, -0.0524603, -0.031161075, -0.07618043) * go_0(-1.0, -1.0); + result += mat4(0.084529355, 0.23199025, -0.06747702, 0.07670476, 0.04783423, 0.053316955, -0.10305088, 0.07495804, -0.087933175, -0.065483205, -0.13657036, -0.07720879, 0.062599525, -0.049601298, -0.024424799, 0.022608709) * go_0(-1.0, 0.0); + result += mat4(-0.2586594, 0.039674412, -0.13742402, 0.09666874, -0.084477544, -0.027087416, -0.009601492, 0.053420864, 0.0625722, -0.1254515, 0.032742955, -0.024665914, -0.14905442, 0.044875436, 0.07266352, 0.07469416) * go_0(-1.0, 1.0); + result += mat4(0.021074846, 0.15970895, -0.3086228, -0.05164234, -0.18634024, 0.22643623, 0.08077387, -0.0161648, -0.03661073, 0.012908562, 0.0054539675, 0.015822269, 0.026296595, 0.01942134, 0.053928025, -0.10969176) * go_0(0.0, -1.0); + result += mat4(0.09353553, 0.018195553, -0.08585656, -0.15791856, 0.054085083, 0.22516748, 0.21730874, -0.025099568, 0.03159055, -0.11804406, -0.008568234, -0.014370778, -0.07749132, -0.06392929, 0.075509876, -0.019097406) * go_0(0.0, 0.0); + result += mat4(-0.057937216, 0.095248975, 0.059558928, 0.12786824, 0.23302162, 0.12629147, 0.06152512, 0.029230526, -0.09689983, 0.083217695, -0.021377616, -0.037923515, -0.35568753, 0.039865114, 0.14333424, 0.267966) * go_0(0.0, 1.0); + result += mat4(0.00011844775, -0.123274446, 0.05086709, 0.004256178, 0.012832609, -0.12187373, 0.004524905, -0.23390464, 0.12167624, -0.03674983, -0.087615184, 0.025935318, 0.007677731, 0.112577125, 0.026225066, 0.03445614) * go_0(1.0, -1.0); + result += mat4(-0.12753712, 0.00042057422, -0.047347613, -0.06912856, -0.13273059, 0.10787016, 0.043463085, 0.021454494, 0.056490768, 0.14493024, 0.058151938, 0.037335023, 0.02543131, 0.15424144, 0.055742744, -0.14856216) * go_0(1.0, 0.0); + result += mat4(-0.13659339, -0.013331863, 0.072243474, 0.0077176965, -0.15704288, 0.057892058, 0.08888919, -0.026248623, -0.12832907, 0.05004356, -0.008601374, -0.09371729, 0.10063523, 0.047332603, -0.018320935, 0.21497801) * go_0(1.0, 1.0); + result += mat4(0.034651414, 0.039575566, -0.01818621, -0.054858625, -0.0022673074, -0.14562686, -0.0028751935, -0.040938023, -0.0019023952, -0.0031610043, -0.113626435, 0.029344907, -0.04033123, -0.011649204, -0.07188756, 0.09192677) * go_1(-1.0, -1.0); + result += mat4(-0.0503488, 0.028798956, -0.006693954, 0.07654358, -0.028435636, -0.14021449, 0.09490931, 0.05767912, 0.067402154, 0.03353509, -0.18465632, -0.07892354, -0.07282928, 0.045659076, 0.01610622, -0.055369027) * go_1(-1.0, 0.0); + result += mat4(-0.017983284, 0.059108052, -0.048893955, -0.011440091, -0.42228884, -0.132112, 0.044904847, 0.22939242, -0.1264618, -0.10489889, -0.075762555, 0.05209098, -0.050417285, 0.10029565, -0.043668296, -0.09922573) * go_1(-1.0, 1.0); + result += mat4(-0.14941381, 0.12114828, 0.10517825, -0.015513224, -0.0024908849, -0.08526262, -0.19318485, 0.17600377, 0.003252062, -0.003241838, 0.0025076168, -0.08707902, 0.0016995758, -0.045136005, -0.14427514, -0.09088499) * go_1(0.0, -1.0); + result += mat4(0.15931, -0.09228977, -0.06308133, 0.19589768, 0.24140169, 0.22513855, 0.118969575, 0.15111087, -0.050449796, 0.013833277, 0.07658742, 0.16174644, -0.003201324, 0.034937993, 0.07040384, 0.2813254) * go_1(0.0, 0.0); + result += mat4(0.022369612, 0.031290416, -0.09342715, 0.017639885, 0.26041472, 0.007161143, -0.09052401, -0.18450892, 0.050195456, -0.022739457, 0.06707105, -0.049746882, 0.14495519, -0.102455616, -0.09707346, -0.17585137) * go_1(0.0, 1.0); + result += mat4(0.025266675, -0.1752835, 0.012535405, -0.21583222, -0.03691842, 0.042113684, 0.12360861, -0.11928547, -0.0966663, -0.032826263, 0.118368946, -0.003809318, 0.068992555, -0.03801947, -0.02036358, 0.036111884) * go_1(1.0, -1.0); + result += mat4(-0.08077069, -0.2473458, -0.054156005, 0.14818957, -0.09454033, 0.011877715, 0.10560343, -0.083333194, 0.0110740755, -0.077014185, -0.05278896, -0.06251993, 0.039195787, -0.14951102, 0.03377498, 0.12946099) * go_1(1.0, 0.0); + result += mat4(-0.057616, 0.108149685, 0.11845679, 0.0396938, -0.3146223, 0.18499297, 0.16781773, -0.08291362, -0.022713197, 0.051858127, -0.006099311, 0.05716396, 0.13392907, -0.109282106, 0.05498141, -0.071193464) * go_1(1.0, 1.0); + result += mat4(0.09475248, -0.1554231, -0.023782114, -0.030766876, 0.04192763, 0.021483693, 0.028340997, -0.058034573, 0.0010940522, -0.050213296, 0.04000753, 0.0022229531, 0.0018660162, -0.18649459, 0.23630546, -0.21319003) * go_2(-1.0, -1.0); + result += mat4(-0.116565526, -0.15246803, 0.005850186, -0.05474953, 0.0014735279, -0.021216031, -0.06207856, 0.13739516, -0.010196082, 0.07908882, -0.019407269, -0.05516944, -0.28326565, 0.15888767, 0.27831692, 0.18619354) * go_2(-1.0, 0.0); + result += mat4(0.06543926, -0.074488506, -0.07760019, 0.17044993, 0.08158774, 0.04326206, -0.067728855, 0.024843602, -0.06751376, -0.08624948, 0.013794438, 0.049678463, 0.020826025, -0.046888746, 0.08348537, 0.05656069) * go_2(-1.0, 1.0); + result += mat4(0.04989145, -0.028460307, -0.0769131, 0.0010439849, -0.09587771, -0.06743743, -0.14847435, -0.008717194, 0.08054748, -0.050939944, -0.109605104, -0.030957224, 0.12530726, -0.029865216, 0.09297952, -0.019167399) * go_2(0.0, -1.0); + result += mat4(-0.11747358, -0.27982333, 0.17281106, 0.070347376, -0.039507125, -0.009899484, -0.1539731, -0.16420937, -0.24044126, 0.068443485, 0.084593736, 0.06384842, 0.20761591, -0.035670962, 0.052107535, -0.0043864083) * go_2(0.0, 0.0); + result += mat4(-0.03567099, -0.04091944, -0.12142206, 0.061800703, -0.18150517, 0.15411758, 0.07404136, 0.19565642, 0.28183675, -0.031046303, -0.0042268364, -0.15308045, -0.09378749, 0.020542119, 0.022252236, 0.14972949) * go_2(0.0, 1.0); + result += mat4(-0.0105193425, -0.08959153, 0.18263857, 0.048910968, -0.010435675, -0.027718445, -0.120318696, 0.13538027, 0.13010837, 0.17119803, -0.011707955, 0.14297302, -0.08233788, 0.042564705, -0.03896208, 2.8444429e-05) * go_2(1.0, -1.0); + result += mat4(-0.0030958294, -0.17617896, -0.067710005, 0.0018519294, -0.008768522, -0.016318077, 0.037578914, -0.0049764947, 0.105228946, -0.06244281, -0.13939188, 0.03143476, 0.05274452, -0.016226346, -0.012599634, 0.03210993) * go_2(1.0, 0.0); + result += mat4(-0.09357119, 0.051940132, 0.03980677, -0.055670172, 0.09287961, 0.0072638597, -0.07690989, 0.12798886, -0.035807915, -0.086697236, -0.099087104, -0.09295662, -0.09427648, -0.055087987, -0.037958328, -0.13998422) * go_2(1.0, 1.0); + result += mat4(-0.022604464, 0.0031428523, -0.144605, -0.02875807, -0.103784114, 0.061475996, 0.1940092, 0.04618245, 0.044898245, 0.022316845, 0.0120888725, 0.07793487, -0.010512812, 0.034900095, -0.022719746, 0.0136101525) * go_3(-1.0, -1.0); + result += mat4(0.100697, 0.012970303, -0.058663197, -0.16554455, -0.16513096, 0.15323171, 0.47396505, -0.024782017, -0.06386085, -0.02400151, 0.034457937, 0.08889356, -0.0008506081, 0.031502075, 0.08109036, -0.009652339) * go_3(-1.0, 0.0); + result += mat4(0.14926942, -0.020183334, 0.016399153, 0.036552813, 0.25300506, 0.060191922, 0.2040498, -0.16668856, -0.045155995, 0.14945151, -0.00074124173, -0.03142253, 0.06796808, -0.07166414, 0.05155417, -0.1920044) * go_3(-1.0, 1.0); + result += mat4(-0.13827239, -0.08581495, 0.03852677, 0.0013960586, 0.078236885, -0.008412887, 0.05699767, -0.059194114, -0.039789997, 0.067367, 0.0024232, 0.0004645103, 0.026038349, -0.032108866, 0.07319417, -0.036261495) * go_3(0.0, -1.0); + result += mat4(-0.04785435, 0.12532665, 0.052335925, 0.10279794, -0.08932154, -0.07807702, -0.027437592, -0.01226406, 0.0855878, 0.0998956, 0.34608328, -0.017771345, -0.10465488, 0.046911918, 0.14045537, -0.12609549) * go_3(0.0, 0.0); + result += mat4(0.12454329, 0.0629062, 0.06315331, -0.19194551, -0.043885496, 0.07760517, -0.07117529, -0.016697489, 0.078342624, 0.08736188, 0.071410015, -0.13201651, 0.16587284, 0.010714448, 0.043101657, -0.23035446) * go_3(0.0, 1.0); + result += mat4(0.08158438, -0.100969456, -0.014449485, -0.03132171, -0.01574409, 0.09236148, 0.030310484, 0.01284413, -0.053764567, -0.026418544, 0.10662523, -0.039129682, -0.0065176217, -0.038883757, 0.058300994, -0.14639774) * go_3(1.0, -1.0); + result += mat4(-0.09079664, -0.0020122728, 0.10233645, -0.011045091, 0.10938907, 0.05189279, -0.02262471, -0.02617311, 0.041910812, -0.15767258, -0.04600758, 0.049779244, 0.09256302, -0.11922193, 0.1622482, 0.14537865) * go_3(1.0, 0.0); + result += mat4(-0.09391944, 0.07570852, 0.004766135, 0.05937019, -0.09493778, 0.010442861, -0.0790624, 0.007034491, -0.23311476, 0.11634711, -0.061636776, 0.08265463, 0.092269175, -0.010159195, 0.089713015, -0.232348) * go_3(1.0, 1.0); + result += mat4(0.035536226, -0.0099446, 0.019197198, 0.051076367, -0.0390392, 0.03382638, -0.013183885, -0.013789384, 0.04123211, 0.03670252, -0.010441384, 0.0010135671, 0.042965908, -0.020500444, -0.025766378, -0.032077227) * go_4(-1.0, -1.0); + result += mat4(0.20860507, 0.17699268, -0.04620276, -0.039868027, -0.025789822, -0.05731434, -0.11747873, 0.07730347, -0.031710766, -0.020262018, 0.04341926, 0.06434394, 0.053918168, -0.1657412, 0.105905995, 0.011154651) * go_4(-1.0, 0.0); + result += mat4(0.003090032, 0.093964286, -0.06367044, -0.0020144929, -0.10283011, -0.07306465, -0.040359806, -0.17013851, 0.015747946, -0.062563375, -0.012298383, 0.04297379, -0.029063454, -0.03683257, 0.02655745, 0.05740832) * go_4(-1.0, 1.0); + result += mat4(0.050861053, -0.0920656, -0.19874981, -0.021388335, 0.16630852, 0.17405358, 0.05212147, -0.02749285, -0.07478034, -0.04099812, -0.029557243, 0.06731333, 0.07508251, 0.08276743, 0.16026892, 0.053225685) * go_4(0.0, -1.0); + result += mat4(0.14226279, 0.053951856, 0.053425, -0.024388714, 0.15451646, -0.022425046, -0.00380887, -0.03618875, 0.11347302, -0.17040631, 0.0065808417, -0.013488193, -0.060262468, -0.066950545, -0.08976584, 0.0009982956) * go_4(0.0, 0.0); + result += mat4(0.1801071, -0.100330465, -0.053271472, 0.031151481, 0.22311142, 0.066051945, -0.11600886, -0.087773964, -0.078915946, -0.030782275, 0.013246717, -0.014198989, -0.28586018, 0.059759654, 0.24997708, 0.20630242) * go_4(0.0, 1.0); + result += mat4(0.12932803, 0.21319729, -0.28091565, -0.012479532, -0.07091247, -0.016889215, -0.12900326, 0.12102667, 0.022678612, -0.13739236, -0.16431749, -0.035084598, 0.004101327, 0.23767495, 0.1462611, -0.048993915) * go_4(1.0, -1.0); + result += mat4(-0.026779149, 0.25932673, 0.02780824, -0.15171829, 0.0039394335, 0.097402304, 0.06590691, -0.13960929, -0.0058308085, 0.072984695, 0.04813096, 0.059558798, 0.08162265, 0.39625508, 0.17542529, 0.003839069) * go_4(1.0, 0.0); + result += mat4(-0.05708866, -0.038969513, -0.020122351, 0.007563977, 0.1797364, -0.03398024, -0.055202417, -0.07547394, -0.012716594, -0.09214429, -0.0017415253, -0.05856085, -0.27330104, 0.30354604, -0.13669814, 0.22337814) * go_4(1.0, 1.0); + result += mat4(-0.17326224, 0.15659498, 0.06425071, 0.07975927, 0.0958955, 0.0608052, 0.034675565, 0.07591562, 0.054132458, -0.061479643, 0.009947483, 0.12112677, 0.124297075, 0.18455952, -0.041779295, 0.030722413) * go_5(-1.0, -1.0); + result += mat4(0.02079984, -0.03396273, 0.011413388, -0.07005397, 0.08875178, 0.107689336, -0.027889367, -0.06951973, -0.14137445, -0.1686194, 0.16112797, 0.22525409, 0.03834874, -0.05127144, -0.06952546, -0.2233007) * go_5(-1.0, 0.0); + result += mat4(0.010094381, 0.057003833, 0.12292443, -0.09757485, -0.11430328, -0.058333114, 0.036441192, -0.046859495, -0.059781298, -0.017726498, -0.113516934, 0.12778783, 0.048218265, -0.004416331, 0.055325013, -0.21638621) * go_5(-1.0, 1.0); + result += mat4(-0.09457411, 0.30411094, -0.03746511, 0.07965388, -0.04560781, -0.026843388, 0.2560619, 0.039457362, 0.12517431, 0.1847619, 0.13331719, 0.18641667, -0.16433188, -0.009212662, 0.12901293, 0.021027379) * go_5(0.0, -1.0); + result += mat4(-0.086559944, -0.056457154, 0.09476962, 0.054313526, 0.013685281, -0.056544665, 0.08585254, 0.11761908, 0.2695671, -0.22367607, -0.18963094, -0.08297759, -0.09200909, 0.31575614, -0.025597787, 0.11768817) * go_5(0.0, 0.0); + result += mat4(0.007880905, -0.11153017, 0.08885109, -0.07955998, 0.38617623, -0.0033538588, -0.21370837, -0.018460546, -0.059868775, -0.11899104, -0.09859911, -0.10338758, 0.07227207, 0.033412423, 0.12970059, -0.025612896) * go_5(0.0, 1.0); + result += mat4(0.10357382, 0.27821258, 0.10260374, 0.23705776, -0.051536858, -0.0637593, 0.02411251, -0.04798121, 0.0550194, -0.11722999, 0.061254364, 0.082198314, -0.11661943, 0.09562076, -0.17257103, 0.082414486) * go_5(1.0, -1.0); + result += mat4(-0.18603842, 0.2697591, 0.16230522, 0.04589048, -0.025565986, 0.08136575, -0.15435593, 0.08414148, 0.11316385, -0.16951068, -0.03157706, 0.07222263, 0.098516054, -0.010539889, -0.078987755, 0.039117597) * go_5(1.0, 0.0); + result += mat4(-0.108136736, -0.027168648, -0.054371372, 0.047652103, -0.015041038, -0.07973402, -0.033967327, 0.030585837, 0.23373295, -0.06363153, 0.050189044, 0.039055742, 0.14359018, 0.025118377, -0.06789567, 0.019007884) * go_5(1.0, 1.0); + result += vec4(-0.0382473, -0.052612398, -0.07591911, -0.05381055); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.1517466, 0.08653111, -0.12849529, -0.0145909265, -0.20225123, -0.25598082, -0.27031836, -0.11011148, 0.023438375, 0.11201232, 0.46751308, -0.11576917, -0.29880443, 0.04816672, 0.21560355, -0.11404305) * g_0; + result += mat4(-0.12978144, 0.100125104, -0.06335867, -0.06317281, 0.054012444, 0.018025735, -0.09827809, -0.09725046, 0.005299584, -0.098031715, -0.22854897, 0.17967635, 0.12765448, 0.045635063, 0.0012192138, -0.34536725) * g_1; + result += mat4(0.011804178, -0.06590833, -0.031301893, -0.1775461, -0.41570944, 0.087449126, -0.02128947, -0.27094513, -0.060209982, -0.18076003, -0.17616534, -0.1265182, 0.05190358, -0.16350612, 0.13440031, -0.02040334) * g_2; + result += mat4(-0.08296803, -0.28662565, -0.088028625, -0.04346711, 0.17134765, -0.057956398, -0.27708423, -0.11509851, 0.0017504691, -0.1335092, -0.40999198, -0.17734398, 0.32179204, -0.14760494, 0.0014923187, -0.40818754) * g_3; + result += mat4(-0.06289323, 0.18344052, -0.030397955, 0.26505098, -0.20116702, 0.19888414, 0.22849302, 0.39404854, -0.028509716, 0.108586155, 0.18787633, 0.08936724, 0.2189794, 0.008488558, -0.10159572, 0.28290325) * g_4; + result += mat4(-0.04573871, -0.110110976, -0.10133858, -0.12086325, -0.2474638, -0.031180179, -0.34253988, 0.15010545, -0.0040049986, -0.019926922, 0.26064172, -0.19498073, -0.1095731, 0.09029125, -0.108377635, -0.0038560093) * g_5; + result += mat4(-0.121560805, 0.020504333, -0.0597182, -0.09707394, 0.17374295, -0.20030156, 0.10344341, 0.3244939, -0.18901767, -0.020843312, 0.132772, 0.08054658, 0.13611425, -0.29363188, -0.34134823, -0.38264117) * g_6; + result += mat4(0.16559608, 0.16367547, 0.29445526, 0.22651257, 0.06375283, 0.39584106, 0.006053162, 0.055495188, 0.22115736, -0.22024626, 0.14978565, -0.083540656, -0.14054725, 0.10124253, 0.0061804047, 0.17122638) * g_7; + result += mat4(-0.14379624, 0.22831523, -0.15875602, -0.019427398, 0.08650438, 0.12258277, -0.0355665, -0.044720147, 0.25487396, -0.26249576, 0.021001643, 0.09981675, -0.039034113, 0.043660853, -0.15347818, -0.16691351) * g_8; + result += mat4(0.07939632, -0.05486855, 0.2904414, -0.074339755, -0.08656439, -0.20840298, -0.20732778, 0.1029268, -0.20539123, 0.040745974, -0.10717815, -0.25687888, 0.20816644, 0.129532, -0.16312623, -0.14453101) * g_9; + result += mat4(-0.27986488, -0.23781885, 0.3357808, 0.022635408, -0.23463887, 0.08829273, -0.104331024, 0.059385765, -0.008988081, 0.08307928, -0.10422426, -0.06952313, -0.063950576, -0.39974853, 0.2428403, -0.15027511) * g_10; + result += mat4(0.073085204, -0.10948135, 0.056989595, 0.18264382, 0.3548214, -0.12389114, 0.08049114, -0.39152363, 0.27634555, 0.13423951, 0.2994666, 0.121581756, -0.3245417, -0.11582107, -0.12750253, 0.17907634) * g_11; + result += mat4(0.23503982, -0.17774986, 0.14940716, 0.111273095, -0.05475033, -0.17823237, 0.19284964, 0.15520798, 0.1600294, 0.025111979, 0.034554236, -0.22638519, 0.44020715, -0.2762028, 0.111869164, 0.16672193) * g_12; + result += mat4(-0.25770104, 0.011573565, -0.065385014, 0.036166515, 0.34582734, -0.018427689, -0.06642216, 0.08775443, -0.1237332, -0.102610715, 0.22667718, 0.101304494, 0.53382784, 0.123501934, 0.16460274, -0.048920505) * g_13; + result += vec4(-0.03949794, 0.0395381, -0.024099527, 0.0041297916); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.07966754, -0.06966207, 0.02303797, -0.16448943, 0.10318848, -0.410334, -0.22451977, 0.2947905, 0.006431782, 0.2210936, -0.16191624, -0.32029536, 0.19407257, -0.13434124, 0.03879501, 0.17069095) * g_0; + result += mat4(-0.06373326, 0.21566539, 0.06835463, -0.29900926, 0.1264936, 0.30812046, -0.18849093, -0.29262608, 0.1896114, 0.01970999, -0.27476716, -0.050988406, -0.30970192, -0.079130374, -0.14994004, 0.12752618) * g_1; + result += mat4(0.020375464, 0.19119026, -0.313698, -0.26453584, 0.07838133, 0.18381923, 0.12585643, -0.06809764, -0.25780505, 0.05716925, -0.07450206, -0.02375656, -0.033622682, -0.10849277, -0.33186463, 0.19414547) * g_2; + result += mat4(0.0044648047, 0.08281163, -0.04849872, 0.1355915, -0.097715564, -0.08512666, 0.083665445, 0.1250317, 0.15797666, 0.32305694, 0.42864105, 0.36694467, -0.19485113, 0.16141608, -0.16432299, -0.10108335) * g_3; + result += mat4(0.06326362, -0.05534751, -0.13511105, 0.042043727, 0.20099865, -0.042153213, -0.22423261, -0.09133457, -0.027568584, 0.012865782, 0.13886575, 0.34115347, 0.2610905, -0.045110513, 0.06810152, 0.09738184) * g_4; + result += mat4(-0.035168797, 0.034930643, 0.25825202, 0.20083296, -0.08928484, -0.21076165, -0.1159743, -0.216512, 0.11886214, -0.0706163, 0.124095425, 0.028673371, -0.31240124, -0.17458299, -0.2053044, -0.008733319) * g_5; + result += mat4(0.29833966, 0.06774145, -0.03913825, -0.112461224, -0.000111277885, 0.07307257, 0.24769522, -0.27295232, 0.070567, -0.17354357, 0.2742455, -0.382184, -0.17436866, 0.22665188, 0.045708902, 0.03745412) * g_6; + result += mat4(0.032916605, 0.11094983, 0.17567287, -0.06819124, 0.17541365, -0.118430324, 0.028206939, 0.37577933, 0.011492207, 0.21624072, -0.20114873, 0.222502, 0.012722517, -0.15424041, 0.07858887, -0.09832832) * g_7; + result += mat4(-0.29937837, 0.08433066, -0.16425402, 0.014552817, 0.083602294, -0.12674652, -0.029379338, 0.020814786, -0.08117312, 0.0074423556, 0.06749342, -0.23778795, -0.20409779, 0.005250363, 0.014023434, -0.08039687) * g_8; + result += mat4(-0.07325317, -0.102401175, 0.2583051, 0.30287206, 0.117874466, -0.047484834, 0.050214633, -0.16902745, -0.1403704, -0.17889948, -0.043674123, -0.011426891, -0.16280553, 0.076159306, -0.13330574, -0.1950167) * g_9; + result += mat4(-0.256105, -0.08625361, 0.011796258, -0.02119164, 0.06349923, -0.27358216, 0.118133076, -0.034468293, -0.043460324, -0.2100345, 0.011009716, 0.24111703, -0.20008805, -0.47441798, -0.1211137, -0.31405842) * g_10; + result += mat4(-0.04759389, -0.1061154, 0.008801774, -0.10977146, -0.025931438, 0.21277407, -0.038004987, -0.07198902, -0.022014204, -0.11847486, -0.038868114, 0.02172665, -0.3208455, -0.11351803, -0.06722725, 0.2296603) * g_11; + result += mat4(-0.012025998, 0.024963265, 0.17822163, 0.3004866, -0.31125832, 0.034575626, 0.046008132, -0.24627264, -0.09372702, -0.1855233, 0.33742183, -0.034182545, -0.011793393, 0.26905802, -0.029423665, -0.1649043) * g_12; + result += mat4(-0.63350683, -0.3606824, 0.3736929, -0.14756419, 0.058743123, 0.14858964, 0.18524785, 0.17112412, 0.258455, -0.12432544, -0.051312115, -0.2812558, 0.28210622, -0.17405578, -0.20673786, -0.07849705) * g_13; + result += vec4(0.08657319, 0.0069808266, -0.0010583929, -0.006461665); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf2 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07191942, 0.3140507, 0.22113691, 0.11425055, 0.33772144, 0.2411142, -0.05054018, 0.18108025, 0.1453716, -0.05830594, 0.1749647, 0.09090011, -0.05392254, -0.029053958, -0.31549838, 0.059738033) * g_0; + result += mat4(0.09510324, 0.08078732, -0.19260474, -0.11069926, 0.24988726, 0.051267263, 0.20293756, 0.26742226, 0.16450423, 0.13896441, 0.03573342, -0.19107069, 0.12676238, 0.10198673, 0.14884768, -0.2088339) * g_1; + result += mat4(-0.01031837, 0.025411772, 0.042114772, -0.05685252, -0.055964757, 0.11324, 0.00448932, 0.16396624, -0.17178524, 0.27165812, -0.09635711, -0.15172988, 0.2671317, 0.16236094, 0.21264014, -0.25292912) * g_2; + result += mat4(-0.22559996, -0.028498424, -0.1567824, -0.0735544, -0.17081529, 0.14735967, -0.0061476813, -0.17980057, -0.20270798, 0.032933656, -0.29559132, -0.16152963, 0.054025065, 0.0748118, 0.31088996, -0.107099526) * g_3; + result += mat4(-0.45303443, -0.099132985, -0.13839091, 0.32170072, -0.34101728, -0.37682575, 0.12063899, -0.19869997, 0.1657555, -0.25580558, 0.056302473, 0.17126912, 0.32514557, 9.235195e-05, -0.14467183, -0.07996187) * g_4; + result += mat4(0.2877269, 0.0261826, -0.08865923, -0.024432473, -0.096166946, 0.2561266, 0.026980402, 0.117528915, 0.3334183, 0.07372863, -0.08858107, -0.37130275, -0.36359683, 0.11301179, 0.091467746, -0.19730526) * g_5; + result += mat4(-0.550552, 0.12992254, -0.10055661, -0.10932172, -0.19244795, 0.12395271, 0.060307764, -0.53993297, -0.088290274, 0.27347142, -0.4417309, -0.023805201, -0.35758695, 0.09050262, -0.35072213, -0.055425614) * g_6; + result += mat4(0.18186982, 0.06789516, 0.030788613, 0.10114591, -0.11508006, -0.07924641, -0.046368007, 0.24148594, -0.107171915, -0.3024151, 0.32407254, -0.3586668, -0.012580506, -0.39705497, 0.2469481, -0.045826133) * g_7; + result += mat4(-0.026137354, 0.32036647, -0.2753551, -0.27253738, 0.017361412, -0.12770222, -0.08593248, -0.15483221, 0.25440103, -0.36099723, 0.25746107, 0.08897639, 0.028374728, -0.02342191, -0.043640897, 0.113993265) * g_8; + result += mat4(-0.037920885, 0.1657078, 0.004982961, -0.017414536, -0.22377351, 0.061842646, -0.15807268, -0.25205454, -0.21131302, 0.24842763, 0.078252114, 0.21482246, 0.074235536, 0.076578915, 0.27380338, 0.29830837) * g_9; + result += mat4(0.17564484, -0.07282816, 0.07999462, 0.02969899, 0.15588856, 0.100054234, -0.08245988, -0.07382829, 0.15328896, -0.18413633, 0.098962, -0.1984274, 0.062275123, 0.115510456, 0.090368204, 0.13073486) * g_10; + result += mat4(-0.07252601, -0.16025335, -0.13433468, 0.22769116, -0.051709075, -0.049860206, -0.0015467379, 0.10867708, 0.14257227, -0.04363354, 0.039784696, 0.009654442, -0.3981904, -0.035521798, -0.3009465, 0.20765312) * g_11; + result += mat4(0.15802802, 0.20658726, 0.07175077, 0.13363297, -0.26437205, -0.36688936, 0.2642335, 0.2855627, 0.17861994, 0.076894015, 0.11635738, -0.06555138, -0.21570256, 0.15639998, 0.16982861, -0.14948218) * g_12; + result += mat4(-0.252244, 0.104423165, 0.08296718, -0.23033309, -0.17892015, -0.33409834, -0.18738337, 0.29886454, 0.2821413, -0.42758805, -0.21272181, 0.5394736, 0.35043237, -0.049396887, 0.36223906, 0.18295164) * g_13; + result += vec4(-0.025732767, -0.005527079, -0.030687628, -0.017071865); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!SAVE conv2d_11_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.104982205, 0.07555908, 0.082988895, 0.09641123, -0.14312562, 0.08585028, -0.08006235, 0.11583354, 0.015197517, 0.0061171134, -0.08957176, -0.015803585, -0.028316237, -0.037797295, -0.08751069, -0.020076174) * go_0(-1.0, -1.0); + result += mat4(-0.077291645, 0.09839786, 0.20633034, -0.1368197, 0.04781139, -0.024400083, -0.013985738, 0.025657425, 0.052802097, 0.06658832, -0.07069402, -0.14722401, -0.058742646, -0.13931225, -0.07670136, 0.27102116) * go_0(-1.0, 0.0); + result += mat4(0.07352748, 0.10195403, 0.13596354, -0.019455345, -0.13721928, -0.29771757, -0.23916185, -0.06604379, -0.025979416, 0.056431673, -0.09193357, 0.045280043, 0.0431579, -0.00045074165, 0.07117571, 0.0759515) * go_0(-1.0, 1.0); + result += mat4(0.055535037, 0.033264358, 0.14612523, 0.12948278, -0.077543385, 0.06754819, -0.1644258, -0.16768512, 1.6243255e-05, -0.0036816916, -0.02051351, -0.25716934, -0.13010266, -0.054420397, -0.3265728, 0.05674878) * go_0(0.0, -1.0); + result += mat4(-0.073792264, 0.05852967, -0.028753553, -0.04824645, -0.04197776, 0.22288944, -0.16456614, -0.057237446, 0.003060873, -0.060042106, 0.08348391, -0.11798982, 0.16628337, 0.23030046, -0.16155055, 0.18258655) * go_0(0.0, 0.0); + result += mat4(0.0066633415, 0.09253906, 0.049395826, 0.151374, -0.015566304, 0.25921473, -0.17245017, 0.47088355, 0.08437717, -0.09881311, -0.07388792, -0.07178189, 0.050819, 0.055019803, -0.18850859, 0.03294016) * go_0(0.0, 1.0); + result += mat4(0.043678984, 0.095202595, 0.09942592, 0.24811096, 0.35030758, -0.21920095, -0.012092429, 0.048507717, 0.20449705, 0.0061976225, 0.01237401, 0.05136725, -0.15520673, 0.04483285, -0.21933301, -0.0075039417) * go_0(1.0, -1.0); + result += mat4(-0.3003681, 0.07858391, 0.016175367, 0.09858805, -0.055601455, -0.36961514, 0.006742421, -0.06503776, -0.01715813, -0.05382268, 0.15248029, -0.16113605, 0.04198701, -0.057357345, -0.23497291, -0.056328695) * go_0(1.0, 0.0); + result += mat4(0.11696767, 0.120468214, -0.077845395, 0.09777712, -0.1138163, -0.18214916, 0.058075044, -0.036811862, 0.19279048, -0.099064186, 0.36780992, -0.1690336, 0.11210642, -0.07528836, -0.29965997, 0.12446884) * go_0(1.0, 1.0); + result += mat4(-0.017169006, 0.2172244, -0.10730457, -0.021264572, 0.12227968, -0.053846695, 0.047163304, -0.101603, 0.0062724575, -0.072099365, -0.17555018, -0.00033070304, -0.10524059, 0.09394844, -0.114506185, 0.07369795) * go_1(-1.0, -1.0); + result += mat4(-0.012486243, -0.027982935, 0.068814695, -0.04484977, 0.17179243, -0.05968366, -0.15466455, -0.28936374, 0.037891816, -0.1537021, 0.090284206, -0.08304289, -0.22283946, -0.09740864, -0.076892264, -0.03097382) * go_1(-1.0, 0.0); + result += mat4(0.006861187, 0.14946023, -0.033668704, 0.15979089, 0.04760875, -0.46898082, -0.14282514, -0.13993657, 0.051552102, 0.07174696, 0.045460965, -0.12257744, -0.035047516, -0.13298129, -0.03663405, -0.10557144) * go_1(-1.0, 1.0); + result += mat4(0.07589365, -0.26653993, -0.08249569, -0.14438817, -0.04279978, 0.01693236, 0.17159064, -0.35254893, 0.0040323343, -0.11983753, -0.061253916, 0.011985204, 0.015628112, -0.27908513, 0.15301989, -0.05121764) * go_1(0.0, -1.0); + result += mat4(0.17096418, 0.046836298, -0.010261935, -0.10665749, 0.44767225, -0.15179153, 0.09625136, -0.1691867, 0.011945579, -0.05666474, -0.015486411, 0.096235506, 0.17957349, -0.37671992, 0.07288332, 0.21353583) * go_1(0.0, 0.0); + result += mat4(-0.15026344, 0.07971851, -0.18614125, 0.26538303, 0.100655146, -0.012255109, -0.043610323, -0.47393677, -0.18206257, 0.16008742, -0.08008707, 0.037403177, 0.25357443, 0.20838167, 0.07468662, -0.09819892) * go_1(0.0, 1.0); + result += mat4(0.045250274, 0.016913693, -0.17617564, 0.34649208, -0.123421766, 0.14499843, 0.2794011, 0.023555117, -0.13695411, 0.10700827, 0.0021667846, 0.100851916, -0.065286495, 0.030622184, 0.15711689, 0.16436149) * go_1(1.0, -1.0); + result += mat4(0.09937961, -0.02712812, -0.30141807, -0.05450205, -0.5938476, 0.5271416, -0.044925332, -0.5022929, -0.110103525, -0.1365297, -0.062112883, 0.073157676, -0.062495854, 0.0054924698, 0.044250533, -0.36919707) * go_1(1.0, 0.0); + result += mat4(-0.06692938, -0.16037337, -0.13874179, 0.042753883, -0.20345642, 0.33836037, -0.29128483, -0.3191502, -0.19161306, -0.024874836, -0.105124384, 0.20804134, 0.091092095, -0.10013389, 0.24283187, 0.022393208) * go_1(1.0, 1.0); + result += mat4(0.135681, -0.0913547, -0.015874185, 0.09247961, -0.023832338, -0.026725423, 0.21093869, -0.020168798, -0.036290176, -0.18609242, -0.11226475, -0.037647948, 0.015346553, -0.12651022, -0.005971455, 0.015934778) * go_2(-1.0, -1.0); + result += mat4(-0.012410877, 0.016434811, 0.16975299, 0.09871469, 0.08755521, 0.05003077, 0.17350516, 0.010860692, -0.012806688, -0.04557344, -0.14199564, 0.050168816, 0.061128106, -0.11948343, -0.10489915, -0.15296724) * go_2(-1.0, 0.0); + result += mat4(0.00050839694, -0.08347338, -0.07180877, -0.039955523, -0.0055085914, -0.12990318, 0.0396091, -0.12895937, -0.13214958, -0.020980636, -0.15015417, 0.124210335, 0.040430482, -0.058191862, -0.013813498, 0.06936561) * go_2(-1.0, 1.0); + result += mat4(-0.1309001, -0.1677729, -0.08611893, -0.019612571, 0.0072545055, -0.019699767, 0.08413648, 0.14671975, -0.030692907, -0.061039682, -0.26404843, 0.16754018, -0.13204649, 0.051769182, 0.07329174, 0.008961333) * go_2(0.0, -1.0); + result += mat4(0.12870015, -0.10839898, -0.056968387, 0.24554439, 0.10927941, 0.12468343, 0.113654085, -0.12424883, -0.13480952, 0.02290929, -0.1178948, -0.07272732, -0.035018474, -0.00019598046, -0.029631672, 0.20949355) * go_2(0.0, 0.0); + result += mat4(-0.10979465, 0.0015674937, -0.09602461, -0.13792102, 0.13557434, 0.0797543, 0.16902617, 0.10020133, 0.025968015, -0.13608235, -0.2076836, 0.14700463, -0.15915999, 0.042555846, 0.10517889, 0.013302224) * go_2(0.0, 1.0); + result += mat4(-0.11228716, 0.1296086, -0.13569583, -0.17462344, -0.15479918, 0.10442998, 0.099665, -0.0035203425, -0.03887185, -0.119468026, -0.32558957, -0.044526376, 0.10422026, -0.21343082, -0.18818367, -0.13065325) * go_2(1.0, -1.0); + result += mat4(0.117525764, -0.05182314, -0.13950679, 0.10066026, -0.082305804, 0.19577427, -0.11042555, -0.057250686, 0.034585953, -0.16881162, -0.22649515, -0.14541432, 0.04076736, -0.19786403, -0.20738153, 0.09599371) * go_2(1.0, 0.0); + result += mat4(-0.07562448, -0.04477483, 0.10653905, 0.08121934, -0.13194205, 0.038918853, 0.013618007, 0.2565958, -0.12499594, -0.006808097, -0.1272937, 0.08010868, -0.24138519, 0.10052855, 0.03744373, 0.010530644) * go_2(1.0, 1.0); + result += mat4(0.037195858, -0.026381439, -0.03815725, 0.061316613, -0.03832489, 0.091605686, 0.08876856, 0.06629904, -0.20887044, 0.0051514115, -0.1268548, -0.07050566, 0.08183176, 0.07088599, 0.18599358, -0.08899776) * go_3(-1.0, -1.0); + result += mat4(0.039327797, 0.22177398, -0.1463081, 0.20032172, -0.10862822, -0.11875083, -0.1379379, 0.031803746, 0.008306066, 0.00027348715, -0.23553665, 0.21973856, 0.04693609, 0.009794157, 0.1601008, 0.04190715) * go_3(-1.0, 0.0); + result += mat4(-0.08847024, -0.12034426, -0.046535492, -0.0015469183, 0.029354317, -0.017813215, 0.026930645, -0.061464008, 0.048435025, -0.0060154586, 0.0030779277, -0.0054586986, 0.11209741, 0.1775898, -0.0006593223, 0.06479346) * go_3(-1.0, 1.0); + result += mat4(0.06080291, 0.15299957, 0.06232974, 0.10846308, -0.028292485, -0.012474043, 0.10948469, -0.10518104, 0.03600489, -0.0018079659, 0.13882127, 0.09746347, -0.038197763, 0.050351717, -0.07982211, -0.13927835) * go_3(0.0, -1.0); + result += mat4(-0.019046405, 0.0682466, 0.16174704, -0.08366695, 0.06679201, -0.03144408, -0.15319623, -0.119038805, -0.05669314, -0.032495897, 0.08565711, 0.17832647, 0.09776954, 0.17032266, -0.24967444, 0.010303744) * go_3(0.0, 0.0); + result += mat4(0.24789387, -0.050210956, 0.24326064, -0.029406209, -0.015696421, 0.0012180286, 0.14299859, -0.005255871, 0.024319256, 0.07923077, 0.12629507, -0.006723262, -0.07208263, 0.15598877, 0.20316799, 0.048182316) * go_3(0.0, 1.0); + result += mat4(0.12899855, 0.119086534, 0.2254647, 0.05643592, 0.03596284, -0.034305334, 0.03675757, 0.025819505, -0.009708044, -0.27001143, 0.020433763, -0.114321835, 0.05199634, -0.07492276, 0.14047627, 0.019880205) * go_3(1.0, -1.0); + result += mat4(0.022634482, -0.16988315, 0.21583, 0.14514355, -0.1575888, 0.04049404, -0.19551556, 0.06926082, -0.019816458, 0.2504368, 0.0075988933, -0.2552049, -0.07932466, 0.014810682, 0.11324127, 0.09873611) * go_3(1.0, 0.0); + result += mat4(0.13066028, -0.025925523, -0.070729695, 0.08027581, -0.0889298, 0.12858535, 0.024727652, -0.06386548, 0.06752022, 0.14986867, -0.08458562, 0.04218467, 0.14644428, 0.11713881, 0.044610962, -0.03585549) * go_3(1.0, 1.0); + result += mat4(0.0034785594, -0.035852555, 0.0024070253, 0.0422838, 0.05252951, -0.040922806, -0.110922866, 0.018832507, 0.047977142, -0.031857464, -0.16198619, 0.17507105, 0.15119073, 0.0671685, 0.17173119, -0.002882032) * go_4(-1.0, -1.0); + result += mat4(0.07206848, -0.03441637, -0.12565812, -0.090023674, 0.07560367, 0.035000406, 0.0598636, -0.12219724, -0.10413281, 0.08332902, -0.332376, -0.059019767, 0.17776102, -0.029625535, 0.0932516, 0.11897422) * go_4(-1.0, 0.0); + result += mat4(-0.087000675, -0.06058876, -0.047136415, -0.01116753, 0.086808994, -0.037621588, 0.1934453, -0.09606909, -0.20308414, -0.20870854, -0.08154494, -0.023201983, 0.122871794, 0.10025451, 0.085648954, 0.06762109) * go_4(-1.0, 1.0); + result += mat4(0.008361006, -0.023998639, -0.10125869, -0.031050105, 0.13941154, -0.12811112, 0.19164155, 0.14518012, 0.07919583, 0.045191582, -0.02450593, -0.1460442, 0.19432214, 0.022542864, 0.075775094, -0.07979384) * go_4(0.0, -1.0); + result += mat4(0.0678098, 0.047234662, -0.16516937, 0.03845517, 0.10120048, 0.09001103, 0.0729872, 0.16803268, 0.05822093, 0.14214385, -0.09651238, 0.028225511, 0.014847803, 0.03776409, -0.018266752, -0.1786831) * go_4(0.0, 0.0); + result += mat4(-0.093699664, -0.07175496, -0.11612068, -0.03221349, -0.1627238, 0.08046109, 0.07180413, -0.053919647, -0.15395777, -0.10083802, -0.15925324, 0.03812138, -0.086695984, -0.011022635, -0.05752067, 0.09484592) * go_4(0.0, 1.0); + result += mat4(-0.009441042, -0.004515587, -0.011854299, -0.13570477, -0.11361854, 0.056793407, 0.14414963, 0.0016374801, 0.16569155, 0.0006892999, -0.24540672, -0.0115879765, -0.0062334137, 0.006741106, -0.057994764, -0.11105791) * go_4(1.0, -1.0); + result += mat4(-0.10549314, 0.07036646, 0.0027208559, 0.117512435, 0.06421372, 0.015700622, 0.122735605, 0.042871855, 0.3570547, -0.06494184, -0.1451109, 0.06707965, -0.0018241329, -0.15766938, -0.10465162, 0.06556862) * go_4(1.0, 0.0); + result += mat4(-0.12994805, -0.0015565314, 0.036605444, -0.0024906532, -0.22658896, -0.16236745, 0.028065031, 0.030607022, 0.24544671, 0.04871293, 0.0154087255, -0.07887157, -0.048981514, 0.047455136, 0.02338251, 0.09652532) * go_4(1.0, 1.0); + result += mat4(0.1025444, 0.06992135, -0.19152603, -0.032660298, 0.11341433, -0.008461467, 0.37216434, -0.021054655, 0.0136999, -0.06587233, -0.16484618, 0.157092, -0.009656801, -0.05105792, 0.14666946, 0.00493695) * go_5(-1.0, -1.0); + result += mat4(-0.07382431, -0.09395048, -0.093574286, -0.093534246, 0.012859197, -0.16821484, 0.33096954, -0.18585683, -0.11704033, -0.12794305, -0.10872539, -0.2351157, -0.111063056, -0.0059594624, -0.13428564, -0.015650012) * go_5(-1.0, 0.0); + result += mat4(0.010946964, -0.010041952, 0.0019383408, 0.10530978, 0.10574319, -0.042743787, 0.22395532, -0.21446688, 0.023708893, 0.06247624, -0.17799611, 0.08588511, -0.044028617, -0.060424324, -0.0718166, -0.10640777) * go_5(-1.0, 1.0); + result += mat4(0.10719061, 0.0129604, 0.19220753, 0.19485699, -0.04527621, 0.02048796, 0.062281314, 0.05473695, -0.001512825, 0.05083577, 0.015815359, -0.10335057, 0.088389724, 0.07674812, 0.1637286, 0.16419598) * go_5(0.0, -1.0); + result += mat4(-0.04744085, -0.021908872, -0.16124526, -0.12239747, 0.113680035, -0.00402739, 0.07683296, 0.1298162, -0.0062383, -0.0606094, -0.07588451, 0.09638553, 0.0488219, -0.062957846, -0.0049705994, 0.04572072) * go_5(0.0, 0.0); + result += mat4(0.078025624, 0.03524372, 0.009368983, -0.20319936, 0.10732133, 0.17059354, -0.090827584, 0.011335166, -0.0052754492, -0.041605044, -0.21478763, 0.16712104, 0.012957462, -0.03315961, 0.032550223, -0.060612053) * go_5(0.0, 1.0); + result += mat4(-0.04097813, -0.10575517, 0.02932303, 0.10431537, -0.17378059, 0.0028188052, -0.101903476, 0.09494412, -0.044233404, 0.07267324, 0.02446518, 0.04492867, -0.21241763, 0.06236375, 0.17637831, 0.11380535) * go_5(1.0, -1.0); + result += mat4(-0.16117178, 0.08798764, 0.0640833, -0.0701564, 0.17710546, 0.06163036, -0.06582654, 0.035877887, -0.09767339, 0.013938544, -0.1083548, -0.11107573, -0.2024197, 0.25081524, 0.10785676, 0.04328463) * go_5(1.0, 0.0); + result += mat4(0.011950619, 0.14784974, 0.07109999, -0.17253064, 0.110183194, -0.02177597, 0.2582, -0.06715354, 0.11416209, -0.0930534, -0.102803044, 0.04018467, 0.047358584, -0.0015465431, -0.13922222, 0.13208711) * go_5(1.0, 1.0); + result += vec4(-0.01062606, -0.052027427, 0.013884738, 0.019204512); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!SAVE conv2d_10_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.113090456, 0.07363513, 0.024979502, -0.008825497, -0.12050694, -0.07486469, -0.11941816, -0.011871381, 0.107220344, -0.032913607, 0.12622087, -0.045822218, 0.07387966, -0.021371206, 0.007965849, 0.048105687) * go_0(-1.0, -1.0); + result += mat4(-0.09334273, 0.033589564, 0.04118339, -0.10118551, -0.30853283, -0.16254744, -0.13663885, 0.2308669, -0.019317703, 0.02902979, 0.04737992, -0.05380483, 0.052566357, -0.0132431965, 0.03312134, -0.05146259) * go_0(-1.0, 0.0); + result += mat4(-0.035666548, 0.03142391, -0.061812516, 0.016170874, 0.2742194, -0.02790315, -0.16429302, -0.080292866, 0.08983578, 0.04091192, -0.009412326, 0.081929326, -0.021755466, 0.049149238, -0.022340572, 0.0018007496) * go_0(-1.0, 1.0); + result += mat4(-0.21112363, -0.07935102, -0.0077055297, -0.11152485, -0.038522743, 0.10441903, 0.49379715, 0.3279719, 0.11621902, 0.08317908, 0.065725714, -0.13305607, 0.0877202, 0.048430666, -0.08754577, 0.007701747) * go_0(0.0, -1.0); + result += mat4(-0.12220588, -0.009903899, 0.14068304, -0.046886254, -0.040303588, -0.022275012, 0.21650875, 0.1101425, 0.08782837, 0.029715152, 0.028760241, 0.016143637, -0.07338588, 0.043814916, 0.06933535, 0.17793724) * go_0(0.0, 0.0); + result += mat4(-0.044231124, 0.08114073, 0.06923305, 0.037548296, -0.092029534, -0.25295112, -0.06005341, 0.0014922859, 0.11133001, 0.059025094, 0.04505738, 0.0154424235, -1.2619082e-05, 0.031804066, -0.08802078, 0.07750838) * go_0(0.0, 1.0); + result += mat4(-0.1490005, 0.15053308, 0.086954184, -0.04289656, 0.18064196, -0.014970675, 0.21018268, -0.19265522, 0.1618517, -0.10602425, -0.01163617, 0.015137006, 0.11273077, -0.011398939, -0.135021, 0.022683538) * go_0(1.0, -1.0); + result += mat4(-0.07376752, 0.06489613, 0.013352993, -0.034090944, 0.25911796, 0.07827042, 0.1481548, -0.14758152, 0.16708852, -0.03871884, -0.039322566, 0.18408814, 0.12899528, 0.22925022, 0.055512853, 0.31332016) * go_0(1.0, 0.0); + result += mat4(0.017059328, -0.0090106595, -0.05648487, 0.04868179, 0.005841219, -0.20667028, -0.021814981, -0.22739622, 0.048590902, -0.03058942, 0.055517618, -0.017253084, 0.0836235, 0.014225088, 0.054538783, 0.14126775) * go_0(1.0, 1.0); + result += mat4(-0.061225217, 0.11518607, 0.048296787, -0.030705981, 0.00026408286, 0.13189921, 0.053947564, -0.01223916, 0.13795912, 0.052237086, 0.08458277, 0.0036678968, -0.038967784, 0.059216358, 0.081971616, -0.03260716) * go_1(-1.0, -1.0); + result += mat4(-0.25405368, 0.064130306, 0.007561692, 0.20079653, 0.044663772, -0.0985312, -0.2874557, 0.103476, -0.00029025553, 0.008965628, -0.21605104, 0.07896577, -0.1345618, -0.03465289, 0.12322703, -0.0027395114) * go_1(-1.0, 0.0); + result += mat4(-0.124397, -0.05734234, 0.13583343, -0.11811631, 0.026253833, -0.14396463, -0.21834502, 0.23715091, 0.13889933, -0.06356539, -0.0076341596, -0.09086631, 0.055698063, 0.020052545, 0.09171072, -0.16480936) * go_1(-1.0, 1.0); + result += mat4(0.19439146, 0.17128618, -0.11673137, -0.08775972, 0.07130441, 0.05052484, 0.0848579, -0.15684378, 0.026960561, 0.06485391, -0.07091981, 0.009575264, 0.30569664, 0.078809306, -0.18174082, -0.07217682) * go_1(0.0, -1.0); + result += mat4(-0.13809395, -0.06908299, 0.19040018, 0.09944175, 0.16939381, -0.37728497, -0.37024194, -0.12774213, -0.073519684, -0.027776692, -0.1551939, -0.14699444, 0.20145375, 0.08193369, -0.034844723, -0.006312232) * go_1(0.0, 0.0); + result += mat4(-0.055156156, -0.12880407, 0.084246926, 0.006865473, -0.17330836, 0.3469416, -0.11134178, 0.5999249, 0.16239491, 0.0069242036, -0.06905619, 0.11335964, 0.14645413, -0.22719446, -0.07623858, -0.21904367) * go_1(0.0, 1.0); + result += mat4(0.05759482, -0.011921518, -0.13729765, 0.05304118, -0.17100294, -0.2243963, -0.105225794, -0.06406073, -0.017775586, -0.043849885, 0.0059583266, -0.07364292, 0.11278126, -0.026950873, 0.056825638, 0.3991148) * go_1(1.0, -1.0); + result += mat4(0.16265109, 0.026453028, 0.013443396, 0.09319076, -0.24836281, 0.05491846, -0.017516365, -0.17137475, -0.08806953, -0.15395658, -0.039889313, 0.064111516, 0.04344778, 0.0070924186, -0.033040605, 0.03564861) * go_1(1.0, 0.0); + result += mat4(0.004374147, -0.0033310314, 0.0070889434, 0.022748578, 0.059289854, 0.06067078, 0.11241574, 0.5826851, -0.03176285, -0.016978094, 0.009900873, 0.03038094, -0.09920674, 0.020018527, 0.06611844, -0.0103789205) * go_1(1.0, 1.0); + result += mat4(0.072284274, -0.070255265, 0.06409053, -0.119059056, -0.032461043, 0.082600154, -0.016688043, -0.0044279834, -0.0087889265, 0.044576246, 0.044787094, 0.065958634, -0.14979455, 0.061757486, -0.24551123, -0.037096146) * go_2(-1.0, -1.0); + result += mat4(0.21414876, -0.035975914, -0.10910457, -0.076440185, -0.026116187, -0.19440939, 0.16116165, -0.034323256, 0.07209571, 0.03571497, 0.14614029, 0.16346116, -0.016872317, -0.12024297, -0.0755266, 0.028007843) * go_2(-1.0, 0.0); + result += mat4(-0.1504108, -0.074497886, 0.015983054, -0.019896332, 0.07229879, 0.004704412, 0.053509913, 0.017833585, 0.22588669, 0.085522465, 0.020050932, 0.13462946, 0.007896909, -0.01270269, 0.0360872, -0.057662737) * go_2(-1.0, 1.0); + result += mat4(0.07984104, -0.0127557935, -0.06973756, -0.19502595, 0.045058925, -0.07282435, 0.022881633, -0.03889418, -0.06895071, -0.01696622, -0.06334147, 0.11896589, -0.019639635, -0.12830317, -0.13997689, 0.049553704) * go_2(0.0, -1.0); + result += mat4(0.31706354, -0.30116943, 0.05092584, 0.076729104, -0.14699869, -0.015972838, -0.09121025, 0.17598335, 0.19278876, 0.093195386, -0.018730955, -0.19796541, 0.11778652, -0.096808665, 0.04344181, -0.14896126) * go_2(0.0, 0.0); + result += mat4(0.013848566, -0.020476839, 0.18316923, 0.0049782926, -0.0056098476, -0.07864655, 0.061630413, -0.080569, 0.076633394, -0.06640537, -0.106514364, 0.12165088, -0.058596645, -0.118888184, -0.06803075, 0.13117275) * go_2(0.0, 1.0); + result += mat4(-0.012252778, -0.030876057, -0.24172947, -0.087793685, -0.22224396, -0.25604194, 0.1426168, -0.12783521, 0.05556455, 0.03210483, -0.0316102, -0.023015687, 0.039683223, -0.10394309, 0.098285146, -0.023034312) * go_2(1.0, -1.0); + result += mat4(0.14878303, -0.028762965, 0.058775716, 0.15540268, -0.17421083, 0.131513, 0.044773087, 0.018603755, -0.09350667, -0.043389946, 0.11546245, -0.02759183, -0.07364507, 0.17135505, -0.009826415, 0.11607424) * go_2(1.0, 0.0); + result += mat4(0.067677625, 0.059752934, 0.024382113, 0.04400844, 0.008342977, -0.04577138, 0.020685198, -0.041203383, -0.017433412, -0.07155846, -0.052362144, 0.03014568, 0.038230926, -0.01888155, -0.07849765, -0.08396473) * go_2(1.0, 1.0); + result += mat4(0.053294566, 0.03602729, -0.22378196, 0.01609388, -0.11043058, -0.05442587, -0.19422631, -0.05565426, -0.04800542, 0.13920017, -0.017418116, 0.054497957, 0.13052133, 0.12071769, -0.042326517, -0.0022381644) * go_3(-1.0, -1.0); + result += mat4(0.046847582, -0.04184529, 0.008852511, -0.02015262, 0.10545831, 0.113283984, 0.10696095, -0.11655221, 0.03373848, 0.08363771, -0.02655156, 0.04344747, -0.24057704, 0.13668998, -0.2299754, 0.0073035797) * go_3(-1.0, 0.0); + result += mat4(-0.08459315, -0.020136766, 0.10070683, 0.017577527, -0.0009834991, -0.11033308, 0.08818948, -0.13391396, 0.04542606, 0.1559562, -0.0065471027, 0.07997259, 0.069890484, 0.046721727, 0.013988052, -0.08406746) * go_3(-1.0, 1.0); + result += mat4(-0.21624295, -0.14573877, 0.0105767455, 0.02749639, -0.16385342, -0.02645479, -0.06401607, -0.02483742, 0.03537051, -0.088888384, 0.11516674, 0.0331008, 0.10191646, 0.1400283, -0.07871824, -0.025639221) * go_3(0.0, -1.0); + result += mat4(-0.048230644, 0.15147676, 0.058630764, -0.13755774, 0.041924685, -0.07714329, -0.050841887, -0.08088139, -0.13306704, 0.29612526, -0.20367093, -0.10485751, -0.03138395, -0.119133264, -0.0035399024, -0.14238247) * go_3(0.0, 0.0); + result += mat4(-0.12002435, 0.14720187, -0.122544155, -0.02835125, 0.06765652, -0.0016552208, -0.16833816, -0.04353569, -0.068208195, 0.039453834, 0.11506979, -0.20681196, -0.049302276, 0.101384796, -0.05427253, -0.11548666) * go_3(0.0, 1.0); + result += mat4(-0.0015761533, 0.029485287, -0.013451097, -0.010172752, -0.08024912, -0.075339146, 0.03593965, -0.21028483, -0.016502015, 0.0044189016, 0.099528, 0.0015216048, -0.04843517, -0.22091262, 0.0074388958, -0.07867808) * go_3(1.0, -1.0); + result += mat4(0.061431393, 0.10554286, -0.047737405, -0.033705, 0.013257743, 0.04547564, -0.10596572, 0.022967024, -0.072270565, -0.07260744, 0.02165147, -0.2838162, 0.009972065, -0.18017696, -0.1033283, -0.24442294) * go_3(1.0, 0.0); + result += mat4(-0.076784596, -0.1104058, -0.002270307, 0.064797, -0.0110007385, 0.1348493, 0.057218846, -0.015386331, -0.14072885, 0.04957616, 0.15274633, -0.12291619, -0.03807296, -0.10206284, 0.015337153, -0.0031198338) * go_3(1.0, 1.0); + result += mat4(-0.0073694596, -0.15437892, 0.20896013, 0.05329698, -0.028366623, 0.18420795, -0.037967466, -0.09243155, -0.15928073, -0.027211703, -0.2442852, 0.058322527, 0.07330965, 0.056972265, 0.009306745, 0.06876) * go_4(-1.0, -1.0); + result += mat4(0.019019231, -0.040069077, -0.04364552, -0.03891406, 0.022412365, -0.12990329, 0.064752564, 0.038254093, -0.002828065, 0.020048235, 0.20127815, -0.16228448, 0.0893103, -0.013606921, 0.037670426, -0.14594339) * go_4(-1.0, 0.0); + result += mat4(-0.033307545, -0.061984073, -0.10351916, 0.014344462, 0.12793744, 0.025341533, -0.053259254, 0.018748915, -0.13417724, 0.040742733, -0.16217181, 0.02416155, -0.0012869171, 0.019427545, -0.014160245, -0.015564102) * go_4(-1.0, 1.0); + result += mat4(-0.06312904, -0.041499175, 0.14028127, -0.06057527, -0.0053603924, -0.20937814, -0.23347853, 0.06508113, 0.10326394, 0.14152344, 0.24802643, 0.037230004, -0.0512267, -0.09640014, 0.11307992, 0.062251512) * go_4(0.0, -1.0); + result += mat4(-0.047232777, 0.066493064, 0.067052625, 0.050015416, 0.10413762, 0.01973564, 0.16534911, 0.0024560746, 0.024104346, 0.22038093, -0.029466642, -0.03005048, -0.045328043, -0.026583074, 0.06890472, -0.083850846) * go_4(0.0, 0.0); + result += mat4(-0.015427126, 0.027022658, -0.08238112, 0.15246283, 0.11984305, -0.09998941, 0.014057224, -0.0066921166, -0.20243695, -0.073766015, 0.07869843, -0.11506079, 0.031439606, 0.11598879, 0.06180831, 0.041150138) * go_4(0.0, 1.0); + result += mat4(-0.057878558, 0.024301196, 0.018600943, 0.033078402, -0.0144442795, 0.14395595, -0.1659252, 0.013102369, 0.28647897, 0.3503999, -0.05675152, 0.016681064, 0.086345114, -0.037110195, 0.03652228, -0.0051537044) * go_4(1.0, -1.0); + result += mat4(0.09289769, 0.0016243979, -0.059179984, 0.09049066, -0.14034908, 0.032427154, 0.04401559, -0.014668633, -0.040649414, 0.1347746, -0.17860253, 0.06025895, 0.01153774, -0.022120953, 0.08443816, 0.038053006) * go_4(1.0, 0.0); + result += mat4(0.0002521741, -0.040953588, 0.007686153, -0.08370907, 0.011406269, 0.12528807, -0.046396818, -0.11079658, -0.065456934, 0.15347314, -0.11185346, 0.051363517, 0.097815335, -0.079271026, -0.09015003, -0.06900951) * go_4(1.0, 1.0); + result += mat4(0.08122873, -0.057299573, -0.14423624, -0.008031561, 0.03928219, 0.016986107, 0.12346514, -0.07066072, -0.106617115, -0.13096279, 0.14809057, 0.006015337, -0.0058337026, -0.06331833, -0.07309315, 0.019704184) * go_5(-1.0, -1.0); + result += mat4(0.13088657, -0.031135868, 0.11847334, 0.0071840337, -0.17655367, 0.100214295, -0.17799327, 0.03865343, 0.037620597, 0.13719837, -0.040092412, -0.017328897, 0.1561107, -0.065955736, 0.1717354, -0.1400387) * go_5(-1.0, 0.0); + result += mat4(0.078043096, 0.040985454, 0.07705413, -0.0050318157, -0.027695157, -0.005932721, -0.06398745, 0.057999082, -0.04509152, 0.0026726502, -0.019347308, 0.07512656, 0.04063527, 0.0068896073, 0.10422622, 0.022710409) * go_5(-1.0, 1.0); + result += mat4(0.072719865, -0.13834853, 0.12521699, 0.028246783, 0.18001392, 0.22119613, -0.04822959, -0.18187445, -0.01620022, 0.06518222, 0.08131247, 0.03313942, -0.1719651, -0.09656006, 0.11155731, 0.0012492423) * go_5(0.0, -1.0); + result += mat4(-0.06908649, 0.032564826, -0.221129, -0.18762547, 0.004682886, -0.013427163, -0.09181895, 0.11841623, -0.021600097, 0.11863493, 0.022368155, 0.20736726, -0.1179626, -0.031987645, -0.10487533, 0.0223198) * go_5(0.0, 0.0); + result += mat4(0.16678348, 0.10580399, 0.06924163, 0.02099658, -0.12483056, 0.015410649, -0.07798601, 0.11255007, -0.02503761, -0.05064836, -0.089003615, 0.014460337, -0.08561935, -0.018413413, -0.06588833, 0.035070665) * go_5(0.0, 1.0); + result += mat4(0.027189143, -0.0010071322, 0.09226382, 0.0065353415, 0.061346207, 0.07053531, -0.23844129, 0.108211555, 0.004455096, 0.03178847, 0.035845987, 0.05188758, -0.098674856, -0.035545208, 0.08398878, 0.041259117) * go_5(1.0, -1.0); + result += mat4(-0.06490854, 0.032585036, -0.019875526, -0.027634617, 0.027890025, -0.016592579, 0.14754246, -0.036906276, 0.06924524, 0.1729594, -0.017031275, 0.066240765, -0.18692508, -0.007637408, 0.1483749, -0.14382264) * go_5(1.0, 0.0); + result += mat4(0.0022379193, 0.08517842, 0.03217198, 0.14777406, -0.027304325, -0.08981197, -0.030513924, -0.18656953, 0.18277127, 0.07718136, 0.009839646, -0.10027589, -0.07353519, 0.06717004, 0.003475724, 0.05562032) * go_5(1.0, 1.0); + result += vec4(0.006233754, -0.020468881, -0.023690598, 0.012153336); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.3275295, -0.10256548, 0.07990071, 0.07344491, 0.09675708, 0.38602263, 0.046949226, 0.13522291, -0.06548349, -0.2141768, 0.1442215, 0.07076354, -0.28706893, -0.09510657, -0.33361802, 0.17997606) * g_0; + result += mat4(-0.3902465, -0.37943545, 0.34070873, -0.06515231, 0.3773959, 0.23564592, 0.12646881, 0.34798717, 0.08959239, -0.09920428, -0.05263061, 0.08593119, -0.11256286, 0.03323808, 0.28942552, -0.07692077) * g_1; + result += mat4(0.049924586, -0.046135597, 0.027276453, 0.22358407, -0.17782047, 0.04982942, 0.032420523, 0.14843605, -0.07956747, 0.15165776, 0.024053019, 0.10179323, -0.12331457, 0.17385468, -0.14274296, -0.19595052) * g_2; + result += mat4(0.08946966, 0.21978298, -0.13464683, -0.15201972, 0.07488354, -0.083067894, 0.2545266, -0.00071388343, -0.09486165, 0.17796224, -0.17153804, -0.13825884, -0.005259369, 0.25042844, -0.17753051, -0.23244008) * g_3; + result += mat4(-0.101277605, 0.08002136, 0.052613195, -0.0025906193, -0.05422038, 0.06328493, -0.312865, -0.09892072, -0.05911775, -0.30448103, 0.18317235, -0.06668996, -0.30352446, 0.05390891, -0.2406475, 0.24649437) * g_4; + result += mat4(0.2113683, 0.17140104, -0.30644476, -0.12725203, 0.11536456, -0.19401324, -0.21433993, 0.051369216, -0.15230572, 0.42077595, 0.2791827, 0.0865297, 0.13286951, 0.01140499, 0.020872416, -0.034236103) * g_5; + result += mat4(0.27759182, -0.1335802, -0.08618739, 0.16586313, 0.15327361, -0.33924958, -0.21265858, -0.20737244, -0.009371618, 0.11073709, 0.4726342, -0.0316658, 0.05112286, -0.032339208, -0.17583671, -0.25219595) * g_6; + result += mat4(-0.026518747, 0.12324775, -0.31155992, 0.21424666, -0.16678652, 0.06348117, 0.11070292, -0.11495743, -0.10694724, 0.12424144, -0.0021484715, 0.06512352, 0.15463142, -0.11476437, 0.2896172, 0.4012892) * g_7; + result += mat4(-0.001160076, -0.14888513, 0.14301488, -0.04740031, 0.029436165, -0.23340538, -0.15105838, 0.16811034, -0.06946912, 0.020841839, 0.24280222, 0.021100134, 0.07717933, -0.22419651, -0.006414409, 0.11330106) * g_8; + result += mat4(0.11547635, -0.25639054, -0.018852018, 0.24935618, 0.14466232, -0.108216226, -0.09197662, -0.20300743, 0.20194042, 0.3676584, -0.14426023, 0.33430305, -0.069588944, -0.05887257, 0.194153, -0.25895235) * g_9; + result += mat4(0.007937854, 0.10338447, -0.08498367, -0.17928837, 0.27194974, 0.0847048, 0.18792148, -0.14510484, 0.12530808, 0.10366565, -0.13497144, 0.21842767, -0.09612641, 0.1777584, 0.07427717, 0.1062342) * g_10; + result += mat4(-0.07232676, 0.01870754, 0.17989273, -0.12123426, 0.08253994, -0.13098013, -0.17457142, 0.2662375, 0.16095823, -0.04657838, -0.19479601, 0.037022784, -0.08683312, 0.25411013, 0.041371927, 0.2900686) * g_11; + result += mat4(-0.285272, -0.3171985, -0.0049645463, 0.14884493, 0.09718065, -0.31102726, -0.24681929, 0.03831946, 0.12201028, -0.101639956, -0.10093202, -0.053675085, 0.02908511, 0.091725975, -0.036547046, 0.02928812) * g_12; + result += mat4(0.18724014, -0.056803793, 0.15476856, -0.02362879, 0.052199673, 0.06359232, 0.4151323, -0.01882742, -0.019109733, -0.07776646, -0.3151209, 0.053818975, 0.046562992, -0.17907584, 0.13174902, 0.14436677) * g_13; + result += mat4(-0.21648815, 0.022653956, -0.55097306, -0.008152276, 0.12439029, -0.04533779, -0.12331872, 0.078978874, 0.052233644, -0.1477579, -0.18353766, 0.40710232, -0.23357393, -0.39480248, -0.018859219, -0.07072299) * g_14; + result += mat4(0.043721616, 0.14363645, 0.024111703, 0.014027298, 0.012885652, 0.17223589, 0.047403537, -0.09311825, -0.24859756, -0.1791887, -0.064629294, -0.26104984, 0.12781571, -0.011062096, 0.1922415, 0.16987853) * g_15; + result += vec4(0.05144489, 0.033752657, 0.008907633, -0.03164656); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf1 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.26660392, 0.07363331, -0.0630955, 0.04707774, 0.2190672, -0.012001462, -0.5999911, 0.28147182, 0.13756925, -0.124700874, -0.02564129, 0.22770438, 0.101030536, 0.098255195, -0.21563007, -0.075010024) * g_0; + result += mat4(-0.251709, 0.20354952, -0.32704532, 0.018580899, -0.10529829, -0.15543194, -0.18096688, -0.27817816, 0.34051725, 0.02303076, -0.006826852, -0.09399886, -0.038892258, 0.022739887, 0.058521356, 0.13895498) * g_1; + result += mat4(0.05894668, 0.100568, -0.21035372, 0.31440088, 0.037351474, -0.022318719, -0.00996168, 0.010143051, -0.33800384, -0.023619255, 0.23860018, -0.24643785, 0.096730575, -0.10366994, 0.050961945, -0.219199) * g_2; + result += mat4(0.21206303, -0.17116684, 0.014926057, -0.2555803, -0.23777173, -0.3644426, -0.14371839, -0.21673483, 0.39334375, -0.1263852, -0.23373136, -0.43798128, -0.1707486, -0.009590617, 0.0023898776, -0.23449537) * g_3; + result += mat4(-0.06620709, -0.033145174, 0.27508232, 0.08487005, 0.36242872, -0.30349565, -0.034109794, 0.3935021, 0.046761807, -0.106829435, -0.048241124, 0.011187411, -0.20284426, -0.08020177, 0.011624174, 0.2168835) * g_4; + result += mat4(-0.12986803, 0.09660072, -0.0859288, 0.23373657, -0.35700363, 0.021483889, 0.13391288, 0.26249766, 0.073043846, 0.15460604, -0.17885107, -0.03155575, 0.21122873, 0.10214664, 0.008124733, -0.13256365) * g_5; + result += mat4(-0.20986424, 0.01661353, -0.32582346, 0.021188684, -0.11207729, -0.005879808, 0.14655554, 0.20526361, 0.17426926, -0.21366295, -0.08453759, 0.21751851, -0.22087021, 0.18081911, 0.034678783, -0.028321259) * g_6; + result += mat4(0.06180443, -0.0133624105, -0.09466958, -0.11492345, 0.037676495, 0.17866406, -0.2652301, -0.27896136, 0.066703305, 0.0914678, 0.060967688, -0.1129105, 0.34927168, -0.07907402, 0.250401, 0.18991004) * g_7; + result += mat4(0.19685721, -0.004515772, -0.24063739, 0.029372582, 0.11698867, 0.07514613, 0.09423268, 0.1620886, 0.14784159, 0.21263896, 0.2852977, -0.12326755, 0.07344623, 0.050873935, -0.23356345, -0.5316184) * g_8; + result += mat4(-0.13699524, -0.26430392, -0.06886077, 0.03557516, -0.06480295, 0.08807464, -0.17347333, 0.06482862, -0.13731833, -0.2848614, 0.06923784, 0.25189507, -0.12466488, -0.052593954, 0.00086845015, 0.10056825) * g_9; + result += mat4(0.18202075, -0.03969697, 0.11266586, -0.31405628, -0.18683487, -0.16736764, -0.2904854, -0.03473291, 0.0489973, 0.37474206, 0.2694234, -0.029300861, 0.02498133, 0.3028819, 0.1546703, -0.09094391) * g_10; + result += mat4(0.022329945, 0.16241878, -0.19467553, -0.06949654, 0.34127444, 0.15979202, 0.018057512, 0.24089065, -0.102250695, 0.01327663, 0.21074775, 0.10166909, 0.3671337, 0.25721171, -0.25048146, 0.03895536) * g_11; + result += mat4(0.05818574, -0.0058748005, 0.11750601, 0.19012532, 0.3506463, 0.05318807, -0.14448579, -0.09219455, -0.13858557, -0.024810392, 0.057599254, 0.012339387, 0.1620521, -0.18280268, 0.040701784, -0.17565976) * g_12; + result += mat4(0.39327988, -0.1916084, 0.056305442, -0.288639, -0.034966636, 0.29527235, -0.32901463, -0.11967507, -0.34051013, 0.27244, -0.0063241655, 0.4183678, -0.38721135, -0.13528046, 0.16835152, 0.17126207) * g_13; + result += mat4(0.014969379, 0.1980705, 0.08781139, 0.144981, 0.3095253, -0.17065018, 0.23785667, 0.26326, 0.009895111, 0.019108804, 0.2241572, 0.048993796, 0.115338214, 0.13549735, -0.21664904, -0.044739243) * g_14; + result += mat4(0.24587603, -0.03127825, -0.5519671, -0.1913501, -0.041294243, 0.17807598, -0.24955471, -0.2830993, -0.032468125, 0.051955972, -0.04685181, -0.29292116, -0.037471697, -0.09133097, 0.06842207, 0.4217657) * g_15; + result += vec4(0.03585649, -0.0060541225, 0.04059685, 0.028249348); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf2 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.022616543, -0.07495665, 0.20578638, -0.24614015, 0.20188546, 0.07821132, -0.55689156, 0.078048594, 0.16035397, -0.18943994, -0.109294415, 0.11644118, -0.25667566, -0.17004293, -0.34455723, -0.08808675) * g_0; + result += mat4(0.28649247, 0.056165792, -0.49363118, -0.1529661, 0.07703691, 0.07966694, 0.58834124, 0.20894507, 0.46345595, 0.19134133, 0.12830314, -0.06366993, 0.1250579, 0.18356793, -0.1408607, -0.16252096) * g_1; + result += mat4(-0.059020188, -0.21338785, 0.017160866, -0.06280688, -0.12539028, 0.032399278, 0.046102162, -0.012033963, 0.19066435, -0.21461637, 0.07392558, 0.022834225, 0.18924391, -0.027622582, -0.24777018, -0.090185896) * g_2; + result += mat4(-0.32912537, -0.12669958, 0.092723176, 0.09256268, 0.013792983, -0.13308536, 0.16042812, -0.2033247, -0.06560468, -0.019620765, 0.08362642, 0.055273537, 0.12208806, -0.20194231, 0.084021725, 0.38380083) * g_3; + result += mat4(-0.1571086, 0.03144169, -0.2251698, -0.06480453, 0.001744102, 0.0010039994, -0.027967803, -0.11266107, -0.40678036, -0.07481646, -0.24311328, 0.042732738, 0.018475516, -0.113912515, 0.03153217, -0.034913916) * g_4; + result += mat4(0.014403644, -0.020557571, 0.38122526, 0.03807282, 0.28673846, 0.13712813, -0.042157043, -0.12968376, 0.12554988, -0.14628744, -0.00392324, 0.014086664, 0.079255715, 0.09928858, -0.11087327, 0.0699405) * g_5; + result += mat4(-0.35458207, 0.029392743, -0.31504998, 0.13302153, 0.17734766, -0.10416982, -0.0036142413, -0.12197593, -0.17005852, 0.1727392, 0.11929178, 0.16293883, -0.25592133, 0.08175675, 0.2355234, 0.022874065) * g_6; + result += mat4(0.21167323, -0.26767167, 0.08588045, 0.058573887, -0.01292999, 0.22167805, 0.11722694, 0.5700164, 0.044330835, -0.29406846, -0.11540253, -0.21386458, -0.08779367, -0.12368158, 0.0667155, 0.32094228) * g_7; + result += mat4(-0.08529116, 0.09712954, 0.09333625, 0.06606905, -0.1782532, 0.051486395, -0.10986318, -0.20011626, -0.023568239, 0.20281026, 0.03716514, 0.1831125, 0.22586478, -0.058135565, 0.0030777368, 0.0015794474) * g_8; + result += mat4(-0.007098127, -0.11688584, 0.0133981705, 0.17757058, 0.02897332, -0.18530834, -0.0032577885, -0.08089542, -0.0020816326, -0.3233896, -0.13044983, -0.04108618, 0.0110450545, -0.01834794, -0.17684971, -0.06611739) * g_9; + result += mat4(0.2604118, 0.3291361, 0.07571542, 0.32165763, -0.06534106, -0.10623649, 0.18254459, 0.063651256, -0.021245563, 0.06759048, -0.39714596, -0.12235311, -0.059783626, 0.10078259, 0.26484212, -0.13679399) * g_10; + result += mat4(0.13124742, 0.11206922, -0.0684187, -0.20119804, -0.09549651, 0.0703663, -0.19196616, -0.14344019, 0.029426184, -0.057151172, 0.19186652, 0.24676153, 0.35762733, 0.10300911, 0.08581454, -0.015290781) * g_11; + result += mat4(0.06758918, 0.37075385, -0.2334613, 0.25336525, -0.026440224, 0.024827614, 0.07352414, -0.1794877, -0.018798998, 0.10824414, 0.01850616, 0.03725088, -0.079103224, -0.056518886, -0.01137129, -0.00012351258) * g_12; + result += mat4(0.09624113, -0.18910943, 0.30205646, 0.43680936, 0.21888132, -0.22264229, -0.15398757, 0.29324576, 0.006859953, -0.077507176, -0.090208314, -0.20981432, -0.21420066, 0.06341929, -0.07640488, -0.031766582) * g_13; + result += mat4(-0.025704857, 0.09863719, 0.04335183, -0.06731708, 0.019300275, -0.39722142, -0.13667129, 0.15554759, -0.3567945, -0.008414992, -0.05418159, -0.2149799, -0.17905809, 0.0051317243, 0.037312187, -0.05859764) * g_14; + result += mat4(0.25617346, 0.009854824, -0.019909287, 0.06340188, -0.10071771, 0.10874236, 0.38549116, 0.098355606, 0.2930539, 0.11536922, -0.14541107, 0.035229255, -0.3127395, 0.27851996, -0.0048802355, 0.02862268) * g_15; + result += vec4(-0.0006504641, -0.014806257, -0.015985647, 0.021676043); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!SAVE conv2d_14_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.04766601, -0.08873054, 0.005499363, 0.22826882, -0.037064873, -0.033036098, -0.032993972, 0.019684056, -0.112056926, 0.24149527, 0.035685547, 0.17504431, -0.0183106, 0.0045852084, 0.026032817, 0.15994325) * go_0(-1.0, -1.0); + result += mat4(0.08036498, -0.013548163, 0.20777182, 0.06606712, -0.08659822, -0.00868782, -0.011019898, 0.2910518, -0.09389351, 0.33584946, 0.108130634, -0.10339422, -0.05983827, 1.1733741e-05, 0.19136195, -0.030451618) * go_0(-1.0, 0.0); + result += mat4(-0.06300944, -0.12232252, 0.03439557, 0.023495283, 0.030675469, -0.15615271, 0.009222266, -0.15872008, -0.11221947, 0.09490069, 0.019891763, 0.045059964, -0.041904196, -0.017507626, 0.29639375, -0.117661364) * go_0(-1.0, 1.0); + result += mat4(0.016437378, 0.007538904, -0.026839709, -0.16624857, 0.06819369, -0.04897121, -0.18808518, 0.086621605, 0.14180544, 0.17955917, -0.09790851, 0.039487675, 0.22766054, 0.09032378, -0.075107984, 0.028585276) * go_0(0.0, -1.0); + result += mat4(0.05246935, 0.050048, -0.05351975, -0.107505515, 0.108736835, -0.27448198, 0.11252558, 0.27796018, 0.04185788, 0.034398172, -0.053029325, 0.07073433, -0.025713935, -0.09570281, -0.07521802, -0.08111075) * go_0(0.0, 0.0); + result += mat4(0.031577975, 0.019226722, 0.04809843, -0.19481082, -0.06222471, -0.08793356, -0.0105632, -0.0022112587, -0.16979192, -0.12659062, -0.056841433, 0.16133933, -0.012780732, -0.022318223, 0.15101114, -0.0151837105) * go_0(0.0, 1.0); + result += mat4(0.044661913, -0.09493484, -0.16244547, 0.099892184, -0.09966541, -0.1371541, -0.1199883, -0.006932647, 0.011555785, 0.062161997, 0.011957924, -0.0046018534, -0.07246587, 0.050895315, 0.08764646, 0.03878322) * go_0(1.0, -1.0); + result += mat4(0.0050623664, 0.04194452, -0.06284778, 0.2801689, -0.0048141177, -0.014546401, 0.009261513, 0.10671803, -0.1831871, -0.16314691, 0.14374094, 0.14304964, -0.019663982, -0.0238642, 0.1355787, -0.07863844) * go_0(1.0, 0.0); + result += mat4(0.068439595, 0.10601399, 0.04445464, -0.082589164, -0.12076639, -0.19892736, 0.010703126, -0.049566027, 0.037566118, 0.0014690928, 0.021312788, 0.16887307, 0.07284222, -0.1301409, 0.066457376, -0.07559795) * go_0(1.0, 1.0); + result += mat4(-0.016828878, 0.002777484, -0.01192022, -0.15069696, 0.20221114, -0.3061287, 0.13297656, -0.056803413, -0.066278435, 0.0035245512, -0.17930144, -0.001265058, 0.013300978, -0.048236936, 0.028006276, -0.08026672) * go_1(-1.0, -1.0); + result += mat4(0.18392089, 0.15686612, -0.13585585, -0.15458605, 0.019226758, -0.33975378, 0.23010728, 0.23337337, -0.23821786, 0.29103196, -0.021852285, 0.14304784, 0.011693901, -0.054488327, -0.01315806, 0.007436759) * go_1(-1.0, 0.0); + result += mat4(-0.011244075, 0.10416007, -0.0041315504, -0.11997069, 0.050595663, 0.091377564, 0.22195914, -0.12773553, -0.07143762, 0.0143060265, 0.17273602, -0.10601611, -0.009763753, -0.0847433, 0.12186509, 0.10615673) * go_1(-1.0, 1.0); + result += mat4(0.061368015, -0.068496354, -0.2407434, -0.26803467, -0.058811773, -0.010204624, -0.07548678, 0.17162569, -0.09558153, -0.071033135, -0.06556115, 0.1221955, -0.1347493, 0.024266958, 0.025815917, -0.100408986) * go_1(0.0, -1.0); + result += mat4(-0.1888506, -0.030419666, 0.16793051, 0.14324215, 0.10950739, 0.1343419, -0.2248379, -0.14396293, -0.20620285, 0.17800951, -0.16497955, -0.19341442, 0.2942622, 0.16140452, -0.040181722, 0.017387921) * go_1(0.0, 0.0); + result += mat4(0.009891477, 0.011328579, 0.00594306, -0.0028590804, 0.1154466, 0.005604213, 0.07040629, -0.116503485, -0.14134626, -0.036831252, 0.114188544, -0.04877332, -0.018549152, -0.10824534, 0.23002262, -0.09607142) * go_1(0.0, 1.0); + result += mat4(-0.041259766, -0.13294907, -0.001241502, 0.0052782656, 0.17177297, 0.045009315, 0.016023083, -0.17428452, -0.11339484, -0.0149995135, 0.07818529, -0.07482733, 0.052924678, -0.09830524, 0.028107356, -0.0506559) * go_1(1.0, -1.0); + result += mat4(0.16750227, -0.03543132, -0.11424185, -0.016877567, 0.07610275, -0.038692836, 0.11466223, -0.043120407, -0.017285721, -0.022713793, -0.040554002, 0.12117221, -0.12070236, -0.1355447, 0.18470849, -0.08757451) * go_1(1.0, 0.0); + result += mat4(0.06588489, -0.06895313, -0.10074674, 0.052769467, -0.052452452, 0.021969646, 0.019364877, 0.042615533, -0.18192504, -0.019475296, -0.15541336, -0.024499625, 0.1061428, 0.08680538, -0.076889925, 0.060964942) * go_1(1.0, 1.0); + result += mat4(0.11723939, -0.2145895, -0.0018003144, 0.008435592, 0.20840652, -0.06223065, -0.07482898, 0.13037735, -0.016607814, -0.02059057, -0.076556735, -0.14825165, 0.029702501, 0.1584012, 0.12974715, -0.028934866) * go_2(-1.0, -1.0); + result += mat4(-0.13804847, -0.07549884, 0.14182271, 0.25749323, 0.0720415, 0.0683624, -0.11029505, 0.07563778, -0.10603422, -0.008179157, -0.27246183, 0.098859124, 0.2341703, 0.02649086, -0.0476733, -0.004040013) * go_2(-1.0, 0.0); + result += mat4(-0.014769323, -0.14823915, 0.100703806, 0.046229646, 0.07188005, 0.13177352, -0.18380448, -0.12662199, 0.09121963, 0.086607546, -0.1713038, 0.20208809, 0.07673659, 0.06964691, -0.011840256, -0.17650494) * go_2(-1.0, 1.0); + result += mat4(0.043285407, -0.19177067, -0.013394971, -0.039506245, -0.020055663, -0.16365004, -0.126919, 0.11829788, -0.09755223, -0.08120004, 0.02925502, 0.07994708, 0.14334531, -0.051972084, -0.10803022, -0.21189956) * go_2(0.0, -1.0); + result += mat4(-0.16990487, 0.08215979, 0.15654644, -0.028398765, 0.038672406, -0.014357952, -0.058319125, 0.17800058, -0.04136424, -0.13240542, -0.1967293, 0.053846672, 0.13392007, -0.054036554, -0.079700164, 0.016189305) * go_2(0.0, 0.0); + result += mat4(-0.07202835, -0.09779492, 0.035847716, -0.1027833, 0.031227818, 0.012867398, -0.12228696, 0.08555991, 0.059939012, -0.0897783, 0.083725266, 0.04854981, 0.13604839, 0.06550103, -0.12690842, 0.060452852) * go_2(0.0, 1.0); + result += mat4(0.06340156, 0.031024719, -0.22086458, 0.034828365, 0.07871151, -0.06558423, 0.0109889265, -0.013587479, 0.014823924, 0.055887852, 0.026508275, 0.18315418, 0.14366621, 0.15082708, 0.014611827, 0.03689167) * go_2(1.0, -1.0); + result += mat4(-0.017257426, -0.07688253, -0.22220261, -0.038077347, 0.19999744, -0.117364876, -0.23549953, 0.06990646, -0.10284061, 0.019038511, -0.041728914, 0.047584135, 0.25996932, 0.10438033, -0.04583734, -0.099349774) * go_2(1.0, 0.0); + result += mat4(0.107289255, -0.011826194, 0.18488838, -0.11182476, 0.25090897, -0.04807566, -0.13324001, 0.031594798, 0.08850055, -0.033576958, 0.022218898, -0.12367226, 0.22097383, 0.14337142, 0.11542364, 0.06884657) * go_2(1.0, 1.0); + result += mat4(0.09653818, -0.25129798, -0.03969683, -0.03618899, -0.00659088, 0.070773214, -0.13164142, 0.2120833, 0.040861044, -0.16202575, 0.051817715, -0.0459317, 0.03780374, -0.008494332, 0.1583021, 0.021209331) * go_3(-1.0, -1.0); + result += mat4(0.02460906, -0.020823052, -0.09839472, 0.10060548, 0.046076972, -0.16150779, 0.14439686, 0.016492547, 0.0025654845, 0.072366305, 0.014925509, 0.18787178, 0.14894952, 0.14046526, -0.003845746, 0.23632208) * go_3(-1.0, 0.0); + result += mat4(0.078982495, 0.0065785116, -0.1737421, -0.07332543, -0.09551695, -0.002053524, 0.16844669, 0.03345903, 0.06719397, 0.10376351, 0.13497436, 0.071619935, 0.23288521, -0.11742427, -0.14318109, 0.089601494) * go_3(-1.0, 1.0); + result += mat4(0.011915186, -0.06130206, -0.021597957, -0.04159016, -0.18702744, -0.18567209, -0.04453462, 0.4449929, 0.07912663, 0.10108847, 0.08675925, -0.19482899, -0.041210745, 0.09773281, 0.10437732, -0.085520625) * go_3(0.0, -1.0); + result += mat4(0.03445699, -0.06624237, -0.28586054, -0.12831378, 0.065471284, -0.11925356, -0.156869, -0.102216974, -0.14781037, 0.052781656, -0.06528647, -0.275892, -0.22086778, -0.016050411, 0.0036724263, 0.021571217) * go_3(0.0, 0.0); + result += mat4(0.017263295, 0.10817724, -0.21819082, 0.007319149, 0.27413887, -0.080145285, 0.044494774, 0.06599436, 0.11954389, -0.03018483, -0.09192682, -0.031004976, -0.09016021, 0.045329135, 0.15545401, -0.0209672) * go_3(0.0, 1.0); + result += mat4(0.13881911, -0.07097578, 0.22490872, -0.15384829, -0.2904959, -0.006828653, -0.12404816, 0.13234936, 0.0032617098, -0.023515865, -0.016579526, -0.21592613, 0.07729235, -0.010805467, 0.030352516, -0.10903927) * go_3(1.0, -1.0); + result += mat4(0.1393222, 0.05848132, -0.041017666, 0.029049246, -0.1360833, 0.052250512, -0.107206866, -0.30497506, 0.11543321, 0.11237877, -0.0036355858, 0.15896477, 0.1599398, -0.09694541, 0.15233493, 0.18268575) * go_3(1.0, 0.0); + result += mat4(-0.12597929, -0.13328442, 0.017843464, -0.11486026, -0.04771538, 0.10162601, 0.017524868, -0.01904278, 0.0478602, -0.039450396, 0.13683593, -0.023819651, 0.13506551, 0.022513816, 0.14501822, 0.07545253) * go_3(1.0, 1.0); + result += mat4(-0.03847361, -0.08527842, 0.00038718345, -0.09956007, -0.0041102497, -0.18443857, -0.07230493, -0.2134338, -0.10056842, 0.017790612, 0.08625248, 0.09147499, 0.10776074, 0.21292494, -0.18136409, -0.014830358) * go_4(-1.0, -1.0); + result += mat4(-0.17102414, -0.0024341894, -0.056161452, -0.06670374, -0.0075222473, 0.015801411, 0.09520844, 0.01996027, 0.088864975, 0.15432504, -0.105320275, 0.036605533, 0.09898843, 0.0038657803, 0.060707986, -0.16269276) * go_4(-1.0, 0.0); + result += mat4(-0.026792359, -0.14464599, -0.023440983, -0.06459932, 0.18063387, 0.15380166, -0.13795565, 0.21833411, -0.029010907, -0.007345312, 0.031291094, 0.01690086, -0.17666414, -0.14363834, -0.17275512, 0.043333065) * go_4(-1.0, 1.0); + result += mat4(-0.09328905, 0.041910104, -0.18096697, -0.03831273, -0.022100518, -0.0147181675, -0.16839693, 0.088716485, 0.14491183, 0.07721941, 0.07122075, -0.3020263, -0.14014488, -0.11122849, 0.0029383225, 0.25735486) * go_4(0.0, -1.0); + result += mat4(0.11335208, 0.37366053, -0.20657742, -0.25275037, 0.12133818, -0.019680776, -0.15982674, 0.33611122, 0.01259284, -0.0142183425, -0.0041593798, 0.010921974, -0.20619138, -0.13302296, -0.14340466, 0.0055886707) * go_4(0.0, 0.0); + result += mat4(-0.07919513, 0.012061687, -0.298152, -0.004620386, -0.1531154, 0.14463273, -0.13774839, 0.029701512, -0.21159661, 0.037964143, 0.05466773, 0.03748708, -0.02202345, -0.012744385, -0.10015394, -0.023672013) * go_4(0.0, 1.0); + result += mat4(-0.14096507, -0.042473, -0.024793932, 0.025568493, 0.0700658, 0.08745356, -0.029872168, -0.18517868, -0.056071687, 0.04013143, 0.10869837, 0.10893471, 0.0033276696, -0.10798153, 0.04573486, 0.0061734277) * go_4(1.0, -1.0); + result += mat4(-0.11785469, -0.2854417, 0.018388765, 0.10795855, 0.100134075, -0.12041879, 0.09067664, -0.0035714637, 0.011658537, 0.1379053, -0.022617785, -0.09798895, 0.34457052, -0.018366879, -0.24284951, 0.013506641) * go_4(1.0, 0.0); + result += mat4(0.07845464, -0.03766563, -0.1182761, 0.04412776, -0.008595863, 0.019749813, 0.09304697, -0.042109177, 0.1247758, -0.109385945, 0.13541576, 0.16905643, -0.012957017, -0.007150289, -0.10825701, 0.07943399) * go_4(1.0, 1.0); + result += mat4(-0.08126166, 0.15170671, -0.004939582, -0.10289114, 0.017867751, -0.100071855, 0.25619298, 0.18309209, -0.09502137, 0.13687243, 0.07438062, 0.08190128, 0.079467945, 0.107227296, -0.07428106, 0.056382198) * go_5(-1.0, -1.0); + result += mat4(0.085245706, 0.2357052, -0.15751803, -0.14865, 0.12164014, -0.14231263, -0.10932445, 0.15149753, -0.06497328, 0.06694892, 0.049143884, -0.1180238, 0.21069627, 0.22101188, -0.12206489, 0.07849787) * go_5(-1.0, 0.0); + result += mat4(0.10526828, -0.035852417, 0.0066835866, -0.17548645, -0.16212592, -0.039143793, -0.053376257, 0.16589306, -0.15236285, -0.056690183, -0.1458453, -0.20194575, -0.007237206, 0.018034274, 0.04824517, -0.14204621) * go_5(-1.0, 1.0); + result += mat4(-0.0678506, -0.019114466, 0.12914672, 0.033278447, 0.101673074, 0.10951848, 0.00012524707, -0.115921356, 0.021759894, -0.035716362, 0.20007259, 0.1422771, -0.15901591, -0.18770291, -0.22726387, -0.0019628252) * go_5(0.0, -1.0); + result += mat4(0.014085712, -0.17928201, -0.12136582, 0.009885707, -0.05877978, 0.11780122, -0.09344829, 0.14983065, 0.2191541, 0.060061395, 0.07628015, -0.36067483, 0.077276915, 0.47432995, -0.21489616, 0.16119705) * go_5(0.0, 0.0); + result += mat4(0.07488267, -0.0999506, 0.026389783, -0.21717168, -0.14098126, 0.051710725, 0.18490504, -0.08941214, 0.04921883, -0.0012177597, 0.029187731, -0.0429975, -0.12222067, 0.08847176, 0.3327396, -0.026944833) * go_5(0.0, 1.0); + result += mat4(0.00028884778, -0.013859263, 0.2808896, 0.16545849, 0.10188283, -0.13831803, 0.113955274, 0.20700271, -0.07725844, 0.09178268, -0.053867236, -0.12543485, -0.048882946, 0.0046061794, -0.056229606, -0.0048151347) * go_5(1.0, -1.0); + result += mat4(-0.14167137, 0.10935082, -0.06484666, 0.07982278, 0.114622496, -0.012768097, 0.28098294, 0.12653382, -0.1406888, -0.3107042, 0.34810522, 0.007478866, -0.13886817, 0.04838542, 0.16073346, -0.05460154) * go_5(1.0, 0.0); + result += mat4(0.078012384, 0.05153078, -0.03984091, 0.07502617, 0.2250142, 0.01283247, 0.09228706, -0.11994963, -0.1434126, 0.0666379, -0.08675746, 0.05954015, -0.13286713, 0.12937288, 0.0836943, -0.3306262) * go_5(1.0, 1.0); + result += vec4(0.013505748, -0.026258357, 0.035583273, 0.023548715); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!SAVE conv2d_13_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.01974661, 0.13463889, -0.032377064, -0.12942983, -0.07035312, -0.04740684, 0.17304988, -0.0060102325, 0.05177771, 0.030222937, 0.16742262, -0.0331702, 0.016792418, -0.10915051, -0.009109883, 0.031968396) * go_0(-1.0, -1.0); + result += mat4(-0.04906284, 0.02046221, -0.095003314, -0.0017347421, 0.06808332, 0.07325557, 0.10983373, -0.077004224, -0.14797884, 0.087792076, 0.13234885, 0.11384532, -0.061574373, 0.1748893, -0.06855464, -0.106305666) * go_0(-1.0, 0.0); + result += mat4(0.09366748, 0.15360557, 0.03386721, 0.022432387, -0.035507742, 0.058167383, -0.022114204, 0.059653495, -0.027137665, -0.022897016, -0.045397546, -0.06155947, -0.01779955, -0.10553566, -0.039432574, -0.14231597) * go_0(-1.0, 1.0); + result += mat4(0.0067032822, -0.044948928, 0.15513134, 0.03965566, -0.07467635, -0.010239124, 0.1490799, 0.027383782, -0.03255843, 0.05527709, -0.18965454, 0.18973546, -0.2066965, -0.1454051, -0.02956572, -0.034264684) * go_0(0.0, -1.0); + result += mat4(-0.10262777, -0.25717124, 0.10909761, -0.15105042, -0.14420848, -0.018479686, 0.07053073, -0.22807217, 0.047470856, 0.27830145, -0.06971727, 0.32465947, 0.18509126, 0.010244453, -0.23081137, -0.13872874) * go_0(0.0, 0.0); + result += mat4(0.07352554, 0.15414375, 0.026640302, 0.09010934, -0.08053207, -0.04895252, 0.20014875, 0.103626, -0.1837222, -0.096419245, 0.07763676, -0.03354838, 0.15535127, -0.10340201, -0.0670255, -0.008524891) * go_0(0.0, 1.0); + result += mat4(0.0013236472, -0.0015120044, 0.102915466, -0.07612639, -0.027104877, 0.11849191, 0.043125313, -0.08598161, 0.04176867, -0.03480718, 0.06037664, 0.12457145, -0.10702688, -0.035892915, -0.05398342, -0.07336006) * go_0(1.0, -1.0); + result += mat4(0.06530473, -0.02185423, -0.070219964, 0.11049847, -0.20394123, -0.084389165, 0.057741005, 0.09288537, -0.07847127, 0.06157294, 0.26632914, -0.07704609, -0.15882635, 0.09517293, -0.10132333, -0.09305751) * go_0(1.0, 0.0); + result += mat4(-0.09259305, 0.06711769, 0.10796395, -0.11040126, 0.07200377, 0.22789676, 0.04203332, 0.11490248, -0.05046298, -0.010417497, 0.1296588, 0.090716064, 0.030788, -0.042729113, -0.10823345, -0.061917335) * go_0(1.0, 1.0); + result += mat4(-0.09855132, -0.028915633, 0.09831793, 0.12546849, 0.095861055, -0.06611626, -0.030939087, -0.03891661, -0.06335413, -0.03665561, 0.17558332, 0.076099835, 0.039828114, -0.011720267, -0.07243228, -0.005812755) * go_1(-1.0, -1.0); + result += mat4(0.00210205, -0.13026494, 0.120502435, 0.01940482, -0.046163477, -0.20725924, 0.10305527, 0.16987471, -0.23866819, -0.13675144, 0.082660206, -0.12537158, 0.024251103, -0.058249082, 0.013763475, -0.025567345) * go_1(-1.0, 0.0); + result += mat4(0.08527451, -0.112527184, 0.05891383, -0.044004854, -0.06627755, 0.077402815, 0.029819036, 0.07831841, 0.002144731, 0.2760268, -0.026249453, -0.07177818, 0.053188358, -0.066152886, -0.03306282, -0.02344971) * go_1(-1.0, 1.0); + result += mat4(-0.073660895, 0.12683845, -0.05837492, 0.3071388, -0.025734447, -0.06982506, -0.1726865, -0.034813, -0.1287566, -0.061008573, 0.11819614, -0.003467171, 0.12515382, 0.04733461, -0.14773165, 0.07471877) * go_1(0.0, -1.0); + result += mat4(0.015871294, 0.0837539, -0.15651381, 0.07063813, -0.07716156, 0.035273466, -0.029787896, 0.15123317, -0.2688466, 0.110887185, -0.0784071, -0.07574334, 0.03863136, 0.17957152, -0.17448568, 0.11216344) * go_1(0.0, 0.0); + result += mat4(-0.060281992, 0.06313705, -0.027059803, 0.10745011, -0.0152727775, -0.003353525, -0.041565493, 0.09119474, -0.005804107, 0.11021246, -0.1577537, -0.0018718878, -0.122774966, -0.13139196, 0.028809864, -0.1330925) * go_1(0.0, 1.0); + result += mat4(0.004284616, 0.0034241148, -0.023164004, -0.09859944, 0.11105899, -0.021453412, 0.06537672, 0.10460036, -0.10781213, -0.0149598, 0.10907503, -0.021983244, -0.024797339, 0.083502285, -0.07283505, 0.060828786) * go_1(1.0, -1.0); + result += mat4(0.01290564, -0.14858903, -0.011728468, -0.060211197, 0.04555673, 0.0853199, 0.11404478, -0.020519711, -0.1344976, 0.015829163, 0.06980332, 0.13161848, -0.10837837, -0.1079275, -0.10176177, -0.15850884) * go_1(1.0, 0.0); + result += mat4(-0.046883326, -0.076075144, -0.0050401827, -0.047621172, 0.15543714, -0.18412203, 0.01854179, -0.1551145, -0.24274163, 0.06807993, 0.10730356, 0.13201697, 0.08142087, 0.025200108, -0.036822025, 0.20036767) * go_1(1.0, 1.0); + result += mat4(0.11026604, 0.018152166, -0.025418008, -0.0468563, -0.08344998, -0.114141494, -0.06253656, 0.012532501, 0.12793986, -0.07906286, -0.015067893, -0.011499546, -0.019438036, 0.0039282353, 0.044770103, -0.062717184) * go_2(-1.0, -1.0); + result += mat4(-0.082061626, 0.020670045, -0.21074262, -0.048005912, 0.025561642, 0.10173138, -0.010833299, 0.03905062, -0.09411074, -0.056812514, 0.10423472, 0.05727481, 0.06554826, -0.10857837, 0.06307158, 0.057512432) * go_2(-1.0, 0.0); + result += mat4(0.051357307, 0.073702335, -0.15254524, -0.014687533, -0.02874586, 0.015064415, 0.10231503, 0.18136384, -0.040129818, -0.035396844, -0.00787811, 0.07794766, 0.09060691, 0.10159248, 0.0848883, 0.022230253) * go_2(-1.0, 1.0); + result += mat4(-0.07730581, -0.050758906, 0.15313847, -0.004270534, -0.2683983, -0.2017697, -0.11594284, -0.06754216, -0.067771316, -0.13248877, 0.14720434, -0.16662046, 0.043220654, -0.17810594, -0.03488435, -0.008438444) * go_2(0.0, -1.0); + result += mat4(-0.10520337, -0.15773864, -0.0362262, 0.1356858, 0.117192864, -0.09973847, 0.13506904, 0.03514702, -0.12854525, -0.14587913, -0.18416512, 0.14082105, -0.017908813, -0.17807865, -0.122767285, -0.011095936) * go_2(0.0, 0.0); + result += mat4(0.011398012, 0.07921986, 0.002720137, -0.021460582, 0.073015496, -0.00079271646, -0.10726876, 0.23606147, -0.11049075, 0.24318618, -0.053891268, 0.039848484, 0.044727042, 0.0096766045, -0.115286924, 0.15947676) * go_2(0.0, 1.0); + result += mat4(0.0457398, -0.027071774, 0.036870174, 0.13802418, 0.04767597, -0.20485106, 0.03447171, 0.08900908, 0.106965266, -0.10123759, -0.21418007, 0.13338189, -0.0070096957, 0.08477905, 0.034006577, -0.0127808) * go_2(1.0, -1.0); + result += mat4(-0.06447596, -0.11716523, 0.017752856, 0.20210621, 0.011862129, 0.005028284, -0.2025436, -0.02999941, 0.013555778, -0.147543, -0.03051759, -0.01707033, 0.03274592, 0.032629438, 0.031926025, 0.27321205) * go_2(1.0, 0.0); + result += mat4(-0.05287453, 0.03623217, 0.020743204, -0.107464634, -0.0036375497, 0.13578738, -0.18517871, 0.09009017, -0.09219742, 0.006522416, -0.04759607, 0.053528525, 0.10438079, -0.05276513, -0.08545688, 0.11272024) * go_2(1.0, 1.0); + result += mat4(0.09974107, -0.020536013, -0.30218178, -0.04745749, 0.04892062, 0.03959309, 0.08057975, -0.06729952, 0.22714004, 0.12788717, -0.21887575, -0.027949529, 0.049372908, -0.020718094, -0.07756374, -0.027772125) * go_3(-1.0, -1.0); + result += mat4(-0.036793377, -0.21096896, 0.08592604, 0.12986861, 0.10663064, 0.10471588, -0.045241218, 0.1317958, 0.14956723, -0.13708627, -0.03934442, -0.021195, -0.06509086, -0.116964, -0.17587945, 0.11195718) * go_3(-1.0, 0.0); + result += mat4(-0.17490272, 0.12575528, 0.011628057, 0.05303465, 0.019943044, 0.0725893, 0.048565384, 0.062405743, -0.053867843, 0.074081495, -0.14863425, -0.0030204298, 0.08404682, 0.124071926, 0.1786558, 0.10575819) * go_3(-1.0, 1.0); + result += mat4(0.026476953, 0.011070334, -0.188453, -0.07831006, -0.39677685, 0.01771715, -0.08268199, -0.04811952, -0.09656814, -0.21526523, 0.09588346, -0.06009857, 0.21969576, -0.0131597845, -0.11296794, 0.075208716) * go_3(0.0, -1.0); + result += mat4(0.068166904, 0.1499784, 0.05968743, 0.008221147, -0.11349533, 0.0013484044, -0.021708788, 0.08009984, -0.121719174, -0.15219732, 0.06034522, -0.112812445, -0.046521988, -0.12004287, -0.033236615, -0.15820491) * go_3(0.0, 0.0); + result += mat4(0.08095112, 0.21732974, -0.05154522, 0.088645846, -0.03534673, 0.1497481, 0.09745647, 0.056249075, -0.028916027, 0.0022869455, 0.041906092, -0.027881013, -0.093038134, -0.0017152339, -0.118502185, 0.010727621) * go_3(0.0, 1.0); + result += mat4(0.13373588, 0.09240173, -0.053156417, -0.10512767, 0.039539, 0.10254688, -0.0007771377, 0.0894976, -0.06407343, -0.058614425, -0.03116727, -0.08415193, 0.00033363313, 0.2853395, -0.15043344, -0.08685424) * go_3(1.0, -1.0); + result += mat4(0.08178458, 0.03898646, 0.06245792, -0.017958697, 0.06429433, 0.023620268, 0.024633197, 0.19380544, 0.03128596, 0.05321688, -0.20088866, 0.02586837, 0.005963156, -0.035398338, 0.23080434, -0.052014384) * go_3(1.0, 0.0); + result += mat4(0.10850131, -0.0449228, 0.061272174, -0.019682828, -0.102329165, -0.055051547, 0.03073968, 0.13315344, 0.042715825, 0.046266664, -0.028704945, -0.06637498, 0.16797577, -0.18926264, 0.033195343, -0.0031275423) * go_3(1.0, 1.0); + result += mat4(-0.08391781, -0.12843333, 0.05520483, -0.05725551, -0.09776922, -0.0062917694, -0.018499674, -0.0692748, -0.057307225, 0.05519614, -0.015600542, 0.04844798, -0.21986836, -0.05831421, 0.11511963, 0.016856553) * go_4(-1.0, -1.0); + result += mat4(0.073107556, 0.050245784, 0.071994856, 0.093292974, 0.011792467, -0.0739711, -0.12387382, 0.12474173, -0.047507025, 0.17631568, 0.031043071, 0.0013154036, 0.02243749, 0.06851047, 0.010104042, -0.056846466) * go_4(-1.0, 0.0); + result += mat4(0.1476893, -0.16734347, 0.045392103, -0.018786352, -0.012199471, -0.05523742, -0.019164376, 0.03512314, -0.034919456, -0.23833606, -0.08028037, -0.052635316, 0.029176557, -0.06269711, -0.05363081, 0.07574769) * go_4(-1.0, 1.0); + result += mat4(-0.08341459, -0.084529534, -0.016287418, 0.0013023556, 0.18836592, 0.10910393, 0.045064792, 0.10576271, 0.011566533, -0.09837857, 0.029958438, 0.01975767, -0.109880924, -0.06574587, -0.09173794, -0.027526127) * go_4(0.0, -1.0); + result += mat4(-0.0675673, -0.083563246, 0.14860542, -0.10457061, 0.157896, -0.28292787, -0.015991414, 0.06314474, -0.016067972, -0.12963754, 0.1237017, -0.08347259, 0.121923864, -0.22013049, 0.026320009, -0.09793111) * go_4(0.0, 0.0); + result += mat4(0.13382821, -0.055317678, -0.15359837, -0.15796858, 0.013171953, -0.16682811, -0.0809163, -0.043345597, 0.011391055, -0.20145057, 0.119695775, -0.13810591, -0.072137296, 0.32582632, 0.14005353, 0.123244844) * go_4(0.0, 1.0); + result += mat4(0.11073345, -0.05314399, -0.055847958, -0.047371536, -0.070162036, -0.06513794, 0.034763128, -0.010065592, -0.11114041, 0.06905363, -0.12841414, -0.030985016, -0.045511093, -0.087410115, 0.08677088, 0.0058112657) * go_4(1.0, -1.0); + result += mat4(-0.0050459597, -0.108575575, 0.11873296, -0.26549935, -0.001668582, -0.09878795, 0.0093035465, -0.055352952, 0.06688187, -0.008372193, -0.008264948, -0.036279492, -0.049309276, -0.16104528, 0.034609273, -0.10154444) * go_4(1.0, 0.0); + result += mat4(-0.008579093, 0.112412445, -0.08072197, 0.15890393, 0.030495347, -0.18746737, -0.09138602, -0.088305496, 0.07042993, 0.05030363, 0.20413087, -0.07995821, -0.13628387, 0.20695123, -0.14382593, 0.091244556) * go_4(1.0, 1.0); + result += mat4(-0.11965318, -0.1389523, 0.012135623, 0.04161862, 0.12533931, 0.101441264, -0.04241031, 0.080642566, -0.00092161325, -0.13902661, 0.045736324, 0.058441147, -0.19858903, 0.11756166, -0.016919447, 0.14339356) * go_5(-1.0, -1.0); + result += mat4(0.10335524, 0.07512942, 0.18708031, -0.0078117764, 0.07384771, -0.018625945, 0.059007455, 0.16749756, 0.08462766, 0.09579386, -0.08418416, -0.10284654, 0.05672443, 0.030903406, 0.110034496, 0.10390684) * go_5(-1.0, 0.0); + result += mat4(0.10552448, 0.13557634, 0.23104869, -0.10848448, 0.085270464, -0.16686882, 0.10544952, -0.024571393, 0.03715626, -0.041726533, 0.051980305, -0.05475635, 0.028681824, 0.11157084, -0.10706752, 0.027399268) * go_5(-1.0, 1.0); + result += mat4(-0.046446092, 0.0025158261, 0.033166718, -0.08558539, -0.0032056072, 0.12130434, -0.018896604, 0.08724829, -0.14037889, -0.09449841, -0.04446089, -0.011506388, -0.27613637, -0.37794623, -0.19426629, 0.16784632) * go_5(0.0, -1.0); + result += mat4(-0.22513072, -0.08652304, -0.0026436439, -0.045508705, 0.10837259, -0.0014446789, -0.16903, -0.02668546, 0.02148903, 0.23945205, -0.09826911, -0.03844516, 0.2630092, 0.006474852, -0.111862294, 0.14679375) * go_5(0.0, 0.0); + result += mat4(-0.04412413, 0.24446554, -0.050642822, 0.1416376, -0.07881299, -0.09849301, 0.10024753, -0.10196302, 0.06887016, -0.25987944, -0.0794985, -0.1605822, -0.033556614, 0.22719485, 0.06206384, -0.10776198) * go_5(0.0, 1.0); + result += mat4(0.047669563, 0.10184691, 0.21900356, -0.05103842, -0.052924644, 0.07429034, 0.10451252, -0.09064832, 0.1217274, 0.034052998, 0.09763394, 0.061310083, -0.10905189, -0.20931216, -0.11658655, -0.08542655) * go_5(1.0, -1.0); + result += mat4(-0.097377405, 0.07012394, -0.00048415252, 0.03234984, -0.15293159, -0.2313072, -0.07475159, -0.09358009, 0.0014697863, 0.11641165, 0.17893638, -0.14259303, -0.053314384, 0.26522338, -0.06642949, -0.08743303) * go_5(1.0, 0.0); + result += mat4(0.040392756, 0.19986987, 0.11991283, 0.14769651, -0.06295811, -0.049836084, 0.030192863, -0.05129089, -0.0017841166, -0.07413317, 0.080068626, -0.04653479, 0.012439128, -0.047990356, 0.08017805, -0.14544022) * go_5(1.0, 1.0); + result += vec4(-0.03813276, -0.054891117, -0.04579271, -0.012991662); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.058371756, -0.15223853, -0.16356315, -0.16802065, -0.19054104, -0.036780667, -0.19440329, -0.2248528, -0.005347806, 0.071672164, -0.0771526, 0.2924663, -0.0774155, -0.14556612, 0.114560455, 0.27062297) * g_0; + result += mat4(-0.3445877, 0.19475816, 0.09710621, 0.21995266, 0.20887254, 0.09341146, 0.22033042, 0.23206021, 0.033344083, -0.07287835, -0.18038799, -0.1591713, -0.07109204, -0.01323598, -0.110603236, 0.22050153) * g_1; + result += mat4(-0.2549611, -0.11848451, -0.022745349, 0.3926633, 0.01083691, 0.09032976, 0.051901888, -0.008881073, -0.113227226, -0.06107646, -0.2835598, 0.006955209, 0.057944898, -0.024794495, 0.21598488, 0.013463527) * g_2; + result += mat4(0.081732295, 0.14985989, 0.012442874, -0.055946667, -0.29241166, 0.054421537, 0.16944103, -0.027691018, 0.32594857, -0.20029362, 0.24102916, -0.2836753, 0.027726209, 0.13321714, -0.08945177, -0.18618472) * g_3; + result += mat4(-0.019850472, 0.014862859, -0.40852943, 0.049327563, -0.08516907, -0.024971958, -0.24877243, -0.12475686, -0.0059337337, -0.15594041, 0.014721621, -0.007462477, 0.017745093, -0.07287227, -0.08225071, 0.16203512) * g_4; + result += mat4(0.0622282, -0.1562546, -0.19524418, -0.0004125873, -0.28058666, -0.10427074, 0.01347889, 0.087949455, 0.205533, 0.22994758, 0.058676008, 0.016087666, -0.27204573, -0.13226426, 0.45560098, 0.19548674) * g_5; + result += mat4(0.10312986, -0.11663352, -0.21141005, 0.060728226, 0.04790389, 0.4554892, -0.2993332, 0.090701774, -0.15572315, -0.08100787, 0.38805684, 0.12010196, -0.19057408, 0.0433082, 0.17466016, 0.2343365) * g_6; + result += mat4(-0.035952494, 0.0069249035, 0.018094797, -0.022886304, -0.16588111, -0.06751834, 0.067921944, 0.0408952, -0.10368173, -0.1867776, 0.08716087, 0.32557133, -0.17160255, 0.21748102, -0.27042568, 0.010276504) * g_7; + result += mat4(0.1353541, -0.09830681, -0.024150403, 0.20349647, 0.0834164, -0.23606645, 0.1878813, -0.10913659, 0.101774715, -0.122187294, -0.10274547, 0.088820286, 0.0952697, 0.2059741, -0.06964167, -0.06740629) * g_8; + result += mat4(0.035706226, 0.116456866, 0.00867265, -0.1580804, 0.08455965, 0.2931992, -0.0652682, -0.27945194, -0.28506938, 0.18549383, -0.30028465, -0.058111582, 0.17342384, 0.07022962, -0.107152976, 0.058686964) * g_9; + result += mat4(0.26401508, 0.06263026, 0.07814346, 0.1653557, -0.06065454, 0.13713975, -0.35849124, -0.2712066, 0.0016249327, -0.028205892, 0.12781107, 0.19252528, -0.02890903, -0.07810885, -0.31435448, 0.25607604) * g_10; + result += mat4(-0.007452971, -0.11137609, -0.17482384, -0.2254985, -0.054940246, -0.4866264, -0.012218613, 0.07933414, -0.059196893, -0.22073849, -0.19979995, 0.045081053, 0.08083855, -0.18446396, 0.063239574, 0.15218821) * g_11; + result += mat4(0.019093331, 0.14936107, 0.006522308, -0.06813928, -0.06954633, 0.076614395, 0.27179638, 0.08497197, -0.028945964, 0.24470884, -0.09067254, -0.02809542, -0.3260882, -0.019783175, 0.29227713, -0.1503793) * g_12; + result += mat4(0.0038467604, 0.15844361, -0.17461929, 0.0036902665, -0.18804209, -0.10455593, 0.19846849, 0.0045625297, -0.021197336, -0.12760538, -0.21889874, -0.15576892, 0.08428448, -0.051786594, -0.28837204, 0.16710553) * g_13; + result += mat4(-0.039501086, 0.20741075, -0.023215454, -0.15562606, 0.2704772, -0.004882398, 0.06743958, 0.09672041, 0.2045052, 0.30854276, -0.023670265, -0.42425725, 0.22383718, 0.03339793, 0.09593589, -0.28993925) * g_14; + result += mat4(-0.0060895267, -0.32284054, 0.08005629, 0.22948626, 0.0779126, 0.051218465, -0.19901748, 0.04607648, 0.20720762, -0.25467792, 0.190241, 0.14972371, 0.0024004376, -0.25745007, -0.12783068, 0.11001452) * g_15; + result += mat4(0.11667156, 0.23464362, -0.063853756, 0.39974514, -0.009121619, -0.24133451, -0.03714007, 0.009775786, 0.051351607, 0.056225047, -0.23616025, 0.031748235, -0.16796593, -0.030489858, -0.14123768, 0.24537739) * g_16; + result += mat4(0.013762163, -0.25353146, 0.15549485, -0.28925058, 0.2193342, 0.039180417, 0.06402014, -0.4502174, 0.062770426, -0.00075927033, 0.33666995, 0.23031248, -0.00079948275, -0.13443127, -0.06645994, -0.23359178) * g_17; + result += vec4(-0.008095479, -0.06195082, -0.018640047, 0.02992503); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf1 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.016565321, 0.16086368, 0.16377108, 0.06516585, 0.08774041, -0.15408382, 0.08090872, 0.044837043, 0.118495755, -0.145867, -0.0830602, 0.021258313, -0.083069436, 0.1438954, 0.3145759, -0.021647993) * g_0; + result += mat4(-0.120379515, -0.24860992, -0.015166592, -0.12202178, 0.06496186, 0.0744854, 0.1485615, -0.109343, 0.19879182, -0.3081023, 0.21677417, -0.22301331, -0.011651633, -0.19334914, 0.15160677, 0.047521867) * g_1; + result += mat4(-0.018556662, -0.38472578, 0.41192028, 0.43185833, -0.046080858, 0.04489752, -0.20783445, -0.1610854, -0.309501, -0.273866, 0.060515694, -0.12974882, -0.0759038, 0.19965601, -0.19319372, -0.11006917) * g_2; + result += mat4(0.10012627, 0.13247557, -0.13383594, 0.13269171, -0.07811828, -0.22248991, -0.015335469, 0.000673531, 0.29827982, 0.06373573, 0.04488941, -0.013616235, 0.007511088, -0.33727455, 0.0019768223, 0.2379881) * g_3; + result += mat4(0.14306581, 0.085049756, 0.047580484, -0.057794355, -0.043503262, -0.105414085, -0.1606061, -0.23061153, -0.11303711, 0.16984846, -0.068943, 0.28954068, 0.063482575, 0.047116138, 0.08716241, -0.12745613) * g_4; + result += mat4(0.0020036818, 0.090957165, 0.015798112, 0.23128921, 0.1914184, 0.19120963, -0.06399709, -0.0788507, 0.07272036, -0.0119575225, 0.11690162, -0.1501703, -0.019269818, -0.42832217, -0.12736018, -0.06600497) * g_5; + result += mat4(-0.2329279, 0.056115344, -0.0057740537, -0.2990719, -0.17836936, 0.27681816, 0.37309527, -0.15801883, -0.063524134, 0.099096715, -0.06648651, -0.28727666, 0.293816, 0.07798524, 0.048862323, -0.115539655) * g_6; + result += mat4(0.3703411, -0.09810904, -0.09486779, 0.0014081999, 0.14049709, 0.21120222, -0.40097466, -0.34167844, 0.23002532, 0.028405711, -0.019445082, 0.034988888, -0.50940406, 0.08899147, 0.05107509, -0.00382772) * g_7; + result += mat4(0.11272419, -0.033249535, 0.27027267, 0.17533688, 0.08927961, -0.0018240041, 0.16140664, -0.046008278, -0.15334447, -0.15343803, 0.091045976, -0.19814257, 0.04322423, -0.17734216, -0.2798295, -0.08573132) * g_8; + result += mat4(0.12554517, -0.037913572, -0.07749419, -0.25204238, -0.24223939, 0.18784638, -0.20372832, 0.4048194, 0.25830784, 0.0051259343, -0.032063078, 0.28017554, -0.12499362, -0.26364753, 0.05812282, -0.18392684) * g_9; + result += mat4(0.26486975, 0.061957724, 0.07971466, 0.046751168, -0.31778535, 0.4381787, -0.07035851, 0.23263998, -0.052127257, -0.12611173, -0.18760382, 0.14079882, 0.22377297, -0.05741558, 0.031250857, 0.16233918) * g_10; + result += mat4(0.05335076, -0.34464896, 0.3002586, -0.24760664, -0.14003357, -0.09159649, -0.18697475, -0.14623205, -0.13852511, -0.04981257, -0.19454202, -0.09108177, -0.015734429, 0.13033359, -0.18407115, 0.10902568) * g_11; + result += mat4(-0.02813337, 0.09047474, 0.017847307, 0.09261004, -0.21497558, -0.14598191, 0.19712229, -0.10600094, -0.13380432, 0.11108035, -0.004200233, -0.13140516, -0.015072323, -0.20674899, -0.007258648, -0.18661419) * g_12; + result += mat4(-0.075342774, -0.15346074, 0.08983637, 0.26993182, -0.14880064, -0.25546706, -0.055426415, 0.082991235, 0.11674955, 0.02243115, 0.1323313, -0.16614287, -0.12463222, -0.021946859, -0.109896004, -0.18907025) * g_13; + result += mat4(-0.13882166, 0.2001865, 0.0011639959, 0.194607, 0.10369673, 0.11537449, -0.20017526, 0.08001218, 0.2717005, 0.03861079, 0.21795402, 0.13731115, -0.28959844, -0.026275165, -0.13865054, -0.032054946) * g_14; + result += mat4(0.056745965, -0.0028218296, -0.1637033, -0.10748185, -0.008221024, -0.012517368, -0.21787529, 0.24229775, 0.21705846, -0.31918925, -0.10432461, -0.020117749, 0.48566294, -0.0764948, 0.11959202, -0.21828687) * g_15; + result += mat4(-0.08911589, 0.0019316651, 0.3447702, -0.28325114, -0.0017365502, 0.066785716, 0.057680055, 0.10159895, 0.028087914, 0.03835387, -0.09806545, -0.088825025, -0.016581869, -0.19346818, -0.068037614, 0.071174935) * g_16; + result += mat4(-0.11981757, 0.11738665, -0.15907699, 0.15687436, -0.060289837, -0.0068618194, 0.10179951, 0.30881542, -0.010891428, -0.17345384, -0.4455766, -0.007086927, -0.08359593, -0.1598503, 0.012697522, 0.4165511) * g_17; + result += vec4(0.03556714, 0.06747606, -0.010788525, 0.0018122225); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf2 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.051234227, 0.12462721, -0.09787546, 0.25406766, 0.30560002, 0.17283113, -0.05798071, 0.2647435, 0.13788636, 0.08840858, -0.05289184, 0.25852382, -0.26674244, -0.07364587, 0.001191221, 0.22217625) * g_0; + result += mat4(-0.26877132, -0.10157862, 0.092936665, -0.021073027, -0.16361141, 0.21253154, 0.22684343, -0.054344796, -0.05049234, 0.42118612, 0.29657525, 0.17409663, 0.15270026, 0.10825865, 0.22627294, 0.054406367) * g_1; + result += mat4(0.2163665, 0.13454697, 0.033053502, -0.015820911, 0.17696854, 0.005023235, 0.15261635, -0.11690415, -0.15954569, 0.15751791, -0.082067445, 0.377173, 0.15451732, -0.21614599, -0.090183906, -0.22754942) * g_2; + result += mat4(0.10186722, -0.3034483, -0.25445342, 0.09971074, -0.16596235, -0.051873583, 0.14013551, 0.3921163, -0.029541738, -0.21873768, 0.073057145, -0.18722391, 0.2500657, 0.036109924, 0.054032363, -0.5253905) * g_3; + result += mat4(0.033514977, 0.13074529, -0.26700264, 0.14833573, -0.006180942, 0.12044789, -0.17576072, 0.023566427, 0.13765517, -0.047552105, -0.18236409, -0.2774939, 0.06162977, -0.055201646, -0.058275994, -0.12629794) * g_4; + result += mat4(-0.1996918, 0.15683116, -0.3256319, 0.2057855, -0.0671691, 0.24640855, 0.22842555, 0.12610425, -0.090195596, 0.101964004, 0.22426924, -0.24429117, -0.26323536, 0.32974228, 0.08008744, 0.45575497) * g_5; + result += mat4(-0.42316, -0.062756, 0.07857826, -0.14351259, -0.29394817, 0.5423037, 0.18915935, -0.17086914, 0.50753736, 0.0015875449, 0.29438123, -0.19376752, 0.09791069, -0.028306229, 0.05765373, -0.22298522) * g_6; + result += mat4(0.03728915, 0.15399045, -0.04512004, -0.12652445, 0.28205284, -0.23605378, 0.17079072, -0.1082726, -0.15433414, -0.19789961, -0.28514484, 0.0077355634, -0.01829938, 0.34892595, -0.23294884, -0.22864898) * g_7; + result += mat4(0.027223717, 0.12626694, 0.11476459, 0.1460455, 0.20033693, 0.026134387, -0.10378083, 0.02503927, 0.27902585, -0.0038183157, 0.115261704, 0.13458112, 0.31611767, -0.1142268, 0.0072508105, 0.0028353012) * g_8; + result += mat4(0.021163143, 0.16883731, -0.058492687, -0.12585758, -0.061747592, -0.09557424, 0.121174686, 0.0743391, -0.08168162, -0.026392763, -0.00060598814, 0.12879269, -0.07671814, 0.065251, 0.1404438, -0.05534044) * g_9; + result += mat4(0.14274202, -0.3996823, -0.324641, 0.005320553, 0.28041458, 0.10360115, -0.01966796, 0.12442266, 0.107218176, 0.004735665, -0.15030271, -0.23013945, -0.18984175, 0.078943305, 0.16392353, -0.07955006) * g_10; + result += mat4(0.021630967, 0.29960495, -0.10998858, 0.06537184, 0.11009237, 0.028505472, 0.32113916, -0.15730233, 0.083316445, 0.112375356, -0.065724924, 0.0889756, -0.09385971, 0.089896984, 0.08292775, -0.2035827) * g_11; + result += mat4(-0.13751891, -0.027330484, -0.13091096, 0.19190204, -0.09216561, -0.14242831, -0.10237887, 0.13343115, -0.14150177, 0.094059885, -0.10393571, -0.09336556, 0.20657797, 0.07327506, 0.13245964, -0.016539408) * g_12; + result += mat4(-0.158201, -0.12623371, 0.09620584, -0.10184386, -0.057575878, 0.003921972, 0.021233508, 0.35487738, -0.11295889, -0.10775328, 0.039876595, 0.081189156, 0.106679484, 0.0747396, -0.028251883, 0.27306616) * g_13; + result += mat4(-0.2361755, -0.13576986, 0.2919796, 0.09699708, 0.4581993, -0.1196168, -0.028562034, 0.00018960529, -0.11903206, 0.17371814, -0.07005846, 0.028902404, -0.09053355, -0.110385194, 0.25002465, 0.08581321) * g_14; + result += mat4(0.06806976, 0.15122992, -0.33567524, 0.001315605, -0.11049211, 0.09723952, 0.29624012, -0.31183454, -0.1838605, -0.23770033, 0.2865799, -0.044371903, 0.05511511, 0.30258948, 0.28474173, -0.050289202) * g_15; + result += mat4(-0.27601755, -0.06335842, -0.23002502, -0.31029934, 0.021644987, 0.24281926, 0.15377666, 0.22653481, 0.033689793, -0.010622847, 0.08636093, -0.16723068, 0.25021335, 0.3877554, -0.15065683, 0.01558507) * g_16; + result += mat4(-0.08309524, 0.25966918, 0.17456721, 0.1898729, 0.248563, -0.23167695, 0.11267612, -0.048332583, -0.34379265, 0.042474393, -0.085350186, -0.05868464, -0.29812938, -0.054665178, -0.1093917, 0.22230257) * g_17; + result += vec4(0.018145598, -0.032355547, -0.05915781, 0.02910991); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!SAVE conv2d_17_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.086120285, -0.4059242, -0.039365012, -0.026914986, 0.272106, -0.2330165, -0.065111265, 0.07854153, -0.059162848, -0.18079941, 0.046355046, -0.05227612, 0.027158378, 0.06519794, 0.12404081, -0.05581017) * go_0(-1.0, -1.0); + result += mat4(0.32573175, -0.1754894, -0.11804778, -0.01995747, 0.22718933, -0.15123367, 0.039907683, 0.34502703, -0.14458972, 0.13064449, 0.14453207, -0.059187938, -0.085265145, 0.20953384, 0.0793236, -0.116288304) * go_0(-1.0, 0.0); + result += mat4(-0.093153894, 0.06527465, -0.15071994, -0.123629555, 0.006527518, 0.16628802, 0.16957358, 0.054582782, 0.0071324026, 0.08554746, -0.06274109, 0.14844437, 0.058439545, 0.045090668, 0.06689813, 0.063525826) * go_0(-1.0, 1.0); + result += mat4(0.07696488, 0.051656798, -0.048016507, 0.02936603, 0.08387461, 0.09245992, 0.23041403, -0.19054213, -0.102753386, -0.17902392, -0.10961965, -0.10548934, 0.18939416, 0.25377733, 0.02544213, -0.22927651) * go_0(0.0, -1.0); + result += mat4(0.3032466, 0.04167076, 0.059656423, -0.027316695, 0.16839153, -0.14264087, 0.20591341, 0.08222535, -0.003110454, -0.059849005, -0.036128033, -0.008346545, 0.15990025, 0.2500593, 0.032513596, -0.016655741) * go_0(0.0, 0.0); + result += mat4(-0.06774502, 0.040308017, -0.18576144, -0.09687235, -0.057958614, -0.17514636, -0.20707239, 0.17548439, -0.19250306, 0.0034173464, 0.110723875, 0.096379146, 0.09683184, -0.04752888, -0.01780429, 0.010613829) * go_0(0.0, 1.0); + result += mat4(0.08627145, -0.16866092, 0.099930905, 0.12018959, -0.24408722, 0.14165765, 0.12630254, -0.015704094, -0.20263286, -0.120165184, -0.21274178, 0.028697591, 0.15576155, 0.028905043, 0.0811208, -0.1041924) * go_0(1.0, -1.0); + result += mat4(-0.015240954, -0.17468874, -0.046423502, 0.022116644, 0.2908017, 0.035541125, 0.2743551, -0.18322937, -0.22073182, 0.020273414, -0.1303079, 0.24418736, 0.16490552, 0.028966945, 0.19653946, -0.016246568) * go_0(1.0, 0.0); + result += mat4(-0.14057145, 0.04244108, -0.010793927, -0.05631625, -0.12468913, -0.05881518, 0.12383384, 0.17428255, -0.021005072, -0.17969933, 0.15734735, 0.1031293, 0.043719243, -0.09174561, -0.056840647, 0.0324962) * go_0(1.0, 1.0); + result += mat4(0.08194935, 0.067976184, -0.019943617, 0.026776273, 0.22254825, -0.06326042, 0.1648268, -0.0052840295, 0.009018906, -0.0520785, -0.04660861, -0.0075104083, -0.038940106, 0.0856219, -0.043916393, 0.05660665) * go_1(-1.0, -1.0); + result += mat4(-0.08704364, -0.09677431, -0.17326091, -0.07462152, 0.13270687, -0.1261107, -0.07701341, 0.2726629, -0.1587681, 0.18942432, -0.36308467, 0.10301493, -0.024762882, 0.03817259, -0.23201405, -0.091521345) * go_1(-1.0, 0.0); + result += mat4(0.050326157, -0.073176935, -0.103697956, -0.0840352, 0.173357, -0.14174183, -0.1524753, -0.0069994656, -0.005479495, 0.17723018, 0.11403137, -0.06329943, -0.13232884, -0.1373975, 0.11884006, -0.07850464) * go_1(-1.0, 1.0); + result += mat4(0.05332861, 0.107681334, -0.09119039, -0.114555836, -0.017985579, -0.15435871, 0.24358511, 0.11068456, -0.10406485, 0.12917854, 0.05799334, 0.37389106, 0.06230836, -0.09555643, 0.027412381, -0.064970456) * go_1(0.0, -1.0); + result += mat4(0.12378375, -0.04905221, -0.11288056, -0.13767865, -0.1449326, -0.072450995, 0.17161424, -0.16777709, -0.25872576, 0.070482604, -0.1663627, 0.25371596, -0.23365596, 0.18121918, -0.20363995, -0.12909107) * go_1(0.0, 0.0); + result += mat4(-0.05529441, -0.021311615, 0.014097586, -0.31545866, 0.012970079, -0.22578919, -0.072552465, -0.116496325, -0.14761814, -0.053667877, 0.067303866, -0.4580455, -0.09480358, -0.16733053, 0.3607103, 0.015292286) * go_1(0.0, 1.0); + result += mat4(0.04696458, 0.31332257, 0.02704555, -0.09160314, -0.113031834, -0.0739926, -0.032812223, 0.033034015, 0.016193887, 0.12820463, 0.09737233, 0.12438434, 0.0654067, 0.20008601, 0.07920591, 0.060879026) * go_1(1.0, -1.0); + result += mat4(0.037422813, 0.15871914, -0.2151473, -0.24363686, -0.080180004, 0.0645695, 0.14571437, 0.14874434, -0.11326801, -0.10846583, -0.13671829, 0.18154961, -0.060911275, 0.20989129, -0.23381993, -0.27745062) * go_1(1.0, 0.0); + result += mat4(0.050130237, 0.089512885, 0.13246128, -0.2745517, -0.02318636, -0.011246907, -0.11668961, 0.0731039, 0.01690248, 0.09360847, -0.05398903, 0.14663017, 0.028310347, 0.076176226, 0.31356502, -0.103791654) * go_1(1.0, 1.0); + result += mat4(0.09613262, 0.12778622, 0.034975607, -0.028750842, -0.033835113, 0.08186702, -0.06888388, 0.0997008, 0.117064685, 0.046526518, 0.09514346, -0.124434136, -0.020531485, -0.15406378, 0.060591683, -0.13329966) * go_2(-1.0, -1.0); + result += mat4(-0.027534882, -0.14831524, 0.04495184, 0.025519691, 0.03651482, 0.117160164, -0.038201023, 0.108181216, -0.030931946, 0.1811084, 0.15170088, 0.11874837, -0.078277305, -0.04918219, 0.101712294, -0.1196331) * go_2(-1.0, 0.0); + result += mat4(-0.06539127, 0.08893873, 0.03419367, -0.079162404, -0.004407265, 0.1590495, 0.054708384, -0.0045960955, -0.11280927, 0.16039464, 0.09479366, 0.08200364, 0.036086954, 0.20326287, -0.037681103, -0.140378) * go_2(-1.0, 1.0); + result += mat4(-0.0555716, 0.06530205, -0.1433768, 0.016642103, 0.16281623, 0.063046776, 0.0837092, -0.01799041, -0.091302834, -0.20383778, -0.06381253, 0.20380846, -0.041889682, -0.24191497, -0.14171864, -0.1448563) * go_2(0.0, -1.0); + result += mat4(-0.110319525, 0.12512992, 0.03341369, -0.00093534397, 0.1633664, -0.020284293, 0.044820648, 0.162692, -0.10295654, 0.023568464, 0.012197777, 0.10028862, -0.010697666, -0.018897464, 0.043279704, 0.0017665206) * go_2(0.0, 0.0); + result += mat4(0.04179169, -0.012676201, 0.083311275, 0.03091289, -0.046434533, -0.12832014, 0.04914704, -0.06867338, 0.094166204, -0.017343048, 0.18243955, 0.12901492, -0.110132985, 0.12671326, 0.054293826, 0.086186886) * go_2(0.0, 1.0); + result += mat4(-0.05841927, -0.12985736, -0.25992456, -0.0849384, 0.14412889, -0.0746527, 0.044265267, -0.014156233, -0.09166144, 0.07021915, -0.047789145, 0.039457697, 0.12670755, -0.01698153, 0.18895842, -0.056773882) * go_2(1.0, -1.0); + result += mat4(-0.15025501, 0.14065035, -0.096513286, -0.09348505, 0.15979655, -0.0114577245, 0.053886734, -0.114547916, -0.070979856, 0.1765544, 0.010379718, -0.18308055, 0.1605321, 0.20515968, 0.05720834, -0.07330803) * go_2(1.0, 0.0); + result += mat4(-0.025330046, -0.019732652, 0.053818963, -0.036499955, -0.10811833, 0.0137827955, 0.06543074, -0.012384179, -0.18611883, 0.02843987, -0.05363124, -0.046299558, 0.16349362, -0.041830223, -0.07788764, 0.008235677) * go_2(1.0, 1.0); + result += mat4(0.047242437, 0.06575887, 0.025322782, 0.013775078, 0.036147557, 0.0009767486, -0.11243579, -0.09145642, -0.0039224774, -0.0038896108, 0.037174333, -0.02877056, -0.07427188, -0.024033785, -0.08451688, 0.0404334) * go_3(-1.0, -1.0); + result += mat4(-0.08908999, -0.04494114, -0.10439307, 0.0774623, 0.07840683, -0.04946415, -0.14073692, 0.032847367, -0.0048813284, -0.010705515, -0.022069618, 0.033290677, 0.09327763, 0.17272854, -0.21388759, 0.03957031) * go_3(-1.0, 0.0); + result += mat4(0.19521184, -0.10379753, -0.15358303, 0.07232417, -0.04276367, -0.10596066, 0.022786908, -0.11408934, 0.019533271, 0.04891009, 0.13843602, -0.037992083, 0.033990372, 0.07371983, 0.08921052, -0.10094112) * go_3(-1.0, 1.0); + result += mat4(-0.24562503, 0.15784459, -0.022187335, -0.000638404, -0.1133858, 0.036134824, -0.10837855, 0.21228905, -0.027466286, -0.023300633, 0.12549222, -0.08866187, 0.087480284, -0.06105183, -0.030215222, 0.040841375) * go_3(0.0, -1.0); + result += mat4(-0.14978695, 0.13818179, 0.04092166, -0.106068246, 0.08822786, -0.01489638, 0.07534021, -0.07537647, -0.14060229, -0.089275755, 0.05904741, 0.10776689, -0.07665331, 0.09283058, -0.061007436, -0.04099338) * go_3(0.0, 0.0); + result += mat4(0.14466712, -0.026102958, -0.20185257, 0.10785207, 0.22078173, -0.16958067, 0.11530716, 0.09354707, -0.074392565, -0.08342846, 0.2586021, -0.23763788, 0.12991717, 0.021147436, 0.2722029, -0.087979235) * go_3(0.0, 1.0); + result += mat4(0.027673773, -0.022746747, 0.049445715, -0.1909985, -0.09531261, -0.108256444, -0.066448554, 0.2172793, 0.07891359, 0.08150599, 0.14381963, -0.02249068, 0.03258624, -0.056648776, 0.055536, -0.024813324) * go_3(1.0, -1.0); + result += mat4(-0.023302192, 0.06626369, -0.15358047, -0.0083353575, -0.14165582, 0.07046124, 0.09597453, 0.26851997, -0.055152107, 0.093309075, -0.13725676, -0.1664828, -0.02032299, -0.092897214, -0.015662093, -0.10920288) * go_3(1.0, 0.0); + result += mat4(-0.06695718, 0.16679364, -0.0785021, 0.06455316, 0.1445089, -0.00924479, 0.096023194, 0.07052236, 0.067349516, -0.0111666, -0.09601798, 0.001154395, 0.09299898, 0.01951889, -0.0967921, -0.008973) * go_3(1.0, 1.0); + result += mat4(0.13883853, 0.02957061, -0.04247552, -0.13835363, -0.14681627, -0.077555746, 0.031927407, 0.026541403, -0.022707194, 0.01551063, 0.06541034, 0.096070126, 0.052125953, 0.063213244, 0.16251403, -0.08070668) * go_4(-1.0, -1.0); + result += mat4(0.086179234, 0.14243434, 0.09406264, 0.13569264, 0.15488361, -0.11091638, -0.09574572, 0.008970297, 0.05616059, -0.1518461, -0.27299163, 0.2257466, 0.07526578, -0.05981968, -0.05876571, -0.093547806) * go_4(-1.0, 0.0); + result += mat4(0.04012283, -0.10008593, -0.029358871, -0.08932785, -0.037632246, 0.005210788, -0.09356493, -0.049942728, -0.0084419465, 0.024860868, 0.021508645, 0.06273951, -0.05736361, 0.020816475, -0.008031666, 0.124403216) * go_4(-1.0, 1.0); + result += mat4(0.14043115, 0.19251867, 0.27524766, -0.09491998, -0.15670182, -0.047435485, -0.0671195, 0.01171454, -0.28212756, 0.039405737, -0.07579297, -0.052261483, 0.22442812, 0.28633285, 0.29999042, -0.13228717) * go_4(0.0, -1.0); + result += mat4(-0.2623459, -0.055335205, 0.21784544, 0.202005, -0.21811847, -0.020621138, -0.055919386, -0.1592076, -0.05986868, -0.11021312, 0.027157718, -0.0035977615, -0.04500819, -0.11783892, -0.18752173, -0.017826393) * go_4(0.0, 0.0); + result += mat4(-0.0058357944, 0.017049752, 0.0069000614, 0.13442154, -0.30008566, -0.05737475, -0.09749817, -0.033549603, 0.07277239, -0.07434725, -3.2743555e-05, 0.104428366, 0.065556966, 0.070558116, -0.03552641, 0.04233599) * go_4(0.0, 1.0); + result += mat4(0.10471457, 0.11320103, 0.13278805, 0.0402375, 0.091772236, -0.13095503, 0.088764995, 0.034440126, -0.07645308, 0.07409439, 0.041363943, -0.0007871303, 0.04391719, -0.061556302, 0.018767469, 0.10903881) * go_4(1.0, -1.0); + result += mat4(0.030221319, -0.07181434, -0.101376146, -0.034132153, -0.0116890725, -0.10688475, -0.13729735, 0.14479214, 0.014176684, 0.13103448, -0.08762141, 0.17202277, -0.05477683, -0.043549005, 0.09274582, 0.123320125) * go_4(1.0, 0.0); + result += mat4(0.19202003, -0.14954115, -0.087362565, -0.08726935, -0.01544216, 0.123787634, 0.046103656, 0.052578025, 0.029873371, 0.0066638263, -0.06251117, -0.052407794, 0.10117527, 0.05799745, -0.13342759, 0.031155441) * go_4(1.0, 1.0); + result += mat4(-0.0602211, 0.02800195, 0.033007246, 0.025651298, 0.1477432, -0.22038354, -0.15722936, -0.21809258, 0.04290242, 0.004420057, 0.05746811, 0.071876235, -0.050915204, 0.0033008144, -0.11305403, 0.07601179) * go_5(-1.0, -1.0); + result += mat4(-0.017653117, 0.051445134, 0.012552525, 0.21158452, -0.037362725, 0.09373507, 0.08190519, -0.14817433, 0.016636858, -0.041740865, -0.015900947, -0.15515041, 0.05231825, -0.10608562, -0.115508825, 0.14927392) * go_5(-1.0, 0.0); + result += mat4(-0.07991468, -0.030842511, -0.1142488, 0.024186732, 0.01866492, -0.2594634, -0.09987361, -0.08651594, -0.0134031195, 0.13383342, -0.29035473, -0.15002187, -0.078639805, -0.07127412, -0.16304658, 0.05276267) * go_5(-1.0, 1.0); + result += mat4(0.19848315, 0.08736629, 0.059144225, -0.09447644, 0.02258197, -0.2571475, -0.28990847, -0.027986418, 0.048613783, 0.022653515, 0.2793524, -0.050864372, -0.21006623, -0.03244143, 0.10503605, 0.118863106) * go_5(0.0, -1.0); + result += mat4(0.1141189, 0.16082734, 0.19251204, 0.046851195, 0.12982753, 0.1179071, -0.19780421, -0.081736855, -0.13099432, 0.1591774, 8.499473e-05, -0.110567674, -0.02899663, -0.1474914, -0.02698378, 0.0026956694) * go_5(0.0, 0.0); + result += mat4(0.13940544, 0.06881286, -0.05801804, 0.072250396, -0.009307022, -0.18490271, -0.11261658, -0.16390282, 0.020309817, 0.10038859, -0.09349415, -0.14116558, -0.20527501, -0.061198466, -0.025865598, -0.08396298) * go_5(0.0, 1.0); + result += mat4(-0.29216713, -0.03166838, -0.113096364, -0.03150052, 0.1709056, -0.026671233, 0.09773227, -0.1519528, 0.040399972, -0.009488163, -0.077320874, 0.06988943, -0.011609312, -0.04198275, 0.12707464, 0.006308921) * go_5(1.0, -1.0); + result += mat4(-0.051588435, 0.006180919, 0.13836713, -0.25345033, -0.11852253, 0.124243006, -0.028141703, 0.036185384, -0.0219207, 0.047607783, 0.067218274, 0.13251485, -0.17255323, -0.08482923, -0.045748707, 0.17345634) * go_5(1.0, 0.0); + result += mat4(0.066040546, -0.1950836, 0.035140682, -0.177215, 0.002426889, -0.10077353, -0.22871427, -0.022668306, -0.19148435, 0.053983398, 0.15257482, -0.0977811, -0.0546057, 0.050372656, -0.09533434, 0.064632036) * go_5(1.0, 1.0); + result += vec4(0.033997618, 0.026958792, 0.036766436, -0.020595448); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!SAVE conv2d_16_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.08802986, -0.17393574, -0.14236689, -0.027905934, -0.06911397, -0.11672821, -0.2792837, 0.11365244, -0.06958475, -0.18663275, 0.115227476, -0.022523437, 0.056238096, -0.059810236, 0.04873624, -0.005821912) * go_0(-1.0, -1.0); + result += mat4(0.1127787, -0.17345825, 0.19259876, 0.12654746, -0.13533565, 0.06251798, 0.099469095, -0.17107892, -0.044659805, -0.1270373, -0.030414857, 0.06547094, -0.04661237, -0.020623157, -0.091043934, -0.008992439) * go_0(-1.0, 0.0); + result += mat4(0.19035979, -0.10846463, -0.017068362, -0.022281054, 0.1589396, -0.03264436, -0.00764233, 0.08733022, 0.025321474, 0.2316312, -0.17448951, -0.062320076, -0.09665312, 0.077836566, -0.15457042, -0.031109523) * go_0(-1.0, 1.0); + result += mat4(-0.038293075, 0.039982896, -0.1469895, -0.08202698, -0.0041442337, 0.029787892, -0.044658363, -0.21846762, -0.044046592, 0.18280518, -0.06486731, -0.1690961, 0.028628197, 0.01049846, -0.032201137, 0.017294433) * go_0(0.0, -1.0); + result += mat4(0.059674874, -0.05350419, -0.10941087, -0.0845837, 0.04927608, 0.036460683, 0.0055156145, -0.024534898, -0.18547916, 0.13815373, 0.18513125, 0.12902182, -0.17424613, 0.0700179, -0.10840591, 0.10033247) * go_0(0.0, 0.0); + result += mat4(-0.056340918, -0.22555862, 0.06911137, -0.024649663, -0.18350351, 0.00950671, 0.1963708, 0.11672094, -0.084857196, 0.059099168, -0.14970237, -0.04900496, 0.07548133, 0.017982353, -0.07550771, 0.13420473) * go_0(0.0, 1.0); + result += mat4(-0.07515682, -0.011147019, 0.10587885, 0.14749783, -0.3299278, 0.002686847, -0.1518538, 0.051685937, -0.09971082, 0.040840115, -0.038742367, -0.1039338, -0.03282236, -0.059669517, -0.122400075, -0.018639566) * go_0(1.0, -1.0); + result += mat4(0.06775716, 0.007048041, -0.08188808, -0.10080362, 0.28195885, 0.10496502, -0.07891694, -0.25544325, -0.1742375, 0.09669711, 0.18185973, 0.31786624, 0.065365106, 0.07105677, -0.018566757, 0.05218278) * go_0(1.0, 0.0); + result += mat4(-0.089370586, -0.21895438, -0.06468459, -0.05457814, 0.03454585, 0.15021439, 0.0035336192, -0.17009473, -0.083677866, 0.15718195, 0.10846793, 0.21016604, 0.027942222, -0.081115246, 0.036489576, -0.11569346) * go_0(1.0, 1.0); + result += mat4(0.027996952, -0.028215071, 0.02175091, 0.021965792, -0.084215, -0.03758052, -0.13010016, 0.08475194, 0.12714519, 0.12293797, 0.07838412, -0.086469695, -0.057902515, -0.03087676, -0.03611093, -0.121886) * go_1(-1.0, -1.0); + result += mat4(0.078855015, -0.019143503, 0.25362718, 0.10234785, 0.06521017, -0.16250263, 0.045211475, -0.17433222, 0.016279457, 0.06819055, 0.13895121, -0.05589787, -0.009716455, 0.20975766, 0.029051652, 0.11252572) * go_1(-1.0, 0.0); + result += mat4(0.05893387, -0.10818095, 0.094520725, 0.04735701, -0.00062618783, 0.060635865, 0.028728807, -0.037579857, -0.05011172, 0.072621815, 0.32791084, 0.20725228, -0.16025586, 0.029779507, -0.098033756, -0.057435088) * go_1(-1.0, 1.0); + result += mat4(-0.027748855, -0.032816567, 0.1381763, -0.07527717, -0.04557042, -0.19134082, -0.28283423, -0.0497186, -0.061549354, 0.021712344, -0.07307426, 0.008633742, -0.17751735, -0.06531707, 0.22166257, -0.06736024) * go_1(0.0, -1.0); + result += mat4(0.10577709, -0.00029715832, -0.07257314, 0.037460234, 0.2560591, -0.004036816, -0.0048680147, -0.111901544, -0.26662216, -0.12197044, 0.04535819, -0.017144589, -0.08068284, 0.2595127, -0.122860804, -0.0032942474) * go_1(0.0, 0.0); + result += mat4(-0.017741704, 0.09559895, -0.033990704, 0.08170982, -0.19994697, -0.07059366, -0.11213052, -0.03725744, -0.27139193, 0.1484444, 0.045858312, 0.26310086, -0.11015166, 0.11078496, -0.048356485, 0.075475365) * go_1(0.0, 1.0); + result += mat4(0.11419975, -0.047353536, 0.13656045, 0.11486861, -0.15706798, 0.06450431, 0.14535433, -0.020635093, 0.10368355, 0.15418164, 0.24278086, -0.049087204, 0.062040165, -0.061476476, 0.049934343, 0.010076082) * go_1(1.0, -1.0); + result += mat4(0.124436915, -0.043080516, 0.14038607, 0.120473295, -0.13698362, 0.0632538, -0.12079243, -0.15874681, 0.206419, 0.20660165, 0.032999307, -0.1115593, -0.28569657, -0.01696896, -0.035953935, 0.1648099) * go_1(1.0, 0.0); + result += mat4(0.113919385, 0.11906966, 0.0005747532, 0.080415644, -0.40388402, 0.0017795331, 0.07015799, -0.09544672, 0.0030407861, 0.2834558, 0.10607995, -0.11396143, 0.17354475, 0.104605556, -0.07189537, -0.014960302) * go_1(1.0, 1.0); + result += mat4(0.017524108, 0.13681653, 0.051700532, -0.017652562, -0.034235284, 0.055753216, 0.15347894, 0.052076254, 0.033296116, -0.09584493, -0.033569854, 0.027673539, -0.01796682, -0.10580566, -0.07683759, 0.06618078) * go_2(-1.0, -1.0); + result += mat4(-0.1764062, 0.055722255, -0.02721764, -0.02276022, 0.0949696, -0.058885206, 0.06488299, -0.092077486, 0.04663375, -0.024681088, -0.26029268, 0.023124814, 0.008564294, -0.14319825, -0.04004337, -0.06123616) * go_2(-1.0, 0.0); + result += mat4(0.08396966, -0.034983225, -0.07795199, 0.12035646, 0.028944263, 0.063821584, -0.017690185, 0.052195095, -0.033104133, -0.17720836, -0.09615896, 0.11477779, 0.17819521, -0.056103952, -0.022960674, 0.13859332) * go_2(-1.0, 1.0); + result += mat4(0.18050459, 0.04579894, -0.22067004, 0.085571006, -0.11066822, 0.06598446, -0.014714607, -0.054712657, -0.11574491, -0.13472416, -0.021493772, 0.010712232, 0.08756391, 0.10629865, -0.030947337, 0.012433604) * go_2(0.0, -1.0); + result += mat4(0.13059679, 0.12995908, 0.051285587, -0.1490071, -0.16121583, 0.017019918, 0.18331663, 0.05133495, -0.11774923, 0.14849012, 0.08879608, 0.21546392, -0.16260189, 0.071787946, 0.08042792, 0.034665287) * go_2(0.0, 0.0); + result += mat4(-0.0496461, -0.074484035, -0.067306705, -0.056405246, -0.0791933, 0.09205973, -0.089488566, 0.06336122, 0.026799377, 0.044899896, -0.043504875, -0.027825577, -0.12687266, -0.036599446, -0.0979517, 0.118289836) * go_2(0.0, 1.0); + result += mat4(0.065074205, 0.0912584, -0.10980821, -0.0087488005, 0.009252638, -0.037367865, -0.038106624, -0.14231613, 0.10606405, 0.059649512, 0.115708545, -0.09755315, 0.019461721, 0.021630583, 0.091960326, -0.008601625) * go_2(1.0, -1.0); + result += mat4(-0.3277807, -0.036484975, 0.038798176, 0.24745776, 0.2593154, 0.21724908, -0.00019478974, -0.18449827, 0.033633452, 0.018974831, -0.07398912, 0.017520338, -0.032920193, 0.004842279, -0.00579405, -0.11938036) * go_2(1.0, 0.0); + result += mat4(0.18842064, 0.05702536, -0.061931625, -0.06727871, -0.014621294, 0.04080955, -0.013593707, -0.003619943, -0.020285374, 0.01967135, 0.06964358, -0.015948078, 0.008987598, -0.0502518, -0.07550232, -0.03246761) * go_2(1.0, 1.0); + result += mat4(-0.021415083, 0.047334228, 0.09358717, 0.066151075, -0.057634987, 0.038057115, -0.15978286, -0.0306265, 0.03275409, 0.040893096, -0.06797163, 0.038144294, -0.04410495, 0.03834102, 0.12854114, -0.067179) * go_3(-1.0, -1.0); + result += mat4(-0.118068546, 0.031765044, -0.08369015, 0.012474477, -0.034454364, -0.08663203, -0.11515983, 0.11116229, 0.013160141, 0.1618989, -0.0948057, 0.051910333, -0.08929414, 0.2686571, 0.037374903, -0.21924725) * go_3(-1.0, 0.0); + result += mat4(-0.04300725, 0.04822412, 0.16281828, 0.035834175, 0.099052325, -0.14414896, 0.005747616, 0.02214405, 0.13032797, -0.025553104, -0.0975882, 0.093112744, -0.14970464, 0.19270295, -0.08109359, -0.06329011) * go_3(-1.0, 1.0); + result += mat4(-0.10569496, -0.075869955, -0.049005095, -0.06851834, -0.08021023, -0.10791368, 0.04543862, 0.0027774416, 0.050588753, 0.01885911, -0.029016491, 0.14942807, -0.038662244, 0.0020585372, 0.14963345, -0.21736771) * go_3(0.0, -1.0); + result += mat4(-0.017626101, -0.026860205, -0.0166675, 0.09863811, 0.0069533293, 0.08025672, -0.007524914, 0.10343909, 0.030437125, 0.05835893, 0.053286716, 0.11764632, 0.046820708, 0.11034737, 0.13265274, -0.23132078) * go_3(0.0, 0.0); + result += mat4(-0.0002492618, -0.15761827, -0.008163207, 0.10799774, 0.03797858, 0.082984105, -0.1682568, -0.13183926, -0.11445903, 0.16405046, -0.13379891, -0.24530238, -0.12639353, 0.011228589, -0.03275201, -0.039365195) * go_3(0.0, 1.0); + result += mat4(0.19628343, -0.03061746, -0.045941845, -0.11086776, -0.11805122, -0.032416914, -0.021520017, 0.0693067, 0.004571353, 0.016396372, 0.07598534, 0.033040676, 0.012897211, 0.012313861, 0.11968668, -0.08747018) * go_3(1.0, -1.0); + result += mat4(-0.0813893, -0.022178298, -0.040741373, 0.07031036, -0.28552878, 0.06425291, -0.0053351806, 0.120189145, 0.12595983, -0.10747074, 0.0048105116, -0.06664802, -0.022508347, -0.06586251, 0.06035201, 0.14375561) * go_3(1.0, 0.0); + result += mat4(-0.12956624, -0.04242177, -0.0017373727, 0.037004035, -0.00039252886, 0.09018791, 0.0017921329, 0.11215645, -0.035194464, -0.09520843, -0.06663547, 0.050138075, 0.02804902, 0.060663514, -0.07920812, 0.087417066) * go_3(1.0, 1.0); + result += mat4(-0.0029228467, 0.09749893, 0.041897535, -0.18033682, -0.1579824, 0.014144745, 0.032907195, 0.0017276615, -0.059261598, 0.13907957, 0.02144935, 0.041111927, 0.03160442, 0.08409082, 0.048776, -0.095657706) * go_4(-1.0, -1.0); + result += mat4(-0.10480038, -0.042332742, -0.015383398, -0.05648455, -0.11888851, -0.16955213, 0.04470709, -0.022793902, 0.00016517058, -0.056294985, -0.047431663, 0.012045597, -0.09375551, -0.11388544, -0.12949479, -0.008033533) * go_4(-1.0, 0.0); + result += mat4(-0.06412859, -0.055691525, -0.014857645, 0.09801412, -0.05405835, -0.053803347, -0.0013197206, -0.12301804, 0.07946899, 0.06714871, -0.07215845, 0.017334301, -0.025533507, -0.10721457, 0.073318854, -0.14206216) * go_4(-1.0, 1.0); + result += mat4(0.058060713, 0.093734995, 0.01842975, -0.29179135, 0.0602599, -0.024193754, 0.01761975, -0.026523773, 0.28867632, 0.00483472, 0.07755528, -0.016514888, 0.015965128, 0.17118327, -0.19532546, -0.07110416) * go_4(0.0, -1.0); + result += mat4(0.0128605245, -0.1741353, -0.03638385, -0.048088867, 0.10223092, 0.23232879, -0.0054223654, -0.00045356248, 0.12773679, -0.006512435, 0.07379372, 0.08680171, -0.035877902, -0.054623656, 0.07132212, 0.09048987) * go_4(0.0, 0.0); + result += mat4(-0.009797465, 0.060523454, 0.073391296, -0.13990612, -0.12679388, 0.07210466, 0.1628591, -0.07687422, 0.1963603, 0.10681905, 0.06749501, -0.20079397, -0.0019436153, 0.07006026, 0.030871613, -0.08604229) * go_4(0.0, 1.0); + result += mat4(-0.12500001, -0.16281945, -0.019086959, 0.27618113, -0.038304567, -0.015725048, -0.024617916, -0.035548065, 0.15954372, -0.04278374, -0.06421704, -0.00039818592, -0.0482903, 0.10892429, -0.14975885, 0.005292497) * go_4(1.0, -1.0); + result += mat4(-0.017346809, -0.046994127, 0.032871798, 0.0013864548, -0.16245434, -0.12618968, 0.09413434, -0.076167226, -0.07559192, -0.10978536, 0.0911529, 0.11722477, 0.015144819, -0.01594627, -0.18361738, -0.13300706) * go_4(1.0, 0.0); + result += mat4(0.196295, 0.08153582, -0.0046313326, -0.020369306, -0.10097475, -0.058573876, 0.02360406, 0.34065554, 0.07581009, -0.024701435, -0.0036000118, 0.14957961, 0.06200422, -0.007515458, 0.108764246, -0.06800964) * go_4(1.0, 1.0); + result += mat4(-0.032589618, -0.0015710328, 0.016760994, -0.059781738, -0.074785665, 0.052239433, 0.05612257, -0.065350436, -0.020133277, 0.072456904, 0.11718997, -0.021059798, -0.07565095, -0.08362852, 0.045464966, -0.063447826) * go_5(-1.0, -1.0); + result += mat4(-0.1102015, -0.031135883, 0.09267165, -0.058451813, -0.13763309, 0.07187428, -0.08874953, 0.08555874, -0.037774604, 0.049590353, 0.26134104, 0.018416924, -0.081239395, -0.013879623, 0.090619825, -0.036696743) * go_5(-1.0, 0.0); + result += mat4(-0.06493723, -0.010833561, -0.0040989053, -0.05103571, 0.058725636, -0.016349433, -0.19289434, -0.02820378, 0.10755951, -0.09996525, 0.022100247, -0.0135096535, -0.13146846, -0.1046519, 0.22726761, -0.043585762) * go_5(-1.0, 1.0); + result += mat4(-0.05782105, -0.065180056, 0.36255524, -0.07636241, -0.025651963, -0.12618172, -0.014441459, 0.11177841, 0.05698485, 0.04069727, -0.1798041, -0.18843612, -6.748983e-05, -0.15634717, -0.14003754, 0.067269295) * go_5(0.0, -1.0); + result += mat4(0.14520092, -0.12358684, -0.2308459, 0.06433382, 0.14404234, -0.018400794, -0.04435697, 0.0468437, 0.025523597, -0.22619915, -0.1016596, 0.049539804, 0.18028462, -0.083644226, -0.101813614, -0.020419104) * go_5(0.0, 0.0); + result += mat4(0.0802013, 0.028405981, -0.046696443, 0.04202267, 0.025745654, -0.04509517, 0.16942215, -0.07011387, 0.0020332548, -0.0648844, -0.20601165, 0.12061787, 0.05914776, -0.27518207, 0.17372149, -0.009302444) * go_5(0.0, 1.0); + result += mat4(-0.017286759, -0.11818566, 0.10640867, -0.008934892, 0.20847458, 0.055007588, 0.11734843, 0.12208416, -0.044339962, -0.06791728, -0.07898345, 0.09904303, -0.06864673, -0.016157066, 0.04056718, -0.10148076) * go_5(1.0, -1.0); + result += mat4(0.10796872, -0.13242823, 0.26613814, 0.014023097, -0.21846855, 0.010950801, -0.26663643, -0.07875743, 0.06405232, -0.00032474866, 0.090980455, -0.065073796, -0.037091963, -0.04538706, 0.0023358157, 0.0067520686) * go_5(1.0, 0.0); + result += mat4(0.056303564, -0.08950635, -0.08650799, -0.029363103, -0.16495064, -0.13165015, 0.07930873, 0.13557468, 0.16211954, 0.03483085, 0.11933352, 0.007469677, 0.117681414, -0.094969146, 0.009896069, -0.022225311) * go_5(1.0, 1.0); + result += vec4(0.06926819, 0.0008862821, -0.038584497, 0.022858847); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.015411904, -0.3481058, -0.14065851, 0.25672877, 0.11077625, 0.14430125, 0.075987406, 0.13401817, -0.028904252, 0.010471815, -0.13755904, -0.043050054, -0.23878446, 0.032667324, 0.0065731215, -0.24957936) * g_0; + result += mat4(-0.11764895, -0.045424536, -0.039502602, 0.12982897, 0.229541, -0.18251237, 0.07418932, -0.019108484, 0.07372666, 0.032683663, 0.2243215, 0.30212626, 0.12498196, 0.24965945, 0.04350288, 0.3903582) * g_1; + result += mat4(0.20100635, 0.15522125, 0.18275909, -0.0052163424, -0.08758867, -0.22356448, 0.22349271, 0.22447799, 0.07740293, -0.3192609, -0.06672845, -0.0633777, 0.056181088, -0.21348128, -0.13974325, -0.036865283) * g_2; + result += mat4(0.18827224, -0.13507625, -0.08306733, 0.049136307, -0.095121965, 0.16284102, 0.05845094, 0.11416881, 0.062486872, 0.1405637, 0.1685204, 0.13717267, -0.07496871, 0.25640628, 0.11199113, -0.01789177) * g_3; + result += mat4(0.27167314, 0.035950907, 0.032459494, -0.11790055, 0.12248767, 0.06978094, 0.3084216, 0.08794611, 0.07387762, 0.053205058, 0.099851795, -0.10258492, -0.14328477, 0.13806304, 0.026629662, -0.28694016) * g_4; + result += mat4(-0.06586842, -0.06801413, -0.14677979, -0.0768508, 0.26984748, 0.11354619, 0.116293885, 0.014563355, -0.21626909, 0.19715959, -0.10084105, -0.20142159, 0.03564203, -0.102611236, -0.050990574, -0.09135196) * g_5; + result += mat4(0.35307628, -0.14951418, -0.35223207, 0.030067248, 0.12195168, 0.28564107, -0.02129123, 0.13029817, 0.11705502, 0.020162629, 0.06902506, -0.3966005, -0.4818593, -0.33073005, 0.072956145, -0.12939528) * g_6; + result += mat4(0.00530956, -0.12135435, 0.070373125, -0.16821058, -0.008556209, -0.17572887, 0.14526288, -0.16719544, 0.038015194, 0.21531321, -0.0031482165, 0.43273294, -0.28057137, 0.20323606, 0.06625515, 0.21552464) * g_7; + result += mat4(-0.063178524, 0.24973153, 0.013720456, 0.056591444, 0.019021465, -0.26067972, -0.10853732, 0.030659003, -0.0700846, 0.033658378, -0.14822826, 0.004289035, -0.043764096, 0.20344602, -0.09091495, 0.071616665) * g_8; + result += mat4(0.12145554, -0.0624854, 0.19910428, -0.22141473, -0.06820842, 0.14774227, 0.23123792, -0.20847356, -0.0788949, -0.02772492, 0.161529, -0.056242056, -0.09748238, 0.17754894, -0.10482487, 0.004179268) * g_9; + result += mat4(0.33851695, 0.24063228, 0.061941892, -0.17925197, 0.009762858, -0.110571444, 0.17266293, 0.018386278, -0.13628517, 0.012900279, -0.20001967, 0.07412768, 0.092519194, 0.025905496, 0.013374791, -0.18080667) * g_10; + result += mat4(-0.35484606, -0.24163297, -0.20655888, 0.25741658, -0.054093473, 0.24703228, -0.13321623, 0.06730745, 0.1915146, -0.12488617, -0.039931353, -0.16139272, -0.17825414, 0.005273623, -0.06986308, -0.20182024) * g_11; + result += mat4(0.10539724, -0.14134564, -0.09422101, 0.07420711, 0.124219745, -0.050976872, -0.0036057911, -0.18727909, 0.024319967, 0.29918167, 0.07634522, 0.19821624, 0.32139403, 0.23670414, -0.32440105, -0.038693212) * g_12; + result += mat4(-0.18223715, 0.18983413, 0.48830718, 0.024916872, -0.3343574, -0.12711638, 0.11339659, 0.122138545, -0.105839044, -0.14808372, -0.18010806, -0.15808982, -0.26355624, 0.12354337, -0.11911975, -0.10833433) * g_13; + result += mat4(0.38319695, 0.05502718, 0.011898256, 0.042783014, 0.21362592, 0.042454682, 0.19834186, -0.073223054, 0.057000954, -0.056501992, 0.06412959, 0.036385205, 0.1374011, -0.062440563, 0.17463037, 0.047360953) * g_14; + result += mat4(0.08570211, -0.06420987, 0.061411254, -0.15230267, -0.12127754, 0.06184008, -0.17644596, 0.022357073, 0.08968545, 0.10179604, -0.14161776, -0.10706859, 0.014307138, -0.120175295, -0.1018418, 0.04443384) * g_15; + result += mat4(-0.07310467, -0.09482765, 0.11474074, -0.21321261, -0.036888484, -0.036406234, -0.14175038, -0.18403974, 0.073185734, -0.11334264, -0.04354356, -0.1334644, -0.28488088, 0.155462, 0.13175695, -0.045593392) * g_16; + result += mat4(-0.0013599097, -0.094864406, -0.2907292, 0.1529276, -0.019177636, -0.04425709, -0.11138836, 0.13960573, 0.28229222, 0.032372613, -0.12031677, -0.037267342, 0.19885163, -0.07453253, -0.008422101, -0.18792655) * g_17; + result += mat4(0.2524008, -0.056883294, 0.2737073, 0.25479946, -0.105945334, 0.18521947, 0.09495465, -0.16628663, 0.10909617, -0.34263077, 0.13374376, 0.034627344, -0.15817793, -0.014514654, -0.089533, -0.007011694) * g_18; + result += mat4(-0.26738396, 0.22419624, -0.06836402, 0.032150477, 0.13000076, -0.08652478, -0.0856218, -0.07700419, 0.10129944, 0.0689117, 0.027205365, -0.07991292, 0.23872668, -0.081905946, 0.028084237, -0.09570726) * g_19; + result += vec4(-0.030411588, -0.03504694, 0.0062963464, -0.0060779224); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf1 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06229179, 0.07447952, 0.17544238, -0.029056227, 0.23295781, -0.25401062, 0.060630303, -0.26968777, -0.06298657, 0.23999286, 0.07138117, -0.12207766, 0.3314945, -0.060328502, -0.05256118, -0.11967128) * g_0; + result += mat4(0.009106781, -0.15019597, 0.107759155, -0.013013227, -0.1201809, 0.18982023, -0.084957175, 0.03017393, 0.02300354, 0.16276407, 0.20732218, -0.07420877, -0.18172643, 0.14273722, -0.11420885, -0.13387239) * g_1; + result += mat4(-0.091283925, 0.125469, 0.15440796, 0.03595249, 0.1367125, -0.26021275, -0.034883995, 0.1384171, 0.034683395, 0.012753063, 0.059117932, -0.060619134, 0.018635055, -0.20502415, 0.026565414, 0.25979492) * g_2; + result += mat4(0.016796626, 0.15069105, -0.061102454, 0.023371994, -0.08180385, 0.018199123, -0.0563611, 0.23894419, -0.06728213, 0.11131519, 0.03154735, -0.05907408, -0.1616918, -0.247807, 0.12373462, 0.04899162) * g_3; + result += mat4(-0.29031062, 0.28420377, 0.038582914, 0.27378574, -0.08802812, 0.053966224, 0.018315062, 0.0067930855, 0.036932472, -0.041048605, 0.03820459, -0.0073364014, 0.10362766, 0.026039885, -0.23032854, -0.1956355) * g_4; + result += mat4(-0.12793514, 0.28202888, 0.12303155, 0.29286426, -0.28697783, 0.012021052, 0.27789843, 0.055134546, 0.1095386, -0.05251396, -0.2255559, -0.17143604, -0.1668448, -0.047896937, 0.083351046, 0.14768548) * g_5; + result += mat4(-0.16652593, -0.1171025, 0.046261553, -0.092330426, 0.45466834, -0.12058069, -0.3161383, -0.008391166, 0.16704272, 0.08296244, -0.15564027, -0.27613795, 0.020327646, -0.122191355, -0.050283693, 0.03534835) * g_6; + result += mat4(-0.01564193, 0.13914119, 0.07802687, -0.1896753, -0.23644254, 0.15426877, 0.064588614, 0.15104239, -0.007543932, 0.14882818, 0.0395721, 0.04181466, -0.07785041, -0.31100297, 0.1204594, 0.12991908) * g_7; + result += mat4(0.13514097, -0.06449617, 0.038062695, -0.24076426, 0.07944077, -0.0040154266, 0.026618825, -0.2406117, -0.020159021, 0.027010564, -0.21324417, -0.0008397984, 0.15394984, 0.07287525, 0.12330107, 0.20474261) * g_8; + result += mat4(-0.034830973, -0.021657703, -0.14613967, 0.1852407, 0.28907514, 0.0729019, -0.104028866, -0.067935266, 0.005923615, -0.07949258, -0.01123202, -0.057730585, -0.006548943, -0.045705102, -0.1578812, 0.048652157) * g_9; + result += mat4(0.07865155, -0.1089475, 0.2799939, 0.04209442, -0.062469423, 0.06282737, -0.309991, 0.056344055, -0.1911143, 0.14326468, 0.08484205, -0.19620831, -0.082943305, -0.10082107, -0.1514525, -0.014929943) * g_10; + result += mat4(-0.2911379, 0.3363872, -0.043308917, 0.22365907, 0.034437142, -0.020528575, 0.21208636, 0.3034834, 0.012269259, 0.03488268, 0.030740876, 0.20943925, 0.005626004, 0.1601836, -0.012430659, -0.06502019) * g_11; + result += mat4(0.15755813, 0.016292375, 0.02457799, 0.13753077, 0.12852463, 0.058444835, 0.29067582, -0.14437278, -0.10174013, 0.029764764, 0.0038154817, -0.18069993, 0.12908849, 0.09049112, 0.020467235, 0.02675185) * g_12; + result += mat4(-0.30425274, 0.172061, -0.04473515, -0.27572066, -0.04441604, -0.0135015845, -0.02134299, -0.030247632, -0.18199432, 0.13888723, -0.1234305, 0.093817785, 0.09853002, 0.12676361, -0.0044124853, -0.0006500754) * g_13; + result += mat4(-0.086448506, -0.09585741, 0.18680948, -0.1595373, -0.0013524789, -0.15327513, -0.24068208, -0.005388094, -0.05461273, 0.08730604, -0.105776325, 0.10966634, 0.17866546, 0.02331487, -0.26239154, 0.05888688) * g_14; + result += mat4(-0.10371749, 0.18664865, -0.085673355, 0.07728855, 0.2016191, 0.14631543, -0.05918329, -0.033308215, 0.13446982, 0.17957696, 0.02237709, -0.111385815, 0.15208769, -0.2766956, -0.042062268, -2.918234e-05) * g_15; + result += mat4(-0.3349197, 0.1320308, 0.034178462, 0.09385523, 0.03969266, -0.09389873, -0.114752054, 0.03206358, -0.14895694, -0.12865661, 0.01785704, 0.09169438, 0.101165384, -0.014787588, 0.08328934, 0.121291555) * g_16; + result += mat4(-0.06074213, 0.18984905, 0.11707254, 0.12558164, -0.20235488, 0.13861518, 0.07092135, -0.3614094, 0.09027116, 0.14745344, 0.083361, -0.23089439, -0.14834873, 0.10834447, -0.24824911, -0.048383813) * g_17; + result += mat4(0.1632019, 0.09772291, -0.21687613, 0.16953598, 0.03563443, -0.14966665, -0.12472958, -0.104619995, 0.124128886, 0.12477276, 0.5057336, -0.04884431, 0.07567298, 0.28349468, 0.17712036, 0.019731894) * g_18; + result += mat4(0.10584999, 0.017437998, -0.1409027, 0.01700227, -0.26804322, -0.01906643, -0.15364946, 0.078551315, -0.38588783, -0.20918682, -0.13819021, -0.12914348, 0.22142257, 0.20084332, 0.07179306, -0.4147244) * g_19; + result += vec4(0.04500602, -0.043274067, -0.024793796, 0.03252472); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf2 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.006507618, 0.35551, 0.10029036, 0.20938163, -0.27909538, 0.107799135, -0.117420286, 0.017393347, -0.07090822, 0.067006424, -0.025181938, 0.06960745, 0.050213918, 0.11024797, -0.06292335, -0.28821605) * g_0; + result += mat4(-0.07828812, -0.24313068, -0.041977264, 0.28533673, -0.046961866, -0.0382004, -0.06722913, 0.046214554, -0.015937736, 0.2662867, -0.11650494, -0.03243863, 0.20631221, 0.01906351, 0.20938441, 0.063740134) * g_1; + result += mat4(0.2477787, -0.15261632, -0.09109093, 0.16242526, 0.030849725, 0.36562842, -0.24916211, -0.2537, -0.0005451666, 0.040962283, -0.12698911, 0.1940532, -0.0031755446, 0.16081375, -0.31149757, 0.24105449) * g_2; + result += mat4(0.15018864, -0.0975225, 0.16312592, -0.023348464, 0.025320804, 0.08907452, -0.20382877, 0.14941658, -0.025980422, 0.2518956, 0.37375775, 0.0670902, 0.21562299, 0.096583225, 0.24626857, -0.1689578) * g_3; + result += mat4(0.032749493, 0.26481724, 0.16459878, -0.1093412, 0.35898176, -0.08814589, -0.19542596, 0.35450563, 0.34313765, 0.082954384, 0.06760144, -0.13203524, 0.08626903, -0.082864255, 0.3760177, -0.052356176) * g_4; + result += mat4(-0.22347268, -0.23800248, 0.22216137, -0.1334753, -0.0019713258, -0.117614284, 0.2928468, -0.022849852, 0.09592314, -0.0526934, 0.07753605, -0.21934861, -0.1660914, -0.2673251, 0.032538224, 0.0033737908) * g_5; + result += mat4(0.4056822, -0.22801818, -0.009285619, 0.20891581, -0.12555836, -0.1479676, -0.15377103, 0.091794685, 0.18693839, 0.029455252, -0.28683576, -0.01816607, 0.034140516, 0.21041095, -0.031228764, -0.20486769) * g_6; + result += mat4(-0.016693812, -0.25051102, 0.250197, -0.143388, -0.012325928, 0.0013464197, -0.045613196, -0.13748543, -0.023561578, -0.03421223, 0.08587755, 0.36944443, 0.0090245735, -0.07692534, -0.21768387, 0.11940026) * g_7; + result += mat4(0.14990924, -0.15969902, -0.24874954, 0.25423834, 0.047977734, -0.11828463, -0.07667344, -0.07940479, -0.033960067, -0.19987972, -0.07886391, -0.1691948, -0.059108987, 0.12546931, -0.09120288, -0.2301952) * g_8; + result += mat4(0.07120231, 0.11496656, 0.11952848, 0.06014948, 0.07809767, 0.10536339, -0.11122203, 0.28110188, 0.014941528, -0.0792158, 0.23271102, 0.1513328, -0.14564197, -0.0053231698, 0.06846381, -0.05170115) * g_9; + result += mat4(0.14952776, 0.1830435, 0.0693483, -0.12810285, -0.2411923, 0.02373353, 0.09710389, -0.00886689, -0.075813554, -0.15807281, 0.019722076, 0.122158974, -0.08879681, 0.1176225, 0.023886852, 0.009521271) * g_10; + result += mat4(-0.12003659, 0.25038052, -0.09751039, -0.21425623, 0.05037122, -0.30314568, 0.056634273, 0.049238324, 0.06321857, 0.058443442, 0.067801915, 0.24130674, 0.10302721, -0.22205399, 0.008704116, -0.10264142) * g_11; + result += mat4(-0.12898026, 0.09346042, 0.29941607, -0.04953118, -0.1304296, -0.0008984169, -0.04556631, -0.14597142, 0.063871995, 0.06488008, 0.08948201, 0.23473148, -0.20545703, 0.10851978, -0.025103066, -0.23575859) * g_12; + result += mat4(0.13659224, 0.08942274, -0.20569776, 0.017678559, 0.09806826, 0.15677394, 0.15822731, 0.029734695, -0.08716191, -0.01778334, -0.13599, -0.16893873, -0.30254295, 0.18124272, 0.051892713, -0.18010335) * g_13; + result += mat4(-0.002885469, 0.009502494, 0.12664194, 0.21007413, -0.08120904, 0.04213149, -0.19298813, -0.09197216, -0.11336129, 0.026870906, 0.11918877, -0.07471192, 0.07715422, -0.28567305, -0.0050871065, -0.0589191) * g_14; + result += mat4(0.11605678, 0.017162867, -0.00952252, 0.12467068, 0.118510686, -0.186823, -0.13314165, 0.027390392, 0.19537403, 0.21234393, 0.3235463, -0.041289236, 0.07744967, 0.36400458, 0.25095546, 0.09901454) * g_15; + result += mat4(-0.17919436, 0.1251613, -0.18175727, 0.021816947, -0.04216387, 0.10944426, 0.02161377, -0.0076910397, 0.03792699, 0.04829799, 0.16696233, 0.27722096, -0.15549976, -0.0015638673, -0.046067294, -0.21890913) * g_16; + result += mat4(0.02248908, -0.25410384, 0.23302642, 0.013278944, 0.04128571, -0.1978489, -0.068986565, 0.06931732, 0.07257194, 0.10191749, -0.10704886, -0.07942535, 0.10373902, -0.33918902, -0.097765245, 0.35452053) * g_17; + result += mat4(0.10310988, -0.36429033, -0.17563991, -0.33056924, 0.10157224, -0.26683134, 0.10698191, 0.09721982, -0.3825923, 0.011767701, 0.19865969, 0.22241755, -0.16556083, 0.021593302, -0.2107391, -0.20859967) * g_18; + result += mat4(-0.16120493, 0.2403295, -0.25938925, 0.13073151, -0.11099456, -0.19550775, -0.21077448, -0.18629125, -0.082744755, -0.04692217, -0.2137643, 0.19053587, -0.11437479, 0.02856005, 0.3253954, 0.12590827) * g_19; + result += vec4(-0.013902712, 0.006466277, -0.021404289, -0.029253915); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!SAVE conv2d_20_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09294641, -0.1158186, -0.11383922, -0.18075919, 0.13302398, -0.03751026, -0.067699105, 0.09560551, -0.02461861, 0.16565137, -0.06083674, -0.15142106, -0.040619526, 0.13233532, -0.15686019, -0.013839122) * go_0(-1.0, -1.0); + result += mat4(0.044417296, -0.17726582, 0.15873624, -0.25761864, 0.069352694, -0.079825036, 0.17515941, -0.19109002, 0.2139231, 0.019684589, -0.09461715, 0.033632115, 0.06326973, -0.022311855, -0.054165527, -0.021914836) * go_0(-1.0, 0.0); + result += mat4(-0.1298302, -0.024154784, 0.14097355, 0.025328204, -0.065222666, 0.034682933, 0.04185055, 0.03819006, -0.03930244, 0.023453588, 0.07284346, 0.029684428, 0.14533475, -0.019355427, 0.011254047, 0.017419893) * go_0(-1.0, 1.0); + result += mat4(-0.14563386, -0.08222772, -0.30177984, -0.05967725, -0.097646125, -0.16414933, 0.11700978, -0.043248646, 0.14416361, 0.17325267, 0.055524427, -0.08235854, 0.20726103, 0.2069635, 0.12871404, 0.34145215) * go_0(0.0, -1.0); + result += mat4(0.026209459, 0.23920053, 0.12351496, -0.066335455, 0.12753548, 0.113379925, 0.2521918, -0.0059000906, 0.154576, -0.0057768747, -0.06138675, -0.042400908, -0.0010367454, 0.11039277, 0.06401636, -0.04591122) * go_0(0.0, 0.0); + result += mat4(0.040683243, 0.014337892, 0.14728178, -0.08828608, -0.022762204, 0.07433557, 0.08731713, 0.15555556, 0.0038898352, 0.076742835, 0.13739787, -0.13507335, -0.006751211, 0.06023675, -0.16807017, 0.13534886) * go_0(0.0, 1.0); + result += mat4(0.055997107, 0.10363734, -0.11505465, 0.10051812, -0.063410625, -0.037380435, -0.015442374, -0.033114396, -0.10145282, -0.1005693, 0.17274141, 0.009044856, 0.17575212, -0.06881564, 0.08194139, 0.09730184) * go_0(1.0, -1.0); + result += mat4(0.08609495, -0.037443504, 0.05785138, -0.0210377, -0.010028248, 0.039309487, -0.033386406, 0.06802184, 0.04439948, 0.008985963, 0.06598393, 0.12716638, -0.061664846, 0.018561186, -0.020672582, 0.17480755) * go_0(1.0, 0.0); + result += mat4(0.017864816, 0.051641412, -0.035533294, -0.082921945, -0.06792339, -0.18861745, -0.01440961, -0.04727943, 0.13370918, 0.024184503, 0.17790537, 0.22161904, -0.13595536, 0.0019620757, -0.0011823947, 0.09377497) * go_0(1.0, 1.0); + result += mat4(-0.017264143, 0.15716588, -0.11429335, -0.04992877, 0.006302832, -0.017561557, -0.16362968, -0.119030006, -0.028216297, -0.07010418, 0.10948507, 0.03874696, -0.06490529, 0.09936819, -0.07403505, 0.13423388) * go_1(-1.0, -1.0); + result += mat4(0.21096039, -0.030001203, 0.26182327, -0.30905315, -0.06576998, -0.16503945, -0.05604086, 0.09934356, 0.03867048, -0.11057229, -0.03899883, -0.20984182, 0.28392267, 0.106830716, 0.18248665, 0.1609516) * go_1(-1.0, 0.0); + result += mat4(0.05847982, -0.061215837, 0.062305983, -0.05504516, -0.002925314, -0.030206572, -0.029340278, 0.024437418, -0.008038368, -0.21633625, -0.00814884, 0.36257815, 0.009820865, -0.029340588, -0.012933708, -0.09077532) * go_1(-1.0, 1.0); + result += mat4(-0.04170194, 0.107179575, -0.023424922, -0.24142934, 0.21078281, -0.07349173, -0.16382796, 0.06679311, 0.11899595, 0.24838819, 0.038586155, 0.23684317, -0.20525086, 0.1372336, 0.093804926, -0.07361924) * go_1(0.0, -1.0); + result += mat4(0.15165257, 0.11615761, 0.313838, 0.07120216, -0.13011925, -0.13735199, 0.10538029, -0.011271374, 0.04622528, -0.006749806, 0.011059132, -0.16288637, 0.026936894, 0.18702355, 0.088553816, 0.1794082) * go_1(0.0, 0.0); + result += mat4(-0.032357164, 0.010167581, 0.15498924, 0.09117371, 0.11227337, -0.050463077, -0.028285068, -0.1377718, 0.08330387, -0.23446722, -0.23247677, -0.1829469, 0.056669325, 0.2377977, 0.08802427, 0.064405255) * go_1(0.0, 1.0); + result += mat4(-0.05357501, 0.021199243, -0.08600578, 0.022257347, 0.011408827, -0.0050491816, -0.057687394, 0.14744234, -0.09267379, -0.15668261, 0.13397205, -0.053909495, -0.006844299, 0.18583481, 0.018428689, 0.08704116) * go_1(1.0, -1.0); + result += mat4(-0.011847375, -0.0067721186, 0.30313665, -0.08950501, -0.019289348, -0.13872112, -0.103812315, 0.1855238, 0.09282658, 0.08178805, -0.026845777, -0.05244464, 0.09294287, -0.02069455, -0.008373871, 0.05652373) * go_1(1.0, 0.0); + result += mat4(-0.0050423755, -0.022601169, 0.08414679, 0.14937675, -0.0026541906, -0.02450683, -0.009913411, -0.06732805, 0.051323414, -0.023584072, -0.14653604, 0.20639488, -0.056317866, -0.060301743, -0.011312024, -0.076251455) * go_1(1.0, 1.0); + result += mat4(-0.109271415, -0.02896675, -0.009695293, 0.08384622, -0.0036152625, -0.14080207, -0.040540285, -0.12666075, -0.11080371, -0.118533805, 0.0008845531, -0.051511787, 0.01846824, 0.07217671, 0.06317925, -0.011579162) * go_2(-1.0, -1.0); + result += mat4(-0.0098831775, 0.02577478, 0.03427075, -0.19805092, 0.11983348, 0.13377845, 0.23250616, -0.10981398, -0.017667765, -0.054577116, -0.052353706, 0.19620399, 0.17931293, 0.026314069, 0.09285351, 0.13471241) * go_2(-1.0, 0.0); + result += mat4(0.0044629225, -0.01810919, 0.07654668, 0.01870599, 0.01230688, -0.12048502, -0.044906557, 0.15119185, 0.07858472, -0.045783166, -0.11159382, -0.033761594, 0.11503779, 0.11318943, -0.036339156, -0.06597187) * go_2(-1.0, 1.0); + result += mat4(0.035713598, -0.03531832, -0.09600573, 0.060029324, 0.06513237, -0.06156464, 0.031462513, -0.034171887, -0.08329228, -0.1699912, -0.1788344, -0.114334606, 0.1276991, -0.18625216, 0.008950445, -0.11454878) * go_2(0.0, -1.0); + result += mat4(-0.089447655, 0.12820958, 0.04766808, -0.08752495, 0.05474904, -0.018004049, 0.09516643, 0.028639503, 0.08431041, -0.18038012, -0.16312553, -0.043258812, 0.05856565, -0.18499035, 0.13299939, 0.019616196) * go_2(0.0, 0.0); + result += mat4(-0.13868435, -0.0021450857, -0.050741415, -0.021135109, 0.22957061, -0.1024089, 0.072753765, 0.009929925, 0.05660099, -0.042447466, 0.12399499, -0.015540306, -0.0062580383, 0.026042579, -0.016714064, 0.055952474) * go_2(0.0, 1.0); + result += mat4(0.07411661, 0.03283327, -0.06667389, 0.04884367, 0.040718928, -0.15359843, 0.17676751, 0.035261173, 0.056293286, 0.07593688, -0.15237808, 0.035726074, -0.1112144, -0.0006580278, 0.009302558, -0.068437986) * go_2(1.0, -1.0); + result += mat4(-0.06699668, -0.08044169, -0.028106725, 0.08421807, -0.09363219, 0.040584683, 0.14185178, 0.050851252, -0.0610543, 0.15692091, -0.05999308, -0.014868457, -0.11972303, 0.031658858, 0.00753601, -0.14760475) * go_2(1.0, 0.0); + result += mat4(-0.05381733, -0.013843267, 0.0064064683, 0.04844634, 0.03491151, 0.05287661, -0.05664069, 0.08830533, -0.0052366625, 0.058663126, -0.03569328, 0.029297765, -0.013606053, 0.05512517, -0.0085320845, -0.099100634) * go_2(1.0, 1.0); + result += mat4(0.113082245, 0.013978219, -0.15910351, -0.09554144, -0.01833795, -0.0644012, -0.09022978, -0.01195027, 0.22739775, 0.0655376, -0.12980658, -0.03807146, 0.027440801, -0.00748236, 0.08664939, 0.039376393) * go_3(-1.0, -1.0); + result += mat4(0.1869336, 0.12666042, 0.10013194, -0.12667616, -0.14024873, -0.1103707, -0.11400852, 0.050235026, -0.081609644, 0.17705022, 0.09259843, -0.09109346, -0.07577727, -0.056907117, -0.031225577, 0.08265047) * go_3(-1.0, 0.0); + result += mat4(-0.045408096, 0.051238175, 0.07416475, -0.10420649, 0.21300174, -0.12634194, -0.04180748, 0.091014005, 0.028725134, -0.07714135, -0.052186225, -0.0325272, 0.0809717, -0.035156228, -0.12211841, -0.12596777) * go_3(-1.0, 1.0); + result += mat4(0.15666568, 0.13103995, 0.07484423, -0.1408892, 0.16545156, 0.12429429, 0.13765953, 0.10343804, 0.07211865, 0.1857474, -0.19201575, 0.13950339, 0.13572817, -0.08897522, 0.05181235, 0.040699657) * go_3(0.0, -1.0); + result += mat4(0.060997564, 0.004741357, -0.16104372, 0.17935832, 0.0048122844, -0.2265489, -0.24393651, 0.31268173, 0.27526522, -0.07406689, 0.09530693, 0.19375011, -0.059768572, -0.0650623, -0.09408784, 0.0065967236) * go_3(0.0, 0.0); + result += mat4(-0.03201393, 0.0933393, 0.017663121, 0.022775916, 0.15085602, -0.06905511, -0.024943229, -0.024926227, -0.024189468, 0.20101236, -0.07340361, -0.0352635, 0.041247666, 0.17063814, -0.12569599, 0.14746365) * go_3(0.0, 1.0); + result += mat4(-0.063521154, 0.087067194, -0.048564807, -0.07831136, -0.09305777, -0.14888498, -0.07730665, 0.091307685, -0.014140842, 0.15308905, 0.041133467, 0.14461096, 0.030292403, 0.052176412, -0.0064460402, -0.006674204) * go_3(1.0, -1.0); + result += mat4(-0.074680164, 0.15867938, -0.043194182, -0.04247156, -0.030427527, -0.13324276, -0.0849375, -0.0012677576, -0.046072684, 0.10360166, 0.061219912, 0.038694333, 0.007354044, -0.059634488, 0.06424205, -0.06396095) * go_3(1.0, 0.0); + result += mat4(0.047146562, 0.029874887, 0.041508146, -0.08238011, 0.028167995, -0.056289103, -0.09459171, 0.08272971, -0.13951209, 0.0024278602, -0.1948553, -0.045429546, 0.02149894, -0.072801635, 0.0040058377, 0.04961522) * go_3(1.0, 1.0); + result += mat4(0.0035803285, -0.011417722, 0.093399316, -0.028740522, -0.051005416, -0.09839506, -0.07549599, 0.029942147, -0.028693104, 0.17376035, 0.020670101, -0.13552317, 0.01320766, -0.030528337, -0.002924167, 0.05864404) * go_4(-1.0, -1.0); + result += mat4(-0.0032484033, 0.011529664, -0.024597712, 0.006284061, -0.047943357, 0.0010930945, 0.0020769844, -0.016858231, -0.17841692, 0.06463831, -0.019606594, 0.14750104, -0.022879092, -0.010242112, -0.08920587, 0.031848677) * go_4(-1.0, 0.0); + result += mat4(-0.074352615, -0.005919074, 0.005782582, 0.020316001, -0.04763056, 0.016487207, 0.013347862, 0.12599403, -0.026518365, 0.10605418, -0.15208714, 0.13918227, 0.0045341784, -0.17405283, 0.0037167477, -0.019297974) * go_4(-1.0, 1.0); + result += mat4(-0.15260784, -0.092385136, -0.14661121, 0.13285598, 0.000685534, 0.089646846, 0.070177704, -0.033807848, -0.034933034, -0.13887317, -0.033632874, -0.02390552, -0.19830498, -0.11550691, -0.22427958, -0.11563313) * go_4(0.0, -1.0); + result += mat4(-0.14179914, 0.16005456, -0.10719186, 0.19021456, -0.07924184, -0.1292815, -0.3304126, -0.072820365, -0.13208194, 0.12909785, -0.18195078, 0.0005577344, 0.015572346, -0.07788106, 0.22707236, -0.058145594) * go_4(0.0, 0.0); + result += mat4(-0.0020186717, 0.13094911, 0.056740236, 0.13746777, -0.12028731, 0.07318106, -0.06788638, -0.011701235, -0.09618727, -0.086764775, -0.06012734, -0.08546645, -0.06689775, -0.17323029, 0.08294139, 0.0100521725) * go_4(0.0, 1.0); + result += mat4(-0.17888522, -0.034924157, 0.17387538, -0.084485255, 0.0118150655, 0.09186377, 0.16138373, -0.07273615, -0.07996559, 0.023678366, 0.08273731, -0.11342224, -0.04240804, -0.1106497, -0.026108013, 0.027623102) * go_4(1.0, -1.0); + result += mat4(-0.000458541, 0.01851989, 0.21986355, -0.104299635, 0.2342987, -0.17364407, -0.006433297, 0.071846694, -0.22427829, -0.16493757, -0.09133518, -0.13916811, 0.05539187, -0.036943633, -0.17862594, -0.02652375) * go_4(1.0, 0.0); + result += mat4(0.035956334, 0.04479069, 0.0025612311, -0.15087438, -0.008698598, -0.031548824, -0.080667846, -0.14909576, -0.054705918, -0.02101649, 0.066699855, -0.17162657, 0.08169786, -0.021073151, -0.09145583, -0.05493102) * go_4(1.0, 1.0); + result += mat4(0.12376377, 0.030232588, 0.039936855, 0.1703946, 0.006420258, 0.12515192, 0.2831958, -0.124901466, -0.05655792, 0.0037408515, -0.09108924, -0.070766285, 0.07943606, 0.12987587, 0.029344313, -0.0190588) * go_5(-1.0, -1.0); + result += mat4(0.16694774, 0.29920718, -0.17362227, -0.04363615, 0.10560856, -0.16827479, 0.021607764, 0.09804199, -0.062238254, -0.030233778, 0.121561594, 0.13902298, -0.012816795, 0.00013161855, -0.06388857, -0.32021064) * go_5(-1.0, 0.0); + result += mat4(-0.0044640037, 0.08859944, 0.14951241, 0.050695077, 0.1086804, 0.17554376, 0.030289644, 0.09259605, 0.019261833, -0.18367371, 0.1119654, 0.0019211815, 0.022823188, 0.04705905, -0.015794605, -0.03769136) * go_5(-1.0, 1.0); + result += mat4(-0.022050636, -0.053092785, 0.1256514, -0.18914121, -0.02523783, -0.085544035, -0.06325046, 0.1184791, -0.14761166, -0.0023359838, -0.111324035, 0.039635215, 0.23335013, 0.49924138, -0.12330757, 0.12380497) * go_5(0.0, -1.0); + result += mat4(-0.15033622, -0.21257126, -0.0680606, 0.07837463, -0.20294017, 0.18734957, -0.19354935, -0.17342475, 0.06136688, 0.04444599, 0.058139533, -0.041831546, -0.096620694, 0.3100417, -0.016585616, 0.35714212) * go_5(0.0, 0.0); + result += mat4(-0.046841778, -0.04147061, -0.02593143, 0.06537049, -0.043345295, -0.07501616, -0.2039158, -0.013717456, 0.061606117, -0.053962696, 0.16390117, 0.19614251, -0.03473919, 0.41777435, -0.119797945, -0.11393415) * go_5(0.0, 1.0); + result += mat4(-0.16153297, -0.072921485, -0.116643205, -0.0148084555, -0.11596615, 0.10866507, -0.12831023, 0.032740112, -0.09391959, -0.017795717, 0.066344894, -0.023708157, 0.0017712148, -0.0061637852, 0.15363464, 0.26850593) * go_5(1.0, -1.0); + result += mat4(-0.112800024, -0.17930314, 0.031512067, -0.16306019, 0.095627084, -0.13715069, -0.08529468, 0.20360838, -0.045604475, -0.025609516, 0.010655033, -0.026090728, 0.0096726315, 0.123240486, 0.05983414, 0.11894432) * go_5(1.0, 0.0); + result += mat4(-0.019307632, -0.08782039, -0.0030846242, 0.08162739, 0.08727088, -0.054656297, -0.016857732, 0.040473524, 0.0921656, 0.08112972, 0.0015579774, 0.009485926, -0.10490898, 0.08099371, 0.08312537, 0.0061792736) * go_5(1.0, 1.0); + result += vec4(-0.051287252, 0.057500422, -0.012066811, -0.003607342); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!SAVE conv2d_19_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.17232095, 0.05196963, 0.1957015, -0.012670488, -0.03983681, 0.031149302, 0.039694704, 0.020508116, -0.12783968, 0.004216091, -0.00836861, -0.023543797, -0.028499011, 0.13811529, 0.03197489, -0.031296503) * go_0(-1.0, -1.0); + result += mat4(-0.035738144, -0.07685536, -0.24839115, 0.050282005, -0.033324722, 0.11388902, -0.04584055, -0.079211496, 0.111792184, 0.081673115, 0.023834156, -0.07562505, 0.08974356, 0.06918628, 0.1438924, 0.25376153) * go_0(-1.0, 0.0); + result += mat4(-0.01594264, -0.051040996, -0.17032662, 0.04061899, 0.050063428, 0.043036774, -0.052380044, 0.056100003, -0.0063007106, -0.035981517, -0.08852574, 0.21601331, -0.064668365, -0.0619801, -0.14144057, 0.13158554) * go_0(-1.0, 1.0); + result += mat4(0.19074002, 0.039619297, 0.114354186, 0.21006018, 0.03622692, 0.05341186, -0.07767327, 0.018759921, 0.10909838, 0.09453698, -0.104584634, -0.022526927, -0.15922396, -0.06956033, 0.13617443, -0.13963418) * go_0(0.0, -1.0); + result += mat4(-0.023758968, 0.24589951, -0.21106692, -0.12995054, -0.0015635567, -0.083123736, -0.24123181, 0.03764839, 0.32796848, 0.21975699, -0.05459605, 0.14844929, 0.17255868, 0.10748497, 0.16037765, -0.03986278) * go_0(0.0, 0.0); + result += mat4(-0.12095075, 0.014222217, -0.17565662, -0.072168805, 0.1491409, 0.0054073245, 0.0025672442, -0.14129455, 0.0048770322, 0.10851389, -0.24521907, 0.11027851, -0.011124933, -0.11656673, -0.17195827, -0.22370163) * go_0(0.0, 1.0); + result += mat4(-0.038839977, -0.044546135, 0.0071988306, -0.13346611, 0.0298906, -0.0655723, -0.019216442, 0.009032108, 0.03212269, -0.052555725, -0.053255882, -0.055271696, -0.01219769, 0.17089464, 0.06283344, 0.03760205) * go_0(1.0, -1.0); + result += mat4(-0.0035380342, -0.15694073, 0.16781923, -0.13552342, -0.07383044, -0.23585534, -0.13073628, 0.12075837, -0.049202695, 0.042893164, 0.047651123, 0.010171804, 0.07239369, 0.09716291, 0.19222859, 0.057004813) * go_0(1.0, 0.0); + result += mat4(0.04864448, -0.18188159, 0.15280305, -0.09898409, -0.03915652, 0.07971998, 0.021496097, -0.026700165, -0.124248706, -0.11954617, -0.13983545, 0.022560695, 0.11862742, -0.1211255, 0.0035039925, -0.05858093) * go_0(1.0, 1.0); + result += mat4(0.05539291, 0.011540769, 0.12988773, -0.09431168, -0.22786912, -0.14023057, -0.07235529, 0.03326467, -0.10465756, -0.09263049, -0.10386387, -0.16427693, 0.013285068, -0.058711633, 0.011129011, 0.107626244) * go_1(-1.0, -1.0); + result += mat4(0.026477838, 0.08712371, 0.0106525505, 0.095340036, -0.033396285, -0.08356796, -0.006512677, -0.016520914, -0.11557968, 0.025195913, 0.013604985, -0.05068749, 0.03991739, -0.30245325, -0.30390647, 0.15323944) * go_1(-1.0, 0.0); + result += mat4(0.123073824, 0.08234513, 0.046411622, 0.12904918, -0.07630806, -0.045369815, -0.048796657, 0.059665594, -0.24505447, -0.0051562684, 0.059416622, 0.059635036, -0.21593623, -0.053717196, -0.13353199, 0.0269834) * go_1(-1.0, 1.0); + result += mat4(0.34161064, 0.2998807, 0.15291405, 0.12629528, -0.09681671, 0.0053160326, 0.014049323, 0.038924143, -0.08234762, -0.05640955, -0.06644744, -0.169, 0.10996828, -0.08773881, 0.046290014, -0.20815368) * go_1(0.0, -1.0); + result += mat4(0.09492253, -0.18687363, -0.29793888, 0.08194403, 0.06544232, 0.21565121, -0.11924395, 0.21280313, 0.14904131, 0.010867663, -0.031090708, 0.02972627, 0.05503199, -0.2580428, -0.11424236, -0.18637592) * go_1(0.0, 0.0); + result += mat4(0.12098179, 0.027045874, -0.07356119, 0.120656446, -0.026882645, 0.11918208, -0.075733475, -0.019169822, -0.050393365, -0.22304833, 0.0010975708, 0.17012344, -0.11099007, -0.00014199367, -0.18906291, -0.16121203) * go_1(0.0, 1.0); + result += mat4(0.30686033, 0.16368441, 0.18450093, 0.08483293, -0.1576842, -0.021885727, -0.00790592, 0.08727723, 0.016727412, 0.048148774, 0.03734899, 0.08563833, -0.034121696, -0.021873025, -0.03973087, 0.037528913) * go_1(1.0, -1.0); + result += mat4(0.19380733, 0.011115564, 0.035776794, -0.20635456, -0.031124758, -0.0056327996, -0.050223853, -0.049936183, 0.10508698, 0.22232406, 0.19983801, 0.027960615, 0.15511817, -0.3483113, -0.072132036, 0.2348954) * go_1(1.0, 0.0); + result += mat4(-0.08979386, -0.025793906, -0.12783967, -0.022007767, 0.00082973664, -0.08179508, -0.05162517, -0.13117367, -0.11426664, -0.21943225, -0.08568666, -0.112526596, 0.07754692, -0.09914543, -0.10320428, 0.14581469) * go_1(1.0, 1.0); + result += mat4(0.010238713, -0.05766967, 0.075526096, -0.042434614, -0.0048401575, -0.0018482467, -0.086450554, 0.011457697, -0.16705558, 0.010554879, -0.057052955, 0.06417055, 0.01566093, 0.03897155, 0.027091417, -0.031672284) * go_2(-1.0, -1.0); + result += mat4(0.1342295, 0.12146632, 0.183517, -0.10563802, 0.05472728, 0.053951643, 0.023981905, 0.032106545, -0.061893966, 0.16877505, 0.024926068, 0.1632674, -0.032986403, -0.058130085, 0.05218083, -0.0049105175) * go_2(-1.0, 0.0); + result += mat4(0.060167424, -0.11205342, -0.058815766, -0.025406862, -0.09364195, -0.12034122, 0.019811962, 0.022740806, -0.034774538, 0.09634627, 0.007947957, -0.0969919, -0.054708626, -0.034688447, 0.105931975, -0.051818643) * go_2(-1.0, 1.0); + result += mat4(0.016515028, 0.047139984, 0.14790079, 0.09271807, 0.14395235, 0.049008638, 0.07820809, 0.04071514, 0.020879751, 0.074349314, 0.048903707, 0.08953904, 0.09793068, -0.0134541085, -0.033851102, 0.08052725) * go_2(0.0, -1.0); + result += mat4(-0.06403659, 0.019287083, -0.03442876, 0.022155492, 0.042041622, 0.024868082, -0.0052332664, -0.16024074, -0.2025663, 0.0834284, -0.2938131, -0.13355014, 0.051825467, 0.17795074, 0.013376224, 0.073285446) * go_2(0.0, 0.0); + result += mat4(-0.07917029, -0.10543174, -0.06774603, 0.11356946, 0.095979065, 0.06306864, -0.022703176, -0.1331111, 0.029465768, 0.19977406, -0.183874, -0.048162457, -0.052976456, -0.003203888, -0.083660446, -0.00473143) * go_2(0.0, 1.0); + result += mat4(0.067382015, -0.036516793, 0.008363289, 0.054699454, 0.0080375215, 0.029587539, 0.09327044, -0.10854276, -0.03717116, 0.011462987, -0.012637284, -0.038641863, -0.03825869, -0.07617418, 0.035327263, 0.0015065607) * go_2(1.0, -1.0); + result += mat4(0.032740314, -0.09845175, -0.06052756, -0.017656168, 0.06285339, 0.115741976, 0.0015970734, 0.0700449, 0.097625814, 0.09785281, -0.17113277, 0.08020761, -0.011976542, 0.19887382, -0.057363894, -0.031950586) * go_2(1.0, 0.0); + result += mat4(0.0031021363, -0.01486569, 0.0070566195, 0.018073492, -0.18891771, 0.044012547, -0.02848051, -0.09782509, 0.12274589, 0.16405459, 0.11758562, -0.00014311883, 0.08904015, -0.022371538, -0.11997026, -0.08722815) * go_2(1.0, 1.0); + result += mat4(0.037708748, 0.018481232, -0.059362944, 0.12917332, 0.05757559, 0.011123432, -0.010279293, 0.18221511, 0.06439241, 0.032253057, 0.027954938, 0.21676691, -0.15721409, -0.035180286, -0.047692142, -0.14757462) * go_3(-1.0, -1.0); + result += mat4(0.094092436, 0.106772736, -0.20032993, 0.11527211, -0.100314476, -0.18196538, 0.0953278, 0.053715702, 0.054059852, -0.068477504, -0.033078108, 0.19470179, -0.054266233, 0.06836199, 0.1319061, -0.19235216) * go_3(-1.0, 0.0); + result += mat4(0.19253512, -0.06671434, -0.10030362, 0.03826232, -0.15945454, 0.06443083, 0.05069592, -0.1166751, 0.0876034, -0.06544823, 0.08597868, 0.010253344, -0.08484483, -0.065271884, 0.09926085, -0.07245332) * go_3(-1.0, 1.0); + result += mat4(0.049619086, 0.11480021, 0.0345857, -0.18240574, -0.12314936, -0.07150226, 0.043656696, -0.31322953, -0.055724636, 0.17731838, 0.14377743, -0.04996543, -0.027046258, -0.030811151, -0.08603827, 0.035861466) * go_3(0.0, -1.0); + result += mat4(-0.009710335, -0.11247214, -0.27121308, -0.06013236, -0.15952422, -0.014342976, 0.005739716, -0.1647743, -0.06685163, -0.043611478, 0.059232637, -0.103153855, 0.06619248, 0.20227104, -0.009578111, 0.15078413) * go_3(0.0, 0.0); + result += mat4(0.08605389, 0.01704336, -0.18163979, 0.026820498, 0.076932736, 0.19812599, 0.12272361, 0.045221727, -0.010041947, -0.12065143, -0.14786147, -0.00478973, 0.020153932, -0.102792114, 0.18962413, 0.114438586) * go_3(0.0, 1.0); + result += mat4(0.06509507, -0.051928334, -0.00785648, 0.046848897, -0.16479005, 0.0002998278, 0.0464779, 0.106441386, 0.098450884, 0.007670904, 0.07612072, -0.13558389, -0.13474926, 0.0027454074, 0.033605177, 0.040803477) * go_3(1.0, -1.0); + result += mat4(0.09930992, -0.07931443, -0.071994275, -0.05525855, -0.14075288, 0.055972937, 0.19599722, -0.006209348, -0.06583424, -0.12827037, 0.06232273, -0.20214806, -0.018291697, 0.034347143, -0.008479694, 0.07035163) * go_3(1.0, 0.0); + result += mat4(0.06885754, 0.015833907, 0.05431246, -0.002557479, 0.05089267, 0.038318608, 0.049443834, 0.11044659, 0.035441104, -0.10339014, 0.14916813, 0.059371714, 0.08567587, 0.008457374, 0.0067606587, 0.012970931) * go_3(1.0, 1.0); + result += mat4(0.045902185, 0.10129235, 0.04630228, -0.14913626, -0.10818339, 0.13926516, 0.12281629, -0.072059065, 0.026492024, 0.04104322, 0.09242998, 0.117320806, -0.0048932876, -0.085333414, 0.04616044, -0.12448833) * go_4(-1.0, -1.0); + result += mat4(-0.09841232, -0.076594025, -0.04320989, -0.13853325, -0.01585637, 0.1684027, 0.05445149, -0.072762586, -0.18491578, -0.20705253, -0.05202519, 0.1535378, -0.020633204, -0.05846511, 0.11947115, 0.097812876) * go_4(-1.0, 0.0); + result += mat4(0.022807566, 0.07347284, -0.0103484625, -0.034644965, -0.03545684, -0.012602767, 0.008724363, 0.015305726, 0.04684742, -0.09104756, -0.011386216, -0.21479242, 0.07156649, 0.010785019, 0.13238904, -0.011200245) * go_4(-1.0, 1.0); + result += mat4(-0.023818022, -0.0656973, -0.023539519, -0.05640083, -0.07164025, -0.10051641, -0.08249105, -0.016246844, -0.044434533, -0.020133652, 0.022334592, 0.036623817, 0.21690795, -0.0027633426, 0.019751385, 0.3204924) * go_4(0.0, -1.0); + result += mat4(0.119499706, -0.03199973, -0.07711165, 0.15557942, 0.031092199, 0.12264532, 0.034875948, 0.085104674, 0.065676615, 0.0071313963, -0.19012983, 0.17058182, -0.013617876, 0.16685705, -0.19145168, -0.049577985) * go_4(0.0, 0.0); + result += mat4(0.03736309, 0.012947695, 0.078400776, -0.03681506, -0.13939464, -0.14108521, -0.0492569, 0.07110628, 0.118814364, -0.07941013, 0.2226917, 0.1455531, -0.034910113, -0.016473442, -0.12722506, -0.065038085) * go_4(0.0, 1.0); + result += mat4(0.0116644325, 0.057571866, -0.08022676, -0.05823563, -0.0074519212, -0.10934019, -0.05255267, -0.20793183, 0.057620484, -0.09372508, 0.04208557, 0.007189974, -0.030964136, 0.00979685, -0.05971153, -0.061584) * go_4(1.0, -1.0); + result += mat4(-0.08937661, 0.03160103, -0.027826497, -0.10751375, 0.13023743, 0.29949927, -0.065885276, -0.04102768, -0.06745938, -0.17066544, -0.19525565, -0.044997957, 0.063236594, -0.12742096, -0.0028707385, 0.04146705) * go_4(1.0, 0.0); + result += mat4(-0.052421857, 0.10538001, 0.1970712, 0.07593989, 0.022966346, 0.10516174, 0.030174518, 0.010835365, 0.047463644, -0.02476402, 0.03135708, 0.10059339, -0.08882804, -0.09593538, -0.0052387095, 0.07400823) * go_4(1.0, 1.0); + result += mat4(-0.13103916, -0.042097878, -0.031900287, 0.032980174, 0.044408236, 0.017985614, 0.018536413, -0.027685404, 0.20265672, -0.012135818, 0.00679574, -0.034229457, 0.07430049, -0.05179636, -0.06765157, 0.053300425) * go_5(-1.0, -1.0); + result += mat4(-0.07422784, -0.11821867, 0.05030694, 0.08969713, 0.17102082, -0.032630224, -0.17423922, -0.19807258, 0.083329074, -0.011819461, -0.22177805, -0.01592508, 0.026034322, -0.17012936, -0.16266881, -0.05512207) * go_5(-1.0, 0.0); + result += mat4(-0.042716295, 0.009482717, 0.07616772, 0.09877437, 0.18370044, -0.035501633, -0.11382081, 0.1584646, -0.14695294, -0.012491863, 0.055465847, -0.12432882, 0.08791288, -0.05550738, -0.135346, 0.13181816) * go_5(-1.0, 1.0); + result += mat4(0.012421754, -0.09407695, 0.11308986, 0.19505157, 0.09120321, -0.20434178, 0.10159751, 0.090666875, -0.00015377735, -0.0034987864, -0.15915553, -0.16261056, 0.08073029, -0.08937891, -0.10344318, -0.031564213) * go_5(0.0, -1.0); + result += mat4(-0.004493347, -0.4522451, 0.17070189, 0.18417092, -0.004727111, 0.046928473, -0.23462684, 0.063458525, -0.07109156, 0.050718024, -0.10764871, -0.12361206, -0.020232506, -0.20473973, -0.21429922, -0.031195154) * go_5(0.0, 0.0); + result += mat4(-0.06543918, 0.034498077, -0.021013409, 0.12807384, 0.0010062607, -0.14533468, 0.17880528, 0.20724949, -0.039472003, 0.12308172, 0.11282204, 0.06741728, -0.0022228563, -0.23336464, -0.2256891, -0.0135773225) * go_5(0.0, 1.0); + result += mat4(0.053297523, -0.06685852, 0.09689054, 0.06490692, 0.072670005, -0.010300202, 0.055526257, 0.023645576, -0.090883985, -0.11272065, -0.017579652, 0.029201843, 0.22047956, -0.02133663, 0.16724576, -0.12056172) * go_5(1.0, -1.0); + result += mat4(0.0602669, -0.011194491, 0.04821372, 0.18359374, -0.09824533, -0.15806678, -0.21525596, -0.06828616, -0.080283545, -0.101128004, 0.07496933, -0.01887304, 0.073979266, -0.1608985, -0.03205404, 0.017403143) * go_5(1.0, 0.0); + result += mat4(-0.08253474, -0.07662621, -0.15244885, 0.22756171, 0.08423129, -0.08668738, -0.054323256, 0.11607651, -0.08265575, 0.030768815, 0.035593152, 0.017069776, 0.109168805, -0.23222354, 0.07691423, -0.13035889) * go_5(1.0, 1.0); + result += vec4(0.010289917, -0.02647771, 0.035883527, 0.017785); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_20 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09549911, 0.37316352, -0.04671274, 0.022156661, -0.099851176, -0.016477318, -0.15647866, 0.3075032, -0.41206098, -0.10546171, 0.040359724, 0.13995685, -0.37928727, -0.017326128, 0.047914587, 0.14423256) * g_0; + result += mat4(0.084515356, 0.006663507, -0.21146557, 0.26029226, -0.25549483, 0.06314179, 0.0009546878, 0.011714899, -0.20285705, -0.09633961, 0.044988878, 0.010919512, 0.11979154, -0.35923663, -0.33764264, 0.24825361) * g_1; + result += mat4(-0.13476388, 0.20931306, 0.06758379, -0.24818432, -0.014518509, -0.19829272, 0.20000297, -0.22848319, -0.07284091, 0.14168872, -0.10349599, -0.038411904, -0.1296637, -0.033355676, -0.019598074, 0.037219126) * g_2; + result += mat4(0.05446092, -0.15814775, -0.051778644, -0.04556046, -0.05707862, 0.05894901, 0.30567068, -0.34205344, 0.07921361, 0.018968029, -0.217382, 0.12733924, 0.16229834, 0.25780123, -0.095756724, -0.068911575) * g_3; + result += mat4(-0.13599817, -0.11680487, 0.07268368, 0.21054786, -0.14810202, 0.12554282, 0.21146035, -0.023012314, 0.14020249, -0.1214641, -0.11742288, 0.062001504, 0.02912684, 0.008054588, 0.020715035, 0.115733996) * g_4; + result += mat4(-0.10301303, -0.20502062, -0.020675663, 0.04069118, 0.27905715, 0.19296066, -0.16847864, -0.085301064, 0.20787837, 0.07654023, -0.05522329, -0.076257445, -0.25044343, -0.43387407, -0.068221375, 0.11907199) * g_5; + result += mat4(0.066475466, -0.17091195, -0.013050041, 0.05297836, 0.37009987, -0.12823582, 0.19216327, 0.16380179, -0.058420453, -0.15365978, -0.14184836, 0.10372518, 0.124301985, 0.019163188, 0.0068595526, -0.14791846) * g_6; + result += mat4(-0.17540008, -0.07897177, 0.031282343, 0.1203962, 0.1185166, -0.03167777, -0.07604457, -0.1384773, -0.4286709, -0.32054543, 0.17831656, 0.104549386, 0.13248782, -0.048322544, 0.23582847, -0.03182922) * g_7; + result += mat4(0.16559057, 0.14952078, -0.153311, -0.14549127, 0.06029146, 0.13079861, -0.20099011, 0.111981146, 0.26113033, 0.16972302, 0.17616469, -0.06314989, 0.28278658, 0.039805803, -0.035618275, 0.029560173) * g_8; + result += mat4(-0.07657932, -0.22380318, 0.2373389, 0.22987534, 0.23404339, 0.019233508, -0.2622599, -0.4245506, -0.050316285, -0.096794784, -0.22926746, 0.19520392, 0.05983981, 0.05918882, -0.023647195, -0.2528051) * g_9; + result += mat4(-0.05170879, 0.036037747, -0.07416669, 0.0359808, -0.31013575, -0.05018038, 0.12777044, 0.00060244696, -0.08604466, 0.44220653, -0.13737565, -0.20205748, 0.26324764, 0.09860818, -0.124673955, 0.20514517) * g_10; + result += mat4(-0.32772323, -0.106489114, 0.26368877, -0.14325057, 0.050906926, 0.34152874, 0.05805066, -0.036700435, -0.013218071, -0.048243362, 0.19560795, -0.18726018, 0.20994471, 0.11561842, -0.02017441, -0.0816956) * g_11; + result += mat4(0.022519596, 0.13739026, 0.24774754, -0.060937256, 0.25772008, 0.28999618, -0.13695791, -0.088689476, 0.028487388, 0.07854702, 0.12198411, 0.016715651, 0.14221917, -0.035250396, -0.025666341, 0.10188678) * g_12; + result += mat4(0.08483084, -0.046606388, 0.05214152, -0.0794586, -0.31594074, -0.18887727, 0.038710102, 0.07454813, 0.104813755, -0.011655456, -0.17008287, -0.17740634, -0.13157463, 0.15785204, 0.19256103, -0.14532489) * g_13; + result += mat4(-0.20306674, 0.1292239, -0.28123298, -0.18613516, 0.24752474, 0.14401013, 0.06234358, 0.31490028, -0.071559936, 0.015407359, -0.009575451, -0.14955868, -0.084203295, -0.12973298, 0.007254705, 0.14774777) * g_14; + result += mat4(0.08610954, -0.11005577, 0.31825662, 0.10915726, 0.021506164, -0.09548129, -0.0313006, 0.10486949, -0.19896136, -0.1046353, 0.026411569, 0.030561283, -0.07856321, -0.053018767, -0.056160312, 0.08518151) * g_15; + result += mat4(0.056912024, -0.113755904, 0.21678402, 0.0047052423, 0.2992955, 0.0425172, 0.18385644, -0.112410665, -0.03510993, 0.05937854, -0.17551777, -0.0066648335, -0.20076093, 0.024946915, 0.15961152, 0.085359626) * g_16; + result += mat4(-0.20451596, 0.15053003, -0.024022756, -0.14673562, 0.20152482, 0.073144756, -0.05883982, 0.09941695, -0.124058485, 0.2529782, 0.18737115, 0.057465617, 0.23198842, -0.03696399, -0.010907207, -0.019168029) * g_17; + result += mat4(0.22507596, -0.031345993, -0.037750687, 0.25322357, 0.16381021, 0.059297476, -0.2563697, -0.002998937, -0.14249223, 0.008298676, 0.09520146, 0.2786267, 0.14549607, 0.067360066, 0.016998664, 0.046272833) * g_18; + result += mat4(-0.13654792, 0.011035229, 0.20823318, -0.0048796176, -0.011389315, -0.25957406, -0.04244137, -0.03109198, 0.02487866, 0.18223195, 0.008499495, -0.25806475, 0.0005713295, 0.09914737, 0.104602136, 0.10642613) * g_19; + result += mat4(0.08935836, -0.046523742, 0.028143274, 0.10530491, -0.2550387, 0.12701567, 0.044246152, 0.20321028, 0.015860397, -0.089859016, 0.24590254, -0.2112368, 0.16364408, 0.029709993, 0.13556595, -0.010670673) * g_20; + result += mat4(-0.09306708, -0.038163673, 0.11326007, 0.04958378, 0.10383473, -0.12534077, 0.038890462, -0.2463075, -0.22917604, -0.20793879, -0.20209685, 0.056477755, -0.030611562, 0.44527152, -0.110011935, -0.27335247) * g_21; + result += vec4(0.030681891, -0.017473118, -0.034582928, 0.0316943); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf1 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_20 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.26941684, 0.036219094, -0.07560285, -0.26895636, 0.044311106, -0.05137545, -0.2322296, -0.03678458, -0.1297458, -0.05439981, 0.20655335, 0.21557501, -0.15205787, 0.17939065, -0.23068883, 0.2923722) * g_0; + result += mat4(-0.18076229, 0.026389921, 0.24002524, 0.13083115, 0.101710886, 0.15513568, 0.11232542, -0.10519931, -0.020665402, 0.17358172, 0.008605432, -0.20540753, -0.16048996, -0.117280565, 0.29549748, 0.09058516) * g_1; + result += mat4(0.25597388, 0.082029305, -0.10319984, -0.22495286, -0.27525312, -0.2427153, -0.04050147, 0.19406061, -0.15651433, 0.1356335, -0.043527655, -0.16124776, -0.036669318, -0.0032990375, -0.085704334, 0.22756006) * g_2; + result += mat4(0.051867485, -0.24008298, -0.17850713, 0.025297651, -0.3650358, -0.2176735, 0.2021243, 0.15193781, 0.19604576, 0.1891993, 0.037731584, -0.052179646, 0.11834566, -0.1379031, -0.2373384, 0.014617894) * g_3; + result += mat4(0.09285297, -0.11562465, -0.12399718, 0.13007185, -0.17964637, 0.014563686, -0.074939504, -0.026646245, -0.07532688, -0.22010872, 0.003612656, 0.10351008, 0.04961115, 0.20100375, -0.22187702, -0.17823507) * g_4; + result += mat4(-0.12011126, 0.09486046, 0.0086389035, -0.10428294, 0.06444772, 0.0023705198, 0.019175975, -0.01996667, -0.12081064, -0.22708468, -0.038654026, 0.27200446, 0.3914547, 0.2632333, 0.40427366, 0.10581144) * g_5; + result += mat4(-0.04486948, 0.015250527, -0.011455859, -0.01188025, 0.20036544, -0.11762138, -0.31135175, 0.124225006, -0.036055125, -0.42933324, -0.08072662, 0.003972841, 0.042441923, -0.12717016, 0.08839082, 0.053717572) * g_6; + result += mat4(0.13684005, -0.05297912, -0.026370518, -0.09088581, -0.094107635, 0.20296267, -0.18902333, -0.26307258, -0.068126924, 0.10832254, -0.066805795, 0.03337222, -0.053696163, 0.18476287, -0.089606225, 0.013725743) * g_7; + result += mat4(-0.043879077, -0.040578876, 0.06594204, -0.020670997, 0.13122465, 0.075165644, -0.010130328, 0.24178858, 0.06730869, 0.113522425, 0.19904599, 0.0073498543, 0.42964056, 0.17178564, 0.084659666, -0.24664184) * g_8; + result += mat4(-0.12285546, -0.1358985, -0.11090004, -0.11844171, 0.09297483, -0.22406663, 0.047864, 0.03641851, 0.0365943, 0.100511536, -0.22012307, -0.016841182, 0.08523964, 0.15804283, -0.05356537, 0.21060708) * g_9; + result += mat4(0.19209427, -0.13248959, -0.07607655, 0.051149122, 0.11642458, 0.099497885, -0.26437026, -0.324092, 0.043865014, -0.05075767, -0.19902268, 0.22255316, -0.017222278, -0.16437344, 0.13457586, -0.0018609265) * g_10; + result += mat4(-0.000601963, 0.020355195, 0.18065485, 0.12808195, -0.117500536, -0.08638299, 0.08601238, 0.14027888, 0.075331904, -0.11529773, -0.1415374, -0.17192268, 0.26774237, 0.32726994, 0.019540906, -0.048459146) * g_11; + result += mat4(0.13638663, -0.24208723, 0.097826414, -0.15800993, -0.042421468, -0.09006148, -0.037229672, 0.14824185, -0.17421173, 0.25361627, 0.019297253, 0.006751278, 0.3832628, -0.2272271, 0.110637285, -0.055976037) * g_12; + result += mat4(-0.004539398, 0.095810585, 0.16587941, 0.07004706, -0.2715203, 0.19236542, 0.34606242, 0.10482813, 0.045676876, -0.00715472, 0.051209465, 0.14672725, -0.12688708, -0.004962278, -0.09647747, 0.032963306) * g_13; + result += mat4(-0.10475787, -0.07177458, 0.08670406, -0.07522681, 0.034563806, 0.09974455, -0.0766157, -0.15083836, -0.18490194, -0.24109948, 0.08864707, -0.06437733, -0.028089454, -0.039389037, -0.10697504, -0.15656655) * g_14; + result += mat4(-0.13425583, 0.081750415, -0.10361864, 0.08273783, -0.111270554, 0.11590486, -0.15661974, 0.05408825, -0.0718009, 0.30851424, 0.02040609, 0.1636755, 0.07446875, -0.17443664, 0.15280458, 0.1481998) * g_15; + result += mat4(-0.284261, 0.05864242, -0.06124804, 0.22360328, 0.21680816, -0.008231985, -0.17734775, -0.001956721, -0.13693857, -0.012719592, 0.045048296, 0.08310407, 0.04783058, -0.17998756, 0.1645331, -0.09859071) * g_16; + result += mat4(0.048696257, -0.13751513, -0.0047537195, -0.14069663, -0.03338046, 0.070993476, 0.10792572, -0.129749, -0.0044776825, -0.2988422, 0.22649752, -0.06848238, -0.029648019, -0.063617565, -0.024357993, -0.113194376) * g_17; + result += mat4(-0.11811312, 0.011456743, -0.2775974, 4.4019973e-05, 0.09702063, -0.19398709, -0.13290964, -0.030809943, -0.0614852, -0.30568314, 0.22979493, 0.019983308, 0.14955766, -0.13779299, 0.20106222, 0.25381064) * g_18; + result += mat4(-0.04759845, 0.2240889, 0.25071913, 0.023906428, -0.084556535, -0.026651192, -0.078656286, 0.10334545, 0.1696217, 0.17458726, -0.053354427, -0.048202634, -0.104181975, -0.16721416, -0.12434673, -0.015573024) * g_19; + result += mat4(0.052810643, -0.110003166, 0.13987248, -0.26855007, -0.077974305, -0.051788885, 0.15868334, -0.25068295, -0.22068459, -0.04198552, -0.024428006, -0.00417208, -0.12136332, 0.1832669, -0.061507918, -0.12375168) * g_20; + result += mat4(-0.024210382, 0.08638061, -0.05814393, 0.061041117, 0.2061646, -0.037258796, -0.0017197772, 0.14881982, 0.18087907, 0.03670567, 0.1891443, -0.16923326, -0.17485145, -0.07395503, -0.058735035, 0.21229668) * g_21; + result += vec4(0.034866143, 0.034214873, -0.0020411036, 0.006542157); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf2 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_20 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.27361542, -0.082130425, 0.20547335, 0.16596498, -0.14146517, 0.18249078, 0.011518224, 0.11089219, -0.07630722, -0.054221917, -0.08349243, -0.028766789, -0.1906754, -0.108578265, 0.16413508, 0.13962057) * g_0; + result += mat4(-0.02704147, -0.05976295, -0.12531951, 0.28034255, -0.17998871, 0.21086335, -0.04899309, -0.06144566, 0.06704049, -0.20967261, -0.03849724, -0.1063394, -0.040219773, -0.278173, 0.17341371, -0.011255667) * g_1; + result += mat4(0.11230826, 0.022198819, -0.07899587, -0.0996965, -0.17873608, 0.13698925, -0.07870312, 0.1263333, 0.06711576, 0.07580918, 0.09481, 0.0825171, 0.11062839, -0.074613, 0.14020012, 0.2198393) * g_2; + result += mat4(0.0028868434, -0.14465499, 0.18715319, 0.04548598, -0.0548704, 0.026883353, 0.08329182, -0.013520626, 0.08103766, 0.15715094, 0.13981456, -0.045514885, 0.112214044, -0.086184554, 0.014993669, 0.025903665) * g_3; + result += mat4(0.12547491, -0.059728432, 0.17963155, -0.10817097, -0.100438006, -0.20602228, -0.15391783, 0.18270193, 0.08778924, -0.01655036, -0.18359496, -0.08576666, 0.109551124, 0.052976392, -0.16009195, 0.16581026) * g_4; + result += mat4(-0.14505734, -0.0042488463, 0.17690867, -0.065921634, 0.23016429, 0.025626905, 0.11722592, -0.23542455, 0.12642547, 0.2802526, -0.09389537, -0.15698028, -0.1603324, -0.06829095, 0.10116497, -0.13783391) * g_5; + result += mat4(0.15477929, -0.30527925, 0.15042041, 0.20866217, 0.13238567, -0.112839095, 0.15069273, -0.03174599, 0.24253696, 0.55339885, 0.033312403, -0.0016563814, 0.10960435, -0.0046957172, -0.24474236, -0.39900017) * g_6; + result += mat4(-0.13976818, 0.15527318, -0.27346796, -0.15548058, 0.06493512, 0.08048214, -0.136374, -0.08525939, 0.27204737, -0.1013713, 0.1346666, 0.045041572, -0.12573871, -0.02424908, -0.14287473, 0.01571419) * g_7; + result += mat4(-0.06758758, -0.20439683, -0.18058217, 0.0014974873, 0.04916309, 0.062314447, -0.2727905, 0.026782978, -0.005523231, 0.27266318, -0.16010733, -0.108470164, -0.15430328, -0.19484589, -0.3256893, -0.076337814) * g_8; + result += mat4(-0.046945795, 0.0489837, -0.37631997, -0.206914, -0.031842437, 0.03959601, 0.054311134, -0.27745926, -0.2616194, 0.015333021, 0.1562857, -0.09994365, 0.1625487, -0.22026569, -0.01425276, 0.11845421) * g_9; + result += mat4(-0.07944464, 0.038867, -0.29721326, -0.08270903, 0.03819214, -0.22673243, -0.019076617, -0.082782984, 0.15610558, 0.15448374, 0.08024717, -0.026800446, -0.2867148, 0.11126167, 0.21778513, 0.0803098) * g_10; + result += mat4(-0.16599156, 0.029314978, 0.06395618, 0.06147069, 0.3273304, -0.15791246, -0.18337882, 0.22403763, 0.0038289267, -0.11374167, 0.019104691, -0.03859104, 0.06862462, 0.08082749, -0.11613864, 0.03697278) * g_11; + result += mat4(0.007748403, 0.08750577, 0.07155799, -0.045760393, 0.055088032, 0.040909674, -0.21044537, -0.006774753, 0.041435767, -0.21444651, 0.11146028, -0.015305192, 0.1736952, 0.08569524, -0.11013171, 0.20451164) * g_12; + result += mat4(0.060957868, -0.030028345, -0.032370888, 0.009256305, 0.085932784, 0.07008612, -0.12535034, 0.02922682, 0.068161115, 0.10938504, 0.14336275, -0.15049717, -0.105244614, -0.06773861, 0.16236088, -0.10205375) * g_13; + result += mat4(0.22060202, 0.12885413, -0.06610741, -0.054895487, 0.27707383, -0.17114922, -0.17298199, -0.14735572, 0.121042944, 0.17805979, 0.24409181, -0.1536033, -0.2114284, 0.18976912, 0.19461404, -0.15320121) * g_14; + result += mat4(0.04362077, 0.067338824, 0.13164803, 0.088066556, -0.055310402, 0.006420305, -0.019129515, 0.104561836, -0.0177281, -0.05549579, -0.05083655, 0.118114345, -0.0325892, 0.14835551, 0.09986534, -0.1493018) * g_15; + result += mat4(0.13353525, -0.018843373, -0.38207877, -0.056904096, 0.0043200236, 0.33000615, -0.08322631, 0.16492364, -0.022802876, 0.011855873, -0.02483137, -0.0648857, 0.02270555, 0.009097881, -0.010122987, 0.12883057) * g_16; + result += mat4(0.12964436, -0.0793745, -0.1326546, -0.06956091, -0.21922931, 0.05091461, -0.27575865, 0.09199549, 0.09375192, 0.047268208, 0.05267489, 0.30156332, 0.14469145, -0.06455131, 0.087691374, 0.046157785) * g_17; + result += mat4(-0.21176293, -0.08989047, 0.03180079, 0.06659217, -0.1453242, 0.06772006, 0.017562179, -0.11958127, -0.034170456, 0.21188316, 0.117544524, 0.007319009, -0.09175878, 0.042179152, -0.15155235, 0.0072725313) * g_18; + result += mat4(0.27448505, 0.219317, -0.027090587, -0.110271394, 0.15367448, -0.22380124, -0.18359132, -0.07701026, 0.0387728, -0.20798631, -0.15410027, -0.13094926, 0.11535367, 0.16782966, 0.26729038, 0.06455724) * g_19; + result += mat4(-0.46956277, -0.2555739, -0.06807893, 0.15456976, -0.16843104, -0.18085335, -0.17501417, 0.3328664, 0.13444093, 0.20759131, -0.44945636, -0.28116164, -0.04072912, -0.097071156, 0.24616174, 0.192637) * g_20; + result += mat4(0.055160224, -0.09051332, -0.23766883, -0.029569078, -0.008335112, 0.14387378, 0.25602153, 0.039339148, 0.006418962, -0.1502487, 0.1705312, -0.020727253, 0.087699726, -0.058968496, 0.35786387, -0.30345708) * g_21; + result += vec4(0.01591211, -0.027196284, -0.033567958, 6.241704e-05); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x24 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!SAVE conv2d_22_tf +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.031316917, 0.055358253, -0.059691224, -0.058461506, 0.077250145, -0.07364057, -0.10518189, 0.112195216, 0.03121863, 0.072129, -0.116529875, -0.02127299, -0.0747185, 0.05839623, 0.09422041, -0.021784699) * go_0(-1.0, -1.0); + result += mat4(0.25166854, -0.008625688, -0.04425555, -0.091405906, -0.023770982, 0.016987871, 0.041109882, 0.120431535, 0.18311475, -0.054788496, 0.007988929, -0.016128276, -0.09077874, -0.051521078, -0.004544904, -0.024871618) * go_0(-1.0, 0.0); + result += mat4(-0.13663131, 0.16812679, 0.0006700389, 0.06922647, -0.016814431, -0.08860312, -0.079845324, 0.06357931, -0.0596218, -0.095261894, -0.037728492, 0.11741466, 0.0019240101, 0.027670836, 0.000890017, -0.16907042) * go_0(-1.0, 1.0); + result += mat4(-0.21833417, 0.061925672, -0.18782657, -0.19532952, -0.00912622, 0.14018449, -0.10945325, -0.02950384, -0.16849437, -0.0076949564, 0.100851074, -0.082224175, 0.12784874, -0.17894457, 0.05620182, 0.035290208) * go_0(0.0, -1.0); + result += mat4(-0.05108994, 0.109306075, 0.14979306, 0.16477607, 0.16004218, -0.14184445, -0.30903235, 0.27424207, -0.07285219, -0.16365135, 0.34021953, -0.23102704, 0.11835473, -0.25337514, 0.0052347463, 0.10160299) * go_0(0.0, 0.0); + result += mat4(-0.16926225, -0.013712374, -0.18937722, -0.10156829, -0.009109288, -0.043202236, -0.0327246, 0.107926905, -0.08266265, -0.019426635, 0.060156412, 0.04271223, 0.0038364576, -0.045978215, -0.06626878, -0.04433795) * go_0(0.0, 1.0); + result += mat4(-0.04918198, -0.10372164, -0.0039985343, -0.020138506, 0.10314664, -0.054435257, -0.059677728, -0.020854775, 0.045955054, -0.15811364, 0.0070372946, 0.10885263, 0.051628623, 0.14220117, 0.106984384, -0.06612432) * go_0(1.0, -1.0); + result += mat4(0.13287504, -0.115076, -0.15511775, -0.09540606, 0.15684459, -0.1370648, -0.15184137, -0.0039252765, -0.14576407, 0.093048885, 0.18031888, -0.14460911, -0.15849206, 0.1972077, 0.11407181, -0.018500103) * go_0(1.0, 0.0); + result += mat4(-0.04217163, -0.025539394, 0.06704235, 0.076216355, 0.18605524, -0.1370854, -0.10180904, 0.011179888, -0.09474736, 0.0034552328, 0.04530927, 0.089433156, -0.16656926, 0.13428316, -0.015525457, -0.104443006) * go_0(1.0, 1.0); + result += mat4(0.02413726, 0.04394302, -0.028785303, 0.022377724, -0.123303704, -0.10872632, -0.053274784, -0.083956674, -0.16501826, 0.19426544, -0.11229554, 0.024616906, 0.0653296, -0.13529897, -0.13195585, 0.11819911) * go_1(-1.0, -1.0); + result += mat4(0.040253572, 0.01010995, 0.010347668, -0.28872684, -0.037531905, 0.07847681, 0.12006034, -0.09047226, -0.06932386, -0.06724459, 0.061352998, 0.18294126, -0.10063913, -0.12972213, -0.076570146, 0.23981462) * go_1(-1.0, 0.0); + result += mat4(0.042499546, 0.031286567, 0.026158767, -0.06068849, 0.099651836, -0.09539429, -0.110728405, 0.0760506, -0.010541737, 0.082582936, 0.046757225, -0.103296146, 0.004013901, -0.1014948, -0.1685043, -0.035571042) * go_1(-1.0, 1.0); + result += mat4(0.022223305, -0.061652564, 0.056427244, -0.09028095, -0.16896683, 0.041667704, -0.14397033, -0.08130564, 0.115296, -0.024847167, 0.0058116, 0.15893951, -0.2738465, 0.042260613, -0.117963664, -0.16502824) * go_1(0.0, -1.0); + result += mat4(0.04814996, -0.035689, 0.025145225, 0.10137466, -0.19973788, 0.024747686, -0.15837969, 0.10456767, 0.22748837, -0.1904696, -0.032640085, 0.08598887, 0.094741136, 0.11022798, 0.0002977174, -0.17315625) * go_1(0.0, 0.0); + result += mat4(0.040722214, -0.16523767, 0.029437022, 0.02843903, -0.03970792, 0.16811173, 0.026779372, -0.049595866, -0.09061197, 0.08569013, -0.025070464, -0.09025825, 0.06887124, -0.16063505, 0.016551314, 0.1326577) * go_1(0.0, 1.0); + result += mat4(0.0032056272, -0.059174597, -0.031335425, -0.046658054, 0.09825097, -0.09559033, -0.13008277, 0.046893913, 0.12513055, 0.025147412, 0.21053335, -0.012531429, 0.0062698903, -0.22287934, -0.11374548, -0.025798466) * go_1(1.0, -1.0); + result += mat4(0.12628217, 0.00018834685, 0.079633944, 0.009799097, 0.04411112, -0.14502676, -0.0783995, -0.052239668, -0.029784216, -0.06674819, 0.014998281, -0.019396728, 0.0056628133, 0.09424033, 0.08938559, -0.09192038) * go_1(1.0, 0.0); + result += mat4(-0.08482142, 0.01968406, 0.12547927, 0.0031358562, -0.079086006, -0.1962375, -0.11982329, 0.008725796, 0.04062859, -0.0076902336, -0.070755616, -0.046958208, -0.13330258, 0.019709444, 0.07424033, -0.10704354) * go_1(1.0, 1.0); + result += mat4(-0.0726743, 0.016794393, 0.1326206, 0.0085637225, 0.047887824, 0.22520815, 0.009255687, -0.08072321, 0.078593105, -0.12484226, -0.20670934, 0.24915585, -0.13554399, -0.20776859, 0.055789966, 0.0427338) * go_2(-1.0, -1.0); + result += mat4(-0.1327555, -0.20873688, 0.17099003, 0.14251556, -0.008884553, 0.09596802, -0.047991227, -0.10255803, -0.059658058, 0.08851393, -0.24644794, 0.08961623, -0.20254774, 0.0027665214, 0.014628907, 0.18626846) * go_2(-1.0, 0.0); + result += mat4(0.042417303, 0.123508334, -0.13196877, -0.08144321, -0.089141674, -0.03184074, 0.08510928, -0.08890633, -0.032581408, -0.09855755, -0.20814818, 0.07401967, -0.06562728, -0.1093993, 0.046248462, -0.22533655) * go_2(-1.0, 1.0); + result += mat4(-0.2325245, -0.15549012, -0.049078442, -0.026926108, -0.13648824, 0.030876573, -0.22113933, 0.009498426, 0.15341131, 0.09483785, -0.26695177, 0.13678575, -0.08784451, 0.07720089, 0.14846897, -0.27349517) * go_2(0.0, -1.0); + result += mat4(-0.10061963, 0.036637623, 0.16528973, 0.22039798, -0.11590498, -0.043130502, 0.24396291, -0.022675464, 0.20230116, 0.06387496, 0.16946751, 0.05934715, 0.115272254, -0.014139645, 0.12694168, 0.20699124) * go_2(0.0, 0.0); + result += mat4(-0.025382666, -0.18561147, 0.09778576, -0.06534745, -0.16456783, -0.05287837, -0.07822378, 0.12268287, 0.31948078, 0.09489003, -0.085089676, -0.10850915, 0.01368474, 0.02013271, 0.06625116, -0.087387055) * go_2(0.0, 1.0); + result += mat4(-0.089555725, 0.059100505, 0.005319662, -0.09245959, 0.08520457, 0.052162867, -0.15606946, -0.08597345, 0.11222487, 0.1490915, -0.12664682, -0.024624687, 0.025410015, -0.23502131, 0.05423758, -0.013779449) * go_2(1.0, -1.0); + result += mat4(0.019360267, 0.053673334, 0.09964559, 0.09418452, 0.16046648, 0.18196031, -0.02892911, 0.030112473, 0.2265571, 0.25671738, -0.12887779, 0.071995094, -0.026335748, 0.0055704936, 0.073666155, 0.038696487) * go_2(1.0, 0.0); + result += mat4(-0.21537472, 0.0039957003, 0.11367757, 0.12847088, -0.0316418, -0.031137334, 0.0388792, 0.04074573, 0.0008135187, -0.07565012, 0.007960915, 0.12286165, -0.2160576, 0.1157934, -0.024741393, -0.05249619) * go_2(1.0, 1.0); + result += mat4(0.11482547, -0.06704897, 0.08984799, 0.11604779, 0.007870084, 0.18740594, 0.030316649, 0.05281012, -0.07633286, -0.017784607, -0.06491812, 0.1883724, -0.090130515, 0.076494336, -0.05229608, -0.017145146) * go_3(-1.0, -1.0); + result += mat4(-0.02724162, 0.04343736, -0.14983661, 0.04529306, -0.0530941, 0.3585206, -0.12962782, 0.19270414, -0.12522137, 0.098893546, 0.12003933, -0.26596075, -0.042230368, -0.18507534, 0.028228233, 0.10164971) * go_3(-1.0, 0.0); + result += mat4(-0.008910258, -0.06709946, 0.021396104, -0.063704215, -0.14500582, 0.11283557, -0.03203624, 0.13098063, 0.05550978, 0.11646853, 0.0033793827, 0.043268356, 0.0038723578, -0.036042333, -0.010387592, -0.10592774) * go_3(-1.0, 1.0); + result += mat4(0.17740269, 0.030029152, 0.14428648, -0.008383262, -0.04784034, 0.030878028, -0.08498646, 0.1554172, 0.26086214, -0.15676983, -0.20969455, 0.1663833, 0.26925182, 0.19262621, -0.109978184, -0.025719997) * go_3(0.0, -1.0); + result += mat4(0.052129734, 0.05429712, -0.2612653, -0.0116027435, 0.03902767, 0.06572257, -0.12309975, -0.09354552, -0.030087318, 0.034715295, 0.026238892, -0.114287496, -0.14456746, 0.3077932, 0.08505123, -0.23568068) * go_3(0.0, 0.0); + result += mat4(0.026248954, 0.04342331, 0.06469738, 0.13034233, 0.101745486, -0.101457745, -0.10393351, 0.1897209, -0.082242265, -0.118752226, 0.10310823, 0.09471486, -0.06821482, 0.12854955, -0.024803007, -0.11299552) * go_3(0.0, 1.0); + result += mat4(0.0015938855, -0.036448684, -0.09952072, -0.04816277, -0.0125188865, 0.045270916, -0.05308358, -0.11208837, -0.012225314, 0.14685513, -0.06671965, -0.08157342, -0.005418967, -0.19780649, -0.14013553, -0.017747555) * go_3(1.0, -1.0); + result += mat4(0.021970674, 0.052635167, 0.0065296288, 0.20368727, 0.27736542, 0.06792544, -0.048659563, 0.15651211, -0.006997429, 0.071756855, -0.086019404, -0.16638358, -0.042769007, 0.1964747, -0.12206784, 0.015088922) * go_3(1.0, 0.0); + result += mat4(-0.07219877, 0.16996285, 0.026215157, 0.06458364, 0.1807283, 0.030117897, -0.077016085, 0.27835876, -0.1640463, -0.16446309, 0.075324625, -0.14967552, -0.13331027, 0.09998406, -0.044504005, 0.011792608) * go_3(1.0, 1.0); + result += mat4(0.049299285, -0.15224954, 0.016829029, -0.2107016, -0.046318967, 0.07213664, 0.2330576, 0.07486253, 0.08777096, 0.10943015, 0.028446004, 0.050621547, -0.14293596, -0.038319986, 0.08490357, 0.06641438) * go_4(-1.0, -1.0); + result += mat4(0.13142867, -0.04241908, 0.1822789, -0.07854039, -0.13797145, 0.066803694, 0.02247845, -0.13906519, 0.04984245, -0.18625471, -0.20272128, -0.28476176, -0.058039606, -0.18360521, 0.09687105, 0.018828757) * go_4(-1.0, 0.0); + result += mat4(-0.16784632, -0.06145757, -0.055866536, 0.011348464, 0.13568886, -0.07582401, 0.026461827, 0.11732485, 0.23222442, -0.06859946, 0.07079616, -0.08028384, -0.09886033, 0.16983582, 0.08413449, -0.121099345) * go_4(-1.0, 1.0); + result += mat4(-0.28284705, 0.024767123, 0.20576967, -0.4978678, 0.075958885, -0.10133812, 0.038184177, 0.13781957, 0.18831879, -0.15269713, 0.057505332, -0.13640139, 0.08916083, 0.0699946, -0.060844768, -0.014270356) * go_4(0.0, -1.0); + result += mat4(-0.23525201, 0.18978925, 0.088951595, -0.06914491, 0.1528044, -0.026248025, 0.17158231, -0.13070598, 0.09750263, -0.09294438, 0.051349573, 0.11587769, 0.0155769205, -0.18000023, -0.0003776821, 0.19002606) * go_4(0.0, 0.0); + result += mat4(0.047854267, 0.09143093, 0.052313805, 0.2391469, 0.11455435, 0.12660562, 0.19646555, -0.09760176, 0.19417326, 0.009909135, -0.05288948, -0.17419948, -0.041569944, 0.02919045, 0.15562747, -0.17877397) * go_4(0.0, 1.0); + result += mat4(-0.06796333, 0.12729923, 0.11317857, 0.0015406283, -0.07694605, 0.19436257, 0.1654557, -0.06629621, -0.07756138, 0.011961589, -0.06775192, -0.1626003, 0.11971597, 0.037453942, 0.04487742, 0.0043538823) * go_4(1.0, -1.0); + result += mat4(-0.2932746, -0.1809002, 0.034019336, -0.027657146, 0.123765245, -0.016828476, 0.019045379, 0.057645924, 0.10630708, -0.0501721, -0.023064025, 0.10537342, 0.22191636, -0.17226441, 0.107975595, -0.085091874) * go_4(1.0, 0.0); + result += mat4(0.23682559, -0.1539297, -0.021399427, 0.03696311, -0.016845006, -0.1470282, 0.15760666, -0.08606362, -0.08767031, 0.10511046, -0.0016947712, -0.085582115, 0.25379023, -0.16707833, 0.021698073, 0.084808946) * go_4(1.0, 1.0); + result += mat4(-0.035465956, -0.12231401, 0.0012244973, -0.085085034, -0.11690235, 0.10113623, -0.008192939, -0.03407758, 0.15522347, -0.0066894926, 0.14404987, -0.05126941, 0.22453183, -0.1873154, 0.061736204, -0.20466337) * go_5(-1.0, -1.0); + result += mat4(-0.097998515, -0.043527473, 0.14050394, 0.088333085, 0.048787523, -0.1539165, -0.15570241, 0.043640707, 0.126556, 0.14527045, -0.039885264, 0.06996844, 0.22064541, -0.028108185, -0.03281, -0.16324279) * go_5(-1.0, 0.0); + result += mat4(0.073120564, -0.1891726, 0.07063325, 0.062421504, -0.13767453, -0.13034251, -0.009543011, 0.18065831, 0.10094918, 0.03626179, -0.019968862, -0.06167735, 0.12796699, 0.033228975, -0.04698753, 0.07353928) * go_5(-1.0, 1.0); + result += mat4(-0.11506799, 0.29229516, 0.0052742194, -0.13735871, 0.14876513, -0.119496346, 0.08121958, 0.013827838, 0.11419154, 0.14505816, 0.2398584, 0.0065053343, -0.013405139, 0.16274847, 0.12519057, -0.032919746) * go_5(0.0, -1.0); + result += mat4(0.025276287, -0.26041627, 0.035208203, -0.0063892705, 0.28808814, -0.16364133, 0.029798066, -0.08123619, -0.09107237, -0.075676076, -0.09543362, 0.25521338, -0.15578145, 0.28374904, 0.12906694, -0.20701703) * go_5(0.0, 0.0); + result += mat4(0.0056150462, 0.14710209, 0.15482463, -0.14352167, -0.09956302, 0.23498844, -0.08980836, -0.25655353, 0.10541379, 0.2272969, -0.1983986, -0.03758488, -0.051088374, -0.009599584, -0.024446761, 0.14956763) * go_5(0.0, 1.0); + result += mat4(0.10804217, -0.09008922, -0.056697227, 0.054219972, -0.11262774, -0.04436177, 0.023657754, 0.04683233, -0.053896014, -0.04415657, 0.03503888, 0.01594262, 0.14296247, 0.012207454, -0.007110091, -0.10440715) * go_5(1.0, -1.0); + result += mat4(0.11242054, -0.36215845, -0.067844905, -0.112087294, 0.031834792, -0.02632766, -0.048991356, -0.08337759, -0.18798992, -0.058804397, -0.03797642, 0.03431596, -0.22444338, 0.22153437, 0.03792731, -0.061027475) * go_5(1.0, 0.0); + result += mat4(-0.2296771, -0.03690635, 0.029593892, -0.1316428, -0.0015457191, -0.023119774, -0.087284, 0.0779484, 0.013689198, 0.06545557, -0.08265829, 0.008496508, 0.017779253, -0.089485206, 0.0856277, -0.042287562) * go_5(1.0, 1.0); + result += vec4(-0.020976502, 0.028490033, 0.0031703995, -0.062209535); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv0ups +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_20 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_22 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.084550284, 0.28695974, -0.18845658, 0.036873333, -0.03702915, 0.20106933, -0.013779231, -0.09064196, 0.2650543, -0.23769681, -0.025090849, 0.112004876, 0.02858812, -0.33468688, 0.015218963, -0.009193985) * g_0; + result += mat4(0.019986125, 0.03711447, -0.072495684, -0.18489611, 0.10276208, 0.22991183, 0.024009978, -0.11783073, -0.19585772, 0.13150191, 0.08316458, -0.074719064, 0.10288155, -0.39512005, -0.14987002, 0.0050115753) * g_1; + result += mat4(0.022747586, 0.00711762, -0.19764912, 0.02849651, 0.034982137, -0.15019011, -0.23275712, 0.015071641, -0.12003277, 0.07394686, 0.0016380423, -0.07764185, -0.027983893, -0.11473845, -0.076731786, 0.17937833) * g_2; + result += mat4(-0.13547164, 0.014350364, -0.0680784, 0.015241785, -0.019645115, 0.1367833, 0.018514454, 0.061408024, 0.05381124, 0.008636759, -0.05929157, -0.045654505, 0.29703617, -0.14939637, 0.017480306, 0.03320388) * g_3; + result += mat4(0.16749536, -0.5068873, -0.054959137, 0.5028366, -0.22012903, -0.18610893, 0.03606436, 0.16536428, -0.18980072, -0.035605285, 0.22413859, -0.05201868, 0.032878175, 0.14102045, 0.09135491, 0.028493756) * g_4; + result += mat4(-0.08715977, -0.0069041327, 0.13424577, -0.15170926, -0.12459944, 0.139362, 0.23367397, 0.06992671, 0.10383856, 0.12649116, -0.10238732, 0.022956299, 0.10903374, -0.1060183, 0.0012752792, 0.09608246) * g_5; + result += mat4(0.07170078, 0.097870566, 0.18391322, 0.16910231, -0.1267208, 0.261178, 0.049107287, 0.032856256, 0.04621799, 0.14521311, 0.30777922, 0.07517666, 0.13072045, -0.07817935, -0.0057332893, 0.042636685) * g_6; + result += mat4(-0.14621416, -0.24651968, 0.12061317, -0.05200859, 0.014879963, -0.1331666, -0.21076989, 0.047090866, 0.108966425, -0.1072571, -0.04034989, 0.17689784, -0.30637997, 0.1334576, -0.09599567, -0.16958676) * g_7; + result += mat4(-0.15277179, 0.3040327, 0.33014333, 0.09105886, 0.0946242, 0.06878733, -0.022571186, 0.012422955, -0.014575288, -0.014345794, 0.13639238, -0.2948898, -0.09921163, -0.090119295, 0.43447036, -0.1519424) * g_8; + result += mat4(0.055695374, -0.018237038, -0.03149495, -0.26079783, -0.13239612, 0.08098567, 0.010524064, 0.2580244, 0.019125992, -0.11228541, 0.2497276, -0.1600721, 0.04776844, 0.074449435, -0.2169092, 0.22888823) * g_9; + result += mat4(0.1993489, 0.16312787, 0.17672649, 0.06839388, -0.12656055, 0.2534753, -0.22719325, -0.15975192, 0.18121919, -0.02482891, -0.1758899, -0.06285482, -0.062030714, -0.030519357, 0.08887617, 0.033442013) * g_10; + result += mat4(0.09227225, -0.22740443, -0.011862239, 0.10482141, 0.015177834, 0.15367627, 0.15005216, 0.282921, -0.09772425, 0.10730146, -0.06640197, 0.07101983, 0.14829135, 0.083728194, -0.0743765, -0.09980271) * g_11; + result += mat4(0.085638225, -0.1827499, 0.06827563, 0.019491995, -0.0011983203, 0.022348093, 0.10796647, -0.07942398, 0.13093562, -0.08755021, -0.01282162, -0.12193386, -0.07074474, 0.025357427, 0.09938728, -0.14343725) * g_12; + result += mat4(0.015263603, 0.07848516, 0.06398182, -0.1281127, 0.011302997, -0.1424875, 0.03465649, 0.05781734, -0.019214824, 0.07257173, -0.19007434, -0.013839539, -0.088996276, -0.06987128, -0.14060202, 0.07935333) * g_13; + result += mat4(0.089654885, 0.18821386, -0.10908745, -0.1945955, 0.28777096, -0.27091888, -0.117128626, 0.13311313, -0.15800829, -0.031426586, -0.09576625, -0.045514874, -0.05638241, 0.22475603, 0.19451538, 0.06693039) * g_14; + result += mat4(0.108449794, 0.03863312, 0.09138021, 0.024396805, -0.20986842, 0.09761748, 0.08867459, -0.15282214, -0.08067849, -0.016950522, 0.26711652, 0.085504845, 0.060858846, 0.01342649, 0.075316414, -0.024188342) * g_15; + result += mat4(0.0010497145, -0.1259321, 0.057801772, -0.035549402, -0.11513258, -0.018429652, -0.10117708, 0.11573959, 0.1427766, -0.032213476, -0.01586306, 0.017653462, -0.041694127, 0.1393299, 0.14011054, -0.038647145) * g_16; + result += mat4(-0.22414106, -0.13671458, -0.07397391, -0.09691265, -0.110350996, 0.061211936, 0.19481628, -0.06409933, 0.136633, -0.04669014, 0.058727175, 0.043561198, 0.07559326, -0.0040795025, 0.087900914, -0.020880874) * g_17; + result += mat4(0.02741521, -0.07276462, 0.15752992, 0.061364397, 0.07611034, 0.32745734, -0.16256663, -0.15516974, 0.04587384, -0.10178523, 0.09862578, 0.086561374, 0.2331702, -0.16688296, -0.07780254, 0.079894625) * g_18; + result += mat4(-0.012604072, 0.14701019, -0.1202553, 0.0007438331, 0.09805167, -0.12829433, 0.10536026, 0.044031054, -0.01909643, 0.08925314, -0.029631758, -0.0843997, -0.098011285, 0.2326875, -0.0059059164, 0.054862864) * g_19; + result += mat4(-0.26984945, 0.21170485, 0.016418483, 0.05436341, -0.13604105, -0.015747178, 0.21282208, -0.084069654, -0.1519696, 0.07782159, -0.0767402, 0.049681228, -0.17597915, -0.033314597, 0.19277339, -0.15969992) * g_20; + result += mat4(0.011572451, -0.040921126, 0.06736629, -0.05296152, 0.0750723, 0.15619396, -0.33569458, -0.045480207, 0.052975655, -0.019853046, -0.1586733, -0.0971954, 0.12981664, -0.23612434, -0.065897234, 0.09027556) * g_21; + result += mat4(0.2591393, -0.21753159, 0.012262199, 0.17810525, 0.0437195, 0.13112774, -0.27936146, 0.16000053, 0.16150814, 0.0060378034, 0.011343986, 0.0711386, 0.10716892, -0.018265475, 0.117098734, -0.042729706) * g_22; + result += mat4(-0.12928756, 0.13401757, -0.28467083, -0.09971548, -0.02296809, -0.124093436, 0.17238498, -0.07679452, 0.020145075, -0.1027165, -0.100577906, -0.022585977, -0.14362176, -0.3100744, -0.030349141, 0.08573548) * g_23; + result += vec4(0.04458631, 0.05340509, 0.02098219, -0.060097195); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv0ups1 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_20 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_22 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.19633518, 0.06885309, -0.20043527, 0.035509795, -0.10401743, -0.21588884, -0.102477305, 0.011876971, -0.056948267, 0.25264382, -0.15101993, -0.15266001, 0.010933664, 0.09011232, 0.09345315, 0.006623116) * g_0; + result += mat4(0.27567336, 0.032350313, -0.19810209, -0.21658543, -0.0659062, -0.3352386, 0.07164577, -0.012328946, -0.17325617, -0.10731732, -0.0677151, -0.09058453, -0.044920623, 0.13278453, 0.218302, 0.06825565) * g_1; + result += mat4(0.028230175, 0.0018616526, -0.21906042, -0.07338764, -0.023010844, -0.014972394, -0.020508962, 0.058636636, 0.12617883, -0.19870517, 0.11696488, 0.065536946, -0.03026256, 0.023291413, 0.14201568, 0.06143288) * g_2; + result += mat4(0.025846066, -0.090636976, -0.07404494, -0.090020634, 0.008514354, 0.109184064, 0.05742023, 0.12586315, 0.083378665, -0.13951068, 0.045261055, 0.345901, 0.02675545, 0.095778815, 0.076500334, 0.14780305) * g_3; + result += mat4(0.00470463, 0.018870084, -0.32943425, 0.16893233, 0.019939557, 0.21623498, -0.18504573, 0.10291846, 0.091479525, -0.16171393, -0.07914371, -0.12615843, 0.06589903, 0.15675966, -0.10883045, 0.02186343) * g_4; + result += mat4(0.20796785, 0.009986704, 0.057757147, 0.030481182, -0.0036845834, -0.11120154, 0.15609682, -0.038438197, 0.12596935, -0.06617715, -0.109660454, -0.07545557, 0.046646334, 0.08662475, -0.14833032, -0.13950638) * g_5; + result += mat4(-0.060464397, -0.012758383, 0.02772358, -0.11097607, 0.046997264, -0.124745354, -0.24724343, -0.23114161, -0.09586756, -0.04930659, 0.2014008, 0.31652108, 0.074047916, -0.11001771, 0.019132676, 0.08412601) * g_6; + result += mat4(0.050371062, 0.08204854, 0.039742008, 0.076570585, 0.05938661, -0.06386326, 0.09085278, 0.076653615, -0.07528917, 0.09379596, 0.021202901, 0.0059685786, 0.34758928, -0.26862696, -0.124089494, -0.13643466) * g_7; + result += mat4(0.32158887, -0.34527287, 0.25377008, -0.13895594, 0.0054988973, -0.24181193, -0.40868145, -0.0022963625, -0.06266895, 0.0030860363, -0.020924645, -0.18905482, 0.141399, 0.008508758, 0.115678936, -0.43306655) * g_8; + result += mat4(0.057700455, 0.17643234, -0.09683699, 0.0057190154, 0.07252213, 0.15004468, 0.37618238, 0.13903357, 0.218705, -0.060630042, 0.11694831, -0.00048630088, -0.0134587595, 0.076368295, -0.1325984, -0.10201561) * g_9; + result += mat4(0.012976455, -0.29424316, -0.14308581, 0.049230546, -0.07200477, -0.13733308, 0.25564528, 0.08696407, 0.14173195, -0.4262995, 0.20581593, 0.22764574, -0.23969811, -0.021570327, 0.07481749, 0.1941362) * g_10; + result += mat4(-0.17857735, 0.112538725, 0.19362856, -0.06760973, 0.06499711, -0.005863579, -0.30760095, 0.05362555, -0.08302696, 0.021682503, -0.09627604, -0.00945931, -0.07492733, -0.02935675, -0.10610068, -0.09772539) * g_11; + result += mat4(0.06233666, 0.0509348, 0.006487371, -0.006774608, -0.04553992, 0.03091619, -0.023414508, 0.06836573, 0.072267964, -0.011354451, -0.0025099765, -0.23190095, -0.20676394, -0.061777104, 0.013524417, 0.21478185) * g_12; + result += mat4(-0.008408447, 0.05689985, 0.16880135, 0.11134194, 0.0058967494, 0.28136337, 0.11531701, -0.15612614, 0.13670067, 0.06262395, -0.0943045, -0.0937771, -0.105943695, -0.13124335, -0.13190243, -0.0259559) * g_13; + result += mat4(0.13609879, 0.1420789, -0.0102266455, 0.027917469, 0.18166769, -0.04157506, -0.17849353, -0.10579488, -0.016188206, -0.09247544, 0.115879655, -0.005531635, 0.123433806, -0.0477944, -0.118518375, -0.21525477) * g_14; + result += mat4(0.09320673, 0.024231741, 0.14889163, -0.16015185, -0.051729757, -0.07560833, 0.032730922, 0.01543164, 0.007215127, 0.096069746, -0.13138555, -0.08324462, -0.14087589, -0.13676994, 0.040817242, 0.19880508) * g_15; + result += mat4(0.08556744, 0.11995626, -0.12598105, 0.07094707, -0.030116409, -0.13692346, -0.10617047, 0.1170125, 0.0635618, 0.015630903, 0.033283047, 0.027908718, -0.16022116, 0.05379484, 0.1643671, 0.08461423) * g_16; + result += mat4(0.027346484, -0.04373988, 0.14366151, 0.021193424, -0.020020869, 0.08702033, 0.067230165, -0.13468166, -0.06336041, 0.19826981, 0.09957918, 0.0019007461, 0.11597447, -0.11684592, -0.052715372, 0.009431231) * g_17; + result += mat4(0.1160723, 0.13518505, -0.07323529, -0.102813244, -0.05717617, 0.22344513, -0.09574202, 0.030326243, -0.11634749, -0.09885759, -0.0041502435, -0.114238635, 0.05903762, -0.042631276, 0.07528514, 0.018450156) * g_18; + result += mat4(-0.080062985, 0.12060534, 0.108948626, 0.2663645, 0.015359482, -0.18093999, 0.02191666, -0.019032517, 0.082503706, 0.0037899283, 0.0038726546, 0.06054277, 0.034015723, 0.07618506, -0.025927188, -0.10678223) * g_19; + result += mat4(0.00035550856, -0.20764709, 0.013300498, -0.35849246, 0.12688975, -0.11437089, -0.02337497, -0.21238862, 0.46495908, -0.11521313, 0.049601704, 0.14637932, -0.25788313, -0.17036532, -0.020144291, -0.0016756164) * g_20; + result += mat4(0.14395922, 0.029118493, -0.08014281, 0.094050094, -0.062834464, -0.025796665, 0.15015388, 0.28717938, -0.2570273, 0.10900227, -0.15873776, 0.13343036, 0.2544096, 0.32181814, -0.15404758, -0.22983788) * g_21; + result += mat4(0.048919182, 0.26769882, 0.04733999, -0.016210597, 0.2571225, -0.19034678, -0.16507657, -0.033483442, 0.25795573, 0.09645708, -0.1332106, 0.077412024, -0.030721905, -0.19939502, 0.041621, -0.04823887) * g_22; + result += mat4(0.3016378, -0.26046696, -0.10701948, -0.0042546196, -0.24555147, 0.10042819, 0.11718351, 0.13214561, 0.016662005, 0.15979412, 0.033659726, 0.06328732, 0.08410991, 0.17246136, 0.019442663, -0.08638967) * g_23; + result += vec4(-0.017773768, 0.0060332157, 0.0007953922, -0.012296271); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv0ups2 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_20 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_22 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.29116806, 0.0051992643, -0.06692716, 0.28666902, -0.10336563, -0.19727555, 0.11084616, 0.025079565, 0.20502086, 0.0099646095, 0.009126803, 0.17547005, 0.058746554, 0.30771896, -0.0902547, 0.028172184) * g_0; + result += mat4(-0.28205237, -0.036779154, 0.17233336, -0.13251382, 0.07100408, -0.051303998, 0.012103571, -0.121839024, -0.14955266, -0.011649629, 0.08549354, 0.18840949, -0.022462592, 0.021153163, 0.08049452, -0.15091342) * g_1; + result += mat4(-0.2800372, 0.0042544575, -0.22374953, 0.201632, 0.22182395, 0.3408344, 0.03178537, -0.15618719, 0.0068062274, 0.14605409, 0.09106621, 0.05914199, 0.19480406, 0.044590045, -0.13806386, -0.14847448) * g_2; + result += mat4(0.1505132, -0.027588725, 0.04962834, -0.11202418, 0.00049648335, -0.010397765, -0.08091891, -0.01213487, -0.24162677, -0.08179791, -0.037871603, 0.014869897, 0.21078886, -0.10133107, -0.11659543, 0.017790101) * g_3; + result += mat4(0.41658482, -0.040856514, -0.054670364, -0.24993257, -0.007376621, -0.100203015, -0.19632444, 0.16588823, 0.11921404, 0.13566074, 0.1355261, 0.18513525, -0.03692965, 0.019232113, 0.021070294, -0.09910185) * g_4; + result += mat4(-0.11130964, 0.068555534, -0.022549039, 0.20459346, 0.08735778, -0.2480742, 0.26074892, -0.06515858, -0.15426315, -0.20087741, 0.066354685, 0.16262609, 0.094984494, -0.09765662, 0.17054209, -0.25639787) * g_5; + result += mat4(-0.088716365, -0.15923837, 0.07887449, 0.029613947, -0.07766362, 0.20016782, 0.07279328, 0.1514442, -0.051125146, 0.008917033, 0.15708658, 0.24593906, 0.1713729, 0.22876453, -0.06126321, 0.080008015) * g_6; + result += mat4(0.10178238, 0.17811838, 0.14818382, 0.17277409, 0.120473444, -0.1943933, -0.07498233, -0.11512788, -0.06924987, 0.04548284, -0.008307158, 0.017101327, -0.038810693, -0.12316993, -0.34380746, 0.053759247) * g_7; + result += mat4(-0.046007603, 0.26564816, -0.06891516, 3.1265055e-05, 0.061298724, 0.1925087, -0.15881963, 0.06479692, -0.1409332, 0.12286923, -0.053091913, -0.07207155, -0.11055874, 0.21104714, 0.094566196, 0.23457485) * g_8; + result += mat4(-0.10533191, 0.09174932, -0.19229935, -0.26465586, 0.024089642, -0.353841, 0.032621946, 0.1661062, -0.091028884, 0.026411142, 0.23693994, 0.08054671, 0.13986488, -0.20758727, -0.15448147, -0.03494388) * g_9; + result += mat4(-0.17668007, -0.02661902, 0.270635, 0.06442596, 0.053869188, -0.0075128167, -0.12906162, 0.1310764, -0.05808231, 0.14813021, -0.061848663, 0.16322616, 0.16354714, -0.1766021, 0.034994338, -0.365292) * g_10; + result += mat4(0.2769774, 0.0903162, -0.153144, -0.0714264, -0.15604417, -0.02184839, -0.14195657, -0.0299081, 0.030514874, -0.13219188, 0.07739793, -0.094843924, -0.15415892, 0.08821149, -0.09969291, 0.11553133) * g_11; + result += mat4(-0.024756059, 0.02924473, -0.11059422, -0.23357926, -0.14310671, -0.039102048, -0.14977954, 0.15673035, -0.2435825, -0.05197057, -0.075606585, -0.014227886, -0.15609197, 0.033796865, -0.11727036, 0.21573412) * g_12; + result += mat4(-0.0034791795, -0.015750842, 0.21795836, 0.06755854, 0.21003358, 0.18348697, 0.007344055, 0.007894167, -0.031829726, -0.13820398, -0.024139944, -0.06376093, 0.16212739, -0.14601658, 0.011433787, -0.21962811) * g_13; + result += mat4(-0.19470121, 0.07634093, 0.084294625, -0.1930676, -0.04052925, -0.07640723, 0.048489477, -0.067031436, 0.018694758, -0.051234454, -0.09647271, -0.05313391, -0.033016447, -0.30730128, 0.05531499, 0.24194908) * g_14; + result += mat4(0.11188614, -0.0942737, 0.045266267, 0.02038586, 0.09011196, 0.15573163, -0.066437334, 0.09889085, -0.080061264, 0.037342984, 0.16573298, 0.12220635, -0.026486188, 0.25633007, 0.11129816, -0.2026236) * g_15; + result += mat4(0.04242307, 0.112535976, -0.19269057, -0.23816746, -0.052621387, 0.0633971, -0.19528675, -0.042162407, 0.199502, 0.05493077, -0.088709444, 0.08472976, 0.054185133, 0.06422858, -0.039366808, -0.18133119) * g_16; + result += mat4(-0.0053883283, 0.07370045, 0.17995751, 0.10520973, 0.06260075, -0.124870464, 0.071332276, 0.14470188, -0.038855236, 0.09279109, 0.10985604, -0.12241432, -0.20250633, 0.072249405, 0.06563947, 0.25110915) * g_17; + result += mat4(-0.037988666, -0.02077325, 0.12789832, 0.03384976, -0.014303905, -0.087816834, -0.056331955, -0.1313604, 0.09380784, -0.14247838, 0.10469246, -0.122811496, 0.18130052, 0.04213147, -0.012292052, -0.19898601) * g_18; + result += mat4(-0.12018575, 0.09009986, 0.025285363, -0.115545176, 0.1733185, 0.13020052, -0.057739727, 0.2317158, -0.012717598, -0.045057297, -0.23039842, 0.02120572, -0.047350824, -0.09068979, -0.029076718, 0.019612556) * g_19; + result += mat4(0.13583413, -0.009503754, 0.02945625, 0.13004698, 0.20902146, -0.066765055, -0.016790587, -0.022145504, 0.115125865, 0.062911294, 0.009492768, -0.17444436, -0.06236797, -0.015372606, 0.11708899, -0.012473567) * g_20; + result += mat4(0.03781474, -0.037127525, 0.0018324303, -0.025154835, -0.1573021, -0.094748974, 0.2049456, -0.0011915033, -0.27289516, -0.13360178, -0.19483006, 0.028352307, -0.16590592, -0.24364805, -0.17105217, -0.09763515) * g_21; + result += mat4(-0.085604936, 0.1410735, 0.006653563, 0.1621681, -0.007415839, -0.13190715, 0.0072195483, 0.011567912, -0.23232964, -0.0045645055, -0.4088787, 0.15016212, 0.11169541, -0.024033517, 0.33648142, -0.05467641) * g_22; + result += mat4(0.19473903, -0.41680276, -0.06333307, -0.39555615, 0.12667467, 0.323478, -0.08860081, 0.0018358243, 0.18223375, -0.040291768, -0.12997696, 0.011956389, 0.07855676, -0.04246141, -0.18503502, -0.2871073) * g_23; + result += vec4(-0.0067077694, 0.046750613, -0.02120649, 0.0037727654); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv0ups3 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_6 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_8 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_10 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_12 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_14 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_16 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_18 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_20 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_22 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.19771652, 0.054560076, -0.018467195, 0.17260106, -0.04713744, 0.005960446, -0.15811634, 0.12638375, -0.20130037, -0.2361124, 0.15739627, 0.07660247, 0.008880481, 0.09471094, -0.1340188, -0.0603885) * g_0; + result += mat4(0.018275172, 0.02949308, 0.16530277, -0.08129835, -0.017484661, 0.08206879, 0.05372496, 0.027559277, -0.07266388, 0.14723828, -0.019852815, -0.124051854, 0.19641098, -0.19842927, -0.02707376, 0.18565983) * g_1; + result += mat4(0.0152915055, -0.025145184, -0.14171547, 0.11287294, 0.03981024, -0.283831, 0.08403579, -0.022620574, 0.097417176, -0.015617099, -0.0749846, 0.11501153, 0.07712399, -0.17645292, -0.18069206, 0.30625495) * g_2; + result += mat4(0.11910245, -0.014835673, 0.016234221, -0.17016123, -0.12874368, 0.028920865, 0.0015389418, -0.0396468, 0.058122113, 0.06308889, -0.11089211, 0.07629556, 0.14638005, 0.15483578, -0.009679061, 0.028340086) * g_3; + result += mat4(-0.18488705, -0.09046926, 0.3086096, 0.28608966, 0.07914294, -0.18663022, -0.18758698, -0.010628958, 0.11284831, -0.024477161, -0.34357247, -0.110528395, 0.11260746, -0.16653295, -0.333203, -0.028419986) * g_4; + result += mat4(0.14164338, 0.0116197225, -0.09517204, 0.018433275, -0.11906503, 0.12618221, -0.14154993, 0.11922271, -0.25966203, 0.13593048, -0.12451744, -0.12732752, -0.17531879, -0.059646163, 0.08191489, -0.023034088) * g_5; + result += mat4(0.060834974, -0.17094417, -0.12378968, 0.20129171, 0.10589014, 0.27925324, -0.0760502, -0.19307284, 0.1918753, 0.06295021, -0.117325544, -0.032219686, 0.08970859, 0.10133687, 0.07045942, -0.043928903) * g_6; + result += mat4(0.06141528, -0.1155439, 0.07150852, -0.017323446, 0.14442965, -0.16464208, 0.053869866, -0.0066738073, -0.26015645, 0.25578022, -0.12132279, 0.15647876, 0.0766546, -0.08933414, 0.09379291, 0.06804614) * g_7; + result += mat4(0.14762619, 0.052262735, 0.06740719, -0.029300386, -0.19549088, -0.21684435, -0.085099526, -0.055771094, 0.010171737, -0.14868538, 0.115141615, -0.051683053, -0.044367358, -0.18520084, -0.06393748, 0.0010731925) * g_8; + result += mat4(-0.14650695, 0.08601589, 0.12697595, 0.13276917, 0.108520165, 0.1912617, 0.019971784, 0.14559254, -0.028546251, 0.08042131, -0.09087924, -0.02770981, 0.15391286, 0.05714011, 0.04471975, 0.037705023) * g_9; + result += mat4(-0.12902713, 0.28093, -0.29668728, -0.09586236, 0.11485171, -0.06694571, 0.16276729, -0.2492834, 0.022340612, 0.09901862, -0.172989, 0.16625328, -0.10677142, -0.19990413, 0.16999872, 0.31516576) * g_10; + result += mat4(0.05200403, -0.17484799, -0.09285037, 0.22709143, 0.14310056, 0.20167555, 0.07357741, 0.04894263, -0.18580721, 0.0037048862, 0.07984998, 0.109460205, -0.1658866, 0.0067397184, 0.10205478, -0.30009425) * g_11; + result += mat4(0.01906955, -0.01307976, -0.054768458, 0.10404966, 0.023302928, 0.1506304, -0.24312226, 0.09407256, 0.14547575, -0.09326737, 0.05963468, -0.17096291, -0.03973353, -0.012859634, -0.011132303, -0.23727575) * g_12; + result += mat4(0.018458707, -0.08093601, -0.084748484, -0.032792903, 0.023445344, 0.0038735385, -0.047041256, 0.031227939, 0.016863292, 0.022734966, 0.000798652, 0.20134626, 0.10911789, -0.2571384, 0.12569575, 0.12899989) * g_13; + result += mat4(-0.02005358, -0.13560984, 0.16960412, 0.07813574, 0.14358784, 0.114273846, -0.06344754, -0.022004206, 0.048542615, -0.21317734, 0.06406535, -0.116627425, -0.016013943, -0.080993414, 0.15286861, -0.0021789172) * g_14; + result += mat4(-0.051536534, 0.085252315, -0.12893482, 0.19260244, -0.087101154, -0.08621803, -0.0064267796, -0.013781654, -0.0952192, 0.11305202, -0.23815015, -0.033821765, -0.059584074, 0.1069189, -0.21070237, -0.034997597) * g_15; + result += mat4(0.08561619, 0.0930155, 0.33753118, -0.031700823, 0.09551905, 0.080744945, 0.011288477, 0.061302166, 0.056226872, -0.10404533, -0.055435713, 0.004116961, -0.14561117, 0.17033315, 0.12503803, -0.07372825) * g_16; + result += mat4(-0.09182204, -0.09104942, 0.041599516, 0.16590819, 0.00983582, 0.10518859, -0.113934346, -0.104463175, -0.00079954404, 0.034999546, 0.13909996, 0.0493524, 0.19881092, -0.096706204, 0.14631568, -0.008105569) * g_17; + result += mat4(-0.00929841, 0.03932664, -0.054535374, 0.07319642, -0.09397188, 0.078899324, 0.1951339, -0.07413376, -0.0461229, -0.09307032, -0.039535936, 0.1277176, -0.1613869, 0.06263851, -0.19089746, 0.07733326) * g_18; + result += mat4(-0.116017684, 0.17785975, -0.08255256, -0.017906634, 0.079656884, 0.1062068, -0.07560774, 0.05632323, 0.06347149, -0.0038651915, 0.18395548, -0.018724794, 0.06897179, -0.017391736, -0.09945868, 0.007462038) * g_19; + result += mat4(0.09895682, 0.0008542192, 0.040768873, 0.0739274, 0.04401002, -0.17797345, 0.108511046, -0.1596793, -0.3202953, 0.25767303, 0.114281945, 0.10362787, -0.010467758, -0.040315267, 0.03151773, -0.18630013) * g_20; + result += mat4(-0.16360605, -0.11041179, 0.08405035, 0.11882953, -0.061490558, -0.06537877, -0.039295603, -0.085139036, 0.13128738, 0.093954295, 0.17564337, 0.0050902218, 0.057772268, 0.03324601, 0.02978617, 0.045452252) * g_21; + result += mat4(0.009214316, 0.2615397, -0.32527506, 0.0049241674, -0.12779853, -0.009896386, -0.063335165, 0.014920392, -0.012698124, 0.053253584, 0.21158943, 0.047342606, -0.0747987, 0.018429412, -0.09028407, -0.0753332) * g_22; + result += mat4(-0.21073934, -0.39829832, 0.5173677, -0.016563633, 0.17195706, 0.13737291, 0.0993746, -0.019057626, -0.09700681, -0.05018698, 0.017614022, 0.22466557, -0.08776291, -0.41851798, 0.063330576, 0.15770285) * g_23; + result += vec4(-0.00083234225, 0.029220644, -0.021711512, -0.010490012); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!SAVE conv1ups +//!WIDTH conv0ups.w 3 * +//!HEIGHT conv0ups.h 3 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.013302941, -0.012109221, -0.06313667, 0.09708466, -0.061930988, -0.17332557, -0.044160333, -0.045447584, 0.04980775, -0.0770489, -0.019508807, 0.05925226, 0.023843545, -0.009858849, 0.12557454, 0.061080087) * go_0(-1.0, -1.0); + result += mat4(-0.049381237, -0.04050252, 0.007745774, 0.018472156, 0.064121254, 0.10730991, -0.026749168, -0.20549676, 0.02111079, -0.04714038, 0.061985523, 0.059314404, 0.056193776, 0.05460613, -0.05048156, -0.037642002) * go_0(-1.0, 0.0); + result += mat4(-0.05243881, -0.11460298, 0.06347575, 0.034983244, -0.07240566, 0.0077540586, 0.062388044, 0.061501957, -0.02154012, -0.31468394, -0.2113008, -0.026369544, 0.022035569, 0.06545593, 0.045535706, -0.051696356) * go_0(-1.0, 1.0); + result += mat4(0.03909915, 0.04560666, -0.060659245, 0.009675541, 0.02234295, -0.16511336, 0.019792031, -0.072006695, -0.05174611, -0.08620188, 0.006188406, -0.1319623, -0.0060644588, -0.02393468, 0.112303495, 0.020241998) * go_0(0.0, -1.0); + result += mat4(0.07232408, 0.040370155, -0.082784384, -0.017102133, -0.12151326, 0.10356652, -0.08922711, 0.3347708, 0.03863442, 0.0055784183, -0.042502668, -0.08173994, -0.12469258, -0.13697472, 0.16401985, 0.23741859) * go_0(0.0, 0.0); + result += mat4(-0.07384484, -0.15330909, 0.02873694, 0.098877445, -0.08014638, -0.3273885, 0.031516522, -0.12096309, 0.036241468, -0.1335509, -0.011663839, 0.09570681, 0.08264948, -0.06310915, -0.092751674, -0.015709676) * go_0(0.0, 1.0); + result += mat4(0.006247492, 0.00461466, -0.008895174, 0.0060241744, -0.061306674, -0.14361435, -0.011478359, -0.03232262, 0.08014461, -0.005829564, -0.044880565, 0.08709057, -0.04303573, -0.10923612, 0.12544714, 0.020221673) * go_0(1.0, -1.0); + result += mat4(-0.12337789, -0.010765891, -0.018776434, -0.0024736745, 0.02569967, -0.14181122, -0.115160815, -0.03887438, -0.030257745, -0.027906833, 0.035361852, 0.018330969, -0.025505567, 0.04050716, 0.024523402, -0.090780504) * go_0(1.0, 0.0); + result += mat4(0.120609745, -0.084908605, -0.034662176, -0.023245517, 0.02722118, -0.089459956, 0.015492279, -0.08203262, 0.002386625, -0.00928232, -0.0571666, -0.008234634, 0.07422278, -0.03094113, -0.0141155105, -0.06636182) * go_0(1.0, 1.0); + result += mat4(0.011082948, -0.058803063, 0.024828104, 0.059398144, -0.007348608, -0.050983507, -0.05401309, -0.020016963, -0.034054358, -0.007618273, 0.13229546, -0.016255377, 0.109534, -0.03596513, -0.028141145, 0.09585966) * go_1(-1.0, -1.0); + result += mat4(0.008277244, -0.09203936, -0.11599702, 0.03232159, 0.070328124, -0.16420361, -0.16313204, -0.054277748, 0.002922495, -0.020103376, 0.17503816, 0.024415495, -0.021941114, -0.19877355, 0.06335682, -0.030403662) * go_1(-1.0, 0.0); + result += mat4(-0.11055535, -0.11391272, -0.056144655, 0.075731516, -0.02628106, 0.16784728, -0.11808693, -0.026273083, -0.043469157, 0.031772617, 0.00937826, 0.14148627, 0.030202564, 0.1280365, -0.010620431, -0.02047345) * go_1(-1.0, 1.0); + result += mat4(-0.0104838675, 0.016618986, -0.009782691, 0.06283955, 0.0031849968, -0.17475526, -0.0080999555, 0.05982882, -0.0452169, -0.053171888, -0.14011732, 0.06907014, 0.03619321, -0.041850798, -0.045879535, 0.032479163) * go_1(0.0, -1.0); + result += mat4(0.025500499, 0.027577246, 0.025213921, -0.008017244, 0.02781052, -0.013167181, -0.4103526, 0.17850031, 0.16433816, 0.079108596, 0.21011126, -0.20257612, -0.033543546, -0.0678866, 0.013160764, 0.02026467) * go_1(0.0, 0.0); + result += mat4(-0.07155754, 0.0013978203, 0.011611807, -0.09917595, -0.111368425, 0.0033274605, -0.15162435, -0.011835687, -0.09026789, -0.08395621, 0.2153951, 0.08362553, 0.016216682, -0.15161297, 0.021178178, 0.013977836) * go_1(0.0, 1.0); + result += mat4(-0.042056683, 0.045064047, 0.039709255, -0.007281443, -0.0083612, -0.21972413, 0.17280287, -0.040411394, -0.033877213, -0.031675044, 0.15172487, -0.16823475, 0.011251, -0.10751146, -0.03703622, -0.0015994076) * go_1(1.0, -1.0); + result += mat4(-0.10160262, -0.085398495, 0.030651808, 0.0383625, 0.090408884, 0.0559912, -0.09584017, 0.021680398, 0.0020458086, -0.04230424, -0.045559246, -0.05657164, -0.021027206, -0.11491259, 0.017873693, 0.07012374) * go_1(1.0, 0.0); + result += mat4(0.06746937, 0.06177675, -0.0069657834, 0.17145541, -0.11660231, -0.09986818, -0.05313927, -0.02293038, 0.067609206, 0.024575058, 0.2045605, -0.02894548, -0.01402746, -0.037871428, -0.026082579, 0.1496422) * go_1(1.0, 1.0); + result += mat4(0.078850545, -0.089004256, 0.03264684, 0.0501401, -0.051582705, 0.13331461, -0.04854971, -0.056578197, -0.22619192, 0.035058744, 0.029899048, -0.007877467, 0.013764741, 0.07651721, -0.018574424, 0.017737282) * go_2(-1.0, -1.0); + result += mat4(0.039094422, -0.004039775, 0.07236476, 0.003665929, -0.10906161, -0.01206319, -0.06806159, 0.03218018, -0.16351025, -0.088042565, 0.06665855, 0.049080636, 0.17470343, 0.10616311, -0.004475735, 0.048703376) * go_2(-1.0, 0.0); + result += mat4(-0.1152178, 0.0014156736, -0.019587241, 0.060342357, -0.043316048, 0.099263184, 0.028288733, 0.039652467, 0.08970648, -0.10041962, -0.03238429, -0.104765356, 0.052427232, 0.17590371, 0.004267056, 0.12794496) * go_2(-1.0, 1.0); + result += mat4(-0.094192885, -0.114988096, -0.1360759, -0.098745346, 0.18817306, -0.0015580812, -0.08784492, 0.03697599, 0.12092391, -0.10114108, 0.14371401, 0.029552504, 0.010409395, -0.01989149, -0.04604743, -0.04340521) * go_2(0.0, -1.0); + result += mat4(-0.12453975, -0.19952826, -0.27039337, 0.2360734, 0.00678138, 0.02095393, 0.100797586, -0.10189031, -0.063709445, 0.17529346, -0.062517226, -0.13606744, -0.084416196, -0.0055361073, -0.05210923, 0.09984934) * go_2(0.0, 0.0); + result += mat4(-0.12885356, -0.16880307, -0.0001863282, -0.0793993, 0.060133148, -0.19816521, 0.045271244, -0.13431291, 0.16515693, 0.032550003, 0.077373095, -0.03247844, -0.045571126, 0.021893652, -0.09743241, -0.06921362) * go_2(0.0, 1.0); + result += mat4(-0.008643703, -0.046968583, 0.06146367, 0.08677877, 0.019170603, 0.10999073, -0.11692821, 0.04721949, -0.06677058, 0.037462547, -0.016399851, -0.054998178, 0.0010376096, -0.012338041, -0.12463497, -0.035169076) * go_2(1.0, -1.0); + result += mat4(-0.04090923, -0.14220549, 0.020020986, 0.056473326, 0.042374853, -0.006250005, -0.13552494, 0.13658978, 0.03867219, -0.22706173, -0.059060037, 0.058993474, -0.009761021, 0.0649011, 0.021675201, -0.07276663) * go_2(1.0, 0.0); + result += mat4(-0.09555326, -0.025236163, -0.023861893, 0.033659693, 0.06791347, 0.0038955666, -0.0035532173, 0.053630196, -0.041177604, 0.07108558, 0.02016919, -0.021497505, 0.029573523, -0.09735415, -0.0048350454, 0.15181093) * go_2(1.0, 1.0); + result += mat4(0.045933276, -0.13515158, 0.009228187, -0.023743628, 0.06935336, -0.09187734, 0.09560265, 0.018566938, 0.0056412164, 0.078544505, -0.0434581, 0.050385367, 0.03622581, -0.03934777, -0.0720889, 0.029343527) * go_3(-1.0, -1.0); + result += mat4(-0.016562965, -0.12820166, 0.187874, 0.052941903, -0.06391782, -0.05377054, -0.03781532, 0.097536914, -0.037013177, 0.01989198, -0.11597446, 0.049370047, -0.054080885, -0.028636862, 0.11394634, -0.023754608) * go_3(-1.0, 0.0); + result += mat4(-0.03802489, -0.12530291, 0.06871729, 0.06918327, -0.019695487, -0.023304746, 0.060946856, -0.0049567944, 0.106213786, 0.058396086, 0.05231142, -0.0024309857, 0.12408028, 0.070039384, 0.035425793, 0.03330205) * go_3(-1.0, 1.0); + result += mat4(0.043777816, -0.10805039, 0.078217655, -0.030811466, -0.03608898, -0.2795718, 0.012454856, 0.07049292, -0.025119923, -0.19395687, -0.04589363, 0.13516338, 0.030751783, -0.009450481, 0.048920903, -0.00737198) * go_3(0.0, -1.0); + result += mat4(-0.014000674, -0.04759161, 0.12826595, -0.0017642565, 0.098676436, -0.09442378, -0.01646663, -0.1617878, 0.00297917, 0.08397787, -0.13660042, 0.005527846, -0.049080744, -0.0055450965, -0.0064818114, 0.2587199) * go_3(0.0, 0.0); + result += mat4(-0.16226773, -0.043329936, 0.083710335, -0.15756485, -0.066259176, -0.060702555, -0.027182754, -0.029777676, 0.01748842, -0.026523704, 0.06930076, -0.023998197, 0.1211762, -0.13004777, -0.011516853, -0.13729261) * go_3(0.0, 1.0); + result += mat4(-0.040247727, -0.07228051, -0.10298301, 0.040875547, -0.065911025, 0.078728564, 0.091330856, 0.03677556, -0.02498122, 0.06769627, 0.07218384, 0.0014566458, -0.0061442303, 0.0086917095, -0.03522804, -0.048330314) * go_3(1.0, -1.0); + result += mat4(-0.085488304, 0.045127705, 0.056196738, -0.008514246, 0.03025027, -0.06269085, 0.05313679, 0.0559912, 0.10766719, -0.03209936, -0.16946507, 0.29393998, -0.031926937, -0.07863495, -0.030471357, 0.055307366) * go_3(1.0, 0.0); + result += mat4(-0.012295731, -0.06375684, -0.03832078, -0.094785616, -0.04646916, -0.015403718, -0.026596554, 0.021867264, -0.0046984944, -0.13694204, 0.02145514, 0.03470416, 0.008190091, -0.10182426, -0.03259911, 0.1075029) * go_3(1.0, 1.0); + result += mat4(-0.0650494, -0.18079701, -0.14010891, -0.004066129, -0.05072928, 0.0018696968, 0.03767962, -0.07010998, -0.018155852, -0.029851597, 0.008525998, 0.059236698, 0.060635366, -0.13664672, -0.054963786, 0.073119365) * go_4(-1.0, -1.0); + result += mat4(-0.051663123, -0.09044231, -0.03534349, -0.15994835, 0.024488913, 0.0584757, 0.09839963, -0.07536733, 0.0044920277, -0.10165498, 0.03752505, 0.029572235, -0.0023792398, 0.06688532, 0.043044716, -0.01899362) * go_4(-1.0, 0.0); + result += mat4(0.07849525, -0.119271405, -0.042811632, -0.041626964, 0.07545159, 0.09997577, 0.038823277, 0.016443461, -0.0266621, 0.010088829, 0.07879706, -0.038422294, -0.02001026, 0.026069399, 0.031395063, -0.05815041) * go_4(-1.0, 1.0); + result += mat4(-0.10023367, -0.15057774, 0.11619864, 0.04397611, 0.05037631, -0.031356625, 0.03666611, -0.02845634, -0.01911539, 0.11408594, 0.0028843323, 0.00953394, -0.055057246, -0.025956526, -0.061221384, -0.017955333) * go_4(0.0, -1.0); + result += mat4(0.26597527, -0.058314674, -0.0962066, 0.0329729, 0.07357752, 0.03271384, -0.21533425, 0.003768839, -0.057712875, 0.07121388, 0.013715649, -0.0831189, -0.0714431, 0.15299971, 0.064914055, 0.015535985) * go_4(0.0, 0.0); + result += mat4(-0.04039884, 0.037581284, -0.05443885, 0.08152066, -0.12128733, -0.008086967, -0.014204756, -0.11120005, 0.041684013, 0.03309785, -0.034556545, -0.06864393, -0.0022722657, -0.028678812, -0.08264872, 0.0701991) * go_4(0.0, 1.0); + result += mat4(-0.10624094, -0.19902161, -0.0005582792, -0.067009926, -0.018467264, -0.02690888, -0.0667423, -0.10409132, -0.077332675, -0.011604726, 0.009276279, -0.08974004, 0.118050486, 0.021480683, -0.08997368, 0.07959985) * go_4(1.0, -1.0); + result += mat4(0.09592302, -0.034064777, -0.048709914, 0.07789593, -0.007592094, -0.14113013, 0.0022574468, 0.019824523, -0.0081383325, -0.052283287, -0.064616494, 0.058260158, 0.033303212, 0.11416393, -0.008896697, 0.056191042) * go_4(1.0, 0.0); + result += mat4(-0.09941444, 0.17776787, 0.08561235, 0.15629978, 0.029634742, 0.045361564, 0.069890365, 0.0502319, 0.0067809476, 0.002047603, 0.11407937, 0.070114724, -0.05679617, -0.013912256, 0.013542715, 0.009444194) * go_4(1.0, 1.0); + result += mat4(-0.09517508, 0.12489528, -0.09313998, 0.084405266, -0.012441074, -0.022242859, 0.066346034, 0.00423023, 0.07987826, 0.07892257, -0.04575329, 0.19474448, -0.026493892, 0.24483079, -0.06354224, -0.03634207) * go_5(-1.0, -1.0); + result += mat4(-0.20302604, -0.039948568, 0.07857904, 0.11902675, -0.1203945, -0.1137728, 0.11020989, 0.019995924, -0.08365092, 0.011009447, 0.057313416, -0.030036483, -0.09064193, -0.032565292, -0.017696097, -0.011385602) * go_5(-1.0, 0.0); + result += mat4(0.10052054, 0.05342487, 0.009398622, 0.054070834, 0.101007484, -0.006665345, 0.1355569, 0.08262319, 0.031365715, 0.0012569521, -0.15938771, 0.09937696, 0.016955657, 0.1656698, -0.08221579, -0.0028464093) * go_5(-1.0, 1.0); + result += mat4(-0.046993867, -0.0022476215, -0.0197642, -0.10299419, 0.11698557, 0.06490302, -0.10495608, -0.019674003, 0.01826878, -0.014951087, -0.115536615, 0.015294204, 0.07070401, 0.033796053, 0.07290711, 0.057128504) * go_5(0.0, -1.0); + result += mat4(0.14300628, 0.033920567, -0.03373897, -0.11916015, -0.11102183, 0.10348178, -0.062176403, -0.011974135, -0.042116582, -0.05768072, -0.08173329, 0.044289242, 0.07154812, -0.06653242, 0.1222195, -0.027933054) * go_5(0.0, 0.0); + result += mat4(0.011026182, 0.1474295, 0.044019394, -0.03795345, -0.03516014, -0.11315762, 0.1868038, -0.006420206, 0.08232553, 0.07102735, -0.0747307, -0.054918274, -0.14558811, -0.13853562, -0.061922804, -0.00053793436) * go_5(0.0, 1.0); + result += mat4(-0.04198045, -0.013528373, -0.06373842, -0.05723647, -0.003746356, -0.09432193, -0.07273958, 0.008901301, 0.05507108, 0.015500663, -0.030242283, -0.041867077, 0.014223666, 0.09469508, 0.14336528, -0.034044564) * go_5(1.0, -1.0); + result += mat4(-0.0063387724, 0.08452984, -0.264555, 0.033493947, -0.17020273, -0.078654096, -0.15834045, 0.038642615, 0.012779747, -0.12424039, -0.023711318, 0.009101309, 0.00013816432, 0.12049601, 0.009272076, -0.05309427) * go_5(1.0, 0.0); + result += mat4(0.037508354, -0.2442116, 0.021651942, 0.07430792, 0.21032251, -0.06076358, -0.028722458, 0.07380247, 0.050493255, 0.08592788, -0.11068984, 0.049933717, 0.015327649, 0.045943547, 0.1052948, -0.12438453) * go_5(1.0, 1.0); + result += mat4(0.033120137, 0.09498402, -0.0062918505, -0.047866907, 0.054291245, 0.08793476, 0.09881014, 0.057913892, -0.014999754, -0.0022956284, -0.028194167, -0.032369655, -0.062466048, 0.05508422, -0.03297725, -0.0712404) * go_6(-1.0, -1.0); + result += mat4(-0.027029142, 0.006814352, -0.12207318, -0.0837586, 0.045617107, -0.19415045, -0.007876237, -0.09544452, -0.06238176, -0.16177872, 0.020406803, -0.045421902, 0.040982667, 0.22643211, -0.09372224, -0.13222997) * go_6(-1.0, 0.0); + result += mat4(0.042335346, 0.051937085, -0.048556026, -0.080059804, -0.009402667, 0.07920275, -0.10520585, -0.007990247, 0.04183933, 0.003921662, -0.110800825, -0.01207025, -0.06777714, -0.09229314, 0.027066117, 0.005739622) * go_6(-1.0, 1.0); + result += mat4(0.11718687, 0.0014740648, 0.0014242693, 0.032715335, -0.10010754, 0.0032826837, 0.17515422, -0.056723364, -0.0028685564, -0.09708139, 0.048960317, 0.024024323, 0.07038842, -0.07588745, -0.07245765, 0.044466607) * go_6(0.0, -1.0); + result += mat4(0.014662583, -0.12738252, 0.020766586, 0.0048829406, 0.054304354, -0.24371675, 0.0069901417, 0.15611398, 0.08597663, -0.020829398, 0.08081248, 0.020133939, -0.047713336, -0.07476831, -0.19282238, -0.054291427) * go_6(0.0, 0.0); + result += mat4(0.11392736, 0.11086032, 0.042832635, 0.024812821, -0.07461503, 0.059356652, -0.0024148151, 0.056102235, -0.08269376, -0.042141598, -0.016610144, 0.17488524, -0.05575371, 0.016265644, -0.089853615, -0.10817013) * go_6(0.0, 1.0); + result += mat4(0.010313293, -0.080664426, -0.04608331, 0.0012904583, 0.008532067, -0.09848448, 0.10097231, -0.016924951, 0.07665192, -0.027563078, -0.06378092, 0.10343629, -0.036384467, -0.053149298, -0.05503227, -0.033580408) * go_6(1.0, -1.0); + result += mat4(0.0102611305, 0.06236239, 0.038469147, -0.02564957, -0.049344275, -0.11265859, 0.13378103, -0.14377357, -0.00529987, -0.123281956, 0.074118905, 0.07079952, -0.0033021853, -0.15583162, -0.044389617, -0.062361106) * go_6(1.0, 0.0); + result += mat4(-0.004327561, 0.0012946475, 0.07154309, -0.077916645, 0.0007642713, 0.046212055, 0.0002446218, -0.12240067, -0.016727991, -0.023611335, 0.019070385, -0.017550457, -0.014729117, -0.08566113, -0.04489458, -0.12663332) * go_6(1.0, 1.0); + result += mat4(-0.04067448, -0.06376398, 0.020526867, 0.048773874, -0.046569902, 0.06464818, 0.056337003, 0.059694003, 0.065464124, -0.05376251, 0.05192921, -0.06261051, 0.048732128, -0.21190256, 0.15265064, -0.10474625) * go_7(-1.0, -1.0); + result += mat4(-0.0060280073, -0.061969724, -0.13169117, -0.1065949, 0.012384613, -0.03140488, -0.14643228, -0.06445609, 0.03988464, 0.04069182, 0.11866323, -0.19688562, -0.022739897, -0.21755488, -0.26377398, 0.06296565) * go_7(-1.0, 0.0); + result += mat4(-0.038920067, 0.058767352, 0.04357755, -0.056931626, -0.11520747, 0.030253679, 0.0422195, 0.0006937393, 0.0026942384, -0.017490983, -0.04594496, -0.018090999, -0.014340467, -0.053819276, -0.064896226, 0.22955441) * go_7(-1.0, 1.0); + result += mat4(-0.10237155, -0.14842659, -0.10546103, -0.055438522, -0.003674975, 0.022769332, 0.034824487, -0.099618606, -0.037216857, -0.0075835097, -0.07321481, 0.005553139, -0.049160898, -0.35594824, -0.0024691792, -0.0859826) * go_7(0.0, -1.0); + result += mat4(0.09589093, -0.36798313, -0.02544282, 0.09927271, 0.12121946, 0.06693128, -0.29467553, 0.1289274, -0.17023526, 0.1666999, 0.040806666, 0.06447546, 0.01383325, 0.1211838, -0.058053695, -0.11778658) * go_7(0.0, 0.0); + result += mat4(-0.18717405, -0.052822214, -0.16398504, -0.03264915, -0.17919281, -0.11834617, -0.049907073, 0.030273635, -0.004461265, 0.04638514, -0.05242928, 0.037246257, 0.0018656829, -0.033204567, -0.15611818, -0.08455959) * go_7(0.0, 1.0); + result += mat4(0.086630985, -0.057505272, -0.05761554, -0.076787725, 0.06376212, 0.070872895, -0.07744048, -0.1004346, -0.008703667, 0.08795953, 0.057223864, -0.030474983, -0.019109305, -0.26056463, -0.026397053, 0.055543657) * go_7(1.0, -1.0); + result += mat4(0.08602437, -0.16896045, -0.014315812, -0.0025012635, 0.015201334, -0.02628133, 0.1048174, 0.11787258, 0.020329308, -0.09259717, 0.022915883, -0.0073836856, 0.053537913, 0.16166794, 0.06464622, -0.05345328) * go_7(1.0, 0.0); + result += mat4(-0.10102555, -0.061532248, -0.0020540385, 0.07147, 0.0032743628, -0.041727625, 0.040523455, 0.10719813, -0.002222984, -0.022821166, -0.0136224665, -0.045646656, 0.028015751, 0.04479589, 0.09885242, 0.09787546) * go_7(1.0, 1.0); + result += vec4(-0.0060217623, 0.041483153, 0.0048249145, -0.017846024); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!SAVE conv1ups1 +//!WIDTH conv0ups.w 3 * +//!HEIGHT conv0ups.h 3 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.031008404, -0.011465885, 0.028804773, 0.08732154, 0.14858758, -0.06855531, 0.08654593, 0.08536834, -0.0021101234, -0.042634897, 0.028098369, -0.06972104, 0.011399145, -0.0014535368, 0.13077526, 0.07995592) * go_0(-1.0, -1.0); + result += mat4(0.010890346, -0.06969674, 0.0076265433, -0.040633325, -0.12110143, -0.056799456, -0.0205289, 0.08947316, -0.012298458, -0.01051004, 0.039724167, 0.088776864, -0.040965777, 0.045863073, 0.026792718, 0.039780125) * go_0(-1.0, 0.0); + result += mat4(-0.0340985, 0.05213031, -0.002855445, -0.05174458, 0.058242504, -0.15634227, 0.098159306, -0.10653778, 0.0016934654, -0.029484536, -0.040153738, -0.06573923, -0.18439578, -0.1180248, 0.028968213, 0.10975639) * go_0(-1.0, 1.0); + result += mat4(-0.034522086, 0.1852845, -0.04576851, -0.015495429, -0.046609726, 0.102509156, -0.06131082, 0.018652035, 0.117570154, 0.023014406, -0.07642013, 0.0005472012, 0.07815475, 0.112316325, -0.16485958, 0.14599887) * go_0(0.0, -1.0); + result += mat4(-0.016921889, 0.04045604, 0.033173054, -0.072843954, 0.060644727, 0.12849148, 0.09025381, -0.15483984, 0.12790702, -0.09211152, -0.10658567, 0.004824856, 0.134074, -0.20682883, -0.0085312035, -0.045595698) * go_0(0.0, 0.0); + result += mat4(0.013238752, -0.014482704, -0.0109714605, 0.038535867, 0.037316132, -0.05308324, 0.017015684, 0.018103467, 0.005436139, -0.19934523, 0.09792159, 0.018661212, -0.08748789, 0.44144687, -0.0136271035, 0.11021046) * go_0(0.0, 1.0); + result += mat4(-0.0035254008, -0.0065662623, -0.018577693, 0.10395831, 0.028003007, -0.072180696, -0.04154409, 0.047752302, -0.02166001, 0.110732704, -0.16691324, 0.007526681, 0.011662007, -0.06613109, -0.14197223, -0.021485122) * go_0(1.0, -1.0); + result += mat4(0.028545767, 0.024394669, 0.0475819, 0.010204303, 0.0365447, 0.059255905, 0.060434323, -0.001578529, 0.00048043136, -0.010875573, -0.061176434, -0.028864788, -0.011236091, 0.07505333, -0.13191745, -0.07800606) * go_0(1.0, 0.0); + result += mat4(-0.044323623, 0.078716405, -0.010331392, 0.032246176, -0.01249593, -0.08949986, -0.118050285, 0.035310894, -0.10616151, 0.07004332, -0.13434112, 0.0022753936, 0.041931115, 0.010988529, -0.013373345, -0.07067911) * go_0(1.0, 1.0); + result += mat4(-0.14712968, 0.1303748, -0.053401075, -0.023067327, 0.07157392, 0.083951645, 0.06708938, -0.035423923, -0.13326603, -0.07072154, -0.18883637, -0.006823134, -0.17648292, 0.012428894, -0.08602724, 0.018545955) * go_1(-1.0, -1.0); + result += mat4(0.06221596, 0.09295542, -0.045385316, 0.07151344, 0.12789287, -0.012532345, 0.061951842, 0.059415627, 0.12539576, -0.08936331, 0.017873151, 0.12734255, 0.20109344, -0.21870106, -0.084215574, -0.07280641) * go_1(-1.0, 0.0); + result += mat4(-0.06738234, 0.09147441, 0.041747097, -0.11318767, 0.12008906, -0.08196032, 0.2298444, -0.013110108, 0.028941683, 0.12892896, -0.18524298, -0.0054568923, -0.0733691, 0.06493855, -0.026495539, -0.13440488) * go_1(-1.0, 1.0); + result += mat4(-0.07081254, -0.105720386, -0.029545268, 0.02414829, 0.10516828, -0.12950762, -0.088243686, -0.015089033, -0.14964604, -0.04668208, -0.026110154, -0.07517621, 0.024665853, 0.019628176, 0.0060402313, -0.060436286) * go_1(0.0, -1.0); + result += mat4(-0.08785425, 0.22962672, -0.12026621, 0.10627598, -0.3047981, 0.51479566, -0.17230198, 0.2026062, -0.0379354, 0.012929606, -0.22320692, -0.06296055, 0.16262105, 0.1315961, -0.10810794, -0.19850464) * go_1(0.0, 0.0); + result += mat4(-0.009786277, -0.024214577, 0.02804766, 0.014877924, -0.057604343, 0.012398648, 0.083221175, -0.051111076, 0.09313298, -0.19954021, -0.07838303, -0.14760832, -0.15472609, 0.0016322685, 0.014124812, 0.019143919) * go_1(0.0, 1.0); + result += mat4(-0.1327438, 0.034639187, -0.07155029, -0.05428827, -0.0060247434, -0.019542854, -0.08956798, -0.046781395, 0.03547983, -0.045186084, -0.06544417, 0.028352752, 0.081525125, -0.04527624, -0.042973306, 0.0133456215) * go_1(1.0, -1.0); + result += mat4(0.082099594, -0.003517408, -0.10405705, -0.004880443, -0.018541284, -0.08050822, -0.07433882, 0.007555451, 0.18573646, -0.07627161, -0.19172893, 0.031078884, -0.07604259, -0.067458645, -0.040240597, 0.016424658) * go_1(1.0, 0.0); + result += mat4(-0.09285982, 0.03702614, 0.05502789, 0.089517176, 0.14276125, -0.066872776, 0.016766513, 0.0032915426, -0.009963559, 0.009266318, -0.21723224, 0.034167703, -0.06856292, 0.031691033, 0.004908423, 0.07134705) * go_1(1.0, 1.0); + result += mat4(-0.042145792, -0.10246125, -0.18380879, 0.103197545, 0.047554307, 0.025613371, -0.057588324, 0.06244151, -0.23517399, -0.0020249686, -0.13443345, 0.05500381, -0.035253894, 0.011858585, -0.05196646, 0.027936863) * go_2(-1.0, -1.0); + result += mat4(0.04582865, 0.03387131, -0.0066644573, 0.045029428, -0.11422369, -0.056692857, -0.0753103, -0.13071376, -0.08764278, -0.094083555, 0.002910678, -0.052890077, 0.020475945, 0.018347086, -0.073296964, -0.054450788) * go_2(-1.0, 0.0); + result += mat4(0.06461033, -0.073843196, 0.09765554, -0.037457455, 0.0062603327, -0.051824745, -0.07597401, 0.020344062, 0.09807387, -0.12680094, 0.021457015, 0.04032044, 0.026994463, 0.0040843, -0.06258326, -0.07865831) * go_2(-1.0, 1.0); + result += mat4(0.06398405, 0.061654173, -0.0928112, -0.024058253, 0.069616415, -0.04526044, 0.022841258, -0.016704313, 0.047107253, 0.0035107392, 0.07093496, -0.19753708, 0.07726589, -0.0035802037, 0.032700732, -0.10351143) * go_2(0.0, -1.0); + result += mat4(-0.1883097, 0.7686166, -0.17206053, 0.16430104, -0.043986835, 0.053507116, -0.035720207, 0.022487193, 0.0048673707, 0.06604675, -0.19849421, 0.37677363, -0.04760138, 0.058882833, 0.046481196, -0.090708144) * go_2(0.0, 0.0); + result += mat4(-0.08256388, -0.009658597, 0.11603224, 0.08182191, -0.049587876, 0.08696885, -0.021588787, 0.06389069, -0.044780742, -0.11804188, 0.07203591, -0.10631222, -0.12557079, 0.33360577, -0.20704676, 0.2573384) * go_2(0.0, 1.0); + result += mat4(-0.14224637, -0.037939772, -0.031396743, 0.020173592, 0.0012089742, -0.11998399, 0.08884611, -0.015090299, 0.041187376, -0.103968844, -0.013064329, -0.010832061, 0.10114273, -0.047685403, 0.05036981, 0.09274703) * go_2(1.0, -1.0); + result += mat4(-0.08130449, 0.014743827, 0.008584026, -0.07025528, 0.038753156, -0.04853088, 0.010250739, -0.017090026, 0.101440206, -0.008712098, 0.006890931, -0.05716923, -0.045884974, 0.059291344, 0.11988196, -0.054974318) * go_2(1.0, 0.0); + result += mat4(0.04417951, -0.018678278, 0.07733477, 0.0067202407, 0.06177814, -0.13700502, 0.029271573, -0.017253505, 0.0212933, -0.10743522, -0.030371934, -0.053786937, 0.06649077, -0.05904024, -0.045880776, 0.053040594) * go_2(1.0, 1.0); + result += mat4(0.071562596, 0.0599166, -0.11720189, -0.014309535, -0.071373016, -0.016130127, -0.023780769, -0.001997018, -0.047778614, 0.029659528, -0.07897074, 0.050803836, 0.089349575, -0.08217411, -0.024224421, -0.024255265) * go_3(-1.0, -1.0); + result += mat4(0.006486515, -0.0658084, 0.022323247, 0.028965151, -0.012854999, -0.042212423, -0.008945042, 0.023361161, -0.03675071, 0.14935836, -0.22781968, -0.014056356, 0.08634443, 0.05687153, -0.052160293, 0.043717593) * go_3(-1.0, 0.0); + result += mat4(0.034421425, -0.104020424, 0.03797237, -0.03182555, 0.015753355, -0.046845365, 0.12137585, -0.093341276, -0.05402398, -0.079497576, -0.039373532, -0.04817569, 0.00938727, -0.027714383, -0.17566422, 0.02621762) * go_3(-1.0, 1.0); + result += mat4(-0.037846185, -0.053527895, -0.01955246, 0.0072346497, 0.1365148, -0.019329185, -0.12526068, -0.067949176, -0.107519604, 0.25747687, 0.04999606, -0.09500717, 0.18016966, -0.07374666, 0.0367582, -0.02093543) * go_3(0.0, -1.0); + result += mat4(0.046785537, -0.11026977, -0.05605464, -0.06209614, -0.04510055, 0.33856943, -0.18717079, 0.18384393, 0.06757486, 0.047074385, -0.36588484, 0.44135252, 0.06773761, 0.028485816, 0.12253952, -0.22326814) * go_3(0.0, 0.0); + result += mat4(-0.16639298, -0.07726947, -0.2069561, 0.12912624, -0.047143582, -0.11922356, -0.04531498, 0.016899964, -0.087376475, -0.01820976, 0.036773693, -0.015254593, -0.0029660047, 0.086795226, -0.16820423, 0.10935757) * go_3(0.0, 1.0); + result += mat4(0.055851273, 0.023897754, -0.18374673, 0.05872144, -0.072863765, -0.06460372, -0.054022614, 0.025372153, -0.19265196, -0.13349138, -0.027415652, -0.024564927, 0.071687825, -0.0447081, 0.017670501, -0.037018225) * go_3(1.0, -1.0); + result += mat4(-0.034506638, 0.111800216, -0.056136444, 0.009130966, -0.008260899, -0.03986616, -0.008006292, -0.020072196, -0.05764171, 0.21278518, 0.010525654, -0.04605175, -0.0444743, -0.010333986, -0.11199592, 0.11432997) * go_3(1.0, 0.0); + result += mat4(-0.07349431, 0.085572414, -0.014262764, 0.03399024, -0.08379838, 0.023632318, -0.0047551957, -0.013593632, -0.05024371, 0.08246164, -0.039576717, 0.031761006, -0.08950343, 0.07214142, 0.04231203, 0.008964006) * go_3(1.0, 1.0); + result += mat4(0.10519713, -0.12181931, -0.044800512, -0.0975902, 0.022226086, -0.07705521, -0.005750007, -0.081744365, 0.09161395, -0.057876665, 0.04768033, -0.0021973122, 0.115828395, 0.117363855, -0.06433652, -0.06858771) * go_4(-1.0, -1.0); + result += mat4(0.10305197, 0.059339043, -0.009076516, 0.15241532, -0.023003059, -0.039116282, 0.007089471, 0.029722707, -0.12735485, 0.18283232, -0.008489334, -0.012340658, 0.012051598, 0.15442379, 0.0063788225, 0.040199857) * go_4(-1.0, 0.0); + result += mat4(0.031345658, -0.03299968, -0.02227589, 0.06350165, -0.094423585, 0.02391686, -0.03692, -0.01623574, 0.009499508, -0.044783738, 0.08103209, 0.13681574, -0.10161464, -0.0049570557, -0.004671283, 0.06324168) * go_4(-1.0, 1.0); + result += mat4(0.06973929, -0.08125205, 0.039238486, 0.008494621, -0.03362637, -0.13971058, -0.08779752, -0.04247522, -0.099697195, -0.10650161, 0.03173315, 0.0675486, -0.12178111, -0.06946877, 0.12116126, -0.12293393) * go_4(0.0, -1.0); + result += mat4(-0.11153587, 0.17274657, 0.25114337, -0.024364363, -0.28806034, 0.5905429, -0.21663332, -0.04236629, -0.06033586, 0.0979595, -0.05407545, -0.006356241, -0.058945447, -0.046933945, -0.0051267073, 0.05030332) * go_4(0.0, 0.0); + result += mat4(0.036083777, -0.12136545, 0.016119994, -0.17773823, -0.10501043, -0.15533139, -0.09568148, 0.095158465, 0.11572994, -0.06980699, -0.09450004, 0.12020959, 0.091611065, 0.047535863, -0.021822795, -0.08473378) * go_4(0.0, 1.0); + result += mat4(-0.006276857, -0.07919089, 0.037926722, -0.06551658, -0.06413601, 0.089460276, 0.055634685, -0.016767453, 0.019613141, -0.041047532, 0.13762267, 0.038212962, -0.039029744, 0.07851155, 0.024156535, -0.031414095) * go_4(1.0, -1.0); + result += mat4(0.01696545, -0.06862619, -0.05076128, 0.056593467, -0.031035822, 0.012779944, -0.10558284, 0.069119655, -0.027278284, -0.045623723, 0.10541084, -0.105388716, -0.0031919298, 0.027849128, -0.020345552, 0.05059751) * go_4(1.0, 0.0); + result += mat4(0.023966562, -0.11092116, -0.15836681, 0.07327251, 0.03193834, -0.10829199, -0.008094687, 0.01985965, 0.013845133, 0.041301657, -0.024273552, -0.01684502, -0.10236365, 0.09499202, 0.077759326, 0.02580412) * go_4(1.0, 1.0); + result += mat4(-0.15272804, 0.03605143, 0.024180673, -0.045909654, -0.02811938, -0.02902313, -0.007802541, -0.0007955463, -0.011438571, 0.027032603, -0.034869343, 0.0362012, 0.13182172, -0.06486951, 0.0481704, -0.02153055) * go_5(-1.0, -1.0); + result += mat4(-0.108471416, -0.18573213, 0.17924283, -0.13284327, -0.078454465, -0.15354046, -0.019610127, 0.02049554, -0.037968334, -0.040843084, 0.07908988, -0.07928059, -0.11305105, -0.016429799, 0.011323485, -0.012159079) * go_5(-1.0, 0.0); + result += mat4(0.04628693, 0.032325752, -0.11833712, -0.08622061, 0.054224003, 0.009549531, -0.15820543, -0.05318651, 0.017258435, 0.019506872, -0.047184687, -0.025512999, -0.014390608, 0.18302508, 0.08423897, 0.105141826) * go_5(-1.0, 1.0); + result += mat4(0.20094486, -0.10344139, -0.0816851, 0.03548702, 0.10059125, -0.025172016, 0.025312323, 0.035228524, 0.24204572, -0.0020250736, 0.090121426, -0.08913212, -0.05302668, -0.055286966, 0.045870047, 0.054198977) * go_5(0.0, -1.0); + result += mat4(0.028196108, -0.108475365, 0.30534136, -0.060468867, -0.028125746, 0.08913541, -0.16427155, -0.1438726, -0.076729536, 0.12067497, 0.10610023, -0.13761236, -0.14798948, 0.008888801, -0.0709601, 0.18086153) * go_5(0.0, 0.0); + result += mat4(0.032356992, -0.09507882, 0.04416305, 0.1702381, 0.022765236, -0.03384779, -0.18818499, -0.0009667982, -0.08211374, 0.056179576, 0.11203229, 0.032677874, 0.023131043, 0.017385522, 0.038859185, 0.07689254) * go_5(0.0, 1.0); + result += mat4(-0.19946569, 0.10223578, -0.011007075, -0.012054017, -0.04111069, 0.045821026, 0.091568366, -0.010135607, -0.06486816, -0.0150876, -0.0038319398, -0.013001018, 0.06501192, -0.05501628, -0.06579173, 0.0627125) * go_5(1.0, -1.0); + result += mat4(-0.08876346, -0.21195786, 0.10352787, -0.17021365, -0.006207832, 0.0028155188, 0.020609817, 0.11699775, 0.0052554943, 0.023174284, 0.08324736, 0.10552884, -0.10677746, -0.022280341, -0.14452647, -0.16428481) * go_5(1.0, 0.0); + result += mat4(0.06881423, 0.01654907, -0.043833572, -0.12763122, -0.07845995, 0.061439924, -0.04598429, -0.021198804, 0.024270453, -0.1110317, 0.12623245, -0.073741674, 0.009267273, 0.072253376, -0.068827786, -0.04491686) * go_5(1.0, 1.0); + result += mat4(-0.043868385, -0.014294971, 0.061818495, -0.016603304, -0.12991363, -0.077007964, -0.01579917, 0.031680174, 0.02590703, -0.044807542, 0.05999355, 0.0062399143, -0.031505365, 0.06474619, -0.03626056, 0.048004076) * go_6(-1.0, -1.0); + result += mat4(0.038369924, -0.03947042, -0.016183259, -0.11240926, 0.0008569211, 0.062523685, 0.022099469, -0.027852431, 0.010759101, 0.061643828, 0.14736107, -0.012628838, -0.042291123, -0.028651314, -0.012728941, 0.030505417) * go_6(-1.0, 0.0); + result += mat4(0.019744126, 0.03155705, -0.049746685, 0.06542934, 0.02858851, -0.2151479, 0.036535185, 0.043711018, 0.046170764, 0.23783721, 0.040217318, 0.116410784, 0.025489636, 0.15418963, 0.060821977, -0.20146777) * go_6(-1.0, 1.0); + result += mat4(0.040525097, -0.17018317, 0.08478497, 0.101141945, -0.094823174, -0.04014186, -0.20789629, 0.13119611, 0.04872673, 0.038843364, 0.068146, -0.017992882, -0.09282702, -0.08551181, 0.17525405, -0.07220005) * go_6(0.0, -1.0); + result += mat4(0.109676786, -0.12872697, -0.05436481, -0.11297899, -0.3476076, 0.05067064, 0.030256622, -0.30482042, -0.032375194, 0.027036665, 0.01133723, 0.13354962, 0.18458062, 0.26173958, -0.1249422, 0.11495221) * go_6(0.0, 0.0); + result += mat4(-0.009070609, -0.05915893, 0.04994127, -0.033699673, -0.19568527, 0.08026953, -0.0058027157, 5.710049e-05, 0.07458601, 0.059805725, -0.012785105, -0.057371218, -0.021203447, -0.0831785, -0.059901994, 0.021137169) * go_6(0.0, 1.0); + result += mat4(0.13914044, 0.08213803, -0.046812594, -0.051657073, 0.055824798, 0.019892078, -0.13527681, 0.04723963, -0.025625791, 0.12068978, 0.02892825, 0.01725807, -0.040226247, 0.008963409, -0.081254825, 0.030524898) * go_6(1.0, -1.0); + result += mat4(-0.096388586, -0.09470215, -0.031716563, -0.02802906, 0.056972828, -0.11674046, -0.13467172, 0.02885707, 0.0010936497, 0.20470308, -0.04868091, -0.046199847, -0.17659225, 0.0016437034, 0.09892104, -0.045414075) * go_6(1.0, 0.0); + result += mat4(0.102783784, -0.058230758, -0.03910727, 0.008618775, 0.111812234, -0.042372532, -0.1602116, 0.06516997, 0.042304363, -0.047125086, -0.007799068, -0.0026155375, -0.021414453, -0.15102598, 0.08804141, -0.025863212) * go_6(1.0, 1.0); + result += mat4(0.0461152, 0.068066984, 0.054625124, 0.020383677, -0.047841873, 0.0016214666, 0.16666421, -0.019880379, 0.04783381, 0.070898876, -0.003605519, 0.010822775, -0.13464326, -0.044939514, -0.030663107, -0.04876943) * go_7(-1.0, -1.0); + result += mat4(-0.1099557, -0.0035630472, -0.027051058, 0.019699687, -0.03816215, -0.12261269, -0.112815104, 0.021155255, 0.109936185, -0.0036407611, 0.16894779, -0.103013456, -0.10129641, -0.106872186, 0.09342769, 0.09902944) * go_7(-1.0, 0.0); + result += mat4(0.04047511, -0.13067627, 0.025302676, 0.0095386235, 0.045809217, -0.05629087, 0.0057874685, 0.0128096, -0.03240341, 0.19302836, -0.010918225, 0.078637995, 0.06271552, 0.1079944, 0.16571811, 0.044243533) * go_7(-1.0, 1.0); + result += mat4(-0.08516292, -0.13506281, 0.016411733, -0.037751447, 0.08214346, -0.04948113, -0.009616542, 0.018149093, -0.16575205, -0.009300949, 0.0027886638, -0.034679346, -0.0794298, 0.15937836, -0.034461062, 0.08001157) * go_7(0.0, -1.0); + result += mat4(-0.17600851, 0.09873957, 0.08284445, -0.015754513, -0.17487402, 0.53612226, -0.042821396, 0.06933355, 0.11381474, -0.21294361, 0.113365375, -0.013826238, 0.091339335, 0.24697854, -0.018973138, -0.036277413) * go_7(0.0, 0.0); + result += mat4(-0.012352867, 0.10416108, 0.041876342, -0.042264193, -0.0018209369, -0.00015610301, 0.09828008, -0.08931842, 0.09973317, 0.017358495, -0.0067921923, -0.1913181, 0.10408541, -0.14452516, -0.24339683, -0.229857) * go_7(0.0, 1.0); + result += mat4(0.11225237, 0.09031479, -0.029238584, 0.04946851, 0.027025592, 0.06579225, 0.06403362, 0.015332076, -0.035474565, -0.027897194, 0.14082736, 0.016864734, -0.020415042, 0.008544985, 0.1300136, -0.13145682) * go_7(1.0, -1.0); + result += mat4(-0.13369688, 0.044651154, -0.064976804, 0.040835142, 0.15221307, -0.13437937, 0.0407457, -0.035302322, 0.02344516, 0.039198324, 0.060809214, 0.0068535395, 0.097570136, -0.083958484, -0.105391674, 0.037805457) * go_7(1.0, 0.0); + result += mat4(-0.14296855, 0.055651464, -0.035387635, 0.018673616, 0.076377265, -0.084642775, -0.04023962, -0.029588478, 0.019257369, -0.037873138, 0.0959468, 0.009150044, 0.07325122, -0.0314821, -0.15528563, 0.026186097) * go_7(1.0, 1.0); + result += vec4(0.005299386, -0.027750058, -0.023926897, 0.035113588); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!SAVE conv1ups2 +//!WIDTH conv0ups.w 3 * +//!HEIGHT conv0ups.h 3 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.6666666666666666)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.010773379, -0.13325028, 0.018346136, -0.1528716, -0.008146797, -0.06865242, 0.026818737, -0.09192424, -0.013648478, -0.0063683107, 0.093234375, 0.023920773, 0.02764375, 0.06564008, -0.01728772, -0.060859874) * go_0(-1.0, -1.0); + result += mat4(-0.12984093, 0.04984877, -0.21090752, 0.11165147, 0.124122895, 0.03448219, -0.09239323, 0.05502295, 0.17123832, -0.11718176, 0.013252649, -0.11461373, -0.056559496, 0.065270536, -0.05776972, -0.15349244) * go_0(-1.0, 0.0); + result += mat4(-0.107380085, -0.0113808615, 0.034637388, -0.048696794, -0.020139214, 0.00511338, 0.07097862, 0.0276873, -0.16981296, 0.047338087, 0.034067165, 0.092465065, 0.05999313, -0.07313168, 0.037693758, -0.0136288805) * go_0(-1.0, 1.0); + result += mat4(0.06796589, 0.14916262, -0.014025722, 0.066943124, 0.07855196, -0.08027092, -0.028968493, -0.010354844, 0.010685491, 0.04052424, 0.01975656, 0.03735782, -0.050862215, -0.05990837, -0.06510049, -0.2621827) * go_0(0.0, -1.0); + result += mat4(-0.037818376, 0.019700428, -0.002068841, 0.109060474, -0.10419003, -0.05105347, -0.048809715, -0.08464524, 0.034123164, 0.08841003, 0.07322615, -0.15412502, -0.28987047, 0.09626004, -0.0020555016, -0.015246429) * go_0(0.0, 0.0); + result += mat4(-0.10053273, 0.025809454, -0.041451488, -0.0069105863, 0.040212274, -0.04725307, -0.019760838, 0.010779229, -0.23969308, 0.023900993, 0.109835714, 0.10725643, -0.0040658796, -0.03961479, 0.02375363, -0.033095315) * go_0(0.0, 1.0); + result += mat4(0.007179336, -0.082703255, -0.1074364, -0.055340555, -0.029045733, -0.017448, -0.18798883, -0.0032630584, -0.010201595, -0.0048396504, 0.077003516, 0.065719225, 0.12778524, -0.06626283, -0.017082622, -0.0078512095) * go_0(1.0, -1.0); + result += mat4(-0.014353138, -0.006521591, -0.06909371, 0.012736149, -0.09435836, 0.1356958, -0.10366593, -0.0041438877, 0.009628175, 0.0040859925, -0.011165481, -0.033345588, -0.15237702, -0.0312087, 0.015260385, 0.0444127) * go_0(1.0, 0.0); + result += mat4(-0.014442371, 0.07676754, 0.022262538, -0.054716088, 0.030293861, -0.052963722, -0.021812383, -0.08621222, 0.14342898, 0.045112547, -0.060227357, 0.023352282, 0.16399784, -0.0672968, -0.0042051235, -0.1532131) * go_0(1.0, 1.0); + result += mat4(-0.020918218, 0.027395459, 0.0034248426, 0.08012823, -0.028371952, 0.036689103, 0.037822366, -0.16905384, -0.017041866, 0.06836204, -0.082468145, 0.07333768, -0.037686534, 0.017951455, -0.0018828547, 0.11055776) * go_1(-1.0, -1.0); + result += mat4(0.053536154, 0.05730052, -0.0054992423, -0.18550403, -0.023312157, -0.013950997, 0.009165346, 0.008073371, 0.05624439, 0.0014130961, 0.016543431, 0.06241809, 0.13670938, 0.00073126826, 0.001624247, 0.038753796) * go_1(-1.0, 0.0); + result += mat4(-0.0034311383, 0.007116817, 0.07452105, 0.011659134, -0.039772984, 0.059292104, 0.013225541, -0.04408646, 0.045066684, 0.048012637, 0.0011449073, 0.066179775, 0.028537784, 0.033542667, 0.099778004, 0.070685156) * go_1(-1.0, 1.0); + result += mat4(-0.0055496367, 0.08168228, -0.06103792, -0.078700975, 0.06955946, -0.009078723, 0.060624007, 0.057150934, 0.08676531, 0.0018657611, -0.06831008, -0.05569419, 0.08463942, 0.031226939, -0.04730966, -0.011964031) * go_1(0.0, -1.0); + result += mat4(0.12260423, 0.032514203, 0.008911303, -0.096912995, -0.03747238, -0.16325665, 0.1038572, -0.07069152, 0.15991132, -0.12686451, 0.14852794, 0.07974434, 0.037139475, -0.04096373, 0.042356372, -0.10029258) * go_1(0.0, 0.0); + result += mat4(-0.143151, -0.011595066, -0.068581596, 0.04138238, 0.08284006, -0.11732088, -0.0722425, -0.09281078, -0.23166539, 0.014771085, -0.10103986, 0.13934317, -0.17696716, 0.07486307, 0.055908978, -0.033082455) * go_1(0.0, 1.0); + result += mat4(0.05647076, -0.03206714, 0.07350139, -0.021267304, -0.116772406, 0.087762445, -0.03098456, 0.08932057, 0.025874196, -0.05827575, 0.020726373, -0.016715106, -0.069426864, -0.07060441, 0.056842018, -0.0679174) * go_1(1.0, -1.0); + result += mat4(-0.020990308, 0.15429191, 0.019629922, -0.030022325, -0.031660795, -0.0202408, -0.15422063, -0.026117325, -0.047787428, 0.08214524, 0.06016401, 0.16167365, 0.007815569, 0.076847136, 0.108483985, -0.07652778) * go_1(1.0, 0.0); + result += mat4(0.036064994, 0.038581718, 0.054312762, 0.040499184, 0.057826247, 0.051615417, -0.021165349, 0.022500448, 0.12059116, -0.13938737, 0.037203502, -0.096839115, 0.06128667, 0.016831718, -0.00871193, 0.0029930167) * go_1(1.0, 1.0); + result += mat4(-0.03706134, -0.023336586, 0.0048238738, 0.052703153, -0.06411955, -0.022989376, 0.084334195, 0.0030104967, -0.059048247, 0.0007168811, 0.018406779, -0.08931013, 0.015542656, 0.067232944, -0.12162123, 0.09243458) * go_2(-1.0, -1.0); + result += mat4(0.09631325, -0.05062902, -0.032008, -0.03494745, 0.03680838, -0.016007978, 0.1681059, 0.031155972, 0.1804909, -0.025729256, 0.025354143, -0.23486479, -0.03127292, -0.10423701, -0.0015036232, 0.017207187) * go_2(-1.0, 0.0); + result += mat4(0.050898142, -0.0066546467, 0.022708563, -0.08773856, -0.10027636, -0.04240748, 0.06386405, 0.13314565, 0.16859622, -0.105117716, 0.06399669, 0.032869946, 0.062459636, 0.06715258, 0.008070547, -0.022548271) * go_2(-1.0, 1.0); + result += mat4(0.116793595, 0.01273089, 0.022750624, -0.11072361, -0.009085662, 0.025767995, -0.012590074, 0.017745938, -0.023533886, -0.091529116, -0.005602433, 0.043459848, 0.09943287, -0.053660534, 0.14189643, 0.023697853) * go_2(0.0, -1.0); + result += mat4(-0.29917693, 0.023385998, -0.18892145, -0.08375141, 0.11016133, 0.092272624, -0.1946611, 0.09891922, 0.20492458, 0.12035902, 0.00074596977, -0.19037278, -0.067086115, 0.02135167, -0.054288723, 0.06540246) * go_2(0.0, 0.0); + result += mat4(0.054839212, -0.032581944, -0.026213324, -0.13856673, 0.09290412, 0.15453708, -0.14585601, -0.040790234, -0.022451773, -0.07595546, -0.0025928882, -0.003461436, 0.034573015, -0.012333621, -0.1586153, -0.06915793) * go_2(0.0, 1.0); + result += mat4(0.013772437, -0.019608572, -0.045185592, -0.16802783, 0.037788764, -0.049791697, 0.013531896, 0.10313015, -0.009065438, 0.11559135, -0.006117876, 0.064848155, -0.014022131, -0.034237325, -0.057020474, 0.0037476006) * go_2(1.0, -1.0); + result += mat4(-0.037832692, 0.026490564, -0.046946067, -0.14422522, 0.07729811, 0.044882588, 0.015131054, 0.008922788, 0.059674583, 0.040521197, -0.0483585, 0.03644257, -0.12222551, 0.038388293, -0.014869171, 0.006056235) * go_2(1.0, 0.0); + result += mat4(0.014899785, -0.00705499, 0.022272158, -0.03823196, -0.056899805, 0.008232538, 0.12835112, 0.007890736, -0.17642817, -0.13865739, -0.0008863866, -0.020847151, 0.07195754, 0.006228823, 0.0020501765, -0.033757832) * go_2(1.0, 1.0); + result += mat4(-0.019454308, 0.041543886, -0.10635596, 0.041844036, -0.07532158, 0.0015970292, -0.04835291, 0.0031403354, -0.0031588126, 0.0018797811, -0.012941282, 0.042755254, 0.06927625, -0.0029895287, -0.08432762, 0.08883082) * go_3(-1.0, -1.0); + result += mat4(0.04124189, -0.17871232, 0.029984072, -0.11300213, -0.08678469, -0.08368963, 0.07457151, -0.16380833, 0.054542996, 0.068214625, 0.05323982, -0.08397058, 0.05747041, -0.077369794, -0.062131416, -0.06138352) * go_3(-1.0, 0.0); + result += mat4(-0.0007387199, 0.0005401213, 0.030776624, -0.02367931, 0.048268933, -0.10748841, -0.015453994, -0.045566984, -0.022275386, -0.06585294, 0.068738, -0.04186048, 0.013701639, 0.025698824, 0.042036224, -0.03185016) * go_3(-1.0, 1.0); + result += mat4(-0.13094874, -0.0560659, -0.063632995, -0.089430586, -0.034798793, -0.055078138, 0.07083631, -0.07542177, -0.25205824, 0.18131877, -0.06970177, 0.059663247, 0.008941054, -0.0749315, 0.10443532, -0.014879092) * go_3(0.0, -1.0); + result += mat4(0.060569935, -0.0074758953, -0.055940595, 0.15320498, 0.055529255, 0.07498688, -0.24275857, -0.086847514, -0.10211266, -0.024097167, -0.20594142, -0.02878009, -0.2029714, -0.10487691, 0.03185034, -0.025810733) * go_3(0.0, 0.0); + result += mat4(-0.12118787, -0.10833348, -0.10401609, -0.08601061, -0.041819055, -0.07175898, 0.002354427, 0.02531539, -0.028673707, -0.124353334, 0.030226748, -0.033797923, 0.03136095, -0.04378527, 0.06578015, 0.06883648) * go_3(0.0, 1.0); + result += mat4(0.022786876, -0.106178455, -0.029356318, -0.070022464, 0.00922158, -0.024296954, 0.057507113, -0.13781165, 0.016173026, 0.05787189, 0.05150099, -0.05949634, 0.022618655, -0.01956636, -0.033876557, -0.072419226) * go_3(1.0, -1.0); + result += mat4(-0.08856093, 0.03388579, -0.086664826, -0.050871532, 0.00043561612, 0.14029606, 0.05862929, -0.05623749, 0.017565114, 0.011839109, 0.013828233, -0.18454114, -0.050516702, 0.087137595, 0.040252656, -0.01677913) * go_3(1.0, 0.0); + result += mat4(-0.03991627, 0.01261972, 0.054937847, -0.08364099, -0.05622806, 0.0047415774, 0.0048039337, 0.01480692, -0.0132515095, -0.004070498, 0.047340598, -0.041554607, 0.013471688, -0.0012447956, -0.039093062, -0.10907795) * go_3(1.0, 1.0); + result += mat4(0.021189118, -0.05241465, 0.042976, 0.034264904, -0.14510728, 0.02873931, 0.01845405, 0.12381923, -0.061601758, 0.014426877, -0.06421808, -0.028817724, -0.03168036, -0.035064895, 0.048245188, 0.03154415) * go_4(-1.0, -1.0); + result += mat4(-0.046921793, 0.12729059, 0.051400434, 0.12739788, -0.027870914, 0.06689444, 0.12776418, 0.018720536, -0.18006173, -0.026558192, -0.10393907, -0.06653183, 0.0386169, -0.02420454, -0.0069407905, -0.10674485) * go_4(-1.0, 0.0); + result += mat4(-0.06974602, 0.030878898, 0.035664577, 0.09163117, -0.03385263, -0.013981724, -0.05417749, 0.078872174, 0.077933654, -0.053969186, -0.075152665, -0.097501524, 0.007359103, -0.0055170334, -0.035784382, -0.011149727) * go_4(-1.0, 1.0); + result += mat4(-0.12600738, 0.112411655, 0.021003474, 0.08394408, -0.0068660914, -0.0070775487, -0.032542247, 0.06220799, 0.081130326, -0.020583797, 0.022266936, 0.02321497, -0.008355328, 0.042265356, -0.07767447, 0.094145864) * go_4(0.0, -1.0); + result += mat4(0.22157232, 0.07980892, 0.17811519, -0.3948419, -0.18386054, -0.012668223, -0.10646584, -0.103671126, 0.15824732, -0.019695727, -0.013494174, 0.111227505, -0.0058521237, 0.14865461, 0.18566546, 0.069290616) * go_4(0.0, 0.0); + result += mat4(0.070055425, -0.1583035, 0.016645938, -0.009720748, 0.09576679, -0.019951109, 0.044518013, -0.06335425, 0.08379782, 0.06047332, -0.16433978, -0.0034642057, 0.013061672, -0.007918953, -0.0049442975, 0.04942921) * go_4(0.0, 1.0); + result += mat4(-0.08114284, -0.018856885, 0.11689622, 0.06909917, -0.027572189, 0.016203558, 0.051501397, -0.034298997, 0.05772637, 0.019343115, -0.102042474, -0.037319086, -0.0630886, 0.0006934294, 0.08860384, 0.026380517) * go_4(1.0, -1.0); + result += mat4(0.16596714, 0.14505897, -0.04155494, 0.014704244, 0.07104893, 0.14335804, 0.0692165, -0.025348278, -0.014616563, 0.02670063, -0.01949867, -0.015292871, 0.070823014, -0.049257036, -0.0008982118, -0.008689293) * go_4(1.0, 0.0); + result += mat4(-0.046763286, 0.011514989, -0.122827835, 0.120339476, -0.019439874, -0.021164281, -0.03043122, 0.09880198, -0.02856512, -0.08784067, 0.088063225, -0.072501145, -0.17521285, 0.049274176, 0.030654777, 0.03219053) * go_4(1.0, 1.0); + result += mat4(0.010774123, 0.07244017, -0.027567, -0.3042531, 0.013650298, -0.033108883, -0.006992217, 0.078730345, 0.02122525, 0.01613853, 0.13223703, 0.022128796, 0.06624568, 0.0015342244, 0.0050394353, 0.014934483) * go_5(-1.0, -1.0); + result += mat4(-0.068451814, 0.04524881, 0.13098826, -0.047229577, -0.089810416, 0.05024813, -0.023596698, 0.019852864, -0.09382708, 0.047823515, 0.046208918, 0.038787603, -0.18016998, 0.041748315, 0.04991817, 0.14533369) * go_5(-1.0, 0.0); + result += mat4(0.007943992, -0.035991993, -0.021322006, -0.023561362, 0.03333043, -0.1209179, 0.019207314, 0.0375389, 0.06877566, 0.11280428, 0.01314338, 0.07742383, 0.026820341, 0.03379967, -0.06119831, -0.14328238) * go_5(-1.0, 1.0); + result += mat4(-0.10927233, -0.060229287, 0.028159766, 0.07981562, -0.034203906, 0.02898321, -0.08962518, -0.026310142, -0.019359693, 0.08630387, -0.062503956, 0.107800014, -0.077233255, -0.013736811, 0.06765195, -0.111615986) * go_5(0.0, -1.0); + result += mat4(0.056070946, -0.1673722, -0.068222955, 0.14344302, 0.008550983, 0.109370075, -0.0718237, -0.21439798, 0.087295316, -0.02002976, 0.0492294, 0.07230409, 0.10336873, -0.028268235, -0.04916943, -0.09327968) * go_5(0.0, 0.0); + result += mat4(0.07781267, 0.048755344, 0.10299425, -0.10144247, -0.02797835, 0.045273103, -0.03212181, -0.058474842, -0.08691153, -0.081011154, 0.09422595, -0.045192823, 0.020862237, 0.0037564635, -0.06350643, 0.10690313) * go_5(0.0, 1.0); + result += mat4(-0.049739495, 0.06048482, -0.08281123, -0.028578287, -0.03144295, -0.10446834, -0.0053704865, -0.17024766, -0.058496293, -0.051011022, 0.011326107, 0.061208814, 0.11980172, -0.055324163, -0.14052723, 0.053606875) * go_5(1.0, -1.0); + result += mat4(0.05487482, -0.18271531, 0.05642448, -0.1504291, 0.059293207, -0.011658486, 0.025785489, -0.09553413, -0.05519662, -0.05105145, -0.09886545, -0.02784561, -0.09035061, -0.014003552, -0.06263171, 0.17187388) * go_5(1.0, 0.0); + result += mat4(-0.11630435, -0.07242824, 0.09471105, -0.04403716, 0.056197144, 0.017389454, 0.050121296, -0.023262395, -0.07639264, 0.12836945, -0.03693076, 0.026727198, -0.045340326, -0.024228575, 0.046175115, -0.0023615584) * go_5(1.0, 1.0); + result += mat4(0.045673423, 0.029376771, 0.0058960076, -0.011690486, 0.040948313, 0.00033566428, -0.078610085, -0.1923095, 0.015124016, 0.03504836, 0.10945228, -0.04973195, -0.035196844, -0.002643685, 0.02339453, -0.092498146) * go_6(-1.0, -1.0); + result += mat4(-9.175144e-05, 0.033409104, 0.040829856, 0.04208305, 0.03220207, 0.08722399, -0.07321389, 0.08655354, 0.007852992, -0.08140217, -0.05744028, 0.1130556, 0.11585877, 0.033027284, 0.08954412, 0.09637844) * go_6(-1.0, 0.0); + result += mat4(0.009810212, -0.004692366, 0.016258111, 0.060675208, -0.0061935033, 0.060017355, -0.10624005, -0.103517056, -0.016645217, 0.06108931, -0.08404053, -0.052237418, -0.05495817, -0.041707195, -0.005650813, 0.10455568) * go_6(-1.0, 1.0); + result += mat4(-0.013510583, -0.0015044374, 0.023143407, -0.029222352, 0.04133373, -0.17958635, -0.004044454, -0.13689542, 0.044074584, -0.0022727505, -0.050793514, -0.0014197935, -0.012874273, 0.07767363, -0.0056788926, -0.060549226) * go_6(0.0, -1.0); + result += mat4(-0.20708455, 0.19714263, -0.047439054, 0.061314642, -0.13908294, -0.03564585, 0.18844455, -0.07656319, -0.027228372, -0.0003504338, -0.0876453, -0.16153371, -0.20206393, -0.0824074, 0.07426116, -0.03313524) * go_6(0.0, 0.0); + result += mat4(0.14003715, -0.04489994, 0.11727284, -0.02034374, 0.09415694, -0.09790171, 0.017811516, 0.004945408, 0.011151917, 0.0065421355, 0.0650504, 0.030591844, 0.023743728, 0.080276124, 0.03329977, -0.021011258) * go_6(0.0, 1.0); + result += mat4(0.033209547, -0.064974785, 0.037238188, 0.084603265, -0.07237624, 0.022390625, -0.03781584, -0.034842096, -0.14621674, 0.084718555, -0.0033507666, -0.002409852, -0.0334208, 0.038279716, 0.04241758, -0.007934263) * go_6(1.0, -1.0); + result += mat4(0.09260781, -0.03533289, 0.03948036, 0.0033985232, -0.061207756, 0.034610566, -0.021232948, 0.18351275, 0.0135108875, 0.023678917, -0.033803303, -0.03424109, 0.09098361, 0.044532146, 0.11310433, -0.13387783) * go_6(1.0, 0.0); + result += mat4(0.035433106, -0.013315172, -0.09899418, 0.010384595, 0.013123027, 0.13166636, -0.12113552, 0.07023188, -0.08677719, 0.10380258, -0.06491381, 0.088339224, 0.028492138, -0.013855274, 0.042146087, 0.037210286) * go_6(1.0, 1.0); + result += mat4(0.0118551655, 0.011881825, 0.0012513773, -0.29842687, 0.015152467, -0.012379885, 0.007491827, 0.04672621, -0.039018527, 0.063113146, -0.018338528, 0.08606183, 0.040836196, -0.014706618, 0.08505284, -0.053019464) * go_7(-1.0, -1.0); + result += mat4(0.085957885, -0.057026774, -0.10680372, -0.054673444, -0.044920642, -0.02150639, -0.19568424, -0.012167548, 0.0094547, -0.12740794, -0.09753801, 0.18647175, -0.011587946, 0.009045976, -0.055947494, -0.08864113) * go_7(-1.0, 0.0); + result += mat4(-0.10643029, 0.023644416, -0.042127535, 0.02908656, 0.07169349, 0.03850818, 0.059762653, -0.02633128, 0.054261427, 0.078785546, -0.047817495, -0.04075799, -0.12432041, -0.13646565, -0.07101156, -0.066338435) * go_7(-1.0, 1.0); + result += mat4(-0.0036060396, -0.0027861246, -0.038555164, -0.05322004, 0.10128716, 0.024530249, 0.013425216, 0.046541795, -0.0016057328, -0.0141123505, 0.032346413, -0.018870756, -0.00469762, -0.009107471, -0.14014857, 0.034257863) * go_7(0.0, -1.0); + result += mat4(0.032631207, -0.0023102923, 0.005430841, -0.2713018, -0.05554147, -0.050293513, -0.16733491, 0.072879665, -0.012097781, -0.047060948, 0.09123701, -0.044434346, -0.025493262, 0.24324937, -0.22666596, -0.007906154) * go_7(0.0, 0.0); + result += mat4(-0.06685568, 0.13164215, -0.1528712, 0.031538565, -0.08007672, 0.038792517, 0.02615036, 0.055107627, 0.044818852, 0.04285147, 0.014062777, -0.0074646017, 0.008171892, 0.018163204, -0.17619182, -0.04108532) * go_7(0.0, 1.0); + result += mat4(-0.015660536, -0.018938752, -0.005833929, -0.0035848632, 0.006549891, -0.021335827, -0.03022379, 0.14764309, 0.0432558, -0.044752058, -0.025852531, -0.024714898, -0.02366237, -0.05103176, 0.00095822517, 0.106250785) * go_7(1.0, -1.0); + result += mat4(-0.16938297, -0.057609215, -0.073838405, -0.20301907, -0.014371799, 0.10703029, -0.050330624, 0.056260847, -0.010663833, 0.029461538, 0.039329972, 0.03691592, 0.15988533, -0.14160618, -0.13238208, 0.055504102) * go_7(1.0, 0.0); + result += mat4(0.09897868, 0.094456755, -0.001765962, 0.074587665, 0.08853994, 0.090077385, -0.036821872, 0.023791702, 0.0013655893, -0.010292126, -0.006655838, 0.014772215, -0.1274574, 0.041696858, 0.027986838, 0.037936773) * go_7(1.0, 1.0); + result += vec4(0.0046476824, 0.027375836, 0.016970862, 0.011731038); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x3-(VL)-Conv-3x3x3x24 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv1ups +//!BIND conv1ups1 +//!BIND conv1ups2 +//!SAVE MAIN +//!WIDTH conv1ups.w +//!HEIGHT conv1ups.h +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv1ups2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv1ups2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.005254592, -0.018757867, -0.015085193, 0.0, 0.09495985, -0.16238034, -0.0053182673, 0.0, 0.05130886, -0.019089784, 0.0021606977, 0.0, -0.0050884252, -0.0148408925, -0.0039073024, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.0027982686, -0.0180415, -0.01787786, 0.0, 0.04666108, -0.16439973, 0.13316426, 0.0, -0.11120306, 0.065285176, 0.047622934, 0.0, -0.0004775587, 0.0035521288, 0.0008400152, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.017746428, -0.014509182, -0.010984747, 0.0, 0.06505376, 0.20612718, -0.03806855, 0.0, -0.01527659, -0.03466789, -0.020361444, 0.0, 0.011079114, 0.014947587, 0.008495816, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.07831245, 0.09598534, 0.08608037, 0.0, 0.008052521, 0.17842343, 0.15529382, 0.0, 0.15771978, -0.039439585, -0.012488644, 0.0, -0.007574169, -0.0015686441, -0.003389103, 0.0) * go_0(0.0, -1.0); + result += mat4(0.010234201, 0.039374817, 0.027153295, 0.0, -0.067681186, -0.120320305, 0.013762433, 0.0, -0.19075067, -0.020968745, 0.00012614117, 0.0, -0.004527889, -0.017591938, -0.008411707, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.0030420967, -0.001558541, 6.965576e-05, 0.0, -0.033608887, -0.09474971, -0.2262944, 0.0, -0.07190869, 0.020280447, 0.09521507, 0.0, 0.005413933, 0.008795136, 0.008203193, 0.0) * go_0(0.0, 1.0); + result += mat4(0.0015108645, 0.012904016, 0.016192287, 0.0, -0.064128086, 0.13379082, -0.35676238, 0.0, 0.05369797, -0.009161115, -0.054337718, 0.0, 0.018602658, 0.015447565, 0.016165644, 0.0) * go_0(1.0, -1.0); + result += mat4(0.008233469, -0.0154424505, -0.0029020428, 0.0, 0.04368308, 0.011088607, -0.0438222, 0.0, 0.108082294, 0.018478753, -0.06098108, 0.0, -0.010249234, 0.0012413476, -0.009973051, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.010265514, -0.0116993105, -0.017459782, 0.0, -0.08879862, 0.03483122, 0.35975364, 0.0, 0.0033217808, 0.017610483, 0.017924132, 0.0, 0.0043708533, -0.0005878419, 0.0020788403, 0.0) * go_0(1.0, 1.0); + result += mat4(0.013100638, 0.060279634, 0.05250057, 0.0, -0.0010344542, -0.00186081, -0.0039032432, 0.0, 0.02386054, -0.017394792, -0.011023623, 0.0, 0.0024469923, -0.011567568, -0.0060674627, 0.0) * go_1(-1.0, -1.0); + result += mat4(-0.008273639, -0.08614229, -0.08208723, 0.0, 0.0038485574, 0.0068076635, 0.008062351, 0.0, -0.041637324, -0.012542969, 0.039497502, 0.0, 0.0038057968, 0.011786499, 0.0063744723, 0.0) * go_1(-1.0, 0.0); + result += mat4(-0.020105148, -0.007642187, -0.030856, 0.0, -0.003524435, -0.00735857, -0.0053208256, 0.0, 0.03263318, -0.003193644, -0.014232393, 0.0, -5.833118e-05, 0.0017830055, 0.0030096706, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.016909711, -0.004058973, -0.014199138, 0.0, 0.0068232864, 0.004693168, 0.004873514, 0.0, -0.13790038, 0.08352342, -0.0324787, 0.0, 0.00041656455, 0.008086727, 0.0030545967, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.023683438, -0.09624147, -0.06831003, 0.0, -0.008321081, -0.0113018975, -0.008104185, 0.0, 0.050059218, 0.089206725, -0.09422268, 0.0, -0.009555781, -0.008833004, -0.0062801726, 0.0) * go_1(0.0, 0.0); + result += mat4(0.0006993997, 0.032285403, 0.0590182, 0.0, -0.0014223646, 0.008005577, 0.00064186833, 0.0, 0.21587205, -0.048408728, -0.09674616, 0.0, -0.0096332785, -0.01844816, -0.009809878, 0.0) * go_1(0.0, 1.0); + result += mat4(-0.0017698067, -0.011536847, -0.032046486, 0.0, 0.005225725, 0.006681489, 0.0057289354, 0.0, -0.027070515, 0.009334237, 0.08355905, 0.0, 0.009699363, 0.02103018, 0.020502198, 0.0) * go_1(1.0, -1.0); + result += mat4(-0.0068307347, 0.06917021, 0.039881486, 0.0, 0.0045612897, 0.0073527456, 0.0027704758, 0.0, -0.07681857, -0.024538197, 0.066249035, 0.0, 0.018884921, 0.0024185115, 0.008488438, 0.0) * go_1(1.0, 0.0); + result += mat4(0.0030933758, -0.0036962985, 0.016858855, 0.0, 0.0031607682, -0.0016671033, 0.0054770466, 0.0, 0.041883804, -0.05856681, 0.052265577, 0.0, -0.0034462444, 0.007220778, -0.0049047135, 0.0) * go_1(1.0, 1.0); + result += mat4(-0.008796289, -0.0024576676, -0.004595136, 0.0, -0.01892227, -0.02289196, -0.022207217, 0.0, 0.026002366, 0.00527656, -0.01178999, 0.0, -0.081901155, 0.092980735, 0.06647905, 0.0) * go_2(-1.0, -1.0); + result += mat4(0.013699341, -0.022251487, 0.00212006, 0.0, 0.0022527578, 0.005115263, 0.0024595936, 0.0, 0.06802264, 0.04361523, 0.011463202, 0.0, -0.08293379, -0.037324883, -0.014784007, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.050218523, 0.0035854764, -0.034595665, 0.0, -0.009185596, -0.008213256, -0.0063013337, 0.0, 0.051666725, 0.002519945, 0.020391578, 0.0, 0.003138411, 0.0067758807, -0.012770092, 0.0) * go_2(-1.0, 1.0); + result += mat4(0.032333378, 0.02466946, 0.022505494, 0.0, -0.0083795525, -0.008804619, -0.008356948, 0.0, 0.038903773, -0.016370708, -0.016763346, 0.0, -0.12162343, -0.08718591, -0.016114233, 0.0) * go_2(0.0, -1.0); + result += mat4(0.14274949, 0.14927898, 0.15043736, 0.0, 0.0155599965, 0.01959499, 0.01897414, 0.0, 0.1270164, 0.06282633, -0.04108991, 0.0, 0.13393795, 0.055132177, 0.0011949918, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.092501506, -0.13535453, -0.09822756, 0.0, -0.011943714, -0.014657381, -0.01672645, 0.0, -0.086055554, -0.094672106, 0.045871347, 0.0, 0.041400526, 0.017499585, -0.019431707, 0.0) * go_2(0.0, 1.0); + result += mat4(0.026763977, 0.014384241, 0.017063811, 0.0, -0.011180287, -0.0056468076, -0.01378504, 0.0, 0.023430727, 0.00082399184, -0.017604599, 0.0, 0.019577585, -0.042885717, -0.0019262027, 0.0) * go_2(1.0, -1.0); + result += mat4(-0.03158236, -0.011085954, 0.0062921573, 0.0, 0.0070171887, -0.0040961946, 0.008240083, 0.0, -0.16102828, -0.03115285, -0.032626532, 0.0, 0.048951775, 0.022836884, 0.0022947567, 0.0) * go_2(1.0, 0.0); + result += mat4(-0.02446834, -0.01722671, -0.04932979, 0.0, -0.018479923, -0.016315645, -0.014568363, 0.0, -0.08584075, 0.013530463, 0.02634945, 0.0, 0.03166419, -0.0038847823, 0.006631584, 0.0) * go_2(1.0, 1.0); + result += mat4(0.0046903454, -0.0078145955, -0.002881733, 0.0, -0.0032192532, -0.0023766425, -0.005304056, 0.0, 0.002075086, 0.001346401, 0.003119866, 0.0, 0.046239153, 0.0316365, 0.021611348, 0.0) * go_3(-1.0, -1.0); + result += mat4(0.0038853723, 0.026791377, 0.016439585, 0.0, 0.0029055811, 0.0021269377, 0.002880523, 0.0, 0.002842519, 0.003125611, 0.004247331, 0.0, -0.15446155, -0.11018698, -0.108689025, 0.0) * go_3(-1.0, 0.0); + result += mat4(0.009707763, 0.0062886328, 0.0095384335, 0.0, -0.0033002114, -0.0045184703, 0.00094776496, 0.0, 0.0074377013, 0.007007375, 0.0064297393, 0.0, -0.06333744, -0.063041285, -0.07653862, 0.0) * go_3(-1.0, 1.0); + result += mat4(-0.017742136, -0.015275463, -0.012908959, 0.0, -0.00021009381, -0.0070606046, -0.0011363884, 0.0, -0.0017327431, -0.007043264, 0.0009548218, 0.0, -0.0073412512, 0.017348787, -0.009653418, 0.0) * go_3(0.0, -1.0); + result += mat4(-0.024081307, -0.030407947, -0.022509713, 0.0, 0.00895745, 0.016481094, 0.011516272, 0.0, -0.0058401483, 0.0010116898, -0.0028305475, 0.0, 0.11353651, 0.05044185, 0.14216848, 0.0) * go_3(0.0, 0.0); + result += mat4(0.0006503813, -0.00843029, -0.010461295, 0.0, 0.002523751, 0.006565067, 0.00063075445, 0.0, 0.005178493, 0.000379669, 0.0020746172, 0.0, -0.025654146, 0.0088300295, -0.055120986, 0.0) * go_3(0.0, 1.0); + result += mat4(0.01604027, 0.017836839, 0.01756045, 0.0, -0.000653784, 0.0071525937, 0.0035807702, 0.0, -0.003669385, 0.0007951296, -0.0037883278, 0.0, -0.021026582, -0.030122342, -0.019120207, 0.0) * go_3(1.0, -1.0); + result += mat4(-0.0075783534, -0.017179204, -0.02404258, 0.0, 0.010827431, 0.003507088, 0.012902122, 0.0, -0.0054161274, -0.0057888385, -0.0051716617, 0.0, 0.05137473, 0.005526086, 0.04326977, 0.0) * go_3(1.0, 0.0); + result += mat4(-0.0031085038, -0.0028056738, 0.010588121, 0.0, 0.0028965238, 0.004071662, 0.000101293066, 0.0, 0.00040031073, -0.00041478255, -0.004495397, 0.0, -0.003207949, 0.031456985, -0.009085761, 0.0) * go_3(1.0, 1.0); + result += mat4(0.010081116, 0.002063289, 0.009083497, 0.0, 0.008646563, 0.0033220204, 0.021598583, 0.0, -0.0010274828, 0.008802747, 0.004317745, 0.0, 0.0038647072, 0.011780735, 0.012522434, 0.0) * go_4(-1.0, -1.0); + result += mat4(0.0057788608, 0.013678763, 0.0035954867, 0.0, 0.079623915, 0.064366356, 0.08500603, 0.0, 0.0037097908, -0.0040775114, -0.0030950457, 0.0, -0.00033510555, -0.007889699, 0.00041357763, 0.0) * go_4(-1.0, 0.0); + result += mat4(0.0032172403, 0.0019201472, 0.0013542707, 0.0, 0.022996396, 0.030808633, 0.021855233, 0.0, -0.006251132, -0.0006679484, -0.003631441, 0.0, 0.004161011, 0.00307829, 0.0055197086, 0.0) * go_4(-1.0, 1.0); + result += mat4(-0.00532508, -0.003511613, -0.007755409, 0.0, 0.060700998, 0.06649411, 0.061377708, 0.0, -0.0025372675, -0.004137292, -0.007275044, 0.0, -0.021939326, -0.005733262, -0.0047699506, 0.0) * go_4(0.0, -1.0); + result += mat4(0.009173537, 0.014304193, 0.010216183, 0.0, -0.31371036, -0.29929778, -0.32710865, 0.0, -0.006829652, 9.268505e-05, -0.0014750211, 0.0, 0.053703837, 0.06144078, 0.038678754, 0.0) * go_4(0.0, 0.0); + result += mat4(0.0048204805, 0.0030749908, 0.009710859, 0.0, 0.11020071, 0.09086675, 0.10684794, 0.0, -9.168709e-05, -0.011415532, -0.0067179725, 0.0, 0.014402705, 0.02327388, 0.012822647, 0.0) * go_4(0.0, 1.0); + result += mat4(0.002633879, 0.0151467025, 0.009785409, 0.0, 0.003971507, 0.020577636, 0.013059014, 0.0, 0.0015010595, -0.003990951, -0.0039251777, 0.0, -0.087732576, -0.1220461, -0.105398156, 0.0) * go_4(1.0, -1.0); + result += mat4(1.9667075e-05, -0.014126217, 0.0005683502, 0.0, 0.05864391, 0.08626182, 0.08147204, 0.0, -0.004497728, -0.009753341, -0.007827621, 0.0, -0.009917512, -0.0011731245, -0.011392064, 0.0) * go_4(1.0, 0.0); + result += mat4(-0.0009837402, 0.0006529726, -0.007407727, 0.0, -0.0009069719, -0.017210206, -0.021216527, 0.0, 0.0026864838, 0.0074854055, 0.011746227, 0.0, 0.015880473, -0.00025867054, 0.011937394, 0.0) * go_4(1.0, 1.0); + result += mat4(0.020672686, 0.024725065, 0.01964096, 0.0, 0.039276525, 0.034113694, 0.027934633, 0.0, -0.017184, -0.005851089, -0.004547797, 0.0, 0.0028518494, 0.0031415436, 0.00052153034, 0.0) * go_5(-1.0, -1.0); + result += mat4(-0.012319041, -0.00870564, -0.011336498, 0.0, 0.025565468, 0.07941423, 0.053138573, 0.0, -0.018912384, -0.027336033, -0.017181158, 0.0, -0.0049842624, -0.000989833, -0.0019915537, 0.0) * go_5(-1.0, 0.0); + result += mat4(0.0020394358, -0.0052042226, 0.0034736954, 0.0, 0.03258947, -0.0371258, 0.020906823, 0.0, -0.0013788573, -0.0031019335, -0.010819204, 0.0, 0.0012025153, -0.004350207, -0.0020159793, 0.0) * go_5(-1.0, 1.0); + result += mat4(-0.0034382, 0.0023128714, -0.0008744751, 0.0, -0.013170037, -0.004509947, -0.019914357, 0.0, -0.00392815, -0.00992706, -0.0051185694, 0.0, 0.004265402, 0.013595216, 0.003271742, 0.0) * go_5(0.0, -1.0); + result += mat4(-0.014518558, -0.02355717, -0.018948758, 0.0, 2.4407313e-05, -0.013244339, 0.0058093998, 0.0, 0.005873005, -0.0031970814, -0.0028208676, 0.0, 0.0060333544, -0.0013712785, 0.00630574, 0.0) * go_5(0.0, 0.0); + result += mat4(0.0010533057, 0.00064965064, -0.0041747424, 0.0, -0.0060379826, 0.013578647, 0.0025568828, 0.0, 0.021508852, 0.03151479, 0.03111494, 0.0, -0.009153297, -0.009173591, -0.011134595, 0.0) * go_5(0.0, 1.0); + result += mat4(-0.009181927, -0.013954441, -0.005982601, 0.0, -0.0044402024, -0.008755557, 0.003751448, 0.0, -0.0004215054, -0.013358171, -0.00969154, 0.0, 0.0007070342, -0.005016411, 0.0002690561, 0.0) * go_5(1.0, -1.0); + result += mat4(0.0021662863, -0.0071886997, -0.0042919647, 0.0, 0.0033834674, -0.0035246345, -0.007832887, 0.0, -0.010165766, 0.018209103, -0.0024470524, 0.0, -0.012310371, -0.015656961, -0.017626433, 0.0) * go_5(1.0, 0.0); + result += mat4(-0.0037462846, 0.005297534, 0.0028267305, 0.0, 0.0052644913, 0.018711697, 0.0070290607, 0.0, 0.013766243, 0.007410459, 0.0067783133, 0.0, -0.016693022, -0.0140022505, -0.009408555, 0.0) * go_5(1.0, 1.0); + result += vec4(0.0016032922, 0.0018567948, 0.001717782, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UL.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UL.glsl new file mode 100644 index 0000000..f216df1 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UL.glsl @@ -0,0 +1,4815 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.21686034, 0.010273451, 0.15376332, -0.22370663, -0.14823641, 0.05847777, -0.11170672, -0.2794799, 0.31577533, -0.105595954, 0.22051519, -0.3041742, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.18516932, -0.55408335, -0.21974638, -0.12663211, 0.15778883, -0.00079428876, 0.09723738, 0.24894303, 0.5431219, 0.46600795, 0.25859228, 0.5342776, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.09650102, 0.14374134, 0.009930892, 0.20204046, 0.29794076, -0.2009416, 0.40836716, -0.10684464, -0.10803752, 0.05385496, -0.14949757, 0.11512128, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.13328597, -0.05603695, 0.2066786, -0.2341972, -0.312389, -0.11184745, 0.41893005, -0.38365173, 0.10591462, -0.17695336, -0.5522976, -0.37277612, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.5247597, 0.44467092, 0.15017024, 0.23272365, -0.004378827, 0.5503159, 0.06559786, 0.63450027, -0.2821488, 0.70697284, 0.06037206, 0.14824837, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.27582723, 0.28981453, -0.27953598, -0.38641593, -0.069845125, -0.2876848, 0.42303023, 0.2096282, -0.46025985, 0.019995337, 0.14215434, -0.0032444412, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.3542521, -0.1290754, -0.33536354, 0.07639946, -0.21480027, 0.5740277, -0.2068473, -0.24294598, 0.06887606, 0.12432943, -0.2565582, 0.00022530541, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.34990567, -0.117348365, 0.16015093, 0.2501366, 0.19090433, -0.5718451, -0.22541083, 0.00674141, -0.1110584, -0.13668513, 0.14688468, -0.021032542, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.11405209, -0.19855933, 0.18547794, 0.22860141, 0.13999332, 0.14210562, -0.33748418, -0.122842506, -0.15546343, -0.024134178, -0.21489416, -0.0865141, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.006117499, -0.0031791371, 0.048566718, -0.021858927); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.10929366, 0.327926, 0.4713077, 0.19815566, 0.09252597, -0.12897652, 0.14017919, -0.117154755, 0.07230293, 0.10565211, 0.047754508, -0.1503215, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.0026017402, -0.056956105, 0.0695359, -0.40459624, -0.41438407, -0.24114844, 0.673736, 0.22991985, 0.17312498, -0.36519593, -0.3227756, -0.31550214, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.3247658, 0.18215618, -0.21491867, 0.10206452, 0.35056487, -0.04285168, -0.34823352, 0.2470923, 0.25979036, -0.48504788, -0.13086547, 0.099075995, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.040807806, -0.30899513, 0.2068589, 0.17732157, -0.086111076, 0.3898061, -0.11504756, -0.20005062, -0.29525205, -0.107833266, 0.227913, 0.06954518, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.4532243, 0.21249862, -0.24575852, 0.11716148, 0.13279238, 0.8276753, -0.100262396, -0.14868626, -0.05340188, 0.44897172, 0.18865296, -0.57959807, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.4039624, 0.09238004, -0.0056891013, 0.67555726, 0.14713438, -0.18302856, 0.022408731, 0.26836616, -0.4203644, -0.3223556, -0.476889, -0.36540377, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.07463623, -0.13695839, 0.19964464, 0.034749743, 0.0656226, -0.12622209, -0.18529165, -0.2443194, -0.14840299, 0.010471225, -0.30794603, 0.06472215, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.24495342, 0.2709279, 0.46451533, -0.1110042, 0.059573397, 0.08838069, -0.45778695, -0.090110734, 0.014180886, -0.3838859, -0.154384, 0.3170096, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.10225649, 0.17237318, 0.12612183, 0.13250452, -0.21184945, -0.014274503, -0.03265513, -0.1426008, -0.51739746, -0.20366845, 0.29887617, 0.16982934, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.006826314, 0.00461317, -0.026852833, -0.057010923); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.0471075, 0.31225806, -0.37929785, 0.43969426, -0.0020258147, -0.17849202, 0.18287076, 0.5349646, 0.26426196, -0.07494979, 0.043889828, 0.083557904, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.30102602, -0.20380482, -0.48910898, -0.132322, 0.056846913, 0.123972304, 0.16173325, 0.07034413, -0.21596576, -0.069037, 0.3502346, 0.25920063, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.45725793, 0.33194527, 0.31424007, 0.02424403, -0.5363229, -0.29947516, -0.1431686, 0.42444733, 0.22996962, 0.2109503, -0.09393614, 0.33772293, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.024214078, 0.33155, 0.20300971, -0.36914715, -0.16345179, 0.5682778, -0.26810458, -0.42982668, -0.14192776, -0.110919, 0.42419475, -0.1473602, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.18150777, -0.47733742, 0.10404226, 0.21457794, 0.37720117, 0.13280968, 0.008208851, 0.059821837, 0.443415, 0.030501857, 0.13587411, 0.080713995, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.18850364, -0.3472835, 0.49484876, -0.06648983, 0.03814947, 0.27776024, -0.04688367, 0.61331964, -0.2776909, -0.36696884, 0.03983977, -0.35913125, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.19481012, -0.08641656, 0.011285091, -0.35443705, -0.17543805, -0.45401692, -0.5278059, -0.14485542, 0.006704323, -0.17372592, -0.07998461, 0.1811669, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.0059836046, 0.053937424, -0.2764704, 0.096112974, 0.36684337, 0.26575375, 0.563075, 0.45542747, 0.15248352, 0.11391156, -0.29306483, -0.1514665, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.035114568, -0.13244304, -0.07839212, 0.39952558, 0.06760725, 0.2142741, -0.020275498, 0.3155373, 0.16888031, 0.24090965, -0.3730481, 0.1806138, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.005380107, -0.017430196, 0.03937373, 0.0043463805); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf3 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.049419224, 0.15691243, 0.39030707, 0.017580656, 0.08154996, -0.23705184, -0.15799701, 0.040712252, -0.3821994, 0.07067287, 0.01839085, 0.030687721, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.020802025, 0.33823022, -0.052135084, 0.3542869, -0.0027859134, 0.44006044, -0.16127233, -0.22381315, 0.2574494, -0.25050887, 0.20496298, 0.009993323, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.08769917, -0.1953583, 0.05949845, 0.01795218, 0.3972092, -0.044264503, -0.4756617, 0.37460735, 0.09788464, 0.48144168, 0.080894485, 0.06296183, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.018645043, 0.019118845, 0.19234078, -0.39879698, 0.3848868, 0.104610726, 0.29154545, -0.028288463, -0.31086552, 0.5709823, -0.22434935, -0.5021053, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.46135244, 0.07460708, -0.20591648, -0.31916717, -0.38675314, 0.107762225, 0.39979035, -0.6061402, -0.40462908, -0.17135368, 0.26059985, 0.033156518, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.057017997, 0.39801362, 0.26862207, -0.28336683, 0.23420385, -0.17003912, 0.017628595, -0.21126425, -0.23548096, -0.2774119, 0.18068078, 0.013097709, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.14194304, -0.15504828, 0.008901963, 0.30057347, -0.4207854, -0.07842078, -0.073276505, -0.2544436, 0.1802911, 0.2420754, -0.42773435, 0.2522558, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.19879274, -0.037631564, -0.48757973, 0.17617616, 0.12550192, 0.25250614, -0.69017535, -0.3262703, -0.42006296, -0.5177533, -0.45128047, -0.32255673, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.11818855, 0.023456054, -0.3039647, 0.01846073, 0.27628344, 0.087394774, -0.31707954, -0.1830862, 0.48208076, 0.08061034, -0.0324067, -0.11835895, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0015710528, -0.040573142, -0.0067538484, 0.017224679); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.16682588, 0.16400978, 0.1757737, -0.021072395, 0.06539432, -0.16751267, 0.058869474, -0.099648096, 0.17858149, 0.069162704, 0.060763087, -0.0552454, 0.1828016, 0.033170946, 0.02926846, -0.028046839) * go_0(-1.0, -1.0); + result += mat4(-0.16627714, 0.038792863, 0.21548623, 0.089160435, 0.14856382, 0.015014318, -0.21442959, -0.022967536, 0.17467047, -0.009386143, -0.10867876, -0.10340466, 0.02159861, 0.06991594, -0.1119627, -0.066545576) * go_0(-1.0, 0.0); + result += mat4(-0.052230895, -0.018615242, -0.11445917, 0.20970617, -0.084426574, -0.013301296, 0.04667932, -0.07582495, 0.07844388, 0.00012446557, -0.07266012, 0.08583548, -0.02102188, -0.11897397, -0.11998327, -0.18759511) * go_0(-1.0, 1.0); + result += mat4(-0.04358097, 0.014953064, -0.074998334, -0.19127296, 0.16845511, -0.04516635, 0.02583239, -0.047779176, -0.12151052, -0.1124019, 0.029203191, -0.018370887, -0.14904961, -0.09657445, 0.020365175, -0.05846497) * go_0(0.0, -1.0); + result += mat4(0.25461844, -0.060104672, -0.14170858, 0.069125645, -0.1670495, 0.09117099, -0.05437694, -0.03770912, 0.07687557, -0.019987138, -0.03828993, -0.036767155, -0.17758714, 0.2593606, -0.04066676, 0.055565428) * go_0(0.0, 0.0); + result += mat4(0.08597206, -0.011373685, 0.11531317, -0.13527994, 0.01074891, 0.022915367, -0.05613657, -0.0019634536, -0.046051264, 0.04448185, -0.26410443, -0.08412236, 0.07554895, -0.39869463, -0.23130144, 0.060447454) * go_0(0.0, 1.0); + result += mat4(0.08946055, 0.08202704, 0.079762414, -0.048531603, 0.08040403, 0.010686519, -0.087924965, -0.031123916, 0.016973065, 0.010001628, -0.011202491, -0.03149303, 0.03803412, -0.008884727, -0.18052368, -0.09137474) * go_0(1.0, -1.0); + result += mat4(-0.02726759, 0.21556567, 0.004814665, 0.057784032, 0.07907243, 0.033794418, -0.02036775, 0.0027191124, 0.08991113, 0.098211594, 0.07318809, -0.12720437, -0.060651563, 0.14401628, -0.035520233, -0.14350496) * go_0(1.0, 0.0); + result += mat4(-0.036229495, -0.023633955, 0.23254488, -0.025807278, -0.027887143, 0.015893005, -0.010803646, -0.15636021, -0.13111556, 0.024331553, -0.01490455, 0.13553609, 0.027496863, -0.25810578, -0.1345966, 0.09652125) * go_0(1.0, 1.0); + result += mat4(0.11428291, 0.27346528, 0.1849472, 0.24622405, 0.050756928, 0.07492283, 0.01873704, -0.0929874, 0.04518344, 0.06052399, -0.08201803, 0.023678334, -0.054044113, 0.07687756, -0.24156125, 0.118543856) * go_1(-1.0, -1.0); + result += mat4(-0.10255773, 0.058314987, -0.012948728, 0.22051606, 0.08234475, -0.024384284, -0.066541836, -0.0045136414, 0.14321695, -0.021375086, -0.018986465, 0.25354996, 0.032398373, 0.0074365274, -0.07150176, -0.0842891) * go_1(-1.0, 0.0); + result += mat4(-0.3070068, 0.13025287, 0.09119921, -0.014824796, -0.25336218, 0.13276166, 0.07451352, 0.071450256, -0.04538872, -0.06761559, -0.08009838, 0.053507026, -0.028579384, 0.12820083, -0.05414399, 0.02820338) * go_1(-1.0, 1.0); + result += mat4(0.25568405, -0.09424015, 0.064411856, 0.037094396, 0.089236505, 0.11341471, 0.06519967, -0.11673984, -0.07431905, 0.032323904, 0.012612807, -0.037857708, -0.09549262, 0.019785486, 0.11215783, -0.08178563) * go_1(0.0, -1.0); + result += mat4(-0.12977616, 0.052315574, 0.19321385, -0.23796389, -0.1430282, 0.033092096, 0.13771, -0.1681169, 0.07370609, -0.06530381, 0.023147697, 0.11661184, 0.009935798, -0.033072658, -0.1157439, 0.167107) * go_1(0.0, 0.0); + result += mat4(0.022870995, -0.051999938, 0.09499206, -0.050381728, -0.07750411, -0.07534439, -0.15148367, 0.10671288, -0.07895085, 0.08590099, -0.039177563, 0.04156403, 0.03901156, 0.0019494012, -0.082597494, -0.045954913) * go_1(0.0, 1.0); + result += mat4(0.18670611, 0.04035675, 0.010265794, 0.13104586, 0.015118543, 0.020945968, -0.08077425, 0.12478306, 0.033348877, -0.050095998, -0.021956673, -0.15989247, 0.0703153, -0.22443427, 0.09721435, 0.09415636) * go_1(1.0, -1.0); + result += mat4(0.022562401, -0.21802509, -0.13968697, 0.030495679, 0.20164397, -0.14806582, -0.16575468, 0.07708878, -0.007932748, 0.0076615694, 0.06960648, -0.09071667, -0.071091525, 0.014406244, -0.04066828, 0.07381237) * go_1(1.0, 0.0); + result += mat4(0.098004915, -0.15594271, 0.16878232, -0.13722226, 0.22940964, -0.009132059, -0.00984221, -0.10996952, -0.1617233, -0.011615988, -0.064739786, -0.21046808, 0.029180123, -0.10817059, 0.081083305, -0.124370016) * go_1(1.0, 1.0); + result += mat4(0.04555113, -0.038119707, -0.037176583, -0.22539136, 0.057313137, 0.0024502992, 0.11532159, -0.006040425, 0.013644908, -0.22676414, 0.045331072, 0.12293299, 0.022487158, -0.061195657, -0.15630952, -0.04152167) * go_2(-1.0, -1.0); + result += mat4(0.019613482, 0.07709181, -0.0667477, 0.030783981, -0.051050212, 0.13300157, -0.02746384, 0.044673294, 0.041831452, -0.12082941, 0.24011718, -0.13198936, -0.12387437, 0.11518795, 0.12564468, 0.0048698136) * go_2(-1.0, 0.0); + result += mat4(0.018528216, 0.06411587, -0.12267898, -0.024469404, 0.13344407, 0.09435489, -0.11681974, 0.13422827, 0.23464775, -0.13637649, -0.13120876, 0.16024348, -0.1178978, -0.0033701332, 0.05109847, -0.121679015) * go_2(-1.0, 1.0); + result += mat4(0.008721387, 0.07300866, 0.056996226, -0.04116479, 0.2858162, -0.03170533, -0.06512709, 0.07614593, 0.02063735, -0.10648821, 0.06545271, -0.07760196, 0.11181356, 0.09734669, 0.06384592, 0.13856758) * go_2(0.0, -1.0); + result += mat4(-0.087809436, 0.026485445, -0.10262454, -0.067591794, -0.054495905, -0.13071996, 0.007614136, -0.18144777, 0.1451436, 0.076285824, -0.006134546, -0.09420317, 0.059833933, 0.084446974, -0.08009216, -0.07066621) * go_2(0.0, 0.0); + result += mat4(0.21006338, -0.12184664, -0.18929327, 0.07800224, -0.032166578, 0.042057462, 0.030147228, -0.18111266, 0.06385915, 0.056353245, -0.08566922, 0.246077, 0.022679256, -0.046758424, -0.013280484, 0.048559744) * go_2(0.0, 1.0); + result += mat4(-0.016968472, 0.06551541, 0.10248965, -0.019251779, 0.12909546, -0.061840314, -0.006220995, -0.027636442, -0.023421615, -0.13997608, 0.22226256, -0.00414297, -0.11852816, 0.0030413773, -0.0484824, -0.057998173) * go_2(1.0, -1.0); + result += mat4(-0.074645035, -0.037241343, 0.093852654, -0.08116666, 0.03477197, -0.115568645, -0.10765692, 0.0003785455, 0.059631344, 0.13411269, 0.17720251, 0.09270491, 0.004923464, 0.118155435, 0.051029027, 0.019561961) * go_2(1.0, 0.0); + result += mat4(-0.11729622, 0.08133092, -0.1565527, 0.1092305, -0.044586428, 0.038454134, 0.1805931, 0.065337844, -0.033772465, 0.18221322, 0.064187706, 0.15034407, -0.112804286, -0.09195703, -0.06559008, -0.029188333) * go_2(1.0, 1.0); + result += mat4(-0.10510915, -0.0776238, -0.02661216, -0.07667854, 0.015220721, -0.16932015, -0.15212865, -0.12440911, 0.10847065, 0.16949058, 0.20047556, 0.06391445, 0.06942035, 0.09796073, -0.04969445, 0.18864428) * go_3(-1.0, -1.0); + result += mat4(0.050649058, 0.07098103, -0.0473734, -0.017548949, 0.059222713, -0.11837112, -0.1502057, 0.13990685, 0.16519493, -0.007813526, -0.015865954, 0.11118964, -0.0921189, 0.11554642, 0.09068235, -0.054495323) * go_3(-1.0, 0.0); + result += mat4(0.010653917, 0.071099974, -0.008376932, 0.08623703, 0.037236527, 0.05155848, -0.10741108, -0.12480437, -0.036548067, -0.02779435, 0.21860917, 0.110088535, 0.12381749, 0.0013657579, 0.078342445, 0.15400365) * go_3(-1.0, 1.0); + result += mat4(-0.044285372, -0.080408566, -0.082381204, -0.05444333, 0.09583508, -0.04366566, -0.18833442, -0.048229303, 0.12010392, 0.028752124, 0.20307614, -0.025710972, 0.07631876, -0.039822593, -0.21747215, -0.11503206) * go_3(0.0, -1.0); + result += mat4(0.15301265, -0.0904066, -0.13152894, 0.025233751, -0.0096486695, -0.047325417, 0.015993157, -0.074668825, 0.03168052, -0.12000325, 0.048012275, 0.04170218, 0.087761246, 0.114786044, -0.15148023, -0.039366517) * go_3(0.0, 0.0); + result += mat4(0.020880366, -0.06214199, -0.007097687, 0.017239975, -0.10893327, 0.076604076, -0.06110473, -0.08351579, 0.057976708, -0.11395709, -0.07283605, 0.17210332, 0.13145506, -0.034735806, 0.079893544, 0.027503777) * go_3(0.0, 1.0); + result += mat4(-0.064012215, -0.009359275, 0.051874913, 0.07147825, -0.002497903, -0.072561875, 0.06659626, 0.05593401, -0.0019645633, -0.0017003771, 0.0058332747, -0.03824299, 0.092494816, -0.16331163, -0.07637431, -0.1316867) * go_3(1.0, -1.0); + result += mat4(-0.012422661, 0.19522803, 0.08242971, -0.022447145, -0.08470463, 0.013340826, 0.022906132, 0.0104356585, -0.05838931, -0.22278416, -0.07702832, -0.03898843, -0.2222767, 0.020577319, -0.048793092, -0.20062482) * go_3(1.0, 0.0); + result += mat4(0.101836815, -0.07303682, 0.06112855, 0.07785088, -0.000851969, 0.1227914, -0.0124482615, 0.042857908, -0.0614457, 0.021257306, -0.047207817, -0.17122878, -0.20265298, 0.05639956, 0.13556977, -0.38614172) * go_3(1.0, 1.0); + result += mat4(-0.088439435, -0.13450874, 0.023986593, 0.06869799, 0.05181423, -0.041318443, 0.23758505, -0.003188584, -0.20574366, -0.08783116, -0.16370814, -0.10861661, -0.04101733, -0.25832054, 0.024531696, -0.052762356) * go_4(-1.0, -1.0); + result += mat4(0.06963789, -0.1523674, -0.13724455, 0.02417662, -0.26311964, 0.048317496, 0.033046376, -0.073426016, -0.07795718, -0.06680464, -0.10631037, -0.17531694, -0.00028496052, -0.18643321, -0.06544361, -0.260227) * go_4(-1.0, 0.0); + result += mat4(0.041163392, 0.1538335, 0.024395503, -0.22399011, 0.2949855, -0.046959065, 0.15241133, 0.1848325, 0.0073397346, -0.017275874, 0.20777975, -0.086460754, -0.03622649, 0.06786584, -0.06431515, -0.01926139) * go_4(-1.0, 1.0); + result += mat4(0.05714057, 0.026254643, 0.06006601, 0.044767264, -0.13143657, 0.077170044, 0.0218321, 0.3374874, 0.11799663, 0.07651933, -0.18386526, 0.12819925, 0.0458167, 0.031566396, -0.02104284, 0.060249478) * go_4(0.0, -1.0); + result += mat4(-0.15578985, -0.043274876, -0.06848441, -0.22675386, 0.34348467, 0.04755662, -0.120318204, 0.21213302, 0.22091343, 0.12801792, -0.27103272, 0.009107759, 0.28275114, -0.2595034, -0.08657963, -0.1385154) * go_4(0.0, 0.0); + result += mat4(-0.048247293, 0.006379949, 0.07069376, -0.03797948, -0.07503996, 0.10124351, 0.25479224, -0.012689729, -0.13646767, 0.063495666, -0.10367744, 0.02457448, 0.09329864, 0.25692573, 0.14967956, -0.11331509) * go_4(0.0, 1.0); + result += mat4(0.11566507, -0.10061327, -0.15576088, -0.091777846, 0.008444853, -0.08745054, -0.033295806, 0.0029031383, -0.030447904, 0.0064194244, 0.09609729, -0.12425308, -0.13877183, 0.06545948, 0.018649856, -0.00038733307) * go_4(1.0, -1.0); + result += mat4(0.021538408, -0.031782147, 0.053700346, -0.023047661, 0.06118648, 0.09422846, 0.15563804, -0.019954393, 0.058209274, -0.096121445, 0.0006476186, 0.0044233687, 0.10033549, -0.05667658, 0.0046613375, -0.21005854) * go_4(1.0, 0.0); + result += mat4(0.09127173, -0.13292567, 0.026308151, -0.086961046, -0.00038384288, -0.021899618, -0.018954279, -0.06198408, 0.083354875, -0.07151073, 0.05365628, -0.07579846, 0.032780807, 0.2582205, -0.10887159, -0.08340997) * go_4(1.0, 1.0); + result += mat4(0.03234336, -0.09737819, 0.005996931, -0.029132001, -0.13736439, -0.019345973, -0.13236563, 0.06412147, -0.012885312, 0.003402039, 0.07691811, 0.053523198, 0.047960896, -0.15073822, 0.07127285, -0.12797488) * go_5(-1.0, -1.0); + result += mat4(0.0013998925, 0.10343592, -0.03278372, -0.04077459, -0.04884479, 0.019157771, -0.035050172, -0.1138655, 0.0073900735, 0.06231151, -0.057525188, -0.18135616, 0.054992713, -0.20210464, 0.07046144, -0.04294392) * go_5(-1.0, 0.0); + result += mat4(0.057260677, -0.09056544, -0.15916282, 0.099339016, 0.16303736, -0.18345179, -0.031675916, 0.010661271, -0.13354564, 0.009094732, -0.123463884, -0.16987814, 0.040181488, -0.12794387, 0.20167524, -0.0942567) * go_5(-1.0, 1.0); + result += mat4(0.028133342, -0.0070152264, 0.027720878, -0.17349002, 0.04688365, -0.050090306, 0.062954105, 0.07243229, 0.056431357, -0.041695453, 0.02747664, 0.050903425, 0.1544682, 0.36754557, -0.16574225, -0.045575242) * go_5(0.0, -1.0); + result += mat4(0.07568822, -0.015356766, 0.062736675, -0.12429261, 0.006161586, -0.06951273, 0.0054048044, 0.0028502627, 0.07468177, -0.051956825, -0.034254014, 0.0506702, 0.16182432, -0.036455415, 0.14812818, 0.06563189) * go_5(0.0, 0.0); + result += mat4(-0.029565258, 0.028832972, 0.052721135, -0.11605627, 0.016583271, 0.0783395, 0.08374811, -0.15612024, 0.050813407, -0.14781949, 0.050757557, 0.047298737, -0.054435518, -0.0947514, 0.05424098, 0.03920314) * go_5(0.0, 1.0); + result += mat4(0.02041634, -0.094589, 0.017068772, -0.016447546, -0.07200135, -0.0031161357, 0.10459771, -0.13401397, 0.04388721, 0.007574108, -0.024857935, 0.08437274, 0.017542962, 0.0050615096, 0.0025386487, -0.058008164) * go_5(1.0, -1.0); + result += mat4(-0.074039295, 0.01593561, 0.027271466, -0.01622838, -0.12313946, 0.29065675, 0.0666616, -0.0015515542, -0.027692154, 0.11814952, -0.15590793, 0.0016750757, -0.055199716, -0.11188217, -0.041076142, 0.055293556) * go_5(1.0, 0.0); + result += mat4(-0.087336674, 0.09597909, 0.032252833, 0.019957634, -0.14232716, -0.037647195, -0.018637605, 0.028734578, 0.098073855, -0.039794624, 0.092389226, 0.16911197, -0.009319175, 0.12036487, -0.011530916, 0.080162555) * go_5(1.0, 1.0); + result += mat4(-0.024965037, 0.006104625, 0.10367222, 0.07385069, -0.15523866, 0.18478672, -0.28199175, 0.03124214, -0.106478676, 0.1969974, -0.0022582007, 0.0043790154, 0.013964622, -0.10033643, 0.07260623, -0.124574065) * go_6(-1.0, -1.0); + result += mat4(0.1866749, 0.21620537, -0.012563025, 0.03262129, 0.1719916, -0.053168118, 0.1302181, 0.21435094, -0.13355109, 0.06338094, -0.21260814, -0.014875881, 0.2550572, 0.03543736, -0.028924052, 0.34301576) * go_6(-1.0, 0.0); + result += mat4(0.014582116, 0.107564695, 0.19177647, 0.047451418, -0.11816758, -0.037558496, 0.37259078, -0.018045045, -0.14484513, 0.014460476, -0.006206022, -0.22719343, 0.06953869, -0.036870986, -0.0055092354, 0.21955575) * go_6(-1.0, 1.0); + result += mat4(0.25376984, 0.03961877, 0.12551436, 0.33974785, -0.27738678, -0.012565747, 0.08306037, -0.16246852, -0.09256709, 0.06350151, -0.0019622499, 0.14914742, 0.21517865, 0.15766472, 0.4066891, -0.20577961) * go_6(0.0, -1.0); + result += mat4(0.21415462, -0.0642115, -0.28112733, 0.27817658, -0.20207204, -0.06520876, -0.13293326, 0.0953727, 0.11732344, -0.02437645, 0.07841982, 0.081664644, 0.15626748, -0.06634179, 0.0855079, 0.34586227) * go_6(0.0, 0.0); + result += mat4(-0.05047869, 0.16492498, 0.11043203, 0.0057451506, 0.1889248, 0.007079426, -0.058276135, 0.21064675, -0.059098043, -0.19127457, -0.013977541, -0.1847022, -0.051189642, -0.27713004, 0.09603268, 0.36067933) * go_6(0.0, 1.0); + result += mat4(-0.067639776, -0.22933814, -0.07072787, -0.09514877, 0.0036013937, 0.054084364, 0.16150047, -0.09798026, -0.025709623, -0.04036443, -0.09191741, 0.12434371, 0.011584389, 0.0500184, 0.13453145, -0.04406909) * go_6(1.0, -1.0); + result += mat4(0.093614265, 0.08832574, -0.019384595, 0.33492145, 0.024007287, 0.20037757, 0.06563748, -0.08472612, -0.07865445, -0.017250929, -0.21227354, -0.15559788, 0.22698876, -0.062241085, -0.050376724, 0.104179695) * go_6(1.0, 0.0); + result += mat4(0.1361344, -0.054771457, 0.21874528, -0.13601023, 0.04159267, 0.04265182, -0.1952905, -0.006956085, -0.039083548, 0.12852322, 0.001135891, -0.12257516, 0.20699623, 0.037602983, -0.23034777, 0.2659882) * go_6(1.0, 1.0); + result += mat4(0.0074865655, -0.05454164, 0.0086328, 0.12537627, -0.19097276, 0.010964307, 0.09877973, -0.060631316, 0.0035393643, -0.010404835, 0.056712646, -0.13026424, -0.08125458, 0.08328297, -0.024453856, -0.019881193) * go_7(-1.0, -1.0); + result += mat4(0.2146004, 0.009173491, 0.06430178, 0.1115497, 0.2286379, 0.07678605, -0.074050754, -0.4544871, 0.04180918, 0.02466224, 0.049769487, -0.040270872, 0.031240942, -0.015997326, -0.05564773, 0.13276885) * go_7(-1.0, 0.0); + result += mat4(-0.024886066, -0.10454424, -0.008339705, -0.19566591, 0.017025474, -0.05540896, -0.14112535, 0.028222617, -0.110432364, -0.0370566, -0.060746565, -0.004373458, -0.110383295, 0.06892138, 0.057743933, 0.023001496) * go_7(-1.0, 1.0); + result += mat4(-0.07039479, -0.08098219, -0.0517122, 0.14518479, -0.0024635883, 0.08573159, 0.08298556, 0.19724075, 0.08604213, 0.026222989, 0.039014954, 0.027334757, 0.032409273, -0.012616069, 0.20315504, -0.18313569) * go_7(0.0, -1.0); + result += mat4(-0.25649765, 0.027311508, 0.18878505, -0.16631337, 0.077981934, 0.14177446, -0.045889527, 0.08531879, 0.05342123, 0.07260306, -0.024213074, -0.01107666, 0.10646281, 0.020352455, -0.06365357, -0.09970133) * go_7(0.0, 0.0); + result += mat4(-0.11130239, 0.07479549, -0.06315088, -0.08944423, 0.23731343, -0.059101656, -0.03792892, -0.08729022, -0.044306744, 0.098353304, -0.026851522, 0.055906583, -0.0229506, 0.007420558, -0.05338183, 0.07801898) * go_7(0.0, 1.0); + result += mat4(0.10403469, 0.11227043, -0.21066704, -0.09841933, 0.1123802, -0.09163859, 0.029262666, -0.02716128, -0.07741291, -0.12595192, 0.056868527, 0.11314479, 0.068367966, -0.048116703, 0.03942078, -0.049022034) * go_7(1.0, -1.0); + result += mat4(0.06663052, -0.18349448, -0.060040575, -0.034590982, 0.19210911, -0.16136944, 0.1027474, -0.026148252, 0.1331118, 0.08373371, 0.07543836, -0.0821376, -0.08116568, 0.028726097, -0.039574195, 0.12940447) * go_7(1.0, 0.0); + result += mat4(-0.0755444, -0.02010773, 0.12867439, -0.1612916, 0.11019535, -0.036212057, 0.08348267, 0.076423444, 0.103842124, 0.043353815, 0.005119714, -0.041111667, 0.19236392, -0.094081365, 0.088794835, -0.0032366752) * go_7(1.0, 1.0); + result += vec4(0.025721604, 0.008808415, -0.0029403395, 0.03648866); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.05523119, -0.09518896, 0.08921959, -0.13052566, -0.013512739, 0.047997378, 0.16674618, 0.019661155, 0.1088371, 0.040083896, -0.004689575, -0.036687367, -0.015716005, 0.049643658, -0.011459498, -0.064227246) * go_0(-1.0, -1.0); + result += mat4(-0.0014415162, -0.14803964, -0.10233617, -0.025700033, 0.09305118, -0.041833147, -0.017107604, -0.050550215, -0.055211663, 0.009147919, 0.07102604, 0.0067789825, 0.017316047, 0.032877374, 0.15263063, 0.031808965) * go_0(-1.0, 0.0); + result += mat4(0.11732844, 0.0910447, -0.081579626, 0.013813927, -0.07561606, 0.07621211, -0.08448194, 0.054920398, -0.043369707, 0.07710235, 0.04483282, -0.065252446, -0.01860033, -0.09282624, -0.042522658, -0.015202259) * go_0(-1.0, 1.0); + result += mat4(0.045474872, 0.10024481, -0.06166239, 0.12003297, -0.016422411, -0.05285928, 0.058388602, -0.1718166, 0.020738792, -0.0068486542, -0.04581591, -0.12065283, 0.06530598, -0.05116496, -0.01669561, 0.0024559954) * go_0(0.0, -1.0); + result += mat4(0.1193021, -0.25388858, -0.25403944, 0.048347283, -0.091768295, 0.082378544, -0.0510033, 0.017673727, 0.17033571, -0.14308529, -0.16331477, -0.04362767, -0.07888228, 0.14927958, -0.18066473, 0.089434035) * go_0(0.0, 0.0); + result += mat4(0.02403974, 0.08044914, -0.01426072, 0.03443945, -0.014536994, 0.02533013, 0.16955474, 0.0822529, -0.0060408474, 0.019831115, 0.04393656, 0.15207846, 0.05056048, 0.124797806, -0.139311, 0.09310812) * go_0(0.0, 1.0); + result += mat4(0.03542925, 0.11915315, -0.1311098, 0.09819034, -0.009666393, 0.029037869, 0.023572456, 0.020142581, 0.03380651, -0.08997595, -0.017141165, -0.018526986, 0.05253317, 0.049661253, -0.065568395, -0.091917224) * go_0(1.0, -1.0); + result += mat4(-0.07639606, -0.054812707, 0.057559833, -0.09068783, 0.11863554, -0.017611986, -0.18931979, -0.005461553, 0.10720041, 0.15927693, -0.0123401, 0.18948005, 0.041474298, -0.10943666, 0.06085662, 0.003503111) * go_0(1.0, 0.0); + result += mat4(0.055770155, 0.02822951, 0.09700467, -0.050730113, 0.03784999, -0.08229594, -0.02861142, 0.07229477, 0.121336035, 0.056729127, 0.04663669, -0.007550928, 0.16710907, 0.009395554, -0.008610169, 0.11862871) * go_0(1.0, 1.0); + result += mat4(0.13294618, -0.06904705, -0.20041288, 0.19415551, 0.01685586, 0.038024202, 0.13990912, -0.046226025, 0.0797283, -0.05583546, 0.028278789, -0.1492692, -0.11463168, 0.058183275, 0.049645618, 0.039629117) * go_1(-1.0, -1.0); + result += mat4(-0.18696861, -0.13563703, 0.032692514, -0.10432131, 0.02230654, -0.07747905, 0.14739737, 0.11521728, 0.0729215, 0.15747418, 0.025431354, 0.14331931, -0.1488298, 0.10179947, -0.101467535, -0.033923466) * go_1(-1.0, 0.0); + result += mat4(0.081285305, 0.026952317, -0.085190386, -0.10324916, -0.0015412258, 0.08588591, -0.19694312, -0.08696667, 0.023812002, 0.014004666, 0.0023922345, -0.014925462, 0.053948395, 0.026938133, 0.07743994, 0.069554806) * go_1(-1.0, 1.0); + result += mat4(0.13122624, 0.04613391, -0.05911036, -0.071337715, 0.14670388, 0.10637735, 0.120025985, -0.14935657, 0.17701747, 0.023492154, -0.028118515, 0.00088938075, -0.19212362, -0.20968609, 0.21538667, 0.26384237) * go_1(0.0, -1.0); + result += mat4(-0.054812234, -0.08416403, 0.0260952, -0.008515731, -0.142125, 0.02519786, 0.03312871, 0.0462577, 0.09721707, 0.013835848, -0.102207415, -0.10014805, 0.10402717, 0.08674653, 0.04860208, -0.06947179) * go_1(0.0, 0.0); + result += mat4(0.034799274, 0.024590576, -0.19037321, 0.03151982, -0.06556395, 0.006009085, -0.054991134, -0.06431149, -0.015655322, -0.0699281, 0.049673237, 0.06879375, -0.09895477, 0.0019435796, -0.0021232502, -0.06291184) * go_1(0.0, 1.0); + result += mat4(-0.09569188, -0.04358026, -0.056854516, -0.000111347676, 0.0853871, -0.028307417, 0.06702482, 0.032195363, -0.00012289426, 0.036054786, -0.07317682, -0.06055966, -0.008536366, -0.063153945, -0.13675526, 0.09815369) * go_1(1.0, -1.0); + result += mat4(0.060001787, -0.14248027, -0.18766588, -0.031177832, 0.25668815, 0.06644367, -0.10251424, 0.085613154, -0.07137866, -0.0390658, 0.07766741, -0.10317507, 0.025111878, 0.09819934, -0.2345668, -0.048678897) * go_1(1.0, 0.0); + result += mat4(-0.14977072, -0.087542735, -0.14482, 0.007347984, -0.08235114, -0.0005702134, 0.11287718, 0.021635564, -0.07436876, -0.11370213, 0.075715326, 0.06619972, 0.056717034, -0.020862443, -0.019998845, -0.051332474) * go_1(1.0, 1.0); + result += mat4(0.035570905, 0.13936782, -0.119994484, -0.1743154, 0.09265176, 0.067416996, -0.12855934, -0.03325352, -0.0010884873, -0.11393612, 0.26708764, 0.059674438, -0.06540884, -0.029078847, 0.0752755, 0.060898334) * go_2(-1.0, -1.0); + result += mat4(0.004282939, -0.074319474, -0.08570652, -0.08257143, 0.012451813, -0.052780382, -0.15148674, 0.080452204, -0.10941718, 0.04138225, -0.02822319, -0.1640315, 0.003044549, 0.13333072, 0.1302482, 0.117772214) * go_2(-1.0, 0.0); + result += mat4(-0.10399595, -0.06414262, 0.04463848, 0.03789655, 0.008393662, 0.096075214, 0.06362348, -0.08228957, 0.116857044, 0.107161805, 0.024692193, 0.20706779, -0.04162803, -0.021823602, -0.06078314, -0.08919124) * go_2(-1.0, 1.0); + result += mat4(0.21876146, 0.09191945, -0.1713131, -0.1695255, -0.14229187, 0.16128044, -0.042203654, -0.019452719, -0.11618261, 0.058886774, 0.21331106, -0.10177181, -0.050883863, -0.026295587, -0.011005942, 0.031958587) * go_2(0.0, -1.0); + result += mat4(-0.19700775, 0.00011510546, 0.064185515, 0.101220824, 0.14517656, -0.12774344, -0.083788246, -0.17077136, 0.015813397, 0.03214562, -0.036940534, -0.22156641, -0.13669154, 0.1068224, 0.046991926, 0.15731399) * go_2(0.0, 0.0); + result += mat4(0.07979363, 0.1641743, 0.1953904, 0.12759592, 0.058493655, -0.067155585, 0.012606587, 0.047781534, 0.1679869, 0.099415414, -0.14752066, 0.103076465, 0.010993393, 0.04623457, 0.06644519, 0.06356699) * go_2(0.0, 1.0); + result += mat4(0.17410177, -0.021142596, 0.03832318, 0.05570731, -0.08795235, 0.08994314, 0.14860317, 0.110479094, -0.053650588, 0.11992882, 0.0786844, -0.029005896, 0.022813741, -0.097005606, 0.043160316, 0.14180337) * go_2(1.0, -1.0); + result += mat4(0.020900672, 0.070728056, -0.058542836, 0.10948163, -0.044124976, -0.08577386, 0.1291225, -0.058463164, 0.10717037, 0.087889396, -0.19010662, -0.014903362, 0.066647105, 0.0008108183, -0.10592918, -0.16838996) * go_2(1.0, 0.0); + result += mat4(0.03863103, 0.061151855, 0.024460992, 0.00017194312, 0.16070026, -0.079970434, 0.14885707, 0.16158094, 0.07065171, -0.083885066, -0.0773903, 0.043984737, -0.13688512, 0.04315529, 0.029171892, -0.043184932) * go_2(1.0, 1.0); + result += mat4(-0.0032730796, -0.0678228, -0.1079233, -0.10729724, -0.0414774, -0.106715254, 0.021418726, -0.115363866, -0.021818358, 0.014319188, 0.27558854, 0.07177722, 0.16198973, -0.036741022, -0.039331302, 0.08528458) * go_3(-1.0, -1.0); + result += mat4(-0.0022572405, -0.12707013, 0.07970686, -0.033344477, 0.011235312, 0.029737111, 0.037241872, -0.027490782, 0.1667001, -0.22329094, 0.19529633, -0.06801771, 0.03439542, 0.09477615, -0.08548904, 0.02665781) * go_3(-1.0, 0.0); + result += mat4(0.023405857, -0.028674511, 0.17428322, 0.026365727, 0.059524775, 0.01696815, -0.11675319, 0.019108849, 0.043889746, -0.10923627, -0.06668395, -0.0001394108, -0.10932081, -0.10729272, -0.045865797, 0.058694717) * go_3(-1.0, 1.0); + result += mat4(0.028786171, -0.07996033, -0.042132188, 0.16268188, 0.01292829, -0.015771527, -0.11770419, 0.039871827, -0.067409195, -0.16829921, -0.12479334, -0.050815493, -0.0014285782, 0.037696563, 0.12936884, 0.24785544) * go_3(0.0, -1.0); + result += mat4(0.11821269, 0.02937396, 0.02528718, 0.02799023, -0.078774855, -0.13108966, 0.09530571, -0.12430738, -0.0658468, -0.014434043, -0.15922552, 0.10165563, 0.19187002, 0.0012871067, 0.13770217, 0.17639764) * go_3(0.0, 0.0); + result += mat4(-0.03887622, -0.043178383, -0.12944572, 0.0781853, -0.0343673, 0.15046304, 0.016929725, 0.010440784, 0.111742064, 0.20323086, -0.17518038, 0.20861465, 0.07141131, -0.1499564, 0.08331723, -0.018338641) * go_3(0.0, 1.0); + result += mat4(-0.09879554, -0.009893019, 0.0983551, 0.09640564, 0.041065227, 0.037249558, -0.048898797, -0.14597179, -0.036883067, -0.058221117, -0.061707452, 0.11114091, -0.04219781, -0.07160853, 0.025964098, -0.022408063) * go_3(1.0, -1.0); + result += mat4(-0.06854093, 0.033134002, -0.094440706, 0.03418527, 0.04887616, 0.14051184, -0.01767298, -0.020024845, -0.12027486, -0.14781527, 0.0006639068, 0.012838632, -0.0671156, -0.04252161, 0.16688527, 0.15175684) * go_3(1.0, 0.0); + result += mat4(-0.036188185, 0.009798812, -0.07980902, -0.018469814, -0.022443485, -0.057728596, 0.027371801, -0.004489727, -0.15019576, 0.063210264, 0.04545364, -0.094795585, -0.23649287, -0.2896298, 0.3047641, -0.02306759) * go_3(1.0, 1.0); + result += mat4(0.0710798, 0.055451605, -0.07648699, 0.13898383, -0.08452192, 0.11012541, -0.06281854, -0.05461686, -0.13105838, 0.041378103, 0.1423915, 0.022731576, -0.09423944, 0.042240687, 0.0055206236, 0.217599) * go_4(-1.0, -1.0); + result += mat4(0.07588608, 0.08921057, -0.0058231056, 0.026653443, -0.21734685, -0.006213704, -0.12702152, -0.07060434, 0.023911633, -0.06637617, -0.057719648, 0.0022903855, -0.009479896, -0.1350784, -0.16709046, 0.010745677) * go_4(-1.0, 0.0); + result += mat4(-0.10086355, 0.0110535165, 0.10848059, -0.07035538, 0.14857347, 0.14099321, 0.052920546, 0.0960118, 0.00702182, -0.009694436, -0.050239813, 0.11574682, -0.008785853, 0.117072344, 0.06994709, -0.0785332) * go_4(-1.0, 1.0); + result += mat4(-0.0033244858, -0.041283812, -0.0062056403, -0.079100005, 0.03710724, -0.20561017, -0.077498965, -0.089842565, -0.11496833, 0.014476948, 0.03424653, -0.011620334, -0.1081823, -0.036695667, -0.010624277, 0.19094554) * go_4(0.0, -1.0); + result += mat4(-0.10281635, 0.07619934, 0.24530065, 0.031338155, 0.2293712, 0.10000642, 0.2913761, 0.10625675, -0.19064593, -0.15475498, 0.017788576, -0.07991813, 0.13237537, 0.018305784, -0.021386296, -0.21711792) * go_4(0.0, 0.0); + result += mat4(-0.052176226, -0.0452586, 0.046231613, -0.011801034, 0.036633253, -0.106147125, -0.12706251, -0.14980705, 0.078584775, 0.09951909, -0.115246415, -0.07272013, -0.111544944, -0.03231619, -0.113790385, -0.12621674) * go_4(0.0, 1.0); + result += mat4(-0.10080901, -0.006650695, 0.0813086, 0.01621316, -0.049660202, -0.05663305, 0.060899526, 0.09370089, 0.1034699, 0.1313489, 0.08382034, 0.15258797, -0.007328495, -0.07970968, 0.13271572, 0.1248114) * go_4(1.0, -1.0); + result += mat4(0.0811457, 0.021604871, -0.0708046, 0.10275134, -0.059385683, -0.15250053, 0.15080771, 0.12262505, -0.015175936, -0.21616012, 0.11106964, -0.06573024, 0.1334304, 0.039077487, -0.0077960994, -0.082096316) * go_4(1.0, 0.0); + result += mat4(-0.026532508, 0.052564014, -0.13472368, 0.11765044, -0.045610473, 0.21229759, 0.14939204, -0.020855857, -0.12167336, 0.014780039, 0.005599771, -0.0366069, -0.114645116, 0.07955974, 0.025574045, -0.10698108) * go_4(1.0, 1.0); + result += mat4(-0.105111405, 0.01887759, 0.17108293, 0.030718861, -0.0036248523, -0.04220701, -0.1370944, 0.0610685, -0.08567308, 0.02382638, 0.04128756, 0.010917913, -0.0071965833, 0.11633362, -0.19415227, -0.06810197) * go_5(-1.0, -1.0); + result += mat4(0.17105678, -0.061937388, -0.12109572, -0.05737621, -0.010882215, 0.0077495095, -0.08858353, -0.037279226, -0.077877015, -0.08148342, -0.0128043005, -0.15990338, 0.06760134, 0.07077504, -0.077818625, 0.08186391) * go_5(-1.0, 0.0); + result += mat4(-0.04122479, -0.14456019, -0.00687704, -0.0023447806, -0.03724179, -0.01020969, 0.12662183, 0.0032528937, 0.0011372975, 0.0013715293, 0.042884655, 0.056097247, -0.023848789, 0.020091679, -0.056177765, -0.071522005) * go_5(-1.0, 1.0); + result += mat4(-0.10480783, -0.1623831, 0.16464269, 0.23841174, -0.13952696, -0.14506042, -0.0401578, 0.1833225, -0.1635158, -0.048028238, -0.026833056, 0.013035033, 0.33705005, 0.02140875, -0.0013267706, -0.13819021) * go_5(0.0, -1.0); + result += mat4(0.1160767, 0.060790952, -0.0724595, -0.04385768, 0.19978592, 0.0788206, 0.046029508, -0.049146708, -0.11248604, -0.09155754, 0.068832725, -0.03305183, 0.09853922, -0.22963063, 0.1005964, 0.08247126) * go_5(0.0, 0.0); + result += mat4(-0.028804837, 0.04783762, 0.026305035, 0.11646629, 0.022342246, 0.021584023, 0.0001582563, 0.04657554, 0.042147595, 0.10991348, -0.05957568, -0.035553932, 0.026858332, -0.048424963, 0.019152632, 0.019507838) * go_5(0.0, 1.0); + result += mat4(0.060836714, -0.022240432, -0.080111384, 0.012706318, -0.011927039, -0.036633156, -0.09807743, 0.001682814, -0.048570346, 0.022914637, 0.08297579, 0.07432916, -0.06689553, 0.07128321, 0.060760804, -0.053622015) * go_5(1.0, -1.0); + result += mat4(-0.08151351, 0.03328517, 0.0655914, 0.030473806, -0.20243235, -0.07587536, 0.059557915, -0.025496572, 0.08349247, 0.03562965, -0.013549137, 0.007226739, 0.02451737, -0.12500823, 0.17518938, 0.027817642) * go_5(1.0, 0.0); + result += mat4(0.111120775, 0.069498256, 0.109161, -0.07871808, 0.03341905, 0.093649514, -0.103547156, -0.0221692, 0.14756559, 0.08163537, -0.027058242, 0.012208241, -0.024274345, 0.036743194, 0.021657368, 0.08115235) * go_5(1.0, 1.0); + result += mat4(-0.016565295, -0.093153246, 0.07434916, 0.13516915, 0.066431835, -0.08160101, 0.22495477, -0.005786332, 0.050438188, -0.053129386, -0.19276144, -0.026223544, 0.07634501, 0.0152589185, 0.09015993, -0.12081901) * go_6(-1.0, -1.0); + result += mat4(-0.02868214, -0.09362387, 0.20420188, 0.2323043, 0.11400136, 0.005945724, 0.098368086, 0.08062859, 0.16150405, 0.035759013, -0.06049329, -0.043028176, 0.18725239, -0.16331641, -0.048589546, 0.0063477824) * go_6(-1.0, 0.0); + result += mat4(0.10109423, 0.028425362, 0.0021927503, -0.026673127, -0.061097544, -0.056787327, -0.19795562, -0.013237915, -0.010981921, -0.09065953, -0.13859056, -0.04323077, 0.040252034, 0.07637654, -0.11945002, 0.094968155) * go_6(-1.0, 1.0); + result += mat4(-0.3977607, -0.13790089, -0.055158988, -0.050174505, 0.052614894, -0.07778908, -0.015430888, 0.047986247, 0.14888169, -0.16543779, -0.2891003, -0.04342235, 0.30348074, 0.10824644, 0.10112518, -0.24783409) * go_6(0.0, -1.0); + result += mat4(0.23575824, 0.011677025, -0.085980736, -0.18474336, -0.046511535, -0.2450259, 0.015577409, 0.090929225, -0.23187812, 0.3062745, -0.008086566, 0.09375844, 0.17479296, -0.32219046, -0.17859502, -0.029911464) * go_6(0.0, 0.0); + result += mat4(0.0074331514, -0.0158369, -0.15111591, -0.0986743, -0.030352395, 0.25137565, 0.04130103, -0.0062408587, -0.1494196, 0.10451748, 0.17356388, -0.11889589, -0.21257852, 0.18119709, -0.32618928, -0.14297172) * go_6(0.0, 1.0); + result += mat4(-0.020291256, -0.12662272, 0.056155823, 0.057880387, 0.109167404, -0.08335087, -0.15138221, 0.047699973, 0.0058621103, -0.06914936, -0.073086455, 0.003365277, 0.22831668, -0.07399479, 0.024957279, 0.05620497) * go_6(1.0, -1.0); + result += mat4(0.07699637, 0.041208927, 0.06305996, 0.041955516, -0.08543101, 0.1444409, -0.08606257, -0.055031363, -0.10753908, 0.044322092, 0.15147197, -0.030209096, 0.009578645, -0.28745437, 0.182556, 0.019715844) * go_6(1.0, 0.0); + result += mat4(-0.075021446, -0.19192447, 0.1017877, -0.06666319, -0.14443877, 0.15312059, -0.073553406, -0.14337407, 0.08148258, 0.056119774, 0.12854706, -0.05987905, 0.08368831, -0.016305747, 0.07510809, 0.074687295) * go_6(1.0, 1.0); + result += mat4(-0.010471119, 0.13328238, 0.060071457, -0.03948096, 0.05319884, 0.17310601, -0.04464768, 0.08970178, 0.10060466, 0.03673445, -0.1702518, -0.16137329, -0.10923549, -0.080803566, 0.08140776, -0.023817802) * go_7(-1.0, -1.0); + result += mat4(0.013244887, 0.15331677, 0.09793132, 0.09692318, -0.1730623, 0.02818572, 0.05820418, -0.10480771, -0.009753599, 0.027658407, -0.08239695, -0.028878244, -0.13597834, -0.114619546, 0.12918031, -0.101478636) * go_7(-1.0, 0.0); + result += mat4(-0.1387837, -0.025863085, -0.07998665, -0.12072783, -0.02631342, 0.22394536, -0.044502188, 0.043130975, -0.054995466, -0.02638623, -0.03035314, -9.780792e-05, 0.10787078, 0.09983201, 0.048798468, -0.027303448) * go_7(-1.0, 1.0); + result += mat4(-0.030307472, 0.10377603, -0.048275083, -0.17565064, -0.0731305, -0.1687179, 0.049325664, 0.06664795, 0.15953282, 0.019989133, -0.12020434, 0.08591394, 0.016914282, 0.026901973, 0.058946334, -0.08739783) * go_7(0.0, -1.0); + result += mat4(-0.04967794, 0.07685563, 0.188108, 0.027708061, -0.12741639, 0.1113947, 0.080441244, -0.0532469, 0.18773162, -0.048492104, 0.10304353, -0.07217096, -0.03396989, -0.13489579, 0.0097981915, -0.07177994) * go_7(0.0, 0.0); + result += mat4(0.06648731, -0.013308226, 0.07468537, 0.018027442, 0.015774438, -0.12655127, 0.008981899, -0.10848047, 0.01785698, -0.037054867, 0.05375838, 0.026628552, -0.007766137, 0.021725474, -0.14604005, 0.07607764) * go_7(0.0, 1.0); + result += mat4(0.11879723, -0.015889695, -0.07713315, -0.069208734, 0.030487843, -0.01902965, 0.09156338, 0.11870824, -0.0053699217, 0.05143409, -0.07897252, -0.09999788, 0.037435826, 0.07663497, 0.0062756166, -0.007952132) * go_7(1.0, -1.0); + result += mat4(0.10580244, -0.036087725, -0.019035814, 0.033959202, 0.100345545, -0.1669388, 0.09289055, -0.0006761699, 0.05343634, 0.037503824, 0.08714516, 0.088569865, -0.08008031, -0.14313452, -0.0869759, -0.08801987) * go_7(1.0, 0.0); + result += mat4(0.006534133, 0.05105751, 0.1326258, -0.012239177, 0.058115125, 0.028674275, -0.09591513, -0.005499378, 0.041579086, -0.06331064, -0.045979768, 0.10551663, 0.112477005, -0.009950793, -0.1351577, 0.038971644) * go_7(1.0, 1.0); + result += vec4(0.05119014, 0.001999624, 0.0051741754, 0.006344799); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.113515526, 0.106837384, 0.20812881, 0.16897917, 0.041623022, -0.1039364, 0.19850619, 0.298937, -0.3082365, -0.031754434, 0.16342433, 0.37504506, 0.09699736, 0.010189174, 0.17887989, -0.09383025) * g_0; + result += mat4(0.10328652, -0.028724594, -0.03725655, 0.27347645, 0.10183029, -0.16081847, -0.10617321, 0.1901187, -0.03793219, 0.2775493, 0.14563474, 0.00840078, -0.17760493, 0.13339461, 0.089312814, 0.034915876) * g_1; + result += mat4(0.015832528, -0.045636576, -0.12128991, 0.2608647, 0.24673735, 0.10102276, 0.16210636, -0.46542636, -0.015267993, -0.15264183, 0.25447357, 0.031080268, 0.20901208, 0.14662905, -0.036634948, 0.0845752) * g_2; + result += mat4(0.09588151, 0.018494375, 0.027304746, 0.13447088, -0.06265565, 0.1733864, 0.334192, -0.113528445, 0.21299788, -0.1472667, 0.29488075, -0.1290995, -0.024090588, -0.3359844, -0.101115264, -0.2198912) * g_3; + result += mat4(-0.0139789, 0.21625891, 0.022689445, 0.06341661, -0.117535755, 0.2804869, -0.044223994, -0.19280532, 0.12332802, -0.038589306, 0.060168512, 0.003091399, 0.22361282, 0.20717236, -0.098680764, -0.3309222) * g_4; + result += mat4(-0.06628995, 0.12792988, 0.003792715, 0.1680786, -0.1342965, 0.41055954, 0.062222756, 0.049789477, -0.07372347, -0.18070233, 0.03299076, -0.09340363, 0.32073286, -0.07532172, -0.07331408, 0.20519489) * g_5; + result += mat4(0.086528674, 0.08663942, 0.25446007, -0.3459604, 0.08586162, -0.2900368, -0.24869849, 0.20104861, -0.5512707, -0.08311233, 0.14626856, -0.15290149, -0.1541716, 0.02692958, -0.0066374447, 0.37172756) * g_6; + result += mat4(-0.19816272, 0.08062059, 0.072980136, -0.1234166, 0.16083257, 0.07615364, 0.16252695, -0.31896582, -0.3006324, 0.24307664, 0.10824411, -0.22742745, -0.16614948, -0.22890756, -0.07267046, 0.09090352) * g_7; + result += mat4(-0.10712061, 0.071095675, -0.32983637, -0.09112012, 0.24694498, 0.09215849, 0.05334446, 0.077359654, -0.07286092, 0.34112877, -0.013829287, 0.06670894, -0.09276153, 0.072939105, -0.13622369, 0.14010417) * g_8; + result += mat4(0.11312907, -0.090158425, 0.3204081, 0.053531416, -0.253243, 0.12732224, -0.02162359, -0.34881824, 0.011340285, -0.2804999, -0.24482724, -0.06718974, 0.015262575, -0.0716948, -0.07537729, -0.20046124) * g_9; + result += mat4(0.046407733, 0.17073393, 0.027035931, -0.32520708, 0.47023183, -0.11385112, 0.10980019, 0.12331711, 0.039710827, 0.25615647, -0.06121073, 0.22643484, -0.053721283, -0.019124558, 0.24745707, -0.007544153) * g_10; + result += mat4(0.015645513, 0.24795622, -0.027034724, 0.091168396, 0.13050666, 0.19245213, -0.3235803, 0.12572092, -0.04100238, -0.2667382, -0.06869353, -0.18729845, -0.3253826, -0.15944591, -0.038754206, -0.022384685) * g_11; + result += vec4(-0.021124197, 0.065632634, 0.024891809, 0.072871104); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11699225, -0.011926791, 0.15968116, -0.28171888, -0.094884306, 0.12266288, -0.02869124, 0.124487214, 0.11344168, 0.27545413, -0.11473996, -0.18655725, 0.07444298, 0.20979966, -0.34344572, 0.09082154) * g_0; + result += mat4(0.34916008, 0.13911577, -0.010201517, 0.0037869287, 0.08340967, -0.12156858, -0.117294475, 0.35585365, -0.06922667, 0.06911412, -0.07068636, 0.12846842, 0.015117793, -0.023309045, 0.013241948, -0.107297644) * g_1; + result += mat4(0.17315003, -0.10761723, -0.072508104, 0.22057249, -0.07545323, 0.07440893, -0.20900318, 0.020722175, 0.10075026, -0.12781784, -0.023600617, -0.08387344, 0.32060823, -0.078003615, 0.114024006, 0.09494562) * g_2; + result += mat4(0.11551656, -0.000862936, -0.3338336, -0.19441503, 0.14071822, -0.09090158, 0.116582595, -0.14757058, 0.3173076, 0.027060512, -0.18175173, 0.103367195, -0.123774566, 0.004113376, -0.036047045, 0.20972507) * g_3; + result += mat4(0.2616819, -0.23769857, 0.14694063, 0.52330256, -0.15146148, -0.21730542, -0.067091495, -0.06504361, 0.04726932, -0.043983664, -0.04815243, 0.16768406, 0.19502987, -0.32623842, -0.051590122, -0.13552347) * g_4; + result += mat4(-0.10593247, 0.043780692, -0.0012781665, -0.027277134, 0.07427171, 0.21340221, -0.0145785725, -0.09647566, 0.07683649, -0.0025731022, 0.22363698, -0.05832384, 0.021017361, -0.07482151, -0.12129065, -0.0019391342) * g_5; + result += mat4(-0.0340859, -0.14430326, 0.10648293, -0.072308615, 0.11786764, 0.119093865, -0.012822142, -0.037612807, -0.1896853, -0.22999093, 0.4030961, -0.03841633, 0.12869515, -0.18355207, 0.010367995, 0.02159778) * g_6; + result += mat4(0.053300664, 0.09102034, 0.2953044, 0.20959346, 0.051493607, 0.42663953, -0.24863662, -0.18108594, 0.09425621, 0.13966715, -0.14302093, 0.043921605, -0.16983564, 0.0754303, -0.017989958, 0.17268774) * g_7; + result += mat4(-0.08402705, -0.09658915, 0.12671614, -0.16052966, 0.03697882, 0.30477068, 0.13104036, 0.0013146247, 0.20226406, -0.07586563, -0.011798672, 0.3262475, -0.06879792, 0.08181783, 0.36202317, 0.3781982) * g_8; + result += mat4(-0.17125002, 0.33657587, -0.39985514, 0.02585221, 0.1537332, 0.04795972, 0.018550362, -0.22021875, -0.19417998, 0.074346684, 0.12862094, -0.20361246, -0.024607735, -0.2939094, -0.20752306, -0.23394017) * g_9; + result += mat4(0.1611785, -0.21036223, 0.511955, -0.32777244, -0.1491686, 0.16397569, 0.08984783, -0.06717227, 0.0506624, 0.11203859, -0.05863204, -0.19412707, -0.10711086, 0.19335233, -0.036180694, -0.12216311) * g_10; + result += mat4(0.07279537, 0.118367635, -0.24924143, 0.077552676, 0.076574005, 0.29696205, -0.4367856, 0.049242187, 0.03598476, -0.23271763, 0.09492026, 0.1604189, 0.23055643, -0.5723609, -0.16704383, -0.1909646) * g_11; + result += vec4(0.02420742, -0.053550396, 0.09937034, 0.02549033); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.2471731, -0.16232504, -0.30280364, 0.05774581, -0.33488455, -0.2850219, -0.14658487, 0.1705944, -0.24376623, -0.07736909, 0.13372669, 0.13659224, 0.15363434, 0.09130026, 0.118685074, -0.1887429) * g_0; + result += mat4(-0.14029902, 0.04204984, 0.029388431, -0.16639939, 0.037349563, 0.090201415, 0.115845665, 0.094291255, -0.003028802, -0.1821114, -0.052043844, 0.18686622, -0.1255908, 0.1673359, 0.17418015, -0.24007064) * g_1; + result += mat4(0.045778025, -0.038912218, 0.116795845, -0.118629694, -0.1916185, -0.21808104, 0.22124553, 0.12642126, -0.024481684, -0.32958513, -0.11877306, -0.13612218, 0.1202751, -0.17667405, 0.08483987, -0.07016802) * g_2; + result += mat4(0.004220892, -0.060743902, -0.15420602, -0.32612783, 0.022069136, -0.11913074, 0.22228731, 0.43151212, -0.03867469, 0.29992265, -0.14474417, -0.1324549, -0.067330755, 0.07419592, -0.3801413, 0.25740635) * g_3; + result += mat4(-0.43801382, 0.074864835, 0.22297561, -0.07522966, 0.089928746, -0.23775443, 0.12624952, 0.05267909, 0.11843678, 0.23380554, -0.16562468, 0.04727477, -0.07479534, -0.06559248, 0.41837972, 0.34442958) * g_4; + result += mat4(0.3688564, 0.13552678, -0.12272029, -0.14460362, -0.052870844, -0.0072880904, -0.20343664, 0.051840555, -0.07027805, 0.025613135, 0.1342496, -0.15982226, 0.21681777, -0.22339828, 0.04231994, 0.11173033) * g_5; + result += mat4(-0.014970335, -0.29749388, -0.17493735, 0.29414502, 0.040422376, 0.15367351, -0.16439381, -0.18030228, 0.11266584, 0.111256205, 0.14735286, 0.04284055, -0.15905188, 0.43124563, -0.32235175, -0.24786504) * g_6; + result += mat4(-0.05143537, 0.11057835, 0.21779476, 0.23726006, -0.0005560291, 0.04139496, -0.16062462, -0.24794249, -0.1464781, 0.19482404, -0.312965, 0.06129383, -0.18794996, 0.16319337, 0.14189719, -0.30816367) * g_7; + result += mat4(0.27121273, -0.004694028, -0.31637567, 0.032995105, -0.036668185, -0.11826119, 0.035944767, 0.21887423, -0.030638168, -0.3112658, 0.1413359, -0.05586408, 0.028680937, -0.109603494, -0.48359016, -0.085163146) * g_8; + result += mat4(-0.15236667, -0.06385869, 0.31347254, 0.024068993, 0.2756432, -0.0046036905, 0.07813827, -0.19012104, 0.04450809, 0.00904128, -0.21091071, 0.10090084, -0.014248632, 0.1903685, 0.27477407, 0.06778423) * g_9; + result += mat4(-0.13072848, 0.01106962, 0.09164927, 0.038539473, -0.27705765, 0.12634145, -0.32573533, 0.18789926, -0.089990735, -0.12661424, -0.19122249, 0.11970773, -0.15596688, -0.15337645, -0.39366686, 0.25173476) * g_10; + result += mat4(0.133498, -0.1286767, 0.0066307387, 0.05333134, 0.32057172, 0.11854806, 0.23994155, 0.07014444, -0.0822214, 0.17359538, 0.011753332, -0.098263726, 0.09097752, 0.23439142, 0.24286969, 0.30044666) * g_11; + result += vec4(-0.013156251, -0.073697254, 0.013861042, 0.029801248); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x48 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf3 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0753999, 0.03658432, 0.18477479, 0.1749442, -0.5686113, 0.07571735, 0.3006386, -0.10368173, 0.31511122, 0.19695596, 0.022956114, 0.10611498, 0.11219441, 0.07497535, -0.051178914, 0.40932408) * g_0; + result += mat4(-0.53745884, -0.26310006, -0.14212249, -0.10600016, -0.3300384, -0.11597243, -0.10909209, 0.1591658, 0.20530003, 0.10293979, 0.44854087, -0.14645655, -0.17974512, -0.22815758, 0.055204354, 0.07649109) * g_1; + result += mat4(-0.11100687, -0.020421045, -0.06534363, -0.006278175, -0.20759039, 0.41434816, 0.019221503, -0.18696092, -0.17718618, -0.27402994, -0.31856942, 0.17581874, 0.19913019, -0.12737915, -0.23136902, 0.29896608) * g_2; + result += mat4(-0.19094995, -0.008856119, -0.1510312, 0.027294202, -0.038605593, 0.26966265, 0.07470327, -0.21256901, -0.004842345, -0.007547481, 0.0102520995, -0.101378344, 0.06716397, 0.32778296, 0.09866201, 0.105650894) * g_3; + result += mat4(-0.07321942, -0.20841677, -0.2987479, -0.025003504, 0.51052386, 0.11103265, -0.24727266, 0.05006711, -0.04068963, -0.17566985, 0.22884814, -0.08789049, 0.15666409, -0.2519647, 0.1815161, -0.29741505) * g_4; + result += mat4(0.32267484, 0.30005294, -0.32079622, 0.30390024, 0.47575063, 0.15858233, -0.049186833, -0.08754423, -0.30718598, -0.23053262, -0.4130956, 0.15375546, -0.2504387, 0.14406683, -0.03541755, -0.116562754) * g_5; + result += mat4(0.089908786, 0.16712907, 0.2827455, -0.1158676, 0.100818515, -0.13472387, 0.0018383784, 0.28862092, 0.16807888, 0.21766861, -0.008835093, -0.013818307, 0.29853174, 0.44468543, 0.109368436, 0.05118149) * g_6; + result += mat4(0.068973444, 0.0794158, 0.008132662, -0.025349714, -0.241619, -0.562253, -0.06472331, 0.26760724, 0.14286947, -0.108172484, -0.18315507, 0.082276024, -0.056612104, 0.15318224, 0.09156046, 0.059472494) * g_7; + result += mat4(0.17709294, 0.11063602, 0.016538871, -0.04356374, -0.4417025, -0.23322596, 0.1735871, -0.13079296, -0.014818513, 0.085076906, 0.31257257, -0.0979718, 0.23537876, 0.22838776, -0.1946557, -0.21086106) * g_8; + result += mat4(0.16094512, -0.20355348, 0.1149018, -0.19766387, -0.043893784, -0.12358672, -0.03911131, 0.23320928, -0.08093544, 0.09920411, -0.40996867, 0.08985439, -0.26298022, -0.35406327, 0.27618915, -0.17629734) * g_9; + result += mat4(0.17672168, 0.33174667, -0.1032466, -0.27387938, -0.02977908, -0.025017925, -0.20994124, -0.08694916, -0.02364592, -0.09470408, 0.020289965, 0.012267187, -0.36518613, -0.3328729, -0.006646349, 0.2829864) * g_10; + result += mat4(-0.37110084, -0.35592732, 0.23536026, 0.23718278, 0.047251917, -0.005406326, -0.3790981, -0.06730541, -0.059093118, 0.17381823, 0.08860589, -0.08435597, 0.063891046, 0.111061476, -0.17462096, -0.21782869) * g_11; + result += vec4(-0.036752474, -0.0199064, -0.031221999, 0.027302064); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09734661, 0.061269853, 0.010684367, 0.07922197, 0.05781062, 0.09498859, 0.0059541194, 0.055028643, 0.029842257, 0.021540405, 0.046974428, -0.06634233, -0.13435823, 0.052091595, 0.15516177, 0.20840359) * go_0(-1.0, -1.0); + result += mat4(-0.11204712, 0.087035954, 0.18622182, 0.31039688, 0.14824612, -0.0020548997, -0.05728568, 0.09329071, -0.048949752, -0.00422063, 0.10059791, 0.01128758, -0.0667123, -0.07316058, -0.009909637, 0.14781536) * go_0(-1.0, 0.0); + result += mat4(0.21659678, -0.11969646, 0.31596485, -0.29449376, -0.085787125, -0.0041973544, 0.014939408, -0.06458572, 0.016557008, -0.10691503, 0.07453658, -0.09312512, -0.041953124, 0.0108861765, 0.046261944, 0.1774456) * go_0(-1.0, 1.0); + result += mat4(0.02254322, -0.052918423, -0.113152504, 0.071858585, 0.0117703015, 0.079451814, -0.0029153633, 0.015306896, -0.040042825, -0.06333894, 0.03827381, -0.003296969, 0.23065478, 0.11165739, 0.029987952, 0.13538778) * go_0(0.0, -1.0); + result += mat4(0.22478464, 0.053055856, 0.13375497, 0.11132069, 0.0768609, -0.08802591, -0.0005126305, -0.096074104, 0.05547799, 0.14047498, -0.21863975, 0.088811226, 0.14175189, 0.056029763, -0.09243144, -0.03227621) * go_0(0.0, 0.0); + result += mat4(0.058631405, -0.0020513993, -0.100427136, 0.09413551, 0.020093564, 0.069237374, -0.031309333, -0.15205812, -0.07296385, -0.08101741, -0.033533495, 0.04185518, -0.069678605, -0.11994933, -0.05458667, 0.1239785) * go_0(0.0, 1.0); + result += mat4(0.023654098, -0.016322771, -0.053925548, -0.05829063, 0.03189806, -0.07079362, 0.045294795, -0.056835167, 0.005102182, -0.004473431, 0.089829914, -0.051828075, 0.13791272, -0.12263063, 0.09900396, 0.08934504) * go_0(1.0, -1.0); + result += mat4(-0.14883909, -0.08370035, 0.029796274, -0.061349917, 0.031639863, 0.07670951, -0.07982861, -0.075953715, 0.01616426, 0.04547463, -0.17410962, -0.13339755, -0.030177329, 0.081280835, -0.071240604, -0.068024755) * go_0(1.0, 0.0); + result += mat4(-0.035136715, -0.0666993, -0.053949412, 0.23571363, 0.064162835, 0.058248613, 0.071939655, -0.043032203, 0.0027190417, 0.102130406, 0.08265134, 0.14767906, 0.11839981, 0.022512883, 0.008833997, -0.08867263) * go_0(1.0, 1.0); + result += mat4(-0.045464355, -0.03901701, 0.104742035, -0.054333255, -0.000674463, -0.072723635, -0.011385688, 0.1390963, -0.057841327, -0.10662542, -0.006296826, 0.07534485, -0.0022529615, -0.017679833, 0.11422933, -0.09602691) * go_1(-1.0, -1.0); + result += mat4(-0.037918784, 0.0471143, 0.01821684, 0.04785347, 0.05893716, -0.05264373, 0.031792507, 0.022692155, -0.12618628, -0.078732796, -0.107741006, -0.005904432, 0.033265546, -0.037677728, 0.018410092, -0.045087464) * go_1(-1.0, 0.0); + result += mat4(-0.08069271, 0.14640823, 0.03188813, 0.048628252, -0.10498838, -0.01750696, -0.017270578, -0.20060967, -0.022688782, 0.14007398, -0.064233646, -0.06584529, 0.048313648, 0.02902496, 0.025434876, -0.015005926) * go_1(-1.0, 1.0); + result += mat4(-0.11691012, 0.10830498, 0.0864008, -0.07428175, 0.059586193, 0.08761011, -0.051804967, -0.116023265, -0.040842712, 0.064043894, -0.055760466, -0.03979215, -0.1566118, -0.07059479, 0.23128736, 0.29601103) * go_1(0.0, -1.0); + result += mat4(0.019733015, -0.121494144, 0.07050759, -0.031028662, 0.02035677, 0.037133172, 0.1959422, 0.010620721, -0.11892457, -0.062402498, 0.23107922, 0.017938357, 0.039822582, -0.34718394, -0.0043610777, -0.12503235) * go_1(0.0, 0.0); + result += mat4(-0.1521077, 0.023124147, 0.17105149, -0.09529017, -0.18716997, 0.15938593, -0.075555176, 0.007660074, -0.0659198, 0.042362686, 0.06072557, -0.052555315, 0.031564806, -0.13988672, -0.100266196, 0.15556104) * go_1(0.0, 1.0); + result += mat4(0.03950866, 0.0932461, 0.14669223, -0.075737424, -0.09153526, 0.0028438887, 0.0519975, -0.008800768, -0.0026975062, -0.041466944, -0.10415832, -0.048266735, -0.19737266, -0.008451561, 0.054551005, -0.18987523) * go_1(1.0, -1.0); + result += mat4(-0.017622106, -0.10150143, -0.061344724, -0.021990284, 0.16188632, -0.039700583, 0.024772005, -0.05583961, 0.055742163, 0.17517552, 0.079216845, -0.045874085, -0.33632788, -0.55761105, -0.15164435, 0.19563487) * go_1(1.0, 0.0); + result += mat4(0.15358269, -0.08413987, 0.031613722, -0.016460061, -0.0045705284, 0.022188313, -0.053493183, -0.010319478, -0.10769792, -0.03695773, 0.004054835, -0.104466334, -0.10020303, -0.064705715, -0.041581728, -0.086132765) * go_1(1.0, 1.0); + result += mat4(-0.05974514, 0.036663704, -0.10178144, 0.21211717, 0.04420661, -0.036548615, -0.098309755, -0.08025222, 0.07865967, 0.07362496, 0.12985736, 0.12008698, -0.06263807, -0.10731051, -0.06923558, 0.07864413) * go_2(-1.0, -1.0); + result += mat4(0.22417663, 0.0588772, 0.1198325, -0.07723108, 0.033947755, -0.041091707, -0.16751619, -0.12512505, 0.100351505, 0.021007577, -0.0038691324, 0.11080665, 7.171485e-05, -0.05867157, 0.118601635, 0.053962808) * go_2(-1.0, 0.0); + result += mat4(0.021666002, 0.0027355652, 0.052574422, 0.056000613, 0.12146606, -0.13704947, -0.0871154, 0.025724513, -0.12228573, 0.11862116, 0.077627316, 0.0914951, 0.0656998, -0.012906203, 0.01584498, 0.0021894067) * go_2(-1.0, 1.0); + result += mat4(0.21685399, -0.21901615, 0.21654171, 0.09605749, 0.021838928, -0.060552385, 0.0023020366, -0.21475291, 0.19824745, -0.038538195, 0.14118937, 0.014410346, -0.03936526, -0.028588302, 0.01463384, 0.1269174) * go_2(0.0, -1.0); + result += mat4(-0.17986831, 0.17568718, 0.011101189, 0.034957506, -0.24435398, -0.17036551, 0.17677231, 0.114546336, 0.1765654, 0.14953285, -0.02125005, -0.090705946, 0.11545875, 0.11875337, 0.07169465, -0.056279495) * go_2(0.0, 0.0); + result += mat4(-0.20325391, 0.0077137332, -0.124255426, -0.03918733, 0.0057139527, -0.20959048, 0.016518086, 0.07134525, -0.033380203, 0.1895967, -0.020892128, -0.15934819, -0.026683806, 0.049555697, -0.012137531, 0.04078783) * go_2(0.0, 1.0); + result += mat4(0.044009577, -0.1267635, -0.19021805, 0.020304255, -0.026466701, -0.021304939, 0.05452358, 0.2480263, -0.10584058, -0.019716619, -0.021578709, -0.059174377, 0.016334238, 0.041968506, 0.06452988, -0.033252876) * go_2(1.0, -1.0); + result += mat4(0.13782366, 0.39971897, 0.041918628, -0.12675282, -0.06519262, -0.09265013, -0.09582015, 0.078845605, -0.16200846, -0.0828618, -0.028440878, 0.051919196, 0.18443401, 0.007192546, 0.1433654, 0.05663138) * go_2(1.0, 0.0); + result += mat4(0.20185442, -0.067758165, -0.074122995, 0.14756092, -0.12199864, -0.15655454, -0.12563851, -0.18541348, -0.021879317, 0.01678769, -0.0030687766, 0.08913009, 0.16956268, -0.023180367, 0.048467696, -0.046434075) * go_2(1.0, 1.0); + result += mat4(0.036227275, -0.05883773, 0.0012586793, 0.011253798, 0.10275155, -0.06640798, -0.1678144, 0.082103625, -0.1789737, -0.0023864328, -0.04942815, -0.030467045, 0.03752185, -0.014739322, -0.011592565, -0.08417689) * go_3(-1.0, -1.0); + result += mat4(0.010906125, -0.07623248, 0.024461044, 0.13993196, 0.026915673, 0.09800617, 0.00041784425, 0.0070541617, -0.1684005, -0.22166164, -0.019129276, 0.09959659, 0.09489805, 0.03439014, 0.10191427, 0.011791956) * go_3(-1.0, 0.0); + result += mat4(0.00095777505, -0.13054171, 0.14910473, -0.08741845, 0.02464533, 0.17301862, 0.04799081, -0.112584546, -0.10729309, 0.0021900109, -0.117694676, -0.22643587, 0.08776268, -0.013622246, 0.02121124, 0.0677086) * go_3(-1.0, 1.0); + result += mat4(0.080143295, 0.0005351027, -0.12454767, -0.009831431, 0.09471301, -0.06951146, 0.027126681, -0.0003073929, -0.045323767, 0.2865539, -0.08811831, 0.14265549, 0.057120778, -0.015644496, -0.13397896, -0.01764384) * go_3(0.0, -1.0); + result += mat4(-0.14829676, -0.22663654, 0.06900643, 0.19923732, -0.17632666, -0.1773072, -0.10938093, 0.1907633, -0.22015978, 0.16445194, -0.035109006, -0.1360336, 0.041809544, -0.05986774, -0.11678058, 0.02465583) * go_3(0.0, 0.0); + result += mat4(-0.1263213, 0.03851176, 0.06992986, 0.121745974, -0.0019402864, 0.069357015, -0.18422046, -0.021072289, 0.010600869, -0.09093927, 0.07218328, 0.030740313, -0.08003271, -0.07790914, 0.06410005, 0.014307259) * go_3(0.0, 1.0); + result += mat4(0.10477422, 0.0071695005, -0.14152291, -0.08124443, -0.09799372, -0.05710979, 0.058086738, -0.044789974, 0.043377526, 0.12331853, 0.025140652, 0.07699851, -0.045419525, -0.006256598, -0.1254608, -0.069459505) * go_3(1.0, -1.0); + result += mat4(0.012826945, 0.013810653, -0.03710287, 0.09192163, 0.20279253, 0.00034728806, -0.035849538, -0.017284289, -0.12103459, 0.113538265, 0.036033515, -0.2628409, 0.13250133, -0.15067518, -0.017473336, -0.017993376) * go_3(1.0, 0.0); + result += mat4(-0.04628539, -0.009509892, 0.010795782, 0.022657838, 0.034840304, -0.18331207, -0.043538917, 0.019726979, 0.093813986, -0.01182597, -0.030532721, -0.06725243, 0.035305396, 0.12598507, -0.045109455, -0.07104365) * go_3(1.0, 1.0); + result += mat4(-0.038427405, -0.03670289, 0.009010035, -0.08594717, 0.13386185, -0.055569336, 0.020312069, 0.17047036, -0.0005751851, 0.07102868, -0.0030843539, -0.062339533, 0.17729887, -0.02035552, -0.10233831, -0.11164339) * go_4(-1.0, -1.0); + result += mat4(-0.11263659, -0.05361348, -0.08857922, 0.025857484, 0.15782511, 0.11741005, 0.0008204784, -0.055593092, 0.16471939, -0.06537734, -0.049056504, -0.14134789, -0.06993487, 0.08265007, -0.026305847, -0.015778434) * go_4(-1.0, 0.0); + result += mat4(-0.007410701, -0.01441922, -0.013790292, -0.08496436, 0.059298597, 0.06749017, 0.033680003, -0.07553746, -0.007253728, 0.07603032, 0.03603444, 0.023113312, 0.009864538, 0.009545234, 0.007055779, 0.016675977) * go_4(-1.0, 1.0); + result += mat4(-0.03287154, 0.041329436, 0.048967343, 0.00020967565, -0.03840336, -0.26014775, 0.13467579, -0.01288433, 0.03179203, -0.124999754, 0.043841228, -0.06066888, -0.0051408918, -0.016409034, -0.12508035, -0.06799285) * go_4(0.0, -1.0); + result += mat4(-0.061412618, -0.023039775, 0.023298232, 0.027902585, -0.05903914, -0.04732177, -0.08157116, -0.16209878, -0.07151363, -0.11202448, 0.086137235, 0.13089454, -0.1727801, -0.084309146, 0.008881613, 0.10247897) * go_4(0.0, 0.0); + result += mat4(-0.080017336, -0.021263113, 0.19055346, -0.019997882, -0.1927784, -0.03550904, -0.030173002, 0.3082455, -0.15008178, 0.11214757, 0.02586731, -0.043060426, 0.07466955, 0.046203747, -0.07718886, 0.06528261) * go_4(0.0, 1.0); + result += mat4(0.019918084, 0.10393514, -0.009655002, 0.1094199, -0.089056216, -0.1737668, -0.059082154, 0.105823405, 0.026216887, 0.03503651, -0.12551196, 0.012876952, 0.11418996, -0.0284636, -0.11487945, 0.040532686) * go_4(1.0, -1.0); + result += mat4(-0.062002, -0.10289414, 0.0433779, -0.052594364, -0.026993295, -0.010685158, -0.14214714, 0.13103524, -0.1301826, -0.27670056, 0.11124729, -0.055402644, 0.01671333, -0.08101004, -0.05717023, 0.0962302) * go_4(1.0, 0.0); + result += mat4(-0.15299675, -0.0779102, 0.062842146, -0.11968336, -0.07164389, -0.017125668, -0.1688716, 0.061834283, 0.08188993, 0.0018753322, 0.08258499, -0.19381738, -0.04257649, -0.016848594, -0.017061861, -0.026112117) * go_4(1.0, 1.0); + result += mat4(-0.122003414, -0.09890703, -0.06982631, -0.02577599, 0.047824547, 0.03650507, 0.040395748, -0.04049112, 0.04005698, 0.09357465, 0.1360253, -0.15741147, -0.06551237, 0.08185881, -0.02194835, -0.013256005) * go_5(-1.0, -1.0); + result += mat4(-0.14268228, -0.08010237, 0.062330585, 0.24419874, 0.022156455, -0.031606868, 0.01986428, -0.123140745, 0.088045254, 0.07976336, 0.12356502, 0.03292295, 0.0039921612, 0.1391097, -0.1327237, 0.17087503) * go_5(-1.0, 0.0); + result += mat4(0.05809734, 0.10325669, 0.018551925, 0.18999831, 0.05094676, -0.031951625, -0.019107338, -0.024242481, -0.03815963, -0.14975072, 0.015570574, 0.116612114, -0.0035157371, -0.022934573, 0.0011566454, -0.1203576) * go_5(-1.0, 1.0); + result += mat4(-0.07571527, 0.1990212, -0.20027153, -0.10697796, -0.12820342, -0.084515885, 0.07578165, 0.020347733, -0.00892056, -0.18545923, 0.0695733, 0.14638829, -0.09150454, 0.006455754, -0.055462956, 0.042492133) * go_5(0.0, -1.0); + result += mat4(0.15239488, -0.06738116, -0.07969976, 0.1760308, 0.093105, 0.06533617, 0.037611242, -0.01698829, 0.09100471, 0.17494531, 0.10324255, -0.040920477, 0.04676677, -0.042271648, 0.17275427, 0.039887525) * go_5(0.0, 0.0); + result += mat4(0.04805025, 0.09289456, 0.012480428, 0.059763327, 0.20680524, 0.024041612, 0.04847308, -0.06536776, 0.03056509, -0.03703338, 0.031064041, 0.017866645, -0.0199645, 0.13258344, -0.0063539073, 0.04498349) * go_5(0.0, 1.0); + result += mat4(0.052932233, -0.11947033, -0.03155656, -0.07324679, -0.05424513, 0.078505605, -0.019819826, -0.118183404, 0.015165605, -0.15420818, 0.09117547, -0.06770803, 0.025362425, 0.10567001, 0.16803418, -0.014216641) * go_5(1.0, -1.0); + result += mat4(-0.002915114, 0.09753533, -0.07954533, -0.09036385, -0.10997803, -0.06226152, 0.15965928, 0.01742136, -0.16269052, 0.0012529608, -0.11517133, -0.06588761, 0.33304235, 0.32400182, -0.037736043, -0.08686809) * go_5(1.0, 0.0); + result += mat4(0.122677274, 0.07220127, 0.017788883, -0.1526565, -0.11781294, -0.096393414, -0.10738522, 0.027538292, 0.11034344, 0.0068561994, -0.01896905, 0.08191385, -0.031658173, -0.06143603, 0.11063846, 0.013613772) * go_5(1.0, 1.0); + result += mat4(-0.00034395256, 0.07757684, 0.03603346, -0.05409958, -0.039885473, 0.08888618, 0.11433487, 0.06239832, -0.012561817, -0.09264437, -0.06947361, -0.16703877, -0.05925366, 0.09730988, -0.0374859, -0.21553493) * go_6(-1.0, -1.0); + result += mat4(0.11113043, 0.046659853, -0.03720995, 0.13223019, -0.011127139, 0.045242492, 0.08000568, 0.026173163, -0.028678354, -0.04595475, -0.15907471, -0.061340734, 0.052668605, 0.120637506, 0.06996815, -0.032300867) * go_6(-1.0, 0.0); + result += mat4(-0.015105483, -0.035718217, 0.00565433, -0.0010706359, 0.01237486, -0.09663067, 0.060355566, -0.021619935, -0.0060178936, -0.10208557, 0.09834864, 0.005301487, -0.07065648, -0.0102565205, -0.079897635, -0.07363429) * go_6(-1.0, 1.0); + result += mat4(0.15122332, 0.01300845, 0.14561565, 0.0078122923, -0.07771233, 0.08672449, 0.059209164, 0.10349858, -0.18292949, -0.05491338, 0.037409253, -0.15557477, 0.007851884, -0.15677735, -0.007986883, -0.0820941) * go_6(0.0, -1.0); + result += mat4(-0.02603895, 0.004392774, 0.047779255, 0.030239321, -0.025975157, 0.007981695, -0.026700003, 0.17650554, -0.046760127, -0.12810352, 0.039018054, -0.020153303, -0.26770997, -0.24840021, 0.001749491, 0.13322414) * go_6(0.0, 0.0); + result += mat4(-0.048052143, 0.011061579, 0.048959274, 0.15330704, -0.05367691, 0.031792562, -0.030972287, 0.21764308, 0.07962203, -0.13632339, 0.05333787, 0.08173476, 0.029554084, -0.1607249, -0.14652269, -0.018444933) * go_6(0.0, 1.0); + result += mat4(-0.12028847, 0.11408145, -0.015187711, -0.1066138, 0.04004933, -0.054853894, -0.0002169158, -0.07392162, -0.06662435, 0.012898702, 0.11821237, -0.060647547, 0.10890098, 0.13925953, -0.034129824, -0.16795886) * go_6(1.0, -1.0); + result += mat4(-0.21198411, -0.22841139, 0.064901166, -0.0739707, 0.07579406, 0.13245337, 0.07984324, -0.11958311, 0.23518807, 0.03951031, 0.021313217, -0.039818693, -0.33798328, 0.14691062, -0.1605757, 0.054352395) * go_6(1.0, 0.0); + result += mat4(-0.13351469, 0.0918017, 0.021667097, 0.04695423, 0.1528799, 0.0066435975, 0.14461643, -0.0774705, 0.08538539, 0.029555036, 0.013566671, 0.04881617, -0.047637653, -0.024395077, -0.04682386, 0.024556898) * go_6(1.0, 1.0); + result += mat4(-0.04054251, -0.025060415, 0.13092743, 0.1434454, 0.019325754, -0.03814305, 0.038175087, -0.051956292, 0.107260615, 0.09564158, 0.033044748, 0.08718543, -0.0042597037, -0.08330614, -0.020769762, 0.021718048) * go_7(-1.0, -1.0); + result += mat4(-0.0467152, 0.011650741, 0.06790967, 0.1497807, -0.04228647, 0.0038935265, 0.050139807, -0.04191123, 0.11917793, 0.12565975, -0.09580006, -0.04954582, -0.022617152, 0.14059848, 0.06739387, 0.096524894) * go_7(-1.0, 0.0); + result += mat4(-0.0041557504, 0.14019534, -0.14307663, 0.16510043, -0.045185186, -0.07108944, -0.18530224, 0.0637945, -0.022739004, 0.016600542, -0.15113553, 0.03232497, 0.083305396, 0.030575624, -0.007784604, 0.10224721) * go_7(-1.0, 1.0); + result += mat4(0.13495712, 0.0132012805, 0.023121556, 0.09689293, -0.08771344, 0.13250796, 0.09810855, -0.07780123, -0.11128488, 0.049089704, -0.012155183, -0.01517611, -0.034393515, 0.11343268, 0.07681398, 0.12952201) * go_7(0.0, -1.0); + result += mat4(0.19935279, 0.16451101, -0.2434694, 0.0069289505, 0.099972665, 0.1275684, -0.25808835, -0.042677704, -0.018637422, -0.09171047, 0.010507542, 0.011131679, 0.09246794, -0.0041852095, 0.1290832, -0.07985622) * go_7(0.0, 0.0); + result += mat4(-0.0043436415, -0.15932998, -0.05970676, -0.13369723, 0.09200822, -0.047416117, -0.0073032505, 0.036765452, 0.03029621, -0.017910985, -0.071291275, 0.046770707, -0.07755798, -0.016484965, -0.057681244, 0.1414009) * go_7(0.0, 1.0); + result += mat4(-0.049801152, -0.11666162, -0.06752314, -0.027140377, 0.01744927, -0.015691767, -0.01865074, -0.049655963, -0.054574657, 0.042295195, -0.07221067, -0.04776607, 0.28138685, 0.03619317, 0.05957344, 0.12512729) * go_7(1.0, -1.0); + result += mat4(-0.18367589, -0.13354966, -0.18030748, -0.03868865, -0.13235895, 0.0832158, 0.06149876, 0.15696545, 0.0135377385, -0.029013326, 0.071308985, 0.027590062, -0.0692408, 0.07469874, -0.009006803, -0.028944101) * go_7(1.0, 0.0); + result += mat4(-0.05511066, 0.029652556, -0.034495458, -0.11805021, 0.1400147, 0.05601861, -0.008461109, -0.03828229, -0.010754387, -0.041252054, -0.01032058, -0.01723487, -0.06081277, -0.21858022, -0.086987965, 0.02353611) * go_7(1.0, 1.0); + result += vec4(0.046059743, 0.0101414705, -0.008947391, -0.020016287); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.015272437, -0.059803978, -0.028676871, -0.02191302, 0.09696589, -0.03694334, 0.079412386, -0.09939299, 0.055519488, 0.13914746, -0.06045851, -0.033998977, 0.068030894, 0.22130857, -0.007071924, -0.084617935) * go_0(-1.0, -1.0); + result += mat4(-0.31423712, -0.16286789, -0.19696762, -0.169529, -0.048720174, 0.0645061, -0.121878594, -0.09086406, -0.027578864, -0.12501127, -0.16284546, 0.05864118, -0.059388425, -0.091798484, -0.2045986, 0.008371446) * go_0(-1.0, 0.0); + result += mat4(0.1516353, -0.07816612, 0.06701313, -0.0950027, -0.06908343, -0.017901963, 0.044034127, -0.06375459, 0.0035083925, -0.008009938, -0.1553017, -0.09092037, 0.054205187, -0.07541141, -0.029629523, 0.1302109) * go_0(-1.0, 1.0); + result += mat4(-0.07794453, -0.11150074, 0.07698152, 0.08732758, 0.005230772, 0.14475264, -0.09703018, -0.10291971, 0.105738714, -0.12889017, 0.0348841, 0.13621795, -0.13801111, -0.09004793, 0.114610545, -0.0009902337) * go_0(0.0, -1.0); + result += mat4(-0.13234864, -0.22682235, -0.22653654, 0.008841708, -0.017389977, 0.0007245843, -0.034918804, 0.08006901, 0.06819286, 0.15364736, 0.048638005, 0.032650337, 0.277397, -0.00709555, -0.00092056254, 0.15162739) * go_0(0.0, 0.0); + result += mat4(-0.05169096, 0.21755818, 0.33516932, 0.031588975, -0.14497629, -0.04724443, 0.05017679, 0.07897262, 0.13459034, 0.31124622, 0.017543063, -0.12901956, 0.020066176, 0.035704516, 0.09234457, -0.13252299) * go_0(0.0, 1.0); + result += mat4(-0.079380505, 0.0073481426, -0.06069702, -0.010502408, 0.07515405, -0.116293535, 0.0046105445, 0.009152441, 0.0916981, 0.07103545, 0.021125732, -0.05427634, -0.05110015, -0.009169704, 0.064662114, -0.035349734) * go_0(1.0, -1.0); + result += mat4(0.038265344, -0.09519448, 0.059789244, -0.13617846, -0.061203677, -0.081682116, -0.029475613, 0.1452557, 0.09861209, -0.07015944, -0.05356181, -0.021776738, 0.10369119, -0.07849195, -0.038590387, -0.10154714) * go_0(1.0, 0.0); + result += mat4(0.13858013, 0.17500602, -0.06286432, 0.12322357, -0.020820327, 0.10139774, 0.06707506, -0.045559894, 0.08304632, 0.014706953, -0.031214742, -0.046962608, 0.029041013, 0.116795875, -0.034526866, 0.024736797) * go_0(1.0, 1.0); + result += mat4(-0.15546273, 0.12283236, -0.15851308, -0.15174977, -0.07573153, 0.018088356, 0.050452355, -0.1072712, 0.023415051, -0.083648965, -0.08438857, 0.0037589336, -0.052143987, 0.054112066, 0.068947434, 0.0041476013) * go_1(-1.0, -1.0); + result += mat4(0.11446611, 0.058583263, -0.06733016, -0.0023722851, 0.07993185, -0.023523904, -0.11709358, -0.04045295, 0.011010934, -0.040319018, -0.07934788, -0.13672778, -0.01871028, 0.050461486, 0.009289529, -0.04118888) * go_1(-1.0, 0.0); + result += mat4(0.09812941, -0.05562772, -0.054017413, -0.123784855, 0.001961671, 0.10594461, -0.04178937, 0.039041057, 0.04732996, -0.046621576, -0.02719964, -0.0011114897, -0.01653831, -0.12494121, -0.03380852, -0.016219255) * go_1(-1.0, 1.0); + result += mat4(-0.060704853, 0.07478782, -0.07182519, -0.0042965743, 0.016299726, 0.048351113, -0.01954189, 0.026182631, 0.1213542, -0.03132194, 0.1872669, 0.073706634, -0.2032187, 0.14876659, -0.17023273, -0.2227079) * go_1(0.0, -1.0); + result += mat4(-0.09304609, -0.07197119, -0.05462784, -0.0031730293, -0.279643, -0.04054853, 0.08253801, -0.18801835, -0.007780369, 0.103015654, 0.017752673, -0.33401743, 0.25395665, 0.124612115, 0.17287181, 0.09410012) * go_1(0.0, 0.0); + result += mat4(0.016278468, 0.09776316, -0.018774673, -0.028158069, -0.004626514, -0.089645386, -0.22390373, -0.22903992, 0.08918763, 0.093416885, -0.064013496, -0.020969093, 0.055319004, 0.038180985, -0.024488134, -0.040401362) * go_1(0.0, 1.0); + result += mat4(0.018308487, -0.011729305, -0.09917752, -0.002841483, 0.0599436, 0.016863806, -0.04848376, 0.042487588, 0.03422387, 0.010988273, -0.046248045, 0.016439699, -0.2109331, -0.26634532, 0.09737795, -0.22783673) * go_1(1.0, -1.0); + result += mat4(-0.043874994, 0.057370197, 0.108060665, 0.12056862, 0.04326372, 0.042426717, 0.10711789, 0.18016145, -0.06800899, 0.050411705, 0.062778726, -0.08883587, -0.12963888, -0.26155844, 0.1768527, -0.20759244) * go_1(1.0, 0.0); + result += mat4(-0.029307218, 0.034253594, 0.023449568, 0.10740543, -0.007117891, -0.08609973, -0.070199385, 0.028014658, 0.011849466, -0.103710175, -0.044059474, 0.0910086, -0.0036186902, -0.13148114, 0.11775623, 0.03689876) * go_1(1.0, 1.0); + result += mat4(-0.02930122, -0.028750544, -0.16977385, 0.024588319, 0.06966029, -0.05039873, 0.02433029, 0.008939243, -0.07164926, -0.024791168, -0.042547364, -0.0096171675, 0.026791278, 0.13012235, 0.018013593, -0.05196021) * go_2(-1.0, -1.0); + result += mat4(0.051087376, -0.010833802, -0.025629422, -0.16892247, 0.10266821, -0.08566462, 0.021818671, 0.099710494, 0.052938227, 0.15181173, -0.07044235, 0.006057611, -0.04405104, -0.008049883, -0.02076555, -0.16482745) * go_2(-1.0, 0.0); + result += mat4(0.09891512, 0.008049609, 0.01639775, -0.06643191, 0.017111722, 0.2329798, 0.035799496, 0.010293999, 0.0704336, -0.03576047, 0.023332953, -0.07576646, -0.0014989872, 0.022484222, 0.011937841, -0.04858518) * go_2(-1.0, 1.0); + result += mat4(-0.010375555, -0.29719326, 0.15491869, -0.12884745, 0.1403921, -0.0111622475, -0.040989667, -0.07690612, -0.18047535, -0.085979894, -0.04110178, -0.026867142, -0.116575025, 0.01505097, -0.064706944, 0.0068447054) * go_2(0.0, -1.0); + result += mat4(-0.17111692, -0.14148626, -0.074309886, -0.054845806, -0.12844844, -0.1814628, -0.080664955, 0.08824405, 0.049287837, 0.125754, 0.13574858, 0.22351772, -0.0020951808, 0.05195172, -0.19726871, 0.0040973197) * go_2(0.0, 0.0); + result += mat4(0.019996997, 0.06518832, -0.06759968, -0.07601458, 0.14987434, 0.10496216, -0.05135024, 0.004877606, -0.045061707, -0.037699945, 0.05177059, 0.084363855, 0.046086136, -0.030641818, -0.058476638, 0.08614476) * go_2(0.0, 1.0); + result += mat4(-0.08008592, -0.17577869, 0.2598816, 0.01865104, 0.09420606, -0.027588135, 0.122131534, -0.15293474, 0.058529835, -0.008539355, 0.015938425, 0.050187953, -0.02314343, 0.01624479, 0.00061906216, -0.08660734) * go_2(1.0, -1.0); + result += mat4(-0.09669957, 0.105325714, -0.04216754, 0.4313952, 0.01175941, 0.0064402292, -0.09035242, -4.4676657e-05, -0.09296604, 0.05282715, 0.10292071, 0.058552645, -0.12130569, -0.067147344, -0.03417468, 0.10585223) * go_2(1.0, 0.0); + result += mat4(0.032175943, 0.022815451, -0.11661248, 0.04680869, -0.0039209807, 0.03585509, 0.015391019, -0.012086847, 0.077763, -0.16538106, -0.08112365, -0.047386654, 0.046851672, -0.15512191, 0.12339567, 0.045468587) * go_2(1.0, 1.0); + result += mat4(-0.003045521, 0.011283177, 0.057040576, 0.14315721, -0.033659145, 0.04654075, -0.05798073, 0.016922075, -0.03206714, -0.029252306, 0.0752731, -0.19472761, -0.004521209, -0.008417225, -0.01819342, 0.09594639) * go_3(-1.0, -1.0); + result += mat4(0.023216221, 0.00050637213, 0.093280256, -0.0036191205, -0.099975824, 0.15540068, -0.0005460901, 0.07478613, -0.020638715, -0.11652944, -0.06071933, -0.14358073, -0.037845127, 0.0038647808, -0.07280816, 0.1025985) * go_3(-1.0, 0.0); + result += mat4(-0.10873849, -0.07031447, 0.0056161666, 0.034578577, -0.15001217, 0.017945569, -0.059527688, 0.009716552, -0.10370449, 0.032418504, 0.05663323, 0.10394252, 0.0230122, -0.07451814, 0.12283976, -0.11731048) * go_3(-1.0, 1.0); + result += mat4(0.09558205, -0.082451336, -0.033909228, -0.0067867287, 0.12707525, -0.016118657, -0.18240142, -0.29438785, 0.065717794, -0.16262093, 0.043810308, -0.2857367, 0.11772093, -0.042244613, -0.016529586, -0.0028848667) * go_3(0.0, -1.0); + result += mat4(-0.095545195, -0.14809576, -0.10179922, -0.3241558, -0.29769334, -0.003899532, 0.027323049, -0.17966785, 0.08280068, -0.028337095, 0.15347622, 0.1661956, 0.17435703, -0.115148745, -0.016894776, -0.018672291) * go_3(0.0, 0.0); + result += mat4(-0.16706415, -0.07363752, 0.062359426, 0.13341492, 0.033634063, 0.11740068, 0.18746865, 0.10657675, 0.032304406, 0.09954153, -0.1386874, -0.13592382, 0.029351018, -0.03206953, 0.09523795, 0.06962056) * go_3(0.0, 1.0); + result += mat4(-0.022705866, -0.06569827, -0.091605455, 0.070918486, -0.053591333, 0.061575353, -0.10306779, -0.13712883, -0.070348755, -0.024930507, 0.012275779, -0.20609841, -0.047163837, -0.06799354, -0.01722682, -0.07951833) * go_3(1.0, -1.0); + result += mat4(-0.09951865, -0.089199685, -0.03204326, 0.12676425, 0.017853266, -0.011848084, 0.16991617, 0.14529921, 0.07919947, 0.038282923, -0.16438726, -0.05181831, -0.051588885, 0.17036556, -0.025693918, -0.08663645) * go_3(1.0, 0.0); + result += mat4(0.09096619, -0.042492405, -0.02680967, 0.09422492, -0.03217904, -0.021298975, 0.122680284, 0.003280786, -0.0027162856, 0.32307196, 0.00042480655, -0.04048761, -0.05125339, 0.03318497, -0.017228108, 0.080749124) * go_3(1.0, 1.0); + result += mat4(-0.05089259, -0.0053160666, 0.04031622, 0.0675516, -0.075230755, 0.11064669, -0.16225758, -0.27091557, -0.033630677, 0.077405855, -0.08949044, -0.20493746, -0.08045375, -0.14623162, 0.01690271, 0.09677526) * go_4(-1.0, -1.0); + result += mat4(0.17415513, 0.0070055854, -0.10742436, 0.077625334, -0.046910375, -0.17963062, -0.13546865, -0.008154046, -0.007528051, -0.02987437, -0.02181232, -0.16890126, 0.029016118, -0.10211868, 0.062935695, 0.0028676116) * go_4(-1.0, 0.0); + result += mat4(-0.025289172, 0.20245677, -0.0033883427, 0.0069943997, 0.1960503, -0.104858525, 0.06183405, -0.010476609, -0.065109745, -0.13811804, 0.037909374, -0.027144575, 0.0040317164, 0.035209123, 0.09870678, -0.0479482) * go_4(-1.0, 1.0); + result += mat4(-0.028792664, 0.038431108, 0.014691095, 0.11340496, -0.060376063, -0.079663344, -0.023059526, -0.14558718, -0.14886084, -0.09452481, 0.16099294, -0.09676519, 0.14557302, -0.023548108, -0.04787074, -0.13845164) * go_4(0.0, -1.0); + result += mat4(-0.11922315, -0.17272118, 0.21888684, 0.0006877604, -0.041505255, -0.064750075, 0.17717092, -0.0050328346, 0.08072545, -0.15914737, -0.34404156, -0.12710881, -0.24833426, -0.012279114, -0.0929118, -0.17624308) * go_4(0.0, 0.0); + result += mat4(0.072484106, -0.079038285, -0.12901638, 0.082699366, 0.20412955, -0.114168845, 0.123569965, -0.27721637, -0.08529062, -0.03288879, 0.026492476, 0.19470787, 0.12789781, -0.046228945, 0.030243115, 0.102509424) * go_4(0.0, 1.0); + result += mat4(-0.018162742, 0.026119776, 0.028543998, 0.14580049, -0.031844176, 0.055030007, 0.00784516, -0.0094214855, 0.16610105, -0.13140243, -0.101545244, -0.14765148, 0.046954077, 0.0151733, 0.028250849, -0.016968153) * go_4(1.0, -1.0); + result += mat4(-0.071911104, 0.07253662, -0.0039084554, 0.10001815, -0.0059544197, 0.039695, 0.09711302, 0.12417695, 0.012477504, 0.19828807, 0.08522809, -0.0065681627, 0.030625535, 0.075225085, -0.016773878, 0.0051740888) * go_4(1.0, 0.0); + result += mat4(0.018142365, 0.06312399, 0.020529382, -0.08701831, -0.081653036, -0.020882376, -0.06594719, -0.015883535, -0.09766773, -0.013606815, -0.01932629, 0.14317879, -0.08628326, 0.032843128, -0.03849329, 0.044433527) * go_4(1.0, 1.0); + result += mat4(-0.19906221, -0.019701794, -0.13417694, -0.22192308, 0.12774472, -0.080230385, -0.07713913, -0.018704597, 0.04177193, 0.043377854, -0.004895913, -0.068911865, 0.09720858, 0.09008334, 0.09644683, -0.03094106) * go_5(-1.0, -1.0); + result += mat4(0.06691037, -0.07232021, 0.0880707, -0.1096942, -0.0670756, 0.15671045, 0.012647426, -0.01460337, 0.023473715, 0.25899747, -0.07224047, 0.033385064, -0.08618433, -0.04862091, -0.08293281, 0.086158596) * go_5(-1.0, 0.0); + result += mat4(0.08823607, 0.03869106, -0.023876008, -0.026033832, 0.03230582, -0.1304758, -0.068728656, -0.0057360893, -0.045426574, 0.063521795, -0.01852874, -0.042811543, -0.051053554, 0.03814756, -0.02033012, -0.048743658) * go_5(-1.0, 1.0); + result += mat4(0.015931997, 0.07338466, -0.001379819, -0.04980926, -0.059085526, 0.08673082, 0.06408948, -0.0012361417, -0.17019162, 0.094189726, -0.14372677, 0.004410176, 0.11336311, 0.10751407, -0.08628446, 0.11517482) * go_5(0.0, -1.0); + result += mat4(0.007854747, 0.11453255, 0.16967475, 0.047550052, -0.114481956, 0.08391739, 0.092615105, 0.06488047, 0.08140995, -0.1407751, 0.03324224, -0.02032371, -0.13508326, -0.055251148, -0.18647192, 0.12472472) * go_5(0.0, 0.0); + result += mat4(-0.052146748, 0.09979267, 0.029023444, -0.13495271, -0.0252162, -0.0596912, 0.080368, -0.03177713, 0.02240823, -0.0018220172, 0.015609448, -0.022447577, -0.15107572, -0.109189086, -0.100533925, 0.118836805) * go_5(0.0, 1.0); + result += mat4(0.022925707, -0.06910447, -0.018874725, 0.009468046, -0.14554814, 0.07727692, -0.0047826543, -0.0013009618, -0.07025157, 0.012556721, -0.037335817, 0.035178307, 0.06550488, 0.048649, -0.014515659, 0.06279116) * go_5(1.0, -1.0); + result += mat4(0.03258051, 0.1607996, -0.005463293, 0.027238868, -0.1231972, -0.0771126, -0.046944942, 0.12712134, 0.075969175, -0.09897373, 0.022424594, -0.088259995, 0.114332475, 0.1605132, -0.03992334, -0.00781645) * go_5(1.0, 0.0); + result += mat4(0.0684246, 0.1356707, -0.18023875, -0.04613952, 0.006020655, 0.030828401, -0.042292707, -0.032438643, -0.059692264, 0.04760126, -0.0045480486, 0.019046038, 0.06176289, 0.13285528, -0.023466881, 0.0345628) * go_5(1.0, 1.0); + result += mat4(-0.017516924, 0.04755433, 0.02724948, -0.20600726, -0.04323209, 0.07760261, -0.023362167, 0.08546276, 0.09192108, 0.036733013, 0.13411112, 0.048988055, 0.02760956, 0.02746886, -0.0072430624, 0.01127053) * go_6(-1.0, -1.0); + result += mat4(-0.08310694, -0.1415815, -0.08375172, 0.0363182, -0.081730485, -0.06046439, 0.02982689, 0.08872717, 0.00072316185, -0.14549169, 0.09066894, -0.14281332, 0.16423841, 0.052469682, -0.0067828847, 0.008377004) * go_6(-1.0, 0.0); + result += mat4(-0.13628009, 0.018103965, -0.032083835, 0.12424575, 0.024337478, -0.103213586, -0.13552395, -0.09551738, 0.0420191, 0.10316015, 0.067298695, 0.0035425322, 0.0029188823, -0.053332064, 0.027478272, 0.08300774) * go_6(-1.0, 1.0); + result += mat4(-0.007367251, 0.056404594, -0.048879124, -0.020900933, 0.010486612, 0.07887076, -0.020189175, -0.13583486, 0.13937452, 0.057288323, -0.07264488, -0.01801294, 0.19403873, 0.103872076, -0.14108293, -0.16779351) * go_6(0.0, -1.0); + result += mat4(0.109870814, 0.04083196, 0.19445752, 0.024208639, 0.20810223, -0.088830575, -0.194837, -0.04915425, 0.08709219, -0.06014266, 0.012886667, -0.23102829, -0.17614147, -0.18462501, -0.078888394, -0.085750245) * go_6(0.0, 0.0); + result += mat4(-0.043739304, -0.15343273, -0.004483079, 0.028602215, -0.053307105, 0.03963491, 0.09067442, -0.040540636, 0.005630982, -0.03907181, -0.08252026, -0.255134, 0.036551263, -0.1558265, 0.12722903, -0.018271362) * go_6(0.0, 1.0); + result += mat4(0.100884244, 0.041502595, -0.02924491, 0.0006563439, 0.05856145, -0.0045917677, 0.09798114, 0.089630224, 0.0275624, 0.0553079, -0.055310242, -0.10005074, 0.108301334, 0.035387103, -0.21943197, -0.02148485) * go_6(1.0, -1.0); + result += mat4(0.038974132, 0.07830882, 0.05164519, -0.12069417, 0.05397008, 0.061845202, -0.007274972, 0.058689874, 0.06141266, -0.0424411, -0.05565388, 0.07025662, 0.085278414, 0.047607705, -0.049411476, -0.17264275) * go_6(1.0, 0.0); + result += mat4(0.024846716, 0.011342758, 0.044558752, 0.005749814, -0.0656907, -0.10310058, -0.0502014, 0.10221803, 0.02951027, 0.08945397, 0.075140476, -0.14311805, 0.08085466, 0.13427396, -0.05678222, -0.28819987) * go_6(1.0, 1.0); + result += mat4(0.06705349, -0.018869668, 0.015324304, -0.07764027, -0.10141193, 0.028659642, -0.08375406, 0.005064868, 0.03488706, 0.09525751, -0.10248002, 0.06137774, -0.005868939, 0.006512338, -0.0560103, 0.030272838) * go_7(-1.0, -1.0); + result += mat4(-0.036294904, -0.018521994, -0.03307544, -0.08824787, -0.02880715, 0.009350453, 0.065284535, 0.021653919, 0.015398833, 0.14517242, -0.041406073, 0.12960012, -0.035283025, -0.15387185, 0.043584332, 0.033682194) * go_7(-1.0, 0.0); + result += mat4(0.028819354, 0.06410185, 0.036591727, 0.038817216, 0.046048388, -0.04071045, 0.105549805, -0.019702256, 0.04773352, 0.011951728, 0.024311544, -0.13352196, -0.020938, -0.021588324, -0.069265515, 0.08652285) * go_7(-1.0, 1.0); + result += mat4(-0.22862528, -0.046740018, 0.061469328, -0.020422334, -0.10328232, -0.1077609, 0.12025423, 0.057812545, 0.17792639, 0.012279389, -0.07101039, -0.025944097, -0.086152576, -0.0155693265, 0.083100215, -0.14897798) * go_7(0.0, -1.0); + result += mat4(0.14513083, -0.06021356, 0.049246337, 0.10806752, -0.021607077, -0.07385248, 0.057333313, 0.13416117, -0.06690401, -0.19059011, 0.021498155, -0.03842978, -0.10343301, 0.043801896, 0.10485668, 0.054747216) * go_7(0.0, 0.0); + result += mat4(0.111293696, 0.0013921659, 0.029689424, 0.05060646, -0.06785304, -0.05120073, -0.058148287, -0.054629184, 0.019767666, -0.03841178, -0.047711127, 0.12487687, 0.002752687, 0.0041709486, 0.06040608, 0.04098326) * go_7(0.0, 1.0); + result += mat4(-0.038370624, -0.09880031, 0.027125726, -0.060028706, 0.12887341, 0.07956673, 0.049340174, 0.12674156, 0.108758375, -0.01999054, 0.10093637, 0.05006565, -0.08913735, -0.026908305, 0.0202185, 0.020061754) * go_7(1.0, -1.0); + result += mat4(-0.025420299, 0.038421508, 0.09560932, -0.11508314, 0.0155848935, 0.0347484, -0.008577495, -0.18132563, 0.101311065, 0.10495623, 0.15127939, -0.10312934, 0.019007044, -0.027185634, 0.047117107, -0.016839046) * go_7(1.0, 0.0); + result += mat4(-0.08142026, -0.034331992, -0.029070942, -0.14392552, -0.078249715, 0.15499105, -0.08205064, 0.12780844, -0.020675218, -0.1315328, -0.07152117, 0.029007316, -0.037264626, 0.013577999, -0.03113356, -0.038550116) * go_7(1.0, 1.0); + result += vec4(0.076316014, -0.018089892, -0.012637839, -0.10212818); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.4954155, -0.097350635, 0.2804199, -0.13652386, -0.14972939, 0.19721153, -0.23526497, -0.2423665, 0.12555814, -0.0705443, 0.043938212, 0.19388582, 0.09386085, -0.43720174, 0.29635525, 0.26856044) * g_0; + result += mat4(0.14495872, 0.0610595, -0.20516497, 0.19073643, -0.008849148, 0.08743844, -0.12433487, 0.03215462, -0.01670364, -0.34068078, 0.15872881, -0.27169266, 0.33020407, 0.008234461, -0.12094001, 0.17628567) * g_1; + result += mat4(0.04740511, -0.15941422, 0.124839395, 0.081435576, 0.09804199, 0.058109295, -0.025289856, -0.29283887, -0.1833574, -0.09766394, 0.06008274, 0.05992534, 0.47684956, -0.08688919, -0.02071398, -0.08875196) * g_2; + result += mat4(0.051867574, -0.1671438, -0.015705047, -0.13457336, 0.13484482, -0.06867962, -0.0494534, -0.13416421, 0.031772017, 0.0070866095, 0.011681956, -0.2802077, -0.048953146, -0.0164331, 0.09649591, 0.040060654) * g_3; + result += mat4(-0.4341213, 0.0894957, -0.16301447, 0.18785268, -0.28154027, 0.21622275, 0.22126062, 0.2361705, -0.087688446, 0.38882533, 0.020676106, -0.17769825, -0.18067831, 0.0878923, -0.18052578, 0.009196582) * g_4; + result += mat4(-0.14932597, -0.025830185, -0.07313429, 0.28342503, 0.19499254, 0.122385964, 0.02120492, 0.15144306, -0.23691256, 0.043697022, -0.053712673, 0.2025457, -0.05035754, 0.04117272, 0.12530772, -0.2590774) * g_5; + result += mat4(0.15071404, 0.015031444, 0.24973233, -0.036299556, 0.30665022, 0.15286064, -0.03598529, 0.060580775, 0.10571382, -0.06852027, -0.13089266, -0.33822387, 0.04771977, -0.15371466, -0.14530133, 0.0127773) * g_6; + result += mat4(-0.04100588, 0.080336295, -0.0012170919, -0.18198122, -0.12988265, 0.11356896, 0.21294571, -0.080107085, -0.1408792, -0.24597132, 0.046940666, -0.029645668, 0.1568284, -0.07500836, -0.13504413, -0.17453668) * g_7; + result += mat4(0.38996047, -0.027129678, 0.2774081, 0.11160041, 0.2672792, -0.09991047, -0.1424887, -0.12418898, 0.15399674, -0.0089404015, 0.2265917, -0.08212792, 0.25704643, -0.013109098, -0.31268027, 0.10123544) * g_8; + result += mat4(0.033000022, 0.15843867, -0.21515252, -0.046294916, -0.35692936, 0.08798134, 0.23537703, 0.0043003275, -0.1383531, 0.1972939, -0.2003098, 0.1543574, 0.053583264, 0.29797947, 0.13025342, 0.038611986) * g_9; + result += mat4(0.10687409, 0.077787064, 0.27379388, 0.13262683, -0.23440802, 0.1360886, -0.20802121, 0.06401844, 0.26749787, 0.29900748, -0.04572612, 0.3015703, -0.3005316, 0.16046184, -0.0419697, -0.23878895) * g_10; + result += mat4(-0.063034855, 0.07657174, -0.17484638, 0.07603076, -0.06233915, -0.11565521, 0.02205211, -0.025715057, 0.102525316, 0.044643577, 0.112743095, -0.08565946, -0.121290885, -0.1572643, 0.19650643, -0.13887478) * g_11; + result += mat4(-0.36125946, -0.1215746, 0.15642375, 0.26731244, 0.24759081, 0.1720814, 0.3640398, -0.32403925, -0.06189445, 0.23764968, -0.02306858, 0.17816281, -0.06804958, 0.06811998, -0.07474977, 0.24738653) * g_12; + result += mat4(0.054465637, 0.057861228, 0.059370693, -0.12227704, -0.024842938, -0.10762688, -0.13456275, 0.10306674, 0.058080807, -0.3396897, -0.08585732, 0.016198207, -0.09374, 0.3309844, 0.00036378333, -0.16453783) * g_13; + result += vec4(0.016481666, 0.009086331, -0.036633138, 0.0041078017); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.3210504, -0.13668466, 0.20637684, 0.0037060305, -0.2674051, -0.11230086, 0.29947895, 0.093965776, -0.08801977, 0.23411755, -0.00690265, 0.22540577, 0.3496324, -0.07614303, -0.2682172, -0.18024528) * g_0; + result += mat4(-0.12103706, -0.061189037, 0.019804776, 0.31127328, -0.36069378, 0.213189, 0.22896592, 0.008048813, -0.021931307, 0.3776008, 0.04475082, 0.08132412, 0.12560965, -0.12159681, 0.012501785, -0.3363862) * g_1; + result += mat4(-0.2294047, 0.038059004, 0.21087843, 0.037582193, -0.026122637, 0.28849372, 0.24839666, 0.13881797, -0.29496697, -0.17923991, 0.024531588, -0.06418792, 0.015839651, 0.12997966, 0.23888347, -0.1048919) * g_2; + result += mat4(-0.18445078, 0.025115933, 0.08433517, -0.22597772, -0.12536137, 0.21140383, -0.030371241, 0.036926106, 0.19343626, -0.0041754777, 0.00244178, 0.021117657, 0.26237983, 0.22308359, 0.2492868, -0.24042289) * g_3; + result += mat4(0.22000861, 0.08476075, 0.11643673, 0.15832588, 0.03325583, 0.24106406, 0.2292178, -0.2764258, -0.06348522, 0.17427239, 0.16678956, 0.17231269, -0.0872214, -0.0135706505, -0.06671483, -0.07503989) * g_4; + result += mat4(-0.30087617, 0.3176826, -0.31664857, -0.101466715, 0.073069066, 0.0038022113, -0.13776854, 0.10784852, 0.02954845, -0.24216515, -0.19634016, 0.022595271, -0.17444247, 0.17016955, -0.07563684, 0.20474768) * g_5; + result += mat4(-0.27660307, -0.07230632, -0.09617381, 0.21262856, 0.11049351, 0.050447285, -0.3273503, 0.05641904, -0.042776052, -0.17620195, -0.06274188, 0.039536018, -0.070038274, 0.20343757, 0.08803773, 0.009139854) * g_6; + result += mat4(0.24007742, -0.13485539, -0.3781107, 0.027324034, 0.010332106, 0.08556457, -0.2392748, -0.13601078, -0.19836703, 0.022715727, -0.016411083, -0.17756946, -0.14373688, 0.020681657, 0.05082997, -0.14939624) * g_7; + result += mat4(0.28352678, 0.20785898, -0.15538763, 0.04196249, 0.19792412, -0.24451323, 0.04824567, -0.1365707, 0.19390641, -0.061393958, -0.25272602, 0.0045554833, -0.21719287, -0.08406589, -0.048988152, 0.05259591) * g_8; + result += mat4(-0.10792345, -0.29639974, 0.21581274, 0.029042492, -0.28554165, 0.10910743, 0.07680131, -0.13153972, 0.14755669, 0.0854899, 0.24539046, 0.08502808, 0.22990887, 0.15149027, 0.23587988, -0.09517703) * g_9; + result += mat4(0.15912442, -0.34394726, 0.34174097, 0.25116822, -0.24741888, 0.37633938, -0.08430594, 0.2769256, -0.03159722, 0.05234807, 0.029541405, -0.1266574, -0.122047566, -0.16540837, 0.2679574, -0.23974617) * g_10; + result += mat4(-0.10200111, -0.11974673, -0.0079962695, -0.39264813, -0.006873918, -0.23566915, 0.13980511, -0.070295505, 0.12384241, 0.09101257, -0.04413333, -0.112293474, -0.27065778, 0.03445708, 0.16511594, 0.37050763) * g_11; + result += mat4(-0.096395366, 0.06278703, -0.09479416, -0.488774, -0.09141473, 0.12217416, -0.11785924, -0.22766003, 0.16063516, 0.00020897393, 0.3078544, 0.18561389, -0.15621823, -0.13971844, 0.020068014, 0.013216665) * g_12; + result += mat4(0.12522821, 0.0046115327, -0.007866688, -0.22109744, 0.2225005, -0.051918246, 0.11966214, -0.119629785, 0.2925202, -0.26889777, -0.3189588, -0.24831142, -0.036346573, 0.047227684, 0.1266368, 0.1058624) * g_13; + result += vec4(0.020081282, -0.013928095, 0.0059036794, 0.08544713); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.056797255, -0.032698087, 0.029859383, 0.12932985, -0.31103006, 0.09165681, -0.15708402, 0.38043964, -0.13528557, 0.2859556, 0.14288856, 0.13102476, -0.08694984, -0.11780176, 0.16207103, -0.11293293) * g_0; + result += mat4(-0.008796308, 0.118975446, -0.081319205, 0.2084897, 0.08794772, 0.10214503, -0.08378455, -0.10624162, 0.05444449, 0.22647963, -0.12047645, 0.10406878, -0.031486277, 0.045164254, 0.47999045, -0.18060975) * g_1; + result += mat4(-0.0077636116, 0.05870985, 0.24050762, 0.31322572, 0.08778678, 0.14943774, 0.050537623, -0.102939114, 0.3195675, -0.14615574, -0.26218277, -0.25581908, -0.0019809192, -0.03835245, 0.031318333, -0.1428093) * g_2; + result += mat4(0.11256259, -0.19089468, -0.06846508, 0.033907987, -0.35249296, -0.06160221, 0.27247807, -0.048603278, 0.040144738, -0.0032360333, -0.2515736, 0.43086162, -0.055536952, -0.11406552, 0.382992, 0.27862927) * g_3; + result += mat4(-0.03384886, 0.10702642, 0.003908078, -0.009494176, 0.2838821, -0.12845019, 0.12637386, 0.19460931, -0.034333568, 0.012672623, 0.21387313, 0.15411916, 0.14327122, -0.1352761, -0.2997244, -0.017908785) * g_4; + result += mat4(-0.29253754, 0.33169383, 0.0082393335, -0.20709762, 0.2854362, -0.20728073, -0.22790352, 0.09301863, 0.13168077, -0.07411445, 0.09350424, -0.046449713, -0.11836855, -0.30250466, -0.13257061, 0.3576938) * g_5; + result += mat4(-0.13777697, 0.056764964, -0.36749512, 0.04235051, -0.041132767, -0.16603513, -0.023862578, -0.014339848, -0.38274148, 0.28778306, 0.15228234, 0.20225881, -0.02469988, -0.101541154, 0.26388898, -0.20009927) * g_6; + result += mat4(0.15456057, 0.27760306, -0.06929698, -0.24072653, 0.1415152, -0.1549776, 0.030720191, -0.0019005954, -0.06598489, -0.11686977, 0.12704816, -0.30917537, -0.14339961, 0.12742354, -0.23345275, -0.3419119) * g_7; + result += mat4(0.18928154, -0.19353028, -0.15966406, -0.19417015, 0.10313398, 0.0046505663, 0.21482769, -0.23275238, -0.20456892, -0.5014606, -0.10783419, 0.25891942, -0.24919175, -0.10028775, -0.2961402, 0.077766955) * g_8; + result += mat4(-0.085105784, 0.06528528, 0.102185756, 0.099264726, -0.00020144526, -0.08768721, -0.09324967, 0.30346313, -0.084492646, -0.14017163, -0.043167874, -0.20060216, 0.09593379, 0.28399333, 0.08168489, -0.33063418) * g_9; + result += mat4(0.15791257, 0.057779472, -0.20147012, 0.07967618, 0.04262509, 0.039220728, -0.15080509, 0.17438835, -0.044964172, -0.14530478, 0.31693324, 0.08582341, -0.1061789, 0.2800015, 0.33440664, 0.09700403) * g_10; + result += mat4(-0.14642169, -0.07778901, 0.13264288, -0.24182376, 0.23503877, 0.005028356, -0.30113846, 0.22778516, -0.1648793, -0.033169918, -0.20036162, -0.35071707, -0.06705746, 0.12431054, -0.022009062, -0.07124459) * g_11; + result += mat4(0.06766408, 0.09030523, 0.22668982, -0.38617492, -0.10099634, -0.029897379, 0.24775109, -0.20888264, 0.056208886, 0.0044284128, 0.16691649, 0.22874106, 0.0038740179, -0.07576401, 0.27207628, 0.11311432) * g_12; + result += mat4(-0.11319886, -0.3020603, 0.08133381, 0.19350809, 0.032002088, -0.038216423, -0.12224599, 0.08397432, 0.021123007, 0.075326644, 0.29643238, 0.20064169, 0.042381126, -0.002854783, -0.027586436, -0.06968597) * g_13; + result += vec4(0.038540784, 0.053720564, 0.012191528, -0.029126916); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x56 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf3 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.014542811, -0.1261262, 0.17474864, -0.18425815, -0.3337646, 0.14748253, 0.09152566, 0.2310806, -0.06578738, -0.3566174, -0.22862534, 0.15323487, 0.01515519, 0.26764703, -0.13214609, 0.09887451) * g_0; + result += mat4(0.19941364, 0.015275053, -0.022320624, 0.020372959, -0.10664179, -0.28493354, 0.014191545, 0.12122301, -0.045194257, -0.22491856, -0.071520865, -0.020854274, 0.13432617, 0.25484133, 0.018084215, -0.06713652) * g_1; + result += mat4(0.017183261, -0.056154247, 0.13298456, -0.07631693, 0.18904336, -0.41949302, 0.14992298, 0.11840105, 0.13420148, 0.029390668, 0.017888589, -0.1975919, 0.22601372, -0.061724294, 0.12116033, -0.19753963) * g_2; + result += mat4(0.020371309, 0.21103396, 0.034326386, -0.23044631, 0.12982637, -0.14810205, -0.23559897, -0.2222485, 0.18240234, -0.17697355, -0.11639408, -0.08132961, 0.039377302, 0.07299684, 0.094041504, -0.13445067) * g_3; + result += mat4(-0.3512728, 0.09182307, -0.2731474, -0.20885572, 0.07993976, 0.23121795, 0.15620309, 0.3383141, -0.28460538, 0.12850872, 0.1916648, 0.13205391, 0.14932914, 0.041017998, -0.17976354, -0.0014468295) * g_4; + result += mat4(-0.069909975, -0.23581205, 0.11732144, 0.35232806, 0.3549401, -0.2124837, 0.10403375, -0.09976183, 0.1178997, 0.09910817, 0.061140217, 0.18059346, -0.48723674, 0.037783384, 0.109662086, 0.15543982) * g_5; + result += mat4(0.11262317, -0.12212692, -0.14394115, 0.15909098, 0.22035566, 0.06488609, -0.2719919, -0.05028129, -0.21462728, 0.17861556, -0.023895046, -0.060819868, -0.17524192, -0.042733762, 0.142835, 0.2747072) * g_6; + result += mat4(-0.034566112, -0.18427409, 0.09579439, -0.16909808, 0.052964725, -0.058238853, 0.33444786, -0.20727915, -0.31497413, -0.11388015, 0.13721034, 0.19388893, -0.21066165, -0.14097935, 0.030426605, 0.110704474) * g_7; + result += mat4(0.094303906, -0.23499818, -0.43609008, 0.21279193, 0.39544016, 0.19924188, -0.07611524, 0.012560389, -0.08812965, -0.13701713, 0.01677176, -0.29865423, -0.06948771, 0.14918856, 0.1985359, 0.3003729) * g_8; + result += mat4(0.014332535, -0.021538176, 0.20930877, -0.029769948, -0.06551115, 0.11966418, -0.08329082, 0.049386136, 0.08940004, 0.16989197, 0.06084547, 0.13855645, -0.10395637, -0.27498555, -0.19077462, 0.043506) * g_9; + result += mat4(-0.31060696, 0.047150746, 0.22204353, 0.31374148, 0.06301296, -0.007103609, -0.2580888, -0.07127509, 0.11478869, 0.094191864, 0.21567936, -0.06297016, 0.06925183, -0.023501558, 0.16371831, 0.2506513) * g_10; + result += mat4(0.07425674, 0.012622665, 0.02251264, -0.0731929, -0.008055616, 0.09563007, 0.063964136, 0.24579796, -0.30710867, 0.13981472, 0.025152119, -0.11285761, -0.4419823, -0.026953885, 0.14130811, -0.22058487) * g_11; + result += mat4(-0.04211301, -0.17002018, -0.13325875, 0.20184138, 0.09686255, 0.054461457, 0.16713423, -0.031002847, -0.26473212, 0.11992785, 0.04697473, 0.051042553, 0.17835025, -0.12469087, -0.3201284, -0.088562444) * g_12; + result += mat4(0.13638292, -0.033149652, -0.19838256, -0.09581218, 0.0060164076, 0.42301872, -0.07126564, -0.10523957, 0.16030665, -0.20535246, -0.14773448, -0.015409135, -0.24350728, 0.23187117, 0.0220223, -0.039217964) * g_13; + result += vec4(-0.011449135, -0.002830778, 0.09782809, -0.0067631872); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!SAVE conv2d_8_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08278094, -0.06729527, 0.031399664, -0.092175096, -0.09598525, 0.0692705, 0.07357648, 0.01260903, 0.045900777, 0.038010124, 0.15354258, -0.047163863, -0.043397132, -0.12536208, 0.02847729, -0.013675385) * go_0(-1.0, -1.0); + result += mat4(0.06463816, -0.17011416, -0.072270736, -0.00077445264, 0.05667064, 0.19799162, 0.026234929, -0.108368374, 0.11948396, -0.015124027, -0.05998398, -0.003967303, -0.03935485, -0.12709956, -0.022918347, 0.030837826) * go_0(-1.0, 0.0); + result += mat4(0.016932894, -0.124500565, 0.038753737, -0.053246994, -0.011897654, 0.06793573, 0.009754347, 0.093742564, -0.0022504984, -0.10328963, -0.041577645, 0.12853336, -0.0019680248, -0.06569624, -0.00980168, 0.07412545) * go_0(-1.0, 1.0); + result += mat4(-0.011991195, -0.14135748, 0.022438431, -0.08267288, -0.102458276, -0.06054887, 0.0740161, -0.22415951, -0.10556297, 0.067763075, -0.0012128456, -0.08078541, 0.037686612, -0.05131911, -0.077715784, -0.10292683) * go_0(0.0, -1.0); + result += mat4(-0.03901934, -0.025878599, -0.0039180447, -0.011033788, 0.08859326, 0.08883106, 0.06486116, 0.022174777, -0.017150419, 0.003371806, 0.14988162, -0.015397375, -0.22962348, 0.13905591, 0.0304279, 0.05778632) * go_0(0.0, 0.0); + result += mat4(-0.036198925, 0.010353016, 0.18139736, -0.030242506, 0.013582345, -0.1253235, 0.10521855, 0.08867587, -0.08140836, 0.05626297, 0.060417447, 0.023256533, -0.08408929, -0.050643906, -0.044822842, -0.03461039) * go_0(0.0, 1.0); + result += mat4(0.051602095, -0.0035041904, -0.08575373, 0.037096065, 0.07106982, 0.16974165, 0.035875358, -0.10185968, -0.061462298, 0.055281874, -0.10975635, 0.060814563, 0.19476666, -0.08311511, -0.090538144, -0.029539565) * go_0(1.0, -1.0); + result += mat4(-0.11952374, 0.026727766, 0.084769025, 0.12317156, 0.010292374, -0.004846773, -0.00056787115, -0.0043771397, -0.09487309, -0.067313395, -0.091773935, 0.024257664, 0.06091223, -0.06471365, -0.1844986, -0.0070593283) * go_0(1.0, 0.0); + result += mat4(-0.0129227275, -0.07383303, -0.094597906, 0.027363284, 0.12854053, 0.029074714, 0.17636952, 0.009017012, -0.11885556, 0.021179812, 0.032750517, -0.10665486, -0.117322296, 0.15855946, -0.042696536, -0.034112938) * go_0(1.0, 1.0); + result += mat4(-0.18735315, -0.0383124, 0.08355156, 0.0009654472, -0.027351197, -0.11594707, -0.11390738, -0.073805965, 0.016577588, -0.041749846, 0.095151775, -0.013978341, -0.045601666, 0.028430155, 0.044656575, 0.026988927) * go_1(-1.0, -1.0); + result += mat4(0.038661715, -0.033163723, 0.051213194, -0.017374616, -0.045903623, -0.15435313, -0.21136428, -0.085471176, 0.033464145, -0.1568745, 0.025762582, -0.1323702, -0.076927684, 0.082414575, -0.007401752, -0.010405403) * go_1(-1.0, 0.0); + result += mat4(0.12922324, -0.045166656, -0.119287744, -0.04893617, -0.16573387, 0.10323662, -0.10845215, -0.08680144, 0.053727087, -0.099716894, -0.12107649, -0.035701852, -0.10188255, -0.1050426, -0.11734088, 0.012192005) * go_1(-1.0, 1.0); + result += mat4(0.010157501, -0.028124793, -0.23867199, 0.028386971, -0.05079922, 0.14048165, 0.12307385, 0.04237863, -0.09109179, -0.12844259, 0.12961523, 0.11307605, -0.0037782195, 0.12505195, -0.033914108, 0.15617172) * go_1(0.0, -1.0); + result += mat4(-0.05588651, 0.20299816, -0.04803554, 0.07680136, -0.07316037, 0.11256523, 0.021389104, 0.06444092, -0.033678472, -0.1238879, 0.32729727, 0.1160183, 0.24852078, 0.09187297, 0.030721879, -0.17204261) * go_1(0.0, 0.0); + result += mat4(-0.1090884, -0.08179965, 0.012365602, 0.0023614678, 0.047255266, -0.011425142, 0.050309908, 0.020743, 0.011185459, -0.0783444, -0.10389257, 0.15164678, -0.09860278, 0.2308804, 0.14304534, -0.023106692) * go_1(0.0, 1.0); + result += mat4(0.13734475, 0.028718147, 0.012539987, -0.14427094, 0.18098259, 0.042366285, -0.0006354639, -0.033402618, -0.08078463, -0.036856003, -0.09954893, 0.08161202, -0.0700716, -0.1013236, 0.14824523, 0.01243695) * go_1(1.0, -1.0); + result += mat4(-0.052275825, 0.013260194, 0.008599061, 0.048557945, -0.01833292, 0.07512356, -0.13110496, -0.1584473, -0.05318785, 0.15830933, -0.06464659, -0.12064129, 0.02371888, 0.016303185, 0.19887853, 0.18558335) * go_1(1.0, 0.0); + result += mat4(0.032500263, 0.03570767, -0.015267871, 0.02510295, -0.16201164, -0.033186425, 0.13611977, 0.004775358, -0.020494966, 0.015229924, 0.09721559, -0.008303934, 0.20763409, 0.052391976, -0.074661806, 0.028839186) * go_1(1.0, 1.0); + result += mat4(-0.06636867, -0.04612264, -0.05086471, 0.039922826, -0.11093169, 0.049438246, 0.11703952, -0.22848104, 0.06390542, 0.19045272, -0.039848838, 0.020837499, 0.0740839, 0.07413691, 0.0029493799, -0.006748913) * go_2(-1.0, -1.0); + result += mat4(-0.031790916, -0.03261483, 0.03141088, -0.06491077, -0.0059831943, 0.056244142, -0.092812866, 0.06591125, 0.05781488, 0.06261082, -0.15501937, 0.1827671, -0.0065676877, -0.0029327788, -0.10061289, 0.001621177) * go_2(-1.0, 0.0); + result += mat4(-0.021516185, -0.035738394, 0.02173596, -0.09346334, -0.024093078, 0.20837367, -0.19447315, -0.106595434, 0.1764288, 0.10132692, -0.20130908, 0.0020316292, 0.088547304, -0.14616993, -0.004568217, -0.05189275) * go_2(-1.0, 1.0); + result += mat4(0.1434771, 0.16794604, 0.049545784, -0.14729089, -0.09666416, 0.021916742, -0.16318898, 0.005039905, -0.014329562, -0.14026406, 0.04786338, 0.032467626, -0.040357247, -0.036503237, 0.066264, 0.044725385) * go_2(0.0, -1.0); + result += mat4(-0.044699024, 0.2657712, -0.045145772, 0.023147859, -0.007385799, 0.054834887, 0.0045836456, -0.14960848, 0.021600831, -0.080300994, 0.23189497, 0.16937429, 0.15613528, 0.07286254, 0.07573354, -0.09220955) * go_2(0.0, 0.0); + result += mat4(-0.118413486, 0.116047636, 0.04855291, 0.17476392, 0.18554908, -0.1393284, -0.26401383, -0.12099436, 0.39432368, 0.06991714, -0.23502299, 0.09135091, -0.0004467319, 0.18719012, -0.06892029, -0.049125932) * go_2(0.0, 1.0); + result += mat4(-0.04694353, 0.05887831, 0.051786385, 0.09872501, 0.016071057, 0.0675272, -0.07588389, 0.08099156, -0.08351224, 0.028720237, -0.18468943, -0.064417, 0.02897887, -0.02838868, -0.0051516593, 0.020160142) * go_2(1.0, -1.0); + result += mat4(0.06967655, -0.10119048, -0.07461322, 0.046589576, -0.07417147, -0.27599525, -0.14567149, -0.018966913, -0.0080859475, 0.097926416, -0.004793609, -0.0238407, 0.13844706, 0.052965965, 0.18324359, -0.07171396) * go_2(1.0, 0.0); + result += mat4(0.09684431, 0.07697054, 0.07467197, 0.0841034, -0.03485726, -0.19047433, -0.13606454, -0.14253993, 0.0042300713, 0.12028247, 0.0343525, 0.15145339, 0.047937512, -0.019340659, 0.043160856, 0.1289243) * go_2(1.0, 1.0); + result += mat4(-0.026626844, -0.012561339, -0.09748627, -0.054832272, -0.0049458332, -0.034060504, 0.013348937, -0.17650189, -0.003711293, 0.22327754, 0.0058838148, -0.08777391, -0.02241254, 0.06661738, 0.056674536, 0.15060939) * go_3(-1.0, -1.0); + result += mat4(0.057583887, -0.096711345, -0.13132288, 0.04828797, 0.18810083, -0.010919861, -0.03167035, 0.054168098, -0.07418671, 0.007635684, -0.12464779, -0.087896496, -0.11705839, 0.15784474, -0.05894365, 0.00985668) * go_3(-1.0, 0.0); + result += mat4(0.04880203, 0.15284486, -0.07269711, 0.06278638, 0.0020699063, -0.10799795, 0.011133507, -0.07771604, 0.055557128, -0.06618517, -0.09253136, -0.029467167, -0.09276546, 0.04678591, 0.051960696, 0.103199065) * go_3(-1.0, 1.0); + result += mat4(0.080728024, 0.12400965, -0.03501919, 0.035573788, 0.19680372, -0.021293646, 0.14413169, -0.1221883, -0.03054547, 0.030825824, 0.11822608, 0.076860145, 0.111504436, 0.08573583, -0.045738664, 0.13754657) * go_3(0.0, -1.0); + result += mat4(-0.20742206, 0.1834124, 0.06952014, -0.16472295, 0.34194514, -0.015351303, 0.011443411, -0.02556704, 0.0299547, -0.14608088, 0.10182188, 0.07452315, 0.12299894, -0.066409536, 0.11641269, 0.0396994) * go_3(0.0, 0.0); + result += mat4(-0.038516127, -0.12653664, -0.101806566, -0.21038078, 0.21433663, -0.068815336, 0.0032489449, -0.016478453, -0.053524405, -0.14795046, -0.109093994, -0.12870269, -0.002630448, -0.06801728, 0.14639665, -0.06822433) * go_3(0.0, 1.0); + result += mat4(-0.07080211, -0.040826853, -0.033220325, -0.059183825, 0.04329672, 0.063708104, -0.035263177, -0.0458802, -0.02008796, -0.049146526, 0.089134075, 0.03859085, -0.045549996, 0.029697193, 0.15034728, -0.0018817111) * go_3(1.0, -1.0); + result += mat4(0.039675616, 0.018654805, 0.13472396, -0.10085893, 0.10066916, -0.08033906, 0.018985836, 0.1816522, -0.018084701, -0.10209158, 0.0449365, 0.09099806, -0.020470351, -0.06829825, -0.014519299, -0.00509428) * go_3(1.0, 0.0); + result += mat4(-0.15741396, 0.05455757, 0.117732294, -0.057458114, -0.114514634, -0.094042346, -0.17771651, -0.061140526, -0.060833562, 0.10035822, 0.06124312, -0.06661064, -0.0018217589, 0.038015686, 0.01619762, 0.052612346) * go_3(1.0, 1.0); + result += mat4(-0.046267886, 0.027238147, -0.081795394, -0.09895906, 0.05681646, -0.18517537, 0.12982327, 0.1463164, -0.20571908, -0.0044081192, -0.07597679, 0.06798806, -0.024998685, -0.105057, 0.020142943, -0.04110074) * go_4(-1.0, -1.0); + result += mat4(-0.07359837, 0.08834078, -0.07412248, -0.12616368, 0.0115964, -0.04456031, 0.008991023, -0.015968446, -0.043489736, 0.14576635, 0.13684048, 0.15739883, 0.05994394, 0.11297449, 0.12657966, -0.059943344) * go_4(-1.0, 0.0); + result += mat4(-0.17568645, 0.11484936, 0.062251553, -0.15136053, 0.29049096, 0.0024718787, 0.121878795, -0.009670675, -0.19996215, 0.029120186, 0.12848198, 0.076529734, 0.011830436, 0.1576248, -0.12900768, -0.05310298) * go_4(-1.0, 1.0); + result += mat4(-0.06142374, -0.17815915, 0.00058353646, -0.0667871, 0.0668762, -0.29092032, 0.23282619, -0.010448164, 0.05979426, 0.08196557, 0.111800365, 0.1558172, -0.010005564, 0.075883746, -0.040655583, 0.0051063546) * go_4(0.0, -1.0); + result += mat4(-0.0077534625, -0.14138709, 0.010493417, -0.15145995, -0.09795836, 0.106897555, 0.26405326, 0.07498084, -0.15466009, -0.19128636, 0.15841517, 0.054464955, 0.031502593, -0.09426758, 0.22110905, -0.00015192994) * go_4(0.0, 0.0); + result += mat4(-0.35819224, -0.10807826, 0.06658498, -0.10841418, 0.09475472, 0.13453954, -0.013960625, -0.009735592, 0.038927417, 0.13535383, 0.033521585, -0.094346955, -0.019520368, 0.06643515, -0.07618614, -0.07051688) * go_4(0.0, 1.0); + result += mat4(-0.055401906, -0.037381615, 0.041573223, -0.14800537, -0.1526917, 0.050005253, -0.049910907, 0.047916252, 0.034644917, -0.14797066, 0.046542633, -0.07104987, -0.026582243, 0.15330225, 0.2227041, 0.19780077) * go_4(1.0, -1.0); + result += mat4(0.003628358, -0.059674487, -0.21862231, -0.1362011, 0.016803924, 0.20197828, 0.18969901, 0.09246762, 0.027481126, -0.019240722, -0.061361928, 0.1739253, 0.01544318, -0.11393152, 0.047847472, 0.11922861) * go_4(1.0, 0.0); + result += mat4(-0.16246219, -0.12184918, 0.02492925, -0.035550725, 0.03243216, -0.0061611524, 0.06504156, 0.12337497, -0.03740865, 0.2711029, 0.19475599, 0.0069879107, -0.04362148, -0.002894425, -0.08314916, -0.25339) * go_4(1.0, 1.0); + result += mat4(0.06639268, 0.1226432, -0.114832185, 0.070980854, -0.0730899, 0.057009514, 0.046833325, -0.067606986, -0.09919963, -0.37281474, -0.017902378, 0.063805416, 0.08555195, 0.048291102, -0.020758439, -0.027784465) * go_5(-1.0, -1.0); + result += mat4(0.013405216, -0.14713968, -0.10929318, -0.024524782, -0.19179231, 0.005229531, -0.035046607, -0.03029374, 0.12758893, -0.06695983, -0.16914585, -0.02630946, -0.05946738, 0.0141625535, -0.08066392, -0.0039679087) * go_5(-1.0, 0.0); + result += mat4(-0.081084944, 0.16825265, 0.057608504, 0.015340001, 0.03824054, -0.10183542, 0.0990391, 0.101068445, -0.0107377535, 0.028140228, 0.1429819, -0.016266476, -0.117353275, -0.18448253, 0.18239972, 0.14592138) * go_5(-1.0, 1.0); + result += mat4(0.022838028, -0.13077143, 0.020248974, -0.055619814, 0.36748004, -0.25471938, 0.22140662, 0.037865274, 0.043932404, 0.055467438, 0.01949179, -0.17188439, -0.029154088, 0.07582445, 0.2514083, 0.017520098) * go_5(0.0, -1.0); + result += mat4(0.24249633, -0.015670802, 0.10350504, 0.10091157, 0.073665835, 0.154068, -0.13934352, 0.034722574, -0.14473338, 0.16642897, 0.14154346, 0.19300297, -0.15170477, 0.17405164, 0.0993315, 0.082411245) * go_5(0.0, 0.0); + result += mat4(0.120236054, 0.04393166, -0.1274564, -0.14343578, -0.17841624, 0.14795913, 0.1327008, 0.04306565, 0.03820121, 0.036950663, -0.09966917, 0.1561982, 0.15704241, 0.010505043, -0.059078265, 0.17782433) * go_5(0.0, 1.0); + result += mat4(0.015989952, -0.10346438, 0.01477996, 0.01381734, -0.0020046702, -0.08296894, 0.030247187, -0.06902144, -0.033283636, 0.08230534, 0.2041918, -0.017593132, -0.05823506, -0.06271958, 0.057211872, 0.16528864) * go_5(1.0, -1.0); + result += mat4(0.15105817, 0.08504043, -0.14911468, -0.19373105, 0.077416345, -0.07362624, -0.14520273, -0.117083244, -0.098855175, -0.11546281, 0.2013104, -0.09206118, 0.049059115, -0.03629559, 0.071217075, 0.1291613) * go_5(1.0, 0.0); + result += mat4(-0.03957678, -0.12520507, -0.045303326, -0.11613586, 0.16313192, 0.072967835, 0.025449362, 0.01722513, -0.055758182, -0.043600183, -0.02403487, -0.031192053, 0.14819577, -0.051370014, -0.14941072, 0.034644872) * go_5(1.0, 1.0); + result += mat4(-0.073024414, 0.02202545, 0.09309926, -0.06473012, -0.091724865, 0.05130679, -0.015425844, 0.021199657, 0.08321363, 0.077499814, -0.12684996, 0.11093035, -0.0031282227, -0.16674936, -0.037387174, 0.051467184) * go_6(-1.0, -1.0); + result += mat4(-0.02690489, -0.010381964, 0.104083754, -0.026472932, -0.28350607, 0.09717675, 0.040012196, -0.025573855, 0.14496754, 0.043652393, 0.066548236, -0.13428038, 0.05158042, 0.029492611, 0.06677995, -0.09331364) * go_6(-1.0, 0.0); + result += mat4(-0.008557023, 0.053805478, 0.14596899, 0.14682902, -0.1280871, -0.12252611, -0.1342184, -0.09569089, 0.04287121, 0.14218418, -0.01535556, 0.14128487, 0.07601873, 0.062792934, 0.17843449, 0.0013233593) * go_6(-1.0, 1.0); + result += mat4(-0.03626641, -0.086798765, 0.111303665, 0.084100485, -0.034761395, -0.1768037, 0.06328535, -0.056683894, 0.04654289, 0.17042455, 0.010163501, 0.04580083, 0.163605, 0.06626728, -0.08693581, -0.27529544) * go_6(0.0, -1.0); + result += mat4(0.07475657, -0.010114883, 0.13548818, 0.05231574, -0.04789571, -0.20014645, -0.13627432, -0.08317294, 0.18127209, 0.1864717, 0.101762116, -0.14188983, -0.19037981, -0.034903, 0.06820425, 0.06638825) * go_6(0.0, 0.0); + result += mat4(0.0842221, -0.080642395, 0.07986916, 0.09827023, 0.005293987, -0.23334707, -0.021650719, -0.1095129, 0.13535668, 0.062001623, 0.14404789, 0.22836635, 0.013712175, -0.03593151, -0.107020594, 0.106728524) * go_6(0.0, 1.0); + result += mat4(-0.0025111288, -0.02401042, 0.10017584, -0.0787389, -0.05934919, -0.003888015, -0.15397097, -0.118789256, 0.1755306, 0.062894, 0.08169569, 0.070930645, 0.009758565, 0.02642412, 0.11837063, 0.017998926) * go_6(1.0, -1.0); + result += mat4(0.09113588, -0.07959844, -0.017930401, 0.15803315, 0.07464388, -0.043724272, -0.14296398, -0.10401141, 0.20054936, 0.084242016, 0.11802311, 0.18693525, 0.12843236, -0.1743202, -0.2691209, -0.10083827) * go_6(1.0, 0.0); + result += mat4(-0.0104539115, -0.057354454, -0.052867286, 0.1466724, 0.09271791, 0.08887784, -0.02005143, -0.07572476, 0.27422255, 0.042678628, -0.20733066, 0.19042592, -0.1411383, 0.02257083, -0.064085186, -0.09262303) * go_6(1.0, 1.0); + result += mat4(-0.039105386, 0.1234472, -0.050453164, -0.06813485, -0.03566356, -0.082925014, 0.004115353, 0.03527489, 0.14877772, 0.10940238, 0.038895883, 0.14791708, -0.00093082275, 0.013463437, 0.052204877, -0.09501719) * go_7(-1.0, -1.0); + result += mat4(-0.13413331, 0.30298924, 0.06975083, 0.06468644, 0.021598302, -0.042296782, 0.047363598, 0.0656856, 0.116241224, -0.056966808, -0.048400965, 0.15398203, -0.017706253, -0.21229734, 0.081751674, -0.07334096) * go_7(-1.0, 0.0); + result += mat4(-0.015395337, 0.08013673, -0.007724216, -0.16373841, -0.040737778, 0.046441197, 0.099434204, 0.010231656, -0.09467427, 0.0027398872, -0.11485949, -0.04768318, 0.021612423, 0.12103776, 0.0017846692, -0.19943565) * go_7(-1.0, 1.0); + result += mat4(-0.03624946, 0.09955605, -0.05853764, 0.11099403, -0.11808308, -0.030056255, -0.0073744217, -0.077378385, -0.07616062, -0.12060334, 0.21527039, 0.18560308, 0.081354655, -0.09822593, 0.0857936, 0.022761296) * go_7(0.0, -1.0); + result += mat4(0.17069015, -0.11525897, -0.051111165, -0.14717498, 0.012639682, 0.09998064, 0.17585759, -0.14529346, 0.1109187, -0.32648262, 0.004875526, -0.16914915, -0.3011962, 0.15414944, 0.1256961, 0.058924194) * go_7(0.0, 0.0); + result += mat4(-0.09058702, 0.083920516, 0.16238095, 0.029322624, -0.043353304, 0.013579545, 0.0129472315, 0.06778881, 0.0683832, 0.035574593, 0.20563723, 0.06673693, 0.08938325, 0.038934063, 0.09244839, 0.028088508) * go_7(0.0, 1.0); + result += mat4(-0.07614752, -0.047567874, -0.1380417, -0.18331873, 0.052511748, -0.0539637, 0.039498847, 0.08259066, -0.02891946, -0.021063829, 0.14133519, 0.01393951, -0.010774704, 0.016167268, -0.16802885, -0.061799638) * go_7(1.0, -1.0); + result += mat4(-0.18863532, 0.16274302, 0.192186, -0.0077962317, -0.020892195, -0.09247625, 0.005973833, -0.09916121, 0.057757266, 0.22371474, 0.010263742, 0.05736251, -0.05340698, 0.010000294, 0.07362701, -0.036168545) * go_7(1.0, 0.0); + result += mat4(0.13246104, -0.0075489967, 0.045744922, 0.012578804, 0.069654465, 0.09448002, 0.07289381, -0.028779842, -0.028920207, 0.019855209, -0.012340226, 0.11704812, -0.0732277, -0.06416991, -0.19167633, -0.19066313) * go_7(1.0, 1.0); + result += vec4(-0.049622387, 0.08094756, 0.01070978, -0.004729037); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.035603523, -0.08185009, 0.100660555, -0.022107664, 0.006483063, 0.010618868, 0.066785395, -0.10532644, -0.022030462, -0.03625011, 0.007837545, 0.08149827, -0.12578116, -0.07853147, -0.05958921, 0.053226028) * go_0(-1.0, -1.0); + result += mat4(-0.05855061, -0.015080681, 0.011201599, 0.20149398, 0.14702003, 0.12853478, 0.06493872, -0.11110786, -0.046400975, -0.051260192, -0.00061310694, 0.0035754163, -0.018769907, -0.05883245, 0.14298503, 0.044353373) * go_0(-1.0, 0.0); + result += mat4(-0.03558178, 0.049559087, 0.12715517, -0.10066971, 0.09137559, 0.043789122, 0.022936953, -0.05118043, 0.04014738, 0.10581346, -0.0290242, -0.01377225, -0.022771021, 0.046499223, -0.017308814, 0.024164317) * go_0(-1.0, 1.0); + result += mat4(-0.05326584, 0.0648063, -0.019037703, 0.026325414, -0.028105821, 0.06404821, -0.08319213, -0.028761376, 0.08944063, -0.043534186, -0.1310267, -0.15940449, -0.039495252, 0.05476147, 0.11432263, 0.061669342) * go_0(0.0, -1.0); + result += mat4(-0.041112833, -0.21133068, 0.06816941, 0.055115074, 0.025840355, -0.026093813, 0.053838182, 0.019086495, -0.009952756, -0.070893176, 0.13810948, 0.0705213, 0.12261168, 0.055244014, 0.08636737, -0.13819547) * go_0(0.0, 0.0); + result += mat4(0.004913478, -0.048463155, 0.0072081247, -0.003661033, -0.0008038985, 0.040157363, -0.10312559, -0.08591067, 0.040277693, -0.06355311, 0.06348351, -0.00020286323, -0.0517869, 0.079511285, 0.13597977, 0.14372323) * go_0(0.0, 1.0); + result += mat4(0.060098045, 0.0035651794, 0.04503383, 0.028510861, 0.065317295, 0.16709213, 0.05087783, -0.0064135925, 0.13494767, 0.10095361, -0.061869144, -0.13709058, -0.04864603, 0.025154103, 0.07870689, 0.048005972) * go_0(1.0, -1.0); + result += mat4(-0.033613607, -0.1275044, -0.060809586, -0.044648085, 0.010648507, 0.05642866, -0.06120529, -0.009423726, -0.01780852, 0.038888674, 0.0984886, 0.13126552, 0.07388317, 0.05093105, -0.016656855, -0.11651323) * go_0(1.0, 0.0); + result += mat4(0.007843721, 0.017831927, -0.15450433, -0.15955317, 0.010202567, -0.009159524, -0.07439414, -0.089754924, -0.021661272, 0.03366527, -0.0006366156, 0.0006161091, -0.04967107, -0.07847564, 0.083504364, 0.05554673) * go_0(1.0, 1.0); + result += mat4(0.031190002, 0.13800605, -0.15574321, 0.010022096, -0.14684476, 0.061689105, 0.014063308, -0.00039702927, -0.1003136, 0.068490945, 0.0048890817, -0.094239116, 0.021505974, 0.015284103, 0.090422966, -0.08774978) * go_1(-1.0, -1.0); + result += mat4(0.09721201, -0.06701299, -0.039967485, 0.043807294, 0.08414275, -0.06183705, 0.16963054, 0.16145426, -0.046832524, -0.11351221, -0.025378993, -0.066796064, -0.108117335, 0.03834068, -0.084380955, 0.07838217) * go_1(-1.0, 0.0); + result += mat4(0.01133327, -0.08794524, 0.043305114, -0.061654102, 0.0051152804, 0.027094582, 0.10866538, 0.028519077, -0.07746428, 0.0301101, -0.109595634, -0.072024494, 0.14254291, 0.06296279, -0.13838717, 0.029168306) * go_1(-1.0, 1.0); + result += mat4(0.03323507, 0.0005419394, 0.049774323, 0.13523221, -0.11138956, 0.023692777, -0.12362618, -0.09451136, 0.043240786, -0.04068215, 0.100901894, 0.026546478, -0.039114397, -0.08423817, 0.131507, -0.08842477) * go_1(0.0, -1.0); + result += mat4(-0.057802275, -0.013870614, -0.04850402, -0.04543366, -0.16024384, 0.0058730533, 0.0760309, 0.19207342, -0.19927716, -0.010100102, 0.09135455, -0.060649123, 0.025650078, 0.018444177, 0.00021598223, -0.04745473) * go_1(0.0, 0.0); + result += mat4(-0.080954164, 0.048129823, 0.040365905, -0.046155997, -0.06328537, 0.03939891, 0.112972215, 0.06335107, -0.004712385, 0.03634818, -0.09019586, -0.09726606, 0.057669904, -0.08364145, -0.02754419, -0.016794952) * go_1(0.0, 1.0); + result += mat4(0.06571239, -0.02034063, 0.047206875, 0.12161593, 0.025209486, -0.058197014, 0.111869335, 0.090523414, 0.077260986, 0.0056082606, -0.02820308, 0.06973363, 0.029205032, -0.062267963, 0.015583637, 0.019638522) * go_1(1.0, -1.0); + result += mat4(-0.083109334, -0.05083325, -0.05968024, -0.11155437, 0.105850436, 0.09744165, -0.03303017, -0.013044941, -0.0077590025, -0.04237108, -0.20369965, 0.031323917, 0.012978714, -0.063359976, 0.042146076, 0.019776987) * go_1(1.0, 0.0); + result += mat4(0.035537377, -0.10743068, 0.133754, 0.090181574, -0.028627062, 0.028155155, 0.018499529, 0.09005287, 0.16607289, 0.15793674, -0.11622822, -0.013572966, 0.029706242, 0.017781565, -0.009353398, -0.17865635) * go_1(1.0, 1.0); + result += mat4(-0.11203039, -0.038313862, 0.024553291, -0.14427736, -0.04825668, 0.042359933, -0.07456192, 0.07533933, 0.06583026, 0.028042082, 0.17915186, -0.09986524, 0.0045316215, -0.055563286, -0.01603018, 0.0072140303) * go_2(-1.0, -1.0); + result += mat4(0.023269117, -0.13553037, -0.12864427, 0.05080066, 0.116199985, 0.055588637, 0.020242607, 0.028640006, -0.019016344, 0.02210024, -0.13367496, -0.042627923, 0.10561512, 0.1900557, -0.19167726, -0.13005958) * go_2(-1.0, 0.0); + result += mat4(-0.009667415, 0.048991125, 0.03990137, 0.06523109, -0.0047858153, -0.054032765, -0.04514449, -0.050494507, -0.0417104, 0.100091435, 0.14701962, 0.08403896, -0.025943374, 0.022905018, -0.092077054, -0.11161656) * go_2(-1.0, 1.0); + result += mat4(-0.03497298, 0.077198364, -0.13679147, 0.11873723, -0.024424871, 0.053137034, -0.032385264, -0.0141263325, -0.013927444, -0.071978, 0.13627312, 0.063701816, 0.008311752, 0.0098141, 0.05543976, -0.058797874) * go_2(0.0, -1.0); + result += mat4(0.004518499, -0.07926175, -0.20172442, -0.07550185, 0.24148971, -0.098768815, 0.040357675, 0.0815576, 0.06890898, -0.013913556, 0.008509605, -0.27146277, -0.21143566, 0.14486042, 0.026823578, 0.06405004) * go_2(0.0, 0.0); + result += mat4(0.07543994, -0.00025196848, -0.05954198, -0.046995167, 0.010792962, 0.06456983, 0.05764683, 0.15503259, -0.16120984, 0.0807539, -0.038956456, 0.12451675, -0.08603456, -0.1705987, -0.06136245, -0.18488552) * go_2(0.0, 1.0); + result += mat4(-0.00572469, -0.023406431, -0.024342058, -0.05564663, 0.024842156, -0.07729906, 0.026645722, 0.05106307, 0.024492387, 0.0016276453, 0.06377535, -0.012904678, -0.012211929, -0.029794648, -0.048944846, -0.09197441) * go_2(1.0, -1.0); + result += mat4(0.17784351, 0.33556664, -0.16068351, -0.079374805, -0.04599449, 0.11359752, -0.053493448, -0.21075985, -0.019184487, -0.06383055, -0.01185842, -0.0695056, -0.1157193, -0.22757286, -0.090421006, -0.05891914) * go_2(1.0, 0.0); + result += mat4(-0.0024737257, 0.034482602, -0.006574776, -0.123885706, -0.032806616, 0.13714285, 0.03184805, 0.051896997, -0.10557891, -0.23659584, -0.11904932, 0.13204372, -0.048789233, -0.22316931, -0.11616664, -0.12002667) * go_2(1.0, 1.0); + result += mat4(-0.16620998, -0.083569415, 0.0065785977, -0.028163226, 0.118216015, -0.042357974, 0.12170964, 0.049162548, -0.012655221, -0.062021617, 0.061642777, 0.026117237, 0.058876973, -0.13939914, 0.0016208607, 0.044976454) * go_3(-1.0, -1.0); + result += mat4(-0.14663431, 0.03581357, 0.077214204, 0.10090841, 0.086941764, -0.11483719, 0.013683549, 0.14151746, -0.037653763, -0.049350277, 0.05558862, -0.12354268, 0.08483936, 0.025416449, -0.1325484, 0.039415598) * go_3(-1.0, 0.0); + result += mat4(-0.036637645, -0.037072327, 0.06181543, 0.018595748, 0.03781546, 0.004868063, 0.051894557, -0.045784436, -0.12323018, -0.043563627, -0.061274346, 0.018986262, 0.08072628, 0.15792938, 0.06480739, 0.048926838) * go_3(-1.0, 1.0); + result += mat4(-0.025308818, -0.019264646, -0.061931565, 0.00022685992, 0.08663662, -0.025102472, -0.044551793, -0.014964958, 0.10428076, 0.103535, -0.062238917, -0.00082623254, 0.1021367, 0.07957318, -0.15018936, -0.0863818) * go_3(0.0, -1.0); + result += mat4(0.15889543, -0.049840968, -0.04183841, -0.083414994, -0.1916174, 0.13753025, 0.14771314, 0.33127707, 0.000934214, 0.28703767, -0.008823727, -0.08902316, 0.10487791, 0.045531362, 0.011037433, 0.055553384) * go_3(0.0, 0.0); + result += mat4(-0.048647963, 0.03926244, -0.08315152, 0.06590094, -0.0009501526, 0.17133625, -0.04364588, 0.14289281, 0.044428002, -0.08102835, 0.008432385, 0.007471905, 0.0034905518, 0.08767701, 1.0289642e-06, 0.022898048) * go_3(0.0, 1.0); + result += mat4(0.04429903, -0.11645563, -0.026604889, 0.07899901, -0.023821525, -0.026004031, -0.018923612, -0.053543407, -0.042527657, 0.0036584022, 0.027810149, 0.024032138, 0.10543079, -0.030619275, -0.030865723, -0.05092747) * go_3(1.0, -1.0); + result += mat4(0.026915446, 0.120717816, 0.0019816516, -0.049912937, -0.0007762602, 0.022564199, 0.18567841, -0.056447282, 0.13844876, 0.13579142, 0.10044439, 0.047508094, -0.04063719, 0.17919034, 0.08064534, -0.03256138) * go_3(1.0, 0.0); + result += mat4(-0.0434133, -0.06033915, -0.04983542, 0.0400338, -0.053370785, -0.05155623, 0.045170438, -0.045111567, -0.053353325, -0.12816454, -0.0677066, -0.021872709, -0.02099235, -0.016961794, 0.028701715, 0.06569918) * go_3(1.0, 1.0); + result += mat4(0.06710011, 0.057980128, 0.013201372, 0.030130189, 0.06094751, 0.07235975, -0.047589682, 0.2354357, 0.14901309, 0.04262213, 0.0966923, 0.2618183, 0.005253222, 0.020696905, -0.017493509, 0.030192135) * go_4(-1.0, -1.0); + result += mat4(0.054935362, 0.081852324, -0.009865248, -0.1405845, -0.06501512, -0.081201576, -0.19381413, -0.07899466, 0.1869321, -0.010295521, 0.07100554, 0.039669935, -0.0717112, 0.06757859, -0.057729263, 0.10774218) * go_4(-1.0, 0.0); + result += mat4(-0.05170724, 0.028823921, -0.039832033, 0.102353394, -0.040672857, -0.071934074, -0.03207114, -0.062728606, -0.0041836924, 0.049775664, -0.015730772, 0.115351014, 0.0198361, -0.04392965, 0.06256708, -0.018467398) * go_4(-1.0, 1.0); + result += mat4(-0.004088018, -0.0075854803, -0.053410996, 0.053963624, 0.038335897, -0.043097124, -0.053266585, -0.02110349, -0.100289516, 0.13708574, 0.045705263, 0.14583495, 0.049664762, -0.007881616, -0.07083171, 0.06628562) * go_4(0.0, -1.0); + result += mat4(-0.096194305, 0.3136127, -0.06582547, -0.10976745, 0.0052450127, -0.06082186, 0.072152615, 0.15377738, -0.023069546, 0.024237594, -0.08700614, 0.01600506, -0.11880559, 0.05290161, 0.18157464, 0.12359404) * go_4(0.0, 0.0); + result += mat4(0.05889622, 0.14444394, 5.1526327e-05, -0.016800134, 0.14292586, -0.11104289, -0.03384623, -0.0071736914, -0.027003476, -0.050374918, -0.07425175, -0.06407235, 0.030245714, -0.013432628, 0.036909264, -0.10258834) * go_4(0.0, 1.0); + result += mat4(-0.050930936, -0.012308526, -0.0224252, 0.02924823, -0.014263356, -0.2264721, -0.033080157, 0.10535792, -0.0007992285, -0.07806312, -0.0446525, 0.08360969, -0.07534844, -0.08033527, 0.09658374, 0.03556867) * go_4(1.0, -1.0); + result += mat4(0.036354, -0.01415224, 0.15901333, 0.03089121, -0.105297774, -0.0567874, -0.046968583, -0.02000512, 0.019031817, -0.10858096, -0.16507767, -0.14353652, -0.047385126, 0.08500263, 0.10296464, 0.12831974) * go_4(1.0, 0.0); + result += mat4(0.08133631, -0.08120405, 0.12163648, -0.00789435, 0.06704583, 0.06559347, 0.056115437, 0.014905266, 0.15081121, -0.06725895, -0.06748307, 0.1599525, -0.07030421, 0.12173684, 0.103771955, 0.053344633) * go_4(1.0, 1.0); + result += mat4(0.0195776, -0.0622637, 0.06881111, -0.13235638, -0.009745966, -0.20333163, -0.016195327, 0.0498002, -0.00685214, -0.10209501, -0.035590008, 0.09018023, -0.031462304, -0.0349528, -0.10600601, -0.0090544615) * go_5(-1.0, -1.0); + result += mat4(0.15811858, -0.06563293, 0.016432226, -0.028199475, -0.12282523, -0.06881546, -0.092320375, -0.0031693543, -0.064210124, 0.043783337, -0.2019922, -0.13730226, -0.08938997, -0.10791797, 0.11714907, -0.022770153) * go_5(-1.0, 0.0); + result += mat4(0.06281743, 0.07511937, -0.048748665, 0.04450613, -0.04570434, 0.021222433, -0.06628591, 0.073260285, 0.09201485, -0.028903183, 0.003736346, -0.08917027, -0.07610416, -0.14540285, 0.07343613, -0.06727425) * go_5(-1.0, 1.0); + result += mat4(-0.15571125, -0.0640986, -0.04293689, -0.24749066, -0.11165803, 0.0051061464, 0.019376764, 0.07696208, -0.04814943, -3.504131e-05, -0.16579178, 0.1502019, -0.023707883, 0.04413888, -0.04388852, -0.009154628) * go_5(0.0, -1.0); + result += mat4(-0.07220755, -0.041894138, -0.13767485, 0.026967121, 0.028019764, -0.07266683, 0.09768252, 0.051648475, 0.2144752, -0.049994867, 0.09415208, -0.12033149, -0.2286533, -0.1035957, -0.20106381, -0.05755881) * go_5(0.0, 0.0); + result += mat4(0.124922104, 0.10773247, -0.09984372, 0.08305024, 0.043024022, -0.039096966, 0.09213775, 0.093309745, 0.041290306, 0.054291926, 0.023719616, 0.020621356, -0.16033965, -0.025751784, -0.026916293, -0.012173795) * go_5(0.0, 1.0); + result += mat4(0.00044945415, -0.017210819, 0.053547475, -0.005321006, -0.04807709, 0.06448037, -0.048554003, 0.011876162, -0.05595753, -0.06437566, -0.042622857, 0.020113062, -0.0020804277, 0.018597316, 0.013574127, -0.043030854) * go_5(1.0, -1.0); + result += mat4(0.043135546, 0.18260844, -0.09212242, 0.16260995, -0.026462799, -0.026555145, 0.13806862, -0.07638378, 0.13613388, -0.036159042, 0.21367857, 0.099882215, 0.04033422, 0.06743046, -0.04514496, 0.07347721) * go_5(1.0, 0.0); + result += mat4(-0.05599136, 0.24458563, -0.055775292, 0.023797944, 0.017738774, -0.0026254307, 0.020338422, -0.05910233, -0.041537784, -0.07887153, 0.02836997, 0.029184725, -0.09466807, -0.056054644, -0.20904629, -0.06603871) * go_5(1.0, 1.0); + result += mat4(-0.0809845, 0.113287315, -0.07588069, -0.07764146, 0.018005516, 0.0058764964, 0.015952185, 0.0026178441, -0.025305526, 0.016157705, -0.031857558, 0.012376404, -0.0033852167, -0.0025056018, 0.033977445, -0.035882123) * go_6(-1.0, -1.0); + result += mat4(0.01720746, 0.12093419, 0.004281695, 0.015260916, -0.025000513, 0.019857937, -0.015916452, -0.14818902, 0.10654605, -0.044710767, 0.068046734, 0.0020083294, -0.06207356, -0.11559851, -0.014965024, -0.021263203) * go_6(-1.0, 0.0); + result += mat4(0.10744724, -0.117611334, -0.07036045, -0.16104576, -0.03606856, -0.021588141, 0.003583071, 0.08581648, -0.027726242, 0.0065163933, -0.022813367, -0.042334005, -0.0783816, 0.04475857, -0.013612499, -0.11017741) * go_6(-1.0, 1.0); + result += mat4(-0.03915705, -0.06676148, -0.017724907, -0.08243233, 0.024043124, -0.00641056, -0.046309136, 0.0028519596, -0.020301778, 0.090468615, -0.02914518, -0.01921614, 0.0066639995, 0.0115059335, -0.07672176, -0.11208497) * go_6(0.0, -1.0); + result += mat4(0.08966859, -0.032337032, 0.1445986, -0.1320196, -0.07705068, 0.26452798, -0.102185756, -0.0669899, -0.17417169, 0.04188311, 0.1864277, -0.1504491, 0.22015794, -0.16350059, 0.0710934, -0.2829582) * go_6(0.0, 0.0); + result += mat4(0.06390482, -0.025778925, -0.036299095, 0.038941868, 0.03774386, 0.03236249, -0.094204284, -0.02483742, 0.028479036, -0.0043308022, -0.07259228, 0.012454688, -0.042251453, 0.12513779, -0.09296203, 0.11374747) * go_6(0.0, 1.0); + result += mat4(0.047953177, -0.13953067, -0.16459087, 0.07894725, -0.056713596, 0.021099769, 0.03746491, -0.039627306, 0.013983546, -0.012757725, -0.029330993, 0.06562089, -0.04810442, 0.099750385, -0.0027220398, -0.03113898) * go_6(1.0, -1.0); + result += mat4(-0.18453379, -0.19663307, -0.069053225, -0.0886819, -0.0801514, 0.030041967, 0.052098416, 0.14237365, -0.122975424, -0.020104067, 0.03250069, -0.012830738, 0.015021435, 0.17618941, -0.17539805, -0.11354229) * go_6(1.0, 0.0); + result += mat4(0.039481774, -0.03845886, -0.024213333, -0.013388697, 0.021345852, -0.081355266, 0.060501907, 0.020541774, 0.0050397296, 0.01937342, 0.124778345, -0.02009733, -0.03618026, 0.18081245, -0.059872225, 0.0480807) * go_6(1.0, 1.0); + result += mat4(0.06564816, -0.033822373, -0.0733927, -0.03701997, 0.109872006, 0.0289091, -0.05753885, 0.07605533, 0.01233494, 0.105628036, -0.05230974, 0.020886896, -0.012355101, 0.09088149, -0.077560514, 0.0067109973) * go_7(-1.0, -1.0); + result += mat4(-0.1322054, -0.013291897, -0.03752736, -0.1729646, -0.07199937, 0.044647448, -0.05308083, -0.17281532, -0.22998895, 0.08423837, 0.096846774, -0.03199861, 0.16217668, -0.038777575, 0.11706502, 0.003698661) * go_7(-1.0, 0.0); + result += mat4(-0.04857856, -0.033291973, 0.042390086, 0.07810751, -0.033537693, -0.044030026, -0.039593477, 0.04621247, -0.17857364, -0.09121616, 0.051663235, 0.11376567, 0.026875451, -0.020726817, -0.07497909, 0.04745875) * go_7(-1.0, 1.0); + result += mat4(-0.04273227, -0.06567099, 0.068244755, 0.004056219, 0.071459755, 0.06104156, -0.040738944, 0.026269622, -0.0829272, -0.213161, 0.12350121, -0.12019999, -0.0047574732, -0.07947193, 0.11080581, 0.06579881) * go_7(0.0, -1.0); + result += mat4(-0.0059235813, 0.3313213, 0.11250806, 0.10323526, 0.10955034, -0.16566339, -0.19147675, -0.030210944, 0.04117325, -0.0210125, 0.17611006, 0.08003979, 0.049902663, -0.07172505, -0.122315325, 0.010667146) * go_7(0.0, 0.0); + result += mat4(0.054875605, -0.0037542211, 0.063533604, -0.06934719, -0.03633734, -0.035200633, 0.13640474, -0.0012530384, 0.11430386, -0.19378312, 0.09804568, 0.013388336, -0.05530006, -0.04414178, -0.19488367, -0.0756056) * go_7(0.0, 1.0); + result += mat4(-0.020816237, 0.06688388, -0.037516814, -0.12198087, -0.015191337, 0.027221302, -0.06470536, -0.02152179, -0.017627591, -0.1226421, -0.032714654, -0.05618612, 0.05928148, 0.0800804, 0.048406508, 0.00018751089) * go_7(1.0, -1.0); + result += mat4(-0.048010882, -0.09108586, 0.15244915, 0.013734108, 0.06698592, 0.12715879, -0.06800172, -0.08406023, -0.0060334927, -0.18118794, 0.028690156, -0.041895367, -0.09738513, -0.091504306, 0.005916668, 0.041399106) * go_7(1.0, 0.0); + result += mat4(0.03526128, -0.0710679, 0.026936322, 0.016473033, 0.050931316, 0.07237934, 0.052602474, 0.036545273, -0.044300303, -0.007841123, 0.12865187, 0.13500206, 0.10369719, 0.017725354, -0.046136603, 0.11124073) * go_7(1.0, 1.0); + result += vec4(0.02762366, 0.015666952, 0.009978591, -0.020644614); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09864263, 0.16643536, -0.10098628, -0.27088618, 0.2439447, -0.15055421, -0.16554014, 0.15346923, 0.22877191, 0.36627764, 0.0009881472, -0.29182792, -0.1399589, 0.20674823, -0.1336018, -0.23139776) * g_0; + result += mat4(0.30116054, -0.14907749, -0.057519797, -0.115984246, -0.010677967, 0.24336332, 0.18829945, -0.009448468, -0.20248725, 0.1898866, 0.10740923, 0.070664346, 0.19182079, 0.19262572, -0.10405306, -0.14409591) * g_1; + result += mat4(0.02424672, 0.18151794, -0.3288155, 0.09967775, 0.08982069, -0.33101448, -0.13098675, 0.001805271, 0.093248144, 0.0062144175, -0.27785897, 0.15994431, 0.07629904, 0.11391333, -0.09452774, 0.028830891) * g_2; + result += mat4(-0.12576537, 0.124780804, -0.005383383, 0.010800503, 0.074371964, -0.15757772, -0.012425731, 0.26471737, -0.12934509, 0.18494883, -0.019696942, 0.39016318, 0.108690634, -0.12907083, 0.23849326, 0.2127003) * g_3; + result += mat4(0.06064956, 0.13181925, -0.06518252, 0.09022306, 0.10722941, -0.029313153, 0.05462699, -0.12941502, -0.32090643, -0.2399227, -0.0010322831, 0.2706631, -0.018146884, -0.25801313, 0.2318069, 0.114894636) * g_4; + result += mat4(-0.12751573, -0.13918388, 0.20377824, -0.033067297, -0.0028459544, -0.17263114, 0.07472814, -0.08497229, -0.19693358, -0.23583023, -0.23746331, -0.1620524, 0.12260008, 0.20666504, 0.018275812, 0.05227883) * g_5; + result += mat4(0.017006887, -0.079197586, -0.1751486, -0.24029018, 0.17393425, 0.19827369, 0.14355439, 0.07403027, 0.26099652, 0.34026688, -0.07905064, 0.1136539, -0.033830065, 0.0038907684, -0.25529358, -0.3126053) * g_6; + result += mat4(-0.18364787, 0.06289015, 0.30731493, 0.2604622, 0.14766745, -0.19659941, -0.24400567, -0.13139778, -0.20132752, -0.31973583, -0.04709369, 0.2157305, -0.05968398, 0.41553238, -0.26575878, 0.12818466) * g_7; + result += mat4(0.1777632, 0.30519867, 0.04919452, -0.050079886, -0.09780533, 0.071669996, -0.30823946, -0.05612444, 0.13824712, -0.17230682, 0.1516716, -0.42944372, 0.26453936, -0.3669238, -0.2791366, -0.158038) * g_8; + result += mat4(-0.16834885, -0.36678392, -0.116782546, -0.12371954, 0.030408079, 0.030037245, -0.118157424, 0.21994841, -0.06582355, 0.35889858, -0.08357428, 0.33521906, 0.0730811, 0.12300713, 0.08012372, 0.13627763) * g_9; + result += mat4(0.3792248, 0.2113681, -0.057442214, 0.056784596, -0.07914339, 0.2952479, 0.0039747343, -0.010485219, -0.21411481, -0.26210615, 0.14048009, -0.09856881, 0.17023402, -0.059730083, 0.019566841, -0.016332023) * g_10; + result += mat4(-0.61801714, -0.31580862, 0.024079382, -0.26253095, 0.15262255, -0.05209289, -0.058584727, -0.17753975, 0.09153676, 0.018372437, -0.08778411, 0.15213694, 0.23527849, 0.0651243, 0.082912475, -0.12144174) * g_11; + result += mat4(-0.10203859, -0.2157538, 0.09766386, 0.255458, 0.14621232, 0.15972705, 0.037336424, 0.29910806, -0.23335846, -0.27241442, 0.056837723, -0.15916888, 0.14921062, 0.018489221, 0.29236946, -0.21704453) * g_12; + result += mat4(-0.20196709, 0.03039717, -0.016681867, 0.09106574, 0.016594073, -0.11138761, -0.39326677, -0.12731183, 0.017273927, 0.20023176, 0.40969402, -0.09844807, -0.21699667, -0.08527532, 0.03868599, 0.08391285) * g_13; + result += mat4(0.04918593, -0.28722, 0.13262631, 0.19763342, 0.07408771, 0.20518765, -0.08351114, 0.023192497, 0.08808452, -0.024055472, 0.2863115, 0.028993187, 0.18309475, 0.14929788, 0.41230813, -0.14815095) * g_14; + result += mat4(-0.068900704, -0.085048415, -0.3247905, -0.04743062, -0.09697462, 0.015716264, 0.016111441, -0.020915799, 0.0722674, 0.23050514, -0.038081765, 0.23436533, 0.0045003896, -0.25709474, -0.11242606, -0.2509955) * g_15; + result += vec4(0.016932571, 0.01285098, 0.065885656, -0.045639206); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.003937308, 0.3325553, -0.051680394, -0.016791617, -0.22406012, -0.1772422, -0.40026435, 0.061494246, -0.052263122, 0.050062478, 0.12657858, 0.25956464, -0.25395867, -0.14557794, 0.065642186, -0.0036497142) * g_0; + result += mat4(0.14910382, -0.1219233, -0.08730868, 0.12936969, -0.38082328, -0.04098752, -0.21931636, 0.22471759, -0.22303404, 0.005031252, 0.29523098, -0.06785384, -0.29611492, -0.13362305, -0.28399295, -0.015605514) * g_1; + result += mat4(-0.092055865, 0.23942079, -0.15355012, -0.2754471, 0.3476136, -0.17973644, 0.20373236, 0.47628164, 0.18442081, 0.2272365, 0.39171374, -0.2109089, -0.081467606, -0.19725452, 0.015637135, -0.07057403) * g_2; + result += mat4(0.10774966, 0.123727456, -0.12286534, 0.16600358, 0.1364775, -0.21570408, 0.074118935, -0.045826353, -0.035832357, -0.28274775, 0.052669924, 0.07969379, 0.17066151, 0.14648491, -0.06644816, -0.14589809) * g_3; + result += mat4(-0.119286284, -0.09573102, 0.090612456, 0.04023182, 0.09588572, 0.177818, 0.23690048, -0.058244612, -0.016383434, 0.2576226, 0.25695682, -0.014298511, -0.024256507, 0.30848315, -0.041158218, -0.03914358) * g_4; + result += mat4(-0.29271403, 0.059981633, 0.0021134338, -0.19035797, -0.0037269308, 0.10220867, 0.07883107, -0.13369656, 0.026632074, 0.37791765, 0.13582648, -0.09352286, -0.082421385, -0.15049607, -0.29702196, -0.024250919) * g_5; + result += mat4(0.06582016, -0.16060877, 0.103828825, 0.06621281, 0.18454358, -0.15770862, 0.0062189074, -0.29478952, -0.38229987, -0.008481092, 0.0146497395, -0.012977512, -0.086033165, 0.24041377, 0.15929726, 0.1291446) * g_6; + result += mat4(-0.26255193, -0.17674851, 0.016529905, -0.29671943, -0.11499627, 0.057172883, 0.024476945, 0.20377044, -0.246527, -0.2740495, 0.27754322, 0.0035727941, -0.08662866, -0.26152274, -0.1885568, -0.12391516) * g_7; + result += mat4(0.012594749, 0.09329428, -0.024767002, 0.09388145, 0.053089734, 0.06234544, 0.2099255, 0.46252325, 0.123893864, 0.082300425, -0.07509414, 0.15968856, -0.34341866, -0.13525012, 0.15489148, 0.35870647) * g_8; + result += mat4(0.15168503, 0.30187908, 0.015656032, 0.013370691, -0.06671537, 0.11837605, -0.08213855, -0.15433209, -0.17091727, -0.0625883, 0.008888305, 0.039089687, 0.15172026, -0.0836314, -0.13341047, -0.029075664) * g_9; + result += mat4(-0.07207691, -0.36168703, 0.022065176, 0.06053417, 0.10515104, -0.15767829, 0.19980878, 0.17313905, 0.016179686, 0.18054177, 0.19189085, -0.14294004, 0.22004858, -0.28201142, 0.2872886, -0.20112494) * g_10; + result += mat4(0.34156498, 0.1817744, 0.13134623, 0.05987189, 0.037724342, -0.090201005, 0.10240794, 0.22642598, -0.5217192, -0.033472296, -0.14296426, -0.094750494, -0.03383312, 0.30726826, 0.049418118, 0.10151059) * g_11; + result += mat4(0.032571465, 0.048514433, -0.10347128, -0.1084494, -0.036202013, -0.008492653, -0.11478463, -0.14242981, -0.16216394, 0.22039019, 0.17737237, -0.1416988, -0.099641696, 0.09431141, -0.17891696, 0.15241605) * g_12; + result += mat4(-0.22881852, 0.040407304, -0.08619452, 0.08407503, 0.027044954, 0.121950984, 0.17166145, -0.056074105, 0.20592104, 0.05306128, -0.249151, -0.15258761, -0.028193245, -0.033121727, 0.009724152, -0.060050894) * g_13; + result += mat4(0.055882175, -0.19219743, -0.08486314, 0.25344363, -0.15363735, -0.16262405, -0.16883601, -0.360693, -0.02007423, -0.18265313, -0.13402134, 0.012125967, -0.15832315, 0.35946545, 0.057530846, -0.20121863) * g_14; + result += mat4(-0.026532218, 0.0999541, -0.18022218, 0.040167805, -0.07300608, 0.23191977, -0.13492207, -0.21953888, -0.006438377, -0.11377467, 0.29050368, 0.08367901, -0.1185086, -0.19436763, 0.19460331, -0.12790322) * g_15; + result += vec4(0.0048366417, -0.01623872, 0.0149186235, -0.0021957709); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf2 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.104137026, 0.102377966, 0.29650456, 0.16560245, -0.049722087, -0.022562431, 0.1480423, 0.22173022, -0.15099648, 0.25188634, 0.29793224, -0.25045073, -0.166794, 0.17724776, -0.13309427, -0.14215149) * g_0; + result += mat4(0.0111736925, -0.20109345, -0.004992949, -0.16356087, -0.03629021, -0.17836154, -0.020239769, -0.0027136574, -0.057733543, 0.1929391, -0.25687936, 0.032994594, 0.28941298, -0.24378207, 0.0058246693, -0.04602329) * g_1; + result += mat4(0.058517553, -0.00855018, -0.10235121, 0.031646684, -0.3329856, 0.28455597, 0.09738041, -0.38193113, -0.11249739, -0.01848674, 0.2163143, -0.06349695, 0.20303167, -0.033269245, -0.2735205, -0.15447442) * g_2; + result += mat4(0.080081046, 0.07366588, -0.09329567, 0.18479577, -0.118616, 0.09503109, -0.26074445, 0.35643557, 0.30263063, 0.22413187, 0.09882829, 0.12301443, -0.006198813, 0.19721447, 0.10678005, -0.1651503) * g_3; + result += mat4(-0.06906497, -0.3009552, 0.07767211, 0.05151866, 0.11417627, 0.23357406, -0.048603542, -0.049274545, -0.06154897, -0.12599663, 0.07611352, 0.00786339, 0.14635855, -0.26319003, -0.06853761, 0.088817514) * g_4; + result += mat4(0.11830914, -0.10345762, -0.09292891, -0.0074040242, 0.0073001185, -0.15325016, -0.011847827, 0.23296888, 0.06515359, -0.06067429, -0.090339884, 0.13176519, 0.23185344, 0.071258485, -0.06901788, -0.0903061) * g_5; + result += mat4(0.17608684, 0.1722441, -0.00018389517, 0.026899414, 0.11040594, 0.053332347, 0.074438855, 0.0608023, -0.089713804, -0.10031175, -0.09828107, 0.2759653, 0.040628787, -0.014327023, -0.18901895, -0.19466661) * g_6; + result += mat4(-0.077983975, 0.116868906, -0.23626202, 0.24141665, 0.18514152, 0.12009115, 0.024183134, -0.19578324, -0.2004096, 0.16053474, -0.12452011, -0.24160402, 0.044126388, -0.08934569, 0.26577887, 0.09816567) * g_7; + result += mat4(0.10499274, 0.2265129, -0.078521736, 0.29265165, 0.0041190055, 0.36288932, -0.103490636, 0.05727936, -0.089100264, 0.04249254, 0.30703348, -0.024190163, 0.026818752, 0.21627031, 0.1413635, 0.5749679) * g_8; + result += mat4(-0.11887336, 0.27841938, 0.18154635, -0.30292216, -0.14453453, -0.32330868, -0.06806779, -0.13335946, 0.12325082, -0.2776033, -0.2176617, -0.14796872, 0.14378121, -0.1515707, -0.19313759, -0.03666135) * g_9; + result += mat4(-0.16793656, 0.14827895, 0.31085837, 0.039777525, 0.049468413, -0.19864005, -0.11719598, 0.16815868, -0.02205864, -0.20461129, -0.15883179, 0.026992796, -0.2750394, 0.20748213, 0.24951674, -0.06626439) * g_10; + result += mat4(-0.22174093, -0.20898962, -0.03558482, 0.23259541, 0.12385461, 0.11644065, 0.13360718, -0.298495, 0.05759325, -0.06470147, -0.1467882, -0.1233936, 0.124703325, -0.004894744, -0.44175613, 0.30384606) * g_11; + result += mat4(-0.22360735, 0.13903587, 0.123154536, 0.22120447, 0.07635435, -0.08578538, -0.0070886854, -0.16854721, 0.2935059, 0.014837484, 0.011378183, 0.11189771, 0.15975478, 0.1525562, 0.17962816, -0.30664667) * g_12; + result += mat4(-0.13563982, -0.11331227, -0.35234228, 0.17117529, 0.09372269, -0.018378476, -0.060744487, 0.066920675, -0.12684692, -0.15846166, 0.040910132, 0.15608624, -0.0839549, 0.06397846, -0.11739037, -0.24138166) * g_13; + result += mat4(-0.3350538, -0.24931656, -0.13913944, -0.078073435, 0.12782471, -0.033278856, 0.22328287, -0.0494411, -0.16591735, -0.03392308, 0.1588464, -0.19808592, 0.19063896, -0.16003527, 0.21511821, 0.10613058) * g_14; + result += mat4(-0.060294464, -0.09252907, -0.01603874, -0.07597569, 0.03133959, 0.072272286, -0.13213353, 0.15609686, 0.2167412, 0.06884895, -0.2590782, 0.33470517, 0.003332907, 0.03748415, -0.25728425, -0.30776468) * g_15; + result += vec4(0.0085292775, -0.0498912, 0.02406236, 0.013927507); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf3 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.18489622, 0.01521825, -0.053398065, 0.077619, -0.08345202, 0.20407347, -0.11390942, 0.08462241, -0.1705865, 0.30955344, -0.08472498, -0.16442084, -0.22677645, 0.048857957, -0.057290807, -0.40370303) * g_0; + result += mat4(-0.04026143, -0.020023338, -0.022386922, -0.1292272, 0.17330426, 0.13575786, 0.16291218, -0.14266899, -0.23032628, 0.11625899, 0.0062630204, -0.0012355708, 0.15870166, -0.035987332, 0.0871242, 0.085054055) * g_1; + result += mat4(0.016969275, 0.054262232, -0.23052263, -0.19101018, 0.03396106, 0.0054336865, -0.0467761, 0.19085331, -0.106530495, -0.27656856, 0.015368871, 0.13383915, -0.08088739, -0.15458798, 0.01770847, 0.26224154) * g_2; + result += mat4(-0.1710468, -0.010396238, -0.008604742, -0.27136776, -0.08490557, 0.016414553, -0.27219942, -0.2275841, -0.0020410966, -0.074557334, 0.32281566, -0.0358406, -0.07795256, 0.11081372, -0.34438163, 0.15058495) * g_3; + result += mat4(-0.13303854, -0.054123223, -0.034091465, -0.08479921, -0.3663492, 0.047407333, -0.08467303, -0.015536085, 0.07641996, -0.08629571, -0.026073072, 0.05748389, 0.39037332, 0.017548965, 0.105086334, -0.08005681) * g_4; + result += mat4(0.08531782, -0.06040872, -0.25501314, -0.15468454, -0.18607718, -0.045276865, -0.08727564, 0.101659656, -0.14160259, -0.011791499, -0.14346547, 0.16301742, -0.054622017, -0.028709898, -0.05332203, -0.23680754) * g_5; + result += mat4(0.18716991, 0.12908773, -0.3459139, -0.054999888, -0.1764484, 0.04881557, 0.096896894, -0.011711037, 0.093170814, 0.1973141, -0.028869364, -0.052994333, -0.050567757, -0.052473217, -0.20334762, -0.29321235) * g_6; + result += mat4(0.16290617, 0.070835315, -0.13578944, 0.049878098, 0.024889912, 0.0046419716, 0.17256121, 0.24758084, 0.33473715, -0.05304426, -0.031384464, 0.30393425, 0.06880461, 0.018678263, 0.40095538, -0.32181707) * g_7; + result += mat4(-0.12459963, 0.0924927, 0.17442048, -0.015650576, -0.05587131, 0.21291989, 0.31195658, 0.07287886, 0.1531054, 0.022245308, 0.09070423, -0.090930104, 0.036900636, -0.062797755, -0.015801767, -0.06667231) * g_8; + result += mat4(-0.22362942, 0.30185577, -0.0560174, -0.17768693, 0.14361233, -0.36686167, -0.108977124, -0.06692557, 0.046176855, 0.06899551, 0.19507368, 0.18504564, 0.2892618, 0.108308315, -0.32998815, 0.15013184) * g_9; + result += mat4(-0.06166722, 0.03421678, 0.007097079, -0.06511754, -0.07503845, -0.097745866, 0.0767785, 0.12762466, 0.078295015, 0.15278883, -0.20041291, -0.15149453, 0.1359745, -0.055542946, -0.1351582, 0.04746136) * g_10; + result += mat4(0.2754691, -0.045461576, 0.28655398, 0.066658214, 0.10664401, 0.019698175, 0.21868771, 0.010793508, -0.37068173, -0.22633933, 0.05709351, -0.015515003, -0.25028723, 0.07527501, -0.060320277, 0.11013715) * g_11; + result += mat4(0.16451468, -0.048677545, -0.21968195, -0.024521982, 0.06710036, -0.00431936, -0.040931974, 0.14162326, 0.30826005, -0.19923253, 0.06730949, 0.33769038, -0.17198718, 0.060878154, -0.2895043, -0.029802436) * g_12; + result += mat4(-0.10908404, -0.18938556, 0.11546769, 0.11317103, -0.096525446, -0.1143871, 0.095474064, -0.12509643, -0.20624343, -0.23595047, -0.11051539, 0.1230616, -0.047473382, -0.11819063, -0.1330644, -0.09428916) * g_13; + result += mat4(0.099916406, -0.19375911, -0.08102031, 0.1239838, 0.27221766, 0.20148776, 0.19851638, 0.08333579, 0.086547665, -0.18228337, 0.022614995, -0.1385529, 0.35897738, 0.20353337, -0.051304217, 0.09238109) * g_14; + result += mat4(-0.17090152, 0.34364688, 0.25943616, 0.04933595, -0.022766197, 0.33663043, 0.09173691, -0.040311158, -0.20550281, 0.17361137, -0.13678429, 0.07744437, -0.42078802, -0.2707222, 0.21051168, 0.2207691) * g_15; + result += vec4(-0.00853374, 0.014111409, -0.018602863, 0.025112765); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!SAVE conv2d_11_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.2167346, 0.08259927, 0.01593457, -0.06168633, 0.028108353, -0.016532995, 0.008972924, 0.011045642, -0.28601897, 0.25977787, 0.057599183, -0.011715917, 0.042454317, 0.08984024, -0.09684031, 0.12903662) * go_0(-1.0, -1.0); + result += mat4(-0.07467005, -0.0044173184, 0.042089712, -0.096472785, -0.090920694, 0.14287423, -0.1197274, 0.15093653, -0.17902398, 0.2337814, -0.2301511, -0.26088297, -0.16935518, 0.07310083, -0.0051561873, 0.2587852) * go_0(-1.0, 0.0); + result += mat4(-0.015114397, -0.0615879, 0.061449658, -0.08588831, 0.06878012, -0.066395596, -0.120973326, 0.1751009, 0.13974409, 0.07330856, 0.015523489, -0.119367056, -0.12705635, 0.08617225, -0.08821478, 0.042958662) * go_0(-1.0, 1.0); + result += mat4(-0.015199017, 0.031381227, 0.0780515, 0.069131814, -0.12783948, 0.030788802, -0.030043626, 0.016303174, -0.27775663, 0.16235924, 0.008142429, 0.04124429, 0.10874539, -0.022458551, -0.008865443, 0.09369907) * go_0(0.0, -1.0); + result += mat4(-0.01634807, -0.008341841, 0.06457744, -0.08560355, -0.24626143, 0.011861395, 0.020570388, 0.062295143, 0.34602648, -0.17742984, -0.02403783, 0.16412638, 0.10932493, -0.0042189476, 0.040966537, 0.058982532) * go_0(0.0, 0.0); + result += mat4(-0.043838717, -0.056111507, -0.016028062, -0.059582476, 0.12887439, -0.033336997, -0.26650676, 0.0662371, -0.053933796, -0.032257825, 0.16265263, 0.023418164, -0.08054197, 0.30419502, -0.19452181, 0.010710408) * go_0(0.0, 1.0); + result += mat4(0.01280635, 0.10079952, -0.033026945, 0.08498357, -0.04817073, -0.13418624, 0.09589368, -0.022635134, -0.06345144, -0.05724931, -0.14657016, -0.0786738, 0.05080321, 0.041433394, 0.01910969, 0.19891381) * go_0(1.0, -1.0); + result += mat4(0.10898035, -0.14818819, -0.08342, 0.106918834, -0.19069608, -0.023136294, -0.018794658, -0.03204733, -0.039217297, 0.07554547, -0.037759304, -0.044361852, 0.019575626, 0.09581649, -0.005387532, 0.08929196) * go_0(1.0, 0.0); + result += mat4(0.17248777, 0.08927015, 0.12626562, 0.069963455, 0.027248785, -0.10808538, 0.0022578489, -0.10984469, -0.015384902, 0.12769361, 0.06637168, 0.058609772, 0.013054495, 0.13254511, 0.076141186, 0.09916911) * go_0(1.0, 1.0); + result += mat4(-0.124390416, 0.10685674, -0.10966216, -0.08369025, -0.0651576, -0.1300008, -0.027007537, 0.13056019, 0.115544505, -0.07873411, -0.083743975, 0.05898996, 0.22908325, -0.053363908, -0.01612341, -0.15103827) * go_1(-1.0, -1.0); + result += mat4(-0.020670712, -0.2649095, -0.030632991, -0.04527719, 0.46974248, 0.043867197, -0.15608059, 0.20002516, -0.16267627, 0.0990293, -0.064487904, 0.19699238, -0.04589485, -0.038980853, 0.10857598, -0.0039152764) * go_1(-1.0, 0.0); + result += mat4(-0.2282477, -0.00044616987, 0.166831, 0.03326744, 0.15271889, -0.025690703, -0.29518652, 0.032539356, -0.06354523, -0.031361856, 0.053646125, 0.00018960344, -0.030466253, 0.15894201, -0.12748806, -0.11215912) * go_1(-1.0, 1.0); + result += mat4(0.11262574, 0.13243207, 0.050107982, -0.097106785, -0.12724099, 0.022966115, 0.033192, -0.08005735, -0.069815435, -0.06228412, 0.017130738, -0.08344178, -0.11615836, -0.11328931, 0.22229461, -0.066494435) * go_1(0.0, -1.0); + result += mat4(-0.047039963, 0.009185746, -0.10476018, 0.078825586, -0.045319136, 0.011463228, -0.02181092, -0.0020480661, 0.0045678956, -0.016130341, -0.14006588, 0.05225688, -0.12515195, 0.18153296, -0.05256603, -0.11048086) * go_1(0.0, 0.0); + result += mat4(0.18182711, -0.14322367, 0.15531246, 0.09205347, 0.25048062, 0.0677125, -0.08411049, 0.036185652, 0.19853042, 0.04891688, 0.07559669, -0.054106154, 0.01919658, 0.22520682, 0.15135488, -0.038460355) * go_1(0.0, 1.0); + result += mat4(-0.050445374, -0.14471428, -0.23796226, -0.15576342, -0.028298652, 0.09235079, -0.06269788, -0.19188045, -0.053789496, 0.11350222, 0.04766122, 0.10510269, 0.0038152386, 0.09062761, 0.1011998, 0.040780947) * go_1(1.0, -1.0); + result += mat4(0.019419372, 0.03997944, 0.119759075, 0.04283821, -0.051738333, 0.08721772, -0.077736385, -0.05724854, -0.08099945, 0.17420025, 0.073216155, -0.05489914, 0.09093694, -0.08793478, 0.013140325, -0.0043218792) * go_1(1.0, 0.0); + result += mat4(0.037703384, -0.02789724, 0.013243169, 0.17291826, 0.0074070534, 0.114018075, -0.104694985, -0.0530431, 0.10854754, -0.21815501, -0.091733016, 0.05429939, 0.008154856, 0.017797785, -0.04539086, -0.022114938) * go_1(1.0, 1.0); + result += mat4(0.08511963, -0.044427045, 0.13799068, -0.0029811792, -0.15045413, -0.09981538, 0.042939857, 0.1374501, -0.029713511, -0.13069215, 0.11228989, -0.11295705, -0.14637329, -0.09949667, 0.071820505, -0.12730566) * go_2(-1.0, -1.0); + result += mat4(0.08256388, -0.01721364, -0.14035071, 0.029640568, 0.10975381, 0.020408878, -0.048385482, -0.054182887, 0.07115744, -0.00768504, 0.062499907, 0.11246996, 0.15368488, 0.016138898, -0.07301467, -0.08368065) * go_2(-1.0, 0.0); + result += mat4(-0.061671108, 0.036220826, -0.051254276, 0.069273986, 0.15657571, 0.014273202, -0.13077787, 0.0056451196, -0.14062496, 0.03103866, 0.04512255, -0.010760401, 0.008121844, 0.011501802, -0.06567986, 0.017685082) * go_2(-1.0, 1.0); + result += mat4(-0.113867186, -0.12749363, -0.08943638, 0.13412562, -0.071981415, 0.022248283, -0.06953866, -0.08428237, 0.03129861, -0.06123529, -0.092742726, 0.020794291, 0.096983775, -0.02983442, -0.015079871, -0.081479155) * go_2(0.0, -1.0); + result += mat4(0.04013621, 0.084514834, -0.13812582, -0.12510088, 0.14553706, 0.10702256, -0.08045372, 0.08607196, -0.16143145, -0.007886448, 0.01781611, -0.003077175, -0.11296926, 0.1734043, -0.13854994, 0.13680972) * go_2(0.0, 0.0); + result += mat4(0.050505515, -0.17902215, -0.04802798, -0.14421499, -0.030427728, 0.03368048, -0.110685, 0.09567036, 0.03252777, 0.09485837, 0.06954893, 0.023373473, 0.07177965, 0.04810273, 0.08434124, 0.116279624) * go_2(0.0, 1.0); + result += mat4(0.0005544921, -0.051555045, -0.06470852, -0.0531636, 0.057035804, -0.03869994, -0.027945146, 0.07932229, -0.0063175303, -0.05515467, -0.08356414, -0.11859253, 0.12668021, -0.051041365, -0.012815135, 0.007949852) * go_2(1.0, -1.0); + result += mat4(-0.06800659, -0.0071774335, -0.08469053, 0.03886348, 0.025524322, -0.1410413, -0.043023676, 0.029417936, -0.07544589, 0.09294302, -0.08465406, -0.096837744, 0.08364276, 0.024115281, 0.271438, -0.058223505) * go_2(1.0, 0.0); + result += mat4(-0.109101065, -0.17002128, -0.24179345, -0.017228592, 0.10659014, 0.015143326, -0.12937164, -0.0338922, -0.036312755, 0.14563227, 0.009092129, 0.018083349, -0.05089822, -0.06514431, -0.03596386, 0.015814291) * go_2(1.0, 1.0); + result += mat4(-0.08573881, 0.03633208, -0.21500291, 0.15564376, 0.0030492172, -0.021795621, -0.09432696, 0.10721101, 0.2153867, 0.13202792, -0.12423073, 0.005352684, 0.037872642, -0.10474273, 0.013933625, -0.0068198596) * go_3(-1.0, -1.0); + result += mat4(-0.185121, 0.06808207, -0.1228317, 0.06725058, 0.09664016, 0.07007545, -0.027438058, -0.14229484, -0.0033542877, -0.24367031, 0.12804145, -0.19115108, -0.14038874, 0.09379996, 0.04307599, -0.20208067) * go_3(-1.0, 0.0); + result += mat4(-0.27465674, 0.06494048, -0.10362797, 0.0827255, 0.069154, -0.065038726, -0.06611099, 0.22829211, -0.112552926, -0.07423944, 0.011163635, -0.04373235, 0.030065138, -0.03776159, -0.013699219, 0.005617585) * go_3(-1.0, 1.0); + result += mat4(-0.14471242, 0.09473557, -0.008799688, 0.297687, -0.170291, -0.097003534, -0.13033749, -0.086734496, 0.1607779, -0.040937416, 0.07660159, -0.0802484, 0.15036124, -0.040300827, 0.13356747, 0.18778445) * go_3(0.0, -1.0); + result += mat4(-0.0062669497, -0.047926545, -0.02322052, 0.11640132, -0.027486369, 0.084390946, -0.12318683, 0.088127784, 0.034363724, 0.09600964, -0.08777073, -0.03262654, 0.09757491, -0.17299609, -0.10113106, -0.07975111) * go_3(0.0, 0.0); + result += mat4(-0.12862378, 0.05227614, 0.2132678, 0.056268826, 0.01965921, -0.27655914, 0.092967786, 0.005236845, -0.077529125, 0.08411694, -0.01710931, 0.026741153, 0.074644126, 0.028845703, 0.08699953, -0.024485381) * go_3(0.0, 1.0); + result += mat4(-0.04199397, -0.1308821, -0.19070597, -0.08945986, -0.1037197, -0.13604449, -0.016228938, -0.022551721, -0.0076362723, 0.17063893, -0.11217443, -0.08726737, 0.030895764, -0.1522529, 0.06507714, 0.12095355) * go_3(1.0, -1.0); + result += mat4(0.10817155, -0.09881775, 0.040993568, 0.13947234, -0.021370577, -0.1635348, 0.10220782, 0.02202579, 0.11209738, 0.020609956, -0.14656629, -0.13919814, -0.14060068, -0.12372531, -0.10188449, 0.09123819) * go_3(1.0, 0.0); + result += mat4(0.025041433, -0.10927458, 0.025021726, 0.06930344, -0.021769155, -0.15327594, -0.0069944495, -0.096232496, 0.045868713, 0.13147569, 0.12798029, 0.14647365, -0.12404578, -0.06822283, 0.05034958, -0.079014435) * go_3(1.0, 1.0); + result += mat4(0.120342575, 0.14266843, 0.15449679, -0.20489338, -0.18671677, -0.14057173, -0.022556288, 0.18901058, -0.039756775, -0.08051133, 0.0049373866, -0.07846298, 0.13748513, -0.16085026, -0.13095982, 0.069473505) * go_4(-1.0, -1.0); + result += mat4(-0.0007415831, 0.31254232, 0.21238111, 0.3193219, -0.013947761, -0.11949059, 0.071580306, 0.20652267, 0.0025851065, -0.050295394, 0.07416682, 0.118062474, 0.09723194, -0.1944007, -0.04659032, 0.0041032876) * go_4(-1.0, 0.0); + result += mat4(0.036666203, -0.034048863, 0.08825516, 0.12822092, -0.07214442, 0.14225818, 0.05442037, 0.2867944, 0.10804068, 0.005131857, 0.06265404, -0.1566144, -0.095446564, 0.02358177, -0.06441483, 0.013047708) * go_4(-1.0, 1.0); + result += mat4(-0.019146625, 0.006266473, 0.16762416, -0.0046162964, 0.028772417, -0.04452443, 0.14713071, 0.110226825, -0.08499617, 0.05402624, 0.1251715, 0.15287799, -0.13131016, -0.14755967, -0.0972085, -0.11798382) * go_4(0.0, -1.0); + result += mat4(-0.30595997, 0.12551622, 0.14074358, 0.31970632, 0.021614574, 0.05120308, -0.116856426, 0.17851515, -0.0606671, 0.0880086, 0.0879823, -0.121758536, -0.115652494, -0.10002807, 0.0134744225, -0.12445348) * go_4(0.0, 0.0); + result += mat4(-0.0023540058, 0.0014380866, -0.0062776282, -0.013318381, 0.2525834, 0.05257154, 0.27028328, 0.25816876, 0.0989505, 0.013704121, -0.12839815, -0.018599706, -0.06479225, 0.031059438, 0.09665992, 0.11649063) * go_4(0.0, 1.0); + result += mat4(0.15184228, 0.07354054, 0.12431531, 0.03574188, -0.092972584, -0.015326739, 0.058178544, 0.077439696, -0.048038736, -0.049098626, 0.06988285, 0.13670042, -0.030649297, -0.13373514, 0.079972826, 0.1935703) * go_4(1.0, -1.0); + result += mat4(-0.0306585, 0.034239594, 0.033652745, 0.08766325, 0.04726368, -0.0018955129, -0.07785312, 0.04691356, 0.04909221, 0.06809451, 0.05471455, 0.033277687, 0.08671436, -0.076155, 0.058292333, 0.07179553) * go_4(1.0, 0.0); + result += mat4(-0.11209963, -0.13103989, -0.33400932, -0.11662754, -0.0042046346, 0.10080948, -0.012552136, 0.067940794, 0.002866087, -0.009874096, 0.12763286, -0.03031877, -0.022642719, -0.036547594, 0.03913018, 0.16629295) * go_4(1.0, 1.0); + result += mat4(-0.049061082, 0.04717187, 0.071327575, 0.102352396, -0.07726938, 0.14094698, 0.09341758, -0.058272626, -0.12784153, -0.12360863, 0.07852188, -0.018093389, 0.035160895, 0.016824258, 0.0052461606, 0.0033554626) * go_5(-1.0, -1.0); + result += mat4(0.018116081, 0.16159694, -0.07326371, 0.022021493, -0.22974226, 0.14431556, 0.18882045, -0.06435289, -0.08000142, 0.22792707, 0.29219145, -0.11494335, 0.034841456, 0.06518259, -0.106704816, 0.021235496) * go_5(-1.0, 0.0); + result += mat4(0.018035064, -0.096702196, -0.003464681, -0.0022220302, 0.17624727, 0.14363256, -0.19396667, -0.34004405, -0.03063283, 0.19805308, -0.27726153, 0.057164174, 0.15531784, 0.047855917, 0.10516178, -0.032779023) * go_5(-1.0, 1.0); + result += mat4(-0.027642028, 0.012042295, 0.04119136, -0.0016244284, -0.008791894, -0.099617824, 0.130931, 0.09994816, 0.078902684, -0.09399918, -0.028129447, -0.08370564, 0.14835656, -0.092096, 0.028383795, 0.06584475) * go_5(0.0, -1.0); + result += mat4(0.05457846, -0.08758556, 0.065143414, -0.02529071, 0.025666919, 0.062288575, 0.064544715, -0.12310881, -0.02070911, 0.18719092, 0.0012470647, 0.09065394, 0.089744836, -0.15765521, 0.011515355, 0.0014871175) * go_5(0.0, 0.0); + result += mat4(0.07279259, -0.12122391, -0.08129001, -0.003152676, -0.12411482, -0.073190294, -0.082995065, -0.18986583, -0.13675113, 0.22535498, -0.3076794, 0.07931998, 0.05800563, 0.1491273, -0.041464128, 0.019409955) * go_5(0.0, 1.0); + result += mat4(-0.025654098, 0.004081217, 0.12530875, -0.021707695, 0.021711746, -0.12258257, 0.038685348, 0.012969257, 0.15082629, 0.25955087, 0.038080525, 0.06926174, -0.18477698, -0.019098116, -0.102281064, 0.15542246) * go_5(1.0, -1.0); + result += mat4(0.10249199, -0.10188846, 0.021524258, -0.12272311, -0.11009372, 0.06345044, -0.18588856, -0.007431814, -0.050587643, -0.15557933, -0.13853042, 0.047833357, -0.0744104, 0.11987986, -0.105088085, 0.042513683) * go_5(1.0, 0.0); + result += mat4(0.026596246, 0.018244766, 0.028712826, -0.09448985, -0.11023519, -0.18980093, -0.13144584, 0.028966134, -0.07903197, 0.07254252, 0.03271572, -0.016627928, 0.060513306, -0.0023916247, 0.036441766, 0.09406577) * go_5(1.0, 1.0); + result += mat4(0.14232405, 0.114720814, -0.11144986, 0.05589229, 0.21639122, -0.21761972, -0.061168928, 0.080087356, -0.10099732, 0.21700649, -0.031544153, 0.117821574, -0.06040332, 0.13623528, 0.06532833, -0.14136268) * go_6(-1.0, -1.0); + result += mat4(-0.07024258, 0.06820036, -0.09896652, 0.05239327, 0.032074407, 0.060166884, 0.10918488, -0.1604831, -0.009571049, 0.04476715, 0.0015439093, -0.10482196, 0.06763937, 0.06017622, 0.052919876, -0.014136124) * go_6(-1.0, 0.0); + result += mat4(-0.11302243, -0.1170903, 0.0673738, 0.23662187, -0.27710503, 0.22600567, -0.157852, 0.18483819, -0.06633612, -0.075139135, 0.18872209, -0.16697425, -0.009961328, 0.0054550236, 0.15502341, 0.28695628) * go_6(-1.0, 1.0); + result += mat4(0.092126146, 0.117538795, -0.06692514, 0.09119318, 0.062271398, -0.015108815, -0.11658865, -0.06650951, -0.07589854, 0.1035485, -0.021629412, 0.09805429, -0.0708413, -0.13716145, -0.062434144, -0.21314396) * go_6(0.0, -1.0); + result += mat4(0.14058985, 0.05628658, 0.068072565, 0.015168637, -0.081879094, -0.11241576, -0.15573281, -0.14864771, -0.008265013, -0.016971482, 0.029315297, -0.022753824, 0.17329606, 0.15320353, -0.019930441, 0.018783867) * go_6(0.0, 0.0); + result += mat4(0.13796028, 0.0007160951, 0.09305637, 0.1422529, 0.026356421, 0.123341836, 0.23719853, 0.1400149, -0.021316648, 0.024492603, 0.012550349, 0.045684777, 0.025818808, -0.018001324, -0.038435712, 0.20630158) * go_6(0.0, 1.0); + result += mat4(-0.11568665, -0.03569228, -0.044090636, -0.10155582, 0.083382055, 0.24301195, -0.022245454, -0.033773556, -0.0018937895, -0.032795303, 0.022721868, 0.061526462, 0.0015668315, 0.06938226, 0.0012288125, 0.16084138) * go_6(1.0, -1.0); + result += mat4(-0.05176824, -0.14839195, -0.103155345, -0.019997707, -0.019272018, -0.14287192, -0.122550696, 0.0026290747, 0.019299414, -0.06372184, 0.043157134, -0.082327895, -0.056246907, -0.14413235, -0.033780627, 0.004704482) * go_6(1.0, 0.0); + result += mat4(-0.046451636, 0.11087259, -0.037147224, 0.023245918, -0.042846806, -0.1184961, 0.1623827, 0.29253852, -0.06542917, 0.049678918, -0.12009241, -0.045717973, 0.056798954, -0.2672507, -0.2594758, 0.08353679) * go_6(1.0, 1.0); + result += mat4(0.13407503, -0.008476969, -0.06088965, -0.051065, 0.0742294, -0.16301575, 0.052767858, 0.07149886, 0.047530167, -0.068021476, 0.1448473, -0.07827654, 0.032189, 0.12479039, 0.21760924, -0.019127456) * go_7(-1.0, -1.0); + result += mat4(-0.11901753, -0.07702293, -0.19622257, 0.21091644, 0.101466514, -0.17538056, -0.026478102, -0.09568351, -0.13776886, 0.03352246, -0.044475798, 0.06343639, -0.06423362, 0.010770134, 0.10607595, -0.06725147) * go_7(-1.0, 0.0); + result += mat4(-0.068801604, -0.03648746, 0.02905415, 0.09690945, 0.07492833, -0.038676526, 0.12591788, 0.02544471, -0.0071540326, -0.08509896, 0.06756858, -0.036927108, -0.021289624, 0.17029919, 0.085151546, -0.26516253) * go_7(-1.0, 1.0); + result += mat4(0.07898282, -0.05492911, -0.06265257, -0.032484416, 0.17785741, -0.05145782, 0.01762633, 0.016563665, 0.060774446, 0.051605314, 0.033413686, -0.19302492, 0.13779348, -0.11123576, 0.12809837, 0.03933712) * go_7(0.0, -1.0); + result += mat4(-0.0611527, -0.15432398, -0.11532295, 0.1302903, 0.05395265, 0.0364706, 0.0031310646, -0.08676014, -0.06850696, -0.08188169, 0.09603465, -0.08290717, -0.001512079, 0.10533397, 0.13712364, -0.09277913) * go_7(0.0, 0.0); + result += mat4(0.19899495, 0.01849356, 0.03558897, 0.11410951, -0.10390808, 0.008156282, 0.057708547, 0.065857045, 0.083575174, -0.09678853, -0.020182457, 0.051305577, -0.015270724, 0.055178646, 0.06955839, -0.07062595) * go_7(0.0, 1.0); + result += mat4(-0.054933123, -0.04966491, -0.0047603757, -0.15511824, -0.052456774, 0.04770036, -0.12310741, 0.062061965, -0.0059904433, -0.07888004, -0.012614444, -0.15300304, 0.052804995, -0.028602274, 0.18020386, 0.06730639) * go_7(1.0, -1.0); + result += mat4(-0.025813729, 0.15076204, -0.13246286, 0.030926403, 0.06400941, 0.11952475, 0.081793286, 0.007770181, -0.06359484, 0.07682049, 0.10800592, -0.0327746, -0.107736856, 0.15939856, 0.1538754, 0.06256646) * go_7(1.0, 0.0); + result += mat4(-0.15986821, 0.021590011, -0.11264431, 0.0093079535, -0.013647156, -0.2604828, -0.11631053, 0.016986847, 0.0015941777, 0.05487975, -0.074997805, -0.06112192, 0.0983382, 0.013772516, 0.1471619, -0.08080517) * go_7(1.0, 1.0); + result += vec4(0.010537005, 0.0126211485, -0.032614365, 0.0065620933); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!SAVE conv2d_10_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.08889782, -0.15311077, 0.04823438, -0.04558368, 0.044214565, -0.028379409, 0.028363805, 0.13412485, -0.02070058, 0.0712695, -0.07548294, 0.008121656, -0.0072323224, -0.03016635, -0.02453755, 0.019908503) * go_0(-1.0, -1.0); + result += mat4(0.050423365, 0.004502398, -0.13227503, 0.0142806405, -0.09818105, 0.036187742, 0.105036445, 0.030699562, 0.072710045, 0.036431707, -0.32996574, -0.028462645, 0.018948672, 0.092441365, 0.056769088, -0.0005644272) * go_0(-1.0, 0.0); + result += mat4(0.04035664, 0.02985188, -0.10089088, 0.03438271, 0.050862562, 0.07788319, -0.050375022, -0.06304437, 0.17106578, -0.028320076, 0.016773457, 0.15019535, -0.027613606, 0.035642974, -0.14601788, -0.013190211) * go_0(-1.0, 1.0); + result += mat4(-0.046619892, -0.16665885, 0.09188837, 0.009912041, 0.10663907, 0.015233106, -0.12871371, -0.019690927, -0.011069769, -0.22700125, -0.0690297, 0.019255418, -0.054341584, -0.01620642, -0.08029935, 0.0070098583) * go_0(0.0, -1.0); + result += mat4(-0.057606664, 0.11877831, 0.15346865, 0.036811285, -0.22125806, 0.0075666574, 0.17679036, 0.11306051, -0.13521308, -0.15850207, 0.022859296, 0.00769397, -0.08765156, -0.104902625, -0.07514916, 0.2486268) * go_0(0.0, 0.0); + result += mat4(-0.013212743, -0.0044239555, 0.025461525, -0.015481864, 0.14041474, 0.05975429, -0.17976587, 0.0145503, -0.077713594, -0.04593509, 0.052384466, 0.0006284831, 0.038034808, -0.05230159, -0.109702006, -0.07265091) * go_0(0.0, 1.0); + result += mat4(-0.025693098, -0.13572535, -0.01895864, 0.03893592, -0.036710177, -0.01088019, -0.09368372, -0.03182742, 0.122763634, -0.0076654744, -0.050077043, -0.022201162, 0.0074185994, -0.006451397, -0.038261954, -0.1110297) * go_0(1.0, -1.0); + result += mat4(-0.039450645, -0.04789768, 0.09936957, 0.058521174, 0.07142846, -0.084644906, 0.07261612, -0.046694856, -0.012884207, 0.13373013, -0.01742012, -0.1042255, -0.12536846, 0.070329286, 0.047471847, -0.10530532) * go_0(1.0, 0.0); + result += mat4(-0.04974837, 0.13026807, 0.04820301, -0.01600421, -0.042744927, -0.025909515, 0.014976897, 0.08282662, 0.022004148, 0.06386686, 0.059391394, -0.082625166, -0.008872271, 0.1102126, 0.035499003, -0.13043708) * go_0(1.0, 1.0); + result += mat4(-0.043579586, -0.046892926, -0.070677124, -0.041093647, 0.03537788, -0.076763846, 0.0009548247, 0.14523864, 0.05719185, -0.045606427, 0.123260975, 0.006404617, -0.099142045, 0.03578823, -0.10354938, -0.07529272) * go_1(-1.0, -1.0); + result += mat4(-0.116821036, -0.15675275, 0.18103552, 0.04812708, -0.036657147, 0.08506689, 0.24174918, 0.22408468, -0.06543428, 0.066437855, 0.19154602, 0.028406492, -0.046705004, -0.04704879, 0.19588713, 0.055319898) * go_1(-1.0, 0.0); + result += mat4(-0.010022652, 0.0015642877, 0.009469823, 0.009802116, -0.037166927, -0.02884251, 0.13500874, 0.01426166, 0.008246828, 0.03139519, -0.012114353, -0.016503382, 0.2640404, -0.051485654, -0.016649412, -0.017588545) * go_1(-1.0, 1.0); + result += mat4(-0.010124425, -0.14225397, 0.08314724, -0.23153158, 0.0014681354, -0.1390618, 0.07377463, 0.039181106, -0.040100355, -0.0142914895, -0.17522524, -0.037204843, 0.021581141, 0.18683401, 0.13369183, 0.0390764) * go_1(0.0, -1.0); + result += mat4(-0.02851701, 0.23242348, 0.1277155, -0.19211055, 0.023522437, -0.08730311, -0.05148616, 0.035363246, 0.042116232, 0.08163083, 0.04480609, 0.038017258, 0.19803137, 0.099729985, -0.038464006, -0.07226916) * go_1(0.0, 0.0); + result += mat4(-0.1866285, -0.11600278, 0.1881696, 0.06068764, -0.10416259, 0.077949375, -0.053726874, 0.1047242, -0.13619052, -0.08904579, -0.016545152, 0.17650889, 0.039236277, 0.043816928, 0.1268894, -0.19868605) * go_1(0.0, 1.0); + result += mat4(-0.025585523, 0.045342762, 0.0026381463, 0.004636469, -0.07053126, 0.04854706, -0.018913629, -0.010274392, 0.081275366, 0.052705947, 0.07343148, 0.09422946, -0.074321106, -0.0866174, -0.051429134, 0.057454497) * go_1(1.0, -1.0); + result += mat4(0.037784588, 0.084031895, 0.065270744, -0.10870336, -0.13500641, -0.025338924, -0.019163836, -0.07293429, 0.116194114, 0.1266802, 0.015490869, 0.008635241, -0.21149078, -0.199303, 0.009074041, 0.042760603) * go_1(1.0, 0.0); + result += mat4(-0.06323883, 0.055710826, 0.017565519, -0.04540938, 0.013367078, 0.15984154, 0.13096973, 0.03138492, 0.027152853, -0.021551156, -0.13443787, 0.06898135, -0.10787318, -0.043363508, 0.00666605, 0.043900643) * go_1(1.0, 1.0); + result += mat4(0.009035264, 0.020594807, 0.015705304, 0.01909982, 0.08320093, -0.103481755, -0.10641082, -0.03442891, 0.0047570583, 0.08687775, 0.06897745, -0.018835394, -0.066996634, -0.049071193, -0.16802575, 0.0044500753) * go_2(-1.0, -1.0); + result += mat4(0.04045015, 0.08801431, -0.08804257, -0.0023234654, 0.030842444, 0.018819112, 0.10408235, 0.06429923, 0.03985677, 0.031426232, 0.13569061, -0.14335556, -0.037044074, -0.103468224, -0.09185709, -0.07604263) * go_2(-1.0, 0.0); + result += mat4(-0.010495441, 0.06289279, -0.05870335, -0.1904296, 0.057986103, 0.043326564, -0.097958155, 0.104971156, 0.07364184, 0.034985706, -0.19703776, 0.043712724, 0.07940852, -0.010851745, 0.14496458, -0.015142011) * go_2(-1.0, 1.0); + result += mat4(0.025466047, -0.08039815, -0.026971048, 0.10441981, -0.06507468, -0.1337023, 0.1451312, -0.092361696, 0.11647118, -0.018967701, -0.09679053, -0.12715657, 0.0049849623, 0.05230491, -0.021765102, -0.020865416) * go_2(0.0, -1.0); + result += mat4(0.0075712977, 0.03345767, -0.057719618, 0.14185268, 0.082015894, 0.009533725, 0.07871332, -0.09614353, 0.07002554, 0.079299755, -0.025585618, 0.0152029125, -0.08076779, -0.19227244, -0.04965265, -0.061909772) * go_2(0.0, 0.0); + result += mat4(-0.010124431, 0.0013454502, 0.05622167, 0.0614913, -0.006998316, 0.023906026, -0.07123647, -0.09987564, -0.14460497, -0.041314058, -0.036342222, 0.112912245, 0.048668977, 0.044658728, 0.019917604, -0.007595695) * go_2(0.0, 1.0); + result += mat4(0.055248134, 0.017488867, -0.0074054203, -0.04487277, -0.13840093, 0.037144244, -0.0017901342, -0.049469203, -0.068407014, -0.002747277, 0.029810332, -0.07904478, 0.055827897, 0.114826, 0.07382718, -0.026687222) * go_2(1.0, -1.0); + result += mat4(0.08219817, 0.1619462, -0.09470693, 0.083237365, -0.0924052, 0.01067484, -0.0035807928, -0.069811486, -0.013960181, 0.10654318, -0.024244606, -0.06582165, 0.04962566, 0.027068332, 0.0841098, 0.033444792) * go_2(1.0, 0.0); + result += mat4(0.17503081, 0.03665154, -0.0675055, 0.027293172, -0.03523338, 0.0109953685, 0.011622604, -0.11386672, -0.00032072345, -0.025685903, -0.05279821, 0.09421746, 0.039889757, -0.01880816, 0.05618171, 0.0022874111) * go_2(1.0, 1.0); + result += mat4(-0.13145523, 0.18216553, 0.16554132, 0.09174621, -0.0051634437, -0.048285816, -0.029851796, -0.024521131, -0.064170815, 0.04725991, -0.097417906, -0.09764079, 0.049423784, 0.16233915, 0.23060358, -0.0062447516) * go_3(-1.0, -1.0); + result += mat4(0.032495294, -0.2682059, -0.37521285, -0.029825145, -0.09773881, -0.0066955523, 0.06277792, -0.083181195, 0.05386697, -0.037506554, -0.039655734, -0.0050008455, 0.037204262, 0.09936529, 0.005109203, 0.12107711) * go_3(-1.0, 0.0); + result += mat4(0.17437148, -0.059008747, -0.22437404, -0.061140712, -0.085489735, -0.03494208, 0.080636404, -0.060815886, 0.05937275, -0.025692465, -0.025606196, 0.042834997, -0.13546485, -0.10590498, -0.14345334, 0.0046743182) * go_3(-1.0, 1.0); + result += mat4(0.03558994, 0.087737836, -0.038992245, 0.14311473, 0.053867705, -0.1257101, -0.0018974398, 0.018802585, 0.034442518, 0.09937298, 0.13657762, 0.024501108, -0.0040634726, -0.078894846, 0.10380101, 0.035019495) * go_3(0.0, -1.0); + result += mat4(-0.16890417, 0.06156658, 0.03077302, -0.16106246, -0.017029505, 0.11685676, -0.012574194, 0.039645053, -0.003144679, 0.089480534, -0.03166805, 0.08350338, 0.012151949, -0.033835117, 0.11382378, 0.07414846) * go_3(0.0, 0.0); + result += mat4(-0.17016909, 0.027876107, 0.04067996, -0.048124984, 0.011483843, 0.09505421, -0.009452186, -0.051690947, -0.07523587, 0.10085903, -0.05644697, -0.028940927, 0.17628358, 0.09629752, 0.14373964, 0.0021410924) * go_3(0.0, 1.0); + result += mat4(-0.0037599285, 0.04272923, 0.0026777869, -0.0140216, -0.026618365, -0.04173863, 0.08150853, 0.0025315892, -0.01895354, 0.102992274, 0.041345052, 0.03883729, 0.0924492, 0.05886179, 0.015202135, -0.11207661) * go_3(1.0, -1.0); + result += mat4(-0.12403727, 0.01637198, 0.04096121, -0.11977578, -0.014450318, -0.06769534, 0.11740226, 0.08816537, 0.19629698, 0.18154356, -0.08592387, -0.019187221, -0.03796658, -0.106272355, 0.05420226, 0.018840006) * go_3(1.0, 0.0); + result += mat4(-0.050734147, 0.061064612, 0.016702149, -0.018882874, 0.09218629, -0.11073548, -0.0028023277, -0.010835074, 0.04149203, 0.12168354, -0.059796926, -0.12945394, 0.038868375, -0.08704314, -0.009328244, 0.081930615) * go_3(1.0, 1.0); + result += mat4(-0.100008845, -0.115009055, 0.15168963, -0.01758568, 0.04532579, 0.08870267, 0.09462516, 0.005414994, -0.050950747, 0.13270593, 0.030503616, 0.027042845, -0.006835031, -0.10579588, -0.0643324, -0.008061472) * go_4(-1.0, -1.0); + result += mat4(-0.18259896, -0.06677021, 0.009504482, -0.1842928, -0.026170325, 0.00043852927, -0.06471976, 0.02997685, 0.02595068, 0.031614214, 0.21114227, 0.025900716, -0.17008767, -0.007941647, 0.17943352, 0.057212297) * go_4(-1.0, 0.0); + result += mat4(0.010857713, -0.0002794059, 0.23158428, 0.16893044, -0.1557764, 0.019845916, -0.050243165, 0.020767516, -0.058061093, 0.020982072, 0.012367622, 0.01101485, 0.024589071, 0.05084018, -0.02436446, -0.05878187) * go_4(-1.0, 1.0); + result += mat4(0.012373701, 0.067655645, -0.028974818, -0.051458526, -0.03400436, 0.07357711, 0.020821717, 0.120083876, -0.053849153, 0.1278378, -0.011223256, 0.06836699, 0.030158738, 0.0467768, 0.14818475, -0.045275457) * go_4(0.0, -1.0); + result += mat4(0.03103519, -0.026628016, -0.15541978, -0.08434361, 0.06292301, -0.03746335, -0.107766226, -0.09786059, 0.07117096, -0.06319719, 0.11203641, -0.037364762, 0.12603277, 0.08220379, 0.0149918785, -0.092076994) * go_4(0.0, 0.0); + result += mat4(-0.09075286, -0.033164006, 0.10945737, 0.2770637, -0.16555783, 0.07310421, 0.026942289, 0.29650962, -0.1007844, 0.009096539, -0.06395033, 0.09699946, -0.07901404, 0.040918924, 0.098537594, -0.04509798) * go_4(0.0, 1.0); + result += mat4(0.007999323, 0.0046959305, -0.03181889, -0.041286197, -0.0036372268, 0.020058637, 0.037964053, -0.016066216, -0.019170566, 0.016866915, -0.10172061, 0.09604732, 0.082420416, -0.05594466, -0.0756941, 0.036003392) * go_4(1.0, -1.0); + result += mat4(0.071109265, -0.08595922, -0.15273578, -0.04714358, -0.039822437, 0.085219406, -0.057365675, 0.045313027, 0.1338325, -0.027771475, 0.13640241, 0.1525042, 0.055682134, -0.094727375, -0.026674733, -0.009161929) * go_4(1.0, 0.0); + result += mat4(0.0027815856, 0.17028663, 0.01599458, 0.11059541, 0.021278301, -0.02299255, -0.046445813, 0.01140362, -0.028351959, -0.038226657, -0.01955651, 0.11908411, -0.034029853, -0.10767461, -0.11081511, 0.03566396) * go_4(1.0, 1.0); + result += mat4(-0.01359866, 0.13117082, -0.09357916, -0.029195316, -0.009054719, 0.0694315, 0.17173718, 0.037290372, 0.062218763, 0.082544655, 0.03066545, 0.09272635, 0.082720116, -0.014737289, 0.10527505, -0.0689924) * go_5(-1.0, -1.0); + result += mat4(-0.0706202, 0.12618336, -0.15827578, -0.057750463, 0.14855652, 0.1458758, -0.123203725, 0.19543667, 0.18961985, -0.007020239, -0.031297687, -0.033669226, -0.010986353, 0.0066039455, -0.1652515, -0.0059961043) * go_5(-1.0, 0.0); + result += mat4(-0.040597215, 0.016640672, 0.0061419294, 0.080478184, 0.018984126, 0.06710943, -0.06675578, -0.11948528, 0.04214188, 0.0052774074, 0.030882267, -0.005388406, -0.039811462, -0.01028474, -0.083587855, 0.0029053325) * go_5(-1.0, 1.0); + result += mat4(-0.05731081, -0.04265545, -0.0755327, 0.1441698, 0.036332745, -0.0067641083, -0.04228671, 0.08545495, -0.0909647, 0.2205254, 0.20305182, -0.09450949, -0.04061624, -0.035271652, -0.095942676, -0.026358822) * go_5(0.0, -1.0); + result += mat4(-0.050612856, 0.0145045, 0.17043534, 0.08267622, -0.034799397, -0.06804938, 0.13429774, 0.07218003, 0.15208139, -0.039168525, 0.038500663, 0.07258302, -0.122111656, -0.15208225, -0.09210869, 0.059862003) * go_5(0.0, 0.0); + result += mat4(0.0415679, 0.11520605, -0.030313483, 0.122075975, 0.06583631, -0.019953119, 0.109392576, -0.0510396, 0.09787855, 0.26775602, -0.18646449, -0.12933819, -0.04493963, -0.037615146, 0.0570058, 0.011027787) * go_5(0.0, 1.0); + result += mat4(-0.02655267, -0.098945014, -0.09336936, 0.07748091, -0.00047962685, 0.014854489, -0.068141386, 0.0071108737, -0.1333433, 0.03353786, 0.018027728, -0.07141378, -0.064265154, 0.056028087, 0.082747355, -0.071275316) * go_5(1.0, -1.0); + result += mat4(-0.05542939, -0.07380958, 0.01437026, 0.23931144, 0.08378484, 0.026806151, 0.009641943, -0.011398272, -0.051237162, 0.08034507, -0.017141929, -0.020286817, 0.08660475, 0.07309451, -0.03789005, -0.052705795) * go_5(1.0, 0.0); + result += mat4(-0.028130122, -0.031831503, 0.016689168, 0.10056315, -0.06354666, -0.15095639, -0.08982293, 0.116643555, -0.025013596, -0.019885266, 0.014840034, -0.2278798, -0.01701857, 0.011629466, -0.006176379, 0.04527816) * go_5(1.0, 1.0); + result += mat4(0.09877462, 0.029073205, 0.11243462, 0.044177532, -0.075923786, 0.02546148, 0.10739565, -0.13975054, 0.044879325, -0.11958629, 0.04363638, 0.077704646, 0.02696298, -0.027670769, -0.09089905, -0.06455269) * go_6(-1.0, -1.0); + result += mat4(0.0030152819, -0.02731273, 0.0066886866, 0.048644535, -0.06557933, -0.005832296, -0.06140005, -0.1994014, -0.11878561, -0.2267219, -0.11640984, -0.0155212805, 0.07085509, -0.009048477, -0.14769004, -0.123608634) * go_6(-1.0, 0.0); + result += mat4(-0.06752226, -0.016893445, 0.07294028, -0.052196287, 0.03547883, 0.101674356, 0.04949045, -0.09284047, 0.0729387, -0.07581744, -0.09281662, -0.031965096, 0.037925586, -0.07312763, -0.036286525, 0.03144849) * go_6(-1.0, 1.0); + result += mat4(0.064824305, 0.024864329, -0.056642268, 0.04918063, 0.1930241, 0.0071046185, -0.016237276, 0.013059835, -0.14946592, -0.09492835, 0.020961342, 0.047568906, 0.00048450654, -0.15269406, -0.08010619, -0.1388464) * go_6(0.0, -1.0); + result += mat4(-0.18825355, 0.22652678, 0.13892595, 0.117251605, -0.062407874, 0.008739453, 0.073387355, 0.05264442, -0.0031089867, -0.06777429, -0.16784573, -0.020113356, 0.04869496, 0.08135994, 0.07246035, -0.19927453) * go_6(0.0, 0.0); + result += mat4(-0.18046555, 0.14942019, -0.009922297, 0.040851727, -0.13020493, 0.10147689, -0.08173918, -0.026491666, 0.039945066, 0.08903092, -0.036917374, -0.093293, -0.09607799, 0.19442783, -0.004808152, 0.097780965) * go_6(0.0, 1.0); + result += mat4(-0.0758065, -0.03808871, 0.047511652, -0.0060790107, 0.08365728, 0.199537, 0.034738176, -0.19402026, 0.038024064, 0.065259285, 0.053378936, -0.009232693, -0.063165165, 0.024357138, 0.01648106, -0.0013202438) * go_6(1.0, -1.0); + result += mat4(0.03521039, -0.034457784, 0.1159957, -0.115214765, 0.1685411, -0.021456879, -0.08062013, -0.13672292, -0.0668036, -0.101206556, -0.052379187, 0.03147825, -0.09889599, -0.028870791, -0.11832699, -0.0046074977) * go_6(1.0, 0.0); + result += mat4(-0.050857995, 0.15759641, 0.047607794, 0.14805913, -0.07750758, 0.105473354, 0.102374494, 0.01994999, 0.033616915, -0.06992014, 0.056393575, -0.14204934, 0.05354153, 0.05013943, -0.114074394, 0.065119326) * go_6(1.0, 1.0); + result += mat4(-0.04829731, 0.06885148, -0.14768778, -0.060326908, -0.103351146, 0.036768492, -0.06135658, 0.11148307, 0.014534502, 0.123006314, 0.036450353, -0.0383252, -0.20370677, -0.17286272, 0.16101491, 0.07556089) * go_7(-1.0, -1.0); + result += mat4(-0.15262854, 0.14199285, 0.2511771, -0.10075314, 0.17736407, 0.2943528, 0.27172905, 0.1151125, 0.049084056, 0.059168756, 0.0650204, 0.03935768, -0.15067302, -0.13848037, -0.033887982, -0.026555846) * go_7(-1.0, 0.0); + result += mat4(-0.0051172585, 0.02692111, 0.20705879, 0.008218838, -0.021862414, -0.102145776, 0.12885559, 0.114753574, 0.102891475, -0.1007345, 0.01208991, 0.05938357, 0.06780603, -0.1589195, -0.20958908, -0.041277707) * go_7(-1.0, 1.0); + result += mat4(0.05422305, 0.029327532, -0.14234012, -0.030016532, 0.0482255, -0.046472695, 0.09939593, 0.08224116, 0.035823345, 0.07811289, -0.10744252, -0.08363756, -0.08364467, 0.057085298, -0.16731818, 0.20220445) * go_7(0.0, -1.0); + result += mat4(-0.001880624, 0.11825207, 0.008596269, -0.10103486, -0.17410794, 0.0017706376, 0.21030387, 0.10192447, 0.07783077, -0.014912659, 0.164237, -0.17776188, -0.097639844, -0.08774552, -0.16644147, 0.12934735) * go_7(0.0, 0.0); + result += mat4(0.06927279, 0.059731327, -0.060738076, -0.062833875, -0.015539843, -0.021360295, -0.053207625, 0.115540475, 0.017843733, 0.065999255, 0.0007332877, -0.03914544, -0.105941266, -0.07532644, -0.095935695, 0.10708794) * go_7(0.0, 1.0); + result += mat4(0.0873342, 0.003396962, 0.026241373, -0.0785419, 0.081882305, -0.01897599, -0.040988095, -0.028300753, -0.056872226, -0.03653725, -0.0036923515, -0.07191479, 0.070348285, 0.20352787, 0.14121976, 0.055011783) * go_7(1.0, -1.0); + result += mat4(0.01868485, 0.0013574177, -0.025322456, -0.08943172, 0.08110719, -0.0014665145, -0.17301609, -0.15072477, 0.032763265, -0.048716765, 0.035305195, -0.064817816, 0.0371342, -0.08201281, -0.19665426, 0.0653309) * go_7(1.0, 0.0); + result += mat4(0.034040254, 0.08749453, 0.039605893, 0.026554601, 0.049870778, 0.16673377, -0.024515232, 0.1613443, -0.039366666, -0.011511365, 0.03501774, -0.015119788, -0.10082997, 0.002426415, -0.067138135, -0.05282799) * go_7(1.0, 1.0); + result += vec4(-0.01535558, -0.024700014, 0.041315205, 0.023633905); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.07763047, 0.27418226, -0.14338551, -0.11081361, 0.18755837, 0.13486148, -0.103934124, 0.15729067, -0.30118144, -0.23599705, -0.03624479, -0.13197371, 0.2509935, -0.053046692, 0.22451721, 0.062433634) * g_0; + result += mat4(-0.009606105, -0.11484272, 0.014596453, 0.05732435, -0.28318888, 0.14493735, -0.12094529, -0.021383354, -0.19675042, -0.20649005, -0.117224075, -0.044716556, 0.07876854, 0.0063603655, 0.14384452, 0.34768546) * g_1; + result += mat4(-0.20010832, 0.26670012, -0.07552091, 0.16396587, -0.0011262367, -0.10468841, 0.17872465, -0.041907642, -0.04863038, -0.13880715, -0.12238532, -0.00602456, -0.11301867, 0.13501893, -0.15452485, 0.0051267557) * g_2; + result += mat4(0.015291708, -0.2517837, -0.24560767, 0.10868371, -0.1582953, -0.30957448, 0.29895902, -0.25554538, 0.24216072, -0.045922607, -0.08923091, -0.25642177, -0.33101156, -0.0058916584, 0.1821658, -0.05911768) * g_3; + result += mat4(0.15687323, 0.055351928, -0.32324156, 0.1137441, 0.41560605, 0.41545513, 0.12071179, 0.10673924, -0.11547584, -0.37552577, 0.077131264, -0.12138124, -0.13219355, -0.22411941, 0.03978703, 0.3492272) * g_4; + result += mat4(0.07044036, 0.11714306, -0.13374294, -0.055823848, -0.06303139, -0.1482969, -0.110342264, 0.036638733, 0.314413, 0.1842789, 0.17475197, 0.043438207, 0.0015348946, -0.3156743, -0.056865085, -0.053799774) * g_5; + result += mat4(0.21131508, 0.4045569, 0.083308145, 0.14813706, -0.02388631, -0.061720062, 0.24854286, 0.30907345, 0.027408333, -0.007549164, 0.19938764, -0.17439002, 0.025626602, 0.08443904, -0.2024683, -0.06329822) * g_6; + result += mat4(-0.015397141, 0.18421206, 0.08390624, -0.119724214, 0.17461216, 0.25613582, 0.056294072, -0.30151296, -0.1661106, 0.004817213, 0.20178172, -0.1557543, 0.31574607, 0.016265873, -0.11313175, 0.101584174) * g_7; + result += mat4(-0.036003333, -0.2948743, 0.08890492, -0.2424807, 0.20558605, -0.005326227, -0.14824234, 0.13657871, -0.08299064, -0.2654781, 0.07763288, -0.20758678, 0.12413959, -0.09051654, -0.27145076, 0.1981802) * g_8; + result += mat4(0.06444485, 0.041239545, 0.4109527, 0.25702617, -0.17460653, 0.2697094, 0.18714386, -0.10359985, 0.034952056, 0.058017034, 0.36967984, 0.1442043, -0.102753505, -0.07272067, 0.09906319, -0.02692305) * g_9; + result += mat4(-0.3257422, -0.25091344, 0.05630559, -0.22858965, 0.0969714, 0.0627054, -0.09547412, -0.21921997, 0.11027036, -0.2087131, -0.0034146109, -0.042596426, 0.1338729, -0.029776977, -0.136488, 0.048176914) * g_10; + result += mat4(0.42944148, 0.07361601, 0.039996527, -0.06972752, 0.12532753, -0.05265781, -0.061011825, 0.12728149, -0.007630841, 0.010768823, -0.08062439, 0.15050723, 0.059922203, 0.034361467, 0.2352152, -0.059999254) * g_11; + result += mat4(0.1987271, -0.068179525, -0.33349162, 0.018712096, -0.069019474, 0.16223519, -0.012386762, -0.058549248, 0.23421755, -0.11690985, -0.18661754, -0.12185474, -0.022877546, -0.11763273, 0.0713361, -0.036679223) * g_12; + result += mat4(-0.0042756563, -0.20779006, -0.14918481, 0.096974574, -0.015246231, -0.11454528, 0.14464086, 0.19934529, -0.0877081, 0.38296238, -0.010145265, -0.4274725, -0.20933542, 0.03727663, -0.004354278, -0.024973618) * g_13; + result += mat4(-0.15737206, -0.20578605, 0.2868647, -0.13985285, 0.13827614, -0.048706137, 0.10751875, -0.09783745, 0.04060606, 0.21132666, 0.0064998385, -0.03548873, 0.11786483, -0.15699282, 0.2044634, 0.007233451) * g_14; + result += mat4(-6.82634e-05, 0.23951311, -0.06425014, 0.07997111, 0.11085256, 0.15976904, 0.13375166, 0.21199653, -0.35401696, 0.065035254, -0.030974375, -0.08552442, 0.37972608, 0.10081147, 0.2001372, 0.17563076) * g_15; + result += mat4(0.2773931, 0.1178841, 0.027378619, 0.2863328, -0.30616024, 0.06384452, -0.16728342, 0.06004475, 0.011872468, 0.05471154, -0.32518378, -0.18874332, -0.12623757, 0.23276375, 0.068185456, 0.21938467) * g_16; + result += mat4(-0.18750657, -0.22679184, -0.024820909, -0.095249355, -0.14394966, -0.27550733, -0.19173676, 0.20593777, 0.07831533, 0.2730425, 0.34470567, 0.07874521, 0.09838028, -0.13954316, 0.18111953, 0.18931043) * g_17; + result += vec4(-0.03305349, -0.054945398, 0.02216584, -0.091164745); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf1 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.29876372, 0.016366975, 0.21096407, -0.020094471, -0.1900656, -0.072851926, 0.26933378, 0.2965162, 0.047404896, -0.07100038, 0.36576727, -0.1726564, -0.09022945, -0.045195863, 0.054235443, 0.05129035) * g_0; + result += mat4(-0.17622513, 0.029871318, 0.1261812, 0.2222432, -0.13800889, 0.07485947, 0.18132168, -0.07646577, 0.35130787, 0.025769712, -0.08360745, 0.1823751, 0.2580671, 0.17893296, -0.2970342, 0.2615672) * g_1; + result += mat4(-0.09122936, 0.041544963, 0.11103348, -0.32509488, 0.11889552, -0.15459736, -0.14604495, 0.13639185, 0.25519374, -0.09549251, 0.027490158, -0.22870867, 0.15262592, -0.05271851, 0.07649719, -0.14544797) * g_2; + result += mat4(-0.07842013, -0.07909847, 0.16719495, 0.060775355, 0.039721165, -0.11024404, 0.15099376, 0.017221982, 0.03604949, -0.00044745833, 0.09993808, 0.016347472, -0.1123219, 0.12352075, 0.0055856355, -0.038503457) * g_3; + result += mat4(0.04749609, -0.011603198, -0.11631744, 0.29501718, 0.21616888, 0.076152876, 0.008262415, -0.17586538, -0.025060087, -0.06677992, -0.05253498, 0.20535102, 0.14948508, -0.16102068, 0.06183411, 0.12077816) * g_4; + result += mat4(-0.0036952377, 0.15648776, -0.2770151, -0.26803473, -0.12806855, 0.21423273, 0.10177632, -0.010165392, 0.059501424, -0.16206288, -0.0119383745, -0.09637166, 0.016029779, -0.107704446, -0.066519134, -0.039579522) * g_5; + result += mat4(-0.025284212, -0.11085338, -0.10921526, 0.19486162, 0.002627237, -0.24155024, -0.22131649, -0.008362887, -0.17378221, 0.254153, 0.14457825, 0.1237066, 0.1588314, 0.034734476, -0.32959384, 0.18392745) * g_6; + result += mat4(-0.23717919, 0.032724388, -0.2579177, 0.032373153, 0.19237953, 0.18673407, -0.032884978, 0.34017587, 0.3633359, 0.22996293, 0.05866704, -0.051001176, 0.10989479, 0.15821928, 0.03814914, 0.18687908) * g_7; + result += mat4(0.18111174, -0.045572106, 0.28947538, 0.028062606, 0.017460342, -0.11182857, -0.02323663, 0.22442394, -0.09908654, -0.1892071, -0.16361217, 0.23111914, -0.4034355, -0.160105, 0.124996185, 0.16111071) * g_8; + result += mat4(-0.24601339, 0.16504896, -0.50432545, 0.17059588, -0.05622342, 0.03449165, 0.19813967, -0.23526217, 0.027649945, -0.091902114, 0.24123852, -0.27897063, 0.092255116, 0.46413165, 0.24431442, -0.28772914) * g_9; + result += mat4(-0.10406283, 0.011556308, -0.28718328, 0.089035675, -0.34427065, -0.14430703, -0.05688551, 0.0073183607, -0.09622162, 0.11313123, 0.05555725, 0.14841734, 0.1549386, -0.17246638, 0.20873484, -0.03606831) * g_10; + result += mat4(0.026205625, 0.20152962, -0.06303816, -0.3621029, -8.37066e-05, 0.022963323, 0.1556007, -0.010206023, -0.03585696, 0.013210482, 0.08844526, 0.08085807, 0.0154804215, 0.01674602, -0.22619575, -0.20517838) * g_11; + result += mat4(-0.14771776, -0.087712936, 0.26490626, 0.13074578, -0.15972485, -0.17711553, -0.023439731, -0.35535946, 0.033503015, -0.04976214, 0.18148364, -0.25102466, 0.1015065, -0.17691332, -0.117089726, 0.2718636) * g_12; + result += mat4(0.021445429, -0.2229151, 0.04363617, -0.01848845, 0.19044793, 0.12978733, 0.1401384, -0.051114038, -0.16472392, -0.059583012, -0.002701528, -0.12270173, -0.18227173, 0.03988044, 0.3377543, -0.18024927) * g_13; + result += mat4(0.38426477, -0.09308802, -0.11083124, 0.21756104, -0.055889897, 0.100914784, 0.051462848, 0.1997221, 0.16923136, -0.0040037725, 0.21070997, -0.035059523, -0.0740145, -0.42558807, -0.020239443, -0.06474659) * g_14; + result += mat4(-0.020568244, 0.08227015, -0.053252015, 0.01569164, -0.109781235, 0.06688285, 0.2620034, -0.18460485, -0.13735083, 0.0030442013, -0.21416521, -0.054695573, 0.047963038, 0.10726088, 0.034117166, 0.21801902) * g_15; + result += mat4(0.520728, 0.06186967, -0.30889672, 0.0150618, -0.014702558, -0.2076953, -0.13387786, 0.101004966, -0.16997512, 0.14452092, -0.018287892, -0.14064445, 0.10045448, 0.33445045, 0.12254727, 0.033601977) * g_16; + result += mat4(-0.08978202, 0.015013341, 0.11111453, 0.05192639, 0.18055484, 0.123284765, -0.1554275, 0.09262196, 0.057058904, -0.080403194, -0.163374, 0.046445247, -7.656726e-05, 0.23957397, -0.24086528, -0.04172887) * g_17; + result += vec4(0.0030341349, -0.028386809, -0.0693459, -0.021886); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf2 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.12601665, 0.16175638, -0.19269617, 0.107886985, -0.28229153, -0.47275612, -0.23898768, 0.11874162, -0.0438132, 0.1620992, -0.07009845, -0.088367306, -0.13653506, -0.24453755, 0.07402701, 0.112232625) * g_0; + result += mat4(-0.1342178, -0.06971262, 0.12556942, 0.01929168, 0.23838176, 0.018971201, -0.05296016, -0.08929702, 0.040384937, -0.09414689, 0.07239966, 0.057094514, 0.022977736, 0.23681253, 0.07352691, 0.1401568) * g_1; + result += mat4(0.13201892, 0.04062019, 0.052444696, 0.039319273, 0.029174356, 0.024773024, 0.24973504, 0.20124938, -0.11042911, -0.32369703, 0.13876265, 0.07454285, -0.29048622, -0.0073187165, 0.18820713, 0.1310624) * g_2; + result += mat4(-0.052355357, 0.14466842, -0.20304704, -0.10945343, -0.13633797, -0.0362287, 0.21200177, -0.115031704, -0.007819006, -0.0060177785, 0.10633933, -0.06184755, 0.09415192, -0.109933, -0.025773333, 0.13335694) * g_3; + result += mat4(-0.15166026, -0.363905, 0.16473109, 0.36505404, 0.056683872, 0.0061098817, 0.4168733, -0.044268914, 0.2840304, -0.27333218, -0.032296672, 0.08772143, -0.0003773526, 0.34500858, 0.16723311, -0.08633425) * g_4; + result += mat4(0.17295076, 0.058134206, 0.10268273, -0.05562554, -0.01107067, -0.16301824, -0.15832978, -0.35605776, -0.059426963, -0.16527529, 0.08868478, -0.1846189, -0.017306576, 0.10800906, -0.012656846, 0.29250982) * g_5; + result += mat4(-0.0046278895, -0.41774723, 0.24683201, 0.023414413, -0.0560346, 0.3508538, -0.018426506, -0.22601782, -0.22005035, 0.24708134, 0.20629126, 0.017688079, -0.21966107, 0.0007773641, 0.27158982, -0.15457745) * g_6; + result += mat4(0.28892994, -0.0948736, -0.22442342, 0.18630128, 0.056576118, -0.17367427, 0.036432527, -0.12435009, 0.049795005, 0.13438956, 0.38832325, 0.040559538, -0.18281, -0.027084656, 0.14047231, 0.16336608) * g_7; + result += mat4(0.07984998, 0.10912455, -0.25223976, -0.07150487, 0.39511418, -0.16752689, -0.012659484, 0.14530154, 0.15754412, -0.10894477, -0.1896881, -0.12754244, -0.2143525, -0.18319069, -0.13740367, 0.049823396) * g_8; + result += mat4(-0.2693335, -0.22025953, -0.08723098, 0.030883936, -0.01043496, 0.049120355, 0.027913291, 0.2757188, 0.2999968, 0.1511124, 0.03902692, 0.012411737, 0.3374636, 0.07545474, 0.0019430651, -0.2693774) * g_9; + result += mat4(0.22447923, 0.18749979, -0.2726834, -0.054140817, -0.028611785, -0.1420322, -0.26904938, 0.034827393, -0.16475505, -0.13389514, 0.004789874, -0.041023012, 0.13383822, -0.33016685, 0.14386353, -0.16444317) * g_10; + result += mat4(0.06270732, -0.1334095, -0.15366173, -0.05587756, 0.10967794, 0.20958632, 0.0024631543, 0.0054002493, 0.1983807, 0.21552248, -0.027546072, 0.03749206, 0.09604704, -0.015076683, -0.18674834, -0.048891157) * g_11; + result += mat4(0.3359941, 0.005712003, 0.12872687, 0.17963566, 0.13625218, -0.07016191, 0.41262105, 0.12859339, -0.029220538, 0.042857308, -0.09492956, -0.006781853, -0.002147385, 0.09192873, -0.034135956, 0.04365597) * g_12; + result += mat4(-0.0655155, 0.09802182, -0.009230572, -0.11295286, -0.04042111, -0.167074, -0.042077914, -0.3769242, 0.3564197, -0.41506588, 0.010919382, 0.19179656, -0.30047882, -0.12062898, -0.09184107, 0.18559954) * g_13; + result += mat4(-0.02611887, 0.18515642, -0.26166156, -0.11706778, 0.1758253, -0.04787028, -0.1428414, 0.20101525, -0.19495995, -0.114093624, 0.15655537, 0.09985385, -0.28163755, 0.04849391, 0.08238636, -0.084574856) * g_14; + result += mat4(0.00010702968, -0.1017887, 0.18226019, -0.059170388, 0.18746078, 0.060440563, -0.14334333, -0.1825296, 0.27030236, 0.028283298, -0.09769837, -0.0023890818, 0.18596847, 0.07152733, -0.06317227, -0.12367107) * g_15; + result += mat4(0.24603085, 0.056102052, 0.13449737, -0.23569027, -0.05986085, 0.27015293, -0.2839155, -0.089338146, -0.057650078, 0.25799945, -0.2778006, 0.32337326, 0.15381968, -0.10049262, -0.0764022, 0.07623496) * g_16; + result += mat4(0.15472987, 0.087436944, -0.14177966, 0.22156389, 0.020608503, 0.2505864, 0.20408471, 0.031214792, -0.059114598, -0.15656275, 0.228334, -0.11210813, -0.06963447, -0.033369016, -0.09053422, -0.007444799) * g_17; + result += vec4(0.010953258, -0.03096994, -0.08644558, -0.025292031); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf3 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.17770122, 0.29082096, 0.04282091, 0.02549757, -0.23898254, 0.0010372455, 0.12527937, -0.0698982, 0.2606404, -0.010801856, 0.32558066, -0.26030767, -0.04800019, -0.07218525, 0.14526579, -0.18770672) * g_0; + result += mat4(0.15203147, -0.07794133, 0.007123589, 0.098241664, 0.09907035, -0.27661824, -0.086697206, -0.2342014, -0.31787968, 0.049847364, 0.06507202, 0.21814133, 0.32412624, -0.083394185, -0.09934146, 0.23159225) * g_1; + result += mat4(-0.096130975, 0.08083216, 0.44819605, 0.03937152, -0.13312627, -0.18089001, -0.18645371, -0.010557667, -0.124474674, -0.10351831, -0.12635191, -0.05673057, 0.018399497, -0.24488576, 0.026230913, -0.15852088) * g_2; + result += mat4(0.10968734, -0.035089277, -0.067034565, 0.066106535, -0.14149925, 0.1641957, -0.18244973, -0.22383699, -0.18098424, -0.151712, 0.260575, -0.00048691966, 0.27418098, 0.2131733, -0.12303702, -0.101710096) * g_3; + result += mat4(-0.3226536, 0.01744138, -0.12473336, 0.05616008, -0.4558458, -0.33108178, 0.004296858, -0.25150925, 0.11538608, -0.08004571, 0.20220277, 0.1365363, 0.21196564, 0.07377505, -0.060209595, 0.039599787) * g_4; + result += mat4(0.00477916, -0.114327356, 0.011587205, -0.2702971, 0.23033854, -0.27782437, 0.32360908, -0.44537735, -0.013454022, 0.056789074, 0.033459242, 0.12902088, -0.1313282, -0.004177221, 0.041425087, 0.250106) * g_5; + result += mat4(-0.24296634, -0.2151481, -0.030868901, 0.25469768, -0.042654943, 0.15871386, -0.12589258, -0.016274497, -0.033228472, 0.17153168, 0.04850832, 0.3116558, 0.07950622, 0.16695933, -0.25321132, -0.32425934) * g_6; + result += mat4(-0.17190868, -0.08966977, 0.0064142062, 0.2417195, -0.28092504, -0.06055805, 0.24716014, -0.020504756, -0.030874953, -0.048863903, -0.043293115, 0.02698432, 0.079950914, -0.055653498, 0.034776926, 0.064640135) * g_7; + result += mat4(-0.13084945, 0.06205162, -0.13606736, 0.39602286, -0.0030491774, -0.02476442, 0.0069150706, -0.026167216, 0.032697376, -0.030357588, 0.25825238, -0.07841919, -0.17723657, -0.06571916, -0.079561666, -0.009374618) * g_8; + result += mat4(-0.24869454, -0.20812686, 0.21540813, -0.06763655, 0.08248998, 0.09615888, 0.01718324, 0.21635905, 0.20144391, -0.07219777, 0.098456375, -0.3403119, 0.13258833, -0.13171546, 0.09525975, -0.048105728) * g_9; + result += mat4(0.22724295, -0.08324391, 0.0316843, 0.0060743215, 0.010268236, -0.17710914, -0.26217553, 0.052261468, -0.0564278, 0.118447, -0.221497, -0.004723381, -0.082461685, -0.06658231, -0.05635201, -0.16272539) * g_10; + result += mat4(-0.19052428, 0.087694265, 0.10222324, 0.11315066, 0.11910176, 0.11697917, 0.093398556, 0.28112432, 0.030032964, -0.0145031605, -0.30618244, 0.058343805, 0.29364142, 0.4507355, -0.012588871, -0.04779493) * g_11; + result += mat4(-0.30753234, -0.16848947, -0.027776828, 0.04406865, 0.24091373, 0.30855393, -0.14061853, -0.1889476, -0.013829834, -0.265403, -0.27854362, 0.20213468, -0.012963777, -0.01078832, -0.07769813, -0.21151513) * g_12; + result += mat4(0.26133433, 0.17727493, -0.109125234, 0.08433557, 0.072260365, 0.2561018, 0.090859175, -0.07598044, 0.1457562, -0.025295084, -0.021166144, 0.045864385, 0.039569605, 0.20864639, 0.02609065, 0.26301143) * g_13; + result += mat4(-0.13943508, -0.13203211, 0.35905635, 0.27272087, 0.18303953, 0.012707511, 0.088180274, -0.14280272, -0.23073225, -0.13123025, -0.0930568, 0.074749425, 0.22671546, -0.22136143, -0.029851126, 0.12233923) * g_14; + result += mat4(0.12482134, -0.10828533, -0.079140544, -0.2453333, -0.090807475, 0.0063584484, 0.1211467, 0.062918566, 0.14158563, 0.04865186, -0.047368318, 0.16969171, 0.05705982, -0.06532511, 0.039894924, -0.2492887) * g_15; + result += mat4(0.045366418, -0.11773512, 0.3228948, 0.03694021, 0.08063588, 0.15884815, -0.20808393, -0.053136192, 0.12179582, -0.008855191, -0.09951698, 0.052134108, -0.23938279, -0.12222782, -0.12329915, -0.2170608) * g_16; + result += mat4(-0.18194616, 0.10244923, 0.05732402, 0.10120477, 0.118554674, 0.006850547, -0.026597708, -0.19694051, -0.040258426, 0.3326919, 0.27358428, -0.22072372, -0.4095388, 0.15311103, 0.14642514, 0.4488546) * g_17; + result += vec4(0.048863593, 0.012109077, -0.016607719, 0.037871145); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!SAVE conv2d_14_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.13730694, 0.09572443, -0.16228959, 0.0539934, 0.015976029, -0.020617478, -0.031389967, 0.086105354, -0.02737102, -0.009822752, 0.079854555, 0.021560928, 0.021912804, -0.05518721, -0.055796772, -0.13649039) * go_0(-1.0, -1.0); + result += mat4(0.16258714, -0.1714513, -0.02435225, 0.061715234, 0.075829744, -0.0935106, 0.051781043, 0.027690506, 0.09556227, 0.1269502, 0.1137493, 0.13980514, -0.018691815, 0.075835496, -0.13254827, 0.007191193) * go_0(-1.0, 0.0); + result += mat4(0.08184935, -0.086010106, 0.048796415, 0.015115541, 0.035149876, 0.053475354, 0.12256089, 0.06159943, 0.08541651, 0.0065930625, -0.04444402, -0.06579454, 0.16545528, 0.07714567, -0.07318036, -0.0410161) * go_0(-1.0, 1.0); + result += mat4(0.052661866, -0.06528621, -0.033377446, 0.03374355, -0.10203855, 0.027142841, -0.009596358, 0.033278905, 0.14031664, 0.12529425, 0.0447338, -0.37799904, -0.18007077, -0.031899042, -0.028458513, 0.0036119984) * go_0(0.0, -1.0); + result += mat4(0.019022847, -0.07892097, 0.028167801, -0.03970351, 0.15201952, -0.082866214, -0.07775842, -0.0092036445, 0.0375805, -0.07498207, -0.10523698, -0.07382711, 0.060292613, -0.14215495, -0.0460591, 0.07628205) * go_0(0.0, 0.0); + result += mat4(0.039698813, 0.043937914, 0.05321076, 0.07739694, 0.06098655, 0.06888494, -0.07167099, -0.052405626, 0.05308723, -0.18511309, 0.09709155, -0.02147648, 0.11734863, 0.007313008, -0.09469101, 0.076938465) * go_0(0.0, 1.0); + result += mat4(0.006754393, -0.0482479, -0.08238743, 0.06375976, 0.04045994, -0.019509573, 0.18255574, 0.09500812, -0.04551239, 0.10516026, 0.1547579, 0.08199154, -0.10011012, -0.10849286, -0.10245379, -0.1411837) * go_0(1.0, -1.0); + result += mat4(0.15574688, 0.10194304, 0.1370253, 0.122291274, 0.06903438, 0.028846793, -0.036889754, 0.14082685, 0.0746532, -0.085606076, 0.04378959, 0.04567366, 0.13036871, 0.017091148, 0.0860928, 0.049529802) * go_0(1.0, 0.0); + result += mat4(-0.0019084985, -0.030891823, -0.11242672, -0.0028197083, 0.1089532, -0.036664832, -0.08357979, -0.04067862, -0.018984286, -0.08164459, 0.09161135, 0.025528084, -0.024401465, 0.053186838, -0.13926849, -0.09147531) * go_0(1.0, 1.0); + result += mat4(0.030601272, 0.020320972, 0.11978473, 0.021981956, 0.0066586067, 0.010468703, 0.08935148, -0.02064418, -0.051966265, 0.13076556, 0.114875935, -0.13965933, -0.06370764, -0.02479983, -0.040174097, -0.051495917) * go_1(-1.0, -1.0); + result += mat4(-0.06858974, -0.1011349, 0.05012081, -0.09389995, 0.18634044, -0.02636947, 0.29009673, -0.20761599, -0.18480374, 0.18764408, -0.03863296, -0.001258129, -0.20276432, -0.22974198, -0.011534593, 0.053845435) * go_1(-1.0, 0.0); + result += mat4(-0.011961684, -0.0027767534, 0.15667303, 0.014906583, 0.08829907, 0.13073516, 0.12739272, -0.14619562, -0.05524262, -0.044016067, 0.056112796, -0.11271024, -0.15298633, -0.07068307, 0.15127258, -0.059431132) * go_1(-1.0, 1.0); + result += mat4(0.0035851684, 0.048734687, 0.058004834, -0.25574937, -0.05717012, 0.027982244, -0.036910195, 0.07176039, -0.1437177, 0.15508057, 0.055488504, 0.08993959, -0.21916981, -0.09351557, 0.059080753, 0.059446696) * go_1(0.0, -1.0); + result += mat4(0.121534444, 0.05071775, 0.25775218, 0.100448884, -0.0609293, -0.0032914479, -0.012675448, -0.03919934, -0.048212145, 0.15936059, 0.07263143, -0.15671557, -0.029125307, 0.056486927, 0.09249241, -0.049256064) * go_1(0.0, 0.0); + result += mat4(0.13813132, 0.1061218, 0.13439661, 0.013360326, 0.20840476, 0.033466756, -0.02981596, -0.16605316, 0.21835527, 0.20860583, -0.08051366, -0.048786163, -0.15034862, 0.031393945, -0.12630752, 0.03662063) * go_1(0.0, 1.0); + result += mat4(0.20240387, 0.11153365, -0.10545571, 0.20638049, -0.030318, -0.013820859, -0.15446675, -0.117573425, 0.020086143, 0.17280579, -0.14882061, 0.054609608, -0.06867725, 0.005472737, -0.001194474, 0.053710196) * go_1(1.0, -1.0); + result += mat4(-0.078191735, 0.19296291, 0.094308026, 0.13090765, -0.08120196, -0.025820611, -0.06864976, -0.1892419, 0.04313153, 0.05904389, -0.0666416, -0.0647475, -0.20729442, -0.20761089, 0.12242998, 0.03860268) * go_1(1.0, 0.0); + result += mat4(0.3584512, 0.033826537, 0.054210454, 0.0789943, 0.008851024, 0.09464614, -0.12718089, 0.11983708, 0.1720017, -0.020153422, -0.016108112, -0.022643095, -0.112861484, -0.14127043, 0.062141683, 0.039889514) * go_1(1.0, 1.0); + result += mat4(0.0535196, -0.03970797, 0.03354509, -0.117369846, -0.14703709, -0.012058039, -0.07475193, -0.06776651, 0.059161127, 0.012486282, 0.28265083, 0.006532838, -0.18549983, 0.008657684, -0.074575126, 0.13438265) * go_2(-1.0, -1.0); + result += mat4(-0.039811708, 0.12738322, 0.18482146, 0.021987366, -0.007785863, -0.103660956, -0.25238964, 0.1722417, 0.11030613, -0.013517135, 0.080717966, 0.09645111, 0.02491521, -0.06768416, 0.07801766, -0.0083899405) * go_2(-1.0, 0.0); + result += mat4(0.02637314, -0.02295658, 0.009299312, 0.04080987, 0.009788877, -0.06768737, -0.09209687, -0.0064441212, 0.17683631, 0.11308535, 0.120473646, -0.043513045, -0.012239015, -0.11771954, 0.041769065, -0.035535622) * go_2(-1.0, 1.0); + result += mat4(-0.02476574, 0.0006269701, 0.031228809, -0.114411384, -0.06647686, 0.044763204, 0.0125348745, 0.06740366, -0.13100466, -0.14606014, 0.05104513, 0.08999373, 0.047833115, -0.027034575, 0.17426285, 0.15505366) * go_2(0.0, -1.0); + result += mat4(-0.04584108, 0.026565347, -0.17377949, 0.09393312, 0.24355736, -0.070104554, 0.14847255, 0.03672425, -0.025585584, -0.24469705, 0.18408243, 0.3059801, 0.066561416, 0.05520613, 0.051541686, -0.009497027) * go_2(0.0, 0.0); + result += mat4(0.09706289, 0.1355479, -0.10922811, 0.040889144, -0.1304492, -0.1115297, -0.050781623, 0.13141242, 0.20192824, 0.21923521, 0.2232753, -0.04984208, -0.07344629, -0.048347905, -0.06926673, 0.00018091204) * go_2(0.0, 1.0); + result += mat4(0.12485469, 0.052772295, -0.11423363, -0.09852666, 0.0133323725, 0.014865848, -0.09087173, -0.0148057, 0.006184697, -0.1351809, 0.20683081, 0.19722891, 0.016914789, -0.047588933, 0.10100042, 0.009027416) * go_2(1.0, -1.0); + result += mat4(-0.05893103, -0.037235342, -0.10422848, 0.10374478, -0.08594368, 0.14460947, 0.05852035, -0.11371309, 0.024052324, -0.16274521, 0.04695501, 0.24024189, 0.04611697, -0.04172007, -0.14143556, 0.0947182) * go_2(1.0, 0.0); + result += mat4(0.029644629, 0.047125343, 0.043564074, 0.029975709, -0.20870477, -0.054786757, -0.06884723, 0.072272494, 0.15565543, -0.1053078, -0.058403894, 0.16519445, -0.0603395, 0.009007387, -0.11781728, 0.15130705) * go_2(1.0, 1.0); + result += mat4(-0.042338666, -0.12772329, 0.051055513, -0.06525264, -0.0040495084, -0.09565801, 0.07052012, -0.08048783, -0.08279771, -0.08353822, -0.04170163, 0.050944712, -0.039810754, -0.061679646, -0.1736554, -0.18661833) * go_3(-1.0, -1.0); + result += mat4(-0.1809492, -0.086604275, -0.004732337, 2.8006345e-05, 0.12348477, -0.18016535, 0.06667517, 0.15141962, 0.074052304, -0.0010897494, 0.02608532, -0.084111795, 0.19251096, -0.11398725, -0.10063286, -0.22106121) * go_3(-1.0, 0.0); + result += mat4(-0.25605115, -0.15571332, -0.1340056, -0.08346116, 0.09454819, -0.030701093, 0.10532109, -0.12843955, -0.12315552, 0.08900104, 0.01561725, -0.12959191, 0.09758207, -0.112124294, 0.06608123, 0.028534982) * go_3(-1.0, 1.0); + result += mat4(0.11170476, -0.0630822, -0.038899932, 0.1342047, -0.021606628, -0.062111627, 0.051371798, -0.08569797, -0.15001743, -0.05062917, -0.17575061, -0.084941536, -0.116146035, -0.15812515, -0.17216232, -0.22350411) * go_3(0.0, -1.0); + result += mat4(0.06449703, -0.22082505, -0.16758165, -0.09813526, 0.13100046, 0.011371541, -0.096522264, -0.100944474, 0.043882452, -0.05947248, 0.009845581, 0.17306656, 0.0756555, -0.21856773, 0.09360379, 0.064962044) * go_3(0.0, 0.0); + result += mat4(0.10466668, -0.25351757, -0.030175129, -0.07844458, 0.047858343, 0.02165889, 0.17470923, 0.113614105, -0.09934851, 0.085113294, -0.093170576, 0.12370991, 0.0032511167, 0.067286566, -0.0058747306, -0.014485702) * go_3(0.0, 1.0); + result += mat4(-0.029907176, 0.060396403, -0.103236124, 0.2610491, -0.053192623, 0.1007005, -0.18771408, 0.1928706, 0.067260295, -0.009832933, -0.009121694, -0.054794073, 0.111395195, -3.396428e-05, -0.016206376, -0.061671183) * go_3(1.0, -1.0); + result += mat4(0.053124864, 0.07192942, 0.059849158, 0.081840195, -0.05420444, -0.0019643765, 0.04362153, 0.14748906, 0.0506163, 0.013644277, -0.16886376, -0.006343483, -0.018263722, 0.052267574, 0.059044275, -0.082981944) * go_3(1.0, 0.0); + result += mat4(0.13965447, -0.13021067, 0.04670164, 0.086573035, 0.025060145, -0.037466228, -0.04684806, -0.10827496, -0.047038436, -0.0039735837, -0.0730053, -0.016094094, -0.07558495, -0.035218224, 0.08817588, -0.042479306) * go_3(1.0, 1.0); + result += mat4(-0.008962302, 0.04630662, 0.018500257, -0.087029375, 0.11477668, 0.10218926, 0.024974326, -0.08728321, -0.12020556, 0.15970382, 0.21653348, 0.10660835, 0.2738671, 0.0997252, -0.108846664, -0.04685405) * go_4(-1.0, -1.0); + result += mat4(-0.022257768, -0.064715914, 0.055771556, 0.010960265, -0.20388158, -0.006702773, -0.10523913, 0.041671757, -0.1278118, 0.056031987, -0.14149639, 0.024696268, -0.08956393, -0.032904375, -0.19515826, 0.07697775) * go_4(-1.0, 0.0); + result += mat4(-0.0051774043, 0.057510026, -0.0022631476, 0.061950665, -0.2055609, -0.06095393, -0.17338821, 0.13429311, 0.116932675, 0.049505264, 0.1167626, -0.13347769, 0.08006289, -0.17509666, 0.14619496, -0.099814855) * go_4(-1.0, 1.0); + result += mat4(0.07875518, 0.029798327, -0.09710777, 0.067920126, 0.03193534, -0.089395255, 0.052021433, 0.15372773, 0.046054084, 0.24912815, -0.025290666, 0.1745077, 0.028125856, -0.042680793, -0.2864328, 0.3608281) * go_4(0.0, -1.0); + result += mat4(0.18727463, -0.15704368, 0.08394469, -0.043886885, 0.08093717, -0.14508902, -0.08175545, -0.012856592, 0.090690896, 0.15311036, 0.09262695, -0.20497702, -0.12629865, 0.16602357, -0.12650378, -0.27009165) * go_4(0.0, 0.0); + result += mat4(-0.026015654, -0.15421996, -0.006285523, 0.084399685, -0.05706165, -0.11809227, 0.20115097, 0.100516826, 0.04193344, 0.12963672, -0.003606976, 0.26124814, -0.03276488, 0.09699929, 0.006967106, -0.21132018) * go_4(0.0, 1.0); + result += mat4(0.13496664, -0.06661801, -0.01474205, -0.16868557, -0.029672602, -0.006720598, -0.117897324, 0.04533316, 0.030741133, 0.1053171, -0.016952176, -0.32376495, 0.070213996, 0.040165827, 0.004966792, -0.2232084) * go_4(1.0, -1.0); + result += mat4(0.09690112, -0.07795268, 0.077351056, 0.0152706485, -0.089807846, -0.015780134, -0.17489035, 0.040249743, 0.21050693, 0.1011979, -0.106833994, -0.051176246, 0.017105445, 0.03109709, -0.038326148, -0.01485861) * go_4(1.0, 0.0); + result += mat4(-0.057408247, 0.06229008, 0.0030242403, 0.039700616, -0.13085157, 0.020828856, 0.16776583, -0.2604126, 0.07311746, 0.31123817, -0.010544573, -0.13669181, -0.03168772, 0.00608244, -0.10768166, 0.1240025) * go_4(1.0, 1.0); + result += mat4(0.038978737, -0.106837034, 0.14167462, 0.041263003, 0.06207514, -0.00715465, -0.02379835, -0.031825457, 0.061413057, 0.0760847, 0.13212702, 0.0336207, -0.13638654, -0.08007447, 0.010262531, -0.0034590475) * go_5(-1.0, -1.0); + result += mat4(-0.08324591, -0.044817638, 0.10628384, 0.061015308, 0.07592109, 0.08827193, -0.08403659, -0.20712458, 0.058871835, -0.11746996, 0.16809036, -0.0395111, -0.106638305, -0.039189354, 0.015224756, 0.015626334) * go_5(-1.0, 0.0); + result += mat4(-0.047755025, -0.040199798, -0.003975084, 0.028568355, 0.19709164, -0.15811369, -0.06603298, 0.01573683, -0.005953187, -0.050047178, -0.060785852, 0.0508898, 0.009161574, -0.04349141, -0.00926554, 0.009818446) * go_5(-1.0, 1.0); + result += mat4(0.11093553, 0.019093536, 0.10260777, 0.055262566, 0.1195068, 0.09863856, -0.18714024, 0.19104338, 0.06376209, -0.034790665, -0.094363205, -0.09618141, -0.0058454727, -0.108213976, 0.12300049, -0.011991122) * go_5(0.0, -1.0); + result += mat4(0.04611049, 0.19236325, 0.08004335, -0.15592095, 0.15835464, 0.036216386, 0.036609154, 0.023461621, -0.120403476, -0.12745048, 0.06265683, -0.01600802, 0.16362222, 0.11878418, 0.11366202, -0.10238857) * go_5(0.0, 0.0); + result += mat4(0.06759989, 0.033161543, -0.10036328, -0.0098760715, 0.038350176, 0.15091336, 0.010098192, -0.13720898, -0.26202145, 0.001311828, -0.024214303, -0.16074173, 0.22281381, 0.13370523, -0.032966968, -0.062518656) * go_5(0.0, 1.0); + result += mat4(0.012291961, -0.068143904, 0.05493764, -0.087144345, 0.073538706, -0.015827144, 0.012285127, -0.07855669, -0.2829798, -0.039494153, 0.23575827, 0.06981807, -0.061576065, -0.1076866, -0.013749979, -0.09326816) * go_5(1.0, -1.0); + result += mat4(0.2558642, -0.10623661, -0.23699932, -0.05788955, -0.05908788, -0.1335758, 0.005269156, 0.0074094567, -0.0876448, 0.08961541, 0.20585236, -0.23521425, 0.13892744, 0.056449905, 0.055848006, -0.059444457) * go_5(1.0, 0.0); + result += mat4(-0.033819564, -0.026836576, -0.10386869, 0.14426531, -0.14975053, -0.005463496, 0.07058732, -0.028187437, 0.1480432, 0.06334134, -0.11467099, -0.023551162, -0.16923405, 0.0879496, 0.038746398, 0.119617105) * go_5(1.0, 1.0); + result += mat4(-0.066057675, -0.05716839, -0.12655802, -0.31106478, -0.05422454, -0.08211238, 0.10340335, 0.094708785, 0.17412704, -0.08796308, 0.032862302, -0.07645405, 0.18197642, 0.11359161, 0.057399232, -0.101643234) * go_6(-1.0, -1.0); + result += mat4(0.032984644, -0.151437, -0.15703787, -0.15147786, -0.06443887, -0.14499481, -0.07964961, -0.10063501, -0.06489532, -0.033841714, 0.13743237, 0.07402381, -0.10539726, 0.04741985, -0.06813811, -0.08186571) * go_6(-1.0, 0.0); + result += mat4(0.04169854, 0.10285583, 0.20537099, 0.4232497, -0.0102178855, -0.07464401, 0.064116195, 0.06713617, -0.10848632, 0.07029541, 0.061891586, 0.09450866, -0.14710844, 0.10902902, 0.078601316, 0.24068502) * go_6(-1.0, 1.0); + result += mat4(-0.17666584, 0.06827289, 0.1803935, -0.21800393, -0.10945116, -0.05033793, 0.043604486, -0.10778255, -0.13906737, -0.1066709, 0.07845706, 0.17276351, -0.31800953, 0.15222964, -0.05974643, 0.24923734) * go_6(0.0, -1.0); + result += mat4(0.09485684, 0.07775303, -0.26359668, -0.26235437, -0.014160949, 0.09610528, 0.032751855, 0.009587253, -0.033312347, -0.054030016, 0.100942805, -0.2810844, -0.31456363, 0.29743198, 0.35422295, 0.19903661) * go_6(0.0, 0.0); + result += mat4(-0.15256523, 0.052043784, -0.114385866, 0.26754585, 0.14714424, -0.044223707, 0.18718323, 0.16299742, 0.009067459, -0.09861915, 0.058909696, 0.053495083, -0.026219709, -0.0371573, 0.12850215, 0.085496284) * go_6(0.0, 1.0); + result += mat4(0.013324529, 0.22692935, -0.110274024, -0.04928268, 0.058278915, -0.003172765, 0.09637179, 0.0031671112, 0.1529764, 0.013240627, -0.047746982, 0.123970434, 0.08522273, 0.044676673, -0.031025682, 0.08779327) * go_6(1.0, -1.0); + result += mat4(0.12727101, 0.08387524, 0.12543088, -0.18653108, 0.11925347, -0.077335745, -0.19534324, -0.036191355, -0.03850302, 0.0028999215, 0.09276233, 0.0901103, 0.015147803, -0.12371782, 0.26163867, 0.2604429) * go_6(1.0, 0.0); + result += mat4(-0.2130723, 0.019236565, -0.15499762, 0.06025093, 0.042726953, 0.0875672, 0.024576176, 0.09540413, 0.21235454, -0.09488397, 0.019722011, 0.1176617, -0.09731747, -0.027660578, -0.1065942, -0.005856232) * go_6(1.0, 1.0); + result += mat4(0.11156219, 0.09702357, -0.035195213, 0.08480061, 0.025406074, -0.13845637, 0.19578338, -0.02658565, 0.094306186, 0.025026903, -0.054557443, -0.02111127, -0.026145646, 0.11951934, -0.023019921, 0.006862455) * go_7(-1.0, -1.0); + result += mat4(-0.017856622, 0.0715022, 0.089152284, 0.23237874, 0.062624305, 0.17638148, 0.10636494, -0.05033142, -0.055300098, 0.13743642, 0.09478692, -0.25387746, -0.04399249, 0.089958854, -0.13650721, 0.11658587) * go_7(-1.0, 0.0); + result += mat4(-0.011758824, 0.08557066, 0.044390026, 0.0022194844, 0.014199994, 0.045136537, -0.095475696, 0.010693854, 0.052194178, -0.032430097, -0.11542995, -0.038783815, -0.13697112, -0.0808607, 0.0048690503, 0.02350201) * go_7(-1.0, 1.0); + result += mat4(0.26391774, -0.06323651, 0.015183379, 0.07485423, -0.017147731, 0.1381914, 0.037845995, -0.104021296, -0.1099861, -0.01835351, -0.15305562, 0.049315173, 0.098395124, -0.04365968, -0.0077367523, -0.059888527) * go_7(0.0, -1.0); + result += mat4(-0.058792043, 0.11672284, -0.06516679, 0.2531902, -0.054773577, 0.051864814, -0.13140003, 0.08435319, 0.017941497, -0.0008525759, 0.02973079, 0.027343648, -0.19903877, -0.11735335, 0.025595637, 0.1632998) * go_7(0.0, 0.0); + result += mat4(0.22285266, 0.06903356, 0.23277758, -0.022075538, -0.066381, 0.087023556, 0.04032252, -0.124985844, -0.09607507, -0.118496284, -0.16543318, -0.005035066, -0.06618295, -0.117022425, 0.06941833, -0.033855513) * go_7(0.0, 1.0); + result += mat4(-0.05111795, -0.046070304, 0.047060743, 0.09478824, 0.025756294, 0.059333634, 0.04922012, 0.094563365, -0.06372419, -0.024169741, -0.12049204, -0.1545189, -0.08127697, 0.01430538, 0.1596365, 0.14503178) * go_7(1.0, -1.0); + result += mat4(0.009547742, -0.0052827215, 0.07463234, 0.09285053, -0.19082169, 0.07953675, 0.07934419, 0.106866054, 0.13285162, 0.033329457, 0.05625213, -0.0009985549, -0.06783011, -0.07779119, 0.036950454, -0.1311533) * go_7(1.0, 0.0); + result += mat4(0.12313845, 0.09518573, -0.005228664, 0.18021671, -0.0023382735, -0.022417013, 0.14969905, -0.0799508, -0.117919005, -0.043378588, -0.13032569, -0.16071445, -0.09841616, 0.010907256, 0.168342, -0.047372725) * go_7(1.0, 1.0); + result += vec4(0.02878389, 0.011853628, 0.04421832, -0.014076957); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!SAVE conv2d_13_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.009639149, -0.0038982404, -0.000950235, -0.042617463, -0.18144657, -0.041786347, 0.09120882, 0.0038534713, 0.008700073, -0.08467945, 0.08520402, 0.077761576, -0.039405044, 0.12381529, 0.03898792, 0.04511578) * go_0(-1.0, -1.0); + result += mat4(0.0014207684, 0.07446709, 0.16319937, -0.07770856, -0.09554286, 0.10978643, -0.049450707, 0.064207695, -0.12975316, -0.011036553, 0.087152034, -0.035981875, 0.21567516, -0.013519614, 0.12568897, 0.05585702) * go_0(-1.0, 0.0); + result += mat4(0.2250859, -0.07630085, 0.085674696, 0.08418434, -0.027402846, -0.028869295, -0.074562736, -0.045597237, 0.010643633, -0.12091428, 0.034802727, 0.016727531, 0.06755005, 0.019975858, 0.19802167, -0.09351427) * go_0(-1.0, 1.0); + result += mat4(-0.03201277, 0.050427675, 0.09706081, -0.089708805, 0.046288054, 0.047746085, -0.020521134, -0.016593749, -0.016695522, 0.00024074932, -0.10998622, 0.010020027, 0.026319914, -0.13093436, 0.09340489, -0.011133997) * go_0(0.0, -1.0); + result += mat4(0.06594458, 0.108969614, -0.3391531, 0.15241535, -0.03524658, -0.12494807, 0.07165373, 0.15068692, -0.12112645, 0.035398778, -0.18387815, 0.03840943, 0.10092417, 0.09231077, 0.11415836, -0.09056854) * go_0(0.0, 0.0); + result += mat4(-0.10499352, -0.12734324, -0.15330572, 0.18510772, 0.0120012155, -0.08454591, -0.043570805, 0.08853887, 0.004295982, 0.065011546, 0.064469345, -0.023783352, -0.043566104, 0.027954584, 0.08104736, -0.032231607) * go_0(0.0, 1.0); + result += mat4(0.10343434, 0.032162443, 0.08311337, -0.060843915, 0.04154088, -0.04438331, 0.042682778, -0.12004948, -0.06710734, -0.06452065, 0.031105455, -0.00583183, 0.009057851, -0.049873523, 0.11332005, 0.03758812) * go_0(1.0, -1.0); + result += mat4(0.08962952, -0.056837637, -0.028504362, -0.058604047, -0.09876495, -0.19140477, -0.05717117, -0.2970397, 0.032477252, -0.0597137, -0.02873599, 0.053601198, -0.0019746928, 0.073336996, 0.016864251, 0.10919654) * go_0(1.0, 0.0); + result += mat4(0.18142548, 0.10124668, 0.00368281, -0.23038292, 0.07240071, -0.15039761, -0.010341523, -0.11067377, -0.047206733, -0.031967275, -0.02992342, -0.12399463, 0.014134053, -0.027491156, 0.1586509, -0.011076121) * go_0(1.0, 1.0); + result += mat4(-0.10831383, 0.03130954, 0.11106777, -0.14316523, -0.15185675, -0.091914624, 0.04525621, -0.09765117, 0.0018873657, 0.1467699, -0.15126435, -0.08295151, 0.053585067, 0.03242634, -0.12851547, -0.014847684) * go_1(-1.0, -1.0); + result += mat4(-0.04666656, -0.11540183, -0.0040082233, 0.032173898, -0.006088054, -0.055952623, -0.006328234, -0.020379877, 0.09165287, 0.040902767, -0.1251588, 0.12423666, -0.14924148, 0.12587278, -0.14483361, 0.07241668) * go_1(-1.0, 0.0); + result += mat4(-0.08733716, -0.0038874142, 0.03347875, 0.020994259, -0.1411847, 0.04610875, 0.17974979, 0.07831092, 0.042416275, -0.017010015, -0.043574873, 0.01362277, 0.0150662195, -0.060527198, 0.013415603, 0.09190049) * go_1(-1.0, 1.0); + result += mat4(-0.047956496, -0.21187243, 0.10645179, -0.029983195, -0.05739006, 0.04807922, -0.023896229, 0.20409703, 0.07719372, -0.13761039, 0.043128423, 0.16602203, 0.1391456, 0.14163828, -0.11660084, 0.1721344) * go_1(0.0, -1.0); + result += mat4(-0.08192942, 0.12966244, 0.08534996, 0.004243316, -0.14284796, -0.05193116, -0.115842864, 0.20631583, 0.0077530663, -0.08806305, 0.010341862, 0.093308315, 0.016404482, 0.17783935, -0.012804549, 0.055335052) * go_1(0.0, 0.0); + result += mat4(-0.0864709, 0.14595704, 0.122848816, 0.041808892, -0.011105475, -0.15309574, -0.038991075, -0.018167017, -0.0737871, 0.08204525, 0.12244646, -0.018635223, 0.14988273, 0.080346294, 0.14383334, 0.09073764) * go_1(0.0, 1.0); + result += mat4(-0.10824354, -0.14525421, 0.10709654, 0.057008598, -0.0274041, 0.060830723, -0.019880934, 0.059121948, 0.13224299, -0.0986574, 0.041039772, 0.031663973, 0.10696096, 0.07072492, -0.056812435, -0.03713634) * go_1(1.0, -1.0); + result += mat4(-0.1286229, 0.038206976, 0.2866795, 0.32729703, -0.001265015, -0.050362974, 0.054691862, -0.019820811, 0.015161029, 0.012408566, 0.019214492, -0.043584425, 0.1747071, -0.1806168, 0.0026230705, 0.17746288) * go_1(1.0, 0.0); + result += mat4(-0.14500563, 0.07194882, 0.3341538, 0.29419795, 0.018053567, -0.013366127, 0.13004167, -0.12123059, -0.062439676, -0.06531261, -0.032591254, 0.098543815, 0.15538938, -0.02330424, -0.051805083, 0.14865872) * go_1(1.0, 1.0); + result += mat4(0.022300392, 0.074889585, 0.07658969, 0.04842954, -0.10574494, -0.06770181, -0.0766897, -0.07461142, 0.09686923, 0.00633828, -0.06368929, 0.036549773, 0.023586588, -0.028077459, 0.1585986, 0.011422953) * go_2(-1.0, -1.0); + result += mat4(0.03940578, -0.0339597, 0.10257943, -0.12667413, -0.02898388, 0.07838695, -0.19138049, 0.0014735579, 0.22062407, 0.061582483, -0.13024235, 0.12023966, -0.06983561, -0.011443659, -0.09145462, 0.021667738) * go_2(-1.0, 0.0); + result += mat4(-0.12349507, 0.059815507, -0.046543095, 0.030673595, 0.04561801, 0.14247265, -0.105132155, -0.021296836, -0.021644723, 0.2025441, -0.012284828, 0.047515646, -0.09826343, 0.075690396, 0.13212551, -0.023619266) * go_2(-1.0, 1.0); + result += mat4(-0.14024511, 0.06597363, -0.0336176, 0.036653478, 0.060431093, -0.10295052, 0.085898645, -0.0044551087, 0.079314135, 0.08170928, -0.18242195, 0.029556789, -0.09011537, -0.09237228, -0.026066486, 0.006826721) * go_2(0.0, -1.0); + result += mat4(-0.14503199, 0.03387515, -0.053300664, 0.064943515, -0.020676823, 0.0074872165, -0.018416155, 0.012171563, 0.14327627, -0.13214412, -0.02946512, 0.07235393, -0.10908717, -0.012565086, 0.035278827, 0.17581236) * go_2(0.0, 0.0); + result += mat4(0.00934611, -0.11156072, 0.13832138, 0.15502927, 0.0020792482, 0.02049791, 0.04461106, -0.18925, 0.22086848, -0.06498976, 0.19501008, 0.124619834, 0.15347329, -0.0077355206, 0.0038152216, 0.07109297) * go_2(0.0, 1.0); + result += mat4(-0.041063566, -0.03631559, 0.087020025, -0.12633711, -0.043662015, 0.13777676, -0.100011535, 0.09353299, 0.026900792, 0.026761487, -0.020541789, 0.1791581, -0.09209707, 0.082125105, -0.08652077, 0.07599723) * go_2(1.0, -1.0); + result += mat4(-0.05044385, 0.0059138206, 0.004846873, -0.055986855, 0.035403732, 0.12932262, -0.10948213, 0.059482235, -0.0783685, 0.18257779, -0.014302566, -0.03769118, -0.093388505, -0.029699821, -0.06636151, -0.08418176) * go_2(1.0, 0.0); + result += mat4(-0.04013502, 0.0967123, 0.033448823, 0.093523204, 0.11187449, 0.019631773, -0.105332315, 0.16213791, -0.029868113, -0.1064927, 0.19695841, 0.13877009, -0.047273844, -0.01044426, -0.08446086, -0.0458913) * go_2(1.0, 1.0); + result += mat4(-0.0741451, 0.042197462, -0.08023183, 0.09765462, 0.054821562, 0.08290217, -0.023233455, -0.14262572, -0.15324473, -0.014632389, -0.06739699, 0.15956666, 0.034347642, 0.054041438, -0.07310525, 0.0035158119) * go_3(-1.0, -1.0); + result += mat4(0.08562873, 0.0022956019, 0.011018242, 0.027326696, 0.09330304, -0.039874583, 0.024133299, -0.08445561, 0.019993046, -0.063240565, -0.054243866, 0.124074, -0.074563324, -0.1390738, 0.0820039, -0.23211582) * go_3(-1.0, 0.0); + result += mat4(0.078051165, -0.12620433, -0.03478548, 0.09409214, 0.1526626, -0.041634113, 0.2237483, -0.15523861, 0.07555192, 0.034417253, -0.12693669, 0.018821344, -0.036353048, -0.013764508, 0.100658715, -0.020644104) * go_3(-1.0, 1.0); + result += mat4(0.011323663, 0.07608287, 0.00851126, 0.09341987, -0.029945532, 0.10300047, 0.0074313437, -0.19487564, 0.0011054972, -0.15525223, 0.21401389, -0.10354629, -0.04318926, 0.12821019, 0.032365642, 0.032030214) * go_3(0.0, -1.0); + result += mat4(0.007591815, 0.012629317, -0.19445145, -0.08644862, -0.030899128, -0.010336647, 0.06901035, 0.053609345, -0.13558851, 0.055843044, -0.19542934, 0.27220258, -0.10258334, 0.08873226, 0.100590244, -0.13569663) * go_3(0.0, 0.0); + result += mat4(0.047885086, 0.01407929, -0.05241635, -0.07852867, 0.034674972, 0.10237697, -0.080549136, -0.15041627, -0.025430735, 0.0479369, 0.037376665, 0.025655257, -0.0355407, 0.050879892, -0.07782001, -0.032121796) * go_3(0.0, 1.0); + result += mat4(0.18598914, 0.17488232, 0.04308569, -0.113249674, 0.18825708, -0.025347264, -0.03777555, 0.055674437, -0.050593246, -0.07975001, 0.06947618, 0.007018156, -0.014732591, -0.079240546, 0.10789699, -0.19743954) * go_3(1.0, -1.0); + result += mat4(-0.038231947, 0.016942957, 0.028590739, -0.090752594, 0.038188618, 0.021015111, 0.016965266, -0.03435059, -0.01212547, 0.015248877, 0.11611426, 0.123496845, -0.04629721, 0.06697021, -0.19438337, 0.05686309) * go_3(1.0, 0.0); + result += mat4(-0.05551822, -0.008124752, 0.05373102, 0.08483395, -0.0006295456, -0.102434106, -0.059557695, 0.0052035716, -0.008159529, -0.12018468, -0.019952172, -0.08871863, 0.024393221, 0.012160636, 0.00085074763, -0.031381) * go_3(1.0, 1.0); + result += mat4(0.052483644, -0.10067336, 0.007827775, 0.04217924, 0.05370174, 0.053045593, -0.021322401, -0.057574254, -0.15052581, -0.054354582, 0.010731893, -0.084049575, 0.08664663, 0.008586996, -0.067191415, -0.013433542) * go_4(-1.0, -1.0); + result += mat4(-0.07656686, -0.026798321, -0.0035791546, 0.1813216, 0.12657459, -0.08586928, -0.14434212, 0.100000456, -0.17489576, -0.059281647, -0.16410424, 0.07507215, -0.17735171, -0.15760069, -0.029753244, 0.06384127) * go_4(-1.0, 0.0); + result += mat4(-0.0826688, 0.09742932, 0.034533966, -0.0460573, -0.11716473, 0.03802808, 0.12547252, 0.08928232, -0.14233275, -0.012195422, -0.02531116, 0.043976627, -0.06876278, -0.0810813, 0.18094346, -0.023339571) * go_4(-1.0, 1.0); + result += mat4(-0.005550866, -0.14349146, -0.12596409, -0.044651084, 0.087609954, -0.12565547, -0.22447549, 0.09360963, -0.02317106, -0.0005260532, 0.085363105, -0.09604336, 0.09518486, 0.018432705, -0.18793124, 0.07429292) * go_4(0.0, -1.0); + result += mat4(-0.104204915, -0.051323626, 0.06698747, 0.041701533, -0.15290372, 0.021271959, 0.091065526, -0.08150357, -0.018144151, -0.152379, 0.03481493, 0.07758276, 0.048658404, 0.018046448, 0.07488417, 0.224359) * go_4(0.0, 0.0); + result += mat4(0.089659564, -0.087014616, -0.04502746, -0.037926767, -0.10490111, 0.08001486, 0.1122022, -0.17835194, 0.04582323, 0.09560471, -0.20311408, -0.09920451, -0.07066689, 0.05220927, -0.005073715, -0.11543198) * go_4(0.0, 1.0); + result += mat4(-0.020940287, -0.08553711, 0.02721499, 0.06101611, 0.038569175, 0.03166766, -0.16536324, -0.040709663, -0.24566115, 0.03939649, 0.13328575, 0.103327386, -0.085061535, -0.23112987, 0.023643477, 0.053550832) * go_4(1.0, -1.0); + result += mat4(-0.07766694, -0.02958393, -0.10941775, -0.029797763, -0.09903559, 0.06466456, -0.0037769163, 0.12833694, -0.14952287, -0.09172456, -0.026234943, 0.09768058, -0.0046768547, 0.05787786, -0.020349951, -0.22735849) * go_4(1.0, 0.0); + result += mat4(0.103295185, 0.07010887, 0.06500701, -0.121797815, 0.06688264, 0.045738444, -0.006048553, 0.070973165, 0.038500775, -0.06096765, -0.02083498, -0.02247928, 0.079471394, 0.17344089, -0.03399603, -0.061526738) * go_4(1.0, 1.0); + result += mat4(-0.07608997, -0.07450355, -0.007454942, -0.028890591, 0.11185288, 0.003963864, -0.021245597, -0.02870811, 0.15497267, -0.1021612, -0.006275503, 0.059440117, -0.01191032, -0.015024686, -0.04264744, 0.03784974) * go_5(-1.0, -1.0); + result += mat4(-0.04255224, -0.041475482, 0.05568204, 0.050781105, -0.052326836, -0.00050962373, -0.070848726, -0.05095658, 0.09177018, -0.0071918922, 0.0076208673, -0.16307355, 0.26428407, 0.029546542, -0.038873114, 0.049068365) * go_5(-1.0, 0.0); + result += mat4(0.08395406, -0.09043276, -0.061525855, -0.05533077, -0.02462208, 0.10786481, -0.030796457, -0.094646156, 0.022507463, 0.13190217, 0.15948486, -0.07191217, 0.07654077, -0.016571704, -0.10635289, -0.12771434) * go_5(-1.0, 1.0); + result += mat4(0.20890597, 0.042703193, 0.11934406, -0.068621606, 0.19478202, -0.22793923, -0.08700698, -0.051709924, -0.12904456, -0.036816675, -0.13506871, -0.1441102, 0.18136409, -0.04663707, 0.023695884, 0.10738338) * go_5(0.0, -1.0); + result += mat4(-0.0077736047, -0.050436057, 0.052196283, 0.021431614, 0.09436767, -0.15021068, 0.012207774, -0.11543215, 0.03382365, 0.08989429, -0.1512068, 0.014381187, 0.15813205, -0.0106526185, 0.069779254, -0.047933288) * go_5(0.0, 0.0); + result += mat4(-0.040429626, -0.09228546, 0.067300335, -0.050324153, -0.12237185, -0.005077286, 0.10356324, 0.08864007, 0.14282528, 0.00388525, 0.041097626, -0.00031747436, -0.07723348, 0.053238407, 0.029446052, -0.08864969) * go_5(0.0, 1.0); + result += mat4(0.023686264, 0.08331933, -0.039449427, -0.014959959, 0.14075331, -0.015477129, -0.14249621, -0.03923339, -0.15062886, 0.09447539, -0.047904875, -0.048168503, 0.004206913, -0.047516745, -0.08620613, 0.11478539) * go_5(1.0, -1.0); + result += mat4(-0.15785892, 0.0016641589, 0.054308683, 0.078738764, 0.03644378, -0.043989647, -0.23225886, -0.028951952, 0.12305073, 0.034319617, 0.063887954, 0.30429685, -0.0674872, -0.014318411, -0.075369544, -0.10330481) * go_5(1.0, 0.0); + result += mat4(0.05397921, 0.00084955874, 0.045667082, -0.05417764, -0.021353342, 0.046038885, -0.058720488, -0.1322894, -0.03535338, -0.06338738, 0.03697614, 0.19055063, 0.10346999, 0.019249164, -0.063068286, 0.05991159) * go_5(1.0, 1.0); + result += mat4(-0.16993704, -0.121817954, -0.068771094, -0.093197905, 0.023346378, 0.04720914, -0.012925106, 0.052896366, 0.035280302, 0.08439714, 0.09756478, -0.0689576, 0.014461433, 0.36325473, 0.0059230574, 0.119897366) * go_6(-1.0, -1.0); + result += mat4(-0.061328445, -0.084383406, 0.140687, -0.052830886, -0.19621404, 0.049339704, 0.097477786, 0.040443562, 0.02491262, 0.08539904, 0.0037707782, -0.10327091, -0.18353617, 0.12956996, 0.07299752, 0.03221227) * go_6(-1.0, 0.0); + result += mat4(0.099849336, -0.0030822768, 0.09948366, -0.09262815, 0.005154421, 0.017867574, 0.04436232, -0.11582937, 0.12381722, 0.008043948, 0.018097827, -0.01493066, 0.19907461, 0.07169137, -0.10570496, -0.023753323) * go_6(-1.0, 1.0); + result += mat4(-0.13449772, -0.08731747, 0.007594631, 0.047381114, -0.08820047, 0.03528644, 0.018318443, 0.10107897, -0.06938975, -0.046471428, -0.020976078, 0.03441364, 0.040995363, 0.076138265, 0.17306629, -0.15272485) * go_6(0.0, -1.0); + result += mat4(-0.040097646, -0.19255275, 0.11918789, -0.10042692, 0.066699795, -0.21395916, -0.19686851, -0.03610402, -0.15390179, 0.095026605, 0.10847023, 0.09153435, 0.092816375, 0.39089674, -0.07198312, -0.07213701) * go_6(0.0, 0.0); + result += mat4(0.18701003, 0.20726307, -0.06296938, 0.046546813, 0.10833181, -0.010530105, 0.10806227, 0.025746476, 0.007955516, 0.035664618, -0.10563672, 0.07682432, 0.06649218, -0.048704594, 0.029186353, 0.17028451) * go_6(0.0, 1.0); + result += mat4(-0.016500747, -0.05593024, -0.040827576, 0.043642387, -0.017343521, -0.014898818, 0.012727514, -0.061562564, -0.004637191, -0.03331617, 0.020227065, -0.03502501, 0.023354309, -0.2833901, 0.24159743, 0.15924545) * go_6(1.0, -1.0); + result += mat4(0.045860395, -0.085586816, 0.14444515, -0.14926824, 0.036471445, -0.08628815, -0.040382892, -0.09526737, 0.02248159, 0.08855503, 0.04053488, -0.0646117, -0.08404396, -0.018245775, 0.14743677, -0.08093212) * go_6(1.0, 0.0); + result += mat4(0.19665717, -0.063776046, -0.07914273, -0.101823136, 0.074716374, -0.0081710825, -0.072673425, -0.023794344, -0.045717727, -0.0072561842, 0.00880925, 0.10889137, 0.28553, 0.041376498, 0.10031953, -0.053196393) * go_6(1.0, 1.0); + result += mat4(0.058159113, -0.016123742, -0.040074885, -0.038218047, 0.002453882, -0.04483796, 0.0026933532, -0.018928505, 0.090848856, -0.052964754, 0.103885755, 0.08822124, -0.007740776, -0.008643374, 0.04387468, -0.0057572736) * go_7(-1.0, -1.0); + result += mat4(-0.0084681, 0.05910616, -0.001957422, -0.09665248, 0.012324636, 0.102279514, 0.06271529, -0.00034822398, 0.12200529, 0.1406025, 0.11727222, -0.0012732374, 0.039069153, -0.116325095, -0.061304893, 0.08860798) * go_7(-1.0, 0.0); + result += mat4(-0.010817937, 0.05053197, 0.07127862, 0.071622476, -0.08677775, -0.07592008, -0.083137125, 0.07795782, -0.09153038, -0.051893257, -0.01434632, -0.006406496, -0.07038631, 0.011519815, 0.003298223, -0.018880721) * go_7(-1.0, 1.0); + result += mat4(0.108540215, -0.11548324, -0.025263477, -0.09077007, -0.12751491, -0.045055117, -0.07248591, 0.017866008, 0.03721452, 0.022656098, 0.101389855, 0.17055717, -0.058076404, -0.040419124, -0.11432533, -0.037566364) * go_7(0.0, -1.0); + result += mat4(0.09876384, 0.12987193, 0.12171421, 0.014026945, 0.10515426, 0.028641013, -0.031601854, 0.030440113, 0.049359053, -0.08800547, 0.0854042, 0.018510768, 0.14893699, 0.05856994, 0.049679566, -0.1422863) * go_7(0.0, 0.0); + result += mat4(-0.024617737, -0.048034295, 0.041004565, 0.16694058, -0.087675445, -0.13464865, 0.020481937, 0.13655907, 0.023696382, 0.057758246, 0.08800533, -0.07602074, 0.038965706, -0.010369045, -0.048242304, -0.037163552) * go_7(0.0, 1.0); + result += mat4(-0.055520747, -0.050512962, -0.0811104, 0.12796733, 0.03975134, 0.008006016, 0.051304568, -0.028837964, 0.040738724, -0.041288063, 0.096619, 0.0035735967, 0.0017250563, 0.16457585, -0.06661859, 0.003944026) * go_7(1.0, -1.0); + result += mat4(-0.020751026, -0.027768351, 0.1756595, 0.07444893, 0.059397127, 0.15285788, 0.078808025, -0.059350044, -0.019066172, 0.013111508, 0.04378732, -0.12025232, 0.030088948, 0.07998034, 0.06673197, 0.21354596) * go_7(1.0, 0.0); + result += mat4(-0.13661024, -0.017206049, 0.001673235, -0.053352535, -0.09720139, -0.010726428, -0.06063081, -0.012507998, 0.0019330509, 0.030889131, 0.0007580833, 0.11350111, -0.033315495, -0.097962864, -0.056640666, 0.06880053) * go_7(1.0, 1.0); + result += vec4(-0.050349966, 0.007465336, 0.0047519095, 0.03447193); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.113152556, -0.17597556, -0.20193578, -0.16201825, -0.08261954, -0.09107908, 0.044691782, 0.096718885, -0.092856266, -0.32485804, 0.15855914, 0.107594654, -0.049829155, -0.39206952, -0.17158785, -0.23730572) * g_0; + result += mat4(-0.071358085, 0.05543187, 0.22816211, -0.15256211, 0.001002783, -0.097697146, 0.1485318, 0.3147081, -0.015470234, 0.1159168, -0.087412134, 0.025953531, 0.10858151, 0.04679302, 0.0035066542, 0.080319606) * g_1; + result += mat4(-0.093644544, 0.15760094, 0.13644949, 0.15050913, 0.010754489, 0.21110971, 0.11982236, -0.027942248, 0.07777082, -0.05871466, 0.18935864, 0.26278642, -0.17607118, -0.24569197, -0.17914876, 0.011594047) * g_2; + result += mat4(0.07215027, 0.07955528, -0.1192735, -0.24221008, -0.16430855, 0.31650412, -0.23902535, -0.14772269, -0.18149576, 0.1425237, 0.19313167, -0.25584412, -0.116279155, -0.0810948, -0.06305671, 0.31891116) * g_3; + result += mat4(0.06337334, -0.0032687138, -0.035707716, -0.28104553, 0.12251401, 0.14867608, -0.28116974, -0.2499687, 0.16777486, 0.27506724, 0.1349104, 0.21004717, 0.2722905, -0.10366932, -0.089448065, 0.054238733) * g_4; + result += mat4(0.2623722, -0.06399301, 0.26491323, 0.09354902, -0.15800871, 0.11810623, 0.01566208, -0.026193254, -0.22059508, -0.09398052, -0.15558046, 0.1636607, -0.24724618, -0.025115723, -0.03819038, -0.089232855) * g_5; + result += mat4(-0.049244456, -0.2812487, -0.15883873, -0.1873005, -0.12443533, 0.26619563, 0.006807127, -0.18589701, -0.23903847, -0.04840708, -0.19155607, -0.3244167, 0.029380817, -0.073488645, 0.04205761, 0.12826183) * g_6; + result += mat4(0.060077637, 0.21867147, -0.08562434, 0.12142833, -0.103506744, 0.015023599, -0.012361518, 0.39705324, 0.20116816, -0.1352389, -0.08270523, 0.08666531, 0.03978398, 0.012456996, 0.16741525, -0.03339209) * g_7; + result += mat4(0.27487412, -0.2183994, -0.22064212, -0.18507382, 0.09653221, -0.31412682, -0.020428544, 0.15572692, -0.1708959, -0.09906218, -0.24475281, -0.07649422, -0.06725418, -0.1632794, -0.042570926, 0.15362686) * g_8; + result += mat4(0.25352266, 0.078569, -0.06491825, 0.0024975773, -0.2520004, -0.14971292, 0.2396663, -0.10596094, -0.16498, -0.1615543, 0.03212853, 0.022647707, 0.11449023, -0.12597407, -0.3845188, -0.6042289) * g_9; + result += mat4(-0.09472388, 0.09383272, -0.113919444, 0.06324396, -0.18574698, -0.017954197, 0.102970116, -0.036133416, -0.14566462, 0.106732786, -0.1981579, 0.08657682, 0.023193007, -0.26844215, -0.044777893, 0.1802785) * g_10; + result += mat4(0.11824268, 0.060186915, -0.09982153, 0.054944858, -0.06390667, -0.12343378, 0.06823325, -0.05481055, -0.160094, -0.041776497, -0.093563, -0.18349311, -0.014049265, 0.24608798, -0.022140604, -0.14207092) * g_11; + result += mat4(0.13720459, 0.07687791, -0.060669206, 0.11711911, -0.19655584, -0.008325822, 0.28701362, -0.03874219, -0.080647625, 0.08374782, 0.08991399, 0.1254085, -0.06939809, 0.10815167, -0.07602521, 0.003993563) * g_12; + result += mat4(0.050552983, 0.3398467, 0.21439157, 0.07090537, 0.003626732, -0.013387389, -0.16702957, -0.023790954, -0.22492494, -0.17196465, 0.020361913, 0.028113617, 0.08070967, 0.06335804, 0.1024209, -0.07302465) * g_13; + result += mat4(-0.06452998, -0.19448164, 0.068943985, 0.26658177, 0.03672322, -0.042712092, -0.14239077, 0.026480686, -0.0026813857, 0.07805945, 0.10659483, 0.25577578, 0.14431271, 0.26420194, -0.057292048, 0.14447866) * g_14; + result += mat4(0.17443675, -0.10127553, -0.08078197, -0.13357292, 0.080379255, -0.0743335, 0.15775783, 0.042903706, -0.2730787, 0.0143810455, -0.100053966, 0.04868161, -0.17388023, -0.27480134, 0.17716847, 0.09831684) * g_15; + result += mat4(-0.009394652, 0.05770814, 0.12612171, -0.07125733, 0.039110083, 0.18584593, 0.34637934, 0.1997804, -0.034237277, -0.2637098, -0.2565544, 0.18495636, 0.16258357, 0.051936973, -0.2022921, 0.025638767) * g_16; + result += mat4(0.0264838, 0.34137276, 0.05243436, 0.0092191165, -0.22356755, -0.06718224, -0.07905385, -0.10482739, 0.26888105, -0.0944922, 0.11656137, -0.025189193, -0.21240412, -0.0740068, 0.3606278, 0.117385626) * g_17; + result += mat4(0.24394973, -0.33353502, -0.20044908, -0.047943193, 0.26528633, 0.18467769, -0.118773505, 0.19762191, 0.008643024, 0.27267835, 0.110893816, -0.097346835, 0.35045865, 0.27740118, 0.12889476, -0.013060394) * g_18; + result += mat4(-0.0465528, 0.05087261, -0.12176598, -0.26143193, -0.012329495, 0.12112426, -0.25950795, -0.06628347, -0.18653181, -0.003041955, -0.093980595, 0.10332955, -0.29503638, -0.011706522, -0.37699062, 0.18755646) * g_19; + result += vec4(-0.015548932, 0.0007181281, 0.032181147, 0.046147745); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf1 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06566936, 0.050075732, -0.28377536, -0.008723959, -0.15360966, 0.017306754, 0.14521429, -0.3126355, -0.07001781, 0.24416047, 0.23609962, 0.095428005, 0.051152043, 0.047046803, -0.11905595, 0.084599525) * g_0; + result += mat4(-0.054007493, -0.1917774, -0.12253726, -0.25697917, -0.13300818, -0.014515598, -0.06988327, 0.07294474, -0.17037617, -0.11330418, 0.15588778, -0.0024750067, 0.18527855, 0.16439237, 0.13763049, 0.14903007) * g_1; + result += mat4(-0.06097875, 0.017688967, 0.084205635, -0.20286436, 0.06378928, 0.051785655, -0.00819132, 0.2283147, -0.0010928598, 0.19555786, -0.057957973, -0.1283918, 0.0130625125, 0.24465637, -0.029474005, -0.08648904) * g_2; + result += mat4(0.2977628, -0.21103969, -0.046574663, 0.15004829, -0.22748028, -0.048065472, -0.25989944, 0.2236256, 0.07941025, -0.052161288, 0.04335678, -0.24627966, 0.07268186, -0.038388748, 0.035197932, 0.05556185) * g_3; + result += mat4(-0.12658507, -0.200711, 0.10936925, 0.21350707, -0.05308915, -0.08038389, -0.21488698, 0.12463842, -0.039825447, -0.061766982, -0.16644825, -0.13220729, 0.12675424, -0.3512296, -0.28100672, -0.002683097) * g_4; + result += mat4(0.16233717, 0.05970525, 0.028119681, -0.087842815, -0.06486345, -0.06930576, -0.15099292, -0.085598275, -0.11941735, -0.19621682, -0.19929451, -0.12694003, -0.23668842, -0.3260459, -0.1669464, 0.21992308) * g_5; + result += mat4(-0.15114589, 0.3370156, 0.11051971, 0.15529542, -0.1644359, 0.03944235, -0.04013774, -0.07215706, 0.20360462, 0.083222464, 0.12099312, 0.02515875, -0.087714344, 0.13805264, -0.14398378, -0.27612263) * g_6; + result += mat4(-0.07686366, 0.061692268, -0.017847976, -0.16373406, -0.06558452, 0.07674664, 0.11457862, -0.21175413, -0.21797107, -0.31008083, -0.016061796, 0.010659135, -0.0031505653, -0.06681698, -0.19412144, 0.16077086) * g_7; + result += mat4(0.043644525, -0.02776246, 0.14185701, -0.027494097, -0.06645238, -0.19521286, -0.3502527, -0.028178494, -0.032492533, -0.32320002, 0.15325007, -0.3127702, 0.12887025, 0.18266484, -0.08985129, -0.34389883) * g_8; + result += mat4(-0.05747523, -0.12848844, 0.19728723, -0.108118065, 0.056262556, 0.26523066, -0.17712027, 0.31646273, 0.058449365, 0.38118544, -0.08126795, 0.16811565, -0.024995815, -0.009981597, -0.047409683, 0.18652919) * g_9; + result += mat4(-0.001337023, -0.32653907, 0.24057804, 0.18893267, 0.044070523, 0.25686195, -0.0058101956, 0.19947663, 0.31318483, 0.12546687, -0.04676781, 0.1793074, -0.19815332, -0.017479869, 0.2998801, -0.011709262) * g_10; + result += mat4(0.021966469, 0.045877025, -0.22806744, 0.10764939, -0.13102953, -0.096345, 0.0801237, -0.21132103, -0.44632608, 0.02980375, -0.37176967, -0.2655013, 0.27665234, -0.29347885, 0.041475385, 0.024725065) * g_11; + result += mat4(-0.21308075, 0.041253224, -0.109849155, -0.20893334, 0.09030459, 0.19662417, -0.100110866, -0.20908715, -0.060150456, 0.30329007, 0.18626331, 0.14155315, 0.07804046, -0.0916941, 0.27937013, -0.1512788) * g_12; + result += mat4(0.13618731, -0.14704673, -0.071122654, 0.019604936, 0.1254093, -0.016677566, -0.087662145, -0.08561128, 0.16301125, 0.1387518, 0.10387402, 0.25537175, 0.07070756, -0.10887832, 0.028897746, 0.17835346) * g_13; + result += mat4(-0.08490608, 0.026569808, -0.3456361, 0.020109842, -0.18946368, -0.12816896, 0.04407577, 0.029665362, 0.003496549, -0.31034058, 0.023039173, -0.016018149, -0.20683154, 0.23216362, 0.32729226, -0.12827688) * g_14; + result += mat4(0.013153797, 0.027919725, 0.36677372, 0.12828171, 0.3900067, 0.2961308, -0.16830838, -0.07397908, 0.1868292, 0.09739989, -0.10895602, -0.19859214, -0.1334346, -0.19208196, 0.28900802, -0.06582624) * g_15; + result += mat4(0.03638428, 0.035884462, -0.16868213, -0.038831823, -0.14761804, -0.08772457, 0.12720594, -0.045940604, 0.037369534, -0.02216757, 0.12334018, 0.08524158, -0.06456619, 0.017709045, 0.08379434, -0.2587099) * g_16; + result += mat4(-0.14868304, 0.255881, -0.17220873, 0.1882922, -0.11029569, 0.05895402, 0.2143255, 0.18148275, 0.020576546, -0.10496286, -0.19348511, -0.11536339, 0.14612065, 0.27825454, -0.073165655, -0.20478225) * g_17; + result += mat4(0.11683568, 0.05585525, -0.31354317, -0.060689308, -0.3203063, 0.116788305, -0.14543387, -0.02960584, 0.06610334, -0.11565926, -0.01838577, -0.33486378, 0.055412084, -0.2405772, -0.24344021, 0.23109037) * g_18; + result += mat4(0.36880726, 0.042794302, 0.38861996, 0.15946254, -0.15122825, 0.3142487, -0.17530881, -0.07510673, 0.0400742, 0.1710061, -0.21697284, 0.26265535, 0.17539124, -0.04652943, 0.14543319, -0.32873863) * g_19; + result += vec4(-0.003596251, -0.00022212608, -0.010425431, 0.014811408); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf2 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.29968667, -0.2054413, -0.42633036, 0.06540815, 0.25410962, -0.064704284, 0.15351892, 0.15098672, -0.060556993, 0.15943852, -0.2327252, -0.15252773, -0.27296653, -0.023351386, 0.01709797, 0.17157109) * g_0; + result += mat4(0.21247834, 0.16731767, -0.23244476, 0.033929322, 0.12147452, 0.15835738, 0.20386045, 0.0099615855, 0.11954695, -0.0007262615, 0.25783026, 0.2163411, 0.2006933, -0.2897014, 0.22469328, -0.037531313) * g_1; + result += mat4(-0.075687766, -0.0587827, -0.26173526, 0.014225498, -0.069109224, 0.19879107, 0.26262647, 0.1933589, 0.17341125, -0.075728156, 0.32497543, -0.12600474, -0.07275422, 0.032364674, 0.26471478, 0.18148176) * g_2; + result += mat4(-0.19684902, -0.12419164, -0.15366356, 0.035451632, -0.1676133, 0.30628285, 0.013135715, 0.0828437, 0.24747711, 0.111026585, -0.3899608, 0.040306747, -0.14160432, 0.11833543, 0.07778105, 0.019718869) * g_3; + result += mat4(-0.22168091, 0.27330446, 0.25358558, -0.13290156, -0.035276677, 0.0024858087, -0.055826478, -0.2468239, -0.008866367, -0.05784767, -0.01706684, 0.07295643, 0.1302385, -0.08386059, -0.02501015, 0.07468001) * g_4; + result += mat4(0.042352963, 0.0657346, 0.13386852, 0.11897824, -0.12557411, -0.05947027, -0.16942193, -0.250491, 0.05414618, 0.28099364, -0.023707846, -0.40636906, -0.028787367, -0.13474262, 0.16070609, 0.31273147) * g_5; + result += mat4(-0.13678479, 0.19962284, -0.26247823, -0.23762986, 0.06520537, -0.03368567, -0.16694795, -0.14713484, -0.01582234, -0.063183546, 0.24840857, 0.11376298, 0.0037960846, -0.16444042, 0.013803154, -0.030848777) * g_6; + result += mat4(-0.06552558, 0.01993205, 0.18481286, -0.12726143, -0.23085758, -0.20116006, 0.10603243, -0.10200674, -0.16622123, 0.107850745, -0.19173287, 0.060454354, -0.0027331826, 0.20100433, 0.11314092, -0.05037935) * g_7; + result += mat4(-0.14448921, 0.29943776, -0.020892464, 0.37468755, 0.122420244, 0.3393939, -0.15974823, -0.16213733, -0.21092644, -0.1603829, 0.197158, -0.008338081, 0.23865728, 0.03966763, 0.025320457, -0.1346732) * g_8; + result += mat4(0.37890595, -0.121016815, 0.0532523, -0.513218, 0.039289672, -0.15242423, 0.043490604, -0.19230618, -0.07929196, -0.09307486, -0.034099534, -0.19038978, -0.20650864, 0.12007891, -0.103319936, 0.090364404) * g_9; + result += mat4(-0.13087903, -0.26987913, -0.17999482, -0.08381556, 0.010039951, 0.0047134277, -0.11918671, -0.11301866, 0.2314213, 0.2650823, -0.039580453, -0.31289777, 0.07591129, -0.21344167, 0.031197479, 0.25037217) * g_10; + result += mat4(0.07539192, -0.11289182, -0.035013635, -0.0049591977, -0.062005084, -0.016576197, 0.033936746, -0.09773915, -0.393588, 0.045551285, 0.049009543, 0.040800996, -0.08324719, -0.14489968, 0.03073572, -0.2191878) * g_11; + result += mat4(0.19480848, 0.007287647, 0.10993567, -0.31089494, -0.23149367, -0.154109, -0.0038248543, -0.15359117, 0.051747542, 0.007752202, -0.12192655, 0.023507293, 0.017773356, -0.280811, 0.20664506, 0.020295167) * g_12; + result += mat4(0.15923792, -0.023258807, 0.09257097, 0.08763583, -0.0037047588, 0.32919067, 0.22631034, 0.14352241, -0.05482676, 0.19056046, 0.017488375, 8.430863e-05, -0.021616697, -0.038389638, -0.22182924, -0.21699542) * g_13; + result += mat4(0.010522319, -0.066425666, -0.12642634, 0.12129272, -0.022023065, -0.233132, 0.09775469, -0.027969204, -0.032578427, -0.20589033, 0.09356718, 0.08583383, 0.05210765, -0.07712435, 0.250104, 0.008439425) * g_14; + result += mat4(0.06802483, -0.13343696, -0.047004845, 0.16506574, -0.091166094, -0.16346036, -0.13110496, -0.28389332, 0.035855703, 0.12646672, -0.099049605, -0.0008063162, -0.009684357, 0.010770653, -0.009783527, 0.11862203) * g_15; + result += mat4(-0.010126488, -0.028762225, 0.18976927, -0.030415734, 0.12148659, 0.041320156, 0.0746818, 0.018062174, -0.30057785, -0.13369675, 0.122107536, 0.198235, -0.2140395, -0.024747701, -0.3379253, -0.21174349) * g_16; + result += mat4(-0.016392622, 0.02029067, 0.11583286, -0.1268402, -0.19290908, 0.09967843, -0.12862396, 0.08984122, -0.003903114, -0.08975317, -0.18257642, -0.2447739, -0.13734268, -0.06588839, -0.039996687, 0.086118914) * g_17; + result += mat4(0.15091965, 0.12736365, 0.13546066, 0.008318725, 0.028630871, -0.36270767, 0.24071144, -0.047721867, -0.0029238814, -0.299951, 0.16515507, 0.2045453, 0.23567834, -0.1644619, -0.18801829, 0.14953467) * g_18; + result += mat4(-0.14868434, 0.023688158, -0.11039743, -0.18117934, 0.16662696, -0.17234206, -0.14898847, 0.16994476, -0.04968569, 0.19829328, -0.051957127, 0.11434248, -0.18070386, -0.114997305, 0.6586136, 0.21840969) * g_19; + result += vec4(0.05267218, -0.01234981, -0.005742453, -0.0313311); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf3 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.024876181, 0.049410935, 0.18863276, -0.21360011, 0.120626085, -0.041039187, -0.025031038, 0.15861072, 0.031020435, 0.047245055, -0.013810417, -0.13509113, 0.039912585, 0.0030006578, -0.20477976, -0.006812967) * g_0; + result += mat4(0.20956035, 0.06598898, 0.39945224, 0.0020346004, 0.03396126, -0.055860132, 0.24823242, 0.07525624, -0.21111757, -0.01021541, -0.024861235, 0.13525884, -0.11488383, 0.17399031, -0.10318724, -0.0632262) * g_1; + result += mat4(-0.06352241, -0.05806122, 0.11548247, -0.09170009, 0.40792373, 0.10823234, 0.25872982, -0.14128555, 0.15681162, 0.087651595, 0.20255132, 0.1707228, 0.061114226, -0.20349206, 0.28370798, 0.29029718) * g_2; + result += mat4(0.18111548, 0.055765428, -0.33313075, 0.0006103676, 0.2546437, 0.14968075, 0.010974743, -0.023569109, 0.08389516, 0.11510806, -0.09821152, 0.016062623, -0.044881605, -0.023495123, 0.036569294, -0.09006456) * g_3; + result += mat4(-0.0032415257, -0.028372264, -0.071512826, -0.19787377, 0.06515368, -0.0302441, 0.18496229, -0.19373836, -0.06467672, 0.06881524, 0.08946629, 0.032331206, 0.28018954, -0.03519139, 0.12457947, -0.10447036) * g_4; + result += mat4(-0.26683676, -0.035779674, -0.33102936, -0.16464533, -0.03501263, 0.13808376, 0.14350422, 0.22299303, -0.17892793, 0.5684519, -0.22766575, -0.05168531, 0.12079673, -0.028563501, -0.008283765, -0.057736557) * g_5; + result += mat4(0.26274854, 0.06040585, 0.08909, 0.3820274, -0.12244029, -0.112672985, -0.38198316, 0.16422817, -0.012557389, -0.18269186, 0.00044065682, -0.09841192, 0.031287532, -0.3910334, -0.030273868, -0.08873974) * g_6; + result += mat4(-0.07051197, 0.06768202, 0.060395453, 0.021798966, 0.08901619, -0.22387257, 0.029923506, 0.2166611, 0.21220657, 0.029643808, -0.08909047, 0.16643848, 0.02217428, 0.10017023, 0.13721336, 0.009448813) * g_7; + result += mat4(-0.03333011, -0.33377162, 0.2840832, -0.075103775, -0.16588315, 0.24898893, 0.007910625, 0.35778743, -0.036830995, -0.15491192, -0.13378191, 0.02509361, -0.2987233, 0.016634934, -0.09080739, 0.057995312) * g_8; + result += mat4(0.024250133, 0.38453543, -0.012589143, -0.048741948, 0.04583434, 0.42664826, 0.35224134, -0.108690985, 0.034614064, -0.19162184, -0.09440296, 0.07740561, 0.3153523, -0.02028819, -0.0464603, -0.21693204) * g_9; + result += mat4(0.12554936, 0.28191876, 0.20692183, 0.02204118, -0.12202598, 0.15557781, -0.15807728, -0.22403438, -0.0050102826, -0.25063172, 0.19841024, -0.0935906, -0.016202275, 0.038872335, -0.032258067, 0.1769041) * g_10; + result += mat4(0.09860859, -0.12880474, -0.32096177, 0.18863943, -0.108892374, -0.040826876, -0.11872242, 0.014217295, -0.110700965, -0.14552751, -0.19022615, 0.23588236, -0.09166652, 0.06676425, -0.114403374, -0.032579597) * g_11; + result += mat4(-0.28780296, -0.026555603, 0.14381845, 0.18344115, -0.0932073, 0.13699014, -0.12567475, -0.120724775, 0.24272558, -0.12773077, -0.3670164, -0.037173547, 0.056873374, 0.03516149, 0.076903544, 0.21553768) * g_12; + result += mat4(-0.10597593, -0.040730987, 0.01580388, -0.14816804, 0.06471183, -0.23214011, 0.189348, -0.041128606, -0.23000284, -0.21311183, 0.24912965, 0.02485546, 0.14808623, 0.040830627, 0.043355484, -0.25108483) * g_13; + result += mat4(-0.11192612, -0.0769642, 0.26336476, -0.0879536, 0.10262009, 0.13074996, 0.20801952, -0.08162488, -0.08020716, -0.006562019, -0.029345717, 0.16304365, -0.15999863, -0.07409018, 0.025488326, -0.06557731) * g_14; + result += mat4(-0.0436646, 0.16603959, 0.10123139, 0.17289525, -0.17661704, 0.0985401, -0.062753186, -0.09045243, 0.19563136, 0.21048959, 0.119753934, 0.096117176, 0.043681554, 0.037470255, 0.012589698, 0.34186623) * g_15; + result += mat4(-0.111708984, 0.14836372, -0.1774937, -0.059907373, -0.12757868, 0.2671399, 0.0795556, -0.121689394, -0.14408125, -0.20676754, -0.32231417, -0.009280711, -0.3287384, -0.03544951, -0.0937731, -0.048848808) * g_16; + result += mat4(0.22088239, -0.07246235, -0.026009787, 0.01313955, 0.0537936, -0.19702353, -0.21666858, 0.14131804, 0.1057349, 0.10163044, 0.024502473, -0.21511002, 0.032470826, 0.040648606, 0.33920923, 0.2154231) * g_17; + result += mat4(-0.06127513, -0.33544734, 0.02393552, -0.0050719925, -0.1159799, 0.076991595, 0.05514996, 0.26366106, 0.020541657, -0.1467507, -0.014061093, 0.0154901175, 0.08579732, 0.06905036, -0.2559085, -0.2857713) * g_18; + result += mat4(0.18818028, 0.07449577, 0.28119013, 0.32452857, 0.14604072, -0.059530415, 0.06402294, 0.17558031, 0.04828705, 0.2532384, 0.082392104, 0.080385216, -0.16187488, -0.094814144, -0.0061105727, -0.21911964) * g_19; + result += vec4(-0.033699915, 0.023496272, 0.022923317, -0.04813553); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!SAVE conv2d_17_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10141816, 0.14976878, 0.03195215, -0.039459493, 0.07342809, -0.13988629, -0.0063446215, -0.08049595, -0.04162974, -0.01193011, 0.0043608593, -0.16511472, -0.07410478, 0.08040536, 0.15624346, 0.16637307) * go_0(-1.0, -1.0); + result += mat4(0.04363024, 0.1558041, -0.051349774, -0.2017786, -0.14090109, 0.0077253273, 0.20365517, 0.11794583, 0.17618881, 0.1697445, -0.09291706, 0.020068632, 0.02007473, 0.2233203, 0.10414641, -0.029859295) * go_0(-1.0, 0.0); + result += mat4(-0.04228483, -0.2522017, -0.08950456, -0.07378427, 0.10902103, 0.0016241051, 0.022387296, -0.07227263, 0.17921664, -0.07670382, 0.107183404, 0.055107605, 0.008698778, -0.051294874, 0.042903744, 0.058951948) * go_0(-1.0, 1.0); + result += mat4(-0.1375484, -0.023858752, 0.049783953, -0.10186465, 0.07819816, -0.1402314, -0.014493593, 0.10538838, 0.0055485037, 0.0005635436, -0.095101885, 0.06633904, -0.11578867, 0.005958089, 0.17136146, 0.11700411) * go_0(0.0, -1.0); + result += mat4(0.13330704, -0.05399527, -0.059408378, -0.012242189, 0.048309475, 0.014368095, -0.12477356, 0.016511722, -0.06304495, -0.11824205, -0.084178604, -0.1071192, -0.10863286, -0.10858007, -0.16140759, -0.18176575) * go_0(0.0, 0.0); + result += mat4(0.07680403, -0.08245252, 0.055462312, 0.053744126, 0.067585744, 0.17620924, -0.06432487, -0.16865245, 0.26111647, -0.19865918, 0.12157986, -0.06446687, -0.15832807, -0.02337486, -0.16785344, 0.114276074) * go_0(0.0, 1.0); + result += mat4(-0.073085696, 0.026583878, -0.21170044, -0.041149564, 0.04610835, 0.21036178, 0.004559763, 0.023281705, 0.13178588, 0.012508884, -0.14963967, -0.14690685, -0.021903453, 0.07176222, 0.15243328, -0.10042701) * go_0(1.0, -1.0); + result += mat4(0.0664264, -0.16415414, -0.17569391, -0.06900063, -0.06844009, -0.08645253, -0.10603767, -0.00832005, -0.07373927, 0.15736815, 0.08295166, 0.1052753, -0.1397909, 0.097937405, 0.23047511, -0.11606347) * go_0(1.0, 0.0); + result += mat4(-0.15628648, -0.113366134, -0.06865726, 0.061113577, 0.08942056, -0.09596354, -0.08677791, -0.09045824, -0.056612067, 0.13108426, 0.012026924, 0.072144784, -0.04866906, -0.05377174, 0.17577443, -0.18520343) * go_0(1.0, 1.0); + result += mat4(0.06607407, -0.120200165, 0.03707084, 0.15172935, 0.2430265, -0.113085315, -0.011460811, 0.08904817, -0.022574378, 0.033570133, 0.044159263, -0.009697304, -0.02309598, -0.040957745, -0.21013923, -0.17041521) * go_1(-1.0, -1.0); + result += mat4(0.022768836, -0.07471788, 0.0032480883, -0.028676828, 0.07174294, 0.12089073, -0.09654299, 0.030429209, -0.1041162, -0.05869679, 0.21359834, -0.034161806, -0.02269268, 0.10165246, -0.13029668, 0.1188484) * go_1(-1.0, 0.0); + result += mat4(0.029641088, 0.060067747, 0.0075102164, -0.1309527, -0.0051006447, 0.24038218, 0.012248357, -0.03506548, 0.101247, -0.11584173, -0.084328905, -0.023940684, -0.02261787, -0.09003932, -0.079946354, 0.16499889) * go_1(-1.0, 1.0); + result += mat4(0.08340322, -0.084059194, 0.032852225, 0.06628357, -0.042182837, 0.13932712, 0.059110105, -0.18841559, 0.077167906, -0.11461596, 0.011843562, 0.079223566, 0.17172302, 0.09588103, -0.04519654, -0.105250426) * go_1(0.0, -1.0); + result += mat4(0.0072912937, -0.17274414, -0.14938009, -0.069200344, 0.0957791, -0.014477511, -0.052849926, 0.023967758, -0.0035198112, 0.028233815, 0.13004604, -0.024852267, -0.114071615, 0.019608831, 0.20646521, 0.097629465) * go_1(0.0, 0.0); + result += mat4(0.0028235735, -0.0030747976, -0.012810413, -0.119974546, 0.049126018, 0.06264352, -0.06849737, -0.11978027, 0.10988244, -0.015898775, 0.09746785, -0.006982965, 0.058684476, -0.034703217, 0.2606026, 0.0029088869) * go_1(0.0, 1.0); + result += mat4(0.12530242, 0.1369462, 0.09158591, -0.11397034, 0.018868709, 0.04104663, 0.04852858, -0.09407637, -0.01602279, -0.06524504, -0.03544078, -0.043030232, -0.08382277, 0.06879843, 0.05892557, 0.16079953) * go_1(1.0, -1.0); + result += mat4(0.051489368, -0.121827774, 0.07657864, -0.012008831, 0.22305761, 0.175661, -0.10651213, -0.0713164, -0.19909866, 0.008551008, -0.075291224, -0.13893497, 0.0064601367, -0.033508357, -0.05580783, 0.01087825) * go_1(1.0, 0.0); + result += mat4(0.0890387, -0.005465109, -0.03689836, 0.053952705, 0.016625151, -0.06267179, -0.10336324, -0.034135565, 0.020885276, -0.07612263, 0.11301436, -0.044119492, 0.06116916, -0.11245377, -0.13503706, -0.016538095) * go_1(1.0, 1.0); + result += mat4(0.27475291, 0.13184716, -0.0680776, -0.018830024, 0.029797517, -0.14674206, -0.13773149, 0.07596705, -0.12054772, -0.10542588, -0.078347825, -0.0711237, 0.033791598, 0.1366684, -0.008929289, -0.044218395) * go_2(-1.0, -1.0); + result += mat4(-0.10575078, -0.08208724, -0.12209491, 0.075179026, -0.108247526, 0.049645945, 0.17491071, 0.033732615, -0.24320623, -0.05394347, 0.059426192, 0.21437696, 0.13719973, -0.028119182, -0.109999254, -0.006878209) * go_2(-1.0, 0.0); + result += mat4(-0.16982876, 0.001536919, 0.04183064, -0.036760435, -0.022450875, -0.06082643, 0.12952876, 0.09636169, 0.059916295, 0.076769084, 0.033762798, 0.01730426, -0.04495645, -0.040148437, 0.004881271, 0.04875726) * go_2(-1.0, 1.0); + result += mat4(0.03642368, -0.43472657, 0.041129608, -0.17804651, -0.1057716, -0.051420793, 0.24544626, 0.13492435, 0.070110224, -0.058953024, -0.047583204, 0.107109495, 0.16330208, 0.10041534, 0.009722348, -0.041390747) * go_2(0.0, -1.0); + result += mat4(0.04072445, -0.30625793, 0.13379507, 0.20906621, 0.040475562, 0.09978542, 0.07838612, -0.061970588, -0.014157455, -0.08661651, 0.049639836, 0.092796445, 0.14035767, -0.07199328, 0.2702048, 0.13223602) * go_2(0.0, 0.0); + result += mat4(0.08312407, 0.026157904, 0.1338742, -0.1169418, 0.20012325, 0.2693674, 0.1465921, -0.02459555, -0.060668815, 0.026844399, -0.05361937, -0.082469605, -0.04559839, 0.13304235, 0.16309445, -0.121678405) * go_2(0.0, 1.0); + result += mat4(0.3037645, -0.047783196, 0.16506009, 0.08809878, -0.13823804, -0.015729615, 0.06759662, 0.017325116, 0.043904126, -0.017581047, 0.09673254, 0.094264686, -0.13746184, -0.12914835, -0.002408157, -0.013865908) * go_2(1.0, -1.0); + result += mat4(0.10031577, 0.11770728, -0.15092418, 0.09787308, 0.065984525, 0.24215704, 0.059678502, 0.15129778, -0.1041671, -0.1671323, -0.10720415, -0.03810631, -0.054461427, 0.11054692, -0.1274286, -0.07087494) * go_2(1.0, 0.0); + result += mat4(-0.12774822, 0.07534175, -0.15987013, 0.03355638, 0.014404904, -0.0988583, 0.028051285, -0.039134447, 0.05298065, -0.105260774, -0.023862204, -0.044772115, -0.055214968, 0.13535902, 0.06230091, -0.083698004) * go_2(1.0, 1.0); + result += mat4(0.0139728915, -0.048358914, -0.034966476, -0.009007154, 0.08131041, -0.08471946, 0.050465804, 0.04653661, -0.124946415, 0.14791906, 0.086607225, -0.15802874, -0.0032374691, 0.052836478, -0.04980938, -0.016416343) * go_3(-1.0, -1.0); + result += mat4(0.16441637, 0.060025495, -0.0066467216, 0.13411339, 0.030276867, -0.07048473, -0.028923895, 0.044106837, -0.14255995, 0.0277301, 0.111437134, -0.17750145, -0.09217831, -0.2319309, -0.025248565, -0.102717236) * go_3(-1.0, 0.0); + result += mat4(0.06973222, -0.035588417, -0.111446336, 0.13473494, -0.112381935, 0.053046275, -0.0671602, -0.052672945, 0.0119380765, -0.120062254, -0.077458374, -0.16899844, -0.06409111, -0.31383014, -0.1415216, -0.0095003825) * go_3(-1.0, 1.0); + result += mat4(0.18645856, -0.075802125, -0.076009706, -0.008515984, -0.118233606, -0.08088051, -0.048755296, 0.15596835, -0.14270495, 0.11329069, 0.12079284, -0.110061385, -0.20744714, 0.13587101, 0.080459, -0.03490168) * go_3(0.0, -1.0); + result += mat4(-0.05136024, 0.027372051, 0.068267904, -0.19892217, -0.06297041, -0.12936479, 0.047871254, -0.10061141, -0.20743029, -0.14944652, -0.048013274, -0.111466944, 0.071750574, -0.014199303, 0.22018474, 0.03526866) * go_3(0.0, 0.0); + result += mat4(-0.015961887, 0.34805354, -0.084889576, -0.04103895, 0.012770726, 0.15756465, -0.056900878, 0.0012191968, 0.023338098, -0.068657495, 0.10945492, 0.054981403, -0.22202769, -0.25471666, -0.094040915, 0.04642164) * go_3(0.0, 1.0); + result += mat4(-0.06906127, 0.054665376, 0.26725876, 0.16588517, 0.039062407, 0.030395871, -0.22915559, -0.07140849, -0.12185479, -0.19255042, 0.06323481, -0.13590309, 0.019942466, -0.019182289, -0.14168435, 0.10321306) * go_3(1.0, -1.0); + result += mat4(-0.21957119, -0.12511711, 0.28405094, -0.07832896, -0.009318511, 0.20928006, 0.07713814, -0.039801426, 0.07545705, 0.020907026, 0.027893608, 0.10876504, -0.29373664, -0.18898283, 0.015717847, -0.069892325) * go_3(1.0, 0.0); + result += mat4(-0.08305131, 0.106991254, 0.060219277, -0.034433957, 0.038117282, 0.050357938, 0.008414432, 0.041005578, -0.012356306, -0.030845974, 0.068301044, -0.018243417, -0.029335339, -0.25252038, 0.14035118, 0.06186665) * go_3(1.0, 1.0); + result += mat4(0.047154456, -0.07945457, -0.010143473, 0.14525153, 0.004434465, 0.13061778, 0.11142133, 0.11891932, 0.03673374, -0.0031975107, -0.07057913, -0.10060252, -0.018507725, -0.05440741, -0.041567538, 0.06602653) * go_4(-1.0, -1.0); + result += mat4(-0.053671002, -0.0062734983, 0.030443976, -0.02611883, -0.11054853, 0.07524956, -0.18110128, 0.085256346, 0.006264908, -0.19079378, 0.041253116, -0.03462252, 0.11103377, -0.11105306, 0.0022028198, 0.108352505) * go_4(-1.0, 0.0); + result += mat4(0.05842086, 0.07041998, -0.083942145, 0.062100563, 0.08270817, 0.044405486, -0.027223391, 0.19852112, 0.16944961, 0.13228446, 0.0068719517, -0.105019845, 0.12576698, -0.020317027, 0.08117506, -0.06097545) * go_4(-1.0, 1.0); + result += mat4(-0.011024374, -0.14779495, 0.20576821, 0.10269086, -0.069063395, -0.018516377, 0.17406136, -0.10562391, 0.014538016, -0.050628114, -0.29504398, -0.06448774, -0.043636657, 0.04359594, 0.021326946, 0.2251655) * go_4(0.0, -1.0); + result += mat4(-0.091270216, -0.17969126, 0.10563032, -0.04412368, -0.0032437663, 0.03424443, 0.16033265, -0.02958856, -0.19704275, 0.15207182, 0.054025695, 0.040374033, -0.0071690367, 0.041726355, 0.121862285, 0.045662563) * go_4(0.0, 0.0); + result += mat4(-0.12316079, 0.048827652, -0.053332523, -0.13136196, -0.07160488, 0.043115586, 0.08805954, 0.09753396, -0.036120344, 0.092870444, -0.0034468954, -0.19077231, -0.054664202, 0.20115146, 0.0016251119, -0.051902667) * go_4(0.0, 1.0); + result += mat4(-0.0315559, 0.03361163, -0.10469534, -0.0871928, 0.11241524, -0.03091901, 0.015451541, 0.004027563, 0.025825808, 0.06891256, -0.10293409, 0.1631189, -0.22473077, -0.044312675, 0.12753218, -0.02040456) * go_4(1.0, -1.0); + result += mat4(-0.007374305, -0.08562257, 0.05379794, 0.096869245, 0.097899415, -0.0030102937, 0.0076100267, 0.051482208, 0.004514031, -0.22291246, -0.2495633, -0.08240695, 0.036596466, 0.05963552, 0.12940569, -0.1415334) * go_4(1.0, 0.0); + result += mat4(-0.095979825, -0.05715345, -0.023848705, -0.06566416, 0.12034552, 0.14720978, 0.005992561, 0.100924246, -0.107772924, 0.07058055, -0.061445955, -0.018437093, -0.29193494, 0.10358182, 0.20117821, -0.14332218) * go_4(1.0, 1.0); + result += mat4(-0.12156258, 0.06907849, -0.046949413, -0.0714296, 0.018323392, 0.03803995, -0.2321375, -0.15585358, 0.29162106, -0.15450235, 0.01548735, -0.0012524665, 0.05624532, -0.08688869, -0.11437038, -0.11211981) * go_5(-1.0, -1.0); + result += mat4(-0.07032475, 0.14325896, 0.15342546, 0.09299106, -0.15903436, 0.04795819, -0.0380711, 0.06558145, 0.05663524, 0.10471699, 0.16202284, 0.22659935, 0.083957784, -0.18429661, -0.038526375, 0.1839184) * go_5(-1.0, 0.0); + result += mat4(-0.07748898, 0.05564984, 0.06250746, -0.07047388, 0.030230096, -0.07243236, 0.00052768853, 0.030641804, -0.21637511, -0.061787657, 0.23074016, 0.26485935, 0.036239654, -0.05382996, -0.039605018, 0.047457904) * go_5(-1.0, 1.0); + result += mat4(0.038591295, -0.0118487505, 0.040234715, -0.062315144, -0.03631829, 0.06990438, -0.041493274, -0.06670605, -0.025423469, 0.12878254, 0.13836798, 0.004582435, 0.19626965, -0.23641632, -0.080461845, 0.15305169) * go_5(0.0, -1.0); + result += mat4(0.04500124, 0.0041531166, -0.04867464, -0.020004667, 0.018133044, -0.02402259, -0.012567247, -0.055164766, 0.095157854, -0.16957271, -0.1773557, -0.0073297294, -0.016875492, -0.22265767, -0.18525612, 0.06058628) * go_5(0.0, 0.0); + result += mat4(0.048397746, -0.02788455, -0.00040129846, 0.24131092, 0.063177764, -0.101537034, 0.048137493, 0.088934034, -0.24852042, 0.047054883, -0.03160053, 0.042998843, -0.013301893, -0.110713534, 0.09375505, 0.0425776) * go_5(0.0, 1.0); + result += mat4(-0.14482269, -0.054757748, 0.13310885, -0.007347218, -0.18589966, -0.08201558, 0.12553383, 0.012745022, -0.041277397, -0.27254996, -0.052470755, 0.058272712, 0.12499827, -0.022242187, -0.0945158, -0.07560099) * go_5(1.0, -1.0); + result += mat4(0.13483234, 0.1061582, 0.19909498, -0.019715492, 0.067625776, -0.061768368, -0.07905436, 0.054142125, 0.01305098, 0.20080145, 0.068478644, 0.02703119, -0.062937714, -0.08034533, -0.043274418, -0.048142888) * go_5(1.0, 0.0); + result += mat4(0.092937544, 0.05118526, -0.05864547, 0.03750556, -0.058229998, 0.042656448, -0.08145865, 0.089373656, -0.015661148, 0.092575066, 0.052451044, 0.06404418, -0.16234049, 0.10882622, -0.14870071, -0.14796436) * go_5(1.0, 1.0); + result += mat4(0.080398865, 0.07038971, 0.09692282, 0.02861559, -0.0713776, 0.03789653, -0.12821087, -0.108117945, -0.18606333, 0.20648551, -0.009968705, -0.058358673, 0.038921814, -0.015748626, -0.13130306, 0.03157655) * go_6(-1.0, -1.0); + result += mat4(0.11004321, 0.12440213, 0.043692373, 0.105881914, 0.055679493, 0.0013664741, 0.15824854, 0.13856025, -0.1295074, 0.004022093, 0.033498365, -0.10273302, 0.08524401, 0.16063328, 0.08564703, 0.10373729) * go_6(-1.0, 0.0); + result += mat4(-0.014664466, -0.11535996, 0.06562263, 0.12310657, -0.012192171, 0.113815434, -0.025748147, -0.056379057, -0.06376049, -0.065414384, -0.0641455, -0.20318998, 0.06978728, -0.043363202, 0.15023038, -0.029428175) * go_6(-1.0, 1.0); + result += mat4(0.065250464, 0.081754886, 0.22338922, -0.024675546, 0.03792266, 0.048089582, -0.051933024, -0.11904402, 0.09984588, 0.06062117, -0.28772864, 0.013163268, 0.054647114, -0.049608726, -0.0002510924, -0.06022509) * go_6(0.0, -1.0); + result += mat4(0.03816607, 0.08511951, -0.024275059, -0.07368607, 0.057391707, 0.05121836, -0.034112077, -0.17826608, 0.15133052, 0.052271105, -0.16036001, 0.21736205, 0.065108694, -0.019315425, -0.12633246, 0.03905335) * go_6(0.0, 0.0); + result += mat4(0.07849344, 0.050402712, 0.10410282, -0.17477596, 0.09423114, 0.01998794, -0.15437658, -0.051446997, -0.117983155, -0.13454825, -0.2263363, 0.16925961, -0.014475626, 0.11754052, -0.0486922, 0.080298886) * go_6(0.0, 1.0); + result += mat4(0.06447236, -0.08227287, 0.047538612, -0.025023978, 0.0327808, 0.19078472, 0.11304362, -0.114679985, -0.059365615, -0.1522396, -0.030596083, -0.0648535, 0.11473043, 0.099015206, -0.095805876, -0.113419555) * go_6(1.0, -1.0); + result += mat4(0.044888392, -0.04274824, -0.2327295, 0.10396123, 0.19391696, -0.081802174, 0.14488702, -0.016344251, -0.22996062, -0.25684744, 0.20749056, 0.028734291, -0.090665944, 0.07197542, -0.034485128, 0.10249939) * go_6(1.0, 0.0); + result += mat4(-0.11119326, -0.11946935, -0.12337761, 0.060325015, 0.1824222, 0.018512564, 0.057066485, -0.14212456, -0.26227912, 0.015946273, -0.08148649, 0.0525647, 0.013987963, 0.024034664, -0.09109407, -0.08800889) * go_6(1.0, 1.0); + result += mat4(0.08942057, -0.012771407, 0.052976996, 0.034529075, 0.1310871, -0.047644522, -0.13528478, -0.09086901, 0.041775502, -0.13844568, 0.03964684, 0.031089516, -0.07392355, -0.052174408, -0.009474784, -0.2290421) * go_7(-1.0, -1.0); + result += mat4(-0.017659597, 0.050037336, -0.0025299324, 0.0753296, 0.06764149, -0.14075726, 0.08307984, 0.08205474, 0.077473514, -0.24571882, 0.14922607, -0.042693764, 0.044783637, -0.15163653, 0.0481681, 0.1755556) * go_7(-1.0, 0.0); + result += mat4(-0.08418654, 0.105244175, 0.20956765, -0.06294217, 0.1879804, -0.029752912, 0.032740694, -0.11350783, 0.1573697, -0.338965, -0.005411119, -0.06498442, -0.074411646, 0.11154879, -0.007983718, 0.099891976) * go_7(-1.0, 1.0); + result += mat4(-0.11360442, -0.023985954, 0.050237827, -0.039197393, 0.24417207, -0.17750946, 0.0029264402, 0.06552346, 0.07999777, -0.16054434, 0.05239082, -0.09109438, 0.20186174, -0.045056574, 0.12976813, -0.030063752) * go_7(0.0, -1.0); + result += mat4(-0.0030791545, -0.08059885, -0.0036832225, -0.057302896, -0.095006235, 0.11108009, 0.1688286, 0.18473075, -0.060287848, 0.034863815, -0.022221414, 0.24895363, -0.025254453, -0.053281628, 0.2836165, 0.089012854) * go_7(0.0, 0.0); + result += mat4(-0.048098963, -0.024920667, -0.008542859, -0.12416585, -0.007935982, 0.19714202, 0.08050051, -0.005334343, -0.14211339, -0.08771554, 0.16370557, -0.32066932, -0.10727847, -0.12724026, 0.104362994, -0.06707228) * go_7(0.0, 1.0); + result += mat4(-0.15704228, -0.024204414, 0.007087552, -0.12148864, 0.13878778, -0.012233652, 0.03271341, 0.046406206, 0.050816927, -0.093313076, -0.24589844, 0.052772272, -0.28821534, -0.121905856, 0.19799241, -0.0708691) * go_7(1.0, -1.0); + result += mat4(-0.23982097, 0.04363522, 0.3527458, 0.023065759, -0.13373962, 0.117174946, -0.06172028, -0.17474857, -0.13406518, -0.011999389, -0.037810836, -0.44302982, 0.08802065, -0.08534176, 0.05789676, -0.021465434) * go_7(1.0, 0.0); + result += mat4(-0.18225484, 0.098582916, -0.029838774, -0.12963313, -0.15371342, 0.059467446, 0.06810986, -0.13996232, 0.02387343, -0.19576547, 0.24994224, -0.22950345, 0.04223122, 0.097238496, 0.037641723, -0.22899197) * go_7(1.0, 1.0); + result += vec4(-0.021099666, -0.03129005, -0.026100485, -0.032015156); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!SAVE conv2d_16_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09609756, -0.055012375, -0.043073136, -0.055666514, 0.016418008, 0.036120225, 0.06029676, 0.020939374, 0.11832701, -0.053679865, -0.015110101, 0.13618767, 0.09494681, -0.03174575, 0.0027091461, -0.079117626) * go_0(-1.0, -1.0); + result += mat4(0.16776627, -0.059132457, -0.08617137, 0.111107774, -0.07522468, 0.11456014, 0.10206192, -0.09795013, -0.031782568, 0.036730297, 0.09556621, -0.000958083, -0.04877398, -0.12761621, -0.05328436, -0.17509152) * go_0(-1.0, 0.0); + result += mat4(-0.013845615, 0.0364183, 0.010424956, 0.041805822, -0.116106875, 0.002734559, -0.029624986, -0.17783165, -0.07629819, 0.04145108, -0.07223744, -0.007690453, -0.064606376, 0.12174394, -0.014825361, -0.0084151495) * go_0(-1.0, 1.0); + result += mat4(-0.002451479, 0.07880965, -0.0139416065, -0.24062878, -0.088408604, 0.058236387, 0.006706374, -0.0010319118, 0.09392773, -0.03210168, -0.114932165, 0.1618595, 0.14179535, -0.042500906, -0.09045998, -0.14127046) * go_0(0.0, -1.0); + result += mat4(-0.027822092, 0.019911472, 0.19860765, 0.15724073, 0.10166673, 0.06093802, 0.14866613, 0.06564189, -0.055504557, 0.0024655203, -0.0673572, -0.009370036, 0.031148747, -0.07150111, -0.043881677, 0.18116175) * go_0(0.0, 0.0); + result += mat4(-0.04210747, -0.0071274997, -0.032913957, 0.018660989, 0.051073376, 0.06782918, -0.017950369, 0.07190485, -0.22312792, 0.16126503, 0.04935446, -0.07235652, 0.010417901, 0.07713274, -0.09850908, -0.028445879) * go_0(0.0, 1.0); + result += mat4(0.06469987, -0.11051662, 0.00044343024, -0.0824562, 0.09513741, -0.017997947, -0.06515641, 0.11881489, 0.03063408, 0.007759294, 0.07263358, 0.025132397, -0.02236495, -0.023467774, 0.017836783, -0.10823227) * go_0(1.0, -1.0); + result += mat4(-0.13958383, 0.01932197, 0.034343425, 0.03998081, 0.04705273, -0.066937834, 0.072302155, -0.015934192, -0.067153506, -0.07604367, 0.0135788955, -0.09868874, 0.028401552, 0.016137991, 0.030741712, -0.05084945) * go_0(1.0, 0.0); + result += mat4(0.09688358, -0.0038751946, 0.08666303, -0.025303468, -0.106170915, -0.058171537, -0.03180972, -0.099828646, -0.03305094, 0.0017180776, -0.1330951, -0.0258952, 0.0075092567, -0.022991123, 0.0692612, -0.11860208) * go_0(1.0, 1.0); + result += mat4(0.1289264, -0.051340435, 0.07629522, 0.08525001, 0.17129055, 0.08729278, 0.16216865, 0.029870907, 0.037678342, 0.0049766265, 0.058949407, -0.037198026, -0.080018, -0.055140797, -0.10370115, -0.18345577) * go_1(-1.0, -1.0); + result += mat4(0.0070326407, -0.12450474, 0.010306007, -0.11749582, 0.21073423, 0.08744276, -0.2049444, -0.07198778, -0.023872219, -0.06021247, -0.110835806, 0.099957176, 0.022628674, -0.05737548, -0.03985959, 0.008792708) * go_1(-1.0, 0.0); + result += mat4(0.022252496, -0.06173045, 0.053174034, 0.0787691, -0.091547325, -0.07840242, -0.15143803, 0.08442903, -0.08603787, 0.13783117, -0.123351984, -0.14503227, 0.062592834, -0.032115187, 0.1645178, -0.042738732) * go_1(-1.0, 1.0); + result += mat4(0.24653557, -0.1127134, -0.06485058, -0.01246277, -0.042020027, 0.030455599, -0.027297743, 0.063047804, 0.030217074, 0.012030112, -0.041015655, 0.031267677, -0.17512026, 0.1655615, -0.15595682, 0.100183144) * go_1(0.0, -1.0); + result += mat4(-0.032732334, 0.017509729, -0.058794443, -0.031101031, -0.03794737, 0.025334312, 0.06050446, 0.1429206, 0.02906151, -0.01638736, -0.13368747, 0.00013812391, 0.14179116, 0.16578944, 0.0016875591, -0.0081081325) * go_1(0.0, 0.0); + result += mat4(-0.17499752, -0.012791056, -0.0039763134, -0.014580471, 0.015078276, -0.16282362, -0.012617101, 0.081141666, 0.07503038, -0.0045926278, -0.0072176065, 0.080567606, -0.074966975, -0.06954477, 0.20330784, 0.106600724) * go_1(0.0, 1.0); + result += mat4(-0.061575174, -0.011066679, 0.051635355, 0.06448836, 0.07634649, 0.006140537, 0.07088602, -0.0043026246, 0.042276155, 0.15659745, 0.05378826, 0.044281624, 0.046426885, -0.09314892, 0.021468692, -0.065087035) * go_1(1.0, -1.0); + result += mat4(0.036643215, -0.16454737, -0.106744304, -0.036818992, -0.08886182, 0.1267292, 0.19476546, 0.25881895, 0.11264265, -0.16113323, 0.007636693, -0.00693805, -0.060398016, 0.065028094, 0.064959414, 0.03238651) * go_1(1.0, 0.0); + result += mat4(0.048840225, -0.023630783, -0.024679976, -0.0014270309, 0.0084513305, 0.17124465, 0.19591704, 0.1291631, 0.1774293, 0.08246338, -0.017292364, -0.011336239, 0.11411684, 0.08811617, -0.03444606, 0.16706938) * go_1(1.0, 1.0); + result += mat4(-0.0013355667, 0.08377846, -0.093042545, 0.084158204, 0.2795504, -0.09045552, 0.06632154, 0.10977727, -0.0400835, -0.034911055, 0.056995716, 0.040316224, -0.008876082, -0.007732556, 0.050168034, -0.16885711) * go_2(-1.0, -1.0); + result += mat4(0.13376418, 0.07325086, -0.09131099, 0.13401611, 0.050767064, -0.17131376, 0.047098216, 0.10656574, -0.03088948, 0.08322672, 0.12997481, 0.03262986, 0.06139361, 0.12225519, -0.037071053, -0.008163907) * go_2(-1.0, 0.0); + result += mat4(0.12655751, 0.025844684, 0.050787576, 0.02169468, 0.18041965, -0.0036477768, -0.025983771, 0.12426952, -0.066581994, 0.06865894, 0.055160727, -0.06682907, 0.026987294, -0.09632507, 0.1279279, -0.032017976) * go_2(-1.0, 1.0); + result += mat4(0.20881699, -0.04413474, 0.00041975285, 0.018447168, 0.15139039, -0.17890811, -0.048498105, 0.026863892, -0.04038872, 0.19609426, 0.07234381, 0.07763264, 0.07762023, -0.06942944, 0.09720136, -0.020185204) * go_2(0.0, -1.0); + result += mat4(-0.033203717, 0.051632375, -0.29151496, -0.019714551, 0.054144926, -0.06135866, 0.34238565, 0.028267676, -0.04485083, -0.053827494, 0.2143548, -0.011955068, -0.14167474, -0.04505376, 0.10723791, -0.041945346) * go_2(0.0, 0.0); + result += mat4(-0.102433704, 0.004789273, 0.1119891, -0.0203109, -0.017740408, -0.09619332, 0.3475929, 0.029633807, 0.04624514, 0.0640723, 0.038288433, -0.043456446, 0.0028731087, 0.03015074, -0.020183885, 0.044622716) * go_2(0.0, 1.0); + result += mat4(0.24704404, 0.041703355, -0.049013373, 0.045351848, -0.0093254475, -0.1278815, 0.14508104, 0.080030285, 0.056857005, 0.08688084, 0.19216926, -0.06220198, 0.17112607, 0.07218316, 0.0795074, 0.01839487) * go_2(1.0, -1.0); + result += mat4(0.1733775, 0.026274947, -0.01898811, 0.15374832, 0.119747944, 0.12652078, 0.03181385, 0.058963638, 0.020806959, -0.052343946, 0.12007364, 0.12834589, 0.12946364, -0.004851643, -0.09275399, -0.023749454) * go_2(1.0, 0.0); + result += mat4(0.0193869, 0.16029198, -0.1647226, 0.14820257, 0.015849369, 0.061719846, 0.01781591, 0.06546549, 0.01411068, 0.047441017, 0.10499331, 0.0444021, 0.10317269, 0.012305531, -0.027644547, -0.02026022) * go_2(1.0, 1.0); + result += mat4(0.022080548, 0.055724394, 0.01700489, 0.14965396, 0.052224305, -0.036954537, 0.03474517, -0.009189564, -0.049905237, -0.020433484, 0.048628446, -0.102126524, -0.012649122, 0.04515492, -0.045957103, -0.024198) * go_3(-1.0, -1.0); + result += mat4(-0.08102677, -0.005510669, 0.089871764, 0.042553343, -0.04897514, 0.016537901, -0.0031736959, -0.063882664, 0.18177465, -0.081341125, 0.035784308, 0.019861514, -0.06374453, -0.021801073, 0.07553763, 0.2392607) * go_3(-1.0, 0.0); + result += mat4(-0.051674295, -0.024726579, 0.012708328, 0.0120022455, 0.06796091, -0.11919646, 0.10550911, -0.016914662, -0.0017664131, 0.053862873, 0.01002813, -0.007454544, -0.19201882, 0.005823377, 0.023013754, 0.016918607) * go_3(-1.0, 1.0); + result += mat4(-0.0688164, 0.069968164, 0.035286, -0.12940317, 0.17318653, -0.05089972, -0.007604, 0.026937611, -0.0047092275, 0.03783206, -0.006852713, -0.15646859, -0.030406103, -0.06980891, 0.009835896, -0.02440511) * go_3(0.0, -1.0); + result += mat4(0.16799697, -0.06943555, -0.03730531, -0.1721256, -0.09911213, -0.081116, 0.0018397432, 0.04689856, 0.018798007, 0.102041714, 0.10882061, 0.07884699, 0.15522195, 0.039948918, 0.1331871, 0.29782096) * go_3(0.0, 0.0); + result += mat4(0.060170665, -0.12705128, 0.27997023, 0.07200365, 0.15316802, -0.19086201, 0.03769603, 0.09388092, 0.013621962, -0.001599727, -0.014308661, 0.055155694, 0.108794376, -0.03869029, -0.14731637, -0.09738743) * go_3(0.0, 1.0); + result += mat4(-0.056280326, -0.013755136, 0.051307328, 0.047183447, 0.16895631, -0.15820411, -0.18688565, 0.08207807, -0.07443388, -0.03691134, -0.14448541, -0.07053698, -0.082723446, -0.088062696, 0.081009656, 0.10446362) * go_3(1.0, -1.0); + result += mat4(0.07195501, -0.005046178, -0.10009494, -0.0068428647, -0.014195055, -0.1258344, -0.112450786, -0.04761318, -0.0004043175, -0.07863752, -0.018329088, -0.015974361, -0.09353746, -0.075935334, 0.2102448, -0.028742688) * go_3(1.0, 0.0); + result += mat4(0.007925812, -0.14759003, -0.12893279, 0.20039004, -0.059057757, -0.062296968, 0.0114990985, 0.005130549, -0.04773586, -0.13635732, 0.022072053, -0.067658275, 0.12064796, 0.038565595, 0.062534854, -0.15858793) * go_3(1.0, 1.0); + result += mat4(0.012978919, 0.09248063, 0.079721585, -0.10949528, 0.05636094, 0.0639426, -0.08391837, -0.054627553, 0.00037798003, -0.013555376, -0.18349887, -0.04274588, -0.14281152, 0.0057977308, -0.05939348, 0.010091491) * go_4(-1.0, -1.0); + result += mat4(0.1422423, -0.10552157, -0.03913756, -0.0653251, 0.06479668, 0.0115009425, -0.1867643, 0.114124864, 0.007959146, -0.03393825, 0.11404819, 0.012734461, 0.058671746, -0.05543321, -0.08331419, 0.07654381) * go_4(-1.0, 0.0); + result += mat4(0.09127371, -0.021557972, -0.05028715, -0.05016229, 0.017002096, 0.19106826, 0.05418276, -0.05694394, 0.06581798, -0.0598181, 0.018230528, -0.0635826, -0.05732186, -0.10073851, -0.011672219, -0.033285677) * go_4(-1.0, 1.0); + result += mat4(-0.048617575, 0.019004911, -0.019724898, 0.0065591526, 0.101372994, -0.08572456, -0.10958081, -0.07779033, -0.0744815, -0.071501486, 0.08134343, -0.11673183, -0.052799657, 0.09455502, -0.046477437, 0.062174764) * go_4(0.0, -1.0); + result += mat4(0.15564895, 0.08472279, 0.11441956, -0.14344747, -0.24006632, -0.032172255, 0.039400138, -0.007438132, 0.009162504, 0.05753773, -0.11778383, -0.06364131, 0.1863039, -0.024734113, -0.06508269, 0.084494196) * go_4(0.0, 0.0); + result += mat4(0.042976603, 0.10006721, -0.05396374, -0.091420546, -0.07264408, -0.0376512, 0.09453536, -0.025677709, -0.040637143, 0.009227286, 0.21652271, -0.08846454, 0.011874195, -0.24357733, -0.20396955, 0.0034799203) * go_4(0.0, 1.0); + result += mat4(0.11487922, 0.06142311, -0.05799218, -0.043709278, -0.011386744, -0.047758225, -0.04346472, -0.15726915, -0.010850286, 0.055703852, 0.11554872, 0.14175794, -0.025774736, 0.03302446, -0.031050406, -0.14743169) * go_4(1.0, -1.0); + result += mat4(0.107260466, 0.09991366, -0.0854939, -0.13359135, -0.17836837, 0.0947788, 0.076283626, -0.03702856, 0.045162823, 0.02137722, 0.013965963, 0.008323008, 0.1299707, -0.06806633, -0.08851454, -0.0519084) * go_4(1.0, 0.0); + result += mat4(-0.039744638, -0.009205459, -0.06797804, -0.031998966, 0.061308265, -0.0007453291, -0.0007644073, -0.016154464, 0.011811196, 0.034707885, -0.12882923, -0.0021590462, 0.13357846, 0.058845736, -0.15742505, -0.06657708) * go_4(1.0, 1.0); + result += mat4(-0.018271925, 0.100263335, 0.01960824, -0.1153796, -0.23422036, -0.0031631307, -0.050807018, -0.053269822, -0.03458429, 0.14577144, 0.13469611, -0.11434715, -0.009439456, 0.030330583, -0.040208224, 0.12874405) * go_5(-1.0, -1.0); + result += mat4(0.031613346, 0.15594259, 0.20758592, 0.03629735, -0.12865163, -0.067441724, -0.019100431, -0.047031283, 0.06444509, 0.04873205, 0.12288836, 0.042170476, -0.12388107, 0.00048445113, -0.027354648, -0.013098879) * go_5(-1.0, 0.0); + result += mat4(-0.054265685, 0.11467644, 0.02952745, -0.017398788, 0.082775794, 0.09431421, -0.022905173, 0.011000366, -0.016479017, -0.07035369, 0.15773647, 0.09656325, -0.12106234, 0.054287493, -0.21364424, -0.09698419) * go_5(-1.0, 1.0); + result += mat4(-0.08437344, 0.07146613, 0.03008299, -0.050195847, 0.08297239, 0.010328966, 0.2501361, -0.051406503, 0.09035167, 0.10230502, -0.087015145, -0.090351515, -0.059905346, 0.010634574, 0.101668574, 0.12283612) * go_5(0.0, -1.0); + result += mat4(-0.12624927, -0.043445382, 0.04399112, 0.2396272, -0.12518035, -0.107726894, -0.02661663, -0.186101, 0.03170526, -0.013086996, -0.16010353, 0.08162145, -0.24017718, 0.08761893, -0.2546848, -0.03131363) * go_5(0.0, 0.0); + result += mat4(0.09616909, -0.030323014, -0.14481992, -0.036541697, -0.19536978, 0.1064523, 0.079171434, -0.038171098, -0.043278754, -0.059359286, -0.0025608074, -0.07138205, -0.10972322, -0.18075511, -0.08821048, -0.035308387) * go_5(0.0, 1.0); + result += mat4(-0.00918984, -0.031009672, 0.066319056, -0.085171655, -0.024080584, 0.06236177, -0.0115594845, -0.119407974, 0.070196055, -0.1145586, -0.021149555, -0.13792083, 0.030996334, 0.1484254, -0.010054155, 0.1086116) * go_5(1.0, -1.0); + result += mat4(-0.014743395, 0.22290353, -0.07011576, 0.1069503, -0.0026242791, -0.13469394, 0.038082447, -0.07685243, -0.2634126, 0.13381208, 0.10993633, 0.03586481, -0.054848466, 0.006930213, -0.12056366, 0.014139514) * go_5(1.0, 0.0); + result += mat4(0.030834544, -0.0070147654, 0.14920786, -0.065181114, 0.02508345, -0.1483285, 0.0047159214, -0.044124506, 0.039289955, 0.06650584, 0.081950754, -0.08433925, 0.015854202, -0.040369797, -0.046914417, -0.009928778) * go_5(1.0, 1.0); + result += mat4(0.15443583, 0.04376301, 0.13718478, -0.03824221, -0.055449802, -0.14842397, 0.06060697, 0.01631613, 0.11067964, -0.14271964, -0.22600028, -0.034234643, 0.06918402, -0.04600415, -0.06900304, 0.06417275) * go_6(-1.0, -1.0); + result += mat4(-0.042201858, -0.011375089, -0.015411258, -0.12674233, 0.026103523, 0.10343946, -0.0077547887, -0.033607867, 0.124470666, 0.06796264, -0.13659167, 0.040740173, 0.0604928, -0.092276655, 0.11865089, -0.08302834) * go_6(-1.0, 0.0); + result += mat4(-0.01112464, -0.021381281, -0.034482505, -0.053960275, 0.058478907, -0.0097189145, 0.1940526, -0.13732584, -0.093956545, 0.0057153534, -0.08862296, -0.06671325, -0.005182285, -0.05719968, 0.025967684, 0.032040965) * go_6(-1.0, 1.0); + result += mat4(0.06687304, -0.0026133375, 0.15141574, -0.05272407, -0.023663558, 0.06502362, 0.08093761, 0.109535225, -0.05700876, -0.029776534, -0.05858992, -0.013166662, 0.019790562, -0.12917398, -0.06497215, 0.057915356) * go_6(0.0, -1.0); + result += mat4(0.06072319, -0.11173385, -0.06554967, 0.13359413, -0.06625554, -0.017581498, -0.058076315, -0.003931657, -0.023673324, 0.07044443, 0.003583932, 0.14873055, -0.061578825, 0.03817671, 0.14216065, -0.025126763) * go_6(0.0, 0.0); + result += mat4(-0.06629599, -0.017247697, 0.10675047, -0.0044184877, -0.058319747, -0.03925674, 0.02459416, 0.00095720706, -0.08090092, 0.12986918, -0.25750917, -0.03840858, 0.12543473, -0.09118815, 0.13346738, 0.0872867) * go_6(0.0, 1.0); + result += mat4(0.04924794, 0.08806323, -0.06525138, -0.08052156, -0.023931473, -0.0734658, -0.010882386, -0.030258544, -0.18479422, 0.18968348, -0.050708067, 0.038592026, 0.042794973, -0.10810727, -0.02882389, -0.085186586) * go_6(1.0, -1.0); + result += mat4(-0.18184122, 0.009152045, -0.0013307668, 0.0528998, -0.09193569, 0.10202717, 0.030233888, -0.116206944, 0.13555616, -0.011747243, -0.22625974, -0.008968841, -0.02577717, 0.050121024, 0.0039666356, 0.0140310675) * go_6(1.0, 0.0); + result += mat4(-0.07334463, -0.040781733, 0.04237529, -0.017089957, 0.042566124, 0.028134586, -0.009052325, 0.07598215, -0.13904396, 0.026619319, -0.08988712, -0.005250927, 0.08855536, -0.1234204, 0.06786622, 0.039750088) * go_6(1.0, 1.0); + result += mat4(-0.0058151903, 0.03422835, -0.0007863771, -0.077100396, 0.063499264, -0.041216582, 0.04828395, -0.053149093, -0.18125884, 0.1692733, 0.33500117, 0.067575455, 0.04588855, 0.13782747, 0.1351673, -0.004836687) * go_7(-1.0, -1.0); + result += mat4(0.13591178, -0.08803395, -0.0082301255, 0.018532211, -0.14070654, -0.153454, 0.12548654, 0.0942813, -0.035065573, 0.17697263, 0.048331108, -0.028308947, 0.038468204, 0.07220786, 0.2944224, -0.025645984) * go_7(-1.0, 0.0); + result += mat4(0.13994263, -0.019219065, -0.14284274, -0.1471152, -0.15571125, -0.02123468, 0.14339264, -0.04104626, -0.20012046, 0.06999495, 0.13211347, -0.015829416, 0.15163279, 0.03081914, -0.015203248, -0.07161789) * go_7(-1.0, 1.0); + result += mat4(0.11625371, -0.020931741, -0.0875021, -0.01576175, 0.061449245, -0.046299458, 0.07421833, -0.06874183, 0.30783412, 0.15397696, 0.045492157, 0.08606051, -0.035266094, 0.11132788, 0.15416808, -0.01438527) * go_7(0.0, -1.0); + result += mat4(0.012413651, -0.033095382, -0.1972357, 0.18014714, 0.2332191, -0.25324136, -0.028787011, -0.17730585, 0.33105198, -0.14836398, 0.1377452, 0.044808302, -0.09968492, 0.17502867, 0.06019141, -1.0588551e-05) * go_7(0.0, 0.0); + result += mat4(0.07118095, -0.059810337, -0.14726935, -0.17732129, 0.06272923, -0.13827543, -0.018983403, -0.10391589, -0.07683961, -0.009228622, 0.016202949, 0.30789152, -0.007190668, -0.22396167, 0.03562099, 0.011657737) * go_7(0.0, 1.0); + result += mat4(-0.013723268, -0.0018854191, 0.012472027, -0.048562117, 0.017156087, 0.006624358, -0.1335618, 0.06898693, 0.24195383, 0.12748662, 0.2687545, 0.11675469, 0.051591244, 0.060604665, 0.15726678, -0.12029377) * go_7(1.0, -1.0); + result += mat4(0.018423952, 0.03342564, -0.02585596, -0.093597226, -0.041045543, -0.2526591, -0.10587788, -0.17330013, 0.26386222, -0.24480952, -0.007416698, 0.14573297, -0.0046972204, 0.19525634, -0.0049372353, -0.08545003) * go_7(1.0, 0.0); + result += mat4(0.0025138035, 0.052410353, 0.06759947, -0.06182174, 0.054527503, -0.16857441, 0.1532493, -0.13587067, 0.076711185, 0.3173634, -0.08822435, -0.22298068, -0.014268186, 0.03482756, 0.103789225, 0.059798267) * go_7(1.0, 1.0); + result += vec4(0.018433796, 0.0035757907, 0.00091714435, -0.003333423); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.06333993, 0.09488723, -0.08568035, 0.05200572, -0.1472294, -0.044452854, 0.14845347, 0.21513753, -0.15652965, 0.10840373, -0.056219988, -0.030637205, 0.04253709, 0.055037092, 0.0414908, -0.1892757) * g_0; + result += mat4(0.0787534, -0.04241309, -0.28714868, -0.046900865, 0.21437375, -0.24278513, -0.20257188, 0.022188142, -0.019003864, 0.15094592, -0.01814459, -0.1872464, 0.059750058, 0.07614743, -0.0521617, 0.17934658) * g_1; + result += mat4(-0.00019216978, -0.15454617, -0.12794366, 0.044536293, 0.21249126, 0.32045737, -0.147422, -0.09734236, -0.12062187, -0.16607423, 0.09816451, -0.06590071, -0.19728394, -0.14778756, 0.017338278, -0.23659901) * g_2; + result += mat4(0.074417666, -0.08059618, 0.07767349, -0.03693259, -0.15096827, -0.17373516, -0.20327133, 0.049108338, 0.054858647, 0.015723148, -0.2328269, -0.16492803, 0.12288839, -0.037010916, -0.16224542, -0.19452086) * g_3; + result += mat4(-0.1915939, -0.15707129, -0.1509893, 0.28097305, 0.03221469, -0.18564048, -0.27148914, -0.084917046, 0.0059148185, 0.06549851, 0.19273312, -0.20762756, 0.011551308, 0.18630835, 0.07567006, 0.046911348) * g_4; + result += mat4(0.01897941, 0.026447995, 0.30203855, -0.10592397, 0.05870943, 0.1054224, 0.14929043, 0.050682828, 0.0028596125, -0.15138957, -0.03117043, -0.06962448, 0.10460237, 0.30631867, 0.15475252, -0.082159385) * g_5; + result += mat4(0.056030374, 0.16605477, -0.2011969, 0.0581226, -0.16144355, -0.02808077, 0.010258871, 0.17102659, -0.054532573, 0.3242664, 0.010550339, -0.05370968, -0.014814065, -0.13152799, 0.30049798, 0.122068055) * g_6; + result += mat4(0.17697391, 0.074868776, -0.16765091, -0.14493272, 0.21677482, 0.07529925, 0.3344087, -0.35831642, -0.12440452, 0.15675198, -0.01240608, 0.21036354, -0.21215741, 0.18817489, 0.072722636, -0.07215567) * g_7; + result += mat4(-0.29419374, 0.043863285, -0.083936326, 0.3729109, 0.18776, -0.16754451, -0.35357738, 0.045188952, -0.23892207, 0.060875878, 0.046727493, 0.39672953, -0.009434926, 0.0181569, -0.12958461, 0.09870838) * g_8; + result += mat4(-0.12987071, -0.09597688, 0.2408095, -0.26320508, -0.09014934, -0.1188552, 0.16146885, 0.07402836, 0.35367203, 0.1402623, 0.18618205, -0.25213316, -0.10277592, -0.24674612, -0.32700107, 0.14396617) * g_9; + result += mat4(-0.3089205, 0.16185652, 0.27521953, 0.041868176, -0.0022332487, 0.12922727, 0.18001151, 0.027498085, -0.110244, -0.044742703, -0.18411714, -0.06564328, 0.07164282, 0.08585003, 0.106629394, -0.054929875) * g_10; + result += mat4(0.16139935, 0.03240059, 0.082769506, -0.18399146, 0.050481632, 0.018776342, -0.111956954, -0.040583946, 0.08147097, -0.04110496, -0.15557489, 0.05611198, -0.25277153, -0.048391934, -0.10089335, 0.12622349) * g_11; + result += mat4(-0.2730474, 0.11085952, -0.075156026, -0.14303921, 0.0447421, -0.121895775, -0.35013795, 0.14995758, -0.016281242, 0.033779178, -0.15126662, -0.015176784, 0.040082585, 0.006450913, -0.030723661, -0.058004852) * g_12; + result += mat4(0.0403051, 0.20903297, 0.067333676, -0.14318345, 0.16834565, 0.0948365, -0.17433995, 0.07182994, 0.06342598, -0.32021528, 0.048930682, -0.051184237, -0.057208735, -0.16286889, -0.12637149, 0.10992653) * g_13; + result += mat4(-0.14312495, -0.049565334, 0.013813875, 0.070963, 0.26302704, -0.0026512244, 0.33206236, -0.16186446, 0.030595824, 0.119594894, 0.3493397, 0.12651123, 0.04868717, 0.15870047, -0.17626017, 0.053944312) * g_14; + result += mat4(0.017788881, -0.08985951, 0.0063696383, 0.19405968, 0.06445815, -0.024619186, -0.18900226, -0.030232785, -0.08246631, 0.041897133, 0.089627616, -0.23452254, 0.08906869, 0.09038576, -0.12202178, 0.032400858) * g_15; + result += mat4(0.23806943, -0.20720927, -0.19059941, -0.08068674, -0.035527237, -0.15776922, -0.024618277, -0.2444429, 0.05044065, 0.024451984, -0.14015712, 0.16094929, 0.03076579, -0.020462647, -0.20250656, 0.1029075) * g_16; + result += mat4(0.047954805, 0.04713052, -0.014320014, 0.11667167, 0.45120004, -0.12177823, -0.11391618, 0.18149075, 0.08473487, 0.14073594, -0.07025125, 0.19289283, 0.083399035, 0.15313184, -0.2289391, -0.27340987) * g_17; + result += mat4(-0.031021187, -0.056889966, -0.089950375, 0.08566341, -0.093087964, -0.114104606, 0.20981134, 0.20004368, 0.36221287, 0.09415981, 0.1761312, -0.07357187, 0.15133485, 0.18167816, 0.13953826, -0.108503394) * g_18; + result += mat4(-0.04393188, 0.25963497, -0.0330857, 0.050094042, 0.0015226522, 0.09266069, -0.15832978, -0.22114822, 0.063840784, -0.33367425, -0.103081174, 0.01706331, 0.007467705, -0.3628944, -0.10182942, 0.1942455) * g_19; + result += mat4(0.23547105, 0.03324374, 0.13732544, -0.18675572, 0.2536437, -0.024418214, 0.1405745, -0.08798336, -0.09310729, -0.088432625, -0.16199891, -0.07790996, -0.16207652, -0.057468604, -0.6186605, 0.84914094) * g_20; + result += mat4(-0.10194844, 0.25304326, -0.13665953, -0.042847656, -0.030379621, 0.104918376, 0.07079868, 0.044213004, 0.032054633, 0.11013307, -0.10676529, -0.06577438, -0.0136965765, 0.076344326, 0.2286907, 0.17813052) * g_21; + result += vec4(-0.077900425, -0.00413413, 0.020021616, 0.012168936); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf1 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.19856872, 0.11904717, -0.064469926, -0.060562156, 0.088999204, 0.34987435, 0.19510469, 0.31565446, -0.22311617, 0.05800273, -0.070240505, 0.07316653, -0.104855716, 0.06083218, -0.19869952, 0.16014937) * g_0; + result += mat4(0.25990537, -0.0699571, -0.20297414, -0.14829135, 0.12648308, -0.10045799, 0.16074577, 0.018881219, -0.13109452, -0.07432639, -0.07032176, -0.016821157, -0.27503675, 0.019903673, -0.14726853, -0.031217257) * g_1; + result += mat4(-0.06882065, -0.00869124, -0.08228761, -0.09555077, 0.10960049, 0.1492122, -0.030764349, -0.013157832, -0.0692061, 0.045005288, 0.22895455, 0.031483006, -0.012937336, 0.23743461, -0.03126466, -0.035970267) * g_2; + result += mat4(0.22776505, -0.15405187, -0.27868515, 0.06471627, 0.31427258, 0.1402745, 0.06863169, -0.051754337, 0.10026417, -0.2574256, -0.08802628, 0.068399504, 0.071888685, 0.022936821, -0.12540928, -0.015080033) * g_3; + result += mat4(-0.039721105, -0.14838658, 0.24391836, -0.069194034, -0.16316739, 0.13536945, -0.13266453, -0.004489543, 0.18704645, -0.04657965, 0.025766708, -0.1476673, 0.27578717, -0.009918311, -0.27262732, 0.16296776) * g_4; + result += mat4(-0.05249631, -0.2803283, 0.13727781, -0.09695497, -0.24535981, 0.10808846, 0.0022599236, 0.12974386, -0.07886284, 0.015886888, 0.037709296, -0.034715742, 0.048587516, -0.026816653, -0.04620663, 0.009604917) * g_5; + result += mat4(0.20355739, 0.26263452, -0.016582636, -0.088004105, 0.0283301, -0.1646068, -0.14768231, 0.06584749, 0.09362991, 0.073038615, 0.03585095, 0.14700644, 0.30650404, 0.115159705, 0.094853185, 0.1412418) * g_6; + result += mat4(0.19348627, 0.02455195, 0.04202425, -0.10602589, -0.087195724, 0.16053778, -0.15648113, -0.21084791, 0.119239464, 0.29533407, -0.23261383, -0.27815127, -0.030562209, -0.016111122, 0.029648153, 0.15206608) * g_7; + result += mat4(0.03864564, -0.013641563, 0.008269305, 0.08444338, -0.37716612, -0.119036004, -0.37552136, 0.22999282, -0.03647035, 0.11136046, -0.11673442, -0.22254193, -0.31966165, 0.30993468, 0.26735285, -0.11855201) * g_8; + result += mat4(-0.14826044, 0.08726846, -0.02775652, 0.095674574, 0.0414766, -0.11637243, 0.22545882, 0.024133151, -0.22550999, 0.17247951, 0.008702564, 0.015936209, 0.08907862, -0.1164228, -0.18179186, -0.088854164) * g_9; + result += mat4(0.043506436, -0.22450508, 0.3010276, 0.109547526, 0.18712491, 0.086767204, -0.058926016, -0.0066756974, -0.035483465, 0.00068262784, 0.053788308, 0.11970851, -0.02235205, -0.254944, -0.12766762, -0.03977307) * g_10; + result += mat4(0.18281984, 0.05554126, -0.009539485, 0.043676183, -0.007973203, -0.033897012, -0.10886124, -0.045664012, 0.18444513, 0.10041875, -0.13144056, -0.30685145, -0.23832887, 0.15063612, 0.03259291, 0.13059925) * g_11; + result += mat4(-0.18238647, -0.24912533, 0.0064255036, 0.20445079, 0.071332455, -0.24193963, 0.058854166, 0.15322176, 0.08335828, 0.08328783, -0.120153025, -0.05942993, -0.10702824, 0.17542586, 0.27479908, 0.2176634) * g_12; + result += mat4(0.08722579, 0.22445773, -0.22038916, -0.1705768, -0.33885807, 0.2610493, -0.14401726, 0.036701087, 0.05118682, 0.016674992, 0.017907443, 0.33134872, 0.24759968, -0.2189978, 0.17513935, -0.31552628) * g_13; + result += mat4(0.09722241, 0.09016698, 0.0020826897, 0.014243476, -0.09178259, 0.26038414, -0.119483896, 0.06568409, 0.112089686, -0.1854509, -0.0032295822, 0.082286656, -0.20125629, 0.36961597, -0.15095985, 0.090025686) * g_14; + result += mat4(-0.03207223, -0.016992198, -0.019505465, -0.3158222, -0.15192394, 0.18241268, -0.3502777, 0.05187207, 0.16714574, -0.067549706, -0.08512221, 0.03171733, -0.21070172, -0.14597628, 0.16120993, -0.002882248) * g_15; + result += mat4(0.06358728, 0.06935574, -0.065100305, 0.02331908, 0.20260555, 0.14417367, 0.11311691, 0.041373946, -0.17366521, -0.24190584, 0.14318806, -0.12791471, -0.005797247, -0.01352598, 0.09355765, 0.08071775) * g_16; + result += mat4(-0.21877107, -0.06376343, 0.015047983, -0.05071754, 0.24015504, -0.096376784, -0.050906435, -0.108564705, 0.0022815794, 0.10404753, -0.017777193, -0.18843737, 0.33381376, -0.009765667, 0.10630329, 0.04319869) * g_17; + result += mat4(0.03913534, -0.18320137, -0.1895394, -0.35816035, 0.06605666, 0.14718485, 0.0705968, 0.03142451, -0.018191794, -0.03973546, 0.09669648, -0.06763489, 0.077504024, 0.22267477, -0.3280302, 0.051078096) * g_18; + result += mat4(0.17017639, 0.048948385, 0.17666607, 0.28847146, -0.27951127, -0.2408892, -0.3000307, 0.1043314, 0.0788232, -0.13186172, -0.20950924, -0.11522397, -0.24694261, 0.1315647, -0.11994133, 0.09964028) * g_19; + result += mat4(-0.03482202, -0.21670073, -0.24369243, 0.048367083, -0.3383805, -0.28556088, -0.05187166, -0.04785393, -0.056278072, -0.0046066013, -0.10573621, -0.12896368, 0.02629063, -0.07221729, 0.349292, -0.06192709) * g_20; + result += mat4(-0.14670531, 0.02437431, 0.18400094, -0.18659692, 0.2216187, 0.034236856, -0.12323594, 0.1603975, 0.22086559, -0.0026523015, -0.13258888, 0.12981693, -0.033014633, 0.105112545, 0.03881624, -0.08425293) * g_21; + result += vec4(0.0119343875, -0.042267065, 0.010792121, 0.007296717); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf2 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.12408465, -0.16741575, 0.06765819, -0.15944858, -0.19950457, -0.1716973, 0.048808597, 0.043000113, 0.007647513, 0.13003102, 0.06868207, -0.0016408832, -0.24698295, 0.033724148, 0.26656294, -0.04168408) * g_0; + result += mat4(0.025299544, -0.2481157, -0.07735063, 0.07958534, 0.04743938, 0.123626634, 0.14503284, -0.200222, 0.20223439, 0.08858626, -0.37553144, 0.02513245, 0.09171499, 0.08145674, -0.028931713, 0.04081231) * g_1; + result += mat4(-0.04600147, 0.14647272, 0.18308495, 0.06990148, -0.06455617, 0.09861496, -0.13262698, 0.16287735, 0.06737012, 0.03652816, -0.22811131, -0.064241834, -0.035340827, 0.29290062, -0.022302201, -0.19858247) * g_2; + result += mat4(-0.11037198, 0.12009516, -0.14232409, 0.2716094, -0.04082168, -0.10308978, -0.18808627, -0.017621756, -0.031254657, -0.26940623, 0.24271232, -0.1467802, 0.10700058, -0.18850107, -0.08067445, -0.017454604) * g_3; + result += mat4(-0.090594314, -0.019169644, -0.029233063, 0.34922495, -0.22969832, 0.04161748, 0.0016718027, -0.13671273, 0.20134616, -0.01069757, -0.41116753, 0.011301641, -0.093161866, -0.0598387, -0.20625715, -0.04319863) * g_4; + result += mat4(0.1400459, -0.08488729, -0.14534405, 0.13608801, 0.054499432, 0.013480982, -0.115060575, -0.051957313, -0.11556034, -0.06907556, 0.2383428, -0.0032338845, -0.015882459, 0.24332793, -0.29487756, -0.31111467) * g_5; + result += mat4(0.0035557884, -0.10662409, -0.167661, -0.038467426, 0.0067648925, -0.14742504, -0.15988947, -0.18424144, -0.015692392, 0.024426097, 0.18659574, -0.06826323, -0.098989435, -0.120715715, -0.012542293, -0.012921739) * g_6; + result += mat4(-0.22045317, -0.039446186, 0.02062722, 0.04877487, 0.057328302, 0.107455134, -0.24580365, 0.084131025, 0.028729152, 0.4286281, -0.05177413, 0.23257121, 0.08110685, -0.22814348, -0.041566104, 0.2465172) * g_7; + result += mat4(0.37156427, 0.26804617, 0.20049824, -0.021026293, 0.13211878, 0.040705554, 0.002239553, 0.20452338, -0.030344317, 0.099040724, 0.3838666, 0.055573136, 0.27482164, 0.23077035, -0.017845538, -0.26252562) * g_8; + result += mat4(-0.25934902, 0.04962634, -0.11156898, -0.07086993, 0.12231552, -0.040678304, 0.16707222, -0.068827145, -0.20247164, 0.16845146, 0.21900423, -0.40101337, -0.20267262, 0.012057886, -0.16219872, 0.042600926) * g_9; + result += mat4(0.076830566, 0.07031241, 0.23169716, -0.028218819, 0.12506121, -0.19878168, 0.14684094, 0.0931965, 0.20331647, -0.12333559, 0.22961548, -0.15381584, 0.08874619, 0.14223523, 0.16359226, -0.28227505) * g_10; + result += mat4(-0.052383065, -0.078102276, 0.065739855, 0.0415868, -0.07094788, 0.16164882, 0.043656457, -0.0960344, -0.22771464, 0.13144033, -0.1159355, 0.046441697, -0.24606496, -0.25741673, 0.004535607, -0.0065205614) * g_11; + result += mat4(0.23244801, -0.31457657, -0.10946917, -0.3663475, 0.17705315, 0.05067217, -0.1933483, 0.027725892, 0.03238109, 0.16744693, -0.057594296, -0.07276957, 0.03234641, -0.1372411, -0.08171865, -0.12950452) * g_12; + result += mat4(-0.15673116, 0.19919762, -0.10481654, 0.10979371, 0.04279017, 0.022970842, 0.041732438, 0.043996546, 0.010470399, 0.040505856, -0.03274834, 0.0009573305, 0.08111623, 0.047052007, -0.15586549, 0.04683318) * g_13; + result += mat4(-0.24751675, -0.08296508, 0.11407727, -0.2166629, 0.26892385, 0.24061169, 0.13039055, -0.025301076, 0.112557106, 0.33924893, -0.26320595, -0.3333313, -0.18867135, -0.15030354, -0.41406167, 0.049163118) * g_14; + result += mat4(0.1665652, -0.21874574, 0.028786177, 0.2146646, -0.015547626, -0.012667473, 0.10428667, 0.14486806, -0.03420849, -0.012048649, 0.2303649, 0.17137095, -0.16784278, 0.08330269, 0.15572217, -0.08734928) * g_15; + result += mat4(-0.191288, -0.2011081, -0.16282842, -0.16686897, 0.11942609, -0.14166519, 0.01405599, 0.18117349, -0.096682444, 0.010184171, -0.023849446, 0.17224887, 0.30125615, -0.06356407, 0.103124686, 0.014888768) * g_16; + result += mat4(0.25378457, 0.075565144, -0.19106098, -0.14747557, -0.15002617, 0.028056031, -0.0025413758, 0.07962606, -0.015789257, -0.17432348, 0.12131772, -0.055529855, -0.041077815, -0.19829613, 0.13878337, -0.24223712) * g_17; + result += mat4(-0.29446965, 0.15235735, 0.06717627, -0.015626365, 0.014169811, 0.07045108, 0.10471683, -0.05982132, -0.13769852, 0.12853971, 0.1119684, -0.14485933, -0.075092256, 0.24838834, 0.0017574847, -0.0804142) * g_18; + result += mat4(0.24836873, 0.00066609884, -0.13763703, 0.14340822, -0.14462134, -0.038759258, -0.09077153, -0.0441944, 0.10637402, -0.18241063, 0.0067824926, 0.13309585, 0.07101235, -0.051455706, 0.06795849, 0.31597748) * g_19; + result += mat4(0.25393802, 0.19519086, -0.18530098, 0.049162578, -0.008795799, 0.36194384, -0.00040475396, -0.27478936, 0.22377892, -0.18955742, 0.30927923, -0.21051413, 0.36050028, 0.028015982, 0.050072942, 0.5546838) * g_20; + result += mat4(0.075164825, -0.044605773, -0.14191186, 0.21589251, -0.18884787, 0.011185897, 0.17542075, 0.1676064, -0.2930037, 0.21933044, -0.035698287, 0.070793465, -0.16923343, -0.09259949, -0.11534973, 0.060004164) * g_21; + result += vec4(-0.0090077715, -0.014536999, 0.043094933, -0.0062093455); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf3 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0752077, -0.0029171302, -0.27563673, -0.014811605, 0.02846672, 0.032712437, 0.23822306, -0.05769253, -0.15474099, 0.093151525, 0.06375694, -0.13745429, -0.04572417, 0.3199813, -0.022760388, 0.16357492) * g_0; + result += mat4(0.02650099, 0.0128598865, -0.13053481, 0.037058145, -0.055677533, -0.079210766, -0.03356954, 0.1069868, -0.07710097, 0.12506554, -0.13472609, -0.026160635, 0.1821316, 0.052085042, -0.19033344, -0.090145096) * g_1; + result += mat4(-0.03734377, 0.07147657, 0.10820697, -0.024222745, 0.1403612, -0.1505265, -0.17980108, 0.26694953, 0.0217602, 0.037542872, -0.08249127, 0.042201407, 0.2006786, -0.059707034, 0.03880093, -0.1826765) * g_2; + result += mat4(-0.11878983, -0.28029415, -0.04900442, -0.13629057, -0.05066402, -0.05337549, 0.07343749, -0.1209636, 0.16849558, -0.106414795, 0.05464871, 0.17617467, -0.2489627, 0.29946232, -0.123174965, 0.056576844) * g_3; + result += mat4(-0.17408213, 0.09776442, 0.057589754, 0.18333124, -0.09720728, 0.16222644, -0.005483807, 0.15910664, 0.30478597, 0.014245162, -0.31090343, 0.06744939, 0.019972727, -0.113528624, 0.10990966, -0.10937443) * g_4; + result += mat4(0.12755792, 0.16373649, 0.019118445, 0.21310984, -0.10995382, -0.08398977, 0.0009497389, -0.12245982, -0.25080305, 0.26576582, 0.073143534, 0.09062886, 0.3211899, -0.012361862, -0.094413824, 0.016505178) * g_5; + result += mat4(0.04496885, 0.057987563, -0.06828201, -0.25538024, -0.25729346, 0.1581948, -0.08318907, -0.26187086, -0.06994225, -0.0108814975, 0.27547085, 0.19735947, -0.25765172, 0.23375468, -0.02491318, 0.19695699) * g_6; + result += mat4(-0.18447195, 0.3949247, 0.23520981, 0.16501734, 0.014326944, -0.21483032, -0.09887618, -0.1530724, 0.087982565, -0.30155778, -0.09407708, -0.07609285, 0.12439066, -0.046371937, -0.10052105, 0.042462338) * g_7; + result += mat4(0.45384184, 0.23962094, -0.09288032, 0.43883595, 0.017768994, -0.28214878, -0.30303338, 0.06788283, 0.23333043, 0.012060692, 0.08277374, 0.18042035, 0.18759233, -0.009545223, -0.027723255, 0.016402755) * g_8; + result += mat4(-0.3158644, -0.1611719, -0.044279657, -0.03122654, 0.20287034, 0.19071461, -0.032826696, -0.25104183, 0.03608647, -0.027464861, 0.118140586, -0.016250696, -0.2791853, -0.15649952, -0.17356332, -0.0036406678) * g_9; + result += mat4(0.037999913, 0.0075079957, -0.03212704, 0.06418637, -0.069481015, 0.012727689, 0.1326516, 0.21288529, -0.24180269, -0.05297486, -0.06864697, -0.1550755, -0.11256537, 0.34002435, -0.08510081, 0.18888487) * g_10; + result += mat4(-0.16029695, -0.04566749, -0.14091927, 0.13358699, -0.10535976, 0.0039140307, -0.023005482, -0.011232076, 0.3731448, -0.08050772, 0.24036883, 0.003388208, 0.2694246, -0.10064168, -0.09378355, 0.08715414) * g_11; + result += mat4(-0.009987239, -0.16815887, 0.079718135, 0.3046235, 0.08460679, 0.010675847, 0.026123201, 0.042994894, 0.14086412, 0.16343307, 0.030049993, -0.13560392, -0.028959347, -0.051606726, 0.20051792, 0.2660683) * g_12; + result += mat4(-0.041822806, -0.059724808, 0.03475158, -0.21370164, 0.2706948, 0.029740596, -0.045692813, -0.18892711, -0.072185665, -0.033861183, -0.1753473, -0.15868294, -0.04698167, -0.15849903, -0.10530276, 0.09699679) * g_13; + result += mat4(-0.14366704, 0.0054797325, 0.019186102, 0.2016934, -0.12337197, 0.03666924, -0.08487317, -0.02910447, 0.19810423, 0.19303478, -0.12032341, 0.012882501, 0.07518216, -0.16929416, 0.11856349, 0.19008183) * g_14; + result += mat4(0.29109573, -0.2495297, -0.23351379, 0.06592844, 0.22335382, -0.12432068, 0.23873796, 0.03394475, -0.111712426, -0.031314444, 0.042552706, 0.26120943, -0.100280665, 0.33024225, 0.00090209645, 0.08790097) * g_15; + result += mat4(0.19417305, 0.019389676, -0.0022192579, -0.10152884, -0.07527296, 0.09672377, 0.1896058, -0.08312996, -0.098250404, -0.005925583, -0.080828406, -0.04157932, -0.2395506, -0.2046314, -0.18201615, -0.23270196) * g_16; + result += mat4(-0.14487964, -0.06290274, 0.041151002, 0.069312826, -0.036889106, -0.026325129, -0.06404841, -0.070130795, 0.19873784, 0.008724542, 0.33345434, -0.12738648, 0.010419843, 0.0016074138, 0.028482364, -0.05086976) * g_17; + result += mat4(-0.2099938, 0.22374807, 0.0014840614, -0.09744533, -0.36373836, 0.070096895, 0.18809755, 0.055123232, -0.12190152, -0.089326, 0.037977137, -0.2779433, -0.0022680282, 0.1324952, 0.19014698, 0.11292094) * g_18; + result += mat4(0.0045333416, -0.27289414, -0.10013291, 0.03997672, 0.18506177, 0.15360181, 0.0620571, 0.18008661, 0.03184327, -0.047722574, 0.21967985, 0.12443793, 0.11032391, 0.016790923, -0.32427138, 0.11624099) * g_19; + result += mat4(0.098094285, -0.017424708, -0.13152607, -0.14184679, -0.2696629, 0.026611622, 0.4969703, -0.23566079, 0.18346384, 0.17655236, 0.046510983, 0.20738232, -0.08645157, 0.25616655, 0.1875624, 0.22396664) * g_20; + result += mat4(-0.049922127, -0.026013017, 0.17512889, 0.18352829, 0.22210887, 0.008942828, 0.004796096, -0.08654042, 0.0025269054, -0.1767342, -0.05939487, -0.27815545, -0.058232002, -0.033121955, 0.14671248, 0.24188647) * g_21; + result += vec4(0.0011495166, -0.055540904, 0.0047202418, 0.03799147); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!SAVE conv2d_20_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.044937417, 0.048447855, 0.083308615, 0.092284754, -0.0181884, -0.074617974, -0.09839621, -0.016019326, 0.18228799, -0.0033461945, 0.0031036607, 0.067903504, 0.02840241, 0.004259963, -0.07799968, -0.15254761) * go_0(-1.0, -1.0); + result += mat4(-0.074605174, -0.021673577, -0.024128562, 0.2274735, -0.04754136, -0.0072301123, 0.044593625, 0.06290077, -0.07341891, -0.11062263, 0.015977673, 0.13271153, 0.0125340205, -0.30848256, -0.0294588, -0.058981024) * go_0(-1.0, 0.0); + result += mat4(-0.06880596, 0.07861734, 0.06230101, -0.21278046, -0.015175281, 0.051755223, -0.05062869, 0.07665549, -9.789482e-05, 0.017449457, -0.03148236, 0.032569613, -0.16927092, 0.04140039, 0.13179661, -0.11682168) * go_0(-1.0, 1.0); + result += mat4(-0.11754224, 0.095256306, -0.0267522, 0.117244296, -0.06679038, -0.14423116, 0.008753021, -0.13522816, 0.32430363, -0.07516473, 0.0884106, 0.109716386, 0.01316052, 0.1265721, -0.08230337, -0.16951492) * go_0(0.0, -1.0); + result += mat4(0.052862044, -0.1066403, -0.15742472, -0.021761592, 0.04103098, 0.0069331047, -0.10831112, 0.16824234, -0.039246615, -0.104807, -0.1276423, 0.18865128, -0.006320688, -0.048721224, 0.039028827, 0.034621365) * go_0(0.0, 0.0); + result += mat4(-0.13396205, -0.037514646, 0.03854674, -0.11708971, -0.04473296, -0.0427142, -0.03922634, -0.012055486, -0.0713734, -0.052256644, 0.09374825, 0.10671724, -0.11720148, 0.015559748, -0.068319045, 0.03940586) * go_0(0.0, 1.0); + result += mat4(0.07766306, 0.10215098, 0.06919037, -0.17507964, -0.0224577, -0.09488675, 0.037218474, 0.12245416, 0.002906219, -0.14230973, -0.15529205, -0.012410999, 0.050543465, 0.25078198, -0.076290086, -0.09539849) * go_0(1.0, -1.0); + result += mat4(-0.24771377, 0.29934087, 0.36741728, -0.081612505, -0.09421008, -0.03338117, 0.00770625, -0.0807573, 0.05629427, -0.13825126, -0.093152806, -0.14876693, 0.124724984, 0.11831619, 0.0093180025, 0.008178739) * go_0(1.0, 0.0); + result += mat4(-0.19953942, 0.13807932, 0.063479654, 0.055287417, 0.062464323, 0.08311073, -0.1212773, -0.058174774, -0.054694623, 0.00278662, 0.04164216, 0.024520626, -0.0028598052, 0.13241982, -0.08831944, -0.103147596) * go_0(1.0, 1.0); + result += mat4(-0.0967617, 0.016865727, 0.033930458, -0.067517124, -0.08143233, 0.11248768, 0.16044517, -0.0918291, 0.11352542, 0.13249189, 0.079262465, -0.14966244, 0.16825606, 0.13976356, -0.018672522, 0.06830547) * go_1(-1.0, -1.0); + result += mat4(0.020573644, -0.07627649, 0.13454644, -0.10299404, 0.03338702, 0.19456132, 0.21792425, -0.043921873, -0.11219595, 0.10156094, 0.34819186, -0.17428596, 0.010211143, 0.012615089, 0.14706622, 0.13036577) * go_1(-1.0, 0.0); + result += mat4(-0.09807624, 0.053031713, 0.010114223, 0.11387094, -0.12416189, -0.05332428, 0.11184832, -0.063775964, -0.060522594, -0.10235956, 0.19231878, 0.037564367, -0.045896467, -0.25912943, -0.0051183715, 0.029018847) * go_1(-1.0, 1.0); + result += mat4(-0.04231676, -0.028609525, 0.057871167, -0.1361291, 0.073622614, 0.15908286, -0.02605266, -0.14374852, -0.17682624, 0.06470609, -0.062141493, 0.13539086, 0.039907347, 0.17547756, -0.10069048, 0.14575362) * go_1(0.0, -1.0); + result += mat4(0.14781195, -0.1207278, 0.10171179, -0.012158863, -0.0648726, -0.05067717, -0.108461335, 0.09611601, -0.22471888, -0.041238673, 0.42109078, -0.023078883, 0.005550056, 0.14077905, -0.07702439, -0.17981862) * go_1(0.0, 0.0); + result += mat4(-0.08222549, -0.25220507, 0.07068236, -0.09501228, -0.058567703, 0.18078758, 0.08493963, -0.04706646, -0.07752385, 0.22867827, 0.43284795, -0.119005986, 0.11396432, 0.03755704, -0.13391183, -0.045842096) * go_1(0.0, 1.0); + result += mat4(-0.029319478, -0.031345777, -0.04146813, -0.18742836, 0.05656507, -0.04932647, -0.04031392, 0.04714981, 0.09905856, -0.1557463, 0.22732857, 0.124624394, -0.027559387, -0.0631443, -0.11783128, -0.068318576) * go_1(1.0, -1.0); + result += mat4(0.036678102, -0.04496146, 0.053592633, -0.017061822, -0.16011058, -0.018597312, -0.04795915, -0.19371147, 0.013877209, -0.16219841, 0.3344047, 0.22396322, 0.1655194, 0.018836739, 0.0066360724, -0.041264933) * go_1(1.0, 0.0); + result += mat4(0.17590195, -0.21852443, -0.063316286, -0.14840998, 0.08429532, 0.099983774, -0.09637425, -0.12383555, -0.46428207, 0.28052437, 0.23529863, 0.31109875, -0.021004857, 0.03629119, 0.02174644, -0.06345743) * go_1(1.0, 1.0); + result += mat4(0.0033629127, 0.25259435, -0.06322473, -0.06795082, -0.060908336, -0.021225693, -0.0011893079, -0.00523214, 0.07534854, -0.12201404, 0.00017070201, 0.17880718, 0.14248244, 0.09638889, 0.013353205, -0.06181964) * go_2(-1.0, -1.0); + result += mat4(0.01065417, 0.12393771, -0.034842763, -0.07509877, -0.15372895, 0.016765343, 0.09254217, 0.12257388, 0.022180652, -0.030108888, 0.07577313, 0.35234603, 0.10218102, 0.03712338, -0.02331717, 0.026395774) * go_2(-1.0, 0.0); + result += mat4(0.034914777, -0.024654558, -0.07092997, -0.10597986, 0.021626685, 0.0778654, 0.03075065, 0.12987527, -0.10354716, 0.24356553, 0.0047885147, 0.15563188, -0.08935487, -0.0036677858, -0.081980035, 0.065517485) * go_2(-1.0, 1.0); + result += mat4(-0.0030894869, -0.07042775, 0.07033567, 0.0007813812, -0.0045792167, 0.0067564882, 0.08738557, 0.013517325, 0.027216235, -0.30188036, 0.16504927, 0.108619414, 0.12235739, -0.019714208, -1.917685e-05, -0.009782368) * go_2(0.0, -1.0); + result += mat4(0.18741177, -0.009456037, 0.11263775, 0.068504825, 0.17653711, -0.13130501, 0.07111923, 0.14623673, -0.0784866, 0.018973308, -0.18667376, -0.0030729955, -0.21694791, -0.09208482, -0.09062837, -0.03970734) * go_2(0.0, 0.0); + result += mat4(0.027665026, 0.12481046, -0.0032814168, -0.084358685, -0.037114885, -0.04781222, -0.035071872, -0.007481581, 0.08721501, 0.030526934, -0.1601082, 0.12486214, -0.106055416, 0.0029791344, 0.17318581, 0.12410092) * go_2(0.0, 1.0); + result += mat4(0.118337214, 0.03615044, 0.04502058, 0.08257654, 0.025757724, 0.03670688, 0.034917187, -0.10173083, -0.006062918, -0.2945267, 0.06369701, 0.0137756625, -0.016772032, 0.15557672, 0.0049166935, 0.0656083) * go_2(1.0, -1.0); + result += mat4(0.022286592, 0.14136387, -0.02238988, -0.061914526, -0.13922122, -0.10147098, -0.16373332, -0.040234692, 0.07255956, -0.23892853, 0.027203718, -0.053363908, 0.07188231, 0.07167074, -0.089111716, -0.092501454) * go_2(1.0, 0.0); + result += mat4(0.11419243, 0.10572503, 0.012458144, 0.14847183, -0.07630887, -0.1240132, -0.11097759, 0.006272337, -0.20672877, -0.002584412, -0.2864884, 0.07989555, 0.17726102, 0.12609701, -0.1207267, -0.08164101) * go_2(1.0, 1.0); + result += mat4(0.0568376, 0.038211502, 0.12871593, 0.038896654, 0.14495145, -0.02272981, 0.16328958, -0.12590832, -0.11422924, 0.027326366, -0.10373723, 0.042205583, -0.11788447, 0.09674761, -0.009186724, 0.12916812) * go_3(-1.0, -1.0); + result += mat4(0.25162545, -3.3890476e-05, 0.08703825, -0.11607008, 0.043662522, 0.07685117, -0.078283735, 0.08058169, 0.14562704, 0.1263126, 0.025494901, 0.1434209, 0.0058127, 0.22206631, 0.056236282, 0.03112681) * go_3(-1.0, 0.0); + result += mat4(0.1508685, 0.14413457, -0.12965852, -0.0767775, 0.02239246, 0.0486881, 0.02708027, 0.13305739, -0.073364966, -0.23306695, -0.015565839, 0.20494083, 0.045842633, 0.05245319, -0.089223884, -0.19746971) * go_3(-1.0, 1.0); + result += mat4(0.03407531, -0.0199329, 0.027199576, 0.053895712, 0.10523401, -0.00079743547, -0.01529229, -0.15297304, -0.13332592, -0.060349334, 0.0061332216, 0.18814796, 0.012662228, 0.0073347082, -0.003916167, -0.049153768) * go_3(0.0, -1.0); + result += mat4(0.21898924, -0.14015318, -0.01880963, 0.024525873, -0.018284999, -0.03600013, 0.1471339, -0.11856043, -0.082241, -0.05110251, 0.0058987355, 0.16994491, -0.084030256, -0.014700169, -0.019073943, -0.0005540768) * go_3(0.0, 0.0); + result += mat4(0.07361808, 0.11753613, -0.17573234, 0.10069508, -0.07894968, 0.09821436, -0.04819396, 0.1710404, -0.06865986, -0.21991591, -0.08604316, 0.11743923, 0.16363063, -0.0044579147, 0.073955975, 0.13638073) * go_3(0.0, 1.0); + result += mat4(0.17112228, 0.114324905, -0.036968656, -0.0061882585, -0.006032986, 0.05828771, 0.085324764, -0.062027562, 0.037088934, 0.032255128, -0.03592664, -0.19114986, -0.0286621, -0.010474721, -0.08184074, -0.0767977) * go_3(1.0, -1.0); + result += mat4(0.22109716, 0.042693872, 0.012977061, 0.12626338, -0.07328396, -0.1132474, -0.05768092, 0.091643445, 0.070683114, -0.28736666, -0.102677405, 0.22341383, -0.036884498, 0.048239507, -0.15111351, 0.022938028) * go_3(1.0, 0.0); + result += mat4(0.17241299, -0.14343849, 0.1457155, 0.23233247, -0.009644811, -0.07371276, -0.10846692, 0.119923145, -0.11526157, 0.009521168, -0.08990165, 0.042389054, 0.12759185, -0.04057633, 0.13556476, -0.0750476) * go_3(1.0, 1.0); + result += mat4(-0.07057242, -0.046533734, -0.09127049, -0.12572412, 0.28842014, 0.085501306, -0.01678872, -0.02594478, -0.23138525, -0.008161634, 0.0021849584, 0.24040027, -0.07196583, -0.04965109, 0.061478186, 0.041812465) * go_4(-1.0, -1.0); + result += mat4(0.19036561, -0.11583304, -0.22355288, -0.14028679, -0.19531016, -0.02589591, -0.21036756, 0.0035499155, -0.004294659, 0.04542862, 0.1055855, 0.024736254, 0.13763857, 0.05766982, 0.056523565, 0.028325588) * go_4(-1.0, 0.0); + result += mat4(0.11237154, 0.043256927, 0.017431485, -0.0063742045, -0.028992388, 0.23557092, 0.048805054, -0.057487488, 0.054092478, 0.04279068, 0.09719473, 0.074141964, -0.05562619, 0.06459983, 0.028208548, -0.08197527) * go_4(-1.0, 1.0); + result += mat4(0.09675773, 0.06187072, -0.120159745, 0.0363127, 0.068880804, 0.11438982, -0.21400967, -0.034944117, -0.2789711, -0.025760768, 0.12704164, 0.14817503, -0.113694414, -0.023896972, 0.056133054, 0.12856814) * go_4(0.0, -1.0); + result += mat4(-0.039551336, 0.02414355, 0.046248544, 0.08297268, 0.2777636, 0.0395731, -0.29962054, -0.062017623, -0.056899525, 0.11770196, 0.073587514, 0.03227282, 0.06346027, 0.14693345, 0.040321756, 0.17926331) * go_4(0.0, 0.0); + result += mat4(-0.03262714, 0.04432936, -0.010022308, 0.06866386, -0.023532862, 0.1279886, -0.13090476, 0.088888384, -0.10617142, 0.018608363, 0.024575554, 0.07597439, -0.13128175, 0.0627398, -0.03188158, -0.12345985) * go_4(0.0, 1.0); + result += mat4(0.22050938, 0.09904495, -0.064640984, 0.176781, 0.13351202, -0.17335273, 0.022876775, 0.1470234, -0.0487661, -0.01561562, -0.052204117, -0.032184783, 0.15990984, -0.026727494, 0.21689259, -0.08648963) * go_4(1.0, -1.0); + result += mat4(0.1310737, -0.09932602, -0.06940647, 0.099468544, -0.16164872, 0.15766169, -0.1477972, 0.09341531, -0.026328826, 0.04440307, 0.02531873, -0.07123685, -0.17359257, 0.012940533, 0.15596846, 0.10485768) * go_4(1.0, 0.0); + result += mat4(-0.022599395, -0.020247133, 0.009991452, -0.05430967, 0.1280059, -0.12089965, -0.2174703, -0.07056124, -0.14782687, -0.0008365381, 0.123130105, 0.025005372, 0.0036068684, -0.10402044, -0.0009908049, -0.054808475) * go_4(1.0, 1.0); + result += mat4(0.030255707, 0.09742665, -0.14504671, 0.04289667, -0.09251999, -0.01946357, -0.012327684, 0.036804516, 0.03163578, -0.10249547, -0.014813775, -0.00026111543, -0.17179371, 0.13949569, -0.002388145, 0.16666071) * go_5(-1.0, -1.0); + result += mat4(0.24199614, 0.047389742, 0.07160782, -0.069903806, 0.091209106, 0.0046723653, -0.20447905, -0.27765435, -0.030525608, 0.014136673, -0.17410484, 0.0042117727, -0.09667215, 0.07767184, -0.16025436, -0.01711868) * go_5(-1.0, 0.0); + result += mat4(0.032093786, 0.008447192, -0.2242103, 0.15991135, 0.03642655, -0.19743109, 0.096700616, 0.09572071, 0.07189276, 0.04323664, -0.13420205, -0.036304954, 0.18866757, 0.05249209, 0.02258907, 0.043603756) * go_5(-1.0, 1.0); + result += mat4(0.21241972, -0.020528294, 0.013225208, 0.0032435162, -0.13307743, 0.073513694, -0.05515645, 0.06746327, 0.012730669, -0.069440864, 0.061683428, -0.020925932, -0.1625713, -0.27553958, 0.048129015, 0.024371317) * go_5(0.0, -1.0); + result += mat4(0.042910665, -0.006088536, -0.0977882, 0.25844765, 0.056927476, -0.102052286, 0.0383438, -0.14567667, -0.10850187, 0.09887437, -0.074544564, -0.036828544, 0.09705893, 0.005408503, 0.08691096, -0.009896828) * go_5(0.0, 0.0); + result += mat4(0.08804541, 0.2759786, -0.3219349, 0.006462185, -0.02274468, -0.25201473, 0.06960456, 0.09282902, -0.058285296, 0.043784343, -0.06650367, 0.08615283, -0.09442146, 0.21977374, 0.07510316, 0.046129383) * go_5(0.0, 1.0); + result += mat4(-0.09854926, -0.0040589753, -0.0046874275, -0.05606601, -0.09644158, -0.025443854, 0.06679157, 0.105184354, 0.12847804, 0.034818232, -0.11927682, 0.062153667, -0.084697284, -0.16093484, 0.055803664, -0.038259108) * go_5(1.0, -1.0); + result += mat4(0.012121266, -0.044610072, -0.15920639, -0.21455094, -0.17556362, 0.11795087, 0.2782554, -0.0560055, -0.016328325, 0.017426671, -0.016999241, -0.0111242365, -0.11401752, -0.03055185, -0.1208023, -0.03324553) * go_5(1.0, 0.0); + result += mat4(-0.019453831, 0.3024969, -0.12421807, -0.07486924, -0.023773434, -0.018630482, 0.08937093, -0.16911122, 0.03174539, -0.034223765, -0.059252728, 0.048566185, -0.0227469, 0.250467, 0.0063438215, 0.12399077) * go_5(1.0, 1.0); + result += mat4(-0.14244945, -0.18781039, -0.09052935, 0.040344022, -0.09200208, -0.0020364511, -0.082314745, 0.1985458, 0.057018146, -0.19020353, 0.10604089, 0.041587926, 0.019805325, 0.11863782, 0.10040279, -0.07886153) * go_6(-1.0, -1.0); + result += mat4(-0.08785371, 0.0012416831, -0.14245462, 0.014491134, -0.092272095, -0.016375266, 0.07059052, 0.19758694, -0.051378895, -0.03128126, -0.01885893, 0.0007555793, 0.07984798, 0.002815637, -0.06356219, -0.08836911) * go_6(-1.0, 0.0); + result += mat4(0.10801107, 0.105199136, -0.015165762, -0.07823724, 0.01590213, 0.1501628, 0.035745613, -0.11738953, -0.03570796, -0.08615849, -0.058338642, 0.036825087, -0.08304603, 0.113460265, 0.061258268, 0.037475646) * go_6(-1.0, 1.0); + result += mat4(0.06608076, -0.10083555, 0.008354693, -0.13444132, 0.04017474, 0.0844823, 0.041038416, -0.027660541, -0.027312018, -0.13453196, 0.06543276, -0.07885408, 0.24397506, -0.029557763, 0.2645681, -0.05556161) * go_6(0.0, -1.0); + result += mat4(-0.012051555, -0.10064483, 0.10473231, -0.04926908, -0.0077788145, 0.113208905, -0.049261194, 0.18457137, 0.022148488, -0.08757704, 0.058209743, -0.029347239, 0.10784222, 0.06428691, 0.14934374, 0.12799424) * go_6(0.0, 0.0); + result += mat4(0.056571472, -0.053636614, -0.12792027, -0.041265823, -0.010318963, 0.057668775, 0.13060106, -0.0029116163, 0.080650404, -0.14664799, 0.029553872, 0.0031002741, -0.08129353, -0.039393093, 0.0011153305, 0.05358428) * go_6(0.0, 1.0); + result += mat4(-0.053597085, -0.074977115, 0.04966753, -0.082430005, -0.026584042, -0.036182676, 0.09082117, 0.1751359, 0.0567656, -0.25464153, 0.1587968, -0.07369893, 0.031964645, -0.015776938, -0.014184054, -0.037588824) * go_6(1.0, -1.0); + result += mat4(0.056245625, -0.19343334, -0.034719788, -0.036740743, 0.003161948, -0.05958242, 0.0011679974, 0.15001102, -0.050314993, -0.23588288, -0.18080509, -0.03913791, 0.02685433, -0.1591906, -0.0032332533, -0.067167796) * go_6(1.0, 0.0); + result += mat4(0.08710681, -0.009717672, -0.03706354, 0.058895897, -0.075231604, 0.13861851, 0.07861898, 0.07930051, -0.013427818, 0.02843637, -0.034422692, -0.048254225, -0.027066654, 0.017333468, -0.038676698, -0.010453218) * go_6(1.0, 1.0); + result += mat4(-0.0015142561, 0.15862244, -0.16688871, -0.0010665185, 0.02495258, 0.05192008, 0.018865002, -0.14237949, -0.00019605631, -0.023254955, -0.0027112218, 0.0700563, -0.21240579, -0.23829062, 0.09673947, -0.008365261) * go_7(-1.0, -1.0); + result += mat4(0.08631513, -0.10774427, -0.14574322, 0.01587099, -0.14665635, -0.06268823, -0.018062646, -0.09757734, -0.045135736, 0.022142613, -0.013806511, -0.12009454, -0.11501202, -0.18475524, 1.9658119e-05, -0.15122423) * go_7(-1.0, 0.0); + result += mat4(0.007342729, -0.13320936, -0.09675275, -0.059153594, -0.113123454, 0.015255657, 0.0479397, -0.025484433, -0.07649502, 0.020143446, -0.07246275, 0.23003843, -0.255473, 0.0018669645, 0.3184298, -0.08728176) * go_7(-1.0, 1.0); + result += mat4(0.0464958, -0.023199182, -0.049521483, 0.071012646, -0.17917378, -0.058197394, -0.17358148, -0.06618344, -0.014546293, 0.0595088, -0.03759275, -0.0059011593, -0.1661695, -0.03880235, 0.22888699, -0.084078975) * go_7(0.0, -1.0); + result += mat4(0.024697566, -0.23595122, 0.0761981, -0.13240968, -0.042000405, 0.029656362, 0.01941485, -0.10726825, 0.20714274, 0.01949488, -0.05405962, -0.004462848, 0.11120371, -0.09175814, 0.0110456, -0.0697384) * go_7(0.0, 0.0); + result += mat4(0.13779809, -0.09310028, -0.21324204, -0.16296703, -0.18191867, -0.00566912, -0.15037797, -0.13455078, 0.05498934, -0.087142125, -0.16798702, -0.112984024, -0.1773057, 0.00052684447, -0.027763423, -0.17234807) * go_7(0.0, 1.0); + result += mat4(0.12628955, -0.012055679, -0.117235065, 0.09219045, -0.071764685, -0.041950557, 0.08549711, -0.021074101, -0.10370811, 0.14320174, 0.037518226, -0.06568723, 0.12787178, 0.04144778, 0.067845285, -0.01826197) * go_7(1.0, -1.0); + result += mat4(0.10220034, -0.033858925, -0.092584774, 0.018473145, -0.10610732, -0.04457908, 0.05236731, 0.020222165, -0.047959488, 0.19325002, 0.041600883, 0.0060441773, -0.14774403, 0.04512932, 0.21706855, 0.045700278) * go_7(1.0, 0.0); + result += mat4(0.055435047, 0.111331224, -0.015313769, 0.013749339, 0.0928567, -0.08772887, -0.19616237, -0.26087436, -0.037580732, -0.09828942, 0.07386148, -0.14166622, -0.15666561, -0.33597684, -0.026530989, -0.054972704) * go_7(1.0, 1.0); + result += vec4(0.029201906, -0.0028833123, 0.015078028, -0.038192146); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!SAVE conv2d_19_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.021075599, -0.054250535, -0.15225379, -0.001421514, 0.05973969, -0.06851113, -0.021398136, 0.10361172, 0.014275951, -0.020496063, -0.07627704, 0.044158135, 0.1317084, -0.07949216, -0.024556203, 0.014688066) * go_0(-1.0, -1.0); + result += mat4(0.05021399, -0.043859698, 0.00085036585, -0.02000847, -0.10377328, -0.009204682, 0.15159367, -0.02152439, 0.0034898773, 0.10064295, 0.07660975, 0.08588586, 0.037336897, 0.1105897, -0.04757494, -0.05683813) * go_0(-1.0, 0.0); + result += mat4(0.038676567, -0.12891343, 0.13536555, -0.0697307, 0.07811669, -0.06324786, 0.06184392, 0.05041328, 0.0017139331, 0.083998576, 0.03101862, 0.058330044, 0.23353091, -0.10955777, 0.14883886, 0.16588917) * go_0(-1.0, 1.0); + result += mat4(-0.13064261, -0.10170279, 0.18957764, -0.011944436, -0.008516419, 0.06942766, 0.1333651, 0.030210488, 0.115560375, -0.19197729, 0.15315987, -0.0901618, -0.03568982, -0.025404692, -0.06520259, 0.055768777) * go_0(0.0, -1.0); + result += mat4(0.24911402, -0.055803575, 0.10609874, -0.05102895, -0.13672082, -0.049017977, -0.13644761, 0.022896811, -0.15682773, 0.05550682, 0.04735177, -0.14619595, -0.15788527, 0.124040954, -0.23663288, -0.18731435) * go_0(0.0, 0.0); + result += mat4(0.02943471, 0.06645124, -0.045207016, -0.08423218, 0.030922938, 0.0054495563, -0.1006787, 0.08239545, 0.029175663, -0.003539447, -0.036679298, 0.101064004, 0.11338603, 0.07038739, -0.16399391, -0.1493847) * go_0(0.0, 1.0); + result += mat4(0.04185234, -0.090882316, -0.05367747, 0.15270816, -0.056156795, 0.05310704, -0.047086164, -0.07563822, 0.03482228, -0.02955918, 0.07530092, -0.144532, 0.1075584, -0.054631174, 0.06471947, 0.120282896) * go_0(1.0, -1.0); + result += mat4(-0.007238141, 0.13488698, 0.015599895, 0.15120889, -0.040581208, -0.026664637, -0.011708266, 0.0610109, 0.035894353, -0.13144852, -0.02863478, -0.066748194, -0.04323779, -0.049163997, 0.041382704, 0.109267786) * go_0(1.0, 0.0); + result += mat4(-0.037647225, -0.13647673, 0.112618335, 0.11354436, 0.08061848, -0.010845823, -0.09419335, 0.033806674, 0.019806013, -0.089596435, 0.009464308, 0.0035862618, -0.0074079554, -0.009485658, 0.0763955, 0.08367428) * go_0(1.0, 1.0); + result += mat4(0.06907952, -0.052536193, 0.1763529, 0.15309668, -0.09956347, -0.07277225, -0.038373947, -0.037908833, 0.16181119, -0.025520757, -0.10903227, 0.10974898, 0.072151996, 0.012922294, -0.079603985, -0.15773883) * go_1(-1.0, -1.0); + result += mat4(-0.027342288, -0.07680874, 0.04974237, -0.08567885, -0.09929943, -0.035455007, 0.13131198, 0.16515696, -0.009102528, 0.05145574, 0.022984773, -0.029341707, 0.07288582, 0.00091653416, -0.13331193, -0.1204592) * go_1(-1.0, 0.0); + result += mat4(0.014472295, -0.10104673, 0.06167356, -0.0066606803, -0.07392597, 0.033783045, -0.122717455, 0.06814838, -0.11108132, -0.06297289, 0.121086955, 0.306241, 0.15277696, 0.0656951, -0.068692215, -0.004531433) * go_1(-1.0, 1.0); + result += mat4(-0.14150366, 0.11568731, 0.046074055, -0.026354427, -0.00021540816, -0.050237536, -0.002589603, -0.05037271, 0.15283322, 0.077606365, -0.026000943, 0.04725276, 0.060801037, -0.025782531, 0.14417455, 0.0014831548) * go_1(0.0, -1.0); + result += mat4(-0.16106884, 0.041359264, 0.04185298, 0.10449216, -0.07376945, -0.018479906, -0.07261673, -0.18092063, 0.15722854, -0.17281027, 0.34076685, 0.18638323, -0.021814108, -0.010158078, 0.009539704, 0.024126658) * go_1(0.0, 0.0); + result += mat4(-0.020093616, -0.0102490885, -0.15690912, 0.055884898, -0.016846402, 0.13414374, -0.1472554, 0.11840663, -0.08311564, -0.022485578, 0.32412425, 0.08863683, -0.029603742, -0.050152212, 0.057478085, 0.09996878) * go_1(0.0, 1.0); + result += mat4(-0.17542239, 0.09485826, 0.09920081, 0.015351153, 0.08114881, -0.12983656, 0.034618706, 0.030003658, -0.15099475, 0.2052961, 0.20252162, 0.1205947, 0.078157455, -0.016900357, 0.022622213, -0.06748161) * go_1(1.0, -1.0); + result += mat4(-0.087971665, 0.062397882, -0.07142019, 0.11933068, -0.00847593, -0.21142542, 0.05075018, -0.18219566, -0.16770703, 0.26589707, 0.12976934, -0.05131386, -0.06600382, 0.0024302478, -0.06897084, -0.22476815) * go_1(1.0, 0.0); + result += mat4(-0.07442399, 0.0017183317, 0.010965699, 0.13705957, 0.0005494493, 0.06494519, -0.047589395, 0.022372872, -0.09498922, -0.044349454, -0.18942389, -0.09328113, 0.053193945, 0.069452636, 0.024270676, 0.085541405) * go_1(1.0, 1.0); + result += mat4(-0.039297063, -0.0026948878, -0.08571043, 0.0647004, 0.004500067, -0.109853946, 0.095561184, 0.07627317, 0.022782452, -0.009354357, 0.18699041, 0.03624169, 0.06590244, 0.08779489, 0.09670581, 0.013879678) * go_2(-1.0, -1.0); + result += mat4(-0.043542888, 0.10199333, 0.033191778, -0.10077772, 0.10395939, -0.06852092, -0.07237032, -0.18194893, 0.026225125, -0.056160323, 0.08446246, 0.013397116, 0.07657753, 0.18428123, 0.056003574, -0.050301608) * go_2(-1.0, 0.0); + result += mat4(0.046665788, 0.08755995, 0.04464974, -0.0766558, 0.06281385, 0.09026257, -0.005853063, -0.18015854, 0.08414949, -0.056032974, 0.11389157, -0.15169302, -0.003766101, 0.011633537, 0.15049145, -0.09533107) * go_2(-1.0, 1.0); + result += mat4(-0.0595272, 0.05165694, 0.17036733, -0.019590864, -0.017012816, 0.20802979, -0.036727592, 0.0039354274, 0.013841891, 0.09793644, 0.053500295, -0.08375709, 0.07436116, -0.123924114, 0.13592327, -0.17214386) * go_2(0.0, -1.0); + result += mat4(-0.055947073, 0.07011482, 0.013577148, -0.1658796, -0.04328695, -0.17159998, 0.028221646, -0.032955963, 0.17267641, -0.029342541, -0.010461821, 0.15006398, -0.09205043, 0.20772073, -0.16671306, -0.12559414) * go_2(0.0, 0.0); + result += mat4(0.09860994, 0.21397981, 0.11715738, -0.047943972, 0.1284329, 0.08067804, -0.26018474, -0.16460776, 0.078657456, -0.06347525, -0.084702656, -0.08876526, 0.057452347, 0.12350108, -0.25147486, 0.067464665) * go_2(0.0, 1.0); + result += mat4(-0.02414774, -0.006014789, -0.16124673, -0.054590844, -0.030734671, 0.05109599, 0.11864468, -0.08336728, -0.011760623, 0.13827185, 0.07961881, -0.072460175, 0.01413179, 0.06742306, -0.16664205, -0.0798058) * go_2(1.0, -1.0); + result += mat4(0.07386209, 0.14170863, -0.06210615, 0.015531488, 0.00057893473, -0.0005763593, -0.073126875, -0.011790491, 0.013979303, 0.06740013, -0.023359954, -0.029758057, 0.066769704, 0.014488505, 0.0041438905, 0.061225288) * go_2(1.0, 0.0); + result += mat4(0.0069554485, 0.09764331, -0.0054218043, -0.2010452, 0.008887486, -0.017118184, -0.1340303, -0.027957728, 0.11632277, -0.03217801, -0.23497035, -0.036167137, -0.025200771, 0.005581373, -0.06958951, -0.07536721) * go_2(1.0, 1.0); + result += mat4(0.09321626, 0.12615682, 0.055691253, -0.090341516, 0.07008738, 0.00052956014, 0.08390906, -0.0031441932, -0.08124622, 0.008632992, -0.014327739, 0.06672952, 0.0031601167, 0.066681944, 0.22517303, -0.099632345) * go_3(-1.0, -1.0); + result += mat4(-0.09289536, -0.043043956, -0.05214391, -0.11719125, 0.00853943, 0.11287393, 0.09500855, -0.12966141, 0.18431212, 0.0748805, -0.046230618, -0.027745726, -0.18148296, -0.106141314, -0.0027885837, -0.02043344) * go_3(-1.0, 0.0); + result += mat4(-0.03763392, 0.11262269, -0.09432367, 0.087762475, 0.057269823, 0.005517798, 0.22757046, -0.04987115, 0.19129716, -0.03763542, -0.01590417, -0.039666392, -0.24493358, 0.04882048, -0.09947371, 0.10563259) * go_3(-1.0, 1.0); + result += mat4(0.093612835, 0.10622373, -0.010965033, -0.18060082, 0.050502308, 0.035397053, -0.074155636, 0.05722512, -0.08370328, 0.17707741, 0.11072773, -0.15585034, -0.05549326, 0.1031897, -0.10707569, -0.09843548) * go_3(0.0, -1.0); + result += mat4(0.19249113, 0.004272997, -0.11301988, -0.059472203, 0.16710956, 0.1320019, -0.010074136, 0.049597714, 0.11807218, -0.21680427, 0.18643682, -0.25256965, 0.054952204, -0.10841805, 0.008303385, 0.16246659) * go_3(0.0, 0.0); + result += mat4(0.12461618, 0.018174525, 0.11908521, -0.10700156, 0.006157429, -0.091230884, 0.08522994, -0.016037822, 0.09602615, 0.10351626, -0.12967208, 0.026805326, -0.07154254, -0.029481664, 0.21389903, 0.08344766) * go_3(0.0, 1.0); + result += mat4(-0.09969622, 0.07962598, -0.028466886, 0.050267693, -0.08045734, 0.03412841, 0.09335067, -0.013479, 0.043035932, 0.09757995, -0.28259873, 0.0020081983, 0.07462653, -0.15747115, 0.124251395, 0.076333925) * go_3(1.0, -1.0); + result += mat4(-0.035977505, 0.06003558, -0.09650363, -0.09525774, -0.16066033, 0.09775839, 0.0667778, -0.034762666, -0.0057217414, 0.065839626, 0.21028286, -0.2774071, -0.017984433, 0.03783334, -0.09587559, -0.026591627) * go_3(1.0, 0.0); + result += mat4(-0.023890898, 0.11809203, -0.1188636, -0.0012940518, 0.118897684, -9.827985e-05, -0.05622794, -0.062140178, -0.12795903, 0.05519595, -0.058305323, 0.016674206, 0.013698942, -0.08497383, 0.027362531, 0.10627308) * go_3(1.0, 1.0); + result += mat4(-0.06454933, 0.02689722, 0.010371413, 0.0634908, -0.041561414, 0.09611493, -0.06061118, 0.02602967, -0.0373284, -0.015805054, 0.05950886, -0.13804919, -0.014812459, -0.08159597, -0.09908161, -0.020315096) * go_4(-1.0, -1.0); + result += mat4(-0.06265245, -0.04897011, 0.073684655, 0.1615347, 0.0996554, -0.029503722, -0.038289137, 0.06443223, -0.015126988, -0.20464674, 0.08261881, -0.11410073, 0.06794012, -0.1282338, -0.0808648, -0.024340188) * go_4(-1.0, 0.0); + result += mat4(-0.20563951, 0.00822819, -0.0028446496, -0.037908215, -0.15417986, -0.053624943, 0.15252545, -0.066859886, -0.033749085, -0.0022916791, 0.012464019, -0.18756475, 0.028652523, -0.029153747, -0.0774323, -0.078330934) * go_4(-1.0, 1.0); + result += mat4(-0.11408609, 0.10095266, -0.09413288, 0.048672248, 0.14938189, 0.02606957, 0.10862651, 0.01836941, -0.09218335, 0.2407901, -0.038805883, -0.15219745, 0.061210256, -0.021015555, -0.018389063, -0.005998484) * go_4(0.0, -1.0); + result += mat4(-0.10569989, -0.06539472, -0.17240082, 0.01820424, 0.008560733, 0.1539287, 0.06709748, -0.045853294, 0.108150296, 0.05734132, -0.046088815, 0.248995, 0.008274402, -0.30565688, 0.12489905, 0.059402116) * go_4(0.0, 0.0); + result += mat4(-0.087341666, 0.03546864, 0.19149105, -0.03806943, 0.07624287, 0.050273992, 0.10086885, 0.12906818, 0.01114818, -0.07052573, 0.04540055, 0.029273782, 0.10898686, -0.1770709, -0.017369272, -0.016848907) * go_4(0.0, 1.0); + result += mat4(-0.058181286, -0.009246252, 0.07048362, -0.0006535902, -0.35701382, 0.231112, -0.10935989, -0.08851913, 0.027286934, 0.12029156, 0.06239391, -0.040678307, -0.092798725, -0.26335207, -0.042724196, 0.051664326) * go_4(1.0, -1.0); + result += mat4(-0.10164229, -0.0014839054, -0.021398826, -0.10823746, -0.16494614, -0.0067644184, 0.118856244, 0.12065754, 0.003400296, -0.10101892, 0.03650762, -0.009031349, 0.13758844, -0.18478121, 0.07968888, -0.09104288) * go_4(1.0, 0.0); + result += mat4(-0.008495138, 0.066670984, 0.05767939, -0.07052782, -0.014718764, 0.08614164, 0.030008111, -0.06520335, 0.02900097, -0.030700756, 0.025042165, -0.06397807, 0.006406731, -0.116308615, -0.0360389, 0.0027516233) * go_4(1.0, 1.0); + result += mat4(-0.057278417, 0.1727815, -0.07807456, -0.04727814, -0.10097372, -0.03546198, -0.032869432, 0.08689116, -0.04738872, -0.047112323, 0.02086091, -0.04105858, -0.03165431, -0.10082921, 0.15055077, -0.003025087) * go_5(-1.0, -1.0); + result += mat4(0.047094163, 0.117854774, -0.13751692, 0.25386533, -0.09068952, 0.2095612, -0.00044834684, 0.1282835, 0.1279751, -0.025870766, -0.009751841, 0.076681845, -0.079167604, 0.05592644, -0.04595776, 0.17977998) * go_5(-1.0, 0.0); + result += mat4(-0.0027239807, 0.06603127, -0.23799416, 0.0123985335, 0.025360249, -0.08612398, -0.1051835, -0.044109415, -0.09622201, 0.026738588, 0.022221094, 0.062126018, -0.10752726, -0.004420602, -0.05017027, -0.08776257) * go_5(-1.0, 1.0); + result += mat4(0.03275633, 0.14127396, -0.09341105, 0.23926768, -0.08104667, 0.025844736, -0.10298216, 0.060764167, -0.10122608, 0.08945685, 0.07788971, -0.07410643, -0.08033897, -0.23677154, -0.04966397, -0.045639224) * go_5(0.0, -1.0); + result += mat4(0.07048915, -0.106820844, 0.047254067, 0.11627385, -0.11047958, -0.027926508, 0.04498255, 0.20816003, 0.11909031, -0.0009775321, -0.18387055, -0.0018686258, -0.016878089, 0.22323456, -0.14612047, 0.022845699) * go_5(0.0, 0.0); + result += mat4(0.035804678, 0.119743, 0.1571684, -0.023207432, 0.07617338, -0.08736871, 0.05989575, -0.058365826, 0.019954713, 0.10140689, -0.09124958, -0.13218899, -0.03780429, 0.09544198, -0.039520875, -0.14930539) * go_5(0.0, 1.0); + result += mat4(0.14514346, 0.0360269, -0.054082893, -0.15789753, -0.040042885, -0.028893448, -0.09869845, 0.09966758, 0.039295428, 0.03457506, 0.024780974, 0.095122814, 0.0031860285, -0.10821901, -0.11781598, 0.01704089) * go_5(1.0, -1.0); + result += mat4(0.21498747, 0.0133230025, 0.042253625, -0.21782391, -0.1492179, 0.30398136, 0.018255081, 0.11203656, -0.03885946, 0.106861874, 0.026350034, 0.11618644, 0.084832504, -0.16322637, 0.023462294, 0.10065608) * go_5(1.0, 0.0); + result += mat4(-0.15551749, 0.14941038, 0.056670457, -0.0431253, 0.08302943, 0.01580936, -0.051593207, 0.03560764, -0.030447204, 0.075539954, -0.011442096, 0.02693397, 0.0905564, -0.014087418, -0.007015716, -0.09875941) * go_5(1.0, 1.0); + result += mat4(0.07433055, -0.030779218, 0.03334971, -0.122070454, -0.05208821, -0.056771465, -0.011534166, -0.13619904, -0.015953373, -0.013060965, -0.08053602, -0.005346061, -0.02533623, -0.046483822, -0.15184224, 0.06881467) * go_6(-1.0, -1.0); + result += mat4(-0.06786954, -0.1101747, 0.07293632, -0.072237246, -0.03891572, -0.033120476, -0.21675974, -0.01265742, -0.07152627, 0.035822228, -0.11969304, -0.008666347, -0.045399748, -0.149612, -0.08198164, 0.01729796) * go_6(-1.0, 0.0); + result += mat4(0.021353757, -0.025995912, 0.066578284, 0.04336928, 0.039536253, -0.016585456, -0.13368231, 0.12299198, -0.0013373335, -0.034165546, -0.07936003, 0.004652013, -0.042511817, 0.0019751487, 0.0011525169, -0.10085849) * go_6(-1.0, 1.0); + result += mat4(0.085357845, 0.21802829, 0.13633603, -0.09305326, -0.14289644, -0.015774531, -0.12939785, 0.021014005, 0.07054864, -0.009131392, -0.010884865, 0.08177134, 0.06213185, -0.1490639, 0.021829644, 0.025526933) * go_6(0.0, -1.0); + result += mat4(-0.02074944, 0.11732001, 0.043791592, 0.06742606, -0.112140454, 0.1183469, 0.06687539, 0.12730923, 0.0061068935, -0.07169838, -0.12619536, 0.0005274442, 0.012716505, -0.11192881, 0.068851836, 0.008492987) * go_6(0.0, 0.0); + result += mat4(0.08216468, -0.028620748, -0.055371143, 0.020594567, -0.05292034, -0.10408585, -0.04820471, 0.051627148, 0.036886677, -0.107644394, -0.020397794, 0.047485292, 0.079070546, -0.10276452, 0.19232683, -0.15654457) * go_6(0.0, 1.0); + result += mat4(0.12678936, 0.16351469, -0.0037196553, -0.08318541, -0.034772478, -0.051339243, -0.045463465, 0.12652434, 0.22918625, -0.043803692, 0.14724569, 0.047499433, 0.016458863, 0.11427085, 0.077913724, -0.062115736) * go_6(1.0, -1.0); + result += mat4(0.07971772, -0.021838864, -0.033015456, -0.07201285, -0.09160904, 0.16611984, -0.079225585, -0.063700624, 0.13366704, -0.17928718, -0.17573813, -0.0084753595, 0.14407809, 0.06637059, 0.06761111, -0.040778674) * go_6(1.0, 0.0); + result += mat4(-0.051311243, -0.00047012506, 0.11295401, 0.041759036, -0.028863018, 0.0324509, -0.077564776, 0.15006386, -0.053502884, -0.034109667, 0.0017859068, 0.16114277, -0.039465405, -0.09419871, 0.06864232, -0.018261535) * go_6(1.0, 1.0); + result += mat4(-0.04087073, 0.070795655, 0.01541917, 0.11113746, 0.025174553, 0.026181301, 0.02840083, 0.004309008, 0.09485457, -0.04233083, -0.051573273, -0.07650051, -0.17544228, -0.11439118, -0.08093743, 0.18067038) * go_7(-1.0, -1.0); + result += mat4(0.0062529687, 0.15919134, -0.053404056, 0.039204787, 0.023409445, 0.012681388, 0.09090681, 0.20121421, 0.022972144, -0.0895693, 0.04895256, 0.06891674, -0.0035229125, -0.25411057, 0.037077982, -0.13036521) * go_7(-1.0, 0.0); + result += mat4(0.11477689, 0.0028072398, -0.06338895, 0.02027455, -0.08101111, 0.034853484, 0.10567918, 0.041619904, 0.11095729, -0.008229767, 0.13372917, 0.008856674, -0.08141064, -0.0959705, 0.091087684, -0.07539786) * go_7(-1.0, 1.0); + result += mat4(-0.04363737, -0.03348933, -0.05418331, 0.029407552, 0.1489491, -0.03999793, 0.08842189, 0.14542465, 0.04715493, -0.06445284, 0.05556509, 0.09696593, -0.042307585, 0.08516361, -0.2331977, -0.03857982) * go_7(0.0, -1.0); + result += mat4(0.0038425433, -0.019158881, -0.010624798, -0.044134602, -0.1695856, 0.15631394, -0.088841416, -0.1685344, 0.023059638, 0.03796117, 0.022053894, -0.027527904, -0.044638235, -0.25911215, 0.03230966, -0.05346732) * go_7(0.0, 0.0); + result += mat4(-0.09276762, 0.24963817, 0.010785759, -0.019909501, -0.097505584, 0.032170214, -0.0023418854, 0.08733382, -0.03379668, 0.100584164, -0.109995596, -0.07523249, -0.0120575465, -0.053097837, -0.13998339, -0.10185383) * go_7(0.0, 1.0); + result += mat4(-0.0127198845, -0.042109866, -0.11629171, 0.053611718, -0.002032197, -0.012943935, -0.04415516, -0.07642406, -0.08589718, -0.017162828, -0.040193867, -0.10849531, -0.013999757, 0.0002801831, -0.035648525, 0.079189576) * go_7(1.0, -1.0); + result += mat4(-0.07409691, 0.26385418, -0.012612426, 0.090933286, 0.06744317, -0.060681526, 0.10342389, 0.0905919, 0.021600742, -0.07504329, 0.07502121, -0.05556069, -5.7453726e-05, -0.005260563, 0.1823992, -0.18512331) * go_7(1.0, 0.0); + result += mat4(-0.06008137, 0.15206294, -0.044260148, 0.053141426, 0.06447088, 0.053879313, -0.019256372, -0.009678615, 0.040676076, 0.009712142, 0.1283051, -0.046193764, 0.06051764, -0.15391533, 0.007005147, -0.21769708) * go_7(1.0, 1.0); + result += vec4(0.034930106, -0.040175084, 0.0094707515, 0.026570352); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08710418, 0.07755426, -0.19372784, -0.12006015, -0.08683475, -0.051511686, -0.113844275, -0.01831389, 0.13441756, -0.18682177, -0.11446414, -0.053224254, 0.066490404, 0.15588047, 0.075582, -0.033167917) * g_0; + result += mat4(-0.20958789, 0.15148236, -0.04583152, 0.12812352, -0.00044433025, -0.13340057, -0.09522131, -0.25912568, -0.005632191, 0.2783046, 0.13194086, -0.13088284, 0.2362872, 0.0900396, 0.28009146, 0.004059817) * g_1; + result += mat4(0.10685089, -0.034242, 0.13198791, -0.1327393, 0.17671722, -0.21151659, -0.14577065, -0.20913975, 0.085521296, 0.035992414, 0.017195407, -0.10016802, 0.12933257, 0.046163887, -0.011927488, -0.23875898) * g_2; + result += mat4(-0.08416457, 0.17505676, 0.24870509, 0.06930309, -0.191712, -0.0808669, -0.015740015, 0.0652813, -0.059006322, -0.018401904, -0.036595564, -0.1605108, 0.12305627, 0.060691502, 0.1619963, 0.08043304) * g_3; + result += mat4(-0.1162042, 0.07235142, 0.074100144, 0.0062329075, 0.15629326, -0.004988086, -0.12807561, 0.2089372, -0.11417878, -0.0070988503, -0.08123769, 0.15964252, 0.1242517, 0.15018217, -0.16828871, -0.10980319) * g_4; + result += mat4(0.097435325, -0.10224905, 0.061068628, 0.22532623, -0.046067998, 0.19951521, -0.11546273, 0.10270359, 0.027507411, -0.1484107, -0.0939577, 0.08855171, -0.25780675, -0.20141928, -0.051490895, 0.06990546) * g_5; + result += mat4(-0.0502339, -0.0052296333, -0.07589294, -0.105127886, 0.006349035, 0.34075886, 0.050190937, -0.094317205, 0.097337745, -0.07065814, -0.16456902, 0.21397485, 0.022255344, -0.14672112, -0.19206822, 0.1821241) * g_6; + result += mat4(0.07189387, 0.15896799, -0.055312637, -0.012296496, 0.18629979, 0.21605793, 0.3112103, -0.053981252, 0.164744, -0.13682634, 0.28319356, 0.0054148296, 0.12050483, 0.021165732, -0.090522125, 0.019760927) * g_7; + result += mat4(-0.017540403, 0.0062772045, 0.18213348, -0.06998202, 0.042053856, -0.12266181, -0.03696476, 0.1198641, -0.4831862, -0.08289988, -0.09672259, 0.11441492, -0.19695596, -0.20243177, 0.120301224, -0.03885659) * g_8; + result += mat4(-0.012043374, -0.12636301, 0.07465572, -0.026296021, 0.21566753, 0.18964884, -0.21407917, 0.06082264, 0.16858701, 0.22547795, 0.060304616, 0.21083428, 0.2195806, 0.06386552, -0.13011286, 0.07762842) * g_9; + result += mat4(-0.048389256, 0.043716315, 0.07394857, 0.23185648, -0.22878529, 0.1262599, 0.04561782, -0.21576522, -0.11676992, 0.25556034, 0.08847371, 0.08644613, 0.026928827, 0.20417346, 0.058586314, 0.0476593) * g_10; + result += mat4(-0.001416993, -0.26372138, -0.17127669, -0.21048187, 0.14255156, -0.22319807, -0.08061204, 0.03961634, 0.023157349, 0.05760616, -0.27544355, -0.1383328, 0.15652739, 0.011641045, 0.03508059, 0.23525323) * g_11; + result += mat4(-0.23829429, 0.14674664, 0.08100075, 0.2795668, 0.18427856, 0.05980292, -0.24882336, -0.036076378, 0.08043839, -0.18109713, 0.10270382, -0.16545536, 0.086006865, 0.07463311, -0.2029149, 0.010671285) * g_12; + result += mat4(0.14745244, -0.09021049, 0.03856137, -0.24550879, 0.31875673, 0.19743665, -0.18928793, -0.022744423, 0.09933925, 0.06840095, 0.07151117, 0.16670194, -0.17345333, -0.17679518, 0.0803156, 0.1323218) * g_13; + result += mat4(-0.22606997, 0.23559661, -0.1356115, -0.16298714, -0.08236835, -0.11082772, -0.17032886, -0.36395928, 0.0076418323, 0.09497255, -0.009910129, -0.06704425, 0.118186295, -0.07905629, 0.16229996, 0.13862097) * g_14; + result += mat4(-0.05605825, 0.03226995, -0.09783728, 0.1276114, -0.03132329, 0.17624037, 0.1554618, 0.13293655, -0.14832236, 0.0038608431, -0.1074844, 0.15878479, -0.2007515, -0.15159251, -0.08711506, 0.0011561218) * g_15; + result += mat4(0.17221819, -0.13795783, 0.004547347, 0.07184666, 0.013688652, -0.05573553, -0.039471798, 0.23344308, 0.097293355, -0.042974688, 0.12051542, 0.015702134, 0.17581677, -0.052126184, -0.09377827, -0.072589) * g_16; + result += mat4(0.1141422, -0.13473512, 0.1427384, -0.0516325, -0.25478005, -0.20733416, -0.065446824, 0.017821401, -0.06606627, 0.09842118, 0.10977934, -0.08284073, -0.23268555, 0.17497909, 0.15409274, 0.1766027) * g_17; + result += mat4(0.16349804, -0.031991642, -0.03544694, 0.19030678, -0.10905752, -0.21243256, -0.1682402, -0.20092581, 0.049650017, -0.10322993, -0.056542892, -0.055122282, -0.04017231, -0.05765047, -0.11291076, -0.1375772) * g_18; + result += mat4(-0.12520963, 0.03948451, -0.1080389, -0.2411598, -0.2384441, 0.04583776, 0.05708465, -0.13598098, -0.0027632138, 0.059042323, 0.1888617, 0.049241446, 0.20129628, 0.08619466, 0.19998649, 0.3488563) * g_19; + result += mat4(0.04955111, 0.082809135, 0.0030273702, 0.027085733, -0.24155019, 0.18543921, -0.14815515, -0.07323729, -0.083096445, -0.018511815, -0.24441625, -0.042126883, 0.16707252, 0.15324517, -0.22174944, 0.20144019) * g_20; + result += mat4(-0.06967862, -0.13329996, -0.17944409, 0.01734243, 0.075320974, -0.22839668, 0.24706283, -0.08456183, 0.101465605, 0.011808895, 0.014018943, -0.020431247, 0.08659333, -0.08047589, 0.015925674, 0.00016753716) * g_21; + result += mat4(0.3392523, 0.10867626, 0.13746454, -0.035315026, 0.25138593, -0.21969056, 0.0074967514, -0.076253906, 0.040552594, -0.05231798, 0.05877078, -0.028507937, -0.31218964, 0.10618994, -0.35251832, 0.33440894) * g_22; + result += mat4(-0.18962376, 0.01081502, -0.079535306, -0.47144732, 0.277589, -0.081428155, -0.4717694, 0.02221676, -0.058384646, -0.45954156, 0.031163838, -0.16281652, 0.20378628, 0.22339214, 0.06407888, -0.03579875) * g_23; + result += vec4(-0.009340076, 0.0065150703, 0.010082239, 0.012676137); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf1 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0200372, 0.025164925, -0.051542915, 0.17349012, 0.22963412, -0.08854868, -0.18460453, -0.009592984, 0.3433165, 0.24978307, -0.30430827, -0.53036386, -0.08970036, 0.003792772, -0.17533037, 0.05531384) * g_0; + result += mat4(-0.120206885, -0.088055685, -0.028581804, -0.029799921, 0.1553587, 0.048395723, -0.019582719, 0.25623065, -0.16238682, 0.21795171, -0.041007563, 0.2657337, -0.2737889, 0.1436563, 0.08519452, 0.051322795) * g_1; + result += mat4(-0.008416596, -0.037384458, -0.01667205, -0.113932766, -0.220761, 0.20724533, -0.039649304, -0.0017309792, 0.041707594, 0.12224719, -0.059473436, 0.09303625, 0.048647325, 0.08052407, -0.23728494, -0.36954325) * g_2; + result += mat4(-0.24027216, 0.2160822, 0.16243383, 0.14543773, -0.0690304, -0.10372756, -0.108916, 0.119548805, -0.19430643, 0.17126071, -0.07952119, -0.13491428, 0.16480479, 0.024287088, -0.12048609, 0.032947384) * g_3; + result += mat4(-0.22957891, -0.10071905, 0.13317196, 0.20797506, 0.05998575, -0.029331183, 0.18397254, -0.10808303, -0.042644747, 0.17222235, 0.29700902, -0.04193782, 0.14778145, 0.13812043, 0.118143596, -0.057448573) * g_4; + result += mat4(-0.14184432, -0.0236615, -0.17279948, 0.18716908, 0.11995038, -0.1185408, 0.1980219, 0.18067634, -0.038657866, -0.030831996, 0.33048138, -0.12548326, 0.12749283, -0.06766755, -0.17756845, -0.11182692) * g_5; + result += mat4(0.040251233, 0.010135124, 0.024763199, 0.0457518, -0.2875318, 0.084092565, 0.028671606, 0.026579974, 0.017806578, 0.048673276, -0.114675, 0.05184245, 0.03820837, -0.01438677, 0.071568385, 0.07407311) * g_6; + result += mat4(0.32025474, -0.19955283, -0.1420089, 0.05544955, 0.19069096, 0.2885597, -0.119959064, -0.056846753, -0.0062394375, 0.104673326, -0.162723, -0.017674185, -0.10826556, 0.042586546, 0.06138012, -0.03990229) * g_7; + result += mat4(-0.0050156214, -0.15407455, -0.07907167, -0.13220526, -0.017592989, 0.2021805, -0.016687173, -0.056055553, -0.101649925, 0.1281, 0.05800204, 0.43441603, -0.024814442, 0.22591786, -0.2340531, 0.10235692) * g_8; + result += mat4(0.24094208, 0.20049766, -0.03091491, 0.024811655, -0.022125067, -0.078261666, -0.08867578, -0.038298346, 0.12770705, -0.3216306, 0.18978754, -0.01107385, -0.038726375, -0.34504443, 0.49312648, 0.13409658) * g_9; + result += mat4(0.0630035, 0.12272932, 0.032202568, -0.18289864, -0.0741027, 0.050733794, 0.07594249, 0.05300468, 0.042907406, 0.24372669, -0.028120704, 0.093619086, 0.11598335, 0.101204365, -0.17834216, -0.17095858) * g_10; + result += mat4(-0.08183699, -0.07916702, -0.062332753, 0.1686114, -0.016465722, -0.0046439907, -0.025219526, 0.09196341, -0.28213915, -0.4013967, 0.2070858, 0.23499006, 0.31538546, -0.063582435, 0.17215486, -0.05670036) * g_11; + result += mat4(-0.01627626, -0.085867815, -0.044567704, -0.068304785, 0.24002759, -0.18444167, 0.051936157, -0.084095374, -0.027830267, 0.0020481357, 0.05791986, 0.15611658, 0.28899965, -0.20653085, -0.075661235, -0.14174046) * g_12; + result += mat4(-0.08468525, 0.058726486, -0.06389248, -0.01455625, 0.27516794, -0.09621903, -0.1269632, 0.021708349, 0.06876667, 0.09899092, -0.060870275, -0.036878586, 0.016620016, -0.032395374, 0.21142422, 0.114436075) * g_13; + result += mat4(0.106104285, -0.37164697, -0.16798657, -0.1352658, -0.07100603, -0.10133517, 0.026537118, -0.015494572, 0.05662935, -0.018886555, -0.007515541, 0.12669149, 0.1449747, -0.23413232, 0.22381899, -0.15549453) * g_14; + result += mat4(0.25238156, -0.019380376, -0.05552284, 0.033374626, -0.005643143, -0.020936595, -0.20558305, -0.15705742, -0.006181828, -0.1994116, -0.046375062, 0.13563119, -0.28634745, 0.0880065, -0.042301185, -0.29208398) * g_15; + result += mat4(-0.17484008, -0.021532, 0.21034543, -0.0034605127, 0.014549843, 0.1751193, -0.12673648, 0.0064667664, -0.19978295, 0.1404624, 0.06869049, -0.020720724, 0.12267954, 0.25009266, -0.20387867, -0.15889901) * g_16; + result += mat4(0.25143266, 0.17484929, 0.24925528, -0.03215604, -0.0974627, 0.15165818, 0.08267684, -0.202364, 0.24375704, -0.26883098, -0.15251026, 0.051847905, 0.10552426, 0.048911758, -0.113630824, -0.25745502) * g_17; + result += mat4(0.047861718, 0.010482632, -0.28139532, -0.18458135, -0.08900709, 0.14439812, 0.017580662, -0.086692065, 0.14848581, 0.012461116, 0.13328992, 0.1823087, 0.1341251, 0.099720836, -0.123326704, -0.1529806) * g_18; + result += mat4(-0.13218595, -0.020096691, 0.089338526, -0.050373968, -0.12718384, -0.34216353, -0.05081511, -0.100018986, -0.12318239, 0.043791108, -0.3888225, 0.11529475, 0.17406003, -0.2179613, -0.18560894, -0.16957083) * g_19; + result += mat4(0.21191274, -0.16949633, -0.04258746, -0.15323012, 0.36763668, 0.18696135, -0.035708304, 0.08924961, -0.10829788, -0.086305946, 0.18746884, 0.19478951, 0.2759173, 0.059790425, 0.029030167, 0.22933595) * g_20; + result += mat4(0.117172234, 0.2812114, -0.034787145, 0.067007184, -0.18443052, -0.01740869, 0.012421643, -0.23641962, 0.09629342, -0.122772515, -0.1556607, -0.13235089, 0.13715908, 0.11799065, -0.025866343, 0.03717886) * g_21; + result += mat4(-0.06885674, 0.20376506, 0.032389764, -0.1343853, -0.24107948, -0.2061297, -0.15523757, 0.045462113, 0.15680042, 0.24913467, -0.1266525, 0.15182254, -0.19809371, -0.11994996, 0.024678899, 0.34593883) * g_22; + result += mat4(0.08096669, 0.03794547, -0.08631197, -0.074983165, -0.19917545, 0.08625112, -0.2224293, -0.13218154, -0.16452844, 0.21913971, 0.15406418, -0.14238952, -0.23737735, -0.13383593, 0.04449909, -0.14110228) * g_23; + result += vec4(-0.047341306, -0.010470165, -0.060366448, -0.0063673723); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf2 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.16376013, -0.21462978, -0.14271215, -0.19764555, 0.004959633, 0.03559098, -0.039930187, 0.12408578, 0.073444515, -0.18976516, -0.020428572, 0.08624831, -0.13308355, 0.056589432, 0.06721722, 0.16169119) * g_0; + result += mat4(0.032759428, 0.03249251, -0.20465967, 0.07133733, 0.05343703, 0.12841259, -0.20835468, 0.09137038, 0.1938841, 0.25623104, 0.097277, 0.058534052, -0.22656159, 0.18883473, 0.011212467, -0.0037018447) * g_1; + result += mat4(-0.23469727, 0.15565057, 0.19072291, -0.1836996, 0.16059339, -0.22498783, 0.061382726, -0.20989716, 0.1775421, -0.047837425, -0.09572263, 0.103703596, -0.13672648, -0.15082708, 0.11233271, 0.22601321) * g_2; + result += mat4(0.01870386, 0.089724526, 0.09773838, 0.034003545, -0.0031496854, 0.033871237, -0.24420398, 0.007905355, -0.02449313, 0.14813906, 0.09018556, 0.12513392, 0.16733788, 0.23793064, -0.1912762, -0.13565488) * g_3; + result += mat4(0.06970355, 0.10157562, 0.14928305, 0.24936941, 0.059907116, -0.30688918, 0.081315145, -0.10862118, 0.13362534, -0.00026153796, 0.24190883, -0.06487983, 0.09340848, 0.08127848, 0.001434232, 0.067308724) * g_4; + result += mat4(-0.05588173, -0.08792639, 0.08981383, -0.13087386, -0.1401108, 0.053842388, -0.014714017, -0.16106959, -0.09377347, 0.020844752, 0.08686229, -0.046952497, 0.31264535, 0.03484944, -0.08730081, -0.006767603) * g_5; + result += mat4(0.25659466, 0.07397599, -0.059985436, 0.071429655, 0.03428176, -0.033710003, -0.16406639, -0.05580733, -0.21191816, -0.15564337, -0.07574189, -0.17225428, -0.019659676, -0.13260631, 0.05916013, -0.12107973) * g_6; + result += mat4(-0.072627656, -0.080296986, 0.034525134, -0.23515461, -0.1304861, -0.039075147, 0.3999017, -0.22840585, 0.07141298, 0.18324336, 0.054969292, -0.01635769, 0.2520213, -0.07695982, -0.023417236, 0.102722354) * g_7; + result += mat4(-0.17125753, 0.17100827, -0.31199583, -0.037970837, -0.107630424, -0.07300846, 0.07948616, -0.39042896, 0.17479163, 0.13205178, 0.11497303, -0.11652115, 0.03062989, 0.33838132, 0.14790033, 0.09507217) * g_8; + result += mat4(0.04507488, 0.35392353, 0.38684472, 0.13546394, 0.11795181, -0.19300266, -0.22795731, 0.463773, -0.12761338, -0.18098523, -0.1456463, -0.09372001, 0.28942215, 0.14363319, -0.03819802, -0.15229422) * g_9; + result += mat4(-0.12988025, 0.21170932, 0.03447564, -0.13754961, 0.087904826, 0.07837626, 0.09328843, 0.010177785, -0.3745973, 0.12749651, 0.17956547, -0.12897313, 0.19329022, -0.16939743, -0.104944855, -0.09487357) * g_10; + result += mat4(0.15901774, 0.04067448, -0.21514527, -0.077920794, -0.28198823, 0.028896367, -0.23865238, -0.0071926992, 0.28216872, -0.13635647, -0.18908545, 0.02977451, -0.25345692, 0.20820476, 0.009601449, 0.27883843) * g_11; + result += mat4(-0.037589654, -0.36836734, -0.17160638, -0.21136808, -0.18195882, -0.18352132, -0.13808772, 0.08068677, -0.015797919, -0.19405758, 0.16463257, -0.10353348, -0.0113609, -0.14714903, -0.15443285, 0.04489155) * g_12; + result += mat4(-0.21718445, 0.0059077847, 0.19859529, 0.13535082, -0.16072561, 0.19556482, 0.1523886, 0.1251762, -0.0034070462, -0.035521794, 0.034417186, -0.306561, -0.10835829, -0.07181185, 0.036284324, -0.0031866753) * g_13; + result += mat4(-0.10943835, 0.10428341, -0.06992764, -0.120998256, -0.008993865, 0.05821091, 0.06261459, -0.06388792, -0.028256107, 0.003925002, 0.25350967, -0.13623622, 0.084879614, 0.19291006, 0.06272194, -0.22010769) * g_14; + result += mat4(-0.0457065, -0.059411805, -0.17807458, 0.09876963, 0.024583695, -0.116159014, -0.105639346, 0.028582737, 0.08507421, -0.121634774, 0.15567276, -0.08701447, 0.035207976, -0.037749242, -0.11775162, 0.25025365) * g_15; + result += mat4(0.18185188, -0.07264863, 0.077263445, 0.21976566, 0.14656045, 0.047771394, 0.06685994, -0.08333337, 0.0017449517, -0.16983587, 0.14909369, -0.13025558, -0.06653938, -0.01429911, 0.032135215, 0.25310838) * g_16; + result += mat4(0.042382054, 0.2682427, 0.01764835, -0.14447007, -0.2280379, 0.045982208, 0.075665936, -0.010963417, 0.07917052, 0.20231707, -0.022708723, -0.04420749, -0.017431455, -0.4536474, 0.050049998, -0.10083379) * g_17; + result += mat4(0.042559944, 0.08244448, 0.20654662, -0.18008594, -0.1978152, 0.089204244, 0.09919466, 0.081702396, -0.030112466, -0.28072456, 0.20105025, -0.081957966, 0.048123248, -0.024997404, 0.07762149, 0.067282006) * g_18; + result += mat4(0.077762015, -0.0710356, 0.06286203, 0.090047225, 0.1062697, -0.033291563, -0.032123826, 0.031537674, 0.15810831, 0.0884716, -0.12753096, 0.017839061, 0.42752337, -0.09349916, -0.06481517, -0.07046963) * g_19; + result += mat4(-0.15118897, -0.25734478, 0.31358278, 0.1805141, 0.17088307, 0.18794382, 0.28021103, -0.34057355, -0.030835107, -0.0079853125, -0.26573807, -0.28082734, 0.0044963094, -0.020050643, 0.11479064, -0.11732869) * g_20; + result += mat4(0.30385575, 0.25909582, -0.052579727, 0.1515613, -0.082644455, -0.09668368, -0.077442855, 0.095288195, 0.004760802, 0.07587048, 0.05381485, 0.10933668, -0.25176695, 0.14999786, -0.02548245, 0.12480703) * g_21; + result += mat4(-0.12200806, -0.03346429, 0.040096015, -0.0104450155, -0.04190287, 0.15631595, 0.24532063, 0.067783296, -0.044785816, -0.17835703, 0.07349294, -0.23587738, 0.28926384, 0.020304382, -0.19058007, -0.24528348) * g_22; + result += mat4(0.14653356, -0.09399811, 0.17405438, 0.11741997, 0.1707656, 0.17793506, 0.419244, 0.36248252, 0.19333729, -0.09478834, -0.031501323, 0.3489942, 0.17111845, -0.05753778, -0.033362497, -0.20234007) * g_23; + result += vec4(-0.098978624, -0.013715648, -0.067908, -0.00071062305); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf3 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.099412, 0.018248364, -0.13228352, 0.4672803, 0.034476146, -0.1978014, -0.11049704, -0.27439678, -0.060605004, 0.110746264, -0.051524, -0.1361938, 0.009921265, 0.23397371, -0.07823562, 0.012807971) * g_0; + result += mat4(-0.057887197, -0.16899316, -0.097910166, 0.27173346, 0.048372928, -0.09819956, 0.2760085, 0.09113153, -0.25055817, 0.10803364, -0.32569218, 0.018657776, 0.10861732, 0.25150824, -0.12217984, 0.14836118) * g_1; + result += mat4(-0.23982282, 0.16482148, 0.042845722, 0.26944172, 0.03479865, 0.26460785, 0.29936558, 0.26309288, -0.03825185, 0.16846797, 0.11344883, 0.097732104, 0.011267582, 0.06025005, -0.017220326, -0.14788473) * g_2; + result += mat4(-0.07698723, 0.31528163, 0.018389257, 0.32013643, -0.17028578, 0.10416205, 0.14160097, 0.07994368, -0.21445467, 0.065764554, -0.010799837, 0.12783599, 0.16091037, -0.041146606, 0.06914886, 0.23852104) * g_3; + result += mat4(-0.21730243, 0.0005364685, -0.06843196, -0.18304375, -0.0838743, 0.06591937, -0.119132325, -0.12775517, -0.14532626, 0.035126243, -0.014109256, 0.11822324, 0.08915501, -0.048738454, 0.017610341, -0.17118132) * g_4; + result += mat4(0.066193976, -0.08082204, -0.119381346, -0.38606662, -0.018930387, 0.08734439, -0.080338374, -0.10179199, 0.28592992, -0.038777832, -0.02912025, -0.13968153, 0.1751963, -0.10257253, -0.02308871, 0.103588775) * g_5; + result += mat4(-0.015369136, 0.043419622, -0.09212257, -0.09099887, 0.17050241, 0.017557086, -0.09919063, 0.2121736, 0.13851827, -0.09521062, 0.31105414, -0.21121062, -0.16483651, -0.05569374, 0.15418938, -0.046936) * g_6; + result += mat4(0.1726453, 0.32175332, -0.2238786, -0.038357526, -0.057416882, 0.1856948, -0.15019979, -0.07717308, -0.05847253, -0.05986613, -0.09415613, 0.06858027, -0.4783783, -0.024743836, -0.039746255, 0.030463157) * g_7; + result += mat4(-0.13700408, -0.021685323, -0.1302628, -0.08178966, 0.050457038, 0.052361347, -0.3721997, 0.1799716, -0.33779272, -0.2478128, -0.11195146, 0.03438403, -0.0769632, -0.01370984, 0.358675, -0.016251782) * g_8; + result += mat4(0.18463574, -0.32811102, 0.09035979, -0.15944754, -0.01858092, -0.12055925, 0.11789398, -0.24762204, 0.19556394, 0.3658605, 0.0063217054, 0.13560002, -0.0031609968, -0.092887774, -0.11317696, 0.1688745) * g_9; + result += mat4(-0.18825243, -0.057770394, 0.13403799, 0.15150245, -0.0184938, -0.16399476, -0.20233853, -0.15256546, -0.012932695, -0.006998052, -0.27886555, -0.1801957, 0.005736763, -0.16826138, -0.11622382, 0.009515264) * g_10; + result += mat4(0.21212149, 0.025956135, -0.076748274, 0.081390835, 0.10770965, 0.14706889, -0.03222262, 0.02229013, 0.111733, 0.27851826, -0.06712574, 0.14247932, -0.21986732, -0.04752835, 0.18228333, -0.13603105) * g_11; + result += mat4(-0.09660765, 0.1315258, 0.17911027, 0.11740451, -0.097255416, 0.060639273, -0.093187824, 0.02105227, -0.07707017, 0.089799285, -0.015904067, 0.1251983, 0.0164978, 0.12589863, 0.10049757, -0.2215788) * g_12; + result += mat4(-0.019633045, 0.08128165, -0.21685003, 0.12429716, 0.21384989, 0.28713462, 0.36082667, 0.066602774, -0.20333257, -0.22721171, -0.272673, -0.0440037, -0.22458526, -0.100124046, 0.042302642, -0.10875494) * g_13; + result += mat4(0.12793371, -0.019439168, 0.16232544, -0.27688906, 0.072149724, -0.2702213, 0.10965313, -0.23709685, -0.024219394, -0.17060119, -0.09893195, -0.06776005, 0.2715758, -0.03232274, -0.04255475, -0.37065327) * g_14; + result += mat4(-0.32041374, -0.074793965, -0.036865823, -0.02918251, -0.017197197, 0.16684239, 0.025243908, -0.07547195, 0.13938503, 0.055163417, -0.011429674, -0.13055529, -0.20067081, -0.18778045, -0.11177742, 0.092909254) * g_15; + result += mat4(0.14335759, -0.074887894, -0.097555235, 0.20072718, 0.026916051, 0.074796274, -0.040159326, 0.13532946, -0.074374124, -0.1852574, -0.26057327, -0.13128847, -0.08296219, -0.14694557, 0.110786796, 0.013070258) * g_16; + result += mat4(-0.32044858, -0.063347876, -0.23396221, -0.21997774, 0.26588383, 0.028225997, 0.01708149, -0.24854802, -0.05019675, 0.18214068, 0.13636373, 0.25459006, 0.03579004, -0.13517296, 0.018898118, -0.16877192) * g_17; + result += mat4(-0.07525496, 0.14939371, 0.17912684, -0.08323159, 0.10446684, -0.04631436, -0.02372887, -0.033120833, -0.04439999, 0.26327297, -0.0050649103, 0.0598028, 0.24129944, 0.042389676, 0.014767951, 0.005455403) * g_18; + result += mat4(0.20534733, -0.04825815, -0.16734582, 0.12407057, 0.12095892, 0.113786094, -0.031531718, 0.09064296, 0.23715405, 0.12641983, 0.25125253, 0.13647586, 0.05642747, 0.21420534, -0.021030078, 0.0067664357) * g_19; + result += mat4(-0.19284865, 0.016823744, 0.035537027, 0.08619851, -0.4948977, 0.34391722, -0.22931114, 0.14890936, 0.052512612, 0.037328973, -0.09397819, 0.04763624, -0.14281563, -0.07775558, 0.041917272, -0.24072154) * g_20; + result += mat4(-0.016150191, -0.27570885, -0.043972906, -0.15360864, 0.12333279, -0.16048594, 0.19867133, -0.11443874, 0.0046046698, -0.08360428, -0.14277548, 0.09461427, 0.20481633, -0.07163476, -0.110096864, -0.2062863) * g_21; + result += mat4(0.013339331, 0.039179143, -0.18245237, -0.29612786, -0.25390434, 0.06809853, 0.003070957, -0.11978623, -0.26271898, -0.18589073, 0.14316171, 0.1990445, 0.17755853, 0.056225445, -0.06782714, 0.29821777) * g_22; + result += mat4(0.020388031, -0.09590241, 0.006317689, -0.17690729, 0.30927724, -0.3388045, -0.31306866, 0.027354693, 0.4423801, -0.16751811, -0.008609924, -0.08048698, 0.20227478, 0.0663151, 0.07970592, 0.055658944) * g_23; + result += vec4(0.008592977, -0.044200934, -0.05895498, -0.02388236); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!SAVE conv2d_23_tf +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.09131138, 0.033908423, 0.06402078, 0.11773138, 0.1943823, -0.15592197, -0.13471745, -0.08529886, 0.06670752, -0.098241374, 0.12521602, -0.08512277, 0.1683658, 0.03740529, 0.037400503, -0.05727949) * go_0(-1.0, -1.0); + result += mat4(-0.03644541, -0.040736966, -0.11249786, 0.11850314, 0.32783642, 0.00519888, -0.042442005, 0.06894669, -0.047855087, 0.14549308, -0.025135789, 0.116999514, 0.13979697, -0.14902762, 0.06489305, -0.03388391) * go_0(-1.0, 0.0); + result += mat4(-0.023465028, 0.025934102, 0.09511252, -0.084230386, -0.1606496, -0.02123527, -0.20048198, 0.12044697, -0.2775636, -0.058961913, -0.14377111, -0.057033725, 0.082422875, -0.118948884, 0.008090666, -0.124874555) * go_0(-1.0, 1.0); + result += mat4(0.11534857, 0.012932089, 0.07273674, -0.09807298, 0.06973694, -0.07309513, -0.06061797, -0.014805921, -0.17324777, 0.1589084, -0.300336, 0.011933996, 0.20000152, 0.054015145, 0.02382139, -0.012143371) * go_0(0.0, -1.0); + result += mat4(0.05282883, -0.063555785, 0.2140791, 0.045857526, -0.09551571, -0.021092935, -0.030398421, 0.079699315, 0.27740473, 0.12863821, 0.11814711, -0.24691874, 0.0820826, -0.0122578805, 0.07135231, -0.14403847) * go_0(0.0, 0.0); + result += mat4(-0.13553837, 0.030967671, 0.058927957, -0.05810357, 0.08453746, 0.1595707, 0.096559994, -0.06876099, 0.28936404, -0.20720041, 0.0921518, -0.06055625, 0.19537878, -0.027162874, 0.17818171, -0.16391847) * go_0(0.0, 1.0); + result += mat4(-0.04569781, -0.009677751, 0.09629714, 0.16671604, 0.16229568, -0.09440705, 0.0773015, -0.094926424, 0.029782036, 0.07475886, -0.11624012, 0.102057815, -0.1621821, 0.0556299, -0.0009157474, 0.07957986) * go_0(1.0, -1.0); + result += mat4(-0.086193435, 0.0050304797, 0.237151, 0.085645474, -0.09659096, -0.06742485, 0.045208316, -0.09497162, -0.1326794, 0.08950495, 0.101273924, 0.23780954, 0.10114795, 0.16358292, -0.04790394, -0.020107236) * go_0(1.0, 0.0); + result += mat4(-0.04450685, -0.032620404, 0.041148815, 0.025766535, 0.04599292, -0.08062297, -0.07056962, 0.15501104, 0.018098447, -0.056441948, -0.0082316445, 0.009804846, -0.036104303, -0.22376746, 0.050941933, 0.019282423) * go_0(1.0, 1.0); + result += mat4(0.017053317, -0.17366727, 0.0041483818, -0.030205533, 0.09859452, 0.0518556, 0.0133445915, -0.08444114, -0.28370312, -0.13151783, 0.31044328, 0.111910336, -0.032361325, -0.01770337, -0.010704456, 0.0144173745) * go_1(-1.0, -1.0); + result += mat4(-0.12795548, -0.19439028, 0.11518335, 0.03526096, 0.047590613, -0.09982341, 0.17033744, -0.10617614, 0.09882225, -0.18019329, 0.16787401, -0.126714, 0.18646127, 0.029379264, -0.09348745, 0.1027056) * go_1(-1.0, 0.0); + result += mat4(-0.009432709, 0.014073133, 0.07751331, 0.0007941653, 0.01451177, -0.016895872, 0.18490177, -0.17758124, -0.03889537, -0.2542268, -0.10398249, 0.026144411, 0.040533677, 0.16211097, -0.03735617, 0.14508058) * go_1(-1.0, 1.0); + result += mat4(-0.073385045, -0.08633009, -0.012349179, 0.135039, -0.12819883, 0.108412564, 0.031421386, -0.15841225, 0.37309644, -0.3381479, 0.298765, 0.024899099, 0.18251772, 0.2509419, -0.22062813, -0.024837602) * go_1(0.0, -1.0); + result += mat4(-0.06883072, -0.1503742, 0.052868135, -0.043145224, -0.113911405, 0.06986772, -0.20423973, -0.13115147, 0.03548683, 0.15488684, 0.048954308, 0.31241676, 0.1041569, -0.0075826123, -0.096361734, 0.19196175) * go_1(0.0, 0.0); + result += mat4(0.047116484, -0.13105369, 0.055510826, -0.041513115, -0.06750568, -0.14283523, -0.16356061, -0.08123268, -0.006748819, -0.017072774, -0.017939035, 0.1346046, -0.13200043, 0.19815323, 0.029375095, 0.058383178) * go_1(0.0, 1.0); + result += mat4(-0.075882465, -0.07738514, 0.017256761, 0.027561456, -0.0030985356, 0.11494044, -0.23481496, -0.0407894, 0.089194834, -0.3295602, 0.1349374, 0.024026528, -0.040600736, -0.019277403, -0.23993303, 0.070719585) * go_1(1.0, -1.0); + result += mat4(0.15384857, -0.1404684, -0.08192259, 0.22059244, -0.056343608, -0.07680841, -0.028091991, 0.018050734, -0.06448074, -0.15879273, 0.05624588, 0.17439762, -0.15651157, 0.060068816, -0.022861151, -0.12604229) * go_1(1.0, 0.0); + result += mat4(0.036010202, 0.006490351, 0.11859712, -0.059950985, -0.032708675, -0.21403344, -0.041310433, -0.09917238, -0.15357764, 0.061698433, 0.048517, 0.1609773, 0.06535186, -0.17659064, -0.16361596, 0.03786077) * go_1(1.0, 1.0); + result += mat4(0.1510972, -0.03487374, 0.053542916, -0.07919296, 0.11544643, 0.01139448, 0.17608707, -0.2567972, -0.03395201, 0.1396058, 0.11766402, -0.02940849, 0.2797734, 0.040067323, -0.07184705, -0.08410531) * go_2(-1.0, -1.0); + result += mat4(0.3535709, -0.3131969, 0.20586847, 0.0059938114, 0.018430991, 0.17028253, -0.15251099, 0.0781781, -0.24678783, 0.0091668675, 0.17472872, 0.09348784, 0.15651587, 0.082479276, 0.09133184, -0.010763655) * go_2(-1.0, 0.0); + result += mat4(0.102569126, -0.39770702, 0.009020254, 0.015216178, 0.027688032, 0.14120215, 0.097465165, -0.023531476, 0.021813387, 0.037395973, 0.07099101, -0.018405994, 0.19843963, 0.1314482, -0.07058213, -0.16315302) * go_2(-1.0, 1.0); + result += mat4(-0.0022617867, -0.011069732, -0.020649603, 0.013124551, 0.19050135, -0.020224325, -0.16795257, -0.039424885, 0.15197875, -0.15806125, 0.09604692, 0.05569294, -0.03755315, 0.02522338, -0.06173222, 0.12598173) * go_2(0.0, -1.0); + result += mat4(-0.07598657, 0.19927181, -0.08278574, -0.26276442, 0.15123075, 0.13646364, 0.20835224, -0.20013718, 0.099280365, 0.03925767, 0.030458648, 0.085807234, -0.02627184, -0.005727388, 0.14358924, 0.17159012) * go_2(0.0, 0.0); + result += mat4(0.07014556, -0.12877329, 0.14059919, -0.1535854, 0.03571712, 0.16899629, -0.017528472, 0.27891418, -0.02036702, -0.0625575, -0.06368575, 0.057756003, -0.13453323, 0.27671248, 0.004629296, -0.26900387) * go_2(0.0, 1.0); + result += mat4(-0.06847566, -0.21366367, -0.039819483, -0.027131073, 0.30385053, 0.027070398, 0.050060987, 0.22837809, 0.035667785, -0.038031258, 0.002818757, 0.077267155, 0.003597696, 0.1531482, -0.058937583, 0.009182411) * go_2(1.0, -1.0); + result += mat4(-0.16412063, 0.0954355, -0.13111196, -0.0010777399, 0.124151364, 0.13577148, 0.117423296, 0.07165251, 0.045134697, 0.006139977, 0.10442549, 0.18485071, 0.23051512, 0.03836801, 0.13989983, 0.15473667) * go_2(1.0, 0.0); + result += mat4(-0.17817432, 0.06480376, -0.052858084, -0.0685316, 0.050766367, 0.18178764, 0.054162186, -0.23053114, -0.07155077, 0.08317291, 0.08087355, 0.11692418, 0.17209543, 0.07348017, -0.019608062, 0.047815118) * go_2(1.0, 1.0); + result += mat4(0.05242205, -0.05213162, 0.17836288, -0.027634641, 0.11689667, 0.16717364, 0.10070081, -0.020730542, -0.03840858, 0.22093919, 0.086223215, -0.12441894, -0.04431571, -0.16067247, -0.00534175, -0.17543635) * go_3(-1.0, -1.0); + result += mat4(0.0037269965, 0.038231213, -0.06994185, -0.16372295, 0.03060376, -0.15052626, 0.19193533, 0.20571958, 0.14663228, 0.046056807, -0.013436354, 0.30891243, -0.05121337, -0.14922823, -0.038022388, -0.38717356) * go_3(-1.0, 0.0); + result += mat4(-0.24040397, 0.06540199, -0.08115575, -0.1086239, 0.16053584, -0.07767291, 0.09287401, 0.03635286, -0.068610564, -0.08793643, -0.022505488, 0.0021461847, 0.14514421, -0.05938948, -0.070294835, -0.15001974) * go_3(-1.0, 1.0); + result += mat4(-0.14725754, 0.1766625, -0.049569584, -0.03776424, -0.070841715, -0.1235983, 0.28747836, -0.071502686, 0.08114895, -0.018539542, 0.14620744, 0.012727906, 0.05387464, -0.03048568, -0.020431526, -0.19388756) * go_3(0.0, -1.0); + result += mat4(-0.026303306, -0.025468629, -0.15062398, 0.114179656, 0.019424522, 0.11645826, -0.054830663, 0.078278676, 0.17537925, -0.27309817, 0.085727856, 0.17053008, -0.009340296, -0.32924372, -0.13124111, -0.025490649) * go_3(0.0, 0.0); + result += mat4(-0.042400144, -0.049280033, -0.12039706, -0.17957337, -0.14830892, 0.1251945, 0.23149583, 0.28181273, -0.14767516, -0.14848503, 0.14360987, 0.16052951, -0.074891195, 0.06248858, 0.055073753, 0.04758557) * go_3(0.0, 1.0); + result += mat4(-0.09363487, -0.1045394, 0.0017166267, -0.12985104, 0.015910368, 0.102758124, 0.14058472, -0.2664263, -0.037670832, -0.38395768, 0.21591122, 0.020808058, -0.21803327, -0.1312806, -0.017887505, 0.020433053) * go_3(1.0, -1.0); + result += mat4(-0.05004401, -0.09497019, -0.027566075, 0.113181084, 0.07103934, 0.2734206, -0.03059386, -0.0332269, 0.102268346, 0.008209988, 0.35907993, -0.06962411, -0.018797243, -0.10854897, -0.047280792, -0.17607129) * go_3(1.0, 0.0); + result += mat4(0.057423804, -0.09471347, -0.014889988, -0.16183464, -0.120575145, 0.087070495, 0.06833499, -0.09479741, 0.03847108, 0.10778999, 0.056107424, -0.23145913, 0.024419997, 0.103265956, -0.08921305, -0.09757912) * go_3(1.0, 1.0); + result += mat4(0.13384978, -0.079113975, 0.2673455, -0.001388325, 0.09020357, -0.031004086, -0.06706532, -0.09712962, 0.006595455, -0.07330424, 0.027356524, 0.05175056, -0.0071680583, -0.17523831, -0.2500806, 0.068184644) * go_4(-1.0, -1.0); + result += mat4(-0.010806503, -0.087054394, 0.01247482, -0.049433894, 0.24250141, -0.012302364, -0.09836663, -0.010441689, -0.01736698, 0.06227692, -0.08207885, -0.08397307, 0.10839543, 0.0582591, 0.10652411, -0.1263973) * go_4(-1.0, 0.0); + result += mat4(0.051801708, 0.10008741, 0.085652865, 0.03317883, -0.011784595, -0.09476136, -0.060254402, -0.03993118, 0.15938812, -0.036154263, -0.023724914, 0.023072388, -0.1830834, -0.16257459, 0.011939983, -0.019817753) * go_4(-1.0, 1.0); + result += mat4(0.009384002, 0.22132717, -0.10790506, -0.13403648, -0.12867084, 0.0170318, -0.26573703, 0.15219554, 0.05208657, 0.028437164, -0.0075094504, 0.16358465, -0.25728798, -0.14209302, -0.090628594, -0.020266641) * go_4(0.0, -1.0); + result += mat4(-0.105271295, -0.08334642, 0.066386715, -0.08532908, 0.034230784, 0.003183763, -0.061057337, -0.08763742, -0.017104378, 0.06903514, 0.00011934939, 0.18061033, -0.11321395, -0.13238335, 0.02217801, 0.16734014) * go_4(0.0, 0.0); + result += mat4(-0.054016914, -0.3251611, 0.10844312, 0.06809114, -0.026177978, 0.03295877, -0.25813127, -0.13190097, 0.1646799, 0.10207205, -0.070685804, 0.060001995, 0.11520876, 0.017403806, -0.13937482, -0.0474489) * go_4(0.0, 1.0); + result += mat4(0.2081571, 0.05452599, 0.08682483, -0.0080074575, -0.20034009, 0.041490223, -0.13525641, -0.08825766, 0.11166498, 0.05461938, 0.062119294, 0.07054797, 0.28615478, -0.10186286, 0.039416775, -0.09058381) * go_4(1.0, -1.0); + result += mat4(-0.002028956, 0.13792294, 0.052321367, -0.10081957, -0.10832031, 0.14681582, 0.034581225, 0.28766856, -0.12628017, 0.22492304, 0.12147461, -0.117368974, -0.09258678, -0.107831135, -0.091728576, 0.056776278) * go_4(1.0, 0.0); + result += mat4(0.09331942, 0.10814952, 0.17062774, -0.07358676, -0.1413653, 0.043760024, -0.022969319, 0.09290279, 0.022235138, -0.105375476, 0.03461203, -0.018847216, 0.016480181, -0.022482162, -0.13637148, 0.19234383) * go_4(1.0, 1.0); + result += mat4(0.02810646, -0.031316705, -0.0178568, -0.14513317, 0.15981704, -0.039926987, 0.17865102, 0.11936641, 0.08213655, -0.0325407, -0.1515291, -0.12928765, 0.011806648, -0.16914015, -0.004875871, 0.106102616) * go_5(-1.0, -1.0); + result += mat4(-0.13184357, 0.061656546, 0.060945187, -0.105421364, -0.037199628, 0.11896752, -0.060773082, 0.045614343, -0.08332208, -0.049595445, 0.09597651, -0.30532154, 0.15812595, -0.042516127, 0.18399784, 0.16094239) * go_5(-1.0, 0.0); + result += mat4(-0.33316278, -0.011284583, -0.16349995, -0.027859828, -0.0265469, 0.11809671, 0.010981738, 0.14738315, 0.06092039, -0.14193222, 0.1506528, -0.07094368, -0.024454627, -0.015645336, 0.034780208, 0.049217694) * go_5(-1.0, 1.0); + result += mat4(0.107179366, 0.07066249, 0.029978203, 0.04064619, 0.14367694, -0.0707521, -0.043202203, -0.07755337, -0.1414949, -0.075680286, 0.07212854, -0.10426819, -0.053450912, -0.036483523, -0.088566504, 0.023040567) * go_5(0.0, -1.0); + result += mat4(-0.07250885, -0.024153208, -0.15135773, -0.12738611, -0.13865541, 0.2558854, -0.062863655, 0.026076516, -0.11330215, -0.1421894, 0.078908496, 0.09536156, 0.09768448, -0.040809087, -0.01081564, 0.12752384) * go_5(0.0, 0.0); + result += mat4(-0.007411453, -0.26306254, -0.09460912, -0.1274183, 0.17549448, 0.10265319, 0.1523632, 0.00567592, -0.010893677, -0.015474816, 0.00347949, 0.06572276, 0.103830785, -0.11260262, -0.1559419, 0.01961365) * go_5(0.0, 1.0); + result += mat4(-0.27802208, 0.06816621, -0.03126256, 0.09541582, -0.027612302, -0.13786513, -0.01970176, 0.14447582, -0.027928956, 0.035179827, 0.08529638, 0.0041394024, -0.115290634, 0.009893316, -0.06947281, -0.12085376) * go_5(1.0, -1.0); + result += mat4(-0.15621363, 0.027770502, 0.22415419, -0.008533331, -0.07490461, 0.063894406, 0.07851438, -0.10022149, 0.037019495, -0.18932734, -0.054964032, -0.019382603, -0.061845765, -0.0727259, -0.07052952, -0.017668312) * go_5(1.0, 0.0); + result += mat4(0.062352043, -0.16134496, -0.11203861, 0.028929278, 0.03922491, -0.03502952, -0.23796257, -0.15868919, -0.009224885, 0.08150161, 0.16375063, 0.05467114, 0.0034257919, 0.020632897, 0.029710175, -0.051271148) * go_5(1.0, 1.0); + result += mat4(-0.10077094, -0.13743052, -0.13426858, 0.02795044, -0.03258582, 0.0035150647, -0.23349123, 0.08158031, -0.14671959, -0.106468596, -0.052647196, 0.15170865, -0.077066086, -0.13687505, -0.100158766, 0.072148666) * go_6(-1.0, -1.0); + result += mat4(-0.18043056, 0.01471657, -0.14077441, -0.07036914, 0.0041728304, 0.0025488208, -0.09778906, 0.022951962, 0.03756181, -0.09718527, 0.05790759, -0.12635967, 0.13590017, -0.009978917, -0.072935194, -0.04623219) * go_6(-1.0, 0.0); + result += mat4(-0.11367442, -0.009137989, -0.2793412, -0.044882946, 0.06419393, -0.043046396, -0.15428057, -0.14217602, 0.025581103, -0.08229003, -0.020829663, 0.06563624, -0.030519947, 0.030248122, 0.03430571, -0.013708682) * go_6(-1.0, 1.0); + result += mat4(-0.2279588, -0.18872449, -0.025711812, -0.0030177163, -0.04904665, -0.012416222, -0.043616265, -0.025587335, -0.13296616, 0.04638035, 0.04678556, 0.03844558, -0.18179114, 0.09372293, -0.010590236, 0.01083938) * go_6(0.0, -1.0); + result += mat4(0.1509907, -0.0481407, 0.0733552, -0.11650966, -0.060449038, 0.045509655, -0.020972773, 0.06986917, -0.14222102, 0.011846137, -0.17001152, -0.057357326, -0.16672502, 0.04941284, -0.047788143, 0.062904075) * go_6(0.0, 0.0); + result += mat4(-0.026204882, 0.1379135, 0.07676878, 0.09819616, 0.0367303, -0.10786471, -0.0075898385, -0.07676497, -0.11037974, -0.26268724, 0.19532666, -0.07363598, -0.07052941, 0.12609297, 0.072664596, -0.05314863) * go_6(0.0, 1.0); + result += mat4(0.08999991, 0.0558405, -0.076048166, 0.02103657, -0.027882319, 0.010349208, -0.10227, -0.057416655, -0.14109646, 0.09137617, 0.014954059, -0.1576444, 0.08265091, 0.17756382, 0.009793101, 0.016993368) * go_6(1.0, -1.0); + result += mat4(0.027727338, 0.035738327, -0.050455257, 0.0270335, -0.025559573, -0.015427726, -0.083071664, 0.061004713, 0.020193916, -0.07887369, -0.02108076, 0.11720328, 0.13798134, 0.13345529, -0.14398462, -0.029060662) * go_6(1.0, 0.0); + result += mat4(-0.07745766, -0.041309092, -0.17316692, 0.033977617, 0.15394445, -0.16951908, -0.0063321716, 0.080495596, -0.0017852545, -0.28805718, 0.0700991, 0.018410137, 0.003488375, 0.19910179, 0.10167056, 0.025110798) * go_6(1.0, 1.0); + result += mat4(-0.15580481, 0.020477565, 0.11532024, 0.03976763, 0.18229389, 0.1271016, 0.08770817, -0.09774775, 0.06600797, 0.01689596, 0.18700399, 0.09403785, -0.009046925, -0.01108422, 0.058958236, -0.047931902) * go_7(-1.0, -1.0); + result += mat4(0.06310476, 0.06905119, 0.018878374, 0.025518246, 0.10841674, 0.09996408, -0.024993157, -0.01841523, -0.05029303, 0.11934722, -0.038388044, 0.06257424, -0.2838227, -0.11319486, -0.06147547, 0.032279905) * go_7(-1.0, 0.0); + result += mat4(0.106864855, -0.14675911, 0.13882893, 0.15282702, 0.10262944, 0.1212188, -0.12513219, 0.09966214, 0.14789942, -0.008914957, 0.042973127, 0.07553493, -0.025540594, -0.05686568, -0.06566971, -0.0020550704) * go_7(-1.0, 1.0); + result += mat4(0.0414937, -0.107962914, 0.0866677, -0.14541091, -0.035804186, -0.03858178, -0.05039649, -0.050335135, 0.1229951, 0.19201261, 0.14003956, -0.08397869, 0.005254548, 0.0066002896, -0.077449955, 0.009956068) * go_7(0.0, -1.0); + result += mat4(-0.0063296407, 0.028561544, 0.08341632, 0.22342314, -0.01691521, 0.031374026, 0.050613165, 0.034745082, 0.032332152, 0.09849194, -0.007582172, 0.15742157, -0.041984398, -0.008867525, 0.03506499, -0.24573727) * go_7(0.0, 0.0); + result += mat4(-0.07056382, 0.0636449, 0.03233018, 0.1501561, 0.06066885, 0.11464044, 0.040849507, -0.13865003, 0.076462656, 0.12667337, 0.029632922, 0.25268108, 0.114084266, -0.17584173, 0.016733518, -0.17203353) * go_7(0.0, 1.0); + result += mat4(-0.01064123, 0.029628627, 0.027050711, -0.18520628, 0.07674622, 0.15729839, -0.030779244, -0.0634873, 0.1574134, 0.07093152, 0.07546052, -0.070630684, -0.022203514, 0.05314295, -0.061366297, -0.0079711685) * go_7(1.0, -1.0); + result += mat4(-0.07035216, 0.17515408, -0.029123412, 0.16910394, 0.08932361, 0.07208431, -0.11704755, 0.11410879, 0.036213387, 0.12823173, -0.07582252, 0.077650435, 0.06261303, -0.04147947, -0.04317352, 0.0021995064) * go_7(1.0, 0.0); + result += mat4(-0.15121935, 0.13061461, 0.0625614, 0.21688727, 0.2871471, 0.16875097, -0.10717908, 0.11702028, 0.034555722, -0.020147238, -0.10780166, -0.10345562, 0.07117743, -0.0009922339, 0.16038051, -0.015311427) * go_7(1.0, 1.0); + result += vec4(0.014096946, 0.0069551114, -0.010140134, -0.058456354); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!SAVE conv2d_22_tf +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10223896, -0.003962179, -0.026885005, 0.11193138, -0.13312434, -0.025076041, -0.059773684, 0.017627714, -0.011125944, 0.14110252, -0.01591333, -0.103229046, 0.06469717, 0.080973566, 0.1377451, -0.085188426) * go_0(-1.0, -1.0); + result += mat4(-0.012705599, -0.12700035, 0.1918345, -0.0019184656, -0.0847267, 0.03148527, 0.06449907, -0.076839246, -0.034566037, 0.114147305, -0.024244096, -0.07691169, 0.038501963, -0.1080852, 0.040208496, -0.06312811) * go_0(-1.0, 0.0); + result += mat4(-0.033068754, -0.10348481, -0.058994904, -0.114934064, 0.15838924, -0.010264998, -0.12799472, 0.020845814, -0.018875258, -0.08804753, 0.01602375, 0.12608516, 0.054035492, -0.07701545, 0.04347651, 0.06463367) * go_0(-1.0, 1.0); + result += mat4(0.017377479, -0.03754917, 0.024689697, -0.057927262, 0.0028631683, -0.05547405, 0.012137814, 0.02843827, -0.0352874, -0.19916151, 0.04784842, 0.21002018, 0.081276864, 0.011102207, -0.083124526, -0.031950574) * go_0(0.0, -1.0); + result += mat4(0.01873304, -0.09044405, 0.30275765, 0.08380349, 0.014064781, 0.09168157, -0.1864819, -0.0021196704, -0.07948197, -0.020107562, -0.03004029, -0.1622591, 0.071999714, 0.04594003, 0.008249409, -0.04092763) * go_0(0.0, 0.0); + result += mat4(0.019689152, -0.0032011836, -0.08279852, -0.098952815, 0.063363254, 0.041723877, -0.045762774, -0.07205901, -0.019022591, -0.003969965, 0.0026567664, -0.17724961, 0.013349725, -0.0045725764, 0.008257882, -0.067322485) * go_0(0.0, 1.0); + result += mat4(-0.012290499, 0.09406699, -0.07163798, 0.04803333, 0.06828126, -0.019982453, -0.08896813, -0.0040559024, 0.037249956, 0.01023478, 0.10625678, -0.15654735, 0.087492324, 0.08580872, -0.011420013, -0.021355275) * go_0(1.0, -1.0); + result += mat4(0.07686104, 0.09579432, -0.25340828, -0.07615695, -0.056016568, -0.120171346, -0.15931551, -0.029862411, 0.02335221, 0.011431254, -0.0030845958, -0.07218796, 0.07774282, 0.13269827, 0.04881306, -0.11035891) * go_0(1.0, 0.0); + result += mat4(0.044817206, -0.048356906, -0.16389881, 0.015139408, -0.07451794, 0.04694384, -0.02990636, -0.10855492, -0.21666275, -0.052773386, -0.25028092, -0.11746603, 0.077358045, 0.10103544, 0.08527534, -0.06464521) * go_0(1.0, 1.0); + result += mat4(0.03582138, 0.010487161, 0.0029515699, -0.110723086, 0.049549296, 0.14427675, -0.0609413, 0.06046345, 0.09253051, 0.1868415, -0.015272976, -0.11376719, -0.03537348, -0.09238331, -0.0036336356, 0.09587111) * go_1(-1.0, -1.0); + result += mat4(-0.015760727, 0.100032315, 0.0521871, -0.12693447, 0.032953065, -0.01678644, -0.022978857, 0.08453327, 0.052290775, -0.03598402, -0.03558539, 0.034810137, -0.12757197, 0.06762186, 0.1608983, 0.22212158) * go_1(-1.0, 0.0); + result += mat4(-0.025843577, -0.018167645, -0.048210423, -0.09630522, 0.037900604, 0.0091229845, -0.07650797, 0.27066034, 0.18431275, 0.09829389, -0.10438764, -0.048666675, -0.015207321, -0.13972227, -0.18127172, -0.007995113) * go_1(-1.0, 1.0); + result += mat4(-0.03881291, 0.07503142, -0.033570364, -0.045351487, -0.0022145896, 0.010733563, -0.020720467, 0.00081354816, 0.21934588, 0.09224533, -0.08031286, -0.038364504, -0.029873388, -0.25665647, 0.15941957, 0.025528809) * go_1(0.0, -1.0); + result += mat4(-0.09370064, 0.029663661, 0.012679274, -0.043068074, -0.028991526, 0.0574283, 0.056197148, -0.21286213, -0.26483896, -0.23181885, -0.2694775, 0.1776773, 0.26530752, 0.037465684, 0.131577, 0.18775755) * go_1(0.0, 0.0); + result += mat4(0.11927666, -0.017253317, -0.037208788, 0.12963869, 0.1836903, -0.05355178, -0.10927929, 0.088714115, 0.092516005, -0.055786908, -0.3765548, 0.22553508, -0.17434292, 0.07682209, -0.17492367, 0.07921552) * go_1(0.0, 1.0); + result += mat4(0.03987739, 0.21923572, -0.052704852, -0.03514489, -0.0008559233, 0.08740523, -0.038235787, 0.004649678, 0.023195285, 0.07912857, -0.3316638, -0.0018697636, -0.16311869, -0.08239248, -0.08974983, -0.061523616) * go_1(1.0, -1.0); + result += mat4(0.17971839, -0.10032153, 0.09912109, 0.11419959, -0.07862786, 0.18860018, -0.0054023685, -0.0063197673, -0.075057484, 0.11919032, 0.10870008, -0.0010593111, -0.028237697, -0.1403867, -0.15338054, -0.031212265) * go_1(1.0, 0.0); + result += mat4(-0.011073167, -0.021512758, -0.035089463, -0.02270197, 0.1203147, -0.0060833353, -0.06553638, -0.0131418705, 0.037314773, -0.11951629, -0.07282935, 0.18580095, 0.15012014, 0.04814535, -0.09726508, -0.06860187) * go_1(1.0, 1.0); + result += mat4(0.21669087, 0.013801443, 0.02671932, -0.044553265, 0.15349442, -0.0046121236, 0.032123394, -0.12168837, 0.0038842869, -0.023972327, -0.109120324, 0.050505854, -0.023916, 0.013567219, 0.1173681, -0.04551501) * go_2(-1.0, -1.0); + result += mat4(0.057128176, 0.14977872, 0.06343218, 0.06697086, 0.022058524, 0.07482639, -0.041569967, 0.14565067, -0.020313857, -0.07762924, 0.10456895, 0.27812317, 0.0072891894, -0.02010702, 0.025450159, -0.3102941) * go_2(-1.0, 0.0); + result += mat4(-0.055387553, -0.0821909, 0.020622486, -0.046749815, 0.14326937, 0.06796682, -0.12731776, -0.009783433, 0.068818465, -0.15524474, -0.06790948, -0.12209928, -0.0697275, -0.033641398, -0.037991934, 0.109325044) * go_2(-1.0, 1.0); + result += mat4(0.103576414, 0.1382662, 0.0076591466, 0.039789278, -0.00029025285, -0.04420823, -0.016814036, 0.23830856, 0.052784596, -0.042569418, 0.08211856, 0.0014383788, -0.09317573, 0.07717305, 0.034522586, 0.10883371) * go_2(0.0, -1.0); + result += mat4(0.20095795, -0.0762468, -0.122009076, -0.0019315446, 0.0342841, -0.002261875, 0.01336527, 0.037054777, 0.010654201, 0.0647512, 0.24071957, 0.03390332, 0.1840019, 0.026103802, -0.00016578182, -0.15023609) * go_2(0.0, 0.0); + result += mat4(-0.06991413, -0.20303409, 0.13652301, -0.075541444, 0.21606784, 0.06376107, -0.019836407, 0.30286798, 0.2425298, -0.17736211, 0.07770617, -0.19528265, -0.053150296, -0.059372786, -0.08591091, -0.22004424) * go_2(0.0, 1.0); + result += mat4(0.19765162, -0.0076910453, -0.04445224, 0.1611108, -0.050294112, 0.05884916, -0.0031236073, 0.06223903, 0.062324606, 0.035158884, -0.059429616, 0.09551932, 0.023106437, -0.015674893, 0.037365414, 0.13782242) * go_2(1.0, -1.0); + result += mat4(0.03288134, 0.24910542, -0.21833506, 0.034457803, 0.13643186, 0.13222183, 0.1179716, 0.21309394, 0.011414155, -0.063580126, 0.028173532, 0.015402401, 0.09219631, 0.15509954, 0.09644083, -0.004912005) * go_2(1.0, 0.0); + result += mat4(-0.122666344, -0.022612955, -0.18204625, -0.13870001, 0.13226813, -0.020959264, -0.15983039, 0.24193098, 0.009062403, 0.02852321, -0.07637169, -0.07182108, -0.063936904, -0.110338956, 0.08894499, 0.010865757) * go_2(1.0, 1.0); + result += mat4(-0.06311616, 0.032602638, 0.07815579, -0.085873865, -0.028512893, -0.10872674, 0.11407672, -0.1198108, 0.14156549, -0.26490405, -0.013681608, 0.17903471, 0.019571627, 0.08797144, 0.14598761, 0.1752151) * go_3(-1.0, -1.0); + result += mat4(0.060934067, -0.043878168, -0.03281894, 0.1515089, -0.031678505, 0.08898307, -0.09095997, -0.077509135, -0.028398534, -0.032485247, -0.07366146, -0.04646123, 0.03640116, 0.059365295, 0.0358693, 0.114865065) * go_3(-1.0, 0.0); + result += mat4(-0.00442871, 0.072429955, -0.18537655, -0.06719485, -0.09143303, -0.13743407, -0.0929156, -0.07207548, 0.03515558, -0.2056265, 0.043447953, -0.1127557, 0.14011581, -0.015595671, -0.044881705, 0.011502557) * go_3(-1.0, 1.0); + result += mat4(-0.11697889, -0.099679604, 0.031066136, 0.082590826, 0.10863569, -0.067363665, -0.20282263, -0.15688327, -0.042486712, -0.013625548, 0.048191063, -0.041503422, -0.04337012, 0.02459068, -0.119529836, -0.07766196) * go_3(0.0, -1.0); + result += mat4(-0.07818919, -0.21690421, 0.03777118, 0.020176264, -0.11963998, -0.20380595, -0.11266237, 0.10204603, -0.055295635, 0.042670958, 0.032413233, -0.29787624, -0.09695584, -0.06951056, -0.111144245, 0.27353725) * go_3(0.0, 0.0); + result += mat4(-0.074568786, -0.033846285, -0.11303718, 0.01347156, 0.13417509, -0.035141, 0.0549755, -0.055368077, 0.08586122, -0.06080446, -0.0649666, 0.034248006, 0.055422872, 0.0002444246, -0.05463847, -0.004172834) * go_3(0.0, 1.0); + result += mat4(0.043535687, 0.049146313, -0.08071237, 0.05743858, -0.009361048, -0.104187995, -0.05914457, 0.015472587, 0.051585488, 0.13609129, 0.039380804, -0.09487062, -0.029992107, 0.20127308, -0.016586518, -0.0118653355) * go_3(1.0, -1.0); + result += mat4(-0.11341038, -0.06534287, -0.00969141, 0.09842377, -0.15015216, -0.13036063, 0.16397302, -0.035185672, 0.014939415, 0.09231899, 0.0960422, 0.098402545, 0.05026251, -0.052272506, -0.07076674, 0.1017807) * go_3(1.0, 0.0); + result += mat4(0.09410467, 0.06965212, -0.050828446, -0.014842064, -0.05672778, 0.0034312159, -0.12667121, 0.08755347, -0.19107659, -0.14826727, -0.148465, 0.044678684, 0.12208376, 0.05630527, -0.09849773, 0.059570145) * go_3(1.0, 1.0); + result += mat4(-0.0056368727, -0.060553093, 0.06869724, -0.2671654, 0.074483775, -0.22439592, 0.03412359, -0.042746507, -0.00033218932, 0.029451698, -0.11889161, 0.02450455, -0.050221678, -0.036697924, 0.10979591, 0.006301693) * go_4(-1.0, -1.0); + result += mat4(0.14260219, -0.059394777, 0.008651593, -0.030021094, -0.10832626, -0.10480623, -0.051381744, 0.14397325, 0.10055106, -0.124934874, 0.071788386, -0.026599124, 0.21032484, -0.033513267, 0.15657996, -0.14035532) * go_4(-1.0, 0.0); + result += mat4(-0.13892077, -0.10481157, 0.035189748, -0.047936644, -0.039695438, 0.10282643, -0.04772888, -0.05615731, -0.0629154, 0.029910412, 0.016778577, 0.15581344, 0.07343337, 0.09643205, -0.007878382, 0.03907105) * go_4(-1.0, 1.0); + result += mat4(-0.013479193, -0.11390557, -0.054494295, -0.018774029, -0.07810012, -0.017801207, -0.09907588, -0.068129614, -0.0441842, 0.17567265, 0.015810724, 0.12202828, -0.09561252, 0.18990034, 0.046686, 0.07932812) * go_4(0.0, -1.0); + result += mat4(0.12950182, -0.0764622, -0.16708113, -0.041282784, -0.034567624, -0.046898007, -0.047732405, -0.16523215, -0.098671466, 0.11115384, 0.018733667, -0.030257061, 0.024691723, 0.14673457, -0.0042721583, -0.073733196) * go_4(0.0, 0.0); + result += mat4(-0.1880415, 0.058407295, -0.024268452, -0.08863777, -0.00033153518, -0.067544006, -0.14007194, 0.09763543, -0.13311495, -0.013045288, 0.080994524, -0.0021852767, 0.2526301, -0.15590498, 0.06513285, 0.008684614) * go_4(0.0, 1.0); + result += mat4(-0.16307826, -0.061499167, 0.10007602, -0.13215826, -0.007965347, 0.15285823, -0.1121792, -0.07439956, -0.07243183, 0.012338051, 0.020877926, 0.15401553, 0.079975344, -0.08843829, -0.016215425, -0.05091215) * go_4(1.0, -1.0); + result += mat4(-0.13515377, -0.22893935, -0.023000397, -0.103096426, 0.025951281, 0.13526388, -0.0009632785, -0.17457137, 0.015916126, -0.0067753294, -0.15909977, 0.03092967, -0.04734426, -0.0912585, 0.05898728, 0.26564533) * go_4(1.0, 0.0); + result += mat4(0.0035275293, 0.012649278, 0.1948556, -0.07416863, 0.02219981, 0.016499944, -0.12379185, -0.00033774113, -0.07067968, 0.07390183, -0.013505385, 0.02139018, 0.09119292, 0.10301386, 0.020239206, 0.020797301) * go_4(1.0, 1.0); + result += mat4(0.03793496, 0.047918268, -0.042518344, -0.003040927, -0.004914266, -0.06466914, 0.1054016, -0.030953595, 0.05262255, 0.059544593, 0.0012515553, 0.023376456, -0.11946804, 0.022816675, 0.12599446, -0.039031338) * go_5(-1.0, -1.0); + result += mat4(0.011011564, -0.06995047, 0.09471372, 0.073482506, -0.1361997, -0.103040315, -0.06262413, 0.11690031, 0.07043588, 0.047068246, -0.054675575, 0.038323287, 0.016909422, -0.26532903, 0.124031335, -0.15765414) * go_5(-1.0, 0.0); + result += mat4(0.1326377, -0.05869703, 0.055429142, -0.012859626, -0.15007673, 0.14602819, -0.08654888, 0.11824468, -0.059663087, -0.10994563, 0.043549772, -0.10930523, -0.019649897, -0.0034801385, 0.045497436, 0.114508495) * go_5(-1.0, 1.0); + result += mat4(-0.113787495, 0.037103496, -0.110569924, -0.059518036, 0.058745943, 0.08719483, 0.02520162, 0.025358152, -0.045150854, 0.1504978, -0.14076203, 0.0943479, 0.047369894, 0.011271822, 0.09715413, 0.028001258) * go_5(0.0, -1.0); + result += mat4(0.13310856, 0.10608291, 0.08023608, -0.18634102, 0.2721929, -0.10385782, 0.08757403, 0.20912756, 0.008799337, 0.054682046, 0.08106119, 0.051967915, -0.0420578, -0.08070327, 0.14520262, -0.11477875) * go_5(0.0, 0.0); + result += mat4(-0.046184566, 0.025668617, 0.10700355, -0.039824486, -0.2480234, 0.027258608, 0.0951336, 0.12978607, -0.05499455, -0.13601139, 0.12724544, -0.15641823, -0.0873552, -0.02188817, 0.10117889, 0.07147513) * go_5(0.0, 1.0); + result += mat4(-0.070887625, -0.042188253, -0.05307244, 0.08367565, -0.05394035, 0.032729495, 0.033332206, -0.018877268, -0.091275655, -0.0510818, 0.08523829, 0.11053021, -0.054227974, -0.03259413, 0.05457483, -0.1096016) * go_5(1.0, -1.0); + result += mat4(-0.14503245, -0.091081366, -0.13127449, -0.0807559, 0.108912565, -0.021791635, -0.11024329, -0.0138166705, 0.024161678, 0.033913497, 0.09756464, -0.053126756, -0.08025202, 0.04498814, -0.031021861, -0.02993253) * go_5(1.0, 0.0); + result += mat4(-0.25045946, -0.054898996, -0.0071393256, 0.041971236, -0.019135686, 0.08095327, 0.04526907, -0.09426112, 0.06313221, -0.044544, 0.07875577, -0.067794, 0.10187279, -0.035654344, 0.12284866, 0.03620429) * go_5(1.0, 1.0); + result += mat4(0.0943095, -0.06398471, 0.021779256, -0.010619206, -0.1617448, -0.0017947294, 0.023434827, 0.04754851, -0.046987966, 0.017030017, 0.019708563, 0.09053293, -0.067873746, -0.06164325, 0.0011462327, -0.017837046) * go_6(-1.0, -1.0); + result += mat4(0.12039112, -0.17216775, -0.07337242, 0.13252397, 0.08201477, -0.029474648, -0.0034474097, -0.13619982, -0.17575242, 0.020274922, 0.018647762, -0.28044346, -0.07714025, 0.0890905, -0.019951884, 0.05899824) * go_6(-1.0, 0.0); + result += mat4(0.0033426161, -0.01923198, 0.06659414, -0.0122886365, 0.04478331, -0.03897386, 0.12604317, 0.008812119, -0.09419456, -0.023979114, 0.21770099, -0.054838024, -0.053163752, 0.010338786, 0.04925877, 0.037819408) * go_6(-1.0, 1.0); + result += mat4(0.14372422, 2.9918947e-05, 0.01845988, 0.09333284, 0.054844312, 0.059736133, 0.021345338, -0.09120293, -0.17127307, -0.075915925, -0.119462065, -0.1835271, 0.12677628, -0.041337408, 0.03678916, 0.14712988) * go_6(0.0, -1.0); + result += mat4(0.055389576, 0.13690695, 0.02925458, -0.028905952, 0.17396308, -0.14087082, -0.026549693, 0.013602965, 0.16962606, 0.016811062, 0.062239293, -0.066154756, -0.07894684, 0.07768367, -0.10873246, -0.059606884) * go_6(0.0, 0.0); + result += mat4(0.04707709, 0.040111955, 0.15547106, 0.0143624535, -0.04931132, -0.1799645, -0.014157518, -0.11942247, -0.3786742, -0.0926198, 0.048465937, -0.16508308, -0.18456425, -0.005596354, 0.010553759, -0.14650412) * go_6(0.0, 1.0); + result += mat4(-0.12822108, -0.079825334, 0.037238546, -0.05552771, 0.0143161025, -0.0038768095, -0.11916319, 0.03297939, 0.012635646, -0.103318, 0.035178438, -0.05269534, 0.010272984, -0.076760076, -0.0404603, -0.094428495) * go_6(1.0, -1.0); + result += mat4(-0.008478651, -0.14902028, 0.1311909, -0.01592968, 0.040431064, 0.08323771, -0.20654729, 0.11949456, -0.14009294, 0.02057732, 0.06463541, -0.14152607, 0.13293357, 0.04113506, 0.1639069, -0.025289651) * go_6(1.0, 0.0); + result += mat4(-0.007400942, -0.1505565, -0.013284112, -0.015629197, 0.100692146, 0.19005777, -0.0576178, -0.027158504, 0.08660662, -0.06668144, 0.11079919, -0.074782886, -0.118196, -0.12197285, -0.008273694, 0.024818229) * go_6(1.0, 1.0); + result += mat4(0.011819537, 0.11353393, -0.086237915, -0.022234803, 0.055968612, 0.0615991, 0.025318988, 0.008080514, -0.0074833143, 0.03213514, 0.017596677, -0.04917979, -0.01020977, 0.029775353, 0.004897033, -0.10395338) * go_7(-1.0, -1.0); + result += mat4(-0.0688038, 0.058822602, -0.10180778, 0.13479604, -0.16078031, 0.13976133, -0.0018446567, 0.053424157, 0.028315792, 0.08567457, -0.043963797, -0.075502805, 0.23958415, 0.028348215, 0.028450236, -0.09978715) * go_7(-1.0, 0.0); + result += mat4(0.055084568, 0.0633926, 0.07513028, 0.067018405, 0.07824109, 0.037960775, 0.0943014, 0.04693916, -0.036844347, 0.019190654, -0.09051303, 0.08540987, -0.10541823, 0.059776157, -0.050921787, 0.044931833) * go_7(-1.0, 1.0); + result += mat4(0.09222645, -0.0042043333, -0.03341929, 0.056271244, 0.07315851, 0.12040825, 0.04529911, -0.069902666, 0.03675086, -0.15167333, -0.0731015, 0.037529152, 0.07895808, 0.19516838, 0.12074145, 0.04428294) * go_7(0.0, -1.0); + result += mat4(-0.22974864, -0.083703846, 0.007981983, 0.113407955, -0.005681401, -0.0725044, 0.08403406, -0.08046055, -0.06072271, -0.0036524318, 0.017676545, -0.019439736, -0.16989848, 0.05007473, 0.12076659, 0.03561606) * go_7(0.0, 0.0); + result += mat4(0.25000554, 0.08706544, -0.06796797, -0.029297633, 0.030483002, -0.029405795, 0.03225599, 0.1273929, 0.057500437, 0.14282806, 0.1312532, 0.06736387, -0.051108856, -0.047272597, -0.083601035, 0.08707381) * go_7(0.0, 1.0); + result += mat4(0.00104698, 0.052348208, -0.0038028702, -0.031462383, 0.16882937, 0.03287029, -0.052102886, 0.0616993, -0.13379374, -0.16625734, 0.030139674, -0.11211979, -0.06178343, 0.084902056, 0.027871864, -0.028810805) * go_7(1.0, -1.0); + result += mat4(0.13843846, 0.16980068, -0.05281067, 0.107935965, 0.05919283, -0.0379272, 0.080057494, 0.12334194, 0.016972173, -0.067814775, 0.18925636, -0.007931023, 0.21753874, 0.016326033, 0.09708944, -0.027348526) * go_7(1.0, 0.0); + result += mat4(-0.0652925, 0.080116995, -0.02714036, 0.023029007, 0.03694966, 0.014283271, 0.2425468, 0.0090831, -0.04629186, -0.09224253, 0.0074571487, 0.03976705, -0.12308334, -0.02258988, 0.02122909, -0.003723904) * go_7(1.0, 1.0); + result += vec4(0.022695603, -0.0023082788, 0.028530424, -0.014318725); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.058696087, -0.016692411, 0.25976986, 0.099469885, -0.09152728, -0.2148431, -0.08802325, -0.016499085, 0.13282052, 0.0980272, -0.1158862, 0.19684108, -0.11994136, -0.059662573, -0.016995221, -0.1027122) * g_0; + result += mat4(-0.010595027, 0.06406856, 0.23653634, 0.16295283, 0.09336285, -0.027337749, 0.015952548, 0.0376953, 0.095897034, 0.30973884, -0.08175905, -0.22890201, 0.04396234, -0.13037258, -0.025949383, -0.06218012) * g_1; + result += mat4(-0.07620231, -0.30194682, -0.076309256, 0.14013915, 0.07061645, 0.09126501, 0.1150165, -0.25510675, -0.029847346, 0.11263369, -0.02107326, -0.076345, -0.0836896, -0.10574222, 0.049557228, 0.18204224) * g_2; + result += mat4(0.31275895, 0.2131336, -0.17616041, -0.1532927, -0.0800748, 0.14726815, 0.011492155, 0.102820344, 0.10141421, -0.014893769, -0.25251386, 0.041055515, -0.10404861, -0.00033553177, -0.19449559, 0.060588796) * g_3; + result += mat4(0.16963251, -0.013009328, 0.09477736, -0.1371889, -0.057696134, -0.11377323, -0.009975633, 0.10865341, 0.018116307, -0.12912029, 0.00446529, -0.07526829, 0.21180825, 0.023429712, -0.15647651, 0.11771583) * g_4; + result += mat4(-0.10107582, -0.06897041, 0.07265895, -0.13229463, -0.032618273, -0.1995065, -0.04359697, 0.010246897, 0.08059705, -0.056275643, -0.18562363, 0.076477356, -0.032394793, -0.022298874, 0.04084915, -0.08365395) * g_5; + result += mat4(0.17930493, 0.05326699, -0.13416114, -0.20071405, 0.04909069, -0.11235366, -0.11290477, 0.054805405, -0.18932551, -0.23691942, 0.00930692, 0.055858135, -0.18744826, 0.124326915, -0.12145515, -0.05469838) * g_6; + result += mat4(-0.083303414, 0.14274205, -0.17837334, -0.22321583, 0.024028191, -0.22178806, 0.003354423, -0.13398252, 0.11718759, -0.026552575, 0.104777284, -0.16523509, 0.26287836, 0.029216014, -0.04382982, -0.1816694) * g_7; + result += mat4(0.36169127, 0.036328353, 0.38394243, -0.044287164, 0.026606947, -0.015364243, 0.040234428, -0.14585258, 0.023770748, 0.014420717, -0.18471159, 0.12606202, 0.071438275, 0.015476816, 0.11971924, -0.012690996) * g_8; + result += mat4(-0.23509689, 0.0076271794, -0.5163756, 0.08395759, -0.18723673, 0.018408693, 0.08788511, 0.15232271, -0.36024943, -0.09240755, -0.30047625, -0.17155606, -0.06985937, 0.20842774, -0.22400227, -0.21664825) * g_9; + result += mat4(-0.05239372, 0.11904273, -0.08821749, -0.04636995, -0.16663203, -0.11476132, 0.08088593, -0.03589705, -0.01017948, -0.048168585, 0.010544936, 0.13717537, 0.16119, -0.037817374, -0.0762783, 0.03526467) * g_10; + result += mat4(-0.040259548, -0.14698508, 0.10502734, -0.105779156, 0.17744789, 0.05297252, 0.021307468, -0.21976848, -0.030510878, 0.09223678, -0.09474818, 0.2469629, 0.0013956686, 0.18587582, -0.04157682, 0.1704521) * g_11; + result += mat4(0.07285109, -0.010645814, -0.07633459, 0.0998653, -0.034591697, -0.20350501, 0.10648686, 0.13691725, 0.042239573, -0.12919825, 0.08137461, -0.027513884, -0.0028005934, 0.03199354, -0.016124157, -0.058441218) * g_12; + result += mat4(0.05280611, 0.11754696, -0.10911552, 0.316396, 0.15148664, -0.061536465, -0.102609016, 0.037154227, 0.15367137, -0.042577345, 0.06558037, 0.17360497, 0.20247519, -0.032606795, -0.10807613, 0.051761452) * g_13; + result += mat4(0.0022353246, 0.11659671, -0.14492981, -0.20829871, 0.13133155, 0.12089799, 0.019354021, -0.2658604, 0.04921859, 0.22848538, 0.21938437, 0.16021933, -0.06768084, 0.134724, 0.047685273, 0.077655315) * g_14; + result += mat4(0.019583335, -0.11596351, 0.20498835, 0.13917811, -0.028330192, -0.07062669, -0.19952956, 0.08023568, 0.0053012795, -0.10001755, 0.24791576, 0.014599471, 0.18118413, 0.027773563, -0.017590087, 0.037026614) * g_15; + result += mat4(0.097719975, -0.035079796, 0.11477913, -0.13726783, 0.20932943, -0.10429427, 0.13141108, -0.19026637, -0.06115164, -0.23775233, 0.090050876, 0.031347554, 0.0350951, 0.052728195, -0.07699315, 0.24431244) * g_16; + result += mat4(0.16608196, 0.20575161, -0.40825596, 0.24043176, 0.31130707, -0.046513405, 0.14605568, -0.1021257, 0.1593242, 0.32908028, -0.13133794, -0.08078372, -0.21714397, 0.054140713, 0.15257664, -0.09940761) * g_17; + result += mat4(-0.1323459, -0.28875232, -0.01497331, 0.030733688, 0.12423061, 0.073697634, -0.2566797, 0.04460948, 0.2865253, -0.13094993, 0.06848032, -0.080888934, 0.09375976, -0.039186817, -0.26337674, -0.098654084) * g_18; + result += mat4(-0.22869076, -0.06542219, 0.15441294, 0.053751558, -0.10786946, 0.21515097, -0.12272559, 0.113470495, -0.039961167, -0.05458959, 0.056336533, -0.16626738, -0.11003154, 0.16398644, 0.21803926, 0.14490128) * g_19; + result += mat4(0.005704737, 0.050607253, -0.060669646, 0.02315674, 0.27544695, -0.05550004, -0.32093555, -0.027370991, -0.0070907134, 0.114890516, -0.037459094, 0.26141244, 0.3948764, 0.055632085, 0.12894577, 0.2616119) * g_20; + result += mat4(-0.16639514, -0.17228165, 0.2578368, 0.18405698, -0.16141811, -0.19922118, 0.0774084, 0.22068399, -0.12284921, 0.10599979, 0.039710265, -0.027798124, -0.103033185, -0.04742161, -0.30192822, -0.08567758) * g_21; + result += mat4(-0.0868937, -0.10361983, 0.023334388, 0.008042379, 0.26398548, 0.15074515, -0.052286822, -0.10586637, 0.07187348, 0.099190384, -0.1389896, -0.0019672879, -0.14919114, 0.016451705, -0.038644433, 0.04510475) * g_22; + result += mat4(0.0478762, -0.0032748727, -0.15553872, 0.17001377, 0.010854262, -0.106533505, 0.4341412, 0.24823058, -0.19182336, 0.08669677, 0.030827353, 0.05449623, 0.020789523, 0.13378422, 0.04309073, 0.30953705) * g_23; + result += mat4(-0.33780453, -0.15031691, -0.18126999, 0.023555402, 0.30662948, -0.013749685, 0.28102842, 0.008741284, -0.14455633, -0.18823312, 0.016984712, -0.261531, 0.33998242, 0.055556037, 0.07087725, -0.10207668) * g_24; + result += mat4(0.25463784, 0.04663675, 0.24814023, -0.14536841, 0.1517421, 0.13530119, -0.12027553, -0.030012354, 0.15529017, 0.06190467, -0.042643487, -0.14222258, -0.036342848, -0.029681267, -0.0059485766, -0.006802466) * g_25; + result += vec4(-0.07437017, -0.009831191, 0.0028422514, 0.015599199); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf1 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.08979697, -0.10504161, 0.16022556, 0.11341658, 0.061358813, -0.11527514, 0.104621656, 0.17846957, -0.21971604, -0.08296368, 0.059561037, -0.030467503, -0.18203235, -0.00489335, -0.13960212, -0.1846774) * g_0; + result += mat4(-0.021587428, 0.13345426, 0.002885677, -0.10446278, 0.17950022, 0.029065073, -0.32806116, 0.11106503, 0.041467514, -0.28959805, -0.033284128, 0.031551834, 0.006884119, 0.09131054, 0.02568901, -0.11571497) * g_1; + result += mat4(-0.061347164, -0.019125437, -0.14035773, 0.17835122, -0.18599916, 0.006040366, -0.10548407, 0.16857028, -0.12821414, -0.257687, 0.083109885, 0.033304747, -0.03638158, 0.089094125, -0.2121359, -0.16846325) * g_2; + result += mat4(-0.19272862, -0.040250458, -0.025220647, -0.0130254505, 0.16971767, -0.1262595, -0.17335917, -0.06738606, 0.25743198, -0.07245476, 0.034572147, 0.36634898, 0.06062579, -0.08718957, -0.03222726, -0.2564149) * g_3; + result += mat4(-0.19240691, 0.12406588, 0.3184258, -0.34774688, 0.14093249, 0.03706444, -0.111542135, 0.26256654, -0.1875004, 0.049010817, -0.28910252, -0.07044059, -0.061912216, 0.0849468, 0.044482302, -0.09588286) * g_4; + result += mat4(0.15970096, -0.0030905118, 0.28313154, 0.027417777, -0.1538593, 0.21207502, 0.13121693, -0.30331814, 0.121317744, 0.042900104, -0.022242952, 0.10603051, -0.029436313, -0.06481103, 0.1403121, -0.052515112) * g_5; + result += mat4(0.08658267, 0.1741316, -0.18155402, -0.10258272, 0.032190584, 0.066993676, 0.1354344, 0.027893255, -0.017966608, 0.23040892, 0.030393174, -0.07598643, 0.13171883, 0.18465646, 0.067950405, -0.089663) * g_6; + result += mat4(0.122048914, 0.11810184, -0.11860061, -0.26858392, -0.209042, -0.16273905, -0.055165585, -0.005811152, -0.18738034, 0.058543697, -0.039830476, -0.16113137, -0.091200404, 0.2339841, -0.021218592, 0.26669285) * g_7; + result += mat4(-0.014585638, -0.0032463232, 0.17495912, -0.08503565, -0.19564098, 0.22158442, -0.1867278, 0.0042652315, 0.03968311, 0.28752264, -0.28998294, -0.0029852116, -0.23554218, 0.16868985, 0.08550133, -0.1574371) * g_8; + result += mat4(0.49997026, -0.016691396, -0.18841855, 0.30310807, 0.100790545, 0.038233314, 0.1611522, 0.13933793, -0.22570881, 0.12208755, 0.23460633, 0.15977637, -0.03795079, -0.30355585, 0.0011402427, -0.07599262) * g_9; + result += mat4(0.1040602, 0.087594695, -0.27393925, 0.0418618, 0.06769233, 0.10341748, 0.03344078, 0.14392397, 0.19013835, -0.003081719, -0.2819769, 0.025617521, 0.09402475, -0.015399136, 0.04733618, -0.044959366) * g_10; + result += mat4(-0.060594074, 0.015600568, 0.16962534, -0.00081952167, 0.2690884, 0.04898387, 0.23332061, 0.094616964, -0.08526234, -0.07512189, 0.04900841, -0.18874052, 0.09941649, -0.040419415, -0.13692108, 0.16164334) * g_11; + result += mat4(-0.053954955, 0.28258643, -0.07396885, -0.29855832, -0.05407898, 0.014401148, -0.054173157, -0.15637222, 0.272353, -0.02170652, -0.015834406, 0.08651297, -0.11185562, -0.19492313, -0.024557848, 0.10485409) * g_12; + result += mat4(-0.08333046, -0.06798886, -0.11723233, 0.2928367, -0.029574843, 0.2017853, -0.26673993, 0.1334675, 0.017647222, 0.011599432, 0.2609211, 0.16404016, 0.16160911, -0.13806355, -0.0770869, -0.12961225) * g_13; + result += mat4(-0.19316232, 0.15813714, -0.077418946, -0.20926195, -0.16160491, -0.11846783, -0.026574116, 0.061050467, -0.18681675, -0.062164336, -0.18367381, 0.00018551799, 0.031343188, 0.2299072, -0.118061095, 0.2129531) * g_14; + result += mat4(-0.002469605, -0.042093765, -0.10694342, 0.42083347, 0.0670906, 0.30298585, 0.09004686, -0.23083562, 0.14870504, 0.17281657, -0.20583957, 0.010098754, -0.033128325, -0.111837484, 0.14905591, -0.15318894) * g_15; + result += mat4(0.036136966, 0.018714666, 0.04639626, -0.19534552, -0.10005012, -0.0117230825, -0.21940173, 0.04220659, -0.0032740128, 0.059329886, 0.14921357, -0.056334518, -0.15263896, -0.16852587, -0.044578124, 0.2628712) * g_16; + result += mat4(0.100949906, 0.004228454, 0.06405682, -0.06885952, 0.24312544, -0.33124098, -0.24260363, 0.0024199567, 0.1508378, 0.086369656, -0.08181863, -0.4503699, 0.17878622, 0.11472353, 0.16728742, -0.13093603) * g_17; + result += mat4(-0.06985756, -0.0019436302, 0.015692828, -0.013669101, -0.20771547, 0.067934655, 0.06843243, -0.09379625, -0.043609153, -0.0037825725, -0.10029127, -0.1315925, -0.079464234, -0.08471481, 0.07953321, -0.07559369) * g_18; + result += mat4(0.09396738, -0.08508011, -0.15136994, -0.05033154, -0.13346456, 0.07239574, -0.14461002, 0.03597791, -0.064514555, 0.06253932, -0.17408507, 0.037559777, -0.15963385, 0.08210336, -0.24775903, -0.01580598) * g_19; + result += mat4(0.084354095, 0.18890528, 0.07061357, 0.23486592, -0.15324847, 0.18526913, -0.34279072, -0.37405473, -0.09294527, 0.010385339, 0.19220817, -0.04336903, -0.38940063, 0.076640904, 0.17280221, -0.09818483) * g_20; + result += mat4(0.038739417, -0.07602283, 0.003676506, -0.22913142, -0.08044049, -0.19263157, -0.18030334, 0.09494168, 0.156977, -0.27044684, -0.031590268, 0.20470932, 0.28102174, 0.16872606, -0.11217233, 0.24780095) * g_21; + result += mat4(0.06689687, 0.08853936, 0.09184726, 0.22699554, -0.14092675, -0.02688781, 0.2646647, 0.026377598, 0.12483503, -0.06999643, 0.04486326, -0.0897168, -0.022117272, 0.14900659, -0.26331872, 0.104682565) * g_22; + result += mat4(0.065322906, -0.11183809, -0.17946585, -0.20076565, 0.009464183, -0.123363525, -0.07686269, 0.083753645, -0.062136367, 0.17842509, 0.17349558, -0.10999101, -0.036272816, -0.016200582, 0.10451098, 0.19585742) * g_23; + result += mat4(-0.19023383, 0.26640254, 0.26287216, 0.055038862, -0.3129526, -0.022839354, 0.009630041, 0.08733156, -0.2612418, -0.19251396, 0.058636077, -0.3330285, -0.078063555, -0.27609676, -0.020230204, -0.18260407) * g_24; + result += mat4(0.14539486, -0.21613313, -0.3492072, -0.20886984, 0.25280094, 0.01690657, 0.117284745, -0.14519997, -0.5187426, -0.14994088, 0.18306793, -0.0025114815, 0.022995003, 0.11710601, -0.05377852, 0.11480645) * g_25; + result += vec4(-0.0247107, 0.005474094, -0.09375405, -0.020514423); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf2 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.14804654, -0.14173095, 0.16659345, -0.009385182, -0.020287529, -0.09633324, -0.30860174, 0.063476086, 0.01976211, -0.23352058, 0.09209867, 0.16206749, 0.08077074, -0.10959624, -0.12718476, 0.17011921) * g_0; + result += mat4(-0.3140556, 0.12636565, 0.012903826, -0.08176523, 0.14805675, 0.23573041, 0.22436617, -0.04828265, 0.13404454, -0.016488977, 0.30504864, -0.0019838111, 0.14962101, -0.00575774, 0.19882312, 0.22259174) * g_1; + result += mat4(0.16593869, 0.05078502, -0.12377358, 0.28647205, -0.10124151, 0.15258715, 0.027155356, -0.015847337, -0.054100014, 0.13954991, -0.095538475, -0.024002708, -0.12028006, 0.058690242, -0.32992294, -0.11747722) * g_2; + result += mat4(0.18058912, 0.013726746, 0.14127955, 0.14231133, -0.08689764, -0.092697755, 0.17092462, -0.039948042, 0.1217311, -0.12693831, -0.19433555, -0.10920207, -0.07334007, 0.025639182, 0.032232128, 0.10318817) * g_3; + result += mat4(-0.012409655, 0.055781372, -0.19240658, -0.23877834, -0.0960606, 0.17469998, -0.022961274, 0.063891776, 0.027615886, 0.067367285, -0.25862217, -0.29574084, -0.028999899, 0.17343716, -0.24148487, 0.1229659) * g_4; + result += mat4(0.12804163, -0.23425618, -0.33593133, -0.040897377, 0.11306302, 0.065293916, -0.05870299, -0.15702757, -0.20557828, 0.037325155, -0.21109815, 0.05123402, -0.23969208, 0.053520784, -0.27755785, -0.11555018) * g_5; + result += mat4(-0.13524376, -0.31770554, 0.0842197, 0.08805993, -0.07403083, -0.087194294, 0.012449786, 0.14015238, -0.09606474, -0.04868743, -0.011370155, 0.005927663, 0.028680688, -0.1429374, 0.27102706, 0.11689099) * g_6; + result += mat4(0.15883644, 0.09540351, 0.10983531, -0.047686223, -0.026774509, 0.08621119, -0.06392311, -0.02266724, 0.20034596, -0.013704803, 0.28371832, 0.19092667, 0.10529074, -0.12145345, -0.10676546, -0.02673637) * g_7; + result += mat4(0.0096095605, 0.03329556, 0.09830959, 0.1595078, -0.18308333, 0.14192823, -0.048857637, -0.06888825, 0.18871805, -0.061875697, -0.13133556, -0.17831984, -0.028223597, -0.16346388, 0.16018315, -0.006383535) * g_8; + result += mat4(0.26071513, 0.09806688, -0.34068507, -0.3768804, 0.011374573, -0.2450996, 0.104056686, -0.20815447, -0.3442328, 0.35717773, -0.18200488, 0.21185465, 0.30605116, 0.17752215, 0.26911554, 0.101427086) * g_9; + result += mat4(-0.041318867, 0.1009111, 0.2157564, -0.088500485, 0.07373474, -0.25785303, -0.004410731, -0.14463747, -0.1358761, 0.023295294, 0.113840915, 0.4273329, 0.05128152, 0.14215858, 0.19876923, -0.019440446) * g_10; + result += mat4(-0.23231222, -0.14272551, 0.09846874, -0.06775076, 0.0059967814, 0.062043674, -0.2065345, -0.12056687, -0.024301382, -0.34733498, -0.2054398, -0.08064672, 0.118986174, -0.05259333, 0.09134329, 0.0941969) * g_11; + result += mat4(-0.15081125, -0.03763831, -0.077403225, -0.014139531, 0.1599335, 0.043187547, -0.20010144, -0.12097138, 0.09763305, 0.103107266, 0.01814798, -0.11254244, -0.17597707, -0.05016406, -0.27989724, -0.031772614) * g_12; + result += mat4(0.054545857, 0.03135118, 0.08629934, -0.12681678, -0.049472764, 0.13161416, 0.06408171, 0.09543149, 0.14036587, 0.10973382, 0.095143825, -0.18786812, -0.04433381, 0.04301664, 0.3060177, 0.18051994) * g_13; + result += mat4(0.017087614, -0.09423588, 0.046461068, 0.0127245085, 0.16147164, 0.24400745, 0.08311569, 0.137946, -0.020603297, 0.26379335, -0.09492048, 0.16765113, 0.15279007, -0.111419536, -0.06080683, -0.10723545) * g_14; + result += mat4(0.19078189, 0.050451245, 0.075727284, -0.007865759, -0.10067247, -0.32282433, -0.08889799, 0.025485834, -0.19373515, -0.22204797, -0.08299226, -0.28381655, -0.14620808, 0.08457609, -0.15491463, -0.07288427) * g_15; + result += mat4(0.11656609, -0.14487429, -0.4425259, 0.021374635, 0.06596484, -0.12771748, -0.22535199, 0.028234273, 0.11496608, 0.019801984, -0.04632526, 0.20007893, 0.040895678, 0.083485365, 0.14834464, 0.08356117) * g_16; + result += mat4(0.02211244, 0.08450315, 0.024438182, -0.0043306663, -0.1586669, 0.024556836, -0.0056188432, 0.19931546, -0.15735053, -0.16440377, -0.10889861, 0.06196059, 0.022048898, -0.037491623, -0.34702402, 0.20129041) * g_17; + result += mat4(-0.33401018, -0.014858959, -0.08085903, -0.0008211832, 0.14658095, 0.028263792, 0.27077958, 0.0016592528, -0.025635215, 0.055104904, 0.22146593, 0.18182918, -0.06691726, -0.039572526, 0.14165977, -0.23499596) * g_18; + result += mat4(-0.013547897, -0.025930658, 0.027264774, -0.1256101, -0.051624347, 0.33928105, -0.04096477, -0.04092852, 0.061986156, 0.07382448, -0.41080087, -0.093699835, -0.217555, -0.5191564, -0.30832314, 0.05686793) * g_19; + result += mat4(-0.12603499, 0.011196643, -0.10582392, 0.120446354, 0.044026893, 0.26011583, -0.018695889, -0.12168744, -0.032591492, 0.0948056, -0.0015739531, 0.2480614, 0.16675782, 0.26526824, 0.34634092, 0.12777542) * g_20; + result += mat4(0.09301084, -0.10419714, 0.06912984, -0.17989379, -0.15554993, 0.12535709, -0.017463861, -0.17737497, -0.008574159, 0.05409429, 0.14558169, -0.22812454, 0.03895372, 0.1275974, 0.22765099, 0.057943035) * g_21; + result += mat4(-0.24794875, 0.10049649, 0.028166026, -0.23643738, -0.14107783, -0.010134537, -0.0795233, 0.04698603, 0.11822467, 0.21065955, 0.2251092, -0.19143367, -0.035236355, -0.13354316, 0.07519012, -0.003378642) * g_22; + result += mat4(-0.08100237, -0.016064119, -0.17029656, 0.13301337, -0.44654125, 0.20930994, 0.053686365, 0.20886885, 0.008915734, 0.08018005, -0.14843301, -0.1306173, -0.28592983, 0.051150486, -0.098725766, -0.068406634) * g_23; + result += mat4(-0.16141048, -0.18943654, -0.04775461, 0.08474171, -0.11267106, 0.035240255, -0.12966546, -0.0010696419, -0.0058098137, 0.13086191, -0.2514126, -0.1916487, 0.19768499, 0.046074815, 0.3501277, 0.07461552) * g_24; + result += mat4(-0.03546506, -0.00097176316, -0.174551, -0.11048581, 0.17106281, 0.01978063, 0.19416088, 0.1295629, 0.28066772, 0.09117813, 0.3837941, 0.1571746, -0.21350138, -0.16293706, 0.01890914, -0.120004654) * g_25; + result += vec4(0.0056376588, -0.032156657, 0.017695736, 0.04698144); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf3 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.30036786, -0.071122974, -0.207808, -0.104709424, -0.30407256, -0.095840186, -0.1369558, 0.37065065, 0.21078417, -0.13468549, -0.10461771, -0.06559755, -0.17034003, 0.05641996, -0.27700323, -0.1126542) * g_0; + result += mat4(0.07799722, -0.0022081465, 0.14035574, 0.11457114, -0.09680132, 0.023358248, 0.14260097, 0.06518944, -0.050158285, 0.039226543, -0.22615871, 0.022831999, -0.08471979, 0.30239135, -0.09285331, -0.18434998) * g_1; + result += mat4(-0.014649615, 0.070524774, -0.17721784, -0.14220548, 0.08645409, -0.09074901, 0.04698468, 0.053715184, 0.06270154, -0.075639635, 0.099860035, -0.090023175, 0.36329654, -0.22055952, 0.010457819, 0.07253135) * g_2; + result += mat4(-0.027649708, 0.38244903, -0.10621971, 0.2275538, -0.05934175, -0.0010945094, -0.041326273, 0.035898875, 0.03707596, 0.056224752, 0.056418143, 0.07318794, -0.11713561, 0.27461806, -0.14259866, 0.21453623) * g_3; + result += mat4(0.08535502, 0.29779312, 0.009322038, 0.033960924, 0.23723385, 0.10624898, 0.18388863, -0.1633756, -0.0005816555, 0.11368908, 0.16717602, 0.11334834, -0.05806499, -0.065826096, 0.19527037, 0.31419072) * g_4; + result += mat4(-0.1170813, 0.055507258, 0.036362253, 0.13286461, 0.026856778, 0.063697964, -0.024295578, -0.054315507, -0.19848196, 0.01567515, 0.14405379, 0.13924678, -0.047252674, -0.16682114, -0.04054276, -0.013275098) * g_5; + result += mat4(0.036398828, -0.10294437, 0.031097291, -0.23271134, 0.14264303, -0.08633302, 0.12239915, 0.018420607, -0.09747599, -0.071311615, -0.046238452, -0.17322837, 0.040957235, -0.26349834, -0.21181144, -0.05238187) * g_6; + result += mat4(-0.27340204, -0.080384396, -0.07198998, -0.05323366, 0.14557876, 0.019228118, -0.22286792, 0.20184729, -0.06020158, -0.07255352, -0.11773837, 0.15114646, 0.1300954, -0.12685491, 0.017485369, -0.14980994) * g_7; + result += mat4(-0.0071375193, -0.24509165, 0.047664706, -0.06106591, -0.1671985, 0.19413634, -0.042350926, 0.03802284, 0.07089803, -0.23365532, 0.18229541, 0.042384386, -0.055314403, 0.25988257, -0.12660997, -0.0090976395) * g_8; + result += mat4(0.3142646, 0.3923734, 0.17459705, 0.29964787, 0.043381196, -0.21502787, -0.077350974, 0.064285494, 0.2858196, 0.03305409, 0.042962402, 0.19540143, 0.13053122, -0.08383207, -0.12208418, 0.1985712) * g_9; + result += mat4(0.039936565, -0.0480129, 0.045163006, -0.0016258726, -0.06560048, -0.1440137, 0.073342375, -0.16961938, 0.05413496, -0.1767555, 0.32295126, 0.1549113, -0.03689245, -0.060345363, 0.10861416, 0.051116258) * g_10; + result += mat4(0.04611299, -0.07580715, 0.2404435, -0.02150482, -0.07586656, -0.10504455, 0.0837787, 0.14586666, -0.08992915, -0.011791581, -0.18516701, 0.18664369, -0.08699046, 0.23641954, 0.1359928, -0.008187404) * g_11; + result += mat4(-0.09519243, -0.1259728, -0.1609327, 0.0042067054, -0.022335263, -0.089343786, 0.02145024, -0.22889718, -0.082472935, 0.06351865, 0.19912359, -0.041878484, 0.03906691, -0.009029629, -0.095140696, -0.0047787162) * g_12; + result += mat4(0.2018249, 0.060700044, 0.17174731, -0.020011077, 0.08717426, 0.19148429, 0.06265732, -0.070558965, 0.15527514, 0.1371965, 0.04782656, -0.057176862, 0.005966481, -0.078806885, -0.09565087, -0.08971814) * g_13; + result += mat4(0.060476594, 0.1829843, -0.14988089, 0.097976886, 0.13092533, 0.16842246, 0.148756, 0.041732185, -0.09868615, -0.05051786, -0.17886515, -0.47046304, -0.0027662877, -0.24125081, -0.20464475, 0.18860999) * g_14; + result += mat4(-0.12249708, -0.23579642, 0.10373326, -0.11471274, -0.113536574, 0.21705507, -0.020286752, 0.14155044, 0.11744049, -0.10634323, -0.0992358, 0.29779306, 0.009242147, 0.082793355, -0.29470173, 0.09098504) * g_15; + result += mat4(-0.37456152, 0.27716953, 0.066162, -0.08820556, 0.01543293, 0.1646333, -0.029137572, -0.025982376, 0.0329685, -0.12119456, -0.06776284, 0.05002431, 0.18109421, 0.19071397, 0.031709924, 0.115208045) * g_16; + result += mat4(0.1638029, 0.07643556, 0.09049366, -0.10921795, 0.03733727, -0.15501708, 0.28316185, -0.098067865, -0.11070625, -0.009504683, 0.2291032, -0.13025075, -0.027869487, 0.011681814, -0.13047922, -0.015909566) * g_17; + result += mat4(0.1461215, 0.0023516659, 0.15640813, -0.015727978, -0.018806554, 0.017339358, -0.035492163, 0.08160196, 0.10238898, 0.16611558, 0.09202315, -0.10608295, 0.18774536, -0.0316489, 0.27076882, 0.20529412) * g_18; + result += mat4(0.17409241, -0.1274282, 0.16840927, -0.11176582, 0.09690932, -0.060094807, -0.13033284, -0.024426423, -0.029923867, 0.34295294, -0.10374731, 0.036210388, -0.21488675, -0.048156295, -0.009829659, -0.32526785) * g_19; + result += mat4(0.04754761, 0.0104225315, -0.14926155, -0.12426483, -0.18664256, 0.089919254, -0.07276312, -0.34654847, 0.08682614, 0.054667328, -0.096311085, 0.28998274, 0.2721617, -0.08974601, -0.078995354, 0.01578445) * g_20; + result += mat4(-0.16916896, 0.38615093, 0.006609843, -0.13223584, -0.091017894, -0.18239939, 0.010400899, 0.13135849, -0.056513984, -0.1355764, 0.050879743, -0.04195772, -0.041539118, -0.09790294, -0.23622996, -0.1903508) * g_21; + result += mat4(0.09427743, 0.3532207, -0.07493266, -0.018535644, 0.08661698, 0.36009344, -0.05961479, -0.13691968, 0.0118486015, -0.116584554, -0.08686342, 0.27281806, -0.041298125, -0.07257819, -0.11279752, 0.0034089864) * g_22; + result += mat4(-0.07194181, -0.087237455, 0.13797516, -0.14510183, -0.043742094, -0.060987025, 0.07932815, -0.03253621, 0.13781914, 0.056654815, -0.077196084, 0.24276413, 0.04511319, -0.051754497, 0.2584921, -0.18890971) * g_23; + result += mat4(-0.14871578, -0.1849769, -0.08268788, 0.26459882, -0.26126868, -0.23579857, 0.083229534, 0.028019072, -0.25955105, 0.20885234, -0.00086575525, -0.1324121, -0.2294164, 0.17757727, 0.021580774, -0.112975426) * g_24; + result += mat4(0.16707626, -0.19732544, 0.12970364, -0.09347803, -0.002893719, 0.1150841, 0.055206075, -0.039382495, -0.32302466, 0.14221917, -0.32339764, 0.128217, 0.05848064, -0.08679818, 0.24213648, -0.32777923) * g_25; + result += vec4(0.08522166, -0.04316711, -0.03290581, 0.024280401); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!SAVE conv2d_26_tf +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.049996123, 0.0037753412, 0.11171327, -0.0016941491, -0.1351308, -0.016908316, -0.12008028, 0.017934604, -0.23576798, -0.11245693, 0.034623243, -0.0077824593, -0.022798758, -0.0918046, 0.056376494, -0.0852944) * go_0(-1.0, -1.0); + result += mat4(-0.042078406, 0.0462532, 0.08618077, -0.062988676, -0.10412657, -0.16068575, 0.13098615, 0.10488363, 0.08369774, -0.24014251, -0.14288054, 0.0051115025, -0.05098201, 0.017541911, -0.091969706, 0.16348839) * go_0(-1.0, 0.0); + result += mat4(-0.09863232, 0.029172298, 0.026279978, -0.022673227, -0.16237566, 0.047186557, -0.060442433, -0.06543596, 0.010651123, 0.12078345, 0.03988309, -0.033051215, -0.017623032, -0.06467215, -0.077499196, -0.03731227) * go_0(-1.0, 1.0); + result += mat4(-0.09789975, -0.047156874, 0.072275974, 0.047810175, 0.073351204, 0.06080882, -0.0504122, 0.13416192, -0.18719782, -0.017421518, -0.11500351, 0.01438864, -0.23725358, 0.030091772, -0.011555881, -0.0154520385) * go_0(0.0, -1.0); + result += mat4(0.04009626, 0.048118807, 0.21038243, 0.113579415, 0.033564728, 0.05715816, 0.047044903, 0.03826532, 0.34928158, -0.16727263, 0.044896193, -0.024076954, -0.06169953, 0.08324518, -0.020400964, 0.25609145) * go_0(0.0, 0.0); + result += mat4(0.049426913, -0.001589606, 0.110197626, -0.06417527, 0.09816545, 0.069022655, 0.16802368, -0.26492468, -0.2997054, 0.1730611, 0.08062505, -0.29634264, 0.028226377, -0.043611016, -0.021552337, 0.015026776) * go_0(0.0, 1.0); + result += mat4(0.009664828, 0.08417966, 0.004710294, 0.04512053, -0.13796063, -0.060436867, 0.09477305, 0.010681176, 0.16369082, 0.037771117, -0.058654513, -0.05779409, 0.062837936, 0.13762808, -0.04270398, -0.039693095) * go_0(1.0, -1.0); + result += mat4(-0.04035726, -0.010018175, -0.09761488, 0.027615858, -0.2932504, 0.09595783, -0.010247939, 0.12914088, 0.074954934, -0.011250316, 0.032818932, -0.00031655945, 0.081004985, -0.25975922, 0.056567695, 0.029617848) * go_0(1.0, 0.0); + result += mat4(-0.030925142, 0.031268507, 0.05157384, -0.0683142, 0.012790967, -0.11101493, -0.096448496, -0.12191588, -0.05342701, -0.02193862, -0.10491984, -0.17005852, -0.019083334, -0.029902916, -0.029932162, -0.010883176) * go_0(1.0, 1.0); + result += mat4(-0.26272961, 0.01767313, 0.06840876, 0.06170754, 0.1533715, -0.020870112, 0.0013619983, 0.0063628047, 0.09512795, 0.025705237, 0.02292517, -0.09680705, 0.104165204, -0.005150637, 0.0022620503, 0.09077463) * go_1(-1.0, -1.0); + result += mat4(-0.025987439, -0.19362138, -0.11827701, -0.018033052, -0.26102337, 0.039745867, 0.08610472, 0.04178091, -0.10764665, 0.15902124, 0.09529151, -0.072073966, 0.0018068781, -0.026315978, -0.059285972, 0.061353054) * go_1(-1.0, 0.0); + result += mat4(-0.0072087953, -0.0067746546, -0.0055090594, -0.116089255, -0.0873754, -0.08443256, 0.09423432, 0.19206242, -0.19481196, -0.15465075, -0.056957036, -0.17236751, -0.064828545, -0.03765398, -0.16945066, -0.113355085) * go_1(-1.0, 1.0); + result += mat4(-0.020777022, -0.072951205, -0.080634475, -0.1378647, 0.10280296, 0.053700496, 0.066589236, 0.1102195, -0.20923318, 0.026585942, -0.013111635, -0.1566555, -0.024707625, -0.09647037, -0.005488745, 0.16878474) * go_1(0.0, -1.0); + result += mat4(-0.062108953, 0.021457171, -0.045547433, 0.27534878, -0.06961026, -0.1425844, 0.14612147, -0.1702906, 0.09655159, -0.06720136, 0.07645141, -0.32483426, 0.09822643, 0.053977653, -0.099859774, -0.018033037) * go_1(0.0, 0.0); + result += mat4(-0.007518181, 0.13359818, 0.019200008, -0.16734038, -0.033155162, -0.05867036, -0.027736064, 0.197113, 0.0062093004, -0.17742164, -0.0635093, 0.09135054, -0.1209542, -0.17591074, -0.07173482, 0.09463842) * go_1(0.0, 1.0); + result += mat4(-0.04660764, 0.14158598, 0.14268021, -0.17546305, 0.01901027, -0.08463638, -0.063629396, 0.030421035, -0.04432895, -0.20540111, 0.06508335, 0.051438946, 0.022434311, -0.01823333, -0.08936261, 0.06426393) * go_1(1.0, -1.0); + result += mat4(0.0051359776, 0.018973099, 0.2238723, -0.18587618, -0.00510518, 0.06860208, 0.07696437, 0.028153861, 0.021377275, -0.13327916, -0.12229337, -0.01568766, 0.08603219, -0.047903024, 0.11680101, 0.172795) * go_1(1.0, 0.0); + result += mat4(0.06491684, -0.060000338, 0.09330306, 0.19461864, 0.10152871, -0.068190135, -0.030164903, 0.10963834, -0.01928389, 0.048917733, -0.0380595, -0.11373895, 0.002784637, 0.058341455, -0.0026584743, -0.0762352) * go_1(1.0, 1.0); + result += mat4(-0.09245614, 0.0641394, -0.18305469, -0.0730851, -0.071057, 0.0020725452, 0.018236259, -0.06736057, -0.01118046, 0.13788253, 0.0896462, -0.06998457, -0.14505054, 0.010082331, 0.117200814, 0.023379482) * go_2(-1.0, -1.0); + result += mat4(0.089422286, 0.15383133, 0.05149837, -0.10887509, -0.14912845, 0.08700931, -0.054692674, 0.23796107, 0.13581987, 0.19063862, 0.06559309, -0.15962636, -0.09233621, 0.11181162, -0.0015238862, 0.037107922) * go_2(-1.0, 0.0); + result += mat4(-0.021216678, -0.094254285, 0.29714686, 0.05219242, -0.027367583, -0.15251665, -0.04881514, 0.10566541, -0.003742375, 0.1147835, -0.059377294, 0.024101444, 0.024573704, -0.01376458, 0.0639237, 0.023464274) * go_2(-1.0, 1.0); + result += mat4(-0.049974762, -0.049812213, -0.035952687, -0.07975192, -0.08733934, 0.012935061, 0.012323808, 0.029132953, -0.14012371, 0.014503546, 0.052271955, -0.08048593, -0.09670192, -0.18596803, 0.0049014534, -0.09166179) * go_2(0.0, -1.0); + result += mat4(-0.27029538, 0.042448614, -0.053546436, 0.33587694, -0.20740207, 0.08650326, -0.038407993, 0.055218965, -0.19328457, 0.26444808, 0.22763552, 0.14387757, -0.0064182575, 0.004315346, -0.05027504, 0.047247253) * go_2(0.0, 0.0); + result += mat4(-0.09378854, 0.096082434, -0.32475194, -0.14516386, -0.15642658, 0.087580256, -0.11695209, 0.14140406, -0.0042407443, 0.15604375, -0.06349372, 0.0332518, -0.09077285, 0.046341777, 0.17729867, 0.005213613) * go_2(0.0, 1.0); + result += mat4(-0.012175335, -0.080210514, 0.07186392, -0.1292191, -0.045594472, 0.033180896, -0.07882467, -0.016369384, -0.036098067, 0.056173183, 0.014134484, -0.09635483, -0.035036422, 0.012295909, -0.050570995, -0.05071762) * go_2(1.0, -1.0); + result += mat4(-0.07852296, -0.14363602, -0.2696814, -0.23140208, 0.042432543, 0.054118577, 0.13079426, 0.03238616, -0.0062199365, 0.10364143, 0.04025807, -0.18294595, -0.048541483, 0.034473073, -0.05157432, -0.03064744) * go_2(1.0, 0.0); + result += mat4(-0.15802932, -0.088301614, -0.06327623, -0.022001514, 0.12399852, -0.07752806, 0.18474507, 0.08271792, 0.042802274, 0.121084385, 0.04016158, 0.05801103, 0.15243745, -0.073706076, 0.03247726, -0.034610372) * go_2(1.0, 1.0); + result += mat4(-0.05754932, -0.0020197632, 0.034547523, -0.025767442, -0.111764796, 0.038152024, 0.12944956, 0.11468247, 0.11521247, -0.003172288, -0.23100266, 0.02682523, -0.18987718, -0.0988275, -0.094731934, -0.06886259) * go_3(-1.0, -1.0); + result += mat4(0.046419594, -0.03488053, -0.13166444, 0.13768785, -0.055520106, 0.06297019, 0.03289763, -0.1422938, 0.013001728, -0.055476565, -0.07185674, 0.03252722, -0.110465586, -0.10045119, -0.1742974, -0.15100808) * go_3(-1.0, 0.0); + result += mat4(-0.06659215, -0.075389504, 0.09807181, 0.022330878, -0.0036238579, 0.019668387, -0.019465934, 0.13867833, 0.08627316, -0.06437524, -0.009247871, -0.032775283, 0.031162275, -0.026913468, -0.07854525, -0.064275324) * go_3(-1.0, 1.0); + result += mat4(0.12929969, -0.045845002, 0.122178055, -0.13765322, -0.19315575, 0.10609295, -0.012858124, -0.15138301, 0.00092421344, -0.041272737, -0.04020661, -0.014201774, 0.023153054, -0.06892587, 0.043151032, -0.082591) * go_3(0.0, -1.0); + result += mat4(-0.1226463, 0.211287, 0.03002057, -0.12333966, -0.037128195, -0.0011678269, -0.0112583, -0.07352756, 0.08004182, 0.057965674, 0.042791445, 0.10084061, 0.04225309, -0.09865515, -0.17249815, -0.07437297) * go_3(0.0, 0.0); + result += mat4(0.076025665, 0.0884713, -0.012066989, -0.04832003, -0.04311184, 0.1053544, -0.20367248, 0.08647993, -0.06955368, 0.019550918, 0.041123573, -0.06755614, -0.04080657, -0.14335045, -0.11712864, 0.04404486) * go_3(0.0, 1.0); + result += mat4(0.04159164, -0.013054755, -0.0261333, -0.043317586, -0.16425997, 0.05767708, 0.093282826, 0.0033548665, 0.034810144, -0.16199782, -0.025566405, 0.0516256, 0.020652568, -0.032220475, 0.0878692, -0.0143376775) * go_3(1.0, -1.0); + result += mat4(0.10917642, 0.0011713499, 0.13042162, -0.020391129, -0.11013089, 0.112322845, 0.022569528, 0.028208349, 0.015053207, 0.1384224, 0.008139977, -0.080396585, 0.054056194, -0.028001389, 0.16363065, -0.102354065) * go_3(1.0, 0.0); + result += mat4(-0.027124068, 0.04431464, 0.06277966, -0.08408734, 0.1083615, -0.019139031, 0.13385373, 0.025223026, 0.069449954, -0.05996897, -0.08913539, 0.1719072, -0.18314564, -0.048200965, -0.05904288, 0.11065826) * go_3(1.0, 1.0); + result += mat4(0.1397537, 0.03482875, 0.061085895, -0.08213235, -0.038013548, 0.061775763, -0.07958989, -0.039170112, -0.007997508, 0.06363233, -0.026046399, 0.02864031, 0.049783155, 0.035203036, -0.066736884, -0.017477863) * go_4(-1.0, -1.0); + result += mat4(-0.13101329, -0.014451878, 0.18087699, 0.026420632, 0.02715405, 0.06287757, 0.09282424, 0.013717241, 0.15051068, 0.025210602, -0.1362185, 0.072512046, -0.026805447, -0.096076004, 0.075359784, -0.045371193) * go_4(-1.0, 0.0); + result += mat4(0.1997753, -0.025229402, -0.039842017, 0.049906187, 0.10946157, 0.034437146, 0.035051424, -0.116872676, -0.06527813, -0.022518009, -0.14611305, -0.2363843, 0.11086234, 0.11092388, 0.0953025, 0.047432534) * go_4(-1.0, 1.0); + result += mat4(-0.01308655, 0.002540069, 0.23979092, -0.086312465, -0.14689597, -0.10581318, 0.11525941, 0.1074078, 0.058305763, -0.0064075887, -0.04057873, -0.023644514, -0.008381011, 0.0006571176, -0.019561158, -0.15267508) * go_4(0.0, -1.0); + result += mat4(0.2349703, -0.050462563, -0.27430457, -0.14544865, 0.08886931, 0.016504053, -0.08630487, -0.020683536, 0.053667102, 0.09910953, -0.1255947, 0.05151626, -0.16611509, 0.037771612, 0.07399012, -0.056021243) * go_4(0.0, 0.0); + result += mat4(0.06864889, -0.11083473, 0.24705935, 0.10628464, -0.010429532, 0.14889455, -0.0096547585, 0.14353086, -0.09100641, 0.06815184, -0.028219754, -0.06055696, -0.030299123, 0.0070648026, -0.055636737, -0.083413064) * go_4(0.0, 1.0); + result += mat4(0.13953334, -0.10674898, -0.005621589, -0.118598536, 0.06328699, 0.08004188, -0.06477687, -0.094944336, -0.14355539, 0.029985419, 0.019933203, -0.10488397, 0.005380108, -0.08740668, -0.029060403, -0.11787811) * go_4(1.0, -1.0); + result += mat4(0.0698077, -0.043017045, 0.42739016, 0.1282123, -0.038907416, -0.024586748, -0.053633843, 0.010010444, 0.0746271, -0.12704432, 0.105304755, -0.007692808, -0.15972002, -0.0058001876, -0.12617123, 0.1319462) * go_4(1.0, 0.0); + result += mat4(0.24729866, 0.020104403, -0.0070631383, 0.002193169, 0.017208308, -0.03927706, -0.059690464, 0.09341524, 0.053952884, -0.04012784, 0.0013764695, -0.09322258, -0.104351625, 0.079050556, -0.23187168, -0.041067176) * go_4(1.0, 1.0); + result += mat4(0.07559282, -0.007121507, 0.064281724, -0.04208171, 0.07181849, -0.057766475, 0.03663539, -0.12584496, 0.13129482, -0.040536802, 0.06388505, 0.0648352, -0.104354285, -0.029057123, 0.025301704, 0.06797534) * go_5(-1.0, -1.0); + result += mat4(-0.012295075, -0.11266379, 0.13890606, -0.1009057, 0.049523003, -0.13013756, -0.011073384, -0.17642806, 0.033849478, -0.067286395, -0.09607259, -0.11941073, -0.07852535, 0.070990965, 0.07958681, 0.09751703) * go_5(-1.0, 0.0); + result += mat4(0.048889246, 0.02065645, -0.15117195, 0.08008445, -0.097651385, -0.09841935, -0.07810215, -0.1435448, -0.024525672, 0.17019714, -0.014132003, -0.15879974, -0.021937879, -0.047171783, -0.04241194, 0.062323704) * go_5(-1.0, 1.0); + result += mat4(0.009566434, 0.044832528, -0.10947012, 0.056282133, 0.03313318, 0.18960455, -0.0022577227, -0.059867494, 0.1788795, 0.0064581875, 0.0025646216, 0.1836115, -0.014600685, 0.048506796, -0.026321875, -0.12639087) * go_5(0.0, -1.0); + result += mat4(-0.13504559, 0.02070149, 0.0027556552, -0.14156146, -0.02051973, 0.14983834, 0.135184, 0.029648803, 0.085447244, -0.007131224, -0.02740404, -0.03306182, -0.30325142, -0.010920736, -0.1428618, 0.01473421) * go_5(0.0, 0.0); + result += mat4(0.082796454, -0.2882475, 0.033648852, 0.06780083, 0.0025427756, 0.20921779, 0.32601947, 0.037308134, -0.04941969, 0.11506637, 0.1052201, -0.16263688, 0.035793655, 0.013166956, 0.046875075, 0.15668811) * go_5(0.0, 1.0); + result += mat4(-0.12273471, 0.059235908, 0.094090715, 0.066483214, 0.055713095, -0.095081694, 0.12749717, 0.037079435, -0.04954315, -0.0015122527, 0.052462928, 0.04192708, -0.087000705, -0.103452265, -0.101238675, -0.12716208) * go_5(1.0, -1.0); + result += mat4(0.031231718, 0.04960523, 0.03801031, -0.014148782, -0.1700549, -0.027634576, -0.050683066, -0.044469405, -0.1249908, 0.051996186, -0.13499479, 0.04852528, -0.06269932, -0.14156306, -0.21684834, 0.07631763) * go_5(1.0, 0.0); + result += mat4(0.03503267, -0.1085209, 0.0032687746, 0.08419354, -0.09975144, -0.057331342, -0.06187919, 0.018815396, -0.0660197, 0.032785807, -0.044796202, -0.08464789, 0.13019373, -0.0052725035, -0.10842854, -0.1265097) * go_5(1.0, 1.0); + result += mat4(0.10843437, -0.042249955, 0.09213392, 0.058550596, 0.34286043, -0.03680263, -0.080520734, 0.081237115, -0.11101282, 0.020561857, -0.07829329, -0.07861156, -0.042642172, 0.047789782, -0.011453674, 0.08152565) * go_6(-1.0, -1.0); + result += mat4(-0.033355746, 0.15449263, -0.02909576, -0.2126907, 0.0014351727, 0.056038197, 0.051439453, -0.080944866, -0.12848341, -0.092318594, 0.008391837, 0.14316896, -0.12626244, -0.059822824, -0.028360115, 0.124106206) * go_6(-1.0, 0.0); + result += mat4(0.076065995, -0.007442306, 0.018361796, 0.047781143, 0.14859623, -0.20209388, -0.059319742, 0.18503356, 0.005876046, -0.022679027, 0.046754144, -0.081030354, -0.04880875, -0.10010487, -0.019134238, -0.068298206) * go_6(-1.0, 1.0); + result += mat4(-0.065141104, -0.014636965, 0.09252715, -0.10530383, 0.032840684, 0.0241667, 0.06169493, 0.013166986, -0.09829394, 0.102890424, 0.16348878, 0.0035222566, -0.0051632463, -0.15937272, -0.054516237, 0.060371466) * go_6(0.0, -1.0); + result += mat4(0.12154273, 0.006940688, 0.0632419, 0.050377276, 0.096380666, -0.13581754, 0.019218676, -0.118092984, -0.08397616, 0.010211745, -0.16092652, -0.018237336, -0.05521688, 0.07793925, -0.015056251, -0.010640031) * go_6(0.0, 0.0); + result += mat4(0.117333665, -0.045693874, 0.08677505, 0.18481869, 0.021715302, -0.17659235, -0.12190321, 0.069215, -0.09852735, 0.0051317047, 0.011414723, -0.010025633, -0.022104986, -0.008267602, -0.06970688, -0.01715165) * go_6(0.0, 1.0); + result += mat4(-0.04642769, -0.0048307595, 0.026597666, -0.06865938, 0.07526568, 0.010903595, -0.06291743, 0.14711984, -0.16923498, 0.05477543, -0.007967766, -0.04240283, 0.10985941, 0.034625076, -0.061943896, 0.09802212) * go_6(1.0, -1.0); + result += mat4(-0.15498288, -0.10491709, 0.04875818, 0.092458375, 0.08318519, -0.17395361, -0.11307961, -0.11352265, -0.06517359, 0.033491883, 0.1500928, 0.09595689, 0.2221886, 0.1971029, 0.03340507, 0.09907139) * go_6(1.0, 0.0); + result += mat4(0.018105853, 0.13096991, -0.08594942, -0.0069381646, -0.09303678, 0.11968446, 0.013137556, -0.18475753, -0.17404708, 0.018362308, 0.050778937, -0.14831465, -0.16454415, 0.016504198, 0.068201326, 0.019034768) * go_6(1.0, 1.0); + result += mat4(-0.059188414, 0.058179308, -0.08013644, 0.014560273, -0.0397555, -0.09598701, 0.021475889, -0.09001553, 0.06737068, -0.035820715, -0.049452264, -0.0010155657, 0.014491759, 0.002673296, -0.055191662, 0.05930104) * go_7(-1.0, -1.0); + result += mat4(-0.022511646, 0.023634708, -0.18631141, 0.023679258, -0.05573237, 0.09657504, -0.0936412, 0.047838435, -0.014578712, -0.20757015, 0.054425128, -0.06030886, 0.13558897, -0.041487727, 0.033786304, 0.07894061) * go_7(-1.0, 0.0); + result += mat4(-0.13075544, 0.15523684, -0.17299353, 0.03286955, 0.0749896, -0.06681099, -0.055989783, 0.026047809, 0.066080905, -0.15055823, 0.01607878, -0.07582076, -0.031457435, 0.0007434168, -0.05784407, -0.1401879) * go_7(-1.0, 1.0); + result += mat4(-0.052085534, -0.03877744, -0.0069224983, 0.16789192, 0.09517772, -0.08007505, 0.02462484, -0.088129416, 0.0013408829, -0.0623811, 0.0074883886, -0.06386363, -0.03685527, -0.030492947, -0.08852659, -0.050996445) * go_7(0.0, -1.0); + result += mat4(-0.11065168, -0.112389065, -0.078902274, -0.07768, 0.076662615, 0.070917815, 0.020645864, -0.0633654, -0.14201139, -0.10073064, -0.12981233, -0.14300786, -0.03800091, 0.030122137, -0.044012945, 0.040963754) * go_7(0.0, 0.0); + result += mat4(-0.06765774, -0.10985129, -0.09417687, -0.045574006, -0.0015684896, -0.08624407, -0.07156704, 0.11013036, 0.10451182, 0.05722487, -0.08562462, 0.15677613, 0.10791058, 0.030469015, -0.01489781, -0.061118122) * go_7(0.0, 1.0); + result += mat4(-0.076483645, -0.051188245, -0.026427023, -0.07758995, 0.070514984, 0.066108, -0.028824564, 0.15448493, 0.18118386, 0.025077257, -0.13165683, 0.05608995, 0.008781471, 0.052336816, -0.010705784, -0.19363798) * go_7(1.0, -1.0); + result += mat4(-0.08199591, -0.13568819, -0.039902184, 0.07975507, 0.12640685, -0.002146138, 0.014260887, -0.17183918, -0.009152956, 0.038202666, -0.2094691, -0.058618493, 0.15224771, 0.06021081, 0.11798141, -0.03590271) * go_7(1.0, 0.0); + result += mat4(-0.039392676, -0.098705426, -0.00030400066, 0.13875104, 0.033425663, 0.045219854, -0.04672713, -0.08291983, 0.0065967776, 0.09905884, -0.07684505, -0.011784174, 0.113817036, -0.049223375, 0.054426376, -0.039116792) * go_7(1.0, 1.0); + result += vec4(0.019128362, 0.03289745, -0.020459, -0.028252047); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!SAVE conv2d_25_tf +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.017471954, 0.033765998, 0.10728799, 0.05748774, 0.02781238, 0.0065988842, 0.048899, -0.111819625, -0.15673992, -0.14049643, -0.19609143, 0.06799994, 0.056545053, 0.05854318, 0.07989028, 0.06865026) * go_0(-1.0, -1.0); + result += mat4(-0.027804995, 0.28089818, 0.00939153, -0.10538561, -0.06944387, 0.040870868, -0.056329433, 0.053074345, 0.030704536, 0.0017814944, 0.11775399, -0.24013947, 0.047405023, -0.01956273, -0.025394185, -0.08049281) * go_0(-1.0, 0.0); + result += mat4(-0.052235425, -0.059296433, 0.11562215, -0.025237624, -0.0875074, 0.15221938, 0.14525545, 0.14261505, -0.03608716, -0.16691273, -0.103693224, 0.19114594, -0.08115013, -0.09270833, 0.035125177, 0.15294996) * go_0(-1.0, 1.0); + result += mat4(-0.12381403, 0.11570407, 0.038750608, -0.023706824, -0.059968557, -0.11266674, 0.0029604204, 0.13800496, -0.17783286, 0.021752914, -0.034509424, -0.028650694, -0.14898375, 0.06902978, -0.15860847, 0.009637565) * go_0(0.0, -1.0); + result += mat4(-0.025171917, 0.12672316, 0.14192998, -0.14433089, 0.064913236, -0.0022447554, -0.21268947, -0.038177896, 0.036399573, -0.21507782, 0.07123678, -0.13206129, -0.07121265, 0.0096024005, 0.22898148, 0.05494094) * go_0(0.0, 0.0); + result += mat4(0.1506902, 0.06988544, 0.13345703, 0.057807617, -0.11837313, -0.09402816, 0.013641186, -0.17395163, 0.0016941638, 0.24603452, -0.2586276, -0.17429659, -0.072540164, -0.03448174, -0.11606636, -0.08689208) * go_0(0.0, 1.0); + result += mat4(0.04652269, -0.10444236, 0.086832695, -0.10591385, -0.017574495, 0.0015303675, -0.086677074, 0.13133185, 0.10970881, -0.11243208, 0.07597016, -0.08536491, -0.15017018, 0.107406065, -0.032401532, 0.11085293) * go_0(1.0, -1.0); + result += mat4(-0.029553665, 0.038572565, 0.06975905, 0.020539641, -0.22124092, 0.18579805, -0.20957313, -0.02503689, 0.013945879, 0.20544745, 0.06853718, -0.23524883, -0.11711525, 0.05449384, -0.06129214, 0.061477955) * go_0(1.0, 0.0); + result += mat4(-0.09428423, 0.05353704, -0.08986825, -0.12206943, 0.015571677, -0.06035716, 0.03597724, 0.06506318, 0.24872549, -0.07388469, 0.10377363, -0.0035277915, 0.15126887, 0.030227851, 0.09139127, 0.1724195) * go_0(1.0, 1.0); + result += mat4(-0.08194724, -0.14544182, -0.06835661, 0.12667398, -0.003119579, -0.058695093, -0.03867005, -0.018764118, -0.021299256, 0.1767535, -0.047742914, 0.16228043, 0.0039194035, 0.108454764, -0.09458136, -0.08617982) * go_1(-1.0, -1.0); + result += mat4(-0.10684914, -0.32592118, -0.08571172, -0.0101189185, -0.003587966, 0.058117017, 0.03881399, 0.08900041, 0.13914779, 0.29735216, 0.092806034, 0.04355884, -0.2201469, -0.03196189, -0.0591701, 0.0492791) * go_1(-1.0, 0.0); + result += mat4(0.10436922, -0.21961232, -0.23891205, -0.06916029, -0.047455642, 0.053441495, 0.039798163, 0.029930444, 0.028346276, 0.11400354, 0.1262288, -0.039326813, -0.27376792, 0.046276275, -0.0708307, -0.013476013) * go_1(-1.0, 1.0); + result += mat4(0.03159886, 0.21562842, -0.014585027, -0.08378165, -0.075764485, 0.037414357, 0.05071985, 0.011949454, 0.21450044, 0.15943736, 0.046434704, 0.02799841, 0.06830587, 0.21022047, -0.021822905, -0.048930455) * go_1(0.0, -1.0); + result += mat4(0.007448671, 0.31557044, -0.14174029, -0.095406465, -0.058464147, 0.007829958, 0.054605816, 0.033241432, 0.05140908, -0.24677344, -0.11616229, 0.014348134, 0.010551736, 0.0059860707, 0.13453126, 0.009637068) * go_1(0.0, 0.0); + result += mat4(-0.19331768, 0.06736968, -0.028931534, -0.038676705, 0.12592682, -0.093849026, 0.02008791, 0.014735365, 0.37446207, -0.16751154, 0.036961526, -0.1590846, 0.021004658, -0.008121, -0.029536324, -0.004248831) * go_1(0.0, 1.0); + result += mat4(0.15364482, -0.14937145, 0.01816333, -0.018371658, -0.01705263, 0.056991376, 0.11055977, -0.14455408, 0.33668515, 0.025234248, 0.1158367, 0.038978804, -0.082735226, 0.036333524, 0.14080678, 0.07116793) * go_1(1.0, -1.0); + result += mat4(-0.03225392, 0.05972964, 0.08061265, 0.010593995, -0.03653595, -0.081596345, -0.07971582, -0.101583384, 0.30200258, 0.020900398, -0.076761626, 0.2588924, -0.19713697, -0.0039160987, 0.12071749, 0.07637735) * go_1(1.0, 0.0); + result += mat4(-0.009703355, -0.112931654, 0.10053343, -0.021120002, -0.0056891046, -0.08936862, 0.019142495, 0.086807735, -0.036430825, -0.13736516, 0.078291796, 0.13332526, 0.036317714, -0.02775869, 0.21644063, -0.021389648) * go_1(1.0, 1.0); + result += mat4(0.07151064, 0.13414513, 0.16725646, 0.05681151, 0.03014826, -0.013707471, 0.03738184, -0.076183036, 0.0013138218, -0.0045046997, -0.034409188, -0.11118198, 0.020379785, -0.018046485, -0.025136197, 0.07276152) * go_2(-1.0, -1.0); + result += mat4(-0.31872088, -0.019305777, -0.1202114, 0.28454658, 0.0105313035, -0.10189794, -0.07196168, -0.036715895, 0.13881202, 0.06850477, -0.021623109, 0.079496734, -0.06979547, -0.11332472, 0.024788616, 0.032634366) * go_2(-1.0, 0.0); + result += mat4(-0.11924803, 0.025480963, -0.076824784, 0.13637042, -0.013938593, -0.25385013, 0.05410712, 0.062499918, 0.081072375, -0.057731725, 0.049677495, -0.06418712, 0.060383555, -0.0074860845, -0.1453992, -0.032517288) * go_2(-1.0, 1.0); + result += mat4(-0.036895122, 0.036074597, 0.037811972, 0.099549554, 0.07307597, -0.018347137, -0.12284651, -0.10390334, 0.053444356, -0.124446824, -0.017259916, -0.123878516, 0.015864458, -0.037590273, 0.015383898, -0.13280766) * go_2(0.0, -1.0); + result += mat4(-0.17129786, 0.30193725, -0.63509864, 0.044185117, 0.17067964, 0.13152778, 0.013793428, -0.22130486, -0.1177694, -0.090981916, -0.1120058, -0.03206043, -0.03634814, -0.025005434, -0.041229405, 0.003946445) * go_2(0.0, 0.0); + result += mat4(-0.19944333, 0.37651125, -0.2258299, 0.15009473, -0.18867065, 0.16184928, -0.15228443, -0.11970196, 0.023598861, -0.05103017, -0.0396361, -0.014802233, 0.18477547, 0.117229566, -0.0659542, -0.04572343) * go_2(0.0, 1.0); + result += mat4(-0.031589817, -0.15478852, -0.0138067985, 0.22124025, 0.01842947, 0.019181002, -0.00199036, 0.1694457, -0.040336214, 0.03585539, -0.15060787, -0.0629436, -0.01583668, 0.08921745, -0.16015616, -0.041883018) * go_2(1.0, -1.0); + result += mat4(0.34572613, 0.08028766, 0.05118005, 0.060876332, -0.04589517, -0.07928535, 0.19742113, -0.08568548, 0.035782974, 0.032317884, -0.04522276, 0.0027367994, 0.120695986, 0.12010325, 0.08282749, -0.0039305175) * go_2(1.0, 0.0); + result += mat4(0.11901709, 0.036992844, -0.02980137, -0.12586515, 0.05982998, -0.02190856, 0.05343958, 0.029002843, -0.050481327, 0.02545951, -0.039066423, 0.0004951633, 0.08666116, -0.03562756, 0.014761862, -0.103269614) * go_2(1.0, 1.0); + result += mat4(-0.18563634, 0.043092452, -0.058314674, 0.015170002, -0.007694099, 0.1127861, 0.02553127, -0.012972445, -0.0046755355, -0.01073453, 0.021448553, 0.040810876, 0.030288234, -0.06359927, -0.06596764, 0.061660938) * go_3(-1.0, -1.0); + result += mat4(-0.012341555, -0.042663574, -0.0037670187, -0.018076867, -0.041096028, 0.054967128, -0.063933946, 0.08594425, 0.041885212, 0.096373014, 0.057978775, 0.016001241, -0.03465387, -0.063257515, -0.024798894, -0.10663954) * go_3(-1.0, 0.0); + result += mat4(0.013904101, 0.032032844, -0.11790652, -0.14560696, 0.0051183654, -0.093018, -0.038192853, -0.02419622, -0.12162447, 0.108436026, 0.031953014, 0.005816637, -0.039445993, -0.027502064, -0.074986555, -0.08383356) * go_3(-1.0, 1.0); + result += mat4(0.027069142, 0.020535026, 0.05137401, -0.022017054, -0.009511554, 0.002717326, 0.07104652, 0.14271072, -0.0809091, -0.12810269, 0.14585342, -0.030829936, -0.049544737, 0.121479005, -0.020640593, 0.07074442) * go_3(0.0, -1.0); + result += mat4(-0.020390948, -0.032292105, -0.044466075, -0.040939715, -0.09642971, 0.00013572059, 0.04400759, 0.089212894, 0.11231742, 0.00036003115, 0.2045489, 0.053579632, 0.0019167879, 0.05940128, 0.12449242, 0.07200519) * go_3(0.0, 0.0); + result += mat4(0.17566979, -0.05323988, 0.025047952, 0.026185818, 0.054906968, 0.12425456, 0.15909024, -0.045865864, -0.01796168, 0.025883837, 0.029770195, 0.071876444, 0.17989114, 0.061715063, 0.097672, -0.035693962) * go_3(0.0, 1.0); + result += mat4(-0.09611145, 0.044253152, 0.18311392, 0.012182593, 0.027319858, -0.000298763, -0.025718696, -0.0056334995, 0.02268943, -0.008492036, 0.16236448, -0.10463633, -0.004877864, -0.037485115, 0.17201148, -0.07504223) * go_3(1.0, -1.0); + result += mat4(0.038427748, -0.018089676, 0.059632216, 0.060849853, 0.042234454, -0.028407281, 0.12165844, 0.033764914, 0.02828128, 0.018331876, -0.035620198, -0.030596597, -0.05245467, -0.15661895, 0.15989384, 0.05777106) * go_3(1.0, 0.0); + result += mat4(0.0080382265, -0.05058627, 0.15177754, 0.02457983, -0.02158919, -0.02603419, 0.0043647015, -0.05269519, -0.00064104307, -0.028884081, 0.09408389, -0.008114448, 0.14760026, -0.076470025, 0.04603376, 0.018461453) * go_3(1.0, 1.0); + result += mat4(0.11306435, -0.18730852, 0.0075167455, -0.09560337, 0.0077709462, -0.07057433, 0.0035797127, -0.022853112, 0.021342495, -0.03696785, 0.01289179, 0.06829949, -0.013827679, -0.03999237, -0.04753059, 0.0466047) * go_4(-1.0, -1.0); + result += mat4(0.017390149, 0.002040908, -0.12693553, -0.32789224, 0.027319256, 0.03846405, -0.00015923935, -0.07049247, 0.16783871, -0.10079691, -0.11123616, 0.05324317, 0.13512036, -0.028285459, 0.12069438, 0.06956111) * go_4(-1.0, 0.0); + result += mat4(0.054364968, -0.16399679, 0.20564489, -0.043816883, 0.057793453, -0.10362303, -0.067307614, 0.04665986, -0.14624558, -0.12807955, -0.056192804, 0.121388845, -0.019129038, -0.012357931, 0.0026693486, 0.10578014) * go_4(-1.0, 1.0); + result += mat4(0.00028465505, -0.18237738, -0.27618593, -0.10873971, -0.09118435, -0.051416524, -0.12859847, -0.0023402795, 0.06602108, -0.041825376, -0.1211535, -0.013451067, 0.06285976, 0.026286084, -0.08663906, 0.059711363) * go_4(0.0, -1.0); + result += mat4(0.09418096, -0.16677582, 0.31493846, 0.19121769, 0.013836401, -0.14683236, 0.089372076, 0.031131288, 0.07269414, 0.029907493, 0.015037321, 0.048650477, 0.09947451, 0.1382513, 0.008702595, 0.030025264) * go_4(0.0, 0.0); + result += mat4(-0.36631888, 0.031981204, -0.1694263, -0.31440136, 0.063722916, -0.04748052, -0.25194407, -0.15265068, -0.040349986, 0.09606634, -0.062473077, -0.107912265, -0.041041367, -0.019101804, -0.0007443431, 0.20662434) * go_4(0.0, 1.0); + result += mat4(0.039134044, -0.06769877, -0.04496397, 0.058510136, 0.0539612, 0.049229577, -0.04531815, -0.09764556, -0.0072655273, 0.066220924, 0.052972153, 0.062115185, 0.07058065, 0.03482429, 0.11264238, -0.012771517) * go_4(1.0, -1.0); + result += mat4(-0.14832714, -0.26061863, -0.117175885, -0.07227297, -0.095274866, 0.06427019, -0.1720085, -0.12606795, 0.0055882256, -0.068954766, 0.040132865, -0.057916597, 0.116415136, -0.0038085836, -0.11257074, 0.16791174) * go_4(1.0, 0.0); + result += mat4(0.15208925, -0.035363015, 0.016423287, -0.011545738, 0.010486088, 0.15796964, -0.018267475, 0.04819378, 0.07893306, -0.049445417, 0.10922541, 0.056629743, -0.20051284, 0.0646689, -0.022053083, 0.006558849) * go_4(1.0, 1.0); + result += mat4(0.034261696, -0.048524413, 0.08553469, 0.18164964, 0.049066372, 0.057888642, 0.13727365, -0.04544014, 0.08169355, -0.008774393, -0.038793385, 0.012722537, -0.10232049, 0.060814742, 0.08948346, -0.045197718) * go_5(-1.0, -1.0); + result += mat4(0.10102485, 0.009672051, -0.014999783, 0.16597384, 0.14226477, 0.124397196, 0.13134599, 0.0075497227, 0.019706044, 0.02880536, 0.029863069, -0.106501095, -0.0014861296, -0.06983038, 0.100633115, 0.053191233) * go_5(-1.0, 0.0); + result += mat4(-0.024684586, 0.058772594, 0.09473553, 0.006539196, 0.16713893, 0.044055037, -0.059446193, -0.085051544, -0.13981988, -0.01050415, 0.0004877739, 0.2358795, -0.043013573, -0.02102554, 0.043523125, 0.0362912) * go_5(-1.0, 1.0); + result += mat4(-0.08964394, -0.08315431, -0.016985089, 0.069526255, 0.016692394, -0.17341077, 0.02946918, 0.0697097, 0.08705007, -0.011073351, 0.038017947, 0.024542587, 0.006911302, -0.01183356, 0.042103864, 0.10522466) * go_5(0.0, -1.0); + result += mat4(-0.08360448, 0.12198474, -0.059289638, 0.06424023, -0.07853796, -0.13322891, 0.031532466, 0.04782606, 0.014080435, 0.0020295705, -0.07157181, -0.011628711, -0.06752404, 0.103147015, -0.026804183, 0.119201295) * go_5(0.0, 0.0); + result += mat4(0.121583, -0.18472487, 0.051415585, 0.09387002, -0.12578335, -0.13457519, -0.011141069, 0.007924912, -0.15972508, 0.082277834, 0.006660031, 0.018529864, -0.048006892, -0.16195123, 0.11889123, 0.09391133) * go_5(0.0, 1.0); + result += mat4(0.0011877354, -0.03821508, 0.079352275, 0.09431855, 0.120227985, 0.12770982, -0.013714698, 0.038997453, -0.0004619692, 0.036872115, -0.13374491, 0.037702244, 0.008888777, -0.04283213, -0.11525023, 0.073225714) * go_5(1.0, -1.0); + result += mat4(0.11580729, -0.013175554, -0.1253745, 0.039527655, 0.2501712, 0.21559192, -0.17641467, -0.121261366, -0.124944955, -0.076779194, 0.020058166, 0.16612346, -0.0025809745, 0.0701927, -0.04693916, 0.056292046) * go_5(1.0, 0.0); + result += mat4(0.018906271, -0.050643444, 0.02444996, -0.024262303, -0.09815448, 0.053140316, -0.05007922, -0.12625203, 0.0458619, 0.022072764, -0.11102561, 0.038217522, -0.074741885, 0.098456666, -0.06336978, 0.03393061) * go_5(1.0, 1.0); + result += mat4(0.092316404, 0.05333801, -0.030575402, -0.081248224, 0.0079937065, 0.09291787, -0.060621336, 0.04314502, -0.0013314068, -0.12648228, -0.03434061, -0.001897616, -0.0036773146, 0.14251038, -0.056213245, -0.012823907) * go_6(-1.0, -1.0); + result += mat4(0.075125776, 0.069178015, -0.06843881, -0.023425177, -0.14221351, -0.19814956, -0.08641597, -0.040399566, -0.02199065, -0.12643565, -0.11299937, -0.09457813, -0.1383775, -0.14663833, -0.10941722, 0.07635694) * go_6(-1.0, 0.0); + result += mat4(0.0725733, 0.09736323, 0.04138415, -0.07827824, -0.07074357, -0.18943074, 0.045716334, 0.0020727555, 0.02317897, 0.06851788, -0.16416553, -0.021083718, -0.049671404, -0.084899835, -0.12828274, -0.10106359) * go_6(-1.0, 1.0); + result += mat4(0.03463169, -0.18304746, 0.0113404775, 0.08603118, -0.023727167, -0.010212168, 0.07873619, 0.094507635, -0.015712371, 0.10867139, -0.021452317, -0.0109243365, -0.008315214, 0.070175745, -0.114166215, -0.033175204) * go_6(0.0, -1.0); + result += mat4(0.12465464, 0.078011826, 0.15954973, 0.106771946, -0.18527602, 0.17714898, -0.10814003, 0.08439565, 0.05126767, 0.07982679, 0.051989906, -0.07862624, 0.0116982795, -0.10962926, 0.09563839, 0.18439959) * go_6(0.0, 0.0); + result += mat4(0.15925483, -0.17562218, 0.16054402, -0.102731735, 0.0002583934, 0.036983114, 0.011999053, 0.27471888, -0.004332959, -0.12928788, -0.08790416, -0.010699724, -0.02548459, -0.08457954, 0.05052734, 0.24577044) * go_6(0.0, 1.0); + result += mat4(0.06567454, -0.025370235, -0.05715709, -0.082185306, -0.09599352, 0.086617105, 0.0822692, 0.029309079, 0.09133301, -0.024522156, -0.03486816, 0.038204033, -0.05361194, 0.10158628, 0.063485794, 0.03969183) * go_6(1.0, -1.0); + result += mat4(-0.0048210667, 0.0764913, 0.023380734, 0.024152404, -0.06351439, -0.030418124, 0.02406592, -0.036408596, 0.061542217, -0.043871675, 0.025962725, -0.10431354, -0.052235737, -0.1482723, 0.08303624, -0.009218905) * go_6(1.0, 0.0); + result += mat4(-0.084167026, -0.096596025, -0.12425624, 0.08682868, 0.00022705906, 0.085114844, 0.16839416, -0.025412558, 0.033778172, 0.017215842, -0.065793276, -0.070195585, -0.08553574, 0.06256185, -0.06854525, 0.037209094) * go_6(1.0, 1.0); + result += mat4(0.12050404, -0.20928818, -0.11949551, 0.1291365, 0.084040865, 0.05223939, 0.043977372, -0.016835403, 0.0042935545, 0.059002463, -0.07211131, -0.118245535, -0.19188774, -0.1535305, 0.0272311, 0.105984956) * go_7(-1.0, -1.0); + result += mat4(-0.006181896, -0.28432485, -0.12084334, 0.074295126, 0.081649065, 0.055474468, 0.043172136, 0.04395295, -0.21917932, -0.10722758, -0.09593755, 0.013767353, 0.047732692, -0.045233723, 0.1499118, 0.10079427) * go_7(-1.0, 0.0); + result += mat4(0.1524887, -0.03541432, -0.036423605, 0.0036694347, 0.09287245, 0.11441246, 0.1423142, 0.0036378538, 0.096392065, -0.056260396, 0.034749147, -0.04590672, -0.04538836, -0.023286846, 0.006294474, -0.12256234) * go_7(-1.0, 1.0); + result += mat4(-0.028657515, -0.005657442, -0.009628549, 0.075619094, 0.051912576, -0.08320796, 0.062917456, 0.040294655, -0.015313034, -0.07584268, -0.025918879, 0.05634464, 0.12799169, 0.017167855, 0.022167781, -0.0989495) * go_7(0.0, -1.0); + result += mat4(0.043959383, -0.094892405, 0.09580696, 0.015563032, 0.0015867131, -0.16679575, -0.019396141, -0.24469055, 0.105518065, 0.0013712198, 0.08570463, 0.18447937, 0.0561871, 0.016862078, -0.1697556, -0.10703698) * go_7(0.0, 0.0); + result += mat4(0.046563495, -0.028334722, 0.095430285, -0.11062519, 0.1632057, -0.113526955, 0.0078005767, -0.057255816, 0.013870708, -0.1396983, 0.001675939, -0.036503952, 0.10268302, -0.08352583, 0.073321745, -0.08963458) * go_7(0.0, 1.0); + result += mat4(-0.0071791788, -0.018167714, -0.10474007, 0.13919841, 0.071997575, 0.036511123, 0.031821, 0.011350003, -0.03294527, 0.07128632, 0.0011163193, -0.046720807, -0.0044006784, -0.0154943485, -0.0124589205, -0.011068004) * go_7(1.0, -1.0); + result += mat4(0.0065815425, 0.1016602, -0.049425308, 0.05000585, -0.015566087, -0.13111699, 0.0053829947, -0.063102424, 0.04960389, -6.787479e-05, -0.08155758, -0.015248496, -0.03355637, 0.08096152, -0.044310823, 0.05465892) * go_7(1.0, 0.0); + result += mat4(-0.038555566, -0.18589461, -0.04570239, 0.06552533, 0.03866913, 0.08443401, 0.028861761, -0.032269157, -0.061593454, 0.035525497, -0.050243054, -0.06402548, -0.10291229, -0.086267136, 0.04558792, -0.002906924) * go_7(1.0, 1.0); + result += vec4(0.041304566, -0.03238812, 0.014535408, -0.017808888); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv2d_27_tf +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11443151, -0.108713426, 0.276695, 0.07989307, 0.04647579, 0.009262729, 0.1685192, 0.06342496, 3.7802124e-06, 0.11471419, 0.21862917, -0.14714405, 0.07615697, 0.008696574, 0.12699789, -0.19018881) * g_0; + result += mat4(0.12515754, 0.31493005, -0.09689205, 0.03547315, 0.014907384, -0.16497225, -0.13919856, -0.11483534, 0.12144794, -0.16309711, -0.32288572, -0.12443185, 0.069901936, 0.087048694, -0.10706947, -0.17567441) * g_1; + result += mat4(0.39898342, -0.22792721, 0.14832391, 0.2717282, -0.020610651, 0.23566288, 0.010850474, -0.17099889, -0.016039778, -0.0020831313, -0.12241154, 0.12688214, 0.0036613182, 0.036608845, 0.014307337, -0.11151725) * g_2; + result += mat4(-0.10309775, 0.13672508, -0.14171574, 0.0008346642, 0.009146607, 0.08628462, -0.08052912, -0.017026344, 0.15191628, -0.057887327, -0.19557409, 0.051096447, -0.08008495, -0.107524894, 0.2823684, -0.08889756) * g_3; + result += mat4(-0.016564824, -0.24989256, -0.2249194, -0.0651977, -0.06807716, -0.025363477, -0.027399465, -0.07455227, 0.06599263, 0.26438046, -0.051439926, 0.06316548, 0.022916218, -0.046988536, 0.029912783, 0.022940762) * g_4; + result += mat4(-0.12251786, -0.06948682, 0.22916022, -0.024786122, -0.00439896, 0.083174594, 0.036550373, -0.006298349, -0.11279929, -0.093094416, -0.034991793, 0.046064105, 0.11115092, -0.082963385, 0.05877601, -0.06852534) * g_5; + result += mat4(0.07373158, 0.09035215, 0.07685686, -0.00512534, 0.16249287, -0.30190566, -0.17152359, -0.021798678, -0.036162075, -0.14855996, 0.06671937, 0.040752716, 0.038710788, -0.05742677, -0.15890189, -0.065827206) * g_6; + result += mat4(0.08283188, -0.07847956, -0.1273862, 0.06317435, -0.045053452, -0.07436303, -0.21195294, 0.03413814, 0.0180427, -0.08224744, 0.19969232, -0.10173545, -0.0985865, 0.13246737, -0.22761853, -0.052478615) * g_7; + result += mat4(0.058520608, -0.08817867, 0.23608765, -0.073843844, 0.052322935, 0.02629083, 0.13331904, 0.06627578, 0.041870154, 0.0606517, -0.26620305, 0.09230404, 0.027014492, 0.14735153, -0.16004741, 0.09812545) * g_8; + result += mat4(0.047826007, 0.1634714, 0.11705604, 0.0708394, -0.009366613, -0.03155836, 0.077331886, -0.0031559314, 0.097498395, 0.04192316, 0.17008877, -0.2166131, 0.20248255, 0.010872594, 0.06436194, -0.13117972) * g_9; + result += mat4(0.02341538, -0.083836935, -0.3000272, -0.13124003, -0.019327922, 0.04084534, 0.1415715, -0.032898612, 0.12683785, 0.2175736, -0.18110937, 0.16924378, 0.15692717, 0.2107051, -0.11289415, 0.024807237) * g_10; + result += mat4(-0.0038417198, -0.023462469, 0.29741266, 0.41617903, -0.07855188, -0.10439054, 0.029460225, 0.19564202, -0.039808284, 0.1763466, -0.090184964, -0.34782696, -0.02403701, 0.074582, -0.12709166, 0.08750199) * g_11; + result += mat4(-0.005616591, 0.06304182, -0.040408023, -0.09645956, 0.06324051, 0.20628944, -0.3098933, 0.02254578, 0.029077038, 0.053340837, 0.063302726, 0.16661525, 0.03846741, -0.009219741, 0.116365075, -0.10009024) * g_12; + result += mat4(-0.05268469, -0.00017071658, -0.07163157, -0.21923296, -0.16725844, -0.03701403, -0.14504927, 0.014916945, 0.0009528244, -0.15782906, 0.12831807, 0.29388857, -0.016132563, 0.017562412, -0.25679052, -0.034620695) * g_13; + result += mat4(0.22927792, -0.06749382, -0.009661854, 0.17025727, 0.0079777455, -0.041601792, -0.11932827, 0.03387773, -0.09392308, 0.3402342, 0.14215328, -0.39847612, -0.1305392, -0.15584923, 0.045079015, 0.01645792) * g_14; + result += mat4(-0.04562495, 0.16534929, -0.046228826, -0.16118683, -0.14846939, 0.18226776, 0.0052598384, -0.23458757, 0.094621554, -0.10582074, 0.10714222, 0.05594153, -0.09598537, 0.113479495, -0.12497368, 0.023943413) * g_15; + result += mat4(-0.02769864, -0.26299968, 0.14559303, 0.0944326, 0.17896965, 0.10208632, -0.013210181, -0.044628892, -0.05891498, -0.026696851, -0.22334224, 0.06637618, -0.18068133, -0.25608513, -0.17188187, 0.011999808) * g_16; + result += mat4(-0.058387913, 0.0218284, -0.23960036, 0.022659982, -0.14655428, -0.2565323, 0.108330764, 0.13125636, 0.124482006, 0.16533256, -0.022780979, -0.09548541, 0.08578177, -0.006597655, -0.14589092, -0.12073695) * g_17; + result += mat4(0.056324802, 0.0128009105, -0.025639247, 0.01001398, -0.17908664, -0.06784469, -0.2604881, -0.18153118, -0.063292824, -0.051646266, -0.06044485, 0.07686661, -0.082505025, 0.22550054, -0.037884668, -0.053193748) * g_18; + result += mat4(-0.069400966, 0.0617642, 0.010582028, 0.09696695, 0.0014224951, -0.04151362, -0.12185871, 0.0012915661, 0.14637092, -0.006555717, -0.05938257, 0.13994268, -0.0066529186, -0.19960605, 0.15346165, -0.0865367) * g_19; + result += mat4(-0.2611735, -0.022063201, -0.038368087, 0.09316622, -0.038465716, -0.18126398, -0.08461157, 0.067109436, 0.057539497, -0.20445953, 0.0928182, 0.04585181, -0.24495333, 0.0065940707, -0.37708935, 0.2060806) * g_20; + result += mat4(-0.0027922213, 0.22430198, -0.14358118, 0.12783276, -0.11639961, -0.037831385, 0.13331455, 0.19188458, 0.053073954, -0.07114653, -0.058150347, 0.1569289, 0.124720514, -0.12141831, 0.1242011, 0.114829615) * g_21; + result += mat4(-0.30982205, -0.037789118, -0.023584012, -0.108513854, -0.29589918, 0.23338793, -0.053462632, 0.14759938, 0.10133443, 0.11237711, 0.055803254, -0.12062855, 0.19252913, -0.08096047, 0.07718558, 0.008393711) * g_22; + result += mat4(-0.050342154, 0.0074422276, 0.06969367, 0.08940038, -0.017735183, -0.18851873, 0.16643041, -0.3227906, -0.022566125, -0.14224024, -0.34606192, 0.046124987, -0.04396818, 0.0072183185, -0.15278862, -0.06988554) * g_23; + result += mat4(0.034391437, -0.074430875, 0.20160396, -0.072047606, 0.2027079, -0.28531456, 0.10542997, -0.03773651, -0.055301867, -0.0936597, -0.21673253, 0.07367847, -0.02038547, -0.14456849, 0.22297329, 0.35531262) * g_24; + result += mat4(-0.18277335, -0.08059337, -0.09400133, 0.15901576, 0.16223545, 0.2021658, 0.047907606, 0.056792736, 0.06719305, 0.0033384864, -0.06851851, 0.051555436, -0.040477566, 0.2388465, -0.020530254, -0.24586761) * g_25; + result += mat4(0.11648392, -0.20024611, -0.07978261, -0.24872676, 0.24125583, 0.03680705, 0.044125002, -0.14167546, 0.18336643, 0.090984896, 0.07496362, -0.17672206, 0.16514459, -0.102161184, -0.030927394, 0.08411755) * g_26; + result += mat4(-0.14201398, -0.31110483, -0.42112264, -0.11100327, -0.20474254, 0.027765524, 0.0070005557, -0.08926027, 0.044591606, -0.20539887, 0.08815937, 0.15499651, -0.15112466, 0.017493293, -0.12526624, 0.14187813) * g_27; + result += vec4(-0.04274619, -0.027823832, -0.0074941483, 0.045495618); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv2d_27_tf1 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.12234858, -0.021024397, -0.008911491, 0.008654683, -0.261921, -0.08852813, -0.014769153, 0.07656934, -0.1312976, -0.0395526, -0.1335422, 0.16576755, -0.024820516, -0.050337326, -0.10896443, 0.033768054) * g_0; + result += mat4(-0.018000448, 0.013071354, 0.049299564, -0.07042542, 0.3076099, -0.02068737, -0.18147635, 0.10448964, 0.07281318, 0.010307286, -0.18882285, -0.014645502, 0.0791774, -0.21212971, 0.026508024, -0.058461342) * g_1; + result += mat4(-0.23666126, -0.018033542, 0.0024688705, 0.23144715, 0.0010496895, -0.021392277, 0.08807161, 0.026790189, 0.023468774, 0.011498715, 0.14476688, 0.18361224, 0.04218432, -0.22661938, 0.34774292, 0.113836944) * g_2; + result += mat4(-0.029370226, -0.22133234, -0.066944055, -0.24185248, -0.09880753, -0.023189416, 0.006161905, -0.07948689, 0.012845118, -0.19781755, -0.1683098, -0.10058418, -0.018076612, -0.07924661, 0.08356604, -0.23357888) * g_3; + result += mat4(0.022303218, 0.12761936, 0.022652805, -0.20914936, 0.17180137, 0.12143295, 0.09799191, -0.12665649, 0.034417123, -0.09280215, -0.0984246, -0.07475625, -0.0069865007, 0.17393745, -0.047097508, 0.086801045) * g_4; + result += mat4(-0.009374213, 0.13395758, -0.037030727, 0.069092, -0.12193983, -0.06298433, 0.22348295, 0.051750474, -0.0943686, -0.045059983, 0.23618917, -0.15909736, 0.11566603, 0.07151492, 0.013066669, -0.04950254) * g_5; + result += mat4(0.05421195, 0.1602265, 0.12650324, -0.017457927, -0.008281588, -0.09576464, -0.038360406, 0.023573698, -0.071081236, 0.18549033, -0.17457892, -0.06348481, 0.0057788654, -0.17015602, -0.2143573, -0.12245353) * g_6; + result += mat4(-0.012059985, 0.034365635, 0.038933452, 0.15287007, 0.08915255, -0.09115187, 0.020236796, -0.030026728, 0.034153678, 0.14779243, -0.2252762, 0.18940309, -0.17914702, 0.04489441, -0.016465506, 0.19653367) * g_7; + result += mat4(-0.24926579, 0.21237439, -0.07930057, 0.11889715, -0.02740544, -0.09377776, 0.039144963, 0.24697267, -0.0735153, 0.26344168, -0.15305813, -0.03005728, -0.36296624, -0.11677285, 0.08789561, 0.15614145) * g_8; + result += mat4(0.21561594, 0.027871598, 0.11443511, -0.08989617, -0.15216057, 0.31315288, 0.07875693, 0.31678453, -0.05351552, 0.0603098, 0.098363675, -0.024522562, 0.32440776, 0.04057012, 0.020779671, -0.09102291) * g_9; + result += mat4(0.030619625, 0.23956256, 0.12258182, -0.056125734, 0.047818817, 0.007024855, 0.005731205, -0.044608884, 0.14420183, -0.34504604, 0.37266588, 0.21600994, 0.14392853, 0.18355964, -0.16690119, -0.055878773) * g_10; + result += mat4(0.08539339, -0.030770814, -0.20747332, -0.14294678, 0.06483853, 0.28473207, 0.17663138, -0.14832555, -0.09196593, 0.38663465, -0.4864812, 0.024431465, -0.024223857, -0.13960868, -0.19981948, -0.0046645487) * g_11; + result += mat4(0.052366443, -0.11314741, 0.25294435, 0.12731439, 0.12228493, 0.31405678, 0.13434315, -0.124796845, -0.07093641, 0.24931367, 0.008088064, 0.057337996, 0.14562343, -0.1662442, -0.16025625, -0.008378218) * g_12; + result += mat4(-0.107468806, 0.012494604, 0.13145463, 0.0044467025, -0.20689802, -0.008778631, 0.22577581, -0.083029106, 0.024620963, -0.025284542, 0.055661917, 0.1272626, -0.03796311, 0.1556227, 0.042157676, -0.08214739) * g_13; + result += mat4(-0.04830007, 0.044968493, -0.0075896606, 0.10583585, -0.002229782, -0.061159782, -0.019315276, -0.08692975, -0.02174253, 0.10504436, -0.095099375, 0.10481533, -0.10043261, -0.103314795, 0.099944495, -0.005334155) * g_14; + result += mat4(0.12740242, 0.17563054, 0.08312964, -0.067844905, -0.04208514, 0.1110867, -0.21594112, -0.23460679, -0.13176624, 0.1059882, 0.12894152, -0.11152399, 0.09752229, 0.014816284, -0.22325674, 0.09841326) * g_15; + result += mat4(0.0653981, -0.022964995, -0.2938982, -0.0061169066, 0.03942006, 0.019700393, 0.08734106, -0.065434955, -0.067304276, 0.112637825, -0.05742705, 0.023384662, -0.2054386, 0.29436016, 0.0037892356, -0.22304635) * g_16; + result += mat4(0.088354826, 0.23902883, 0.08372811, 0.0065366016, -0.07964651, 0.24419506, -0.3911946, -0.029087873, 0.090739176, -0.049014863, 0.06988132, 0.02258769, 0.10247047, 0.12518027, 0.0008728705, -0.056853645) * g_17; + result += mat4(0.19367176, -0.041542146, -0.16576086, 0.07154839, 0.044061545, 0.16537209, 0.1270174, 0.041331172, -0.20587024, -0.065511934, -0.13275598, -0.07027002, 0.18806867, -0.03407952, 0.04837352, 0.045474067) * g_18; + result += mat4(-0.2582355, 0.17942189, 0.12967736, 0.12031099, -0.14537609, -0.041969452, -0.043003123, 0.013001321, 0.12566818, 0.0038525918, -0.08360705, 0.02547348, -0.09314052, 0.052094415, -0.08657066, 0.014753045) * g_19; + result += mat4(-0.044867773, -0.12017535, 0.06931032, 0.21013774, -0.17006443, -0.11134061, 0.052347653, 0.22170502, 0.0809573, -0.04026027, 0.058802795, 0.033606496, -0.69711787, -0.21366166, 0.32256404, 0.001037066) * g_20; + result += mat4(-0.109290324, 0.12479354, -0.0016870967, -0.2105443, -0.12823416, 0.19568188, -0.01180512, -0.0901166, -0.113193884, 0.20936523, -0.26581213, 0.14669225, -0.03157429, 0.078640506, 0.1446152, -0.10513303) * g_21; + result += mat4(-0.12432017, 0.09697878, -0.09566158, -0.1560019, -0.04478926, 0.08118913, -0.023159185, -0.08924593, 0.07948424, 0.13116947, 0.08267777, 0.041434366, 0.12660475, 0.21119997, 0.040758017, 0.010252911) * g_22; + result += mat4(-0.07343955, -0.11137574, -0.20888542, -0.010525646, 0.08654566, -0.25162008, 0.0015843184, 0.2251664, -0.16099241, -0.05303513, -0.010290805, -0.19370262, -0.09699956, -0.021551458, -0.28225294, -0.012553028) * g_23; + result += mat4(0.13522272, -0.037814137, -0.17619848, 0.059898973, -0.19553477, 0.17938456, -0.27291644, -0.0061011547, -0.010751843, -0.035017565, 0.03794967, 0.31951827, -0.18536541, 0.13390224, 0.0263642, 0.0029341222) * g_24; + result += mat4(-0.12729633, -0.14954208, -0.12916204, 0.22230428, 0.11732888, 0.008057732, 0.07490304, 0.13995908, 0.061645962, -0.16856796, -0.03455527, -0.37620506, 0.22656745, -0.15411325, 0.131253, -0.03256949) * g_25; + result += mat4(0.102106966, 0.16285823, 0.07355709, -0.06602972, 0.15325125, -0.16784416, 0.1471553, -0.14970179, 0.1314055, -0.036945526, -0.014696616, 0.06697295, 0.07670483, -0.013443979, 0.10073605, 0.114370696) * g_26; + result += mat4(0.14675961, -0.21042137, -0.10476935, -0.003657964, 0.013142314, 0.025201753, -0.0875375, 0.17088741, -0.32458684, 0.23715518, 0.07397589, -0.028977808, 0.049964994, 0.03821004, -0.01645503, -0.16695203) * g_27; + result += vec4(0.013880447, -0.06316735, -0.020679189, 0.0052526686); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv2d_27_tf2 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.019710967, 0.08727079, 0.13289316, 0.03551607, 0.0777452, -0.112196796, -0.16325843, 0.1558316, -0.022001125, -0.2075691, 0.11862199, 0.02857829, 0.020248298, -0.0094446875, -0.07760552, -0.117990285) * g_0; + result += mat4(-0.29817292, 0.10518408, 0.21746357, 0.05733823, 0.03669798, -0.08149275, -0.10093382, 0.008025974, 0.041065153, 0.13907155, 0.03632113, -0.13297954, 0.060014922, 0.17260654, -0.19085334, -0.08275422) * g_1; + result += mat4(0.12151083, -0.14669828, -0.1620568, -0.16574967, 0.074872755, 0.19607818, -0.3769676, -0.058607124, 0.033677254, -0.056256827, -0.16380833, 0.20182659, 0.04105756, -0.014290442, -0.113356315, 0.09061605) * g_2; + result += mat4(-0.24904074, 0.01590407, -0.003319224, 0.022379734, -0.06170071, -0.10397567, 0.15287766, 0.088777915, 0.020472175, -0.06658154, -0.11527278, 0.018785367, 0.1344412, 0.17483887, 0.09392446, 0.14208129) * g_3; + result += mat4(-0.12065394, -0.07425183, 0.19492783, -0.0121520795, -0.21886127, -0.22013198, 0.21618968, 0.1857871, 0.012718742, 0.27063718, 0.2922766, 0.14129776, 0.15681101, -0.11397562, 0.2161061, 0.28459883) * g_4; + result += mat4(0.18279836, 0.059465416, -0.2686552, 0.08636607, -0.2511355, 0.105158694, 0.16153961, 0.0084084505, -0.2347149, -0.24694109, -0.06095133, -0.13584507, 0.1535036, -0.070038, 0.14755426, 0.15813471) * g_5; + result += mat4(0.05638502, 0.12059284, 0.119747244, -0.025995718, 0.018165832, -0.16386032, -0.0039485083, -0.12419894, -0.18031433, 0.0659284, -0.048997298, 0.05746441, 0.0037581213, 0.0475356, 0.026042571, 0.0461644) * g_6; + result += mat4(0.29047623, -0.03317755, 0.012561449, 0.0762115, -0.22357285, 0.09418904, -0.1308704, 0.03420321, 0.3186606, -0.08401149, -0.06973756, -0.1454678, 0.1048745, 0.12291292, -0.014862143, -0.1947549) * g_7; + result += mat4(0.24438359, -0.33590525, 0.08984905, 0.3105651, -0.116628, -0.25711998, 0.114802435, -0.062869534, 0.26591647, 0.016051942, 0.14616686, -0.012595678, 0.31504416, -0.2826693, 0.25454178, 0.13212447) * g_8; + result += mat4(-0.012505105, 0.25267395, -0.34087932, -0.11540549, 0.23704751, 0.20673543, -0.15236458, 0.08962316, 0.19622429, 0.12039237, -0.1578033, -0.0637722, -0.21207733, -0.03394972, 0.22895417, 0.15027094) * g_9; + result += mat4(-0.14031585, -0.035249453, 0.079809986, -0.16434458, 0.10221193, 0.035313964, 0.018961012, -0.16648005, 0.30393958, -0.1710883, -0.19866116, 0.44803715, 0.0661874, 0.08189988, 0.08553425, 0.28069958) * g_10; + result += mat4(-0.19560876, 0.13451014, 0.13100468, 0.35829562, -0.15475325, 0.02990502, -0.0061779036, -0.22534068, -0.33936733, 0.27095476, 0.14239429, -0.5767695, 0.087701306, -0.1332555, 0.05407353, -0.21649647) * g_11; + result += mat4(0.08749871, -0.2221962, 0.14391874, -0.073948324, -0.025453761, 0.12343736, 0.17743391, -0.07681618, -0.40484402, 0.19426289, -0.09875697, 0.01706343, 0.03982282, -0.17358004, 0.26000148, -0.115895495) * g_12; + result += mat4(-0.13025936, 0.2896371, 0.05801185, 0.08293986, -0.0893019, 0.039711192, -0.16405399, 0.12870799, 0.003430463, 0.09525632, -0.16785814, -0.11364755, -0.18278702, -0.016319456, -0.047153126, -0.020832052) * g_13; + result += mat4(0.082251646, 0.029341506, 0.17133091, -0.18122095, 0.14725228, 0.11916899, -0.28950807, 0.03370702, 0.0347592, 0.032789018, -0.045912996, -0.19743393, -0.19047977, -0.00169078, 0.10430928, 0.09070872) * g_14; + result += mat4(-0.092634596, -0.010618818, -0.03247302, 0.036561195, 0.11044694, 0.12613513, -0.028009905, -0.29851934, 0.087764055, 0.03672974, -0.018752236, 0.13566239, 0.12001229, 0.11018802, -0.11403856, 0.12471705) * g_15; + result += mat4(-0.0038836685, -0.2424455, -0.15008962, 0.082429685, -0.027996138, -0.03844133, -0.15668187, -0.04586779, -0.0009184358, -0.04966999, -0.143867, -0.11818294, 0.014227782, 0.17745559, 0.1543326, 0.12324403) * g_16; + result += mat4(-0.19125207, -0.072080135, 0.22001915, -0.15000911, 0.006092946, 0.0276868, 0.049183417, -0.023606265, -0.055075668, 0.0023213453, -0.006831625, 0.054617073, 0.028141601, -0.28144443, -0.15619376, 0.012505551) * g_17; + result += mat4(-0.002071177, -0.25345835, 0.28130552, 0.02935035, 0.021427564, 0.076878846, 0.10711918, 0.17818032, -0.16705897, 0.0842015, 0.025515607, -0.04167417, -0.06023519, 0.03835697, 0.02799301, -0.15039864) * g_18; + result += mat4(0.065405816, 0.13527295, 0.0067324284, -0.12423678, 0.021669216, -0.082277656, 0.14112775, -0.18604228, 0.13923156, -0.09100899, 0.048483785, 0.022520756, 0.14296904, -0.109883346, 0.006980882, -0.07817121) * g_19; + result += mat4(-0.037226293, -0.110121734, 0.07505908, 0.11474654, 0.209037, -0.026594287, -0.04906321, 0.25379568, 0.18203714, -0.0306505, -0.30535626, -0.015043494, -0.12235582, 0.25040084, -0.6705801, 0.1575759) * g_20; + result += mat4(0.18554471, 0.22335277, 0.22220112, 0.16374512, -0.14779869, -0.013078052, 0.14746222, -0.06868247, -0.17210856, 0.13750106, 0.13263366, 0.056304373, -0.20586984, 0.009876655, 0.23746644, -0.11166203) * g_21; + result += mat4(-0.26620933, -0.0082564615, -0.078228526, 0.2707986, -0.20045628, -0.08139448, 0.0045745936, 0.09325633, -0.05672884, -0.0876488, 0.074889794, 0.13535088, 0.009728256, -0.009059547, -0.20067231, -0.17888282) * g_22; + result += mat4(0.18152374, 0.012155946, -0.17208481, 0.017410867, -0.13088197, 0.008807619, 0.075113654, 0.101879686, -0.071657784, 0.19019592, 0.15560628, -0.07696461, -0.14242226, -0.12567873, 0.048841417, 0.09410027) * g_23; + result += mat4(0.097054265, 0.17632675, 0.070473716, 0.007048641, -0.042248275, -0.15942219, -0.20265426, -0.11571704, 0.06452315, -0.07014653, 0.15223622, -0.046541333, -0.024594152, 0.19610131, -0.020526761, -0.11271823) * g_24; + result += mat4(-0.033343684, 0.08648372, 0.10469339, 0.015983986, -0.0068075475, 0.11311371, 0.179533, -0.11297559, 0.33167574, 0.086799785, 0.042009678, -0.27057844, 0.077861145, 0.09749471, 0.06263665, 0.09029921) * g_25; + result += mat4(-0.17208366, 0.1823461, 0.05647835, 0.10694644, -0.3164003, -0.0020529446, -0.01364865, -0.03349827, 0.12650657, -0.13572167, -0.07308267, -0.06336381, -0.05660443, -0.043583434, -0.28769398, -0.27051786) * g_26; + result += mat4(-0.03592598, -0.4689105, 0.24144898, -0.030977558, 0.002880143, -0.3730606, 0.14906044, -0.07306277, 0.021631535, 0.29016364, -0.10610739, -0.04341038, 0.08593863, 0.07535527, 0.137121, 0.040470026) * g_27; + result += vec4(-0.0023638057, -0.06318492, 0.031060705, 0.012420308); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv2d_27_tf3 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.104180515, 0.21909867, -0.0016195358, -0.00827801, -0.17956465, 0.008882964, 0.095886044, -0.12801364, 0.24021642, 0.23698345, -0.17307688, 0.024737755, 0.24745077, -0.121220514, 0.00431543, 0.11270653) * g_0; + result += mat4(0.15997665, 0.017852405, 0.05119178, -0.15482607, 0.0473513, 0.102561824, 0.10925874, -0.088492356, -0.07925148, -0.0009926077, -0.1836283, -0.027848043, 0.078280285, 0.007133711, 0.010975833, 0.06212348) * g_1; + result += mat4(-0.05369238, -0.3801088, 0.6358423, 0.13610448, -0.17373526, -0.06838332, -0.026865637, -0.22185935, 0.031365998, -0.24836074, 0.07786585, 0.12845472, -0.10230717, -0.090312645, -0.12451369, 0.012365612) * g_2; + result += mat4(-0.11176632, 0.1129991, 0.19114831, -0.02778793, 0.17413953, -0.07105402, 0.062856786, 0.03620729, -0.08253814, 0.18052185, -0.23623717, 0.00784666, 0.2294231, -0.0063698697, -0.007017217, 0.19971047) * g_3; + result += mat4(0.053607754, 0.128326, -0.08556963, -0.3267408, 0.2113072, 0.04600726, -0.087273054, 0.043838777, -0.013094107, -0.07035021, 0.06061421, -0.042725533, -0.2515608, 0.05992034, -0.00080709986, 0.053383853) * g_4; + result += mat4(-0.1296537, -0.028914798, 0.12485024, 0.32676205, -0.15098321, -0.050126188, -0.10485253, -0.22199424, 0.004325448, 0.11900305, 0.03579892, -0.06502462, 0.09748344, -0.23620753, -0.08606443, -0.12277768) * g_5; + result += mat4(0.06351925, -0.09474517, -0.030183055, 0.26909778, 0.012661174, -0.12511827, 0.07635961, -0.16331388, -0.07982632, -0.012759043, 0.03974436, -0.07089404, 0.114191614, -0.1768194, 0.20276785, -0.20046876) * g_6; + result += mat4(0.118645184, -0.015464144, -0.13408852, -0.031532094, -0.036670644, 0.25638598, -0.08346215, -0.16632739, 0.10724415, 0.031202447, 0.06494471, 0.080996215, -0.1531831, -0.049804404, 0.06983809, -0.18219711) * g_7; + result += mat4(0.057444304, 0.06428333, -0.2427994, 0.06495019, -0.2475473, 0.051088843, 0.14431933, 0.04322744, -0.0065100784, -0.07879368, 0.27862424, -0.015107099, 0.48285982, 0.07512295, -0.13956147, -0.5293498) * g_8; + result += mat4(-0.04977926, 0.057724383, 0.005400039, -0.07485926, 0.099736564, -0.19428918, 0.3085949, -0.09256943, -0.007471054, 0.15845904, 0.024014933, -0.22958547, 0.05363298, -0.2262346, -0.08504123, 0.010983667) * g_9; + result += mat4(-0.0011897761, 0.01905553, -0.07040949, 0.13073099, 0.07718515, -0.00919502, 0.16790766, 0.15093194, 0.07811035, 0.59745634, -0.038061313, 0.33472347, -0.046432715, -0.042526003, -0.042819142, 0.015483182) * g_10; + result += mat4(0.16497271, -0.1832641, -0.06919869, -0.0699354, 0.1622412, -0.009429784, -0.042264223, -0.5095821, -0.22293803, -0.22964719, -0.24294993, -0.2749919, -0.24561481, 0.03678232, -0.040695712, 0.04990986) * g_11; + result += mat4(0.17668974, -0.14166051, 0.048939627, 0.054249138, -0.07022914, -0.008821423, -0.056008007, -0.21688782, -0.14373022, -0.10112909, -0.26707867, -0.27844477, -0.13381785, 0.024470683, -0.18647262, 0.07304338) * g_12; + result += mat4(0.1254997, 0.3412491, -0.11075748, -0.044977497, -0.2579634, 0.19033371, -0.12924103, -0.10767467, -0.18661416, -0.006703569, 0.11859471, 0.011905839, -0.15832269, -0.09578297, -0.050546784, 0.05611259) * g_13; + result += mat4(-0.031839076, 0.24811439, -0.048889633, -0.10886483, -0.021840971, 0.07242472, 0.07856694, 0.21579736, 0.24734874, 0.002823113, 0.20664278, 0.07515607, -0.035989497, 0.025168674, 0.012789844, 0.04219985) * g_14; + result += mat4(-0.029561277, -0.027150908, -0.2285595, 0.0623451, -0.21524262, -0.0495648, -0.26751977, -0.099391095, -0.11575608, 0.18860719, -0.26475087, 0.10348319, 0.1349935, -0.22972155, 0.07882446, -0.018600948) * g_15; + result += mat4(0.11091095, -0.19174413, 0.0066961353, -0.028952863, -0.07400654, -0.1074968, -0.09721747, 0.02431324, 0.028736848, 0.050277565, -0.0013741596, -0.031192824, -0.03777562, 0.05401314, -0.06783531, 0.19289261) * g_16; + result += mat4(-0.23818627, 0.22782011, -0.168649, 0.0773027, -0.29677773, 0.028283251, -0.032741956, 0.22565849, -0.059789155, -0.08474369, 0.25028643, 0.051620036, 0.06692328, -0.14508602, -0.0667097, -0.14061047) * g_17; + result += mat4(0.13310762, -0.12951846, 0.06509994, 0.040003385, 0.049557522, 0.18617095, -0.09436182, 0.059164654, 0.11599615, -0.004864734, -0.07653804, 0.00014459781, 0.13770443, -0.14924237, 0.07231551, -0.016222041) * g_18; + result += mat4(0.10529918, 0.08091443, -0.11911098, 0.12648894, -0.12755243, -0.051939204, -0.14069635, 0.032026708, 0.00019522365, -0.0022558924, 0.21253237, -0.13399132, 0.1323077, 0.17119333, -0.12659132, 0.09258308) * g_19; + result += mat4(-0.18063812, 0.06042027, 0.13172136, 0.17522804, 0.1790162, -0.32260424, 0.012049487, -0.29769227, 0.027918922, 0.07017221, -0.0750346, 0.014930939, -0.1885921, 0.26602972, 0.026115637, 0.3200164) * g_20; + result += mat4(0.38229984, -0.054856207, -0.30004284, -0.096048094, -0.045444023, 0.12204156, 0.01020938, 0.05631701, 0.18008712, 0.08312059, 0.14788924, 0.04911914, -0.089370966, 0.072039425, -0.045207575, -0.06889737) * g_21; + result += mat4(0.32740393, 0.1746514, -0.10657198, -0.021967173, -0.002292727, 0.15766911, -0.2148169, -0.024471002, 0.24356085, 0.039451532, 0.008314017, -0.09937661, 0.1613525, -0.2391406, -0.029003207, -0.0159854) * g_22; + result += mat4(-0.16562004, 0.041117836, 0.19213973, -0.14429536, 0.30970034, -0.07554239, 0.029687773, -0.024070954, -0.08167974, -0.004404698, -0.03143552, 0.042981133, 0.06546435, 0.16990507, -0.21680567, 0.06390797) * g_23; + result += mat4(-0.03591141, 0.020884542, 0.023933852, 0.022759074, -0.029971978, 0.11930571, -0.086772785, 0.19787759, 0.030405317, -0.13947894, 0.07441769, 0.00034632036, -0.07164358, 0.057664413, 0.37139198, 0.06278644) * g_24; + result += mat4(-0.051113605, 0.05665, -0.020249806, 0.16835532, 0.05984608, -0.08224659, 0.12696908, 0.13570228, -0.068349294, -0.099196844, 0.120686345, 0.055186067, 0.07618209, -0.026192036, -0.14863594, 0.06333659) * g_25; + result += mat4(0.058455057, -0.088729665, 0.15909332, -0.012666964, 0.10028206, 0.03833605, 0.13993295, 0.031959523, 0.096895166, -0.03811847, 0.13775149, 0.02438105, -0.2683284, 0.111006245, 0.10954929, 0.025493354) * g_26; + result += mat4(-0.13692367, 0.14800175, 0.012824838, -0.071239576, 0.0888179, 0.22001815, -0.11865171, 0.069108665, -0.25402087, 0.10172734, 0.30485952, -0.067486994, 0.0008256393, 0.0869447, 0.22277334, 0.21455327) * g_27; + result += vec4(0.028628629, 0.06234057, -0.040859535, 0.012304189); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv2d_27_tf +//!BIND conv2d_27_tf1 +//!BIND conv2d_27_tf2 +//!BIND conv2d_27_tf3 +//!SAVE conv2d_28_tf +//!WIDTH conv2d_27_tf.w +//!HEIGHT conv2d_27_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_27_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_27_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_27_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_27_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv2d_27_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv2d_27_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_27_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_27_tf3_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.15947562, -0.08088179, -0.018287092, 0.07388169, 0.055656206, 0.012508511, -0.014822504, -0.026112063, -0.0355522, 0.21059254, -0.010861626, -0.12473264, -0.064066336, 0.05059408, 0.17477006, -0.013565353) * go_0(-1.0, -1.0); + result += mat4(-0.21434227, 0.31677282, -0.03516674, 0.04986214, 0.05526597, 0.09660516, -0.14319508, 0.018978575, 0.22303632, -0.016273327, -0.007631538, 0.06443882, 0.05512332, -0.041881822, -0.08996631, -0.098337024) * go_0(-1.0, 0.0); + result += mat4(0.00890349, -0.08083122, -0.18154235, 0.16016848, 0.036409512, -0.03464171, -0.066068955, -0.040363487, 0.011614476, -0.010766412, 0.115901425, -0.20064755, -0.046192054, 0.11930149, 0.14467944, -0.059644654) * go_0(-1.0, 1.0); + result += mat4(0.11164375, 0.16459064, -0.09998619, -0.009961483, -0.04288467, 0.10108012, -0.10405018, -0.19669667, 0.052263748, 0.26811314, 0.1365987, -0.10233866, 0.16488834, 0.19555828, 0.071872376, 0.082796656) * go_0(0.0, -1.0); + result += mat4(0.18249479, 0.11808829, -0.0022341073, -0.032062545, -0.11052209, -0.0013532481, 0.016538607, 0.08067115, 0.16962177, 0.07064662, -0.07810613, 0.010294429, 0.08434929, 0.10127592, -0.029486863, -0.3255432) * go_0(0.0, 0.0); + result += mat4(-0.057793867, -0.0521884, 0.19243455, 0.02239359, -0.034333054, -0.07780034, -0.0073473672, -0.021267103, 0.06721728, -0.010699848, -0.046675183, -0.10781791, 0.0678299, -0.029241193, -0.110838145, -0.06508165) * go_0(0.0, 1.0); + result += mat4(-0.081627466, -0.056206644, 0.057609815, 0.16809253, 0.09702448, -0.0006972214, -0.05335845, -0.12129932, -0.0002927597, -0.21934614, -0.037754383, -0.1519519, -0.2376217, 0.10211905, 0.13700108, -0.09431093) * go_0(1.0, -1.0); + result += mat4(0.12006511, 0.0850924, 0.13144164, 0.16237107, 0.10096861, 0.0041175876, -0.106181756, 0.012646824, -0.049423195, 0.02854461, 0.0714631, -0.17928813, 0.12281949, -0.1653483, -0.12631613, -0.012995532) * go_0(1.0, 0.0); + result += mat4(0.06719825, 0.04025362, 0.12805803, -0.051237866, -0.10915182, -0.012685345, -0.03332722, 0.043810077, 0.009768857, 0.030928867, -0.11797699, 0.06935517, 0.03960586, -0.054912154, 0.045409244, 0.024356317) * go_0(1.0, 1.0); + result += mat4(-0.08003945, 0.02939059, 0.015871571, -0.08151104, 0.06888097, 0.028342148, 0.10520131, -0.061023485, 0.09831178, 0.16380575, 0.0023105524, -0.12040436, -0.031042974, -0.053848248, 0.009438444, 0.0266714) * go_1(-1.0, -1.0); + result += mat4(-0.07136757, 0.100973204, -0.031054407, -0.073980935, -0.041895464, -0.021902626, 0.031108955, -0.052984156, -0.016130926, -0.050138965, 0.03813808, -0.05297753, -0.028289583, 0.031014593, 0.1843739, -0.035281647) * go_1(-1.0, 0.0); + result += mat4(0.035933316, -0.00038015004, -0.027873661, -0.0069536613, 0.027045539, 0.037116226, 0.04525177, 0.006566634, -0.16384627, 0.07768526, -0.12624563, 0.024078595, 0.10769284, -0.11258107, -0.04982451, -0.065048374) * go_1(-1.0, 1.0); + result += mat4(0.10052499, -0.13002421, -0.06633072, -0.042626563, -0.028949782, -0.14514183, 0.028552216, -0.0613498, 0.09384566, 0.09405732, -0.19158928, 0.03907308, -0.055615067, 0.23429433, 0.12803762, 0.04434819) * go_1(0.0, -1.0); + result += mat4(0.00958813, -0.24705333, -0.16486292, 0.024874136, -0.12138014, 0.18079525, -0.10713273, -0.13516752, 0.055434603, -0.015806839, -0.09717939, -0.074068494, -0.08866701, 0.020300955, -0.0055264304, 0.04080965) * go_1(0.0, 0.0); + result += mat4(-0.11120258, -0.07199271, -0.041486032, -0.14906478, -0.009233198, -0.09902689, -0.040275663, 0.017067345, -0.05086586, -0.17413498, -0.008183662, 0.009612443, -0.13408433, -0.1332188, 0.07127962, -0.10865638) * go_1(0.0, 1.0); + result += mat4(-0.124843836, 0.0056214286, 0.13267992, -0.13429327, -0.016505916, 0.036799435, -0.038973354, 0.05537806, -0.0632161, -0.012454545, 0.038332634, -0.037685867, 0.04319443, 0.03322325, 0.042085703, 0.045762986) * go_1(1.0, -1.0); + result += mat4(0.052202236, 0.05771732, 0.112385854, -0.01082042, -0.0767456, -0.08780617, 0.014997822, -0.08833972, -0.10664788, -0.061612513, -0.182838, 0.0851486, 0.16953877, -0.06382708, -0.022215927, -0.0051205694) * go_1(1.0, 0.0); + result += mat4(0.13441062, 0.10117365, -0.016199887, 0.029254923, -0.02033548, -0.027186427, -0.045370664, -0.03122226, -0.001153141, -0.053417522, -0.08496941, 0.091859564, -0.1636657, 0.0686879, -0.0061219577, -0.0037164304) * go_1(1.0, 1.0); + result += mat4(-0.08923701, -0.06655362, -0.010985764, 0.014604874, -0.011382496, 0.029907953, -0.056434274, 0.038744327, -0.028414777, 0.010007162, 0.0017349193, -0.10343906, 0.09191801, -0.09312238, -0.1496644, -0.07673135) * go_2(-1.0, -1.0); + result += mat4(0.009483084, 0.01533923, -0.22572407, 0.025132898, -0.01963628, 0.17454073, -0.07573513, 0.039613944, 0.063608795, -0.13739005, -0.033944577, 0.16951281, 0.30629894, -0.079744816, -0.01866261, 0.039395563) * go_2(-1.0, 0.0); + result += mat4(-0.08941336, 0.064974226, -0.028835427, 0.034915254, -0.086929224, 0.07687716, -0.0016284286, 0.0048973947, -0.002299835, -0.10146576, 0.15499033, -0.025811836, -0.11017588, -0.06646864, 0.2724957, -0.09787315) * go_2(-1.0, 1.0); + result += mat4(0.013580617, 0.23512718, -0.13755204, -0.037683118, -0.10511493, -0.16309044, 0.028176483, 0.08306621, -0.10533476, 0.0006221558, 0.045089602, -0.15210447, 0.0020994823, -0.024207998, 0.0993523, 0.043464) * go_2(0.0, -1.0); + result += mat4(0.030274704, 0.16225174, -0.04986216, -0.15224266, 0.0780463, -0.1532285, 0.10314128, -0.15185037, 0.10115252, -0.10087905, -0.09021414, -0.022275878, 0.20465703, 0.15299171, -0.029545499, 0.027562108) * go_2(0.0, 0.0); + result += mat4(0.03635188, 0.14174621, 0.07811163, -0.007859945, 0.015667818, 0.04175609, 0.037054025, -0.21607552, 0.042083874, 0.012400608, -0.0031731343, 0.015451013, 0.14899978, -0.07175217, 0.10838928, -0.12669186) * go_2(0.0, 1.0); + result += mat4(0.138536, 0.13425349, -0.034622706, -0.18623102, -0.053591244, 0.05831567, -0.16689397, 0.09646786, 0.014092155, 0.04367327, -0.09343583, -0.14990391, 0.07822869, -0.22536267, 0.099219, 0.23060338) * go_2(1.0, -1.0); + result += mat4(-0.06164505, -0.092979245, -0.14336626, -0.07140663, 0.22376375, -0.047783352, -0.033338327, 0.1258366, -0.17924803, 0.041608956, 0.16306303, -0.10679489, -0.3030042, 0.0008420525, 0.12561269, -0.028834283) * go_2(1.0, 0.0); + result += mat4(-0.054412913, 0.0090209665, 0.11719211, -0.05716453, 0.05383089, 0.02623724, -0.07349644, -0.01056252, 0.10699554, -0.09000459, 0.017828118, -0.07156624, -0.009086138, -0.17281768, 0.07362622, 0.059403386) * go_2(1.0, 1.0); + result += mat4(-0.1389711, 0.10161683, 0.10497333, -0.1611381, -0.22583091, -0.01804936, 0.012043274, -0.07505929, 0.12483098, 0.120331906, 0.06568858, 0.048519757, 0.04878232, 0.1416424, 0.0067936247, -0.016330056) * go_3(-1.0, -1.0); + result += mat4(-0.17665231, -0.027524196, 0.054338425, -0.019410258, -0.02451535, -0.101202436, 0.019439757, 0.054194063, 0.1374067, 0.18281725, 0.07622217, 0.02345311, 0.09478843, -0.2668885, -0.20737533, -0.038789343) * go_3(-1.0, 0.0); + result += mat4(0.17850038, 0.015391434, 0.21261981, -0.07131195, -0.00017390228, -0.027140131, -0.03531777, 0.090994254, 0.018094057, 0.034828965, -0.03494625, 0.02909268, -0.1641662, 0.0061473413, 0.07393836, 0.012682216) * go_3(-1.0, 1.0); + result += mat4(-0.042796552, 0.15346116, -0.09064195, -0.08746618, -0.060828637, -0.03820483, 0.011528973, 0.0398974, 0.09371729, -0.08625735, 0.014867914, 0.041555084, -0.08405399, 0.11065002, -0.08176266, -0.0624558) * go_3(0.0, -1.0); + result += mat4(-0.16241768, -0.09944747, -0.20491481, 0.29889265, -0.12245448, -0.07481623, -0.12528926, 0.05751569, 0.0967851, 0.23937911, 0.35344538, -0.08789662, 0.12991858, -0.16209777, -0.28480273, -0.0014969984) * go_3(0.0, 0.0); + result += mat4(-0.038093816, -0.12204375, 0.2872561, -0.01867348, -0.0422504, -0.027746195, 0.04692431, 0.19227293, 0.14287111, -0.14324081, -0.11081065, 0.023367552, -0.12073627, -0.13269602, -0.13918683, 0.08741606) * go_3(0.0, 1.0); + result += mat4(0.0008481731, 0.05254276, -0.012691128, -0.036892317, -0.04046909, -0.17864129, 0.110876225, -0.058506776, 0.08640097, -0.006006924, 0.01067811, 0.111712374, -0.05587949, 0.09859872, 0.12326458, 0.03610263) * go_3(1.0, -1.0); + result += mat4(0.01657765, 0.049353786, 0.023793655, -0.034767125, -0.0027143199, -0.10706169, 0.021599656, 0.028217005, 0.15949789, 0.018731484, -0.015067733, -0.008275501, -0.02608208, 0.09978389, -0.07528502, -0.11285119) * go_3(1.0, 0.0); + result += mat4(0.0023038054, -0.106527835, 0.19298683, -0.007611592, 0.13164747, 0.019736541, 0.0677005, 0.12425515, 0.16268487, -0.096461184, 0.12743223, -0.08677306, -0.029261615, -0.041135672, 0.080600925, -0.0044985185) * go_3(1.0, 1.0); + result += mat4(-0.012212633, -0.008135249, 0.0214631, -0.15218979, 0.036934953, 0.013742649, 0.005994283, -0.0283032, 0.0729484, -0.052409716, -0.06420768, 0.0810027, 0.04289635, -0.05979256, -0.011123965, 0.07240212) * go_4(-1.0, -1.0); + result += mat4(0.078602165, -0.11064885, -0.032745726, -0.041563403, -0.07760515, 0.030799344, -0.009528405, 0.07102139, -0.078211874, -0.006511505, 0.022323601, -0.09159505, -0.09717384, -0.038415562, 0.15776964, -0.122952245) * go_4(-1.0, 0.0); + result += mat4(-0.02998448, 0.06617301, -0.1833567, -0.05996888, 0.025792658, 0.04538328, -0.013383254, -0.058839086, -0.036489535, 0.057810433, 0.03386236, 0.06538946, 0.02562387, -0.08336547, -0.119194515, 0.060269345) * go_4(-1.0, 1.0); + result += mat4(-0.20298807, -0.13135706, -0.025793612, 0.021387653, 0.1594905, -0.3369618, 0.041246038, -0.050120838, 0.026487157, -0.029691057, -0.0034613493, 0.016325768, -0.117200464, -0.016574007, -0.073803775, -0.089975685) * go_4(0.0, -1.0); + result += mat4(-0.026254926, 0.0261122, 0.018618183, 0.0005632939, -0.12340781, -0.05991391, -0.04475039, 0.1659745, -0.24145639, -0.20355274, 0.041455634, -0.116840735, -0.1283876, 0.08542697, 0.013275747, 0.0501509) * go_4(0.0, 0.0); + result += mat4(-0.21312153, -0.04829575, -0.10153613, -0.0059257764, 0.0841976, -0.026371231, -0.20159246, -0.0045467755, -0.02141211, -0.027177462, -0.05251507, 0.032135133, 0.03804446, 0.11620451, -0.14313346, 0.077155955) * go_4(0.0, 1.0); + result += mat4(-0.04649696, -0.098621555, -0.10055518, 0.015795136, -0.066809125, -0.19873013, -0.0143966265, 0.03701971, -0.096805796, 0.028184278, -0.026889013, 0.087746136, 0.093570195, -0.05271505, -0.07302158, 0.06451506) * go_4(1.0, -1.0); + result += mat4(-0.019860215, 0.014821476, 0.020452866, 0.019750455, -0.0030268016, 0.09721972, 0.07985887, -0.22953773, -0.023093862, -0.0340788, -0.020107787, 0.14696716, -0.0014956049, 0.10684638, 0.054514356, -0.026299406) * go_4(1.0, 0.0); + result += mat4(-0.0034259602, 0.11406219, 0.08309113, -0.05666143, 0.03997147, -0.015962245, -0.073703386, -0.081422284, -0.03811221, -0.018108517, -0.019545924, -0.09374689, 0.0068907975, 0.06288586, -0.048148807, -0.04641091) * go_4(1.0, 1.0); + result += mat4(0.12786785, 0.036925547, 0.040049516, -0.014098288, 0.17151223, 0.36029485, -0.13981305, 0.048408832, 0.15681522, -0.1718675, 0.18053555, -0.06154547, 0.20234902, 0.1841377, -0.13541229, -0.12686929) * go_5(-1.0, -1.0); + result += mat4(-0.02641306, -0.17226298, -0.049888287, 0.02733204, -0.06390068, 0.080012724, -0.1844924, -0.03414821, 0.034385405, -0.24899785, 0.059214547, 0.049595583, 0.32104456, 0.03666073, -0.40136093, -0.2774759) * go_5(-1.0, 0.0); + result += mat4(0.06761573, 0.06869232, -0.031510808, -0.02438944, 0.22487356, -0.16531369, 0.06668078, 0.09660918, 0.13721283, 0.07903948, -0.019157205, 0.1531542, 0.013938849, 0.07697017, -0.002420862, -0.08119872) * go_5(-1.0, 1.0); + result += mat4(-0.010843206, 0.25370562, 0.13776681, 0.038852032, 0.23986198, 0.090098, -0.1396168, -0.12940928, 0.09821576, -0.13444738, 0.03958645, 0.11936621, -0.25258994, -0.21582375, -0.025724072, 0.15234376) * go_5(0.0, -1.0); + result += mat4(0.070284896, -0.06296459, 0.020593662, 0.05657614, -0.10773026, 0.05970744, 0.19839187, 0.053335343, -0.10290972, -0.07925142, -0.09702071, 0.06671608, -0.3317127, 0.038721535, 0.03681229, 0.0022030612) * go_5(0.0, 0.0); + result += mat4(-0.28498635, -0.025289027, 0.2521193, -0.008358809, 0.24523476, 0.07953551, 0.018755028, -0.04277334, 0.15404665, 0.29997438, 0.25203288, 0.16347292, -0.16057658, -0.09382131, 0.01644382, 0.09579976) * go_5(0.0, 1.0); + result += mat4(0.071044005, 0.1663978, -0.1300318, 0.016336136, 0.06899086, -0.017043045, 0.059462104, 0.06477385, 0.14695822, -0.108211465, 0.065641776, 0.14722472, 0.06779434, 0.16995609, 0.07928397, -0.033719063) * go_5(1.0, -1.0); + result += mat4(0.14180346, -0.08487177, -0.22468328, -0.28223032, 0.2663465, 0.09390156, 0.06763305, -0.046421945, 0.06267927, 0.0894823, 0.03797196, 0.2289057, 0.3531273, -0.10896449, -0.089124285, -0.3782578) * go_5(1.0, 0.0); + result += mat4(-0.15362668, -0.059429795, 0.10730699, 0.021013413, 0.087347016, -0.016410518, -0.14467601, 0.05059625, 0.12102463, 0.05886046, 0.25740236, -0.03717858, 0.24515876, -0.070637345, -0.38044232, 0.0013522268) * go_5(1.0, 1.0); + result += mat4(0.012790849, -0.166835, -0.006531994, 0.042859472, -0.02351418, 0.11851938, -0.049062908, -0.041576426, 0.107786864, -0.10980972, -0.033116184, 0.10939468, -0.054141134, -0.027854247, 0.04713376, 0.19246055) * go_6(-1.0, -1.0); + result += mat4(0.053805664, 0.061061755, 0.047100965, -0.055740997, 0.040054057, 0.051985312, -0.09923848, -0.0043354537, 0.036915418, 0.106524564, -0.123563565, 0.07750848, -0.07408784, -0.05061668, 0.14600709, -0.0011608404) * go_6(-1.0, 0.0); + result += mat4(0.015910039, -0.10548236, -0.031279977, -0.034638315, 0.04358979, -0.0437478, -0.014834915, 0.024732169, -0.12387502, -0.04822137, -0.0058700144, 0.137929, 0.11366931, 0.08035957, -0.039935917, 0.04603123) * go_6(-1.0, 1.0); + result += mat4(0.067911685, -0.21775192, -0.06257909, 0.17257555, 0.06932743, -0.071969435, -0.20456699, 0.04594583, 0.018453049, -0.030035174, -0.05827126, 0.0392995, 0.12435702, -0.17315, 0.0020754808, -0.097234495) * go_6(0.0, -1.0); + result += mat4(-0.10112962, 0.091169335, 0.14931187, -0.05483266, 0.08175559, -0.21881811, -0.015723187, 0.07526295, -0.057499725, 0.27330843, -0.015584234, -0.23729184, -0.14506966, 0.071909845, -0.043688543, -0.04695626) * go_6(0.0, 0.0); + result += mat4(0.19304496, 0.024671676, 0.038902644, 0.0057927696, 0.13977169, 0.073270485, 0.14490373, -0.013279762, -0.04328375, 0.04363379, -0.18776916, 0.15290104, -0.066608734, 0.19611324, 0.030080872, -0.04369692) * go_6(0.0, 1.0); + result += mat4(0.11470921, 0.01983352, -0.03216828, 0.060058292, -0.08319119, -0.07164264, -0.03740158, -0.07463614, -0.1341556, 0.02926277, 0.042769387, 0.13030067, 0.059393533, -0.023748767, -0.06477902, -0.10475805) * go_6(1.0, -1.0); + result += mat4(0.06713004, 0.039320715, 0.07987435, -0.1279802, 0.04430574, -0.09668574, -0.13146797, 0.1951853, -0.09523301, 0.11162048, -0.13835515, 0.10653133, 0.07065633, 0.0017156269, 0.13809821, -0.11227813) * go_6(1.0, 0.0); + result += mat4(0.03737181, -0.060822956, 0.0764333, -0.04455623, -0.05858187, -0.042540766, 0.2450857, 0.017118182, -0.2140229, 0.06681126, -0.035818823, 0.1897005, -0.050493807, 0.039831277, -0.08647933, -0.05456818) * go_6(1.0, 1.0); + result += mat4(-0.15794586, -0.11317517, -0.1907949, 0.035243902, 0.18495446, -0.17711106, 0.07466123, 0.3298434, -0.0538802, 0.17223665, -0.069161914, -0.04879663, -0.010941854, -0.09529097, -0.11374602, 0.1033947) * go_7(-1.0, -1.0); + result += mat4(0.053542875, -0.21014826, -0.021240313, -0.047701992, 0.035403203, 0.11726055, -0.09277544, 0.16033384, -0.06536819, -0.23121049, 0.0709867, -0.026250783, 0.024801381, 0.00938287, -0.22030483, 0.10098934) * go_7(-1.0, 0.0); + result += mat4(0.040862054, -0.07635868, -0.09437051, -0.073567204, 0.007394331, 0.045258503, -0.025171619, 0.09097832, 0.0784184, -0.11744521, 0.09245911, -0.05398139, -0.046311557, 0.11720031, -0.06057511, 0.07124993) * go_7(-1.0, 1.0); + result += mat4(0.15672357, -0.11742975, 0.019319033, -0.11931374, -0.0730905, 0.113809146, 0.046025384, 0.260786, -0.070096426, -0.041467544, -0.17180398, -0.03536039, -0.0053026676, 0.19283321, -0.01242331, -0.046671648) * go_7(0.0, -1.0); + result += mat4(0.086352795, -0.046984054, 0.041676264, -0.093268044, -0.07467304, 0.10683198, -0.09286945, 0.00065939245, -0.023186311, -0.13480976, -0.18541805, 0.066650435, 0.17785572, 0.28285432, 0.09380002, 0.2742215) * go_7(0.0, 0.0); + result += mat4(-0.03759045, 0.008394068, -0.029834675, -0.054245055, 0.19929428, -0.028139526, 0.0011271539, 0.08023337, 0.10857946, 0.023008484, 0.10093405, -0.0025674875, -0.013412711, 0.124299355, 0.18966118, -0.0086889155) * go_7(0.0, 1.0); + result += mat4(-0.008154784, 0.026771648, -0.029822685, -0.12304668, 0.19175382, 0.038344804, -0.19244587, 0.19586428, 0.051759414, 0.051479038, 0.064044714, 0.024556635, -0.05735499, 0.104564175, -0.17250918, 0.042381) * go_7(1.0, -1.0); + result += mat4(-0.03705795, -0.07241511, -0.034249566, 0.026843162, 0.098695345, -0.06264949, 0.006197871, 0.18656683, 0.17142834, 0.020342348, 0.0030491548, 0.13260534, 0.07432505, -0.019298749, 0.018334575, 0.04731813) * go_7(1.0, 0.0); + result += mat4(-0.054331694, -0.027947709, -0.11864076, 0.00814441, 0.028038671, -0.08349308, -0.07054119, -0.07497779, 0.040611267, 0.13121551, 0.118467994, -0.08134059, 0.015859429, -0.2187738, 0.00034174693, -0.00010865687) * go_7(1.0, 1.0); + result += vec4(0.0029036424, -0.026140884, 0.029428842, 0.022368915); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_27_tf +//!BIND conv2d_27_tf1 +//!BIND conv2d_27_tf2 +//!BIND conv2d_27_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!BIND conv2d_28_tf +//!SAVE conv0ups +//!WIDTH conv2d_27_tf.w +//!HEIGHT conv2d_27_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.24869502, -0.09899225, -0.43790483, 0.20478724, -0.1164636, -0.064487524, 0.19679324, -0.1449572, -0.15371573, -0.3400212, -0.21963254, 0.20369855, -0.2367356, 0.2477112, 0.35358265, -0.10717059) * g_0; + result += mat4(0.008394252, -0.07444383, -0.21260554, -0.0109387245, -0.12783004, -0.046684895, -0.09459239, 0.15685712, -0.0650475, -0.17689607, 0.28597033, -0.14768666, -0.24485432, 0.11102652, 0.0016650548, 0.0335556) * g_1; + result += mat4(-0.15471542, -0.055397827, 0.031601153, 0.12807971, 0.098534405, -0.078548655, -0.07627781, -0.045002084, -0.1607132, 0.22467372, 0.05354091, 0.14046556, 0.08950414, -0.11074417, -0.18164189, -0.062829755) * g_2; + result += mat4(0.23552504, 0.106547005, 0.06353197, -0.12771529, 0.063815214, 0.0037739186, 0.13750316, -0.15964629, -0.13540323, 0.03661145, 0.1579406, -0.04318756, -0.23223858, -0.019027008, 0.14158043, -0.0981457) * g_3; + result += mat4(-0.20985286, 0.006259769, 0.22924383, -0.14908646, 0.10981303, 0.09701522, -0.138446, 0.098020315, 0.1012965, 0.17753434, 0.03191124, -0.009315684, 0.15640236, -0.18660188, -0.108241856, 0.28092933) * g_4; + result += mat4(-0.18514358, 0.020193081, 0.074342795, -0.20483983, 0.07773761, -0.0021120405, 0.1360036, -0.03176111, -0.032519307, 0.23044188, -0.0123683, 0.1398906, -0.057560008, 0.054931078, -0.09207622, -0.10482956) * g_5; + result += mat4(0.042022258, 0.08705893, 0.04855544, -0.0702546, 0.09140309, -0.20014158, 0.08858101, 0.10530784, -0.17869075, -0.18289891, -0.06009552, -0.017472578, -0.12561706, 0.1241771, 0.10055958, 0.06711715) * g_6; + result += mat4(0.11081939, 0.14038336, 0.086475745, 0.008545714, -0.09676236, 0.10120412, 0.018717231, 0.083903596, -0.010204144, 0.19445705, 0.08198393, -0.07868833, 0.16800411, 0.24233866, -0.14174843, 0.0127538135) * g_7; + result += mat4(-0.07677055, -0.08069778, -0.19520187, 0.0811833, 0.16050573, 0.04002321, -0.062625214, 0.066150546, -0.0071385102, 0.15346812, 0.22585835, 0.017887173, 0.10958369, -0.27262884, -0.07289562, -0.13642263) * g_8; + result += mat4(-0.20320824, 0.04060682, -0.045050982, -0.08530543, -0.15681775, 0.029664317, 0.040110916, -0.110328145, -0.115784444, -0.0010324386, -0.14814855, -0.05750071, -0.09158797, -0.05191994, -0.010077932, 0.010735767) * g_9; + result += mat4(0.013956532, 0.10945481, 0.17186755, 0.085150324, -0.041226313, 0.12950367, 0.06430863, -0.13105504, 0.10078111, -0.25535673, 0.20490831, -0.18107158, 0.08253922, -0.2122405, 0.03085494, 0.046983067) * g_10; + result += mat4(0.13400763, -0.33241597, -0.14590304, -0.07548988, -0.025087558, -0.09831733, -0.12063487, 0.12294168, -0.04194301, 0.5016058, -0.19878705, 0.2325771, -0.025853388, -0.113362834, 0.03071806, -0.043046314) * g_11; + result += mat4(-0.24234526, 0.099842645, -0.123794004, 0.029319491, -0.06591831, 0.06859657, -0.04656591, 0.035922993, -0.15371624, -0.16684091, -0.13712381, -0.13332178, -0.012874865, -0.07265817, -0.13294667, 0.068372235) * g_12; + result += mat4(0.337884, -0.053065576, 0.039201297, -0.3255975, -0.09653937, -0.08532608, 0.004564532, -0.064255305, -0.09196097, -0.064501986, 0.05946096, -0.065822385, 0.04373292, 0.18320732, 0.17107227, -0.09376649) * g_13; + result += mat4(-0.1266736, -0.110596545, 0.06749142, 0.18791346, 0.3654019, 0.112833284, 0.05675392, -0.19131362, -0.05568984, 0.19247374, 0.102835864, 0.14997408, 0.31664333, -0.10273057, 0.1727324, 0.15486372) * g_14; + result += mat4(0.3434959, 0.023886908, 0.031930014, 0.03582181, 0.005240771, 0.111360535, -0.19078243, 0.0100272475, 0.09107635, -0.008016216, -0.12759027, 0.10675808, -0.08348867, -0.09646617, -0.2607706, 0.018178092) * g_15; + result += mat4(0.079807304, -0.05459316, 0.14646025, 0.044402126, 0.18155368, 0.030484838, -0.23650324, 0.050629415, -0.054936387, 0.24929616, -0.026216682, -0.027678574, 0.14901243, 0.00799581, -0.056854505, -0.2847785) * g_16; + result += mat4(0.07668182, -0.090308845, 0.1426231, -0.076727286, 0.04532857, 0.41972977, 0.045198783, -0.2889559, 0.09463711, -0.115024, 0.12064761, -0.078441106, -0.0979431, 0.16587363, 0.034756947, 0.0819575) * g_17; + result += mat4(0.02658691, 0.018619051, 0.10987584, -0.11632582, -0.097673975, -0.060380448, -0.048393946, -0.12066081, -0.08383298, 0.07522811, 0.00046106262, 0.056841437, 0.18688548, 0.2500605, 0.067883015, -0.0678706) * g_18; + result += mat4(0.1660567, -0.18025756, -0.054567352, 0.06485854, 0.04710402, 0.10155829, -0.02514125, 0.18412691, 0.11272706, -0.078927964, 0.06751576, -0.10286652, -0.13830543, -0.117058784, 0.005188935, -0.06942043) * g_19; + result += mat4(0.23703721, 0.10277758, 0.000754122, -0.029695567, -0.21699485, -0.20323198, 0.052537125, -0.23201968, -0.08901256, 0.14734636, -0.034757435, -0.0005979487, 0.44525814, 0.19301082, 0.6464728, -0.08360051) * g_20; + result += mat4(-0.016849566, -0.17056245, -0.15224437, 0.09874574, 0.2365518, 0.13848515, -0.06262627, 0.030512452, 0.13390404, -0.17578915, 0.052553993, -0.0754797, 0.13499588, -0.091364816, -0.14214903, 0.012343283) * g_21; + result += mat4(0.0444748, -0.120922156, -0.102585696, -0.029410962, 0.16525646, -0.003036487, 0.019754846, 0.10904324, -0.2154087, -0.08718995, 0.018755833, 0.03948844, -0.14803186, -0.2644333, 0.038109586, 0.16415441) * g_22; + result += mat4(-0.11955258, 0.12032012, -0.0071599633, -0.08183172, 0.07993607, 0.15545094, -0.13790582, -0.12963726, 0.03992126, 0.013114452, -0.021836942, 0.06938646, 0.05713335, -0.14334689, 0.065875866, -0.15222839) * g_23; + result += mat4(0.09515674, -0.28844547, 0.053185515, 0.03400144, 0.046243384, 0.06073404, -0.028122557, -0.14269671, 0.076097876, -0.25685546, -0.11053011, 0.0016753314, -0.061829623, 0.17545372, -0.073774636, 0.14134389) * g_24; + result += mat4(0.09274064, 0.008774846, 0.01753719, 0.055378035, 0.070933565, -0.07643164, -0.03130691, 0.010624368, 0.08057614, 0.15103199, 0.16212596, -0.043121286, 0.024918344, 0.022077331, 0.12973905, -0.047122702) * g_25; + result += mat4(-0.039035242, -0.05109422, 0.04064944, 0.046009026, -0.10690486, -0.072981425, -0.06059992, 0.16443883, 0.053239647, -0.049664095, -0.008035011, -0.047280237, -0.09541798, 0.044453926, -0.05769298, -0.054406438) * g_26; + result += mat4(-0.07007281, 0.020636436, 0.21988238, 0.063351706, 0.23330332, 0.06405405, 0.09269646, 0.0076492154, -0.2956097, 0.04427142, 0.13951525, -0.0067400783, 0.094238706, -0.065390944, 0.11663461, 0.16150263) * g_27; + result += mat4(-0.03655699, -0.066461764, 0.34125957, 0.0070882593, -0.051099982, -0.12373787, 0.05673152, 0.23672515, 0.0058079516, -0.0047331564, 0.17873889, 0.16574454, -0.17263038, 0.057122417, 0.21407363, -0.25284353) * g_28; + result += mat4(-0.023008676, 0.11895382, -0.19360733, -0.11461752, -0.20733164, 0.068803884, -0.17845476, -0.10232586, -0.17705148, -0.021452963, -0.11692596, -0.02887165, 0.07515101, -0.049837537, 0.0055611697, -0.04965812) * g_29; + result += vec4(0.046915848, 0.0039697043, 0.017740238, 0.02036365); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_27_tf +//!BIND conv2d_27_tf1 +//!BIND conv2d_27_tf2 +//!BIND conv2d_27_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!BIND conv2d_28_tf +//!SAVE conv0ups1 +//!WIDTH conv2d_27_tf.w +//!HEIGHT conv2d_27_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.20925894, 0.104857735, -0.40466902, 0.0584133, -0.14659958, -0.036843687, 0.13835002, -0.2415225, -0.17522843, 0.11434039, -0.20046623, 0.16023546, 0.2475015, 0.042058993, 0.002350279, -0.17032729) * g_0; + result += mat4(0.11970422, -0.10322249, -0.070675366, 0.06804973, 0.079779394, -0.016731435, 0.04715111, 0.13588014, 0.14615758, 0.022396626, -0.18744521, 0.03337888, -0.048930615, 0.17753999, 0.08515489, -0.27303153) * g_1; + result += mat4(-0.044238064, -0.044585355, -0.4703711, 0.17369467, -0.22562256, 0.003894716, 0.2256651, -0.103996016, 0.007853871, 0.14751841, -0.05668432, 0.07511469, 0.1619497, -0.020217957, -0.090126194, -0.16162491) * g_2; + result += mat4(-0.12567434, -0.04298686, 0.12304879, -0.16227202, -0.008668434, 0.15376252, -0.1295699, -0.07683395, 0.046303485, -0.012221398, 0.0038834864, -0.09826842, 0.12768197, 0.18517894, -0.18903579, -0.19901276) * g_3; + result += mat4(0.17195696, -0.17648453, 0.19818112, -0.023518814, 0.09163597, -0.0049098246, -0.11661733, 0.016902868, 0.060930923, -0.01878846, 0.11788164, -0.1353775, -0.08755757, 0.014184077, 0.16375954, -0.06450589) * g_4; + result += mat4(-0.0034882906, 0.27027172, -0.08576453, -0.2118125, -0.086501405, 0.010157458, -0.2640269, -0.046359222, 0.028317366, -0.16451906, 0.12050226, -0.053686112, -0.10052837, 0.096894056, 0.16462097, 0.094494134) * g_5; + result += mat4(-0.05727481, -0.013227722, 0.21700768, -0.07177067, 0.033377443, -0.0545755, 0.027782457, 0.2090808, 0.011714184, -0.010148169, -0.18692647, -0.2786883, 0.23827875, 0.0011900894, 0.08619064, 0.14836025) * g_6; + result += mat4(0.16917573, 0.21033037, -0.0050825966, 0.18095241, -0.029595587, -0.32528213, 0.20749976, 0.15824726, 0.01744845, -0.18352279, -0.19498493, 0.024413247, -0.017869025, -0.12914586, 0.021449931, -0.019033303) * g_7; + result += mat4(0.050177246, -0.023704303, 0.0017737169, 0.022661313, 0.007864253, 0.0176497, -0.16047522, 0.10303941, 0.2444177, 0.41632912, 0.00715035, -0.18481494, 0.05252633, 0.006689579, 0.13945661, -0.018428788) * g_8; + result += mat4(-0.0941601, 0.048248548, 0.16638602, 0.041016433, 0.0026687274, 0.019066641, 0.08475801, -0.09578143, -0.10059114, -0.29335198, 0.017439498, 0.11830718, -0.054326836, -0.11888715, -0.04045584, 0.073335744) * g_9; + result += mat4(-0.13832748, 0.21032946, 0.31014842, 0.17925423, -0.063551836, -0.1199703, 0.16982867, 0.016346592, -0.025109967, -0.022150239, -0.37054747, -0.49025953, 0.14235863, 0.06635017, 0.002241298, 0.0040627583) * g_10; + result += mat4(-0.13018467, -0.0144080445, -0.16799062, -0.1249275, -0.12707768, 0.07865254, 0.038435075, 0.1667798, 0.09192991, -0.03252081, 0.7629332, 0.48081362, -0.00011961902, 0.058554083, 0.11982404, 0.1822051) * g_11; + result += mat4(-0.06755234, -0.0075415038, -0.14266185, 0.12655805, -0.0045153988, 0.0048743295, -0.008591593, 0.056268115, 0.024279088, -0.0629758, -0.14188884, -0.025769057, 0.15646881, -0.14415343, -0.22970784, -0.037042253) * g_12; + result += mat4(0.25852588, 0.017387692, 0.13789654, -0.019787727, -0.11308935, 0.16850404, -0.2373339, -0.04899185, 0.17354745, -0.09472497, -0.21602263, -0.21760805, -0.020826988, 0.16989823, 0.0741717, -0.10448863) * g_13; + result += mat4(-0.18604822, 0.009787992, -0.06459633, 0.052285228, -0.14829153, 0.075823255, -0.111874774, -0.09117474, 0.03208986, 0.021619327, 0.30147213, 0.13760304, 0.12453839, -0.016333232, 0.094405904, 0.0878566) * g_14; + result += mat4(0.14507103, 0.07554785, 0.03146559, 0.045327432, -0.051290758, 0.039846797, 0.114740096, 0.26464698, -0.1658753, -0.12688372, -0.179181, -0.0732476, -0.031645183, -0.02680665, -0.17883217, -0.061550755) * g_15; + result += mat4(0.08742578, -0.14921658, -0.008039882, 0.032061443, -0.17833516, -0.23691227, -0.14369945, -0.017769985, 0.065309726, 0.038026232, 0.23837644, 0.005659167, -0.20681982, 0.061288934, 0.080895506, -0.067547865) * g_16; + result += mat4(-0.19850676, -0.015734296, 0.018384686, 0.020779416, 0.1471408, 0.26202065, 0.05143831, -0.18096192, -0.14602786, 0.027607052, -0.22484896, -0.08151626, 0.11529563, 0.1390684, -0.16282271, -0.012490131) * g_17; + result += mat4(-0.048379734, -0.041772716, -0.0041537993, 0.21717072, 0.10138077, -0.12603214, -0.18361042, 0.049941633, 0.1703956, 0.11111548, 0.12635674, 0.06445028, -0.08243661, 0.06709483, 0.046443917, 0.10167419) * g_18; + result += mat4(-0.035105225, 0.06199828, 0.0020574334, -0.011254863, -0.047805354, 0.1722725, 0.08265051, 0.049911566, -0.17403728, 0.02808134, -0.16923027, -0.023735922, -0.008281012, -0.093713865, -0.07359882, 0.048530914) * g_19; + result += mat4(0.020626063, 0.008559935, -0.023751533, 0.103401795, 0.17920512, 0.042976495, -0.12651409, -0.114272855, 0.0033929124, -0.031355213, 0.08776122, -0.22491921, 0.2031401, 0.2379429, 0.28060517, -0.0007719008) * g_20; + result += mat4(0.026417585, 0.17757705, -0.043824922, 0.028119845, -0.04151611, 0.054795753, 0.0028165078, 0.00073246437, 0.1412875, 0.21982361, -0.087146886, 0.10897306, -0.11245943, -0.14196636, -0.052475058, 0.037263144) * g_21; + result += mat4(0.18080506, 0.15489496, 0.022035526, 0.061552692, 0.090489246, 0.0372591, -0.076371096, 0.09855082, 0.12062604, -0.11851761, -0.091217645, -0.0456572, -0.15227035, 0.19842634, -0.25994444, 0.0014280345) * g_22; + result += mat4(-0.004529129, 0.00022631227, 0.13502745, -0.062293727, 0.0070622144, 0.14676675, 0.053662084, 0.072721094, -0.02548614, -0.13910522, -0.042703785, 0.03434115, 0.14548635, 0.009612174, -0.101212025, 0.18954988) * g_23; + result += mat4(0.0022483568, -0.08712446, 0.10486132, 0.26073435, -0.00852917, -0.09080537, 0.10038895, -0.105297185, 0.07585101, -0.17707159, -0.20059243, -0.0673406, 0.08531025, 0.13096005, 0.057341557, -0.13544896) * g_24; + result += mat4(-0.0006035619, 0.09268198, -0.016875379, -0.14467251, 0.009340458, -0.101583, 0.057097267, 0.112552926, -0.07803109, 0.3324704, 0.033041988, 0.077711694, -0.037180506, 0.0757784, 0.081892945, 0.123966664) * g_25; + result += mat4(-0.057247143, -0.03035935, -0.03899445, 0.19533473, 0.009087412, -0.075170524, 0.0023444563, -0.041517466, -0.037251793, 0.012194933, -0.073488355, 0.1223987, -0.18770866, 0.031678624, 0.015153505, -0.13081336) * g_26; + result += mat4(0.052989263, -0.0714155, -0.12801231, -0.05954568, -0.02600527, 0.12803787, -0.019737625, 0.11588791, 0.13464773, -0.07630486, 0.054382257, -0.2291579, 0.042531025, -0.046213683, 0.09142889, -0.020872064) * g_27; + result += mat4(0.14624128, -0.09307583, -0.18519302, -0.010523176, -0.042090297, -0.039113797, -0.17932849, 0.1574002, 0.042603053, 0.18812989, -0.061091296, 0.084948115, -0.11052512, 0.11764443, -0.13139613, 0.15068875) * g_28; + result += mat4(-0.052416, 0.011094299, 0.13501611, -0.052369393, -0.02655924, -0.10207045, 0.02851461, -0.13901424, 0.034044232, -0.22422798, 0.006999936, 0.004138137, 0.15997367, -0.12716383, 0.025097579, -0.23885375) * g_29; + result += vec4(0.02927894, 0.051008213, -0.011481529, -0.038922433); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_27_tf +//!BIND conv2d_27_tf1 +//!BIND conv2d_27_tf2 +//!BIND conv2d_27_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!BIND conv2d_28_tf +//!SAVE conv0ups2 +//!WIDTH conv2d_27_tf.w +//!HEIGHT conv2d_27_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.023159716, -0.06445511, -0.13444243, -0.3029728, 0.09424871, 0.046222795, 0.1665773, 0.0054540136, 0.108596064, -0.034167033, 0.09486344, -0.06652879, -0.12501813, 0.29003936, -0.001826413, 0.4086747) * g_0; + result += mat4(0.17339195, -0.12188165, -0.11409943, -0.08955709, 0.08390357, 0.15925337, 0.10573395, -0.044203065, -0.1956127, 0.062437166, -0.055394087, 0.21211234, -0.05303983, 0.08320662, 0.03260874, 0.085122004) * g_1; + result += mat4(0.050840195, -0.0882688, -0.37795234, -0.21878824, 0.0823033, 0.001571019, -0.086516365, -0.032059066, 0.031085746, -0.26207578, 0.03567986, -0.15979347, -0.123573, -0.041428905, -0.07892891, 0.111200064) * g_2; + result += mat4(0.118134536, 0.0017017128, 0.06084789, 0.13862696, -0.004776377, -0.022721525, -0.12781031, 0.023450686, -0.20167245, -0.014491597, -0.32268152, 0.041146316, -0.08904564, 0.13891083, 0.026140563, 0.053664643) * g_3; + result += mat4(-0.014918813, -0.11442104, 0.0741294, 0.20350552, -0.024969127, -0.04713554, -0.09463233, -0.06777642, -0.15385136, 0.09367639, -0.18212073, -0.12458825, -0.11280945, -0.12408857, 0.056655087, -0.097056136) * g_4; + result += mat4(-0.09134359, 0.42729822, 0.13041808, 0.22597447, -0.06003689, -0.017370071, -0.12883402, 0.027216416, 0.029739086, -0.0060472586, 0.00443273, -0.07316318, -0.046336673, -0.21877831, 0.020554282, 0.1732762) * g_5; + result += mat4(0.12951167, 0.05868595, 0.23511209, -0.06839014, -0.13673079, -0.11585807, -0.17553164, -0.1661913, 0.03966464, 0.17386018, -0.11228396, -0.050033193, 0.13843036, 0.03351075, 0.14025663, -0.25514498) * g_6; + result += mat4(-0.038775686, -0.04935347, -0.038891345, -0.019735469, 0.07429314, -0.0223186, 0.077693924, 0.15711477, 0.2130033, 0.19355707, 0.16412027, 0.06635085, 0.038207706, 0.06053999, -0.12567896, -0.007636511) * g_7; + result += mat4(0.09569034, -0.010271957, 0.03721736, -0.15505005, -0.0838559, 0.0016339924, -0.05316335, 0.063593015, -0.20762952, -0.17041244, 0.046337787, 0.042274795, 0.10624157, 0.110793, 0.13401565, 0.17065364) * g_8; + result += mat4(-0.11632263, -0.12953088, 0.001185442, 0.10271505, 0.063425556, 0.20457491, 0.035240173, -0.016209599, 0.18448795, 0.28286663, 0.047897473, -0.03594525, 0.12672062, 0.02626917, -0.017910505, -0.023291295) * g_9; + result += mat4(0.15155636, 0.34159487, -0.14385378, 0.1202715, 0.08488496, -0.14626624, -0.15154605, 0.033907797, -0.4028903, 0.009578373, 0.20309076, 0.03162836, 0.0046819323, 0.12714009, -0.013452622, -0.027946994) * g_10; + result += mat4(-0.023553226, 0.012964108, 0.2615834, -0.18088982, 0.16396646, -0.1555898, 0.062380422, -0.13156545, 0.11771863, 0.11465695, 0.15540528, 0.05780806, 0.162502, -0.15075624, -0.081975155, 0.08368184) * g_11; + result += mat4(0.21025248, 0.19884978, -0.12959355, 0.12049732, 0.22328858, 0.13621397, -0.14099576, -0.12470971, -0.09525357, -0.3020424, 0.06765223, 0.11113628, -0.06416074, -0.19985223, -0.16019244, -0.11679983) * g_12; + result += mat4(-0.09884801, -0.19851618, 0.09546932, 0.16984892, -0.23047769, -0.19711624, 0.075863495, 0.0017955381, 0.015505981, -0.18864273, 0.078835726, 0.045279432, -0.008318564, 0.22265139, 0.24933302, 0.012418065) * g_13; + result += mat4(-0.12885031, 0.07197899, 0.034894828, -0.027127236, -0.15808247, -0.090660565, -0.032682374, 0.04424032, -0.02021023, 0.23655033, 0.2861916, 0.1077876, -0.00029343172, 0.14406225, -0.12042908, -0.05617217) * g_14; + result += mat4(0.06726449, -0.13338274, 0.13298374, 0.1509329, 0.0012467351, 0.10550558, -0.11021875, -0.089391366, -0.121223524, -0.18981695, -0.30600676, -0.17530401, 0.035590086, -0.19236173, -0.00065066793, -0.14428075) * g_15; + result += mat4(-0.07112659, -0.020882819, -0.1465499, 0.096829794, 0.20048432, 0.104522765, -0.26555765, -0.097862296, -0.030852538, 0.105224766, 0.08888586, 0.17757314, 0.16541813, -0.23302473, 0.2233853, -0.010632784) * g_16; + result += mat4(0.014658764, -0.0334598, 0.3128382, 0.077815466, -0.22126053, -0.04505339, 0.061955534, 0.021540016, 0.010367894, -0.051611926, 0.07533717, -0.056219503, -0.2093322, 0.03568594, -0.17417803, -0.10428233) * g_17; + result += mat4(0.2191052, 0.11557848, -0.012550732, 0.17574733, -0.029502312, -0.032267477, -0.07563763, -0.07457431, -0.038292985, -0.09042212, 0.08027953, 0.19520667, -0.083191395, 0.12538701, -0.09176717, 0.011189392) * g_18; + result += mat4(-0.16427885, -0.10249853, -0.17418809, -0.17851928, -0.02198882, -0.016383043, -0.056685332, 0.054567203, 0.085425794, 0.07624397, 0.029935993, -0.11497607, 0.09389378, -0.113407105, -0.037462458, 0.05798364) * g_19; + result += mat4(-0.11592955, -0.0355327, 0.02012006, 0.08628437, 0.18852545, 0.04429939, 0.2095552, 0.11321021, -0.10715762, -0.06410171, 0.07349654, -0.10263874, -0.25958562, -0.0065148305, 0.05395847, 0.23721853) * g_20; + result += mat4(0.08934432, -0.018261336, -0.1469809, -0.1230833, -0.03024807, -0.108250126, -0.1356501, -0.19411466, 0.12480876, -0.056631427, -0.14539632, -0.011234567, -0.108617164, -0.0075640143, 0.016628174, -0.031951398) * g_21; + result += mat4(-0.030735651, -0.25655523, 0.07889343, 0.072985075, -0.14274006, -0.0726582, -0.17257299, 0.04806954, 0.20640111, 0.09091482, -0.02442191, -0.056154832, -0.0973647, -0.15620042, 0.062126547, -0.27619773) * g_22; + result += mat4(0.019488974, 0.09159406, 0.050291736, 0.05484099, 0.007813524, 0.031137392, 0.008452417, -0.06525648, -0.024203332, -0.04843337, 0.0056339726, -0.08692725, 0.12216992, -0.1479449, -0.11445307, 0.14418265) * g_23; + result += mat4(-0.092634715, -0.12256442, -0.03266669, -0.13706104, -0.028364131, -0.16320482, 0.025872277, 0.0038799648, -0.038322225, 0.07213509, -0.08575004, 0.00078005146, -0.19118088, 0.13901393, -0.07466347, -0.15850773) * g_24; + result += mat4(-0.10358112, 0.23026147, -0.17026868, 0.22740762, -0.073265195, 0.20872793, -0.1305692, 0.041578945, -0.14450042, 0.074723445, -0.19840808, -0.31698796, -0.13111241, 0.039627273, 0.20071575, 0.18766841) * g_25; + result += mat4(0.083393425, 0.0077654063, -0.024181146, -0.23965842, -0.015347993, 0.06553551, -0.075003184, -0.12717652, 0.24724984, -0.2618065, 0.00016140452, -0.030394942, -0.09804706, -0.05339126, 0.13838013, -0.11934897) * g_26; + result += mat4(-0.15981214, 0.099963255, 0.020670403, 0.055687193, 0.098974116, 0.09318632, -0.0020179797, 0.069629736, -0.18775915, 0.06435833, -0.054918338, 0.073864214, -0.004390631, 0.017190594, -0.099290535, 0.23170115) * g_27; + result += mat4(-0.025526501, 0.06180454, 0.02409264, 0.067765474, -0.25856894, 0.056929503, -0.23243466, -0.29785407, -0.057924725, -0.18965043, -0.19148564, -0.08055246, 0.123928405, -0.12250164, -0.050594267, 0.03553811) * g_28; + result += mat4(-0.0960669, -0.06418567, -0.15908502, 0.032472476, 0.17400779, -0.1997357, 0.23960195, 0.17217276, -0.17098325, 0.07912132, 0.15839973, 0.09257917, -0.11821401, 0.18548669, -0.04553704, 0.14563085) * g_29; + result += vec4(-0.020268483, -0.020570418, 0.013189642, -0.023046626); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_27_tf +//!BIND conv2d_27_tf1 +//!BIND conv2d_27_tf2 +//!BIND conv2d_27_tf3 +//!BIND conv2d_26_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!BIND conv2d_28_tf +//!SAVE conv0ups3 +//!WIDTH conv2d_27_tf.w +//!HEIGHT conv2d_27_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_1 (max((conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_4 (max(-(conv2d_27_tf_tex(conv2d_27_tf_pos)), 0.0)) +#define g_5 (max(-(conv2d_27_tf1_tex(conv2d_27_tf1_pos)), 0.0)) +#define g_6 (max(-(conv2d_27_tf2_tex(conv2d_27_tf2_pos)), 0.0)) +#define g_7 (max(-(conv2d_27_tf3_tex(conv2d_27_tf3_pos)), 0.0)) +#define g_8 (max((conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_9 (max(-(conv2d_26_tf_tex(conv2d_26_tf_pos)), 0.0)) +#define g_10 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_11 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_12 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_14 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_16 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_18 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_20 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_22 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_24 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_26 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_28 (max((conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_28_tf_tex(conv2d_28_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.24645565, 0.05784516, 0.10867771, -0.05984515, -0.028971449, 0.11605379, -0.1291642, -0.014052763, 0.11068091, 0.004926675, 0.20459619, -0.044202894, -0.13706492, -0.04746351, 0.046451483, -0.12730147) * g_0; + result += mat4(0.16991296, 0.023684578, 0.021467324, 0.112513155, 0.16544406, -0.07930093, 0.11551819, -0.19346547, -0.12460893, 0.12157849, 0.016360888, -0.013482095, 0.09450167, -0.06769771, 0.077387445, -0.0790254) * g_1; + result += mat4(0.2960009, 0.1488434, 0.006516303, 0.036311023, -0.14754485, 0.055427775, 0.11966719, 0.34234813, 0.061157946, 0.15428309, -0.0006080333, -0.08627383, -0.059905972, -0.22450238, -0.014939416, 0.17368095) * g_2; + result += mat4(0.07378066, 0.056095265, -0.14646475, 0.052108943, -0.056351613, -0.0075914487, -0.22897565, 0.18092358, -0.30173147, 0.4220325, 0.030691927, -0.04179051, 0.18329756, 0.07725657, 0.04097003, 0.12552805) * g_3; + result += mat4(-0.10679568, -0.114355184, -0.077642724, 0.03897825, 0.29233125, 0.10134386, -0.0011805982, -0.07966318, 0.06551558, 0.03483564, -0.18145105, -0.09800179, -0.11958348, 0.1625396, -0.030568633, -0.0012501187) * g_4; + result += mat4(-0.07481191, 0.032259185, 0.28050005, -0.060750138, 0.12653445, 0.058230374, -0.002791269, -0.06543193, -0.0781853, 0.059335645, 0.0038409696, -0.16285823, -0.2594777, -0.16057986, -0.032912817, 0.09385994) * g_5; + result += mat4(-0.0057511446, -0.05183356, 0.0043450245, 0.06839988, 0.08128163, 0.040296473, -0.01891294, -0.0850551, 0.1050001, 0.10195095, 0.13149269, -0.06505747, -0.024678802, 0.13261814, -0.033877272, -0.035169628) * g_6; + result += mat4(-0.14846025, -0.13375129, -0.007583847, 0.012587357, -0.09852703, -0.057210695, 0.041786056, -0.21553703, 0.19320351, -0.26314387, 0.05067924, -0.09403354, 0.023944646, 0.07871713, -0.010490625, -0.13831468) * g_7; + result += mat4(0.11984692, -0.0098591605, 0.12905905, 0.15365292, -0.0012730177, 0.05490899, -0.028208854, -0.1367009, -0.059950594, -0.053963825, 0.2162382, 0.04799995, 0.021240858, -0.07847233, 0.08247004, -0.022988454) * g_8; + result += mat4(-0.12824033, 0.057294488, -0.14316118, -0.0504033, -0.089879006, 0.034919854, -0.0040405784, 0.031905886, 0.08371419, -0.0362044, -0.0045882226, 0.16748743, 0.054630518, -0.05417787, -0.042437587, 0.25395465) * g_9; + result += mat4(-0.13144904, 0.2214945, -0.028178846, -0.23956248, -0.15738271, -0.16158687, -0.10207897, 0.042929817, -0.066305175, -0.096577294, 0.04117173, -0.015665123, -0.11068033, 0.0819128, 0.16483264, 0.09976227) * g_10; + result += mat4(0.19826432, -0.024046648, -0.17804232, 0.16008496, 0.07570708, -0.14472866, 0.04762163, 0.22881216, 0.05690948, 0.22411816, 0.005796563, -0.15312837, -0.123055264, 0.032928593, 0.08476358, 0.08951332) * g_11; + result += mat4(-0.0019496006, -0.16238998, 0.22266757, -0.2576854, 0.035717808, 0.009473379, 0.017560462, -5.106421e-05, 0.01733539, -0.18899617, -0.14462131, 0.011425934, 0.056977432, -0.018645681, -0.01617488, 0.14064595) * g_12; + result += mat4(0.015111429, -0.12743704, -0.16131711, 0.09304627, -0.011910577, -0.05745339, -0.039512582, 0.07567732, 0.026060602, 0.028980162, -0.12465325, -0.18355931, -0.20168343, 0.13719437, -0.08599688, -0.18141237) * g_13; + result += mat4(0.054802295, 0.29837707, 0.03522563, -0.03632989, -0.086978845, 0.00095785136, 0.107393734, 0.044818994, -0.13475525, 0.3006535, 0.07316234, -0.16334157, -0.16008015, 0.020546542, -0.14413168, -0.08525269) * g_14; + result += mat4(-0.259366, -0.07472293, 0.024179474, -0.038631555, 0.05083423, -0.04494027, 0.06810897, -0.10119448, 0.0068198745, -0.20377721, -0.099571116, 0.06853115, 0.1771495, 0.05278769, 0.116875805, 0.10305356) * g_15; + result += mat4(0.04593561, 0.20434843, -0.063411824, -0.041401528, 0.11932308, 0.25054318, -0.10001591, 0.034949005, 0.09727825, -0.06489274, 0.05936674, -0.036842782, 0.1862358, -0.11597859, -0.08135922, 0.029445825) * g_16; + result += mat4(-0.22665091, -0.10780771, -0.04841487, 0.09992152, -0.138711, 0.020387711, 0.015868897, -0.08746323, -0.2086925, -0.015857462, 0.0466177, 0.06748683, -0.01600545, 0.22568497, -0.002262447, 0.016205644) * g_17; + result += mat4(0.13159914, 0.0085239895, 0.05532446, 0.056012895, -0.1934148, -0.09157347, 0.14135554, 0.052508645, 0.09289656, -0.14269857, 0.030171013, 0.037755817, 0.04909593, -0.18655239, -0.0055961176, 0.1187946) * g_18; + result += mat4(-0.17952375, -0.024501823, 0.023383398, -0.107995816, 0.08161396, 0.020528542, 0.15347931, -0.0741402, -0.20154397, -0.0015806113, 0.028733943, 0.028272778, -0.2613763, -0.051558394, -0.14001833, -0.050815742) * g_19; + result += mat4(-0.015107653, -0.0940447, 0.036241457, -0.010593342, -0.045961525, 0.17196755, 0.18697836, 0.031196352, 0.20367323, 0.088155776, 0.045706164, -0.13437189, -0.18159072, 0.36762834, -0.20641692, 0.118886285) * g_20; + result += mat4(-0.060623996, 0.20019537, 0.18168223, 0.08877838, -0.045696676, 0.061234694, -0.07338814, 0.051613998, -0.25389117, -0.052995674, -0.09211558, -0.16466606, -0.145923, 0.026201494, -0.050066713, 0.08831479) * g_21; + result += mat4(-0.16469187, -0.16988957, 0.09734995, 0.061539363, -0.13671373, 0.10063324, -0.011433946, -0.086579375, 0.107261725, -0.10270097, -0.012975658, 0.06668877, 0.15680642, 0.07163846, 0.14033522, -0.01405299) * g_22; + result += mat4(0.132207, 0.03416093, -0.048854396, 0.07515984, 0.078861736, -0.2689559, -0.030746087, -0.11602645, 0.06880567, 0.08204513, 0.06717855, 0.007817995, 0.016181905, 0.040704746, -0.16240671, 0.07026067) * g_23; + result += mat4(-0.15598467, -0.0022878624, 0.026549233, -0.04394233, 0.20921734, 0.043367602, -0.15613823, 0.04929508, 0.0029379008, 0.04842879, 0.18046685, -0.117088884, -0.22295143, 0.15341441, 0.34251833, -0.16558655) * g_24; + result += mat4(-0.25135937, 0.043886732, -0.06370679, -0.14021763, -0.21199869, -0.028682569, 0.120286964, -0.12730849, 0.057145018, 0.089308545, 0.18639867, -0.13679394, 0.012308779, -0.22714002, -0.1320638, -0.040500604) * g_25; + result += mat4(0.049142376, -0.2076546, 0.23179443, 0.14762919, -0.23876101, 0.1215704, 0.16733463, 0.029052794, 0.196647, -0.060006868, -0.05808242, -0.18242458, 0.19578396, -0.05617832, 0.08892038, -0.04199541) * g_26; + result += mat4(-0.22550662, 0.1297213, -0.07912901, -0.035594005, 0.01997545, -0.24715406, 0.014261541, -0.047214407, -0.22399336, 0.040679913, 0.13449016, -0.02821665, -0.22720997, 0.11576339, 0.12183234, -0.059500802) * g_27; + result += mat4(-0.12097631, 0.059060633, 0.007883754, -0.19396073, 0.013222453, 0.19267121, 0.04800107, -0.27254722, -0.2901846, 0.21499753, 0.16564848, 0.2441496, -0.14540148, -0.115534924, 0.072310135, -0.085634045) * g_28; + result += mat4(-0.01119188, 0.09056528, 0.08672538, 0.30530053, 0.040546756, -0.014442347, 0.03800687, 0.08838292, 0.27894083, -0.15870668, -0.088538125, -0.14179976, -0.14808148, 0.29186696, 0.0804609, -0.12542953) * g_29; + result += vec4(-0.024944633, -0.005018115, -0.03752404, -0.02132803); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!SAVE conv1ups +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.020695187, 0.05179575, -0.00084568735, -0.058708318, -0.046756897, -0.051572543, 0.0075343885, 0.019189375, 0.009596094, 0.07458263, -0.0665028, 0.02477345, 0.0036938943, 0.016147994, 0.17555033, 0.063790314) * go_0(-1.0, -1.0); + result += mat4(0.047372315, -0.09212169, -0.1426403, 0.010264183, 0.110588886, 0.0059688496, 0.09531943, -0.04407747, 0.025626734, 0.042082682, 0.32421026, -0.038435984, 0.010308315, 0.06190991, -0.08102318, -0.045582976) * go_0(-1.0, 0.0); + result += mat4(0.048703067, 0.047595374, -0.05395934, -0.08620705, -0.10573035, 0.023483915, -0.03392267, 0.010127343, -0.0077816406, 0.052177433, -0.056273837, 0.037937485, 0.027907217, -0.09347315, 0.05239236, -0.026808713) * go_0(-1.0, 1.0); + result += mat4(-0.050651994, -0.02732563, -0.061340403, -0.112863585, 0.0064489683, -0.025380466, -0.052053943, -0.06545331, -0.033553123, -0.022598164, 0.04204955, 0.02323651, 0.031271514, 0.16110232, 0.38803446, -0.054479457) * go_0(0.0, -1.0); + result += mat4(0.07135817, -0.09506239, 0.16592708, -0.040242936, -0.03786691, -0.06483209, -0.09554407, 0.07840277, -0.020200757, 0.02384577, -0.013126495, -0.027625585, -0.075230405, -0.21014008, -0.03909564, -0.09478117) * go_0(0.0, 0.0); + result += mat4(0.07711308, 0.10181707, 0.018250873, 0.077304795, 0.01642751, 0.03228944, 0.021899378, 0.010245774, -0.036227338, -0.001539605, -0.07523362, 0.14429028, -0.07359782, 0.13070822, -0.02560883, -0.022874065) * go_0(0.0, 1.0); + result += mat4(-0.04219415, -0.011289797, -0.039906166, -0.089074284, 0.017567573, 0.062162995, 0.096065514, 0.05775087, -0.0102344435, 0.006881742, -0.08669115, -0.032948222, 0.08963109, -0.08284012, 0.066751294, 0.1828466) * go_0(1.0, -1.0); + result += mat4(0.03411321, 0.02054857, -0.021424247, -0.02265521, 0.06751186, 0.046636272, 0.13100775, -0.048767522, 0.05850365, 0.027136968, -0.004158686, 0.111822814, -0.06596076, -0.07753948, 0.041529708, 0.09940788) * go_0(1.0, 0.0); + result += mat4(-0.0028192403, 0.016853701, -0.03016301, -0.020235358, -0.05034052, -0.013616077, -0.021349836, -0.04864314, -0.0414048, -0.14153421, -0.05658087, -0.056029163, 0.13383056, -0.027531937, -0.15566418, -0.2105671) * go_0(1.0, 1.0); + result += mat4(0.04016501, 0.10559333, 0.008267663, 0.06649002, 0.042583052, 0.008021726, -0.051475175, -0.027462183, 0.03987831, 0.030259034, -0.09433753, 0.059861444, -0.069253184, 0.07167569, -0.029389774, 0.042345088) * go_1(-1.0, -1.0); + result += mat4(-0.36324787, -0.03084712, 0.31618732, 0.12707345, -0.04294511, -0.025086822, -0.004116296, -0.07539075, -0.011589254, -0.024815882, -0.0939434, 0.015169785, 0.0101918485, 0.0453247, 0.1548971, -0.06455103) * go_1(-1.0, 0.0); + result += mat4(0.119113825, -0.049629897, -0.12882084, -0.13687927, 0.032445643, 0.03346595, 0.077079095, 0.032214127, 0.008172492, -0.04357317, -0.0043878276, 0.010722748, 0.03210129, 0.035465643, -0.009428875, 0.08321818) * go_1(-1.0, 1.0); + result += mat4(-0.095653616, -0.10428462, -0.007750534, -0.061840005, 0.0069368114, 0.09166805, 0.14013365, 0.09337012, -0.12483825, 0.16957195, -0.20122507, 0.045088075, 0.03606835, -0.022486823, -0.08902174, 0.068695016) * go_1(0.0, -1.0); + result += mat4(-0.010500626, -0.034527376, 0.005386829, 0.22918703, -0.10108878, 0.09873839, 0.15702549, -0.09598402, -0.039832648, -0.09612538, 0.083574384, 0.1690233, 8.269891e-05, -0.068035394, 0.0534864, -0.0566001) * go_1(0.0, 0.0); + result += mat4(0.071872145, -0.02851451, 0.033841643, 0.10728748, 0.035649426, -0.02319551, -0.04673053, -0.028753035, 0.059749573, 0.07446472, -0.1269341, 0.09893258, -0.0225744, 0.016244017, 0.18417723, 0.09029894) * go_1(0.0, 1.0); + result += mat4(0.044112977, -0.049037457, 0.064683616, -0.06556883, -0.031397637, 0.017776502, -0.05355212, -0.030592304, 0.16831197, -0.05688798, -0.12060968, -0.08913267, -0.03228456, 0.0952953, 0.008387226, 0.027184563) * go_1(1.0, -1.0); + result += mat4(0.080981106, -0.028719943, 0.14178857, -0.028141385, 0.04193971, -0.051364426, 0.06132975, 0.076663375, -0.13706256, -0.15490277, -0.13380666, 0.049959663, 0.100946076, 0.10222464, -0.010470593, -0.024446227) * go_1(1.0, 0.0); + result += mat4(0.02006824, 0.035393536, 0.00029921162, -0.07853538, -0.057912953, 0.0043116766, 0.06834718, -0.006364991, 0.1331031, 0.092478134, -0.105553046, -0.07090539, -0.02150639, -0.12197273, -0.03806585, -0.010030255) * go_1(1.0, 1.0); + result += mat4(-0.010309926, 0.013791634, -0.034627564, 0.080061935, 0.019168656, 0.018056372, -0.12263221, 0.011914942, -0.108048424, -0.0077957036, 0.054784223, -0.03022557, 0.090339676, -0.11052819, 0.025375597, -0.008405164) * go_2(-1.0, -1.0); + result += mat4(-0.08640119, 0.0116826715, 0.096712016, -0.009556215, -0.050392166, -0.015750423, 0.024098802, -0.030559674, -0.008687317, 0.086569674, -0.010534909, 0.14062569, -0.04092292, 0.059992965, 0.10706941, -0.071255006) * go_2(-1.0, 0.0); + result += mat4(0.055439454, -0.08304736, -0.05772018, 0.0002228898, 0.049766537, -0.03562336, -0.062019385, -0.008590997, 0.0714339, 0.060822833, 0.05533639, -0.018964287, 0.04474348, 0.030456604, -0.10162788, 0.023526968) * go_2(-1.0, 1.0); + result += mat4(0.036144115, -0.055477962, 0.25543195, 0.018981127, -0.0029639043, 0.006001523, -0.16257423, -0.005548247, 0.27908665, -0.017829081, 0.20361087, 0.069451064, 0.0425165, 0.04671855, 0.21115932, 0.115634814) * go_2(0.0, -1.0); + result += mat4(0.26696295, 0.12878756, -0.10729505, -0.11586441, -0.11449649, 0.036481492, -0.013030123, 0.03475486, -0.112476334, 0.078693345, 0.06723839, -0.101722986, -0.3230926, 0.003929733, 0.0382842, -0.05160655) * go_2(0.0, 0.0); + result += mat4(-0.19706994, -0.06081748, -0.083103545, 0.0641547, -0.020251034, 0.012799021, -0.02441986, 0.021752145, -0.18157272, -0.12557366, 0.12760532, 0.16373396, -0.015558221, -0.16272856, -0.087740906, -0.0012695452) * go_2(0.0, 1.0); + result += mat4(0.015716445, -0.0065595773, -0.12268667, 0.054408874, 0.04874326, 0.028534992, 0.0678798, -0.0694589, -0.053737182, -0.04219611, -0.03308467, 0.024086336, -0.01133326, -0.019263305, -0.10631709, 0.014409722) * go_2(1.0, -1.0); + result += mat4(0.010652, -0.102014825, -0.31128922, -0.1404369, 0.008963117, -0.06387716, 0.09456378, 0.002045589, 0.0120676765, 0.03954822, 0.08071245, 0.009293571, 0.022331964, 0.09042008, -0.0895777, -0.082019664) * go_2(1.0, 0.0); + result += mat4(-0.028971305, 0.0018671599, 0.057754505, 0.17587171, -0.041128, 0.01627396, -0.08374196, 0.0022898368, 0.1260272, -0.06357269, -0.071449675, 0.080769256, 0.14892668, 0.08178534, 0.028882774, -0.08646687) * go_2(1.0, 1.0); + result += mat4(-0.020794544, 0.040059574, 0.017822137, -0.003598029, -0.06560943, -0.044181604, 0.019038988, 0.01135562, -0.04396594, 0.073165074, 0.0733299, 0.0027922648, 0.043707132, 0.005099016, -0.11030712, -0.08067086) * go_3(-1.0, -1.0); + result += mat4(-0.018612824, -0.03987747, -0.10851105, 0.026845753, 0.0143560935, 0.10487563, -0.1329422, 0.062191565, 0.042507634, 0.013565981, 0.05381924, -0.018621631, 0.07241348, 0.07312401, 0.162055, 0.072888635) * go_3(-1.0, 0.0); + result += mat4(-0.042371858, -0.06279698, -0.047954734, -0.04135068, -0.032758582, -0.05770967, 0.095052056, 0.049033426, -0.01945755, -0.008561963, 0.04326833, 0.030072358, -0.057644114, 0.15499905, -0.060267057, 0.062550865) * go_3(-1.0, 1.0); + result += mat4(-0.039586462, 0.020706546, 0.21365152, -0.044521715, -0.020410553, 1.3661776e-05, 0.049052373, 0.11614336, 0.00017193238, -0.07115667, -0.06459373, -0.0073429234, -0.036036134, -0.024385229, -0.075657554, -0.05757767) * go_3(0.0, -1.0); + result += mat4(0.041886285, 0.033068173, 0.06381855, 0.115213275, 0.069466114, -0.04658492, -0.17437598, 0.016479885, 0.041463092, -0.026836906, 0.09679532, -0.11155522, 0.03152283, 0.12496124, -0.1317453, 0.17767543) * go_3(0.0, 0.0); + result += mat4(0.024161939, 0.020480702, 0.10460235, 0.01299023, 0.038210697, -0.023922926, 0.006196876, -0.11040656, -0.048561808, 0.031339034, -0.0034977624, -0.01171306, -0.055257812, -0.11679662, -0.1292118, -0.24881968) * go_3(0.0, 1.0); + result += mat4(-0.034799732, -0.03295996, -0.22622366, -0.059414957, -0.07564334, 0.06638484, 0.08077548, 0.06760112, -0.03851018, 0.06950001, -0.061534263, -0.010881979, -0.15067118, 0.0624694, -0.2033063, -0.058800664) * go_3(1.0, -1.0); + result += mat4(0.065365165, 0.06403614, 0.19352676, 0.13365605, 0.07580563, -0.014021939, -0.05731098, 0.036906917, 0.02100828, 0.017755862, 0.041521445, -0.11368253, 0.06070961, -0.22881168, 0.0035648798, 0.075051494) * go_3(1.0, 0.0); + result += mat4(-0.056965712, -0.02173571, 0.084591195, -0.021413585, -0.068680905, 0.023532664, -0.09906315, 0.0630235, 0.04045921, 0.014031516, 0.02268613, 0.011994433, 0.048502963, 0.037335977, -0.19570793, 0.14572982) * go_3(1.0, 1.0); + result += mat4(0.0261724, 0.030047135, -0.09042618, 0.033079226, 0.07980195, 0.036434878, 0.17216438, 0.058141544, -0.043239925, -0.05976093, -0.04999952, -0.020736014, -0.0106217805, -0.012736464, 0.008851435, -0.056872174) * go_4(-1.0, -1.0); + result += mat4(-0.082696624, 0.054985303, -0.024339378, -0.0543204, -0.17700307, 0.11250488, -0.031559974, 0.022210045, 0.09618239, 0.01580275, -0.03690757, -0.047982343, 0.08703919, 0.021051923, -0.047632344, 0.0045034164) * go_4(-1.0, 0.0); + result += mat4(-0.03290176, -0.0364079, 0.019448102, 0.049773544, 0.07766832, -0.07508403, 0.0134854335, -0.00643178, 0.015591646, -0.0043992195, 0.1354414, 0.038126215, -0.0032720412, 0.018891534, -0.019052628, -0.032509252) * go_4(-1.0, 1.0); + result += mat4(-0.14167961, 0.12479212, -0.12158335, 0.016470937, 0.03488672, 0.045030095, -0.2268721, 0.16147503, 0.09902494, -0.023874994, 0.19846949, 0.017371945, -0.0801073, 0.055975642, 0.068055116, 0.019367244) * go_4(0.0, -1.0); + result += mat4(0.06765082, -0.21494555, 0.099107146, 0.016591892, -0.02380657, -0.002625899, 0.25159433, -0.034043565, -0.052320056, -0.0011840623, 0.08531329, 0.00049678114, 0.04983457, 0.00088371156, -0.13286956, 0.00064268603) * go_4(0.0, 0.0); + result += mat4(-0.05795321, 0.22021243, 0.0076905126, 0.06835479, -0.051106546, 0.024030196, 0.06576595, 0.15353538, 0.009099127, 0.085880324, 0.0011794734, -0.096212335, 0.04021018, -0.113805994, 0.139067, -0.0110617215) * go_4(0.0, 1.0); + result += mat4(0.079940975, 0.01368856, 0.16861776, 0.08192191, -0.122989796, -0.099328294, 0.049420018, -0.09718617, -0.05760635, 0.017678939, -0.087738335, -0.075534955, 0.010387554, -0.028321257, 0.1314425, 0.0006286904) * go_4(1.0, -1.0); + result += mat4(0.01243246, 0.05316387, -0.019017072, 0.039417446, 0.06917462, 0.030646449, 0.037567277, 0.186223, -0.019127764, 0.04848654, 0.17375444, 0.17762296, -0.06592402, -0.04435415, -0.04296899, -0.11317639) * go_4(1.0, 0.0); + result += mat4(-0.03502325, -0.086596005, 0.054397397, 0.020352576, 0.048965316, 0.15153474, 0.1431249, 0.052301593, -0.008229829, -0.046441074, 0.029613024, -0.042361066, -0.022458816, -0.030389478, 0.106790364, 0.16180433) * go_4(1.0, 1.0); + result += mat4(0.045190386, -0.028396606, 0.03988003, 0.018620977, -0.08892243, 0.051916, 0.02764735, -0.031002073, -0.024089592, -0.07468457, 0.070725314, -0.032896645, 0.0072905435, 0.033070587, 0.012611254, 0.0015103485) * go_5(-1.0, -1.0); + result += mat4(-0.11496197, -0.034812376, -0.12765816, -0.073968515, 0.1103958, -0.015156485, -0.043987215, 0.06353695, 0.060253356, -0.09172886, 0.051112115, 0.04185245, -0.010958595, -0.009855241, 0.07016091, 0.08352796) * go_5(-1.0, 0.0); + result += mat4(-0.0018355614, 0.009696581, -0.014894175, 0.10311216, -0.0023905442, -0.031233516, -0.14643733, -0.13987964, -0.03829992, 0.09283117, 0.020682491, -0.0038340855, 0.018485101, -0.08282137, 0.06482714, -0.04316507) * go_5(-1.0, 1.0); + result += mat4(0.110480644, 0.0354597, 0.17428526, 0.13770753, 0.06420499, 0.0076466007, -0.02015196, -0.07055463, 0.03758145, -0.11852888, -0.01557475, -0.050508235, -0.0027972506, -0.016254924, -0.0875164, -0.05621017) * go_5(0.0, -1.0); + result += mat4(0.05704481, 0.07027665, 0.07560543, -0.27404872, -0.1203241, -0.13563003, 0.31092855, 0.23089512, 0.081106246, 0.14123824, 0.09980848, -0.1233403, 0.136044, 0.053615157, 0.124605425, -0.14057036) * go_5(0.0, 0.0); + result += mat4(-0.03378077, -0.07225837, 0.12690358, -0.10464525, -0.0295789, 0.06703109, 0.07382307, -0.026333801, -0.09037467, -0.07251056, -0.05310559, 0.000101977144, -0.10449609, 0.1944587, 0.13968393, 0.026316661) * go_5(0.0, 1.0); + result += mat4(-0.01433047, 0.009148719, -0.111054346, 0.020732088, 0.042477377, -0.043188296, 0.098809525, 0.073676586, -0.0322328, 0.01969649, 0.010843924, 0.12852491, -0.019762363, -0.058187466, -0.09948641, -0.041471776) * go_5(1.0, -1.0); + result += mat4(-0.046551157, 0.007494576, 0.020390457, 0.039238412, 0.034302976, 0.06468725, -0.08491083, -0.022852294, -0.03540986, 0.15482925, -0.05325463, -0.08798036, -0.0019466237, -0.09249625, -0.026100513, 0.10110193) * go_5(1.0, 0.0); + result += mat4(-0.027061401, -0.035921685, 0.03197978, 0.08998862, 0.021752719, -0.07339133, 0.010681594, -0.0795563, -0.031203764, -0.048886176, 0.1505545, 0.05413737, -0.2009508, -0.09878104, 0.12233396, 0.12264711) * go_5(1.0, 1.0); + result += mat4(0.000201578, -0.020336568, 0.00035553024, -0.04552163, 0.045114692, -0.101587355, 0.04016851, 0.019786127, 0.081738554, -0.035416037, 0.015109221, -0.013051524, 0.015240257, -0.014836099, -0.01573197, -0.067426234) * go_6(-1.0, -1.0); + result += mat4(0.06572358, -0.0053061, 0.05557546, -0.0066949055, 0.07563655, 0.062391594, -0.03726393, 0.0052256803, 0.021015963, -0.020943565, 0.17579497, -0.016357217, 0.113310464, 0.08199825, -0.006430871, 0.008816601) * go_6(-1.0, 0.0); + result += mat4(-0.005421809, 0.04227301, -0.16125767, -0.06964377, -0.09038185, 0.024234684, -0.022720145, 0.00079508655, 0.008849058, 0.013611232, 0.043701556, -0.048654094, 0.08114624, 0.0073766154, -0.06040684, -0.020945968) * go_6(-1.0, 1.0); + result += mat4(0.015536741, 0.03772623, 0.14326756, -0.0015041671, -0.04507155, 0.015579776, 0.2857906, -0.11391861, -0.117170595, 0.047959678, -0.06387855, -0.0055391947, 0.060498606, 0.009427265, 0.50844795, -0.11058385) * go_6(0.0, -1.0); + result += mat4(-0.051472906, 0.009261859, -0.15015996, 0.12943685, 0.19357206, -0.116032414, -0.28050247, -0.090211906, 0.0010450644, 0.044784248, -0.00023668195, 0.11839819, -0.22070691, 0.22376983, 0.045054942, 0.047100548) * go_6(0.0, 0.0); + result += mat4(0.04065783, -0.028647335, 0.083073996, 0.06967863, 0.023751903, 0.14010519, -0.15699695, -0.07796914, 0.018112006, -0.048332486, 0.064069994, 0.003143784, 0.0074339295, 0.14113344, 0.059680164, 0.008873948) * go_6(0.0, 1.0); + result += mat4(-0.05741473, -0.027159097, 0.045549147, 0.0708231, -0.15182017, -0.077091426, 0.040370047, 0.058241665, -0.05299617, -0.028760802, -0.0076170033, -0.11069676, 0.08858413, -0.006301153, 0.04273877, -0.05631213) * go_6(1.0, -1.0); + result += mat4(0.025762111, 0.062415194, -0.14223552, 0.003412124, 0.05552051, 0.18844947, -0.22042769, 0.015809692, 0.090370014, -0.006739683, -0.060091887, 0.07976979, -0.0058506215, -0.16953866, 0.024433328, 0.05852742) * go_6(1.0, 0.0); + result += mat4(0.0316892, 0.09573295, 0.08312811, 0.010179943, 0.037315205, -0.065285094, -0.0012986633, -0.05224675, -0.0047330237, 0.08265473, 0.09477729, -0.06736327, -0.06450191, -0.08257717, -0.057862822, 0.08835963) * go_6(1.0, 1.0); + result += mat4(0.0024440633, -0.036616765, -0.033401538, 0.004977876, 0.036649343, 0.08101561, 0.111079, -0.0026892924, 0.018146338, -0.024757951, -0.049987808, 0.088031135, -0.059743408, -0.0063467845, 0.04389662, 0.058518223) * go_7(-1.0, -1.0); + result += mat4(-0.015003317, -0.025828838, 0.04108641, -0.060053583, -0.08861021, 0.015026266, -0.06384911, -0.049570337, -0.11708947, 0.0040502516, -0.29292357, -0.13572334, -0.048173945, -0.035088543, 0.0645735, 0.003977293) * go_7(-1.0, 0.0); + result += mat4(0.023741405, 0.04877632, -0.09316636, -0.023240283, 0.017736096, -0.0037682957, 0.12203123, 0.023406139, 0.0039402544, -0.021817943, 0.10562721, 0.0065815113, 0.0241319, 0.09085425, 0.06748136, 0.035957564) * go_7(-1.0, 1.0); + result += mat4(-0.040901843, 0.14610243, -0.033210922, -0.047225397, 0.014037701, -0.056691576, 0.010777748, -0.07679006, -0.23969224, 0.14371933, 0.010285852, -0.098876506, 0.12892431, 0.078993894, -0.014415507, -0.01773652) * go_7(0.0, -1.0); + result += mat4(0.09569853, 0.08022542, 0.17847797, 0.05742365, -0.028737325, -0.06577205, 0.0099042505, -0.1788678, -0.024437329, -0.00854858, 0.064116485, 0.08779381, 0.038688138, -0.11070709, -0.061672393, -0.07259389) * go_7(0.0, 0.0); + result += mat4(-0.061463468, -0.041322544, -0.049147107, -0.056226347, 0.07580429, -0.09154353, 0.1392037, 0.1725724, 0.0846089, -0.09506338, 0.0014113535, -0.043457717, 0.02086055, 0.016039053, 0.0070436527, 0.010863293) * go_7(0.0, 1.0); + result += mat4(0.040287588, 0.01495664, -0.027837565, -0.049098965, 0.030421665, 0.050820872, -0.034790598, 0.081854686, -0.060803648, -0.10076397, 0.10959196, 0.08770263, 0.02639544, 0.017585248, 0.03741672, 0.098596066) * go_7(1.0, -1.0); + result += mat4(-0.11272804, -0.07179105, 0.29052478, 0.16043298, -0.004745162, -0.02539786, 0.03064631, -0.11615134, 0.1467622, -0.30389008, 0.37392983, 0.081603326, -0.081118405, 0.049201585, 0.09506965, -0.07426272) * go_7(1.0, 0.0); + result += mat4(0.0021397786, -0.043339223, -0.024574393, 0.004753203, 0.008854377, 0.114565484, -0.10472323, -0.054310642, -0.1363216, 0.26929548, -0.034043808, 0.0016566974, -0.024689924, 0.047800675, -0.00087367673, -0.010073392) * go_7(1.0, 1.0); + result += vec4(-0.0092416825, -0.017586693, -0.056248806, 0.024289904); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!SAVE conv1ups1 +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.036600452, -0.10049528, 0.0425083, 0.00748036, -0.07228494, 0.092974216, -0.08875746, 0.0038487716, -0.014452269, 0.022789069, 0.03057275, 0.08749693, -0.034161948, 0.016061379, -0.123270914, -0.14571433) * go_0(-1.0, -1.0); + result += mat4(0.03586051, 0.117893025, 0.019521732, -0.086191945, 0.09005548, 0.08917978, -0.038505673, 0.027726982, 0.047773708, 0.07542637, -0.09766821, -0.05601306, 0.016462456, -0.031262327, 0.29434896, -0.031188589) * go_0(-1.0, 0.0); + result += mat4(-0.0010024331, -0.13936394, 0.09529403, 0.038214546, -0.004169407, -0.030122723, 0.06738456, 0.037226625, 0.016386302, -0.043177616, 0.0067897406, -0.0417514, -0.18339635, -0.0851196, 0.122963585, -0.04226655) * go_0(-1.0, 1.0); + result += mat4(0.120718524, -0.07883002, 0.07970128, 0.026766716, 0.038295228, -0.012892055, -0.0853028, -0.06261667, 0.06648932, 0.077419154, -0.083746694, -0.024860187, -0.041543417, -0.078661576, 0.105570786, 0.17292567) * go_0(0.0, -1.0); + result += mat4(0.06017667, 0.10275487, -0.17618456, -0.090398066, -0.11300483, 0.010944091, 0.059611183, -0.053765967, -0.08456634, -0.26681066, 0.120561525, 0.0389813, -0.3168673, -0.07365836, 0.19187033, 0.3629531) * go_0(0.0, 0.0); + result += mat4(-0.047863573, -0.16097455, 0.058843378, 0.024493651, -0.050211128, 0.020149479, 0.08273668, -0.03951675, -0.051696103, -0.015382585, 0.012727583, 0.062049612, 0.023429222, 0.111244336, -0.24765679, 0.047255322) * go_0(0.0, 1.0); + result += mat4(-0.043454263, -0.056187622, 0.08826043, 0.03379153, 0.0328122, 0.09490295, -0.106024, 0.0513934, 0.010730174, -0.021311862, 0.0009606973, -0.048898865, -0.05885993, 0.13555479, -0.029676508, 0.15599397) * go_0(1.0, -1.0); + result += mat4(0.014284165, 0.0022697337, 0.0423487, -0.043128587, -0.066065155, -0.14259978, 0.036370326, 0.11544268, 0.0011783034, 0.014464844, -0.0077034896, 0.07947936, 0.0847673, -0.027169127, 0.060862433, 0.051962093) * go_0(1.0, 0.0); + result += mat4(-0.06810183, 0.0038956213, 0.02663297, 0.07350188, 0.028407782, -0.08836482, 0.120757915, 0.0033882086, 0.025512185, 0.13103734, -0.09310468, -0.09251054, 0.06252439, 0.101230994, -0.050645854, -0.11273561) * go_0(1.0, 1.0); + result += mat4(0.18605615, -0.018943008, 0.12841246, -0.048895158, -0.087834686, -0.06213869, 0.020271972, 0.01735206, -0.028159512, -0.0012055358, -0.031407196, 0.01459528, 0.055683896, 0.03376991, 0.074921526, 0.08031476) * go_1(-1.0, -1.0); + result += mat4(0.16044307, -0.04908117, 0.16997416, -0.042656355, 0.026869124, -0.015336793, 0.06704625, 0.005058682, 0.02062564, 0.030037567, 0.015916575, -0.013523192, 0.012619856, 0.074030444, 0.02436604, 0.003554498) * go_1(-1.0, 0.0); + result += mat4(-0.05024195, 0.06433591, 0.02808383, 0.06368531, 0.008005133, -0.02590703, -0.022208184, 0.038581703, -0.007899184, -0.076488025, 0.00072744075, 0.061727125, 0.11445254, -0.020653702, -0.010182034, 0.028005669) * go_1(-1.0, 1.0); + result += mat4(-0.08974687, 0.10983013, -0.05198625, 0.025618017, 0.04013525, 0.08194611, 0.07054715, -0.039644957, -0.0019942275, 0.15640324, 0.079898156, -0.050505124, 0.018647147, 0.1864857, -0.10004012, -0.1785983) * go_1(0.0, -1.0); + result += mat4(-0.12734273, -0.1984448, 0.047983695, -0.029723175, -0.019461578, 0.011290827, 0.05483677, -0.08040967, 0.010945984, 0.20160717, 0.06651317, -0.026364818, -0.19147083, 0.022746865, -0.005397772, -0.18815117) * go_1(0.0, 0.0); + result += mat4(0.056349758, -0.027665544, -0.025720505, 0.06478612, 0.028723124, -0.040507562, 0.046986, -0.07457037, -0.011984053, 0.08888314, 0.14762667, 0.10618448, -0.013883168, -0.015380026, 0.022096027, -0.13794257) * go_1(0.0, 1.0); + result += mat4(-0.051857505, 0.0046023214, 0.048188727, 0.018825505, -0.027216887, -0.034863137, -0.05376821, -0.03810819, 0.05989397, 0.03594429, -0.23096226, 0.15341154, 0.08981187, -0.05070559, 0.026243754, -0.04263998) * go_1(1.0, -1.0); + result += mat4(-0.009617233, 0.03463696, -0.02096688, 0.030073844, 0.044995844, 0.07873687, -0.042068962, 0.13536318, -0.030567715, -0.05154325, 0.07210971, -0.17742214, 0.053942777, 0.0127787, 0.068606384, 0.0650419) * go_1(1.0, 0.0); + result += mat4(0.025862409, 0.025395997, 0.05269671, 0.05798525, -0.042442568, 0.0445204, -0.064225905, -0.055657025, 0.11636964, -0.04205307, -0.014663356, 0.010643147, 0.082133, -0.023850026, 0.10308432, 0.107985206) * go_1(1.0, 1.0); + result += mat4(0.11726699, 0.05656771, 0.02469043, -0.13420433, 0.038069904, -0.008463304, 0.035647616, 0.07362852, 0.14594945, 0.09443728, -0.090279855, -0.0491621, 0.025128877, -0.12093358, 0.056935582, 0.020768635) * go_2(-1.0, -1.0); + result += mat4(-0.03540259, -0.037914194, -0.21112189, -0.019102415, -0.009190789, -0.017674621, -0.0076943026, -0.068069465, 0.07027692, -0.023830496, -0.19833852, 0.043303248, -0.09002839, 0.062405612, 0.034014236, 0.015062283) * go_2(-1.0, 0.0); + result += mat4(-0.01055108, -0.078035474, 0.15064569, -0.043817606, 0.03865331, 0.06653527, -0.08737055, 0.07359416, 0.034335107, 0.094619036, 0.15430231, 0.081489205, 0.11551119, -0.13892402, 0.10169955, -0.016521193) * go_2(-1.0, 1.0); + result += mat4(-0.21723948, -0.003718774, 0.0036089579, 0.2417116, 0.05871629, 0.08170726, -0.018392453, -0.09107411, -0.0054566264, -0.11625159, -0.028020184, -0.04901969, -0.06090618, 0.010701764, -0.054772582, 0.015806887) * go_2(0.0, -1.0); + result += mat4(-0.12086319, 0.06057755, 0.4838376, 0.026492605, 0.0011703236, 0.016707094, 0.14285243, -0.019033382, -0.10223409, -0.25914297, 0.07972699, 0.08980557, 0.0018122899, -0.12970547, 0.28545263, 0.15324087) * go_2(0.0, 0.0); + result += mat4(0.095036976, 0.162094, -0.13472636, 0.022491721, 0.0815172, 0.07862179, 0.051775135, -0.102338746, 0.050679415, -0.002904758, -0.06392857, -0.124154866, -0.031455033, 0.044263933, -0.01326217, -0.08059905) * go_2(0.0, 1.0); + result += mat4(-0.017460492, 0.12181631, -0.05040324, 0.08211638, -0.07552046, 0.061242603, -0.06086253, 0.20668316, 0.13807769, 0.056059014, -0.05011972, -0.05253501, -0.012529453, -0.036754012, 0.14976881, 0.014519357) * go_2(1.0, -1.0); + result += mat4(0.08175377, 0.03418494, -0.07925977, 0.01547301, -0.055616055, -0.0768169, 0.1390287, -0.020122616, -0.08055283, -0.08153747, -0.13700585, 0.09619712, 0.05064319, -0.010092189, -0.0375194, 0.08658357) * go_2(1.0, 0.0); + result += mat4(0.073422946, 0.0146288825, -0.018180208, -0.13258615, -0.039849028, -0.043496124, -0.10103034, 0.026819391, 0.10169963, -0.0018588677, 0.038265944, 0.120759994, 0.004948789, 0.05993842, -0.04388326, 0.08129302) * go_2(1.0, 1.0); + result += mat4(0.081689045, 0.014836045, 0.05355978, -0.01353243, 0.107137255, 0.064938255, 0.038997065, 0.07195731, 0.016222289, -0.078091234, 0.07403487, 0.028206307, 0.20964447, 0.1212519, -0.11971038, -0.061158486) * go_3(-1.0, -1.0); + result += mat4(0.078742854, 0.13448513, -0.13717398, -0.034942567, 0.00084557495, -0.12339975, 0.14178696, 0.08150612, -0.03697507, 0.066154145, 0.13886937, -0.010311026, -0.24136373, -0.13241349, 0.24087813, 0.08533747) * go_3(-1.0, 0.0); + result += mat4(0.03430129, 0.0037780532, -0.007673756, 0.020130971, -0.0044403607, -0.07021513, 0.10380787, 0.14933755, 0.041128885, -0.03377426, -0.049867447, 0.009597504, 0.16559608, 0.11873942, -0.13425362, -0.20407131) * go_3(-1.0, 1.0); + result += mat4(-0.036280643, -0.06241548, 0.06455707, 0.049787894, -0.034338452, -0.09344071, 0.03835458, -0.006981486, -0.14018786, -0.011602153, 0.031711817, 0.14739467, -0.086071335, -0.02941477, -0.1331472, -0.1407458) * go_3(0.0, -1.0); + result += mat4(-0.363801, -0.3426056, 0.43446818, 0.14184493, -0.043009415, 0.12158466, -0.00069684035, 0.016873702, 0.1945484, -0.012431146, -0.011880592, 0.05318626, 0.009308447, -0.03746046, 0.008252808, 0.19175647) * go_3(0.0, 0.0); + result += mat4(0.028470002, 0.046196483, -0.019992633, -0.022190072, -0.02065911, 0.0012663519, 0.07120167, -0.044254795, -0.10193641, 0.030516576, 0.02787046, -0.04924085, -0.049268037, -0.07700933, -0.07501593, 0.024738712) * go_3(0.0, 1.0); + result += mat4(0.030772889, 0.085558966, 0.010656247, -0.052993905, 0.092419, 0.011421665, -0.010418454, 0.11450772, 0.05909975, 0.04161958, -0.057470143, -0.030408699, 0.034243915, 0.018652268, 0.037665583, -0.10579696) * go_3(1.0, -1.0); + result += mat4(0.033843916, -0.052055147, -0.0061939596, 0.14933237, -0.021384299, -0.11220086, 0.16817182, 0.07226995, -0.0019460522, 0.037093364, 0.006299001, -0.012791559, 0.07793023, 0.016396904, -0.17646463, 0.03107925) * go_3(1.0, 0.0); + result += mat4(-0.079229996, -0.08031799, 0.074023575, 0.094321184, 0.107194535, 0.002679795, 0.01696248, 0.022019532, -0.060462113, -0.12410458, 0.09164494, 0.04465332, -0.036993235, -0.04089986, 0.07887512, 0.03705818) * go_3(1.0, 1.0); + result += mat4(0.023879867, 0.029037073, 0.031775165, -0.012534231, -0.061297957, -0.12414688, -0.0061589857, 0.09904923, -0.015112107, 0.0025069374, -0.05153491, -0.06716497, -0.049514554, -0.035703696, 0.04182817, 0.06708679) * go_4(-1.0, -1.0); + result += mat4(-0.02001713, -0.14557798, 0.032613203, 0.20243393, -0.013130612, -0.1395011, 0.03946799, -0.07323916, 0.07356177, 0.046725225, 0.05240954, -0.025315452, -0.06705972, 0.010152784, 0.005582486, -0.010632767) * go_4(-1.0, 0.0); + result += mat4(0.01107158, 0.14361717, -0.01027669, -0.06977661, -0.015506498, -0.08009711, -0.049369916, 0.013256896, 0.09607297, 0.047628637, -0.004883173, -0.030504778, -0.021422993, 0.06514191, -0.057140954, -0.019981224) * go_4(-1.0, 1.0); + result += mat4(0.047159072, 0.034381762, 0.14981769, -0.043645702, -0.124827474, 0.012525535, -0.0054960474, 0.1405509, 0.074576266, -0.021097016, 0.018321652, -0.056906573, 0.06499063, -0.0019109225, 0.08374337, -0.010492324) * go_4(0.0, -1.0); + result += mat4(0.08373692, 0.15187778, -0.27014562, -0.17400904, -0.049838763, -0.22245635, 0.00080737704, 0.024572477, -0.36345053, 0.02694741, 0.057404008, 0.18956926, 0.26063764, 0.0007533811, -0.04845999, -0.10193579) * go_4(0.0, 0.0); + result += mat4(-0.15060706, -0.17832954, 0.22891277, 0.082172275, 0.25026387, 0.10119867, -0.023256555, -0.025888028, -0.009437122, -0.063439816, 0.15555051, -0.050157774, 0.094762266, 0.03019711, -0.11379254, 0.018478116) * go_4(0.0, 1.0); + result += mat4(-0.12000546, -0.022537604, 0.07280972, 0.16499762, 0.008056701, 0.066467926, -0.06497226, -0.15862136, 0.058946434, -0.0063008643, 0.041846216, -0.061596587, -0.13342406, -0.112567835, 0.06944396, 0.056088146) * go_4(1.0, -1.0); + result += mat4(-0.030962473, -0.18805887, 0.2126654, -0.0027007672, -0.00648651, 0.079722315, -0.1538599, -0.07296181, -0.036658805, -0.09059722, 0.05471986, 0.08511789, 0.0007401954, 0.16351995, 0.05114691, -0.14328448) * go_4(1.0, 0.0); + result += mat4(0.04927504, 0.041177347, -0.02346726, 0.024012934, -0.317856, -0.2841823, 0.19005524, 0.15457007, 0.087196484, 0.08966383, -0.13495699, -0.022624519, -0.062964186, -0.026302189, -0.030058028, 0.05569484) * go_4(1.0, 1.0); + result += mat4(-0.21256535, -0.1256674, 0.04386876, 0.02686491, 0.07546727, 0.07505862, 0.020523047, -0.0647109, -0.0045183306, -0.06722965, -0.10788707, 0.045738406, -0.07110149, 0.08297262, -0.0027526245, -0.11636714) * go_5(-1.0, -1.0); + result += mat4(-0.104496345, -0.07810094, 0.013820034, 0.047616083, 0.061721217, -0.05070667, -0.0873486, 0.08213846, 0.005749702, 0.019383933, 0.008758534, -0.041487392, -0.04724564, -0.09108384, -0.11880328, 0.009947664) * go_5(-1.0, 0.0); + result += mat4(0.030759938, -0.032979824, -0.047346096, -0.013302729, -0.14408723, 0.042521305, -0.010729574, -0.053680096, 0.068864316, -0.017572708, -0.10045359, 0.0049988613, -0.0895897, 0.091285735, -0.18951705, -0.09892183) * go_5(-1.0, 1.0); + result += mat4(0.038478836, -0.081761025, -0.08195131, 0.12914582, -0.12002848, -0.110520326, -0.09566576, 0.018972868, 0.040712226, -0.05793596, -0.0919947, 0.0019073535, -0.049140133, -0.028056612, -0.08551121, 0.012700745) * go_5(0.0, -1.0); + result += mat4(0.17331201, 0.13677491, -0.04997954, 0.09988764, -0.089485645, -0.04612224, 0.13600495, -0.13690437, -0.102481514, -0.14464565, 0.12109368, 0.23495875, -0.06111496, -0.10306756, 0.034698345, 0.15709037) * go_5(0.0, 0.0); + result += mat4(-0.012643798, 0.063074, -0.058778394, -0.056396093, -0.05438093, -0.015130332, 0.03852182, 0.11763278, 0.035115402, -0.05682689, -0.12658226, -0.04988596, 0.048134044, -0.19865042, 0.109279566, 0.10423599) * go_5(0.0, 1.0); + result += mat4(0.10583719, 0.0113163935, -0.0031981077, -0.028149163, 0.045971226, 0.036225725, -0.06085606, 0.043069858, -0.08121652, -0.23354004, 0.13699675, -0.060893144, 0.05221622, 0.11881476, -0.0659965, -0.14909789) * go_5(1.0, -1.0); + result += mat4(0.040611804, -0.10602289, -0.03361772, -0.04883893, -0.028734764, 0.05173029, 0.036734596, 0.19996317, -0.0009807746, -0.0415771, 0.008758702, 0.034872107, 0.0172699, 0.08084259, -0.06105373, 0.04255928) * go_5(1.0, 0.0); + result += mat4(0.015299113, 0.051659316, -0.046948556, -0.003954264, -0.005800563, 0.021443516, 0.0071085985, 0.0038653556, -0.012855212, 0.13058828, -0.07044971, -0.12981774, -0.065569706, -0.098080546, 0.060221337, -0.02267232) * go_5(1.0, 1.0); + result += mat4(0.021925988, 0.0033903953, -0.038551815, 0.022253161, -0.08025514, 0.010705209, 0.01990159, -0.010836922, -0.100784704, -0.020371707, -0.003533104, -0.014453031, -0.09296767, 0.114152946, -0.09816377, -0.05605566) * go_6(-1.0, -1.0); + result += mat4(0.024052007, 0.0076485197, -0.014629995, 0.06683915, 0.07951316, 0.021709364, -0.037089862, -0.020869136, -0.11817369, 0.03075232, -0.03773024, -0.07258729, 0.10942977, -0.013703647, -0.0042897686, -0.04358183) * go_6(-1.0, 0.0); + result += mat4(-0.0046099517, -0.05240763, -0.015601794, 0.010184972, 0.01799307, -0.039324455, 0.05117223, -0.036190648, -0.09316509, 0.004145605, 0.11233925, -0.023034701, -0.09088562, 0.06628762, -0.01225783, -0.0012409297) * go_6(-1.0, 1.0); + result += mat4(0.032804858, -0.17500286, 0.00961667, -0.017876368, 0.028494174, 0.069435544, -0.015773311, 0.023463074, 0.0015966955, 0.13775815, 0.020481227, -0.025414297, 0.14772649, 0.12043967, -0.0628352, -0.104317315) * go_6(0.0, -1.0); + result += mat4(0.10589171, 0.010616621, -0.0555519, -0.0795588, -0.02541814, -0.061566357, -0.06662627, 0.1196147, 0.15489292, 0.034945585, -0.16369933, 0.021373538, -0.2541264, -0.44340774, 0.47674945, 0.171201) * go_6(0.0, 0.0); + result += mat4(0.028510967, 0.014371279, -0.103142746, -0.010580394, 0.0010098416, 0.0076248804, -0.07597531, -0.022805681, -0.05487249, -0.05104925, 0.05199367, 0.13347325, -0.08393004, -0.0701232, -0.08901793, -0.042123932) * go_6(0.0, 1.0); + result += mat4(-0.026462447, -0.10791574, 0.05057912, 0.036235824, -0.011467163, 0.019233258, -0.025482355, -0.15424, -0.057926964, 0.10093948, -0.01392631, -0.040162254, -0.059321795, -0.05425772, -0.05438917, -0.033259034) * go_6(1.0, -1.0); + result += mat4(0.0011889589, -0.023323996, -0.0613446, -0.115895376, 0.050403714, -0.02889743, -0.059284817, -0.07242897, -0.0028701979, 0.04654718, -0.06953315, -0.03487799, -0.05999425, 0.09813447, -0.10942578, -0.13293572) * go_6(1.0, 0.0); + result += mat4(-0.10951783, -0.082228996, 0.09871249, 0.097529456, 0.08310757, 0.03422834, 0.047492176, -0.06874066, -0.0759589, -0.0033077076, -0.0024196375, 0.023463583, -0.014742949, -0.034303434, 0.04273789, -0.0164727) * go_6(1.0, 1.0); + result += mat4(-0.08497372, 0.019795286, -0.015950322, -0.057297662, -0.0223747, -0.009376575, 0.043156173, -0.01271999, -0.07724598, -0.0540987, 0.1987636, 0.076389305, -0.094129756, -0.042982556, 0.07314102, -0.013628902) * go_7(-1.0, -1.0); + result += mat4(0.03750869, 0.07698087, -0.117014386, -0.05225745, 0.11294297, -0.031999957, 0.03704065, -0.021167262, -0.0862934, -0.06753798, 0.19105913, 0.10699714, 0.04170076, 0.072142765, -0.10197827, -0.1055865) * go_7(-1.0, 0.0); + result += mat4(-0.013107477, 0.09128649, -0.05787237, -0.049287997, -0.07878871, 0.019254869, -0.07480948, 0.07593456, 0.057818025, 0.05763952, -0.031697746, 0.0056809774, -0.01645009, -0.10795878, 0.0865629, -0.030644817) * go_7(-1.0, 1.0); + result += mat4(0.115899526, 0.055816144, -0.016174385, -0.02820764, -0.05774452, 0.01875526, -0.11483548, -0.027121585, -0.0046210997, -0.0051070275, 0.23290497, 0.19008842, 0.010742899, 0.04031036, 0.07566202, 0.11333676) * go_7(0.0, -1.0); + result += mat4(-0.12043958, -0.28603542, 0.06397322, 0.13864613, 0.21166763, 0.14297609, -0.18247512, -0.1454749, -0.11123017, 0.1410923, -0.11315098, -0.17875485, -0.043366186, 0.07890019, 0.03153579, -0.03690313) * go_7(0.0, 0.0); + result += mat4(0.066808365, 0.102260545, -0.1077725, -0.07374767, 0.04282324, -0.02484866, -0.09705394, 0.047179155, 0.03058672, -0.11111413, -0.080625035, 0.024875682, -0.043648057, 0.04860828, 0.05114606, 0.08051415) * go_7(0.0, 1.0); + result += mat4(-0.0186498, -0.050304867, 0.0034133345, -0.10127962, -0.037291683, -0.090286255, 0.081160225, 0.016121808, 0.07449416, 0.09616372, -0.11090895, -0.15756927, 0.05957192, 0.0053342422, -0.05972524, 0.07521942) * go_7(1.0, -1.0); + result += mat4(-0.03800213, 0.05256445, -0.022509284, 0.008419448, -0.08595732, 0.0037854793, -0.050306506, -0.057507675, -0.19598673, -0.063246034, -0.15284, 0.13269582, -0.025323318, 0.016622456, 0.021527806, -0.1195862) * go_7(1.0, 0.0); + result += mat4(0.008493042, 0.056067012, -0.031050796, -0.06514964, -0.06500391, -0.02649145, 0.08311761, 0.0028549077, 0.0029055455, -0.08504145, 0.19540878, 0.14506, 0.100824416, -0.025171654, -0.018510107, -0.06984087) * go_7(1.0, 1.0); + result += vec4(0.02732881, 0.021604052, -0.03920548, 0.013156768); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-4x3x3x32 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!SAVE conv1ups2 +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0338484, 0.065554306, 0.022499017, -0.07193342, 0.009319206, -0.019622665, -0.0022854384, 0.06722955, -0.037171688, 0.21049353, -0.12840205, 0.004924503, -0.025024865, 0.25844762, -0.16657548, 0.019917585) * go_0(-1.0, -1.0); + result += mat4(-0.0024739709, 0.05143312, -0.07328386, 0.04066767, 0.030474328, -0.012129753, 0.018400962, 0.029891983, 0.05170059, 0.10843976, 0.03255985, 0.032410163, -0.07313554, 0.035621487, -0.09497017, -0.04373978) * go_0(-1.0, 0.0); + result += mat4(-0.033401582, -0.040989492, 0.020176526, -0.02860895, 0.048755184, -0.11871396, -0.06562844, -0.012969062, -0.113225095, 0.20629893, -0.008754771, -0.08881375, -0.0021345627, -0.1245763, -0.079098016, -0.05463282) * go_0(-1.0, 1.0); + result += mat4(0.1397842, 0.025592009, 0.08919784, -0.0018412827, -0.09593857, -0.044012453, 0.05244065, 0.0018048901, 0.03681817, -0.05537194, 0.11957837, 0.08423482, -0.032438703, 0.013607357, 0.007749519, 0.03162995) * go_0(0.0, -1.0); + result += mat4(0.10553414, -0.049609825, 0.10316826, -0.0030610282, 0.018270468, -0.061325338, -0.114640795, 0.07834803, -0.19039996, -0.06895166, -0.28123093, -0.1568968, 0.00084810314, 0.12037387, 0.18976732, -0.012560539) * go_0(0.0, 0.0); + result += mat4(-0.029349862, -0.039899964, -0.028504632, -0.028814254, 0.019151794, 0.010422004, 0.07810853, -0.013528557, -0.023518454, -0.068328835, 0.07349284, 0.0042851837, 0.32870826, -0.26289937, 0.072471805, -0.006485071) * go_0(0.0, 1.0); + result += mat4(-0.114259824, -0.038230922, -0.0142895905, 0.02450442, -0.07750744, -0.017409299, 0.025817273, -0.08860796, 0.187305, 0.088102676, 0.045698132, -0.03222616, -0.05683522, -0.18788742, -0.09507957, 0.022035798) * go_0(1.0, -1.0); + result += mat4(0.11263524, 0.06584172, -0.02255806, -0.020872615, -0.15806857, 0.018830763, -0.14352055, 0.11724111, 0.045604244, 0.07796575, 0.027300917, 0.0031999366, -0.04194185, 0.14252312, 0.078917086, 0.036697272) * go_0(1.0, 0.0); + result += mat4(-0.052083753, 0.09808133, -0.009411908, 0.11982238, -0.040272884, 0.04083718, 0.038824633, -0.17214175, 0.11966622, -0.054194614, 0.036954165, 0.013423128, 0.0063084476, -0.12937415, -0.019893749, 0.034319002) * go_0(1.0, 1.0); + result += mat4(0.035393953, 0.14025599, 0.00991204, 0.0072391164, 0.05766178, -0.049370795, -0.12962799, 0.020646155, 0.042220477, 0.029985424, 0.057119016, 0.040771853, -6.174299e-05, 0.09748859, -0.03377361, 0.002246882) * go_1(-1.0, -1.0); + result += mat4(-0.21506493, -0.09882148, 0.055594433, -0.06410465, 0.015674507, 0.08875788, -0.0006478795, -0.04977159, 0.22082454, -0.23415801, -0.08875935, 0.018581826, -0.038377263, 0.10177655, 0.083047464, -0.032258555) * go_1(-1.0, 0.0); + result += mat4(-0.0064842016, 0.0696411, -0.039478038, 0.04577863, 0.09780145, 0.028456237, -0.027617568, 0.04454641, 0.052396413, -0.018456027, 0.006240904, 0.07230352, -0.064150326, -0.03366613, -0.07332717, 0.053449873) * go_1(-1.0, 1.0); + result += mat4(0.023726959, -0.01828639, -0.007445437, 0.04195106, 0.008480755, 0.09939679, 0.0056850864, -0.031904347, -0.1588084, 0.08464271, 0.056286097, 0.06798317, -0.116808765, 0.030872507, 0.13454725, -0.07143643) * go_1(0.0, -1.0); + result += mat4(-0.01810022, -0.09620326, -0.07751335, -0.22906737, -0.1846048, 0.082176685, 0.012124299, -0.12939751, -0.27217293, 0.33110878, 0.084210694, 0.14638188, 0.1365236, -0.15294541, -0.0886321, 0.104566276) * go_1(0.0, 0.0); + result += mat4(0.012840808, 0.0013052316, -0.032042626, 0.081946686, -0.047170527, 0.034932077, 0.03316669, -0.051371098, 0.124509424, -0.018540544, -0.0003837269, 0.022210114, 0.055204254, -0.013787497, -0.014764483, -0.15336047) * go_1(0.0, 1.0); + result += mat4(0.012599393, 0.17533247, 0.022991834, -0.03211304, -0.020345578, 0.113983504, 0.014632539, -0.05887958, -0.15806466, -0.09464611, -0.04534859, -0.12347738, -0.1520882, 0.011230014, 0.004455861, -0.14973375) * go_1(1.0, -1.0); + result += mat4(-0.065917194, -0.035512056, 0.031102693, 0.060933307, -0.02593658, -0.109777324, -0.032401618, 0.13028993, -0.020557994, -0.117559545, 0.08317679, -0.23354602, -0.01592865, 0.15928279, 0.08244633, 0.1479819) * go_1(1.0, 0.0); + result += mat4(-0.010819472, 0.075779155, -0.019519886, 0.102649584, 0.014980766, 0.019251958, -0.011685782, -0.034067437, 0.031849053, -0.0682728, 0.01790959, 0.037713315, -0.08211083, -0.19022603, -0.11798944, -0.016174912) * go_1(1.0, 1.0); + result += mat4(0.08153453, -0.033585638, -0.05805481, 0.08109556, -0.09689133, -0.13055512, 0.0020046325, -0.0029349518, -0.059510633, 0.15292683, -0.028793702, 0.10537188, -0.11035281, -0.033447333, -0.05262533, 0.009009325) * go_2(-1.0, -1.0); + result += mat4(0.086087056, -0.14889634, 0.042120934, -0.06588642, 0.1940191, 0.012082308, 0.08089485, -0.041559532, -0.03492583, 0.1454766, 0.15322363, -0.056349102, -0.008337302, -0.11122289, 0.08725018, -0.041136846) * go_2(-1.0, 0.0); + result += mat4(-0.07462607, -0.1379561, 0.111250386, 0.00933672, -0.075622365, 0.09021725, -0.020666929, 0.08124079, 0.017696096, 0.0752183, -0.14648217, 0.03699762, 0.05343026, 0.041577548, 0.04425649, 0.038728572) * go_2(-1.0, 1.0); + result += mat4(-0.28092107, 0.014610808, 0.031096937, -0.047036063, 0.07267492, 0.10750966, 0.037799418, 0.0427444, 0.065877795, -0.1897678, -0.10701984, 0.056794036, 0.09691212, -0.079896726, -0.16408308, -0.06213223) * go_2(0.0, -1.0); + result += mat4(0.102322266, -0.042147823, -0.005965635, 0.115143105, 0.032525055, 0.11558508, 0.039382882, 0.013844102, -0.30971003, -0.1787396, 0.17922688, 0.109392576, -0.20874697, 0.3574331, 0.09885736, 0.0124685895) * go_2(0.0, 0.0); + result += mat4(-0.07606679, 0.044524554, -0.204831, 0.018925387, 0.043661278, -0.09994074, -0.047482055, -0.076295644, -0.13582784, 0.021150025, 0.07623231, -0.2527894, -0.044508826, -0.1361137, -0.052458636, 0.0060945638) * go_2(0.0, 1.0); + result += mat4(-0.24358742, -0.19750693, -0.03287655, -0.09131948, -0.14900212, 0.094384186, -0.06253741, -0.07731997, -0.019795047, 0.18039484, 0.022465153, 0.08112141, -0.07019665, -0.11493766, 0.031531274, 0.13177846) * go_2(1.0, -1.0); + result += mat4(-0.0028166103, 0.026403846, 0.07810358, 0.075667195, 0.054464176, 0.11381084, -0.030715328, 0.047939852, -0.07111295, -0.06292313, -0.013460788, 0.11503772, 0.02669688, -0.021964677, 0.07739555, -0.0881556) * go_2(1.0, 0.0); + result += mat4(0.054037657, 0.066638805, 0.018380845, -0.16307901, -0.033807877, 0.040921956, 0.054057736, -0.008528517, 0.06167168, -0.013450273, -0.060173254, 0.09289553, -0.014110446, 0.024162242, 0.0072062127, 0.0926438) * go_2(1.0, 1.0); + result += mat4(-0.11985171, 0.2359919, 0.0144552775, 0.029399775, -0.03222405, 0.07396268, 0.062363308, 0.044030357, -0.06955766, 0.059913747, -0.022207176, -0.10455009, -0.060708135, -0.06720781, 0.16230921, -0.030470075) * go_3(-1.0, -1.0); + result += mat4(0.07268368, -0.037689302, -0.0006378789, 0.051688604, -0.019494677, -0.017889218, 0.05410681, -0.040959217, -0.06665803, -0.052186687, -0.011745927, 0.065545335, 0.022045728, -0.20375493, -0.21016856, -0.06762163) * go_3(-1.0, 0.0); + result += mat4(-0.040465668, 0.083778955, 0.013434762, 0.038755294, -0.03848534, 0.17731902, -0.14471298, 0.05322156, 0.03127178, -0.08950242, 0.030044436, 0.01130042, -0.095673226, -0.04327992, 0.17350353, -0.007612962) * go_3(-1.0, 1.0); + result += mat4(0.04460292, -0.0031078972, 0.09711241, -0.06866971, -0.09262918, -0.084769346, 0.044754326, -0.10665114, 0.031228391, 0.0043790033, 0.03309391, 0.012486857, 0.23425025, 0.18271132, 0.1578141, -0.010678736) * go_3(0.0, -1.0); + result += mat4(-0.23845, 0.0423187, -0.12128633, -0.05818152, 0.13192599, -0.17009136, 0.04724319, 0.16300885, -0.060048696, -0.12740998, -0.05801625, 0.09705509, -0.054194454, -0.045284186, -0.1337804, -0.10992719) * go_3(0.0, 0.0); + result += mat4(0.1269832, -0.00020299156, 0.009369462, -0.037925567, 0.06473351, -0.053221237, -0.023879515, -0.007609877, 0.03754909, -0.048159488, -0.0023679247, -0.09056524, 0.16713028, 0.031278312, 0.056081764, -0.01342129) * go_3(0.0, 1.0); + result += mat4(-0.006760647, -0.09083782, 0.04076341, 0.094751135, -0.11061844, 0.11762189, -0.029435495, -0.035688248, 0.01733549, 0.006295947, 0.07678848, 0.011829498, 0.13984568, 0.094927594, -0.016725674, 0.08158711) * go_3(1.0, -1.0); + result += mat4(-0.1407642, -0.007187024, 0.018776545, -0.020115253, -0.12947425, 0.015566826, -0.06499993, 0.08037844, -0.017578483, -0.16355678, -0.028960422, 0.05753649, 0.031915013, 0.011823553, 0.1314363, 0.06283287) * go_3(1.0, 0.0); + result += mat4(-0.13424446, 0.03710137, -0.001757102, 0.03187992, 0.009409756, 0.047699206, -0.047759157, -0.010402033, -0.023234572, 0.17230392, 0.05499921, -0.10467258, -0.072978646, -0.11991742, -0.04271921, 0.16269293) * go_3(1.0, 1.0); + result += mat4(-0.0068589947, -0.26210552, -0.028049361, 0.0508914, -0.06342279, -0.017710757, -0.10827407, -0.04158776, 0.010000253, 0.13532205, -0.029077342, -0.008479235, -0.017489685, 0.014850057, 0.10131407, -0.106664196) * go_4(-1.0, -1.0); + result += mat4(-0.05549442, 0.09201339, -0.02593227, 0.012624096, -0.13465008, 0.16814372, 0.041814398, -0.04289135, -0.008671042, -0.20095816, 0.020371959, 0.008665319, -0.011442868, -0.1494836, -0.010815872, 0.0009426651) * go_4(-1.0, 0.0); + result += mat4(-0.047082372, 0.11580641, 0.03437082, -0.0026988252, -0.090915054, 0.08479583, -0.027014773, 0.054158032, 0.08011723, 0.12726231, 0.094610505, -0.04432765, -0.043526918, 0.08176591, 0.023957808, 0.039001796) * go_4(-1.0, 1.0); + result += mat4(-0.037610386, -0.1495413, -0.027353996, -0.032410443, 0.022113096, 0.019668896, 0.025676545, 0.08550669, -0.007179362, 0.111334786, 0.08080671, -0.05753153, 0.031270105, -0.1425512, -0.09165007, 0.01756688) * go_4(0.0, -1.0); + result += mat4(0.22160032, 0.13278869, 0.04946508, -0.061732106, -0.19966283, 0.19398785, -0.061616797, -0.1682507, -0.062497444, -0.020768918, -0.06906264, 0.043145705, 0.06686389, 0.049333394, 0.06813221, 0.012300859) * go_4(0.0, 0.0); + result += mat4(-0.18407853, 0.097527325, -0.08464557, 0.007581164, -0.12695311, 0.14365268, 0.06944541, -0.028422976, -0.08575999, -0.039222028, -0.1065246, 0.09277164, 0.064852476, -0.010674806, -0.039577603, 0.038126856) * go_4(0.0, 1.0); + result += mat4(-0.18967858, 0.07602103, -0.0452525, -0.005815137, 0.064602256, 0.19784397, -0.06377635, 0.10113932, -0.084867395, 0.09198673, -0.03678686, -0.04831252, 0.021673752, -0.063052855, 0.030094262, 0.008151946) * go_4(1.0, -1.0); + result += mat4(-0.17149659, 0.20685393, -0.037902117, -0.012043228, -0.004601577, 0.07037727, 0.0036602912, -0.13277285, -0.07140659, -0.100629926, -4.176998e-05, 0.0071237916, 0.08050488, -0.0037456674, -0.037059076, 0.022898288) * go_4(1.0, 0.0); + result += mat4(0.08819892, -0.01620132, -0.08606113, -0.046711806, -0.22001751, -0.052349057, -0.042775627, 0.11901976, 0.009456978, 0.13828641, 0.031084664, -0.014549527, -0.07343933, -0.120635025, -0.0549436, -0.091890045) * go_4(1.0, 1.0); + result += mat4(-0.03245801, -0.03380752, -0.19868882, 0.002510671, -0.07583146, 0.14605276, 0.03508497, 0.000112569716, 0.0203838, 0.074883066, 0.048457384, -0.03624031, 0.017366555, -0.025235461, 0.011553053, -0.0044929474) * go_5(-1.0, -1.0); + result += mat4(-0.0077082603, 0.043983724, 0.08835361, 0.030281665, -0.024455173, 0.13851254, 0.036828175, 0.013134612, 0.046743285, -0.10766694, 0.065832436, 0.0038662716, -0.043496363, -0.08309659, -0.08094711, 0.0848714) * go_5(-1.0, 0.0); + result += mat4(0.013103031, -0.12286342, -0.055714123, 0.01786344, 0.049958743, -0.06488927, 0.023186902, -0.0106724445, 0.04120055, -0.11552327, 0.101330966, -0.0006924794, -0.0020777578, 0.21546337, 0.0018756012, -0.08498371) * go_5(-1.0, 1.0); + result += mat4(-0.033325154, -0.08459969, 0.112720825, 0.00675488, 0.0040757647, -0.18720984, -0.031401563, 0.037159648, 0.1575527, -0.041114517, -0.17869847, 0.07061165, -0.04131886, 0.006737727, 0.07336905, -0.0008500361) * go_5(0.0, -1.0); + result += mat4(-0.07215131, 0.21968116, 0.059645798, 0.18761322, -0.07151226, -0.071514666, -0.08546688, -0.19312736, -0.017145814, 0.17245525, -0.1206946, -0.15861532, 0.013621306, -0.07887318, -0.14993054, -0.11080947) * go_5(0.0, 0.0); + result += mat4(0.017518861, 0.030952519, 0.016827656, -0.03837562, 0.07341383, -0.048610494, 0.050820123, 0.031829312, -0.10208572, 0.017096514, 0.011909018, 0.17583928, -0.1004084, 0.08367472, 0.087540604, 0.14205597) * go_5(0.0, 1.0); + result += mat4(0.061692897, -0.06249078, -0.07515134, 0.041771267, -0.02176024, -0.021748755, 0.048541967, 0.0799106, 0.004964116, -0.009022794, -0.090804085, 0.039782178, 0.14221238, 0.13084048, -0.02012579, 0.053085294) * go_5(1.0, -1.0); + result += mat4(0.073503084, 0.12030335, 0.016867403, -0.100202195, 0.08033366, 0.11290384, -0.024811089, 0.14120121, -0.029295236, 0.011535982, -0.009586436, 0.023111636, 0.11733249, -0.05684811, -0.021229435, -0.014981166) * go_5(1.0, 0.0); + result += mat4(-0.0028471397, -0.15393218, -0.03991392, -0.046677485, -0.034202207, 0.07922862, 0.024672583, -0.018478299, 0.10676781, 0.19975203, 0.09829708, 0.030875562, -0.08323281, 0.1287575, 0.007982256, 0.012422479) * go_5(1.0, 1.0); + result += mat4(0.00792915, 0.11354015, 0.017034046, -0.033009302, 0.07262295, 0.014038035, 0.027686022, -0.05569358, 0.04937052, -0.011838218, -0.017620115, -0.023960475, 0.089869, 0.12609829, -0.14517121, -0.009979609) * go_6(-1.0, -1.0); + result += mat4(0.019373287, 0.0037227296, 0.06739467, 0.0411633, -0.079600014, -0.20017749, -0.02489001, 0.038435437, -0.0169052, -0.076866195, -0.12707292, -0.013147386, 0.08209406, 0.06460137, 0.0038622238, 0.023936275) * go_6(-1.0, 0.0); + result += mat4(-0.026064714, 0.14228158, 0.02997548, 0.017698815, -0.05878976, -0.025017649, 0.04031136, -0.06725938, 0.07552142, -0.03974361, -0.045101356, -0.05215901, -0.08304946, -0.012352627, -0.005432024, -0.07347573) * go_6(-1.0, 1.0); + result += mat4(0.08631798, 0.0059085204, -0.000113723494, 0.0136576705, 0.04475684, -0.08430876, 0.1027275, -0.007361284, 0.041882366, 0.15399557, 0.04095392, 0.026290612, -0.0145415, -0.060129408, 0.008640187, 0.017547447) * go_6(0.0, -1.0); + result += mat4(-0.07755721, -0.023862703, -0.12206824, -0.07903689, 0.020078411, -0.18405053, -0.23792996, 0.082826346, -0.0028775565, 0.22255163, -0.0033731712, -0.070980065, -0.31968543, 0.19510844, -0.050848253, -0.030311922) * go_6(0.0, 0.0); + result += mat4(0.07346858, 0.051935203, -0.026379986, -0.024370745, 0.024842456, -0.061906833, 0.0648532, 0.07545226, -0.17644612, 0.13334613, -0.0035676474, 0.08756031, -0.0045107, 0.029391827, 0.09687544, -0.039636135) * go_6(0.0, 1.0); + result += mat4(0.13012199, 0.11310699, 0.0153783355, 0.14073592, 0.1159848, 0.0032372207, 0.013842089, 0.11203719, 0.052464556, -0.038527843, 0.06364611, -0.0014865476, 0.17000985, -0.002907841, 0.002437505, -0.13002418) * go_6(1.0, -1.0); + result += mat4(-0.055245295, 0.04185124, 0.00037150137, -0.09770801, -0.05064562, -0.10450231, 0.12021894, -0.09199362, 0.07554563, -0.039503135, -0.033728927, -0.07260611, 0.0153599335, -0.08457373, -0.028576847, 0.042632796) * go_6(1.0, 0.0); + result += mat4(-0.044485796, 0.037724104, 0.041926168, 0.006704794, -0.07147152, 0.013727192, 0.011708799, -0.04588657, 0.066578485, -0.10720429, -0.0730237, 0.04708655, 0.052229885, -0.044047564, 0.07113318, -0.030633615) * go_6(1.0, 1.0); + result += mat4(0.07849379, -0.04046586, -0.07431907, -0.03731069, 0.0049431417, -0.0903937, 0.024687393, -0.017909456, 0.06637542, -0.16175899, -0.02460091, 0.05987552, 0.09738359, 0.0064948746, -0.0138260815, 0.049470525) * go_7(-1.0, -1.0); + result += mat4(-0.032993518, -0.018154949, 0.058810174, -0.016374158, 0.042725, 0.21160744, 0.097916126, 0.04984194, 0.01650177, 0.06883078, 0.1381874, -0.08069465, -0.13565733, 0.20012212, -0.022712095, -0.0380238) * go_7(-1.0, 0.0); + result += mat4(0.03148708, 0.0965706, -0.025645912, -0.023996383, -0.036854897, 0.054054458, -0.16218668, -0.00390272, -0.096665986, 0.07244674, -0.096268326, 0.12596634, -0.0054489775, 0.018738326, -0.051350895, -0.1423746) * go_7(-1.0, 1.0); + result += mat4(0.0489154, 0.034897592, 0.026298728, 0.1030706, 0.021691274, -0.13979298, -0.10044236, 0.09618537, -0.3756147, 0.19392237, 0.043701947, 0.0372157, -0.19100708, 0.03706645, -0.052757483, 0.011999661) * go_7(0.0, -1.0); + result += mat4(-0.26170048, 0.00018108879, -0.21298628, -0.03632615, 0.20709798, 0.06626491, -0.09643573, -0.07262732, 0.08431118, 0.13428009, 0.08195883, -0.013723568, -0.016745638, 0.007309863, 0.09061577, 0.13009012) * go_7(0.0, 0.0); + result += mat4(0.00415379, 0.006674434, 0.11022577, 0.106347226, -0.017565781, 0.047206245, 0.099264786, -0.15451689, 0.16980271, 0.001391259, -0.17169356, 0.028775409, -0.004397513, 0.077122204, 0.010226694, 0.023086183) * go_7(0.0, 1.0); + result += mat4(-0.023648756, 0.15455274, -0.11006288, -0.074025065, 0.0423713, -0.08764005, 0.055211913, 0.04732732, -0.0048447615, 0.3040946, 0.20046064, -0.10624875, -0.10706571, -0.0002826197, -0.06487796, -0.062007286) * go_7(1.0, -1.0); + result += mat4(0.017490221, 0.030333612, -0.0015039118, -0.039954375, -0.016329238, -0.04124172, 0.0694377, -0.029093096, 0.17286836, -0.18490317, -0.2606389, -0.13979673, 0.0012922491, 0.02181941, -0.023836609, -0.05584063) * go_7(1.0, 0.0); + result += mat4(0.099456415, -0.024694387, -0.00025692413, -0.070630156, -0.07398711, -0.008068556, 0.053319667, 0.102825016, -0.16989474, 0.10998221, -0.053715512, 0.27778512, 0.09010463, -0.033159524, -0.06116807, -0.086112395) * go_7(1.0, 1.0); + result += vec4(0.023720283, -0.050228078, 0.017233998, 0.0038643035); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UL)-Conv-3x3x3x24 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv1ups +//!BIND conv1ups1 +//!BIND conv1ups2 +//!SAVE MAIN +//!WIDTH conv1ups.w +//!HEIGHT conv1ups.h +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv1ups2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max(-(conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max(-(conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max(-(conv1ups2_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.013777687, 0.008274202, 0.015532511, 0.0, 0.023658138, 0.021084072, 0.023679586, 0.0, -0.012574975, -0.0014938707, 0.00061928877, 0.0, -0.026688136, -0.0131240375, -0.029466102, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.0075748703, 0.037946086, 0.049140524, 0.0, 0.010126231, 0.012523378, 0.0071613602, 0.0, 0.0047583925, -0.0031088165, 0.0036479481, 0.0, -0.009168726, -0.020650811, -0.016528934, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.008073782, -0.020479651, -0.022079756, 0.0, 0.01524409, 0.013631518, 0.004791737, 0.0, -0.003348518, -0.00012732612, -0.0032449244, 0.0, 0.032580297, 0.029008314, 0.029523863, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.005337033, 0.024427935, 0.029425737, 0.0, 0.002468151, 0.0012733386, -0.0011684209, 0.0, 0.002045998, -0.007824469, -0.0075536054, 0.0, -0.0025498376, 0.00059123064, 0.010667408, 0.0) * go_0(0.0, -1.0); + result += mat4(0.07574702, 0.077039376, 0.07525205, 0.0, -0.018930318, -0.0210399, -0.007369101, 0.0, 0.0050703366, 0.009866225, 0.002731688, 0.0, 0.007364458, -0.012537245, -0.010698353, 0.0) * go_0(0.0, 0.0); + result += mat4(0.005033512, 0.0047755903, 0.015485579, 0.0, -0.0076447823, 0.0020293589, 0.00019690525, 0.0, -0.0046711015, -0.01096428, -0.003273942, 0.0, 0.011243453, 0.0026243145, -0.014977678, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.017157702, -0.012480959, -0.014230813, 0.0, -0.006353115, -0.0144039225, -0.0072659636, 0.0, -0.0063480805, -0.0026584982, -0.0028146124, 0.0, -0.014504389, -0.00762131, -0.006355321, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.010236374, 0.0015838058, -0.002143899, 0.0, -0.010755707, 0.0139974225, 0.01655249, 0.0, 0.00724032, 0.003991714, 0.0058728596, 0.0, 0.001585017, -0.005878744, -0.00640518, 0.0) * go_0(1.0, 0.0); + result += mat4(0.017572062, 0.003026812, 0.000502698, 0.0, 0.009834272, -0.0064451154, -0.0037888729, 0.0, 0.0045153787, -0.0040877387, -0.011132165, 0.0, -0.0068930765, 0.0060301176, 0.015776195, 0.0) * go_0(1.0, 1.0); + result += mat4(0.015143155, 0.022271771, 0.034353774, 0.0, 0.0500171, 0.008916114, -0.045639534, 0.0, 0.00028884446, 0.0017308572, 0.00027971982, 0.0, 0.018710924, 0.013322625, 0.013863731, 0.0) * go_1(-1.0, -1.0); + result += mat4(-0.0098540895, 0.009972838, 0.019292414, 0.0, 0.13954006, 0.029867204, 0.042765502, 0.0, -0.014894827, -0.015658824, -0.012828792, 0.0, -0.011597975, -0.011326242, -0.010546538, 0.0) * go_1(-1.0, 0.0); + result += mat4(0.057973996, 0.045629892, 0.035723437, 0.0, -0.03996296, -0.034121662, -0.021559378, 0.0, 0.0015233392, 0.0056360536, 0.005471655, 0.0, 0.015035284, 0.014042433, 0.004807508, 0.0) * go_1(-1.0, 1.0); + result += mat4(-0.019333394, 0.00010878696, 0.020713285, 0.0, 0.067461416, 0.07469616, 0.021785917, 0.0, 0.009209406, -0.00040594328, 0.004494759, 0.0, -0.014130696, 0.0034270098, 0.009287614, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.1766193, -0.13014358, -0.13271952, 0.0, -0.18652712, -0.1799382, -0.19059698, 0.0, 0.008356371, -0.0005271801, -0.0013760106, 0.0, -0.026972191, -0.0041560223, 0.005715922, 0.0) * go_1(0.0, 0.0); + result += mat4(-0.029307544, -0.022682507, -0.027960105, 0.0, 0.10883932, 0.04878273, 0.091446914, 0.0, 0.0020139932, -0.008916592, -0.016010206, 0.0, -0.017582655, -0.011510589, -0.007895361, 0.0) * go_1(0.0, 1.0); + result += mat4(0.078397095, 0.024916336, -0.0019469182, 0.0, -0.10098231, 0.020777855, 0.018642282, 0.0, -0.02282252, 0.001186239, 0.0019293322, 0.0, 0.040787082, 0.020173319, 0.0023912336, 0.0) * go_1(1.0, -1.0); + result += mat4(0.0013556932, 0.015377351, 0.006556408, 0.0, -0.05026192, 0.065591745, 0.11644179, 0.0, -0.0014394359, -0.0027219045, -0.0041813366, 0.0, -0.011724467, -0.003224058, 0.0052535357, 0.0) * go_1(1.0, 0.0); + result += mat4(0.0043969746, -0.0119146835, -0.003386241, 0.0, 0.0020662902, -0.014350566, 0.008487526, 0.0, 0.01943664, 0.0066225696, 0.0050567226, 0.0, 0.004659311, -0.01749611, -0.015248497, 0.0) * go_1(1.0, 1.0); + result += mat4(-0.1691309, 0.010184013, 0.11859181, 0.0, 0.003958968, 0.008296091, -0.0017165234, 0.0, 0.004227455, 0.0044524195, 0.009051095, 0.0, 0.005324176, -0.008613206, -0.021459484, 0.0) * go_2(-1.0, -1.0); + result += mat4(-0.058296386, 0.07744043, -0.13526013, 0.0, -0.0008796793, -0.007680745, -0.0008189206, 0.0, -0.018601, -0.0026164774, 0.0061028446, 0.0, 0.034066506, 0.015997633, 0.015659299, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.013752101, 0.062634215, 0.082755044, 0.0, 0.005145167, 0.006077453, 0.008487249, 0.0, 0.07188091, 0.06469806, 0.086508684, 0.0, 0.013405896, 0.012214205, 0.02304606, 0.0) * go_2(-1.0, 1.0); + result += mat4(-0.0905373, 0.1511149, 0.0710771, 0.0, 0.0005157405, -0.0008491397, 0.0013561217, 0.0, 0.028786302, 0.010717526, -0.0022970343, 0.0, 0.062324964, 0.044271976, 0.030260865, 0.0) * go_2(0.0, -1.0); + result += mat4(0.30492926, -0.069422945, -0.16390763, 0.0, -0.0043285103, -0.0072050295, -0.0108781895, 0.0, 0.048721083, -0.0105444575, -0.0027602906, 0.0, 0.09317285, 0.053365745, 0.03376728, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.002269356, -0.09357455, -0.0555731, 0.0, 0.009376811, -0.0018466613, -0.004391423, 0.0, -0.07394368, -0.065170325, -0.08395192, 0.0, 0.03500888, 0.01081305, 0.0066718487, 0.0) * go_2(0.0, 1.0); + result += mat4(0.09021336, -0.16636552, 0.025003932, 0.0, 0.01079389, 0.010327037, 0.0060891113, 0.0, -0.017556215, -0.0056941574, -0.005190358, 0.0, -0.041544978, -0.021641703, -0.005560567, 0.0) * go_2(1.0, -1.0); + result += mat4(-0.06582341, 0.032331508, 0.023025641, 0.0, -0.006888802, -0.007366109, -0.009622778, 0.0, 0.057611454, 0.06791491, 0.03548702, 0.0, 0.029741313, -0.02115072, -0.041671865, 0.0) * go_2(1.0, 0.0); + result += mat4(0.07574974, 0.016732352, 0.01046223, 0.0, -0.015716823, -0.0028920243, 0.0018390373, 0.0, -0.18389195, -0.11441643, -0.1055075, 0.0, -0.0729001, -0.03686565, -0.030215835, 0.0) * go_2(1.0, 1.0); + result += mat4(-0.018894525, -0.004167179, -0.014972926, 0.0, 0.012092344, 0.008401433, 0.026395475, 0.0, -0.11119941, -0.012245911, 0.31127214, 0.0, 0.032960866, 0.06049577, 0.08025499, 0.0) * go_3(-1.0, -1.0); + result += mat4(0.017033277, 0.01354686, 0.024140825, 0.0, -0.066371396, -0.035490133, -0.044400524, 0.0, 0.10403552, -0.27156168, 0.18912019, 0.0, 0.017874612, 0.041612815, 0.052246477, 0.0) * go_3(-1.0, 0.0); + result += mat4(-0.014946708, -0.02429106, -0.030985888, 0.0, -0.03691934, -0.042938504, -0.02929483, 0.0, -0.0012160494, 0.13540258, -0.2758294, 0.0, -0.0603928, -0.07772998, -0.09162849, 0.0) * go_3(-1.0, 1.0); + result += mat4(-0.0004002234, -0.0044219927, -0.002135395, 0.0, 0.010293526, 0.027578928, 0.026176201, 0.0, 0.11936805, 0.023629628, -0.28300223, 0.0, 0.017478058, 0.03140593, 0.0192762, 0.0) * go_3(0.0, -1.0); + result += mat4(0.003015146, 0.004462068, 0.0019783478, 0.0, -0.12165661, -0.14695118, -0.09602592, 0.0, -0.027736675, 0.012857005, 0.03344232, 0.0, 0.023552643, 0.027601821, 0.03182792, 0.0) * go_3(0.0, 0.0); + result += mat4(-0.01145948, -0.015722467, -0.02066646, 0.0, 0.02099096, 0.0214942, 0.013058587, 0.0, -0.043419342, 0.18987817, 0.00077238097, 0.0, -0.012187362, -0.01101818, -0.009512806, 0.0) * go_3(0.0, 1.0); + result += mat4(-0.01003496, -0.000550755, 0.012151708, 0.0, -0.016100012, 0.022148406, -0.009785452, 0.0, 0.012985429, -0.042074054, 0.15150712, 0.0, 0.00041122726, -0.009237617, -0.012009606, 0.0) * go_3(1.0, -1.0); + result += mat4(0.016514922, -0.0015444864, 0.0012712386, 0.0, 0.034776885, 0.010597218, -0.0040258956, 0.0, -0.08650466, 0.12591134, -0.08671136, 0.0, -0.004304329, 0.0016138474, 0.0059207603, 0.0) * go_3(1.0, 0.0); + result += mat4(-0.006018593, 0.007623802, 0.0071857506, 0.0, 0.07065304, 0.073321074, 0.04883848, 0.0, 0.079749525, -0.095305495, -0.036576286, 0.0, 0.0053027375, -0.01600088, -0.020379763, 0.0) * go_3(1.0, 1.0); + result += mat4(0.0014353278, 0.009906914, 0.00056570594, 0.0, -0.021885807, -0.008028124, -0.001742557, 0.0, 0.08700665, 0.095830224, 0.10490807, 0.0, -0.0048933295, -0.07625389, -0.061595775, 0.0) * go_4(-1.0, -1.0); + result += mat4(0.02125275, 0.0009857428, -0.00137735, 0.0, 0.005915497, 0.013772777, 0.004539148, 0.0, -0.035443936, -0.02961302, -0.04131401, 0.0, -0.12169936, -0.14949232, -0.20689055, 0.0) * go_4(-1.0, 0.0); + result += mat4(-0.015341744, -0.0077026743, -0.0043482906, 0.0, -0.007135568, -0.0022823443, 0.007329001, 0.0, -0.038207117, -1.8806717e-05, 0.012055219, 0.0, 0.05211687, 0.025196811, 0.034190442, 0.0) * go_4(-1.0, 1.0); + result += mat4(0.01798635, 0.0043349164, 0.00976957, 0.0, 0.008667596, 0.0094013205, -0.0047210143, 0.0, -0.13027216, -0.27572915, -0.21776466, 0.0, 0.04239217, 0.026833871, 0.0053331805, 0.0) * go_4(0.0, -1.0); + result += mat4(-0.018382292, -0.028467784, -0.02948458, 0.0, 0.01504672, 0.009915386, 0.00028620457, 0.0, 0.01925864, 0.17856085, 0.15902345, 0.0, 0.072817296, 0.01202625, 0.016523099, 0.0) * go_4(0.0, 0.0); + result += mat4(0.014461806, 0.018162472, 0.004939947, 0.0, 0.00433307, -0.0029751821, 0.014063162, 0.0, -0.0105967205, 0.023450457, 0.007284629, 0.0, 0.015260132, 0.058815423, 0.032865442, 0.0) * go_4(0.0, 1.0); + result += mat4(-0.034523435, -0.0019650368, 0.010286419, 0.0, 0.0155394105, -0.012441901, 0.003655187, 0.0, 0.21727616, 0.04665747, 0.064619154, 0.0, -0.0538197, -0.016603155, 0.010483863, 0.0) * go_4(1.0, -1.0); + result += mat4(0.0066596246, 0.012407015, 0.010662054, 0.0, 0.015415189, -0.0072234455, -0.016844045, 0.0, -0.018253447, -0.04539969, -0.022777706, 0.0, 0.014921062, 0.01025331, 0.00094767904, 0.0) * go_4(1.0, 0.0); + result += mat4(0.007963999, 0.024802163, 0.0329328, 0.0, -0.028856168, -0.0024038341, -0.008221548, 0.0, -0.050274983, -0.019204216, -0.014420987, 0.0, -0.0041100523, 0.02075305, 0.019369813, 0.0) * go_4(1.0, 1.0); + result += mat4(0.012030763, -0.013472043, -0.0071379403, 0.0, 0.044592608, 0.059628505, 0.0329532, 0.0, -0.0048840884, -0.009070825, -0.004406241, 0.0, -0.015029522, -0.03341599, -0.014973638, 0.0) * go_5(-1.0, -1.0); + result += mat4(0.0030182474, 0.012553184, -0.00084614486, 0.0, -0.19833973, -0.18672052, -0.1924494, 0.0, -0.008076828, -0.005522177, 0.0037198463, 0.0, -0.021098163, -0.010991954, -0.007342273, 0.0) * go_5(-1.0, 0.0); + result += mat4(-0.008302836, -0.014168788, -0.0098180575, 0.0, -0.072220005, -0.08414496, -0.05447282, 0.0, -0.0056090043, -0.00043765904, -0.004061556, 0.0, 0.02473498, 0.00803538, -0.002803184, 0.0) * go_5(-1.0, 1.0); + result += mat4(-0.001754513, -0.00034364086, 0.0016426432, 0.0, -0.14016317, -0.13971362, -0.13603266, 0.0, -0.013788346, 0.0017337386, -0.001026224, 0.0, -0.009110686, -0.006945973, 0.0063988715, 0.0) * go_5(0.0, -1.0); + result += mat4(0.0129916025, 0.025389163, 0.026781, 0.0, 0.39451644, 0.37229872, 0.35705563, 0.0, -0.0039658905, 0.0058225365, 0.0032569862, 0.0, -0.016056878, 0.0051228474, 0.008477073, 0.0) * go_5(0.0, 0.0); + result += mat4(-0.0077641252, 0.010979285, 0.016919322, 0.0, 0.06312053, 0.10244354, 0.09649355, 0.0, -0.0041987957, -0.0001676132, 0.01052944, 0.0, -0.035134792, -0.011132374, -0.008417525, 0.0) * go_5(0.0, 1.0); + result += mat4(-0.0019415376, -0.0018293947, -0.008222967, 0.0, -0.117868416, -0.12365001, -0.13046348, 0.0, 0.02347851, 0.004496424, 0.008431801, 0.0, 0.037196416, 0.020106586, 0.0046503455, 0.0) * go_5(1.0, -1.0); + result += mat4(-0.0072726808, -0.0011071735, 0.0008595847, 0.0, 0.03922388, 0.06798667, 0.067601055, 0.0, 0.008911351, 0.013739831, 0.011149478, 0.0, -0.03467258, -0.006161695, 0.008909844, 0.0) * go_5(1.0, 0.0); + result += mat4(0.003808606, -0.0035716828, -0.007037296, 0.0, -0.08564177, -0.11466893, -0.11467038, 0.0, -0.0020677918, 0.005138272, -0.0023557285, 0.0, 0.038220942, -0.00028315434, -0.005084889, 0.0) * go_5(1.0, 1.0); + result += vec4(0.0013754794, 0.0020187886, 0.001720279, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UUL.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UUL.glsl new file mode 100644 index 0000000..d3554bf --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_GAN_x4_UUL.glsl @@ -0,0 +1,7277 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.3533503, -0.22744901, -0.09641403, 0.049930546, 0.21601382, 0.121875964, -0.4066155, -0.029510869, -0.15896404, -0.26784295, 0.12444282, -0.091934755, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.05173876, 0.5917674, -0.25219238, 0.36018333, 0.0018698558, -0.020742422, -0.19959457, -0.16152367, -0.3881654, -0.40024987, -0.007772714, -0.062565684, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.015751071, -0.22430539, -0.11680504, 0.17976198, 0.14656822, -0.24317218, 0.029603355, -0.058181264, 0.058493074, 0.5022527, 0.11102914, -0.009173853, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.18293951, 0.5723565, 0.28864875, -0.49024883, 0.09118296, 0.33084247, -0.024498459, 0.44283792, 0.47181615, -0.017086344, -0.32055214, 0.56722766, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.32458597, -0.18757421, -0.32922122, -0.016391084, -0.1533236, 0.18488754, 0.27331817, 0.35373816, -0.01502724, 0.33746547, -0.37427562, -0.09936772, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.6233762, 0.010086638, 0.05501213, -0.38833693, 0.18467852, 0.47564793, 0.2687248, 0.4827469, -0.43817607, 0.25323167, 0.5397538, -0.12697968, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.29222447, -0.105247036, -0.14783503, -0.06417592, 0.17500208, 0.17491722, 0.12673122, 0.21052802, 0.013908459, -0.24594653, -0.19099778, -0.0023773864, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.46258658, 0.25608945, 0.18290475, 0.38827166, 0.29616114, -0.34748495, -0.386308, -0.061988145, -0.0665722, -0.4120009, 0.14303757, -0.5645748, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(-0.14725077, -0.38539198, 0.5607759, -0.18968762, -0.45513886, -0.17619537, 0.20813458, 0.2897601, 0.23251435, 0.0005268595, 0.04932729, 0.016341167, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.00301274, 0.015373737, 0.020866359, 0.012416287); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf1 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.14643213, 0.34573826, 0.022253275, 0.093370445, 0.12842871, 0.05782831, -0.29587168, 0.105391145, -0.009612344, -0.48199305, 0.10708218, -0.06391322, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.0075725354, 0.10891411, -0.37711775, -0.33482045, 0.075842425, 0.0006257457, -0.11693903, 0.04950486, 0.50191665, -0.10584904, 0.101994015, -0.076776676, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.23182836, -0.20573832, -0.25540918, 0.1005638, 0.29947993, -0.17835905, -0.17877467, 0.026681015, -0.16849746, 0.3294309, -0.19993272, -0.04395935, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.29155123, -0.012395516, 0.3944017, 0.057145286, -0.053443987, 0.06875274, -0.044569965, -0.13700297, 0.26493445, 0.07362078, -0.04562383, -0.3087175, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.14925154, 0.014966679, 0.15118442, 0.27622026, 0.14897393, 0.47124943, 0.3271807, 0.6352069, -0.21967705, -0.04371573, 0.34770805, 0.14594477, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.55078465, -0.25394475, 0.06182166, -0.08577288, 0.12739705, -0.35062942, 0.26408008, -0.09406672, 0.28381905, -0.0075195543, -0.27176276, 0.5115337, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.4059103, 0.09464142, -0.30987218, 0.07346718, 0.16917384, -0.39596874, 0.06289742, -0.48918217, -0.34323612, -0.25985125, 0.048182715, 0.23947199, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.30781844, -0.075438604, 0.079587184, -0.341671, -0.2998036, 0.44415385, 0.29075965, -0.019560292, -0.0062685623, 0.4052073, -0.32235056, -0.5399795, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.048963144, -0.20907535, 0.22934057, 0.14790095, -0.29026937, 0.40542123, -0.25430593, -0.00913707, -0.2250077, -0.17099477, 0.07582159, 0.16813178, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(0.0648949, 0.028727708, -0.0060908287, 0.04652166); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf2 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.26204622, 0.4223293, -0.08510012, 0.019453628, -0.017182587, 0.40875512, -0.3000382, 0.2466832, 0.18032596, -0.13804369, 0.23681472, -0.5184114, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.2840186, 0.14369252, -0.0046741674, 0.12592295, 0.10657679, -0.038042028, -0.07698588, 0.27475855, 0.12976117, -0.2198779, 0.46100235, -0.22570461, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.16426864, -0.043802097, -0.14111784, -0.036953557, -0.32212126, 0.07034313, 0.099273205, -0.18979223, 0.1203169, 0.16851273, -0.095204584, 0.41846615, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.011586374, -0.4041288, 0.02327077, -0.038964503, -0.020300997, 0.03858248, -0.016609106, 0.4671461, -0.05677658, -0.1051009, 0.32721362, 0.025792936, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.15935725, 0.578516, -0.6138353, -0.21297511, 0.39311242, -0.39518067, 0.07517545, -0.592613, 0.14880066, -0.27320826, 0.07287175, -0.48092732, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.18682362, 0.09657896, -0.014692581, -0.33343104, -0.25030813, 0.08155329, 0.2331368, 0.057343826, -0.4811021, -0.0041507008, 0.28470665, 0.20497215, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.1067868, -0.05718925, -0.20147423, 0.23770608, -0.42711017, 0.21191151, -0.011552215, -0.22620037, 0.39481977, -0.30003747, 0.09253048, -0.07504313, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(-0.27101615, -0.5613797, -0.05610472, 0.2528841, -0.5252947, 0.3716928, 0.06479668, 0.020567236, -0.033534806, -0.13467468, 0.19145517, 0.010775708, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.07840132, 0.26650423, 0.28004074, 0.24665453, 0.3865472, 0.013721022, -0.1948635, -0.013643245, 0.44512212, -0.21704042, -0.52104753, 0.51656127, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.035768427, -0.001056053, 0.0340295, 0.006839878); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf3 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.32331285, -0.030736726, 0.0042050784, 0.010926396, -0.23282023, -0.08763307, 0.37141582, 0.19859134, -0.1666083, -0.04315098, 0.07296003, 0.2861034, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.21563695, 0.14021617, 0.051348813, 0.4983129, -0.34992227, 0.18443501, -0.24389337, 0.06418108, -0.20921838, 0.18868116, -0.2684946, 0.55774176, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(-0.024550043, -0.10363326, 0.1043099, -0.14632092, 0.17236416, -0.16043803, 0.38332343, 0.024406519, -0.03126577, 0.20712042, -0.037903644, -0.13856749, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.07120149, -0.33019403, 0.33729857, -0.4915631, 0.4082891, -0.15672709, 0.0030756786, -0.43779042, 0.097300366, 0.002372967, 0.368441, 0.17531842, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.24669729, 0.35728258, 0.26481852, -0.32095483, -0.031781197, 0.5217997, -0.4768402, -0.3411008, -0.093396775, 0.31235504, 0.17860144, -0.09074654, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(0.34211978, -0.067475505, -0.11130485, -0.027638488, 0.037768893, -0.1094967, -0.07283058, 0.5916835, 0.28903356, 0.0857213, -0.0060110637, -0.04816759, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(0.3059696, 0.14136712, -0.32771704, -0.17229499, -0.14343582, 0.3470735, 0.3778098, -0.34243533, 0.2264067, -0.24548753, 0.38490316, 0.058428574, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.1412657, 0.33788598, -0.2157324, 0.040746648, -0.21837659, 0.33166492, 0.12508798, 0.4859738, -0.16807358, -0.22612841, -0.051258437, -0.24188246, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.04993394, -0.33221748, -0.044392366, -0.3946246, -0.30577514, 0.13761942, -0.022273945, 0.21460211, 0.19924824, 0.043031078, -0.22369152, -0.13072547, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.0057866867, -0.031637643, 0.0723021, 0.04260856); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf4 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(-0.06263417, -0.015899068, -0.06673424, -0.29330692, 0.27661222, 0.21981683, 0.009470586, 0.09138456, 0.44470203, 0.1370112, 0.25888672, -0.26252735, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.16853511, -0.56013334, -0.083473705, -0.31337133, 0.020068824, -0.56741786, 0.23128, 0.033934496, -0.39917204, 0.006675525, -0.19767813, 0.24100189, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.2767365, -0.21478292, 0.19800368, 0.04981372, -0.43988076, 0.13038118, -0.0023825555, -0.041225314, 0.055087563, 0.11922491, -0.36424643, 0.24521022, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.054674063, -0.17308263, 0.06928539, 0.13456745, -0.1371371, 0.06866367, 0.28848526, 0.4235249, 0.08625838, -0.14268667, 0.10068345, -0.09432318, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(0.04889649, 0.4082082, 0.2460249, -0.3526585, 0.06668635, 0.054053612, -0.14569403, 0.4200826, 0.043631364, 0.09612367, 0.27758798, 0.30841815, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.6218072, -0.16005784, -0.388552, 0.35026243, 0.21814698, 0.12549512, 0.25294197, -0.6248336, 0.53151983, -0.05606831, 0.21320722, 0.0833118, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.0938141, -0.045953494, -0.056681573, -0.1889846, -0.22944446, -0.15354922, 0.39270183, 0.05020913, 0.13824314, -0.2219286, 0.17828543, -0.15948938, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.52495337, -0.074113816, -0.40637568, 0.1596743, 0.11383307, 0.3346896, -0.24222933, -0.21050623, 0.254895, 0.47635737, -0.25384998, -0.28989154, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.012225922, 0.03979189, 0.5064567, 0.34305865, -0.1555728, -0.08338589, -0.32082558, 0.34781134, -0.4321089, -0.1193855, -0.1264447, -0.10376585, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.020296605, 0.008579932, -0.0016261942, 0.025361473); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x3 +//!HOOK MAIN +//!BIND MAIN +//!SAVE conv2d_tf5 +//!WIDTH MAIN.w +//!HEIGHT MAIN.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (MAIN_texOff(vec2(x_off, y_off))) +vec4 hook() { + vec4 result = mat4(0.1363371, -0.15540521, -0.31718272, 0.016195117, -0.11684813, 0.035514772, 0.036139056, -0.07166461, 0.18743914, 0.2597766, 0.40419564, 0.18188365, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, -1.0); + result += mat4(-0.3009684, 0.022765834, -0.18049309, -0.08467225, -0.38133445, 0.5031245, -0.08499587, -0.05829229, 0.29517335, 0.5049954, -0.34550402, 0.028938027, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.08297039, 0.40598175, 0.17898728, 0.09962402, 0.144094, -0.63257754, -0.17135625, 0.040128335, -0.44739345, 0.2947188, 0.16830204, -0.042169526, 0.0, 0.0, 0.0, 0.0) * go_0(-1.0, 1.0); + result += mat4(0.6079493, 0.10111115, 0.07312328, 0.32797632, 0.04438061, 0.13169874, -0.25383157, -0.2082139, -0.21848431, -0.6352441, -0.21146472, -0.16604403, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.072281, 0.15862514, 0.43191755, 0.11540132, 0.31328815, -0.5315003, -0.011417991, -0.05334168, -0.098632924, -0.1280698, 0.39636084, -0.22470373, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 0.0); + result += mat4(-0.09620375, 0.32031366, -0.28081584, -0.10667898, -0.22725722, 0.30929953, -0.13856508, 0.52870595, 0.3426154, -0.25681826, -0.5286905, 0.22251737, 0.0, 0.0, 0.0, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.116833046, -0.010033731, -0.10660418, 0.20258091, -0.16682866, 0.10652147, 0.2892288, -0.46506444, 0.11439509, -0.087319046, 0.13385743, 0.018403474, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, -1.0); + result += mat4(0.25397176, 0.06900933, -0.032205634, -0.35559848, -0.4572871, 0.04391792, -0.079241835, 0.23730846, -0.14349656, 0.29821903, -0.12540016, 0.017602116, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 0.0); + result += mat4(0.10184281, -0.4598769, -0.037037294, -0.0764841, -0.019283077, 0.07611817, 0.4753825, 0.3533474, 0.0929917, -0.07361922, -0.08772396, 0.054960705, 0.0, 0.0, 0.0, 0.0) * go_0(1.0, 1.0); + result += vec4(-0.01772409, 0.0043326668, -0.0016441033, 0.045143403); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!SAVE conv2d_2_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08708938, 0.04659238, 0.0176195, 0.07332214, -0.0033999549, 0.10378978, 0.009203801, -0.14674269, 0.04196428, -0.13389935, -0.010313743, 0.09525925, -0.04273685, 0.0049842685, -0.04782435, -0.10746269) * go_0(-1.0, -1.0); + result += mat4(-0.058692954, 0.029742118, 0.02237111, -0.17435773, 0.06456037, -0.03019781, 0.12503268, 0.028526554, 0.060585566, -0.09827803, 0.074175954, -0.18172584, -0.11584838, -0.07831707, -0.05294304, -0.0106923) * go_0(-1.0, 0.0); + result += mat4(-0.031584334, 0.014252643, -0.07162117, -0.06419199, -0.14218293, 0.00710674, 0.11762262, 0.046548527, -0.012062736, 0.013610702, -0.025224337, 0.012470503, 0.047743093, -0.075982004, 0.1325312, -0.07263824) * go_0(-1.0, 1.0); + result += mat4(-0.047091287, -0.12622702, -0.0012906026, 0.18104114, 0.100165896, 0.066891655, -0.0131071415, 0.03407408, 0.028450029, -0.115760155, -0.10819326, 0.1681725, -0.09913577, -0.13076334, 0.026878573, -0.053143714) * go_0(0.0, -1.0); + result += mat4(0.083894186, -0.14141738, 0.018934235, 0.031809587, 0.0003192794, 0.16290024, 0.07099023, 0.06556816, -0.19284101, -0.1453399, -0.0347245, -0.16616164, 0.024881344, 0.0021642817, -0.010100748, 0.0022466371) * go_0(0.0, 0.0); + result += mat4(0.0015557132, -0.05879126, -0.11525318, -0.10813486, 0.05760118, -0.021399507, -0.01548577, -0.004455722, -0.04850293, -0.042879056, -0.003998145, 0.111359306, -0.06351688, 0.045401093, 0.05995017, -0.1578649) * go_0(0.0, 1.0); + result += mat4(-0.04430244, -0.17245962, 0.022892194, -0.0692075, 0.104717515, 0.22675191, -0.13639514, -0.24593934, 0.063342735, -0.039179243, -0.029122557, 0.081671625, 0.14092505, -0.05549872, -0.0015202744, -0.06510917) * go_0(1.0, -1.0); + result += mat4(-0.15706699, -0.08377132, 0.022466531, -0.08059759, 0.027087238, 0.077262625, -0.14656287, 0.039614383, -0.19745086, 0.11043986, -0.0401111, -0.12457788, -0.011985427, 0.07006254, 0.047804836, -0.047927663) * go_0(1.0, 0.0); + result += mat4(-0.05709865, -0.049263585, -0.003258465, 0.05460852, 0.07713213, 0.025197832, 0.0019068273, 0.043446306, -0.095132224, 0.078292005, -0.04904267, 0.024313621, -0.12302135, -0.017898448, 0.024541078, 0.043991778) * go_0(1.0, 1.0); + result += mat4(0.12130153, 0.13911717, -0.04002126, -0.012871448, 0.07198464, 0.061591096, -0.019099334, -0.044026095, 0.09875178, 0.038835593, 0.04762761, 0.02498281, 0.011129141, 0.06378831, 0.06722678, -0.035866793) * go_1(-1.0, -1.0); + result += mat4(0.021273244, -0.07664181, 0.020639688, 0.015514086, -0.084263824, -0.07051794, 0.19240531, 0.046613134, 0.12619096, -0.0841264, 0.06217318, 0.07779716, -0.0963043, -0.10395887, 0.10938819, -0.015793487) * go_1(-1.0, 0.0); + result += mat4(0.08900367, 0.04946518, -0.029467355, 0.19663785, 0.15667154, -0.06690711, -0.052032534, -0.07847095, -0.033235654, 0.013093368, 0.03985917, -0.003270095, -0.11114758, -0.07755963, 0.07329337, -0.076278694) * go_1(-1.0, 1.0); + result += mat4(0.0027995422, 0.16994986, -0.08697692, -0.048091117, 0.035887104, 0.104790725, -0.0185358, -0.114902504, -0.0086569665, -0.19674753, -0.19395138, 0.36074165, 0.122156605, 0.019258482, 0.17046979, 0.060137603) * go_1(0.0, -1.0); + result += mat4(0.33356494, -0.101638936, -0.06131229, 0.048196703, 0.051127058, -0.044123553, 0.1780188, -0.0060462723, 0.050072145, 0.10497221, -0.50412345, -0.13448112, 0.0039893296, -0.08189366, -0.014733551, -0.10818881) * go_1(0.0, 0.0); + result += mat4(0.08261372, 0.014334234, 0.06299999, -0.075371794, -0.013736871, 0.012646158, -0.017394906, -0.089395225, -0.11433234, -0.029857801, -0.15656807, -0.091527075, 0.04103622, -0.03363836, 0.016624201, -0.0036849768) * go_1(0.0, 1.0); + result += mat4(-0.089841746, -0.06712061, 0.0527433, 0.082320526, -0.09120961, 0.050347377, -0.083178505, -0.08866272, -0.30313447, 0.11056798, 0.039219193, 0.07410963, 0.109322, 0.023776324, 0.12524699, -0.046025153) * go_1(1.0, -1.0); + result += mat4(0.084889896, -0.02918896, -0.09925119, -0.14783289, 0.17182311, -0.043737527, 0.037526473, -0.17095155, -0.4175669, 0.15075697, 0.08397851, -0.28285104, -0.15052564, 0.07753146, -0.055382084, -0.15306537) * go_1(1.0, 0.0); + result += mat4(0.05967354, 0.051270448, -0.088853374, 0.049626883, -0.045383934, 0.13075307, -0.013855193, 0.047234938, -0.13003716, 0.039057475, -0.20150818, 0.040109437, -0.010030361, 0.030319337, 0.032642324, -0.0369973) * go_1(1.0, 1.0); + result += mat4(-0.11543896, -0.017050894, -0.040339563, -0.028520064, -0.118439436, -0.07984377, 0.06831455, 0.15654051, -0.10115956, -0.2438409, 0.03736607, 0.12006528, -0.030477092, 0.011096038, 0.090815105, -0.0080058575) * go_2(-1.0, -1.0); + result += mat4(-0.06911358, 0.13267697, 0.14862104, -0.122848585, -0.17625184, -0.049463, -0.002210975, -0.0016514618, -0.10551103, 0.049154796, -0.0059836735, -0.105834186, 0.045391332, 0.09249315, -0.05793856, 0.067292385) * go_2(-1.0, 0.0); + result += mat4(-0.24482736, 0.059108716, -0.04583969, 0.08149522, 0.038962405, -0.042384293, -0.16724457, 0.02524365, 0.015999155, 0.0070147645, 0.05964749, -0.10706486, 0.026456963, 0.10617896, 0.15457928, 0.0120201) * go_2(-1.0, 1.0); + result += mat4(0.002382453, 0.1583132, -0.119973324, -0.0662401, -0.051640294, -0.0645128, -0.110066466, -0.04342153, -0.14796777, -0.00039787247, 0.06748297, 0.0036247273, -0.011881037, -0.16956528, 0.06889993, -0.20386338) * go_2(0.0, -1.0); + result += mat4(0.04101473, -0.24010769, 0.07311098, 0.54965353, -0.031760268, -0.028548244, 0.007514783, 0.04082258, -0.12587978, 0.10660041, 0.09860443, 0.06298276, -0.24874538, -0.027837105, 0.113290355, -0.107948154) * go_2(0.0, 0.0); + result += mat4(0.0003876406, -0.19534513, 0.12379949, 0.07418096, -0.05533002, 0.047913224, -0.095136575, -0.12830766, -0.045669492, 0.185782, 0.04429183, 0.021345537, 0.10170289, 0.012268334, 0.096150115, -0.13675393) * go_2(0.0, 1.0); + result += mat4(0.05352713, 0.10207215, -0.010504756, -0.08227354, -0.076499715, 0.007048693, 0.11185653, -0.0051883636, -0.096731015, -0.061566096, 0.06507135, -0.07496023, 0.06526383, 0.10773065, -0.02371179, -0.21231008) * go_2(1.0, -1.0); + result += mat4(0.065640226, -0.16055715, -0.19217896, -0.05266687, 0.043354426, 0.045996726, -0.12625614, -0.029164605, 0.009326327, 0.042128403, 0.17456397, -0.050843943, -0.0075650285, -0.03034361, 0.013880486, -0.069626965) * go_2(1.0, 0.0); + result += mat4(0.02068093, -0.04793541, -0.05546937, -0.032140132, 0.047307517, 0.051807012, 0.14029732, 0.00962683, -0.20456147, 0.18020096, -0.057128564, -0.13336244, -0.097290166, -0.004158448, -0.0600105, -0.009708849) * go_2(1.0, 1.0); + result += mat4(-0.032483056, 0.049853362, 0.021696301, -0.11219753, -0.02661955, -0.04607841, -0.014198818, -0.09468194, 0.021559052, -0.080357395, -0.032584, -0.00885768, 0.04445862, 0.067003295, -0.1003419, -0.05509865) * go_3(-1.0, -1.0); + result += mat4(-0.09067386, -0.1386776, -0.12894848, -0.09361908, 0.02725302, -0.082450785, 0.12913284, 0.017119015, 0.15628017, -0.04700464, 0.00830486, 0.038818985, 0.17048013, -0.07656522, -0.1224087, 0.07130913) * go_3(-1.0, 0.0); + result += mat4(-0.10417896, 0.016383825, 0.0073449006, -0.02711082, -0.037189025, -0.05160864, 0.05315494, -0.15611887, -0.04386266, -0.006611247, 0.14843988, -0.057192847, -0.023183309, -0.10346375, -0.06267799, 0.012322414) * go_3(-1.0, 1.0); + result += mat4(0.040689304, -0.18189529, -0.26992813, 0.12790182, 0.03878656, -0.0086402325, -0.0062929667, 0.06780035, 0.03195707, -0.035672437, 0.046817735, 0.06547671, 0.06372769, 0.05873523, 0.0021298856, 0.06129574) * go_3(0.0, -1.0); + result += mat4(-0.15713263, 0.035817664, -0.13872449, -0.044261634, 0.017223932, 0.009535214, 0.02511802, -0.04312037, 0.2664413, -0.0004277838, -0.15829046, 0.042596318, -0.00805113, -0.13120481, -0.0733825, 0.08075464) * go_3(0.0, 0.0); + result += mat4(0.019398525, -0.0021273023, -0.03635706, -0.014393008, -0.10642934, -0.1029655, -0.061802495, -0.15563649, 0.0645076, 0.14106958, 0.0996616, 0.03687089, 0.040620163, 0.075092375, -0.0925888, 0.020441564) * go_3(0.0, 1.0); + result += mat4(-0.12587729, 0.0013070012, 0.29089248, 0.059036452, -0.08924182, 0.091031685, -0.054014005, -0.10328428, 0.16332959, 0.053554036, -0.060469497, 0.040602013, -0.020064002, -0.08867987, -0.056540344, 0.008176135) * go_3(1.0, -1.0); + result += mat4(-0.035839718, 0.17201564, -0.24358493, -0.42401767, 0.09609074, 0.117533326, 0.02838792, -0.08895278, 0.017642612, -0.111211434, -0.050840933, -0.10403978, 0.033970676, -0.011216638, -0.04472192, 0.19342601) * go_3(1.0, 0.0); + result += mat4(0.0710926, 0.641456, 0.071938366, 0.1315065, -0.100831784, 0.1266041, 0.022571024, -0.07433246, -0.027134081, -0.03542851, -0.09404876, 0.022775577, -0.12099732, -0.01867027, -0.1062645, 0.13310277) * go_3(1.0, 1.0); + result += mat4(0.08233717, -0.04114099, 0.03508527, -0.15586078, -0.06144648, 0.114622496, 0.093427174, -0.07340158, -0.051627956, -0.07738936, 0.020813083, 0.06746887, -0.11991759, -0.051451, 0.053755388, 0.03875834) * go_4(-1.0, -1.0); + result += mat4(-0.040174812, 0.059218626, -0.06302023, 0.053127743, -0.014231688, 0.054382488, 0.068063706, 0.06149745, -0.01953451, -0.0713229, -0.02160103, -0.036886152, -0.0014814946, -0.055175968, 0.037955247, 0.005871771) * go_4(-1.0, 0.0); + result += mat4(-0.12535378, 0.17881174, 0.03780218, -0.012425667, 0.017902097, 0.09599461, 0.056568086, 0.25071, 0.0293225, -0.23321061, 0.12753327, -0.06956542, -0.06286754, -0.004013887, 0.03493985, -0.09810219) * go_4(-1.0, 1.0); + result += mat4(0.056827508, 0.16744581, 0.122243635, -0.068847984, 0.0877093, -0.24348012, -0.19141406, -0.055104826, -0.036792528, -0.0061125075, -0.0357928, -0.049301486, -0.002318358, 0.01462026, -0.044582937, 0.21821599) * go_4(0.0, -1.0); + result += mat4(-0.022950336, -0.08541699, -0.032364532, 0.073656, 0.28598115, -0.24147618, -0.40594783, -0.095169015, 0.030378088, -0.088105105, -0.018130457, 0.027292483, -0.053477596, 0.051044784, 0.057199217, 0.055807877) * go_4(0.0, 0.0); + result += mat4(-0.0029876707, 0.04961822, 0.14974596, -0.033321217, -0.16732486, -0.072705135, 0.013969497, -0.122740515, -0.08462876, -0.034225795, -0.014655614, -0.119398855, 0.09157269, -0.09268603, 0.050344553, -0.027266093) * go_4(0.0, 1.0); + result += mat4(0.15940595, -0.06773035, -0.018085696, -0.05118593, 0.0023117135, 0.086401805, -0.1512883, 0.064325646, -0.07582622, -0.17029655, -0.024559846, 0.030658428, 0.017730433, -0.08367396, 0.08823815, 0.05915384) * go_4(1.0, -1.0); + result += mat4(-0.038727205, 0.1089172, -0.057072043, -0.033894695, -0.14285448, 0.20544271, 0.17861229, -0.30484465, -0.03715663, -0.14572927, 0.060733713, 0.04181215, 0.09678157, -0.08408126, 0.0048096497, -0.065996654) * go_4(1.0, 0.0); + result += mat4(-0.07415517, 0.06777419, 0.026038412, -0.03502717, -0.13852024, 0.03202735, 0.02515385, 0.022922166, -0.09077502, 0.16230436, -0.0026498823, -0.015043002, 0.12700108, 0.057081882, 0.013029471, -0.030657085) * go_4(1.0, 1.0); + result += mat4(-0.12694584, 0.06294908, -0.117676765, -0.036909055, -0.044873755, -0.0039995643, 0.13362706, 0.050012905, -0.13367924, 0.07597831, 0.3819285, -0.28275692, -0.14412177, -0.2565575, 0.11027837, -0.12053281) * go_5(-1.0, -1.0); + result += mat4(-0.09367519, -0.14608231, -0.036556866, 0.01272179, 0.038633876, -0.003591367, 0.054400835, -0.010012759, -0.47939613, -0.019259147, 0.27748987, -0.104456015, -0.24190706, -0.06932349, 0.034514233, -0.35891885) * go_5(-1.0, 0.0); + result += mat4(-0.09559999, -0.048616488, 0.085638076, 0.008076739, 0.0872326, -0.08019889, 0.030777529, 0.019932257, 0.13578339, -0.11825049, 0.025971292, -0.24859837, 0.038768515, -0.18231516, -0.035713304, -0.0077301646) * go_5(-1.0, 1.0); + result += mat4(0.06128232, 0.080365516, 0.085317336, 0.23043136, -0.0345303, -0.09263342, -0.14098871, 0.065698296, 0.07305724, 0.1363207, 0.4074649, 0.06484066, -0.1677743, -0.07320494, -0.046586398, -0.14663507) * go_5(0.0, -1.0); + result += mat4(-0.26134238, -0.23036079, -0.13700944, -0.12379771, -0.085245565, 0.11716101, -0.011996683, -0.26328242, 0.76210666, 0.13128199, -0.4613038, -0.056481987, -0.04179439, -0.15293704, -0.031928822, 0.0028633792) * go_5(0.0, 0.0); + result += mat4(0.0701609, -0.044659905, -0.10519638, -0.02951965, -0.01773976, -0.09793353, -0.02663125, 0.025931468, 0.120253704, 0.107959, -0.2286903, 0.100008205, 0.019919766, -0.09379937, -0.03755325, -0.029165376) * go_5(0.0, 1.0); + result += mat4(0.12762111, 0.10005725, -0.020744884, 0.2261955, 0.0005694905, 0.023153208, 0.10108641, 0.06778726, -0.24574086, 0.26147386, -0.087716095, -0.35164383, 0.014982804, -0.04352452, 0.01995192, 0.070767686) * go_5(1.0, -1.0); + result += mat4(0.15459362, 0.0076204417, 0.12653103, 0.02246474, -0.102647394, 0.0890142, -0.07186823, -0.056002736, 0.01860861, 0.39250594, 0.25675145, 0.025204277, -0.20314611, 0.072741225, -0.07994986, -0.12488336) * go_5(1.0, 0.0); + result += mat4(-0.15671712, 0.12742579, 0.055502348, 0.09266183, -0.0138254035, 0.09349572, -0.0042213756, -0.111673295, -0.0023075854, -0.042950034, 0.22849235, 0.17697562, -0.13718896, 0.1530634, -0.01904453, 0.0029579364) * go_5(1.0, 1.0); + result += mat4(0.1002453, -0.0038715068, 0.08157385, -0.114144556, -0.10114003, -0.030322842, 0.1687901, 0.08137869, -0.018950412, 0.31931, 0.07726896, -0.01260731, -0.013306181, 0.012990402, 0.023081424, 0.024108054) * go_6(-1.0, -1.0); + result += mat4(0.016639968, -0.19199537, 0.12305707, 0.13543534, -0.12219802, 0.1590638, 0.093846135, -0.041526478, -0.19725557, 0.042915337, 0.021230828, 0.18341881, -0.07749526, -0.33567867, 0.1510488, -0.24736325) * go_6(-1.0, 0.0); + result += mat4(0.33647043, 0.043974105, -0.015270659, 0.34443954, 0.20130455, 0.13922754, 0.052082468, 0.04199112, 0.11493087, -0.055187847, -0.011534877, 0.01592477, 0.15338206, 0.08678507, -0.19229794, 0.13954975) * go_6(-1.0, 1.0); + result += mat4(-0.04917488, 0.011107744, 0.07049515, -0.21489471, -0.17595087, -0.12529567, 0.09190301, 0.11845325, -0.024334827, 0.32111624, 0.0024534697, -0.19983491, 0.16408783, -0.052561633, 0.08617242, 0.042390704) * go_6(0.0, -1.0); + result += mat4(0.028817827, 0.28836212, -0.048137162, 0.12320664, -0.097087085, -0.2842122, 0.00085189304, 0.06633536, -0.24821767, 0.045060735, 0.035565082, 0.16810042, -0.13840207, -0.04403226, -0.25070003, -0.4041356) * go_6(0.0, 0.0); + result += mat4(-0.22197938, -0.08768923, 0.045177262, -0.078506745, 0.08253066, 0.016144753, 0.1645656, -0.028598493, -0.07849487, -0.07094212, 0.057455402, 0.00037928123, 0.0972565, -0.10698883, 0.013749269, 0.24829234) * go_6(0.0, 1.0); + result += mat4(0.052576844, 0.08776649, -0.17621052, 0.08209505, -0.11818109, -0.19763248, 0.20851502, 0.23726037, -0.04153201, 0.14402445, 0.14808771, -0.26490554, 0.023291918, -0.012744647, 0.01284057, 0.057120457) * go_6(1.0, -1.0); + result += mat4(-0.03312023, 0.18762802, -0.065782025, 0.37418395, 0.03296075, -0.13471349, -0.000604518, -0.11046129, -0.040362366, -0.05119359, -0.060928266, 0.0076234927, 0.004223431, -0.2519941, -0.03538203, 0.26457635) * go_6(1.0, 0.0); + result += mat4(-0.09241529, -0.16896167, -0.26097003, -0.03554997, -0.07486264, 0.12789203, -0.022967441, 0.037033424, 0.01006943, -0.041292597, 0.048790745, -0.02055147, -0.07281084, 0.10865022, -0.08581465, -0.11227524) * go_6(1.0, 1.0); + result += mat4(-0.10940675, -0.19411772, 0.055769432, 0.024340319, -0.00645665, 0.056368824, 0.043865785, 0.020037498, -0.16133311, 0.01766112, -0.08227002, 0.14941923, -0.021099616, -0.18266949, 0.09612128, -0.14281271) * go_7(-1.0, -1.0); + result += mat4(0.03217922, 0.05612644, -0.033255585, -0.056363396, 0.024762414, 0.21498744, -0.0072923806, -0.0851579, -0.02493222, 0.18570428, -0.001326312, -0.080563165, -0.1915287, -0.0854206, 0.21276848, -0.19071062) * go_7(-1.0, 0.0); + result += mat4(-0.008697236, -0.05907871, -0.03935557, -0.12401368, -0.28379413, 0.088884436, 0.10571658, 0.10813083, -0.0816413, 0.14360937, -0.056890983, 0.066707395, 0.09237749, -0.03639047, 0.0149323, -0.08099579) * go_7(-1.0, 1.0); + result += mat4(0.14562428, -0.41132495, -0.09468721, 0.12390293, -0.35304794, -0.0978397, 0.10259785, -0.059098184, -0.18376185, -0.11395008, 0.06149591, -0.061300837, 0.030855265, -0.029505031, -0.08134364, 0.052349824) * go_7(0.0, -1.0); + result += mat4(-0.054168303, 0.14281495, -0.1929224, 0.06413072, -0.25336048, 0.0947037, 0.08503807, -0.2678951, -0.0956869, -0.0028941594, 0.12420388, 0.09337278, -0.22638662, 0.20074275, 0.27849185, -0.10343632) * go_7(0.0, 0.0); + result += mat4(-0.10784557, -0.09003896, -0.046144225, 0.04472689, -0.048930172, -0.042827412, 0.02361569, 0.048961647, -0.12720263, -0.19882552, 0.032855414, 0.018087896, -0.006664184, 0.061284702, 0.040077087, 0.06483349) * go_7(0.0, 1.0); + result += mat4(-0.09102824, 0.19297811, 0.079428986, -0.1140786, 0.08065769, 0.11470058, -0.05182968, -0.0031918169, 0.057114378, -0.07034676, 0.05162736, -0.13989258, -0.0007428154, 0.14386162, -0.22555909, 0.031960685) * go_7(1.0, -1.0); + result += mat4(-0.060471173, 0.009634131, 0.03902269, 0.09661466, -0.24774061, -0.05557977, 0.012585905, -0.02392872, 0.114676595, -0.017493265, 0.110723615, -0.09117071, 0.1765386, -0.099044226, 0.08444831, 0.1444548) * go_7(1.0, 0.0); + result += mat4(0.06494709, 0.038754467, -0.0029358356, -0.14191265, 0.0057709096, -0.17836918, 0.0835745, -0.13418244, 0.006400464, 0.12102691, 0.015754992, -0.082292266, 0.013177254, -0.15339093, -0.03636538, 0.009245474) * go_7(1.0, 1.0); + result += mat4(0.12107869, 0.005942261, 0.053359907, -0.04101948, 0.13175036, 0.076938406, -0.080700554, -0.09937644, -0.059118178, 0.01999205, -0.12440703, -0.17912516, 0.099387065, 0.12858933, -0.13126332, -0.07864274) * go_8(-1.0, -1.0); + result += mat4(0.015471563, -0.093275815, -0.07918882, 0.015113541, 0.034789484, 0.005147553, -0.035894252, 0.012473097, 0.17425276, -0.06431719, 0.053038493, 0.07075733, -0.13703232, -0.108021386, 0.08097401, -0.09084637) * go_8(-1.0, 0.0); + result += mat4(0.22216305, 0.06436357, 0.04725549, -0.009216946, 0.12172688, 0.13367362, 0.17289402, -0.027260972, 0.0316388, 0.047867503, 0.044632692, 0.13161063, 0.01681034, -0.117173694, -0.11198718, -0.090385385) * go_8(-1.0, 1.0); + result += mat4(-0.04448494, -0.09054891, 0.10193784, 0.10481165, 0.09505045, 0.09442895, 0.059165824, -0.017999176, 0.19332564, -0.13344298, 0.043347962, -0.009198223, -0.077678666, 0.07262827, -0.054718617, 0.2462452) * go_8(0.0, -1.0); + result += mat4(-0.14460659, 0.19911581, -0.011829462, -0.24477552, 0.10222534, 0.17500538, -0.088302314, -0.03723031, 0.22934242, 0.033233006, 0.076508425, 0.086021885, 0.076261, -0.02892584, -0.1842937, 0.28159407) * go_8(0.0, 0.0); + result += mat4(-0.05750402, 0.08285725, -0.20076582, 0.017502094, -0.111210905, -0.20192915, 0.027090786, 0.13547169, 0.034292024, -0.009578894, 0.09613332, -0.012890754, -0.24042566, 0.11162173, 0.061244607, 0.106738865) * go_8(0.0, 1.0); + result += mat4(-0.0056016557, -0.07016059, 0.015586803, 0.113896616, 0.036264896, -0.07797885, -0.10836503, -0.008504698, 0.09010728, 0.008030681, -0.14481634, 0.094113514, -0.11525783, -0.16482571, 0.16644086, 0.18656185) * go_8(1.0, -1.0); + result += mat4(-0.15490383, -0.010732233, 0.15570381, 0.013117034, -0.023504725, -0.08264894, 0.05413935, 0.02167481, 0.02526282, 0.07887943, -0.18842192, 0.046029042, -0.035524786, -0.0850923, 0.058897875, -0.015918015) * go_8(1.0, 0.0); + result += mat4(0.020360103, -0.012570338, 0.08877764, 0.02096158, 0.04831387, 0.096580565, -0.059062235, 0.027416367, 0.16610818, -0.048174858, 0.014525945, 0.10096015, 0.11185447, -0.1518419, 0.013404751, -0.023205053) * go_8(1.0, 1.0); + result += mat4(-0.04306929, -0.073872276, -0.017753715, -0.009508062, -0.06119793, 0.10653636, -0.13039438, -0.24057238, -0.010483553, 0.016872346, 0.056444157, 0.03830218, 0.0059971744, -0.034371436, 0.036614515, 0.08423129) * go_9(-1.0, -1.0); + result += mat4(0.09289988, -0.06163418, 0.17578109, -0.091560215, -0.1247038, 0.09502665, -0.1327171, -0.27483323, -0.036985267, -0.056237724, -0.02098289, 0.103276916, -0.12641357, -0.007150088, 0.07125758, -0.01968212) * go_9(-1.0, 0.0); + result += mat4(0.04571787, 0.09795907, -0.050483674, -0.011451801, -0.10090189, 0.17867349, 0.06240289, 0.03660141, 0.09306018, 0.0099239815, -0.10751435, -0.13398375, 0.0018341575, 0.076876044, 0.013059743, -0.001757958) * go_9(-1.0, 1.0); + result += mat4(0.03580767, -0.0920832, -0.048678134, -0.08585588, -0.25861412, -0.34989825, 0.13219722, -0.23836084, -0.031598125, -0.1980442, -0.10422264, 0.13378029, -0.06057577, -0.02566017, 0.07589835, -0.06603067) * go_9(0.0, -1.0); + result += mat4(-0.038895957, 0.10479996, -0.021055168, 0.002985772, -0.020986749, 0.19991115, 0.3909512, -0.18155256, 0.11361141, 0.1263755, -0.1411, 0.23717235, 0.04549265, -0.047232505, 0.0017680351, 0.034420468) * go_9(0.0, 0.0); + result += mat4(-0.06257207, -0.097900964, -0.050873708, -0.116532296, -0.45115742, -0.37410742, 0.004776952, -0.012661815, -0.03602844, -0.13416661, 0.06795347, -0.2639946, -0.043392774, -0.013479449, -0.018292706, 0.06350002) * go_9(0.0, 1.0); + result += mat4(0.029981725, -0.14732479, -0.08568945, -0.05040381, 0.05038456, -0.21006814, -0.06465483, 0.2622558, -0.14217721, -0.07141784, 0.10449286, -0.06247594, -0.008926917, 0.066042386, 0.024682269, 0.0019684169) * go_9(1.0, -1.0); + result += mat4(0.06684293, -0.06025172, -0.017142097, 0.019198751, -0.16248102, 0.07748216, 0.1356666, 0.10687109, 0.020113792, 0.16917363, -0.13187894, 0.16092238, -0.037741035, -0.11543223, 0.008387134, -0.1788102) * go_9(1.0, 0.0); + result += mat4(-0.0641759, 0.0035762053, 0.006215076, -0.048748907, -0.05194134, -0.09104838, -0.13861741, 0.069660455, 0.14160399, -0.1259376, 0.26030827, 0.057737302, 0.07375596, -0.08941705, 0.09028937, -0.13736711) * go_9(1.0, 1.0); + result += mat4(-0.2132701, -0.02094667, -0.10508215, 0.15088913, 0.01673081, -0.07022761, 0.04353132, -0.060586076, 0.013688303, -0.053508937, 0.091935135, -0.12722084, 0.20991062, 0.34238532, 0.073321, -0.13415793) * go_10(-1.0, -1.0); + result += mat4(-0.42283273, -0.20882814, 0.0746904, 0.030884372, -0.046567556, -0.09601958, 0.019217268, 0.020614645, 0.023532817, 0.16495451, -0.061495263, 0.17093019, -0.015031176, -0.10596483, -0.35751313, -0.036069453) * go_10(-1.0, 0.0); + result += mat4(0.09802603, 0.05243237, -0.011705317, 0.24476443, -0.033207234, -0.035959207, 0.031047646, -0.23115188, 0.016027762, 0.79442054, 0.4044869, -0.11494329, -0.006273987, 0.004718425, -0.11209608, -0.008015948) * go_10(-1.0, 1.0); + result += mat4(-0.16346502, -0.17156897, -0.11642438, -0.024952129, 0.031115294, 0.08774017, 0.00598107, 0.05092626, 0.113979645, -0.052892536, -0.013108269, 0.0571676, -0.022390213, 0.2335813, 0.14485772, -0.30527407) * go_10(0.0, -1.0); + result += mat4(-0.32269135, 0.023324538, 0.17180206, 0.09219933, -0.016700493, -0.03755764, 0.045262657, -0.14225388, 0.053342134, 0.21138674, -0.044557836, 0.037281107, -0.043544468, -0.20836818, 0.13546935, 0.03176496) * go_10(0.0, 0.0); + result += mat4(0.022647953, 0.008730454, -0.15616144, -0.08256037, 0.072356544, -0.021719307, -0.15201953, -0.016114464, -0.21912077, -0.0851361, 0.51460695, -0.6446934, -0.010587294, -0.07769936, 0.0050584907, -0.05872306) * go_10(0.0, 1.0); + result += mat4(-0.02132089, -0.13096721, 0.038064517, -0.00060747104, 0.0062361676, 0.067216225, 0.09402394, -0.06513655, 0.01862414, 0.037082087, -0.021554682, 0.045969013, -0.0039607184, 0.15375406, -0.14449036, 0.07655889) * go_10(1.0, -1.0); + result += mat4(0.07068288, 0.001961099, 0.09929328, -0.028476834, 0.031980775, 0.09211007, 0.054330252, 0.052927166, 0.08970436, 0.00015303591, -0.13828777, -0.07198454, -0.15016508, 0.026365617, 0.18633242, -0.025553932) * go_10(1.0, 0.0); + result += mat4(-0.10826819, -0.1304685, -0.03685067, -0.12489227, 0.005607342, 0.09233144, -0.014122842, -0.046526186, -0.17548485, 0.026248131, 0.1621087, -0.20665328, -0.09381958, 0.036105122, -0.08728352, 0.03987857) * go_10(1.0, 1.0); + result += mat4(0.077677496, -0.13329592, 0.17164698, 0.0019113998, -0.025696686, 0.0672842, 0.036873437, -0.11686353, -0.097731896, -0.0028006139, 0.021490095, 0.15943187, 0.07889494, 0.3629766, -0.18132637, 0.15385807) * go_11(-1.0, -1.0); + result += mat4(0.044238772, 0.1567383, 0.12640673, -0.052630864, -0.007302675, -0.10967158, -0.107756294, 0.17859331, 0.07136489, -0.04341069, 0.024249079, -0.05897967, 0.111258015, -0.17078657, 0.036048226, 0.16152963) * go_11(-1.0, 0.0); + result += mat4(0.07384503, 0.06284907, -0.014108331, -0.017090164, 0.121260636, 0.008501252, -0.06885781, -0.021639979, -0.041774526, 0.08451698, 0.000121687364, -0.03919082, 0.0052454737, 0.06350427, 0.12008924, -0.055543303) * go_11(-1.0, 1.0); + result += mat4(-0.064878955, -0.0719878, 0.08265773, -0.1688665, 0.048050933, 0.11382349, 0.071546555, -0.21108189, -0.012830082, 0.11217351, -0.018128209, -0.061462913, 0.23882945, 0.649829, 0.12733355, 0.11227615) * go_11(0.0, -1.0); + result += mat4(0.041163422, 0.03651781, 0.16549642, 0.017468395, 0.09350432, -0.23474495, -0.23380195, 0.11907154, -0.12089363, -0.044256873, 0.1877988, -0.049312383, 0.21568891, -0.07808991, 0.007451335, 0.018319923) * go_11(0.0, 0.0); + result += mat4(-0.12518145, 0.11612238, 0.006161161, -0.06755221, -0.029740417, -0.069201775, -0.055142555, -0.12959711, -0.04151932, -0.13112305, 0.027883865, -0.14688236, 0.11637084, 0.03143717, 0.019010155, 0.10953431) * go_11(0.0, 1.0); + result += mat4(0.04209335, 0.068751834, -0.0061649308, -0.16101876, -0.0722853, 0.024952479, -0.3132622, 0.08744035, 0.073933974, -0.051336445, 0.032455105, 0.13063438, 0.059895504, 0.29420298, 0.038490206, -0.12442902) * go_11(1.0, -1.0); + result += mat4(-0.07200042, -0.023259655, 0.012635364, 0.12218508, -0.032365907, 0.43177593, 0.16525982, -0.08950363, -0.054844007, -0.03696446, -0.08850468, -0.1255118, 0.031016335, 0.04766782, -0.078383796, 0.01441548) * go_11(1.0, 0.0); + result += mat4(0.11503451, -0.044968586, 0.06326391, -0.071147904, -0.16879457, 0.07397432, 0.018188922, 0.10572427, -0.034960777, -0.07943137, -0.0036348181, 0.058225635, 0.069235794, -0.051237226, -0.1377284, 0.08924826) * go_11(1.0, 1.0); + result += vec4(-0.051804453, -0.0035980425, 0.04082406, -0.033362225); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!SAVE conv2d_1_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10686424, 0.17431372, -0.18661575, 0.010713689, 0.03379707, -0.09569068, 0.2034078, 0.10498479, 0.011634523, 0.050713755, 0.032565415, -0.080337286, -0.09969752, -0.055666827, 0.035421696, -0.0867718) * go_0(-1.0, -1.0); + result += mat4(-0.073666155, -0.06493011, -0.026273629, 0.22499932, 0.08139263, -0.11249932, 0.28837353, 0.17552267, -0.021960992, -0.028706687, 0.05090913, -0.15623435, 0.03769752, -0.15579492, 0.09105939, 0.07497639) * go_0(-1.0, 0.0); + result += mat4(0.048357245, 0.053886283, 0.13461725, -0.11071112, -0.077213906, -0.052245375, -0.04013169, 0.062037695, -0.13215369, -0.09174701, -0.114625834, 0.051914312, 0.01612896, 0.053970147, 0.04973606, -0.07729732) * go_0(-1.0, 1.0); + result += mat4(-0.078420036, -0.13297887, -0.052783236, -0.10189405, 0.11061531, -0.09680305, 0.005810091, 0.07245157, -0.1038221, 0.25642323, -0.12693721, -0.20040022, 0.04993069, -0.0991663, -0.069509506, 0.05367051) * go_0(0.0, -1.0); + result += mat4(-0.019883003, 0.008554149, -0.06069851, -0.06600372, 0.15867192, 0.14257845, -0.060953278, 0.11745147, -0.18195617, -0.0049814377, 0.0869189, 0.108226046, -0.15425956, -0.103610225, -0.026791094, 0.101708464) * go_0(0.0, 0.0); + result += mat4(0.024521135, 0.113311276, -0.033070467, -0.094435304, -0.04944495, 0.044213716, -0.032835033, -0.032649312, -0.025082994, 0.0075755576, -0.00039931637, -0.051290717, 0.11232367, -0.028651753, -0.02722451, -0.11874975) * go_0(0.0, 1.0); + result += mat4(0.038403023, 0.01434569, 0.05527001, -0.009426801, 0.11922298, 0.15881695, 0.010242657, 0.0150002055, -0.08634809, 0.18841596, -0.06529487, -0.022850564, -0.014353311, -0.018264877, 0.010582817, 0.05675244) * go_0(1.0, -1.0); + result += mat4(-0.038173348, -0.04938816, -0.034626633, 0.115011, -0.17997329, -0.024382714, 0.018238366, 0.0795699, 0.11787341, -0.03350269, 0.06319287, 0.010102462, -0.01196875, 0.07582537, 0.055843, -0.08944427) * go_0(1.0, 0.0); + result += mat4(0.020445071, -0.062003933, 0.025338916, -0.111742504, 0.018534176, -0.019231565, -0.009523114, -0.09424414, 0.105761416, 0.029941276, -0.01992244, -0.13365352, -0.06464694, 0.04955974, -0.06972657, 0.031168776) * go_0(1.0, 1.0); + result += mat4(0.048598338, -0.15457329, 0.23040074, -0.17382176, -0.07893832, -0.20589326, -0.1024789, -0.036393065, 0.16289537, -0.043633476, -0.08692494, 0.06635826, -0.037026048, 0.19121586, 0.04192811, 0.08617132) * go_1(-1.0, -1.0); + result += mat4(0.06431465, -0.04477714, 0.1393434, -0.14326997, -0.009671985, 0.07842364, -0.04966627, 0.010917152, -0.07983255, 0.03677405, 0.03150012, 0.06264113, -0.055912133, -0.15776533, 0.19988042, 0.32305804) * go_1(-1.0, 0.0); + result += mat4(-0.11813575, -0.12848048, 0.09815029, -0.084332794, -0.045466557, 0.024617787, 0.094612665, -0.10983498, 0.01281462, -0.07084845, 0.08365987, 0.02980482, 0.20680314, 0.19660185, 0.090160295, -0.024230592) * go_1(-1.0, 1.0); + result += mat4(0.22242945, 0.042977955, -0.1950584, 0.114693254, 0.10080756, -0.2195417, 0.07318277, 0.017024588, 0.084581, -0.06843593, -0.12843226, 0.3261798, 0.13944952, 0.13179941, 0.008821559, -0.087943) * go_1(0.0, -1.0); + result += mat4(0.006668788, 0.038560845, 0.12404563, -0.05769671, -0.015818367, -0.13033059, -0.25943246, 0.072956696, 0.21427058, 0.10687695, 0.25362974, 0.030753143, -0.20489524, 0.03688324, -0.056671564, -0.15081882) * go_1(0.0, 0.0); + result += mat4(-0.016237376, 0.06530418, 0.0008575612, 0.0024773555, -0.08457907, 0.124187596, -0.017193364, 0.020395733, 0.041882973, 0.0939689, -0.041423228, 0.11850349, -0.053418733, 0.018237034, 0.15922968, -0.028196482) * go_1(0.0, 1.0); + result += mat4(0.00617314, 0.028988088, -0.12129224, -0.013645742, 0.041919876, 0.09312565, -0.011853595, -0.039161764, -0.0018104025, 0.030794937, -0.027200973, -0.01889041, -0.061270796, -0.020167446, -0.022094764, -0.06321879) * go_1(1.0, -1.0); + result += mat4(0.23553117, 0.011681662, 0.09088071, -0.08406735, -0.11986371, -0.07598161, 0.10916216, 0.03042131, -0.050459344, 0.048346892, -0.03265152, -0.041599296, 0.017753642, 0.02199675, -0.12781127, 0.053903423) * go_1(1.0, 0.0); + result += mat4(0.08247833, -0.053099908, 0.10497532, 0.0009267122, -0.048440482, -0.030394204, 0.09059801, 0.05765988, 0.07783196, 0.081616424, 0.120132275, 0.017684443, -0.023979973, -0.055363264, -0.0023568745, -0.06474386) * go_1(1.0, 1.0); + result += mat4(0.03935864, 0.13646065, -0.0980335, -0.09464908, -0.14030007, 0.10547609, -0.05503995, -0.026297066, -0.19069989, -0.11692969, 0.033806093, -0.110443994, 0.06024984, -0.022988832, 0.07912321, -0.23436208) * go_2(-1.0, -1.0); + result += mat4(0.03736314, 0.09950635, -0.035241336, 0.35002565, 0.088414624, 0.10096662, -0.17172632, 0.15142097, 0.049536142, -0.09132737, 0.0081931185, -0.13172668, -0.09466351, -0.08956953, -0.16681527, -0.2851225) * go_2(-1.0, 0.0); + result += mat4(0.044081934, 0.18403912, -0.028386973, 0.048505448, -0.053118926, -0.08533175, 0.115222245, -0.096146524, 0.007817108, 0.179298, 0.1150954, -0.020710714, 0.03293392, 0.037513856, -0.039692983, -0.04825996) * go_2(-1.0, 1.0); + result += mat4(-0.059859905, -0.09073711, -0.111966245, 0.081563674, 0.04086593, 0.14733186, 0.05190138, -0.12694141, -0.13941759, 0.06996519, -0.068747684, -0.20645827, -0.09175273, 0.12211811, -0.093354166, -0.04851858) * go_2(0.0, -1.0); + result += mat4(-0.039201275, -0.12566729, -0.15083213, 0.06934724, 0.00907371, 0.25165445, -0.03215991, -0.12954757, -0.04468517, 0.008889168, 0.0066400254, 0.10167141, -0.04695212, 0.064692214, 0.18480566, 0.19480804) * go_2(0.0, 0.0); + result += mat4(-0.014581287, -0.06898704, -0.0051806406, -0.10608466, 0.1262722, -0.04060088, -0.16856684, 0.032435227, 0.026973879, -0.0026733307, 0.045268867, -0.13237081, 0.16020067, -0.021973023, -0.19009824, 0.15028222) * go_2(0.0, 1.0); + result += mat4(0.18460129, 0.1333479, 0.03837729, -0.058306176, 0.07040987, -0.014847655, -0.01068034, -0.03538366, 0.03560099, -0.07245003, 0.05421727, 0.054558117, 0.12696071, 0.110505275, -0.0001801124, 0.10988035) * go_2(1.0, -1.0); + result += mat4(0.02687717, 0.026820526, 0.00013342683, -0.024742479, 0.010069058, -0.035168402, 0.043235146, -0.0005362559, 0.07407034, 0.21309346, -0.06483402, 0.071147814, -0.033207595, -0.10294866, -0.036925662, -0.027010951) * go_2(1.0, 0.0); + result += mat4(0.12488478, 0.098401785, -0.025045905, -0.014792015, -0.034646317, -0.027978942, -0.12320188, -0.024810791, 0.016550582, 0.13471514, 0.10670648, -0.05094192, -0.055596545, -0.1049561, -0.09986287, -0.0023964173) * go_2(1.0, 1.0); + result += mat4(-0.080887415, 0.006002427, 0.014467008, 0.0073124142, 0.129575, -0.106121704, 0.0053149317, 0.09235564, 0.11186122, 0.032131296, -0.076612376, 0.06624548, 0.08596849, 0.011764685, 0.14384155, 0.021837883) * go_3(-1.0, -1.0); + result += mat4(0.06103023, -0.031309135, 0.13279384, -0.08082667, 0.052683856, -0.031909406, 0.11510065, 0.10554583, 0.06680798, 0.029968834, -0.06693931, 0.16237023, -0.08490032, -0.12100683, -0.026126593, 0.016325515) * go_3(-1.0, 0.0); + result += mat4(0.060680456, -0.009623815, 0.08332933, -0.055023734, -0.08690529, -0.07147011, 0.011002754, 0.0018552957, 0.061229635, 0.088315226, -0.20416659, 0.24169642, 0.050275456, -0.06378886, -0.11931172, -0.02514527) * go_3(-1.0, 1.0); + result += mat4(-0.02761119, 0.08644608, 0.088277236, -0.018450672, -0.0039901347, -0.068680376, 0.020421231, -0.04279749, 0.06106539, 0.007899028, 0.006244339, 0.0038284787, 0.01852972, 0.0907674, -0.030920882, -0.026493091) * go_3(0.0, -1.0); + result += mat4(-0.1279502, -0.10258929, -0.08419827, 0.20507072, -0.09553339, 0.05191081, 0.07021672, -0.07435205, 0.22677262, 0.09975214, -0.020335881, -0.04577811, 0.0077291103, 0.10471583, 0.17636743, 0.11087656) * go_3(0.0, 0.0); + result += mat4(0.075052544, 0.0092922645, -0.08448927, 0.041604668, 0.026037812, 0.0860355, -0.015922202, 0.019066084, 0.027546916, -0.027568692, -0.26731342, -0.023392681, 0.051625036, -0.0934867, 0.01855649, 0.13799979) * go_3(0.0, 1.0); + result += mat4(-0.06296666, -0.1098412, -0.008336122, -0.1683294, -0.0039476524, 0.06753397, -0.055691563, -0.03172386, -0.028133264, 0.09248862, -0.057005152, -0.08819879, 0.00033600588, -0.040332403, 0.021726275, 0.026756682) * go_3(1.0, -1.0); + result += mat4(-0.18335228, 0.055761904, 0.18097118, 0.14507161, 0.0068749846, -0.012521843, 0.023245614, -0.026463345, 0.043985046, -0.2165717, 0.0774852, -0.02483345, 0.08675624, 0.05628849, -0.009224984, -0.050731745) * go_3(1.0, 0.0); + result += mat4(-0.1567382, 0.08874605, -0.0032084028, 0.08684666, 0.07949444, 0.007671013, 0.0040961164, -0.1017389, 0.018606596, 0.009996349, -0.103171706, 0.03754502, 0.04512539, 0.07232536, -0.12089054, 0.01449721) * go_3(1.0, 1.0); + result += mat4(0.043988064, -0.2168024, 0.10836671, -0.044771742, 0.055952765, 0.005712055, -0.11988445, 0.06644813, -0.13616242, 0.04415895, 0.120261654, -0.16818422, -0.15581395, 0.0015744499, -0.14568093, -0.05753751) * go_4(-1.0, -1.0); + result += mat4(-0.021522403, -0.07986922, 0.062384382, -0.13140142, 0.034894954, 0.08006326, -0.07651594, -0.036141198, -0.06851456, -0.0834359, 0.0752904, 0.21887264, 0.0061549665, -0.06516249, 0.18681414, 0.0365946) * go_4(-1.0, 0.0); + result += mat4(0.10052518, -0.10670847, -0.003079081, -0.09498389, -0.07520011, 0.08290768, -0.084294625, -0.01131368, -0.099579826, -0.06137724, -0.11067449, 0.009704116, 0.040147323, -0.08841677, 0.06690092, 0.03778933) * go_4(-1.0, 1.0); + result += mat4(0.10545755, 0.13839878, -0.03984289, 0.10025751, 0.009478087, -0.14025608, 0.053947553, 0.18398194, -0.05149111, 0.050120454, 0.013956731, -0.043310497, -0.019726504, 0.118855774, 0.0013074268, -0.053335477) * go_4(0.0, -1.0); + result += mat4(-0.23760495, 0.08390418, -0.049581543, 0.10635951, -0.05460877, -0.04543479, 0.16504921, -0.036034804, 0.09784669, -0.06739755, 0.1291667, -0.039256845, 0.07527601, -0.070993215, -0.19017631, -0.031153971) * go_4(0.0, 0.0); + result += mat4(0.040954154, -0.09255729, -0.08177323, -0.07543496, 0.015799338, -0.1570934, 0.15411973, 0.09213898, -0.010481805, 0.05641228, -0.118413515, -0.09061437, -0.08796755, -0.007553788, -0.10498269, 0.12313105) * go_4(0.0, 1.0); + result += mat4(0.06398932, 0.13469447, -0.011273027, -0.044646043, -0.04710218, 0.09578059, -0.029808268, -0.027448278, -0.0009713295, 0.058415554, 0.06080652, 0.08606312, -0.104948185, -0.0096215615, 0.07537734, -0.010545255) * go_4(1.0, -1.0); + result += mat4(-0.1279408, -0.19020812, -0.0943298, 0.032013718, -0.14963102, 0.047066286, -0.104419105, -0.014193013, -0.065125234, -0.065608494, -0.095970854, -0.0014514026, 0.011343235, 0.10566982, -0.089031704, 0.06812633) * go_4(1.0, 0.0); + result += mat4(-0.018788658, -0.06289463, -0.15440673, -0.13007106, -0.03818653, -0.019451238, -0.15964429, 0.020377161, -0.0080730105, 0.000705676, -0.06964132, 0.024361277, -0.13875677, -0.052965797, 0.095339194, 0.06888489) * go_4(1.0, 1.0); + result += mat4(-0.019789973, -0.12040434, 0.04240305, -0.024595534, -0.05556233, 0.029707985, -0.168925, 0.049333967, -0.00080379954, -0.10835547, -0.15086678, -0.06383391, -0.16054042, 0.06484674, -0.19530065, 0.10922658) * go_5(-1.0, -1.0); + result += mat4(-0.05953651, -0.03141437, 0.11094798, 0.08243985, 0.028865665, 0.08213878, 0.04258892, 0.0680956, -0.047587804, -0.12693568, 0.07055364, -0.11214787, 0.08969217, 0.1419136, -0.13514246, 0.13407274) * go_5(-1.0, 0.0); + result += mat4(-0.050891425, 0.020388588, -0.06745435, 0.017085094, -0.1045077, 0.022298822, -0.097081736, 0.08203017, -0.027630981, -0.13675974, -0.10134547, -0.1281878, 0.07093644, 0.12771745, 0.13011754, 0.057423916) * go_5(-1.0, 1.0); + result += mat4(-0.037570868, 0.07060522, -0.0051040407, -0.0025844222, -0.11711207, -0.0673309, -0.048931435, 0.0147821205, 0.07795294, -0.13408278, -0.19637404, 0.10269599, -0.11200572, 0.09499086, 0.06428558, 0.06680813) * go_5(0.0, -1.0); + result += mat4(0.024472006, -0.2130565, -0.015151474, 0.16437468, -0.15263173, 0.0901281, 0.14322212, -0.01657089, 0.046343457, 0.115670264, 0.460088, -0.11364276, 0.07643118, -0.14651597, 0.18278573, -0.12530184) * go_5(0.0, 0.0); + result += mat4(0.060754742, -0.001678119, 0.030816441, 0.06681249, -0.09796916, -0.11359681, -0.09244883, 0.018559854, 0.01096573, -0.094277434, 0.08694235, -0.0823104, -0.0488883, -0.093095176, 0.14834714, -0.1352162) * go_5(0.0, 1.0); + result += mat4(-0.12880152, -0.19384775, -0.037801757, 0.06656008, 0.007076701, 0.018130813, 0.19761431, 0.059055846, 0.14532924, 0.10376109, 0.04665052, -0.023133863, -0.010181634, 0.0017168559, 0.013745001, -0.007121095) * go_5(1.0, -1.0); + result += mat4(0.16919339, -0.027795903, -0.03306036, 0.0019032159, 0.039146144, 0.0497634, -0.0764362, -0.07226232, 0.05425214, -0.10504981, -0.04627003, 0.022908883, 0.079698324, -0.038020927, 0.08061228, -0.10370709) * go_5(1.0, 0.0); + result += mat4(-0.015387303, 0.005504668, 0.052100983, -0.15418914, -0.022040624, 0.052186437, 0.09509722, -0.002403473, 0.19483614, 0.003452582, -0.06495632, -0.23240727, 0.032974433, 0.0007399171, 0.06560719, -0.0033740813) * go_5(1.0, 1.0); + result += mat4(0.023054665, -0.26043692, 0.18474972, -0.09608795, -0.020994432, 0.0119039025, -0.21327825, -0.24308199, -0.088114575, 0.0031395438, -0.041250248, 0.112322785, 0.07924635, -0.043412726, 0.0422074, -0.010226289) * go_6(-1.0, -1.0); + result += mat4(-0.02912112, -0.069595225, 0.10448175, -0.51250935, -0.13847098, 0.1607622, -0.3267751, -0.1770978, 0.01824646, 0.028984351, -0.030345665, 0.13081262, 0.063996404, 0.08793573, -0.13965712, 0.067263685) * go_6(-1.0, 0.0); + result += mat4(-0.03841053, 0.045040864, -0.18179531, 0.0718325, 0.022482697, -0.013581522, 0.032139305, -0.22102495, 0.09908346, 0.051011063, 0.11530665, -0.055368867, -0.07484559, -0.066463865, 0.004535346, 0.016886283) * go_6(-1.0, 1.0); + result += mat4(0.15519743, 0.17356728, 0.03410276, 0.0871071, -0.1195365, 0.124625124, -0.0097680325, -0.091822244, 0.0344685, -0.19980973, 0.18815377, 0.31003565, -0.098318, 0.109376736, -0.08224549, -0.017187273) * go_6(0.0, -1.0); + result += mat4(-0.0375595, -0.034162704, 0.092746235, 0.12421092, -0.1849872, -0.11413569, 0.04921203, -0.10434121, 0.14085439, -0.011802199, -0.078255296, -0.22816189, 0.10738017, 0.083183795, 0.13766633, -0.14097023) * go_6(0.0, 0.0); + result += mat4(-0.017320648, -0.18156715, -0.08577414, 0.24383464, 0.06509076, 0.0149711, -0.0074050296, 0.062410038, 0.12266333, 0.016462294, -0.0064600827, 0.005678038, -0.043331582, 0.26797196, -0.012759982, 0.3209115) * go_6(0.0, 1.0); + result += mat4(-0.052863203, -0.029584473, -0.07951153, 0.09404685, -0.13191116, -0.17476398, 0.0052808016, -0.05577381, 0.09763811, -0.19072057, 0.012749096, 0.036612183, 0.14015351, 0.0064597945, 0.0593276, -0.09717058) * go_6(1.0, -1.0); + result += mat4(-0.10637754, 0.111114345, -0.015331149, 0.0011310631, 0.110100284, 0.09273301, 0.023341045, -0.02656039, -0.035890426, 0.019883053, -0.053340383, -0.015699102, -0.020341745, -0.023196017, -0.06532072, 0.18366042) * go_6(1.0, 0.0); + result += mat4(0.11235973, 0.07786757, 0.08447728, 0.1318013, -0.004949982, 0.0066092457, 0.0054766103, 0.09077229, -0.07902109, -0.04088357, 0.010520631, 0.13553512, 0.09034912, -0.03018093, -0.00064445287, -0.021193689) * go_6(1.0, 1.0); + result += mat4(-0.058018472, 0.15444, -0.2730127, 0.15408863, 0.061455347, 0.19193874, 0.060909115, 0.06997937, -0.1524897, 0.036673836, 0.11732512, -0.11441547, 0.046872787, -0.24626993, -0.048007865, -0.11882765) * go_7(-1.0, -1.0); + result += mat4(-0.055945333, -0.010893111, -0.18102671, 0.042816866, 0.003581595, 0.048463646, -0.0031799963, 0.030418187, 0.104345225, -0.050032612, 0.036984675, -0.1646202, -0.018429128, 0.07671132, -0.25055778, -0.29552183) * go_7(-1.0, 0.0); + result += mat4(0.15023926, 0.1888685, -0.115618594, 0.12794076, 0.07876464, 0.003425595, -0.09080821, 0.12327033, -0.058617253, 0.049882554, -0.05286994, -0.08793353, -0.13901326, -0.18175364, -0.08278234, 0.018242812) * go_7(-1.0, 1.0); + result += mat4(-0.11970521, 0.0109240925, 0.15971556, -0.016531104, -0.08862921, 0.21342862, -0.094590165, -0.020616282, 0.063016824, 0.17087449, 0.06806956, -0.07862834, 0.013708585, -0.107840285, -0.08096036, 0.18210368) * go_7(0.0, -1.0); + result += mat4(0.043659575, 0.058439042, -0.21725631, 0.3063619, 0.10015616, 0.059022572, 0.26627064, -0.08099214, -0.0693483, -0.203277, -0.11010789, 0.19852851, 0.15775175, -0.015777366, 0.057439, 0.08526342) * go_7(0.0, 0.0); + result += mat4(0.068086825, -0.023258585, 0.00538327, 0.05472357, 0.07754322, -0.11910729, 0.02382697, 0.024495512, -0.017562684, -0.08236683, 0.058229536, 0.000869808, 0.011609774, -0.054304227, -0.15151061, -0.044502378) * go_7(0.0, 1.0); + result += mat4(-0.08821152, -0.0072133946, 0.090214185, 0.0037864884, -0.048583377, -0.08793112, 0.042103123, 0.06350086, -0.009068224, -0.017177878, 0.0071224193, -0.02983354, 0.054105606, 0.033948, 0.00030873172, 0.10865935) * go_7(1.0, -1.0); + result += mat4(-0.3452554, 0.037840936, -0.007285266, 0.11886663, 0.15714768, 0.06662496, -0.114754274, -0.014947248, -0.078791104, -0.06114595, 0.063372605, -0.027558187, 0.085218295, -0.029446336, 0.04893082, -0.011406112) * go_7(1.0, 0.0); + result += mat4(-0.13480014, 0.071332626, -0.15875989, 0.026054379, 0.086463004, -0.0016177339, -0.083243676, -0.09716422, -0.06963665, -0.07523067, -0.17068437, -0.0626138, 0.056925334, 0.04893756, 0.02281016, 0.09532202) * go_7(1.0, 1.0); + result += mat4(-0.00580583, -0.116883956, 0.07345766, 0.15274666, 0.13362356, -0.07467188, 0.03301032, 0.054128814, 0.20493697, -0.009065066, 0.03155883, 0.068317086, -0.12386136, -0.060517445, -0.094406374, 0.15583418) * go_8(-1.0, -1.0); + result += mat4(-0.067004405, -0.1223459, 0.014435977, -0.34603095, -0.06600234, -0.15530656, 0.20689431, -0.1507668, -0.06292093, 0.07223332, 0.037690062, 0.1659377, 0.069394544, 0.17641555, 0.22508276, 0.40012553) * go_8(-1.0, 0.0); + result += mat4(-0.057700165, -0.16616186, 0.03591516, -0.054088213, 0.038716026, 0.12711482, -0.10458551, 0.1125439, -0.044289824, -0.14246644, -0.06925245, -0.00500973, -0.037970725, -0.023939952, -0.0022134574, 0.10433797) * go_8(-1.0, 1.0); + result += mat4(-0.023385774, 0.051519156, 0.11095403, -0.064071044, -0.06364762, -0.1941555, -0.01814799, 0.1607568, 0.20177782, -0.10239079, -0.0037873993, 0.19179249, 0.010512392, -0.2618042, 0.1551496, 0.004129357) * go_8(0.0, -1.0); + result += mat4(0.029080873, 0.15882342, 0.14680782, -0.115972534, -0.020144446, -0.18171366, 0.023180518, 0.12387274, 0.15716453, 0.1004543, -0.08157793, -0.022577325, -0.16624399, -0.01949063, -0.156747, -0.1183951) * go_8(0.0, 0.0); + result += mat4(0.029425338, 0.10182775, 0.029069873, 0.1457661, -0.09023257, -0.04825933, 0.15506612, -0.05441011, -0.06894328, 0.026150472, -0.0692689, 0.12830935, -0.22601965, -0.13350666, 0.14609747, -0.22600585) * go_8(0.0, 1.0); + result += mat4(-0.1822958, -0.1374016, -0.024359208, 0.04622839, -0.058350354, -0.015429165, 0.026171437, 0.027515156, -0.02666974, 0.0408178, -0.044889677, -0.06293887, -0.08987106, -0.1803648, 0.0025046086, -0.18609668) * go_8(1.0, -1.0); + result += mat4(0.07113637, -0.052501757, -0.005966466, 0.021243786, -0.040465984, 0.024959967, -0.046451308, 0.050900366, -0.083510816, -0.16574752, 0.06293483, -0.044002667, 0.024361992, 0.01216542, 0.024794284, -0.011461988) * go_8(1.0, 0.0); + result += mat4(-0.09203169, -0.0773609, 0.022937218, 0.008477238, -0.011718419, 0.06316311, 0.11751391, -0.00072982407, -0.06734584, -0.13928872, -0.087741435, 0.046288103, 0.11467566, 0.0955026, 0.05442099, 0.03606524) * go_8(1.0, 1.0); + result += mat4(0.066713035, -0.056815878, 0.0051200944, -0.022335608, -0.08874631, -0.026212879, -0.051457, -0.15262195, -0.05677955, 0.019131938, 0.1172796, -0.11290694, -0.087470956, 0.02609456, -0.11995271, -0.017296867) * go_9(-1.0, -1.0); + result += mat4(-0.057716526, -0.033147354, -0.11464092, 0.033304136, -0.058800284, 0.098373234, -0.2343978, 0.040536474, 0.074285746, -0.15139699, 0.015304646, 0.054167286, 0.10495344, 0.08671543, 0.013625649, -0.03144798) * go_9(-1.0, 0.0); + result += mat4(-0.055753563, 0.057411764, -0.05698671, 0.03903764, -0.0011426503, 0.08076997, -0.022009375, 0.12755805, -0.013749879, -0.04526649, 0.22823834, -0.21281727, -0.078900084, 0.037843198, 0.12148038, 0.06278242) * go_9(-1.0, 1.0); + result += mat4(0.0648249, -0.029065508, -0.0733263, 0.08143834, -0.0642625, -0.019431729, -0.0019107187, -0.06899837, -0.036123455, 0.00792085, -0.011136172, 0.0058131563, 0.031796213, -0.06951667, 0.020033136, -0.017202968) * go_9(0.0, -1.0); + result += mat4(0.12123958, 0.082002886, 0.04433242, 0.028000468, 0.1115246, 0.16115043, -0.08767815, 0.07984247, -0.1753498, -0.21725565, 0.05224423, 0.019737821, -0.012286999, -0.08404926, -0.18290538, -0.13047068) * go_9(0.0, 0.0); + result += mat4(-0.04384017, 0.07876759, 0.1204954, 0.073350765, 0.11264102, -0.31410536, -0.028699053, -0.21884131, -0.06513864, -0.06959321, 0.43219337, -0.056171507, -0.0838037, 0.09533199, -0.010290981, -0.1426525) * go_9(0.0, 1.0); + result += mat4(0.02638746, 0.008636295, 0.0150156785, 0.08042486, 0.083437935, -0.24499232, 0.16740417, 0.01219645, 0.08793918, -0.12893206, 0.13098167, 0.027247185, -0.0036501656, 0.07329918, 0.0073491456, -0.033073287) * go_9(1.0, -1.0); + result += mat4(0.09405967, 0.026855662, -0.13746545, -0.061156027, -0.038379412, -0.0137223415, -0.15750524, 0.17561466, 0.100840956, 0.0526472, -0.14593539, 0.099029206, -0.039230358, -0.08693771, 0.007550366, 0.057815127) * go_9(1.0, 0.0); + result += mat4(0.0008552412, 0.011796726, 0.04206752, -0.07443022, -0.05121393, -0.015579494, 0.0936274, 0.07172191, 0.13676073, -0.055043112, 0.061686534, -0.18834415, 0.0056741014, -0.07822123, 0.12692335, -0.028575832) * go_9(1.0, 1.0); + result += mat4(-0.05620452, 0.18353955, -0.12347911, 0.1558272, -0.0323301, 0.0044377907, 0.097321495, -0.123012446, 0.18182632, -0.07185004, -0.12557943, 0.12776685, 0.063844234, 0.009731627, 0.116832525, 0.11924382) * go_10(-1.0, -1.0); + result += mat4(0.060059544, 0.18936205, 0.005780116, 0.21269107, -0.01993401, -0.1257078, 0.044587992, 0.0008904994, 0.19075485, 0.11275744, -0.20653817, 0.024912447, -0.004930327, 0.02786522, -0.26489633, -0.03896719) * go_10(-1.0, 0.0); + result += mat4(-0.15483911, 0.11604669, -0.016097784, 0.14344187, 0.050392877, -0.061352212, 0.03421763, 0.057112053, 0.040450297, -0.06485967, 0.111791894, -0.10726333, -0.047403432, 0.07291982, -0.085813165, 0.011386364) * go_10(-1.0, 1.0); + result += mat4(-0.120280884, -0.14197855, 0.13524817, -0.1927468, 0.02986725, 0.09090211, -0.020236133, -0.16360934, 0.043086752, -0.12888601, -0.055306554, -0.039812587, -0.093283705, -0.23473693, 0.03516732, -0.058886416) * go_10(0.0, -1.0); + result += mat4(0.22835518, -0.1693695, 0.10143327, -0.09706419, 0.14542878, 0.101218365, 0.030917853, 0.2589894, -0.049807068, -0.25961533, -0.019762227, 0.15363556, -0.10908177, 0.08649178, 0.07406465, 0.054726418) * go_10(0.0, 0.0); + result += mat4(-0.17548855, 0.10596023, 0.13520734, 0.21358284, 0.014748046, 0.13572593, -0.094107375, -0.074447066, 0.015977554, 0.16161968, 0.18651322, 0.27234894, 0.023692988, -0.00052937213, 0.15524314, -0.08561304) * go_10(0.0, 1.0); + result += mat4(-0.0069411434, -0.16977951, -0.0025205691, 0.096223235, 0.01954326, -0.098077014, 0.060268197, 0.03468932, 0.013128788, -0.08288448, -0.07245345, -0.08579109, 0.063582815, 0.044692673, -0.043460656, 0.027466977) * go_10(1.0, -1.0); + result += mat4(0.18266056, 0.10570967, 0.1065224, -0.06571987, 0.0588245, -0.020463474, 0.018139174, -0.023622356, 0.13198042, 0.10686564, 0.13415007, 0.016261699, 0.024000479, -0.19857375, 0.032733236, -0.089835346) * go_10(1.0, 0.0); + result += mat4(0.019865446, 0.07939105, 0.15199763, 0.113943405, -0.007186911, 0.021517705, 0.094783835, -0.023958188, -0.13181072, -0.02059204, 0.097103454, -0.08745583, 0.04598183, 0.0125174, -0.094161086, -0.049809787) * go_10(1.0, 1.0); + result += mat4(0.046524428, 0.09606215, -0.04960027, -0.045853227, 0.043391764, 0.0016825196, 0.072846, -0.029426513, 0.06837817, 0.13657811, 0.12026235, 0.070922196, 0.19066632, 0.02301806, 0.1939276, -0.043247785) * go_11(-1.0, -1.0); + result += mat4(0.050196134, 0.11171356, -0.10474605, 0.011690834, -0.024688404, -0.10231831, -0.05199224, -0.089429624, -0.019335374, -0.0873271, -0.0105612185, 0.008547704, 0.014377572, -0.1257108, 0.16229153, -0.06752219) * go_11(-1.0, 0.0); + result += mat4(0.042335458, -0.061531194, 0.072609514, -0.006675558, 0.100401826, -0.032614395, -0.060348473, -0.0010197527, 0.036294524, 0.06301108, 0.1402905, 0.041858584, -0.049982782, -0.10324423, -0.18818372, -0.07914816) * go_11(-1.0, 1.0); + result += mat4(-0.01339124, -0.064637, 0.035361387, 0.0003324328, -0.021101808, 0.054733098, 0.20074409, -0.1310269, -0.18548606, 0.1400309, 0.058043867, -0.18299271, -0.045036677, -0.06547029, -0.08705725, 0.01699538) * go_11(0.0, -1.0); + result += mat4(0.006868026, 0.24515495, 0.028768666, -0.03339759, 0.08764873, -0.23418264, 0.08228583, 0.20179187, -0.031938568, -0.001807705, -0.04719375, 0.19206795, -0.034323156, 0.068426535, -0.12825035, -0.073537245) * go_11(0.0, 0.0); + result += mat4(-0.09739696, 0.07366681, 0.016242491, 0.011574537, 0.028878966, 0.013488491, 0.24392383, -0.015881758, -0.021183312, 0.015750054, -0.09222381, 0.018132376, 0.052933175, 0.08646255, -0.10245898, 0.09809934) * go_11(0.0, 1.0); + result += mat4(0.029205635, 0.17448728, 0.02220749, -0.05995982, 0.017231317, -0.0021115101, -0.19925344, -0.03924282, -0.13346197, -0.06553784, 0.020060113, 0.09325606, -0.068962246, 0.024640976, -0.054738607, 0.034826275) * go_11(1.0, -1.0); + result += mat4(-0.16056268, 0.04765503, 0.0023608136, 0.020386778, -0.21249089, 0.0918553, 0.13921294, 0.10349125, -0.122601956, 0.07615465, -0.05087544, -0.08154602, -0.09930794, 0.038940545, -0.04482969, 0.030320697) * go_11(1.0, 0.0); + result += mat4(-0.021777244, -0.026121575, -0.098968945, 0.11856233, -0.06619722, -0.04391681, -0.104664125, 0.054231886, -0.048003394, 0.016370691, 0.07524773, 0.11176989, -0.010953224, -0.023690404, -0.089470014, 0.0042499765) * go_11(1.0, 1.0); + result += vec4(-0.011046071, 0.028069533, -0.02290214, 0.012731334); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11662476, 0.30973792, 0.21844758, 0.19193952, 0.10547289, -0.28103492, 0.153185, 0.22902022, 0.14545941, -0.36453786, 0.27674347, 0.082761206, 0.018604625, -0.15195464, -0.014881725, -0.3170343) * g_0; + result += mat4(-0.09369265, 0.0030548668, 0.123169556, 0.29990658, 0.0059669684, -0.30507565, 0.22437601, 0.26314184, 0.055285115, 0.08910655, -0.07781467, 0.34908244, 0.12883523, -0.1218909, 0.46330363, -0.00058599625) * g_1; + result += mat4(-0.13166216, -0.11733475, 0.3777369, -0.11452789, -0.012198889, 0.019259788, 0.19055355, 0.14045803, 0.2352836, 0.18440361, -0.119568326, 0.15006012, 0.12928642, 0.2181605, -0.1755796, -0.1481423) * g_2; + result += mat4(0.20824851, 0.1454897, 0.016380647, 0.08601717, -0.0287675, -0.17842998, 0.24576826, 0.024758099, -0.06907304, -0.33883977, -0.18469703, -0.11530369, -0.13971063, 0.09056448, 0.10467011, 0.087848045) * g_3; + result += mat4(0.47120807, -0.15463045, 0.03930625, 0.18975684, 0.17118797, 0.077672035, 0.029735595, -0.0064234287, 0.35503763, 0.23442392, 0.09259758, 0.06642276, 0.16423592, 0.16245009, 0.043012362, -0.16605885) * g_4; + result += mat4(0.14847134, -0.41317105, 0.21329704, -0.115592465, -0.04099491, 0.22865698, -0.011546307, 0.124923006, 0.02029704, 0.014588208, -0.0032878371, 0.09777601, 0.27264157, 0.26693115, -0.083503485, -0.11275104) * g_5; + result += mat4(0.0073214495, -0.30733636, -0.28372166, -0.23081271, -0.24020568, 0.17335413, -0.08835816, -0.1407258, 0.043210473, 0.29907116, -0.15998003, -0.10616064, -0.19272846, 0.07347569, 0.065403186, 0.21924807) * g_6; + result += mat4(0.1390639, 0.07071387, -0.10704547, -0.22267987, 0.14110383, 0.31690794, -0.14299001, -0.2633626, -0.37578335, -0.11325702, -0.012588563, 0.05235386, -0.05790653, 0.29747054, -0.11362069, -0.034965772) * g_7; + result += mat4(0.334025, 0.06966542, -0.30425888, -0.049219113, 0.05522049, -0.064109504, -0.19639532, -0.06540687, -0.3323081, -0.11462512, 0.12793858, -0.044268914, -0.13001205, -0.4268851, 0.09755515, 0.22260398) * g_8; + result += mat4(-0.070916615, -0.032426283, -0.031039508, 0.113172114, -0.083208784, 0.09998266, -0.057585325, -0.017305639, 0.07392591, 0.11129369, -0.12461519, -0.13633083, 0.11811745, -0.049483757, -0.16540588, -0.19690844) * g_9; + result += mat4(-0.0761509, 0.06887501, -0.17220098, -0.2689129, -0.15664133, 0.014503109, 0.013423933, 0.07106888, 0.08206795, -0.26531503, -0.19532347, -0.09172804, -0.0701496, 0.029842263, -0.15747191, 0.03876475) * g_10; + result += mat4(0.05873964, 0.21549611, -0.15765984, 0.11783242, 0.09904579, -0.1505368, 0.009470319, 0.11437343, 0.07330138, -0.12074719, 0.046029083, 0.07719378, -0.14860357, 0.012415384, -0.15716434, 0.096243195) * g_11; + result += mat4(0.38489017, 0.10751408, 0.28326878, 0.10983613, -0.08363852, 0.060594987, -0.1407845, -0.2330205, -0.0033884577, -0.025575818, -0.21328409, -0.013343768, 0.37102774, -0.018506272, 0.15474491, 0.20658477) * g_12; + result += mat4(-0.21097998, 0.11116577, 0.0066421195, -0.053172227, 0.041547738, -0.115422554, 0.18638755, 0.15930174, -0.11901881, -0.14221598, 0.113654196, -0.035343777, 0.0037377405, 0.0054536746, -0.16508429, -0.112160645) * g_13; + result += mat4(-0.168217, 0.33982185, -0.14226285, -0.061567828, 0.38622376, 0.16323963, 0.009866034, 0.24718387, 0.15684012, 0.16934262, -0.07659216, -0.27921352, 0.31008887, -0.117847964, 0.033022024, -0.0028089648) * g_14; + result += mat4(0.13425586, -0.1403824, -0.14900951, 0.044306386, -0.39742225, -0.086779915, 0.023442117, -0.015157307, -0.33325103, 0.07626949, -0.14105129, 0.3872729, -0.09532729, 0.21603268, 0.08987563, -0.048167326) * g_15; + result += vec4(-0.045520097, -0.028044129, 0.01954312, -0.04157413); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf1 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.045708127, 0.042588994, 0.20735477, -0.051771507, 0.09030856, -0.018859424, 0.070019834, -0.12951517, -0.09864889, 0.0039071254, -0.2471996, -0.4045421, -0.13531524, 0.3199352, 0.18798132, -0.05220945) * g_0; + result += mat4(-0.01900776, 0.14814821, -0.011676551, 0.05281246, -0.31253627, 0.07759687, 0.14841238, 0.15767692, 0.022344964, 0.03369595, 0.11200526, 0.24555564, 0.32339647, -0.08221667, 0.369651, 0.07480396) * g_1; + result += mat4(0.15557157, -0.2438033, 0.2904723, 0.37869072, 0.031437404, -0.32791093, -0.30852196, 0.032672517, -0.29223853, 0.14301808, -0.13372968, -0.17571832, -0.24015012, -0.062435087, -0.5865883, 0.025141397) * g_2; + result += mat4(0.018575411, -0.05546697, 0.0722868, -0.27057, -0.010986958, -0.1824116, 0.066343606, 0.1160373, 0.019109331, 0.1384729, -0.27752632, -0.09579411, 0.05585664, -0.16496943, -0.22690243, -0.035963364) * g_3; + result += mat4(-0.24451451, 0.008807087, -0.050169405, -0.02992327, -0.029381998, 0.10529693, 0.3212115, 0.047833674, 0.19737382, -0.064389326, 0.07481576, 0.04658625, 0.16120902, 0.38747096, -0.017129492, 0.036965623) * g_4; + result += mat4(0.024272425, 0.33644682, 0.57385606, 0.06969318, -0.18557239, 0.03263415, -0.098865986, -0.010410991, -0.27383336, 0.12643056, 0.13473713, -0.0072413897, 0.19951838, -0.26192865, -0.32222465, -0.03310627) * g_5; + result += mat4(0.19670399, 0.21887897, -0.14813757, 0.13861343, -0.21291518, 0.11673954, -0.09706275, 0.1927499, 0.26426026, 0.15662387, -0.0998039, 0.20456441, 0.082849964, -0.3486019, 0.042286832, 0.111299105) * g_6; + result += mat4(-0.17601213, 0.10744524, -0.13022378, -0.08145177, 0.17951357, -0.031804252, -0.11589841, -0.2375892, -0.17614031, -0.03204455, -0.3600058, -0.03791698, -0.18281102, -0.029681103, -0.5616249, -0.19369541) * g_7; + result += mat4(-0.15129189, 0.062397495, -0.26206407, -0.35008666, 0.05224934, 0.32542625, 0.1367121, -0.06498142, 0.03794349, 0.10062078, 0.24966402, 0.16598183, 0.14065337, 0.021026433, 0.4124626, -0.04739923) * g_8; + result += mat4(-0.42675805, -0.08062075, 0.24400486, 0.24982014, 0.013383713, -0.030127892, 0.21306989, -0.420491, 0.27569297, 0.1844745, 0.18380351, -0.007122975, 0.02176471, 0.11719434, 0.20086622, 0.09863608) * g_9; + result += mat4(0.15059754, -0.060954567, -0.048324715, 0.06281138, -0.035452355, -0.105307326, -0.2821464, -0.17947711, -0.21891887, 0.31264433, 0.08331072, -0.23028368, -0.07125341, -0.25531566, -0.034880344, -0.10972097) * g_10; + result += mat4(-0.26111153, -0.21509336, -0.40953597, -0.22704326, -0.06265872, -0.0076560513, 0.3454225, 0.036587927, -0.25836223, -0.017044103, -0.39408937, -0.04515616, -0.013889385, 0.21049121, -0.05811886, 0.11039355) * g_11; + result += mat4(-0.5012236, -0.3288161, 0.76283616, -0.22785094, 0.15983264, 0.17595172, -0.19039781, -0.017620942, 0.088379174, -0.2810294, 0.14195396, -0.10567756, -0.26113996, -0.59151506, 0.064743236, 0.089407794) * g_12; + result += mat4(0.09782677, 0.15405431, -0.38398, 0.025821349, -0.11564193, -0.2344232, 0.048547853, -0.0013135487, -0.021783575, -0.14494252, 0.10181801, 0.15313332, 0.22384043, 0.08691754, -0.18728645, 0.058859203) * g_13; + result += mat4(0.30570078, 0.34977347, -0.2548985, 0.2440776, -0.12693292, 0.42302638, -0.2579403, -0.12731943, 0.02704416, -0.028827233, -0.103797026, 0.16991018, 0.18460067, -0.1430559, -0.40419313, -0.046166003) * g_14; + result += mat4(-0.24799332, -0.4023106, 0.20775889, -0.1347491, 0.22718747, -0.5363376, -0.0045881635, -0.08498401, 0.12643133, -0.18700986, -0.031182116, 0.10537964, -0.12853408, 0.1540884, 0.14051637, 0.14159201) * g_15; + result += vec4(-0.0549599, -0.005265513, 0.033013426, -0.018428912); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf2 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.17167501, -0.20074758, -0.091966644, 0.17859644, 0.118206196, 0.34780696, -0.13851282, -0.15981564, -0.076300435, 0.15581897, 0.14410381, -0.15348436, -0.15534315, -0.2340937, -0.11868538, 0.0851946) * g_0; + result += mat4(0.054577276, -0.2794922, -0.11732257, 0.120796256, -0.1978545, -0.051208086, -0.07047726, 0.15230909, -0.26737535, -0.0122873, 0.026735889, -0.13376889, -0.15112357, 0.07320343, 0.31711194, -0.2877825) * g_1; + result += mat4(-0.20589454, -0.13458282, -0.014493836, -0.007392441, -0.083313756, 0.0069659096, -0.0074436525, -0.02603582, 0.02844895, -0.03466271, -0.15414406, 0.0131968865, -0.023258701, -0.0410315, 0.16994998, 0.11258594) * g_2; + result += mat4(0.26200938, 0.086695306, -0.115744606, 0.06443161, -0.2161834, -0.08266891, 0.1765909, -0.20307815, 0.025309294, 0.33511654, -0.0001637002, -0.059903737, 0.101451375, -0.013754625, -0.11448642, -0.09510312) * g_3; + result += mat4(-0.18455864, 0.036392804, 0.15850407, 0.4627119, 0.022083975, 0.15103343, 0.19111873, -0.06110459, 0.29009378, -0.089215584, 0.0095581515, -0.08869528, 0.15069005, -0.17065643, 0.26667884, -0.14760415) * g_4; + result += mat4(0.047154248, -0.004531016, -0.15437222, -0.31048393, 0.09027498, 0.08990544, 0.2252978, 0.36424273, 0.15726654, -0.56078666, -0.08649826, -0.22744723, 0.16684572, 0.12967846, 0.12568599, -0.104463704) * g_5; + result += mat4(0.3277519, 0.05652085, 0.22621375, 0.28361705, -0.19233695, -0.14974803, 0.18974204, 0.2078392, 0.07101538, 0.14084798, 0.11973675, 0.20132545, 0.07275875, 0.093166135, 0.07810121, 0.14855048) * g_6; + result += mat4(-0.066067055, 0.07116497, 0.16419168, -0.042009585, 0.048940875, -0.14183162, 0.106968045, -0.18822758, 0.16543157, -0.06218013, -0.15914337, 0.13385944, 0.12195849, -0.17245843, -0.11288994, 0.06605676) * g_7; + result += mat4(0.033830874, 0.27364245, -0.13338806, -0.12021034, 0.0624405, -0.10521141, 0.028734906, -0.06998827, 0.088741004, 0.16279134, 0.26099658, -0.046972543, -0.23423652, 0.15810764, 0.0008583185, -0.29681998) * g_8; + result += mat4(0.10305078, -0.17637174, -0.07091048, -0.00831249, 0.40148687, 0.20420474, 0.05468663, 0.20745115, -0.12189844, -0.16298126, -0.41976577, 0.018498925, -0.19579916, 0.097037986, 0.110560134, 0.024746) * g_9; + result += mat4(-0.31636187, -0.06314442, -0.1491463, -0.36367223, 0.13375707, -0.46219668, -0.08560705, 0.00979978, -0.33054784, -0.048843995, -0.5661279, 0.2450401, 0.049516775, 0.05733291, 0.008123728, 0.13401002) * g_10; + result += mat4(-0.09406586, -0.1038661, 0.18738243, 0.4952333, 0.124727175, -0.1438255, -0.12731665, -0.19241591, -0.29327804, 0.1374427, -0.15773357, -0.21447569, 0.0020323892, -0.032879442, 0.019189913, 0.022784567) * g_11; + result += mat4(0.27434522, 0.12163328, 0.2289956, -0.12183031, -0.000272515, -0.023530856, 0.099465564, 0.121231996, 0.3175001, 0.124576926, -0.090265624, -0.1386641, -0.20303635, 0.23467141, 0.0842663, 0.42639464) * g_12; + result += mat4(0.111336865, -0.10426442, -0.22704108, -0.08042834, -0.13705374, -0.06750703, 0.005238288, -0.020887226, 0.04180084, -0.10919923, -0.2624013, 0.017800566, -0.03857038, 0.21999447, 0.028879922, -0.12443005) * g_13; + result += mat4(-0.021032276, 0.25167516, 0.18236992, 0.021120392, -0.14439242, -0.3752765, -0.4087792, 0.12474052, -0.07753308, 0.24097584, 0.01818881, 0.25023264, 0.3096247, -0.21351217, -0.31819695, 0.01839186) * g_14; + result += mat4(-0.04455319, -0.33904293, -0.1072782, -0.07438099, 0.21500371, 0.2610481, 0.11105567, -0.07383555, -0.18360671, -0.02730343, -0.19995123, -0.3209995, 0.008217429, -0.1731404, 0.00079199206, 0.058588315) * g_15; + result += vec4(-0.05414109, -0.03095426, 0.058985617, 0.012448636); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf3 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.15813187, 0.15032968, -0.358124, 0.054663192, -0.25664124, -0.047136743, 0.024661854, 0.29019728, -0.1586862, -0.12748682, 0.40721273, 0.02187444, 0.011839724, -0.41867453, -0.2442098, -0.24595131) * g_0; + result += mat4(-0.15485683, 0.31738782, -0.3137046, 0.082112595, 0.0737305, 0.11812223, 0.19734107, -0.18905711, 0.088300474, -0.16933976, 0.15907732, -0.11422951, -0.056749936, -0.373262, -0.06974283, -0.2820898) * g_1; + result += mat4(-0.26680642, 0.19024834, 0.002037017, -0.064218, -0.15495898, 0.2750016, 0.23787461, -0.17998067, -0.012667507, 0.27450457, 0.24563935, 0.21562263, -0.0075859334, -0.08958551, -0.093937464, -0.078713246) * g_2; + result += mat4(-0.17318735, -0.008759622, 0.15150657, 0.2992114, 0.022198962, -0.07318335, -0.14881803, 0.13562077, -0.0022031132, -0.19316684, 0.2535826, -0.05084298, -0.32218117, 0.1267631, -0.042296994, 0.036732808) * g_3; + result += mat4(0.25161934, -0.09492602, 0.13423127, 0.032517985, -0.06686973, -0.061583497, -0.1828305, 0.122823365, -0.21438296, -0.30841893, 0.1731841, -0.29667705, -0.29025105, 0.13186353, -0.043046407, -0.34681532) * g_4; + result += mat4(-0.14662783, -0.11100817, 0.073842436, -0.14357355, 0.24532394, 0.061293274, 0.037153088, -0.08022293, 0.11296792, 0.25762567, 0.1803339, 0.24524696, -0.06480696, 0.06504735, 0.04941994, -0.20177524) * g_5; + result += mat4(-0.06278919, -0.25327423, 0.08713618, -0.11191733, 0.33828825, 0.058243927, 0.05450901, -0.37079945, 0.08136556, 0.24741262, -0.27361023, -0.068275, 0.050629843, 0.21304448, 0.2734626, -0.16750076) * g_6; + result += mat4(0.11121274, -0.115385205, 0.22477418, -0.06725809, -0.15530252, -0.031487826, -0.17961866, 0.025540952, 0.08094816, 0.22538602, -0.1449456, 0.033616643, 0.11810663, 0.1127742, 0.17407128, 0.059245285) * g_7; + result += mat4(0.43453342, -0.12170353, 0.09817627, 0.14755897, 0.17435667, -0.22251855, -0.32671428, 0.107192695, 0.26639727, -0.2892611, -0.1413853, -0.082134426, 0.016464738, 0.08648902, 0.06256596, -0.023842275) * g_8; + result += mat4(0.3739318, 0.118386924, -0.10602344, 0.051698774, 0.116221406, -0.34542432, -0.13280031, -0.53044075, -0.19284041, 0.14490364, -0.2050812, 0.12533414, 0.22506653, -0.07526672, 0.035203286, 0.026242174) * g_9; + result += mat4(-0.5327144, 0.1649795, -0.11507187, -0.234499, 0.061057597, 0.06764596, 0.20559542, -0.07742593, 0.2165637, -0.1549744, 0.026953368, 0.3037089, 0.110090226, -0.1258564, 0.13759027, 0.16844687) * g_10; + result += mat4(0.24411613, -0.004854083, -0.009286953, -0.00086425553, -0.22064768, 0.0014907656, -0.08684952, 0.029716417, -0.241052, -0.13597979, -0.10451872, -0.26793602, -0.08911106, 0.024757262, 0.17348441, 0.29419208) * g_11; + result += mat4(-0.07577307, 0.030659143, 0.97284687, -0.09018963, 0.059575, 0.09799077, 0.065673314, 0.22537662, -0.0015259798, 0.24301144, -0.09336371, -0.14226802, -0.33286256, 0.027389184, -0.5026264, -0.15279126) * g_12; + result += mat4(0.14727022, -0.10878168, -0.1100343, 0.12144918, -0.03657926, -0.029442519, -0.0017414992, -0.2532462, 0.18112376, -0.058077507, 0.35388008, 0.32712713, 0.17805058, 0.13992003, 0.17930086, 0.39848652) * g_13; + result += mat4(-0.25576255, 0.18205768, 0.08984218, 0.10292959, -0.15820667, -0.090718776, 0.1579229, 0.43783715, 0.078025974, 0.21724561, -0.25238967, -0.23599494, -0.08510723, 0.17738545, 0.13962658, 0.16159406) * g_14; + result += mat4(-0.11219203, 0.075433955, -0.11129301, -0.09385265, 0.22908452, 0.051752828, -0.0993372, -0.2636262, 0.04221882, -0.37118244, -0.1460174, 0.11764387, 0.22468969, -0.197521, -0.13387764, 0.30982286) * g_15; + result += vec4(0.0379655, 0.052258957, -0.017226165, -0.0132343555); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf4 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.113150194, -0.012228015, -0.10810589, 0.18282048, -0.14255662, 0.37686804, -0.34455574, -0.17653705, -0.10299696, 0.17156567, 0.06475307, 0.21704634, 0.05987743, -0.20447443, -0.22365163, 0.26045614) * g_0; + result += mat4(0.25273082, 0.28410602, 0.13341063, 0.15524255, -0.038504723, -0.2987473, 0.5113095, -0.041018266, 0.15720472, -0.07154719, -0.104476094, -0.36850104, -0.09235334, -0.02460906, 0.1918179, 0.108431995) * g_1; + result += mat4(-0.16259582, -0.14792964, 0.01875614, 0.19722176, 0.30285388, 0.17894153, 0.02760128, -0.1352214, 0.28634933, -0.0074598296, -0.09348916, 0.12859564, -0.08578008, -0.30871972, -0.19463369, 0.029592479) * g_2; + result += mat4(0.41718173, -0.08798418, -0.12914781, -0.016728701, -0.004022609, -0.36890173, 0.009880859, -0.1725598, -0.1853788, 0.06624611, 0.010526983, 0.11285315, 0.22359152, 0.04253032, -0.28357792, -0.106521696) * g_3; + result += mat4(0.23125984, 0.063943766, -0.1724623, -0.17019297, 0.08842359, 0.18506196, 0.20219392, -0.07514321, -0.152088, 0.40809697, 0.22866395, 0.29942676, -0.10514515, 0.14835912, 0.255409, 0.005298396) * g_4; + result += mat4(0.118000366, 0.040876955, -0.15260358, -0.34197953, 0.16392517, 0.037801206, 0.26511702, -0.16595386, -0.3013676, 0.032535754, 0.2059592, 0.20713131, -0.074489266, -0.0827021, -0.0930588, 0.12812042) * g_5; + result += mat4(0.12129869, -0.19799119, -0.42776105, -0.15996172, 0.19189952, -0.48698276, 0.14109898, 0.033108126, -0.06918676, -0.28060475, 0.067065634, -0.117751226, 0.07274701, 0.016352981, 0.11877358, -0.30382705) * g_6; + result += mat4(-0.037769582, -0.0039873547, -0.27957156, -0.027259788, -0.005021477, 0.20690842, -0.43643278, 0.12125521, 0.095314205, 0.13150905, -0.1545535, 0.5004901, 0.078181274, 0.1480264, -0.037564073, -0.07784829) * g_7; + result += mat4(0.03755771, 0.22955105, -0.03231175, -0.16500925, -0.2564081, -0.13914458, -0.031046085, 0.10951839, -0.14864902, -0.068928115, 0.0909355, -0.14147623, -0.1901003, 0.35303396, 0.07698175, -0.09974956) * g_8; + result += mat4(-0.050013836, 0.21334587, 0.107435666, 0.22424911, -0.20007136, 0.5500792, -0.40816012, 0.25101343, 0.19421935, 0.035117567, 0.20783037, 0.17410451, -0.28405052, 0.06190316, 0.38027903, 0.051337413) * g_9; + result += mat4(-0.46978363, -0.11272793, 0.12973092, 0.021777695, -0.020381203, -0.1912334, -0.16367903, 0.32833096, 0.08339247, 0.008160841, 0.37062842, -0.014087529, 0.094892465, -0.012870317, -0.010378546, 0.015417017) * g_10; + result += mat4(-0.030511223, -0.08355093, 0.08717814, 0.32149768, 0.19554101, 0.2929336, -0.07563172, 0.2604295, 0.2978335, -0.20227137, 0.1991364, 0.04514103, 0.12003651, -0.12325602, 0.10554548, -0.012967588) * g_11; + result += mat4(0.20080462, -0.0441012, -0.12478753, 0.072197564, -0.11796578, 0.1803613, 0.16319636, 0.05116462, -0.025635032, 0.18309167, 0.016345788, 0.19902118, -0.27134508, -0.24213642, -0.12992004, 0.42813647) * g_12; + result += mat4(0.11977094, 0.010334066, 0.100837916, 0.1320789, 0.1863875, -0.31015033, -0.0759456, 0.033703748, 0.11986626, -0.28383213, 0.26054385, 0.09489738, -0.0829573, 0.05104106, -0.103039704, -0.3475618) * g_13; + result += mat4(-0.3418708, 0.095728405, -0.046365432, -0.15324275, -0.15171754, 0.12827595, 0.061078403, 0.12247848, -0.32564154, 0.27075362, -0.03819952, -0.41804206, -0.22586496, -0.06467655, 0.055885177, 0.104513146) * g_14; + result += mat4(0.025562786, -0.12636441, -0.12522306, -0.1816289, -0.21966882, 0.075359344, 0.095027685, -0.27646592, 0.12653323, -0.08085943, 0.09971742, 0.24018568, 0.053527232, -0.0054027676, 0.07405578, -0.14746837) * g_15; + result += vec4(0.0619906, -0.042231698, -0.01461747, 0.016205417); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x64 +//!HOOK MAIN +//!BIND conv2d_tf +//!BIND conv2d_tf1 +//!BIND conv2d_tf2 +//!BIND conv2d_tf3 +//!BIND conv2d_tf4 +//!BIND conv2d_tf5 +//!BIND conv2d_2_tf +//!BIND conv2d_1_tf +//!SAVE conv2d_3_tf5 +//!WIDTH conv2d_tf.w +//!HEIGHT conv2d_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_1 (max((conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_tf_tex(conv2d_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_tf1_tex(conv2d_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_tf2_tex(conv2d_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_tf3_tex(conv2d_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_tf4_tex(conv2d_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_tf5_tex(conv2d_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_2_tf_tex(conv2d_2_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.056609534, -0.072912574, -0.08224053, -0.27446464, 0.06299807, 0.17494963, 0.02013175, -0.3135523, -0.20414291, -0.002206245, -0.19089301, -0.035810925, -0.15909109, 0.23343667, 0.043236874, -0.05090461) * g_0; + result += mat4(0.071143255, 0.2344495, -0.08178796, 0.19529581, -0.15652603, -0.08692345, 0.15054622, -0.24628481, 0.13293579, 0.099183284, -0.14319651, -0.21706218, 0.18046993, -0.046167973, -0.2622163, 0.14739317) * g_1; + result += mat4(0.028098702, 0.16937847, -0.31955224, -0.13086726, 0.035734467, -0.12136727, -0.05286461, 0.13372248, -0.012013819, -0.013996318, 0.09585827, -0.0980455, -0.18155457, 0.058416523, 0.05363468, 0.2844176) * g_2; + result += mat4(-0.040509474, -0.040644035, -0.14309056, 0.109604076, -0.089917555, -0.05080418, -0.06218365, 0.08950535, -0.13581185, 0.30530998, 0.35584477, 0.25160718, 0.11817752, -0.15588048, -0.18560979, -0.021720303) * g_3; + result += mat4(0.19979374, -0.24442586, 0.06666042, -0.12413865, 0.0723267, -0.08070183, -0.050162878, 0.053533528, -0.23414859, 0.14660425, 0.0535612, 0.1824936, -0.06853291, 0.028537972, 0.08894496, -0.3005856) * g_4; + result += mat4(0.053230897, -0.14692295, -0.010351058, -0.03423785, -0.34997204, 0.17045908, -0.20471387, -0.05596227, 0.37312284, -0.166506, 0.027370568, -0.19885068, 0.22860329, -0.34381005, 0.13689034, 0.100899346) * g_5; + result += mat4(0.100836754, 0.172524, 0.14670734, 0.19648418, -0.22542813, -0.14784352, 0.16542062, 0.31592578, 0.09034929, 0.029557507, 0.016295122, 0.06270892, 0.119690046, -0.039440215, 0.1076754, 0.055114914) * g_6; + result += mat4(0.22560626, -0.19063824, 0.2289656, -0.12238879, 0.062091034, -0.17536564, -0.1097042, 0.18370546, 0.054991204, -0.16073585, 0.24551688, 0.29919684, -0.33145493, 0.06585065, 0.15001276, -0.12141834) * g_7; + result += mat4(0.0072760796, -0.33641306, 0.27806035, -0.0012592864, -0.031354345, 0.14530547, 0.026439384, -0.08998722, 0.16388611, 0.008192195, -0.031645425, 0.23180926, -0.106261194, -0.21588798, -0.01746241, -0.35864678) * g_8; + result += mat4(0.11795532, 0.24395278, 0.06954797, 0.05902286, 0.002836295, 0.13273323, 0.17765377, -0.09331522, 0.13427891, -0.12334423, -0.2206351, -0.11630769, -0.19114569, 0.1635797, 0.17295037, 0.012300116) * g_9; + result += mat4(-0.16389936, 0.104410745, -0.046638153, -0.08462526, -0.05850656, 0.07821304, 0.12509613, -0.08973294, 0.2538881, 0.013903494, -0.18470205, 0.01099874, -0.10122345, -0.2053046, -0.15341048, 0.19987997) * g_10; + result += mat4(-0.10358656, 0.29928508, 0.07767035, -0.065468244, 0.33847088, -0.010010049, -0.18632844, -0.022442589, -0.20640668, 0.12077326, 0.17598887, -0.036393534, 0.057061106, 0.32527304, -0.17863084, -0.08244848) * g_11; + result += mat4(-0.019896565, 0.18471427, -0.23525807, -0.090934336, -0.22715406, 0.025219338, 0.08826347, -0.11013379, 0.053721644, 0.020721693, -0.14894027, 0.017000167, -0.077067815, 0.005117918, -0.60429895, -0.46772584) * g_12; + result += mat4(0.27064618, 0.124304846, 0.17178236, 0.0067777717, 0.20274666, -0.0066843866, -0.10537028, 0.07832309, -0.100172564, -0.084412105, -0.029130317, 0.04364024, 0.08182053, -0.100823514, -0.0935743, -0.029079227) * g_13; + result += mat4(-0.26241225, -0.05721237, 0.101424344, -0.34958288, 0.31858712, -0.076861545, -0.46517807, 0.30126542, 0.086722255, -0.13480917, 0.11960615, 0.4943688, -0.32738853, -0.19455571, 0.026463214, 0.07926301) * g_14; + result += mat4(0.16170315, 0.13929573, 0.059762456, 0.23802169, -0.3277194, 0.24683446, 0.112627044, -0.1602516, 0.08662639, 0.1476813, 0.1104441, -0.3317887, 0.16108729, 0.11565731, -0.18657148, 0.01665966) * g_15; + result += vec4(-0.11646883, -0.009549349, 0.02843715, 0.004513963); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!SAVE conv2d_5_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_3_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_3_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_3_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_3_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.014753134, -0.04786919, 0.11870752, 0.062323157, 0.012823349, -0.18270767, 0.05781849, 0.009605695, -0.11679257, -0.031872023, 0.06138625, 0.035083354, 0.0090230685, -0.226682, 0.06104293, -0.27476013) * go_0(-1.0, -1.0); + result += mat4(-0.057164494, 0.031943344, -0.026907986, 0.1625164, 0.063061535, -0.05563398, -0.050311144, 0.052950714, -0.13305314, 0.095417894, -0.019991228, -0.10098878, -0.04697902, -0.095713176, 0.15546167, -0.029640567) * go_0(-1.0, 0.0); + result += mat4(0.070663795, 0.10422805, 0.014885193, 0.045137066, 0.0693627, -0.08800005, -0.110621534, -0.16098051, 0.03345156, -0.13288338, 0.052109558, 0.08176279, -0.0874141, -0.085414626, -0.026397523, -0.061462812) * go_0(-1.0, 1.0); + result += mat4(-0.016594352, 0.15287156, 0.074731305, 0.0964361, -0.08787371, -0.13661076, 0.2141366, -0.028111434, 0.1326143, -0.20716804, -0.08138669, -0.099190034, 0.06144844, -0.110713564, -0.014771929, -0.14836042) * go_0(0.0, -1.0); + result += mat4(0.09738207, -0.14664938, -0.1250703, -0.038655713, 0.05584081, 0.03942745, 0.073783375, 0.056581516, -0.15187903, 0.08551972, 0.022938624, 0.15554221, 0.028497955, 0.095256545, 0.06512413, 0.028258305) * go_0(0.0, 0.0); + result += mat4(-0.15085734, 0.17242025, -0.034663428, 0.07946447, -0.023244603, 0.009506006, 0.017019462, 0.037655763, -0.03177796, -0.1733154, 0.12542902, -0.08050667, -0.07999971, -0.018520301, -0.034357913, -0.13834344) * go_0(0.0, 1.0); + result += mat4(0.03910769, -0.05480014, 0.10282842, 0.11273193, -0.117832065, -0.03342582, 0.024672383, 0.01922069, 0.052449033, -0.07383957, -0.06616735, -0.07622469, 0.07522412, -0.011379491, -0.10019852, -0.09873271) * go_0(1.0, -1.0); + result += mat4(0.13609584, 0.03403247, -0.080141336, 0.077994175, -0.117510326, -0.09721173, 0.11609589, -0.011041011, 0.08279879, 0.034463685, -0.029874083, -0.09348013, -0.012873403, 0.023173302, 0.13702866, -0.016699987) * go_0(1.0, 0.0); + result += mat4(0.012070883, 0.020341417, -0.017083466, 0.036868714, -0.04590393, -0.0042756707, 0.034706842, 0.10106157, 0.020871256, 0.07026538, -0.008456792, -0.031980522, -0.037377477, 0.0024875633, -0.048794776, 0.054988988) * go_0(1.0, 1.0); + result += mat4(-0.10563537, 0.11606471, 0.18385051, 0.037006877, 0.10408082, -0.041231528, -0.15187787, -0.09085941, 0.08950542, 0.06414686, -0.22425447, -0.27310994, -0.02024463, -0.025200754, 0.11368761, 0.10785044) * go_1(-1.0, -1.0); + result += mat4(-0.030225338, -0.10834746, -0.10231699, -0.03254886, 0.11373231, -0.054429933, 0.026529413, -0.07203562, 0.020784596, -0.08582458, 0.011069094, -0.16185156, -0.1382461, 0.024487281, -0.120093465, -0.29875785) * go_1(-1.0, 0.0); + result += mat4(-0.008845826, -0.11932165, 0.07947179, 0.19418922, 0.00601994, 0.08698007, 0.0070720594, -0.12667209, 0.077381305, -0.05648546, 0.058756344, 0.118710436, -0.15738462, -0.113216214, -0.18746306, -0.16013232) * go_1(-1.0, 1.0); + result += mat4(-0.11823833, -0.10346257, 0.16498324, 0.017223012, 0.16676189, -0.03270543, 0.08681522, -0.019200213, 0.27930862, -0.39976546, -0.08013078, -0.07730102, 0.1775448, -0.23172536, 0.3080911, 0.066501014) * go_1(0.0, -1.0); + result += mat4(-0.13012904, 0.05373303, -0.04057597, 0.098716326, -0.012068175, 0.007822063, -0.10612095, 0.10029054, -0.03896638, 0.092982456, 0.44525465, 0.105101556, -0.01651052, 0.12284007, -0.29234242, -0.016989872) * go_1(0.0, 0.0); + result += mat4(0.03517081, -0.15103249, -0.024740495, 0.11605604, -0.0063804537, 0.0851682, -0.074134536, -0.0820308, -0.051267844, 0.026468761, 0.12227241, -0.023516016, -0.036753807, 0.009863132, -0.18385997, -0.006226107) * go_1(0.0, 1.0); + result += mat4(0.042300962, 0.0612368, 0.04273769, -0.009331085, 0.024928207, 0.036657955, -0.026505891, -0.0995487, 0.040830083, -0.05794873, -0.2301118, -0.25562578, 0.15100408, -0.11114937, 0.12458043, -0.031075275) * go_1(1.0, -1.0); + result += mat4(-0.12209181, -0.159118, -0.044463716, 0.12174668, 0.080834165, -0.030461645, -0.21788771, 0.15906425, -0.08619984, -0.2559847, -0.111772224, 0.089261115, 0.03629327, 0.031571757, -0.19015229, -0.13537124) * go_1(1.0, 0.0); + result += mat4(-0.05894997, 0.036665007, -0.057672605, -0.043688748, 0.010406858, -0.025670307, -0.17934126, -0.028273577, -0.027246438, -0.12550274, -0.13044403, 0.18990144, -0.06271228, -0.09306704, -0.14787146, -0.037143167) * go_1(1.0, 1.0); + result += mat4(0.24538438, 0.07817913, -0.03810617, -0.0063618342, -0.034510795, -0.09723374, 0.0042433045, 0.02840398, -0.008296004, 0.03182418, -0.020445613, 0.040570706, 0.06958669, -0.074645676, -0.045477536, -0.31765696) * go_2(-1.0, -1.0); + result += mat4(-0.07984125, 0.060450725, 0.047792103, 0.008377732, -0.20518395, 0.05043399, -0.01679626, -0.071454376, 0.22970293, -0.014139528, -0.011059268, -0.066941515, 0.07590278, 0.06008143, 0.110568896, 0.051596068) * go_2(-1.0, 0.0); + result += mat4(-0.043445505, 0.07130074, -0.110674106, 0.1135976, -0.17528361, 0.027846763, -0.17418873, 0.062023338, 0.022821834, 0.05296679, 0.10935556, 0.12795413, 0.042655166, 0.0106115835, 0.2004836, -0.081612624) * go_2(-1.0, 1.0); + result += mat4(0.0065808836, 0.07898094, 0.03718763, -0.025817946, -0.1892885, 0.17788704, -0.01939055, 0.0058550234, 0.09937207, -0.051095694, -0.05730913, 0.059234787, 0.28931195, -0.09421872, -0.37408957, -0.20798929) * go_2(0.0, -1.0); + result += mat4(-0.16620718, -0.14868094, -0.12021037, -0.057172157, 0.10535018, -0.0759594, -0.14075747, -0.02022368, -0.18982969, 0.14067341, -0.05750312, 0.08877888, 0.10700357, -0.026717503, -0.033623595, 0.12195265) * go_2(0.0, 0.0); + result += mat4(0.17748521, -0.03286829, 0.0053956825, 0.07372289, 0.055121407, -0.10435926, 0.014667389, 0.0427475, 0.18460171, 0.08454504, -0.08122923, -0.06552034, 0.10567158, 0.1778359, 0.17437135, 0.05902918) * go_2(0.0, 1.0); + result += mat4(-0.08628083, 0.04757524, 0.013566496, 0.058866933, 0.028604174, 0.022337232, 0.036754955, 0.14828879, -0.12659909, -0.010767183, 0.02895015, 0.07494568, -0.02031085, -0.18338795, 0.06491627, 0.18581006) * go_2(1.0, -1.0); + result += mat4(0.086914204, 0.17564085, 0.20865819, 0.003970879, -0.065245375, 0.0719146, 0.0036821382, -0.0005362681, 0.17954963, -0.044090744, -0.0004970521, -0.08508769, -0.0038966718, 0.12987554, 0.10152699, -0.07551662) * go_2(1.0, 0.0); + result += mat4(-0.12458449, 0.046369124, -0.21519043, -0.14829193, 0.0010138899, 0.035694696, 0.038200002, -0.042452868, -0.10323941, 0.12175021, -0.03257118, 0.03198656, 0.014596667, -0.050239712, 0.06553759, -0.0055009895) * go_2(1.0, 1.0); + result += mat4(0.042482298, -0.08873179, 0.09256576, 0.075650096, 0.08212508, -0.027149782, -0.13923948, -0.029412258, -0.046472896, -0.10929789, 0.11386972, 0.09277685, -0.03398996, -0.03957954, -0.08847087, -0.079389304) * go_3(-1.0, -1.0); + result += mat4(0.10738428, -0.060133323, 0.058830995, 0.053890802, 0.05381688, -0.017617341, 0.09074316, -0.14257678, -0.04499134, 0.027924139, 0.1744376, 0.11245277, -0.021527067, -0.0448567, 0.019239385, 0.036269695) * go_3(-1.0, 0.0); + result += mat4(0.022881636, 0.08740093, 0.03667878, -0.022591162, -0.027113255, -0.058345437, 0.07440467, 0.07153011, -0.076189674, -0.0150532955, 0.023971885, -0.033418965, -0.09023294, -0.038390294, -0.09872095, 0.042008042) * go_3(-1.0, 1.0); + result += mat4(-0.016122708, 0.10938718, 0.011049308, -0.026979597, -0.09640132, 0.027440734, 0.059382755, -0.16636404, 0.06228894, -0.06278199, -0.029541656, 0.07371035, 0.15832236, -0.110187896, 0.04382764, 0.0028967306) * go_3(0.0, -1.0); + result += mat4(-0.059453584, -0.14479995, -0.07264137, 0.051669978, -0.04175092, 0.0438449, -0.16053757, -0.3129702, -0.044897456, 0.13238364, -0.16941388, -0.0010662815, -0.058727518, -0.009789796, 0.056073397, 0.24528863) * go_3(0.0, 0.0); + result += mat4(-0.042534802, -0.031428255, -0.13127099, 0.03545817, -0.12471701, -0.11506875, -0.04119249, 0.09132754, -0.1016195, -0.03640248, 0.007980519, 0.052966777, -0.023626154, -0.1328367, -0.10114847, 0.03886791) * go_3(0.0, 1.0); + result += mat4(0.09101958, -0.0018387871, 0.012616483, -0.17484885, 0.011751878, -0.089530915, 0.051097844, -0.04996934, -0.01005944, -0.020370236, -0.24793504, -0.012510409, 0.00786229, 0.04249317, -0.008741537, -0.016400656) * go_3(1.0, -1.0); + result += mat4(0.09523166, -0.042383313, -0.054711856, -0.04637368, 0.102178566, 0.2631821, 0.01233508, -0.010458087, 0.30316606, -0.22986925, -0.5806165, 0.23202705, -0.008722518, -0.010904748, -0.043592352, -0.05686299) * go_3(1.0, 0.0); + result += mat4(0.033423536, 0.098218225, 0.14418946, 0.02657937, 0.03015286, -0.0767474, 0.042458575, 0.1935135, 0.18014516, -0.11874242, -0.1996855, 0.08370151, 0.0690025, 0.07693498, 0.052911133, -0.116886765) * go_3(1.0, 1.0); + result += mat4(-0.08134629, -0.017970117, -0.018347586, -0.02937847, 0.0003775313, 0.19711903, -0.08546992, -0.021621648, 0.08250089, -0.01672797, -0.032528374, -0.038942847, 0.049553294, 0.04604846, 0.14648306, 0.013710108) * go_4(-1.0, -1.0); + result += mat4(-0.15212478, 0.06189338, 0.06345135, 0.124090515, 0.053533733, -0.04025595, -0.020564085, -0.28515917, 0.19415195, -0.015337308, -0.018422237, -0.15629065, 0.18082593, -0.011574442, -0.14429837, -0.05707318) * go_4(-1.0, 0.0); + result += mat4(0.0925495, -0.037113782, 0.065900736, 0.008590338, -0.051698808, 0.10596262, 0.2240978, -0.07484259, -0.03791268, -0.10214985, -0.113221854, 0.021240849, -0.086688854, 0.020506943, -0.006777104, -0.016338166) * go_4(-1.0, 1.0); + result += mat4(-0.24208999, 0.0559375, -0.08700456, 0.079334885, 0.046569377, -0.12452623, -0.07567508, 0.11901736, 0.058025084, -0.10933379, 0.01499338, -0.059329115, 0.07900936, -0.0967382, 0.14649267, -0.21533011) * go_4(0.0, -1.0); + result += mat4(0.051437758, -0.056239348, 0.10826396, 0.0103973355, -0.11036472, 0.089677304, -0.13641821, -0.008562795, -0.0915165, 0.080974646, -0.066158704, 0.08619487, -0.14883414, 0.27063388, 0.26023057, -0.10478266) * go_4(0.0, 0.0); + result += mat4(0.013550296, 0.11880657, 0.10764064, 0.0048602303, -0.053477768, -0.012384154, -0.051058087, -0.21776162, 0.026556205, -0.14465022, 0.029675877, 0.024327768, -0.0044619385, -0.06656158, -0.3113407, 0.078604944) * go_4(0.0, 1.0); + result += mat4(-0.051143095, 0.040067013, 0.0048092115, -0.030791068, 0.005094653, 0.050343107, -0.035564423, -0.13350213, -0.09505067, -0.032024544, 0.046505388, -0.012083068, -0.061293676, -0.018872263, -0.088480964, 0.09508143) * go_4(1.0, -1.0); + result += mat4(-0.014669387, -0.03827568, 0.009706187, 0.091904245, 0.10861065, 0.024155458, 0.027196333, -0.0537285, -0.13822891, 0.08269879, 0.112572595, -0.07349772, -0.07239221, 0.07875581, 0.15151146, -0.08660275) * go_4(1.0, 0.0); + result += mat4(-0.08294598, 0.12766667, 0.118720144, -0.018032918, -0.1013107, -0.013210103, -0.030159824, -0.1633461, 0.16121638, -0.11505265, 0.05771879, 0.17782801, -0.009709625, 0.009048779, 0.0643717, -0.04127436) * go_4(1.0, 1.0); + result += mat4(-0.08944967, 0.10843843, 0.03210341, 0.07035867, 0.00338879, -0.007892554, 0.044288695, -0.039942343, -0.030615557, 0.09317879, 0.0762409, 0.18437877, -0.1321277, 0.05252213, 0.026333284, 0.06269435) * go_5(-1.0, -1.0); + result += mat4(-0.04965776, -0.032139134, -0.09895266, 0.2961244, 0.06335117, -0.16791527, -0.059079025, -0.082506865, -0.056972325, 0.1104244, -0.07652271, -0.07872344, -0.056179147, -0.14230897, 0.039492704, 0.14285105) * go_5(-1.0, 0.0); + result += mat4(0.15735546, -0.060425457, -0.058934245, 0.05505039, -0.097881585, 0.1263457, -0.045253854, 0.09278876, -0.041899607, 0.11877196, 0.002355081, -0.059991844, 0.022999011, -0.0561775, 0.010565752, 0.069077805) * go_5(-1.0, 1.0); + result += mat4(-0.11142972, -0.07061307, -0.11946659, -0.099400096, 0.03367043, -0.013575439, -0.043519527, -0.16127248, -0.032205965, -0.105285004, 0.0021813486, 0.23383193, -0.088821694, 0.11629688, -0.031751737, 0.091282874) * go_5(0.0, -1.0); + result += mat4(-0.19746882, 0.15382765, -0.067304626, 0.22248238, 0.089283146, -0.060740154, 0.12944831, 0.0401885, -0.07014485, 0.015746152, -0.05599315, -0.31444058, -0.123802215, -0.1703309, -0.057243284, -0.0058260057) * go_5(0.0, 0.0); + result += mat4(0.033563264, -0.10897218, -0.014746295, -0.06774955, -0.036188614, 0.10475296, 0.044433076, -0.07463308, 0.008685612, -0.017900765, 0.037735194, 0.14636718, 0.0055965157, 0.008190972, -0.012111877, 0.10777833) * go_5(0.0, 1.0); + result += mat4(-0.22119878, -0.00934439, -0.024470452, -0.021684358, 0.049842075, -0.15857697, -0.070558004, -0.0033294354, -0.26865304, -0.0141610075, 0.021627605, 0.04901091, 0.030171307, -0.047846876, -0.021054259, 0.03347177) * go_5(1.0, -1.0); + result += mat4(-0.06303298, -0.1380914, 0.13821393, -0.12413124, 0.07129274, 0.085286, 0.0061419164, 0.087412804, 0.033100057, -0.23397031, 0.032436803, 0.042869877, -0.107296675, 0.042882215, -0.012395404, -0.0022080743) * go_5(1.0, 0.0); + result += mat4(0.008780741, -0.09572746, 0.235107, -0.005934799, -0.031246934, -0.022992684, 0.06114156, -0.07160206, 0.06099364, -0.08785622, 0.14756297, 0.01614596, -0.22117889, 0.071189515, 0.15055332, 0.08069156) * go_5(1.0, 1.0); + result += mat4(0.15729329, 0.036501955, 0.074508026, 0.014924277, 0.024376784, 0.11048761, -0.0662262, 0.0018295659, 0.09283897, 0.027042102, 0.05291126, -0.06471004, -0.30125985, 0.10795915, 0.06779594, 0.31680325) * go_6(-1.0, -1.0); + result += mat4(0.11615968, -0.04447013, 0.10447689, 0.1350562, -0.11144621, 0.03709077, 0.032952994, 0.096276626, 0.06868203, -0.16554776, 0.18624458, 0.049578857, -0.013442014, 0.070959665, -0.15082222, 0.26545084) * go_6(-1.0, 0.0); + result += mat4(-0.024599882, -0.07956594, -0.13679305, -0.14679682, -0.05684212, 0.03376889, -0.04935937, 0.09255551, -0.04888347, -0.03642756, -0.012279385, 0.0029056766, 0.08576277, 0.061712924, 0.025902992, -0.11700455) * go_6(-1.0, 1.0); + result += mat4(0.35002708, -0.014724336, -0.17723122, 0.11554662, 0.20964158, 0.070235215, -0.15499143, 0.20215057, -0.05240247, 0.100447476, -0.22313856, -0.15757738, -0.17158219, 0.070982456, 0.17847545, 0.0545739) * go_6(0.0, -1.0); + result += mat4(-0.18775995, 0.24853617, 0.31312263, 0.041823838, 0.11542879, -0.079676114, 0.016512455, 0.014672186, 0.10925544, -0.18216388, 0.13738453, 0.02856321, 0.01878391, -0.10745682, -0.16716598, -0.18430677) * go_6(0.0, 0.0); + result += mat4(0.12586334, -0.13059859, -0.032940686, -0.12445521, 0.08744824, -0.024449022, 0.07755207, -0.011887521, -0.044642143, 0.15666896, 0.009933376, 0.21113835, 0.018695675, 0.008285816, 0.23940869, 0.05274216) * go_6(0.0, 1.0); + result += mat4(-0.14385052, -0.013701985, -0.18334188, -0.13801612, 0.06973971, 0.020687139, -0.15838577, 0.0682283, 0.17290114, 0.021822037, -0.1593011, 0.12368296, -0.051909417, 0.099816486, 0.18414661, -0.00997897) * go_6(1.0, -1.0); + result += mat4(-0.098671384, -0.11953922, 0.0187697, -0.08119316, 0.08544758, 0.0026141745, -0.11786651, 0.0861657, 0.05167917, -0.07486402, 0.17135052, 0.045870405, 0.17885911, 0.06896784, -0.22618207, -0.09696675) * go_6(1.0, 0.0); + result += mat4(-0.030892538, -0.040262762, -0.033995286, -0.19412598, -0.0058172327, -0.10667594, 0.045098327, 0.08596532, -0.14027297, -0.13492948, 0.09068293, -0.012210107, 0.049472895, -0.046960693, 0.041833356, -0.036665313) * go_6(1.0, 1.0); + result += mat4(0.11448471, -0.05200127, 0.10448566, 0.06749669, -0.046686202, 0.028539846, -0.071284495, -0.013776608, 0.009059756, 0.005694205, 0.107392795, 0.16345471, -0.040614177, -0.011328381, -0.12204681, 0.016511405) * go_7(-1.0, -1.0); + result += mat4(-0.17095669, -0.076325886, -0.081076495, 0.0766774, 0.06282146, 0.09396067, -0.099288605, -0.2057644, -0.06705021, 0.08401648, -0.006124241, 0.1259643, -0.13008131, -0.14129867, 0.15516123, 0.083607264) * go_7(-1.0, 0.0); + result += mat4(-0.0022957388, 0.05856265, 0.004291894, -0.13992007, 0.051110834, -0.06343282, -0.19713216, -0.009634957, -0.07137837, 0.0568723, -0.031844866, -0.14029147, 0.10511341, -0.03694283, -0.039790563, 0.12079957) * go_7(-1.0, 1.0); + result += mat4(0.116678536, 0.017967895, -0.084222384, -0.18979242, -0.16373818, -0.051625438, -0.007469872, 0.07698895, -0.08559179, 0.22747229, 0.06252753, 0.17239036, -0.1672435, 0.19882563, 0.05094709, 0.15420969) * go_7(0.0, -1.0); + result += mat4(-0.021038907, -0.15289949, -0.1812001, -0.06270831, 0.05773661, -0.09890353, -0.22504179, 0.28661346, 0.030380948, -0.047244404, 0.028095953, -0.16042343, 0.10631722, -0.28756708, 0.19875197, 0.0046880767) * go_7(0.0, 0.0); + result += mat4(0.017992627, 0.09583775, -0.16261324, -0.10037523, 0.15027897, 0.008308924, -0.12523991, -0.09218689, -0.04166017, 0.04481005, -0.07018378, 0.04660488, 0.012251093, -0.02155709, 0.07439554, 0.16595757) * go_7(0.0, 1.0); + result += mat4(-0.10128157, 0.05230012, 0.010505274, -0.0045971354, -0.04436229, 0.0686891, -0.06143502, -0.06329947, -0.037828725, 0.06929396, 0.014732045, 0.019532068, -0.20194429, 0.094608404, -0.09255989, 0.0006712487) * go_7(1.0, -1.0); + result += mat4(0.13456346, 0.19428526, 0.03124889, 0.09431909, -0.057245445, -0.19396421, 0.021673629, 0.26870468, -0.0748189, 0.18683752, -0.041134145, 0.058044426, -0.11280808, -0.069663584, 0.11809443, 0.10898257) * go_7(1.0, 0.0); + result += mat4(0.032437522, -0.020943642, -0.0012967433, -0.040504962, -0.0055941883, 0.05663316, -0.17987259, -0.09858358, -0.022033866, 0.017183136, -0.00373911, -0.10786088, 0.04599657, -0.010730183, -0.015808778, -0.073432535) * go_7(1.0, 1.0); + result += mat4(-0.027450806, -0.07123867, -0.115826175, -0.20558152, 0.015793063, 0.00917592, -0.047437448, -0.10743293, -0.08270229, -0.03460581, -0.22865953, -0.09833294, 0.058562107, 0.066225894, 0.09546966, 0.039175145) * go_8(-1.0, -1.0); + result += mat4(0.0062890495, -0.14731838, 0.013251237, -0.05258336, 0.07339424, -0.09859438, -0.007957546, -0.09032201, 0.01912405, 0.10851486, 0.14476706, -0.045722447, -0.009007182, -0.04607908, 0.11694388, -0.1312195) * go_8(-1.0, 0.0); + result += mat4(0.08320868, 0.021944063, -0.0063242465, 0.11779457, 0.043611903, -0.009892264, 0.031338774, -0.0071105906, 0.17312275, 0.06534067, -0.13700318, -0.15632129, -0.032851465, 0.07614353, -0.0068492275, -0.007339044) * go_8(-1.0, 1.0); + result += mat4(0.1567212, -0.028788604, 0.014872978, 0.023775656, 0.1888344, -0.18292429, 0.0036885971, 0.059944462, 0.019628597, 0.12139034, 0.03521284, 0.07654702, 0.09544245, -0.01730226, 0.11372192, 0.08958013) * go_8(0.0, -1.0); + result += mat4(-0.18358994, 0.008457774, 0.066629425, 0.031368256, -0.16939671, 0.116705574, 0.15289108, 0.09006569, 0.057086732, 0.03173233, 0.1337826, 0.20374574, -0.20242977, 0.11535693, -0.04644542, 0.12053215) * go_8(0.0, 0.0); + result += mat4(-0.025165526, 0.0986568, -0.0019998797, -0.081331715, -0.08333373, -0.028121378, -0.10888794, 0.05499222, 0.065238185, 0.17770849, -0.00065088284, -0.014400954, 0.025441216, -0.089684874, -0.011330411, -0.037265968) * go_8(0.0, 1.0); + result += mat4(0.07548163, -0.032338325, 0.05066688, 0.047633644, -0.04150886, 0.020289602, 0.15300341, -0.12956989, 0.12961324, -0.068314, 0.08058171, 0.0086898785, -0.05619691, -0.10243323, 0.047004003, -0.0047387057) * go_8(1.0, -1.0); + result += mat4(-0.060505453, -0.08456763, -0.050554518, 0.03934322, -0.009900384, -0.016025173, 0.15428478, -0.08673094, 0.06779942, -0.052596506, -0.01919229, 0.06718782, -0.055366307, 0.040410925, -0.17166302, 0.04139781) * go_8(1.0, 0.0); + result += mat4(-0.0054792594, -0.04857173, -0.10938263, -0.002808973, 0.11411507, 0.06460528, 0.125212, 0.052846473, -0.0045314883, -0.09431864, -0.053420343, 0.076576754, -0.051726155, 0.047666553, -0.038724992, 0.12973335) * go_8(1.0, 1.0); + result += mat4(-0.32793117, 0.10536563, -0.121571936, 0.0819257, -0.02026979, 0.045693934, -0.03842899, 0.047471542, -0.06476304, 0.020106113, -0.014928283, -0.040539287, 0.13236661, -0.04688991, 0.12435977, 0.047430243) * go_9(-1.0, -1.0); + result += mat4(-0.15486266, -0.15256862, -0.034016702, -0.074529134, -0.06449022, 0.09587099, -0.083922915, 0.14717162, -0.06547674, -0.12714347, -0.23995708, -0.18052177, 0.070112504, 0.15591848, -0.32457027, -0.19917747) * go_9(-1.0, 0.0); + result += mat4(0.12048215, -0.013003214, -0.113487795, 0.029351957, -0.014786703, 0.03716927, -0.08821999, -0.008626208, 0.018643484, 0.013666749, -0.043723207, -0.012135213, -0.08323913, -0.04146574, -0.22227862, -0.055937964) * go_9(-1.0, 1.0); + result += mat4(0.044348344, 0.045776278, 0.021677578, 0.017165996, -0.034954507, 0.08561954, -0.14646047, -0.13231587, -0.04729133, -0.08174899, -0.11179197, -0.11426391, -0.024943672, 0.04607219, -0.23119277, -0.07512565) * go_9(0.0, -1.0); + result += mat4(0.11036188, 0.15960318, -0.03556543, -0.06765656, -0.2021666, 0.19273448, -0.10892626, -0.09404772, -0.076368466, 0.1813536, 0.032177098, 0.0842, 0.19333756, 0.053526193, -0.009715162, -0.14322306) * go_9(0.0, 0.0); + result += mat4(0.030871768, -0.0074464646, -0.1635315, -0.0031961869, -0.075362965, 0.104896225, -0.021082822, -0.2416909, -0.22069727, 0.020561663, 0.028545292, 0.052814715, 0.19980742, 0.2074361, 0.11841944, 0.05509825) * go_9(0.0, 1.0); + result += mat4(-0.013732159, 0.1374818, 0.07453946, 0.1636285, 0.07283316, 0.22762041, 0.21240574, 0.019950854, 0.15626834, -0.060864933, -0.07968664, 0.03479737, 0.10357597, -0.08328792, -0.0006691867, -0.0381467) * go_9(1.0, -1.0); + result += mat4(-0.1819537, 0.044216722, -0.023299925, 0.05007542, 0.17286481, 0.09262543, 0.2994342, -0.10637366, 0.04639522, 0.06452959, 0.15362616, 0.067861795, 0.021456653, 0.15361351, 0.261385, 0.04604455) * go_9(1.0, 0.0); + result += mat4(0.009122387, 0.048340186, -0.07658522, -0.19766617, -0.051280595, 0.003623177, 0.042376805, -0.04431547, 0.065149754, 0.034897484, 0.02154426, 0.07047, -0.08721426, 0.07704638, 0.0060646655, -0.024416646) * go_9(1.0, 1.0); + result += mat4(0.044220358, -0.12177787, -0.06103336, -0.08130916, 0.022953589, -0.08504309, 0.039640404, -0.042649914, -0.11253562, 0.05210924, -0.03506059, -0.016069679, -0.078641035, 0.0039112084, -0.0062618195, -0.17446917) * go_10(-1.0, -1.0); + result += mat4(-0.01247942, 0.023309292, -0.10943914, 0.062411055, -0.075556256, 0.030011179, 0.068354815, -0.050935294, -0.078005195, -0.031145953, -0.081349626, 0.12883238, -0.121446736, -0.03411904, 0.003731427, 0.13872771) * go_10(-1.0, 0.0); + result += mat4(-0.1397899, -0.030694358, -0.13986057, -0.01456527, 0.13519372, 0.009538593, 0.039709106, -0.03508142, 0.034425747, 0.102543324, -0.092791595, -0.012264085, 0.05396018, -0.11684392, -0.10459425, -0.19696747) * go_10(-1.0, 1.0); + result += mat4(0.24276726, -0.21673095, -0.10106586, -0.051018015, -0.02559439, 0.049109787, -0.026405439, -0.06197655, -0.17754024, 0.15494283, 0.15298724, 0.17503484, -0.13531163, 0.14061542, 0.02137645, 0.08091585) * go_10(0.0, -1.0); + result += mat4(0.017142862, 0.016195927, -0.32190144, 0.11874316, 0.037051585, -0.039087534, 0.015433603, 0.015701048, 0.04637381, -0.11968243, 0.06242134, 0.04560534, 0.12370247, -0.11292332, 0.09618765, 0.0023660306) * go_10(0.0, 0.0); + result += mat4(0.19133906, -0.11650241, -0.011775885, -0.009825516, -0.054749526, 0.06524658, -0.013433133, -0.060871173, -0.11068996, 0.050650746, 0.0019352552, 0.08599543, 0.16217573, 0.013373967, -0.16456692, 0.099531464) * go_10(0.0, 1.0); + result += mat4(0.11285318, 0.00018417467, -0.20670767, -0.065584615, 0.011944516, 7.744912e-05, -0.037524782, 0.056939438, 0.031899396, -0.0038092835, 0.016791284, 0.0506775, 0.046540234, -0.048709188, 0.03119377, -0.0712156) * go_10(1.0, -1.0); + result += mat4(-0.027347967, 0.08333226, 0.06065502, -0.09395132, -0.13586216, -0.08702288, -0.099219136, 0.12588762, 0.08082661, -0.005074681, 0.12843885, 0.06986843, -0.0053627244, 0.056996074, -0.022097634, -0.15663457) * go_10(1.0, 0.0); + result += mat4(0.069395415, 0.0043090186, -0.1853728, -0.05153937, 0.062754065, 0.03969911, -0.029014869, 0.11187697, -0.1032801, 0.07209643, 0.1677695, -0.13300064, 0.083935894, -0.046223458, -0.033849694, 0.1742876) * go_10(1.0, 1.0); + result += mat4(-0.041404765, -0.15952879, -0.055672616, -0.14790176, -0.013831066, -0.047978397, -0.28346768, -0.08638548, -0.21872658, -0.020834675, 0.058469106, -0.021048449, 0.06864195, -0.06668591, -0.084808566, 0.07891877) * go_11(-1.0, -1.0); + result += mat4(0.060619947, 0.1009842, -0.17300764, -0.26239192, 0.1340643, 0.20667392, -0.14698872, -0.35110018, -0.37209937, -0.07078585, -0.05318964, 0.033973537, -0.17849341, -0.03924582, -0.09075869, -0.1777723) * go_11(-1.0, 0.0); + result += mat4(-0.23023579, 0.13480036, -0.22323267, 0.018318858, 0.10835291, -0.13343185, 0.013547803, -0.12702204, -0.008225446, -0.014552931, 0.15907833, 0.040752955, 0.013315338, 0.07751878, 0.150926, -0.11256944) * go_11(-1.0, 1.0); + result += mat4(-0.09436202, 0.04043043, -0.10118068, -0.110989, 0.09390222, 0.110257804, 0.09612221, 0.005879994, 0.032777414, 0.12892056, -0.06661622, 0.078207776, 0.025562935, -0.041329056, 0.036348246, -0.055320274) * go_11(0.0, -1.0); + result += mat4(0.04770027, 0.13019262, -0.06838029, -0.061760966, -0.06446806, -0.07964198, -0.016272204, -0.08714364, -0.14706036, 0.07334957, 0.015852954, -0.07909504, 0.3089915, 0.109102525, -0.015825126, -0.27486005) * go_11(0.0, 0.0); + result += mat4(-0.10764013, 0.19844711, -0.09302359, 0.0054327343, 0.5287512, -0.15161927, 0.024464406, -0.089903906, -0.19313338, -0.07728969, 0.18436882, -0.026266089, 0.0842011, -0.024945607, -0.0038182868, -0.18219624) * go_11(0.0, 1.0); + result += mat4(0.09759823, -0.071663424, 0.065186486, -0.023156485, -0.025800427, 0.16197275, 0.050794635, -0.042893115, 0.023938533, 0.012962341, 0.0795926, 0.0003265065, -0.0220062, 0.10227259, -0.0033829797, -0.103184715) * go_11(1.0, -1.0); + result += mat4(-0.020551044, 0.078421816, 0.01739726, 0.19147848, 0.25223428, -0.21913454, -0.17867994, 0.018781869, -0.054134224, 0.06478987, 0.1793624, -0.08970641, 0.049855165, 0.0020986055, 0.06884598, 0.089142375) * go_11(1.0, 0.0); + result += mat4(0.026820185, -0.04953101, 0.09645142, 0.1821389, -0.2354278, 0.05535592, -0.14191186, 0.20774509, -0.13335133, 0.034332983, 0.40410507, 0.1728577, 0.13332304, -0.022786276, 0.0019173969, -0.0044472194) * go_11(1.0, 1.0); + result += vec4(0.060646188, -0.0038556247, -0.10473039, -0.021283383); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!SAVE conv2d_4_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_3_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_3_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_3_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_3_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_3_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_3_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_3_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_3_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.16133928, -0.006756952, 0.13545449, 0.07060866, -0.16981398, -0.106657766, 0.022805378, -0.0035351648, 0.038761076, 0.058264326, 0.16199178, -0.06511896, -0.17973545, -0.09506077, 0.02306629, 0.08721258) * go_0(-1.0, -1.0); + result += mat4(-0.100562446, -0.05475565, 0.01873388, -0.013671649, 0.14916395, -0.067826256, 0.032623593, -0.060436044, -0.0122893145, 0.09967451, 0.120976925, 0.10229753, 0.13948052, 0.17415452, -0.011262652, -0.037956428) * go_0(-1.0, 0.0); + result += mat4(-0.16161971, 0.02982422, 0.049742486, 0.015267549, -0.055522446, -0.009517889, 0.10921511, -0.08333722, 0.059517074, -0.023159515, 0.13170207, 0.015733222, 0.013808399, -0.011851306, -0.024589658, -0.050633222) * go_0(-1.0, 1.0); + result += mat4(-0.00227671, 0.30201057, 0.11319067, 0.1133962, -0.04852214, -0.19454744, -0.07127992, -0.11690175, 0.12344371, -0.0811454, -0.031156603, 0.04270805, -0.06546707, -0.023155082, -0.06664943, 0.19928366) * go_0(0.0, -1.0); + result += mat4(0.11345815, 0.12714691, 0.071744405, 0.103484415, 0.0023571255, -0.06398675, 0.30560458, 0.30617425, -0.0005386149, -0.041429702, 0.13761137, -0.14517422, 0.13975474, -0.026216023, 0.08931679, -0.07163053) * go_0(0.0, 0.0); + result += mat4(-0.11686376, 0.070224725, 0.10019609, -0.109919794, 0.04557366, 0.023907041, 0.00767809, 0.0013940547, 0.015182983, -0.029614698, 0.076304965, -0.0011633933, -0.13530292, 0.00056007045, -0.057679377, -0.13049605) * go_0(0.0, 1.0); + result += mat4(0.038706653, -0.12585612, -0.0590175, 0.07387271, -0.20598301, -0.039461385, 0.018922692, 0.090926535, 0.007763573, 0.038042054, -0.020345435, 0.016759971, 0.033337165, -0.091677584, -0.06344887, 0.05610023) * go_0(1.0, -1.0); + result += mat4(0.17988396, 0.093451336, -0.018993216, -0.05381074, -0.02964974, -0.1913282, 0.06552725, -0.050367884, -0.015466344, 0.033029303, -0.0096563175, 0.05186194, 0.0033302843, -0.15092133, 0.064511806, -0.04485651) * go_0(1.0, 0.0); + result += mat4(-0.024405021, 0.038516898, 0.015061607, -0.04192331, -0.015869368, 0.017929645, 0.07922887, -0.054948222, -0.013361282, 0.0033160122, -0.12909667, -0.012857738, -0.0068476, -0.012239811, 0.0029081944, -0.08033987) * go_0(1.0, 1.0); + result += mat4(-0.055734444, 0.0094752135, 0.10845729, -0.10329405, 0.17336772, 0.07117447, -0.049073327, -0.10629648, 0.1611813, 0.027324779, -0.16710818, 0.07097851, -0.017817533, -0.15294223, -0.06685321, 0.023941878) * go_1(-1.0, -1.0); + result += mat4(-0.04015555, -0.057957835, -0.04012829, 0.11909982, -0.06483754, -0.09342866, 0.020691587, -0.0051632426, 0.10992608, 0.0037598521, 0.20579205, 0.013045941, -0.016678521, 0.06126397, -0.16735047, 0.053845536) * go_1(-1.0, 0.0); + result += mat4(-0.046297137, 0.100343026, 0.0724331, 0.05753326, 0.025728337, 0.07448563, -0.017905511, -0.05812705, -0.05747221, 0.05252139, -0.0022827995, 0.009535698, 0.27295315, -0.026006082, -0.12689655, 0.04623798) * go_1(-1.0, 1.0); + result += mat4(-0.11685835, -0.015142521, -0.13885486, 0.019486092, -0.20875208, -0.34251136, -0.0700515, 0.02718998, 0.1638258, -0.16402523, -0.42462748, 0.17106175, 0.19568646, -0.052654434, -0.024262564, 0.37246057) * go_1(0.0, -1.0); + result += mat4(0.07555664, 0.18153746, -0.003098694, 0.014292224, -0.12814312, 0.4459735, 0.041419946, 0.17212822, -0.06420285, -0.06265219, 0.17119808, -0.030034862, -0.14114997, 0.123509236, -0.105649926, -0.111933716) * go_1(0.0, 0.0); + result += mat4(0.0019030712, -0.02515307, 0.19928412, -0.004469821, 0.017613214, 0.015647614, 0.08936756, -0.08414862, -0.036098205, -0.022081148, 0.08306485, -0.008411014, 0.02704273, -0.13972263, 0.095762834, -0.09297345) * go_1(0.0, 1.0); + result += mat4(0.025891948, -0.17626308, -0.061084367, -0.04712799, -0.0472, -0.26856974, -0.06539752, 0.013616317, -0.059423175, -0.098188885, 0.025495678, 0.0031581502, -0.03285922, -0.022789126, -0.045184094, 0.14847386) * go_1(1.0, -1.0); + result += mat4(-0.011830537, -0.12030199, -0.053715575, 0.09420908, -0.016697582, -0.101909086, 0.0052315956, -0.038581654, -0.013728641, 0.14887422, -0.20061015, 0.12874006, 0.035768256, 0.18918842, -0.11919466, -0.12912689) * go_1(1.0, 0.0); + result += mat4(-0.050202396, 0.03138417, -0.050705705, 0.02818433, 0.080382414, 0.036221508, -0.0042167716, -0.052568164, 0.08052105, 0.103576005, -0.028431175, -0.007257336, -0.079250015, 0.043258842, 0.020142734, -0.10986943) * go_1(1.0, 1.0); + result += mat4(0.06272645, 0.015670467, 0.14403056, 0.017797878, -0.08169692, 0.040103715, -0.095533915, -0.059653286, 0.07473774, -0.17296436, -0.019161535, -0.041325334, -0.038807016, -0.043070696, 0.06584265, 0.22001688) * go_2(-1.0, -1.0); + result += mat4(-0.018589705, 0.02944848, 0.14810379, 0.06810516, -0.032104094, 0.007841817, -0.055268675, 0.059648626, 0.08636726, 0.12378364, -0.008725567, -0.002871493, 0.19164857, -0.032345578, -0.023310618, 0.04684608) * go_2(-1.0, 0.0); + result += mat4(0.07348036, -0.004544571, -0.14452362, 0.16110179, 0.13347302, 0.04389134, -0.029372944, -0.007604985, 0.029121475, -0.025094448, 0.03175599, 0.06217274, 0.07115858, 0.13647805, 0.10111285, 0.0034638855) * go_2(-1.0, 1.0); + result += mat4(0.05997947, 0.024786323, -0.08678267, -0.012526823, -0.0220639, 0.023112366, 0.07861742, -0.19187176, 0.03293625, 0.10128404, 0.09530748, 0.06404156, 0.19316022, 0.21244249, 0.02258886, -0.1616932) * go_2(0.0, -1.0); + result += mat4(0.15327139, -0.069000825, 0.15589428, 0.14515664, 0.12859896, 0.14179786, 0.060607996, 0.21198936, -0.2507868, -0.022061916, -0.038542237, -0.1808869, 0.031881858, -0.19330673, -0.037499044, 0.13342386) * go_2(0.0, 0.0); + result += mat4(-0.05988526, -0.09544103, -0.016432738, -0.017414998, 0.0046385103, -0.20584446, 0.09174897, -0.12748675, 0.024459438, -0.07905607, 0.06139659, 0.075841114, -0.025305571, -0.07030918, 0.023217013, 0.08051247) * go_2(0.0, 1.0); + result += mat4(-0.037737433, 0.027603755, 0.05098685, 0.042382807, -0.011197322, 0.06492134, -0.0906253, -0.053419977, -0.045706257, 0.079379134, 0.16454495, 0.040260073, 0.015778258, 0.21647462, 0.08369584, 0.060196582) * go_2(1.0, -1.0); + result += mat4(0.013863368, 0.101593465, -0.049138572, 0.049191948, 0.12123321, 0.06259525, 0.09837069, 0.045398068, -0.021721708, 0.17811406, -0.31950596, -0.14456001, 0.04377062, -0.056147244, -0.13187714, 0.13418218) * go_2(1.0, 0.0); + result += mat4(-0.074299, 0.087283604, 0.049188152, -0.04601051, 0.043187305, 0.105247594, 0.067160025, -0.10978978, -0.021780532, 0.16378258, -0.04006729, 0.041094404, 0.12237769, 0.01013395, -0.046020973, 0.058959812) * go_2(1.0, 1.0); + result += mat4(0.10759802, -0.05844557, -0.16433835, 0.02379762, 0.027131278, -0.020398108, -0.03034064, -0.07654222, -0.030525263, -0.071624376, -0.038216878, -0.14220032, -0.015000659, 0.024406437, -0.118754864, -0.019906608) * go_3(-1.0, -1.0); + result += mat4(-0.05946246, -0.037770055, 0.05371964, -0.04762644, -0.023789868, 0.15548596, -0.0022103225, -0.08290816, 0.059680905, -0.06700105, -0.3027294, 0.05302431, 0.060560275, 0.119091325, 0.011910897, -0.0611307) * go_3(-1.0, 0.0); + result += mat4(-0.048199076, -0.005808951, -0.050281305, 0.010793577, 0.052124035, -0.027270628, 0.09903184, 0.083696134, 0.10440056, 0.02289494, -0.07162003, -0.0062849876, 0.1393764, 0.007761962, -0.08147549, -0.120649576) * go_3(-1.0, 1.0); + result += mat4(-0.06300759, -0.03393544, 0.074379005, 0.09672255, -0.065820985, -0.15880246, 0.06331057, 0.09052317, -0.17283176, -0.05706484, 0.055020954, -0.17695414, -0.017047746, -0.09395422, 0.11524346, 0.091663584) * go_3(0.0, -1.0); + result += mat4(-0.12924798, -0.06557826, 0.005698939, 0.05151969, 0.023980606, -0.031310424, 0.0983691, 0.027031474, 0.22763366, 0.13239998, -0.069468655, -0.01557182, 0.062858954, 0.21231271, -0.030290892, 0.17677142) * go_3(0.0, 0.0); + result += mat4(-0.081439696, 0.020450905, -0.012162494, 0.08146154, 0.01614436, 0.04890599, 0.11159027, 0.17375018, 0.04622331, -0.110857576, 0.025216697, -0.060947504, 0.0678939, -0.095830016, 0.099071994, -0.02898622) * go_3(0.0, 1.0); + result += mat4(-0.028128562, -0.023531286, -0.0008795096, 0.0704722, -0.10301007, 0.029321423, -0.021746516, 0.09696239, 0.09645322, -0.040263638, 0.06301727, -0.08709368, 0.09035671, 0.13559014, -0.07670181, -0.03276494) * go_3(1.0, -1.0); + result += mat4(0.055680234, 0.07293633, -0.022003002, -0.044560425, -0.0373804, 0.15495904, 0.13096857, -0.025550859, 0.023868699, -0.023058083, -0.1235014, -0.10734169, 0.010809003, -0.25039196, -0.014217269, 0.07412059) * go_3(1.0, 0.0); + result += mat4(-0.03694641, 0.051798698, -0.07326607, 0.053899962, 0.02812039, 0.022284172, 0.0029374901, -0.07449402, -0.16211948, 0.026257169, -0.0037779722, 0.15171492, -0.052307416, 0.0024355229, 0.0063564116, 0.0046692565) * go_3(1.0, 1.0); + result += mat4(-0.019450054, 0.017427495, 0.14512521, 0.04938662, 0.006202705, -0.08233491, 0.22789595, 0.09831528, 0.0404036, -0.016220046, -0.009567857, -0.10365957, -0.05455351, -0.082637355, -0.18112423, -0.18289614) * go_4(-1.0, -1.0); + result += mat4(-0.019659022, -0.057440203, 0.038178887, -0.024574915, 0.09476514, 0.16418602, 0.096884474, -0.008543215, -0.1006523, 0.1330037, 0.013882872, -0.0050533605, -0.09158922, 0.030192483, 0.13139597, 0.27340072) * go_4(-1.0, 0.0); + result += mat4(-0.014864847, -0.058110245, -0.04089836, -0.027095364, 0.15525354, -0.04222943, 0.114998884, -0.0074308664, 0.02298135, -0.08942385, 0.07597391, -0.07266409, -0.1486214, 0.12592529, 0.008856135, -0.03815847) * go_4(-1.0, 1.0); + result += mat4(-0.016115177, -0.05787365, 0.14374281, -0.065732814, -0.026940078, -0.090105265, 0.09092125, -0.067427695, 0.06799277, 0.046577964, -0.12558952, 0.2282373, -0.050858285, -0.005724691, -0.14264332, 0.0725394) * go_4(0.0, -1.0); + result += mat4(-0.14321874, -0.17630744, -0.030244285, -0.11968165, 0.0214558, 0.08285664, 0.16521458, 0.20328104, 0.07671273, -0.30493468, 0.021776592, 0.011971024, 0.023633704, -0.2776264, -0.10879595, -0.07339406) * go_4(0.0, 0.0); + result += mat4(-0.05762395, 0.11391274, 0.07526661, 0.08930487, -0.050805196, -0.033572827, -0.0138379475, -0.0027166037, 0.051784392, -0.06812382, -0.06657226, -0.029933205, 0.037111796, 0.12770545, -0.19708967, -0.017368592) * go_4(0.0, 1.0); + result += mat4(-0.034721598, 0.07238717, 0.021580521, 0.0032361194, 0.02682915, 0.11429618, 0.006246969, -0.011384502, -0.10198539, 0.044490647, 0.026510842, -0.08242405, 0.10116388, 0.06562081, 0.107485555, -0.0012590926) * go_4(1.0, -1.0); + result += mat4(0.030852526, 0.047721054, -0.13123205, 0.10543791, -0.05943997, -0.046062008, -0.060958795, -0.009572606, 0.10642023, -0.044935644, 0.017086817, 0.17646314, -0.00961127, -0.41264644, 0.018992305, -0.07547571) * go_4(1.0, 0.0); + result += mat4(0.045347903, -0.038964048, 0.056273893, 0.12708911, -0.03469611, 0.10069531, -0.22192168, -0.022682197, 0.043401085, 0.018264271, 0.076982856, 0.011487361, 0.027886251, -0.12259783, -0.099470966, -0.039430864) * go_4(1.0, 1.0); + result += mat4(0.08624949, 0.012376808, 0.0077479514, -0.1170666, 0.0716742, -0.11046843, -0.077850066, -0.044300415, 0.053915314, 0.09339476, -0.069813095, -0.06957861, -0.001374164, 0.14245875, -0.06634346, -0.103644006) * go_5(-1.0, -1.0); + result += mat4(-0.024505014, -0.041000646, -0.037310645, -0.19960494, -0.11286237, -0.039952476, -0.014555522, 0.094842575, -0.077469945, 0.09608264, -0.075717196, 0.057115197, 0.16915609, -0.014995497, -0.13742553, -0.004681802) * go_5(-1.0, 0.0); + result += mat4(0.0549783, 0.030727496, -0.04337882, -0.06925114, -0.019843027, 0.059288803, -0.079616524, 0.01963306, 0.02820184, 0.052798875, 0.046409376, -0.04965568, -0.19409747, -0.004536743, -0.16434522, -0.008230561) * go_5(-1.0, 1.0); + result += mat4(-0.1839738, 0.042379227, -0.16860627, -0.061752677, -0.01604508, 0.030754698, -0.074875444, 0.084691316, 0.038282342, 0.30632535, 0.05114634, 0.121252306, 0.07699079, 0.3056959, -0.10636499, -0.110272214) * go_5(0.0, -1.0); + result += mat4(-0.08497261, -0.061560262, -0.044905245, -0.054917242, -0.08900476, -0.031761087, 0.011166559, -0.07907292, 0.076665536, -0.14452234, -0.18915282, 0.18507777, -0.108493246, -0.31385952, 0.27914372, 0.33188236) * go_5(0.0, 0.0); + result += mat4(0.09645311, 0.07250647, 0.115785874, 0.09124687, -0.056559183, 0.05863247, -0.08140737, -0.05012514, -0.1059255, 0.034764946, 0.097291306, -0.0025682407, -0.009076726, 0.013445683, -0.065667965, 0.12148862) * go_5(0.0, 1.0); + result += mat4(-0.0034297407, 0.0011929716, -0.025974274, -0.122696795, -0.16790242, -0.026815463, 0.02342119, 0.08819499, 0.049951926, 0.0009924982, 0.05151504, -0.09561283, 0.08813568, -0.09092365, -0.10566983, -0.09292515) * go_5(1.0, -1.0); + result += mat4(-0.12156009, -0.011645673, -0.07497513, 0.07160764, 0.033775024, -0.007643766, 0.12486011, -0.0766719, -0.022502638, -0.12700734, 0.056804404, 0.2373573, -0.052466217, 0.041492254, 0.010128061, -0.03906922) * go_5(1.0, 0.0); + result += mat4(-0.06947017, 0.039409123, -0.09709905, -0.035098486, -0.04671096, -0.025924092, -0.10862489, 0.014876228, -0.004171268, -0.055684786, -0.0430162, -0.015479635, -0.07883754, 0.028366983, -0.07044784, 0.026371619) * go_5(1.0, 1.0); + result += mat4(0.12491029, -0.01923031, 0.06077587, -0.11972133, 0.09019155, 0.07630519, 0.0030505152, 0.059707895, -0.033507288, 0.004496867, -0.11517756, 0.12770605, 0.094082855, 0.074296735, -0.1412585, -0.1442703) * go_6(-1.0, -1.0); + result += mat4(0.1385727, 0.038624324, -0.046046253, 0.05311024, -0.06940295, 0.04701938, 0.11245861, -0.005019864, -0.014386482, -0.012019259, 0.14635965, -0.06122487, -0.06906494, -0.16240194, 0.082200415, 0.048237212) * go_6(-1.0, 0.0); + result += mat4(0.14468831, -0.056279324, -0.046586104, -0.018987626, 0.052040957, -0.011430102, -0.035632648, 0.014202148, -0.11370422, 0.08197359, -0.16257696, -0.034705233, -0.06485444, -0.019303367, -0.09146792, 0.010801243) * go_6(-1.0, 1.0); + result += mat4(0.043830894, -0.2320351, 0.3333112, 0.2630448, 0.07373748, 0.33049798, 0.001642668, 0.22351044, 0.017811265, 0.23345731, -0.08962462, -0.1396011, 0.09703513, -0.01986389, -0.09969773, -0.14018197) * go_6(0.0, -1.0); + result += mat4(-0.12336034, -0.123443455, 0.0593038, -0.081452504, 0.04679253, -0.0040808073, -0.12084844, -0.20217294, -0.037490703, 0.19642612, 0.24421008, 0.5276441, -0.16672747, 0.014775753, 0.0105408225, 0.10049115) * go_6(0.0, 0.0); + result += mat4(0.089774966, -0.047527924, -0.0007001913, 0.071103655, -0.03167252, -0.06652405, 0.021832626, -0.0027828882, -0.14941277, 0.13698508, -0.05485965, 0.0018984928, 0.05728955, 0.05286551, -0.042861003, 0.1204859) * go_6(0.0, 1.0); + result += mat4(0.04797686, 0.017278861, 0.09963163, -0.07403156, 0.16224588, -0.00022055063, -0.035451055, -0.054200813, 0.0075777066, 0.032946784, 0.054119565, 0.013952389, -0.03471897, 0.119187325, 0.103756696, -0.16748244) * go_6(1.0, -1.0); + result += mat4(-0.12169368, -0.09832273, -0.07356938, 0.012601864, 0.0033501373, 0.06226625, -0.05481353, 0.057701286, 0.0074527394, 0.04647796, -0.01752196, -0.009819254, -0.055218786, 0.2523621, 0.0018503782, 0.013713094) * go_6(1.0, 0.0); + result += mat4(-0.07547788, 0.019841697, -0.063743204, 0.0016271871, -0.011909185, 0.025960762, -0.032695234, 0.05598399, 0.0324628, -0.032277346, 0.06817223, 0.094046466, -0.026146894, 0.04707096, -0.015286299, 0.021633716) * go_6(1.0, 1.0); + result += mat4(0.06242534, -0.0050779823, -0.120014794, 0.12003254, -0.07670613, -0.020087022, 0.052733466, 0.05739494, -0.06948649, -0.086232655, 0.044364158, -0.025977671, 0.00048737816, 0.10551334, -0.012772333, 0.0695593) * go_7(-1.0, -1.0); + result += mat4(0.021200884, 0.04894996, -0.066838525, -0.18435371, 0.042426147, 0.020211088, 0.055953514, -0.051933434, -0.10550434, -0.0026846863, -0.13971733, -0.02184495, 0.0014545146, -0.0915335, -0.027734866, -0.038728945) * go_7(-1.0, 0.0); + result += mat4(0.10364436, -0.08102991, 0.008440821, -0.09785022, -0.013573327, -0.071765065, 0.025664581, -0.03018756, 0.06772861, -0.036794353, -0.047585115, -0.051343437, -0.2573073, 0.0023996837, -0.008496379, -0.10749119) * go_7(-1.0, 1.0); + result += mat4(0.12116202, 0.035012618, 0.06828631, -0.011810479, 0.15149537, 0.2697212, -0.0818064, -0.12058153, 0.007521522, 0.1254704, 0.13602273, -0.042921092, -0.19474955, 0.08889511, 0.11905765, -0.48354828) * go_7(0.0, -1.0); + result += mat4(-0.06622801, -0.24205731, 0.00039195677, -0.018191213, 0.1418333, -0.23763578, 0.1262838, 0.3101213, 0.10095308, 0.092712864, 0.035186313, -0.05094548, 0.18132727, -0.11579797, 0.12947337, 0.17984942) * go_7(0.0, 0.0); + result += mat4(-0.024080344, 0.030900456, -0.07827444, -0.03047019, -0.07694487, -0.033968464, -0.09684677, 0.01864093, 0.08061825, 0.028564071, -0.06351325, 0.045664158, -0.02435513, 0.07335545, -0.15416555, 0.033914436) * go_7(0.0, 1.0); + result += mat4(-0.0066844383, 0.18998615, 0.08110769, 0.06075703, -0.00035976124, 0.17410082, -0.016190415, -0.072515815, 0.06237005, 0.039860904, -0.07000151, -0.044377264, -0.0135860015, 0.09124136, 0.07817149, -0.13900073) * go_7(1.0, -1.0); + result += mat4(-0.027519895, 0.11568574, 0.0938243, -0.054063454, 0.032663487, 0.0032921168, 0.12618391, -0.002021597, 0.051823083, -0.16533224, 0.028921695, -0.078465916, -0.058265906, -0.19176663, -0.04167813, -0.018580772) * go_7(1.0, 0.0); + result += mat4(0.09653387, -0.06955171, -0.0032987394, -0.0822022, -0.110497184, 0.027078046, -0.16925058, 0.022800285, -0.065462455, -0.06652677, 0.041567896, -0.03914663, 0.08393093, -0.027193561, 0.029169211, 0.026189756) * go_7(1.0, 1.0); + result += mat4(-0.028530449, -0.030343069, -0.094984, 0.0457086, 0.030453794, -0.10934838, 0.026118102, 0.05388074, 0.01141028, 0.17053983, 0.025053402, 0.10237525, -0.018245628, 0.0466102, 0.10027888, 0.007031101) * go_8(-1.0, -1.0); + result += mat4(0.031947598, 0.0142047815, 0.1008171, -0.021267543, 0.028890727, 0.015997184, 0.00904217, -0.07394312, -0.075407095, -0.123822875, 0.053960808, 0.03218678, -0.078903474, -0.0074488954, 0.006436021, -0.019293945) * go_8(-1.0, 0.0); + result += mat4(-0.093168706, 0.008948909, 0.04137674, -0.0897038, -0.020926308, -0.09558734, -0.022406321, 0.002949651, -0.011116838, 0.023297548, 0.15090843, -0.083772644, -0.07124868, -0.091127455, -0.046792395, -0.031992402) * go_8(-1.0, 1.0); + result += mat4(-0.110468656, -0.03484454, 0.053979196, 0.13552794, -0.04660422, -0.14299203, -0.10245069, 0.15799181, 0.052099496, -0.05660036, 0.09624473, -0.059447583, -0.19582441, -0.19371855, 0.029592248, 0.15151422) * go_8(0.0, -1.0); + result += mat4(-0.081927694, 0.010878782, 0.05471361, -0.038445257, -0.10004111, -0.00742982, -0.121207744, -0.07186629, 0.19857378, -0.12072702, 0.16502617, 0.3030395, 0.02941075, 0.16125154, 0.036315985, -0.12341535) * go_8(0.0, 0.0); + result += mat4(0.076093376, 0.108250566, -0.04474227, 0.0005430772, -0.056557942, 0.12507966, 0.043558195, 0.13094783, -0.009826428, -0.030642144, 0.044561736, -0.01616312, 0.124570616, 0.032103647, 0.00094704446, -0.062467944) * go_8(0.0, 1.0); + result += mat4(0.05288774, -0.04173261, -0.094127834, -0.048326064, -0.051140305, -0.09304907, 0.07285711, 0.10539822, 0.0757148, -0.10271482, -0.05926938, -0.011032404, 0.04824878, -0.13786948, -0.044193707, -0.06005154) * go_8(1.0, -1.0); + result += mat4(-0.029262906, -0.04053909, -0.10859774, -0.024688296, -0.07468686, 0.02183861, -0.05050053, -0.036748923, -0.04600484, 0.13406211, 0.3144956, 0.03387907, 0.030911079, 0.03854964, 0.040388837, -0.051211257) * go_8(1.0, 0.0); + result += mat4(0.04581977, -0.050508924, -0.09192806, 0.045895346, -0.042796656, -0.075065635, 0.06755441, 0.1621575, 0.07225555, -0.021305092, 0.07891141, 0.062734276, 0.032362953, -0.01723129, 0.056368362, -0.095162146) * go_8(1.0, 1.0); + result += mat4(-0.1290508, 0.09830274, 0.19029498, -0.13119996, 0.061265036, 0.023812773, -0.03416971, -0.027166106, 0.1472619, 0.110970646, -0.13354625, 0.115644634, -0.09297424, -0.045373987, -0.07155728, -0.02823285) * go_9(-1.0, -1.0); + result += mat4(0.29414526, 0.031436007, 0.13467501, 0.23785688, 0.020552235, -0.17962979, -0.011401214, 0.07844186, 0.0020100463, 0.033093207, 0.21094067, -0.006131698, 0.036331773, -0.056775156, 0.28799078, 0.21105652) * go_9(-1.0, 0.0); + result += mat4(0.05108093, 0.062294826, 0.0753641, 0.061110258, -0.07275481, 0.034971233, -0.19592805, 0.010506673, -0.07471706, 0.010695946, -0.058127686, -0.013674127, -0.11572427, 0.0047275554, 0.07725011, 0.077781096) * go_9(-1.0, 1.0); + result += mat4(0.021191953, -0.16302282, 0.031195858, -0.016690757, -0.042332754, 0.12576906, 0.028911225, -0.042581353, 0.14656056, -0.002111526, -0.054867882, 0.053384244, -0.00054000184, 0.2865656, 0.08568847, -0.005297186) * go_9(0.0, -1.0); + result += mat4(0.24459156, -0.0040446254, -0.011034847, 0.020034194, -0.13969189, 0.026051244, 0.010284825, 0.052832644, -0.3302616, -0.1641068, 0.05866752, 0.049114868, -0.19706532, -0.038541116, 0.15689386, -0.014460528) * go_9(0.0, 0.0); + result += mat4(0.20088449, -0.18249178, -0.19120571, -0.021813335, -0.02567551, -0.10124292, -0.2129278, -0.15769608, -0.100296415, 0.12818226, -0.18814573, 0.057463627, -0.2173712, 0.14296606, -0.19845422, 0.04402624) * go_9(0.0, 1.0); + result += mat4(-0.04501396, -0.016134484, -0.048776157, -0.027523788, 0.14263803, -0.033841856, 0.14165118, 0.11231477, -0.117087275, 0.071836635, 0.033528548, 0.025089972, -0.11626535, -0.059059534, 0.039012797, 0.056363076) * go_9(1.0, -1.0); + result += mat4(-0.019880112, -0.10156109, 0.14758001, 0.12805681, 0.096986346, -0.047886547, 0.007990481, 0.2734917, -0.03103439, 0.07075354, 0.074489154, 0.048702024, 0.024555484, 0.28999108, 0.06102981, -0.10981428) * go_9(1.0, 0.0); + result += mat4(-0.074777, 0.001804593, 0.07410528, -0.08746074, -0.039508138, 0.015179453, 0.032183602, 0.12169698, 0.05552145, -0.10485944, 0.05223517, -0.083807155, 0.1067679, -0.040424254, -0.051757596, 0.03411554) * go_9(1.0, 1.0); + result += mat4(0.08332494, -0.017157076, -0.15541728, -0.02507669, 0.09043872, 0.053027406, -0.098478906, 0.014016389, 0.07899013, 0.09959897, 0.13936171, 0.16692483, 0.017292997, 0.13855843, 0.0750788, 0.14084084) * go_10(-1.0, -1.0); + result += mat4(0.06163187, 0.050483577, 0.17532788, 0.12694873, 0.036072567, -0.12612706, -0.068937264, 0.0208678, 0.0955886, -0.21836248, 0.05693701, 0.11552043, 0.05373496, -0.0076306504, -0.1134099, -0.23140456) * go_10(-1.0, 0.0); + result += mat4(-0.02418352, 0.07047251, -0.08015661, -0.020395076, -0.12786765, 0.06069527, 0.035371967, 0.045634307, -0.1251301, 0.17768264, -0.09586097, 0.10744777, 0.06199948, -0.06666097, -0.031270064, -0.029521335) * go_10(-1.0, 1.0); + result += mat4(0.08700529, 0.0521275, 0.0134138055, 0.12139678, 0.06302291, 0.021202987, -0.07977008, 0.048815608, 0.15826204, -0.09358012, -0.02154612, -0.24544328, -0.013697682, 0.0016321354, 0.13801077, -0.06325918) * go_10(0.0, -1.0); + result += mat4(0.20855603, 0.13971342, 0.20750982, 0.054931514, -0.0072197737, -0.18407024, -0.05493873, -0.12714154, -0.030079355, 0.118419215, -0.10421147, 0.036947545, 0.0629553, 0.14460443, 0.06846684, 0.0016486015) * go_10(0.0, 0.0); + result += mat4(0.0019238774, -0.06716329, -0.036974065, -0.025171692, 0.003145538, 0.009222313, -0.08951116, -0.028844675, 0.0019689503, 0.0038089454, 0.049644902, 0.015088383, -0.08523328, -0.057811886, 0.13893504, 0.084998205) * go_10(0.0, 1.0); + result += mat4(0.017735925, -0.027136771, -0.018788278, 0.0014902869, -0.039537203, -0.0032515842, 0.010640472, -0.048517723, 0.14024682, -0.026336543, 0.051186156, 0.03411434, -0.12304973, -0.018773645, -0.07901994, -0.014950501) * go_10(1.0, -1.0); + result += mat4(0.04492738, -0.09235136, 0.016306276, -0.07114585, 0.021729728, -0.00079245685, 0.025323827, -0.0053302613, -0.10879124, -0.13935542, 0.058140572, -0.030897664, 0.017131852, 0.2910438, -0.05578602, 0.1226322) * go_10(1.0, 0.0); + result += mat4(0.064604685, 0.0016290275, -0.05219982, -0.046904758, 0.055705804, -0.09864041, 0.0959681, 0.01864796, -0.11455475, -0.09758585, -0.022786105, -0.038040295, -0.0051123835, 0.13658151, 0.07356666, -0.05481127) * go_10(1.0, 1.0); + result += mat4(-0.099208795, -0.057029903, -0.16799642, -0.0044347527, -0.06552306, 0.048165623, 0.045094546, -0.039906844, -0.0046389205, -0.02457306, 0.015797745, 0.058697045, -0.054800622, -0.12494134, 0.07049534, 0.037583154) * go_11(-1.0, -1.0); + result += mat4(-0.009378128, 0.035244588, -0.09924745, 0.18942085, 0.0014096628, 0.11226739, 0.0072757765, -0.055776034, 0.082616255, -0.11925312, -0.06925827, 0.14569838, -0.19810294, 0.06581726, 0.09252449, 0.0068915454) * go_11(-1.0, 0.0); + result += mat4(-0.064408444, -0.061193526, -0.038778774, 0.053977504, 0.039270118, -0.10278301, 0.086721204, -0.113875344, 0.06850686, -0.012360228, 0.015361166, 0.046675045, 0.13093628, 0.0005417212, 0.13471904, 0.06485523) * go_11(-1.0, 1.0); + result += mat4(0.07989225, -0.100406826, -0.10944563, 0.07256156, 0.10232373, 0.009566911, -0.0461756, -0.16797575, 0.039543778, -0.15199925, 0.031132417, -0.092911355, -0.09814002, -0.31025404, 0.02272795, 0.2248659) * go_11(0.0, -1.0); + result += mat4(0.08360824, -0.0737838, -0.14736836, 0.15890516, 0.13234118, 0.08391826, -0.076949224, 0.34322366, -0.115592755, 0.049026012, 0.020826623, 0.17741196, 0.16721897, 0.26695272, -0.34930348, -0.14795424) * go_11(0.0, 0.0); + result += mat4(-0.06995868, 0.0056425664, 0.00419832, -0.10647465, 0.0044470876, -0.09307231, 0.30857167, 0.10302482, 0.19641803, 0.0001864599, 0.16174625, 0.12199131, -0.044310175, 0.0552523, 0.09890855, -0.10056144) * go_11(0.0, 1.0); + result += mat4(0.0007076519, -0.022538826, -0.013704813, 0.12702727, 0.061103735, 0.05082559, 0.08556586, -0.062643535, -0.021830598, 0.026547015, 0.002573239, -0.037739865, -0.07985882, 0.15111215, 0.0019819294, 0.014503066) * go_11(1.0, -1.0); + result += mat4(0.07269095, 0.030431513, 0.12673184, -0.015513133, 0.12458577, 0.04736781, 0.25453326, -0.016506296, 0.018488389, 0.06741469, -0.1681027, -0.060571954, 0.041646067, -0.034232, -0.09514311, 0.06477151) * go_11(1.0, 0.0); + result += mat4(-0.02164016, -0.081735596, 0.18272854, -0.00049256656, 0.048891954, 0.075129755, 0.064598955, 0.027568849, 0.06284424, 0.05611894, 0.15823774, 0.10164623, 0.08859664, 0.00096352655, 0.05039276, 0.059170373) * go_11(1.0, 1.0); + result += vec4(0.0307871, 0.026051836, -0.027859464, -0.064916685); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.2814602, 0.2277187, 0.29435065, 0.2408478, 0.105000384, -0.27356383, 0.036709026, -0.082270764, -0.051774833, -0.30756906, 0.22812237, -0.1716299, 0.066388845, 0.071013935, -0.17304003, 0.36941883) * g_0; + result += mat4(0.010861255, 0.035956513, 0.15827346, -0.1573738, 0.28040013, -0.14285654, -0.1002935, -0.17466334, 0.23483588, -0.4468472, -0.083240435, -0.28713223, 0.20002778, -0.22584511, -0.017660992, 0.15582836) * g_1; + result += mat4(-0.26468986, 0.0936422, -0.043597784, -0.18019813, 0.12215305, 0.30424714, 0.41272894, 0.2958579, -0.1279559, -0.1711416, -0.1494349, -0.15574773, -0.20571063, 0.33361194, 0.31610423, 0.07864312) * g_2; + result += mat4(0.16455007, 0.23325196, -0.31887302, -0.02492541, -0.55856234, -0.0031886266, -0.11389042, -0.16259733, -0.25545537, 0.4201699, 0.13217591, 0.07380258, 0.030272568, 0.06883875, -0.16177692, 0.23754956) * g_3; + result += mat4(-0.35823125, 0.26168248, 0.06723545, -0.25340518, -0.12674278, 0.16228193, -0.12574689, -0.018757205, 0.11605118, -0.2045155, 0.0029288447, -0.030387532, -0.25938132, -0.22786854, 0.19045345, -0.13012685) * g_4; + result += mat4(-0.065970175, 0.0951907, 0.035318363, 0.13688375, 0.059882894, -0.11809705, -0.05243897, -0.352783, 0.39302433, 0.01651681, -0.25153002, 0.08879433, -0.20241016, 0.044586238, -0.41407117, 0.25752586) * g_5; + result += mat4(-0.20024903, -0.029611953, -0.28356886, -0.025313022, 0.089501604, -0.033136155, -0.1373444, -0.044254545, 0.039401148, 0.18670277, -0.31939486, 0.21125056, 0.26854888, 0.02871854, 0.19365928, -0.18145144) * g_6; + result += mat4(-0.14600311, -0.08483165, 0.018047078, 0.035864647, -0.20588812, 0.2844857, 0.14752424, 0.21875894, -0.30613014, 0.3414608, 0.30383223, 0.2768457, -0.0075907917, 0.40889844, 0.16538632, 0.32830665) * g_7; + result += mat4(0.38021183, -0.12041459, 0.14818075, 0.19251712, -0.091613315, -0.27928743, -0.24842967, -0.23841564, -0.11372076, 0.09261184, 0.31207904, 0.16299677, 0.15786624, -0.03707239, -0.052265193, -0.21610543) * g_8; + result += mat4(-0.043928284, -0.07245048, 0.17044666, 0.18489574, -0.02868591, 0.06388082, -0.21634308, 0.2171092, -0.25383195, -0.13655554, 0.050747488, 0.11323931, 0.14448066, 0.10746246, 0.021201093, -0.05081431) * g_9; + result += mat4(0.010971268, -0.31695822, 0.06632742, 0.2854791, -0.056062803, -0.026609302, -0.011950665, -0.10058546, -0.18215255, 0.081689365, 0.19777119, 0.34793538, 0.30169576, 0.004764223, -0.076669544, 0.044626463) * g_10; + result += mat4(0.18681169, 0.210494, 0.19781908, -0.08093209, -0.21912567, 0.11352498, 0.013049184, -0.21621475, 0.03843136, 0.26926485, 0.09463884, 0.23498456, 0.23216794, -0.13159363, 0.16778943, -0.025485182) * g_11; + result += mat4(0.19025959, 0.58493006, 0.056999333, 0.05119183, 0.1487993, -0.38447016, -0.17310664, -0.39204964, -0.064214475, 0.08697591, 0.25842324, 0.04074829, 0.078874275, -0.24143232, -0.22189601, 0.024380466) * g_12; + result += mat4(-0.10456438, -0.19316635, -0.092004195, -0.10626127, -0.18705751, 0.122325554, 0.07493597, 0.14279996, 0.31013626, 0.060707815, -0.14635678, -0.044795312, 0.006639313, 0.13290113, 0.3026528, -0.033154637) * g_13; + result += mat4(0.16083871, 0.036329053, 0.12857045, -0.20901158, 0.071605735, 0.029462824, -0.022499103, -0.2286325, -0.53524, 0.04800241, 0.021400047, -0.39015284, -0.07230238, 0.18508849, -0.032816987, -0.21694009) * g_14; + result += mat4(0.1175502, 0.2037501, -0.13257551, 0.101748504, 0.10230803, -0.12004787, -0.20809744, -0.17061722, -0.020457663, -0.3528951, 0.21511243, -0.07210097, 0.107290834, -0.30615744, 0.1965365, 0.18667313) * g_15; + result += mat4(0.003279607, -0.13956092, 0.03445401, -0.0033504022, -0.095258705, -0.010740883, 0.014021217, 0.05173165, -0.053114057, -0.03752222, -0.05321192, 0.19231808, 0.11545275, -0.37370005, -0.2259635, 0.096631624) * g_16; + result += mat4(0.11959142, 0.08352709, -0.059375286, -0.14197232, 0.04815708, 0.04520147, -0.112980366, 0.14088671, 0.01989498, -0.034033295, -0.08994673, -0.10527029, 0.17595868, -0.03632629, 0.28482202, 0.01762533) * g_17; + result += vec4(0.066603035, 0.016885368, 0.04719387, 0.013140797); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf1 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.028307766, 0.35418066, -0.08265425, 0.0524958, -0.052733433, -0.23152119, 0.060992382, 0.13296764, 0.20385887, 0.20722593, -0.18456522, -0.06654151, 0.073012725, 0.1738478, -0.081442595, -0.09303688) * g_0; + result += mat4(-0.0879442, 0.117100604, -0.2022827, 0.2498845, -0.13747723, 0.012266356, 0.07140362, -0.17850813, -0.15422471, 0.06091594, -0.25272366, 0.06035512, -0.043132532, 0.14852233, -0.07621397, 0.15171692) * g_1; + result += mat4(-0.020322306, -0.045558915, -0.04046774, 0.12558004, -0.36567464, -0.2146117, -0.014710619, 0.06968004, -0.18818662, -0.07847737, -0.03947554, -0.082270905, -0.1513966, -0.3303706, 0.15264171, -0.22679567) * g_2; + result += mat4(-0.08894719, 0.12672763, 0.21034755, 0.07608016, 0.164807, 0.2194763, -0.0050431606, 0.2508391, 0.21810757, -0.12751459, 0.33856523, 0.119690664, 0.16341431, -0.11109964, -0.27633113, 0.017533202) * g_3; + result += mat4(-0.06003009, -0.21883024, 0.1129707, 0.18688855, -0.25084695, -0.123959206, -0.044746067, 0.05043674, -0.20955594, -0.016574647, 0.2791325, 0.07776435, -0.23383816, -0.13642253, -0.1239683, -0.06908085) * g_4; + result += mat4(0.065739244, 0.33356935, 0.046213064, -0.5236776, 0.13756007, 0.24683417, 0.20376736, 0.18232968, -0.044425983, 0.18467174, 0.33787662, 0.30031878, -0.07485783, 0.004371367, -0.06572547, -0.032950997) * g_5; + result += mat4(0.29744133, -0.12391908, -0.22200936, -0.12863474, -0.121608935, -0.04758852, -0.12311768, -0.12681226, -0.2310094, -0.39655608, 0.19449705, 0.16235611, 0.21368645, -0.19411276, 0.124115534, 0.016622102) * g_6; + result += mat4(0.11676303, 0.02057063, 0.25251, 0.009276932, 0.32482183, -0.040129874, -0.1519303, -0.10388706, -0.028108373, -0.102412194, 0.23188083, 0.18341891, 0.03013491, -0.048286173, 0.0058329282, -0.34457833) * g_7; + result += mat4(-0.22898167, -0.117408544, -0.017038332, -0.15345758, 0.046906043, 0.19235781, 0.04426378, -0.19599624, -0.017836578, 0.15131067, 0.041776728, 0.14426501, 0.17741966, 0.22128138, -0.20428863, 0.20178981) * g_8; + result += mat4(-0.004315044, -0.31666014, -0.29125935, -0.12128216, 0.050062098, -0.28783244, 0.20843488, 0.061466597, 0.0057525453, 0.20799558, -0.0835697, -0.004084688, -0.27317607, 0.04916592, -0.078759655, 0.19164392) * g_9; + result += mat4(0.099757336, -0.11831386, -0.2699008, -0.30549145, 0.118077554, 0.25497273, 0.13997836, 0.075740926, 0.049060423, 0.06831763, -0.3817807, -0.006211132, -0.11377098, -0.09531877, 0.08467258, -0.14856833) * g_10; + result += mat4(0.052639242, -0.18830816, -0.13748348, 0.28691578, 0.07127495, -0.5680293, 0.12841675, -0.39588076, -0.097284764, 0.36028334, -0.11519626, -0.2415703, 0.11885911, 0.046078153, 0.042018026, 0.03702952) * g_11; + result += mat4(0.24275999, -0.22876017, 0.032914363, 0.1260231, 0.32194653, 0.0028965252, 0.17534332, 0.0040270244, 0.03671861, -0.2601385, -0.062798336, -0.13836406, -0.25233975, 0.09016869, 0.10884071, -0.1415055) * g_12; + result += mat4(-0.101087205, -0.043435648, 0.08795096, -0.16750972, -0.30129662, -0.10044177, 0.03310268, 0.08606169, 0.03684131, 0.048794735, 0.08225686, 0.15893319, 0.28447697, -0.09976657, -0.1304865, 0.21622008) * g_13; + result += mat4(0.0010363923, 0.25213385, 0.20465605, 0.22295177, 0.24521509, -0.2710824, -0.20280603, -0.12543409, -0.18289496, -0.06373974, -0.18411794, 0.061445527, -0.060365368, -0.08516493, 0.08249083, 0.07828689) * g_14; + result += mat4(-0.060793873, -0.09924079, -0.09869246, -0.4285292, -0.37705702, 0.3411712, 0.22729903, 0.23361796, -0.2354948, 0.21899778, 0.059090182, -0.067654245, 0.16081595, -0.12565234, -0.19271798, -0.09305432) * g_15; + result += mat4(0.12694947, 0.03796598, 0.032361817, 0.10044351, 0.04519685, -0.13140874, 0.024121989, 0.04257511, 0.07970886, 0.041310467, 0.022053141, -0.19843316, -0.08216455, -0.05973446, -0.12435201, -0.13035697) * g_16; + result += mat4(-0.048266474, -0.12415696, 0.06391087, -0.15999964, 0.016235331, 0.09552785, 0.12677793, -0.14847611, -0.36091015, 0.027757538, -0.029300604, 0.09124694, 0.4466633, 0.0061744438, -0.055607114, -0.21320932) * g_17; + result += vec4(-0.0014512301, -0.027619217, -0.016000178, 0.0588223); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf2 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.2198397, 0.07474122, 0.25085604, -0.16841322, -0.018095493, -0.100231275, 0.12683615, -0.12938105, 0.16326998, -0.34271434, -0.0143025955, -0.10391288, -0.09107246, 0.13806722, -0.011419862, 0.19981647) * g_0; + result += mat4(-0.0316539, -0.25519773, -0.1209305, -0.06143041, 0.05174701, -0.19147594, 0.11087807, -0.06532573, -0.2013948, -0.14687414, 0.0901586, 0.27443606, -0.14269981, 0.22332881, -0.23509043, 0.2060809) * g_1; + result += mat4(0.109063365, 0.052561738, 0.08149706, 0.019311855, 0.089754134, -0.044553958, -0.1007105, 0.0009892394, -0.09903347, -0.28857565, 0.30435443, 0.0015787942, -0.41297057, -0.22761044, -0.01780215, -0.062698446) * g_2; + result += mat4(-0.01552362, 0.2901384, 0.1680081, -0.17513134, -0.06897878, 0.17592743, -0.43503913, -0.04596621, 0.012619745, -0.21403605, -0.16948934, -0.06996391, -0.29766196, 0.12116802, -0.048980057, 0.22243607) * g_3; + result += mat4(0.24363546, 0.3689805, -0.21884279, 0.3818604, -0.16839428, -0.0556417, -0.12723716, 0.1746213, -0.19730906, 0.1479734, 0.11733126, 0.018830176, 0.049721003, -0.0035500277, -0.17519367, -0.2499017) * g_4; + result += mat4(0.041031633, -0.24796546, 0.09606645, 0.0395995, 0.42594504, 0.067137666, -0.14129956, -0.05022722, 0.25581697, 0.08863704, 0.16423233, -0.33918852, -0.19086458, 0.15642363, -0.0023126223, -0.2951177) * g_5; + result += mat4(-0.23185489, -0.08386336, -0.07150133, 0.13777092, -0.14072278, 0.02838937, -0.042908818, 0.025783628, -0.11648161, 0.19068946, -0.07160502, 0.09172534, 0.24410047, -0.060724117, -0.17257373, -0.1972248) * g_6; + result += mat4(-0.0072582318, -0.011030204, 0.048395652, 0.10914101, -0.15400207, 0.20606099, -0.11960791, 0.24877293, 0.17356429, -0.082197405, -0.010170127, -0.031832773, -0.033288233, -0.20086886, 0.27148035, -0.012432371) * g_7; + result += mat4(-0.29836038, 0.0151038375, 0.21195093, 0.13568489, -0.14903903, -0.086146735, 0.021210156, 0.18356802, 0.19766386, 0.32297, -0.14609253, 0.04741111, 0.15015276, -0.24872275, 0.10544547, 0.079276256) * g_8; + result += mat4(-0.4609224, 0.00049777416, -0.1300821, 0.10355109, 0.1587039, -0.007964796, -0.053031847, -0.08619027, 0.071805984, 0.29670206, -0.03566753, -0.2677423, 0.0313238, 0.09650806, 0.12557615, -0.41598156) * g_9; + result += mat4(-0.28125992, -0.21541679, 0.25341314, -0.08868869, 0.16403335, 0.31890368, 0.1563854, -0.2924655, 0.31608266, 0.11475146, -0.14041825, 0.08089581, 0.22312473, 0.09776039, 0.21496448, 0.09443975) * g_10; + result += mat4(0.39393064, 0.29192236, -0.3070681, -0.25582662, -0.34292933, 0.3159496, -0.27226242, 0.08320266, -0.06314073, 0.10564044, -0.13292909, 0.18393274, 0.18127939, 0.22060028, 0.1666197, -0.043861568) * g_11; + result += mat4(0.25017107, -0.026370317, 0.13043208, -0.18787016, -0.2924086, -0.38265043, 0.07511309, -0.035600156, 0.05386576, -0.10529828, -0.1958516, -0.0059428713, -0.117195666, 0.050320167, 0.127351, 0.028612586) * g_12; + result += mat4(-0.45573857, -0.20206647, -0.30226526, -0.21770813, 0.063414164, 0.25145012, 0.012881708, -0.2445157, 0.022737922, -0.1239582, 0.009450774, -0.17895594, -0.064821586, 0.0061988737, -0.13174036, 0.045387045) * g_13; + result += mat4(0.16634953, 0.30238214, -0.14754951, -0.007021737, -0.26485208, 0.19425714, -0.01118022, -0.1616703, -0.011515406, 0.123444855, -0.15848742, -0.124876305, 0.067033015, 0.031733245, -0.24944969, -0.19156238) * g_14; + result += mat4(-0.25266653, -0.019663328, 0.2661182, -0.015626933, -0.012707616, -0.118515946, 0.14260185, 0.0751291, 0.23328146, 0.15651625, 0.34605113, 0.07489629, -0.16263823, 0.017182954, 0.5533502, 0.13305502) * g_15; + result += mat4(-0.097454436, 0.030718658, 0.14785567, -0.097030275, -0.013122067, -0.083220206, -0.050912652, -0.023857877, 0.080882534, 0.37543672, -0.01784633, -0.16073057, -0.26875043, -0.22118908, 0.1596688, 0.09931549) * g_16; + result += mat4(-0.0035172352, -0.094074495, -0.18603468, 0.051569406, 0.113153726, -0.24173748, 0.00024355631, -0.13451214, 0.09677065, -0.24573214, 0.117040165, 0.20340551, -0.49295896, 0.32970372, -0.07180111, 0.13000454) * g_17; + result += vec4(0.05127727, -0.027001878, 0.0080799395, 0.050219692); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf3 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0947985, 0.2332559, -0.024840387, -0.12695168, -0.011602261, -0.14465079, 0.08024385, -0.22528623, 0.1340458, -0.07059673, -0.3695891, 0.12334664, 0.20933141, -0.09326808, -0.2975661, 0.061081678) * g_0; + result += mat4(-0.11507307, 0.35812494, -0.17707227, -0.014434964, -0.15823618, 0.13134694, -0.18273474, -0.14312805, 0.12061932, 0.1496361, -0.03527865, 0.08025679, 0.21869129, 0.07058963, -0.16300866, 0.047147434) * g_1; + result += mat4(-0.044750545, -0.009959345, -0.099832825, 0.05492685, -0.08516999, -0.05746863, -0.15037218, -0.12047596, 0.027117934, 0.08349217, -0.064510226, 0.19004482, 0.016504517, -0.19758373, -0.029387178, 0.024999566) * g_2; + result += mat4(-0.19270788, -0.15476836, 0.24117126, -0.0379194, 0.3743418, -0.103265874, 0.13830991, -0.036348045, 0.0559878, -0.10660704, 0.13829483, -0.16407472, -0.11997183, 0.01790227, 0.14605843, -0.07279059) * g_3; + result += mat4(0.28092733, -0.16125645, -0.2748912, 0.26881403, 0.059113085, -0.054873332, -0.021884039, 0.089765035, -0.1258933, -0.039875403, 0.08049244, 0.14648421, 0.15913528, 0.11868216, 0.26197466, 0.20166811) * g_4; + result += mat4(0.15582782, 0.404659, 0.0015323871, 0.042285357, 0.03543343, 0.28058854, 0.09269268, -0.1961485, -0.050092928, 0.23627135, 0.18665306, -0.2269804, 0.019387577, -0.27056855, -0.032678973, -0.1313305) * g_5; + result += mat4(0.041672353, -0.11869399, -0.10265229, -0.08001758, -0.083409294, 0.27257153, 0.029960267, 0.009504049, -0.25293326, -0.028966684, -0.26568112, 0.07192321, -0.45549354, 0.00988489, 0.2838676, -0.15658323) * g_6; + result += mat4(-0.0969234, -0.44853622, 0.1312735, 0.36762837, 0.29700848, -0.055008043, -0.107015595, 0.26205721, -0.025227455, -0.26865402, 0.037786532, 0.14742893, -0.21797921, -0.09365055, 0.1648379, 0.11523759) * g_7; + result += mat4(-0.08800255, -0.22999708, 0.15386356, -0.15094003, -0.1857585, 0.11688115, 0.23875357, 0.19499353, 0.0412525, -0.024864528, 0.22446378, -0.2659101, 0.08516812, 0.45923305, 0.10732433, -0.09354394) * g_8; + result += mat4(0.20697595, -0.20005412, -0.035901353, -0.13551861, -0.025914649, -0.28284183, -0.11218443, -0.10993567, -0.07797817, 0.1730173, -0.09316322, 0.03815029, 0.10571366, -0.038362827, -0.1914281, -0.09927578) * g_9; + result += mat4(-0.14568554, -0.11636077, 0.19675533, -0.041014023, -0.25883666, -0.12882718, 0.31183702, -0.0011882539, 0.14754722, 0.024993556, 0.0168953, 0.067850605, -0.19463025, 0.034864627, 0.041240662, -0.03222681) * g_10; + result += mat4(-0.1426807, 0.15183157, 0.15200667, -0.14715526, -0.17436193, -0.2790302, 0.092628404, 0.17627066, 0.08689362, -0.12282142, -0.22965756, 0.0715357, -0.06378668, -0.038817883, 0.006680897, -0.16652597) * g_11; + result += mat4(-0.112664886, 0.16732118, -0.082690485, -0.36430246, 0.1043046, -0.20746218, -0.26694834, 0.118057035, -0.005464113, 0.16917925, -0.007820917, 0.0140616475, -0.074033186, -0.21199086, 0.03959589, -0.024746282) * g_12; + result += mat4(0.11506031, 0.23876894, -0.08834736, 0.21521813, -0.074349664, 0.13053001, -0.11863015, 0.0024896788, 0.031616643, -0.24681048, 0.1621546, 0.038487136, -0.001199782, 0.14914162, 0.013806334, 0.01951855) * g_13; + result += mat4(-0.008453833, 0.26529935, -0.11500479, -0.44277295, 0.043010518, -0.15156142, -0.17212024, -0.13284442, 0.14113069, 0.076676466, -0.120249875, -0.10003942, 0.36022985, 0.35055906, -0.021890117, 0.13908324) * g_14; + result += mat4(0.074958876, 0.18787664, 0.11494537, 0.3821255, 0.07704636, 0.175412, 0.024792312, 0.111158736, -0.060063202, -0.08937286, 0.21284722, 0.09321436, 0.050422233, -0.10608569, 0.13923599, 0.11934222) * g_15; + result += mat4(-0.07895042, -0.019823313, -0.042007383, -0.044339843, 0.050560612, -0.13500823, -0.1591223, 0.2070823, 0.3217226, 0.0050152694, -0.08454321, 0.15309334, 0.1487958, 0.23113962, -0.037693724, -0.011872479) * g_16; + result += mat4(-0.08302536, 0.12064725, 0.015102583, 0.019917564, -0.15781376, -0.03290087, -0.365194, -0.010774219, -0.15353476, 0.0021079888, 0.14096913, 0.015317738, -0.21820316, -0.18941125, -0.07205566, 0.16917731) * g_17; + result += vec4(-0.05091759, 0.03221878, 0.05122183, -0.009628421); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf4 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.21972683, 0.075138226, 0.10989088, 0.15510671, -0.1459443, -0.0016620584, 0.061098658, 0.31031737, 0.066652276, -0.028504146, -0.2547878, 0.05934589, -0.097173244, -0.02434052, 0.00775221, -0.1422285) * g_0; + result += mat4(0.107364714, -0.04124382, 0.15790261, -0.06481956, 0.17907274, -0.060845222, 0.12766309, -0.00051298866, -0.102316536, -0.15852973, -0.08159873, -0.044251855, 0.27320522, -0.058971684, 0.10957703, 0.11716146) * g_1; + result += mat4(-0.013670836, 0.24698958, -0.22751978, -0.0073335706, 0.056770742, -0.030483782, 0.02582211, 0.08631351, 0.037981253, -0.19984269, -0.0027441583, -0.0624548, -0.0073825894, 0.19920917, 0.025273615, 0.08608597) * g_2; + result += mat4(-0.0662924, -0.07036538, 0.18532504, -0.2299518, -0.17168434, 0.10680291, -0.32843417, 0.18283479, -0.014981234, -0.3074193, 0.25829783, 0.13314934, -0.29796004, -0.24784647, 0.107523575, -0.06354826) * g_3; + result += mat4(-0.27304897, 0.021216365, 0.19145995, -0.08837303, 0.002489904, -0.14517735, -0.11758484, 0.017706083, 0.11964576, 0.07262963, -0.02875841, 0.058490552, 0.36016595, -0.17619327, -0.14238013, -0.06569956) * g_4; + result += mat4(-0.17569791, 0.018018663, -0.06937724, -0.19693184, 0.005096431, 0.24887225, -0.26054552, -0.08146536, 0.31367835, 0.3301311, 0.32667178, 0.28089377, 0.1244409, -0.031515893, 0.036075663, 0.19611663) * g_5; + result += mat4(0.17254318, 0.2789707, -0.023289531, 0.0384691, 0.056068007, -0.21530272, -0.12280407, -0.27022615, 0.0869075, -0.005402115, 0.31068063, -0.28706273, -0.055334765, 0.08997763, 0.16977838, -0.050881755) * g_6; + result += mat4(0.038418837, -0.016408218, 0.08852962, -0.014304706, -0.12245269, 0.32564455, 0.008428901, -0.12942936, 0.014469481, 0.19589558, 0.05143627, 0.015018481, -0.18424125, 0.31541458, 0.15289177, -0.015950657) * g_7; + result += mat4(-0.24448341, -0.12913765, 0.14086853, 0.23801136, 0.053969346, -0.00888275, -0.16412334, 0.12726937, -0.16968949, 0.23890501, 0.00017258813, -0.009174681, 0.16712539, -0.24415763, 0.15660262, -0.065232545) * g_8; + result += mat4(-0.050856017, 0.202047, -0.18741634, -0.046839286, 0.10381434, -0.18508428, 0.2024435, -0.058891546, -0.06494971, -0.13396326, -0.0043475446, 0.080295786, -0.03888818, 0.20266065, -0.11657034, -0.044489022) * g_9; + result += mat4(-0.072022684, 0.03736022, -0.18028143, 0.084992565, 0.071270995, 0.17529677, 0.21173926, -0.04662527, -0.114107236, -0.0499027, -0.023457017, -0.14902714, -0.16848294, 0.29582912, -0.031783022, -0.21024497) * g_10; + result += mat4(0.12895544, 0.031505328, 0.07695562, 0.345239, -0.23573573, -0.35058022, 0.16588537, -0.37892917, -0.25666252, 0.04829329, 0.015923034, -0.06639003, -0.19299003, 0.19805184, 0.062723555, -0.16471659) * g_11; + result += mat4(-0.0048171217, -0.3616856, 0.10861591, -0.112293005, 0.22894251, 0.007305623, -0.15964155, -0.11533153, -0.04575267, -0.054644916, 0.102498904, -0.10909718, 0.06384877, 0.03547178, 0.036990482, 0.11729651) * g_12; + result += mat4(0.12198726, 0.049392004, 0.030775595, -0.0439167, 0.05127687, 0.006836142, 0.25043175, 0.41561976, 0.18109778, 0.036204416, -0.18115522, -0.11104906, -0.13888827, -0.030574424, -0.15439117, -0.023217283) * g_13; + result += mat4(0.037748005, 0.115257904, 0.0013052573, -0.08927453, 0.15113032, 0.0036705493, -0.036586095, 0.082375705, -0.14908089, 0.19808415, 0.10144146, -0.13911691, 0.18034998, -0.09426868, -0.28695896, -0.07120951) * g_14; + result += mat4(-0.15097517, -0.23736724, -0.011011207, 0.15136749, -0.1099934, -0.054979928, 0.19652224, 0.18154691, -0.104135856, 0.14703101, 0.10374482, -0.14010042, -0.08321475, -0.15499261, 0.12135948, -0.09310376) * g_15; + result += mat4(0.1298599, 0.09743068, -0.13728131, 0.15002461, 0.16739184, 0.1680788, -0.13828343, -0.0080054095, 0.10013758, -0.123607814, 0.045337323, -0.09940934, -0.13998291, -0.012435486, -0.2050455, 0.40441212) * g_16; + result += mat4(-0.4145493, -0.041918173, -0.029234748, -0.04663795, 0.068999134, -0.13911937, -0.10113266, -0.004217848, 0.049335115, 0.26279005, -0.1096574, -0.009956439, -0.18413721, 0.25698513, 0.03403163, 0.050992493) * g_17; + result += vec4(-0.03271656, -0.03322799, 0.033719946, -0.039838646); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x72 +//!HOOK MAIN +//!BIND conv2d_3_tf +//!BIND conv2d_3_tf1 +//!BIND conv2d_3_tf2 +//!BIND conv2d_3_tf3 +//!BIND conv2d_3_tf4 +//!BIND conv2d_3_tf5 +//!BIND conv2d_5_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!SAVE conv2d_6_tf5 +//!WIDTH conv2d_3_tf.w +//!HEIGHT conv2d_3_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_1 (max((conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_3_tf_tex(conv2d_3_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_3_tf1_tex(conv2d_3_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_3_tf2_tex(conv2d_3_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_3_tf3_tex(conv2d_3_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_3_tf4_tex(conv2d_3_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_3_tf5_tex(conv2d_3_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_5_tf_tex(conv2d_5_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.3184051, -0.13755248, -0.23732315, -0.023162326, 0.01720298, -0.13192378, 0.016757166, -0.11769522, -0.09113053, 0.045006696, 0.11998161, 0.22151577, -0.09237514, 0.25612727, 0.031724155, 0.03275836) * g_0; + result += mat4(0.16658157, 0.09904747, 0.12178111, -0.21332578, -0.084959686, 0.25737628, -0.07269974, -0.0044502337, -0.16059934, 0.14796074, -0.2408073, -0.283023, -0.02290089, -0.12150798, 0.122527674, 0.33295074) * g_1; + result += mat4(-0.13768205, -0.032166574, 0.10757663, -0.19916943, 0.22137393, 0.097398534, -0.028636161, 0.057976738, 0.021234423, 0.16993561, -0.006663144, 0.056026485, -0.17463136, 0.011491455, -0.34180948, -0.052859932) * g_2; + result += mat4(0.2173205, -0.025248244, -0.24675395, -0.23414998, -0.062658116, 0.18439959, -0.050601244, -0.11459134, -0.22184677, -0.18934494, 0.20033342, -0.028426873, -0.12788561, 0.09256763, 0.04540186, -0.041159313) * g_3; + result += mat4(-0.0993446, -0.04936769, -0.092339985, -0.36057615, -0.07563136, 0.16411334, 0.18075173, 0.06588899, 0.020508798, 0.06469463, 0.070499524, -0.032993205, 0.02209328, -0.03959476, 0.2591428, -0.31618914) * g_4; + result += mat4(0.18500368, -0.27579078, 0.15843801, -0.19448781, 0.066866614, 0.00010545493, 0.15846692, 0.15597339, 0.2097692, 0.047041208, -0.16916004, -0.112265535, -0.31957072, -0.039543174, 0.27903298, 0.238342) * g_5; + result += mat4(-0.24176823, 0.004759584, 0.30377442, -0.28161818, -0.01639163, 0.28049424, 0.15209472, -0.13002338, -0.034997053, 0.14607708, -0.16109394, -0.3709857, 0.06600745, -0.06402065, 0.09106263, -0.08173308) * g_6; + result += mat4(0.00085082283, -0.1385803, -0.096698835, -0.018731076, -0.13685198, -0.066617444, -0.021327814, 0.047615487, -0.0067158537, -0.305055, -0.030938676, 0.103631414, -0.10505161, 0.1377772, -0.21578938, -0.08955101) * g_7; + result += mat4(-0.012543417, 0.14635363, -0.34157932, 0.13002996, -0.08412303, -0.035678063, -0.018591393, -0.07879708, 0.052513346, -0.2033995, -0.2095011, 0.09329585, -0.10069142, 0.06845934, 0.34163034, 0.08352417) * g_8; + result += mat4(-0.22950074, -0.028784348, 0.19254303, -0.08938541, 0.15025762, -0.28843135, 0.032744445, 0.31275362, 0.013827366, -0.0037322342, -0.20390843, 0.18030973, 0.014234129, 0.12213843, -0.021821825, 0.04274312) * g_9; + result += mat4(0.14702202, 0.14780809, -0.050316352, 0.008637546, -0.018341271, -0.18107755, -0.034195397, -0.016785527, 0.01823875, -0.04468439, 0.11064914, -0.05889276, -0.052540354, 0.072073415, -0.2706125, 0.21487243) * g_10; + result += mat4(0.5024447, 0.058864042, -0.257565, 0.1780413, -0.065261215, 0.03483217, 0.46696317, -0.055783324, 0.13675097, -0.0388672, 0.22358736, -0.019960344, 0.11402829, 0.040916674, 0.042867694, -0.19926277) * g_11; + result += mat4(0.00014269089, 0.03286679, -0.024311759, -0.10549739, -0.21425818, 0.06221074, 0.040516183, -0.107838914, 0.14727353, 0.17660016, -0.20832092, -0.23476245, -0.09223368, 0.09435899, -0.06876976, -0.032683436) * g_12; + result += mat4(-0.061027218, 0.0023568163, 0.03251149, 0.120799825, 0.18775438, -0.022180539, -0.23275055, -0.10154802, -0.078680724, -0.23514764, 0.15737699, 0.1601879, 0.124354616, 0.038517214, 0.14103456, 0.0208124) * g_13; + result += mat4(0.22970279, 0.021356303, -0.11624362, -0.20197557, -0.12733872, 0.20742093, 0.35425633, -0.1574453, 0.045965664, -0.23022245, 0.16394545, -0.15241143, 0.24514204, 0.22437558, 0.113987625, -0.0011856258) * g_14; + result += mat4(-0.35714933, -0.31235123, 0.12664467, 0.15167892, 0.16453564, -0.010062876, -0.0831791, 0.19339912, -0.1188241, -0.056378998, -0.22127298, -0.15548877, -0.24432793, -0.034023006, 0.041227486, -0.2873007) * g_15; + result += mat4(-0.032629743, -0.27882102, 0.1215572, -0.017597208, 0.116811305, 0.14217746, 0.015951436, -0.5205457, -0.038023748, -0.14943328, -0.15468231, 0.074514836, 0.16636418, -0.062607236, -0.032341167, -0.11533553) * g_16; + result += mat4(-0.08205011, 0.16940303, 0.18777788, 0.16565365, 0.1837101, 0.18085457, 0.018884834, 0.3717715, 0.083659224, 0.25785285, -0.21427527, -0.057258263, 0.07784925, 0.29109064, 0.23607136, 0.21052702) * g_17; + result += vec4(-0.04224999, -0.02424048, 0.054364916, -0.013123425); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!SAVE conv2d_8_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_6_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_6_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_6_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_6_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.017245982, -0.10205182, 0.06592613, 0.10119294, 0.16497745, -0.09849219, -0.25274593, 0.008262675, -0.08324075, 0.0012232156, 0.13190362, -0.06990613, -0.10311924, 0.084054045, 0.18017255, 0.0015689692) * go_0(-1.0, -1.0); + result += mat4(-0.086738944, 0.05683929, 0.02077085, -0.08947913, -0.14034756, -0.20852928, -0.013736887, 0.2779769, 0.3373044, -0.13216746, -0.016907953, -0.12594625, -0.10783071, 0.03808162, 0.24408895, 0.20189719) * go_0(-1.0, 0.0); + result += mat4(0.011089735, 0.051879622, -0.009382909, -0.061490677, -0.15404041, 0.10668794, -0.12992448, 0.023808947, 0.04725236, -0.007854223, 0.018729774, 0.0069361436, -0.13436957, -0.104874924, 0.12281142, -0.037680827) * go_0(-1.0, 1.0); + result += mat4(0.10235808, 0.009209343, -0.07005798, 0.10155561, -0.12590079, -0.13827644, 0.19028322, 0.07556906, -0.002828972, -0.120726846, 0.0629339, 0.052100886, -0.17681666, -0.023424415, 0.13374582, 0.09863593) * go_0(0.0, -1.0); + result += mat4(-0.039348856, -0.3029951, 0.04409393, 0.14203669, 0.0696304, 0.12359778, 0.042248026, 0.0104241725, 0.13959405, -0.10698982, -0.057147264, 0.12518157, 0.19059546, 0.41067636, -0.1983108, 0.18840271) * go_0(0.0, 0.0); + result += mat4(-0.15870674, -0.0701884, 0.08489569, -0.02654819, 0.0033299036, -0.060902737, -0.04983705, -0.35470948, -0.084136516, -0.14726189, -0.072878584, 0.07187844, 0.20252506, 0.009699822, -0.073386565, 0.106467165) * go_0(0.0, 1.0); + result += mat4(0.2179163, 0.19806448, -0.15892337, -0.07720002, 0.05189642, 0.09778843, 0.019355027, 0.001972146, -0.13311687, 0.11688048, 0.21982704, -0.020337472, 0.14858794, 0.051447146, -0.2608639, -0.07317878) * go_0(1.0, -1.0); + result += mat4(0.22658373, 0.4676125, 0.12164402, 0.1053381, -0.077884555, -0.2299649, -0.077929124, -0.023255048, 0.086657956, 0.16235548, 0.11172628, -0.1735993, 0.08308437, 0.07557913, -0.12573138, 0.027871478) * go_0(1.0, 0.0); + result += mat4(0.052426986, 0.042996544, -0.0065641096, -0.13619404, 0.0937742, -0.06937073, 0.025181042, -0.009622155, 0.06362213, 0.122430645, 0.16642696, 0.0073900563, 0.028088724, -0.15745147, -0.04368355, -0.219305) * go_0(1.0, 1.0); + result += mat4(-0.06745488, 0.065858796, 0.12368586, 0.0427822, -0.06909228, 0.08118366, 0.1765519, 0.10772472, -0.06532271, -0.045426063, 0.016137455, 0.020064423, 0.014287055, -0.054321405, 0.042286996, 0.10099062) * go_1(-1.0, -1.0); + result += mat4(-0.057029862, 0.0362498, -0.037312467, -0.14639975, 0.034470584, -0.009491449, -0.10235259, -0.16240342, -0.18365304, 0.03781435, 0.06301943, 0.060023054, -0.09714585, 0.031318884, 0.06972318, 0.018246962) * go_1(-1.0, 0.0); + result += mat4(0.13726738, -0.16109414, 0.07628339, 0.12009387, 0.039631862, -0.09495948, 0.00029953572, 0.08877397, -0.044539213, -0.034805167, 0.0068849795, -0.04260509, -0.06018224, -0.05168526, -0.023669146, -0.30695686) * go_1(-1.0, 1.0); + result += mat4(-0.120535225, -0.0070700655, 0.16954692, 0.07605776, -0.05912706, 0.003126789, 0.041797232, -0.06152968, 0.117091924, 0.1430996, 0.03245857, 0.05414445, -0.03527794, 0.00017621276, 0.09934673, 0.014325701) * go_1(0.0, -1.0); + result += mat4(-0.07887054, -0.08962667, 0.026777597, -0.10685796, -0.09769213, -0.040339533, -0.05416594, -0.07396728, 0.1480623, 0.1829144, 0.13414545, 0.077383295, 0.2445133, -0.08650768, -0.21591617, 0.019430999) * go_1(0.0, 0.0); + result += mat4(0.11418274, 0.0809287, -0.048047103, 0.26749784, 0.026034137, -0.035213873, -0.049213536, 0.010558167, 0.040018234, 0.0735889, -0.06628688, -0.03411808, -0.035016537, -0.09873343, -0.18022732, -0.22504263) * go_1(0.0, 1.0); + result += mat4(-0.007387419, 0.078416035, -0.0059123817, -0.059462387, 0.16282924, 0.028098159, -0.03884464, 0.08384578, -0.03217295, -0.11172753, -0.041089218, -0.08262653, -0.12797798, -0.09257405, -0.0060008634, 0.054310728) * go_1(1.0, -1.0); + result += mat4(-0.107547924, -0.136527, 0.11917758, -0.08163186, 0.16521084, 0.20436095, 0.13264002, -0.038182408, -0.049320918, 0.01033383, -0.057830308, -0.026969533, 0.047547635, -0.2403957, -0.19596279, -0.12783392) * go_1(1.0, 0.0); + result += mat4(-0.09732307, -0.0189351, -0.16634326, 0.17837308, -0.028240273, 0.132171, 0.025601666, 0.080066584, 0.09691263, 0.010431896, 0.05836809, -0.12634112, 0.15672882, -0.1375993, 0.06891336, 0.09314768) * go_1(1.0, 1.0); + result += mat4(-0.1063821, -0.037122764, 0.08435907, 0.07673827, -0.21610612, 0.1227755, 0.030571682, 0.2720798, -0.09842632, 0.029424794, -0.031963848, -0.027386528, -0.29708394, -0.051083524, -0.006008752, -0.34883302) * go_2(-1.0, -1.0); + result += mat4(-0.09593852, 0.005276368, 0.067957945, 0.0027987815, -0.066867955, -0.010717861, 0.042687785, 0.10830141, 0.09585637, -0.018631198, 0.10223601, -0.025948746, -0.19886921, 0.09382708, 0.05066887, -0.054366365) * go_2(-1.0, 0.0); + result += mat4(-0.0833738, 0.039265625, 0.129632, -0.028127648, -0.024209471, 0.051543966, -0.0767235, -0.1821821, 0.11022975, -0.067617096, -0.04115153, 0.019660803, -0.06796924, -0.009942689, 0.04878736, -0.14860383) * go_2(-1.0, 1.0); + result += mat4(-0.18358909, -0.017043322, -0.016188553, 0.09052155, 0.19360738, 0.10710942, -0.0044090515, -0.05904112, -0.083967276, 0.14215608, 0.063859425, -0.008474255, -0.12804742, 0.25150838, 0.038639195, 0.20586789) * go_2(0.0, -1.0); + result += mat4(-0.099301375, -0.048908107, -0.17589024, -0.025980422, 0.023207828, -0.002401527, -0.2398759, 0.11362655, 0.18235138, 0.267622, -0.22997108, -0.07030057, -0.28071132, 0.306005, -0.08022259, 0.060407158) * go_2(0.0, 0.0); + result += mat4(-0.06965637, -0.2937255, -0.10762846, -0.49147597, -0.014420681, -0.10146582, 0.025570659, -0.21252447, 0.08464411, 0.18697253, -0.1025335, -0.10293646, -0.07276314, -0.03569437, 0.30038935, -0.0024725774) * go_2(0.0, 1.0); + result += mat4(0.06364948, -0.014395104, 0.0605291, 0.10106749, 0.090445906, -0.051150694, -0.12005607, -0.01985712, -0.06967436, 0.1545472, -0.08905129, 0.15250902, 0.09013615, 0.248247, -0.35433382, 0.018879067) * go_2(1.0, -1.0); + result += mat4(0.2215353, -0.08770339, -0.07041561, -0.13033846, -0.019137396, -0.27794796, -0.072156884, -0.122439586, -0.04561034, 0.20950459, -0.29372254, -0.26654056, 0.07440635, -0.015196107, -0.5248822, 0.08875214) * go_2(1.0, 0.0); + result += mat4(0.17983232, 0.090477616, 0.094162986, -0.08806475, 0.005367457, -0.0132736135, 0.01606031, 0.05123799, 0.11693163, 0.053036988, -0.021136556, -0.05958482, 0.012477222, 0.32991868, -0.0811718, 0.06638447) * go_2(1.0, 1.0); + result += mat4(0.11219015, -0.09929138, -0.1525805, -0.12684448, 0.067464076, -0.03947617, -0.101565175, 0.06832013, 0.058220826, 0.0012256311, -0.024047976, -0.01354069, -0.09702756, -0.046101037, -0.01889354, 0.11200347) * go_3(-1.0, -1.0); + result += mat4(-0.057377364, 0.044251055, -0.021257406, 0.05768678, 0.0648225, 0.13525979, -0.0029373185, 0.13319606, -0.14027396, -0.096002735, 0.09139668, 0.23646317, 0.0293897, -0.13363723, 0.016895983, 0.058510184) * go_3(-1.0, 0.0); + result += mat4(-0.002693573, -0.13944106, 0.002239104, -0.21911725, -0.032995626, 0.075961664, 0.11178981, -0.0015659783, -0.11075517, 0.00930531, -0.04727037, 0.021806953, 0.004676998, 0.07955546, -0.029060522, 0.18123037) * go_3(-1.0, 1.0); + result += mat4(-0.086647436, -0.130716, 0.20161074, -0.08644982, 0.0792844, -0.018883388, -0.075795844, 0.10265765, 0.1811673, 0.1480598, -0.055835947, -0.022307266, -0.14606982, -0.0522134, 0.0076986584, 0.015665498) * go_3(0.0, -1.0); + result += mat4(0.0057296897, 0.16327685, -0.21133316, 0.11627887, 0.014946105, -0.10489582, -0.06623814, -0.06350826, 0.13182184, 0.12519948, 0.05139343, -0.02916212, -0.21002972, 0.017330766, -0.13252927, 0.050922133) * go_3(0.0, 0.0); + result += mat4(-0.04871255, -0.012975798, -0.11613283, -0.08855554, -0.032249227, 0.041257735, -0.16926566, -0.08250032, -0.08623899, 0.051378645, -0.035023782, -0.06256876, 0.11318346, -0.00012973868, -0.11205067, 0.13570346) * go_3(0.0, 1.0); + result += mat4(-0.105051674, -0.03766071, -0.015085921, 0.00305451, 0.0139633585, 0.014744175, -0.18820298, 0.09955764, -0.12837513, -0.07531542, 0.04601651, -0.029123126, 0.022442687, 0.13972595, -0.031776607, -0.052655537) * go_3(1.0, -1.0); + result += mat4(0.10682988, -0.106846526, 0.013064614, 0.12246749, 0.08142642, -0.094309695, -0.058649402, 0.0031743639, 0.08193218, -0.02287295, -0.16673462, 0.07789598, 0.07504035, 0.086432226, -0.059183855, -0.056013927) * go_3(1.0, 0.0); + result += mat4(-0.010878195, -0.11379422, -0.043786187, -0.13089088, -0.08522914, -0.020528818, -0.010563557, -0.044002954, 0.035698216, 0.001955673, 0.10179879, -0.0014214314, 0.007915656, -0.064626254, -0.04294849, -0.008088115) * go_3(1.0, 1.0); + result += mat4(-0.15029684, 0.060637783, 0.29926464, -0.007052848, 0.02827067, -0.0088146385, -0.052661847, -0.02205749, 0.027865848, -0.01038015, -0.12030614, 0.02273277, -0.18796863, 0.013519721, 0.06671391, -0.05697902) * go_4(-1.0, -1.0); + result += mat4(-0.20264873, 0.22058693, 0.43826097, -0.015237768, 0.032960944, 0.003309377, 0.10062095, -0.012863805, 0.030783176, -0.08200156, -0.039331485, 0.051835436, 0.19984727, -0.039266717, -0.17781837, -0.14248152) * go_4(-1.0, 0.0); + result += mat4(0.093978226, 0.011119174, 0.1061507, 0.04869649, -0.02820912, -0.02570852, -0.036345243, -0.030146461, 0.031859435, 0.018717006, -0.08010048, 0.0091279335, 0.004021007, 0.0063101063, 0.117809206, 0.07310967) * go_4(-1.0, 1.0); + result += mat4(-0.07775973, 0.12602952, 0.23379913, 0.15826301, -0.059838798, 0.0007843091, -0.0913573, -0.03798942, -0.13421534, -0.204582, -0.037016068, 0.08723744, -0.13195333, -0.03467855, 0.10278616, -0.011215369) * go_4(0.0, -1.0); + result += mat4(0.069957554, 0.081326, 0.0687901, 0.22582065, 0.101900525, -0.15870668, -0.0866743, 0.08454413, -0.09145879, 0.047340065, 0.11407844, 0.05103302, -0.09618353, 0.1580393, -0.021783678, -0.1947357) * go_4(0.0, 0.0); + result += mat4(0.011162823, -0.17127505, -0.23388927, -0.1544722, -0.026168894, 0.034256976, -0.027069887, -0.0070482744, 0.07260682, -0.0052216426, -0.07489467, 0.09012186, 0.22308883, 0.01749106, 0.042926382, 0.029785568) * go_4(0.0, 1.0); + result += mat4(0.015555597, -0.07857198, -0.12415407, 0.18139744, 0.04146236, -0.035874225, 0.028046906, 0.100426674, 0.018644337, 0.22935158, 0.15857206, -0.19486287, -0.1677264, 0.032254037, 0.15205738, -0.11749586) * go_4(1.0, -1.0); + result += mat4(-0.1303965, 0.015590829, -0.14921655, 0.07449558, -0.027212782, -0.032357175, -0.17829119, 0.06439825, 0.22947344, 0.26642513, 0.11972044, 0.059891608, -0.29125953, -0.028353378, 0.12136306, 0.15963335) * go_4(1.0, 0.0); + result += mat4(0.15112482, 0.08952805, -0.04212809, -0.04549198, -0.03481351, 0.048324164, 0.13253081, 0.08421476, -0.027360281, 0.041903887, -0.075338595, 0.07666827, -0.048728418, -0.06499062, 0.04338423, 0.032147698) * go_4(1.0, 1.0); + result += mat4(0.058887824, 0.07778715, -0.045073804, 0.011780557, -0.033801872, -0.07547611, -0.05476811, 0.09507769, -0.12553574, -0.042107146, 0.04695164, 0.017746076, 0.13864599, -0.050091684, -0.14447159, -0.08917469) * go_5(-1.0, -1.0); + result += mat4(-0.18243507, -0.14782558, 0.260054, 0.042238675, 0.07606748, 0.060196955, 0.04794181, -0.1946959, 0.0869163, 0.12090887, -0.10886212, 0.1414272, 0.14358684, -0.040078808, 0.083214276, 0.08483279) * go_5(-1.0, 0.0); + result += mat4(-0.04397986, -0.062930815, 0.07331044, 0.13039033, 0.09692625, -0.15316631, 0.16941437, 0.064028315, 0.14605011, 0.023272032, -0.022688555, 0.028461212, 0.040201195, -0.071363926, -0.017676292, 0.028348247) * go_5(-1.0, 1.0); + result += mat4(0.087781355, 0.05187866, 0.0940777, -0.18600285, 0.17623809, 0.074097976, -0.019378444, -0.0034571593, -0.08056692, -0.073923014, 0.20213082, 0.0726364, 0.13580574, -0.043443684, 0.069961116, 0.051125742) * go_5(0.0, -1.0); + result += mat4(-0.050924864, 0.21507788, 0.14330234, -0.08247252, -0.2728361, -0.23545425, -0.15436237, -0.13535537, -0.061899453, -0.19918258, -0.2585995, 0.012241068, 0.08689229, -0.09280902, -0.13026375, 0.1064315) * go_5(0.0, 0.0); + result += mat4(-0.07371564, 0.14122753, 0.1949825, 0.1524377, -0.122869365, 0.107369035, 0.014713882, 0.096095756, -0.02859108, 0.08568842, 0.123431474, 0.21742304, 0.020948796, -0.004655902, -0.18085332, -0.11183853) * go_5(0.0, 1.0); + result += mat4(0.054337885, -0.076172344, -0.02629655, -0.06944734, 0.15252593, 0.009500494, -0.25464016, -0.03494791, -0.006746579, 0.031879753, 0.11213761, 0.045518827, -0.09891111, -0.12913223, -0.0033209904, 0.066501915) * go_5(1.0, -1.0); + result += mat4(-0.07280475, 0.040424235, -0.024204433, -0.04176046, 0.105632, 0.15674141, 0.17077228, -0.01953309, -0.14864175, -0.0689075, -0.10428251, -0.032287225, -0.04775922, 0.089978755, 0.01763968, -0.10860219) * go_5(1.0, 0.0); + result += mat4(-0.039242428, 0.07174806, -0.23879573, -0.13515966, 0.0754838, 0.13147514, -0.0074810525, 0.07645021, -0.06193158, -0.083100386, 0.024893753, -0.057513595, 0.16797991, -0.039490376, -0.084132925, -0.048575893) * go_5(1.0, 1.0); + result += mat4(-0.052777596, 0.024444943, 0.21568191, -0.102683686, -0.16802232, 0.15138745, 0.03853586, 0.05203062, -0.06719961, -0.037389573, 0.011536928, 0.08349778, -0.33632314, -0.081108384, 0.4417886, 0.13477933) * go_6(-1.0, -1.0); + result += mat4(0.01373485, -0.11203034, 0.19779079, -0.08773285, -0.08533576, 0.075271316, -0.088026725, -0.07409357, -0.08100805, 0.057632018, -0.16284414, -0.06444499, 0.009572425, 0.1174776, 0.10302009, 0.1211951) * go_6(-1.0, 0.0); + result += mat4(-0.03761997, -0.003349971, 0.02041207, 0.0010841731, -0.038151734, -0.09727598, 0.11449757, 0.095479354, -0.035939824, 0.039719943, -0.011112067, -0.06205215, 0.24213329, 0.054236263, -0.09503797, 0.00023313743) * go_6(-1.0, 1.0); + result += mat4(-0.13187398, -0.09054714, 0.10808027, -0.055575542, -0.1533299, -0.22848558, -0.014494685, 0.059117734, 0.06977451, 0.16421948, -0.115678005, 0.00311709, 0.11054417, 0.17392628, 0.1946382, 0.10684235) * go_6(0.0, -1.0); + result += mat4(-0.06880819, -0.0076114223, -0.13806044, -0.14489281, -0.17702803, -0.08259098, 0.114658654, -0.16751432, 0.12731177, 0.34103456, -0.10029679, -0.064408354, -0.030143933, -0.24500176, -0.024842618, -0.43650916) * go_6(0.0, 0.0); + result += mat4(-0.20742895, 0.00029076883, -0.029373998, -0.1976022, -0.041304972, -0.05941005, 0.05199635, 0.1257356, 0.11870329, 0.029613, 0.021134172, 0.020612856, -0.06537667, -0.02532794, -0.07035173, 0.12409319) * go_6(0.0, 1.0); + result += mat4(0.067771055, -0.0345983, 0.09186677, -0.005295504, 0.09956795, -0.17157736, -0.07697514, 0.012468826, 0.017248223, -0.14458816, -0.071830764, 0.07367817, -0.05593959, 0.051516414, -0.08504839, 0.11843458) * go_6(1.0, -1.0); + result += mat4(0.15088317, 0.03333129, -0.20923695, -0.094460204, 0.04697295, 0.0062440387, -0.039073814, -0.09161647, 0.1755622, -0.30983236, -0.08556014, 0.11492072, 0.104413815, 0.0842214, -0.037310757, -0.18297379) * go_6(1.0, 0.0); + result += mat4(0.04779489, 0.018257288, -0.03666126, 0.054610558, -0.011483578, -0.0039002697, -0.18385088, -0.04390974, 0.012142661, -0.10964579, -0.20928559, 0.13421749, -0.04627568, 0.09576614, -0.008722472, 0.13796598) * go_6(1.0, 1.0); + result += mat4(-0.06591881, 0.0076197684, 0.12158399, -0.097497284, -0.23452066, -0.018180897, 0.025338816, -0.17545624, -0.29609966, -0.010837948, -0.15768765, 0.07977878, -0.06623404, 0.064965844, 0.017700914, -0.061997857) * go_7(-1.0, -1.0); + result += mat4(0.1110069, -0.08538926, 0.07894421, 0.08410366, -0.1869946, -0.07017986, 0.028143888, 0.19489996, 0.1259548, 0.28679106, -0.21613047, -0.25111556, -0.095854074, 0.001595896, 0.11793541, -0.099937364) * go_7(-1.0, 0.0); + result += mat4(0.1827612, 0.06100855, -0.047383696, -0.17543076, -0.14235456, 0.0061068106, 0.3388487, -0.063835256, 0.18721531, 0.03568243, -0.4536336, -0.15623139, -0.16966285, 0.15209529, -0.0066732443, 0.021199852) * go_7(-1.0, 1.0); + result += mat4(0.035830673, -0.07905678, -0.041658383, 0.063586906, -0.18796878, 0.004237473, 0.17260559, 0.116263784, 0.30349797, 0.3485403, 0.2872647, -0.024386367, -0.036046654, 0.055318277, -0.10552266, -0.024163853) * go_7(0.0, -1.0); + result += mat4(-0.31444365, -0.10924027, 0.24543238, -0.34045509, 0.33606547, 0.35103965, -0.19982044, -0.16294536, 0.20070334, 0.33381364, 0.17881233, 0.012798481, -0.043514375, 0.0887946, -0.053430077, 0.055176634) * go_7(0.0, 0.0); + result += mat4(0.13308845, -0.18857919, 0.08875917, -0.17240469, -0.18770295, 0.010432233, 0.035033606, -0.22681937, 0.26933533, 0.14998513, 0.2805022, -0.05768719, -0.08279986, 0.0064573316, -0.117615044, -0.45671257) * go_7(0.0, 1.0); + result += mat4(-0.14296085, 0.10913425, 0.24965948, 0.009046303, -0.245076, -0.041025996, 0.059917103, 0.04249123, -0.17960623, 0.09529717, 0.07669131, -0.0058281897, 0.1177263, 0.041879166, 0.08226649, -0.025740432) * go_7(1.0, -1.0); + result += mat4(-0.10495348, -0.11917369, 0.015893627, -0.2228629, -0.2752539, -0.1835585, 0.17213026, -0.11332011, 0.026201153, 0.13388038, 0.24420477, 0.11447363, 0.21471767, 0.17166413, -0.035203807, 0.032872755) * go_7(1.0, 0.0); + result += mat4(-0.10346143, 0.035121717, -0.08986186, -0.184111, -0.04559495, -0.14072795, 0.015853742, 0.03767284, -0.038637567, 0.14072952, 0.15237094, -0.09559783, 0.1335625, -0.0073889513, 0.1717666, 0.0090308655) * go_7(1.0, 1.0); + result += mat4(0.096459456, -0.0474162, 0.0060114395, -0.052968822, -0.05496484, -0.00087164645, 0.094492346, -0.0019693135, 0.023624701, 0.072964646, -0.083129205, 0.26523897, -0.07437864, -0.050710786, -0.06599285, 0.09146691) * go_8(-1.0, -1.0); + result += mat4(0.097554885, -0.052623536, 0.036636185, 0.06635031, 0.1315929, -0.112703465, 0.07648501, 0.11837153, 0.07858523, 0.18714102, -0.11343488, 0.07150988, -0.04412874, -0.018561713, -0.12344369, 0.20441462) * go_8(-1.0, 0.0); + result += mat4(0.042273086, 0.008561595, 0.010489875, 0.08540178, 0.00014577126, -0.056047264, 0.14019163, 0.044617724, -0.007206251, 0.022495534, 0.14835946, -0.08718995, -0.13267758, -0.10678817, 0.20301633, 0.12475036) * go_8(-1.0, 1.0); + result += mat4(0.08486742, 0.017144045, -0.008667514, 0.010306243, -0.17507908, -0.018475998, -0.033005018, 0.05340659, 0.012580127, 0.09524383, -0.13012315, 0.14825384, -0.061180867, 0.1087231, 0.056302182, -0.062199228) * go_8(0.0, -1.0); + result += mat4(0.14364035, -0.094965935, -0.13912293, 0.04337174, -0.15593785, -0.032328963, 0.12531888, 0.15084712, 0.03535679, 0.056784865, -0.21915141, -0.20778814, 0.12775493, -0.09705356, 0.021123385, 0.07069102) * go_8(0.0, 0.0); + result += mat4(-0.034100723, 0.050680146, 0.051500566, -0.045044094, -0.07793916, 0.004949624, 0.03474995, 0.05198082, 0.17187333, -0.13397571, 0.08167277, -0.1837387, 0.020166704, -0.021294702, -0.13651185, -0.0504545) * go_8(0.0, 1.0); + result += mat4(-0.13135555, -0.03613829, 0.048920892, 0.009269026, 0.048384093, -0.07602838, 0.045073777, -0.01749288, -0.071261175, -0.107101366, -0.09252168, 0.0919695, 0.061589587, -0.0019050876, 0.21261542, 0.10825693) * go_8(1.0, -1.0); + result += mat4(0.10798724, 0.060792945, 0.0327558, -0.02553919, 0.14311704, 0.10690927, 0.032604862, 0.032016207, -0.24254093, -0.39715725, -0.5095798, -0.15233834, 0.033676617, -0.087679766, -0.11150812, -0.12255275) * go_8(1.0, 0.0); + result += mat4(-0.006972272, 0.19587488, 0.063339494, -0.033232547, 0.07241594, -0.034235775, -0.09229799, -0.11959815, 0.07213152, -0.117301576, -0.06927173, 0.10017053, 0.051558405, -0.012138675, 0.044149205, -0.051165268) * go_8(1.0, 1.0); + result += mat4(0.16689911, -0.05290122, -0.090476304, -0.027543254, 0.15805009, 0.01485117, -0.27630076, 0.04914042, 0.14706355, -0.0043476336, -0.056836266, -0.15365787, 0.13169362, 0.09486763, -0.07032269, -0.17109036) * go_9(-1.0, -1.0); + result += mat4(-0.0879165, -0.02742011, -0.07260916, 0.23435885, -0.059534714, -0.13795383, -0.22126909, 0.029478507, -0.1850924, 0.034090247, 0.11516748, 0.083627865, -0.08308724, -0.026143529, 0.099359915, -0.17231114) * go_9(-1.0, 0.0); + result += mat4(-0.2324401, 0.14008519, -0.04853353, 0.14712176, -0.089445285, 0.051682536, 0.097105086, 0.3019751, -0.17683853, -0.066201136, 0.026223915, -0.25537798, 0.0717928, -0.024799295, -0.04242034, -0.17082538) * go_9(-1.0, 1.0); + result += mat4(0.13667317, 0.12493611, -0.045963623, -0.12381997, -0.02945609, 0.005977762, 0.08776535, -0.04474835, 0.008373442, -0.08647785, 0.061561592, -0.22876641, 0.22846603, -0.055262823, 0.045672905, 0.009190219) * go_9(0.0, -1.0); + result += mat4(-0.03230106, 0.11736059, -0.09767583, -0.0047885617, -0.276748, 0.29780698, 0.0834233, -0.0014491245, 0.03226799, 0.13920638, -0.0930102, 0.040527172, -0.27107877, -0.16784488, -0.0824801, -0.05269829) * go_9(0.0, 0.0); + result += mat4(0.068900175, -0.034981783, -0.037339307, 0.07443384, 0.14505357, 0.2794023, -0.03021764, 0.33296046, 0.09278462, -0.177695, -0.10216809, -0.108097516, 0.20264505, -0.18635245, -0.036741074, -0.05019796) * go_9(0.0, 1.0); + result += mat4(0.18423182, 0.04128268, -0.024842285, -0.10551282, 0.0129416, 0.0023859264, -0.04726879, -0.062202208, 0.050515536, 0.013095806, -0.08205111, -0.09578067, -0.012120951, -0.012479608, -0.26131198, 0.011845006) * go_9(1.0, -1.0); + result += mat4(0.3329799, 0.3382698, 0.34874886, 0.18110363, -0.09871112, 0.08837514, -0.100864924, 0.15809798, 0.003627495, -0.072377, -0.20515633, -0.044428673, 0.2253228, -0.0095191, -0.38272312, -0.1495562) * go_9(1.0, 0.0); + result += mat4(-0.05687047, 0.22390498, 0.15599313, 0.043056425, -0.076306194, -0.032395355, -0.16278756, -0.05358288, 0.03231372, -0.055404607, 0.030803613, 0.11444513, 0.07843779, 0.11786514, -0.21833785, 0.028968466) * go_9(1.0, 1.0); + result += mat4(0.18091258, -0.09398672, -0.10072262, 0.07764161, 0.008928652, 0.09788299, -0.0030410262, -0.16502286, 0.2069648, -0.009646885, -0.25890633, -0.26879573, 0.0014857659, 0.048887845, 0.1665308, -0.08568518) * go_10(-1.0, -1.0); + result += mat4(-0.061691873, -0.057298407, 0.016101327, 0.17865741, 0.00063088175, 0.07714979, -0.13940501, -0.028737228, 0.112828724, -0.046593618, -0.2586368, -0.070985176, 0.13769239, -0.023880849, 0.08157869, -0.21318875) * go_10(-1.0, 0.0); + result += mat4(0.064085506, -0.046282444, -0.13458945, 0.2041762, 0.0043097665, -0.07247434, 0.16153656, 0.20011272, -0.144374, 0.06421469, -0.13485141, -0.009582684, 0.021680132, -0.016744662, -0.08797212, -0.10993737) * go_10(-1.0, 1.0); + result += mat4(0.16567862, -0.24858345, -0.08879787, -0.097550206, 0.131603, 0.14494747, 0.24425544, 0.026280167, 0.11479758, 0.013529384, -0.22396456, -0.027191471, -0.1717294, 0.09261371, 0.10951079, -0.0029250293) * go_10(0.0, -1.0); + result += mat4(-0.113956705, -0.16183569, -0.20851867, 0.04033217, -0.028072925, -0.027780682, 0.046195503, -0.20342818, 0.25894436, -0.017997751, -0.12918301, 0.06894117, -0.14184147, 0.07687556, 0.01899574, -0.014360465) * go_10(0.0, 0.0); + result += mat4(0.13917083, 0.04136033, -0.04435757, 0.13339959, -0.05415639, 0.011240427, -0.0707635, -0.06411846, 0.16908634, 0.19344515, -0.14574051, 0.08029649, -0.13598117, 0.1415975, 0.05430245, 0.086329356) * go_10(0.0, 1.0); + result += mat4(0.061676953, -0.036003113, 0.029942466, 0.07344191, 0.06514425, -0.05945252, 0.06351276, -0.22019458, 0.13147828, -0.20903239, -0.04409228, 0.06474624, 0.087710835, -0.015660465, -0.06535584, 0.06592988) * go_10(1.0, -1.0); + result += mat4(0.06506807, 0.08762542, -0.119794264, 0.060040303, -0.09871854, 0.5173894, -0.27796084, -0.33232987, -0.066507466, -0.24968803, -0.07814351, 0.08942488, 0.16743363, 0.06090165, 0.07346348, 0.086595275) * go_10(1.0, 0.0); + result += mat4(0.033984214, -0.032870263, -0.31655756, 0.007356567, 0.02470258, 0.11793328, -0.31476265, -0.025818175, 0.0029440362, 0.06394163, -0.04686335, -0.14821026, -0.0027075368, 0.022262698, -0.05804598, 0.155014) * go_10(1.0, 1.0); + result += mat4(0.009120124, -0.015237681, -0.043807022, -0.0711953, -0.068079054, -0.012320572, 0.24782293, 0.011573899, -0.027630446, -0.18860838, 0.02258647, -0.15933286, -0.034498382, -0.0053321933, -0.077804044, -0.02024832) * go_11(-1.0, -1.0); + result += mat4(0.22132385, 0.0032678258, -0.087379746, 0.02143723, -0.06377271, 0.12867995, -0.08868175, 0.12999114, 0.09716703, 0.040064458, 0.0024366144, 0.035925932, -0.012723048, 0.016498951, -0.08901055, 0.12232371) * go_11(-1.0, 0.0); + result += mat4(0.18940546, 0.062207825, -0.024644906, 0.26894554, 0.07815154, 0.08829743, -0.09984981, 0.169054, 0.06281287, 0.0008038808, 0.0883176, 0.110463396, 0.022194333, -0.017194932, -0.0009859964, -0.09963663) * go_11(-1.0, 1.0); + result += mat4(-0.0111280205, -0.052679054, 0.018186182, -0.027703073, -0.42388725, -0.013980127, 0.30809978, 0.027799122, 0.11319747, -0.21859065, 0.30053356, -0.014290018, -0.19631311, -0.025383497, -0.33384043, 0.028559104) * go_11(0.0, -1.0); + result += mat4(-0.22090848, -0.080518164, 0.144986, -0.04482788, 0.00898153, -0.028940957, 0.016181607, -0.013890172, 0.08625784, -0.038779926, -0.113443434, 0.02619668, 0.10414516, 0.14818746, -0.07429264, 0.024776932) * go_11(0.0, 0.0); + result += mat4(-0.0136557305, 0.024230761, 0.10480373, 0.33615452, 0.03225623, 0.14910479, -0.10428884, -0.005287317, 0.007935544, -0.09688089, 0.20835406, 0.25757283, 0.0064705843, -0.11970887, 0.022400223, 0.12394955) * go_11(0.0, 1.0); + result += mat4(0.026420576, 0.032138087, 0.012947858, -0.017486788, -0.30034852, 0.004137726, 0.1611359, -0.08121221, 0.09796454, -0.16660161, -0.12038514, 0.060717944, 0.24686517, -0.021416627, 0.1359155, -0.15366033) * go_11(1.0, -1.0); + result += mat4(-0.136011, 0.15370867, 0.1370857, -0.086111896, 0.05216137, -0.2967703, -0.080168664, 0.108866595, 0.09038476, -0.004786737, -0.0075252303, 0.0980951, 0.19746727, -0.05201084, -0.08665835, -0.046598177) * go_11(1.0, 0.0); + result += mat4(-0.26190412, -0.058528874, -0.08053917, -0.038420703, -0.07296932, 0.0076829675, -0.20618197, 0.12044465, -0.18083239, -0.033412043, -0.18795253, 0.015577539, 0.08889259, -0.04781228, -0.020811897, 0.060611673) * go_11(1.0, 1.0); + result += vec4(0.06994048, -0.08824913, -0.08147323, -0.0070627527); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!SAVE conv2d_7_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_6_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_6_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_6_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_6_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_6_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_6_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_6_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_6_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07359838, 0.0048221336, -0.040639445, 0.04001678, 0.008494685, 0.21019708, 0.014807608, -0.016226511, -0.059752848, 0.18087773, -0.012534122, -0.15764502, 0.06615999, -0.03256825, -0.06795644, -0.021442905) * go_0(-1.0, -1.0); + result += mat4(0.016055334, 0.07622408, -0.0001455431, -0.03139598, 0.11203619, -0.2570563, 0.007617044, 0.007383613, -0.10321648, 0.22093083, -0.04935336, -0.07423733, 0.13671489, 0.094860844, -0.06145761, -0.017813066) * go_0(-1.0, 0.0); + result += mat4(-0.08716645, 0.073824115, 0.04826125, 0.028814131, -0.03465732, -0.01949549, 0.009090798, 0.06712222, -0.076673344, -0.020007538, 0.07667753, -0.16171028, 0.038919337, -0.0066915937, 0.0058095986, 0.028863987) * go_0(-1.0, 1.0); + result += mat4(0.11793172, 0.06426511, 0.006000197, -0.054425187, -0.12848, -0.0608748, -0.051094864, 0.14606045, -0.1104441, -0.1404711, -0.13719143, 0.13667974, -0.006159005, 0.066788755, -0.07132091, 0.05900349) * go_0(0.0, -1.0); + result += mat4(0.13618062, -0.37675983, -0.06494409, -0.05397071, 0.027210169, 0.136655, 0.15716416, 0.011330184, 0.07604587, 0.099743, 0.045980956, 0.28426284, 0.07673069, -0.03260436, 0.060630165, -0.14515847) * go_0(0.0, 0.0); + result += mat4(0.12219448, -0.13931584, -0.027208958, -0.10503128, 0.056236677, -0.085218616, 0.031394266, -0.15181276, 0.025313953, -0.035806634, -0.0006563579, -0.07554928, 0.03867624, 0.14335306, 0.044530675, -0.022005653) * go_0(0.0, 1.0); + result += mat4(0.024567323, 0.06553147, 0.006770668, 9.6952936e-05, -0.12672237, 0.032024473, -0.011734911, -0.062427487, 0.029894682, -0.03434335, 0.07066813, -0.030493205, -0.03221503, -0.12422384, 0.052873474, 0.025424806) * go_0(1.0, -1.0); + result += mat4(0.050093465, -0.04382771, 0.16808622, 0.08858046, -0.15310244, -0.092868656, 0.05562402, -0.20383194, -0.027970297, -0.032247365, 0.024333706, 0.027794037, 0.0029994757, -0.032618508, 0.052986816, -0.07051566) * go_0(1.0, 0.0); + result += mat4(0.057821784, 0.0094541, 0.0018741468, -0.048872117, -0.0642184, -0.006474573, 0.07707637, 0.0030539352, 0.04263746, 0.038348354, 0.09410285, -0.016066432, -0.019818943, 0.009179143, -0.022306597, -0.029912496) * go_0(1.0, 1.0); + result += mat4(0.032464687, -0.035430122, -0.0077309776, 0.07374506, 0.05479834, 0.17101361, -0.098411836, 0.051829364, -0.100434184, -0.008919208, 0.032440282, 0.07075372, -0.08462122, -0.104136884, 0.023972673, 0.045948982) * go_1(-1.0, -1.0); + result += mat4(-0.067156225, 0.16125347, 0.025350628, 0.009260789, -0.12541614, 0.08216785, 0.035199903, 0.049046412, -0.029106554, -0.090062775, 0.0839282, 0.061120965, 0.14554973, -0.024882669, 0.038602818, -0.052473858) * go_1(-1.0, 0.0); + result += mat4(-0.041149497, -0.077845365, -0.08205297, 0.020794228, 0.025494045, 0.060137924, 0.0015345984, -0.0048737884, -0.03211192, -0.13592142, 0.09767752, -0.041449215, 0.068079926, -0.027006129, -0.011767691, -0.12913242) * go_1(-1.0, 1.0); + result += mat4(-0.05188281, -0.020082932, 0.0132960575, -0.08461068, 0.09572519, 0.023254586, -0.04634391, -0.019451028, 0.16498654, 0.044624534, 0.05488934, -0.008432487, -0.026252363, 0.02546324, -0.02972001, -0.073274635) * go_1(0.0, -1.0); + result += mat4(0.018490778, 0.18419503, -0.122585855, 0.12492852, -0.20044741, -0.009827497, -0.13103181, 0.1326544, 0.027088722, 0.13293652, 0.09424846, 0.07251193, 0.15663116, 0.26125023, 0.049341436, -0.10515004) * go_1(0.0, 0.0); + result += mat4(-0.008699791, -0.024128422, 0.04278223, 0.105549075, 0.03693647, 0.016402304, -0.004863482, 0.120648175, -0.063555665, 0.07888774, -0.032707915, 0.05824444, 0.14191608, 0.053337123, -0.11951773, -0.37382764) * go_1(0.0, 1.0); + result += mat4(0.11177489, -0.02670921, 0.11555837, -0.12684737, 0.024419937, -0.015118827, -0.0008005782, -0.105853274, -0.08607303, 0.12075334, -0.056949444, -0.076853655, 0.091813155, 0.037071772, -0.10979848, 0.01065406) * go_1(1.0, -1.0); + result += mat4(-0.09047862, -0.06557529, 0.07049908, -0.067106545, -0.08394282, -0.13473952, 0.13339087, 0.039728016, -0.007499134, -0.050601263, -0.025493568, -0.030900288, -0.016312996, -0.002753297, -0.16618828, 0.022230327) * go_1(1.0, 0.0); + result += mat4(0.002934058, 0.062018517, -0.08976419, 0.18184888, -0.041077446, -0.06253426, 0.090875186, -0.006064439, -0.042194657, -0.0014801006, 0.039901752, -0.06946375, 0.06726237, -0.0140753025, -0.06257417, -0.013598103) * go_1(1.0, 1.0); + result += mat4(-0.023702847, -0.11185578, 0.0058615287, 0.051050022, 0.14678848, 0.07982418, 0.031147825, -0.13127226, -0.05952702, 0.06532979, 0.07037022, -0.0006409232, 0.12434904, -0.014640512, 0.075973995, -0.026218366) * go_2(-1.0, -1.0); + result += mat4(0.0012428019, 0.10104529, -0.033792414, -0.07105645, -0.098013006, 0.03291607, 0.014571974, -0.071180314, -0.00215348, -0.0510585, -0.03121516, -0.045336474, 0.00082364987, 0.108165845, 0.052797295, 0.09749827) * go_2(-1.0, 0.0); + result += mat4(0.021668797, 0.024712203, 0.06495889, 0.037722614, -0.017192805, 0.07733001, 0.002521372, -0.022759411, 0.0071119433, -0.17629139, 0.03508143, -0.0382747, -0.10094593, 0.10711114, 0.056075815, 0.09072527) * go_2(-1.0, 1.0); + result += mat4(0.0072180987, -0.03962597, -0.065127335, -0.04490152, 0.16375813, 0.024301983, 0.10283417, -0.031376716, -0.006127479, -0.11069621, 0.023043143, -0.03634904, 0.007939093, -0.013549114, 0.02821798, 0.093859464) * go_2(0.0, -1.0); + result += mat4(0.10754736, 0.05461116, -0.077621385, -0.0154484855, -0.13774016, 0.06022657, 0.07704005, -0.13989487, -0.13560918, 0.02476503, 0.06475649, 0.0600394, 0.17934905, 0.10330071, 0.04610976, 0.28083178) * go_2(0.0, 0.0); + result += mat4(0.18773933, 0.06801831, -0.02580286, -0.07299217, -0.05877647, -0.015686667, 0.038901277, -0.1159596, 0.05252277, -0.059356023, -0.07147861, -0.04657989, -0.033485, -0.06963524, -0.025741044, -0.10464134) * go_2(0.0, 1.0); + result += mat4(-0.09011337, -0.0065989024, 0.040761005, 0.042849183, 0.088430345, 0.0064418497, 0.13798401, -0.0455525, 0.0117114745, 0.007961572, 0.09180907, -0.06247613, 0.0070053353, -0.014894976, 0.14440143, 0.043360937) * go_2(1.0, -1.0); + result += mat4(-0.031137852, -0.0920778, -0.00515923, 0.019481698, -0.061445847, 0.028052, -0.014780124, -0.03731724, -0.12892641, 0.06831638, 0.10818646, -0.004656641, -0.0049811844, -0.09475938, 0.15264943, 0.014475395) * go_2(1.0, 0.0); + result += mat4(-0.0018481857, 0.038514007, -0.034495566, 0.15485272, 0.012409896, 0.04363172, 0.09414112, 0.052210223, 0.13726512, -0.03764596, -0.0623721, -0.019326014, -0.0896548, -0.00039697406, 0.062065333, -0.029678347) * go_2(1.0, 1.0); + result += mat4(-0.027699407, 0.072317615, -0.075668514, 0.019382665, -0.022578781, -0.097153656, 0.056558866, -0.026797218, -0.055311427, -0.029343406, -0.016251184, 0.0029034857, 0.021295298, -0.060633257, -0.066650696, -0.014176967) * go_3(-1.0, -1.0); + result += mat4(0.056929894, 0.06296669, 0.058833197, 0.055929754, 0.045206144, 0.124816395, 0.08603162, -0.035438027, 0.05864608, -0.34551346, 0.10686292, -0.09247089, -0.01039598, 0.023945868, 0.04152319, -0.057664245) * go_3(-1.0, 0.0); + result += mat4(-0.0026985565, -0.04058008, 0.08668019, -0.16165687, -0.0669978, 0.06025125, 0.01061845, -0.07396731, 0.028235765, -0.1974729, 0.054613985, -0.048135094, 0.013870693, 0.07614793, -0.0051118205, -0.011434454) * go_3(-1.0, 1.0); + result += mat4(-0.08699431, -0.032093093, -0.09039232, 0.043302406, -0.08949961, 0.03943296, 0.12514283, -0.118437536, -0.0475864, 0.040074807, 0.04531421, -0.027959606, 0.0699257, -0.07310232, 0.05926287, -0.09809906) * go_3(0.0, -1.0); + result += mat4(0.08291639, 0.13337402, -0.033879723, -0.030597739, 0.039960656, 0.11285271, -0.045001507, 0.016323641, 0.06528873, 0.12151602, 0.075652964, 0.16680095, 0.062500365, 0.10238702, -0.002044068, 0.048659943) * go_3(0.0, 0.0); + result += mat4(-0.041995417, -0.036911324, -0.06104467, -0.00670874, -0.0045435787, -0.0032426668, -0.028409937, -0.09856275, 4.6831577e-05, -0.17680986, 0.047152776, -0.09408474, -0.07286314, 0.10941997, -0.012622276, 0.18222825) * go_3(0.0, 1.0); + result += mat4(-0.06358313, 0.031067979, -0.066298015, -0.026508985, -0.017822707, -0.0058446256, 0.031380165, -0.03968603, -0.19921921, -0.020262819, -0.14626998, 0.0067074317, -0.032714184, -0.05905669, 0.06676097, -0.08453029) * go_3(1.0, -1.0); + result += mat4(0.18562973, -0.08391055, -0.13800977, 0.04434315, -0.07014487, -0.029382609, -0.0036599678, -0.07959346, 0.0039499323, -0.046531573, -0.037964027, 0.057833973, -0.0073268986, 0.011971796, -0.071565405, -0.016854756) * go_3(1.0, 0.0); + result += mat4(0.076238915, -0.010213805, -0.115126036, 0.021867225, -0.03427761, 0.05729687, 0.018639423, 0.032928992, 0.057483274, 0.00863971, 0.11628593, -0.025358021, -0.022380868, 0.019458123, -0.08977346, 0.016999396) * go_3(1.0, 1.0); + result += mat4(0.06443494, -0.13695966, 0.050837293, 0.11769368, 0.03982583, 0.04365677, 0.0914564, 0.020832872, -0.03561464, -0.048148002, -0.11098798, 0.026730807, 0.032462105, 0.010169203, -0.11176305, 0.11509857) * go_4(-1.0, -1.0); + result += mat4(0.036339626, 0.043558348, -0.08018678, -0.033343073, 0.09518577, -0.12519091, -0.011036971, -0.011565009, -0.026011402, -0.039948042, 0.021500282, -0.03238243, -0.15157619, -0.0896126, 0.011041428, -0.032589663) * go_4(-1.0, 0.0); + result += mat4(-0.090026185, 0.17515051, 0.09003863, 0.056024328, -0.014608004, -0.17146449, 0.10497134, -0.033317756, 0.05084175, -0.15683104, 0.004754913, 0.043906096, 0.102966614, 0.119076595, 0.03419918, 0.11162818) * go_4(-1.0, 1.0); + result += mat4(-0.13725758, 0.054545738, 0.19191852, -0.1507601, -0.07410275, 0.012710437, -0.002995323, -0.02564634, -0.14047655, -0.14178753, -0.02160603, 0.17773011, -0.044396106, 0.11674753, -0.058879152, 0.041881587) * go_4(0.0, -1.0); + result += mat4(-0.07167683, -0.027865753, -0.062976815, 0.06179039, 0.060428478, 0.02820444, -0.07501178, -0.07479888, 0.016861942, -0.0067050136, 0.07886189, -0.09694589, -0.24936499, -0.13553715, 0.15446334, -0.1596343) * go_4(0.0, 0.0); + result += mat4(0.12519416, -0.07190433, 0.08571302, -0.088088214, 0.06097779, -0.15112294, -0.07819768, -0.15640157, -0.008882994, -0.05661016, 0.041620906, 0.080777824, 0.14372508, 0.061004147, -0.10059249, -0.05450479) * go_4(0.0, 1.0); + result += mat4(0.022914229, 0.0050205784, 0.0128762135, 0.018967759, -0.09971158, 0.0007187915, -0.013239407, 0.10027359, -0.012708232, 0.02148632, 0.03629833, 0.06779179, 0.007899347, -0.03402227, -0.05107456, 0.030168017) * go_4(1.0, -1.0); + result += mat4(-0.101626694, -0.049067173, 0.030896991, -0.038008872, -0.17226134, 0.053923246, -0.23556022, -0.06532403, 0.06541645, -0.013541671, 0.100340165, 0.103228696, -0.034361333, -0.084333315, 0.02723955, -0.02440181) * go_4(1.0, 0.0); + result += mat4(-0.03704313, 0.060180202, 0.007823015, 0.06390255, 0.08579526, 0.03330991, -0.008390602, -0.014529345, -0.06207606, 0.024333416, 0.15293281, 0.06663681, 0.031263046, -0.002941088, -0.09900946, 0.084799334) * go_4(1.0, 1.0); + result += mat4(0.09246091, -0.03937664, 0.005960589, -0.045937728, -0.06594935, 0.070527986, 0.059743717, 0.03917748, -0.020996673, 0.0019828002, -0.034309585, -0.03738683, -0.04873964, 0.0014745819, 0.08126733, -0.034479) * go_5(-1.0, -1.0); + result += mat4(0.07748875, -0.09148518, 0.013219114, 0.018175611, 0.042948097, 0.23374721, -0.0045189774, -0.06718557, 0.018522833, 0.054642767, 0.06698139, -0.17325309, 0.018071271, 0.087139465, 0.017651368, 0.017017378) * go_5(-1.0, 0.0); + result += mat4(0.014649891, -0.021246951, -0.011709104, -0.030677898, 0.052830815, 0.009715315, -0.022097781, -0.0002496546, 0.031584814, 0.026837287, 0.11443077, -0.027753742, -0.0041543865, 0.058851164, 0.10964704, 0.02103762) * go_5(-1.0, 1.0); + result += mat4(-0.05369423, -0.032334697, 0.15062103, -0.026983894, 0.017918264, -0.0078846915, 0.019014625, -0.015093337, -0.16124725, -0.059548736, -0.07116923, 0.057306577, 0.00719154, 0.110753864, 0.12377013, -0.065782666) * go_5(0.0, -1.0); + result += mat4(0.039875932, 0.12362787, -0.013454904, 0.075683616, 0.1302396, -0.04830048, -0.046029154, 0.0064248987, -0.031167233, 0.25245216, -0.11133049, 0.008989724, -0.23661305, -0.16241929, -0.09099623, -0.22794738) * go_5(0.0, 0.0); + result += mat4(-0.05430553, -0.027592193, 0.055918325, 0.07440643, -0.07768451, -0.16840686, -0.0779583, -0.03912889, -0.0559558, 0.06344966, 0.043207582, 0.101679, -0.07952004, 0.14983815, -0.026701134, 0.12340738) * go_5(0.0, 1.0); + result += mat4(-0.026840188, -0.019847477, 0.066656925, -0.033919457, -0.03307108, 0.008593069, 0.0014763663, -0.0701509, 0.11177682, 0.043675758, -0.003045438, -0.010472893, 0.21724509, -0.038310688, -0.064877726, 0.004854949) * go_5(1.0, -1.0); + result += mat4(-0.015254564, -0.025455397, -0.03241339, 0.037043206, 0.05684043, -0.11902418, 0.07518396, 0.00701195, -0.015419543, -0.024986517, -0.03743384, -0.05720803, 0.11705044, 0.015859546, 0.012020071, 0.0531533) * go_5(1.0, 0.0); + result += mat4(0.08011219, -0.05165056, -0.093091846, -0.036382984, 0.049235564, 0.037434872, -0.034679618, 0.07719339, -0.06549348, 0.01218804, 0.03943118, 0.082384944, 0.016443405, 0.05189687, 0.0077285073, 0.10032839) * go_5(1.0, 1.0); + result += mat4(-0.09811926, -0.048215948, 0.022598421, 0.009328491, -0.011228176, -0.04722078, 0.03850093, -0.060968023, -0.03111426, -0.07513239, -0.00286793, 0.009694654, 0.01964597, -0.051449805, 0.07004601, 0.055719677) * go_6(-1.0, -1.0); + result += mat4(0.004332875, -0.14231071, -0.079254255, 0.0465398, -0.06106811, 0.20371613, 0.080673784, 0.022448666, 0.016302604, -0.18337095, -0.03403594, 0.032197136, -0.16751388, -0.018878518, -0.00083395635, 0.017590992) * go_6(-1.0, 0.0); + result += mat4(-0.05158496, 0.015418104, -0.05616303, 0.06300464, -0.012552025, 0.06700004, 0.026008774, -0.020125628, 0.11119969, -0.002252269, -0.093951225, 0.18426418, -0.12882762, 0.018628476, 0.009146744, 0.029346682) * go_6(-1.0, 1.0); + result += mat4(-0.08072911, 0.038257066, 0.011962663, -0.03477007, 0.10724061, 0.047330793, 0.09406249, -0.038468212, -0.028449105, 0.080370486, 0.15885979, -0.16750082, 0.14282493, 0.029656053, 0.04090178, -0.11131538) * go_6(0.0, -1.0); + result += mat4(0.023348637, 0.06667373, 0.033075638, 0.23825766, -0.076276645, -0.057323404, -0.11303136, 0.102379866, 0.00056404545, -0.12161668, -0.05565824, -0.36255562, 0.15493225, 0.14176092, -0.12689851, 0.0861988) * go_6(0.0, 0.0); + result += mat4(0.05183813, 0.071844034, -0.005951533, 0.073875435, -0.04652535, 0.105300434, 0.051163994, 0.149797, -0.06975654, -0.029562712, 0.07167551, 0.07440629, -0.13939863, -0.084996395, 0.003270202, 0.0020182598) * go_6(0.0, 1.0); + result += mat4(0.038029913, 0.057545405, -0.12840481, -0.0044743693, 0.087749176, 0.009168238, 0.052323997, 0.08310589, 0.030010838, 0.0015745204, -0.013049759, 0.055351935, -0.03995745, 0.13832898, -0.06969623, 0.011420687) * go_6(1.0, -1.0); + result += mat4(0.0029858996, 0.0013822165, -0.18071668, -0.0046723257, 0.034825116, 0.0921186, 0.11448634, 0.19567586, 0.12269178, 0.07189283, -0.072001204, -0.03505551, 0.0970906, 0.037129845, -0.11448691, 0.060917735) * go_6(1.0, 0.0); + result += mat4(-0.03782286, 0.012466319, -0.09582938, 0.041950993, 0.0061008865, 0.0120334625, -0.0029366, 0.09319393, -0.052122094, -0.07502421, -0.14174813, -0.051292155, 0.023894839, 0.012328209, 0.12675953, -0.01036637) * go_6(1.0, 1.0); + result += mat4(0.03626806, 0.047888283, 0.00073598296, -0.03139694, -0.03943633, -0.13967054, 0.13821344, 0.02789613, -0.054842375, -0.14652891, 0.1297268, -0.17719932, 0.00096252834, 0.03653685, 0.003869557, -0.031079864) * go_7(-1.0, -1.0); + result += mat4(-0.044692617, 0.022308728, -0.0034757738, -0.11214092, 0.1942302, -0.056665756, -0.13580446, 0.06139267, -0.17323272, 0.22870769, 0.15451086, 0.062325798, -0.06428409, 0.041929293, -0.04482309, 0.115788296) * go_7(-1.0, 0.0); + result += mat4(-0.037223086, 0.1258252, 0.08688915, -0.09304955, 0.03290727, -0.1793539, -0.02147348, 0.04232672, -0.33211467, 0.3041252, 0.08903881, -0.011478615, -0.05112619, 0.02559543, 0.061504938, 0.16324621) * go_7(-1.0, 1.0); + result += mat4(-0.013524019, -0.09800075, -0.06595685, 0.13576919, -0.0150520345, 0.041289173, 0.11193854, 0.031947836, 0.18844956, -0.14499632, 0.21209183, -0.09216787, 0.039444353, -0.022743076, 0.008331227, 0.050290193) * go_7(0.0, -1.0); + result += mat4(0.00845177, -0.062762365, 0.12011158, 0.019268623, -0.25200182, -0.070608236, 0.583657, -0.3979071, 0.202273, -0.27020127, 0.31792235, 0.055522945, 0.049366258, -0.1547968, 0.0094838, 0.037900254) * go_7(0.0, 0.0); + result += mat4(-0.10912095, 0.018920064, 0.04798278, -0.0601081, 0.1303284, -0.07698929, -0.040227156, -0.12950167, 0.06799319, -0.10708667, 0.15092286, -0.03616455, -0.057483222, 0.09268709, 0.120372415, 0.17823943) * go_7(0.0, 1.0); + result += mat4(0.07103522, -0.028456224, -0.14123808, 0.036347568, 0.032950565, 0.0076102316, -0.04441095, 0.09832154, -0.04684079, -0.07462429, -0.029697422, 0.0019593944, -0.07063113, 0.017122308, 0.0019443014, 0.024005169) * go_7(1.0, -1.0); + result += mat4(0.19840677, 0.04053979, -0.28031257, 0.048886195, 0.068136275, 0.11328658, 0.055254918, 0.08998234, 0.04169877, 0.03261371, 0.19996099, -0.018779114, 0.050100785, -0.04240794, 0.14432232, 0.05729528) * go_7(1.0, 0.0); + result += mat4(-0.027830606, -0.01830684, 0.010035696, -0.06135513, 0.12879516, 0.022098277, -0.19024612, 0.10902761, -0.026191598, 0.038716756, 0.09734628, 0.14136758, -0.019868078, 0.034349605, 0.07440802, 0.020381965) * go_7(1.0, 1.0); + result += mat4(-0.031464096, 0.001053761, 0.043526858, 0.010412086, -0.17848891, -0.097033575, -0.0012577542, 0.036945686, 0.059248988, -0.021694278, 0.0011480029, -0.013797085, -0.08563894, 0.017658193, 0.0021849705, -0.043733254) * go_8(-1.0, -1.0); + result += mat4(-0.019144258, -0.06711262, 0.03632702, -0.029826026, 0.006813378, -0.003969824, 0.00019037222, 0.16610803, -0.033035498, -0.019897725, 0.03754764, 0.043584425, 0.14464164, -0.15918401, 0.06232411, -0.06492025) * go_8(-1.0, 0.0); + result += mat4(-0.059413664, 0.111339584, -0.008430923, -0.014649087, -0.003594872, -0.14574839, 0.02353429, -0.17129546, 0.09336502, 0.12865134, -0.012435833, 0.07241922, -0.04791443, -0.077149846, -0.0021780212, -0.045841258) * go_8(-1.0, 1.0); + result += mat4(-0.0707728, -0.03313273, 0.057984207, 0.090724744, 0.017171696, -0.0654554, -0.03162526, 0.0073273624, -0.01690497, 0.08393428, -0.04609512, 0.018551271, 0.060470644, -0.07681868, -0.018971717, -0.019600816) * go_8(0.0, -1.0); + result += mat4(0.1676251, -0.03913703, 0.015949814, -0.050757714, -0.17725573, -0.14712991, -0.14843173, 0.20936011, -0.16364701, 0.28614786, -0.18470874, -0.019684736, 0.106993206, -0.004278966, -0.0320641, -0.10789707) * go_8(0.0, 0.0); + result += mat4(-0.029283857, 0.020563176, 0.11319419, 0.11170993, 0.14844628, -0.010018965, 0.011065719, -0.08028034, 0.011984268, 0.0010749678, 0.049402744, 0.044593398, 0.13847482, 0.0059888144, 0.027500622, 0.108784206) * go_8(0.0, 1.0); + result += mat4(0.01205264, 0.021300085, -0.046063945, -0.007999818, -0.13475847, -0.02334875, -0.0025662053, 0.08107595, -0.020613125, -0.042976774, -0.012636618, 0.079694346, -0.031824846, -0.08273052, 0.049622092, -0.03349592) * go_8(1.0, -1.0); + result += mat4(0.0420867, 0.067662604, 0.027575044, -0.049389694, -0.0076691327, 0.012474314, 0.09792472, 0.117004596, -0.2072003, -0.009180187, -0.39107728, -0.038654536, -0.02036599, 0.058372054, -0.107287474, 0.15442607) * go_8(1.0, 0.0); + result += mat4(-0.038561203, -0.11485789, 0.035765175, -0.0844404, 0.00036770353, -0.049586706, -0.06881126, -0.14083977, 0.03684274, 0.07132273, -0.060698364, -0.047762398, 0.027802434, 0.023094364, -0.011859859, 0.040085405) * go_8(1.0, 1.0); + result += mat4(-0.010658981, -0.098260984, 0.03293102, 0.022438409, 0.014365506, 0.13513209, -0.03391689, -0.07402223, 0.02659744, 0.13315997, 0.0051934537, 0.05897754, 0.057116147, 0.09436475, 0.08697818, -0.109584406) * go_9(-1.0, -1.0); + result += mat4(0.14180045, -0.19213474, -0.0077826353, 0.053888105, 0.03280035, -0.1626862, -0.068114966, 0.19899116, -0.06385297, 0.16440801, 0.0040299953, 0.08551378, -0.108922936, 0.14460269, 0.04250807, -0.0055258097) * go_9(-1.0, 0.0); + result += mat4(0.009511591, 0.09489334, -0.10438671, 0.118240274, 0.013701259, -0.2260898, -0.033166207, 0.050668016, -0.007743699, -0.0035648027, 0.03792938, -0.02559795, 0.07968182, -0.030887593, 0.01205847, 0.009945605) * go_9(-1.0, 1.0); + result += mat4(0.003423775, -0.088880695, -0.035691295, -0.0035343976, -0.0045947717, -0.0890295, -0.15527213, 0.06456578, -0.027445925, -0.10123017, -0.061165016, -0.05975515, 0.08943537, 0.018354377, 0.093808636, 0.09058041) * go_9(0.0, -1.0); + result += mat4(0.19464576, -0.25354752, 0.12025962, 0.0047807707, -0.1806877, -0.0829497, 0.17874265, -0.14859185, -0.022103263, -0.029377054, 0.036780443, -0.25260177, -0.0020576504, 0.16454361, -0.016518762, -0.124516256) * go_9(0.0, 0.0); + result += mat4(-0.06524309, 0.07720192, 0.06741092, -0.004755482, -0.1567559, -0.038825776, 0.055452358, 0.16807874, 0.08426787, 0.10064341, -0.08048252, 0.12724291, 0.044000335, -0.09514686, 0.071899205, -0.19236842) * go_9(0.0, 1.0); + result += mat4(-0.054300454, 0.0048882305, 0.032002125, -0.06314737, -0.023635345, 0.015739735, -0.03779951, 0.014911036, -0.018855136, 0.02287149, 0.07404439, 0.020227555, 0.12780152, 0.0249982, 0.09878167, 0.08178305) * go_9(1.0, -1.0); + result += mat4(0.16953443, 0.035950057, 0.29992104, -0.00664767, -0.0051847943, 0.07840213, 0.0852634, 0.009097623, -0.03488376, 0.060193926, 0.011722527, -0.12336398, -0.065298855, 0.030775972, 0.18955767, 0.033368744) * go_9(1.0, 0.0); + result += mat4(-0.14526981, 0.010404009, 0.08604749, 0.024556525, 0.06756713, 0.00744896, -0.06230971, -0.051816244, -0.006520683, 0.017338715, -0.011555326, 0.022118622, -0.01212985, -0.025708182, 0.096710615, -0.0880872) * go_9(1.0, 1.0); + result += mat4(-0.071155414, 0.08430235, -0.04111888, 0.04478505, 0.04678298, 0.091515504, -0.061127644, -0.11651728, 0.084393844, 0.15791681, 0.12303138, -0.09144385, 0.06725453, -0.046441063, 0.08016926, -0.009265325) * go_10(-1.0, -1.0); + result += mat4(0.0040714527, 0.021631662, 0.07243013, -0.11434065, -0.08418263, 0.05947, 0.050204482, -0.04395534, -0.14678517, 0.1271361, -0.0036898777, 0.007855137, 0.024852144, 0.06963993, -0.015461485, -0.026968528) * go_10(-1.0, 0.0); + result += mat4(0.04323024, -0.05917676, -0.040343963, -0.06002188, 0.073589, 0.14065376, -0.008597814, 0.118194476, -0.0047777137, 0.066805825, 0.017594682, -0.053775795, -0.11739397, -0.11529746, 0.0037522179, -0.046322566) * go_10(-1.0, 1.0); + result += mat4(0.053650532, -0.09683151, -0.19496697, 0.07991156, 0.10289539, 0.049044795, -0.026568783, -0.12895629, 0.08041865, 0.05547816, -0.024926053, -0.022836441, -0.026318112, -0.07999866, 0.04849193, -0.063271776) * go_10(0.0, -1.0); + result += mat4(0.063348986, 0.046536207, 0.09077205, -0.065250814, -0.21213472, 0.22206871, 0.011405871, -0.04594076, -0.08919407, 0.053809587, -0.045071192, 0.04457517, -0.04761967, -0.00063329184, 0.015264811, 0.14230464) * go_10(0.0, 0.0); + result += mat4(-0.1362619, 0.124562874, 0.013724714, 0.18099883, -0.2285552, 0.3298857, 0.042477757, 0.32406956, -0.13042764, 0.08987494, -0.013166582, -0.12164826, -0.092949785, -0.06596419, 0.028557139, 0.070556834) * go_10(0.0, 1.0); + result += mat4(-0.004091256, 0.007315117, 0.025926506, -0.05297705, 0.16433445, 0.19016539, 0.05815661, -0.014741991, -0.08531722, -0.025269695, -0.123091884, -0.035526488, 0.06972483, 0.03931621, 0.017806875, -0.011804328) * go_10(1.0, -1.0); + result += mat4(-0.0018400949, 0.094811164, -0.08969797, 0.04853828, -0.1291663, 0.033400565, 0.297762, 0.048428286, 0.010310113, 0.08309697, -0.15573427, -0.03929204, 0.09878958, -0.0049044066, 0.07033708, 0.031186087) * go_10(1.0, 0.0); + result += mat4(0.002275256, -0.07784182, -0.027740657, -0.08700791, 0.1641431, -0.06383385, 0.12704122, 0.020721145, -0.0765814, -0.0062846337, -0.008150311, -0.068284586, -0.061724715, -0.028633684, 0.042579137, -0.022366095) * go_10(1.0, 1.0); + result += mat4(-0.059812613, -0.016397942, 0.050042734, -0.04041396, 0.051270485, -0.05887674, 0.018254071, -0.037738055, 0.018913453, 0.018846627, -0.015349018, 0.026866104, 0.07343702, 0.08884225, -0.0844844, 0.0045987596) * go_11(-1.0, -1.0); + result += mat4(-0.0074525494, 0.060173932, -0.06734403, -0.03425061, -0.0492153, -0.045201246, -0.072703086, 0.027989397, 0.108851016, 0.09310228, -0.14239624, 0.18670453, 0.14031729, -0.1642711, 0.02309336, 0.121186286) * go_11(-1.0, 0.0); + result += mat4(0.045983303, 0.013256229, -0.058050074, -0.018363763, -0.046715163, 0.02973069, 0.029274564, -0.015408353, -0.030378167, 0.037977114, -0.1334022, -0.022535136, 0.01828963, 0.031857423, -0.0433168, -0.015471418) * go_11(-1.0, 1.0); + result += mat4(0.08072113, 0.16231881, -0.022066744, -0.0425335, -0.16478068, -0.10143745, 0.03046289, 0.026629625, -0.06359632, 0.052836478, -0.0205083, 0.052351423, 0.04804752, 0.13968943, -0.057593778, -0.040696245) * go_11(0.0, -1.0); + result += mat4(-0.25542274, 0.016683673, -0.013760742, 0.11911277, -0.010073981, -0.010102792, -0.043357737, 0.054598674, 0.24294889, -0.21047808, 0.048339482, -0.013847841, -0.32398117, 0.036752395, 0.067258835, -0.15109102) * go_11(0.0, 0.0); + result += mat4(-0.18871623, 0.066637784, 0.01826965, 0.17650007, -0.09132555, 0.13290621, 0.092009716, -0.004178901, -0.024332194, 0.08828939, 0.1560296, 0.031010568, 0.08010207, -0.05232434, 0.017636376, -0.108063385) * go_11(0.0, 1.0); + result += mat4(0.05803196, -0.007804538, 0.0034517671, -0.021505883, -0.016582713, -0.01859502, -0.11752609, 0.07442376, 0.0664939, 0.044025224, 0.04226822, -0.02521637, 0.039057795, 0.039176814, 0.11136323, 0.007489425) * go_11(1.0, -1.0); + result += mat4(0.013457528, 0.109780364, -0.011453208, -0.0030823683, 0.11443531, 0.098637, -0.0709403, 0.043292217, 0.11829258, -0.06922662, 0.086047046, 0.016868966, -0.08024213, -0.030579101, 0.07813338, 0.111994706) * go_11(1.0, 0.0); + result += mat4(-0.03376252, 0.017642021, -0.022758378, 0.02791364, -0.11893667, -0.034309436, -0.011839066, -0.109537624, 0.10653171, 0.004103466, -0.08914791, 0.015449584, 0.0061790585, -0.08180187, 0.0812421, -0.10002259) * go_11(1.0, 1.0); + result += vec4(-0.082898155, 0.010079553, 0.06613919, 0.016312698); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.069604576, 0.02780287, 0.10479145, 0.0598677, -0.15447794, 0.014002432, 0.15952754, -0.16364509, -0.17146967, 0.27360946, -0.06118358, 0.06562993, -0.0034575097, 0.27649418, 0.025365477, -0.081556045) * g_0; + result += mat4(0.098523565, -0.014438212, -0.17889059, -0.08759605, -0.097737536, 0.27787977, 0.016156938, -0.11134956, 0.10582375, -0.20247018, 0.08988277, 0.17063816, -0.072689526, -0.1143116, 0.30750987, 0.09236675) * g_1; + result += mat4(-0.28383443, -0.15268843, 0.42559057, 0.3357241, 0.012547255, -0.09958958, 0.04154182, -0.06517361, 0.08784381, 0.03416716, -0.036624804, -0.034195926, -0.009735854, -0.037226725, 0.044228237, 0.098523915) * g_2; + result += mat4(0.13222544, 0.1690658, -0.10114831, 0.0418428, -0.03539878, 0.06732558, 0.044486526, 0.18264133, 0.09283543, -0.0875049, -0.27786124, 0.31696528, 0.13372223, 0.06539235, -0.07225442, -0.053972196) * g_3; + result += mat4(0.10303975, -0.027461063, 0.12720948, 0.11982775, 0.010745893, -0.258443, -0.038602423, -0.031108906, 0.03577269, 0.06814439, -0.30761826, 0.18308763, 0.030638998, 0.00069125916, 0.041647576, -0.037805513) * g_4; + result += mat4(0.28049946, -0.19036528, -0.20298155, -0.20855707, -0.012317928, 0.08052685, -0.2087141, 0.22641854, 0.10379512, -0.19354534, 0.038190875, -0.31573087, -0.08755006, 0.10582216, -0.103582926, -0.051279992) * g_5; + result += mat4(-0.019805856, 0.32306147, -0.10066396, 0.1077401, -0.08169178, -0.20293216, 0.015578836, -0.030745748, 0.091820225, -0.13066763, 0.022633377, 0.011552452, -0.123327985, 0.25311312, 0.22652766, 0.011176362) * g_6; + result += mat4(-0.16592886, -0.003341361, 0.05655243, -0.04907018, -0.14266169, -0.07653183, 0.39557743, -0.044829868, 0.035589613, -0.23692629, 0.02729001, 0.23751497, -0.074999005, 0.06162688, 0.06201382, 0.15069327) * g_7; + result += mat4(-0.12884079, 0.037352398, -0.12884715, 0.15350881, -0.089926146, -0.1700947, -0.10188416, -0.029826047, -0.031419244, -0.15877514, 0.074799135, -0.123011, -0.007537871, -0.24274765, 0.10594629, -0.042308845) * g_8; + result += mat4(0.028796997, 0.009780028, 0.08393684, 0.08876159, 0.2958322, 0.13797538, -0.23441544, -0.064725965, 0.13806176, -0.015037291, 0.060964797, -0.30482304, -0.041055765, -0.15156971, 0.20623018, 0.10922641) * g_9; + result += mat4(-0.0057864957, -0.18726483, 0.037883427, 0.14638895, -0.10522743, 0.09113031, 0.11673609, -0.21051702, 0.028723987, -0.062990315, 0.002952929, 0.01469057, 0.034846026, 0.19609974, -0.1934369, -0.18243392) * g_10; + result += mat4(0.118073694, 0.119863555, -0.30531943, -0.205375, -0.22113605, -0.28978834, -0.23192821, 0.28978485, -0.021390624, -0.18431179, -0.15690218, -0.14960553, -0.15185611, 0.0028554697, -0.02074978, 0.056506403) * g_11; + result += mat4(0.31187654, -0.2761366, 0.020066198, 0.031995732, -0.1848675, 0.08065148, 0.14539121, -0.23896545, 0.0257927, -0.054032624, -0.07259492, 0.18765905, -0.17117564, -0.33104083, -0.0332479, 0.15349889) * g_12; + result += mat4(-0.18720639, 0.19843848, 0.3385621, -0.19166066, 0.21356635, 0.21394755, 0.15651105, 0.037805296, -0.16349375, -0.13504027, 0.19122715, 0.120806016, 0.16379046, -0.0026540656, 0.04739934, -0.07981541) * g_13; + result += mat4(-0.28539544, 0.21816348, -0.15019035, 0.23157135, 0.121298485, 0.2268759, -0.24653979, -0.025725443, -0.055981506, 0.10309359, 0.12415594, 0.010752708, 0.15175724, -0.12113609, -0.04674751, 0.1452768) * g_14; + result += mat4(0.084147684, -0.32716796, -0.3735181, -0.06994641, -0.17994325, -0.14905843, -0.06946874, 0.35039115, -0.05100555, -0.08730691, -0.23854558, -0.1746263, -0.011508492, 0.10305763, 0.13472022, -0.28137568) * g_15; + result += mat4(0.10937542, -0.038041312, -0.0995303, 0.14773457, 0.15991186, 0.22984092, -0.20170724, -0.3805271, 0.11831765, -0.07383792, 0.14768845, -0.311674, -0.019428516, 0.18180147, 0.056651186, -0.10447611) * g_16; + result += mat4(0.04605112, 0.046965037, -0.08334886, 0.037097372, 0.18561974, 0.3021062, 0.1629304, -0.090214364, -0.005229353, 0.18200208, -0.07720685, 0.25807604, 0.2524869, -0.16809419, -0.4000575, -0.3306678) * g_17; + result += mat4(0.09674466, 0.07551325, 0.016270272, -0.22326164, -0.1256328, -0.08318501, 0.24199782, 0.008043517, -0.3336808, -0.019305306, -0.18930039, 0.3224243, -0.020935204, -0.21364902, 0.029509636, -0.1468745) * g_18; + result += mat4(-0.22094682, -0.27292994, -0.1963563, -0.37204334, 0.13046952, 0.2838346, -0.15947977, 0.07602889, -0.023213187, -0.06235404, -0.09553055, 0.03893353, 0.28796852, 0.09727489, 0.13416602, 0.34785405) * g_19; + result += vec4(0.063622594, 0.0041231937, 0.015656473, -0.044245835); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf1 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.029247807, 0.43012354, -0.07769897, 0.15838203, -0.13324478, 0.017804278, 0.21924987, -0.024039736, -0.20728067, 0.044956654, 0.03079796, -0.23534241, -0.0500509, -0.18794334, 0.27260718, 0.24131943) * g_0; + result += mat4(0.1303224, -0.32837823, -0.09135343, 0.05029881, 0.29270905, -0.042230245, 0.13552578, -0.022074893, -0.22813024, 0.16917036, -0.19837584, -0.025336651, -0.017484624, -0.07434934, -0.022696782, 0.14180793) * g_1; + result += mat4(-0.17257185, 0.016180463, -0.16395493, -0.12969042, -0.17320508, -0.17256051, 0.124869406, -0.041106623, -0.29951182, -0.062248964, 0.14418627, 0.113648884, 0.19480251, -0.14825127, -0.30102882, 0.2543297) * g_2; + result += mat4(-0.17920358, -0.056560468, -0.05815734, -0.094284005, 0.074466944, -0.1708937, 0.05045378, 0.22309071, 0.07125439, 0.1243207, 0.0996307, 0.11177492, -0.20849244, -0.016035903, 0.066763505, -0.03865284) * g_3; + result += mat4(0.10919598, -0.05991637, 0.22679056, 0.07574283, 0.11607126, -0.12619832, -0.11305337, 0.09875149, -0.093926236, -0.31168574, 0.12892371, 0.03084246, -0.025373377, -0.18546598, -0.10146844, -0.06607364) * g_4; + result += mat4(-0.0284226, -0.13437645, -0.01047342, -0.0643442, -0.112065926, 0.28130296, -0.028859612, 0.20614125, -0.104703404, -0.25221863, 0.06305746, 0.008987997, -0.06367191, -0.039423067, 0.55190355, 0.1131621) * g_5; + result += mat4(0.017900897, 0.19151299, -0.012729769, -0.3720392, -0.043568056, 0.021792412, -0.14938483, -0.04563565, 0.13666408, 0.15488137, -0.058843106, 0.026964363, 0.2275412, -0.051935695, -0.3025488, 0.032634325) * g_6; + result += mat4(0.080183186, 0.49439004, 0.09187155, 0.058713455, -0.14579555, -0.16108377, -0.074885435, 0.16271885, -0.02726071, 0.3746404, -0.07175874, 0.12927002, 0.048367534, 0.0068023684, -0.01004529, -0.10857275) * g_7; + result += mat4(0.30240306, -0.05872737, 0.09092156, -0.044823427, 0.13460608, 0.27104214, -0.21677399, -0.078722954, 0.21395817, -0.27020204, 0.03407373, -0.27704158, -0.14948608, 0.045992948, 0.5086244, -0.14568712) * g_8; + result += mat4(0.04736869, -0.012021483, -0.23633002, -0.09218725, 0.049316257, 0.031919852, 0.109669484, 0.028117038, -0.05681596, -0.19797502, 0.066302285, -0.16133904, -0.11359791, 0.047595903, -0.15282372, 0.14841823) * g_9; + result += mat4(0.025813673, 0.18983132, -0.32590774, -0.017710522, 0.20602965, -0.06116333, 0.2023164, -0.38438424, 0.06915477, 0.077189915, 0.14604315, 0.21469697, 0.2905641, 0.099070854, -0.15827921, 0.09761589) * g_10; + result += mat4(-0.045127008, 0.18940306, -0.08118834, 0.02602074, 0.0945136, -0.07572827, 0.058015335, -0.054117456, 0.13638207, -0.06921914, -0.018934516, -0.21474637, 0.072837576, 0.38855672, -0.2214727, -0.07032989) * g_11; + result += mat4(-0.14499478, -0.103144266, -0.06795675, 0.097279154, -0.15780063, -0.00092860113, -0.06560443, 0.046918143, 0.116832, -0.041867204, -0.04294921, -0.16297981, 0.0017979478, -0.14739467, 0.06300005, -0.018958041) * g_12; + result += mat4(-0.023155538, 0.013861143, 0.10273995, -0.23301847, -0.06355406, 0.23065268, 0.0100112315, 0.12967634, -0.015230428, 0.00040594305, 0.09417989, 0.24173634, 0.055267353, 0.0818368, -0.07358038, 0.11633795) * g_13; + result += mat4(-0.033157397, -0.060810838, 6.0726292e-05, -0.07492996, -0.08209274, 0.036523078, 0.037038907, -0.0371525, 0.008616722, -0.25722533, 0.11118201, 0.00083808816, -0.16973083, -0.049985297, 0.016049283, 0.04555759) * g_14; + result += mat4(-0.02391044, -0.12006143, -0.0040827403, -0.045583934, 0.005460344, 0.0015913033, -0.0840245, 0.06921067, 0.13523246, 0.25881252, 0.06931116, 0.12808272, -0.08047311, -0.0036380326, 0.029610094, -0.1336764) * g_15; + result += mat4(0.07438417, 0.057508536, 0.34985167, 0.11944369, -0.21246617, -0.16596083, -0.31279483, -0.24151649, -0.090715386, -0.007790705, -0.10482516, 0.10915042, -0.08405226, 0.09904896, -0.08101267, -0.36275923) * g_16; + result += mat4(0.032126356, 0.011326541, -0.2710429, -0.018045785, -0.024174925, 0.10995586, 0.32196537, -0.16372478, 0.005468728, -0.1943689, -0.111603215, -0.08804184, 0.039886538, 0.15763853, -0.011543824, -0.32507792) * g_17; + result += mat4(0.02271385, 0.06408109, 0.02209524, 0.061272632, -0.12502407, -0.21633519, -0.34524658, 0.018734034, -0.2399288, 0.08478751, 0.1332156, -0.15286094, -0.10991463, -0.41120422, -0.3367541, -0.015484429) * g_18; + result += mat4(0.109604605, -0.13112773, 0.034937084, -0.3441579, -0.22917384, 0.13396077, 0.13513319, 0.013879127, 0.09909886, -0.2781385, 0.10821879, 0.0012182732, 0.141571, -0.039386883, 0.2155932, -0.039853897) * g_19; + result += vec4(0.011448396, 0.020379832, -0.0022957225, 0.013202214); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf2 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.16280368, -0.3007647, -0.40942207, 0.030815337, 0.07405667, -0.2774033, -0.17283231, 0.29439998, 0.3699874, -0.3105887, -0.14847368, -0.19395609, 0.0452973, -0.007050749, -0.1077042, 0.09585097) * g_0; + result += mat4(0.18247014, 0.009975951, 0.22485235, 0.027747832, -0.23668393, 0.4114013, -0.051324457, -0.1639705, -0.05903238, -0.23907724, 0.028307369, 0.26740846, 0.15824945, -0.45980626, -0.2874741, -0.08889109) * g_1; + result += mat4(0.10361935, -0.3442958, -0.14365837, -0.099617116, -0.032554094, -0.14120267, -0.03342406, 0.05498335, -0.055517945, 0.17825112, 0.07104187, -0.06683212, 0.057972897, 0.118643604, -0.16706169, 0.054418873) * g_2; + result += mat4(0.011006017, 0.07820084, -0.13500318, 0.1641914, -0.009132727, -0.16969028, 0.10708101, 0.1584649, 0.06537785, 0.012797735, 0.33862048, 0.11651383, 0.013557928, 0.2422241, 0.1017567, 0.062895164) * g_3; + result += mat4(-0.051137764, 0.21534863, 0.028179698, -0.43167275, -0.033175964, -0.31094325, 0.117865756, 0.14298838, 0.2600347, 0.06622512, 0.23248197, 0.05236919, 0.057206035, 0.31706086, 0.35474834, -0.08026979) * g_4; + result += mat4(0.3341866, 0.061472543, 0.08820765, 0.18130043, -0.23067175, 0.020398427, 0.2055998, -0.043249145, 0.059176553, 0.15833625, -0.038501732, -0.19359344, 0.013098893, -0.113447286, -0.14451598, -0.07114495) * g_5; + result += mat4(-0.14045192, -0.035960864, 0.1683667, -0.057710778, -0.12191498, 0.30514076, 0.25296882, 0.05210337, -0.30406678, 0.32372236, -0.08775911, 0.05305385, -0.09910785, 0.08077384, -0.030429823, -0.23029453) * g_6; + result += mat4(-0.06477132, 0.051194742, 0.054058783, -0.08651901, -0.11611027, -0.1414096, 0.017515467, 0.08065079, 0.160593, 0.053242017, 0.16833569, 0.2509967, -0.08866564, -0.027160924, 0.18210976, -0.018735442) * g_7; + result += mat4(-0.07765899, -0.08653451, 0.018404264, 0.037747417, 0.29692903, -0.21028307, -0.1398246, -0.18331608, -0.14643049, -0.062120195, -0.026070742, -0.016461093, 0.13776016, 0.16835451, 0.19926657, 0.009491423) * g_8; + result += mat4(0.22430605, 0.13225609, 0.11127026, 0.11934834, 0.11773516, 0.38065204, 0.029911561, 0.02016507, -0.04952572, -0.03617535, -0.13657878, 0.27129802, -0.1468153, -0.15232307, 0.29422712, 0.21878105) * g_9; + result += mat4(0.1451605, -0.1307874, 0.15195362, 0.37169486, -0.3883121, 0.1892302, -0.011653311, -0.117176816, -0.058879364, 0.006502772, 0.0759263, -0.09286256, 0.022827929, 0.07008768, -0.042277794, -0.087980986) * g_10; + result += mat4(-0.20223801, 0.63388115, 0.2666767, -0.16103297, -0.24565355, -0.0149277, 0.12688118, 0.010536548, 0.2465687, 0.11190481, 0.049540646, -0.17695107, -0.2384947, 0.060365606, 0.17545441, 0.07588929) * g_11; + result += mat4(0.09111966, -0.11593248, 0.08454782, 0.288044, -0.07772475, -0.01816507, -5.096444e-05, -0.3003771, -0.03312577, 0.06330272, -0.06429025, 0.2540652, 0.112343386, 0.0268587, -0.3007914, 0.14403644) * g_12; + result += mat4(-0.028090911, -0.10009091, 0.03360372, -0.41311288, -0.14364164, 0.033205803, 0.028351944, -0.36008695, 0.08499348, -0.08054039, 0.0008087064, -0.29299152, -0.12959489, -0.041748602, -0.02607873, -0.002198112) * g_13; + result += mat4(-0.08168162, -0.18030183, -0.14979859, -0.0023758279, 0.11401735, 0.1793914, -0.019655662, 0.13919011, 0.04981195, -0.1512701, -0.2777071, -0.092032805, -0.0956048, -0.2193873, -0.22983249, -0.051276267) * g_14; + result += mat4(0.036644854, -0.23420666, -0.4380995, 0.026250768, -0.1633289, -0.124186166, 0.092637315, -0.027536578, -0.24723285, 0.10599731, -0.16287865, -0.14084546, -0.054123025, 0.10922608, -0.06295828, 0.11139063) * g_15; + result += mat4(-0.0057521244, -0.17863722, -0.28339812, 0.12678196, -0.008798941, 0.25797576, 0.14833443, -0.06494317, -0.10480434, 0.22954331, -0.15336959, -0.0017664762, -0.155693, -0.23341124, -0.10721382, -0.18765664) * g_16; + result += mat4(0.1479779, 0.026514363, 0.150549, 0.043383703, 0.060286276, -0.012992416, 0.11384509, -0.04252127, 0.08395568, -0.086466804, -0.044825606, 0.0600901, 0.36257893, 0.10778409, 0.32519555, -0.17719778) * g_17; + result += mat4(0.019650197, -0.2552763, 0.111707225, -0.028414596, -0.18420072, 0.24862765, -0.27289316, 0.15587737, 0.10823723, 0.18660492, -0.17082447, 0.6391233, -0.11903236, 0.20687774, -0.120824836, -0.103811845) * g_18; + result += mat4(-0.25654075, 0.11822941, 0.002077498, -0.18428631, -0.13948499, 0.22262993, 0.07610168, -0.041798126, -0.08393731, -0.05455519, 0.017154181, 0.40815148, 0.019547334, -0.19381055, -0.09170064, 0.092561185) * g_19; + result += vec4(-0.0025385008, -0.009322316, 0.023430334, 0.03963271); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf3 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.12601118, -0.021590643, 0.22313827, 0.12338326, -0.3594248, 0.08779226, -0.104447536, 0.0015953421, -0.041181516, -0.059177034, -0.03233909, 0.08123608, -0.06653031, 0.2396167, -0.04595078, -0.27699965) * g_0; + result += mat4(0.21760523, -0.07761304, 0.10619168, 0.21848077, 0.043161202, -0.18573365, 0.18635494, 0.0596456, 0.00958352, 0.06870374, -0.22098882, -0.19535597, -0.01699866, -0.060843382, 0.020773342, -0.28626204) * g_1; + result += mat4(-0.054788332, 0.43804136, -0.018370852, -0.11884852, -0.08396486, -0.02463395, -0.07859437, 0.04820491, 0.20736758, -0.05558528, 0.30823594, -0.11240249, 0.3560334, -0.16470565, -0.037384707, -0.26869738) * g_2; + result += mat4(0.035860125, -0.19114108, -0.014263808, -0.2760586, -0.10599815, 0.24764514, -0.015626451, 0.06531905, 0.03168761, -0.06332368, -0.31058973, -0.04061597, -0.27505493, -0.1417053, -0.1537728, -0.0269434) * g_3; + result += mat4(0.122250065, 0.014169642, 0.0028120647, 0.29171073, 0.03466068, -0.21740533, 0.017244201, 0.10237153, 0.2732552, 0.08788669, -0.18837062, -0.08003779, -0.16058928, 0.16513692, 0.3796974, 0.14405341) * g_4; + result += mat4(0.07627521, 0.3994723, -0.2915726, -0.26149854, -0.17089921, 0.10311443, 0.118035555, 0.018972598, 0.060590137, 0.061291203, -0.08347645, 0.07799144, -0.2275661, -0.20265573, 0.008838914, -0.033791874) * g_5; + result += mat4(-0.26082832, -0.20043238, -0.12740612, 0.022172654, -0.19137274, 0.16447131, -0.12194309, 0.11332352, 0.09688869, -0.11694857, -0.014670798, 0.029100897, 0.27688727, -0.095532894, -0.046852726, 0.15528652) * g_6; + result += mat4(0.0843288, 0.2599002, 0.054038078, 0.030031947, -0.16868956, 0.47877824, -0.107127056, -0.19649811, 0.1452435, -0.061140474, -0.3746812, -0.1712981, 0.10090316, 0.003146686, 0.042054128, 0.2036839) * g_7; + result += mat4(0.062476937, 0.109727405, 0.006085406, -0.09609198, 0.08157408, 0.26440763, -0.010807875, 0.4100666, -0.29008973, -0.29712662, 0.1449313, 0.2999071, -0.10133186, 0.14511426, 0.15570813, 0.1363124) * g_8; + result += mat4(0.24777307, -0.018936818, -0.17767051, -0.2930885, -0.31651247, -0.21320899, 0.024395507, -0.14392355, -0.039903793, -0.028844833, 0.089801095, -0.16740274, 0.076601304, 0.12653774, -0.14753589, -0.076225005) * g_9; + result += mat4(-0.18826364, 0.011248587, -0.021409662, -0.5352774, -0.08067719, -0.054373614, -0.16357093, 0.06124252, 0.033611584, 0.042493146, 0.05371003, 0.11711034, 0.11154937, -0.12328775, -0.06294046, 0.18647408) * g_10; + result += mat4(0.0024605107, -0.056066483, 0.2467666, 0.11369053, 0.08489671, 0.0037346834, -0.013299427, 3.808174e-05, 0.11409715, 0.109892204, -0.06361007, -0.22800997, 0.18311475, 0.042961217, 0.06740135, -0.16150832) * g_11; + result += mat4(-0.18291046, 0.026666109, -0.30111808, 0.17123716, 0.112474516, -0.26450562, -0.090437375, -0.14988331, -0.18449861, 0.007934273, -0.027180828, -0.43781853, 0.0977631, 0.27554545, -0.11660859, -0.23798843) * g_12; + result += mat4(0.10251913, -0.18264107, -0.06369484, 0.05854778, -0.00926676, -0.29635468, -0.11716115, 0.011359037, 0.08007137, -0.049567226, 0.09789246, 0.36260337, -0.15627296, 0.22855914, 0.015385757, 0.083044454) * g_13; + result += mat4(0.1003519, 0.024577776, -0.108722664, 0.011721353, -0.10047615, -0.17745872, 0.10435663, -0.08427653, 0.0010758807, 0.14079982, -0.3041788, 0.15151088, 0.008969225, 0.076604255, -0.06943796, 0.044038422) * g_14; + result += mat4(0.05734037, 0.21680962, -0.11893755, -0.07738818, 0.13322085, -0.04214932, -0.3577641, 0.17797415, -0.07373375, 0.06449437, 0.065212585, 0.28000146, 0.13637395, 0.0667443, 0.040316172, -0.02156067) * g_15; + result += mat4(0.20441194, 0.23352884, -0.0139005985, -0.16409983, -0.38869008, 0.061168108, 0.01810069, 0.2682549, -0.07966706, 0.08529747, -0.093861535, 0.06709627, -0.23922135, 0.25731438, 0.0763321, -0.1010017) * g_16; + result += mat4(0.0023142244, -0.22895189, 0.07123541, -0.033806246, -0.49307954, 0.16494593, 0.011563014, 0.040604062, -0.18492593, -0.2750776, -0.13165577, 0.05981473, 0.03329094, -0.125094, -0.03672828, -0.019734263) * g_17; + result += mat4(-0.049260493, 0.1662821, -0.18388951, 0.23048894, 0.2072809, 0.06807784, -0.29648736, -0.10056884, -0.03960093, 0.46342513, -0.057403132, -0.00022476891, -0.0005029868, 0.43624368, -0.19841333, -0.18943238) * g_18; + result += mat4(-0.06875925, 0.19902602, 0.039521616, -0.025893142, 0.091499686, 0.020004159, 0.07892145, 0.12688632, 0.060283042, -0.11150475, 0.07054853, -0.1520924, -0.19681256, 0.07284978, 0.029370772, 0.22104816) * g_19; + result += vec4(-0.0796562, -0.0549894, 0.3559776, 0.19150664); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf4 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.09465223, -0.10873596, -0.35955498, -0.17102978, -0.07865758, 0.03300757, -0.040852863, 0.20757945, -0.0925244, -0.12299689, 0.0736371, -0.09471192, -0.3779846, 0.009169354, 0.11503113, -0.20957986) * g_0; + result += mat4(-0.058279574, -0.22219251, -0.020915214, 0.0945366, 0.025918057, 0.057270855, -0.09852459, 0.14113797, -0.10049611, 0.03105915, 0.072065726, -0.056170464, 0.07183245, 0.24152692, 0.0058397814, -0.03508323) * g_1; + result += mat4(0.15363896, 0.4238941, 0.123930104, -0.09307702, -0.1192144, -0.16101883, 0.005986172, -0.058577128, -0.19313446, -0.10295509, 0.20574117, 0.06833371, -0.0012903785, 0.29995304, -0.13213697, -0.1254232) * g_2; + result += mat4(-0.2903937, 0.124987245, -0.024089197, -0.052240573, -0.024258995, 0.030661397, -0.010137248, -0.1609303, -0.10407328, -0.10629749, 0.04671163, -0.02009596, -0.07435262, -0.14072737, 0.2149428, 0.018486146) * g_3; + result += mat4(-0.21417011, 0.2847672, -0.029020585, -0.10139499, -0.07400215, 0.10372491, 0.15485775, 0.12855476, 0.12904498, -0.08895321, -0.05515003, -0.20980029, 0.062432468, -0.038182955, -0.1816266, 0.355782) * g_4; + result += mat4(-0.027595734, 0.12219175, -0.19319062, 0.035706658, -0.022891225, -0.085733496, -0.036004573, 0.051092744, -0.054424077, -0.030906882, -0.024611901, 0.08716703, 0.22153278, 0.13969363, -0.09846757, 0.016469453) * g_5; + result += mat4(0.09095948, -0.03645167, 0.27152961, -1.7102455e-05, -0.007632466, -0.15666215, -0.26401493, -0.1549594, 0.050031006, 0.06181179, 0.07006888, -0.04870327, 0.3641525, -0.008073426, 0.16188, -0.091207646) * g_6; + result += mat4(0.11283634, -0.005790793, -0.013517275, -0.16165686, -0.08701689, 0.033309393, 0.0010972739, 0.1642712, 0.04757619, -0.21329707, -0.04592619, 0.08010882, -0.10787384, 0.059010185, 0.05669982, 0.05839971) * g_7; + result += mat4(-0.0017897426, 0.096831605, -0.10264635, -0.0007392807, 0.042224903, -0.07351851, 0.16442567, -0.10968471, 0.056543402, 0.38061613, -0.3234678, 0.22569597, -0.077230684, -0.3087383, 0.081054784, 0.087633185) * g_8; + result += mat4(0.080605924, 0.06986007, 0.28359544, -0.3324396, 0.032405134, 0.011231502, 0.10453376, 0.15081415, 0.23304632, 0.01282744, -0.110539354, 0.119230196, -0.08274707, 0.79631245, -0.0049962257, -0.06853797) * g_9; + result += mat4(0.24957526, -0.35100362, 0.14683032, 0.11050717, -0.08336315, 0.04131765, -0.19087222, -0.101899385, 0.122537844, -0.059581943, 0.11842144, -0.17657922, -0.017872468, -0.20183705, -0.08783171, -0.0649328) * g_10; + result += mat4(0.1166889, -0.23226629, 0.12511998, -0.15160328, -0.035666835, -0.091406055, 0.064867236, 0.04495807, 0.014363706, 0.13465384, 0.012661851, -0.007246858, -0.08463122, -0.1826089, 0.008594106, 0.05406961) * g_11; + result += mat4(-0.044576548, 0.03944883, 0.02922514, 0.04857608, 0.07982457, 0.28547665, -0.2580222, 0.27174193, -0.009301607, -0.15731618, 0.27248174, 0.111558996, 0.016642686, -0.070072554, -0.25297874, -0.13660255) * g_12; + result += mat4(0.0619904, 0.027571948, -0.20821859, -0.075592734, -0.047970783, -0.16417085, -0.23739098, -0.43939596, 0.028930046, 0.0899, -0.24729219, -0.18904929, 0.04907895, 0.13355176, -0.032109547, -0.029098922) * g_13; + result += mat4(-0.075305015, -0.004550873, 0.079111785, 0.0367624, -0.28268716, 0.034016214, 0.061273348, -0.29881823, 0.346599, 0.10867586, 0.1497806, 0.092778146, -0.26263794, 0.061326664, 0.15384254, 0.13936105) * g_14; + result += mat4(0.2143571, 0.04833282, 0.018522646, -0.12657177, 0.2562043, 0.19504175, 0.07278834, -0.05239313, -0.46725237, -0.117593594, 0.021978024, -0.2434228, 0.25235966, -0.06409148, 0.0025807568, 0.06643222) * g_15; + result += mat4(-0.38482606, 0.0037258423, -0.024128545, 0.050342213, -0.17996104, -0.12157712, 0.028484367, -0.11472539, 0.17927656, 0.043731786, 0.08844086, -0.013330732, 0.05990761, 0.2168297, 0.09100677, -0.0008136453) * g_16; + result += mat4(0.50347346, 0.1341378, 0.023524579, -0.1837871, 0.145017, -0.06573727, 0.02377743, -0.03617753, -0.07013405, -0.21561088, 0.1574615, 0.17621611, -0.000903247, -0.19177268, -0.013945821, 0.0014927404) * g_17; + result += mat4(0.024711724, 0.3515622, 0.47648275, 0.07185405, 0.20586282, 0.17289369, 0.042327203, 0.34730917, 0.03348624, 0.008369107, 0.24884492, -0.019298946, 0.02819896, -0.087031476, -0.002446221, -0.18767828) * g_18; + result += mat4(-0.0786536, 0.13503742, 0.3140287, -0.21691471, -0.1240609, 0.106962465, 0.039765242, -0.09525154, -0.11635654, -0.025509981, -0.09417984, 0.27709702, -0.050951984, 0.012091699, 0.0031243872, 0.17191774) * g_19; + result += vec4(0.009157748, 0.0064318995, 0.070232585, 0.055942155); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x80 +//!HOOK MAIN +//!BIND conv2d_6_tf +//!BIND conv2d_6_tf1 +//!BIND conv2d_6_tf2 +//!BIND conv2d_6_tf3 +//!BIND conv2d_6_tf4 +//!BIND conv2d_6_tf5 +//!BIND conv2d_8_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!SAVE conv2d_9_tf5 +//!WIDTH conv2d_6_tf.w +//!HEIGHT conv2d_6_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_1 (max((conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_6_tf_tex(conv2d_6_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_6_tf1_tex(conv2d_6_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_6_tf2_tex(conv2d_6_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_6_tf3_tex(conv2d_6_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_6_tf4_tex(conv2d_6_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_6_tf5_tex(conv2d_6_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_8_tf_tex(conv2d_8_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1922669, 0.08802744, -0.028858658, 0.0018137145, 0.049583502, 0.054931905, 0.06461622, -0.1545738, -0.24787578, -0.3030694, -0.43755215, -0.08891142, -0.0072859223, 0.33978176, -0.08431318, -0.074049324) * g_0; + result += mat4(0.12638506, -0.1162002, -0.13160661, -0.07876044, 0.0991572, 0.15431085, -0.014509431, -0.021629302, -0.03953747, -0.121313706, 0.11476493, -0.21827452, -0.055972893, -0.21574646, 0.013953077, 0.008131167) * g_1; + result += mat4(0.22515556, -0.38520855, 0.08868661, 0.072899625, -0.0066298717, 0.17697194, 0.16426025, -0.047008827, 0.0667103, -0.20082757, -0.022680001, -0.13906951, -0.11068086, -0.18871038, -0.14856437, -0.22906394) * g_2; + result += mat4(0.06496998, 0.33180842, 0.035600964, 0.008669803, -0.21089098, 0.024426313, 0.097489424, 0.19989817, 0.09799698, -0.19460952, 0.31317624, -0.054178897, 0.06745894, 0.24180534, -0.18725993, -0.09876676) * g_3; + result += mat4(-0.14159264, -0.09821653, 0.111369886, -0.13888422, 0.19065087, -0.052074507, 0.25994346, -0.09896752, 0.009669414, 0.3327987, -0.03835561, 0.1502805, 0.06749692, -0.25075352, 0.1176795, 0.2861322) * g_4; + result += mat4(0.08663468, -0.09579272, 0.15255743, 0.11586089, 0.096744135, -0.106523454, -0.23779331, -0.039372843, -0.044640735, -0.073639855, -0.09300802, -0.016469873, -0.017932354, -0.15118197, 0.07342249, 0.08470412) * g_5; + result += mat4(-0.22996324, 0.2121147, -0.042765424, 0.29991713, -0.1105575, -0.22186373, -0.099884614, 0.28284577, 0.019985273, 0.18109971, 0.067379884, -0.05751364, -0.14203605, -0.1606955, -0.04072121, 0.14415282) * g_6; + result += mat4(-0.010768784, 0.013500415, -0.05128568, -0.20169108, 0.21437442, -0.2470299, 0.0067167566, 0.3354006, 0.29098728, 0.3001768, 0.11471926, -0.34384128, 0.013220707, -0.21317835, -0.007173589, 0.056399934) * g_7; + result += mat4(-0.25603592, 0.008419834, 0.035636842, -0.07926287, 0.05415962, -0.24778326, -0.24242976, 0.20616682, 0.13446097, -0.26829332, -0.043394912, -0.15304199, 0.26440972, -0.28728306, 0.0017775068, -0.031716976) * g_8; + result += mat4(-0.2344917, -0.061300833, 0.40446028, 0.42343828, -0.2158991, 0.39550748, 0.13935845, -0.15041998, 0.13921916, 0.18082108, 0.04385846, 0.142258, -0.21331908, -0.26960972, 0.031336915, 0.23779747) * g_9; + result += mat4(0.06346781, 0.07501524, -0.20003422, -0.115085386, -0.027196221, -0.027326047, 0.0592106, -0.23421998, -0.003150606, -0.31265986, 0.088709556, -0.10167917, -0.14837898, 0.37943587, 0.1447625, 0.080040015) * g_10; + result += mat4(-0.15046267, 0.265076, -0.19776449, -0.20232256, 0.06413749, 0.26056677, 0.079985835, -0.23233825, -0.24333598, -0.18887608, -0.16819565, 0.047695916, 0.010287012, 0.3019047, 0.148884, -0.10863938) * g_11; + result += mat4(-0.0018880082, -0.2375455, 0.41955757, 0.01565566, 0.0898848, 0.028822318, -0.1900471, 0.15390472, -0.07475509, 0.028788034, 0.14377898, -0.018586636, 0.15499766, -0.0181846, -0.1712958, 0.26694313) * g_12; + result += mat4(-0.019247968, -0.22267476, -0.20527479, -0.05516891, -0.10443534, 0.0013541149, -0.35172266, 0.08538575, 0.033067722, -0.18152483, -0.23448412, -0.02623179, -0.13003229, 0.13998169, 0.0376709, -0.19369106) * g_13; + result += mat4(0.3118797, 0.082491405, -0.34785077, -0.22611658, -0.07956514, 0.11574769, 0.16532372, -0.2226821, 0.06791281, -0.098187685, -0.08020048, 0.12613155, -0.2472526, -0.27066618, -0.139881, -0.18741405) * g_14; + result += mat4(-0.12976451, 0.14284736, 0.19006614, 0.07724795, 0.062145814, -0.36040485, -0.25726667, -0.04952468, 0.02644045, 0.044718564, 0.27806777, -0.048151493, -0.06354555, -0.0005565615, 0.14224754, 0.17653286) * g_15; + result += mat4(-0.17252563, 0.023060834, 0.02491499, 0.19027406, -0.212846, -0.01613939, -0.068693444, -0.14507875, -0.08602362, 0.02112319, 0.19688891, 0.28616062, 0.12502767, -0.16866814, 0.096094206, -0.087079056) * g_16; + result += mat4(-0.0105957305, -0.00042306812, -0.073753655, 0.2258738, 0.015042403, 0.26525986, 0.09652541, 0.33078325, -0.054301977, -0.14386192, -0.09737477, -0.1822451, -0.07917178, 0.012320757, -0.1526825, -0.08518065) * g_17; + result += mat4(-0.053449947, -0.26979092, 0.21039961, 0.0002728565, 0.1097202, -0.004250707, -0.038437147, 0.27996743, -0.046362147, -0.021696959, 0.077650055, -0.07844942, -0.10120125, 0.08145741, 0.10650856, 0.0026023765) * g_18; + result += mat4(0.24465938, -0.095935315, -0.21770145, -0.24916768, 0.13544445, -0.013464758, 0.13948593, -0.123387456, 0.14965056, -0.027013663, 0.3156395, -0.06620409, 0.07764431, -0.14184502, -0.23861314, 0.11016456) * g_19; + result += vec4(0.05315733, 0.009354445, 0.074799225, 0.048262358); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!SAVE conv2d_11_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_9_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_9_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_9_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_9_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.11065729, -0.033565044, -0.2329061, 0.0078558875, -0.07121535, 0.13447808, -0.48046845, 0.1651893, -0.021583451, 0.09004625, 0.30772808, 0.046850167, -0.12196115, 0.20660469, -0.06685862, -0.084653415) * go_0(-1.0, -1.0); + result += mat4(-0.1721154, -0.017597089, -0.16192035, 0.15263753, -0.26492825, 0.009456457, 0.037399817, 0.23390785, -0.049550038, -0.026080197, 0.14206415, 0.008774876, 0.063705266, 0.051765062, 0.24875836, 0.099421404) * go_0(-1.0, 0.0); + result += mat4(-0.047302574, -0.016512489, 0.06810586, -0.06868577, 0.025998915, 0.058887336, 0.001597515, -0.12256784, 0.08268936, 0.03727418, 0.18887138, 0.06894959, 0.3205655, -0.018711518, -0.044558458, -0.057956032) * go_0(-1.0, 1.0); + result += mat4(-0.1517841, -0.23244041, -0.17393516, -0.23926319, -0.4361466, -0.30781198, -0.18288358, -0.020540912, 0.06586069, -0.21133885, 0.043229107, -0.027916892, -0.048755284, -0.05953157, -0.19556823, -0.07165948) * go_0(0.0, -1.0); + result += mat4(-0.1174694, 0.054337397, 0.12835175, 0.09959543, 0.033005662, 0.18233524, -0.256386, -0.048866775, -0.14466491, -0.13285607, -0.03937386, -0.019240126, -0.10373259, -0.1657274, -0.24291772, 0.075199485) * go_0(0.0, 0.0); + result += mat4(0.08207701, 0.0069850767, 0.16064502, -0.14246464, -0.17855522, -0.006616863, -0.20864315, 0.028733289, -0.12688828, -0.2265197, -0.12573537, 0.096166134, 0.1005094, -0.025901344, -0.01940587, -0.00094570883) * go_0(0.0, 1.0); + result += mat4(0.14291742, -0.36148882, -0.015547496, 0.20172058, -0.34360975, -0.25096804, -0.028675647, -0.16680753, 0.083879635, -0.07020056, -0.014250424, -0.032770164, 0.10160873, 0.061744668, 0.13513815, 0.13051409) * go_0(1.0, -1.0); + result += mat4(-0.34734267, -0.05261325, 0.34533986, 0.015022912, -0.3798942, 0.052754287, -0.044300254, 0.0026329095, -0.05218254, -0.051167574, -0.18714808, 0.03277871, -0.13485578, -0.07783909, 0.23404102, -0.06266696) * go_0(1.0, 0.0); + result += mat4(0.08901671, 0.03258588, 0.19680169, -0.10170613, -0.25134686, -0.03096738, 0.08763064, 0.15013361, -0.054004118, 0.029791253, -0.14162092, -0.0421743, -0.039308522, -0.03239244, 0.0026326722, -0.045754924) * go_0(1.0, 1.0); + result += mat4(0.08676345, -0.35174674, -0.11236161, 0.05293886, -0.07480023, -0.101317465, -0.12046224, 0.039460886, 0.07051205, 0.059597883, -0.028280778, 0.03134286, 0.15486175, -0.031330753, 0.15584795, -0.102045245) * go_1(-1.0, -1.0); + result += mat4(0.1252375, 0.091515355, -0.08060989, 0.07655616, -0.031962767, -0.015003918, -0.019061645, -0.038605515, 0.041674748, 0.019495333, -0.074719995, 0.111798435, 0.35053942, -0.21865605, -0.035492726, -0.19251086) * go_1(-1.0, 0.0); + result += mat4(-0.2521477, 0.035690635, -0.1748867, 0.16958003, 0.082237944, 0.037905395, -0.20225619, -0.01181544, -0.0730941, 0.08402793, -0.004251873, 0.15961078, 0.24414352, -0.07390854, 0.11883077, -0.11432912) * go_1(-1.0, 1.0); + result += mat4(-0.09039999, 0.08458838, -0.17640921, 0.22679248, -0.09973631, -0.10150884, -0.12132154, -0.063188024, -0.06142147, -0.044643465, 0.07774642, 0.10063658, 0.012656136, -0.07811268, -0.11025514, -0.03877614) * go_1(0.0, -1.0); + result += mat4(-0.3758025, 0.39612144, -0.38509527, 0.065648146, 0.18610518, 0.24517001, -0.082178675, 0.0054388554, 0.091793224, -0.006966941, 0.023598287, 0.09363874, 0.02030536, -0.1162773, -0.1702807, -0.10238526) * go_1(0.0, 0.0); + result += mat4(0.06522886, 0.01968204, 0.013276272, 0.06622485, 0.0966013, 0.04298673, 0.06357989, 0.0686297, 0.036044475, 0.09697355, 0.0923304, -0.027402518, 0.23022865, 0.009975208, 0.09505576, -0.06265446) * go_1(0.0, 1.0); + result += mat4(-0.07985259, -0.067997314, 0.11987299, 0.0835397, -0.12091872, 0.030830579, 0.031313404, 0.06652082, -0.07365764, 0.022173064, 0.038719, -0.16344336, 0.07253899, 0.022317031, 0.1831806, -0.052748464) * go_1(1.0, -1.0); + result += mat4(-0.0634643, 0.050153147, 0.1089263, 0.16260117, -0.19715269, 0.04525501, 0.2851316, -0.14279072, 0.08007492, 0.14796089, -0.13729408, -0.11116092, -0.17260908, -0.019579785, -0.025702966, 0.15135053) * go_1(1.0, 0.0); + result += mat4(0.045409318, 0.22306903, -0.23696704, 0.30549112, 0.016529143, 0.09789025, 0.046990365, -0.087783515, 0.116460465, 0.04390236, -0.056050096, -0.026875896, 0.22284238, 0.014261535, -0.13459139, -0.052002028) * go_1(1.0, 1.0); + result += mat4(0.033934735, 0.03744048, -0.14255948, 0.1060668, 0.17200193, 0.032943442, 0.15052855, 0.0703971, 0.11046219, -0.063354306, -0.19214186, -0.14163889, 0.2878844, -0.06460431, -0.021372154, 0.19077174) * go_2(-1.0, -1.0); + result += mat4(-0.008314957, -0.078829214, 0.036322586, 0.1370874, -0.09932989, 0.08450153, 0.05382594, 0.10578927, -0.06620096, -0.03751784, 0.0685656, 0.0146967, -0.17852665, -0.09221525, 0.163109, 0.39510122) * go_2(-1.0, 0.0); + result += mat4(0.21959463, -0.0673742, -0.05068107, -0.14604324, 0.032997485, -0.036264967, 0.0025804765, -0.0032351657, -0.055149194, -0.010604908, -0.01948609, 0.11715798, -0.007900997, 0.012781306, -0.102708206, -0.18385006) * go_2(-1.0, 1.0); + result += mat4(0.16189429, 0.2974257, 0.028685816, -0.041304193, 0.104191594, -0.10642667, -0.1165585, -0.06683831, -0.030429205, -0.10225779, 0.06759207, 0.1287473, 0.08969416, 0.024031915, 0.08996185, 0.021237956) * go_2(0.0, -1.0); + result += mat4(-0.067058615, -0.06869974, 0.28236046, 0.14531423, 0.11858161, -0.01654489, 0.12848209, -0.003918965, -0.17918663, -0.15143135, -0.19069745, 0.023554064, 0.024598364, 0.1321118, 0.48159206, -0.09269644) * go_2(0.0, 0.0); + result += mat4(0.115231544, -0.0032554602, 0.0041012196, -0.0046674996, 0.14599484, 0.032397192, 0.08553145, -0.026185688, -0.21801896, -0.22803733, 0.22832747, 0.03817061, -0.069230415, 0.0324615, -0.245797, -0.19035016) * go_2(0.0, 1.0); + result += mat4(-0.16802694, 0.19597448, 0.049715098, 0.018987939, 0.1563443, -0.09048181, 0.06861489, 0.029435834, -0.14661247, 0.17823257, -0.015096998, -0.18206248, -0.1122397, -0.0024176831, -0.02847615, -0.17265147) * go_2(1.0, -1.0); + result += mat4(0.06423479, -0.0048467508, 0.026251012, -0.0871601, 0.010739662, 0.1324091, 0.10091656, -0.06778729, -0.061860725, 0.14850748, 0.18788461, -0.22935927, -0.04521556, 0.22395493, 0.050345525, -0.08274999) * go_2(1.0, 0.0); + result += mat4(0.048296567, 0.111412406, 0.01575327, -0.08608332, 0.051853668, 0.06310964, 0.056300834, -0.167152, -0.05985545, 0.077944554, 0.30849454, -0.24084799, 0.013268605, 0.055026837, -0.20886575, -0.030484412) * go_2(1.0, 1.0); + result += mat4(-0.22162361, -0.00891929, 0.22843885, 0.014100439, -0.019914588, -0.10437051, -0.0046799625, 0.06363446, 0.053681366, 0.07912179, 0.16156994, -0.06831938, 0.14298461, -0.012671532, 0.12209479, -0.15130728) * go_3(-1.0, -1.0); + result += mat4(0.034879692, 0.1260956, 0.031183518, -0.010902104, 0.05384002, -0.20230055, -0.16981775, -0.04562737, 0.06405703, 0.15144739, -0.03652416, 0.08995075, -0.010406152, 0.023800947, -0.02023546, -0.11532134) * go_3(-1.0, 0.0); + result += mat4(-0.0051507168, -0.0848511, 0.22892833, 0.042418208, -0.06470052, 0.0319561, -0.069816284, 0.061622996, -0.068940066, 0.046081185, 0.17252927, 0.04726007, 0.05160559, 0.019490944, -0.029676115, 0.035894085) * go_3(-1.0, 1.0); + result += mat4(-0.12114952, -0.098223485, -0.1576559, -0.11341766, -0.053012382, 0.05975512, -0.02405694, -0.075539865, 0.02712277, 0.045053054, -0.042407285, -0.19864829, -0.06831715, 0.027572775, -0.055474814, -0.05826217) * go_3(0.0, -1.0); + result += mat4(0.009547709, 0.11492732, 0.14621596, -0.022977749, -0.08215322, -0.068181336, 0.21877459, 0.16448551, -0.08262295, 0.06695922, -0.05052619, 0.08218141, 0.09815865, -0.017209277, -0.11029214, 0.10387785) * go_3(0.0, 0.0); + result += mat4(0.021276599, -0.1396185, 0.15547532, -0.09525875, -0.017380727, -0.174434, 0.1908772, 0.05106546, 0.048898213, -0.18481675, -0.024676675, 0.020476716, 0.003939256, 0.012242363, -0.1052081, 0.114367664) * go_3(0.0, 1.0); + result += mat4(-0.17372851, -0.1424865, -0.05486458, 0.2676285, 0.0035624248, 0.08725484, -0.007900028, -0.1005391, -0.20805833, 0.061351843, -0.089120075, 0.088012055, 0.030445773, 0.10641649, 0.018887872, 0.05093269) * go_3(1.0, -1.0); + result += mat4(-0.07776571, -0.13671526, -0.11086421, 0.11034073, 0.020306246, -0.028728647, -0.12545891, -0.16932821, 0.15411533, -0.19357502, -0.06345341, 0.03926335, 0.13200106, 0.060615014, 0.014046291, 0.18093176) * go_3(1.0, 0.0); + result += mat4(-0.01706402, -0.10313435, 0.00445817, 0.0032045625, 0.015698014, -0.070094734, -0.10885296, 0.08759509, 0.03067324, -0.18111154, -0.0539245, 0.013589464, -0.024326503, 0.047287695, -0.037094206, -0.034841713) * go_3(1.0, 1.0); + result += mat4(0.22197281, -0.022347828, 0.02685888, -0.10240367, -0.1926851, -0.11706298, -0.06704851, -0.017859183, 0.00025039204, -0.04612332, 0.08610041, 0.15679866, 0.063804425, -0.1016019, 0.02813499, -0.038362153) * go_4(-1.0, -1.0); + result += mat4(0.14892037, -0.024246952, -0.21368289, 0.03536149, -0.08644949, -0.13224818, -0.0521787, -0.09096727, -0.3271048, -0.065186724, -0.002157824, 0.08384631, 0.055492498, 0.03269878, 0.0067793853, 0.029622784) * go_4(-1.0, 0.0); + result += mat4(-0.00528388, 0.0063680154, 0.026256558, 0.05468057, -0.20092459, -0.03719278, -0.043252084, 0.057888906, -0.009566334, -0.11301503, 0.019822683, 0.052704863, 0.055489272, 0.07455167, -0.09751699, 0.005783364) * go_4(-1.0, 1.0); + result += mat4(0.107178226, -0.13112251, -0.035829626, -0.10725111, 0.023242824, 0.07523588, 0.07845659, -0.011750167, 0.0466798, -0.24150136, 0.2681371, 0.002484224, -0.26805767, 0.15951233, -0.058928348, 0.07894071) * go_4(0.0, -1.0); + result += mat4(0.117843606, -0.3197398, 0.22887307, 0.11072152, 0.11311824, -0.29953524, 0.045007616, 0.047428284, -0.14508507, -0.16023712, 0.14998578, -0.045239456, -0.13850681, -0.06758438, -0.20843203, -0.12846175) * go_4(0.0, 0.0); + result += mat4(0.2089775, 0.15191884, 0.19236302, -0.12852545, -0.017758507, 0.054735895, 0.2057903, 0.01578931, 0.06712026, 0.11611963, 0.041994072, -0.2348366, -0.09687036, 0.05122309, -0.13020395, 0.12760021) * go_4(0.0, 1.0); + result += mat4(0.1674606, -0.23622335, 0.21831974, -0.19162895, -0.0653262, -0.19253829, -0.025073627, -0.031931855, 0.09056663, 0.009096665, -0.07437006, -0.20607735, -0.035784222, -0.13755737, 0.105823584, 0.021616982) * go_4(1.0, -1.0); + result += mat4(-0.12060124, -0.05081354, 0.019493153, -0.17280865, -0.09652722, -0.22406265, 0.055743024, -0.064455345, 0.020935146, -0.05912329, -0.023218567, 0.08459226, -0.27066386, -0.009149911, 0.031394698, -0.09333024) * go_4(1.0, 0.0); + result += mat4(0.07529214, 0.18329029, -0.053039473, -0.15814133, -0.056002066, 0.049465064, 0.122380644, -0.095161386, -0.01707029, -0.021291345, -0.064365804, 0.042289734, 0.0096676815, 0.16314495, 0.061155442, -0.0072070844) * go_4(1.0, 1.0); + result += mat4(-0.18325166, -0.045254577, -0.07755575, -0.015819173, -0.053942695, -0.1564633, 0.24598272, -0.01649073, -0.11030772, -0.3956073, 0.0067733866, 0.08979125, -0.087877646, 0.111440755, -0.031384, 0.0041654776) * go_5(-1.0, -1.0); + result += mat4(-0.08632575, 0.01247107, 0.073227346, -0.02861831, -0.06667062, 0.00631046, 0.014473328, -0.14449167, -0.23806049, 0.06853407, 0.044759657, 0.13089806, -0.06534994, 0.09364583, 0.25784552, -0.04829764) * go_5(-1.0, 0.0); + result += mat4(0.055283614, 0.095919676, -0.17018771, -0.10706522, -0.060850658, -0.15489587, 0.096590616, -0.15492146, -0.117981836, 0.0031413063, 0.20087089, 0.0842084, 0.044810157, -0.12295185, -0.04900455, 0.022688968) * go_5(-1.0, 1.0); + result += mat4(-0.04983315, -0.018766034, 0.110484764, 0.06876715, -0.040869314, -0.21283215, 0.12169796, -0.08138329, -0.05879556, -0.4355045, 0.18808807, 0.15669084, 0.051187377, 0.17142825, -0.07497983, 0.00198669) * go_5(0.0, -1.0); + result += mat4(-0.061976284, 0.13500537, -0.10203683, -0.016636437, -0.02491998, -0.01352495, -0.019896744, -0.10472221, -0.34705746, -0.16710368, 0.1022697, -0.07555259, 0.07735059, -0.06643135, -0.1400189, -0.00091027044) * go_5(0.0, 0.0); + result += mat4(-0.02308153, 0.03587171, -0.06439805, -0.03391213, -0.13628857, 0.01694368, 0.05886299, -0.16476311, -0.005419486, -0.06331514, 0.11643934, -0.16962259, -0.16336058, -0.08988242, 0.15452544, 0.089317046) * go_5(0.0, 1.0); + result += mat4(-0.1820998, -0.08794822, -0.121190175, 0.122091204, 0.012820464, 0.09933649, 0.2141602, -0.08854414, -0.05771915, 0.18643157, 0.08712915, 0.06973249, -0.12666526, 0.024907013, 0.109394126, 0.04836077) * go_5(1.0, -1.0); + result += mat4(-0.17639092, -0.04720988, -0.0038245695, 0.16056724, 0.12734261, 0.055577323, 0.15901293, 0.05271541, 0.04766261, 0.12878492, -0.0549527, 0.04790089, -0.091121376, -0.0013024703, 0.37799272, -0.08539876) * go_5(1.0, 0.0); + result += mat4(0.106956095, -0.1319375, -0.126656, 0.0709718, 0.10223421, 0.01119111, 0.09486624, 0.03244709, -0.02933061, -0.19111432, -0.24627611, 0.0672316, 0.0025987737, 0.013657685, 0.09979212, -0.050996147) * go_5(1.0, 1.0); + result += mat4(0.08628728, 0.100198254, 0.022478774, -0.056689125, -0.14032082, 0.036446873, -0.008617598, -0.013536469, 0.011264824, -0.026743524, 0.047261734, -0.03531947, -0.28368023, 0.013742331, -0.2491621, 0.10458443) * go_6(-1.0, -1.0); + result += mat4(0.0151652815, 0.10615742, 0.028310398, -0.050413925, -0.014452144, 0.07141453, -0.0051745498, -0.040412616, 0.0024879081, -0.028745392, 0.028668849, -0.05288013, -0.26013553, 0.1665632, 0.092639334, 0.392492) * go_6(-1.0, 0.0); + result += mat4(0.07644084, 0.06848576, 0.0021437998, 0.161489, -0.023799606, -0.0639256, -0.07002663, 0.089794315, -0.16638722, 0.028898913, -0.10682576, 0.037343755, -0.17456193, 0.020488204, -0.086536296, 0.21236399) * go_6(-1.0, 1.0); + result += mat4(-0.029148629, -0.16979113, 0.18869588, 0.17955571, -0.114676945, -0.048160102, 0.035702094, -0.0605213, 0.04062305, 0.078081146, 0.12024688, 0.1189308, -0.1789993, -0.025458511, 0.21930633, 0.2965206) * go_6(0.0, -1.0); + result += mat4(0.058818035, 0.09351513, -0.038147923, -0.05888233, 0.09451917, -0.061343953, -0.07387799, -0.042226378, 0.15697896, -0.045863792, 0.20019881, 0.01643532, -0.09655159, -0.026225686, -0.03686413, 0.049890447) * go_6(0.0, 0.0); + result += mat4(0.09177433, 0.015848925, 0.12088713, -0.07016451, 0.0844307, 0.05633303, 0.01984136, -0.083530255, -0.20395234, 0.033483133, 0.22520478, -0.0579029, -0.43986732, 0.046070777, -0.100227945, 0.13268784) * go_6(0.0, 1.0); + result += mat4(0.02913666, 0.05129688, 0.07668126, 0.016638732, 0.04686301, -0.28033668, -0.108468704, -0.038995452, 0.07362143, -0.012212255, 0.028646851, 0.026969483, 0.008973289, -0.15830874, -0.041757222, 0.028859485) * go_6(1.0, -1.0); + result += mat4(0.07564748, 0.0009427685, -0.17376253, 0.036964092, 0.075341046, -0.08996638, -0.18005392, 0.046783317, -0.015427522, -0.021566419, -0.199109, -0.16471949, -0.23009992, 0.14298266, -0.072921954, 0.030295564) * go_6(1.0, 0.0); + result += mat4(0.09034083, 0.04216589, 0.058569096, 0.0037025113, -0.016154546, 0.08337012, -0.10922749, -0.068538666, -0.029674552, 0.12578458, -0.25101903, -0.090225205, -0.202105, 0.14358751, 0.093851075, -0.15241112) * go_6(1.0, 1.0); + result += mat4(0.03903056, 0.08233857, -0.0022924484, 0.024079934, -0.052842163, -0.00267007, -0.051180284, 0.05539778, -0.002714199, 0.2102458, -0.04460931, 0.16837116, -0.00573023, 0.27364895, 0.11105974, -0.09026963) * go_7(-1.0, -1.0); + result += mat4(0.028595762, -0.008292653, 0.14336695, -0.12696268, -0.06808028, 0.042020004, -0.083854616, 0.116240636, 0.11918143, -0.042880658, 0.23967804, 0.043822538, 0.14557965, 0.26447278, 0.0029160809, -0.13183881) * go_7(-1.0, 0.0); + result += mat4(0.042178478, 0.018002568, -0.011068556, 0.044884045, -0.013640079, 0.0053881723, 0.11135908, -0.14666013, 0.13981058, 0.054596525, -0.042387255, -0.11482148, 0.13896775, -0.034096025, -0.041575328, 0.05449477) * go_7(-1.0, 1.0); + result += mat4(0.09525556, 0.19851151, 0.076055124, 0.29026586, -0.09419472, 0.09027977, 0.013685423, -0.047983777, -0.08716191, -0.14222652, -0.008388892, 0.040783685, -0.031232696, 0.16742894, -0.11569261, -0.04626501) * go_7(0.0, -1.0); + result += mat4(0.05320514, 0.08081462, -0.05580297, -0.026681425, 0.14519057, -0.037435655, 0.026225844, -0.043423664, -0.023708133, -0.045244463, -0.10369245, -0.13514094, 0.18076439, 0.10073657, -0.10712064, 0.12635425) * go_7(0.0, 0.0); + result += mat4(0.005628486, 0.04270436, 0.1267877, 0.114542395, -0.13839991, 0.07906997, -0.06957138, -0.16683838, 0.03349326, 0.044977278, -0.1685757, -0.00046340175, 0.18370599, -0.05940734, 0.020395162, -0.031567227) * go_7(0.0, 1.0); + result += mat4(0.13681708, 0.2346991, 0.051812045, 0.065648906, 0.13176957, -0.084621936, -0.07531807, -0.07156236, 0.058895696, 0.032378554, -0.07771784, -0.10980397, -0.015169023, -0.05950244, -0.09908113, 0.0977379) * go_7(1.0, -1.0); + result += mat4(0.09326806, 0.1694491, 0.037888683, -0.08149546, -0.023769435, -0.07241216, -0.049574904, -0.23729254, -0.024154654, 0.018140024, -0.10478698, -0.01710802, 0.009432474, -0.116787165, -0.056661345, 0.07300504) * go_7(1.0, 0.0); + result += mat4(0.018172484, -0.037209284, 0.16821837, -0.16321209, -0.0874226, -0.04208038, -0.1303155, 0.048981696, 0.042598773, 0.040467937, 0.08786169, -0.02833674, -0.044636574, -0.13285205, -0.08014891, 0.25360805) * go_7(1.0, 1.0); + result += mat4(0.10933973, -0.0032548686, -0.019452592, -0.095842555, 0.13893707, -0.12526812, 0.117852844, -0.06800425, 0.08026704, 0.044144094, 0.25443858, 0.07538359, 0.00042005768, -0.30907953, 0.13097566, 0.101204425) * go_8(-1.0, -1.0); + result += mat4(0.07118185, 0.046251785, -0.11115541, 0.06618316, 0.097866945, -0.12117605, 0.05519998, -0.11781476, 0.0131052835, 0.037423946, 0.10627396, -0.05248695, -0.21301521, -0.33259806, -0.026187347, 0.038396128) * go_8(-1.0, 0.0); + result += mat4(0.026669113, 0.041641407, 0.020903202, 0.053846374, 0.13740797, -0.043149393, 0.05964187, 0.012248991, 0.1220929, -0.12675147, 0.059511486, -0.033113457, 0.01857414, -0.14271703, -0.029177962, -0.13853773) * go_8(-1.0, 1.0); + result += mat4(-0.16650377, -0.061009903, -0.0116681615, 0.021638295, 0.08936193, -0.091372, -0.02595066, -0.118770435, 0.107785866, -0.019163927, 0.08443175, 0.0060082804, 0.05759393, -0.16037661, 0.038759813, -0.11965112) * go_8(0.0, -1.0); + result += mat4(-0.11998213, 0.1299257, -0.06063202, -0.04071398, -0.059972808, -0.1754111, -0.08677251, -0.12859741, -0.037563637, 0.040877208, -0.00066555466, -0.1451174, -0.06102044, 0.04763369, -0.064800896, -0.11749359) * go_8(0.0, 0.0); + result += mat4(0.06892601, -0.013343659, -0.06664622, -0.10424136, 0.014268141, -0.0743836, -0.13929653, 0.08718578, 0.13424881, 0.06185525, 0.008922743, 0.00093043817, -0.031792898, 0.04942929, -0.05875928, -0.049445245) * go_8(0.0, 1.0); + result += mat4(0.019740785, 0.09442904, 0.12441261, 0.03690517, -0.026445461, -0.031393915, -0.10382604, -0.04448678, 0.0010918716, -0.1002765, -0.012112531, -0.039969843, 0.17159916, -0.14891349, 0.100035064, 0.00356809) * go_8(1.0, -1.0); + result += mat4(0.0028581363, 0.038335063, -0.0135393385, 0.097922534, -0.13352284, -0.09617056, -0.2743824, 0.2561331, 0.018691247, 0.0049708723, -0.01765825, 0.013614692, -0.100520216, -0.035933983, -0.027674714, -0.14564691) * go_8(1.0, 0.0); + result += mat4(-0.013070652, 0.009267284, -0.06481995, 0.010907154, 0.07727713, -0.002514513, 0.010518841, 0.121947624, -0.012668399, -0.084990434, 0.044394404, 0.013988978, -0.19375595, 0.0736716, -0.013150686, 0.034933046) * go_8(1.0, 1.0); + result += mat4(0.00017506549, -0.093001924, -0.01140557, 0.067514114, 0.051357955, 0.20735298, 0.12061287, -0.12530309, 0.053370517, -0.066189565, -0.004119448, -0.03953937, 0.12940274, -0.06179815, -0.0006715626, -0.17041935) * go_9(-1.0, -1.0); + result += mat4(-0.20064962, -0.13465798, -0.084945045, 0.073212095, -0.055083826, 0.112764575, -0.10380709, 0.212213, 0.11308925, 0.08607191, 0.046215612, -0.101910956, 0.24054714, 0.01284398, 0.10666277, -0.08254704) * go_9(-1.0, 0.0); + result += mat4(-0.06792304, 0.041912746, -0.06322764, -0.03739367, -0.07455351, -0.08081343, 0.2102248, 0.05270946, 0.023480184, 0.11673393, -0.070016764, 0.00019222782, -0.06066527, -0.021409666, -0.09777047, -0.037106793) * go_9(-1.0, 1.0); + result += mat4(-0.026638977, 0.13438208, -0.023500128, 0.020013195, -0.16550663, -0.013727345, -0.06990482, -0.052536458, 0.033496615, 0.028325712, -0.0032830911, -0.06454679, -0.016127445, -0.14684649, -0.046623666, -0.24764042) * go_9(0.0, -1.0); + result += mat4(-0.21883924, -0.13308778, -0.048338667, -0.08265835, 0.24946426, 0.18212394, 0.019211015, 0.13364634, -0.10991381, -0.019370334, 0.15257736, 0.13871881, -0.1110173, 0.18393286, 0.015172226, 0.0051538306) * go_9(0.0, 0.0); + result += mat4(-0.12665296, 0.13529027, -0.18374407, 0.09875144, -0.046080288, 0.1889393, 0.14302395, -0.052254733, 0.051794406, 0.099289164, 0.030776545, 0.01048426, -0.0593129, 0.0062865666, 0.10174894, 0.16441645) * go_9(0.0, 1.0); + result += mat4(0.1589877, -0.022210853, -0.14241305, 0.11298627, -0.02681587, 0.08178478, -0.05506923, 0.09792888, 0.112094805, 0.062720545, 0.16026846, 0.11110019, 0.050593503, -0.15869561, -0.011608442, 0.005309321) * go_9(1.0, -1.0); + result += mat4(0.038660828, 0.0040659993, -0.04615147, 0.03727298, 0.12809865, -0.06620531, -0.04623908, 0.1651001, 0.00331658, 0.038558148, 0.13506873, 0.074754685, -0.034107883, -0.08382398, 0.060850997, 0.1771665) * go_9(1.0, 0.0); + result += mat4(-0.14337118, 0.0552299, -0.066887826, 0.099065475, -0.016262418, 0.04759774, 0.24753757, -0.03123554, 0.09182721, 0.17971586, -0.06117159, -0.0742355, -0.03980454, -0.001462572, 0.20734145, 0.07312291) * go_9(1.0, 1.0); + result += mat4(0.0037743847, 0.047717955, -0.05605929, -0.0110108415, 0.17611906, 0.13866882, -0.2671504, 0.01773803, -0.062665716, -0.1823834, 0.13348061, 0.0065978607, -0.0032421015, 0.037357293, -0.18376032, -0.0390248) * go_10(-1.0, -1.0); + result += mat4(-0.027092014, 0.06426986, 0.14074403, 0.03519113, 0.042043176, -0.0018395231, 0.052804247, 0.09773806, 0.12982424, -0.11521071, -0.11479088, -0.11415672, 0.04768845, 0.13309143, -0.17632663, 0.07915859) * go_10(-1.0, 0.0); + result += mat4(0.09758767, 0.016426437, -0.045750786, 0.04952797, -0.14555432, -4.0141083e-05, 0.066697456, -0.11730303, 0.15418921, 0.025473896, 0.10456666, -0.11348149, -0.14738463, 0.06857866, 0.015933055, 0.06989261) * go_10(-1.0, 1.0); + result += mat4(-0.03398511, 0.24917306, -0.005333344, -0.110437125, 0.002186906, 0.06386028, -0.023896119, -0.0057897726, 0.087479964, -0.10608851, 0.02553874, -0.01517839, 0.06322433, 0.038509168, -0.07753538, 0.033689067) * go_10(0.0, -1.0); + result += mat4(0.06666877, -0.011693419, 0.33397517, -0.120043576, 0.17064095, 0.31786022, 0.24715607, 0.3584479, 0.34158623, 0.16421784, -0.17331788, 0.11301629, -0.04178234, 0.17584772, -0.084835954, 0.086139195) * go_10(0.0, 0.0); + result += mat4(-0.067508556, -0.11236808, 0.14758013, -0.036627058, -0.18279777, 0.05054534, 0.2753345, -0.14180623, 0.100521535, 0.058264427, 0.14143865, -0.035776544, -0.024100186, 0.06573756, 0.05588152, 0.008912967) * go_10(0.0, 1.0); + result += mat4(0.103603594, 0.028021824, 0.10007325, -0.0003912227, -0.0026444877, 0.04181134, 0.015060132, 0.16411744, 0.09541948, -0.09381105, 0.039745413, -0.085353576, -0.013665464, 0.3164363, -0.093714885, -0.07786629) * go_10(1.0, -1.0); + result += mat4(-0.14825682, 0.044950075, 0.2981831, -0.15679139, -0.0005948877, -0.208417, 0.0043193726, -0.074210644, 0.17549054, 0.09871733, -0.11623323, -0.07340507, -0.043644957, 0.18736348, 0.22011474, -0.10750292) * go_10(1.0, 0.0); + result += mat4(0.07765534, 0.08700387, -0.09271718, -0.020416219, -0.20477301, 0.11704565, -0.13559847, -0.16744848, 0.032700196, -0.032000866, 0.11412862, 0.011316682, 0.00068161794, 0.034111973, 0.14950407, -0.16327216) * go_10(1.0, 1.0); + result += mat4(-0.21414798, -0.012332198, 0.19258069, 0.15928881, 0.2062907, 0.14934476, -0.041829843, -0.0063276347, 0.22888815, 0.058699585, 0.13062388, -0.0032300283, 0.03636567, 0.049611546, 0.09329335, -0.10945905) * go_11(-1.0, -1.0); + result += mat4(-0.14186053, -0.09123882, 0.115746394, -0.2150315, 0.022147365, -0.013454767, -0.038911335, 0.07363767, -0.09786827, -0.071230784, -0.15443157, 0.02213909, 0.18729436, -0.05482962, -0.17132843, -0.026424143) * go_11(-1.0, 0.0); + result += mat4(0.109661706, 0.02474746, 0.070871696, 0.007776041, 0.050332006, 0.056008294, 0.060420737, -0.06345865, -0.18401794, -0.05386088, -0.074733675, 0.050853673, -0.08412603, 0.08624613, 0.016043609, 0.10254663) * go_11(-1.0, 1.0); + result += mat4(0.120847985, 0.049095254, -0.08091177, -0.15146309, -0.060347494, -9.089845e-07, -0.034889948, 0.092476286, 0.12363665, 0.1337514, 0.043469135, -0.099697076, -0.042482477, -0.010817118, 0.0036097392, 0.04632124) * go_11(0.0, -1.0); + result += mat4(-0.30797794, -0.21694258, -0.32600638, -0.21443155, -0.14964935, -0.11397073, -0.023484698, 0.054071233, 0.057091843, -0.15534031, 0.12363899, -0.047648482, 0.049290933, -0.07911749, -0.078762844, 0.04101302) * go_11(0.0, 0.0); + result += mat4(-0.059090212, -0.059974886, 0.058480687, -0.18894748, 0.115376465, 0.0070691905, -0.09693795, -0.052684877, -0.02742734, 0.067696705, -0.03288631, -0.041373957, 0.014531993, -0.057073075, -0.011771917, 0.06637675) * go_11(0.0, 1.0); + result += mat4(0.07550267, -0.23278087, -0.071260504, 0.061996948, 0.034905028, 0.023406243, -0.0126258405, 0.077121764, -0.07382028, 0.17757049, 0.058110423, -0.14503844, 0.07383154, -0.02137785, -0.19587317, -0.16178058) * go_11(1.0, -1.0); + result += mat4(-0.11755791, 0.13424352, -0.16016826, -0.019992057, -0.047298156, 0.01004467, 0.06941013, 0.052857235, 0.08608681, -0.04066077, 0.04005646, -0.047089808, 0.12408067, -0.027687239, -0.23384126, 0.13142079) * go_11(1.0, 0.0); + result += mat4(-0.06669859, -0.16045739, -0.12720731, -0.08351044, -0.027273893, 0.028870165, -0.00805259, 0.04537818, 0.11262208, -0.03779596, -0.15002215, -0.039273832, -0.024323156, -0.046387933, -0.15321706, 0.005771357) * go_11(1.0, 1.0); + result += vec4(0.10894316, 0.071547955, 0.027167924, -0.059796084); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!SAVE conv2d_10_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_9_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_9_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_9_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_9_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_9_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_9_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_9_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_9_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10452997, -0.13095978, -0.07095766, -0.08796653, 0.03866794, -0.043399118, 0.024883011, -0.09586787, 0.018307796, 0.040046573, 0.018612234, -0.01401313, 0.0469296, -0.022648746, -0.18145785, -0.05363776) * go_0(-1.0, -1.0); + result += mat4(0.013178503, 0.06755441, -0.09643171, 0.13014862, 0.056539636, 0.11870831, 0.1415756, -0.08151077, 0.056978893, 0.08937851, -0.010595186, 0.109434165, 0.025058694, -0.0009918044, -0.11445685, 0.126302) * go_0(-1.0, 0.0); + result += mat4(0.036922082, 0.03507632, -0.06673393, -0.0071013994, 0.2115374, 0.101692274, -0.017003234, 0.004189955, 0.03438348, -0.0010478764, -0.02670522, 0.11157027, 0.07555884, 0.09292964, -0.025815992, 0.019873831) * go_0(-1.0, 1.0); + result += mat4(-0.011043987, 0.27828768, -0.0787606, 0.00814027, 0.14742489, 0.09057401, 0.14341462, 0.017803868, 0.015630204, -0.0854152, -0.04623994, 0.04082336, 0.055078205, -0.060800023, -0.14535382, -0.11797596) * go_0(0.0, -1.0); + result += mat4(-0.3072509, -0.021771854, 0.11620209, 0.29259723, 0.23683707, 0.09896129, 0.14885803, -0.050370943, 0.056750596, -0.0065239333, -0.085222304, 0.025453214, -0.101827756, -0.013222416, 0.040324558, -0.05698598) * go_0(0.0, 0.0); + result += mat4(-0.19954187, -0.059767995, -0.027981527, -0.11735074, 0.20466456, -0.068525285, -0.024514228, -0.026067065, 0.029342389, 0.08362535, -0.060780793, 0.14181589, 0.03498695, -0.11649479, -0.11296758, 0.08277133) * go_0(0.0, 1.0); + result += mat4(-0.1615255, -0.057027902, -0.1823957, 0.0506974, 0.12113598, 0.15339117, 0.34968796, 0.066086926, 0.069675244, 0.033386946, -0.035866383, 0.07185366, -0.083839566, -0.042833883, -0.056060445, -0.09189207) * go_0(1.0, -1.0); + result += mat4(0.07796149, 0.044739865, -0.026137045, 0.08958096, 0.08173487, 0.029362332, -0.016568858, 0.062199887, -0.07423595, -0.03671977, -0.11045231, 0.069651514, -0.107064106, 0.07661068, 0.21609463, -0.10699304) * go_0(1.0, 0.0); + result += mat4(-0.028772483, 0.08446065, 0.10646146, -0.071518324, -0.07903977, 0.052197788, 0.1014172, 0.042190935, -0.013090111, -0.040251464, -0.18115999, 0.12099481, -0.025876138, -0.030597595, 0.106149204, -0.07030567) * go_0(1.0, 1.0); + result += mat4(-0.13326715, 0.19432688, 0.09731876, 0.10828527, 0.066808715, 0.030789638, 0.07041423, 0.024127241, -0.112927236, -0.013175536, -0.014216315, 0.0070423502, -0.16314755, -0.06248599, 0.058374085, -0.055313278) * go_1(-1.0, -1.0); + result += mat4(-0.20911148, 0.20744188, 0.20493339, -0.023415204, 0.13066125, -0.030369021, -0.04234326, 0.021027198, -0.016199784, -0.11193428, -0.035312437, -0.06372358, -0.11814957, 0.0017009035, 0.002493426, 0.058106538) * go_1(-1.0, 0.0); + result += mat4(-0.097311296, 0.27211997, 0.008951564, 0.06948919, 0.07667662, -0.14638281, -0.11177974, 0.09918961, 0.0064272317, 0.028199617, 0.05246489, 0.07158526, -0.008353152, -0.040840387, 0.046594895, 0.064548075) * go_1(-1.0, 1.0); + result += mat4(-0.016557988, 0.07811643, 0.08168028, 0.025279261, 0.028269911, 0.032241974, 0.11728174, -0.19921954, -0.20458673, 0.030004002, 0.12569252, 0.0445024, -0.03279336, 0.078405224, 0.09927955, -0.011422023) * go_1(0.0, -1.0); + result += mat4(-0.03591925, -0.100528084, -0.23411149, 0.07520768, 0.059985936, 0.07505743, -0.1592992, -0.057464592, 0.06228207, 0.09254745, 0.066452466, -0.17635484, 0.06444523, 0.08613461, -0.066658795, 0.30565113) * go_1(0.0, 0.0); + result += mat4(-0.0024530967, 0.044072535, -0.06323894, -0.06820355, -0.007408811, -0.016028231, 0.018824773, 0.02122507, -0.009777399, -0.05232987, 0.018289607, 0.10530148, -0.10177679, 0.027035125, 0.098365344, -0.087307416) * go_1(0.0, 1.0); + result += mat4(-0.163306, 0.06192198, 0.043251485, 0.097706325, -0.06911249, 0.072816305, -0.073647425, -0.026055098, -0.11378864, 0.051390868, 0.020850867, 0.08749148, -0.03923265, -0.010669588, 0.11940241, 0.017737914) * go_1(1.0, -1.0); + result += mat4(0.20377909, 0.08178027, -0.10129947, 0.010113097, -0.23931094, 0.061751343, 0.27845585, 0.0017923863, 0.078093275, -0.060775764, -0.18478048, 0.05992147, 0.069490485, -0.016183069, 0.036299016, 0.027204616) * go_1(1.0, 0.0); + result += mat4(-0.10725127, 0.02845181, -0.07237152, -0.021047885, -0.0054978402, -0.051092934, -0.03141549, 0.08273207, 0.054004353, -0.05754033, -0.07167153, -0.007779592, -0.053323995, -0.15146933, -0.07297443, -0.0057455422) * go_1(1.0, 1.0); + result += mat4(-0.10945359, 0.13164741, 0.09156805, 0.059387147, -0.040549513, -0.02578788, 0.01921392, 0.04197647, -0.043337982, 0.05120894, -0.036460076, 0.090309665, -0.1267385, -0.015089681, 0.059254825, -0.022432016) * go_2(-1.0, -1.0); + result += mat4(0.037850488, 0.1256152, -0.02764824, 0.01756473, 0.04387597, 0.025042314, 0.014860992, 0.16032273, -0.0709625, 0.021051515, 0.120523304, -0.02604324, 0.08381975, 0.12817742, -0.04863288, 0.13507447) * go_2(-1.0, 0.0); + result += mat4(0.059683677, 0.021523511, -0.11120298, -0.018711125, -0.045930944, 0.020136207, -0.033647113, -0.090400495, -0.113962725, 0.24975385, 0.027121263, 0.07244107, 0.06133815, 0.0301379, -0.017249173, 0.02193777) * go_2(-1.0, 1.0); + result += mat4(0.09717704, -0.04886562, -0.10146337, 0.1295103, 0.010018155, 0.054565154, 0.044354364, -0.076529734, -0.0064900806, -0.11931453, -0.07621885, 0.10582294, -0.26747972, -0.078686684, 0.05799313, -0.010465741) * go_2(0.0, -1.0); + result += mat4(-0.15196374, -0.009799468, 0.11958373, -0.13236645, 0.043515652, 0.13287346, 0.010247103, 0.13210478, 0.00011547689, 0.18007363, 0.039777566, 0.23126884, -0.044643603, -0.027444243, 0.41979262, 0.06408088) * go_2(0.0, 0.0); + result += mat4(0.0035183905, -0.120756544, -0.092366494, 0.07636019, -0.07533208, 0.07316178, -0.11768767, -0.012369148, 0.00071520644, 0.39289847, -0.029513074, -0.053612567, 0.03724949, -0.15359971, -0.0061515397, -0.039532207) * go_2(0.0, 1.0); + result += mat4(0.037849337, 0.04412767, -0.09335646, -0.04050562, -0.13592435, -0.0450969, -0.009349918, 0.06309884, 0.0653804, -0.019830076, 0.0116637815, -0.019197898, -0.028388407, -0.010482436, 0.028828084, 0.073924646) * go_2(1.0, -1.0); + result += mat4(-0.07879339, -0.017644685, 0.1586582, 0.024409177, -0.13626574, -0.0457237, 0.049017217, 0.064037755, 0.092432395, -0.039374296, -0.107957534, -0.008069176, 0.019877099, -0.046122085, -0.10561397, 0.17307135) * go_2(1.0, 0.0); + result += mat4(-0.09788539, -0.06974826, 0.06973763, -0.07462092, -0.06495908, -0.035487246, 0.02998668, -0.042175736, 0.13490213, 0.1976458, 0.14005965, 0.048749786, 0.09506983, -0.0667789, -0.06759445, 0.014753995) * go_2(1.0, 1.0); + result += mat4(0.061003707, -0.038893413, 0.011888445, 0.03362394, -0.051224336, 0.07230751, 0.014294804, 0.028011495, 0.025476746, -0.07903956, 0.030582773, -0.025303833, 0.05157358, -0.022731831, -0.034618694, 0.008615368) * go_3(-1.0, -1.0); + result += mat4(0.0033371155, -0.06581611, -0.07146505, 0.11704561, 0.061990812, 0.20361444, 0.009051675, 0.06278302, -0.09647339, 0.028081289, -0.024359372, -0.06555458, 0.033401083, 0.029613039, -0.059400856, -0.076858476) * go_3(-1.0, 0.0); + result += mat4(-0.023782989, 0.01966281, 0.031039018, -0.01957992, 0.02269796, -0.025164992, 0.052388318, 0.0052376734, -0.17745548, -0.15160382, 0.10373704, 0.047710504, 0.019385021, 0.023565719, 0.062375434, -0.055000264) * go_3(-1.0, 1.0); + result += mat4(0.044949874, 0.061898876, -0.11227215, 0.023184568, 0.015142947, 0.11674747, -0.0047545633, -0.02975008, 0.027430952, 0.03804421, -0.072834834, 0.013898462, 0.14427635, -0.09198968, -0.02673745, -0.0023034182) * go_3(0.0, -1.0); + result += mat4(0.15199643, -0.004547471, 0.09822389, 0.1335928, 0.18551633, 0.22925222, -0.07308735, 0.036088526, -0.17830102, -0.023159912, 0.015921982, 0.20022711, 0.07743466, -0.14498395, 0.0043588476, -0.00050115015) * go_3(0.0, 0.0); + result += mat4(-0.20724933, -0.021077156, 0.13201047, -0.22475693, -0.03760412, 0.17755087, -0.025371602, 0.09510526, -0.18426074, 0.07756117, 0.073541015, -0.042422622, 0.13520999, -0.008147166, 0.026559234, -0.16543452) * go_3(0.0, 1.0); + result += mat4(-0.016604125, 0.08053872, -0.002538484, 0.06635403, -0.03796287, -0.07527997, -0.049641952, 0.029878864, -0.069420286, 0.050373446, -0.17428105, -0.037184883, 0.18725263, -0.09693917, 0.069830656, -0.07349147) * go_3(1.0, -1.0); + result += mat4(0.17742625, -0.051589496, 0.0026871534, -0.08090186, 0.028104464, 0.012049314, -0.021290462, 0.036909223, -0.12107646, 0.09771655, -0.13286181, -0.053349078, -0.038217854, -0.027083775, -0.0006329659, -0.02218599) * go_3(1.0, 0.0); + result += mat4(0.18311077, -0.08873939, 0.089254186, -0.037748277, -0.122104056, -0.016588131, -0.006280359, 0.013694817, 0.021292258, -0.0515016, -0.16659144, -0.0144810425, 0.12720728, 0.054392308, -0.020304244, -0.05930394) * go_3(1.0, 1.0); + result += mat4(0.058957357, -0.09529686, 0.0004077679, -0.067623906, -0.08850329, -0.007457231, -0.009716993, 0.0009063077, -0.041669063, -0.05644132, 0.15368508, 0.020795938, -0.04846486, -0.013657122, 0.09076852, 0.055511467) * go_4(-1.0, -1.0); + result += mat4(0.08429863, -0.23259208, -0.14713542, -0.17900065, -0.045943156, -0.04861488, -0.006334679, -0.0033912223, 0.00964489, 0.094786435, -0.016691163, 0.077123106, -0.039288025, 0.05770473, -0.008626556, 0.023047583) * go_4(-1.0, 0.0); + result += mat4(0.017164854, 0.013175289, -0.03030088, -0.08299147, -0.09750662, 0.090054825, -0.0546798, -0.0025241913, -0.0037131186, -0.0096060205, 0.014337601, -0.040454436, -0.0512663, -0.022533763, -0.008182466, 0.08813494) * go_4(-1.0, 1.0); + result += mat4(0.0654772, -0.19962622, -0.0029846653, 0.05538735, 0.10404658, -0.12914494, 0.06700972, 0.055170983, 0.044017285, 0.023490183, 0.11201984, 0.030844385, -0.061347328, -0.010788254, 0.008415423, 0.18970315) * go_4(0.0, -1.0); + result += mat4(-0.113308266, 0.12977777, -0.12367092, -0.054070447, 0.054880824, -0.036618866, -0.09571354, -0.16456729, 0.0065695816, 0.092923366, 0.10796199, -0.03711626, 0.10701662, 0.13426723, -0.0092919115, -0.037044466) * go_4(0.0, 0.0); + result += mat4(-0.08681347, -0.15467091, 0.011255799, 0.0064190566, -0.040117122, 0.058139827, -0.0403118, -0.23329367, -0.106199786, -0.06939652, 0.04137913, 0.024522778, -0.020507582, 0.032408983, -0.17594863, 0.06780263) * go_4(0.0, 1.0); + result += mat4(-0.073971756, -0.06853512, 0.10660494, -0.08636718, -0.01975871, 0.07520398, -0.0067043533, 0.027499638, 0.14615464, 0.03720377, 0.15135165, 0.04741459, 0.019792017, 0.088009275, 0.16415045, 0.0024859605) * go_4(1.0, -1.0); + result += mat4(-0.36332065, -0.07734452, 0.0028704775, 0.14872053, -0.1061377, 0.0637252, -0.0040910714, 0.025090441, -0.00097514444, -0.1527627, -0.10137462, 0.11902805, -0.12965, -0.12073308, 0.04942668, -0.081019804) * go_4(1.0, 0.0); + result += mat4(-0.044295803, 0.013679751, -0.012926791, -0.005387792, 0.034934286, 0.14332283, 0.12887605, -0.061331455, 0.15142201, -0.1210823, -0.036738504, 0.057602115, -0.0612664, 0.004826139, 0.009473194, 0.05473408) * go_4(1.0, 1.0); + result += mat4(0.06481471, 0.004356429, -0.06848891, -0.008037754, 0.026879564, 0.03606129, -0.066314444, -0.0028949357, 0.16258831, -0.07068598, 0.0196609, 0.032182235, -0.03726745, 0.08904193, -0.003159488, 0.021914925) * go_5(-1.0, -1.0); + result += mat4(-0.011267475, -0.022274308, 0.08582037, -0.06085459, 0.013043968, -0.02893094, -0.10246689, -0.033077985, -0.033044547, -0.02123883, -0.07917233, 0.023728617, -0.07075452, 0.08255205, 0.050427422, -0.03294232) * go_5(-1.0, 0.0); + result += mat4(-0.0727788, -0.09219653, 0.11064241, -0.022223199, -0.15629049, 0.122650005, -0.10289625, -0.06476945, -0.005119053, 0.0026790253, 0.012482781, -0.053372107, -0.023827737, 0.033480383, 0.009195475, 0.1480609) * go_5(-1.0, 1.0); + result += mat4(0.062476553, 0.026223047, 0.051151488, 0.06403894, 0.050695814, -0.0074071065, 0.020688912, 0.06414588, 0.15142709, 0.004108378, 0.1805822, -0.123368226, 0.008366109, -0.0054705045, -0.030376235, -0.21030006) * go_5(0.0, -1.0); + result += mat4(-0.02029089, 0.114019, -0.0019110559, 0.04655684, 0.1260059, -0.003358174, 0.026839556, -0.2089202, 0.1557723, -0.0057378095, 0.08472551, -0.04924428, -0.11776593, -0.0461931, -0.24937254, 0.10839416) * go_5(0.0, 0.0); + result += mat4(0.041421883, 0.048169516, -0.05842667, 0.013366076, -0.023245525, -0.16612361, -0.0057233395, -0.050720043, 0.06489661, -0.1124571, 0.077007234, -0.1291162, -0.037277244, 0.10195012, -0.0071070977, 0.047105957) * go_5(0.0, 1.0); + result += mat4(-0.07696618, 0.051714044, -0.065605335, -0.057643004, -0.023664054, 0.041334838, 0.041327525, -0.0452622, 0.08794407, -0.022252247, 0.04247766, -0.08849691, -0.17467014, 0.034971133, 0.0011387058, 0.06616401) * go_5(1.0, -1.0); + result += mat4(-0.011075697, 0.040273715, -0.060371924, 0.06140919, 0.0031134405, -0.025355663, -0.033405382, 0.030624736, 0.20583406, -0.008255494, 0.09869349, -0.06559402, -0.15411773, -0.073942415, -0.060076036, 0.0882689) * go_5(1.0, 0.0); + result += mat4(-0.031605657, -0.083417654, -0.03974571, 0.06718794, 0.03500733, 0.011564295, -0.054521505, -0.013956027, 0.07440576, -0.08220267, 0.030568961, -0.0072721704, -0.017984008, -0.037543133, 0.04685672, 0.082623824) * go_5(1.0, 1.0); + result += mat4(-0.09169722, 0.044483982, 0.04880043, 0.105855666, -0.0059740203, 0.08248419, 0.019881463, 0.0803125, -0.03237451, -0.050363675, -0.07253764, -0.0045262147, 0.13738465, 0.104033425, 0.08307663, -0.027249241) * go_6(-1.0, -1.0); + result += mat4(-0.088977404, 0.08344813, -0.021231286, -0.10699029, 0.026355123, -0.02438362, -0.03499429, 0.14077897, -0.12033208, -0.16763459, -0.12688397, -0.2923715, 0.010288219, 0.105832145, 0.09331802, 0.025579214) * go_6(-1.0, 0.0); + result += mat4(-0.001623383, 0.1009306, 0.010470034, 0.0657667, -0.077975646, -0.01811936, -0.041142333, 0.1162433, -0.04046679, -0.04067678, -0.13385214, -0.094954856, 0.1869626, 0.078532234, 0.010967375, 0.15119064) * go_6(-1.0, 1.0); + result += mat4(-0.19616304, -0.044319104, 0.14582293, 0.14401235, -0.024239741, 0.10340367, 0.03641681, -0.032825295, -0.14246203, -0.026174128, -0.019074934, -0.059172742, 0.056162503, 0.108569615, 0.17299432, 0.012202355) * go_6(0.0, -1.0); + result += mat4(0.033212636, 0.19201545, 0.07868557, -0.070897594, 0.024198776, 0.057054978, -0.005773385, 0.16551888, -0.13211906, 0.017150372, -0.09208057, 0.03185214, -0.19503927, -0.0154005205, -0.06336041, -0.08972352) * go_6(0.0, 0.0); + result += mat4(-0.047767166, 0.09456821, 0.030971317, 0.06077982, -0.035015658, 0.030661434, 0.08690273, -0.038870484, 0.011427922, 0.014336506, -0.056830537, -0.27509648, 0.035178687, 0.11351475, 0.04536642, -0.08490966) * go_6(0.0, 1.0); + result += mat4(-0.035810657, -0.040094417, 0.16234219, -0.018656962, 0.007042964, 0.09659909, -0.12863661, 0.030866338, 0.034802403, 0.0016517856, 0.026615972, -0.12140747, 0.07092863, 0.02645082, 0.10012633, 0.0838663) * go_6(1.0, -1.0); + result += mat4(-0.09406122, 0.103301324, -0.029774658, -0.05982149, -0.037421286, 0.0376039, -0.18063144, -0.04484252, -0.039305396, -0.11428881, 0.11268997, -0.1526391, 0.19060104, 0.007945032, 0.087847464, 0.032106157) * go_6(1.0, 0.0); + result += mat4(0.002432848, -0.009617333, -0.14955042, -0.055736527, 0.16233777, 0.0103614135, -0.14040956, 0.015767315, -0.007984339, 0.0064604604, 0.15213339, -0.12978724, 0.2861079, 0.0028212029, 0.16278541, -0.1122923) * go_6(1.0, 1.0); + result += mat4(-0.0061184843, -0.031838052, -0.051234722, -0.074785165, -0.009608966, -0.028825626, -0.051854625, -0.03884438, -0.09737315, 0.06124026, -0.16118035, 0.049489763, 0.031762138, -0.059796542, -0.030683337, -0.030882046) * go_7(-1.0, -1.0); + result += mat4(0.012181786, 0.004366585, -0.012609928, -0.042036038, -0.10643622, 0.04410521, 0.11435428, -0.06195004, -0.2048646, 0.19842538, 0.013824749, -0.01820847, 0.12270244, -0.05726448, -0.06415889, -0.06265454) * go_7(-1.0, 0.0); + result += mat4(0.034773856, 0.043668557, 0.028441405, -0.04917985, 0.029363593, -0.061821178, 0.09651282, -0.04561685, -0.020005109, 0.08038572, 0.076856054, -0.03550914, -0.047259346, -0.15767749, -0.019841153, -0.16513592) * go_7(-1.0, 1.0); + result += mat4(-0.031791, 0.036102377, 0.11600808, 0.028740417, 0.06863318, 0.0041692764, -0.06392522, 0.18204354, -0.4317052, 0.21011995, -0.028950203, -0.007694737, 0.027255666, -0.07512291, -0.11292609, 0.013642943) * go_7(0.0, -1.0); + result += mat4(0.06278959, 0.09380407, 0.082746565, -0.29760537, -0.043065824, 0.016370568, 0.079557106, -0.053201187, -0.094427705, -0.054596122, 0.004544459, 0.12054741, -0.09854059, -0.069349565, -0.036913738, -0.15469205) * go_7(0.0, 0.0); + result += mat4(0.14663489, -0.17960148, 0.03322624, 0.19109198, 0.026789704, -0.08023296, 0.030463632, 0.03254673, 0.1904, -0.0013191487, 0.0076299817, -0.11531735, 0.008193399, 0.042752437, -0.0030691337, 0.12909001) * go_7(0.0, 1.0); + result += mat4(0.09794688, -0.12975737, -0.023997074, -0.04657822, -0.13094926, 0.022599585, 0.06573002, 0.018785113, -0.14989275, -0.03339479, 0.015797183, -0.030163066, 0.016669696, 0.012339601, -0.09658068, -0.050706554) * go_7(1.0, -1.0); + result += mat4(0.07808228, 0.010552677, -0.049303003, -0.054412544, 0.027788738, -0.02128306, -0.008772243, -0.11626967, -0.0059451363, 0.059564557, 0.03668662, 0.0065204557, -0.06601225, -0.04325997, -0.1147271, 0.07718216) * go_7(1.0, 0.0); + result += mat4(-0.025658295, 0.009463572, 0.121625826, 0.042721953, 0.029879777, 0.024093157, 0.044461224, 0.011403931, 0.010267983, -0.006153973, -0.030950828, -0.027995862, -0.1338415, 0.06795991, -0.1497057, 0.004472782) * go_7(1.0, 1.0); + result += mat4(-0.005003439, -0.0042471215, -0.07281907, 0.030383304, -0.024920132, -0.029222973, 0.0355648, -0.023904845, -0.017576102, -0.05567445, -0.068737954, -0.1147391, -0.10854249, -0.027572723, -0.04928351, -0.15432575) * go_8(-1.0, -1.0); + result += mat4(0.11052154, -0.08092761, 0.06868953, 0.087058865, 0.023298848, -0.0062330756, 0.056623273, -0.11425772, 0.035456464, 0.017425021, -0.100025, -0.05662614, 0.04228246, 0.054267693, -0.061284207, -0.10346116) * go_8(-1.0, 0.0); + result += mat4(-0.021792656, -0.047634892, 0.08760543, -0.046498872, 0.036893863, -0.022600487, 0.054273624, -0.032601845, 0.005220854, 0.029997228, -0.15759681, -0.08242428, 0.019006334, -0.09381743, -0.044560015, 0.078126356) * go_8(-1.0, 1.0); + result += mat4(-0.20072183, 0.07563903, -0.09425607, 0.007553963, -0.060172237, 0.026278604, -0.029217733, 0.09313036, 0.023479568, -0.13553078, 0.1683467, -0.007374523, 0.003166191, -0.0077507207, 0.016637675, -0.052360285) * go_8(0.0, -1.0); + result += mat4(0.2752123, 0.044519987, -0.092892624, 0.13307047, -0.20821007, -0.02074977, 0.050310906, -0.14781235, 0.005902824, 0.021458253, -0.11640657, -0.12320155, -0.076290004, 0.022268644, -0.14328197, 0.0927808) * go_8(0.0, 0.0); + result += mat4(-0.010012484, -0.011715113, -0.043138694, 0.061056998, 0.0003362302, -0.0272552, 0.07555357, 0.20783336, 0.062605925, 0.028317971, 0.006166934, 0.05402164, 0.07390474, 0.036011703, -0.032980483, 0.10582491) * go_8(0.0, 1.0); + result += mat4(0.104213916, -0.016458439, -0.041239027, -0.13531528, 0.08385529, -0.017395, -0.044829957, -0.057939503, 0.0188802, 0.058301643, 0.06601614, 0.024885748, -0.18671393, -0.038810052, 0.12703882, -0.056551658) * go_8(1.0, -1.0); + result += mat4(0.07424187, -0.022602623, -0.050902683, -0.025317585, -0.03829055, 0.024209173, -0.089947484, -0.03610775, -0.092263564, 0.012702685, 0.018980803, 0.037538566, -0.09253227, 0.109119035, 0.27267906, -0.15362985) * go_8(1.0, 0.0); + result += mat4(-0.0015341254, 0.010377879, -0.061633438, 0.035204124, -0.046594903, -0.050500665, -0.02577027, 0.09027708, 0.03151075, -0.012059609, 0.04879744, 0.06694882, 0.08893846, -0.01955382, 0.15465751, -0.027986312) * go_8(1.0, 1.0); + result += mat4(0.014668175, 0.10779777, -3.7527945e-05, 0.06709759, 0.06471768, -0.12120603, 0.018267836, -0.028828742, 0.094429776, -0.036151815, 0.02414468, 0.074969694, 0.1335824, -0.11747655, 0.08031944, 0.08868612) * go_9(-1.0, -1.0); + result += mat4(0.058471195, 0.09583385, 0.07594619, 0.018679913, -0.10134485, -0.11573404, -0.040815637, -0.0905552, -0.087376416, 0.010354827, -0.029292874, -0.10244565, -0.107486315, -0.08067197, 0.068188705, -0.020863827) * go_9(-1.0, 0.0); + result += mat4(0.13111079, 0.0012838852, -0.02666495, 0.038845398, -0.190199, 0.00279639, -0.043868463, -0.0068601943, 0.064012714, 0.046751637, -0.0077074827, -0.09633924, 0.0005454657, -0.055698857, -0.073002584, 0.13582216) * go_9(-1.0, 1.0); + result += mat4(-0.010974527, -0.026022714, 0.060965966, 0.0019768628, 0.11614995, 0.033684634, 0.048152138, 0.004971118, -0.13299273, -0.08726393, -0.016963622, -0.13285847, -0.09478473, 0.14827113, -0.11953486, -0.07091515) * go_9(0.0, -1.0); + result += mat4(0.0022101118, 0.07726036, 0.12660861, -0.21182461, -0.05118938, -0.21772741, 0.073271036, 0.09529552, 0.043627776, 0.07241113, 0.056153663, -0.03096679, -0.14461926, 0.24902643, 0.21091557, -0.11887145) * go_9(0.0, 0.0); + result += mat4(0.09159909, -0.046065293, -0.017285151, 0.05325168, -0.18035404, -0.13886565, 0.0059781303, -0.19588822, 0.036009684, -0.012165368, -0.04089957, -0.092371985, -0.017948762, -0.035148554, 0.00915531, 0.19850945) * go_9(0.0, 1.0); + result += mat4(0.023927797, -0.017236765, -0.056853727, -0.090297826, 0.08084101, 0.06567622, 0.075692646, -0.03552233, 0.03755616, 0.039734114, 0.136539, -0.038506575, -0.22664422, 0.0032904313, -0.07955965, 0.059305858) * go_9(1.0, -1.0); + result += mat4(-0.08070604, -0.009484972, -0.04267918, -0.027055666, 0.03867903, -0.0150039, -0.0059355353, -0.0068563074, 0.11567609, -0.063611336, 0.18691607, -0.039190844, -0.06318548, -0.10339472, -0.14465182, 0.08463286) * go_9(1.0, 0.0); + result += mat4(0.10437496, -0.00037948217, -0.07502755, 0.032370236, 0.024518723, 0.048723932, 0.014109043, -0.09101244, 0.07093021, -0.06826224, 0.021067007, -0.05104556, -0.003025575, 0.124921225, 0.08423182, 0.030358363) * go_9(1.0, 1.0); + result += mat4(0.023305072, -0.009160797, 0.037677288, -0.028397458, 0.050181143, -0.11805167, 0.023053521, -0.04789232, -0.10434621, 0.083697066, -0.00059397036, 0.05657816, 0.11026424, -0.019971285, -0.063336, -0.093887374) * go_10(-1.0, -1.0); + result += mat4(0.040132683, -0.069712006, -0.14402343, 0.13328306, 0.04453592, -0.10920082, -0.061864637, -0.023250371, -0.04792668, -0.23069763, 0.11491342, 0.049124923, -0.09377307, -0.0009923346, 0.037279267, -0.16158433) * go_10(-1.0, 0.0); + result += mat4(-0.00153717, -0.12700215, 0.00608027, 0.017930686, 0.015170375, 0.058537636, -0.022643825, -0.090274625, 0.00028158183, -0.04941672, 0.05637307, -0.04383224, 0.0018241775, 0.063655004, -0.023339272, 0.016919853) * go_10(-1.0, 1.0); + result += mat4(0.072573535, -0.043450154, -0.11402738, -0.13965322, 0.034946017, 0.049838394, -0.0801198, -0.093246214, -0.0061164005, -0.04461302, 0.010927035, 0.051007256, 0.030911477, 0.021943847, 0.0454368, -0.20229498) * go_10(0.0, -1.0); + result += mat4(-0.19903214, 0.0016282768, -0.05607518, 0.0814821, 0.0055653774, -0.060723253, -0.03150235, 0.051837593, -0.00812611, -0.014041741, 0.04306814, 0.008380368, -0.08304074, -0.08552964, -0.07987595, 0.08622592) * go_10(0.0, 0.0); + result += mat4(-0.23127824, 0.12295779, -0.0109891035, -0.021629026, -0.09384735, 0.10244903, 0.044111405, 0.004424371, 0.09216727, 0.013904141, 0.042929623, -0.09039094, 0.057333138, -0.0861863, -0.04734528, 0.038065672) * go_10(0.0, 1.0); + result += mat4(-0.07722156, -0.03744596, 0.048356563, -0.021000361, -0.066170536, -0.019655142, -0.06460627, 0.01321928, -0.071259156, 0.018575922, -0.08753065, 0.005541979, -0.08438988, -0.04617093, -0.051534776, -0.029054178) * go_10(1.0, -1.0); + result += mat4(-0.08996664, -0.099371605, 0.33096626, -0.14779766, 0.033203732, -0.020057553, 0.047346294, -0.09151647, -0.11274504, 0.060443968, -0.02567719, 0.024270521, 0.10343891, -0.0027090537, 0.2050693, -0.05112668) * go_10(1.0, 0.0); + result += mat4(0.036755078, -0.09491632, 0.16060267, -0.091196306, -0.025737653, 0.019911846, -0.017983688, 0.080934614, -0.0879894, 0.09994306, 0.056110743, -0.035007317, -0.06350233, -0.021852775, 0.13358839, -0.0626329) * go_10(1.0, 1.0); + result += mat4(0.039643206, 0.15961072, 0.07963999, 0.093470685, 0.06743535, -0.049586922, 0.016643282, 0.022365486, 0.088239655, -0.09364056, -0.02925469, -0.115170486, -0.041427363, -0.07434725, 0.03916273, -0.031712707) * go_11(-1.0, -1.0); + result += mat4(-0.03178281, -0.020474926, -0.24886844, 0.1170158, 0.014288611, -0.0139584355, 0.054201134, 0.027823552, -0.045476448, 0.043584794, 0.016997674, -0.13191022, 0.054788377, -0.062102176, -0.06971772, 0.023179475) * go_11(-1.0, 0.0); + result += mat4(-0.17749564, 0.084310785, -0.034437772, -0.08765134, 0.0192039, -0.074197926, 0.011375868, 0.024009971, -0.06834195, 0.012258987, 0.1118325, -0.12678291, 0.0729323, 0.12055763, -0.03159754, -0.032844577) * go_11(-1.0, 1.0); + result += mat4(0.06904989, -0.10043463, -0.006412566, 0.052953586, -0.0009239817, 0.0047698636, 0.023104124, -0.08240751, -0.041743282, -0.16257025, -0.011366153, 0.01780265, 0.024689162, -0.061389487, 0.028853321, 0.06746509) * go_11(0.0, -1.0); + result += mat4(0.09653064, -0.10104088, -0.047921777, -0.103844725, 0.026677186, 0.02747027, 0.0006117518, 0.11155599, 0.01759024, 0.041740566, 0.09151603, -0.01213971, 0.10025652, 0.020672945, -0.09848558, 0.086546615) * go_11(0.0, 0.0); + result += mat4(-0.0155723775, 0.074720785, 0.21501018, 0.090717055, -0.05537873, 0.047770448, 0.058052957, 0.118154205, -0.015956735, 0.06266934, -0.001474061, -0.016232431, -0.046418842, 0.120745674, 0.041462313, -0.22532389) * go_11(0.0, 1.0); + result += mat4(0.25257114, 0.15323398, -0.015901398, 0.047883037, 0.025636502, -0.0007283019, 0.11184055, 0.07190504, 0.23190252, 0.03137777, -0.046910405, 0.0067116767, 0.06200013, -0.10154448, 0.05524142, -0.041579235) * go_11(1.0, -1.0); + result += mat4(-0.0649064, 0.1671053, -0.08754854, -0.0689915, -0.07679747, -0.10931627, 0.00013489556, -0.0055395095, 0.07592996, -0.03221985, 0.0023118665, 0.089309424, -0.040053, 0.02768343, 0.022948736, -0.1343042) * go_11(1.0, 0.0); + result += mat4(0.115581974, 0.33207062, -0.12565844, -0.1068839, -0.03873016, -0.09265269, -0.038312662, 0.062069796, 0.04194856, -0.061137326, -0.089199916, 0.012745198, 0.08194386, 0.03941352, -0.07383738, -0.004222678) * go_11(1.0, 1.0); + result += vec4(0.10673879, 0.05404629, 0.042892203, -0.0626416); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.018240726, -0.023228848, -0.037755717, 0.009697539, -0.06391762, -0.22754766, 0.32287842, 0.0321051, -0.081117265, 0.09789689, 0.13194586, 0.033958163, -0.16528013, 0.25348902, 0.013538278, -0.122477636) * g_0; + result += mat4(0.21895553, 0.32368854, 0.09295876, 0.008549726, -0.17221816, -0.009608649, 0.008025734, -0.12808394, 0.095984474, -0.055960163, 0.1857312, -0.01410566, -0.29036984, -0.11915815, -0.22480978, -0.010984804) * g_1; + result += mat4(0.021460485, -0.069948144, -0.20457397, -0.06368738, 0.041937023, 0.058391638, 0.08521619, -0.14939685, -0.17603025, -0.2704823, 0.1297126, 0.08506167, -0.036500573, -0.15101454, 0.2705927, -0.11495338) * g_2; + result += mat4(-0.015002146, -0.11097708, -0.04153528, 0.009949436, 0.05756999, 0.0021354982, 0.011803671, -0.059338056, 0.14856763, 0.1583689, -0.18323529, -0.061641436, -0.15716806, -0.0712248, -0.26153558, 0.1281614) * g_3; + result += mat4(0.12309243, -0.019010289, -0.48949012, 0.22548608, 0.06878324, 0.06457863, -0.16647714, -0.19459985, -0.2501109, -0.1472345, -0.04101737, 0.30518964, 0.07157429, 0.03916779, 0.17215528, -0.27554017) * g_4; + result += mat4(0.04666684, 0.21871185, -0.06709083, -0.05889728, 0.16164586, 0.057062894, 0.13912962, 0.02538998, 0.28736678, -0.11419385, 0.06581755, 0.17950252, -0.0021713986, -0.21133782, 0.18057212, -0.13002412) * g_5; + result += mat4(0.07720478, -0.059798796, 0.10859078, -0.054959364, -0.17407586, 0.12507877, -0.03956437, 0.13279653, 0.10017548, -0.29822072, -0.023122882, 0.09967618, 0.09163447, -0.26512557, -0.019125078, -0.26062354) * g_6; + result += mat4(0.007360602, -0.05319189, 0.26773262, 0.21440737, 0.041763037, -0.0078692185, 0.104448885, 0.10134778, -0.0907065, 0.024284367, 0.003045257, -0.047127664, -0.25469595, -0.028164914, -0.043226935, 0.057833903) * g_7; + result += mat4(0.055060904, 0.12964465, 0.0100004645, 0.11081481, -0.18145356, -0.06301884, 0.002863084, -0.09317529, -0.032467086, 0.053214524, -0.20222305, -0.17389554, -0.02374549, 0.081627876, 0.13586336, -0.13289934) * g_8; + result += mat4(-0.12577327, 0.10578063, 0.2519808, 0.026089173, 0.10365033, 0.2503572, 0.08068646, -0.13609827, 0.0993266, -0.18147932, -0.24582084, -0.0027736255, 0.22986256, 0.0027441771, -0.2843601, -0.24845399) * g_9; + result += mat4(0.407128, 0.02000054, -0.025044682, -0.07539943, 0.123638265, 0.13025928, 0.06359813, -0.06765932, 0.25122678, -0.07864227, -0.2603126, -0.4042432, -0.14067987, -0.23111042, 0.22302234, 0.2521762) * g_10; + result += mat4(-0.1394529, -0.31797844, -0.19563127, 0.06399499, 0.10406692, 0.12298246, -0.08451652, 0.067356326, -0.10545609, 0.1542806, -0.09520273, -0.4893699, 0.016285073, -0.05184254, 0.01668572, 0.28672934) * g_11; + result += mat4(0.18358573, 0.07086077, 0.081096895, 0.08466328, -0.037679147, -0.010346395, -0.10832653, 0.24460128, -0.035456736, 0.20034707, -0.09119996, 0.026973516, 0.018956725, -5.4123822e-05, -0.022495521, 0.022271384) * g_12; + result += mat4(0.2034902, -0.33097568, -0.06138338, 0.0043093674, 0.2108118, 0.07654584, 0.12894695, 0.06086084, 0.09708061, 0.08280423, 0.03982084, -0.013282445, 0.1286689, -0.014037032, -0.028497966, 0.3555501) * g_13; + result += mat4(-0.07103243, -0.13886544, -0.14505245, -0.16215186, 0.19933704, 0.20801912, 0.11129495, -0.060560636, 0.022709953, 0.030686028, 0.048585244, -0.1738981, -0.27648082, -0.05651471, -0.45279422, -0.110658295) * g_14; + result += mat4(-0.010698494, -0.014529519, 0.06092168, -0.13276085, -0.31590307, -0.034779727, 0.13390115, -0.2154148, 0.31362757, -0.16912729, -0.17177378, 0.04694781, 0.2817023, -0.20776759, 0.051466487, 0.0033499447) * g_15; + result += mat4(0.14116827, -0.004569741, -0.34971637, 0.14838621, -0.23526837, 0.12044124, 0.24962978, -0.47152176, 0.42074892, -0.08043922, -0.029038593, -0.0067655854, -0.074845135, -0.06440738, 0.19292484, 0.22176756) * g_16; + result += mat4(0.1824485, 0.14171454, 0.17320803, 0.12185365, 0.114776775, 0.06394961, 0.26359382, -0.4180487, -0.16079833, 0.0073073236, -0.12868631, -0.15573654, -0.07210191, -0.012453217, -0.14852667, 0.016012993) * g_17; + result += mat4(-0.0665514, -0.23494612, 0.098041154, -0.13429102, -0.09597223, -0.02225127, 0.3641938, -0.11276776, -0.116225325, -0.09660111, 0.24925885, 0.26824257, -0.013628071, -0.024492549, 0.056771886, -0.039691154) * g_18; + result += mat4(0.1038324, -0.13783209, -0.29168722, -0.13033277, -0.111158535, -0.12511612, -0.08763829, 0.05513153, 0.0047156885, 0.13744187, 0.07963748, 0.00240008, -0.13253629, 0.019641487, -0.113318674, 0.11268771) * g_19; + result += mat4(0.017130049, -0.050066452, -0.1321411, 0.12105113, -0.19122683, 0.12728047, -0.11631363, 0.11703079, -0.16408561, 0.073255256, 0.18040007, -0.027916772, 0.117218666, -0.18100376, -0.059619226, -0.10517939) * g_20; + result += mat4(-0.21253966, 0.2606339, 0.10612866, 0.1311986, 0.19595386, 0.07200261, -0.22423409, -2.2849147e-06, 0.28697285, 0.036045954, -0.19823448, -0.054925486, -0.12410156, 0.30472383, 0.2330069, -0.12509976) * g_21; + result += vec4(0.022758514, -0.03611776, 0.0064447913, 0.00068006525); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf1 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.27487782, 0.18671569, 0.014598359, -0.10942123, 0.06431285, 0.13095526, 0.16187827, -0.05404472, 0.06109171, 0.12339281, 0.037517212, 0.022657571, 0.057030313, -0.008228847, -0.072607644, 0.03075785) * g_0; + result += mat4(-0.11736518, 0.19170946, 0.38883322, -0.04370131, 0.08346483, 0.10550525, 0.07936755, 0.028102577, 0.01148332, -0.11665535, 0.06383731, -0.14827923, 0.11657963, 0.077285066, -0.0977731, -0.061747603) * g_1; + result += mat4(0.24491212, 0.058865275, -0.25556007, -0.041585945, 0.3193469, -0.05451695, -0.001404186, -0.13020252, 0.07431936, 0.2289785, -0.10098844, 0.023408994, -0.23390095, 0.22575194, -0.025926162, -0.021137672) * g_2; + result += mat4(-0.34047288, -0.16864823, -0.091643326, 0.12608078, -0.06984128, 0.27387246, 0.05079481, -0.08338553, 0.2120012, 0.14819127, -0.033582117, -0.24173228, 0.047510203, -0.1803568, 0.053134385, 0.087940834) * g_3; + result += mat4(0.02928209, 0.22820388, -0.4671619, -0.031732026, -0.057300556, 0.004144317, 0.10569882, -0.020268245, -0.3543468, -0.13405709, -0.08611896, 0.18175112, -0.120712005, 0.14141698, 0.20102608, 0.23618817) * g_4; + result += mat4(0.066653736, -0.059595298, 0.15454593, 0.21592279, 0.27390355, -0.11746084, -0.049416482, -0.29596555, -0.054056685, 0.124672204, 0.057716236, 0.10225304, -0.09174892, 0.19980122, -0.05336024, 0.055571303) * g_5; + result += mat4(-0.18484752, -0.36230278, 0.049307425, 0.12563172, -0.024801265, -0.022736475, -0.11068124, 0.2804873, 0.12878488, 0.13737386, -0.3159429, 0.14334643, 0.30960616, 0.19170786, -0.19692647, 0.3274579) * g_6; + result += mat4(0.0033271008, 0.01712824, -0.14945795, 0.15134253, 0.072035566, 0.063491106, -0.040498145, -0.27111852, 0.09643232, -0.21030812, 0.02619506, -0.006282209, -0.043037314, -0.24948022, -0.0960549, 0.08886981) * g_7; + result += mat4(-0.1683291, 0.004775721, 0.19721816, -0.0016262251, 0.04053106, 0.019257752, -0.036447894, -0.016047643, 0.18024184, -0.010098442, 0.060056653, 0.21040897, 0.06810947, 0.16518652, 0.10927958, 0.015990514) * g_8; + result += mat4(0.17782916, -0.019990172, -0.04214169, -0.044349745, -0.096376285, -0.17118435, -0.0046379915, -0.33545214, 0.27945635, -0.08301872, 0.20809698, -0.2167783, -0.2896225, 0.25324273, -0.1393815, -0.1035578) * g_9; + result += mat4(-0.11153186, 0.08945358, -0.19106413, -0.070531435, 0.20065232, 0.22111228, 0.31270432, 0.029758435, -0.06838312, 0.124104455, 0.016042404, -0.15672235, 0.25810337, -0.14822677, 0.056693383, -0.102702715) * g_10; + result += mat4(-0.5346728, -0.010835411, -0.19025792, 0.20262082, -0.2937675, 0.0636634, 0.051419638, 0.3031389, -0.024283586, 0.114449784, -0.06731985, 0.033319853, -0.18419428, -0.05939938, -0.004707921, 0.06668735) * g_11; + result += mat4(0.037002433, -0.093464166, -0.09644219, -0.07630172, 0.051610224, -0.13968097, 0.24660867, -0.07587348, 0.040383674, -0.16485368, 0.020389866, 0.20876431, -0.27873826, -0.112587206, -0.072660305, -0.04472093) * g_12; + result += mat4(-0.06779488, 0.16197906, 0.06188925, -0.008886099, 0.24061024, -0.05935547, -0.005190499, 0.038443245, 0.09116801, -0.079416126, -0.07764381, -0.24856304, 0.32130104, -0.1689679, 0.2610274, -0.19916224) * g_13; + result += mat4(0.084091805, -0.009050908, 0.0428426, -0.22958456, 0.09502613, -0.079103395, -0.0072180657, 0.07783402, -0.08293811, -0.03740794, -0.2847399, 0.06101355, -0.025973216, 0.0043736286, -0.09274589, -0.03786617) * g_14; + result += mat4(-0.054818746, -0.058793657, 0.16997126, 0.08030429, 0.06598645, -0.11494638, -0.13028891, -0.05864371, -0.035407092, -0.10433668, -0.18799901, 0.0070647947, 0.12834336, -0.07709033, 0.07298517, -0.052353203) * g_15; + result += mat4(-0.022882696, -0.0670688, -0.14851306, -0.06401987, 0.078636736, 0.51110995, 0.024791796, -0.061570935, -0.115464, 0.04116418, 0.054929867, 0.01905232, 0.06346473, 0.22244757, 0.19133015, -0.10632591) * g_16; + result += mat4(0.08766506, 0.0026022529, 0.14686164, 0.080684945, 0.44264203, 0.34035525, 0.071974285, -0.09354271, 0.045810618, 0.03615794, -0.23397596, -0.052015793, 0.046337537, -0.14722544, 0.16304798, 0.122426964) * g_17; + result += mat4(0.1585944, 0.16835997, -0.39288864, -0.11356811, -0.368774, -0.01703612, -0.29590556, 0.0009732469, 0.05849885, 0.19281316, -0.18295161, 0.052255064, 0.16215171, 0.15769695, -0.07581377, 0.29655725) * g_18; + result += mat4(-0.2632724, -0.043094896, 0.23100272, -0.15726788, 0.31514347, -0.016838718, 0.07559306, -0.09395952, 0.2679746, -0.0211063, -0.042562332, 0.12023959, -0.22845441, -0.04967498, -0.1734489, -0.021029461) * g_19; + result += mat4(-0.12129031, -0.24458979, 0.05676389, 0.44583562, -0.38308915, -0.08873493, 0.09653457, -0.017415477, 0.16643335, 0.049770217, -0.026928242, 0.032578394, 0.10163162, -0.06586171, -0.03279269, 0.0011147729) * g_20; + result += mat4(-0.021562686, 0.13768315, 0.014967394, 0.12019759, 0.21548302, -0.053921327, 0.21206903, -0.09338285, 0.26822838, -0.16232637, -0.032934565, -0.25873, -0.033419203, -0.16388978, -0.3022585, 0.19349702) * g_21; + result += vec4(-0.029419709, -0.051388465, 0.032251272, 0.006132939); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf2 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.08458906, -0.045548566, -0.10978095, -0.047000825, -0.009786269, -0.011293472, 0.105108716, 0.2910591, -0.013156543, -0.27344525, -0.023291195, 0.07908779, -0.027045839, 0.071613476, -0.3137018, 0.13338767) * g_0; + result += mat4(-0.28876805, 0.22697273, -0.20825712, -0.16558835, 0.07140026, -0.111653306, -0.18168612, 0.08566776, 0.017613843, 0.1612815, 0.30276966, -0.20298769, 0.09009318, -0.034424078, 0.06065636, 0.16040413) * g_1; + result += mat4(0.05867395, -0.06784011, 0.124088526, -0.10969516, -0.11331259, -0.002973524, 0.11179402, 0.0051524965, -0.08812763, 0.13521312, 0.21501167, 0.07731858, 0.012728372, -0.10567223, 0.22674152, -0.27934498) * g_2; + result += mat4(-0.02090283, -0.022435555, -0.032363184, 0.1468986, 0.02465703, -0.1274767, -0.13416417, 0.09719175, 0.028444616, 0.43590242, -0.0026427982, -0.14670907, 0.06547671, -0.0364002, -0.3601176, -0.12617487) * g_3; + result += mat4(-0.001833205, -0.25144672, 0.2733562, 0.1314548, 0.2404573, -0.08306562, -0.051376957, -0.22175321, 0.059513494, 0.08910989, 0.13955326, 0.17420472, -0.12255514, 0.10941854, 0.33097896, 0.42308313) * g_4; + result += mat4(0.28040674, -0.08416738, -0.096258685, 0.028955044, -0.080570556, -0.05523723, -0.114000015, -0.23623861, 0.2672264, -0.050743762, -0.047196355, -0.20179898, 0.23441824, 0.2783142, 0.05851139, 0.13421243) * g_5; + result += mat4(0.035536747, -0.0678093, 0.31716034, -0.0426406, 0.21573278, -0.27805597, -0.1303578, -0.0040549343, 0.36113667, 0.23618573, 0.08076673, -0.09356886, 0.16183415, -0.07026038, -0.042547043, -0.09353161) * g_6; + result += mat4(0.17357092, 0.15503445, 0.09806117, 0.029178388, -0.104631364, -0.041340955, -0.0138095915, -0.18791881, -0.012838156, -0.07531211, -0.047425177, 0.032766186, -0.17878921, 0.044547506, 0.020943025, -0.14078479) * g_7; + result += mat4(-0.20356365, 0.30711046, -0.09476413, 0.039315, -0.09745359, 0.06334827, -0.040607564, -0.18709438, 0.041945547, -0.007845949, 0.046563085, 0.1600018, 0.051986653, -0.15268685, 0.05963624, 0.32689095) * g_8; + result += mat4(0.15796256, 0.119560085, -0.097539894, -0.2437361, -0.22178903, 0.12989672, -0.03343675, -0.10420719, 0.123599604, 0.07092632, -0.10071645, 0.10339369, 0.19539836, 0.06069522, -0.016500194, 0.119013496) * g_9; + result += mat4(0.04409632, -0.24597782, 0.17819872, 0.013527225, 0.095, 0.10927752, -0.057812016, -0.021960432, -0.090907395, -0.11064963, 0.24494053, -0.21103893, 0.103177205, 0.030693118, -0.17225249, 0.07037569) * g_10; + result += mat4(0.118446834, -0.24679066, -0.14558293, 0.043784406, 0.3350531, -0.18761784, -0.102111734, 0.25430822, -0.0646614, -0.0583482, -0.08839935, 0.3168981, 0.0494778, -0.20223978, -0.2115357, -0.22018467) * g_11; + result += mat4(-0.2534852, 0.32339612, 0.07270645, -0.011030359, 0.08920039, 0.017263435, -0.01874008, 0.07719922, -0.020826634, -0.14347431, 0.27981552, 0.03904678, -0.42448956, -0.064080186, 0.09288264, -0.027479073) * g_12; + result += mat4(0.039590076, 0.07196033, -0.31280693, 0.24355434, -0.17980134, 0.15838742, 0.25616613, -0.057677414, -0.10442752, -0.020222804, 0.11435109, 0.20502312, 0.26433223, -0.00088657736, 0.46070856, 0.07778242) * g_13; + result += mat4(-0.11134918, 0.042227045, -0.2372263, 0.0036231377, 0.038029823, -0.059270848, -0.17764676, 0.029884227, 0.105741605, -0.09559035, -0.15077686, 0.050598737, 0.09693952, 0.041702244, 0.18962328, 0.088337086) * g_14; + result += mat4(-0.11884088, 0.028897036, 0.16024508, -0.105453186, 0.074528895, 0.0020912525, 0.10682421, 0.0020874685, -0.116808906, -0.19607912, 0.027745381, 0.08307784, 0.01938885, 0.086835325, 0.054351103, -0.034016903) * g_15; + result += mat4(0.18121108, -0.06029793, 0.21373494, -0.007983294, -0.1457712, -0.056918383, 0.19265617, -0.04419998, -0.23829523, -0.04557198, -0.13232914, 0.15803981, 0.22176561, -0.115885, -0.0022589006, -0.04921306) * g_16; + result += mat4(-0.033309873, -0.013707254, -0.14320348, -0.1340651, -0.1276264, -0.20742168, -0.15771109, -0.04302339, 0.2474691, -0.0071554068, 0.19327043, 0.0034425415, -0.12281466, 0.08008345, -0.16869386, 0.11770986) * g_17; + result += mat4(0.022218548, 0.12861203, -0.11477767, 0.033912715, -0.083030604, 0.025131695, 0.12323128, -0.15532357, -0.03170147, 0.1692707, -0.28667265, -0.27277988, 0.07428763, -0.10514385, 0.120484896, -0.24011889) * g_18; + result += mat4(-0.07960741, -0.21583335, -0.06945787, -0.043556266, -0.24026866, 0.081503086, -0.035037458, -0.066688865, 0.17150764, -0.020859774, -0.09971474, 0.19070682, 0.11626562, 0.26741263, 0.21771777, 0.08071578) * g_19; + result += mat4(-0.20892513, -0.11934624, -0.27238977, -0.25402215, -0.1657022, -0.025967792, -0.18414563, -0.10561174, -0.24274185, 0.04068036, -0.12646407, 0.14470865, -0.14468817, 0.0036746184, 0.18668495, -0.010208388) * g_20; + result += mat4(0.27423638, -0.1557262, 0.23233625, 0.29515898, 0.016182564, 0.33365154, 0.00833455, -0.008295928, 0.2103007, 0.38919896, 0.17985278, 0.20100696, 0.41522792, -0.20303713, -0.017147776, -0.0649312) * g_21; + result += vec4(0.007557919, -0.015767513, -0.037968982, -0.034609392); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf3 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.019602967, -0.05145609, 0.04244019, 0.25405738, -0.33712572, -0.17893799, -0.066478856, 0.15569499, -0.27161816, 0.12593569, -0.05901425, -0.13174452, -0.11021793, 0.03920678, 0.060773216, -0.021032797) * g_0; + result += mat4(-0.12685195, 0.024931995, -0.22060166, -0.23765254, -0.15206909, 0.052627444, -0.054144315, 0.1210148, 0.1602431, 0.026197273, 0.110542305, -0.073509805, 0.047236316, 0.044307224, 0.014555091, 0.10564006) * g_1; + result += mat4(-0.09860682, 0.019021804, 0.1671445, 0.042727083, -0.16453904, 0.101818964, 0.03915569, 0.37744778, -0.009018904, -0.009364516, -0.121752, -0.1430464, -0.11879523, 0.15660012, 0.092872, 0.008389549) * g_2; + result += mat4(0.09203148, -0.19622965, 0.10806049, 0.032417808, -0.06358329, 0.053477164, -0.0033462588, -0.1622076, -0.22893262, -0.15781075, -0.1675613, 0.2557495, -0.108154416, 0.00092219823, -0.18630715, 0.17942573) * g_3; + result += mat4(-0.07604931, 0.24687444, 0.10485161, -0.0032204043, 0.2355443, 0.07362102, -0.20874, 0.04919508, 0.019878346, -0.035358075, 0.19044363, 0.10661991, 0.12998112, 0.10245926, -0.02966564, -0.21623161) * g_4; + result += mat4(-0.13730675, 0.011630983, 0.05381945, -0.06594779, -0.20880567, -0.16293554, 0.12331983, -0.07883885, -0.12325015, 0.03357514, -0.21320228, 0.09743771, -0.29196948, 0.07080584, 0.18549103, -0.10713538) * g_5; + result += mat4(-0.028444685, 0.13853551, 0.19415158, -0.02389972, -0.04180172, 0.014012021, 0.09578899, -0.092844814, 0.27863276, -0.073668964, 0.14896569, 0.178071, -0.24466358, -0.11134794, 0.13081808, 0.14496848) * g_6; + result += mat4(-0.1556054, -0.13415574, -0.09857606, 0.30523264, 0.08764274, -0.037559148, -0.16858782, -0.11990224, 0.17670709, 0.10452295, 0.09820371, 0.085555285, 0.14616655, -0.064138934, -0.06468503, 0.18437701) * g_7; + result += mat4(-0.024759063, -0.007020983, -0.25910473, -0.16003223, 0.0006832176, -0.21500164, 0.18051593, -0.21023016, 0.21901055, -0.012773149, 0.11869215, 0.043327942, -0.08801425, -0.09576547, -0.022282854, 0.3436183) * g_8; + result += mat4(-0.12599704, 0.1573739, -0.18289468, 0.031533517, 0.052889764, -0.2899998, -0.06888571, 0.024767991, 0.1449007, 0.13209689, 0.28273448, -0.013996074, -0.031406544, 0.12544149, -0.047050513, 0.10494411) * g_9; + result += mat4(-0.11651752, 0.28501326, 0.060793746, -0.1883375, 0.26459783, -0.06930145, 0.28831685, -0.13368587, -0.10180277, -0.068450116, -0.09070248, 0.16990706, -0.035528105, 0.08474028, -0.031924196, 0.0828799) * g_10; + result += mat4(-0.17398041, -0.13055407, 0.0637754, -0.20454763, 0.081867374, 0.22947273, -0.06115945, 0.14527729, 0.3462909, 0.171278, -0.18330246, 0.045597162, -0.041992005, -0.0065232897, -0.09864108, 0.00873217) * g_11; + result += mat4(-0.012977971, 0.16809268, -0.16662882, -0.37359142, -0.028308313, 0.11063376, -0.12019489, 0.13814619, 0.063988656, 0.22554557, -0.08410297, -0.0913463, -0.029542763, 0.15869254, -0.0021580574, 0.17143992) * g_12; + result += mat4(0.08960112, -0.34852883, 0.3086523, 0.36042222, 0.05802867, -0.035582196, -0.01600274, 0.008117766, -0.008915955, 0.10546812, 0.038216136, -0.14320342, 0.18713285, -0.08814888, -0.0147240935, -0.0076010344) * g_13; + result += mat4(-0.50983155, -0.040480338, -0.015697489, -0.020704566, 0.14625196, -0.07928827, 0.10175586, -0.006522381, 0.20132822, -0.017236393, 0.42775294, 0.29241857, -0.15762952, 0.1366608, 0.041226275, -0.021501385) * g_14; + result += mat4(0.037395936, 0.15184547, -0.053403616, 0.06780214, -0.08231112, -0.30428946, -0.1273035, 0.21938033, -0.15715978, -0.046725, 0.25453484, 0.07395502, 0.07715246, 0.03596223, -0.093663685, 0.096829675) * g_15; + result += mat4(-0.09069946, 0.27910122, -0.057103194, 0.1052261, -0.053569946, -0.018461138, -0.039887205, -0.20134343, 0.24427019, 0.07117475, 0.21163048, -0.14486235, 0.0018477996, -0.219897, -0.09160915, -0.028700631) * g_16; + result += mat4(0.03186668, -0.042110894, -0.06872467, 0.015007692, -0.12133147, -0.20203532, -0.14033763, -0.09270293, -0.13041773, -0.066198066, -0.20825256, -0.17211214, 0.15924487, 0.04158315, 0.1586535, 0.08482204) * g_17; + result += mat4(-0.25748026, -0.19240272, -0.09985262, 0.010599122, -0.28925768, 0.09412584, 0.29553664, -0.035109073, -0.09598807, -0.16096024, -0.0535374, -0.35389316, 0.235558, -0.015157362, 0.07283362, 0.095931105) * g_18; + result += mat4(0.13491848, 0.017084226, 0.18945768, 0.117540136, 0.2557805, -0.029065477, 0.1451515, -0.08317802, -0.057725884, 0.22283138, 0.13996813, 0.19705944, -0.2921995, -0.080231175, -0.27066326, -0.0482235) * g_19; + result += mat4(-0.051322196, -0.40912375, -0.14924087, 0.033685323, 0.041344143, 0.055450242, 0.09305712, -0.034863934, -0.102900185, -0.11097147, -0.065564185, 0.11914823, 0.2890554, -0.09894942, 0.053307623, -0.05579918) * g_20; + result += mat4(-0.213933, 0.090429194, 0.084889874, -0.21953723, -0.27030995, -0.14362201, -0.19741529, -0.0833757, 0.23496687, 0.3228457, 0.29274747, 0.117888294, -0.048562698, 0.1290755, 0.09031278, -0.06844491) * g_21; + result += vec4(0.12783583, 0.053930607, -0.055463474, -0.14634338); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf4 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.085369416, -0.15684304, -0.13306437, -0.090675324, 0.07001203, 0.042601265, -0.045776606, 0.038092162, 0.3352239, 0.1771388, -0.18876538, -0.006706726, 0.16373621, 0.25545865, -0.16266474, 0.24038056) * g_0; + result += mat4(-0.14294663, -0.26456648, 0.25277606, 0.060462173, -0.078849405, -0.09209792, -0.1693239, -0.18630522, -0.014867209, 0.103692755, 0.14898701, 0.046629176, 0.024372628, 0.16875252, -0.15838362, -0.040581323) * g_1; + result += mat4(-0.14351358, 0.18334064, -0.10826993, 0.18453784, 0.11304891, -0.03537591, -0.0066316077, -0.0013244748, -0.078686886, 0.12878294, -0.032346953, 0.09220158, 0.17955816, 0.18110012, -0.022541158, -0.056274466) * g_2; + result += mat4(-0.051650286, -0.098697364, 0.08296607, -0.0024960893, -0.093507074, -0.066408254, 0.17999014, 0.14308663, -0.0108735245, -0.13364671, -0.02929436, -0.23579551, 0.046282418, -0.131284, 0.052697252, -0.0419363) * g_3; + result += mat4(0.1754224, -0.11919244, -0.1885955, -0.19994752, -0.14402874, -0.17087972, -0.09000405, 0.0018777894, -0.05090923, -0.07121361, 0.10294247, 0.026922463, 0.014392331, -0.03248051, 0.009739078, 0.31159627) * g_4; + result += mat4(0.13837712, 0.15520355, -0.14125966, 0.09480141, -0.067623354, -0.02482682, 0.15788238, 0.3214408, -0.2643569, -0.040410206, -0.051892046, -0.057043463, 0.18232885, 0.19971256, -0.0956208, 0.23722707) * g_5; + result += mat4(0.016028238, -0.08332774, -0.11755386, 0.21787633, -0.22682859, -0.019670114, 0.04961192, 0.23987772, 0.15335025, 0.13612296, -0.01693323, 0.011952209, -0.3059259, 0.017340606, -0.07829871, 0.089332424) * g_6; + result += mat4(-0.37531942, -0.045622103, -0.20052142, 0.025810266, 0.09413211, 0.056469247, 0.0033650927, 0.20752242, 0.077076204, -0.10665101, 0.12946871, 0.11152074, -0.0077144187, 0.050461795, 0.09886446, 0.08139971) * g_7; + result += mat4(-0.03805296, -0.3470507, 0.28351876, 0.121408775, 0.119826116, 0.50992435, -0.06502164, 0.15930907, 0.10803227, 0.16217098, 0.032394126, 0.08210439, 0.039388526, 0.123406455, 0.08190563, 0.29731047) * g_8; + result += mat4(0.036232114, 0.098707214, 0.08512323, 0.28130695, -0.34401244, -0.16329831, 0.04697471, -0.32552102, 0.16708755, -0.0027450684, 0.22314417, -0.034509923, -0.23747928, 0.13334718, -0.20790295, -0.13229762) * g_9; + result += mat4(-0.09985405, 0.1217619, -0.15892437, 0.0896462, -0.19392657, -0.23446624, -0.14154576, -0.041264284, 0.0042809956, 0.06508634, -0.01017789, 0.015765704, 0.059713606, -0.08648103, -0.14761575, -0.078500696) * g_10; + result += mat4(-0.23650993, 0.6093473, -0.21706295, -0.07720968, 0.20827857, 0.44513646, -0.107045025, -0.033600613, 0.014263266, -0.10306615, -0.026285734, 0.014794844, -0.11126778, -0.28632736, 0.18140377, -0.026450366) * g_11; + result += mat4(-0.11553207, -0.22439374, 0.31865847, -0.18898615, -0.13782051, -0.16033193, -0.021633865, -0.27643433, 0.22693352, -0.29244474, -0.015831951, 0.0687026, 0.102418706, -0.33087376, 0.2023287, -0.105282284) * g_12; + result += mat4(-0.034931872, 0.09946529, -0.13103552, -0.062213715, -0.15901782, -0.38695586, 0.22993153, -0.028414402, 0.2567039, 0.3477113, 0.021467375, 0.18368858, 0.31393996, 0.0592541, 0.20478922, 0.2784516) * g_13; + result += mat4(0.01799271, 0.19488642, 0.11242015, -0.22955132, -0.23888321, -0.22094306, 0.09417609, 0.11446179, -0.0079179555, -0.018179458, -0.042231873, -0.058901574, 0.1643617, 0.09013122, -0.11941602, 0.07102288) * g_14; + result += mat4(-0.11062226, -0.12371038, -0.20077015, -0.00089137297, 0.23280777, 0.20893154, 0.058997855, 0.05910376, 0.10964983, 0.08948893, -0.10008929, -0.09328607, -0.16772552, -0.0853413, -0.14602263, -0.10898542) * g_15; + result += mat4(0.195481, -0.27274716, 0.019802367, 0.090690926, 0.24005474, 0.10449332, 0.038418755, 0.08757919, -0.1915846, 0.13781285, -0.08271653, 0.048500787, -0.35495785, 0.2332735, -0.089916445, -0.045998074) * g_16; + result += mat4(-0.18144973, 0.035474263, 0.07927232, -0.02095586, -0.04264259, -0.0010760617, -0.09657631, -0.009819116, 0.075253725, -0.043196574, -0.107321955, 0.13470802, -0.026763562, -0.23883738, -0.22906674, 0.010300531) * g_17; + result += mat4(-0.04512939, 0.2671829, -0.33687657, 0.087930106, 0.29693905, 0.11120111, -0.10967137, -0.072849795, -0.04814717, 0.17015213, -0.12041813, 0.034130402, 0.08712948, -0.018699426, -0.103492275, 0.051607467) * g_18; + result += mat4(0.066338874, -0.11700618, 0.20888169, -0.00036208666, -0.0027271865, -0.0078573795, -0.18614855, 0.039184168, 0.15719953, -0.011559825, -0.042109553, 0.01807291, 0.11502362, -0.03629767, 0.021261917, -0.11922495) * g_19; + result += mat4(-0.5144418, 0.059783865, -0.25726122, -0.46498007, 0.042682044, 0.10820562, -0.057476927, 0.01971749, -0.10208486, -0.17488515, 0.20830333, 0.09561035, -0.066455886, 0.0572077, -0.062440347, 0.047606003) * g_20; + result += mat4(0.4270871, 0.3251775, 0.33070606, 0.21848439, 0.032633763, -0.4511691, 0.21410948, -0.12868443, 0.030835679, 0.054710764, 0.1886484, -0.2683438, -0.0776137, 0.24714139, 0.17632207, 0.097902626) * g_21; + result += vec4(-0.12784827, 0.05878478, -0.019919237, 0.06345429); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x88 +//!HOOK MAIN +//!BIND conv2d_9_tf +//!BIND conv2d_9_tf1 +//!BIND conv2d_9_tf2 +//!BIND conv2d_9_tf3 +//!BIND conv2d_9_tf4 +//!BIND conv2d_9_tf5 +//!BIND conv2d_11_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!SAVE conv2d_12_tf5 +//!WIDTH conv2d_9_tf.w +//!HEIGHT conv2d_9_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_1 (max((conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_9_tf_tex(conv2d_9_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_9_tf1_tex(conv2d_9_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_9_tf2_tex(conv2d_9_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_9_tf3_tex(conv2d_9_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_9_tf4_tex(conv2d_9_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_9_tf5_tex(conv2d_9_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_11_tf_tex(conv2d_11_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10146893, -0.06355417, -0.0066939867, -0.112247504, 0.15743892, 0.2661364, -0.24241701, -0.17822737, 0.11587934, -0.029756429, 0.0928847, -0.10046272, 0.14444917, 0.12547572, -0.2114753, 0.023556458) * g_0; + result += mat4(-0.047596626, 0.09543128, 0.23701866, -0.08471554, 0.51885915, -0.1704686, -0.04001014, -0.054579906, -0.07877735, -0.09762826, -0.146179, 0.0787038, 0.22635859, -0.31619364, 0.073862836, 0.25550374) * g_1; + result += mat4(0.27489266, 0.03828787, 0.1788482, -0.07628321, -0.007864044, -0.25208792, 0.37145224, -0.05436547, 0.17768216, 0.06377889, -0.029021077, 0.060763232, -0.020521913, 0.15733998, -0.10828051, 0.13728242) * g_2; + result += mat4(-0.21597046, 0.021131428, 0.114165306, -0.017311715, -0.12344303, 0.048893873, -0.04941004, 0.06477217, 0.1573259, -0.07459121, 0.09720801, 0.12087764, -0.1889173, 0.15563762, 0.09565472, -0.16171652) * g_3; + result += mat4(0.25529733, -0.030553222, 0.19627945, 0.21340033, -0.0357832, -0.14596821, -0.14145969, -0.17806748, -0.053110838, 0.20665482, 0.08333174, -0.02258432, 0.1662624, -0.14893246, 0.02501433, 0.21777983) * g_4; + result += mat4(-0.09700643, 0.05642473, -0.29080915, -0.07261638, 0.08252391, 0.22238337, 0.008129421, -0.18302573, -0.4751298, 0.03521261, 0.16102098, 0.22523795, 0.106175326, 0.097425245, -0.056549445, -0.058554217) * g_5; + result += mat4(0.2115773, 0.060346328, 0.07946409, -0.17166963, 0.0878238, 0.032195155, 0.053393956, 0.2399919, -0.03793802, -0.1799568, -0.14780137, -0.019833531, -0.060654577, 0.086268514, 0.2597936, 0.24647377) * g_6; + result += mat4(-0.15642072, -0.14679217, -0.100522175, 0.11584608, 0.09088178, 0.13054077, 0.04432568, -0.118127726, -0.041004654, -0.06222515, -0.09301348, 0.046497803, 0.010794347, -0.015452295, -0.052613236, 0.06925519) * g_7; + result += mat4(-0.19688836, -0.22052658, -0.16386695, 0.08732065, 0.111491896, 0.19614422, 0.0256523, 0.06947972, 0.03396227, -0.13961029, -0.008658522, 0.24620731, 0.13377586, -0.07979868, 0.36551273, 0.39424098) * g_8; + result += mat4(-0.30495998, 0.2224925, 0.027218822, 0.04317854, -0.06996757, 0.048042685, 0.06731089, -0.23949164, 0.20741203, 0.08487502, 0.2277233, -0.08041561, 0.16487156, -0.25665572, 0.07448175, -0.19871257) * g_9; + result += mat4(0.161757, -0.18321225, 0.006443096, -0.03942912, 0.30194885, 0.17840338, 0.089457296, -0.111660995, -0.25981718, -0.18808901, -0.008459478, 0.12424914, 0.38462314, 0.031231843, 0.055111516, -0.28973204) * g_10; + result += mat4(0.104183905, -0.12262509, 0.15137221, -0.23025867, 0.040099107, -0.05383875, -0.04934622, 0.1180123, 0.10198143, 0.27173567, -0.15230067, -0.099421, -0.08984255, 0.11140736, -0.045036234, 0.18769833) * g_11; + result += mat4(-0.07531492, -0.024759036, -0.03848608, -0.036268033, -0.03411223, 0.094500594, 0.00280404, 0.062361084, 0.03790362, 0.037668772, -0.0514829, 0.09995965, 0.283923, -0.5238069, -0.06496828, -0.0055070156) * g_12; + result += mat4(0.28150153, 0.14254282, -0.05911421, -0.12254332, -0.022384, -0.14173482, 0.014685391, -0.18164866, -0.22542116, -0.19810574, -0.09996172, 0.10686331, -0.08414146, -0.025034428, 0.11224387, -0.0063977554) * g_13; + result += mat4(-0.17710046, -0.17579278, 0.00020095073, -0.1109482, -0.020255143, 0.08271713, -0.10690405, 0.08052975, -0.062588565, 0.089410976, -0.13496846, 0.03015718, -0.22929737, 0.15872306, 0.2993516, 0.11859886) * g_14; + result += mat4(-0.035919335, 0.19236436, -0.25442082, 0.021053115, -0.10868948, -0.015284599, 0.33936346, -0.008365188, 0.043490786, 0.13828352, 0.20429905, 0.28155825, 0.127419, 0.057945773, -0.06780165, -0.017564125) * g_15; + result += mat4(-0.13482623, -0.065182775, 0.08911843, 0.2783017, 0.11952674, 0.06991993, 0.299208, -0.10903764, 0.18224056, 0.03948293, -0.21087712, -0.11832146, 0.10328364, -0.07665122, 0.18435805, -0.11931017) * g_16; + result += mat4(0.034891166, -0.13113704, -0.17151785, -0.27690044, 0.11699234, -0.0034974716, -0.0656246, 0.07852395, 0.15545385, 0.0013671276, -0.046343226, 0.0034052336, 0.2453219, 0.13581915, -0.13983195, 0.007911855) * g_17; + result += mat4(-0.011330336, 0.24790573, -0.15979306, 0.19069764, -0.40002748, 0.011870201, 0.0031194224, -0.17847504, -0.0150662465, 0.13579376, 0.0030671223, -0.11590648, 0.18090703, -0.08737256, 0.39159694, -0.22220485) * g_18; + result += mat4(-0.11186643, 0.21464026, -0.09462943, -0.14211422, 0.36246783, -0.097312845, 0.21176222, -0.20439352, 0.08605301, -0.0007772716, -0.047504634, 0.035329465, 0.01759311, -0.042337477, -0.14740078, 0.28027928) * g_19; + result += mat4(0.124633305, 0.49622107, -0.1905822, -0.032103766, -0.09118705, -0.071040735, -0.17103319, 0.21466342, -0.06857113, 0.030909235, 0.08125023, 0.2334075, 0.06821963, -0.21760683, 0.25531697, 0.15648827) * g_20; + result += mat4(-0.12612516, 0.16043583, -0.049337797, 0.0980794, -0.17805529, 0.0054840203, 0.171222, -0.017960507, 0.33597863, -0.27860585, -0.08922912, -0.12972547, -0.16144331, -0.039900865, -0.263512, 0.089571014) * g_21; + result += vec4(-0.06092896, 0.0026034676, -0.0045185564, -0.045552935); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!SAVE conv2d_14_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_12_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_12_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_12_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_12_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.004349436, 0.13630886, -0.0971672, 0.048995648, 0.023026302, -0.039569058, 0.068076566, 0.052971028, -0.09237349, 0.067393705, -0.024513396, 0.11096945, 0.07890588, 0.16115357, -0.1847152, -0.24750534) * go_0(-1.0, -1.0); + result += mat4(-0.06438265, 0.03276232, -0.09068353, 0.09009189, -0.080021314, 0.0944858, -0.07794861, 0.12147553, -0.02244629, -0.015694574, 0.080813, -0.018402418, 0.21864587, 0.17657925, -0.009601339, -0.09163427) * go_0(-1.0, 0.0); + result += mat4(-0.01495372, -0.18007463, 0.10734926, 0.23174277, -0.091324404, 0.12528338, 0.0066621224, -0.09822727, 0.040536925, 0.111184075, 0.0004842303, -0.026244884, 0.18349673, -0.0007998258, -0.11728473, -0.06416492) * go_0(-1.0, 1.0); + result += mat4(0.09239883, 0.26176, 0.22532904, 0.05685314, -0.14764737, 0.19629478, -0.081950866, -0.115970545, 0.04077194, 0.005300293, -0.134278, 0.015497223, 0.027986968, 0.015958916, -0.14675306, -0.019109711) * go_0(0.0, -1.0); + result += mat4(0.17761871, 0.4609044, 0.026779782, 0.26045877, -0.06730196, -0.16571176, 0.11547946, 0.019862624, 0.006502043, -0.1532974, -0.090758145, 0.04422983, -0.58861977, 0.13028383, -0.17072764, -0.22565094) * go_0(0.0, 0.0); + result += mat4(-0.17580631, -0.3911594, 0.14832215, -0.072933584, 0.127465, 0.042466827, -0.1331118, 0.056677517, 0.106319845, 0.16945234, -0.031930547, -0.052168153, -0.15397666, -0.1170418, -0.19959368, -0.20563258) * go_0(0.0, 1.0); + result += mat4(-0.07739289, 0.018836888, 0.16391836, 0.106844515, 0.025838032, -0.017699381, -0.08634242, -0.072000824, 0.047676526, 0.033405174, 0.010657314, 0.04917425, 0.06638388, 0.036401518, -0.0616299, -0.05214521) * go_0(1.0, -1.0); + result += mat4(0.024639312, -0.0013965049, 0.06387838, -0.02268061, 0.09309021, -0.069622114, 0.089359015, 0.12940544, -0.027844314, -0.06509059, -0.013798035, -0.019859722, 0.07527786, -0.026096696, -0.07034874, 0.017270971) * go_0(1.0, 0.0); + result += mat4(0.20858815, -0.16890472, -0.031625595, 0.033028077, 0.072790526, 0.18162355, -0.17353328, -0.03207684, -0.09310949, 0.017406156, 0.1282203, -0.052783486, -0.11338968, 0.0677578, 0.068863854, -0.20361136) * go_0(1.0, 1.0); + result += mat4(-0.041317016, 0.03247534, 0.06200033, -0.14489956, 0.12785183, 0.07159107, 0.012313127, 0.002630995, 0.22658965, 0.043375343, 0.11841339, 0.22717218, 0.07156734, 0.18281838, -0.020048752, 0.04785865) * go_1(-1.0, -1.0); + result += mat4(0.047082547, 0.1529325, 0.11509914, -0.033134896, -0.0049103014, 0.017839605, -0.008091813, 0.04140947, -0.14880367, 0.20439196, 0.17187491, 0.021044731, -0.001926388, -0.14152211, -0.0587003, -0.07890274) * go_1(-1.0, 0.0); + result += mat4(0.026869364, -0.09123975, 0.13258849, -0.03649351, -0.029062876, -0.090445675, -0.16224387, -0.058266606, -0.08752301, -0.06947656, 0.10508353, -0.07359757, 0.013967536, 0.12184862, 0.05111278, -0.11674456) * go_1(-1.0, 1.0); + result += mat4(-0.057195935, -0.056843165, -0.07615914, -0.11201728, 0.104859784, -0.07532912, -0.17542382, 0.009371882, 0.18781498, 0.12871909, 0.005714303, 0.07312082, -0.051393475, 0.123752356, 0.016984658, 0.09753753) * go_1(0.0, -1.0); + result += mat4(0.049554065, -0.005824781, 0.03491197, 0.050243527, 0.035413153, 0.06531434, -0.025357272, -0.06480711, 0.0920658, 0.120195575, -0.24142283, 0.06350993, -0.061250027, -0.07128554, -0.17981072, -0.2473607) * go_1(0.0, 0.0); + result += mat4(-0.016607853, 0.1309011, -0.08538273, 0.010532195, 0.055277504, -0.045768805, 0.006048609, -0.10704634, 0.10049099, -0.01950143, -0.04101718, 0.024410551, 0.06883872, 0.20909916, 0.11467779, 0.12572771) * go_1(0.0, 1.0); + result += mat4(0.028375478, -0.0013597496, 0.04202015, -0.01492913, -0.027526926, -0.04698641, -0.21104787, -0.19077387, 0.1593075, -0.13692486, -0.13738127, 0.10472799, -0.06821362, -0.013837978, 0.12394214, -0.14835674) * go_1(1.0, -1.0); + result += mat4(-0.2764926, 0.00037893496, 0.067132294, -0.0011471875, 0.054764304, -0.115992464, 0.14218727, 0.03301949, 0.30239588, 0.20239085, -0.016524972, 0.39796564, 0.16488414, -0.18643552, 0.07657535, 0.12796035) * go_1(1.0, 0.0); + result += mat4(0.03292478, 0.018088378, -0.0047314544, -0.0942764, 0.20013368, -0.042666394, 0.107990764, -0.04759925, -0.09036299, 0.02896287, -0.043856964, 0.050451633, 0.025120081, 0.11044985, 0.14672092, -0.0019441668) * go_1(1.0, 1.0); + result += mat4(-1.7994573e-05, -0.12576, 0.0050358945, -0.06858176, 0.024048325, 0.082893774, -0.08247018, -0.024433604, 0.020361714, -0.12750039, 0.056899726, 0.12528084, -0.026321534, -0.15653296, -0.0025562202, -0.117765464) * go_2(-1.0, -1.0); + result += mat4(0.12503651, 0.068337925, -0.033611838, -0.030133707, -0.0195529, 0.0641469, 0.16414385, 0.1402887, 0.005432807, 0.09584112, -0.069221325, 0.05826886, -0.062293578, 0.1359814, -0.08677194, -0.112642445) * go_2(-1.0, 0.0); + result += mat4(0.076737724, 0.04054001, 0.13805287, 0.025651459, -0.048715483, -0.14808512, 0.029204313, 0.23830198, 0.043977976, -0.20387268, -0.09297148, -0.0052288985, 0.119533904, -0.13873823, 0.21179926, 0.0074633798) * go_2(-1.0, 1.0); + result += mat4(-0.047114216, 0.07865834, 0.13700049, 0.013087235, -0.13068296, -0.2915652, -0.05307391, -0.122398384, -0.011456016, 0.10176556, 0.005239084, 0.14646941, 0.1222608, -0.036448624, 0.12708518, 0.19488429) * go_2(0.0, -1.0); + result += mat4(-0.06569539, -0.14925788, -0.108752884, -0.03800244, 0.027864104, 0.14492571, 0.028624304, 0.030941105, 0.062223762, -0.04562544, -0.16191466, 0.047633838, 0.07819544, -0.029103909, 0.18797997, 0.15739097) * go_2(0.0, 0.0); + result += mat4(-0.08028184, -0.0019299309, 0.19395895, 0.074406736, 0.09395108, 0.014253163, 0.14119357, 0.0625434, -0.107364275, 0.08051348, -0.16450252, 0.07509987, 0.039519705, -0.12978974, 0.0018611677, 0.084226385) * go_2(0.0, 1.0); + result += mat4(0.01908049, 0.018377827, 0.1084423, 0.1042167, -0.14724809, 0.032470826, -0.023825897, 0.12140157, 0.20058173, 0.18852398, -0.018646076, 0.0030090201, -0.113370456, -0.18958052, 0.06353298, 0.03474997) * go_2(1.0, -1.0); + result += mat4(0.0541916, -0.0024718987, -0.11837526, 0.12462076, -0.12295159, -0.117419675, -0.19550472, -0.103674844, 0.12131624, 0.10824999, -0.2025623, 0.19440755, 0.12012352, -0.24212775, 0.1654879, 0.06825857) * go_2(1.0, 0.0); + result += mat4(-0.025793526, 0.052255828, -0.1578918, 0.09792257, 0.017080277, -0.015971176, 0.1533006, 0.23281395, -0.21927428, -0.13227654, -0.1252441, -0.007964906, 0.12551773, -0.024804931, 0.11494948, 0.09283413) * go_2(1.0, 1.0); + result += mat4(-0.0036518201, -0.07751861, 0.010538365, -0.15155843, 0.10629848, 0.014306658, -0.04939083, -0.03384487, 0.058266126, -0.004661259, -0.028613715, 0.053454474, -0.04582958, -0.115151264, -0.0068669906, -0.22702943) * go_3(-1.0, -1.0); + result += mat4(0.039176278, 0.011494633, 0.015706042, 0.075835295, -0.015517273, -0.014914582, -0.08363358, -0.12898697, -0.10866863, 0.20754579, 0.102477565, 0.037476905, -0.072777174, 0.22886744, -0.04767951, -0.04035673) * go_3(-1.0, 0.0); + result += mat4(0.06419821, -0.030695735, -0.15506352, 0.06295063, -0.07215214, 0.08323155, -0.08262735, -0.12231418, 0.075205564, 0.047350686, -0.09001999, 0.05199032, 0.055573188, 0.13256694, 0.029536445, 0.018242368) * go_3(-1.0, 1.0); + result += mat4(0.07162344, 0.40211213, -0.09749091, 0.11718244, 0.05371318, 0.1629951, 0.024023768, 0.059713352, -0.08090218, -0.2655481, 0.09996966, -0.030882658, -0.03895911, -0.046411898, -0.16690536, -0.07667844) * go_3(0.0, -1.0); + result += mat4(0.04966612, 0.09556927, 0.10110896, -0.09490906, 0.09499889, 0.10704381, 0.10541124, 0.056176364, -0.16835918, 0.05321478, -0.006551619, -0.16446579, 0.1319938, 0.07751895, 0.093109965, 0.067452855) * go_3(0.0, 0.0); + result += mat4(0.11643574, -0.050698593, 0.019734323, 0.28733438, 0.010801386, 0.16160545, -0.1909745, -0.19066635, -0.046848252, -0.2782778, -0.2288949, 0.061261218, 0.019757431, -0.19059609, -0.012141124, 0.0052271197) * go_3(0.0, 1.0); + result += mat4(0.054981094, 0.012395964, -0.06728283, -0.02209197, 0.07478041, 0.13791092, -0.08750484, -0.2030279, -0.10006762, -0.04639696, -0.105195396, -0.08758818, 0.052939918, 0.1112401, 0.0030733896, 0.055312406) * go_3(1.0, -1.0); + result += mat4(0.15698704, 0.0036365106, 0.12380404, -0.11107378, -0.014331061, 0.07033424, -0.0022356857, -0.12670168, -0.03733828, 0.07234127, 0.16723327, -0.07515861, -0.0045013875, -0.066591114, -0.021226835, 0.049541425) * go_3(1.0, 0.0); + result += mat4(0.0731916, 0.11341163, 0.023431147, -0.010583704, -0.012694039, 0.024219576, -0.21232608, -0.20807506, -0.010235114, -0.04309934, 0.035700176, 0.03843078, -0.028863966, -0.009591593, -0.0031941584, -0.20235287) * go_3(1.0, 1.0); + result += mat4(-0.03190466, -0.08758244, -0.06945306, -0.007161315, 0.016512264, 0.11133118, -0.05756395, 0.07726425, -0.0528862, 0.09652806, -0.060299616, 0.24618843, -0.102944456, -0.081363164, 0.086291164, -0.18228665) * go_4(-1.0, -1.0); + result += mat4(0.024533918, -0.024038268, -0.23588428, -0.06322061, -0.026354123, 0.053561248, -0.06604492, 0.0026893516, -0.115375444, 0.029626213, 0.060347445, 0.33259663, 0.0013549939, -0.14255665, 0.099064134, 0.109851025) * go_4(-1.0, 0.0); + result += mat4(-0.00096234377, -0.11622208, -0.090943396, -0.038205452, -0.13794866, 0.1020102, -0.17208543, -0.015197958, -0.07927716, -0.29773572, 0.013087006, -0.05451589, -0.09855722, 0.11516159, 0.23010112, -0.038115587) * go_4(-1.0, 1.0); + result += mat4(0.003703244, -0.08092577, -0.03437507, -0.030108482, 0.040932745, 0.144932, 0.09965903, 0.24175544, -0.020715227, 0.09383904, 0.14609617, 0.28962442, -0.03215652, -0.05014826, -0.09543612, -0.16512293) * go_4(0.0, -1.0); + result += mat4(-0.1338463, -0.04834589, 0.24409921, -0.0005155241, -0.09032246, -0.22520639, 0.19727935, -0.078189515, -0.069197565, -0.004616351, 0.41213343, 0.06873554, 0.04303666, -0.23138012, -0.01716713, 0.06984024) * go_4(0.0, 0.0); + result += mat4(-0.00503349, -0.23806292, 0.035638902, -0.10437578, -0.1152508, 0.076598465, 0.24876347, -0.17324387, -0.014940385, 0.06944068, 0.1505031, 0.035267122, -0.04602133, 0.0814317, 0.07536631, -0.085849725) * go_4(0.0, 1.0); + result += mat4(-0.07030559, 0.030874468, -0.001077254, -0.18143663, -0.03723178, 0.0926711, 0.012522207, -0.08783188, -0.02476989, 0.14467658, -0.015393455, -0.14186962, 0.05934932, 0.042091742, -0.011705797, 0.092124745) * go_4(1.0, -1.0); + result += mat4(0.024072237, -0.18759586, 0.103869535, -0.051343195, 0.34892958, -0.061599772, 0.11592873, 0.039111182, 0.36298528, 0.018168671, -0.029816257, 0.24967138, -0.14238372, -0.09866193, -0.05653406, -0.004839818) * go_4(1.0, 0.0); + result += mat4(0.031744566, -0.003036102, 0.05900721, 0.2419773, 0.0060732705, 0.008347982, 0.06998169, -0.017762665, -0.015387137, 0.109877184, -0.0038969691, 0.035790797, 0.020317623, -0.07454754, 0.020916225, -0.015802914) * go_4(1.0, 1.0); + result += mat4(-0.036078982, -0.021052623, -0.08594462, 0.1630876, 0.03278222, 0.13835059, 0.029010452, 0.23859024, -0.0016811197, 0.124995105, 0.008666817, 0.08935092, 0.022882387, 0.0064876135, -0.07351711, 0.016907092) * go_5(-1.0, -1.0); + result += mat4(0.0021571724, 0.016201114, -0.008357702, 0.10146938, -0.019307991, 0.2319128, -0.014715414, -0.053231463, 0.1129617, -0.08196764, -0.17239365, -0.016156387, -0.06554231, 0.09298971, 0.06640363, -0.17430359) * go_5(-1.0, 0.0); + result += mat4(-0.07884391, 0.05402115, -0.04141859, 0.08351969, -0.030872932, -0.25070804, -0.031832412, 0.037755664, 0.05426495, -0.007282632, 0.041353766, 0.09315843, 0.06988119, -0.09045279, 0.03552638, 0.08886742) * go_5(-1.0, 1.0); + result += mat4(-0.10312758, -0.14473592, 0.06468928, 0.07240854, 0.07639409, 0.25952578, 0.0004689448, 0.25006202, 0.04892399, -0.15069105, 0.031330712, -0.13219997, -0.10721048, 0.09674294, 0.030883627, 0.088893786) * go_5(0.0, -1.0); + result += mat4(0.060701642, 0.13242769, 0.025189146, -0.105360806, -0.26855835, -0.025957532, -0.16453391, -0.10504748, 0.18607429, -0.0784457, 0.26755574, 0.24636236, -0.21367395, 0.045376107, -0.055740993, -0.13300979) * go_5(0.0, 0.0); + result += mat4(-0.059003837, -0.012082007, -0.12086763, 0.031320993, -0.19584721, -0.11036068, -0.034678243, 0.057754494, 0.0038097142, 0.08829017, -0.044158544, 0.0804443, 0.07473639, -0.17069483, 0.023236055, -0.057046823) * go_5(0.0, 1.0); + result += mat4(-0.11580383, -0.020031182, 0.111571595, -0.08422117, -0.06358351, 0.17527273, -0.037431642, -0.15660492, -0.07324008, -0.10253073, 0.054786574, -0.13505399, -0.040323336, -0.01836728, 0.12116626, -0.11555739) * go_5(1.0, -1.0); + result += mat4(-0.501075, 0.08686116, -0.010329619, -0.28165087, 0.28034717, -0.20455976, 0.1741333, 0.038334742, 0.20490855, -0.13214226, 0.18811586, -0.18852618, -0.09458034, 0.030453261, 0.011105292, -0.17698336) * go_5(1.0, 0.0); + result += mat4(-0.033512898, -0.07610239, 0.07565421, -0.14622678, 0.14940825, 0.053289484, 0.08369134, 0.060511183, -0.12266086, -0.08907458, 0.042919166, 0.16767487, -0.15839809, 0.014448444, 0.081390806, -0.1304336) * go_5(1.0, 1.0); + result += mat4(0.035597347, 0.036260672, -0.13641554, 0.023568528, -0.064240545, -0.036738854, -0.18114036, 0.042951394, 0.12498931, 0.007909749, 0.074017294, 0.16588119, 0.07560239, -0.16967122, 0.036804147, 0.050694373) * go_6(-1.0, -1.0); + result += mat4(0.0035213558, -0.14315669, 0.0006057612, -0.11107693, 0.1250593, -0.22156724, 0.014978513, 0.14218992, -0.12644413, 0.1448962, -0.038243253, -0.2194696, -0.15294807, 0.097566746, -0.23580866, 0.04192647) * go_6(-1.0, 0.0); + result += mat4(-0.05379451, 0.08438811, -0.011333482, 0.0056827497, 0.029285189, 0.05707083, 0.01045656, -0.1220427, -0.13318716, -0.17416386, -0.13693286, 0.004463277, 0.0054760277, -0.13070771, -0.038098343, 0.16552636) * go_6(-1.0, 1.0); + result += mat4(0.019738045, -0.0026153836, 0.022429602, 0.055454295, 0.13728, -0.11775817, 0.08437089, 0.14925233, -0.25963444, -0.19328977, 0.11018404, -0.1415676, -0.03892593, -0.09808861, 0.083476074, -0.054282036) * go_6(0.0, -1.0); + result += mat4(-0.09798946, -0.036132403, 0.087842025, -0.08399413, 0.13809524, 0.3034931, 0.015697211, 0.034756087, 0.08236563, 0.11538186, -0.09356475, -0.02923682, 0.04214602, -0.1394247, -0.082611024, 0.11403854) * go_6(0.0, 0.0); + result += mat4(-0.10430588, 0.041609235, 0.03927379, 0.147823, -0.041613717, -0.2145986, -0.19082011, -0.18349867, -0.00505968, -0.012337355, 0.060343113, 0.079795614, 0.026638072, 0.05699632, -0.027564438, 0.16506112) * go_6(0.0, 1.0); + result += mat4(0.18249887, -0.11793541, -0.11597893, 0.060480494, -0.022722771, 0.02050344, 0.23385662, 0.04441619, -0.12688236, 0.0042606746, -0.180861, 0.021793948, 0.054468777, 0.008117277, 0.0002806121, 0.032789614) * go_6(1.0, -1.0); + result += mat4(-0.06664305, 0.1853084, -0.09494563, 0.08534247, -0.20119628, 0.16745457, -0.028476797, -0.08182159, -0.03623757, -0.06395209, -0.08543312, -0.08307131, -0.1769124, 0.1872704, -0.12282492, 0.011886932) * go_6(1.0, 0.0); + result += mat4(-0.11081273, -0.0077292146, -0.07936108, 0.060621656, -0.1861718, 0.03099169, 0.13991767, -0.07016253, 0.03027569, -0.03524246, 0.02272178, 0.027382538, 0.039256528, 0.0058396664, -0.11609423, 0.008904226) * go_6(1.0, 1.0); + result += mat4(0.018210433, -0.04427329, 0.0786003, 0.24901037, -0.042964943, 0.1879084, 0.080009475, -2.7224973e-05, -0.0313905, -0.064047895, -0.065849096, 0.1428207, 0.0022087602, 0.1660737, -0.16618532, -0.026659494) * go_7(-1.0, -1.0); + result += mat4(-0.1313427, -0.09119156, -0.03614231, 0.16542135, 0.05243687, 0.11922457, -0.1853969, -0.0073959203, 0.038400393, -0.17513955, -0.15050378, -0.070101395, -0.23747125, 0.1599427, 0.21267292, -0.27109572) * go_7(-1.0, 0.0); + result += mat4(0.0454884, -0.040218998, -0.08242091, 0.18652722, 0.042139422, -0.14477035, -0.13943626, 0.018183183, -0.061966367, -0.118910074, 0.004634003, -0.043745518, -0.16005561, 0.051346913, 0.19549486, -0.5216827) * go_7(-1.0, 1.0); + result += mat4(0.07149998, 0.02138427, 0.12219494, 0.13234742, -0.051980246, -0.059077535, 0.15677546, -0.077345364, 0.019371232, 0.016624838, -0.097907275, 0.096939005, -0.06324521, -0.05718129, -0.082027346, -0.25402892) * go_7(0.0, -1.0); + result += mat4(0.02743824, -0.08489557, -0.24905322, -0.32141867, 0.22583084, 0.23329417, -0.028721593, 0.0016453494, -0.22114721, -0.11764665, -0.05277645, -0.17466292, 0.2302974, -0.09216048, -0.22402821, 0.09933786) * go_7(0.0, 0.0); + result += mat4(0.1976356, -0.12997995, -0.11737824, -0.014698163, -0.0027365792, 0.111862876, -0.30621696, 0.20191678, 0.019106917, 0.02754029, 0.09483265, 0.11204457, 0.015868861, -0.18545562, 0.1748827, -0.24576695) * go_7(0.0, 1.0); + result += mat4(-0.03796282, -0.109834, 0.12251788, -0.04472342, -0.07811151, 0.013148134, 0.11245539, -0.14532489, -0.09553689, -0.09974767, 0.09138531, -0.06428713, -0.122864686, -0.11208252, -0.010935392, -0.25728893) * go_7(1.0, -1.0); + result += mat4(0.259306, 0.15115878, 0.26206654, 0.08348107, -0.17227693, 0.081220835, -0.10695122, 0.06191277, 0.14869192, 0.0010283765, 0.06636733, 0.13419382, 0.012798676, -0.02925236, 0.33322895, 0.0050780945) * go_7(1.0, 0.0); + result += mat4(0.03443009, 0.20322149, -0.024391051, 0.034479506, -0.07402309, 0.0425652, -0.13926035, -0.02805589, -0.012268415, -0.018608773, 0.028608395, -0.044151317, 0.012976348, -0.0156076765, 0.07677897, -0.00019149396) * go_7(1.0, 1.0); + result += mat4(0.006685847, -0.2536577, -0.07419314, -0.31916437, -0.028040439, 0.06264434, -0.050663333, -0.012245421, -0.030623304, -0.15650222, 0.13766797, -0.1098499, 0.14554046, -0.024444913, -0.029014781, 0.013120936) * go_8(-1.0, -1.0); + result += mat4(-0.17133303, -0.11474049, -0.030690582, 0.08961145, 0.08897445, 0.03141745, 0.0028681252, 0.09953673, 0.030985933, -0.36529925, 0.057779342, -0.08686567, 0.1468862, 0.19067344, 0.06386271, 0.027010066) * go_8(-1.0, 0.0); + result += mat4(0.02949929, -0.026946412, -0.03339542, 0.26693338, -0.098694056, -0.08597344, -0.12111771, 0.032002207, -0.001795345, -0.0060617267, 0.122050546, 0.09799719, 0.013893896, -0.019997513, -0.05524217, -0.09772605) * go_8(-1.0, 1.0); + result += mat4(0.20701106, -0.297559, -0.16678828, -0.08828946, 0.1075599, 0.10080888, -0.06964122, 0.016103098, -0.20756197, -0.12484585, 0.06967939, -0.010843157, 0.26551637, -0.1324594, 0.13976827, 0.3363322) * go_8(0.0, -1.0); + result += mat4(0.11670475, -0.035778333, 0.15347819, 0.21083693, -0.12840465, -0.035845824, 0.029178869, 0.14196, 0.019570004, -0.11675628, -0.066392556, -0.08303598, -0.32764187, -0.06986408, -0.07001591, -0.14637336) * go_8(0.0, 0.0); + result += mat4(0.11526194, 0.09488454, 0.021370485, -0.0483534, -0.0037422036, 0.0222931, -0.121567965, 0.07434875, 0.038577255, 0.045069333, 0.091428705, 0.0995632, 0.17210557, -0.35292122, 0.009242468, -0.06575604) * go_8(0.0, 1.0); + result += mat4(-0.14760932, -0.025520764, -0.14337976, -0.018671967, 0.21511485, -0.06866904, 0.03975339, 0.10466266, -0.041295838, -0.03289458, 0.028010901, 0.08874704, 0.111655645, -0.0042287265, -0.0067498074, 0.1148652) * go_8(1.0, -1.0); + result += mat4(0.17541917, -0.2126484, -0.037444204, 0.04114598, 0.11364543, 0.10663656, 0.12955339, -0.018733516, 0.22215228, 0.059307653, 0.04135689, 0.077075884, 0.021400876, -0.167623, -0.20658982, 0.19478907) * go_8(1.0, 0.0); + result += mat4(0.008089906, 0.24154711, -0.13476565, 0.019567002, 0.11787564, 0.02734716, -0.06301515, 0.040616788, -0.06785487, 0.1390928, -0.07603383, 0.14673676, 0.1271106, -0.23466052, 0.013947333, 0.1718309) * go_8(1.0, 1.0); + result += mat4(-0.0057404893, -0.15628129, -0.0064276247, 0.09602378, -0.021200346, -0.12546404, 0.13840783, 0.012898374, -0.054446388, -0.091853596, 0.09044742, -0.072119, 0.0601183, -0.05706025, -0.0073583177, -0.16547501) * go_9(-1.0, -1.0); + result += mat4(0.0720339, 0.041774888, -0.15028723, 0.019322444, 0.13419777, -0.17274082, 0.15353872, -0.07358952, -0.06570478, 0.09121696, 0.120075844, 0.0044252435, 0.12952195, 0.046188887, -0.082326144, -0.23930664) * go_9(-1.0, 0.0); + result += mat4(-0.07011372, 0.12764728, 0.04152175, 0.052369352, 0.15979223, 0.02298587, -0.10174222, 0.05493358, 0.015286563, 0.1894978, 0.11768885, -0.00906085, 0.0861012, 0.10094487, 0.100795865, 0.004716817) * go_9(-1.0, 1.0); + result += mat4(-0.027043847, -0.23946394, 0.042152684, -0.21087328, 0.1812294, 0.04328528, 0.14245422, -0.020683091, 0.12807347, -0.33665732, -0.18067953, -0.3040217, -0.065842405, -0.12448621, -0.17077735, -0.2136904) * go_9(0.0, -1.0); + result += mat4(0.0077196616, 0.050589927, -0.08759789, 0.17469266, -0.15111382, 0.045068096, -0.33810377, -0.22869548, 0.0014367847, -0.13490641, -0.030594718, -0.1425026, -0.1315236, -0.16815974, -0.037266042, -0.24030674) * go_9(0.0, 0.0); + result += mat4(-0.014485405, 0.18734606, 0.05823325, -0.077405214, 0.020787347, -0.013942174, 0.07989219, 0.12702654, 0.04856548, 0.008779833, -0.032016214, -0.13144355, 0.23483105, 0.2664007, 0.29835513, 0.11381805) * go_9(0.0, 1.0); + result += mat4(-0.0025473998, -0.009611839, -0.12472179, 0.13324928, -0.2873321, -0.3690769, -0.19001706, -0.45668945, -0.058745615, -0.034500115, -0.20861118, -0.014576644, 0.14126998, 0.03378116, -0.3294577, 0.13788588) * go_9(1.0, -1.0); + result += mat4(-0.084666446, 0.07678561, -0.35668227, 0.044966694, 0.2978287, -0.05265991, 0.053133518, -0.012012805, 0.15315501, -0.004027129, -0.016121216, 0.027978266, -0.12929294, -0.04454878, -0.09979826, 0.06452664) * go_9(1.0, 0.0); + result += mat4(-0.078429036, 0.08658762, -0.08947654, -0.06625196, -0.04362567, -0.0054804664, -0.19484106, 0.21562175, 0.08060318, 0.04895596, -0.15507787, -0.0003060528, -0.027542366, -0.0033105996, 0.07422279, -0.11085649) * go_9(1.0, 1.0); + result += mat4(0.05956468, 0.091366075, 0.0037317951, 0.022181934, 0.043897398, -0.057247777, 0.053182777, -0.029588478, -0.032042164, -0.022768367, 0.0982422, -0.0046064584, -0.13132066, -0.14951156, -0.00090484065, 0.0033148613) * go_10(-1.0, -1.0); + result += mat4(0.10067602, 0.1768167, 0.09319276, 0.05545746, -0.09815685, 0.059621163, -0.18311253, -0.09429009, -0.10641968, 0.0028561363, -0.013706987, -0.0023843904, -0.04311436, -0.012575459, 0.0043700333, -0.050200813) * go_10(-1.0, 0.0); + result += mat4(0.013915544, -0.0757592, 0.044148494, 0.056571446, 0.04411375, 0.04224288, -0.22881642, -0.123468116, -0.062506266, -0.17653957, -0.063954756, 0.10225458, 0.038327288, -0.15049885, -0.08253219, -0.09311468) * go_10(-1.0, 1.0); + result += mat4(0.13911924, 0.10561401, 0.0273022, 0.20981708, 0.014271885, 0.11831189, 0.13141282, -0.016618425, 0.04164692, -0.035123516, -0.0047200886, 0.076753914, -0.14769398, -0.41632187, 0.052841872, -0.23463646) * go_10(0.0, -1.0); + result += mat4(-0.01388395, 0.03719971, -0.14952944, 0.07520179, -0.15159212, 0.43388975, 0.26373518, 0.13261753, -0.17486258, 0.148321, -0.061730083, 0.10463973, -0.047994018, 0.37817246, 0.17341742, -0.011474512) * go_10(0.0, 0.0); + result += mat4(-0.00019863897, -0.16808252, 0.025214631, 0.042076986, -0.14041016, 0.037121087, 0.2232787, -0.16173011, -0.10725993, -0.16925922, 0.10937271, -0.02865035, 0.04876046, 0.056427523, -0.086016715, -0.034979723) * go_10(0.0, 1.0); + result += mat4(-0.074442565, -0.046245288, -0.07022254, 0.15418175, 0.07957959, -0.02047787, 0.02623656, -0.21276104, 0.09381988, -0.008554025, -0.017238371, 0.06974694, 0.25741857, -0.023782581, 0.19565614, -0.008817276) * go_10(1.0, -1.0); + result += mat4(-0.39654154, -0.09183919, -0.113519065, 0.027061233, 0.19516107, 0.020436032, 0.061018452, -0.18244612, 0.075798355, 0.016068801, -0.054034945, -0.04725821, -0.14116976, -0.03840121, 0.107527554, 0.00559549) * go_10(1.0, 0.0); + result += mat4(-0.04207255, -0.16133082, 0.10303731, 0.0053524077, 0.14013372, -0.11026666, 0.048343863, -0.11690558, 0.07692668, -0.07924815, 0.08556169, 0.111381136, -0.27046818, 0.029103367, 0.19633245, 0.020407349) * go_10(1.0, 1.0); + result += mat4(0.007991728, -0.020026166, -0.13022181, 0.0017440818, 0.17788827, -0.0060873474, 0.06153858, 0.048720125, 0.02515951, -0.1806243, -0.21035627, -0.03994368, 0.009566003, 0.08815808, 0.12738399, -0.017710047) * go_11(-1.0, -1.0); + result += mat4(0.09107191, 0.007003059, -0.20418708, 0.05764021, 0.14495295, -0.03845028, 0.008737782, 0.14078677, -0.07112348, -0.016874174, 0.015319832, -0.07615101, 0.041255035, 0.14763014, -0.03354551, 0.1164008) * go_11(-1.0, 0.0); + result += mat4(0.07999856, 0.13304743, -0.014120932, -0.0863841, 0.03825098, -0.3161007, -0.28431094, -0.04106924, -0.11138334, -0.10150291, 0.025799073, 0.028114514, -0.11306599, 0.014454554, -0.12784232, -0.06992525) * go_11(-1.0, 1.0); + result += mat4(-0.22783421, 0.12771747, 0.23512462, -0.024143018, -0.2100377, 0.0015988444, -0.172392, -0.0024638835, 0.112730995, 0.16705875, 0.07242263, 0.03309278, -0.09356869, -0.14339021, 0.004359785, -0.08542854) * go_11(0.0, -1.0); + result += mat4(-0.18375313, 0.14062601, 0.06567414, 0.016212454, -0.08532553, 0.077800326, -0.11754698, 0.08447961, 0.048469722, -0.11375693, -0.09422993, -0.13284366, 0.056217533, 0.0039602537, 0.14376463, 0.047721226) * go_11(0.0, 0.0); + result += mat4(0.046775565, -0.011286903, -0.0031077573, -0.07476629, -0.10337221, -0.030675303, -0.039012738, 0.102769956, -0.11489153, 0.030338772, -0.13100365, 0.019705927, -0.08369088, -0.06234032, 0.08906353, -0.10402436) * go_11(0.0, 1.0); + result += mat4(-0.10511861, -0.14912106, 0.14367017, -0.11703594, -0.11577902, -0.07610685, 0.010949137, -0.17966509, -0.063496634, -0.21665098, 0.17696856, 0.03794644, -0.2067763, 0.18673943, -0.02478608, -0.0803477) * go_11(1.0, -1.0); + result += mat4(0.48052612, -0.058988307, 0.3888594, 0.042371575, -0.05024253, 0.16064972, -0.09595022, -0.16908611, 0.008086129, 0.010086794, -0.058820166, 0.22500882, -0.26254514, 0.007614947, -0.265352, -0.067624144) * go_11(1.0, 0.0); + result += mat4(0.07264534, 0.013439377, 0.002236739, -0.18097728, 0.07698999, 0.15176728, 0.12372462, 0.101661354, 0.19917522, 0.036132462, -0.1351664, -0.020807575, 0.015356301, -0.06299266, 0.20859388, -0.0945306) * go_11(1.0, 1.0); + result += vec4(0.009461313, 0.07088384, -0.10474157, -0.021341816); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!SAVE conv2d_13_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_12_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_12_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_12_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_12_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_12_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_12_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_12_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_12_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0073285024, 0.1144, -0.028449252, -0.016121224, 0.083792746, -0.14174786, 0.008513715, -0.00956473, -0.00084582175, 0.03225489, -0.020331481, -0.00515214, -0.12380283, -0.12599367, 0.08165983, -0.060773954) * go_0(-1.0, -1.0); + result += mat4(0.1844192, 0.19258575, 0.14895016, 0.113389224, -0.07706893, 0.05490408, 0.10513003, -0.023520403, -0.037016764, -0.035634924, 0.0938482, -0.08073502, 0.07596125, -0.036542032, -0.06776929, -0.12594356) * go_0(-1.0, 0.0); + result += mat4(0.012521706, 0.08256602, 0.024437962, -0.14232518, -0.19811064, 0.039305065, 0.075605676, -0.037288472, -0.012442823, -0.008825962, 0.06694387, -0.03606097, -0.0106425695, 0.021793168, -0.215198, -0.17412446) * go_0(-1.0, 1.0); + result += mat4(0.09952389, -0.045461636, -0.07098339, -0.058084775, 0.0452419, -0.007112955, -0.057224195, -0.00600692, -0.087406546, -0.036380418, 0.004223704, -0.03609955, -0.043148678, -0.104169935, -0.029539566, 0.036258627) * go_0(0.0, -1.0); + result += mat4(-0.068943344, -0.040103976, 0.18191427, -0.0041341195, -0.025713405, 0.09959399, 0.15007588, 0.031151265, -0.024080817, 0.0045685447, -0.13444759, -0.045419164, -0.032590732, 0.03200801, -0.008675603, -0.14013636) * go_0(0.0, 0.0); + result += mat4(-0.031968147, -0.014955117, -0.04463007, 0.27010003, -0.061639994, -0.067749135, -0.13919078, -0.16372173, 0.14469743, -0.005122931, 0.10154323, 0.09967675, -0.16811277, 0.10617033, -0.06715782, -0.05695443) * go_0(0.0, 1.0); + result += mat4(0.21285576, -0.025202936, -0.05149528, -0.04807916, 0.014124108, -0.06361748, 0.08658223, -0.060488764, -0.014000632, 0.044802517, 0.0056479573, -0.014354928, 0.062085636, -0.101351716, -0.028882004, -0.11025039) * go_0(1.0, -1.0); + result += mat4(-0.10832846, -0.09870117, 0.030997222, -0.065083735, 0.026517184, -0.09490458, -0.049755707, 0.14329442, -0.020726258, 0.14553492, -0.024541749, 0.004853816, 0.014107099, 0.060158994, -0.018872442, 0.048374992) * go_0(1.0, 0.0); + result += mat4(-0.025663745, -0.1282767, -0.02868958, -0.033771988, -0.023652168, 0.16181502, -0.009278636, -0.083927155, 0.010536508, -0.07318884, 0.07950583, 0.049379278, -0.045263678, -0.07319993, -0.030431932, -0.0056823073) * go_0(1.0, 1.0); + result += mat4(-0.045902874, -0.058456294, -0.012317956, -0.026984705, 0.16147104, -0.0013008458, -0.0025830006, 0.008972224, -0.26794544, -0.24461915, 0.091435395, 0.053719312, 0.050468277, -0.06685586, -0.044531353, -0.011795062) * go_1(-1.0, -1.0); + result += mat4(0.024308898, -0.08895609, -0.058555327, -0.0006793974, 0.116873205, 0.041545838, -0.16915888, 0.16392942, -0.17633331, -0.2355732, 0.038373847, 0.08613005, 0.07204081, 0.042067327, -0.0425792, 0.05513903) * go_1(-1.0, 0.0); + result += mat4(0.036078498, 0.077769436, -0.15350284, -0.09892574, 0.064394854, 0.12807368, 0.039891828, -0.040717658, -0.050314497, -0.06526016, 0.080487415, -0.0027639167, -0.11946653, -0.15888226, -0.015598435, 0.12251406) * go_1(-1.0, 1.0); + result += mat4(0.1290664, -0.058534194, -0.018295934, -0.07940514, 0.12432192, 0.010142306, 0.072547734, -0.13980152, 0.16458817, -0.1394504, 0.13792835, 0.047197863, 0.028533489, -0.011749858, -0.010762649, 0.1392874) * go_1(0.0, -1.0); + result += mat4(0.016710546, 0.19675231, -0.20401473, -0.039095316, -0.06946871, 0.23567766, 0.16483572, -0.09938507, -0.060242232, 0.097428754, 0.030363632, -0.11512725, 0.024087626, 0.05314576, -0.17251213, 0.07648474) * go_1(0.0, 0.0); + result += mat4(-0.032573838, -0.013386335, 0.087401345, 0.21951716, -0.08565474, -0.032799773, 0.13515915, 0.26348254, -0.07747111, 0.0030196665, -0.0018466014, 0.17031538, 0.02935537, 0.0899902, 0.06186042, -0.13625641) * go_1(0.0, 1.0); + result += mat4(0.1215287, -0.042131472, -0.032923955, 0.100939475, -0.041368138, 0.03694828, 0.1103769, -0.030717807, -0.13684453, 0.051721994, 0.025304647, -0.15890115, 0.07639035, 0.052489985, -0.04128077, -0.025718726) * go_1(1.0, -1.0); + result += mat4(-0.06296705, 0.05318694, -0.1371503, -0.14969784, -0.07175306, -0.030627202, 0.07334587, -0.009825863, -0.026530674, 0.27626765, 0.14821655, -0.054016598, -0.056228504, 0.053841833, -0.029819967, -0.015623155) * go_1(1.0, 0.0); + result += mat4(0.014230513, -0.036077388, -0.024240652, -0.06880111, 0.064582616, 0.03517346, 0.07762339, 0.05755708, -0.06749824, -0.05977129, 0.12002247, 0.116844185, -0.11934344, 0.1391766, 0.108214654, -0.035656262) * go_1(1.0, 1.0); + result += mat4(0.030574623, -0.043842327, 0.08950769, -0.0781518, 0.0700672, 0.013383238, -0.07802362, -0.005014419, 0.11088969, -0.00067165383, -0.0010111893, 0.058019243, -0.07366968, -0.08484348, 0.029948575, -0.11502251) * go_2(-1.0, -1.0); + result += mat4(-0.03321966, -0.03131673, 0.004264257, -0.07305327, 0.008054816, -0.16758922, -0.077912085, 0.22058341, 0.111255586, -0.16060875, 0.017004827, -0.02669972, -0.05014059, 0.040101267, 0.16079256, -0.055537276) * go_2(-1.0, 0.0); + result += mat4(0.029244121, -0.0009780902, -0.017093815, 0.09454508, 0.18911603, 0.051392034, 0.046200924, -0.026249861, 0.0046592955, 0.12321392, -0.11588059, -0.094899625, -0.081606835, 0.17119391, 0.02356436, -0.06047765) * go_2(-1.0, 1.0); + result += mat4(-0.08362705, -0.06756961, -0.011758277, 0.023169149, -0.0982184, 0.025456898, -0.07539763, 0.042874064, 0.02100778, -0.0011199011, 0.006442546, -0.07147588, -0.13854757, -0.011658099, 0.05515101, -0.048050303) * go_2(0.0, -1.0); + result += mat4(0.041595772, -0.06479202, 0.073927626, -0.08536628, 0.16164385, 0.118004836, -0.049047295, 0.10522248, 0.10745737, 0.0012640969, -0.02454351, -0.09574172, -0.009729581, -0.15371798, 0.08798129, -0.009216726) * go_2(0.0, 0.0); + result += mat4(0.18971667, 0.038998246, -0.016063264, -0.2233412, -0.03163863, -0.0012289709, -0.17130315, 0.20456445, 0.064184405, -0.07345441, 0.0020790182, 0.28172332, -0.111298844, 0.0412622, -0.11383462, -0.048998356) * go_2(0.0, 1.0); + result += mat4(-0.034762207, 0.011346329, 0.013585003, 0.07626756, -0.008399175, 0.051606014, -0.0016094594, 0.116053745, -0.069778696, -0.02106771, 0.06336068, 0.048622433, 0.04220354, 0.012939275, -0.08267461, -0.018460738) * go_2(1.0, -1.0); + result += mat4(-0.05582388, -0.10123286, -0.035177495, 0.017128762, 0.018628815, 0.114519656, -0.17636241, -0.10691338, 0.0677963, -0.071575046, 0.18769145, 0.06880732, 0.09815737, -0.045370102, 0.16686986, -0.13218194) * go_2(1.0, 0.0); + result += mat4(0.01283213, 0.01792951, 0.02459982, -0.009541486, 0.1449442, -0.05620025, 0.05726557, 0.05816645, -0.022686943, 0.12581968, -0.07425121, -0.02544034, 0.027782356, 0.014084096, 0.091578476, -0.06339972) * go_2(1.0, 1.0); + result += mat4(0.09170037, -0.057594847, -0.048079927, 0.03068779, 0.05709864, 0.090370096, 0.015733121, -0.05854891, -0.000527767, 0.032967974, -0.026428627, 0.008033896, 0.00573661, -0.014222908, 0.032641955, 0.015299854) * go_3(-1.0, -1.0); + result += mat4(-0.009710511, -0.0935564, -0.06879577, 0.05684709, -0.068999484, 0.10311587, 0.013332367, 0.038386244, -0.04635856, -0.12024988, -0.06825258, -0.05990099, -0.028174242, 0.036818985, 0.16706839, 0.05890767) * go_3(-1.0, 0.0); + result += mat4(-0.049004596, 0.0071681594, -0.0003602087, 0.052849717, -0.03787924, -0.041698013, 0.10563769, -0.09920582, 0.10934604, 0.04542626, -0.07011054, -0.010804346, -0.09419844, 0.046702333, 0.09464839, -0.06823736) * go_3(-1.0, 1.0); + result += mat4(-0.06845078, 0.079021424, 0.06258286, 0.020676255, -0.15648174, 0.1546939, 0.10862024, 0.052000657, 0.13929878, 0.025340393, 0.07040901, 0.07678263, 0.077283464, -0.028596027, 0.006053985, -0.022158029) * go_3(0.0, -1.0); + result += mat4(0.1898525, 0.031312715, 0.046924386, -0.19242099, -0.107252344, 0.077114165, 0.056004215, 0.17428507, -0.04107143, -0.0017563916, 0.12068614, -0.07025747, 0.0495018, 0.061851952, 0.04582248, -0.12431049) * go_3(0.0, 0.0); + result += mat4(0.04685794, -0.24174146, 0.12526262, 0.064534366, -0.050500534, 0.039266504, 0.2439988, 0.17523831, -0.119745165, 0.14102112, -0.20475648, 0.13149914, 0.04693847, 0.06230117, -0.023996271, 0.1514883) * go_3(0.0, 1.0); + result += mat4(0.118849516, 0.013412991, -0.011626599, -0.09768175, -0.050567433, 0.039465338, 0.13075048, -0.14289309, 0.06579954, 0.16555893, 0.059839517, 5.761098e-05, -0.062406965, -0.06764621, 0.017046073, 0.044707622) * go_3(1.0, -1.0); + result += mat4(-0.28945863, 0.08326169, -0.11057029, -0.106940016, -0.051118366, -0.06687964, 0.12088523, -0.00041864708, 0.15931313, 0.04360352, 0.0397097, 0.12181111, 0.031510625, -0.02240916, -0.0924032, 0.1202205) * go_3(1.0, 0.0); + result += mat4(-0.07147302, -0.17362182, 0.03459316, 0.12722759, -0.1753165, -0.09206796, -0.052553307, -0.026404735, 0.029995566, 0.07550818, 0.06890055, -0.10341684, -0.014903289, -0.04990785, -0.04519027, -0.027501447) * go_3(1.0, 1.0); + result += mat4(0.07138481, -0.0038964448, -0.005265701, 0.049808584, 0.024613097, 0.020280845, -0.009967596, 0.06767395, -0.0014587453, 0.06428319, 0.009853714, 0.0805809, -0.06697533, 0.10875888, 0.008187896, -0.017631983) * go_4(-1.0, -1.0); + result += mat4(-0.105059646, 0.103035234, 0.036589332, 0.042030305, -0.051373392, 0.0813933, -0.0115074115, 0.06314272, -0.14578332, -0.07321146, 0.0075932927, 0.15132259, -0.06733089, -0.027117083, -0.0137548195, 0.020148296) * go_4(-1.0, 0.0); + result += mat4(-0.023517285, 0.07467649, 0.002414846, -0.030077169, -0.12513128, 0.011966318, -0.027944475, 0.057034615, 0.16515931, 0.17047071, -0.1264862, 0.024301132, -0.040884867, 0.008070243, 0.09515736, -0.0060314722) * go_4(-1.0, 1.0); + result += mat4(0.08074076, 0.05345624, -0.007762251, 0.01000389, 0.015026349, 0.19908209, 0.030870045, -0.002091911, -0.04621573, 0.31838396, 0.043386586, -0.13836883, -0.067041874, 0.13646385, -0.07350671, 0.085673265) * go_4(0.0, -1.0); + result += mat4(-0.009446313, -0.086647004, 0.20637676, 0.09238394, -0.07296768, -0.12657352, 0.033024136, -0.039740272, -0.077770784, -0.11818795, -0.06578987, -0.0027090618, -0.025300732, 0.12950556, -0.10867766, 0.07387452) * go_4(0.0, 0.0); + result += mat4(-0.012949134, 0.002368703, -0.05297392, -0.10257698, -0.0016853989, 0.075996935, 0.37122545, -0.170613, 0.08732584, 0.049392555, -0.08441015, 0.090052694, -0.062295914, 0.0514166, -0.114991166, -0.043510597) * go_4(0.0, 1.0); + result += mat4(0.07511509, 0.10691906, -0.09244783, 0.034469042, 0.032568026, 0.06024701, 0.022134718, -0.0438891, 0.0957752, 0.125792, -0.06911089, -0.070889555, 0.03087342, 0.06723071, -0.009557929, -0.0040924344) * go_4(1.0, -1.0); + result += mat4(-0.063599, -0.039187234, -0.1455675, 0.035936676, 0.03576043, -0.030747093, -0.0051067425, 0.2659986, 0.093633436, 0.07147859, -0.062383216, 0.15169801, 0.019225782, -0.04582221, -0.11768761, 0.04416685) * go_4(1.0, 0.0); + result += mat4(0.12102416, -0.0039739963, 0.11366815, -0.05148291, -0.021116538, -0.09035905, -0.06349737, 0.22651246, 0.057436086, 0.039311353, -0.10376212, 0.02372195, 0.027644427, -0.06448787, -0.09167275, 0.034432348) * go_4(1.0, 1.0); + result += mat4(0.038848106, 0.07249798, -0.009243467, -0.021106344, 0.124446444, 0.033429075, -0.098644614, 0.040856678, -0.020178655, 0.024375686, -0.071492255, 0.07167701, 0.04130454, 0.042335343, -0.037061527, -0.013655684) * go_5(-1.0, -1.0); + result += mat4(-0.08597521, 0.07135394, 0.0720867, -0.03400516, 0.056643173, 0.09423204, -0.020569563, -0.058777962, 0.08046976, 0.19311704, -0.055601787, 0.13167216, -0.035867438, -0.01827487, -6.583423e-06, 0.038280442) * go_5(-1.0, 0.0); + result += mat4(-0.09820444, -0.13486221, 0.051271014, 0.07005367, 0.035737857, 0.05315366, 0.03366102, -0.10708526, 0.1158274, 0.04591135, 0.08571514, 0.17452762, 0.04824592, -0.081473194, -0.031728912, 0.1585771) * go_5(-1.0, 1.0); + result += mat4(-0.0114516895, -0.01025222, -0.09740883, 0.03264085, 0.025597531, 0.119531736, -0.03077349, -0.037301112, -0.060548894, 0.01302994, 0.022838226, -0.08893953, -0.012516718, -0.007956795, 0.045615423, -0.055380967) * go_5(0.0, -1.0); + result += mat4(-0.11728873, 0.10199893, 0.12820518, 0.03423381, -0.24956615, 0.026927155, 0.014175251, 0.14897104, 0.08224876, -0.08608348, 0.022037864, 0.02436408, 0.0013599518, -0.08172911, 0.051339805, 0.07229407) * go_5(0.0, 0.0); + result += mat4(0.046455204, -0.1374244, -0.059397817, -0.0033628163, -0.06473753, -0.06036789, -0.06340971, 0.16669442, 0.10911536, 0.11359795, 0.22375688, -0.023882419, -0.12102076, -0.020444589, -0.045046736, 0.0068718884) * go_5(0.0, 1.0); + result += mat4(-0.03842321, -0.0011430852, -0.1129748, 0.0152855525, 0.04225248, 0.07387769, -0.027725972, -0.12106088, 0.08656801, -0.11954636, 0.05836412, -0.026802814, -0.041883703, -0.006556173, -0.076189294, 0.0075946534) * go_5(1.0, -1.0); + result += mat4(-0.11975804, -0.026911994, -0.026712572, 0.031212423, -0.0151992105, -0.092190824, 0.06715746, 0.012447212, -0.07223334, -0.09728792, -0.035994522, -0.08701858, 0.04673519, -0.022955962, 0.06816874, 0.054100472) * go_5(1.0, 0.0); + result += mat4(-0.1257005, 0.077909276, 0.03910652, -0.043313637, 0.09700322, -0.15070638, 0.036137406, 0.13088217, 0.030530911, 0.0016815565, -0.026481835, 0.09376303, 0.099763535, 4.2914176e-05, 0.018758861, -0.0356672) * go_5(1.0, 1.0); + result += mat4(0.026617827, -0.07566226, -0.05574729, 0.002619947, -0.018364744, 0.03922602, 0.05693076, -0.049689196, 0.049535688, 0.11005654, 0.0007408533, 0.027861353, 0.01303123, -0.008263306, 0.0026142458, 0.0020303824) * go_6(-1.0, -1.0); + result += mat4(0.038180836, 0.15543976, -0.0673784, -0.22783698, 0.042372238, -0.05000301, -0.07438901, 0.008299556, -0.15254645, -0.35337922, -0.06896136, 0.055395104, -0.077446155, 0.06480281, 0.13135155, -0.06336489) * go_6(-1.0, 0.0); + result += mat4(0.013998281, -0.095250584, -0.1162938, 0.10443475, 0.01559043, -0.01954385, -0.04662086, -0.100116424, 0.0068218485, 0.08356167, -0.013595677, -0.18526508, -0.0046224687, -0.03307869, -0.026683096, 0.021306116) * go_6(-1.0, 1.0); + result += mat4(-0.05738453, 0.049279623, -0.105201654, 0.09385343, -0.039480492, 0.14974229, -0.047360666, -0.02304541, 0.09902975, -0.037706945, 0.009562135, -0.13266477, 0.020257646, -0.055444866, 0.0121131465, 0.121142514) * go_6(0.0, -1.0); + result += mat4(0.05217112, 0.05005239, -0.18094581, -0.00026700262, -0.18397138, -0.0884597, -0.18545485, -0.09732425, -0.09282272, 0.02182749, -0.061359994, 0.18474235, -0.004717591, -0.13706946, 0.03750989, -0.047550667) * go_6(0.0, 0.0); + result += mat4(0.08423895, 0.05750411, -0.0032509726, -0.122791305, -0.076915234, -0.029152788, 0.11213724, 0.14263733, -0.12443673, 0.091285, 0.033931304, -0.02466215, 0.1374147, -0.03435951, -0.054114643, -0.099046014) * go_6(0.0, 1.0); + result += mat4(-0.045449812, 0.04269483, 0.020021262, -0.037943713, 0.07428274, 0.09515684, -0.07982024, -0.024519997, -0.025611475, -0.101608135, 0.029099166, -0.02519268, -0.015601077, 0.056554224, -0.039773546, 0.057046406) * go_6(1.0, -1.0); + result += mat4(0.09342597, 0.015473878, -0.16283993, 0.14848809, 0.1926289, 0.038931195, 0.042676132, -0.13609187, -0.026968451, -0.1338714, 0.046281263, 0.04109745, 0.061672427, 0.064506166, -0.030910177, -0.093653575) * go_6(1.0, 0.0); + result += mat4(-0.048423905, 0.075119875, -0.08892323, -0.09006796, -0.03462919, -0.08672442, 0.1547159, 0.09314443, 0.0017917264, -0.05849465, 0.06419662, -0.1487664, 0.048129495, 0.0463128, 0.020289388, -5.981608e-06) * go_6(1.0, 1.0); + result += mat4(-9.851486e-06, -0.07218598, 0.052535016, 0.06027138, -0.15785162, 0.03050819, 0.02106052, -0.09309737, 0.042012095, 0.07350871, -0.041321676, -0.14675662, -0.13095592, -0.040717825, 0.008294166, 0.034474954) * go_7(-1.0, -1.0); + result += mat4(-0.038354237, -0.092948794, 0.019369636, 0.008319703, 0.023776436, -0.23507029, -0.068587035, 0.03261793, 0.16731012, 0.045434996, -0.061696, -0.076626495, -0.2707249, -0.24755555, 0.062551945, 0.18912214) * go_7(-1.0, 0.0); + result += mat4(0.0028535714, 0.004508511, 0.096679166, -0.009332624, 0.10854221, -0.01782062, -0.09737422, 0.06195523, -0.035627376, -0.050932128, -0.056977615, 0.13018712, -0.13412024, 0.0424353, 0.120904125, 0.05599382) * go_7(-1.0, 1.0); + result += mat4(-0.015340826, -0.07891277, -0.053788327, -0.020577412, -0.103371054, -0.090662785, -0.025638962, -0.022323575, -0.0019410624, 0.22900255, -0.15850206, -0.03873904, -0.20835614, 0.022200054, -0.0296877, -0.017205235) * go_7(0.0, -1.0); + result += mat4(0.16326539, -0.10507174, -0.08517645, -0.1587064, 0.12344322, -0.12928641, 0.04858697, 0.09372904, -0.113734014, -0.11043106, 0.11609328, -0.10636852, 0.043770313, 0.045527533, 0.053363122, -0.101359725) * go_7(0.0, 0.0); + result += mat4(0.03874898, -0.072903655, -0.16248351, 0.02170108, -0.0047495393, 0.040323067, -0.23720509, -0.03009885, 0.012279186, -0.008126828, 0.044663064, -0.073465705, -0.043972623, -0.18373902, 0.09990013, -0.0821802) * go_7(0.0, 1.0); + result += mat4(-0.09972298, -0.06412786, -0.01765875, -0.020713106, -0.009848888, -0.10317782, -0.09639411, 0.051942635, -0.0686546, 0.07412253, 0.007564022, -0.06840922, 0.06594286, -0.14784402, -0.10125296, -0.038264908) * go_7(1.0, -1.0); + result += mat4(-0.0047137165, -0.001068608, 0.21495393, 0.08257355, -0.062070042, -0.027696218, -0.070565164, -0.14301781, -0.08518445, -0.14908811, 0.05988329, 0.07008356, -0.06789062, -0.056065448, 0.1198869, 0.04058338) * go_7(1.0, 0.0); + result += mat4(-0.015345579, 0.06684426, 0.10084448, 0.0088868365, 0.0132896565, 0.041835576, 0.035257474, -0.17815806, 0.007956943, -0.032787424, -0.024117455, -0.03163458, -0.056054153, 0.004654151, -0.07459875, 0.11490104) * go_7(1.0, 1.0); + result += mat4(-0.15243347, 0.07784731, -0.06488782, 0.06915179, -0.1042157, -0.0063538626, -0.0009144965, 0.022165874, 0.0939912, -0.060952082, -0.035661597, 0.088764325, -0.08225544, -0.00034364447, 0.059582185, 0.06101212) * go_8(-1.0, -1.0); + result += mat4(0.02576822, -0.012206138, 0.11534684, 0.055573255, -0.03394477, 0.014038397, -0.04380724, 0.088514894, 0.1200793, 0.07140723, -0.07684597, 0.24095225, 0.026512349, 0.17956263, 0.051159423, -0.012580184) * go_8(-1.0, 0.0); + result += mat4(-0.10280494, -0.04676712, -0.05843146, 0.015999107, -0.05758121, 0.0056103356, 0.04461152, 0.023359446, 0.19975519, 0.051141366, -0.078616165, 0.026869029, -0.011151981, -0.099599086, 0.12227358, 0.014200019) * go_8(-1.0, 1.0); + result += mat4(-0.059605133, 0.063668884, -0.18279727, -0.06218689, -0.037377298, -0.007869956, 0.009291009, -0.1827175, 0.041651864, 0.0020291011, -0.030416429, -0.11812194, 0.06668284, 0.060038287, -0.04037278, 0.16196628) * go_8(0.0, -1.0); + result += mat4(-0.096491545, -0.19636984, -0.09967021, 0.046787925, 0.10620118, -0.008389387, 0.09885796, -0.18576227, 0.1024246, 0.13532446, -0.03397235, -0.05172352, 0.18370149, 0.036553577, 0.09388728, -0.043989357) * go_8(0.0, 0.0); + result += mat4(0.066382125, -0.026792534, 0.14122616, -0.12131764, 0.06294349, 0.015747132, 0.09217337, -0.09790492, 0.095229484, 0.19190969, -0.11818544, -0.10085346, -0.18416224, 0.023202911, 0.09271642, 0.23478268) * go_8(0.0, 1.0); + result += mat4(0.09447352, 0.033897415, -0.016522475, -0.17572474, 0.028981324, 0.0018837937, -0.08916694, 0.027672661, 0.061623577, -0.058480777, -0.06758095, 0.12866256, 0.02247829, -0.033075545, 0.0032707753, 0.013970644) * go_8(1.0, -1.0); + result += mat4(-0.04512953, -0.006859464, 0.015446434, 0.08710148, 0.055711135, -0.10423202, 0.03748765, -0.016468337, 0.044911206, 0.087307915, -0.12144139, 0.13479358, 0.02751335, 0.082123764, 0.09411991, -0.034485392) * go_8(1.0, 0.0); + result += mat4(0.022169681, -0.0068143625, -0.10993536, -0.031404734, 0.04424674, -0.058773458, -0.042220823, 0.16127633, 0.016275568, 0.11400015, -0.015690884, 0.088035434, 0.06922791, -0.023435324, 0.10064401, 0.09267874) * go_8(1.0, 1.0); + result += mat4(-0.1782865, 0.07054037, -0.036841866, 0.0027666213, -0.02632288, 0.0015316358, -0.06624319, 0.032665364, 0.0021892237, 0.09393096, 0.13208792, -0.0105601875, -0.17870188, 0.007641018, 0.055615738, -0.08728049) * go_9(-1.0, -1.0); + result += mat4(0.08148005, 0.04158415, 0.09060661, -0.11671241, -0.035112634, -0.1879075, 0.10603404, 0.09183375, -0.16071059, 0.005687797, 0.120401785, 0.20553902, 0.0066707535, 0.039705288, -0.17833412, -0.10277116) * go_9(-1.0, 0.0); + result += mat4(0.00935989, -0.06176358, 0.014277336, 0.034557488, 0.066875, 0.0862966, -0.049054243, -0.10625051, 0.045639876, 0.044773396, 0.02746294, -0.024615739, -0.056873348, -0.19391094, 0.006037808, 0.07711238) * go_9(-1.0, 1.0); + result += mat4(-0.018254511, -0.07702511, -0.09783025, 0.08643163, 0.011246615, -0.059354555, 0.02855532, 0.12298178, 0.2437121, -0.29886153, 0.054966837, -0.095045045, 0.11756467, -0.06513223, -0.0016535377, 0.06794207) * go_9(0.0, -1.0); + result += mat4(0.016108505, -0.04997615, -0.00024112452, -0.09193975, 0.1856019, -0.15356213, -0.054513704, -0.020927668, 0.03684128, 0.09704155, -0.084586345, -0.21800655, -0.09882999, -0.016440451, -0.048516043, -0.13391587) * go_9(0.0, 0.0); + result += mat4(0.039977428, 0.097578354, 0.043029457, -0.09663385, 0.03071626, 0.14550355, -0.0696754, -0.3449407, -0.037196707, -0.13095449, -0.046562403, -0.061313603, -0.024870088, -0.049175426, 0.33485088, -0.08358319) * go_9(0.0, 1.0); + result += mat4(0.0015286271, -0.0026336326, -0.094711356, 0.11006902, -0.04633053, 0.10527113, -0.06205313, -0.28493193, 0.048049364, -0.042089403, 0.011710424, -0.04857293, -0.029495597, -0.017112227, 0.0012348545, -0.02752836) * go_9(1.0, -1.0); + result += mat4(0.046538536, -0.023575861, 0.03094845, 0.05480927, -0.17506556, -0.045232266, 0.017766241, 0.14280976, -0.07590854, 0.1276856, 0.058306232, -0.02613282, -0.11833011, 0.08944493, -0.052370444, -0.14713956) * go_9(1.0, 0.0); + result += mat4(0.012637563, 0.008217245, -0.08480833, -0.13084638, 0.065384135, -0.009895516, -0.20701924, 0.12837902, -0.059713166, 0.024723526, -0.027992334, 0.12180597, -0.12572676, -0.016534502, 0.124470286, -0.1363946) * go_9(1.0, 1.0); + result += mat4(0.18593562, -0.0051782066, -0.020224098, -0.1386619, 0.05130401, 0.15748414, 0.03450984, 0.040225152, -0.02889547, -0.02718944, 0.07736039, 0.023701066, 0.1302447, -0.14498575, -0.055298295, 0.040914822) * go_10(-1.0, -1.0); + result += mat4(0.11004461, -0.16199613, -0.091347575, -0.114197075, -0.034037385, 0.19214474, 0.049589656, -0.109024644, -0.010905539, 0.058671206, -0.048906345, -0.008446876, -0.0031526713, 0.21078502, -0.036269456, -0.06723946) * go_10(-1.0, 0.0); + result += mat4(0.07250265, -0.018816743, -0.09929977, 0.032101557, 0.10881066, -0.00010400672, 0.108172834, 0.08361807, 0.11298455, 0.074784614, 0.055241544, 0.04762545, -0.06515471, 0.08897986, 0.008379875, -0.07011084) * go_10(-1.0, 1.0); + result += mat4(-0.037894815, -0.008045648, 0.0888077, 0.07331456, -0.12187046, 0.0033435533, -0.022942739, 0.16695428, 0.06164513, -0.095686994, 0.0013730039, 0.10199585, 0.15013579, -0.009080806, -0.03657549, -0.065426916) * go_10(0.0, -1.0); + result += mat4(-0.004013369, -0.17360747, 0.05414763, 0.06375205, -0.10889334, -0.055886485, 0.047731172, 0.05977598, 0.024458587, -0.020509373, 0.030456785, 0.14313094, 0.05425161, 0.09258172, 0.06311785, -0.2629252) * go_10(0.0, 0.0); + result += mat4(-0.016907271, 0.118635885, -0.18949707, -0.0011007185, -0.28727284, 0.029711474, -0.003690914, 0.40358377, -0.08520288, 0.0258065, 0.049587388, -0.07931061, 0.031626217, 0.017429618, 0.019582555, 0.2520346) * go_10(0.0, 1.0); + result += mat4(-0.064963594, -0.07345291, 0.031211207, -0.081731334, -0.041860837, 0.111285105, -0.02386965, 0.029508088, 0.06570827, 0.032190915, 0.029017994, -0.007853172, 0.109014794, 0.010181781, -0.0058167228, 0.15205674) * go_10(1.0, -1.0); + result += mat4(0.027170207, 0.1486736, 0.006372495, 0.0011600445, 0.08422548, -0.058934882, 0.041347407, 0.052883595, 0.1424048, -0.016864024, -0.04316707, -0.08030044, 0.12680447, -0.01127752, -0.12602247, -0.06503987) * go_10(1.0, 0.0); + result += mat4(-0.041788876, 0.08606494, -0.15738836, -0.17636767, 0.0480688, -0.0700853, 0.028580366, 0.0092484625, 0.12044988, -0.07079011, -0.03747581, 0.06888978, 0.17255403, -0.0006838143, 0.0040460005, -0.10643291) * go_10(1.0, 1.0); + result += mat4(0.07401081, 0.04960394, -0.066631116, -0.065161556, 0.026498554, -0.12518874, -0.008372493, 0.017836042, -0.08611183, 0.0795497, -0.019199701, 0.09260083, -0.08744388, -0.025358027, -0.020288857, 0.0647643) * go_11(-1.0, -1.0); + result += mat4(0.07573632, 0.0049297865, 0.13689183, 0.029173596, 0.08479172, -0.1565775, -0.048143834, 0.0036008377, -0.07490405, 0.06974998, 0.13531724, -0.021589145, -0.15455271, -0.09218846, 0.1917218, -0.04572285) * go_11(-1.0, 0.0); + result += mat4(-0.029948816, 0.05627412, -0.08699774, -0.033425257, 0.026753966, 0.0055132178, -0.12654705, -0.013280826, -0.013210384, 0.005506719, 0.031000486, -0.10313698, -0.038243894, -0.008856653, -0.07068933, -0.10803686) * go_11(-1.0, 1.0); + result += mat4(-0.21768126, 0.10281481, -0.022190897, 0.017938625, -0.039360717, -0.07557826, 0.08850099, 0.038470805, -0.14095385, 0.13912949, 0.040561084, 0.07350307, -0.08139831, 0.07229395, -0.046203356, -0.09418806) * go_11(0.0, -1.0); + result += mat4(-0.03231932, -0.16729882, 0.035130963, 0.0945745, -0.005259539, 0.018022949, 0.077319324, 0.12292019, 0.006306613, -0.15831412, -0.053213973, -0.21296674, 0.06455828, -0.23165533, -0.11016384, 0.14670803) * go_11(0.0, 0.0); + result += mat4(-0.079640575, 0.14209795, -0.030955706, -0.17259082, 0.011810231, 0.047312025, -0.0027014536, -0.006381721, -0.022472214, -0.16536534, -0.11361088, 0.080804676, -0.025946518, 0.113763586, -0.08722575, 0.015981471) * go_11(0.0, 1.0); + result += mat4(-0.06706822, 0.101619706, -0.16287632, -0.042936955, -0.13380222, 0.04823709, -0.013803056, -0.030115962, 0.0570302, 0.01748295, -0.14060444, 0.059740417, -0.19601041, -0.09340839, -0.0056360997, -0.00664096) * go_11(1.0, -1.0); + result += mat4(-0.07372797, -0.14746109, 0.12448749, 0.20013757, 0.021589998, -0.06775985, 0.025327493, 0.013156906, -0.03920706, 0.12402617, -0.057481002, -0.124450065, -0.098899804, 0.021724703, -0.14238444, 0.05230443) * go_11(1.0, 0.0); + result += mat4(-0.0789226, 0.052890714, -0.027140282, -0.14738554, -0.033786625, 0.027208649, 0.02971969, -0.04986773, -0.036140896, -0.053769954, 0.050002765, 0.19128278, -0.060128435, -0.03388751, -0.07496682, 0.01401696) * go_11(1.0, 1.0); + result += vec4(-0.05125199, 0.034429967, -0.032718506, 0.025534676); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.009551103, -0.1578829, -0.023872105, 0.032085985, 0.027971271, 0.039934665, -0.28228688, -0.061062165, 0.100776665, -0.04452535, -0.006273476, -0.09813465, 0.004865175, 0.09403208, -0.20160039, 0.413236) * g_0; + result += mat4(0.18565936, 0.035244744, -0.08872044, 0.022702076, -0.11219526, 0.050610166, -0.029482607, -0.15944795, 0.11747894, -0.034937173, -0.10601389, -0.07908995, -0.06948369, 0.078262895, -0.10566501, -0.0712045) * g_1; + result += mat4(0.15651268, -0.051332787, -0.16583267, 0.04954766, 0.041720442, -0.14801401, -0.011037535, -0.05058025, 0.078457914, 0.042230852, -0.072076604, 0.22530177, 0.06007432, -0.00476048, 0.045151718, 0.21380138) * g_2; + result += mat4(-0.24534833, -0.11603982, -0.18161574, -0.07407666, -0.19366856, 0.06265982, -0.13283755, -0.14593442, -0.13195409, -0.039278407, 0.08604219, 0.29780805, 0.008677809, 0.06479625, 0.015411021, 0.034155287) * g_3; + result += mat4(0.05640475, 0.037920874, -0.09059915, -0.08817172, -0.27626717, 0.12396845, -0.13103396, 0.0026781796, 0.15049712, 0.07754007, -0.19105206, 0.17042683, 0.3114985, -0.09133819, -0.021938948, 0.254589) * g_4; + result += mat4(-0.16998518, -0.20131175, 0.027466161, 0.11566531, 0.18034823, 0.072060615, -0.23353261, -0.11075216, 0.032076754, -0.021048, 0.012148336, 0.091040045, -0.18995504, 0.08408764, -0.1569736, 0.03552465) * g_5; + result += mat4(-0.04162126, -0.057651754, -0.065363966, -0.18329124, 0.104769826, 0.089769594, 0.15653561, 0.09221142, 0.004628914, -0.057831094, -0.092486836, -0.052079238, 0.12100204, 0.18322322, 0.11601413, 0.0020635729) * g_6; + result += mat4(0.15670863, -0.11881685, 0.2568278, -0.1839135, -0.04724428, 0.06305948, -0.039979734, 0.09861011, 0.03296062, -0.029781949, -0.25168973, 0.05086964, 0.035107438, 0.058550417, 0.03825196, -0.03621426) * g_7; + result += mat4(-0.14257605, -0.18165039, -0.101343095, -0.1612177, -0.07650364, 0.07354628, 0.3225121, -0.0399608, 0.23337401, 0.09668289, 0.17832872, -0.19480577, -0.37638342, 0.009177453, 0.01430114, -0.06184679) * g_8; + result += mat4(0.18150946, -0.17396615, 0.15020455, 0.11095252, -0.04938365, 0.13811995, 0.21872883, 0.1665478, 0.24408577, -0.25829598, -0.05333277, -0.09722728, -0.14163989, -0.2562132, -0.071317025, 0.23899561) * g_9; + result += mat4(-0.06284202, 0.027760154, 0.11999594, 0.17721936, 0.084894985, -0.088369444, 0.017951638, 0.20490159, -0.059588224, 0.02880265, -0.026036453, -0.10354341, 0.10513227, 0.087837726, 0.2588742, -0.27092904) * g_10; + result += mat4(-0.16925864, 0.08769487, -0.09762704, 0.0391378, 0.0035971864, 0.072891735, 0.09307799, 0.27171433, 0.07969811, -0.02832524, 0.018054279, -0.18448217, 0.008436939, -0.041673474, 0.09115246, 0.014632326) * g_11; + result += mat4(0.25382346, 0.065921, -0.07871562, -0.25246596, -0.1803274, -0.12246585, 0.1921425, 0.18788809, -0.061109893, 0.09155593, -0.089252725, -0.27288997, 0.19322978, -0.20218955, 0.12605186, -0.2562263) * g_12; + result += mat4(-0.2838705, -0.040187504, 0.07924205, -0.21460438, -0.12758467, 0.009960648, 0.14958748, -0.20346983, 0.0024511465, -0.0029784795, 0.03761442, 0.13831198, -0.024297677, 0.1012345, -0.084601626, 0.18076244) * g_13; + result += mat4(0.06449929, 0.05275191, -0.12103874, 0.24089414, -0.20560616, -0.10341962, 0.1507051, 0.06430561, -0.13462862, 0.09508162, 0.1236627, -0.012525578, -0.09431966, 0.041634366, 0.08173197, -0.15510611) * g_14; + result += mat4(0.027247978, 0.094439656, -0.03555053, -0.098382965, -0.12275858, 0.07966601, 0.011419914, 0.016940989, -0.059244152, 0.0141640995, 0.28897017, -0.23790632, 0.06870021, 0.065537006, 0.10910026, 0.068046376) * g_15; + result += mat4(0.09527742, 0.07966788, 0.0065336, 0.00047729645, -0.22677961, -0.19132724, 0.038642567, -0.20873657, 0.22698054, -0.17566124, 0.0931999, -0.049740683, -0.13000306, -0.21351433, -0.057329457, -0.101816036) * g_16; + result += mat4(0.009278632, 0.039469216, -0.085109934, 0.28698707, -0.14632075, -0.10635572, 0.08193169, -0.29346558, -0.13445924, 0.14408123, -0.020417368, -0.09325916, -0.20485316, -0.15253286, -0.03744777, -0.003730377) * g_17; + result += mat4(-0.08470291, 0.003728395, 0.107398994, -0.16985098, 0.0072377436, 0.27434322, -0.17388123, 0.015298767, 0.040480837, 0.19347449, 0.077726595, 0.10207363, -0.1588992, -0.0074615697, 0.15348962, -0.2786934) * g_18; + result += mat4(0.12293403, -0.031468052, -0.07419456, -0.039155077, -0.066696815, 0.12546724, 0.17678119, 0.16800387, 0.07157375, -0.06990396, 0.087699026, 0.012418362, -0.05796857, 0.08915443, -0.003907652, 0.024577782) * g_19; + result += mat4(0.049035165, -0.007998411, -0.08784051, 0.05972267, 0.12698646, -0.06103241, -0.004091063, 0.054421507, 0.066380054, -0.17193739, 0.030281775, 0.012471225, 0.36877003, -0.22548924, -0.03885732, -0.18560503) * g_20; + result += mat4(0.06274616, 0.080091685, 0.08087955, 0.07442669, 0.021437827, 0.08772858, 0.03468758, 0.03489351, -0.114316195, -0.1327461, -0.17319082, 0.05784275, -0.14492308, 0.13633093, 0.24737152, -0.17852335) * g_21; + result += mat4(0.07352172, 0.12839572, -0.14603852, 0.038831383, -0.10336226, -0.008882389, 0.2233969, 0.014047068, -0.008017061, 0.0032474427, -0.03606961, 0.13068153, -0.079270124, 0.04567792, -0.11811478, -0.37396926) * g_22; + result += mat4(-0.0875562, 0.0075374576, 0.24364722, 0.3135225, 0.059202157, 0.017321471, -0.44433868, 0.31329906, 0.2166983, 0.15394291, 0.16318081, -0.0053147315, -0.20274022, -0.33773518, -0.22899714, -0.4062436) * g_23; + result += vec4(-0.035847142, 0.032481533, 0.0020201565, 0.07194935); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf1 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1761742, -0.44747975, 0.059779506, 0.03766182, 0.03141564, 0.056810793, 0.008301192, 0.14369194, 0.17527783, -0.0017236042, 0.09834237, 0.09575803, -0.008661739, -0.104841106, -0.16932498, 0.11579545) * g_0; + result += mat4(-0.12777811, 0.032608256, -0.07513904, -0.0039272117, 0.12906359, -0.026142448, -0.037676588, -0.10154283, 0.043286253, -0.051307295, 0.041824408, 0.18696383, -0.09039417, -0.06348285, -0.12320969, 0.03376613) * g_1; + result += mat4(0.104417875, 0.10663846, -0.101657666, 0.01425698, -0.008538496, -0.025354145, 0.035612363, -0.05219493, 0.026766634, -0.10843467, -0.021850081, 0.09590063, -0.09614841, -0.054467317, -0.017985666, 0.13570157) * g_2; + result += mat4(0.07591282, 0.13617313, 0.19501148, 0.14904675, -0.13086428, 0.21186173, 0.20964113, -0.009169893, -0.20719013, -0.14911315, -0.075036585, 0.22582716, 0.10560652, 0.06860698, 0.07254264, 0.19700265) * g_3; + result += mat4(0.20456348, 0.24539794, 0.12823294, -0.16726765, -0.1531631, -0.19301818, -0.07844603, -0.046090215, -0.20239432, 0.03090601, -0.0994392, 0.0952079, 0.0022682967, -0.08098104, -0.03782831, 0.020748707) * g_4; + result += mat4(0.03633377, -0.09185641, 0.09126538, -0.047538064, -0.13509507, 0.03449196, -0.11007355, 0.2173493, 0.20409976, 0.025805485, -0.09973431, -0.19965756, 0.20450562, -0.16382888, 0.058049567, -0.011116461) * g_5; + result += mat4(0.08500784, 0.1650986, -0.16035236, 0.13470611, -0.1060791, 0.18405674, -0.06643479, 0.04466202, -0.0758685, 0.08887386, 0.2379966, -0.17876488, 0.09099816, -0.13912867, -0.022313673, 0.014845894) * g_6; + result += mat4(-0.30880445, -0.25211424, 0.08918694, 0.060770545, -0.28389496, -0.23819323, 0.24819243, -0.116066344, 0.06437278, -0.14691679, 0.046198275, -0.006334894, -0.29351792, 0.11259146, 0.20746972, -0.4178989) * g_7; + result += mat4(-0.106741056, -0.18458399, 0.0067779664, -0.15917686, 0.014802229, -0.17655735, -0.01837346, -0.013440738, -0.036119413, 0.091039784, -0.050894205, -0.030827638, 0.22975314, -0.110873595, -0.29769754, 0.046003085) * g_8; + result += mat4(0.016886916, 0.064219564, -0.17515728, -0.26352295, -0.06157579, 0.20600513, 0.3151227, 0.058217525, -0.008353625, 0.3203168, 0.17482461, -0.014621326, 0.126173, 0.42937633, -0.32928523, -0.18174276) * g_9; + result += mat4(0.08384935, 0.012600786, -0.10611915, 0.2905753, 0.31809968, -0.2115759, -0.11971381, 0.17892627, 0.21938775, -0.08610796, -0.07833694, 0.025847232, 0.15850039, -0.0050456845, -0.15777875, -0.17553087) * g_10; + result += mat4(0.07441658, 0.2089438, 0.09365662, -0.05719887, 0.22574152, -0.13032901, -0.12378451, 0.083824284, -0.15680449, -0.122956805, -0.13531187, 0.08218225, -0.062917516, 0.0080551095, -0.15378468, 0.16125157) * g_11; + result += mat4(-0.050182775, 0.44902998, 0.18556629, 0.011656178, -0.08106504, -0.027293755, -0.026111403, 0.16687864, 0.3194157, 0.29866177, -0.043069556, 0.09596009, 0.032058172, 0.41144785, -0.3589045, 0.13055441) * g_12; + result += mat4(0.23642781, 0.041985907, -0.10103298, 0.052018266, -0.07686496, 0.0155056175, 0.18786597, -0.2506586, -0.17439952, -0.3177631, 0.113115676, -0.14640856, -0.008198415, 0.011810333, -0.050316535, -0.14926358) * g_13; + result += mat4(-0.39796874, -0.062100228, 0.07615961, -0.023087898, -0.22297885, -0.090215296, -0.11415266, 0.16724303, 0.04577964, -0.08540938, -0.063765004, -0.18341166, -0.088879146, -0.05323474, -0.008252758, 0.018424602) * g_14; + result += mat4(0.20078817, -0.060623486, -0.0990207, 0.08031568, -0.15245742, -0.18889837, 0.15183337, -0.007422197, 0.09565667, -0.23462932, -0.16531046, -0.21983044, 0.014405007, -0.03047801, 0.124785386, 0.07483329) * g_15; + result += mat4(0.09068068, 0.020738058, 0.076772, -0.30366233, 0.103929624, -0.22885206, 0.16361028, -0.1170221, 0.12693621, 0.053154428, -0.015516178, 0.16410422, -0.09879072, -0.034197513, 0.08162684, -0.114710785) * g_16; + result += mat4(0.07250333, 0.035765056, -0.22287408, 0.07087545, 0.2388845, -0.17439961, 0.19510424, 0.15644315, -0.026337821, 0.14344972, -0.094487876, -0.15113162, -0.030316673, -0.07807948, -0.057335343, -0.06561144) * g_17; + result += mat4(-0.22793378, -0.090403825, -0.058371782, -0.14358567, -0.012014318, -0.06519256, -0.024871968, -0.21873134, 0.12088611, -0.08515825, 0.095237084, 0.17710285, -0.12732038, -0.008813873, 0.050080344, -0.054026045) * g_18; + result += mat4(-0.14742918, -0.15626287, -0.09105866, -0.10570933, 0.002858163, -0.09366216, 0.0738335, -0.16642094, -0.14428791, 0.027129209, 0.0056066504, -0.105539836, -0.15898356, 0.09733231, -0.09281279, -0.058596354) * g_19; + result += mat4(-0.17503378, -0.07734258, -0.07499573, -0.0036713225, -0.09865644, 0.13322629, 0.05817975, 0.07716319, 0.1798274, 0.20163825, 0.14732292, -0.008401361, -0.010455682, 0.1436539, -0.013620519, 0.21749584) * g_20; + result += mat4(0.12678513, 0.009905442, -0.04881402, 0.015975054, -0.31984022, 0.085915014, 0.15399966, -0.001702288, -0.1199135, -0.45281914, -0.16187267, 0.07849383, -0.20719478, -0.23045829, 0.006563257, -0.12863535) * g_21; + result += mat4(0.019257441, 0.06068494, 0.00059041375, 0.23092182, 0.27663466, -0.06695913, -0.1036311, 0.051746387, 0.12334096, 0.26376775, 0.13009991, 0.041141927, 0.15175597, -0.07524408, -0.22195654, -0.109512396) * g_22; + result += mat4(-0.16434675, 0.18122146, -0.17783065, -0.29658446, 0.044498317, -0.13306247, 0.03333715, 0.38770738, 0.2770302, -0.21413137, -0.29719895, 0.034777734, 0.054781754, 0.32892776, 0.11601829, -0.029398393) * g_23; + result += vec4(-0.12481139, 0.022676378, -0.058046315, 0.03696718); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf2 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.20167744, -0.157522, 0.17093335, -0.2046946, 0.2856094, -0.050556354, 0.007262048, 0.14952745, -0.04247257, 0.17190292, -0.09215134, 0.19234902, 0.11206616, -0.084574, -0.3175454, 0.042932633) * g_0; + result += mat4(-0.07878131, 0.062472034, 0.018257348, -0.19074398, 0.13601506, 0.008776523, 0.267088, -0.012840031, 0.050926745, 0.3572716, 0.12923348, 0.46291292, -0.23700884, -0.15193067, 0.0856555, 0.40051663) * g_1; + result += mat4(0.14584677, 0.013734126, -0.18150613, -0.012350994, 0.17582431, 0.4088792, 0.26603162, 0.091171645, -0.015379834, 0.0488545, 0.24532855, -0.051027495, 0.07409059, 0.08885718, 0.05520881, 0.015742032) * g_2; + result += mat4(-0.06285555, 0.08400318, 0.06185944, -0.18929732, 0.13995175, -0.19606028, 0.010748447, -0.20088021, 0.17389578, -0.029055133, 0.082567476, 0.050448395, 0.035711713, -0.043132007, 0.024843518, -0.09793246) * g_3; + result += mat4(-0.3586075, -0.3017418, -0.1681393, 0.22291918, 0.15187578, -0.19922642, -0.2057764, -0.27078348, 0.011819467, 0.17961735, -0.13120805, -0.088759094, 0.2551945, 0.047898185, 0.025353746, 0.060715955) * g_4; + result += mat4(0.016972095, -0.37482634, -0.0943781, -0.031390063, -0.34399232, 0.029482381, -0.078299224, -0.009884333, 0.21471865, -0.24464053, -0.043118928, 0.031691045, -0.10749998, -0.0004123357, -0.12062625, -0.018974587) * g_5; + result += mat4(0.16740109, 0.11503844, -0.249842, 0.37721476, -0.041268256, -0.047318432, -0.1646984, 0.050292853, -0.05445752, -0.13412616, -0.029601602, 0.05383983, -0.09787379, 0.1975832, -0.10428375, 0.04688707) * g_6; + result += mat4(0.12610112, -0.06527068, -0.051615972, 0.019693172, -0.064654246, 0.18017481, -0.14940402, -0.18683234, 0.01930582, -0.3629499, 0.10711305, -0.38592446, 0.18264556, 0.21697325, 0.40637898, 0.11306176) * g_7; + result += mat4(0.015629973, 0.09973684, -0.014146676, -0.032374937, -0.007512354, 0.03472241, -0.0057590734, -0.25632006, 0.24247666, -0.23546802, -0.09738896, -0.004368026, -0.2864425, 0.063916594, -0.0911149, 0.08962794) * g_8; + result += mat4(0.20205286, -0.119944714, -0.22832054, 0.12242931, -0.16022639, -0.0038066695, 0.15136321, 0.15943359, -0.034349896, 0.20438096, -0.024260236, -0.0099594, 0.19143064, 0.020218, -0.16863364, -0.022940978) * g_9; + result += mat4(0.2880043, 0.2553526, 0.2121158, 0.22303773, -0.35936388, -0.012881388, 0.16779672, 0.02153533, -0.13068561, -0.19650954, 0.19661143, -0.14305532, -0.03043471, -0.04733776, 0.3437708, -0.18667449) * g_10; + result += mat4(-0.28560263, -0.017020063, -0.0050273836, 0.006250603, 0.17099115, 0.18850201, -0.22828178, 0.015579833, 0.014822471, 0.30457675, -0.038834136, -0.31266782, 0.15971808, -0.06438075, -0.009744115, -0.03306814) * g_11; + result += mat4(-0.15123658, 0.2563589, -0.17504866, -0.01227597, 0.025134224, -0.15487325, 0.16592397, -0.26994568, 0.08195849, -0.059410386, -0.17071712, 0.43500945, 0.10446758, -0.124810636, 0.012390868, -0.0974764) * g_12; + result += mat4(-0.058242775, -0.16383912, 0.081500575, -0.28807116, -0.11164024, 0.06807287, -0.16831931, -0.056299932, 0.19682515, 0.22347595, 0.19510195, -0.121536516, 0.09904918, -0.030608056, 0.06541719, 0.3754091) * g_13; + result += mat4(0.14409892, -0.1411304, -0.0836665, 0.07335537, 0.13046919, -0.07286559, 0.045427103, 0.08125719, -0.06354604, -0.062673196, -0.18825212, 0.14445488, 0.0020812547, -0.03635817, -0.11814364, -0.13838975) * g_14; + result += mat4(0.046461742, -0.041100018, -0.024416603, -0.038657367, -0.019944014, -0.2316368, -0.024327591, 0.045484517, -0.019521859, -0.25675112, -0.17842057, 0.12149841, -0.13795595, -0.31766632, -0.11135957, -0.10803858) * g_15; + result += mat4(-0.16907722, 0.06126622, -0.06634626, 0.03341968, -0.060098544, -0.17163853, -0.10266564, 0.2723191, 0.19778359, 0.28850815, -0.34816468, 0.00064078096, 0.0035072854, 0.17807572, 0.12858596, -0.11537019) * g_16; + result += mat4(0.051234458, -0.07300655, 0.12607743, 0.09331296, 0.12784722, -0.2357276, 0.2502991, 0.100865416, -0.067441724, -0.17176364, 0.19372036, -0.0036744007, 0.1729184, -0.28252605, 0.13410504, 0.10560959) * g_17; + result += mat4(-0.16876727, -0.044162266, -0.04474033, -0.052215215, -0.16071874, 0.19163048, -0.0688657, -0.093865626, -0.033344444, 0.31560823, 0.087719224, -0.136447, -0.22141162, -0.009322204, -0.04754566, -0.10042662) * g_18; + result += mat4(0.16383414, 0.017913472, 0.031216452, 0.043571133, 0.09270605, -0.38240147, -0.047052402, -0.17349271, 0.03210811, 0.032853756, 0.012647186, -0.013132529, 0.00427122, -0.11034066, -0.073932715, -0.10335922) * g_19; + result += mat4(0.2385153, -0.14038697, -0.088857055, 0.00049609377, 0.14978889, 0.20203528, 0.23484455, 0.11428516, -0.06660778, 0.04556526, 0.025550742, -0.04666389, 0.29577836, 0.021924702, 0.029047322, -0.22408137) * g_20; + result += mat4(-0.058507595, -0.0062844846, -0.1952249, -0.15763733, -0.13065399, -0.11990473, 0.052280486, 0.38537347, -0.14243399, 0.07946314, 0.09423048, 0.16778792, -0.26061493, 0.04655475, -0.13971363, 0.19715877) * g_21; + result += mat4(0.20081937, 0.11324881, 0.059111953, 0.21300194, -0.19257958, -0.02915909, 0.14482126, -0.34046003, -0.44731438, -0.043879975, 0.41890976, 0.28744698, -0.18441407, 0.012571736, 0.18022124, 0.09692596) * g_22; + result += mat4(-0.21155542, -0.16366267, 0.037170194, 0.082775876, 0.18969263, 0.28030342, 0.12968771, 0.33312726, 0.040552497, 0.12065949, -0.351312, -0.18901314, 0.013641883, -0.11387678, 0.07249402, -0.3379979) * g_23; + result += vec4(0.03052825, 0.036824416, -0.025144452, 0.1161349); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf3 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.1258338, 0.14226808, 0.240008, 0.20935175, -0.19359687, 0.10969335, -0.010278096, 0.05047169, -0.102325425, -0.14043438, -0.015837658, 0.057497922, -0.13778384, -0.13050987, 0.04406178, -0.39388844) * g_0; + result += mat4(-0.06764633, -0.093226075, 0.19161254, 0.04461978, -0.0022064429, -0.0873564, 0.19151486, -0.19599946, -0.053517688, -0.17137547, -0.08812489, -0.15874967, -0.087588355, 0.10767261, -0.12681739, 0.043519877) * g_1; + result += mat4(-0.056669228, 0.15541172, -0.22413507, -0.039581873, 0.117746115, -0.12828018, 0.2591866, 0.2189227, -0.020655332, -0.052517164, 0.14853618, 0.021707572, -0.1180331, -0.042699628, -0.059315376, 0.21756358) * g_2; + result += mat4(0.030828092, 0.15607356, 0.28521895, -0.042055506, -0.11905841, -0.15199395, -0.07747248, 0.024884254, 0.26103246, -0.13039832, 0.29503205, -0.28014213, -0.030749863, 0.07596026, 0.06978804, 0.09495172) * g_3; + result += mat4(-0.0061593466, -0.04792949, -0.04643929, 0.2671162, 0.10275537, 0.119533755, -0.03177247, 0.09164708, -0.06147422, -0.09079532, -0.17421386, 0.054402016, -0.19640115, 0.21798742, 0.08417971, -0.18372132) * g_4; + result += mat4(-0.016552202, -0.14055125, -0.123929895, -0.03586157, 0.015958441, -0.024276946, -0.07081423, 0.075157166, 0.08328419, -0.3006715, -0.16210157, 0.048386306, 0.22541969, -0.09116436, -0.058013353, 0.046983466) * g_5; + result += mat4(0.16410074, -0.24386454, 0.029308453, -0.22966138, 0.024182033, 0.0026562335, 0.10890961, -0.070607066, 0.009880331, 0.20278706, 0.06307576, -0.20934898, 0.054937962, 0.13425954, 0.008564824, -0.18836361) * g_6; + result += mat4(-0.09830079, 0.03236859, 0.03107909, 0.22993204, -0.11275689, -0.387966, -0.028363353, 0.22778703, 0.21028486, 0.14199334, 0.12961474, 0.08735737, -0.09498103, -0.24960843, -0.097761855, 0.076679096) * g_7; + result += mat4(-0.027410751, -0.050148983, -0.1589488, 0.123207964, 0.038601056, 0.026354158, -0.21397862, -0.08466078, 0.15880482, 0.055978496, 0.19484214, 0.11916298, 0.14721805, -0.23357584, 0.0078795785, -0.0996502) * g_8; + result += mat4(-0.19617492, -0.21137202, 0.16017112, -0.15807675, -0.08558705, 0.15672047, -0.15000702, 0.11593056, -0.24458766, -0.3095287, 0.1798453, 0.25473964, 0.049579866, 0.05214217, -0.33104697, -0.20109792) * g_9; + result += mat4(-0.16142516, -0.086649776, 0.12965636, -0.043352634, -0.22007716, -0.11945573, 0.17535049, -0.18496615, 0.09211835, -0.1083943, 0.02861594, 0.018325359, -0.008602158, -0.2642866, 0.23170324, -0.069464125) * g_10; + result += mat4(-0.08273795, 0.44922677, -0.17449674, 0.036582816, -0.2044118, -0.0785363, -0.010560787, -0.020391712, -0.1472953, 0.06526804, 0.036532953, 0.041924234, 0.22576968, 0.030341445, 0.06348345, 0.1657037) * g_11; + result += mat4(0.12300708, 0.10313409, -0.218913, 0.0925751, -0.04154223, 0.12221261, 0.17770545, -0.047017407, -0.11911827, 0.18008873, 0.07366393, -0.071406454, -0.1857546, -0.107086435, 0.13000482, 0.26223418) * g_12; + result += mat4(0.27922675, -0.020313295, 0.124291986, -0.4803649, 0.0820355, 0.0075657824, -0.42316064, 0.13983229, 0.036435798, 0.086694, -0.022463394, -0.07225639, 0.15858616, 0.13137603, -0.3139255, -0.045889717) * g_13; + result += mat4(0.009831248, -0.2589872, -0.27047434, 0.09680306, -0.25239283, -0.13848639, -0.06873848, 0.09892522, -0.111392066, -0.11744757, -0.0209528, 0.14345014, -0.17972618, -0.050757416, -0.11837715, 0.113276444) * g_14; + result += mat4(-0.079554394, 0.03549963, 0.08195095, 0.10447346, 0.22000594, -0.07855921, 0.08771018, -0.074869476, -0.06463524, -0.029571146, 0.07834643, -0.054893587, -0.031394493, 0.11804174, 0.011439201, -0.012135598) * g_15; + result += mat4(0.010138283, 0.123592444, 0.12088062, -0.072726145, -0.1476337, 0.05586365, -0.17523633, 0.1794935, -0.09707175, -0.0070755873, 0.015243624, 0.088103086, -0.09594741, 0.088290714, -0.25558707, -0.09352657) * g_16; + result += mat4(-0.07432931, -0.23920125, 0.085965216, 0.005462481, -0.038702115, -0.06904665, -0.11373804, 0.0004949891, 0.15440702, -0.05119101, -0.15140614, -0.053231947, 0.0789753, -0.033853266, -0.042450577, 0.21443205) * g_17; + result += mat4(0.20033926, 0.03339586, -0.038804412, 0.06836419, 0.042136673, 0.1732327, 0.1840776, 0.068900384, -0.014886417, 0.040377848, 0.14544998, -0.3117639, 0.062669605, -0.17392826, -0.10326911, 0.14575791) * g_18; + result += mat4(-0.1810851, -0.14432015, -0.023838026, 0.20591272, -0.12021834, 0.12145132, 0.23006062, -0.22292806, 0.121778086, -0.010450825, 0.07063981, -0.12191605, -0.093348175, -0.23857832, 0.019086037, 0.037132252) * g_19; + result += mat4(0.14685363, 0.11266721, -0.070741475, 0.12563772, -0.007161916, -0.06453287, 0.037466098, 0.048857793, -0.1628751, -0.22175354, 0.29700285, -0.11423984, 0.08846723, -0.23265848, 0.17491908, 0.080801815) * g_20; + result += mat4(-0.1363871, 0.025643691, -0.16553839, -0.19008316, 0.11270188, 0.117668256, 0.5445655, 0.00021881262, -0.30459318, 0.42322806, -0.1023466, 0.078944914, -0.2456569, -0.049000096, -0.2082636, 0.08840609) * g_21; + result += mat4(0.108215936, -0.12065532, 0.33155185, -0.08652035, 0.09861397, 0.266811, 0.22938332, -0.008803374, 0.2089193, -0.23314697, -0.12652464, -0.0832078, -0.11179262, -0.042625453, -0.33507705, 0.07660972) * g_22; + result += mat4(-0.11835138, 0.0343298, 0.038553935, 0.10861632, 0.14620744, -0.1603159, -0.06951457, -0.0954962, 0.026970498, -0.0077033173, -0.029423261, -0.26626873, 0.028545115, 0.21267426, 0.51278436, 0.027819967) * g_23; + result += vec4(-0.079484746, -0.06229742, -0.030395202, 0.033547744); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf4 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.14196062, -0.02053057, -0.07263348, 0.22242844, -0.069366455, -0.07599116, -0.24256042, 0.054868866, -0.17625082, -0.007019716, -0.113896124, 0.06029265, -0.33038747, -0.24047355, -0.07707203, -0.12618175) * g_0; + result += mat4(0.2641447, 0.20302898, 0.11049544, 0.06935479, 0.08874244, -0.11180222, 0.22703084, -0.037252616, 0.049151152, -0.26571065, 0.2566087, -0.19559465, 0.026178649, -0.09336953, -0.15396582, -0.060832605) * g_1; + result += mat4(-0.14049934, 0.037963107, -0.21600282, -0.024867453, 0.23356499, 0.25709978, 0.20883206, 0.025470912, 0.081024416, 0.086439654, 0.039591312, 0.0703785, 0.08931542, -0.017118547, 0.08146628, -0.20914824) * g_2; + result += mat4(0.16301146, 0.055098668, -0.17369606, 0.1285926, -0.21210109, -0.21506578, 0.2993681, -0.18734126, 0.10324259, -0.10892179, 0.16455299, -0.09379545, 0.07187383, 0.18076982, -0.19408746, -0.14634538) * g_3; + result += mat4(-0.17136872, 0.18589741, -0.26261556, 0.27026632, -0.06397295, -0.19135362, -0.13612793, 0.04076611, -0.14749071, 0.0644836, 0.029172575, 0.14051709, 0.018954301, -0.17011856, 0.03518231, 0.14694777) * g_4; + result += mat4(0.01462739, 0.16519663, -0.06963009, -0.26547143, 0.053700965, -0.07965579, 0.030911697, 0.08216649, -0.09090798, -0.14469762, 0.101480395, 0.2453987, 0.16511187, 0.09583153, -0.051365204, -0.31418574) * g_5; + result += mat4(-0.14265122, 0.013500145, -0.27755547, -0.35044006, -0.28055587, 0.14820805, -0.07966734, 0.20943366, 0.3879986, 0.044507142, 0.28056288, 0.12725809, -0.043548014, 0.054243155, 0.053768754, -0.07648862) * g_6; + result += mat4(-0.16118912, -0.15949926, 0.10161533, 0.22494748, -0.14213897, 0.012663654, 0.19885182, -0.15045607, -0.17744212, 0.15615463, -0.17122573, 0.041775905, 0.16900201, 0.09705761, -0.003141293, -0.031626303) * g_7; + result += mat4(0.26178294, 0.13443723, -0.10966655, -0.025935082, 0.11178123, 0.10601803, 0.11125899, -0.04168405, 0.07152025, -0.12318109, 0.06391876, -0.26012185, -0.26537088, -0.01870863, -0.31110883, 0.072430775) * g_8; + result += mat4(-0.11461679, -0.11115381, -0.11512802, -0.0849818, -0.19124708, -0.09565243, -0.31988642, -0.007379634, 0.13623501, -0.27210787, 0.20422134, 0.17212251, 0.20176752, -0.2088367, 0.057676136, 0.26400682) * g_9; + result += mat4(0.06382013, -0.019412925, 0.11166499, -0.1167881, -0.071942225, 0.018743433, -0.14072515, -0.07148564, -0.10749998, 0.12237429, -0.10744663, 0.04025467, 0.26050708, 0.351076, -0.02934236, -0.22102655) * g_10; + result += mat4(-0.10656222, -0.09071829, -0.34339997, -0.07646886, 0.02796594, 0.005340661, 0.115450874, 0.14969155, 0.03835863, -0.010790472, -0.05871064, 0.01423236, 0.22537707, 0.33385828, -0.15029915, 0.07367339) * g_11; + result += mat4(0.30884805, -0.23663065, 0.031883277, -0.03320561, -0.050423212, -0.3281527, 0.10394608, -0.0749873, -0.064002484, -0.35469085, -0.2122367, 0.020249272, -0.27326742, 0.02000293, 0.20578866, -0.018839063) * g_12; + result += mat4(-0.5473822, -0.10873662, -0.29810318, -0.07632667, 0.047157068, 0.06275736, -0.09811392, 0.24783231, -0.12046891, 0.41266727, 0.2436679, 0.024679149, -0.12600063, -0.17010899, -0.21425788, 0.07119708) * g_13; + result += mat4(0.117677234, -0.054181933, 0.065846235, -0.04929893, 0.08533609, 0.04636543, 0.30038458, 0.02330411, 0.024728734, -0.09597387, 0.010447719, -0.20696889, -0.017916039, 0.079871304, 0.010056369, 0.06291176) * g_14; + result += mat4(-0.0579763, 0.018944405, -0.14009921, 0.08765421, -0.029314717, -0.13179289, -0.009668318, -0.117530614, -0.0853067, 0.03650012, 0.0078530945, -0.19518211, -0.05920554, 0.19264583, 0.008880586, -0.03560413) * g_15; + result += mat4(0.042966127, 0.025064057, 0.094821475, -0.016764855, -0.21325764, -0.060747217, -0.07825418, -0.1374183, 0.06629058, -0.093919374, 0.15805462, 0.1187494, 0.21715021, -0.09113653, 0.06076613, 0.1753257) * g_16; + result += mat4(0.23275353, -0.045174975, 0.17990083, -0.03170214, -0.20888183, -0.050161786, -0.44225174, -0.07750995, 0.055791933, 0.1754295, 0.13890503, -0.087261945, 0.015942331, -0.002073752, 0.23700726, -0.1406417) * g_17; + result += mat4(-0.17989896, 0.052198254, 0.09631692, -0.16038898, 0.03376904, -0.042175625, -0.039186575, -0.2520231, 0.04852203, 0.09647585, -0.011128373, 0.010953865, -0.1797949, -0.058203597, 0.06857295, 0.040861364) * g_18; + result += mat4(-0.025050908, -0.1299404, 0.28858674, -0.017769823, 0.06310829, 0.086729944, 0.08149323, -0.055179875, 0.13012943, -0.07458519, 0.1382156, 0.051026117, -0.18673064, 0.086739376, 0.09040544, 0.0836127) * g_19; + result += mat4(0.020357449, 0.22048305, 0.09739252, 0.24337311, 0.010595294, -0.11086683, 0.059038695, 0.05644574, -0.16103926, -0.035155784, -0.26436335, -0.06716334, 0.17485845, 0.16937979, -0.20187125, -0.038486667) * g_20; + result += mat4(-0.0045594163, -0.21635443, 0.06031479, -0.19148222, -0.006656789, 0.08385509, -0.03819692, -0.17931695, 0.07232661, 0.23445003, -0.17640385, 0.16671506, -0.184719, -0.029015712, -0.022614706, 0.014873415) * g_21; + result += mat4(0.32585597, -0.16295198, 0.04640218, 0.07696528, 0.069500424, 0.105702765, 0.1296909, 0.24009204, 0.14028086, 0.28418058, 0.11589889, -0.22921228, 0.010826454, -0.054120503, -0.25884682, -0.30648708) * g_22; + result += mat4(0.07101887, -0.41187993, 0.31501228, -0.11794851, -0.20814322, -0.18655151, 0.14477637, -0.22380604, -0.058629174, -0.02504061, -0.09827353, 0.046498295, 0.18585126, 0.011712637, -0.10845518, -0.1348349) * g_23; + result += vec4(0.04891512, -0.022042824, 0.015331318, -0.0034486696); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x96 +//!HOOK MAIN +//!BIND conv2d_12_tf +//!BIND conv2d_12_tf1 +//!BIND conv2d_12_tf2 +//!BIND conv2d_12_tf3 +//!BIND conv2d_12_tf4 +//!BIND conv2d_12_tf5 +//!BIND conv2d_14_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!SAVE conv2d_15_tf5 +//!WIDTH conv2d_12_tf.w +//!HEIGHT conv2d_12_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_1 (max((conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_12_tf_tex(conv2d_12_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_12_tf1_tex(conv2d_12_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_12_tf2_tex(conv2d_12_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_12_tf3_tex(conv2d_12_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_12_tf4_tex(conv2d_12_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_12_tf5_tex(conv2d_12_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_14_tf_tex(conv2d_14_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.1563384, -4.2348038e-05, 0.21088852, -0.10074043, -0.2737169, 0.19910938, -0.06523852, 0.08260719, 0.06681506, 0.08398279, 0.08112851, -0.06271677, 0.19443683, 0.3140938, 0.06358846, -0.24377517) * g_0; + result += mat4(-0.07703153, -0.0842186, 0.01512419, 0.091211595, -0.11350783, 0.08426691, -0.028900454, 0.11823197, 0.04875585, 0.03750477, 0.19681686, -0.04269959, 0.036398802, 0.047569744, 0.12544703, -0.026172163) * g_1; + result += mat4(0.29032633, 0.050980248, 0.058194604, -0.019475559, 0.17345822, -0.24062975, -0.21322982, 0.42244488, 0.06804174, -0.18426242, -0.10372379, -0.07140781, 0.18495008, -0.34838748, 0.12188065, -0.19211207) * g_2; + result += mat4(-0.29782, 0.13921519, -0.08461761, -0.107774965, 0.08354831, 0.118166685, 0.1622595, 0.03740301, 0.08480873, 0.078856945, -0.037666395, 0.08779327, -0.041599847, -0.08245203, 0.1429502, 0.08010295) * g_3; + result += mat4(0.1605823, 0.00014730562, 0.016887885, -0.040745202, 0.17265643, 0.29641476, -0.12986568, -0.05113458, 0.076540425, 0.15484014, -0.23496233, 0.19515266, -0.028631026, -0.038202707, -0.080664515, 0.12057771) * g_4; + result += mat4(0.11460453, -0.050684724, 0.20615812, 0.01643888, -0.10416711, 0.100582175, 0.035920016, -0.025840579, 0.1103276, 0.2833988, 0.024743505, -0.10666319, 0.17747831, 0.21371357, 0.032975666, -0.04190704) * g_5; + result += mat4(0.011197512, 0.16411427, -0.19208677, -0.17151442, 0.16737005, 0.027391635, -0.026951822, -0.016613541, 0.0032831782, -0.059412222, -0.066838935, -0.10225273, 0.0021287128, 0.023737555, 0.13474901, -0.04558329) * g_6; + result += mat4(-0.19312629, -0.01058644, -0.21747608, -0.1474776, 0.042395744, -0.17641127, -0.16623084, 0.09171901, -0.21876743, 0.22580327, -0.084752835, -0.25452504, 0.07984656, -0.4423898, -0.22987825, -0.08352869) * g_7; + result += mat4(0.0069102994, -0.110352114, -0.07521295, 0.099378504, 0.001659902, -0.0038716302, 0.037715383, -0.11712855, 0.12579428, 0.0017785282, -0.22036885, -0.019738209, -0.0034085102, 0.26078427, -0.12166613, 0.2008257) * g_8; + result += mat4(-0.038544666, -0.07219808, 0.028675534, 0.099281736, -0.23815387, 0.03485132, 0.046542224, -0.3781598, 0.19114049, -0.08161937, 0.06317728, 0.20634823, 0.0802016, -0.1216539, 0.25130817, -0.13255747) * g_9; + result += mat4(-0.05713687, -0.019339267, 0.066463225, 0.11161798, -0.21163659, 0.075951084, -0.029443193, -0.25528103, -0.2308967, -0.15222046, 0.04718688, 0.06978249, 0.12882593, -0.5987798, -0.12197535, 0.030687023) * g_10; + result += mat4(-0.13764851, 0.15330292, 0.16018312, -0.49503544, -0.16520153, 0.13832116, -0.024153056, 0.027324235, -0.09427501, -0.040549293, -0.024912398, 0.08060826, 0.09142337, 0.00488734, -0.15568374, -0.0985281) * g_11; + result += mat4(-0.10500595, 0.20050812, -0.01487173, 0.15295555, -0.04712123, 0.051116835, -0.302946, 0.12568721, -0.1681454, -0.07675961, -0.3161021, -0.12655284, -0.3167647, 0.09684754, -0.16133003, 0.15951052) * g_12; + result += mat4(0.15607205, -0.25850067, 0.11871884, -0.31882218, 0.17650777, -0.019189376, 0.1073271, 0.0034152938, 0.10415428, 0.0054145185, 0.16176777, -0.10523716, 0.07847772, 0.040496692, 0.22647256, 0.04398088) * g_13; + result += mat4(0.24400397, -0.0384044, -0.21188568, 0.27411124, 0.14313321, 0.072909415, 0.18460783, 0.14612274, 0.2838993, 0.140949, -0.21245211, 0.27844483, 0.14368927, 0.016486926, 0.1082019, -0.060620487) * g_14; + result += mat4(-0.14134651, -7.1389e-05, -0.19200438, -0.053445943, -0.103280954, -0.20622449, 0.029827105, -0.2797714, 0.1552006, -0.26046538, -0.13706698, 0.083868355, -0.25775772, -0.20121866, -0.03605909, -0.069998674) * g_15; + result += mat4(0.058855478, -0.1532865, 0.03206366, -0.005691445, -0.38566765, -0.16169494, 0.02574184, -0.054270905, -0.12126733, -0.057428207, 0.18522896, -0.16544363, -0.26917803, -0.12187415, 0.17564186, -0.14418602) * g_16; + result += mat4(-0.05512333, 0.037456047, -0.04533679, 0.12092291, -0.19412133, -0.10732244, -0.26686874, 0.379613, 0.06616941, 0.21898451, -0.01444954, 0.12263187, -0.066122636, -0.0626703, -0.11018273, 0.16922808) * g_17; + result += mat4(0.12281162, -0.00843568, -0.11958423, 0.03653139, 0.089102715, 0.07257941, -0.16025232, 0.012180051, -0.15409741, -0.11771615, -0.02216731, -0.1854874, -0.0236496, -0.055969007, -0.21524337, -0.13740915) * g_18; + result += mat4(0.030042715, -0.06231122, -0.18729754, 0.21269098, -0.16715202, -0.29836708, 0.07573045, 0.13103722, 0.028832506, -0.027299328, -0.0870532, -0.025646947, -0.19446446, 0.0058135786, -0.1405455, 0.07491713) * g_19; + result += mat4(-0.07880487, -0.13220546, 0.06522037, 0.121417455, 0.009829517, 0.06654325, 0.2568132, -0.20259766, 0.0007492223, -0.08141206, -0.24408619, 0.0041711377, 0.17885362, -0.018794749, -0.18738106, -0.20076036) * g_20; + result += mat4(0.43662158, -0.073237136, 0.06410434, 0.0768924, -0.22872317, -0.07136076, 0.08949116, -0.020143397, 0.000121645106, -0.11288245, 0.33393764, 0.16950496, -0.11639818, 0.13381785, 0.023384197, 0.16942506) * g_21; + result += mat4(0.020018844, -0.18646887, -0.0069234655, 0.09404709, 0.1482564, 0.039720826, -0.15250199, -0.010954307, -0.10006045, 0.024348486, 0.15170497, -0.19681026, -0.17672434, -0.040419213, -0.26169667, -0.20060538) * g_22; + result += mat4(-0.15089865, -0.09773179, 0.13388306, -0.2330703, 0.20980428, 0.05050314, 0.26115113, 0.11146053, -0.10908558, 0.29291332, 0.08921834, -0.059216894, 0.14480549, 0.10386442, 0.28325698, -0.02240901) * g_23; + result += vec4(0.009868551, -0.021667233, 0.06688179, -0.050735172); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!SAVE conv2d_17_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_15_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_15_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_15_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_15_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.13909039, -0.2758443, -0.15549822, -0.21690473, -0.07923852, -0.09169328, 0.09857283, -0.038407415, 0.026662275, -0.14345916, -0.06419781, 0.10444112, 0.056220166, -0.058079287, -0.06320064, -0.028494911) * go_0(-1.0, -1.0); + result += mat4(0.15624148, 0.10268067, -0.016454808, 0.016080856, -0.015272284, -0.08522293, 0.0873229, -0.024027828, 0.10366319, 0.24151047, 0.05591687, 0.13326511, -0.09852231, 0.015153752, 0.2225204, -0.09891376) * go_0(-1.0, 0.0); + result += mat4(-0.24936886, 0.14448532, -0.022069195, -0.17893305, -0.036762826, 0.020932999, -0.14078294, -0.025846701, -0.017136928, 0.084727734, -0.065261126, -0.079833455, 0.035541777, -0.31848356, 0.11859154, -0.059010625) * go_0(-1.0, 1.0); + result += mat4(-0.11268288, 0.09472596, 0.019250976, 0.28094825, 0.011346067, 0.035015494, 0.0968698, -0.10769359, 0.030088216, -0.17863207, -0.047283698, -0.23173922, -0.15179567, 0.17011616, 0.16418608, 0.12054937) * go_0(0.0, -1.0); + result += mat4(-0.01975749, -0.022133604, 0.06773859, -0.13298218, -0.13343452, -0.14723383, 0.066827744, 0.15123478, 0.10071557, 0.10771438, -0.102727406, 0.12027581, 0.094043024, 0.19802345, 0.26050565, -0.017552424) * go_0(0.0, 0.0); + result += mat4(0.06427193, -0.3156719, -0.21497993, -0.11312501, 0.07889608, -0.14012727, 0.08701214, -0.010441211, 0.07672145, -0.24959035, 0.02568503, 0.09305062, 0.32068336, -0.12372654, 0.14856067, 0.0033550626) * go_0(0.0, 1.0); + result += mat4(0.1444462, -0.26448715, -0.072086915, 0.06998635, -0.124471135, 0.022079868, -0.017912114, 0.13363993, -0.03071384, -0.047221437, -0.05649517, 0.016927326, -0.018473048, 0.1990699, 0.11751022, -0.23560514) * go_0(1.0, -1.0); + result += mat4(0.09064013, -0.20314787, -0.13019052, -0.15806477, 0.043258376, 0.036779925, -0.096650146, 0.29370993, -0.11641966, 0.16166396, -0.17143643, -0.07076745, 0.16507551, 0.14331506, -0.19428208, -0.13578305) * go_0(1.0, 0.0); + result += mat4(-0.011135427, -0.08528984, 0.13338107, 0.24289025, 0.021911498, -0.06663322, -0.19145428, 0.1247173, 0.10634343, 0.059987687, -0.06845577, 0.24554275, 0.07028687, -0.044211626, -0.009483901, 0.09419117) * go_0(1.0, 1.0); + result += mat4(-0.0026129098, -0.17574309, 0.026859857, 0.027474795, -0.034411624, -0.14238088, -0.077630945, 0.114882454, -0.27058813, 0.12177941, 0.111984365, -0.28255796, -0.2245185, -0.04338974, -0.0660627, -0.059915736) * go_1(-1.0, -1.0); + result += mat4(0.06892073, -0.045175124, -0.12761256, 0.10170286, -0.05765309, -0.0023109026, -0.19990581, 0.06436732, -0.13688049, 0.1295112, 0.22120035, -0.19151583, -0.018821288, -0.039281663, 0.028450448, 0.06327554) * go_1(-1.0, 0.0); + result += mat4(-0.2221726, 0.030984212, 0.14921308, 0.02191454, -0.11420433, 0.3331954, 0.01680598, 0.016501935, -0.035378505, 0.1533518, 0.15650067, 0.3825426, 0.0036855275, 0.040003296, 0.023097156, -0.07425845) * go_1(-1.0, 1.0); + result += mat4(0.0092148, -0.08188161, 0.12125656, 0.022932237, 0.07331983, -0.0037753046, -0.06377172, 0.016332872, 0.37620664, 0.15967114, 0.49295172, -0.58731335, -0.08408415, -0.050906483, 0.23563771, 0.031643428) * go_1(0.0, -1.0); + result += mat4(0.04720337, -0.25609496, -0.25205976, 0.15615444, -0.08850946, 0.061378974, 0.09682221, 0.07092605, -0.24774401, 0.002368409, -0.15355378, -0.25011083, 0.06426719, -0.07044866, -0.19390436, 0.13299207) * go_1(0.0, 0.0); + result += mat4(0.19630235, -0.0033910607, -0.24319367, -0.004994967, -0.10829249, -0.029953144, 0.16902646, 0.026392145, -0.5281548, 0.039464116, 0.12516351, 0.24137491, 0.32027858, 0.26550376, 0.07770324, -0.14738972) * go_1(0.0, 1.0); + result += mat4(-0.07044386, 0.017632812, 0.03397031, 0.02325153, -0.07033528, 0.009580951, 0.12427126, 0.023936138, 0.12422283, -0.021284323, -0.3568679, -0.18785962, 0.060772985, 0.08322054, -0.05543489, -0.017640945) * go_1(1.0, -1.0); + result += mat4(0.037026495, -0.08138431, -0.25361013, -0.063190304, -0.12435272, -0.0121310325, 0.028444627, 0.1159856, 0.29287088, 0.17523797, 0.34694648, -0.03419562, 0.05540643, 0.022938663, 0.015469776, -0.3007707) * go_1(1.0, 0.0); + result += mat4(0.10364684, 0.010591817, -0.29896963, 0.008337799, -0.07768124, -0.03402122, 0.08162434, -0.04535153, -0.04413717, -0.04104856, 0.09944295, 0.1630799, -0.025836414, -0.006144375, -0.042212676, 0.017850246) * go_1(1.0, 1.0); + result += mat4(-0.0014995555, 0.1301909, -0.13113633, 0.044282097, -0.030331785, -0.06741536, -0.10394319, -0.10032595, -0.0024030337, 0.0025035767, 0.123267144, 0.020269886, -0.061000597, 0.050499044, 0.16068412, 0.08382042) * go_2(-1.0, -1.0); + result += mat4(0.048839077, -0.11403855, 0.23305576, 0.013233186, 0.00027583016, 0.06457909, -0.31317908, 0.13246149, -0.022993272, -0.003232102, -0.2850458, -0.0021278018, -0.05313734, 0.042667508, 0.10002862, -0.09310937) * go_2(-1.0, 0.0); + result += mat4(-0.077087514, -0.0731581, -0.033167798, 0.22322518, -0.0072739185, 0.06759429, 0.13072832, -0.030112708, 0.17211108, 0.044867992, 0.12458611, 0.12558623, -0.08141064, -0.07691179, 0.04704071, -0.009616284) * go_2(-1.0, 1.0); + result += mat4(-0.061900582, 0.05083524, -0.07481879, -0.008148896, -0.25680214, -0.19532341, -0.0077763074, -0.18943709, 0.062092744, -0.06780607, 0.20470539, -0.100939944, -0.083406664, 0.039849486, 0.057403386, -0.034012284) * go_2(0.0, -1.0); + result += mat4(0.063984595, -0.046671912, -0.11180163, 0.16569868, 0.13651815, -0.26504683, 0.3516574, -0.16390952, 0.22006357, 0.014418034, -0.032192435, 0.24635631, 0.15570761, -0.05709386, 0.0021393108, 0.10958737) * go_2(0.0, 0.0); + result += mat4(-0.20880438, 0.23150757, -0.28669757, -0.06300997, 0.16522118, -0.15836449, -0.13945056, 0.08054381, -0.17826983, 0.29809955, 0.05596465, -0.13098064, -0.07391586, 0.033108216, 0.017372966, 0.0759838) * go_2(0.0, 1.0); + result += mat4(-0.10118925, -0.0628758, 0.15791777, -0.06281725, -0.106398635, -0.20697908, 0.08337917, 0.21240014, -0.019651197, 0.17935011, -0.047345538, -0.05023177, -0.16398883, -0.022196433, 0.06758503, -0.045874797) * go_2(1.0, -1.0); + result += mat4(-0.11229549, -0.2022966, 0.011829877, 0.043107063, 0.009853597, 0.0050366563, 0.26873958, 0.18433554, 0.14746298, 0.14415571, -0.017679501, 0.27438703, -0.1302988, 0.12988916, 0.088153414, 0.106513605) * go_2(1.0, 0.0); + result += mat4(0.10376787, -0.0047222245, 0.08310562, -0.16133316, 0.10729247, -0.19027553, -0.20316097, -0.016623149, -0.016964545, -0.118997425, 0.2874691, -0.08105579, 0.074227005, -0.11183289, 0.014021094, 0.10651369) * go_2(1.0, 1.0); + result += mat4(-0.102301665, -0.15467137, -0.11269468, 0.1661824, -0.11272104, 0.032636076, 0.18424207, 0.04376825, -0.0205868, 0.049006972, 0.18137778, 0.16302183, -0.00424216, -0.11100643, -0.14523934, -0.12987468) * go_3(-1.0, -1.0); + result += mat4(-0.33604157, 0.23738097, 0.029106395, 0.23771285, 0.11055132, -0.2735294, -0.0037745454, -0.10978288, -0.04494175, 0.013818023, -0.054236915, 0.0723093, -0.10448047, 0.05279135, -0.18257608, 0.11979242) * go_3(-1.0, 0.0); + result += mat4(-0.1841309, -0.23492603, 0.19893481, 0.11349696, -0.11672084, 0.13324858, -0.2366, 0.08350877, 0.012535251, -0.120517224, -0.12162933, 0.025766864, -0.15014678, 0.12059762, 0.20399652, -0.067410246) * go_3(-1.0, 1.0); + result += mat4(0.04617167, -0.34310207, 0.08195369, -0.15616603, 0.024950216, 0.122991696, 0.008032626, -0.11081737, 0.0040866514, 0.18364492, -0.22554733, 0.11328397, 0.047641527, -0.02355604, -0.051569168, -0.22984326) * go_3(0.0, -1.0); + result += mat4(-0.14225705, 0.16004431, -0.10378764, -0.05134365, 0.06683132, -0.06686414, -0.24326906, -0.15534434, -0.10464304, 0.016448364, -0.10384352, 0.07529887, 0.011004206, -0.23186995, -0.06498495, -0.07485197) * go_3(0.0, 0.0); + result += mat4(-0.1890264, -0.028579775, 0.25052974, -0.0899001, -0.090341054, 0.13559796, -0.08127747, -0.21338242, 0.24483396, 0.15507841, 0.3770633, 0.020311723, -0.061488036, 0.18489219, 0.008634561, -0.1597712) * go_3(0.0, 1.0); + result += mat4(-0.16108932, 0.05586405, 0.2534061, 0.25871462, -0.09135027, 0.09132565, 0.028403942, 0.027694112, 0.06779926, -0.12804149, 0.062858626, 0.028454801, 0.11352658, -0.07949642, -0.016915841, 0.12785897) * go_3(1.0, -1.0); + result += mat4(-0.31907973, -0.2955643, -0.19522569, -0.0751009, -0.015303356, -0.112959474, 0.08869113, 0.0732943, -0.07149481, 0.002695743, 0.03773263, -0.044481702, -0.021202443, -0.20461376, 0.20072573, 0.23126262) * go_3(1.0, 0.0); + result += mat4(-0.36653942, -0.36269066, 0.081035845, -0.110896215, 0.038701706, 0.060472537, 0.020380666, -0.14816844, -0.016741281, 0.084674925, 0.13354097, -0.023672685, -0.15291119, 0.04002789, 0.07335849, -0.037627537) * go_3(1.0, 1.0); + result += mat4(-0.008673169, -0.12660311, -0.13337144, -0.20242535, -0.101681665, -0.13349582, 0.07505943, -0.025799042, -0.041546036, -0.07736284, 0.05239524, -0.15647385, 0.04111171, -0.20901166, -0.0526622, 0.030413227) * go_4(-1.0, -1.0); + result += mat4(-0.07487002, 0.040332016, -0.14120328, -0.04701788, -0.04360172, 0.12811565, -0.1113337, -0.030318746, 0.11375393, -0.093662485, 0.03385616, -0.0022751305, -0.12489098, -0.026874684, -0.24579959, 0.013010173) * go_4(-1.0, 0.0); + result += mat4(-0.07372643, 0.18297254, -0.028478106, -0.008717404, 0.038709726, -0.022668438, -0.0732216, -0.0829887, 0.054860383, -0.009276055, -0.09860318, -0.049871683, -0.28299806, -0.041934796, 0.2505882, -0.032173693) * go_4(-1.0, 1.0); + result += mat4(0.13445882, 0.0033110396, -0.12116477, -0.08307828, -0.017451935, -0.023367306, -0.038925555, 0.03924459, -0.019196004, -0.02519389, -0.013562478, 0.13910593, 0.12227717, -0.08626162, -0.059534617, 0.030682085) * go_4(0.0, -1.0); + result += mat4(-0.04196557, -0.15377608, 0.1608032, 0.034342743, -0.053290907, 0.051387772, -0.16699827, 0.044285215, 0.008832169, 0.052270584, 0.041454945, -0.006071726, 0.05015283, -0.21361513, 0.083012946, 0.07607907) * go_4(0.0, 0.0); + result += mat4(0.15000594, 0.0042617917, 0.101946175, -0.059992336, 0.13995732, -0.38615412, 0.26871172, -0.0046315813, 0.17025274, 0.07934237, -0.077165954, -0.0054563023, -0.2301452, 0.25195897, -0.38461035, 0.15330611) * go_4(0.0, 1.0); + result += mat4(0.04157544, 0.07212675, -0.103968576, -0.15415806, 0.2563668, -0.2369459, -0.18235768, -0.24526633, -0.037135158, 0.12124387, -0.08148078, -0.0028853384, -0.007335673, 0.09702607, 0.22647065, 0.14188774) * go_4(1.0, -1.0); + result += mat4(0.10114878, 0.0351115, -0.12385709, -0.032150026, 0.25611925, -0.036220055, 0.16853644, -0.13350716, -0.15553926, 0.074083425, 0.03360209, -0.073123485, -0.070041016, -0.21496736, -0.10243518, 0.010437876) * go_4(1.0, 0.0); + result += mat4(0.23012021, 0.0836258, -0.02981391, -0.04365956, -0.051685587, 0.13548537, -0.3169609, 0.055783328, -0.1550518, -0.09620564, -0.08309336, 0.071679845, -0.09279163, -0.0561111, -0.2295513, 0.24521232) * go_4(1.0, 1.0); + result += mat4(-0.037253235, -0.026520647, -0.09566477, 0.15695392, -0.122776255, -0.031096917, -0.044822488, 0.01060704, 0.03157306, 0.050428607, -0.066618994, -0.08425711, 0.1473465, -0.25745878, -0.060366634, -0.12008342) * go_5(-1.0, -1.0); + result += mat4(-0.011078341, 0.027539099, 0.15779525, -0.067304894, -0.1591148, -0.097967476, -0.032539785, -0.052926525, -0.008908821, 0.008216224, -0.40340182, 0.008872353, 0.3340951, -0.17875054, -0.09253849, 0.047155526) * go_5(-1.0, 0.0); + result += mat4(-0.16404615, -0.09376233, -0.041966893, 0.034957785, -0.11438417, 0.024785591, -0.030300578, 0.026026629, -0.068672195, 0.16724177, -0.16100673, -0.031766005, 0.09979277, 0.0538496, -0.066007175, -0.016093686) * go_5(-1.0, 1.0); + result += mat4(0.060630973, -0.017554684, -0.11957564, -0.14892419, 0.055714674, 0.032214552, 0.03398715, 0.018592743, -0.1596073, -0.124622695, 0.08812776, -0.020174626, -0.12595415, 0.1456831, -0.043447234, 0.07223222) * go_5(0.0, -1.0); + result += mat4(0.0010805799, 0.05387183, -0.2571777, 0.050741445, -0.09997847, -0.1557091, 0.18392503, 0.12039084, 0.07885244, 0.102989115, -0.029234922, 0.01137038, -0.054865573, -0.25655657, -0.33009508, -0.051609207) * go_5(0.0, 0.0); + result += mat4(-0.070446484, -0.00224974, 0.1239982, -0.11459958, 0.0024434652, -0.393679, -0.13201751, 0.08711358, -0.23437908, 0.035677426, -0.39337155, 0.005934404, 0.3491559, 0.25350767, 0.09993129, -0.07072839) * go_5(0.0, 1.0); + result += mat4(-0.008759921, -0.20802578, 0.08683231, 0.113270685, 0.061152767, -0.069236055, -0.07917374, 0.027281659, 0.07856486, 0.049981315, -0.04226256, -0.004406337, -0.021302069, -0.075048864, 0.16314836, -0.12013849) * go_5(1.0, -1.0); + result += mat4(-0.16938247, -0.014742774, 0.1026985, 0.095212705, -0.17734753, -0.0020493171, -0.029607011, 0.30651745, 0.25243115, 0.27554476, 0.15904164, 0.099156715, -0.015341671, -0.0315933, 0.07855402, -0.040043738) * go_5(1.0, 0.0); + result += mat4(0.05406678, -0.058036998, -0.04598334, -0.114318036, 0.020411186, 0.056215134, 0.102886714, -0.049338676, 0.008663635, -0.085066214, -0.16656749, 0.09509919, 0.02906117, -0.07829417, 0.0065315356, 0.1818375) * go_5(1.0, 1.0); + result += mat4(0.11784757, 0.15196525, -0.012267878, 0.0326725, 0.061197367, 0.33910602, -0.2897766, 0.10921504, -0.02350378, 0.19466712, -0.0051001427, -0.13693924, 0.057629026, -0.043186672, 0.028606823, 0.09317606) * go_6(-1.0, -1.0); + result += mat4(-0.0034465888, 0.05826342, -0.04635851, 0.09413523, -0.24812989, 0.020975882, -0.11784931, -0.49697608, 0.06101307, 0.15959628, 0.075861916, 0.06393995, -0.017243123, -0.044645563, -0.068328395, 0.14335583) * go_6(-1.0, 0.0); + result += mat4(-0.07523311, -0.06263087, 0.0973451, 0.07584768, 0.17459244, -0.033139996, -0.2327719, -0.14534807, -0.022834755, 0.12956591, 0.18827121, -0.11354672, 0.078884386, -0.1656034, 0.16169351, 0.12600134) * go_6(-1.0, 1.0); + result += mat4(0.02865495, 0.005648868, 0.11464043, 0.03150406, -0.3866024, -0.0057220804, -0.21009535, -0.03840084, 0.0018173476, -0.07936894, -0.0227281, -0.08966349, 0.090553306, -0.10199008, -0.08284879, 0.14776452) * go_6(0.0, -1.0); + result += mat4(-0.009038248, 0.1564268, 0.07435393, 0.08683525, -0.1457474, -0.03687715, 0.042603455, -0.34755293, 0.051645085, 0.043888066, 0.25095537, 0.21353814, 0.029425861, 0.055498373, -0.10789036, -0.16481747) * go_6(0.0, 0.0); + result += mat4(-0.045311604, 0.21687967, 0.114112265, 0.00454178, -0.149192, 0.017658519, -0.40851355, 0.31583047, -0.04683654, -0.3467299, 0.619965, -0.16810362, -0.26472715, 0.3082763, -0.2468203, -0.11711898) * go_6(0.0, 1.0); + result += mat4(-0.111278296, -0.05868077, -0.120163985, -0.03745941, -0.13061905, -0.117748894, -0.16957714, 0.05523612, -0.05025911, -0.13162445, -0.016982518, 0.24426734, 0.07833684, -0.088236265, 0.16698395, 0.06480712) * go_6(1.0, -1.0); + result += mat4(-0.05927047, -0.016506393, 0.012789736, 0.2545139, 0.022674235, -0.040305577, -0.12091125, -0.07738389, 0.0040209335, 0.25576395, 0.5333323, 0.19964552, 0.122314125, -0.10639435, 0.22482087, 0.061201617) * go_6(1.0, 0.0); + result += mat4(0.084376596, -0.046845324, 0.048730686, -0.09005462, -0.11589907, -0.11733657, -0.15773758, -0.09303503, 0.093226396, 0.07841223, 0.23914182, -0.018904453, -0.15727162, -0.12529942, -0.16354872, -0.09661223) * go_6(1.0, 1.0); + result += mat4(-0.040913723, 0.02798578, 0.02093159, -0.11501497, 0.036032062, 0.17336668, -0.1654523, 0.028821146, -0.07945883, 0.18162672, 0.1239489, 0.07338697, 0.12251481, -0.1172443, 0.20654924, 0.024337847) * go_7(-1.0, -1.0); + result += mat4(0.09716631, 0.08941966, 0.16452065, -0.044933386, -0.09959851, 0.19650124, 0.13150546, 0.014816788, -0.086929925, -0.091300584, 0.00024435768, 0.06329388, -0.037427034, 0.074468, -0.20052099, -0.061800152) * go_7(-1.0, 0.0); + result += mat4(0.25020435, -0.20010567, 0.019679952, -0.15620379, 0.071130276, -0.14381228, 0.20192291, -0.0008438686, 0.08002118, 0.0784212, -0.009264005, -0.023239953, 0.0095817195, -0.12950145, 0.038471617, 0.07342353) * go_7(-1.0, 1.0); + result += mat4(-0.087789975, 0.2463213, 0.021951843, -0.12794462, -0.15869214, -0.18868987, -0.11159612, -0.14976893, 0.10351116, 0.1274431, -0.01969838, -0.0076552248, -0.0006461016, -0.0926574, -0.019262115, 0.030400418) * go_7(0.0, -1.0); + result += mat4(0.061089955, 0.05000192, 0.11977627, 0.056870725, 0.22805236, -0.030692523, 0.15990539, 0.083296835, 0.07505952, 0.06873476, 0.014470665, -0.07636467, -0.22690421, -0.20069449, -0.17543827, 0.08298479) * go_7(0.0, 0.0); + result += mat4(-0.07189131, -0.11762644, -0.12575404, 0.10370871, 0.12332356, -0.046677854, 0.21227968, 0.06279761, 0.13968347, -0.027262172, -0.120420314, 0.019570515, -0.3085974, 0.04807007, -0.17707512, 0.00752846) * go_7(0.0, 1.0); + result += mat4(-0.06786461, 0.15617526, -0.07216718, -0.029348021, -0.041125156, 0.030867932, 0.07076468, -0.01810742, -0.10790692, 0.104086064, 0.006204306, -0.08545314, 0.23472832, -0.14673206, -0.10639837, -0.06595011) * go_7(1.0, -1.0); + result += mat4(-0.06136437, 0.16784053, -0.038059548, -0.08008033, -0.049955796, 0.02287975, 0.0059477366, -0.03131951, -0.063500084, 0.090395495, -0.027604252, 0.016279705, 0.12290479, 0.020871479, 0.03919543, -0.10967681) * go_7(1.0, 0.0); + result += mat4(0.039973337, 0.027691754, 0.14868133, 0.05149113, -0.009143724, -0.026378326, -0.0156791, -0.0068888855, -0.04961299, 0.059001666, -0.15060659, 0.1610033, -0.14264539, -0.0022589972, 0.12963666, 0.1101199) * go_7(1.0, 1.0); + result += mat4(0.11696848, -0.13130292, -0.030778598, -0.038440518, -0.028006898, -0.07885486, -0.038972564, 0.06027651, 0.055763684, 0.06777442, 0.087736554, -0.07307286, -0.024117883, 0.04635496, 0.12634148, -0.041341092) * go_8(-1.0, -1.0); + result += mat4(0.015842682, 0.006681906, -0.112242535, -0.0064941393, 0.10971463, -0.10721869, 0.005437418, -0.038686156, 0.008997847, 0.007503885, -0.005682379, -0.0010084822, -0.09279049, -0.02836967, 0.12744543, -0.035190586) * go_8(-1.0, 0.0); + result += mat4(0.17166656, -0.2404988, 0.036117777, 0.06253758, -0.045930505, -0.016349874, 0.09144012, 0.024884766, 0.14448464, -0.14644946, -0.18046178, -0.057021074, 0.065232635, -0.10504392, -0.050163295, -0.028002426) * go_8(-1.0, 1.0); + result += mat4(0.09865265, -0.15111761, -0.08438762, -0.2322315, 0.042663135, 0.08788523, -0.09613376, 0.15999563, -0.009971801, -0.09002813, -0.03872518, 0.04037108, -0.01300371, -0.0593082, -0.046625085, 0.14121045) * go_8(0.0, -1.0); + result += mat4(-0.02504897, -0.23124105, -0.14960161, -0.059709363, -0.045559667, 0.0934396, -0.08820011, 0.04594991, -0.050889697, -0.25586852, 0.0644002, -0.07764009, 0.119924605, 0.20602806, -0.04603095, -0.0057721743) * go_8(0.0, 0.0); + result += mat4(0.28343758, 0.1478245, -0.15181027, -0.06351228, -0.09967896, 0.03955357, 0.23260047, -0.02553873, -0.10992018, -0.030077389, -0.3894485, -0.14417149, 0.24983008, 0.12220668, 0.0003131071, -0.010381386) * go_8(0.0, 1.0); + result += mat4(0.23594774, -0.118130445, 0.004422023, -0.1649326, 0.034370735, -0.021331226, 0.007509178, -0.1541513, 0.048636757, 0.11841208, 0.031549037, -0.11734389, -0.04395439, -0.02076644, -0.0035178973, 0.06140512) * go_8(1.0, -1.0); + result += mat4(-0.021531448, -0.15168543, 0.12222561, 0.058629047, 0.066313356, -0.1940694, -0.12171876, -0.00658866, -0.07076472, -0.030291308, -0.0077558737, 0.051757984, 0.02193855, 0.16493133, -0.048682384, -0.07314322) * go_8(1.0, 0.0); + result += mat4(0.06621408, -0.01667796, 0.0260185, 0.06794066, 0.043986917, 0.011299251, 0.07782877, -0.01643483, -0.04058689, -0.070192285, -0.09853332, -0.1299159, -0.05160902, 0.0033539685, 0.22954997, -0.021546595) * go_8(1.0, 1.0); + result += mat4(-0.026403278, 0.010653838, 0.0021257512, 0.026513815, -0.027015077, 0.13358718, -0.044833694, 0.095596425, -0.060707036, -0.108798616, -0.068031676, 0.032127026, 0.01858624, -0.15015, 0.04501039, -0.06865877) * go_9(-1.0, -1.0); + result += mat4(-0.007216763, 0.0486202, 0.056571513, 0.056145705, -0.11548521, -0.08642669, -0.06518352, -0.03574434, -0.08436628, 0.08905691, -0.124076016, 0.1362937, 0.03472427, 0.072752416, -0.06511489, -0.057675257) * go_9(-1.0, 0.0); + result += mat4(0.022617117, -0.04079143, 0.0024848897, 0.044588573, -0.046744883, -0.07881134, 0.015742674, -0.074300356, -0.16290313, 0.2288461, 0.30492097, 0.11593285, -0.04548979, 0.15053008, -0.071956754, 0.093064725) * go_9(-1.0, 1.0); + result += mat4(0.103904605, -0.034667403, -0.2098319, -0.073832884, -0.018042624, 0.13301417, 0.18822892, 0.015829902, -0.04867316, -0.03433423, -0.0014289889, 0.13230352, 0.1714687, -0.042440657, 0.078390524, -0.11056909) * go_9(0.0, -1.0); + result += mat4(0.102768585, -0.052201718, -0.09919031, 0.05452432, -0.107485875, -0.085205294, 0.1167384, -0.072183356, -0.042630963, -0.016243858, 0.017791817, 0.034657195, 0.006584667, 0.11105869, -0.24984534, 0.1456181) * go_9(0.0, 0.0); + result += mat4(0.10024778, 0.20171101, 0.010203289, 0.0152510945, 0.19804022, 0.0030897404, 0.16180041, 0.03478403, 0.01691778, 0.12370874, 0.009899959, 0.0381879, -0.19545735, 0.05234624, 0.029687876, 0.039903942) * go_9(0.0, 1.0); + result += mat4(-0.0070509096, 0.061695606, 0.01725384, -0.025932692, -0.028384902, 0.068152025, 0.09564379, -0.0032856707, -0.08382584, -0.039758872, 0.039846867, 0.12834965, 0.12526661, 0.055030096, 0.04364647, -0.100329876) * go_9(1.0, -1.0); + result += mat4(-0.070798345, -0.00784376, -0.052424204, 0.10586638, 0.06956726, 0.090235926, 0.17659639, 0.0076065036, -0.009754862, -0.024974793, 0.1369677, 0.12670912, -0.023065869, -0.07917515, 0.05287323, -0.023171866) * go_9(1.0, 0.0); + result += mat4(0.12073896, 0.045264993, -0.11648963, 0.086132266, 0.050844252, -0.08426843, 0.024296617, 0.13581963, -0.076921426, 0.055674795, 0.29358476, 0.17752819, -0.031633187, -0.1243592, -0.017796218, -0.008461567) * go_9(1.0, 1.0); + result += mat4(0.055730432, -0.06652472, -0.17525241, -0.0036742918, 0.006477956, 0.028978415, 0.14193636, -0.037313115, -0.04725123, 0.060488928, -0.10456545, -0.006454917, 0.06926134, 0.0996201, -0.07260804, -0.1895799) * go_10(-1.0, -1.0); + result += mat4(0.09925973, 0.14233111, -0.12106291, 0.07597586, -0.014802816, -0.078202166, 0.11997903, 0.020356417, -0.04720392, 0.1314056, -0.17295258, -0.07884539, -0.08036766, -0.1125439, 0.0405426, -0.07011955) * go_10(-1.0, 0.0); + result += mat4(-0.06895649, -0.012910801, 0.03559805, -0.0014188234, 0.02699368, 0.03227277, 0.0046795383, -0.0029251864, 0.017629929, 0.059735607, 0.118295275, -0.17668861, 0.1518607, 0.16145404, -0.0504446, -0.101737656) * go_10(-1.0, 1.0); + result += mat4(-0.081351854, -0.075108185, -0.0926778, 0.0109555805, -0.007015293, 0.06645702, -0.01241593, 0.060986638, -0.07729778, -0.041309834, 0.0429984, -0.15234338, 0.020857433, -0.104722485, -0.10882601, 0.1209144) * go_10(0.0, -1.0); + result += mat4(-0.118677095, 0.01309145, -0.038996574, 0.06635668, -0.05267633, -0.08315515, 0.08098698, 0.1340335, 0.06553321, -0.03148986, -0.08127774, -0.07047001, 0.07579491, -0.10656408, -0.14157577, -0.051908918) * go_10(0.0, 0.0); + result += mat4(0.041668024, 0.06382924, 0.042267703, 0.011047431, -0.028405169, 0.08054344, 0.011450904, -0.07005899, -0.093779415, 0.023375172, -0.0065031634, -0.08010197, 0.066256344, -0.041091762, 0.06366334, -0.12815112) * go_10(0.0, 1.0); + result += mat4(-0.019420393, -0.11652611, 0.08841619, 0.029591685, -0.0009620011, -0.09573091, -0.019200109, -0.09104749, 0.08407402, 0.12864915, 0.042542934, 0.0063575567, -0.04007373, 0.10526848, 0.02460641, 0.068430506) * go_10(1.0, -1.0); + result += mat4(-0.05954139, -0.07681237, 0.016148254, -0.034287833, 0.04544861, 0.012246789, -0.116092205, 0.14978212, 0.07235919, -0.058334228, 0.16935714, -0.017129533, -0.044010796, -0.14619933, 0.09672873, -0.021991394) * go_10(1.0, 0.0); + result += mat4(0.021146454, 0.1251824, 0.104555294, 0.043058153, -0.024749698, 0.03444585, 0.2694334, -0.012046371, -0.14657335, -0.009213879, 0.033201307, -0.11851107, 0.017618936, 0.15735385, 0.113181554, -0.10215611) * go_10(1.0, 1.0); + result += mat4(0.08585624, 0.066706054, -0.2327374, -0.10154063, 0.02463269, 0.090812944, 0.07758884, 0.0158239, 0.058642156, 0.028363941, -0.05395317, 0.04238957, -0.037100993, 0.012665406, -0.14026712, 0.061535712) * go_11(-1.0, -1.0); + result += mat4(0.09312103, -0.024918009, -0.18015066, 0.024186501, -0.05781731, -0.03758734, 0.16232629, -0.042083528, 0.091159195, -0.019988291, -0.039695572, 0.032090623, -0.007742507, 0.03262859, -0.16391948, 0.0071356464) * go_11(-1.0, 0.0); + result += mat4(-0.009546079, -0.062020306, 0.03153559, 0.07236344, 0.015683834, -0.14067987, 0.08862394, -0.011473947, -0.076618366, 0.052877825, 0.017246783, 0.119297296, -0.09654495, 0.04377407, 0.049077217, -0.05697108) * go_11(-1.0, 1.0); + result += mat4(0.032074947, -0.2789073, -0.0780382, -0.055925358, -0.054706793, 0.25289878, -0.16136311, 0.055086806, 0.044424094, 0.03972878, -0.0023177464, -0.0073578, 0.1299194, 0.11285016, -0.047309466, -0.17621756) * go_11(0.0, -1.0); + result += mat4(0.09467398, -0.11044382, -0.16274872, -0.0029408298, -0.37114516, 0.058979653, 0.17823413, -0.076888606, 0.08084833, -0.04577878, 0.22805735, -0.020946318, 0.20733872, -0.1211756, 0.059085913, 0.059061136) * go_11(0.0, 0.0); + result += mat4(0.35857418, -0.099405855, 0.06358649, -0.0907002, -0.0069775633, -0.048079707, -0.0019786675, 0.06267778, 0.009655525, 0.024428898, -0.050424356, -0.17061041, -0.12142067, 0.112559676, -0.08353815, -0.08756031) * go_11(0.0, 1.0); + result += mat4(0.01901223, -0.04998253, 0.08768208, -0.19876355, -0.0030078737, 0.04542661, 0.009527668, 0.05703407, 0.09030936, -0.15465401, 0.035002396, 0.126716, 0.0060029556, 0.17286618, -0.15907623, -0.019392034) * go_11(1.0, -1.0); + result += mat4(0.06755985, -0.061411466, 0.00143389, -0.12406364, -0.13916829, 0.091105476, -0.003509345, -0.09764329, 0.078492686, -0.109858304, -0.050267193, 0.0537668, 0.041313883, -0.04182997, -0.084387325, 0.02694605) * go_11(1.0, 0.0); + result += mat4(0.105845064, 0.08719947, 0.10387861, 0.0042026257, -0.15651314, 0.024885604, -0.17568772, -0.08669456, 0.038521856, 0.0033983306, 0.05686095, 0.070402436, 0.017018655, 0.0044162236, 0.0035786475, -0.10618687) * go_11(1.0, 1.0); + result += vec4(0.03012607, 0.090183415, 0.0028153015, -0.086936705); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!SAVE conv2d_16_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_15_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_15_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_15_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_15_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_15_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_15_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_15_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_15_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.18401013, -0.13588756, 0.054256726, -0.1412752, -0.12243868, -0.03775943, -0.0927035, -0.07697188, -0.022187399, -0.06088916, -0.079055466, 0.19919616, 0.008391406, 0.0015257774, 0.044474147, 0.08149344) * go_0(-1.0, -1.0); + result += mat4(-0.07563144, -0.17652713, -0.114881195, -0.37899107, 0.07671048, -0.14937408, -0.02114298, 0.044075787, 0.0042303097, 0.14191344, -0.023277637, 0.08528211, -0.09960068, -0.16445117, -0.03584855, -0.04641021) * go_0(-1.0, 0.0); + result += mat4(-0.22003917, 0.17905737, 0.21757741, -0.12364477, -0.016672444, -0.018438077, 0.04201858, 0.07870777, 0.039740887, -0.052247927, -0.10656043, -0.00011003632, 0.041017633, -0.27342665, -0.06761997, -0.04528579) * go_0(-1.0, 1.0); + result += mat4(-0.025336504, -0.13833694, 0.07437976, -0.08893717, -0.16371429, -0.061653934, -0.039204895, -0.028089175, -0.00015907192, -0.13354921, 0.02734657, 0.15964994, -0.041217323, -0.009264936, 0.079068765, 0.062053584) * go_0(0.0, -1.0); + result += mat4(-0.049570024, -0.10784191, -0.01837375, 0.21343361, -0.04372069, -0.020986352, -0.107839406, 0.05502148, 0.0992714, -0.018021397, 0.008725207, -0.017378684, 0.031728156, -0.008801241, -0.18357609, -0.016145747) * go_0(0.0, 0.0); + result += mat4(-0.04913707, 0.01682724, 0.041758772, 0.008508023, 0.026582265, -0.22879946, 0.13991572, -0.090997934, 0.0896516, -0.22281447, -0.055706218, -0.021541787, 0.015767794, 0.018899554, 0.013717163, -0.17347403) * go_0(0.0, 1.0); + result += mat4(0.12547137, -0.09660737, 0.012978945, 0.07203537, -0.0054954574, 0.018496398, -0.011681787, 0.12737639, -0.045878302, -0.10701198, -0.03054825, 0.03009367, 0.1267522, 0.09850112, 0.057112776, -0.009593024) * go_0(1.0, -1.0); + result += mat4(-0.08928, 0.0683229, 0.17383668, 0.13218597, -0.031208025, 0.037092455, 0.042550884, 0.077692695, 0.01771997, 0.13132338, 0.006508737, -0.08525488, -0.045307394, -0.14343816, -0.01830292, 0.01989028) * go_0(1.0, 0.0); + result += mat4(0.026735093, -0.023464149, -0.17231, -0.044292584, 0.08945477, 0.009001228, 0.066171594, -0.011970938, 0.028572584, -0.03996996, 0.016547613, -0.059090354, 0.0028927932, -0.063939616, 0.03321047, 0.13545637) * go_0(1.0, 1.0); + result += mat4(0.10948995, -0.15711145, 0.054597083, -0.068569995, 0.026474394, 0.097653925, 0.04627575, -0.008275917, 0.25192523, 0.18235894, -0.08277455, 0.38575834, 0.022745483, -0.020903446, 0.04205318, -0.042380072) * go_1(-1.0, -1.0); + result += mat4(-0.18891968, 0.052005906, 0.038103525, -0.111821555, -0.031023096, 0.011216633, -0.0035464338, 0.046839092, 0.25343683, 0.20273992, 0.15142617, -0.044875506, -0.001787997, 0.071683675, -0.07015657, -0.022576973) * go_1(-1.0, 0.0); + result += mat4(-0.018181657, -0.09296044, 0.022081852, -0.06619681, 0.060951322, 0.05768129, 0.02035218, -0.019641668, 0.0013515889, -0.13848126, -0.1841656, 0.031004338, -0.051048316, 0.14258315, 0.05445368, 0.03247651) * go_1(-1.0, 1.0); + result += mat4(-0.05203047, 0.12076639, -0.0077227005, 0.1184366, 0.06823599, 0.012450423, 0.1113311, 0.039102986, 0.35370106, -0.33157814, 0.37390196, -0.09912934, -0.10444121, 0.08402377, -0.16930288, 0.054857288) * go_1(0.0, -1.0); + result += mat4(0.03270221, 0.14613907, -0.095933534, -0.19244863, -0.23159896, 0.1559275, 0.06728844, -0.0047268616, 0.011683535, -0.18843126, -0.04220783, -0.30654585, -0.10746214, -0.03227198, -0.03234777, 0.11203559) * go_1(0.0, 0.0); + result += mat4(0.13327973, 0.09590377, 0.07102634, -0.20258962, -0.1457926, 0.07275891, 0.17606707, -0.12861401, -0.031180056, -0.18612963, -0.13088436, 0.33387327, 0.08283845, -0.15757847, 0.06846595, -0.057761926) * go_1(0.0, 1.0); + result += mat4(-0.07959099, -0.027871562, -0.00679305, -0.044345573, 0.0878471, -0.013418179, -0.058157764, -0.07929911, -0.19511378, -0.21550658, -0.18276486, -0.10306193, 0.06730515, 0.15307051, 0.060711797, -0.09848275) * go_1(1.0, -1.0); + result += mat4(0.02309879, -0.028519675, 0.041512847, 0.049695335, -0.0258293, 0.050312288, -0.123789005, -0.046238117, -0.34710893, -0.017108874, 0.112747535, 0.0380458, 0.10313404, 0.13872932, -0.108138695, 0.11340562) * go_1(1.0, 0.0); + result += mat4(0.09037467, 0.08282595, -0.049290337, -0.03558929, -0.036829695, 0.08418846, -0.0048224498, -0.018913696, 0.16916117, 0.18428025, -0.0325662, -0.013071526, -0.02406039, 0.11116436, -0.20665626, -0.036719907) * go_1(1.0, 1.0); + result += mat4(0.12311881, 0.05806699, 0.1490677, -0.10510731, 0.0650881, -0.045123734, 0.10633921, 0.08102984, -0.17166427, 0.14187278, 0.06218691, 0.010134607, -0.024926946, -0.15645958, 0.01647525, -0.032007955) * go_2(-1.0, -1.0); + result += mat4(-0.0064320094, -0.10348999, -0.0064104837, -0.104413785, 0.079153426, 0.19542186, 0.03652737, 0.15894827, 0.22364238, -0.03398967, 0.05108126, 0.035144717, -0.06397692, -0.032206714, 0.0922073, 0.012730258) * go_2(-1.0, 0.0); + result += mat4(0.08642296, 0.05683361, -0.032936133, 0.10762088, -0.01644649, -0.001429266, 0.08380367, 0.019923296, 0.08267726, -0.044601962, -0.012816315, 0.02492031, 0.072982386, -0.010330455, -0.0978465, 0.118156195) * go_2(-1.0, 1.0); + result += mat4(0.042400658, -0.055309903, 0.03207966, -0.121752515, -0.21621595, 0.024456523, -0.011958722, 0.12451922, -0.13696773, -0.20115459, -0.07348073, 0.0024619848, 0.01738986, -0.12202603, -0.111460805, -0.005058656) * go_2(0.0, -1.0); + result += mat4(-0.21546137, 0.12935314, -0.028532904, -0.008893691, 0.10135729, -0.17534581, -0.049937554, -0.33643374, -0.043661103, 0.102634795, -0.115369305, 0.026465349, 0.028970167, 0.026625225, 0.062238887, -0.026272973) * go_2(0.0, 0.0); + result += mat4(-0.105955236, 0.12651332, 0.07647607, 0.08280213, -0.123200215, 0.05615951, -0.05460551, -0.18601677, 0.08394111, 0.16563104, 0.040207952, 0.14093705, 0.052927166, -0.17315963, -0.03533011, 0.060746193) * go_2(0.0, 1.0); + result += mat4(-0.026084239, 0.045155637, 0.04272104, -0.16185169, -0.17862639, 0.05094037, -0.11442705, 0.020845752, 0.040759496, 0.12081268, 0.0075550107, -0.021916028, -0.11806642, -0.023612743, -0.071473576, -0.101335295) * go_2(1.0, -1.0); + result += mat4(-0.002712147, 0.16763973, -0.044307284, 0.040771365, -0.0031661778, -0.049930423, 0.28393164, -0.1455211, 0.054617744, -0.031105014, 0.11039813, -0.030323252, -0.033115745, 0.04220911, -0.12622428, -0.07630135) * go_2(1.0, 0.0); + result += mat4(-0.028186634, -0.003115328, -0.099139124, -0.086862855, 0.044807985, -0.11788244, 0.080867685, -0.0054060444, 0.018819673, 0.04957816, 0.019576633, 0.07436812, 0.024756659, 0.011649562, 0.03426825, -0.061746117) * go_2(1.0, 1.0); + result += mat4(-0.109345876, -0.07582799, -0.07580578, 0.0718188, 0.045793377, -0.071054064, -0.04769422, 0.01874575, 0.08088704, -0.08307951, -0.06366319, -0.019450737, 0.26841074, -0.03851925, -0.04642081, -0.0030378636) * go_3(-1.0, -1.0); + result += mat4(-0.031708058, 0.02285141, 0.077648826, -0.1881658, 0.04816301, -0.13699746, -0.08999789, -0.16106066, 0.011150913, -0.044722255, -0.026864614, 0.028213168, -0.18842594, 0.19808589, 0.0007276151, 0.0031604283) * go_3(-1.0, 0.0); + result += mat4(-0.31135795, 0.112032294, -0.026946368, 0.0031459567, 0.13888834, 0.10551288, -0.040594235, 0.048751246, 0.00039387803, 0.0142388055, 0.0008438835, -0.000215502, 0.15277672, 0.005665271, 0.07407217, -0.050055165) * go_3(-1.0, 1.0); + result += mat4(-0.09536809, -0.029089805, 0.05876147, 0.19606937, -0.056980595, 0.12535319, 0.024123488, 0.077162944, 0.19549242, 0.16824779, 0.14160116, -0.15470776, 0.09047217, 0.0001769805, -0.018979235, 0.044140182) * go_3(0.0, -1.0); + result += mat4(-0.27798006, 0.49009305, -0.10300361, -0.15089208, 0.08056011, -0.04228279, -0.19938731, -0.1284759, -0.0960026, 0.07879816, -0.088942915, 0.09315675, 0.0301986, -0.035029355, -0.0511503, 0.11765551) * go_3(0.0, 0.0); + result += mat4(0.07843372, -0.006018093, -0.05311663, -0.0075817537, 0.0424411, 0.07975493, 0.044189543, 0.13708349, -0.008551143, -0.13168351, -0.16907017, -0.07804317, -0.0024650225, 0.048722517, 0.1594775, -0.016862482) * go_3(0.0, 1.0); + result += mat4(-0.08130928, 0.289742, 0.061233968, -0.1805477, -0.04329093, 0.034262158, 0.023879131, -0.092462465, 0.037923817, -0.005596231, 0.0330041, 0.06661368, -0.036080886, -0.047671337, 0.05192108, 0.17042227) * go_3(1.0, -1.0); + result += mat4(-0.09510118, -0.07480796, 0.17427766, 0.16470622, 0.07585864, -0.012345573, 0.060487308, 0.07716671, 0.022240538, -0.019660212, 0.022591233, -0.0047452366, 0.04595507, -0.014236219, -0.06681773, -0.09052364) * go_3(1.0, 0.0); + result += mat4(-0.10433901, 0.0379166, 0.015618833, -0.0828069, 0.014377862, -0.016621938, -0.15152419, -0.0019374314, 0.012078275, -0.00887573, -0.13343875, -0.0125529785, 0.07976357, 0.0765987, -0.0056649507, 0.011301273) * go_3(1.0, 1.0); + result += mat4(-0.041834418, -0.13372508, -0.10320997, 0.015072922, -0.029889522, 0.012992793, -0.09185873, 0.004004095, -0.065492816, -0.050909735, 0.0002255961, -0.12797303, -0.3083743, -0.05711855, 0.023806712, 0.04647377) * go_4(-1.0, -1.0); + result += mat4(-0.0738126, -0.1592134, 0.022746144, -0.11953307, -0.03188981, 0.16695242, 0.122664005, 0.14895225, 0.094388284, -0.29278672, -0.04656844, -0.19429022, -0.044872273, -0.038740084, 0.0248372, -0.077681266) * go_4(-1.0, 0.0); + result += mat4(0.04854289, -0.2222598, -0.06694044, -0.07134871, -0.0056551537, 0.18670999, 0.029736828, 0.13020341, -0.1472964, -0.16671701, -0.07403152, -0.16548093, -0.064982556, -0.07949377, 0.073355116, -0.11815417) * go_4(-1.0, 1.0); + result += mat4(-0.056096863, 0.046716, 0.017137583, 0.00091687136, 0.019255593, 0.009841755, -0.03734741, 0.06731623, -0.06467937, -0.00014931819, -0.061866295, -0.03865882, 0.12549591, -0.04473098, 0.10254502, -0.19520067) * go_4(0.0, -1.0); + result += mat4(-0.024812682, -0.05629554, 0.22076266, 0.07151472, -0.07329754, -0.019209638, 0.047727138, 0.028662292, -0.24604319, -0.042345352, -0.033282783, -0.07798896, -0.12942882, -0.09905983, 0.15368684, 0.106904276) * go_4(0.0, 0.0); + result += mat4(0.07929591, -0.10142135, -0.044078883, -0.052256215, -0.12313739, -0.15137856, 0.15978324, -0.17600586, -0.026426807, -0.076277286, -0.34938416, -0.1274297, -0.20080665, 0.23370647, 0.2738065, 0.30404314) * go_4(0.0, 1.0); + result += mat4(-0.13837905, -0.067753285, 0.0764978, 0.03729214, 0.17639492, -0.027780103, -0.01209291, -0.07154623, 0.05318505, -0.041469146, -0.13914822, -0.034375183, 0.063493945, 0.098800704, 0.07209861, -0.081063025) * go_4(1.0, -1.0); + result += mat4(0.0885162, -0.004286808, -0.04590522, -0.009821024, 0.06929009, 0.1377115, -0.3040033, -0.36766884, -0.011379945, -0.00017395087, -0.21295871, -0.13242184, -0.22686961, -0.09711975, 0.219442, 0.07782863) * go_4(1.0, 0.0); + result += mat4(-0.052216977, 0.0022526693, 0.08789426, 0.101838656, 0.055295188, 0.12478162, -0.17794913, -0.16096286, 0.03537816, -0.09675113, -0.12077911, -0.054987498, 0.09664434, 0.10522916, -0.184103, 0.20173639) * go_4(1.0, 1.0); + result += mat4(-0.08799513, 0.053520318, -0.06829527, -0.061881334, -0.06998132, -0.016926985, -0.0034579965, -0.02244025, 0.08783364, -0.048509452, 0.06655328, 0.02509059, 0.14502525, -0.086991906, 0.124340616, 0.00037620167) * go_5(-1.0, -1.0); + result += mat4(-0.12045644, -0.0791683, -0.016914366, -0.0702782, -0.1417759, 0.113099955, 0.03572895, 0.03584289, -0.23530042, 0.16986006, -0.08690092, 0.20150651, 0.14820416, -0.0022669397, 0.16911735, -0.32364613) * go_5(-1.0, 0.0); + result += mat4(0.2332167, -0.016162368, -0.07348933, 0.051037077, -0.029558603, 0.10703994, 0.09952783, 0.11973201, 0.080019765, 0.1711361, -0.033787925, 0.11096711, -0.0026446204, 0.12003299, 0.17813842, -0.15823579) * go_5(-1.0, 1.0); + result += mat4(0.13115647, 0.04365931, 0.08948908, -0.0061321505, -0.17846593, -0.07659842, -0.18420176, -0.124986045, -0.077533804, -0.06662785, -0.06746059, 0.06722217, 0.06708974, 0.020013843, 0.057971753, -0.005804974) * go_5(0.0, -1.0); + result += mat4(0.018778078, 0.08638097, 0.12128037, -0.100785516, 0.020799557, -0.045280837, 0.065865815, -0.13772325, -0.14847542, -0.10060909, -0.07299966, 0.035418868, -0.2626101, 0.048298042, 0.117776625, 0.2014914) * go_5(0.0, 0.0); + result += mat4(0.027666502, -0.0080054365, 0.114057735, 0.11314715, -0.12363325, -0.113225006, 0.14003067, 0.06963901, 0.030006966, 0.11874836, 0.12775381, 0.058153503, 0.18982601, 0.107828185, -0.031235067, -0.28085175) * go_5(0.0, 1.0); + result += mat4(-0.058084015, -0.22221348, -0.0896041, 0.0627608, -0.116209514, -0.061959576, 0.08820395, 0.065014645, 0.020963453, -0.025303738, 0.043819524, 0.0133228395, 0.033737265, -0.15635544, -0.11012964, 0.06452587) * go_5(1.0, -1.0); + result += mat4(0.013111555, 0.054879397, -0.084155306, -0.05129703, 0.14801842, 0.026329206, -0.024483597, -0.08906689, 0.05348424, -0.039064053, 0.08269973, -0.042230796, 0.09083986, 0.04736572, -0.11007553, -0.16672523) * go_5(1.0, 0.0); + result += mat4(-0.012899352, -0.1294054, 0.1125801, -0.04872308, -0.06587377, -0.011649611, -0.0895225, -0.011717788, 0.12558992, -0.11246865, -0.005633265, 0.16554871, 0.09073155, -0.02444982, 0.051129293, 0.071896) * go_5(1.0, 1.0); + result += mat4(-0.040985197, -0.11714439, 0.0050871605, -0.055462062, -0.08494001, 0.02960296, 0.095325224, 0.20950922, 0.04292618, -0.09899439, 0.028093863, -0.051682223, 0.29498738, 0.079777084, 0.06441235, -0.11312307) * go_6(-1.0, -1.0); + result += mat4(-0.0736591, 0.23490392, 0.0012234901, 0.0062587685, -0.0658678, 0.14087045, 0.16481075, 0.0865966, -0.043406636, 0.22310406, -0.042780004, 0.23647028, 0.12841848, -0.0035120498, 0.006173345, -0.024037007) * go_6(-1.0, 0.0); + result += mat4(0.09205112, 0.059635665, 0.08538701, 0.022823967, -0.06477945, 0.06236264, 0.038886856, 0.013214306, 0.028087588, -0.10733406, -0.06626182, 0.072191566, 0.024621291, 0.009575019, -0.06411952, -0.1463673) * go_6(-1.0, 1.0); + result += mat4(0.0054634516, 0.045507513, -0.007799662, 0.0076722545, -0.12650666, 0.14308643, 0.06477858, 0.24249618, -0.13591407, -0.13626933, -0.33021417, 0.14956667, 0.14996628, 0.01296905, 0.07415943, -0.2862635) * go_6(0.0, -1.0); + result += mat4(-0.097647466, 0.10142995, -0.08994866, -0.18288863, -0.05146021, 0.051858053, 0.1065154, -0.018669382, 0.049175538, 0.01052338, -0.08475384, -0.03172579, -0.10427115, 0.16601573, 0.048708897, -0.16694255) * go_6(0.0, 0.0); + result += mat4(0.026975388, 0.059210766, 0.07111863, -0.06324248, -0.15227206, 0.16633601, 0.07461219, 0.267013, -0.047243737, -0.3753309, 0.008852686, -0.013038294, -0.08381937, 0.2180827, 0.11023216, 0.05140329) * go_6(0.0, 1.0); + result += mat4(-0.07311599, -0.05057456, 0.023085596, -0.10682444, 0.063513815, 0.07356253, -0.12083916, 0.04450374, -0.22449435, -0.24517713, -0.15282468, 0.10999382, 0.04883995, 0.12952463, 0.077369794, -0.12015865) * go_6(1.0, -1.0); + result += mat4(-0.032314647, -0.10842104, 0.08947376, 0.09801895, -0.23712908, 0.03993495, 0.11174641, 0.17067215, 0.10894186, 0.055918567, -0.03502335, -0.18856876, -0.062737584, 0.010392958, -0.11375558, -0.034413774) * go_6(1.0, 0.0); + result += mat4(0.03193526, -0.12611216, 0.012267307, -0.009893633, -0.12945518, -0.12617463, -0.013297298, 0.11985869, -0.013691836, -0.097269624, 0.039589375, 0.07388823, -0.009328134, 0.06370066, 0.02859016, 0.048128143) * go_6(1.0, 1.0); + result += mat4(-0.10391301, 0.008188025, -0.048711997, 0.09241104, -0.038443137, 0.029809011, 0.024959557, -0.05881074, -0.04998583, -0.04124172, -0.028660027, 0.03466532, 0.011698102, 0.044361595, 0.04664061, -0.018566478) * go_7(-1.0, -1.0); + result += mat4(0.09856062, -0.101091534, 0.06970033, -0.07585045, -0.12380092, 0.14135367, 0.019343793, 0.1737178, -0.16379696, -0.045019772, -0.058714505, -0.028094918, 0.15862615, 0.14155744, 0.07784022, 0.115407884) * go_7(-1.0, 0.0); + result += mat4(0.013782505, -0.049060434, 0.000708752, -0.13372315, 0.09113942, -0.08684804, -0.0342819, -0.011987756, 0.009873064, -0.02924474, 0.025891695, -0.019425275, 0.023715625, -0.048975617, 0.10708091, 0.115210146) * go_7(-1.0, 1.0); + result += mat4(-0.0013538608, -0.012521754, 0.081756964, -0.071289025, -0.11118813, -0.02736482, -0.19032161, 0.061563436, 0.025607973, 0.11936482, 0.08191075, -0.058816638, 0.0739315, 0.015304525, 0.11458635, 0.07511394) * go_7(0.0, -1.0); + result += mat4(0.1808514, -0.083741136, 0.20993811, -0.12137578, 0.03407561, -0.030393306, -0.21573617, 0.057049792, -0.084746934, -0.08983451, 0.06681565, -0.020741878, -0.07407868, 0.06587669, 0.02362261, 0.18319516) * go_7(0.0, 0.0); + result += mat4(0.037588492, -0.10657281, -0.010977549, 0.04346086, 0.123472065, 0.025804061, -0.08596545, 0.014454042, -0.08765823, -0.08678077, -0.07755789, 0.031191997, 0.03477551, 0.07478537, 0.11362728, 0.09572332) * go_7(0.0, 1.0); + result += mat4(0.0900926, 0.19256, 0.12193432, -0.08833128, -0.093027934, -0.06769375, -0.16739862, -0.03577543, 0.017636668, 0.027024843, 0.06288048, 0.044872086, 0.10232667, 0.0068255565, -0.004028761, 0.029350126) * go_7(1.0, -1.0); + result += mat4(0.049896117, 0.15445383, 0.14894868, 0.02776866, 0.063110374, 0.17882115, 0.0042055226, -0.017513141, 0.091088936, 0.003010554, 0.056064103, -0.083869845, -0.048410174, -0.22603737, 0.051802166, -0.03973644) * go_7(1.0, 0.0); + result += mat4(-0.05112879, -0.040702794, 0.08248044, 0.086119935, 0.06375491, 0.020072684, 0.15028115, 0.008888093, 0.082408555, 0.006811597, -0.123747684, -0.09731778, 0.11961848, -0.021594765, -0.09106974, -0.050286602) * go_7(1.0, 1.0); + result += mat4(0.2571731, -0.081907116, -0.033212937, 0.0620556, 0.009862383, -0.0070517566, -0.004764438, -0.0709893, 0.018923642, -0.057825282, -0.0064521073, 0.08952444, -0.022852743, 0.13909613, -0.019168667, 0.030131642) * go_8(-1.0, -1.0); + result += mat4(0.020968758, 0.08022817, -0.008601074, -0.1097215, 0.047841262, -0.07995962, 0.08419089, -0.040025167, 0.039427646, -0.034424137, -0.02700686, 0.074861415, 0.0041469475, -0.18269539, -0.17760022, 0.12437888) * go_8(-1.0, 0.0); + result += mat4(0.035323508, -0.115505636, 0.08674358, -0.16753072, 0.034209844, -0.0076614427, -0.0005810619, -0.05547449, -0.02653139, 0.0323624, 0.06460733, -0.035394993, -0.04853036, -0.023752727, -0.042929113, -0.15378472) * go_8(-1.0, 1.0); + result += mat4(0.29659423, -0.0006672761, -0.047517773, -0.06199174, -0.017030012, 0.029558018, -0.02886189, -0.09088566, 0.019745167, 0.096069895, 0.18460031, 0.11346628, -0.0806195, 0.08387502, 0.04051519, -0.008846576) * go_8(0.0, -1.0); + result += mat4(0.05892242, 0.056606613, 0.015149992, 0.09476475, 0.07959804, 0.05704647, 0.10259821, 0.15022708, -0.042979885, -0.23327734, 0.2702623, 0.10974108, 0.03293819, -0.038108915, -0.110423155, -0.023343116) * go_8(0.0, 0.0); + result += mat4(0.03149034, 0.08331677, -0.08575176, -0.055300176, 0.008931783, -0.08674912, -0.022917027, 0.01648926, -0.1268374, 0.075792305, 0.15822591, 0.055847537, 0.0012736744, 0.19256137, -0.04431186, 0.06601694) * go_8(0.0, 1.0); + result += mat4(-0.013500773, -0.11745078, -0.04050182, 0.06596709, 0.057272922, -0.020333195, 0.050690793, -0.015620617, -0.08613812, 0.056710016, 0.03490378, -0.12669475, 0.07707306, 0.07194328, 0.13534424, 0.051376734) * go_8(1.0, -1.0); + result += mat4(-0.10094398, -0.021660322, -0.21838374, -0.093808286, -0.09158486, -0.014816265, -0.15103486, 0.08692401, 0.030954776, 0.015028527, 0.034968782, 0.07395348, -0.018183898, 0.07517873, 0.013613574, 0.065369695) * go_8(1.0, 0.0); + result += mat4(-0.03792745, -0.006733627, 0.025750823, 0.014982917, -0.04316942, 0.03895343, 0.010674262, -0.02580279, -0.05217408, -0.048307255, 0.10277286, 0.11032194, -0.042484324, -0.094473965, 0.09480515, 0.15434706) * go_8(1.0, 1.0); + result += mat4(0.033276457, 0.002123263, 0.0064143906, 0.02557083, -0.055384915, 0.018320283, 0.013389597, -0.07641146, 0.06467656, 0.06509521, -0.01756422, -0.048893183, 0.066380076, -0.08305459, -0.123950765, 0.07847402) * go_9(-1.0, -1.0); + result += mat4(0.038409892, 0.15350512, 0.19252667, 0.011370862, 0.018854687, -0.0037143677, -0.051887456, -0.024303446, -0.08148162, 0.09258359, 0.044794485, -0.0741859, -0.007914459, 0.16320546, 0.005944812, 0.006757313) * go_9(-1.0, 0.0); + result += mat4(-0.0028705026, -0.05118026, -0.09932788, -0.004281493, -0.036878936, -0.023730323, 0.050872713, -0.050899874, -0.07606518, -0.03521744, -0.07658885, -0.108464874, 0.10739581, -0.009181252, -0.0070966687, 0.05193587) * go_9(-1.0, 1.0); + result += mat4(0.018943064, -0.00937319, 0.018877272, 0.014771399, 0.1178018, -0.0911264, 0.10991882, -0.15921818, -0.06767399, -0.059326403, -0.09600347, 0.009451356, 0.102710254, -0.0885573, 0.057603467, 0.01992773) * go_9(0.0, -1.0); + result += mat4(-0.0046776338, 0.012952324, 0.033664063, -0.05237841, -0.054967895, -0.025386026, 0.079488695, 0.22789961, -0.013646531, -0.14056179, 0.043689843, 0.042846087, 0.036067236, 0.14239535, -0.281547, 0.07508984) * go_9(0.0, 0.0); + result += mat4(-0.09807237, 0.0034014925, 0.044999514, 0.045813996, -0.053272054, 0.075805016, 0.029503575, -0.07698443, -0.084488615, 0.13008903, 0.04431506, -0.051466364, 0.021694876, 0.043624, -0.013493849, 0.0029076347) * go_9(0.0, 1.0); + result += mat4(0.013535879, -0.024679128, 0.036481153, -0.021314025, 0.0834024, -0.099808566, 0.05001698, 0.010658749, -0.06595134, -0.03521598, -0.103553504, 0.06790129, 0.035933115, -0.047610957, -0.0052558477, -0.1678799) * go_9(1.0, -1.0); + result += mat4(0.025644135, -0.034027576, -0.080036685, 0.03827762, -0.027871434, -0.070245065, -0.021769412, 0.027066302, -0.07604397, 0.05617383, -0.18923633, 0.15722784, -0.026357215, -0.02692877, -0.15795054, 0.0033001932) * go_9(1.0, 0.0); + result += mat4(0.02899885, 0.052839927, -0.024265958, -0.06958408, 0.0008551589, 0.0133860465, 0.075541645, 0.015619437, -0.040788416, 0.07190152, -0.12392664, -0.05369185, -0.15271576, -0.0103186015, 0.13524354, -0.07938339) * go_9(1.0, 1.0); + result += mat4(0.14343445, -0.028533014, 0.03347991, -0.023772543, -0.07142908, 0.014239871, -0.05316892, -0.03663716, 0.08939066, -0.020609157, 0.0054644085, 0.1524691, 0.1692467, 0.018540619, 0.044972885, 0.07313233) * go_10(-1.0, -1.0); + result += mat4(-0.09232455, 0.12691838, -0.056665517, 0.03202994, -0.076657206, -0.16730559, -0.05197493, 0.0138470195, 0.0018628361, 0.13816267, 0.10077216, 0.17797759, 0.043260746, 0.017978493, -0.06791809, -0.010487932) * go_10(-1.0, 0.0); + result += mat4(-0.03577261, 0.048712313, 0.06941375, 0.0051264153, 0.008309652, -0.028129293, 0.022743499, -0.013171842, 0.12213201, -0.0295121, -0.053002793, 0.016487766, -0.053577382, -0.08655959, -0.07344541, -0.064555615) * go_10(-1.0, 1.0); + result += mat4(0.10845244, -0.0077420617, 0.03581785, 0.0038137652, 0.015107951, -0.059069965, -0.04678172, 0.048014846, -0.004465835, 0.0022898219, 0.073007226, 0.18142632, 0.07848132, 0.07515797, 0.012369896, 0.07600368) * go_10(0.0, -1.0); + result += mat4(-0.08638719, 0.15884505, -0.08973742, -0.12369276, 0.08267924, -0.03720554, -0.17259789, 0.1946709, 0.016929558, 0.029375779, 0.01198965, 0.06847236, -0.06293463, -0.022434572, 0.07651499, 0.0346661) * go_10(0.0, 0.0); + result += mat4(-0.025976323, 0.045778584, 0.05067603, -0.02544538, -0.05079276, 0.04841232, -0.17063946, 0.022753738, 0.06943225, 0.056274258, -0.13646449, 0.023894709, 0.0039852895, -0.084818296, 0.015410173, -0.032319937) * go_10(0.0, 1.0); + result += mat4(0.04807185, -0.0003949595, 0.025213908, 0.103080414, -0.0023272403, 0.023491438, -0.056150086, 0.12879792, -0.013982606, 0.036223706, 0.03940019, 0.024488496, 0.012625189, -0.07193314, 0.12854105, -0.032734193) * go_10(1.0, -1.0); + result += mat4(-0.12367774, -0.035864305, 0.13639599, 0.03812523, -0.03994671, -0.11915718, 0.041367244, 0.16409606, 0.050837673, 0.06977757, -0.052018918, 0.09774216, 0.07573336, -0.003323072, -0.044979483, -0.021800824) * go_10(1.0, 0.0); + result += mat4(0.06765063, 0.07885527, -0.061796997, -0.033930518, 0.060318742, -0.04216291, -0.07221272, 0.09004521, -0.065076694, -0.026399218, 0.10466377, 0.08561086, -0.024088204, -0.070315324, -0.040125035, 0.004548777) * go_10(1.0, 1.0); + result += mat4(0.04096943, 0.046178315, 0.011453587, 0.048791222, 0.027209666, -0.08074877, 0.106461525, -0.10974307, -0.020276416, 0.06417489, -0.0028763798, -0.029264465, 0.03444099, 0.10803487, 0.0141790565, 0.009156893) * go_11(-1.0, -1.0); + result += mat4(-0.016227538, 0.19522339, -0.0053924974, 0.055647578, 0.026691278, -0.09364552, -0.04868968, 0.068987675, 0.11558127, -0.16214633, 0.000592678, -0.08047563, 0.03148686, -0.06717632, -0.09336522, 0.043072738) * go_11(-1.0, 0.0); + result += mat4(0.0011174235, 0.08426773, 0.103897035, 0.11740773, 0.024287522, -0.020319004, 0.04015764, 0.010502566, 0.019457467, -0.04620711, 0.024066428, 0.05627311, -0.014574119, 0.0273105, 0.001676443, -0.023356035) * go_11(-1.0, 1.0); + result += mat4(0.1606767, -0.086658545, 0.009466048, -0.030490771, 0.16992782, 0.06852414, 0.15293188, -0.08855474, -0.067096494, 0.017907407, -0.017089175, -0.0053409, 0.0733796, -0.018089872, 0.05572631, -0.035322845) * go_11(0.0, -1.0); + result += mat4(-0.048777405, -0.038038082, 0.092394255, 0.08715676, 0.053691484, -0.23649393, -0.12883174, 0.012281466, -0.037717126, -0.07552516, 0.07210121, -0.17331205, 0.0016187717, 0.07259926, 0.145282, 0.014165023) * go_11(0.0, 0.0); + result += mat4(-0.12497079, -0.104426414, -0.012715669, -0.19777615, -0.017443223, 0.06788143, 0.0614136, -0.002465718, -0.028014038, -0.011756029, 0.10710533, 0.058262154, -0.060565244, -0.03191098, 0.00991814, 0.076612055) * go_11(0.0, 1.0); + result += mat4(-0.013859454, 0.061379608, 0.073247865, -0.0067830062, 0.16421017, 0.16367128, 0.02887352, -0.18079562, -0.08341499, -0.04535779, -0.07029753, -0.02935799, 0.09612428, -0.052309513, -0.04888333, 0.044868078) * go_11(1.0, -1.0); + result += mat4(0.12000188, -0.024868136, 0.123532094, -0.11463714, -0.06894127, -0.030455533, 0.056860894, 0.03772401, 0.03873448, 0.0840759, -0.08643597, -0.08898501, 0.035110738, -0.12644961, 0.065761074, 0.030739123) * go_11(1.0, 0.0); + result += mat4(-0.01031014, -0.02494621, -0.18404531, -0.15162574, -0.04742816, -0.08756647, 0.16793372, -0.002655142, 0.01775816, -0.02193653, -0.047818832, -0.047989108, 0.021209596, 0.10485623, -0.092118226, -0.11965965) * go_11(1.0, 1.0); + result += vec4(0.038480498, 0.04292295, 0.03059564, 0.052293446); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.33416227, 0.09829885, -0.14215165, 0.047257327, -0.25676978, 0.06477231, 0.18437357, -0.09317491, 0.14196362, -0.09833729, -0.05023742, 0.30286238, -0.095891505, -0.05642394, -0.04279076, -0.20932348) * g_0; + result += mat4(0.05250283, 0.097802795, -0.10851134, -0.034588467, 0.08729734, -0.13947372, 0.14574417, 0.15165779, 0.15822525, -0.09741342, -0.29856458, 0.101639755, -0.17390165, 0.20864505, -0.23063898, -0.069147386) * g_1; + result += mat4(0.2346171, -0.12033308, -0.10432819, -0.028732711, -0.22354195, -0.09041756, -0.10091414, 0.004025042, -0.01537579, -0.11316728, -0.09128845, -0.10836599, 0.098449625, 0.021946304, -0.0559169, -0.027388508) * g_2; + result += mat4(0.16285792, -0.2265136, -0.10871404, -0.116897024, 0.120534234, 0.047987677, -0.004379848, 0.055190843, -0.16359152, 0.1373434, 0.2990455, 0.013323317, -0.113601066, -0.28977937, 0.2619728, 0.17309852) * g_3; + result += mat4(-0.16532536, -0.004392614, 0.094332375, -0.07948231, 0.0965218, 0.094979055, -0.16280106, 0.037660465, 0.11163236, 0.09897609, 0.084096566, -0.1494275, -0.016781123, -0.062385462, -0.26847538, 0.1566464) * g_4; + result += mat4(-0.09193836, -0.035500966, 0.19209282, 0.30185416, -0.102988094, 0.03829289, -0.37286982, -0.08325574, -0.21487275, 0.0675388, -0.2152679, -0.15988335, -0.14248285, 0.033678766, 0.26234034, -0.113209285) * g_5; + result += mat4(-0.22717316, -0.0009200798, 0.003287377, -0.002284066, -0.034983475, 0.15027894, -0.13538387, 0.0062207277, 0.00039265986, -0.007900346, -0.18446177, -0.13124779, 0.37357095, -0.039655972, 0.18370372, -0.13613242) * g_6; + result += mat4(-0.008904987, 0.22167958, 0.022735478, -0.10282882, 0.009706884, 0.10853093, -0.11238819, 0.07017576, 0.08412395, 0.09763671, 0.092221156, -0.20290114, 0.12376833, 0.062525444, 0.13981692, -0.15654904) * g_7; + result += mat4(0.2202994, -0.05487525, 0.11625077, 0.35435417, -0.0033555152, -0.03066193, 0.04199444, -0.06022421, -0.046327718, -0.04349393, -0.017858896, -0.29926088, -0.026567936, 0.0232344, 0.031930014, -0.16508788) * g_8; + result += mat4(-0.014044821, -0.105468035, 0.16994655, 0.09042197, 0.02509403, 0.043242466, 0.007714088, -0.014514478, 0.12195026, -0.14864756, -0.17863454, 0.021342438, 0.05473602, 0.03023287, -0.04338681, 0.25018957) * g_9; + result += mat4(0.11178171, -0.031541932, -0.022311704, 0.06927876, -0.118677296, -0.07876712, 0.2573275, -0.16963796, -0.09918738, -0.09615811, 0.18225491, 0.18405153, 0.28958827, 0.10559797, 0.23273212, -0.23836672) * g_10; + result += mat4(0.17404434, 0.006543903, -0.04151141, 0.08504442, -0.036097426, 0.102214396, 0.18505338, -0.121599965, 0.05311446, 0.067163326, 0.03339468, -0.10639028, -0.08318937, 0.03591386, -0.096980564, 0.16911677) * g_11; + result += mat4(0.05569724, -0.24573782, -0.08229295, -0.015653128, -0.088948324, 0.06831632, -0.0009226177, 0.20754391, -0.08485601, 0.27108276, -0.18006897, -0.14416619, 0.014280893, -0.20544566, 0.06332818, -0.18700986) * g_12; + result += mat4(-0.014061824, 0.2738249, 0.13395612, 0.1722393, 0.1108353, 0.14290176, -0.19484134, -0.14986867, -0.00047288154, -0.3510016, 0.13103095, 0.10223549, 0.32832077, 0.19840792, 0.118998185, -0.028437005) * g_13; + result += mat4(-0.15725374, 0.17122267, 0.114801794, 0.2099415, 0.12080525, 0.059072934, -0.023651272, -0.13910551, -0.036585454, -0.47406256, 0.055988673, 0.24299833, 0.05235501, -0.12523869, -0.00253683, 0.11640101) * g_14; + result += mat4(-0.081746235, -0.22889271, 0.053322088, -0.08665787, 0.24643211, 0.027273338, 0.09500774, -0.115398645, 0.040935457, 0.0883963, 0.18543912, -0.098223954, -0.029414238, 0.024577033, 0.33146027, 0.038923774) * g_15; + result += mat4(0.06752596, -0.25002465, -0.22013777, -0.11161415, -0.07435017, -0.06942425, -0.02743294, 0.108842425, -0.0013048031, 0.108312085, 0.10029556, 0.21221648, -0.26489133, 0.24258105, -0.073929526, 0.12577781) * g_16; + result += mat4(-0.05739181, 0.23090334, 0.006777456, 0.036732256, 0.060325738, 0.0047021233, -0.016167793, -0.0797981, -0.06797836, -0.022108275, 0.09807591, -0.07017568, 0.1110942, 0.009747667, -0.06542803, 0.14152472) * g_17; + result += mat4(0.07776711, -0.098150186, -0.16863117, 0.0073495065, 0.05722358, -0.34379464, 0.026611788, 0.158512, 0.17978796, -0.0070248432, 0.08746297, 0.0050373445, 0.06347449, -0.5033429, 0.04252335, -0.21747608) * g_18; + result += mat4(-0.07743927, 0.010540148, 0.16479133, -0.0024370546, 0.18661375, -0.020397237, 0.016077021, 0.051072516, -0.037119925, -0.06755068, 0.12466155, -0.056955684, -0.36593297, 0.23062328, 0.22472279, -0.054084912) * g_19; + result += mat4(-0.011354759, 0.093901664, -0.20744812, -0.072959766, -0.18470302, 0.028048197, -0.24052349, 0.12828217, -0.040006574, -0.067410275, -0.03315965, 0.06631403, -0.28481728, 0.005110992, 0.20470636, -0.009981321) * g_20; + result += mat4(-0.03354525, -0.059142444, -0.15623446, 0.015744166, 0.08541153, -0.072278626, -0.04104654, -0.046746574, 0.11032013, -0.04839051, 0.029939886, -0.04404479, -0.050214116, -0.12854907, -0.187336, -0.09875316) * g_21; + result += mat4(0.09276934, 0.1589921, -0.14998227, 0.15918075, -0.10429563, 0.14331265, -0.028513614, -0.29926082, 0.14870556, 0.14363697, 0.03612754, -0.34358153, 0.007659696, 0.03472827, 0.24480377, 0.25565132) * g_22; + result += mat4(-0.058360998, -0.041696765, -0.025950164, -0.086585455, 0.059222456, -0.13592203, 0.12421702, 0.25911456, -0.30712909, -0.32777423, -0.065243766, -0.18262905, 0.2039587, 0.052910935, -0.08447836, 0.093383566) * g_23; + result += mat4(-0.17947456, -0.107932284, 0.11335294, 0.16742402, -0.123715445, -0.27323994, 0.15531261, 0.22766086, 0.16263995, -0.2014767, -0.40492374, -0.15713632, -0.26240152, 0.018007467, 0.0621857, -0.2819687) * g_24; + result += mat4(-0.26559585, 0.014900249, 0.16911738, -0.17638609, 0.22711746, -0.16094574, 0.03393967, 0.1899959, -0.1117433, -0.023160132, 0.054320656, 0.047609437, -0.0006658183, -0.020135878, 0.21770352, 0.6265344) * g_25; + result += vec4(0.004939347, -0.026483338, -0.056496214, -0.07306347); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf1 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.03043192, -0.11382309, 0.15258959, 0.0018671904, -0.07262079, -0.15530646, 0.088956885, 0.0068843844, 0.18098354, -0.13130096, 0.019414594, 0.021504048, 0.12169795, 0.15837122, 0.09828637, -0.47963795) * g_0; + result += mat4(0.14249554, -0.022084357, 0.06666183, -0.043699186, 0.014650524, 0.1188985, 0.0454781, -0.050885927, -0.20757285, 0.5144112, -0.48320413, -0.14140959, -0.13466966, 0.22992888, -0.005597194, -0.06725975) * g_1; + result += mat4(0.06208693, -0.112261705, -0.1686331, 0.018273335, -0.09682144, 0.068702586, 0.045484196, 0.08813325, -0.11541148, -0.008004347, 0.036507435, 0.06754519, 0.011923774, -0.03168652, 0.015487991, 0.10111531) * g_2; + result += mat4(-0.008023328, 0.1137135, -0.07264171, -0.120196424, -0.043222312, -0.22171052, 0.102924, -0.11386958, 0.21182953, -0.072151154, 0.04207932, 0.04245426, 0.074935004, -0.042641435, -0.098739915, -0.13941646) * g_3; + result += mat4(-0.010649323, 0.009664776, 0.041474525, -0.06732602, -0.18728773, -0.14357336, -0.2223795, 0.22192913, -0.0651367, -0.11535945, -0.19640021, 0.116560034, -0.025604805, 0.019647487, 0.25854686, -0.1392261) * g_4; + result += mat4(0.1567528, 0.10124439, -0.06609058, 0.11552276, 0.057271544, -0.065696426, 0.12358736, 0.15948243, -0.032239728, 0.011985731, 0.18371308, -0.08555982, -0.06528452, 0.11953871, 0.11031671, -0.029863868) * g_5; + result += mat4(0.1311102, -0.1305194, -0.18688914, 0.05448602, -0.06396861, -0.12188008, 0.121559285, 0.088412315, -0.09227041, 0.35888135, -0.21576284, -0.09567888, -0.1135963, -0.30975553, -0.019740306, 0.23325934) * g_6; + result += mat4(0.013327147, 0.069052495, 0.0853812, 0.13866353, 0.060591422, 0.1950111, 0.063291125, 0.06301278, 0.16034324, -0.03186552, -0.015433267, 0.21410994, 0.017428825, -0.095040835, -2.532167e-06, -0.19249855) * g_7; + result += mat4(-0.10042209, 0.051823184, 0.06878474, 0.039450742, -0.02151693, -0.125688, -0.080015615, 0.101158395, -0.023944302, -0.3210737, 0.19029768, -0.080297835, 0.03199306, 0.0999303, 0.22268118, 0.08898154) * g_8; + result += mat4(-0.06613979, -0.10264432, 0.06768314, 0.16863261, 0.23254016, 0.049546715, -0.22763276, 0.042342335, -0.20712924, 0.092378855, -0.022331564, -0.04691188, -0.027093714, 0.098690435, -0.19893834, -0.04930573) * g_9; + result += mat4(-0.122772284, -0.11104652, -0.018459626, 0.115983605, 0.12493899, 0.16507398, 0.21478258, -0.15713362, 0.055545174, 0.05634718, 0.1609001, 0.046624824, 0.08476838, 0.024616027, -0.0030971076, 0.040258918) * g_10; + result += mat4(-0.030780645, 0.10763727, 0.2205602, -0.22281945, 0.08244692, -0.12237726, -0.26415175, -0.16127835, -0.01633197, -0.12299418, -0.012012627, -0.084443405, 0.012664263, 0.07389567, 0.01104131, 0.01305866) * g_11; + result += mat4(-0.28838482, 0.15918796, -0.119311474, -0.053310875, -0.07448111, -0.13836008, -0.22057253, 0.2299248, 0.009213285, 0.0044759554, -0.058288343, 0.19605552, -0.062922835, 0.081783056, -0.20190218, 0.008294941) * g_12; + result += mat4(0.16755526, 0.08699512, -0.18997741, -0.0014094117, -0.06733589, -0.15045306, 0.25367445, -0.17017934, 0.017913489, -0.015539376, 0.088074, -0.05331681, 0.04171007, 0.14498031, 0.06460646, -0.00037390782) * g_13; + result += mat4(0.04930183, 0.12424497, -0.0722411, 0.09628479, -0.043124642, 0.04497056, 0.18794456, -0.03480863, -0.09988751, 0.053120367, -0.1482433, -0.145739, 0.09281689, 0.026481925, -0.10084, -0.15488812) * g_14; + result += mat4(-0.004074055, 0.04565656, -0.015633525, 0.035065204, 0.11478302, 0.020277338, -0.048027817, -0.010702974, -0.083617836, 0.010090728, -0.22310819, 0.15971296, 0.06781031, -0.16845126, 0.39758167, 0.22460622) * g_15; + result += mat4(-0.09374665, -0.042104498, -0.033132017, 0.08122814, -0.08190475, 0.27325064, -0.08330755, -0.3144509, -0.12476947, 0.07372691, -0.005574465, 0.19122915, 0.03066927, -0.018531645, 0.19734049, 0.002256408) * g_16; + result += mat4(0.013257584, -0.10722849, 0.03737538, -0.12670442, 0.07042824, 0.0074753985, 0.061389714, -0.3798834, 0.012847999, 0.08157751, 0.015498391, -0.06905376, -0.27448237, 0.002926611, -0.0022811508, -0.1625364) * g_17; + result += mat4(0.07984379, 0.16429926, -0.08719054, 0.084147796, -0.08544172, 0.049447432, -0.3133747, -0.024927497, -0.003863256, 0.18635638, -0.059786454, -0.052997295, -0.07169392, 0.11241022, -0.19898133, -0.007140295) * g_18; + result += mat4(-0.108855434, -0.09246034, 0.04956623, 0.028047003, -0.039407548, 0.031223932, 0.015852997, -0.050448515, -0.04515231, -0.1598301, -0.08276407, 0.17720093, 0.2920873, -0.021305554, 0.028241735, -0.18086697) * g_19; + result += mat4(0.047492385, -0.1599947, -0.20104182, 0.16174223, -0.071828544, -0.12785994, -0.12311588, 0.012565137, 0.016804317, -0.03577294, -0.09488874, 0.06645059, -0.00015702203, 0.16082056, 0.03234071, -0.08351094) * g_20; + result += mat4(-0.032639805, -0.010861794, 0.030566638, 0.014637599, 0.120822355, 0.12297292, -0.05141305, -0.016473597, -0.048908286, 0.07600826, -0.0022954363, -0.113686286, -0.20952684, 0.09235576, -0.15726195, -0.2348195) * g_21; + result += mat4(0.13191621, -0.002480696, -0.14792813, 0.15621583, 0.100709975, -0.21280108, 0.045120943, -0.02165414, -0.1447397, 0.24282482, -0.1569735, 0.11792232, 0.012485835, 0.0029504807, 0.067921594, -0.25737903) * g_22; + result += mat4(-0.11145241, 0.27000552, -0.19557719, -0.16048421, 0.012310486, 0.07280107, -0.13137956, 0.27061656, -0.25022137, 0.07077271, 0.3398045, -0.10735134, 0.124004506, -0.03584192, -0.042106874, 0.13895391) * g_23; + result += mat4(0.11946389, 0.10225672, -0.057140473, 0.09698616, 0.13223277, -0.19595279, -0.15960483, -0.017795812, 0.120322645, -0.0914318, -0.2300714, 0.14489214, 0.2006262, -0.0036377236, 0.14416055, 0.247531) * g_24; + result += mat4(0.2734717, -0.26736638, -0.06574077, -0.041792296, -0.13349292, 0.23770794, -0.0032957396, 0.07614033, -0.11995782, 0.25061053, -0.017311087, -0.3048492, -0.07940496, 0.166133, -0.2777709, 0.0010628162) * g_25; + result += vec4(0.015130698, -0.049747583, 0.006816977, -0.09670764); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf2 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.07275335, 0.14898193, 0.05103475, -0.24677557, -0.04590853, 0.18598412, 0.17042433, 0.25112963, -0.25387946, 0.16816492, 0.042718515, -0.07254226, -0.123994775, 0.018808274, 0.112001434, 0.025319412) * g_0; + result += mat4(0.2535324, 0.24990268, 0.0028210187, 0.10466241, -0.061642785, 0.28444982, 0.076121055, 0.053076364, -0.52522933, 0.2632941, 0.19820404, 0.05237143, 0.26571947, 0.10656059, 0.043669626, 0.04990818) * g_1; + result += mat4(0.08245741, 0.14015213, 0.18104555, 0.10484035, 0.16811769, -0.041335564, -0.033331893, 0.033417568, 0.11096319, 0.030447075, -0.09328212, 0.04628232, -0.07635939, 0.07020028, -0.2722409, -0.060951874) * g_2; + result += mat4(0.010335018, 0.32633916, 0.12625806, -0.3094073, 0.29249397, -0.3108912, 0.11901825, -0.07490385, 0.17830479, -0.20337716, 0.054164883, 0.28893295, 0.18187387, 0.053543147, -0.10075131, 0.0034320771) * g_3; + result += mat4(-0.02826832, 0.11724661, -0.06962717, 0.12613653, -0.23680139, 0.004728264, 0.043008044, -0.22754075, -0.0716446, -0.14434932, -0.17710604, -0.11561461, 0.37956393, -0.16996142, 0.040763404, 0.07495938) * g_4; + result += mat4(0.06707339, 0.40558064, 0.21503006, -0.2594568, -0.22734876, 0.26095417, 0.053693745, -0.14698361, 0.07437207, 0.24770571, 0.120787956, -0.030818382, -0.047236454, -0.48851666, -0.0031445923, 0.22892044) * g_5; + result += mat4(-0.04945736, 0.26467103, 0.049671993, 0.047162287, 0.061514832, 0.15016414, -0.10250111, -0.3007125, 0.20936479, 0.27691036, -0.02891184, -0.025837302, 0.19422647, 0.11701095, -0.08495193, -0.13676211) * g_6; + result += mat4(-0.10254167, -0.16630745, -0.34381193, 0.06600585, -0.10242925, -0.055404972, 0.021561349, 0.10897398, -0.10120918, -0.13307574, -0.014301925, 0.1969603, -0.14377114, -0.089617215, 0.0022043488, 0.0038541725) * g_7; + result += mat4(-0.14566253, 0.22117427, 0.050736886, 0.12268627, -0.080971554, 0.0658161, -0.09683872, -0.0103765065, 0.18371643, -0.019395225, -0.120815344, 0.13516186, 0.05761091, 0.008207175, 0.36346915, 0.026339587) * g_8; + result += mat4(0.07948127, -0.08477327, -0.16991964, 0.2505722, -0.1902803, 0.079657145, -0.048453137, -0.09438733, -0.122441165, -0.06270245, -0.05311665, 0.13945523, -0.17516851, 0.1292089, -0.17136113, -0.055618342) * g_9; + result += mat4(-0.002150108, 0.02283226, -0.13090558, 0.033127207, 0.06023704, -0.06849595, 0.046912603, 0.034401193, 0.010757264, 0.19490354, 0.0116163725, 0.18590987, 0.025350608, -0.11296784, 0.049074072, -0.10146356) * g_10; + result += mat4(-0.02068922, 0.030495135, 0.120516464, 0.15653776, -0.1632823, -0.055421073, 0.07736736, -0.250596, -0.056524616, -0.038208432, -0.14350441, 0.09898008, 0.0051016, 0.15592806, 0.14021751, 0.019436443) * g_11; + result += mat4(-0.14777614, 0.17289229, 0.2744722, -0.038262386, 0.043346573, 0.22880417, 0.035564966, -0.07677456, 0.11968518, -0.22628254, 0.06328974, -0.15619329, 0.06524249, 0.046800073, 0.110473916, -0.15548) * g_12; + result += mat4(0.25480956, 0.14005896, 0.09140913, 0.054437663, 0.0004533271, -0.034787837, -0.1323544, -0.12815407, -0.084788546, 0.09716086, -0.13819875, 0.17354825, 0.10694976, 0.0016070876, 0.16901751, -0.29687676) * g_13; + result += mat4(0.110094875, 0.05579302, -0.0027500705, -0.23052558, 0.029316107, 0.025380356, -0.2670241, 0.21118346, -0.17167161, 0.021439673, 0.075709194, 0.035738192, 0.069175325, -0.11928909, 0.0609199, -0.07018926) * g_14; + result += mat4(0.053545795, 0.30914584, 0.0083375275, 0.024702856, 0.091693155, -0.12650286, -0.05307018, -0.009256227, -0.17785516, 0.019424014, 0.0064009326, -0.064602405, -0.23181896, 0.18487184, -0.041830298, 0.015233306) * g_15; + result += mat4(0.0983137, -0.02332874, -0.16712289, 0.110043615, 0.20248997, 0.46069786, -0.04481748, 0.037059803, -0.111577116, -0.023646941, 0.044005208, -0.046400744, 0.27068818, -0.02549177, -0.23175907, -0.013831666) * g_16; + result += mat4(-0.060007934, -0.10096949, 0.054297656, 0.07113129, 0.04455678, 0.26144683, -0.34634766, -0.046529762, -0.031835936, -0.10379009, 0.19875336, 0.018076476, -0.07739257, -0.013014384, -0.11888874, 0.22789921) * g_17; + result += mat4(-0.12075386, 0.13691123, 0.084494345, -0.15709634, -0.09436252, 0.038024623, 0.06776821, -0.07152998, -0.13886653, 0.029662577, 0.1038584, -0.038791, -0.09553779, -0.18302377, -0.01212077, 0.14089715) * g_18; + result += mat4(-0.057872534, -0.00011801619, -0.18532518, 0.076057665, -0.42539987, -0.07312798, -0.04669854, -0.23879579, -0.012684431, 0.09458908, -0.09142282, -0.12451197, 0.2476217, 0.074229516, -0.082316175, -0.044077393) * g_19; + result += mat4(0.28468457, -0.040408906, -0.106139034, -0.27775, -0.09903486, 0.10510825, -0.030768666, 0.025477748, 0.052054677, 0.06462344, 0.08219105, -0.31942672, -0.1009352, -0.1137351, -0.03437056, 0.19018868) * g_20; + result += mat4(0.102790736, -0.015214254, 0.13167804, -0.010143135, 0.20543955, 0.109071806, 0.009985071, 0.044157047, -0.0702753, 0.12881173, 0.11038061, 0.050384365, 0.0945336, -0.0092124175, 0.02406746, -0.16884717) * g_21; + result += mat4(-0.016257925, -0.29831296, 0.0016857416, -0.25284603, -0.093083024, 0.076591246, -0.16160022, 0.11423315, 0.009033389, 0.29160973, -0.017032826, -0.15522738, -0.011398442, 0.21191356, -0.07039929, 0.11179371) * g_22; + result += mat4(-0.22552256, 0.23648272, 0.04632884, 0.19379017, -0.013058757, 0.04581136, 0.07059032, -0.016221967, 0.19233103, 0.22866032, -0.06603767, -0.07290105, -0.1454335, -0.20352724, -0.11494829, -0.008654449) * g_23; + result += mat4(-0.22305818, 0.062374588, 0.09524618, 0.13345708, -0.017654542, -0.29984674, 0.14792737, 0.3332384, 0.15762518, -0.114883184, -0.044198688, 0.1029124, -0.19856718, -0.23805596, -0.14726463, 0.244083) * g_24; + result += mat4(0.14181834, -0.15349664, -0.21518064, 0.05561381, -0.098451905, 0.32704952, -0.0208272, -0.02572841, 0.0006366284, 0.086487964, 0.23271829, -0.1431307, 0.16303279, -0.07606844, 0.028287608, 0.10664057) * g_25; + result += vec4(0.082762346, -0.07846427, -0.039599236, -0.016365785); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf3 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.3913639, 0.10863686, 0.036568943, -0.13616984, -0.12256661, 0.04261365, 0.08361712, 0.024963316, -0.03783324, -0.10835608, 0.1809994, -0.04891911, -0.07477347, 0.0005572628, 0.053801652, -0.17294465) * g_0; + result += mat4(-0.21240501, 0.048232567, -0.099440515, 0.110053435, -0.006807463, -0.10109199, -0.22602126, 0.11079698, -0.1816435, -0.3379471, -0.021888362, 0.012671836, -0.06788005, -0.019659603, 0.16906545, 0.1445488) * g_1; + result += mat4(0.040371295, -0.11197462, 0.00079611357, 0.23602307, -0.014053341, -0.16986679, 0.43132487, -0.12045111, 0.04180373, 0.08479918, -0.19931872, -0.17834274, -0.09733228, -0.20826107, 0.10239968, -0.13434827) * g_2; + result += mat4(0.020251004, 0.05971277, 0.18788993, 0.22893736, -0.08358592, -0.0119363805, -0.028455067, 0.116514385, -0.07311193, 0.22235078, -0.002239371, -0.074645266, 0.06231244, -0.13092813, 0.21043214, 0.50299895) * g_3; + result += mat4(0.47271565, 0.16325614, -0.15088516, -0.05982057, -0.2840374, 0.09182066, 0.06488062, -0.04938649, 0.1414061, 0.23092744, -0.21936595, -0.039149538, 0.20567922, 0.0246051, 0.098648764, 0.08579129) * g_4; + result += mat4(-0.39960098, 0.08434482, 0.13802652, 0.009295323, -0.20654808, -0.012721733, 0.21201523, 0.031257343, -0.11945277, 0.0916237, 0.06440069, -0.007590389, 0.23944661, -0.014860424, 0.06284065, -0.07135138) * g_5; + result += mat4(-0.0721573, 0.055787597, -0.02767052, 0.067403264, -0.02324729, 0.17466933, -0.042196542, -0.14136551, 0.09058359, -0.076865345, -0.015435375, 0.067640945, 0.011448769, 0.028046837, 0.04713673, 0.09483546) * g_6; + result += mat4(0.2546167, 0.022421336, 0.092746, -0.32795382, -0.33241096, 0.026107095, 0.06289775, -0.21036743, -0.27947587, -0.07762511, 0.2963245, -0.2832532, 0.063718654, 0.0619972, -0.061061345, -0.18399453) * g_7; + result += mat4(0.15909304, 0.07303675, -0.38512105, 0.029276537, 0.009517432, 0.05652419, -0.014813123, -0.095283724, -0.01813517, -0.15192051, -0.15530504, 0.2359332, -0.12923944, 0.01736479, -0.2677732, -0.3177703) * g_8; + result += mat4(-0.23776342, 0.10257757, 0.11439193, -0.18072441, 0.3792303, 0.100887515, -0.05491485, 0.27023515, 0.08301177, -0.21621186, 0.06266283, 0.086530656, 0.10006346, -0.053092614, -0.15547004, 0.35645944) * g_9; + result += mat4(-0.098499954, 0.039016157, 0.0524485, -0.10033457, 0.103584886, -0.11934437, 0.07800956, -0.15115607, -0.041158408, 0.117455296, 0.06669016, 0.0035908893, -0.13599664, -0.030012745, -0.30871254, 0.059126258) * g_10; + result += mat4(0.24690406, -0.091217, -0.0504622, 0.24518415, -0.12884134, 0.1323742, 0.0038479774, 0.09842381, 0.008500783, -0.06559568, 0.05146583, 0.059599597, 0.0071321735, -0.10342487, -0.19067638, -0.06347009) * g_11; + result += mat4(0.016936122, -0.11043261, -0.28285822, 0.33104372, -0.06869837, -0.019808812, 0.10947519, 0.2072341, 0.12953152, 0.0066205165, -0.14361404, 0.21440293, 0.107933156, 0.25248542, 0.35479957, 0.04657107) * g_12; + result += mat4(0.003236877, 0.03476854, 0.14876802, 0.23711428, 0.04649911, -0.071351595, 0.031896085, -0.10594211, 0.00069857674, 0.10305368, -0.09314995, -0.32680586, 0.04570868, 0.14266723, -0.034397174, 0.20164481) * g_13; + result += mat4(-0.020077765, 0.048004072, 0.090358, -0.089907974, 0.20100264, 0.07662578, -0.026522158, -0.022249233, 0.004584297, 0.049182866, 0.21047321, 0.2006713, -0.04797985, -0.120389566, 0.08469395, 0.17327283) * g_14; + result += mat4(0.03438223, -0.009089888, 0.02548027, 0.330411, -0.20711938, -0.09044422, -0.085573465, -0.0015074041, 0.19686691, -0.27738565, 0.1842882, 0.25633478, 0.05049097, -0.04747395, 0.12880976, 0.2955938) * g_15; + result += mat4(0.060284127, -0.052791417, 0.17430194, 0.2734774, 0.033497952, 0.07028606, 0.13602622, 0.3844893, -0.16202293, -0.0112891495, -0.10688323, 0.030814776, 0.014681261, 0.026908493, -0.008830593, 0.01871953) * g_16; + result += mat4(-0.07465978, -0.175989, 0.09637529, 0.040558986, 0.2981238, 0.16432516, 0.1452289, 0.5645152, 0.1293484, 0.074065246, -0.050162554, 0.21817929, 0.0609144, -0.10554228, -0.011225634, 0.36546203) * g_17; + result += mat4(-0.02294336, 0.08113419, 0.1710403, 0.18030314, -0.09124345, -0.035692204, 0.12966245, 0.19688453, -0.14478156, 0.08348002, -0.1238327, 0.084183216, -0.11615483, 0.06405909, -0.25661626, 0.16786002) * g_18; + result += mat4(0.036198474, -0.09861699, 0.012380308, -0.0666469, 0.054049894, -0.066349685, -0.04150571, 0.052891124, -0.06718455, -0.09419681, 0.15026417, -0.004487838, -0.24373291, -0.24006884, 0.33599952, -0.16203383) * g_19; + result += mat4(-0.084336184, 0.0033727193, -0.036314957, 0.04644337, 0.018204624, -0.16930482, 0.08446394, -0.056894217, 0.048310533, -0.12286224, 0.047029763, 0.15852791, -0.10254443, 0.009188206, -0.18071724, -0.09453931) * g_20; + result += mat4(0.2575106, 0.11234036, 0.03598674, 0.17742175, -0.09323855, -0.029400691, 0.066994734, -0.11069254, -0.014193176, -0.24321175, -0.0047728037, 0.09166242, 0.052884653, -0.10701044, 0.06771872, -0.10142581) * g_21; + result += mat4(0.007486696, 0.1029968, 0.14142233, 0.08376258, 0.12990831, 0.17370157, 0.006009723, -0.19141605, 0.13205655, -0.09506749, 0.12058968, 0.19471712, 0.009516709, 0.096770726, 0.14443186, 0.12925056) * g_22; + result += mat4(0.0475854, -0.09714674, -0.31917745, -0.20503542, 0.07705934, 0.040050905, -0.014721256, -0.058823906, 0.14376932, 0.012064556, 0.13286169, -0.19186401, 0.1831485, -0.27443576, -0.006654469, 0.103141926) * g_23; + result += mat4(0.044394996, -0.31224364, -0.07683899, 0.053486146, -0.4123616, 0.086337365, -0.09587909, -0.03808539, -0.18129647, -0.11455093, 0.1632373, 0.25741103, 0.17294647, -0.11041576, -0.2997262, 0.15817544) * g_24; + result += mat4(0.3266296, 0.085812286, -0.16668066, 0.030034138, -0.08862288, 0.06389938, 0.067171246, 0.01578496, 0.031137405, -0.06823438, -0.17424862, 0.3733615, -0.28492418, -0.14051028, -0.11076368, 0.0816732) * g_25; + result += vec4(0.015868783, -0.03145758, 0.060429975, 0.0045110146); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf4 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.14945197, 0.16098031, 0.051719245, -0.034232154, -0.10090936, 0.00830591, 0.003511522, 0.047575846, 0.06164254, -0.036461372, 0.06093159, 0.12666239, 0.015167088, 0.22650927, 0.27785966, -0.13839455) * g_0; + result += mat4(0.20404427, -0.13778454, -0.003130969, -0.0069568753, 0.009411408, 0.00029913452, -0.15609823, -0.036967028, 0.8401452, 0.104523584, 0.16267233, 0.26101708, 0.15797855, -0.005672259, -0.072657965, -0.2940039) * g_1; + result += mat4(0.023400925, -0.07931777, -0.0024201928, 0.14154646, 0.13505082, 0.061725322, -0.23146541, 0.2235899, 0.028721808, -0.020690065, 0.027728429, 0.3306459, 0.03473293, -0.06322703, -0.017740624, 0.02693956) * g_2; + result += mat4(0.201981, -0.26569206, 0.3296027, -0.062879294, 0.012529938, -0.006474693, 0.09799416, -0.045322224, 0.10355446, 0.13586703, 0.23875476, 0.08521818, 0.13901752, -0.3213584, 0.0010939257, -0.012409596) * g_3; + result += mat4(-0.23700963, -0.0033388012, 0.08170323, 0.14243743, -0.18329623, 0.2986226, -0.19831513, 0.14657772, 0.33912238, 0.25595152, -0.24895075, 0.14932986, 0.045179855, -0.009538074, -0.100237936, -0.098446615) * g_4; + result += mat4(-0.18900044, 0.054638628, 0.06837739, 0.08266906, -0.046341334, -0.19986658, 0.050261546, 0.036085926, -0.07516528, 0.028093588, -0.3476435, -0.10726676, 0.33830363, -0.058144495, 0.102090456, 0.2108081) * g_5; + result += mat4(-0.09022328, 0.017889388, -0.15765008, -0.10291243, -0.060554795, -0.038358618, 0.16947241, -0.104247436, 0.42979565, 0.14488359, -0.07012738, 0.07480945, -0.02311837, -0.030403437, -0.21153943, 0.009769658) * g_6; + result += mat4(-0.19631365, -0.021078536, 0.093053594, 0.042771056, 0.07872415, 0.25367248, 0.2904824, 0.081488095, -0.21612023, 0.20601381, 0.09763489, 0.122754775, 0.0024988255, -0.17623907, 0.22360411, 0.18334015) * g_7; + result += mat4(-0.058749627, 0.071623124, 0.03675938, -0.2588635, 0.016778812, -0.21104309, 0.018952027, -0.31036612, -0.15561692, -0.021656368, -0.22004744, -0.20016085, 0.25435224, 0.02916577, 0.06516691, 0.07729871) * g_8; + result += mat4(-0.082993135, 0.037327975, -0.09041188, -0.021681158, -0.13288629, -0.016856177, -0.19841108, -0.048110623, 0.017901966, -0.13928522, 0.020148523, -0.2575589, 0.05966198, -0.25391978, 0.1887992, -0.22440273) * g_9; + result += mat4(0.038387958, 0.25604457, 0.20616667, -0.010662733, 0.0652453, -0.09418516, 0.03907119, -0.07573656, -0.026385533, 0.023236332, -0.0694166, -0.039987978, 0.03619357, 0.024953678, 0.0047133924, 0.10959686) * g_10; + result += mat4(-0.28358817, -0.08429444, 0.12283427, -0.17352122, -0.28881827, 0.028303733, 0.037494656, -0.18157536, 0.102885716, -0.1597965, -0.15546831, -0.01146783, -0.11535764, 0.07318211, -0.0064606857, -0.17013118) * g_11; + result += mat4(-0.2722369, -0.16988702, -0.12011997, -0.21110061, -0.02703128, -0.0012027018, 0.15786748, -0.045325976, -0.14155495, 0.024521999, -0.09180482, 0.07973881, 0.15009059, 0.11311702, -0.24193251, 0.21181291) * g_12; + result += mat4(0.079832554, 0.13819915, 0.0644478, 0.032698773, -0.055964362, 0.0062652268, -0.44648278, 0.020893153, 0.2785451, -0.058252975, 0.06947447, 0.17165478, 0.11666183, 0.032484345, 0.26955023, -0.09007163) * g_13; + result += mat4(0.074948624, -0.03027186, 0.08031308, 0.0076982, -0.030060723, -0.123520896, -0.01858971, 0.16149811, -0.18218324, -0.1907134, 0.14869457, 0.04311582, -0.14524359, 0.18327981, -0.038959123, 0.052322008) * g_14; + result += mat4(-0.059443116, -1.2828946e-05, 0.2770255, -0.054349877, -0.09371057, -0.19399741, 0.024748074, -0.21350558, 0.15579434, -0.18651448, 0.03005815, -0.12944081, -0.11453777, -0.2343128, -0.1720614, 0.0016626595) * g_15; + result += mat4(-0.23639911, -0.083615154, -0.20849767, -0.28589326, 0.3486518, -0.089977995, 0.013625235, -0.13351293, -0.17646289, -0.28506002, 0.13482474, 0.0347251, -0.23015228, 0.06251885, 0.0933548, -0.16809867) * g_16; + result += mat4(0.1822202, -0.089247055, -0.0019837108, 0.0024590432, 0.3305589, 0.019448044, -0.053130258, -0.12762257, -0.063679375, 0.22454257, 0.04940314, -0.015956238, 0.25156045, -0.070181206, -0.21123977, 0.12588634) * g_17; + result += mat4(0.2687441, 0.009185896, 0.2552064, 0.12281216, -0.061733842, -0.41198087, 0.015501087, 0.07808448, 0.058844253, 0.08016994, 0.088322714, -0.092968285, 0.08418163, 0.007952845, 0.043222576, 0.070968375) * g_18; + result += mat4(-0.013054412, -0.21707737, -0.17667364, -0.21544492, 0.1014457, 0.18704009, -0.023388298, -0.057701223, 0.105478585, -0.07900766, 0.074261405, 0.1888776, 0.12542284, -0.1996206, -0.16316931, 0.007791157) * g_19; + result += mat4(-0.18270205, 0.2025353, 0.3265147, 0.06714097, -0.016193308, -0.20436206, -0.030753197, -0.058978382, -0.14078636, -0.06465846, 0.20873049, -0.109932266, 0.30118617, 0.22391927, 0.07046112, 0.0371617) * g_20; + result += mat4(0.02550017, 0.16456556, -0.11329017, 0.088022776, 0.23173799, -0.0010375397, -0.05828751, 0.14631982, 0.21526784, 0.22880761, -0.09728381, -0.04741336, -0.0019534798, -0.062897205, -0.065131105, 0.0025237799) * g_21; + result += mat4(-0.108903095, 0.03159055, 0.20757839, 0.15141101, -0.00817231, 0.003621365, -0.02615051, 0.14909424, 0.3730205, 0.11222444, 0.18234271, 0.15614115, 0.17248969, 0.15939258, 0.10224304, 0.1903116) * g_22; + result += mat4(0.16533965, 0.015357719, 0.14340413, -0.03258536, 0.273793, 0.08128506, -0.037119016, -0.1599679, -0.15314123, 0.006436269, -0.060659572, -0.13333261, -0.01068674, -0.061791964, 0.17797105, -0.1944123) * g_23; + result += mat4(-0.061225474, 0.06916346, 0.2188833, 0.049035676, -0.28082103, 0.25311306, 0.16941728, 0.13574886, 0.03735417, -0.0150085725, -0.04081533, 0.16391492, 0.053848673, 0.092159234, 0.06918723, -0.06668832) * g_24; + result += mat4(-0.023205632, -0.29362342, 0.0782468, -0.11934102, 0.25011548, 0.036887586, -0.17301348, 0.0003987401, 0.017727787, -0.3402023, 0.1384328, -0.48377892, -0.20980822, -0.16546479, 0.115749344, 0.2642447) * g_25; + result += vec4(-0.20050508, -0.07773812, -0.033446066, -0.032423045); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x104 +//!HOOK MAIN +//!BIND conv2d_15_tf +//!BIND conv2d_15_tf1 +//!BIND conv2d_15_tf2 +//!BIND conv2d_15_tf3 +//!BIND conv2d_15_tf4 +//!BIND conv2d_15_tf5 +//!BIND conv2d_17_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!SAVE conv2d_18_tf5 +//!WIDTH conv2d_15_tf.w +//!HEIGHT conv2d_15_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_1 (max((conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_15_tf_tex(conv2d_15_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_15_tf1_tex(conv2d_15_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_15_tf2_tex(conv2d_15_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_15_tf3_tex(conv2d_15_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_15_tf4_tex(conv2d_15_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_15_tf5_tex(conv2d_15_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_17_tf_tex(conv2d_17_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.056246072, -0.16367151, 0.09586773, -0.09557277, -0.10967658, 0.29330617, -0.13319509, 0.1583132, -0.03072026, -0.13287482, 0.08872677, 0.01658334, -0.030632658, 0.23216708, -0.04874622, -0.19615364) * g_0; + result += mat4(0.28258148, 0.23039894, -0.022433521, -0.076286666, -0.013763674, -0.011372233, 0.06338799, -0.14605698, 0.14725849, 0.04564273, -0.29587668, -0.06550259, 0.07033988, 0.056368083, -0.11388523, 0.22788034) * g_1; + result += mat4(-0.078506514, 0.050773215, -0.05056612, 0.03687288, -0.06774274, 0.346275, 0.22509691, 0.14400601, 0.053844824, -0.032543994, -0.065815195, 0.05659026, 0.30160823, 0.21798158, -0.13396002, -0.070808604) * g_2; + result += mat4(0.1414282, -0.14827503, 0.1398485, -0.07609034, -0.25334343, 0.14950044, -0.23095194, 0.20794556, 0.13395849, -0.016921503, -0.019526243, 0.03422955, -0.12746096, 0.051038973, 0.30596954, 0.08058667) * g_3; + result += mat4(-0.16881044, -0.14647691, 0.005999665, -0.2447768, 0.01649153, 0.062070012, -0.046544943, -0.17421006, -0.1569363, -0.13780028, 0.06486153, 0.083640814, 0.10214361, 0.33934087, -0.10050735, 0.101777904) * g_4; + result += mat4(0.290694, -0.21645689, 0.051882863, -0.17417477, 0.10914349, 0.08146335, -0.098452374, -0.19601184, 0.12863407, 0.1486865, -0.081353866, 0.041731454, -0.22860748, -0.2768738, 0.22779721, 0.17970768) * g_5; + result += mat4(-0.010292755, 0.30307126, 0.070744984, 0.018192705, 0.059022196, -0.2962268, 0.32906732, -0.32876432, -0.21463345, 0.31662, -0.16954084, -0.117625155, -0.10809974, -0.23279764, 0.15617515, -0.12067889) * g_6; + result += mat4(-0.09392243, -0.09030095, -0.0074743694, 0.18182948, 0.066194676, -0.06895621, -0.083494544, -0.11739724, -0.025220301, -0.07014885, 0.08474903, -0.15182392, 0.3104019, 0.1361944, -0.07185112, -0.30538258) * g_7; + result += mat4(-0.04256853, -0.27519822, 0.4612011, 0.024868855, -0.017590877, 0.029131817, -0.032747604, -0.046608966, 0.047107942, -0.06539844, -0.1362288, 0.016851274, -0.19554174, -0.09681737, -0.09754212, -0.10524043) * g_8; + result += mat4(-0.08256224, -0.061173473, -0.0003020941, 0.1565923, -0.003615149, 0.1686191, 0.25915742, -0.1551164, 0.010245293, 0.09092833, 0.0010728717, 0.12982604, -0.13078149, -0.079463206, -0.25684637, 0.022832563) * g_9; + result += mat4(0.20522995, 0.088086136, 0.14705934, 0.1724673, 0.21438526, 0.069160245, 0.06703898, 0.06735102, 0.2414119, 0.23313762, -0.14652516, -0.2308932, 0.11138083, -0.35780203, 0.18798493, 0.079498045) * g_10; + result += mat4(-0.053529646, 0.05224867, -0.021422606, 0.10177944, 0.2462833, 0.22917953, 0.09228497, -0.017690439, -0.0007594463, 0.08885728, 0.06285097, -0.006133101, 0.35480046, 0.094339065, 0.0025798874, -0.03436115) * g_11; + result += mat4(0.29142246, -0.20571099, 0.039097242, 0.16419578, 0.33381957, 0.059117097, 0.3232492, 0.3207798, -0.17321022, 0.28149655, -0.37212068, -0.091761135, -0.29647976, -0.09786893, -0.012315099, -0.098530225) * g_12; + result += mat4(-0.08517171, 0.29922923, -0.3016026, 0.18986404, -0.4725503, 0.21458124, -0.019785719, -0.22997737, -0.1803405, -0.3505279, 0.1441317, 0.123748966, 0.16901205, 0.0853246, 0.056168083, -0.12500733) * g_13; + result += mat4(-0.05538139, 0.32405415, -0.07422156, 0.11243641, -0.12328553, 0.19872831, 0.11609064, 0.044187672, -0.03900837, 0.14938031, -0.26779997, -0.014325914, 0.08516605, 0.15472183, -0.008160691, -0.1546734) * g_14; + result += mat4(0.10224539, 0.05463571, -0.10349991, -0.13967137, 0.013825501, -0.19771369, 0.022759158, -0.02061224, -0.14596504, -0.1389487, -0.023805464, 0.3357339, 0.053674806, -0.29536068, -0.030129524, -0.23420021) * g_15; + result += mat4(0.00525935, -0.06187332, -0.21343656, 0.08685601, 0.1973513, 0.023780117, 0.10964963, 0.29554302, 0.23034461, -0.1638336, 0.052997477, -0.09746816, 0.3240945, 0.40397635, 0.14546403, 0.23516071) * g_16; + result += mat4(0.12398506, 0.071972124, -0.041258276, 0.039724182, 0.2652426, 0.27666694, 0.23635465, -0.019449247, -0.1527029, -0.22316225, 0.10210884, -0.07005887, -0.30646923, 0.041887626, -0.009516569, 0.036413055) * g_17; + result += mat4(0.028276786, 0.16043751, -0.2239881, -0.37586385, 0.31563812, -0.026203927, -0.19180797, 0.10412318, 0.26220286, 0.12667432, 0.23287152, -0.13779306, -0.08798421, -0.08690371, -0.13741593, 0.17836761) * g_18; + result += mat4(0.287815, 0.14447291, -0.045042984, 0.29542264, 0.058183044, -0.23302315, 0.21404788, 0.02194636, -0.07718152, 0.013391173, 0.095230855, 0.057383515, 0.034200735, -0.02018772, -0.009704874, 0.022752954) * g_19; + result += mat4(-0.21204911, -0.014358223, -0.04669444, 0.07340455, -0.34677908, 0.06096447, 0.07148003, -0.068913, -0.007976721, 0.23779279, -0.13419056, -0.19720857, -0.33705205, 0.044584982, -0.08765776, 0.19233592) * g_20; + result += mat4(-0.1133937, 0.17952245, -0.21029858, 0.18934067, 0.09819281, 0.096423194, -0.11639172, -0.018819679, 0.010464611, -0.093951285, -0.014759534, 0.020049462, 0.18295068, 0.19702181, 0.020996286, 0.14536497) * g_21; + result += mat4(-0.3783169, 0.33286926, -0.19929482, 0.15028305, 0.065908626, 0.041621454, -0.18216579, 0.043525103, 0.17919035, -0.12875584, 0.065998, -0.21985063, 0.13770798, -0.115711726, -0.088645585, 0.13645406) * g_22; + result += mat4(0.1653456, -0.2774588, -0.012783554, 0.29001617, -0.2319765, -0.05957548, 0.13937134, 0.09561029, -0.18725371, 0.19096635, 0.23249848, -0.19607106, 0.11286404, -0.30301368, 0.00872854, -0.11348953) * g_23; + result += mat4(0.2649749, -0.110655166, -0.014622274, -0.012837707, -0.25394395, -0.116608076, -0.13025038, 0.24080041, -0.29346582, -0.27480447, -0.14941107, 0.22009355, -0.028492803, -0.55209374, 0.09375013, -0.07632931) * g_24; + result += mat4(-0.2204565, -0.20641033, -0.16525632, -0.024253568, 0.22351857, 0.014136642, 0.096259035, 0.011398014, -0.0904076, 0.3691236, 0.34148008, -0.18941431, -0.06418756, 0.16660745, -0.0032392892, 0.18603528) * g_25; + result += vec4(0.107388094, -0.010368161, -0.030843422, -0.045815416); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!SAVE conv2d_20_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_18_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_18_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_18_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_18_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.12469452, 0.2756988, -0.0030386525, 0.110231526, 0.079730555, 0.31047487, -0.11741889, -0.15680341, 0.05138145, -0.051073115, 0.039240852, -0.18283725, 0.023115406, 0.4039909, 0.022149865, 0.22553988) * go_0(-1.0, -1.0); + result += mat4(-0.32825923, 0.13143322, -0.1348612, 0.13155334, 0.027405616, -0.0247758, 0.12978418, 0.13376838, 0.013370615, -0.12284778, 0.16761734, 0.00128094, -0.010231963, 0.23638017, 0.002013022, 0.27167386) * go_0(-1.0, 0.0); + result += mat4(-0.15293615, 0.032321136, 0.029405225, 0.18693046, -0.080612086, -0.04829167, -0.099340305, -0.028978925, 0.07731791, 0.024516301, -0.012716455, -0.052261427, -0.09381243, 0.05039182, 0.075204134, 0.22237705) * go_0(-1.0, 1.0); + result += mat4(0.031210596, 0.16820668, -0.08481839, -0.09094182, 0.22958319, 0.021210868, 0.0012419806, 0.08395074, 0.082526736, -0.027748931, 0.111858085, -0.066962205, 0.17804997, 0.25638363, -0.06805945, 0.26395732) * go_0(0.0, -1.0); + result += mat4(-0.03412788, 0.08408975, 0.17036097, 0.08179365, -0.18398769, 0.073729396, 0.24579936, 0.10286021, 0.09492866, 0.1726858, -0.057260204, -0.10544164, -0.2950457, -0.18057044, 0.16777372, -0.18873873) * go_0(0.0, 0.0); + result += mat4(0.16859914, -0.058282517, 0.0071716513, -0.24263367, -0.14864399, 0.18401653, 0.06635458, 0.23588325, -0.18178634, -0.086238734, 0.02538327, -0.04728138, -0.023321258, -0.16549022, -0.09689735, -0.064917505) * go_0(0.0, 1.0); + result += mat4(0.06321565, 0.13867988, 0.0947424, 0.025222858, -0.019033737, 0.15200183, 0.18162403, -0.2666241, 0.029561596, -0.047272295, 0.06085453, -0.027626522, 0.02452243, 0.21287756, -0.0504233, -0.016933715) * go_0(1.0, -1.0); + result += mat4(-0.0076588215, 0.13153656, -0.006921595, 0.17011659, 0.057251126, 0.033482872, 0.044974122, 0.31908187, 0.006421827, 0.01154297, 0.06694967, -0.12064314, 0.0055589634, 0.15902095, 0.04477553, -0.13291803) * go_0(1.0, 0.0); + result += mat4(-0.10118881, 0.17185818, 0.3105655, 0.14553094, 0.005159673, -0.09609453, -0.031000953, 0.13549595, -0.016148865, -0.10999589, 0.07714027, -0.123150334, -0.22769089, 0.05522311, -0.053379774, -0.14648165) * go_0(1.0, 1.0); + result += mat4(0.10159467, 0.11506783, -0.027823403, 0.09708401, -0.0014844061, -0.050402377, 0.060338866, -0.100012936, -0.18527813, 0.09105397, -0.0109011205, 0.13899182, 0.0516985, 0.010947404, 0.014253443, -0.07577752) * go_1(-1.0, -1.0); + result += mat4(0.17108297, -0.07120859, 0.024338547, 0.09448755, -0.027809748, -0.07505294, 0.1282598, 0.024827847, 0.05625498, 0.07121306, -0.13161525, 0.14557523, -0.2976582, 0.04897957, 0.031145282, -0.03834759) * go_1(-1.0, 0.0); + result += mat4(0.05551268, -0.0716079, 0.023942443, 0.19639635, 0.05669373, 0.14583157, 0.055063065, -0.07820165, -0.10672402, -0.1703235, -0.095138766, -0.19283113, 0.011974798, -0.17337462, 0.11214882, 0.20275517) * go_1(-1.0, 1.0); + result += mat4(0.32291347, 0.10777462, -0.10580381, -0.21308404, 0.11616703, -0.052621234, 0.10346139, 0.16087708, -0.13207085, 0.12436386, -0.01291929, 0.14210188, 0.044976626, -0.016283648, -0.1336142, 0.09595707) * go_1(0.0, -1.0); + result += mat4(0.15443617, -0.15459086, -0.16403913, 0.03174277, -0.15888752, -0.04350233, 0.10057953, 0.07440825, -0.055050217, 0.11225007, -0.12994702, -0.010593223, -0.13450573, -0.2121465, -0.05482638, -0.07864351) * go_1(0.0, 0.0); + result += mat4(0.039901994, 0.08153883, 0.033923063, 0.041996136, -0.07113938, 0.17041339, 0.05883678, 0.24487427, 0.07539254, 0.20588705, 0.39908308, -0.11425055, -0.019062242, 0.0032807642, 0.09172311, 0.14025539) * go_1(0.0, 1.0); + result += mat4(0.01539056, 0.10754986, 0.37259609, 0.09392048, -0.00310004, -0.08401492, -0.22333388, 0.04989363, -0.12627788, 0.016482739, 0.04914916, 0.06348206, -0.086071976, -0.15826811, 0.017756626, 0.21861003) * go_1(1.0, -1.0); + result += mat4(0.18154909, -0.0033624324, 0.0968965, -0.124652244, -0.04443872, -0.010052035, -0.19655424, 0.08704668, -0.098599635, -0.040468227, 0.19175652, 0.032095585, -0.15368953, 0.024098037, -0.24407092, -0.12547572) * go_1(1.0, 0.0); + result += mat4(0.08744678, 0.054032657, -0.0021582225, 0.06409461, 0.05493912, -0.068969786, -0.047769703, 0.10919772, 0.0035211914, 0.069684826, 0.21072306, 0.072507866, -0.11938833, 0.18384676, 0.06284721, -0.05921856) * go_1(1.0, 1.0); + result += mat4(0.09057645, 0.12453462, -0.07638394, -0.0101371175, 0.01460433, 0.15772647, -0.05280295, 0.02206773, 0.07484848, -0.08790556, 0.042285398, -0.08903622, -0.0012567731, 0.098060034, 0.025009762, -0.0076966155) * go_2(-1.0, -1.0); + result += mat4(0.11454903, -0.077478886, -0.052485358, 0.19211693, 0.022671973, 0.059365507, -0.083238035, -0.14501537, -0.040764146, 0.21487065, -0.19963494, 0.054925032, 0.07232574, -0.0227394, 0.039728418, 0.17345724) * go_2(-1.0, 0.0); + result += mat4(-0.0993952, -0.06067365, 0.035934106, -0.12639004, -0.0778735, -0.10140339, 0.03887297, -0.14038701, 0.0075174705, -0.021134501, -0.02119851, -0.15757693, 0.14228992, 0.22107969, 0.027181044, -0.06279046) * go_2(-1.0, 1.0); + result += mat4(-0.16927601, 0.11677078, 0.19733079, -0.11689197, -0.034098208, 0.101883925, 0.026590899, -0.05885779, 0.08519204, 0.17631909, 0.13005087, 0.23866637, -0.085538544, 0.091313064, -0.047257267, 0.0053548473) * go_2(0.0, -1.0); + result += mat4(-0.108859956, 0.05404011, -0.018830402, -0.14216618, 0.069951884, -0.01124228, -0.0037147554, -0.020336289, -0.081044994, 0.039911337, -0.16080706, 0.08662944, 0.047947943, 0.10828746, -0.031021379, -0.11105547) * go_2(0.0, 0.0); + result += mat4(-0.1839872, -0.1833984, -0.1227439, -0.12743878, -0.03371801, -0.045720182, -0.015437003, -0.05371745, 0.08179509, -0.10187377, -0.16090737, -0.008773982, 0.29223564, -0.05076348, 0.06896914, 0.23276885) * go_2(0.0, 1.0); + result += mat4(0.11150805, -0.10692903, -0.067383446, -0.028477253, -0.08655023, -0.036996033, 0.08042788, -0.041127857, 0.10184861, 0.04945595, -0.08878173, 0.03887733, 0.055553347, -0.008964301, -0.024376081, 0.06264274) * go_2(1.0, -1.0); + result += mat4(-0.13464782, -0.0028459684, -0.01713905, -0.31262934, -0.01135533, 0.123688996, -0.025050493, 0.14633808, -0.14788014, 0.17736344, 0.1281439, -0.17853001, -0.07029142, -0.012039916, 0.10376088, -0.17375065) * go_2(1.0, 0.0); + result += mat4(-0.0059183673, 0.04232691, -0.026118219, 0.09271221, 0.00037943345, -0.010752633, -0.031649496, 0.0023594915, -0.01362048, 0.3371484, 0.04486839, 0.105351, 0.12001228, -0.0032342104, -0.041739423, -0.10184327) * go_2(1.0, 1.0); + result += mat4(0.10195569, 0.27985227, -0.12066071, 0.027551817, -0.04527464, 0.10309163, 0.026852576, -0.011768109, 0.032974254, 0.08671867, 0.071632, -0.061044805, 0.014752718, -0.045624327, 0.03510297, -0.09356974) * go_3(-1.0, -1.0); + result += mat4(0.3747214, -0.2174508, 0.09977886, 0.06383452, -0.25822937, 0.16086401, -0.07078228, -0.2262915, -0.05223827, -0.01984298, 0.095375136, 0.059800543, -0.05463991, -0.008860478, 0.08011637, -0.05239409) * go_3(-1.0, 0.0); + result += mat4(0.34629387, -0.18977715, -0.032091625, -0.05703391, -0.023425069, 0.13923487, 0.14191589, -0.02934516, 0.12887205, 0.06522604, 0.01016156, -0.034986842, -0.07630218, -0.05272673, -0.07991985, -0.04997879) * go_3(-1.0, 1.0); + result += mat4(0.100405626, 0.026242761, -0.09814247, 0.092037454, -0.01187754, -0.09976379, 0.01857234, 0.04186202, 0.045359854, 0.0015068888, 0.20283718, 0.18383868, -0.05862553, -0.043843966, -0.13292229, 0.05278706) * go_3(0.0, -1.0); + result += mat4(-0.07167725, 0.05590418, -0.052253395, -0.3165258, -0.108041376, 0.026544329, 0.2194961, -0.61452866, 0.025921447, 0.09347338, -0.012685432, 0.022920124, -0.05500294, 0.022358187, 0.04190898, -0.0761038) * go_3(0.0, 0.0); + result += mat4(0.034209993, 0.06758814, -0.073430635, -0.09693391, 0.10062518, -0.2574891, 0.2946945, -0.12969787, 0.1767703, 0.035647824, -0.096529506, -0.05794956, -0.0051500676, -0.054843545, -0.0058801444, -0.18692161) * go_3(0.0, 1.0); + result += mat4(-0.09232532, 0.050154313, -0.10473752, -0.21080789, -0.13022307, 0.20965308, -0.013971539, -0.089835115, 0.13660641, -0.055396173, 0.114575885, -0.021095587, -0.06295151, -0.10541324, 0.119540416, -0.026369337) * go_3(1.0, -1.0); + result += mat4(-0.08051449, -0.13070889, 0.06126419, -0.11814584, 0.19518471, -0.16562845, 0.21007895, 0.019500846, -0.037545342, -0.04208075, 0.05982543, -0.23332721, -0.020093875, 0.023112997, 0.22079867, -0.034697875) * go_3(1.0, 0.0); + result += mat4(0.09430643, 0.09778812, 0.0062433006, -0.07991877, 0.13102295, -0.40803814, 0.29331818, 0.015238348, 0.044199947, 0.12784095, -0.114296354, 0.06443671, -0.053746402, -0.010489087, 0.036543775, -0.06743519) * go_3(1.0, 1.0); + result += mat4(-0.06671071, -0.011092594, 0.017813863, 0.09122705, 0.06043978, -0.044251487, -0.01452103, -0.03595151, -0.037234616, -0.11405697, 0.0094698975, 0.08115856, 0.061847016, -0.14966819, 0.039536983, -0.0057695396) * go_4(-1.0, -1.0); + result += mat4(-0.12975664, 0.096620955, 0.03712677, -0.029440578, 0.180606, 0.0037506977, 0.07118542, -0.10982209, 0.16553295, -0.09863922, 0.030389145, 0.0915873, 0.096616626, -0.28076473, -0.05030248, 0.112127386) * go_4(-1.0, 0.0); + result += mat4(0.09634814, -0.08306328, -0.0113692805, 0.07628131, -0.16785304, 0.13579424, -0.13875304, -0.10798351, -0.11397347, -0.062225766, -0.08256214, -0.0585849, -0.017696483, -0.05823322, -0.08017212, -0.11736672) * go_4(-1.0, 1.0); + result += mat4(0.03313253, 0.021876926, 0.010047459, 0.17018415, -0.15069912, 0.10098968, -0.049532544, -0.106732704, -0.14358367, 0.075754024, 0.031455636, 0.013836878, 0.017602045, 0.0915547, 0.046919227, -0.034797847) * go_4(0.0, -1.0); + result += mat4(-0.07094902, 0.088010214, -0.08015505, -0.08891011, -0.07390484, -0.20256141, 0.09353643, -0.08852365, -0.025457565, -0.022753114, -0.053268436, 0.0251505, 0.16039324, 0.1079146, 0.101562336, -0.17074345) * go_4(0.0, 0.0); + result += mat4(0.15359324, 0.14568749, 0.05560518, -0.16014118, -0.13161767, 0.08519693, -0.08092679, -0.075116, 0.10425777, -0.10243057, 0.00051197613, -0.11526313, -0.04120447, 0.12482422, -0.07628159, -0.25013912) * go_4(0.0, 1.0); + result += mat4(-0.041319463, 0.056686576, 0.23613611, 0.18072061, 0.027446348, 0.1704725, 0.114003986, -0.092275284, -0.062855355, 0.04396716, 0.1396697, 0.0006740989, 0.022242812, -0.0665075, -0.13936293, 0.01648267) * go_4(1.0, -1.0); + result += mat4(0.025738375, -0.08272011, 0.07086082, 0.27109, 0.11266851, -0.036718287, 0.07931568, 0.11510158, 0.055292327, 0.039472595, 0.0004201107, 0.12444646, -0.017146925, -0.046981264, -0.20989618, 0.0093574235) * go_4(1.0, 0.0); + result += mat4(-0.0410002, 0.08125367, 0.07289309, 0.021991136, 0.019449996, -0.04733636, 0.011856593, 0.02409127, 0.073708266, -0.00021030345, -0.05481979, -0.11138814, 0.1539464, -0.25397933, -0.19081764, 0.024754234) * go_4(1.0, 1.0); + result += mat4(0.011404407, 0.045723602, -0.063646525, 0.021277336, -0.062212225, 0.11410291, -0.08551053, 0.09185181, 0.025905548, -0.063212596, -0.014308325, 0.10749785, -0.07052051, -0.072577454, -0.06281299, -0.08592095) * go_5(-1.0, -1.0); + result += mat4(0.027796155, -0.0018010428, -0.0080858115, -0.02931112, -0.06335313, 0.13232857, 0.050065134, -0.18670812, -0.07791764, 0.036811188, 5.1620646e-05, -0.07881347, 0.0064784917, -0.21791142, 0.049551986, -0.022399327) * go_5(-1.0, 0.0); + result += mat4(0.039196264, -0.13728346, -0.07378473, -0.13909115, -0.16900037, -0.012241019, -0.012852268, -0.13505174, 0.015546434, -0.16924058, -0.14095336, -0.10435426, 0.054796338, -0.05225356, 0.052625455, 0.033092048) * go_5(-1.0, 1.0); + result += mat4(-0.05883335, 0.007998757, -0.08550889, 0.10523877, 0.02366761, -0.07424445, -0.07433814, -0.083959304, -0.059491463, -0.008508299, -0.06256395, -0.1993904, 0.062447432, -0.029756041, 0.106966846, 0.0720412) * go_5(0.0, -1.0); + result += mat4(0.16062084, -0.044165816, -0.1088471, 0.15252742, 0.22269998, -0.28209755, 0.056168146, 0.2457806, -0.073635936, 0.07305773, 0.022588477, 0.04154082, -0.025154186, 0.1763498, 0.0978339, -0.088828854) * go_5(0.0, 0.0); + result += mat4(-0.007010839, -0.1041154, -0.11122766, -0.0809209, 0.0944237, -0.2014444, 0.053431354, -0.06069176, -0.05210676, 0.019170754, 0.13814554, 0.05543503, -0.037046313, 0.016554516, 0.0024328576, 0.013767006) * go_5(0.0, 1.0); + result += mat4(0.053704824, 0.0071286894, -0.10660915, 0.01579933, 0.05252924, -0.00925876, -0.09520158, 0.09159156, 0.15740037, -0.036502976, 0.07756273, -0.00673682, 0.11972799, -0.05287324, -0.01542637, -0.0004223783) * go_5(1.0, -1.0); + result += mat4(-0.081155285, -0.06431763, -0.0032835256, -0.05314256, -0.11107773, 0.039944727, -0.06406697, -0.18479525, -0.071334474, 0.028852647, 0.0130297365, 0.08452622, -0.043612488, -0.07880877, 0.035399523, 0.04524793) * go_5(1.0, 0.0); + result += mat4(0.012628041, 0.02025677, -0.011282166, -0.09834989, 0.014539582, -0.03922793, 0.10264913, -0.040466256, 0.020758571, 0.03353777, -0.017579531, 0.09276947, 0.09559103, 0.078923225, 0.15997995, 0.074016556) * go_5(1.0, 1.0); + result += mat4(0.071531475, -0.0016751958, 0.049699478, -0.06426847, 0.1072311, -0.024745405, -0.05174181, -0.09310878, -0.053240646, 0.02675127, 0.009952832, 0.08800601, -0.06374523, -0.022876892, 0.06539269, -0.09194918) * go_6(-1.0, -1.0); + result += mat4(0.14764012, -0.033509713, 0.1110827, -0.22174822, -0.0064200363, 0.063947834, 0.05046646, -0.016293462, -0.098989666, 0.26771635, -0.052405335, -0.2886604, -0.13934582, 0.20546469, 0.054924496, 0.0712025) * go_6(-1.0, 0.0); + result += mat4(0.08238192, 0.1240943, -0.021337276, -0.07719093, -0.027363844, 0.16919924, 0.05249086, 0.071907274, 0.052685894, 0.12027399, 0.17275874, 0.06496609, 0.045921586, -0.080791995, 0.06271465, -0.036029097) * go_6(-1.0, 1.0); + result += mat4(0.08299102, -0.13915937, 0.1694046, 0.054060783, 0.05885541, 0.05756791, 0.15778649, 0.23613115, 0.0016506041, -0.3485105, -0.055006158, 0.08153514, -0.044717144, 0.0761585, -0.07746372, 0.031654317) * go_6(0.0, -1.0); + result += mat4(-0.058975376, 0.046350993, 0.05141635, -0.27530587, 0.1512669, -0.24204156, -0.01314143, 0.23477359, -0.02513839, -0.21798266, -0.014231272, 0.09892292, -0.03483347, -0.022197934, -0.040361803, -0.33148023) * go_6(0.0, 0.0); + result += mat4(0.019349543, -0.0031035943, -0.15028755, -0.09199383, 0.023028357, -0.06711408, 0.0554645, -0.035588223, -0.16763584, -0.30684182, 0.21162367, 0.015916314, 0.042558394, 0.049582858, -0.014391668, -0.0022271145) * go_6(0.0, 1.0); + result += mat4(0.14165828, -0.19275959, 0.1921354, -0.100665346, -0.0064943857, 0.042440604, -0.01011047, -0.040459733, 0.063686766, -0.07706076, -0.033149425, 0.0974412, 0.066479646, -0.061770678, 0.014472761, 0.0809043) * go_6(1.0, -1.0); + result += mat4(0.04029581, -0.040256683, 0.15648295, 0.1109302, 0.028787047, -0.039098088, 0.028529556, -0.06896032, 0.20928729, -0.0244484, -0.22997615, 0.21116255, 0.124666244, -0.055176433, -0.04943077, 0.16551583) * go_6(1.0, 0.0); + result += mat4(0.046550367, 0.044989605, 9.304079e-05, -0.033384785, 0.0023897009, -0.07200452, 0.024538241, -0.039707564, 0.15832944, 0.06376892, 0.023910448, 0.15589088, -0.0048251473, -0.16900223, 0.12430114, -0.020196496) * go_6(1.0, 1.0); + result += mat4(0.0029875033, 0.14953752, -0.002594137, -0.006695458, 0.05319587, -0.0644066, -0.09670989, -0.18911153, -0.038239144, 0.23623386, -0.039752565, 0.067495435, -0.06659754, -0.04905179, 0.06567238, -0.041060925) * go_7(-1.0, -1.0); + result += mat4(0.047381606, 0.09305608, 0.02199564, 0.17900278, 0.3829787, -0.10499024, -0.08094016, 0.166112, -0.099137634, 0.22819752, -0.02070814, -0.04451787, -0.0736343, -0.06568887, -0.007334238, 0.057046153) * go_7(-1.0, 0.0); + result += mat4(0.108826466, -0.046413966, -0.042215817, -0.036304966, -0.17274994, -0.12384751, -0.19628254, -0.1332035, 0.045716316, 0.045310948, 0.21375106, 0.11344911, -0.16371003, -0.022799216, 0.030182192, 0.011781548) * go_7(-1.0, 1.0); + result += mat4(0.24116512, -0.027762027, -0.07892771, 0.08300883, -0.14459084, 0.16296665, 0.20206772, -0.10650516, -0.053612966, -0.019416671, 0.16775261, 0.018756863, -0.019759353, 0.09758543, 0.09219067, -0.07762587) * go_7(0.0, -1.0); + result += mat4(0.3452296, -0.07067198, 0.06422045, 0.13155955, 0.060322404, 0.12293414, 0.085371755, 0.013145733, 0.021468991, -0.08740066, -0.05150557, 0.0017597789, 0.05781498, -0.1253138, 0.10160926, 0.081946746) * go_7(0.0, 0.0); + result += mat4(0.21747942, 0.05843333, -0.012047285, 0.0143945, 0.050417833, 0.13075711, 0.07730175, 0.03058337, 0.05392032, 0.0049504, 0.09410922, 0.077864066, -0.27761143, 0.19255827, -0.05602973, -0.10863586) * go_7(0.0, 1.0); + result += mat4(0.060898524, 0.025534939, -0.13840592, -0.17008978, 0.06917189, 0.10667955, -0.022218984, -0.08950403, -0.041811015, 0.04873801, 0.022361884, 0.11236361, -0.08619616, 0.052363895, -0.067334324, -0.033025444) * go_7(1.0, -1.0); + result += mat4(-0.042240806, -0.024661668, 0.08281641, -0.15090732, 0.03939663, -0.48024875, 0.12383459, 0.00847132, -0.048645746, 0.05962171, 0.051179226, 0.053291485, -0.09575631, -0.18604031, 0.13747576, -0.07798861) * go_7(1.0, 0.0); + result += mat4(-0.09267193, -0.023898847, 0.03482824, -0.13826425, -0.030533936, 0.042931274, 0.12328654, -0.18639578, 0.021505859, 0.031717043, -0.011377033, 0.10264569, 0.20633227, 0.15019548, -0.10276995, -0.03404021) * go_7(1.0, 1.0); + result += mat4(0.0067748185, -0.045333087, 0.06628517, 0.07952359, 0.377962, 0.038299385, -0.25148076, 0.4536524, 0.020214327, 0.04979239, -0.030641848, 0.046101373, -0.0079926, 0.108430944, -0.09796959, 0.1038119) * go_8(-1.0, -1.0); + result += mat4(-0.029406806, 0.072334446, 0.022123687, 0.08545978, 0.30683488, 0.32336175, -0.14155352, -0.06771534, 0.21881369, -0.2728478, 0.0131929945, 0.1249936, 0.23289062, -0.18290988, 0.010310256, 0.11861345) * go_8(-1.0, 0.0); + result += mat4(0.027953703, 0.073590145, 0.02238552, 0.1476334, 0.46412572, 0.14282753, -0.2055284, 0.09381273, 0.013368477, -0.09163343, -0.13962074, -0.105282374, 0.18048023, 0.03644643, -0.12064934, -0.11526959) * go_8(-1.0, 1.0); + result += mat4(0.05415639, 0.07184316, -0.011418431, -0.14603631, -0.005712874, 0.33886433, -0.4437405, 0.52518994, 0.029169478, 0.014225477, -0.09749242, 0.026564758, -0.09243948, 0.3411153, -0.15276046, 0.13885602) * go_8(0.0, -1.0); + result += mat4(-0.13179792, 0.11303015, -0.005659832, 0.0495578, 0.45504448, 0.03121104, 0.1903991, -0.09310048, 0.13010967, -0.019401446, 0.0953637, -0.25050372, -0.06406876, 0.5178289, -0.34411502, -0.06919028) * go_8(0.0, 0.0); + result += mat4(0.031116927, 0.072885044, 0.11424937, -0.047346286, 0.33709186, -0.20117842, -0.23911083, -0.30970326, -0.04088044, 0.06531277, -0.019288296, 0.06505624, -0.078067645, 0.20768233, -0.2638028, -0.13144188) * go_8(0.0, 1.0); + result += mat4(0.0812348, 0.06349487, -0.17988878, -0.02852194, 0.059573334, 0.3233257, -0.1813735, 0.37739483, -0.09754084, 0.043669134, 0.035959195, 0.028268807, 0.015971994, -0.12362012, 0.011130124, 0.10216959) * go_8(1.0, -1.0); + result += mat4(0.025508206, -0.0017794537, -0.06324225, -0.039382067, 0.30045873, -0.03350253, 0.029575098, -0.08940838, -0.032080725, 0.029590603, -0.0636569, -0.09560069, 0.1283642, 0.09345751, 0.03092932, 0.31801865) * go_8(1.0, 0.0); + result += mat4(-0.08508891, -0.101727426, 0.010277601, -0.09014133, 0.21784091, 0.0032526671, -0.18604313, -0.19015044, 0.044027336, 0.06214586, -0.15488164, 0.074756585, 0.047933225, 0.060538378, -0.20783846, -0.17990802) * go_8(1.0, 1.0); + result += mat4(0.050202876, 0.068000734, -0.05597999, -0.107340395, -0.05106825, -0.07440473, 0.10334328, 0.048090067, 0.02267572, -0.01718865, 0.09558852, -0.019551268, 0.0122104725, 0.06849581, 0.13136277, 0.056046043) * go_9(-1.0, -1.0); + result += mat4(0.10179043, -0.1346316, -0.05625975, 0.064565465, -0.24567048, 0.01661977, -0.07925665, 0.089285515, -0.17426836, -0.021294959, -0.112046815, -0.036618948, -0.2890717, -0.11956207, -0.12531126, 0.011180939) * go_9(-1.0, 0.0); + result += mat4(0.034729242, 0.040229492, -0.14337364, 0.033395376, -0.05362909, -0.010760589, -0.120462045, -0.04566971, -0.014505674, -0.13010857, 0.06650368, 0.22399758, 0.0011478274, 0.31380257, -0.098360695, 0.3103241) * go_9(-1.0, 1.0); + result += mat4(0.07292625, -0.09650069, 0.024558121, 0.0038701475, -0.048648812, -0.11551284, -0.12553161, -0.070189424, -0.015313189, 0.11731657, -0.05684681, -0.122708976, -0.15636124, -0.10576856, -0.01784137, 0.11355775) * go_9(0.0, -1.0); + result += mat4(-0.085779384, -0.14834896, -0.004278568, 0.102670394, -0.033849873, 0.1167764, -0.08831004, 0.01451672, -0.10756733, 0.116508365, -0.0680979, 0.24541026, -0.46215978, 0.09831405, -0.29406315, -0.13312787) * go_9(0.0, 0.0); + result += mat4(-0.04890994, -0.0010270716, -0.0493961, 0.08571931, -0.2060056, -0.074589, -0.056876414, -0.09493244, -0.3475966, -0.19617519, 0.029908076, -0.26831284, -0.15213276, 0.24431612, 0.29210028, 0.33486506) * go_9(0.0, 1.0); + result += mat4(0.043298867, -0.11209959, 0.022670524, 0.034038253, -0.063305944, 0.09008408, -0.069086686, 0.011726238, -0.10128779, 0.033240944, -0.18289983, -0.13590051, -0.11921194, 0.05528857, -0.23413198, 0.022554636) * go_9(1.0, -1.0); + result += mat4(-0.17930742, -0.01053119, -0.11175181, -0.30124366, -0.081431575, -0.09975408, -0.17038622, -0.08534343, -0.09969939, 0.2104658, -0.1172696, 0.1381588, -0.24914245, 0.039404184, 0.17355275, 0.119629845) * go_9(1.0, 0.0); + result += mat4(-0.07351458, 0.093320936, -0.0058235745, -0.17790769, 0.0693919, -0.23018666, -0.17459835, -0.07898885, 0.04704188, 0.19931187, 0.089028046, 0.34191388, 0.17239423, -0.8590941, 0.22069067, -0.13371286) * go_9(1.0, 1.0); + result += mat4(-0.021659652, 0.0596343, 0.09809217, -0.114521354, -0.03228968, 0.0021232646, 0.0024843607, 0.029243223, -0.030308204, 0.106703326, 0.14143166, -0.022322292, 0.011018205, -0.07935689, 0.004183473, 0.0076698516) * go_10(-1.0, -1.0); + result += mat4(-0.074400805, -0.11910534, 0.111161605, -0.032100126, 0.16561785, 0.13518748, 0.0345863, 0.0047545154, 0.08485281, 0.14942096, -0.042899903, 0.23645137, 0.23227501, 0.05083922, -0.026636956, 0.05403472) * go_10(-1.0, 0.0); + result += mat4(-0.026513461, -0.049109407, 0.09202237, 0.030235946, -0.17342173, -0.030104237, 0.091110766, -0.13734627, -0.16028439, 0.07546626, 0.18115082, 0.01043653, 0.04634011, 0.021617658, 0.042169586, -0.059248786) * go_10(-1.0, 1.0); + result += mat4(0.01128519, -0.11491087, 0.0907083, 0.1081566, -0.05466786, 0.15445654, 0.1315062, -0.019771684, 0.029632833, 0.055743653, 0.19378667, 0.13188277, 0.06950097, 0.078313515, -0.006067791, 0.01022987) * go_10(0.0, -1.0); + result += mat4(0.068262294, -0.060233478, 0.19918768, 0.17618087, 0.21149434, 0.11928132, 0.11870651, 0.02212344, -0.03266901, -0.118995406, 0.04804373, -0.015892304, 0.037071034, -0.00253787, -0.13720432, -0.07072093) * go_10(0.0, 0.0); + result += mat4(-0.14402227, 0.063517705, 0.079267904, 0.14983714, -0.12627459, 0.14174753, -0.1501261, 0.09006676, -0.24451745, 0.09123295, -0.05026607, 0.26328164, -0.038312912, 0.037259288, 0.019184643, -0.08652255) * go_10(0.0, 1.0); + result += mat4(-0.00668816, -0.10541211, -0.14581864, -0.2055832, -0.14783718, -0.021327376, 0.11329728, 0.10558466, -0.029225608, 0.07326217, 0.07498944, 0.07972432, 0.074004084, 0.031630237, 0.019151106, -0.009357146) * go_10(1.0, -1.0); + result += mat4(-0.018653547, 0.21787739, -0.17462632, -0.13148524, 0.11200567, 0.14532433, -0.13228138, 0.32105228, -0.10342311, -0.1822981, 0.11211725, -0.19741476, 0.0052198726, -0.08411603, 0.19707179, 0.07867219) * go_10(1.0, 0.0); + result += mat4(-0.015224949, -0.026501905, -0.022805678, -0.078470066, 0.0018121749, 0.03429563, 0.0071328436, 0.10200316, -0.10026459, 0.1610249, 0.08618862, -0.047482144, -0.035351157, -0.041184757, 0.034339007, 0.2878356) * go_10(1.0, 1.0); + result += mat4(0.009565796, -0.06341882, -0.1307022, 0.046785817, -0.11754792, 0.02504307, -0.08451268, -0.012885796, -0.06434744, 0.026688384, 0.19744295, -0.088847496, -0.020427136, 0.06386265, 0.1892719, 0.05393389) * go_11(-1.0, -1.0); + result += mat4(0.21420592, -0.12004367, -0.03872922, 0.23882823, -0.16208404, -0.080903426, -0.06846177, -0.07784802, -0.11628542, 0.28339043, 0.11626733, 0.08149339, -0.14976558, -0.072704576, 0.14271235, -0.051280484) * go_11(-1.0, 0.0); + result += mat4(-0.15804291, -0.083788745, 0.0358282, -0.23663841, -0.051368468, 0.007168362, -0.02854082, 0.051676966, -0.11432305, 0.17955177, 0.24253303, 0.06784164, 0.011659685, 0.025066586, -0.014875205, 0.16516766) * go_11(-1.0, 1.0); + result += mat4(-0.0017364305, 0.1752645, 0.1687761, 0.04750503, -0.09075856, 0.03463299, -0.1513477, 0.115331, 0.079649396, 0.039891604, -0.08449415, 0.07545372, -0.17591736, -0.116043635, 0.06824991, -0.079872) * go_11(0.0, -1.0); + result += mat4(-0.09101071, 0.18421331, -0.112927675, -0.32690185, -0.10048348, 0.040243298, 0.017532872, 0.21467596, 0.1523314, -0.20462959, -0.050985396, 0.13271794, -0.0061959573, 0.16391513, 0.049040224, 0.071009435) * go_11(0.0, 0.0); + result += mat4(0.014453387, 0.009315947, -0.069824345, 0.044752672, 0.07383553, -0.019049881, -0.17780595, 0.07198892, 0.115621634, 0.092388846, 0.03363379, 0.087414615, -0.08053186, 0.3045319, 0.08416612, 0.0844172) * go_11(0.0, 1.0); + result += mat4(-0.05759418, -0.012829334, 0.08718162, -0.15908475, -0.028479114, 0.032751795, -0.1781953, -0.04286176, -0.14323612, -0.07065428, -0.009661816, 0.01967103, -0.061163872, 0.1315325, 0.12270872, 0.25242472) * go_11(1.0, -1.0); + result += mat4(-0.15057954, 0.18370065, 0.016787117, -0.005158566, 0.053748388, -0.05377017, 0.05180913, 0.0602571, -0.18005271, 0.021457683, 0.13747539, -0.17785007, 0.07033052, -0.14811805, -0.08603062, 0.26217365) * go_11(1.0, 0.0); + result += mat4(-0.039533652, 0.18171355, -0.029857125, 0.092238694, -0.22026634, -0.09841343, -0.093978934, -0.12595356, 0.04279683, 0.15560903, 0.07057147, 0.010393603, -0.2277498, -0.25551313, -0.111277476, 0.017418556) * go_11(1.0, 1.0); + result += vec4(0.09888859, -0.11624722, -0.026914198, -0.01584398); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!SAVE conv2d_19_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_18_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_18_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_18_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_18_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_18_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_18_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_18_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_18_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.002193192, -0.042261805, 0.07109948, 0.14923841, -0.13248461, 0.080073096, 0.011535388, -0.033014186, -0.02179611, -0.05481589, 0.013205004, -0.06432557, -0.032458954, -0.17774436, -0.09197118, 0.08036731) * go_0(-1.0, -1.0); + result += mat4(-0.035622098, -0.07965359, -0.06034561, -0.19035944, 0.021909773, 0.0119863525, -0.07859594, 0.24245961, 0.030365624, -0.042610373, -0.048347555, 0.07317682, -0.12780792, 0.11597661, -0.12042358, 0.088652216) * go_0(-1.0, 0.0); + result += mat4(-0.06956494, -0.079655364, -0.10770752, -0.15179706, -0.0039742943, 0.110173285, -0.013177503, 0.03203005, 0.14259651, -0.102476425, -0.117107645, 0.12503904, -0.26890123, -0.0033093086, -0.1048431, 0.1542063) * go_0(-1.0, 1.0); + result += mat4(0.032727882, 0.078874804, -0.14322414, -0.1446762, -0.12953681, 0.0126853995, 0.25832146, 0.084545664, -0.1504443, -0.14652349, 0.10996791, 0.09425049, 0.04875598, -0.26126033, -0.076916106, -0.026861066) * go_0(0.0, -1.0); + result += mat4(0.04531922, -0.103644244, -0.094877385, 0.27728295, -0.02814035, 0.35444373, -0.3085985, 0.074895315, 0.049684495, -0.08211759, -0.04192221, -0.104108155, -0.08078257, -0.04917361, 0.04671215, -0.028015908) * go_0(0.0, 0.0); + result += mat4(0.22582525, -0.17485921, -0.083214, 0.14045434, 0.10126328, 0.08546109, -0.018187093, 0.0076931156, 0.014990203, -0.13237172, 0.026328612, -0.08460973, -0.044912193, 0.0141547, -0.2057187, 0.027005015) * go_0(0.0, 1.0); + result += mat4(0.07025283, 0.03244863, -0.037114605, 0.058472943, 0.00927378, 0.02573656, 0.064623125, 0.25351602, -0.033965386, -0.081859365, 0.021902164, -0.059646487, -0.08386151, 0.0044531566, -0.07981897, -0.0052931313) * go_0(1.0, -1.0); + result += mat4(0.040902656, 0.07454824, -0.16980127, -0.27911547, -0.10386623, 0.0704878, -0.16076146, -0.06865355, -0.029967673, -0.036783073, 0.06062345, 0.042351097, 0.0035419215, -0.10950948, 0.15142381, 0.25280622) * go_0(1.0, 0.0); + result += mat4(-0.009336759, -0.056630455, 0.07419643, -0.049459077, -0.059142366, 0.046070203, -0.018450886, 0.053808898, 0.041062888, -0.03562602, 0.060718, 0.0882974, 0.07710282, -0.061630193, 0.10763613, 0.05350342) * go_0(1.0, 1.0); + result += mat4(-0.020450486, -0.011880919, -0.007363816, 0.12051132, 0.060287032, 0.027351823, 0.027684, 0.065134645, 0.026344571, -0.01718191, 0.012091111, 0.10819656, 0.012489751, -0.055651907, -0.3052169, 0.23801135) * go_1(-1.0, -1.0); + result += mat4(-0.006679176, -0.021232704, -0.12289921, 0.0075646336, 0.030306183, 0.112274334, 0.11084893, -0.13184273, 0.043869425, -0.0031861656, 0.2694463, 0.11933495, 0.014888317, 0.37636602, -0.1779301, -0.032281462) * go_1(-1.0, 0.0); + result += mat4(-0.136952, -0.009426452, 0.11357073, -0.101462685, 0.0027537034, 0.08045252, -0.00045824054, 0.074634336, -0.03065803, -0.21796846, 0.09635278, 0.045298785, -0.098372094, -0.027023448, 0.14444962, 0.082249895) * go_1(-1.0, 1.0); + result += mat4(-0.041647006, -0.13523813, 0.23530544, 0.073069185, 0.025022307, -0.16954692, 0.010666242, -0.07538101, -0.06198965, 0.17912138, -0.087928206, 0.010304168, 0.144178, -0.1657585, 0.009903313, 0.20653883) * go_1(0.0, -1.0); + result += mat4(0.15094416, -0.036872182, 0.10671736, -0.13114278, -0.014813208, -0.014073636, 0.16108423, -0.13213168, -0.09114641, 0.050591763, 0.034805253, 0.14984289, -0.00083991815, 0.2592055, -0.11146767, 0.09284067) * go_1(0.0, 0.0); + result += mat4(-0.03443615, -0.009632173, -5.0834158e-05, 0.032840393, -0.04626959, 0.0214075, -0.067959234, 0.018600805, 0.07243428, -0.11371777, 0.07108997, 0.16970424, -0.17274366, -0.022495182, -0.10284114, -0.13287334) * go_1(0.0, 1.0); + result += mat4(-0.097537555, 0.13504034, 0.077744655, 0.012292173, -0.0013754322, 0.0159031, -0.010271781, -0.11714066, -0.08074134, -0.11793299, 0.17228343, 0.04485966, 0.26133835, 0.083562106, 0.13605748, 0.07842156) * go_1(1.0, -1.0); + result += mat4(0.101663284, 0.018784977, 0.18387516, 0.0698937, 0.1262871, -0.029016716, -0.017629897, 0.09679718, -0.16987988, -0.112552784, -0.17010437, 0.10333196, 0.089143276, 0.06880237, -0.07407336, -0.024248788) * go_1(1.0, 0.0); + result += mat4(-0.070928305, -0.05896541, -0.021075577, -0.0938322, 0.03576662, -0.12959592, -0.05424325, -0.09540346, -0.17149144, 0.15382169, 0.036050767, 0.022187999, 0.08186773, 0.06654187, -0.043740872, 0.015940702) * go_1(1.0, 1.0); + result += mat4(-0.05999628, -0.10346444, -0.03163929, 0.014764566, -0.042340584, 0.04377052, 0.08964147, 0.023697559, -0.11745726, 0.019980576, -0.060001764, -0.05739168, -0.03326478, 0.042291407, 0.01029446, -0.0006783697) * go_2(-1.0, -1.0); + result += mat4(0.039875668, 0.03890321, 0.044958238, -0.0637908, 0.057945263, -0.18010783, -0.08934327, -0.06983097, -0.05463022, 0.03769058, -0.03902542, 0.11251774, 0.032007236, -0.06351825, -0.027675375, 0.043577235) * go_2(-1.0, 0.0); + result += mat4(0.056573648, -0.07795712, -0.14080168, -0.015329227, 0.05720495, -0.0659066, 0.034519438, -0.10344216, 0.023347745, 0.06635434, 0.08761089, -0.020288715, 0.045780413, 0.06769359, -0.020654215, -0.026493737) * go_2(-1.0, 1.0); + result += mat4(-0.15549617, 0.22154036, -0.035022356, 0.037524547, 0.049251348, -0.031591, -0.036235563, 0.04339102, -0.03156591, 0.030291421, 0.49239767, 0.25064838, 0.18197893, -0.16288568, 0.0930576, -0.03423282) * go_2(0.0, -1.0); + result += mat4(-0.11033686, -0.04570853, 0.0016308138, 0.07834853, 0.07600955, -0.07968259, 0.14970061, 0.062669896, 0.09796333, -0.068940535, 0.1278605, -0.20915642, -0.009881375, -0.06508105, -0.023221906, 0.063692674) * go_2(0.0, 0.0); + result += mat4(0.07646927, 0.048639037, 0.13715656, 0.04969283, 0.04496575, 0.025304018, 0.023178697, -0.005805055, -0.073303185, 0.12425092, -0.062946446, -0.05067681, 0.053393174, -0.06318117, -0.029427962, -0.162013) * go_2(0.0, 1.0); + result += mat4(-0.03539342, -0.08837224, -0.058332633, -0.033148028, -0.039964523, 0.047577832, -0.015021742, 0.053788386, 0.24229313, -0.005967871, -0.06950038, -0.01753915, 0.05407492, -0.1369046, 0.034026932, -0.072949685) * go_2(1.0, -1.0); + result += mat4(0.014240931, -0.114709415, 0.013380771, 0.14814466, -0.21180479, 0.07065372, -0.07084882, -0.13009402, 0.25793126, 0.17758748, 0.1647275, 0.009904283, 0.06412116, 0.028754344, -0.011050801, 0.031021936) * go_2(1.0, 0.0); + result += mat4(0.009352941, 0.113679856, 0.035876002, -0.09654438, -0.07531333, -0.018089507, 0.072006464, -0.009339618, -0.07180257, -0.00043349672, -0.0071172966, -0.00748114, 0.15425408, -0.111805834, 0.047978718, 0.0840089) * go_2(1.0, 1.0); + result += mat4(-0.024762075, 0.05111211, 0.09316579, -0.009603998, 0.04225388, -0.101240866, 0.0008120324, 0.06027124, -0.08961942, 0.05418951, 0.12315066, 0.037511464, 0.078298986, 0.006887005, -0.022529332, -0.011942842) * go_3(-1.0, -1.0); + result += mat4(-0.22837932, -0.052757703, 0.52270764, 0.13333929, 0.052859746, 0.08084642, 0.01186978, -0.043609403, 0.02409766, -0.064920336, 0.02343404, -0.10359331, 0.07920226, -0.057824913, 0.05472609, -0.02210887) * go_3(-1.0, 0.0); + result += mat4(0.12200674, -0.07222997, -0.0077480553, 0.031614456, -0.060068175, -0.09296547, -0.02697552, -0.007998561, 0.0062316097, 0.016119024, -0.054522965, 0.0858926, 0.012595754, 0.02239382, -0.04811345, -0.034084607) * go_3(-1.0, 1.0); + result += mat4(-0.11571872, -0.10716141, 0.09136876, -0.048269544, 0.2036012, -0.009964111, -0.164098, 0.0062285536, -0.160461, -0.10802773, 0.034254774, -0.09396949, -0.035045605, -0.0038658823, -0.020748926, -0.058969058) * go_3(0.0, -1.0); + result += mat4(-0.029839784, 0.035316005, 0.12637286, -0.011018316, -0.24942681, 0.006155271, -0.064659946, 0.03878479, 0.007293056, -0.14911444, 0.09102551, 0.2214609, 0.2075301, -0.1415137, 0.038262144, 0.020079322) * go_3(0.0, 0.0); + result += mat4(0.03954482, 0.00161835, 0.24248002, -0.01908119, -0.11612393, -0.09628277, -0.18482316, -0.0037283704, -0.10087301, -0.05704098, 0.057598826, -0.037766546, 0.038450222, -0.05250815, -0.020858904, -0.04754174) * go_3(0.0, 1.0); + result += mat4(-0.025481295, -0.041959614, 0.040118624, -0.09142045, -0.15421867, -0.0932622, 0.020308455, 0.11280108, 0.008041164, -0.09340578, 0.0014632398, 0.012679065, 0.024054702, 0.0037555385, 8.470187e-05, -0.0026168944) * go_3(1.0, -1.0); + result += mat4(0.092563815, -0.041739643, 0.113452666, -0.12697452, -0.14597544, 0.07041192, 0.0073921285, 0.11001561, 0.05780155, 0.081369705, 0.01859894, -0.009346777, 0.08703558, 0.065806575, 0.06331098, -0.022295259) * go_3(1.0, 0.0); + result += mat4(-0.063127175, -0.0036738236, 0.07582986, -0.092346914, 0.04535636, -0.04299909, 0.02999664, 0.021044914, -0.117802285, 0.032623403, 0.016715014, -0.04867952, 0.032292146, -0.02733379, 0.019759627, 0.029224534) * go_3(1.0, 1.0); + result += mat4(-0.033157296, 0.06696175, 0.03564599, 0.042519007, 0.0424988, 0.075877026, -0.036232404, 0.05169811, 0.0034979465, 0.13048209, -0.052901644, -0.049846627, 0.0068034166, 0.01163485, -0.026329378, 0.038994797) * go_4(-1.0, -1.0); + result += mat4(-0.113001004, -0.106806695, 0.031668942, -0.006540794, -0.10414548, -0.15077831, -0.0052690995, -0.20494916, -0.037294906, 0.016445661, -0.05105855, 0.1396678, 0.06092325, -0.03662674, 0.085244715, 0.115935385) * go_4(-1.0, 0.0); + result += mat4(-0.030479306, -0.016440354, -0.055504587, 0.08523519, -0.09832142, -0.051361356, -0.01974164, 0.04646292, 0.13094828, 0.118371025, 0.01770395, -0.03144912, 0.036468696, 0.013719247, 0.075200096, -0.05179428) * go_4(-1.0, 1.0); + result += mat4(-0.11964952, -0.032451667, -0.12512554, -0.050573047, 0.030373964, 0.024024952, -0.13762453, 0.12840636, -0.04376352, 0.05668062, 0.037947364, -0.066112265, 0.0028260879, 0.030861724, 0.02219972, 0.035304546) * go_4(0.0, -1.0); + result += mat4(-0.2105805, 0.0863335, -0.0012344581, 0.019061513, -0.042461928, 0.119663686, -0.15733783, 0.01006595, 0.15633124, 0.01747602, -0.05381233, -0.09361219, 0.011560166, -0.015632732, 0.0494011, 0.055855803) * go_4(0.0, 0.0); + result += mat4(0.079113804, -0.089069344, -0.026545195, -0.0007340258, -0.077306196, -0.079094574, -0.052008536, 0.107602336, 0.03174382, 0.0072695096, -0.030184424, -0.07496981, -0.11374049, 0.240142, 0.18232502, -0.1921795) * go_4(0.0, 1.0); + result += mat4(0.046652786, 0.13005471, -0.001907763, -0.02354485, -0.08044523, 0.004347535, -0.09486797, 0.13142692, -0.039280824, -0.044051215, 0.019280003, 0.0763723, -0.07783228, 0.12394234, 0.0109562045, 0.114450656) * go_4(1.0, -1.0); + result += mat4(-0.12061396, 0.19032274, -0.02040124, -0.079091914, -0.16042966, 0.16574529, -0.07471835, 0.11175853, 0.021889772, -0.14593785, -0.0067855683, -0.032042842, 0.03092691, -0.103853814, -0.07564891, -0.033649214) * go_4(1.0, 0.0); + result += mat4(0.019420557, 0.08762085, 0.09729997, 0.046883028, -0.090403445, 0.13566826, -0.0060749603, -0.016417375, 0.00051667896, -0.10722795, -0.042404942, -0.029264381, -0.2637368, 0.04404824, -0.17676714, -0.03898909) * go_4(1.0, 1.0); + result += mat4(-0.017937362, -0.02021628, -0.011221574, -0.010981946, 0.077117115, 0.058008883, -0.02370349, -0.033171684, -0.04370235, 0.013696816, 0.04718911, 0.038686793, -0.05075274, -0.078141876, 0.01710806, -0.016280815) * go_5(-1.0, -1.0); + result += mat4(-0.0051029576, 0.028884215, 0.063299954, -0.12817588, 0.09635649, 0.01685252, 0.083583646, -0.07350102, -0.04044839, -0.065033, -0.10837623, -0.11883335, -0.0937995, -0.091614224, -0.023430234, -0.034762863) * go_5(-1.0, 0.0); + result += mat4(-0.037467998, -0.004959213, 0.039550744, -0.048472937, -0.053499777, -0.07164779, 0.081630275, -0.051635183, 0.04008334, -0.15719992, -0.10567595, 0.033473466, -0.033921987, -0.009474822, -0.029737448, 0.19411598) * go_5(-1.0, 1.0); + result += mat4(0.004936125, 0.04879588, -0.015972376, -0.0470118, 0.17473851, 0.09195339, 0.011075449, -0.06017266, 0.02264737, 0.18988189, 0.025514647, 0.09830298, 0.1988627, 0.0037007018, -0.10575926, -0.11683566) * go_5(0.0, -1.0); + result += mat4(-0.024983667, 0.1890932, 0.06626616, 0.050050464, 0.0027461515, 0.09686733, 0.17407647, -0.045637608, 0.03317272, 0.12532662, -0.044147827, 0.056859504, -0.094031505, 0.083065115, 0.028045049, 0.07287068) * go_5(0.0, 0.0); + result += mat4(-0.017450443, 0.0665469, 0.046039972, 0.0117158815, -0.027863976, -0.13173814, 0.120125115, 0.10620725, -0.019648628, -0.10245001, 0.07893902, -0.01169063, -0.002885391, -0.1618197, -0.019263452, 0.025576912) * go_5(0.0, 1.0); + result += mat4(0.062924445, 0.005899955, 0.080698565, 0.026559917, -0.015615001, 0.064574406, 0.010435832, -0.0012439915, -0.0032333238, -0.008854669, 0.017256236, 0.06180784, 0.050801486, -0.07340448, -0.073562406, -0.07342449) * go_5(1.0, -1.0); + result += mat4(-0.026997557, 0.017725596, 0.023694778, -0.06696343, 0.052086487, -0.0663138, -0.061097533, 0.0035091927, -0.0061530913, 0.16345571, -0.07810821, 0.06081369, -0.19654888, 0.027318882, -0.03747162, -0.06445535) * go_5(1.0, 0.0); + result += mat4(0.005569213, 0.08716896, 0.009564092, -0.031010542, -0.109795704, 0.025457779, -0.041763328, 0.056024272, -0.033540543, 0.07476806, -0.017657815, -0.041327264, -0.10583014, 0.09859916, -0.10492397, -0.12680435) * go_5(1.0, 1.0); + result += mat4(0.042307783, -0.20138371, -0.054159872, -0.008080132, -0.0049409764, -0.123782106, -0.10074382, -0.007782075, 0.021129344, 0.12963773, 0.007223677, 0.033266656, 0.07734324, 0.07292024, 0.026465673, -0.1153067) * go_6(-1.0, -1.0); + result += mat4(0.052287392, -0.109536976, 0.023995534, -0.01575321, 0.03393777, 0.1337645, -0.07153707, -0.025216443, -0.041070998, 0.07217233, -0.11914641, -0.26890114, 0.02313167, 0.23271154, 0.06703406, 0.09533676) * go_6(-1.0, 0.0); + result += mat4(0.07546838, 0.011592155, -0.046075065, -0.06642069, -0.004402625, -0.0652564, -0.017831367, -0.09308748, -0.051539812, 0.04005139, -0.11150738, -0.08175713, 0.014604422, -0.007214639, 0.098779745, -0.018378364) * go_6(-1.0, 1.0); + result += mat4(0.006603026, -0.014845266, 0.0026208498, -0.008357444, 0.0073595014, -0.14074865, -0.030904908, 0.024293974, 0.17369966, -0.048660155, -0.048974954, -0.089408986, 0.026791139, 0.22706681, -0.036981657, -0.02119953) * go_6(0.0, -1.0); + result += mat4(-0.05502304, 0.01853336, 0.10915187, -0.112274334, -0.063042596, 0.0043888465, 0.12429806, -0.06837296, -0.09884471, 0.26187462, -0.078214765, 0.105056636, 0.029996438, -0.131672, -0.1358863, 0.054225788) * go_6(0.0, 0.0); + result += mat4(0.0068557984, 0.033702783, 0.008050412, -0.037766565, -0.036427297, -0.046515323, 0.051857993, -0.10452691, -0.006243185, -0.039711174, 0.056767575, -0.038228292, -0.018759085, 0.119737215, 0.039318025, -0.07483938) * go_6(0.0, 1.0); + result += mat4(0.045509513, -0.14236167, -0.02726853, -0.01493912, 0.009043883, 0.055116396, 0.112568274, -0.045689043, 0.08086583, 0.022914976, 0.036111295, -0.036710598, 0.017608138, 0.118518315, 0.026354419, 0.012590016) * go_6(1.0, -1.0); + result += mat4(-0.12666366, 0.06377415, -0.041047554, 0.031393208, 0.033202175, 0.01293478, 0.0042672073, 0.045895174, -0.08109056, 0.2827398, -0.10949624, -0.029522505, -0.19850352, 0.038940806, -0.08525916, -0.16344538) * go_6(1.0, 0.0); + result += mat4(0.0008515389, -0.046620138, -0.028038643, -0.025426185, 0.05606938, 0.0061229076, 0.015445743, 0.0066051655, 0.03507471, 0.043772116, -0.05389813, -0.11928827, 0.005507504, 0.116020925, 0.03874032, 0.09864238) * go_6(1.0, 1.0); + result += mat4(0.05335771, 0.07025042, 0.024683822, -0.07459517, 0.013310433, -0.022622144, -0.038584214, -0.01572024, -0.013304405, 0.06437439, 0.008714939, 0.06922048, -0.06816085, 0.0034682539, -0.0541437, 0.010775999) * go_7(-1.0, -1.0); + result += mat4(0.061101787, 0.008284362, 0.021083428, -0.053963277, -0.06960679, -0.11620091, -0.014979146, 0.02621252, -0.0093596075, 0.065604895, -0.17972286, -0.085858494, 0.045264337, -0.03866745, 0.084133364, 0.077588424) * go_7(-1.0, 0.0); + result += mat4(0.21129635, -0.039057773, -0.07199796, 0.027164709, 0.031389885, -0.22101812, 0.15019675, -0.033421822, -0.04708109, -0.15552072, -0.19427232, -0.027601253, -0.032169215, -0.044620696, -0.0030545713, -0.084676005) * go_7(-1.0, 1.0); + result += mat4(0.06694448, -0.21478915, -0.052227136, -0.11007371, 0.01641538, 0.08138693, 0.09004288, 0.1469811, 0.13340457, -0.020153875, -0.03699176, -0.076706395, -0.017644217, -0.0675251, -0.0748928, 0.09038724) * go_7(0.0, -1.0); + result += mat4(0.028736364, -0.024210151, 0.06236118, 0.066564396, 0.003933215, -0.01394002, -0.074326284, -0.01448387, -0.071425505, -0.021284256, -0.001693088, -0.0066186395, -0.036212854, 0.077177964, -0.06398725, 0.106878705) * go_7(0.0, 0.0); + result += mat4(0.1363909, -0.009820995, -0.12983248, -0.0037245068, -0.001204842, -0.058121014, -0.09392078, 0.02885977, -0.020526886, 0.07213154, -0.029909864, 0.16680436, 0.039788317, 0.10533643, 0.057742797, -0.107928954) * go_7(0.0, 1.0); + result += mat4(0.11645586, -0.14840747, -0.026914807, -0.05374474, 0.06790178, -0.2556139, -0.097340286, 0.15263987, -0.018530536, 0.077240005, -0.1148909, -0.14282732, 0.051183544, -0.007965009, -0.2971616, -0.05872022) * go_7(1.0, -1.0); + result += mat4(0.014901608, -0.12677886, -0.064670384, -0.1623187, -0.047429133, -0.058445014, -0.119580954, 0.031700145, 0.088471524, 0.08435877, -0.1198159, 0.10743294, 0.018416684, -0.18108702, -0.06256368, 0.010405356) * go_7(1.0, 0.0); + result += mat4(0.031033225, -0.08165527, 0.015933517, -0.09163275, 0.0065211756, -0.14749087, -0.12069732, -0.03169653, -0.0068636923, -0.0047599906, -0.095241904, 0.028336, 0.06777312, 0.14869638, -0.11753921, -0.010243467) * go_7(1.0, 1.0); + result += mat4(0.049922884, 0.027459482, 0.035840012, -0.08961862, -0.3617356, -0.07949275, 0.21600586, 0.09545638, -0.034149855, 0.048127465, 0.096379556, -0.04866008, 0.11773822, 0.055485725, 0.12827916, -0.2618736) * go_8(-1.0, -1.0); + result += mat4(-0.041410808, 0.11304813, -0.03779883, 0.030872481, -0.116939746, 0.29407567, 0.1895875, -0.21217696, -0.025539953, -0.178478, 0.031897403, 0.16665661, -0.14774802, -0.005059717, 0.11978572, 0.18841389) * go_8(-1.0, 0.0); + result += mat4(-0.1750856, 0.07806208, 0.066590786, 0.06520769, 0.29628152, 0.06723724, -0.07372221, -0.13840312, 0.0066342093, -0.024352796, -0.11091368, -0.034200963, -0.05941726, 0.17785501, -0.09722458, 0.03481286) * go_8(-1.0, 1.0); + result += mat4(0.00040230202, 0.1386564, 0.0020965475, -0.032151967, -0.28119123, 0.23871318, 0.324673, 0.3079342, -0.114703484, 0.076918595, -0.07456807, -0.03860123, -0.27765638, 0.30093232, 0.040816836, 0.045392167) * go_8(0.0, -1.0); + result += mat4(0.11630024, 0.050958935, -0.07327745, -0.045112975, 0.020630276, 0.018679252, 0.1423691, -0.4634024, -0.05014015, -0.00094824797, 0.19475108, -0.112788685, -0.406272, 0.24608147, -0.04221695, -0.09761967) * go_8(0.0, 0.0); + result += mat4(-0.13764246, 0.0109156305, -0.016086185, 0.06516645, 0.14907628, 0.028398056, 0.19633707, -0.1179449, -0.064515114, 0.05141375, 0.018716468, 0.032537717, 0.07569254, -0.07768021, 0.044751454, -0.06309405) * go_8(0.0, 1.0); + result += mat4(-0.054568585, 0.036049586, 0.04581054, 0.03871819, 0.02642328, -0.17473157, 0.30538717, 0.04895256, -0.023432204, 0.012341845, 0.05849998, -0.09285376, 0.23424025, -0.012123604, 0.09310379, -0.10899807) * go_8(1.0, -1.0); + result += mat4(0.066122256, 0.103364795, 0.03855794, -0.14957069, -0.02184927, 0.0037020843, 0.3018487, -0.05228745, 0.057319008, -0.0108498, 0.028988574, 0.020548582, -0.11686366, -0.10226389, 0.17450128, 0.039843515) * go_8(1.0, 0.0); + result += mat4(0.08857053, 0.038873494, 0.108145475, 0.09587017, -0.085907966, -0.11013238, 0.17119284, -0.19787164, 0.09369054, -0.07448185, 0.028189272, 0.04458233, 0.06706104, -0.05152573, -0.01146787, -0.12001618) * go_8(1.0, 1.0); + result += mat4(0.081574865, -0.096744575, -0.047358852, 0.07842103, 0.04740539, -0.033352945, -0.01932972, 0.026056414, 0.116778195, 0.028540714, -0.13266987, -0.044292487, -0.023912204, -0.05143723, -0.014896608, 0.08691235) * go_9(-1.0, -1.0); + result += mat4(0.029974401, 0.07826115, 0.012582203, -0.12258423, -0.056660995, 0.1364201, 0.08420669, 0.01398612, -0.054994494, 0.13456269, -0.23503278, 0.07141847, -0.17400408, 0.102240436, 0.050492387, 0.08342294) * go_9(-1.0, 0.0); + result += mat4(0.025409801, 0.086305864, -0.013415441, 0.0124872485, -0.07219617, -0.06147636, 0.14614947, -0.007917027, 0.028016105, -0.03373043, -0.04327983, 0.32913202, -0.23671746, 0.09732567, -0.024344943, 0.31546018) * go_9(-1.0, 1.0); + result += mat4(0.06274294, -0.035500124, 0.08802067, -0.1728613, 0.051944792, -0.11495953, 0.03541574, 0.134216, 0.061973106, 0.095198765, -0.03813752, 0.14200106, 0.0027543372, 0.20998913, -0.094535634, 0.09406227) * go_9(0.0, -1.0); + result += mat4(0.0076270825, 0.14375834, 0.14316, -0.03582052, -0.18776836, 0.007991479, -0.10832663, -0.07583232, 0.19121449, -0.048892863, 0.0946921, -0.19325319, -0.4052315, 0.4400987, -0.24938348, 0.21615021) * go_9(0.0, 0.0); + result += mat4(-0.12362299, 0.039931603, -0.08478432, -0.012379307, -0.020896608, 0.18871778, 0.16965918, 0.026814751, 0.09404892, -0.047387924, 0.18000565, -0.20733628, -0.3831496, 0.057409447, -0.039851133, 0.24510218) * go_9(0.0, 1.0); + result += mat4(-0.042880148, -0.0047551137, -0.038754776, -0.16235387, -0.046985667, 0.07773914, -0.029753178, -0.06291566, -0.01791831, 0.11552606, -0.14261088, -0.15359794, -0.09109301, -0.012595764, -0.08461014, -0.025527714) * go_9(1.0, -1.0); + result += mat4(0.255039, -0.10217798, -0.095983505, -0.017773012, -0.010830123, -0.07421503, -0.00790136, 0.061961416, 0.2586941, 0.06726082, -0.017994221, 0.0039037676, -0.18585049, -0.17850985, -0.007449256, 0.19001636) * go_9(1.0, 0.0); + result += mat4(0.05356769, -0.029177073, -0.08434892, 0.029534379, -0.052398793, 0.029921837, -0.0379641, 0.08815421, -0.221968, 0.16212873, -0.097800635, 0.24519077, -0.21568449, -0.026571743, -0.10243165, 0.07986918) * go_9(1.0, 1.0); + result += mat4(0.18844943, 0.06663736, 0.04584477, -0.07739072, -0.031664416, 0.17509162, 0.08357242, -0.06851353, -0.10531447, 0.021919714, -0.10942753, -0.10573077, -0.080552444, 0.06253443, 0.13151503, -0.05751824) * go_10(-1.0, -1.0); + result += mat4(0.039860394, 0.06234854, 0.008617753, -0.08483321, 0.11080039, 0.10351877, -0.08282614, 0.06154943, 0.14106143, 0.06457279, -0.17962457, 0.029614823, 0.009903236, 0.009901688, 0.103305794, 0.02708714) * go_10(-1.0, 0.0); + result += mat4(0.027971132, 0.05056228, 0.013335152, -0.012521623, 0.084620796, 0.11628125, 0.09929561, -0.12234751, -0.047538497, 0.0013551811, 0.17503466, -0.00334921, -0.026149869, 0.08016518, 0.054481603, -0.11211239) * go_10(-1.0, 1.0); + result += mat4(0.19577688, -0.21044904, -0.14313206, -0.06094966, -0.1886681, 0.11948046, 0.009925262, 0.03785866, 0.03016602, -0.16213451, -0.053890828, 0.14754774, -0.16607349, 0.17302231, 0.055442728, 0.049238298) * go_10(0.0, -1.0); + result += mat4(0.04471434, -0.0050029103, -0.18449697, 0.052078173, -0.10225465, -0.03991549, 0.10741103, -0.0675637, -0.025177147, -0.07212037, -0.15245865, 0.06767271, 0.13010895, 0.03414782, 0.1448519, 0.060772084) * go_10(0.0, 0.0); + result += mat4(-0.09659163, 0.05841198, -0.020265874, -0.02538125, -0.034956124, 0.22157271, 0.025889639, -0.059703574, -0.16175202, -0.0048997067, -0.08251995, 0.021943517, 0.19059642, -0.060173947, 0.14169931, -0.004315918) * go_10(0.0, 1.0); + result += mat4(0.03190849, -0.035605464, -0.048360586, -0.054231796, -0.021754144, 0.16556646, 0.06434827, 0.16989109, 0.027081858, -0.06712905, -0.05332741, -0.062786296, -0.025473801, 0.00897238, 0.07331544, -0.026036164) * go_10(1.0, -1.0); + result += mat4(0.15740165, -0.0967638, 0.024736421, -0.013693698, 0.05880455, 0.048251428, 0.052370075, -0.04718833, 0.0184399, -0.038662773, 0.049148683, 0.17221244, -0.13244401, -0.013218936, 0.09345994, 0.00024175165) * go_10(1.0, 0.0); + result += mat4(-0.0064187744, -0.08920148, -0.028549816, 0.122657515, 0.016403764, 0.068500996, -0.03360275, 0.036848415, 0.022613775, -0.00604402, 0.011191968, 0.071645975, 0.032942034, 0.117463835, 0.07408682, -0.077945456) * go_10(1.0, 1.0); + result += mat4(-0.18648334, -0.073990986, 0.1035806, 0.12201333, -0.056298703, -0.06899704, 0.041714784, 0.028813941, -0.0073693376, -0.07419694, -0.019242344, -0.10421339, 0.06319362, 0.18498407, -0.040080044, 0.06591159) * go_11(-1.0, -1.0); + result += mat4(0.13646284, -0.18635146, -0.21405141, 0.3289027, 0.02735292, -0.031064082, 0.042403057, -0.13922094, -0.08272541, 0.27857855, -0.052545693, 0.040461276, 0.029613057, 0.047729794, 0.02729621, -0.18001) * go_11(-1.0, 0.0); + result += mat4(0.045724448, 0.07671115, 0.00063955085, -0.07451751, 0.108605005, 0.014488281, -0.042488173, 0.03577726, -0.060789686, 0.17350988, 0.01799855, -0.036396112, 0.09922527, -0.109561004, -0.12339479, -0.01871202) * go_11(-1.0, 1.0); + result += mat4(0.098541364, -0.12245533, 0.03954003, 0.032259263, -0.25460467, -0.09109193, 0.09300678, 0.1111729, -0.049395096, -0.030045439, -0.04501885, 0.0046626283, -0.07657543, -0.01989507, -0.030266184, 0.115504675) * go_11(0.0, -1.0); + result += mat4(0.033603728, -0.16179675, 0.107685976, -0.08050177, -0.11150716, 0.05341631, 0.015662108, 0.06453596, -0.018119879, 0.015083476, -0.032303285, 0.27767318, -0.012072633, 0.103727765, -0.3075054, 0.015533518) * go_11(0.0, 0.0); + result += mat4(0.120855056, -0.14289914, -0.013416328, 0.045103997, 0.09407005, 0.017286362, -0.17081043, 0.11026251, -0.04768381, 0.18125318, -0.110247165, 0.098635495, 0.054526508, 0.10071292, -0.07749401, -0.031911418) * go_11(0.0, 1.0); + result += mat4(-0.04815596, 0.010112698, -0.060083788, -0.116119795, -0.024647452, -0.05370981, 0.07770194, 0.18795432, -0.05123155, 0.03802874, -0.14434499, -0.26080537, 0.035182375, -0.03626466, 0.029075956, 0.15624163) * go_11(1.0, -1.0); + result += mat4(-0.087888286, -0.067626335, -0.02074024, 0.028201623, 0.025920108, 0.013126538, 0.09747174, 0.0708168, -0.0031367023, -0.1304692, 0.009458206, 0.12585516, 0.27185202, 0.17740375, -0.028984897, -0.0134149995) * go_11(1.0, 0.0); + result += mat4(0.015343054, -0.04067552, -0.05452715, 0.037334464, 0.14018174, -0.059763853, 0.15759844, -0.13691196, 0.03412337, -0.035051815, -0.0491391, 0.03383003, -0.117697716, 0.025332684, 0.019727515, -0.04177984) * go_11(1.0, 1.0); + result += vec4(0.05828695, -0.16925837, 0.053835716, 0.04817042); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.18663658, 0.3184948, -0.03130499, 0.08619949, 0.1010918, -0.14248852, -0.19823664, 0.20816846, 0.1601186, 0.049822237, 0.19602141, -0.026865052, -0.0707687, 0.052736435, -0.044807665, 0.066063635) * g_0; + result += mat4(0.090361156, -0.14197296, -0.23846631, 0.030756485, -0.0624579, 0.0894411, -0.018925495, 0.09622091, -0.08767592, -0.22811596, -0.12307663, 0.053256057, -0.15243548, -0.037156895, -0.29896295, -0.13589491) * g_1; + result += mat4(-0.29185727, -0.03742425, 0.050431598, -0.05952872, 0.102163635, 0.04785122, -0.02358519, 0.16697437, 0.35186693, -0.19035606, -0.12011042, 0.004166742, -0.006959278, 0.06360376, 0.060225107, -0.15626898) * g_2; + result += mat4(0.17662838, -0.08894764, -0.14361143, 0.06789356, 0.07816827, 0.10883019, -0.037535142, 0.05493086, -0.041386984, -0.17820516, -0.06743507, 0.08163263, -0.00907744, 0.0041825743, -0.035713505, -0.09867839) * g_3; + result += mat4(-0.092638604, 0.0022278796, 0.12437326, 0.103134066, -0.27689874, 0.052095678, -0.042521577, -0.07290392, 0.14657746, -0.10676447, 0.035665326, -0.15043491, 0.0066268444, 0.247856, -0.10799263, 0.076561935) * g_4; + result += mat4(-0.014709424, -0.1234443, 0.09863729, -0.09065224, 0.03188603, 0.0851371, -0.18773592, -0.04526794, 0.04222761, 0.13524239, -0.0077108, 0.014710063, 0.0269728, 0.100834206, 0.00087144354, 0.017908119) * g_5; + result += mat4(0.065123245, 0.010967681, 0.27781358, -0.00086392177, -0.012103939, 0.21815085, -0.19618537, -0.21287219, -0.3108788, -0.0065051983, -0.10177379, 0.00486042, 0.06495405, 0.28793743, 0.1447245, -0.11581186) * g_6; + result += mat4(-0.19184732, 0.23525754, 0.14849417, -0.032214705, 0.06332956, 0.036836755, -0.17779079, 0.26069695, 0.017703978, -0.013938178, -0.0028144084, 0.024686655, 0.084200725, 0.0023977484, 0.0010214453, -0.11825634) * g_7; + result += mat4(0.114283256, -0.11113899, 0.0062027536, -0.11118651, -0.05354193, 0.0024898893, -0.10009308, -0.099993765, -0.09983121, -0.15856577, 0.13581747, 0.11929527, -0.15411879, 0.016686188, -0.15182848, 0.26796317) * g_8; + result += mat4(0.084827624, -0.08612916, 0.071429096, 0.17416593, -0.04714606, 0.0013476897, 0.013517696, 0.067101866, -0.14903635, 4.9428472e-05, 0.31473428, -0.2949479, -0.12335906, -0.13552824, 0.3479192, -0.19230734) * g_9; + result += mat4(0.028616413, -0.07255833, -0.021122474, -0.07113967, 0.11709503, -0.20123373, 0.08584415, -0.06978945, 0.03877887, 0.24208583, -0.18075196, 0.0062123733, -0.13526495, -0.04156013, -0.0016269569, -0.020975487) * g_10; + result += mat4(0.1310379, 0.055372015, -0.006403729, -0.11766523, -0.05418542, 0.03959835, 0.12431779, 0.15253036, -0.021798976, -0.06289866, -0.018096093, -0.021867894, 0.08258678, -0.19130546, -0.020614639, 0.09396607) * g_11; + result += mat4(-0.08746167, 0.072900996, 0.033214487, 0.04609681, -0.1540511, -0.097863495, -0.18814996, 0.07652809, -0.07314888, -0.12512076, 0.1748569, -0.090817355, 0.20444715, 0.056615118, 0.09610565, -0.25237694) * g_12; + result += mat4(-0.059253007, -0.30781618, 0.008390624, -0.016397322, -0.033560965, -0.039022774, 0.25333324, -0.1995156, -0.1036445, 0.050644662, -0.16967307, 0.1757263, 0.030297084, 0.046241727, 0.04354335, 0.1062731) * g_13; + result += mat4(0.2573244, -0.10674188, 0.089680746, 0.05325685, -0.15355112, -0.21602766, 0.3439777, 0.035753187, -0.0219718, -0.049062088, -0.08788193, -0.24782267, 0.07051089, -0.05783363, -0.02401024, -0.20907155) * g_14; + result += mat4(-0.33404592, -0.093173616, -0.2040588, 0.19875275, 0.12674141, -0.16908246, -0.2689318, 0.0823597, -0.032498408, 0.11139243, 0.020390712, 0.14647515, 0.113650456, 0.038491633, 0.15963453, -0.030297514) * g_15; + result += mat4(-0.04374134, -0.0129180765, -0.13164769, -0.07293398, 0.11262717, -0.15997183, 0.33422503, 0.073849976, -0.00015811941, 0.18877828, 0.07747786, -0.08188554, -0.18219465, 0.006220583, -0.011983187, -0.056153063) * g_16; + result += mat4(0.062033445, 0.07369542, -0.11406438, 0.14734034, 0.039975222, 0.07175253, 0.16200112, 0.14343244, -0.025669737, -0.24007507, 0.00080462516, -0.023895608, 0.23648714, -0.09611056, 0.21158028, 0.0735973) * g_17; + result += mat4(-0.08414368, -0.021285746, 0.0005669404, -0.10731338, -0.0064515774, 0.11334401, 0.03800766, -0.1455488, -0.1261212, -0.22332892, -0.0027348709, 0.2139515, -0.0738863, 0.17665327, 0.09825643, -0.13923496) * g_18; + result += mat4(-0.10201197, 0.21781366, 0.18577348, 0.14449175, 0.17314741, -0.1521729, 0.05358103, 0.13423039, -0.117372, -0.06376533, 0.0036501242, 0.24701707, -0.1009802, -0.09763199, -0.12387096, 0.04915735) * g_19; + result += mat4(0.12683278, 0.10003063, 0.026354205, 0.20679879, -0.05543329, 0.0609024, 0.12071361, -0.017081672, 0.09073765, 0.26451552, 0.11525583, 0.15612826, 0.15255655, -0.089416705, -0.066638984, 0.14400561) * g_20; + result += mat4(-0.035610262, -0.21110137, 0.16128647, 0.16987562, -0.075286984, 0.10626652, 0.02610956, 0.072617754, 0.08083012, -0.076612055, -0.20788178, -0.18980946, -0.124521755, -0.09931777, 0.058994036, -0.1573874) * g_21; + result += mat4(0.040990368, -0.076015316, 0.23061185, 0.06046172, -0.20775267, 0.07282112, -0.06703266, -0.15523846, -0.09839281, 0.04264288, 0.062170573, 0.050776828, 0.082359515, 0.08156233, 0.08537614, -0.15101717) * g_22; + result += mat4(-0.1249208, 0.13122208, -0.12867546, 0.1732467, 0.25579265, -0.012121687, 0.055682763, 0.16973646, 0.12742467, -0.18509331, -0.07107552, 0.18292974, 0.09319081, 0.05175007, 0.032850564, -0.22456838) * g_23; + result += mat4(0.081253335, 0.0648804, -0.15536025, -0.06642495, 0.16779053, -0.06261765, 0.20884722, 0.035119522, 0.10021793, -0.034050878, -0.20697917, 0.3424921, 0.14770742, 0.053394657, 0.03791968, -0.00457689) * g_24; + result += mat4(-0.30276582, 0.11398664, 0.23705474, 0.19467491, 0.03581071, 0.010649232, -0.059531577, -0.13225733, -0.05157955, -0.056399573, -0.05065601, 0.115134716, -0.06892023, -0.02327887, -0.026891273, -0.051847365) * g_25; + result += mat4(-0.0038954976, 0.30134967, 0.07478171, 0.27801678, -0.25552303, -0.3496495, -0.04389904, -0.073157154, -0.3068193, -0.14130415, -0.09492658, -0.07742016, -0.098369256, 0.07939278, 0.06842935, -0.058692418) * g_26; + result += mat4(0.033151552, -0.17501067, -0.24207892, -0.020800477, 0.40200472, 0.38354096, -0.09372771, 0.13056894, 0.1521215, -0.022638181, 0.076644436, 0.19175975, 0.17724091, -0.007068142, 0.08166245, 0.075242795) * g_27; + result += vec4(-0.06944472, -0.040001452, -0.014700824, -0.030359665); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf1 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.1756655, 0.2394621, -0.08748251, 0.12350313, 0.2136366, 0.07180196, -0.063014165, -0.052154776, -0.048294004, -0.11931733, -0.07316665, -0.016064208, -0.16288999, 0.17369701, -0.035828933, 0.0003992723) * g_0; + result += mat4(-0.28360948, 0.05576701, 0.044312038, -0.08181158, -0.17544775, 0.10725244, 0.19446151, -0.19915965, 0.20983706, -0.048648514, -0.06845115, -0.06666123, -0.058113296, -0.1400215, 0.018594868, 0.03359526) * g_1; + result += mat4(0.1685084, -0.073783316, -0.20972507, -0.113601886, 0.04464233, 0.1066123, 0.07970566, -0.12577637, -0.050229155, -0.13494389, -0.2558168, -0.0042490545, 0.005460988, 0.0076199966, 0.0025213186, 0.044763103) * g_2; + result += mat4(-0.0052317875, 0.0027467392, -0.14741494, 0.07422548, 0.069331884, 0.05495023, 0.011922025, -0.068583466, -0.09747392, -0.03871967, 0.019188546, -0.24301958, -0.09219407, 0.09321753, 0.13795844, 0.028697817) * g_3; + result += mat4(0.16926937, -0.0071689105, 0.1393118, -0.05259209, 0.12629338, 0.13920256, 0.12663081, -0.051457815, -0.17981507, 0.12771882, 0.09692452, 0.08349755, -0.09658173, -0.17841125, -0.20769149, -0.0763144) * g_4; + result += mat4(-0.21198377, -0.14739051, -0.08248044, 0.1661816, -0.05062238, -0.1363927, 0.13842218, 0.1367609, 0.04016191, -0.17620887, -0.056923762, 0.02746218, -0.07269395, -0.08043915, -0.10160525, 0.062392905) * g_5; + result += mat4(-0.14993137, -0.095249705, 0.17030515, -0.012608146, -0.07266432, 0.014926277, -0.0047261617, -0.010011702, 0.009128133, 0.07995534, 0.05507624, -0.26496184, 0.3488721, -0.09683456, 0.020622155, 0.06607447) * g_6; + result += mat4(-0.21903756, 0.34106353, 0.17070994, 0.077885374, -0.011344036, 0.012352647, -0.171021, 0.06153072, -0.012573895, -0.085864305, -0.07954067, -0.034453984, 0.0023422232, 0.26898122, -0.086993374, -0.12912525) * g_7; + result += mat4(-0.048054293, -0.058729056, 0.058039352, 0.0077087884, 0.07013047, -0.19018608, -0.17199957, 0.12733743, -0.11381175, 0.0036818564, -0.036225986, -0.04890944, 0.1931185, -0.050229732, -0.055666275, 0.010115753) * g_8; + result += mat4(-0.10551637, 0.015622803, 0.013705792, -0.2789802, 0.039018016, -0.11402238, 0.14938816, 0.08859123, -0.19127499, -0.21991971, -0.03997634, 0.2888021, 0.5119256, -0.0182172, -0.4097011, 0.0650889) * g_9; + result += mat4(-0.15852791, -0.008691007, 0.027062492, -0.021986786, -0.121833265, -0.032671, -0.109205626, -0.026337394, 0.14460158, 0.07089407, -0.16064858, -0.06329875, 0.16661745, 0.10511746, 0.069920555, 0.12870672) * g_10; + result += mat4(0.19965324, 0.2015641, 0.05944082, 0.076328635, -0.042850234, 0.100452326, -0.04502685, 0.15974133, 0.0432549, 0.16362476, 0.05391766, -0.20400761, 0.09843942, -0.114038505, -0.044906083, -0.084004216) * g_11; + result += mat4(0.0014203127, 0.072613284, 0.18832877, -0.1519538, 0.17094725, 0.023459934, -0.08103932, -0.18414992, 0.050177015, -0.06879559, -0.26551455, -0.20276074, -0.4067025, 0.06735142, -0.02654105, 0.108480014) * g_12; + result += mat4(0.11884444, -0.20847607, -0.39635405, -0.027750423, -0.17062746, -0.11462501, 0.03766563, 0.22330031, 0.08840299, -0.02593574, 0.30610138, 0.017082121, -0.073421106, -0.03310496, -0.022566084, 0.12895042) * g_13; + result += mat4(0.13146816, 0.03408076, 0.068583496, 0.040359933, 0.058004156, -0.18711473, -0.012030321, 0.054367706, -0.21604696, 0.029737698, -0.18165046, -0.032207813, 0.19296853, -0.06486989, 0.1930012, -0.26257816) * g_14; + result += mat4(-0.0003308146, -0.1018507, 0.10688593, -0.086943775, -0.06309165, 0.11305288, 0.40455562, 0.07220006, 0.17344922, 0.21377957, -0.106255956, -0.08522667, -0.081184156, -0.17647071, -0.056697357, -0.030556178) * g_15; + result += mat4(0.15709074, 0.13488838, -0.108037606, -0.049638074, 0.16628793, 0.22323613, 0.18880367, 0.110625856, -0.17176348, 0.0442544, -0.24436983, 0.20503913, -0.015147643, -0.087451935, -0.14789064, 0.015226477) * g_16; + result += mat4(-0.029338064, -0.058311418, 0.023408614, 0.23031227, 0.10385574, 0.027987834, 0.09013144, 0.28468946, 0.0031934478, -0.19209816, 0.034222614, -0.28228182, 0.16321793, -0.18102172, 0.018543411, -0.16518813) * g_17; + result += mat4(0.04458001, -0.13962908, -0.13753751, 0.08451667, -0.25742018, 0.21066302, 0.10019894, -0.15584072, -0.01348787, 0.0033656303, 0.04586261, 0.021628007, -0.036585297, 0.26717108, -0.15728012, 0.103385106) * g_18; + result += mat4(0.0044587324, -0.19981517, -0.22820733, -0.022784092, 0.05868396, 0.07768994, -0.03181301, 0.054078016, 0.14406122, 0.2340996, -0.2972908, -0.16759236, -0.27278668, 0.019484127, 0.032888357, -0.17713867) * g_19; + result += mat4(0.05132516, 0.002060976, -0.11749896, 0.005121125, -0.07908039, -0.07778476, -0.19288218, -0.113970414, -0.09135908, -0.009404741, -0.15993251, 0.15056853, -0.06927528, -0.03733133, -0.24843821, 0.15608594) * g_20; + result += mat4(0.11080882, 0.032175705, -0.04760623, -0.14559296, 0.03192353, 0.101781964, 0.12357085, -0.025075397, 0.12224393, 0.00500326, 0.05720067, -0.087521225, -0.032957695, 0.027808554, 0.13563655, -0.2128763) * g_21; + result += mat4(-0.12507181, -0.12221015, -0.024783826, -0.1233778, 0.15383248, 0.19294359, -0.10415819, -0.20353647, 0.119121395, 0.13289572, 0.030740019, -0.015015452, -0.07683901, 0.10667189, -0.041018065, 0.22529341) * g_22; + result += mat4(0.1489391, -0.059898213, -0.046357498, 0.022468781, -0.24517635, -0.13018654, 0.2039975, 0.21484332, 0.028208151, -0.20970574, -0.10110034, 0.12773193, 0.07744774, -0.118900456, -0.007357081, 0.018511213) * g_23; + result += mat4(0.10130345, 0.2007317, -0.02755449, -0.05844333, -0.09601821, -0.006501421, -0.05792646, -0.02546418, -0.12300777, -0.044581413, 0.08369023, 0.013736111, -0.117478505, -0.03133182, -0.07848863, 0.114977054) * g_24; + result += mat4(0.06206287, -0.13663986, -0.2633325, -0.06723374, -0.0368251, 0.10849614, -0.12641706, -0.101314045, 0.1668918, -0.1774165, -0.07337273, -0.14278898, 0.09879653, 0.11570133, 0.049410257, -0.28515536) * g_25; + result += mat4(0.075859904, 0.46286193, -0.0065651555, 0.019701669, 0.097126104, -0.21981543, 0.11008625, -0.24778378, 0.22997652, -0.08742972, 0.026607014, 0.0001746832, -0.183374, 0.35722917, -0.054048, -0.12029537) * g_26; + result += mat4(0.29831323, -0.24104582, -0.11618897, 0.10247404, 0.0058463574, 0.22800444, -0.069028065, 0.22541459, -0.18233538, -0.32635194, -0.13827065, -0.21868181, 0.25495726, -0.30253872, 0.055982653, 0.07193308) * g_27; + result += vec4(0.13571368, -0.145653, 0.09633155, 0.022155894); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf2 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.057084437, 0.073743545, 0.15843004, -0.06717984, -0.08257869, 0.011292643, 0.13310145, 0.10770132, -0.037585445, -0.08692588, -0.042781748, -0.15288189, -0.02788944, 0.034700274, -0.15450406, -0.1679772) * g_0; + result += mat4(0.011762893, 0.2054697, 0.1720081, 0.116406426, -0.00428441, 0.18313429, 0.03696885, -0.03316296, -0.117581464, 0.007917693, 0.10178334, -0.2611459, -0.058909763, 0.25219756, -0.16373555, 0.08321643) * g_1; + result += mat4(0.10082542, -0.13886023, 0.121554285, 0.22873613, 0.08418588, -0.013873943, -0.006858779, 0.19993706, 0.28209662, 0.21149608, -0.035288714, 0.56616104, 0.17169634, 0.057334855, 0.053658336, -0.05077785) * g_2; + result += mat4(0.12060641, 0.04010452, 0.11028481, 0.04508344, 0.016396279, 0.09882185, 0.18883766, 0.04364962, 0.04107997, -0.05457326, 0.022010474, 0.023509638, -0.017336952, -0.081470236, -0.04518081, -0.04369132) * g_3; + result += mat4(-0.05629898, 0.12955196, 0.03002122, 0.051797554, -0.11305776, 0.04543245, 0.024578502, -0.038622625, 0.09602566, 0.014378242, -0.123365864, 0.0759256, -0.22232716, -0.040782683, -0.042220388, -0.21084513) * g_4; + result += mat4(-0.020282147, -0.097285345, 0.23004697, 0.020806778, -0.18959303, 0.22034295, 0.0087907575, 0.010272914, 0.14997281, 0.07306408, 0.04324672, 0.15118538, -0.2749048, 0.11584738, -0.032733474, -0.2070121) * g_5; + result += mat4(0.037902478, -0.030573819, -0.029344141, 0.01939143, 0.06405306, -0.04419444, -0.101269715, 0.021172248, 0.11327619, -0.009161934, -0.1717592, 0.080221824, -0.06516155, -0.17314622, 0.07386541, 0.031790655) * g_6; + result += mat4(0.12349413, -0.19455901, -0.16831753, -0.13359772, -0.0037239022, -0.12868004, 0.096363924, -0.0721396, 0.10402346, 0.008250357, 0.012670624, 0.19257796, -0.06830968, -0.0021093774, -0.10247695, -0.26293632) * g_7; + result += mat4(-0.10189908, 0.075891085, -0.022459852, -0.09753182, -0.2543292, 0.30875823, -0.2053786, -0.15915114, -0.075460285, 0.018414717, 0.040453814, 0.06389237, -0.34178352, -0.022121403, 0.046201658, 0.25735933) * g_8; + result += mat4(-0.0002718784, 0.0032082999, -0.13571796, -0.2096398, -0.022996102, 0.12278952, 0.070943564, -0.19941543, -0.030735662, -0.095334, -0.24543534, 0.06891416, 0.11364924, -0.24653779, -0.05163778, -0.30017856) * g_9; + result += mat4(0.1838837, -0.10841437, 0.07848475, -0.08485395, -0.014254071, -0.31484497, 0.15543151, -0.06692559, -0.04198029, -0.11665087, 0.107262425, 0.0067980834, -0.03962521, -0.09969709, -0.12044282, 0.1482598) * g_10; + result += mat4(0.00026043277, 0.10293026, 0.0140016945, 0.07596427, 0.07216739, -0.024752667, -0.03748558, 0.16382839, -0.031407133, -0.07096495, -0.08130925, -0.16371527, 0.09901695, 0.035516758, 0.17092955, -0.117787674) * g_11; + result += mat4(0.10926692, -0.19847743, -0.35133052, -0.11942348, -0.0016101972, -0.11737663, 0.07856536, 0.210181, -0.08973985, -0.231985, 0.052060172, -0.07393469, -0.0038560238, -0.13686647, -0.049954094, 0.15444914) * g_12; + result += mat4(-0.18071556, 0.12298895, 0.41416138, -0.23190585, -0.048501194, 0.1643691, 0.22058153, -0.039875798, 0.0070992573, 0.48900208, -0.16106173, -0.017713644, 0.11375057, -0.038301516, -0.0138126705, 0.20367229) * g_13; + result += mat4(-0.10906326, 0.17701069, 0.122338474, 0.21938156, -0.31732517, -0.11000095, 0.23848571, 0.013629898, 0.2623052, 0.12693645, -0.13266647, 0.012624822, 0.13243206, -0.07178184, -0.12631601, -0.124319084) * g_14; + result += mat4(0.27514997, -0.20576999, -0.116263695, -0.17561655, 0.29180488, -0.0996977, -0.22064792, -0.0051669325, -0.008944824, 0.08274995, 0.15000445, 0.2706205, 0.19657025, 0.16320185, -0.048430063, -0.062193163) * g_15; + result += mat4(0.15720521, -0.1616783, 0.12148419, 0.032654256, 0.0748495, 0.089776576, -0.2883907, 0.16739035, -0.040992603, 0.094912894, -0.1876062, 0.017233582, -0.116178006, -0.3094946, 0.010963433, -0.1276047) * g_16; + result += mat4(-0.02279651, 0.124006964, 0.27308333, 0.07528875, 0.20459273, 0.044373933, -0.22371659, 0.1501472, 0.09959711, 0.0477301, -0.05257857, -0.05602578, 0.16206701, 0.046072427, -0.0018694117, -0.004612688) * g_17; + result += mat4(-0.21997832, -0.11779681, -0.07657034, 0.11835144, 0.10847735, 0.2865021, -0.28411987, 0.14887205, 0.069858804, 0.116345115, -0.07407542, 0.09080259, 0.15252139, -0.24571773, 0.09876683, 0.11463688) * g_18; + result += mat4(0.15223633, -0.00056938396, -0.032920565, 0.14372222, -0.024130384, -0.098482765, 0.028577512, 0.21373022, -0.14334433, 0.019196142, -0.0431513, 0.18337114, -0.032851133, 0.0646035, 0.028978348, -0.00956985) * g_19; + result += mat4(0.132797, 0.15113503, 0.0032765348, -0.20993358, -0.027147237, -0.08996456, 0.024522208, -0.015556702, -0.022943618, 0.030851666, -0.2941565, 0.04444335, -0.120237455, -0.06628891, 0.17706418, -0.13388899) * g_20; + result += mat4(0.034199353, -0.030496066, -0.12809198, -0.09803576, -0.014025315, 0.10408433, -0.12252633, 0.013718495, 0.00881372, 0.0976676, 0.119427025, -0.066808775, 0.055229302, -0.013018161, -0.08276607, 0.101116315) * g_21; + result += mat4(0.15429354, 0.15294066, 0.13662739, -0.11073299, 0.063615054, -0.011573362, -0.12094635, -0.19076118, 0.15640004, 0.13726933, 0.020506479, -0.027316077, 0.0131364865, -0.017896159, -0.06231624, 0.15114687) * g_22; + result += mat4(-0.047549162, -0.2276344, -0.066257186, 0.08916332, -0.017978407, 0.0068500796, -0.030843439, -0.17989396, -0.06743375, -0.13298953, 0.010617088, -0.22074251, -0.07921998, -0.003123787, 0.078639194, -0.10352951) * g_23; + result += mat4(0.19592485, 0.045601334, -0.05466065, 0.003048098, 0.21064979, 0.21149376, -0.06651742, -0.049799632, -0.1459615, 0.1450713, 0.025346246, -0.21891195, -0.24621584, 0.10275955, -0.045584872, -0.0059188902) * g_24; + result += mat4(-0.24433449, -0.056526583, -0.0063764798, 0.16827473, 0.036951, 0.15109439, -0.013099426, 0.088068865, 0.08357865, -0.018223299, 0.022397004, 0.13680162, 0.046609163, 0.13488059, -0.05136011, -0.2054995) * g_25; + result += mat4(-0.23189409, 0.058366276, 0.029186329, -0.22585711, 0.1441857, 0.0776702, 0.06341345, -0.22043568, 0.13492517, 0.14087246, -0.032663856, 0.10947018, 0.0016668879, 0.01664668, -0.0821675, 0.024196142) * g_26; + result += mat4(-0.02740043, -0.22889447, 0.24546339, 0.0032793654, -0.16380517, -0.16472526, -0.31983012, 0.05651817, 0.21478343, -0.08361714, 0.26880756, -0.39875728, -0.19244565, -0.09645046, -0.00071002246, -0.16191272) * g_27; + result += vec4(-0.022868104, 0.112042494, 0.11364425, -0.020370165); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf3 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.27637494, -0.09202861, -0.013164199, 0.08635429, 0.17066719, -0.25856876, 0.21184374, 0.25718108, -0.010693248, 0.032534968, -0.11440128, 0.067054555, 0.11179264, 0.08019385, 0.23691481, -0.053950187) * g_0; + result += mat4(0.012882109, 0.009293086, -0.0044346075, -0.0714009, 0.029489582, -0.11504061, 0.03372462, -0.20672967, 0.15053481, -0.018392192, -0.06602698, 0.3127282, -0.24036115, -0.121481776, 0.12850977, 0.058103368) * g_1; + result += mat4(-0.050445788, -0.13086995, 0.20903488, 0.123742394, 0.09780855, -0.01923089, -0.045269296, -0.14616507, 0.07690958, -0.26648474, -0.15403363, -0.14023678, -0.13179739, -0.11994684, 0.04328696, -0.16206603) * g_2; + result += mat4(0.0070284703, -0.11008815, -0.033269413, 0.19520764, -0.05634523, 0.11478342, 0.11389925, 0.16536203, 0.11200762, 0.07183994, 0.082404666, -0.045550685, 0.090172336, 0.15882301, -0.15579398, -0.010974849) * g_3; + result += mat4(0.29888794, -0.04338136, -0.054024898, -0.065943204, 0.016578928, 0.13387626, 0.19995537, -0.06902794, -0.1228455, 0.09062401, -0.16335657, 0.124492906, 0.13940965, -0.0930729, -0.019122176, -0.047092684) * g_4; + result += mat4(-0.17353038, -0.08980729, 0.05186378, 0.2782951, 0.04332866, -0.11484402, -0.13268284, 0.027477333, -0.09025209, -0.068026, 0.10645471, 0.010281115, 0.09622472, 0.060582876, -0.119002, -0.03843858) * g_5; + result += mat4(0.081018515, 0.160742, -0.108766116, -0.116166, -0.16662684, 0.045554698, 0.08607165, -0.108419865, -0.09143582, 0.19082823, 0.17698412, 0.07523821, -0.23612066, 0.02125469, -0.20589912, -0.04471549) * g_6; + result += mat4(0.007816593, 0.020379778, 0.06805535, 0.12345075, -0.1312113, 0.12551896, 0.10769008, 0.17810847, -0.20936163, -0.07681444, 0.10576635, -0.018500412, -0.12731677, -0.05931048, -0.008639975, -0.012557444) * g_7; + result += mat4(0.13184534, 0.2300916, -0.035759542, -0.11864276, -0.016759377, 0.0085068075, 0.020116294, 0.31680855, -0.07957325, 0.02108995, 0.04680425, -0.118219934, 0.12604867, -0.14069289, -0.1492076, -0.039757684) * g_8; + result += mat4(0.08435497, 0.08196142, -0.12370443, 0.17140263, 0.041375875, 0.0528549, -0.12367111, 0.22431542, -0.15647502, 0.23635507, -0.2558316, -0.035816293, -0.16943988, -0.03469032, 0.22173174, 0.35301638) * g_9; + result += mat4(0.10042114, 0.020310592, 0.12793465, 0.0505798, -0.030926188, -0.014382752, -0.1866182, 0.092339404, -0.34906712, -0.17414862, 0.11467679, -0.060113996, -0.18255027, 0.15265243, -0.058513764, 0.044470858) * g_10; + result += mat4(-0.109998055, -0.18857343, -0.06519679, -0.21169643, 0.17275392, 0.043956056, 0.19097583, -0.3453861, -0.20140389, -0.028911674, 0.051200256, -0.16441494, 0.09052695, -0.025728669, 0.12978639, -0.030866198) * g_11; + result += mat4(0.3553382, 0.2713839, -0.063492395, 0.17018923, -0.20084976, -0.20268555, 0.028258773, 0.25153455, -0.060663003, 0.030043183, -0.017477257, -0.2802546, -0.19472873, 0.030090192, -0.13361697, -0.096709855) * g_12; + result += mat4(-0.08196468, -0.059696443, -0.10413434, 0.15610062, 0.04612939, 0.033440653, 0.009418265, -0.11447027, 0.15325724, 0.05303549, 0.18088095, -0.18435246, 0.096069425, 0.1487366, 0.028163021, 0.033102416) * g_13; + result += mat4(0.12193662, 0.0070974063, 0.022380063, 0.01845218, 0.097900495, -0.10072656, -0.07087849, 0.1097737, 0.088353686, 0.117824815, 0.07981943, -0.058600288, -0.14337316, 0.23042083, 0.09003819, 0.15992849) * g_14; + result += mat4(-0.25127304, -0.13614081, -0.09878849, -0.019283785, -0.01723998, 0.19221759, 0.08611807, -0.057227675, -0.2849749, -0.106312715, 0.0721729, 0.09183881, -0.23607177, -0.14219683, 0.05553008, 0.08371223) * g_15; + result += mat4(0.18445374, 0.2633628, 0.023699492, -0.055874832, -0.21317463, 0.15699029, 0.06470851, 0.3203727, 0.012689787, 0.04068801, -0.0362694, -0.08463872, 0.022032904, 0.36295962, 0.40498146, 0.27317238) * g_16; + result += mat4(0.124197744, -0.21850279, 0.15408973, -0.26874685, -0.059596032, -0.078130245, 0.05881263, 0.21196629, -0.068842866, 0.009358261, -0.11701211, -0.1040061, -0.14287138, -0.37897316, -0.14483643, -0.21824312) * g_17; + result += mat4(-0.08589939, -0.075192496, 0.030483527, -0.06450602, -0.012149392, 0.17978314, 0.15634626, -0.2836322, 0.14882863, 0.10502833, -0.16009775, -0.10486963, 0.037842657, -0.038362924, -0.22343613, 0.101130985) * g_18; + result += mat4(-0.013563463, -0.024395624, -0.12761684, -0.09748699, -0.089499116, -0.08085164, 0.058557037, 0.13672954, -0.118551984, -0.13629481, 0.094393395, 0.029314406, -0.080707505, -0.038193874, 0.13417166, -0.02425689) * g_19; + result += mat4(-0.17519292, -0.10705887, 0.20562781, 0.010688353, -0.020396186, 0.14856702, -0.07595417, 0.10375755, -0.15135598, -0.05276549, -0.14925396, -0.019424599, 0.06944723, 0.16936864, 0.100991525, -0.0070587527) * g_20; + result += mat4(-0.09268212, 0.06558073, -0.28194323, 0.08364666, -0.02612452, 0.054087568, 0.14668237, 0.115088925, 0.04907736, -0.121807694, 0.28625855, 0.07017234, 0.11742178, 0.014940573, -0.0030790027, 0.09556736) * g_21; + result += mat4(-0.2570902, 0.09647556, 0.15780881, 0.08517732, -0.07699583, -0.026643768, -0.09048383, 0.047831554, 0.19601518, -0.14882582, -0.12081898, -0.21000117, 0.22658183, 0.32082006, -0.06317293, -0.07006582) * g_22; + result += mat4(0.1865291, -0.07663154, -0.07021094, -0.07830695, 0.076760985, -0.10160548, 0.16065563, -0.10210155, -0.13542733, -0.023234889, 0.10826387, 0.2707354, -0.07200074, -0.019201742, -0.045061752, -0.15168877) * g_23; + result += mat4(0.00804967, -0.14787929, 0.009206717, -0.021477034, -0.084476404, -0.015345305, -0.13645084, 0.17224337, 0.16686128, -0.012185714, 0.15809548, -0.18986331, 0.1008467, 0.04329404, -0.22691965, -0.0038823795) * g_24; + result += mat4(0.15417027, -0.06945452, -0.20023187, -0.067604445, -0.036015324, -0.053225037, 0.075553775, -0.031289067, -0.10324133, -0.22750708, -0.0687051, 0.2233988, -0.032612424, -0.14323196, 0.21441486, 0.12729624) * g_25; + result += mat4(-0.07149902, 0.26289824, 0.17770901, 0.005413293, 0.08461791, -0.12599528, 0.21661244, 0.1305935, 0.16592002, 0.100489244, 0.06736797, -0.21842687, 0.22388805, -0.017664155, 0.21695323, -0.108672984) * g_26; + result += mat4(-0.03011306, -0.12135366, 0.1701224, -0.069647305, -0.21244405, 0.16653134, -0.116377264, 0.28703618, -0.06256598, -0.4135873, 0.12806, 0.38643956, -0.29591087, 0.14771672, -0.085469425, 0.07862257) * g_27; + result += vec4(0.031112298, -0.004619042, 0.06137103, -0.028557438); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf4 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.1963867, 0.07699578, 0.14399086, -0.20231943, 0.1228945, 0.10025043, 0.21558635, -0.14002483, 0.18620099, 0.024811473, -0.006723965, -0.12215585, 0.19046861, -0.108267576, -0.12425069, -0.21237871) * g_0; + result += mat4(0.246677, 0.0881537, 0.03614809, 0.24940786, -0.12583077, 0.3362467, -0.015060226, 0.09434887, -0.19725238, 0.37675261, -0.007914419, -0.09965565, 0.0195271, 0.09688557, 0.18034142, 0.25808018) * g_1; + result += mat4(0.07988132, -0.15699178, -0.09968855, -0.05188315, 0.1189213, 0.2018036, 0.06732629, -0.049742103, -0.0012818838, 0.01787508, 0.17064866, 0.13609366, 0.045613803, -0.1356721, 0.0742584, 0.17483133) * g_2; + result += mat4(-0.09535376, 0.062276363, 0.02677763, 0.18110538, -0.056094047, -0.06404993, -0.24868925, -0.005307554, 0.0036259799, 0.16573818, 0.07203683, 0.33113593, 0.17214227, -0.044549335, -0.013462563, -0.044395987) * g_3; + result += mat4(-0.049357347, -0.20686656, -0.08514925, 0.13660856, -0.085490316, 0.1609961, 0.18058838, -0.043433487, 0.06679116, 0.020784464, 0.0350443, 0.11283589, 0.047845896, -0.15244545, -0.111651644, -0.13325566) * g_4; + result += mat4(-0.2407646, -0.036201578, -0.056687888, -0.14974321, 0.039803684, -0.085988104, -0.036733832, -0.14233889, 0.010312457, -0.14597215, -0.1345812, -0.09528502, -0.069463976, -0.017104028, -0.21093526, 0.13846932) * g_5; + result += mat4(-0.13820851, 0.02654045, -0.09661381, 0.17160213, 0.1978931, -0.12043106, -0.028641233, 0.08110245, -0.1875805, -0.06886384, 0.047143184, 0.33587673, -0.10415887, -0.18351205, 0.1407508, -0.1332706) * g_6; + result += mat4(0.13994217, -0.013123574, -0.05953133, 0.10043616, -0.27695277, 0.051396918, -0.15545999, -0.12036323, -0.050617583, 0.056553494, -0.079539895, 0.14741984, -0.021349153, 0.07863958, -0.07300714, -0.16282727) * g_7; + result += mat4(0.054927684, 0.16985811, 0.036917485, -0.0140152415, 0.08888437, -0.29275262, -0.03844096, -0.09088267, 0.1250863, -0.036014643, 0.054614082, -0.15399693, -0.110796444, 0.0925346, -0.22120771, 0.29702052) * g_8; + result += mat4(0.06883671, 0.058238175, -0.26987633, 0.17383234, -0.100885935, 0.090576224, -0.16625507, 0.033924226, 0.3471819, -0.15876703, -0.003714482, -0.22869875, -0.51020795, 0.13920946, -0.060082283, -0.07045547) * g_9; + result += mat4(0.02216123, 0.20307806, 0.1976366, 0.035313394, 0.21204922, 0.052470528, 0.03677106, -0.1063312, -0.019970786, 0.1678837, -0.13302676, 0.019388223, -0.10893328, -0.028289987, 0.042897556, -0.23842873) * g_10; + result += mat4(0.036743134, 0.034039408, -0.010375282, 0.16331595, 0.01155292, -0.051256556, 0.063319005, 0.03891694, 0.028058654, 0.23070037, -0.004834602, 0.12538977, -0.16574672, 0.10670458, -0.054559533, -0.13865025) * g_11; + result += mat4(0.34042284, -0.096626334, 0.1829246, 0.114188604, 0.088171884, 0.11710425, 0.14686471, 0.009725783, -0.12866455, 0.15149915, -0.13281596, 0.07473135, -0.11002946, -0.042536035, 0.35408425, 0.04991825) * g_12; + result += mat4(-0.4470486, -0.04748823, -0.14250289, 0.017064111, -0.15611976, -0.052947167, -0.16508208, -0.11881081, 0.13243856, -0.08291998, -0.14834203, -0.4627348, 0.14895794, -0.054990955, -0.2850958, 0.032338817) * g_13; + result += mat4(0.11025286, -0.047356833, -0.00029529104, 0.10499984, 0.115071274, -0.034509618, -0.17907608, -0.12972243, 0.14780535, -0.039031286, -0.23174866, 0.07155468, -0.2973685, -0.042398665, 0.011526313, 0.014337736) * g_14; + result += mat4(-0.13286439, -0.15258804, -0.08101948, -0.03865954, -0.0005274504, 0.06358946, 0.20435862, -0.0018249828, 0.13777693, 0.091889404, 0.26195052, -0.10732939, 0.12700158, -0.0029639623, 0.08968977, 0.10790943) * g_15; + result += mat4(-0.025876395, 0.04674395, 0.08705419, 0.11546646, 0.15677479, -0.09279832, 0.06123563, 0.027857538, -0.026071457, -0.07211418, 0.03904429, -0.07982592, -0.16422117, -0.022703126, -0.17293021, 0.14897922) * g_16; + result += mat4(0.15511294, -0.2735757, -0.033055518, 0.010482124, 0.07846025, -0.28522226, -0.103355184, 0.0907831, -0.22074161, -0.25466454, 0.14828296, -0.085437566, 0.11504318, -0.16773705, 0.08680487, -0.012820092) * g_17; + result += mat4(0.10127869, -0.18961814, 0.18196556, 0.08140379, -0.23042479, -0.11330197, 0.10758355, 0.027613612, -0.12754934, -0.030713173, 0.07453361, -0.1338413, -0.0014765146, 0.078984834, 0.019902518, 0.08373023) * g_18; + result += mat4(0.016189277, 0.094952025, 0.037799377, 0.033959743, 0.11591709, 0.13379039, -0.07359717, 0.2147113, -0.067016184, 0.0006450209, 0.13055131, 0.06845076, -0.027489938, -0.19194192, -0.007896561, -0.08913592) * g_19; + result += mat4(-0.04248823, -0.076337345, -0.10990166, -0.2680756, 0.08889121, -0.0177947, 0.21444084, 0.100478254, -0.016669227, 0.08470296, -0.069658354, -0.07584226, -0.05746039, 0.25226966, 0.009504905, 0.08502889) * g_20; + result += mat4(0.031891428, -0.053127673, 0.033998042, -0.057896897, -0.07441638, -0.10886511, 0.079562426, 0.057446953, 0.1934566, -0.074068144, 0.00525264, 0.10135101, 0.13110499, -0.10722797, -0.0841621, -0.050043304) * g_21; + result += mat4(0.066630974, 0.06632765, -0.18793635, -0.16781266, 0.13995983, 0.096131966, 0.123134784, -0.10111646, -0.12674555, -0.041563142, -0.0061982237, 0.023315776, 0.023906343, 0.019013697, -0.2010971, 0.04703861) * g_22; + result += mat4(-0.15652168, -0.24982816, 0.17870888, 0.06907672, -0.057334036, -0.032808617, 0.11526983, 0.119979076, -0.1791687, 0.1222946, -0.11300223, -0.17275636, 0.021404041, -0.15254661, -0.04140363, -0.03240875) * g_23; + result += mat4(0.027191963, -0.01434174, -0.14910434, -0.06411872, -0.061873678, 0.16904217, 0.047826875, 0.02332137, -0.14306058, 0.24481563, -0.033499192, -0.053609576, -0.056984827, -0.09177351, 0.10327636, -0.008282755) * g_24; + result += mat4(-0.0013305998, -0.16498545, 0.13777103, -3.852495e-06, 0.09852269, 0.049945284, -0.15420936, 0.012355145, -0.0884347, -0.042019103, 0.07325865, 0.12033873, -0.17453258, 0.25127375, 0.003513564, 0.14359626) * g_25; + result += mat4(0.088470936, -0.084289886, 0.12525322, -0.052040808, -0.02055114, 0.12212508, 0.0047877207, 0.0022971383, -0.16231592, -0.0012661765, -0.18805377, -0.01330223, -0.13868679, -0.07463934, 0.013851991, -0.39397895) * g_26; + result += mat4(-0.29183444, 0.08526801, -0.009475625, 0.012616094, 0.106093206, -0.15813065, -0.023291823, 0.026072321, -0.09510553, 0.28779894, -0.03740373, -0.22849992, 0.14980063, -0.056065757, 0.1896184, 0.18598676) * g_27; + result += vec4(-0.10836887, -0.05585613, 0.040955693, -0.094257936); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x112 +//!HOOK MAIN +//!BIND conv2d_18_tf +//!BIND conv2d_18_tf1 +//!BIND conv2d_18_tf2 +//!BIND conv2d_18_tf3 +//!BIND conv2d_18_tf4 +//!BIND conv2d_18_tf5 +//!BIND conv2d_20_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!SAVE conv2d_21_tf5 +//!WIDTH conv2d_18_tf.w +//!HEIGHT conv2d_18_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_1 (max((conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_18_tf_tex(conv2d_18_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_18_tf1_tex(conv2d_18_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_18_tf2_tex(conv2d_18_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_18_tf3_tex(conv2d_18_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_18_tf4_tex(conv2d_18_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_18_tf5_tex(conv2d_18_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_20_tf_tex(conv2d_20_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.037292957, 0.111278884, 0.0040617813, -0.13005154, -0.14574225, -0.04561907, 0.08651799, 0.26120758, 0.08891994, -0.088803776, 0.042923294, 0.25807977, -0.018256422, -0.0701701, -0.005195042, -0.003834101) * g_0; + result += mat4(0.02109605, -0.069872335, 0.019276647, 0.20458579, 0.19809006, 0.07492716, 0.08456779, 0.03991817, 0.17381856, -0.18353306, 0.033056915, 0.017351417, 0.27317572, 0.14745289, 0.112595454, 0.24492109) * g_1; + result += mat4(-0.14570235, -0.17424104, -0.06727217, -0.3086037, 0.02525411, -0.044770114, 0.033749532, -0.11228765, -0.15769076, 0.00451067, -0.1788018, -0.30820736, 0.0041043786, -0.024795217, 0.15125588, 0.047423594) * g_2; + result += mat4(-0.040195987, 0.044254698, 0.03855816, -0.20195895, 0.022790458, 0.096643284, -0.059985366, 0.08459743, 0.1324966, -0.040880192, -0.0043202005, 0.047319695, -0.032420613, 0.19165912, 0.00961678, 0.0183705) * g_3; + result += mat4(0.16408893, 0.13368279, -0.0021361106, -0.18459465, -0.01461956, -0.025040925, 0.023046397, 0.18937416, -0.029725153, 0.024626948, -0.12168845, -0.17462288, -0.0018600278, -0.21533066, -0.031245705, 0.016543053) * g_4; + result += mat4(-0.26195183, 0.01833496, -0.18704526, -0.021662816, 0.10616261, -0.043555334, 0.27241042, -0.14757007, -0.124572046, -0.02121388, 0.051727325, -0.0069818725, 0.043559317, -0.110680476, 0.04445242, 0.13625911) * g_5; + result += mat4(-0.038022455, 0.03635892, -0.2756826, 0.08211933, -0.023213604, -0.08972885, 0.032142006, -0.09148028, -0.19298528, 0.1790908, -0.089981236, -0.17479765, -0.16850077, -0.1224998, 0.26742375, -0.05020889) * g_6; + result += mat4(0.071032055, -0.00785422, 0.10790756, 0.0018305354, -0.027506126, -0.062212195, -0.23357867, 0.045895457, -0.1727715, 0.10876975, -0.230332, -0.17849782, -0.07430489, -0.18781832, -0.04600162, -0.11432774) * g_7; + result += mat4(-0.092788436, -0.024297832, -0.014884651, 0.34521446, 0.19182527, -0.0007828303, 0.2955958, 0.14103474, -0.118902594, -0.21362142, 0.03223166, 0.11770545, 0.052067857, -0.09909963, -0.090388335, 0.042580575) * g_8; + result += mat4(-0.1330214, 0.03868773, -0.11671803, 0.19015789, 0.10405984, -0.013677597, -0.045054883, 0.2648324, 0.091654226, 0.06342989, -0.18447904, -0.18814911, 0.08201126, -0.087983154, 0.19835882, 0.02320308) * g_9; + result += mat4(-0.16742142, 0.04889244, -0.04224858, 0.09795042, 0.0742024, 0.08524124, 0.08547024, -0.08971748, -0.06742199, -0.01264819, 0.01967524, -0.085037805, -0.006368631, 0.087310255, 0.033242185, -0.109046064) * g_10; + result += mat4(-0.036376826, -0.12445654, 0.2214164, 0.073704585, -0.057687093, 0.03161407, 0.030226182, 0.13798846, 0.004053758, -0.026847184, -0.18207215, 0.02327736, 0.15338598, 0.029355692, 0.15947832, 0.009741949) * g_11; + result += mat4(-0.14350525, 0.44122484, -0.27216923, -0.32400486, -0.06935376, -0.07826008, 0.013052485, -0.15577343, -0.0602264, -0.1378567, -0.0988297, -0.0520038, 0.16281459, 0.21593477, 0.015656868, 0.021682512) * g_12; + result += mat4(-0.110919766, -0.50870305, 0.13304098, 0.44846004, -0.11171717, 0.021876339, -0.1763441, 0.07960399, 0.19334543, 0.059901852, 0.35047033, 0.06759713, -0.1094105, -0.03440771, 0.12352318, -0.0851165) * g_13; + result += mat4(-0.0568668, -0.025527416, 0.025759742, -0.12103697, 0.422481, -0.08913437, -0.055062406, 0.34310246, 0.21279198, -0.078316584, -0.013654249, -0.09046805, -0.07094275, 0.115192436, -0.065263025, 0.17215906) * g_14; + result += mat4(0.07046529, -0.07284162, -0.11466734, -0.21302283, -0.03389403, 0.15734796, 0.1361196, 0.024044609, 0.029766176, 0.16577528, 0.024331262, 0.060340524, 0.44355944, 0.0003581332, 0.3078238, 0.2574837) * g_15; + result += mat4(0.00071162626, 0.07135437, 0.07894501, -0.0018909698, 0.056075454, 0.2710218, 0.05085683, -0.09762287, 0.3231151, -0.19741713, 0.17338343, 0.0155739505, -0.041763403, -0.1287588, -0.12640484, -0.23130493) * g_16; + result += mat4(0.07035256, -0.11294888, -0.14101484, -0.15230694, -0.10483314, -0.0016073174, 0.057297777, -0.09009508, -0.12830521, 0.03709873, -0.06290859, -0.08136984, 0.113198824, -0.1655927, -0.13494876, 0.24072471) * g_17; + result += mat4(-0.032724876, -0.09534773, -0.26204878, -0.3292954, -0.061760694, -0.0520527, 0.114927344, -0.19985563, -0.14206612, 0.29207164, -0.18231356, -0.023020215, -0.08598638, 0.14821911, 0.03660733, -0.19112201) * g_18; + result += mat4(0.037955362, 0.010134931, 0.36916158, -0.17044878, 0.21356396, -0.1560363, 0.26455376, 0.20915791, -0.1306162, -0.2429591, 0.1719089, 0.18352278, 0.0679352, -0.065386556, -0.022702005, -0.066387825) * g_19; + result += mat4(0.19960098, -0.14576043, -0.10151787, 0.09198339, 0.1231411, 0.087754674, 0.11652834, 0.013271647, 0.036118887, 0.15265918, 0.013385129, 0.14981005, -0.21563594, -0.08766662, -0.0654284, 0.12685579) * g_20; + result += mat4(-0.094955795, 0.24225567, 0.048474804, -0.07734907, 0.01806047, 0.14843795, 0.06016524, 0.35317475, -0.11599948, -0.07693678, 0.18482585, -0.019892018, 0.114919215, 0.1710398, -0.048565853, 0.13335803) * g_21; + result += mat4(-0.09855322, -0.025525704, -0.06842548, 0.1469744, -0.018368883, 0.15323098, 0.20133962, 0.12638539, -0.045463845, -0.08798743, 0.11472818, -0.033174478, 0.012110788, -0.06817629, -0.011605086, -0.16827421) * g_22; + result += mat4(-0.045262296, 0.13600074, 0.1300623, -0.034807224, -0.34226584, 0.017031498, -0.039954994, -0.08290169, 0.10082742, 0.021582376, -0.09534511, 0.20549543, -0.051487718, -0.1630972, 0.33449423, -0.048398267) * g_23; + result += mat4(0.029700171, 0.007352428, 0.18526569, 0.073091626, 0.11026601, 0.122599594, -0.11891045, 0.01342231, 0.15690641, 0.04361259, 0.2773186, 0.09948339, 0.19514516, -0.26567987, 0.27316755, -0.004506885) * g_24; + result += mat4(0.015102482, 0.5311715, -0.04495627, -0.29039982, 0.043197848, -0.045482073, -0.015217863, 0.12423151, 0.06713047, -0.28593946, -0.26324463, -0.10622171, 0.08733315, 0.26325643, -0.109262615, 0.032678623) * g_25; + result += mat4(0.20356876, 0.13201593, 0.54593295, -0.009429143, -0.047878712, 0.112797454, 0.10636369, -0.031002715, 0.04968258, -0.01192892, -0.08390279, 0.2962574, -0.037763555, 0.23986666, 0.2914927, -0.19597684) * g_26; + result += mat4(-0.17221802, -0.3117124, -0.30086198, -0.09605459, 0.06022855, 0.0932599, 0.21669184, 0.025771603, 0.10568125, 0.09046417, 0.23842993, 0.15542446, 0.085549235, -0.39743817, -0.35149595, -0.10991869) * g_27; + result += vec4(0.041429322, -0.04519541, -0.021303019, 0.03556548); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!SAVE conv2d_23_tf +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_21_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_21_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_21_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_21_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.0069880835, -0.11854449, 0.019130541, 0.06131937, -0.12653148, -0.11386897, 0.026278017, -0.029769672, -0.04900336, -0.040183928, 0.14786887, 0.13839152, 0.023214985, 0.02170963, -0.0050535826, 0.11593161) * go_0(-1.0, -1.0); + result += mat4(0.18226194, -0.08764719, 0.007596958, -0.16714393, -0.013890971, -0.20315985, -0.1823182, 0.011473067, -0.0031021899, -0.08969826, -0.10007674, 0.10920222, -0.015446357, 0.036132008, -0.067185655, 0.13934731) * go_0(-1.0, 0.0); + result += mat4(0.015283827, -0.09229732, 0.0414126, 0.021944996, 0.14104785, 0.008045174, -0.06079496, 0.034749705, 0.0555263, -0.10242346, -0.060914904, 0.08464502, -0.011859913, 0.006455802, 0.10844761, 0.0134105105) * go_0(-1.0, 1.0); + result += mat4(0.018642211, -0.11451369, -0.14549, 0.025961792, 0.30536854, -0.12940758, -0.00767789, -0.041237094, 0.09311256, -0.031055698, -0.044830468, -0.024006868, 0.08701035, 0.040819246, -0.04263764, 0.11538945) * go_0(0.0, -1.0); + result += mat4(-0.054786954, -0.086928196, -0.13966377, -0.15393174, 0.1424234, -0.05512831, 0.056643385, 0.025964662, 0.07892287, -0.0106549505, -0.20436414, 0.14651425, -0.2473103, -0.25998104, 0.13307813, -0.09702979) * go_0(0.0, 0.0); + result += mat4(0.013059422, -0.21957332, -0.07801947, -0.0052945465, 0.0094043175, -0.2566915, 0.020264111, -0.084617026, 0.057397053, 0.15240598, -0.02216099, 0.05716462, 0.13927206, 0.004486894, 0.0016922898, 0.102252744) * go_0(0.0, 1.0); + result += mat4(0.07014947, -0.13902779, 0.031490333, -0.18859616, -0.014590556, 0.04007344, 0.09425186, -0.051375583, -0.06935742, -0.057554092, -0.10276669, -0.019557113, -0.09518076, -0.033071887, -0.048500758, 0.048819438) * go_0(1.0, -1.0); + result += mat4(0.16722094, 0.0344578, 0.018731082, 0.09678484, 0.15892155, -0.18919247, 0.021216132, 0.02931444, 0.021595579, 0.061666757, -0.10762524, 0.12676224, -0.03248062, -0.02504607, 0.18469785, -0.13702926) * go_0(1.0, 0.0); + result += mat4(0.13041268, -0.0619327, 0.022542154, 0.026681304, 0.020749563, -0.21606146, 0.114432104, -0.066451274, 0.015913267, 0.06163406, -0.057585176, 0.0644391, -0.044056248, 0.035255745, 0.03464814, -0.08578779) * go_0(1.0, 1.0); + result += mat4(0.08973615, 0.045222506, -0.09590073, -0.100004695, 0.05237453, -0.06722716, -0.02415732, -0.0075536054, 0.094202325, -0.050179597, -0.024599258, 0.020099288, -0.08596868, 0.055813123, 0.13340895, -0.16934091) * go_1(-1.0, -1.0); + result += mat4(0.06300078, 0.007818018, 0.09217224, 0.009206147, -0.15671419, -0.2783, -0.03584697, -0.020961186, -0.16284715, -0.0144862635, -0.11325322, -0.048829306, -0.07440494, 0.003520005, 0.022383792, -0.12780105) * go_1(-1.0, 0.0); + result += mat4(-0.013562683, -0.009709261, -0.098945156, 0.052830927, -0.006970199, 0.051590238, -0.06947861, 0.023755455, -0.06272423, -0.02977508, 0.02553348, -0.079587765, -0.22774328, -0.19316547, -0.06733863, 0.14218438) * go_1(-1.0, 1.0); + result += mat4(0.0628164, -0.065402724, -0.081423946, -0.014294701, 0.076882415, -0.16462187, 0.058887646, 0.17147242, -0.06266455, -0.033563286, 0.14262468, 0.077735715, -0.04773609, -0.15871379, 0.25418288, 0.00045479767) * go_1(0.0, -1.0); + result += mat4(-0.18470187, -0.057679847, 0.096446, -0.18015186, 0.00678714, 0.021908736, -0.20782757, -0.050982784, 0.022583686, 0.15980199, 0.030406693, 0.011787296, -0.13989478, -0.04320495, -0.085875444, -0.11700863) * go_1(0.0, 0.0); + result += mat4(-0.05523541, -0.025541743, 0.116241954, -0.020840911, 0.10067526, -0.16248223, -0.0012360907, 0.048425563, -0.1276002, -0.17499678, -0.01945251, 0.013212705, -0.16648263, 0.35500625, -0.135235, 0.017235618) * go_1(0.0, 1.0); + result += mat4(-0.073000446, -0.028381377, -0.0013608577, -0.016599078, -0.16571084, -0.07088432, -0.048842687, -0.07629005, -0.1381271, 0.065818846, 0.09421087, -0.03347382, 0.18608873, -0.045746375, -0.029741777, -0.095119506) * go_1(1.0, -1.0); + result += mat4(0.05358922, -0.040625416, -0.0019438072, -0.07843638, 0.19569466, -0.020356197, -0.0039346446, 0.003250757, -0.27383512, -0.16601264, 0.19187284, -0.107417405, 0.14909706, 0.06331532, -0.034985464, -0.06792424) * go_1(1.0, 0.0); + result += mat4(0.004034066, -0.054885756, -0.028200584, 0.06112716, 0.088295385, -0.020277997, -0.0020670767, 0.07127592, 0.013512765, -0.11650901, -0.055278458, 0.19233239, 0.1428892, 0.18658066, 0.10309081, -0.21165647) * go_1(1.0, 1.0); + result += mat4(-0.1705785, -0.12354222, 0.022113271, -0.07476554, -0.047615983, 0.061029002, -0.10020206, 0.17523453, 0.123563774, 0.0263436, -0.31404853, 0.11083086, -0.1827326, 0.046315327, 0.02357315, 0.08001404) * go_2(-1.0, -1.0); + result += mat4(-0.25918508, -0.09035259, -0.11229619, 0.08937231, -0.07499014, -0.13759968, -0.06618682, -0.117273055, 0.13919342, 0.04063526, 0.0072243907, -0.010585091, -0.039012935, 0.038917992, -0.10635016, -0.021612033) * go_2(-1.0, 0.0); + result += mat4(-0.0089387875, 0.10615507, -0.035624836, 0.21369669, -0.10219163, -0.041785926, -0.16842867, 0.14568092, 0.007918519, 0.17244598, -0.1169083, -0.05689179, -0.02399704, 0.01797599, -0.010986574, -0.017950263) * go_2(-1.0, 1.0); + result += mat4(-0.1522888, -0.113724284, -0.0508058, -0.16001092, 0.106977604, 0.053684708, -0.029986003, -0.110413074, 0.06492325, 0.17037806, 0.06288644, 0.23390365, -0.09741724, -0.06995056, -0.057531606, 0.01844941) * go_2(0.0, -1.0); + result += mat4(0.15611115, 0.040233236, -0.15241939, 0.21942209, -0.08196805, 0.04386631, 0.026889535, 0.28283122, -0.1527832, -0.046571508, 0.0018935538, -0.080615886, -0.12228735, -0.08016452, 0.0026405575, -0.070778325) * go_2(0.0, 0.0); + result += mat4(-0.042836025, 0.061742477, 0.26000306, -0.0013946262, 0.1407296, 0.24357088, 0.02941107, -0.31321937, -0.16753249, 0.15091048, -0.24045682, 0.08972196, 0.017686358, 0.08580807, 0.22204015, -0.0032575685) * go_2(0.0, 1.0); + result += mat4(0.05686254, 0.0023638983, -0.0822024, -0.06302648, 0.018615028, 0.06446251, 0.040583827, -0.015167025, -0.30382422, 0.032748684, 0.018681254, 0.075088434, 0.05812204, 0.029412095, -0.13035361, 0.12716398) * go_2(1.0, -1.0); + result += mat4(0.10954507, -0.0024484838, -0.04169171, 0.16917403, -0.035183076, -0.12553833, -0.22168499, -0.099494375, -0.118895225, -0.048939522, 0.038423754, -0.0077083064, 0.01274566, 0.044805672, -0.022168672, -0.057101645) * go_2(1.0, 0.0); + result += mat4(-0.10617008, -0.009070101, 0.05165893, -0.05298376, 0.11254456, 0.009726123, 0.06991818, -0.04886579, -0.09596588, 0.018851314, -0.08360388, 0.0025929522, -0.06251962, -0.042865653, -0.045322847, -0.026201174) * go_2(1.0, 1.0); + result += mat4(-0.049717374, 0.010736889, 0.15671317, -0.022999978, 0.019685196, -0.013085636, -0.008551068, -0.05243168, 0.002952741, 0.033997223, 0.07501866, 0.120448984, -0.08077145, 0.029829111, 0.03794393, -0.030543867) * go_3(-1.0, -1.0); + result += mat4(-0.25224376, -0.06768517, -0.07005058, 0.06228225, 0.03079539, -0.1084864, 0.0077283275, -0.050937615, 0.008869107, 0.0716059, -0.1658049, -0.045246806, -0.26357064, -0.021991378, -0.13131489, 0.13625829) * go_3(-1.0, 0.0); + result += mat4(-0.13381018, 0.035021957, 0.15034844, 0.13458283, 0.024573468, -0.0063623847, -0.056051284, -0.104659565, 0.036586266, -0.18148834, 0.027351456, 0.11023601, -0.13878205, 0.11888687, -0.03811043, 0.03087424) * go_3(-1.0, 1.0); + result += mat4(-0.37242985, -0.1407765, 0.20398182, -0.08089834, 0.012205813, 0.013402745, -0.00024050876, -0.0077133654, 0.11622889, -0.0049767373, -0.030082246, 0.009957579, -0.10164527, -0.0060521765, -0.0579422, 0.01945247) * go_3(0.0, -1.0); + result += mat4(-0.008741076, 0.13936417, -0.17995904, -0.09130485, -0.0074449205, -0.010273961, 0.044558648, 0.017304022, -0.21149126, 0.016885474, 0.058321353, -0.05664048, -0.13285065, 0.009403637, 0.08154729, 0.04631832) * go_3(0.0, 0.0); + result += mat4(-0.10989927, -0.062021922, 0.1487745, 0.007168839, 0.028093478, 0.14229786, 0.12533048, -0.05652466, -0.03958524, -0.1692561, 0.09212111, -0.12421803, 0.015370121, -0.03957488, 0.088210456, -0.0044525107) * go_3(0.0, 1.0); + result += mat4(0.0043160124, -0.061977856, 0.021317773, -0.11943341, -0.064133406, 0.07397345, 0.13196148, -0.015919702, -0.033692982, 0.041615795, -0.09160119, 0.026745725, 0.01504492, 0.093383975, 0.010174933, -0.057094634) * go_3(1.0, -1.0); + result += mat4(-0.07953229, 0.101896495, -0.010168308, 0.02396339, -0.085219055, 0.0010512068, -0.011841891, -0.08049679, 0.026517114, 0.02582323, -0.11858419, 0.059420392, -0.12342277, -0.047074217, -0.06347131, 0.002858185) * go_3(1.0, 0.0); + result += mat4(0.014326853, -0.08869476, -0.056715887, 0.004668106, -0.010806363, -0.046402488, 0.06119079, -0.057461627, -0.053133115, 0.12268668, -0.048906706, -0.015108306, 0.031009628, 0.03836039, 0.093381, -0.21037707) * go_3(1.0, 1.0); + result += mat4(0.08134721, -0.0934979, 0.10944199, -0.019524302, 0.0046149897, -0.028616823, 0.04847914, -0.057818424, -0.034710694, 0.04014125, -0.0364429, -0.06897909, -0.1878272, 0.016250238, -0.03700313, -0.06731215) * go_4(-1.0, -1.0); + result += mat4(0.10908451, -0.022687301, 0.050137516, -0.010541505, 0.21127963, -0.054874644, -0.0700352, -0.04913987, -0.1250425, 0.13569653, -0.07929906, 0.0010169582, 0.038114645, -0.042086445, -0.0019843192, 0.23153318) * go_4(-1.0, 0.0); + result += mat4(0.04310713, 0.057254057, -0.02167211, 0.009200921, 0.12851475, -0.14369237, -0.1346869, 0.019980187, -0.11089194, -0.15189494, -0.11591209, 0.01131138, 0.02846216, 0.0007677088, 0.23944266, 0.03081744) * go_4(-1.0, 1.0); + result += mat4(0.013688181, 0.05020314, 0.06840467, 0.099603474, 0.027732346, -0.03513163, -0.027012289, -0.14188248, 0.11790062, -0.14810887, 0.12666091, 0.42750952, 0.018835025, -0.14886224, -0.0063641993, -0.037943367) * go_4(0.0, -1.0); + result += mat4(-0.024243148, 0.07883424, 0.15658596, -0.17247504, 0.09594199, -0.06973682, -0.059469186, 0.02972273, -0.17408323, 0.16550143, -0.082254626, -0.23670337, 0.124770686, 0.16527455, 0.11569718, 0.03506502) * go_4(0.0, 0.0); + result += mat4(-0.032389782, 0.074448265, -0.10449024, 0.05341025, 0.10806637, -0.09637673, -0.13023008, -0.084475406, -0.07243098, 0.03239016, -0.10461865, -0.003481539, 0.13019899, 0.031104326, 0.06753554, 0.060100142) * go_4(0.0, 1.0); + result += mat4(-0.07535898, 0.008242841, -0.004561214, 0.05798962, 0.011912443, 0.032585215, 0.020705175, 0.0400687, -0.033268064, -0.01798792, -0.014587306, 0.18506528, 0.083169244, -0.08568325, 0.029904556, 0.115926266) * go_4(1.0, -1.0); + result += mat4(-0.13003345, 0.019583154, 0.08765133, -0.16674104, 0.12082818, 0.12958467, -0.071105525, 0.0858696, -0.08295776, 0.37291923, 0.022535155, 0.0989552, -0.042228278, 0.017537622, 0.095537156, -0.1284973) * go_4(1.0, 0.0); + result += mat4(-0.1327005, 0.03579554, -0.047649536, 0.029256782, 0.061056033, -0.1462003, 0.2609105, -0.120875165, -0.04610983, -0.030380502, -0.012423298, -0.06677635, -0.006553319, 0.024372678, 0.064584985, 0.13186966) * go_4(1.0, 1.0); + result += mat4(-0.081831686, -0.039730735, -0.16260423, -0.04378801, -0.09724497, -0.11115086, -0.107005775, -0.0656579, -0.063640535, -0.0064964327, -0.0420931, 0.059754472, -0.094980076, 0.061107792, 0.06692776, 0.048749704) * go_5(-1.0, -1.0); + result += mat4(-0.014279492, -0.08075597, -0.07969828, -0.057795126, -0.044708088, -0.03758876, -0.14196874, -0.0048927367, -0.045001503, 0.027585609, 0.019310012, -0.06802108, 0.121798925, 0.043796845, -0.06755184, -0.0088966135) * go_5(-1.0, 0.0); + result += mat4(-0.079431646, 0.067669995, -0.0629697, -0.062796526, 0.029771931, -0.01794665, 0.03573165, 0.12829529, -0.08649624, -0.0112341475, 0.060816634, 0.06000907, 0.1260396, 0.042080063, 0.07910779, -0.06198818) * go_5(-1.0, 1.0); + result += mat4(0.09501019, -0.07175458, -0.092828795, -0.0033303546, 0.14801711, 0.0076394225, 0.041459143, 0.09485121, -0.051112894, -0.05009014, -0.11743148, 0.11601241, -0.054599077, -0.14917238, 0.07605413, 0.16549622) * go_5(0.0, -1.0); + result += mat4(0.01804321, -0.062229037, 0.09943961, -0.26825753, 0.1242367, 0.023773152, -0.11542415, -0.046245337, 0.039902937, 0.14690155, 0.14292443, -0.033096712, -0.2004688, -0.13680407, -0.11613196, -0.13050957) * go_5(0.0, 0.0); + result += mat4(0.02046965, 0.23301902, -0.049699195, 0.0670193, 0.07440901, -0.0241305, 0.095373504, 0.09044557, -0.0503828, -0.047760323, -0.14202818, 0.08900512, 0.043249875, -0.06237001, -0.016857002, -0.046210334) * go_5(0.0, 1.0); + result += mat4(0.15186685, 0.011037357, -0.06901649, -0.035260003, 0.049713213, -0.007631359, -0.06837185, 0.0071897623, 0.027287314, -0.0033488686, -0.11366089, 0.03824804, 0.08662198, -0.034758914, 0.01733425, 0.07591191) * go_5(1.0, -1.0); + result += mat4(0.10714902, -0.023588402, 0.020249767, -0.11258079, 0.06949909, 0.03333288, 0.03675718, 0.0962656, 0.015865939, 0.13058801, -0.015100719, 0.10612382, 0.06852575, 0.06818764, -0.036699247, -0.010890609) * go_5(1.0, 0.0); + result += mat4(-0.028749213, 0.1270304, 0.020709433, -0.008646854, -0.006319349, 0.002876694, 0.08073896, 0.012850738, 0.02982129, 0.060001448, 0.014897999, 0.06421632, 0.008211786, -0.095982455, -0.047966313, -0.06887302) * go_5(1.0, 1.0); + result += mat4(0.011765878, -0.1560761, 0.028419627, 0.09770131, 0.022010745, -0.009805496, -0.049396887, 0.035067905, -0.16336244, 0.10416307, -0.077474035, -0.14091393, -0.04845585, 0.07146516, -0.14498278, -0.03334902) * go_6(-1.0, -1.0); + result += mat4(-0.17249902, -0.1369923, 0.16056894, -0.124602, 0.033402704, -0.13735686, 0.07206791, -0.09103378, -0.12977293, 0.07021646, -0.130565, 0.046290826, -0.029306449, -0.05839577, 0.042633913, -0.013713723) * go_6(-1.0, 0.0); + result += mat4(-0.057932694, -0.03594843, -0.094092764, -0.08417391, -0.11754973, -0.02735824, 0.03845372, 0.06594408, -0.05019138, 0.032027278, -0.009692472, -0.11167916, -0.073218435, -0.05804819, -0.060230266, -0.095734484) * go_6(-1.0, 1.0); + result += mat4(-0.028974215, 0.09610796, -0.039810438, 0.023835069, 0.09730948, 0.114034005, -0.019014787, 0.036080312, -0.012013382, 0.04129567, -0.10063804, 0.027935166, -0.12567501, -0.2196294, -0.039468378, -0.078189455) * go_6(0.0, -1.0); + result += mat4(0.17258449, -0.015159342, -0.003201201, 0.0434669, 0.23921692, 0.066728525, -0.026492871, -0.022766523, 0.08760509, -0.08222013, 0.16147149, 0.11158234, -0.014550519, 0.06217406, -0.03750209, 0.19907057) * go_6(0.0, 0.0); + result += mat4(0.06525901, 0.050871633, 0.058128685, 0.11077092, 0.004065273, 0.08671709, 0.16208285, 0.05810031, -0.09094384, -0.11943084, 0.06593253, -0.17899986, -0.19452626, -0.10464566, -0.19046801, -0.16835102) * go_6(0.0, 1.0); + result += mat4(0.07525091, 0.021716353, 0.0018433857, 0.014965701, 0.007007522, -0.15346079, 0.04730867, -0.10917385, 0.18842281, -0.0016988723, 0.11013558, -0.082603395, 0.16255169, 0.018193476, -0.17390668, -0.030786235) * go_6(1.0, -1.0); + result += mat4(-0.035498176, -0.19499347, 0.011399788, -0.02048109, 0.27687144, 0.12955186, -0.02254894, 0.11987418, 0.13866305, 0.10277428, 0.0560032, -0.24824081, -0.020840468, 0.044707865, -0.3378386, 0.24445173) * go_6(1.0, 0.0); + result += mat4(0.03282623, 0.12437772, 0.034364846, -0.114410184, 0.14123477, 0.11489304, 0.09349317, 0.028899781, 0.028397765, -0.029411774, 0.01825738, -0.020454096, -0.099450424, 0.013476895, 0.06911034, 0.021989046) * go_6(1.0, 1.0); + result += mat4(-0.004040288, 0.025118109, 0.004282638, -0.06503641, -0.0077800406, 0.03851912, 0.0059970575, -0.06911158, 0.010772937, 0.09543403, 0.030011812, 0.0055668824, -0.018088907, 0.0039552003, 0.025213696, 0.04647139) * go_7(-1.0, -1.0); + result += mat4(0.0015613356, 0.059214883, 0.10079195, 0.094318874, 0.034617897, -0.069798335, 0.107219554, 0.0051483414, 0.13880159, 0.1362381, -0.0074231327, 0.050913937, 0.20942143, -0.04950454, -0.0073430883, -0.040999684) * go_7(-1.0, 0.0); + result += mat4(-0.0037077703, 0.014000985, -0.019658884, -0.0024262706, 0.14824341, 0.041074853, 0.0156152565, -0.013938521, 0.03286799, 0.12727083, 0.046227213, 0.046221834, 0.06743431, -0.102282085, -0.016164223, -0.093975276) * go_7(-1.0, 1.0); + result += mat4(-0.03119865, -0.03312246, -0.12136074, -0.057890557, 0.024023848, 0.11058454, -0.0050210683, 0.043372292, -0.06799253, 0.0729772, 0.056313902, -0.0806389, 0.025213253, -0.02325896, -0.02560138, 0.0634847) * go_7(0.0, -1.0); + result += mat4(0.06360865, 0.011349906, 0.14926448, 0.07106804, 0.18288492, 0.018383801, 0.13807167, -0.1644954, -0.00544295, 0.13943602, 0.069695644, -0.066643015, 0.09847005, -0.06274543, -0.087997206, 0.039698638) * go_7(0.0, 0.0); + result += mat4(-0.04451962, 0.07100602, -0.06476852, 0.04610342, -0.09133099, -0.044458095, 0.053394422, -0.07136398, -0.027369678, -0.014199988, -0.07218346, -0.012736417, 0.063344404, -0.13564536, 0.0100170905, -0.008917721) * go_7(0.0, 1.0); + result += mat4(0.096585214, -0.081907056, -0.06123312, 0.068057954, -0.075309746, 0.09689756, 0.0012505499, 0.089823835, 0.105237834, 0.16730207, -0.021632383, -0.026819492, -0.034036633, -0.07847478, -0.014592861, -0.057672337) * go_7(1.0, -1.0); + result += mat4(0.07605288, -0.02486637, -0.023775922, 0.099300034, 0.0033312156, -0.040028885, 0.05505948, -0.25174525, 0.12118299, -0.093578465, -0.037082873, 0.17062703, -0.17074107, -0.123013474, -0.013681799, 0.079138085) * go_7(1.0, 0.0); + result += mat4(-0.07577073, 0.2217261, 0.013578049, -0.15505485, -0.14072753, -0.029969715, -0.14958392, 0.063965686, 0.049879476, 0.17617449, -0.08425422, -0.08204683, -0.10914215, -0.07847302, -0.019555492, -0.012018014) * go_7(1.0, 1.0); + result += mat4(0.06792231, 0.0044831755, -0.02620918, 0.27576953, 0.04270262, 0.14574005, 0.12898625, 0.028507214, -0.063540444, -0.016433526, 0.009520048, 0.048382808, 0.022429237, -0.04384335, 0.041377608, -0.0833542) * go_8(-1.0, -1.0); + result += mat4(0.17460293, 0.019206937, 0.03453427, 0.0009134727, 0.07100633, 0.016595127, -0.035355378, 0.044993892, -0.06672958, -0.028377654, -0.12397699, 0.06648999, 0.12059469, 0.015130094, 0.18219775, -0.17909163) * go_8(-1.0, 0.0); + result += mat4(0.16713336, 0.13575985, 0.038676504, -0.15138276, -0.0724845, 0.038978256, 0.11033223, 0.019161243, 0.023343462, -0.0010168983, 0.065426186, 0.03065909, 0.04458682, -0.074035086, -0.08909607, 0.02138337) * go_8(-1.0, 1.0); + result += mat4(0.09952613, -0.016984671, -0.04409617, 0.18817145, -0.09666824, 0.07400927, 0.12104504, -0.013182751, 0.050106943, -0.051792517, -0.06437911, -0.0042484365, -0.026693199, 0.033142142, -0.024158182, -0.03871271) * go_8(0.0, -1.0); + result += mat4(0.045538045, 0.0887923, 0.07346304, -0.041433837, -0.003453982, -0.019129949, -0.026396815, 0.015001767, 0.04293423, 0.05469441, -0.03848117, 0.027109614, 0.034081414, 0.1651076, 0.12631264, -0.06551816) * go_8(0.0, 0.0); + result += mat4(0.11156473, -0.044868644, 0.08807232, -0.043000016, -0.023902416, -0.025987212, -0.028414259, 0.11394663, 0.09727269, -0.11140669, 0.07813744, -0.16975576, -0.027452894, 0.07528256, -0.12184228, -0.1886155) * go_8(0.0, 1.0); + result += mat4(-0.07709758, -0.099323675, 0.07473009, 0.2754919, -0.031245071, -0.06709751, 0.023682723, 0.034528423, 0.11744557, 0.06357556, 0.008586241, -0.066709384, -0.032634113, -0.11260032, -0.06016416, 0.052459273) * go_8(1.0, -1.0); + result += mat4(-0.03536062, 0.16618316, -0.06997681, -0.25911033, 0.07330778, 0.07964729, 0.050815016, -0.042269565, 0.055337824, 0.041217215, -0.052118428, -0.0034286622, -0.10977683, -0.13231349, -0.10566766, -0.0604337) * go_8(1.0, 0.0); + result += mat4(0.101832174, -0.1918096, 0.18838517, 0.17609091, 0.009340354, -0.10303118, -0.08654778, 0.16247928, 0.025510713, -0.10982296, 0.036483496, 0.0027904355, -0.18435988, -0.067036085, -0.0029120399, -0.11961335) * go_8(1.0, 1.0); + result += mat4(0.06876337, 0.042338923, 0.02765794, -0.052441236, -0.06423485, -0.14854555, 0.06896901, 0.012909233, -0.003486955, 0.16777417, -0.12802757, -0.17533931, -0.12460719, 0.2612138, 0.025171904, -0.055894982) * go_9(-1.0, -1.0); + result += mat4(0.1214484, 0.019674076, 0.07405682, -0.08170348, -0.07403517, 0.1277416, 0.0743718, -0.12683785, -0.26315367, 0.033963945, -0.14907846, 0.10856253, 0.07750543, 0.1392015, 0.12018922, -0.039252818) * go_9(-1.0, 0.0); + result += mat4(0.10266759, -0.07020272, -0.0054496373, -0.06486304, -0.024195813, -0.0625625, 0.28768256, 0.008273708, -0.06341503, 0.04007451, 0.00047008428, -0.035673216, 0.21918093, 0.08433501, -0.006143216, -0.048308093) * go_9(-1.0, 1.0); + result += mat4(0.0449781, -0.017431937, 0.096861534, 0.0067550996, -0.028361911, -0.01000641, 0.06504384, 0.04209661, -0.26212123, -0.055139136, 0.046705984, 0.037207633, -0.09915632, 0.1503239, -0.124964535, -0.110592045) * go_9(0.0, -1.0); + result += mat4(0.061559457, -0.1020342, 0.17153032, -0.043774888, -0.42859337, -0.24905643, 0.32323125, -0.44891423, 0.023292232, 0.18651833, 0.034222018, 0.06285988, 0.35305637, 0.32526848, -0.17719568, 0.24293044) * go_9(0.0, 0.0); + result += mat4(0.0037996387, -0.05297437, -0.1689018, 0.05314843, -0.08689403, 0.22258975, 0.014946387, -0.026120821, 0.06823834, 0.019251974, -0.07434834, 0.19708487, 0.06587573, 0.44262806, 0.16318472, -0.023516994) * go_9(0.0, 1.0); + result += mat4(0.0233379, -0.0024273756, -0.03005202, -0.032282483, -0.03927204, -0.07099316, -0.11155208, 0.06318727, 0.1405887, -0.030640755, 0.03459993, -0.061110955, -0.09047155, 0.1601112, -0.013677439, -0.16509454) * go_9(1.0, -1.0); + result += mat4(0.009490245, -0.008072189, 0.022973398, 0.016606418, 0.1013836, 0.061581362, 0.09579702, -0.0744045, 0.07057026, 0.0054289084, -0.17252815, 0.10850029, 0.04104874, 0.22273603, 0.087035716, 0.2083312) * go_9(1.0, 0.0); + result += mat4(0.019000124, 0.062126126, -0.008888399, -0.010648336, -0.02214874, 0.09975152, 0.080602825, 0.04370231, -0.0431664, -0.08772232, 0.046385072, -0.009903082, -0.18314974, 0.050710335, -0.15213948, 0.20295005) * go_9(1.0, 1.0); + result += mat4(0.07735129, 0.07734856, 0.033517826, 0.07171924, 0.0061949333, 0.046915278, -0.09444245, 0.05527773, 0.13675945, -0.031538192, 0.026158364, 0.020119652, -0.038822245, -0.008736489, 0.12681441, -0.036986522) * go_10(-1.0, -1.0); + result += mat4(-0.0320571, 0.14015475, 0.056762595, -0.23470114, -0.09925409, -0.22458291, 0.022473779, -0.052811757, -0.12146114, 0.07147161, 0.00755138, 0.067693874, -0.0537536, -0.04895558, -0.11905466, -0.12070653) * go_10(-1.0, 0.0); + result += mat4(-0.03064348, 0.12593585, -0.0787228, 0.100105345, -0.069484666, -0.07473037, -0.08891059, -0.092456885, -0.08876873, 0.07422951, 0.13339978, 0.05017716, -0.02805476, 0.05464844, -0.15448321, -0.11486075) * go_10(-1.0, 1.0); + result += mat4(-0.044661205, -0.07948136, 0.13388704, -0.16309729, 0.04260037, 0.047987767, 0.047202986, -0.001614947, 0.040237345, 0.017897597, -0.0011386065, -0.16783398, 0.047689114, 0.046358828, 0.0057661133, 0.1370509) * go_10(0.0, -1.0); + result += mat4(0.02958124, -0.07839863, -0.0982092, 0.102068864, 0.0017932036, -0.05858819, 0.039588373, -0.020684792, 0.07956233, 0.13028911, -0.09081386, -0.118944034, -0.11206335, -0.033597928, -0.04488249, -0.008232634) * go_10(0.0, 0.0); + result += mat4(0.011597775, -0.055588562, 0.10501173, -0.17899369, 0.09324266, 0.13583738, 0.14483112, -0.09747359, 0.009214086, -0.06827894, 0.14694221, 0.15593632, -0.11254752, -0.0050783027, -0.22353044, -0.058920577) * go_10(0.0, 1.0); + result += mat4(-0.05378917, 0.086674206, 0.035829477, -0.10503677, 0.008429897, -0.13689163, 0.23580547, -0.106810965, 0.09773216, -0.09078484, -0.11861644, 0.02434357, 0.057524312, -0.074919604, -0.05725938, -0.095171385) * go_10(1.0, -1.0); + result += mat4(0.016109377, 0.013099856, -0.08617584, 0.03963428, 0.041205827, 0.08666136, 0.026972812, 0.0026053388, 0.02779692, 0.011868566, 0.018249149, -0.097442895, -0.17583683, 0.06786349, 0.037664376, 0.0797328) * go_10(1.0, 0.0); + result += mat4(0.047050953, -0.0731469, 0.08457175, -0.074505284, -0.05459736, 0.092681654, 0.048452456, -0.0008404358, -0.07282775, -0.008805529, -0.0038056236, 0.10644807, -0.05030183, 0.12713799, -0.08751896, -0.016655242) * go_10(1.0, 1.0); + result += mat4(-0.06307826, 0.014256774, -0.112667084, -0.004374373, 0.0016702815, -0.0012741702, -0.0703549, -0.049554512, -0.015644677, -0.004483042, 0.011172305, -0.267767, -0.026991133, 0.065580614, 0.0069980714, 0.111035265) * go_11(-1.0, -1.0); + result += mat4(-0.02440592, -0.06333373, 0.007379077, 0.1688759, 0.03798265, 0.09410997, -0.21902218, -0.003939251, -0.17722172, -0.08226677, -0.24438883, 0.121153526, -0.008109413, -0.14817086, -0.078997254, 0.03786915) * go_11(-1.0, 0.0); + result += mat4(0.030591737, -0.09482286, 0.12181502, 0.057631243, 0.08759884, -0.17105722, 0.0964372, -0.109260045, -0.052637015, -0.013185344, -0.11147237, 0.076789476, -0.07351503, 0.08667414, 0.096757755, 0.12759756) * go_11(-1.0, 1.0); + result += mat4(0.08471275, -0.16557701, 0.050174624, -0.025535649, -0.025810966, -0.04688176, 0.037069615, -0.09784653, 0.05009029, 0.027799185, 0.13554801, -0.05577445, -0.14021182, -0.05564169, -0.06002962, -0.00078120775) * go_11(0.0, -1.0); + result += mat4(0.067065805, 0.0047575375, 0.073646456, 0.11712173, 0.13899939, -0.14882548, 0.1768432, 0.246122, -0.102960475, -0.052807406, -0.15377884, -0.071115606, 0.024046259, 0.17466155, 0.027760359, 0.14437848) * go_11(0.0, 0.0); + result += mat4(0.033062924, -0.07700975, 0.09830998, -0.036917005, 0.14771664, 0.050855856, -0.14142801, -0.14804444, -0.046894778, 0.15373212, 0.019493164, -0.0064124498, 0.0590096, -0.10034818, 0.14113134, -0.15411709) * go_11(0.0, 1.0); + result += mat4(-0.029877083, -0.012765826, 0.103617184, -0.025865637, 0.10308, -0.013020275, 0.09340629, -0.021735948, -0.10842617, 0.039857816, 0.07585392, -0.0061892257, -0.09355829, -0.12881306, -0.07988342, 0.033735536) * go_11(1.0, -1.0); + result += mat4(-0.009701788, -0.051857222, -0.08697704, 0.052092426, -0.09670878, -0.09957194, 0.049242835, -0.014359006, 0.0899569, 0.023190506, -0.011281856, -0.09034019, -0.12512034, 0.028475331, -0.29740763, 0.13716742) * go_11(1.0, 0.0); + result += mat4(0.01507877, -0.17355633, 0.07485617, 0.04736884, 0.07656799, -0.033274084, -0.13986339, -0.042700406, -0.0043234834, 0.05111263, -0.07441735, 0.038007017, -0.05553268, 0.028594827, -0.09326329, 0.036843423) * go_11(1.0, 1.0); + result += vec4(0.07485647, -0.020073265, 0.10867479, 0.0028992307); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!SAVE conv2d_22_tf +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_21_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_21_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_21_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_21_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_21_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_21_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_21_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_21_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.046997122, -0.12100286, -0.04884141, 0.026233625, 0.13419463, -0.1443756, -0.012541741, -0.09226546, -0.007145756, 0.08064256, -0.1497435, -0.15363759, 0.07059654, 0.05500106, -0.10462021, 0.05593005) * go_0(-1.0, -1.0); + result += mat4(-0.12216866, 0.051958025, 0.009375743, -0.07210758, 0.068535455, 0.04285626, -0.25379446, -0.19455898, -0.049028367, 0.0013313026, -0.060532752, 0.02049411, 0.09910163, 0.061852667, -0.10383363, -0.044615768) * go_0(-1.0, 0.0); + result += mat4(-0.061444093, 0.1475833, 0.08647051, -0.0930838, -0.14166534, 0.014049921, -0.11591214, -0.14689638, 0.0874891, -0.015281789, -0.0823502, -0.02594173, -0.010902944, -0.06132606, -0.11196707, -0.030080898) * go_0(-1.0, 1.0); + result += mat4(-0.025793837, -0.15086421, -0.19421612, 0.049747333, -0.08230918, 0.05910996, -0.11782846, 0.12938577, -0.014073465, -0.026178546, -0.080913424, -0.11990293, 0.14808998, -0.28540215, -0.06472948, -0.010120146) * go_0(0.0, -1.0); + result += mat4(0.19346227, 0.13168143, -0.04456171, -0.031110242, 0.1958846, -0.097187325, 0.21183993, 0.014313686, 0.10280612, 0.029677134, 0.021590104, -0.0549455, 0.06909031, 0.18166044, 0.10388618, -0.08829224) * go_0(0.0, 0.0); + result += mat4(-0.0031296194, -0.06930685, -0.06413895, -0.06983414, 0.08569904, -0.016175283, -0.046621192, -0.09202774, 0.15233985, 0.024364363, -0.29214412, 0.044175327, 0.087574676, 0.06123415, -0.08159602, -0.011336161) * go_0(0.0, 1.0); + result += mat4(-0.062429257, -0.105471455, -0.016470768, -0.05267765, 0.08255332, -0.08158764, -0.047480583, 0.0019701628, 0.016991843, -0.006585283, -0.077434, -0.0606294, 0.050235912, -0.036302667, -0.0264623, -0.042568684) * go_0(1.0, -1.0); + result += mat4(0.023253636, -0.10328209, -0.16303001, -0.048888057, -0.039046, -0.111786336, -0.16389178, -0.070566714, 0.06927663, -0.06075797, 0.058570758, 0.08614872, -0.06420862, -0.11052116, -0.17195828, -0.0487142) * go_0(1.0, 0.0); + result += mat4(0.007835351, -0.11952224, -0.055611454, 0.06253066, -0.16406657, -0.026589788, -0.04881448, -0.072442584, 0.15065135, -0.020272309, 0.106116734, 0.10159893, -0.07763442, -0.1154798, -0.068373024, -0.019201068) * go_0(1.0, 1.0); + result += mat4(0.007881484, -0.018956061, -0.10238142, -0.065618366, -0.085468605, -0.10829776, 0.04466075, -0.033923257, -0.030379139, -0.112352885, -0.16573362, -0.0046788733, 0.10192286, 0.012241325, -0.008367136, 0.13939787) * go_1(-1.0, -1.0); + result += mat4(-0.12548573, -0.17437999, 0.044533756, -0.028276276, -0.025529345, -0.19759917, 0.018058592, -0.0155923525, -0.10641326, 0.0409181, 0.03527669, 0.047415253, 0.020718088, -0.30797186, -0.21207485, 0.0036288712) * go_1(-1.0, 0.0); + result += mat4(-0.088835835, -0.04088323, 0.09541493, 0.0036682652, -0.051487926, -0.040323682, -0.04281542, 0.04629765, -0.03342067, 0.08957436, 0.004126199, -0.008449139, -0.036389407, -0.14960203, -0.07720017, 0.07967078) * go_1(-1.0, 1.0); + result += mat4(0.1275389, 0.071911804, -0.089651175, 0.06027813, 0.05242023, -0.17800786, 0.033388127, 0.047203768, -0.0061615775, 0.18713911, -0.07540493, 0.033642605, -0.1332734, -0.033441074, -0.3789655, -0.20124121) * go_1(0.0, -1.0); + result += mat4(-0.21529193, -0.07309391, 0.13345052, -0.19792062, 0.017011393, -0.21173282, 0.07146319, -0.031750828, 0.13061215, -0.15527315, -0.16700245, 0.007335491, -0.2172841, 0.2143339, -0.22815406, 0.14065409) * go_1(0.0, 0.0); + result += mat4(-0.07513899, -0.034861445, 0.13694373, -0.076085225, 0.25725672, -0.0961054, 0.05299114, 0.12998691, -0.13058788, 0.06323388, 0.22868565, 0.10022399, 0.20160815, 0.08419191, -0.45523426, 0.038634546) * go_1(0.0, 1.0); + result += mat4(-0.03069317, 0.0020776265, -0.13730045, 0.017589461, -0.08978155, 0.034737073, 0.024451151, -0.13444564, 0.08189186, 0.0021741083, -0.07135305, -0.21313664, 0.18004654, -0.071943365, -0.062959984, 0.042037543) * go_1(1.0, -1.0); + result += mat4(-0.16266273, 0.032375176, -0.020130523, -0.019933598, -0.09530369, -0.055704728, -0.013548029, 0.15418105, -0.11459221, -0.009273215, -0.07004744, 0.08151815, 0.013939583, 0.0688238, -0.08441118, -0.09257367) * go_1(1.0, 0.0); + result += mat4(0.0012220248, -0.03341076, 0.014033425, -0.041355435, 0.1678779, -0.108265966, 0.03699756, -0.057082288, -0.026414966, -0.043634232, -0.07064977, 0.083690174, -0.014152075, 0.024385598, -0.15039313, 0.087886184) * go_1(1.0, 1.0); + result += mat4(0.03341343, -0.023580177, 0.017034482, 0.019147007, 0.003610678, 0.07257288, 0.027795065, -0.008015539, -0.020708026, 0.08782355, 0.20555335, 0.15255499, 0.030730275, 0.030919343, 0.055893462, -0.05121374) * go_2(-1.0, -1.0); + result += mat4(-0.07056404, 0.0008074058, 0.06927488, 0.0112707745, -0.03385172, 0.14753868, -0.02791015, 0.08394996, 0.025785098, 0.18524182, 0.11470624, 0.09741343, 0.032812912, 0.0019922904, -0.06400856, -0.056387126) * go_2(-1.0, 0.0); + result += mat4(0.013094418, 0.04240805, -0.13005644, -0.022992892, 0.026921153, 0.15785399, -0.12916863, -0.022955244, 0.13405393, -0.04121011, 0.36054406, 0.21023643, 0.030884495, 0.060173687, 0.07046953, 0.13063504) * go_2(-1.0, 1.0); + result += mat4(-0.17606279, 0.091486335, 0.11436753, 0.00015786696, 0.10205861, 0.082999766, -0.06630661, 0.040624302, 0.14982021, -0.044264138, 0.041062187, 0.086487375, -0.014876001, 0.21616699, 0.031135587, 0.11567944) * go_2(0.0, -1.0); + result += mat4(0.009459851, 0.092873424, -0.06803694, 0.10354333, 0.10086275, -0.25290945, 0.022528645, 0.14624892, -0.073030144, 0.10012705, -0.12167824, -0.19823883, -0.15097004, -0.038354833, 0.09062165, 0.094296865) * go_2(0.0, 0.0); + result += mat4(-0.058591783, -0.028607288, -0.20450185, -0.19339508, 0.16992015, -0.14210172, 0.011878018, 0.005437034, -0.048708122, 0.07122096, 0.3077209, 0.1362555, 0.032628812, -0.0398259, 0.124816954, 0.10254738) * go_2(0.0, 1.0); + result += mat4(0.05892028, 0.014137905, -0.07128729, 0.11104966, -0.05478398, -0.05298077, -0.17213196, -0.15966077, 0.085253194, -0.041901764, -0.0047290125, -0.15192038, 0.010950019, 0.103487924, 0.057453156, 0.19038135) * go_2(1.0, -1.0); + result += mat4(0.015610098, 0.075018175, 0.0012223121, 0.02704537, -0.059558786, -0.00981017, 0.035760045, 0.026199872, -0.07363584, -0.005702127, -0.002411957, -0.024275424, 0.104548156, 0.02570165, -0.027506622, 0.1147194) * go_2(1.0, 0.0); + result += mat4(-0.025113866, -0.0028404803, -0.09208876, -0.018119304, 0.060479216, 0.054358874, -0.0009980871, -0.06746933, -0.005560316, -0.09528241, 0.04668353, 0.102816455, 0.007219119, 0.12849133, 0.03796823, -0.07405976) * go_2(1.0, 1.0); + result += mat4(0.025279725, -0.2086932, -0.104468234, -0.018136755, -0.030640496, 0.023590315, -0.03503084, -0.006554279, 0.018687204, 0.059086647, 0.02467806, 0.004853845, -0.053034738, 0.015948862, 0.0058519407, -0.013386711) * go_3(-1.0, -1.0); + result += mat4(-0.14925107, -0.0009474308, 0.1585367, -0.012372946, -0.044659458, -0.053634737, -0.05216601, -0.0592839, -0.054201476, -0.015165192, -0.17266753, -0.024070794, 0.11370013, 0.031887148, 0.057068843, 0.15175273) * go_3(-1.0, 0.0); + result += mat4(0.1118406, 0.02640981, -0.15138902, 0.06516595, -0.05368937, 0.018493345, -0.06337737, -0.012523588, -0.030711057, -0.004243965, -0.10415173, -0.1297656, 0.036850087, 0.031256188, -0.06911153, -0.002682897) * go_3(-1.0, 1.0); + result += mat4(-0.042692896, -0.08249505, 0.19178525, -0.19799644, 0.10422664, 0.04309992, -0.021501752, -0.07692858, -0.01206334, -0.02407162, -0.036461856, -0.041852392, -0.076257735, 0.11912031, 0.005696978, -0.042241532) * go_3(0.0, -1.0); + result += mat4(-0.02871122, -0.275253, -0.06026321, 0.041147415, 0.00022554948, -0.1900363, 0.013367722, 0.011928886, 0.073590994, 0.026705895, 0.055335205, 0.08072782, -0.055277143, -0.15064028, 0.011789763, -0.16611154) * go_3(0.0, 0.0); + result += mat4(0.05368454, -0.10991119, 0.051114134, 0.11979519, 0.013257083, -0.005322003, 0.08496699, -0.05037192, 0.09517694, 0.12286991, 0.05019745, -0.0038502123, 0.08148237, -0.06907752, 0.0064364313, 0.06999926) * go_3(0.0, 1.0); + result += mat4(-0.052517924, -0.14661871, -0.056497082, 0.1144383, -0.017861186, -0.0060358653, -0.1314563, -0.025628474, -0.09131563, 0.047019433, 0.050449356, 0.04904481, -0.03492852, -0.009225151, 0.039983496, -0.036155675) * go_3(1.0, -1.0); + result += mat4(-0.08112401, 0.012658392, 0.16082676, 0.08919791, 0.07435944, -0.106316976, -0.010990006, -0.022582484, -0.0007324526, 0.18405382, 0.117646195, 0.009590701, -0.05057144, -0.08963242, -0.091133885, -0.06288282) * go_3(1.0, 0.0); + result += mat4(0.041868895, 0.012034553, -0.08494676, 0.032575436, 0.010422759, 0.06013177, -0.018280506, -0.059219655, 0.025697298, 0.11670765, 0.04770585, -0.0034011765, -0.04785896, -0.000260945, 0.024434252, 0.07608657) * go_3(1.0, 1.0); + result += mat4(0.0487557, 0.043031365, 0.02341455, 0.036415786, -0.053806238, 0.07092269, 0.10875814, -0.092647836, 0.014732621, -0.0010029125, -0.07482472, 0.016473573, -0.034810837, 0.079141185, 0.1312811, -0.036030013) * go_4(-1.0, -1.0); + result += mat4(0.010378125, 0.012537317, 0.06153961, 0.09208961, -0.0007830361, -0.060240563, -0.13480729, -0.13885787, -0.14105716, 0.04920337, -0.031995706, -0.13736074, 0.18244028, -0.0071414276, -0.17461161, 0.06479701) * go_4(-1.0, 0.0); + result += mat4(-0.038390495, 0.055263612, 0.02370651, -0.04647334, 0.11870489, -0.06032031, -0.19890672, 0.021211248, -0.14139023, -0.052458048, -0.0075077745, -0.022109684, 0.102123305, -0.08499851, 0.029855985, 0.024451595) * go_4(-1.0, 1.0); + result += mat4(0.09861641, 0.0069827167, 0.011803958, -0.026153803, -0.0060246573, -0.03787462, 0.043360688, 0.012235505, 0.017045997, -0.256788, 0.017880265, -0.034849543, -0.111704394, 0.17131205, 0.101895064, -0.15821253) * go_4(0.0, -1.0); + result += mat4(-0.08342609, -0.10629229, -0.015619444, -0.06318196, -0.115525015, -0.022523794, -0.027760634, -0.074508704, -0.046273187, 0.09818472, -0.02930276, 0.14277627, 0.15965527, 0.039112113, -0.16981691, -0.039574727) * go_4(0.0, 0.0); + result += mat4(-0.076295614, 0.002619374, -0.084814966, -0.06804759, 0.074534595, -0.11113554, 0.10076573, -0.13119984, 0.11308077, 0.111851715, -0.044262107, -0.0763218, -0.08360489, -0.10004514, 0.054715097, -0.119938605) * go_4(0.0, 1.0); + result += mat4(0.028483238, -0.020847226, 0.018413404, -0.02044137, -0.020564802, -0.046718765, 0.008471827, 0.119635455, -0.10286575, -0.11242132, 0.040438928, 0.18718356, 0.10018274, -0.13947287, -0.05125511, -0.024061255) * go_4(1.0, -1.0); + result += mat4(-0.036925066, 0.072045416, -0.05890915, -0.03136949, 0.06360041, -0.044191074, -0.20800789, 0.13599691, -0.051647387, -0.039340172, 0.02642389, -0.07103979, 0.15048401, -0.08553134, -0.008369293, -0.13114177) * go_4(1.0, 0.0); + result += mat4(-0.006130381, 0.04878346, -0.03107036, 0.03386889, 0.007767785, 0.009589193, -0.016151797, -0.06341557, -0.0420232, -0.020952266, 0.13160032, 0.08174703, -0.024778334, 0.05628847, -0.16828674, -0.021963263) * go_4(1.0, 1.0); + result += mat4(-0.10537195, -0.05939119, -0.025755845, 0.028216267, -0.071175165, -0.03789729, 0.0989378, 0.09601511, -0.063779436, -0.0053181713, 0.11608942, 0.037121516, 0.033576798, 0.032970928, -0.057529524, 0.0032640323) * go_5(-1.0, -1.0); + result += mat4(0.14286838, -0.1736398, -0.14800534, -0.08191206, -0.03953447, 0.23950607, -0.08597526, 0.08467724, -0.026279557, 0.05087598, -0.018359046, -0.059996203, -0.05042417, -0.07892299, -0.008090301, 0.08850499) * go_5(-1.0, 0.0); + result += mat4(-0.050231155, 0.022899833, -0.07956835, 0.056238122, 0.03741446, -0.033486012, -0.013336828, -0.039197847, 0.060159415, 0.12715352, -0.006698417, 0.006547076, -0.042515744, -0.027913654, 0.106082916, 0.078032985) * go_5(-1.0, 1.0); + result += mat4(-0.049618073, -0.034503065, 0.11388358, 0.17953554, -0.033589587, 0.036219664, 0.13397391, 0.14855874, 0.03990018, 0.13616882, 0.099754974, 0.24648736, 0.10884145, -0.27241188, -0.117821656, 0.0017401687) * go_5(0.0, -1.0); + result += mat4(0.021536272, 0.08642576, 0.037195385, -0.10996606, 0.12408479, 0.20812504, -0.036405202, 0.021270754, 0.002413637, -0.02607408, 0.047168825, -0.13180013, 0.08296119, 0.02184476, -0.04683944, 0.09263053) * go_5(0.0, 0.0); + result += mat4(-0.015811976, 0.032513253, 0.01968631, -0.006789273, -0.067220315, 0.018724639, 0.12747523, -0.08240558, 0.118411385, 0.11782252, -0.09517592, 0.12042714, -0.18742143, -0.036123615, 0.10736133, -0.08510149) * go_5(0.0, 1.0); + result += mat4(-0.104765184, 0.045517094, 0.041404158, -0.022314396, 0.003119899, -0.012113332, 0.06884947, 0.011183224, -0.050625607, 0.13943316, -0.033125933, 0.13191839, 0.023964286, 0.09083119, -0.099653915, 0.1721858) * go_5(1.0, -1.0); + result += mat4(0.06667882, 0.0877956, -0.1648527, -0.019580912, 0.03860593, -0.0009395115, 0.19213086, 0.0078106583, 0.0988048, 0.00043990058, -0.04125728, 0.0703245, -0.122475274, -0.033983942, -0.054373935, 0.14734876) * go_5(1.0, 0.0); + result += mat4(-0.056236964, -0.0061519835, -0.11115169, -0.05109547, 0.012102874, -0.108630724, -0.06607494, -0.15338409, 0.08441223, 0.015194968, -0.08372225, -0.016544623, -0.09700588, -0.05880861, 0.048582815, 0.076476656) * go_5(1.0, 1.0); + result += mat4(0.13776554, -0.052936643, 0.019647487, 0.0803212, -0.05559324, 0.035937853, -0.09924392, -0.11537048, -0.031881984, -0.13222241, -0.14957231, 0.022755388, -0.027397433, -0.03289762, 0.14141852, -0.03856619) * go_6(-1.0, -1.0); + result += mat4(-0.027278412, -0.08284734, -0.0026741424, -0.15944882, -0.13501692, 0.13683084, -0.08532989, -0.11161998, -0.054424882, 0.05800376, 0.006450865, -0.043620687, 0.08602417, -0.0441996, 0.032869156, -0.14823464) * go_6(-1.0, 0.0); + result += mat4(-0.009657575, 0.019114481, -0.017283678, -0.010072907, 0.04887251, 0.12496577, -0.011754461, 0.050500505, -0.013373958, 0.013354773, 0.029242652, -0.1336298, -0.1537079, 0.05677135, -0.00025009143, -0.07087617) * go_6(-1.0, 1.0); + result += mat4(-0.064487666, 0.3833942, 0.07499888, -0.07232146, -0.012026644, -0.28024527, -0.11542901, 0.0335399, -0.14551026, 0.07706906, -0.32337436, 0.1916734, -0.04155362, 0.12416085, 0.124845795, 0.173139) * go_6(0.0, -1.0); + result += mat4(0.073898025, -0.20087442, -0.026177447, -0.123689614, -0.06462293, 0.0655268, -0.093947105, 0.15252167, -0.049044438, -0.2487094, -0.10678368, 0.06719891, 0.030771753, -0.033488646, -0.06087604, -0.0046983394) * go_6(0.0, 0.0); + result += mat4(0.07337105, 0.012125323, 0.062068686, 0.014573014, -0.028191693, -0.0072010173, -0.10830296, -0.031032234, 0.017278565, 0.15247606, -0.03729882, -0.25167194, 0.018314663, 0.11340456, 0.12664345, 0.06373048) * go_6(0.0, 1.0); + result += mat4(0.10123864, 0.034113098, 0.12163688, -0.08201487, -0.06636731, 0.011072298, -0.07743282, -0.05912393, -0.062030002, -0.03242518, -0.14500205, 0.044862285, -0.02253723, 0.09928088, 0.21793252, 0.33012655) * go_6(1.0, -1.0); + result += mat4(0.02993751, 0.014383746, 0.06966778, 0.047888804, 0.07005458, 0.004509543, -0.06742165, 0.11573537, -0.1739774, -0.03920193, -0.18702276, 0.0046526985, 0.19641514, 0.13161592, 0.3338964, 0.08452334) * go_6(1.0, 0.0); + result += mat4(0.04609854, -0.015881665, -0.0079294285, 0.02657861, 0.15499793, 0.060544066, -0.15108198, 0.0006550436, -0.21288556, 0.013537893, -0.14667915, -0.13764863, 0.111430466, 0.098313995, 0.03934866, -0.040709537) * go_6(1.0, 1.0); + result += mat4(0.01575557, 0.110365376, -0.0371288, 0.053251684, 0.010210395, 0.069207594, 0.13639836, 0.032031704, 0.010463397, -0.012524667, 0.0056991763, 0.06042959, -0.045757174, 0.016123615, 0.032560863, -0.044926804) * go_7(-1.0, -1.0); + result += mat4(0.032096278, 0.12145507, 0.0071361787, 0.0064054704, 0.07929854, 0.14626405, 0.08352755, -0.064157896, 0.02674838, 0.0015989342, 0.017253343, 0.017584372, 0.06415425, 0.032211386, 0.052425314, -0.021224096) * go_7(-1.0, 0.0); + result += mat4(-0.0028588485, 0.008395203, 0.05465568, 0.07570458, -0.04314793, -0.026629142, -0.070622325, -0.09546035, 0.11359681, -0.13417086, 0.032110628, -0.03228526, -0.04069246, -0.025096787, 0.091136, -0.031508237) * go_7(-1.0, 1.0); + result += mat4(-0.09640368, 0.09025797, 0.039918896, -0.08550936, 0.17817599, 0.010808411, 0.20817462, -0.048559044, -0.020850636, -0.0570374, 0.16348915, -0.11251555, -0.015105217, 0.057098076, 0.04712703, 0.054102197) * go_7(0.0, -1.0); + result += mat4(0.14738365, -0.003500714, -0.13826074, -0.018422294, -0.060285367, -0.030951712, -0.011562778, -0.06650357, -0.023934143, 0.1775326, -0.15267935, -0.1525161, 0.07560726, -0.025668195, 0.023556855, -0.041194014) * go_7(0.0, 0.0); + result += mat4(0.029139442, -0.003239477, -0.08716659, 0.111837566, -0.008657237, 0.07745439, 0.040037196, -0.041069187, -0.11329177, -0.011007481, -0.05310564, 0.09779084, -0.09008995, -0.0243168, 0.037338905, -0.09701394) * go_7(0.0, 1.0); + result += mat4(-0.07903009, 0.093667746, 0.19312528, 0.08381446, 0.011933956, 0.106154636, -0.032793045, 0.035009373, -0.07801917, 0.045270134, 0.06788217, 0.0048924587, -0.044558134, 0.011507075, 0.018017467, -0.055140316) * go_7(1.0, -1.0); + result += mat4(0.16976239, -0.01553003, -0.01705739, 0.03858596, -0.0049418295, -0.112970755, 0.017095435, 0.012749947, 0.1280551, 0.046251047, 0.09894141, -0.04999836, -0.066941515, -0.018410202, 0.012274112, -0.05253831) * go_7(1.0, 0.0); + result += mat4(0.04575793, -0.028374217, 0.11475964, 0.12535663, -0.008098015, 0.06414253, 0.07119174, -0.011589727, -0.027308455, -0.064502135, 0.058660276, 0.079647355, -0.07786305, -0.0028918532, 0.08662991, 0.009141603) * go_7(1.0, 1.0); + result += mat4(-0.06572758, -0.02787416, -0.14234906, -0.017296555, 0.015555612, -0.14367816, 0.008122512, 0.006957724, -0.028010411, -0.036744803, 0.043893453, -0.011008589, 0.12574135, -0.04283378, -0.090457834, -0.07553403) * go_8(-1.0, -1.0); + result += mat4(-0.008518568, 0.07606125, -0.12869376, -0.052043673, -0.10871805, -0.013065079, -0.05764756, -0.021367943, 0.01955864, 0.033401143, -0.10848553, 0.07305825, -0.12323872, -0.18032722, 0.025824886, -0.15020397) * go_8(-1.0, 0.0); + result += mat4(-0.0037121738, -0.035729762, 0.050816752, 0.043678828, 0.03746141, 0.06848011, 0.022104677, -0.0055997795, 0.076091535, 0.004378326, 0.03515638, 0.021983122, 0.07813193, -0.0015230721, 0.09065004, 0.118295476) * go_8(-1.0, 1.0); + result += mat4(0.07074412, -0.1385215, -0.12606207, 0.028609358, -0.011605522, -0.09430896, 0.07647415, 0.026507745, -0.08281215, 0.042676542, 0.053245913, 0.2207012, -0.062067375, -0.0870901, -0.074340336, -0.09469978) * go_8(0.0, -1.0); + result += mat4(0.07762102, -0.040280715, -0.07493023, -0.1318729, -0.07614616, 0.07465706, 0.011662431, 0.13781011, -0.022527393, 0.035745207, -0.096200824, 0.0070643346, 0.043660577, -0.11191488, -0.03138543, 0.090094075) * go_8(0.0, 0.0); + result += mat4(-0.013964887, 0.010363963, 0.07191262, -0.0829104, 0.17538683, -0.033144612, -0.02125791, -0.011518183, -0.09983863, -0.025616664, -0.09147105, -0.053669717, -0.21337317, -0.15354706, -0.0718448, -0.22304805) * go_8(0.0, 1.0); + result += mat4(0.04420056, -0.10090975, 0.031569947, 0.03470538, -0.0036813458, -0.013265455, -0.056889914, 0.1066524, 0.0151702, 0.06005157, -0.017583331, 0.08430038, -0.018501299, -0.036312968, -0.010277279, -0.21999538) * go_8(1.0, -1.0); + result += mat4(0.04087802, 0.14486237, -0.03799331, -0.0926625, -0.06845606, -0.028196352, 0.027009577, 0.055904035, 0.010555561, 0.014958373, -0.03274619, -0.077591404, 0.033812538, 0.019690458, 0.03359833, -0.28944182) * go_8(1.0, 0.0); + result += mat4(0.11647528, 0.12951498, -0.05771055, -0.091486864, 0.034907598, -0.0030996082, 0.08349837, -0.022960749, 0.021309365, 0.027397644, 0.06503892, -0.024195915, -0.07038017, -0.110640444, 0.08167904, -0.053956065) * go_8(1.0, 1.0); + result += mat4(0.04372187, -0.014890846, 0.030876832, 0.005183268, -0.03773493, -0.0049523655, -0.13056865, 0.011849769, -0.035963655, 0.086398676, 0.10399313, 0.121177845, 0.062307674, 0.014804274, 0.13519627, -0.15734093) * go_9(-1.0, -1.0); + result += mat4(0.06270554, -0.10448038, 0.10387433, 0.037096098, 0.06353613, -0.2087482, -0.09397193, 0.101207666, -0.071682766, -0.20635937, 0.06152001, 0.0775382, -0.029367838, -0.049260423, -0.015819404, -0.22794764) * go_9(-1.0, 0.0); + result += mat4(-0.07975611, -0.13066694, 0.062664986, 0.08108414, -0.012226212, 0.075787455, -0.028298862, -0.047599275, 0.037168268, 0.13499227, -0.046876244, -0.0004290019, -0.07614362, -0.018529575, 0.029900322, -0.2140864) * go_9(-1.0, 1.0); + result += mat4(-0.004233121, 0.019047871, 0.030410836, -0.118899375, 0.029905774, -0.19907829, -3.0031915e-05, -0.061281253, -0.041311514, -0.047355343, -0.03591193, -0.036588125, -0.14483295, 0.125592, -0.051161528, -0.18530564) * go_9(0.0, -1.0); + result += mat4(-0.0013798283, 0.03669605, -0.05334034, -0.0057405806, -0.10062645, -0.03173633, 0.16853282, -0.27611253, -0.021475406, 0.031351935, 0.010960391, 0.140291, 0.20861414, -0.015575703, -0.05138634, 0.2110561) * go_9(0.0, 0.0); + result += mat4(-0.033924203, 0.03210479, 0.06908555, 0.054515798, 0.07332254, -0.11803057, -0.1892179, -0.11876434, 0.12660997, 0.2300797, -0.050066598, -0.17719114, -0.1316707, -0.11148541, -0.21429071, -0.28844672) * go_9(0.0, 1.0); + result += mat4(0.0801727, 0.014109311, 0.026903018, -0.036585886, -0.08323533, 0.001177735, 0.08436438, -0.03467472, -0.011911298, 0.007684363, 0.08533035, 0.05779875, -0.04243151, -0.038369488, 0.087331034, 0.042095695) * go_9(1.0, -1.0); + result += mat4(0.017717937, -0.033807732, 0.18295978, -0.08258257, 0.0053144027, -0.08301678, 0.103598915, 0.010985296, 0.16911945, -0.098946266, -0.045162726, -0.027147137, 0.09161604, 0.028441563, -0.00619679, 0.056958336) * go_9(1.0, 0.0); + result += mat4(0.017140677, -0.051757205, -0.015921509, 0.007633061, 0.12797745, -0.06414448, -0.009600306, -0.0015806507, 0.012253577, 0.02996018, -0.06196286, -0.0798213, -0.01852956, -0.09650337, 0.1283044, -0.04131959) * go_9(1.0, 1.0); + result += mat4(-0.019013386, -0.01101409, 0.0018240294, 0.09458199, -0.0052628797, 0.0103022875, -0.17696817, 0.021219578, -0.040432002, 0.006109138, 0.043556165, -0.020321526, 0.06994259, -0.045879155, 0.0074202423, -0.07321243) * go_10(-1.0, -1.0); + result += mat4(-0.13378519, 0.113363676, 0.10865509, -0.09366422, -0.07324081, 0.0029385458, -0.15210779, 0.07633753, 0.045514844, -0.0017260545, 0.034837127, -8.464822e-05, -0.045607667, 0.116768576, 0.07218652, -0.047912564) * go_10(-1.0, 0.0); + result += mat4(0.006481794, 0.09362028, 0.047157843, 0.0010180526, 0.029228318, 0.01581854, -0.13255803, 0.073627606, 0.09431813, 0.07132061, 0.07039797, -0.00284305, -0.08673728, 0.015395145, -0.15833478, -0.047947306) * go_10(-1.0, 1.0); + result += mat4(0.009914312, -0.16487928, -0.15010275, -0.28573194, -0.070994526, -0.07262389, -0.2207336, 0.056930132, -0.17332745, -0.07003511, 0.09353054, -0.09416084, 0.03118232, 0.15372173, -0.026521757, 0.123656) * go_10(0.0, -1.0); + result += mat4(-0.14514378, -0.03083442, 0.0016703903, -0.07165909, 0.081610695, -0.0014907691, 0.009103694, 0.011212978, -0.1061739, -0.0379394, 0.05888639, -0.10466225, -0.13205664, 0.074252844, 0.0032393865, -0.02634363) * go_10(0.0, 0.0); + result += mat4(-0.026916346, 0.008441376, 0.059570994, -0.12664525, 0.12565126, -0.07785502, -0.122168474, -0.030150527, 0.11903849, -0.0992599, 0.18073174, 0.051767893, -0.14959627, 0.004044785, 0.15121861, 0.16206947) * go_10(0.0, 1.0); + result += mat4(0.03653998, -0.024239745, 0.02813314, -0.015828544, -0.04878819, -0.07809865, -0.006367401, 0.007630891, 0.0981032, -0.015401163, 0.06639808, 0.097982354, -0.115853764, 0.07017812, 0.10402508, -0.011182731) * go_10(1.0, -1.0); + result += mat4(0.06496927, -0.018879699, 0.007150441, 0.09561157, -0.03019065, 0.06516263, -0.09582105, 0.049994342, 0.00073441875, 0.03121817, 0.06486874, -0.018686142, 0.017000668, 0.057988003, -0.0027845122, 0.10805613) * go_10(1.0, 0.0); + result += mat4(-0.03881939, 0.076584905, -0.01492404, 0.033622492, -0.11037585, -0.07232699, -0.08808092, -0.096008874, 0.07500696, 0.004172255, -0.01156086, -2.6804833e-05, -0.10544993, 0.0137853585, 0.13452797, 0.10919218) * go_10(1.0, 1.0); + result += mat4(0.1067839, 0.11458547, -0.15210697, 0.106905654, -0.07013997, 0.02439542, -0.03617087, 0.08792794, -0.026095055, -0.113202445, -0.061814103, -0.057736594, -0.0825329, 0.016664699, 0.12505697, -0.07956851) * go_11(-1.0, -1.0); + result += mat4(-0.0023664774, 0.030477716, -0.011014069, 0.11375161, 0.0972406, -0.1296506, 0.020159204, 0.19450316, -0.14332211, 0.1794009, 0.07538832, 0.22721584, -0.04874296, 0.043102115, 0.030196369, 0.013487852) * go_11(-1.0, 0.0); + result += mat4(0.06857275, 0.10448576, -0.013017544, 0.07311069, 0.101253785, -0.11299885, -0.035548594, 0.13139476, 0.0020682, -0.14186527, 0.044361796, 0.078766696, 0.06331404, 0.13389412, -0.04084606, -0.0872372) * go_11(-1.0, 1.0); + result += mat4(0.05418989, -0.09774494, -0.05101834, 0.06209719, 0.0017429863, 0.07042637, 0.056179468, 0.08281986, -0.13659456, -0.09141693, -0.026036166, -0.20621227, 0.16456048, -0.010656735, 0.0590252, 0.02991398) * go_11(0.0, -1.0); + result += mat4(-0.05809635, 0.026004037, 0.105304465, 0.1478988, -0.124559194, -0.13915893, -0.07614174, -0.030510869, -0.023634667, -0.07030466, -0.11203651, 0.10693823, 0.0061113364, -0.18696493, 0.13469142, -0.113276646) * go_11(0.0, 0.0); + result += mat4(0.23620829, 0.15531069, 0.12814721, 0.12327402, 0.0057051536, -0.09845884, -0.0878965, 0.20906226, -0.018309865, -0.098378375, 0.18283126, -0.043777615, 0.1285454, -0.07850623, -0.17400229, -0.23010467) * go_11(0.0, 1.0); + result += mat4(-0.04278017, 0.016623903, -0.10238115, 0.001230995, 0.034115463, -0.03978448, -0.016921068, -0.0013315293, 0.051550284, -0.08364091, 0.07625796, 0.034139283, -0.017048268, 0.0010402843, 0.01368044, 0.0369401) * go_11(1.0, -1.0); + result += mat4(-0.20118453, 0.019896206, 0.17102875, -0.027242621, 0.011553064, 0.07881877, -0.1011587, -0.036561944, -0.18488441, 0.033972885, 0.16720103, 0.023408182, 0.0817855, -0.029636094, 0.07032277, -0.27195182) * go_11(1.0, 0.0); + result += mat4(0.074986465, 0.0776098, 0.0077854274, -0.0011979108, -0.06837842, 0.050415438, 0.03322783, 0.11533592, -0.09028456, -0.014625525, 0.021684105, -0.025572475, 0.18052468, 0.11677459, -0.07460317, 0.07732749) * go_11(1.0, 1.0); + result += vec4(0.10080894, -0.0063164784, -0.01402726, 0.1341257); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.10701419, -0.19440664, -0.13657895, -0.117495134, 0.11351926, -0.08210127, 0.0051790676, 0.22163984, -0.12849367, -0.118760884, 0.028440215, 0.06271742, -0.05561763, -0.16148782, -0.052592654, -0.22535303) * g_0; + result += mat4(-0.123711504, -0.14676294, -0.115391895, 0.080983736, -0.017832119, -0.063273184, 0.059941225, -0.049034536, -0.052219674, 0.036749475, -0.29203734, -0.02856495, 0.22648478, 0.015175415, 0.21293166, -0.20832887) * g_1; + result += mat4(-0.081328556, 0.07598546, -0.13756523, -0.06107587, 0.25113305, -0.11791683, 0.113452606, -0.0078082574, -0.07442993, -0.2974806, -0.056567345, -0.21749294, 0.013611423, -0.032841083, -0.076977916, 0.19821857) * g_2; + result += mat4(0.10560456, 0.015013695, 0.13627833, 0.032404233, -0.02131817, -0.14500482, 0.120675825, 0.031823736, 0.11649639, 0.082596324, 0.08127175, -0.026048733, -0.012239797, 0.08369006, 0.1273803, 0.12210886) * g_3; + result += mat4(-0.0892015, 0.07059692, 0.069719285, -0.061874084, 0.044701215, 0.09245424, -0.022817707, -0.02148644, 0.18068357, -0.11995518, 0.24286029, -0.045054384, 0.07323844, 0.06554761, -0.16207513, 0.07595062) * g_4; + result += mat4(0.18337601, 0.07568856, -0.09610938, -0.06572019, -0.23225725, -0.045913246, -0.16005549, 0.10841484, -0.047294065, -0.0044971597, -0.11600348, -0.0985696, 0.01994268, 0.009345386, -0.12112187, -0.07728449) * g_5; + result += mat4(-0.02642385, 0.12577803, 0.18099304, 0.09237617, -0.14517787, 0.015473747, 0.01148567, -0.1976294, 0.13244452, 0.026473833, -0.04026099, -0.08005897, 0.09972515, 0.014148667, 0.17150447, 0.07458103) * g_6; + result += mat4(0.103025176, -0.14280592, 0.011362381, -0.002615672, -0.0019504991, -0.1244238, -0.176323, -0.0409311, -0.13593708, 0.09121169, 0.16169107, 0.064790055, -0.17050834, 0.004790829, -0.20973155, 0.040783066) * g_7; + result += mat4(-0.08482106, -0.06313967, 0.053659916, -0.045122232, -0.173445, -0.10196347, -0.21512675, 0.030526979, -0.04609878, 0.02864437, -0.13620801, -0.05330683, 0.10560492, -0.086872876, 0.2332013, -0.11290048) * g_8; + result += mat4(-0.12032245, 0.083415076, 0.013942395, 0.12558693, -0.09643306, -0.08665224, -0.08364215, -0.15714419, -0.012963433, -0.018926837, 0.17045903, -0.03450577, 0.05467565, 0.1176962, -0.029627452, -0.17721933) * g_9; + result += mat4(0.06413174, 0.07644954, 0.015619154, 0.0406442, -0.09510097, 0.082857184, 0.07081759, -0.06094168, -0.10623127, 0.11465217, -0.21940763, 0.06440103, -0.14007917, -0.20644121, 0.062006976, -0.21401502) * g_10; + result += mat4(-0.090416506, -0.118475, 0.14939576, -0.01684449, 0.14943695, 0.03052435, 0.080091365, -0.0773867, 0.12932321, 0.12060135, 0.14845312, 0.04718311, 0.13032377, -0.16439119, 0.048975646, -0.118689515) * g_11; + result += mat4(-0.14264718, -0.20367233, -0.10508499, 0.014003226, 0.122711256, 0.12533264, -0.20902152, -0.08875033, -0.13099793, -0.022472287, 0.17604207, -0.13671063, -0.040429622, 0.6475939, -0.017244961, -0.23879616) * g_12; + result += mat4(0.1600574, -0.18023758, 0.1184686, 0.1348991, 0.037446063, -0.011027512, 0.17671643, -0.199355, 0.2725076, -0.20256595, -0.099972546, 0.23075041, -0.18912004, -0.008967372, 0.040337812, 0.0011864579) * g_13; + result += mat4(-0.0153634995, 0.02991675, -0.07471954, 0.025803613, -0.18960874, -0.23163852, -0.010988217, 0.22258236, 0.45717034, -0.041301187, 0.059016965, -0.1418097, -0.42032385, -0.009557171, 0.18662642, -0.11312428) * g_14; + result += mat4(-0.043423057, 0.18310834, 0.2572519, 0.1374164, 0.1505133, 0.18733694, -0.23037662, -0.10971462, -0.32504216, 0.15508054, 0.15461947, -0.3731339, 0.58277595, -0.2969173, 0.084127784, 0.054632857) * g_15; + result += mat4(-0.18833053, 0.3626468, -0.10378585, -0.18636744, -0.07215689, -0.0340568, -0.2014818, 0.39376506, 0.092539184, 0.019427503, 0.08621937, -0.029048063, 0.04170551, 0.03303338, 0.12886372, 0.22093524) * g_16; + result += mat4(0.13748164, -0.10530546, -0.059407894, 0.24885765, 0.25748453, -0.2322867, -0.047119506, 0.18135284, -0.12410837, 0.10820877, -0.076054335, 0.14305715, 0.07893051, 0.025212046, -0.06861065, -0.14078265) * g_17; + result += mat4(0.12955414, 0.10334285, -0.1339673, -0.07533481, -0.09940921, 0.07574928, -0.029290935, -0.0074044047, -0.047509745, 0.12616187, 0.15918884, 0.22636813, 0.0627, 0.13627514, -0.11840879, 0.25489545) * g_18; + result += mat4(0.12401844, 0.018437453, 0.14081988, 0.20443875, 0.22617432, -0.23241785, 0.019566217, -0.1470485, 0.06928665, -0.012560286, -0.11640072, -0.09635026, 0.19372395, -0.18137501, 0.095964, -0.36745393) * g_19; + result += mat4(-0.07812969, -0.13952559, -0.08575349, 0.1270944, -0.012434522, 0.09118943, -0.1844579, 0.057183933, 0.17054899, 0.055602986, 0.020217096, -0.17830917, 0.033711255, -0.040958434, -0.0656027, 0.08316588) * g_20; + result += mat4(0.008265117, -0.0440992, 0.18142514, -0.11072275, -0.035788976, 0.0045379996, 0.10519265, -0.0025924263, 0.1416068, -0.0076917615, -0.107548796, 0.14070505, 0.048619375, -0.08055219, 0.15124267, -0.14900993) * g_21; + result += mat4(0.023191221, -0.088463016, -0.03773182, 0.09279135, 0.030037321, -0.047114536, 0.0411644, 0.117513955, 0.02564984, 0.3634533, -0.07842253, 0.03945798, -0.09705065, -0.00073423475, -0.116537966, 0.09805546) * g_22; + result += mat4(0.16699894, 0.06968313, -0.025299484, 0.057924386, -0.13151881, -0.14149357, 0.019038316, -0.27727044, 0.02826252, -0.049611922, 0.19707511, 0.08938078, 0.107304506, -0.06147075, -0.021948906, 0.03686705) * g_23; + result += mat4(-0.012881243, -0.094086275, 0.23042965, -0.044305936, 0.07882307, 0.04138532, -0.04374878, -0.028959524, -0.014689813, -0.04448379, 0.033379626, -0.010935875, 0.049693886, -0.012109875, -0.07495743, 0.07254774) * g_24; + result += mat4(0.1349909, 0.113079466, -0.17218146, -0.082038075, -0.041794095, -0.12584618, 0.012202269, -0.07666811, 0.016668953, 0.16685286, 0.062669456, -0.02282906, 0.08557955, -0.07436991, 0.108987726, -0.02062727) * g_25; + result += mat4(0.0975699, -0.042854395, -0.27839357, -0.02017465, 0.07523807, 0.06038207, 0.19882318, -0.042623498, -0.1643381, -0.06454315, 0.12813903, 0.018587556, -0.07143471, -0.055071846, 0.007254701, 0.08625719) * g_26; + result += mat4(0.0040934216, 0.21434385, 0.15655868, 0.17250434, -0.0183287, 0.05514319, -0.19112857, -0.07169756, 0.37303272, -0.03185245, -0.052846085, -0.033713702, 0.057584986, 0.06311142, -0.20161806, 0.013350911) * g_27; + result += mat4(-0.12516226, 0.13068974, -0.00090003706, -0.27179503, 0.11163459, -0.018370617, -0.077084556, -0.37971583, 0.10331944, -0.077023275, -0.07891338, -0.012240651, -0.25734505, -0.061364602, 0.13029832, 0.23223366) * g_28; + result += mat4(0.16159123, -0.09218027, 0.054632008, 0.115622655, 0.027251892, 0.047268346, 0.11801297, 0.08485814, -0.29647812, 0.119895175, 0.19110309, 0.1580456, 0.16836183, -0.09640805, -0.14934723, -0.16124077) * g_29; + result += vec4(-0.009459555, 0.08955687, 0.06774535, 0.11750715); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf1 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.071940355, 0.2520996, 0.09685728, -0.0401572, -0.020982517, -0.04016773, 0.1032851, 0.15116775, -0.1194921, -0.13441806, -0.15435277, 0.00857813, 0.117160164, -0.013084895, -0.12161744, 0.044572134) * g_0; + result += mat4(0.082026035, -0.16376685, 0.045928918, -0.04447462, 0.10981917, 0.054794677, 0.07120542, 0.084866405, 0.045389425, -0.021687545, 0.028005822, -0.210078, 0.04063033, 0.115505874, -0.27422935, 0.21725571) * g_1; + result += mat4(0.22438343, 0.29941106, -0.012607681, 0.058178894, -0.08457912, -0.20864323, -0.07985059, 0.22438551, -0.06932785, 0.03345395, 0.28202337, 0.034280214, -0.1215527, 0.07437099, 0.20735577, -0.15139194) * g_2; + result += mat4(-0.14662248, 0.022648463, -0.005571487, -0.07256508, 0.06747346, 0.0043868935, 0.094813496, 0.10695963, -0.14902529, 0.063808665, -0.08206709, -0.060363546, -0.0005435626, -0.15917943, 0.061691567, 0.09855836) * g_3; + result += mat4(0.017799556, -0.009981281, -0.10833081, -0.13543043, -0.14525245, -0.06271629, 0.0726242, 0.07933559, -0.064622484, 0.08688535, -0.08111695, 0.013164932, 0.08823724, 0.006742534, -0.101684675, 0.017604306) * g_4; + result += mat4(-0.031298436, -0.08050973, -0.18454958, -0.07897026, -0.0374373, -0.23446067, 0.038722772, 0.014162436, -0.15375976, -0.2147507, -0.095423505, 0.20034626, 0.028895382, 0.039372966, 0.06964464, 0.10350529) * g_5; + result += mat4(0.21796271, -0.25407016, -0.098337315, -0.023319852, 0.030746967, 0.018345634, -0.010781914, -0.11792986, 0.28487346, 0.00467481, -0.040187147, 0.050997503, -0.060900237, 0.17249253, 0.055063184, -0.025005285) * g_6; + result += mat4(0.049115237, 0.09444041, 0.07742757, -0.004662866, -0.14920074, -0.15653574, 0.14555736, -0.07487493, 0.08641984, -0.06845398, -0.15090026, 0.14357427, -0.07476173, 0.009871881, 0.19720715, -0.08900054) * g_7; + result += mat4(-0.1306777, -0.12845808, 0.11419963, -0.006885182, 0.008033006, 0.06334985, -0.0060840836, -0.006333369, -0.02772289, -0.07669655, -0.07227849, 0.014051398, 0.111269996, -0.11380638, -0.10760507, -0.08484392) * g_8; + result += mat4(0.2309008, 0.0027662152, -0.036648475, -0.02116145, -0.052217614, -0.19290513, -0.08249262, 0.060923748, 0.1697141, 0.04970059, 0.11332741, -0.02550202, -0.055906452, 0.3661976, -0.09877092, 0.1200653) * g_9; + result += mat4(0.021928959, -0.050234713, 0.018235236, -0.050222646, 0.09582609, 0.021217717, -0.085548654, 0.10058183, -0.053230625, -0.082145125, 0.11671694, -0.07539133, -0.14239438, -0.13499749, -0.119287185, 0.11536136) * g_10; + result += mat4(0.14766274, 0.016457219, 0.14650516, -0.17780317, -0.0026669295, 0.25558603, 0.09041751, -0.0301739, 0.03781546, 0.31132954, 0.080671474, -0.066909626, 0.022474205, 0.031319484, -0.22102872, 0.18719581) * g_11; + result += mat4(0.08785325, 0.012904848, -0.16835691, -0.09674578, -0.25299898, 0.080151744, -0.04051892, -0.020169353, -0.16149361, 0.020387627, 0.12841122, -0.22339927, -0.18225776, 0.13121991, -0.094190426, -0.0002138417) * g_12; + result += mat4(-0.36095276, -0.21171942, 0.17676146, -0.022404185, 0.4154611, -0.19463924, -0.10602125, 0.2693611, 0.10176359, -0.150534, 0.018383717, 0.19981897, 0.14625713, -0.13406813, -0.16022418, 0.2644558) * g_13; + result += mat4(-0.06377917, 0.008183962, -0.006316106, -0.21600586, -0.26798826, -0.11782882, 0.06906469, -0.12426933, -0.27595305, 0.10574508, 0.3301182, -0.1685902, 0.17062853, 0.09983599, -0.08783116, 0.02585788) * g_14; + result += mat4(0.18317774, -0.12538116, -0.28490618, 0.08996663, 0.42957532, 0.26287696, 0.10370257, 0.14557624, 0.70839125, 0.28065285, 0.009297889, -0.080495015, -0.14877662, 0.15308489, 0.07313569, 0.1318443) * g_15; + result += mat4(0.08888086, -0.23179686, 0.17731842, 0.2988673, 0.021801222, -0.19859089, 0.011203003, -0.010040333, -0.054594494, -0.12354569, -0.21615268, 0.2763243, -0.099458195, -0.020375904, -0.13495544, 0.11390239) * g_16; + result += mat4(-0.09784923, 0.1944123, 0.2601614, -0.28403583, -0.12053281, 0.028450225, 0.35481617, -0.027033992, 0.12224312, 0.12257788, -0.03696105, -0.050443426, 0.19214073, -0.035758987, 0.17233865, -0.21286553) * g_17; + result += mat4(0.19778739, 0.19405492, 0.08939406, -0.06725612, 0.00286375, -0.071152225, 0.11470776, 0.1390715, -0.15622304, 0.06087436, 0.13643411, -0.046493623, 0.13816592, -0.13400874, -0.066770785, 0.09377127) * g_18; + result += mat4(0.093480326, 0.11511413, -0.014940799, -0.300682, -0.07999973, 0.03399139, 0.122863345, -0.21434176, 0.10897804, 0.0074770562, -0.007341148, -0.11243166, -0.030653583, 0.11616559, 0.018601365, -0.23593631) * g_19; + result += mat4(-0.07589857, -0.02816285, 0.10634287, -0.018159848, 0.10259108, 0.09316107, 0.114035785, 0.1632097, -0.16202134, 0.014525685, -0.057170212, 0.038775932, 0.18918377, 0.096198745, -0.26848194, 0.18337348) * g_20; + result += mat4(-0.2151602, 0.1066596, 0.14015315, -0.16308795, 0.11991323, 0.043978903, 0.0656563, 0.03562853, 0.1823667, 0.22206141, 0.09851152, 0.10862079, -0.1730631, 0.07102773, 0.17776415, -0.24044661) * g_21; + result += mat4(0.0060158237, -0.19177158, 0.10502828, -0.013080114, -0.08032154, 0.13057697, -0.076577656, 0.03263069, -0.11365605, -0.026887862, -0.09828686, -0.05051089, 0.04763855, 0.062761344, 0.013665174, 0.013192335) * g_22; + result += mat4(-0.024832191, 0.054555204, 0.04472656, 0.015691593, 0.042494036, 0.06770802, -0.016350098, -0.1738042, 0.18029715, 0.08776134, 0.1073352, -0.0917886, -0.083804026, 0.0037783678, 0.018796401, 0.011723983) * g_23; + result += mat4(-0.22104199, 0.046134423, -0.06569704, -0.19891003, 0.16334966, 0.3763836, -0.019122118, -0.19262604, 0.007953619, 0.035609093, -0.023634747, 0.05284935, 0.14042082, 0.012188833, -0.090246305, 0.09179504) * g_24; + result += mat4(0.03651659, 0.024162583, 0.04007273, 0.2573568, -0.09408693, -0.15685976, -0.052655444, 0.07787627, -0.052549917, 0.012946145, -0.17698365, 0.016063817, 0.09167271, -0.024874488, 0.07187681, 0.033850722) * g_25; + result += mat4(0.004172805, 0.022183372, -0.11286437, 0.08598362, -0.13067168, 0.16070427, 0.05422221, -0.029724583, -0.030735672, -0.00447319, 0.23366688, -0.016390052, 0.12756462, 0.24891639, 0.024162434, 0.080731995) * g_26; + result += mat4(0.089021474, -0.06563795, 0.27291998, -0.13451853, 0.122246146, 0.34007818, -0.18697657, 0.009945519, 0.05180866, -0.12638813, -0.1173521, -0.05986753, -0.0337749, 0.064504266, 0.0034679365, -0.1219767) * g_27; + result += mat4(-0.06837359, -0.07258382, 0.0140398, -0.07469804, 0.18686692, 0.19984262, -0.22008726, 0.26256636, -0.10768354, -0.18561411, 0.1427139, -0.030018665, 0.09759611, 0.103011966, 0.05294409, -0.016820678) * g_28; + result += mat4(-0.11673777, 0.051226504, -0.034002636, -0.2731483, -0.08450124, 0.31373835, 0.22628455, 0.03579624, 0.08832027, 0.11600223, -0.03500645, -0.23789707, -0.18811859, -0.2895229, -0.31334436, -0.09072995) * g_29; + result += vec4(0.028765388, 0.015914816, -0.010572618, -0.046241153); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf2 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.092858694, -0.05931229, 0.08649155, -0.19388752, 0.09477594, -0.22718045, -0.1061536, -0.1075417, 0.070740245, -0.06802919, 0.011984387, 0.04561339, -0.123741224, 0.108184166, 0.08394222, -0.14939074) * g_0; + result += mat4(0.058254354, -0.0013696381, 0.016420096, -0.13577567, -0.08013081, -0.32121193, 0.10837322, -0.027337125, 0.006335759, -0.022232484, 0.08410539, -0.19057351, 0.124672756, 0.07544909, 0.25975785, -0.12386142) * g_1; + result += mat4(0.124638155, -0.047200475, 0.18284287, -0.066423684, -0.013056071, -0.10780445, -0.046076063, 0.16543722, 0.011813712, 0.18919142, -0.054241043, -0.14428662, -0.072056115, 0.22149223, 0.020946557, -0.19635367) * g_2; + result += mat4(-0.011655322, -0.02780763, -0.041065313, 0.07305037, 0.065463156, -0.055100318, 0.053504564, 0.12533133, 0.1791797, 0.07803201, 0.14791118, -0.17383428, -0.13258645, -0.057591084, -0.06590273, 0.24618948) * g_3; + result += mat4(-0.076750286, 0.16913669, -0.041372858, -0.04987621, -0.09025659, 0.04717571, 0.17061087, -0.0018001683, 0.088723816, -0.1515349, -0.09417965, 0.025807919, 0.10298056, -0.07137411, 0.0913601, -0.0032140615) * g_4; + result += mat4(0.076089844, -0.18487781, -0.031016396, 0.04298503, -0.07412648, -0.05946974, -0.029923726, -0.17263255, 0.044034805, 0.07122984, -0.022364214, -0.16337745, -0.3163445, 0.20027465, 0.006309955, -0.25441465) * g_5; + result += mat4(-0.05660039, -0.03776745, -0.062613666, 0.1953333, 0.027620526, -0.081940845, 0.13821705, -0.030160451, 0.30174896, -0.063806735, -0.21273777, -0.23096886, 0.028107658, -0.035367317, 0.06729705, 0.18349262) * g_6; + result += mat4(-0.024347452, -0.10386407, -0.0013563661, 0.09973845, 0.07293425, -0.04880119, -0.05229062, -0.18888217, 0.11884971, 0.05060733, -0.0013016739, 0.18116015, -0.038804606, 0.022207338, -0.043657467, 0.10695812) * g_7; + result += mat4(-0.16758966, 0.15170631, 0.12204208, 0.1287092, -0.032021195, -0.1063502, -0.08161841, -0.2446335, -0.02391331, -0.061028045, 0.13008249, 0.10459833, -0.04717144, 0.05381585, -0.33450723, 0.291269) * g_8; + result += mat4(0.07273305, 0.13187234, 0.04062448, 0.081797674, 0.00045577955, 0.09757571, -0.37391075, -0.17263971, 0.021420933, -0.07653126, 0.055799145, 0.04442693, 0.11818517, -0.044239108, 0.044269893, -0.41765675) * g_9; + result += mat4(0.018076504, -0.085451566, 0.09415942, 0.12273072, 0.41912425, -0.2747585, -0.07259103, 0.08299482, -0.20763668, 0.14662866, 0.026512189, -0.10415019, -0.09460718, 0.17926225, -0.1907316, -0.058848727) * g_10; + result += mat4(-0.13229714, 0.2401772, 0.08083883, 0.008972119, 0.090474635, 0.18910415, 0.14324625, 0.15242074, 0.16881411, -0.18706103, 0.1793161, -0.10074233, 0.2067493, -0.3289337, 0.13461551, 0.20269714) * g_11; + result += mat4(0.07219379, -0.11565219, 0.028837852, 0.26118317, -0.13906774, 0.10994847, 0.1192699, 0.097068354, -0.10574048, -0.010274859, -0.041781224, -0.0022481561, 0.12714253, -0.41399276, 0.19635102, -0.23090687) * g_12; + result += mat4(-0.100183904, -0.18720408, -0.13301018, 0.03502532, 0.031246057, -0.06721582, -0.17222083, -0.063806996, -0.08393857, -0.19553204, -0.05699341, -0.20882502, 0.048502672, -0.015325282, -0.14586648, 0.07136885) * g_13; + result += mat4(-0.09550682, -0.09559199, 0.0093339095, 0.20071933, -0.07908767, 0.19251561, -0.13115655, 0.0072511537, 0.14562629, -0.20998305, -0.2212794, 0.061366275, -0.10772557, 0.29247293, 0.25483248, -0.06853779) * g_14; + result += mat4(0.19130619, -0.08254158, -0.41616592, -0.12058406, 0.26799643, 0.018203866, 0.02795237, -0.026012532, -0.24163988, 0.27320904, 0.075838536, -0.43140167, 0.14748523, 0.2741325, 0.0313845, 0.0612638) * g_15; + result += mat4(0.32383236, -0.05585864, 0.087669775, -0.15189308, -0.07285363, -0.10978753, 0.038074855, -0.20369512, 0.0534748, 0.09033383, -0.3636552, 0.2022929, 0.1410257, 0.0006435122, 0.31075886, 0.09591187) * g_16; + result += mat4(-0.056077003, 0.22655378, -0.3908979, 0.3520772, 0.27514228, 0.028264234, -0.33393502, 0.12211863, -0.12077039, 0.3201821, 0.15064837, -0.2715489, 0.2161978, 0.2011329, -0.15005851, -0.19502445) * g_17; + result += mat4(-0.006493266, -0.067167185, 0.1981182, -0.2185078, -0.098532386, 0.0012275389, 0.014535081, 0.022241963, -0.065986834, -0.13995624, -0.08640626, -0.036836196, -0.24935777, -0.12563467, -0.22868343, -0.043145802) * g_18; + result += mat4(-0.24015582, -0.1428461, -0.10846771, -0.03822917, 0.25849542, 0.21787684, -0.10540706, -0.15437967, 0.09093761, 0.16064538, -0.040830817, 0.03802804, 0.07929484, 0.22184348, 0.17115451, -0.020434693) * g_19; + result += mat4(-0.16424751, 0.18149984, -0.08263852, 0.10497438, -0.0057385676, -0.18649873, 0.1049834, 0.0753644, 0.07605413, -0.024556413, 0.16013342, 0.006168524, 0.14073265, 0.02001347, -0.08537071, -0.24739261) * g_20; + result += mat4(0.014010803, -0.057850603, 0.0732021, -0.1718671, 0.024967216, 0.19706325, -0.14325745, -0.0021808648, -0.039533336, 0.058277003, -0.09344739, -0.004221897, 0.13857067, 0.081996195, 0.030180087, -0.013901144) * g_21; + result += mat4(0.024102923, 0.056380466, 0.008602807, 0.09951257, 0.04897817, 0.045386482, 0.13025592, -0.21351977, -0.11473196, 0.1844349, 0.07928108, 0.1533404, 0.07377011, -0.1464216, 0.096964546, -0.007197212) * g_22; + result += mat4(0.22597581, -0.13459527, 0.22883248, 0.14732298, -0.063105844, -0.034603957, -0.07247968, 0.19268765, 0.10675177, 0.0975782, 0.00033931955, 0.08774923, -0.12306441, 0.025208015, 0.04571016, 0.13542841) * g_23; + result += mat4(0.013317153, -0.09033908, 0.033545654, -0.054263383, 0.1317443, -0.05465494, -0.074301384, -0.30426916, -0.007050128, 0.12030467, -0.11348823, 0.19741662, -0.04095728, -0.017503742, 0.0642433, -0.28208658) * g_24; + result += mat4(0.02021165, 0.17795627, 0.043012455, 0.053738635, -0.017870188, 0.15490524, 0.040613562, 0.15851468, -0.12762383, 0.10450818, -0.0020172964, -0.25615835, -0.012736579, 0.06002046, -0.04626082, 0.019401643) * g_25; + result += mat4(-0.0025097467, -0.02072768, 0.034803562, -0.08400342, -0.14013165, 0.2091311, -0.03782157, 0.0023983517, 0.19771661, 0.04676574, -0.03392009, 0.20773077, 0.076976426, 0.04612587, 0.22233194, -0.13806564) * g_26; + result += mat4(-0.032217447, 0.073498376, -0.07565292, 0.05969695, 0.16941096, -0.3131595, 0.07141137, -0.15926841, 0.108835146, -0.0040562055, 0.15678787, -0.0012778786, -0.13674988, 0.034171615, -0.19931208, -0.13748777) * g_27; + result += mat4(-0.18563417, 0.106456436, 0.078709476, -0.1308007, -0.1398474, 0.11156628, -0.33099747, -0.19933923, -0.12798372, 0.04342623, 0.074146606, 0.21212427, 0.09915748, -0.09082417, 0.3366307, -0.23036873) * g_28; + result += mat4(0.14234035, -0.072425894, -0.18067764, 0.1100069, 0.10129257, 0.10165853, 0.18862309, -0.04466708, -0.037151866, 0.011230992, -0.013572791, 0.20083474, -0.18335798, 0.13396202, -0.2539405, 0.1323329) * g_29; + result += vec4(-0.02703924, 0.18005958, -0.12375494, 0.031321514); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf3 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.011141579, 0.09674723, -0.13645004, -0.10970149, -0.04369547, 0.08311355, 0.021767681, -0.08375845, 0.022200847, 0.05360177, 0.16593163, -0.15328388, 0.08149341, -0.09137854, -0.040580057, 0.08350056) * g_0; + result += mat4(-0.0026481631, -0.004045956, 0.012659179, 0.09567999, -0.04221551, 0.10712957, -0.056656756, -0.27661186, -0.053574864, -0.089751564, -0.17745095, 0.16676143, 0.34287563, -0.13643502, 0.33259082, 0.27071705) * g_1; + result += mat4(0.18119478, -0.11287872, 0.24201767, -0.009600413, 0.048217695, 0.062931724, -0.06455807, 0.0013528515, 0.1764802, -0.08022894, 0.01977552, 0.014862132, -0.119611226, 0.06065237, -0.2003538, 0.057908155) * g_2; + result += mat4(0.10390714, 0.03061146, 0.07345203, 0.020925567, -0.03771494, -0.055771235, -0.10182023, -0.0453298, 0.030018989, 0.020321988, -0.13780262, -0.10419699, -0.1531079, 0.08695891, -0.10523552, 0.0031262166) * g_3; + result += mat4(0.013357037, 0.11706443, 0.02651922, 0.12551948, -0.03562916, 0.07041351, -0.22412951, 0.19341606, -0.06120095, 0.1594309, -0.25910634, 0.03911061, -0.030200286, 0.039532397, -0.04693854, 0.107756086) * g_4; + result += mat4(0.26856127, -0.062083863, 0.26156938, -0.06557537, -0.06786968, 0.061135814, -0.18566874, -0.11154961, 0.06399305, 0.068129785, -0.0010524218, 0.039409623, 0.0527229, 0.16223872, 0.11896118, 0.13470948) * g_5; + result += mat4(-0.09019031, -0.11750688, 0.08919765, 0.06305572, -0.110997446, -0.09387827, -0.024580022, -0.1923812, -0.011291289, -0.06320932, 0.15289676, -0.14364418, 0.041966986, 0.25329712, -0.19619554, 0.035929594) * g_6; + result += mat4(-0.06743388, -0.08509898, -0.07433386, -0.025805349, 0.01812382, -0.02492702, -0.2482932, 0.28510815, 0.119341426, 0.2147701, 0.06835619, -0.07081952, -0.038794495, 0.10975482, -0.2239901, -0.124213785) * g_7; + result += mat4(-0.026220966, 0.14319815, -0.1700538, -0.0335693, 0.07769912, 0.12722708, -0.26494396, -0.10431099, -0.08059116, 0.12723474, -0.15197968, 0.0060984325, -0.013070423, -0.25334156, 0.2920123, 0.110061795) * g_8; + result += mat4(-0.25060546, 0.057933453, 0.041256662, -0.11589921, 0.3209416, 0.12978804, -0.017460592, 0.19088507, 0.08740428, 0.038495142, 0.26864913, -0.08148351, 0.05588537, -0.027696, 0.47028908, -0.08718974) * g_9; + result += mat4(-0.028379083, -0.16510524, -0.0720884, 0.024243379, 0.030889094, -0.09380263, 0.10451546, -0.21832433, 0.20901899, -0.055639133, -0.051839713, 0.033683445, -0.029481068, 0.048284974, -0.08840896, 0.17702715) * g_10; + result += mat4(-0.13655269, -0.009485257, -0.27257246, -0.027732212, 0.11677922, -0.08578314, 0.1272782, -0.033684663, -0.070519574, 0.01601166, 0.11166362, -0.2742834, 0.17340335, -0.19997278, -0.040465057, -0.2970155) * g_11; + result += mat4(-0.20593609, 0.07950713, 0.05642528, 0.19129497, 0.3180778, -0.07194427, -0.19385284, -0.09050803, 0.23494293, 0.02127147, -0.014160815, 0.16873649, -0.045696944, -0.025910616, 0.10135493, -0.07330387) * g_12; + result += mat4(0.11845643, -0.06579577, -0.10600301, 0.12729774, -0.30510858, 0.0974965, 0.114875704, 0.06391382, 0.14807853, 0.22989006, -0.072495855, 0.1800837, 0.028062822, 0.044472497, 0.27929953, -0.037439365) * g_13; + result += mat4(-0.29070517, 0.2584094, -0.12230044, 0.29064023, -0.23902515, 0.29584745, 0.20774792, 0.41733524, 0.06608569, -0.04484478, 0.15128273, -0.3068231, 0.22654179, -0.080022156, -0.48213294, -0.037669115) * g_14; + result += mat4(0.17929457, -0.073897004, 0.033858683, -0.24681814, 0.38705662, -0.31330046, -0.3057931, -0.30628645, 0.06434401, -0.040364057, -0.30331135, 0.09151124, -0.15681383, 0.29307282, 0.28045842, -0.06732098) * g_15; + result += mat4(0.024120888, 0.06291463, -0.39767843, -0.199806, -0.18294619, 0.44507617, -0.20719141, 0.022910457, -0.04779181, 0.07508541, 0.12258552, 0.019429758, -0.10943762, -0.20337181, 0.072106324, -0.18230085) * g_16; + result += mat4(-0.010640077, -0.15392596, 0.042594627, -0.0009270454, 0.3621191, -0.28109482, 0.080440365, -0.2073678, 0.052669737, 0.01759761, -0.0909907, -0.0051524066, 0.025632787, 0.15993036, -0.04525641, 0.05836689) * g_17; + result += mat4(0.20725772, 0.05976848, 0.15562478, -0.22970834, -0.006273422, -0.0024398018, -0.15024984, -0.06983079, 0.037917525, -0.06959094, -0.30672732, 0.11463107, -0.103878215, 0.16795799, 0.123742215, -0.076316774) * g_18; + result += mat4(-0.041884482, -0.048946526, -0.040261485, 0.145805, 0.18649343, -0.0044576614, -0.2316234, 0.08005378, 0.13540603, -0.13486005, -0.048867103, -0.039551396, 0.015187719, -0.113004565, -0.09270747, 0.053628337) * g_19; + result += mat4(0.026232086, -0.05916773, 0.09088294, 0.059865057, -0.08295995, 0.04218031, 0.0016741708, 0.08783662, 0.12226684, -0.0601888, 0.14152455, -0.15758237, -0.118071996, -0.053882107, 0.22713134, -0.08549201) * g_20; + result += mat4(0.030266033, 0.08861499, 0.04543061, -0.09845329, 0.29042727, -0.1387298, -0.27544942, 0.06959186, -0.06818984, -0.07793028, -0.26279172, 0.051999256, 0.13853306, -0.028943995, -0.1616878, 0.0055545145) * g_21; + result += mat4(0.06571001, -0.15409341, -0.10983791, -0.10024373, 0.06786836, -0.034203686, 0.06702562, -0.13785091, 0.014078426, -0.118333764, 0.10679032, -0.11793583, -0.17936374, 0.08035579, -0.065410405, 0.012682481) * g_22; + result += mat4(-0.08627442, 0.09910777, 0.06451081, -0.032909464, 0.016304161, 0.11485424, 0.075068, 0.17560685, -0.21859545, 0.03553843, -0.029545823, 0.0020583326, -0.09749895, 0.10549555, -0.13807511, 0.04073702) * g_23; + result += mat4(0.013445668, -0.106096625, -0.14386144, -0.047453087, 0.030295242, -0.07128061, 0.18820919, -0.14116964, -0.08358127, 0.017694646, -0.22504877, -0.0870977, 0.159292, 0.1511803, 0.13363734, 0.059592243) * g_24; + result += mat4(0.09585648, 0.13820451, -0.025589576, 0.14250357, -0.098605, -0.033331417, -0.26585752, 0.046970017, 0.0064765653, 0.15291844, 0.2051226, -0.033412863, -0.15486592, -0.10399778, -0.11634391, 0.00032476272) * g_25; + result += mat4(0.09576212, -0.052482244, -0.11748363, -0.022807717, 0.18996853, -0.119998, -0.11650178, 0.15346055, -0.056865185, 0.17039599, 0.019453784, -0.15516305, -0.07541472, 0.05255179, -0.18442616, 0.13752738) * g_26; + result += mat4(0.08866666, -0.037314344, -0.08462723, 0.01123993, -0.048002165, 0.08966719, -0.008348263, 0.022855654, -0.13039067, -0.026170973, 0.22115219, 0.061224397, 0.16689171, 0.06845198, -0.08873581, -0.050191987) * g_27; + result += mat4(-0.08112671, -0.1593253, 0.19252764, 0.060990997, 0.29255992, 0.2258008, 0.05192984, -0.22563158, -0.005943522, 0.092420675, 0.12934043, 0.1422232, 0.0047882204, 0.034547567, -0.03979875, -0.13211358) * g_28; + result += mat4(0.19852357, -0.09415307, 0.18439335, 0.09917704, -0.0036918402, -0.11341272, 0.14594431, 0.036229003, -0.3779797, -0.1963225, -0.05158393, -0.286296, 0.09826625, -0.11089739, 0.08578653, 0.032530606) * g_29; + result += vec4(0.044129565, -0.091767386, -0.075459845, 0.066399455); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf4 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.064318754, -0.18948539, 0.15593126, -0.06304488, 0.06629931, -0.12705792, 0.06512428, 0.063008524, -0.14651999, 0.097759366, -0.23798478, -0.24931762, -0.08670739, -0.040990945, -0.114390776, 0.023151657) * g_0; + result += mat4(0.016485719, -0.09634283, -0.14198488, -0.04438048, -0.21505983, -0.26128006, -0.04784944, -0.09402356, 0.06304391, -0.15288098, 0.00068967254, 0.068428546, 0.19094922, 0.26162505, 0.012422096, 0.0019210136) * g_1; + result += mat4(0.09429176, 0.17532441, 0.04093382, 0.23090097, -0.039049014, -0.029371511, -0.22049028, 0.087878235, -0.16436112, -0.16126816, -0.13443045, 0.11702453, 0.011557647, 0.0860798, -0.13721867, 0.04339029) * g_2; + result += mat4(-0.13857365, 0.07155365, -0.026300088, 0.030843856, -0.003029181, -0.16634469, 0.009277505, -0.0477318, 0.08176135, -0.025760109, -0.14980459, -0.23881069, 0.04395779, -0.020711109, -0.003765235, 0.16139714) * g_3; + result += mat4(-0.029404152, -0.14717855, 0.08600079, 0.10087113, -0.0015481604, 0.12785077, -0.017091133, 0.11298956, 0.0135069, 0.048736177, -0.16933975, -0.010427592, -0.0710784, 0.035118822, -0.05988874, 0.05704193) * g_4; + result += mat4(0.118158385, 0.05269367, 0.023569904, -0.1657988, 0.046414927, 0.192022, -0.038966145, -0.0991989, 0.052595813, 0.09601838, -0.09776323, -0.10896508, -0.03430822, 0.04195307, -0.03257825, -0.051419284) * g_5; + result += mat4(-0.030581048, 0.17614278, 0.14005136, 0.25032252, -0.041909087, 0.03415134, 0.18558922, -0.013872336, 0.15255652, -0.21187684, 0.14342351, 0.03002535, 0.09936515, 0.07143285, 0.10832944, 0.07492966) * g_6; + result += mat4(0.117437966, 0.20312095, 0.16551267, 0.036241867, 0.15959081, -0.15883422, 0.13650912, 0.13133384, -0.08531496, 0.22273071, -0.09418646, 0.16729115, 0.050657116, -0.15333027, 0.09318966, 0.038184803) * g_7; + result += mat4(-0.18683884, -0.16802727, -0.01640892, -0.033356212, 0.13456257, -0.040969536, 0.12549457, -0.1290507, -0.04681963, 0.040288992, 0.05573994, -0.14020221, -0.08451734, 0.084726095, 0.027533028, -0.062352005) * g_8; + result += mat4(0.16800499, 0.068888284, -0.06970656, -0.11694171, 0.027877143, 0.08590325, -0.41597658, 0.19020869, 0.18468907, 0.10396149, 0.2688539, -0.051384643, 0.082193665, -0.0061698114, 0.10528453, -0.039762035) * g_9; + result += mat4(-0.13182193, 0.13022594, -0.04265935, -0.031845935, -0.031530503, 0.0028220103, -0.075633064, -0.038005225, 0.08944671, -0.038589507, 0.1264931, 0.04362325, -0.017746134, -0.074040845, 0.22195354, 0.02025781) * g_10; + result += mat4(-0.010372041, -0.054928456, -0.11535243, -0.08789095, -0.25536317, -0.14206916, -0.18415648, 0.20086259, -0.08668259, -0.06832273, 0.00049483957, 0.0037794516, 0.022831686, 0.11659795, -0.06669702, -0.19588953) * g_11; + result += mat4(-0.28961572, -0.4749287, -0.028464912, 0.052383482, -0.22320336, 0.24375547, -0.12413771, 0.13081387, -0.1111063, -0.07677365, -0.07474673, 0.13839811, 0.13673459, 0.008945309, -0.16129646, 0.083366215) * g_12; + result += mat4(0.29712868, 0.29954886, 0.096922785, 0.16342036, 0.087328605, -0.31575698, 0.033533126, -0.01676748, -0.05085677, 0.10915346, -0.009143204, -0.08164666, 0.02106476, -0.08223177, -0.13560964, -0.06952909) * g_13; + result += mat4(0.12253968, 0.10194223, -0.18962221, -0.019411137, -0.02967273, 0.07758143, 0.11593596, 0.0006656379, 0.4334612, -0.23675393, -0.10674996, 0.07835363, 0.10412569, 0.08455689, -0.036294702, -0.14943564) * g_14; + result += mat4(-0.08402736, -0.19991463, 0.18588512, 0.07676709, 0.07191373, -0.07213601, -0.1128286, 0.053900886, 0.24843894, 0.15576254, 0.11854475, -0.26013455, 0.06444892, -0.105995424, -0.02662165, 0.23990677) * g_15; + result += mat4(-0.048506703, -0.0874562, 0.09056293, 0.079049595, -0.27113122, 0.042350817, 0.08988192, -0.3137793, 0.0747184, 0.032512806, 0.017864892, 0.14460078, -0.03651161, 0.074389, 0.24303643, -0.099042624) * g_16; + result += mat4(-0.007119913, 0.09615741, -0.03428203, 0.33762857, 0.065405674, -0.49520698, 0.13928282, 0.36657473, -0.023395495, -0.039354183, 0.11659457, -0.07508826, -0.086808786, 0.037178524, -0.08136895, 0.14095466) * g_17; + result += mat4(0.13255325, 0.05039712, -0.1868099, -0.09327347, 0.24704066, 0.18458563, -0.096471004, -0.18579604, 0.01985749, -0.01758252, 0.3442843, 0.053911295, -0.048990734, 0.14512312, 0.068960086, -0.21552262) * g_18; + result += mat4(-0.05009779, -0.07166913, -0.0064091743, 0.12607603, 0.22009291, -0.12833357, 0.07912463, 0.24400796, 0.07644523, -0.09144226, -0.04527602, 0.023284711, 0.14405306, 0.06575743, 0.02459841, -0.025973033) * g_19; + result += mat4(0.008448822, 0.054047976, 0.0909093, 0.037993927, -0.05116312, -0.2986432, -0.07816385, 0.024441332, -0.14043695, 0.027960885, -0.14233884, -0.1725978, 0.048629027, -0.04404273, -0.3075077, 0.06929521) * g_20; + result += mat4(0.093220495, -0.055684812, -0.055064965, 0.028901886, 0.19592312, 0.1363604, 0.076918535, -0.19113176, 0.36366606, -0.013933859, 0.03314929, -0.03575491, 0.07210199, 0.106656946, 0.15615965, -0.19988714) * g_21; + result += mat4(0.12586692, -0.013626416, -0.02413242, 0.0756625, 0.09772758, -0.09996077, -0.008041489, 0.1159643, 0.1241683, 0.14317046, -0.0932358, 0.31132537, -0.0020806575, 0.020223314, -0.2438224, 0.06940367) * g_22; + result += mat4(-0.0016025436, 0.060878396, 0.17611162, -0.100864336, 0.028983932, 0.09252143, 0.10481248, -0.06146908, -0.31934208, -0.13838133, 0.13185565, -0.035758033, -0.13044602, 0.10710358, 5.8081503e-05, -0.00454267) * g_23; + result += mat4(-0.059576258, 0.06968948, -0.008232615, -0.06129336, -0.08833713, -0.054481387, -0.004371116, -0.1964046, 0.022765493, 0.025811723, 0.0067215296, 0.02305441, 0.10606636, -0.086005725, -0.21056533, 0.12253492) * g_24; + result += mat4(-0.00835301, -0.15535109, 0.12221956, 0.19185501, 0.05132267, 0.16891663, -0.11666316, -0.03017235, -0.13267665, 0.046521697, 0.027762229, 0.059645366, 0.00027471577, -0.11043438, 0.10424315, -0.1086128) * g_25; + result += mat4(0.05075079, 0.019918585, -0.031245248, 0.116343796, -0.15688774, 0.13276225, 0.043608118, 0.038603537, 0.09514637, -0.12972692, -0.15088506, -0.19487189, 0.12054755, 0.014158436, -0.017870666, 0.244829) * g_26; + result += mat4(0.16140082, 0.12640321, 0.1969524, 0.14234789, -0.0387056, -0.16567732, 0.13261116, 0.13626204, -0.08689124, -0.13475373, 0.18032974, -0.034728065, 0.016112087, -0.07409384, 0.009190101, -0.13319102) * g_27; + result += mat4(0.13840085, -0.1503008, -0.28004104, 0.0004458277, 0.085771725, 0.18693484, -0.38570777, -0.0015788627, -0.22876291, -0.05482633, -0.19387709, 0.065617, -0.015152447, 0.11920871, -0.10714691, 0.15455256) * g_28; + result += mat4(-0.44118914, 0.15384102, 0.470851, -0.14082034, 0.30934575, 0.16286017, 0.23737209, 0.035161156, 0.035742745, 0.14005975, -0.103563346, -0.0142445285, 0.1746347, 0.13249661, 0.0984072, -0.23170716) * g_29; + result += vec4(0.023260193, 0.094669305, 0.13180539, 0.011011345); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x120 +//!HOOK MAIN +//!BIND conv2d_21_tf +//!BIND conv2d_21_tf1 +//!BIND conv2d_21_tf2 +//!BIND conv2d_21_tf3 +//!BIND conv2d_21_tf4 +//!BIND conv2d_21_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!SAVE conv2d_24_tf5 +//!WIDTH conv2d_21_tf.w +//!HEIGHT conv2d_21_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_1 (max((conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_21_tf_tex(conv2d_21_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_21_tf1_tex(conv2d_21_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_21_tf2_tex(conv2d_21_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_21_tf3_tex(conv2d_21_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_21_tf4_tex(conv2d_21_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_21_tf5_tex(conv2d_21_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.035401143, 0.11828543, 0.16110167, -0.07777353, -0.075349845, -0.013435769, -0.01727356, 0.033077683, -0.30605403, -0.11320239, 0.18582572, 0.060256433, 0.016494479, 0.14741373, -0.07789023, -0.008053446) * g_0; + result += mat4(-0.09569302, -0.114564046, 0.042041153, 0.22988442, -0.19345377, -0.13841586, 0.19079803, 0.064525254, -0.24899781, -0.21335086, -0.040545136, -0.06732098, -0.054337524, -0.16457275, -0.09898493, 0.076531336) * g_1; + result += mat4(0.14414783, -0.09589099, -0.018284459, 0.006014089, -0.14312598, 0.07321137, 0.16399357, 0.120017864, -0.09322919, 0.22950031, 0.034323998, 0.22690134, -0.12497395, 0.026865529, 0.045670614, 0.02153663) * g_2; + result += mat4(-0.0885093, -0.20960386, 0.09523425, -0.001182881, -0.13660184, -0.0988858, -0.10529192, 0.151602, -0.019795151, -0.0056292973, -0.090651646, -0.058967516, -0.034077972, -0.087830566, 0.06904268, 0.01972361) * g_3; + result += mat4(-0.041968595, 0.07223882, 0.028611, -0.05274203, 0.09716402, 0.14615181, -0.008819137, 0.19477727, -0.22391073, -0.188192, -0.23159504, -0.0659422, 0.038915258, 0.06506808, 0.026602015, 0.106757455) * g_4; + result += mat4(-0.03167345, 0.09288782, 0.06510763, -0.1371696, 0.0670977, 0.13643882, -0.16221057, 0.007994042, 0.12745698, -0.13189419, 0.18003656, -0.19340996, 0.054663222, 0.064832725, -0.11706334, 0.03498881) * g_5; + result += mat4(0.054250732, 0.050205093, -0.094529144, -0.073639154, -0.104345, -0.16036876, -0.116890386, -0.019142069, 0.11151763, 0.024416454, -0.21662898, -0.24609119, 0.012618986, -0.050505374, -0.05748476, -0.03385181) * g_6; + result += mat4(0.07575929, 0.20168582, 0.07593563, -0.120610684, 0.39353558, 0.092859395, -0.09407357, 0.11197022, 0.092431, 0.17169674, -0.052467786, -0.12509912, -0.04317581, 0.15022431, 0.053311728, -0.07824366) * g_7; + result += mat4(-0.19801709, 0.19595057, -0.03813935, 0.15429677, 0.043275412, -0.055777457, 0.051823862, -0.12536551, 0.054815408, -0.07399522, 0.111323185, -0.11293141, 0.112620935, 0.0036300484, -0.058666084, 0.0770841) * g_8; + result += mat4(0.055198528, 0.053080693, -0.07051254, 0.01369659, -0.064398214, 0.21947123, 0.25785065, 0.25085342, -0.18726042, -0.1834884, -0.05625831, -0.14207363, -0.08842582, -0.17124884, 0.017937114, 0.064309366) * g_9; + result += mat4(0.15159117, 0.07519266, -0.15370396, 0.042692114, -0.24344702, 0.09258916, -0.11990244, -0.17198385, 0.18952729, 0.1369525, 0.0025766129, 0.0012663774, 0.12561531, -0.14913428, 0.18643859, -0.29388568) * g_10; + result += mat4(-0.1093067, -0.12366066, -0.17348427, -0.007389768, -0.073157415, -0.060100462, 0.15647408, 0.09652795, -0.23171946, -0.13775213, -0.13687882, -0.030829927, -0.021940507, -0.0020031824, 0.028924773, 0.03574328) * g_11; + result += mat4(0.05167366, -0.097687796, -0.015811214, -0.03937127, 0.06846119, -0.020211786, 0.08710146, -0.098835036, 0.18396588, 0.31018186, -0.14081873, 0.16264582, -0.12390926, -0.20042141, 0.06262468, -0.10123357) * g_12; + result += mat4(0.24855806, 0.2536586, -0.06454596, 0.119326875, 0.12777822, 0.16621375, 0.124711774, 0.12201052, -0.012619612, -0.15139428, 0.24413742, -0.07166333, -0.07884437, 0.23534073, -0.024630731, -0.004739806) * g_13; + result += mat4(-0.14524974, 0.16234787, -0.3117823, -0.09532448, -0.38612852, 0.21183789, -0.024396734, 0.17140463, 0.27414736, 0.18016195, -0.18706764, -0.26449355, -0.19747467, -0.26563227, 0.06794068, -0.08063504) * g_14; + result += mat4(0.23652636, -0.21808079, 0.14081404, -0.08695713, 0.35874066, -0.3812793, -0.0042363345, -0.14822814, -0.7956462, 0.02542554, 0.18249872, 0.22436006, 0.04767605, 0.12073363, -0.13262282, -0.13139577) * g_15; + result += mat4(-0.052691665, 0.20573047, 0.091659784, 0.11605743, -0.49105322, -0.4048146, -0.15038882, 0.038508125, 0.08319267, -0.13713421, 0.19062464, -0.08124661, -0.27485934, 0.015815433, -0.021215012, 0.013882374) * g_16; + result += mat4(0.13657252, -0.117852926, -0.2632923, 0.20954777, 0.16333477, 0.35176206, 0.32558918, 0.07111971, -0.19528575, 0.022703214, -0.06283952, 0.0202241, 0.00062078034, -0.23761322, -0.0077519086, 0.25658375) * g_17; + result += mat4(0.020799367, 0.01067424, 0.083184645, -0.14095265, -0.037889767, 0.0034220286, 0.066995576, -0.05181846, 0.17500187, 0.034532286, -0.0034174314, 0.03789843, -0.043532915, -0.13418876, -0.2510271, -0.09374864) * g_18; + result += mat4(-0.13373125, -0.11939298, -0.18171094, -0.04362375, -0.09802522, 0.16033037, 0.033167798, 0.19249743, -0.09332724, -0.2715352, -0.016817318, -0.014301543, 0.20644864, -0.028817968, 0.362786, 0.14023119) * g_19; + result += mat4(0.09587087, 0.0074727098, 0.116851576, 0.023743093, -0.046995968, -0.069463834, 0.13753393, 0.17122227, -0.025173381, 0.13880321, 0.16658309, -0.022459678, -0.31136268, -0.027422085, -0.109531336, 0.18219715) * g_20; + result += mat4(-0.08894726, 0.19153637, -0.08311822, -0.074581176, 0.14477897, -0.21017817, 0.10784192, -0.16820575, -0.315781, -0.2630948, 0.08973418, -0.064013824, 0.075658046, 0.11888417, 0.13260478, -0.10950925) * g_21; + result += mat4(-0.11899363, -0.14369829, 0.008216912, 0.023432927, 0.06846148, 0.1828149, 0.06274231, -0.15299112, -0.0715763, -0.09635764, 0.13176271, -0.06144056, 0.059470557, 0.17273234, -0.08176308, 0.011923788) * g_22; + result += mat4(0.0061189565, -0.11297907, 0.09527446, 0.0046028066, 0.04282835, 0.055091605, -0.04165817, -0.025770452, -0.145678, 0.15372074, -0.11806497, 0.16658548, -0.10533239, -0.05720886, 0.0138695035, 0.11329029) * g_23; + result += mat4(-0.011732977, -0.12060142, -0.12039149, 0.03636631, -0.036845826, -0.054367594, -0.029417133, -0.17178303, -0.16985205, -0.06948697, 0.15569125, -0.0024068935, 0.17779039, 0.117133036, 0.034714937, 0.011719064) * g_24; + result += mat4(0.19989638, 0.071537495, -0.005817529, 0.024970375, -0.002606085, -0.23609988, 0.08164997, -0.004351663, -0.014960431, 0.021064563, -0.20076638, 0.012635818, -0.10835814, -0.10891674, -0.10495171, -0.1400281) * g_25; + result += mat4(0.22666031, -0.18522328, 0.11348862, -0.09860567, 0.039617456, 0.026495604, 0.1451495, 0.0882103, -0.17118423, -0.20988964, 0.14257617, 0.13353662, 0.026001312, 0.15666062, -0.10690302, 0.13496387) * g_26; + result += mat4(-0.18023312, 0.013624079, -0.059931513, 0.1235221, -0.22089219, -0.040241662, -0.13695398, -0.1404048, -0.052548394, 0.14687216, 0.14727584, -0.007241884, 0.08400108, -0.023925923, 0.004576988, 0.05896513) * g_27; + result += mat4(-0.03961407, 0.06747111, -0.06864713, -0.1582473, -0.13148493, 0.05195487, 0.07935757, 0.00300328, 0.10378651, -0.0113868695, 0.031623606, 0.12116739, -0.04027843, -0.14253578, 0.033800546, -0.44795546) * g_28; + result += mat4(0.13076074, 0.13541101, -0.06876114, 0.06036409, -0.09881141, -0.12100859, -0.14494787, -0.14920674, -0.040267494, -0.103508234, -0.092922576, 0.034120508, 0.17455834, -0.03198111, -0.021821547, 0.1617248) * g_29; + result += vec4(0.01765179, -0.014072011, -0.040658478, 0.06147996); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_24_tf4 +//!BIND conv2d_24_tf5 +//!SAVE conv2d_25_tf +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv2d_24_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv2d_24_tf5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv2d_24_tf_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv2d_24_tf1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv2d_24_tf2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv2d_24_tf3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv2d_24_tf4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv2d_24_tf5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.06166647, 0.09529486, -0.076007046, 0.008835734, -0.022746278, -0.020524498, 0.036484558, -0.18692645, 0.16612884, 0.08695116, -0.03444985, -0.036625423, -0.019618431, -0.2497179, 0.04713828, 0.03941277) * go_0(-1.0, -1.0); + result += mat4(0.051320158, 0.09188963, 0.05934812, -0.028814953, -0.08214986, -0.38381183, -0.21082996, 0.08931178, -0.1478504, 0.050554104, 0.15775944, -0.082824536, -0.09758805, 0.03501315, 0.048326474, 0.20755234) * go_0(-1.0, 0.0); + result += mat4(-0.11912697, -0.1639047, -0.028712267, 0.05257035, -0.057109438, 0.016257055, 0.010102283, 0.02258497, 0.0067762802, 0.06568727, 0.13412032, -0.12839553, -0.0052478323, -0.04582172, 0.046101846, 0.03895225) * go_0(-1.0, 1.0); + result += mat4(-0.2623996, -0.04643623, -0.025350014, 0.11266074, 0.31318957, -0.10205316, 0.20703012, -0.09878432, 0.050212078, -0.041905947, 0.1928805, -0.081413575, 0.029278766, -0.05722498, 0.23603556, -0.02379054) * go_0(0.0, -1.0); + result += mat4(-0.07829222, -0.014891703, -0.02923015, -0.04891082, -0.07685137, 0.13036327, -0.2605194, 0.18862042, -0.032530565, -0.078955844, 0.2125311, -0.06390657, 0.074358515, -0.0944192, 0.04031576, -0.24017791) * go_0(0.0, 0.0); + result += mat4(-0.095015146, 0.08709823, -0.085220866, 0.101875454, -0.21940547, 0.095429935, 0.017325258, -0.26081812, 0.06708058, 0.13191286, -0.24980421, -0.036090303, 0.053236503, -0.11681413, 0.06696659, 0.25558624) * go_0(0.0, 1.0); + result += mat4(-0.057251945, -0.15470527, 0.097741194, -0.0055207037, 0.13810219, -0.098230235, -0.08999586, 0.022224225, 0.09270033, 0.046485137, 0.019203654, -0.019220348, 0.06337505, 0.006301626, -0.04131858, 0.05920149) * go_0(1.0, -1.0); + result += mat4(-0.20077895, -0.060091857, -0.012030675, -0.14897619, -0.12295632, -0.0979341, 0.14699385, -0.05202889, 0.124067515, -0.083887726, 0.17461719, 0.15780336, 0.15766764, 0.04728613, -0.10863424, 0.043001574) * go_0(1.0, 0.0); + result += mat4(-0.12690245, 0.035600208, -0.025356498, -0.06894206, -0.121579856, 0.0327393, -0.113368034, 0.085112944, 0.06670692, -0.09475299, 0.017179368, -0.059762985, 0.021771181, -0.050836626, 0.05944231, -0.011734899) * go_0(1.0, 1.0); + result += mat4(-0.054920316, -0.030304149, -0.11105109, 0.012385413, 0.020577729, -0.008300987, 0.06316654, -0.02620882, -0.034891594, -0.004976834, 0.08395707, 0.035198126, -0.011377179, 0.09300824, 0.048836518, -0.09094534) * go_1(-1.0, -1.0); + result += mat4(-0.1148677, 0.0498467, -0.10771813, 0.03301452, -0.038163044, 0.004233585, 0.0025002265, -0.06302246, 0.019796815, 0.05062893, 0.044480775, -0.031719808, 0.1712331, -0.07693259, -0.022257818, -0.09355782) * go_1(-1.0, 0.0); + result += mat4(0.09685269, -0.05529166, 0.031147264, 0.07655294, 0.041224808, 0.12501086, 0.012886804, -0.031120846, -0.018883346, -0.07191267, -0.02080282, -0.0028901217, 0.06751031, 0.09451318, -0.031583074, -0.09243835) * go_1(-1.0, 1.0); + result += mat4(0.015515191, -0.15584822, 0.08790507, -0.111271165, 0.13384461, -0.020855654, 0.01786342, -0.019626036, -0.021073133, 0.048412234, -0.07784231, 0.00589801, 0.10902915, -0.045021616, -0.025299137, 0.030494161) * go_1(0.0, -1.0); + result += mat4(-0.10588466, -0.0012355493, 0.26903358, 0.099189214, -0.116908744, -0.18496048, -0.063001394, 0.14649987, -0.04212112, -0.058351398, -0.20649049, -0.06755194, 0.042475656, -0.28886446, -0.10462373, -0.19176544) * go_1(0.0, 0.0); + result += mat4(-0.048238985, 0.12038389, 0.05851023, -0.13195232, -0.027325528, -0.05691749, -0.020259382, 0.059841767, -0.04831857, 0.05612525, 0.045930166, 0.103542075, 0.17056717, 0.07153741, -0.0005695847, -0.09222333) * go_1(0.0, 1.0); + result += mat4(-0.015188975, -0.028330345, 0.06475087, 0.039649922, 0.08015208, -0.03343779, -0.09342346, 0.027704729, -0.01873157, -0.017396448, -0.05463655, -0.036627814, 0.065141775, -0.009173005, -0.027537009, -0.03491342) * go_1(1.0, -1.0); + result += mat4(0.16886939, -0.016664919, -0.05489729, -0.0646156, 0.07947758, 0.070160225, -0.054875035, 0.07487143, -0.0018300108, 0.14340875, 0.019120038, -0.14778864, 0.02120198, 0.20431966, -0.057769198, -0.063412786) * go_1(1.0, 0.0); + result += mat4(-0.059609845, -0.044698156, -0.11887421, -0.053155288, 0.11937625, -0.011380284, 0.035726782, -0.0032809346, -0.02390899, 0.028173469, 0.11605503, 0.042460438, 0.04107498, -0.025382359, 0.0055907466, -0.060491074) * go_1(1.0, 1.0); + result += mat4(0.13950574, -0.031398408, 0.05869317, -0.0041932254, -0.08233649, 0.04118637, -0.034838192, 0.030280882, -0.10698509, -0.009384861, 0.022907369, 0.03362852, -0.049687177, 0.010223036, -0.025809834, -0.05944809) * go_2(-1.0, -1.0); + result += mat4(0.013511201, 0.12180669, 0.0092064915, 0.0680192, -0.07001209, 0.19408299, -0.024325037, -0.035347454, 0.09694826, -0.13425222, 0.036686067, 0.051675696, 0.0067466674, 0.039925743, -0.013616589, 0.09895118) * go_2(-1.0, 0.0); + result += mat4(0.022670267, 0.11051658, 0.01280793, -0.00506743, 0.13905488, -0.037899602, 0.0116324285, -0.11736314, -0.12509562, -0.13450992, 0.044298768, 0.07256763, -0.034111246, 0.031499702, -0.024342692, -0.04012807) * go_2(-1.0, 1.0); + result += mat4(-0.054806143, -0.039433837, 0.20688836, -0.06932758, -0.055505864, 0.033591345, -0.011807642, 0.13377409, 0.013202392, 0.030601578, -0.044044554, 0.019092588, 0.15104452, -0.04736436, 0.07933319, 0.0808442) * go_2(0.0, -1.0); + result += mat4(-0.08120661, 0.096976824, 0.035287824, -0.07752623, -0.1088452, 0.009262103, -0.06772187, 0.0851409, 0.10140327, 0.17055623, -0.16858724, -0.020316882, 0.05838598, 0.09759389, -0.08185687, -0.15058544) * go_2(0.0, 0.0); + result += mat4(-0.07288273, 0.048684817, -0.050840862, -0.07740546, -0.0293663, -0.011155543, -0.018436499, -0.09088947, -0.13848811, 0.16170098, 0.047927193, 0.04666957, 0.092211105, -0.016306465, 0.00071041065, 0.14366496) * go_2(0.0, 1.0); + result += mat4(0.0010082172, -0.06622412, 0.032247175, -0.06717882, -0.0640833, -0.051457766, -0.052786853, 0.09610263, -0.016265746, -0.10230698, -0.09378997, 0.032618906, 0.13324349, 0.042409174, -0.080133736, -0.1741766) * go_2(1.0, -1.0); + result += mat4(-0.056840084, -0.106264874, -0.0022399705, 0.033432458, -0.012551941, 0.03538272, -0.029066289, 0.026861634, 0.06871675, 0.039153498, 0.20519088, -0.145508, -0.023353614, 0.12257076, -0.10474505, -0.0018490221) * go_2(1.0, 0.0); + result += mat4(-0.113193035, 0.07080721, 0.01030223, 0.006177725, 0.075466745, 0.04482333, -0.07071907, -0.016957464, -0.07380668, 0.036033623, -0.004883166, -0.024313578, 0.04330381, -0.03380222, 0.047028575, -0.055949286) * go_2(1.0, 1.0); + result += mat4(0.0065355953, -0.106070854, 0.046797846, 0.054897975, -0.073402844, -0.026886068, 0.07788056, -0.0063465633, 0.02009201, 0.0532501, -0.21889481, 0.028795658, -0.06233731, -0.031046558, 0.02490095, 0.060170352) * go_3(-1.0, -1.0); + result += mat4(-0.03175583, 0.13402268, -0.06509575, 0.05536282, -0.043879837, -0.017241556, -0.14183941, -0.10554382, 0.23820382, 0.05799508, -0.04913701, -0.17487198, -0.0036701688, 0.19644801, 0.09490716, -0.096341126) * go_3(-1.0, 0.0); + result += mat4(-0.019748677, 0.06276037, -0.0710753, 0.021939961, 0.023091486, -0.010296817, -0.013234315, -0.070667446, -0.043426152, -0.12873076, -0.10405566, -0.13278995, -0.07841859, -0.09935093, 0.16365989, -0.10874392) * go_3(-1.0, 1.0); + result += mat4(0.0034429682, 0.0777451, -0.20297584, -0.034304563, -0.20821045, -0.06967927, 0.0069935727, 0.06818987, 0.11493428, -0.13941486, 0.09426282, 0.113237746, -0.18580022, -0.14258705, -0.08273845, 0.10751073) * go_3(0.0, -1.0); + result += mat4(-0.21328938, -0.012580941, -0.1820024, -0.08053879, 0.07931148, -0.03035549, -0.0114164995, 0.030046796, 0.040258206, 0.058445115, 0.087784424, -0.05276828, -0.05584388, 0.05649799, 0.10458559, 0.117295496) * go_3(0.0, 0.0); + result += mat4(0.0004067625, 0.009013988, -0.11189667, 0.18077454, 0.044584297, -0.0075380174, 0.027782472, 0.023007099, -0.15650754, -0.0016945648, -0.117185384, -0.12843834, -0.21347368, -0.06306287, -0.038481444, -0.04364172) * go_3(0.0, 1.0); + result += mat4(-0.012604359, -0.1458971, 0.0025814052, -0.10555279, 0.08536396, 0.056438394, -0.073529385, 0.11475026, 0.04129833, 0.038889654, -0.050739683, -0.10685405, -0.17847179, -0.023147365, -0.021397736, 0.012562349) * go_3(1.0, -1.0); + result += mat4(0.061623327, 0.032743514, -0.092126705, -0.009911827, 0.11853501, -0.04201077, -0.06540546, -0.0004200978, 0.36105943, -0.013727552, 0.15243492, -0.37710276, -0.16434546, 0.0027665482, 0.09155056, -0.05159514) * go_3(1.0, 0.0); + result += mat4(0.063556105, -0.038802505, 0.098308414, -0.022572387, 0.01916856, -0.046118446, -0.023157543, -0.0030076469, 0.006978761, -0.07691966, 0.049419176, -0.014772799, -0.13417888, -0.09242537, 0.06894446, -0.07848624) * go_3(1.0, 1.0); + result += mat4(0.01280834, -0.052721504, -0.01706708, 0.0028470804, 0.020805791, 0.006617784, -0.010675241, -0.017558832, -0.09362381, 0.0043864, -0.035955433, 0.001065764, 0.058542565, -0.032927778, 0.07916248, -0.03997376) * go_4(-1.0, -1.0); + result += mat4(0.060645532, 0.104732536, 0.11815832, 0.05011748, 0.0055031423, 0.20799986, -0.050977442, -0.21806534, -0.00055571686, -0.21356145, -0.0147209745, 0.072338395, 0.11485665, -0.022358414, -0.01575413, 0.11097265) * go_4(-1.0, 0.0); + result += mat4(-0.07599235, -0.070393614, -0.042556494, -0.027536979, 0.03244002, -0.009717755, -0.10595384, -0.05508222, -0.060975544, -0.033835378, -0.08520762, 0.1234127, -0.04340964, 0.029099535, -0.055060316, 0.10189488) * go_4(-1.0, 1.0); + result += mat4(-0.11586163, -0.10339468, 0.018628253, 0.11294932, -0.08137997, -0.12097089, -0.004096637, -0.15007496, -0.11381295, -0.11907909, 0.0019885178, -0.06317762, 0.082184374, 0.16213977, 0.17092547, 0.05194319) * go_4(0.0, -1.0); + result += mat4(0.015809923, 0.031414498, 0.06770427, -0.040179458, 0.009551585, -0.03656711, -0.015123795, 0.2606833, 0.12001062, -0.09206469, 0.05211573, -0.10032222, -0.066903725, -0.10153829, 0.006569603, 0.15233746) * go_4(0.0, 0.0); + result += mat4(-0.13016693, -0.05837558, 0.03728972, 0.013845801, -0.0963519, 0.043406032, -0.11162186, 0.17593586, 0.16878426, -0.023199903, 0.018601537, 0.064760186, -0.02338956, -0.030894913, -0.023887586, 0.09656904) * go_4(0.0, 1.0); + result += mat4(0.046886213, 0.059098363, 0.117162004, -0.019554192, 0.06123918, -0.03775235, -0.17667934, -0.020468798, -0.10859388, 0.0027064981, 0.032114375, -0.08948968, 0.022602081, 0.019939497, -0.035069417, -0.017369915) * go_4(1.0, -1.0); + result += mat4(0.05927567, -0.04385093, 0.029050631, -0.0122622885, 0.124886535, -0.047030345, 0.12648477, 0.21384676, 0.06860462, 0.11381426, -0.20935951, 0.03660723, 0.07183579, -0.0505358, -0.13215779, -0.09444421) * go_4(1.0, 0.0); + result += mat4(0.12360126, -0.01841402, -0.019791638, -0.009799932, -0.0067030676, 0.077652015, -0.09030087, -0.05485269, 0.10192293, -0.026423357, 0.024067886, 0.010795157, 0.05065528, -0.021747395, 0.11369635, 0.071461305) * go_4(1.0, 1.0); + result += mat4(-0.15664753, -0.3001536, -0.03629498, 0.060492914, 0.009496274, 0.028094364, -0.009191958, -0.0577588, -0.06539721, -0.011572763, -0.15954313, 0.102323525, -0.05494961, -0.0023975812, 0.040828995, -0.051322095) * go_5(-1.0, -1.0); + result += mat4(0.12627518, 0.18399099, 0.16070911, 0.16220057, 0.057850912, 0.04689522, -0.075267516, -0.022188958, 0.16158912, -0.11660483, 0.045059294, 0.06380398, 0.025790306, -0.008863167, -0.08780004, -0.06612076) * go_5(-1.0, 0.0); + result += mat4(0.14227939, -0.027410321, 0.13737302, -0.12113999, 0.029474085, 0.00757624, 0.019095859, 0.12143887, 0.060082193, 0.1189196, -0.06993007, 0.03063737, 0.047921035, 0.01861652, -0.03395391, -0.08596215) * go_5(-1.0, 1.0); + result += mat4(-0.13546674, -0.095134504, 0.13793515, 0.14019996, -0.076285966, -0.07444076, 0.08611525, -0.094507635, 0.010120621, 0.022456804, 0.0432159, 0.05690138, -0.041333348, 0.112625234, -0.07680725, -0.057620674) * go_5(0.0, -1.0); + result += mat4(-0.0306885, -0.1369895, -0.095055066, -0.16577624, -0.14029223, -0.2401948, 0.09099631, 0.1894274, 0.091891415, 0.18598725, -0.016354626, 0.073076904, -0.13816236, -0.050228953, 0.09365188, 0.2218683) * go_5(0.0, 0.0); + result += mat4(0.2252823, 0.24741633, -0.062608674, -0.049572356, 0.13114338, 0.027443433, 0.05400542, -0.13648489, -0.04472984, -0.0016671685, 0.048863463, -0.11504105, -0.06100274, -0.0878448, -0.06880304, 0.053783167) * go_5(0.0, 1.0); + result += mat4(-0.10332402, -0.055568, -0.008943689, 0.052060086, 0.13946952, 0.07737958, -0.013550045, 0.12413722, -0.08039647, 0.06550823, -0.009702849, -0.07330266, 0.041070487, -0.029019738, 0.17718314, -0.047616117) * go_5(1.0, -1.0); + result += mat4(-0.007685302, -0.05005613, -0.16978261, 0.1673353, -0.01058089, -0.009134079, 0.056686405, -0.032724455, -0.23283169, -0.015320123, -0.07628575, 0.1583336, 0.10090872, -0.08577921, 0.009976957, -0.08556881) * go_5(1.0, 0.0); + result += mat4(-0.069601454, -0.16285476, -0.14907263, 0.008809696, -0.090793215, 0.040755514, -0.052355014, 0.059863154, -0.09268102, 0.061798856, -0.06748168, 0.11184569, 0.033429194, -0.016948707, 0.04313349, -0.040461414) * go_5(1.0, 1.0); + result += mat4(0.19497512, -0.0467561, 0.023610603, -0.06681841, -0.062420018, -0.1856033, -0.052360386, 0.03759329, 0.021207232, -0.018927721, -0.004877006, -0.119918, -0.038005788, 0.03264522, -0.045749072, -0.10774479) * go_6(-1.0, -1.0); + result += mat4(0.03304711, -0.10518301, 0.047590237, 0.15113771, -0.038459413, 0.033557326, 0.04411137, -0.0009139046, 0.04881818, 0.014962995, 0.07928227, -0.04755859, -0.11342892, -0.13751194, 0.008316373, -0.025914624) * go_6(-1.0, 0.0); + result += mat4(-0.011008603, 0.045551877, -0.0081338845, -0.047599968, -0.041662537, 0.0406822, -0.05794957, -0.004118748, 0.09639767, 0.034570917, 0.004335613, -0.072743304, -0.06002741, -0.027849816, 0.010462201, 0.07306804) * go_6(-1.0, 1.0); + result += mat4(0.038866248, -0.08543851, -0.11141201, -0.005390378, 0.0561201, 0.10566394, -0.18883973, -0.20431116, -0.0900862, 0.14404656, -0.035239823, 0.11301996, 0.16515182, -0.050829098, -0.031654615, -0.27990615) * go_6(0.0, -1.0); + result += mat4(-0.007277367, 0.12595385, -0.11913772, 0.046281498, 0.028128926, 0.072584935, 0.23264836, 0.07615621, -0.002138678, 0.041904695, 0.0031731776, -0.050394382, -0.07322431, -0.06341686, -0.20411542, 0.14221752) * go_6(0.0, 0.0); + result += mat4(0.031282783, 0.040795453, 0.208459, 0.049378183, -0.015543645, -0.04021312, 0.007385161, 0.12940495, 0.037410237, -0.014123586, 0.04817765, 0.2954283, 0.02939279, 0.073805846, 0.07340725, 0.053781614) * go_6(0.0, 1.0); + result += mat4(0.14374124, 0.019307, 0.089477286, -0.07718816, -0.07112429, 0.004047335, 0.13103326, -0.16484602, -0.03885213, 0.0077970796, 0.0064952304, 0.051825427, 0.0664705, 0.020351974, 0.029119588, -0.15641749) * go_6(1.0, -1.0); + result += mat4(-0.05202113, -0.054551017, 0.33602884, 0.048029248, -0.043523017, 0.044123486, -0.018491492, -0.09169264, -0.013394848, -0.06573222, 0.13456802, -0.1149609, -0.044688087, -0.00718599, 0.1767986, -0.053084526) * go_6(1.0, 0.0); + result += mat4(0.07546729, -0.032875005, 0.042173672, 0.05048262, 0.01590828, -0.09853918, 0.06093201, -0.002626066, -0.03542386, -0.15628773, 0.060038045, 0.12942557, -0.0070227217, -0.03641083, 0.10482737, 0.025141418) * go_6(1.0, 1.0); + result += mat4(0.016529802, 0.0043892316, -0.10654008, -0.024906425, 0.063835494, 0.062191088, -0.03386337, -7.391122e-05, 0.017360928, -0.081854485, -0.049970977, -0.18043153, 0.07422766, -0.052274927, -0.10796201, 0.02522134) * go_7(-1.0, -1.0); + result += mat4(-0.13193989, -0.39976606, -0.08711887, 0.11760426, 0.0400159, 0.04344605, -0.025972437, 0.017632293, -0.08930181, -0.06918609, -0.100745395, 0.12591058, 0.047575995, 0.20105389, 0.15187413, 0.14879894) * go_7(-1.0, 0.0); + result += mat4(-0.092015155, 0.046027385, -0.06561636, -0.024732815, -0.13749364, -0.11767722, -0.081770845, 0.08132994, 0.059361424, 0.08782322, 0.069658145, -0.016498579, 0.06615127, -0.04983712, -0.072412446, -0.041010287) * go_7(-1.0, 1.0); + result += mat4(0.24117598, -0.027253859, 0.105331935, 0.0037912133, -0.05223233, -0.075537495, 0.02798587, 0.11465205, -0.029297842, 0.04478198, 0.08314539, -0.26526174, 0.020445049, -0.0023376262, -0.04505236, -0.0006044712) * go_7(0.0, -1.0); + result += mat4(0.09227631, 0.13715367, -0.056893453, -0.052973308, 0.40374655, -0.08798927, 0.058961708, -0.19479023, -0.086991675, -0.1769822, -0.07190271, 0.15482901, 0.09349237, 0.1288526, -0.11294257, 0.25005454) * go_7(0.0, 0.0); + result += mat4(0.07191734, 0.027553475, -0.06921294, -0.29639876, -0.09307168, 0.031660758, 0.0066143875, -0.010571511, 0.16258438, -0.023288634, -0.008395366, -0.00199625, -0.0017766656, 0.033006024, 0.007838229, -0.0069438727) * go_7(0.0, 1.0); + result += mat4(-0.21871254, -0.18168172, -0.13938524, 0.11240828, -0.0069276206, 0.06823823, 0.07300479, 0.13021785, 0.05081249, 0.094866015, -0.032590266, -0.00373966, 0.06404947, 0.020337617, 0.05815261, 0.05636723) * go_7(1.0, -1.0); + result += mat4(-0.14583783, 0.13061316, -0.16108353, 0.07912993, 0.10734204, 0.058502458, 0.17339855, -0.016800068, 0.015104513, -0.08744899, 0.03314292, 0.00884198, 0.012148305, -0.13259661, -0.0024382567, 0.09106286) * go_7(1.0, 0.0); + result += mat4(0.011463585, 0.030946795, -0.011552501, -0.035901964, -0.041020002, 0.09250339, -0.020290852, 0.024048228, 0.05744567, 0.026032735, -0.073170856, -0.104456924, 0.071367934, 0.003912922, 0.025425302, 0.047988683) * go_7(1.0, 1.0); + result += mat4(-0.22191837, -0.2257593, -0.15251155, 0.07586268, 0.06943342, -0.007574967, 0.19480947, -0.02960502, 0.20693396, 0.12508106, 0.079586156, -0.06614329, 0.10324912, -0.011199283, -0.032664742, 0.01517784) * go_8(-1.0, -1.0); + result += mat4(-0.16461048, -0.14455634, -0.07863425, 0.10448297, -0.16391546, -0.3440858, 0.061637916, 0.10821992, -0.11559868, -0.124102026, -0.07010831, -0.043542713, 0.005122282, -0.22303511, 0.10319967, 0.11136304) * go_8(-1.0, 0.0); + result += mat4(-0.085814305, 0.0671181, -0.09666471, 0.0709856, -0.08612543, 0.06824724, -0.02760584, 0.120118774, 0.025091501, 0.1524465, -0.08756672, 0.03332349, 0.037369296, -0.019516885, 0.08425569, -0.048828572) * go_8(-1.0, 1.0); + result += mat4(-0.14368273, -0.061557032, 0.059682447, 0.038857657, -0.09985489, 0.13392676, 0.09205029, -0.08138969, 0.06367527, 0.08306289, 0.051590085, 0.009205435, 0.11429562, -0.03924382, -0.103099965, -0.16046633) * go_8(0.0, -1.0); + result += mat4(-0.03116845, -0.161036, 0.16455984, 0.15823524, 0.057797033, 0.10055296, -0.021965846, -0.1707231, -0.1316759, -0.18603332, 0.3289355, -0.17060469, -0.09103268, -0.015564387, -0.0051795538, 0.004206438) * go_8(0.0, 0.0); + result += mat4(0.090225436, -0.06456529, 0.0039322153, 0.13748786, -0.00029579244, 0.05173729, -0.012565472, 0.014817849, -0.15867415, -0.1161162, -0.067584015, -0.04968183, -0.010860482, -0.03713543, -0.045595832, -0.023706641) * go_8(0.0, 1.0); + result += mat4(-0.05970663, -0.027418336, 0.11284707, 0.101240784, -0.07298847, 0.11284481, -0.0078089354, 0.06006012, -0.16067922, 0.07320997, -0.1914743, 0.042251594, -0.048038073, 0.007961409, 0.1175661, -0.09223836) * go_8(1.0, -1.0); + result += mat4(-0.1683908, 0.045841098, -0.09786102, 0.09460191, -0.017222371, -0.035355564, 0.0690435, -0.030392602, -0.27776477, 0.034729514, -0.3573131, 0.19292149, -0.09288385, -0.03694833, 0.19795837, 0.08169002) * go_8(1.0, 0.0); + result += mat4(0.10526859, -0.033842515, -0.00038688057, -0.043641835, -0.03687145, 0.0163753, 0.07397885, -0.025366662, 0.06565965, 0.0792511, 0.03835641, 0.07304188, -0.12286303, -0.006640694, -0.078515835, 0.03172248) * go_8(1.0, 1.0); + result += mat4(0.121351756, -0.0763981, 0.09827231, -0.10602815, 0.04846232, 0.06795368, 0.035164706, 0.055941246, -0.017775094, -0.060437303, 0.04069536, -2.5598622e-05, 0.10354173, 0.03151618, -0.054484546, -0.06755197) * go_9(-1.0, -1.0); + result += mat4(0.052247375, -0.06516116, 0.09588556, -0.003264454, 0.022573326, -0.13400207, 0.1418172, 0.19728236, -0.079901055, -0.13343193, -0.021878898, -0.0290019, -0.09528025, -0.1114056, -0.10429659, -0.16927998) * go_9(-1.0, 0.0); + result += mat4(-0.017356968, -0.00969671, -0.022002133, -0.108752415, -0.06782034, -0.105500594, 0.02407946, 0.18143432, 0.07188958, -0.03473495, 0.08828998, 0.10953856, 0.006947472, -0.03331379, -0.17057602, 0.033569362) * go_9(-1.0, 1.0); + result += mat4(0.10608698, 0.1378534, -0.026160153, 0.039835528, 0.113831565, 0.009820958, 0.07269987, 0.17601271, 0.0034729815, 0.08407026, -0.01897768, 0.05271668, -0.016592437, 0.05929509, -0.15702367, 0.00019891327) * go_9(0.0, -1.0); + result += mat4(-0.0732074, -0.14815444, 0.33618078, 0.024749054, 0.10881424, 0.024599079, -0.21665074, -0.20229015, -0.017055713, 0.11797696, -0.0604084, -0.13081324, -0.007022633, -0.18243237, 9.758133e-05, 0.14844951) * go_9(0.0, 0.0); + result += mat4(0.030599771, -0.14666091, 0.1246702, -0.23767127, -0.1542676, 0.08274036, 0.017111259, 0.17739242, 0.09385083, -0.008990236, -0.008731476, 0.0078490805, 0.10616891, -0.0045042736, -0.015150148, 0.093863346) * go_9(0.0, 1.0); + result += mat4(-0.238582, -0.12888226, 0.062746584, -0.013613244, -0.15023652, 0.00604485, -0.03942331, 0.049745943, -0.03517055, 0.0266165, -0.0053780763, 0.11204057, 0.04067464, -0.010735517, -0.02092895, -0.055166125) * go_9(1.0, -1.0); + result += mat4(-0.21076983, 0.00020977294, 0.057701807, 0.11936158, -0.043244675, 0.15999554, 0.07520316, -0.03134187, -0.047411434, -0.08266884, 0.03400874, 0.058285017, 0.15107161, -0.029803991, -0.061899424, 0.029055532) * go_9(1.0, 0.0); + result += mat4(0.059893206, 0.15408796, -0.06683036, -0.033143673, 0.026131466, 0.046894383, 0.09191239, 0.024258284, -0.035980422, 0.0048372583, -0.053550158, 0.0045745485, 0.103011794, 0.00410687, -0.032758884, -0.026524084) * go_9(1.0, 1.0); + result += mat4(-0.18295364, -0.17585278, 0.17137699, -0.08619195, -0.13111612, 0.051858477, -0.029036282, -0.006265607, 0.11600521, -0.061429944, 0.07723731, 0.025352364, -0.03384655, 0.08169898, 0.011377913, 0.054112416) * go_10(-1.0, -1.0); + result += mat4(-0.0845478, -0.2210954, 0.0278858, -0.12316875, -0.08059248, 0.1765885, 0.0012807783, -0.05785069, -0.16184571, 0.13207576, -0.1969308, 0.085367665, 0.0320036, 0.049941804, 0.0961744, 0.030920865) * go_10(-1.0, 0.0); + result += mat4(0.006473092, -0.28939396, 0.045139372, 0.1506751, -0.039407697, 0.05958992, 0.025343666, 0.013108786, -0.07745663, 0.04343992, -0.014802551, -0.060424045, 0.1636588, 0.0062321406, 0.15372176, -0.09329484) * go_10(-1.0, 1.0); + result += mat4(0.100206874, 0.09197898, 0.09058029, -0.0635527, 0.055971082, -0.051781185, 0.018404432, 0.13257432, 0.24335167, -0.0018386962, 0.013339353, -0.05098463, 0.059486944, 0.009329367, -0.081478484, -0.015244286) * go_10(0.0, -1.0); + result += mat4(0.12779732, 0.089683644, 0.21342328, -0.08844181, -0.2867166, -0.15493292, -0.14888553, 0.16488807, -0.1831781, 0.020893812, -0.10749461, 0.058019836, -0.028827542, 0.0013639918, -0.017985959, -0.18188177) * go_10(0.0, 0.0); + result += mat4(0.29080325, 0.14193642, -0.038238116, -0.18710017, -0.16504124, -0.010206886, -0.11935492, -0.100392096, 0.04072275, 0.033194207, 0.030005952, -0.1253406, 0.15270533, -0.010144447, 0.092550725, -0.019711375) * go_10(0.0, 1.0); + result += mat4(-0.11841741, -0.07162508, -0.061306775, -0.031790234, 0.032855142, 0.0009371411, -0.03394299, 0.13660134, 0.051604748, 0.058614805, -0.010754542, 0.10677512, 0.0937737, 0.03432094, -0.027782435, 0.109737664) * go_10(1.0, -1.0); + result += mat4(-0.14472151, 0.09398292, -0.15900728, 0.05097848, 0.075774, 0.04932654, -0.02454701, -0.08406903, -0.056312535, -0.042069953, -0.071291484, 0.098381884, 0.004548807, 0.05215396, -0.015525509, 0.12574632) * go_10(1.0, 0.0); + result += mat4(-0.11654189, 0.013088836, -0.02402389, -0.036904175, -0.12132315, 0.014733159, -0.028042665, 0.003102871, -0.020543652, -0.020059172, -0.089582056, 0.008796405, 0.02454187, -0.066452146, -0.060199965, -0.02707342) * go_10(1.0, 1.0); + result += mat4(0.05652919, 0.042058658, -0.015599604, -0.05833937, -0.13732237, -0.041316792, -0.07279584, 0.07993067, -0.11355821, 0.054718003, 0.080026165, 0.064056605, -0.035523087, -0.08941014, -0.025958898, 0.061026268) * go_11(-1.0, -1.0); + result += mat4(-0.0058581834, 0.015453918, -0.09214841, -0.022040304, 0.10705177, 0.085769184, 0.113192774, -0.04181053, 0.042530615, 0.16765572, 0.060522784, -0.017345218, -0.044598486, 0.034881953, -0.13498019, 0.23769027) * go_11(-1.0, 0.0); + result += mat4(-0.023105798, -0.020430628, -0.0071207415, 0.006704128, -0.002355791, -0.0752171, 0.061575998, 0.015624271, -0.023365654, -0.1427836, 0.06126982, -0.050201222, -0.06720442, -0.13793977, 0.011413775, 0.058962625) * go_11(-1.0, 1.0); + result += mat4(-0.029752081, -0.0032342975, 0.099601224, -0.08883965, -0.010183654, 0.11812346, -0.109437235, -0.027385335, -0.10880765, 0.026722083, 0.099590175, 0.11692624, 0.1614155, -0.0004482927, 0.057256628, -0.18714856) * go_11(0.0, -1.0); + result += mat4(0.14083168, -0.050669212, -0.007808056, 0.13454509, 0.20497486, 0.004596911, -0.027377158, 0.22557732, -0.029528921, -0.38164106, -0.020178597, -0.1270025, 0.058526114, 0.27948564, 0.00021355593, -0.21633019) * go_11(0.0, 0.0); + result += mat4(-0.1697489, -0.1534659, 0.06745331, 0.06836403, 0.05527775, 0.01585226, -0.008290084, 0.00372169, 0.05588411, -0.07853263, 0.21021011, -0.10604325, 0.0037866917, 0.23453033, -0.034253817, 0.20989835) * go_11(0.0, 1.0); + result += mat4(0.046102192, -0.0130096115, 0.021954251, -0.108732164, 0.04381521, -0.032636926, 0.080669895, -0.08031942, -0.08951513, -0.02696031, 0.0046885624, -0.022610806, -0.099242695, 0.032632332, -0.0016390269, -0.07711874) * go_11(1.0, -1.0); + result += mat4(-0.044159513, 0.07067756, 0.094432525, -0.17828992, -0.12117777, -0.013418155, -0.007921758, -0.02032334, 0.07187493, 0.18236518, -0.037667807, -0.099229, -0.15891619, 0.09857986, 0.0473225, -0.14218943) * go_11(1.0, 0.0); + result += mat4(0.05981301, 0.028920583, 0.07183061, -0.0028005976, -0.04035995, -0.037211154, -0.04457544, -0.0063461177, 0.10543609, -0.07223556, -0.0030153142, -0.22591156, 0.022075815, 0.0039744987, 0.010785018, 0.057664506) * go_11(1.0, 1.0); + result += vec4(0.00025627183, -0.015120007, 0.01494957, -0.053881075); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x128 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_24_tf4 +//!BIND conv2d_24_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv0ups +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_30 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_31 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.10379351, 0.18366472, -0.014283382, 0.037760813, -0.19799379, -0.0018981653, -0.059591044, 0.13041328, 0.022382444, 0.08731348, 0.059271958, 0.03694388, 0.038578022, -0.15092373, -0.2403975, 0.15757182) * g_0; + result += mat4(-0.13118985, 0.09737578, 0.04058633, 0.15121624, -0.050244283, -0.058344584, 0.056500804, -0.025770865, -0.005228628, -0.12770256, 0.21192689, -0.12730236, 0.07307438, 0.089528576, -0.14202845, 0.16739286) * g_1; + result += mat4(-0.09291285, 0.049908094, -0.08641805, -0.0994023, -0.13827445, 0.06629267, -0.012042626, 0.14321536, -0.20399944, -0.09279058, 0.08082924, 0.22459853, 0.101080395, -0.03917803, -0.0055141104, -0.056043904) * g_2; + result += mat4(0.09961629, 0.018202445, 0.070070334, -0.08061635, -0.025480092, 0.07361016, -0.09318115, 0.0467741, -0.08614961, -0.2969266, -0.044264156, -0.034117006, 0.0013521328, 0.14935707, -0.11521471, -0.18149963) * g_3; + result += mat4(-0.02796338, 0.07482737, 0.077914014, 0.008720861, 0.113995664, -0.16486213, 0.02044073, -0.26344302, -0.022359366, 0.10770358, -0.28904364, 0.1708076, 0.048541255, 0.056811094, 0.009464462, -0.15483724) * g_4; + result += mat4(0.21674214, -0.056123927, 0.026049627, -0.24166808, 0.106360875, 0.13033913, 0.06690134, -0.102156475, -0.2146559, 0.043410923, 0.052054137, 0.07441795, -0.19243327, 0.080124944, 0.050383605, -0.031940952) * g_5; + result += mat4(0.15253735, -0.14331368, 0.11689908, 0.19804358, 0.09282296, 0.13205051, 0.01873634, -0.16300555, 0.0960226, -0.16211699, 0.108940765, -0.0054207807, -0.10787891, 0.12311903, 0.15282704, 0.02691786) * g_6; + result += mat4(-0.060586907, -0.08894053, -0.11878285, 0.16953108, -0.012478705, -0.053086035, -0.17722923, 0.08350076, 0.07320384, 0.058841225, 0.06174459, 0.17676029, 0.020537157, -0.08562913, 0.19099198, -0.17127311) * g_7; + result += mat4(0.16016012, 0.013196712, 0.014020182, -0.04458684, 0.09496452, -0.013175905, 0.117158264, -0.06100676, 0.035590272, 0.23623185, 0.04740066, -0.16814622, -0.04528422, 0.054107446, -0.007874635, -0.05462888) * g_8; + result += mat4(-0.064958826, 0.062455025, -0.060231823, 0.04726689, -0.08692075, -0.13570185, 0.027609564, 0.058563568, -0.08078551, 0.026376098, -0.092572846, 0.1144904, 0.16768721, -0.055053793, 0.08884567, -0.0039492855) * g_9; + result += mat4(0.08873042, 0.034452096, -0.08266588, -0.064171374, -0.014811351, -0.031750735, 0.039068844, 0.15075831, 0.1469489, -0.15084769, 0.045364805, -0.110339, 0.06251466, 0.032046065, 0.057865307, 0.08985475) * g_10; + result += mat4(-0.07245567, 0.051501337, 0.0042395876, 0.033770293, -0.031408194, -0.05472587, 0.09442824, -0.11996058, 0.24455559, -0.018954042, -0.16885613, -0.01632158, -0.0013987822, 0.06844135, -0.0111589795, 0.05573825) * g_11; + result += mat4(0.004076213, 0.01192855, -0.015088375, -0.08436373, 0.021499854, 0.11274089, -0.10327082, 0.059402663, -0.07375569, 0.07293562, 0.04328945, 0.07769358, -0.00626241, 0.00084008416, -0.085746236, 0.023070317) * g_12; + result += mat4(-0.09255245, 0.085858874, 0.05233346, 0.06957257, 0.0484713, -0.14642376, 0.12319201, -0.19496371, -0.08323385, -0.06796162, 0.10835355, 0.0060179066, -0.18043493, 0.06015162, 0.10672543, -0.005817063) * g_13; + result += mat4(0.3232499, -0.1989966, -0.049172856, 0.076056555, 0.33830073, -0.21595804, -0.10094274, -0.004869525, 0.10147264, -0.04128893, 0.10962383, -0.2672602, -0.0242305, 0.08097903, -0.19162776, -0.10605484) * g_14; + result += mat4(-0.22968711, 0.02579494, 0.11823294, 0.059410084, -0.3657473, 0.035860255, 0.24233946, 0.015638743, -0.30643675, -0.05283249, 0.017403604, 0.29657462, 0.056514356, -0.10457145, 0.13097277, -0.01019346) * g_15; + result += mat4(0.13813877, -0.20461698, -0.23769434, -0.044042442, -0.0980774, -0.16314495, -0.18455383, -0.22081804, 0.08652147, -0.005959925, 0.08006801, -0.056305975, 0.27703115, -0.19184026, -0.20616496, 0.05559955) * g_16; + result += mat4(-0.051795844, 0.00823916, -0.029457001, 0.11031028, 0.3818378, -0.10899863, -0.0840712, 0.2996256, -0.11754779, -0.07541523, 0.013602051, -0.056690898, -0.10979357, 0.079053424, 0.08714793, -0.061318632) * g_17; + result += mat4(-0.11119865, -0.20492773, 0.054974385, -0.07364314, -0.1528288, 0.028022958, -0.00607566, 0.086783506, 0.04634063, -0.032565832, -0.045977455, 0.101378955, -0.09641133, 0.0043743537, 0.08885213, 0.33897394) * g_18; + result += mat4(-0.04481023, 0.097230285, 0.10430489, 0.10649403, 0.21939069, -0.1500718, 0.05880893, -0.10914413, -0.044258267, 0.05826005, 0.066263, -0.06499524, 0.07086308, -0.044233378, 0.021092411, -0.24664259) * g_19; + result += mat4(0.005507752, -0.012920197, -0.073212765, -0.02703035, 0.13821156, 0.08859407, -0.1497461, -0.021670796, 0.10447694, 0.021847986, 0.040287685, 0.08332262, -0.113355346, -0.05927782, 0.0033077523, 0.016749239) * g_20; + result += mat4(-0.13260053, 0.08340849, -0.057220932, 0.050883524, 0.046069406, 0.02517257, 0.07518926, -0.1041817, 0.04734083, -0.13760519, -0.06936529, -0.1629241, 0.06663661, 0.051238295, 0.0026632578, 0.026618795) * g_21; + result += mat4(0.043251, -0.00019805098, -0.0067067496, -0.008556112, -0.07886367, 0.047598533, 0.12148756, -0.21429478, 0.010308021, 0.018492302, -0.089294665, 0.026199404, -0.07520715, 0.0356786, 0.015251901, 0.022741525) * g_22; + result += mat4(0.11324991, -0.048524857, 0.04142719, -0.023030233, 0.014004447, -0.13249397, -0.07014101, 0.07292874, 0.074551955, -0.13850869, -0.0725583, -0.031064156, 0.10623482, -0.013893804, -0.041833505, 0.0536592) * g_23; + result += mat4(0.024236089, 0.021549981, -0.020722905, 0.1031231, -0.06631272, 0.021624254, 0.0040281564, 0.121802464, 0.07268475, -0.13640176, -0.014991021, -0.03396125, 0.012678531, -0.030477472, 0.007851547, 0.032361716) * g_24; + result += mat4(-0.10445165, -0.054380383, 0.116709106, -0.120440856, 0.065207876, -0.037177384, -0.0010802799, -0.09903962, -0.014772104, -0.015991863, -0.011176849, 0.08159087, -0.04181037, -0.045783844, 0.05329981, -0.017217785) * g_25; + result += mat4(0.07567822, 0.047062293, 0.03619995, -0.04219767, 0.10531482, -0.08139784, 0.04502375, 0.01837867, 0.039460644, -0.034145698, -0.14567985, 0.10103348, 0.051675834, -0.068317145, 0.0077824956, -0.09261776) * g_26; + result += mat4(-0.030655192, -0.11313884, -0.12541282, -0.0032168734, -0.005504764, 0.004722538, 0.09903894, -0.10796175, -0.0062598013, 0.06569805, 0.070193775, -0.039988127, 0.09546041, -0.04402558, -0.037034012, 0.014417219) * g_27; + result += mat4(-0.17705046, 0.088174336, -0.01729608, 0.19739969, 0.028319644, -0.021543927, -0.031175073, 0.1129947, 0.03287802, 0.10785583, -0.06357378, 0.005723139, -0.04233204, 0.15263905, 0.046576403, 0.038148563) * g_28; + result += mat4(0.1636625, -0.100117125, -0.070475556, -0.12688895, 0.05384177, -0.12399162, -0.10938886, -0.003527758, -0.025538636, 0.083223015, -0.07737418, -0.030358527, 0.02227781, -0.114781424, -0.016678223, 0.034633335) * g_29; + result += mat4(0.09671474, -0.015161189, -0.032330167, -0.027161723, -0.016465846, 0.033814523, -0.22615166, 0.047766432, -0.028019844, -0.003297678, 0.035333525, 0.0144364005, -0.25640464, 0.23690245, 0.1899895, 0.11149848) * g_30; + result += mat4(-0.012340286, 0.029724559, 0.0727296, -0.03882306, -0.0059372387, 0.010122618, 0.0059355027, 0.034666758, -0.031731993, 0.03645842, -0.23056214, -0.050197847, 0.1743216, -0.10116961, -0.28167897, -0.05476145) * g_31; + result += vec4(0.056676798, -0.061795954, 0.009313649, -0.0061434037); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x128 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_24_tf4 +//!BIND conv2d_24_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv0ups1 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_30 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_31 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.04541149, -0.0050366437, -0.015469368, 0.085441045, 0.00990414, 0.06771481, -0.037142653, 0.010778902, 0.0044673462, 0.051542062, 0.08994092, 0.13987154, -0.042845074, -0.16132447, 0.023451751, -0.22481805) * g_0; + result += mat4(-0.09941504, 0.15387146, -0.051998027, -0.11480554, 0.062280208, -0.005401726, -0.17179395, -0.03911185, 0.0854519, 0.062706485, -0.019981606, 0.24536288, -0.030532219, 0.007958136, -0.13649222, -0.024381576) * g_1; + result += mat4(0.03832889, 0.048103765, 0.12716842, 0.113495626, 0.0440496, 0.07310629, -0.0028000488, 0.17484048, 0.011438359, 0.07389019, 0.02776241, -0.069316044, -0.022972163, 0.10774051, -0.0938801, -0.046535835) * g_2; + result += mat4(-0.19215232, 0.05232597, 0.10455481, 0.023444505, 0.10927069, 0.08145, -0.08996904, -0.04260127, -0.064315274, 0.026296314, -0.032755814, -0.03785644, 0.27563438, -0.07841699, -0.18636514, 0.12306294) * g_3; + result += mat4(-0.048399806, 0.0760641, -0.05177265, 0.033973522, 0.067749225, -0.004380821, -0.0774159, -0.009233096, -0.16465154, -0.011200447, 0.21356043, -0.019024562, -0.20229931, -0.07075142, -0.15664288, 0.015643707) * g_4; + result += mat4(-0.094351426, -0.12644641, 0.05531359, 0.056707513, 0.030638099, 0.07659976, -0.17997725, 0.19117208, -0.17829312, -0.12216621, 0.09648017, 0.14906263, -0.05786116, -0.07496384, 0.09830126, -0.014810007) * g_5; + result += mat4(0.036279242, -0.06603527, 0.023111718, -0.02337117, 0.02710492, -0.006981581, -0.20071441, -0.1842067, -0.03716068, 0.04709737, 0.045576848, -0.06879641, 0.0679718, 0.23346439, 0.09709889, -0.057084534) * g_6; + result += mat4(0.053583074, -0.14553311, -0.005482713, 0.12731002, -0.089931406, -0.07933109, 0.19270168, 0.11797083, -0.16010518, -0.060825907, 0.18154316, -0.20427613, -0.094507605, 0.02467587, 0.14440428, 0.039989635) * g_7; + result += mat4(0.097599536, -0.09245783, -0.20063862, 0.06792256, -0.039978925, -0.05130527, 0.0061799865, -0.09635809, 0.042743832, -0.058897775, 0.0623141, 0.08815142, 0.00898274, -0.27158666, 0.18644404, 0.12572071) * g_8; + result += mat4(0.13333327, -0.11141384, 0.0189257, 0.07486067, -0.1887069, -0.20007583, 0.13411185, 0.024675677, -0.06711045, -0.071214765, 0.14236219, 0.016948408, -0.17799276, -0.05374693, 0.15060847, 0.067363665) * g_9; + result += mat4(0.038455024, -0.14224243, 0.100015596, 0.07427762, -0.09106503, 0.032443333, -0.14614339, 0.007896408, 0.022800734, 0.07946349, -0.16902667, -0.09839048, 0.14083186, 0.08481537, 0.011087685, 0.032849867) * g_10; + result += mat4(0.085465506, -0.039180238, -0.057328876, 0.103486076, -0.019720137, -0.09047379, 0.08041987, -0.2419467, 0.15151846, -0.06660591, 0.08598306, -0.086127274, 0.15807416, 0.21837251, 0.14295265, -0.009427875) * g_11; + result += mat4(-0.06841592, -0.047096353, 0.06594589, 0.04006714, 0.093568385, 0.11080303, -0.02862795, -0.24802656, 0.0015378788, 0.06396377, -0.06855018, -0.068710275, 0.072966084, -0.012504705, -0.065130696, -0.122934654) * g_12; + result += mat4(0.12186286, 0.063676104, -0.029995052, -0.016781203, 0.019202778, -0.08175405, -0.10161839, 0.15557866, 0.05808489, -0.0065964856, 0.12905426, 0.20926952, 0.07859256, -0.008686442, 0.07933362, 0.027106019) * g_13; + result += mat4(0.270541, -0.22690733, -0.1241414, 0.11304112, 0.31634018, -0.21323228, -0.18280524, 0.21687673, 0.0849898, -0.12234687, 0.21007027, -0.0402851, -0.12860335, 0.08126234, 0.08792168, 0.16685387) * g_14; + result += mat4(-0.33927166, 0.29690525, -0.019686026, -0.25433338, -0.31825894, 0.14450845, 0.102088116, -0.07890628, 0.039674938, 0.30625406, -0.13709925, -0.10864652, 0.13764969, -0.11079243, -0.20283377, -0.121819116) * g_15; + result += mat4(0.05846476, 0.25823107, 0.24806418, 0.055018846, 0.041051112, 0.14231546, 0.26531783, -0.13815305, -0.0347555, 0.0021447854, 0.035343073, 0.083788805, -0.009663775, -0.2863793, -0.09310482, -0.28089014) * g_16; + result += mat4(0.0034832477, -0.1229684, -0.34263536, -0.2484542, -0.28131288, -0.22963811, 0.014533452, -0.059620526, 0.05972659, 0.0315117, -0.0146327, 0.0036656864, -0.16042776, 0.11570312, -0.13519408, 0.1524639) * g_17; + result += mat4(-0.07282957, 0.022656137, 0.22041114, -0.08377895, 0.06489512, -0.036208138, 0.24620621, -0.3203503, -0.0572401, 0.13856757, 0.09503737, -0.18688709, 0.045257136, 0.08645792, 0.092612706, 0.0051408974) * g_18; + result += mat4(0.15591198, -0.06501203, -0.066183835, 0.2039885, -0.041642334, 0.03326719, -0.1649146, 0.18826574, 0.041689713, 0.05594161, -0.21183926, 0.025191378, 0.041054897, -0.16157486, -0.17657453, 0.06918169) * g_19; + result += mat4(0.017149586, -0.00056166644, 0.051872972, -0.032802667, -0.12568107, 0.039902873, 0.125781, 0.053033836, -0.03665155, 0.027094372, 0.02308107, -0.098191015, -0.018361865, 0.14320368, 0.01797281, 0.07521308) * g_20; + result += mat4(0.033408675, 0.02283129, 0.02997752, -0.15788378, 0.07751225, -0.0834777, -0.1002591, -0.0842283, 0.004094495, -0.08941768, 0.015826201, 0.07211303, -0.007596218, 0.086126134, -0.016881859, -0.12621973) * g_21; + result += mat4(0.09811428, 0.009112735, -0.03894858, -0.017335944, 0.059483584, -0.026246855, 0.1123727, 0.0808981, 0.1304059, 0.056278635, 0.1863773, 0.037938364, -0.09004633, -0.009749274, 0.152544, 0.067436) * g_22; + result += mat4(-0.07445963, -0.08267445, 0.028935976, 0.07464005, -0.067380376, -0.08914155, 0.07307107, -0.080588445, -0.11806715, -0.08066856, -0.08647821, -0.049984932, -0.107150786, 0.0059908605, 0.014040852, -0.020190625) * g_23; + result += mat4(-0.01459231, 0.059856355, -0.0875324, 0.027868854, 0.08657608, 0.06361718, -0.035373274, -0.0904787, 0.019741405, -0.018468766, 0.029145246, -0.05455427, -0.030421326, -0.009832721, 0.13064435, 0.12649667) * g_24; + result += mat4(0.011868002, -0.07753596, 0.066872604, -0.04274739, -0.053444482, -0.005729885, -0.018525766, -0.00016065332, -0.058514312, 0.0052640345, -0.03733426, 0.0045842915, 0.011884783, 0.012894087, -0.072470754, -0.041928362) * g_25; + result += mat4(0.018619414, 0.1113799, 0.022361143, 0.052643936, 0.046952497, 0.04414177, -0.20046502, -0.033954926, -0.05493111, 0.0051490664, 0.047908846, -0.10915426, -0.13786307, -0.011663383, 0.02886674, 0.029417193) * g_26; + result += mat4(0.082477964, -0.122627676, -0.009119556, 0.00893143, -0.102564596, -0.012067043, 0.12668522, 0.049084503, 0.24883293, -0.14231145, -0.08492953, 0.056602266, 0.03987694, 0.015669636, -0.052809853, -0.04570298) * g_27; + result += mat4(0.071245566, -0.0025086792, 0.16800047, -0.10551504, 0.029111952, 0.057431195, 0.07436777, -0.106048554, -0.111476324, -0.08960098, -0.056703247, 0.01733813, 0.017663429, 0.16780144, 0.088644154, -0.09442747) * g_28; + result += mat4(-0.095035836, -0.060732454, -0.28546825, 0.04226247, -0.04221599, -0.07030749, -0.0042552785, 0.045604907, -0.028733522, 0.0071931393, 0.03753302, -0.018106647, 0.026788713, -0.0751185, -0.090948716, 0.09595944) * g_29; + result += mat4(-0.20686343, -0.15346256, -0.023360955, 0.19853018, -0.0714482, -0.061878093, -0.12700674, -0.16375071, -0.11983135, 0.04651, -0.03974687, -0.01663389, 0.20360872, 0.103487924, -0.07434735, 0.20740858) * g_30; + result += mat4(0.18442543, 0.05037994, 0.02335825, -0.12077025, 0.045586806, 0.13201606, 0.11823723, -0.17146091, -0.10422535, -0.12337711, 0.088312276, -0.059173893, -0.1398436, -0.11372023, 0.0055838027, -0.105238646) * g_31; + result += vec4(-0.03529498, -0.032170508, -0.021623377, -0.0031779222); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x128 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_24_tf4 +//!BIND conv2d_24_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv0ups2 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_30 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_31 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.23695897, 0.0008707441, -0.09535488, -0.107918955, -0.053035147, -0.012367683, -0.12371392, -0.09360587, 0.0070371917, 0.03025939, -0.067142904, -0.30728218, 0.0043842546, 0.06634453, 0.0034304627, -0.21123153) * g_0; + result += mat4(-0.052475177, 0.13422863, -0.10639677, -0.0040811207, -0.26918682, -0.10198708, 0.18605421, 0.10457146, -0.118532345, -0.08069245, -0.0146069005, 0.06658151, -0.008995181, 0.12555914, -0.0065608234, -0.26427776) * g_1; + result += mat4(-0.10251951, -0.08644078, 0.06929046, 0.12174946, 0.036641974, 0.060216624, 0.0073353215, -0.0030551606, 0.08728512, 0.15798406, -0.11238869, 0.042528275, -0.08227845, -0.06437879, -0.29687157, 0.035045058) * g_2; + result += mat4(-0.2118616, -0.28126746, -0.0044101025, 0.032711912, 0.13250305, 0.112085946, 0.11919149, 0.019229135, -0.01793138, 0.0706358, -0.2932021, 0.032647975, -0.16981576, 0.15942986, 0.19010448, 0.12454923) * g_3; + result += mat4(0.1315925, -0.1174062, 0.04584264, 0.10420388, -0.09118308, 0.055226937, -0.21253887, -0.17592257, -0.108380735, 0.082634084, 0.046399225, -0.10313927, 0.048476033, -0.2919353, 0.12174614, 0.22060218) * g_4; + result += mat4(-0.23951934, -0.2581748, -0.10439337, 0.12529592, -0.08995228, -0.020404166, 0.03317947, 0.10584384, 0.03332401, 0.009280485, 0.022306783, -0.021489294, 0.25585315, 0.141186, 0.24060152, -0.18092757) * g_5; + result += mat4(-0.11795161, 0.083966084, -0.03625905, -0.014661008, 0.104938276, -0.017483791, 0.34065375, 0.2541225, -0.044073306, 0.024952037, -0.14324227, 0.15807992, 0.07525055, -0.07074876, 0.09318746, 0.09101949) * g_6; + result += mat4(-0.032153923, -0.13424215, 0.12560824, 0.08011693, 0.12895289, 0.13427536, -0.19034676, -0.14222759, -0.020231325, 0.12888151, -0.061404597, -0.13986583, 0.00984618, -0.17769751, -0.022091439, 0.16932856) * g_7; + result += mat4(0.12616049, 0.2158069, -0.018368874, -0.09398254, -0.03559572, -0.084191844, -0.05094808, 0.051870555, 0.00082472386, -0.19847158, 0.23022321, 0.01599307, 0.03259911, 0.13212477, 0.12290365, -0.123374574) * g_8; + result += mat4(0.15702528, 0.17880908, -0.09648207, 0.11680119, -0.28308877, -0.07930958, -0.039864592, 0.1533101, -0.0639061, -0.06088989, 0.092195325, -0.18879996, 0.12157474, -0.16310088, -0.0705742, -0.13419336) * g_9; + result += mat4(-0.08162867, 0.17165285, -0.009754279, -0.09535414, -0.05133128, -0.05637743, 0.08150842, 0.017400654, 0.01506642, -0.16506091, 0.17735358, 0.1311172, 0.042689405, 0.22685364, -0.049387306, -0.14177462) * g_10; + result += mat4(0.07369564, 0.14358056, -0.0123517625, 0.027063616, 0.026721044, -0.036328644, 0.01727211, -0.004169973, -0.06480533, 0.05179935, -0.089173846, 0.014242428, -0.026303759, -0.09621599, -0.19990425, 0.20575584) * g_11; + result += mat4(-0.08702241, -0.11758268, 0.056043744, -0.15513507, 0.041612398, 0.06331151, 0.13647927, 0.078682, -0.0037741002, 0.08883121, -0.029957289, 0.03741986, -0.012796586, -0.005116995, -0.005864093, 0.032396786) * g_12; + result += mat4(0.071541294, 0.2706407, -0.1646492, 0.06099449, -0.1382612, -0.086235724, -0.083391994, 0.09620373, 0.030570114, -0.032223936, -0.028057259, 0.060482156, 0.052891836, -0.035898015, 0.12505446, 0.1045583) * g_13; + result += mat4(0.1836627, 0.18400975, -0.06898472, 0.15293436, 0.17102835, 0.2577789, -0.1431052, -0.010170343, 0.041604683, -0.47781685, -0.19841458, 0.20508106, -0.1168606, 0.14722034, -0.15521841, -0.112339936) * g_14; + result += mat4(-0.2590894, -0.1739389, 0.097751245, -0.1625812, -0.09160245, -0.26803684, -0.08304184, -0.039023403, -0.06551546, 0.7900237, 0.09004902, -0.2700218, 0.3924898, -0.22098823, 0.14447868, 0.09300293) * g_15; + result += mat4(0.1459711, 0.076514535, -0.27012572, -0.05584663, -0.19236547, 0.3263724, 0.123078234, -0.36640257, -0.063692175, -0.10517102, 0.079691075, 0.03320508, -0.18557668, 0.09733424, -0.038860522, -0.03146454) * g_16; + result += mat4(0.19119984, -0.017070724, 0.020692987, -0.06097901, -0.31390896, -0.3539774, -0.011533943, 0.10555, 0.14474893, 0.13138455, -0.07301415, 0.020723976, 0.09968003, -0.21684577, -0.137175, -0.07195843) * g_17; + result += mat4(-0.09807417, -0.024705391, -0.10559853, -0.036330625, 0.026295185, 0.21305019, -0.1816326, -0.089984804, -0.0364186, 0.08726375, -0.16934377, 0.11783747, -0.046499886, 0.17409094, 0.08606283, -0.1168394) * g_18; + result += mat4(0.061683584, 0.11610398, -0.08963952, -0.04148586, 0.07784646, -0.09693603, -0.05919322, 0.06880165, 0.09901537, -0.053908728, 0.2938966, 0.08008906, 0.027354255, -0.17792425, -0.23622033, 0.07445066) * g_19; + result += mat4(-0.04568423, -0.00313172, -0.024554191, -0.063268654, -0.06823803, -0.035975594, -0.10337797, 0.04157335, -0.032975934, -0.13067393, 0.20014502, 0.1481426, -0.06280778, -0.018023374, -0.09856674, 0.03219835) * g_20; + result += mat4(-0.0044540535, 0.03704335, 0.031475496, -0.0067796065, 0.08216529, -0.021360176, 0.22419196, 0.099668056, 0.08082446, 0.14377055, -0.14571224, -0.013343019, 0.04265009, 0.021519618, -0.048166685, 0.11342666) * g_21; + result += mat4(-0.1029852, 0.084569484, -0.005401726, -0.05848864, 0.112962306, 0.061313655, -0.016030408, -0.023173615, -0.039970405, 0.016853292, 0.16551012, 0.08645207, 0.0019092544, -0.0044910526, -0.058364812, -0.044804156) * g_22; + result += mat4(0.021829009, -0.028762918, -0.079494335, -0.08709858, -0.064889856, -0.012763213, -0.042257447, -0.097328104, -0.0061033736, -0.12146131, -0.09006795, -0.072025664, -0.11667517, -0.05674677, 0.028285908, 0.024131753) * g_23; + result += mat4(0.11134934, 0.0702602, -0.10646791, -0.06896185, 0.13430294, 0.083099216, 0.019172838, -0.11650263, 0.0350792, 0.030151369, -0.062105265, -0.03180261, -0.006595122, -0.008993945, -0.09649205, 0.0076333126) * g_24; + result += mat4(0.026408633, -0.015846157, 0.019721631, 0.10062779, -0.09073072, -0.046461828, 0.03372097, 0.06839955, -0.10907823, -0.04953608, -0.0047381003, -0.014376053, 0.018715208, 0.031804316, 0.053606145, 0.040583223) * g_25; + result += mat4(-0.07934853, -0.01886096, 0.036152482, 0.036394343, 0.084199846, 0.07159742, -0.09901409, 0.055700894, -0.07464093, -0.0674405, 0.007886281, 0.0023414039, -0.04075728, -0.031404145, -0.090607546, -0.02444832) * g_26; + result += mat4(0.09701536, 0.10618154, -0.18954206, -0.014639526, 0.030508006, -0.05885271, 0.026794225, -0.05864953, -0.047004845, 0.03347945, -0.08720657, -0.044724233, 0.07059345, 0.022511845, -0.06694698, -0.0028311196) * g_27; + result += mat4(-0.05472616, 0.006845548, 0.15480581, -0.03908139, 0.037825912, 0.08026918, 0.123195745, 0.022326771, -0.05692749, -0.06646566, 0.25716424, 0.026999693, 0.051669773, 0.08991333, 0.07640691, -0.046126388) * g_28; + result += mat4(0.18714797, 0.029189898, -0.10664823, -0.14234583, 0.014911294, 0.062173508, -0.18819608, -0.16823918, -0.09951189, 0.014782654, -0.11520717, -0.07961905, -0.063739575, -0.023488827, 0.06487948, -0.014286412) * g_29; + result += mat4(0.092983104, -0.044436947, -0.039822012, -0.08590545, -0.13959287, -0.042890385, 0.2564963, -0.026489962, -0.08040444, -0.06900039, 0.3113829, 0.114533454, 0.22869009, 0.054564685, 0.08793378, 0.14634606) * g_30; + result += mat4(-0.13077435, 0.04096513, 0.023417156, 0.10560146, 0.20399679, 0.025704898, -0.23313741, -0.0064721326, 0.16098051, 0.04165071, -0.08543627, -0.17094019, -0.3327795, -0.06824183, 0.107437834, -0.03377226) * g_31; + result += vec4(0.05935789, -0.027414799, -0.105965964, -0.015992867); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x128 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_24_tf4 +//!BIND conv2d_24_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv0ups3 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_30 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_31 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.1545368, -0.051471695, -0.16140307, 0.09652848, -0.090248555, -0.12066054, 0.1767361, -0.08471509, -0.0811788, -0.14072022, -0.04303012, -0.007702722, 0.13935736, -0.21132554, 0.097583875, -0.12626477) * g_0; + result += mat4(-0.077009946, 0.11341266, -0.014190827, -0.05731186, 0.14598061, -0.08561752, -0.087692715, 0.024827115, 0.15067159, -0.031084314, -0.103702016, 0.16679642, -0.007304722, -0.05382251, -0.006476595, -0.034540307) * g_1; + result += mat4(-0.12478302, 0.0998608, -0.020768842, 0.178967, -0.22397885, 0.17558582, 0.011471913, 0.098842315, -0.026981229, -0.073270254, 0.07100908, 0.06399087, -0.07116806, -0.08182064, -0.0014849032, 0.2541588) * g_2; + result += mat4(0.028780911, -0.09417787, 0.045969326, 0.10704354, -0.052760195, 0.08555782, -0.12812418, 0.1158547, -0.17714353, -0.04976, 0.041316688, 0.11038423, -0.27241063, 0.1855846, 0.23411646, -0.095824756) * g_3; + result += mat4(-0.062022362, 0.12351213, 0.01305296, 0.04862448, -0.1472528, 0.036500677, 0.03666005, -0.11136876, 0.05285479, -0.18208516, -0.1316372, 0.04148666, -0.18160903, 0.056404397, -0.12911144, 0.083729036) * g_4; + result += mat4(-0.14088988, -0.025164073, -0.4434851, 0.14736041, 0.04358233, 0.044943232, -0.0739642, -0.018053154, -0.14036542, -0.21224444, 0.08923161, 0.09663615, -0.08434565, 0.09656238, 0.024680674, 0.02995749) * g_5; + result += mat4(0.16193505, -0.15713358, 0.2953047, -0.1257473, 0.019233074, 0.15819971, -0.17022912, 0.085982986, 0.17535183, 0.0613968, -0.015774077, 0.12607461, 0.079570904, 0.08338391, -0.11603918, 0.011505312) * g_6; + result += mat4(-0.23952027, -0.13513869, 0.13461575, 0.17394428, -0.12297233, 0.07278597, 0.0699106, -0.10590944, 0.035547413, -0.043262303, 0.0038226866, -0.084128775, -0.08980834, -0.14883213, 0.11605759, -0.041146316) * g_7; + result += mat4(-0.018182833, -0.12238664, 0.029634932, -0.25285953, 0.11828485, -0.05314554, 0.12802395, -0.07008308, -0.039349154, 0.26426378, -0.0057150517, -0.07171924, 0.098983854, 0.077945545, 0.0065407343, -0.26814637) * g_8; + result += mat4(-0.08471211, -0.00053506374, 0.038021266, -0.087428264, 0.11662403, -0.038277518, -0.005095678, -0.009521368, 0.123804964, 0.14995687, -0.010620397, -0.035754666, 0.086847916, 0.06264173, -0.16579615, 0.02262065) * g_9; + result += mat4(-0.09577556, -0.07982795, 0.024376906, -0.119355425, -0.092210874, -0.010486195, -0.04363388, 0.16995241, -0.13924848, 0.055487193, 0.1950311, -0.06857552, 0.14275251, -0.012629571, 0.10879939, -0.085644074) * g_10; + result += mat4(0.057831254, -0.16999005, 0.15140204, -0.0647146, -0.012351427, -0.041099787, -0.03375414, -0.045616575, 0.026101796, 0.08556994, 0.02738961, -0.18606578, 0.028242199, 0.03386683, -0.061823543, 0.03558579) * g_11; + result += mat4(0.023425754, 0.13217138, 0.032228522, -0.0340593, 0.07340007, -0.0020185385, 0.082099736, -0.06587912, -0.073847964, 0.009864729, -0.020948, 0.02759752, -0.24116306, -0.04943008, -0.041696478, 0.0475257) * g_12; + result += mat4(-0.056659773, 0.003150759, 0.01840173, -0.062517665, -0.0787802, 0.045061097, 0.05366462, 0.042851992, 0.17394984, 0.05068143, -0.068130635, 0.03182271, 0.11936796, 0.034630287, -0.030017216, 0.0371981) * g_13; + result += mat4(-0.04782677, -0.13856164, 0.102476485, 0.3168497, -0.029490076, -0.25574568, -0.15335694, 0.17697816, 0.06968332, -0.064986385, -0.19446203, 0.35532042, -0.10142414, -0.098764315, -0.008530768, -0.22272345) * g_14; + result += mat4(0.003918355, 0.11477308, -0.03541845, -0.060774248, 0.01986403, 0.053085316, 0.020022528, -0.18842602, -0.06607439, -0.117085874, 0.19558486, -0.15384434, 0.14042355, -0.0805339, -0.042012088, 0.16506344) * g_15; + result += mat4(-0.054274496, -0.3048171, 0.15363297, -0.48028508, -0.17355531, 0.15534942, 0.2397687, -0.3212727, -0.0069116117, 0.07829633, -0.12942782, 0.08540519, -0.16048779, -0.045530356, -0.106820785, -0.02039107) * g_16; + result += mat4(-0.17271078, 0.05973828, -0.13368936, 0.18137284, 0.14774464, 0.01207385, -0.48741424, 0.37316188, 0.12304343, 0.033921722, 0.013900458, -0.13834685, 0.00724766, -0.009822602, 0.0048219366, -0.1497808) * g_17; + result += mat4(0.046022985, -0.12942328, 0.106665194, 0.05104162, 0.08260261, 0.037978876, 0.05067675, -0.2878266, -0.15604153, -0.019456798, -0.09279057, -0.023125123, 0.13392529, -0.06734104, 0.03425348, -0.26038775) * g_18; + result += mat4(0.08024023, -0.026217932, -0.0866867, 0.060902715, 0.047891118, -0.18346305, -0.00030129295, 0.06640321, 0.09371082, 0.12981345, 0.1371371, 0.047095854, -0.08373677, -0.075474314, -0.050123196, 0.16816519) * g_19; + result += mat4(-0.06669337, -0.07323153, -0.005088308, -0.022087181, -0.13836318, 0.047315314, -0.098298065, 0.024197588, 0.11019521, -0.049888365, -0.010593423, 0.03579472, 0.13806434, 0.06568386, 0.09670891, -0.13850671) * g_20; + result += mat4(0.033669885, 0.053267747, 0.0055295937, 0.0054150443, -0.14349131, -0.07215267, 0.14743172, -0.08989396, -0.13482799, 0.21353206, -0.015100392, -0.15850681, -0.023853622, -0.081464685, -0.17575328, 0.22396886) * g_21; + result += mat4(-0.013254256, 0.05835715, 0.026902638, -0.036534548, 0.012239494, 0.024609983, -0.011468827, -0.00601273, 0.25535154, 0.039145224, -0.14032148, 0.06934234, 0.078024134, 0.08141313, -0.053155545, 0.058907513) * g_22; + result += mat4(0.09006769, 0.0061046197, -0.05551385, -0.07883374, 0.21045619, -0.071170084, 0.045874875, -0.05969718, -0.06051193, 0.032679733, 0.059326146, -0.11344708, 0.0516495, -0.044130474, 0.021864831, 0.01791737) * g_23; + result += mat4(-0.149584, -0.034539673, 0.056925774, 0.01407683, -0.14341363, 0.07235219, 0.029278886, 0.1040686, 0.044569943, -0.095220655, 0.06324637, -0.11561818, 0.14884533, 0.04400451, 0.030963998, -0.0480698) * g_24; + result += mat4(0.09445444, -0.07705517, -0.04044035, -0.067266196, 0.12994061, -0.08685293, -0.028491655, -0.06546642, -0.06588555, -0.035200167, -0.054667167, 0.12181174, -0.08149457, -0.11196082, 0.022286078, 0.0011389274) * g_25; + result += mat4(0.037566386, -0.0863645, 0.10746364, -0.062283915, -0.0828546, -0.059049137, 0.049943667, -0.09679541, 0.05570479, 0.10147355, 0.09882042, -0.09511045, 0.013920045, -0.13209742, -0.0231511, -0.008779095) * g_26; + result += mat4(-0.049381115, 0.05511609, -0.08505539, -0.011759351, -0.0037505692, 0.02891526, -0.08524465, 0.13446826, 0.066822246, -0.07883564, 0.03159159, -0.114850216, -0.15590072, 0.08861297, 0.049592584, -0.06742877) * g_27; + result += mat4(0.14131398, -0.019512732, 0.07624492, 0.17723484, 0.06855258, -0.11992505, 0.17618321, 0.035750873, 0.19290908, 0.10616057, 0.05006961, -0.10286499, 0.086485304, 0.017133571, -0.059471656, 0.153928) * g_28; + result += mat4(-0.19372323, 0.06717175, -0.17909515, -0.10981143, -0.091010526, -0.03731334, -0.10764653, -0.042411704, -0.25248966, -0.15291771, -0.11685329, 0.097305104, 0.012290167, -0.06666997, 0.06516673, -0.084403165) * g_29; + result += mat4(-0.22607833, 0.05895028, 0.04708332, 0.0361819, -0.18047495, 0.02135859, -0.048527088, -0.09720482, 0.071364224, 0.16597964, 0.058581673, 0.013964815, -0.26778197, 0.16814141, 0.04136449, -0.026651997) * g_30; + result += mat4(0.22577362, -0.13153969, -0.0812206, 0.014283776, 0.14782336, 0.070584215, 0.06939886, 0.07700839, -0.0880132, -0.06622987, -0.088982984, -0.23417433, 0.3470509, -0.03866589, -0.08971988, 0.072038345) * g_31; + result += vec4(-0.083648406, -0.040792946, -0.0071813604, -0.0033592125); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x128 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_24_tf4 +//!BIND conv2d_24_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv0ups4 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_30 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_31 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.02987822, -0.14156254, -0.006805638, -0.06491689, -0.023117961, -0.11864792, -0.020782726, 0.016718477, -0.12822492, -0.2627571, -0.10936498, -0.020479368, -0.08946875, -0.07078646, -0.14763172, 0.079474844) * g_0; + result += mat4(-0.07517533, 0.14936899, 0.005200026, 0.15833679, -0.20985723, 0.015140312, 0.16891868, -0.12731305, 0.001276647, 0.10806773, 0.07292632, -0.0230428, 0.22559881, -0.024635307, 0.05207048, 0.016969835) * g_1; + result += mat4(0.033257335, -0.004516727, 0.08077173, 0.07780093, 0.2343147, 0.16830377, -0.16836162, -0.008906441, -0.09850461, -0.08738698, -0.26028165, -0.029635794, -0.05397607, -0.25291416, 0.08932801, -0.17621125) * g_2; + result += mat4(0.021441426, 0.089970976, 0.087451175, 0.01982307, -0.00534548, 0.0016146855, -0.32349735, 0.020162579, 0.0049562925, -0.065152735, 0.046657056, -0.15083495, 0.11233022, -0.04739685, -0.09070248, 0.17958602) * g_3; + result += mat4(0.1273905, 0.007927681, 0.08298969, -0.022412037, 0.035267398, 0.07840721, 0.08048102, -0.03691808, 0.016431633, 0.012698254, -0.008662408, -0.13933934, 0.12972483, 0.21850783, 0.23307513, 0.000571898) * g_4; + result += mat4(0.0100407, -0.39405826, 0.32025802, 0.2832041, 0.33294165, -0.05958231, -0.1577708, -0.028620213, -0.048587576, 0.039346397, -0.027196862, 0.025590241, 0.00061374693, -0.01180234, -0.018360002, 0.25070924) * g_5; + result += mat4(0.22246312, -0.04815649, 0.08736281, 0.016199166, 0.077316865, 0.045456205, -0.07477754, 0.12618002, 0.07883082, 0.0686953, 0.06405744, 0.0009818063, -0.02092714, -0.030966131, 0.09841693, -0.10895756) * g_6; + result += mat4(0.26012385, -0.10243986, -0.06322028, -0.09087655, 0.06912959, 0.07663046, -0.23804459, 0.053852726, 0.05078947, -0.109246224, -0.14178644, -0.052218866, -0.101676404, -0.023825765, 0.026447691, -0.14865609) * g_7; + result += mat4(0.041431427, -0.015064366, -0.2236117, -0.030924913, -0.08685426, -0.13520546, 0.11651171, 0.053487726, 0.02606458, 0.24306768, 0.16120963, 0.051762126, 0.022511886, 0.081198335, -0.034219068, 0.0092173265) * g_8; + result += mat4(0.19416513, -0.13046128, -0.09250759, 0.033059027, -0.15878743, 0.0041482826, 0.25107592, -0.04122384, -0.12977393, 0.08382433, -0.12364666, 0.10107232, -0.015173569, 0.103763856, 0.026309956, -0.09117284) * g_9; + result += mat4(-0.05419911, 0.00058963, -0.12988667, 0.20055313, 0.030918771, -0.014228711, -0.16702838, 0.020387288, -0.027360002, 0.014445924, -0.022155182, 0.14796254, 0.020506943, -0.111637115, -0.15514074, 0.059505507) * g_10; + result += mat4(0.13351838, 0.15389496, -0.16921681, -0.15721107, -0.23370336, 0.10680521, 0.0915842, 0.10845563, 0.13528366, -0.10152182, -0.023946082, 0.004758842, -0.0053138984, -0.039067965, 0.10247054, -0.2013928) * g_11; + result += mat4(0.0940642, 0.18500984, -0.051960737, -0.007081406, -0.0057662693, -0.056610145, -0.08623894, 0.085122645, -0.0117327655, 0.09875138, -0.0043660044, 0.05047526, 0.04188438, 0.20341921, 0.04265216, 0.056258943) * g_12; + result += mat4(-0.08604029, -0.05491035, 0.059321914, -0.052624896, 0.13617016, 0.11754236, 0.11821107, -0.09910127, 0.07241852, -0.120371416, 0.09970373, -0.17198959, -0.14523451, -0.03410314, 0.015047165, 0.029333182) * g_13; + result += mat4(0.33456117, -0.1694432, -0.33715236, 0.10869151, -0.11678155, -0.12573223, -0.37280464, 0.08583611, -0.050305888, -0.10936392, -0.0093005, -0.16355872, -0.031578295, 0.019013532, 0.12860784, -0.105620846) * g_14; + result += mat4(-0.32792798, 0.1792595, 0.1993371, -0.08149261, 0.046808135, 0.009618961, 0.24690527, 0.017353626, -0.21925704, 0.065837644, 0.29835764, 0.05139222, 0.12341928, -0.11190375, 0.170546, 0.056202386) * g_15; + result += mat4(-0.31099838, -0.06758222, 0.06285113, -0.07353864, -0.047731224, 0.15535083, -0.64979374, 0.099978834, 0.089411214, -0.100012384, 0.08959716, -0.15088384, 0.059998848, -0.15229112, -0.17324549, -0.08506205) * g_16; + result += mat4(0.19391792, -0.16036808, -0.11902212, 0.07436227, 0.10363112, -0.074310906, 0.91709113, 0.084803954, -0.082337715, -0.047767054, -0.04131998, 0.11194046, -0.083899155, 0.17141213, 0.29864565, -0.026448477) * g_17; + result += mat4(0.05156777, -0.049753625, 0.015471171, 0.052691612, -0.02994984, -0.024420734, 0.11585649, -0.20938542, 0.018834207, -0.20320056, -0.13085459, -0.0086262915, -0.04427753, 0.13335848, -0.064420775, -0.04642022) * g_18; + result += mat4(0.16542359, 0.058639698, -0.08314426, -0.14000902, -0.05393692, -0.028636307, 0.10156203, 0.073714875, 0.07786534, 0.08234555, -0.0094138095, 0.056138765, 0.12131325, -0.12354777, 0.073989555, -0.04605284) * g_19; + result += mat4(-0.037727747, 0.018552719, -0.06636154, -0.01930026, 0.04758094, -0.034193367, -0.008783199, -0.07046236, -0.06284397, 0.14185563, 0.15161303, 0.019813264, -0.013503992, 0.10599879, -0.03256722, -0.033422105) * g_20; + result += mat4(-0.065330975, 0.021591648, 0.079216816, 0.10628196, 0.12180891, 0.01777432, -0.00906628, -0.08466977, 0.024665624, -0.1072835, 0.03337738, 0.0034946792, -0.15655187, -0.054999005, 0.110962674, -0.07868374) * g_21; + result += mat4(0.033571556, -0.117526256, 0.027212862, 0.025825463, -0.074807905, 0.05171015, 0.058270566, -0.03289996, -0.18173727, -0.14643425, 0.013240775, -0.054958276, -0.040303323, 0.10216123, -0.021644054, -0.08853978) * g_22; + result += mat4(0.028159522, 0.053900108, 0.056507323, -0.04859119, 0.09431302, -0.027665535, -0.07907181, 0.13235402, 0.06084304, 0.07409592, -0.06193444, 0.04139512, 0.042664766, 0.019047534, 0.09258238, 0.05521245) * g_23; + result += mat4(0.11870216, 0.055985536, 0.0019851802, -0.0021985958, 0.23987925, 0.013639941, -0.05615768, 0.09740685, -0.04664704, -0.07862708, 0.009283556, -0.022454312, 0.0049701035, 0.14134249, 0.0716289, -0.0737223) * g_24; + result += mat4(-0.30323797, -0.09561487, 0.017899506, -0.048141718, -0.056937806, -0.04146931, 0.060856055, -0.09340158, -0.06772142, -0.060182527, 0.017792957, 0.06672238, -0.050410192, -0.07002814, 0.0774449, -0.02395373) * g_25; + result += mat4(0.09439649, 0.008914242, -0.004399012, -0.06303121, 0.12567714, -0.052876584, -0.04600808, -0.03413656, 0.0473433, 0.027317489, -0.035305254, -0.0049644914, 0.0038185562, -0.019911442, 0.012968243, -0.088209115) * g_26; + result += mat4(-0.05984137, -0.09097414, -0.07085692, -0.007414078, -0.059817106, 0.0005326131, 0.06701414, 0.093250066, -0.07503431, -0.048183344, 0.045087397, -0.022639273, 0.0227802, 0.14528684, 0.047489513, 0.032764312) * g_27; + result += mat4(-0.0060594324, -0.08082185, -0.060745455, 0.11094361, -0.010657223, -0.1381517, 0.004693926, 0.09341289, 0.05251002, 0.19687954, 0.0047872537, 0.08393252, -0.10891673, -0.1535456, 0.031703554, -0.007602281) * g_28; + result += mat4(0.1211426, 0.0037113805, 0.0053533735, 0.06705086, -0.0113079185, -0.14421159, -0.091448925, -0.00971443, 0.064816035, -0.1309255, -0.03377283, -0.054445747, -0.023829643, 0.11046322, -0.04438854, 0.027087016) * g_29; + result += mat4(0.14089139, 0.061144315, 0.05492873, 0.08141859, 0.013321813, 0.11854551, -0.0523245, 0.02350885, 0.027290756, 0.20114194, -0.04875496, 0.1252922, 0.13713759, -0.055055924, 0.01316475, 0.061486248) * g_30; + result += mat4(-0.084306486, -0.0730094, -0.02533989, -0.045629617, -0.1022427, -0.16021572, 0.06772375, -0.027088458, -0.24639171, 0.046187285, 0.08361509, -0.08620142, 0.00507411, 0.037024546, -0.11199879, 0.039523087) * g_31; + result += vec4(0.055495262, -0.051167354, 0.028084511, -0.043321524); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x1x1x128 +//!HOOK MAIN +//!BIND conv2d_24_tf +//!BIND conv2d_24_tf1 +//!BIND conv2d_24_tf2 +//!BIND conv2d_24_tf3 +//!BIND conv2d_24_tf4 +//!BIND conv2d_24_tf5 +//!BIND conv2d_23_tf +//!BIND conv2d_1_tf +//!BIND conv2d_4_tf +//!BIND conv2d_7_tf +//!BIND conv2d_10_tf +//!BIND conv2d_13_tf +//!BIND conv2d_16_tf +//!BIND conv2d_19_tf +//!BIND conv2d_22_tf +//!BIND conv2d_25_tf +//!SAVE conv0ups5 +//!WIDTH conv2d_24_tf.w +//!HEIGHT conv2d_24_tf.h +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define g_0 (max((conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_1 (max((conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_2 (max((conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_3 (max((conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_4 (max((conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_5 (max((conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_6 (max(-(conv2d_24_tf_tex(conv2d_24_tf_pos)), 0.0)) +#define g_7 (max(-(conv2d_24_tf1_tex(conv2d_24_tf1_pos)), 0.0)) +#define g_8 (max(-(conv2d_24_tf2_tex(conv2d_24_tf2_pos)), 0.0)) +#define g_9 (max(-(conv2d_24_tf3_tex(conv2d_24_tf3_pos)), 0.0)) +#define g_10 (max(-(conv2d_24_tf4_tex(conv2d_24_tf4_pos)), 0.0)) +#define g_11 (max(-(conv2d_24_tf5_tex(conv2d_24_tf5_pos)), 0.0)) +#define g_12 (max((conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_13 (max(-(conv2d_23_tf_tex(conv2d_23_tf_pos)), 0.0)) +#define g_14 (max((conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_15 (max(-(conv2d_1_tf_tex(conv2d_1_tf_pos)), 0.0)) +#define g_16 (max((conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_17 (max(-(conv2d_4_tf_tex(conv2d_4_tf_pos)), 0.0)) +#define g_18 (max((conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_19 (max(-(conv2d_7_tf_tex(conv2d_7_tf_pos)), 0.0)) +#define g_20 (max((conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_21 (max(-(conv2d_10_tf_tex(conv2d_10_tf_pos)), 0.0)) +#define g_22 (max((conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_23 (max(-(conv2d_13_tf_tex(conv2d_13_tf_pos)), 0.0)) +#define g_24 (max((conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_25 (max(-(conv2d_16_tf_tex(conv2d_16_tf_pos)), 0.0)) +#define g_26 (max((conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_27 (max(-(conv2d_19_tf_tex(conv2d_19_tf_pos)), 0.0)) +#define g_28 (max((conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_29 (max(-(conv2d_22_tf_tex(conv2d_22_tf_pos)), 0.0)) +#define g_30 (max((conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +#define g_31 (max(-(conv2d_25_tf_tex(conv2d_25_tf_pos)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.011561234, -0.012465957, 0.061722398, 0.004109507, 0.11449728, 0.30646765, 0.11597718, 0.044809423, -0.15796961, 0.09144391, 0.025600316, -0.016890302, -0.06273143, -0.09406291, -0.13892512, 0.107323244) * g_0; + result += mat4(0.26843497, 0.07754772, -0.040967893, 0.14208253, -0.22981443, 0.09998915, 0.12629654, 0.05489728, 0.20781358, -0.06494287, 0.107708186, -0.12273423, 0.03810808, -0.00919042, 0.07503909, -0.10436984) * g_1; + result += mat4(-0.04123376, 0.061480578, 0.09167497, 0.0717715, 0.08920449, -0.059116304, -0.051456068, 0.1435225, -0.0054245745, -0.07957629, 0.012718112, -0.1371298, -0.05244197, -0.001466458, 0.018672079, 0.16870362) * g_2; + result += mat4(-0.0711777, 0.083937705, 0.0055865357, 0.086037554, -0.0026764858, -0.09261858, 0.11146104, 0.034576505, -0.059654012, -0.16707183, -0.010578452, -0.22554928, -0.032461595, 0.023646196, 0.10213768, 0.039538495) * g_3; + result += mat4(-0.08187879, -0.14176089, -0.11134647, -0.0014680476, -0.01505771, 0.0028695054, 0.13650699, 0.09581829, 0.08451168, 0.0593946, -0.022487655, -0.053191096, -0.13652085, -0.18934551, 0.081316985, -0.10670004) * g_4; + result += mat4(0.3095398, 0.15461108, 0.08192997, 0.36671337, -0.23491316, 0.16552022, 0.06679685, -0.014910402, 0.17080174, 0.07363078, -0.05000375, -0.10863247, -0.17515467, -0.13650203, 0.17658728, 0.09099435) * g_5; + result += mat4(0.24561775, 0.085898094, -0.09029496, -0.062148836, -0.13314761, -0.1805575, 0.072130956, 0.010657738, 0.12118199, -0.10993774, -0.2077007, 0.13921109, 0.032653514, 0.099179596, 0.029785015, -0.07210813) * g_6; + result += mat4(0.05213782, 0.02070249, -0.1519397, -0.15459941, 0.12078409, -0.1018201, -0.15649813, -0.09451276, 0.08978216, 0.033983372, -0.325133, 0.03649046, 0.034768645, 0.01820811, -0.1476437, -0.05215747) * g_7; + result += mat4(0.25730282, -0.03574445, -0.26939863, 0.056570202, -0.03860821, 0.064086504, 0.049936775, -0.09219466, -0.23501472, 0.11891639, 0.16585156, -0.06937759, 0.17275843, -0.005933774, -0.038747568, -0.1872246) * g_8; + result += mat4(0.29699612, -0.12036312, -0.17994614, 0.06254196, 0.052887265, 0.10139881, -0.015890123, 0.014276093, -0.08473576, 0.20360646, 0.0719401, 0.116043195, -0.04480997, -0.16405116, 0.06848916, 0.029303674) * g_9; + result += mat4(0.039084256, 0.16812262, -0.045461234, 0.15141405, -0.053278796, 0.0499866, -0.09262412, 0.024975844, -0.10941919, 0.020637758, -0.13150725, 0.120833196, 0.080852345, 0.14054763, 0.11314371, 0.11749595) * g_10; + result += mat4(-0.07858139, -0.11847648, -0.08926328, 0.04630698, 0.20156343, -0.11537608, -0.042400904, 0.08154081, 0.27824274, -0.18951182, -0.19521928, 0.16003811, 0.10160072, 0.084651895, -0.081367895, -0.1803879) * g_11; + result += mat4(-0.015178554, 0.1453211, 0.0029462255, -0.015893389, -0.0070375055, 0.20207931, -0.05530542, 0.08762223, -0.029634364, -0.023058303, 0.04852642, 0.028570767, 0.0017521627, -0.038801666, 0.008321414, 0.013272434) * g_12; + result += mat4(0.112933494, 0.00077646604, 0.15631917, 0.12212562, -0.035100516, -0.15636574, 0.0869713, -0.040045064, -0.043343354, -0.17186165, 0.040316343, -0.040707536, 0.033326153, -0.07299361, 0.10777621, 0.044213336) * g_13; + result += mat4(-0.057331394, -0.29746646, -0.21014963, -0.27668902, -0.07744173, -0.19646992, -0.1978878, -0.148482, -0.038296875, 0.023684174, -0.011479595, -0.3131539, 0.1081339, 0.17462969, 0.23045957, 0.06817404) * g_14; + result += mat4(-0.05616912, 0.44082153, 0.13635121, 0.5260593, 0.068167746, 0.1159533, 0.18762758, 0.06370536, 0.24268357, -0.031904045, -0.03593457, 0.1761274, -0.25467318, -0.27158144, 0.21026418, -0.35541326) * g_15; + result += mat4(0.04480854, 0.40541658, 0.12650406, 0.14116916, -0.12694973, 0.070857644, -0.1654552, -0.38093325, 0.1730254, 0.23093973, -0.17948884, 0.18496381, 0.19546366, -0.11564827, -0.10936328, -0.13326254) * g_16; + result += mat4(0.02783123, -0.16448286, -0.27236226, -0.10730039, -0.10582441, 0.2894545, -0.12485313, 0.09168738, -0.13905063, -0.32243901, 0.12184465, -0.078383766, -0.20384146, 0.10552737, 0.1335408, 0.19632344) * g_17; + result += mat4(-0.036966056, -0.07765606, -0.042519376, -0.18071535, 0.094343245, -0.11750975, -0.115932606, -0.14168039, 0.10521408, -0.1797702, -0.2014665, 0.06983729, -0.043030553, -0.20928553, -0.1358945, -0.19139649) * g_18; + result += mat4(0.014309759, -0.029078862, 0.11430482, 0.15110584, 0.059152886, -0.05306251, 0.08139934, 0.02904774, -0.15470253, 0.10313861, 0.30107433, -0.16773193, -0.094181724, 0.057134327, 0.00092695246, 0.08184109) * g_19; + result += mat4(0.02506316, 0.0867775, -0.08693349, 0.0878035, 0.030453114, 0.042106513, -0.017756486, 0.02601538, -0.054069374, 0.048818395, 0.02386837, 0.024829991, 0.023034105, 0.0051381323, -0.020198671, -0.09797366) * g_20; + result += mat4(-0.023844786, 0.0016428459, 0.123326644, 0.08708688, -0.01703554, -0.06808432, -0.12352092, -0.08645188, 0.009277621, -0.07319661, 0.011372869, -0.22492659, -0.014993174, 0.058244362, -0.105234556, 0.00219484) * g_21; + result += mat4(0.08174906, 0.12529619, 0.053283885, -0.009235874, -0.04773854, -0.12894803, 0.081467494, 0.016731197, 0.05052568, 0.14297223, 0.10280411, -0.03163778, 0.0055582365, -0.012498803, 0.0059484374, -0.031531356) * g_22; + result += mat4(-0.05330085, -0.04974306, -0.079764664, 0.010079839, 0.11561185, 0.026386917, -0.1173086, 0.07318347, 0.022758875, -0.053391833, -0.14447209, -0.0064598285, -0.0024759816, -0.006995636, 0.0007184077, -0.069488235) * g_23; + result += mat4(0.07302404, -0.08720752, -0.037079513, 0.0003512964, 0.02232102, -0.095264226, 0.036082335, -0.00036828392, 0.08033609, -0.04303644, -0.05187976, -0.066657886, -0.059702326, -0.06550579, 0.034914013, -0.038357385) * g_24; + result += mat4(-0.04311525, 0.04406852, 0.0022629597, 0.055104118, -0.058384016, 0.062843435, -0.03903992, -0.024547735, 0.0030863932, 0.12553258, 0.004523987, 0.041851215, 0.02736582, 0.0037202195, 0.008346716, -0.00066181086) * g_25; + result += mat4(-0.10727989, 0.033605255, -0.028996287, -0.10822878, 0.14796142, -0.10711968, -0.19416648, 0.07545809, -0.011922665, 0.15432714, -0.07223956, -0.0389031, 0.056309763, -0.031701643, -0.15709357, -0.085562445) * g_26; + result += mat4(0.015703637, -0.06475049, -0.14153144, 0.059910253, -0.14977545, -0.06390219, 0.13375331, -0.14298701, 0.1305803, -0.050405364, 0.03631835, 0.22620685, -0.050843332, 0.038208447, 0.026526114, -0.017080935) * g_27; + result += mat4(0.12688361, 0.056371618, 0.10022545, 0.15378883, -0.118205115, -0.013227478, 0.07664092, -0.13813822, -0.16385357, 0.03870268, 0.17708874, 0.008884885, -0.2010594, 0.11686294, 0.19129558, 0.020952912) * g_28; + result += mat4(0.019549163, -0.15760489, -0.10022573, 0.15503788, 0.14201608, 0.042376533, -0.052286524, 0.11653048, 0.13872318, 0.07111845, -0.12428939, -0.0038820026, 0.15195651, 0.0346821, -0.08822089, -0.003574916) * g_29; + result += mat4(0.006056049, -0.07287368, -0.18514961, 0.04915554, 0.091064215, 0.27121982, -0.051693153, -0.22751212, -0.18204577, 0.0221348, 0.07865922, -0.22364894, 0.010186452, -0.012915454, 0.049386848, 0.03228151) * g_30; + result += mat4(0.109998666, 0.012412288, 0.1361162, 0.06420964, -0.19105789, 0.100528404, 0.12032071, 0.11792962, -0.16980593, -0.13456152, -0.08864147, -0.23975545, -0.015304083, 0.054322414, 0.032784272, 0.01145087) * g_31; + result += vec4(0.07406925, -6.918896e-05, -0.08913489, -0.016446702); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!BIND conv0ups4 +//!BIND conv0ups5 +//!SAVE conv1ups +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max((conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max((conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_8(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_9(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_10(x_off, y_off) (max(-(conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_11(x_off, y_off) (max(-(conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.12926783, 0.017635763, -0.013476121, -0.06546863, -0.0020913617, 0.04573165, -0.064033605, -0.018238, -0.06351373, 0.06524707, -0.0715566, 0.048930883, 0.08370062, 0.07703095, 0.037626196, -0.019011294) * go_0(-1.0, -1.0); + result += mat4(-0.0017422242, 0.015704002, -0.0065484517, 0.0034917945, -0.203504, -0.052581586, 0.059170052, 0.034942575, 0.18350169, 0.07801102, 0.0016214083, -0.042796984, -0.095814526, -0.0494608, -0.06263077, -0.08761381) * go_0(-1.0, 0.0); + result += mat4(0.028449956, -0.030443287, -0.01351158, -0.00224811, 0.026770886, -0.11713719, 0.008776065, -0.06586146, -0.22359546, -0.067533895, 0.0816704, 0.12743919, 0.06571477, 0.06255163, 0.041541066, -0.0058448445) * go_0(-1.0, 1.0); + result += mat4(-0.09489079, -0.036623634, 0.081674, -0.03636195, 0.13697773, -0.019518752, -0.17432365, 0.019992169, -0.047911603, -0.13385351, 0.10042773, 0.016029052, 0.030136164, -0.027172877, -0.001031953, 0.06582866) * go_0(0.0, -1.0); + result += mat4(-0.055866733, -0.11699785, -0.063725546, -0.054495048, -0.14631337, 0.31479597, -0.03280792, -0.058542997, 0.1398103, -0.06698283, -0.07163176, -0.037448023, -0.060457975, -0.14894441, -0.118958615, 0.02970854) * go_0(0.0, 0.0); + result += mat4(0.16954796, 0.1455119, 0.16188881, 0.12931493, 0.08463092, 0.12101101, -0.013273191, 0.10293549, -0.034920808, 0.041531533, 0.042880267, -0.13770556, 0.13387385, -0.0970746, -0.06980967, -0.023200486) * go_0(0.0, 1.0); + result += mat4(-0.07359327, 0.051948566, 0.026285969, -0.032924615, 0.16437969, -0.1889214, 0.0039336556, 0.043706615, -0.0578081, 0.11538013, 0.07444846, -0.060747445, 0.024889646, 0.15488148, 0.08899952, -0.09964372) * go_0(1.0, -1.0); + result += mat4(0.16784054, -0.058858477, -0.16401602, -0.029084012, -0.019850904, 0.05644765, 0.03163883, -0.021911565, -0.11589579, -0.11843019, -0.111589305, 0.052809834, 0.11501516, -0.07648356, 0.052230515, 0.092886955) * go_0(1.0, 0.0); + result += mat4(0.031150786, 0.05277218, 0.0728661, 0.020861644, 0.029089052, -0.016410865, 0.011665696, -0.046898734, -0.031717364, -0.0127168065, -0.019639771, 0.012864874, -0.21498284, 0.07779946, -0.0077480283, -0.044006687) * go_0(1.0, 1.0); + result += mat4(-0.066615745, -0.011580077, 0.120639496, 0.016614268, 0.026132276, -0.07641368, -0.05658998, -0.069772206, 0.03740111, 0.03333487, 0.098400064, -0.0016500775, 0.05839071, 0.05309518, -0.027565097, -0.03938075) * go_1(-1.0, -1.0); + result += mat4(0.06351996, 0.006185661, -0.036918275, 0.10029065, 0.23438206, 0.15663382, -0.022865077, -0.06931367, -0.011048514, -0.005193203, 0.17288761, -0.024304895, -0.008036278, -0.008113838, -0.054147683, -0.060182277) * go_1(-1.0, 0.0); + result += mat4(0.1689985, 0.077035755, -0.05028808, -0.0762494, 0.008202717, -0.03334299, -0.0504141, -0.023240203, -0.0036260819, 0.022127533, 0.017539665, 0.026891403, 0.019779956, -0.0025955478, -0.008754468, 0.0033192693) * go_1(-1.0, 1.0); + result += mat4(-0.044042338, 0.08709768, 0.06859617, -0.025569353, 0.0595332, -0.21848544, -0.16065672, 0.036280297, -0.12523848, -0.06271851, -0.017368471, -0.07711223, 0.048871677, -0.010382488, -0.0437693, 0.07148062) * go_1(0.0, -1.0); + result += mat4(0.23993973, 0.20499702, 0.123574704, 0.027592948, -0.08493277, -0.055818275, 0.18304282, 0.028260557, -0.044152625, -0.060114615, -0.22076544, -0.20473787, -0.11050344, 0.023228854, -0.00012463839, -0.030457003) * go_1(0.0, 0.0); + result += mat4(-0.008641321, -0.08481431, 0.02876154, 0.15506335, -0.033304676, -0.088077515, 0.07852544, 0.1433104, -0.03732285, -0.0483456, -0.02697428, 0.058970585, 0.06524768, -0.055602137, -0.053783342, 0.049392965) * go_1(0.0, 1.0); + result += mat4(-0.042998265, -0.10999974, -0.06887704, -0.00034993226, -0.074804835, 0.16616777, 0.008689715, 0.000355656, 0.012254178, -0.0717238, -0.006859269, 0.06594322, 0.041172463, -0.03180735, -0.02101005, 0.053185012) * go_1(1.0, -1.0); + result += mat4(0.12952714, 0.09727997, 0.08795567, -0.04953458, -0.027699426, 0.047990426, 0.07493966, -0.06163423, -0.07408061, -0.032931533, -0.0812497, -0.05302238, 0.14796886, 0.06534311, 0.10097287, -0.021323942) * go_1(1.0, 0.0); + result += mat4(-0.14974716, 0.0891444, -0.037996378, -0.02638308, 0.13232549, 0.044330686, 0.09446334, -0.0044896854, 0.031743973, -0.023852853, -0.06806164, -0.029796021, 0.11711989, 0.014950628, 0.0047842227, -0.03379406) * go_1(1.0, 1.0); + result += mat4(-0.08197355, 0.001979392, 0.1395889, -0.024046708, -0.060789634, -0.022009525, -0.031653315, 0.020120833, 0.00514834, -0.02104124, 0.026771626, 0.0032965564, 0.04075344, -0.07198045, 0.032448653, -0.068035536) * go_2(-1.0, -1.0); + result += mat4(0.07843731, 0.026901783, -0.08478698, -0.048486933, 0.19225356, 0.037023634, 0.07265866, -0.099053726, -0.03593816, 0.03370276, 0.0052682273, 0.021495577, -0.025080455, 0.07389491, -0.0017847505, -0.038959842) * go_2(-1.0, 0.0); + result += mat4(0.053258836, 0.04078207, 0.09295192, -0.021825904, -0.004807724, -0.08454232, 0.037102774, 0.033683676, -0.10423599, -0.0039763353, 0.008574363, 0.040606398, 0.38930696, -0.007596849, -0.05715637, -0.08239566) * go_2(-1.0, 1.0); + result += mat4(0.0025093122, -0.050177783, -0.14211158, 0.0037644645, -0.13623556, -0.10453635, 0.016650122, -0.055829223, 0.17538422, -0.09304271, -0.040046915, 0.027603863, -0.06155893, -0.00430452, 0.0023342837, -0.026793983) * go_2(0.0, -1.0); + result += mat4(0.11151169, -0.0684153, -0.05891965, -0.053996798, 0.29509687, 0.087223604, -0.02806932, 0.07231259, 0.16447857, 0.057506807, 0.08907169, -0.039158184, 0.16317198, 0.14243555, -8.347532e-05, 0.13343206) * go_2(0.0, 0.0); + result += mat4(-0.0684127, 0.17917678, -0.024445476, -0.089603886, -0.032717735, 0.028147785, 0.00046893195, -0.13545133, 0.041829295, 0.06302451, 0.040085375, -0.091134705, -0.16327454, -0.15937452, -0.11208865, -0.017756606) * go_2(0.0, 1.0); + result += mat4(-0.1622828, -0.064290136, -0.077471234, 0.20325996, 0.1151283, 0.020182231, -0.06235399, -0.04841261, 0.09205608, -0.037943326, -0.11841134, 0.13129303, 0.10001631, 0.04616772, 0.0076468824, -0.033766087) * go_2(1.0, -1.0); + result += mat4(0.1885096, -0.11946506, -0.04664517, 0.12106764, 0.0017019847, -0.05392451, 0.015514662, 0.12835595, -0.07317445, -0.013959309, -0.056324873, -0.084675394, 0.13411997, -0.08355416, -0.05116357, 0.043123398) * go_2(1.0, 0.0); + result += mat4(-0.09976046, 0.007247968, 0.09458126, -0.0085549485, 0.06640138, -0.07579545, -0.07787044, 0.04111281, 0.052593518, -0.025167007, -0.10260703, 0.039726503, 0.04463933, -0.0073404177, 0.06893751, 0.023595389) * go_2(1.0, 1.0); + result += mat4(-0.13209677, -0.05905579, 0.0037172579, -0.03777616, 0.023850411, -0.03794249, 0.025315933, 0.039317388, -0.12761319, -0.00029748064, 0.027399754, 0.048066862, -0.12295361, -0.057715088, -0.084890746, -0.0018534939) * go_3(-1.0, -1.0); + result += mat4(-0.009622064, 0.009828997, -0.16343904, 0.012290232, 0.10141595, 0.032614756, -0.0722343, -0.058248762, 0.08752965, -0.016058937, -0.14033443, -0.14247452, 0.044392906, -0.0509482, -0.076671004, -0.09944826) * go_3(-1.0, 0.0); + result += mat4(-0.11801312, -0.078754544, -0.028907303, 0.020204972, -0.00807525, 0.009592218, 0.013587085, 0.03268732, -0.016237395, 0.12613463, -0.07606922, -0.048611153, 0.120404065, 0.07353506, -0.018308502, -0.0928186) * go_3(-1.0, 1.0); + result += mat4(0.103043616, -0.043690745, -0.08926332, 0.10926608, 0.07650447, 0.05985906, -0.08143925, -0.09329927, -0.18575777, 0.02601556, 0.05060885, 0.009454815, -0.09776849, 0.040663064, -0.021093182, -0.071754314) * go_3(0.0, -1.0); + result += mat4(-0.01630674, 0.15167665, 0.014230864, -0.07259589, -0.023406526, -0.12963332, 0.003772267, 0.031429663, 0.14110763, -0.19529745, -0.014899895, 0.15883322, -0.022979617, -0.11828465, -0.010775711, 0.20699823) * go_3(0.0, 0.0); + result += mat4(-0.07463863, -0.024185626, 0.13400939, 0.092735745, -0.11007727, -0.05803818, -0.09885388, -0.049603596, -0.062891036, 0.04989709, 0.03151034, 0.04456592, 0.06673375, -0.00042276783, 0.0015201987, 0.031183513) * go_3(0.0, 1.0); + result += mat4(-0.14637282, -0.15434839, 0.062445384, 0.14046007, 0.008121208, 0.042827062, 0.047031205, -0.09278757, -0.018279193, 0.0036310495, -0.01854531, -0.034663606, -0.05098561, -0.010678129, -0.022653349, 0.014830333) * go_3(1.0, -1.0); + result += mat4(0.024634285, 0.12405944, 0.19948581, -0.08734437, 0.03176105, -0.04027108, 0.045582317, 0.044037554, -0.10807711, 0.09467486, -0.027631609, -0.08217483, -0.035664476, 0.15146695, 0.007925873, -0.078050405) * go_3(1.0, 0.0); + result += mat4(-0.097154036, 0.014364971, -0.020642182, -0.020220386, -0.0357456, 0.09496227, 0.110210314, -0.027332012, -0.10335405, 0.015467342, 0.023559198, 0.035299074, 0.010270126, -0.035228938, -0.035314877, -0.037740685) * go_3(1.0, 1.0); + result += mat4(0.07677437, -0.099041484, 0.08227524, 0.028451044, -0.048090696, 0.048308548, 0.02002402, 0.020593867, -0.16374537, -0.0025611143, -0.008507379, -0.029656677, 0.06198073, 0.0621251, -0.0878884, 0.027271627) * go_4(-1.0, -1.0); + result += mat4(0.13326712, 0.09568612, -0.09955783, -0.06464995, -0.1080553, -0.013177989, -0.091879115, 0.0043980163, 0.096038, 0.00082379446, 0.1077031, 0.051108915, 0.11449326, -0.04742037, 0.075871214, 0.06832458) * go_4(-1.0, 0.0); + result += mat4(-0.11432613, -0.02575731, 0.10285911, 0.060753386, 0.10450503, 0.031528436, 0.032356616, 0.020612843, 0.005137281, 0.041043267, -0.053449225, -0.04739492, -0.022107469, -0.04305694, -0.014828701, -0.07910592) * go_4(-1.0, 1.0); + result += mat4(-0.016649982, -0.033692267, -0.16380711, 0.04840447, -0.08704325, 0.03223745, 0.06618067, -0.058747917, 0.002078949, -0.012481651, -0.001862833, 0.073793836, -0.10783936, -0.026685616, 0.09464906, 0.007958871) * go_4(0.0, -1.0); + result += mat4(-0.09529156, -0.011030221, 0.04811921, -0.058335345, -0.16198096, 0.11942748, -0.0012879033, 0.086001225, 0.07690128, 0.079917476, 0.049061555, 0.008218703, -0.05253061, -0.106854506, 0.0075482167, 0.3111194) * go_4(0.0, 0.0); + result += mat4(-0.027775658, 0.059103772, -0.015098427, -0.014103374, 0.038190566, 0.02724517, 0.03320597, 0.019851912, -0.024970068, -0.01468647, -0.12384575, -0.05543631, 0.0740412, -0.016058838, -0.08206018, 0.04608353) * go_4(0.0, 1.0); + result += mat4(-0.02381974, 0.012398538, 0.06616886, 0.01347415, -0.03536895, -0.062602445, -0.018591968, -0.05038233, -0.008164494, -0.07909477, -0.033094108, -0.044485636, -0.18243223, 0.06168974, 0.07344958, -0.036536235) * go_4(1.0, -1.0); + result += mat4(-0.015181048, -0.054964907, -0.09671139, 0.061632328, -0.041971393, -8.0521546e-05, 0.030624658, -0.04471539, 0.008768315, -0.052731395, 0.015046845, 0.12035036, 0.027298013, 0.0076451087, 0.14871614, 0.17427884) * go_4(1.0, 0.0); + result += mat4(0.16830003, -0.017028246, 0.05205674, 0.024545586, -0.016899908, 0.025148457, 0.046180926, 0.015857594, -0.06316512, 0.058127988, 0.02513703, -0.025115915, 0.028232403, -0.03080844, 0.07889233, 0.025056005) * go_4(1.0, 1.0); + result += mat4(0.045276914, 0.017918674, -0.045485076, -0.037483674, 0.06683662, 0.023648288, -0.015354532, -0.00810877, 0.15075907, 0.074351266, 0.003833842, 0.02196497, 0.09251617, -0.0144700715, 0.05222211, 0.05908784) * go_5(-1.0, -1.0); + result += mat4(0.11436125, 0.046093784, 0.033021253, 0.14947179, -0.073261544, 0.0044895527, -0.070047304, 0.063634634, -0.12451059, -0.059948344, 0.06743303, -0.049537323, 0.12232392, 0.006624019, 0.00017795655, 0.0069139977) * go_5(-1.0, 0.0); + result += mat4(-0.05903832, -0.030206619, 0.013915073, -0.03697008, -0.11873987, -0.07172067, 0.07667946, 0.034099083, 0.212897, -0.014532608, -0.021231264, 0.10551015, 0.05757128, 0.022817556, 0.015584272, -0.05811226) * go_5(-1.0, 1.0); + result += mat4(0.11333232, -0.02307842, 0.055530388, -0.037579533, -0.01775949, 0.13781238, -0.084853075, -0.045908786, -0.035615377, -0.029440416, 0.06898324, -0.0211324, 0.10898682, -0.032409493, 0.026761126, 0.0593887) * go_5(0.0, -1.0); + result += mat4(0.028792053, -0.0711117, -0.031095935, -0.06691037, -0.036494207, 0.04325232, -0.01044192, 0.019699099, -0.135968, 0.026980419, -0.08115253, 0.09324798, -0.14339764, 0.011957557, -0.028268812, -0.076987006) * go_5(0.0, 0.0); + result += mat4(-0.0037685733, 0.017815486, -0.0311176, 0.07849914, -0.052071363, 0.039468136, -0.05379765, -0.055341784, 0.10867571, -0.043736573, 0.017801274, -0.012468974, -0.07847819, -0.055475883, -0.018192763, 0.054612897) * go_5(0.0, 1.0); + result += mat4(-0.12339551, -0.042736895, 0.031139426, 0.055459928, 0.02735317, -0.00223694, 0.035595044, 0.0099047795, 0.09026148, 0.11343199, 0.12809223, 0.07653464, 0.04741737, 0.06920812, -0.023478316, 0.010022906) * go_5(1.0, -1.0); + result += mat4(-0.0013142643, 0.032478604, -0.100527644, -0.107406884, 0.19205165, -0.062054783, -0.026734158, 0.07746309, -0.12282383, 0.027779505, 0.0489351, -0.102970384, 0.05754637, -0.0407643, -0.045871045, -0.08728004) * go_5(1.0, 0.0); + result += mat4(0.07999647, 0.037737604, 0.0018015103, 0.027340624, 0.029681504, 0.051112622, 0.07510517, -0.005115188, 0.13523845, -0.042190503, -0.033306144, 0.0021249955, -0.046934023, 0.023981353, 0.09313002, -0.016826976) * go_5(1.0, 1.0); + result += mat4(-0.019876158, -0.10024854, 0.1092125, 0.09021781, 0.1946136, -0.06411127, 0.033485923, 0.030906223, -0.10872131, 0.017895319, 0.011919747, 0.062073786, 0.15985118, -0.067493014, -0.07976057, -0.042163573) * go_6(-1.0, -1.0); + result += mat4(-0.10323808, 0.005511113, 0.009527565, -0.015006099, 0.069202155, -0.026323676, -0.061706487, -0.030945215, 0.15723042, 0.19260678, 0.18506604, 0.022006249, -0.028875409, -0.030105352, 0.02791428, 0.09315079) * go_6(-1.0, 0.0); + result += mat4(-0.07159283, 0.012191451, -0.048083134, 0.025891535, 0.14953457, 0.051475618, -0.030437365, -0.079766236, -0.039878514, -0.15460435, -0.021840231, -0.052903946, 0.21059886, -0.0024842704, -0.042435605, -0.043039396) * go_6(-1.0, 1.0); + result += mat4(0.042905815, 0.014010391, -0.025319157, -0.00425917, 0.07286237, -0.1379992, -0.0020224063, 0.004999196, 0.05806229, -0.046335798, -0.06254037, -0.037656475, 0.112142295, -0.030341217, -0.057973728, -0.06612895) * go_6(0.0, -1.0); + result += mat4(-0.065106615, 0.08555576, -0.0555809, 0.058661778, -0.06703048, 0.00757035, 0.2853245, 0.065487936, -0.043718137, 0.14329132, 0.056263465, -0.057933383, -0.060439464, 0.13277435, 0.050928883, -0.019675303) * go_6(0.0, 0.0); + result += mat4(0.058651224, 0.033697523, -0.08894027, -0.12380978, 0.04701405, -0.068525575, -0.10160738, -0.091192864, 0.051913194, 0.123846985, -0.057066478, 0.110756285, 0.13515612, 0.1319968, 0.054159746, 0.032216214) * go_6(0.0, 1.0); + result += mat4(0.04651348, 0.1435761, 0.027906023, -0.021019146, -0.08287222, 0.116047196, 0.096292056, 0.025322463, 0.06550447, 0.07559469, -0.09061949, 0.059102707, -0.038015757, -0.12853391, -0.0974969, 0.0720349) * go_6(1.0, -1.0); + result += mat4(-0.03694829, -0.144419, 0.057593826, 0.09401981, -0.08426838, -0.019106563, -0.098343626, 0.0035400165, -0.004882411, -0.020896483, 0.15085591, -0.02877296, 0.0050168475, 0.12667508, -0.032590915, -0.0025977234) * go_6(1.0, 0.0); + result += mat4(0.08555901, -0.08812998, 0.014633639, 0.0071074716, -0.0024737378, -0.04788443, -0.12100031, 0.009737524, 0.014586274, 0.096846946, 0.09984849, 0.02886416, 0.022972917, -0.04357125, 0.03608454, 0.08369692) * go_6(1.0, 1.0); + result += mat4(0.018398179, -0.011733849, -0.08888223, 0.009763868, -0.15132993, 0.036217462, 0.09026627, 0.030259093, -0.05344084, 0.0013394047, -0.023476386, 0.021226766, 0.014191311, -0.023437658, -0.01486143, -0.009443682) * go_7(-1.0, -1.0); + result += mat4(-0.040501222, -0.04698822, -0.014550345, -0.058862526, 0.038385723, 0.078983694, 0.030705776, -0.031161394, -0.061136663, -0.048850644, -0.07004682, 0.022786641, -0.03311709, -0.06084822, 0.009284337, 0.1005589) * go_7(-1.0, 0.0); + result += mat4(-0.08333313, 0.053781126, 0.0987624, 0.04839388, 0.038077936, -0.09682916, 0.07501481, 0.052941784, -0.08676212, 0.059663836, 0.005592122, -0.029373128, -0.039431266, -0.011054677, -0.0033718846, -0.010363397) * go_7(-1.0, 1.0); + result += mat4(-0.25438857, -0.14106423, -0.1095653, 0.044371713, -0.012792314, 0.057438467, 0.093233176, 0.01343747, 0.014012183, 0.06930022, 0.03238247, 0.12067357, 0.04201719, 0.052826792, 0.011205695, -0.13735019) * go_7(0.0, -1.0); + result += mat4(0.2513968, 0.18878548, -0.08494262, -0.033912707, -0.012401661, 0.04466303, -0.064235725, 0.09484076, -0.087512895, 0.024816869, 0.12460444, 0.048196383, -0.102229714, 0.011390139, -0.012901067, 0.019761408) * go_7(0.0, 0.0); + result += mat4(0.04083165, -0.026981898, -0.08314919, -0.15494491, -0.016309442, 0.06318721, -0.11398031, -0.123434715, 0.06272964, 0.120257705, -0.047213808, -0.022864863, 0.08250964, -0.0008748767, -0.026923966, -0.11886819) * go_7(0.0, 1.0); + result += mat4(-0.0572505, 0.09574997, -0.026416877, -0.016468205, 0.042582452, -0.045658376, 0.007977456, -0.034145076, -0.16414487, -0.064831346, -0.12984416, -0.07189931, -0.026000094, -0.022171123, -0.052279275, 0.02196819) * go_7(1.0, -1.0); + result += mat4(0.13977319, -0.1856338, 0.055264283, 0.11615191, 0.018945813, 0.036192402, -0.16559355, 0.044231236, 0.06992585, -0.019265816, -0.01624885, -0.0035805993, -0.07164422, -0.0613412, -0.029790098, 0.07381362) * go_7(1.0, 0.0); + result += mat4(-0.042297278, -0.03600898, -0.0060803858, 0.024386367, -0.024764905, -0.009892563, -0.05306169, -0.009156582, -0.014004544, -0.049380273, -0.00926321, 0.104207546, 0.12639539, -0.011966896, 0.0036679953, 0.04123563) * go_7(1.0, 1.0); + result += mat4(0.087914266, 0.030034786, 0.047800478, 0.026684161, -0.07388588, -0.014753155, -0.062804505, 0.008365165, -0.28619346, 0.046332654, -0.04817101, -0.04654128, -0.0077529238, -0.00076770195, -0.0015271158, 0.0900951) * go_8(-1.0, -1.0); + result += mat4(-0.14336522, -0.035474308, 0.07077806, -0.018279878, 0.122582555, 0.011476352, 0.0005371589, 0.03614031, -0.16100433, -0.034190886, -0.015602055, -0.018996995, 0.0463623, -0.0024787814, -0.131681, -0.028286051) * go_8(-1.0, 0.0); + result += mat4(-0.0016493958, 0.02163245, -0.17860246, -0.010473623, 0.05961081, -0.055462852, 0.032510478, 0.04406735, -0.06955566, 0.027825706, -0.022638146, -0.016986169, 0.072017424, -0.023437198, -0.020352025, 0.03992186) * go_8(-1.0, 1.0); + result += mat4(0.14270854, 0.10076204, 0.057706565, 0.040002447, 0.12933765, 0.045798033, 0.06888362, 0.09035585, 0.09493696, 0.066836774, -0.055931687, -0.010011159, -0.043964043, -0.053119596, 0.0056152856, -0.014694015) * go_8(0.0, -1.0); + result += mat4(-0.106826395, 0.0880726, 0.066187285, -0.08792187, 0.21838719, -0.058248095, 0.063199945, -0.022022499, 0.006144834, -0.08456441, 0.06484306, 0.22722279, 0.15705083, 0.054175496, 0.106256135, 0.017333955) * go_8(0.0, 0.0); + result += mat4(0.03056621, -0.16886939, 0.08014906, 0.0916789, -0.1283127, 0.06408635, 0.06269094, 0.10062364, 0.113416724, -0.013479412, -0.084817424, -0.00586942, -0.08222616, 0.0054284483, 0.19320546, 0.14727722) * go_8(0.0, 1.0); + result += mat4(0.12847276, -0.14197338, -0.022223303, -0.0763214, -0.09447677, -0.005780052, 0.057818405, -0.027136158, 0.085074365, -0.006220301, 0.20058243, -0.063831784, -0.08056169, 0.022678059, 0.008363496, 0.020072738) * go_8(1.0, -1.0); + result += mat4(-0.11202945, 0.17998086, 0.15104616, -0.03520308, -0.19648468, 0.006217564, -0.008981938, -0.15311359, -0.08388434, 0.1426307, 0.045980457, -0.0005135447, -0.08663974, -0.025008831, 0.06003114, -0.06509856) * go_8(1.0, 0.0); + result += mat4(-0.110868916, -0.014249358, -0.09942069, 0.030057356, -0.041898925, 0.05822055, -0.043200213, -0.01686225, 0.11234988, -0.009146895, 0.10784546, 0.06355475, -0.046102762, 0.09267515, -0.1140694, -0.08802013) * go_8(1.0, 1.0); + result += mat4(0.03740659, 0.043335274, 0.02336008, 0.027831735, -0.048603576, -0.067655705, -0.017101498, -0.05746645, 0.1795867, 0.01116057, 0.06140174, -0.026575146, 0.11071209, 0.017581625, -0.017244188, 0.04221752) * go_9(-1.0, -1.0); + result += mat4(-0.09093498, -0.03359564, 0.08415435, 0.050293516, -0.08931786, -0.030898308, -0.04302454, -0.049844395, -0.06899083, 0.065314196, 0.07381234, 0.044382907, 0.00913639, 0.014838099, 0.131941, 0.11661075) * go_9(-1.0, 0.0); + result += mat4(0.09359514, 0.043119717, -0.0048988657, -0.0051532434, 0.06493134, -0.019396067, -0.030236453, 0.062512025, -0.08210076, -0.13371024, 0.07324078, 0.01707155, -0.009836148, -0.04419792, 0.018726762, 0.056868013) * go_9(-1.0, 1.0); + result += mat4(0.002404406, 0.039502855, 0.015906025, -0.04441748, -0.049217764, 0.09813344, -0.021763066, 0.03266165, 0.14830649, 0.0039867344, -0.030537432, -0.07398194, 0.0707336, -0.022324476, 0.12472202, -0.05196246) * go_9(0.0, -1.0); + result += mat4(-0.07723416, -0.14285773, -0.04613492, -0.008971669, -0.18420465, 0.11103098, 0.19152859, 0.16272612, 0.078922726, 0.15539406, 0.04024863, 0.00097146304, 0.010272412, 0.102893874, -0.0527275, -0.09105491) * go_9(0.0, 0.0); + result += mat4(0.105623804, -0.056557592, -0.014577096, -0.06719428, -0.10969176, 0.001400308, 0.10562884, 0.009752116, -0.12308614, -0.016182574, 0.14960748, 0.010221066, -0.07155968, 0.017553782, -0.0031618178, -0.022520179) * go_9(0.0, 1.0); + result += mat4(0.24548957, 0.1017951, 0.12329441, 0.011988662, -0.021322595, -0.03971211, -0.06909687, 0.04851306, 0.068949245, -0.05179331, 0.018596865, 0.05922509, 0.06147395, -0.029042587, -0.018740827, 0.10346284) * go_9(1.0, -1.0); + result += mat4(-0.12127875, -0.0073253955, -0.03200258, 0.072222985, -0.0152465915, 0.14565548, -0.022320282, -0.050823502, 0.16004644, -0.083479956, 0.18272156, -0.02837223, 0.028845333, -0.0913557, -0.06520153, -0.012195518) * go_9(1.0, 0.0); + result += mat4(0.043713868, 0.017148755, -0.053153165, -0.04907823, 0.010491636, -0.07181496, -0.052873563, 0.002196607, 0.05668932, 0.007818972, -0.09365786, -0.03236268, 0.076133415, 0.014877766, 0.07280689, 0.04943823) * go_9(1.0, 1.0); + result += mat4(0.020023782, 0.12642653, -0.1257193, 0.0010849107, -0.1028841, -0.0012805086, 0.03139218, 0.051852815, 0.02855834, 0.010926398, -0.08425039, -0.027257154, 0.22177386, -0.11761942, -0.06212804, 0.04763189) * go_10(-1.0, -1.0); + result += mat4(0.098133035, 0.009496852, 0.021568218, -0.15673152, 0.16544092, 0.03957531, -0.20369442, -0.19420235, 0.016424185, 0.036622413, -0.03185247, -0.09215779, 0.07319639, 0.002547832, -0.049706724, 0.030483197) * go_10(-1.0, 0.0); + result += mat4(-0.2281417, -0.023024509, 0.09659972, 0.26335388, -0.0045844577, -0.009834229, -0.018298753, 0.122718684, -0.02647466, 0.002877703, 0.024655823, 0.094881535, 0.12731706, 0.080654815, -0.044072278, -0.03565267) * go_10(-1.0, 1.0); + result += mat4(0.029326709, -0.11864519, 0.09787174, 0.12850013, 0.15769617, 0.13107847, 0.116214424, 0.15526375, 0.115055986, 0.0056176763, -0.03891455, 0.12182736, -0.08285683, 0.00386448, 0.20372197, -0.12381204) * go_10(0.0, -1.0); + result += mat4(0.005426268, -0.012844199, 0.07341806, 0.057192266, 0.17609712, -0.21841417, 0.22905084, 0.3726449, 0.10430437, 0.010538873, 0.05979287, -0.01995585, -0.07817501, 0.00043512616, 0.13539863, -0.06603449) * go_10(0.0, 0.0); + result += mat4(0.050650224, 0.00340572, -0.087897, -0.07721568, -0.11787272, 0.055441145, 0.11856778, -0.07839249, -0.06705796, -0.03665792, 0.051945772, -0.029940791, -0.088110745, -0.09544122, 0.17977637, 0.029465398) * go_10(0.0, 1.0); + result += mat4(0.009884356, 0.17486453, 0.025220042, -0.07008002, 0.02835983, 0.028899308, -0.053842478, -0.05901161, 0.02033701, 0.017125512, 0.072237976, -0.016422039, 0.069241695, -0.020792386, -0.16026399, 0.07822056) * go_10(1.0, -1.0); + result += mat4(-0.048933912, 0.16797939, 0.13613503, -0.08531724, 0.005136678, -0.033446345, 0.10688266, 0.101555996, 0.09844126, 0.03428401, -0.014949532, -0.05729196, -0.028571986, -0.014022329, -0.24312006, -0.19816753) * go_10(1.0, 0.0); + result += mat4(-0.020860989, 0.051978905, -0.2651558, 0.08423122, -0.10601855, 0.078817755, -0.10306769, -0.020730799, -0.07786028, -0.012762303, 0.0060952823, -0.019439751, -0.009204351, -0.05893443, -0.07034564, -0.007940594) * go_10(1.0, 1.0); + result += mat4(-0.11925938, 0.061081305, 0.070605464, 0.04138998, -0.00285024, -0.029746482, 0.0076757227, 0.018701859, -0.008902949, 0.03618365, -0.07888318, -0.014662468, 0.035089407, 0.065284885, -0.033326365, 0.0041100197) * go_11(-1.0, -1.0); + result += mat4(0.23211081, -0.012683885, -0.16230011, -0.06169017, -0.029079294, -0.05057387, 0.028562393, 0.03973977, 0.011671771, 0.0002469616, -0.10245703, 0.022923809, -0.04913737, 0.06672865, 0.2349864, 0.033900134) * go_11(-1.0, 0.0); + result += mat4(0.027792582, 0.06683438, -0.01994665, -0.08401307, -0.04207342, -0.03136845, -0.11143335, -0.05174425, 0.023732347, -0.05457688, 0.07948721, -0.012630631, -0.1056173, -0.09855591, 0.03653026, 0.15765673) * go_11(-1.0, 1.0); + result += mat4(0.18211314, 0.05596375, -0.026444219, 0.014798311, -0.19993293, -0.06994261, 0.11906855, -0.02982133, 0.077721216, -0.030902708, -0.06709148, 0.020592675, -0.11447125, 0.07233842, 0.058984987, -0.05455586) * go_11(0.0, -1.0); + result += mat4(-0.12273281, -0.06268619, 0.027741548, 0.103232265, 0.24827266, 0.16316475, 0.0018391153, 0.05124184, 0.36562333, 0.17595989, 0.094240285, 0.0637318, 0.0020632134, -0.014479322, -0.06842763, -0.0893124) * go_11(0.0, 0.0); + result += mat4(-0.31125456, 0.05318476, 0.03722545, -0.0060882545, 0.045448862, 0.016022528, 0.06722857, 0.0044223024, -0.14124873, 0.19641967, 0.030438993, -0.08689759, -0.019156175, 0.11258338, -0.09206476, -0.054254737) * go_11(0.0, 1.0); + result += mat4(0.035201553, -0.06374724, 0.03458915, 0.0069704987, 0.06520022, 0.04545108, 0.02105428, -0.12958455, 0.024686553, 0.028201332, -0.033172153, -0.05649908, -0.0712372, 0.067082554, -0.03792186, 0.023705954) * go_11(1.0, -1.0); + result += mat4(-0.04699416, 0.045852963, 0.08933013, 0.084006645, -0.077285916, -0.22383444, 0.021708012, 0.05893315, -0.050455105, -0.117869325, -0.012480179, 0.13151298, 0.063093714, -0.12260243, -0.040925674, 0.15162276) * go_11(1.0, 0.0); + result += mat4(0.050113168, 0.053220626, 0.0047162045, -0.022349441, -0.049446188, -0.0018918745, -0.004781672, -0.094967455, -0.12124878, -0.053543426, 0.037635185, -0.04079288, 0.061883993, 0.043724388, -0.056232758, 0.03481704) * go_11(1.0, 1.0); + result += vec4(0.019732969, 0.036610305, 0.01305684, 0.013542827); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!BIND conv0ups4 +//!BIND conv0ups5 +//!SAVE conv1ups1 +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max((conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max((conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_8(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_9(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_10(x_off, y_off) (max(-(conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_11(x_off, y_off) (max(-(conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.011346536, -0.010189852, 0.01468662, 0.011538957, -0.018452257, 0.031463463, 0.0031875803, -0.015967736, -0.048622895, 0.04981561, 0.19536598, -0.022376228, 0.014811388, -0.044611003, 0.042312432, 0.0105891) * go_0(-1.0, -1.0); + result += mat4(0.01407665, 0.057906494, -0.043176714, -0.04686223, -0.044944234, -0.0129517885, -0.07199873, -0.021725824, -0.025745254, -0.09307928, -0.07122306, 0.04601772, 0.14772682, 0.05474974, 0.062001463, -0.082451254) * go_0(-1.0, 0.0); + result += mat4(-0.01707023, -0.05511701, 0.027142549, -0.12741084, 0.026500257, 0.016689515, 0.039026648, 0.0058688438, 0.012205586, 0.09375726, -0.10034814, -0.17154972, -0.007961532, 0.03802082, -0.050602123, 0.16963868) * go_0(-1.0, 1.0); + result += mat4(0.13590911, -0.10969817, -0.0017061695, 0.05243086, -0.09378781, 0.023477294, 0.06416785, -0.03312143, 0.0676838, 0.08458608, 0.023695331, -0.092540056, -0.06777747, -0.04017276, -0.05510425, -0.095139146) * go_0(0.0, -1.0); + result += mat4(0.10133463, 0.0760041, 0.012741356, -0.06967072, -0.15163842, -0.091654524, 0.119649194, 0.10344799, -0.04721513, 0.0010481137, 0.077184685, 0.11766245, 0.07247049, 0.074190564, -0.024995033, -0.009145566) * go_0(0.0, 0.0); + result += mat4(-0.17371134, -0.104388446, 0.17345135, 0.026755063, 0.15404625, -0.051054668, -0.02018181, -0.06619917, -0.036865357, -0.04570358, 0.07079423, 0.11516949, -0.1797122, -0.049163837, 0.014738985, 0.04657914) * go_0(0.0, 1.0); + result += mat4(0.034890473, -0.05995724, -0.032354966, 0.06666679, -0.13994579, -0.08765461, -0.0036824804, -0.15497409, -0.011645552, -0.038018197, 0.034332644, 0.15941373, -0.008529513, 0.029604074, 0.0858699, -0.029017976) * go_0(1.0, -1.0); + result += mat4(0.08998875, 0.08112867, -0.099883065, 0.044013463, -0.02016892, -0.03194337, -0.01919129, -0.12692481, 0.05599388, -0.07186521, -0.06314103, 0.12600331, 0.080855615, -0.0111736385, -0.109203525, -0.061154358) * go_0(1.0, 0.0); + result += mat4(-0.08379919, -0.008933122, 0.16047752, -0.06960835, 0.035622384, 0.04627194, 0.05591613, -0.10179673, 0.023425609, -0.010385273, -0.09213081, 0.08659878, 0.025480824, -0.011364837, -0.1625303, 0.049823724) * go_0(1.0, 1.0); + result += mat4(0.034424074, -0.009408429, 0.033215035, 0.02420301, 0.021150611, 0.10608603, 0.058309395, 0.089898825, 0.018230092, -0.07854764, -0.057673525, 0.040332563, 0.10875167, -0.07030883, 0.031787585, -0.010897151) * go_1(-1.0, -1.0); + result += mat4(-0.0443787, 0.05504108, 0.09131229, -0.099139705, -0.04701309, -0.009591658, 0.06669618, 0.2015056, -0.056293335, 0.008075372, -0.07677628, 0.004702445, 0.021260587, 0.09744715, 0.057423804, 0.021359375) * go_1(-1.0, 0.0); + result += mat4(-0.051712368, -0.13244982, 0.07139737, 0.10835864, 0.0021893524, -0.1166478, 0.032233547, -0.064695075, -0.004389391, -0.0006074538, -0.032327574, 0.025842449, 0.15086086, 0.011622154, 0.065773465, 0.053508304) * go_1(-1.0, 1.0); + result += mat4(0.16315337, -0.0960404, -0.015643299, -0.037323635, 0.011508587, 0.04948558, -0.2871154, -0.14281087, 0.030323455, 0.078583434, 0.042384572, 0.12129205, -0.14123607, 0.087236665, 0.00889755, -0.167402) * go_1(0.0, -1.0); + result += mat4(-0.10391628, -0.06562147, 0.16477463, -0.20144655, -0.13973404, -0.19467448, -0.22762212, 0.029091561, 0.04566389, -0.09161383, 0.0008052232, 0.06389014, -0.15395997, -0.04903166, -0.092670366, 0.24895951) * go_1(0.0, 0.0); + result += mat4(-0.06552579, 0.073258355, -0.048055243, -0.12984315, 0.13946985, 0.026553746, -0.086942226, -0.021019895, 0.108548835, 0.07589171, -0.07590544, 0.043813374, -0.049252693, -0.033001482, -0.10167677, -0.004061408) * go_1(0.0, 1.0); + result += mat4(0.055682752, 0.035191942, -0.012800461, 0.061034914, -0.034456123, -0.025950838, 0.048463937, 0.007615106, 0.026728414, 0.03593474, -0.031136641, -0.05859427, 0.044800963, -0.0120887635, 0.07071209, -0.08164673) * go_1(1.0, -1.0); + result += mat4(0.17031406, -0.075592056, -0.028005876, 0.21785976, -0.050383326, -0.025190461, 0.102980904, 0.044166747, -0.023629388, -0.017228302, -0.08063423, 0.06228589, -0.106073886, -0.05417417, 0.01384367, -0.13417888) * go_1(1.0, 0.0); + result += mat4(-0.078987636, 0.12849496, 0.002592266, 0.057576377, 0.032209363, 0.06408963, 0.12294599, 0.07883444, 0.032161426, 0.06155877, 0.010895797, 0.0041334014, 0.02162249, -0.025320755, 0.07935094, -0.03933022) * go_1(1.0, 1.0); + result += mat4(-0.10999319, -0.071749605, 0.016940862, -0.06689887, 0.06562708, 0.015421828, -0.10038977, 0.022351438, 0.0072378516, -0.024689745, -0.009900782, -0.062202867, 0.070968285, -0.11074895, -0.13759296, -0.013251953) * go_2(-1.0, -1.0); + result += mat4(0.05854622, 0.09259871, -0.08797134, 0.088989675, 0.024802083, -0.029615134, -0.084783845, 0.13236238, -0.020588808, -0.042224985, -0.18020448, -0.04156565, 0.053059112, 0.045463946, -0.14048785, 0.11717459) * go_2(-1.0, 0.0); + result += mat4(-0.08766928, -0.041452006, 0.117475726, 0.010223308, 0.0733292, 0.014873856, -0.051121786, -0.07365082, 0.05471446, -0.0041644056, -0.030100634, 0.0044434085, -0.12453169, 0.004249513, 0.10762343, -0.04802087) * go_2(-1.0, 1.0); + result += mat4(0.15042898, 0.11271491, 0.17064768, -0.14598627, 0.0046017463, -0.016604707, 0.12100557, -0.07047844, 0.00046655512, 0.07742004, 0.13596372, -0.26504397, 0.104628205, -0.020363433, 0.074614085, 0.048167326) * go_2(0.0, -1.0); + result += mat4(0.12558675, -0.0046868515, 0.11997075, 0.030146364, -0.24822445, 0.09035629, 0.09392945, -0.01282837, -0.14198944, -0.07914039, 0.14079341, 0.049647167, -0.10037791, 0.08510244, 0.060112644, -0.05828877) * go_2(0.0, 0.0); + result += mat4(0.0038134505, -0.0009776007, 0.021530341, -0.03960861, -0.08656342, -0.026612714, 0.16857505, 0.10419946, 0.039362654, 0.008928767, -0.063425034, 0.014230696, -0.038191617, -0.061117157, 0.12815697, 0.076420926) * go_2(0.0, 1.0); + result += mat4(0.105563276, 0.07188178, -0.1257647, 0.010952779, -0.006922382, -0.02450461, -0.060794815, 0.09487304, -0.050465595, -0.02540529, -0.05827751, -0.021716394, 0.12369245, 0.0341066, 0.015743105, -0.012569158) * go_2(1.0, -1.0); + result += mat4(-0.026761103, -0.13780616, -0.13580202, -0.08337423, 0.013252865, 0.058387537, 0.01327199, -0.112468764, -0.027649863, -0.1197769, 0.11468971, 0.11502767, 0.052262947, -0.0058312807, -0.086597145, -0.35570583) * go_2(1.0, 0.0); + result += mat4(-0.11599564, -0.031244904, -0.017109923, -0.05101123, -0.0004512701, -0.07973053, -0.09035307, -0.023658501, 0.014839398, 0.028093025, 0.0234968, -0.18863517, -0.13489392, 0.051918108, -0.07010214, -0.07362468) * go_2(1.0, 1.0); + result += mat4(-0.022967706, 0.03409257, -0.13011228, 0.018934863, -0.039100666, -0.020177094, 0.13811639, -0.053306706, 0.00033211143, -0.039420232, 0.048290595, 0.08621673, -0.06638511, 0.022031369, 0.03948355, 0.027415393) * go_3(-1.0, -1.0); + result += mat4(0.0733964, -0.15682685, 0.24674796, 0.015979934, 0.103295825, 0.029281138, -0.00640193, 0.13705851, 0.04091665, 0.14897555, -0.003959307, 0.09191084, 0.07552526, 0.20486775, 0.054813545, -0.11239579) * go_3(-1.0, 0.0); + result += mat4(-0.008331485, -0.012025073, 0.03492921, 0.019618858, -0.03954045, -0.071347415, 0.12705332, 0.0075824475, -0.052891266, -0.009689185, 0.062378254, 0.04014343, -0.11668825, -0.009087395, 0.1857334, 0.11280801) * go_3(-1.0, 1.0); + result += mat4(-0.15169081, 0.1754912, 0.09287187, -0.0774441, 0.058556065, 0.059686765, -0.060081564, -0.04313811, -0.016350636, -0.027055483, -0.13249923, 0.006526878, 0.14684454, -0.013140385, -0.1353234, 0.10173243) * go_3(0.0, -1.0); + result += mat4(-0.025216255, -0.11498921, -0.0048903055, 0.07295964, 0.004382687, -0.013619205, -0.13797475, -0.058054335, -0.13391814, 0.13050263, -0.14202392, -0.2533213, 0.011737626, -0.06215436, -0.08448346, -0.23070122) * go_3(0.0, 0.0); + result += mat4(-0.021087795, 0.036483947, 0.01711435, -0.114880696, 0.105158284, 0.05111301, -0.07166783, 0.11605991, 0.045191426, -0.16015877, -0.11853486, -0.10897978, -0.17802416, -0.03555868, -0.0211633, -0.03494978) * go_3(0.0, 1.0); + result += mat4(-0.13263, -0.11029696, -0.033902865, -0.30437568, -0.075444214, 0.013206511, -0.0035109608, 0.124780156, -0.09391511, 0.038073853, 0.12877125, 0.3194643, 0.022432188, 0.05839717, 0.015229111, 0.03161354) * go_3(1.0, -1.0); + result += mat4(0.07500255, -0.0544746, -0.0057444978, 0.085524514, 0.0039521367, -0.02846398, 0.0058501028, -0.31636232, 0.02293016, 0.056456707, 0.00027596892, 0.025130993, 0.047589883, 0.155542, 0.017633265, 0.07390622) * go_3(1.0, 0.0); + result += mat4(-0.0062066396, 0.0316163, 0.14144021, 0.030221554, -0.00863229, 0.06580719, 0.059968337, 0.07765083, -0.015134933, 0.035973195, 0.10988175, 0.11437035, -0.023520702, -0.08846395, 0.013739085, 0.050823744) * go_3(1.0, 1.0); + result += mat4(0.008106373, -0.0023063454, -0.0024802976, 0.032234177, -0.04088235, 0.015171077, 0.029296082, -0.08079965, 0.034948766, -0.0010730241, -0.08728237, 0.070416205, 0.0045650583, 0.05538079, 0.19528446, -0.052673608) * go_4(-1.0, -1.0); + result += mat4(0.016898211, 0.0050003855, -0.04341598, 0.022770751, 0.085336484, 0.05628842, -0.0014142266, -0.10267082, 0.18624198, -0.03292003, -0.07424303, 0.08008146, 0.05010332, -0.015901754, 0.05890648, 0.06925725) * go_4(-1.0, 0.0); + result += mat4(-0.018265042, -0.010869422, -0.07447807, -0.014413915, 0.09715455, -0.064607695, 0.1956236, -0.16954915, 0.035966706, 0.01662019, 0.0035679787, -0.108899355, 0.016283005, 0.014987783, 0.039045602, 0.0048528756) * go_4(-1.0, 1.0); + result += mat4(0.014170341, 0.03811794, 0.04387719, 0.018673718, -0.059142195, -0.07665744, 0.00953344, -0.031336244, -0.30863273, 0.021407362, 0.11213431, -0.0688236, 0.012107985, -0.068919726, 0.04908253, 0.033023857) * go_4(0.0, -1.0); + result += mat4(-0.009969555, -0.032109927, -0.03331378, 0.11773186, -0.10909507, 0.006639517, -0.04539575, -0.0579204, -0.15170537, 0.056941837, 0.10823326, 0.07401396, -0.090091236, -0.06865221, 0.089120984, 0.016806215) * go_4(0.0, 0.0); + result += mat4(-0.092228875, 0.07815842, 0.076902114, 0.02190536, -0.04174865, -0.06646516, 0.0176217, -0.029791437, -0.0035171576, -0.027853405, 0.028345402, -0.019673025, 0.012397768, -0.025244448, -0.076721594, 0.056545198) * go_4(0.0, 1.0); + result += mat4(0.013751089, 0.028710453, -0.03519501, -0.110917166, -0.038981955, -0.004856431, -0.028126277, 0.09069896, -0.10534752, -0.010651089, -0.0866404, -0.041926295, -0.00065560994, -0.005656592, -0.1740303, 0.0106397625) * go_4(1.0, -1.0); + result += mat4(0.09781949, 0.029838594, -0.023950173, -0.028789546, 0.04113645, 0.06742668, 0.041924026, -0.14799178, 0.17004259, 0.034131896, -0.0086515965, 0.028065475, -0.00021416941, 0.02135054, -0.09778746, 0.007861735) * go_4(1.0, 0.0); + result += mat4(0.06710593, -0.06341859, -0.028064046, -0.1677076, 0.011845988, 0.12466771, 0.01782362, -0.06517061, 0.102153264, -0.034240305, 0.011049182, -0.027621388, -0.09351915, -0.02335411, -0.1708267, -0.013902164) * go_4(1.0, 1.0); + result += mat4(0.042084724, -0.09187555, -0.01763735, -0.07258012, 0.017196022, 0.009109215, 0.0012129606, -0.054706305, -0.027335504, -0.0051592705, 0.069727525, -0.17291252, -0.038160447, 0.080340855, 0.039895944, -0.11056116) * go_5(-1.0, -1.0); + result += mat4(-0.102107584, -0.041565824, -0.042674188, -0.015800798, 0.04497329, -0.016620796, 0.022366378, -0.013556663, 0.032126855, 0.041012876, -0.14174919, -0.1560601, -0.081136726, -0.014138632, 0.056592766, -0.16777231) * go_5(-1.0, 0.0); + result += mat4(0.10150729, 0.008907809, 0.10614623, -0.07286546, 0.10723833, 0.021950519, -0.005111765, 0.06091595, -0.02421664, -0.019942336, 0.12972529, 0.009076642, 0.06539415, -0.022795863, -0.075288706, 0.014927523) * go_5(-1.0, 1.0); + result += mat4(-0.014244343, -0.000929902, -0.060213383, 0.09852084, -0.053474598, -0.048381846, 0.10211108, 0.024139889, -0.013204734, -0.071033664, -0.123871826, 0.0054151136, -0.12164578, 0.081909955, -0.028816964, 0.01169573) * go_5(0.0, -1.0); + result += mat4(-0.07056067, 0.04857147, 0.061022542, -0.049719986, -0.17551526, 0.1161503, 0.15292794, -0.035287943, -0.29109716, -0.0018822167, -0.010201887, -0.055536415, -0.067613594, -0.1992745, -0.09841933, -0.123833716) * go_5(0.0, 0.0); + result += mat4(0.1412714, 0.049180016, -0.03390746, -0.046064492, -0.023715207, -0.032539513, -1.6744474e-05, 0.028718626, 0.11656023, 0.040432427, -0.043946996, -0.024617044, -0.04319868, 0.05100717, -0.10793789, -0.054517962) * go_5(0.0, 1.0); + result += mat4(0.009468791, -0.04127448, -0.042937916, 0.06944511, 0.08705993, 0.021766761, 0.057793774, 0.06747134, -0.0021050486, 0.035647735, 0.045688458, 0.17192644, -0.09825212, 0.07496541, 0.020065174, 0.019740075) * go_5(1.0, -1.0); + result += mat4(-0.033311404, 0.007491604, 0.040468596, 0.023317045, -0.12160635, -0.05972934, 0.03746047, -0.07959294, -0.05877447, -0.017430093, 0.16329257, 0.101292275, -0.008307186, -0.12543157, 0.11821003, -0.040085237) * go_5(1.0, 0.0); + result += mat4(-0.01930621, -0.051717315, 0.080195114, 0.03196475, -0.00016059505, -0.08457369, -0.046941303, -0.022827666, 0.07095548, 0.033528283, -0.000117218326, 0.030527927, 0.06767608, 0.06405806, 0.07108598, 0.014807144) * go_5(1.0, 1.0); + result += mat4(-0.029079122, -0.015964817, 0.033776768, -0.0064601395, 0.074425496, -0.06249402, 0.08085541, -0.0328853, 0.045291834, 0.057221, -0.0290186, -0.08744155, -0.0019775776, 0.030526869, 0.021371083, -0.12569618) * go_6(-1.0, -1.0); + result += mat4(0.0105911875, -0.005750151, 0.04260309, 0.014210322, 0.015407955, 0.00060751993, 0.049610585, -0.07466906, -0.040390488, -0.08162035, -0.061898038, -0.124972105, -0.050505, -0.092164226, 0.044362675, 0.111919016) * go_6(-1.0, 0.0); + result += mat4(0.0023963703, 0.041282196, -0.05646783, 0.05777507, 0.011205205, 0.034503374, -0.061611064, 0.12293142, 0.03772801, -0.07229799, 0.17227742, -0.12071008, -0.056806654, -0.008114281, 0.14452657, -0.08887878) * go_6(-1.0, 1.0); + result += mat4(-0.21772021, -0.021077266, -0.1770528, 0.083148256, 0.08415942, 0.061095197, -0.029297728, -0.037614755, 0.02089666, -0.08475015, -0.121696874, 0.1493812, 0.066780515, 0.035673257, -0.065779, 0.061450582) * go_6(0.0, -1.0); + result += mat4(0.021123944, 0.059452675, 0.08180326, -0.19369176, 0.039034773, 0.03499539, 0.048452575, -0.07801659, -0.05485538, -0.105147846, 0.0068246434, -0.015414475, -0.1417038, 0.006331833, 0.014578991, 0.012340914) * go_6(0.0, 0.0); + result += mat4(0.094774865, -0.011211499, 0.059985403, -0.028005127, -0.0649738, 0.07220796, -0.030932115, -0.011833521, 0.0043799044, 0.15417443, 0.034783, -0.20707501, 0.07021401, 0.009785066, 0.14368738, -0.17200746) * go_6(0.0, 1.0); + result += mat4(-0.09100167, 0.045779057, 0.15219277, -0.0050024926, 0.023136042, -0.11590488, 0.027398195, 0.14377147, -0.010942484, 0.068835154, 0.034892514, -0.123761274, 0.04814801, -0.023703141, 0.0013907297, -0.13976863) * go_6(1.0, -1.0); + result += mat4(-0.012781681, -0.042058986, 0.09873809, -0.044842128, 0.107526705, 0.08875909, 0.06501842, 0.0016359149, 0.08201313, -0.003446927, 0.09634223, 0.023682993, -0.12472837, 0.04145395, 0.033324856, -0.031588905) * go_6(1.0, 0.0); + result += mat4(0.035773195, -0.05701548, -0.17205292, 0.04882352, -0.08240135, -0.094785504, -0.025757896, 0.12895074, 0.0059648356, 0.02510323, 0.022789897, -0.06383224, 0.09968879, -0.10530578, 0.09228151, -0.00908396) * go_6(1.0, 1.0); + result += mat4(-0.053807683, 0.014884302, -0.03485459, 0.04246955, -0.032471776, -0.05131093, -0.018564003, -0.12595583, 0.005416638, 0.076546475, 0.0888337, 0.036004946, -0.10503138, 0.07228829, -0.05705534, 0.0231448) * go_7(-1.0, -1.0); + result += mat4(0.09341325, -0.01457277, -0.13981566, 0.100088514, -0.043855526, 0.015064728, -0.05971226, -0.07256148, -0.06452353, -0.108638905, 0.17481643, 0.08273329, -0.04073856, -0.060100254, 0.030729054, -0.21446918) * go_7(-1.0, 0.0); + result += mat4(-0.017811695, 0.062441234, -0.13309179, -0.09893964, -0.029610047, 0.033209465, 0.0660493, -0.052885335, 0.059748773, 0.016739162, -0.022443991, 0.119800024, -0.11143448, 0.023552373, -0.09487124, 0.025983935) * go_7(-1.0, 1.0); + result += mat4(-0.07614831, 0.15428677, -0.047756683, -0.3037738, 0.09638902, -0.07732393, 0.04147059, 0.17367123, -0.020671597, -0.13251007, -0.0395828, -0.05635809, 0.15072255, -0.042935852, -0.053226065, 0.12370819) * go_7(0.0, -1.0); + result += mat4(-0.27525103, -0.04073109, 0.16350949, 0.20433354, 0.113841645, 0.12456919, 0.0816484, -0.12243652, 0.1026797, 0.08587923, 0.063499786, 0.271656, 0.20372516, 0.0852106, -0.0027942986, 0.021396933) * go_7(0.0, 0.0); + result += mat4(0.15381213, 0.055414464, 0.21920305, 0.08396253, -0.10687372, -0.05462973, 0.087039314, 0.049340785, -0.07201125, -0.07180551, 0.058433067, -0.08389158, 0.094524354, 0.020410871, 0.12129854, 0.10572133) * go_7(0.0, 1.0); + result += mat4(0.0063117095, 0.073915385, -0.0045561646, 0.23483635, 0.031295463, 0.021003345, 0.07599019, -0.1594618, -0.0046872846, 0.0046049682, -0.038429365, 0.11511904, -0.00202024, -0.020265123, 0.009970022, -0.002929838) * go_7(1.0, -1.0); + result += mat4(-0.15797547, -0.10167035, -0.16430044, -0.20414145, -0.015431138, 0.101441555, 0.10162573, -0.050201286, -0.061392978, 0.021117665, 0.061082195, -0.1049562, -0.03447892, 0.098404795, 0.038732957, -0.12037957) * go_7(1.0, 0.0); + result += mat4(0.07782655, -0.033355527, -0.069240056, -0.04502161, -0.05999249, -0.08142937, -0.091957174, -0.055714294, -0.022586087, -0.10378274, -0.0930635, 0.06935779, -0.050071422, -0.067814715, -0.029975692, -0.095001936) * go_7(1.0, 1.0); + result += mat4(0.05315389, -0.1195346, -0.061223388, -0.0036692426, -0.030498018, 0.024816493, 0.15196335, -0.030596355, 0.0021912062, -0.022041973, 0.007224774, 0.12549329, -0.1313336, 0.028405745, 0.05510692, -0.079236254) * go_8(-1.0, -1.0); + result += mat4(0.049891938, -0.089109816, 0.065627016, -0.059712496, -0.11356505, 0.022486728, 0.08492869, 0.01759464, 0.013025284, 0.07108898, 0.163726, 0.17575887, 0.00978565, 0.08316646, 0.01607882, -0.020203505) * go_8(-1.0, 0.0); + result += mat4(0.011707021, -0.041468993, -0.043112185, 0.03440881, -0.11005808, -0.03355082, 0.12281368, -0.097853154, -0.052432492, 0.05120242, 0.026999133, 0.04091952, 0.12122586, -0.07085382, 0.19223467, -0.13468933) * go_8(-1.0, 1.0); + result += mat4(-0.21561226, 0.004335576, 0.10437036, 0.05847964, 0.06664545, -0.0066102324, -0.065021314, 0.015552164, 0.093689755, 0.035461873, 0.109493665, -0.038704667, -0.06792073, 0.048603103, -0.05255174, -0.04123595) * go_8(0.0, -1.0); + result += mat4(0.05594328, -0.060375415, -0.058975734, 0.023723664, 0.10352926, -0.07248816, -0.19153845, -0.21090735, -0.022574177, -0.07415163, -0.15998234, -0.29266396, -0.09080663, -0.34472424, -0.03285248, 0.13047802) * go_8(0.0, 0.0); + result += mat4(0.058605272, -0.023198698, -0.14641543, -0.05339167, 0.1524284, -0.031088095, -0.24899842, -0.05828886, 0.0751854, -0.057595134, 0.038429547, 0.089364074, 0.052765016, 0.05958445, -0.080915205, -0.13337326) * go_8(0.0, 1.0); + result += mat4(-0.11477242, -0.124096505, -0.0019490932, -0.01233014, -0.0018065475, 0.015593175, 0.11137782, 0.09337304, -0.037050534, -0.12510762, -0.032104224, 0.08224173, -0.1265443, 0.028348805, -0.044765398, 0.01736425) * go_8(1.0, -1.0); + result += mat4(-0.051222857, 0.17511438, 0.12101542, 0.07967362, 0.15954514, -0.06955668, -0.06868282, 0.26384103, 0.058684234, 0.13630556, 0.11342252, -0.059846863, -0.10069276, -0.009642563, 0.025243793, 0.178305) * go_8(1.0, 0.0); + result += mat4(0.09368266, 0.040270515, 0.09456053, -0.028369257, 0.009300146, 0.14414734, 0.18339029, 0.022486193, -0.06641786, -0.0032520513, -0.04727749, -0.034408014, 0.16622819, 0.017583046, 0.014806768, 0.060396347) * go_8(1.0, 1.0); + result += mat4(0.050008103, -0.030974511, -0.020898517, -0.04439508, -0.062059544, 0.03563301, -0.09486071, 0.032494925, -0.018090704, -0.054705545, -0.045727607, -0.045588177, -0.055609535, -0.013895825, 0.021962717, -0.046593897) * go_9(-1.0, -1.0); + result += mat4(-0.02722146, -0.030673165, -0.13452972, -0.082987286, 0.15460812, 0.077501684, -0.01239321, -0.05153571, 0.059392646, -0.10614259, -0.08891208, 0.013370744, -0.0010166704, -0.15081422, -0.17107935, 0.031870104) * go_9(-1.0, 0.0); + result += mat4(-0.016435966, 0.016412165, 0.0176122, -0.022089325, -0.027224645, 0.060684584, -0.103823006, 0.0682143, -0.013572331, -0.010815837, -0.055688858, -0.040836528, 0.13710149, 0.05916517, -0.11656939, -0.042447925) * go_9(-1.0, 1.0); + result += mat4(0.06984327, -0.011795586, 0.13195027, -0.023952803, -0.0072546103, -0.046447095, -0.07803815, 0.222913, 0.10912296, -0.0031289961, 0.20815663, 0.07834375, 0.0451593, 0.028728709, 0.10942835, -0.024792342) * go_9(0.0, -1.0); + result += mat4(-0.018971121, 0.04369722, 0.056467596, 0.0907889, -0.132549, -0.12444962, -0.03247696, 0.02004512, -0.045257036, -0.16815585, 0.21506688, 0.10498365, -0.117605306, 0.035134926, 0.104649805, 0.095877014) * go_9(0.0, 0.0); + result += mat4(0.030406464, 0.008261531, -0.04614057, 0.04029854, -0.08174387, -0.019619606, 0.020315584, -0.00730997, -0.041349456, 0.108196996, 0.062772945, 0.061518095, -0.14870963, 0.044491984, 0.03982492, 0.053469934) * go_9(0.0, 1.0); + result += mat4(0.104689375, -0.031253964, 0.039516505, -0.11111187, 0.084935345, -0.016218528, 0.09930998, -0.021956483, 0.046683453, -0.1555069, -0.0741569, -0.16718702, -0.12671323, -0.012335966, -0.040180996, -0.077114604) * go_9(1.0, -1.0); + result += mat4(-0.054692354, 0.013022073, -0.01139855, -0.063277416, -0.012274598, 0.14833915, 0.12062439, 0.050710853, 0.06779855, -0.1706071, -0.11530578, 0.036966156, 0.1292936, -0.036399644, -0.043579675, -0.08381583) * go_9(1.0, 0.0); + result += mat4(0.02749628, -0.0055657537, 0.021414503, -0.05567031, -0.039817147, -0.03126969, -0.06121935, -0.10364907, -0.010643113, 0.025941094, -0.0018660325, 0.03134705, 0.1014764, 0.012132183, -0.04167534, -0.007192358) * go_9(1.0, 1.0); + result += mat4(-0.063908055, 0.0716716, 0.15478031, 0.04902798, -0.0115773585, 0.008942735, 0.07891588, -0.021553801, 0.061734688, 0.041381408, 0.024777513, -0.075308606, -0.0315457, 0.08311421, 0.1146139, -0.10134795) * go_10(-1.0, -1.0); + result += mat4(-0.07825499, 0.03318951, 0.12026386, -0.03832228, 0.061354306, 0.061549537, 0.0011700536, 0.34563038, -0.11119886, 0.070013, 0.10178486, 0.022604989, -0.071630105, -0.14017276, -0.12347933, -0.12235272) * go_10(-1.0, 0.0); + result += mat4(0.023362065, -0.0067457003, 0.0031184114, -0.21757258, -0.12105008, 0.022064012, 0.007349156, -0.13224223, -0.13238755, -0.01957228, -0.048229545, -0.0844988, -0.033219468, -0.010157594, -0.055777356, 0.08504735) * go_10(-1.0, 1.0); + result += mat4(-0.030155355, 0.054027464, -0.05244417, -0.27551824, 0.056763507, 0.056652557, -0.07985995, -0.2235566, 0.060574487, -0.014039565, 0.023739032, -0.12401088, -0.012619071, -0.10727298, -0.27877995, 0.015411789) * go_10(0.0, -1.0); + result += mat4(-0.031312168, -0.112990275, -0.084325545, 0.13420536, -0.026703216, -0.12318826, -0.11495745, -0.3304216, 0.0017379739, -0.12131297, -0.02029666, -0.0055680214, -0.008017169, 0.08656161, -0.029046582, 0.07329052) * go_10(0.0, 0.0); + result += mat4(0.031304292, -0.016605763, -0.079030745, -0.11400012, -0.0068179243, -0.045204088, -0.13792539, 0.12242324, 0.086180836, 0.014990944, 0.035774138, 0.0067398064, -0.08353351, 0.14081265, 0.018009441, 0.030319707) * go_10(0.0, 1.0); + result += mat4(-0.0300618, -0.09076341, 0.023667706, 0.3072777, 0.032913562, 0.06211962, -0.0018291202, 0.19930436, 0.07321349, -0.02797535, 0.027380915, 0.104818374, -0.02544935, 0.070551865, 0.02536394, -0.0064187082) * go_10(1.0, -1.0); + result += mat4(-0.007832267, -0.017210286, 0.25910655, -0.107828744, -0.001164178, -0.077287786, 0.005749273, -0.078888595, 0.045206502, -0.045909654, -0.0057160687, -0.11832497, -0.017618075, 0.06724589, 0.03278988, 0.03061019) * go_10(1.0, 0.0); + result += mat4(-0.06251723, 0.021697097, 0.0931253, 0.015918719, -0.01673429, -0.019261248, 0.037270892, 0.13806875, -0.17155577, 0.044427596, 0.039202694, -0.009793211, 0.06674323, -0.011454017, -0.06116148, -0.00015122985) * go_10(1.0, 1.0); + result += mat4(0.056943193, 0.0069820723, -0.07524087, 0.10591727, -0.09259575, 0.080761656, 0.027319528, 0.09965913, -0.036539625, 0.06075153, -0.0063602435, -0.019010015, 0.008996931, 0.035988364, -0.06078678, 0.045367032) * go_11(-1.0, -1.0); + result += mat4(-0.10437949, 0.026252626, 0.033633687, 0.08128151, -0.03295961, 0.048350845, -0.1339497, -0.24894571, 0.02032933, -0.032409374, -0.1238805, 0.17044678, 0.02132749, -0.13286678, -0.123408824, 0.116156556) * go_11(-1.0, 0.0); + result += mat4(0.04140148, -0.017063234, 0.07359672, 0.04455494, -0.08166481, -0.03258098, -0.17265514, -0.012524784, -0.031209016, -0.03908155, 0.054648675, -0.067319736, -0.059796564, -0.016424967, -0.04244829, -0.15359914) * go_11(-1.0, 1.0); + result += mat4(0.060086712, -0.0060784644, 0.15192048, -0.062112223, 0.038401525, -0.0045279143, -0.20438981, 0.088729754, 0.09072659, 0.12217046, 0.21615751, -0.21982786, 0.12531106, -0.086268365, 0.06098375, 0.038291804) * go_11(0.0, -1.0); + result += mat4(-0.063111424, -0.057910115, -0.08349416, -0.1252965, 0.20627187, -0.099890456, 0.07032356, 0.13706891, -0.06886676, -0.039443724, 0.31532258, -0.068111554, 0.12516932, 0.23845369, 0.17068613, 0.12243004) * go_11(0.0, 0.0); + result += mat4(-0.092574455, 0.020559775, -0.16846387, 0.06924703, -0.027610822, -0.054253742, 0.1649807, 0.048429742, -0.11474609, -0.07767965, 0.093735196, 0.1386315, -0.064462975, -0.025894605, 0.07694748, 0.14165285) * go_11(0.0, 1.0); + result += mat4(-0.07777789, -0.023626441, -0.059073735, 0.14062499, -0.07562892, -0.023058334, 0.063937806, 0.057256836, -0.030244652, -0.014287634, -0.114472166, -0.041285962, 0.075025864, -0.076231115, -0.09189616, 0.048033148) * go_11(1.0, -1.0); + result += mat4(0.12536667, 0.0805743, -0.00029607664, -0.057686873, 0.21167123, -0.0014067952, -0.050654158, -0.033412077, 0.07600509, -0.12453788, -0.13625082, -0.07260216, 0.010956455, 0.06661168, -0.16789722, -0.3015692) * go_11(1.0, 0.0); + result += mat4(-0.08198274, 0.051078603, 0.064630434, 0.13538146, -0.051327027, 0.15535043, -0.016776081, 0.030145686, -0.05958555, 0.076665685, -0.01981465, -0.0068788007, -0.10680831, -0.11047426, -0.18633184, -0.07421776) * go_11(1.0, 1.0); + result += vec4(-0.013233474, -0.028328523, 0.026200915, -0.040242057); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!BIND conv0ups4 +//!BIND conv0ups5 +//!SAVE conv1ups2 +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max((conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max((conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_8(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_9(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_10(x_off, y_off) (max(-(conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_11(x_off, y_off) (max(-(conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.004980054, -0.00031779445, -0.06937893, -0.007667222, 0.020564018, -0.12594308, -0.04422198, 0.010446319, 0.13394952, -0.061285086, 0.036756814, 0.04566945, -0.023438957, 0.00058551924, -0.031796318, 0.009675185) * go_0(-1.0, -1.0); + result += mat4(-0.03424442, -0.028524911, -0.10516485, 0.020576376, 0.08185258, 0.072603114, -0.06079605, -0.09684838, 0.029204143, 0.023047578, -0.085331604, -0.079404935, 0.014943324, 0.03931474, -0.09670182, 0.026686301) * go_0(-1.0, 0.0); + result += mat4(-0.013804525, -0.021905398, 0.039218854, -0.012553362, -0.015308296, 0.09990078, 0.03377175, -9.791311e-05, 0.0039004232, -0.04609028, 0.072497614, 0.0145564545, -0.0006264493, 0.0022672713, 0.10566008, -0.053847287) * go_0(-1.0, 1.0); + result += mat4(0.0054841153, 0.00018488796, -0.07195827, -0.037830014, 0.007781641, 0.046536706, 0.013677965, 0.042986326, -0.10822574, 0.065523066, 0.01953869, 0.02402357, 0.06818494, -0.026275497, -0.03505757, -0.049135983) * go_0(0.0, -1.0); + result += mat4(0.08243966, 0.07671485, -0.038887218, 0.068862416, -0.17881598, -0.026086396, -0.049436066, -0.016728621, -0.12982376, 0.04321355, -0.06619578, 0.097587444, 0.035460997, 0.08825189, -0.1343801, 0.043896023) * go_0(0.0, 0.0); + result += mat4(-0.020362575, -0.061795376, 0.14194444, -0.009392974, 0.0079227, -0.017974908, 0.002327632, 0.05252894, 0.002096929, -0.00043822022, 0.008803959, -0.09294933, 0.054308783, 0.062052276, 0.01957063, 0.023968028) * go_0(0.0, 1.0); + result += mat4(-0.06981682, -0.033447154, -0.082183264, -0.012061882, -0.093804084, -0.033942513, -0.010569552, 0.026009778, 0.0033966561, -0.06607895, 0.017608356, -0.06738349, -0.04014152, -0.037135415, 0.0009366481, -0.0007413654) * go_0(1.0, -1.0); + result += mat4(0.015740328, 0.037849814, 0.00141192, -0.0177318, -0.038522735, -0.073447764, -0.016887076, 0.020053718, 0.09669053, 0.030959895, -0.047290325, -0.04076653, -0.05706955, 0.050860386, -0.02602983, 0.010206542) * go_0(1.0, 0.0); + result += mat4(-0.032583617, -0.088230655, 0.15712184, -0.11126827, -0.013210994, 0.11957044, 0.058341667, -0.08059044, -0.013765303, -0.016952187, -0.001553906, 0.011888885, -0.012792091, -0.038058013, 0.04805991, -0.07751879) * go_0(1.0, 1.0); + result += mat4(-0.019154536, -0.19832996, 0.08228855, 0.0072365827, 0.11191198, 0.031780373, 0.010279858, 0.010202158, -0.045814104, -0.062358413, -0.04304008, 0.031776935, -0.049302373, 0.07078303, 0.015204526, -0.037633713) * go_1(-1.0, -1.0); + result += mat4(-0.17575762, -0.02255418, 0.0014433716, 0.14608163, 0.02062823, 0.07066893, -0.11729328, -0.060587287, -0.030502932, 0.020600662, -0.055207808, 0.03486421, 0.059566412, 0.11540176, -0.00077288394, -0.009210969) * go_1(-1.0, 0.0); + result += mat4(0.039794195, 0.023957198, -0.08397302, -0.004100543, 0.019318411, -0.064996056, -0.077970035, 0.028551016, -0.02403627, -0.013446191, 0.069143735, 0.040995464, 0.030460864, 0.01776159, 0.066885635, -0.0024465942) * go_1(-1.0, 1.0); + result += mat4(0.11183102, 0.088040985, -0.090596534, -0.012310924, -0.16931272, -0.000802675, 0.0019450602, 0.079799056, 0.068416156, 0.13135424, -0.008897253, -0.030678948, -0.020596573, 0.040627006, -0.008358484, 0.07219674) * go_1(0.0, -1.0); + result += mat4(-0.083352946, -0.03401107, 0.12811421, 0.0015708592, -0.12648453, -0.017319797, -0.09431899, -0.04599546, 0.1582331, 0.099352226, -0.16463861, -0.14610463, 0.08969931, 0.010817973, -0.1133007, -0.04953709) * go_1(0.0, 0.0); + result += mat4(0.053032618, 0.06844253, 0.1012487, -0.035372887, -0.120928794, -0.018997852, 0.07475708, 0.048551805, 0.037847, -0.013994659, 0.032808784, 0.011978656, 0.10335882, -0.11927721, 0.027382841, 0.029108996) * go_1(0.0, 1.0); + result += mat4(0.038313128, -7.450299e-05, -0.1553082, -0.037842166, -0.07845518, 0.0791963, 0.08918919, -0.045648728, 0.02312862, -0.006408866, -0.032382783, 0.11302323, -0.08434936, 0.043508492, 0.05423983, 0.00020627544) * go_1(1.0, -1.0); + result += mat4(0.04470558, -0.22777058, -0.023525046, -0.031613413, 0.107973, -0.069209486, 0.132562, -0.15954618, 0.039887153, 0.042308033, -0.10093805, 0.053684387, -0.017171599, -0.043126736, 0.055972002, 0.044250045) * go_1(1.0, 0.0); + result += mat4(0.044089902, 0.007576137, 0.049237445, -0.00033802204, 0.006268241, -0.036514062, 0.052746966, -0.057994682, 0.074214526, -0.022113977, 0.13046025, 0.04648536, -0.03143724, -0.041738454, -0.060698733, -0.054645855) * go_1(1.0, 1.0); + result += mat4(-0.071145, 0.022052322, 0.002697867, -0.042442765, -0.09173712, 0.013504443, -0.019114535, 0.02300051, 0.020803731, -0.05496937, 0.048905697, -0.045301817, -0.036766656, 0.016664147, -0.07547731, 0.01658226) * go_2(-1.0, -1.0); + result += mat4(0.040246766, -0.014714711, 0.078281574, 0.039224714, 0.04217229, 0.022495124, -0.004129543, -0.031368844, -0.075755574, -0.01715347, 0.04380368, 0.033137042, 0.10724252, -0.025614396, 0.11412219, -0.074797876) * go_2(-1.0, 0.0); + result += mat4(-0.06936905, 0.01889137, 0.050059408, -0.009893554, -0.053580936, -0.017549224, 0.06327266, 0.010808283, -0.05115075, -0.058450032, -0.0074706287, 0.00776926, -0.08797574, 0.012118241, -0.05471152, -0.017969558) * go_2(-1.0, 1.0); + result += mat4(0.06484589, 0.040202156, 0.028859783, 0.026862267, 0.09826367, -0.056915086, 0.08828274, -0.03428312, 0.03460851, -0.0647798, 0.12595637, 0.0034099142, 0.1603728, -0.0946848, 0.020196391, -0.07263614) * go_2(0.0, -1.0); + result += mat4(0.22661588, 0.16864187, -0.07791008, -0.112576656, -0.14638188, 0.1337304, 0.014603548, 0.044733938, -0.1398099, -0.10701227, -0.040945653, 0.06388999, -0.15798035, 0.044651303, 0.08594859, 0.011900386) * go_2(0.0, 0.0); + result += mat4(0.03761384, -0.013198248, -0.12755519, 0.019081809, 0.09354852, -0.11184259, 0.03713189, -0.028735103, 0.033271037, 0.07379451, 0.109707184, 0.034653552, 0.090518855, 0.012992565, -0.016021844, -0.055253588) * go_2(0.0, 1.0); + result += mat4(0.03771769, -0.004233999, -0.035034336, 0.12593402, -0.0840236, -0.07569288, 0.049403775, 0.061529223, -0.05931918, -0.083688684, 0.024350598, 0.095879935, 0.06332485, -0.14329872, 0.033925388, -0.02696251) * go_2(1.0, -1.0); + result += mat4(-0.011605727, 0.08207276, -0.13056436, 0.083434395, -0.06486144, -0.043959912, -0.02922763, -0.033251993, 0.07966037, 0.06114887, -0.103295445, -0.075507164, -0.10298414, 0.082901865, 0.08017057, 0.046108358) * go_2(1.0, 0.0); + result += mat4(-0.092339, -0.11631462, 0.086708374, 0.09514288, -0.013445989, 0.021781534, -0.112157725, 0.04364132, 0.0035640658, -0.09061818, -0.023630636, 0.03811553, -0.040704202, 0.06701393, 0.005006215, 0.042827263) * go_2(1.0, 1.0); + result += mat4(-0.07944411, 0.0789026, 0.016190117, -0.113942236, 0.049357407, 0.15248768, 0.016395327, -0.013958314, 0.03873115, 0.027520558, -0.006671946, -0.040301196, 0.027300991, 0.11163382, 0.038676243, 0.028494846) * go_3(-1.0, -1.0); + result += mat4(0.047684576, 0.00047076686, -0.044396825, -0.0007533188, 0.06232839, 0.035434846, -0.013232272, 0.016593229, 0.12973827, 0.033230036, 0.08758317, -0.0787135, 0.0072122775, 0.030239502, 0.10487618, 0.02862714) * go_3(-1.0, 0.0); + result += mat4(-0.123315446, 0.033416398, 0.05050297, 0.02801388, 0.009222316, -0.08459817, 0.05822027, 0.03326058, 0.0138115445, 0.082410134, -0.0827552, -0.019779475, -0.058263138, 0.04641969, -0.026756264, -0.053478077) * go_3(-1.0, 1.0); + result += mat4(-0.0068640457, 0.0074430844, -0.03400453, 0.10731797, -0.026399532, 0.027929788, -3.0089896e-06, 0.04014437, -0.10416428, -0.04428467, -0.04392669, 0.035639126, -0.045293827, -0.026341837, -0.012873498, -0.039726894) * go_3(0.0, -1.0); + result += mat4(-0.012044526, -0.06947611, 0.0698436, -0.04084831, -0.12761715, 0.0033684673, -0.09938189, 0.08194043, -0.05680546, 0.12330337, 0.03703057, 0.2003222, -0.06116296, 0.005087016, 0.09429647, 0.11045201) * go_3(0.0, 0.0); + result += mat4(0.13894477, -0.1140498, 0.10828947, -0.021688364, -0.08493094, -0.028165033, 0.01597356, 0.018855589, 0.026023779, -0.005421008, -0.09233236, 0.061472908, 0.11241487, 0.116131656, -0.08339397, 0.08733185) * go_3(0.0, 1.0); + result += mat4(-0.015038761, 0.1652624, -0.09448094, 0.07666857, -0.071312174, 0.09588329, -0.011332098, -0.04034192, -0.077668615, 0.0058973487, 0.07668882, -0.073860854, -0.035745006, -0.04739662, -0.018102147, 0.056211453) * go_3(1.0, -1.0); + result += mat4(-0.03183886, -0.066594, 0.02265856, -0.014362389, 0.04824181, 0.14979705, -0.048680082, -0.026170084, 0.08462282, -9.6751464e-05, 0.075262226, -0.044197805, 0.17810301, 0.07797176, -0.006515804, -0.03331917) * go_3(1.0, 0.0); + result += mat4(-0.08380702, 0.033952057, -0.094792776, 0.044264294, -0.013486094, -0.10115301, 0.009765046, -0.03270181, -0.03531165, -0.017018229, -0.04344065, -0.07754226, -0.03270765, 0.084762484, -0.07478498, 0.010393788) * go_3(1.0, 1.0); + result += mat4(-0.07487718, -0.081585266, 0.0926645, -0.011970761, -0.12539868, -0.11986312, 0.031828016, 0.047259834, -0.08914916, -0.029122157, -0.024397554, -0.018037558, 0.020722765, 0.017828869, -0.05420854, 0.07969747) * go_4(-1.0, -1.0); + result += mat4(-0.026801797, -0.010322373, 0.028299354, 0.028988026, -0.06533457, -0.115617834, 0.0625142, 0.005516965, -0.017213784, -0.007674974, 0.0779002, 0.015178548, -0.07579986, -0.11024699, -0.039055236, 0.065135635) * go_4(-1.0, 0.0); + result += mat4(-0.01213054, -0.010893728, 0.08719662, 0.0033811845, 0.071778074, 0.0078827655, -0.0173444, -0.0038211744, -0.02791009, -0.00072597887, -0.05217657, 0.025769593, 0.0215529, -0.042698726, 0.019466953, 0.051834304) * go_4(-1.0, 1.0); + result += mat4(0.17659777, 0.013703468, 0.0056460397, 0.024826508, 0.07208554, -0.14220287, -0.07453027, 0.055382118, 0.10781546, -0.057184774, 0.057582688, -0.006631031, -0.10135777, 0.12889053, -0.05645504, 0.088366844) * go_4(0.0, -1.0); + result += mat4(0.06904701, -0.0013303136, -0.04592286, -0.20912392, 0.02682363, 0.088488, -0.05283776, 0.029175911, 0.027417168, 0.1829927, 0.076627366, -0.017891806, 0.06441116, 0.026457202, 0.18269981, 0.0094796475) * go_4(0.0, 0.0); + result += mat4(0.048462097, 0.07554834, -0.01741707, 0.026187122, -0.035704713, -0.02665749, 0.003005862, -0.0021759986, 0.014800947, -0.0685403, -0.006442139, 0.0073272795, -0.026575487, -0.038520448, -0.05114312, 0.011805403) * go_4(0.0, 1.0); + result += mat4(0.06547267, -0.16048354, -0.022591965, 0.004297735, -0.0696483, 0.15455423, -0.051802512, 0.018001162, -0.053496685, -0.009972072, -0.023770085, 0.018012576, 0.02063509, 0.2248572, 0.0014219751, -0.026187016) * go_4(1.0, -1.0); + result += mat4(-0.029676484, 0.115568705, -0.060859796, 0.20539157, 0.11859488, 0.0013547272, -0.008380246, -0.105498776, -0.013806508, 0.12783237, -0.1459067, -0.0347886, -0.011370979, 0.106100015, -0.01690763, 0.038655322) * go_4(1.0, 0.0); + result += mat4(0.066515915, -0.00028321685, 0.08892155, 0.0016317593, -0.061310638, -0.07737056, 0.03561483, 0.09331112, -0.069806434, -0.11692849, 0.0102957655, 0.037358206, -0.1654943, -0.05999889, -0.10447043, -0.07220807) * go_4(1.0, 1.0); + result += mat4(-0.010819127, 0.018162977, -0.070972435, -0.0028039222, -0.15422885, 0.097271316, -0.0551186, 0.006109672, -0.08663247, -0.029513236, -0.044053316, 0.053481128, 0.010602227, -0.11906896, 0.11215661, 0.00036062975) * go_5(-1.0, -1.0); + result += mat4(-0.060584255, -0.10347742, 0.2311829, -0.061208174, -0.012189042, -0.005251737, 0.040530797, -0.011809084, -0.035253566, -0.066367224, -0.0044880556, -0.04906008, 0.025754534, -0.13416557, -0.039463036, 0.08589151) * go_5(-1.0, 0.0); + result += mat4(-0.001811808, -0.14401546, -0.0040855994, 0.04881153, -0.07855645, 0.0765836, 0.042517748, -0.032462176, -0.05319181, -0.03694913, -0.07701794, -0.021778328, -0.035167713, 0.014939869, 0.00090037263, -0.028272703) * go_5(-1.0, 1.0); + result += mat4(-0.10014492, -0.10234366, -0.0049715503, -0.021069406, 0.15159184, -0.01578284, 0.0025799314, -0.0788855, -0.03319473, -0.018055653, 0.030750398, -0.024944583, -0.06941078, -0.10806205, -0.009403854, 0.068457745) * go_5(0.0, -1.0); + result += mat4(0.07509925, 0.13915682, 0.0843594, -0.0663729, 0.29596356, -0.09990156, 0.27314377, -0.03200671, -0.0050549, 0.06427814, 0.04587712, 0.0521665, -0.0066815466, 0.07585212, -0.2393277, -0.040303335) * go_5(0.0, 0.0); + result += mat4(-0.03936385, -0.01834245, -0.055654693, -0.049332604, 0.14924063, -0.09392581, -0.027209468, -0.004826174, 0.02256422, 0.03992049, -0.0034684308, -0.03776157, -0.11683972, 0.045553684, 0.12861861, 0.039034113) * go_5(0.0, 1.0); + result += mat4(-0.09741208, 0.06837846, -0.050834626, 0.0624849, -0.038701717, 0.029586427, 0.025968283, 0.0962147, -0.07174071, -0.10434051, 0.06022656, 0.025534676, 0.036425397, 0.046699833, -0.005127528, -0.019057602) * go_5(1.0, -1.0); + result += mat4(0.10008072, -0.12806182, 0.07184019, -0.019579336, -0.11724369, 0.08670338, 0.056442916, 0.042675193, 0.19645384, -0.03999251, -0.010949986, -0.07979217, 0.01367985, -0.09818813, 0.04609146, -0.033911683) * go_5(1.0, 0.0); + result += mat4(-0.05102399, 0.04630377, -0.08153964, 0.07871819, -0.078999326, 0.04736143, -0.19323653, 0.09518113, -0.018439546, -0.022815213, -0.012863942, 0.07849269, 0.028150335, -0.15847255, 0.02974761, 0.005212911) * go_5(1.0, 1.0); + result += mat4(-0.08172791, 0.06774395, 0.06855397, -0.030201953, -0.013725309, 0.03161688, 0.10804155, -0.0394157, -0.09338775, -0.045169964, -0.026604675, 0.02814141, 0.025514977, 0.1076675, -0.046543553, -0.022546189) * go_6(-1.0, -1.0); + result += mat4(0.059291005, -0.07898177, 0.097554855, 0.007130618, -0.1523421, 0.018653909, -0.065540805, 0.08984692, -0.09766101, -0.0886244, 0.13661884, 0.03730344, 0.0027830894, 0.042705502, 0.07426177, -0.025809633) * go_6(-1.0, 0.0); + result += mat4(0.05979756, 0.06012527, -0.00012069158, -0.03200783, 0.02075729, -0.04141766, -0.050204758, 0.024769386, 0.029588062, -0.080610864, -0.0028909834, -0.011870227, -0.00795984, -0.111990646, -0.027717153, 0.011958879) * go_6(-1.0, 1.0); + result += mat4(-0.11348256, -0.1642138, -0.030825634, 0.0009695864, 0.042716514, -0.12134388, 0.029467866, 0.034967966, 0.07632793, -0.11162435, 0.07082364, -0.07428158, -0.07067028, 0.07259591, -0.07474968, -0.059272174) * go_6(0.0, -1.0); + result += mat4(0.04584006, 0.029281115, 0.064264186, 0.026720345, 0.11376056, 0.14155193, 0.121960804, -0.08383328, 0.006924721, -0.083036475, 0.075024724, -0.06746543, 0.010613704, -0.03516688, 0.2985084, -0.10778275) * go_6(0.0, 0.0); + result += mat4(-0.09198537, 0.0999396, -0.100619964, 0.09780523, 0.10976557, -0.02432579, 0.013511376, -0.032328337, 0.052830044, 0.08352129, -0.037643075, 0.082177006, -0.16766717, -0.11212313, -0.09472028, 0.039206263) * go_6(0.0, 1.0); + result += mat4(-0.0039187134, 0.064014964, 0.07816437, -0.045843247, -0.0595401, 0.17998374, -0.024679746, -0.053179417, -0.07176138, -0.095521145, -0.007285804, 0.00966716, 0.048759207, -0.07106211, 0.01840149, 0.10262785) * go_6(1.0, -1.0); + result += mat4(-0.0011137341, -0.12161087, -0.0078447, 0.0052990075, 0.084343076, -0.053268425, 0.026544819, 0.056677848, 0.0015056322, -0.0026956368, -0.025750063, 0.024165427, -0.113677785, -0.079001755, 0.02874794, 0.05419204) * go_6(1.0, 0.0); + result += mat4(-0.032366123, -0.029644642, -0.10116561, -0.033282388, -0.07558866, -0.011509916, -0.06724827, 0.13111916, 0.08398466, -0.0049603316, -0.028347481, -0.036745254, 0.09317942, -0.103095226, -0.04895355, 0.033940677) * go_6(1.0, 1.0); + result += mat4(0.02289852, 0.020793753, -0.029280921, -0.021226712, -0.042159542, -0.040234644, 0.037087075, -0.01136303, 0.1250587, 0.08683751, 0.043244306, -0.014266309, 0.044671338, 0.16216184, -0.10934954, 0.043123797) * go_7(-1.0, -1.0); + result += mat4(0.14602992, 0.08519712, -0.04223339, -0.15030964, 0.0195825, -0.09202295, 0.004349579, -0.03261155, -0.079913475, 0.040347222, -0.051544785, -0.01878559, -0.03697114, -0.09083287, -0.11281619, 0.013403602) * go_7(-1.0, 0.0); + result += mat4(-0.05066647, -0.14043969, 0.0715399, -0.0338407, -0.0733364, -0.012150814, -0.033737592, -0.037597366, 0.039557703, 0.04977844, -0.13113868, 0.037195235, 0.030010387, 0.051758926, 0.021363556, -0.0042700213) * go_7(-1.0, 1.0); + result += mat4(-0.12424838, 0.044712003, 0.09879717, 0.110431895, 0.15167078, -0.080809824, -0.051779483, -0.06151212, -0.03838396, 0.099461265, -0.025622264, 0.03953769, 0.054816764, -0.0052228123, 0.014440809, -0.07081345) * go_7(0.0, -1.0); + result += mat4(0.029055228, 0.12759502, -0.07065523, 0.049311154, 0.0789663, 0.089302815, 0.03734241, 0.018170618, -0.109402694, -0.05299332, 0.11950886, -0.01075894, -0.038342703, -0.009629279, 0.20338437, -0.09028282) * go_7(0.0, 0.0); + result += mat4(-0.031301793, 0.033350687, -0.11612052, -0.0073021594, 0.13181442, 0.064353034, -0.016098095, -0.064183615, 0.031972036, -0.061433535, -0.07871156, 0.030271178, -0.095563374, -0.0674315, 0.16081227, -0.07802229) * go_7(0.0, 1.0); + result += mat4(0.044386476, -0.18471137, 0.11902013, 0.0034011758, 0.10137816, 0.031235041, -0.032770824, -0.006660433, 0.066062324, 0.023300404, 0.005928438, -0.024066748, 0.040243164, 0.0066209408, -0.09594398, 0.054552276) * go_7(1.0, -1.0); + result += mat4(-0.029413521, 0.09428955, 0.06815103, -0.06441823, -0.12596223, -0.06366853, 0.034587037, 0.124309674, -0.11672954, -0.07312988, 0.11242359, -0.011613149, -0.021004865, 0.0074676527, 0.065052725, 0.15019634) * go_7(1.0, 0.0); + result += mat4(-0.037824865, 0.050029285, -0.087814786, 0.06880046, -0.032547157, -0.027144877, -0.085585445, 0.087496854, -0.03997047, -0.029602649, -0.1513635, -0.016184736, 0.0097209, 0.07292284, 0.008576975, 0.06435051) * go_7(1.0, 1.0); + result += mat4(0.10046984, -0.06183376, -0.013340809, 0.027074182, 0.054535855, -0.027432043, -0.019280395, 0.013221026, -0.009106137, 0.012200378, -0.042389095, -0.009353607, 0.010896132, -0.042522453, 0.08383094, -0.047568105) * go_8(-1.0, -1.0); + result += mat4(-0.092015676, -0.09783175, -0.05556744, 0.024186416, 0.21669935, -0.11186962, 0.02547885, -0.019488495, 0.03702874, -0.0052051265, 0.01634479, -0.037431873, 0.010483881, 0.15813497, -0.071999855, 0.024169728) * go_8(-1.0, 0.0); + result += mat4(-0.0136034135, 0.05746974, -0.108155355, 0.03440845, -0.0022545143, 0.059555024, -0.05949962, 0.04200527, 0.056074332, -0.017623803, 0.01817416, 0.0021474815, 0.014506314, 0.07241813, 0.04402455, 0.035774175) * go_8(-1.0, 1.0); + result += mat4(-0.11538483, -0.005205343, 0.058553293, 0.017911535, -0.06455953, -0.12028678, -0.02611027, 0.05955494, -0.052788045, 0.08086805, -0.14098185, 0.10982794, 0.029788535, 0.09348368, -0.00070427964, 0.057440583) * go_8(0.0, -1.0); + result += mat4(-0.19514108, -0.12313826, 0.10980396, 0.050500832, -0.3483835, 0.09887278, -0.11676224, 0.032840744, -0.009801942, -0.012462944, 0.07521651, 0.15261722, -0.18961075, -0.15468487, -0.11253467, 0.07723115) * go_8(0.0, 0.0); + result += mat4(0.0566264, -0.021055626, 0.05093136, 0.00049979053, -0.17377897, -0.015554475, -0.016173836, 0.030584248, -0.023609076, 0.12646917, -0.07582214, -0.011635134, 0.003872485, -0.08722388, 0.066062145, -0.09153139) * go_8(0.0, 1.0); + result += mat4(-0.07090559, 0.0072672614, -0.034961816, -0.10320985, 0.020280685, 0.09725229, -0.06032245, -0.07770435, 0.011320556, -0.04215958, 0.027943375, -0.11302869, -0.013554361, 0.11193114, 0.0027771285, 0.014636555) * go_8(1.0, -1.0); + result += mat4(0.005668411, -0.17086571, -0.0118306, -0.029624771, 0.14067604, -0.1351785, 0.061528943, -0.026544137, 0.0002217388, -0.06365143, 0.14189628, -0.10473213, 0.058985032, 0.030680038, -0.10620143, -0.08394014) * go_8(1.0, 0.0); + result += mat4(0.054056313, -0.044364754, 0.05243819, -0.08444673, 0.17942932, -0.10154837, 0.031917978, -0.07216916, -0.033997767, -0.062092148, -0.054459434, -0.039323207, 0.01884695, 0.025018962, -0.054677896, -0.029544072) * go_8(1.0, 1.0); + result += mat4(0.035735596, -0.0923662, -0.051487017, 0.044227608, -0.16397929, 0.032365985, -0.011113684, 0.03424745, -0.05861996, -0.10061573, -0.0057441234, 0.03869538, 0.09118717, -0.040257573, -0.003748945, 0.01576125) * go_9(-1.0, -1.0); + result += mat4(0.005812071, -0.022493647, -0.016028766, 0.029808372, 0.028341934, -0.2501618, -0.0019369101, -0.022042232, -0.14091198, -0.029506056, -0.054683685, 0.06755075, -0.09911962, -0.040016513, -0.010028454, -0.053709976) * go_9(-1.0, 0.0); + result += mat4(-0.0040333862, -0.031002447, -0.020740345, -0.047557306, 0.021522898, 0.18422173, -0.1100128, -0.04952392, 0.021865182, -0.027262552, 0.123231895, 0.040957477, 0.0134175485, -0.044809658, 0.017589035, 0.02958665) * go_9(-1.0, 1.0); + result += mat4(0.0024872697, -0.0924844, 0.07573796, -0.050104573, 0.15410806, -0.12993748, -0.04235068, -0.07722604, -0.007873392, -0.035459034, 0.06991578, -0.011290308, -0.29447773, 0.006443658, -0.029264478, 0.0056801992) * go_9(0.0, -1.0); + result += mat4(-0.016531613, 0.06331183, -0.08013662, 0.03397937, 0.059954632, -0.14282636, 0.20347376, 0.06982213, 0.1122575, -0.05846739, -0.057790205, -0.13501489, 0.047547325, -0.021811934, -0.00338269, -0.06783046) * go_9(0.0, 0.0); + result += mat4(-0.04977131, 0.029476784, -0.042716935, 0.015469318, 0.04462305, 0.13369839, 0.023932919, 0.029388588, -0.06883358, -0.13391826, 0.07589707, -0.032005493, 0.04743787, -0.055516563, 0.0062151477, -0.010218498) * go_9(0.0, 1.0); + result += mat4(0.037789203, -0.17034878, 0.08546833, -0.024927955, 0.09980341, 0.20017757, 0.023676427, 0.056595214, 0.01952577, 0.031923886, -0.027307939, 0.08647462, 0.017542683, -0.06223254, 0.017913813, -0.053718697) * go_9(1.0, -1.0); + result += mat4(-0.027143707, 0.058161657, -0.051025134, 0.020747993, -0.046094757, -0.09663917, 0.09067158, -0.03886615, -0.0027781385, -0.033137277, -0.095078655, -0.060408685, 0.14296174, 0.018933386, 0.055143725, -0.004657412) * go_9(1.0, 0.0); + result += mat4(0.044026144, 0.010437977, 0.05655858, -0.014091456, 0.014390184, 0.121795416, -0.1775919, 0.00014985312, -0.005192125, 0.014011373, 0.0145458905, 0.043087985, 0.06917699, -0.051584966, 0.12668638, -0.009736733) * go_9(1.0, 1.0); + result += mat4(0.14409468, 0.031550802, 0.04940429, 0.02420018, 0.10889677, 0.115760565, 0.024446508, -0.049920537, 0.038839478, -0.055512905, -0.018526837, -0.018177887, -0.022867335, -0.02455583, 0.06619697, 0.03438194) * go_10(-1.0, -1.0); + result += mat4(-0.029962542, 0.09275872, -0.014957848, -0.029368388, 0.124542885, -0.007063616, 0.008388308, 0.011546229, 0.14521615, -0.09758831, 0.03099553, 0.04643359, 0.08084108, -0.00944376, 0.053600144, 0.040054623) * go_10(-1.0, 0.0); + result += mat4(0.04469534, -0.031979702, 0.027917262, 0.0060880897, -0.055475116, -0.022721322, -0.034989826, -0.009434882, -0.058321737, -0.019164206, -0.04860144, -0.032621287, -0.07496507, 0.1262228, -0.082519226, -0.10242379) * go_10(-1.0, 1.0); + result += mat4(-0.17469884, -0.030199233, -0.074333005, 0.06706621, -0.097167045, 0.012247184, 0.08149112, -0.038525913, -0.092975184, 0.08887855, 0.04058227, 0.06999723, -0.022414748, 0.01108974, -0.061870188, -0.17352983) * go_10(0.0, -1.0); + result += mat4(-0.105581224, -0.100990914, -0.054395344, 0.148013, -0.23560022, -0.044876803, 0.116798066, 0.13076422, -0.03979231, 0.0097074285, -0.1698561, -0.04045923, -0.015860325, -0.15534262, -0.0846022, -0.1327169) * go_10(0.0, 0.0); + result += mat4(-0.026032096, 0.07081548, 0.1203681, -0.073586255, 0.017461475, 0.04307851, -0.1154002, 0.0421786, -0.075602904, -0.057110302, -0.0025774506, -0.009332216, -0.09929576, -0.07458518, 0.05298091, -0.008168844) * go_10(0.0, 1.0); + result += mat4(-0.029223746, 0.07165331, -0.0032342686, -0.12397089, 0.016262105, -0.019623598, 0.132229, -0.0782472, 0.13277876, -0.1369722, 0.0041247434, -0.113053255, -0.009171029, 0.029010417, -0.085494466, 0.07673613) * go_10(1.0, -1.0); + result += mat4(0.072732225, -0.02040133, -0.007791175, -0.14766552, -0.020023864, -0.19197097, 0.0481767, -0.003379566, -0.025931194, -0.06366252, 0.11474637, 0.047169022, 0.0009244003, -0.029216142, 0.05807024, 0.075013295) * go_10(1.0, 0.0); + result += mat4(-0.11801154, 0.16848108, -0.2142721, 0.104934245, 0.030555163, -0.008816935, -0.05582496, -0.13490155, 0.01174242, 0.07028906, 0.028878117, 0.0023139853, 0.07998098, 0.10398876, 0.03057049, -0.017720941) * go_10(1.0, 1.0); + result += mat4(0.057695515, -0.1949399, 0.010695127, -0.058411263, 0.066390015, 0.10950713, -0.045249913, 0.028170068, 0.07288689, -0.0270477, 0.009525071, 0.011646309, 0.021010188, 0.065147154, -0.0398743, 0.022823825) * go_11(-1.0, -1.0); + result += mat4(0.016994178, 0.076805435, -0.017005963, 0.065933675, 0.04784552, 0.093760446, -0.08301409, 0.03443229, 0.031635575, 0.04007241, 0.05199163, 0.022145508, -0.055098876, -0.13066843, 0.08290488, -0.04787659) * go_11(-1.0, 0.0); + result += mat4(0.065779544, 0.14860266, -0.04525508, -0.049127556, 0.05431361, -0.036367986, -0.030670814, -0.012490711, 0.022927895, -0.047019765, 0.055157445, 0.07895081, 0.011260996, 0.032119557, 0.08388522, -0.03145928) * go_11(-1.0, 1.0); + result += mat4(0.08659041, -0.045707658, 0.0075198743, -0.028048256, -0.055311654, -0.13813055, 0.017775012, -0.0048520165, 0.118107446, 0.08820656, 0.052922327, 0.048058797, 0.11889591, -0.06767885, -0.013459149, -0.054338414) * go_11(0.0, -1.0); + result += mat4(-0.19821517, 0.041623026, -0.0837332, 0.13626467, -0.19109981, -0.21708459, 0.007647818, -0.0035708284, -0.24309829, -0.07089834, 0.107464954, 0.044456366, -0.05588158, 0.052947696, 0.20099647, -0.07524468) * go_11(0.0, 0.0); + result += mat4(0.09865657, -0.08641273, 0.04222665, 0.092002586, -0.1677124, 0.123014905, -0.08060824, 0.055244125, -0.044428542, 0.058285844, -0.04806793, 0.00027044347, 0.10408134, 0.003138088, -0.21746248, 0.026150497) * go_11(0.0, 1.0); + result += mat4(0.031747963, 0.030344909, -0.0010417908, -0.069958955, 0.05205653, -0.018692223, -0.014950393, -0.11240597, 0.043168604, 0.068883464, 0.006945098, -0.020819476, 0.029164154, 0.0494293, 0.057845388, -0.02571959) * go_11(1.0, -1.0); + result += mat4(-0.021301076, -0.049241424, -0.025215866, 0.015119046, -0.12056921, -0.036253583, -0.13584214, 0.038953424, -0.06768332, 0.0017622785, -0.1465355, 0.047489017, -0.08332941, 0.14608733, -0.01742368, 0.13697848) * go_11(1.0, 0.0); + result += mat4(0.077989355, -0.044292253, 0.12670535, -0.1457222, 0.12283255, 0.030114034, 0.12524998, -0.19104835, -0.09400012, -0.15996231, 0.15086915, -0.119735934, -0.042656906, 0.0036024922, 0.087161005, -0.052573696) * go_11(1.0, 1.0); + result += vec4(-0.054201107, -0.03990168, 0.015170136, 0.0027522973); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!BIND conv0ups4 +//!BIND conv0ups5 +//!SAVE conv1ups3 +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max((conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max((conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_8(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_9(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_10(x_off, y_off) (max(-(conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_11(x_off, y_off) (max(-(conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.031633336, -0.047204643, 0.011066451, 0.0011457179, -0.006347917, 0.13608074, 0.12924363, 0.06834536, 0.018832529, -0.01617389, -0.0009201671, 0.06167612, 0.08379403, -0.09132134, 0.07452091, -0.015411293) * go_0(-1.0, -1.0); + result += mat4(-0.13649908, -0.16099243, -0.021652862, -0.026633946, -0.06286893, -0.03219469, -0.08637414, -0.0021062559, -0.040859055, 0.05031717, 0.08475461, -0.09933557, -0.09092729, -0.035865482, -0.01667468, 0.0483801) * go_0(-1.0, 0.0); + result += mat4(0.02968065, -0.07596962, -0.024859725, -0.024441414, -0.06656952, 0.13241091, -0.022650657, 0.021699335, -0.031473428, -0.0558768, -0.054720137, 0.070535615, 0.006326211, -0.14964871, 0.03221645, -0.007834044) * go_0(-1.0, 1.0); + result += mat4(-0.06156417, 0.04482909, -0.0778248, 0.0033762604, 0.11597608, 0.04095434, -0.022367701, -0.03452255, 0.0025452876, -0.03823163, -0.010726125, 0.033624556, -0.09120533, 0.036828235, -0.016980488, 0.05392169) * go_0(0.0, -1.0); + result += mat4(-0.009212071, -0.015501689, 0.2095705, 0.08235293, -0.044137206, 0.055401433, 0.09810722, -0.041813664, 0.023073409, -0.07762709, 0.02694196, -0.037561897, -0.035541937, 0.11290072, -0.016263168, -0.01696508) * go_0(0.0, 0.0); + result += mat4(-0.03433563, -0.07195097, -0.04096143, -0.0018147749, 0.05482759, -0.019837217, 0.0049560936, -0.077037215, 0.026151054, 0.0032809689, 0.019379511, 0.00382456, -0.025924211, 0.034603324, 0.010341936, -0.14283618) * go_0(0.0, 1.0); + result += mat4(-0.026823584, 0.06420322, -0.051015694, 0.058043856, 0.013785225, -0.10684649, 0.0060506472, -0.057333834, -0.05343321, 0.048890367, -0.039541624, -0.06949933, 0.0022957844, -0.026031267, 0.035494395, 0.0033965604) * go_0(1.0, -1.0); + result += mat4(0.030878888, -0.014656829, 0.05056943, -0.021301335, 0.009076464, -0.10768655, 0.1027581, -0.04479955, -0.013532313, 0.07706172, -0.11259715, -0.06031671, -0.0056995912, -0.0051256586, -0.03156205, 0.008640786) * go_0(1.0, 0.0); + result += mat4(0.103866965, 0.12710404, -0.086989075, -0.024303993, 0.018460473, -0.11399514, -0.028592719, -0.07092162, -0.02485938, 0.012646388, 0.05261332, 0.050391883, 0.0026937504, 0.04870649, -0.020437604, 0.038909916) * go_0(1.0, 1.0); + result += mat4(-0.0974513, -0.058236808, 0.07105198, 0.040524643, 0.065037526, 0.03906271, 0.07837626, -0.009679581, 0.00064385735, -0.08647321, -7.037534e-05, -0.016179089, -0.031292647, 0.076142006, 0.02804278, -0.05764257) * go_1(-1.0, -1.0); + result += mat4(0.030663867, -0.15635894, -0.028023819, 0.06460089, -0.041030735, 0.016293203, 0.19392496, -0.11508442, 0.008171591, 0.0934239, -0.0870048, 0.073362164, -0.006848772, 0.06790883, -0.0135335345, 0.07357594) * go_1(-1.0, 0.0); + result += mat4(0.09028114, -0.06429057, 0.033590067, -0.09879934, 0.07307227, 0.015769, -0.014990206, -0.085418195, 0.080049776, 0.023888448, 0.13409564, -0.014170682, 0.023629297, 0.07806108, 0.04071595, 0.020726595) * go_1(-1.0, 1.0); + result += mat4(0.052381314, 0.00016723361, 0.057861157, -0.036390983, -0.07958564, 0.05410337, -0.11179012, -0.0061320043, 0.004999326, 0.024352659, -0.019904172, 0.010242868, 0.07631115, -0.04601861, 0.038483422, -0.07362657) * go_1(0.0, -1.0); + result += mat4(-0.09390498, -0.08841797, 0.15556625, -0.038060345, -0.13633597, 0.04042637, 0.15676612, -0.0711533, -0.080495924, 0.111994445, -0.12988548, 0.06780971, -0.048715454, -0.060590737, 0.10961984, -0.08277777) * go_1(0.0, 0.0); + result += mat4(-0.02290309, -0.04694831, -0.06167874, -0.05670546, 0.050957043, 0.029744303, -0.06328828, 0.08185687, -0.10537507, -0.04115458, 0.0003735362, 0.053313557, 0.016010528, -0.08785715, -0.07621614, -0.036937892) * go_1(0.0, 1.0); + result += mat4(0.040517025, 0.09857766, 0.010042572, 0.108244754, -0.03283686, -0.022963187, -0.08690388, -0.005915626, 0.053891134, 0.017167503, 0.017341748, 0.011143697, 0.03999245, -0.01227219, -0.0054678386, -0.009622973) * go_1(1.0, -1.0); + result += mat4(-0.0164469, -0.017714353, 0.056487422, -0.120027006, 0.04292911, -0.15528695, 0.053511843, 0.116291136, -0.082675055, -0.00034804572, 0.055704895, 0.06071607, -0.047145657, -0.070386276, 0.023783786, 0.029925946) * go_1(1.0, 0.0); + result += mat4(0.050232735, 0.16572477, -0.09472499, 0.16729164, 0.031627227, -0.025007034, -0.02239652, -0.1147475, 0.050392598, 0.031118808, 0.02176994, 0.00016720843, 0.053246, -0.0098164175, 0.025946492, 0.095122576) * go_1(1.0, 1.0); + result += mat4(0.05655974, -0.0021296637, -0.027152158, 0.0018008223, -0.030945173, 0.033763006, -0.07339188, 0.08742059, -0.0052314815, -0.027254393, -0.010104694, 0.004313602, -0.0024155602, -0.11986348, -0.07897048, -0.0799794) * go_2(-1.0, -1.0); + result += mat4(-0.04539382, -0.026066178, 0.047523193, -0.011101852, 0.045068428, -0.09288182, -0.01977962, 0.036070194, 0.035875738, 0.0073511843, -0.04663524, -0.025468027, -0.11150121, -0.10920299, -0.052274317, 0.14670384) * go_2(-1.0, 0.0); + result += mat4(0.029047016, -0.08053488, -0.047576025, 0.041448213, 0.00519367, 0.017873831, 0.030525718, 0.2115599, 0.04645692, 0.05893807, 0.02615712, -0.0008160917, 0.010160952, -0.115348145, 0.034858495, -0.036252353) * go_2(-1.0, 1.0); + result += mat4(0.029328672, -0.06147282, 0.099245965, -0.016069561, -0.04588596, -0.015824864, -0.00065780955, 0.11783133, 0.046371263, 0.025532443, -0.050760116, 0.11387852, -0.123442486, 0.068502195, -0.035709452, -0.010139634) * go_2(0.0, -1.0); + result += mat4(0.08144107, -0.0048314384, 0.042561002, 0.0073429323, 0.016475169, -0.18298517, 0.04162269, -0.40505856, 0.040700838, -0.009729474, 0.04950991, -0.24527405, 0.0359844, -0.24922356, -0.008784957, 0.018083924) * go_2(0.0, 0.0); + result += mat4(-0.068025224, 0.021066243, 0.08084092, 0.06613674, 0.0137919625, 0.15247017, 0.034660168, 0.06185016, -0.10319381, -0.072604574, 7.0872666e-05, -0.046551786, 0.022662586, 0.040797472, -0.030347038, 0.14333972) * go_2(0.0, 1.0); + result += mat4(-0.034329556, -0.017629132, -0.1104316, -0.06154111, 0.09951742, 0.006805059, 0.019380113, 0.17514679, 0.033588763, -0.13236447, 0.010922994, -0.09017968, 0.08294792, 0.018926317, -0.043637145, 0.13902532) * go_2(1.0, -1.0); + result += mat4(0.022851896, 0.06672356, 0.079136185, -0.13659722, -0.038040325, 0.0035903263, -0.16733421, 0.024522435, -0.022264859, 0.10723366, -0.02288172, 0.0196728, -0.009653811, 0.10268295, -0.023501871, -0.113096185) * go_2(1.0, 0.0); + result += mat4(-0.08349015, 0.060919363, -0.030994276, -0.0025411155, -0.021647135, 0.022568595, 0.095439956, 0.21585481, -0.030502949, -0.09642366, -0.054017495, 0.045923337, 0.01565769, 0.107936196, 0.017659819, -0.006003853) * go_2(1.0, 1.0); + result += mat4(-0.038150147, 0.049813494, -0.02254389, 0.040376615, 0.012128591, -0.07560698, -0.06594582, 0.17038696, -0.051349834, 0.050568867, -0.037604492, 0.012154198, -0.014805098, -0.020965809, 0.032242477, 0.16283989) * go_3(-1.0, -1.0); + result += mat4(0.026164161, 0.0384656, -0.006746238, -0.052994136, 0.008782895, 0.06266396, -0.02655077, 0.092436485, 0.13156697, 0.07836482, -0.012871134, -0.08055485, 0.09101397, -0.1413135, 0.0009591581, 0.029787155) * go_3(-1.0, 0.0); + result += mat4(-0.04031569, -0.011720376, -0.06437212, 0.003487665, -0.015246492, -0.0223702, -0.082578495, 0.04191726, -0.006068365, -0.043860532, 0.035579063, 0.087044574, 0.064650975, 0.028945439, 0.1040025, -0.10181198) * go_3(-1.0, 1.0); + result += mat4(0.14989112, -0.0037134404, 0.01806641, -0.026873687, -0.08768526, 0.11383756, 0.05757268, 0.09455109, -0.018351153, -0.03952511, -0.079576045, 0.033925682, 0.0033001003, 0.08723034, -0.010643809, 0.01257262) * go_3(0.0, -1.0); + result += mat4(-0.05054542, -0.036329333, 0.123284444, -0.02557279, 0.10153082, -0.009069268, 0.04252951, -0.12585463, 0.04778654, -0.07483032, 0.062488556, -0.18395498, -0.033916395, 0.06295577, -0.027577616, 0.17423669) * go_3(0.0, 0.0); + result += mat4(0.07597052, -0.0075188116, -0.08973514, -0.026340129, 0.030906048, 0.08375465, 0.038213003, 0.035919543, -0.03734709, 0.017989695, 0.0087211225, -0.0022506106, -0.058739766, -0.18358399, -0.07323249, 0.1048162) * go_3(0.0, 1.0); + result += mat4(0.013184021, 0.012399519, -0.08989556, -0.13580927, 0.020641401, 0.0017869119, 0.0057148286, 0.05153431, 0.032268934, 0.034521434, -0.009682033, 0.01926426, 0.034169424, 0.06630961, 0.010832605, -0.054445773) * go_3(1.0, -1.0); + result += mat4(-0.07883951, -0.09010308, 0.0525519, -0.1035829, 0.02016036, -0.09304133, 0.034259807, -0.09152035, 0.036499713, -0.0019468254, 0.020942528, 0.12025507, -0.034722727, -0.0661018, -0.0026809797, 0.078953594) * go_3(1.0, 0.0); + result += mat4(-0.037430596, -0.08204897, 0.07476148, 0.024977764, 0.039181154, -0.057472326, -0.003945999, 0.09039336, 0.0008211801, -0.004438151, -0.07983789, 0.120177425, 0.015065143, 0.113335535, -0.07053597, 0.100381166) * go_3(1.0, 1.0); + result += mat4(0.086861916, -0.05991858, 0.034695197, -0.13092202, 0.07931092, 0.06493492, 0.06573841, -0.036724556, -0.034092747, 0.026152303, -0.033061255, 0.14032754, -0.04515681, 0.05808891, 0.007072928, 0.007464456) * go_4(-1.0, -1.0); + result += mat4(0.023646286, 0.018814346, 0.08853008, -0.046954494, -0.0680677, 0.09032007, -0.02298439, 0.056834072, 0.0129189445, 0.037632216, 0.015946416, 0.07931374, 0.042541604, -0.02725378, 0.08464752, -0.07183182) * go_4(-1.0, 0.0); + result += mat4(0.01946921, -0.025809659, -0.010859854, -0.03876819, 0.03143448, 0.08659046, 0.03156476, -0.052004244, 0.050997965, 0.1330303, 0.07472624, 0.042026673, -0.01350671, 0.0037710255, -0.01113821, 0.12962969) * go_4(-1.0, 1.0); + result += mat4(0.071065016, 0.013667473, -0.07858696, -0.049275048, -0.0831864, -0.031069418, 0.0358137, -0.030719617, 0.03046763, 0.12356255, 0.088537484, 0.07021697, 0.013280352, -0.029585753, 0.11887279, 0.014726342) * go_4(0.0, -1.0); + result += mat4(-0.033986542, -0.057265796, -0.09960996, -0.007123603, -0.06251754, -0.04555296, -0.1660342, -0.16122448, 0.09641061, 0.06326183, -0.14873765, -0.063495845, -0.0035400593, -0.10232192, -0.13308042, 0.07226899) * go_4(0.0, 0.0); + result += mat4(0.02253988, -0.022372516, -0.023315908, -0.023785658, 0.0089682285, -0.05635044, 0.029682735, -0.091528706, 0.016541997, -0.00838726, 0.015957052, 0.009885855, 0.09019392, 0.070210606, 0.08996705, -0.15950003) * go_4(0.0, 1.0); + result += mat4(-0.012698153, 0.024674984, 0.017171197, -0.07513787, 0.054034457, 0.08034133, 0.019900622, -0.018637706, -0.015539523, -0.01719926, 0.012222133, 0.056686874, -0.09941062, 0.035075326, -0.06300037, 0.065752745) * go_4(1.0, -1.0); + result += mat4(-0.053739294, 0.06779504, 0.006205555, 0.055135477, -0.07350646, -0.07284559, -0.00071034994, 0.070012785, -0.048758507, -0.09573929, 0.017987896, 0.026238175, 0.05292496, -0.0908226, 0.03330145, -0.10023517) * go_4(1.0, 0.0); + result += mat4(-0.06051138, 0.01845355, 0.080332205, -0.23477274, 0.0017780879, -0.0011769851, 0.006243116, 0.12769665, -0.013245734, -0.045544423, 0.0051080324, 0.10321145, 0.0024773434, -0.0057393876, 0.045241803, 0.0050300118) * go_4(1.0, 1.0); + result += mat4(-0.06959858, 0.15786399, -0.016317498, 0.02877184, 0.014460598, 0.014137085, 0.016335545, -0.031591866, -0.073639706, 0.039272517, 0.0595447, -0.060000565, 0.052340932, -0.037160374, -0.009746105, 0.03398597) * go_5(-1.0, -1.0); + result += mat4(-0.014331551, -0.02283697, 0.057261255, -0.11191036, -0.026502425, 0.09579876, 0.023205925, -0.01002969, 0.0035926125, 0.107083805, -0.12081962, 0.037520908, 0.10304293, 0.10181896, 0.059842397, -0.12394029) * go_5(-1.0, 0.0); + result += mat4(-0.055230685, 0.033124145, -0.084113054, 0.057819456, -0.03683001, 0.08490844, -0.08137146, -0.0026155058, 0.030884158, -0.0069224723, 0.019869838, -0.10588068, -0.017231783, 0.07140959, 0.09784099, -0.064257614) * go_5(-1.0, 1.0); + result += mat4(-0.0055279834, 0.02264992, 0.048775043, -0.0055674016, 0.036924344, 0.047921922, -0.0030406152, 0.06572295, -0.01256091, -0.07444153, -0.030441843, 0.06839246, -0.02466317, 0.0640739, 0.0012663803, -0.09249365) * go_5(0.0, -1.0); + result += mat4(0.12454637, 0.02508894, -0.012818148, -0.17413804, 0.06903678, -0.14579777, -0.061650313, 0.06415632, 0.16513939, -0.12148188, 0.061980836, -0.25413838, -0.0838438, 0.09010191, -0.10076346, -0.08384045) * go_5(0.0, 0.0); + result += mat4(0.035294853, -0.009818006, 0.008635308, 0.07649243, 0.07593973, -0.10815679, -0.0037946224, -0.05962902, -0.08596867, 0.03172433, 0.032208804, -0.010527998, -0.012895747, -0.07577188, -0.0886284, 0.030037675) * go_5(0.0, 1.0); + result += mat4(-0.05260277, -0.005165094, -0.023816098, -0.008453138, 0.029108394, 0.0038581542, 0.03230225, -0.115741685, 0.01434686, -0.007362142, 0.076833464, -0.09742086, 0.015652958, -0.03165315, 0.016827375, 0.03012236) * go_5(1.0, -1.0); + result += mat4(-0.0074114413, -0.007142157, 0.060098313, 0.018576475, 0.048388384, 0.025734812, 0.055412345, -0.094956696, -0.1089939, 0.05442987, -0.078176424, 0.19176328, 0.0018410903, -0.008963725, 0.030447556, 0.04371867) * go_5(1.0, 0.0); + result += mat4(0.012471635, -0.07121236, 0.010370329, -0.035927165, -0.0499536, -0.051744625, 0.101591684, 0.036637902, 0.0260581, -0.045453344, 0.012845175, -0.09495744, -0.044371244, -0.10490497, -0.025627108, 0.07270294) * go_5(1.0, 1.0); + result += mat4(-0.015937695, -0.020977845, -0.05469452, -0.07522349, -0.050260108, -0.030902538, -0.039734975, -0.1355189, 0.030919757, -0.020353384, -0.01856437, -0.009737283, -0.02694679, 0.04907046, -0.022781305, 0.018169781) * go_6(-1.0, -1.0); + result += mat4(0.090058595, 0.16826132, 0.0049826605, 0.06566607, 0.10809639, -0.068695635, 0.00036837102, -0.03028086, -0.041872762, -0.009846198, -0.010779144, 0.019335851, 0.039553203, 0.08820599, -0.08433723, -0.06466632) * go_6(-1.0, 0.0); + result += mat4(-0.04349268, 0.09397739, 0.025378872, 0.11493893, 0.04360296, -0.13035224, 0.08838262, -0.060854338, 0.051835474, -0.018637918, -0.10881329, 0.04358248, 0.033509035, 0.04022566, 0.05735986, 0.06441961) * go_6(-1.0, 1.0); + result += mat4(0.009264325, -0.018902622, 0.03789747, 0.07226558, 0.014448138, -0.0033306987, 0.11255374, 0.03935702, 0.0129322065, -0.0016181464, -0.1021287, -0.030171165, 0.032106273, -0.007900431, -0.036069363, 0.0086673265) * go_6(0.0, -1.0); + result += mat4(0.17255592, 0.098507464, -0.105153486, -0.059567925, -0.04387472, -0.027963785, -0.1796981, 0.04501898, 0.06144028, -0.014747315, 0.17627963, -0.14504983, 0.0023210887, -0.1271698, 0.046717733, 0.13961272) * go_6(0.0, 0.0); + result += mat4(-0.033931673, 0.052978534, 0.087915316, -0.26053375, -0.11032791, 0.093395844, -0.03211155, 0.0053596734, -0.035693087, 0.012405018, 0.015548244, 0.045665722, 0.07878497, -0.06569381, 0.0013916995, -0.09496338) * go_6(0.0, 1.0); + result += mat4(-0.017125744, -0.05888157, 0.086017296, -0.015469932, 0.047587533, 0.022086784, -0.023233168, 0.022773582, 0.027239671, 0.00037649702, 0.025775624, 0.038293503, 0.0006150258, -0.057812367, 0.0023295355, -0.011695804) * go_6(1.0, -1.0); + result += mat4(-0.025385706, -0.057831608, -0.14174853, -0.034000676, -0.011626789, 0.089549385, -0.08939085, 0.07497252, -0.06530738, 0.019561889, 0.05338198, 0.0772703, 0.022494745, 0.057491917, 0.09906272, -0.11619142) * go_6(1.0, 0.0); + result += mat4(0.007159045, -0.11820591, 0.16014685, -0.057507165, -0.004012916, 0.08386152, 0.044288564, -0.11879581, -0.024562648, 0.042310104, -0.012218031, 0.0070039956, -0.010308056, 0.015246671, -0.017002579, 0.027904462) * go_6(1.0, 1.0); + result += mat4(0.043773923, 0.08447926, 0.0060493797, -0.009838635, -0.06607809, -0.105812825, -0.016854167, -0.029042272, -0.016566982, 0.09054693, -0.01610307, 0.1024673, 0.027022481, -0.0140408715, -0.0034308503, 0.015907276) * go_7(-1.0, -1.0); + result += mat4(-0.029520601, 0.15832281, -0.07498997, 0.12879246, -0.0047403337, -0.09097572, 0.010709765, -0.08067614, 0.1531185, -0.07202508, 0.1379616, -0.17325218, 0.05003156, -0.08192065, -0.029490056, -0.00607472) * go_7(-1.0, 0.0); + result += mat4(-0.07261881, 0.07981568, 0.05910037, 0.008755043, -0.017419731, -0.08997138, -0.010871429, -0.02585257, -0.12178138, -0.0006769738, -0.13575381, -0.0021067322, -0.052185774, -0.0074158055, 0.053772356, -0.022291688) * go_7(-1.0, 1.0); + result += mat4(-0.044595588, -0.003316725, -0.09797879, -0.07159885, 0.028050797, -0.009792938, 0.14875832, 0.06559129, 0.067419454, -0.11753606, 0.06074019, -0.1275772, -0.03880455, -0.033909705, 0.05090661, 0.0041188593) * go_7(0.0, -1.0); + result += mat4(0.08944623, -0.09970128, 0.120357394, -0.068270415, 0.2179705, 0.013683926, -0.05012664, -0.0040535773, -0.08411433, 0.05863848, -0.0024508496, 0.061170265, -0.022142153, 0.033100035, -0.18519762, 0.19681497) * go_7(0.0, 0.0); + result += mat4(0.048383128, 0.015200143, -0.078832135, 0.07570611, -0.09995039, -0.011546988, 0.023362644, 0.058294352, 0.13560104, -0.026238907, 0.07796701, -0.033889227, 0.045404553, 0.11079167, 0.049104396, -0.09936158) * go_7(0.0, 1.0); + result += mat4(-0.04900701, -0.05481005, -0.03186607, 0.07921016, 0.026371472, -0.059524942, 0.03906118, -0.08893278, -0.06457584, -0.08473395, -0.0674365, 0.032866746, 0.00096739264, 0.018813917, -0.028455576, -0.033470895) * go_7(1.0, -1.0); + result += mat4(0.032376442, -0.032982334, -0.047812797, -0.119594894, 0.01737356, 0.072892755, -0.043750647, 0.012878239, 0.17971332, -0.006200243, -0.0015411077, 0.017953468, 0.085230194, 0.014917097, 0.00026161334, -0.044447564) * go_7(1.0, 0.0); + result += mat4(-0.060007825, -0.15202801, 0.05623693, -0.01939923, -0.03227392, 0.031867385, -0.018139722, -0.02079522, -0.02402598, -0.053211123, 0.053056594, -0.04878437, -0.06519192, -0.0034240666, -0.024356056, -0.15005529) * go_7(1.0, 1.0); + result += mat4(-0.1284994, 0.055396453, -0.061427724, 0.04534267, 0.0044355616, -0.019841217, 0.0097054625, -0.05854661, -0.009569753, 0.027033292, -0.03268401, 0.009913927, 0.033498365, 0.06184141, 0.087421514, 0.06077207) * go_8(-1.0, -1.0); + result += mat4(0.035460323, -0.026687097, -0.1075591, 0.016931009, -0.09197817, 0.0046994127, 0.081675895, 0.035733443, -0.03892834, -0.032740854, -0.0217478, 0.097181335, 0.04714629, 0.20219718, 0.06359064, 0.06060557) * go_8(-1.0, 0.0); + result += mat4(0.0031661312, 0.07984541, 0.11029064, -0.06733239, -0.030554567, 0.035596423, -0.20681056, -0.05346199, -0.0783697, -0.040118814, -0.06487384, 0.0284231, 0.0049691694, 0.1491528, -0.039714985, 0.0074181003) * go_8(-1.0, 1.0); + result += mat4(0.10314192, -0.062152095, 0.08471139, -0.007023202, -0.03345975, 0.061854187, -0.021596573, -0.09983176, -0.04742312, 0.031852785, 0.044639237, 0.03092092, 0.09285697, -0.046978965, -0.003271293, 0.1714985) * go_8(0.0, -1.0); + result += mat4(-0.073157325, 0.05363814, -0.045032505, -0.07305738, 0.19485062, -0.08983376, 0.148478, -0.039260827, 0.03130637, -0.14657615, 0.033006314, -0.22576669, -0.06716495, 0.12892662, 0.008650304, -0.33207697) * go_8(0.0, 0.0); + result += mat4(0.049011655, -0.011785537, 0.00024780617, -0.08561568, -0.04056951, 0.05069663, 0.009467424, 0.1603814, 0.10849184, 0.07585787, 0.019122511, 0.0017692102, -0.013110704, -0.03444119, -0.059038095, -0.16943854) * go_8(0.0, 1.0); + result += mat4(-0.015281859, -0.0056571746, -0.0044085067, 0.12703119, -0.03224448, 0.06341434, 0.023243256, -0.11761112, 0.07058639, -0.0042816503, -0.016741859, -0.14328286, -0.105398014, 0.021235801, 0.024729747, -0.05396179) * go_8(1.0, -1.0); + result += mat4(-0.018736282, -0.08921308, 0.012529463, 0.08207301, -0.022546262, 0.0008973871, 0.0589294, 0.02749262, -0.04337444, -0.026003493, -0.030900346, 0.09806117, 0.014908406, -0.022758849, 0.040615484, -0.025548873) * go_8(1.0, 0.0); + result += mat4(0.04973487, -0.007308476, -0.09107627, 0.1002638, 0.039444637, 0.062748894, -0.03743681, 0.04941978, 0.03797882, -0.005657804, 0.07496248, -0.19625728, -0.0053111203, -0.12420952, 0.015706213, 0.08970607) * go_8(1.0, 1.0); + result += mat4(-0.017499652, -0.011083385, -0.03835575, -0.057031613, 0.055788048, -0.002769527, 0.048425846, -0.12638432, 0.079847835, -0.023777835, 0.028142963, 0.029259687, 0.012670037, -0.04262065, 0.011202046, 0.1014771) * go_9(-1.0, -1.0); + result += mat4(-0.0011066735, -0.06567987, -0.024684886, 0.04814328, -0.029252958, -0.0145578375, -0.011001012, 0.066024825, -0.12549819, -0.035608485, 0.024503868, 0.09046607, -0.12577386, 0.108499795, -0.033756047, 0.04089189) * go_9(-1.0, 0.0); + result += mat4(0.07298894, 0.016137762, 0.09972605, -0.03631019, 0.071216986, -0.006491169, 0.13135724, -0.045003764, 0.011327209, -0.0032198452, -0.073184155, -0.12645428, -0.033388153, 0.038289644, -0.022976652, -0.15222427) * go_9(-1.0, 1.0); + result += mat4(-0.0850051, -0.061894715, 0.0025460725, 0.01735803, 0.0115774, 0.028606912, -0.0185829, 0.058961958, -0.015164688, 0.06176899, 0.013633159, -0.13075458, -0.04559838, 0.1497594, 0.012309951, -0.054280266) * go_9(0.0, -1.0); + result += mat4(0.033778504, 1.3775232e-05, -0.071465604, 0.039625768, -0.1406421, -0.09973969, -0.12348733, 0.08639336, -0.017689444, -0.05291633, 0.0052467394, 0.036083005, 0.103011146, -0.07885084, 0.03624404, -0.19779843) * go_9(0.0, 0.0); + result += mat4(-0.13701077, -0.009741476, 0.057119012, -0.011644494, -0.019327998, 0.012543687, -0.108650126, 0.14737423, 0.0030139815, 0.04868924, -0.06679441, -0.0014451172, 0.075022966, -0.07319879, 0.046130773, -0.084946394) * go_9(0.0, 1.0); + result += mat4(0.02757042, 0.005000714, 0.05357463, -0.012014082, 0.03387562, -0.08268642, 0.027975079, 0.030093687, -0.0026373544, -0.07304045, 0.034148622, -0.11867974, 0.00915948, 0.032246005, 0.029637758, -0.124297306) * go_9(1.0, -1.0); + result += mat4(-0.027572427, 0.080845065, -0.07151847, 0.044999022, 0.10178647, 0.039238267, 0.069493495, 0.040196676, -0.028676251, 0.098159514, -0.0109344255, 0.010178323, -0.024001377, -0.11533262, 0.054262727, -0.25812492) * go_9(1.0, 0.0); + result += mat4(0.017852787, 0.054254986, -0.07904005, 0.016366297, -0.07436262, -0.0027527057, 0.019063853, -0.059751403, 0.011023306, 0.04290423, 0.094588734, 0.041617885, -0.004662918, -0.029263075, 0.0053384346, 0.13014711) * go_9(1.0, 1.0); + result += mat4(0.020516312, 0.049965713, -0.0047764, -0.001385792, -0.10811771, -0.06954961, -0.038639724, -0.10104973, -0.046069738, -0.0018522897, 0.0068155103, 0.017285738, 0.06505856, -0.15119606, 0.02563171, -0.076795295) * go_10(-1.0, -1.0); + result += mat4(-0.038404297, -0.034899928, 0.030618228, -0.078488395, 0.026526814, 0.054260876, -0.008638833, 0.044345114, -0.034573607, -0.13525884, -0.038886372, 0.034750782, 0.028315054, 0.018721249, 0.05520113, -0.14643733) * go_10(-1.0, 0.0); + result += mat4(-0.004575239, 0.054795388, -0.025221294, 0.08692721, -0.011114022, -0.13158318, -0.117704205, -0.013045645, -0.019987218, -0.16077873, -0.027254676, -0.032827064, 0.03171408, 0.029311327, 0.09390122, -0.06094889) * go_10(-1.0, 1.0); + result += mat4(-0.09514255, -0.11719947, 0.024771178, -0.055347703, -0.0050212713, 0.023508657, -0.031050786, -0.008211493, 0.059302375, -0.09727709, 0.0033082752, -0.34259906, 0.034872722, 0.06544398, -0.15009998, -0.005616581) * go_10(0.0, -1.0); + result += mat4(-0.054723203, 0.10425467, 0.08331141, 0.041694768, 0.21464455, -0.13965818, 0.23145188, -0.3231194, -0.09231095, -0.093762614, 0.1341291, 0.106148496, -0.03840182, -0.03863224, 0.00978057, 0.10734164) * go_10(0.0, 0.0); + result += mat4(0.046150167, -0.1107325, 0.08239038, 0.09739733, -0.04838563, 0.07169289, 0.030699836, 0.087043926, -0.04000327, 0.07075429, -0.0649763, 0.13473587, -0.026697233, -0.032252587, -0.106289394, 0.013134167) * go_10(0.0, 1.0); + result += mat4(-0.011358477, 0.014746848, -0.06381113, 0.09345815, -0.052493114, -0.031094193, -0.014490446, 0.027240822, -0.013986413, 0.047255624, -0.0071515823, -0.15499969, 0.011660372, -0.08114566, -0.0032833416, -0.025902508) * go_10(1.0, -1.0); + result += mat4(0.093131594, -0.020026306, 0.064591266, 0.06950151, 0.03308419, 0.013929936, -0.051832702, -0.09504873, 0.04482367, 0.02285439, -0.016865572, -0.010707854, -0.12346976, 0.1108876, 0.033460088, 0.1441719) * go_10(1.0, 0.0); + result += mat4(0.06464345, 0.009814147, -0.11732286, 0.09640966, -0.011083181, 0.025634103, -0.009818605, -0.06308208, 0.035090234, 0.047049303, -0.011196712, -0.040552177, -0.00690482, -0.032003466, -0.08346238, -0.051888265) * go_10(1.0, 1.0); + result += mat4(-0.07594275, -0.14852607, 0.006369174, -0.028322008, 0.031113818, -0.025142204, 0.04233826, 0.0007640209, 0.030699715, -0.06448617, -0.015898462, 0.066777274, -0.04257087, -0.0144890435, 0.057357844, -0.0318667) * go_11(-1.0, -1.0); + result += mat4(0.19709913, -0.087405324, 0.04390357, 0.10380273, -0.05233805, -0.019568289, -0.106650576, -0.0063792607, -0.09027559, -0.006504837, 0.074212104, 0.051857464, -0.15292354, -0.112121835, -0.069437794, 0.051379323) * go_11(-1.0, 0.0); + result += mat4(-0.059474748, -0.032849193, 0.09168405, -0.12285668, 0.039865855, -0.12654066, 0.047645345, -0.028331244, -0.016361289, -0.020990405, -0.09095233, 0.03194053, 0.058742214, -0.1877646, -0.08055953, 0.02642651) * go_11(-1.0, 1.0); + result += mat4(0.06032857, 0.06038668, 0.002503837, 0.021554386, -0.091903985, 0.09046953, -0.06712859, 0.006537793, -0.046659786, 0.021541117, 0.012266998, 0.054188155, 0.007151342, 0.008575671, 0.01513689, -0.026369616) * go_11(0.0, -1.0); + result += mat4(-0.12819825, -0.052586053, -0.0881643, -0.12339812, 0.15492871, -0.0058023096, 0.17018582, 0.11415837, 0.21312602, -0.13595492, 0.123150736, -0.13618599, 0.20745124, -0.039583243, 0.121999316, 0.13601117) * go_11(0.0, 0.0); + result += mat4(-0.08635906, 0.036601096, 0.030962972, 0.21548468, -0.071995094, 0.004548638, 0.018891288, -0.1884843, 0.079512775, 0.010611917, 0.02468035, -0.0015380608, -0.035021294, 0.12837036, 0.03815442, 0.14684461) * go_11(0.0, 1.0); + result += mat4(0.04575171, 0.0255304, -0.021699527, -0.07199272, -0.01405429, -0.015184739, -0.05289523, 0.23502754, -0.009633605, -0.010538761, -0.01368754, 0.02869853, -0.052602444, 0.04617772, 0.003520183, 0.043920517) * go_11(1.0, -1.0); + result += mat4(-0.03702823, 0.028631229, -0.056377277, 0.06657131, -0.06471088, -0.02777387, -0.07724881, -0.141064, 0.02069003, -0.0029747393, -0.003270307, -0.0970294, -0.015186423, -0.010041962, -0.10663767, -0.14395697) * go_11(1.0, 0.0); + result += mat4(0.019522002, 0.017114507, 0.018178293, -0.074390344, 0.03809122, 0.0019812244, -0.12456406, -0.03625297, -0.04258997, 0.012483465, -0.07854689, 0.16006711, 0.031079631, 0.06537226, 0.086271, -0.12306452) * go_11(1.0, 1.0); + result += vec4(0.010888379, 0.004641154, 0.015582801, 0.0017601614); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!BIND conv0ups4 +//!BIND conv0ups5 +//!SAVE conv1ups4 +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max((conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max((conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_8(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_9(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_10(x_off, y_off) (max(-(conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_11(x_off, y_off) (max(-(conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(-0.034727804, -0.0002637053, -0.04078105, -0.08927365, -0.07645947, 0.076919794, 0.005021898, 0.058050282, 0.015864419, -0.028619323, -0.071649395, 0.038069222, -0.08295531, -0.0003540787, -0.0004084796, 0.09838099) * go_0(-1.0, -1.0); + result += mat4(0.053080674, 0.002008403, -0.030753473, -0.00059351645, 0.21958888, -0.047472507, -0.10333183, 0.01189763, -0.25521263, 0.06761254, 0.033002634, 0.15817507, 0.056013178, 0.005128271, -0.0057734093, 0.026915452) * go_0(-1.0, 0.0); + result += mat4(0.018198377, -0.030808125, -0.005123907, -0.09906635, -0.0022847415, 0.027329655, 0.12032622, -0.053246, 0.17812891, -0.0034940862, -0.05836999, -0.17489943, -0.058187198, -0.04797969, 0.03180951, -0.0068172915) * go_0(-1.0, 1.0); + result += mat4(-0.007893344, -0.04144954, 0.022285834, -0.069708645, 0.011978968, -0.0041609593, -0.09588643, -0.09790428, 0.10254975, -0.07055374, 0.015816301, -0.008875658, -0.020530261, -0.037710804, -0.08531446, -0.16354285) * go_0(0.0, -1.0); + result += mat4(0.009672311, 0.05724347, 0.1139366, 0.029182902, -0.16538447, 0.053901788, -0.05012634, 0.20983797, -0.11215055, -0.0032693828, 0.13143851, -0.07319714, 0.07356394, 0.21913917, -0.02512947, -0.09149598) * go_0(0.0, 0.0); + result += mat4(-0.10140455, 0.017164832, 0.032349866, 0.088012405, -0.02051974, -0.079648875, 0.0045336485, -0.025527513, -0.103990085, 0.027295498, 0.034057755, 0.007966114, -0.019226998, 0.03644731, 0.07082869, 0.061730456) * go_0(0.0, 1.0); + result += mat4(-0.019575765, 0.055050828, -0.06451268, -0.0031637426, 0.029987715, -0.09300758, -0.08723479, -0.023979021, -0.004959102, 0.055621523, 0.04736208, -0.017018013, -0.1752648, -0.047154278, 0.025960885, 0.20475896) * go_0(1.0, -1.0); + result += mat4(-0.0056192777, -0.025803288, 0.032227412, -0.02016798, -0.031833343, 0.06160066, -0.06491425, 0.0011419505, 0.16180488, 0.024346532, -0.023937434, -0.10019908, 0.053700123, 0.08749021, -0.051140826, 0.002127793) * go_0(1.0, 0.0); + result += mat4(-0.10793633, 0.0058197114, -0.013801388, -0.0061892844, -0.028018648, 0.011631394, 0.015553901, 0.057576846, 0.07057829, -0.03060998, 0.022989806, 0.012193347, 0.08022945, -0.07045989, 0.02723698, 0.0030155836) * go_0(1.0, 1.0); + result += mat4(-0.04512287, -0.041164827, -0.032029074, -0.06730429, -0.019684372, -0.020619368, 0.11050403, -0.08812864, 0.032124072, 0.019207481, -0.023409393, -0.019082036, 0.014939763, 0.01212131, 0.0019187465, 0.08177548) * go_1(-1.0, -1.0); + result += mat4(0.17723826, -0.07731568, -0.0106458245, -0.0949864, -0.42690027, -0.005360146, -0.11773051, 0.27470574, 0.09827681, -0.015561, 0.1043857, 0.018999008, 0.029409967, -0.09800717, -0.106550716, 0.059578367) * go_1(-1.0, 0.0); + result += mat4(-0.14227667, 0.025659012, -0.087051585, 0.088987745, -0.038849983, -0.038027756, 0.13187966, -0.002485406, 0.0014433947, -0.025459114, 0.03288196, -0.02150798, -0.020861674, -0.04538319, 0.033835832, -0.03215041) * go_1(-1.0, 1.0); + result += mat4(-0.1553871, 0.029722217, 0.035195246, -0.10880293, 0.1550117, 0.005851412, -0.063834764, -0.1988861, -0.08803912, 0.052023105, -0.061123103, 0.026238514, -0.06444424, 0.034957945, 0.013564579, -0.04922909) * go_1(0.0, -1.0); + result += mat4(-0.30188507, 0.041812148, -0.0051415698, 0.4225713, 0.123012245, 0.006190092, -0.11784305, -0.09278702, -0.032476064, 0.01649785, 0.06873298, 0.003889617, 0.12036293, 0.010126355, -0.0159458, -0.07610982) * go_1(0.0, 0.0); + result += mat4(0.09901913, -0.08349318, 0.048260756, 0.015416775, -0.04753114, -0.059718408, -0.06824792, -0.17603761, 0.00778662, -0.0059375027, -0.083089516, -0.14063439, -0.12862016, 0.042804226, 0.023634497, -0.09797641) * go_1(0.0, 1.0); + result += mat4(-0.024001475, -0.010116277, -0.053517547, -0.012852274, -0.06398481, 0.048043747, 0.033992432, 0.07568637, 0.19207221, -0.045017365, -0.14834619, -0.05611828, 0.012974322, 0.033472214, -0.069440804, 0.019957287) * go_1(1.0, -1.0); + result += mat4(-0.06514664, 0.07197869, -0.10582491, -0.04518758, -0.04605446, -0.103915684, 0.09963303, 0.112704754, 0.0116696, 0.048416674, 0.043518696, 0.15309274, 0.079236075, -0.10255372, -0.024120726, 0.08078583) * go_1(1.0, 0.0); + result += mat4(0.08656825, -0.059274856, 0.068748064, -0.09998145, 0.04256707, 0.07933082, -0.07329948, 0.10178932, 0.11183659, -0.028112091, 0.061075397, -0.0588522, -0.051063843, -0.013038464, -0.027286172, -0.03975418) * go_1(1.0, 1.0); + result += mat4(0.11182532, 0.026677538, 0.01931928, -0.09913016, 0.025954673, -0.10134136, -0.03812254, -0.03199443, 0.100416884, -0.032493666, 0.05390669, -0.1215946, 0.030413928, 0.049877644, -0.059447087, -0.017498257) * go_2(-1.0, -1.0); + result += mat4(0.06850377, -0.023795482, 0.0076700076, 0.027123824, -0.17540605, 0.090537384, 0.089903906, 0.08784665, 0.056886338, 0.07318396, 0.017845241, 0.036417425, 0.00984014, 0.047083918, 0.057152037, -0.052876327) * go_2(-1.0, 0.0); + result += mat4(-0.121944204, -0.0068513937, -0.023799203, 0.04849627, 0.1347227, -0.1030107, 0.001971158, -0.115433335, 0.10797434, -0.012841425, -0.057837863, 0.0155828055, -0.19377467, 0.0055032945, 0.003947639, 0.017919105) * go_2(-1.0, 1.0); + result += mat4(-0.20650981, 0.07069638, 0.038973074, 0.09843876, 0.068253726, 0.09169397, 0.10435845, -0.0691921, 0.051520117, -0.037182227, 0.04543112, 0.075975135, 0.12886383, -0.062047563, 0.09874315, 0.009082724) * go_2(0.0, -1.0); + result += mat4(-0.079879194, -0.079275034, -0.056224998, 0.19465743, 0.08354674, -0.12681249, -0.064639136, 0.11830915, -0.23791347, 0.011471329, -0.028716747, 0.090518124, -0.14705297, -0.14800677, 0.040497895, 0.2106043) * go_2(0.0, 0.0); + result += mat4(-0.10478849, 0.14821102, 0.006451715, -0.0054948176, -0.21951425, 0.058777, -0.055765983, -0.017423972, -0.03932819, 0.03443368, 0.061615612, 0.0059949807, 0.117751196, 0.06963176, -0.056414824, -0.023910165) * go_2(0.0, 1.0); + result += mat4(0.07807272, -0.032261666, 0.021192279, -0.11579501, 0.0188122, 0.017952453, 0.06170359, -0.021977829, 0.16133995, -0.13010149, -0.16331437, -0.010100977, 0.050390303, 0.055919446, 0.033072688, 0.025785616) * go_2(1.0, -1.0); + result += mat4(-0.022184338, -0.14055336, -0.095062464, -0.0041828197, -0.025712729, 0.031116307, 0.036420126, -0.09461098, -0.12736198, 0.03323538, 0.070970595, 0.11801352, -0.025641473, -0.04504696, 0.0030125964, -0.091391) * go_2(1.0, 0.0); + result += mat4(0.04494935, 0.10812193, 0.080031045, 0.018296331, 0.018970827, -0.052274104, -0.0689094, -0.019235257, 0.02062231, -0.082279414, -0.0175502, 0.017041082, 0.06990016, 0.06712624, 0.023160413, -0.057801697) * go_2(1.0, 1.0); + result += mat4(0.049425572, -0.02474476, 0.07820988, 0.05521917, 0.052971717, -0.007768393, -0.001464341, -0.2064974, -0.03196784, 0.02195545, 0.12278798, -0.11918513, 0.06497295, 0.022542082, 0.08465838, -0.21600927) * go_3(-1.0, -1.0); + result += mat4(0.07904455, -0.00799822, -0.07466292, 0.012005663, -0.17555022, 0.1637635, 0.063736685, -0.0021971513, 0.08062457, -0.08926104, -0.052941434, 0.12072748, 0.15161732, -0.010707747, -0.052357092, -0.1074367) * go_3(-1.0, 0.0); + result += mat4(-0.023624638, -0.022204673, 0.021252679, 0.016148455, -0.00191494, -0.00606788, -0.017119512, -0.13170989, -0.11873442, 0.067021996, 0.005754373, 0.042165596, -0.19932863, 0.0850464, -0.010264557, 0.16757919) * go_3(-1.0, 1.0); + result += mat4(0.0379892, 0.052664872, -0.12167355, 0.2524495, 0.08369987, -0.07664706, 0.007957599, -0.04493479, 0.036094286, 0.042244308, 0.09976276, -0.1014558, 0.00077894697, 0.02168721, 0.13530052, 0.07524451) * go_3(0.0, -1.0); + result += mat4(-0.0307444, 0.06874138, 0.10381962, 0.0039765453, 0.19239871, -0.115774564, -0.039901294, 0.13674201, 0.23891816, -0.26257655, -0.13401362, -0.0026337842, 0.14189234, -0.16459025, -0.07943012, -0.024599468) * go_3(0.0, 0.0); + result += mat4(0.10089985, -0.065910965, -0.060871962, 0.020102434, 0.10416804, 0.0026375954, 0.00017099817, 0.07224531, -0.050626464, 0.05784554, -0.04115028, 0.03422795, 0.0849365, 0.07881633, -0.04332016, 0.012389496) * go_3(0.0, 1.0); + result += mat4(0.0968923, -0.11488315, -0.33647102, -0.07759128, -0.065646835, 0.08871705, 0.06547451, -0.052951876, 0.031025445, 0.05321443, 0.0861705, -0.01150282, -0.017868344, 0.05863463, -0.048652783, -0.00302825) * go_3(1.0, -1.0); + result += mat4(-0.08623984, 0.030496845, 0.13282211, 0.036924344, -0.051652618, 0.045645814, -0.04972949, -0.06819525, 0.07043929, -0.03750826, -0.061573654, -0.02713896, -0.02949009, -0.15784396, 0.04846532, -0.01809239) * go_3(1.0, 0.0); + result += mat4(-0.055429317, 0.020174243, 0.056924883, 0.015847506, -0.020308318, 0.006933419, 0.055292472, -0.08543373, -0.04522778, 0.015520184, 0.049334437, -0.06302532, -0.033106968, 0.07696187, -0.028078254, -0.07835302) * go_3(1.0, 1.0); + result += mat4(0.06727477, -0.015105682, 0.037172996, 0.040687807, -0.13228765, -0.029248675, -0.14732817, -0.023869514, -0.0059372024, -0.08419329, 0.051801164, -0.014700099, -0.13818024, -0.07835987, -0.05691042, 0.16196246) * go_4(-1.0, -1.0); + result += mat4(-0.067745954, 0.050429884, 0.015547787, 0.028301466, 0.065669335, -0.0015817108, 0.0043691727, 0.14655195, 0.11468205, 0.05447307, -0.018185347, -0.044705737, -0.071984716, -0.116617225, -0.13028212, 0.040051438) * go_4(-1.0, 0.0); + result += mat4(0.07309806, -0.05016123, 0.014905728, -0.054026593, -0.14251226, -0.068813756, -0.046204448, 0.033708956, 0.07477926, -0.07824067, -0.06448796, 0.0962089, -0.091852166, 0.033222884, 0.05655323, -0.07739394) * go_4(-1.0, 1.0); + result += mat4(0.07736231, -0.024777608, -0.1293071, 0.013133082, -0.07063114, 0.1109699, 0.101938464, -0.08170503, -0.03952933, 0.020189505, 0.10726348, -0.0038012264, -0.10198266, 0.074299835, -0.027496899, -0.016759772) * go_4(0.0, -1.0); + result += mat4(-0.14961888, 0.1258593, -0.0052209287, 0.039395887, 0.12711245, 0.0013706739, -0.08743356, -0.08160573, -0.1520503, 0.24310453, -0.03702458, -0.09234655, 0.06342837, -0.10495964, -0.038142283, 0.013867651) * go_4(0.0, 0.0); + result += mat4(0.08367, 0.0056849197, 0.029983053, 0.058390055, -0.019536944, 0.0028544245, 0.011593604, -0.051143557, -0.05816587, 0.027562857, -0.0017863734, -0.08943097, -0.093870126, -0.028033571, -0.054928187, 0.08027421) * go_4(0.0, 1.0); + result += mat4(0.033707395, -0.044078007, -0.053134337, 0.0507039, -0.09321825, 0.012356747, 0.0040974314, -0.003692714, 0.069862105, -0.18684517, -0.0284769, -0.006533823, 0.04286592, 0.03399364, 0.12019272, 0.02192102) * go_4(1.0, -1.0); + result += mat4(-0.023521578, 0.053177245, 0.03841634, 0.04009258, -0.05288018, 0.03800796, -0.027160875, -0.022709413, -0.012118504, 0.11544428, -0.064255424, -0.047267172, 0.031934835, -0.058591012, -0.12601322, -0.04370528) * go_4(1.0, 0.0); + result += mat4(-0.056990914, -0.010060407, -0.07240389, 0.06684859, 0.0032037962, -0.07508207, 0.069522485, -0.01681518, 0.013611935, -0.16260943, 0.027228389, 0.10390345, -0.014050312, -0.0047456035, 0.042484682, 0.047142867) * go_4(1.0, 1.0); + result += mat4(-0.019846022, 0.063520834, 0.017347157, -0.13179752, 0.007603209, -0.028248534, -0.028568985, 0.093736105, -0.17765392, 0.05268901, -0.0186878, 0.033344116, 0.024792168, 0.017350389, -0.0081479745, 0.06272762) * go_5(-1.0, -1.0); + result += mat4(0.0059420844, -0.1867459, -0.018476382, 0.052615725, 0.02969877, -0.04300831, 0.09686539, -0.055483308, 0.13513166, -0.1240312, 0.007219588, 0.15463871, -0.011168133, 0.060228556, 0.052193474, 0.008193267) * go_5(-1.0, 0.0); + result += mat4(-0.1624262, 0.114470325, -0.0026692473, 0.072655715, 0.022212451, -0.105359286, 0.003962184, 0.059404753, -0.062533595, -0.0073033636, 0.032570038, 0.07631924, -0.037281662, 0.052920066, -0.10017278, 0.20030634) * go_5(-1.0, 1.0); + result += mat4(-0.017912557, 0.082836725, 0.11956426, 0.031851728, 0.026227003, 0.1358852, -0.00038559595, -0.03953659, 0.012969185, 0.058900252, 0.00449276, -0.11351474, 0.0055319364, -0.027457854, -0.16637279, 0.018961368) * go_5(0.0, -1.0); + result += mat4(0.05881227, -0.12862639, 0.009855859, -0.07688508, 0.04652196, -0.0533903, -0.007106217, 0.018683957, -0.07146832, -0.11476164, -0.103965536, 0.07516234, -0.019355783, 0.007153188, 0.041109473, -0.18096745) * go_5(0.0, 0.0); + result += mat4(-0.04096085, -0.0120420605, -0.07280902, -0.047139794, -0.047899578, 0.16604978, -0.053028557, 0.011966148, -0.184552, -0.002035077, 0.0024748729, -0.09468539, 0.094834864, -0.051123336, 0.026882114, -0.066742696) * go_5(0.0, 1.0); + result += mat4(0.038528133, -0.033147186, -0.02949031, -0.02029768, -0.040530026, -0.015674416, 0.09512282, 0.018635508, -0.067790225, -0.02075488, 0.043550573, 0.1306589, 0.086521745, -0.058867045, -0.036897544, -0.007429917) * go_5(1.0, -1.0); + result += mat4(-0.020455752, 0.036337826, 0.08651425, -0.063962474, -0.06910245, -0.08926637, -0.08221216, 0.023650987, 0.0064421804, -0.051710796, 0.03269987, 0.03594872, -0.09746091, 0.064322695, 0.09333605, 0.04992705) * go_5(1.0, 0.0); + result += mat4(0.03991011, 0.0053357375, -0.014087123, 0.017906683, -0.043873426, -0.008717143, 0.023789125, 0.08014774, 0.08554654, 0.010068118, -0.015257393, -0.014789898, -0.031751424, -0.05767671, 0.012219075, -0.02111906) * go_5(1.0, 1.0); + result += mat4(0.0141180735, -0.010895809, 0.052282777, 0.097730994, 0.015570911, -0.05456141, 0.047802925, -0.024732279, 0.08743008, -0.0649473, 0.09175468, -0.09115185, 0.05110333, -0.030661354, 0.043550953, -0.027077332) * go_6(-1.0, -1.0); + result += mat4(0.069662735, 0.014375632, -0.025021026, -0.08532459, -0.1172516, 0.08657796, -0.017789776, 0.057316136, -0.019252973, -0.11636445, -0.121823244, 0.076532796, 0.025541514, -0.117330685, 0.009741623, -0.13352062) * go_6(-1.0, 0.0); + result += mat4(0.07859826, -0.03841275, 0.026950957, 0.012414173, -0.15537256, 0.048285972, -0.036940835, 0.078606136, 0.12113207, 0.0019378428, 0.0036203277, -0.109209254, -0.14025345, 0.014132115, 0.049628686, 0.02013767) * go_6(-1.0, 1.0); + result += mat4(-0.018229844, 0.009986906, -0.0020206913, 0.06816855, 0.12637497, -0.012840852, -0.098092966, 0.0066382973, -0.080831006, 0.08936906, 0.061671916, -0.025697216, 0.06976024, 0.07710459, 0.025804073, 0.09451786) * go_6(0.0, -1.0); + result += mat4(0.13568228, -0.07880537, -0.0030531003, -0.18527938, -0.12759425, -0.031123286, 0.1039914, -0.05713946, -0.022119742, 0.044847313, -0.049640287, 0.29528186, -0.011861515, -0.056314517, 0.12202725, 0.03458099) * go_6(0.0, 0.0); + result += mat4(-0.31482193, 0.15610562, 0.011000054, 0.22054587, 0.16342026, 0.046199072, -0.069771886, 0.052295752, -0.08888668, -0.030175507, -0.043750275, 0.07468628, -0.1403002, -0.08709627, -0.16045636, 0.17453533) * go_6(0.0, 1.0); + result += mat4(-0.15869538, -0.041802768, 0.07982854, 0.10661079, -0.026911188, 0.033564463, -0.028775161, 0.1129868, -0.13782723, -0.030502934, -0.029017925, 0.16539475, 0.15872754, 0.0072790803, 0.0005220163, -0.16314733) * go_6(1.0, -1.0); + result += mat4(0.08336712, 0.013299961, -0.004736551, -0.12530428, 0.068627216, -0.038133577, 0.07625137, -0.13831565, -0.12425708, 0.012594521, 0.048374295, -0.09718588, -0.12617798, -0.15565023, 0.025003273, 0.063952625) * go_6(1.0, 0.0); + result += mat4(-0.09114798, -0.107948475, -0.008782385, -0.012404769, -0.047347188, 0.06744946, -0.029818984, 0.037601177, 0.0022323371, 0.0120422365, -0.027577981, -0.056484457, 0.03623973, 0.11577824, -0.05978022, -0.11340042) * go_6(1.0, 1.0); + result += mat4(0.07920609, 0.049682815, -0.09747983, 0.032554645, -0.053569455, -0.00999872, -0.069765046, 0.065798655, 0.0055020596, -0.02180595, 0.097490765, 0.056493532, -0.028652878, 0.007181037, 0.047301996, 0.041324418) * go_7(-1.0, -1.0); + result += mat4(-0.070817575, 0.016761765, 0.10452257, -0.059046734, 0.004419305, 0.030409766, 0.0064111007, 0.13009071, -0.063529834, 0.014894562, -0.1425434, 0.06799876, 0.10536852, 0.16146809, 0.11159344, -0.24632217) * go_7(-1.0, 0.0); + result += mat4(0.04417992, -0.021688385, 0.014431484, 0.021390032, -0.012122509, 0.022933502, -0.13032858, -0.025157295, 0.054504506, 0.054097243, 0.054826245, 0.15188119, -0.034925304, 0.10371481, -0.07059149, -0.0050918995) * go_7(-1.0, 1.0); + result += mat4(0.19140609, -0.05802228, 0.094347574, -0.12581742, -0.0625323, 0.022887295, 0.06422475, 0.03780498, 0.09092349, -0.015626192, 0.07367314, -0.058542114, 0.06868667, -0.035847936, -0.024409411, 0.1747349) * go_7(0.0, -1.0); + result += mat4(-0.30528593, -0.10157623, -0.12546054, 0.39260107, 0.09250387, -0.0030448753, -0.007666954, -0.21076955, 0.1802103, 0.056665543, 0.02010969, -0.08567675, 0.04852171, -0.00719571, 0.12876126, -0.020769617) * go_7(0.0, 0.0); + result += mat4(-0.07077291, 0.09790252, -0.039679084, 0.035164144, 0.03944513, 0.09567806, 0.06502516, 0.08660869, -0.045210075, 0.024901882, -0.034987845, 0.03644262, 0.13453478, -0.10065292, -0.10663197, 0.17999896) * go_7(0.0, 1.0); + result += mat4(0.11361161, 0.049233153, 0.17776433, -0.11848224, -0.12014295, -0.048427843, -0.038806908, 0.0044329837, -0.015402301, 0.06310864, 0.103736125, 0.088702485, 0.018769085, -0.03721601, 0.08529103, 0.07698302) * go_7(1.0, -1.0); + result += mat4(0.2228605, -0.16978644, -0.084252514, -0.030923214, -0.07607342, 0.062837236, -0.072185166, 0.033597596, 0.056401767, -0.118337765, -0.038241208, -0.056982394, -0.2012854, 0.12231061, -0.008026072, -0.109389454) * go_7(1.0, 0.0); + result += mat4(0.0015117185, 0.05613352, -0.06825942, 0.009839623, 0.042997725, -0.07901763, 0.029729009, -0.0028087173, -0.08048221, 0.035971392, -0.054953404, 0.06957555, -0.002079063, -0.033700537, 0.019343253, 0.031806916) * go_7(1.0, 1.0); + result += mat4(-0.07396316, -0.012248619, 0.033239935, 0.14771299, -0.069767915, 0.12465951, 0.008810514, -0.04538992, -0.028040458, 0.024957748, 0.033437315, -0.021906354, -0.019794602, -0.0068365987, 0.04044681, 0.078028694) * go_8(-1.0, -1.0); + result += mat4(0.06884948, 0.07350869, -0.074930884, -0.007918249, -0.03207752, -0.09060679, -0.03723486, 0.13875768, 0.063804045, -0.019163225, -0.058482785, -0.003301451, 0.03025363, 0.031453874, 0.023407444, 0.10760923) * go_8(-1.0, 0.0); + result += mat4(-0.082054876, -0.0019968427, 0.07620411, -0.029166577, 0.08874712, 0.18888156, -0.030155689, 0.054525856, 0.052349947, -0.003841255, 0.082797535, -0.1112327, -0.11962874, -0.010657527, -0.06920624, 0.12807392) * go_8(-1.0, 1.0); + result += mat4(-0.04174062, -0.11311825, -0.043029234, -0.005712201, -0.07848321, -0.09407437, -0.036250837, 0.02130589, -0.046314713, 0.030492928, -0.028527915, 0.088576436, 0.05369699, 0.05489917, -0.03764619, -0.15915689) * go_8(0.0, -1.0); + result += mat4(-0.046594873, 0.20227629, 0.040293384, -0.08287198, -0.005414862, -0.28493062, -0.04951152, -0.031801622, 0.11361959, -0.14512685, -0.0513244, 0.014590199, 0.06330705, 0.06599253, -0.0758426, -0.024604654) * go_8(0.0, 0.0); + result += mat4(0.045725603, -0.16616176, 0.008172408, -0.16198505, -0.109427124, -0.04342513, 0.095679626, -0.021264061, -0.036292598, 0.052533228, 0.034383826, 0.13430162, 0.012503482, -0.16574247, 0.0145925265, -0.12279197) * go_8(0.0, 1.0); + result += mat4(0.059712145, 0.03292878, -0.06478352, -0.04920082, -0.12868343, -0.017725367, -0.029865744, 0.06404541, -0.061571013, 0.052956223, 0.04353032, 0.093550734, 0.12689152, -0.08983797, -0.022431724, -0.08593952) * go_8(1.0, -1.0); + result += mat4(0.03359343, 0.048530146, 0.09413768, 0.11177407, 0.04880107, 0.24067947, 0.011833709, -0.078301296, -0.042119082, -0.034178667, 0.061119724, -0.120325305, -0.0983844, 0.13863018, 0.009808043, 0.1421859) * go_8(1.0, 0.0); + result += mat4(-0.010974268, -0.1115841, -0.054475926, -0.0034415766, 0.026416495, -0.01970317, 0.03224585, -0.058208283, -0.11544842, -0.0020619717, -0.08399764, 0.0026783822, -0.1718955, -0.041662555, -0.015576194, 0.06694191) * go_8(1.0, 1.0); + result += mat4(0.00800654, 0.033414684, 0.0059746862, -0.063755505, -0.10903599, 0.008542795, -0.037268512, 0.16888456, 0.056287125, -0.03404509, -0.09667668, 0.104763724, -0.008024127, -0.04937347, -0.10452099, 0.10492107) * go_9(-1.0, -1.0); + result += mat4(0.06546199, -0.031890426, 0.069498874, -0.078704424, 0.25283763, -0.14762846, 0.04530997, -0.045402203, -0.12743446, 0.11075257, 0.07440054, -0.06769535, -0.18811068, 0.25209752, 0.08396347, -0.028190762) * go_9(-1.0, 0.0); + result += mat4(-0.058439903, 0.05627421, -0.021890977, -0.037036832, -0.114436746, -0.08907827, 0.044764686, 0.01914178, 0.1590001, -0.07434893, 0.02097053, -0.07084182, 0.1515443, -0.2537095, -0.0027643284, 0.084454305) * go_9(-1.0, 1.0); + result += mat4(-0.076359995, -0.0627694, 0.018656332, 0.04576309, -0.11114888, 0.10748641, 0.0005612302, -0.07483226, -0.123604506, -0.01065677, -0.12491006, 0.17782594, -0.042662233, -0.13512325, 0.002357882, 0.041785236) * go_9(0.0, -1.0); + result += mat4(0.044498313, -0.034588944, -0.060735952, 0.10017004, 0.1829563, -0.110846855, -0.0071944734, -0.21084824, -0.09436389, 0.075625, 0.11743136, 0.082467705, -0.12590492, 0.16034272, -0.027081264, 0.12026207) * go_9(0.0, 0.0); + result += mat4(0.023862181, -0.039685655, -0.03180271, -0.07354787, -0.004479257, 0.10744732, 0.009859138, -0.012063299, -0.022220258, 0.047518592, 0.033523124, -0.0649853, -0.07418109, -0.0014141474, 0.050895244, -0.11969986) * go_9(0.0, 1.0); + result += mat4(-0.13460042, -0.005373036, 0.031577356, -0.059198633, 0.14659238, -0.03347293, 0.02293272, 0.01125362, 0.038268805, -0.023691624, -0.056778222, 0.046417404, 0.043189395, 0.061058786, -0.03529992, -0.0040747337) * go_9(1.0, -1.0); + result += mat4(-0.009540408, 0.026412092, -0.021290602, 0.05017281, -0.1377568, -0.030549733, -0.015086134, 0.011051821, -0.008516101, -0.019729864, 0.040555786, -0.0020136, -0.017682496, -0.04843083, 0.04729837, 0.019968264) * go_9(1.0, 0.0); + result += mat4(0.09082752, 0.0026033274, 0.028575374, -0.025889728, -0.050833948, 0.013812897, -0.04887108, 0.09218356, 0.022451764, 0.037223153, -0.027608475, 0.085869305, 0.12708172, -0.051653415, -0.024209773, 0.010738581) * go_9(1.0, 1.0); + result += mat4(-0.0878504, -0.002425818, -0.058977496, 0.06816431, -0.039408945, 0.039009362, 0.05321227, 0.029558498, 0.011840146, 0.07260068, -0.057486057, -0.06833475, 0.09252713, -0.0047036964, -0.034099206, 0.015589183) * go_10(-1.0, -1.0); + result += mat4(-0.28815338, -0.00087825046, 0.0071661393, 0.16078453, -0.1556803, 0.11429835, 0.050905548, 0.13695535, 0.019274501, -0.0524514, -0.03422561, 0.073096104, -0.116625205, 0.044406146, 0.010334628, -0.030600524) * go_10(-1.0, 0.0); + result += mat4(0.10218649, -0.08387807, 0.092632025, -0.08798674, 0.10308468, -0.056788463, -0.02508743, -0.1875314, -0.04963394, -0.02515536, 0.016212277, -0.11503518, -0.0781842, 0.06420591, -0.108524114, 0.17282988) * go_10(-1.0, 1.0); + result += mat4(0.003542966, 0.019591188, -0.08079507, -0.11198943, 0.01007831, -0.2011082, 0.067526735, -0.047118634, -0.10812045, -0.059538897, -0.045146156, 0.13073483, 0.05126951, -0.02858464, -0.004749588, -0.031439688) * go_10(0.0, -1.0); + result += mat4(0.072345056, -0.09738051, 0.08760573, -0.022531908, -0.047364343, -0.17568587, -0.2608395, 0.045407616, -0.07019225, -0.13740852, 0.058587123, 0.18292065, 0.09621877, -0.020006223, 0.15761665, -0.13615946) * go_10(0.0, 0.0); + result += mat4(-0.1718546, -0.01606792, -0.13376851, -0.101972945, 0.0070967157, 0.04433216, 0.11647199, 0.14794576, 0.030467365, -0.009967707, 0.032096114, 0.088179365, 0.04789371, -0.02212034, -0.0864584, -0.014849047) * go_10(0.0, 1.0); + result += mat4(-0.06263458, 0.049204566, 0.0074049286, 0.08565975, -0.110386156, 0.12832628, 0.09386574, 0.049480855, -0.0016362247, 0.074590564, 0.0054266076, -0.045816354, -0.05795489, -0.016349988, -0.031305015, 0.05890967) * go_10(1.0, -1.0); + result += mat4(-0.0501839, -0.05510687, -0.028112158, -0.11355264, -0.05924529, -0.08571114, -0.013579364, 0.017053023, 0.0010346711, -0.046210892, -0.0037062326, 0.029555755, -0.05744646, 0.12624447, 0.1155726, 0.089930065) * go_10(1.0, 0.0); + result += mat4(0.007059197, 0.009385381, 0.03781498, 0.029385434, 0.019378664, 0.05941773, -0.019638034, 0.042409096, 0.006617822, 0.12051479, -0.029510934, -0.02263101, 0.030360708, -0.019180574, -0.026342172, -0.041857187) * go_10(1.0, 1.0); + result += mat4(0.0818786, -0.032271262, 0.071428634, -0.08608651, -0.04190674, -0.00824319, 0.10103971, 0.0037571234, 0.008354248, -0.042853825, -0.009960182, -0.032470513, 0.032495033, 0.026434308, -0.09047023, -0.0852796) * go_11(-1.0, -1.0); + result += mat4(0.06265211, 0.074583925, -0.3457799, 0.29229483, -0.012138351, 0.06712728, -0.012218277, -0.1310903, -0.053811703, 0.13035119, -0.0029521107, -0.104537845, 0.01667666, -0.13404848, -0.06062046, -0.06467337) * go_11(-1.0, 0.0); + result += mat4(-0.0877269, -0.006120627, 0.015308095, -0.07658341, 0.044869956, 0.110927165, -0.017984338, -0.05883644, 0.10883275, -0.05540534, -0.066199474, -0.035501923, 0.08745832, -0.051100407, -0.012019903, -0.21526352) * go_11(-1.0, 1.0); + result += mat4(-0.15372752, -0.089689255, -0.013654722, 0.06576831, 0.027755309, -0.104312494, -0.028859973, -0.03941162, 0.038844027, -0.05383401, -0.015755473, -0.022027731, -0.022023248, -0.010001586, 0.04700765, -0.08062122) * go_11(0.0, -1.0); + result += mat4(0.28677022, -0.00547834, -0.30174148, 0.029182414, -0.048473436, 0.025972357, 0.055102646, 0.101237364, -0.23414372, -0.08980447, -0.021093715, 0.35020643, -0.01737129, 0.079039715, -0.030023094, 0.30941373) * go_11(0.0, 0.0); + result += mat4(0.00023344456, 0.016616862, 0.20732638, -0.073667265, -0.077047884, -0.1365057, -0.0055750906, 0.18779595, -0.036738984, 0.07126904, 0.107798554, 0.106782034, -0.123831004, 0.026100466, 0.025854755, 0.10167399) * go_11(0.0, 1.0); + result += mat4(0.099524446, -0.022513278, -0.12082586, 0.06544828, -0.007710609, -0.007333112, -0.00392318, 0.02316836, 0.017616706, 0.019067803, -0.020043733, -0.055381116, -0.0026772777, 0.043929495, 0.12632295, -0.055047728) * go_11(1.0, -1.0); + result += mat4(-0.007819067, 0.04826883, -0.031578127, -0.007692658, -0.049392797, 0.10384446, -0.11374874, -0.0072268755, 0.023231281, -0.0048957644, -0.056877382, -0.09215107, 0.26584074, -0.14522901, -0.18154982, 0.006760759) * go_11(1.0, 0.0); + result += mat4(0.049991615, -0.016547658, -0.037466943, 0.011288937, -0.029595152, 0.029153928, 0.03047645, -0.017851416, 0.08244422, 0.015353446, 0.056757286, -0.13458207, 0.06421748, 0.02236419, 0.054289207, -0.021456666) * go_11(1.0, 1.0); + result += vec4(-0.024596691, -0.0062545678, 0.0007283314, -0.0012659894); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-4x3x3x48 +//!HOOK MAIN +//!BIND conv0ups +//!BIND conv0ups1 +//!BIND conv0ups2 +//!BIND conv0ups3 +//!BIND conv0ups4 +//!BIND conv0ups5 +//!SAVE conv1ups5 +//!WIDTH conv0ups.w 4 * +//!HEIGHT conv0ups.h 4 * +//!COMPONENTS 4 +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_1(x_off, y_off) (max((conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_2(x_off, y_off) (max((conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_3(x_off, y_off) (max((conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_4(x_off, y_off) (max((conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_5(x_off, y_off) (max((conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_6(x_off, y_off) (max(-(conv0ups_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_7(x_off, y_off) (max(-(conv0ups1_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_8(x_off, y_off) (max(-(conv0ups2_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_9(x_off, y_off) (max(-(conv0ups3_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_10(x_off, y_off) (max(-(conv0ups4_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +#define go_11(x_off, y_off) (max(-(conv0ups5_texOff(vec2(x_off, y_off) * 0.5)), 0.0)) +vec4 hook() { + vec4 result = mat4(0.0063745487, -0.0007792867, -0.042738058, -0.037436318, -0.079708755, -0.00012259462, -0.00846309, -0.07099102, 0.008480126, -0.0030542074, -0.0010532452, 0.027282802, 0.03614228, 0.063927814, 0.08298895, 0.14883359) * go_0(-1.0, -1.0); + result += mat4(-0.043913327, 0.05175728, -0.024351457, 0.092639804, -0.070469886, -0.056282833, 0.08296517, -0.028454183, 0.10892892, -0.2416209, -0.07998606, 0.069041096, -0.09885496, -0.074447066, 0.0743715, -0.06267758) * go_0(-1.0, 0.0); + result += mat4(-0.0466287, 0.042808313, 0.046646457, -0.055874195, 0.026556646, 0.037307512, -0.193923, -0.04722261, -0.22105771, 0.2291367, 0.10317087, -0.040800743, 0.08335437, -0.036194164, -0.02673301, 0.025296532) * go_0(-1.0, 1.0); + result += mat4(0.077883415, 0.0036344659, -0.04539886, -0.02208242, 0.07632768, -0.04959272, -0.06426001, 0.0070829145, -0.04732425, 0.1227861, 0.098132625, 0.06813595, 0.004603961, 0.090626486, -0.007316235, -0.16206303) * go_0(0.0, -1.0); + result += mat4(0.018812757, -0.0040601143, 0.046291944, -0.08953326, -0.038046855, -0.30165517, 0.14755662, 0.25674608, 0.20162594, -0.08197662, -0.04412043, 0.04561127, -0.06381664, -0.083132245, -0.18208097, -0.057978697) * go_0(0.0, 0.0); + result += mat4(0.18392017, -0.13180894, 0.13358793, -0.12673298, 0.008361854, -0.03794045, 0.0182172, 0.07310119, 0.031174706, -0.10738879, -0.09051877, -0.038759686, 0.11055317, -0.06764186, -0.12971549, -0.21843903) * go_0(0.0, 1.0); + result += mat4(-0.027878802, -0.033770774, 0.004135012, 0.0014348059, 0.13187423, 0.12571856, 0.35653323, 0.15917127, -0.07086367, 0.0058684177, -0.028717142, -0.05126073, 0.0858552, -0.0038701096, 0.06486986, 0.1706292) * go_0(1.0, -1.0); + result += mat4(0.047461458, -0.051133662, -0.05918072, 0.048732597, 0.07509672, -0.039692048, 0.11294993, 0.06444664, -0.084600896, 0.084693946, -0.088411525, -0.06429127, -0.034412857, -0.07477924, -0.039438404, 0.10994081) * go_0(1.0, 0.0); + result += mat4(0.043813385, -0.03355967, 0.12004562, -0.07214167, 0.04049014, 0.065712005, 0.059874583, -0.0052600484, -0.039102178, 0.048161536, -0.046630945, 0.029107312, -0.12603328, 0.06698978, 0.048800472, -0.03790199) * go_0(1.0, 1.0); + result += mat4(-0.13815154, 0.0036306242, 0.05594701, 0.028703637, 0.023503067, -0.06798082, -0.10864731, 0.17099892, 0.06743946, -0.06711138, 0.04976667, 0.026404396, -0.064317904, -0.020547949, -0.023411179, -0.07212964) * go_1(-1.0, -1.0); + result += mat4(0.06355028, 0.09087627, -0.1380974, 0.06466648, 0.101927035, -0.07261252, 0.07722075, -0.076868825, -0.0829519, 0.096982665, -0.044867028, -0.12865555, 0.022306003, 0.093384795, 0.08628356, -0.112574585) * go_1(-1.0, 0.0); + result += mat4(0.12697868, -0.15680641, 0.06615788, -0.09147767, -0.027032124, -0.012754192, 0.16841646, 0.14282092, 0.031914305, 0.0021056207, -0.042786058, 0.06905794, -0.011153072, -0.017979706, -0.019408083, 0.10038188) * go_1(-1.0, 1.0); + result += mat4(0.07506389, 0.014463698, 0.055589672, -0.10813673, 0.05260121, 0.055658672, 0.06530625, -0.04693613, -0.10777341, 0.003190049, -0.0789798, -0.06275508, 0.054107405, -0.08667144, -0.110695235, 0.09423636) * go_1(0.0, -1.0); + result += mat4(0.35542598, -0.101242326, -0.097177, 0.16660836, 0.062695846, 0.202753, -0.023997009, -0.09172167, -0.20859563, 0.15195158, -0.07095077, -0.3025826, -0.20547125, 0.14120229, -0.1475369, -0.1316646) * go_1(0.0, 0.0); + result += mat4(-0.04910003, 0.060523994, 0.030391825, -0.17474002, -0.06798995, 0.14241472, -0.004234849, 0.028053937, -0.03238492, 0.04055486, 1.14496315e-05, 0.15962633, 0.04022899, -0.080524124, -0.057549026, 0.089040436) * go_1(0.0, 1.0); + result += mat4(-0.08646099, -0.041137185, -0.17625453, -0.06043204, -0.029830568, -0.15027393, 0.20508385, 0.026146531, 0.09022885, 0.020299576, -0.03171056, 0.023431579, 0.05381302, -0.0009846388, 0.10500912, 0.07882769) * go_1(1.0, -1.0); + result += mat4(-0.07095181, -0.040769625, 0.021771856, 0.04987684, -0.080889665, -0.01363749, -0.044429984, 0.063598044, 0.05566136, -0.06805483, -0.1531462, -0.086804755, 0.16525438, 0.034257393, 0.10718343, 0.025464887) * go_1(1.0, 0.0); + result += mat4(-0.08818966, -0.035108104, -0.0517939, -0.08025052, 0.104291156, -0.13472721, -0.018884793, 0.032870352, -0.029485889, 0.058351766, -0.0891122, 0.0679884, 0.08988102, -0.045231707, 0.05456279, 0.07973376) * go_1(1.0, 1.0); + result += mat4(-0.054200873, -0.05749488, -0.060335156, -0.0070174546, -0.03320484, 0.007284561, 0.062241767, -0.23423609, 0.07866529, 0.00018865404, 0.06323889, 0.016593635, 0.017892467, 0.0076022227, 0.08936624, -0.03216585) * go_2(-1.0, -1.0); + result += mat4(0.00443331, 0.036586914, -0.033402793, 0.058869403, -0.09493461, -2.4481778e-05, -0.25935435, -0.04278253, -0.032751977, -0.08635362, 0.14244005, -0.05706051, -0.141875, -0.025835099, -0.025436234, 0.093893714) * go_2(-1.0, 0.0); + result += mat4(-0.022006746, -0.12542246, -0.041919585, 0.024010304, -0.044745583, 0.051891584, 0.09057894, -0.09249693, -0.0140956845, 0.07693278, 0.11077821, -0.112234056, 0.060011726, -0.1341424, -0.024490716, -0.022049561) * go_2(-1.0, 1.0); + result += mat4(0.073357865, 0.14374368, 0.032296736, 0.055813752, -0.059088297, -0.0776873, -0.0837825, 0.018939182, -0.020854855, 0.06012857, -0.026182968, 0.05838851, -0.04612199, 0.0039347354, -0.2056847, 0.00942296) * go_2(0.0, -1.0); + result += mat4(0.033143513, 0.08560158, -0.09233819, -0.11843655, 0.2588986, -0.019016545, -0.038050834, 0.14959913, 0.29490453, -0.13899505, 0.00692187, 0.16083503, 0.20178594, -0.15832286, 0.5025548, 0.029373756) * go_2(0.0, 0.0); + result += mat4(0.049299765, -0.023143763, 0.035753693, -0.11571463, -0.032259505, 0.01735337, -0.018070314, -0.027346095, -0.08894323, -0.010145846, -0.099678494, 0.026827013, 0.039361052, -0.027096154, 0.047963917, -0.27442294) * go_2(0.0, 1.0); + result += mat4(-0.022731476, 0.022222787, -0.02242159, 0.04784673, 0.021043884, -0.094794825, 0.07444878, -0.08918328, 0.13067421, -0.013499751, 0.3599633, 0.09073782, -0.030868663, 0.016658138, -0.039914962, 0.118787706) * go_2(1.0, -1.0); + result += mat4(0.05229028, 0.077619, -0.013456823, -0.062925436, -0.021547772, -0.020945227, 0.12798133, -0.06800816, -0.1642933, -0.05373, -0.14374378, -0.08865612, 0.07594359, 0.046362855, 0.06098806, -0.17533435) * go_2(1.0, 0.0); + result += mat4(-0.053325575, -0.06618738, 0.092258185, 0.013813888, -0.013511551, 0.018586623, 0.060558353, 0.033038225, 0.0804234, -0.080448896, 0.10994178, 0.13010137, 0.018566165, -0.026298912, 0.07454115, -0.06677481) * go_2(1.0, 1.0); + result += mat4(-0.06553157, 0.029561764, 0.038121503, -0.033325464, 0.04301278, 0.041529298, -0.07182643, -0.06547801, -0.052147005, -0.054911993, -0.07376668, -0.042085964, -0.13869858, -0.0009562848, -0.1677986, -0.09050354) * go_3(-1.0, -1.0); + result += mat4(-0.026388934, -0.07553613, -0.04883736, 0.021428475, 0.03383132, -0.10593641, -0.066881604, -0.005090118, 0.0032761726, 0.19300167, -0.10052442, 0.06032678, 0.12111, -0.024445616, -0.07867298, 0.07155645) * go_3(-1.0, 0.0); + result += mat4(0.009721514, 0.073128454, -0.088024415, 0.01628443, -0.0442564, 0.109464355, -0.09435904, -0.062122736, 0.04394318, -0.1688726, -0.013731302, 0.037493046, 0.019386476, -0.09668388, -0.10622655, -0.12815721) * go_3(-1.0, 1.0); + result += mat4(0.074242115, -0.0962556, 0.04117143, 0.116563916, -0.055528134, 0.055021342, 0.040945325, -0.015926862, -0.1404361, -0.0319657, 0.104573056, 0.08188863, 0.03686817, 0.0144841485, 0.073439375, 0.095169045) * go_3(0.0, -1.0); + result += mat4(0.044269748, -0.0654465, -0.06360807, 0.13392143, 0.08671066, -0.02733015, 0.26534852, 0.18148749, 0.06646011, 0.12437324, 0.072811246, -0.09099741, 0.09972596, 0.08203557, 0.20367464, 0.050712656) * go_3(0.0, 0.0); + result += mat4(-0.039555855, -0.12619838, 0.1251913, 0.11730309, -0.096585676, -0.03017593, -0.021626828, -0.034909043, 0.051999446, -0.085806265, 0.088577345, 0.093352415, 0.14674439, -0.07799078, -0.041970372, -0.1971934) * go_3(0.0, 1.0); + result += mat4(0.21362351, 0.13964944, 0.17664488, 0.07994262, -0.04298111, -0.055893365, 0.07432013, -0.046673983, 0.03183703, -0.060661454, -0.08562127, -0.106442995, -0.08225685, -0.05307681, -0.17313032, -0.09159819) * go_3(1.0, -1.0); + result += mat4(-0.048370186, -0.0066592437, 0.015151771, 0.030198608, -0.09481172, 0.00524109, -0.098136365, -0.099723354, 0.026192533, 0.13190193, -0.024194827, 0.04250573, -0.019045383, 0.13025235, -0.014851418, -0.054181337) * go_3(1.0, 0.0); + result += mat4(0.011557458, 0.037601702, 0.08763924, 0.0869504, -0.003486842, -0.026862262, -0.019816028, -0.03639367, 0.0067470167, -0.090020694, -0.10405717, 0.016274806, 0.015333479, -0.074243136, -0.016609563, -0.1117956) * go_3(1.0, 1.0); + result += mat4(0.04979364, 0.044838257, 0.028794404, 0.11093545, 0.047799177, 0.05084463, 0.114135034, -0.0011649404, -0.088088065, -0.0014219275, 0.07389497, -0.09678158, 0.0078058727, -0.10549564, -0.001520728, 0.0364026) * go_4(-1.0, -1.0); + result += mat4(-0.05554776, -0.045049857, -0.024722561, 0.023318505, -0.0543084, -0.0433695, 0.07476204, -0.0022832763, -0.044149548, -0.05002557, 0.028114058, -0.10989848, 0.16959801, 0.027747577, 0.07406976, 0.035891265) * go_4(-1.0, 0.0); + result += mat4(-0.017785572, 0.1080964, 0.09649037, 0.08921514, 0.10892746, 0.0074067353, 0.01554923, 0.044843663, 0.08894393, 0.0055765617, 0.09712343, -0.17534968, -0.1792565, 0.06397282, -0.12393842, -0.045617543) * go_4(-1.0, 1.0); + result += mat4(-0.0058602905, 0.08962854, 0.045954313, -0.09660418, 0.007873254, -0.06542487, -0.077286646, -0.1065682, 0.024354672, -0.15293619, -0.13352138, 0.023743887, -0.012681726, 0.029547228, 0.0085471505, -0.07479233) * go_4(0.0, -1.0); + result += mat4(-0.014363698, -0.10877507, -0.065034315, 0.016702991, 0.13642493, -0.038959656, 0.093994856, 0.31006256, 0.01945779, -0.2975403, -0.2795097, 0.2229951, -0.035684135, 0.01448137, -0.13233742, 0.28041506) * go_4(0.0, 0.0); + result += mat4(0.0012500056, -0.013534149, 0.037840102, -0.0714859, 0.020398123, -0.02506615, -0.039971814, 0.041849326, -0.041574854, 0.054345634, -0.061291367, -0.104086556, 0.25683582, -0.08909194, -0.13421315, 0.039712757) * go_4(0.0, 1.0); + result += mat4(-0.016294358, -0.075720266, -0.06933325, 0.009308156, 0.043677215, 0.008393981, -0.079269834, -0.11522057, -0.009912892, 0.1973826, 0.019584907, 0.05463361, -0.007812088, 0.0338185, -0.049498174, 0.018130887) * go_4(1.0, -1.0); + result += mat4(-0.032490004, 0.023092022, -0.081377946, 0.11319579, -0.06294841, 0.04647528, -0.022450024, 0.030103367, 0.048844513, 0.022222664, 0.110514775, 0.21295305, 0.02541056, 0.05749753, 0.0411172, -0.06292043) * go_4(1.0, 0.0); + result += mat4(0.09990052, 0.039450414, -0.0028400559, -0.045750353, 0.018121833, 0.09193293, 0.07854626, 0.06200767, -0.04818864, 0.06778936, 0.08142442, -0.020031437, -0.07861012, 0.062728755, 0.07084788, -0.033858463) * go_4(1.0, 1.0); + result += mat4(0.0041939905, 0.03858933, 0.21298268, -0.035919093, -0.00972664, -0.031790286, 0.1148182, -0.06877063, 0.13142376, -0.013594834, 0.05625237, 0.036175527, -0.00027700086, 0.03507905, 0.15655361, 0.11469498) * go_5(-1.0, -1.0); + result += mat4(0.11766081, -0.062469725, 0.115372, 0.20766804, 0.017238794, 0.072592095, -0.022305248, -0.17812113, -0.033571746, 0.12770365, 0.0732858, -0.15343256, 0.14632632, -0.0851429, 0.082450956, -0.09143876) * go_5(-1.0, 0.0); + result += mat4(-0.07768662, 0.019727139, 0.06507619, -0.044201504, -0.13028246, 0.079582825, -0.14439867, 0.052608196, 0.058016825, -0.049292404, -0.051089205, 0.098466404, 0.11736308, -0.06286907, -0.05178662, 0.004182763) * go_5(-1.0, 1.0); + result += mat4(-0.06434399, -0.0144142145, 0.0036737835, -0.078296036, 0.016101742, -0.10816281, -0.024864828, -0.15526062, -0.20179577, -0.057861198, -0.06668159, -0.15398355, 0.039688535, 0.059604753, 0.06659836, -0.021342732) * go_5(0.0, -1.0); + result += mat4(0.01932247, 0.05913243, 0.023716992, 0.1192033, 0.010119863, 0.084485166, -0.167937, 0.30237478, 0.26069483, -0.08774245, 0.14592068, 0.21976785, -0.107107654, -0.1721621, 0.09311312, 0.06292652) * go_5(0.0, 0.0); + result += mat4(-0.05415034, 0.0808041, -0.008303783, 0.20586702, -0.01692017, -0.25203353, -0.017605323, 0.03779029, -0.07196286, 0.09088832, -0.07400969, 0.15470062, -0.08782722, -0.021970563, 0.16524187, 0.17991899) * go_5(0.0, 1.0); + result += mat4(0.02945678, 0.1108453, 0.13907376, -0.008818949, 0.026164224, 0.028387127, 0.074951015, 0.041286442, 0.063239075, -0.010425734, 0.042220425, 0.12178712, -0.0026919479, -0.012526025, 0.07426221, -0.07244218) * go_5(1.0, -1.0); + result += mat4(0.018888094, -0.027421476, -0.09521994, -0.0910266, 0.08984969, 0.1781609, 0.057849456, -0.08679857, -0.12446522, 0.03583829, -0.07132832, -0.07019777, -0.019093536, -0.044786245, -0.017715491, -0.028736247) * go_5(1.0, 0.0); + result += mat4(0.051272597, -0.03435993, 0.0846929, 0.006121176, -0.07048489, 0.020329768, 0.002345223, 0.10049385, 0.1222027, -0.019079372, 0.100720696, 0.06858246, 0.020357663, 0.015401549, 0.09647229, 0.2113563) * go_5(1.0, 1.0); + result += mat4(0.09793321, -0.032736637, -0.033778418, 0.0427711, -0.018325403, -0.029624946, -0.16956969, 0.08746285, -0.041201137, -1.921966e-06, 0.20239599, 0.047037728, -0.015751503, -0.09862459, -0.09956597, -0.07306599) * go_6(-1.0, -1.0); + result += mat4(-0.019140359, 0.015069138, 0.1243063, -0.11431289, -0.033767972, 0.07241787, 0.023162177, -0.21347646, 0.11257902, -0.002713704, 0.29185608, 0.08958405, 0.042017493, 0.1820238, 0.11233973, -0.030039953) * go_6(-1.0, 0.0); + result += mat4(0.105250224, -0.026276553, -0.18249159, 0.014269952, 0.048367403, -0.07756047, -0.08036241, 0.06348654, 0.008540939, 0.021645697, 0.12774457, -0.031423807, 0.08640007, -0.08259026, -0.053230464, 0.13384373) * go_6(-1.0, 1.0); + result += mat4(-0.040785372, -0.0703802, 0.043912467, 0.0036876688, 0.17950775, 0.12889265, 0.010163828, -0.04438625, -0.07173078, -0.071564384, 0.041524716, -0.0056900075, 0.030496567, -0.033834066, 0.074528135, 0.03062304) * go_6(0.0, -1.0); + result += mat4(0.049047, 0.098660305, -0.09576069, 0.080599725, -0.09748591, 0.025746811, 0.14624408, -0.06999254, 0.019927057, -0.15380773, -0.10145102, 0.060255345, -0.20671831, 0.060202025, -0.05630915, 0.07001956) * go_6(0.0, 0.0); + result += mat4(0.08819458, -0.07481746, 0.005553706, 0.21850035, 0.04703321, 0.07601913, 0.04407576, -0.0883864, -0.079423346, 0.028103532, 0.08199459, -0.06395988, 0.23655586, -0.085250065, 0.28176674, 0.09439507) * go_6(0.0, 1.0); + result += mat4(0.02817651, -0.037542865, -0.025534682, -0.050645124, -0.081284225, -0.034356117, 0.0747935, 0.029538535, 0.06617502, -0.12928276, -0.019012596, 0.118354835, -0.03699914, 0.027309496, -0.07489431, 0.0025027825) * go_6(1.0, -1.0); + result += mat4(0.0948845, -0.0016630325, 0.09706788, -0.012232796, -0.03133337, 0.121091716, -0.21574965, -0.015103773, -0.043899152, 0.15655108, 0.0034100953, 0.015065556, 0.20116974, 0.05499755, 0.22701542, -0.08217341) * go_6(1.0, 0.0); + result += mat4(0.048800357, 0.06653084, -0.18589829, 0.012563769, -0.018957462, -0.047451388, -0.06385551, -0.045838624, 0.04963816, -0.031783268, 0.20511268, -0.026773468, -0.0412608, 0.030528571, 0.034454003, 0.06801138) * go_6(1.0, 1.0); + result += mat4(0.12949036, -0.10341053, 0.045348197, -0.019088052, -0.06258587, 0.039844643, 0.10721104, -0.09088664, -0.168669, -0.010242947, 0.09414175, 0.02889639, 0.017148757, 0.01023307, -0.01807265, 0.0062059863) * go_7(-1.0, -1.0); + result += mat4(-0.050841775, -0.03521264, -0.11941009, -0.15829018, 0.025020014, -0.22825278, -0.118360244, 0.11292008, 0.09082519, -0.065328516, 0.119365625, 0.14478958, -0.04490918, 0.022069836, -0.01134399, 0.1360509) * go_7(-1.0, 0.0); + result += mat4(-0.05348278, 0.053270962, 0.16603395, 0.15315029, -0.040175512, -0.0045779836, 0.050114214, -0.2101308, -0.11851012, -0.064030565, 0.1543338, -0.015178684, 0.05188177, -0.008489707, -0.023639014, 0.028634349) * go_7(-1.0, 1.0); + result += mat4(-0.11814241, 0.19169293, 0.020387147, 0.061263412, -0.113587715, 0.091295175, -0.05065951, -0.017393759, 0.13127452, -0.012785729, -0.034082066, 0.024967588, 0.035094306, 0.10820702, 0.0059835743, 0.09977956) * go_7(0.0, -1.0); + result += mat4(0.098021165, -0.48440388, -0.07826628, 0.24096282, 0.04693696, 0.053179827, 0.08569192, -0.0027828075, -0.25533715, 0.15215921, -0.21209684, 0.0022974424, -0.17604887, -0.07811412, 0.17181896, -0.015945317) * go_7(0.0, 0.0); + result += mat4(-0.10116903, -0.13709927, -0.14565074, 0.14524502, 0.012902518, -0.07604275, 0.073249, -0.072335534, 0.08428893, -0.03842417, -0.07586143, -0.08599018, -0.01696442, 0.10226331, 0.006873322, -0.09021642) * go_7(0.0, 1.0); + result += mat4(-0.07202315, -0.055725753, 0.018466022, -0.054664865, 0.098407686, 0.07695216, -0.08607697, 0.0020958942, -0.22666351, 0.01460815, -0.061140377, -0.120087855, -0.01491105, -0.09575372, -0.20842722, -0.028119855) * go_7(1.0, -1.0); + result += mat4(0.06912154, 0.1865499, 0.07794446, -0.10375429, 0.030678669, -0.21935923, -0.064000346, 0.089832716, 0.1305005, -0.012471437, 0.15016906, 0.23327582, 0.05942517, -0.19861731, 0.00557178, 0.06502197) * go_7(1.0, 0.0); + result += mat4(0.0707229, 0.02917113, 0.046409946, 0.12069666, 0.031100512, 0.07081468, 0.028565658, -0.006569887, -0.08003558, -0.03366404, -0.0636477, -0.010306176, 0.10975215, 0.072771594, 0.01108058, -0.15464684) * go_7(1.0, 1.0); + result += mat4(-0.033149756, 0.021336783, 0.08891627, -0.010542647, 0.032133475, 0.03948647, 0.055394996, 0.0401115, -0.13937785, 0.017220195, -0.086987436, -0.0104164155, -0.040626895, 0.039082643, -0.0010420013, -0.010217536) * go_8(-1.0, -1.0); + result += mat4(-0.0026462858, -0.028440155, 0.10645362, 0.01583601, 0.043295156, -0.18574923, 0.04621932, 0.21462579, -0.0011050635, 0.027505064, -0.11916469, 0.03903758, 0.039480023, -0.03888062, -0.1359798, 0.014222117) * go_8(-1.0, 0.0); + result += mat4(0.11923002, 0.09650186, 0.12220145, -0.054355685, 0.08393609, -0.13110332, -0.013952252, 0.12961932, -0.085519604, 0.0062861782, -0.13127424, 0.05967536, 0.1684963, 0.012711087, -0.036004934, 0.07598641) * go_8(-1.0, 1.0); + result += mat4(0.05991126, -0.21150649, 0.06301331, 0.1639654, 0.019272292, 0.15129589, -0.021439642, 0.054623377, 0.028263928, -0.05452834, -0.09441113, 0.003914198, -0.0012116794, 0.16932863, -0.076869816, -0.013230601) * go_8(0.0, -1.0); + result += mat4(-0.07168854, -0.0026968343, -0.019962385, 0.048934907, 0.1330701, 0.06890845, 0.32595265, -0.13091522, 0.15551, 0.14528212, 0.35549134, 0.09404176, 0.1319491, -0.24641864, 0.22220954, 0.037908647) * go_8(0.0, 0.0); + result += mat4(-0.05670342, 0.058992308, -0.08700555, 0.063824736, -0.022280712, 0.12737674, 0.13427903, -0.009832676, 0.07490293, -0.09663777, -0.0808843, -0.011285887, -0.22713223, 0.1807931, 0.031780504, 0.096779495) * go_8(0.0, 1.0); + result += mat4(-0.062936306, 0.07716813, 0.037210975, -0.068869464, -0.013613965, 0.09876833, -0.13039725, 0.031153003, 0.03958403, -0.05987494, 0.092028305, 0.082578026, 0.04601121, 0.023699958, 0.17008962, -0.07798729) * go_8(1.0, -1.0); + result += mat4(0.009502709, -0.18954146, -0.0040290523, 0.024978105, -0.19185285, -0.078261346, -0.051037725, -0.10738402, -0.15012908, 0.08967429, 0.02208922, -0.028586263, -0.11359668, -0.04093872, -0.19832803, -0.09008138) * go_8(1.0, 0.0); + result += mat4(-0.0021957462, 0.077703916, 0.18091153, 0.15745504, -0.06746696, -0.0009624175, -0.19465074, -0.113164335, 0.107428014, 0.015543583, 0.09068426, 0.044336747, -0.05718602, 0.016899232, -0.007787962, 0.006214975) * go_8(1.0, 1.0); + result += mat4(0.016192071, 0.0065788724, 0.13178128, -0.029891249, 0.01793, -0.062080614, 0.12812895, 0.12540786, 0.10859764, -0.022343976, 0.06263314, 0.018931909, 0.23270932, -0.00443309, -0.05874477, -0.041218165) * go_9(-1.0, -1.0); + result += mat4(-0.04134872, 0.07420249, 0.035095736, -0.00753361, -0.02225569, 0.12620689, 0.03925872, -0.14345564, -0.07719634, -0.13519171, 0.15460467, -0.054007106, -0.042473774, -0.2570468, 0.096593596, 0.1748824) * go_9(-1.0, 0.0); + result += mat4(0.0582498, -0.04415511, 0.093417116, -0.019656913, 0.024429727, -0.05744187, -0.17509566, 0.05439422, -0.071622156, 0.25509503, 0.026539553, -0.008000992, -0.12460505, 0.2787321, 0.11660005, -0.114669785) * go_9(-1.0, 1.0); + result += mat4(0.00813603, 0.012284935, 0.015997112, 0.023559658, -0.04184258, -0.05846828, -0.24672638, -0.16972701, 0.104582846, 0.05067416, 0.024527809, -0.055512853, -0.108738616, 0.039031647, 0.29413602, 0.11602779) * go_9(0.0, -1.0); + result += mat4(-0.115588315, 0.032954916, 0.022051262, -0.097993866, -0.122301005, 0.10149678, 0.38072607, 0.13110343, 0.065028585, -0.18068863, 0.010956364, 0.03327227, -0.063414745, -0.064093836, 0.10520882, 0.18004456) * go_9(0.0, 0.0); + result += mat4(0.074331045, 0.14374933, -0.011540407, -0.009023428, 0.04070836, 0.0015697508, -0.10947389, -0.043685, -0.028019518, -0.054812912, -0.03745186, -0.06425059, -0.020111678, -0.14678149, -0.17871724, -0.028139964) * go_9(0.0, 1.0); + result += mat4(0.09382863, -0.0559345, 0.18502472, 0.039847136, -0.098602675, 0.058940943, 0.060397, 0.1090579, -0.043171108, 0.009225665, 0.076014265, 0.06600359, -0.069025286, -0.12755866, -0.08151952, -0.09972273) * go_9(1.0, -1.0); + result += mat4(0.042437445, -0.08610766, 0.012412557, -0.012729554, 0.06767489, 0.11220073, 0.0043995855, -0.048159026, -0.023155706, 0.061050642, 0.1248658, 0.035471372, -0.0085944785, 0.17853464, 0.07001905, 0.032620843) * go_9(1.0, 0.0); + result += mat4(-0.011190795, -0.009232536, 0.020568464, -0.02090738, -0.05601213, -0.045458846, -0.14329393, 0.039078347, -0.059857786, 0.027894745, 0.094557434, 0.09908327, 0.072774865, 0.079140365, 0.074037515, 0.18820073) * go_9(1.0, 1.0); + result += mat4(-0.055178456, -0.108998105, 0.11031077, -0.08483606, 0.0461179, -0.059772927, -0.01268656, 0.12520863, -0.03363989, -0.14202459, -0.0024368868, 0.02084018, 0.09279162, 0.037076775, 0.06604867, 0.050698) * go_10(-1.0, -1.0); + result += mat4(0.20978864, -0.035019856, -0.00034608098, -0.039510887, -0.19036685, -0.03953098, -0.092990436, -0.048863437, 0.017492287, 0.16051625, 0.00925893, -0.11335702, 0.100342646, -0.08887667, -0.021713614, 0.051601768) * go_10(-1.0, 0.0); + result += mat4(-0.12377409, -0.015823433, 0.00031200596, 0.063343585, -0.05924392, 0.06139683, -0.017481023, -0.02552639, -0.07090863, -0.07274602, -0.09458425, 0.13551149, 0.04409636, -0.08054408, -0.10750558, -0.046918966) * go_10(-1.0, 1.0); + result += mat4(0.14069784, -0.033582676, 0.28060883, 0.10515792, -0.06955766, 0.088220574, 0.276067, 0.037613492, 0.20132592, -0.10671446, 0.19333804, 0.13039915, 0.017404474, 0.031228254, 0.017497445, -0.021449111) * go_10(0.0, -1.0); + result += mat4(-0.005962005, 0.0013340953, -0.044992644, -0.079193845, 0.45596102, -0.006363404, 0.47906563, 0.10635877, 0.06462525, 0.119446814, 0.18804319, 0.05395521, -0.22618993, -0.060818445, 0.14673956, 0.04459663) * go_10(0.0, 0.0); + result += mat4(0.013009119, 0.022853654, -0.055127926, 0.15455107, -0.02568115, -0.034558665, 0.07746922, -0.07397856, -0.012987624, 0.09628173, 0.25714996, 0.07570073, 0.02592464, 0.020255214, 0.093313605, -0.06339416) * go_10(0.0, 1.0); + result += mat4(-0.052852754, -0.060524404, 0.14645888, 0.024415344, -0.040342614, 0.045778167, 0.074661806, 0.102500714, -0.034497824, 0.043438397, -0.1647851, 0.044365503, -0.015904559, -0.10940738, 0.061242346, -0.047502533) * go_10(1.0, -1.0); + result += mat4(0.010752677, 0.02639625, 0.006102813, -0.10263914, -0.0706024, -0.05371177, -0.022685172, -0.029835807, -0.010491086, -0.03809897, -0.005010353, 0.005959158, 0.011589781, -0.09526389, -0.19120686, 0.07115724) * go_10(1.0, 0.0); + result += mat4(0.038018346, -0.08529874, -0.022022128, 0.04092595, 0.0068038777, -0.117692105, -0.0750573, -0.033115882, 0.034335747, -0.07324778, 0.00888446, -0.1741596, 0.05086801, 0.013463419, 0.047539454, 0.017536713) * go_10(1.0, 1.0); + result += mat4(-0.14680427, -0.07700759, 0.007881401, -0.050038457, 0.08561921, 0.032363467, -0.12359856, -0.040179014, 0.018873833, -0.055338584, -0.07056974, 0.026064266, 0.004478231, -0.070009105, -0.06602558, -0.11518919) * go_11(-1.0, -1.0); + result += mat4(0.15418334, -0.19991952, -0.111305125, 0.01618693, 0.016036393, 0.04666054, -0.11248929, 0.04884618, -0.07999174, -0.00500438, -0.17620343, 0.08294337, -0.019204969, 0.05723866, 0.09661943, 0.048106834) * go_11(-1.0, 0.0); + result += mat4(-0.10175338, -0.036979925, -0.09948434, -0.11393281, 0.036335517, -0.034092933, 0.026276138, -0.11057483, -0.031784512, 0.051008996, -0.008151175, -0.09900715, -0.08654632, 0.022154614, 0.16989844, 0.040416874) * go_11(-1.0, 1.0); + result += mat4(0.055644203, -0.06247522, -0.12042302, -0.06588449, -0.029313006, 0.063369386, 0.005313317, -0.078869574, 0.036020964, 0.13610545, -0.086595096, 0.06334866, -0.05558311, 0.05096866, -0.025362708, -0.024735406) * go_11(0.0, -1.0); + result += mat4(0.106395036, 0.11939573, 0.17419435, 0.10946423, -0.13557367, -0.14810242, 0.22770609, 0.24247093, 0.35901672, -0.31380647, 0.08585217, 0.054302577, 0.014819529, 0.16313002, -0.21108323, -0.1453257) * go_11(0.0, 0.0); + result += mat4(-0.025664657, 0.104815125, 0.12517323, -0.058977317, -0.0022734813, 0.09907516, 0.14881666, -0.12157569, 0.057049416, -0.14726049, 0.17396985, -0.16762297, 0.04829664, 0.08038126, -0.15234984, -0.07331844) * go_11(0.0, 1.0); + result += mat4(-0.009510854, 0.012665828, -0.009158631, 0.13845311, -0.03874647, -0.025098626, -0.07246145, 0.007974873, 0.041209225, -0.033053156, 0.10144724, 0.02918641, -0.05182773, -0.073455535, -0.07304103, 0.027059708) * go_11(1.0, -1.0); + result += mat4(-0.066271804, -0.01850144, -0.05122738, 0.05515079, 0.0116651775, -0.115036, 0.046978988, 0.04792823, -0.11066483, -0.0016329854, -0.1356012, -0.0557911, 0.21739961, 0.0075342823, 0.07706014, 0.15026504) * go_11(1.0, 0.0); + result += mat4(-0.040344127, -0.07568503, -0.051952433, -0.087089024, -0.03648342, -0.047228005, -0.011045562, -0.15497391, -0.09113286, 0.12720597, -0.023066053, -0.011858544, 0.1337813, -0.15541025, 0.11608175, -0.1311716) * go_11(1.0, 1.0); + result += vec4(-0.01721707, -0.012170086, 0.0505489, 0.0026627572); + return result; +} +//!DESC Anime4K-v4.1-Upscale-GAN-x4-(UUL)-Conv-3x3x3x48 +//!HOOK MAIN +//!BIND MAIN +//!BIND conv1ups +//!BIND conv1ups1 +//!BIND conv1ups2 +//!BIND conv1ups3 +//!BIND conv1ups4 +//!BIND conv1ups5 +//!SAVE MAIN +//!WIDTH conv1ups.w +//!HEIGHT conv1ups.h +//!WHEN OUTPUT.w MAIN.w / 1.200 > OUTPUT.h MAIN.h / 1.200 > * +#define go_0(x_off, y_off) (max((conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_1(x_off, y_off) (max((conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_2(x_off, y_off) (max((conv1ups2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_3(x_off, y_off) (max((conv1ups3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_4(x_off, y_off) (max((conv1ups4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_5(x_off, y_off) (max((conv1ups5_texOff(vec2(x_off, y_off))), 0.0)) +#define go_6(x_off, y_off) (max(-(conv1ups_texOff(vec2(x_off, y_off))), 0.0)) +#define go_7(x_off, y_off) (max(-(conv1ups1_texOff(vec2(x_off, y_off))), 0.0)) +#define go_8(x_off, y_off) (max(-(conv1ups2_texOff(vec2(x_off, y_off))), 0.0)) +#define go_9(x_off, y_off) (max(-(conv1ups3_texOff(vec2(x_off, y_off))), 0.0)) +#define go_10(x_off, y_off) (max(-(conv1ups4_texOff(vec2(x_off, y_off))), 0.0)) +#define go_11(x_off, y_off) (max(-(conv1ups5_texOff(vec2(x_off, y_off))), 0.0)) +vec4 hook() { + vec4 result = mat4(0.000105486535, 0.0024129828, -0.0022708485, 0.0, 0.013574202, 0.010345938, 0.00784863, 0.0, -0.007809511, -0.011027452, -0.0062737833, 0.0, 0.02135601, 0.009559438, 0.018919725, 0.0) * go_0(-1.0, -1.0); + result += mat4(0.003870496, 0.0053921943, 0.0018628128, 0.0, -0.0019673686, 0.006020094, -0.0022580693, 0.0, 0.0053167837, 0.008673173, 0.0030424776, 0.0, -0.0064796526, -0.0010226313, -0.004501208, 0.0) * go_0(-1.0, 0.0); + result += mat4(0.009178005, 0.0030958971, 0.0031710728, 0.0, 0.017074758, 0.011283044, -0.0027054113, 0.0, -0.0076931966, -0.007390657, -0.005380012, 0.0, 0.0117464345, -0.00081656495, 0.01634393, 0.0) * go_0(-1.0, 1.0); + result += mat4(-0.0013901208, -0.0014430142, 0.004392049, 0.0, -0.0035933089, -0.009103748, -0.0031795155, 0.0, 0.0073691974, 0.0029644563, -0.008706, 0.0, -0.019727807, -0.0077750855, -0.0077580838, 0.0) * go_0(0.0, -1.0); + result += mat4(-0.0033867431, -0.012403984, -0.0028457264, 0.0, -0.017492736, -0.022601021, -0.020653952, 0.0, 0.0008102408, 0.009531224, 0.019545289, 0.0, -0.014228529, 0.0056483247, -0.007034027, 0.0) * go_0(0.0, 0.0); + result += mat4(0.0011407166, 0.004301191, 0.004141301, 0.0, -0.016445443, -0.0055840523, 0.012501234, 0.0, 0.009244355, 0.0036367732, -0.010199576, 0.0, -0.010248205, -0.0044270316, -0.029686518, 0.0) * go_0(0.0, 1.0); + result += mat4(-0.0048066527, -0.008560073, -0.012057793, 0.0, -0.0006861041, -0.002419032, 0.0018601969, 0.0, -0.0031072958, 0.002054702, 0.011177537, 0.0, 0.025133653, -0.014848653, -0.0025808187, 0.0) * go_0(1.0, -1.0); + result += mat4(0.002657154, 0.0052739903, -0.0035658663, 0.0, 0.0011104498, -0.00020694005, -0.0018097968, 0.0, 0.0015326933, -0.011187116, -0.016360259, 0.0, 0.006713121, 0.013296643, 0.0051656775, 0.0) * go_0(1.0, 0.0); + result += mat4(0.0037105181, 0.0030439978, 0.0051093693, 0.0, 0.024659697, 0.035238862, 0.02088231, 0.0, -0.0134438565, -0.012699808, -0.0052391277, 0.0, -0.00031992808, -0.0011912342, 0.016560359, 0.0) * go_0(1.0, 1.0); + result += mat4(0.037620425, -0.0012381362, -0.03697521, 0.0, -0.07391293, -0.11519541, -0.11558761, 0.0, 0.0061569684, 0.008083349, 0.014101799, 0.0, 0.018118458, -0.044182867, -0.01539483, 0.0) * go_1(-1.0, -1.0); + result += mat4(0.010374693, -0.011458423, -0.005078007, 0.0, -0.0108417105, 0.013425283, 0.005921687, 0.0, -0.008598152, -0.0049651987, 0.0042772754, 0.0, -0.054981276, -0.021562934, -0.04626968, 0.0) * go_1(-1.0, 0.0); + result += mat4(0.036591507, -0.029300272, 0.008217224, 0.0, 0.019302698, 0.024048697, 0.032206107, 0.0, 0.0033238046, 0.0006236888, -0.00027334798, 0.0, 0.15616927, 0.16528751, 0.17391057, 0.0) * go_1(-1.0, 1.0); + result += mat4(0.0041804314, 0.042818338, -0.028628353, 0.0, -0.017772267, -0.022852482, -0.00092351716, 0.0, 0.0028122973, 0.0043754634, -0.012493703, 0.0, 0.044071674, 0.17135325, 0.08344256, 0.0) * go_1(0.0, -1.0); + result += mat4(-0.015730295, -0.022133658, -0.0088276295, 0.0, 0.03594072, 0.031424545, 0.029558865, 0.0, -0.0025766017, -0.0031941452, -0.006934576, 0.0, -0.08120338, -0.14408313, -0.08120104, 0.0) * go_1(0.0, 0.0); + result += mat4(-0.003020355, -0.023776509, 0.0318886, 0.0, 0.017390646, 0.024748841, 0.021510301, 0.0, 0.0010485135, -0.004593592, -0.0130662285, 0.0, -0.12709871, -0.18901323, -0.16315864, 0.0) * go_1(0.0, 1.0); + result += mat4(-0.026793743, 0.019052224, 0.007945268, 0.0, 0.021625645, 0.01167958, 0.011501282, 0.0, 0.009187155, 0.012203164, 0.012487501, 0.0, 0.018515088, -0.034214444, 0.007245449, 0.0) * go_1(1.0, -1.0); + result += mat4(-0.048356112, 0.032585137, 0.016628833, 0.0, -0.009424696, 0.009143163, 0.0072305785, 0.0, -0.013190133, -0.017209964, -0.0048382194, 0.0, 0.08615321, 0.066022545, 0.048717145, 0.0) * go_1(1.0, 0.0); + result += mat4(-0.003094086, -0.014091836, 0.02128906, 0.0, -0.0025534998, 0.0039795637, 0.005730377, 0.0, -0.012351262, -0.0035951019, -0.001866602, 0.0, -0.0031523148, 0.060993336, 0.028312644, 0.0) * go_1(1.0, 1.0); + result += mat4(-0.067211024, 0.018117346, 0.02172272, 0.0, -0.12060717, -0.13048805, -0.18819381, 0.0, -0.009267344, -0.023040995, -0.018821778, 0.0, -0.0074834153, -0.005599705, 0.0010651464, 0.0) * go_2(-1.0, -1.0); + result += mat4(-0.04482428, -0.027584204, 0.019120922, 0.0, 0.015697738, -0.017991625, 0.05243968, 0.0, 0.0032531181, 0.0034058641, 0.006302594, 0.0, 0.023441285, 0.04240732, 0.006482481, 0.0) * go_2(-1.0, 0.0); + result += mat4(-0.029443156, -0.020928487, -0.042702794, 0.0, -0.114625975, -0.09111036, -0.08223584, 0.0, 0.0036441141, 0.015505487, 0.0034566305, 0.0, -0.007840559, 0.0019223426, 0.005936239, 0.0) * go_2(-1.0, 1.0); + result += mat4(-0.009682633, 0.024451204, 0.001225467, 0.0, -0.04238923, 0.005312719, -0.024125498, 0.0, -0.025807716, -0.011632962, -0.012518723, 0.0, 0.0030302487, -0.0042384365, 0.0061663035, 0.0) * go_2(0.0, -1.0); + result += mat4(0.09125716, 0.012547131, 0.02577799, 0.0, 0.3009371, 0.27105063, 0.3584709, 0.0, 0.0073393877, 0.010860431, 0.020128256, 0.0, 0.009980971, 0.00203543, 0.009163454, 0.0) * go_2(0.0, 0.0); + result += mat4(-0.0102797905, 0.013840225, -0.01321444, 0.0, 0.16642196, 0.094111755, 0.062201317, 0.0, 0.008975634, -0.0005450874, 0.0043276343, 0.0, 0.0065852865, -0.0057111946, 0.0179401, 0.0) * go_2(0.0, 1.0); + result += mat4(-0.007624216, -0.027890831, -0.03876551, 0.0, -0.09161491, -0.06928367, -0.11084159, 0.0, 0.0036728806, 0.003478277, 0.0026739738, 0.0, -0.023972709, -0.027939724, -0.011343235, 0.0) * go_2(1.0, -1.0); + result += mat4(0.04678878, -0.0014011652, 0.034818515, 0.0, 0.04159763, 0.02346755, -0.05660578, 0.0, -0.015693128, -0.014072758, -0.01821932, 0.0, 0.00036781136, 0.0061064498, -0.013468815, 0.0) * go_2(1.0, 0.0); + result += mat4(0.046441387, -0.004032352, -0.00866282, 0.0, -0.23496382, -0.16854092, -0.11098163, 0.0, -0.00090804783, -0.009814247, -0.0070502586, 0.0, 0.0054719993, -4.7763424e-05, 0.0009498171, 0.0) * go_2(1.0, 1.0); + result += mat4(-0.008547071, -0.0034844312, -0.01383687, 0.0, 0.00018439126, -0.025391571, 0.038513236, 0.0, 0.006514998, -0.007826742, 0.0073904996, 0.0, -0.11494556, 0.09066153, 0.11694875, 0.0) * go_3(-1.0, -1.0); + result += mat4(0.001193028, -0.008591317, -0.010302812, 0.0, -0.012951143, -0.039158262, 0.015616302, 0.0, 0.0030056532, 0.020065665, 0.014755859, 0.0, 0.11651758, -0.034988698, -0.17886443, 0.0) * go_3(-1.0, 0.0); + result += mat4(-0.006736702, -0.015604637, -0.023991482, 0.0, 0.033148214, -0.012093595, 0.022775412, 0.0, 0.0023161646, -0.014543544, -0.002550333, 0.0, -0.06402118, -0.0002744969, 0.10961879, 0.0) * go_3(-1.0, 1.0); + result += mat4(-0.01260143, -0.02033004, -0.0051925094, 0.0, -0.0019942033, -0.05427848, -0.022589765, 0.0, 0.024337402, 0.019046338, 0.0025999434, 0.0, 0.05172929, -0.051797528, -0.008425975, 0.0) * go_3(0.0, -1.0); + result += mat4(0.009494491, 0.009707227, 0.023468107, 0.0, 0.019078689, 0.09676532, 0.00034530537, 0.0, -0.0012998742, 0.008403969, -0.00316442, 0.0, 0.23224525, -0.062056974, -0.12937039, 0.0) * go_3(0.0, 0.0); + result += mat4(-0.016236205, 0.0075674653, 0.013683825, 0.0, -0.03127705, -0.027492099, 0.016047101, 0.0, 0.0014895315, -0.00932134, -0.023848489, 0.0, 0.0012632079, 0.04939885, -0.060500544, 0.0) * go_3(0.0, 1.0); + result += mat4(-0.0059749917, -0.0073130564, -0.014256372, 0.0, 0.024857834, 0.0012045626, -0.03940679, 0.0, 0.015666239, 0.022299662, 0.030967547, 0.0, -0.054168373, 0.00047267403, 0.022316728, 0.0) * go_3(1.0, -1.0); + result += mat4(0.024071146, 0.021451445, 0.023768295, 0.0, -0.036751002, 0.041259706, -0.03728597, 0.0, -0.020002237, -0.00447758, -0.011222878, 0.0, -0.11821115, 0.044186734, 0.09739031, 0.0) * go_3(1.0, 0.0); + result += mat4(0.010017564, 0.01711743, 0.002022642, 0.0, -0.009496902, 0.03907459, -0.034902774, 0.0, -0.023496376, -0.020950336, -0.0028724666, 0.0, -0.023445737, -0.030867081, 0.031921685, 0.0) * go_3(1.0, 1.0); + result += mat4(0.05520921, 0.053506643, 0.074486025, 0.0, 0.01776821, 0.017544165, -0.0027289821, 0.0, 0.015694216, 0.015923556, 0.023370298, 0.0, 0.0039820084, -0.0022940557, 0.012368623, 0.0) * go_4(-1.0, -1.0); + result += mat4(0.045182817, 0.04507073, 0.032575533, 0.0, 0.0040297657, -0.021817733, 0.031968318, 0.0, -0.06459216, -0.08448109, -0.05855625, 0.0, 0.00030484094, -0.0062942286, 0.0057871253, 0.0) * go_4(-1.0, 0.0); + result += mat4(-0.022950409, -0.0045590308, -0.010214247, 0.0, -0.120445415, 0.016175238, 0.038379062, 0.0, 0.04060686, 0.037699424, 0.037170544, 0.0, 0.004240223, -0.012128281, -0.006144387, 0.0) * go_4(-1.0, 1.0); + result += mat4(-0.21705003, -0.22307639, -0.250008, 0.0, 0.03250509, -0.010305343, -0.02125876, 0.0, -0.0019542945, 0.0083857095, 0.0003795997, 0.0, -0.0027912247, 0.017809127, -0.014636573, 0.0) * go_4(0.0, -1.0); + result += mat4(0.0031165818, 0.00437882, -0.0018456044, 0.0, 0.06552606, -0.029007912, 0.0005523247, 0.0, -0.062041137, -0.0879153, -0.082705356, 0.0, -0.009192175, 0.007971402, -0.009911476, 0.0) * go_4(0.0, 0.0); + result += mat4(0.015377011, 0.021092182, -0.0077932924, 0.0, -0.053412728, -0.013991355, -0.040265765, 0.0, 0.013355586, 0.054971218, 0.03677729, 0.0, -0.008426287, 0.009601801, -0.016086644, 0.0) * go_4(0.0, 1.0); + result += mat4(0.17808121, 0.14702342, 0.19162051, 0.0, 0.060080007, -0.009325362, -0.031762112, 0.0, -0.008498972, 0.0037382718, -0.015179071, 0.0, 0.0014030457, -0.01661512, 0.014269256, 0.0) * go_4(1.0, -1.0); + result += mat4(-0.021258635, -0.023630297, -0.017915076, 0.0, 0.042402487, 0.008862233, 0.023242455, 0.0, 0.044531934, 0.029775463, 0.036568474, 0.0, 0.022728102, 0.011285749, 0.007094927, 0.0) * go_4(1.0, 0.0); + result += mat4(-0.029360892, -0.0048307893, -0.008096796, 0.0, -0.00496499, 0.03883344, 0.020856587, 0.0, -0.002741085, -0.014452436, -0.010990915, 0.0, -0.00063735654, -0.01085891, 0.015463494, 0.0) * go_4(1.0, 1.0); + result += mat4(0.0049530137, -0.0044118348, 0.010959749, 0.0, 0.004472406, 0.009187174, 0.004749361, 0.0, -0.003241497, 0.0014512578, 0.0020329119, 0.0, 0.00484375, 0.01460068, 0.007019379, 0.0) * go_5(-1.0, -1.0); + result += mat4(0.005252894, 0.00029243072, 0.019448953, 0.0, -0.015999034, -0.017877292, -8.4357e-07, 0.0, -0.0029767593, -0.0057059284, 0.0074942107, 0.0, 0.0038765662, -0.0072403597, -0.017733458, 0.0) * go_5(-1.0, 0.0); + result += mat4(-0.01049558, -0.013876203, -0.012625591, 0.0, 0.03891471, 0.004890166, -0.030958287, 0.0, 0.004907066, -0.0020591288, -0.0025734978, 0.0, -0.0047403546, 0.0051444722, -0.0015627923, 0.0) * go_5(-1.0, 1.0); + result += mat4(0.0006357483, 0.020062638, -0.0023397952, 0.0, -0.025055263, 0.024269849, 0.0019268384, 0.0, 0.002393126, 0.0035250958, -0.0033111002, 0.0, 0.011524009, -0.012832657, -0.006588478, 0.0) * go_5(0.0, -1.0); + result += mat4(-0.017998967, -0.000584444, -0.018799875, 0.0, 0.076106764, 0.049945213, -0.0558265, 0.0, 0.0063656787, 0.011950068, 0.0016814703, 0.0, 0.0008519462, -0.009005519, 0.00790369, 0.0) * go_5(0.0, 0.0); + result += mat4(0.012599852, 0.01618219, -0.0034803718, 0.0, 0.0049316115, -0.0020757983, -0.012432003, 0.0, 0.0015175013, 0.006784785, 0.0051992857, 0.0, 0.004263454, -0.010194243, 0.009470762, 0.0) * go_5(0.0, 1.0); + result += mat4(0.014990767, -0.006943066, 0.0045915875, 0.0, -0.10213808, -0.033116236, 0.057423726, 0.0, 0.002395428, -0.0010561331, 0.001984031, 0.0, -0.007010948, 0.010538445, -0.0018797354, 0.0) * go_5(1.0, -1.0); + result += mat4(0.018725269, 0.006602652, 0.01936808, 0.0, 0.00290643, -0.033731982, 0.015077303, 0.0, -0.003934389, 0.0005405489, 0.008038224, 0.0, 0.004043942, 0.0032627143, -0.0031985177, 0.0) * go_5(1.0, 0.0); + result += mat4(-0.0024643794, -0.0081168115, 0.000985082, 0.0, 0.03405023, 0.0051342547, 0.014164209, 0.0, -0.0046505444, -0.012192198, -0.0059746793, 0.0, -0.0050326213, 0.016408648, -0.0057005123, 0.0) * go_5(1.0, 1.0); + result += mat4(-0.04706173, -0.022926703, -0.030185789, 0.0, -0.0077118534, 0.004031542, 0.004856771, 0.0, -0.006597402, 0.0020668437, -0.0019678045, 0.0, -0.0073156795, -0.012787221, -0.012821401, 0.0) * go_6(-1.0, -1.0); + result += mat4(0.09865301, 0.07682576, 0.09205235, 0.0, 0.016127344, 0.011068172, 0.0197064, 0.0, 0.0036786462, 0.011421758, 0.006705318, 0.0, -0.018997297, -0.011535163, -0.030655675, 0.0) * go_6(-1.0, 0.0); + result += mat4(-0.014861781, -0.008014831, -0.059904367, 0.0, -0.008302899, -0.0020995424, 0.015048458, 0.0, 0.008985284, 0.0044800313, 0.012001394, 0.0, -0.037118495, -0.086405866, -0.10816778, 0.0) * go_6(-1.0, 1.0); + result += mat4(0.15050909, 0.119645074, 0.13516459, 0.0, 0.0084604295, 0.016525416, 0.010620083, 0.0, 0.020369867, 0.019138863, 0.031115068, 0.0, 0.012024721, 0.030274425, 0.036285117, 0.0) * go_6(0.0, -1.0); + result += mat4(-0.27462438, -0.310252, -0.31710893, 0.0, 0.042528827, 0.047812987, 0.044493362, 0.0, 0.02234971, 0.040688086, 0.03131017, 0.0, 0.05833442, 0.06791647, 0.08331125, 0.0) * go_6(0.0, 0.0); + result += mat4(0.049749754, 0.11778692, 0.16365832, 0.0, 0.0225225, 0.021323524, 0.0035210573, 0.0, -0.0066622207, -0.012952145, -0.01054314, 0.0, 0.016107, 0.0045012943, 0.011679103, 0.0) * go_6(0.0, 1.0); + result += mat4(-0.021555528, 0.011145821, -0.0049750637, 0.0, -0.028949145, -0.045024894, -0.047580075, 0.0, 0.0013904909, -0.0013674475, -0.0105227055, 0.0, -0.03703044, 0.01570922, 0.02064549, 0.0) * go_6(1.0, -1.0); + result += mat4(0.027319964, 0.039980143, 0.056491673, 0.0, -0.0026977404, 0.012383259, 0.007661908, 0.0, -0.017106112, -0.017156936, -0.0106615815, 0.0, 0.020222748, 0.02083489, 0.035353363, 0.0) * go_6(1.0, 0.0); + result += mat4(0.051271953, 0.009694833, -0.0038416488, 0.0, -0.015718514, -0.024900327, -0.009097298, 0.0, 0.0027923114, -0.0017151093, -0.0022432432, 0.0, 0.0022872428, -0.010429248, -0.0181392, 0.0) * go_6(1.0, 1.0); + result += mat4(-0.025478277, 0.01361073, -0.0022686427, 0.0, -0.006248262, 0.004096912, 0.0063837394, 0.0, -0.0019614873, 0.0007515925, -0.002336724, 0.0, -0.011059066, -0.005880466, -0.010802589, 0.0) * go_7(-1.0, -1.0); + result += mat4(0.0059225713, -0.011407604, 0.010512075, 0.0, -0.0050041554, -0.0032832269, 0.004794339, 0.0, 0.031757887, 0.024956895, 0.009227458, 0.0, 0.005438838, -0.0017310621, -0.0038212216, 0.0) * go_7(-1.0, 0.0); + result += mat4(-0.014898649, 0.010369115, 0.0021796224, 0.0, -2.5652813e-05, 0.0059442236, -0.0015612476, 0.0, -0.01013316, -0.012647321, -0.008728524, 0.0, -0.002109095, 0.0006318179, -0.00082120905, 0.0) * go_7(-1.0, 1.0); + result += mat4(0.00341893, 0.006304587, 0.00060052174, 0.0, 0.0024800575, 0.0070764557, -0.008952178, 0.0, 0.041255437, 0.050920103, 0.051867694, 0.0, 0.0048200623, 0.00022566803, -0.0031875211, 0.0) * go_7(0.0, -1.0); + result += mat4(0.017161591, -0.009378748, 0.0036701541, 0.0, -0.0016541632, 0.0038244207, -0.00016950646, 0.0, 0.016582362, 0.019209225, 0.03667747, 0.0, 0.004404724, -0.002670751, 0.009977147, 0.0) * go_7(0.0, 0.0); + result += mat4(0.006690477, 0.008557644, 0.0073140776, 0.0, -0.004647655, -0.0032306341, -0.008620772, 0.0, -0.0076844427, -0.01342857, 0.0067478605, 0.0, -0.0090228, -0.010585969, -0.009984135, 0.0) * go_7(0.0, 1.0); + result += mat4(-0.001956184, -0.006917783, -0.015233173, 0.0, -0.004261963, -0.013595451, -0.0092541855, 0.0, -0.028828345, -0.027626967, -0.020593904, 0.0, -0.0020136125, 0.004573403, 0.0020614942, 0.0) * go_7(1.0, -1.0); + result += mat4(0.009494984, -0.012129607, -0.0018124013, 0.0, 0.00037371722, -0.0046847686, 0.0036133695, 0.0, -0.08961846, -0.08246162, -0.114471205, 0.0, 0.0046280758, 0.00063424936, -0.005647913, 0.0) * go_7(1.0, 0.0); + result += mat4(-0.002144247, -0.006831682, -0.004889928, 0.0, 0.0013089051, -0.0040246192, -0.002831742, 0.0, 0.05096865, 0.039355386, 0.039036866, 0.0, -0.0030425042, 0.0063056643, 0.0062971213, 0.0) * go_7(1.0, 1.0); + result += mat4(0.025361786, 0.004035193, -0.0028225796, 0.0, -0.004232574, -0.0035658241, 0.0021465644, 0.0, -0.012053769, -0.0070899376, 0.0025217172, 0.0, 0.00035528227, 0.0026417011, -0.0090203155, 0.0) * go_8(-1.0, -1.0); + result += mat4(-0.012506347, 0.0143124955, -0.01475725, 0.0, -0.0030933334, -0.0028272325, -0.01177318, 0.0, -0.0060547628, -0.005313569, -0.021205021, 0.0, -0.0044727162, -0.010677954, 0.02365087, 0.0) * go_8(-1.0, 0.0); + result += mat4(0.026648816, 0.0062886197, 0.013951058, 0.0, -0.0032456762, -0.0033997137, 0.00024707342, 0.0, 0.0014626492, -0.00835827, 0.008558773, 0.0, 0.020372026, 0.0065741003, 0.010505262, 0.0) * go_8(-1.0, 1.0); + result += mat4(0.00017674098, -0.009760521, 0.018675998, 0.0, -0.007052272, -0.0011848108, -0.004863736, 0.0, 0.0012898372, -0.0075971996, -0.009661746, 0.0, -0.008158695, -0.008880015, -0.00733229, 0.0) * go_8(0.0, -1.0); + result += mat4(-0.0182602, -0.011715669, -0.017855063, 0.0, 0.009018692, 0.006732858, 0.009499318, 0.0, 0.033385362, 0.04522244, 0.041749697, 0.0, -0.08317306, -0.09648336, -0.10567743, 0.0) * go_8(0.0, 0.0); + result += mat4(-0.0043141707, -0.019488264, 0.0040918137, 0.0, -0.01087478, 0.0012856841, -0.0030566782, 0.0, 0.007192342, 0.00654908, -0.0066080447, 0.0, -0.014165422, -0.0016966269, -0.024392638, 0.0) * go_8(0.0, 1.0); + result += mat4(0.01216089, 0.014149384, 0.01742211, 0.0, 0.003924372, -0.0039287372, 0.004061173, 0.0, 0.009022624, -0.0004619198, 0.0026475685, 0.0, 0.026940938, 0.024914106, 0.003418757, 0.0) * go_8(1.0, -1.0); + result += mat4(-0.02952131, -0.0045428053, -0.026432447, 0.0, 0.011610402, 0.008185513, 0.0039038714, 0.0, 0.03713648, 0.0395391, 0.030475812, 0.0, 0.00089649396, 0.0070916326, 0.022228051, 0.0) * go_8(1.0, 0.0); + result += mat4(0.001587467, 0.024500055, 0.01973232, 0.0, 0.0035265072, -0.0030997552, 0.0027370586, 0.0, -0.023047464, -0.0122122895, -0.008501983, 0.0, -0.0068462375, 0.0022843033, 0.003795816, 0.0) * go_8(1.0, 1.0); + result += mat4(0.016789248, 0.01254996, 0.02210503, 0.0, 0.012106761, -0.003635233, 0.0072172955, 0.0, -0.020028833, -0.01887912, -0.020026082, 0.0, -0.00844844, 0.0042690644, -0.0032225568, 0.0) * go_9(-1.0, -1.0); + result += mat4(0.016003825, 0.025062528, 0.015531413, 0.0, -0.0042697443, -0.002105033, -0.0012211011, 0.0, -0.0049069985, -0.019246748, -0.0037832889, 0.0, 0.0099958945, -0.008196794, -0.0045375507, 0.0) * go_9(-1.0, 0.0); + result += mat4(0.026500875, 0.0396465, 0.033590585, 0.0, 0.005405388, 0.0010698376, 0.0031889272, 0.0, 0.0034493858, 0.02652777, 0.008353321, 0.0, -0.011913049, 0.007410789, 0.0038532054, 0.0) * go_9(-1.0, 1.0); + result += mat4(0.022959502, 0.037157275, 0.026223795, 0.0, -0.002359783, 0.0078087146, 0.015261196, 0.0, -0.07995782, -0.07981969, -0.07655523, 0.0, -0.0067736907, -0.012067516, -0.007992792, 0.0) * go_9(0.0, -1.0); + result += mat4(0.0023983195, -0.0020767245, -0.0044161547, 0.0, -0.00648856, 0.012450184, -0.025990479, 0.0, -0.037020147, -0.055538315, -0.021222003, 0.0, 0.021080054, -0.0066943956, 0.013073288, 0.0) * go_9(0.0, 0.0); + result += mat4(-0.031190705, -0.05620925, -0.06479107, 0.0, -0.014074204, -0.017560946, -0.018823083, 0.0, 0.023085466, 0.027850889, 0.04083693, 0.0, -0.004887899, -0.00282323, 0.0057099527, 0.0) * go_9(0.0, 1.0); + result += mat4(0.009363126, 0.005484372, 0.0302749, 0.0, 0.0047330265, 0.0015038615, 0.006890818, 0.0, 0.010852913, 0.0220478, 0.00711804, 0.0, -0.0017576768, 0.016725222, -0.004241142, 0.0) * go_9(1.0, -1.0); + result += mat4(-0.048167795, -0.035639104, -0.048131768, 0.0, -0.0020459362, -0.0075555677, 0.004227725, 0.0, 0.00482982, -0.019239172, -0.02544654, 0.0, -0.011318142, -0.0057719736, 0.009860561, 0.0) * go_9(1.0, 0.0); + result += mat4(-0.063551456, -0.07896364, -0.0540844, 0.0, 0.023259554, 0.0026555767, 0.013461761, 0.0, 0.040332828, 0.037789416, 0.021407485, 0.0, 0.005665673, 0.012516072, -0.013808973, 0.0) * go_9(1.0, 1.0); + result += mat4(-0.0043271515, -0.002176621, -0.0062263994, 0.0, -0.009487342, -0.019084062, -0.007869139, 0.0, 0.0039961888, 0.0058492622, -0.0040343683, 0.0, -0.03378101, -0.014583192, -0.020262172, 0.0) * go_10(-1.0, -1.0); + result += mat4(-0.0057374407, -0.0023028732, -0.009082434, 0.0, -0.012978781, -0.0070726364, -0.01716653, 0.0, -0.011592781, -0.0035609906, -0.008231705, 0.0, -0.012654525, -0.0027721147, -0.020824594, 0.0) * go_10(-1.0, 0.0); + result += mat4(0.004045453, 0.0057113008, 0.005117617, 0.0, 0.011016732, 0.002078177, -0.0059456746, 0.0, 0.014335918, 0.01432551, 0.012828931, 0.0, -0.014062043, 0.016954973, 0.010959033, 0.0) * go_10(-1.0, 1.0); + result += mat4(-0.012934133, -0.012173259, 0.0033186993, 0.0, 0.014181016, 0.005169614, 0.012137384, 0.0, 0.0056865932, -0.008070127, 0.00045203033, 0.0, 0.025708647, 0.042508934, 0.033339664, 0.0) * go_10(0.0, -1.0); + result += mat4(0.0074146404, 0.0201533, 0.016118554, 0.0, 0.0013031239, 0.027318979, 0.009487991, 0.0, -0.016540378, -0.016878206, -0.0053058104, 0.0, 0.01720723, 0.03583139, 0.05756807, 0.0) * go_10(0.0, 0.0); + result += mat4(-0.0014135512, 0.00062751066, 0.009140375, 0.0, 0.0072179064, 0.009824886, 0.024632638, 0.0, 0.010560128, 0.0007695087, 0.0038111003, 0.0, -0.022627058, -0.01977243, -0.0030134337, 0.0) * go_10(0.0, 1.0); + result += mat4(-0.0035051953, -0.005636337, -0.0097413175, 0.0, -0.023677194, 0.010395192, 0.018517843, 0.0, -0.004950805, 0.00029344863, 0.004853732, 0.0, 0.007897124, -0.1331537, -0.118723, 0.0) * go_10(1.0, -1.0); + result += mat4(0.0013748755, -0.0021782645, -0.012239493, 0.0, -0.029132465, -0.006267873, -0.031924155, 0.0, -0.0097114965, 0.0005397595, -0.012134342, 0.0, 0.044770814, 0.08320425, 0.07122483, 0.0) * go_10(1.0, 0.0); + result += mat4(0.0048491457, -0.007968555, 0.00013333336, 0.0, 0.0008854088, -0.022956531, -0.013588146, 0.0, -0.0027138935, -0.0018594498, 0.0034621623, 0.0, -0.0134118525, -0.01100187, -0.030043988, 0.0) * go_10(1.0, 1.0); + result += mat4(0.02237663, 0.00831919, 0.0015054654, 0.0, -0.0052822554, -0.009167897, -0.023418322, 0.0, 0.049750224, 0.15223135, 0.056895517, 0.0, -0.028124314, 0.103592865, -0.11460099, 0.0) * go_11(-1.0, -1.0); + result += mat4(0.06604592, 0.077535994, 0.04387619, 0.0, 0.002240608, 0.0032035408, -0.0019027377, 0.0, -0.23191178, -0.20713837, -0.1059163, 0.0, -0.02745329, 0.019124122, -0.05754067, 0.0) * go_11(-1.0, 0.0); + result += mat4(-0.018089697, -0.0049893647, -0.012755223, 0.0, -0.011250022, 0.0025694384, 0.006658047, 0.0, 0.18600269, 0.21540438, -0.07239619, 0.0, 0.06070741, -0.015966779, 0.008377523, 0.0) * go_11(-1.0, 1.0); + result += mat4(0.07885984, 0.063304946, 0.08161656, 0.0, 0.009204811, -0.008686348, 0.01826027, 0.0, 0.017419616, -0.15827277, -0.027334033, 0.0, 0.021419391, -0.057179615, 0.04383202, 0.0) * go_11(0.0, -1.0); + result += mat4(-0.29338145, -0.1789378, -0.21597695, 0.0, 0.015545433, 0.0054774336, 0.02298748, 0.0, 0.2563948, 0.18186228, 0.028528359, 0.0, -0.040248312, -0.11418649, 0.25180307, 0.0) * go_11(0.0, 0.0); + result += mat4(0.08531003, 0.0584844, 0.07977445, 0.0, 0.0038542026, -0.0047495505, 0.002093048, 0.0, -0.16321124, -0.06810998, 0.11998162, 0.0, -0.051232412, 0.023452647, 0.02020883, 0.0) * go_11(0.0, 1.0); + result += mat4(-0.017363412, -0.032433335, -0.0070381477, 0.0, -0.005624224, 0.014642784, -0.010655905, 0.0, -0.06498979, -0.089284316, 0.02830825, 0.0, 0.01107569, -0.0027832526, -0.058814265, 0.0) * go_11(1.0, -1.0); + result += mat4(0.04100374, 0.05535847, 0.057575654, 0.0, -0.020664502, -0.0018526735, 0.006235595, 0.0, 0.06476483, 0.15853153, 0.15087196, 0.0, -0.024243202, -0.05395063, 0.15457627, 0.0) * go_11(1.0, 0.0); + result += mat4(0.01612927, -0.002833585, -0.0181422, 0.0, -0.007557753, -0.0033626833, -0.026714409, 0.0, -0.15844722, -0.20818855, -0.2195031, 0.0, 0.06423856, 0.08534526, -0.25243443, 0.0) * go_11(1.0, 1.0); + result += vec4(0.0016457731, -8.084377e-05, 0.00035153233, 0.0); + return result + MAIN_tex(MAIN_pos); +} \ No newline at end of file diff --git a/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Original_x2.glsl b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Original_x2.glsl new file mode 100644 index 0000000..2b6eef2 --- /dev/null +++ b/shaders/Anime4K/glsl/Upscale/Anime4K_Upscale_Original_x2.glsl @@ -0,0 +1,277 @@ +// MIT License + +// Copyright (c) 2019-2021 bloc97 +// All rights reserved. + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!DESC Anime4K-v3.2-Upscale-Original-x2-Luma +//!HOOK MAIN +//!BIND HOOKED +//!SAVE LINELUMA +//!COMPONENTS 1 + +float get_luma(vec4 rgba) { + return dot(vec4(0.299, 0.587, 0.114, 0.0), rgba); +} + +vec4 hook() { + return vec4(get_luma(HOOKED_tex(HOOKED_pos)), 0.0, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LINELUMA +//!SAVE LUMAD +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = LINELUMA_tex(HOOKED_pos + vec2(-d.x, 0.0)).x; + float c = LINELUMA_tex(HOOKED_pos).x; + float r = LINELUMA_tex(HOOKED_pos + vec2(d.x, 0.0)).x; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + //Computes the luminance's gradient + return vec4(xgrad, ygrad, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-Y +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAD +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + + +/* --------------------- SETTINGS --------------------- */ + +//Strength of edge refinement, good values are between 0.2 and 4 +#define REFINE_STRENGTH 0.5 + + +/* --- MODIFY THESE SETTINGS BELOW AT YOUR OWN RISK --- */ + +//Bias of the refinement function, good values are between 0 and 1 +#define REFINE_BIAS 0.0 + +//Polynomial fit obtained by minimizing MSE error on image +#define P5 ( 11.68129591) +#define P4 (-42.46906057) +#define P3 ( 60.28286266) +#define P2 (-41.84451327) +#define P1 ( 14.05517353) +#define P0 (-1.081521930) + +/* ----------------- END OF SETTINGS ----------------- */ + +float power_function(float x) { + float x2 = x * x; + float x3 = x2 * x; + float x4 = x2 * x2; + float x5 = x2 * x3; + + return P5*x5 + P4*x4 + P3*x3 + P2*x2 + P1*x + P0; +} + +vec4 hook() { + vec2 d = HOOKED_pt; + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).x; + float cx = LUMAD_tex(HOOKED_pos).x; + float bx = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).x; + + + float ty = LUMAD_tex(HOOKED_pos + vec2(0.0, -d.y)).y; + //float cy = LUMAD_tex(HOOKED_pos).y; + float by = LUMAD_tex(HOOKED_pos + vec2(0.0, d.y)).y; + + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by); + + //Computes the luminance's gradient + float sobel_norm = clamp(sqrt(xgrad * xgrad + ygrad * ygrad), 0.0, 1.0); + + float dval = clamp(power_function(clamp(sobel_norm, 0.0, 1.0)) * REFINE_STRENGTH + REFINE_BIAS, 0.0, 1.0); + + return vec4(sobel_norm, dval, 0.0, 0.0); +} + +//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-X +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!SAVE LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + + +vec4 hook() { + vec2 d = HOOKED_pt; + + if (LUMAD_tex(HOOKED_pos).y < 0.1) { + return vec4(0.0); + } + + //[tl t tr] + //[ l c r] + //[bl b br] + float l = LUMAD_tex(HOOKED_pos + vec2(-d.x, 0.0)).x; + float c = LUMAD_tex(HOOKED_pos).x; + float r = LUMAD_tex(HOOKED_pos + vec2(d.x, 0.0)).x; + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (-l + r); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (l + c + c + r); + + + return vec4(xgrad, ygrad, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Upscale-Original-x2-Kernel-Y +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMAMM +//!SAVE LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * +//!COMPONENTS 2 + +vec4 hook() { + vec2 d = HOOKED_pt; + + if (LUMAD_tex(HOOKED_pos).y < 0.1) { + return vec4(0.0); + } + + //[tl t tr] + //[ l cc r] + //[bl b br] + float tx = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).x; + float cx = LUMAMM_tex(HOOKED_pos).x; + float bx = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).x; + + float ty = LUMAMM_tex(HOOKED_pos + vec2(0.0, -d.y)).y; + //float cy = LUMAMM_tex(HOOKED_pos).y; + float by = LUMAMM_tex(HOOKED_pos + vec2(0.0, d.y)).y; + + //Horizontal Gradient + //[-1 0 1] + //[-2 0 2] + //[-1 0 1] + float xgrad = (tx + cx + cx + bx); + + //Vertical Gradient + //[-1 -2 -1] + //[ 0 0 0] + //[ 1 2 1] + float ygrad = (-ty + by); + + float norm = sqrt(xgrad * xgrad + ygrad * ygrad); + if (norm <= 0.001) { + xgrad = 0.0; + ygrad = 0.0; + norm = 1.0; + } + + return vec4(xgrad/norm, ygrad/norm, 0.0, 0.0); +} + + +//!DESC Anime4K-v3.2-Upscale-Original-x2-Apply +//!HOOK MAIN +//!BIND HOOKED +//!BIND LUMAD +//!BIND LUMAMM +//!WIDTH MAIN.w 2 * +//!HEIGHT MAIN.h 2 * + + +vec4 hook() { + vec2 d = HOOKED_pt; + + float dval = LUMAD_tex(HOOKED_pos).y; + if (dval < 0.1) { + return HOOKED_tex(HOOKED_pos); + } + + vec4 dc = LUMAMM_tex(HOOKED_pos); + if (abs(dc.x + dc.y) <= 0.0001) { + return HOOKED_tex(HOOKED_pos); + } + + float xpos = -sign(dc.x); + float ypos = -sign(dc.y); + + vec4 xval = HOOKED_tex(HOOKED_pos + vec2(d.x * xpos, 0.0)); + vec4 yval = HOOKED_tex(HOOKED_pos + vec2(0.0, d.y * ypos)); + + float xyratio = abs(dc.x) / (abs(dc.x) + abs(dc.y)); + + vec4 avg = xyratio * xval + (1.0 - xyratio) * yval; + + return avg * dval + HOOKED_tex(HOOKED_pos) * (1.0 - dval); + +} \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions.md b/shaders/Anime4K/md/GLSL_Instructions.md new file mode 100644 index 0000000..5d40a0d --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions.md @@ -0,0 +1,14 @@ +## **Installation Instructions** + + ### Windows + - [(GLSL/MPV)](GLSL_Instructions_Windows_MPV.md) + - [(GLSL/Plex)](GLSL_Instructions_Windows_Plex.md) + + ### Linux + - [(GLSL/MPV)](GLSL_Instructions_Linux.md) + - [(GLSL/Plex)](GLSL_Instructions_Linux_Plex.md) + + ### Mac + - [(GLSL/MPV)](GLSL_Instructions_Mac_MPV.md) + - [(GLSL/IINA)](GLSL_Instructions_Mac_IINA.md) + - [(GLSL/Plex)](GLSL_Instructions_Mac_Plex.md) \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Advanced.md b/shaders/Anime4K/md/GLSL_Instructions_Advanced.md new file mode 100644 index 0000000..e4465d0 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Advanced.md @@ -0,0 +1,102 @@ +# Advanced Usage Instructions (GLSL / MPV) (v4.x) +## Modes +Now, Anime4K has 3 major modes, as the small CNN networks cannot learn effectively every type of distribution shift and degradation seen in the wild. Human judgement will serve (for now) as the stopgap solution. Usually the correct mode is the one that looks best. + +The easiest way is to first visually inspect each mode in the A-B-C order. Mode A has the most visible artifacts of the three modes if used incorrectly. B and C can be harder to distinguish for lower resolution anime. + +If you want increased perceptual quality, use the corresponding secondary mode. +| Primary Mode | Corresponding Secondary Mode | +| ------------- |-------------| +| A | A+A | +| B | B+B | +| C | C+A | + +Here's what each mode is optimized for and what it does: + +| Modes | Optimized for? | Positive effects | Negative effects (If used incorrectly) | +| ------------- |-------------| -----| -----| +| A | Most 1080p anime
Some older 720p anime
Most old SD anime
\(High amounts of blur)
\(A lot of resampling artifacts)
\(Smearing due to compression) | High perceptual quality
Reduces compression artifacts
Reconstructs most degraded lines
Reduces large amounts of blur
Reduces noise | Can amplify ringing if already present
Can amplify banding if already present
Strong denoising might blur textures | +| B | Some 1080p anime
Most 720p anime
1080p->720p downscaled anime
\(Low amounts of blur)
\(Some resampling artifacts)
\(Ringing due to downsampling) | Reduces compression artifacts
Reconstructs some degraded lines
Reduces some blur
Reduces noise
Reduces ringing
Reduces aliasing | Some artifacts might not be removed
Some lines might still be blurry
Strong denoising might blur textures| +| C | 1080p->480p downscaled anime
Very rarely, 1080p animated movies
Images with no degradation
Wallpapers
Pixiv art | Highest PSNR
Reduces noise | Low perceptual quality
Can amplify ringing if already present
Can amplify resampling artifacts| +| A+A\* | Same as A | Highest perceptual quality
Reconstructs almost all degraded lines
Same positive effects from mode A | Can cause severe ringing
Can cause banding
Can cause aliasing
Same negative effects from mode A
Slower than mode A| +| B+B\* | Same as B | High perceptual quality
Same positive effects from mode B | Same negative effects from mode B
Slower than mode B| +| C+A\* | Same as C | Slightly higher perceptual quality
Same positive effects from mode C | Same negative effects from mode C
Slower than mode C| + + +\*These modes should only be used on upscaling ratios of x2 or higher. If you have a 1080p screen, using mode A on 1080p anime will improve image quality, but mode A+A will most likely oversharpen and degrade the image. + +## Advanced Customization +Not satisfied from simply using the default options? Curious about unsupported/weird modes such as B+A, A+B or B+A+A ? This quick guide will get you started on customizing your own restoration pipeline. + +First, the basics. + + - All the shaders can be used standalone or in combination with any other shaders. + - You can only use each shader file once. Using the same file two or more times causes buggy behaviour and loss of performance. Either use a different variant or copy and rename the duplicate shaders. + - The shaders process the image in the same order as the filename order given in `input.conf`. One exception is `Clamp_Highlights`, explained in the table below. + - You are free to choose the CNN variant (S, M, L, VL, UL) for better speed or quality. Each step in size for CNN shaders doubles the processing time. For example, if the M version takes 5ms to run, the L version should take approximately 10ms to run, 20ms for VL and so on. + - Non-CNN shaders are significantly faster but might be of lower quality. + +Quick explanation of each shader type: + +| Shader Type (in order of importance) | Effect | +| ------------- |-------------| +| Restore | The shader that makes Anime4K different from other upscalers. Restores image, best used before upscaling. Removes compression artifacts, blur, ringing, etc. `Restore` is more optimized for upsampling artifacts and blur, while `Restore_Soft` is more optimized for downsampling artifacts and aliasing. | +| Upscale | Upscales an image by a factor of x2, assumes image contains no degradation. | +| Upscale_Denoise | Upscales an image by a factor of x2 and denoises it with no GPU performance penality. | +| Clamp_Highlights | Computes and saves image statistics at the location it is placed in the shader stage, then clamps the image highlights at the end after all the shaders to prevent overshoot and reduce ringing. | +| Darken | Darkens lines in image. As what constitutes a line is ambiguous, might darken other stuff. Use according to personal taste. | +| Thin | Makes lines thinner in image. As what constitutes a line is ambiguous, might thin other stuff. Use according to personal taste. | +| Denoise | Applies a denoising filter to the image. | +| Deblur | Applies a deblur filter to the image. Sharpens details without overshoot or ringing. | +| AutoDownscalePre_x4 | Downscales an image after a first upscaling step, so that the second x2 upscaling step exactly matches screen size. This improves performance without noticeably impacting quality as you will not be working with images larger than the screen size. Should be placed between two Upscale shaders. Without this shader, the default behaviour is to downscale to the screen size after running all shaders. | +| AutoDownscalePre_x2 | Downscales an image after a first upscaling step to match screen size. This improves performance without noticeably impacting quality as you will not be working with images larger than the screen size. Should be placed after the first Upscale shader. Without this shader, the default behaviour is to downscale to the screen size after running all shaders. | +____ +Overview of default modes: +| Mode | Shaders | +| ------------- |-------------| +| A | `Restore -> Upscale -> Upscale` | +| B | `Restore_Soft -> Upscale -> Upscale` | +| C | `Upscale_Denoise -> Upscale` | +| A+A | `Restore -> Upscale -> Restore -> Upscale` | +| B+B | `Restore_Soft -> Upscale -> Restore_Soft -> Upscale` | +| C+A | `Upscale_Denoise -> Restore -> Upscale` | + +*Note: Clamp_Highlights and AutoDownscalePre were removed from table for clarity.* +____ +How the modes are defined: + + - Mode A is defined initially as: `Restore -> Upscale` + - Mode B is defined initially as: `Restore_Soft -> Upscale` + - Mode C is defined initially as: `Upscale` + - If the mode does not start with a `Restore` shader, it must start with a `Upscale_Denoise` or `Denoise` shader, as almost every video compression algorithm is lossy. + - All modes have to add upscale shaders until the entire shader pipeline upscales at least 4x. A reasonable assumption is the smallest reasonable video size being 480p and the largest screen being 4K, upscaling at 4x is close to the 4.5x of 480p->4K. +____ +With the definitions above, we can see for example, what C+A+B is. + + 1. Initial definition:
`C (Upscale) -> A (Restore -> Upscale) -> B (Restore_Soft -> Upscale)` + 2. All modes have to start with restore/denoise:
`C (Upscale_Denoise) -> A (Restore -> Upscale) -> B (Restore_Soft -> Upscale)` + 3. Upscale ratio of 4x is already met. + 4. C+A+B is:
`Upscale_Denoise -> Restore -> Upscale -> Restore_Soft -> Upscale` + 5. Shader variants (S/M/L/VL/UL) can be chosen at will. + +## Best Practices + +It is recommended to always include `Clamp_Highlights` at the beginning to prevent ringing in some anime, but removing it will slightly improve speed. + +Adding a `Restore` shader after an upscaling step improves perceptual quality, but makes processing slower and might introduce artifacts. + +Shaders applied after a x2 upscaling step will take four times the processing time. For example, if a shader takes 10ms to run when placed before a upscaler, it will need 40ms if placed after the upscaler. This can be counteracted by using a smaller CNN variant two steps below. (eg. S instead of L) + +Artifacts introduced by lower quality shaders (eg. M or S variants) usually are not noticeable when working at very high resolutions. This advantage can be used to reduce GPU fan noise/heat and power use if you do not mind slightly lower image quality. + +The target for 24fps video is usually ~41ms. Frame drops will appear if the GPU cannot keep up. If that happens, use lower quality/faster shader variants. +Use the mpv profiler (press Shift+I and then 2 on the keyboard's top row) to verify whether your GPU can keep up. + +| Video Framerate | Maximum time (ms) | +|-----------|-------------------| +| 24 | 41 | +| 30 | 33 | +| 60 | 16 | + + +---- diff --git a/shaders/Anime4K/md/GLSL_Instructions_Linux.md b/shaders/Anime4K/md/GLSL_Instructions_Linux.md new file mode 100644 index 0000000..96dc338 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Linux.md @@ -0,0 +1,70 @@ +# Usage Instructions (GLSL / MPV) (v4.x) + +## Installing and Setting Up Anime4K for Linux-based Distributions (and other Unix-like OS) + + 1. Install `mpv` from repositories of your distribution, some of the common ones are mentioned here + ### Fedora Silverblue + 1. Install the RPM-Fusion "free" repository, if not already installed, paste in the command below + + `sudo rpm-ostree install https://mirrors.rpmfusion.org/free/fedora/rpmfusion-free-release-$(rpm -E %fedora).noarch.rpm https://mirrors.rpmfusion.org/nonfree/fedora/rpmfusion-nonfree-release-$(rpm -E %fedora).noarch.rpm` + + 2. Reboot and install `mpv` + + 3. Reboot and continue to step 2 + + ### Fedora + sudo dnf install mpv + + ### Ubuntu and Derivatives + sudo apt install mpv + + ### Arch and Derivatives + sudo pacman -S mpv + + ### Gentoo (Add USE Flags as mentioned [here](https://wiki.gentoo.org/wiki/Mpv#USE_flags)) + sudo emerge --ask media-video/mpv` + + - Note: make sure to install a version of [**mpv**](https://mpv.io/) that was released after June 2021, older versions [might not work](https://github.com/bloc97/Anime4K/issues/134). + +2. Clone the repo using `git clone https://github.com/bloc97/Anime4K.git`, or download the template files and extract them. + + - **Optimized shaders for lower-end GPU:** + *(Eg. GTX 980, GTX 1060, RX 570)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_Low-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + - **Optimized shaders for higher-end GPU:** + *(Eg. GTX 1080, RTX 2070, RTX 3060, RX 590, Vega 56, 5700XT, 6600XT)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_High-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ +3. Navigate to `~/.config/mpv` and move the `input.conf`, `mpv.conf` and the `shaders` folder into the `mpv` directory. + `mv path/to/stuff ~/.config/mpv` + + ![image](https://user-images.githubusercontent.com/45941793/162597836-22de46b1-fd04-4054-a5ec-f83452ed4e13.png) + +____ +## Quick Usage Instructions + +1. Anime4K has 3 major modes: A, B, and C. Each mode is optimized for a different class of anime degradations. + - Mode A is automatically enabled, if you use our template (this can be change in `mpv.conf`). + +2. To enable each mode manually: + - Press **CTRL+1** to enable Mode A (Optimized for 1080p Anime). + - Press **CTRL+2** to enable Mode B (Optimized for 720p Anime). + - Press **CTRL+3** to enable Mode C (Optimized for 480p Anime). + - Press **CTRL+0** to clear all shaders (Disable Anime4K). + +3. For more explanations and customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md#advanced-usage-instructions-glsl--mpv-v4x). \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Linux_Plex.md b/shaders/Anime4K/md/GLSL_Instructions_Linux_Plex.md new file mode 100644 index 0000000..f6345e6 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Linux_Plex.md @@ -0,0 +1,52 @@ +# Usage Instructions (GLSL / PLEX) (v4.x) + +## Installing and Setting Up Anime4K for Plex on Linux + + 1. Download `Plex for Linux` or `Plex HTPC (for Linux Home Theater PCs)` from [**here**](https://www.plex.tv/media-server-downloads/#plex-app). + - *Note: Only the desktop version of the app supports GLSL shaders.* + + 2. Open `Plex` or `Plex HTPC` (this will create the config location for you). + + 3. Download the template files, and extract it (open the .zip file). + + - **Optimized shaders for lower-end GPU:** + *(Eg. GTX 980, GTX 1060, RX 570)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_Low-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + - **Optimized shaders for higher-end GPU:** + *(Eg. GTX 1080, RTX 2070, RTX 3060, RX 590, Vega 56, 5700XT, 6600XT)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_High-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ +3. Navigate to your local `Plex` or `Plex HTPC` data directory. + + #### Flatpak + /home/.var/app/tv.plex.PlexHTPC/data/plex/ + +5. Move the `input.conf`, `mpv.conf` and the `shaders` folder into the directory. +____ +## Quick Usage Instructions + +1. Anime4K has 3 major modes: A, B, and C. Each mode is optimized for a different class of anime degradations. + - Mode A is automatically enabled, if you use our template (this can be change in `mpv.conf`). + +2. To enable each mode manually: + - Press **CTRL+1** to enable Mode A (Optimized for 1080p Anime). + - Press **CTRL+2** to enable Mode B (Optimized for 720p Anime). + - Press **CTRL+3** to enable Mode C (Optimized for 480p Anime). + - Press **CTRL+0** to clear all shaders (Disable Anime4K). + +3. For more explanations and customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md#advanced-usage-instructions-glsl--mpv-v4x). \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Mac.md b/shaders/Anime4K/md/GLSL_Instructions_Mac.md new file mode 100644 index 0000000..b7fec90 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Mac.md @@ -0,0 +1,54 @@ +# Usage Instructions (GLSL / MPV) (v4.x) + +## Installing and setting up Anime4K for Intel-based and Apple Silicon Mac +*If you wish to use another media player, look at their documentation on how to install GLSL shaders and modify the shader accordingly if needed.* + + 1. Install mpv via [**Homebrew**](https://formulae.brew.sh/formula/mpv) or download the latest release [**here**](https://laboratory.stolendata.net/~djinn/mpv_osx/mpv-latest.tar.gz) + + 2. Download the .glsl shader files [**here**](https://github.com/bloc97/Anime4K/releases) + + 3. Copy the .glsl files to `~/.config/mpv/shaders` + + 4. (Optional) If `mpv.conf` does not exist in `~/.config/mpv/`, create an empty file and follow [**these instructions**](https://wiki.archlinux.org/index.php/Mpv#Configuration) to optimize your configuration. + + 5. If `input.conf` does not exist in `~/.config/mpv/`, create an empty file and paste one of the following code blocks inside the file: + + - Note: Only the Homebrew version are built for Native Apple Silicon. + +---- +**Optimized shaders for lower-end GPU:** +*(Eg. M1, M2)* +*If upscaling to resolutions smaller than 4K, lower end GPUs can be used.* +``` +CTRL+1 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_M.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_S.glsl"; show-text "Anime4K: Mode A (Fast)" +CTRL+2 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_Soft_M.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_S.glsl"; show-text "Anime4K: Mode B (Fast)" +CTRL+3 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Upscale_Denoise_CNN_x2_M.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_S.glsl"; show-text "Anime4K: Mode C (Fast)" +CTRL+4 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_M.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl:~~/shaders/Anime4K_Restore_CNN_S.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_S.glsl"; show-text "Anime4K: Mode A+A (Fast)" +CTRL+5 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_Soft_M.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Restore_CNN_Soft_S.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_S.glsl"; show-text "Anime4K: Mode B+B (Fast)" +CTRL+6 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Upscale_Denoise_CNN_x2_M.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Restore_CNN_S.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_S.glsl"; show-text "Anime4K: Mode C+A (Fast)" + +CTRL+0 no-osd change-list glsl-shaders clr ""; show-text "GLSL shaders cleared" +``` +____ +#### **Optimized shaders for higher-end GPU:** +(Untested, might still have performance issues at higher resolutions) +*(Eg. M1 Pro, M1 Max, M1 Ultra, M2 Pro, M2 Max)* +*If upscaling to resolutions smaller than 4K, lower end GPUs can be used.* +``` +CTRL+1 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_VL.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_VL.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl"; show-text "Anime4K: Mode A (HQ)" +CTRL+2 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_Soft_VL.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_VL.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl"; show-text "Anime4K: Mode B (HQ)" +CTRL+3 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Upscale_Denoise_CNN_x2_VL.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl"; show-text "Anime4K: Mode C (HQ)" +CTRL+4 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_VL.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_VL.glsl:~~/shaders/Anime4K_Restore_CNN_M.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl"; show-text "Anime4K: Mode A+A (HQ)" +CTRL+5 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Restore_CNN_Soft_VL.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_VL.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Restore_CNN_Soft_M.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl"; show-text "Anime4K: Mode B+B (HQ)" +CTRL+6 no-osd change-list glsl-shaders set "~~/shaders/Anime4K_Clamp_Highlights.glsl:~~/shaders/Anime4K_Upscale_Denoise_CNN_x2_VL.glsl:~~/shaders/Anime4K_AutoDownscalePre_x2.glsl:~~/shaders/Anime4K_AutoDownscalePre_x4.glsl:~~/shaders/Anime4K_Restore_CNN_M.glsl:~~/shaders/Anime4K_Upscale_CNN_x2_M.glsl"; show-text "Anime4K: Mode C+A (HQ)" + +CTRL+0 no-osd change-list glsl-shaders clr ""; show-text "GLSL shaders cleared" +``` +____ +## Usage Instructions for Anime4K + + 1. Anime4K v4.x has 3 major modes: A, B and C. To enable one of the modes, press CTRL+1 for mode A, CTRL+2 for B and so on. CTRL+0 will clear and disable all the shaders. Each mode is optimized for a different class of anime degradations, explanations are in [Advanced Usage Instructions#modes](GLSL_Instructions_Advanced.md#modes) (soon in the wiki). For now you can just try each mode (starting from A) and use the one that looks the best. + 2. To verify the installation was correctly done, enable one of the Anime4K modes and use the MPV profiler to check if there are a few shaders with the name Anime4K running. To access the profiler, press Shift+I and then 2 on the keyboard's top row. +This is what you should see (this example is from v2.0RC2, but also applies to newer versions): +![Profiler](../results/MPV_Profiler.png?raw=true) + 3. For advanced usage and more customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md) page. \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Mac_IINA.md b/shaders/Anime4K/md/GLSL_Instructions_Mac_IINA.md new file mode 100644 index 0000000..ea9495b --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Mac_IINA.md @@ -0,0 +1,34 @@ +# Usage Instructions (GLSL / IINA) (v4.x) + +## Installing and Setting Up Anime4K for IINA on Apple Silicon and Intel-based Mac + +The easiest way to use Anime4K with IINA is to follow our `mpv` guide [**here**](GLSL_Instructions_Mac_MPV.md). +- *Note: you may need to create the `mpv` folder, if you did not install mpv.* + +Then follow these steps: + +1. Download the latest release of [IINA](https://iina.io/download/), if you haven't already. + +2. Open IINA and click on `IINA` in the top menu bar. Then click on `Settings...` from the drop-down menu. + + + +3. In the `Settings`>`Advanced` window, click on `Enable advanced settings` and then select `Use config directory: ~/.config/mpv/`. + + + +4. That's it! Anime4K is now ready to use with IINA. + +____ +## Quick Usage Instructions + +1. Anime4K has 3 major modes: A, B, and C. Each mode is optimized for a different class of anime degradations. + - Mode A is automatically enabled, if you use our template (this can be change in `mpv.conf`). + +2. To enable each mode manually: + - Press **CTRL+1** to enable Mode A (Optimized for 1080p Anime). + - Press **CTRL+2** to enable Mode B (Optimized for 720p Anime). + - Press **CTRL+3** to enable Mode C (Optimized for 480p Anime). + - Press **CTRL+0** to clear all shaders (Disable Anime4K). + +3. For more explanations and customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md#advanced-usage-instructions-glsl--mpv-v4x). \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Mac_MPV.md b/shaders/Anime4K/md/GLSL_Instructions_Mac_MPV.md new file mode 100644 index 0000000..3d3a742 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Mac_MPV.md @@ -0,0 +1,71 @@ +# Usage Instructions (GLSL / MPV) (v4.x) + +## Installing and Setting Up Anime4K for mpv on Apple Silicon and Intel-based Mac + +*If you wish to use another media player, look at their documentation on how to install GLSL shaders and modify the shader accordingly if needed.* + +1. Install mpv via [Homebrew](https://formulae.brew.sh/formula/mpv) or download the latest release [here](https://laboratory.stolendata.net/~djinn/mpv_osx/mpv-latest.tar.gz). + - **Note:** Only the Homebrew version is built for native Apple Silicon. + -
+ Click Here for Homebrew Installation +
    +
  1. If Homebrew is not installed, follow the instructions at https://brew.sh to install it.
    2. +
  2. Keep the terminal window open and follow the instructions under "Next steps" to add Homebrew to your PATH.
    3. +
  3. Follow the instructions at https://formulae.brew.sh/formula/mpv to install mpv.
    4. +
+
+ +2. Open mpv (this will create the mpv config file location for you). + +3. Download the template files and extract them (open the `.zip` file). + + - **Optimized shaders for lower-end GPU:** + *(Eg. M1, M2, Intel chips)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_Low-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + - **Optimized shaders for higher-end GPU:** + *(Eg. M1 Pro, M1 Max, M1 Ultra, M2 Pro, M2 Max, Intel chips)* + (Untested, might still have performance issues) + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_High-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ +4. In the Finder on your Mac, choose `Go` > `Go to Folder...` + + + +5. Paste `~/.config/mpv/` and hit Enter. + + + +6. Move the `input.conf`, `mpv.conf`, and the `shaders` folder into the `mpv` folder. + + + +7. That's it! Anime4K is now installed and ready to use. + +____ +## Quick Usage Instructions + +1. Anime4K has 3 major modes: A, B, and C. Each mode is optimized for a different class of anime degradations. + - Mode A is automatically enabled, if you use our template (this can be change in `mpv.conf`). + +2. To enable each mode manually: + - Press **CTRL+1** to enable Mode A (Optimized for 1080p Anime). + - Press **CTRL+2** to enable Mode B (Optimized for 720p Anime). + - Press **CTRL+3** to enable Mode C (Optimized for 480p Anime). + - Press **CTRL+0** to clear all shaders (Disable Anime4K). + +3. For more explanations and customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md#advanced-usage-instructions-glsl--mpv-v4x). \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Mac_Plex.md b/shaders/Anime4K/md/GLSL_Instructions_Mac_Plex.md new file mode 100644 index 0000000..5c17814 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Mac_Plex.md @@ -0,0 +1,63 @@ +# Usage Instructions (GLSL / PLEX) (v4.x) + +## Installing and Setting Up Anime4K for Plex on Apple Silicon and Intel-Based Mac + +1. Download `Plex for Mac` or `Plex HTPC (for macOS Home Theater PCs)` from [**here**](https://www.plex.tv/media-server-downloads/#plex-app). + - *Note: Only the desktop version of the app supports GLSL shaders.* + +2. Open `Plex` or `Plex HTPC` (this will create the Application Support location for you). + +3. Download the template files and extract them (open the .zip file). + + - **Optimized shaders for lower-end GPU:** + *(Eg. M1, M2, Intel chips)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_Low-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + - **Optimized shaders for higher-end GPU:** + *(Eg. M1 Pro, M1 Max, M1 Ultra, M2 Pro, M2 Max, Intel chips)* + (Untested, might still have performance issues) + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Mac_Linux_High-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ +4. In the Finder on your Mac, choose `Go` > `Go to Folder...` + + + +5. Paste `~/Library/Application Support/Plex/` or `~/Library/Application Support/Plex HTPC/` and hit Enter. + +
+ + +6. Move the `input.conf`, `mpv.conf`, and the `shaders` folder into the `Plex` or `Plex HTPC` folder. + +
+ + +7. That's it! Anime4K is now installed and ready to use. + +____ +## Quick Usage Instructions + +1. Anime4K has 3 major modes: A, B, and C. Each mode is optimized for a different class of anime degradations. + - Mode A is automatically enabled, if you use our template (this can be change in `mpv.conf`). + +2. To enable each mode manually: + - Press **CTRL+1** to enable Mode A (Optimized for 1080p Anime). + - Press **CTRL+2** to enable Mode B (Optimized for 720p Anime). + - Press **CTRL+3** to enable Mode C (Optimized for 480p Anime). + - Press **CTRL+0** to clear all shaders (Disable Anime4K). + +3. For more explanations and customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md#advanced-usage-instructions-glsl--mpv-v4x). \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Plex.md b/shaders/Anime4K/md/GLSL_Instructions_Plex.md new file mode 100644 index 0000000..9c34899 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Plex.md @@ -0,0 +1,20 @@ +# Usage Instructions (GLSL / PLEX MPV) (v4.x) + +## Installing and setting up Anime4K for Plex Media Player/Plex HTPC + + 1. Install Plex Media Player or Plex HTPC from [**here**](https://www.plex.tv/media-server-downloads/#plex-app) + + 2. Download the .glsl shader files [**here**](https://github.com/bloc97/Anime4K/releases) + + 3. Copy the .glsl files to `~/Library/Application Support/Plex/shaders` or `~/Library/Application Support/Plex HTPC/shaders` for Mac and `%LOCALAPPDATA%\Plex\shaders` or `%LOCALAPPDATA%\Plex HTPC\shaders` for Windows. + + 4. (Optional) If `mpv.conf` does not exist in `~/Library/Application Support/Plex/`, `~/Library/Application Support/Plex HTPC/`, `%LOCALAPPDATA%\Plex\`, or `%LOCALAPPDATA%\Plex HTPC\`, create an empty file and follow [**these instructions**](https://wiki.archlinux.org/index.php/Mpv#Configuration) to optimize your configuration. + + 5. If `input.conf` does not exist in `~/Library/Application Support/Plex/`, `~/Library/Application Support/Plex HTPC/`, `%LOCALAPPDATA%\Plex\`, or `%LOCALAPPDATA%\Plex HTPC\`, create an empty file and paste one of the following code blocks inside the file: + + - Note: Only works on the desktop version of the app. + +---- +## Follow Device Specific Installation + + - Installation Instructions can be found [**here**](https://github.com/bloc97/Anime4K#installation-instructions) \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Windows_MPV.md b/shaders/Anime4K/md/GLSL_Instructions_Windows_MPV.md new file mode 100644 index 0000000..f9df9fa --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Windows_MPV.md @@ -0,0 +1,56 @@ +# Usage Instructions (GLSL / MPV) (v4.x) + +## Installing and Setting Up Anime4K for mpv on Windows +*If you wish to use another media player, look at their documentation on how to install GLSL shaders and modify the shader accordingly if needed.* + + 1. Download the latest release of mpv [**here**](https://sourceforge.net/projects/mpv-player-windows/files/latest/download). + + 2. Open mpv (this will create the mpv config file location for you). + + 3. Download the template files, and extract it (open the .zip file). + + - **Optimized shaders for lower-end GPU:** + *(Eg. GTX 980, GTX 1060, RX 570)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Windows_Low-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + - **Optimized shaders for higher-end GPU:** + *(Eg. GTX 1080, RTX 2070, RTX 3060, RX 590, Vega 56, 5700XT, 6600XT)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Windows_High-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + 4. Open File Explorer and type in `%APPDATA%/mpv`, then hit Enter. + + + + 5. Move the `input.conf`, `mpv.conf` and the `shaders` folder into the `mpv` folder. + + + + 6. That's it, Anime4K is now installed and ready to use! + +____ +## Quick Usage Instructions + +1. Anime4K has 3 major modes: A, B, and C. Each mode is optimized for a different class of anime degradations. + - Mode A is automatically enabled, if you use our template (this can be change in `mpv.conf`). + +2. To enable each mode manually: + - Press **CTRL+1** to enable Mode A (Optimized for 1080p Anime). + - Press **CTRL+2** to enable Mode B (Optimized for 720p Anime). + - Press **CTRL+3** to enable Mode C (Optimized for 480p Anime). + - Press **CTRL+0** to clear all shaders (Disable Anime4K). + +3. For more explanations and customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md#advanced-usage-instructions-glsl--mpv-v4x). \ No newline at end of file diff --git a/shaders/Anime4K/md/GLSL_Instructions_Windows_Plex.md b/shaders/Anime4K/md/GLSL_Instructions_Windows_Plex.md new file mode 100644 index 0000000..739fde3 --- /dev/null +++ b/shaders/Anime4K/md/GLSL_Instructions_Windows_Plex.md @@ -0,0 +1,58 @@ +# Usage Instructions (GLSL / PLEX) (v4.x) + +## Installing and Setting Up Anime4K for Plex on Windows + + 1. Download `Plex for Windows` or `Plex HTPC (for Windows Home Theater PCs)` from [**here**](https://www.plex.tv/media-server-downloads/#plex-app). + - *Note: Only the desktop version of the app supports GLSL shaders.* + + 2. Open `Plex` or `Plex HTPC` (this will create the config location for you). + + 3. Download the template files, and extract it (open the .zip file). + + - **Optimized shaders for lower-end GPU:** + *(Eg. GTX 980, GTX 1060, RX 570)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Windows_Low-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + - **Optimized shaders for higher-end GPU:** + *(Eg. GTX 1080, RTX 2070, RTX 3060, RX 590, Vega 56, 5700XT, 6600XT)* + - Download the template files [here](https://github.com/Tama47/Anime4K/releases/download/v4.0.1/GLSL_Windows_High-end.zip). + -
+ Or click here to install manually. +
    +
  • Copy & Paste the code from input.conf and mpv.conf in your input.conf and mpv.conf file.
    • +
  • Then download and extract the shaders from releases and put them in the shaders folder.
    • +
+
+ + 4. Open File Explorer and type in `%LOCALAPPDATA%\Plex` or `%LOCALAPPDATA%\Plex HTPC`, then hit Enter. + + + + + 5. Move the `input.conf`, `mpv.conf` and the `shaders` folder into the into the `Plex` or `Plex HTPC` folder. + + + + + 6. That's it, Anime4K is now installed and ready to use! + +____ +## Quick Usage Instructions + +1. Anime4K has 3 major modes: A, B, and C. Each mode is optimized for a different class of anime degradations. + - Mode A is automatically enabled, if you use our template (this can be change in `mpv.conf`). + +2. To enable each mode manually: + - Press **CTRL+1** to enable Mode A (Optimized for 1080p Anime). + - Press **CTRL+2** to enable Mode B (Optimized for 720p Anime). + - Press **CTRL+3** to enable Mode C (Optimized for 480p Anime). + - Press **CTRL+0** to clear all shaders (Disable Anime4K). + +3. For more explanations and customization options, see the [Advanced Usage Instructions](GLSL_Instructions_Advanced.md#advanced-usage-instructions-glsl--mpv-v4x). \ No newline at end of file diff --git a/shaders/igv/FSRCNNX_x1_16-0-4-1_distort.glsl b/shaders/igv/FSRCNNX_x1_16-0-4-1_distort.glsl new file mode 100644 index 0000000..a6cb0dd --- /dev/null +++ b/shaders/igv/FSRCNNX_x1_16-0-4-1_distort.glsl @@ -0,0 +1,1092 @@ +//!HOOK LUMA +//!DESC FSRCNNX Feature Map 1 +//!BIND LUMA +//!SAVE FEATURE1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0025971170980483,-0.0215829610824585,-0.0411043874919415,0.0129693904891610); +res += vec4(0.0989467129111290,-0.0413746125996113,-0.0146220456808805,0.0092109516263008) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(-0.0035295209381729,0.0406344234943390,-0.0165663789957762,0.0093299243599176) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(0.0925255119800568,-0.0259545017033815,0.0180672295391560,-0.0716139003634453) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(-0.1446163505315781,0.0561999306082726,-0.1076377704739571,-0.0332930274307728) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(0.0325273759663105,0.0262998212128878,0.0200947038829327,0.1315398961305618) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(-0.1577294766902924,0.0141245359554887,-0.0085542099550366,0.0390752702951431) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(-0.0135573437437415,0.1273673027753830,0.0050468663685024,0.0164658203721046) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(0.1153265833854675,0.0112900352105498,0.1634856611490250,0.3111087381839752) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(-0.1241053119301796,-0.0867973864078522,-0.0111045241355896,0.1415592283010483) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(0.0086459759622812,-0.0841795578598976,-0.0680958554148674,-0.0063316272571683) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(0.0058857277035713,-0.0624289102852345,-0.0389500781893730,-0.0748874545097351) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(-0.0161655806005001,0.1313955336809158,-0.0443832427263260,0.0717457532882690) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(0.1777327954769135,0.1921539157629013,0.2999162673950195,-0.0616498105227947) * float(LUMA_texOff(vec2(0,0))); +res += vec4(0.0143784778192639,0.0951635092496872,0.1933527141809464,0.1563637554645538) * float(LUMA_texOff(vec2(0,1))); +res += vec4(0.0581390745937824,-0.0060035865753889,-0.0086444308981299,0.0047579077072442) * float(LUMA_texOff(vec2(0,2))); +res += vec4(-0.0104378070682287,-0.0337097756564617,-0.0042490712366998,0.0460550934076309) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(0.0081567149609327,0.0160932801663876,-0.0623341910541058,-0.2104443460702896) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(-0.0221602637320757,-0.0601410418748856,0.2114782631397247,-0.2529057264328003) * float(LUMA_texOff(vec2(1,0))); +res += vec4(0.0408284738659859,-0.0011493996717036,0.0836366340517998,0.0654098913073540) * float(LUMA_texOff(vec2(1,1))); +res += vec4(0.0282100439071655,-0.0509151928126812,0.0613182522356510,0.0068052080459893) * float(LUMA_texOff(vec2(1,2))); +res += vec4(0.0395444706082344,0.0358335301280022,-0.0635658577084541,-0.0146130761131644) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(-0.0221461374312639,0.0181513447314501,-0.0893799886107445,-0.0542303919792175) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(-0.0547513179481030,-0.0182092953473330,-0.0167240519076586,-0.1604546159505844) * float(LUMA_texOff(vec2(2,0))); +res += vec4(-0.1264881938695908,-0.0016346558695659,0.0430360883474350,-0.0247804746031761) * float(LUMA_texOff(vec2(2,1))); +res += vec4(0.0450324788689613,0.0581717193126678,-0.0493452697992325,-0.0504554212093353) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Feature Map 2 +//!BIND LUMA +//!SAVE FEATURE2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0143933594226837,-0.0081292800605297,-0.0030097288545221,-0.0665724128484726); +res += vec4(-0.0350343063473701,0.0350913181900978,0.0862483903765678,-0.0993502736091614) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(0.0233530644327402,0.0011448960285634,0.0370058752596378,-0.0047694756649435) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(-0.0314770117402077,-0.0211456697434187,-0.2116574496030807,-0.0272717289626598) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(0.0277953725308180,-0.0543184988200665,-0.0754653662443161,0.0257821138948202) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(-0.0464140586555004,0.0502472557127476,0.0335191562771797,-0.0340603142976761) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(0.1032210215926170,-0.0299313683062792,0.0433807261288166,-0.0234887357801199) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.1161684319376945,-0.0501435883343220,0.1404739320278168,0.0424131564795971) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(-0.1257949918508530,-0.0249030739068985,0.0095651838928461,0.1549178361892700) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(-0.1052827462553978,-0.0646157860755920,-0.1171221211552620,0.0352037772536278) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(-0.0748599693179131,-0.0823613703250885,0.0438997894525528,0.0514220818877220) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(-0.0782524794340134,-0.0027338848449290,0.0250223558396101,-0.0439854301512241) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(-0.0747333094477654,-0.1173505932092667,0.1629889905452728,0.1623241305351257) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(-0.2947345674037933,0.5300401449203491,0.2784506678581238,0.1415692418813705) * float(LUMA_texOff(vec2(0,0))); +res += vec4(0.0145873669534922,0.1911269873380661,-0.0579423420131207,0.0407358221709728) * float(LUMA_texOff(vec2(0,1))); +res += vec4(0.2491107285022736,-0.0507930032908916,-0.0091749802231789,0.0995470285415649) * float(LUMA_texOff(vec2(0,2))); +res += vec4(-0.0917087271809578,-0.0724668130278587,0.0331873260438442,-0.0243818424642086) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(-0.0705142542719841,-0.0871952846646309,-0.2248291969299316,0.0082026440650225) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(-0.0802793279290199,0.0542511716485023,-0.0762867927551270,0.0860662907361984) * float(LUMA_texOff(vec2(1,0))); +res += vec4(0.2518112659454346,-0.0964703336358070,-0.1614536345005035,-0.0164192952215672) * float(LUMA_texOff(vec2(1,1))); +res += vec4(0.1406333893537521,-0.0455790087580681,0.0509895011782646,-0.0093303546309471) * float(LUMA_texOff(vec2(1,2))); +res += vec4(0.0244341790676117,0.0238304305821657,0.1063691750168800,-0.0932450890541077) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(0.0302878022193909,-0.0363584868609905,-0.1157607957720757,0.0261257458478212) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(0.0166365820914507,-0.0303704030811787,-0.0689763352274895,-0.0118559403344989) * float(LUMA_texOff(vec2(2,0))); +res += vec4(0.1194983571767807,-0.0837490707635880,0.0134807480499148,0.0581921562552452) * float(LUMA_texOff(vec2(2,1))); +res += vec4(0.0038160248659551,0.0866335034370422,0.0493469201028347,-0.0040219388902187) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Feature Map 3 +//!BIND LUMA +//!SAVE FEATURE3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0018072151578963,0.0491338782012463,-0.0082521047443151,0.0006553701241501); +res += vec4(0.0333403609693050,0.0213700644671917,0.0309157744050026,0.0502681806683540) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(0.0873650759458542,0.1026774346828461,0.0105969393625855,-0.1902306973934174) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(-0.0116390902549028,-0.0467259846627712,-0.0435076169669628,0.0654145106673241) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(-0.1071937978267670,-0.0825314819812775,-0.0461540780961514,0.0330122113227844) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(-0.0329643189907074,-0.0115923248231411,0.1241549849510193,-0.1250779479742050) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(-0.1270750463008881,-0.0051372162997723,-0.0228755269199610,-0.0956887602806091) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.2381764799356461,0.0353930778801441,-0.1435444951057434,0.0000626123073744) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(0.0021149714011699,-0.0886575952172279,-0.0157655719667673,0.0901051834225655) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(-0.0569637194275856,-0.0273674763739109,0.0139584625139832,0.1538003236055374) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(-0.0507475025951862,0.0706939697265625,0.0336530767381191,0.1639588028192520) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(0.0433743074536324,-0.1246475577354431,-0.1298237144947052,-0.0902665257453918) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(0.0972251594066620,-0.2087253928184509,0.0569925457239151,0.0595922805368900) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(-0.1212919354438782,-0.2849492132663727,0.1335213929414749,0.1062619686126709) * float(LUMA_texOff(vec2(0,0))); +res += vec4(0.1308198869228363,-0.0720375552773476,-0.1406184136867523,-0.0529341399669647) * float(LUMA_texOff(vec2(0,1))); +res += vec4(-0.0137408506125212,-0.0504316277801991,-0.0427691712975502,0.0387206040322781) * float(LUMA_texOff(vec2(0,2))); +res += vec4(-0.0747085064649582,-0.0548529252409935,-0.1122629269957542,-0.0526414476335049) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(-0.0946580097079277,0.0387770310044289,0.0413406044244766,-0.0134162940084934) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(-0.0951367020606995,-0.0312327891588211,0.2094471752643585,-0.0703339353203773) * float(LUMA_texOff(vec2(1,0))); +res += vec4(0.2135278582572937,-0.0255431160330772,0.0691464617848396,-0.0722509101033211) * float(LUMA_texOff(vec2(1,1))); +res += vec4(-0.0006715832860209,0.0306324698030949,0.0103468149900436,-0.0241966098546982) * float(LUMA_texOff(vec2(1,2))); +res += vec4(-0.0387962087988853,-0.0874488875269890,-0.0049804211594164,0.0110954307019711) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(0.0753385052084923,-0.0596081875264645,0.0253801941871643,0.0416100472211838) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(0.0978832393884659,0.0072123543359339,-0.0807178542017937,0.0564857162535191) * float(LUMA_texOff(vec2(2,0))); +res += vec4(-0.0820253267884254,0.0987264215946198,-0.0249023567885160,-0.0420401506125927) * float(LUMA_texOff(vec2(2,1))); +res += vec4(-0.0938090234994888,0.0141112701967359,0.0770841166377068,-0.0313353054225445) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Feature Map 4 +//!BIND LUMA +//!SAVE FEATURE4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0520464666187763,0.0125974677503109,-0.0507145300507545,0.0046781064011157); +res += vec4(0.0685555785894394,-0.0203769262880087,0.0233370885252953,-0.0185483340173960) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(-0.0226354412734509,-0.0073053925298154,0.0202390439808369,-0.0609752722084522) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(0.0376507528126240,0.0761573389172554,0.0357471928000450,-0.0152297085151076) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(-0.1560160368680954,-0.0026573494542390,0.0541298985481262,-0.0535302869975567) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(0.0106569537892938,-0.0061765392310917,-0.0374934412539005,-0.0648096203804016) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(-0.0886963158845901,-0.1357769072055817,-0.0540469922125340,-0.1005358770489693) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.0276611223816872,0.0969700068235397,0.0942230746150017,-0.0367920361459255) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(0.1169507056474686,-0.0289295203983784,0.0238007064908743,-0.0890810340642929) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(-0.0432637259364128,-0.0172048956155777,0.1170326396822929,-0.1344957649707794) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(0.0230145547538996,-0.0169336907565594,-0.0093350214883685,-0.0763307139277458) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(-0.0195111297070980,-0.0635469183325768,-0.1171921119093895,0.0602493360638618) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(0.0519569478929043,-0.0856370925903320,0.0877816677093506,-0.0882325619459152) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(0.1653991043567657,-0.1087152361869812,0.3008157908916473,-0.0250371992588043) * float(LUMA_texOff(vec2(0,0))); +res += vec4(0.0318718850612640,0.0015038193669170,0.1689826846122742,0.1231461092829704) * float(LUMA_texOff(vec2(0,1))); +res += vec4(0.0567268580198288,0.0705126971006393,0.1080416217446327,-0.0410425886511803) * float(LUMA_texOff(vec2(0,2))); +res += vec4(-0.0021940891165286,0.0254173707216978,0.0113133322447538,0.0723522305488586) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(0.1068250462412834,-0.0707226991653442,0.0428042262792587,-0.0740123763680458) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(0.1705047786235809,-0.1365097314119339,-0.0118973338976502,-0.0528226457536221) * float(LUMA_texOff(vec2(1,0))); +res += vec4(0.0470767877995968,-0.0924091339111328,0.0369555540382862,0.2677213549613953) * float(LUMA_texOff(vec2(1,1))); +res += vec4(-0.0502679385244846,0.0312211140990257,-0.1522612273693085,0.0129846706986427) * float(LUMA_texOff(vec2(1,2))); +res += vec4(-0.0356723926961422,0.0036633994895965,-0.0525643602013588,-0.0028790428768843) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(0.0191187895834446,0.0394226424396038,0.0414629392325878,0.1013835370540619) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(0.0652029290795326,-0.0999809131026268,0.0133103597909212,0.0514308586716652) * float(LUMA_texOff(vec2(2,0))); +res += vec4(-0.0297415442764759,-0.0812498480081558,0.0513987094163895,0.2255281656980515) * float(LUMA_texOff(vec2(2,1))); +res += vec4(0.0356137752532959,0.1276825070381165,0.0572695098817348,0.0075540360994637) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 1_1 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL21 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0503555759787560,0.0303598046302795,-0.0657042488455772,-0.0771356746554375); +res += mat4(0.1160435676574707,-0.0049179038032889,0.1855519562959671,-0.1475429683923721,-0.0501681193709373,0.0736974030733109,0.0105200679972768,0.2096585631370544,0.0125335585325956,-0.0705717280507088,-0.1251555681228638,0.1607755720615387,0.0246710386127234,0.0954001173377037,-0.1113015785813332,-0.1140452772378922) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(-0.1922372728586197,0.0898703113198280,0.0227270089089870,-0.0695927962660789,0.0250462982803583,-0.0073945284821093,0.0125805102288723,0.0623067393898964,0.0100971739739180,0.0629470124840736,0.1536217629909515,0.0914481878280640,0.1322691738605499,0.1049630120396614,0.0526956804096699,0.0480460077524185) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(0.1384125351905823,-0.1790771931409836,-0.1346337050199509,-0.2170289605855942,-0.0705992653965950,0.1713097095489502,0.1837186962366104,-0.0881880596280098,-0.0355531387031078,-0.1435846984386444,-0.1049171313643456,0.0253566317260265,0.0637354701757431,-0.0927784815430641,-0.1804420202970505,-0.2736377120018005) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(0.0903364717960358,-0.0476174913346767,0.0461277887225151,0.1907972991466522,-0.2329269498586655,0.1053408533334732,0.0026884421240538,0.0802256539463997,-0.0940195992588997,-0.1070972532033920,0.1103037372231483,0.0717555284500122,0.0354485660791397,0.0915931835770607,0.0811446011066437,-0.1415577828884125) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(-0.0388386175036430,-0.0802458524703979,0.2034526765346527,0.0370132699608803,-0.0519889928400517,-0.1293371617794037,0.2287368774414062,0.0227595642209053,0.0490928031504154,-0.2398396134376526,-0.0608254075050354,0.2110295444726944,-0.0675281584262848,-0.2473463565111160,0.2229262292385101,-0.3165209591388702) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(0.0537310875952244,0.2870031893253326,0.0858415961265564,-0.1534553319215775,-0.2854263484477997,-0.4287289083003998,-0.0063996603712440,-0.0032172766514122,-0.0607171468436718,-0.0840987041592598,0.1111255437135696,-0.0770047679543495,0.0482432730495930,-0.1157029569149017,0.1225282028317451,0.0084303254261613) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(-0.1363738179206848,0.0805477872490883,0.2775384485721588,0.0373451188206673,-0.1529832631349564,0.1233037263154984,0.1076830700039864,-0.0874861776828766,-0.0008040553657338,0.0845725238323212,-0.3279358446598053,0.1958185136318207,0.1467371731996536,-0.1478924006223679,-0.1284721493721008,0.0811491608619690) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(0.1753587573766708,-0.0738964527845383,0.0892613902688026,0.0259840693324804,-0.1591507345438004,0.1221183761954308,-0.0707274451851845,0.0521883070468903,0.0157650113105774,-0.0192293357104063,-0.0975531414151192,-0.0092327548190951,-0.0272297523915768,0.1983992457389832,0.1414963155984879,-0.4134076535701752) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(-0.1362216025590897,-0.2620842456817627,-0.0140794822946191,-0.0769502520561218,-0.2010777741670609,-0.2342363148927689,0.0082941437140107,0.2083670347929001,0.1107935830950737,-0.0740074366331100,-0.0998068451881409,-0.0333623252809048,0.0620059035718441,-0.0173431914299726,0.1012791767716408,-0.1357958465814590) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(-0.0699124932289124,0.1825043708086014,0.0012031628284603,0.0194819588214159,-0.0734465494751930,-0.3253107368946075,-0.1141470372676849,-0.0380997583270073,-0.1196675151586533,-0.3592743575572968,0.0786543712019920,0.0796145275235176,-0.0725382119417191,-0.1486800462007523,-0.1469386219978333,0.1238009855151176) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(0.1821363866329193,-0.1469623893499374,0.0597838200628757,0.0653721615672112,-0.1186514273285866,0.1577217280864716,-0.1532298624515533,-0.1603965610265732,-0.0596009716391563,0.0604715757071972,0.0051172398962080,-0.0815556049346924,0.0282363314181566,-0.0392373055219650,-0.1427731513977051,-0.0268863718956709) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(0.0478098057210445,0.0810605064034462,-0.1460444331169128,0.1155022308230400,0.0654920563101768,0.0660660490393639,0.0236469134688377,0.0365941710770130,-0.0583055429160595,-0.0737425759434700,0.1311435401439667,-0.0516447685658932,0.0744175389409065,0.0418468303978443,0.0319736562669277,-0.0872360020875931) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(0.0706465914845467,0.1088495627045631,-0.0651824027299881,0.1461891680955887,0.0157279800623655,-0.0740921348333359,0.1278917193412781,-0.2265724539756775,0.1893098801374435,0.1311616599559784,0.0086050033569336,0.0934718325734138,0.2034988701343536,-0.0599625334143639,-0.0539983995258808,0.0859484001994133) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(0.1068608760833740,0.2110199481248856,-0.0283788200467825,-0.0457757003605366,0.1260124742984772,-0.1044618859887123,-0.2312175780534744,0.0346726588904858,-0.1235258802771568,-0.0988628044724464,-0.1731162816286087,-0.0254368260502815,-0.1485952138900757,-0.0810124203562737,0.1220237389206886,0.0547734722495079) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(0.0013985362602398,0.0458273254334927,-0.1346677392721176,-0.1878241002559662,0.1547261476516724,-0.1350701302289963,-0.0000093258431662,-0.2429118603467941,-0.1638700366020203,-0.0119662396609783,0.0082146851345897,0.2720519304275513,-0.0139213697984815,-0.1543285548686981,-0.2627746164798737,0.1603146493434906) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(-0.0670706257224083,0.1109501793980598,0.1345307081937790,-0.1101162135601044,-0.2013223022222519,-0.0140966242179275,-0.1033565700054169,-0.0267634820193052,0.0606377981603146,0.2259434759616852,-0.1497890502214432,-0.0107782175764441,0.1666231453418732,0.1427286863327026,-0.0686426833271980,0.0930539891123772) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(0.1796004474163055,0.1160809770226479,-0.1478360593318939,0.0723948627710342,0.1909601241350174,0.3497222065925598,-0.0074988408014178,0.1498439013957977,0.1662287861108780,0.0779021903872490,-0.0837929695844650,0.0517638400197029,0.1641127318143845,-0.3095436692237854,0.0288959573954344,0.2246621698141098) * FEATURE1_texOff(vec2(0,0)); +res += mat4(0.1196683049201965,-0.0086172763258219,0.2849481701850891,-0.1596628129482269,0.1801212131977081,0.2259572595357895,-0.5293430089950562,0.0894122347235680,0.3482203781604767,0.1623213738203049,-0.2648057937622070,-0.0621943585574627,-0.0480040088295937,0.2163351327180862,-0.1432279795408249,-0.0859438255429268) * FEATURE2_texOff(vec2(0,0)); +res += mat4(0.0387012846767902,0.3089403808116913,0.0069741136394441,0.0026227189227939,-0.1608703881502151,-0.2126932442188263,0.2423585504293442,0.1661804914474487,-0.1248276084661484,0.1660082191228867,-0.2618545293807983,-0.2832368612289429,0.0866315215826035,-0.0503511242568493,-0.1949938833713531,0.1426640897989273) * FEATURE3_texOff(vec2(0,0)); +res += mat4(-0.0153577877208591,0.1483921110630035,-0.2703622579574585,-0.1511039137840271,0.1499738693237305,-0.2399715632200241,0.0105771934613585,0.4669431149959564,0.0400105379521847,-0.1329470574855804,-0.1305427253246307,-0.1242252588272095,0.2953074276447296,0.2989415824413300,-0.0530610345304012,-0.1516654640436172) * FEATURE4_texOff(vec2(0,0)); +res += mat4(0.0155062321573496,0.2342720180749893,0.1067438200116158,-0.0423244312405586,0.1888591647148132,-0.0880109816789627,-0.1207648441195488,0.0531457923352718,-0.3013238310813904,0.0807493701577187,0.1257109045982361,0.1737883090972900,-0.1289293915033340,-0.0908737629652023,-0.2754836678504944,0.1286540627479553) * FEATURE1_texOff(vec2(0,1)); +res += mat4(-0.0096628572791815,-0.1155284941196442,-0.1133549436926842,0.0521990172564983,-0.0498253926634789,0.1416328102350235,0.0036267242394388,-0.1077604293823242,-0.0267271101474762,-0.2181926071643829,-0.0510493405163288,0.1046040952205658,-0.0142368022352457,-0.2590536177158356,0.1147095561027527,0.0499906279146671) * FEATURE2_texOff(vec2(0,1)); +res += mat4(0.2034591138362885,-0.2983148992061615,-0.0594304539263248,-0.0235124472528696,0.0915906205773354,-0.0480257235467434,-0.0698579102754593,0.1239125281572342,-0.0654961019754410,-0.0557699799537659,0.2104779481887817,-0.3481267690658569,0.0047143548727036,-0.1768331080675125,-0.1703953444957733,0.2316187173128128) * FEATURE3_texOff(vec2(0,1)); +res += mat4(-0.1184754148125648,0.1114161610603333,0.0962374061346054,-0.0709799751639366,-0.1912318170070648,-0.1796524524688721,-0.3328890800476074,0.1443070322275162,-0.2205639481544495,0.1096208393573761,-0.0662463679909706,-0.1673122495412827,0.0933241024613380,-0.0061222771182656,-0.1561807543039322,-0.1447545289993286) * FEATURE4_texOff(vec2(0,1)); +res += mat4(-0.0068289577029645,-0.1111114844679832,0.0529408827424049,0.1482223719358444,-0.1162871941924095,0.0937480404973030,0.1845793575048447,-0.0445831492543221,0.1667641997337341,-0.1499426960945129,-0.0933097973465919,-0.0453773662447929,-0.0576104968786240,0.1718860864639282,0.0345073156058788,-0.1256553232669830) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(-0.1862856149673462,0.0676053464412689,0.0299968998879194,0.0864901244640350,-0.0139078078791499,-0.1177246794104576,-0.1591068655252457,0.0127951884642243,0.0186533704400063,-0.0762167721986771,-0.2775247097015381,0.2426291257143021,-0.0498365387320518,0.0581758208572865,-0.1306819468736649,-0.0327375046908855) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(-0.0094955945387483,-0.0373231992125511,-0.0866038724780083,-0.0846775844693184,-0.0678314566612244,0.1333245038986206,-0.0601168535649776,-0.0546629950404167,0.1253386884927750,-0.1808639019727707,0.0299138352274895,0.0546216182410717,-0.0304873213171959,0.2397199124097824,0.2130956202745438,0.0772569701075554) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(0.0750081837177277,-0.0229687355458736,-0.0164517536759377,-0.0689199417829514,-0.0501410476863384,-0.1581284105777740,0.1679509282112122,-0.0072935703210533,-0.1412089020013809,-0.0363090038299561,0.0671025067567825,0.1379115283489227,0.0395083725452423,-0.0401229113340378,-0.1013402193784714,0.0322776138782501) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(-0.0686689019203186,-0.0773442462086678,0.0575861334800720,0.1885522156953812,-0.0292675960808992,0.1334265321493149,-0.0259835515171289,0.0382453016936779,0.0396481528878212,0.0524877794086933,0.1564569920301437,0.0381058678030968,0.2108160406351089,0.0921663492918015,0.0052786800079048,-0.3209734261035919) * FEATURE1_texOff(vec2(1,0)); +res += mat4(0.0538837872445583,-0.0593704208731651,0.0621431507170200,0.0538615100085735,-0.2839490771293640,0.1845311522483826,-0.0374661237001419,0.0907385647296906,-0.0103008169680834,0.1728835552930832,0.2316847145557404,0.0049690338782966,0.0114848986268044,0.0558095946907997,0.1254060864448547,0.0343545079231262) * FEATURE2_texOff(vec2(1,0)); +res += mat4(-0.1262239068746567,0.0365859642624855,-0.1594752520322800,0.1857952028512955,-0.0012058959109709,0.1420549750328064,-0.2596292197704315,-0.1326167434453964,-0.1460875570774078,0.1566606163978577,0.1529238820075989,-0.0506887845695019,-0.1614749133586884,-0.0835232734680176,-0.1133552864193916,-0.2255789339542389) * FEATURE3_texOff(vec2(1,0)); +res += mat4(0.0009043000754900,0.0047116791829467,0.1719317734241486,0.1170192062854767,-0.0269660707563162,-0.2161024808883667,-0.0895330682396889,0.1558265984058380,-0.0951380059123039,-0.0742629915475845,0.0893384963274002,-0.1507847011089325,0.1953689903020859,0.1837251633405685,-0.1236322373151779,-0.1137214303016663) * FEATURE4_texOff(vec2(1,0)); +res += mat4(-0.2515849471092224,-0.0848545655608177,0.0503321662545204,0.1220048591494560,0.0112273106351495,0.2144788950681686,0.2720014154911041,-0.0239016823470592,0.0761246234178543,0.0651204138994217,-0.1299389600753784,-0.0384435914456844,-0.0430693589150906,0.0499210171401501,-0.1244324520230293,-0.0976284369826317) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.1138575822114944,0.0425504669547081,0.0402555391192436,-0.2269419282674789,0.0531973913311958,-0.0673747658729553,-0.3444060683250427,-0.0266591534018517,-0.0290640946477652,0.2830187976360321,0.1896703988313675,-0.1148610040545464,0.0377210415899754,-0.1197302043437958,-0.0254765916615725,-0.0177777130156755) * FEATURE2_texOff(vec2(1,1)); +res += mat4(0.0443032793700695,-0.1222698837518692,0.2137430012226105,-0.0601493269205093,-0.0329366810619831,-0.0600455887615681,-0.0464418791234493,-0.0102474074810743,-0.2769347429275513,-0.1693455278873444,0.0495916344225407,-0.0928647145628929,-0.1646637916564941,0.2887711226940155,-0.1775939762592316,-0.2760116755962372) * FEATURE3_texOff(vec2(1,1)); +res += mat4(-0.1419579833745956,0.0632312521338463,-0.0401325002312660,-0.2358518689870834,0.0057794577442110,0.0395067632198334,0.0407800450921059,-0.0697408542037010,-0.0856739655137062,0.0635263547301292,-0.1791270077228546,0.0800354406237602,-0.0827995911240578,0.0012320337118581,-0.1890709847211838,-0.0115871289744973) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(1.4201048612594604,-0.1148971617221832,1.3850938081741333,0.8263279795646667) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 1_2 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL22 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0888336524367332,0.0308345351368189,0.2038880586624146,-0.0403054468333721); +res += mat4(-0.0055824508890510,0.2178459018468857,-0.0073033687658608,-0.1469391435384750,0.1801696121692657,0.0306501220911741,0.1568093895912170,-0.0570050142705441,-0.0146966595202684,-0.0313456729054451,-0.1139771789312363,0.0374344959855080,0.0817486569285393,0.1043003723025322,-0.1157513931393623,0.2193820625543594) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(-0.1762898564338684,-0.1903054416179657,0.0021806999575347,0.1058190241456032,0.1559550762176514,-0.0056192241609097,0.0029302174225450,-0.1228873357176781,-0.0143460594117641,-0.1602192521095276,0.1148678436875343,-0.2795691490173340,-0.1574482619762421,-0.0428849868476391,-0.0103740189224482,-0.0629314705729485) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(-0.2409969568252563,0.0243725925683975,-0.1285929381847382,0.2342564910650253,0.1027612239122391,-0.1685835570096970,0.0055926488712430,-0.0238419715315104,0.1273651719093323,0.0526742860674858,0.0127351991832256,0.1456344574689865,-0.0813567936420441,-0.0824812948703766,0.1674763709306717,0.1213097274303436) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(0.2034477740526199,-0.0150300376117229,-0.1029808372259140,-0.1751596331596375,-0.1324366033077240,-0.1916087567806244,-0.1899994313716888,0.0348664820194244,0.0579356551170349,-0.1654130816459656,-0.0263507384806871,0.0273111034184694,0.0764688104391098,-0.1400149464607239,-0.1882346570491791,0.1465913057327271) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(0.1212258115410805,0.1979488283395767,0.0356977209448814,-0.1072662696242332,0.1403658986091614,0.0764879584312439,0.0430596657097340,0.0193492062389851,-0.0100342221558094,-0.1642781347036362,-0.2157689332962036,0.0497154854238033,-0.0707299262285233,-0.0681886374950409,0.2278562635183334,-0.3688782751560211) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(-0.3449152708053589,-0.1648758202791214,0.2010008692741394,-0.0641329288482666,-0.0229758080095053,0.1711205989122391,-0.0464514121413231,0.3477462232112885,0.0043507535010576,-0.0043490971438587,0.2907740473747253,-0.0933733582496643,0.2128601521253586,-0.1721645444631577,0.2200766205787659,-0.0647031888365746) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(0.0097005823627114,0.1042054817080498,-0.0035475196782500,-0.3369025886058807,0.1480121761560440,-0.2332152873277664,0.0180834364145994,-0.0785861983895302,0.0382840596139431,-0.2034295946359634,-0.0335927158594131,0.0779727175831795,0.2563244700431824,0.0125377727672458,-0.0330367572605610,0.0789171755313873) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(0.0303388144820929,-0.1465268284082413,0.0559245236217976,0.0741588026285172,-0.0440330244600773,-0.1163934543728828,0.0622919127345085,-0.1661262661218643,0.1031702533364296,0.0274195484817028,0.2853372395038605,0.0306060593575239,-0.0262273401021957,-0.3722916841506958,0.0930678620934486,-0.4011277556419373) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(0.0174665227532387,0.0874205157160759,0.1263583898544312,0.0299440789967775,-0.1074560806155205,-0.0149981547147036,-0.0692550316452980,0.1697760522365570,-0.1229570657014847,-0.1747072935104370,-0.1831145584583282,-0.0690372586250305,-0.0002355265605729,0.0810739621520042,0.3721088171005249,-0.0258054919540882) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(0.3021402657032013,0.0130130751058459,0.0932790040969849,-0.0404236577451229,-0.0721724703907967,-0.1842733174562454,0.1165597736835480,0.1087918281555176,0.0582448467612267,-0.0921415016055107,0.0976167842745781,-0.0473879873752594,-0.1661389321088791,-0.0529068559408188,-0.1042415797710419,0.0452580675482750) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(-0.0554074272513390,-0.1763077080249786,-0.0458173640072346,-0.2395718991756439,0.0353631041944027,-0.0248281825333834,-0.0453763157129288,0.0982042998075485,0.0795748755335808,0.1198742836713791,0.0619815625250340,0.0384974144399166,0.0092360991984606,-0.1808229237794876,0.1299494206905365,0.0271339230239391) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(-0.1951718628406525,0.0181937590241432,0.1471716612577438,-0.0842008516192436,0.0413865745067596,0.0137632284313440,0.0432065315544605,-0.0302451699972153,-0.1141382232308388,0.2220665812492371,-0.1531663388013840,-0.0525154657661915,0.0672531053423882,0.0139208277687430,0.3191528916358948,0.1225935146212578) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(-0.0697667896747589,-0.1965480148792267,-0.1671475023031235,-0.0301672574132681,-0.1938829272985458,-0.0242670997977257,0.1800690740346909,-0.1065410822629929,0.1459948122501373,0.1380921006202698,-0.0826187953352928,-0.0287049934267998,-0.0568439923226833,-0.1300133764743805,-0.2149765044450760,-0.1262311339378357) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(-0.0832837969064713,-0.4437069296836853,-0.0448837839066982,-0.2551388442516327,0.0921541377902031,-0.0867375060915947,-0.0820663943886757,0.2368763983249664,0.0172284580767155,-0.1852178275585175,-0.1762057393789291,-0.0479003898799419,-0.0545581094920635,0.0124678602442145,-0.2414358407258987,0.0479885302484035) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(0.0084721203893423,-0.3287556767463684,0.2404080629348755,-0.1581063717603683,-0.1201047822833061,0.1011407002806664,-0.0883802995085716,0.0367043018341064,0.0622620359063148,0.0943960174918175,-0.1075161024928093,-0.2558501958847046,-0.0634684339165688,0.0551954470574856,0.1706565320491791,0.1138209551572800) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(0.2127157449722290,0.0028926788363606,-0.0131559586152434,-0.0772459208965302,-0.0392009094357491,-0.0557714402675629,-0.2421645820140839,0.2100937813520432,0.0252651311457157,0.1337381154298782,-0.1309967041015625,0.2111328095197678,-0.0057283919304609,-0.2480400204658508,0.1229544878005981,0.1001321971416473) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(-0.0963816866278648,0.0236221980303526,-0.1729129105806351,-0.0224700178951025,0.0416511930525303,-0.0098097184672952,0.2250513732433319,0.1980445683002472,0.1999557465314865,-0.4346832633018494,-0.1971718519926071,0.1336177289485931,-0.2710929512977600,-0.0232510026544333,0.1904300302267075,-0.5326592326164246) * FEATURE1_texOff(vec2(0,0)); +res += mat4(-0.2854235470294952,-0.1727097779512405,0.2212820798158646,-0.6337124705314636,0.1350235939025879,0.0587622411549091,-0.6112856864929199,0.3033475279808044,0.4720011353492737,-0.1540339887142181,-0.4499722719192505,0.6444893479347229,0.0336703881621361,-0.0260129868984222,-0.1982933133840561,-0.1108348146080971) * FEATURE2_texOff(vec2(0,0)); +res += mat4(0.3936024010181427,0.1002474948763847,-0.1018962189555168,-0.5044853091239929,0.1271165311336517,0.1502388119697571,0.0488024838268757,-0.1929558962583542,-0.1233128532767296,-0.1991779953241348,-0.1524319499731064,-0.0848715230822563,-0.0155095933005214,-0.1917992830276489,-0.3323145806789398,0.3108884096145630) * FEATURE3_texOff(vec2(0,0)); +res += mat4(0.2295550853013992,-0.1973270028829575,-0.2825872600078583,-0.0410918630659580,-0.2558916807174683,-0.0140108587220311,0.0134098604321480,-0.0889729261398315,-0.0606309771537781,-0.1130445376038551,-0.1547448337078094,0.0267129093408585,-0.3207915425300598,-0.2566465437412262,0.0131275942549109,-0.5349386334419250) * FEATURE4_texOff(vec2(0,0)); +res += mat4(-0.3259268403053284,-0.1685020923614502,0.1415168344974518,0.0064681298099458,0.1198796555399895,0.0938111543655396,0.0419938862323761,-0.0836924165487289,-0.1284605413675308,-0.2213986515998840,0.0123203611001372,-0.1417588442564011,-0.3065121471881866,0.2827109992504120,0.1858590543270111,0.3755801022052765) * FEATURE1_texOff(vec2(0,1)); +res += mat4(0.2329712808132172,0.0338575430214405,-0.0040721739642322,-0.0079094748944044,-0.3260537981987000,-0.1572857350111008,0.1268580257892609,-0.5230516791343689,0.0916409716010094,-0.0883808881044388,-0.2193629592657089,0.1847866922616959,-0.1687337011098862,0.1701498031616211,-0.0365195684134960,-0.0220766570419073) * FEATURE2_texOff(vec2(0,1)); +res += mat4(-0.1062429621815681,0.3691445589065552,-0.3756815791130066,0.6537393331527710,-0.0361825861036777,0.0031433734111488,-0.1238657310605049,-0.1192228049039841,-0.1342777162790298,0.0458285287022591,0.2127134799957275,-0.4633499085903168,-0.1293898075819016,-0.0239851064980030,-0.0308082439005375,-0.2247954308986664) * FEATURE3_texOff(vec2(0,1)); +res += mat4(-0.1353782415390015,-0.0376875549554825,0.2146020084619522,-0.0445286817848682,-0.0031098062172532,0.1509363502264023,-0.1451402008533478,0.3077156841754913,-0.1892793178558350,0.1314236223697662,-0.1315165311098099,-0.0676322728395462,-0.3856800496578217,-0.0541049204766750,0.3029918074607849,0.0462379008531570) * FEATURE4_texOff(vec2(0,1)); +res += mat4(0.0028464326169342,0.0406418517231941,0.0925554707646370,-0.1847309172153473,-0.1931904554367065,-0.0480718091130257,0.0073764678090811,-0.0480887517333031,-0.0803316682577133,0.1634706407785416,0.0943916440010071,0.0614554770290852,0.0845278799533844,0.0918643251061440,-0.1679021269083023,0.1855772584676743) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(0.1136827841401100,0.0920161232352257,-0.0340088084340096,-0.2438882589340210,0.0022524227388203,-0.0241311267018318,0.4952031373977661,0.0950114950537682,-0.3279016315937042,-0.1447808146476746,0.0508631952106953,-0.0743442475795746,-0.0144945913925767,-0.1340451389551163,0.0509128570556641,-0.0722603425383568) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(-0.1580133885145187,0.0298170093446970,0.2724783420562744,0.1275223344564438,0.1290402859449387,-0.1293425261974335,-0.1215599104762077,-0.0739666149020195,-0.1510761082172394,0.1302848160266876,-0.2184193879365921,0.0627807378768921,0.0533174425363541,-0.0675201192498207,0.0916451737284660,-0.1907976269721985) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(0.0646568238735199,-0.0745790004730225,-0.0125157898291945,-0.1272885799407959,0.1439774334430695,0.0446015559136868,0.1382612735033035,-0.2161758840084076,-0.0745507404208183,0.1260479390621185,-0.1116243004798889,0.0566606037318707,-0.0634351223707199,-0.2372566163539886,0.2227157205343246,0.0702196881175041) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(0.1067308709025383,-0.0552560165524483,-0.0885369703173637,0.3382973074913025,0.1900973767042160,-0.0471013747155666,-0.0019915490411222,0.0137355709448457,0.0755001902580261,0.0208593588322401,-0.0141422459855676,-0.0888440832495689,-0.0929339602589607,-0.2389165759086609,-0.1645234972238541,0.1294811517000198) * FEATURE1_texOff(vec2(1,0)); +res += mat4(-0.0843795463442802,0.0958129242062569,0.1686721146106720,0.1662779301404953,0.0269482955336571,-0.1080698147416115,0.0690365880727768,-0.2544018030166626,0.2507861554622650,-0.0577043928205967,0.2741414308547974,-0.0088143944740295,-0.1140271797776222,-0.0002383657119935,-0.0683881565928459,-0.0444537289440632) * FEATURE2_texOff(vec2(1,0)); +res += mat4(0.2989420890808105,-0.0771016702055931,0.0398744344711304,0.1939385384321213,0.0803771018981934,0.2078321874141693,0.0200261678546667,-0.0672411024570465,-0.2295205295085907,-0.2181767225265503,-0.1718000918626785,0.2850292026996613,-0.3103581666946411,-0.1325287818908691,-0.0065654078498483,0.1480577886104584) * FEATURE3_texOff(vec2(1,0)); +res += mat4(0.2620290219783783,0.0492270402610302,0.0275605693459511,0.0953018888831139,-0.1188623905181885,-0.0989535376429558,-0.0606087967753410,0.1288254112005234,0.1049842759966850,-0.3303307294845581,0.0244982130825520,-0.0218701213598251,0.0389205478131771,-0.2766166031360626,0.2208117097616196,-0.0779608860611916) * FEATURE4_texOff(vec2(1,0)); +res += mat4(-0.0053450786508620,0.1109809726476669,-0.0317074507474899,0.2496421188116074,0.0451021194458008,0.0678569898009300,0.0213301498442888,-0.1658379435539246,-0.2613688111305237,0.2634420096874237,0.0933972895145416,0.1037345156073570,0.0742104426026344,0.1532714515924454,-0.1157754212617874,-0.1917258799076080) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.1520950794219971,-0.0761306509375572,-0.0536881908774376,0.4475339055061340,-0.1540124416351318,-0.0643950253725052,0.0071839466691017,-0.1226242855191231,0.0485517010092735,0.0376602858304977,-0.0457136407494545,-0.0840197205543518,0.2285289019346237,0.1076427251100540,-0.0270565245300531,0.0792062282562256) * FEATURE2_texOff(vec2(1,1)); +res += mat4(0.1940105557441711,0.1126421466469765,-0.3066647946834564,0.2072615623474121,-0.1058962270617485,-0.0195719934999943,-0.1303514689207077,0.0505842752754688,0.0888841226696968,0.1498940587043762,0.1124349609017372,-0.1797216683626175,0.0434344857931137,0.0096777314320207,0.0737498104572296,-0.6063233613967896) * FEATURE3_texOff(vec2(1,1)); +res += mat4(0.0425488725304604,0.0055217170156538,-0.0417114570736885,0.0269294884055853,-0.0606696717441082,-0.1162500381469727,0.1206417679786682,0.0263194758445024,-0.0818367078900337,0.0655204281210899,-0.0655337721109390,-0.1234961003065109,0.0214693527668715,0.0903595164418221,-0.0130651295185089,-0.1287123113870621) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.4730016589164734,0.3655959665775299,-0.2802486717700958,-0.4265432655811310) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 1_3 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL23 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.1068498939275742,0.0224376078695059,-0.0024097065906972,-0.0792689025402069); +res += mat4(0.0181803442537785,0.0674853250384331,-0.1265344917774200,-0.0218618325889111,-0.0869689434766769,0.1053872480988503,-0.0992796495556831,0.0141461445018649,-0.0925305783748627,0.0291556920856237,0.2688764035701752,-0.0474680028855801,0.1045153662562370,0.1096798181533813,0.0023779468610883,0.2131648063659668) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(0.3533977568149567,-0.1001951098442078,-0.0183106418699026,0.0017019035294652,-0.2894389629364014,-0.0171565115451813,-0.2175557017326355,-0.0215419773012400,0.0661054253578186,-0.0339064672589302,0.0547012835741043,-0.1251597851514816,0.1160517260432243,-0.0128150330856442,-0.1865216344594955,0.0722576007246971) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(-0.1361459791660309,-0.1371068805456161,0.0689596310257912,0.1339294910430908,0.0408511459827423,0.0876319110393524,-0.0190939400345087,-0.0503945313394070,-0.0690736547112465,0.2444718033075333,-0.0010501143988222,-0.0774922966957092,-0.1381646394729614,0.1078057214617729,0.0194984395056963,0.0199265126138926) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(-0.2012318670749664,0.1654687523841858,0.0428198911249638,0.0124987605959177,0.0568455383181572,-0.0227466151118279,-0.0348395667970181,-0.0436778143048286,0.1334147751331329,0.0745504349470139,-0.0980251356959343,-0.0980399176478386,0.1086588427424431,0.1538669317960739,0.1078789010643959,0.0145203405991197) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(0.0563423559069633,-0.1406311839818954,0.0916531011462212,-0.0641987845301628,-0.0232900027185678,-0.1167540177702904,-0.0926523655653000,0.0327877216041088,0.1206583529710770,0.0137982740998268,-0.2181962430477142,-0.0732070207595825,0.3986870050430298,-0.1097618192434311,-0.1635782569646835,-0.0564717128872871) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(-0.0632074847817421,-0.2536352574825287,0.0580678060650826,-0.1632629930973053,0.2691094577312469,0.1574228852987289,-0.0472787022590637,0.0881788432598114,-0.1814105808734894,-0.0040500233881176,-0.1393396854400635,-0.1951746493577957,-0.0414040684700012,-0.1159598901867867,0.0469891279935837,-0.0079741673544049) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(-0.1894895732402802,0.0108783831819892,0.2157879918813705,0.0903736427426338,0.1316229254007339,0.2451830953359604,-0.1203373000025749,0.2575775980949402,0.1407234966754913,-0.0832646563649178,-0.1568229645490646,0.0545096285641193,0.0597689077258110,-0.1081062778830528,-0.0841651409864426,-0.0314163081347942) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(-0.0216937493532896,-0.1346040368080139,0.0350560471415520,-0.0480668805539608,0.0926286280155182,-0.1445267647504807,0.1516186445951462,-0.0996525585651398,0.1173405796289444,0.1228884086012840,-0.1831370145082474,0.0030460406560451,0.4818059206008911,0.0375531949102879,-0.3507771492004395,-0.0473322011530399) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(-0.0425182506442070,-0.1205067187547684,-0.1795590966939926,-0.0406252518296242,-0.0822191536426544,-0.1416527628898621,-0.1523015946149826,-0.1966950893402100,0.1534976661205292,-0.0823664814233780,0.1398902833461761,0.1872176527976990,-0.3203691840171814,-0.0699252486228943,0.1018531471490860,-0.0983449220657349) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(-0.0126265734434128,-0.0455899834632874,0.0972962081432343,0.0509651526808739,0.0533396378159523,-0.0309946630150080,0.1093288958072662,0.0448884107172489,0.0203281845897436,0.0521102361381054,-0.1435694098472595,-0.1272373497486115,0.0327667742967606,0.0416485033929348,0.0186139661818743,-0.0201864298433065) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(0.1195562034845352,0.1281285583972931,0.0012344763381407,0.1758122146129608,-0.0290505588054657,0.0510745570063591,-0.1876697540283203,-0.0343617051839828,0.1992195993661880,-0.2810811996459961,0.1259593069553375,-0.0893522202968597,0.2315267920494080,-0.3004943430423737,-0.2422719448804855,-0.1430527716875076) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(-0.0786485597491264,-0.0292762294411659,0.1236795708537102,0.1573273688554764,-0.0168952587991953,0.1282182186841965,-0.0550478808581829,-0.0742724165320396,0.1833973824977875,0.1316903531551361,-0.1423938423395157,-0.0303102098405361,-0.2247518748044968,0.0339135490357876,0.1431625932455063,-0.1280567049980164) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(0.0282066799700260,0.0926313400268555,0.0279843974858522,-0.0174273829907179,-0.1239684596657753,0.0873323604464531,-0.1396520733833313,0.0631038546562195,-0.1521342694759369,0.0822935178875923,0.1438777893781662,0.2342004477977753,-0.1868494302034378,0.3501272499561310,-0.1131436899304390,-0.1721433550119400) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(0.1828032433986664,0.1998613476753235,-0.0164872668683529,0.0191075354814529,-0.3959974050521851,-0.0517918616533279,-0.1055601462721825,0.0122828455641866,-0.1063216775655746,0.0375947803258896,-0.0699349939823151,0.1127478256821632,0.1133284494280815,0.0208671074360609,-0.0416382886469364,-0.0238342527300119) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(-0.1396529525518417,-0.0282370373606682,-0.0323401615023613,-0.1633979231119156,0.1094241365790367,0.0309195667505264,0.2445011436939240,0.0400733090937138,-0.3095892667770386,0.1575353592634201,-0.1113663017749786,-0.0022773621603847,-0.1359186768531799,-0.0630225613713264,-0.3628012835979462,-0.1326376348733902) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(-0.0894735082983971,-0.0896669328212738,0.1499202400445938,-0.0944010689854622,0.0583312064409256,-0.0126608330756426,-0.2147152423858643,-0.0215652957558632,-0.1177922859787941,0.0456483513116837,0.0204549245536327,-0.0764765962958336,-0.0538619942963123,0.1490221619606018,0.0124373994767666,0.1906240433454514) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(0.1993367671966553,0.1223497539758682,-0.0392627082765102,0.2788168191909790,0.0922471657395363,-0.2531153559684753,-0.1100602075457573,0.2930892407894135,0.1846672594547272,0.2228979170322418,0.1016059070825577,0.2192129641771317,0.4289297759532928,-0.0741789489984512,-0.6169342398643494,-0.2194722741842270) * FEATURE1_texOff(vec2(0,0)); +res += mat4(-0.0306668337434530,-0.0473439209163189,-0.4121291339397430,-0.1868667453527451,0.2793217599391937,0.1274234205484390,0.0877332091331482,0.2431191653013229,-0.3787598609924316,0.0931293740868568,0.1487477421760559,0.3159037530422211,0.2111402601003647,-0.1071637645363808,0.0152860702946782,-0.0390298105776310) * FEATURE2_texOff(vec2(0,0)); +res += mat4(-0.0570957995951176,-0.0612670294940472,-0.3233737051486969,-0.2470320910215378,0.0018566350918263,0.0886307954788208,-0.1303993016481400,-0.3397434651851654,-0.1383976042270660,0.3524385392665863,0.2954247593879700,0.3347482383251190,-0.1010874137282372,0.2279569357633591,-0.0689250975847244,0.2973155081272125) * FEATURE3_texOff(vec2(0,0)); +res += mat4(0.1473412811756134,0.1288300156593323,0.1205203682184219,0.0448942482471466,-0.0119561580941081,-0.2377465516328812,-0.1367591768503189,-0.2810507416725159,-0.0523518882691860,0.0708726793527603,0.1706065982580185,0.0793581008911133,-0.0454018563032150,-0.2512792646884918,-0.4026997089385986,0.0185119975358248) * FEATURE4_texOff(vec2(0,0)); +res += mat4(0.0805108919739723,0.0798353105783463,0.0227880049496889,-0.0167885478585958,0.2682724595069885,0.1518623530864716,0.0680777281522751,-0.1490436345338821,0.0676534026861191,-0.0719495415687561,-0.0398707166314125,-0.0952469408512115,-0.2091007679700851,0.0174053926020861,-0.0096214674413204,0.0019770753569901) * FEATURE1_texOff(vec2(0,1)); +res += mat4(0.0024138260632753,-0.0581566393375397,-0.1664668768644333,0.1126330643892288,0.2165462821722031,0.0167974866926670,-0.0599500276148319,0.0188397672027349,0.0577487237751484,-0.3018417954444885,-0.0685174018144608,-0.0142585532739758,-0.1478437036275864,0.0223527699708939,0.0859376862645149,-0.0360872410237789) * FEATURE2_texOff(vec2(0,1)); +res += mat4(0.2066729515790939,0.1541274189949036,-0.1364138871431351,-0.1951328366994858,0.1874501258134842,0.1513911187648773,0.1509729623794556,-0.2633168101310730,0.0848663523793221,0.1189890429377556,0.0624934732913971,-0.1043203920125961,0.1213532090187073,0.0012778271920979,0.0915908217430115,-0.0243451409041882) * FEATURE3_texOff(vec2(0,1)); +res += mat4(0.0092855095863342,0.1446494013071060,0.0244066137820482,-0.0003393912920728,0.0898872688412666,0.1351699084043503,0.0687514543533325,-0.1420029103755951,0.1252769976854324,0.1206224039196968,-0.1781837195158005,-0.1695613414049149,-0.0649869740009308,-0.0869675055146217,0.1191114336252213,-0.1655308455228806) * FEATURE4_texOff(vec2(0,1)); +res += mat4(-0.0752085074782372,0.0539673753082752,-0.0796784982085228,-0.1499834954738617,-0.0671416893601418,-0.1288341581821442,0.0771804004907608,-0.0872330218553543,-0.1099051535129547,-0.2603873908519745,0.0441368594765663,-0.1488848477602005,-0.1611886173486710,0.2752755284309387,0.1640261411666870,0.2272638082504272) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(-0.1892446279525757,0.0594876147806644,-0.1489266455173492,-0.0055449968203902,-0.1177957877516747,0.2269909381866455,0.2510500252246857,-0.1484318375587463,0.0580869540572166,0.1149290502071381,-0.0335899591445923,-0.2038038223981857,0.1723133325576782,-0.0136199584230781,-0.0236567948013544,0.0881756991147995) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(0.0054041203111410,0.1229338720440865,-0.1747557967901230,-0.0370169505476952,-0.0565179511904716,0.0460983514785767,-0.0040057785809040,-0.0819256231188774,0.2103905230760574,-0.3779387772083282,-0.0084069026634097,0.0580889955163002,0.1885393708944321,-0.1327203810214996,-0.3133801817893982,0.0391480140388012) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(-0.2097729891538620,-0.1689597666263580,-0.1664648503065109,-0.1793139427900314,-0.0850801393389702,0.2283965647220612,-0.0577811487019062,0.1894859671592712,0.1025840565562248,0.1195367202162743,-0.2647812962532043,0.0160049684345722,-0.1704923957586288,-0.1322751492261887,0.1252082735300064,-0.0197375323623419) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(-0.0013422787887976,0.1129100173711777,-0.0038423587102443,0.1264080852270126,-0.0252035073935986,0.1085704267024994,0.2262658178806305,0.1140006110072136,0.1575347781181335,0.3107490539550781,0.0905072987079620,0.0279484353959560,-0.1788310706615448,0.1854739636182785,-0.0918399766087532,0.2511482834815979) * FEATURE1_texOff(vec2(1,0)); +res += mat4(0.1267061084508896,-0.1471017152070999,-0.2251567095518112,-0.1611172109842300,0.0942601561546326,0.0670419186353683,-0.0269072540104389,0.1851729154586792,-0.0551678612828255,0.1288409978151321,0.4945599734783173,0.0264458172023296,0.1613845676183701,0.0589136108756065,-0.0194913689047098,0.0697190389037132) * FEATURE2_texOff(vec2(1,0)); +res += mat4(-0.0895941033959389,-0.0320550128817558,-0.0735349804162979,-0.0348859019577503,-0.0243661850690842,0.0162992011755705,-0.2477076500654221,0.0838671103119850,-0.0076459781266749,-0.1001882851123810,0.0527665242552757,0.0665429830551147,0.0335152857005596,0.0992514267563820,0.2353664934635162,0.1117936298251152) * FEATURE3_texOff(vec2(1,0)); +res += mat4(-0.1244806423783302,0.1107732355594635,-0.0505175180733204,0.0150187658146024,-0.1515004038810730,0.3250357508659363,0.0479312203824520,-0.0896787196397781,-0.0060879425145686,0.0559833347797394,0.2023715227842331,0.2517331838607788,-0.0951916500926018,-0.0684622079133987,0.0637184381484985,0.0469728000462055) * FEATURE4_texOff(vec2(1,0)); +res += mat4(0.0421132631599903,-0.0666640400886536,-0.0614126957952976,-0.1348003000020981,-0.0451293289661407,0.1003058180212975,0.0200788099318743,-0.2391413450241089,-0.0311860535293818,-0.0136138740926981,-0.1848115772008896,0.0732163786888123,-0.0604140311479568,0.0811294242739677,-0.0391813740134239,0.2426086068153381) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.0365599356591702,0.2424106597900391,0.1032833904027939,0.1385392546653748,-0.0783990547060966,-0.0829616039991379,-0.0824204236268997,-0.0937133431434631,-0.1557883322238922,-0.0602848269045353,0.0037280109245330,0.0278095174580812,0.0402884408831596,0.0789545029401779,-0.0467504560947418,0.0939249768853188) * FEATURE2_texOff(vec2(1,1)); +res += mat4(0.2891236245632172,0.2102823406457901,0.3137135207653046,0.2868292033672333,0.2091424912214279,-0.1346053779125214,-0.0634608119726181,-0.0963971167802811,0.1247189715504646,0.0464955158531666,-0.0033531992230564,-0.0981209874153137,-0.0109948534518480,0.3303783833980560,0.2545963227748871,0.0130921611562371) * FEATURE3_texOff(vec2(1,1)); +res += mat4(-0.0735277459025383,-0.0561351887881756,-0.1501527428627014,-0.0449621304869652,0.1262317150831223,0.0975477918982506,-0.0120284929871559,0.0393448099493980,0.0638149231672287,0.0163939800113440,-0.1339456140995026,-0.0908776968717575,-0.0123067917302251,-0.1234612539410591,0.0678170993924141,0.0884721055626869) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.4124448597431183,-0.1573285609483719,1.0311002731323242,-0.2229315489530563) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 1_4 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL24 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0276391524821520,-0.0368193946778774,0.0009587873355485,-0.0088042151182890); +res += mat4(-0.0512284897267818,-0.1266047507524490,0.0003899600997102,0.0382442288100719,0.0280260406434536,-0.0985767468810081,0.0960592478513718,0.1009741127490997,0.0794202387332916,-0.0894011631608009,-0.0318590365350246,0.2820032536983490,0.1622142791748047,-0.0648426041007042,-0.0318264104425907,0.2290576994419098) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(-0.0880835801362991,-0.0746648088097572,0.0301566477864981,0.2522626519203186,0.0198932215571404,-0.3623333871364594,-0.1393494457006454,0.0810209363698959,-0.0337680168449879,0.4135749340057373,-0.0275239255279303,0.1069174632430077,-0.0867640748620033,0.2835955321788788,0.0385841131210327,-0.2772567570209503) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(0.1398154497146606,0.1833032965660095,0.1429570466279984,-0.2008739262819290,0.1255137324333191,0.1759242862462997,-0.0801086202263832,0.1022183746099472,-0.1252491176128387,0.2192120701074600,-0.0901050195097923,-0.0739596411585808,-0.0145227387547493,0.2093513756990433,0.0989906564354897,-0.4653756022453308) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(0.0910915136337280,0.0218110010027885,-0.2299140542745590,-0.0992468520998955,0.1527165621519089,-0.0234429500997066,0.1729617714881897,0.1210219487547874,0.0308788418769836,0.1581681817770004,-0.1064032241702080,0.1713964939117432,-0.0579254552721977,-0.0981267616152763,0.0721170827746391,0.4352712929248810) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(0.1139030829071999,0.1903209835290909,-0.0222220905125141,0.3532032668590546,0.0809147581458092,0.0770453140139580,-0.0473277904093266,0.0858416631817818,-0.0970203354954720,0.1008593663573265,0.0660797581076622,-0.1909750699996948,-0.2427512258291245,0.6397042274475098,0.0922172367572784,0.0495349727571011) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(-0.3992361724376678,0.0173487830907106,-0.1029165908694267,-0.1035509854555130,0.1490598171949387,0.0421177074313164,-0.0064252838492393,-0.3544484078884125,-0.2148116081953049,0.0754418447613716,-0.1371121853590012,-0.0036297440528870,-0.1118893921375275,0.0114238159731030,-0.0887103676795959,0.1135005429387093) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(-0.1465966850519180,0.1308209002017975,-0.0314560718834400,0.0195829663425684,0.0382306873798370,-0.0358776263892651,0.0588177591562271,0.1130544021725655,0.0667202621698380,-0.4304334819316864,0.1731773465871811,-0.0338225960731506,0.1401392072439194,0.3294782638549805,0.1753993630409241,-0.2321190536022186) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(0.1495974510908127,0.1306014209985733,-0.0431498326361179,-0.0301422402262688,-0.0120332324877381,0.1270328462123871,0.1222266033291817,-0.2212877422571182,-0.1681265830993652,0.0441069379448891,-0.0305443741381168,0.3058312237262726,-0.4929610788822174,0.0790526047348976,0.4786027669906616,-0.2305954843759537) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(-0.1589186042547226,0.0605827085673809,-0.2689137160778046,0.0477557331323624,0.1626936197280884,-0.0011751441052184,-0.0710681602358818,0.0493479035794735,-0.1455902308225632,0.1495406925678253,0.0642785280942917,0.0444303490221500,0.0708884596824646,0.2172771692276001,-0.3717521131038666,-0.1617302000522614) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(0.2892165184020996,0.1441503465175629,0.0615429878234863,-0.1020750626921654,-0.0370684303343296,0.0746947675943375,-0.0515859760344028,-0.0460813269019127,0.1917646825313568,0.6001849174499512,0.0201843176037073,0.1827513128519058,-0.1692900210618973,0.1987190395593643,-0.0395970046520233,0.1350836455821991) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(-0.1074120476841927,0.1280410736799240,-0.2243510931730270,0.0713966265320778,0.1218168810009956,-0.1806309372186661,0.0024074912071228,-0.0816539302468300,-0.1269691437482834,0.0446485243737698,-0.1393088549375534,0.0748079717159271,0.3676311075687408,-0.2882465422153473,-0.0363978743553162,-0.0816833227872849) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(0.1200772225856781,-0.0123626114800572,0.0137382885441184,-0.0404612123966217,0.3193710744380951,0.0684955194592476,0.0106347827240825,0.1104538217186928,0.0417028255760670,0.0828518643975258,-0.2320852130651474,0.0331128612160683,-0.0971346870064735,0.1526152640581131,-0.0779332667589188,-0.0929415822029114) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(0.0525921061635017,-0.3359874486923218,-0.0078710718080401,-0.1374333500862122,0.2590954601764679,-0.0768891125917435,0.0508984476327896,-0.1581731736660004,-0.0318949185311794,-0.1478116214275360,-0.2305790483951569,0.1825617700815201,0.0293236523866653,-0.1312873065471649,-0.0622633099555969,0.3680928349494934) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(-0.0203104615211487,0.0025942281354219,-0.0195699967443943,0.1549775004386902,0.0978987291455269,-0.2722118794918060,0.0655220821499825,-0.2815326154232025,0.0942241922020912,-0.2385305911302567,-0.0729167684912682,-0.0312109272927046,0.1115255951881409,-0.0284709408879280,-0.0194077510386705,0.1887127459049225) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(0.0734510943293571,-0.1324222683906555,0.2535214722156525,-0.1086499541997910,-0.1143152341246605,0.0077860797755420,0.0962566882371902,0.1382277309894562,0.0008813540916890,0.2378026843070984,0.1073359325528145,-0.0395402163267136,-0.2830325365066528,0.0064922729507089,-0.0966577902436256,0.2031780183315277) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(0.0153142679482698,-0.1495558768510818,0.0346917286515236,0.1711444109678268,-0.0391992926597595,-0.0994686484336853,0.1475034058094025,0.0605712905526161,-0.1002967506647110,-0.0975978970527649,0.2227404564619064,-0.0167322885245085,-0.0164016820490360,-0.1338599324226379,-0.0343371964991093,0.0646810233592987) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(-0.2792942821979523,-0.0136374095454812,0.2159845530986786,-0.0228838622570038,-0.1302424520254135,-0.0234360862523317,0.2155476659536362,0.0558985620737076,-0.2886854708194733,-0.3616232872009277,0.2785043418407440,-0.1198430880904198,-0.4276877939701080,-0.2380819022655487,0.3149649202823639,0.2742180526256561) * FEATURE1_texOff(vec2(0,0)); +res += mat4(-0.1440424174070358,-0.0905576795339584,-0.5096263289451599,0.3241795003414154,-0.3366738855838776,-0.5786947011947632,0.6236954331398010,-0.3417075276374817,-0.2193205356597900,-0.9815174937248230,0.3053073287010193,0.1079142317175865,-0.0470061823725700,0.1895188987255096,0.2669617533683777,0.0896047949790955) * FEATURE2_texOff(vec2(0,0)); +res += mat4(0.3119420409202576,-0.3241403102874756,0.1295046508312225,0.1543032824993134,0.1846247166395187,0.1443347930908203,-0.2766005694866180,0.1804308891296387,0.0580570437014103,0.0978658050298691,-0.2054129242897034,-0.2724965810775757,-0.1148106753826141,-0.2765281200408936,0.2202637642621994,-0.0679227337241173) * FEATURE3_texOff(vec2(0,0)); +res += mat4(-0.1073105335235596,-0.0922479107975960,0.0815344899892807,-0.0934060215950012,0.0450365319848061,-0.1618713736534119,-0.0057997745461762,0.0604049861431122,-0.3930872082710266,-0.1035098209977150,0.0897450521588326,-0.1435426026582718,0.1402607262134552,-0.2779651582241058,0.2919771075248718,0.0986392125487328) * FEATURE4_texOff(vec2(0,0)); +res += mat4(-0.2215272784233093,0.2717513144016266,0.2179019898176193,-0.2265601605176926,-0.1447246074676514,-0.0803046002984047,0.1011651083827019,-0.2436654865741730,-0.1627176105976105,0.0800484791398048,0.1941668242216110,0.1445065885782242,-0.0223881006240845,-0.0276836343109608,0.0174419265240431,0.1133214980363846) * FEATURE1_texOff(vec2(0,1)); +res += mat4(0.3692201972007751,-0.1681609749794006,0.1008485332131386,-0.0330225676298141,-0.1842451244592667,0.0659887120127678,0.1862346827983856,0.2495231032371521,-0.1613597869873047,-0.5406157374382019,0.3562872707843781,0.0758387371897697,-0.0238100755959749,-0.0099044134840369,-0.1040502637624741,0.0045572747476399) * FEATURE2_texOff(vec2(0,1)); +res += mat4(0.1984873563051224,-0.0321327298879623,-0.0767363905906677,-0.3458163440227509,-0.0624072887003422,0.2217394262552261,-0.1812375783920288,-0.2007366567850113,-0.0360004305839539,-0.0814774483442307,0.0301776006817818,0.0453007817268372,0.1291864663362503,-0.5016673803329468,0.2331795990467072,-0.0206286571919918) * FEATURE3_texOff(vec2(0,1)); +res += mat4(-0.1869669109582901,0.1175568699836731,-0.0093930615112185,-0.0982860177755356,0.1489449739456177,0.1509801298379898,0.1364290863275528,0.1481650918722153,-0.2728213369846344,-0.0595689080655575,0.1831181943416595,0.1033088639378548,-0.0593473203480244,-0.1265224367380142,-0.1357106417417526,-0.0648572370409966) * FEATURE4_texOff(vec2(0,1)); +res += mat4(-0.0581371076405048,0.0164663475006819,-0.2379105985164642,0.1111095994710922,-0.1268516927957535,0.0199379976838827,0.0668751820921898,-0.0209231674671173,-0.0068986923433840,0.2107154875993729,0.0485591664910316,0.0268871169537306,0.0251561682671309,-0.0467116571962833,-0.0188051257282495,0.2871693074703217) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(-0.0911727920174599,0.0826637521386147,0.0314448922872543,-0.0948437526822090,0.2545170187950134,0.3610626161098480,-0.2539221644401550,-0.1029973998665810,-0.1752015799283981,0.1109408810734749,-0.0078666815534234,-0.0144435223191977,0.0496135279536247,-0.0564512796700001,0.1520180106163025,-0.0158360097557306) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(-0.1364693939685822,-0.0705100819468498,0.0106494743376970,-0.2988429069519043,-0.0525171011686325,-0.1362292468547821,0.1148492917418480,-0.0203459002077579,0.1034045144915581,-0.0856523290276527,0.0057818167842925,0.1133263111114502,-0.3602631986141205,-0.2070565819740295,-0.0580713823437691,0.0692999809980392) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(0.0803081840276718,-0.0132953720167279,-0.0820070505142212,0.1188346147537231,-0.0762649551033974,-0.0126790665090084,-0.1647856980562210,-0.2004527598619461,0.0922043696045876,0.0458665415644646,0.0243337117135525,-0.1386706084012985,0.1162140890955925,0.2359302341938019,-0.0947909057140350,0.1188478693366051) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(0.2241883575916290,-0.0002685249201022,-0.0647603645920753,-0.0743931904435158,0.0535587742924690,0.1856697201728821,0.0826538503170013,0.1249624118208885,0.0442660711705685,-0.1140523701906204,0.0535282008349895,-0.1772371083498001,-0.0947251766920090,-0.2532318532466888,-0.1441475301980972,-0.2547788023948669) * FEATURE1_texOff(vec2(1,0)); +res += mat4(0.1205939874053001,0.0580725893378258,-0.0748139247298241,-0.1515609622001648,0.2546226978302002,0.1498339474201202,0.0359260998666286,0.1716753095388412,0.0893829911947250,0.3786503672599792,-0.2136993557214737,0.2561863958835602,-0.2029487192630768,0.0214800536632538,-0.0743292272090912,0.1618950664997101) * FEATURE2_texOff(vec2(1,0)); +res += mat4(0.4180209338665009,-0.0216797441244125,-0.3631378412246704,0.3311598598957062,0.0777714550495148,-0.0235705375671387,-0.0216308142989874,-0.0137214148417115,-0.0879728794097900,-0.0042620217427611,0.1639691442251205,-0.0467774234712124,-0.2364792823791504,0.4306892752647400,-0.1660353988409042,-0.0198664423078299) * FEATURE3_texOff(vec2(1,0)); +res += mat4(0.0329383164644241,0.0616457127034664,-0.0876978114247322,-0.0902816206216812,0.1547207981348038,-0.1080925613641739,0.0620862543582916,0.1953070461750031,-0.1226431578397751,-0.0826953724026680,0.0106061799451709,-0.0180888026952744,0.1180846989154816,-0.0574277527630329,-0.3581351637840271,0.1040254086256027) * FEATURE4_texOff(vec2(1,0)); +res += mat4(0.0718922466039658,-0.0639816597104073,0.2500624358654022,0.0169612597674131,-0.1061661243438721,-0.0787121802568436,-0.1806877404451370,-0.0875897556543350,0.0795312747359276,-0.0504190176725388,-0.0427933260798454,0.1079434454441071,-0.1743738204240799,0.0503573343157768,-0.2626316845417023,0.1060481369495392) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.2877856194972992,-0.0192954391241074,0.0357379056513309,0.0966648235917091,0.1347411870956421,0.1897733956575394,0.0600231923162937,0.1145158261060715,0.0577433519065380,-0.0875665172934532,-0.1702442616224289,-0.2217882275581360,-0.0265153795480728,-0.0828273594379425,0.0133187333121896,-0.1086040809750557) * FEATURE2_texOff(vec2(1,1)); +res += mat4(0.2957399487495422,0.1281296312808990,0.1354809850454330,0.1091071963310242,0.0684738680720329,0.0143296299502254,-0.0095662921667099,-0.0333633571863174,0.2293163388967514,0.0573069900274277,-0.0318913869559765,0.1224356889724731,-0.1447125226259232,-0.0462449304759502,-0.1280532181262970,0.2198632806539536) * FEATURE3_texOff(vec2(1,1)); +res += mat4(-0.1249560043215752,-0.1264289617538452,-0.0111747449263930,0.2133233994245529,0.0737310945987701,0.0572129078209400,-0.1522866785526276,-0.0053331558592618,-0.2315830886363983,0.0517257228493690,-0.1161448284983635,-0.0945684909820557,-0.1519399285316467,0.0498700365424156,0.1356800198554993,0.0395055748522282) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.0685209408402443,-0.1466239243745804,0.3530291020870209,1.6856886148452759) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 2_1 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0252641290426254,0.0020070585887879,-0.0112976124510169,-0.0971267968416214); +res += mat4(-0.1112153232097626,-0.1290152519941330,0.0668729767203331,0.0118868779391050,0.1585973799228668,-0.0442963168025017,0.0418141037225723,0.1137910261750221,0.0022396857384592,0.0899342969059944,0.0501550808548927,0.0310229063034058,0.1902621537446976,-0.1355086266994476,-0.0383094958961010,0.1221060305833817) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.0415162704885006,0.0882404297590256,0.0391035228967667,0.0613963231444359,0.2475083470344543,-0.1803741455078125,-0.0198698658496141,-0.1254646480083466,-0.0021560578607023,-0.1062044128775597,0.1026266366243362,0.1119068190455437,0.4476961791515350,-0.0280944202095270,0.1568178832530975,-0.2190666645765305) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.0188779961317778,0.0277530476450920,0.0389820747077465,-0.2586156129837036,0.0106787811964750,0.2646213471889496,0.0013440174516290,-0.0087228240445256,-0.0968640223145485,-0.0614846833050251,0.1707906574010849,0.0456502810120583,0.0542166642844677,0.0050051584839821,-0.1619164794683456,0.2529488205909729) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.0292564854025841,0.0573729574680328,-0.1158921718597412,0.0802060514688492,0.0014583545271307,0.1242551058530807,0.1504593491554260,-0.0239170473068953,0.0165718980133533,-0.0962095558643341,0.1369344890117645,-0.0701941400766373,-0.1156022772192955,-0.1000966429710388,-0.0309402327984571,0.1054060235619545) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(-0.1535729616880417,-0.1164233237504959,-0.2167192697525024,0.1613093018531799,-0.0575151145458221,-0.1343143731355667,-0.3082703948020935,-0.0021589924581349,-0.0427034050226212,0.3576787114143372,0.0021093410905451,0.1162859648466110,0.0451593697071075,-0.1494793742895126,-0.0023208828642964,0.0194115508347750) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.0503892861306667,0.0074637639336288,0.2246681302785873,-0.0423772446811199,0.0203022230416536,0.0625192672014236,0.2670632302761078,-0.0629446730017662,-0.1362903565168381,0.2051977068185806,0.0412527546286583,-0.2094710320234299,0.1026567295193672,-0.0812265202403069,-0.0212699882686138,-0.3340020775794983) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0936334207653999,0.0898199155926704,0.1125340312719345,-0.1178874298930168,-0.1604606509208679,0.1726250797510147,-0.1367091685533524,0.2221400588750839,0.2257149219512939,0.3986952900886536,0.0298280436545610,0.0259350389242172,-0.0829658061265945,-0.0621973760426044,-0.0665359422564507,0.0518289841711521) * MODEL23_texOff(vec2(-1,0)); +res += mat4(-0.0050784200429916,-0.0438972637057304,0.0195731092244387,0.0615627765655518,-0.0996580272912979,0.0995503216981888,0.0083520598709583,-0.0639638230204582,-0.0507641807198524,-0.2197446078062057,-0.4345829486846924,-0.0690348520874977,-0.1994791328907013,0.1285219937562943,0.1701527237892151,-0.1436640024185181) * MODEL24_texOff(vec2(-1,0)); +res += mat4(0.0924441888928413,0.0236251149326563,-0.4910494089126587,0.0253128912299871,0.0478841923177242,0.0546688549220562,0.0182913988828659,-0.1137692704796791,0.1773209869861603,0.1137646883726120,-0.1463402658700943,0.0824856981635094,0.0260467510670424,0.1323533058166504,-0.2106251418590546,-0.0164368599653244) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.0113249095156789,0.0121775679290295,0.3036385178565979,-0.0711661055684090,0.0071473894640803,0.0653769969940186,0.0444424673914909,0.1048209741711617,0.0073815234936774,-0.0720506235957146,0.0157744269818068,-0.0822135210037231,0.0176163744181395,-0.1016462519764900,-0.0552337914705276,-0.1344270259141922) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0391482673585415,-0.0465121790766716,-0.1243414431810379,0.1298855543136597,-0.2934526801109314,-0.0861015766859055,-0.2106774300336838,0.0624218992888927,0.0460473597049713,-0.1302386671304703,-0.1231082528829575,-0.3038274049758911,0.0471962280571461,-0.1751445084810257,0.0088917221873999,0.1439039707183838) * MODEL23_texOff(vec2(-1,1)); +res += mat4(0.0777043402194977,0.0375744961202145,-0.2180566191673279,-0.1813468188047409,-0.0745469704270363,-0.2368815839290619,0.0959016606211662,0.0049554058350623,0.1009718552231789,0.2360313534736633,-0.0028967154212296,-0.0317436158657074,0.2783422768115997,0.1929028630256653,-0.0215986371040344,-0.0122601818293333) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.1924431771039963,0.1783954352140427,0.2372474074363708,0.0639218538999557,0.0571426115930080,-0.4163235127925873,-0.3362930119037628,0.0283660516142845,0.0671776533126831,0.0109091829508543,0.4148448705673218,0.0241018421947956,-0.2733539640903473,0.4192453920841217,0.2738875746726990,0.0797610655426979) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.0212403070181608,-0.2697927057743073,-0.1744555979967117,-0.0606739483773708,-0.0857950374484062,0.1570112705230713,-0.0018789059249684,-0.2498721182346344,-0.0161301326006651,-0.2893466651439667,0.0802197083830833,0.1134568080306053,0.1777777373790741,0.0353450402617455,-0.0900064632296562,0.0751536414027214) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.2031233608722687,-0.0338623449206352,-0.0822928696870804,0.1247866824269295,-0.1269137710332870,-0.2576018273830414,-0.0917174965143204,0.0713449046015739,0.0128632178530097,-0.1282040476799011,0.0337126217782497,-0.1021205335855484,-0.0005837124772370,-0.2502804100513458,0.0379060283303261,-0.0176716819405556) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.0422750413417816,0.0589921548962593,0.8017035722732544,-0.0014115098165348,-0.0393681973218918,0.4956814348697662,0.0968101620674133,0.0629168972373009,-0.1774604767560959,0.0633111223578453,0.0452733784914017,-0.2390646040439606,0.1999530196189880,-0.1968724727630615,0.0808281823992729,0.0941600054502487) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.0352727212011814,0.3437806069850922,-0.0476344861090183,-0.1606630235910416,-0.0343705490231514,0.1333051025867462,-0.5940815210342407,-0.0394776575267315,-0.0744098052382469,-0.3511085510253906,-0.2558006346225739,0.4300695061683655,0.2079274207353592,-0.4144565761089325,-0.0982594862580299,-0.1615497320890427) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.0059860688634217,0.1273269206285477,-0.3456586599349976,-0.0190329030156136,0.1169960796833038,-0.1429924070835114,-0.0033589454833418,0.2456189990043640,-0.0092286551371217,-0.2694190144538879,0.1299170553684235,0.1960584372282028,0.1669663637876511,-0.0484806038439274,-0.1899022608995438,0.1647327840328217) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.0625243261456490,0.1032451093196869,-0.2932478487491608,0.1190262883901596,0.0616716109216213,0.0938597172498703,-0.1479334682226181,-0.3196952342987061,-0.1079709678888321,-0.0462686419487000,-0.0123734986409545,-0.1397174149751663,-0.0758672803640366,0.3155734241008759,0.2930433154106140,-0.2042100727558136) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.3102602362632751,-0.4287241697311401,0.3141718804836273,0.0350647680461407,-0.1062964424490929,-0.3341901004314423,0.1113465353846550,0.0154921691864729,-0.1653561890125275,0.3684203624725342,0.0569069758057594,-0.2477611005306244,-0.0763007178902626,-0.5039454698562622,0.2129010260105133,0.0918852165341377) * MODEL24_texOff(vec2(0,0)); +res += mat4(0.1528778672218323,0.0202827136963606,-0.2039165645837784,-0.0049510928802192,0.1949958056211472,-0.0766472518444061,0.1119823306798935,-0.2927724421024323,0.1109305992722511,0.0024666218087077,-0.0852363407611847,0.1361898183822632,-0.0043576471507549,-0.1508250385522842,-0.1213319674134254,-0.2703056037425995) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.2466580718755722,-0.0102472612634301,-0.0035874743480235,-0.0960575714707375,0.1597584187984467,-0.0370427444577217,0.2127049714326859,-0.2604130506515503,-0.1293757706880569,0.1866120547056198,0.1729621887207031,0.1077893078327179,0.2043562829494476,0.1016410365700722,-0.0543094277381897,-0.0761859342455864) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.1533411294221878,-0.0147021356970072,-0.1735900640487671,-0.0857466235756874,0.0696973279118538,0.0461607165634632,-0.1468752622604370,-0.0073966621421278,-0.3312566578388214,0.0919762402772903,-0.1047898009419441,-0.1136892884969711,-0.1360038965940475,0.2013337463140488,0.1234860643744469,-0.1336199790239334) * MODEL23_texOff(vec2(0,1)); +res += mat4(0.0098816882818937,0.0096082901582122,-0.0194525942206383,-0.1894365102052689,0.0175760649144650,0.3709345459938049,0.1656151562929153,-0.0369059182703495,0.0341509804129601,-0.2093078196048737,-0.1340210586786270,-0.0690313056111336,0.1944856196641922,-0.0593277141451836,0.1038036644458771,0.0076564503833652) * MODEL24_texOff(vec2(0,1)); +res += mat4(0.0145893357694149,-0.2569732069969177,0.0885745361447334,-0.1714108437299728,0.0432470701634884,0.1793710142374039,-0.2939989864826202,0.0229709502309561,0.0542569123208523,-0.0988112017512321,0.0202424433082342,-0.2312433272600174,-0.0552027523517609,0.1280310153961182,0.0492839440703392,0.1757804751396179) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.3073885738849640,0.2344706654548645,-0.1168434545397758,-0.2214684784412384,0.0571368373930454,-0.5391205549240112,-0.1411010324954987,-0.0425849296152592,-0.0173266585916281,0.0684327781200409,0.0843692347407341,0.0584979951381683,0.2396380305290222,-0.1728077530860901,0.0662056952714920,0.1055703312158585) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.0243379548192024,0.0576447062194347,-0.0262649431824684,0.0168959647417068,0.0717182382941246,0.0354443006217480,-0.0666614472866058,-0.3415270745754242,-0.0501335300505161,0.1691432744264603,0.0794525966048241,0.0586176477372646,0.0911357924342155,-0.0447581633925438,0.1969918459653854,-0.0579728111624718) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.1118244975805283,0.0151733597740531,0.4261389076709747,-0.0512168630957603,-0.0730302482843399,0.2573783695697784,0.1865445226430893,-0.0135002937167883,-0.0590215884149075,-0.6961117982864380,0.1854244619607925,-0.0234839953482151,-0.1179354637861252,-0.0389842763543129,0.0056326398625970,0.3447855114936829) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.2119042277336121,-0.0400464348495007,-0.1367520391941071,-0.0675146207213402,0.0725385025143623,0.0308250635862350,-0.2567870020866394,-0.2430749535560608,-0.0460075512528419,0.1475888043642044,0.1505183428525925,-0.1297791302204132,0.2682323753833771,0.2181311547756195,-0.2046609222888947,-0.1567910313606262) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0110625857487321,-0.0195069331675768,0.0727807581424713,-0.2164670377969742,-0.2580776810646057,0.0179920289665461,-0.2441963851451874,0.1138706579804420,0.0938788875937462,-0.1292000412940979,0.0078846858814359,-0.1092280596494675,0.0832615420222282,-0.0028215555939823,-0.0535462461411953,0.3874228298664093) * MODEL22_texOff(vec2(1,0)); +res += mat4(0.2820084989070892,0.0044152657501400,0.0032118041999638,0.3697174489498138,0.0823801383376122,0.0659788399934769,-0.0891094952821732,-0.0316361635923386,-0.1892217695713043,-0.3404721617698669,0.2671749591827393,0.0481932125985622,-0.1755365729331970,-0.2196994721889496,-0.0300163086503744,-0.1842257976531982) * MODEL23_texOff(vec2(1,0)); +res += mat4(0.0686017945408821,-0.1509299278259277,0.1429064571857452,0.1194094717502594,0.0907324030995369,0.0474951341748238,-0.2149759382009506,-0.3423605263233185,-0.0300542600452900,0.0238965954631567,-0.0861588642001152,-0.2175619751214981,-0.1813366860151291,-0.1491464078426361,-0.0436973236501217,0.0809323191642761) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.0549467317759991,0.1676653474569321,-0.0363611206412315,-0.1386555731296539,0.0509185940027237,0.0146528575569391,-0.2752462327480316,-0.0275595486164093,0.0468580946326256,-0.2031522244215012,-0.0148721896111965,0.2903475463390350,-0.0474689789116383,0.1088950186967850,-0.0977190062403679,0.0917568951845169) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.0792685672640800,0.0026835498865694,0.1207516714930534,-0.0853453353047371,-0.0120416637510061,-0.0484751760959625,-0.3234220147132874,0.2299493998289108,-0.0252957977354527,0.0075421952642500,0.0648552179336548,-0.0809669345617294,0.1886993795633316,-0.0241757091134787,-0.0375543795526028,0.2057665735483170) * MODEL22_texOff(vec2(1,1)); +res += mat4(-0.1336321830749512,-0.0607530772686005,-0.0417493768036366,0.0523307174444199,-0.0663967430591583,-0.0191527139395475,0.0510897785425186,-0.1875380277633667,-0.1703707873821259,0.2028727382421494,-0.1047068834304810,-0.0357626788318157,0.0777209326624870,0.0011983948061243,0.1192802339792252,-0.1174854114651680) * MODEL23_texOff(vec2(1,1)); +res += mat4(0.0474792011082172,0.0236374791711569,-0.3770178854465485,-0.0976087376475334,0.0647136867046356,0.2597187161445618,0.2058401554822922,-0.0147128775715828,0.1671024560928345,-0.1731404811143875,0.1371451467275620,0.0042626857757568,-0.0421997830271721,0.5207641720771790,-0.0902144312858582,0.1766482144594193) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.8545718789100647,-0.0840604752302170,-0.0907920897006989,0.2459163814783096) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 2_2 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0801050662994385,0.0994666591286659,0.1125593259930611,0.0852865576744080); +res += mat4(-0.1076162829995155,0.0266945809125900,0.0198028944432735,-0.0909305214881897,-0.1235600113868713,0.0722407102584839,-0.0443985834717751,0.0059736096300185,0.0491683483123779,0.1287503838539124,0.1809915900230408,-0.0070542865432799,0.1541907638311386,0.0577855221927166,-0.2265781909227371,0.0782156139612198) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.0884904488921165,0.0377266407012939,-0.0276375859975815,-0.0822868347167969,0.1425243914127350,0.0806366652250290,0.0922210067510605,0.1286708414554596,-0.1484761834144592,-0.0301500968635082,-0.0055872774682939,0.0161952208727598,0.4339979588985443,0.0380864329636097,-0.1138076707720757,0.1879473179578781) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.2449868768453598,0.2305254340171814,-0.0461190715432167,-0.2919104099273682,-0.0156384315341711,0.0992589965462685,-0.1274316608905792,-0.2707347273826599,0.1928935199975967,-0.2594090402126312,-0.1163630560040474,0.0172485932707787,0.2589476406574249,0.0019404403865337,0.0474975742399693,0.2575989663600922) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(0.0475100353360176,-0.1571575701236725,-0.2145249843597412,0.4844884574413300,-0.0216422565281391,-0.0824311375617981,0.2302782386541367,-0.1298962384462357,-0.0242775734513998,-0.1919456273317337,0.1028647124767303,0.2100389599800110,-0.1880834549665451,-0.0531477034091949,0.1091206669807434,-0.0349448174238205) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.0937834307551384,-0.0431016944348812,0.0499998889863491,0.2555504739284515,0.2153814882040024,0.0436704270541668,0.0409013405442238,0.0823329240083694,0.1453103870153427,0.2357983738183975,0.1184995695948601,0.1039678230881691,-0.0968736559152603,-0.1543714106082916,-0.0155327608808875,-0.0496940165758133) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.1541574299335480,0.0462776720523834,0.1389753818511963,-0.0364779159426689,-0.1614634841680527,-0.0453020967543125,-0.0589548386633396,-0.0239928495138884,0.1283895373344421,0.0114042377099395,0.0370410792529583,0.1327277421951294,-0.0000656814154354,-0.1986267566680908,0.2169470638036728,0.1556583940982819) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0373123362660408,0.0372782796621323,0.1676844209432602,-0.1999126523733139,-0.1270708143711090,0.0970383137464523,-0.0399069190025330,-0.3352887332439423,-0.4539073109626770,0.1036956906318665,0.4347033798694611,-0.3350403606891632,-0.3603274822235107,0.0875138640403748,0.0526728853583336,0.3195717036724091) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.1242399737238884,-0.0889202132821083,-0.1343170702457428,-0.2953342497348785,0.0153844067826867,-0.0240883398801088,-0.0004045188543387,-0.1458905339241028,0.0373688153922558,-0.0160305183380842,-0.1034718975424767,0.0265125390142202,-0.0347625054419041,-0.2592774629592896,-0.1017255261540413,0.0414492636919022) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.0758282393217087,-0.2325401753187180,0.0121709108352661,-0.0803330987691879,-0.1435064226388931,0.0256339330226183,0.0273901242762804,-0.0140262683853507,-0.2210821658372879,0.1979586631059647,-0.1605195850133896,0.0261953733861446,0.1407209187746048,0.0468989051878452,-0.0349932424724102,0.1721057891845703) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.0681628435850143,-0.0098209036514163,0.1239921897649765,-0.0204317718744278,0.0804548338055611,0.2152336686849594,-0.0024442567955703,0.0320925526320934,0.0361015871167183,-0.0205314978957176,-0.1126058697700500,-0.0014873257605359,0.2800332605838776,0.0037784755695611,0.0869058221578598,0.0596554465591908) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0865352898836136,0.1016037687659264,-0.1264311075210571,-0.0650823414325714,0.1625873446464539,0.1388018280267715,0.0026970407925546,-0.2184839397668839,-0.2269182056188583,0.1520041227340698,0.1423522979021072,-0.0059245000593364,0.0274912212044001,-0.0769346952438354,-0.0494759194552898,-0.1748398691415787) * MODEL23_texOff(vec2(-1,1)); +res += mat4(0.0750753954052925,-0.0273857451975346,0.1419735848903656,-0.0235730838030577,-0.0138704841956496,-0.0139689007773995,0.0483048185706139,-0.0956244021654129,0.1120440736413002,-0.0972621366381645,-0.1160798147320747,0.1939661800861359,0.1023747995495796,-0.0643956139683723,0.2780937850475311,0.3574087619781494) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.2297069579362869,0.0962421149015427,-0.1195881068706512,0.0097166597843170,0.0348805896937847,0.1338941305875778,0.1152703538537025,0.1502132713794708,0.3627513647079468,-0.0340237580239773,0.0487365946173668,0.0061550815589726,-0.1395468115806580,-0.1357703059911728,-0.0263763219118118,-0.2589575350284576) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.0513985306024551,-0.0190195124596357,0.0479905530810356,-0.2535712718963623,-0.1374500244855881,-0.0866894349455833,0.1034291535615921,-0.1374215781688690,0.0866108834743500,0.0543164573609829,-0.0009623619844206,-0.0662131085991859,0.3434849381446838,-0.2140731215476990,0.1444104611873627,0.0636750832200050) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.1116948574781418,-0.0316041857004166,-0.1632359474897385,0.1782215535640717,-0.0255798362195492,-0.0638066157698631,-0.0080749560147524,-0.1936112344264984,-0.0144117018207908,-0.0171538740396500,-0.0740332379937172,-0.1351401209831238,-0.1139489710330963,-0.0578186400234699,-0.1057691052556038,0.1277135163545609) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.0818284749984741,-0.0793879851698875,-0.1394771486520767,-0.1681332737207413,0.0181720070540905,-0.0585673451423645,0.0554860942065716,0.0241071023046970,-0.1968786269426346,-0.0705669671297073,0.0864307507872581,-0.2742085456848145,0.1376655697822571,-0.0656840577721596,0.1653045862913132,-0.1848305314779282) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.1254152655601501,-0.0198164507746696,0.1184594780206680,0.1534397155046463,-0.2571099698543549,-0.0189164727926254,0.3401025831699371,0.0162880644202232,-0.1703143566846848,-0.1438487768173218,-0.2043357193470001,0.3892571032047272,-0.3171251416206360,-0.1261951327323914,0.1327711045742035,-0.2680117785930634) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.1005501970648766,0.1227165609598160,0.0960206910967827,-0.4399232268333435,-0.3774831891059875,0.0490228980779648,0.0381175167858601,-0.1295703649520874,-0.0732832849025726,-0.0267067495733500,-0.1944154500961304,-0.0241207536309958,0.2901774048805237,-0.0830366536974907,0.2960685491561890,-0.4988582730293274) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.0147057073190808,-0.1284276843070984,-0.2404933720827103,0.1863894313573837,0.1022091433405876,0.0848517194390297,0.0398509576916695,0.0116729624569416,-0.0392150692641735,0.0024178705643862,-0.1381286531686783,-0.2900184392929077,-0.0715357512235641,-0.0105091603472829,-0.0912584289908409,-0.3712546527385712) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.0243808180093765,-0.0519543960690498,-0.1486581712961197,0.1387389749288559,-0.0702589079737663,-0.2179156243801117,0.0258279461413622,-0.0185336414724588,-0.0714985132217407,0.1415340155363083,0.3182643651962280,-0.4657842814922333,0.2144563347101212,0.0918599069118500,-0.1168326437473297,0.1724049299955368) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.0126319238916039,-0.1009174659848213,0.2504695951938629,-0.0236394405364990,0.0128898788243532,-0.0896529331803322,0.0866011306643486,0.1438800841569901,-0.2136913686990738,-0.0201385989785194,-0.0688927844166756,-0.0991765856742859,0.0517510063946247,0.1439600437879562,0.1174704581499100,-0.1086399927735329) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0503461919724941,-0.0740107893943787,-0.1325467377901077,-0.2074648141860962,0.1072454899549484,-0.1761658638715744,0.0871471762657166,-0.1673765629529953,-0.2682093679904938,0.0293811168521643,-0.1638542264699936,-0.2117409408092499,0.3477135002613068,0.2295099198818207,0.0491019152104855,0.1084206327795982) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.0504011251032352,0.2067288905382156,-0.0073629999533296,0.1457924097776413,0.0620339177548885,-0.1119948700070381,-0.1501118838787079,0.2346826344728470,0.5092602372169495,0.1868600249290466,-0.1136022731661797,0.1919664889574051,0.1219481229782104,0.2078367024660110,0.0028008318040520,-0.0405882745981216) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.2219170629978180,-0.0478240586817265,-0.0489866286516190,-0.0739227905869484,-0.1364644467830658,-0.2019552439451218,-0.1066836491227150,-0.0749373212456703,0.2374245673418045,-0.0857832208275795,-0.3563011586666107,-0.1506288647651672,-0.1566981822252274,-0.0162856802344322,-0.1215076893568039,-0.1535970270633698) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.0579966939985752,-0.0037815778050572,-0.1812305003404617,-0.0753935948014259,-0.1741165965795517,-0.1541876494884491,-0.0491808578372002,0.0727171599864960,-0.1054848581552505,0.0190282333642244,-0.0141610363498330,-0.1216798201203346,0.0344856232404709,0.0057502901181579,-0.1386553198099136,0.1065665036439896) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.0439453646540642,0.0813000127673149,-0.0220230370759964,0.0326743498444557,0.0087312972173095,-0.0348919928073883,0.0759362801909447,-0.1092130541801453,-0.0025188133586198,-0.0417857021093369,-0.0689977705478668,-0.0642506554722786,0.3260026872158051,-0.0035864580422640,-0.0810837224125862,0.1716388165950775) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.0271371658891439,0.0734363794326782,0.0598491057753563,0.0557300187647343,-0.0026056636124849,-0.0633884444832802,-0.0733394920825958,-0.1940178871154785,0.2010715454816818,0.1119642481207848,0.1389995515346527,-0.0949506536126137,0.0911158993840218,0.0635829418897629,0.0315949209034443,-0.1315614432096481) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.1017910912632942,-0.2061360031366348,-0.1041752025485039,-0.0103018851950765,0.1707462370395660,-0.0586810894310474,0.0581866465508938,-0.0161019377410412,0.0879122987389565,-0.0541197322309017,-0.2283704727888107,-0.1977609544992447,0.1338181495666504,-0.0650581866502762,-0.0752524137496948,0.0543635524809361) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.1299287825822830,0.1638022810220718,-0.1342575103044510,-0.0590993240475655,-0.0747960284352303,-0.0861271098256111,0.0613376274704933,0.2032689154148102,-0.0197483338415623,0.0458240620791912,0.0245554819703102,-0.0633800178766251,-0.3771719038486481,-0.0954804494976997,0.0676602721214294,-0.1297683864831924) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0106584131717682,0.2311353236436844,-0.0716090351343155,-0.0407039411365986,-0.3316935598850250,0.0362733528017998,0.1759717166423798,-0.1649848371744156,-0.0889547392725945,-0.0092398673295975,-0.0180338956415653,-0.1939817070960999,0.2857017219066620,-0.0942703559994698,-0.0775639787316322,0.4081833660602570) * MODEL22_texOff(vec2(1,0)); +res += mat4(0.0571750700473785,-0.1698885709047318,-0.1413949429988861,-0.0179388727992773,-0.1160788536071777,0.0946100726723671,-0.1626931577920914,0.0623765438795090,-0.1634476184844971,-0.1697023957967758,-0.1382151246070862,0.0848704501986504,0.1146163865923882,-0.0801072195172310,0.0961583033204079,0.0265287980437279) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.0189419556409121,-0.0117408009245992,-0.0473808012902737,-0.0467528775334358,0.1804582625627518,0.0459953360259533,0.3216558992862701,0.0527309626340866,0.0947266072034836,-0.0655805468559265,-0.0609670653939247,0.0645589157938957,-0.0740409195423126,-0.0024905861355364,0.1519519537687302,-0.1588659882545471) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.0682990401983261,0.2567158341407776,-0.1169872060418129,-0.1719230711460114,0.0147625533863902,-0.1173110157251358,-0.1417838484048843,0.2485725283622742,0.1868502795696259,-0.1067186444997787,0.0013148693833500,-0.1634033620357513,0.1535543054342270,0.2188349515199661,0.0692407041788101,0.1484300643205643) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.3491378724575043,-0.0463713146746159,-0.0171543508768082,-0.0676113516092300,0.1483834236860275,0.0099052665755153,-0.0194302722811699,0.0146431894972920,0.0083301635459065,0.0747834295034409,0.0074021499603987,0.0754715800285339,0.0756404399871826,0.1152370944619179,-0.2008460611104965,0.1032391339540482) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.0221508126705885,0.1666185259819031,0.0065415902063251,-0.1316863298416138,-0.1317702233791351,0.0541386231780052,-0.0880564376711845,-0.1134744808077812,0.0478222519159317,-0.1045515537261963,0.0662696063518524,-0.0086398208513856,-0.1371609419584274,-0.1181495860219002,0.0720863267779350,-0.0144057497382164) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.2347561568021774,-0.0290091782808304,0.2239039242267609,-0.0208126846700907,-0.1887960135936737,-0.3240784704685211,-0.0081930644810200,-0.0753498002886772,-0.2413107901811600,-0.1123580858111382,0.1063470691442490,-0.0321078971028328,0.1231439933180809,0.2325603067874908,0.0910423919558525,0.2151947170495987) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.3700384795665741,0.1867311000823975,0.3296721875667572,0.1223545819520950) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 2_3 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0395699851214886,0.0608489736914635,-0.0564824230968952,0.0437459684908390); +res += mat4(0.0627577453851700,0.0735108256340027,-0.2505723834037781,0.0542526282370090,0.0917229577898979,0.1743847727775574,-0.1443964093923569,0.0286235641688108,0.0259803235530853,-0.1268649697303772,-0.1885348558425903,-0.0495235696434975,-0.2251551002264023,-0.0794702842831612,-0.0616355538368225,-0.0915255546569824) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.0041539301164448,-0.1277450621128082,-0.0736408308148384,-0.1307520866394043,-0.0670706331729889,0.0655885860323906,-0.1496570259332657,-0.0375640764832497,0.0466563180088997,-0.0200107730925083,-0.0143314460292459,0.1205859109759331,0.1632398217916489,0.1467486023902893,-0.0971901938319206,-0.2475381493568420) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.0291220284998417,-0.1628953516483307,-0.1984842419624329,0.1113823950290680,-0.0521631613373756,-0.0531319230794907,0.0415288470685482,0.1265639513731003,-0.1073012053966522,0.0316452756524086,-0.1961745619773865,-0.1869751513004303,-0.0452654846012592,0.0425117798149586,-0.1291804164648056,0.1099748685956001) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.0621672905981541,-0.1170068979263306,-0.2559027969837189,0.0632625445723534,-0.0709713399410248,0.0024068769998848,0.0415944792330265,0.0127850398421288,0.1048079654574394,0.0251914486289024,0.0161311775445938,-0.1454379260540009,-0.0500094592571259,-0.1110163927078247,0.1343509703874588,0.1034615188837051) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.0513200461864471,0.1136020645499229,0.2447075247764587,-0.0763697400689125,0.1113428100943565,-0.1855679154396057,0.0855054408311844,0.0366259589791298,0.0203202795237303,0.3182128071784973,-0.1010485142469406,0.0964826121926308,-0.1215276718139648,-0.0924006849527359,-0.2232442796230316,0.0020007661078125) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.1243320778012276,0.0423202812671661,0.1094631701707840,0.0753943473100662,0.0881383493542671,-0.1848517507314682,-0.0050055123865604,-0.0928815156221390,0.1052919998764992,0.0485860966145992,0.1169784665107727,-0.0707898586988449,0.1478728055953979,-0.0837634578347206,0.0231836903840303,-0.1768871992826462) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.1022085174918175,-0.0211354717612267,0.1740949302911758,0.0813340842723846,0.0043503181077540,0.0322730280458927,0.3733610808849335,0.3178401291370392,0.0780522152781487,-0.2078098505735397,0.2326960414648056,-0.1028296202421188,0.1486390829086304,0.1746619492769241,0.0158440563827753,-0.0118377795442939) * MODEL23_texOff(vec2(-1,0)); +res += mat4(-0.1228021234273911,-0.1997943669557571,0.0528172329068184,0.1241136938333511,-0.0111753633245826,-0.1043810248374939,-0.0450375340878963,0.0002034085482592,-0.0804947540163994,0.0422211848199368,-0.0595895461738110,-0.1947806924581528,0.0979772582650185,0.0567244403064251,-0.1528084725141525,-0.0355322510004044) * MODEL24_texOff(vec2(-1,0)); +res += mat4(0.1631362438201904,0.0498481169342995,-0.0089212199673057,-0.0720624104142189,-0.1467376649379730,-0.0886757373809814,-0.1086840406060219,-0.0926273167133331,0.1002626121044159,-0.1744916588068008,0.2092798501253128,0.0040560439229012,-0.0857805833220482,0.0715837329626083,0.0159663911908865,-0.1589342057704926) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.1283992677927017,-0.0748001709580421,0.0503445640206337,0.1436996012926102,-0.0578200221061707,0.0703096389770508,-0.0687802582979202,-0.0129764322191477,0.0895025357604027,-0.1329483687877655,-0.0736541375517845,0.0280814114958048,0.1889102011919022,-0.1353993266820908,0.2314101755619049,-0.2732896208763123) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0739665105938911,-0.0940427929162979,-0.0602119080722332,-0.1030540987849236,-0.0638908967375755,0.0622291751205921,-0.0864136666059494,-0.0993429347872734,-0.0427073761820793,0.1570128947496414,0.0602149590849876,0.0754636377096176,0.0739335343241692,-0.1738847941160202,0.3475988507270813,0.1212450787425041) * MODEL23_texOff(vec2(-1,1)); +res += mat4(0.0700742602348328,0.0258588436990976,0.0165073089301586,-0.1287141591310501,0.1457926332950592,0.0704771205782890,-0.0823140218853951,0.0203093010932207,-0.0002792996529024,-0.0393618606030941,-0.0399558469653130,0.0385929793119431,-0.0298787374049425,-0.1494029164314270,0.2029565274715424,0.0417981706559658) * MODEL24_texOff(vec2(-1,1)); +res += mat4(-0.0004194977809675,-0.3157874345779419,0.0497878901660442,-0.0065837316215038,-0.0172039829194546,-0.0820840448141098,-0.4610428810119629,0.2269997447729111,0.2450533658266068,0.0967088267207146,-0.0451896451413631,0.1585505753755569,0.2038455605506897,0.1394438892602921,0.0297292936593294,-0.0373205430805683) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.0982794240117073,-0.1137310490012169,-0.0952451527118683,-0.3014577031135559,-0.0727376639842987,0.1733450740575790,0.1003903970122337,0.0597028434276581,0.2956336736679077,-0.1751281768083572,-0.0824704319238663,-0.0061812968924642,0.2154264301061630,0.2038961499929428,-0.0736305713653564,-0.2668650150299072) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.0256061535328627,0.1342932730913162,0.0753029733896255,0.0703347846865654,0.0142899369820952,-0.1569631546735764,-0.1878796070814133,0.0662383511662483,-0.1887955963611603,0.0202646255493164,0.1224900856614113,-0.0310522951185703,-0.0306768212467432,0.0886546224355698,0.1495911031961441,-0.0112737920135260) * MODEL23_texOff(vec2(0,-1)); +res += mat4(0.1089733615517616,0.0105121247470379,-0.0550716966390610,-0.0497401133179665,0.1112585365772247,-0.0571577697992325,0.0877897664904594,0.1866945773363113,0.0219764169305563,-0.1984333992004395,0.1515093743801117,-0.1469799578189850,0.2694879770278931,0.3941621482372284,-0.0714497044682503,-0.0253918748348951) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.1898742616176605,0.0587206333875656,0.0965286940336227,0.2089173048734665,-0.2995064854621887,-0.0124478153884411,-0.2570134401321411,-0.0404339134693146,-0.3129808306694031,-0.0732677206397057,0.1286756992340088,0.0809909999370575,0.0960714742541313,0.0195612944662571,0.0563741512596607,0.1174666211009026) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.1379741132259369,-0.1843652427196503,0.0342148579657078,-0.3941901922225952,-0.2387728989124298,-0.0983124747872353,0.2987056672573090,0.0952062532305717,-0.0369557961821556,0.1695437878370285,0.1437737196683884,-0.0107029806822538,0.3344735503196716,-0.2743608355522156,-0.1638676077127457,-0.3623088896274567) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.1686896681785583,-0.1175287887454033,0.0510360375046730,0.1514741480350494,-0.0655832141637802,-0.0593649484217167,0.0278182812035084,0.2638097107410431,0.0531565137207508,0.0539988167583942,-0.0239044893532991,0.0584456436336040,-0.0265596136450768,-0.1621537655591965,0.0189363993704319,0.0270255915820599) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.0417605824768543,0.0650023370981216,-0.1185194626450539,0.1018150299787521,-0.0404186472296715,-0.1790140718221664,0.1322214007377625,0.2621130049228668,0.1262603849172592,0.3647569417953491,-0.2128111273050308,-0.0979819372296333,0.0644460543990135,-0.2393988370895386,-0.0313146486878395,-0.0328303240239620) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.1515659689903259,-0.0625103488564491,0.0567429400980473,0.1698274314403534,0.0320702083408833,0.1500807553529739,0.0825549066066742,0.2254177480936050,-0.2211611568927765,-0.1177195161581039,0.1034450605511665,-0.3018153011798859,0.0798297077417374,0.0555893927812576,-0.0898859277367592,0.0519615113735199) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.2371167093515396,0.0016294118249789,0.1159951537847519,-0.0344165749847889,-0.0710942819714546,0.0480992048978806,0.0509846173226833,-0.1412254720926285,-0.1568778157234192,-0.1870728433132172,0.1207577213644981,0.1333144009113312,0.1353930234909058,0.0586353018879890,0.0708711817860603,-0.3204005658626556) * MODEL22_texOff(vec2(0,1)); +res += mat4(0.1163608282804489,-0.1160321310162544,-0.2076934427022934,-0.1904335916042328,0.0598156787455082,0.0067685842514038,0.0963250324130058,0.0784783437848091,0.1366059035062790,-0.0410939045250416,0.1238998100161552,-0.0852179750800133,-0.1947247385978699,-0.0981999263167381,0.0535281002521515,-0.1055881679058075) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.0637671649456024,-0.0064499378204346,0.1842970997095108,-0.1328489780426025,0.0003267149149906,-0.5031216740608215,-0.0179653316736221,0.0584709942340851,0.0700097084045410,0.0766740888357162,0.1232541874051094,0.2021855562925339,0.1238335818052292,0.0085318265482783,-0.0240383353084326,-0.0188703779131174) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.0930056422948837,0.1538043171167374,-0.0990037247538567,-0.0261110682040453,-0.0675843283534050,0.0571490451693535,-0.3218910396099091,0.1180047094821930,-0.0017797834007069,0.0744030475616455,0.0431810095906258,-0.0137200364843011,-0.2506403326988220,-0.0707130283117294,0.1469633430242538,0.2510152161121368) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.1050712838768959,-0.0882306098937988,0.0931309983134270,-0.0787276923656464,-0.0232659075409174,0.0650436282157898,-0.0176673512905836,-0.0752221867442131,-0.0334496945142746,-0.0138985738158226,0.2165847569704056,0.1991666108369827,0.2901391088962555,0.2180647999048233,-0.1443646103143692,-0.3071088492870331) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.0575936175882816,0.0207119714468718,0.0257049724459648,-0.0032449006102979,0.0730581656098366,-0.1753779351711273,0.1073630824685097,0.1313032507896423,0.0456418469548225,0.0539213120937347,0.1091494858264923,-0.0074032363481820,-0.0913012400269508,0.1237107738852501,-0.1291710436344147,-0.0085193719714880) * MODEL23_texOff(vec2(1,-1)); +res += mat4(-0.0730482935905457,-0.2577207982540131,-0.0813524127006531,0.1913858950138092,-0.1587349027395248,0.1980197131633759,-0.0708211138844490,0.1543065011501312,-0.0359333381056786,-0.0152517268434167,-0.0382240191102028,0.0622127242386341,0.0543186068534851,0.3030571043491364,0.0411861836910248,0.2861347198486328) * MODEL24_texOff(vec2(1,-1)); +res += mat4(0.1137260794639587,0.0486001931130886,0.1247744783759117,-0.2281723320484161,-0.1822621822357178,-0.2350713461637497,-0.4009572565555573,0.1105967611074448,0.0017963231075555,-0.1782656013965607,-0.0118002668023109,-0.1426586806774139,0.0586571209132671,-0.1664751321077347,0.1949170529842377,0.2025169283151627) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.2915446460247040,-0.4064359664916992,0.0294926501810551,-0.4323428869247437,0.0242052897810936,0.1747243553400040,-0.1113334894180298,-0.2571753561496735,0.0356044508516788,-0.0064126686193049,0.2160912603139877,-0.0077259344980121,0.2002573013305664,-0.0842686295509338,-0.1941808760166168,-0.1405524462461472) * MODEL22_texOff(vec2(1,0)); +res += mat4(0.1184545382857323,0.3123326003551483,-0.0763484090566635,0.2485891729593277,-0.0806478708982468,-0.2785271406173706,0.0636063218116760,-0.0954685658216476,-0.1187968775629997,-0.0779199004173279,-0.0827225893735886,0.0213771630078554,0.1744999587535858,0.1453443616628647,0.0603240802884102,0.1269670724868774) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.1622463911771774,0.1838334798812866,0.2698122262954712,-0.0766897723078728,-0.3075465261936188,0.0303037483245134,-0.1572430580854416,-0.0708697363734245,0.1066895425319672,-0.1470635831356049,0.0185633953660727,0.1552434116601944,-0.2079014182090759,-0.2012314796447754,0.1441621780395508,-0.0696903169155121) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.0744083151221275,-0.0380666926503181,-0.1436908394098282,-0.0791898444294930,-0.0752477943897247,0.0607366077601910,-0.0647334083914757,-0.0652187690138817,0.1169729158282280,-0.0642231702804565,-0.0933886170387268,0.0517041943967342,-0.0317908041179180,0.1009515598416328,0.1802476644515991,0.0025323168374598) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.1145446449518204,-0.2266912907361984,-0.0247696135193110,0.1047836914658546,0.1362898349761963,-0.0337499119341373,-0.0587328374385834,0.0103969592601061,0.0318675637245178,0.0923065319657326,0.1435393691062927,0.1200088784098625,-0.1110786646604538,-0.1302264481782913,0.0047503835521638,-0.1983860135078430) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.2148406803607941,-0.0035332106053829,-0.1777411550283432,-0.0104186786338687,-0.1212781965732574,0.0218317136168480,-0.0439897477626801,0.1040923967957497,0.1848798394203186,0.1051846444606781,-0.0291948448866606,0.0784485414624214,0.0886246263980865,-0.0656403377652168,-0.0910748243331909,-0.0193011946976185) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.1216316297650337,0.3013414144515991,-0.0780716240406036,-0.1723107397556305,-0.1137135475873947,-0.2829679548740387,0.1823804974555969,0.0040346342138946,-0.1605369150638580,-0.0946634188294411,-0.1456079930067062,-0.0433051548898220,-0.0219788197427988,0.0796556621789932,0.1824086308479309,-0.1175573393702507) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.8135977387428284,0.3876158595085144,0.5046103000640869,0.4594687521457672) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 2_4 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0315543152391911,0.1555179506540298,0.0517499446868896,0.0372729748487473); +res += mat4(-0.0797682255506516,-0.0293099787086248,-0.1942041218280792,0.0264013074338436,0.1185973733663559,-0.0404785312712193,-0.0055224336683750,-0.1299815624952316,0.2070223987102509,-0.4804723858833313,-0.1165917441248894,0.1171601936221123,0.2411356270313263,0.1581407189369202,0.2091198265552521,-0.1091660335659981) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.0186538938432932,0.0611119121313095,-0.0963890850543976,0.1151778697967529,-0.0065741837024689,0.2392209172248840,0.1524547934532166,0.2374428659677505,-0.0355737097561359,0.0383076891303062,0.1216262802481651,-0.0107433758676052,0.2354550063610077,-0.0246755387634039,0.1069167628884315,-0.2396176606416702) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.0923934951424599,-0.0635019317269325,-0.1411410570144653,-0.0378440208733082,-0.0288484469056129,0.0294593106955290,-0.1106828004121780,0.1488092988729477,0.0040295440703630,0.1121465787291527,0.0310236439108849,-0.0195503532886505,-0.0852668434381485,-0.0448249652981758,0.0726218745112419,0.1542751789093018) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.0450116135179996,-0.3847686052322388,0.2870133519172668,0.1252340376377106,0.0033980400767177,-0.0363674350082874,0.0036683459766209,-0.2351852357387543,0.0025069455150515,0.0265726037323475,0.0610318481922150,0.2902134656906128,0.0738042891025543,-0.0408368408679962,-0.0660872012376785,-0.0624540634453297) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(-0.3194551467895508,0.0681007876992226,0.1003035753965378,-0.2552178800106049,0.0954438969492912,-0.3502807021141052,0.0672670677304268,-0.1317015737295151,0.2461962699890137,0.1079957410693169,-0.0151481032371521,-0.1958953440189362,-0.0613673031330109,-0.0901385545730591,-0.0847248807549477,0.1191645264625549) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.0379615388810635,0.0807170197367668,-0.1818383634090424,-0.0267549026757479,0.1505988389253616,-0.1376271098852158,-0.2192724198102951,-0.0096062691882253,-0.0908692106604576,-0.1312937140464783,0.0754841566085815,-0.0215871017426252,-0.0242383833974600,-0.0933266058564186,0.0331484600901604,0.1072490587830544) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.2106042355298996,-0.0787690654397011,-0.0849803611636162,0.0466352179646492,-0.1961261481046677,-0.0817660987377167,0.2419726103544235,-0.0153274955227971,-0.2185695320367813,-0.0950802564620972,-0.2343144714832306,-0.2266100943088531,-0.6671147346496582,-0.2015433311462402,-0.0586382225155830,0.0397270098328590) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.3832928240299225,-0.0452453307807446,0.0228024385869503,-0.1660929769277573,0.0408475250005722,0.0455995760858059,0.0118437595665455,-0.2774609923362732,-0.2027087211608887,-0.0305645968765020,0.1207632869482040,0.2720900475978851,0.0666765421628952,0.1386576741933823,-0.0173678714782000,0.0400149784982204) * MODEL24_texOff(vec2(-1,0)); +res += mat4(0.1108774989843369,0.2108852416276932,-0.0784079656004906,0.1089377552270889,-0.2054775059223175,0.1714608222246170,-0.0696955323219299,-0.1356261521577835,-0.0628671273589134,0.0114193921908736,0.0360787957906723,0.2148019224405289,-0.0204319022595882,-0.0500150881707668,0.0309546887874603,-0.0971092730760574) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.0857046917080879,-0.0399912446737289,-0.0517813265323639,-0.0552857443690300,0.0355024673044682,-0.0021719506476074,-0.0945525467395782,-0.0641183108091354,-0.1086571961641312,-0.1299796402454376,-0.2127590477466583,-0.0219700708985329,0.0784510895609856,-0.0476048998534679,0.2827809453010559,0.0609270818531513) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.1119558438658714,0.0726404860615730,0.0825571939349174,0.0224916487932205,-0.0061033838428557,-0.1289290785789490,0.2814421951770782,0.0026413861196488,-0.0901578217744827,0.0518177747726440,-0.1849635243415833,-0.1588570773601532,0.2014626413583755,-0.1468090862035751,-0.0624169334769249,0.0690811201930046) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.0121422335505486,0.0071345414035022,-0.1635209619998932,0.0758560746908188,-0.0469941608607769,0.0069271670654416,-0.0128063261508942,-0.3691914677619934,0.1455157250165939,0.0489146634936333,-0.3052500486373901,-0.0431301929056644,-0.0009811962954700,0.0246521681547165,-0.0609234981238842,-0.0367697626352310) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.0782096832990646,0.0320303663611412,-0.1586948335170746,0.1094381734728813,0.2100283205509186,-0.2758803367614746,-0.1233054846525192,0.2671045064926147,-0.1168498843908310,0.1228952780365944,-0.0446910113096237,-0.0243778489530087,-0.0630228966474533,-0.0555957406759262,0.0474769249558449,0.0929727628827095) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.0969403609633446,-0.0024517956189811,0.0361322239041328,-0.0362300239503384,-0.5148276686668396,0.1350579857826233,-0.0103584509342909,0.2138994336128235,0.0758939534425735,-0.0552204139530659,-0.0782844871282578,0.1261761337518692,0.0424622371792793,0.0261419918388128,0.0543122179806232,0.2064326703548431) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.2135557085275650,-0.3742221295833588,-0.0624374710023403,0.0829959139227867,0.1791780889034271,0.0619620457291603,-0.0695967599749565,-0.0398410446941853,0.1329480111598969,-0.0398928150534630,0.2144985347986221,-0.0245373491197824,0.0899518355727196,0.0219923742115498,0.2350498586893082,0.0117390165105462) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.0774115398526192,0.3214412927627563,0.0486301444470882,0.1996026039123535,0.0308657363057137,0.0109317796304822,0.0033797994256020,-0.0199366305023432,-0.3230061531066895,0.1232255473732948,-0.1065940633416176,-0.4851747155189514,-0.0614488385617733,0.0681786462664604,0.0296245981007814,-0.0025765246246010) * MODEL24_texOff(vec2(0,-1)); +res += mat4(0.0569494999945164,0.0863935202360153,0.1084522381424904,0.0362804047763348,0.3846457600593567,-0.0006742558325641,0.0622698254883289,-0.0747561678290367,-0.2626045346260071,-0.0157147664576769,0.1987474113702774,-0.0899491608142853,-0.2338270395994186,0.2267315834760666,-0.0088401446118951,0.2224500477313995) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.0321109890937805,-0.0441547185182571,0.0910171195864677,-0.2030475139617920,-0.3728782534599304,-0.2255143374204636,-0.1700307726860046,-0.0425272174179554,-0.2478382289409637,-0.1458135694265366,0.0857693925499916,0.1606809794902802,0.1546795368194580,-0.0000401431316277,0.1451834142208099,-0.0216320715844631) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.3063552379608154,0.0152968727052212,0.2651586532592773,0.1429754346609116,0.0547419004142284,-0.2261687666177750,0.0663820132613182,0.0381174273788929,0.3730614483356476,-0.1423120200634003,-0.1363548934459686,0.0458713509142399,0.3388475179672241,0.2353098988533020,-0.4163550436496735,-0.0922676548361778) * MODEL23_texOff(vec2(0,0)); +res += mat4(0.0095615200698376,-0.3223747909069061,-0.0967657789587975,-0.0280365906655788,-0.2873184382915497,0.2708438336849213,0.0812093541026115,-0.1379932463169098,0.0515767745673656,0.3330641388893127,-0.0153703493997455,-0.1527515500783920,-0.3369265794754028,-0.3939591050148010,0.0887562930583954,0.1347984671592712) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.0925461575388908,0.0996235907077789,-0.0300114843994379,-0.0333492569625378,0.0807556062936783,0.0877982974052429,-0.0703359618782997,-0.1371384859085083,-0.0427750013768673,0.2374058067798615,-0.1031211987137794,0.1241844892501831,-0.0338047780096531,0.0474725402891636,-0.0701157450675964,0.1367818713188171) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0572938509285450,0.0974681004881859,-0.1753964275121689,0.0308028776198626,-0.1572591066360474,0.1762650609016418,-0.1830598264932632,0.1416932046413422,0.0787320137023926,-0.1440637856721878,-0.2971755862236023,0.0002852209727280,-0.0831032842397690,0.0440665967762470,0.2984852194786072,-0.0378461517393589) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.0385229252278805,0.2381385862827301,0.3967501223087311,0.0591834932565689,-0.0000593331351411,0.0602027848362923,0.2235400080680847,0.0300942212343216,0.0623032003641129,-0.3076375126838684,-0.0922627002000809,0.1776435971260071,0.0138835953548551,-0.1684745103120804,-0.1451293826103210,0.1257009953260422) * MODEL23_texOff(vec2(0,1)); +res += mat4(0.0467851608991623,-0.0915262326598167,-0.1885841488838196,0.1083512976765633,0.1060335189104080,-0.1808657348155975,-0.2360822260379791,-0.4684079587459564,-0.1912018060684204,-0.0826780647039413,0.2638907134532928,-0.0254609994590282,0.0412860698997974,0.0950657650828362,0.1207320019602776,0.1460112035274506) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.1158416047692299,-0.3018259704113007,-0.1830129176378250,0.0285446885973215,0.2524012327194214,-0.3803845942020416,-0.2069202661514282,0.0197752639651299,0.0950239151716232,-0.3584090769290924,-0.0038467454724014,0.1223564594984055,0.0751278474926949,-0.2439247220754623,-0.0556234903633595,0.0295960344374180) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.0337045155465603,-0.0953091084957123,0.0260435361415148,-0.2039384990930557,0.3394540548324585,0.0856311693787575,0.2238822430372238,-0.1061872914433479,-0.2034661471843719,0.0122164580971003,0.1615108996629715,-0.0687247440218925,-0.0790938585996628,0.0368939414620399,-0.0301502384245396,-0.0585987195372581) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.2538822591304779,-0.0435059145092964,-0.2141390442848206,0.0790513008832932,-0.0001451646094210,-0.3589522838592529,-0.1088780909776688,0.2197315841913223,-0.0956702828407288,0.1344186067581177,0.0516004748642445,0.0649903342127800,-0.0180090796202421,0.1628724783658981,0.0863704308867455,-0.0143499895930290) * MODEL23_texOff(vec2(1,-1)); +res += mat4(-0.1852688640356064,-0.0462871976196766,0.0038761938922107,-0.1840631961822510,0.3262867331504822,-0.4159449636936188,-0.3329119086265564,-0.0700464770197868,0.1274786591529846,0.0211640261113644,0.1979912817478180,0.0075211287476122,-0.2186430245637894,0.0624196603894234,0.1661780625581741,0.2274489104747772) * MODEL24_texOff(vec2(1,-1)); +res += mat4(0.1756107807159424,-0.0157900061458349,0.0437570177018642,0.0787215158343315,0.1533915549516678,-0.1444859504699707,0.0694978833198547,0.0304623749107122,-0.0075772199779749,0.1702859550714493,-0.0057706157676876,0.0359586030244827,0.1423068046569824,0.0420976579189301,0.0512413755059242,-0.2139663249254227) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0916532427072525,-0.1533742398023605,0.0103914868086576,0.1701473444700241,0.1866474896669388,0.0192243084311485,-0.0361972935497761,0.1437280625104904,-0.0077232676558197,0.0069401948712766,0.1163820847868919,0.0430501773953438,-0.1269823461771011,0.0923798754811287,-0.1556729823350906,0.0263928845524788) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.0184629969298840,0.0693254917860031,0.1817622035741806,0.1887933760881424,-0.0327232591807842,-0.2042251378297806,-0.1211475729942322,-0.0410276502370834,-0.1037830486893654,-0.0820009037852287,0.2949101030826569,0.0077380593866110,0.0628546401858330,-0.0445529446005821,0.1741346269845963,0.0248009990900755) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.0357294008135796,-0.1106828525662422,0.0353966727852821,0.0551847144961357,0.1285358667373657,-0.1176343485713005,0.1130757033824921,0.1761380881071091,0.1083296611905098,-0.0748542621731758,-0.3872082531452179,0.0197100248187780,0.2984461486339569,0.1191678568720818,0.1812373250722885,-0.3892717659473419) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.0800462886691093,-0.0780471339821815,0.0693893954157829,-0.1967336088418961,-0.0975022837519646,0.1709673255681992,0.0633984506130219,0.0886702537536621,0.0848199427127838,-0.0077700419351459,0.0069854995235801,-0.1167393177747726,-0.1112813726067543,-0.1551343947649002,-0.1870342195034027,-0.0847418606281281) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.0603727698326111,-0.0634171888232231,-0.1882760375738144,0.0629892125725746,0.0708042904734612,0.0764256343245506,-0.1216778308153152,-0.1684684455394745,-0.1391682028770447,-0.0593102984130383,-0.3166135549545288,-0.0407761037349701,0.0176832675933838,0.0248137973248959,0.0802484601736069,0.1242982149124146) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.1513278931379318,0.1813258528709412,0.1966630220413208,-0.1624922454357147,-0.0256501082330942,-0.1686967313289642,0.0228718761354685,-0.0328223705291748,0.0103984652087092,0.1386567354202271,-0.0268063098192215,0.0108728082850575,-0.0196570903062820,-0.0284960605204105,-0.0696414709091187,-0.1518644541501999) * MODEL23_texOff(vec2(1,1)); +res += mat4(0.1026083678007126,0.0619867257773876,-0.0740394964814186,-0.0159617643803358,0.1998924314975739,-0.0418189354240894,0.1107221692800522,-0.1837699264287949,-0.1257415860891342,-0.0766282454133034,0.2168000936508179,0.0473149232566357,-0.0026537682861090,0.0252384822815657,-0.1986876726150513,-0.1081041619181633) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.2057439386844635,0.5207781791687012,-0.6705994606018066,0.1229927614331245) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 3_1 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL21 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0688173100352287,0.0241152420639992,-0.1461312770843506,-0.0660768151283264); +res += mat4(0.0595336742699146,-0.0815766826272011,-0.0096331834793091,-0.0203912183642387,-0.0369842574000359,-0.1127570196986198,0.0888430550694466,-0.2178320586681366,-0.0342873111367226,0.1092853099107742,-0.2547158300876617,-0.0076492088846862,-0.0391941852867603,-0.2556389570236206,-0.0854907557368279,0.1774810403585434) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(-0.0574021488428116,-0.1592900604009628,-0.3538711667060852,0.2687105834484100,0.1810360103845596,-0.1641387343406677,0.0715018883347511,0.0386314950883389,-0.0679938271641731,0.1923842132091522,-0.0393545515835285,-0.0097684655338526,0.1084525063633919,0.0337775796651840,-0.0428330413997173,-0.0384955294430256) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(-0.0057158139534295,-0.0639266371726990,-0.0203006304800510,0.0805876255035400,0.0354820154607296,0.1954732984304428,-0.0033595091663301,-0.0798529312014580,-0.0023743391502649,-0.0808103382587433,-0.4271259307861328,-0.0339623913168907,-0.0594368465244770,-0.1301490664482117,-0.2257778197526932,0.0268681906163692) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(-0.0912537798285484,-0.1029307693243027,-0.3014050126075745,0.1344284713268280,-0.1944040358066559,-0.1233293414115906,0.1845269054174423,-0.0396563522517681,0.0729796811938286,0.0555449426174164,-0.0291866566985846,-0.0015590878902003,-0.0749472081661224,0.1221432238817215,0.1557545065879822,0.0713083744049072) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(0.0579854771494865,0.1912399381399155,-0.1031481474637985,0.0258997492492199,-0.0556723140180111,0.0405553914606571,-0.0280782822519541,-0.2192476838827133,0.0405904836952686,0.0339312143623829,-0.5339328646659851,0.0376253239810467,-0.0331141315400600,0.1085056290030479,0.1932809799909592,0.0114828236401081) * MODEL1_texOff(vec2(-1,0)); +res += mat4(0.0923534333705902,-0.0528637804090977,-0.1043204590678215,-0.1713765561580658,0.0770255997776985,0.0345167294144630,0.0147934947162867,0.0310775060206652,0.0679205730557442,0.0797111466526985,-0.0175750572234392,0.0687634274363518,0.2652306556701660,-0.1340937167406082,0.2815202176570892,0.1714577227830887) * MODEL2_texOff(vec2(-1,0)); +res += mat4(-0.0043326895684004,-0.0014753022696823,-0.0301845446228981,-0.0890666916966438,-0.3340281248092651,0.0755621269345284,0.1349891424179077,0.1922057121992111,0.0647721588611603,-0.1533407568931580,-0.1758099794387817,0.0130391204729676,0.0336706899106503,-0.0249907132238150,-0.0065235951915383,-0.0797766074538231) * MODEL3_texOff(vec2(-1,0)); +res += mat4(0.1685813516378403,-0.2265407741069794,0.0221925359219313,-0.1334454715251923,0.1368787139654160,-0.0473638102412224,-0.2528502345085144,0.0522648394107819,-0.2153150886297226,-0.0180514734238386,-0.0606113784015179,-0.2746350765228271,-0.0836948305368423,-0.0963615626096725,0.2578013837337494,-0.0808656737208366) * MODEL4_texOff(vec2(-1,0)); +res += mat4(-0.0933946669101715,0.0305833015590906,-0.3140147328376770,-0.0235074572265148,-0.3032828867435455,-0.0795748233795166,0.2477753609418869,-0.2114369720220566,-0.0189865324646235,-0.0639717131853104,-0.2735460996627808,-0.0327864885330200,0.0396536663174629,0.0218856446444988,-0.1180776730179787,0.0887452214956284) * MODEL1_texOff(vec2(-1,1)); +res += mat4(-0.0631328970193863,-0.0035184349399060,-0.1870973408222198,-0.0639351382851601,0.1319428086280823,0.1301599591970444,0.0241686291992664,-0.0229394081979990,-0.0654792115092278,0.0354097858071327,-0.1931648552417755,0.0359242409467697,0.0272223223000765,0.1466508358716965,-0.1595165729522705,-0.1876504421234131) * MODEL2_texOff(vec2(-1,1)); +res += mat4(-0.0729636624455452,-0.0162770133465528,0.0175715126097202,0.0104884179309011,-0.0786660090088844,0.0061661889776587,-0.3263708055019379,0.0249162577092648,0.2397689968347549,-0.0168162323534489,0.3285635113716125,-0.0516717731952667,0.2196938544511795,0.0845935642719269,-0.0725083053112030,0.2236572355031967) * MODEL3_texOff(vec2(-1,1)); +res += mat4(0.0323419086635113,-0.0680262967944145,0.2447479367256165,0.0488236509263515,0.2178955972194672,0.0176719631999731,0.1178010106086731,0.1197623759508133,-0.0259058885276318,0.0218334570527077,-0.0229181014001369,-0.1182956397533417,-0.1990961879491806,-0.0358028411865234,-0.0114926835522056,-0.0724879950284958) * MODEL4_texOff(vec2(-1,1)); +res += mat4(0.0091674197465181,-0.1643868833780289,0.1737920641899109,-0.2022017389535904,-0.0211097076535225,-0.1243641376495361,-0.0840958878397942,0.0004225724551361,0.1185093820095062,-0.0895289406180382,-0.2453171759843826,-0.1377187073230743,-0.1030908748507500,0.0968588069081306,-0.1273571401834488,0.2540763020515442) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.0702308639883995,-0.0836322531104088,-0.4391777515411377,0.0071853240951896,-0.2065078169107437,0.1599812358617783,0.0602083504199982,0.0702195689082146,-0.0050514196045697,-0.2039245963096619,-0.1417474895715714,-0.1176111325621605,0.0016846667276695,-0.0023626943584532,-0.0841251388192177,0.1412637084722519) * MODEL2_texOff(vec2(0,-1)); +res += mat4(0.0440846644341946,0.2679182291030884,-0.0113283051177859,0.0787642672657967,0.1586027592420578,0.0755963921546936,-0.1189886480569839,-0.2526005208492279,0.0288783796131611,0.0038645991589874,-0.1508166193962097,-0.2143021076917648,0.0842533558607101,0.0784236639738083,0.2028345912694931,-0.2491208761930466) * MODEL3_texOff(vec2(0,-1)); +res += mat4(-0.0198725499212742,-0.1982652544975281,-0.1776733994483948,-0.1893595606088638,0.1681458652019501,-0.1212584450840950,0.0498807840049267,-0.0469293072819710,0.1340834647417068,0.0783879682421684,0.0830523148179054,0.0423850417137146,-0.0565500669181347,-0.1048741340637207,0.0622305944561958,-0.1250333040952682) * MODEL4_texOff(vec2(0,-1)); +res += mat4(0.1300479173660278,-0.0811531990766525,0.1566883176565170,-0.4131366014480591,-0.1944229602813721,-0.0474819205701351,-0.3843051791191101,0.1989351958036423,-0.0528471954166889,-0.0155175467953086,-0.4351431727409363,0.0422416254878044,0.0945184752345085,0.0866406857967377,0.2367041260004044,-0.1916661113500595) * MODEL1_texOff(vec2(0,0)); +res += mat4(0.0043254503980279,0.2347387224435806,0.2765623331069946,0.0511253066360950,-0.1627541631460190,0.0374190807342529,-0.0015824839938432,-0.1078413799405098,0.1316788047552109,0.0144255002960563,-0.3850116431713104,-0.3117720186710358,-0.0160628277808428,0.1133375465869904,0.2209484130144119,0.0251297429203987) * MODEL2_texOff(vec2(0,0)); +res += mat4(0.0635340213775635,-0.0014070536708459,-0.1025629192590714,-0.1730606853961945,-0.0297492127865553,0.0980286523699760,-0.0079395025968552,0.1153481453657150,0.0182918459177017,0.0078779440373182,0.2809962630271912,-0.1262024790048599,-0.1352188885211945,0.1095645949244499,0.2552189230918884,-0.0178691130131483) * MODEL3_texOff(vec2(0,0)); +res += mat4(0.0518783628940582,0.0300305113196373,-0.0591770447790623,0.1318315863609314,0.1554882526397705,-0.1066074967384338,-0.0115872807800770,0.3000004589557648,0.0606822408735752,0.0559887848794460,0.2162292301654816,-0.0082823252305388,0.2274610251188278,-0.0284825731068850,-0.0360193327069283,-0.1999847739934921) * MODEL4_texOff(vec2(0,0)); +res += mat4(0.0474682785570621,0.1199836656451225,-0.3141539394855499,-0.0791074857115746,0.0106960795819759,-0.0627651438117027,0.0762102901935577,-0.1145662218332291,0.0535141788423061,0.1474930047988892,0.1075265854597092,0.0397254899144173,-0.0713834986090660,-0.1071779653429985,0.0375971011817455,-0.0963853001594543) * MODEL1_texOff(vec2(0,1)); +res += mat4(0.1285275369882584,-0.1441750228404999,0.0354076921939850,-0.2101487964391708,-0.1097002476453781,-0.0189849846065044,-0.0745042786002159,0.1355504244565964,-0.0133421951904893,-0.0638472512364388,-0.0910228490829468,0.0755504742264748,-0.0864466801285744,-0.0356572121381760,-0.3626520931720734,-0.3021350204944611) * MODEL2_texOff(vec2(0,1)); +res += mat4(-0.0341820605099201,0.1786679029464722,0.0184447579085827,0.1279714554548264,-0.1283863782882690,-0.0675562024116516,-0.1361117213964462,0.1011512875556946,0.0832580402493477,-0.1928756684064865,-0.1228978410363197,-0.0065259770490229,-0.0568234808743000,-0.0017369993729517,-0.1697564721107483,0.2456055283546448) * MODEL3_texOff(vec2(0,1)); +res += mat4(0.0018628122052178,-0.1312659084796906,-0.0923319682478905,-0.2040081322193146,0.0629462227225304,0.0535681359469891,0.1281067430973053,0.1765952259302139,0.0747214332222939,-0.1035072430968285,-0.0241586659103632,-0.1378561109304428,0.0320597104728222,-0.1193312555551529,0.1452527642250061,0.2488958239555359) * MODEL4_texOff(vec2(0,1)); +res += mat4(0.0386005453765392,-0.0153652885928750,-0.1462800353765488,0.2789885401725769,0.1008821874856949,-0.0579273775219917,0.1295518875122070,-0.0432876870036125,0.0250452421605587,0.0671278312802315,-0.0696839168667793,0.0748129189014435,0.0758513286709785,-0.1905663460493088,-0.0471123531460762,0.2444494962692261) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.0591796487569809,-0.0705144032835960,0.0711284279823303,-0.1286923736333847,-0.0660495907068253,-0.1214849874377251,-0.0341478474438190,0.0061506619676948,-0.0372593067586422,-0.1832398921251297,-0.0090387547388673,-0.2448468804359436,0.1512153297662735,0.1747045069932938,-0.1073975339531898,0.1247894391417503) * MODEL2_texOff(vec2(1,-1)); +res += mat4(0.1094667837023735,0.0342875868082047,0.0056257382966578,-0.0451308414340019,0.0707755535840988,0.0706889703869820,0.1614953577518463,-0.0330369584262371,0.0219813529402018,0.1975981742143631,-0.3199901580810547,0.1684455275535583,-0.1433103978633881,-0.0517580769956112,0.0215651132166386,0.0550334639847279) * MODEL3_texOff(vec2(1,-1)); +res += mat4(0.0058575081638992,0.0094235641881824,0.0832557380199432,0.0920730009675026,-0.0268641244620085,0.1209384053945541,0.1593528091907501,-0.0659385994076729,-0.1051297336816788,-0.0437128655612469,-0.0141602838411927,-0.0254723727703094,0.0558438338339329,-0.0546640530228615,0.1499328613281250,0.2088728398084641) * MODEL4_texOff(vec2(1,-1)); +res += mat4(0.0192077327519655,0.0354500226676464,-0.1731930226087570,0.0000419196876464,-0.0437970720231533,-0.0250018853694201,-0.0383620224893093,-0.1158768534660339,0.0140583552420139,-0.0480055138468742,0.1303897947072983,0.1056794896721840,0.0833801552653313,-0.2536045312881470,0.0158056896179914,-0.0304754935204983) * MODEL1_texOff(vec2(1,0)); +res += mat4(0.0636550858616829,-0.0758026838302612,-0.0500065311789513,-0.0455310121178627,-0.1234474480152130,0.1854186356067657,-0.3456546962261200,-0.0583862923085690,-0.1824863255023956,0.0574666708707809,0.0742814466357231,0.1547674685716629,-0.0512882284820080,-0.1082019209861755,-0.2976613342761993,-0.0474690347909927) * MODEL2_texOff(vec2(1,0)); +res += mat4(-0.0161839276552200,0.0584549307823181,0.0905771777033806,-0.0306037776172161,-0.0226447675377131,0.1609820574522018,0.2658801078796387,0.0810568928718567,0.1004738733172417,0.0174051262438297,0.0115147456526756,-0.0179576985538006,-0.0515062287449837,-0.0503591969609261,-0.0017968909814954,-0.0568113587796688) * MODEL3_texOff(vec2(1,0)); +res += mat4(0.1648199558258057,-0.1384854912757874,0.1903152912855148,0.0083583556115627,0.1294669657945633,0.0115647353231907,0.3590384721755981,0.0576509013772011,0.0353711582720280,-0.1217774823307991,-0.0809661448001862,0.0505313836038113,0.0421296134591103,0.1388154476881027,0.3014434874057770,0.0493381731212139) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.0226423032581806,0.0260961204767227,-0.3144617974758148,-0.1417849212884903,-0.0430066175758839,-0.0462986268103123,-0.0331443361938000,-0.1140871793031693,0.0513924136757851,0.0084688737988472,-0.0296227596700191,-0.1712185442447662,0.1056730300188065,-0.1224016249179840,-0.3134396970272064,-0.1883454173803329) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.0396308042109013,-0.0738623440265656,-0.1175183951854706,-0.3926377594470978,0.0314878374338150,0.2115371227264404,-0.1537056267261505,0.1315483599901199,0.0821099355816841,0.1160123273730278,0.0304466728121042,0.2669826447963715,-0.0573341920971870,0.2678244411945343,-0.3492755293846130,-0.1434641331434250) * MODEL2_texOff(vec2(1,1)); +res += mat4(-0.0912898778915405,0.0841316357254982,0.0064010210335255,-0.0099451513960958,0.0325034409761429,0.0678511708974838,0.1631657481193542,-0.2068724930286407,0.0183392968028784,-0.0799985453486443,-0.0150094795972109,-0.1055348515510559,-0.1121844500303268,0.1341574490070343,0.0084858443588018,0.1500267535448074) * MODEL3_texOff(vec2(1,1)); +res += mat4(0.0314941518008709,-0.2989441454410553,-0.0673241466283798,-0.3539826273918152,-0.0266664065420628,-0.3113255202770233,0.0345415174961090,-0.0608147643506527,-0.0109177995473146,-0.0999587476253510,0.0656331256031990,-0.0322419852018356,0.0679537653923035,0.0318217724561691,-0.1877048909664154,-0.0886098146438599) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(1.0310016870498657,0.6315119266510010,0.2432577908039093,0.3398685157299042) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 3_2 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL22 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0000762489216868,0.0801432877779007,0.0194948185235262,0.1009411364793777); +res += mat4(-0.2028843462467194,0.0325773023068905,0.1240492388606071,-0.0299642570316792,0.1732405722141266,-0.0662324503064156,-0.0638226568698883,-0.0908546894788742,-0.1645909994840622,-0.1929243952035904,-0.1725275218486786,0.0518687814474106,0.2861785590648651,0.0936817005276680,-0.2703407406806946,-0.0064641349017620) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(0.2304468899965286,-0.0355376079678535,0.1516726166009903,-0.2383327931165695,-0.1214385926723480,-0.0264397338032722,-0.0296684242784977,-0.0761395841836929,-0.3135388791561127,-0.0817513391375542,-0.0585628263652325,-0.1279057860374451,0.2117457687854767,0.0268959943205118,0.3316360414028168,-0.1427448838949203) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(0.1241631358861923,0.0109979715198278,0.0904786363244057,-0.0379761122167110,-0.0773687884211540,0.0086950268596411,-0.0055560907348990,-0.0312369707971811,-0.1182432249188423,0.0064131035469472,-0.0968448743224144,0.0004869432596024,-0.0540148280560970,0.0043475870043039,-0.1169734001159668,-0.1970898211002350) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(0.1027120649814606,-0.1297794431447983,-0.1821834295988083,-0.0389432236552238,0.2254049628973007,-0.2433087527751923,-0.0331352241337299,0.0756785795092583,0.1273291110992432,-0.0133544355630875,-0.2341815233230591,0.0571484193205833,-0.1782898306846619,0.0834474042057991,-0.0108921295031905,-0.0886220037937164) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(-0.1094568595290184,-0.0957596749067307,-0.0274676457047462,0.0300233084708452,-0.0997114330530167,0.0541625060141087,-0.2816644906997681,-0.1027443483471870,0.1392699182033539,-0.1792718321084976,0.0395042859017849,-0.0708891302347183,-0.0731805413961411,0.0152675509452820,-0.0329343564808369,0.1053873226046562) * MODEL1_texOff(vec2(-1,0)); +res += mat4(0.2131853252649307,0.0536327809095383,0.0607958249747753,-0.0451236702501774,-0.1319844573736191,-0.0631724819540977,0.0198248624801636,-0.0859525278210640,-0.0351877212524414,-0.0054908446036279,-0.1348199546337128,-0.2024822235107422,-0.2766202092170715,-0.0030210181139410,0.0702026113867760,-0.0078796250745654) * MODEL2_texOff(vec2(-1,0)); +res += mat4(-0.0815277025103569,-0.0106341000646353,-0.1609243452548981,-0.1676686108112335,-0.2319211214780807,0.1131729558110237,0.1919720172882080,0.0508001819252968,-0.1315050423145294,0.0756277516484261,-0.0307989902794361,0.0422493442893028,0.0132852047681808,-0.1419278979301453,-0.2167273610830307,-0.1998498588800430) * MODEL3_texOff(vec2(-1,0)); +res += mat4(-0.0025860499590635,-0.0395968146622181,0.0460854619741440,-0.1176194027066231,0.1476973891258240,0.0913509428501129,0.1812095791101456,-0.0115374168381095,-0.0393248014152050,-0.1398140341043472,-0.0618198439478874,-0.0181439407169819,0.0638050064444542,0.0019014888675883,-0.1612940877676010,0.1102675050497055) * MODEL4_texOff(vec2(-1,0)); +res += mat4(-0.0646447390317917,0.0754222497344017,-0.0673433244228363,0.0151181668043137,0.3124671876430511,-0.1447961330413818,0.0104697793722153,0.1630249023437500,0.0387551188468933,-0.0417462401092052,0.0256798043847084,-0.0787662863731384,0.1101403310894966,-0.0997289121150970,-0.0576216690242290,0.0210381727665663) * MODEL1_texOff(vec2(-1,1)); +res += mat4(0.0896490439772606,0.0089573292061687,-0.1412430554628372,0.1984873563051224,-0.0029452331364155,0.2931686937808990,0.0698928833007812,0.1601037830114365,0.0562271699309349,0.0071966187097132,0.0482474006712437,-0.0454484634101391,-0.1320993006229401,0.1875784546136856,-0.2556341588497162,-0.0113304015249014) * MODEL2_texOff(vec2(-1,1)); +res += mat4(0.0202724654227495,-0.0727894008159637,-0.0870472565293312,-0.3546771705150604,0.0141543187201023,0.0150978351011872,-0.0626287236809731,0.0009815004887059,-0.2032363414764404,0.2246063351631165,-0.3751204311847687,-0.0597406700253487,-0.1383948624134064,0.1013215333223343,-0.1304670125246048,0.1644011884927750) * MODEL3_texOff(vec2(-1,1)); +res += mat4(-0.0456490479409695,-0.0613463148474693,-0.1117231249809265,-0.1987032145261765,-0.0195411816239357,0.0880908668041229,0.0096244458109140,-0.0642411410808563,-0.0110747767612338,-0.0435458756983280,-0.0126890772953629,-0.0250666663050652,0.1899543106555939,-0.0682566985487938,0.2061404436826706,0.0412789769470692) * MODEL4_texOff(vec2(-1,1)); +res += mat4(0.1177826002240181,0.0146018816158175,-0.0986511260271072,0.0336420871317387,-0.1153668239712715,0.0777957886457443,-0.0858338698744774,-0.4422923326492310,0.0154560981318355,-0.2051071226596832,-0.0810584351420403,-0.1244603917002678,0.2464558482170105,-0.1833258867263794,-0.0182415377348661,-0.0220834054052830) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.1924905776977539,-0.1117476597428322,0.1271586865186691,-0.2686342000961304,0.1095690652728081,-0.0871581360697746,0.0644044876098633,-0.0332871042191982,-0.1041551157832146,0.0013448535464704,-0.1084095463156700,0.0706043913960457,0.1305115967988968,0.0808799862861633,-0.1525753885507584,0.0565870441496372) * MODEL2_texOff(vec2(0,-1)); +res += mat4(0.1061240360140800,0.1533000767230988,-0.1983222216367722,0.1870471537113190,0.1344078630208969,0.3044185042381287,0.0617909096181393,-0.1656433492898941,0.0063625723123550,-0.1413098424673080,-0.1637435406446457,0.1443034559488297,-0.1149839758872986,0.0193038787692785,0.1728745549917221,0.1143977195024490) * MODEL3_texOff(vec2(0,-1)); +res += mat4(-0.0302725732326508,-0.2529176175594330,-0.2315671741962433,-0.2790692746639252,0.1610194891691208,-0.1017403900623322,-0.0000837041370687,-0.0155733386054635,-0.1610533446073532,0.0615849643945694,-0.2027740925550461,-0.0880146324634552,0.3234379887580872,-0.0959569066762924,0.0474429726600647,-0.1007325351238251) * MODEL4_texOff(vec2(0,-1)); +res += mat4(-0.1558423340320587,0.2064337730407715,0.0963341295719147,0.0480858497321606,0.0508614704012871,0.2833628952503204,-0.2111598849296570,-0.1196318864822388,-0.0459625422954559,-0.2106156200170517,-0.2951243519783020,0.0868631899356842,-0.0003154673613608,-0.2333782017230988,-0.1000496298074722,0.0626180991530418) * MODEL1_texOff(vec2(0,0)); +res += mat4(0.1932811141014099,-0.0752814933657646,-0.1842229515314102,-0.2827846407890320,0.0186605136841536,0.2322886884212494,0.1690598279237747,-0.1465863287448883,-0.0611668862402439,0.3823274672031403,0.1275962442159653,0.0298891123384237,0.1362695097923279,-0.3896694779396057,-0.2164889276027679,0.0121766198426485) * MODEL2_texOff(vec2(0,0)); +res += mat4(-0.1750837415456772,0.2699394226074219,-0.1635322570800781,0.0161948371678591,-0.1476018130779266,0.1914982497692108,0.0144985588267446,0.0859881937503815,0.2351910471916199,0.0343930535018444,0.2515315413475037,-0.1040823310613632,0.0438520275056362,-0.2739296555519104,0.1255066543817520,0.0896602347493172) * MODEL3_texOff(vec2(0,0)); +res += mat4(0.3064153492450714,0.4005044400691986,0.0762087479233742,-0.2348560541868210,0.1157990172505379,0.1062021479010582,-0.0546767115592957,-0.2798782289028168,0.0167808197438717,-0.0168182663619518,0.0132196992635727,-0.2270394563674927,-0.1762010306119919,-0.1466397643089294,-0.0625134930014610,0.0320768803358078) * MODEL4_texOff(vec2(0,0)); +res += mat4(0.0993257388472557,0.0649610012769699,-0.0053571714088321,-0.0082653546705842,-0.0245842412114143,0.0443690195679665,0.1141411438584328,0.0491457097232342,-0.1753544062376022,-0.0936970785260201,-0.0088530033826828,0.0569284297525883,0.2916305065155029,0.0340628027915955,-0.0207389947026968,0.2052062749862671) * MODEL1_texOff(vec2(0,1)); +res += mat4(0.1970991790294647,0.0111151440069079,0.0261362046003342,-0.2216634452342987,0.0574139580130577,-0.0823420509696007,-0.2563342750072479,0.0653154477477074,-0.1878300607204437,-0.1970428824424744,-0.2466162294149399,-0.0955833271145821,0.2162469029426575,0.1619289666414261,0.1208761036396027,0.1235184818506241) * MODEL2_texOff(vec2(0,1)); +res += mat4(-0.3088294863700867,0.1254612952470779,-0.0912870392203331,0.1172509938478470,0.1021689027547836,0.1264224201440811,-0.0292495489120483,0.3204441368579865,-0.3002504408359528,-0.1317919045686722,0.0166458766907454,-0.0177567750215530,0.1619028151035309,0.0032324162311852,-0.0188052989542484,0.2918674945831299) * MODEL3_texOff(vec2(0,1)); +res += mat4(-0.0373700335621834,-0.1198440343141556,0.0359218940138817,-0.2480407059192657,-0.0318877287209034,-0.2881574034690857,-0.2438662052154541,-0.0927068293094635,0.0078569417819381,0.1037964820861816,-0.1413367241621017,-0.0137775270268321,-0.0625366717576981,-0.0134213268756866,-0.3083684742450714,0.1108632534742355) * MODEL4_texOff(vec2(0,1)); +res += mat4(-0.3349715769290924,-0.1317188888788223,-0.1671088486909866,-0.0817724987864494,-0.1144232824444771,0.0048909387551248,-0.1092172861099243,-0.0370661281049252,0.2090319991111755,-0.2057263106107712,-0.0395696796476841,0.0258321799337864,0.2298916131258011,0.4681289792060852,-0.0471538752317429,0.1106673181056976) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.0195893235504627,0.0379856154322624,0.1164755225181580,-0.0829814523458481,-0.2767821252346039,0.0508721359074116,-0.0290123373270035,-0.0668779537081718,-0.1644570976495743,0.0210546031594276,0.0759513229131699,0.1058139577507973,0.1144111379981041,0.1484566628932953,0.2890726029872894,-0.1711259931325912) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.1059925407171249,-0.0814683809876442,-0.0848859995603561,0.1525574922561646,0.3638705015182495,0.4572051465511322,0.0828496515750885,-0.2582603394985199,-0.1592672169208527,-0.1901358217000961,0.1436413824558258,0.1182926371693611,-0.2372592985630035,-0.0372900925576687,-0.0051105986349285,-0.0758314356207848) * MODEL3_texOff(vec2(1,-1)); +res += mat4(0.1400740295648575,-0.2038751840591431,-0.0719010755419731,-0.0405767895281315,0.1227956414222717,-0.1259030550718307,-0.0358418263494968,0.1117928698658943,-0.0795039534568787,0.0614631362259388,-0.3087014257907867,-0.4893686175346375,0.2264759391546249,-0.2447050064802170,0.0889254882931709,0.0100935809314251) * MODEL4_texOff(vec2(1,-1)); +res += mat4(0.0217738077044487,0.0176007878035307,-0.2607063055038452,0.0550331249833107,0.1878303140401840,0.0477681644260883,-0.0779048502445221,-0.2856964170932770,-0.0554993599653244,-0.1516432613134384,0.0942186042666435,-0.1185625568032265,-0.0166716910898685,0.3866922557353973,-0.1405813694000244,-0.0932301729917526) * MODEL1_texOff(vec2(1,0)); +res += mat4(0.1159741282463074,0.1039962545037270,-0.0504094660282135,-0.1678449511528015,0.0106546822935343,-0.0122920302674174,-0.2778696715831757,-0.1467290073633194,0.0240973122417927,-0.2142482250928879,-0.0310044996440411,-0.1767701804637909,-0.1672160476446152,0.1837885379791260,-0.0636335387825966,0.1786867231130600) * MODEL2_texOff(vec2(1,0)); +res += mat4(-0.1969493180513382,-0.4721818566322327,0.1394564211368561,-0.1772415786981583,-0.0388147681951523,-0.0136686628684402,0.0322474539279938,0.0240791272372007,-0.0677289590239525,0.0180334076285362,-0.0344137251377106,-0.0402547642588615,-0.1755164265632629,-0.0280224382877350,-0.0254966318607330,0.1124374568462372) * MODEL3_texOff(vec2(1,0)); +res += mat4(0.0151444664224982,0.1410819441080093,-0.0582266077399254,0.0280380994081497,0.1040878146886826,-0.1763634234666824,0.0323766358196735,0.1948373168706894,-0.0632817745208740,0.1048348322510719,-0.2580938637256622,-0.2070229798555374,-0.0058777360245585,-0.2688303887844086,0.1039765253663063,-0.1952414065599442) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.0296596698462963,-0.0053568794392049,-0.1224329546093941,0.1098607107996941,0.1625319421291351,-0.0660132914781570,-0.2764773070812225,-0.1851625293493271,-0.1605213135480881,-0.0749701336026192,0.0606767535209656,0.1274097710847855,0.0382224395871162,0.2637858986854553,-0.2092239856719971,-0.0941066220402718) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.0270286444574594,-0.0379284620285034,-0.4569397866725922,0.1980397999286652,-0.1062079742550850,0.0811205580830574,0.1604664623737335,-0.0340450704097748,-0.2145227491855621,0.1034764498472214,-0.0876012966036797,0.0398642048239708,0.0259769931435585,-0.3458499014377594,-0.1060313656926155,-0.0072943884879351) * MODEL2_texOff(vec2(1,1)); +res += mat4(-0.0618791580200195,0.0328850336372852,-0.1261637210845947,-0.0710062086582184,0.1435228437185287,0.3010757565498352,0.3635602593421936,0.1455109268426895,0.1251090914011002,-0.1946859359741211,-0.1394447386264801,0.0900799855589867,-0.1168426424264908,-0.1165853515267372,-0.0605765618383884,0.1291817724704742) * MODEL3_texOff(vec2(1,1)); +res += mat4(-0.1529845148324966,-0.0510823279619217,0.3222539126873016,-0.0898447185754776,0.0033095439430326,-0.0484984517097473,0.0019035678124055,-0.0627465695142746,-0.1137327104806900,-0.0685348659753799,-0.3636776804924011,0.1036927253007889,-0.1019577011466026,-0.0318000465631485,0.1457210779190063,0.1087952628731728) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.1815287917852402,0.2324435710906982,0.2205682545900345,0.2317584604024887) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 3_3 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL23 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0702124536037445,-0.0073919403366745,-0.0139411697164178,0.0311370212584734); +res += mat4(-0.0701021924614906,-0.0227269008755684,-0.2888352572917938,0.1626345068216324,0.0032680127769709,-0.0210263244807720,-0.0872356891632080,-0.4623362421989441,-0.0254703927785158,-0.0633526220917702,-0.1591652035713196,0.0171062480658293,0.1649436801671982,-0.3137818872928619,0.0260657984763384,-0.0488405898213387) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(-0.0384721867740154,-0.0658196508884430,0.1780836135149002,-0.2482599169015884,-0.0060729226097465,0.1033312454819679,0.2161006033420563,-0.1857793331146240,0.0142633561044931,-0.1013383418321609,0.1907071173191071,0.1342842578887939,0.2304862439632416,0.3942129611968994,0.2385276108980179,0.0573836751282215) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(0.0336436331272125,0.0179337728768587,0.0786792859435081,0.0672608092427254,0.1222786456346512,0.0896515250205994,-0.0145027944818139,-0.1583114266395569,0.0267647411674261,0.0747191235423088,-0.1427376568317413,-0.2960321903228760,-0.1537071466445923,0.1211759671568871,0.0762216225266457,-0.1158496439456940) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(-0.0749104470014572,-0.0549787506461143,-0.2091294080018997,-0.0559946522116661,-0.1411948502063751,0.0069848685525358,-0.1333367824554443,-0.1413129717111588,-0.0794389173388481,-0.0378859676420689,-0.0022761658765376,0.1304722875356674,-0.0313382819294930,-0.1397222429513931,-0.4245188832283020,-0.0334210544824600) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(0.0450276955962181,0.0643864274024963,-0.3470535874366760,-0.0262859351933002,0.2745279669761658,0.0100389719009399,-0.0705008357763290,-0.1495322287082672,-0.0464479140937328,0.1504141092300415,0.1037897467613220,-0.0187673419713974,0.1328308284282684,-0.2958495914936066,-0.2068023830652237,-0.0312387160956860) * MODEL1_texOff(vec2(-1,0)); +res += mat4(0.1014834716916084,0.0810937955975533,0.1072079166769981,0.0292684379965067,-0.0667571723461151,-0.1514628231525421,-0.3983023762702942,0.1152021512389183,-0.0079235928133130,-0.1242438331246376,-0.0676635429263115,0.0451294891536236,-0.1106870174407959,0.0005199183942750,-0.2893837988376617,-0.0468294247984886) * MODEL2_texOff(vec2(-1,0)); +res += mat4(0.1363565474748611,-0.1851838082075119,-0.2241757214069366,0.0829296410083771,-0.0286405943334103,-0.2116683721542358,0.0302837286144495,0.1795148402452469,0.0915972664952278,-0.3695042133331299,0.0146543243899941,-0.1272113621234894,-0.0935953482985497,-0.0463738478720188,-0.0748903900384903,-0.0504175424575806) * MODEL3_texOff(vec2(-1,0)); +res += mat4(0.2215912342071533,0.0815052837133408,0.2731705307960510,-0.1461572647094727,0.0190725438296795,0.0328789316117764,0.1920363008975983,-0.0141388345509768,-0.0495494902133942,-0.0590345636010170,-0.2381338477134705,-0.0004293473029975,0.0339478328824043,0.0086385160684586,-0.2619581818580627,0.0723142623901367) * MODEL4_texOff(vec2(-1,0)); +res += mat4(-0.0875752046704292,-0.0325735695660114,0.2092861086130142,-0.0965357422828674,-0.0713080242276192,0.1148135960102081,0.3379627168178558,-0.0941332131624222,-0.0182314775884151,-0.0469493940472603,-0.0811084359884262,0.0854068920016289,0.2502483725547791,0.0840929821133614,0.1961069554090500,-0.1776262968778610) * MODEL1_texOff(vec2(-1,1)); +res += mat4(0.0417266637086868,0.0025331405922771,-0.0771116241812706,-0.0491130650043488,0.0183748453855515,0.0063139246776700,-0.0283488072454929,0.0590459667146206,-0.0617266483604908,-0.0647608116269112,-0.0643330961465836,0.0923468545079231,0.0922783836722374,-0.0330243781208992,0.1504958420991898,0.1963973343372345) * MODEL2_texOff(vec2(-1,1)); +res += mat4(-0.0572751462459564,0.1306759417057037,0.0060679824091494,0.0390822738409042,0.0198893547058105,-0.0520947761833668,-0.0922875478863716,0.0118367634713650,0.2514804303646088,0.0449428111314774,0.0104318046942353,-0.1118500307202339,-0.1186810135841370,0.0046839071437716,0.1202402859926224,-0.1301321685314178) * MODEL3_texOff(vec2(-1,1)); +res += mat4(0.1710626184940338,-0.0969278812408447,-0.1207182705402374,-0.1081039309501648,-0.0133363809436560,0.1422639638185501,0.1744020432233810,0.0842885896563530,0.0170146357268095,-0.0634968951344490,-0.2371903508901596,-0.1135446131229401,-0.0764357820153236,-0.0076865861192346,0.0968130677938461,0.1030327603220940) * MODEL4_texOff(vec2(-1,1)); +res += mat4(0.1007475182414055,0.1401249468326569,-0.3145661950111389,0.1650671362876892,-0.1575912982225418,0.0256420578807592,-0.3068359494209290,-0.0489099919795990,-0.1058722808957100,0.0261610224843025,-0.0649983733892441,0.0630548968911171,0.0640746206045151,-0.1394553035497665,0.1328419446945190,-0.0686397626996040) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.0910852178931236,0.1328614205121994,0.2062330842018127,-0.0148927550762892,0.0553870424628258,-0.1312534660100937,-0.0393478535115719,-0.0175620019435883,0.0419233851134777,0.1887574642896652,0.1242798492312431,-0.0842027664184570,-0.0960193052887917,0.0800663828849792,0.0514912754297256,0.0020991130732000) * MODEL2_texOff(vec2(0,-1)); +res += mat4(0.1342384964227676,-0.1589258015155792,-0.1876648217439651,-0.0561787188053131,-0.0370954759418964,-0.0225198399275541,-0.0655014067888260,0.1532345116138458,0.0299833342432976,0.0432826057076454,-0.2004394382238388,0.1441119015216827,-0.0630432814359665,-0.0526980012655258,0.1717928051948547,-0.0156791526824236) * MODEL3_texOff(vec2(0,-1)); +res += mat4(0.1457197517156601,0.0018704266985878,-0.1469911187887192,0.2500851750373840,-0.1132869720458984,0.1139084473252296,0.3968826532363892,-0.0296439584344625,0.0593984834849834,0.1403691619634628,-0.2882837951183319,-0.0016219408717006,-0.1612640321254730,-0.0108379321172833,-0.0625918358564377,0.1947486996650696) * MODEL4_texOff(vec2(0,-1)); +res += mat4(0.0297655630856752,-0.0049511999823153,0.0471004396677017,-0.2270125448703766,0.1432521939277649,-0.0400270633399487,-0.0909382924437523,-0.0931131318211555,-0.1015701815485954,-0.0458565838634968,0.0552412495017052,0.1479353159666061,-0.1293515264987946,0.1352471113204956,0.1350554674863815,0.2423781007528305) * MODEL1_texOff(vec2(0,0)); +res += mat4(-0.1460799425840378,-0.0870099514722824,-0.3320889174938202,0.0029531058389693,0.0003779839025810,0.1603541225194931,-0.1854766905307770,-0.0395797602832317,0.2737091481685638,0.0791982561349869,0.2486470639705658,-0.1720715761184692,-0.3103558719158173,-0.1731415987014771,-0.0599733479321003,0.1694648861885071) * MODEL2_texOff(vec2(0,0)); +res += mat4(0.1328926533460617,-0.0506218485534191,-0.0827026888728142,-0.0155238732695580,0.1623931527137756,-0.2291088253259659,-0.1520931869745255,0.2099923491477966,-0.1042925342917442,-0.0283695645630360,-0.0153061477467418,-0.0599941164255142,-0.0137519370764494,-0.1387848705053329,0.2283842861652374,-0.2495807409286499) * MODEL3_texOff(vec2(0,0)); +res += mat4(0.1108347102999687,-0.3235684037208557,-0.1621576845645905,-0.1383376866579056,0.0498821549117565,-0.2089745998382568,0.2584751546382904,0.2222363948822021,-0.1537376344203949,-0.0630492791533470,-0.2469779402017593,0.0190654341131449,0.1372849047183990,0.1260436028242111,0.0395299233496189,-0.1577372252941132) * MODEL4_texOff(vec2(0,0)); +res += mat4(0.1201148852705956,0.0632386207580566,0.0014183582970873,-0.0995097085833549,0.0613158196210861,0.1180694773793221,0.1030651479959488,0.0857463851571083,-0.1475404798984528,0.1019628793001175,-0.0630038306117058,-0.0242552459239960,0.0928116291761398,0.0385808683931828,0.0403628572821617,0.0216276403516531) * MODEL1_texOff(vec2(0,1)); +res += mat4(-0.0557530373334885,0.0755260884761810,0.0573121942579746,-0.0846045166254044,-0.1383802145719528,0.0156871546059847,0.0206889864057302,0.0196448732167482,0.0936936438083649,-0.0411296375095844,0.0917777568101883,-0.0541635826230049,-0.1951742023229599,0.0054358150810003,-0.0279130693525076,-0.1886591315269470) * MODEL2_texOff(vec2(0,1)); +res += mat4(-0.0756752490997314,-0.0273822136223316,0.1296551972627640,0.0417635515332222,-0.0240329802036285,0.0925910696387291,-0.1920022219419479,0.1842794269323349,-0.0187953840941191,-0.0966263934969902,-0.0716835185885429,0.0709151551127434,0.1714404076337814,-0.0126170367002487,0.0895805954933167,-0.1575298607349396) * MODEL3_texOff(vec2(0,1)); +res += mat4(0.0161564704030752,-0.0908250436186790,-0.0535212606191635,-0.1211237236857414,0.0104334913194180,0.0964544042944908,0.1245422288775444,-0.0596341341733932,-0.0090741291642189,-0.0622812099754810,-0.0570233128964901,0.0121575519442558,0.1045827344059944,0.0949763879179955,-0.0032854136079550,0.0530056022107601) * MODEL4_texOff(vec2(0,1)); +res += mat4(-0.0003848207416013,0.0003470199008007,-0.2092830240726471,-0.1006018817424774,0.1081147268414497,-0.0939455777406693,-0.2698166072368622,-0.1198394224047661,0.0247480031102896,0.0025754191447049,0.0529895015060902,0.0784725844860077,-0.0928552076220512,0.0278765819966793,-0.1788543015718460,-0.1194280758500099) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.0240296050906181,-0.0719401836395264,-0.0925402045249939,0.0368942469358444,-0.1238216906785965,-0.0104599799960852,0.0797987431287766,0.2005718648433685,-0.0560903325676918,0.1204912438988686,-0.1408958435058594,-0.1095607727766037,0.0530463643372059,-0.0714835375547409,0.1204818114638329,-0.0226355418562889) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.0066233715042472,-0.0085219331085682,0.1553241163492203,0.1768709570169449,-0.0071294018998742,0.0826016515493393,0.1033945232629776,-0.0842639729380608,-0.0041914470493793,0.0168229565024376,0.0179441776126623,-0.1159901246428490,0.0649634003639221,-0.0036737429909408,-0.0771653503179550,-0.0308642201125622) * MODEL3_texOff(vec2(1,-1)); +res += mat4(0.2729343771934509,0.0497075170278549,-0.0026191901415586,-0.1095769479870796,0.1689689904451370,0.0989566892385483,0.1425782740116119,-0.0923333391547203,0.0479826107621193,-0.0109836682677269,-0.1516933888196945,-0.0755853131413460,0.0668197572231293,-0.1661550849676132,-0.1431109160184860,-0.0723206996917725) * MODEL4_texOff(vec2(1,-1)); +res += mat4(0.1526912599802017,-0.2092438638210297,0.1788097172975540,-0.2979544103145599,0.1153424009680748,-0.0583218894898891,0.2775128483772278,-0.0670548528432846,-0.1158031001687050,-0.0313567221164703,-0.0862830877304077,-0.0168380811810493,0.1720536202192307,-0.1574773937463760,-0.0655749142169952,0.0468243248760700) * MODEL1_texOff(vec2(1,0)); +res += mat4(-0.0487683452665806,-0.0382587201893330,0.0241972431540489,-0.0493089780211449,-0.0555609352886677,-0.0067837014794350,-0.0213792026042938,-0.0070139062590897,0.0188753847032785,-0.0027772670146078,-0.0037210951559246,0.0412457138299942,-0.1203945055603981,0.1010156199336052,0.1245918199419975,0.0539072118699551) * MODEL2_texOff(vec2(1,0)); +res += mat4(0.2347936481237411,0.0883517116308212,0.1132112294435501,-0.0474456958472729,-0.1135244220495224,-0.0347181186079979,0.0172416865825653,-0.2652592957019806,-0.0226777717471123,-0.0604296252131462,0.0538337491452694,-0.1083922386169434,-0.1236453726887703,-0.1288684159517288,-0.0247967280447483,0.1505742967128754) * MODEL3_texOff(vec2(1,0)); +res += mat4(0.2681937813758850,-0.0158778056502342,-0.1354302614927292,-0.1361819207668304,0.0306474398821592,0.2655562162399292,-0.0406502112746239,0.0016859595198184,-0.0237504821270704,0.0070713874883950,-0.0231034811586142,0.1406109482049942,-0.1182266771793365,-0.0951323062181473,0.0018538978183642,-0.2768996357917786) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.0353536196053028,-0.0921272039413452,0.0878378674387932,-0.0809178501367569,0.0247934293001890,0.0404791571199894,0.2440562695264816,-0.2024139314889908,-0.0439180545508862,-0.0269075818359852,-0.0294208191335201,-0.1838177591562271,-0.0105912992730737,-0.0347341038286686,0.2511779069900513,-0.2236188799142838) * MODEL1_texOff(vec2(1,1)); +res += mat4(0.0756920054554939,-0.0789640992879868,0.0566606670618057,-0.0701330006122589,-0.1399319618940353,0.0669462606310844,-0.1423660665750504,0.0571723207831383,0.0195416212081909,-0.0601054690778255,-0.1047430261969566,-0.0097105586901307,0.0143667897209525,0.0351258963346481,-0.0918308123946190,0.0262705143541098) * MODEL2_texOff(vec2(1,1)); +res += mat4(0.0553749389946461,-0.0041886884719133,-0.0605173110961914,-0.2807769775390625,-0.0843012928962708,-0.0889118164777756,0.1334851682186127,0.1318182200193405,0.0897891595959663,0.0396225266158581,0.0366121716797352,0.1134602576494217,-0.0629994198679924,-0.1568417549133301,-0.1642931103706360,-0.0793174281716347) * MODEL3_texOff(vec2(1,1)); +res += mat4(0.0874854996800423,0.1451302468776703,0.0418023057281971,-0.1321189403533936,-0.0695790126919746,0.2883740365505219,-0.1460049748420715,0.0687866210937500,0.0545384436845779,-0.0934416949748993,-0.0962195023894310,-0.1414998918771744,0.0271762069314718,-0.1021812409162521,0.0505671724677086,-0.2166446149349213) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.5975642800331116,0.7101187705993652,0.2210603356361389,0.2657143771648407) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 3_4 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL24 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0443575866520405,0.0172876622527838,-0.0082638226449490,-0.0544411092996597); +res += mat4(-0.1153867915272713,0.0461534447968006,-0.0481961183249950,-0.2565690577030182,0.1237876564264297,0.0152695626020432,-0.0350298024713993,-0.0990370288491249,0.0285262055695057,0.1229283809661865,-0.1238357573747635,-0.0759160369634628,-0.2531270980834961,0.2380990982055664,-0.0787951722741127,0.1950285434722900) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(-0.0382908396422863,-0.0417050942778587,-0.1520241796970367,0.0926067382097244,-0.0464121475815773,0.0505627468228340,-0.0669444873929024,0.1505109965801239,-0.0031924818176776,0.0725569278001785,-0.0324036702513695,-0.1299898773431778,0.0526748150587082,-0.3923801779747009,-0.0003234971081838,0.2298050224781036) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(-0.0158206578344107,0.0612725801765919,0.0217537786811590,0.0373446457087994,0.0386385247111320,-0.3187672793865204,0.0781018361449242,0.0903870463371277,0.0719380453228951,-0.1963636577129364,0.1117507144808769,0.2412035316228867,0.0393624939024448,-0.0267373267561197,-0.0120506389066577,0.0325187817215919) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(0.0013712226646021,-0.0729541629552841,-0.0627016201615334,0.0235389731824398,-0.0010774170514196,0.0116832097992301,0.0252580288797617,0.0797800123691559,-0.0948337614536285,-0.2426748275756836,-0.0168571360409260,0.1404494047164917,-0.0608085468411446,0.1046258732676506,-0.0393141172826290,-0.3354213833808899) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(0.0401702076196671,0.0116428518667817,0.0165713913738728,-0.1874607950448990,0.0213737469166517,-0.2549341619014740,-0.0404388010501862,-0.1960299760103226,-0.0566449239850044,-0.0323658846318722,-0.1800719201564789,-0.0039301561191678,0.0696632415056229,0.3224157989025116,-0.0475851297378540,-0.1182355955243111) * MODEL1_texOff(vec2(-1,0)); +res += mat4(-0.0834796428680420,-0.1097645685076714,-0.1787838637828827,-0.2374421954154968,-0.1988388746976852,-0.0524192564189434,0.0666269883513451,0.0908249542117119,-0.0258842185139656,-0.0545889735221863,-0.0301691982895136,0.0798295736312866,-0.2172527909278870,-0.0664639845490456,-0.0143356332555413,-0.2312526553869247) * MODEL2_texOff(vec2(-1,0)); +res += mat4(0.0714868083596230,0.0502547994256020,0.0061017167754471,-0.1212317571043968,-0.1282726526260376,0.0560447759926319,-0.0607359856367111,0.2706331908702850,-0.1796873956918716,-0.1682124137878418,0.0601998120546341,0.0678014680743217,0.0790508463978767,0.3452021777629852,-0.0348107293248177,-0.0541482418775558) * MODEL3_texOff(vec2(-1,0)); +res += mat4(-0.0569735094904900,-0.1850724965333939,0.1415492594242096,-0.2577478885650635,-0.1717088371515274,0.0901149287819862,-0.0661593079566956,-0.0004867933748756,0.1020784005522728,-0.0526819080114365,0.2232382893562317,-0.2100684493780136,0.0857498720288277,-0.0184538122266531,-0.1990237534046173,-0.0481382273137569) * MODEL4_texOff(vec2(-1,0)); +res += mat4(-0.0701708495616913,0.0714991837739944,-0.0289904810488224,0.0925415754318237,0.3219135403633118,0.0831121951341629,0.0881434902548790,0.1057760789990425,0.0613221228122711,0.1067363843321800,-0.1622885763645172,-0.1565199643373489,0.0851741209626198,0.1869019120931625,0.1420780122280121,0.0997897535562515) * MODEL1_texOff(vec2(-1,1)); +res += mat4(-0.0006897908751853,0.0002230324316770,-0.0061215348541737,0.0813290178775787,0.1386551111936569,-0.0496507324278355,-0.0165110882371664,-0.0290622301399708,0.0139145683497190,0.1921701133251190,-0.0538125894963741,-0.0863768830895424,-0.2305068075656891,-0.2698709964752197,-0.0517536289989948,-0.1628949642181396) * MODEL2_texOff(vec2(-1,1)); +res += mat4(-0.1351000368595123,0.1070886105298996,-0.2094243615865707,0.0464893393218517,0.0940783843398094,-0.1414466351270676,0.0218101758509874,0.3694844841957092,-0.1057478785514832,-0.1334850490093231,0.2141398936510086,-0.3210513293743134,-0.0921101868152618,0.0976445004343987,-0.2729000449180603,0.0085345814004540) * MODEL3_texOff(vec2(-1,1)); +res += mat4(-0.1307733803987503,0.1647614687681198,-0.0921722650527954,-0.3943025767803192,0.0007722134469077,0.0027217469178140,-0.1987177282571793,-0.1953782737255096,-0.0254900511354208,-0.0454240925610065,0.3156110942363739,-0.0799890533089638,0.2957562804222107,0.0620916970074177,-0.0336010232567787,0.2646394073963165) * MODEL4_texOff(vec2(-1,1)); +res += mat4(0.1116567626595497,-0.0836347565054893,0.1115480437874794,0.0097437910735607,0.1639147549867630,0.0891782045364380,-0.0390031039714813,0.1287636607885361,0.0770513340830803,0.0410465076565742,-0.0916645526885986,0.1304619610309601,-0.0790105015039444,0.1829534024000168,-0.0470223166048527,-0.0093155642971396) * MODEL1_texOff(vec2(0,-1)); +res += mat4(0.0936345830559731,-0.0782197788357735,0.1606648862361908,0.1692751049995422,0.0132142482325435,0.1755735427141190,0.0863987356424332,0.0030541669111699,0.0000777405730332,-0.0637332722544670,-0.0151124233379960,0.0080806603655219,0.2946056127548218,0.1572885811328888,-0.0315047018229961,0.0588088929653168) * MODEL2_texOff(vec2(0,-1)); +res += mat4(-0.0298017617315054,-0.0061077997088432,-0.0580525957047939,-0.0804082378745079,-0.1665166020393372,0.0623690932989120,0.0284630451351404,-0.0096295243129134,0.1184189021587372,0.1396970599889755,-0.1514411866664886,0.1364833414554596,0.0481353737413883,-0.0669141933321953,0.1589397490024567,-0.0797372981905937) * MODEL3_texOff(vec2(0,-1)); +res += mat4(-0.0185342114418745,-0.1536676138639450,-0.0603987500071526,-0.0730288252234459,-0.1415396630764008,-0.0863459929823875,0.0164157245308161,0.0840049684047699,-0.0415670052170753,-0.0586951412260532,0.0512553639709949,0.1032735556364059,-0.1099452152848244,-0.0762356966733932,-0.1867228895425797,0.0231300555169582) * MODEL4_texOff(vec2(0,-1)); +res += mat4(-0.1312593370676041,0.0375906229019165,0.1423014402389526,-0.1105326265096664,0.0680506676435471,-0.0286753885447979,0.0948435217142105,-0.0689550116658211,-0.0741788819432259,0.1600024253129959,-0.0716771259903908,0.0085076913237572,-0.1738433390855789,-0.0144208027049899,-0.0136983916163445,-0.0305898804217577) * MODEL1_texOff(vec2(0,0)); +res += mat4(0.0929514318704605,-0.1521934568881989,-0.0364846922457218,0.0338692665100098,-0.0106543321162462,-0.0289950501173735,0.1089482158422470,0.1263038516044617,-0.0290692597627640,-0.0697734877467155,0.1355585157871246,-0.1108760386705399,-0.0116071458905935,0.0083957426249981,-0.2239753752946854,-0.5434979796409607) * MODEL2_texOff(vec2(0,0)); +res += mat4(-0.0460685156285763,0.0441793315112591,0.1100800260901451,-0.1913414448499680,-0.1769113987684250,0.0404835790395737,-0.0132482098415494,-0.2680893838405609,-0.0374812632799149,0.1182867735624313,-0.3552883565425873,-0.0169352013617754,-0.0444028526544571,0.1078578159213066,0.0429306253790855,-0.1253164261579514) * MODEL3_texOff(vec2(0,0)); +res += mat4(0.1520735323429108,0.1122125014662743,-0.0572709515690804,0.1860113143920898,-0.1938176900148392,-0.1196697056293488,0.0515486299991608,0.0246989522129297,-0.0040818098932505,-0.0565706454217434,0.1167541593313217,-0.0432274863123894,-0.0820094197988510,-0.0788283571600914,0.0382751859724522,-0.2703585624694824) * MODEL4_texOff(vec2(0,0)); +res += mat4(-0.0544024519622326,-0.0482789166271687,0.0499327331781387,-0.0224006045609713,-0.1344419270753860,0.1278635114431381,0.0594440139830112,0.0979198217391968,-0.0838272720575333,-0.0638934597373009,-0.0973634496331215,-0.0540071614086628,0.0897210091352463,-0.1422097086906433,-0.0421974919736385,0.2081049084663391) * MODEL1_texOff(vec2(0,1)); +res += mat4(0.1588554382324219,-0.0452760532498360,0.1712678372859955,-0.2316809445619583,-0.1399545371532440,0.1568536311388016,-0.1081517189741135,0.0849758759140968,-0.1067460626363754,0.2366832941770554,-0.2033029198646545,-0.0909346193075180,-0.0132193733006716,-0.1119452565908432,-0.0544908158481121,-0.0902159363031387) * MODEL2_texOff(vec2(0,1)); +res += mat4(-0.1147935464978218,-0.1596799343824387,-0.2795168459415436,0.3158423900604248,0.0038823492359370,0.2082762718200684,-0.1292865127325058,0.2380218058824539,-0.0593362376093864,-0.0810502246022224,0.0335814654827118,-0.1890208125114441,-0.1477932035923004,0.2309811264276505,-0.3007490336894989,0.0217646900564432) * MODEL3_texOff(vec2(0,1)); +res += mat4(-0.2412584275007248,-0.1820785254240036,0.0960279777646065,-0.2453560382127762,-0.2881637811660767,-0.1028830781579018,-0.2350692152976990,-0.0128567134961486,0.1733272373676300,-0.0676517561078072,0.1780357509851456,-0.0170940048992634,0.0703172907233238,0.0450714193284512,-0.1234186515212059,-0.0243477169424295) * MODEL4_texOff(vec2(0,1)); +res += mat4(0.0533849410712719,-0.0511825680732727,-0.0241323150694370,0.0128192249685526,-0.2787725627422333,-0.0935949161648750,-0.0443010739982128,-0.3568337559700012,-0.2843543589115143,-0.0588542819023132,-0.0993447974324226,-0.1083608344197273,0.0001687354524620,0.0821412280201912,-0.1406271159648895,-0.0102522866800427) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.0060335719026625,0.1511419117450714,-0.0411694757640362,-0.1048525050282478,0.0608293041586876,0.0566475875675678,-0.0050620441325009,0.1147922128438950,0.2428995966911316,0.0423743464052677,-0.0551568940281868,0.1753053963184357,-0.1469645202159882,-0.0733559280633926,0.0791069194674492,-0.0516989901661873) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.2005743384361267,-0.0774631947278976,-0.0018204173538834,-0.0483595058321953,0.3581720888614655,-0.0147614227607846,0.0816907212138176,0.0681930705904961,0.0841999724507332,-0.0154275819659233,0.2317570000886917,-0.1873822659254074,0.1134597137570381,0.0353046320378780,0.0136633478105068,0.2268718034029007) * MODEL3_texOff(vec2(1,-1)); +res += mat4(0.0015500508015975,-0.0350912995636463,0.1819244474172592,-0.2943778336048126,0.2153276652097702,-0.0406356230378151,0.1584931910037994,-0.0552403181791306,0.2545297443866730,-0.0378523170948029,0.0114929713308811,0.1883126944303513,0.1250792145729065,0.0013357850257307,-0.0502807945013046,-0.0971949324011803) * MODEL4_texOff(vec2(1,-1)); +res += mat4(-0.1276038736104965,-0.0561961047351360,-0.0403705053031445,-0.0439917519688606,0.1488273143768311,-0.0142760565504432,-0.1225387305021286,0.0815235823392868,-0.2227692008018494,-0.0470094233751297,-0.1504957526922226,0.0665239840745926,-0.1025593727827072,-0.2867625355720520,-0.1235116273164749,-0.1901986598968506) * MODEL1_texOff(vec2(1,0)); +res += mat4(-0.0514027960598469,-0.0061687403358519,0.0168033670634031,-0.1432375460863113,0.2030462473630905,-0.0529608055949211,0.0640496462583542,0.0653001144528389,0.1284048259258270,0.2448618561029434,0.0806659683585167,0.0043277940712869,-0.2672352194786072,0.1622381359338760,-0.1735759675502777,0.2809754610061646) * MODEL2_texOff(vec2(1,0)); +res += mat4(0.0474898442625999,-0.0711890533566475,0.1305476576089859,0.1354811936616898,-0.1942416578531265,-0.1283458322286606,0.1431433707475662,-0.0947294756770134,-0.2257959097623825,-0.0092973057180643,-0.0537335127592087,-0.0020512044429779,-0.0061748009175062,-0.0626277625560760,0.0192528180778027,-0.0914773717522621) * MODEL3_texOff(vec2(1,0)); +res += mat4(-0.2095741480588913,0.0379726476967335,-0.2243293821811676,-0.1013792231678963,0.0686150416731834,0.0155981667339802,-0.0764645710587502,-0.0305842161178589,-0.0259961690753698,-0.0745085924863815,0.0172162204980850,0.1879747360944748,0.0452391169965267,-0.0608093813061714,0.0837198868393898,-0.0468869470059872) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.1117817163467407,-0.0641569420695305,-0.1584290117025375,-0.1181755587458611,0.1186503022909164,-0.1156232878565788,-0.0058344611898065,0.0541331358253956,-0.1282003223896027,-0.0582902543246746,0.0543746426701546,0.0679086893796921,0.0061439238488674,-0.1673425436019897,0.0167079698294401,-0.0337483622133732) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.0318820178508759,0.0777627304196358,0.0269147269427776,-0.0861848220229149,-0.0572732873260975,0.0880183279514313,-0.2400159239768982,0.0165461376309395,-0.1212224960327148,0.0376691259443760,-0.0711813941597939,0.0702142715454102,-0.0927743837237358,0.1374232769012451,0.1284533143043518,-0.1024940311908722) * MODEL2_texOff(vec2(1,1)); +res += mat4(-0.0138010382652283,-0.1079927086830139,0.1322774291038513,-0.0478576496243477,0.0391805581748486,-0.1299014836549759,-0.1109418123960495,0.1180314943194389,-0.2295429855585098,-0.0117011712864041,0.0984913781285286,-0.1071909889578819,0.0500463247299194,0.0054267598316073,-0.0930221453309059,0.0215281862765551) * MODEL3_texOff(vec2(1,1)); +res += mat4(0.2036101222038269,-0.1901089102029800,-0.0043966257944703,0.0032272462267429,-0.1521417796611786,0.1286157071590424,0.0190770793706179,0.3636183440685272,0.0024238554760814,-0.0177340153604746,-0.0120035065338016,-0.0587586909532547,-0.3092055618762970,-0.2019037306308746,-0.0443389788269997,0.0946903005242348) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.2789254188537598,0.3638928830623627,0.2096617668867111,0.2994046211242676) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 4_1 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0152921751141548,-0.0421884134411812,-0.0183614157140255,-0.0410282649099827); +res += mat4(-0.1190162375569344,-0.0184951145201921,-0.1952454596757889,0.0351415611803532,0.1095704361796379,0.2690263390541077,0.0928188338875771,-0.0438257195055485,-0.1564324200153351,0.2202608585357666,0.2966482639312744,0.2339300215244293,0.0177180171012878,-0.1406821310520172,0.0425183176994324,-0.0873366072773933) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.2482375502586365,-0.2654781043529510,0.2639889121055603,0.0700655505061150,0.0615517050027847,0.2108351439237595,-0.0806319713592529,-0.1797526925802231,-0.0624336525797844,-0.0685776099562645,-0.0651563480496407,-0.1443491876125336,-0.0246811471879482,-0.0681877285242081,0.1129898726940155,0.0209530275315046) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.1096812859177589,0.0943959653377533,-0.0782932192087173,0.0260468591004610,0.0174635350704193,-0.0246985722333193,0.1732371747493744,0.0406307987868786,-0.1182044446468353,0.0382165163755417,-0.0067044254392385,-0.0999275520443916,-0.0449297130107880,-0.1320085078477859,-0.1360876113176346,0.0060703670606017) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(0.1356152594089508,0.0572884306311607,0.0406529195606709,-0.0040565952658653,0.1286915987730026,0.0303153414279222,0.1618053168058395,-0.1200676858425140,-0.0263732224702835,-0.0870896205306053,-0.1316560655832291,-0.0121240299195051,-0.1870461106300354,0.0447288043797016,0.1710527390241623,-0.0553721748292446) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.0464471168816090,0.1919526904821396,-0.0946551561355591,0.0074956319294870,0.0994874835014343,0.1217840313911438,-0.1294769197702408,0.1544425636529922,0.1606628894805908,-0.0447351709008217,0.0724694505333900,0.1136291772127151,0.0624733753502369,0.2222158610820770,0.0059010013937950,-0.2364514917135239) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.0778907388448715,-0.2539246976375580,0.1198333278298378,0.1660131216049194,0.0046856617555022,-0.0109800677746534,-0.0306674037128687,-0.1896251738071442,-0.0958613678812981,0.1874391138553619,0.0100123696029186,0.0713699460029602,0.0761645883321762,-0.0569560490548611,-0.0909131392836571,-0.2699472308158875) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.0022238192614168,0.0236477814614773,-0.1229914277791977,0.0418010838329792,-0.0787138417363167,-0.1798612177371979,-0.0279805678874254,-0.1342673748731613,-0.1635391414165497,0.1586353182792664,0.0362808294594288,-0.0167230870574713,0.0373955816030502,-0.0876701474189758,0.0420879013836384,0.0321516953408718) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.1590444743633270,0.2544798552989960,-0.0201293881982565,-0.0064975111745298,0.0535139851272106,0.0806894153356552,0.0318354517221451,-0.0655529201030731,0.0377475693821907,0.1721737682819366,0.0385644212365150,-0.0033262318465859,-0.0013670603511855,0.0367730893194675,0.1605158299207687,0.0891601368784904) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.0085276458412409,0.0541307553648949,0.1286090761423111,-0.0389432199299335,-0.0670036301016808,0.0946321934461594,-0.1318523585796356,-0.0768390223383904,0.0443721488118172,-0.1537600755691528,0.1307534128427505,-0.0283763110637665,0.0388615429401398,0.0762248709797859,0.2399333566427231,-0.0962653160095215) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.2717413306236267,0.1760793924331665,0.0461732149124146,0.1770322769880295,-0.0147960223257542,0.1942998468875885,0.0912752971053123,0.1081396862864494,-0.0026726231444627,-0.0024635316804051,-0.0913982912898064,0.0536704622209072,-0.1522853970527649,0.0006489959196188,-0.2053583562374115,-0.1001611500978470) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.0400715842843056,0.0722900927066803,-0.0374822057783604,0.0356386937201023,-0.1277060508728027,0.0041482169181108,-0.0131168477237225,-0.1277870088815689,0.1593655496835709,0.3133496940135956,-0.1106509268283844,-0.0919809043407440,-0.0221825707703829,0.1275840550661087,0.0457564666867256,0.1137011200189590) * MODEL23_texOff(vec2(-1,1)); +res += mat4(0.1386460512876511,0.0263838153332472,-0.0035507711581886,-0.0521514378488064,0.0641407221555710,-0.0251645147800446,-0.0361470617353916,0.0171069763600826,0.0135087221860886,0.0506664738059044,0.1144266724586487,-0.0754845216870308,0.0439829565584660,0.1722060143947601,0.0689463019371033,0.1090410947799683) * MODEL24_texOff(vec2(-1,1)); +res += mat4(-0.0748251825571060,-0.0373868755996227,-0.2445237040519714,0.0461999066174030,-0.0312598906457424,0.1628284752368927,0.0755133777856827,0.3153704702854156,0.1078406572341919,0.0109743885695934,0.0214311145246029,0.1987844407558441,-0.1095619872212410,-0.2364546656608582,-0.0557893775403500,-0.0438105836510658) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.1185420677065849,-0.1639555245637894,-0.0675024390220642,0.0044744056649506,0.0197197534143925,0.0533142052590847,0.1106917634606361,-0.2565958499908447,-0.1599204242229462,-0.0745692253112793,-0.0643470361828804,-0.0407701171934605,0.0399509742856026,-0.1874625533819199,0.1287930756807327,-0.0945565849542618) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.0372985824942589,-0.2364475876092911,-0.1416206657886505,0.1206288337707520,0.1208982989192009,0.0546784326434135,-0.4221828281879425,-0.1534760743379593,-0.2807195186614990,-0.1074331626296043,-0.1914845257997513,-0.1712386459112167,0.0061590727418661,0.1753525882959366,-0.0589087307453156,-0.0505195632576942) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.0249151661992073,-0.2597448527812958,0.0631191357970238,-0.0944171100854874,0.1629322767257690,-0.0848318040370941,-0.0093861659988761,-0.0577203407883644,-0.0819902941584587,0.0118851140141487,-0.0646880120038986,0.1390649974346161,-0.1198703199625015,-0.0731857642531395,0.0939662232995033,0.1096417233347893) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.0456407405436039,0.2087496221065521,-0.1715715974569321,-0.0412586145102978,-0.1189664676785469,-0.3260678946971893,0.0376400612294674,0.1359800100326538,0.1107803955674171,-0.1855342686176300,0.2170415818691254,-0.2294681966304779,-0.0429555885493755,-0.1306051015853882,-0.0653500035405159,-0.1527210325002670) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.0513946749269962,-0.2365732938051224,0.2034884542226791,0.3393885493278503,0.0079911397770047,0.4098736047744751,0.1941663324832916,0.2354645133018494,-0.0273872185498476,-0.0961385965347290,0.1584006547927856,-0.1822158545255661,-0.1715795099735260,-0.0462534204125404,0.3786302208900452,-0.1046399176120758) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.1457742005586624,-0.0326225198805332,-0.1828748881816864,0.0100795663893223,-0.0470789559185505,-0.1352290362119675,-0.0171587206423283,-0.0729092657566071,-0.0180453155189753,-0.0511937029659748,-0.0897613093256950,-0.0998294651508331,0.2800712287425995,0.0911974161863327,-0.0701540037989616,-0.0567394345998764) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.1067931354045868,-0.1711982190608978,0.1395526826381683,0.0277959425002337,0.0274742078036070,0.0734200999140739,0.0027106383349746,0.0178273487836123,0.0144101316109300,0.0287801306694746,-0.0933949872851372,0.0911574736237526,0.0861448571085930,0.0838528275489807,0.0704732686281204,0.0419431403279305) * MODEL24_texOff(vec2(0,0)); +res += mat4(0.0205994043499231,0.2417548000812531,0.0743231922388077,0.1109088286757469,0.0398612245917320,-0.2234560549259186,-0.0184749383479357,-0.0584219731390476,0.0074035394936800,-0.0421438366174698,0.0163138583302498,0.0404778495430946,-0.1052960157394409,-0.0272959545254707,0.1423123329877853,-0.2191802710294724) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.2918152809143066,-0.0512063801288605,-0.0686650797724724,-0.1564840525388718,-0.1622433960437775,-0.1695790588855743,0.1793539226055145,-0.0133622605353594,-0.0066824923269451,0.1389845460653305,0.1318333595991135,0.1922488957643509,-0.1405286788940430,0.1521170437335968,-0.0267318449914455,-0.0208528414368629) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.0539000183343887,0.0081105474382639,0.0205685626715422,-0.0260431114584208,-0.1052201390266418,0.0256972257047892,-0.0282303746789694,0.0167612694203854,0.0051702377386391,-0.3079237043857574,-0.2489529252052307,-0.1375894248485565,-0.0477345809340477,-0.0605724230408669,-0.0606473386287689,0.0535141825675964) * MODEL23_texOff(vec2(0,1)); +res += mat4(0.1517951637506485,-0.1868469119071960,0.0677186027169228,-0.0303589422255754,0.1308214962482452,0.2213404625654221,-0.0028607835993171,0.1499667316675186,-0.0751280263066292,0.1820339262485504,-0.1236320659518242,0.0402352139353752,0.1558123379945755,0.0228522513061762,0.0689747929573059,0.1458114981651306) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.0838735550642014,0.0195065308362246,0.1009202972054482,0.0141693735495210,-0.0684822127223015,-0.0332339815795422,-0.0316249914467335,0.0639695823192596,0.1330005973577499,0.0309487301856279,-0.0566686838865280,0.0385463833808899,0.0492574349045753,0.0554966218769550,-0.0292854662984610,0.1207696422934532) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.0758837163448334,-0.1427588909864426,-0.0506482608616352,0.1501635313034058,0.1298136264085770,0.0306423064321280,0.0134161738678813,0.0281889680773020,0.0916559845209122,0.0178684890270233,-0.1619153767824173,-0.0340744554996490,-0.0231783911585808,0.2219653278589249,0.0506693795323372,0.1598078310489655) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.0627072677016258,-0.1126960963010788,0.0420085266232491,-0.1589002311229706,-0.1158275157213211,0.1281264573335648,-0.1756466329097748,0.2203005254268646,0.0139595735818148,0.1681433022022247,-0.2345749884843826,-0.1571274548768997,-0.0429701618850231,0.2290336936712265,0.1631883382797241,-0.0694149285554886) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0143380742520094,-0.1124840825796127,0.1168280020356178,-0.1331634521484375,0.0748192667961121,-0.0109221572056413,-0.1713442057371140,-0.1797152310609818,0.0350942499935627,0.2641543447971344,0.0925283432006836,0.1252704262733459,0.1288260519504547,-0.0570767410099506,-0.0398881733417511,0.0273588541895151) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.0380972400307655,0.1034212782979012,0.0213828608393669,-0.0148614794015884,-0.1653871387243271,-0.0820154994726181,-0.0358952581882477,0.0552289225161076,-0.2512517571449280,0.1247166395187378,-0.1592407822608948,-0.0321089997887611,-0.0776566565036774,-0.1996893286705017,0.0018975811544806,-0.1666585355997086) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0514128804206848,-0.1806413531303406,0.0581526309251785,-0.1845205128192902,-0.0468177050352097,0.0065296655520797,0.1329463273286819,-0.0450613945722580,-0.0819161683320999,0.0609286017715931,-0.1706075519323349,0.0268993731588125,-0.0072728786617517,0.0518279410898685,0.1027556210756302,-0.2655471563339233) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.0528295002877712,-0.0194170381873846,0.1845526546239853,0.1348505467176437,-0.0152165666222572,0.1258783489465714,-0.0651827603578568,0.2780140936374664,0.1117969900369644,-0.0688591971993446,-0.3288070559501648,-0.0939544737339020,0.0130054829642177,-0.0179348811507225,0.0906036049127579,0.0461135618388653) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.0796370580792427,0.1440742760896683,0.0958162546157837,-0.1148072108626366,-0.0286090094596148,-0.1137517839670181,-0.0212270878255367,0.1032781600952148,-0.0507704839110374,-0.2957864701747894,0.0144752692431211,0.3187844455242157,0.1403873860836029,-0.1035481691360474,0.1974873691797256,-0.2632073760032654) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.0686532109975815,0.0114168180152774,-0.0264973752200603,0.0432150885462761,0.0409793704748154,-0.1033034026622772,0.0921624004840851,-0.0223657265305519,0.0132174659520388,0.1944419145584106,0.0101372804492712,0.2384791672229767,-0.0903540775179863,-0.0613362453877926,-0.1348354369401932,0.0117543349042535) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.0706733688712120,0.0145568102598190,0.2090485543012619,0.0469079948961735,-0.1149041429162025,-0.0119383949786425,-0.1316107362508774,0.0373619385063648,0.0922811999917030,0.1671076565980911,-0.1278596818447113,0.1180500537157059,-0.1782978773117065,-0.0470792539417744,0.2547687590122223,-0.0700602754950523) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.0254503041505814,-0.1548549383878708,-0.0734742805361748,-0.0471029393374920,-0.1075526848435402,0.0079539306461811,-0.0578407160937786,-0.0321674533188343,-0.0638093203306198,-0.1905551701784134,-0.1036235019564629,-0.1265931129455566,-0.0858744382858276,-0.0884396359324455,-0.0168409720063210,0.0849291086196899) * MODEL23_texOff(vec2(1,1)); +res += mat4(0.0265901386737823,0.0527118593454361,0.1148529797792435,0.0304525271058083,-0.1332283169031143,-0.3303346633911133,-0.1799703687429428,-0.0278543122112751,-0.0371871516108513,-0.3398232161998749,-0.2535822093486786,-0.0149667244404554,0.1491577476263046,0.2170577496290207,0.0698979720473289,0.0537905916571617) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(1.5466239452362061,0.5710025429725647,0.1285991668701172,0.4249538779258728) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 4_2 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0453155860304832,0.0566566064953804,-0.1348780393600464,0.0311419144272804); +res += mat4(-0.0298858322203159,0.0007992446189746,0.1031991168856621,-0.1147342026233673,0.0256992820650339,0.0183616373687983,-0.0162667911499739,0.1549731940031052,-0.0055262539535761,0.0496536977589130,0.0601272657513618,-0.1503317803144455,-0.2435035556554794,0.0885690078139305,-0.1135892271995544,0.0881927385926247) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.2532794773578644,-0.0676324069499969,0.0434939563274384,-0.0122394170612097,0.0054363864473999,-0.1082903966307640,0.0650861859321594,0.0466154776513577,-0.2336318790912628,-0.2130470126867294,0.0329463183879852,-0.2140024304389954,-0.0949469134211540,0.1295106410980225,0.0128499418497086,-0.3392114043235779) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.0597930103540421,0.0703695788979530,0.0486910603940487,-0.0440734289586544,0.0713865458965302,0.0033064954914153,0.0946139022707939,0.1118625849485397,0.1198386698961258,0.0876456722617149,-0.0981967598199844,-0.0572098456323147,-0.0449983589351177,-0.0386966243386269,0.0293254852294922,0.1515756547451019) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(0.1065291687846184,0.0516019314527512,0.0942094922065735,-0.2789550125598907,-0.1083808094263077,0.0189416687935591,0.0983946546912193,-0.0416557043790817,0.1205929294228554,0.0996314510703087,0.0302714947611094,-0.0742355734109879,0.0935563519597054,0.0263017658144236,0.0579446218907833,-0.1653401851654053) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.0657762736082077,0.1070062145590782,0.0003876284754369,-0.1719539016485214,0.0812518149614334,-0.1447519063949585,0.0523058138787746,0.2124348133802414,0.0217247884720564,-0.1414734274148941,0.0850298330187798,0.0279949326068163,-0.0011123189469799,0.0624437406659126,-0.0589779242873192,0.0794210210442543) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.0161121599376202,0.1379660815000534,0.0784429386258125,0.0722459405660629,0.1067701652646065,-0.0403751768171787,-0.1103240400552750,-0.3988030850887299,-0.2108134478330612,-0.0841747000813484,0.0185179766267538,0.1530532389879227,0.1158207952976227,0.0899809077382088,0.1636642217636108,-0.0838347449898720) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0734359845519066,0.1289348155260086,-0.0174471326172352,0.0241739619523287,0.0240030735731125,-0.1116744130849838,-0.0265962332487106,0.1347594112157822,-0.0199495386332273,-0.1081977784633636,0.0829444453120232,0.0309043060988188,-0.0235595442354679,0.0574604384601116,-0.3009069859981537,0.2973518967628479) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.0262071080505848,-0.0342629849910736,0.1218903064727783,-0.1648992598056793,-0.0859013348817825,0.0062718144617975,-0.1187449544668198,0.0929365009069443,0.2870148420333862,-0.0539081133902073,0.1117846593260765,0.1521280556917191,-0.0004304386384320,-0.1531893014907837,0.1398627758026123,0.2036317586898804) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.0913939774036407,0.0913657099008560,0.0643721818923950,0.1850601583719254,0.1449193507432938,-0.0359147302806377,0.1259242892265320,0.0814334899187088,-0.0170037485659122,0.0242244824767113,-0.1685448884963989,-0.0837342739105225,0.0206238403916359,0.0438248962163925,0.1666281521320343,-0.0559892132878304) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.1529316604137421,0.0114401821047068,0.3237524628639221,0.0986344590783119,-0.1027426719665527,-0.0836644768714905,-0.0738330930471420,-0.3813030719757080,0.0445690080523491,-0.0165712684392929,-0.0360440984368324,0.0016843904741108,-0.0380182377994061,0.1248383373022079,-0.1146307587623596,-0.2490343898534775) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.0752653628587723,-0.0364792495965958,0.0201882272958755,-0.1137406229972839,-0.1604456305503845,-0.0414037518203259,0.0450357608497143,-0.0202007535845041,0.1162813231348991,-0.1666767001152039,0.1568126827478409,-0.0240063890814781,-0.4600602090358734,0.1090561226010323,-0.2158937454223633,0.1603046059608459) * MODEL23_texOff(vec2(-1,1)); +res += mat4(0.4206949472427368,-0.0567879006266594,-0.0021144414786249,-0.1598827987909317,-0.0417208075523376,0.0602485239505768,0.0066408892162144,0.0403601936995983,0.1464725732803345,0.0026100373361260,0.1791187673807144,0.0845375210046768,0.1565982252359390,-0.0830777436494827,-0.1922154277563095,0.0667199641466141) * MODEL24_texOff(vec2(-1,1)); +res += mat4(-0.0060128364712000,-0.0625960007309914,-0.1274224668741226,0.0269266348332167,-0.0870532318949699,0.0282196663320065,0.0574103817343712,0.0383691042661667,-0.0209243074059486,0.0348662100732327,0.1376862674951553,-0.1253975927829742,-0.0952221453189850,0.0894378498196602,-0.0370991080999374,0.1560261100530624) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.0437814779579639,0.1273395717144012,-0.2346061319112778,0.0037019008304924,-0.0455590412020683,-0.0019906591624022,-0.0454522706568241,-0.0244017206132412,-0.2796474397182465,-0.1605288982391357,0.0137082673609257,0.0599214360117912,0.0686353817582130,-0.0303577929735184,-0.0275447070598602,0.0582771226763725) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.1293218880891800,-0.0938328951597214,-0.0969779714941978,-0.0384574569761753,0.0830583646893501,0.0059704380109906,0.0024985822383314,0.0535708703100681,0.2247512936592102,-0.0756447464227676,-0.1270054876804352,0.0218284782022238,-0.1085592210292816,-0.0930609628558159,0.0310489218682051,0.2560330331325531) * MODEL23_texOff(vec2(0,-1)); +res += mat4(0.2577261626720428,-0.1188657507300377,-0.0105566997081041,-0.2601144611835480,0.2246331870555878,0.1289537698030472,-0.1760543435811996,0.0022660291288048,-0.0881892964243889,0.0635417699813843,0.0724733844399452,0.1589717715978622,0.2223478406667709,0.0010198663221672,-0.1692942231893539,-0.0985377058386803) * MODEL24_texOff(vec2(0,-1)); +res += mat4(0.0718829855322838,-0.1912522315979004,-0.0708480328321457,-0.1454412341117859,0.0381090529263020,0.0774593502283096,-0.1208931654691696,0.0942043587565422,0.0348212793469429,0.1196285784244537,0.1245930343866348,0.0773270949721336,0.0364356115460396,-0.0984139963984489,0.1983725279569626,-0.1588001847267151) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.0444039553403854,0.2541146576404572,0.0624411217868328,-0.2143382281064987,-0.0556049942970276,-0.1789880841970444,-0.0568387657403946,-0.1514913439750671,-0.2014637589454651,0.0496631786227226,0.0107027366757393,-0.0921937674283981,-0.1036369353532791,-0.0716441869735718,-0.1135786622762680,0.0293759554624557) * MODEL22_texOff(vec2(0,0)); +res += mat4(-0.1387470215559006,-0.1590988039970398,-0.1236130967736244,0.0009180741035379,-0.1429602503776550,0.0731679946184158,-0.1794480532407761,-0.0454578734934330,-0.1251609027385712,0.0472761988639832,0.1766531169414520,-0.0180035103112459,0.1838096827268600,-0.0224247239530087,-0.1088114008307457,0.2438147217035294) * MODEL23_texOff(vec2(0,0)); +res += mat4(0.2761061787605286,-0.1293413490056992,-0.0470173247158527,-0.0731269940733910,0.0396118462085724,-0.0427457801997662,0.0901760235428810,-0.1252544075250626,0.1572679579257965,-0.1205093786120415,0.1133343204855919,0.1474439352750778,-0.1274047195911407,-0.0804255530238152,-0.0524810142815113,0.3192033767700195) * MODEL24_texOff(vec2(0,0)); +res += mat4(0.2539234757423401,0.0038219748530537,0.0198776777833700,0.2838287651538849,0.0256984960287809,-0.0582435242831707,-0.1964985579252243,-0.0779681429266930,0.1731419265270233,0.0125168245285749,0.2125789225101471,-0.2251415252685547,0.2997701168060303,0.1639049053192139,-0.0336523316800594,0.0472925081849098) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0008294992730953,-0.0421565882861614,0.0688932761549950,-0.1097082123160362,-0.1628515720367432,0.0125915594398975,-0.1667381525039673,-0.0074164411053061,-0.3698953092098236,0.0743873044848442,-0.0314049348235130,0.0652947798371315,-0.0700155273079872,-0.0316918902099133,-0.1057973653078079,-0.1451450884342194) * MODEL22_texOff(vec2(0,1)); +res += mat4(0.1816687434911728,0.0117196496576071,-0.0425142236053944,-0.2296381443738937,-0.2858334183692932,0.0053695417009294,0.0818104892969131,0.0182316023856401,0.1104380339384079,0.0485513135790825,0.0398144796490669,0.1223676204681396,-0.1466707736253738,-0.0134876249358058,-0.0910935550928116,0.1519794464111328) * MODEL23_texOff(vec2(0,1)); +res += mat4(0.1373637318611145,-0.0352236516773701,-0.1160381138324738,-0.0230034384876490,0.3164420425891876,-0.0340709127485752,-0.0676284581422806,-0.0039658197201788,0.2837511003017426,0.1419840455055237,0.2102503329515457,0.0838689133524895,0.1961183845996857,0.0007894636946730,0.0387258119881153,0.2185507416725159) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.1596802026033401,-0.0766641348600388,-0.0551700778305531,-0.0420177541673183,-0.1258300691843033,0.1124724969267845,-0.0496561378240585,0.1163833588361740,-0.0701703429222107,-0.0236236285418272,0.1561320573091507,-0.1625825762748718,0.1801252663135529,0.1062476634979248,0.0371985472738743,0.1175644919276237) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.0714511051774025,-0.1109983548521996,0.0915260463953018,0.0197349116206169,0.1798656433820724,-0.0766859725117683,0.0973336100578308,0.0663795471191406,-0.2605603933334351,0.1307056695222855,-0.2184783816337585,0.0079547688364983,0.0315141640603542,-0.0309432316571474,-0.1257202923297882,0.0255833435803652) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.0991432666778564,-0.0122173745185137,0.1279619187116623,-0.0012535114074126,0.1659068912267685,0.2186908274888992,0.1148216128349304,-0.0989132970571518,-0.0867767557501793,0.0344875939190388,0.1011815667152405,-0.0709303542971611,-0.0009434439125471,0.0134846745058894,0.0937856808304787,0.0468109920620918) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0689476206898689,-0.2484430074691772,0.1287739872932434,-0.1908132880926132,0.1993297934532166,-0.0241727232933044,0.0271132104098797,0.0823990702629089,0.1855020970106125,0.0678694173693657,-0.0913207903504372,-0.1031804159283638,0.0817412137985229,-0.0205739066004753,0.2349171340465546,-0.0036407674197108) * MODEL24_texOff(vec2(1,-1)); +res += mat4(0.0388028472661972,-0.1400813907384872,0.0252290852367878,0.0419769212603569,-0.1525273323059082,-0.0113222189247608,0.0167656056582928,0.1201339140534401,0.2742138504981995,-0.2932898104190826,-0.1523073315620422,-0.1266001760959625,0.2096743434667587,-0.0014362900983542,0.3512965738773346,0.2110778540372849) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.3224509060382843,-0.4196329116821289,-0.1348475217819214,-0.1711609363555908,-0.0792201533913612,0.1002523377537727,-0.0319759845733643,-0.1181477606296539,0.1077736839652061,-0.1081476435065269,-0.2882576584815979,0.0266783107072115,-0.2148385345935822,-0.1600439399480820,0.0603459663689137,-0.0540867559611797) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.0804178640246391,0.0784796103835106,-0.1634555459022522,-0.0780283138155937,-0.2293495982885361,0.2100304365158081,-0.0991027578711510,0.0169763732701540,-0.0770375952124596,-0.2221602499485016,0.0411880947649479,-0.2067895978689194,-0.0584058016538620,0.0612083151936531,0.2141525000333786,-0.1690276414155960) * MODEL23_texOff(vec2(1,0)); +res += mat4(0.1832152903079987,-0.1421333998441696,0.0593465678393841,-0.1445103436708450,-0.1056858226656914,0.0546268410980701,-0.0752996131777763,-0.1689973771572113,-0.0286023225635290,0.2159676253795624,-0.0326149500906467,-0.0400535911321640,0.0279489625245333,0.2416573613882065,0.1910913288593292,-0.0872819498181343) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.0517690740525723,-0.1310365498065948,0.0983379110693932,0.2212513983249664,-0.0385944396257401,-0.0031312073115259,-0.0971440002322197,0.0763877481222153,0.1204039081931114,0.0694001838564873,-0.0207454431802034,-0.2944954633712769,0.1706674844026566,0.0087194992229342,0.2023107558488846,-0.1457385867834091) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.1064024418592453,-0.1359899342060089,0.1595261991024017,0.2337352037429810,-0.0934635996818542,0.0375041402876377,-0.0433816164731979,0.0695970058441162,-0.2123638987541199,-0.2234995514154434,-0.1218946278095245,-0.0761205404996872,-0.0442018881440163,-0.0436396822333336,-0.0158761218190193,0.1117574498057365) * MODEL22_texOff(vec2(1,1)); +res += mat4(-0.1035438552498817,-0.0487149693071842,0.0080128870904446,-0.0724695250391960,-0.0664858594536781,0.1086985021829605,-0.0361160822212696,-0.0036886944435537,0.1025835499167442,-0.0070365620777011,0.1065967306494713,-0.1170856878161430,0.0814646705985069,-0.0702703744173050,0.0429647378623486,0.0075838100165129) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.0186056513339281,0.0347086787223816,0.0500061213970184,-0.0084704412147403,0.0523927025496960,-0.0436134003102779,-0.0685303285717964,-0.1615572273731232,0.0422502979636192,0.0386748053133488,-0.0018928251229227,-0.0560932680964470,0.0268947314471006,-0.0986870080232620,-0.0194436591118574,-0.0886695757508278) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.1038377061486244,1.4165390729904175,0.2963429689407349,0.5018644928932190) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 4_3 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0555132254958153,0.0250770132988691,0.0143192186951637,0.0307419840246439); +res += mat4(0.2025605291128159,-0.1305579245090485,0.0636330246925354,-0.0328214615583420,-0.0239059738814831,0.1175336167216301,-0.0528097972273827,0.1512589752674103,0.0892783328890800,-0.0129547854885459,-0.4075196981430054,-0.0084562972187996,-0.0766670405864716,0.0578990466892719,-0.0457077845931053,0.0103033129125834) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.0697643160820007,0.0790969952940941,0.2563327848911285,0.0735166370868683,-0.0290964655578136,-0.0031478635501117,0.1381052583456039,-0.2533677220344543,0.0833396539092064,0.1497332155704498,0.1460450887680054,0.0592527091503143,0.1237253248691559,0.0623970851302147,0.1084834486246109,-0.1387233883142471) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.0588925816118717,-0.0634016692638397,0.0832331851124763,0.0880831331014633,-0.0306335017085075,0.0926206558942795,0.0764448642730713,0.0124620459973812,-0.4456571936607361,0.3222432434558868,-0.1151670962572098,0.0811593085527420,0.1133668273687363,0.2061929851770401,-0.0260564833879471,-0.1347683817148209) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(0.1227817460894585,-0.5990645289421082,-0.0433608070015907,-0.0244936272501945,-0.2515841424465179,-0.1546700298786163,0.0049157263711095,0.2120906710624695,0.0100495032966137,-0.1389742046594620,-0.1040211990475655,-0.0743518695235252,-0.0609514825046062,0.1746743172407150,-0.0611364990472794,-0.0698752850294113) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.0070074168033898,-0.0736413821578026,-0.1301280409097672,-0.0820101052522659,0.0557396747171879,0.0295854154974222,0.1629115194082260,-0.0350740663707256,-0.3577586710453033,0.2326886206865311,0.2520678043365479,0.0653280317783356,0.0298624932765961,-0.0620391592383385,0.1118566021323204,0.0902521461248398) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.1123784631490707,0.1538977771997452,0.0356946140527725,-0.0594803951680660,0.4774949550628662,0.1736728399991989,-0.0733127072453499,-0.1822510808706284,-0.1142071560025215,0.0152102429419756,0.1266606450080872,-0.1549992561340332,0.1248753294348717,0.0506281666457653,0.1194221675395966,-0.1180698573589325) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.0161164849996567,-0.1730315685272217,0.0336476229131222,0.1502727419137955,-0.0283921789377928,0.0881190076470375,0.0036288066767156,0.0654869005084038,0.1098553463816643,-0.0993033871054649,-0.0864974930882454,0.1645041406154633,0.0461006201803684,-0.1493527740240097,0.0793453976511955,0.1582847982645035) * MODEL23_texOff(vec2(-1,0)); +res += mat4(-0.0499157682061195,-0.2653735280036926,-0.1414714455604553,0.0470614247024059,-0.1613681614398956,-0.1438906192779541,-0.0431404635310173,-0.0143436696380377,0.0781355723738670,0.0062276949174702,-0.1477763801813126,-0.0635459050536156,0.0169377010315657,0.0072369505651295,-0.1959649473428726,0.0824908167123795) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.1575089693069458,0.1208660975098610,0.1461296975612640,0.0314663611352444,-0.0091793993487954,-0.0382152199745178,0.1528249382972717,0.1102215349674225,-0.0564027652144432,-0.0538605786859989,0.0195337384939194,-0.1059078276157379,0.1714965254068375,0.0683559179306030,-0.0455179028213024,-0.1350073963403702) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.1299564242362976,-0.0295758284628391,0.2315099984407425,-0.0148499980568886,0.2194313108921051,-0.0433413572609425,-0.4125401675701141,-0.0743405297398567,0.0806253924965858,0.1090257093310356,0.0240066349506378,-0.1310950815677643,-0.0600791387259960,0.0526744686067104,-0.1910923570394516,-0.0975246056914330) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.0952751114964485,-0.1200135275721550,0.1481089442968369,-0.0406972467899323,0.1221223846077919,0.0472705699503422,-0.1116001904010773,0.0533461533486843,-0.0332089997828007,0.1928038150072098,0.0952261760830879,-0.0735697820782661,-0.1858155578374863,0.0313214845955372,-0.0208189561963081,0.0829723849892616) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.0179210640490055,-0.0647204443812370,0.1612543016672134,-0.0353336520493031,-0.0758696645498276,-0.0113704930990934,-0.0582871995866299,-0.0571904592216015,-0.0685768574476242,0.1801334768533707,-0.0815965607762337,0.0562493503093719,-0.1244600936770439,0.1929967701435089,-0.0517799220979214,-0.1225774809718132) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.1501563638448715,0.1286297440528870,-0.1413282305002213,-0.0502861589193344,-0.1668455749750137,0.1101106256246567,-0.1026145443320274,-0.0285692792385817,-0.0303235799074173,-0.0534847117960453,-0.2345862537622452,-0.0952352955937386,0.1381358802318573,-0.0487317405641079,-0.0774596631526947,-0.1413442343473434) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.0144421271979809,0.1845785081386566,0.0736597403883934,-0.1536189317703247,0.1508965194225311,-0.1814707368612289,0.0577643252909184,0.0195850618183613,0.1424996107816696,0.0963229760527611,0.0744260251522064,0.3582005798816681,-0.0114502906799316,0.1066633909940720,0.2920247614383698,0.2114788740873337) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.2422169297933578,0.0629934817552567,0.1187564432621002,-0.1045981943607330,0.1617335975170135,-0.0326685868203640,0.0692937821149826,-0.1049960330128670,-0.0439418964087963,0.1308920532464981,0.0524581670761108,0.0235212799161673,-0.1008296161890030,0.1153869107365608,-0.0367981381714344,0.0255796425044537) * MODEL23_texOff(vec2(0,-1)); +res += mat4(0.0765597745776176,0.0443613864481449,0.0924554765224457,-0.1448596417903900,-0.4028475284576416,0.1024674326181412,0.1727499216794968,-0.1260974258184433,0.0335196219384670,0.0258256848901510,-0.3789298236370087,0.0366248562932014,0.4225065410137177,0.0624559447169304,-0.0004544507537503,-0.2371466159820557) * MODEL24_texOff(vec2(0,-1)); +res += mat4(0.0539294481277466,-0.0732566267251968,-0.1460431218147278,-0.0135052092373371,-0.0682512521743774,-0.1756234914064407,0.1972790956497192,-0.2115742117166519,-0.2446637153625488,0.1364355385303497,0.1201642602682114,-0.1621547341346741,0.0959556922316551,-0.1837136000394821,0.2940265238285065,0.1939330250024796) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.0662921220064163,0.2275925278663635,0.0149151859804988,-0.0610638372600079,-0.0846012830734253,-0.1140315607190132,-0.0178543720394373,0.2377365380525589,0.2033471614122391,-0.1573403626680374,0.0953168347477913,0.0424023792147636,0.1293676495552063,0.1090563237667084,0.4194914996623993,0.0464631393551826) * MODEL22_texOff(vec2(0,0)); +res += mat4(-0.1070756018161774,0.1286944597959518,-0.0684725046157837,0.0525334179401398,0.0801403820514679,-0.0946301892399788,-0.0683152079582214,0.0052407793700695,0.0725769251585007,-0.1045052334666252,0.2791407406330109,0.1463397890329361,-0.0940506607294083,0.1707863360643387,-0.0228325854986906,-0.1055276170372963) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.0276118014007807,-0.0782472193241119,-0.2045287489891052,0.0155986454337835,-0.1866855025291443,-0.0730608776211739,-0.1209858357906342,0.1324635297060013,-0.1105701178312302,-0.0269230399280787,-0.0936538055539131,0.1069761365652084,0.0670102909207344,-0.0444703437387943,-0.1964228600263596,-0.0028666825965047) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.1014383509755135,0.0213416237384081,0.1987964361906052,0.0362358391284943,0.0707324519753456,0.0972751304507256,0.1051839292049408,-0.0787568613886833,-0.1369030475616455,0.0473080351948738,-0.0284431073814631,0.0942381173372269,0.2982238829135895,-0.0638344287872314,0.1489005982875824,0.1030328795313835) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0916734188795090,0.0865034908056259,0.1140192076563835,0.0270971916615963,-0.1379446685314178,-0.0102230673655868,-0.0465127378702164,0.0526590533554554,-0.0909921228885651,-0.1671640723943710,-0.0676218569278717,-0.0628032684326172,0.0851698294281960,0.1013913974165916,-0.1770818680524826,-0.0773105174303055) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.0544516742229462,0.2451885640621185,0.2811035513877869,-0.0005102829309180,-0.0350672677159309,-0.0762034580111504,-0.1757884323596954,0.1396444439888000,-0.1604681909084320,-0.0365841314196587,0.4282548427581787,0.1161304265260696,-0.1574811190366745,-0.0119108185172081,-0.1028776168823242,0.0402905344963074) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.0611766986548901,-0.0643792748451233,0.0608860291540623,-0.0486201792955399,-0.2708872854709625,0.0820105522871017,0.1553062945604324,-0.0102266957983375,-0.0004169093444943,-0.1021829172968864,0.1135712414979935,0.0431942380964756,0.0348840840160847,0.0158078111708164,-0.0177651457488537,-0.0491984412074089) * MODEL24_texOff(vec2(0,1)); +res += mat4(0.0870013535022736,-0.0556762889027596,-0.0170129369944334,0.0268715694546700,0.0366509854793549,-0.0394954122602940,-0.0619445517659187,0.0479163005948067,0.1062079668045044,0.1774092167615891,-0.1367661952972412,0.0588061474263668,0.1527424901723862,0.0956857278943062,0.1037504449486732,-0.2930983006954193) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.2002299576997757,-0.0341530516743660,-0.0136931668967009,-0.1481029242277145,0.0542162247002125,-0.1527022272348404,0.0567579492926598,0.0876749977469444,0.0138758225366473,-0.2406545877456665,-0.0261294376105070,0.1154950484633446,-0.2065333873033524,0.0329406261444092,-0.1571976244449615,0.1400880664587021) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.0432367138564587,-0.1003191173076630,0.0631480589509010,-0.1043757796287537,0.1838684231042862,0.0871346890926361,-0.1076523289084435,0.0522456541657448,0.3385224342346191,0.0039640553295612,-0.0341053418815136,0.5580628514289856,-0.0031768004409969,-0.0466368757188320,-0.0034361206926405,-0.0201280079782009) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0543181821703911,-0.0421652197837830,0.0483747199177742,-0.0407016240060329,0.1613519042730331,0.0885960310697556,0.2224635779857635,-0.2537296414375305,-0.0728747695684433,0.0798564404249191,-0.0713731944561005,-0.0091397035866976,-0.1698424220085144,0.0030041618738323,-0.1370820999145508,-0.2126571238040924) * MODEL24_texOff(vec2(1,-1)); +res += mat4(0.0176996272057295,-0.0500596426427364,-0.0500218458473682,0.0947898551821709,0.0878721773624420,0.0905128344893456,-0.0145754907280207,-0.0765948742628098,-0.1508909314870834,0.1254297047853470,0.2136791050434113,0.0633229166269302,0.0430131815373898,0.0419663228094578,0.0839300528168678,-0.1516233086585999) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0140834199264646,0.2107916772365570,0.1652578860521317,-0.0104759186506271,-0.1301925480365753,0.1253828704357147,0.0133801847696304,0.0222266949713230,0.0317628793418407,-0.0004682161961682,-0.0701607465744019,0.0583315417170525,-0.2136613130569458,0.0841280817985535,0.0095341270789504,-0.0332478545606136) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.0166208203881979,-0.2629383504390717,-0.2119662910699844,0.0221439860761166,-0.1577552706003189,-0.0608871243894100,-0.0754110887646675,0.0843096822500229,-0.2292733937501907,-0.0667759329080582,0.2129606157541275,0.0926803648471832,-0.2587879002094269,-0.0107714598998427,0.0425054058432579,-0.2107197493314743) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.0514685586094856,0.0368438698351383,-0.0232290327548981,-0.0037103374488652,-0.0763918459415436,-0.0727791562676430,-0.1637456566095352,0.1799057126045227,-0.0675944238901138,0.1282119452953339,-0.2321481257677078,-0.1056406870484352,0.2854339778423309,-0.0077166538685560,-0.1007550358772278,-0.1925285756587982) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.1766458004713058,0.1009605750441551,0.1565123498439789,0.0462642088532448,0.0774241238832474,-0.0141364606097341,0.0916459113359451,0.0760992467403412,0.0738879442214966,0.0268725864589214,-0.1941556334495544,-0.0291906483471394,-0.0021655701566488,0.0384552627801895,-0.0228150878101587,0.0321924909949303) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.0486496984958649,0.0007271220674738,0.0818790867924690,0.0189673770219088,0.1818490624427795,-0.0181238614022732,-0.0508999377489090,-0.1396579444408417,0.0485491752624512,0.0987688377499580,-0.1460169553756714,0.0071210218593478,0.2128628343343735,-0.0595704317092896,-0.0999057963490486,-0.1029369980096817) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.0737555399537086,0.1768505126237869,0.0566267818212509,-0.0375237315893173,-0.0406504385173321,-0.0911198258399963,0.1835622638463974,0.0580112747848034,0.2234210073947906,-0.0405635647475719,0.0592849515378475,0.1516056805849075,0.1363209486007690,0.1490380465984344,-0.1558427512645721,-0.2335802763700485) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.0432757139205933,-0.1008099764585495,-0.0728457421064377,-0.0177998077124357,0.1359119415283203,-0.2037898153066635,0.1316581219434738,0.0636526718735695,0.1629535108804703,-0.0404438674449921,-0.1277188062667847,-0.0276395957916975,-0.1032590717077255,0.1263231039047241,-0.1616959571838379,-0.1660899072885513) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.0071986746042967,0.2182101458311081,-0.0036115397233516,0.0162129309028387) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Mapping 4_4 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0518327765166759,-0.0213183537125587,-0.0665249153971672,0.0198231749236584); +res += mat4(-0.0417144224047661,-0.0365039892494678,0.0485893525183201,-0.0888329371809959,-0.2185679078102112,0.1108488664031029,-0.1202183514833450,0.0322549417614937,0.2057920843362808,0.1670777648687363,0.0722365751862526,-0.0421997457742691,0.1119320765137672,0.2506561279296875,0.0097499936819077,0.1878149658441544) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.0526532940566540,-0.0330201312899590,-0.0916918963193893,0.0419802591204643,0.1819588989019394,0.1161752864718437,0.0391113124787807,-0.1577318310737610,0.3857096135616302,-0.1101170629262924,0.0564387142658234,-0.0864981114864349,-0.0584915317595005,-0.0728921666741371,-0.0985441058874130,-0.2376610189676285) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.1071230620145798,0.0470849983394146,-0.2342639416456223,0.0149784823879600,-0.0612420402467251,-0.0242856182157993,-0.0903204903006554,0.1930303424596786,0.3470724821090698,0.1709465384483337,0.2568190395832062,0.0517340376973152,0.2297977656126022,-0.1668909490108490,-0.0584691390395164,-0.1064556762576103) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.3297131955623627,-0.1783124655485153,-0.0969069600105286,0.0176174845546484,0.0617598295211792,0.1723879575729370,-0.1305899620056152,0.1715959608554840,-0.1061037331819534,-0.0862074419856071,-0.0144493207335472,-0.1013409271836281,0.0480070896446705,0.1516272574663162,-0.0878466144204140,0.1791720241308212) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(-0.0941725298762321,-0.2799471616744995,0.0433243475854397,-0.3444220721721649,-0.0181219037622213,0.1245742514729500,0.0666437223553658,0.2033987939357758,-0.0493657775223255,0.2429948449134827,0.1486017704010010,0.0150431338697672,0.1224337369203568,0.0695751681923866,0.0326059199869633,-0.2322691679000854) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.0226589310914278,0.1155115067958832,0.1190729513764381,-0.1394080668687820,-0.0088055152446032,-0.0049285418353975,0.0744449421763420,0.1261957883834839,0.0077893896959722,-0.1231913790106773,-0.0881505310535431,-0.2052366733551025,-0.0169209502637386,0.1714054495096207,-0.1358534544706345,-0.1894315034151077) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0862518176436424,0.0439629666507244,-0.0977888032793999,0.0265666563063860,-0.0725400373339653,0.0446801520884037,0.1957928836345673,0.1014407873153687,-0.0303031019866467,-0.0175094921141863,0.2626248896121979,-0.0772289708256721,-0.0240541491657495,-0.0146315684542060,-0.0035609712358564,0.0307276956737041) * MODEL23_texOff(vec2(-1,0)); +res += mat4(-0.0682660862803459,0.0024457646068186,0.1612531095743179,0.0102273849770427,-0.2179518342018127,-0.0089415935799479,0.1164208278059959,-0.0420751869678497,0.0141333295032382,-0.1322661787271500,0.0835145190358162,-0.1410365700721741,-0.1031214818358421,0.1053542196750641,0.1287564039230347,0.1751097142696381) * MODEL24_texOff(vec2(-1,0)); +res += mat4(0.0457618013024330,-0.2669678628444672,-0.0881749987602234,-0.0474440827965736,-0.0504452437162399,0.2515269517898560,-0.1469499170780182,0.2132392525672913,0.0802755728363991,-0.0154086742550135,-0.0718284100294113,-0.0138212405145168,0.0016803032485768,0.0520146526396275,-0.1322848945856094,0.0563418939709663) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.0563498102128506,-0.0001742709864629,0.2081839442253113,0.1278286725282669,0.0090717617422342,0.1486472040414810,-0.0075903884135187,-0.2577200829982758,0.0931045338511467,-0.2754871845245361,-0.0862858742475510,-0.2631528973579407,-0.2594945728778839,-0.0633456707000732,0.2137630283832550,0.0320669934153557) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.1207995712757111,0.0510364957153797,0.1161251813173294,-0.0427202619612217,-0.0302610769867897,0.0735034793615341,0.0298361834138632,0.0191495791077614,0.1238182261586189,-0.0012209621490911,-0.0229972302913666,0.0056305592879653,-0.0760266631841660,0.2295868396759033,-0.1606460511684418,0.0452390722930431) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.0112327495589852,0.0432583466172218,-0.0202467720955610,-0.0298448409885168,-0.0056934165768325,0.0940005779266357,-0.2352621853351593,-0.1562708020210266,0.0276120994240046,-0.0521114133298397,0.0024040136486292,0.0281042698770761,0.0904207825660706,-0.2795029580593109,0.0750842541456223,-0.1514890342950821) * MODEL24_texOff(vec2(-1,1)); +res += mat4(-0.0433706119656563,-0.1649282276630402,0.0164997149258852,-0.0633090883493423,-0.0127639267593622,0.0651963874697685,0.0116951372474432,0.0405785627663136,0.0121750077232718,-0.0093135247007012,0.1743642538785934,-0.2417951673269272,0.2253434211015701,-0.1235164031386375,0.3838829696178436,0.1728159487247467) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.1535780429840088,0.1449338644742966,-0.1071858927607536,-0.0682027339935303,-0.1246235668659210,-0.0416030250489712,0.0446551740169525,0.2284590452909470,0.1118052750825882,-0.1493402421474457,0.0935985147953033,0.2341734915971756,-0.1155807375907898,-0.0475985594093800,0.2283928692340851,-0.0188806131482124) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.0005174842663109,-0.2014774829149246,-0.1051883026957512,-0.1480901837348938,-0.1036624088883400,0.1337203830480576,0.0453677177429199,-0.0312002766877413,0.2536051571369171,-0.1980345547199249,0.0109311304986477,-0.0638012886047363,0.0237395055592060,0.0372171886265278,0.2572740912437439,0.0181561987847090) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.0442574173212051,-0.1723300218582153,-0.1313633769750595,-0.0771176517009735,-0.2589800059795380,0.2423511892557144,-0.1674991399049759,-0.0964976325631142,-0.0105621460825205,0.0645641013979912,-0.1783278882503510,0.0923929736018181,0.0056230579502881,-0.2036325782537460,-0.1848384886980057,0.0870174989104271) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.1728543639183044,-0.2233732789754868,0.0492711402475834,-0.1985576599836349,0.0888958498835564,-0.0160348135977983,-0.0331708341836929,0.0957186296582222,-0.3137258589267731,0.0692046508193016,-0.0582298301160336,-0.1075151711702347,0.5029994249343872,-0.0800061300396919,0.2294487953186035,0.0710248351097107) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.0229654721915722,-0.0550167895853519,-0.2100065499544144,-0.0230181161314249,0.1337543278932571,0.0338716544210911,0.0221144203096628,-0.0864805653691292,-0.0091840196400881,0.1981876492500305,0.0980196148157120,0.1688517332077026,-0.1883789896965027,-0.0888988748192787,0.0176474750041962,0.2681119441986084) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.1275395005941391,0.1008864194154739,0.0206821616739035,-0.1098840683698654,-0.2568838894367218,0.0627717077732086,0.0348773300647736,0.1622315198183060,-0.1531784534454346,-0.1913726627826691,0.0420649312436581,-0.3267163634300232,0.0258780252188444,-0.0192398112267256,-0.1740893423557281,0.1955503225326538) * MODEL23_texOff(vec2(0,0)); +res += mat4(0.0169733352959156,-0.0276970490813255,0.0760825201869011,-0.0188506133854389,-0.2026826590299606,0.0495111905038357,0.0182964019477367,-0.0414109826087952,0.1868365556001663,0.1388777345418930,-0.0291905440390110,0.1021323278546333,0.1657151132822037,-0.0184318497776985,0.0841755345463753,0.0915000960230827) * MODEL24_texOff(vec2(0,0)); +res += mat4(0.0672157555818558,0.1660483032464981,0.0362846776843071,0.1264719218015671,0.0373994149267673,-0.1521675437688828,0.1963077783584595,-0.0651684179902077,-0.1879026144742966,0.1057524606585503,-0.1183366328477859,-0.1912359893321991,0.1035126820206642,-0.0721731334924698,-0.0326363891363144,0.3702531754970551) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.1525076776742935,-0.0244391541928053,-0.0288198329508305,-0.0856762155890465,0.0716170892119408,-0.2457303255796432,-0.0894762948155403,0.1376130282878876,-0.0608243942260742,0.0390695966780186,0.0126724643632770,0.0416642576456070,-0.1533844470977783,0.1612395495176315,0.2681029140949249,0.1119254902005196) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.0357297658920288,0.0105033125728369,0.0110024400055408,0.0423357859253883,-0.0370144136250019,-0.0649570822715759,-0.1456886976957321,-0.0753963738679886,0.1949212104082108,-0.0547556020319462,0.1226299405097961,-0.0337280593812466,-0.1928335577249527,0.1919627785682678,0.0296970494091511,-0.0189175289124250) * MODEL23_texOff(vec2(0,1)); +res += mat4(0.0312501564621925,-0.0229366328567266,0.1190387681126595,0.0719611421227455,0.0998975932598114,0.0421518944203854,-0.0206604599952698,-0.0079571260139346,0.0371418185532093,0.2096785604953766,0.0369101502001286,0.2792926132678986,0.0626611411571503,-0.0886618122458458,0.0622971653938293,0.0952127128839493) * MODEL24_texOff(vec2(0,1)); +res += mat4(0.0421240553259850,0.0624854899942875,0.0486090406775475,0.1110922172665596,0.0348289534449577,-0.0752580985426903,0.0326979197561741,0.0669633895158768,0.1128178983926773,-0.0611512213945389,-0.0525917299091816,-0.0828994885087013,0.0563823506236076,-0.0141677008941770,0.1276346445083618,-0.2370680272579193) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.0331405289471149,0.2144220322370529,0.0210764091461897,-0.1498020291328430,0.0818803310394287,-0.0441101230680943,-0.4286805987358093,0.1256099045276642,0.0094770938158035,-0.0355284698307514,0.0226282905787230,-0.0978933647274971,-0.0223342347890139,0.0371237657964230,-0.0213712826371193,0.1422648876905441) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.1040560752153397,0.1211603134870529,0.1008500158786774,0.1025343760848045,-0.0365382097661495,0.0769240632653236,-0.0597561672329903,0.0120100192725658,-0.0317354910075665,-0.1719577163457870,0.3440266251564026,0.0600659288465977,0.0087447538971901,0.2005916237831116,0.0565356276929379,0.0402298495173454) * MODEL23_texOff(vec2(1,-1)); +res += mat4(-0.0278040766716003,-0.0813057944178581,-0.0072406283579767,0.1063833385705948,-0.0502918399870396,-0.0772407129406929,-0.1609445214271545,-0.2165066748857498,-0.0044521372765303,0.0694831013679504,-0.2429160773754120,-0.2768180966377258,-0.0357686504721642,0.0059903734363616,0.0093541452661157,0.0726032555103302) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.0575071349740028,0.1904742568731308,-0.1170604750514030,0.3230446279048920,-0.0629012584686279,-0.1180234998464584,-0.1964451521635056,-0.2550508081912994,-0.0387917682528496,0.1473875492811203,-0.1601451039314270,0.1660785228013992,-0.0176664497703314,-0.1785598993301392,0.2938027083873749,0.0130569282919168) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.0227117817848921,-0.0572153031826019,-0.1946671158075333,0.1976857781410217,-0.0327856242656708,-0.0440212115645409,0.1068689674139023,-0.0184570159763098,0.0062228986062109,0.1382032334804535,-0.0314165838062763,0.0732029378414154,-0.0367356017231941,0.2362645417451859,0.1276883780956268,-0.0579707585275173) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.0064791324548423,0.0256183911114931,0.2582396268844604,-0.1156243532896042,0.1269703656435013,0.1087005361914635,0.2240769714117050,-0.0340097285807133,0.1408847123384476,-0.0852948874235153,0.0129860313609242,-0.0432902686297894,-0.0590031705796719,0.0427121818065643,-0.0974203646183014,-0.0227115489542484) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.0349309034645557,0.0883865430951118,-0.1478436291217804,0.0931347906589508,-0.0364420339465141,-0.2012785226106644,-0.0327441953122616,-0.0336600206792355,0.0247084666043520,-0.0551262535154819,-0.1244619861245155,-0.1136062368750572,-0.2249026894569397,-0.0100397104397416,-0.1927281022071838,-0.1214508190751076) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.0170616842806339,0.1625857800245285,-0.0609563365578651,0.3093050420284271,-0.0358457379043102,-0.1339645534753799,-0.0356504544615746,0.0261295270174742,0.0705954954028130,0.2518593072891235,0.3081945180892944,-0.1108265221118927,-0.0156625900417566,-0.0523499660193920,-0.1898217946290970,-0.0126399351283908) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.1651358157396317,0.1568048447370529,-0.1224519610404968,-0.1081495061516762,-0.0225700847804546,-0.2006742060184479,0.3328191936016083,-0.1953084468841553,0.0104696238413453,0.2031938135623932,0.1315512210130692,-0.0079185226932168,-0.0720825940370560,-0.3970981538295746,0.2164285629987717,0.0085704717785120) * MODEL22_texOff(vec2(1,1)); +res += mat4(-0.0395724326372147,-0.0021390954498202,-0.0889268293976784,-0.0615753009915352,-0.0388125069439411,-0.0657828077673912,-0.3347192704677582,-0.2057318687438965,0.0665129423141479,0.0486268885433674,0.1873318850994110,-0.0993527248501778,0.0270111728459597,-0.0746982023119926,0.0676342323422432,0.0349226146936417) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.0154106970876455,-0.0972935110330582,0.0836436450481415,0.0545262321829796,-0.0938930362462997,-0.1373861432075500,0.2448884695768356,0.0966489166021347,-0.0140078132972121,-0.1437198221683502,-0.1105314791202545,-0.0209910366684198,0.0100280493497849,0.1533725857734680,0.1415681093931198,0.0077090859413147) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.1343902200460434,0.0735823065042496,0.2011200338602066,0.0642557740211487) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Sub-band Residuals 1 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE1 +//!SAVE RES1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0206005033105612,-0.0044578332453966,0.0069114482030272,0.0065005687065423); +res += mat4(0.2826964259147644,-0.4450317323207855,-0.4439451992511749,-0.0703089460730553,-0.2517986297607422,-0.1876354962587357,0.3613902926445007,0.5750535726547241,-0.2483064681291580,0.2287192642688751,0.3899994194507599,-0.2179433256387711,-0.0742859393358231,-0.3664890527725220,0.3910954892635345,-0.0879588872194290) * MODEL1_texOff(0); +res += mat4(-0.1406441479921341,0.4645715057849884,0.4780645370483398,0.0789362490177155,-0.0622632093727589,-0.3262307345867157,0.2177158296108246,-0.5151866674423218,-0.4178399741649628,-0.0348766669631004,0.0977518707513809,-0.4353289008140564,0.2451033294200897,0.2414209842681885,0.3704822957515717,-0.2093044519424438) * MODEL2_texOff(0); +res += mat4(0.3571839630603790,0.5397672653198242,-0.3581413924694061,-0.1406882852315903,-0.0731453448534012,0.3388070464134216,0.3735054433345795,-0.1100604683160782,0.0063005243428051,-0.1781447529792786,0.3054742813110352,-0.0448702387511730,0.5386959314346313,-0.0723530128598213,0.2179321348667145,0.0545215010643005) * MODEL3_texOff(0); +res += mat4(0.2896301746368408,-0.0945358872413635,-0.2930267751216888,0.0871661528944969,-0.5656536221504211,0.0404641516506672,0.4721533954143524,0.0127876494079828,-0.3851900696754456,-0.2308325916528702,-0.1147588044404984,0.0752698555588722,-0.3207812905311584,0.2610193192958832,-0.5364244580268860,0.0787520632147789) * MODEL4_texOff(0); +res += FEATURE1_texOff(0); +res = max(res, vec4(0.0)) + vec4(0.9824384450912476,1.0222975015640259,1.0184462070465088,-0.1375184059143066) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Sub-band Residuals 2 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE2 +//!SAVE RES2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0364064201712608,-0.0075918007642031,0.0415629595518112,0.0033117663115263); +res += mat4(-0.2719417810440063,0.2193225622177124,-0.4525020122528076,0.2533709704875946,-0.5560875535011292,-0.0101234754547477,-0.2704952061176300,-0.0293961670249701,-0.4037435054779053,-0.3790866136550903,0.1514034122228622,-0.2528924345970154,0.1902518272399902,0.2091452628374100,-0.7106088995933533,0.0553683601319790) * MODEL1_texOff(0); +res += mat4(0.0755319893360138,-0.2064462155103683,0.2529046237468719,-0.0889824703335762,0.0414680391550064,-0.3382911384105682,0.1707339733839035,-0.2916904985904694,-0.3138191401958466,-0.0445209704339504,0.0351496264338493,0.1921744197607040,-0.1195285394787788,-0.5813474059104919,-0.0010053918231279,0.0450712665915489) * MODEL2_texOff(0); +res += mat4(0.1001975536346436,-0.1946908682584763,-0.4379348456859589,-0.4578586220741272,0.6355994939804077,-0.0800877436995506,-0.5590230822563171,-0.0937182083725929,0.3338660597801208,0.0502367429435253,-0.2483862042427063,0.5092749595642090,-0.4888162612915039,0.1305068284273148,0.1586277931928635,0.0735563710331917) * MODEL3_texOff(0); +res += mat4(-0.1156697794795036,0.5801286101341248,0.1460028439760208,-0.1376375406980515,0.0569649673998356,0.1255808919668198,-0.4032325148582458,0.2831790149211884,0.2582658529281616,-0.1304569095373154,0.4232065677642822,-0.5881987214088440,0.1206596195697784,0.3275493383407593,0.0690044909715652,-0.1866563409566879) * MODEL4_texOff(0); +res += FEATURE2_texOff(0); +res = max(res, vec4(0.0)) + vec4(-0.0875594094395638,0.2679904997348785,-0.0558968335390091,1.0133398771286011) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Sub-band Residuals 3 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE3 +//!SAVE RES3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0086358357220888,0.0037607243284583,0.0686820968985558,-0.0713141858577728); +res += mat4(-0.1038502156734467,0.4324543774127960,0.1707954257726669,0.1731312125921249,0.0200815536081791,0.0120384199544787,-0.1067152768373489,0.5407977700233459,0.2067432701587677,0.1794147789478302,0.0159531496465206,-0.3467568159103394,0.0419965274631977,-0.0508793145418167,0.2072062194347382,-0.2894908487796783) * MODEL1_texOff(0); +res += mat4(-0.5630547404289246,0.1666060835123062,0.0178081057965755,0.3524991571903229,-0.2995874583721161,0.0980367213487625,-0.2628170847892761,0.4638181924819946,-0.2615495026111603,0.0603443756699562,0.3929609954357147,-0.1414075344800949,0.0874920412898064,0.3859053552150726,-0.0077063934877515,-0.2897263765335083) * MODEL2_texOff(0); +res += mat4(-0.0025603419635445,0.0198608152568340,0.4864428043365479,0.0200426112860441,0.0357286371290684,0.2480639368295670,0.2739238739013672,0.2180272638797760,0.7824983000755310,0.3396670222282410,-0.1257730573415756,0.3170768618583679,-0.0060370829887688,-0.0299917273223400,-0.2383441329002380,-0.5705944895744324) * MODEL3_texOff(0); +res += mat4(0.0148104662075639,-0.0499628521502018,0.0105548752471805,0.2355475574731827,0.2658510506153107,0.0908592641353607,-0.0986879542469978,-0.0955742821097374,0.2046388238668442,-0.2873755991458893,0.5144420266151428,0.1865817606449127,-0.3607809543609619,-0.0865261405706406,-0.0269326660782099,0.2560397982597351) * MODEL4_texOff(0); +res += FEATURE3_texOff(0); +res = max(res, vec4(0.0)) + vec4(0.0467838346958160,0.9934324622154236,0.7105506658554077,-0.0405274406075478) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Sub-band Residuals 4 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE4 +//!SAVE RES4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0075943465344608,0.0014037321088836,0.0082911541685462,-0.0655143186450005); +res += mat4(0.4754261374473572,-0.1416637301445007,0.6753962039947510,-0.2602479755878448,0.3729733228683472,0.1666956692934036,-0.1734626293182373,-0.4241602718830109,-0.2818234264850616,-0.0478227995336056,0.0752680897712708,0.1023815795779228,0.4329713881015778,0.3534029722213745,-0.1319583207368851,0.0206434521824121) * MODEL1_texOff(0); +res += mat4(-0.3512316048145294,0.4200744032859802,-0.0043597775511444,-0.0899103879928589,0.5882259011268616,0.2777698934078217,0.1859622150659561,0.6646692752838135,0.1324135214090347,-0.6203894615173340,-0.5125803351402283,-0.3104399740695953,-0.3133399486541748,0.0651726424694061,0.0845169723033905,-0.2408193796873093) * MODEL2_texOff(0); +res += mat4(0.1520321667194366,0.1349307298660278,-0.1250907629728317,-0.0400571934878826,-0.0876675397157669,0.3064902126789093,-0.5405806899070740,-0.3599655628204346,0.6143399477005005,0.4300602972507477,-0.2111815214157104,0.0066048321314156,-0.2736213803291321,0.0229581259191036,-0.1963179558515549,-0.2068352699279785) * MODEL3_texOff(0); +res += mat4(-0.0046614776365459,-0.1381006687879562,0.7002282142639160,-0.2242229133844376,-0.7945929765701294,-0.3176228106021881,0.2708224654197693,0.1632207185029984,0.3149245679378510,-0.4065154790878296,0.4698683023452759,0.4528116583824158,0.6287406086921692,0.0968826934695244,-0.0151751721277833,-0.0430710576474667) * MODEL4_texOff(0); +res += FEATURE4_texOff(0); +res = max(res, vec4(0.0)) + vec4(1.0404170751571655,0.9971202611923218,0.9730775952339172,-0.0599765144288540) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!DESC FSRCNNX Sub-pixel Convolution 1 +//!BIND RES1 +//!BIND RES2 +//!BIND RES3 +//!BIND RES4 +vec4 hook() +{ +float res = 0.0616910010576248; +res += dot(vec4(0.0019624053966254,0.0072673442773521,-0.0138711333274841,-0.0056264344602823), RES1_texOff(vec2(-1,-1))); +res += dot(vec4(0.0160109754651785,-0.0004621816915460,-0.0118571957573295,-0.0184281561523676), RES2_texOff(vec2(-1,-1))); +res += dot(vec4(0.0037146043032408,0.0136701678857207,-0.0115660140290856,-0.0077755032107234), RES3_texOff(vec2(-1,-1))); +res += dot(vec4(-0.0022343995515257,0.0120857227593660,-0.0129918372258544,0.0099668391048908), RES4_texOff(vec2(-1,-1))); +res += dot(vec4(0.0074057984165847,0.0452708676457405,0.0459175854921341,-0.0368319600820541), RES1_texOff(vec2(-1,0))); +res += dot(vec4(0.0017116252565756,-0.0334277749061584,0.0041206344030797,0.0238973144441843), RES2_texOff(vec2(-1,0))); +res += dot(vec4(-0.0046752081252635,-0.0577392280101776,0.0030614952556789,-0.0030854893848300), RES3_texOff(vec2(-1,0))); +res += dot(vec4(0.0597204044461250,-0.0549505688250065,0.0424770526587963,0.0287990663200617), RES4_texOff(vec2(-1,0))); +res += dot(vec4(-0.0109009100124240,-0.0071457587182522,-0.0163927860558033,0.0060960804112256), RES1_texOff(vec2(-1,1))); +res += dot(vec4(-0.0052948719821870,-0.0019860106986016,-0.0008657919242978,-0.0215458068996668), RES2_texOff(vec2(-1,1))); +res += dot(vec4(0.0156327243894339,0.0232154689729214,-0.0241203643381596,0.0226248633116484), RES3_texOff(vec2(-1,1))); +res += dot(vec4(-0.0137104233726859,0.0041144569404423,-0.0121579812839627,-0.0060867783613503), RES4_texOff(vec2(-1,1))); +res += dot(vec4(0.0265398044139147,0.0431305840611458,0.0389016680419445,0.0039510899223387), RES1_texOff(vec2(0,-1))); +res += dot(vec4(0.0212841685861349,-0.0155332032591105,-0.0150460079312325,0.0114770121872425), RES2_texOff(vec2(0,-1))); +res += dot(vec4(-0.0189756266772747,-0.0552161559462547,-0.0037272043991834,0.0137405181303620), RES3_texOff(vec2(0,-1))); +res += dot(vec4(0.0155703285709023,-0.0371433049440384,0.0500302612781525,-0.0071864617057145), RES4_texOff(vec2(0,-1))); +res += dot(vec4(0.0919059514999390,0.1092567816376686,0.1702144443988800,0.0168097410351038), RES1_texOff(vec2(0,0))); +res += dot(vec4(-0.0361343063414097,0.0915367826819420,0.0311920754611492,0.1181034445762634), RES2_texOff(vec2(0,0))); +res += dot(vec4(-0.0006561146583408,-0.1943516433238983,0.0515388995409012,-0.0400897003710270), RES3_texOff(vec2(0,0))); +res += dot(vec4(0.1246383413672447,-0.1080997213721275,0.1333638727664948,-0.0076592671684921), RES4_texOff(vec2(0,0))); +res += dot(vec4(0.0149818332865834,0.0297912769019604,0.0343370735645294,-0.0016413887497038), RES1_texOff(vec2(0,1))); +res += dot(vec4(-0.0123257553204894,-0.0161512885242701,-0.0043903160840273,0.0345082916319370), RES2_texOff(vec2(0,1))); +res += dot(vec4(0.0172790065407753,-0.0424552857875824,0.0203313175588846,-0.0030693961307406), RES3_texOff(vec2(0,1))); +res += dot(vec4(0.0315044708549976,-0.0290311891585588,0.0236842446029186,-0.0040076803416014), RES4_texOff(vec2(0,1))); +res += dot(vec4(-0.0169223919510841,-0.0182308703660965,-0.0226403251290321,0.0006814499502070), RES1_texOff(vec2(1,-1))); +res += dot(vec4(-0.0061231902800500,-0.0010735684772953,0.0042807976715267,-0.0144083919003606), RES2_texOff(vec2(1,-1))); +res += dot(vec4(-0.0042348047718406,0.0251682959496975,-0.0087281558662653,0.0260808188468218), RES3_texOff(vec2(1,-1))); +res += dot(vec4(-0.0283338129520416,0.0307771638035774,0.0001355003914796,-0.0071004317142069), RES4_texOff(vec2(1,-1))); +res += dot(vec4(0.0137146515771747,0.0363843068480492,0.0213894452899694,0.0312568582594395), RES1_texOff(vec2(1,0))); +res += dot(vec4(-0.0101602440699935,-0.0484087765216827,0.0047910632565618,0.0337336249649525), RES2_texOff(vec2(1,0))); +res += dot(vec4(0.0076871691271663,-0.0599658600986004,-0.0147027522325516,0.0018545724451542), RES3_texOff(vec2(1,0))); +res += dot(vec4(0.0337045490741730,-0.0103809703141451,0.0355663336813450,-0.0341530069708824), RES4_texOff(vec2(1,0))); +res += dot(vec4(-0.0036646916996688,-0.0028488722164184,-0.0135662518441677,-0.0040213344618678), RES1_texOff(vec2(1,1))); +res += dot(vec4(0.0086891101673245,-0.0050294972024858,-0.0198393501341343,-0.0198702607303858), RES2_texOff(vec2(1,1))); +res += dot(vec4(-0.0092797838151455,0.0161238685250282,0.0109458435326815,-0.0048607201315463), RES3_texOff(vec2(1,1))); +res += dot(vec4(-0.0086012342944741,0.0156919863075018,-0.0107013676315546,0.0046503073535860), RES4_texOff(vec2(1,1))); +return vec4(res, 0, 0, 0); +} + diff --git a/shaders/igv/FSRCNNX_x2_16-0-4-1.glsl b/shaders/igv/FSRCNNX_x2_16-0-4-1.glsl new file mode 100644 index 0000000..5f68841 --- /dev/null +++ b/shaders/igv/FSRCNNX_x2_16-0-4-1.glsl @@ -0,0 +1,1133 @@ +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Feature Map 1 +//!BIND LUMA +//!SAVE FEATURE1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0158583000302315,0.0481607876718044,0.0216744001954794,0.0327517539262772); +res += vec4(0.0055716447532177,-0.0011689565144479,0.0060354629531503,-0.0038142984267324) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(-0.0511216484010220,0.0695900619029999,-0.0402262769639492,-0.2699918746948242) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(0.0568219460546970,0.0143233733251691,0.0573288090527058,0.1329403370618820) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(0.0749029889702797,-0.0856373012065887,0.0275473278015852,0.0870117172598839) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(0.0059168273583055,0.0431331694126129,0.0110861351713538,-0.0060971858911216) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(0.0023135771043599,-0.0356510132551193,-0.0198473632335663,0.1518625020980835) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.0796200335025787,-0.0332430601119995,0.1661894172430038,0.0414402447640896) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(0.3913435935974121,-0.0070745791308582,-0.3234040439128876,-0.3177863061428070) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(-0.2875826358795166,-0.1528938859701157,-0.0496717989444733,-0.0847533568739891) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(0.0118880448862910,-0.0508498139679432,-0.0021516310516745,0.1032346263527870) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(-0.0703228861093521,-0.1651142090559006,-0.1199417710304260,-0.0288288500159979) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(0.1257767677307129,-0.1048138290643692,0.4004893004894257,-0.0309179127216339) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(-0.7917575240135193,0.3903119266033173,0.3126059174537659,-0.0034788434859365) * float(LUMA_texOff(vec2(0,0))); +res += vec4(0.2019260078668594,0.1287178546190262,-0.6099877953529358,0.2216860502958298) * float(LUMA_texOff(vec2(0,1))); +res += vec4(-0.0255547054111958,0.2735108733177185,0.1398646086454391,-0.0773279890418053) * float(LUMA_texOff(vec2(0,2))); +res += vec4(0.0327996239066124,0.0393296107649803,-0.0118844136595726,-0.0788307189941406) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(-0.0523803792893887,0.2635756731033325,-0.0843483880162239,0.2639326751232147) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(0.4495396912097931,-0.5813834071159363,0.1550076454877853,-0.1014123335480690) * float(LUMA_texOff(vec2(1,0))); +res += vec4(-0.0275334194302559,0.0760609954595566,-0.0728811249136925,-0.0323722735047340) * float(LUMA_texOff(vec2(1,1))); +res += vec4(-0.0302287433296442,-0.0609264522790909,0.0201333332806826,-0.0218520220369101) * float(LUMA_texOff(vec2(1,2))); +res += vec4(-0.0078709209337831,-0.0724855363368988,0.0160489808768034,-0.0519895330071449) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(-0.0093699758872390,-0.0221181977540255,0.0012721448438242,-0.1051536500453949) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(-0.1118478253483772,0.0650174096226692,-0.0050289300270379,0.1248002946376801) * float(LUMA_texOff(vec2(2,0))); +res += vec4(0.0107028540223837,-0.0938652306795120,0.0155469048768282,0.0065242056734860) * float(LUMA_texOff(vec2(2,1))); +res += vec4(0.0103917606174946,-0.0048142350278795,-0.0063812667503953,0.0058583738282323) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Feature Map 2 +//!BIND LUMA +//!SAVE FEATURE2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0035126404836774,-0.1424804031848907,0.0098019242286682,-0.2324347645044327); +res += vec4(-0.0081599559634924,0.0153401214629412,-0.0000884819819476,-0.0041208495385945) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(0.0348629020154476,-0.0261084530502558,0.1412381976842880,0.0120648415759206) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(-0.0182201806455851,0.0420538075268269,0.1279103606939316,0.0005762653308921) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(0.0074240369722247,0.0205862484872341,-0.0248792562633753,-0.0096883391961455) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(-0.0147575987502933,-0.0138801140710711,0.0336018688976765,0.0101419175043702) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(-0.0168300196528435,-0.0323963575065136,-0.1103628277778625,0.0184982456266880) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.0336258038878441,0.0090460535138845,0.1413228511810303,0.0213951021432877) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(-0.2192985862493515,-0.1210875585675240,-0.5916258096694946,0.1427909880876541) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(0.0442710407078266,-0.0331254564225674,0.2450466305017471,0.0069104693830013) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(-0.0385449007153511,-0.0156025458127260,0.0130665311589837,0.0061669168062508) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(0.0162507221102715,0.1013157293200493,0.1922776401042938,-0.0295907501131296) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(0.4103461503982544,-0.2687482833862305,0.2803195714950562,0.2368032187223434) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(0.0594542995095253,1.1106108427047729,-0.0012417822144926,0.6573531627655029) * float(LUMA_texOff(vec2(0,0))); +res += vec4(-0.3231450319290161,-0.0818216651678085,-0.0780772641301155,0.0890857279300690) * float(LUMA_texOff(vec2(0,1))); +res += vec4(0.0311414338648319,0.0114796580746770,-0.0333797559142113,0.0220009069889784) * float(LUMA_texOff(vec2(0,2))); +res += vec4(0.0005678526358679,-0.0108715193346143,-0.1475655883550644,0.0124691976234317) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(0.0859664827585220,-0.0096361991018057,-0.2825120091438293,0.0380329117178917) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(0.0296897795051336,-0.3303853869438171,0.0030247638933361,0.1928089261054993) * float(LUMA_texOff(vec2(1,0))); +res += vec4(-0.1064484789967537,-0.0895809978246689,0.1988810151815414,0.0761259049177170) * float(LUMA_texOff(vec2(1,1))); +res += vec4(-0.0114818075671792,0.0129500832408667,-0.0847826823592186,-0.0188437569886446) * float(LUMA_texOff(vec2(1,2))); +res += vec4(-0.0039359503425658,-0.0073066619224846,0.0316172763705254,0.0056592230685055) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(-0.0143255395814776,-0.0037881892640144,-0.1154748499393463,-0.0094808740541339) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(0.0334111787378788,0.0511705093085766,0.1090561151504517,0.0004155720234849) * float(LUMA_texOff(vec2(2,0))); +res += vec4(-0.0173786189407110,-0.0189253110438585,-0.0971138030290604,-0.0048367069102824) * float(LUMA_texOff(vec2(2,1))); +res += vec4(-0.0020564326550812,-0.0088429925963283,0.0409048907458782,0.0098554128780961) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Feature Map 3 +//!BIND LUMA +//!SAVE FEATURE3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0074675981886685,-0.0112727740779519,-0.0078150173649192,0.0054601472802460); +res += vec4(0.0058205719105899,0.0104424925521016,0.0102249477058649,-0.0246734209358692) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(-0.0504507981240749,-0.0265871956944466,-0.0211575180292130,0.0639910921454430) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(0.0854370445013046,0.0320916883647442,-0.0444113314151764,0.0667080804705620) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(-0.0717485323548317,0.1007603406906128,0.0549219138920307,0.0006571425474249) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(-0.0096475556492805,-0.0109533462673426,-0.0034293907228857,-0.0298656821250916) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(0.0612395852804184,0.1438739448785782,-0.1342615187168121,0.0005135608371347) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(-0.1905109286308289,-0.0487579554319382,0.1215000376105309,-0.3903875648975372) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(-0.1105766519904137,0.1457407474517822,0.3190293610095978,0.3644915223121643) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(0.2406846284866333,-0.1006923243403435,-0.2059815675020218,-0.0087168551981449) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(0.0242295619100332,0.0973422899842262,0.0189558453857899,0.0454756766557693) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(-0.2777403295040131,-0.0261268876492977,0.0557462945580482,0.1156388074159622) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(0.4593666791915894,-0.5746087431907654,0.3516879677772522,0.5441487431526184) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(0.1454727351665497,0.4347074031829834,-0.5649513602256775,-0.2891949117183685) * float(LUMA_texOff(vec2(0,0))); +res += vec4(-0.1971357613801956,-0.0528701394796371,0.1234181076288223,-0.3138715028762817) * float(LUMA_texOff(vec2(0,1))); +res += vec4(-0.0748024880886078,-0.1438121795654297,-0.0849649086594582,-0.0026638933923095) * float(LUMA_texOff(vec2(0,2))); +res += vec4(0.1365336179733276,0.1782812327146530,0.0145155806094408,-0.0544562637805939) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(-0.1609659045934677,0.0399771369993687,-0.2471204251050949,-0.3522113263607025) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(-0.0015608231769875,-0.3023138046264648,-0.0579032227396965,0.0277623422443867) * float(LUMA_texOff(vec2(1,0))); +res += vec4(-0.0035330341197550,0.2225222438573837,0.2519835233688354,0.2358573675155640) * float(LUMA_texOff(vec2(1,1))); +res += vec4(0.0797009617090225,-0.1369067281484604,-0.0032011670991778,-0.1078757569193840) * float(LUMA_texOff(vec2(1,2))); +res += vec4(-0.0340625829994678,-0.0491722412407398,0.0248667076230049,0.0046607558615506) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(0.1101173907518387,0.0255349930375814,-0.0124160917475820,0.0940967351198196) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(-0.1285010129213333,0.0126118278130889,0.1080744639039040,0.0213258527219296) * float(LUMA_texOff(vec2(2,0))); +res += vec4(0.0379831343889236,0.1150698363780975,-0.0470580570399761,-0.0274534691125154) * float(LUMA_texOff(vec2(2,1))); +res += vec4(-0.0675948560237885,-0.0150815304368734,-0.0260353796184063,0.0053928769193590) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Feature Map 4 +//!BIND LUMA +//!SAVE FEATURE4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0231404807418585,0.0264000315219164,-0.0196782369166613,0.0193342305719852); +res += vec4(-0.0002864966227207,-0.0063192103989422,0.0176236815750599,0.0021022548899055) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(0.0030383218545467,0.0160587038844824,-0.0215296540409327,0.0022535317111760) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(-0.0327238291501999,0.1294472962617874,0.0004141363606323,-0.0643630251288414) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(-0.0072918534278870,0.0081034628674388,-0.0076351291500032,0.0612725690007210) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(0.0077398689463735,0.0009626992978156,0.0004907781840302,0.0158306453377008) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(0.0169805102050304,0.0017006965354085,-0.0351677052676678,0.0070601841434836) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.0503231473267078,-0.1359812021255493,-0.1726402193307877,0.0505710020661354) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(0.5929844379425049,-0.4670899212360382,0.1338799595832825,0.0521798394620419) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(-0.0016857853624970,-0.0980291739106178,-0.0766545012593269,-0.1788613498210907) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(0.0055230301804841,0.0227276254445314,0.0062132971361279,-0.0205314252525568) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(-0.0632932260632515,0.0206124242395163,0.0203190892934799,-0.0383010655641556) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(0.3401337563991547,0.0347416475415230,-0.1285047084093094,0.1899463981389999) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(-0.4421386420726776,0.2934384047985077,0.8403331041336060,-0.1730615049600601) * float(LUMA_texOff(vec2(0,0))); +res += vec4(-0.1677902936935425,-0.2289065122604370,-0.0876600667834282,0.3486402034759521) * float(LUMA_texOff(vec2(0,1))); +res += vec4(0.0101460181176662,-0.0013741940492764,-0.0227308031171560,-0.1236668676137924) * float(LUMA_texOff(vec2(0,2))); +res += vec4(0.0416196137666702,-0.0025786985643208,-0.0321756042540073,-0.0049003348685801) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(0.0264755990356207,0.0366033166646957,-0.2230065017938614,-0.2322043776512146) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(-0.3769855499267578,0.3444519937038422,-0.0913550406694412,0.0529095120728016) * float(LUMA_texOff(vec2(1,0))); +res += vec4(0.0496573671698570,0.1734852045774460,-0.1757829487323761,-0.0754000768065453) * float(LUMA_texOff(vec2(1,1))); +res += vec4(0.0092390561476350,0.0240796990692616,0.0486575216054916,0.0034698238596320) * float(LUMA_texOff(vec2(1,2))); +res += vec4(-0.0061075761914253,0.0163863543421030,0.0051472936756909,0.0245978105813265) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(-0.0219590999186039,-0.0549665205180645,0.0169540457427502,0.0773543193936348) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(0.0130640128627419,-0.0906993970274925,0.0318272411823273,0.0213559772819281) * float(LUMA_texOff(vec2(2,0))); +res += vec4(-0.0263035502284765,-0.0683158710598946,0.0060625332407653,-0.0366725400090218) * float(LUMA_texOff(vec2(2,1))); +res += vec4(-0.0033458373509347,0.0166716929525137,-0.0066949445754290,0.0069377254694700) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 1_1 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL21 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.2535822391510010,-0.2086673378944397,-0.1971909999847412,-0.0509869605302811); +res += mat4(-0.2771639227867126,-0.0897865369915962,0.2583256959915161,0.1160498261451721,0.0936901941895485,-0.1911094635725021,-0.1356087327003479,-0.2737614214420319,-0.0840661674737930,0.3071749806404114,-0.1382381021976471,0.0401598662137985,0.0078477216884494,-0.2248300164937973,-0.1277811974287033,0.0695948302745819) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(0.1083878129720688,-0.3206554055213928,0.1545115262269974,-0.0320371277630329,-0.1938588172197342,-0.1473862826824188,-0.0282243248075247,-0.1354303658008575,-0.1186024993658066,-0.0809327214956284,-0.0136826746165752,-0.0899777114391327,0.0719721689820290,0.1930700838565826,-0.1158982515335083,0.0772358104586601) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(-0.0439350903034210,-0.3943499624729156,0.2428358793258667,-0.1589881926774979,0.1062002107501030,0.3110131621360779,0.1892369836568832,-0.4146962761878967,0.2854582071304321,-0.1033756285905838,0.2935918271541595,-0.3346719741821289,0.0666174665093422,0.0610550120472908,-0.1994506865739822,-0.2256885766983032) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(0.1148382350802422,-0.4204422533512115,-0.0359638184309006,-0.1530147343873978,-0.0726560875773430,0.2168974876403809,0.3526575863361359,-0.3311845958232880,0.0656990334391594,0.2305561602115631,0.0385423824191093,0.1258286833763123,0.0722775310277939,0.5053561925888062,0.6200680136680603,0.1733734011650085) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(0.2637681365013123,-0.2313590347766876,-0.1710360497236252,-0.4150753617286682,-0.0291996710002422,0.1454502344131470,0.0285777729004622,-0.0749426186084747,-0.0187464319169521,-0.0788161307573318,-0.1390142142772675,0.4122431576251984,-0.0424673929810524,0.0481288805603981,-0.1688672900199890,-0.3983225524425507) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(0.0667020902037621,0.2114472687244415,0.1192239969968796,-0.2236148864030838,-0.0777044594287872,-0.2462731599807739,0.2634125351905823,-0.1940607130527496,0.0336417406797409,-0.0972627550363541,-0.2950557470321655,0.2406509518623352,-0.0279604401439428,-0.0602857805788517,-0.0872009843587875,-0.1229272857308388) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(0.2794125378131866,-0.4944160580635071,0.4512123167514801,0.2009913176298141,-0.2796518802642822,-0.0334346629679203,-0.0112056173384190,-0.3892775475978851,-0.1192756518721581,0.2117638289928436,-0.4059759974479675,0.2690156698226929,-0.0456493757665157,-0.0304120033979416,-0.2477626502513885,0.4191759228706360) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(-0.0039319223724306,-0.0600352995097637,0.4458162486553192,0.1474803835153580,0.0940916240215302,-0.3791440427303314,0.3606577217578888,-0.4092902839183807,0.1703228652477264,-0.1827025562524796,0.0514233745634556,0.4128525555133820,-0.0793079584836960,-0.0907753482460976,0.1223130822181702,-0.1207918524742126) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(-0.2494225054979324,0.1870742887258530,0.0837734341621399,-0.2739089429378510,-0.0571023263037205,0.1391844749450684,-0.0675746276974678,0.1305333226919174,-0.0307636223733425,0.4430510401725769,0.0028207190334797,-0.0904692336916924,0.0088010514155030,-0.0354460701346397,0.0043582450598478,0.4011381268501282) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(0.0587932765483856,-0.1308003664016724,-0.1161855384707451,0.1607838273048401,0.1059153527021408,-0.1711840778589249,-0.0445863120257854,-0.1130510568618774,0.0448016002774239,0.1559550613164902,-0.0720835253596306,0.0672131329774857,-0.0249006003141403,0.1765320748090744,-0.1224699541926384,0.0470521636307240) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(-0.0384641103446484,0.2872657477855682,0.0640715956687927,0.3555822372436523,0.0471152290701866,-0.1418067067861557,-0.1464726030826569,0.3959751725196838,0.2157984673976898,-0.0174972768872976,-0.2503038048744202,0.0358669087290764,-0.0771151334047318,0.3911861777305603,-0.0674204975366592,-0.1664280891418457) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(-0.0502385906875134,-0.2417445182800293,-0.2242267578840256,-0.0672638416290283,-0.1355054825544357,-0.3461876213550568,0.4824717044830322,-0.2761393785476685,-0.0341378860175610,-0.0760281234979630,0.4350158274173737,0.4765976667404175,-0.0782985687255859,-0.1459587216377258,-0.0172249134629965,-0.0147242834791541) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(-0.2630992829799652,0.2823100388050079,0.0943108573555946,0.4031386077404022,0.0995653420686722,-0.1206451952457428,-0.0305370874702930,0.0642247647047043,0.0560359954833984,0.0542743578553200,0.1328519582748413,0.3271641731262207,0.0286087840795517,-0.0301680061966181,0.4063064754009247,-0.0947660803794861) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(0.2625299096107483,0.0842924192547798,0.7629656791687012,-0.2671873569488525,0.2069786489009857,-0.2454696893692017,0.0612405501306057,0.1021422892808914,-0.4223764240741730,0.3173877894878387,0.2887442708015442,0.1909165084362030,-0.1770869791507721,0.1346962451934814,0.1143044829368591,0.0229503251612186) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(-0.4152803719043732,0.1540635079145432,-0.2777018547058105,0.6474476456642151,-0.1949630677700043,-0.0181875545531511,0.3886533379554749,0.3629097938537598,-0.3201324343681335,0.4255363047122955,-0.3785362839698792,0.1957572698593140,0.1620309501886368,-0.2288520336151123,-0.0135895386338234,-0.0196984149515629) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(0.1041403189301491,-0.1766346842050552,0.4300306439399719,-0.5048146247863770,-0.4282442331314087,0.2367089539766312,-0.0609208792448044,0.0131418621167541,0.0577571578323841,-0.0810485184192657,0.0756059587001801,-0.3013808131217957,0.1408018022775650,0.0530188716948032,0.4606562554836273,-0.3839898407459259) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(-0.1521688550710678,-0.0032123478595167,0.3116574883460999,-0.2972046434879303,0.6955487728118896,-0.3735982179641724,0.0215148627758026,0.6849833130836487,0.4760347604751587,-1.0485177040100098,-0.1261294931173325,0.2331533879041672,0.0917195081710815,0.4458359181880951,-0.0091531546786427,0.5207492113113403) * FEATURE1_texOff(vec2(0,0)); +res += mat4(-0.1011519357562065,-0.2413177788257599,0.5347595214843750,-0.3520763516426086,1.1230159997940063,-1.1015644073486328,-0.7193110585212708,0.8510805368423462,0.8157641291618347,-0.2430049031972885,0.2581803798675537,-0.4335567951202393,-0.0874094665050507,-0.6334270834922791,-0.6894448399543762,0.0596196018159389) * FEATURE2_texOff(vec2(0,0)); +res += mat4(0.2854309976100922,-0.1557229459285736,-0.1809468418359756,-1.3902940750122070,0.6910412311553955,-0.2587812542915344,-0.0482749044895172,0.7059345245361328,0.1759572327136993,-0.1393056362867355,0.5609810352325439,-0.4832382500171661,-0.0000602358450124,-0.2900169491767883,0.3908173143863678,-0.6049022674560547) * FEATURE3_texOff(vec2(0,0)); +res += mat4(-0.0872106701135635,-0.1346540600061417,1.4156285524368286,-1.1883758306503296,-0.7596164941787720,0.1885419785976410,-0.5785369277000427,0.9477756023406982,1.5934140682220459,-1.2882608175277710,-1.2094374895095825,1.3799823522567749,0.4614370167255402,-0.0916836485266685,-0.5338310003280640,0.3820723593235016) * FEATURE4_texOff(vec2(0,0)); +res += mat4(0.0441628322005272,-0.0834458991885185,-0.0842079296708107,-0.0668803155422211,0.0368445180356503,0.2561661899089813,-0.1183663904666901,-0.0662262961268425,0.0612826459109783,-0.0493311323225498,-0.1413672119379044,-0.0592455714941025,0.0167923998087645,-0.3271788358688354,0.2014455944299698,-0.6534197330474854) * FEATURE1_texOff(vec2(0,1)); +res += mat4(-0.4044690728187561,-0.1691768616437912,-0.2559798955917358,0.3357487618923187,0.0253558568656445,-0.1398200690746307,-0.2404493540525436,0.2267729192972183,0.0485114641487598,-0.1099041774868965,0.4590287208557129,0.0762615874409676,-0.0548993311822414,-0.1307289451360703,-0.1234042271971703,-0.0231516994535923) * FEATURE2_texOff(vec2(0,1)); +res += mat4(-0.0988199859857559,0.0238037649542093,0.0435022264719009,-0.3168803453445435,-0.1213417872786522,-0.0779432877898216,0.2743633389472961,-0.0408632978796959,0.1799435466527939,-0.2463587224483490,-0.1358537077903748,0.2689833939075470,0.0539833642542362,0.1290988624095917,-0.0515714474022388,0.0580415092408657) * FEATURE3_texOff(vec2(0,1)); +res += mat4(-0.0934378430247307,-0.0576035231351852,0.1248585656285286,-0.4788450300693512,-0.0699084699153900,-0.1344984918832779,0.4291284382343292,-0.0945518091320992,0.1735085546970367,-0.3810331225395203,0.2658713161945343,-0.0407779440283775,-0.2733527123928070,-0.2201107889413834,-0.2199274003505707,0.2047093063592911) * FEATURE4_texOff(vec2(0,1)); +res += mat4(-0.0567484796047211,0.0829793587327003,-0.4746561646461487,0.0256525389850140,0.0835705399513245,-0.1755325645208359,-0.2114038169384003,-0.1711267083883286,0.1664180457592010,0.1463819295167923,-0.2656275629997253,-0.2758075296878815,0.0265674404799938,-0.1956520974636078,0.0414405986666679,0.0479561910033226) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(0.0563601851463318,0.4714728593826294,-0.0800048857927322,-0.1705953329801559,0.2594836354255676,-0.2075097709894180,0.1695188879966736,-0.4107047319412231,-0.0706016868352890,-0.2547818720340729,-0.3957505524158478,-0.2354479134082794,0.0384419634938240,-0.0460053943097591,-0.0207829847931862,-0.0093786139041185) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(0.0942042469978333,0.0404988750815392,-0.1232881695032120,-0.2178550660610199,0.1357689797878265,0.0359092727303505,-0.2060291618108749,-0.3273082375526428,0.5002653002738953,-0.1923164129257202,0.4921628534793854,0.2727786898612976,-0.2186055183410645,0.3011177480220795,-0.3585500419139862,0.1814153641462326) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(-0.0447341054677963,0.0810466259717941,0.2046322971582413,-0.0233065690845251,0.2438813596963882,-0.5253956913948059,0.1698510050773621,-0.0923427864909172,0.3008512258529663,0.0888842046260834,0.2270209491252899,-0.0200825128704309,0.1317300051450729,-0.0595603473484516,0.1512535065412521,-0.1234729290008545) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(-0.2651814818382263,-0.2288072854280472,-0.1599031686782837,0.2945036888122559,-0.5219144225120544,0.2868134975433350,0.0882711112499237,0.1873165518045425,-0.3225394189357758,0.5725277066230774,0.9555261731147766,0.1013209298253059,-0.0960882678627968,0.4585131406784058,-0.4613201320171356,0.0265702158212662) * FEATURE1_texOff(vec2(1,0)); +res += mat4(-0.0731972157955170,-0.0449099875986576,0.5571532249450684,-0.1073949784040451,-0.0349713973701000,0.0071747689507902,-0.5417777299880981,-0.1344508528709412,-0.3132073581218719,0.0723055228590965,-0.2280079871416092,-0.0006024244939908,-0.1621860861778259,0.0284414086490870,0.0161129496991634,0.1501607745885849) * FEATURE2_texOff(vec2(1,0)); +res += mat4(0.0067174173891544,0.2343200147151947,-0.5080283284187317,0.5312495827674866,0.0454211644828320,0.2897656559944153,-0.1136429458856583,-0.3823511302471161,-0.2790622413158417,-0.3745599091053009,0.0601127929985523,-0.1175373196601868,-0.1063450872898102,-0.0410735420882702,-0.2890635728836060,0.5056386590003967) * FEATURE3_texOff(vec2(1,0)); +res += mat4(0.5037181973457336,-1.1170947551727295,-0.5449797511100769,0.3597307205200195,-0.0285126268863678,0.3148215115070343,0.4604218900203705,0.2808663249015808,0.0162206999957561,-0.3732328414916992,-0.5785920023918152,0.1976140588521957,-0.5090074539184570,0.6523973941802979,-0.1632602810859680,-0.1469507217407227) * FEATURE4_texOff(vec2(1,0)); +res += mat4(-0.0661215856671333,0.2697862982749939,-0.1526191383600235,0.3426537811756134,-0.0941963717341423,-0.0453732609748840,-0.1661902964115143,0.0029509349260479,-0.1297422945499420,0.3132496774196625,0.0477103367447853,-0.0763362720608711,0.2142441421747208,-0.2151754349470139,0.0798331648111343,0.0610793232917786) * FEATURE1_texOff(vec2(1,1)); +res += mat4(-0.0336847305297852,-0.3289247453212738,0.4004055559635162,0.2447433471679688,0.1103943735361099,0.3727104365825653,0.3764447569847107,-0.0454859547317028,0.0884784683585167,0.0267046000808477,-0.3515844941139221,-0.2293561398983002,0.0277891717851162,-0.0138099212199450,0.1696697175502777,0.0516055934131145) * FEATURE2_texOff(vec2(1,1)); +res += mat4(0.0018621622584760,0.2604791820049286,0.2717927396297455,0.3943259119987488,-0.0989849790930748,-0.2238094806671143,-0.3049607276916504,0.1484513133764267,-0.4653285443782806,0.4149819910526276,0.2806181013584137,-0.0392659343779087,0.1793054938316345,0.0728375092148781,0.7856308221817017,0.0007568100700155) * FEATURE3_texOff(vec2(1,1)); +res += mat4(-0.1371228843927383,-0.4515758156776428,-0.1283617764711380,0.2101248651742935,0.2646862864494324,-0.4533604681491852,0.1065965071320534,0.0693597942590714,0.2889678776264191,0.0214051268994808,0.6909635663032532,0.2163403928279877,0.3420628011226654,-0.2050398141145706,-0.0816402360796928,0.0032103767152876) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.4853514730930328,0.0194640476256609,0.0559235066175461,0.9239075779914856) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 1_2 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL22 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.1381223350763321,-0.0308194756507874,0.1110133975744247,-0.0683282017707825); +res += mat4(-0.2088769525289536,-0.0105850258842111,-0.1151953488588333,0.0346273891627789,-0.3365945518016815,-0.0517612397670746,0.0336230397224426,-0.0372144170105457,0.1981399059295654,0.1342182457447052,-0.1760965287685394,0.2307879626750946,-0.1530198454856873,-0.1098565682768822,0.0360668078064919,-0.0083812475204468) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(-0.1177931874990463,-0.0846288949251175,-0.2833393514156342,-0.1577735990285873,0.1323858946561813,-0.0128489714115858,-0.2080941498279572,-0.0380874052643776,-0.2245622128248215,-0.1485987454652786,0.0010099023347721,-0.1531151384115219,-0.1019563600420952,-0.0452317036688328,0.0589019767940044,0.0121880760416389) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(0.0704127103090286,0.0245257895439863,-0.1575127989053726,0.1349024325609207,-0.1563488990068436,-0.0450201816856861,0.0279316585510969,0.1888295561075211,-0.0059769251383841,0.1732009947299957,0.1763417571783066,0.0518473982810974,0.0620901659131050,-0.0433492250740528,-0.0562263280153275,-0.1273161619901657) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(0.1267730593681335,-0.0329404771327972,0.2025095671415329,0.1193531453609467,0.0728927850723267,0.0823160484433174,0.1572242677211761,0.1716777533292770,0.2288017272949219,-0.2456564903259277,-0.0219315327703953,-0.3694605827331543,0.0219488814473152,-0.1276920139789581,-0.0379748567938805,-0.0840378776192665) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(0.2056158930063248,0.2981309592723846,0.4551208317279816,0.3621589541435242,0.1664001643657684,0.2786794006824493,-0.1290398538112640,0.1190336570143700,0.1758793741464615,-0.0912702158093452,-0.4254598915576935,0.2246738970279694,-0.0261087883263826,0.2550060749053955,-0.0596518293023109,-0.1216617897152901) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(-0.0796719565987587,0.0087867546826601,0.3371246457099915,-0.3683475852012634,-0.2284196317195892,0.1553688198328018,0.1120917648077011,-0.0740640237927437,-0.0330910012125969,0.5079706311225891,0.0464495383203030,-0.0281568299978971,0.0377068296074867,0.0486547499895096,-0.0274681914597750,-0.1364037692546844) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(0.3227785527706146,0.1808989048004150,0.2177855074405670,0.1488631516695023,0.0276129115372896,-0.0884175524115562,-0.1514154821634293,-0.4444026648998260,-0.2891204059123993,-0.1344766467809677,-0.1440485715866089,-0.4961053133010864,0.1105418205261230,0.1085827052593231,0.0921985581517220,-0.1675277352333069) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(-0.1732871979475021,0.4281528890132904,-0.0204508714377880,-0.1851426213979721,-0.1087937057018280,-0.3815968632698059,0.2121615111827850,-0.5234569311141968,0.1071098297834396,0.5851136445999146,-0.1577875763177872,-0.2906306684017181,-0.7021292448043823,0.2255133390426636,-0.1295063495635986,-0.1320244520902634) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(-0.1757937669754028,-0.2319357842206955,-0.1836598366498947,0.1259083151817322,0.5745494365692139,-0.0729667767882347,-0.1101969778537750,0.1380585283041000,-0.1041931733489037,-0.3247266709804535,-0.0038968466687948,0.3799381852149963,0.1569617539644241,-0.1585843116044998,0.1072080880403519,-0.0745987668633461) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(0.4278232753276825,0.1297351717948914,0.0242699328809977,0.1919889599084854,0.1342368423938751,-0.1163052171468735,0.0549292564392090,-0.0147566581144929,0.1688189953565598,-0.1894697397947311,-0.0977199077606201,0.2842393219470978,0.1062431111931801,-0.0455371215939522,0.0077982707880437,0.0216805879026651) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(0.0561123453080654,-0.1753604114055634,-0.1611851602792740,-0.0905591323971748,0.6435936689376831,0.1204528734087944,0.0111874192953110,0.3374686241149902,0.3051860928535461,-0.0780762061476707,0.2443095892667770,-0.2589598298072815,-0.0003057309950236,-0.1137806028127670,-0.1054927855730057,0.0880511328577995) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(-0.2937435507774353,0.2320816367864609,0.0320707336068153,-0.0581145994365215,-0.2367461323738098,0.4746437370777130,0.0147240571677685,-0.1799026876688004,-0.0346993468701839,0.0699583739042282,-0.3170774877071381,0.2222882062196732,0.3463763594627380,-0.2493554353713989,0.0534604340791702,0.3099468946456909) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(-0.7647771239280701,-0.3693305552005768,0.6674076914787292,-0.2018796503543854,-0.1837627589702606,-0.2026533484458923,-0.2065198272466660,-0.7396225929260254,0.8524928092956543,-0.3777147233486176,0.0014601636212319,-0.0749434828758240,-0.4064617753028870,0.1136885806918144,-0.2240319401025772,0.1771318167448044) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(0.0152301695197821,-0.1906797885894775,0.6144173145294189,0.3965292274951935,-0.0969559252262115,-0.0965181961655617,0.2601015865802765,-0.1854272931814194,0.0161584168672562,0.2746478021144867,-0.2444981634616852,0.0295571684837341,-0.0056955255568027,0.0136870443820953,-0.0315799862146378,-0.0970168113708496) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(-0.2683302462100983,0.3706904053688049,-0.3019535541534424,-0.7962921857833862,0.1152348443865776,-0.0349015258252621,-0.3777785003185272,-0.2090991586446762,-0.6641592979431152,-0.0305389035493135,-0.7255446314811707,-0.0721698999404907,-0.0974985733628273,0.0589145533740520,-0.3214484453201294,0.1777489185333252) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(0.0061144740320742,0.2519157528877258,0.1558316051959991,0.4245251417160034,-0.6843578815460205,0.1966717094182968,-0.4610933661460876,-0.2540432512760162,0.0210541579872370,0.1831053048372269,0.4746453762054443,-0.0526402108371258,-0.0040490669198334,-0.0342687070369720,0.3900658488273621,-0.3303281068801880) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(-0.4828728139400482,0.5191280841827393,-1.1391385793685913,-0.7054628133773804,1.0957189798355103,-0.5038015246391296,1.1690396070480347,0.8840553760528564,-1.2126139402389526,-0.1944981217384338,-0.3844216167926788,1.5913034677505493,0.4191325902938843,0.0223961118608713,0.2826472818851471,-0.0871717706322670) * FEATURE1_texOff(vec2(0,0)); +res += mat4(-1.4643236398696899,-0.7375335693359375,0.2441195696592331,0.4990673959255219,-0.8329786062240601,-0.3049604892730713,0.9556087851524353,0.2383137643337250,0.5312217473983765,-0.5947279334068298,0.1804114133119583,-0.5788916945457458,0.3507929444313049,-0.0233711879700422,-0.2017675191164017,0.2487143874168396) * FEATURE2_texOff(vec2(0,0)); +res += mat4(-0.1819303482770920,-0.5676728487014771,0.2360317111015320,0.0851088836789131,0.3140235841274261,0.1351734697818756,0.0945767760276794,-0.7279174923896790,1.6670336723327637,-0.0221601165831089,-0.0541631169617176,0.5291170477867126,0.5370565652847290,0.3250507712364197,0.2952508032321930,0.7118167877197266) * FEATURE3_texOff(vec2(0,0)); +res += mat4(-0.4443428218364716,1.7487819194793701,0.7934173345565796,0.4780461490154266,0.9800529479980469,-0.9448102116584778,-0.9966609477996826,-0.5082603096961975,-0.9662690758705139,-0.1383059471845627,0.5476665496826172,0.8644275665283203,0.2329450398683548,-0.2073891162872314,0.6153110265731812,-0.8020766377449036) * FEATURE4_texOff(vec2(0,0)); +res += mat4(1.3168696165084839,0.3006781041622162,0.2233006358146667,-0.7741575837135315,-1.2183657884597778,0.1592453569173813,-0.1303313076496124,-0.5448666214942932,0.0890172719955444,0.0626696199178696,0.4082972407341003,-0.0174469910562038,-0.5905545353889465,-0.1600939035415649,0.1808805614709854,0.4527755379676819) * FEATURE1_texOff(vec2(0,1)); +res += mat4(0.2451122701168060,0.0711479261517525,-0.4790588915348053,-0.0287401173263788,-0.6085331439971924,0.0391158387064934,0.1979900598526001,0.6233009099960327,-0.4468613266944885,0.1692452281713486,0.3975573182106018,-0.0298757180571556,-0.0155079197138548,0.0266936160624027,-0.0893321484327316,-0.0689681470394135) * FEATURE2_texOff(vec2(0,1)); +res += mat4(-0.0973365902900696,0.2272831350564957,0.0554595254361629,0.6588506102561951,-0.7055286765098572,-0.0497792214155197,-0.0126299904659390,0.3630616366863251,-0.7668600678443909,-0.0601201094686985,0.2889628410339355,0.7213001251220703,-0.5142368078231812,-0.2921136617660522,-0.0372818075120449,0.0245624762028456) * FEATURE3_texOff(vec2(0,1)); +res += mat4(-0.6794872283935547,-0.1474942564964294,0.1974916905164719,-0.0832043588161469,0.3203485012054443,-0.1725142896175385,-0.1287368983030319,0.2957201898097992,-0.2809852659702301,-0.2404037415981293,0.3074257671833038,0.1061463952064514,0.3400422930717468,0.1731379330158234,-0.6084728240966797,0.1411322951316833) * FEATURE4_texOff(vec2(0,1)); +res += mat4(-0.1315720230340958,-0.1491559147834778,-0.1476573199033737,0.0172325670719147,0.0603457167744637,0.1274620592594147,0.0230694599449635,0.2419043183326721,-0.2473622113466263,0.1825644075870514,-0.0844093039631844,-0.1179033219814301,0.0535174496471882,-0.0359878912568092,0.2790770828723907,0.1150204017758369) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(-0.3542392551898956,-0.0167406518012285,-0.0500063747167587,0.1317760497331619,0.2503667771816254,0.0965770110487938,0.0886839926242828,0.2376044392585754,0.3583405613899231,-0.0593837574124336,-0.0855230018496513,-0.0920166969299316,0.0858608484268188,0.0060294447466731,-0.0157861225306988,0.0127252563834190) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(0.3226392865180969,0.0865219160914421,-0.1496476382017136,0.1624807566404343,0.3655589520931244,-0.0445664376020432,0.1227211430668831,-0.2220589071512222,-0.2631477713584900,0.0820850655436516,0.5568479895591736,0.0730609148740768,-0.0937359035015106,0.2295248508453369,-0.3294035196304321,-0.2036383599042892) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(0.3742868900299072,-0.1802055388689041,-0.0593203529715538,0.1976574063301086,0.8271688222885132,0.0117016453295946,0.5063909292221069,0.2256126701831818,0.1593020707368851,-0.1280505210161209,0.0390553958714008,-0.1892147809267044,0.0888174250721931,-0.1376793980598450,0.5697006583213806,0.2485611587762833) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(0.2118279337882996,0.0513114370405674,0.2285705506801605,0.5599109530448914,-0.5099740028381348,0.1410261243581772,-0.3096668720245361,0.7005844116210938,-0.4349140822887421,0.4047641158103943,0.4812763929367065,0.1051402017474174,0.2456628382205963,0.0377773605287075,-0.6833984255790710,-0.3006701469421387) * FEATURE1_texOff(vec2(1,0)); +res += mat4(-0.7107729315757751,-0.3105662167072296,-0.2076982706785202,-0.1214028969407082,-0.1795432120561600,0.1798780262470245,-0.0163973346352577,0.1743666827678680,-0.4378082156181335,0.1835298836231232,0.0649149790406227,0.0880983099341393,-0.1403774917125702,-0.0377079211175442,-0.1460157334804535,0.0355062298476696) * FEATURE2_texOff(vec2(1,0)); +res += mat4(0.0914793089032173,0.0385615527629852,0.1190174892544746,-0.0553938411176205,-0.4308855831623077,0.1630966216325760,0.3357785642147064,0.0585900247097015,-0.1960757374763489,-0.1455840319395065,-0.3593325614929199,-0.3946797251701355,-0.0507271811366081,-0.2539891600608826,-0.0905557572841644,-0.6227382421493530) * FEATURE3_texOff(vec2(1,0)); +res += mat4(0.2614709436893463,0.0061688483692706,0.3611848056316376,-0.1338395625352859,-1.0093911886215210,0.0553577207028866,0.1186351701617241,0.3184973597526550,-0.5891544818878174,-0.1016779243946075,-0.2224645316600800,0.0639321878552437,-0.2353626340627670,0.2742255926132202,-0.9502924680709839,0.7192491292953491) * FEATURE4_texOff(vec2(1,0)); +res += mat4(0.3778582513332367,-0.1000494062900543,-0.3470661938190460,0.1308858692646027,-0.0679450184106827,-0.0160419829189777,-0.0135374749079347,-0.0480017438530922,-0.2798678874969482,-0.0037702140398324,-0.1513005942106247,0.1505549550056458,0.5613264441490173,-0.0316404215991497,0.2104064077138901,0.0057972222566605) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.5251657366752625,0.0792712643742561,-0.1533361673355103,0.0648916959762573,0.1299594342708588,-0.0274657960981131,0.2256900221109390,-0.1350511759519577,0.3783259689807892,-0.1323687285184860,-0.1913703531026840,-0.0371813550591469,-0.3229732215404510,0.0125484764575958,0.0712098628282547,0.0355844199657440) * FEATURE2_texOff(vec2(1,1)); +res += mat4(-0.1488132029771805,-0.1394258141517639,0.0912211686372757,-0.2606098055839539,-0.0499770082533360,-0.0108409021049738,-0.0542243905365467,-0.0962965711951256,0.7122877240180969,0.2720184922218323,-0.3723897337913513,-0.1091977506875992,0.3245325982570648,-0.0505217276513577,0.5785158276557922,0.2982622087001801) * FEATURE3_texOff(vec2(1,1)); +res += mat4(0.1374520808458328,-0.0015341561520472,-0.1311945766210556,0.2911640405654907,-0.3659119606018066,-0.0591222643852234,0.3697520196437836,0.0210731234401464,-0.1840991079807281,0.0390477702021599,0.0259844064712524,0.2170744538307190,-0.0889984294772148,0.0531435646116734,0.2462018877267838,-0.4002745449542999) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.0506038926541805,-1.0047781467437744,-0.4045023024082184,0.9032984972000122) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 1_3 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL23 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.1987741589546204,-0.9577525258064270,-0.0384856425225735,-0.1572636365890503); +res += mat4(0.6966392397880554,-0.4640935063362122,0.2297160476446152,-0.0832405164837837,-0.0009435203392059,-0.0578446798026562,-0.1164432391524315,-0.1221262738108635,-0.1412358880043030,-0.0279388818889856,0.0489265844225883,0.0063599492423236,0.2360319495201111,0.0912766307592392,-0.1941773593425751,0.2315690666437149) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(-0.1167130470275879,0.0778460651636124,0.1076761484146118,-0.2353819608688354,0.0524621158838272,-0.0356444679200649,0.2539249062538147,0.2634229958057404,0.2133077681064606,-0.1919374763965607,-0.2158848792314529,0.0518384873867035,0.0609824284911156,-0.1305586248636246,-0.1013210490345955,0.1769250631332397) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(0.1402679532766342,0.2941172719001770,-0.1457418501377106,0.3779373764991760,-0.1932400017976761,-0.2161010503768921,0.0722947195172310,0.0502758324146271,-0.3296416103839874,0.4798662662506104,0.2580823302268982,-0.0627183541655540,0.0147153036668897,0.2626453340053558,0.0540219917893410,0.1939793974161148) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(0.1847409754991531,0.4179320335388184,0.1568926721811295,-0.2688268125057220,0.1841754466295242,-0.1598462462425232,0.1664924770593643,-0.6711257100105286,-0.3222356140613556,-0.3005515038967133,-0.1475231498479843,0.1409637480974197,-0.1211405694484711,-0.4659332334995270,-0.4637466669082642,0.3335506618022919) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(0.5968201160430908,0.0195734798908234,0.2521410584449768,0.1837282180786133,-0.2368906587362289,-0.1613323688507080,0.3105871975421906,-0.5328266620635986,0.6818410158157349,-0.2313661426305771,0.1797828674316406,-0.4353945851325989,0.3843055069446564,0.2114877700805664,-0.3301143646240234,-0.0251296106725931) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(0.5452771782875061,0.3973252177238464,-0.2990077137947083,-0.6833023428916931,-0.0103876451030374,-0.2633355557918549,0.2405222356319427,-0.1847756654024124,0.0809822008013725,-0.5386145710945129,0.3198210299015045,0.5242416858673096,-0.0943189039826393,0.1589269340038300,-0.2653484344482422,-0.2556872963905334) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(-0.0612921006977558,0.3507350981235504,0.2488755732774734,0.1469088792800903,-0.3519552946090698,-0.2370343953371048,-0.1770581305027008,0.1431888490915298,-0.6166468262672424,-0.1131900474429131,-0.4911212325096130,0.5227483510971069,-0.3461691737174988,0.0986021012067795,0.7038308978080750,-0.3039589524269104) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(0.1912881582975388,-0.5830649733543396,0.2136552929878235,0.1866988241672516,-0.5624901652336121,0.2385427057743073,0.1727342009544373,-0.4540549218654633,0.4965006113052368,-0.3204718232154846,-0.1158104166388512,0.5111644268035889,1.0713713169097900,0.1508440226316452,-0.5791803598403931,-0.0009748075972311) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(0.9698884487152100,-0.2014376223087311,-0.6689079999923706,0.4241695106029510,-0.0573838278651237,0.1175749525427818,-0.3876985013484955,0.2512328326702118,0.5065176486968994,-0.0682719275355339,-0.3141808807849884,-0.1387684196233749,-0.1143181324005127,-0.0706263333559036,-0.2333269715309143,0.5111127495765686) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(-0.5634623765945435,0.0672075673937798,0.2458319514989853,-0.2465665936470032,1.0935126543045044,-0.3243642449378967,0.3043719530105591,0.0064766071736813,0.9648159146308899,0.1759704202413559,-0.1268455684185028,0.0441841222345829,-0.8189800977706909,-0.0071217310614884,-0.0554777421057224,-0.2554271817207336) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(-0.1151394397020340,-0.0710884630680084,0.1666608154773712,0.2001230269670486,-0.3966263532638550,0.3185620605945587,0.2014131247997284,-0.6153194308280945,-0.1701968014240265,-0.0540665499866009,0.0967301502823830,-0.1836527884006500,-0.2557096779346466,-0.4019114375114441,-0.4702650904655457,-0.1317474097013474) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(-0.3346468508243561,-0.0425257682800293,0.1464348584413528,-0.0702658221125603,-1.1866838932037354,-0.1095336750149727,0.2232391387224197,0.1260936558246613,0.3364435434341431,0.0271857567131519,-0.2763819098472595,-0.2012097984552383,-0.5574805140495300,0.4211027026176453,0.0042814216576517,-0.0079778516665101) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(-0.3540650010108948,0.0071619492955506,-0.1938177198171616,0.6681747436523438,-0.8133658766746521,-0.5995404124259949,-0.3652176260948181,0.5787848830223083,-1.1667940616607666,-0.1285391598939896,-0.0541963428258896,0.8525529503822327,0.1709660291671753,-0.2035605609416962,-0.0489438250660896,-0.0194259360432625) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(-0.0078989947214723,-0.6119658946990967,-0.2015484124422073,-0.2649651169776917,-0.6429963707923889,0.2694746255874634,-0.4319376945495605,-0.3059541285037994,-0.0497270785272121,0.1026998609304428,-0.0897300168871880,0.1753655374050140,0.2096567898988724,0.2093304544687271,-0.0014726204099134,-0.1757658571004868) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(0.4870032668113708,-0.3136315047740936,0.0027699931524694,0.0663692802190781,-0.3052871823310852,0.3439637422561646,-0.1048567295074463,-0.1991288512945175,0.3137850165367126,0.0046365256421268,-0.1638680994510651,-0.4108964502811432,0.0508278496563435,-0.2253065854310989,-0.1633804589509964,0.2289161980152130) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(-0.1308068782091141,-0.4817227125167847,-0.0263788085430861,-0.3971874713897705,-0.2506425678730011,0.0695889964699745,-0.2154289782047272,0.5419184565544128,-0.2379133403301239,0.4222696423530579,0.5321872234344482,-0.4691502451896667,0.5537111759185791,0.2836233973503113,-0.0807907357811928,-0.1053616553544998) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(-1.3340888023376465,0.1811003237962723,-0.0891653820872307,0.2640296220779419,0.0198112688958645,0.3743432164192200,0.2111666053533554,0.0528086237609386,1.4712600708007812,1.2311338186264038,-0.9427970051765442,-0.6471102833747864,-0.1417239755392075,-0.0687683522701263,0.6658940315246582,-0.2936039566993713) * FEATURE1_texOff(vec2(0,0)); +res += mat4(0.6384365558624268,0.9694315791130066,-0.9346356391906738,-1.0230228900909424,-0.5444990992546082,0.7220879793167114,-1.3095484972000122,-0.1715894937515259,-0.1845342367887497,0.2809494435787201,-0.7519769072532654,0.5043348670005798,0.0642623752355576,0.5404297709465027,0.4980618953704834,-0.4332457780838013) * FEATURE2_texOff(vec2(0,0)); +res += mat4(0.4064006507396698,-0.1983926743268967,-0.3653252422809601,-0.4969399273395538,0.9744088053703308,-0.4507445096969604,-0.2631619274616241,0.3812571465969086,0.1463315337896347,-0.3806351721286774,-0.1298433393239975,-1.0762634277343750,0.6555476784706116,0.2125965803861618,-0.2418732196092606,-0.7435741424560547) * FEATURE3_texOff(vec2(0,0)); +res += mat4(0.5863549113273621,-0.7426007390022278,1.0520230531692505,-0.3021634817123413,1.0178332328796387,0.3958678841590881,-1.2147421836853027,-0.2803310155868530,0.9442859292030334,0.9875133633613586,-1.3295483589172363,0.3140213191509247,-1.2360699176788330,0.0436276197433472,0.8192564249038696,0.9244912862777710) * FEATURE4_texOff(vec2(0,0)); +res += mat4(-0.0778036788105965,0.1303569674491882,-0.0946515947580338,0.1500514000654221,-0.8376330137252808,0.0064494702965021,0.4018820524215698,0.3726169466972351,-0.0240886732935905,0.1562727540731430,0.5867211222648621,0.0861321687698364,-0.0752925500273705,0.2072228193283081,0.0571691095829010,-0.3941327631473541) * FEATURE1_texOff(vec2(0,1)); +res += mat4(-0.6260624527931213,0.2243167608976364,-0.0777204260230064,-0.0948459953069687,0.1986584663391113,0.0779278427362442,-0.0409294515848160,-0.1123309731483459,-0.5333513021469116,-0.3017018139362335,0.3394177854061127,0.0070442100986838,-1.2051154375076294,0.1886872202157974,0.0150700416415930,0.2271993011236191) * FEATURE2_texOff(vec2(0,1)); +res += mat4(-0.1438168585300446,-0.0561682283878326,-0.0726087689399719,-0.1063039004802704,0.8472042083740234,-0.1650467067956924,-0.4323893487453461,0.1089009195566177,-0.2962348163127899,-0.0804210677742958,0.3090696632862091,0.1938772201538086,-0.9304508566856384,0.2099634110927582,-0.2387906461954117,0.4645425677299500) * FEATURE3_texOff(vec2(0,1)); +res += mat4(-0.3891402482986450,0.1677001267671585,-0.3542142212390900,0.4825044274330139,-0.7494704127311707,0.0327095612883568,-0.3160547018051147,0.0381647609174252,-0.3395038843154907,-0.0875114798545837,0.1697681397199631,-0.0070069218054414,0.2785872519016266,-0.3053137958049774,-0.4394780993461609,-0.4758984446525574) * FEATURE4_texOff(vec2(0,1)); +res += mat4(0.1764032542705536,0.3245241641998291,-0.3035278022289276,-0.0335294082760811,0.0819542557001114,0.0181823037564754,-0.4616291821002960,0.3710139989852905,-0.2668941020965576,0.1378638595342636,-0.3516434729099274,0.2218741774559021,-0.1380484700202942,0.2721910178661346,0.1993634998798370,-0.0507654286921024) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(0.1138257235288620,0.0702949985861778,0.0519753210246563,0.0316211394965649,-0.1142372712492943,-0.3463631868362427,-0.1331373304128647,0.0943566113710403,0.1118926182389259,-0.0014000118244439,-0.0389710702002048,-0.2867488861083984,-0.0759893879294395,-0.0621335469186306,0.0294951014220715,0.1627990603446960) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(-0.0370159111917019,-0.0134843364357948,-0.0296634603291750,-0.2262785434722900,-0.2126005589962006,0.1114539355039597,-0.3452126085758209,0.4179220199584961,0.1400017142295837,0.1337017863988876,0.1674517989158630,0.6095085144042969,0.1415290385484695,0.1256051212549210,-0.0247143786400557,-0.3213684260845184) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(0.2360568046569824,0.0886762887239456,0.2882657349109650,0.0703785941004753,0.0481112562119961,0.1826563030481339,0.2045601755380630,-0.7343208193778992,0.2727248668670654,-0.1472977846860886,0.1000528633594513,0.1027388945221901,0.0052390284836292,-0.1624580770730972,-0.2070121914148331,0.0261196251958609) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(0.5196351408958435,-0.1754677295684814,0.0290226303040981,-0.4108504652976990,0.7359254956245422,0.1325557529926300,0.7144725918769836,0.1152682229876518,0.5018915534019470,0.1675622016191483,0.1405982822179794,0.3300459384918213,-0.2479736208915710,0.1644758880138397,-0.2817023694515228,0.3316636085510254) * FEATURE1_texOff(vec2(1,0)); +res += mat4(0.8050370812416077,0.5533731579780579,-0.3099412024021149,0.1754989326000214,-0.1735986918210983,0.0404918454587460,0.2438879311084747,-0.2540093660354614,-0.4142113626003265,0.0423586852848530,0.2983778417110443,-0.6657259464263916,-0.0323144160211086,0.1928859353065491,0.0626569986343384,-0.2675825357437134) * FEATURE2_texOff(vec2(1,0)); +res += mat4(-0.8682364821434021,0.2794692516326904,0.2730025053024292,0.1207608506083488,0.5389584302902222,0.0149545557796955,-0.1274863481521606,-0.0567482747137547,-0.0887703672051430,0.6914038658142090,-0.3094426095485687,-0.2982452213764191,0.4080916643142700,0.0426792725920677,-0.0051025901921093,0.6209579110145569) * FEATURE3_texOff(vec2(1,0)); +res += mat4(0.0917436853051186,-0.0701907053589821,-0.2328515946865082,-0.1792335063219070,0.6472560167312622,-0.0877070501446724,-0.3649670481681824,0.2790137529373169,0.5136012434959412,-0.1430896967649460,0.4229614138603210,0.2363108694553375,0.5988228321075439,0.0732361972332001,0.3804556727409363,-0.6032572984695435) * FEATURE4_texOff(vec2(1,0)); +res += mat4(-0.4129971563816071,-0.0148138366639614,0.0773900002241135,-0.3664886355400085,0.7110533118247986,-0.3235684633255005,0.0094040073454380,-0.0542590022087097,-0.1800988018512726,-0.1026054248213768,0.2341964095830917,0.2807213664054871,-0.3103989362716675,-0.6431574821472168,-0.2740025222301483,-0.3599634468555450) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.1131857261061668,-0.3137154579162598,0.3429902195930481,-0.2737554609775543,1.2133983373641968,-0.1039248928427696,-0.0803684666752815,0.0061881896108389,-0.0924719199538231,0.1144402697682381,-0.2670459151268005,-0.1642477959394455,-0.4046771526336670,-0.1048694700002670,-0.0008883008267730,0.0014021961251274) * FEATURE2_texOff(vec2(1,1)); +res += mat4(0.1959314346313477,0.0085384212434292,-0.0705676227807999,0.2818849384784698,-0.2752107381820679,0.1570400297641754,0.2566027343273163,0.1972118318080902,0.9400491714477539,-0.2308340966701508,0.0559823065996170,0.0408312715590000,0.3904103934764862,-0.5421842932701111,-0.1970631629228592,-0.1138259097933769) * FEATURE3_texOff(vec2(1,1)); +res += mat4(-1.2016843557357788,0.0032943340484053,0.1414308100938797,-0.3150011897087097,-0.5170863270759583,0.1909369528293610,0.1779014021158218,0.0504081510007381,0.1417503207921982,-0.2203383594751358,-0.0287875495851040,-0.0217010006308556,-0.7724525332450867,-0.0255299452692270,0.0156590901315212,-0.1772062629461288) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.0190296284854412,0.0706401318311691,0.7972527742385864,0.0644450262188911) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 1_4 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!BIND FEATURE3 +//!BIND FEATURE4 +//!SAVE MODEL24 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.1087156683206558,-0.9075642228126526,-0.0346042588353157,0.1664762347936630); +res += mat4(0.2831370532512665,0.0058452812954783,-0.1289279460906982,0.2047349065542221,-0.4432878494262695,0.4621333479881287,0.4035988152027130,-0.2761998772621155,0.4163680672645569,0.0915144309401512,-0.0111864032223821,-0.4257704913616180,-0.1714486926794052,0.1755180656909943,-0.5092523097991943,0.4639800190925598) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(-0.0974804461002350,-0.0661083459854126,0.2698374986648560,0.4155388474464417,-0.0774852782487869,0.0143058374524117,0.2624184489250183,0.3015262186527252,0.0072107692249119,-0.0115862442180514,-0.1178141161799431,-0.0702119544148445,0.0091381752863526,-0.0762502029538155,-0.0035026811528951,-0.0673689618706703) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(-0.0683186650276184,0.0347410701215267,0.0645584538578987,0.5791540145874023,-0.2505789697170258,0.0295746494084597,0.2193876951932907,-0.2011970281600952,-0.3917951285839081,0.3113734424114227,0.2716041803359985,-0.3423127830028534,-0.2599830925464630,0.2731236815452576,0.1352142393589020,-0.6103169322013855) * FEATURE3_texOff(vec2(-1,-1)); +res += mat4(0.1382907032966614,0.1567241251468658,-0.2623529136180878,0.2330288439989090,0.1026417240500450,0.1336921900510788,-0.0960267484188080,-0.4534229338169098,0.2093876749277115,-0.3144259452819824,-0.0117062618955970,0.2396877259016037,-0.0440586656332016,-0.3048300743103027,0.2870889604091644,0.7035214900970459) * FEATURE4_texOff(vec2(-1,-1)); +res += mat4(-0.1377581655979156,0.0860724225640297,-0.7544308900833130,-0.7329372763633728,0.0180966202169657,-0.3518326580524445,0.3025939762592316,0.1215278208255768,0.2151169478893280,0.1350875347852707,-0.6827735304832458,0.5395355224609375,-0.0290531590580940,-0.1038386523723602,-0.2184213846921921,-0.9552698135375977) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(-0.0563997998833656,-0.2057088613510132,0.1763602644205093,0.8703269958496094,-0.0177724920213223,0.3830640614032745,-0.0683283954858780,0.6795098781585693,0.2762976884841919,0.1239195168018341,-0.4393113255500793,-0.2310952693223953,0.0125381853431463,0.1744433194398880,0.1020421013236046,-0.2529702782630920) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(0.2566922307014465,0.4717541038990021,-0.2663963735103607,-0.2526082992553711,-0.1143780574202538,0.2739281058311462,0.0537307523190975,0.3152118325233459,0.3445367217063904,-0.0012370349140838,0.1016864702105522,-0.2253527641296387,-0.0035550640895963,-0.4149434268474579,-0.2514138221740723,0.0322588421404362) * FEATURE3_texOff(vec2(-1,0)); +res += mat4(-0.2215952426195145,-0.0110388817265630,-0.2461408078670502,-0.4067878723144531,-0.5773093104362488,0.5065827965736389,-0.6598036289215088,-0.0595017410814762,0.4899374246597290,0.2303059250116348,-0.4807002842426300,0.7196635603904724,0.4076787829399109,-0.0242379792034626,-0.1136177778244019,-0.1848805695772171) * FEATURE4_texOff(vec2(-1,0)); +res += mat4(-0.0076391175389290,-0.2041926831007004,0.7404879927635193,0.0289287958294153,0.0456222109496593,0.0330134965479374,0.3433131873607635,-0.0810455009341240,-0.1985356509685516,-0.5179297924041748,0.4881610572338104,0.0078276675194502,0.0087746055796742,-0.1056760698556900,0.2095190286636353,0.7285584807395935) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(0.1195456460118294,0.0032121676485986,-0.5120199918746948,-0.5298866033554077,-0.0995549932122231,0.1369630396366119,-0.1829387843608856,0.2486933171749115,-0.0488051250576973,0.2010894566774368,0.2991284132003784,-0.0388986207544804,-0.0002756736357696,-0.1491157859563828,-0.0484132729470730,-0.1802987605333328) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(-0.0290505327284336,-0.5906178951263428,0.4409755766391754,0.0070458007976413,0.0482775717973709,0.2681422531604767,-0.1142541691660881,-0.3494954705238342,-0.1452796012163162,-0.1575714498758316,-0.2524724602699280,-0.1038879528641701,0.0732139572501183,0.2315133512020111,0.1530150920152664,0.0840636864304543) * FEATURE3_texOff(vec2(-1,1)); +res += mat4(-0.0325694419443607,-0.2112122029066086,0.2012213468551636,0.2090254873037338,0.1002777218818665,0.0359562151134014,0.2956393063068390,-0.0423515550792217,-0.1421563923358917,-0.2423527091741562,0.0935527235269547,0.3131506443023682,-0.0729856491088867,0.0598148182034492,-0.4247841238975525,-0.8078673481941223) * FEATURE4_texOff(vec2(-1,1)); +res += mat4(-0.2672279477119446,0.0677437037229538,-0.3512685596942902,-0.1972570568323135,0.0390892066061497,0.0446520186960697,-0.0022914779838175,0.3543418049812317,-0.4907896816730499,-0.3693255484104156,-0.0339384861290455,0.0572401657700539,0.3714402318000793,0.0966239944100380,-0.2475168853998184,0.5476519465446472) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(-0.8543110489845276,-0.0671872422099113,-0.0705442354083061,0.1570529192686081,0.0825821384787560,0.2611544132232666,-0.1222487613558769,0.1643241792917252,0.1565754264593124,-0.0417577736079693,0.2425020486116409,0.1290563046932220,0.0018513374961913,0.0828469917178154,0.0405366159975529,-0.0648405849933624) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(0.6323528885841370,0.2739350795745850,-0.2666106224060059,-0.7200468182563782,-0.1899063885211945,-0.6205863952636719,0.0421243421733379,0.3463516235351562,0.1843721121549606,-0.2456515282392502,0.4096761643886566,-0.2125853598117828,0.3226993083953857,-0.1005071029067039,-0.4462574124336243,0.1020871326327324) * FEATURE3_texOff(vec2(0,-1)); +res += mat4(-0.2349889576435089,-0.0292534027248621,-0.0411632061004639,0.4069747030735016,-0.3070210218429565,-0.4162268042564392,0.4625560045242310,0.5024183392524719,-0.5629498958587646,0.1867086291313171,0.3565312922000885,-0.1979124397039413,-0.2834521234035492,0.2735725045204163,0.3703005015850067,-0.0476065389811993) * FEATURE4_texOff(vec2(0,-1)); +res += mat4(-0.1110515445470810,-0.0889210999011993,0.5447590947151184,0.5599544644355774,0.0503268949687481,0.5344191193580627,-0.8062646985054016,-0.0667447745800018,-0.6623851656913757,-0.5459131598472595,1.5236161947250366,-0.0879496559500694,-0.0745205506682396,-0.0589255765080452,1.3849964141845703,-0.6337348222732544) * FEATURE1_texOff(vec2(0,0)); +res += mat4(-1.5323712825775146,-0.0780734047293663,0.6519567370414734,0.3739070892333984,0.3757006227970123,0.9047968387603760,-0.0571847669780254,0.4038882553577423,-0.1069322824478149,-0.2172508686780930,0.5056326389312744,1.2829581499099731,-0.1444370597600937,0.5224547386169434,-0.0722906515002251,0.0795549526810646) * FEATURE2_texOff(vec2(0,0)); +res += mat4(-0.6640521883964539,0.5300254225730896,-0.0877570062875748,0.4579716026782990,0.8427389264106750,0.1519258320331573,-0.4424907565116882,-1.1069610118865967,-0.5535061359405518,0.0053214239887893,-0.7151303887367249,-0.4114071726799011,-0.5903876423835754,0.1780086755752563,0.5006626248359680,-1.5713576078414917) * FEATURE3_texOff(vec2(0,0)); +res += mat4(-0.9901613593101501,0.5854467749595642,-0.4626945555210114,-1.4144535064697266,0.4928303956985474,-0.5428397655487061,0.2632802724838257,0.3861836194992065,1.4645655155181885,0.8884012699127197,-0.5033279061317444,-0.3723740577697754,-0.2988887429237366,0.2345651835203171,-0.5706858038902283,0.6728245615959167) * FEATURE4_texOff(vec2(0,0)); +res += mat4(0.3330448865890503,-0.0112070143222809,0.0356724001467228,-0.6474183797836304,0.0812799334526062,0.0869863256812096,-0.3065863847732544,0.4735077917575836,-0.0033763803075999,0.0593322105705738,-0.6203757524490356,-0.5629683732986450,-0.0974204465746880,0.4720092117786407,0.0359686203300953,0.0232102889567614) * FEATURE1_texOff(vec2(0,1)); +res += mat4(0.0082539124414325,0.3939676284790039,-0.0776229128241539,-0.2679301202297211,0.0027645381633192,-0.0417950749397278,0.0923903882503510,0.1083738878369331,0.0481295213103294,-0.0261830873787403,-0.1667288690805435,-0.3122136890888214,-0.0156238935887814,0.0977522209286690,0.0455260388553143,0.1199765577912331) * FEATURE2_texOff(vec2(0,1)); +res += mat4(0.0047927461564541,-0.2047413140535355,0.1119864657521248,-0.0603350065648556,-0.2410678416490555,-0.0583524815738201,0.5357083678245544,0.2207382619380951,0.0469230078160763,0.5270653963088989,-0.1780998557806015,-0.1674558818340302,0.1456317305564880,-0.0401461794972420,0.0933937430381775,0.6531956195831299) * FEATURE3_texOff(vec2(0,1)); +res += mat4(0.0811188220977783,0.1855691522359848,0.5768072009086609,0.6195318102836609,-0.1750047355890274,-0.0456597469747066,0.0544740520417690,0.0523158796131611,-0.1887115687131882,-0.0920856148004532,0.2902313172817230,0.1041692793369293,0.1448101103305817,-0.2443434298038483,0.0036924448795617,-0.2103126198053360) * FEATURE4_texOff(vec2(0,1)); +res += mat4(0.2381375432014465,0.0663627311587334,0.2335012406110764,-0.4627820551395416,0.0784997120499611,-0.0597434937953949,-0.4166316390037537,0.0074965548701584,0.3907958269119263,0.1916564106941223,-0.2059002667665482,0.4835616052150726,-0.1457022279500961,-0.1120766475796700,0.2817732691764832,-0.2332912832498550) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(0.0222312137484550,-0.0120648341253400,-0.0721819549798965,0.3582895100116730,0.0691022127866745,0.1871034353971481,-0.2465584874153137,0.0685276314616203,-0.2311962693929672,0.1878426522016525,0.2817679941654205,-0.4235020875930786,0.0142014203593135,-0.0222091376781464,-0.0658412203192711,-0.0145346689969301) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(-0.3453203439712524,-0.2888496816158295,0.0926567688584328,-0.2852761745452881,0.1101823970675468,0.1956752538681030,-0.2150241434574127,0.1415577530860901,0.0338111296296120,0.2003097236156464,-0.4137915968894958,0.1386701911687851,0.1041650995612144,-0.2015049159526825,0.0317280702292919,-0.1441253572702408) * FEATURE3_texOff(vec2(1,-1)); +res += mat4(0.1853863447904587,-0.0027557848952711,0.3130645453929901,-0.2007332146167755,0.1552875041961670,0.2765832543373108,-0.0549829043447971,-0.4224346280097961,0.0121838003396988,-0.3931493163108826,-0.0699725449085236,-0.3622962236404419,0.0923926681280136,-0.0462332814931870,-0.5720705389976501,-0.5957081913948059) * FEATURE4_texOff(vec2(1,-1)); +res += mat4(-0.1048749312758446,0.3038594424724579,0.0877718999981880,-0.5723592638969421,0.1507204025983810,-0.2664858698844910,0.4885557293891907,-0.0462419800460339,-0.1107062175869942,-0.0146323684602976,0.0514640919864178,-0.4875652790069580,0.0883469134569168,-0.2287716269493103,-0.0465135686099529,0.2910905480384827) * FEATURE1_texOff(vec2(1,0)); +res += mat4(0.0466432012617588,0.0349049381911755,0.1494108885526657,0.1739636659622192,0.0478214323520660,0.2432070374488831,-0.0177862383425236,-0.0793354362249374,-0.1829998195171356,0.1144796311855316,0.0297554768621922,0.2117564082145691,-0.0676111206412315,-0.0684614256024361,0.1142124012112617,-0.0069754370488226) * FEATURE2_texOff(vec2(1,0)); +res += mat4(0.1866484284400940,-0.1311591118574142,-0.0755611211061478,-0.1545641869306564,-0.1843944787979126,-0.3941308557987213,0.1287009268999100,-0.5104728937149048,0.0809461697936058,-0.0393850989639759,0.5790613889694214,0.1231456026434898,0.2869783937931061,-0.0183582436293364,-0.0692270994186401,0.2544916272163391) * FEATURE3_texOff(vec2(1,0)); +res += mat4(-0.0310170222073793,0.4162579774856567,-0.1859597861766815,-0.5479277968406677,0.3031933009624481,-0.0237672720104456,-0.2337787002325058,-0.4088483750820160,0.3291740715503693,0.3458972871303558,0.2511204481124878,-0.0650157034397125,-0.0741363167762756,0.0105352764949203,0.7500665187835693,-0.0325997248291969) * FEATURE4_texOff(vec2(1,0)); +res += mat4(-0.0696199908852577,-0.0312602259218693,-0.3989183604717255,0.0745669603347778,-0.0644938871264458,-0.2105388045310974,-0.0457618758082390,0.1598308533430099,0.0451122224330902,-0.0662788227200508,-0.2538039088249207,0.5548169016838074,0.0271571110934019,-0.0747818723320961,-0.8167809247970581,-0.5255750417709351) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.0454585738480091,0.0796022489666939,0.0746575891971588,-0.2704296708106995,0.0789716318249702,-0.1085990220308304,0.0633433163166046,0.0348055623471737,-0.0633753612637520,0.0536539033055305,-0.4138174951076508,0.0117621375247836,0.0342889316380024,0.0145183121785522,-0.0361714251339436,0.0064807245507836) * FEATURE2_texOff(vec2(1,1)); +res += mat4(-0.0557610355317593,-0.2160326540470123,-0.0119402194395661,0.0404285416007042,0.0745694935321808,-0.0587787367403507,-0.2089506536722183,0.3658298552036285,0.0678608715534210,-0.1341597437858582,0.0637727901339531,-0.5492725968360901,-0.0415159165859222,0.1558386832475662,-0.1377484798431396,0.0551406964659691) * FEATURE3_texOff(vec2(1,1)); +res += mat4(-0.0351044386625290,-0.3134496510028839,-0.0776799321174622,-0.5582964420318604,-0.1094810813665390,-0.2420932352542877,0.0866121128201485,-0.0139054777100682,-0.0232693497091532,-0.0878517329692841,-0.1818398535251617,-0.1748342961072922,0.0291870851069689,-0.0635103136301041,0.2051592320203781,0.2843922674655914) * FEATURE4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.8224552273750305,0.0907779783010483,-0.8194684386253357,0.7123059630393982) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 2_1 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.1821142584085464,0.2680435180664062,0.0072256801649928,-0.1534767448902130); +res += mat4(0.1567186117172241,0.1995420008897781,0.3876445293426514,-0.0657437443733215,-0.2419036328792572,-0.0437269136309624,-0.2063243538141251,-0.0750159919261932,0.7670885920524597,0.0008573648519814,-0.1210522502660751,0.0726916193962097,0.1269507706165314,0.0502357371151447,-0.0651772618293762,0.0675387755036354) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-1.3524439334869385,0.3195005059242249,0.1917120516300201,0.1658273935317993,0.0782139450311661,0.0182677172124386,0.0383682511746883,-0.0341160148382187,0.0195416361093521,0.1128480508923531,-0.1998605728149414,0.2079982757568359,-0.2893924117088318,0.0977299958467484,-0.2218614667654037,-0.0945199429988861) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.0076252417638898,-0.0967269837856293,0.3000745773315430,0.4004792869091034,-0.0856744647026062,0.0516689606010914,-0.0221493914723396,0.0029376018792391,0.4413319826126099,0.0865859538316727,-0.1825978457927704,0.1487386226654053,-0.3030017316341400,0.1085127368569374,-0.0123953092843294,-0.1547867208719254) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.8065760731697083,-0.0367696434259415,0.0877586156129837,-0.0537286400794983,-0.0701612755656242,-0.1005082055926323,0.0130320955067873,0.1380047053098679,0.1492499262094498,-0.1195761263370514,-0.1748647242784500,0.1239927485585213,-0.4883742034435272,0.0717922672629356,0.0781278908252716,-0.0129398517310619) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.0333379022777081,-0.2495142370462418,-0.2084558606147766,0.0531433485448360,0.0851450264453888,-0.2658228576183319,0.1058013588190079,-0.4307983219623566,0.1927942186594009,0.2174018770456314,0.0456488057971001,0.3917725980281830,0.8125612139701843,0.3295940160751343,-0.4563819169998169,-0.0668170005083084) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.1991187632083893,-0.0398979596793652,-0.1471599936485291,-0.1525022089481354,0.2197243869304657,-0.0161120090633631,-0.0291145816445351,-0.0731005445122719,0.4118004143238068,-0.1268711835145950,0.1246666610240936,0.0325524769723415,-0.4228635430335999,0.0653037428855896,0.9307349920272827,-0.3417280912399292) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0911106318235397,-0.1293365806341171,0.2490556836128235,-0.2674607336521149,-0.2140632718801498,-0.0961873531341553,-0.0138489585369825,0.1502670645713806,0.2489348948001862,-0.1887987405061722,0.2666619420051575,-0.1154452785849571,0.0820531323552132,-0.0129997190088034,0.0963720157742500,-0.0252925604581833) * MODEL23_texOff(vec2(-1,0)); +res += mat4(-1.3609907627105713,-0.0742893442511559,-0.0125409606844187,-0.0056720492430031,0.0778579562902451,0.0618307478725910,0.1911646276712418,0.0333926491439342,0.6612700819969177,-0.0953298956155777,-0.2552929818630219,0.1396622061729431,-0.1745201647281647,0.0346113406121731,0.1850840449333191,0.0185419023036957) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.3591235578060150,0.2359590530395508,-0.2886492311954498,0.0527037158608437,-0.1544393002986908,0.0854820013046265,0.1401815116405487,-0.1968982666730881,-0.1077311411499977,-0.0662739872932434,0.0243663974106312,-0.0608084313571453,-0.1768577247858047,0.0570018291473389,0.2061744332313538,0.0576052591204643) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.0572265945374966,-0.0552289001643658,0.1011031270027161,0.1035296767950058,-0.0300345961004496,-0.1117853671312332,-0.0263337921351194,0.0094234542921185,0.1769479662179947,-0.0179979670792818,0.1946553289890289,-0.0712494775652885,-0.2151643931865692,-0.0934141129255295,-0.4591092169284821,0.1333216726779938) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0737016946077347,-0.1227276995778084,-0.1683048903942108,-0.0236847456544638,0.1358708888292313,0.0047147679142654,-0.0391176939010620,-0.1973716020584106,0.0702386870980263,0.0448955483734608,-0.0558337457478046,-0.0901165679097176,-0.2186353653669357,0.0084573915228248,0.0841164141893387,0.0704563483595848) * MODEL23_texOff(vec2(-1,1)); +res += mat4(0.0492553226649761,-0.0671901404857635,0.0388167165219784,-0.0680868476629257,0.1270323693752289,-0.0159644298255444,-0.1079521402716637,0.0222510322928429,0.3358281254768372,-0.1708553582429886,-0.1252177208662033,0.0763640031218529,0.1933518797159195,-0.0705295801162720,-0.3656790852546692,-0.0959990024566650) * MODEL24_texOff(vec2(-1,1)); +res += mat4(-0.1263016015291214,0.0133211184293032,0.0842036530375481,0.0142416367307305,-0.1877359002828598,-0.3686734437942505,-0.0018322402611375,0.1556163281202316,-0.2742095887660980,0.1279869675636292,0.1694325655698776,-0.0867729112505913,0.0498056113719940,0.1580689102411270,-0.1015132665634155,-0.1334203332662582) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.3412644565105438,0.3071808218955994,0.1298775672912598,-0.0151394074782729,-0.1365107297897339,0.0794544816017151,-0.0338835604488850,-0.1141469553112984,0.0488405674695969,-0.1304851919412613,-0.0011596791446209,-0.0413838326931000,-0.1392471194267273,-0.3956683278083801,0.4911434948444366,0.0361462570726871) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.2449082285165787,-0.4345789253711700,0.4849193692207336,0.8864058256149292,-0.2164106816053391,-0.0341735631227493,0.1066467314958572,0.1131146848201752,0.0052013010717928,-0.6583964228630066,0.2482749819755554,-0.2270440012216568,-0.4508041441440582,0.0308938957750797,-0.1488518714904785,-0.3525811433792114) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-1.1301820278167725,-0.1139227300882339,-0.0902033075690269,-0.0815369635820389,-0.6447158455848694,0.0044209216721356,0.3049816191196442,-0.1885408312082291,0.2548591196537018,-0.1266584843397141,-0.1311751753091812,0.4100277423858643,0.5975887179374695,0.0288057103753090,-1.0636798143386841,0.0248462166637182) * MODEL24_texOff(vec2(0,-1)); +res += mat4(0.2010120749473572,-1.2808847427368164,-0.7578352689743042,0.1681615263223648,-0.1318595111370087,0.2353363186120987,0.0309769660234451,-0.1553873419761658,0.4740163087844849,0.1202724725008011,-0.1335061937570572,-0.1300238966941833,0.5667089819908142,-1.3050092458724976,0.3937561810016632,0.0676776319742203) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.0423373468220234,0.1925407946109772,0.2199071794748306,0.3929440677165985,-0.2842360734939575,-0.0180727411061525,0.1322070807218552,-0.2691322863101959,0.2204505503177643,-0.2613276541233063,0.2861527800559998,0.0240724403411150,0.0266265962272882,-0.0488316640257835,-1.1076385974884033,-0.8230466842651367) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.1157649457454681,-0.5262610912322998,-0.4589408934116364,-0.3231031000614166,-0.1873793303966522,0.1040373072028160,-0.0043132947757840,-0.2475142627954483,-0.4760713875293732,1.0741505622863770,0.3271216154098511,0.3974502682685852,-1.2799012660980225,-0.1491752415895462,-0.0626190677285194,0.3458690643310547) * MODEL23_texOff(vec2(0,0)); +res += mat4(-1.7880072593688965,-0.2957656979560852,0.2039281576871872,0.8241132497787476,0.4561480879783630,-0.1978895813226700,-0.2962991297245026,-0.4750007390975952,0.2250721603631973,-0.2444366663694382,-0.1919652819633484,0.3538269996643066,-0.2579703032970428,-0.0596731863915920,0.4506496787071228,-0.0758553668856621) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.2363123893737793,-0.2024950683116913,0.4612375795841217,0.0570622235536575,0.0881865248084068,-0.0166694410145283,0.2792043387889862,0.4196121394634247,-0.1977110058069229,-0.2585518658161163,-0.1096482425928116,-0.1421143114566803,-0.3357407450675964,0.4351834952831268,0.0629108995199203,0.0411290898919106) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0054646912030876,-0.0600186586380005,0.0738468095660210,0.1228874176740646,0.2729446589946747,0.1031413972377777,-0.0801865309476852,-0.0856407806277275,0.1911747008562088,0.1428168565034866,0.0383216328918934,-0.0306113492697477,0.3450233936309814,0.0242073778063059,-0.1353743970394135,0.2545643746852875) * MODEL22_texOff(vec2(0,1)); +res += mat4(0.1516852378845215,0.1281777173280716,0.0495800264179707,0.0709310695528984,0.4112361371517181,-0.1296079009771347,-0.0835521146655083,-0.0831478238105774,0.3761658966541290,-0.0807763114571571,-0.3550937175750732,0.1545328646898270,-0.1909658759832382,0.3049871027469635,-0.2306296229362488,0.5257671475410461) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.5683341622352600,-0.2224640548229218,-0.1304718255996704,-0.3179947435855865,-0.2497202455997467,0.0933883860707283,-0.0180351864546537,0.3762677609920502,0.4063305258750916,-0.1836601644754410,-0.1099256500601768,0.1693253517150879,0.0693730935454369,-0.1310130953788757,0.5590953826904297,-0.0960289835929871) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.0448128581047058,0.0955501049757004,-0.0131698353216052,-0.0220590531826019,-0.1163260191679001,-0.1044962033629417,0.2927580773830414,0.0900845080614090,-0.0908898562192917,-0.0140993846580386,-0.1200544610619545,0.0472135804593563,-0.2083983272314072,0.0617266818881035,-0.1182451546192169,0.0665644034743309) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.0803786739706993,0.0827859640121460,0.0072462079115212,-0.2093681544065475,-0.1504998654127121,0.1586733907461166,0.0233440455049276,-0.0907380953431129,0.2275118231773376,-0.0361422561109066,-0.1722713708877563,0.0016444522188976,-0.0094037437811494,-0.0401315316557884,0.1533747762441635,0.2347405254840851) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.0795541778206825,-0.0415713526308537,-0.5099042057991028,-0.0149333784356713,-0.2474434971809387,-0.0654927119612694,-0.0335343852639198,0.1252077370882034,-0.1952859163284302,0.1456465572118759,-0.0701137110590935,0.0986037403345108,-0.2069234102964401,-0.1180571690201759,-0.0970456451177597,-0.1523316949605942) * MODEL23_texOff(vec2(1,-1)); +res += mat4(-0.2704406976699829,-0.1032495945692062,0.0287192743271589,-0.1506863534450531,-0.0400577299296856,0.2502267658710480,-0.0014179557329044,-0.1011240780353546,0.0739094018936157,-0.1213546693325043,-0.1125583201646805,0.3609499037265778,-0.3276679813861847,0.1689044237136841,0.2304164320230484,-0.0001931495644385) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.1978055983781815,0.1357314586639404,0.1586758643388748,-0.0945459157228470,-0.4273775219917297,0.2047612667083740,0.0722427740693092,-0.3048678040504456,0.6182712316513062,-0.1360633820295334,-0.0148682333528996,-0.0552632026374340,0.0355981625616550,0.0679149776697159,0.4708693623542786,-0.0924237072467804) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.1895539909601212,0.0620631873607635,0.1083511039614677,0.0031299949623644,0.0098341582342982,0.1454111188650131,-0.0994552299380302,0.2133522182703018,0.4204807877540588,0.1561957448720932,0.0839771330356598,0.0947130024433136,-0.2763549685478210,0.4134998917579651,-0.3971848785877228,-0.0562333762645721) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.1201812475919724,-0.0794004648923874,0.2589171230792999,-0.2570854723453522,-0.0500254817306995,-0.1267163306474686,0.0093950657173991,0.2073075473308563,-0.1715992838144302,-0.5256302356719971,-0.0471544377505779,-0.2598889470100403,0.3023664951324463,-0.3980978429317474,0.1450010985136032,-0.1947911083698273) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.6694424748420715,-0.0984072983264923,-0.0158487502485514,-0.0387963205575943,-0.0327408984303474,-0.1224467456340790,-0.2588094174861908,-0.4945738017559052,-0.0965986251831055,-0.2402145564556122,-0.1900290995836258,0.4495627582073212,0.3433674573898315,0.1855849176645279,0.2503889203071594,0.2258707880973816) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.1427439004182816,0.0232400503009558,0.0614709183573723,-0.0313369631767273,-0.2033404409885406,0.1010737940669060,-0.3053102195262909,-0.1093115955591202,0.1278154850006104,0.0462433546781540,0.2780232727527618,0.1207928806543350,-0.0630893185734749,0.1609147638082504,-0.3244910240173340,0.0420972406864166) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.0540682710707188,0.0489707849919796,0.1434160768985748,-0.0263705123215914,0.3189105987548828,-0.0194563362747431,-0.0015234283637255,-0.1185838729143143,-0.1406057775020599,-0.0664507374167442,0.1184594258666039,0.0576133131980896,-0.0515225417912006,-0.1751619428396225,0.5659244060516357,-0.1315055191516876) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.0292246416211128,-0.0583971366286278,0.0184998158365488,-0.0616783015429974,-0.1326405405998230,0.0737697705626488,0.0509051755070686,-0.1636607348918915,0.0829640030860901,0.0984901785850525,-0.0760249570012093,-0.0393353812396526,0.1848428100347519,0.0810922980308533,-0.0835731029510498,-0.1527970433235168) * MODEL23_texOff(vec2(1,1)); +res += mat4(0.1098753735423088,-0.1152176111936569,-0.0297945626080036,-0.0429614298045635,0.3004037737846375,-0.0118061201646924,0.0696947872638702,0.2093984186649323,0.1215613707900047,-0.1341927945613861,-0.0733395144343376,0.1597006767988205,0.1582593768835068,-0.1383092254400253,-0.3920480310916901,0.0803317874670029) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.0138328820466995,0.6884090304374695,-0.3778789639472961,0.0335069037973881) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 2_2 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.1488664448261261,-0.3665277659893036,0.2105678319931030,0.2431615889072418); +res += mat4(-0.0209767278283834,-0.3804727494716644,0.0663711279630661,0.1559448540210724,-0.7823102474212646,0.0327561274170876,0.0540102683007717,-0.1310726553201675,0.1931789815425873,-0.1646288931369781,0.1219010725617409,0.0445458665490150,0.0016282304422930,0.0971931293606758,0.1857922673225403,-0.1043798327445984) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.4213770925998688,0.4195652604103088,-0.7362828254699707,-0.0048468001186848,0.0455092750489712,0.0810072496533394,0.0412613227963448,0.1747123897075653,-0.1279432028532028,-0.1154062822461128,-0.1147719696164131,-0.3269986212253571,-0.1911139041185379,0.0527008846402168,-0.0984842479228973,-0.1479913443326950) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.0879788175225258,-0.3954658508300781,0.2055625319480896,0.3015489578247070,0.1120360046625137,-0.1616907417774200,0.0821904093027115,-0.0118853077292442,-0.0370529182255268,0.0719115212559700,-0.1579851806163788,-0.3017398118972778,-0.0244198907166719,0.0105502773076296,-0.0938296243548393,0.0975423976778984) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.0093844309449196,0.0437207221984863,0.0675221458077431,0.1927775293588638,0.2635573446750641,0.2475218921899796,0.0567236356437206,0.0603825785219669,0.1537563800811768,0.0857703611254692,0.2134899497032166,-0.4813969731330872,-0.1290699839591980,0.2495704889297485,0.2372044026851654,-0.0117452535778284) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.4083919525146484,0.1783591061830521,-0.0956984385848045,-0.2499091178178787,-1.7284232378005981,-0.4100556671619415,0.1243892982602119,0.0198476538062096,0.2060415297746658,-0.0525438860058784,-0.1886686235666275,-0.0174900069832802,-0.2235226035118103,-0.3373796939849854,-0.2612507343292236,-0.0146219292655587) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.1432350128889084,0.5602362751960754,-0.5797067284584045,0.2074658870697021,0.0187970548868179,0.0178430322557688,0.0442645438015461,0.0339028500020504,-0.4133535623550415,-0.0538620986044407,0.0512013956904411,0.2325866669416428,0.0893165320158005,-0.3604934513568878,-0.1180035024881363,0.0262325238436460) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.2469130605459213,0.4839991331100464,0.2031589746475220,-0.2946717739105225,-0.1321040540933609,-0.2264211177825928,0.2053416073322296,0.0078430837020278,0.1857969164848328,-0.2007324248552322,0.0725167244672775,0.1926081627607346,0.2548782527446747,0.0827651545405388,0.2406112551689148,-0.0407047085464001) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.0828146636486053,0.0865400582551956,0.1932517141103745,0.2175391018390656,0.1142690703272820,0.1374290436506271,0.0615031346678734,-0.0207381490617990,0.1915358901023865,-0.0319920741021633,0.0051920590922236,-0.9361169934272766,0.0073183747008443,0.1199636980891228,-0.0483770743012428,-0.1557808965444565) * MODEL24_texOff(vec2(-1,0)); +res += mat4(0.0676551461219788,0.0048673334531486,-0.1837492138147354,0.4258618056774139,-0.5135343074798584,-0.3120350241661072,-0.0071885827928782,-0.0406319499015808,-0.2463573515415192,0.1431833654642105,0.1748166233301163,-0.0105671910569072,-0.0699452683329582,0.1292552053928375,-0.0014936180086806,0.0179299116134644) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.2675818502902985,0.2416653037071228,-0.2863791882991791,0.2014812082052231,0.0785021260380745,0.0527739636600018,0.0860331654548645,-0.0324266068637371,-0.1051566079258919,0.1046611443161964,-0.0194833986461163,-0.3063759803771973,-0.0681753531098366,-0.0490408688783646,0.2593856453895569,0.2360491454601288) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.0276840645819902,-0.1336680799722672,0.0120388455688953,0.0228763688355684,-0.0438108332455158,-0.0796145349740982,-0.0109203783795238,-0.0991106778383255,0.0081140063703060,-0.1780876815319061,0.0395902618765831,0.3544999063014984,0.3345801234245300,0.2487742155790329,0.1700582355260849,0.2577689290046692) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.0195066519081593,-0.0057190088555217,-0.0528206415474415,0.0456047132611275,0.2927095592021942,-0.0287597328424454,-0.0689215958118439,-0.0735881552100182,0.2405999749898911,0.0682441517710686,0.0884225219488144,-0.7075817584991455,-0.0792603269219398,0.0144493831321597,-0.0936887264251709,0.0407843478024006) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.2638292014598846,0.1321179270744324,-0.3282649219036102,0.1449954211711884,-0.1059715524315834,-0.4213337600231171,0.0888387262821198,0.0785648524761200,0.5093721151351929,0.2934474349021912,0.2116974741220474,0.1434847712516785,0.0233318489044905,0.0169317442923784,-0.3048302829265594,0.3552511930465698) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.0006108223460615,-0.8525040149688721,0.2292312681674957,0.0670521706342697,0.1908545941114426,0.1113816425204277,0.0131995510309935,0.4049734771251678,-0.1704349219799042,-0.1992454230785370,0.1286296993494034,-0.4365665912628174,0.5170667171478271,-0.2130605578422546,-0.3376957476139069,0.2425667643547058) * MODEL22_texOff(vec2(0,-1)); +res += mat4(2.6007122993469238,-0.4045737981796265,0.2440708875656128,-0.6878179907798767,-0.1587067693471909,-0.0362795069813728,-0.2442864775657654,-0.1149008274078369,-0.0489179715514183,-0.0458397902548313,0.1453526914119720,0.3821898400783539,-0.2518219053745270,0.0271638035774231,0.1576943546533585,-0.0347718335688114) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.2895047068595886,-0.2282049357891083,0.2446162104606628,0.1061088964343071,0.0080963568761945,-0.0599781461060047,-0.3279895484447479,0.0812600925564766,0.1272254437208176,0.0560115240514278,-0.1846324354410172,-0.9808861017227173,-0.1482340842485428,0.8221842646598816,0.0221485923975706,0.0719476789236069) * MODEL24_texOff(vec2(0,-1)); +res += mat4(0.0339426398277283,0.5930976867675781,0.2564468383789062,0.1119002699851990,0.8898367881774902,-0.6156752109527588,0.1269108504056931,-0.2929377555847168,1.0610867738723755,-0.3349628746509552,-0.4281881153583527,0.0377563461661339,-0.2603005468845367,-0.3311541676521301,1.0532506704330444,-0.7641850113868713) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.2146379500627518,0.2676785290241241,-0.7391330599784851,0.1521523594856262,-0.2685771882534027,0.2021048963069916,0.0981994196772575,0.2597109377384186,-0.4331949949264526,0.3671139180660248,-0.1601590961217880,-0.2596710324287415,-0.1365760862827301,0.3456763625144958,0.0260859876871109,0.1499751359224319) * MODEL22_texOff(vec2(0,0)); +res += mat4(-0.4414543509483337,0.1875744611024857,-0.6906532049179077,0.1743199676275253,-0.6289122104644775,-0.4084732234477997,0.3361287415027618,-0.0457460992038250,0.5822556614875793,0.5126429796218872,0.3484890460968018,-1.2192883491516113,0.4538821578025818,-0.0073624793440104,-0.2771317660808563,-0.2402551472187042) * MODEL23_texOff(vec2(0,0)); +res += mat4(-1.3552881479263306,-0.0462988875806332,-0.9949124455451965,0.3322547674179077,-0.6281521320343018,-1.0690743923187256,0.0267870500683784,0.0392859280109406,0.3305831849575043,-0.0056408219970763,-0.1609006524085999,-1.7105754613876343,-0.3269245028495789,-1.0086795091629028,-0.4690948128700256,0.4611120522022247) * MODEL24_texOff(vec2(0,0)); +res += mat4(0.2988446652889252,0.3127099275588989,0.0188631992787123,-0.1760921627283096,-0.1780847012996674,-0.4430866837501526,-0.2036319524049759,-0.1021577641367912,-0.8201317191123962,0.1630726456642151,-0.0020800509955734,0.0576628297567368,0.1705153137445450,-0.1894215494394302,0.0107206311076880,0.1925764083862305) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.2376920729875565,0.3652732074260712,-0.2681298553943634,-0.0732383355498314,0.1779675185680389,0.0073725385591388,0.1464152187108994,0.2233835905790329,-0.0569469146430492,-0.1233587786555290,0.0616926848888397,-0.1734538525342941,-0.0847201347351074,0.0654263123869896,-0.4428806006908417,-0.0111119458451867) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.1337117999792099,-0.0917584300041199,-0.3312341570854187,0.1923831552267075,-0.4488549530506134,0.0056631849147379,-0.1590194851160049,0.0815478563308716,0.1391742974519730,0.0849350765347481,0.2781904041767120,-0.0765718370676041,0.3601172864437103,-0.0282259564846754,-0.4200063049793243,0.0093057192862034) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.4692421853542328,-0.0067639327608049,-0.8812321424484253,0.1007703617215157,0.1055886894464493,-0.1098278909921646,-0.2009087353944778,-0.0958641320466995,0.2970055639743805,0.0348862037062645,0.0272636990994215,-0.9529185891151428,0.1262121647596359,0.1741883754730225,0.0202931892126799,-0.2663290202617645) * MODEL24_texOff(vec2(0,1)); +res += mat4(0.1469807624816895,0.1303935497999191,0.0896321758627892,-0.2362475395202637,0.0948089957237244,-0.0777317211031914,0.2014655768871307,-0.2769223749637604,0.0730939731001854,0.0609405860304832,0.1171776428818703,0.0423140898346901,0.1374751031398773,0.0574923083186150,-0.1033022776246071,-0.0672734901309013) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.3127930760383606,0.0793014988303185,-0.0861674025654793,-0.1551166921854019,-0.0192798860371113,-0.1602066755294800,0.3099381327629089,0.3853404819965363,0.0630520731210709,-0.2478599399328232,0.1548751145601273,0.1398821473121643,-0.0075504593551159,-0.3303685188293457,0.0874341651797295,-0.5678073763847351) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.8626602888107300,0.6299208402633667,0.3481609225273132,-0.3566454052925110,0.2352108210325241,0.0871835052967072,-0.1579112708568573,-0.1360978931188583,-0.0546774789690971,0.0105291418731213,0.1289151459932327,-0.2137751281261444,-0.5862585902214050,-0.1872048676013947,0.1039593741297722,-0.1749892830848694) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0250483658164740,0.0839775055646896,-0.0152837857604027,0.0708492994308472,0.0369295068085194,0.1913179159164429,0.0859351307153702,0.2727108597755432,0.2288390547037125,0.0523356795310974,0.0111408699303865,-0.8543776273727417,0.1787012219429016,0.0148324538022280,-0.0245518311858177,0.1681433320045471) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.0239319372922182,-0.4354290962219238,-0.2683517038822174,-0.1997521072626114,0.4122439026832581,0.1550730317831039,-0.3221629261970520,-0.1298160254955292,0.0950022935867310,0.2507815361022949,-0.0881524011492729,-0.0639841631054878,0.2319356501102448,-0.6966038346290588,-0.0397054664790630,0.4412520229816437) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.1208788603544235,-0.0198400486260653,0.0076595889404416,0.2348303049802780,-1.1361124515533447,-0.4350675642490387,0.0239142440259457,0.3064677715301514,-0.3484390974044800,-0.5301837325096130,0.1611283421516418,0.2733446359634399,-0.2087745666503906,-0.0077716144733131,-0.3304704725742340,0.0962273627519608) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.0936548337340355,-0.0465661548078060,-0.5533027648925781,0.0699570327997208,-0.4536454379558563,-0.2327289283275604,-0.0652478486299515,0.0300565119832754,-0.2186639010906219,-0.0268815066665411,-0.1598256528377533,0.1521155685186386,0.0351926349103451,0.0382955521345139,-0.0934746935963631,-0.0356465578079224) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.5175559520721436,-0.2126751840114594,-0.8077430129051208,0.1647069752216339,-0.6812220811843872,0.4328734874725342,0.1401884406805038,-0.0622220039367676,0.1508309245109558,0.1850917786359787,-0.3344543278217316,-1.2550662755966187,0.1219360232353210,0.0785530507564545,0.3424720764160156,0.1394288837909698) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.1494058966636658,-0.0262660067528486,0.1069759577512741,-0.1044483631849289,0.1752733886241913,-0.1177315935492516,-0.1014335229992867,0.0606800317764282,-0.1761364489793777,-0.2150237411260605,-0.0211684145033360,-0.0490109845995903,0.0894560739398003,0.1764076948165894,0.0660840347409248,-0.2252688407897949) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.1909719705581665,0.2775556147098541,0.0468198619782925,0.1209030076861382,0.2390864342451096,0.0357237868010998,0.0170792061835527,0.3361988067626953,0.0989573746919632,-0.0619680508971214,-0.0968791320919991,0.2800474464893341,0.1319000422954559,-0.1231441274285316,0.0501711182296276,0.0618691183626652) * MODEL22_texOff(vec2(1,1)); +res += mat4(-0.1873787045478821,-0.2900189459323883,-0.1443230956792831,-0.0696712806820869,0.0206835996359587,0.1998709142208099,-0.2105196118354797,0.1657706499099731,0.0755774602293968,-0.0921563357114792,-0.0388352870941162,0.0177477933466434,-0.0317857898771763,-0.0110247610136867,0.4244059026241302,-0.2647388577461243) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.0794162675738335,-0.0399710051715374,-0.6511958837509155,0.0573051460087299,-0.2584303915500641,-0.1717665195465088,-0.0519161112606525,-0.2069894224405289,0.0579880736768246,-0.0119817890226841,-0.0570329166948795,-0.8578505516052246,0.4742889106273651,0.0761649161577225,-0.0809451341629028,0.2192245572805405) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.0941418558359146,0.3569962680339813,0.1796773225069046,0.1741173118352890) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 2_3 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0066682859323919,0.1202210560441017,0.3046946525573730,0.2505163252353668); +res += mat4(0.0290132965892553,-0.0188452024012804,-0.1533977836370468,-0.1067951619625092,0.1700883209705353,0.0818259268999100,0.0889855772256851,-0.1758281886577606,-0.0270557105541229,-0.1933409571647644,-0.1522650718688965,-0.0245281904935837,-0.0318037793040276,0.0060473526827991,-0.0713956132531166,-0.0529519394040108) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.1215844452381134,-0.1604707986116409,-0.2217374145984650,0.4647205770015717,0.0720433965325356,0.0238498337566853,0.2154294699430466,-0.8106933832168579,-0.0166082810610533,0.0123423933982849,0.2943998873233795,0.2643729746341705,0.2178313732147217,-0.1877526938915253,-0.1607087999582291,0.0817975848913193) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.0348120294511318,-0.1505140215158463,0.0392659530043602,-0.0591855719685555,-0.0842739567160606,-0.0755315199494362,-0.0566308349370956,0.1370046138763428,-0.0768655911087990,0.0127081945538521,0.0006222645752132,0.0295355357229710,0.0345451831817627,-0.0244563166052103,-0.0628556981682777,-0.2384018152952194) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(0.0132616572082043,-0.0431224741041660,0.1906826943159103,0.1017528772354126,0.0688100457191467,-0.0935687795281410,0.3243868649005890,-0.0203835107386112,0.0052955681458116,0.0479177162051201,0.1202547252178192,-0.1763626188039780,-0.0186099298298359,0.0209609139710665,0.3737168312072754,-0.1119295731186867) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.5388159751892090,-0.2135659754276276,-0.2266898304224014,-0.2475482523441315,0.1198944225907326,-0.4396203756332397,-0.3164595961570740,-0.4326503574848175,0.1382073909044266,0.2324950248003006,0.3956564962863922,0.1629193872213364,0.2198685258626938,0.0606291443109512,-0.2473667860031128,0.1646345555782318) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.2376261204481125,-0.3529677093029022,-0.9142848849296570,0.1806028783321381,-0.1755564510822296,-0.1039216816425323,0.1525559425354004,-1.3849759101867676,-0.0138412853702903,-0.1475173383951187,-0.0225327052175999,-0.2495775520801544,-0.2196561694145203,-0.1701721996068954,0.5651873350143433,-0.1366901248693466) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.1812306195497513,0.2870511710643768,-0.8379774689674377,-0.3259818851947784,0.0109941521659493,0.0240284819155931,0.0813926085829735,-0.2351125031709671,-0.0976382493972778,-0.2823610603809357,-0.2308166474103928,0.2114551961421967,0.0991419255733490,-0.0750869885087013,-0.1149587109684944,0.1740831583738327) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.1131239160895348,-0.0061346525326371,-1.4211069345474243,-0.4551773071289062,-0.0855798870325089,-0.0124564077705145,-0.2818833887577057,-1.0334341526031494,-0.0967212393879890,0.1651065349578857,0.0023735912982374,0.1059542447328568,-0.0494578145444393,0.2192097008228302,-0.0975484251976013,0.0254097152501345) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.4793096184730530,-0.3400304615497589,0.0551011599600315,-0.3136283159255981,0.0980083495378494,0.0143072502687573,-0.0419476479291916,0.1841769665479660,-0.0337203964591026,0.0428854264318943,-0.1797774732112885,-0.0146793983876705,-0.1857822090387344,-0.0159035604447126,0.1136668846011162,-0.0135319530963898) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.1619209200143814,-0.3122106194496155,-0.1499443352222443,0.3182814419269562,0.1222203820943832,-0.1094487309455872,-0.1626464426517487,-0.2342467904090881,0.3386610448360443,0.2449438124895096,0.2991871237754822,0.6013329029083252,-0.0282594580203295,0.0483290478587151,-0.3856660127639771,0.0446886047720909) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.0056901825591922,0.0512946397066116,-0.1859404593706131,0.1390966922044754,0.1050675287842751,0.1182925850152969,-0.0403152741491795,0.0605711564421654,0.1724978089332581,-0.0263700466603041,0.0577792413532734,-0.0812572687864304,-0.2954929471015930,0.0696404129266739,-0.1038054004311562,-0.1730726063251495) * MODEL23_texOff(vec2(-1,1)); +res += mat4(0.0609802417457104,0.3091067373752594,-1.2640422582626343,-0.0934868305921555,0.0553861148655415,0.1677501052618027,-0.1159948334097862,0.0338112302124500,-0.1220021098852158,-0.0119204642251134,0.4659876823425293,-0.1226724609732628,0.0620302595198154,0.0658627673983574,-0.1589452624320984,-0.1176110357046127) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.1108018830418587,-0.0295175444334745,0.1724258214235306,0.1165243387222290,-0.1271227449178696,-0.0690366327762604,0.0256086662411690,-0.0561957322061062,0.1214720308780670,-0.1521558165550232,-0.3580622076988220,-0.2178569287061691,-0.0343545377254486,-0.0489014983177185,-0.0935015529394150,-0.3787882030010223) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.2200368344783783,-0.0983062386512756,0.1177969723939896,0.2765811085700989,0.0608604773879051,-0.0291329734027386,0.3812954127788544,-1.2877732515335083,-0.1201128140091896,-0.3451268374919891,0.2535594403743744,0.5281679630279541,-0.4405971169471741,-0.1572794616222382,0.2344320267438889,0.0894578993320465) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.0361681021749973,0.5539910793304443,0.5104171037673950,0.3096115291118622,-0.0892805382609367,0.0291877482086420,0.0916282385587692,0.2968068122863770,0.0921689122915268,0.2749517261981964,-0.4967111945152283,-0.1605041027069092,0.0680588185787201,-0.1536256372928619,-0.4558827877044678,0.5897802114486694) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.0047689182683825,-0.2312191873788834,0.0009415594977327,0.2574448585510254,0.1399297416210175,-0.0306464172899723,0.4498404860496521,-0.2827948927879333,-0.0281588006764650,-0.0402123257517815,0.5185984373092651,0.3226799964904785,0.0689876750111580,0.1460169106721878,-0.5434475541114807,-0.5083435177803040) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.2525883018970490,0.1703216880559921,-0.4818914532661438,0.4096133112907410,-0.2682815790176392,0.3717361688613892,0.3698177039623260,0.2319176048040390,-0.0655022040009499,0.4077894985675812,0.2445998191833496,-0.0773120895028114,0.5059666633605957,0.8733859658241272,-0.4637008309364319,0.2281443625688553) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.0117727974429727,-0.3128577470779419,-0.2089310139417648,0.5525887012481689,-0.0280407276004553,-0.2635460495948792,-0.4444211721420288,-2.3140270709991455,0.1044904366135597,-0.4133822619915009,0.5928612947463989,-0.2180936783552170,1.1765084266662598,0.5144562721252441,0.4285456836223602,-0.4101267755031586) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.6317111849784851,-0.2674438357353210,-0.4763470888137817,0.2370125800371170,-0.3426514565944672,0.6665347814559937,-0.1387838274240494,0.2744057476520538,-0.4305954575538635,-0.4799051582813263,0.2968683242797852,-0.2656145393848419,-0.0720861256122589,-0.2917108535766602,-0.2012223005294800,0.4298218786716461) * MODEL23_texOff(vec2(0,0)); +res += mat4(0.7652570605278015,-0.4442400932312012,-1.9730776548385620,-0.4957124590873718,-0.4321589171886444,-0.1306711137294769,-0.3108777999877930,0.1393012106418610,-0.3097234070301056,-0.1121014952659607,-0.1184069886803627,0.0876741930842400,-0.2437544167041779,-1.0382152795791626,0.3805285692214966,0.3978357017040253) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.2273610830307007,-0.1658958941698074,-0.2111845761537552,-0.1289273947477341,0.2267702966928482,0.0840075314044952,-0.1557343006134033,-0.1759068369865417,0.3195409774780273,-0.2773442268371582,-0.3100412487983704,-0.1754461228847504,-0.3303289711475372,-0.3503413498401642,0.2393816858530045,-0.1590999513864517) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.3217451274394989,-0.1748124808073044,0.3970140218734741,0.2459747195243835,-0.1000586524605751,-0.0321493037045002,-0.3445504605770111,-0.4839210212230682,0.2975541353225708,0.2202562689781189,0.6160834431648254,0.2920646071434021,-0.3151476979255676,-0.1247873678803444,-0.4011890888214111,0.0199267379939556) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.1417886763811111,0.0123265227302909,-0.2584630250930786,-0.0164458341896534,0.3121669590473175,0.0723152831196785,-0.0524155721068382,0.0893669053912163,0.3630716502666473,0.7337093949317932,-0.4140587449073792,0.0647370442748070,-0.5781412720680237,0.7325563430786133,0.7431692481040955,-0.0231557507067919) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.0520879700779915,-0.0348345451056957,-1.5661777257919312,0.3947445154190063,0.1748250424861908,-0.1960754543542862,-0.2971701025962830,-0.0221235621720552,-0.1597236245870590,0.0704871267080307,0.0796882435679436,-0.1891844868659973,0.1158331558108330,0.0322225056588650,0.0540029183030128,-0.1276303082704544) * MODEL24_texOff(vec2(0,1)); +res += mat4(0.0334619022905827,0.0928742587566376,-0.1305006146430969,-0.0028848932124674,-0.0838772431015968,-0.0054304334335029,0.1435932815074921,0.1332150846719742,0.0396108888089657,0.0999704077839851,-0.0642382949590683,-0.1394932121038437,-0.0994569361209869,-0.1198409125208855,0.1582884788513184,0.2221760302782059) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.1408305019140244,-0.0921994820237160,0.2596518695354462,0.1239631921052933,0.0281823500990868,0.1066832020878792,-0.0844504386186600,-0.0636380910873413,0.0503867603838444,0.0480992868542671,0.2414136976003647,0.2044187188148499,-0.1391227096319199,0.0104366149753332,-0.0188095178455114,0.1703838258981705) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.0029042097739875,-0.2371903955936432,0.3780680000782013,-0.5323799848556519,0.0140476590022445,-0.1495406031608582,0.2071592658758163,-0.0084102991968393,-0.2589507997035980,-0.0764100030064583,-0.0055115716531873,-0.0274913627654314,-0.0275828577578068,-0.0740682631731033,-0.2882716059684753,-0.4000352919101715) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0340863130986691,-0.0282875075936317,0.3615622520446777,-0.0057205650955439,0.1357596814632416,-0.0411523021757603,-0.1364872008562088,-0.0118581736460328,-0.1352293491363525,-0.0483191721141338,0.1568620949983597,0.0946996882557869,-0.0662061497569084,-0.0988727882504463,0.4928822815418243,0.2401342391967773) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.1097468510270119,0.1942698657512665,0.0040931529365480,-0.0400064811110497,-0.3087880611419678,-0.2598313987255096,-0.0051750377751887,-0.0650142654776573,0.1402599811553955,0.2281410545110703,0.1578211188316345,0.1005987673997879,0.1452177911996841,0.0173886064440012,0.1351331919431686,0.2313813120126724) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.1577404886484146,-0.0305066294968128,0.2379322499036789,0.0308942031115294,0.0830573365092278,-0.3151981532573700,-0.3253603279590607,0.2475974857807159,0.0443270653486252,-0.0193476825952530,0.1386305242776871,-0.0373829044401646,-0.2579297125339508,-0.1532946974039078,0.2150248140096664,0.4174665212631226) * MODEL22_texOff(vec2(1,0)); +res += mat4(0.1439764350652695,0.3407106995582581,-0.0615493319928646,0.0023591942153871,0.2019049525260925,-0.3147303462028503,0.1363119632005692,-0.2246542721986771,0.1331851333379745,0.0677685439586639,0.1401423066854477,-0.1164609342813492,-0.0428065992891788,-0.1498794257640839,0.3509467840194702,-0.4461643397808075) * MODEL23_texOff(vec2(1,0)); +res += mat4(0.1535163968801498,-0.1193488463759422,-0.1260807812213898,0.3858011662960052,-0.0790592283010483,0.6075788736343384,-0.3078390657901764,-0.1092664450407028,-0.3794676065444946,-0.0701059028506279,0.3518251180648804,0.5549364686012268,0.0932475775480270,0.3079295456409454,-0.1271117478609085,0.2804728448390961) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.0260474067181349,-0.0398008786141872,0.1998758912086487,-0.1780950576066971,0.0013479664921761,-0.0123051870614290,-0.0901704356074333,-0.1598365753889084,-0.0321404710412025,0.1329830288887024,0.0247267540544271,0.0441971644759178,-0.0566960573196411,0.0255114361643791,0.0987359061837196,-0.1076177731156349) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.1944607496261597,0.0444287993013859,0.2728273272514343,-0.1345956027507782,-0.2663154602050781,0.0077556986361742,-0.1447391659021378,0.1522699445486069,0.1935738772153854,0.0280280169099569,0.2472678124904633,0.2790086269378662,0.1250506043434143,0.1299894750118256,0.0860879197716713,-0.2023737132549286) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.0107089392840862,0.0757343471050262,0.0578177720308304,0.1139081716537476,-0.0010778970317915,0.0142402015626431,-0.0777464210987091,0.0163372829556465,0.0894660502672195,0.0048105982132256,0.0235740207135677,-0.1469545364379883,-0.2090159952640533,0.0983165726065636,0.0136493127793074,-0.2945146560668945) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.1292741000652313,-0.1052215844392776,-0.1081540435552597,0.0396977886557579,-0.3071779310703278,-0.1655648797750473,-0.1314524263143539,0.1864617764949799,-0.1990943998098373,0.0167746078222990,0.1467040926218033,-0.1280262768268585,0.0534911192953587,0.0058396384119987,-0.0083683151751757,0.3378030657768250) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.0175827611237764,0.7972076535224915,0.0112308701500297,0.0626640766859055) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 2_4 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.2618981599807739,-0.0272141322493553,0.1978147178888321,0.1838742196559906); +res += mat4(0.3203423619270325,-0.2375466823577881,-0.2311870753765106,-0.1404046118259430,-0.1116818562150002,0.0169112384319305,0.0177364815026522,0.1829731315374374,0.2324923574924469,-0.1492699533700943,-0.0345585308969021,-0.0732511207461357,-0.0768176317214966,-0.1181547865271568,-0.0554209016263485,-0.0583907887339592) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.0807724073529243,-0.2254235148429871,0.6873410344123840,-0.1763365268707275,-0.1449452489614487,0.0189746413379908,0.2269700616598129,0.0883083790540695,0.0470402911305428,0.6898033022880554,0.1623040437698364,0.1642086803913116,-0.4184429645538330,0.0878895595669746,0.0678840875625610,0.2335358411073685) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.2088841348886490,0.7400224208831787,0.3838779926300049,-0.8565384149551392,-0.0261555053293705,0.2415239810943604,0.0058844261802733,0.0311756990849972,-0.0710533335804939,-0.0517776943743229,-0.2189657688140869,-0.1773550063371658,0.1505380868911743,0.0705150812864304,-0.0917380228638649,0.0854334831237793) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.0700366571545601,0.1746245324611664,0.0463343597948551,0.0256793927401304,-0.0146809378638864,-0.1434955447912216,0.2785597741603851,0.2305340021848679,0.1221156194806099,-0.0462324805557728,0.0756224319338799,0.0408317334949970,-0.0351550802588463,-0.1952673196792603,0.1835533678531647,-0.2333324849605560) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(-1.2905079126358032,-0.0528796203434467,0.3968045711517334,-0.4772018492221832,-0.0381646603345871,-0.0249421130865812,-0.1307162493467331,0.1164818927645683,0.4554768502712250,-0.1476756036281586,-0.1412851959466934,-0.0609309300780296,-0.0039473162032664,0.4662524461746216,-0.0444753281772137,0.3187219202518463) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.1611919701099396,-1.3754422664642334,0.0417292863130569,-0.3652147352695465,-0.7307597994804382,-0.0057830205187201,0.0941176116466522,-0.0242457669228315,-1.2055057287216187,0.8820493221282959,0.2724837958812714,0.4328245222568512,0.0721918717026711,-0.0722622349858284,0.1880809962749481,-0.1931017041206360) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0464881993830204,-0.4977321922779083,0.2844241857528687,-0.1416633129119873,0.2688022851943970,-0.2087855488061905,-0.2219491153955460,0.0513183288276196,0.0243211444467306,0.2198460698127747,0.0974607467651367,0.3570106625556946,0.0461267605423927,0.0820912569761276,0.0386747866868973,0.2782809138298035) * MODEL23_texOff(vec2(-1,0)); +res += mat4(-0.2263965904712677,0.0119835119694471,0.3215164542198181,0.1319056749343872,-0.9058688282966614,-0.4233278334140778,0.1065735742449760,-0.4460813105106354,-0.0695195719599724,-0.2787844240665436,0.1991541534662247,0.0922988504171371,0.0297270491719246,0.1954278051853180,0.0062130275182426,0.0696197226643562) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.1804848313331604,-0.5613523125648499,-0.4550373852252960,-0.5635682344436646,-0.1632910370826721,0.1187769919633865,-0.3213490247726440,-0.2689736485481262,0.0472449734807014,0.1680916845798492,0.0901900678873062,0.2972181141376495,0.0242962017655373,0.1103710904717445,0.1173390373587608,-0.0270986035466194) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.2393277436494827,-0.5017011761665344,0.2169336676597595,0.2137065231800079,-0.3550960719585419,-0.1301461160182953,0.2405073046684265,-0.0257033314555883,-0.1141087263822556,0.2353459596633911,0.5700230598449707,0.3301207125186920,-0.0793050453066826,0.0170175842940807,-0.3630143404006958,0.3265556097030640) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.1285964548587799,0.1330558210611343,-0.0416678972542286,0.0528282448649406,0.0764098763465881,0.0281098093837500,-0.0382813438773155,0.0310887284576893,0.1230183392763138,-0.2056455612182617,-0.0828496888279915,-0.1691433936357498,0.0903539285063744,-0.1575526893138885,-0.0784928575158119,0.3540493845939636) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.1338908225297928,-0.0003932896070182,0.3739605545997620,-0.0032687252387404,-0.1752334982156754,0.0500757656991482,0.0544755123555660,-0.0904007703065872,0.1839655041694641,-0.1541325151920319,0.2571626305580139,0.2349375635385513,-0.0411910004913807,-0.0948274806141853,-0.0947207584977150,-0.0618695616722107) * MODEL24_texOff(vec2(-1,1)); +res += mat4(-0.1735517233610153,-0.1884111762046814,0.2472496628761292,0.1157463118433952,0.2316774278879166,0.0809216573834419,0.2136737406253815,0.4023383557796478,-0.2456857562065125,-0.2026455104351044,-0.0837441384792328,0.0047799651511014,-0.0416668429970741,-0.2348129898309708,0.1912510395050049,0.1240000128746033) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.0986720994114876,0.2302175909280777,-0.5095402002334595,-0.5116504430770874,-0.0159094277769327,-0.2062777131795883,0.2209034711122513,0.1478719562292099,-0.0936135649681091,-0.1403303742408752,-0.5889059305191040,-0.2721848487854004,0.1495044529438019,-0.1733209639787674,-0.1109227463603020,0.1321036368608475) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.1583139151334763,0.4662604928016663,0.0749393254518509,1.1870090961456299,0.0149827850982547,0.0499051921069622,0.1296198964118958,-0.4785905480384827,-0.0083293160423636,0.2108646929264069,0.0510768666863441,0.2132322490215302,-0.2477501034736633,-0.0111771719530225,-0.0363363474607468,0.2452402263879776) * MODEL23_texOff(vec2(0,-1)); +res += mat4(0.0317361131310463,0.0770889744162560,0.1376695781946182,0.0397783927619457,0.0544366426765919,-0.3385850191116333,0.1112513169646263,0.3020723164081573,0.0754054486751556,0.2211898416280746,-0.0396015644073486,0.0286546442657709,-0.4639288783073425,0.0985592380166054,-0.1409995257854462,0.3716880381107330) * MODEL24_texOff(vec2(0,-1)); +res += mat4(0.5109571218490601,0.9223093390464783,0.1859842389822006,0.2396878600120544,0.2978311181068420,-0.1416329145431519,-0.2947293519973755,-1.4947435855865479,-0.4519229531288147,0.8225970268249512,0.3091182112693787,-0.9985001087188721,0.1723853051662445,0.5456789731979370,-0.2690940797328949,0.8217062354087830) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.1589053571224213,-0.4827378392219543,-0.4693800210952759,-0.8193519711494446,-0.6941610574722290,-1.5228459835052490,-0.7820520997047424,-0.6704961061477661,-0.2171749472618103,-0.8324849009513855,-2.2413654327392578,-1.5074603557586670,-0.2572051286697388,0.1064953729510307,-0.0056538027711213,-0.5387867093086243) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.0391535386443138,-1.4287612438201904,0.2699595987796783,-0.6650040149688721,-0.0988853499293327,0.4216991662979126,0.0637140348553658,0.2098554670810699,-0.8102505207061768,-0.3652212917804718,0.3275896906852722,-0.3590414524078369,-0.2724997997283936,-0.0883407741785049,-0.2451451420783997,-0.8137302994728088) * MODEL23_texOff(vec2(0,0)); +res += mat4(0.1246679127216339,-0.0300861652940512,0.0997866913676262,-0.6487255692481995,0.3512567579746246,0.8345553874969482,0.7273539900779724,0.4227346777915955,0.2933959662914276,-0.1051366180181503,-0.1759402155876160,-0.0114844748750329,0.4016981720924377,0.4352439641952515,-0.0182086061686277,0.3906862735748291) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.0691076219081879,0.7181659340858459,-0.3326966464519501,0.2068112790584564,0.0007111207232811,0.5322738885879517,0.2143927067518234,0.9343239665031433,-0.0955833941698074,-0.0449995249509811,-0.0059315729886293,-0.5656683444976807,0.0783866345882416,-0.0487202554941177,-0.1274579018354416,-0.6693290472030640) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.0910984128713608,0.0079865092411637,-0.0134474486112595,0.1073060110211372,-0.1281730532646179,-0.5945880413055420,-0.1750696748495102,-0.0824373885989189,-0.1921980082988739,-0.2417781800031662,-1.2219647169113159,-0.3861470818519592,-0.0197522863745689,-0.0422438420355320,0.1084365025162697,0.4388374388217926) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.0405590273439884,0.3364722132682800,0.0340287163853645,0.5000361800193787,0.0451833792030811,0.7587022185325623,0.3476577103137970,0.1372276842594147,-0.2742692530155182,0.0497781559824944,0.1567011475563049,-0.1736435443162918,0.0604428462684155,0.0313023664057255,0.1569791436195374,0.0404267311096191) * MODEL23_texOff(vec2(0,1)); +res += mat4(0.0518231056630611,-1.0536848306655884,-0.2377561777830124,-1.3607717752456665,-0.3254396021366119,0.0689994841814041,-0.0591381192207336,0.3321301639080048,0.1006338670849800,0.0672427713871002,0.2957704961299896,0.3493945896625519,-0.0940009951591492,-0.2684634625911713,0.5259480476379395,0.2820456326007843) * MODEL24_texOff(vec2(0,1)); +res += mat4(0.0506687946617603,-0.0672884061932564,-0.0947070345282555,-0.0711966156959534,0.0949534848332405,0.1151713877916336,0.1201184391975403,-0.0314808450639248,-0.0706284120678902,-0.1123861744999886,0.1360195577144623,-0.1103572621941566,0.1085182130336761,0.0715388208627701,-0.2147644609212875,-0.1271135061979294) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.1458884179592133,-0.0483437515795231,0.1487196981906891,-0.1635223925113678,0.0468507856130600,0.2004905343055725,-0.1661941856145859,-0.1715333908796310,0.0405882000923157,0.1016650348901749,-0.3222144246101379,0.0014929913450032,0.1783287972211838,0.1605405360460281,-0.3112948536872864,-0.2211681008338928) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.3449542224407196,-0.2643767893314362,-1.2442095279693604,-0.0055516464635730,-0.0290109291672707,-0.0531168505549431,-0.0100549366325140,-0.0421273186802864,0.0406958609819412,-0.1173181459307671,-0.0954332947731018,0.0343313068151474,-0.1324431598186493,-0.0029157740063965,0.0493107922375202,0.2932595610618591) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0597545318305492,0.0579895004630089,0.0330565869808197,0.0266821533441544,0.2274957150220871,-0.1440460830926895,0.0706733837723732,0.1258082687854767,-0.0238740332424641,0.1669197678565979,0.2824452519416809,0.1991728842258453,0.2431868016719818,-0.0821011215448380,-0.0380413234233856,-0.2547401785850525) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.0514334328472614,-0.1075393334031105,0.6129282116889954,0.3304093182086945,0.0418562963604927,-0.3380452394485474,-0.1095468625426292,-1.1982278823852539,-0.0091031938791275,-0.3492802083492279,-0.0715793222188950,0.0283715836703777,0.1627623736858368,-0.2478841841220856,-0.1275325268507004,0.0753507539629936) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.0710584446787834,-0.0795726478099823,0.1102423667907715,0.1615608930587769,0.0400473400950432,-0.1247625201940536,-0.8664048910140991,-1.4803600311279297,0.0598112307488918,0.2241897135972977,-1.6030251979827881,-0.1858558803796768,-0.0049995915032923,-0.2061183005571365,0.0831907689571381,-0.3442726135253906) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.1566273719072342,-0.3271358907222748,-0.4640483856201172,-0.2436946779489517,-0.0301623810082674,-0.4387421607971191,-0.4622590243816376,-0.1521215885877609,0.0995048359036446,0.2005099803209305,0.0182304996997118,0.1740360558032990,-0.2895718812942505,0.3530801534652710,-0.4486841559410095,-0.9784322381019592) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.0021386719308794,0.1484365910291672,-0.2306481152772903,-0.2454898208379745,-0.0255514066666365,0.0938307866454124,-0.0233576018363237,0.2101462483406067,0.1627648919820786,0.1235651299357414,0.0506546199321747,0.0221781507134438,0.4662755429744720,-0.2199778258800507,-0.6283662915229797,0.0379081666469574) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.0182653721421957,0.1785921901464462,0.1522493362426758,0.1736439168453217,-0.0319013446569443,0.1207593083381653,-0.3337399065494537,0.4353213012218475,0.0712353736162186,0.1208399757742882,-0.1030251830816269,0.0402180440723896,-0.1057578176259995,-0.1592700779438019,0.0997642651200294,-0.5390369296073914) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.0597565993666649,0.1085522696375847,0.1351424455642700,0.1795979589223862,0.0740121901035309,-0.4540854692459106,-0.4426850378513336,-0.3672344982624054,0.0618441253900528,-0.0444655306637287,-0.5309899449348450,-0.3420858085155487,0.1326380372047424,0.0735115706920624,0.3639954626560211,0.5657085180282593) * MODEL22_texOff(vec2(1,1)); +res += mat4(-0.0113841835409403,-0.1627709716558456,0.0593168660998344,-0.1079842969775200,0.0340214520692825,-0.2508184015750885,-0.1898239850997925,0.0072992448695004,-0.1270765513181686,0.0241425670683384,-0.1750517189502716,0.0232428964227438,-0.1698446720838547,0.0585229583084583,0.4057764112949371,-0.0506146699190140) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.0771756023168564,0.0903209969401360,0.0408543720841408,-0.5892044901847839,0.0189124587923288,0.5071246027946472,0.0599331595003605,-0.0512724369764328,0.0913599580526352,0.0496477931737900,0.1396266967058182,0.1325918883085251,0.2898302078247070,-0.1028916388750076,0.0570955872535706,-0.3936383128166199) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.0671599730849266,0.2514712214469910,0.0454521626234055,-0.1015913039445877) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 3_1 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL21 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0939240753650665,0.1070799157023430,-0.4192370474338531,-0.2009796947240829); +res += mat4(0.1766631752252579,-0.1148459315299988,0.1303748786449432,0.1874862164258957,0.0400640964508057,0.0249448716640472,0.0479296818375587,-0.0451686643064022,0.0400613583624363,0.0721665620803833,0.0162833929061890,0.1299638748168945,-0.1976952701807022,0.1583755314350128,-0.0451218150556087,0.0093258330598474) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(-0.0646747574210167,-0.1131666302680969,0.0774783194065094,-0.1875849664211273,0.1489513665437698,0.0614610463380814,0.0551691800355911,-0.2633447945117950,-0.1215979605913162,0.1179030388593674,0.1464152485132217,0.1342537403106689,-0.1263999640941620,0.0371266864240170,-0.0571325086057186,-0.0951198637485504) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(0.1455701142549515,0.0904433131217957,0.1709385812282562,0.0677307099103928,-0.0468935593962669,-0.0356049574911594,-0.1504066586494446,-0.0919781476259232,-0.0795241743326187,0.0195050779730082,-0.0061774053610861,-0.0350675992667675,0.1814181804656982,0.0052565839141607,0.1122208908200264,-0.0216086618602276) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(0.2275224328041077,-0.1887758970260620,-0.0591825507581234,-0.0255115255713463,0.1821129769086838,-0.0972185358405113,0.1868964433670044,0.0663591623306274,-0.0951612070202827,-0.1931359469890594,-0.1538779437541962,-0.0970020219683647,0.0220909640192986,-0.0459185689687729,-0.2080574631690979,0.0792068094015121) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(0.1789263337850571,-0.0923565179109573,0.0234071612358093,0.2566697895526886,-0.3969378173351288,0.1525186449289322,-0.1570488065481186,-0.1292294859886169,-0.0078855939209461,0.0073424843139946,-0.0253147967159748,0.0776322335004807,-0.3640538454055786,0.0294748172163963,-0.1845595240592957,0.0254504717886448) * MODEL1_texOff(vec2(-1,0)); +res += mat4(0.2526902258396149,0.0658242180943489,0.2199242413043976,-0.2072209119796753,0.1815013438463211,0.3576187491416931,0.1445612013339996,-0.3206026256084442,0.1072679534554482,-0.1361077874898911,0.0916604697704315,0.3789470791816711,0.0989762768149376,-0.0294604822993279,0.0581037811934948,0.0445599481463432) * MODEL2_texOff(vec2(-1,0)); +res += mat4(-0.0093334335833788,0.1357327103614807,0.0280408691614866,0.1034970134496689,-0.2703523635864258,0.1945694833993912,-0.1136413291096687,-0.0291410721838474,-0.0401322692632675,0.0878827199339867,-0.0686209499835968,-0.0557576827704906,0.1943955570459366,0.1612215936183929,0.1887363791465759,0.0070634381845593) * MODEL3_texOff(vec2(-1,0)); +res += mat4(0.3716565668582916,-0.3613735139369965,0.0844924449920654,0.0343478210270405,0.2465848028659821,-0.0314175374805927,0.2159696966409683,0.1732785403728485,-0.0862246528267860,-0.0265530031174421,-0.1918380260467529,-0.1378531157970428,-0.1230628266930580,0.2098480761051178,-0.3888647556304932,-0.2004205882549286) * MODEL4_texOff(vec2(-1,0)); +res += mat4(-0.2449404895305634,0.0653455182909966,0.0135820396244526,0.1158687770366669,-0.0626734495162964,-0.1324901431798935,0.0122612882405519,0.0722110792994499,-0.0592312589287758,0.0290565639734268,-0.0977197289466858,0.0284935012459755,0.1286304742097855,-0.0964016020298004,0.0769306123256683,-0.0453671775758266) * MODEL1_texOff(vec2(-1,1)); +res += mat4(0.0851763933897018,-0.0065216314978898,0.0767411142587662,-0.1651934087276459,-0.0391551367938519,0.0352120287716389,0.0193297695368528,0.0492741614580154,0.4617889821529388,0.1350731998682022,0.1599364131689072,0.3893656432628632,-0.0166238248348236,0.0806706696748734,0.0505172014236450,-0.1259910613298416) * MODEL2_texOff(vec2(-1,1)); +res += mat4(0.0700512304902077,-0.0141933942213655,0.2592144608497620,0.0921078026294708,-0.1485483944416046,-0.0075393421575427,-0.1429287344217300,0.0355093553662300,0.0583429560065269,0.1349573731422424,0.0837503075599670,-0.0213678143918514,0.1826371997594833,0.1823416054248810,0.1543735116720200,-0.0142616210505366) * MODEL3_texOff(vec2(-1,1)); +res += mat4(0.0473574660718441,-0.0411762557923794,0.0556247085332870,0.0216518286615610,-0.0571878999471664,0.0466939695179462,0.0007601453689858,-0.0309802722185850,0.0881771817803383,-0.1278077661991119,0.0275780353695154,0.0055053601972759,0.0258457921445370,0.0533790476620197,0.0462624691426754,-0.0727247446775436) * MODEL4_texOff(vec2(-1,1)); +res += mat4(-0.1539228558540344,0.0128557216376066,-0.2806452810764313,0.2308432459831238,0.0992715358734131,-0.1948739886283875,0.2201962172985077,-0.2213711440563202,-0.1619242280721664,0.0522838011384010,0.1370293647050858,0.0646882131695747,0.1614316850900650,0.0388166792690754,0.2212044149637222,-0.0348678305745125) * MODEL1_texOff(vec2(0,-1)); +res += mat4(0.0057150884531438,-0.3920969069004059,-0.1632852852344513,-0.4735216796398163,-0.2241761088371277,0.1111730188131332,-0.1845528185367584,0.2525207400321960,0.2744160592556000,0.0427548661828041,0.0471794493496418,0.1975667774677277,-0.1709664016962051,-0.0968290343880653,-0.0364571139216423,-0.0123703358694911) * MODEL2_texOff(vec2(0,-1)); +res += mat4(0.3471515178680420,0.0035508037544787,-0.0242346487939358,-0.2053472548723221,0.0366874001920223,-0.1820769309997559,-0.1406559646129608,-0.4743737578392029,0.2084551602602005,-0.0934072062373161,-0.0095417900010943,-0.0922358036041260,0.1286945492029190,-0.1099522709846497,-0.0111708277836442,0.0115120420232415) * MODEL3_texOff(vec2(0,-1)); +res += mat4(-0.2889384031295776,0.0593274906277657,-0.2738704979419708,-0.1730263084173203,-0.3150477707386017,0.0824517607688904,-0.5353992581367493,0.3430648148059845,-0.0943045169115067,0.0704220905900002,-0.3742286264896393,0.1915865242481232,-0.1212448105216026,-0.1403315663337708,-0.2767850458621979,0.0417246297001839) * MODEL4_texOff(vec2(0,-1)); +res += mat4(-0.2087233811616898,0.1168561428785324,0.0238043814897537,0.2219242900609970,0.5486283898353577,-1.1923955678939819,0.7928161621093750,-0.3067701756954193,-0.2462628632783890,0.1201698333024979,-0.0080536343157291,-0.1661250889301300,0.4892369508743286,-0.1491003781557083,0.6520683765411377,-0.9978116750717163) * MODEL1_texOff(vec2(0,0)); +res += mat4(0.0986968204379082,0.1483289748430252,-0.4946940541267395,0.5676410198211670,-0.1753920614719391,-0.0350872278213501,-0.6812604665756226,-0.1051912903785706,0.2388358712196350,-0.2064633965492249,0.0954692140221596,0.3972575068473816,0.0277511160820723,-0.1490469276905060,-0.1304923892021179,-0.0849914923310280) * MODEL2_texOff(vec2(0,0)); +res += mat4(0.3919466137886047,0.2604148387908936,-0.1364194452762604,-0.3725306987762451,0.6220794320106506,0.0711414515972137,0.0487920157611370,0.8275957107543945,0.2210596054792404,0.0889535248279572,-0.1202557981014252,-0.2345736026763916,0.5414448380470276,-0.0852774530649185,-0.0166040845215321,0.4876805841922760) * MODEL3_texOff(vec2(0,0)); +res += mat4(-1.1044557094573975,-0.1582177132368088,0.2023978829383850,-0.2040194123983383,-0.5193357467651367,0.5642085671424866,-1.0636546611785889,0.4562705457210541,-0.1209019646048546,0.0562094524502754,-0.3072849214076996,0.3943085670471191,0.1958889365196228,-0.1018345132470131,-0.3185061514377594,-0.1533579230308533) * MODEL4_texOff(vec2(0,0)); +res += mat4(0.1175472810864449,-0.0106185721233487,0.0317506045103073,-0.0582309067249298,-0.2228898108005524,-0.0492197163403034,0.1172570735216141,-0.0781362503767014,-0.2347405254840851,0.0250689368695021,-0.0337609052658081,0.0258333384990692,-0.2739647924900055,-0.0703237727284431,-0.0301027502864599,-0.1310820728540421) * MODEL1_texOff(vec2(0,1)); +res += mat4(0.0788076817989349,-0.1156876161694527,-0.1305500864982605,-0.4772673845291138,-0.1036096736788750,-0.0186788085848093,-0.0497039295732975,-0.0562514178454876,-0.4980307519435883,0.3032779097557068,-0.2864224612712860,-0.2571246623992920,-0.2961620986461639,0.2024095952510834,-0.2083405703306198,-0.0262568816542625) * MODEL2_texOff(vec2(0,1)); +res += mat4(0.3185229003429413,-0.1336676329374313,0.0055090165697038,-0.0625768750905991,0.0301016960293055,-0.1402244716882706,0.2638555169105530,0.2491406500339508,0.0175193380564451,0.3635352849960327,0.2369791567325592,-0.0125836068764329,0.3937492072582245,0.1693996936082840,-0.0088062463328242,0.2431912273168564) * MODEL3_texOff(vec2(0,1)); +res += mat4(-0.2064793109893799,-0.1411489397287369,-0.3089267611503601,-0.1338297426700592,0.1840019971132278,-0.1287958025932312,0.1202731803059578,-0.2698229253292084,-0.1723199039697647,0.1201079860329628,-0.0454297512769699,0.0911703184247017,0.1651924252510071,-0.0695007964968681,-0.0951692461967468,0.0140034575015306) * MODEL4_texOff(vec2(0,1)); +res += mat4(-0.0351636521518230,-0.3665920197963715,-0.1235053911805153,0.1023030504584312,-0.0568292252719402,-0.1067840829491615,-0.1690988391637802,-0.1293577402830124,0.1123710498213768,0.0593810230493546,0.0756259411573410,-0.0498257279396057,0.2800794541835785,-0.1813902258872986,0.3736729621887207,0.0055663096718490) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.0052344598807395,-0.0827632471919060,-0.1968964040279388,-0.1781204640865326,0.1491862088441849,0.0471050664782524,0.2822955846786499,0.0341789536178112,0.0792400613427162,0.0593985691666603,0.0653597190976143,0.0306967999786139,-0.2650067508220673,-0.1417366117238998,-0.0618015266954899,-0.1712649762630463) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.1884882450103760,-0.0646363869309425,0.1265687942504883,-0.0198807623237371,0.1710745990276337,-0.1991294920444489,0.2257161587476730,0.0990899652242661,-0.0123038114979863,-0.0604469887912273,0.0861879140138626,0.0514908321201801,0.0632287636399269,-0.0564893335103989,-0.2878070771694183,0.1281028836965561) * MODEL3_texOff(vec2(1,-1)); +res += mat4(0.1748222410678864,0.1559326499700546,0.2274629622697830,-0.2599287927150726,-0.1274228245019913,0.1170183941721916,0.0254840347915888,0.3059220910072327,-0.4317791461944580,-0.2744959294795990,-0.3259294927120209,-0.0761090889573097,-0.1382412314414978,-0.2113056033849716,0.1788181811571121,0.2996733188629150) * MODEL4_texOff(vec2(1,-1)); +res += mat4(0.0582458488643169,-0.2011986672878265,-0.1032724976539612,0.0572311282157898,-0.2976129949092865,0.1335859149694443,-0.1642884314060211,0.0469525307416916,0.1173821613192558,0.0175531003624201,0.0590624660253525,-0.0186468325555325,-0.2939463555812836,-0.0627523511648178,-0.0904852002859116,0.0437535047531128) * MODEL1_texOff(vec2(1,0)); +res += mat4(-1.0379866361618042,-0.0779533982276917,-0.4585119783878326,-0.2419675886631012,-0.1771658360958099,0.2385675758123398,0.4636667668819427,0.2159792035818100,-0.0779691860079765,-0.0443072207272053,0.1458922326564789,0.1625780165195465,-0.0606213472783566,0.2021027803421021,-0.0766457915306091,-0.0725013092160225) * MODEL2_texOff(vec2(1,0)); +res += mat4(-0.1223943233489990,0.0499060340225697,0.2337128371000290,0.0877007842063904,-0.4041709005832672,0.0202713161706924,0.4482367634773254,-0.0970616489648819,-0.2139305770397186,-0.0016079441411421,-0.0643812268972397,-0.1715632826089859,-0.1512379497289658,-0.0972021818161011,-0.4451365768909454,0.1773481220006943) * MODEL3_texOff(vec2(1,0)); +res += mat4(0.1889666616916656,0.1565265655517578,-0.0462163686752319,-0.2980217635631561,-0.2271247357130051,0.2018182426691055,0.0352049097418785,-0.0071235750801861,-0.7249425053596497,-0.1264755576848984,-0.8086061477661133,0.0717744827270508,-0.2927641272544861,0.1403367966413498,0.3376818597316742,0.1329329758882523) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.0950300097465515,0.0221716705709696,0.0456663332879543,-0.1242675408720970,0.2974790930747986,0.1077141836285591,0.0673227831721306,0.0374278537929058,-0.0262136477977037,-0.0091568045318127,-0.0168234482407570,0.1881603151559830,-0.0118044698610902,0.0741767808794975,-0.0131553094834089,0.0480604358017445) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.1107144579291344,0.0098598729819059,-0.0693243071436882,-0.1960892528295517,-0.0331989787518978,0.1361626088619232,-0.0834455564618111,0.0961192920804024,-0.0686278939247131,0.0854749158024788,0.1144494563341141,-0.0621937587857246,-0.2368322759866714,0.0297667793929577,-0.1093277558684349,-0.0013569450238720) * MODEL2_texOff(vec2(1,1)); +res += mat4(-0.2876231670379639,-0.0896124094724655,-0.2461586445569992,0.0163489244878292,0.0424887128174305,0.0044482382945716,0.1063006594777107,0.0976624488830566,0.2709029614925385,0.1093918979167938,-0.2742790877819061,0.2572947144508362,-0.0381617844104767,-0.0245694518089294,-0.0991176888346672,0.1488055735826492) * MODEL3_texOff(vec2(1,1)); +res += mat4(0.0107373334467411,0.1041472703218460,0.0299074444919825,-0.1995789408683777,-0.0317324884235859,0.0384061299264431,-0.0420682542026043,-0.0465260408818722,-0.1401028484106064,0.1354913264513016,0.0475854165852070,-0.1428409367799759,-0.3365491628646851,-0.1023249477148056,0.1386373341083527,0.2461400628089905) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.0454893484711647,0.6504164338111877,-0.0375871248543262,-0.3642866313457489) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 3_2 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL22 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.2766854465007782,-0.0856682732701302,0.4891575574874878,0.0358843207359314); +res += mat4(-0.3082252144813538,0.1421664655208588,-0.0411954857409000,0.1205241158604622,0.2738791704177856,-0.0431190282106400,0.1191648468375206,0.0376528576016426,-0.3940974771976471,-0.0540972277522087,-0.9005880355834961,0.1463838368654251,0.0659264847636223,0.1836163252592087,0.0197399482131004,0.0815236419439316) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(-0.0152115318924189,0.1181607842445374,-0.1681683808565140,-0.0840278565883636,-0.2195560038089752,0.2071736305952072,-0.0520277246832848,-0.2059306502342224,0.0841627866029739,0.1697496175765991,0.0743092000484467,-0.1171413883566856,-0.5985020399093628,0.3979639410972595,-0.3463142216205597,0.0510277226567268) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(-0.0469058454036713,-0.1439702361822128,0.0587836243212223,0.0072227055206895,-0.0203045327216387,-0.1439272016286850,-0.0913980677723885,0.2590387761592865,0.0427818670868874,0.1357506066560745,0.0856071859598160,0.2076624184846878,-0.2039159387350082,0.2199477702379227,-0.0665217041969299,0.1113462895154953) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(0.6119036078453064,-0.2367514520883560,-0.0474185831844807,-0.0738599747419357,0.2150397002696991,-0.1425740569829941,-0.2506031095981598,-0.0127827581018209,0.0595776550471783,0.1329316347837448,0.0184186585247517,-0.1671197712421417,-0.4632082581520081,-0.0973000228404999,0.0642428249120712,-0.1473356187343597) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(-0.1912296116352081,-0.0609239228069782,-0.1602058261632919,-0.0227724649012089,-0.4201372563838959,0.4554587304592133,-0.0227187257260084,-0.0378096066415310,0.1912428140640259,0.0682459622621536,-1.0177114009857178,0.3858880996704102,-0.0226255208253860,0.2118644565343857,0.1322475522756577,-0.2449918538331985) * MODEL1_texOff(vec2(-1,0)); +res += mat4(-0.2439029216766357,-0.0880997478961945,-0.1612567901611328,-0.4472371041774750,-0.1740748286247253,-0.0585206896066666,-0.0657029673457146,-0.0897132232785225,0.0199276376515627,0.1176935732364655,-0.1753555536270142,-0.0216708388179541,-0.5421268939971924,0.2451691776514053,0.2713908851146698,-0.1808403730392456) * MODEL2_texOff(vec2(-1,0)); +res += mat4(0.0636586472392082,-0.0982676669955254,-0.2402346730232239,-0.0729618296027184,-0.0778831765055656,0.0221842341125011,0.0728839635848999,0.0256734061986208,-0.0296111032366753,0.0160355139523745,0.1967004984617233,-0.0364510081708431,-0.1154832020401955,0.0664381235837936,-0.1580185890197754,-0.1150302141904831) * MODEL3_texOff(vec2(-1,0)); +res += mat4(-0.1614706814289093,-0.3007177114486694,-0.0077538061887026,0.1562442332506180,-0.0116249406710267,-0.0763486921787262,-0.0728502124547958,0.1449433118104935,0.1028612777590752,-0.0802665725350380,0.0317276343703270,0.3957915306091309,-0.0113516477867961,-0.2576089501380920,-0.0250909272581339,-0.3440415263175964) * MODEL4_texOff(vec2(-1,0)); +res += mat4(-0.0721431076526642,0.0617929846048355,0.0236721988767385,-0.1713178306818008,0.0801177248358727,-0.0077098137699068,-0.1302033662796021,0.1205692663788795,-0.1801013350486755,0.3740012347698212,-0.4390102922916412,0.2259115278720856,-0.0943693146109581,0.0032138365786523,-0.1379340589046478,-0.0831489339470863) * MODEL1_texOff(vec2(-1,1)); +res += mat4(-0.0361295416951180,-0.0423301756381989,0.0237964522093534,-0.0884843170642853,-0.0765647217631340,0.0764393284916878,-0.2291554659605026,0.0330178700387478,0.1890143007040024,-0.3994705080986023,0.1141545847058296,-0.3930031657218933,-0.1419301927089691,-0.0915622636675835,-0.5227252840995789,0.0471889413893223) * MODEL2_texOff(vec2(-1,1)); +res += mat4(0.0244284309446812,-0.0262696258723736,0.1562546193599701,-0.0066187661141157,-0.1507112234830856,0.1415329426527023,-0.0896876007318497,0.0598894916474819,0.0509236603975296,0.0035465008113533,-0.0006597613682970,0.1432638168334961,0.0633045285940170,0.0205333437770605,-0.1529020816087723,0.0278088022023439) * MODEL3_texOff(vec2(-1,1)); +res += mat4(-0.0013071940047666,-0.1215862557291985,0.1564798504114151,0.0205783136188984,-0.1420968621969223,0.1075428128242493,0.0872842520475388,0.0079967444762588,-0.0594218485057354,-0.1015119478106499,-0.1151336580514908,0.0227370969951153,0.1221681982278824,0.1577650308609009,-0.0548945218324661,-0.1438567042350769) * MODEL4_texOff(vec2(-1,1)); +res += mat4(-0.6033390164375305,-0.2823020517826080,0.0765986815094948,-0.0168070066720247,0.1330042928457260,0.3693281412124634,0.0154768042266369,-0.1817414015531540,-0.1879704594612122,0.1986478865146637,-1.2290372848510742,0.2091535180807114,-0.2778144180774689,-0.2049327790737152,-0.0833392888307571,0.1576944887638092) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.2492198497056961,-0.0573792122304440,0.0536363571882248,-0.0028804065659642,-0.6152865886688232,-0.2403887361288071,-0.3645218312740326,0.0169817730784416,-0.4057780504226685,-0.0315363407135010,0.3864345550537109,0.0341531969606876,0.3265593349933624,-0.4443338215351105,-0.5211750864982605,0.2147141098976135) * MODEL2_texOff(vec2(0,-1)); +res += mat4(0.0928920134902000,0.1127678453922272,-0.2038836181163788,-0.0687354058027267,-0.4012863636016846,0.0305966697633266,-0.2824791967868805,0.3182746767997742,-0.2477563768625259,-0.1787149608135223,-0.1280913800001144,-0.2693536281585693,-0.2007386982440948,0.2500161826610565,-0.1692083477973938,0.2201835960149765) * MODEL3_texOff(vec2(0,-1)); +res += mat4(0.4433092176914215,-0.2782422900199890,0.1955523788928986,0.0446265041828156,0.2695930600166321,0.4516450762748718,-0.0869306996464729,0.2080718427896500,-0.3609630167484283,-0.2756880223751068,-0.0572468861937523,0.0923518687486649,-0.2521983087062836,-0.0607448406517506,-0.1430182605981827,-0.0809801742434502) * MODEL4_texOff(vec2(0,-1)); +res += mat4(-0.5648784637451172,-0.0078862020745873,-0.0799404531717300,-0.3679954111576080,0.3843144178390503,-0.7055245637893677,-0.8288373947143555,0.1270771771669388,-0.0056138485670090,0.4444505274295807,-1.0627838373184204,0.0743907466530800,0.5623774528503418,0.1460260748863220,0.2430976182222366,-0.4247787296772003) * MODEL1_texOff(vec2(0,0)); +res += mat4(-0.1028358787298203,-0.7443224191665649,-0.2842544615268707,-0.7112095952033997,0.5257666110992432,-0.4121195673942566,-0.2406257987022400,0.3721483945846558,-0.0295912455767393,-0.0090005975216627,0.3495620191097260,-0.3244813084602356,0.1984122097492218,-0.1381660550832748,0.1999670416116714,-0.1392254829406738) * MODEL2_texOff(vec2(0,0)); +res += mat4(-0.2189147621393204,-0.3101506233215332,-0.3582707047462463,0.6731706261634827,-0.0630217045545578,-0.7331262230873108,0.0304036866873503,-0.2192881107330322,-0.3842722773551941,-0.1572354137897491,-0.1318689137697220,-0.1704041659832001,-0.4817813038825989,-0.1687027812004089,-0.3037893474102020,-0.3955264985561371) * MODEL3_texOff(vec2(0,0)); +res += mat4(-0.0350833274424076,0.1781712621450424,0.4963554143905640,-0.5230069756507874,-0.0323612317442894,-0.2684666216373444,-0.0216306671500206,-0.5467779636383057,0.1643877923488617,-0.3850797414779663,-0.0079383878037333,-0.4840333759784698,-0.4436331093311310,-0.0161991715431213,-0.2919921576976776,-0.6045735478401184) * MODEL4_texOff(vec2(0,0)); +res += mat4(0.0631479918956757,-0.0759769305586815,0.1899980753660202,-0.7697417736053467,0.0048485705628991,0.2741712033748627,-0.0055032907985151,0.2066910862922668,-0.1501127332448959,0.3565596938133240,-0.8306923508644104,0.1663600057363510,0.0771821588277817,0.0152697730809450,0.0880215913057327,0.0921067818999290) * MODEL1_texOff(vec2(0,1)); +res += mat4(-0.1451108753681183,-0.4456967115402222,0.0038733964320272,0.1149310395121574,0.1009142324328423,0.2150571495294571,0.0943882092833519,-0.0743561014533043,0.1195020973682404,0.5845862030982971,0.0343878380954266,-0.3899781107902527,-0.4041344523429871,0.3338281214237213,-0.0199393369257450,0.0934275463223457) * MODEL2_texOff(vec2(0,1)); +res += mat4(0.2694981694221497,0.1683813631534576,-0.0827538445591927,-0.9855439066886902,0.1228355169296265,0.1367452442646027,-0.1180073469877243,-0.3259690999984741,-0.3450045883655548,-0.1005374863743782,-0.1464527249336243,-0.1674241274595261,0.1783515959978104,-0.4858917295932770,-0.2419071942567825,-0.1595151573419571) * MODEL3_texOff(vec2(0,1)); +res += mat4(0.1846605837345123,0.2596315443515778,0.2425408214330673,0.3251174986362457,0.0843155756592751,0.2367650866508484,-0.2045378684997559,0.0772629603743553,-0.2504093647003174,-0.0491534061729908,0.0135239763185382,0.3528170585632324,0.1446651220321655,-0.0448730662465096,-0.0475514978170395,-0.2215046882629395) * MODEL4_texOff(vec2(0,1)); +res += mat4(0.3496626913547516,-0.0416278280317783,0.1267942488193512,0.1846652030944824,0.0825802311301231,-0.0858073681592941,-0.1442968696355820,0.0075921313837171,-0.2857237756252289,0.2616439759731293,-0.5992080569267273,0.1289489418268204,0.1400072127580643,0.1107556670904160,0.2755304872989655,0.1546024233102798) * MODEL1_texOff(vec2(1,-1)); +res += mat4(0.0377431400120258,0.0305332988500595,0.0120427943766117,0.0411608815193176,0.2350389063358307,0.1466522365808487,0.0528812482953072,0.1578131765127182,0.1993547379970551,0.0172306522727013,-0.1550423502922058,0.1076474338769913,-0.2865282297134399,0.3427429795265198,0.0945115536451340,0.2316128164529800) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.0609900802373886,-0.0944926515221596,-0.2119262367486954,-0.0069179581478238,0.0360044389963150,0.1666931211948395,0.2129596620798111,0.2629804313182831,-0.1959801316261292,0.0509368106722832,-0.0875207930803299,-0.1775096058845520,0.3542068898677826,0.1606763750314713,0.0899846851825714,0.0402658544480801) * MODEL3_texOff(vec2(1,-1)); +res += mat4(0.1717642992734909,-0.2124918401241302,0.0481774210929871,-0.0357615984976292,0.0568622574210167,0.0519891344010830,-0.2438391298055649,-0.0353425256907940,0.0392028875648975,-0.0987027660012245,-0.0311603695154190,-0.0224185455590487,0.4272132813930511,0.1244610548019409,0.0514792986214161,0.0763168707489967) * MODEL4_texOff(vec2(1,-1)); +res += mat4(-0.0818905532360077,-0.2310486733913422,0.0471217706799507,-0.0838337242603302,0.0181213170289993,0.0821879133582115,-0.0322279706597328,0.0799539163708687,-0.1965402066707611,0.2742959260940552,-0.7167144417762756,0.0575326457619667,0.0642850175499916,-0.1227741986513138,-0.0497060939669609,-0.2855891585350037) * MODEL1_texOff(vec2(1,0)); +res += mat4(0.2123161703348160,-0.2346035838127136,0.1092509478330612,0.1562874168157578,0.1066971719264984,0.2767858505249023,-0.3046181797981262,-0.0273845475167036,-0.3696175813674927,-0.0598086304962635,-0.1019269675016403,-0.0927008464932442,-0.1281058192253113,0.3493737280368805,-0.3503416180610657,-0.3022629022598267) * MODEL2_texOff(vec2(1,0)); +res += mat4(-0.0880725234746933,0.2408671975135803,-0.1795619726181030,0.1810989826917648,0.1211275905370712,0.4736292362213135,0.0064709093421698,-0.3257658183574677,-0.3594385087490082,0.0024678865447640,0.0314037911593914,-0.0911884680390358,-0.0311477817595005,-0.1242813691496849,-0.1627479493618011,0.3381403386592865) * MODEL3_texOff(vec2(1,0)); +res += mat4(-0.0876098796725273,0.2889081239700317,0.2039415985345840,-0.0505445413291454,-0.1711472421884537,0.3027215301990509,0.1295015215873718,0.2873072326183319,0.1006578281521797,-0.3762693107128143,0.0244721211493015,-0.2519020438194275,-0.1871100217103958,0.1793846189975739,-0.2067656368017197,-0.3798410892486572) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.0071486891247332,0.0327866934239864,-0.0724201947450638,-0.3820834457874298,0.0678572282195091,0.0313744433224201,-0.0951966121792793,-0.0104408366605639,-0.2017306685447693,0.2389510869979858,-0.8141521811485291,0.0672826170921326,0.1411330401897430,-0.1417368054389954,0.1756392568349838,0.1432631909847260) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.0169192869216204,0.0134304529055953,-0.0439525134861469,0.0853186175227165,-0.0271293148398399,0.0552158914506435,-0.4424555599689484,-0.0221184864640236,0.1248477473855019,-0.1369054317474365,0.2032888382673264,0.4237955808639526,-0.1370280236005783,0.0774284079670906,-0.3221918344497681,0.0986522659659386) * MODEL2_texOff(vec2(1,1)); +res += mat4(-0.0016994937323034,-0.3168563842773438,-0.2978757619857788,-0.1239660754799843,0.1501535922288895,0.0411236807703972,-0.3058364391326904,0.0213185362517834,-0.1830658763647079,-0.3084793984889984,-0.0796889662742615,-0.1118396595120430,0.0839603170752525,-0.0018456405960023,-0.2057147920131683,0.0484040603041649) * MODEL3_texOff(vec2(1,1)); +res += mat4(0.3530099093914032,-0.2546278834342957,0.4894405007362366,-0.0462108962237835,0.0373030193150043,-0.0540172420442104,-0.1831854879856110,-0.0725690498948097,-0.1877104043960571,0.3815770149230957,0.0154178757220507,0.0679738372564316,0.2268005311489105,-0.0374227240681648,-0.1764841973781586,0.3064631521701813) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.1011536195874214,-0.0269211996346712,-0.0399007871747017,0.1815684139728546) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 3_3 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL23 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0096962312236428,-0.1828956305980682,-0.3072965741157532,0.3628412187099457); +res += mat4(0.0966185852885246,-0.6135466098785400,0.1222296357154846,-0.1271366775035858,-0.0659370869398117,0.1779254078865051,-0.0182557422667742,0.0037988279946148,-0.0624240785837173,-0.0021543647162616,-0.0371171571314335,0.0114635583013296,-0.0971337482333183,-0.3905356526374817,0.0018126725917682,-0.0468830652534962) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(0.0238531120121479,-0.6746900081634521,0.1587852537631989,-0.0541999749839306,0.1455587893724442,0.1401162594556808,0.0800143107771873,0.0067800586111844,-0.1083246991038322,0.4153499007225037,-0.0090921055525541,0.1080789342522621,0.0504096634685993,-0.5217405557632446,-0.0277403518557549,0.0075404588133097) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(-0.1730122119188309,-0.2118499428033829,0.0321336425840855,0.0257543101906776,0.0492732115089893,-0.0492192357778549,-0.0415452122688293,0.2035491466522217,0.1021632179617882,0.2431710809469223,-0.0390984788537025,0.2217389643192291,0.1717329174280167,-0.2138804644346237,0.0192105397582054,0.1068543791770935) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(-0.0713640674948692,-0.7597609758377075,0.0916400700807571,-0.1611132174730301,0.1112890094518661,0.0431755259633064,-0.0392427630722523,0.0301910303533077,-0.0716047734022141,-0.4293081164360046,-0.0941429734230042,-0.0926984921097755,0.3202439546585083,-0.6363947391510010,0.1387458592653275,0.0786793977022171) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(0.0061861029826105,-0.2433091551065445,0.2566366493701935,0.0533551722764969,-0.0290800239890814,0.3748449683189392,-0.0315197892487049,-0.5474284887313843,-0.0388411879539490,-0.0617205537855625,0.0158661734312773,0.1277355402708054,-0.1119790449738503,-0.3430351316928864,0.0742595493793488,-0.2360652983188629) * MODEL1_texOff(vec2(-1,0)); +res += mat4(0.1328734904527664,-0.4145849347114563,-0.5556353330612183,-0.1917155981063843,-0.0579247437417507,0.0271499268710613,-0.2180203199386597,-0.2175027877092361,-0.0770114809274673,-0.0746197402477264,-0.1473943889141083,0.0477991849184036,-0.0148708047345281,-0.0942263156175613,-0.1056677773594856,-0.3181895613670349) * MODEL2_texOff(vec2(-1,0)); +res += mat4(-0.0933884605765343,0.4464295804500580,0.1864062547683716,-0.2428316175937653,0.0091863730922341,0.0066727939993143,0.2278614938259125,0.0407700166106224,-0.0217400901019573,-0.0089303944259882,0.0608105957508087,0.0034453994594514,-0.0575114041566849,-0.3221804797649384,0.1051684170961380,0.0491008646786213) * MODEL3_texOff(vec2(-1,0)); +res += mat4(0.0175898224115372,-0.0022226218134165,-0.2113958448171616,0.3449440598487854,-0.1412918716669083,-0.1120014712214470,-0.3145899474620819,0.3299396932125092,0.0570392832159996,0.3087191581726074,-0.0436424948275089,-0.1651565432548523,-0.2497800141572952,-0.4630553722381592,0.1206926479935646,-0.0631397441029549) * MODEL4_texOff(vec2(-1,0)); +res += mat4(0.0863930583000183,0.4767310321331024,-0.0583035126328468,0.0486125871539116,0.0731265991926193,-0.0980255678296089,0.1599799990653992,-0.1969169527292252,0.0129284346476197,-0.1523057520389557,0.1927413493394852,0.0369221642613411,0.0267726648598909,0.0085872625932097,-0.2059309929609299,-0.0781255662441254) * MODEL1_texOff(vec2(-1,1)); +res += mat4(-0.0053160390816629,-0.0114771798253059,-0.0920668691396713,-0.1277164816856384,0.1347965002059937,-0.1123904660344124,0.2623544931411743,0.1807247251272202,-0.1826624423265457,0.0890938192605972,-0.2081806659698486,-0.0265102572739124,-0.2511420249938965,-0.3642075955867767,-0.1960840672254562,0.2282556742429733) * MODEL2_texOff(vec2(-1,1)); +res += mat4(0.1304119229316711,-0.1310023069381714,-0.1879419535398483,-0.1534926742315292,0.0867782682180405,-0.1649359315633774,0.1634290069341660,0.0068767536431551,-0.0467854514718056,0.1089409291744232,0.0465519055724144,0.2068714201450348,-0.0290457345545292,0.2391352653503418,-0.0619399435818195,0.1424463242292404) * MODEL3_texOff(vec2(-1,1)); +res += mat4(-0.0018676006002352,0.1332158446311951,0.3071989119052887,0.0174633916467428,-0.0699404776096344,0.1084066629409790,0.1364846229553223,0.1159763559699059,-0.0480275079607964,-0.4437184333801270,0.1823548525571823,-0.1592775881290436,0.0239598173648119,0.0776209533214569,-0.3734119832515717,0.0483766272664070) * MODEL4_texOff(vec2(-1,1)); +res += mat4(0.3958072364330292,0.4064818620681763,0.1182176992297173,-0.0630514547228813,-0.2958301305770874,0.2158587723970413,0.1844703406095505,0.0829237923026085,0.0300246998667717,-0.0076577407307923,-0.1118960455060005,0.0657947883009911,0.1468003392219543,0.1012594997882843,-0.1200218871235847,0.0575959905982018) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.0439574532210827,-0.0342512875795364,0.1198491603136063,0.0569071359932423,-0.2773189544677734,0.0276473425328732,0.0503465831279755,-0.0294683892279863,-0.1125778257846832,-0.1835590004920959,-0.2119190990924835,0.0135993221774697,0.3683224320411682,-0.6543045043945312,0.0588777251541615,-0.0644268468022346) * MODEL2_texOff(vec2(0,-1)); +res += mat4(-0.6709493994712830,-0.0510004945099354,-0.0327867940068245,-0.0542119666934013,0.5428741574287415,-0.2171358913183212,-0.1788071691989899,-0.0115239555016160,0.0560156069695950,-0.0389721207320690,-0.2194385826587677,-0.0730813071131706,0.2017922103404999,-0.3187334835529327,0.1126372441649437,0.0659322142601013) * MODEL3_texOff(vec2(0,-1)); +res += mat4(-0.0853002369403839,-0.5523035526275635,-0.0062804054468870,-0.1822048574686050,-0.1589933186769485,0.2936513423919678,0.3282754123210907,-0.0821304619312286,0.3000006377696991,0.0232181232422590,0.0296038947999477,-0.2985506653785706,0.1611278057098389,-0.3611412644386292,0.2865517735481262,-0.1553557664155960) * MODEL4_texOff(vec2(0,-1)); +res += mat4(-0.1738335639238358,0.3487513065338135,-0.1364589333534241,-0.3615652024745941,0.4185519814491272,0.5301572680473328,-0.9419437646865845,-0.8370573520660400,0.0375004485249519,-0.0669632777571678,0.1191441267728806,0.1945374906063080,-0.2194370031356812,0.6181265115737915,0.3488807082176208,0.2756504416465759) * MODEL1_texOff(vec2(0,0)); +res += mat4(0.3569741845130920,-0.2014349699020386,-0.7833114266395569,-0.2818526327610016,0.1310144215822220,-0.1745538711547852,-0.3036801218986511,0.7271450757980347,0.0465441606938839,-0.4831406474113464,-0.3451803624629974,-0.1129988580942154,-0.0218575540930033,0.2799502015113831,0.3072584867477417,0.2912150621414185) * MODEL2_texOff(vec2(0,0)); +res += mat4(0.2870803773403168,0.1482480764389038,0.1605004072189331,-0.1584322750568390,-0.3893961906433105,-0.7580126523971558,0.5952653884887695,-0.0874569267034531,-0.0303031001240015,-0.0761542543768883,-0.2135511636734009,0.1952854841947556,0.0925365984439850,-0.4599846601486206,0.2825924754142761,-0.7044473290443420) * MODEL3_texOff(vec2(0,0)); +res += mat4(-0.0922626033425331,-0.0603037066757679,-0.4493271410465240,-0.5298621058464050,-0.2890153825283051,0.0927275121212006,-1.0531142950057983,-0.6113587617874146,-0.1618873625993729,0.0476957969367504,-0.0018244569655508,-0.5462905168533325,0.1010603010654449,-0.2124905884265900,-0.2762548327445984,-0.2766358852386475) * MODEL4_texOff(vec2(0,0)); +res += mat4(0.1988933831453323,0.0994351357221603,-0.4228837788105011,0.0489445999264717,-0.1829699128866196,0.2394288927316666,0.5436335206031799,-0.1593505591154099,-0.0227949935942888,-0.2940272092819214,0.0947608277201653,-0.0181172564625740,0.1085731834173203,-0.1314677298069000,0.3206368088722229,-0.2062132954597473) * MODEL1_texOff(vec2(0,1)); +res += mat4(-0.2541041076183319,0.2557089924812317,-0.4808665215969086,-0.2363691478967667,0.1692509800195694,-0.0390186458826065,0.0974366217851639,0.2243825048208237,-0.4363555014133453,-0.3497348129749298,-0.6913013458251953,0.0185462776571512,-0.3049576282501221,-0.3033468425273895,-0.4316872358322144,-0.1699993610382080) * MODEL2_texOff(vec2(0,1)); +res += mat4(0.3071744740009308,0.3621467053890228,-0.1005984172224998,0.0747817009687424,-0.0433912649750710,-0.3260292410850525,0.0102246813476086,0.0993230938911438,-0.4786410927772522,0.1699418127536774,-0.3136234283447266,-0.3366701900959015,-0.2117681652307510,-0.2202868908643723,-0.3204817771911621,-0.2898558378219604) * MODEL3_texOff(vec2(0,1)); +res += mat4(0.0263315960764885,-0.3030783832073212,0.5731752514839172,0.0163164157420397,0.0994879081845284,0.0459609739482403,0.0356153398752213,0.3358831703662872,-0.2208869010210037,0.3033982813358307,0.0253771729767323,-0.3519003093242645,-0.0202707070857286,-0.1821469962596893,-0.3992060422897339,0.0346953496336937) * MODEL4_texOff(vec2(0,1)); +res += mat4(0.3334394693374634,-0.1968406885862350,0.1701373010873795,0.1021427288651466,-0.0147269601002336,0.0701922625303268,0.0501354150474072,-0.0238048546016216,-0.0242276247590780,-0.3706024587154388,0.0057721352204680,0.0673455297946930,0.1210014969110489,0.2068747729063034,-0.0184159558266401,-0.1844947785139084) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.0711980611085892,-0.1646527200937271,-0.0348984114825726,0.0458331070840359,-0.0592295564711094,0.0429804362356663,0.0633668527007103,-0.0887297615408897,0.0591199062764645,0.2785882353782654,0.1546631008386612,0.0576921850442886,0.1357407271862030,0.0261168684810400,-0.2746448218822479,0.0076845628209412) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.2072208076715469,0.1141251027584076,0.0491079241037369,-0.0414020381867886,0.2520525753498077,-0.0095078833401203,0.0605663172900677,-0.0657160580158234,0.2095283269882202,0.1218301057815552,-0.0085758138448000,-0.0047799674794078,0.0383018031716347,-0.1704875975847244,-0.0236699488013983,-0.0657273232936859) * MODEL3_texOff(vec2(1,-1)); +res += mat4(-0.0391417890787125,-0.0950736999511719,-0.0867062881588936,-0.1508761197328568,-0.0721105113625526,0.3227547705173492,0.1170788034796715,0.1071276441216469,0.3144429326057434,0.1505455076694489,0.2037825584411621,0.2058983594179153,0.2463132888078690,0.0262015853077173,0.1655953228473663,0.0284772794693708) * MODEL4_texOff(vec2(1,-1)); +res += mat4(-0.2142096757888794,-0.3336849510669708,0.1100151464343071,0.1912226378917694,-0.0637261494994164,-0.0036669168621302,-0.0317040383815765,0.0309900958091021,0.0629468336701393,-0.0138057358562946,0.0198006369173527,0.0468734242022038,-0.1184963062405586,0.2932909131050110,0.1430784016847610,-0.2738595008850098) * MODEL1_texOff(vec2(1,0)); +res += mat4(0.0263565480709076,-0.2182097584009171,0.0248852483928204,0.0806952863931656,0.0411778949201107,0.0462260097265244,0.2508244514465332,-0.2604519128799438,0.1782611757516861,-0.0552900508046150,-0.0188052784651518,0.1505897045135498,0.1071805506944656,0.1933152079582214,0.0772838443517685,-0.3518147766590118) * MODEL2_texOff(vec2(1,0)); +res += mat4(-0.3039082586765289,0.2085517495870590,0.1073516756296158,0.0792794078588486,0.0139703052118421,0.1793562620878220,-0.0779549032449722,-0.4413506090641022,-0.0154337212443352,0.1998108625411987,-0.1112744733691216,-0.0729703530669212,0.0364848375320435,-0.1272945255041122,0.2254590988159180,-0.2005347013473511) * MODEL3_texOff(vec2(1,0)); +res += mat4(-0.0273634362965822,0.2264695465564728,0.1658903509378433,0.2102769166231155,-0.1478670835494995,0.2959378957748413,-0.1816536337137222,0.2262745201587677,-0.0842936486005783,0.2780936658382416,-0.1769950538873672,-0.1050595194101334,0.0085508283227682,0.2996675074100494,0.1085069105029106,0.0264055654406548) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.0275089219212532,-0.0199142079800367,-0.1471563428640366,0.0359929502010345,-0.0232283771038055,-0.2136822640895844,0.3263385593891144,-0.0078923916444182,-0.0089772054925561,-0.2155348360538483,0.0575222708284855,-0.0584659241139889,-0.1102655529975891,0.0794615447521210,0.0324593000113964,-0.0505253821611404) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.0989244282245636,-0.1169452443718910,-0.0588202178478241,0.2295041233301163,-0.0500692725181580,0.1185398548841476,0.2176976650953293,-0.0961228460073471,-0.3480427563190460,0.3826696872711182,-0.2737647891044617,0.3211134970188141,-0.0960477218031883,-0.2945753335952759,-0.1037626191973686,-0.1685638427734375) * MODEL2_texOff(vec2(1,1)); +res += mat4(-0.0226573441177607,0.2182911187410355,0.0424330383539200,-0.0281616933643818,-0.0349009595811367,-0.1639105528593063,0.2685182988643646,-0.2577687799930573,-0.2169789373874664,-0.0619792789220810,-0.0216093808412552,-0.0641317814588547,0.0200322512537241,0.0781936794519424,0.1579122543334961,-0.0302272662520409) * MODEL3_texOff(vec2(1,1)); +res += mat4(-0.0130745423957705,-0.0074001727625728,-0.4127369225025177,-0.1832849383354187,-0.0191794950515032,-0.1459515541791916,0.0506785213947296,-0.0798520520329475,-0.1798611879348755,0.0208102259784937,-0.0432562939822674,0.0866297408938408,-0.1733963042497635,0.3829587697982788,-0.1485795825719833,0.0457934252917767) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.2022365331649780,0.0257512368261814,0.0406768731772900,0.2374598830938339) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 3_4 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!SAVE MODEL24 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.1615822762250900,-0.3181393742561340,-0.1999485045671463,-0.3559705018997192); +res += mat4(-0.1974588930606842,-0.0361125282943249,0.0272251442074776,0.3330465853214264,0.1987139582633972,0.2116202712059021,0.0364080779254436,0.0950169339776039,-0.0183155369013548,0.1389241069555283,0.0915704816579819,0.0289167705923319,-0.1128599345684052,-0.0840830653905869,0.0487023331224918,-0.0443631745874882) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(0.0031848836224526,0.1297396570444107,-0.0644683688879013,0.0848719477653503,0.3124601542949677,0.4512622654438019,0.0452612601220608,0.1563718467950821,0.0617647059261799,0.0545460805296898,-0.0145732900127769,-0.1544342786073685,0.3531651198863983,-0.0244909264147282,-0.0518489591777325,0.0819958001375198) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(0.3703565895557404,0.3106299340724945,-0.0596154928207397,-0.0143657997250557,-0.1106218844652176,-0.2220201492309570,-0.0493395030498505,-0.0209231022745371,-0.0452506951987743,-0.0562542080879211,0.0413091406226158,0.1060889288783073,-0.1341663300991058,-0.2745214104652405,0.0044015492312610,0.1632619202136993) * MODEL3_texOff(vec2(-1,-1)); +res += mat4(-0.0422523096203804,-0.1062318906188011,-0.0942376032471657,0.0562276653945446,0.2332727015018463,-0.0921145454049110,0.1994942575693130,-0.0289016347378492,-0.3205979466438293,-0.0989910215139389,-0.0473002642393112,-0.0369105041027069,0.1293666362762451,-0.3146778047084808,-0.0866488367319107,-0.0980222001671791) * MODEL4_texOff(vec2(-1,-1)); +res += mat4(-0.0427063852548599,-0.1648644804954529,0.0379024669528008,-0.0208045244216919,-0.1719881892204285,0.3812213838100433,0.1619504541158676,0.0470844097435474,0.1719943434000015,-0.2370854169130325,0.0481606535613537,0.0425046421587467,0.0846692100167274,-0.1100198403000832,-0.2590966522693634,0.0026085490826517) * MODEL1_texOff(vec2(-1,0)); +res += mat4(-0.2735429108142853,0.1730803400278091,0.3100599348545074,0.0985910445451736,0.1110698357224464,0.6594412326812744,0.7377954721450806,-0.2639446258544922,-0.0634758099913597,-0.1699009984731674,-0.1212719082832336,0.0028376460541040,-0.1164819374680519,-1.0320463180541992,-0.0450741462409496,-0.1320651471614838) * MODEL2_texOff(vec2(-1,0)); +res += mat4(-0.0713348165154457,0.2158897370100021,0.0068049891851842,0.2112420648336411,0.1104797795414925,-0.1926867812871933,-0.2347638309001923,-0.0045262179337442,-0.1009434685111046,-0.0155510986223817,0.1563263982534409,0.0713946446776390,0.0621294677257538,-0.6294711828231812,0.1566622406244278,-0.0091994525864720) * MODEL3_texOff(vec2(-1,0)); +res += mat4(-0.3112075030803680,-0.6678212881088257,-0.2279316931962967,0.0975699722766876,0.0887780785560608,-0.6464394330978394,0.4730529189109802,-0.1636635661125183,0.3923094570636749,-0.2109929919242859,-0.0590078011155128,0.1201331168413162,0.0747839882969856,-0.6923506855964661,-0.1845218688249588,-0.6314243078231812) * MODEL4_texOff(vec2(-1,0)); +res += mat4(0.1466641724109650,-0.0201342832297087,0.0536496415734291,-0.1008828654885292,-0.0157332532107830,0.1040282845497131,-0.1103689000010490,0.0703886225819588,0.0615994036197662,0.1226205825805664,0.0363954119384289,0.0492972880601883,-0.0888964235782623,-0.4082735776901245,-0.0756086632609367,0.0448960103094578) * MODEL1_texOff(vec2(-1,1)); +res += mat4(0.0087998807430267,-0.1445795148611069,0.1685708165168762,-0.2043169140815735,0.0506292805075645,0.1092414259910583,-0.0573321618139744,0.2661716639995575,0.2547429502010345,0.5587040781974792,0.5166037082672119,-0.2281772345304489,0.5585767030715942,-0.3029598295688629,0.0948151722550392,-0.2011469453573227) * MODEL2_texOff(vec2(-1,1)); +res += mat4(0.0988581106066704,-0.0050347773358226,0.0214924830943346,0.0934388861060143,-0.0946071669459343,0.0599846467375755,-0.1351220011711121,0.1020606458187103,-0.2519436478614807,-0.0515622273087502,0.0842102542519569,0.0880617350339890,0.0549225658178329,-0.0714932754635811,0.0816045850515366,0.0435110107064247) * MODEL3_texOff(vec2(-1,1)); +res += mat4(-0.0891644656658173,0.2382436543703079,-0.0550603754818439,-0.1067416295409203,0.1685477197170258,0.0988656878471375,0.1751660406589508,0.1592041403055191,-0.0025217381771654,-0.0715155899524689,-0.1038656681776047,0.0117675382643938,-0.0858341678977013,0.1848066747188568,0.0730907768011093,0.1294896751642227) * MODEL4_texOff(vec2(-1,1)); +res += mat4(0.1480890065431595,0.1093944683670998,0.0273557640612125,0.0978048443794250,-0.1570419818162918,-0.0844203978776932,-0.1055161878466606,0.0666613504290581,0.0353829339146614,0.1729962825775146,0.1570480465888977,0.1071970239281654,0.0467069819569588,-0.0041125947609544,-0.1477214992046356,-0.0558170601725578) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.0766604617238045,-0.0088386107236147,-0.1634499430656433,0.0254724863916636,-0.1766208857297897,0.1404360383749008,0.1722287982702255,0.0101510491222143,-0.1669355183839798,0.0280846152454615,-0.0156840607523918,-0.0646581575274467,0.5041709542274475,0.1393980532884598,-0.0197534523904324,0.0634621903300285) * MODEL2_texOff(vec2(0,-1)); +res += mat4(-0.1562757045030594,-0.1491460204124451,-0.1293769925832748,-0.0993995070457458,0.0518447905778885,-0.0883174687623978,-0.3151679337024689,0.0233054235577583,0.0155591340735555,0.2825752496719360,0.0820059627294540,0.1270603984594345,0.1299761980772018,-0.3897947967052460,-0.0983077734708786,0.1207662671804428) * MODEL3_texOff(vec2(0,-1)); +res += mat4(0.0201731696724892,0.5210286974906921,-0.0586822256445885,-0.0883760228753090,-0.0129213891923428,0.5142046809196472,0.1718618422746658,0.2975693345069885,-0.3396313786506653,0.1059687063097954,0.0777886360883713,-0.0071464977227151,0.1728369146585464,0.3824301362037659,-0.0833638533949852,-0.2928820848464966) * MODEL4_texOff(vec2(0,-1)); +res += mat4(0.0064954073168337,0.1674818545579910,0.0887469202280045,-0.7010315060615540,0.3658912777900696,-0.4067452549934387,0.4187158048152924,0.3783641755580902,0.1789065748453140,0.1189458966255188,0.0024689293932170,-0.0299046002328396,-0.2898829281330109,0.4775104820728302,0.1953880339860916,0.0813034474849701) * MODEL1_texOff(vec2(0,0)); +res += mat4(-0.0485714860260487,-0.5938887000083923,0.4764872193336487,0.1407720744609833,0.0093602379783988,0.1419454663991928,-0.4671202898025513,0.1723480522632599,-0.7166591882705688,0.4574638009071350,-0.0326357334852219,-0.0583588704466820,-0.0941323116421700,0.4582560956478119,0.1340586692094803,-0.3326202929019928) * MODEL2_texOff(vec2(0,0)); +res += mat4(-0.0684696584939957,-0.0358825363218784,-0.2395974695682526,0.0954800844192505,0.1807143390178680,0.4913621544837952,-0.0526139996945858,-0.6320487856864929,-0.0204235855489969,0.1250404417514801,0.2128109931945801,-0.0169341322034597,0.0350728556513786,-0.0781793445348740,0.0091825509443879,0.0751496478915215) * MODEL3_texOff(vec2(0,0)); +res += mat4(-0.4747851788997650,0.3133098781108856,-0.3814404308795929,0.1067867875099182,0.1430086493492126,0.1043839082121849,0.2127566039562225,-0.4224065542221069,0.0955729708075523,-0.3406157791614532,0.1246647760272026,0.1407596766948700,-0.2837055027484894,0.7860319614410400,-0.2027616798877716,-0.4297810494899750) * MODEL4_texOff(vec2(0,0)); +res += mat4(0.0459526479244232,0.2253930121660233,-0.1006621196866035,-0.3292084634304047,0.0446605868637562,-0.2177486866712570,-0.0548334866762161,-0.2977205514907837,0.1104483753442764,0.0816389992833138,0.1431364119052887,0.0702833682298660,-0.2710016071796417,-0.1197729110717773,-0.0982481837272644,0.2712083756923676) * MODEL1_texOff(vec2(0,1)); +res += mat4(-0.2157401442527771,-0.0775162652134895,0.4440428316593170,-0.6906740069389343,0.2072909325361252,-0.0245185904204845,-0.0075218183919787,-0.2698760926723480,-0.1381023973226547,-0.5785195231437683,0.6836381554603577,-0.2779017984867096,0.1575073450803757,-0.0533783882856369,0.1232813969254494,0.3853336870670319) * MODEL2_texOff(vec2(0,1)); +res += mat4(0.2543635964393616,-0.1031905189156532,-0.1863321214914322,0.1541504561901093,0.0573079325258732,-0.0309962946921587,-0.0597893632948399,0.1371916234493256,-0.1392024308443069,-0.1404805779457092,-0.0184998251497746,-0.3532753884792328,0.1169531121850014,-0.1732151508331299,0.1489966958761215,-0.3539541065692902) * MODEL3_texOff(vec2(0,1)); +res += mat4(-0.1335048824548721,-0.0026021120138466,-0.2061898857355118,-0.0614206343889236,0.1404600590467453,-0.0945246815681458,0.0452495291829109,0.1688058525323868,-0.0646559670567513,0.4283471107482910,0.1381076723337173,-0.1573742926120758,0.1510650962591171,0.1086952090263367,0.1548220962285995,0.0828442424535751) * MODEL4_texOff(vec2(0,1)); +res += mat4(-0.0242201369255781,0.0997985452413559,-0.1483216881752014,0.1901189386844635,-0.0716479793190956,0.1051960438489914,-0.0346695780754089,0.0622938871383667,0.1448462009429932,0.1205437332391739,0.0731006562709808,0.0288040526211262,-0.0466316454112530,-0.2884612679481506,0.0575182922184467,0.1197100803256035) * MODEL1_texOff(vec2(1,-1)); +res += mat4(0.0110533563420177,0.1390976607799530,-0.0671180188655853,0.0268602054566145,0.0147142149507999,-0.1020987257361412,0.0262565556913614,0.0969162508845329,-0.0498718880116940,-0.1287681758403778,0.0755067318677902,0.0858733430504799,0.1504770666360855,-0.1764158755540848,0.0081835035234690,0.0668434947729111) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.0589775331318378,0.1392201185226440,-0.0361892916262150,-0.2372763007879257,0.1082609817385674,0.0466561466455460,0.0278300307691097,0.0998477637767792,0.0669115632772446,-0.2091742604970932,0.1381004750728607,0.0766300112009048,0.1446924954652786,0.1631669253110886,-0.0644430965185165,0.0767935365438461) * MODEL3_texOff(vec2(1,-1)); +res += mat4(0.0524473711848259,-0.1524970829486847,0.1444454789161682,-0.1205128729343414,0.0662038400769234,0.1602598577737808,0.0945349857211113,0.2149742394685745,-0.0533903911709785,0.3189899027347565,-0.1177339255809784,0.0019386430503801,0.1200195476412773,-0.2956101298332214,0.1650701165199280,0.0415289178490639) * MODEL4_texOff(vec2(1,-1)); +res += mat4(-0.0486291609704494,0.3953767120838165,-0.1255990713834763,-0.3293313086032867,0.1416009515523911,0.1239224448800087,0.2408447265625000,0.2534500956535339,0.1353967189788818,0.0096069956198335,0.0511887893080711,-0.1374846547842026,-0.2171303778886795,-0.0621167272329330,0.0551748014986515,-0.1582599282264709) * MODEL1_texOff(vec2(1,0)); +res += mat4(-0.1558980643749237,0.2135347872972488,-0.0382786728441715,0.0563892051577568,0.2865737378597260,-0.2930139899253845,0.1893816143274307,0.0373828299343586,0.1701010316610336,-0.1615521311759949,-0.0457543432712555,0.0079989656805992,0.4211249053478241,-0.2294072806835175,0.0191718637943268,-0.2165979892015457) * MODEL2_texOff(vec2(1,0)); +res += mat4(-0.0352835580706596,0.0126804132014513,0.1060079634189606,0.0810654908418655,0.0728891044855118,-0.0235399026423693,0.0480183027684689,-0.5944545269012451,0.0423041731119156,0.0811937302350998,0.1780243217945099,-0.3017739951610565,0.0543744824826717,0.0653476417064667,0.0503508001565933,0.0260920189321041) * MODEL3_texOff(vec2(1,0)); +res += mat4(-0.4671322107315063,-0.0928015857934952,0.2024582177400589,-0.2208473086357117,0.2275488525629044,0.1748902946710587,0.1170512139797211,-0.2093700170516968,-0.1567525714635849,0.7000426650047302,0.1178150996565819,0.0175986383110285,0.0477720387279987,-0.6606707572937012,0.2863810062408447,-0.3851889967918396) * MODEL4_texOff(vec2(1,0)); +res += mat4(0.2252556532621384,-0.2217492759227753,-0.0934017598628998,-0.0658233538269997,0.0241077225655317,-0.1290224492549896,0.0603329613804817,-0.0828618034720421,0.1114495173096657,0.0259773936122656,0.1097635626792908,0.0774067267775536,0.0278273224830627,-0.0860898271203041,-0.0221626814454794,-0.1882199347019196) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.1687875241041183,0.0478606447577477,-0.0516307912766933,-0.3704669475555420,0.1190483495593071,-0.1301420480012894,0.1876411139965057,0.0759634152054787,-0.0653661862015724,-0.0197278223931789,0.1632201224565506,0.1205626502633095,0.1190266013145447,0.2711841762065887,0.0045819743536413,-0.3520955741405487) * MODEL2_texOff(vec2(1,1)); +res += mat4(0.0539962351322174,-0.0687875524163246,0.0390589311718941,0.3079180121421814,-0.1250923424959183,-0.1496006846427917,0.0689963996410370,0.1750945746898651,-0.1237833872437477,0.2568069696426392,-0.0401086509227753,-0.6318426728248596,0.2254602909088135,0.1945572644472122,0.1131982803344727,0.2567225992679596) * MODEL3_texOff(vec2(1,1)); +res += mat4(-0.2952269017696381,-0.0350491218268871,-0.0263390596956015,0.0551356598734856,0.1985633224248886,-0.1453243643045425,0.0687370896339417,0.2197585701942444,-0.2182653546333313,0.2905139923095703,-0.0267444811761379,-0.2130593657493591,0.0779621079564095,-0.1403796523809433,0.2053179889917374,0.3907326459884644) * MODEL4_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.1542360335588455,0.1412342339754105,0.2793002426624298,-0.0122240018099546) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 4_1 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.4017260372638702,-0.2961334884166718,-0.1361677497625351,-0.0893436446785927); +res += mat4(0.2097381800413132,0.0455209799110889,0.0259832218289375,-0.0885811075568199,-0.0067618829198182,-0.0790565013885498,-0.1110692024230957,-0.0180842950940132,0.0158209800720215,-0.0187969636172056,-0.0204427260905504,-0.2228807806968689,-0.0711185410618782,-0.0127975698560476,0.0209482349455357,0.0492094419896603) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.0825126916170120,0.0142949596047401,0.0014128192560747,0.1430399119853973,-0.1104710847139359,0.0465638190507889,-0.0133922407403588,-0.1491267383098602,-0.0963994413614273,-0.0794140994548798,-0.0114508774131536,0.2101793587207794,0.0521571338176727,0.0200386326760054,0.0641321614384651,-0.0391873233020306) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.1520352214574814,0.0362231470644474,-0.1735580861568451,-0.0480187125504017,0.0255993194878101,0.0021788808517158,0.0240470990538597,-0.0222435146570206,0.0286579951643944,0.0400702878832817,0.0619828291237354,0.1402423828840256,-0.0478758364915848,-0.0099906520918012,-0.0750462785363197,-0.0264946576207876) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.0258351694792509,0.0523434728384018,-0.0001439041661797,-0.4302446544170380,0.2808142602443695,0.0586529597640038,0.0233658440411091,0.0250332076102495,-0.1439442187547684,0.0323054641485214,0.0306089632213116,-0.0787173062562943,0.2927255332469940,-0.0432015433907509,0.1597368568181992,0.0631633177399635) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(-0.0406202860176563,0.0948056876659393,-0.0016681901179254,0.0702174976468086,0.1148841306567192,-0.1661987155675888,0.0636739060282707,-0.0837402492761612,0.1120814383029938,-0.0271764490753412,-0.0322991609573364,-0.1166550219058990,-0.1365866363048553,-0.0204168818891048,-0.0006664992542937,-0.0552206113934517) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.2642927765846252,0.0292292218655348,-0.0285296738147736,-0.0599881522357464,-0.0689995810389519,-0.1233489960432053,-0.1328419595956802,-0.2746882438659668,-0.2931686937808990,0.1162078306078911,-0.0205998104065657,-0.2093065381050110,0.4624252617359161,0.1201894655823708,0.1537899672985077,-0.1396795362234116) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0468857064843178,0.0680844113230705,-0.0621197260916233,-0.1120299324393272,0.2493423074483871,-0.0360720269382000,0.1085719913244247,0.0258240625262260,0.0603066310286522,-0.0100611504167318,0.0094873001798987,0.0243063438683748,-0.0421180427074432,0.0433366373181343,-0.0360187962651253,-0.0118739269673824) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.0021250096615404,0.0066482825204730,0.0012090024538338,-0.0424312166869640,-0.2473762929439545,0.0487834848463535,-0.0168533548712730,-0.0338227190077305,0.1850264370441437,0.1778176277875900,0.0584322102367878,-0.0196400973945856,0.0880245119333267,-0.0483354441821575,-0.0032457294873893,0.3941470980644226) * MODEL24_texOff(vec2(-1,0)); +res += mat4(0.1407747119665146,0.0285373218357563,-0.0326111093163490,-0.0126952938735485,-0.0986694246530533,-0.1084323599934578,0.2191060334444046,0.0870947688817978,-0.4361937344074249,-0.0923902466893196,-0.0366748645901680,-0.0339165031909943,-0.3207955658435822,0.0006921324529685,0.0325197428464890,-0.0059981741942465) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.0493194982409477,0.0047612232156098,-0.0501776710152626,0.0761292353272438,0.0440238378942013,-0.0962646976113319,-0.0159055087715387,-0.0891461148858070,-0.0807150751352310,0.1511806398630142,-0.0009086466743611,0.0526818148791790,0.0227832496166229,0.0163672640919685,0.1001215651631355,-0.0190013367682695) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.1284213811159134,0.0020348706748337,-0.0224223677068949,0.0618590824306011,-0.0182180218398571,-0.1362143009901047,-0.0246695056557655,-0.0094380369409919,0.0524647533893585,0.0233174934983253,-0.0424746274948120,-0.0974605008959770,0.0615278035402298,-0.0220964886248112,-0.0383524969220161,-0.0995529666543007) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.0797834247350693,0.0756283625960350,-0.0404821448028088,-0.1541213095188141,0.2288120239973068,0.0381797179579735,-0.0554104149341583,-0.0191117413341999,0.1889799833297729,0.0610259659588337,-0.0413142666220665,-0.0681122764945030,-0.2335439771413803,0.0230415090918541,0.0580160096287727,-0.0376873239874840) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.1205652803182602,0.0567708238959312,0.0532078668475151,0.0023451852612197,0.0004279239219613,0.1615711599588394,0.0226642377674580,0.0061074844561517,0.0973163396120071,0.0454865433275700,0.0075657670386136,-0.0291110761463642,-0.2150427550077438,-0.0380354188382626,0.0195998251438141,0.0733001306653023) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.0121162114664912,0.0026517154183239,0.1457572430372238,0.1338728964328766,0.0548631958663464,-0.0518958866596222,0.1171092316508293,0.1558521389961243,-0.1996449083089828,0.0507291331887245,-0.0580380372703075,-0.0554652661085129,0.1130587980151176,-0.0673785731196404,0.0412916131317616,0.0101153869181871) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.0724401921033859,0.1120468005537987,-0.2719030678272247,-0.0212808307260275,0.2433746457099915,-0.0861721932888031,0.0562748312950134,-0.0693661868572235,-0.2198645323514938,-0.0902982130646706,0.0976229459047318,-0.0972380563616753,-0.1861834973096848,-0.0242842808365822,0.0934249460697174,-0.0893250033259392) * MODEL23_texOff(vec2(0,-1)); +res += mat4(0.1657098382711411,0.0126938382163644,-0.0438225679099560,-0.0742039903998375,0.2963215410709381,-0.0713309645652771,0.0827048197388649,0.0660631582140923,-0.1251822412014008,-0.0499160476028919,-0.2584874331951141,-0.1251225322484970,0.1618934273719788,-0.1064148470759392,0.1819295287132263,0.2171864509582520) * MODEL24_texOff(vec2(0,-1)); +res += mat4(0.1569976806640625,0.3101954758167267,0.0150568205863237,-0.0887403264641762,0.0229867883026600,0.4311129748821259,-0.1446330398321152,-0.1213236078619957,-0.0203808881342411,0.2042820155620575,-0.0433217436075211,-0.0179664622992277,-0.2846025526523590,-0.0990165472030640,0.0056579820811749,-0.0683584734797478) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.0853557437658310,-0.0774037018418312,-0.0415960364043713,-0.1887119114398956,-0.5862891077995300,0.0278921741992235,0.0256915763020515,-0.0210970006883144,0.2069407552480698,-0.1677509099245071,-0.0279460810124874,0.0731252431869507,0.5933819413185120,-0.1151936426758766,-0.0640015155076981,-0.0522294752299786) * MODEL22_texOff(vec2(0,0)); +res += mat4(-0.1260266751050949,-0.2648131549358368,-0.1370221376419067,0.2285791039466858,0.2001305967569351,0.1079795658588409,0.2466328740119934,0.0457031726837158,-0.0482302606105804,0.0922641381621361,0.1157679036259651,0.0874616578221321,-0.2405085563659668,0.2206059396266937,-0.1060627028346062,-0.1089278236031532) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.1133070364594460,0.0483875982463360,0.0714892596006393,-0.1741379052400589,-0.0075362133793533,-0.1605125516653061,-0.0356721058487892,-0.1034936383366585,-0.3046982884407043,-0.2816949784755707,0.1567458659410477,0.0703221932053566,-0.3049350976943970,0.0748891606926918,-0.3223647773265839,0.3255655467510223) * MODEL24_texOff(vec2(0,0)); +res += mat4(0.2866676747798920,0.0061847539618611,-0.0146162826567888,-0.0140134487301111,-0.0492958836257458,0.2509532868862152,0.2757189273834229,0.0991292446851730,-0.0792517438530922,0.2112044692039490,0.0271733049303293,0.0229198448359966,-0.1673509776592255,-0.1144836321473122,-0.0379185862839222,-0.1211301758885384) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.3355725407600403,0.0442647859454155,-0.0838595926761627,0.1079318448901176,-0.2963336408138275,0.0576937161386013,-0.1598837226629257,0.0096225263550878,0.1108556762337685,-0.0730845928192139,0.0671025812625885,-0.0082114962860942,0.2242141515016556,0.1097397506237030,0.0286945737898350,0.1402641087770462) * MODEL22_texOff(vec2(0,1)); +res += mat4(0.0355083383619785,0.0025727578904480,0.0215286500751972,0.0641032680869102,0.1199254021048546,0.2343555688858032,-0.1932496577501297,-0.0099069811403751,0.2384359985589981,-0.0141440071165562,-0.1757063120603561,-0.0082274377346039,-0.0970101431012154,-0.0258587580174208,-0.1223197653889656,-0.0665969997644424) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.5002747178077698,-0.1544622480869293,0.0256742816418409,0.1729249954223633,-0.0812580212950706,-0.0510701090097427,0.0390088669955730,0.0295602343976498,-0.1957711130380630,-0.1831477880477905,-0.0720937699079514,0.0142635153606534,-0.2937955260276794,0.0205176435410976,0.0880671143531799,-0.0333128981292248) * MODEL24_texOff(vec2(0,1)); +res += mat4(0.0517796464264393,-0.0542778223752975,0.0063309129327536,0.0192148517817259,-0.1953081041574478,-0.0495741665363312,-0.0320096313953400,0.0262839626520872,0.1965485662221909,0.0579232648015022,0.0040284935384989,0.0084932213649154,-0.0804616361856461,-0.0339209511876106,-0.0477394163608551,-0.0912244990468025) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.1388270705938339,-0.0794934481382370,-0.0060276612639427,0.0195973459631205,0.1203104034066200,-0.0191927794367075,0.0834798216819763,-0.0049274601042271,-0.2150519788265228,-0.0466494448482990,-0.1428831666707993,-0.0850805714726448,0.1603372097015381,0.0740652829408646,0.0193773657083511,-0.1526438742876053) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.3676199316978455,-0.0407186113297939,-0.0791402086615562,0.0401397943496704,-0.2821306586265564,0.1057764440774918,-0.0107554029673338,0.0340133756399155,-0.0502954721450806,0.1529730111360550,0.0264162663370371,-0.0219731032848358,-0.0581691265106201,0.0023856244515628,-0.0353333987295628,0.0176197551190853) * MODEL23_texOff(vec2(1,-1)); +res += mat4(-0.6594786643981934,-0.1180216446518898,-0.0536138117313385,-0.0736580863595009,0.3629510402679443,-0.0126025620847940,0.0704809352755547,0.0210348665714264,0.0380675010383129,0.1170240938663483,-0.0444464273750782,-0.0492949001491070,0.0362430326640606,0.0684820264577866,0.0186503622680902,0.0150468759238720) * MODEL24_texOff(vec2(1,-1)); +res += mat4(0.1482787728309631,-0.0365413613617420,0.0086090015247464,-0.0034506188239902,0.1712284833192825,-0.3256959319114685,-0.0199483390897512,-0.0377518758177757,-0.4051332771778107,-0.0191734265536070,-0.0113983657211065,0.0821225270628929,-0.4675072133541107,-0.2551299333572388,0.0303181782364845,-0.0401000455021858) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.3577684164047241,-0.1069141551852226,-0.0075849895365536,0.0423410274088383,-0.2249272912740707,0.1607808619737625,-0.0434508286416531,-0.0630646347999573,0.0467253662645817,-0.0850183889269829,0.0327854491770267,0.2028924971818924,0.4897454082965851,-0.0970613285899162,0.0489688776433468,-0.0030162953771651) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.0016830641543493,0.0805390849709511,-0.1892860084772110,-0.1161972433328629,-0.0632022395730019,0.1641979813575745,0.0994559228420258,-0.2015440464019775,0.0025371038354933,0.0016705504385754,0.0146092707291245,0.0851408392190933,-0.1325370669364929,0.0693494006991386,-0.0077681690454483,0.0221750363707542) * MODEL23_texOff(vec2(1,0)); +res += mat4(0.1509591937065125,0.0103544639423490,-0.0993898361921310,-0.1025217771530151,-0.3009583950042725,-0.0696848407387733,-0.0247161574661732,0.0697777643799782,-0.0050856992602348,-0.1217825189232826,0.0495748966932297,0.1007262021303177,-0.3699915111064911,0.0564243532717228,0.0082164555788040,0.0585284866392612) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.0351840443909168,-0.0647222995758057,-0.0100252823904157,-0.0335104949772358,-0.2296986281871796,-0.1618685126304626,0.0621194280683994,-0.0818901062011719,0.1464237421751022,0.0368709973990917,-0.0003796320233960,-0.0569860376417637,-0.2498854845762253,-0.1455738246440887,0.0041685332544148,-0.0121320234611630) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.2348484843969345,0.0012038116110489,-0.0960916578769684,0.1704002171754837,-0.2120207697153091,0.0348598435521126,-0.0052639539353549,0.0917042419314384,-0.7559375166893005,-0.2539097964763641,0.0407256148755550,-0.1221201717853546,0.3407650887966156,-0.1105026379227638,-0.0182420276105404,-0.0694810226559639) * MODEL22_texOff(vec2(1,1)); +res += mat4(-0.0135694928467274,-0.0555824525654316,-0.0049720159731805,-0.0731092318892479,-0.2569287121295929,0.2798099219799042,-0.0756197869777679,-0.0065567190758884,0.1923488527536392,-0.0026427132543176,-0.0308974441140890,0.0103814210742712,0.1518303751945496,0.0891486555337906,-0.0057648457586765,-0.0346083641052246) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.1657511144876480,0.0101053500548005,0.0973210036754608,-0.0716674402356148,0.2944849431514740,0.0328244790434837,-0.0530092269182205,-0.0151719739660621,0.1255925446748734,0.0991518944501877,0.0034502455964684,0.0031958257313818,-0.0669909268617630,0.0833601877093315,-0.0631546378135681,0.0264812838286161) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.0738428458571434,-0.0537280328571796,0.1541616767644882,0.0600824654102325) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 4_2 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-1.3576488494873047,-1.2308499813079834,-0.0150942681357265,-0.1689438074827194); +res += mat4(0.0002222305047326,0.2126581817865372,-0.4436426460742950,-0.0265662744641304,0.0120948767289519,0.2213644683361053,-0.1760943531990051,0.1429262906312943,-0.2877714037895203,-0.0088296765461564,-1.9501984119415283,0.0885886475443840,-0.1727663576602936,-0.1734728217124939,-1.9370113611221313,-0.0425419993698597) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.0526014566421509,0.0003678515495267,0.2852052450180054,-0.0790593400597572,-0.3033583164215088,-0.1894276589155197,-1.5888235569000244,-0.0376820005476475,0.0662743598222733,-0.4705247879028320,-0.8843554258346558,0.0803821012377739,0.1606564372777939,-0.1361556947231293,0.0592208355665207,0.0616206489503384) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.0321790128946304,0.2487015426158905,-0.3988892734050751,0.0128471786156297,-0.0173364486545324,-0.1853401660919189,-0.2320190221071243,-0.0286743044853210,-0.0776202753186226,0.0980081930756569,0.0480991043150425,0.0124340718612075,-0.0705425217747688,0.0209217481315136,-0.5196899771690369,-0.0973696857690811) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(-0.0016310828505084,-0.1694957464933395,-3.7118730545043945,-0.0495798103511333,-0.0887507721781731,-0.1900598108768463,0.1969994455575943,-0.1086452603340149,-0.0323995985090733,-0.1345285028219223,0.1391065418720245,0.0422845482826233,0.5854858160018921,-0.8024836182594299,-1.3573205471038818,0.1715474575757980) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(-0.5026074051856995,0.9941442608833313,-0.1181278079748154,-0.1071377545595169,-0.3640037477016449,0.1423653513193130,0.1483183354139328,0.1491519063711166,0.4714116454124451,-0.6614524722099304,0.0689334198832512,0.4130813181400299,-0.2428199052810669,-0.5482697486877441,-0.0643231868743896,0.0820593982934952) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.3884255290031433,0.0864198803901672,0.0709599480032921,-0.0727549865841866,-0.0210617538541555,-0.5082446336746216,0.0696677193045616,-0.0653665512800217,-0.3965116739273071,-0.5612360239028931,-0.0430528111755848,-0.1742940098047256,-0.0391180962324142,0.0120964674279094,0.0278037898242474,-0.1474379450082779) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0801782086491585,-0.3312005102634430,-0.0722291469573975,0.1868390589952469,-0.1296129226684570,-0.0983095318078995,0.1288020163774490,0.0442728921771049,-0.1188574805855751,-0.2784206569194794,0.0334004350006580,0.0193342156708241,-0.2584644556045532,0.2669636309146881,-0.0028693764470518,-0.1062500998377800) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.0388953760266304,0.0024954907130450,-0.1337166726589203,-0.1613133698701859,0.1160835772752762,0.1638180911540985,-0.0579901784658432,0.0131390430033207,-0.2732858955860138,-0.3843875527381897,-0.0702876299619675,-0.1991503983736038,-0.6187487840652466,0.1528591811656952,0.0061654588207603,-0.2680108845233917) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.2792676091194153,0.0347407497465611,-0.0249916408210993,-0.0471252836287022,0.0655104964971542,0.2337010949850082,0.0092136999592185,0.0498593896627426,0.2532851994037628,-0.3329302668571472,0.0197737384587526,0.2485453784465790,-0.0320697724819183,-0.2859528362751007,-0.0262277740985155,-0.0102716153487563) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.1766127049922943,-0.2082416713237762,0.0884197950363159,0.0531922541558743,0.0156908091157675,0.0239643827080727,0.0414093174040318,0.0693400129675865,-0.0447647050023079,0.0395914763212204,0.0231642629951239,-0.0426138713955879,-0.1834529191255569,0.0084871575236320,-0.0274198353290558,-0.0644422397017479) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0741052180528641,0.0246290937066078,-0.0369153693318367,0.0561013817787170,0.1028454825282097,0.0061585321091115,-0.0537896417081356,-0.0337303876876831,-0.0662548840045929,-0.0498280376195908,0.0457142703235149,0.0811578556895256,-0.1037622764706612,-0.0888546183705330,-0.0436059087514877,-0.0936727076768875) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.2277279943227768,-0.1982262581586838,-0.0134356319904327,-0.2890455722808838,-0.0378793254494667,0.0101268338039517,-0.0035741112660617,-0.0955145284533501,-0.0813091322779655,-0.0232999380677938,0.0124657666310668,0.0689150840044022,0.0433216728270054,0.2974031269550323,0.0363154485821724,0.0258811712265015) * MODEL24_texOff(vec2(-1,1)); +res += mat4(-0.0491647906601429,0.0150416148826480,0.0893379226326942,0.1105656847357750,-0.1163008585572243,-0.1098743379116058,0.0009594966541044,-0.0562435500323772,0.0399161949753761,0.0971821621060371,0.0255073197185993,0.0342289730906487,-0.1388117969036102,-0.2983616590499878,-0.0290130954235792,-0.0430332459509373) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.1405151784420013,-0.1738028973340988,0.0729382410645485,0.0060116075910628,-0.1093452870845795,-0.3609048128128052,0.0800551176071167,-0.1479738205671310,-0.0661064237356186,0.0784058421850204,0.0276903901249170,-0.1308635324239731,-0.3087964355945587,0.2989252507686615,0.0413251183927059,0.0298706330358982) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.4313424229621887,-0.0101253967732191,-0.0788659304380417,0.1731674820184708,-0.0627171993255615,-0.0078195510432124,0.0234318710863590,-0.1402248293161392,-1.7050009965896606,-0.1074014008045197,0.0621128939092159,0.0886992216110229,0.1283528059720993,-0.0102964043617249,-0.0357159823179245,0.0694401115179062) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.2309935092926025,-0.3976728916168213,-0.1636141389608383,-0.0505089759826660,0.0542949028313160,-0.0111915767192841,0.0006312167388387,0.1045704483985901,-0.0083215739578009,0.0779492780566216,-0.1483388245105743,-0.1207443773746490,0.5473612546920776,-0.0428715869784355,0.0853060111403465,-0.3940364718437195) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.0491685457527637,-0.4690579175949097,0.0852821841835976,0.1396847814321518,0.3277880549430847,0.0143328038975596,0.1600318551063538,-0.0773719325661659,-2.0900523662567139,-0.8753762245178223,-0.0359358787536621,0.5931379199028015,-1.8106154203414917,-1.9298766851425171,-0.0305595826357603,-0.2771121561527252) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.5724825263023376,-0.3126274943351746,-0.1602590829133987,-0.1358845680952072,-0.3762953877449036,0.4733247160911560,-0.1556626856327057,-0.1226351782679558,0.3881927132606506,-0.7162722349166870,0.0828518494963646,-0.1600222438573837,0.3124102056026459,-0.2831121385097504,0.1034529954195023,0.1893790364265442) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.5791679620742798,0.4442782700061798,-0.0131130153313279,-0.0340854935348034,-0.5826350450515747,0.3008985519409180,0.1346484422683716,-0.0789088234305382,0.2625213563442230,-0.2921890914440155,-0.0083887400105596,-0.0039507765322924,-0.3452711403369904,-1.0642710924148560,0.1451635956764221,0.6255943775177002) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.5329001545906067,-0.2816036939620972,0.1381849050521851,0.1182930096983910,-0.5080990195274353,-0.4889704585075378,0.1049989685416222,0.3051874935626984,0.7868168354034424,-0.4957133829593658,-0.0782789364457130,0.1021046563982964,-1.4790620803833008,-0.4282301962375641,0.0350809842348099,0.1706625968217850) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.1630038321018219,-0.1386075019836426,-0.0036164813209325,0.1390982419252396,-0.0548254437744617,0.2364829033613205,-0.0585732832551003,0.0257268603891134,-0.4578105807304382,0.2689254581928253,-0.0008447229629382,0.1336311846971512,-0.2541263699531555,-0.9333946108818054,-0.0084364973008633,-0.1582275032997131) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0611987821757793,0.3971358239650726,0.0519041791558266,-0.2514325678348541,-0.4202302098274231,0.1293289810419083,0.0303316470235586,-0.1522188931703568,-0.3939264118671417,-0.8553654551506042,0.0072963964194059,0.0974675714969635,-0.2082433849573135,-0.0826819464564323,-0.0346855260431767,-0.0538582429289818) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.3731344044208527,-0.3428409397602081,-0.0580359585583210,0.0011560770217329,-0.4720404148101807,0.0411235652863979,-0.0730860307812691,-0.1378994882106781,-0.2114659398794174,-0.2510804831981659,0.0324120186269283,-0.0588292889297009,-0.0750492289662361,0.0516041405498981,0.0142624052241445,0.0762141942977905) * MODEL23_texOff(vec2(0,1)); +res += mat4(0.2003266066312790,-0.3097744882106781,-0.0497338101267815,0.1900421231985092,0.2505185008049011,0.2198565602302551,0.0431300476193428,0.0684944465756416,-0.5235838890075684,0.0500761978328228,0.0365656577050686,-0.0031358739361167,-0.2059436887502670,0.1846282482147217,0.0071397400461137,0.0693401098251343) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.0042014140635729,-0.0525740236043930,-0.0171905551105738,-0.0581245087087154,0.0485358685255051,-0.0782260224223137,-0.0030551524832845,-0.0716038197278976,-0.0489421710371971,-0.0497942827641964,0.0204748343676329,-0.0116019900888205,-0.1027395874261856,-0.2276215404272079,-0.0065505700185895,0.0101102003827691) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.0748871713876724,-0.1956935524940491,0.0010277481051162,-0.0725164115428925,-0.1371487826108932,-0.2153946757316589,0.0289711598306894,0.0479902103543282,-0.3926549851894379,-0.3859789967536926,-0.0123246852308512,0.0445899255573750,-0.0373382009565830,-0.0602863170206547,-0.0710507780313492,-0.0711589530110359) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.0720328018069267,0.2373535484075546,-0.0241738017648458,-0.0539755597710609,-0.0287363287061453,0.1945647597312927,-0.0113422973081470,0.2388608008623123,0.1582005470991135,0.4138346910476685,-0.0016715164529160,0.0711019933223724,-0.1226481050252914,-0.0764425471425056,-0.0585050545632839,-0.0245702769607306) * MODEL23_texOff(vec2(1,-1)); +res += mat4(-0.2826507687568665,-0.1364578604698181,-0.0561215952038765,-0.0743082463741302,-0.2760685682296753,-0.0331254787743092,0.0283021926879883,0.1009528338909149,0.0032031354494393,0.0542680397629738,-0.0284216683357954,-0.0048767263069749,-0.3685995340347290,-0.1592012792825699,0.0067512779496610,0.1387375891208649) * MODEL24_texOff(vec2(1,-1)); +res += mat4(0.0073975622653961,0.2009483426809311,-0.0117812231183052,-0.0740807130932808,-0.2477743327617645,-0.3778422772884369,0.0459524206817150,-0.0773427635431290,0.1540841013193130,0.3211053013801575,-0.0188168492168188,-0.0615393407642841,0.0032952076289803,-0.2650936841964722,-0.0279312487691641,-0.1892956048250198) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0320254303514957,0.0943216234445572,-0.0224026683717966,-0.1085841134190559,-0.8607506155967712,-0.9446119070053101,0.0583956837654114,0.0846797972917557,-0.3580646812915802,-0.1429646909236908,0.0066589307971299,0.0307449307292700,0.3498374819755554,0.0596029423177242,-0.0778255090117455,-0.2372472286224365) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.3538910746574402,-0.5438384413719177,0.0300271715968847,0.0259353835135698,-0.0217854585498571,0.1497974097728729,0.0079162567853928,0.1637305915355682,-0.1231346353888512,-0.0285450499504805,-0.0020361966453493,0.0748025998473167,-0.1468269675970078,0.0726128518581390,0.0329792387783527,-0.0343051739037037) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.3467789888381958,-0.6177062988281250,-0.0004547669668682,-0.0695421993732452,0.0771730020642281,0.4323795735836029,-0.0108288945630193,-0.2320528030395508,-0.3504230678081512,-0.2344139665365219,-0.0060447426512837,0.0424748435616493,-0.3702187836170197,-0.1867645382881165,0.0227929949760437,-0.0589118450880051) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.1212871819734573,-0.0925505831837654,-0.0210698843002319,-0.1102557256817818,0.0964596942067146,-0.1762590408325195,-0.0260235387831926,-0.0322984941303730,-0.2268410772085190,-0.1099716052412987,0.0028596802148968,-0.0435424409806728,0.0338655002415180,-0.0084998104721308,0.0110553447157145,-0.0637936368584633) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.3963612020015717,-0.7054618597030640,0.0888577476143837,0.0486618503928185,-0.2505936920642853,-0.0695356801152229,0.0166353881359100,0.0361196286976337,0.1280656009912491,0.1052540093660355,-0.0460976138710976,-0.4243462979793549,-0.1481497287750244,-0.3150199055671692,-0.0155357057228684,-0.0100513044744730) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.0335134156048298,-0.0727859139442444,-0.0133455023169518,0.0521334595978260,-0.1833966523408890,0.1802965402603149,0.0792936831712723,0.4655365049839020,0.1774647384881973,0.1161453500390053,0.0228213164955378,0.0274636540561914,0.0343310683965683,-0.0128710521385074,-0.0213328227400780,-0.0579575076699257) * MODEL23_texOff(vec2(1,1)); +res += mat4(0.0513603501021862,0.0107538942247629,-0.0082096224650741,-0.0443236157298088,0.1392785608768463,0.3404515385627747,0.0024068458005786,0.0242234971374273,0.1059209108352661,0.1276680678129196,0.0005027093575336,0.0201072059571743,-0.1857346147298813,-0.1753924787044525,-0.0199812017381191,-0.0288379266858101) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.0588584952056408,0.0545518882572651,0.0072807688266039,0.1775767654180527) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 4_3 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.1500374227762222,-0.5942718982696533,-0.2223509401082993,-0.7379623055458069); +res += mat4(0.0377564951777458,-0.0878159105777740,-0.0640691071748734,-0.1205077320337296,0.0063348636031151,-0.0615546405315399,0.0725330412387848,0.0315341800451279,0.0305612366646528,-0.1050232648849487,0.0199433136731386,-0.0293507445603609,0.0054702782072127,-0.1033336594700813,-0.0246256664395332,-0.0293234679847956) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.0960297584533691,0.0489416979253292,0.0456786714494228,-0.0304410420358181,-0.0264467485249043,-0.1808978915214539,0.0002239939494757,0.0978726968169212,0.0576720982789993,0.0627044662833214,0.1644076406955719,-0.1149405092000961,-0.0502514913678169,0.0530369617044926,-0.0983912944793701,-0.0911485180258751) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.0192345343530178,0.0737345293164253,-0.0694067627191544,-0.1192083954811096,-0.0153750851750374,-0.0094519695267081,0.0430041737854481,-0.0007860237383284,0.0574510805308819,-0.0099295461550355,-0.0037663441617042,-0.0417793281376362,-0.0447106771171093,0.0573733784258366,-0.0056610680185258,-0.1495522707700729) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(0.0020685896743089,-0.1271421909332275,-0.0915819332003593,-0.1303324252367020,-0.0046015819534659,-0.0537667907774448,-0.0757439434528351,-0.1034274026751518,-0.0360045954585075,0.1330265849828720,-0.1028348729014397,0.0029844422824681,-0.1337770670652390,0.0038527846336365,0.1660691797733307,-0.1233417540788651) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(0.1424528658390045,-0.3160114586353302,0.1415333896875381,0.3533829748630524,-0.0286452919244766,-0.3519482910633087,-0.0720888450741768,0.0498850271105766,-0.0992853417992592,-0.1978190243244171,0.1384896934032440,-0.9744571447372437,-0.0627422258257866,0.0621821247041225,-0.0077503439970315,-0.6523983478546143) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.1006538048386574,0.2699738442897797,-0.0071857841685414,0.1695696413516998,0.0032719045411795,-0.6151775121688843,0.0345238298177719,-0.2692067325115204,0.0156748909503222,0.0570620149374008,-0.1344172209501266,-0.1108755916357040,0.0470011979341507,0.1119287982583046,0.0036730696447194,0.0595798902213573) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0951662063598633,-0.1915390044450760,0.0358977876603603,-0.0575600825250149,0.0578359439969063,-0.1603155881166458,-0.0611245594918728,-0.0717436149716377,-0.0712571591138840,-0.0973955020308495,-0.0607430003583431,-0.2901412248611450,-0.0458060204982758,-0.0617536008358002,0.0254287105053663,0.1835725605487823) * MODEL23_texOff(vec2(-1,0)); +res += mat4(0.0369277596473694,0.1574100255966187,-0.1701986193656921,-0.0723235905170441,-0.0370706990361214,0.0901095569133759,0.0174682717770338,0.1185340285301208,-0.0318144150078297,0.1076717376708984,0.0036862681154162,0.2513314783573151,-0.0918712839484215,0.0061007686890662,-0.0271367914974689,0.0996778458356857) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.2165136039257050,-0.1521220058202744,0.0699792578816414,-0.3011166453361511,0.0376400910317898,0.0138800414279103,-0.0751532092690468,0.2856407761573792,-0.0486437380313873,-0.4256193339824677,-0.0754015594720840,0.1991343349218369,0.0650824233889580,0.0828495621681213,-0.0835029110312462,-0.0316090695559978) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.0260196980088949,-0.1864022314548492,-0.0310866907238960,-0.0623466856777668,-0.0642979294061661,-0.1373288780450821,-0.0159831158816814,-0.0124002248048782,0.0798067525029182,0.1961414515972137,0.1806756108999252,-0.1208630427718163,-0.0814799442887306,0.0403802730143070,-0.0328070558607578,-0.1056066974997520) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0299819316715002,-0.0889745429158211,0.0569998808205128,0.0332611165940762,0.0115742832422256,0.1793977320194244,0.0184927303344011,0.2229049056768417,-0.0112913632765412,-0.0566435828804970,0.0235551521182060,-0.0210226234048605,-0.0147442752495408,-0.0738831833004951,-0.0232846438884735,-0.2047595083713531) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.0327938608825207,-0.0907200723886490,-0.0786106139421463,-0.1022977158427238,-0.0338565595448017,0.0219198167324066,0.0460100173950195,-0.0048057329840958,0.0835243389010429,-0.1593090891838074,0.0768458098173141,-0.2045104503631592,0.0142094166949391,0.0893841013312340,0.0081078819930553,0.0187870431691408) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.0743091925978661,0.1794881671667099,-0.0103652523830533,-0.0236152894794941,0.0288069024682045,0.0337621532380581,-0.2239373475313187,-0.2287402004003525,0.0656228065490723,-0.1356081217527390,-0.0215050932019949,-0.0495702549815178,-0.0080893067643046,-0.0129955671727657,-0.0376574248075485,-0.1526909023523331) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.1155378967523575,0.0461832843720913,0.0694100186228752,0.0977504998445511,0.1158053204417229,-0.4835779368877411,-0.1165023297071457,-0.3830997645854950,-0.0268404856324196,0.1766329109668732,-0.0935022532939911,0.2643847167491913,0.1049658805131912,-0.2734475135803223,0.1369055956602097,-0.1859778463840485) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.0853447467088699,-0.2528608143329620,0.1267696619033813,-0.2803182601928711,-0.0168390404433012,-0.0977839827537537,-0.0200390461832285,-0.0927241444587708,0.2636003494262695,-0.3587063848972321,0.0953568816184998,-0.2884494066238403,0.0479793325066566,-0.0213569868355989,0.1081461161375046,0.1447212696075439) * MODEL23_texOff(vec2(0,-1)); +res += mat4(0.0436067730188370,-0.1798084676265717,-0.0948345884680748,-0.2366777062416077,0.0355512723326683,0.0659205242991447,0.0968739762902260,0.0681645944714546,-0.0963704809546471,-0.2047032862901688,0.0296659562736750,0.2185016721487045,0.0729882717132568,-0.2979782521724701,0.0987690463662148,0.1509135216474533) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.3182998895645142,0.3356809318065643,0.0111110834404826,0.0150333689525723,0.1041853725910187,0.4490790963172913,0.0896795317530632,-0.0866959914565086,0.0392647124826908,-0.1925222277641296,0.1741016954183578,-0.4646819829940796,0.0497794710099697,-0.5663666725158691,-0.2714867889881134,-0.0592256747186184) * MODEL21_texOff(vec2(0,0)); +res += mat4(0.1111427769064903,-0.1000821515917778,-0.0178503897041082,-0.1479834318161011,-0.1389848440885544,-1.0152058601379395,0.0488378591835499,-0.9044187664985657,-0.0814175009727478,0.1881174147129059,0.1010084003210068,-0.0512255541980267,-0.2274746447801590,0.1815966516733170,0.1712158620357513,0.4774157404899597) * MODEL22_texOff(vec2(0,0)); +res += mat4(-0.0059305485337973,-0.1144885420799255,-0.2710224986076355,-0.1402731090784073,0.1813898980617523,-0.2947344481945038,-0.1376086026430130,0.0725278779864311,-0.3061678409576416,-0.5112835168838501,0.0217667482793331,-0.8153681159019470,-0.0844952687621117,-0.2149795889854431,0.1889654546976089,-1.2212493419647217) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.0341001749038696,-0.1420918703079224,0.1134353876113892,-0.4964024424552917,-0.1400564312934875,-0.1850375086069107,-0.0509905591607094,-0.3107085227966309,-0.1972130686044693,-0.2262127101421356,-0.2440759539604187,-0.9205277562141418,0.0067904163151979,-0.1521847695112228,-0.0305872578173876,-0.1767082661390305) * MODEL24_texOff(vec2(0,0)); +res += mat4(0.1605410724878311,0.3388625383377075,0.0714963674545288,-0.1148637980222702,-0.0052194483578205,-0.0250399727374315,0.0900572389364243,-0.2010394185781479,-0.0373205728828907,0.2243118286132812,0.0030151007231325,-0.2477314919233322,-0.0448656566441059,-0.1584238708019257,-0.0071867620572448,-0.1099929586052895) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.2631414830684662,0.1322173625230789,0.0458182729780674,-0.3096752762794495,-0.0986642092466354,-0.0550793372094631,0.0348238013684750,-0.1960585862398148,0.0001171030016849,-0.0951457470655441,-0.0208438690751791,0.3503931760787964,-0.1294434219598770,-0.2129892706871033,-0.0337771810591221,-0.3645725846290588) * MODEL22_texOff(vec2(0,1)); +res += mat4(0.0230048038065434,-0.3137907087802887,-0.0455664396286011,-0.3168298602104187,-0.1254154592752457,-0.3636295497417450,0.0555187463760376,-0.5812803506851196,0.0968207567930222,0.0430275276303291,0.0260681677609682,0.0166934933513403,-0.0593838915228844,-0.0298860482871532,-0.0491982251405716,0.1096109300851822) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.0425861254334450,0.2389982491731644,-0.2154820412397385,0.0344516113400459,0.0133962258696556,0.1938802748918533,-0.0303258616477251,0.1895022094249725,0.1505155861377716,-0.2698439359664917,0.0434911847114563,-0.0383978523313999,-0.0998124107718468,-0.0785168483853340,0.0346746817231178,-0.3279105126857758) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.0323498025536537,0.0846708193421364,0.0160553399473429,0.0838855579495430,0.0505255311727524,0.0333184413611889,0.0966457277536392,-0.0295467507094145,0.0452348515391350,-0.0351583436131477,-0.0023901220411062,-0.0617642849683762,-0.1099836751818657,0.0652595907449722,-0.1435693353414536,0.0057237530127168) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.0193974375724792,0.0016734238015488,0.0061322576366365,0.1420889347791672,0.1173601076006889,-0.2071816623210907,-0.0622596442699432,-0.1906256228685379,-0.0246932730078697,-0.0615690983831882,0.1726177930831909,-0.2643700242042542,-0.0333817377686501,0.0129060298204422,0.0331733487546444,-0.1577276885509491) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.0801763385534286,-0.0372839346528053,-0.0168425142765045,-0.2399083971977234,-0.0189349614083767,0.0942898318171501,-0.0729247778654099,-0.0238776616752148,0.1150797605514526,0.1397802680730820,-0.0183684974908829,0.1276283115148544,-0.0157978404313326,-0.0528203174471855,-0.1145365387201309,0.1804308444261551) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0500828027725220,-0.0335871949791908,-0.2075745761394501,-0.1354399025440216,-0.0421485789120197,-0.1626830250024796,-0.0355155467987061,0.2916752696037292,0.0702783986926079,0.1286368221044540,0.0692304298281670,-0.0455261133611202,-0.0741670653223991,-0.0544008165597916,-0.0917922481894493,-0.0997074395418167) * MODEL24_texOff(vec2(1,-1)); +res += mat4(-0.0355155616998672,-0.0909207761287689,-0.1253741830587387,0.1635140925645828,0.1276675611734390,-0.0806095600128174,-0.1514761596918106,0.0043431958183646,0.0002952353679575,-0.0139419650658965,0.0475891306996346,0.0351057685911655,-0.0728895291686058,-0.1997010409832001,-0.0971152633428574,-0.1916919946670532) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.1372255682945251,-0.0207272171974182,0.0889865458011627,-0.2631049454212189,-0.2188265025615692,0.0158922318369150,0.1334166079759598,-0.0689261108636856,0.0453482381999493,-0.0496409982442856,-0.2181027680635452,0.1843331903219223,-0.1296746879816055,0.0919201672077179,-0.1342144906520844,0.1672039926052094) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.1896142363548279,-0.0512465536594391,0.0234036892652512,-0.1613356769084930,0.0824260115623474,0.1054236441850662,0.0918725058436394,-0.3392824828624725,0.1978214532136917,0.0938010141253471,0.0898380726575851,-0.0236080754548311,-0.0496704280376434,-0.2935241758823395,0.0667751133441925,-0.0413334220647812) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.2518352568149567,-0.0967062264680862,-0.0311718937009573,-0.1696653813123703,0.0618922710418701,-0.1388243883848190,-0.1375103592872620,-0.0170210711658001,-0.1778676807880402,-0.0918823927640915,0.0683643892407417,0.1721435934305191,-0.0004981383099221,-0.0015442923177034,0.0468944981694221,-0.2256978154182434) * MODEL24_texOff(vec2(1,0)); +res += mat4(0.0285391937941313,-0.0687587484717369,-0.0310993380844593,0.0689143836498260,-0.0630959719419479,-0.0410000756382942,0.0744176656007767,0.1270437687635422,-0.0114579461514950,-0.1284157335758209,0.0115379542112350,-0.2296856939792633,-0.0008102712454274,0.0451832450926304,0.0238849166780710,-0.1001020148396492) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.1745711863040924,-0.1091389134526253,0.1056216657161713,-0.2693535089492798,0.0516469962894917,-0.0944463908672333,-0.1669354140758514,-0.2559992372989655,-0.1755313277244568,0.0471935942769051,0.1343710720539093,-0.0531820692121983,-0.0740357264876366,0.0620074383914471,0.0233539957553148,0.1963060945272446) * MODEL22_texOff(vec2(1,1)); +res += mat4(0.0198090206831694,-0.0145830921828747,0.0248054042458534,0.0190177466720343,0.0270872525870800,0.1001457944512367,-0.1013614386320114,-0.2797769010066986,0.0309396479278803,-0.0560803562402725,-0.0174046792089939,0.0804931297898293,0.0086273970082402,0.1054844632744789,-0.0108949420973659,0.0660903900861740) * MODEL23_texOff(vec2(1,1)); +res += mat4(-0.0267767459154129,-0.2279723435640335,0.0914289280772209,0.0536161959171295,-0.1565176099538803,-0.1910002529621124,0.0184659957885742,-0.0085408445447683,0.1435611546039581,0.0478647537529469,-0.0153546296060085,-0.1074507609009743,-0.0590481050312519,-0.0880034863948822,-0.0324065126478672,-0.1419066786766052) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.1263981312513351,0.1096418797969818,0.0206240471452475,0.0498061478137970) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 4_4 +//!BIND MODEL21 +//!BIND MODEL22 +//!BIND MODEL23 +//!BIND MODEL24 +//!SAVE MODEL4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.6117309331893921,-0.2601747810840607,-0.1224166676402092,-0.0921374112367630); +res += mat4(0.0588301829993725,0.1117252707481384,0.0290296375751495,-0.0075088986195624,-0.2325710505247116,-0.0747735947370529,0.0284211989492178,0.0291971098631620,-0.0733436122536659,-0.0913104042410851,0.0549855045974255,-0.0942513719201088,-0.1460192650556564,0.1396849751472473,0.0367813184857368,-0.1054962798953056) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.0784313306212425,-0.0461387373507023,-0.0727669522166252,0.0118116578087211,-0.1512983143329620,-0.0355164147913456,0.0369271598756313,-0.0068201655521989,-0.2708147764205933,-0.1983853131532669,-0.3019596636295319,-0.1962331533432007,0.0822714418172836,-0.0831912979483604,-0.0377775803208351,0.0309812836349010) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.3031086027622223,-0.2022219151258469,0.0690917819738388,0.0061479001305997,-0.0775924474000931,0.0018291157903150,0.0206548795104027,0.0031519813928753,-0.0045580794103444,0.1408297717571259,0.0968878120183945,-0.0543158203363419,-0.0320595875382423,-0.0856794491410255,-0.0074029173702002,-0.0381582640111446) * MODEL23_texOff(vec2(-1,-1)); +res += mat4(0.0502191707491875,-0.0144976442679763,-0.0172777995467186,0.0511240437626839,-0.1379772424697876,0.0781990662217140,-0.0490357093513012,0.0095915235579014,0.0698529779911041,-0.1821251213550568,0.0341909043490887,0.0522364303469658,0.3007288575172424,0.5696339011192322,0.0366077609360218,0.1034736111760139) * MODEL24_texOff(vec2(-1,-1)); +res += mat4(-0.0080737425014377,-0.0355745144188404,0.0014717100420967,0.0775283500552177,0.0521322488784790,0.0694085732102394,-0.0287078022956848,0.0724895447492599,-0.3758259117603302,0.2388086169958115,-0.2982285916805267,0.0783643573522568,-0.3888894319534302,-0.1828081458806992,0.0064303274266422,-0.0228065531700850) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.1062617301940918,-0.1536732017993927,0.1790993064641953,-0.1221694126725197,-0.0649711787700653,-0.0404628328979015,0.0378675349056721,0.0112943490967155,-0.1770968586206436,-0.0647308602929115,0.0703201144933701,-0.0830667614936829,0.1437005847692490,0.2010622769594193,-0.1075596585869789,0.0721796378493309) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.4432499110698700,0.0662404224276543,-0.0012972981203347,-0.0641796439886093,-0.1632681190967560,0.2097074985504150,0.0027037130203098,0.0656440407037735,-0.1145439520478249,-0.0657788291573524,0.0632528811693192,0.0139947058632970,-0.3886598050594330,0.0857761129736900,-0.1246560290455818,-0.0749224871397018) * MODEL23_texOff(vec2(-1,0)); +res += mat4(-0.1543783098459244,-0.0005317142349668,0.0304446890950203,-0.0185355897992849,-0.0794916823506355,-0.0090007977560163,0.0349782891571522,-0.0200218036770821,-0.0618562102317810,-0.0984001308679581,-0.0182003285735846,-0.0028434169944376,0.2633704543113708,0.1335592716932297,0.0175556372851133,0.0097391176968813) * MODEL24_texOff(vec2(-1,0)); +res += mat4(-0.1916415244340897,0.0176885668188334,-0.0010301425354555,-0.0303842704743147,0.4026271402835846,0.0028871756512672,0.0946683585643768,0.0258910451084375,-0.2777474820613861,-0.1369234770536423,0.1530053317546844,0.0188194774091244,0.0261684823781252,-0.0732094198465347,0.0251430086791515,-0.0204035751521587) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.2784962654113770,0.0650645866990089,-0.0385713949799538,0.0038350508548319,0.1441659182310104,0.0722042471170425,-0.0898543149232864,0.0076085105538368,-0.1453610211610794,-0.1651353538036346,-0.0508589819073677,0.0093160448595881,0.0937918201088905,-0.0456123910844326,0.0581589378416538,0.0176383275538683) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0702055096626282,-0.0406810194253922,-0.0525443106889725,0.0150361964479089,0.1566798388957977,-0.0621452368795872,0.0586791262030602,-0.0347721055150032,-0.1604612320661545,0.1239183172583580,-0.0497633032500744,0.0080846343189478,-0.0567909032106400,0.0014030648162588,0.0475553460419178,-0.0038453373126686) * MODEL23_texOff(vec2(-1,1)); +res += mat4(-0.1280421465635300,-0.0095578841865063,-0.0669014528393745,0.0325631424784660,-0.0902950242161751,-0.0520857498049736,-0.0410674624145031,0.0060283262282610,-0.2110912352800369,0.2167985439300537,-0.0017860599327832,0.0106685347855091,0.0589333102107048,0.0673409774899483,0.1835579872131348,-0.0222739614546299) * MODEL24_texOff(vec2(-1,1)); +res += mat4(0.3193575441837311,0.1526530683040619,0.0688570886850357,-0.0523017607629299,-0.0355069674551487,-0.0414056740701199,0.0593797154724598,-0.1457111537456512,0.1123095601797104,0.0547662116587162,-0.0618266090750694,0.0241949036717415,-0.5081633329391479,0.2198492884635925,-0.2311547696590424,0.0886767283082008) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.0350187979638577,0.1337995529174805,-0.1493063867092133,-0.0603591017425060,0.2146350592374802,0.0859285071492195,-0.1323813050985336,-0.0390987657010555,-0.2041820734739304,-0.1156193763017654,0.0565129481256008,0.0598160736262798,-0.0166044365614653,-0.0735203996300697,0.0949761494994164,0.0783202648162842) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.2893728017807007,-0.2627750039100647,0.3722718954086304,-0.0792744681239128,-0.2059971690177917,0.0250780824571848,-0.0059698885306716,0.0627116337418556,-0.2310166954994202,0.1220641285181046,0.4420708715915680,-0.0523065738379955,0.6394421458244324,0.0480617098510265,-0.1123329624533653,-0.1512102782726288) * MODEL23_texOff(vec2(0,-1)); +res += mat4(-0.3148698806762695,-0.2718702256679535,0.0451150685548782,-0.0301917884498835,-0.1496489495038986,0.1856218129396439,-0.0316816195845604,-0.0149062424898148,0.1320873796939850,-0.4058004319667816,0.0752313062548637,-0.0841734260320663,0.0650784373283386,0.2807834744453430,0.1322926729917526,0.2572420537471771) * MODEL24_texOff(vec2(0,-1)); +res += mat4(-0.5741783976554871,0.0708733573555946,-0.0278440415859222,0.0807770118117332,-0.4908486306667328,-0.0314228646457195,-0.2657569348812103,0.3589760959148407,0.2063553035259247,-0.1892435550689697,0.0999130755662918,-0.0633614584803581,-1.3165725469589233,-0.2463347613811493,-0.0429119206964970,-0.0830666646361351) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.6296326518058777,0.0223524719476700,0.3363357186317444,-0.0321827568113804,0.1343389004468918,-0.0002569323114585,0.3277089595794678,-0.0482071489095688,-0.7526341080665588,-0.4833517670631409,-0.1878197491168976,0.0168213583528996,0.5115908384323120,0.3069213628768921,-0.0195354912430048,0.2755083739757538) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.4816035926342010,-0.0118750659748912,-0.5715824961662292,0.3641453385353088,-0.2267543822526932,0.3607449531555176,0.1609801650047302,0.0312804840505123,-1.1321628093719482,-0.0340943932533264,0.5982204079627991,-0.0645050927996635,-0.9616246819496155,-0.0790921300649643,0.0994648709893227,-0.0525478385388851) * MODEL23_texOff(vec2(0,0)); +res += mat4(-0.1681258827447891,0.3006833493709564,-0.1290128231048584,0.0994041785597801,0.0419847816228867,-0.0162974465638399,0.0750185772776604,0.0067303152754903,-0.5632289052009583,-0.6013663411140442,0.1094968020915985,-0.0669717490673065,-0.0433492772281170,0.1537660658359528,0.2179587930440903,0.2389836013317108) * MODEL24_texOff(vec2(0,0)); +res += mat4(-0.1355514526367188,0.0764053314924240,0.0782326161861420,0.0052023138850927,-0.0493257232010365,-0.0347116813063622,0.2622268795967102,-0.0836203470826149,0.2588089704513550,0.0903544947504997,-0.1340770274400711,-0.0735411271452904,-0.8339405655860901,-0.3164103925228119,0.0937255769968033,0.0183939673006535) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0299103204160929,0.2381526976823807,-0.0743641108274460,0.0692583620548248,0.2554559111595154,0.0813719108700752,-0.1800950467586517,-0.0378679186105728,-0.7257626652717590,-0.1854881495237350,-0.0862643644213676,-0.0597154051065445,-0.2556095719337463,-0.1928845345973969,0.0932397618889809,-0.0223879218101501) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.3263361155986786,-0.0260708797723055,-0.1460820287466049,-0.0375549383461475,-0.6202657222747803,0.0670073628425598,0.1381717473268509,-0.0525274127721786,0.0015859459526837,0.0923536643385887,-0.0649344399571419,0.0501156300306320,0.1358997970819473,0.1016764789819717,-0.0658142641186714,0.0008362260996364) * MODEL23_texOff(vec2(0,1)); +res += mat4(-0.1045667529106140,-0.1845665425062180,0.1492197811603546,-0.0243269335478544,0.2153147906064987,0.0400264747440815,-0.0199366249144077,-0.0087428214028478,0.2773247361183167,0.2803338170051575,-0.3493885695934296,0.0705009847879410,-0.0007065620156936,0.0782219246029854,0.1402112096548080,-0.0266525372862816) * MODEL24_texOff(vec2(0,1)); +res += mat4(-0.0687473416328430,-0.0976584330201149,-0.0204729977995157,0.0394477620720863,-0.0760568827390671,-0.1528743654489517,-0.0427904799580574,-0.0270075369626284,-0.0428314357995987,0.1161894425749779,0.0378351584076881,-0.0166105981916189,-0.3585070669651031,0.0260688569396734,-0.0470666438341141,-0.0668430775403976) * MODEL21_texOff(vec2(1,-1)); +res += mat4(-0.2025795578956604,-0.1040630340576172,0.0077593000605702,-0.0085673155263066,0.2008401304483414,0.0450796410441399,-0.0514111481606960,0.0697687268257141,-0.8376560807228088,-0.0572007037699223,0.0195921938866377,-0.0302999522536993,0.1791645884513855,0.0291367080062628,0.0256281513720751,0.1226494833827019) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.2643510997295380,-0.1555069983005524,-0.0438335798680782,-0.0753439068794250,-0.0654477328062057,-0.1468031555414200,0.0201415866613388,0.0347742103040218,0.4952626526355743,0.0354427844285965,0.1585405319929123,0.0533435493707657,-0.1004230752587318,-0.0073178131133318,-0.0025874432176352,-0.0168156363070011) * MODEL23_texOff(vec2(1,-1)); +res += mat4(0.0305943284183741,-0.0923460796475410,0.2677863836288452,-0.1577823907136917,-0.1658991575241089,0.1487926542758942,-0.0842318758368492,0.1213353276252747,0.1446245312690735,0.1689673364162445,0.1651263386011124,0.0070332037284970,-0.1205493360757828,0.0841202288866043,0.0706500336527824,0.1018933504819870) * MODEL24_texOff(vec2(1,-1)); +res += mat4(0.0058475290425122,-0.0147246504202485,-0.0711641162633896,0.0262836534529924,-0.1645931154489517,-0.0062692351639271,-0.0730468332767487,-0.0025198473595083,-0.0626813247799873,-0.0695614293217659,0.0290160402655602,-0.0316769331693649,-0.6183116436004639,-0.0400702990591526,-0.1214808225631714,0.0002649093512446) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.1040114238858223,0.0050341086462140,0.1487061679363251,-0.0124844061210752,-0.0512321032583714,-0.0299732834100723,0.0485554710030556,0.0502416752278805,-0.7323374152183533,0.0262728352099657,-0.2605053484439850,-0.0820339992642403,0.3148089647293091,0.0988902598619461,-0.0878399088978767,0.0049472432583570) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.6670171618461609,-0.0419046916067600,-0.1335263699293137,-0.1558401286602020,0.3467949926853180,0.0999339222908020,0.0650746077299118,0.0115758376196027,0.2258281856775284,0.0860922858119011,0.0232560746371746,-0.0429502837359905,0.0903110504150391,-0.0678725913167000,-0.0120888268575072,-0.0215729400515556) * MODEL23_texOff(vec2(1,0)); +res += mat4(-0.9070100188255310,0.2937509715557098,-0.2831438779830933,0.1536857038736343,-0.3677567541599274,-0.0543512813746929,0.0991915985941887,-0.0454416386783123,-0.0357653610408306,0.0163458101451397,-0.0842088386416435,-0.0565353184938431,-0.3366691768169403,0.1085810437798500,0.0516485534608364,0.0113117303699255) * MODEL24_texOff(vec2(1,0)); +res += mat4(-0.0568292513489723,0.0104662915691733,0.0623478703200817,-0.0014252853579819,-0.0979081839323044,0.0609358027577400,0.1053483039140701,0.0708121657371521,-0.1396476030349731,0.0478940345346928,-0.0240719709545374,0.0486258938908577,-0.0907382741570473,-0.0414548330008984,0.0288387108594179,-0.0126393558457494) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.5088644623756409,0.1501386016607285,-0.0918121039867401,-0.0677468329668045,-0.0786677002906799,-0.1030455604195595,0.0109195560216904,-0.0461675822734833,-0.4709203541278839,-0.2292010337114334,0.1345106065273285,-0.0504489876329899,0.0237664654850960,-0.0646439492702484,-0.0267701372504234,0.0238957721740007) * MODEL22_texOff(vec2(1,1)); +res += mat4(-0.0895369723439217,-0.0949736088514328,-0.0357055142521858,0.0383817180991173,0.1084862425923347,-0.0324429087340832,-0.0470693334937096,0.0320119112730026,-0.0884663164615631,0.0110423937439919,-0.0695655867457390,-0.0641552731394768,-0.0534201189875603,0.1069035902619362,-0.0068280585110188,-0.0280597191303968) * MODEL23_texOff(vec2(1,1)); +res += mat4(0.0298939421772957,-0.2368630617856979,0.1043336987495422,-0.0642990842461586,0.1983366906642914,0.0042332601733506,-0.0626417845487595,0.0139195146039128,-0.0387627035379410,0.0920238122344017,-0.0391244664788246,-0.0123970182612538,-0.0278437342494726,-0.0243430268019438,0.0272651109844446,-0.0030155780259520) * MODEL24_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.0744055807590485,0.0582032799720764,0.1600257009267807,0.2022268623113632) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-band Residuals 1 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE1 +//!SAVE RES1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0218873005360365,-0.0149576151743531,-0.0256180185824633,-0.0858701169490814); +res += mat4(0.0221681538969278,-0.2356450855731964,0.0643408298492432,-1.1138032674789429,0.1064624637365341,-0.8914715647697449,-0.0294173005968332,-0.0022653567139059,-0.0252699330449104,-0.1230333074927330,-0.0858245044946671,0.0581396929919720,0.0181231293827295,0.1111536994576454,0.0935193970799446,-0.0742835476994514) * MODEL1_texOff(0); +res += mat4(0.0736283138394356,0.0147979715839028,0.0464740432798862,-0.2148900032043457,0.4483453333377838,0.2830028533935547,0.0562076941132545,0.3613960742950439,0.0668433532118797,-0.2692199349403381,0.0970326364040375,0.1248507574200630,0.0208180323243141,0.0532030761241913,-0.0098368674516678,0.0498967394232750) * MODEL2_texOff(0); +res += mat4(-0.0427469126880169,0.1918861865997314,-0.0468214377760887,-0.1154606193304062,-0.8018212318420410,0.3941400647163391,0.0562537945806980,0.2459305673837662,-0.0034576300531626,-0.4044605493545532,0.0631769001483917,0.2570861279964447,0.3880051076412201,0.2102442532777786,0.1035031601786613,-0.1845092624425888) * MODEL3_texOff(0); +res += mat4(-0.0736504569649696,-0.4329134225845337,-0.0331883579492569,0.4859155714511871,0.0300663169473410,-0.1431413143873215,0.0900689288973808,0.0027509836945683,-0.0178727619349957,-0.1037448570132256,-0.0429062619805336,0.0104557601734996,-0.0787484720349312,0.0334280952811241,-0.0210850816220045,-0.2790249288082123) * MODEL4_texOff(0); +res += FEATURE1_texOff(0); +res = max(res, vec4(0.0)) + vec4(-0.0009421827271581,0.0372365266084671,0.5457454919815063,-0.0045580286532640) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-band Residuals 2 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE2 +//!SAVE RES2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0132746873423457,0.0731124207377434,0.0296694040298462,-0.0570529401302338); +res += mat4(0.0329166017472744,0.0485021844506264,-0.4523101150989532,-0.0322404317557812,-0.0172702632844448,-0.0456021204590797,-0.3700943291187286,0.0706288889050484,-0.0264692343771458,0.0057114795781672,0.1072568818926811,-0.0367026627063751,0.0059698573313653,0.0111432811245322,-0.1592733412981033,-0.0146981095895171) * MODEL1_texOff(0); +res += mat4(-0.0338360369205475,-0.1407372504472733,0.8440989255905151,0.2665281593799591,-0.0766022056341171,0.1776377707719803,0.6822218894958496,-0.2348744422197342,-0.0140444673597813,-0.0049600838683546,-0.1120925694704056,0.0485411062836647,0.0048136659897864,-0.0084126451984048,0.0507854782044888,0.0059754410758615) * MODEL2_texOff(0); +res += mat4(0.0534943863749504,-0.0054587344639003,-0.2227865755558014,0.0236868932843208,0.0262969471514225,0.1232359185814857,0.1288655251264572,-0.1138820722699165,-0.0812139436602592,-0.0455541759729385,0.0849144086241722,0.0463144332170486,-0.1888351738452911,-0.4850543141365051,-0.1564003974199295,0.2618831992149353) * MODEL3_texOff(0); +res += mat4(-0.0221897140145302,0.0031840829178691,0.1487526446580887,-0.0075739510357380,-0.0042014098726213,0.0185069050639868,-0.0972303748130798,-0.0048297117464244,-0.0396384298801422,-0.0136362798511982,0.1502435356378555,0.0022969150450081,0.0987038090825081,-0.0011944774305448,-0.3419188559055328,0.0331442765891552) * MODEL4_texOff(0); +res += FEATURE2_texOff(0); +res = max(res, vec4(0.0)) + vec4(1.1018482446670532,0.9337472915649414,0.0558062084019184,1.0061426162719727) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-band Residuals 3 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE3 +//!SAVE RES3 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0231755860149860,-0.0123003274202347,-0.0431877225637436,-0.0482062324881554); +res += mat4(0.0061688339337707,-0.3225260674953461,-0.1020668447017670,0.0756559520959854,0.0190322343260050,0.0429529212415218,0.0133566455915570,-0.0357269980013371,-0.0511975735425949,0.0205178000032902,0.0802695825695992,-0.0699724704027176,0.0727552399039268,-0.0051232990808785,-0.0231811776757240,0.0385252349078655) * MODEL1_texOff(0); +res += mat4(0.0003796273667831,-0.1514156907796860,-0.0766110196709633,0.0278693865984678,0.3816023766994476,0.1842953413724899,-0.3427250981330872,-0.0513318441808224,0.0783963724970818,0.1034169569611549,0.1413960307836533,0.1308334171772003,0.0067153824493289,0.0158144067972898,-0.0463985614478588,0.1229471415281296) * MODEL2_texOff(0); +res += mat4(0.1385668069124222,-0.3332454562187195,-0.0325091183185577,-0.0500471331179142,0.0109276790171862,0.1346410959959030,-0.2194238454103470,-0.3841372132301331,0.2030243873596191,0.0367027409374714,0.0746235847473145,0.0858945399522781,-0.0915820300579071,0.4482104778289795,-0.3705481290817261,-0.4631932377815247) * MODEL3_texOff(0); +res += mat4(0.0772577896714211,-0.4344681203365326,-0.5865671634674072,-0.9034788608551025,0.0337008647620678,-0.0119147822260857,0.0028720106929541,0.0309769921004772,-0.0911888480186462,0.2908170223236084,0.0235594492405653,0.0098438179120421,0.0186014920473099,-0.0568258389830589,-0.0455871261656284,-0.1069583073258400) * MODEL4_texOff(0); +res += FEATURE3_texOff(0); +res = max(res, vec4(0.0)) + vec4(0.0984692946076393,-0.0528433769941330,0.1861927509307861,-0.0793913379311562) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-band Residuals 4 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND MODEL3 +//!BIND MODEL4 +//!BIND FEATURE4 +//!SAVE RES4 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0254043601453304,-0.0337074063718319,0.0073674134910107,-0.0777111053466797); +res += mat4(-0.0152108408510685,-0.0290673710405827,0.0152149023488164,0.0001182962441817,-0.0191980488598347,0.0593055188655853,-0.1341477930545807,-0.0611830428242683,-0.0543372966349125,0.0298834946006536,0.1418028175830841,-0.2027935534715652,0.0062750629149377,0.0106279915198684,0.0231198258697987,-0.0041293469257653) * MODEL1_texOff(0); +res += mat4(0.1140645742416382,-0.1693866401910782,-0.5153092145919800,-0.1875651776790619,-0.0672051906585693,0.6262952089309692,0.5045496225357056,-0.0827279761433601,0.0161168053746223,-0.1674159020185471,-0.1741122007369995,0.0655852109193802,-0.0021867123432457,-0.1953728497028351,-0.0054047326557338,-0.0233427695930004) * MODEL2_texOff(0); +res += mat4(0.0293430704623461,-0.0239756125956774,-0.0894790217280388,-0.3600888848304749,0.0042837061919272,0.0316841900348663,0.1484906524419785,0.0149612911045551,0.0249301753938198,-0.0022203570697457,-0.0415629185736179,0.0302883405238390,0.0327147059142590,-0.1360170692205429,-0.1607593148946762,-0.6076013445854187) * MODEL3_texOff(0); +res += mat4(-0.0638960301876068,0.0897183865308762,0.0621560215950012,-0.5748775005340576,0.0110273323953152,-0.0082545885816216,-0.0169698987156153,0.0448103360831738,-0.0238428302109241,-0.0090155471116304,0.0205770675092936,-0.0579754747450352,0.0513568818569183,0.0123459398746490,-0.1044728681445122,0.1379940360784531) * MODEL4_texOff(0); +res += FEATURE4_texOff(0); +res = max(res, vec4(0.0)) + vec4(0.9187455177307129,0.3813512325286865,1.0033930540084839,0.1104508787393570) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-pixel Convolution 1 +//!BIND RES1 +//!BIND RES2 +//!BIND RES3 +//!BIND RES4 +//!SAVE SUBCONV1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.2004896253347397,0.1965623348951340,0.2031263858079910,0.1992818266153336); +res += mat4x4(-0.0094980411231518,0.0023788863327354,-0.0022216471843421,0.0003509943489917,-0.0552016757428646,0.0855648964643478,0.0698453187942505,-0.0073109264485538,-0.0066510867327452,0.0147740254178643,0.0113036027178168,0.0048131505027413,-0.0040690936148167,0.0065816720016301,-0.0004572885518428,-0.0090634562075138) * RES1_texOff(vec2(-1,-1)); +res += mat4x4(-0.0134373474866152,0.0051314681768417,0.0116530936211348,0.0104887820780277,0.0247752983123064,-0.0160156358033419,-0.0261716526001692,-0.0161977726966143,0.0369832850992680,-0.1506783068180084,0.0486416928470135,-0.0316048339009285,-0.0061850538477302,0.0044224648736417,0.0053729196079075,0.0004756637790706) * RES2_texOff(vec2(-1,-1)); +res += mat4x4(0.0010956295300275,-0.0006739810341969,-0.0023001984227449,-0.0046076728031039,-0.0086221992969513,-0.0076229758560658,-0.0009145328658633,-0.0054856799542904,0.0039743827655911,-0.0010353162651882,-0.0013344871113077,-0.0032652264926583,0.0075248428620398,-0.0015257894992828,-0.0042923530563712,0.0093235671520233) * RES3_texOff(vec2(-1,-1)); +res += mat4x4(-0.0021727732382715,0.0007165882270783,-0.0062267961911857,0.0109751019626856,0.0139423953369260,-0.0074228323064744,-0.0275850314646959,-0.0084508210420609,0.0104034338146448,0.0014346154639497,0.0112520074471831,0.0052605904638767,0.0638059675693512,-0.0249607227742672,-0.0104660186916590,-0.0186718292534351) * RES4_texOff(vec2(-1,-1)); +res += mat4x4(0.0265536569058895,0.0001271427026950,-0.0261117573827505,-0.0235340055078268,0.3512704372406006,0.0999423563480377,0.0193040892481804,0.1757085025310516,0.0103672035038471,-0.0012839237460867,0.0179779101163149,0.0041811168193817,0.0040395306423306,-0.0499604344367981,0.0245391409844160,0.0226321499794722) * RES1_texOff(vec2(-1,0)); +res += mat4x4(0.0384991914033890,-0.0450659804046154,-0.0101390583440661,0.0220608171075583,0.0418405607342720,0.0510034635663033,-0.0249340515583754,-0.0456024855375290,-0.1545022726058960,0.2145315408706665,-0.1191349253058434,-0.0326999053359032,-0.0053544868715107,-0.0073985042981803,0.0037008037324995,0.0099292118102312) * RES2_texOff(vec2(-1,0)); +res += mat4x4(-0.0202872715890408,0.0307369828224182,-0.0144446128979325,0.0071235611103475,-0.0376118794083595,0.0325335487723351,-0.0112367551773787,0.0102629121392965,-0.0383120849728584,0.0423947423696518,0.0243418365716934,0.0210620071738958,0.0132888518273830,0.0360053405165672,0.0100925499573350,-0.0135364001616836) * RES3_texOff(vec2(-1,0)); +res += mat4x4(-0.0057181096635759,-0.0204568132758141,-0.0183743461966515,-0.0151624437421560,0.0028684337157756,0.0245951302349567,-0.0505386032164097,-0.0526789799332619,-0.0125096822157502,-0.0006854855455458,0.0087874904274940,0.0151118943467736,-0.0449581444263458,0.0157140661031008,0.0004651887866203,0.0124214673414826) * RES4_texOff(vec2(-1,0)); +res += mat4x4(-0.0024702695664018,0.0064441123977304,0.0018684890819713,-0.0075190430507064,-0.0822586268186569,0.0438106693327427,0.0218858793377876,-0.0781861469149590,-0.0030735647305846,-0.0170502737164497,0.0035027237609029,0.0147414589300752,-0.0028982846997678,0.0342733748257160,-0.0081898812204599,-0.0086565474048257) * RES1_texOff(vec2(-1,1)); +res += mat4x4(-0.0035721133463085,0.0204634200781584,-0.0043158503249288,-0.0032766335643828,-0.0237986985594034,0.0068355891853571,-0.0162488855421543,-0.0227953065186739,0.0675579383969307,-0.0396639332175255,-0.0059354491531849,0.0051652374677360,0.0041596912778914,-0.0034006051719189,0.0025730042252690,0.0046709501184523) * RES2_texOff(vec2(-1,1)); +res += mat4x4(0.0174455400556326,-0.0353569723665714,0.0072374437004328,0.0190037265419960,0.0095157930627465,0.0083068385720253,0.0079982848837972,-0.0021254434250295,0.0199435707181692,-0.0410243608057499,0.0019970838911831,-0.0007492507575080,-0.0055135628208518,-0.0148889161646366,0.0085017476230860,0.0147673422470689) * RES3_texOff(vec2(-1,1)); +res += mat4x4(0.0040913843549788,0.0095514366403222,0.0025204438716173,-0.0062991455197334,-0.0084351906552911,-0.0107593908905983,-0.0031122143846005,-0.0152742723003030,0.0180264879018068,0.0035381091292948,0.0072233397513628,0.0141055267304182,-0.0047497055493295,0.0139257498085499,0.0008672008989379,0.0056309537030756) * RES4_texOff(vec2(-1,1)); +res += mat4x4(-0.0205192342400551,0.0035032271407545,0.0511485636234283,-0.0024385969154537,-0.0881214737892151,0.3079357743263245,-0.3256671428680420,0.2675876915454865,0.0045523792505264,0.0296388268470764,-0.0116298887878656,0.0326066017150879,-0.0258616954088211,-0.0029669052455574,0.0351182892918587,0.0021836776286364) * RES1_texOff(vec2(0,-1)); +res += mat4x4(0.0273221414536238,-0.0257267896085978,-0.0050437781028450,-0.0224122107028961,0.0542206130921841,-0.0279902089387178,0.0579320825636387,-0.0361812375485897,0.1095771044492722,-0.1980792731046677,0.0754484012722969,-0.2903145253658295,-0.0108189834281802,0.0070500555448234,-0.0098569672554731,0.0098409783095121) * RES2_texOff(vec2(0,-1)); +res += mat4x4(0.0182558707892895,-0.0004734874528367,-0.0078873941674829,-0.0000882323365659,-0.0150029920041561,-0.0083330124616623,-0.0198020357638597,-0.0081914011389017,-0.0084193097427487,0.0029257496353239,-0.0043335305526853,0.0031402623280883,-0.0062353843823075,0.0042604114860296,-0.0014385635731742,-0.0153938829898834) * RES3_texOff(vec2(0,-1)); +res += mat4x4(-0.0146446321159601,-0.0020139440894127,-0.0195920094847679,0.0131280329078436,-0.0573658235371113,0.0003872774250340,0.0434953272342682,-0.0096412943676114,0.0132301421836019,-0.0086105931550264,-0.0038419184274971,0.0006242461386137,-0.0479317568242550,0.0343790166079998,0.0496469177305698,0.0063778031617403) * RES4_texOff(vec2(0,-1)); +res += mat4x4(-0.0886482372879982,-0.1149815395474434,0.0364607945084572,0.1096290275454521,0.1008122637867928,0.0281752888113260,0.3008427619934082,0.0804056376218796,0.2204556763172150,-0.2482117563486099,0.1546043306589127,-0.0760536938905716,0.0558703318238258,0.0110450601205230,-0.0682374238967896,0.0286046285182238) * RES1_texOff(vec2(0,0)); +res += mat4x4(0.0509124360978603,-0.1266279220581055,0.2212082296609879,-0.1488939523696899,0.3209297955036163,0.4181137681007385,0.2016167342662811,0.3663260638713837,-0.0981808155775070,0.1554665118455887,-0.1419739574193954,0.1935243159532547,0.5998122692108154,0.5774222612380981,0.6332547664642334,0.5999547839164734) * RES2_texOff(vec2(0,0)); +res += mat4x4(-0.0132361799478531,-0.0487179905176163,0.0883441641926765,-0.0214207563549280,-0.0519132018089294,0.0597040131688118,-0.0639006718993187,0.0623196884989738,0.0265893898904324,-0.0472132489085197,-0.1152362823486328,-0.0002589400392026,0.1015622764825821,0.0238978657871485,-0.0931206196546555,-0.0433236174285412) * RES3_texOff(vec2(0,0)); +res += mat4x4(0.1458993703126907,0.0153151275590062,-0.1496266722679138,-0.3040931522846222,-0.1793874502182007,-0.2153502255678177,0.2235168665647507,0.2049497067928314,0.1524304300546646,0.1716024577617645,0.1148274764418602,0.0788738727569580,0.0443262755870819,-0.0094674434512854,0.0095163015648723,-0.0466275624930859) * RES4_texOff(vec2(0,0)); +res += mat4x4(-0.0046434928663075,-0.0003897719143424,0.0028130675200373,-0.0085096163675189,-0.1916470676660538,0.2195042073726654,-0.2039673179388046,0.1004208773374557,-0.0287556014955044,0.0299344193190336,-0.0242406297475100,-0.0310826431959867,-0.0059730121865869,0.0066875112242997,0.0053000268526375,-0.0125830061733723) * RES1_texOff(vec2(0,1)); +res += mat4x4(0.0447437874972820,-0.0225228350609541,0.0237912647426128,0.0244589075446129,-0.0828435197472572,0.0348524712026119,-0.0545933209359646,0.0271499827504158,0.0855012536048889,0.0196409244090319,0.0961431562900543,-0.0927204564213753,0.0164071917533875,-0.0032793551217765,0.0095342965796590,-0.0037637823261321) * RES2_texOff(vec2(0,1)); +res += mat4x4(-0.0116172991693020,0.0510076172649860,-0.0091573577374220,-0.0473218895494938,0.0069195278920233,0.0125233512371778,0.0044246641919017,0.0228615943342447,0.0027514654211700,0.0754077881574631,0.0371949858963490,-0.0247637983411551,-0.0058305920101702,0.0521190911531448,0.0077110137790442,-0.0160914603620768) * RES3_texOff(vec2(0,1)); +res += mat4x4(-0.0023388352710754,-0.0146656855940819,0.0021010492928326,-0.0042505273595452,-0.0047369911335409,-0.0313913896679878,0.0011872148606926,0.0643994882702827,0.0725545957684517,-0.0238730907440186,0.0550865903496742,-0.0257390290498734,0.0021659301128238,-0.0376078188419342,-0.0114223891869187,0.0003648806596175) * RES4_texOff(vec2(0,1)); +res += mat4x4(0.0165412686765194,0.0023022976238281,-0.0271380208432674,0.0095817185938358,0.0084499921649694,-0.0126049844548106,0.0269258525222540,0.0366241224110126,0.0071499678306282,0.0176498852670193,0.0088612614199519,0.0117251062765718,0.0062044579535723,-0.0003486862697173,0.0034539531916380,0.0026289536617696) * RES1_texOff(vec2(1,-1)); +res += mat4x4(-0.0072817839682102,-0.0031623679678887,0.0006788446917199,-0.0174324437975883,-0.0143718319013715,-0.0093826102092862,0.0221808739006519,-0.0059602400287986,-0.0524991862475872,-0.0554307326674461,-0.0234730504453182,-0.0944415479898453,0.0027662173379213,-0.0000003128636763,-0.0070756948553026,0.0003757302765734) * RES2_texOff(vec2(1,-1)); +res += mat4x4(-0.0059956023469567,-0.0109885698184371,0.0131031777709723,-0.0064099249430001,-0.0007332267705351,-0.0054377247579396,-0.0042348760180175,-0.0079171815887094,0.0042275548912585,0.0038190928753465,0.0012226465623826,-0.0091538941487670,-0.0047898464836180,0.0020623977761716,0.0052864491008222,-0.0035777383018285) * RES3_texOff(vec2(1,-1)); +res += mat4x4(0.0133276600390673,0.0030601196922362,-0.0000833513477119,0.0117228757590055,0.0180890634655952,0.0006835858803242,0.0155890220776200,0.0023330044932663,0.0016764352330938,-0.0001878916082205,0.0077882641926408,0.0030453875660896,0.0007069727871567,-0.0032804955262691,-0.0258806515485048,0.0120186852291226) * RES4_texOff(vec2(1,-1)); +res += mat4x4(0.0138642648234963,0.0450335033237934,0.0573485493659973,-0.0283165313303471,-0.0353950075805187,-0.0246198587119579,0.1079513281583786,-0.0786227360367775,-0.0199374537914991,-0.0203778892755508,0.0989598408341408,-0.1151264309883118,-0.0075402003712952,0.0069887228310108,-0.0005508214817382,-0.0211458336561918) * RES1_texOff(vec2(1,0)); +res += mat4x4(-0.0173939410597086,-0.0076088067144156,-0.0270000118762255,0.0400075353682041,-0.0209513846784830,-0.0395910814404488,0.0813595503568649,0.0521225370466709,-0.1410388797521591,-0.0733730420470238,0.0030183335766196,0.2795495092868805,0.0052713518962264,0.0093284752219915,-0.0111799864098430,-0.0086231678724289) * RES2_texOff(vec2(1,0)); +res += mat4x4(-0.0051672095432878,0.0126797044649720,-0.0475894063711166,0.0283157788217068,-0.0130900656804442,0.0079299174249172,-0.0232257433235645,0.0235086344182491,-0.0172755066305399,-0.0176396835595369,0.0426433272659779,-0.0097808614373207,-0.0175288487225771,-0.0215636640787125,-0.0089064724743366,0.0157484728842974) * RES3_texOff(vec2(1,0)); +res += mat4x4(0.0398572608828545,0.0358022972941399,-0.0244492460042238,-0.0299847554415464,0.0384783037006855,0.0354996435344219,-0.0414791777729988,0.0031456071883440,0.0217112209647894,0.0295640993863344,-0.0574064217507839,-0.0089215245097876,-0.0100018810480833,0.0062383566983044,-0.0062790168449283,0.0353761576116085) * RES4_texOff(vec2(1,0)); +res += mat4x4(0.0005601430893876,-0.0111780380830169,-0.0034504993818700,0.0335592329502106,-0.0091825602576137,-0.0629493743181229,-0.0673106834292412,0.0803333818912506,-0.0166647452861071,-0.0052054836414754,-0.0284464918076992,0.0311517249792814,-0.0081933317705989,-0.0097267255187035,0.0085491342470050,0.0063192397356033) * RES1_texOff(vec2(1,1)); +res += mat4x4(0.0045089237391949,0.0023073307238519,0.0163356605917215,-0.0106160407885909,-0.0110078146681190,-0.0141240349039435,-0.0408387668430805,0.0008771637803875,-0.0169897880405188,-0.0579932145774364,0.0061155906878412,-0.0052699390798807,-0.0005207836511545,0.0013564876280725,0.0064209848642349,-0.0011977740796283) * RES2_texOff(vec2(1,1)); +res += mat4x4(0.0042469059117138,-0.0113333491608500,-0.0050657880492508,0.0154049899429083,0.0083776470273733,-0.0045062573626637,0.0149497529491782,-0.0006315388600342,-0.0074721821583807,-0.0056236772798002,-0.0164248198270798,0.0365500412881374,0.0061139329336584,0.0037679118104279,-0.0104186907410622,-0.0330689847469330) * RES3_texOff(vec2(1,1)); +res += mat4x4(0.0021872087381780,0.0173248164355755,0.0193927604705095,-0.0043931179679930,0.0088961208239198,0.0238487515598536,0.0053819441236556,-0.0194583926349878,0.0060333325527608,0.0123941889032722,0.0321498438715935,-0.0068496093153954,0.0071646152064204,0.0009137570741586,0.0105294361710548,-0.0256906449794769) * RES4_texOff(vec2(1,1)); +return vec4(res); +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!WIDTH LUMA.w 2 * +//!HEIGHT LUMA.h 2 * +//!DESC FSRCNNX Aggregation [x2_16] +//!BIND SUBCONV1 +vec4 hook() +{ +vec2 fcoord = fract(SUBCONV1_pos * SUBCONV1_size); +vec2 base = SUBCONV1_pos + (vec2(0.5) - fcoord) * SUBCONV1_pt; +ivec2 index = ivec2(fcoord * vec2(2)); +vec4 res = SUBCONV1_tex(base); +return vec4(res[index.x * 2 + index.y], 0, 0, 1); +} \ No newline at end of file diff --git a/shaders/igv/FSRCNNX_x2_8-0-4-1.glsl b/shaders/igv/FSRCNNX_x2_8-0-4-1.glsl new file mode 100644 index 0000000..dc35160 --- /dev/null +++ b/shaders/igv/FSRCNNX_x2_8-0-4-1.glsl @@ -0,0 +1,411 @@ +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Feature Map 1 +//!BIND LUMA +//!SAVE FEATURE1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.1572492271661758,-0.0120896836742759,0.0061487639322877,-0.2852848768234253); +res += vec4(-0.0047900392673910,0.0537447109818459,-0.0000247144635068,0.0066653941757977) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(0.0073144687339664,-0.0309004038572311,-0.0109181385487318,-0.0092840325087309) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(0.0591700896620750,0.1974907070398331,-0.0197357516735792,-0.0546554848551750) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(-0.0011764382943511,-0.0299451071768999,0.0229587312787771,0.0021908886265010) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(0.0098101310431957,0.0080995410680771,-0.0030452020000666,-0.0132035519927740) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(-0.0168330334126949,-0.0743711441755295,-0.0259261634200811,0.0234480481594801) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.0239933785051107,0.1896541714668274,0.0207756329327822,-0.0370332375168800) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(0.0094799501821399,-0.0652511194348335,-0.0004292793164495,-0.0726212188601494) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(0.0297284796833992,-0.1210186630487442,-0.0202929321676493,-0.0574462898075581) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(-0.0318185277283192,0.0840775370597839,0.0110451309010386,0.0415569432079792) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(-0.0253141783177853,0.1168256178498268,0.1159729585051537,0.0963164269924164) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(-0.1103615835309029,-0.0276833958923817,-0.4999594092369080,0.1053867191076279) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(1.1100435256958008,0.0646764487028122,0.0154005717486143,0.8891586661338806) * float(LUMA_texOff(vec2(0,0))); +res += vec4(0.1229330673813820,0.1719468832015991,0.5730338096618652,-0.1645544171333313) * float(LUMA_texOff(vec2(0,1))); +res += vec4(-0.0090442728251219,-0.3023961782455444,-0.1589493155479431,0.0418574027717113) * float(LUMA_texOff(vec2(0,2))); +res += vec4(0.0031942036002874,-0.1310926079750061,0.0075543406419456,-0.0016449346439913) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(-0.0995150282979012,-0.0701921209692955,-0.0130895879119635,0.1344170123338699) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(0.0060519003309309,-0.1533465683460236,0.0114194005727768,0.0264683905988932) * float(LUMA_texOff(vec2(1,0))); +res += vec4(0.0244008023291826,0.1881769001483917,-0.0206351149827242,-0.0628309547901154) * float(LUMA_texOff(vec2(1,1))); +res += vec4(0.0075713125988841,0.0508594363927841,0.0430423170328140,-0.0124188791960478) * float(LUMA_texOff(vec2(1,2))); +res += vec4(-0.0166875869035721,-0.0047865519300103,0.0006719123339280,0.0316803231835365) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(-0.0058461269363761,0.0990798473358154,-0.0177743826061487,-0.0066122291609645) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(-0.0972401946783066,-0.0225446373224258,-0.0037693574558944,0.1953062713146210) * float(LUMA_texOff(vec2(2,0))); +res += vec4(-0.0216837190091610,-0.1824268400669098,0.0069816261529922,0.0283037684857845) * float(LUMA_texOff(vec2(2,1))); +res += vec4(-0.0025767991319299,0.0459827110171318,-0.0080216089263558,0.0084134787321091) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Feature Map 2 +//!BIND LUMA +//!SAVE FEATURE2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0541447550058365,0.0088306749239564,-0.0112389577552676,-0.0127860950306058); +res += vec4(0.0142660010606050,0.0137931071221828,0.0061188107356429,-0.0104134222492576) * float(LUMA_texOff(vec2(-2,-2))); +res += vec4(0.0147292809560895,-0.0289912857115269,0.0266769435256720,0.0933856964111328) * float(LUMA_texOff(vec2(-2,-1))); +res += vec4(-0.1734338253736496,0.1116316691040993,-0.1973157376050949,-0.0581855811178684) * float(LUMA_texOff(vec2(-2,0))); +res += vec4(0.0347507223486900,-0.0341566652059555,0.0061667622067034,0.0075258882716298) * float(LUMA_texOff(vec2(-2,1))); +res += vec4(0.0069884369149804,-0.0194250214844942,0.0080830128863454,-0.0036874092184007) * float(LUMA_texOff(vec2(-2,2))); +res += vec4(0.0233764201402664,0.0344744995236397,0.0162145942449570,0.0979529991745949) * float(LUMA_texOff(vec2(-1,-2))); +res += vec4(0.1280796974897385,-0.1018339172005653,-0.0132977198809385,-0.0019474622095004) * float(LUMA_texOff(vec2(-1,-1))); +res += vec4(0.4286882579326630,0.1222677752375603,0.7046694159507751,0.0945475697517395) * float(LUMA_texOff(vec2(-1,0))); +res += vec4(0.1107441782951355,-0.0134433070197701,-0.0174900908023119,-0.1686445474624634) * float(LUMA_texOff(vec2(-1,1))); +res += vec4(0.0321478620171547,0.0065357843413949,0.0300805997103453,0.0420113280415535) * float(LUMA_texOff(vec2(-1,2))); +res += vec4(-0.1240341588854790,0.0950303301215172,-0.0129648456349969,-0.2681856453418732) * float(LUMA_texOff(vec2(0,-2))); +res += vec4(0.4846960902214050,0.0351924635469913,0.0223043337464333,-0.1273630708456039) * float(LUMA_texOff(vec2(0,-1))); +res += vec4(-1.9379507303237915,-0.2444442063570023,0.0291962660849094,-0.3835578560829163) * float(LUMA_texOff(vec2(0,0))); +res += vec4(0.6396278142929077,-0.0765938311815262,-0.0552659817039967,0.4393545985221863) * float(LUMA_texOff(vec2(0,1))); +res += vec4(-0.1969728022813797,-0.0607173256576061,0.0131113547831774,0.0542017817497253) * float(LUMA_texOff(vec2(0,2))); +res += vec4(0.0091696009039879,-0.0031533432193100,-0.0368777588009834,-0.0459998287260532) * float(LUMA_texOff(vec2(1,-2))); +res += vec4(0.1096992492675781,0.2597902715206146,0.0304869692772627,-0.0195200722664595) * float(LUMA_texOff(vec2(1,-1))); +res += vec4(0.2889648377895355,-0.4275591969490051,-0.7414156794548035,0.2695442438125610) * float(LUMA_texOff(vec2(1,0))); +res += vec4(0.0892018377780914,-0.0229137558490038,0.0244414471089840,-0.1926898956298828) * float(LUMA_texOff(vec2(1,1))); +res += vec4(0.0576358586549759,0.0027846973389387,-0.0036861505359411,-0.0253547113388777) * float(LUMA_texOff(vec2(1,2))); +res += vec4(0.0159624069929123,0.0319602824747562,0.0019470085389912,0.0089780492708087) * float(LUMA_texOff(vec2(2,-2))); +res += vec4(0.0552792511880398,0.0543054342269897,0.0134062822908163,0.0545728243887424) * float(LUMA_texOff(vec2(2,-1))); +res += vec4(-0.1170092225074768,0.1963327825069427,0.1503890156745911,0.1891828328371048) * float(LUMA_texOff(vec2(2,0))); +res += vec4(-0.0084421783685684,0.1297017931938171,-0.0330600887537003,-0.0942063704133034) * float(LUMA_texOff(vec2(2,1))); +res += vec4(0.0118440408259630,-0.0337875857949257,0.0055063469335437,0.0254479162395000) * float(LUMA_texOff(vec2(2,2))); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 1_1 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!SAVE MODEL21 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0445119962096214,-0.7632357478141785,0.0156328510493040,-0.2424548566341400); +res += mat4(0.1279004216194153,-0.0275541823357344,0.2275633513927460,0.2241709381341934,0.0197204202413559,-0.0456816256046295,-0.1296672523021698,0.0564568229019642,-0.0241488646715879,-0.0237508192658424,-0.1899632662534714,0.4177669584751129,-0.1814560592174530,-0.0526473335921764,0.1154382973909378,-0.0715614855289459) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(-0.0660311505198479,0.0416736751794815,0.3146112561225891,0.1472041457891464,-0.3456672728061676,-0.0055983816273510,0.0022350433282554,0.0819796621799469,0.0057485047727823,0.1532524228096008,0.0204557459801435,-0.2500547170639038,-0.0524359568953514,-0.1911625266075134,-0.1078366711735725,-0.1296254843473434) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(0.0904538556933403,-0.0150672039017081,0.3322310745716095,0.0638923197984695,0.5975797176361084,-0.2452044337987900,-0.4947478473186493,-0.0783191770315170,0.5771877169609070,-0.0870653912425041,-0.8966570496559143,-0.2140965163707733,-0.0493861362338066,-0.0380848757922649,-0.1345319598913193,-0.0186063013970852) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(-0.2523841261863708,0.1387074738740921,0.7878478765487671,-0.2251627445220947,0.2277439534664154,0.5417668819427490,0.0866540968418121,-0.1707777529954910,-0.0598246827721596,-0.4717158675193787,-1.2242834568023682,0.0454643070697784,-0.3503442704677582,0.0573085807263851,0.2530198395252228,-0.0207283068448305) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(0.0168380383402109,-0.2142438590526581,-0.0207892972975969,0.3628533780574799,0.2431225180625916,0.3098322153091431,0.4073205888271332,-0.2762102782726288,-0.0197229012846947,0.1305596232414246,-0.5697882771492004,-0.2976251542568207,-0.0551432967185974,0.2614036500453949,-0.1410341411828995,-0.2906406223773956) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(-0.0498303361237049,0.0224859956651926,0.1952174901962280,-0.0311204437166452,0.2501715123653412,-0.5893352627754211,-1.0793941020965576,0.0160885509103537,0.5081620812416077,0.0482814386487007,0.0546359121799469,-0.0501569248735905,0.1400523334741592,-0.0106841633096337,-0.0940591320395470,-0.1791856139898300) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(0.0393299944698811,0.2232691347599030,-0.1055066883563995,-0.1607919186353683,-0.1567825973033905,-0.0042221010662615,-0.0548228211700916,0.2352052628993988,0.1483389288187027,0.7503526806831360,0.0797731876373291,-0.0049001369625330,-0.0242983382195234,-0.0308702979236841,0.0828925222158432,0.0561857633292675) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(0.0926392748951912,-0.0418718457221985,-0.3060409128665924,-0.1883587390184402,0.0284292586147785,-0.3584854304790497,-0.7909982800483704,-0.0187337957322598,-0.2496993243694305,-0.7520986795425415,0.3771523833274841,-0.0259053874760866,0.0337998159229755,0.2209153026342392,0.0708771497011185,-0.2814430892467499) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(-0.5287809371948242,0.5777525901794434,0.0880500450730324,-0.8452472090721130,-0.3393408954143524,-0.2273543328046799,-0.1298527419567108,0.4990308582782745,1.2613251209259033,-0.7636719942092896,1.5694186687469482,-0.4087363779544830,0.0874531939625740,0.7067158818244934,-0.3419588804244995,-0.3265531957149506) * FEATURE1_texOff(vec2(0,0)); +res += mat4(0.8229957222938538,-0.1236215904355049,-0.1859253048896790,1.6684840917587280,0.2000777721405029,-0.1239093989133835,1.5623438358306885,0.1779983490705490,0.1017884835600853,-0.3707404434680939,1.0626678466796875,-0.3124029338359833,0.0659058541059494,-0.3585464656352997,-0.1866402775049210,0.6733445525169373) * FEATURE2_texOff(vec2(0,0)); +res += mat4(-0.5544115900993347,-0.1892931908369064,0.2460739761590958,-0.1056193932890892,-0.4318082630634308,0.1257930994033813,-0.2672747671604156,-0.1690235435962677,0.0018221997888759,-0.4397548139095306,-0.3007801771163940,0.1068472340703011,0.3506655991077423,0.1143834441900253,0.1363849341869354,-0.1417382210493088) * FEATURE1_texOff(vec2(0,1)); +res += mat4(-0.0505668744444847,0.1831464916467667,0.3957343697547913,-0.2295413911342621,-0.3892803490161896,0.5436951518058777,0.1217770799994469,0.0223295800387859,-0.4462866187095642,-0.4055982232093811,-0.3771279454231262,0.0807068347930908,0.2116729617118835,0.0281026475131512,-0.0229265503585339,0.2868605256080627) * FEATURE2_texOff(vec2(0,1)); +res += mat4(0.1962712109088898,-0.2373334914445877,-2.5208437442779541,-0.1988540291786194,0.2224564403295517,-0.1783192902803421,-0.3962321281433105,-0.1685980409383774,0.1910390257835388,0.2554391324520111,0.4586416482925415,0.2779130041599274,-0.2002453953027725,-0.0061091855168343,1.3808131217956543,0.0434907525777817) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(-0.0307611189782619,-0.0524470545351505,-0.5897512435913086,-0.0816674903035164,0.4052906930446625,0.2542210817337036,-1.9041002988815308,0.0835462361574173,-0.2484460622072220,-0.0184739269316196,0.4510098397731781,0.2587619423866272,0.1537084281444550,0.1503131389617920,-0.0742949545383453,0.0613216012716293) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(0.1772638261318207,0.0948876664042473,0.0083848545327783,-0.2919732332229614,0.2566950321197510,0.0288751143962145,-0.4624863862991333,-0.0608786940574646,0.3310996592044830,-0.0104284398257732,0.6334818005561829,-0.0027201652992517,-0.0342350602149963,0.1938806027173996,-0.2464301586151123,0.0125883584842086) * FEATURE1_texOff(vec2(1,0)); +res += mat4(0.4839433431625366,-0.0502159744501114,-1.1114163398742676,-0.3965759575366974,0.2117286175489426,0.0414481423795223,-0.1332397013902664,-0.0549883767962456,-0.1275007277727127,0.7844302654266357,-0.0095163453370333,0.0961041301488876,-0.4759134948253632,-0.4284025132656097,-0.2072399407625198,-0.3953579664230347) * FEATURE2_texOff(vec2(1,0)); +res += mat4(0.1605869531631470,-0.1715892106294632,0.0865620598196983,-0.0464400537312031,-0.2688548862934113,0.1722514480352402,0.0167612321674824,-0.0032994034700096,-0.3451044559478760,-0.2280300110578537,-0.0029796555172652,-0.1597652435302734,0.0500137843191624,0.1023071259260178,-0.0407028235495090,0.2228624969720840) * FEATURE1_texOff(vec2(1,1)); +res += mat4(0.6999920010566711,0.0839441940188408,0.0815469548106194,-0.1509176045656204,-0.0690853074193001,-0.3200871348381042,0.0780162736773491,-0.1449639797210693,0.2868815064430237,0.3962450027465820,-0.3439113497734070,0.2657423913478851,0.0988137871026993,0.3471299111843109,-0.2186402678489685,-0.0648017078638077) * FEATURE2_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(1.0311057567596436,0.1051208898425102,0.1158760935068130,0.0466635078191757) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 1_2 +//!BIND FEATURE1 +//!BIND FEATURE2 +//!SAVE MODEL22 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0713458731770515,-0.1403961777687073,-0.0019562745001167,0.0153338573873043); +res += mat4(-0.0950641855597496,-0.1496641039848328,-0.0653550028800964,0.0655386000871658,-0.0118882004171610,0.2012491524219513,-0.2844599783420563,-0.4794720113277435,0.1128025799989700,-0.0173030979931355,-0.0558849945664406,-0.2957552075386047,0.0128202112391591,0.0199047476053238,-0.0091027505695820,-0.0789640173316002) * FEATURE1_texOff(vec2(-1,-1)); +res += mat4(0.1597457975149155,-0.0476507246494293,0.1466529071331024,0.0859163030982018,0.0797316282987595,-0.3380981683731079,0.2370245009660721,-0.1145931258797646,-0.0352988094091415,-0.0444888733327389,-0.2100716233253479,0.1305520236492157,-0.1359029710292816,0.1097442805767059,0.0449938289821148,-0.1155664771795273) * FEATURE2_texOff(vec2(-1,-1)); +res += mat4(-0.0333916284143925,0.2415594160556793,0.0520512908697128,0.1228107511997223,-0.0491011217236519,0.4408806562423706,0.4631956815719604,0.2014560103416443,-0.3688595592975616,0.0367180295288563,0.2484581321477890,-0.1113442853093147,0.1283355057239532,0.0418004281818867,-0.0171243026852608,-0.1231943219900131) * FEATURE1_texOff(vec2(-1,0)); +res += mat4(0.3493446409702301,0.4550022482872009,0.0368724688887596,0.0748724937438965,0.5001406073570251,0.0145555436611176,0.1236629858613014,0.3143120706081390,-0.1951988488435745,-0.0157914645969868,0.0937998965382576,-0.2233840376138687,0.5033411383628845,-0.3183194100856781,-0.2259195148944855,0.3639536798000336) * FEATURE2_texOff(vec2(-1,0)); +res += mat4(-0.0742707476019859,-0.1287801116704941,-0.2533137500286102,0.0666435658931732,-0.0185621567070484,0.1427449285984039,-0.0724751204252243,-0.0781485065817833,-0.2270648330450058,-0.2314778864383698,0.3814929425716400,-0.1655400246381760,0.0408568829298019,-0.1139645278453827,0.1797397136688232,-0.0245632305741310) * FEATURE1_texOff(vec2(-1,1)); +res += mat4(0.1184135973453522,0.0439366139471531,0.0225226897746325,-0.0038526873104274,0.1292685419321060,0.0629177838563919,0.3455114960670471,-0.1857204884290695,-0.4921502172946930,-0.1171003505587578,0.0188624169677496,-0.1101682260632515,0.0676844567060471,0.5154085755348206,-0.0898379907011986,0.3413280248641968) * FEATURE2_texOff(vec2(-1,1)); +res += mat4(-0.2631838321685791,0.0215514600276947,0.3092688918113708,-0.0200904365628958,0.0678770467638969,0.1769931465387344,-0.3653681278228760,-0.3274513185024261,0.4608019888401031,-0.1544784456491470,0.1189439669251442,0.7015876173973083,0.2732816934585571,-0.0545057803392410,-0.3474545478820801,-0.0253226496279240) * FEATURE1_texOff(vec2(0,-1)); +res += mat4(0.0994316861033440,0.0642566010355949,0.2031503319740295,0.2276959568262100,-0.1094077304005623,0.4463521838188171,0.0921792611479759,-0.3033096492290497,-0.0953373983502388,-0.1331395804882050,0.2615413069725037,-0.2874414622783661,-0.0389687754213810,0.0338272154331207,0.2804331183433533,-0.3443813025951385) * FEATURE2_texOff(vec2(0,-1)); +res += mat4(-0.1806042939424515,-0.4840798676013947,0.4222546219825745,0.1238701492547989,0.0117481639608741,-0.5986865758895874,0.3057619929313660,0.1934896260499954,-0.7086342573165894,-0.8567376136779785,0.6944998502731323,-1.4599204063415527,0.0886754393577576,-0.4293498098850250,-0.1524195969104767,0.2418079674243927) * FEATURE1_texOff(vec2(0,0)); +res += mat4(2.1706113815307617,0.3525652289390564,-0.7008359432220459,-0.4825965166091919,-0.3203429281711578,0.8500943183898926,-0.7993509769439697,0.4329842329025269,0.2106771767139435,1.1103280782699585,1.2092385292053223,1.4814503192901611,-0.4147390127182007,-0.7046836614608765,-0.1443170011043549,-0.6811133027076721) * FEATURE2_texOff(vec2(0,0)); +res += mat4(-0.1489356607198715,0.1400019824504852,0.2425604313611984,-0.2098473459482193,-0.1580564379692078,0.1463224738836288,-0.2187854647636414,0.5174596905708313,-0.0143817225471139,-0.0362622961401939,-0.0068237944506109,0.4749472737312317,0.2914732992649078,-0.3306328952312469,-0.2444777786731720,-0.1171946674585342) * FEATURE1_texOff(vec2(0,1)); +res += mat4(0.0455239675939083,0.3496046066284180,0.1297491937875748,-0.2541095912456512,0.3605501055717468,0.2339573651552200,-0.0188565086573362,-0.0526181310415268,0.1471424549818039,0.8212822079658508,0.0819099843502045,-0.0851665437221527,0.3739568293094635,0.1304695755243301,0.1481167376041412,-0.2134698331356049) * FEATURE2_texOff(vec2(0,1)); +res += mat4(-0.2076720446348190,-0.0932599306106567,0.0648527294397354,-0.2374770641326904,-0.0927826911211014,0.1848200261592865,0.4131188094615936,0.3280069231987000,-0.2099185734987259,0.2130926996469498,-0.0362745784223080,0.0191331822425127,0.1590368449687958,0.0303016249090433,0.1207325309514999,0.2451425045728683) * FEATURE1_texOff(vec2(1,-1)); +res += mat4(-0.0135009605437517,-0.0101303057745099,0.0752487555146217,0.0533373840153217,-0.0253537259995937,0.1318614929914474,-0.1263181120157242,0.0249524712562561,-0.1477261483669281,0.3236559033393860,0.0773291289806366,-0.1439673304557800,-0.2005890905857086,0.0892757251858711,0.0398719944059849,0.3675192892551422) * FEATURE2_texOff(vec2(1,-1)); +res += mat4(-0.0193535499274731,-0.2256918102502823,0.0341436080634594,0.0795947611331940,0.1496857404708862,-0.2784725725650787,-0.0582313314080238,-0.2786065340042114,-0.1666128039360046,-0.6534121036529541,0.2695854306221008,-0.0179719906300306,0.0015976354479790,0.0139929885044694,-0.1706486046314240,-0.3274765610694885) * FEATURE1_texOff(vec2(1,0)); +res += mat4(-0.7170836329460144,0.0868831276893616,0.1829078495502472,-0.0076045366004109,0.1525912433862686,-0.2558896839618683,0.0893209800124168,-0.3426039516925812,-0.2871107757091522,-0.2445062994956970,0.1676304638385773,0.2116415053606033,0.0883995518088341,-0.3880331516265869,0.2636835277080536,-0.2514505982398987) * FEATURE2_texOff(vec2(1,0)); +res += mat4(-0.1861270815134048,0.2000686377286911,-0.1501186788082123,0.1525203883647919,0.1969228833913803,0.1174068301916122,-0.1281060427427292,-0.0854888409376144,0.0290613435208797,-0.0538076497614384,-0.0251582786440849,0.0692845508456230,0.0384319014847279,0.2888138592243195,0.1151804402470589,0.0990421250462532) * FEATURE1_texOff(vec2(1,1)); +res += mat4(-0.0344385802745819,0.1270371377468109,0.0922426953911781,-0.0426749102771282,-0.1656492203474045,-0.3273328542709351,-0.0282224025577307,0.1099396124482155,-0.1113230437040329,0.2943290174007416,-0.2181112915277481,-0.3177657723426819,-0.1096536740660667,-0.0508293099701405,-0.0256164856255054,-0.0388228967785835) * FEATURE2_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.7142407894134521,0.0686190053820610,0.3999933302402496,-1.0247212648391724) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 2_1 +//!BIND MODEL21 +//!BIND MODEL22 +//!SAVE MODEL1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0203563515096903,0.1902436912059784,-0.0757935121655464,0.0393617525696754); +res += mat4(-0.1080558672547340,-0.0400269515812397,0.1042881682515144,-0.1994346678256989,0.0172465778887272,-0.0829331055283546,-0.1278677284717560,-0.0762506872415543,-0.0593080408871174,-0.0305212251842022,0.1326192617416382,-0.3380933105945587,-0.0722763314843178,-0.1975518912076950,-0.0223602931946516,0.2251029163599014) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.1747678220272064,0.0297168865799904,0.1054855734109879,0.0803295820951462,-0.0338115766644478,-0.3885377943515778,-0.3540246784687042,-0.0719623491168022,-0.0656022280454636,-0.0469004511833191,0.1379419565200806,0.0319863893091679,0.0799935683608055,-0.0099127553403378,0.1698455959558487,-0.0108015276491642) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(0.1587898135185242,0.3995443880558014,-0.0333226583898067,0.2373267263174057,-0.1616930961608887,0.0659186244010925,0.0141129801049829,-0.0541022196412086,-0.5743742585182190,0.1121487766504288,0.4259817600250244,0.0280795227736235,-0.3721714317798615,-0.3496374189853668,0.0997273251414299,-0.0079920450225472) * MODEL21_texOff(vec2(-1,0)); +res += mat4(0.0928084030747414,0.3107658624649048,0.1375299990177155,0.1550617516040802,-0.0780353918671608,-0.0102957757189870,-0.2056752145290375,-0.3927979469299316,-1.2112152576446533,0.0213295854628086,0.1396545022726059,0.0492016039788723,-0.0569122135639191,-0.1691886335611343,-0.1535325646400452,0.2800904810428619) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.2494744062423706,-0.0363066755235195,0.0959179550409317,-0.0048101749271154,-0.0195793900638819,0.0451166369020939,0.1470773071050644,-0.0050059854984283,0.2886958122253418,-0.3221147954463959,-0.7062104344367981,0.1646659970283508,-0.0092520527541637,-0.1254461258649826,0.0217506736516953,-0.0678806379437447) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.0686557441949844,-0.0414490625262260,-0.1855954080820084,0.0264346338808537,-0.0296857114881277,-0.0431593284010887,0.0669397041201591,-0.0946076661348343,-0.2036914378404617,-0.1336101740598679,-0.2099903970956802,-0.1327936947345734,-0.1002155169844627,-0.0368575826287270,-0.1660962998867035,0.0728288888931274) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.5504320859909058,0.2939232587814331,0.4704743027687073,0.2129514217376709,0.0843106731772423,-0.1978624463081360,-0.3298224806785583,0.1919094175100327,0.1980742365121841,-0.0644423812627792,0.0091170109808445,-0.2124856859445572,0.0804558470845222,-0.1130188927054405,-0.6276652812957764,0.1861163526773453) * MODEL21_texOff(vec2(0,-1)); +res += mat4(-0.3357668519020081,0.2093413323163986,0.4355416595935822,0.1550502777099609,-0.6510964035987854,-0.1751857399940491,-0.2060168534517288,-0.1710205078125000,-0.1202360317111015,-0.2500316798686981,0.1074745431542397,-0.2418434321880341,0.0133954072371125,-0.0555886104702950,0.1514673978090286,0.2739115655422211) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.3006273508071899,-0.2699472010135651,-0.1982013583183289,-0.0032952548936009,0.0307833012193441,0.3671586215496063,-0.0966020002961159,-0.2836556434631348,0.4297264218330383,0.6171903610229492,0.6723483800888062,0.2705117464065552,-0.1438141316175461,-0.0873940736055374,-0.7001031041145325,-0.2052250355482101) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.2875024676322937,-1.6230558156967163,-0.6733398437500000,-0.9642448425292969,-0.1964960694313049,0.2485812455415726,0.1236900389194489,-1.1423941850662231,-0.0412602946162224,0.3412002623081207,0.3962794244289398,-0.2490761876106262,-0.0058065578341484,-0.4578708708286285,-0.2418260127305984,0.5357795953750610) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.0062361713498831,0.1925230026245117,0.0824977159500122,0.0561275146901608,0.0929671525955200,0.0698546022176743,0.3816939592361450,0.0395248420536518,-0.0719512030482292,0.0564917400479317,-0.1297784000635147,0.1245511695742607,0.0012355837970972,-0.0990515723824501,0.4213519692420959,-0.1645816713571548) * MODEL21_texOff(vec2(0,1)); +res += mat4(-0.0611936338245869,-0.0220258161425591,-0.0040935277938843,-0.1060328409075737,-0.0583154149353504,-0.0171997752040625,0.1058546081185341,0.2793170809745789,-0.2339317053556442,-0.1972009539604187,-0.0600687190890312,-0.0684379041194916,0.0243016034364700,-0.2111079394817352,-0.2042971849441528,0.0724857896566391) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.0833447948098183,-0.0533220991492271,0.0767802372574806,0.1182348504662514,-0.0223299078643322,-0.0479344800114632,-0.0119727496057749,0.0524821877479553,-0.0334780365228653,0.0719002187252045,0.0439689308404922,0.0475181229412556,0.0764308497309685,0.0086713796481490,-0.1700707823038101,0.0657354295253754) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.1391696482896805,0.0739523395895958,0.0565792545676231,-0.0430364646017551,0.0943084582686424,0.0102064209058881,0.0120795257389545,-0.0841303989291191,0.1573246121406555,0.0164279472082853,0.0988841354846954,-0.1430613398551941,-0.0572808869183064,-0.0844292491674423,0.0621565617620945,0.0923799052834511) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.1223107874393463,-0.2441930323839188,-0.2410650849342346,-0.0162935722619295,0.0695567727088928,-0.0028583710081875,-0.0059417244046926,0.0715164169669151,-0.0668491795659065,-0.1499572396278381,0.0869924053549767,0.0553652904927731,0.2729566097259521,0.1370039582252502,-0.1282183527946472,-0.1451860070228577) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.1331952214241028,0.0021079662255943,-0.1116734445095062,-0.4168601930141449,0.0534659475088120,0.0037860786542296,-0.0366065911948681,0.1047701835632324,0.1491260826587677,0.0782341659069061,0.0949895009398460,-0.1160908639431000,-0.1057133302092552,-0.2699718773365021,-0.1193305626511574,0.2142304331064224) * MODEL22_texOff(vec2(1,0)); +res += mat4(0.0041565205901861,-0.1065499857068062,-0.0629659667611122,-0.1144768893718719,0.0318886637687683,-0.0562519319355488,0.0043422472663224,0.0226082988083363,-0.1456198990345001,-0.2398656159639359,-0.2625046670436859,-0.0710547044873238,0.0067904205061495,0.0018544088816270,0.1019348874688148,-0.0186133962124586) * MODEL21_texOff(vec2(1,1)); +res += mat4(0.0732532218098640,0.1516859829425812,0.0580205544829369,0.1968977004289627,-0.0066619524732232,-0.1597842127084732,-0.0990600511431694,-0.1059188917279243,0.0718481168150902,-0.2222738713026047,-0.1675696671009064,-0.1500017195940018,-0.0568779110908508,-0.0582777932286263,-0.0844587534666061,-0.0263266414403915) * MODEL22_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.2459529191255569,0.7563464641571045,-0.0705636814236641,-0.0094820559024811) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 2_2 +//!BIND MODEL21 +//!BIND MODEL22 +//!SAVE MODEL2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0448397286236286,-0.1649267971515656,-0.1192543581128120,-0.0061073559336364); +res += mat4(0.0724840760231018,-0.0480341166257858,-0.1082391515374184,-0.1447021961212158,0.0723197236657143,0.0481830574572086,0.0009448126656935,0.0353565886616707,-0.0653375908732414,0.0029647622723132,-0.0016588598955423,-0.2075651884078979,0.0403469167649746,0.3929971158504486,0.0342363268136978,0.1427230089902878) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(-0.0743464827537537,0.1844420731067657,0.0256296340376139,-0.2808582782745361,0.0351609662175179,0.3277008235454559,-0.0205841138958931,-0.5355809330940247,0.0681906566023827,0.2058052271604538,-0.0479847639799118,-0.3735262751579285,-0.0261550359427929,-0.1148884072899818,-0.2329017966985703,0.0728458985686302) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.1236097738146782,0.1251334398984909,-0.1339431256055832,0.0198749266564846,-0.1325920224189758,-2.2431972026824951,-0.0680834427475929,-0.5671764612197876,-0.3431925177574158,-0.0983135104179382,-0.2207138091325760,-0.2374879121780396,0.0127309206873178,1.3076044321060181,0.0848151743412018,-0.1928595900535583) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.0471093133091927,-0.1513628512620926,-0.0134263765066862,-0.1519252359867096,-0.5260242223739624,0.2291621714830399,0.4088975787162781,-0.4315340518951416,0.0933236032724380,-1.0386694669723511,0.0015958193689585,-0.2737887501716614,-0.0246253963559866,-0.2722961604595184,-0.1770633459091187,-0.2291279733181000) * MODEL22_texOff(vec2(-1,0)); +res += mat4(-0.0017552347853780,0.1903935521841049,-0.0740704238414764,-0.0917679518461227,0.0323882810771465,-0.3029108047485352,0.0532565414905548,-0.0651542618870735,0.4868686199188232,0.8539272546768188,0.4151960313320160,0.2619662582874298,-0.0413270294666290,0.1404227763414383,0.1027320474386215,0.3274228572845459) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.1828346252441406,0.0274682324379683,-0.1169882863759995,0.0327291004359722,0.1786244213581085,-0.6569546461105347,-0.0609031207859516,-0.1676601022481918,-0.1481092721223831,0.2889067530632019,0.1246089115738869,0.2203597426414490,-0.0366856977343559,0.1539470851421356,0.0069492300972342,-0.1544002443552017) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.2073992937803268,-0.0717074573040009,-0.0196173377335072,-0.0956910699605942,0.0728898122906685,0.0484567955136299,0.3063069283962250,-0.3200540542602539,0.0291527546942234,-0.0265460256487131,0.1168476045131683,-0.2479970753192902,0.1224220171570778,0.0745823010802269,0.1868897676467896,-0.1958049237728119) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.0019954447634518,-0.0225235987454653,0.0812198966741562,0.0295672398060560,-0.2016931176185608,-0.2239151000976562,-0.2481262385845184,-0.2381946444511414,-0.0520484372973442,-0.1200495883822441,0.2121954560279846,-0.1573531329631805,-0.0198472067713737,0.1001087054610252,-0.1084884032607079,-0.3126969039440155) * MODEL22_texOff(vec2(0,-1)); +res += mat4(0.3838330209255219,0.1678779572248459,0.6496244072914124,0.3783606290817261,-0.2198582738637924,-0.2351343184709549,-0.2852248847484589,0.6310021877288818,0.8083020448684692,0.0039323624223471,-0.0901831910014153,0.0797894075512886,-0.2271467447280884,0.7082978487014771,0.1513756662607193,0.2188975960016251) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.2871031761169434,0.2316448241472244,0.4947948157787323,0.3308620452880859,-0.0623455122113228,-0.1314185708761215,-0.2664661705493927,0.8725078701972961,0.4541083276271820,0.1433589160442352,-1.1269453763961792,0.6427971124649048,-0.1016561388969421,0.3418317139148712,-0.0991155728697777,-1.0508837699890137) * MODEL22_texOff(vec2(0,0)); +res += mat4(-0.2179604172706604,0.1258949041366577,-0.1155700981616974,-0.0536149404942989,-0.0140614463016391,-0.0091438721865416,-0.0501774959266186,-0.3570724725723267,-0.5832386016845703,0.2004123181104660,0.2986239194869995,-0.8139168024063110,0.0142666567116976,0.0681498944759369,0.1293468028306961,-0.1001938357949257) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.1952836811542511,-0.3092494010925293,0.3063779771327972,0.1934849917888641,0.0746696740388870,-0.3533902466297150,-0.1269576102495193,-0.2237875163555145,0.2470717132091522,-0.2640363574028015,-0.2862776815891266,0.1740108281373978,-0.0963631942868233,0.2631850540637970,0.0400718413293362,-0.3590607047080994) * MODEL22_texOff(vec2(0,1)); +res += mat4(-0.5299927592277527,0.0979989692568779,0.1666737496852875,-0.1547524333000183,-0.0043443185277283,0.1540203243494034,0.0594348423182964,-0.0167275425046682,-0.1043610796332359,0.0504250898957253,0.0456700921058655,0.2525034546852112,0.2241353541612625,-0.1678503304719925,0.1532667279243469,0.2901742458343506) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.0998796448111534,0.0385462641716003,-0.0762400180101395,-0.1255892217159271,0.0281430184841156,-0.0304958485066891,-0.1440480053424835,-0.1001605167984962,-0.2257689833641052,0.2056092917919159,0.0248535349965096,-0.1383949518203735,-0.0951708629727364,0.0997417271137238,0.0275330394506454,-0.5728432536125183) * MODEL22_texOff(vec2(1,-1)); +res += mat4(0.4256163835525513,0.1745115518569946,-0.2409395426511765,0.3139856457710266,-0.0036795330233872,0.1819283962249756,-0.0864531323313713,0.0102691333740950,-0.3397279977798462,0.1107075437903404,-0.0035228815395385,-0.2207705229520798,-0.1779139339923859,-0.2106117755174637,0.0352664291858673,0.3615589439868927) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0345224253833294,-0.0669926702976227,0.0907212942838669,-0.3758732676506042,-0.0452554710209370,-0.1134464666247368,-0.0358871109783649,-0.1858227252960205,-0.0233245138078928,-0.0495684742927551,0.1976234614849091,-0.1165761798620224,-0.0340447537600994,0.1095624342560768,0.0110175255686045,-0.8269239664077759) * MODEL22_texOff(vec2(1,0)); +res += mat4(-0.1379280686378479,0.1004267781972885,0.0723998174071312,-0.1510958224534988,0.0610648579895496,0.0451720170676708,-0.0231927260756493,-0.0251553766429424,0.2306085377931595,0.1033207178115845,-0.1316205114126205,0.1130664870142937,-0.0458516106009483,-0.1152514070272446,-0.0088650323450565,-0.0214479379355907) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.0545783303678036,-0.0620098188519478,0.0347074456512928,0.1096799224615097,0.0036664425861090,-0.0413107499480247,0.1443250179290771,-0.1161036714911461,-0.0061624986119568,-0.0252977479249239,0.3230019211769104,-0.2536626160144806,-0.0565439648926258,0.0827583819627762,-0.0071726376190782,-0.1983329951763153) * MODEL22_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(-0.6312188506126404,-0.1215368881821632,0.2487443536520004,0.4051703512668610) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 3_1 +//!BIND MODEL1 +//!BIND MODEL2 +//!SAVE MODEL21 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0410279631614685,-0.1111723631620407,-0.0406232848763466,-0.0939496159553528); +res += mat4(0.1221675798296928,0.0083215842023492,-0.0162804014980793,0.0316714197397232,-0.2205813378095627,0.1500435769557953,0.2109555304050446,0.2741867899894714,0.0956874340772629,-0.0896854698657990,-0.1657065600156784,-0.1349759399890900,0.0601499564945698,-0.1523845940828323,-0.1828087568283081,-0.2727653682231903) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(-0.0918163508176804,0.1564485579729080,0.1133174449205399,0.2215953171253204,-0.0623677000403404,-0.0497728772461414,-0.0372809022665024,-0.0258478187024593,-0.1364922970533371,0.1053884625434875,0.3292874991893768,0.2693256139755249,-0.0347631797194481,-0.1470523178577423,0.0096792401745915,-0.0542853325605392) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(0.1331177949905396,-0.0964357852935791,-0.0706946700811386,0.1593225002288818,-0.4815943241119385,0.1224092170596123,-0.0870430991053581,0.0005010276800022,-0.0242684502154589,-0.2256436049938202,0.1367238312959671,0.0474774017930031,0.6886650323867798,-0.0065326127223670,0.1841574758291245,-0.1354993879795074) * MODEL1_texOff(vec2(-1,0)); +res += mat4(-0.1049591675400734,0.0515934228897095,0.1128631457686424,0.1688040047883987,-0.0084041170775890,-0.0006375144002959,-0.0598374009132385,0.1424416452646255,-0.0048398924991488,0.1832167655229568,0.0231959503144026,0.0816788375377655,-0.1321710795164108,0.0397678017616272,-0.0058345394209027,0.5784573554992676) * MODEL2_texOff(vec2(-1,0)); +res += mat4(0.1438693851232529,-0.0694608166813850,-0.0428275354206562,0.1599996536970139,-0.1651254445314407,0.1388883888721466,-0.0895452573895454,0.2569831907749176,0.3150432109832764,-0.0910519883036613,0.0367441214621067,0.1903669685125351,0.2805841267108917,-0.0444608181715012,0.0059385276399553,-0.2585869431495667) * MODEL1_texOff(vec2(-1,1)); +res += mat4(-0.1217494234442711,0.0191769022494555,-0.0065453462302685,0.1391217857599258,0.0998920649290085,-0.0162798929959536,0.0502282194793224,0.0370145924389362,0.0290782172232866,-0.0099554909393191,0.0142515478655696,0.1248661577701569,-0.0076912571676075,0.0251651499420404,0.2190572917461395,0.0020069130696356) * MODEL2_texOff(vec2(-1,1)); +res += mat4(0.2666685581207275,-0.1625511497259140,-0.3938800692558289,-0.0253848694264889,0.0987015441060066,0.2033616453409195,0.3128099143505096,0.4608893990516663,0.0620003379881382,-0.1389972567558289,-0.3095863461494446,-0.4023511111736298,-0.1105777546763420,0.1115406602621078,0.3639950752258301,0.0645622834563255) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.2135885655879974,-0.1035343706607819,0.1795026361942291,0.1828210204839706,0.0780984908342361,0.0656728670001030,0.0033678691834211,0.1361345648765564,0.1712654232978821,-0.0172833092510700,-0.0502183400094509,0.2910411655902863,0.0691247656941414,0.1935720741748810,0.0652214139699936,0.1608240753412247) * MODEL2_texOff(vec2(0,-1)); +res += mat4(0.8243460655212402,-0.0979344248771667,-0.0366373993456364,0.1692261099815369,0.5517869591712952,0.3282494544982910,-0.7905511856079102,-0.4462923705577850,-0.0803156569600105,0.1172509342432022,0.1864327639341354,0.1471016854047775,0.1296005547046661,-0.1004103720188141,0.3174172043800354,-0.1181766316294670) * MODEL1_texOff(vec2(0,0)); +res += mat4(0.0259374529123306,-0.0934808850288391,0.3008874654769897,0.3957927823066711,-0.4048821926116943,0.1461934000253677,-0.1819096356630325,-0.1908810287714005,0.3193186521530151,-0.7438099980354309,0.1919509470462799,-0.2065188735723495,0.1752236187458038,-0.6840037107467651,0.1588519066572189,-0.3956064879894257) * MODEL2_texOff(vec2(0,0)); +res += mat4(0.1574442386627197,-0.0114925103262067,-0.1208277940750122,0.2058266401290894,0.2879209220409393,-0.0419875606894493,-0.1902059614658356,-0.2723863720893860,-0.1086223348975182,-0.0870924964547157,0.8605937957763672,0.2656622231006622,-0.1653763055801392,0.0816384851932526,-0.0137870563194156,0.1433854848146439) * MODEL1_texOff(vec2(0,1)); +res += mat4(-0.1565909236669540,-0.0307490080595016,-0.1055604666471481,0.2573592662811279,-0.1186821162700653,0.1141471788287163,-0.0272745657712221,-0.1049114838242531,0.2445316016674042,-0.0027864547446370,-0.1759569346904755,-0.1556979566812515,0.0550616309046745,0.1704383641481400,0.0853662937879562,0.3280856907367706) * MODEL2_texOff(vec2(0,1)); +res += mat4(0.1460669338703156,0.4202052652835846,-0.3638312816619873,-0.0958623066544533,-0.0492525361478329,-0.3664234280586243,0.0794373303651810,0.0399017669260502,0.0629198029637337,0.1662959158420563,-0.1001493930816650,-0.0587460733950138,-0.0396478697657585,0.0017320754704997,0.0314909480512142,-0.0202700830996037) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.0964399129152298,0.0380319654941559,0.0396055467426777,0.0265473183244467,-0.0161637403070927,-0.1872924566268921,0.1670000404119492,0.0029466480482370,-0.1093841269612312,-0.3629201948642731,-0.0562992505729198,0.1792684197425842,-0.0203859098255634,0.0983991250395775,0.0058611719869077,0.1627455651760101) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.1117974221706390,0.7562329173088074,-0.2046248912811279,0.1677842289209366,-0.2063486129045486,-0.6023545265197754,-0.5739209651947021,0.5110496878623962,-0.0715268924832344,-0.1373793482780457,0.1251420378684998,-0.0477442294359207,0.4961377978324890,0.2688887119293213,0.3146316707134247,-0.5197153687477112) * MODEL1_texOff(vec2(1,0)); +res += mat4(-0.1314805448055267,0.0746279135346413,0.3457699418067932,0.2564856410026550,0.0839370116591454,-0.6136511564254761,-0.4646295011043549,0.0612256154417992,-0.1910563558340073,-0.0935136750340462,-0.2426030039787292,0.2102959007024765,0.1575350016355515,0.6145061254501343,0.3368154168128967,-0.0974092856049538) * MODEL2_texOff(vec2(1,0)); +res += mat4(0.0565315335988998,0.2393359094858170,-0.0932938233017921,0.1555283814668655,0.0123879108577967,-0.1247719228267670,-0.0564610138535500,-0.1125799044966698,-0.0104600470513105,0.0482629500329494,0.2316472232341766,0.1083717569708824,-0.0525921434164047,0.0643989592790604,-0.0525734610855579,-0.0503251366317272) * MODEL1_texOff(vec2(1,1)); +res += mat4(-0.1835366338491440,0.0978360474109650,-0.1111819595098495,0.2109299153089523,0.0509372949600220,-0.1992686837911606,0.0677929744124413,-0.0870024710893631,-0.0412262082099915,-0.0697719156742096,-0.0967373847961426,0.0137308547273278,0.0195730421692133,0.0410240143537521,0.1157210171222687,0.2283479571342468) * MODEL2_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.1991519331932068,-0.1275756657123566,-0.0622864030301571,0.1586369574069977) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 3_2 +//!BIND MODEL1 +//!BIND MODEL2 +//!SAVE MODEL22 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0089084329083562,-0.0336172059178352,0.0177190825343132,0.0529975406825542); +res += mat4(-0.0275970958173275,0.0141968233510852,0.1181544512510300,-0.0572245270013809,0.1161347925662994,-0.1156444773077965,-0.2549640238285065,0.0882879272103310,-0.0715355500578880,0.0151285668835044,0.1079384386539459,0.0650847703218460,-0.1597152203321457,0.0669793561100960,0.2084401696920395,-0.0951152443885803) * MODEL1_texOff(vec2(-1,-1)); +res += mat4(0.0404323227703571,-0.0206144321709871,-0.1080420613288879,-0.2038477361202240,0.0248847268521786,-0.0064681121148169,0.0389525443315506,0.0011026862775907,0.0885242074728012,0.0295896343886852,-0.3323790132999420,0.1935138553380966,-0.0466548874974251,0.1023886054754257,0.1257870644330978,-0.1541756242513657) * MODEL2_texOff(vec2(-1,-1)); +res += mat4(-0.0076520540751517,0.0361139886081219,0.1749804913997650,-0.2051989138126373,0.0022692133206874,-0.0282937753945589,-0.2039019316434860,-0.2343468815088272,-0.0357327871024609,-0.0570764988660812,0.2925858795642853,-0.1988349705934525,-0.0584560707211494,-0.0341510921716690,0.1300961822271347,0.5184492468833923) * MODEL1_texOff(vec2(-1,0)); +res += mat4(0.0884973928332329,0.0333527140319347,0.0180535931140184,-0.2655122876167297,0.0433661043643951,0.0104369185864925,0.0010909073753282,-0.0705273598432541,-0.0602585524320602,0.2420269846916199,-0.4731841087341309,-0.8040290474891663,0.3066828548908234,-0.2466925680637360,0.0938910692930222,-0.2002603262662888) * MODEL2_texOff(vec2(-1,0)); +res += mat4(0.0549152903258801,0.0291299298405647,0.0946277007460594,-0.0581608228385448,0.0669180899858475,-0.0635575056076050,-0.2427970170974731,-0.2677550315856934,0.2226776182651520,0.1301570236682892,-0.1519709974527359,0.0671724304556847,-0.0526433289051056,0.1898351758718491,0.2383745312690735,0.2191711813211441) * MODEL1_texOff(vec2(-1,1)); +res += mat4(-0.0234222635626793,0.0238620284944773,0.0427630320191383,-0.1080563366413116,0.0332126952707767,-0.0039051575586200,0.0293126031756401,0.0161924213171005,0.0453971028327942,0.0131999952718616,-0.0689036697149277,0.2349009960889816,0.1013344153761864,0.2706570029258728,0.1191426888108253,-0.2830821871757507) * MODEL2_texOff(vec2(-1,1)); +res += mat4(0.0181465242058039,-0.0571886636316776,0.4875229001045227,-0.4244020283222198,0.4331104159355164,0.1066712513566017,-0.5277034044265747,0.1110567077994347,-0.1179447323083878,-0.0273578558117151,0.1798476576805115,-0.2829602360725403,0.1012385115027428,-0.2528488039970398,0.1697608679533005,0.1121710017323494) * MODEL1_texOff(vec2(0,-1)); +res += mat4(-0.1404130905866623,-0.0984055623412132,-0.0279541295021772,-0.1321212500333786,-0.0841855704784393,0.1336171030998230,-0.1458790600299835,-0.0044095455668867,0.2203754037618637,0.1455714553594589,-0.2362042963504791,-0.0329121425747871,-0.1683547794818878,0.0289597529917955,0.3424547612667084,0.0143845872953534) * MODEL2_texOff(vec2(0,-1)); +res += mat4(0.0287246014922857,0.1948280781507492,0.5998955368995667,0.1192114129662514,-0.6269109249114990,0.8724324703216553,-0.6399638652801514,-0.4201497733592987,-0.3355066180229187,-0.1566904038190842,-0.4396412074565887,0.1525828838348389,0.5573399066925049,0.2324324846267700,0.2762884795665741,0.0406046211719513) * MODEL1_texOff(vec2(0,0)); +res += mat4(0.3890096545219421,-0.0574061162769794,-0.1468243300914764,-0.5953360199928284,-0.1363215148448944,-0.2224670499563217,-0.2237723320722580,0.2738097012042999,-0.4868114292621613,-0.5029351711273193,-0.3570256233215332,-0.1776263266801834,-0.0176672954112291,-0.4318660795688629,1.0395888090133667,0.1728395074605942) * MODEL2_texOff(vec2(0,0)); +res += mat4(0.1337304115295410,-0.0809440389275551,0.1600498855113983,-0.1108811497688293,-0.2376178801059723,-0.1532768607139587,-0.0447455830872059,0.2515332102775574,0.4848278462886810,-0.0915748402476311,-0.0336527302861214,-0.2141884714365005,0.2125129699707031,0.3237875998020172,0.0022272330243140,-0.0167857185006142) * MODEL1_texOff(vec2(0,1)); +res += mat4(0.0457934997975826,0.0510537698864937,-0.0519523508846760,-0.4506326615810394,-0.1029204949736595,0.0116113182157278,-0.1750748157501221,-0.0048758201301098,0.1506977379322052,0.0633068457245827,-0.1628549993038177,-0.0144928665831685,0.1408756822347641,0.2896180152893066,0.0803691521286964,-0.4930096566677094) * MODEL2_texOff(vec2(0,1)); +res += mat4(-0.0484248884022236,0.1371297985315323,-0.1235475391149521,-0.2618594765663147,-0.0280395895242691,0.0248795989900827,0.1204105168581009,0.3246576189994812,0.0426272377371788,-0.0520061068236828,0.0575957447290421,-0.2613646090030670,0.1165295541286469,-0.0390013493597507,-0.0470846109092236,-0.0014663023175672) * MODEL1_texOff(vec2(1,-1)); +res += mat4(-0.1066762879490852,-0.0869804695248604,-0.0099332248792052,-0.1355892717838287,-0.0760413780808449,0.1377770304679871,-0.0263407956808805,0.0880135521292686,0.1496269851922989,-0.0487459264695644,0.1286851912736893,0.2218491584062576,0.1723349541425705,-0.0165541302412748,-0.0690477639436722,-0.2388458102941513) * MODEL2_texOff(vec2(1,-1)); +res += mat4(-0.4236431121826172,0.0465179122984409,-0.1526456624269485,0.1426440477371216,0.5913932919502258,-0.1082349196076393,0.2731275856494904,-0.2687640488147736,-0.4628683030605316,-0.0537119321525097,-0.1597615629434586,0.0528527684509754,-0.3485085070133209,0.1395110934972763,0.0642972290515900,0.0323829315602779) * MODEL1_texOff(vec2(1,0)); +res += mat4(0.0066713397391140,-0.0482029877603054,-0.1707276403903961,-0.1001396998763084,0.0539822019636631,-0.1624453216791153,0.4913550019264221,0.3687861263751984,0.0491421781480312,0.1311376541852951,0.0992425829172134,-0.4636098444461823,-0.3415873646736145,-0.0153833786025643,-0.0270162131637335,-0.0935514941811562) * MODEL2_texOff(vec2(1,0)); +res += mat4(-0.1738258153200150,0.0458541549742222,-0.0653749182820320,-0.0156540926545858,-0.0357586294412613,-0.1486178338527679,0.1798035055398941,-0.1310307979583740,0.0783249065279961,-0.0261360015720129,-0.1047066971659660,0.3385537564754486,-0.0339452810585499,0.2299628853797913,-0.1408322304487228,-0.0352708548307419) * MODEL1_texOff(vec2(1,1)); +res += mat4(0.0463018082082272,0.0565674640238285,-0.0538956597447395,-0.2354862987995148,0.0297824125736952,0.0307939313352108,0.1271791011095047,-0.1025698855519295,0.1060482114553452,-0.0703211054205894,-0.0083062350749969,0.0474255047738552,0.0442508421838284,0.1569559425115585,-0.0442709513008595,-0.1188704669475555) * MODEL2_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.7366524934768677,1.0013850927352905,-0.0276311747729778,0.0734841898083687) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 4_1 +//!BIND MODEL21 +//!BIND MODEL22 +//!SAVE MODEL1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.1306160986423492,-0.0808217376470566,-0.2880123555660248,0.0099629526957870); +res += mat4(-0.1033539846539497,0.0541300140321255,-0.0804840475320816,-0.0334571413695812,-0.0264753755182028,0.1118840202689171,0.1186013221740723,-0.0127575425431132,0.2236593365669250,0.0025286162272096,0.0985530614852905,0.0685181617736816,-0.1884875595569611,0.0530862808227539,-0.0482063069939613,0.0375233069062233) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.1837068796157837,-0.0632847175002098,0.0016613919287920,0.0392861217260361,0.2923883199691772,-0.1713902205228806,0.1907587945461273,0.0550456829369068,0.0644215345382690,-0.1046456992626190,0.0187383033335209,0.0770180150866508,0.1933846622705460,-0.0455715768039227,0.0375007353723049,-0.1053109914064407) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.0972480997443199,0.2820451855659485,0.0114549007266760,-0.0954328626394272,0.0706252008676529,0.4829064607620239,-0.6371517181396484,0.0005180989392102,0.3280143439769745,0.0665246024727821,-0.0503116399049759,-0.1261110603809357,0.1114177703857422,-0.2053108513355255,0.1428771317005157,0.3926100134849548) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.2571723163127899,0.1627264618873596,-0.4940335154533386,-0.1361546218395233,0.0804422944784164,-0.4231885373592377,0.0650202706456184,0.0518481098115444,-0.0502478554844856,-0.1305799931287766,0.1814480125904083,0.0090866927057505,-0.0510044656693935,-0.1691461503505707,0.0922467112541199,-0.0314207412302494) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.1270498335361481,0.0563284493982792,-0.0435525141656399,0.1569847911596298,0.0576847903430462,0.3461692929267883,-0.0325655154883862,-0.2688976824283600,-0.1341977864503860,-0.1382253766059875,0.2293784171342850,-0.1111817285418510,-0.1402447521686554,-0.3257531225681305,0.0598510466516018,0.1008039116859436) * MODEL21_texOff(vec2(-1,1)); +res += mat4(0.1698816716670990,0.3491003513336182,-0.1367681026458740,-0.1165873408317566,-0.2091718912124634,-0.1487034261226654,-0.0569749698042870,-0.2100717276334763,0.0404917001724243,-0.1372035890817642,0.0689046755433083,-0.0367818064987659,-0.0325474888086319,-0.0114965448155999,-0.0137249026447535,-0.0279692262411118) * MODEL22_texOff(vec2(-1,1)); +res += mat4(-0.0563433989882469,0.0132494345307350,-0.2434540390968323,0.0796563774347305,-0.2109155058860779,0.0387088693678379,-0.0591037571430206,0.0955820381641388,0.4660535752773285,-0.1204202473163605,0.1332369595766068,-0.0285425651818514,-0.3886952698230743,-0.0434980578720570,-0.0849134400486946,0.0802380964159966) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.0412235632538795,0.1571959257125854,0.2050069272518158,-0.1138664111495018,0.1962715685367584,0.0594439841806889,0.0351715497672558,-0.0129811102524400,0.2055217623710632,-0.0647534057497978,0.0373471938073635,0.0877277255058289,-0.5734645724296570,0.1188675239682198,-0.1145943328738213,-0.1182733029127121) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.2004909217357635,-0.4817073047161102,0.5596802830696106,-0.0327854752540588,0.0989314392209053,0.4127818942070007,0.7265836596488953,-0.2692042589187622,0.5195841789245605,-0.2357539832592010,-0.3819393217563629,0.1755530238151550,0.6578183770179749,0.1075539961457253,-0.2688144743442535,0.3242723941802979) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.3221310675144196,0.2978510260581970,0.2269985526800156,-0.3184116482734680,0.4845580160617828,0.4407236874103546,0.0099756307899952,-0.3121858239173889,-0.3810067176818848,-0.0553649961948395,0.0202834140509367,0.0409953594207764,0.2532750964164734,0.2731618583202362,0.1237529441714287,0.0134243080392480) * MODEL22_texOff(vec2(0,0)); +res += mat4(0.1835541725158691,0.0549701862037182,-0.1749316602945328,-0.2030028849840164,0.0263462308794260,0.2781440317630768,0.0372458845376968,0.3643021881580353,-0.4047883749008179,0.0660117194056511,0.4863115549087524,-0.2024163603782654,-0.6403482556343079,0.2765505611896515,0.1417075097560883,0.5064445734024048) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.6106975078582764,-0.1570862233638763,-0.3223383128643036,-0.2497926801443100,-0.4854303300380707,0.0132978223264217,-0.0609334111213684,0.1285556703805923,-0.1412864029407501,-0.1379042416810989,-0.0258826259523630,0.1357705891132355,-0.1285902857780457,-0.0577826797962189,0.0550044551491737,0.1717510819435120) * MODEL22_texOff(vec2(0,1)); +res += mat4(0.1389609426259995,0.0835867226123810,0.0309768319129944,-0.0278116948902607,-0.0390677824616432,-0.0111810686066747,-0.0025318188127130,0.0069569633342326,0.0347319357097149,0.0191543344408274,0.0314339138567448,-0.0228427499532700,0.0416300334036350,0.0249234102666378,0.1210031509399414,0.1142473593354225) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.0607251487672329,0.0386395826935768,-0.0219341218471527,-0.1102298423647881,0.1487188935279846,0.0602982006967068,-0.0280748903751373,-0.0211924221366644,0.0042894422076643,-0.0269144997000694,0.0814756453037262,-0.0314031280577183,-0.0213186051696539,-0.1362965404987335,0.0382767543196678,-0.0669511556625366) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.2397561967372894,0.3023172020912170,-0.2398054003715515,0.0041919997893274,-0.1016605198383331,-0.1521034836769104,-0.1526568531990051,0.0272433310747147,0.0741761848330498,0.1116370111703873,0.1149727106094360,-0.0809784531593323,-0.1448147594928741,-0.0943927690386772,-0.0086280042305589,0.1243222951889038) * MODEL21_texOff(vec2(1,0)); +res += mat4(-0.0469366572797298,-0.1655988991260529,-0.1029584184288979,-0.1347874104976654,0.2064601778984070,0.0521226711571217,-0.1366733759641647,-0.0041872998699546,0.1077186539769173,0.0184442866593599,-0.2309073060750961,-0.1637075096368790,-0.0417953692376614,-0.3190860450267792,-0.1593534499406815,0.0136412177234888) * MODEL22_texOff(vec2(1,0)); +res += mat4(0.1698798984289169,0.0232755411416292,-0.0876034423708916,-0.3008348643779755,0.0789884999394417,0.0034748215693980,-0.0064704762771726,0.0057828431017697,-0.0190630126744509,-0.0334153175354004,-0.0195646341890097,0.0105131156742573,0.0995147302746773,-0.3130289018154144,-0.0724022984504700,0.0113303456455469) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.0027791252359748,-0.0193455871194601,-0.0415000133216381,0.0568981170654297,-0.2745247483253479,0.1222846284508705,0.1899162530899048,0.1067754998803139,-0.0561975166201591,-0.1500336527824402,0.0526139959692955,-0.3491798937320709,-0.0692384615540504,-0.0307095069438219,0.0498757846653461,0.0019003645284101) * MODEL22_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.1552927196025848,0.0782765746116638,0.7966942191123962,-1.1619627475738525) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Mapping 4_2 +//!BIND MODEL21 +//!BIND MODEL22 +//!SAVE MODEL2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.1443098634481430,-0.1343899369239807,-0.0624338127672672,-0.1094277128577232); +res += mat4(-0.0689977407455444,-0.1693786680698395,0.0109281269833446,0.0609922930598259,0.0296908002346754,0.1195700988173485,-0.0694077461957932,0.0971287414431572,0.0253518298268318,0.1213042959570885,0.0703809782862663,0.0055739870294929,-0.1595942378044128,-0.1336689442396164,-0.0622441768646240,-0.0428023114800453) * MODEL21_texOff(vec2(-1,-1)); +res += mat4(0.0860001668334007,-0.0226618759334087,0.1602241247892380,0.0431661494076252,0.1526461094617844,0.2752982378005981,0.0960300788283348,-0.0536719262599945,-0.0171773489564657,0.0457364916801453,-0.0360932648181915,-0.0397153608500957,-0.0277090407907963,0.0729821547865868,-0.0145150292664766,0.0252893269062042) * MODEL22_texOff(vec2(-1,-1)); +res += mat4(-0.1407091915607452,-0.4007499516010284,-0.0302001200616360,-0.0606933943927288,-0.2960600554943085,-0.2263117432594299,0.0721478462219238,-0.4578711986541748,0.0960150733590126,-0.1606502830982208,0.2444226741790771,0.0000882153908606,0.1472496986389160,0.3256779909133911,-0.2132861614227295,0.0339313484728336) * MODEL21_texOff(vec2(-1,0)); +res += mat4(-0.1477648764848709,-0.1487885862588882,-0.1973863691091537,0.0717295333743095,0.0843430235981941,0.6259996294975281,-0.1214931011199951,-0.1274987608194351,0.2359549105167389,0.3002171218395233,-0.0825233608484268,-0.0157950688153505,0.0706149637699127,0.1762917637825012,-0.0611497573554516,-0.0859689489006996) * MODEL22_texOff(vec2(-1,0)); +res += mat4(0.0174895934760571,-0.0567042417824268,0.0409146919846535,0.0258173532783985,0.1421577036380768,0.1234543323516846,-0.1721662431955338,0.1492216140031815,0.1100751459598541,0.0501539446413517,0.1100447699427605,-0.1086079254746437,-0.0608497932553291,0.0087817469611764,0.0714464113116264,-0.1285197436809540) * MODEL21_texOff(vec2(-1,1)); +res += mat4(-0.0017177806003019,-0.1463395059108734,-0.1085453778505325,0.1650195866823196,0.0813829153776169,0.1102061793208122,-0.0578421875834465,-0.0232036896049976,-0.1239888817071915,0.0155465165153146,0.1079114526510239,-0.0420837886631489,-0.0775837749242783,0.0148941157385707,-0.0502299368381500,-0.0654754191637039) * MODEL22_texOff(vec2(-1,1)); +res += mat4(0.0918162539601326,0.0440697595477104,-0.0515748932957649,0.0417411290109158,0.0353216230869293,0.1535954177379608,0.0439723692834377,-0.1288845241069794,0.1076577678322792,-0.1306740194559097,0.0715952813625336,-0.0681907683610916,-0.3798767924308777,0.1023928597569466,-0.0970670804381371,0.0077168666757643) * MODEL21_texOff(vec2(0,-1)); +res += mat4(0.0634560957551003,-0.0550306066870689,0.2073986232280731,0.0520241297781467,0.1162287592887878,-0.2218665480613708,0.3199682831764221,0.0606246069073677,-0.0058511858806014,-0.0667045339941978,-0.0449917949736118,0.0707788690924644,-0.3323366343975067,-0.0763893201947212,-0.0997853428125381,-0.1181001588702202) * MODEL22_texOff(vec2(0,-1)); +res += mat4(-0.3101258873939514,0.2616009712219238,0.0584651045501232,0.1656491309404373,-0.0069236233830452,0.2573371529579163,-0.1793291717767715,-0.2718756198883057,0.0953581258654594,0.0524105131626129,0.1183085516095161,0.0583294369280338,0.5036848187446594,-0.5763167142868042,-0.2119628041982651,-0.3140562772750854) * MODEL21_texOff(vec2(0,0)); +res += mat4(-0.2497755438089371,-0.0146329319104552,-0.2741575539112091,0.2459975033998489,0.3562706708908081,-0.6528629064559937,-0.4287456274032593,0.2055913358926773,0.1739019453525543,-0.3855968713760376,-0.0958273336291313,-0.7066691517829895,0.2365748286247253,-0.3046728968620300,-0.2590373754501343,-0.0496727414429188) * MODEL22_texOff(vec2(0,0)); +res += mat4(-0.0844531357288361,-0.0321611948311329,-0.0951840654015541,0.0577518045902252,-0.1606003493070602,0.2776086628437042,-0.1355003118515015,-0.0880064144730568,-0.1277643740177155,-0.0514567233622074,0.1522682905197144,-0.1040910631418228,-0.2767944037914276,-0.1452194601297379,0.0089118303731084,0.0231996178627014) * MODEL21_texOff(vec2(0,1)); +res += mat4(0.2603267133235931,0.0167464651167393,-0.2064073234796524,0.1782064288854599,0.4890212416648865,0.0559245310723782,0.1221160590648651,-0.0202587731182575,-0.4056585729122162,-0.1839511841535568,0.2775998413562775,0.0024275144096464,-0.2624500989913940,-0.0619418807327747,0.0153478365391493,0.0123427547514439) * MODEL22_texOff(vec2(0,1)); +res += mat4(0.0816635638475418,-0.0134946266189218,0.0594766475260258,-0.0551253929734230,0.0134431896731257,-0.0652195811271667,-0.0563635528087616,-0.0066532371565700,-0.0004114551993553,0.0105680683627725,0.1324467360973358,0.0467248968780041,0.0301312971860170,-0.1073397025465965,-0.0363437235355377,-0.0474153012037277) * MODEL21_texOff(vec2(1,-1)); +res += mat4(0.0199097190052271,0.0901319086551666,0.0448978282511234,0.0505443066358566,0.0438878424465656,-0.0494784042239189,0.0724927335977554,-0.0070675504393876,-0.0012125011999160,0.0295279901474714,0.0705125033855438,0.0555334389209747,-0.0403393507003784,-0.1271172016859055,0.0017914215568453,0.1462216079235077) * MODEL22_texOff(vec2(1,-1)); +res += mat4(-0.2827299833297729,0.2052399665117264,0.0042732120491564,-0.3969024717807770,-0.0782120972871780,0.1960176974534988,-0.0675340741872787,0.0027962317690253,0.0516129024326801,-0.0352642722427845,0.0546326488256454,0.0065340655855834,-0.1062376946210861,0.1364430636167526,-0.0536947809159756,0.2098117172718048) * MODEL21_texOff(vec2(1,0)); +res += mat4(0.0045875865034759,0.2162927240133286,-0.2158576399087906,-0.0047327815555036,0.1251590698957443,0.1279677897691727,-0.1188964918255806,0.0328494384884834,0.0076038073748350,-0.0561547242105007,0.0335608273744583,0.4332321286201477,0.0021786799188703,0.0844521671533585,-0.2102309316396713,-0.0189208015799522) * MODEL22_texOff(vec2(1,0)); +res += mat4(0.0933093801140785,0.1548244059085846,-0.0598701611161232,0.0357220247387886,-0.1141726672649384,0.0536412484943867,-0.0159156844019890,-0.0445508137345314,0.1883231997489929,-0.1547038406133652,0.0530619807541370,0.0059371814131737,0.0602529086172581,-0.0435577929019928,0.0083390390500426,0.0191930737346411) * MODEL21_texOff(vec2(1,1)); +res += mat4(-0.0351041629910469,0.2119503468275070,-0.0841927304863930,0.0079463515430689,0.0683520361781120,-0.1657009869813919,0.0611055232584476,-0.0063667562790215,0.0330024957656860,-0.1810818463563919,0.0872574150562286,0.1485669612884521,-0.1305806934833527,0.0041402997449040,0.0223289318382740,-0.0141495745629072) * MODEL22_texOff(vec2(1,1)); +res = max(res, vec4(0.0)) + vec4(0.5769761204719543,0.1716064810752869,-0.0821026712656021,0.2092144042253494) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-band Residuals 1 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND FEATURE1 +//!SAVE RES1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.0245648548007011,-0.4467784762382507,0.0197526942938566,-0.0110000418499112); +res += mat4(0.0302665308117867,-0.9262221455574036,-0.1161134764552116,-0.0506900474429131,0.2716045379638672,-0.0485871583223343,0.0044713355600834,-0.4274623394012451,0.0749531090259552,-0.3700785338878632,0.0350039415061474,-0.0540786534547806,-0.0607390031218529,-0.8019900321960449,0.0923245251178741,0.1258827745914459) * MODEL1_texOff(0); +res += mat4(-0.0649135261774063,0.0815236791968346,0.0067334296181798,0.1277425885200500,-0.0051357815973461,-0.1485908329486847,0.0074226572178304,0.0050623500719666,0.0588018335402012,-0.0692552924156189,0.1288725286722183,-0.0989386290311813,0.0427936837077141,0.0967708528041840,-0.0455632135272026,-0.0711275041103363) * MODEL2_texOff(0); +res += FEATURE1_texOff(0); +res = max(res, vec4(0.0)) + vec4(0.9927186965942383,0.0570580027997494,1.3226752281188965,1.0069466829299927) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-band Residuals 2 +//!BIND MODEL1 +//!BIND MODEL2 +//!BIND FEATURE2 +//!SAVE RES2 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(-0.0425243787467480,-0.3715015351772308,-0.0256227850914001,-0.2774516046047211); +res += mat4(0.0238118842244148,0.0295480657368898,-0.0066418983042240,0.1021223962306976,-0.0568209178745747,-0.4355100393295288,-0.2700522541999817,-0.2060186564922333,-0.0689613372087479,-0.1689691990613937,-0.0306748505681753,-0.2461252212524414,-0.0057375836186111,-0.1892303228378296,-0.0285871494561434,-0.5032613277435303) * MODEL1_texOff(0); +res += mat4(0.5463213324546814,0.0972800329327583,0.0307560767978430,0.0678058937191963,-0.0356063023209572,-0.7013865113258362,0.1890443563461304,-0.1036657467484474,-0.1745826154947281,-0.2942218780517578,-0.0485423319041729,-0.2983124554157257,-0.0524431839585304,-0.3261034786701202,0.3217246532440186,0.1958018541336060) * MODEL2_texOff(0); +res += FEATURE2_texOff(0); +res = max(res, vec4(0.0)) + vec4(0.1391339898109436,0.0960328355431557,0.6235341429710388,0.1177272796630859) * min(res, vec4(0.0)); +return res; +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!DESC FSRCNNX Sub-pixel Convolution 1 +//!BIND RES1 +//!BIND RES2 +//!SAVE SUBCONV1 +//!COMPONENTS 4 +vec4 hook() +{ +vec4 res = vec4(0.2010385394096375,0.2058132737874985,0.1918809115886688,0.1961363703012466); +res += mat4x4(-0.0005980331334285,-0.0095877395942807,-0.0149448839947581,-0.0026380482595414,0.0320665836334229,-0.0706205591559410,-0.0054677254520357,0.0215112231671810,-0.0025710910558701,-0.0000433265340689,0.0044494951143861,-0.0034823501482606,-0.0050858515314758,0.0109513988718390,0.0208286065608263,-0.0032168829347938) * RES1_texOff(vec2(-1,-1)); +res += mat4x4(-0.0145305208861828,0.0246876608580351,-0.0038286084309220,-0.0033089490607381,-0.0920709222555161,-0.0767898634076118,0.0012083095498383,-0.0751532614231110,0.0001302754972130,-0.0107085108757019,-0.0010383903281763,-0.0059571005403996,0.0809685289859772,0.0414833538234234,0.0227938480675220,-0.0211347509175539) * RES2_texOff(vec2(-1,-1)); +res += mat4x4(0.0160999298095703,0.0364215746521950,-0.0377063788473606,-0.0449111759662628,-0.0476365163922310,0.1522845029830933,-0.0131391752511263,-0.0476671792566776,-0.0378389135003090,0.0235454943031073,0.0224007442593575,-0.0010372076649219,-0.0089435689151287,-0.0293026417493820,0.0274190884083509,0.0469092652201653) * RES1_texOff(vec2(-1,0)); +res += mat4x4(0.0297575183212757,-0.0132508194074035,-0.0044682323932648,-0.0096222748979926,0.2525918781757355,0.1873829364776611,-0.5599535703659058,-0.2372044622898102,0.0033207221422344,0.0256173480302095,0.0294605866074562,0.0323960892856121,-0.1679904460906982,-0.1278967708349228,0.3168168365955353,0.1978507637977600) * RES2_texOff(vec2(-1,0)); +res += mat4x4(-0.0047590560279787,-0.0149335600435734,0.0033453819341958,-0.0012247267877683,0.1112466752529144,0.0147760482504964,0.0031189601868391,0.0391573049128056,-0.0028154491446912,-0.0036881719715893,-0.0116015253588557,-0.0037573333829641,0.0047581391409039,0.0071071563288569,-0.0033221673220396,0.0004882142529823) * RES1_texOff(vec2(-1,1)); +res += mat4x4(-0.0025197160430253,-0.0018677815096453,0.0038254233077168,0.0041981274262071,-0.1321131736040115,-0.0494364202022552,0.0760654658079147,-0.1386690139770508,-0.0016222692793235,-0.0060105528682470,0.0010201989207417,0.0092753591015935,-0.0194614846259356,0.0087382243946195,-0.0606758072972298,0.0156162241473794) * RES2_texOff(vec2(-1,1)); +res += mat4x4(-0.0073722628876567,0.0012844242155552,0.0241398401558399,-0.0075527969747782,-0.0865194946527481,-0.0610522404313087,0.0289319511502981,-0.0994452014565468,0.0281447004526854,-0.0250582899898291,0.0044891634024680,-0.0246205236762762,0.0112307453528047,-0.0010844616917893,-0.0223584957420826,0.0177635718137026) * RES1_texOff(vec2(0,-1)); +res += mat4x4(-0.0585863515734673,0.0953190475702286,-0.0555586628615856,0.1033507287502289,0.1560877263545990,-0.0690897777676582,-0.0341389514505863,-0.0661668032407761,0.0531073249876499,-0.0266165956854820,-0.0203275382518768,0.0017760475166142,-0.1300747394561768,0.1810652017593384,0.0381597876548767,0.1397419273853302) * RES2_texOff(vec2(0,-1)); +res += mat4x4(0.6259804368019104,0.6062518954277039,0.5450409054756165,0.5966195464134216,-0.0423948727548122,0.0760537460446358,-0.0113651463761926,0.3007817566394806,-0.3218322694301605,0.2713021934032440,-0.3143473267555237,0.2303840517997742,0.3493050038814545,0.3590726852416992,0.4138027429580688,0.3391666412353516) * RES1_texOff(vec2(0,0)); +res += mat4x4(0.0790478289127350,-0.0978994593024254,0.0779844969511032,-0.0823706611990929,0.0094470111653209,0.1671760678291321,0.1201528310775757,-0.2016288936138153,0.3667598366737366,0.3651430010795593,-0.3612343966960907,-0.2978236973285675,-0.4231655597686768,0.0091423410922289,-0.1918412446975708,0.4224558770656586) * RES2_texOff(vec2(0,0)); +res += mat4x4(-0.0186564289033413,0.0274957418441772,-0.0064405309967697,0.0056951809674501,0.4864942431449890,-0.2563461959362030,0.4357284605503082,-0.2976118028163910,0.0374982468783855,0.0167757049202919,0.0305800959467888,0.0232830215245485,0.0138373551890254,-0.0191283021122217,0.0032355054281652,0.0055057541467249) * RES1_texOff(vec2(0,1)); +res += mat4x4(-0.0276355985552073,0.0048149987123907,-0.0251619722694159,-0.0057246969081461,0.0271473955363035,-0.0042668608948588,-0.0594691745936871,0.2255926281213760,-0.0203660242259502,0.0721646770834923,0.0137230781838298,-0.0650938376784325,-0.3049557507038116,0.2035628110170364,-0.2509683668613434,0.1962853819131851) * RES2_texOff(vec2(0,1)); +res += mat4x4(0.0109980758279562,-0.0053752651438117,-0.0112550277262926,0.0024017230607569,0.0362104885280132,0.0084348218515515,-0.0106990104541183,-0.0207723993808031,-0.0014961160486564,0.0066790678538382,0.0028113177977502,0.0025022011250257,-0.0093937022611499,0.0016421369509771,0.0035362334456295,-0.0058064293116331) * RES1_texOff(vec2(1,-1)); +res += mat4x4(0.0138889988884330,-0.0078343702480197,0.0061464929021895,0.0202130675315857,-0.0257590841501951,-0.0366640128195286,0.0250097587704659,-0.0498071312904358,-0.0103149358183146,-0.0001786737266229,-0.0099909817799926,0.0062733208760619,0.0131437368690968,-0.0005469865864143,-0.0388854071497917,0.0612070746719837) * RES2_texOff(vec2(1,-1)); +res += mat4x4(0.0052813654765487,0.0215748809278011,0.0107395220547915,-0.0079439217224717,0.0382786765694618,0.0697424262762070,-0.0415962152183056,0.0657853558659554,0.0209470037370920,-0.0218399092555046,-0.0447359494864941,0.0407319553196430,-0.0040902681648731,-0.0196106657385826,-0.0018554026028141,0.0203906055539846) * RES1_texOff(vec2(1,0)); +res += mat4x4(-0.0106181986629963,0.0084018819034100,0.0131329754367471,-0.0198754761368036,0.1117177084088326,0.0990846082568169,-0.0732304081320763,0.0163581725209951,-0.0648830309510231,-0.0451613292098045,0.0206844564527273,0.0031441387254745,-0.0106161693111062,-0.0567689687013626,0.0782861113548279,-0.0306094046682119) * RES2_texOff(vec2(1,0)); +res += mat4x4(0.0012452082009986,-0.0026056850329041,-0.0096226977184415,-0.0037850935477763,-0.0190967041999102,0.0534373670816422,0.1599360853433609,0.0834670960903168,-0.0070255175232887,0.0012873009545729,0.0030876772943884,-0.0093916896730661,-0.0033529615029693,0.0043485122732818,0.0089034689590335,-0.0067489291541278) * RES1_texOff(vec2(1,1)); +res += mat4x4(0.0004713654634543,-0.0034161377698183,-0.0026913962792605,0.0053522582165897,-0.0040974905714393,0.0273330621421337,-0.0333138220012188,-0.0701237097382545,0.0082997502759099,-0.0183656588196754,-0.0122841577976942,-0.0052855615504086,-0.0023795007728040,-0.0438593104481697,-0.1101513057947159,-0.0182559806853533) * RES2_texOff(vec2(1,1)); +return vec4(res); +} + +//!HOOK LUMA +//!WHEN OUTPUT.w LUMA.w / 1.200 > OUTPUT.h LUMA.h / 1.200 > * +//!WIDTH LUMA.w 2 * +//!HEIGHT LUMA.h 2 * +//!DESC FSRCNNX Aggregation [x2_8] +//!BIND SUBCONV1 +vec4 hook() +{ +vec2 fcoord = fract(SUBCONV1_pos * SUBCONV1_size); +vec2 base = SUBCONV1_pos + (vec2(0.5) - fcoord) * SUBCONV1_pt; +ivec2 index = ivec2(fcoord * vec2(2)); +vec4 res = SUBCONV1_tex(base); +return vec4(res[index.x * 2 + index.y], 0, 0, 1); +} \ No newline at end of file diff --git a/shaders/igv/KrigBilateral.glsl b/shaders/igv/KrigBilateral.glsl new file mode 100644 index 0000000..c807ef4 --- /dev/null +++ b/shaders/igv/KrigBilateral.glsl @@ -0,0 +1,213 @@ +// KrigBilateral by Shiandow +// +// This library is free software; you can redistribute it and/or +// modify it under the terms of the GNU Lesser General Public +// License as published by the Free Software Foundation; either +// version 3.0 of the License, or (at your option) any later version. +// +// This library is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU +// Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public +// License along with this library. + +//!HOOK CHROMA +//!BIND LUMA +//!BIND HOOKED +//!SAVE LOWRES_Y +//!WIDTH LUMA.w +//!WHEN CHROMA.w LUMA.w < +//!DESC KrigBilateral Downscaling Y pass 1 + +#define offset vec2(0) + +#define axis 1 + +#define Kernel(x) dot(vec3(0.42659, -0.49656, 0.076849), cos(vec3(0, 1, 2) * acos(-1.) * (x + 1.))) + +vec4 hook() { + // Calculate bounds + float low = ceil((LUMA_pos - CHROMA_pt) * LUMA_size - offset - 0.5)[axis]; + float high = floor((LUMA_pos + CHROMA_pt) * LUMA_size - offset - 0.5)[axis]; + + float W = 0.0; + vec4 avg = vec4(0); + vec2 pos = LUMA_pos; + + for (float k = low; k <= high; k++) { + pos[axis] = LUMA_pt[axis] * (k - offset[axis] + 0.5); + float rel = (pos[axis] - LUMA_pos[axis])*CHROMA_size[axis]; + float w = Kernel(rel); + + vec4 y = textureGrad(LUMA_raw, pos, vec2(0.0), vec2(0.0)).xxxx * LUMA_mul; + y.y *= y.y; + avg += w * y; + W += w; + } + avg /= W; + avg.y = abs(avg.y - avg.x * avg.x); + return avg; +} + +//!HOOK CHROMA +//!BIND LOWRES_Y +//!BIND HOOKED +//!SAVE LOWRES_Y +//!WHEN CHROMA.w LUMA.w < +//!DESC KrigBilateral Downscaling Y pass 2 + +#define offset vec2(0) + +#define axis 0 + +#define Kernel(x) dot(vec3(0.42659, -0.49656, 0.076849), cos(vec3(0, 1, 2) * acos(-1.) * (x + 1.))) + +vec4 hook() { + // Calculate bounds + float low = ceil((LOWRES_Y_pos - CHROMA_pt) * LOWRES_Y_size - offset - 0.5)[axis]; + float high = floor((LOWRES_Y_pos + CHROMA_pt) * LOWRES_Y_size - offset - 0.5)[axis]; + + float W = 0.0; + vec4 avg = vec4(0); + vec2 pos = LOWRES_Y_pos; + + for (float k = low; k <= high; k++) { + pos[axis] = LOWRES_Y_pt[axis] * (k - offset[axis] + 0.5); + float rel = (pos[axis] - LOWRES_Y_pos[axis])*CHROMA_size[axis]; + float w = Kernel(rel); + + vec4 y = textureGrad(LOWRES_Y_raw, pos, vec2(0.0), vec2(0.0)).xxxx * LOWRES_Y_mul; + y.y *= y.y; + avg += w * y; + W += w; + } + avg /= W; + avg.y = abs(avg.y - avg.x * avg.x) + LOWRES_Y_texOff(0).y; + return avg; +} + +//!HOOK CHROMA +//!BIND HOOKED +//!BIND LUMA +//!BIND LOWRES_Y +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!WHEN CHROMA.w LUMA.w < +//!OFFSET ALIGN +//!DESC KrigBilateral Upscaling UV + +#define sigma_nsq 256.0/(255.0*255.0) +#define N 8 +#define sqr(x) dot(x,x) + +#define M(i,j) Mx[min(i,j)*N + max(i,j) - (min(i,j)*(min(i,j)+1))/2] + +#define C(i,j) (inversesqrt(1.0 + (X[i].y + X[j].y) / Var) * exp(-0.5 * (sqr(X[i].x - X[j].x) / (localVar + X[i].y + X[j].y) + sqr((coords[i] - coords[j]) / radius))) /*+ (X[i].x - y) * (X[j].x - y) / Var*/) // commented out part works well only on test patterns +#define c(i) (inversesqrt(1.0 + X[i].y / Var) * exp(-0.5 * (sqr(X[i].x - y) / (localVar + X[i].y) + sqr((coords[i] - offset) / radius)))) + +#define getnsum(i) X[i] = vec4(LOWRES_Y_tex(LOWRES_Y_pt*(pos+coords[i]+vec2(0.5))).xy, \ + CHROMA_tex(CHROMA_pt*(pos+coords[i]+vec2(0.5))).xy); \ + w = clamp(1.5 - abs(coords[i]), 0.0, 1.0); \ + total += w.x*w.y*vec4(X[i].x, X[i].x * X[i].x, X[i].y, 1.0); + +#define I3(f, n) f(n) f(n+1) f(n+2) +#define I9(f, n) I3(f, n) I3(f, n+3) I3(f, n+6) + +vec4 hook() { + vec2 pos = CHROMA_pos * HOOKED_size - vec2(0.5); + vec2 offset = pos - round(pos); + pos -= offset; + + vec2 coords[N+1]; + vec4 X[N+1]; + vec2 w; + vec4 total = vec4(0); + + coords[0] = vec2(-1,-1); coords[1] = vec2(-1, 0); coords[2] = vec2(-1, 1); + coords[3] = vec2( 0,-1); coords[4] = vec2( 0, 1); coords[5] = vec2( 1,-1); + coords[6] = vec2( 1, 0); coords[7] = vec2( 1, 1); coords[8] = vec2( 0, 0); + + I9(getnsum, 0) + + total.xyz /= total.w; + float localVar = abs(total.y - total.x * total.x) + sigma_nsq; + float Var = localVar + total.z; + float radius = 1.5; // mix(1.5, 1.0, sigma_nsq / Var); + + float y = LUMA_texOff(0).x; + float Mx[(N*(N+1))/2]; + float b[N]; + vec2 interp = X[N].zw; + + b[0] = c(0) - c(N) - C(0,N) + C(N,N); M(0, 0) = C(0,0) - C(0,N) - C(0,N) + C(N,N); M(0, 1) = C(0,1) - C(1,N) - C(0,N) + C(N,N); M(0, 2) = C(0,2) - C(2,N) - C(0,N) + C(N,N); M(0, 3) = C(0,3) - C(3,N) - C(0,N) + C(N,N); M(0, 4) = C(0,4) - C(4,N) - C(0,N) + C(N,N); M(0, 5) = C(0,5) - C(5,N) - C(0,N) + C(N,N); M(0, 6) = C(0,6) - C(6,N) - C(0,N) + C(N,N); M(0, 7) = C(0,7) - C(7,N) - C(0,N) + C(N,N); + b[1] = c(1) - c(N) - C(1,N) + C(N,N); M(1, 1) = C(1,1) - C(1,N) - C(1,N) + C(N,N); M(1, 2) = C(1,2) - C(2,N) - C(1,N) + C(N,N); M(1, 3) = C(1,3) - C(3,N) - C(1,N) + C(N,N); M(1, 4) = C(1,4) - C(4,N) - C(1,N) + C(N,N); M(1, 5) = C(1,5) - C(5,N) - C(1,N) + C(N,N); M(1, 6) = C(1,6) - C(6,N) - C(1,N) + C(N,N); M(1, 7) = C(1,7) - C(7,N) - C(1,N) + C(N,N); + b[2] = c(2) - c(N) - C(2,N) + C(N,N); M(2, 2) = C(2,2) - C(2,N) - C(2,N) + C(N,N); M(2, 3) = C(2,3) - C(3,N) - C(2,N) + C(N,N); M(2, 4) = C(2,4) - C(4,N) - C(2,N) + C(N,N); M(2, 5) = C(2,5) - C(5,N) - C(2,N) + C(N,N); M(2, 6) = C(2,6) - C(6,N) - C(2,N) + C(N,N); M(2, 7) = C(2,7) - C(7,N) - C(2,N) + C(N,N); + b[3] = c(3) - c(N) - C(3,N) + C(N,N); M(3, 3) = C(3,3) - C(3,N) - C(3,N) + C(N,N); M(3, 4) = C(3,4) - C(4,N) - C(3,N) + C(N,N); M(3, 5) = C(3,5) - C(5,N) - C(3,N) + C(N,N); M(3, 6) = C(3,6) - C(6,N) - C(3,N) + C(N,N); M(3, 7) = C(3,7) - C(7,N) - C(3,N) + C(N,N); + b[4] = c(4) - c(N) - C(4,N) + C(N,N); M(4, 4) = C(4,4) - C(4,N) - C(4,N) + C(N,N); M(4, 5) = C(4,5) - C(5,N) - C(4,N) + C(N,N); M(4, 6) = C(4,6) - C(6,N) - C(4,N) + C(N,N); M(4, 7) = C(4,7) - C(7,N) - C(4,N) + C(N,N); + b[5] = c(5) - c(N) - C(5,N) + C(N,N); M(5, 5) = C(5,5) - C(5,N) - C(5,N) + C(N,N); M(5, 6) = C(5,6) - C(6,N) - C(5,N) + C(N,N); M(5, 7) = C(5,7) - C(7,N) - C(5,N) + C(N,N); + b[6] = c(6) - c(N) - C(6,N) + C(N,N); M(6, 6) = C(6,6) - C(6,N) - C(6,N) + C(N,N); M(6, 7) = C(6,7) - C(7,N) - C(6,N) + C(N,N); + b[7] = c(7) - c(N) - C(7,N) + C(N,N); M(7, 7) = C(7,7) - C(7,N) - C(7,N) + C(N,N); + + b[1] -= b[0] * M(0, 1) / M(0, 0); M(1, 1) -= M(0, 1) * M(0, 1) / M(0, 0); M(1, 2) -= M(0, 2) * M(0, 1) / M(0, 0); M(1, 3) -= M(0, 3) * M(0, 1) / M(0, 0); M(1, 4) -= M(0, 4) * M(0, 1) / M(0, 0); M(1, 5) -= M(0, 5) * M(0, 1) / M(0, 0); M(1, 6) -= M(0, 6) * M(0, 1) / M(0, 0); M(1, 7) -= M(0, 7) * M(0, 1) / M(0, 0); + b[2] -= b[0] * M(0, 2) / M(0, 0); M(2, 2) -= M(0, 2) * M(0, 2) / M(0, 0); M(2, 3) -= M(0, 3) * M(0, 2) / M(0, 0); M(2, 4) -= M(0, 4) * M(0, 2) / M(0, 0); M(2, 5) -= M(0, 5) * M(0, 2) / M(0, 0); M(2, 6) -= M(0, 6) * M(0, 2) / M(0, 0); M(2, 7) -= M(0, 7) * M(0, 2) / M(0, 0); + b[3] -= b[0] * M(0, 3) / M(0, 0); M(3, 3) -= M(0, 3) * M(0, 3) / M(0, 0); M(3, 4) -= M(0, 4) * M(0, 3) / M(0, 0); M(3, 5) -= M(0, 5) * M(0, 3) / M(0, 0); M(3, 6) -= M(0, 6) * M(0, 3) / M(0, 0); M(3, 7) -= M(0, 7) * M(0, 3) / M(0, 0); + b[4] -= b[0] * M(0, 4) / M(0, 0); M(4, 4) -= M(0, 4) * M(0, 4) / M(0, 0); M(4, 5) -= M(0, 5) * M(0, 4) / M(0, 0); M(4, 6) -= M(0, 6) * M(0, 4) / M(0, 0); M(4, 7) -= M(0, 7) * M(0, 4) / M(0, 0); + b[5] -= b[0] * M(0, 5) / M(0, 0); M(5, 5) -= M(0, 5) * M(0, 5) / M(0, 0); M(5, 6) -= M(0, 6) * M(0, 5) / M(0, 0); M(5, 7) -= M(0, 7) * M(0, 5) / M(0, 0); + b[6] -= b[0] * M(0, 6) / M(0, 0); M(6, 6) -= M(0, 6) * M(0, 6) / M(0, 0); M(6, 7) -= M(0, 7) * M(0, 6) / M(0, 0); + b[7] -= b[0] * M(0, 7) / M(0, 0); M(7, 7) -= M(0, 7) * M(0, 7) / M(0, 0); + + b[2] -= b[1] * M(1, 2) / M(1, 1); M(2, 2) -= M(1, 2) * M(1, 2) / M(1, 1); M(2, 3) -= M(1, 3) * M(1, 2) / M(1, 1); M(2, 4) -= M(1, 4) * M(1, 2) / M(1, 1); M(2, 5) -= M(1, 5) * M(1, 2) / M(1, 1); M(2, 6) -= M(1, 6) * M(1, 2) / M(1, 1); M(2, 7) -= M(1, 7) * M(1, 2) / M(1, 1); + b[3] -= b[1] * M(1, 3) / M(1, 1); M(3, 3) -= M(1, 3) * M(1, 3) / M(1, 1); M(3, 4) -= M(1, 4) * M(1, 3) / M(1, 1); M(3, 5) -= M(1, 5) * M(1, 3) / M(1, 1); M(3, 6) -= M(1, 6) * M(1, 3) / M(1, 1); M(3, 7) -= M(1, 7) * M(1, 3) / M(1, 1); + b[4] -= b[1] * M(1, 4) / M(1, 1); M(4, 4) -= M(1, 4) * M(1, 4) / M(1, 1); M(4, 5) -= M(1, 5) * M(1, 4) / M(1, 1); M(4, 6) -= M(1, 6) * M(1, 4) / M(1, 1); M(4, 7) -= M(1, 7) * M(1, 4) / M(1, 1); + b[5] -= b[1] * M(1, 5) / M(1, 1); M(5, 5) -= M(1, 5) * M(1, 5) / M(1, 1); M(5, 6) -= M(1, 6) * M(1, 5) / M(1, 1); M(5, 7) -= M(1, 7) * M(1, 5) / M(1, 1); + b[6] -= b[1] * M(1, 6) / M(1, 1); M(6, 6) -= M(1, 6) * M(1, 6) / M(1, 1); M(6, 7) -= M(1, 7) * M(1, 6) / M(1, 1); + b[7] -= b[1] * M(1, 7) / M(1, 1); M(7, 7) -= M(1, 7) * M(1, 7) / M(1, 1); + + b[3] -= b[2] * M(2, 3) / M(2, 2); M(3, 3) -= M(2, 3) * M(2, 3) / M(2, 2); M(3, 4) -= M(2, 4) * M(2, 3) / M(2, 2); M(3, 5) -= M(2, 5) * M(2, 3) / M(2, 2); M(3, 6) -= M(2, 6) * M(2, 3) / M(2, 2); M(3, 7) -= M(2, 7) * M(2, 3) / M(2, 2); + b[4] -= b[2] * M(2, 4) / M(2, 2); M(4, 4) -= M(2, 4) * M(2, 4) / M(2, 2); M(4, 5) -= M(2, 5) * M(2, 4) / M(2, 2); M(4, 6) -= M(2, 6) * M(2, 4) / M(2, 2); M(4, 7) -= M(2, 7) * M(2, 4) / M(2, 2); + b[5] -= b[2] * M(2, 5) / M(2, 2); M(5, 5) -= M(2, 5) * M(2, 5) / M(2, 2); M(5, 6) -= M(2, 6) * M(2, 5) / M(2, 2); M(5, 7) -= M(2, 7) * M(2, 5) / M(2, 2); + b[6] -= b[2] * M(2, 6) / M(2, 2); M(6, 6) -= M(2, 6) * M(2, 6) / M(2, 2); M(6, 7) -= M(2, 7) * M(2, 6) / M(2, 2); + b[7] -= b[2] * M(2, 7) / M(2, 2); M(7, 7) -= M(2, 7) * M(2, 7) / M(2, 2); + + b[4] -= b[3] * M(3, 4) / M(3, 3); M(4, 4) -= M(3, 4) * M(3, 4) / M(3, 3); M(4, 5) -= M(3, 5) * M(3, 4) / M(3, 3); M(4, 6) -= M(3, 6) * M(3, 4) / M(3, 3); M(4, 7) -= M(3, 7) * M(3, 4) / M(3, 3); + b[5] -= b[3] * M(3, 5) / M(3, 3); M(5, 5) -= M(3, 5) * M(3, 5) / M(3, 3); M(5, 6) -= M(3, 6) * M(3, 5) / M(3, 3); M(5, 7) -= M(3, 7) * M(3, 5) / M(3, 3); + b[6] -= b[3] * M(3, 6) / M(3, 3); M(6, 6) -= M(3, 6) * M(3, 6) / M(3, 3); M(6, 7) -= M(3, 7) * M(3, 6) / M(3, 3); + b[7] -= b[3] * M(3, 7) / M(3, 3); M(7, 7) -= M(3, 7) * M(3, 7) / M(3, 3); + + b[5] -= b[4] * M(4, 5) / M(4, 4); M(5, 5) -= M(4, 5) * M(4, 5) / M(4, 4); M(5, 6) -= M(4, 6) * M(4, 5) / M(4, 4); M(5, 7) -= M(4, 7) * M(4, 5) / M(4, 4); + b[6] -= b[4] * M(4, 6) / M(4, 4); M(6, 6) -= M(4, 6) * M(4, 6) / M(4, 4); M(6, 7) -= M(4, 7) * M(4, 6) / M(4, 4); + b[7] -= b[4] * M(4, 7) / M(4, 4); M(7, 7) -= M(4, 7) * M(4, 7) / M(4, 4); + + b[6] -= b[5] * M(5, 6) / M(5, 5); M(6, 6) -= M(5, 6) * M(5, 6) / M(5, 5); M(6, 7) -= M(5, 7) * M(5, 6) / M(5, 5); + b[7] -= b[5] * M(5, 7) / M(5, 5); M(7, 7) -= M(5, 7) * M(5, 7) / M(5, 5); + + b[7] -= b[6] * M(6, 7) / M(6, 6); M(7, 7) -= M(6, 7) * M(6, 7) / M(6, 6); + + b[7] /= M(7, 7); + interp += b[7] * (X[7] - X[N]).zw; + + b[6] -= M(6, 7) * b[7]; b[6] /= M(6, 6); + interp += b[6] * (X[6] - X[N]).zw; + + b[5] -= M(5, 6) * b[6]; b[5] -= M(5, 7) * b[7]; b[5] /= M(5, 5); + interp += b[5] * (X[5] - X[N]).zw; + + b[4] -= M(4, 5) * b[5]; b[4] -= M(4, 6) * b[6]; b[4] -= M(4, 7) * b[7]; b[4] /= M(4, 4); + interp += b[4] * (X[4] - X[N]).zw; + + b[3] -= M(3, 4) * b[4]; b[3] -= M(3, 5) * b[5]; b[3] -= M(3, 6) * b[6]; b[3] -= M(3, 7) * b[7]; b[3] /= M(3, 3); + interp += b[3] * (X[3] - X[N]).zw; + + b[2] -= M(2, 3) * b[3]; b[2] -= M(2, 4) * b[4]; b[2] -= M(2, 5) * b[5]; b[2] -= M(2, 6) * b[6]; b[2] -= M(2, 7) * b[7]; b[2] /= M(2, 2); + interp += b[2] * (X[2] - X[N]).zw; + + b[1] -= M(1, 2) * b[2]; b[1] -= M(1, 3) * b[3]; b[1] -= M(1, 4) * b[4]; b[1] -= M(1, 5) * b[5]; b[1] -= M(1, 6) * b[6]; b[1] -= M(1, 7) * b[7]; b[1] /= M(1, 1); + interp += b[1] * (X[1] - X[N]).zw; + + b[0] -= M(0, 1) * b[1]; b[0] -= M(0, 2) * b[2]; b[0] -= M(0, 3) * b[3]; b[0] -= M(0, 4) * b[4]; b[0] -= M(0, 5) * b[5]; b[0] -= M(0, 6) * b[6]; b[0] -= M(0, 7) * b[7]; b[0] /= M(0, 0); + interp += b[0] * (X[0] - X[N]).zw; + + return interp.xyxy; +} \ No newline at end of file diff --git a/shaders/igv/SSimDownscaler.glsl b/shaders/igv/SSimDownscaler.glsl new file mode 100644 index 0000000..1808d9c --- /dev/null +++ b/shaders/igv/SSimDownscaler.glsl @@ -0,0 +1,214 @@ +// This library is free software; you can redistribute it and/or +// modify it under the terms of the GNU Lesser General Public +// License as published by the Free Software Foundation; either +// version 3.0 of the License, or (at your option) any later version. +// +// This library is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU +// Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public +// License along with this library. + +//!HOOK POSTKERNEL +//!BIND PREKERNEL +//!BIND HOOKED +//!SAVE L2 +//!WIDTH NATIVE_CROPPED.w +//!WHEN NATIVE_CROPPED.h POSTKERNEL.h > +//!COMPONENTS 3 +//!DESC SSimDownscaler L2 pass 1 + +#define axis 1 + +#define offset vec2(0,0) + +#define MN(B,C,x) (x < 1.0 ? ((2.-1.5*B-(C))*x + (-3.+2.*B+C))*x*x + (1.-(B)/3.) : (((-(B)/6.-(C))*x + (B+5.*C))*x + (-2.*B-8.*C))*x+((4./3.)*B+4.*C)) +#define Kernel(x) MN(.0, .5, abs(x)) +#define taps 2.0 + +vec4 hook() { + vec2 base = PREKERNEL_pt * (PREKERNEL_pos * input_size + tex_offset); + + float low = ceil((PREKERNEL_pos - taps*POSTKERNEL_pt) * input_size - offset + tex_offset - 0.5)[axis]; + float high = floor((PREKERNEL_pos + taps*POSTKERNEL_pt) * input_size - offset + tex_offset - 0.5)[axis]; + + float W = 0.0; + vec4 avg = vec4(0); + vec2 pos = base; + + for (float k = low; k <= high; k++) { + pos[axis] = PREKERNEL_pt[axis] * (k - offset[axis] + 0.5); + float rel = (pos[axis] - base[axis])*POSTKERNEL_size[axis]; + float w = Kernel(rel); + + vec4 tex = textureLod(PREKERNEL_raw, pos, 0.0) * PREKERNEL_mul; + avg += w * tex * tex; + W += w; + } + avg /= W; + + return avg; +} + +//!HOOK POSTKERNEL +//!BIND L2 +//!BIND HOOKED +//!SAVE L2 +//!WHEN NATIVE_CROPPED.w POSTKERNEL.w > +//!COMPONENTS 3 +//!DESC SSimDownscaler L2 pass 2 + +#define axis 0 + +#define offset vec2(0,0) + +#define MN(B,C,x) (x < 1.0 ? ((2.-1.5*B-(C))*x + (-3.+2.*B+C))*x*x + (1.-(B)/3.) : (((-(B)/6.-(C))*x + (B+5.*C))*x + (-2.*B-8.*C))*x+((4./3.)*B+4.*C)) +#define Kernel(x) MN(.0, .5, abs(x)) +#define taps 2.0 + +vec4 hook() { + float low = ceil((L2_pos - taps*POSTKERNEL_pt) * L2_size - offset - 0.5)[axis]; + float high = floor((L2_pos + taps*POSTKERNEL_pt) * L2_size - offset - 0.5)[axis]; + + float W = 0.0; + vec4 avg = vec4(0); + vec2 pos = L2_pos; + + for (float k = low; k <= high; k++) { + pos[axis] = L2_pt[axis] * (k - offset[axis] + 0.5); + float rel = (pos[axis] - L2_pos[axis])*POSTKERNEL_size[axis]; + float w = Kernel(rel); + + avg += w * textureLod(L2_raw, pos, 0.0) * L2_mul; + W += w; + } + avg /= W; + + return avg; +} + +//!HOOK POSTKERNEL +//!BIND HOOKED +//!BIND L2 +//!SAVE MR +//!WHEN NATIVE_CROPPED.h POSTKERNEL.h > +//!COMPONENTS 4 +//!DESC SSimDownscaler mean & R + +#define oversharp 0.0 + +#define sigma_nsq 10. / (255.*255.) +#define locality 2.0 + +#define offset vec2(0,0) + +#define Kernel(x) pow(1.0 / locality, abs(x)) +#define taps 3.0 + +#define Luma(rgb) ( dot(rgb, vec3(0.2126, 0.7152, 0.0722)) ) + +mat3x3 ScaleH(vec2 pos) { + float low = ceil(-0.5*taps - offset)[0]; + float high = floor(0.5*taps - offset)[0]; + + float W = 0.0; + mat3x3 avg = mat3x3(0); + + for (float k = low; k <= high; k++) { + pos[0] = HOOKED_pos[0] + HOOKED_pt[0] * k; + float rel = k + offset[0]; + float w = Kernel(rel); + + vec3 L = POSTKERNEL_tex(pos).rgb; + avg += w * mat3x3(L, L*L, L2_tex(pos).rgb); + W += w; + } + avg /= W; + + return avg; +} + +vec4 hook() { + vec2 pos = HOOKED_pos; + + float low = ceil(-0.5*taps - offset)[1]; + float high = floor(0.5*taps - offset)[1]; + + float W = 0.0; + mat3x3 avg = mat3x3(0); + + for (float k = low; k <= high; k++) { + pos[1] = HOOKED_pos[1] + HOOKED_pt[1] * k; + float rel = k + offset[1]; + float w = Kernel(rel); + + avg += w * ScaleH(pos); + W += w; + } + avg /= W; + + float Sl = Luma(max(avg[1] - avg[0] * avg[0], 0.)); + float Sh = Luma(max(avg[2] - avg[0] * avg[0], 0.)); + return vec4(avg[0], mix(sqrt((Sh + sigma_nsq) / (Sl + sigma_nsq)) * (1. + oversharp), clamp(Sh / Sl, 0., 1.), float(Sl > Sh))); +} + +//!HOOK POSTKERNEL +//!BIND HOOKED +//!BIND MR +//!WHEN NATIVE_CROPPED.h POSTKERNEL.h > +//!DESC SSimDownscaler final pass + +#define locality 2.0 + +#define offset vec2(0,0) + +#define Kernel(x) pow(1.0 / locality, abs(x)) +#define taps 3.0 + +#define Gamma(x) ( pow(x, vec3(1.0/2.0)) ) +#define GammaInv(x) ( pow(clamp(x, 0.0, 1.0), vec3(2.0)) ) + +mat3x3 ScaleH(vec2 pos) { + float low = ceil(-0.5*taps - offset)[0]; + float high = floor(0.5*taps - offset)[0]; + + float W = 0.0; + mat3x3 avg = mat3x3(0); + + for (float k = low; k <= high; k++) { + pos[0] = HOOKED_pos[0] + HOOKED_pt[0] * k; + float rel = k + offset[0]; + float w = Kernel(rel); + + vec4 MR = MR_tex(pos); + avg += w * mat3x3(MR.a*MR.rgb, MR.rgb, MR.aaa); + W += w; + } + avg /= W; + + return avg; +} + +vec4 hook() { + vec2 pos = HOOKED_pos; + + float low = ceil(-0.5*taps - offset)[1]; + float high = floor(0.5*taps - offset)[1]; + + float W = 0.0; + mat3x3 avg = mat3x3(0); + + for (float k = low; k <= high; k++) { + pos[1] = HOOKED_pos[1] + HOOKED_pt[1] * k; + float rel = k + offset[1]; + float w = Kernel(rel); + + avg += w * ScaleH(pos); + W += w; + } + avg /= W; + vec4 L = POSTKERNEL_texOff(0); + return vec4(avg[1] + avg[2] * L.rgb - avg[0], L.a); +} \ No newline at end of file diff --git a/shaders/igv/SSimSuperRes.glsl b/shaders/igv/SSimSuperRes.glsl new file mode 100644 index 0000000..4b77f4f --- /dev/null +++ b/shaders/igv/SSimSuperRes.glsl @@ -0,0 +1,203 @@ +// SSimSuperRes by Shiandow +// +// This library is free software; you can redistribute it and/or +// modify it under the terms of the GNU Lesser General Public +// License as published by the Free Software Foundation; either +// version 3.0 of the License, or (at your option) any later version. +// +// This library is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU +// Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public +// License along with this library. + +//!HOOK POSTKERNEL +//!BIND HOOKED +//!SAVE LOWRES +//!HEIGHT NATIVE_CROPPED.h +//!WHEN NATIVE_CROPPED.h OUTPUT.h < +//!COMPONENTS 4 +//!DESC SSSR Downscaling I + +#define axis 1 + +#define offset vec2(0,0) + +#define MN(B,C,x) (x < 1.0 ? ((2.-1.5*B-(C))*x + (-3.+2.*B+C))*x*x + (1.-(B)/3.) : (((-(B)/6.-(C))*x + (B+5.*C))*x + (-2.*B-8.*C))*x+((4./3.)*B+4.*C)) +#define Kernel(x) MN(0.334, 0.333, abs(x)) +#define taps 2.0 + +#define Luma(rgb) dot(rgb*rgb, vec3(0.2126, 0.7152, 0.0722)) + +vec4 hook() { + float low = ceil((HOOKED_pos - taps/input_size) * HOOKED_size - offset - 0.5)[axis]; + float high = floor((HOOKED_pos + taps/input_size) * HOOKED_size - offset - 0.5)[axis]; + + float W = 0.0; + vec4 avg = vec4(0); + vec2 pos = HOOKED_pos; + vec4 tex; + + for (float k = low; k <= high; k++) { + pos[axis] = HOOKED_pt[axis] * (k - offset[axis] + 0.5); + float rel = (pos[axis] - HOOKED_pos[axis])*input_size[axis]; + float w = Kernel(rel); + + tex.rgb = textureLod(HOOKED_raw, pos, 0.0).rgb * HOOKED_mul; + tex.a = Luma(tex.rgb); + avg += w * tex; + W += w; + } + avg /= W; + + return vec4(avg.rgb, max(abs(avg.a - Luma(avg.rgb)), 5e-7)); +} + +//!HOOK POSTKERNEL +//!BIND LOWRES +//!SAVE LOWRES +//!WIDTH NATIVE_CROPPED.w +//!HEIGHT NATIVE_CROPPED.h +//!WHEN NATIVE_CROPPED.w OUTPUT.w < +//!COMPONENTS 4 +//!DESC SSSR Downscaling II + +#define axis 0 + +#define offset vec2(0,0) + +#define MN(B,C,x) (x < 1.0 ? ((2.-1.5*B-(C))*x + (-3.+2.*B+C))*x*x + (1.-(B)/3.) : (((-(B)/6.-(C))*x + (B+5.*C))*x + (-2.*B-8.*C))*x+((4./3.)*B+4.*C)) +#define Kernel(x) MN(0.334, 0.333, abs(x)) +#define taps 2.0 + +#define Luma(rgb) dot(rgb*rgb, vec3(0.2126, 0.7152, 0.0722)) + +vec4 hook() { + float low = ceil((LOWRES_pos - taps/input_size) * LOWRES_size - offset - 0.5)[axis]; + float high = floor((LOWRES_pos + taps/input_size) * LOWRES_size - offset - 0.5)[axis]; + + float W = 0.0; + vec4 avg = vec4(0); + vec2 pos = LOWRES_pos; + vec4 tex; + + for (float k = low; k <= high; k++) { + pos[axis] = LOWRES_pt[axis] * (k - offset[axis] + 0.5); + float rel = (pos[axis] - LOWRES_pos[axis])*input_size[axis]; + float w = Kernel(rel); + + tex.rgb = textureLod(LOWRES_raw, pos, 0.0).rgb * LOWRES_mul; + tex.a = Luma(tex.rgb); + avg += w * tex; + W += w; + } + avg /= W; + + return vec4(avg.rgb, max(abs(avg.a - Luma(avg.rgb)), 5e-7) + LOWRES_texOff(0).a); +} + +//!HOOK POSTKERNEL +//!BIND PREKERNEL +//!BIND LOWRES +//!SAVE var +//!WIDTH NATIVE_CROPPED.w +//!HEIGHT NATIVE_CROPPED.h +//!WHEN NATIVE_CROPPED.h OUTPUT.h < +//!COMPONENTS 2 +//!DESC SSSR var + +#define spread 1.0 / 4.0 + +#define GetL(x,y) PREKERNEL_tex(PREKERNEL_pt * (PREKERNEL_pos * input_size + tex_offset + vec2(x,y))).rgb +#define GetH(x,y) LOWRES_texOff(vec2(x,y)).rgb + +#define Luma(rgb) dot(rgb*rgb, vec3(0.2126, 0.7152, 0.0722)) +#define diff(x,y) vec2(Luma((GetL(x,y) - meanL)), Luma((GetH(x,y) - meanH))) + +vec4 hook() { + vec3 meanL = GetL(0,0); + vec3 meanH = GetH(0,0); + for (int X=-1; X<=1; X+=2) { + meanL += GetL(X,0) * spread; + meanH += GetH(X,0) * spread; + } + for (int Y=-1; Y<=1; Y+=2) { + meanL += GetL(0,Y) * spread; + meanH += GetH(0,Y) * spread; + } + meanL /= (1.0 + 4.0*spread); + meanH /= (1.0 + 4.0*spread); + + vec2 var = diff(0,0); + for (int X=-1; X<=1; X+=2) + var += diff(X,0) * spread; + + for (int Y=-1; Y<=1; Y+=2) + var += diff(0,Y) * spread; + + return vec4(max(var / (1.0 + 4.0*spread), vec2(1e-6)), 0, 0); +} + +//!HOOK POSTKERNEL +//!BIND HOOKED +//!BIND PREKERNEL +//!BIND LOWRES +//!BIND var +//!WHEN NATIVE_CROPPED.h OUTPUT.h < +//!DESC SSSR final pass + +#define oversharp 0.5 + +// -- Window Size -- +#define taps 3.0 +#define even (taps - 2.0 * floor(taps / 2.0) == 0.0) +#define minX int(1.0-ceil(taps/2.0)) +#define maxX int(floor(taps/2.0)) + +#define Kernel(x) cos(acos(-1.0)*(x)/taps) // Hann kernel + +// -- Input processing -- +#define var(x,y) var_tex(var_pt * (pos + vec2(x,y) + 0.5)).rg +#define GetL(x,y) PREKERNEL_tex(PREKERNEL_pt * (pos + tex_offset + vec2(x,y) + 0.5)).rgb +#define GetH(x,y) LOWRES_tex(LOWRES_pt * (pos + vec2(x,y) + 0.5)) + +#define Luma(rgb) dot(rgb*rgb, vec3(0.2126, 0.7152, 0.0722)) + +vec4 hook() { + vec4 c0 = HOOKED_texOff(0); + + vec2 pos = HOOKED_pos * LOWRES_size - vec2(0.5); + vec2 offset = pos - (even ? floor(pos) : round(pos)); + pos -= offset; + + vec2 mVar = vec2(0.0); + for (int X=-1; X<=1; X++) + for (int Y=-1; Y<=1; Y++) { + vec2 w = clamp(1.5 - abs(vec2(X,Y)), 0.0, 1.0); + mVar += w.r * w.g * vec2(GetH(X,Y).a, 1.0); + } + mVar.r /= mVar.g; + + // Calculate faithfulness force + float weightSum = 0.0; + vec3 diff = vec3(0); + + for (int X = minX; X <= maxX; X++) + for (int Y = minX; Y <= maxX; Y++) + { + float R = (-1.0 - oversharp) * sqrt(var(X,Y).r / (var(X,Y).g + mVar.r)); + + vec2 krnl = Kernel(vec2(X,Y) - offset); + float weight = krnl.r * krnl.g / (Luma((c0.rgb - GetH(X,Y).rgb)) + GetH(X,Y).a); + + diff += weight * (GetL(X,Y) + GetH(X,Y).rgb * R + (-1.0 - R) * (c0.rgb)); + weightSum += weight; + } + diff /= weightSum; + + c0.rgb = ((c0.rgb) + diff); + + return c0; +} \ No newline at end of file diff --git a/shaders/igv/adaptive-sharpen.glsl b/shaders/igv/adaptive-sharpen.glsl new file mode 100644 index 0000000..94dde85 --- /dev/null +++ b/shaders/igv/adaptive-sharpen.glsl @@ -0,0 +1,230 @@ +// Copyright (c) 2015-2021, bacondither +// All rights reserved. +// +// Redistribution and use in source and binary forms, with or without +// modification, are permitted provided that the following conditions +// are met: +// 1. Redistributions of source code must retain the above copyright +// notice, this list of conditions and the following disclaimer +// in this position and unchanged. +// 2. Redistributions in binary form must reproduce the above copyright +// notice, this list of conditions and the following disclaimer in the +// documentation and/or other materials provided with the distribution. +// +// THIS SOFTWARE IS PROVIDED BY THE AUTHORS ``AS IS'' AND ANY EXPRESS OR +// IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES +// OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. +// IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY DIRECT, INDIRECT, +// INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT +// NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, +// DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY +// THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT +// (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF +// THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. + +// Adaptive sharpen - version 2021-10-17 +// Tuned for use post-resize + +//!HOOK OUTPUT +//!BIND HOOKED +//!DESC adaptive-sharpen + +//--------------------------------------- Settings ------------------------------------------------ + +#define curve_height 1.0 // Main control of sharpening strength [>0] + // 0.3 <-> 2.0 is a reasonable range of values + +#define overshoot_ctrl false // Allow for higher overshoot if the current edge pixel + // is surrounded by similar edge pixels + +// Defined values under this row are "optimal" DO NOT CHANGE IF YOU DO NOT KNOW WHAT YOU ARE DOING! + +#define curveslope 0.5 // Sharpening curve slope, high edge values + +#define L_compr_low 0.167 // Light compression, default (0.167=~6x) +#define L_compr_high 0.334 // Light compression, surrounded by edges (0.334=~3x) + +#define D_compr_low 0.250 // Dark compression, default (0.250=4x) +#define D_compr_high 0.500 // Dark compression, surrounded by edges (0.500=2x) + +#define scale_lim 0.1 // Abs max change before compression [>0.01] +#define scale_cs 0.056 // Compression slope above scale_lim + +#define pm_p 1.0 // Power mean p-value [>0-1.0] +//------------------------------------------------------------------------------------------------- + +#define max4(a,b,c,d) ( max(max(a, b), max(c, d)) ) + +// Soft if, fast linear approx +#define soft_if(a,b,c) ( sat((a + b + c + 0.056/2.5)/(maxedge + 0.03/2.5) - 0.85) ) + +// Soft limit, modified tanh approx +#define soft_lim(v,s) ( sat(abs(v/s)*(27.0 + pow(v/s, 2.0))/(27.0 + 9.0*pow(v/s, 2.0)))*s ) + +// Weighted power mean +#define wpmean(a,b,w) ( pow(w*pow(abs(a), pm_p) + abs(1.0-w)*pow(abs(b), pm_p), (1.0/pm_p)) ) + +// Get destination pixel values +#define get(x,y) ( HOOKED_texOff(vec2(x, y)).rgb ) +#define sat(x) ( clamp(x, 0.0, 1.0) ) +#define dxdy(val) ( length(fwidth(val)) ) // =~1/2.5 hq edge without c_comp + +#ifdef LUMA_tex +#define CtL(RGB) RGB.x +#else +#define CtL(RGB) ( sqrt(dot(sat(RGB)*sat(RGB), vec3(0.2126, 0.7152, 0.0722))) ) +#endif + +#define b_diff(pix) ( (blur-luma[pix])*(blur-luma[pix]) ) + +vec4 hook() { + + // [ c22 ] + // [ c24, c9, c23 ] + // [ c21, c1, c2, c3, c18 ] + // [ c19, c10, c4, c0, c5, c11, c16 ] + // [ c20, c6, c7, c8, c17 ] + // [ c15, c12, c14 ] + // [ c13 ] + vec3 c[25] = vec3[](get( 0, 0), get(-1,-1), get( 0,-1), get( 1,-1), get(-1, 0), + get( 1, 0), get(-1, 1), get( 0, 1), get( 1, 1), get( 0,-2), + get(-2, 0), get( 2, 0), get( 0, 2), get( 0, 3), get( 1, 2), + get(-1, 2), get( 3, 0), get( 2, 1), get( 2,-1), get(-3, 0), + get(-2, 1), get(-2,-1), get( 0,-3), get( 1,-2), get(-1,-2)); + + float e[13] = float[](dxdy(c[0]), dxdy(c[1]), dxdy(c[2]), dxdy(c[3]), dxdy(c[4]), + dxdy(c[5]), dxdy(c[6]), dxdy(c[7]), dxdy(c[8]), dxdy(c[9]), + dxdy(c[10]), dxdy(c[11]), dxdy(c[12])); + + // RGB to luma + float luma[25] = float[](CtL(c[0]), CtL(c[1]), CtL(c[2]), CtL(c[3]), CtL(c[4]), CtL(c[5]), CtL(c[6]), + CtL(c[7]), CtL(c[8]), CtL(c[9]), CtL(c[10]), CtL(c[11]), CtL(c[12]), + CtL(c[13]), CtL(c[14]), CtL(c[15]), CtL(c[16]), CtL(c[17]), CtL(c[18]), + CtL(c[19]), CtL(c[20]), CtL(c[21]), CtL(c[22]), CtL(c[23]), CtL(c[24])); + + float c0_Y = luma[0]; + + // Blur, gauss 3x3 + float blur = (2.0 * (luma[2]+luma[4]+luma[5]+luma[7]) + (luma[1]+luma[3]+luma[6]+luma[8]) + 4.0 * luma[0]) / 16.0; + + // Contrast compression, center = 0.5 + float c_comp = sat(0.266666681f + 0.9*exp2(blur * blur * -7.4)); + + // Edge detection + // Relative matrix weights + // [ 1 ] + // [ 4, 5, 4 ] + // [ 1, 5, 6, 5, 1 ] + // [ 4, 5, 4 ] + // [ 1 ] + float edge = ( 1.38*b_diff(0) + + 1.15*(b_diff(2) + b_diff(4) + b_diff(5) + b_diff(7)) + + 0.92*(b_diff(1) + b_diff(3) + b_diff(6) + b_diff(8)) + + 0.23*(b_diff(9) + b_diff(10) + b_diff(11) + b_diff(12)) ) * c_comp; + + vec2 cs = vec2(L_compr_low, D_compr_low); + + if (overshoot_ctrl) { + float maxedge = max4( max4(e[1],e[2],e[3],e[4]), max4(e[5],e[6],e[7],e[8]), + max4(e[9],e[10],e[11],e[12]), e[0] ); + + // [ x ] + // [ z, x, w ] + // [ z, z, x, w, w ] + // [ y, y, y, 0, y, y, y ] + // [ w, w, x, z, z ] + // [ w, x, z ] + // [ x ] + float sbe = soft_if(e[2],e[9], dxdy(c[22]))*soft_if(e[7],e[12],dxdy(c[13])) // x dir + + soft_if(e[4],e[10],dxdy(c[19]))*soft_if(e[5],e[11],dxdy(c[16])) // y dir + + soft_if(e[1],dxdy(c[24]),dxdy(c[21]))*soft_if(e[8],dxdy(c[14]),dxdy(c[17])) // z dir + + soft_if(e[3],dxdy(c[23]),dxdy(c[18]))*soft_if(e[6],dxdy(c[20]),dxdy(c[15])); // w dir + + cs = mix(cs, vec2(L_compr_high, D_compr_high), sat(2.4002*sbe - 2.282)); + } + + // Precalculated default squared kernel weights + const vec3 w1 = vec3(0.5, 1.0, 1.41421356237); // 0.25, 1.0, 2.0 + const vec3 w2 = vec3(0.86602540378, 1.0, 0.54772255751); // 0.75, 1.0, 0.3 + + // Transition to a concave kernel if the center edge val is above thr + vec3 dW = pow(mix( w1, w2, sat(2.4*edge - 0.82)), vec3(2.0)); + + // Use lower weights for pixels in a more active area relative to center pixel area + // This results in narrower and less visible overshoots around sharp edges + float modif_e0 = 3.0 * e[0] + 0.02/2.5; + + float weights[12] = float[](( min(modif_e0/e[1], dW.y) ), + ( dW.x ), + ( min(modif_e0/e[3], dW.y) ), + ( dW.x ), + ( dW.x ), + ( min(modif_e0/e[6], dW.y) ), + ( dW.x ), + ( min(modif_e0/e[8], dW.y) ), + ( min(modif_e0/e[9], dW.z) ), + ( min(modif_e0/e[10], dW.z) ), + ( min(modif_e0/e[11], dW.z) ), + ( min(modif_e0/e[12], dW.z) )); + + weights[0] = (max(max((weights[8] + weights[9])/4.0, weights[0]), 0.25) + weights[0])/2.0; + weights[2] = (max(max((weights[8] + weights[10])/4.0, weights[2]), 0.25) + weights[2])/2.0; + weights[5] = (max(max((weights[9] + weights[11])/4.0, weights[5]), 0.25) + weights[5])/2.0; + weights[7] = (max(max((weights[10] + weights[11])/4.0, weights[7]), 0.25) + weights[7])/2.0; + + // Calculate the negative part of the laplace kernel and the low threshold weight + float lowthrsum = 0.0; + float weightsum = 0.0; + float neg_laplace = 0.0; + + for (int pix = 0; pix < 12; ++pix) + { + float lowthr = sat((20.*4.5*c_comp*e[pix + 1] - 0.221)); + + neg_laplace += luma[pix+1] * luma[pix+1] * weights[pix] * lowthr; + weightsum += weights[pix] * lowthr; + lowthrsum += lowthr / 12.0; + } + + neg_laplace = sqrt(neg_laplace / weightsum); + + // Compute sharpening magnitude function + float sharpen_val = curve_height/(curve_height*curveslope*edge + 0.625); + + // Calculate sharpening diff and scale + float sharpdiff = (c0_Y - neg_laplace)*(lowthrsum*sharpen_val + 0.01); + + // Calculate local near min & max, partial sort + float temp; + + for (int i1 = 0; i1 < 24; i1 += 2) + { + temp = luma[i1]; + luma[i1] = min(luma[i1], luma[i1+1]); + luma[i1+1] = max(temp, luma[i1+1]); + } + + for (int i2 = 24; i2 > 0; i2 -= 2) + { + temp = luma[0]; + luma[0] = min(luma[0], luma[i2]); + luma[i2] = max(temp, luma[i2]); + + temp = luma[24]; + luma[24] = max(luma[24], luma[i2-1]); + luma[i2-1] = min(temp, luma[i2-1]); + } + + float min_dist = min(abs(luma[24] - c0_Y), abs(c0_Y - luma[0])); + min_dist = min(min_dist, scale_lim*(1.0 - scale_cs) + min_dist*scale_cs); + + // Soft limited anti-ringing with tanh, wpmean to control compression slope + sharpdiff = wpmean(max(sharpdiff, 0.0), soft_lim( max(sharpdiff, 0.0), min_dist ), cs.x ) + - wpmean(min(sharpdiff, 0.0), soft_lim( min(sharpdiff, 0.0), min_dist ), cs.y ); + + float sharpdiff_lim = sat(c0_Y + sharpdiff) - c0_Y; + /*float satmul = (c0_Y + max(sharpdiff_lim*0.9, sharpdiff_lim)*1.03 + 0.03)/(c0_Y + 0.03); + vec3 res = c0_Y + sharpdiff_lim + (c[0] - c0_Y)*satmul; + */ + return vec4(sharpdiff_lim + c[0], HOOKED_texOff(0).a); +} \ No newline at end of file diff --git a/shaders/igv/adaptive-sharpen_luma.glsl b/shaders/igv/adaptive-sharpen_luma.glsl new file mode 100644 index 0000000..0616f3e --- /dev/null +++ b/shaders/igv/adaptive-sharpen_luma.glsl @@ -0,0 +1,436 @@ +// Copyright (c) 2015-2021, bacondither +// All rights reserved. +// +// Redistribution and use in source and binary forms, with or without +// modification, are permitted provided that the following conditions +// are met: +// 1. Redistributions of source code must retain the above copyright +// notice, this list of conditions and the following disclaimer +// in this position and unchanged. +// 2. Redistributions in binary form must reproduce the above copyright +// notice, this list of conditions and the following disclaimer in the +// documentation and/or other materials provided with the distribution. +// +// THIS SOFTWARE IS PROVIDED BY THE AUTHORS ``AS IS'' AND ANY EXPRESS OR +// IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES +// OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. +// IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY DIRECT, INDIRECT, +// INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT +// NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, +// DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY +// THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT +// (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF +// THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. + +// Adaptive sharpen - version 2021-10-17 +// Tuned for use post-resize + +//!HOOK LUMA +//!BIND HOOKED +//!WHEN HOOKED.w OUTPUT.w < HOOKED.h OUTPUT.h < * +//!DESC adaptive-sharpen_luma + +//--------------------------------------- Settings ------------------------------------------------ + +#define curve_height 0.3 // Main control of sharpening strength [>0] + // 0.3 <-> 2.0 is a reasonable range of values + +#define overshoot_ctrl false // Allow for higher overshoot if the current edge pixel + // is surrounded by similar edge pixels + +// Defined values under this row are "optimal" DO NOT CHANGE IF YOU DO NOT KNOW WHAT YOU ARE DOING! + +#define curveslope 0.5 // Sharpening curve slope, high edge values + +#define L_compr_low 0.167 // Light compression, default (0.167=~6x) +#define L_compr_high 0.334 // Light compression, surrounded by edges (0.334=~3x) + +#define D_compr_low 0.250 // Dark compression, default (0.250=4x) +#define D_compr_high 0.500 // Dark compression, surrounded by edges (0.500=2x) + +#define scale_lim 0.1 // Abs max change before compression [>0.01] +#define scale_cs 0.056 // Compression slope above scale_lim + +#define pm_p 1.0 // Power mean p-value [>0-1.0] +//------------------------------------------------------------------------------------------------- + +#define max4(a,b,c,d) ( max(max(a, b), max(c, d)) ) + +// Soft if, fast linear approx +#define soft_if(a,b,c) ( sat((a + b + c + 0.056/2.5)/(maxedge + 0.03/2.5) - 0.85) ) + +// Soft limit, modified tanh approx +#define soft_lim(v,s) ( sat(abs(v/s)*(27.0 + pow(v/s, 2.0))/(27.0 + 9.0*pow(v/s, 2.0)))*s ) + +// Weighted power mean +#define wpmean(a,b,w) ( pow(w*pow(abs(a), pm_p) + abs(1.0-w)*pow(abs(b), pm_p), (1.0/pm_p)) ) + +// Get destination pixel values +#define get(x,y) ( HOOKED_texOff(vec2(x, y)).rgb ) +#define sat(x) ( clamp(x, 0.0, 1.0) ) +#define dxdy(val) ( length(fwidth(val)) ) // =~1/2.5 hq edge without c_comp + +#ifdef LUMA_tex +#define CtL(RGB) RGB.x +#else +#define CtL(RGB) ( sqrt(dot(sat(RGB)*sat(RGB), vec3(0.2126, 0.7152, 0.0722))) ) +#endif + +#define b_diff(pix) ( (blur-luma[pix])*(blur-luma[pix]) ) + +vec4 hook() { + + // [ c22 ] + // [ c24, c9, c23 ] + // [ c21, c1, c2, c3, c18 ] + // [ c19, c10, c4, c0, c5, c11, c16 ] + // [ c20, c6, c7, c8, c17 ] + // [ c15, c12, c14 ] + // [ c13 ] + vec3 c[25] = vec3[](get( 0, 0), get(-1,-1), get( 0,-1), get( 1,-1), get(-1, 0), + get( 1, 0), get(-1, 1), get( 0, 1), get( 1, 1), get( 0,-2), + get(-2, 0), get( 2, 0), get( 0, 2), get( 0, 3), get( 1, 2), + get(-1, 2), get( 3, 0), get( 2, 1), get( 2,-1), get(-3, 0), + get(-2, 1), get(-2,-1), get( 0,-3), get( 1,-2), get(-1,-2)); + + float e[13] = float[](dxdy(c[0]), dxdy(c[1]), dxdy(c[2]), dxdy(c[3]), dxdy(c[4]), + dxdy(c[5]), dxdy(c[6]), dxdy(c[7]), dxdy(c[8]), dxdy(c[9]), + dxdy(c[10]), dxdy(c[11]), dxdy(c[12])); + + // RGB to luma + float luma[25] = float[](CtL(c[0]), CtL(c[1]), CtL(c[2]), CtL(c[3]), CtL(c[4]), CtL(c[5]), CtL(c[6]), + CtL(c[7]), CtL(c[8]), CtL(c[9]), CtL(c[10]), CtL(c[11]), CtL(c[12]), + CtL(c[13]), CtL(c[14]), CtL(c[15]), CtL(c[16]), CtL(c[17]), CtL(c[18]), + CtL(c[19]), CtL(c[20]), CtL(c[21]), CtL(c[22]), CtL(c[23]), CtL(c[24])); + + float c0_Y = luma[0]; + + // Blur, gauss 3x3 + float blur = (2.0 * (luma[2]+luma[4]+luma[5]+luma[7]) + (luma[1]+luma[3]+luma[6]+luma[8]) + 4.0 * luma[0]) / 16.0; + + // Contrast compression, center = 0.5 + float c_comp = sat(0.266666681f + 0.9*exp2(blur * blur * -7.4)); + + // Edge detection + // Relative matrix weights + // [ 1 ] + // [ 4, 5, 4 ] + // [ 1, 5, 6, 5, 1 ] + // [ 4, 5, 4 ] + // [ 1 ] + float edge = ( 1.38*b_diff(0) + + 1.15*(b_diff(2) + b_diff(4) + b_diff(5) + b_diff(7)) + + 0.92*(b_diff(1) + b_diff(3) + b_diff(6) + b_diff(8)) + + 0.23*(b_diff(9) + b_diff(10) + b_diff(11) + b_diff(12)) ) * c_comp; + + vec2 cs = vec2(L_compr_low, D_compr_low); + + if (overshoot_ctrl) { + float maxedge = max4( max4(e[1],e[2],e[3],e[4]), max4(e[5],e[6],e[7],e[8]), + max4(e[9],e[10],e[11],e[12]), e[0] ); + + // [ x ] + // [ z, x, w ] + // [ z, z, x, w, w ] + // [ y, y, y, 0, y, y, y ] + // [ w, w, x, z, z ] + // [ w, x, z ] + // [ x ] + float sbe = soft_if(e[2],e[9], dxdy(c[22]))*soft_if(e[7],e[12],dxdy(c[13])) // x dir + + soft_if(e[4],e[10],dxdy(c[19]))*soft_if(e[5],e[11],dxdy(c[16])) // y dir + + soft_if(e[1],dxdy(c[24]),dxdy(c[21]))*soft_if(e[8],dxdy(c[14]),dxdy(c[17])) // z dir + + soft_if(e[3],dxdy(c[23]),dxdy(c[18]))*soft_if(e[6],dxdy(c[20]),dxdy(c[15])); // w dir + + cs = mix(cs, vec2(L_compr_high, D_compr_high), sat(2.4002*sbe - 2.282)); + } + + // Precalculated default squared kernel weights + const vec3 w1 = vec3(0.5, 1.0, 1.41421356237); // 0.25, 1.0, 2.0 + const vec3 w2 = vec3(0.86602540378, 1.0, 0.54772255751); // 0.75, 1.0, 0.3 + + // Transition to a concave kernel if the center edge val is above thr + vec3 dW = pow(mix( w1, w2, sat(2.4*edge - 0.82)), vec3(2.0)); + + // Use lower weights for pixels in a more active area relative to center pixel area + // This results in narrower and less visible overshoots around sharp edges + float modif_e0 = 3.0 * e[0] + 0.02/2.5; + + float weights[12] = float[](( min(modif_e0/e[1], dW.y) ), + ( dW.x ), + ( min(modif_e0/e[3], dW.y) ), + ( dW.x ), + ( dW.x ), + ( min(modif_e0/e[6], dW.y) ), + ( dW.x ), + ( min(modif_e0/e[8], dW.y) ), + ( min(modif_e0/e[9], dW.z) ), + ( min(modif_e0/e[10], dW.z) ), + ( min(modif_e0/e[11], dW.z) ), + ( min(modif_e0/e[12], dW.z) )); + + weights[0] = (max(max((weights[8] + weights[9])/4.0, weights[0]), 0.25) + weights[0])/2.0; + weights[2] = (max(max((weights[8] + weights[10])/4.0, weights[2]), 0.25) + weights[2])/2.0; + weights[5] = (max(max((weights[9] + weights[11])/4.0, weights[5]), 0.25) + weights[5])/2.0; + weights[7] = (max(max((weights[10] + weights[11])/4.0, weights[7]), 0.25) + weights[7])/2.0; + + // Calculate the negative part of the laplace kernel and the low threshold weight + float lowthrsum = 0.0; + float weightsum = 0.0; + float neg_laplace = 0.0; + + for (int pix = 0; pix < 12; ++pix) + { + float lowthr = sat((20.*4.5*c_comp*e[pix + 1] - 0.221)); + + neg_laplace += luma[pix+1] * luma[pix+1] * weights[pix] * lowthr; + weightsum += weights[pix] * lowthr; + lowthrsum += lowthr / 12.0; + } + + neg_laplace = sqrt(neg_laplace / weightsum); + + // Compute sharpening magnitude function + float sharpen_val = curve_height/(curve_height*curveslope*edge + 0.625); + + // Calculate sharpening diff and scale + float sharpdiff = (c0_Y - neg_laplace)*(lowthrsum*sharpen_val + 0.01); + + // Calculate local near min & max, partial sort + float temp; + + for (int i1 = 0; i1 < 24; i1 += 2) + { + temp = luma[i1]; + luma[i1] = min(luma[i1], luma[i1+1]); + luma[i1+1] = max(temp, luma[i1+1]); + } + + for (int i2 = 24; i2 > 0; i2 -= 2) + { + temp = luma[0]; + luma[0] = min(luma[0], luma[i2]); + luma[i2] = max(temp, luma[i2]); + + temp = luma[24]; + luma[24] = max(luma[24], luma[i2-1]); + luma[i2-1] = min(temp, luma[i2-1]); + } + + float min_dist = min(abs(luma[24] - c0_Y), abs(c0_Y - luma[0])); + min_dist = min(min_dist, scale_lim*(1.0 - scale_cs) + min_dist*scale_cs); + + // Soft limited anti-ringing with tanh, wpmean to control compression slope + sharpdiff = wpmean(max(sharpdiff, 0.0), soft_lim( max(sharpdiff, 0.0), min_dist ), cs.x ) + - wpmean(min(sharpdiff, 0.0), soft_lim( min(sharpdiff, 0.0), min_dist ), cs.y ); + + float sharpdiff_lim = sat(c0_Y + sharpdiff) - c0_Y; + /*float satmul = (c0_Y + max(sharpdiff_lim*0.9, sharpdiff_lim)*1.03 + 0.03)/(c0_Y + 0.03); + vec3 res = c0_Y + sharpdiff_lim + (c[0] - c0_Y)*satmul; + */ + return vec4(sharpdiff_lim + c[0], HOOKED_texOff(0).a); +} + +//!HOOK LUMA +//!BIND HOOKED +//!WHEN HOOKED.w OUTPUT.w > HOOKED.h OUTPUT.h > * +//!DESC adaptive-sharpen_luma + +//--------------------------------------- Settings ------------------------------------------------ + +#define curve_height 0.3 // Main control of sharpening strength [>0] + // 0.3 <-> 2.0 is a reasonable range of values + +#define overshoot_ctrl false // Allow for higher overshoot if the current edge pixel + // is surrounded by similar edge pixels + +// Defined values under this row are "optimal" DO NOT CHANGE IF YOU DO NOT KNOW WHAT YOU ARE DOING! + +#define curveslope 0.5 // Sharpening curve slope, high edge values + +#define L_compr_low 0.167 // Light compression, default (0.167=~6x) +#define L_compr_high 0.334 // Light compression, surrounded by edges (0.334=~3x) + +#define D_compr_low 0.250 // Dark compression, default (0.250=4x) +#define D_compr_high 0.500 // Dark compression, surrounded by edges (0.500=2x) + +#define scale_lim 0.1 // Abs max change before compression [>0.01] +#define scale_cs 0.056 // Compression slope above scale_lim + +#define pm_p 1.0 // Power mean p-value [>0-1.0] +//------------------------------------------------------------------------------------------------- + +#define max4(a,b,c,d) ( max(max(a, b), max(c, d)) ) + +// Soft if, fast linear approx +#define soft_if(a,b,c) ( sat((a + b + c + 0.056/2.5)/(maxedge + 0.03/2.5) - 0.85) ) + +// Soft limit, modified tanh approx +#define soft_lim(v,s) ( sat(abs(v/s)*(27.0 + pow(v/s, 2.0))/(27.0 + 9.0*pow(v/s, 2.0)))*s ) + +// Weighted power mean +#define wpmean(a,b,w) ( pow(w*pow(abs(a), pm_p) + abs(1.0-w)*pow(abs(b), pm_p), (1.0/pm_p)) ) + +// Get destination pixel values +#define get(x,y) ( HOOKED_texOff(vec2(x, y)).rgb ) +#define sat(x) ( clamp(x, 0.0, 1.0) ) +#define dxdy(val) ( length(fwidth(val)) ) // =~1/2.5 hq edge without c_comp + +#ifdef LUMA_tex +#define CtL(RGB) RGB.x +#else +#define CtL(RGB) ( sqrt(dot(sat(RGB)*sat(RGB), vec3(0.2126, 0.7152, 0.0722))) ) +#endif + +#define b_diff(pix) ( (blur-luma[pix])*(blur-luma[pix]) ) + +vec4 hook() { + + // [ c22 ] + // [ c24, c9, c23 ] + // [ c21, c1, c2, c3, c18 ] + // [ c19, c10, c4, c0, c5, c11, c16 ] + // [ c20, c6, c7, c8, c17 ] + // [ c15, c12, c14 ] + // [ c13 ] + vec3 c[25] = vec3[](get( 0, 0), get(-1,-1), get( 0,-1), get( 1,-1), get(-1, 0), + get( 1, 0), get(-1, 1), get( 0, 1), get( 1, 1), get( 0,-2), + get(-2, 0), get( 2, 0), get( 0, 2), get( 0, 3), get( 1, 2), + get(-1, 2), get( 3, 0), get( 2, 1), get( 2,-1), get(-3, 0), + get(-2, 1), get(-2,-1), get( 0,-3), get( 1,-2), get(-1,-2)); + + float e[13] = float[](dxdy(c[0]), dxdy(c[1]), dxdy(c[2]), dxdy(c[3]), dxdy(c[4]), + dxdy(c[5]), dxdy(c[6]), dxdy(c[7]), dxdy(c[8]), dxdy(c[9]), + dxdy(c[10]), dxdy(c[11]), dxdy(c[12])); + + // RGB to luma + float luma[25] = float[](CtL(c[0]), CtL(c[1]), CtL(c[2]), CtL(c[3]), CtL(c[4]), CtL(c[5]), CtL(c[6]), + CtL(c[7]), CtL(c[8]), CtL(c[9]), CtL(c[10]), CtL(c[11]), CtL(c[12]), + CtL(c[13]), CtL(c[14]), CtL(c[15]), CtL(c[16]), CtL(c[17]), CtL(c[18]), + CtL(c[19]), CtL(c[20]), CtL(c[21]), CtL(c[22]), CtL(c[23]), CtL(c[24])); + + float c0_Y = luma[0]; + + // Blur, gauss 3x3 + float blur = (2.0 * (luma[2]+luma[4]+luma[5]+luma[7]) + (luma[1]+luma[3]+luma[6]+luma[8]) + 4.0 * luma[0]) / 16.0; + + // Contrast compression, center = 0.5 + float c_comp = sat(0.266666681f + 0.9*exp2(blur * blur * -7.4)); + + // Edge detection + // Relative matrix weights + // [ 1 ] + // [ 4, 5, 4 ] + // [ 1, 5, 6, 5, 1 ] + // [ 4, 5, 4 ] + // [ 1 ] + float edge = ( 1.38*b_diff(0) + + 1.15*(b_diff(2) + b_diff(4) + b_diff(5) + b_diff(7)) + + 0.92*(b_diff(1) + b_diff(3) + b_diff(6) + b_diff(8)) + + 0.23*(b_diff(9) + b_diff(10) + b_diff(11) + b_diff(12)) ) * c_comp; + + vec2 cs = vec2(L_compr_low, D_compr_low); + + if (overshoot_ctrl) { + float maxedge = max4( max4(e[1],e[2],e[3],e[4]), max4(e[5],e[6],e[7],e[8]), + max4(e[9],e[10],e[11],e[12]), e[0] ); + + // [ x ] + // [ z, x, w ] + // [ z, z, x, w, w ] + // [ y, y, y, 0, y, y, y ] + // [ w, w, x, z, z ] + // [ w, x, z ] + // [ x ] + float sbe = soft_if(e[2],e[9], dxdy(c[22]))*soft_if(e[7],e[12],dxdy(c[13])) // x dir + + soft_if(e[4],e[10],dxdy(c[19]))*soft_if(e[5],e[11],dxdy(c[16])) // y dir + + soft_if(e[1],dxdy(c[24]),dxdy(c[21]))*soft_if(e[8],dxdy(c[14]),dxdy(c[17])) // z dir + + soft_if(e[3],dxdy(c[23]),dxdy(c[18]))*soft_if(e[6],dxdy(c[20]),dxdy(c[15])); // w dir + + cs = mix(cs, vec2(L_compr_high, D_compr_high), sat(2.4002*sbe - 2.282)); + } + + // Precalculated default squared kernel weights + const vec3 w1 = vec3(0.5, 1.0, 1.41421356237); // 0.25, 1.0, 2.0 + const vec3 w2 = vec3(0.86602540378, 1.0, 0.54772255751); // 0.75, 1.0, 0.3 + + // Transition to a concave kernel if the center edge val is above thr + vec3 dW = pow(mix( w1, w2, sat(2.4*edge - 0.82)), vec3(2.0)); + + // Use lower weights for pixels in a more active area relative to center pixel area + // This results in narrower and less visible overshoots around sharp edges + float modif_e0 = 3.0 * e[0] + 0.02/2.5; + + float weights[12] = float[](( min(modif_e0/e[1], dW.y) ), + ( dW.x ), + ( min(modif_e0/e[3], dW.y) ), + ( dW.x ), + ( dW.x ), + ( min(modif_e0/e[6], dW.y) ), + ( dW.x ), + ( min(modif_e0/e[8], dW.y) ), + ( min(modif_e0/e[9], dW.z) ), + ( min(modif_e0/e[10], dW.z) ), + ( min(modif_e0/e[11], dW.z) ), + ( min(modif_e0/e[12], dW.z) )); + + weights[0] = (max(max((weights[8] + weights[9])/4.0, weights[0]), 0.25) + weights[0])/2.0; + weights[2] = (max(max((weights[8] + weights[10])/4.0, weights[2]), 0.25) + weights[2])/2.0; + weights[5] = (max(max((weights[9] + weights[11])/4.0, weights[5]), 0.25) + weights[5])/2.0; + weights[7] = (max(max((weights[10] + weights[11])/4.0, weights[7]), 0.25) + weights[7])/2.0; + + // Calculate the negative part of the laplace kernel and the low threshold weight + float lowthrsum = 0.0; + float weightsum = 0.0; + float neg_laplace = 0.0; + + for (int pix = 0; pix < 12; ++pix) + { + float lowthr = sat((20.*4.5*c_comp*e[pix + 1] - 0.221)); + + neg_laplace += luma[pix+1] * luma[pix+1] * weights[pix] * lowthr; + weightsum += weights[pix] * lowthr; + lowthrsum += lowthr / 12.0; + } + + neg_laplace = sqrt(neg_laplace / weightsum); + + // Compute sharpening magnitude function + float sharpen_val = curve_height/(curve_height*curveslope*edge + 0.625); + + // Calculate sharpening diff and scale + float sharpdiff = (c0_Y - neg_laplace)*(lowthrsum*sharpen_val + 0.01); + + // Calculate local near min & max, partial sort + float temp; + + for (int i1 = 0; i1 < 24; i1 += 2) + { + temp = luma[i1]; + luma[i1] = min(luma[i1], luma[i1+1]); + luma[i1+1] = max(temp, luma[i1+1]); + } + + for (int i2 = 24; i2 > 0; i2 -= 2) + { + temp = luma[0]; + luma[0] = min(luma[0], luma[i2]); + luma[i2] = max(temp, luma[i2]); + + temp = luma[24]; + luma[24] = max(luma[24], luma[i2-1]); + luma[i2-1] = min(temp, luma[i2-1]); + } + + float min_dist = min(abs(luma[24] - c0_Y), abs(c0_Y - luma[0])); + min_dist = min(min_dist, scale_lim*(1.0 - scale_cs) + min_dist*scale_cs); + + // Soft limited anti-ringing with tanh, wpmean to control compression slope + sharpdiff = wpmean(max(sharpdiff, 0.0), soft_lim( max(sharpdiff, 0.0), min_dist ), cs.x ) + - wpmean(min(sharpdiff, 0.0), soft_lim( min(sharpdiff, 0.0), min_dist ), cs.y ); + + float sharpdiff_lim = sat(c0_Y + sharpdiff) - c0_Y; + /*float satmul = (c0_Y + max(sharpdiff_lim*0.9, sharpdiff_lim)*1.03 + 0.03)/(c0_Y + 0.03); + vec3 res = c0_Y + sharpdiff_lim + (c[0] - c0_Y)*satmul; + */ + return vec4(sharpdiff_lim + c[0], HOOKED_texOff(0).a); +} diff --git a/shaders/nnedi3/gather/nnedi3-nns128-win8x4.glsl b/shaders/nnedi3/gather/nnedi3-nns128-win8x4.glsl new file mode 100644 index 0000000..f1fdfa6 --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns128-win8x4.glsl @@ -0,0 +1,370 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1104338237,-1108550970,-1134422686,-1106336704)+W(1,-1112016931,-1117701445,-1135080854,1041734649)+W(2,1036063029,1068454954,-1096794255,-1097058997)+W(3,-1099451832,-1092648385,1068510503,1053379177)+W(4,1045547931,-1102009308,-1108910446,-1096428577)+W(5,-1101312270,-1118387353,-1146436468,-1114733521)+W(6,-1122481515,1017740065,-1101174078,-1110459731)+W(7,-1118789516,-1107281979,-1113618698,-1107441476);sum2=W(0,1034572820,1003346080,1022891960,-1107960738)+W(1,-1147785184,1035529310,-1103397515,-1105088633)+W(2,-1096749055,1067566060,-1099542471,-1112828174)+W(3,-1105585021,1034766166,-1127174872,1056062200)+W(4,-1090311143,1028295012,-1124169384,1028527356)+W(5,-1117109292,-1116900804,-1106700271,1048792675)+W(6,-1101382023,-1102277943,1019646072,1003609248)+W(7,-1121486356,-1114899026,1037356874,1033154740);WS(-1075683047,-1087125913); +sum1=W(0,1052977914,1046022844,1034752002,1042687663)+W(1,1041384601,1034807969,-1097639380,-1087267578)+W(2,1051043629,1049374510,1043598702,1020877136)+W(3,1037740431,1044538321,-1095656786,-1087388173)+W(4,1044576234,-1108783446,1049059763,1032834596)+W(5,-1113942663,1043415765,-1101488315,-1108370107)+W(6,-1105784362,-1089957133,1050972591,1041786741)+W(7,1011031587,1034104676,-1108747496,-1111228387);sum2=W(0,-1112916736,-1120018795,-1149557934,-1129327146)+W(1,-1168639863,-1122303521,1012425107,-1109246006)+W(2,-1105442406,1056936993,-1116270499,1027469999)+W(3,-1114911422,-1109477794,1054092693,1044505132)+W(4,1036431709,1029410453,-1114668504,-1107094547)+W(5,-1122292075,1038663029,-1102188513,1015080154)+W(6,-1126491682,-1112281372,-1115408970,-1136313139)+W(7,-1124857486,1004657207,-1115235380,-1123974759);WS(1042212664,-1102203684); +sum1=W(0,1040147851,-1104962202,1019874102,-1140902818)+W(1,-1111794429,1033944684,1045102086,1035472140)+W(2,-1102798136,-1085739950,1041713132,-1138465404)+W(3,-1122108180,1042129278,1052255697,1044852023)+W(4,-1090423514,-1096835716,1032244040,1031911135)+W(5,1026181805,1045351411,-1114874577,1050093153)+W(6,1015091005,-1100137137,1032066151,-1122713961)+W(7,1045226448,1037723887,1025859399,-1125530488);sum2=W(0,-1109152196,-1122141349,-1119436548,1025219442)+W(1,-1136900198,-1112897189,1040314652,1026944460)+W(2,1032935700,-1095545125,1026037858,1041363772)+W(3,-1144192892,1046665648,-1132954458,-1124096755)+W(4,1029288712,1048235476,-1148187164,-1106963956)+W(5,-1112667488,-1091150222,1044093468,1063106013)+W(6,1017807431,-1124373883,1027834104,-1115265228)+W(7,-1098670428,-1099776205,-1115291573,-1119277141);WS(-1106435384,1038338229); +sum1=W(0,1057302312,1048464174,1019822615,1040095954)+W(1,1038469973,1008999077,-1109673285,-1085504617)+W(2,1048602738,1046177110,1041126536,1037825128)+W(3,1047759857,1042217259,-1089584127,-1088007186)+W(4,-1113571175,1010729037,1046281616,1042659628)+W(5,-1122205838,1042535855,-1099904421,-1112427435)+W(6,-1116720143,-1090676327,1052688116,1025627498)+W(7,1020820192,1034203799,-1109333660,985851280);sum2=W(0,1059204215,1059357388,1025056091,1016257202)+W(1,1045786159,-1115583727,1057901024,1078138204)+W(2,-1096239491,-1080318626,-1117490597,-1123344133)+W(3,1040463834,1043123901,-1073900782,-1075026282)+W(4,-1097775023,-1121076469,-1121712633,-1139226916)+W(5,1021989454,-1105966927,1040778731,1041808545)+W(6,-1108589001,1042934709,1018740994,1032149092)+W(7,1015040126,-1147555881,1013253724,1040543247);WS(-1079558823,-1098708322); +sum1=W(0,-1102044491,-1098872409,1025234303,-1107155318)+W(1,1018716763,1032647774,1050456336,-1157836704)+W(2,-1087610848,-1086405173,1036194249,1015859078)+W(3,1043448582,1041211303,1051086989,1055919296)+W(4,1049149960,-1113006787,-1106597869,-1109510417)+W(5,1032229161,-1113988824,1047976577,1049231261)+W(6,1034815041,-1109243348,-1107821257,-1106784003)+W(7,-1114873522,-1115826050,1045770027,1037659280);sum2=W(0,1038073794,-1114116718,1012713185,-1115121954)+W(1,-1116577465,-1124395325,1041575276,-1128914993)+W(2,1048906430,-1089285214,979525395,-1120959275)+W(3,1055266270,1060162115,-1076455267,1074552079)+W(4,1044939824,960279117,1023425822,1031308048)+W(5,-1098098687,1021768571,-1109266711,-1081125046)+W(6,-1114246838,-1116674868,1015643115,1008898041)+W(7,-1124862202,1013382601,-1116558128,1028966618);WS(1045132600,-1120782135); +sum1=W(0,1057393815,1048859946,-1105178898,-1105751784)+W(1,-1117651397,1030868229,-1097544977,-1105555137)+W(2,1059464001,1046945589,-1114219853,-1104184899)+W(3,-1113548192,-1114482291,-1096850414,-1093321826)+W(4,-1115358437,-1101266388,1038688878,-1110381909)+W(5,-1100710867,-1101910270,1054674458,1045680426)+W(6,1006928425,1001553277,1028338913,-1129240105)+W(7,-1109195062,-1106616547,1051440502,1040711722);sum2=W(0,1041015042,1031690548,-1109811903,1017265392)+W(1,1015388608,-1118750728,-1110095441,-1100279165)+W(2,1041543835,1061785433,-1113627340,1023756444)+W(3,1018680528,-1143924414,1052269299,-1121800962)+W(4,-1112539854,1033767962,-1145950526,1014378799)+W(5,-1099334823,1020584168,-1103181542,1027655784)+W(6,-1111764061,-1098545742,1013677319,-1129429444)+W(7,-1108053853,1036964648,-1106577514,-1110834939);WS(1052573852,-1122511817); +sum1=W(0,-1107197216,-1104137920,1036520122,-1122539822)+W(1,1051517474,1023654291,1038549849,-1123108403)+W(2,-1095755763,-1089160552,-1131456914,-1150669710)+W(3,1039184399,1041388597,1050538028,1032946604)+W(4,-1090293588,-1090056564,1032118773,1027717464)+W(5,-1168884669,1033029075,1057974832,1052989852)+W(6,-1092174087,-1086001910,1030809195,1021054902)+W(7,1028526105,1041880934,1057808582,1053464075);sum2=W(0,-1108201039,-1090848333,1038192816,-1085894681)+W(1,-1081052443,-1102549623,-1093216289,1070882268)+W(2,1052221636,1071505414,-1102898046,-1098445483)+W(3,-1087793608,-1090403840,1073865984,1067999858)+W(4,-1098981857,-1086351349,1050638036,1008806191)+W(5,-1095780376,1055133376,-1083525828,1058878464)+W(6,-1096799400,-1088620184,1057325981,-1102617523)+W(7,-1096503933,1053790412,-1083206959,-1107159037);WS(-1073219892,-1080326418); +sum1=W(0,-1101602915,-1103425331,-1142635506,-1114077580)+W(1,-1151047116,-1114784094,1053716920,1057495924)+W(2,-1090278522,-1092662145,-1123237842,-1142955026)+W(3,-1111276924,-1121668701,1051447237,1055741332)+W(4,-1091646784,-1114692451,-1103324917,1038107057)+W(5,1000704387,-1109204280,1049044089,1052494629)+W(6,-1101848592,1038718196,-1095875035,1026598572)+W(7,1010568075,-1156952092,1047828379,1043005848);sum2=W(0,-1095443331,1050195534,-1116542136,-1121663397)+W(1,1005231721,974104521,-1071776975,-1067370736)+W(2,-1123573301,-1100504352,1037730633,1042431779)+W(3,-1111985184,1047585075,1077012119,1068672794)+W(4,1043186658,-1102861372,-1137348615,1010053773)+W(5,1016528922,-1109020232,1045361006,1070664889)+W(6,-1110454800,1040229501,-1119025600,1028087910)+W(7,1037668055,-1117277443,1027642294,-1123945395);WS(-1130027456,1047744266); +sum1=W(0,-1103440100,1043447132,-1100312969,1030328637)+W(1,-1130350917,-1105733872,1038395889,1050534604)+W(2,-1096543805,-1093151398,1044449278,1036569044)+W(3,1043114871,1022399622,-1106526388,1037345619)+W(4,1024264999,-1115860524,1046212150,-1106699970)+W(5,1020228332,1024836117,1035372917,-1115006287)+W(6,1041344218,1032410566,-1124975021,-1104762293)+W(7,-1123108872,-1112803412,1044066628,980910400);sum2=W(0,1033391383,1041649400,-1098453144,1029880722)+W(1,-1114516031,1025620716,-1137377888,-1137819024)+W(2,-1095624145,-1082091368,1067660000,1029103498)+W(3,1035240799,1066795978,-1080643124,1040796761)+W(4,1056223691,1027973488,1046293202,-1094604015)+W(5,-1098376459,1036814117,-1121978412,-1102259819)+W(6,1034193475,1034286113,-1117927817,-1104816365)+W(7,-1107858514,-1114981924,1041009105,-1148596400);WS(1049012636,1037011386); +sum1=W(0,-1097922903,-1089977373,1042768739,-1108102978)+W(1,1041216474,-1106782690,1052134241,1049818257)+W(2,-1083790961,1050515995,-1105146600,1036457352)+W(3,-1120768141,975424142,1062551839,1059747641)+W(4,1053649082,1044221701,-1100160944,-1100621772)+W(5,1042971413,1047421135,-1093385002,-1088576433)+W(6,1020595485,-1110188826,-1116535239,-1149100234)+W(7,-1142399358,1034144007,-1147628986,-1108848982);sum2=W(0,-1109271051,1040605589,-1109307779,-1130376652)+W(1,1029552052,-1097745138,-1097221185,-1098570547)+W(2,-1117670218,1068278024,-1105231849,998991648)+W(3,-1101762859,-1100990121,1068017963,-1087670872)+W(4,-1099193318,1035466738,-1110904873,-1124853008)+W(5,-1094879980,-1119653306,1049832589,-1103240593)+W(6,-1111928806,1025845624,1012787248,1033926100)+W(7,-1099498770,1046656503,1035573068,1018913792);WS(-1099128120,1074104605); +sum1=W(0,1031876531,1036082771,-1114738061,1001695642)+W(1,1039516460,1037331996,-1127447088,-1106225286)+W(2,1049670772,1045634202,1035838167,-1137881464)+W(3,1048871226,1024672505,-1084335000,-1114090766)+W(4,1039176783,1044499416,1043227732,1036976671)+W(5,-1111706306,1040216275,-1106295064,-1092101927)+W(6,-1115296143,1036111714,1041576607,1024532056)+W(7,1018355325,-1129216251,-1103209586,-1108352670);sum2=W(0,1057121124,1048908439,1026289226,-1125983803)+W(1,-1097055530,-1105528539,-1081617292,-1097673861)+W(2,1042597022,-1101738899,1036989304,1003361806)+W(3,-1094090339,1060807350,1066557847,-1083990029)+W(4,-1101518001,-1114490175,-1127516251,-1121376018)+W(5,1045798092,1007168711,1021212715,1050089807)+W(6,1032222895,-1111061815,1020382491,999276462)+W(7,1021142275,1024157832,1048167829,-1107462587);WS(1043392312,-1114334171); +sum1=W(0,1046571639,1051603231,1027676176,1041086874)+W(1,-1108043111,1031499310,-1100311555,-1101297859)+W(2,-1114765098,1063881062,1038182418,1029494548)+W(3,-1123479337,1047470620,-1092551191,-1090719068)+W(4,1036439434,1039261900,1014428948,1033375641)+W(5,1029157954,-1113522785,-1095549099,-1093343060)+W(6,1049353410,1039119196,1036956537,1016176348)+W(7,1032866554,-1108903402,-1097401399,-1102133676);sum2=W(0,-1110774431,1041464609,1034144522,1032922039)+W(1,-1111786600,1038622987,1024001520,1024080221)+W(2,-1089347840,1063858171,-1106146153,1035186417)+W(3,-1098326560,-1094555153,1062496232,-1102975683)+W(4,-1103182741,-1105498679,1014708981,995983013)+W(5,-1110476474,-1107944280,1034761930,-1104694448)+W(6,1046443094,-1107403517,-1122673776,-1118508182)+W(7,1045574278,-1119406695,-1126790312,-1113235807);WS(1055141020,1060902337); +sum1=W(0,1057965143,1052483105,-1133288704,1034435725)+W(1,-1104499136,1006999415,-1121795134,-1123568702)+W(2,1052696320,-1122504460,1033934442,1026181508)+W(3,-1153162900,1029709087,-1084201687,-1094115828)+W(4,1052884304,1049027177,-1118188821,1030709219)+W(5,1036285529,-1155692311,-1096042081,-1093347107)+W(6,1046782257,1045790650,1035419593,1027652318)+W(7,1013713298,-1111952258,-1101051195,-1098441692);sum2=W(0,-1070666261,-1075189642,1017945729,1043194323)+W(1,-1101126135,1010301074,-1106608294,-1098866335)+W(2,1068575013,1076566585,-1117717167,992756489)+W(3,-1107911121,1046700061,1049134123,1051129947)+W(4,1056539999,-1098049115,-1108161809,1023440269)+W(5,1020103457,1026363561,-1097073139,1047751107)+W(6,1036076910,-1112346970,-1115924363,1034607052)+W(7,1035420194,-1137869730,1016205049,1011007330);WS(-1090579868,1070279725); +sum1=W(0,1048430680,1050349544,-1102328821,1032329895)+W(1,-1129281319,1012204235,-1091335294,-1101560157)+W(2,1052980239,1057014372,-1098061089,-1113203900)+W(3,1033674783,-1115372202,-1084573078,1039656780)+W(4,1057962188,1038273502,1034205973,-1105344998)+W(5,-1108117804,-1111454739,1043587871,-1103450436)+W(6,1046276062,1049777060,1041435478,-1106552005)+W(7,-1115265901,-1109943484,1002064136,-1098888483);sum2=W(0,1027892228,-1102736131,1036995374,987673807)+W(1,1005138532,1028221332,1049007178,-1103141235)+W(2,1034852634,1059241808,-1094252408,-1095509641)+W(3,-1123669832,-1128511149,1060311666,-1090760003)+W(4,-1103859919,1043446486,-1103179232,-1119095571)+W(5,1032914452,1006285508,-1100012675,-1129798465)+W(6,-1109795439,1004807604,-1114181285,1040985329)+W(7,-1122773902,987177167,-1113144024,1051746582);WS(1058381774,-1086956646); +sum1=W(0,-1096145742,-1100460324,-1149835360,1005434106)+W(1,1026532260,-1120107684,1039571170,1046241393)+W(2,-1096424577,1033532617,1036055789,1034370117)+W(3,-1107524072,-1123297125,-1110152984,1054608457)+W(4,1049990129,1042033667,-1173712576,1007595428)+W(5,1032832748,1041584782,-1103984787,-1100950084)+W(6,-1147483724,1021597150,-1119060568,-1122685332)+W(7,-1111048693,1023439817,1016207588,-1122634471);sum2=W(0,1049113865,1035642194,1069067455,1073050559)+W(1,-1123382260,1035361564,-1101089925,1048373410)+W(2,-1105600932,-1114871718,-1073893027,-1096535796)+W(3,-1105239942,1000972215,-1113393188,1050248373)+W(4,-1104998692,1034875990,1038335059,-1077684470)+W(5,-1112223483,987872957,1032989733,1015693919)+W(6,1004288083,1019116562,-1109196141,994568047)+W(7,1016564448,1019016937,1041247426,1024635942);WS(1051792028,1027146209); +sum1=W(0,-1096555104,-1099279313,1031492470,-1173418992)+W(1,1037767898,1032372106,1043543405,1048715847)+W(2,-1102472206,-1086728512,-1111745573,1030866682)+W(3,1031937048,1030986133,1048944276,1045948678)+W(4,-1098029143,-1099704976,1032231158,1037975597)+W(5,1035090980,1038793940,1041023999,1053562136)+W(6,-1107704157,-1088435526,1029296729,1021051177)+W(7,1031982829,1043937550,1046674105,1031959404);sum2=W(0,-1071495861,-1080654015,1067013205,1076285256)+W(1,1024798548,-1130255717,1044446905,-1089164092)+W(2,-1092768710,1053690657,-1103468782,1054912747)+W(3,-1111620633,-1129289568,1049463752,-1089831336)+W(4,1062196550,1059230433,-1086354611,-1082179927)+W(5,1022374674,-1147177200,1055604285,-1116071286)+W(6,1065208788,1069826015,-1077304359,-1086555076)+W(7,1008723412,990531682,1049830695,-1102169042);WS(-1116843232,1041538044); +sum1=W(0,1050813118,1048646402,1041393778,1038718416)+W(1,-1107356403,1032833522,-1107072481,-1091780513)+W(2,1043671731,1037057641,1040958951,1023355030)+W(3,-1126022145,-1185162751,-1088265503,-1097953353)+W(4,1050123337,1052799074,-1112360254,1040537034)+W(5,1038008293,-1123581176,-1091053114,-1105750724)+W(6,1037436293,1042212684,1047211822,1043346413)+W(7,1033129910,-1116284746,-1091261766,-1121572392);sum2=W(0,-1090048491,-1124324076,1025248710,-1127892588)+W(1,1071993665,1067215194,-1080184847,-1076486023)+W(2,-1092974499,1047668544,-1114879615,-1127740272)+W(3,1068762214,1014309155,1048567939,-1080442855)+W(4,1042122418,1052455522,-1135605467,-1125515678)+W(5,-1079656754,-1077318729,1068938556,1066323214)+W(6,-1102075660,1052515578,-1118452308,1015277154)+W(7,-1083078137,-1086246531,1058048535,1066205534);WS(1045082936,1047750074); +sum1=W(0,1038967959,1036533543,-1105827232,1017867382)+W(1,-1117189504,1000061951,-1101431328,-1107005280)+W(2,1048524561,1057427781,-1098507795,-1139557912)+W(3,1034808454,-1102176472,-1099209723,1044741561)+W(4,1057555836,1044700722,-1113781499,-1112138258)+W(5,-1102736460,-1102956733,-1117912777,-1103886606)+W(6,1037485187,1046059755,1024003356,-1117154624)+W(7,-1113728179,-1108156515,1024367918,-1108908881);sum2=W(0,1024857236,-1109323954,971431442,1003184961)+W(1,1037587704,-1121823736,1030818718,-1114215978)+W(2,1026446282,-1105665514,-1133283297,-1131894760)+W(3,1045339410,-1107079097,1056963612,1031262679)+W(4,-1116186208,1024492508,1031831407,984723076)+W(5,-1090072253,-1102678968,975724297,1055283667)+W(6,-1121629964,-1148808497,1031681833,-1125590160)+W(7,-1103014356,-1123463096,1026784592,-1116339968);WS(1059869006,1015916977); +sum1=W(0,-1103727218,-1102716146,1039164638,-1111801867)+W(1,-1115491581,-1106752078,1051739903,1051877295)+W(2,-1089648586,-1092420393,-1118862224,1023424768)+W(3,-1104830517,-1112797325,1055627629,1057614174)+W(4,1049092536,1052180160,-1099094340,-1114194639)+W(5,1038662167,1030088557,1008315659,-1096079006)+W(6,1032231232,1046058153,-1096321008,-1118811114)+W(7,-1131680577,-1175801754,1039975892,-1121275805);sum2=W(0,-1090644207,-1091764889,-1104433368,-1113427160)+W(1,1038986783,-1135559136,-1120815960,1034414883)+W(2,-1109333336,1065407690,-1117600576,-1104169884)+W(3,1033390214,-1120264784,1059846520,995253792)+W(4,-1098732665,-1109931470,1039627671,-1102319880)+W(5,-1104270640,1019376128,1008884504,1048874179)+W(6,1043714297,1041133481,1047721667,-1097619580)+W(7,-1111461786,-1142244432,-1103318888,1021072320);WS(1054131356,-1077482588); +sum1=W(0,-1101215881,-1100083265,989703980,-1100136045)+W(1,1047064142,-1120855287,1039854844,1045307006)+W(2,-1091699940,-1088812180,-1117800461,-1114161471)+W(3,1042850313,-1122501592,1056393300,1051542530)+W(4,-1095974704,1033042241,-1112319975,1013262449)+W(5,-1118254671,-1111473941,1059113280,1053327664)+W(6,-1095224480,-1102789769,-1103330903,1027862775)+W(7,-1119385054,-1109190398,1055440053,1049428707);sum2=W(0,1063396296,1024719031,1055692800,-1098032416)+W(1,-1093635160,1049215120,1032661901,1043414797)+W(2,1065491656,1073645059,-1100435053,-1101668743)+W(3,-1090478816,1050905898,1063424749,1058961916)+W(4,1060161647,-1074198531,-1094416925,-1089098280)+W(5,-1135528507,1042380471,-1098776178,-1096580753)+W(6,-1081296593,-1083400329,-1104551065,-1099202751)+W(7,1032695397,1054277265,-1092624053,-1115458644);WS(-1082679118,-1072338335); +sum1=W(0,-1092407662,-1099976035,998650886,-1126832308)+W(1,1032452512,-1118647007,1035459839,1041636256)+W(2,-1098757312,1049242330,1045660229,1029713605)+W(3,-1113994637,1019901759,-1097348797,1053507448)+W(4,1052609817,1049104969,1001090478,-1125245511)+W(5,1026546307,1041545965,-1099322690,-1097111418)+W(6,958956607,-1170516592,-1128346278,-1126242526)+W(7,-1113342195,1027607012,1009511091,-1116731426);sum2=W(0,-1099529380,1043301860,-1073602631,-1069228184)+W(1,-1144476451,-1112019052,1041147606,-1112044089)+W(2,1054858487,1044685536,1076866983,1021776922)+W(3,1036271953,1018899191,-1106846135,-1119872164)+W(4,1062109344,-1097491140,-1101499289,1069809281)+W(5,-1114284680,-1126672913,1035368326,1042271976)+W(6,-1149319294,-1113127688,1036050969,1013617559)+W(7,-1112053703,-1146921887,-1115137330,1025827813);WS(-1125906880,1029353026); +sum1=W(0,-1082830235,-1087911853,1040928385,1052620124)+W(1,1033131793,1031982257,1048894344,1044570800)+W(2,-1088553290,-1115166792,1034478636,1053619569)+W(3,-1118254573,1037418321,1052323270,1054767249)+W(4,-1104403058,1046902211,1027228408,-1149501032)+W(5,1045103465,1053685367,-1092690897,-1096342700)+W(6,-1140598044,-1115398454,-1143379631,1033816441)+W(7,1032758420,1056771243,-1089842615,-1112660402);sum2=W(0,-1123374674,1032004261,-1105901664,1052242091)+W(1,-1109756837,-1117902306,-1109896025,-1088438592)+W(2,1057464262,1055897675,-1098081544,1041713460)+W(3,-1106560728,-1101499608,1057898227,-1106721416)+W(4,-1108453649,-1099401944,-1140318759,-1101414896)+W(5,-1114554169,1042131382,1041656473,1044097375)+W(6,1039811869,-1092934450,-1108472633,-1123485994)+W(7,-1104786072,1048148308,1033994653,1042751001);WS(-1080878567,1068324028); +sum1=W(0,-1095139206,-1103458412,1019310859,-1115471279)+W(1,1032811018,-1118469827,1049561152,1057833304)+W(2,-1090917913,-1094785898,-1115193805,-1121098697)+W(3,-1107876783,-1109399058,1054221326,1058273109)+W(4,-1100131090,-1118370765,-1104713039,-1153442440)+W(5,-1121957752,-1109945243,1048985266,1050583410)+W(6,-1102569730,1044057356,-1094675607,1023975060)+W(7,-1125987028,-1144681671,1045920684,1041261354);sum2=W(0,1052263517,-1132353885,1032420914,-1122597644)+W(1,1037076324,1017945885,1077171750,1084267296)+W(2,-1113437764,-1086124512,1029919127,-1109997244)+W(3,1045994672,-1105598049,-1066836895,-1076080701)+W(4,-1134522929,-1137529969,1025876905,-1129031901)+W(5,-1115453382,1027437378,-1128728545,-1073829589)+W(6,1041285329,-1111439550,1025649559,-1121404056)+W(7,-1112127416,1032857588,-1109934248,-1128683125);WS(-1106960696,-1099012034); +sum1=W(0,-1099071342,-1099370430,-1119077260,-1114528403)+W(1,-1109121109,-1115766890,1049964157,1055554285)+W(2,-1089278443,-1086538844,-1119877760,-1143558020)+W(3,-1114965299,-1120868875,1056629915,1061104081)+W(4,1010994112,1041376829,-1096650748,-1109244232)+W(5,1034547527,-1114495407,1042073805,1049997315)+W(6,1042854492,1049345155,-1100402892,-1112604445)+W(7,-1139584324,-1118254096,-1123516568,1031563405);sum2=W(0,1027806287,-1136470458,1028908115,-1116593925)+W(1,1024756439,-1116529299,1006654490,1032648371)+W(2,1039840949,-1122048333,1037914955,999050165)+W(3,-1107372324,-1128153177,1057985079,1052059722)+W(4,1057135276,-1105275062,-1105957739,-1106109711)+W(5,-1142966917,-1123338691,-1131926605,-1090440242)+W(6,-1096566133,-1105721601,-1113783754,-1123834115)+W(7,1013415162,1018182189,-1124260101,1018741845);WS(-1103089976,1059868827); +sum1=W(0,-1091300264,-1096562704,1033737723,1026631887)+W(1,1031003956,-1140469197,1050565142,1056895190)+W(2,-1087537316,-1094386976,-1130496915,1034000797)+W(3,-1108911023,1032926090,1053939124,1059766350)+W(4,1044429902,1045093007,-1105866475,-1106694966)+W(5,-1120892680,1034482579,-1109922270,-1108577640)+W(6,1040636078,1044615672,-1098705919,-1106727101)+W(7,-1136817768,1045052014,-1100982776,-1122075862);sum2=W(0,1044376552,-1101986459,1038307608,-1114832682)+W(1,-1084839384,-1076225566,-1094811671,1052671036)+W(2,1025272345,-1112738770,1031259614,-1109268272)+W(3,-1074779618,-1088390497,1052706603,-1106762472)+W(4,1014008179,1042085570,-1118450441,-1136199018)+W(5,1066038403,1071357616,-1100877636,1040752903)+W(6,-1110075404,1027010884,-1125957173,1025376385)+W(7,1068318141,1050587817,1036345951,1051973899);WS(-1089897038,998399462); +sum1=W(0,-1114312802,-1109889234,-1099771006,-1100326508)+W(1,-1141222070,-1114407115,1047140918,1049930251)+W(2,-1092992143,-1098209637,1030998252,-1103969415)+W(3,-1106384368,1017922927,1062808044,1060325312)+W(4,-1116385180,-1096464604,-1129527451,-1111096702)+W(5,1023432554,-1125954964,1048691588,-1128865717)+W(6,-1111889198,-1109224641,-1124899748,-1115021151)+W(7,-1121716413,1020452535,1043572929,-1137813989);sum2=W(0,-1113696880,1032844980,-1089233591,-1094975511)+W(1,1029862812,-1117299445,1036803698,1023473326)+W(2,1066397244,1037917830,1033778332,-1089977002)+W(3,1025970568,1031377784,-1104280508,-1129026618)+W(4,1039504138,1032622380,-1137053176,1006981461)+W(5,-1122944997,1022461928,-1121975322,1024702770)+W(6,1021506052,-1119563165,979684320,-1125132764)+W(7,-1130740686,1024270227,-1138205260,974010432);WS(-1096120220,-1099720911); +sum1=W(0,-1105594052,1050583742,1027883172,1052677544)+W(1,990296621,1026529890,-1120505890,-1101878153)+W(2,1030711656,1050761182,1036941212,1046184634)+W(3,1039246623,1031039363,-1087347673,-1094174707)+W(4,1044997418,1051859318,1039372749,1037786724)+W(5,1038193547,1036921611,-1092171165,-1091299260)+W(6,1041579690,1052858474,1040590154,992842790)+W(7,-1115076484,1007468831,-1087724293,-1105854769);sum2=W(0,1023777345,-1095435966,-1131846701,1040381409)+W(1,1022623295,-1096899181,-1146822820,-1110031849)+W(2,-1111411494,-1085163747,1015259161,1030695069)+W(3,1049343346,-1107180310,-1074171332,-1089001391)+W(4,-1100600319,1052695808,-1164136976,1026868853)+W(5,1043071461,1020495459,1048168469,-1078760233)+W(6,1041440525,1051545155,-1109936403,-1121164685)+W(7,1017314953,1050115198,1072577306,1074132102);WS(-1080112807,-1111145054); +sum1=W(0,1049824404,1049617192,-1106341774,-1103297132)+W(1,1026400021,1042898005,-1122989109,-1133975251)+W(2,1059552348,1031972225,1024154699,-1098278655)+W(3,1041608840,-1145221295,-1137351813,-1086286580)+W(4,-1085661228,-1097823136,1034961350,1037514093)+W(5,-1102084285,1041904442,992708574,1056970252)+W(6,-1114326813,-1119831648,-1109009483,-1125780682)+W(7,1038246926,1042525799,1040424089,1021582000);sum2=W(0,989910477,-1100922013,-1109734283,1041258750)+W(1,-1109794979,1041809078,1016064722,-1134607603)+W(2,-1096844113,1051742866,-1113561957,-1123542769)+W(3,-1126381362,982123162,1057819912,1041392492)+W(4,-1100235579,-1105813951,1026811493,-1110564237)+W(5,-1119465765,1026735929,-1113868277,1047439582)+W(6,-1151284621,-1136706867,1024057869,-1130694514)+W(7,1019553626,-1114678252,-1114600003,-1118083589);WS(1043409720,-1105036943); +sum1=W(0,-1096303173,-1095924673,1033970558,1040191749)+W(1,1041655059,1041917006,1041748910,-1115184605)+W(2,-1093807736,-1092831585,1046767380,1042494496)+W(3,-1160531625,1039311757,1042876074,1044442592)+W(4,-1096756208,-1126846855,1032778168,972615552)+W(5,1020654492,1043700571,1018241414,-1140612185)+W(6,-1115229280,-1098580285,1032356247,1032217109)+W(7,1034107952,1036396440,1034858676,1027878365);sum2=W(0,-1139047739,1043340308,1010119787,1027808259)+W(1,-1095774205,-1093511024,1026247831,986751832)+W(2,-1106790738,-1096910874,-1113418759,-1111510504)+W(3,-1089533357,1053173071,1040723354,1065364148)+W(4,1040059331,-1115460243,-1121052855,1032132185)+W(5,-1106558855,1027584935,-1113647147,1038861011)+W(6,1017581734,-1120741339,1010692603,1014515195)+W(7,-1121443175,1014681515,-1135975307,1041604470);WS(1035857520,1029952289); +sum1=W(0,1037051011,1029971495,-1105351783,-1143077795)+W(1,-1121149466,1043652126,-1106469910,-1110400621)+W(2,1049064844,1035603988,-1106526780,-1113811952)+W(3,1027875988,1035104701,1058276716,-1094483622)+W(4,-1083894414,-1098557596,999420801,1035289215)+W(5,-1114346217,-1123554317,1050633420,1056346487)+W(6,-1111645039,-1130790920,-1113970285,-1129002434)+W(7,-1130799743,1025377311,1026109447,1042325343);sum2=W(0,1026484093,1046485772,-1101077931,-1118517607)+W(1,1008581907,-1114630284,1030900361,1039465846)+W(2,-1098019518,1071267691,-1087996420,1029148161)+W(3,-1106945018,-1097625455,1064954318,1048118782)+W(4,-1082674625,1032470282,-1108756119,1047526016)+W(5,-1156379726,1024110641,-1118487613,-1084489705)+W(6,-1106613565,-1113199029,1024464693,1038718292)+W(7,1020048570,1036291722,-1120012731,-1112021711);WS(1058189134,1034857672); +sum1=W(0,1031241360,1044072484,-1105475825,-1171748679)+W(1,987174985,1045893176,-1094075536,-1100969760)+W(2,1057114388,1051374554,-1108837708,-1097172873)+W(3,1042860595,1031954257,1060030327,-1082247827)+W(4,-1083662360,-1099379283,-1131134898,1038034707)+W(5,-1120638978,-1137288661,1046921459,1058651386)+W(6,-1121036423,1018101850,-1119273967,-1113151849)+W(7,1037681908,1029972391,1036514264,1041721673);sum2=W(0,1020569783,-1114489126,1036204547,1003810984)+W(1,1043745048,-1104004872,-1099380876,-1128982694)+W(2,-1121260135,1052640914,1041029203,-1101998989)+W(3,-1104165612,-1121067579,1059611184,-1101918458)+W(4,1059150102,-1098121773,1044393168,-1098215637)+W(5,-1100369008,1032515174,-1094102036,1040381797)+W(6,1037147118,-1110248773,1027560485,-1110527635)+W(7,-1114899975,1000033398,-1113935142,1028175839);WS(-1107450480,1040804833); 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+sum1=W(0,-1104387605,-1096771599,1019002067,-1112042433)+W(1,-1113527444,-1098301717,1048899277,1052246829)+W(2,-1102529947,-1093976551,1046618143,-1115058903)+W(3,-1095193948,1044013586,1044227957,1054136106)+W(4,-1089735051,-1129150690,-1148774132,-1107874438)+W(5,-1107288943,1038700845,1046377228,1060328029)+W(6,-1101876091,-1098135714,-1154881470,1036768028)+W(7,1024370318,1019966234,1045432325,1045160291);sum2=W(0,1041392892,-1112610934,1029900262,-1114066012)+W(1,-1097547793,-1095644935,1046575198,1044719218)+W(2,1041587346,1025557898,-1110038644,-1114806697)+W(3,-1102972970,-1095936036,1055420600,1050162797)+W(4,1055783298,-1102485451,-1110070018,1036646832)+W(5,1028020818,-1113902766,-1100701871,-1099287148)+W(6,988088600,1039502616,987867800,1020625547)+W(7,-1135974783,1018696751,-1119304428,1033323822);WS(-1120103648,-1090070191); +sum1=W(0,1049030490,1050801054,1024592611,-1117418940)+W(1,-1114427969,1032013281,-1094705236,-1112262737)+W(2,-1111205267,-1116228463,1049918615,1040968250)+W(3,-1110419822,1047944497,-1085341341,1042055990)+W(4,1050512309,-1102511675,1035134604,1034410595)+W(5,-1132367051,1025392341,1036298997,-1106227665)+W(6,1034763283,1039656998,-1144523437,-1119948353)+W(7,-1111046724,-1120201127,-1110564136,-1138448657);sum2=W(0,1046354401,1040228902,-1141997982,-1122606938)+W(1,-1118515993,1036845124,-1102583710,-1124762815)+W(2,-1143835982,1061896257,-1120462650,1027805544)+W(3,-1106443071,1043676745,1059397472,1052785838)+W(4,-1080731069,-1098049024,-1105726471,-1100560083)+W(5,995709275,-1128858827,-1126645315,-1120768779)+W(6,1026943708,1032253740,-1113668318,1025575588)+W(7,-1112152255,-1127110207,-1122685018,1011421951);WS(1060158670,1068766623); +sum1=W(0,1056712636,1049784895,-1131098839,-1116432453)+W(1,1040295867,1033948341,-1102593034,-1087151539)+W(2,1057908127,1044163070,1034945056,-1099753724)+W(3,1031077093,1027113355,-1094800699,-1089291740)+W(4,1028198895,-1122504371,1040823512,-1122123599)+W(5,-1132674679,-1117547229,-1120242995,1036808107)+W(6,-1123329903,-1096645803,1050332416,1040184285)+W(7,1040274980,-1137741501,-1132187055,-1127465369);sum2=W(0,-1098232449,1058983203,-1108907739,1036379663)+W(1,-1120677803,-1120240179,1035811659,-1128107780)+W(2,1016986873,1047923452,1073213180,1070189048)+W(3,1029686139,-1109097268,-1105399966,1040144345)+W(4,1033582270,1031365639,-1076673488,1065321765)+W(5,1041308319,-1109042515,1039880527,-1110681209)+W(6,1038048757,-1107019906,-1072585926,-1079893128)+W(7,1034493417,-1131123922,1018297481,-1116001167);WS(-1112459888,1031046963); +sum1=W(0,-1128634346,-1120462421,-1129483154,-1112719265)+W(1,-1115081924,-1114915140,-1103778738,1043326546)+W(2,-1112785958,1056781779,-1091575740,-1103727283)+W(3,-1104237825,-1096588493,1067939282,1050524372)+W(4,-1153409228,-1108013960,-1155155940,-1104335643)+W(5,-1108534894,-1114726045,-1132710977,1048587330)+W(6,-1118230989,1027667442,-1105426861,-1114094348)+W(7,991235804,-1111746006,1036777787,-1109505653);sum2=W(0,1037241732,-1129818230,1013020612,-1119086167)+W(1,-1131518324,-1115730540,1028260797,-1114652243)+W(2,1029187991,-1074141953,-1108719150,-1141008560)+W(3,1036245214,1034705438,1072760747,-1112264831)+W(4,1019083994,-1124211508,-1145112744,1023891147)+W(5,-1119172530,-1133917220,-1131878972,1042535682)+W(6,-1122886966,1027168441,-1116478859,1018251990)+W(7,-1114007324,1018465006,-1129254230,1037493286);WS(-1086783566,-1086791567); +sum1=W(0,-1095708330,-1093442522,-1153026662,-1115195632)+W(1,1041725033,-1121101892,1018199561,-1123676804)+W(2,-1098161001,1044632085,-1108787789,-1134496297)+W(3,1034570216,-1103584185,1064261167,1037878573)+W(4,-1091375169,-1107384199,-1145121243,-1119803561)+W(5,-1108866704,-1122033784,1052226946,1057417647)+W(6,-1100078210,-1104664012,-1110064394,-1131708777)+W(7,-1117964907,1022321300,1047330733,1046948682);sum2=W(0,-1077397139,-1079753374,-1121810184,1031515378)+W(1,-1112896962,1035985281,-1097085111,-1134939312)+W(2,1044674665,1073378801,-1119765868,1010081392)+W(3,-1105060263,1031953140,1007836336,1052841311)+W(4,1056367001,-1109376902,-1106495935,1035546479)+W(5,1022446080,1031289566,-1118570548,1044809025)+W(6,1035615024,-1118889676,1003402623,1028378344)+W(7,1032016077,-1150317246,1010750288,992033726);WS(-1096711324,-1080143969); +sum1=W(0,-1095339398,-1094144146,1025399430,-1135181951)+W(1,1026786373,-1123204644,1049483953,1050582337)+W(2,-1093853897,-1089314149,1041786535,1033906501)+W(3,1006467326,1031608549,1046728732,1045129706)+W(4,-1089126233,-1110956839,1003671004,-1133559462)+W(5,-1135165794,1017185520,1051092970,1045641984)+W(6,-1129083412,-1113909272,-1105366874,-1123695637)+W(7,996324016,1009923752,1057307443,1049638101);sum2=W(0,-1108118447,-1134375038,1004932796,1023911567)+W(1,-1112738860,1020475455,-1138359022,1044892126)+W(2,1035251904,1037995724,1022775023,-1119124867)+W(3,-1102926770,1047698054,1074655410,1063133445)+W(4,1050162042,1037707684,1036397588,1011639102)+W(5,-1113839430,-1117927031,-1083132698,1070062472)+W(6,-1111062570,-1101285996,-1106309084,999444348)+W(7,1017195567,1041743674,-1073687480,-1073510095);WS(-1089880270,1068594400); +sum1=W(0,-1104513741,-1091458130,1023170830,-1114467040)+W(1,-1118490053,-1120682309,1042545281,1050219169)+W(2,1034367029,-1100997781,-1107800974,1036273894)+W(3,1031296832,-1110241363,1042739212,1048674674)+W(4,-1095286649,1047811540,-1106779367,1029867434)+W(5,1034289100,-1107012174,1034908007,1053624831)+W(6,-1096228817,-1109179032,-1110449433,1024593089)+W(7,1021221591,-1126204757,1049808694,1034674708);sum2=W(0,-1133064657,-1134091777,-1117028113,1030004067)+W(1,-1119836251,1025775761,-1113615539,1024174065)+W(2,1045929484,1081917443,-1066126465,-1105887481)+W(3,-1118489229,1041573100,-1097201480,1032698350)+W(4,1043726141,1028310407,-1122550707,-1104777348)+W(5,-1124268877,1030764051,-1107697461,1033613382)+W(6,1016764395,-1116064873,1023720579,-1130918117)+W(7,-1116797441,1018350967,1018371831,1029778305);WS(1067475431,-1126058166); +sum1=W(0,-1097851361,-1108210069,1043040440,-1108052732)+W(1,1040199303,-1109622414,1048929252,1049362324)+W(2,-1084429932,1055911149,-1097574342,1048922396)+W(3,1041203782,-1104274751,1047147106,1054104112)+W(4,1041902328,1035827603,-1101774749,-1119673025)+W(5,1047880876,-1116198608,1049622021,-1085779789)+W(6,-1115594513,-1107003538,1007801026,1019400344)+W(7,-1107876353,1036701569,1037086373,1019477630);sum2=W(0,1020731454,1046742995,-1113150555,1013753738)+W(1,1009873360,-1099358283,1034035253,-1120697178)+W(2,1045156685,-1104352239,1042650722,1015248850)+W(3,1039470065,1046693145,-1128318417,-1094710566)+W(4,-1089864705,1045331461,-1105652199,1040818978)+W(5,1036008061,1030627793,1025091411,1045040370)+W(6,-1109224259,1016214593,-1120377801,1033430289)+W(7,1017876415,-1132110931,1019751894,-1106535436);WS(1060496974,-1099362699); +sum1=W(0,-1109706041,1041317773,1036662868,1054706808)+W(1,-1129324363,1015757258,-1123237413,-1098091909)+W(2,1051554925,1049334366,1033303646,1045895019)+W(3,1021341985,-1112852963,-1083798889,-1091928498)+W(4,1051166813,1053590462,-1130190200,1044095763)+W(5,1041804248,-1127492145,-1087007295,-1095315343)+W(6,1049285205,1055551482,1040746168,1035564779)+W(7,1039262630,-1114905285,-1094550458,-1097088265);sum2=W(0,1077926840,1058818874,-1084887580,-1073385920)+W(1,-1094451238,-1121878040,-1089669880,1032559783)+W(2,1060159151,1074845707,-1081800202,-1083140914)+W(3,-1173171215,-1120435570,1059775011,1045764296)+W(4,1061906872,-1084431515,1037413129,-1085954594)+W(5,-1115590029,1053315192,-1094536545,-1103860568)+W(6,-1126824848,-1087315344,1054210787,-1096433065)+W(7,-1107838893,1052978812,-1099186518,-1133232881);WS(-1078369703,1041267413); +sum1=W(0,1041630887,-1112635974,-1098405416,1024386586)+W(1,1016693023,1018393854,1051293608,-1102607056)+W(2,-1132435208,1041292515,-1098286219,1044040033)+W(3,1046099151,-1095618428,1052507157,-1094040968)+W(4,-1091497929,1016159377,1045750173,-1130684104)+W(5,1018959206,-1117949682,-1105775474,1056853585)+W(6,-1139597330,-1101611546,1041584973,-1098338270)+W(7,-1118540325,1040982949,1026100205,1049412460);sum2=W(0,-1097925659,1038714809,1028814353,1035615459)+W(1,1020457849,-1103657321,1033337220,1043665288)+W(2,-1077657685,-1101970047,1052250964,1062855981)+W(3,-1109823715,1058024935,-1113114333,1051048913)+W(4,-1098468896,-1114182260,-1106019250,1056109526)+W(5,1056999181,-1105846491,1040975429,-1085664062)+W(6,-1104046747,-1130122971,-1115640692,1048995011)+W(7,1042595027,-1112374505,1034778788,-1109605260);WS(1049151900,-1114127847); 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+sum1=W(0,1043718831,1050053971,1019453021,1031072232)+W(1,-1123786893,1030360908,-1104586611,-1098888378)+W(2,1057505465,1049535379,-1127115205,-1112153353)+W(3,-1123598824,1035671447,-1081773448,-1090760605)+W(4,1052394474,1045418390,-1105591705,-1153314582)+W(5,1044649456,-1105554848,-1120283669,-1106021324)+W(6,1044283028,1048806335,1024604121,986346381)+W(7,1033186457,-1108912601,-1103287167,1036365944);sum2=W(0,1011638864,1020064744,-1106354313,1040658557)+W(1,-1109113498,1033931950,-1103147627,1041865287)+W(2,1049840877,1050147177,-1103628435,1027144364)+W(3,-1120927100,-1102211113,1053587315,1026998340)+W(4,-1117174472,-1105120318,-1130705048,-1123462592)+W(5,1033328738,-1101351534,1036775410,-1118058864)+W(6,-1113970774,-1135769248,1016031184,-1126068784)+W(7,1028877580,-1112076066,1030416564,-1104140895);WS(1062711758,-1109562142); +sum1=W(0,-1100622401,-1104747337,-1125545776,-1107075140)+W(1,1017596397,1007433175,1049612355,1053288051)+W(2,-1103229831,-1083301774,-1112684886,-1121788380)+W(3,-1120034657,-1098025711,1048337697,1059638178)+W(4,1050510715,-1097610180,-1102890883,-1128625782)+W(5,-1112854653,-1108240645,1051307580,1052952654)+W(6,-1109077454,1030737729,-1102110160,-1129119788)+W(7,1022176121,1020667959,1049115768,1041285742);sum2=W(0,977550902,-1105772859,1033804876,1022257834)+W(1,1036504102,-1107093105,1042844173,-1113927342)+W(2,-1098748483,1063293804,-1113268759,1033963400)+W(3,1028160469,-1089861840,1059312088,-1096777339)+W(4,-1090033704,1051039483,1029999681,-1123922685)+W(5,-1101525036,1017532722,1037687330,-1134320563)+W(6,-1104977553,1022914778,-1125618402,1015463858)+W(7,-1122996995,-1116068477,1004875175,1024487701);WS(1046002488,-1083997249); +sum1=W(0,-1099156844,1028498222,1044431961,-1116203964)+W(1,1025075217,1035032656,1049400252,1050076828)+W(2,-1096363997,-1079124621,1046371486,1041235242)+W(3,1032516798,1050189128,1020370202,1050263757)+W(4,-1088685662,-1103556299,-1117705943,-1106267745)+W(5,1042510329,1039724554,1053355933,1048790666)+W(6,999993136,-1106798659,-1109240562,-1122870401)+W(7,1027729159,1037249299,1037276039,1034829570);sum2=W(0,1041875660,-1091311273,1024745423,-1094982381)+W(1,1045890174,-1107764806,1044409386,1017839086)+W(2,1042706326,-1148119319,1017043870,-1097113645)+W(3,1048260200,-1118443235,1061393923,974632891)+W(4,-1098101314,1010824956,-1107563793,1052555320)+W(5,-1097368628,1041238578,-1098402228,1043955676)+W(6,-1094774489,1030619863,-1118735987,1049262968)+W(7,-1116185663,1042214090,-1094515595,1042935118);WS(-1083255246,-1075588436); +sum1=W(0,1026375684,1036249778,-1106371438,-1154522904)+W(1,1037990411,-1119606102,-1113752075,-1099839750)+W(2,1056687627,-1097055709,1036086422,-1105464695)+W(3,1043935324,1036476796,1050924256,-1092436626)+W(4,-1088556578,-1108055408,-1127243930,1023783355)+W(5,-1111337285,-1110940389,1045926824,1056650964)+W(6,-1105944807,-1123388097,1031412139,1030176790)+W(7,-1124332025,1021333175,1041066449,1039385437);sum2=W(0,1032531181,-1114369361,1023708058,-1117330831)+W(1,1060766869,1067300065,1031926890,1043756688)+W(2,1017487862,1047518334,-1122435213,-1133288218)+W(3,-1105945514,-1075696003,1043258354,-1104593512)+W(4,-1122916014,1027012545,1020252429,-1139180683)+W(5,-1102393264,-1106946489,1049767697,-1096895795)+W(6,-1103557501,1046855474,-1109968059,1025188082)+W(7,1020047431,-1113285900,-1112657711,1019544307);WS(1056055196,1023945849); 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+sum1=W(0,-1091894661,-1094613753,1033791775,1027658456)+W(1,1024810077,1020875129,1052727904,1054730080)+W(2,-1085886368,-1094605577,-1130834725,1038169633)+W(3,-1114253244,1021660859,1054915405,1060322284)+W(4,1049096200,1038006563,-1107114253,-1105755912)+W(5,1010914050,1032412472,-1113871235,-1115316932)+W(6,1040399888,1038046228,-1102176852,-1106878767)+W(7,1016596422,1044096992,-1098681477,-1114082704);sum2=W(0,-1109006144,1050929158,-1111819446,-1126607908)+W(1,1059727060,1073053378,1063076656,-1093467963)+W(2,1025316173,-1107176811,-1119610542,1032709615)+W(3,1073749745,1058093447,-1090320472,1048889614)+W(4,-1123863107,-1122531221,1029384695,1027594385)+W(5,-1079533534,-1073154062,1051206364,1046933317)+W(6,1026796828,-1115616555,1032209203,-1115269200)+W(7,-1075936158,-1088004581,-1109796884,997945380);WS(-1087442510,1045166814); +sum1=W(0,1032009478,-1127325529,1032907600,-1106921670)+W(1,-1110338367,1042108264,-1100890040,1041337656)+W(2,-1106321881,-1085655355,1047421629,-1111070674)+W(3,-1105899594,1027442111,1044767811,1060092296)+W(4,1057239638,-1098381173,1031075349,-1094092352)+W(5,-1105935775,1037469097,1037296628,1040377247)+W(6,-1128650952,-1107389381,-1129052086,-1136240762)+W(7,1027139781,991481919,1037463686,-1131454723);sum2=W(0,1040351141,1043540747,-1109786529,-1119426781)+W(1,1015410156,1043466418,-1106797782,-1104019881)+W(2,-1105926532,-1133247980,1018220925,1041819143)+W(3,1048709183,-1092013542,1066013053,-1098594115)+W(4,-1096724541,1038612076,-1124599508,-1103055916)+W(5,-1109288787,1027934232,-1097021086,-1136157126)+W(6,1019567362,-1143357456,1024618671,986571056)+W(7,-1140871148,1027080058,1008181894,1025702119);WS(1059279054,1041683061); +sum1=W(0,-1096417644,-1095251776,1033060856,1028823114)+W(1,1040139175,-1133443258,1051348966,1041071884)+W(2,-1096755466,-1095420880,1041097809,-1136683218)+W(3,1027763154,1037083176,1062896338,-1106154521)+W(4,-1087904547,-1117180600,-1099515041,-1108712682)+W(5,-1109247178,-1169250436,1050313119,1057053635)+W(6,-1113115866,-1121084634,-1105525449,-1114499693)+W(7,1007514196,1031868218,1043053335,1041134484);sum2=W(0,1039900182,1044206765,-1113246189,-1104031080)+W(1,-1125301559,1027754708,-1122555834,1028023758)+W(2,1043086617,1057123143,-1107688308,-1124792744)+W(3,-1129842792,1022410763,-1100462314,1041018096)+W(4,1066602722,1037219700,-1089958554,-1084040655)+W(5,1034604384,1029558442,1032289221,-1123151815)+W(6,-1111210157,1036938090,-1098033920,-1098618924)+W(7,-1139711519,-1122704124,-1143651414,1028867168);WS(-1093886876,-1092780259); +sum1=W(0,1034696971,1027092583,1040859655,1031521076)+W(1,991412379,1023411481,-1107551117,-1098366291)+W(2,1057011018,1055452141,-1115369432,-1123954783)+W(3,1037665034,1037775165,-1086775792,-1084481759)+W(4,1055461116,1043845385,-1130075936,1027325374)+W(5,-1102735091,-1106471523,-1098824964,1050583573)+W(6,1041326696,1045628689,1005655277,1017430099)+W(7,-1113156096,-1108701199,-1110858724,1032795870);sum2=W(0,-1115620025,-1110046443,-1101982776,-1099549152)+W(1,-1128057356,-1104607948,-1138118945,1042476476)+W(2,1067650764,-1096892917,1065032135,1039636960)+W(3,-1129519972,1039009532,-1084935200,1056117723)+W(4,-1084058149,-1089814493,-1112740199,1046191187)+W(5,1042222420,-1114781123,-1116550886,1043334912)+W(6,1022618460,-1106519005,-1138571865,-1120755726)+W(7,1023299940,1029490149,-1123579094,1030169574);WS(-1103384376,1050555318); 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+sum1=W(0,1024862651,1046040367,-1115394775,-1102740818)+W(1,1016622683,-1112643478,1027952685,1056867014)+W(2,-1109613465,-1115978107,-1100839185,-1101924733)+W(3,-1096240139,-1101581667,1050187219,1058509811)+W(4,1049722038,-1098661743,-1140848016,-1123768914)+W(5,1008822020,1023463264,1033615035,-1098437541)+W(6,-1138059466,1025943000,-1116477425,-1118249725)+W(7,-1116668435,1036595961,-1132571500,-1143195264);sum2=W(0,1046126277,-1111752353,-1126178115,-1139809909)+W(1,1040903120,-1104413152,1055245806,-1119940899)+W(2,1034216546,1042101074,-1097752958,1032546581)+W(3,1019748625,-1089277711,1058677046,-1088954301)+W(4,1043290796,-1112722386,-1118367610,1042272246)+W(5,1028591970,-1139620757,1048637958,-1087007443)+W(6,1034532478,1030093406,1017774855,-1138081685)+W(7,1017306737,1033828758,1029648824,-1140548675);WS(1050645916,1033550915); +sum1=W(0,-1107219907,1043545243,-1108262319,-1118556120)+W(1,1030703933,-1110184190,-1145250020,1039060494)+W(2,-1086762442,-1104041435,-1094947334,1043230361)+W(3,-1110311564,-1100512367,1057758321,1059123936)+W(4,1058293794,-1097977901,1018079143,-1103841584)+W(5,1044416908,-1132472896,1039599795,-1096913490)+W(6,1041130248,-1123331655,1008731683,1032598742)+W(7,-1147952664,1022228292,-1123961290,-1151122424);sum2=W(0,-1112791644,-1110540665,1048409433,1040267615)+W(1,1024308395,1041630361,1032365064,1010515766)+W(2,-1088877638,1053330884,-1086251247,-1107165984)+W(3,1040244783,1037513285,1049266570,-1090038325)+W(4,1057377190,1057673067,-1107976602,-1113957324)+W(5,-1098504745,1039941233,-1103454662,1028890653)+W(6,1024512949,1042772014,-1111525785,-1122078587)+W(7,-1103661415,1024552651,-1143554104,1041725883);WS(1051978908,-1102077462); +sum1=W(0,1045761591,1051430047,-1117187439,-1132165009)+W(1,-1106078467,1014010165,-1096198150,1013540534)+W(2,1060286099,1046972447,1037183202,-1108837850)+W(3,-1121999817,1030141582,-1085387922,-1130717861)+W(4,-1128782822,1028047735,1045655273,1028473682)+W(5,1008925446,1018887490,-1101497054,-1105434962)+W(6,-1178179968,1035331372,1033734537,1025240990)+W(7,-1122721428,1026996307,-1102517015,-1110960744);sum2=W(0,974611657,1047662948,-1125531833,1023072493)+W(1,-1112121991,1037288067,1051899312,-1101792417)+W(2,1035351326,-1090109833,-1118880502,1030396885)+W(3,1042102238,-1113214479,-1069022098,1080526024)+W(4,-1110942359,1033315833,-1161271853,1027419877)+W(5,1032127295,-1143368203,1036440530,-1087739606)+W(6,1010290822,-1156901930,1028708277,1019485964)+W(7,-1132377096,-1141169667,-1114394737,-1124554651);WS(1058455886,-1096183470); +sum1=W(0,-1112611850,1032735242,-1112035684,-1105360672)+W(1,-1104075433,-1111940643,1033545283,1060616064)+W(2,1048808633,1042817013,-1103063975,-1105059667)+W(3,-1115570744,-1097216429,-1097442806,1051085625)+W(4,1058906409,1047248804,-1104182327,-1112638549)+W(5,-1107200030,-1108265532,-1103229812,-1102188695)+W(6,1047193699,1057710235,-1103319623,-1106250503)+W(7,-1119499692,-1106901731,-1109193562,-1106970890);sum2=W(0,-1114274101,1016197705,-1131009665,-1135393651)+W(1,-1110403581,-1136444051,-1130986601,-1117767149)+W(2,-1143366053,1051632163,-1111055824,1004138181)+W(3,-1112183743,-1121253595,1048764370,1026922589)+W(4,-1111579981,1038147066,-1127256265,-1134829555)+W(5,1009689523,989872074,-1112945554,1036257166)+W(6,1025185617,-1137859715,1010148467,-1113946573)+W(7,-1123668797,-1123716033,-1123068365,-1143942149);WS(-1103618872,1023577831); 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+sum1=W(0,-1085123800,-1087372070,1037298441,-1116308971)+W(1,1019612704,1027541711,1051660338,1057675329)+W(2,-1086414101,-1096064460,-1122874917,1027885589)+W(3,-1109257541,1041073820,1059581688,1059597873)+W(4,-1099879381,-1104319094,-1108384819,-1154089797)+W(5,1028059367,1045372305,-1117339864,1052784510)+W(6,-1127380522,-1096394215,1003463273,1028179743)+W(7,1031554934,1053758651,-1110971807,1039251609);sum2=W(0,-1081285622,-1090050073,-1103295177,1060691160)+W(1,1052276353,-1106187369,1050684042,-1080809247)+W(2,-1102851017,1072728426,-1085964582,1035985281)+W(3,1048638013,-1090587145,1060852217,-1087522637)+W(4,1060511611,1033954581,-1107551093,-1105398566)+W(5,1029176048,-1094879840,1041242888,1058511518)+W(6,-1086630634,1058069039,-1090293163,1049030608)+W(7,1046256182,-1087039462,1062481845,1028348456);WS(-1074352935,1040600857); +sum1=W(0,1057627204,1025049468,1028652336,1042034194)+W(1,1024364622,-1105990299,-1105875707,-1090157751)+W(2,1057567995,1022098295,1030695172,1024054004)+W(3,1048022018,-1100928004,-1095088235,-1088931067)+W(4,1052602222,1039437212,-1117605317,1029627411)+W(5,1049957878,-1095846092,-1104356174,-1094832321)+W(6,1049556590,1053416947,1041624512,-1114002447)+W(7,1047165477,-1098759166,-1101255271,-1107260676);sum2=W(0,1073165865,1065983198,-1079714919,-1075440350)+W(1,-1148975848,-1115591486,1048707236,-1112383192)+W(2,1068716226,1066499710,-1081735031,-1079134350)+W(3,1038054064,-1125971282,-1098543278,-1135853868)+W(4,-1095308006,-1080754250,1066585571,1055569671)+W(5,1040311395,-1110109816,-1108920844,1021808504)+W(6,-1074800849,-1073191304,1075476470,1071644179)+W(7,1035370814,-1120408347,-1090378667,1050977418);WS(1041022776,1033480094); +sum1=W(0,1026327841,1042302896,-1123321429,-1132576057)+W(1,-1119031508,1021323174,-1109312954,-1110434490)+W(2,1052457903,1063677500,-1104176578,1028959481)+W(3,1029242558,-1118638740,1025377120,-1089918670)+W(4,-1097607903,-1123802109,-1121060138,1046472198)+W(5,1013298461,-1106699146,1046523967,-1090934974)+W(6,-1118671609,1039698959,-1115611836,1027556403)+W(7,1030036314,-1116635705,1000531209,-1112257611);sum2=W(0,1049930690,-1127267122,-1122286155,-1106027239)+W(1,1034564779,1018367610,-1108798456,-1110218398)+W(2,1041115945,-1091935564,1055155948,-1102546078)+W(3,-1095860458,1043590800,1075372513,1058786995)+W(4,1052250618,-1103388917,1032068992,-1096754888)+W(5,-1112711414,-1119323979,-1123143101,-1071163371)+W(6,1038737216,-1108790214,1036170969,-1121774513)+W(7,1016553114,1017858173,1032355550,-1121707895);WS(1055618972,-1117202987); +sum1=W(0,1039894129,1053882576,-1101414710,1030962480)+W(1,1031993659,1048656807,-1089999221,-1101932469)+W(2,1057347458,1049814740,-1111740150,-1098100923)+W(3,1043352452,1031031542,1051098296,-1085784352)+W(4,-1090053902,-1088233382,1041005827,1036980413)+W(5,-1104607674,-1119077705,1051763396,1056052448)+W(6,-1105970903,-1117339136,-1112834597,1021681163)+W(7,1022017143,1039235901,1032801282,1044301630);sum2=W(0,-1101541229,1043634319,-1123577690,-1114659327)+W(1,1039378885,-1111523166,1057974128,-1107338771)+W(2,1066882360,-1077668162,-1105097716,1042921002)+W(3,1040130625,-1104122760,-1080704784,1050113378)+W(4,1037629509,1058638399,-1093975266,1042773509)+W(5,1012227066,-1110420726,1052705661,1051155360)+W(6,-1108208741,-1131856909,1000405669,1032061179)+W(7,-1125218199,1025207949,-1111189711,1008396554);WS(-1091387548,-1116324289); +sum1=W(0,-1112220622,-1093973688,1044682252,1026642697)+W(1,1027958127,-1098544270,1047211372,1049897926)+W(2,1046046637,-1086442024,1032214050,1041967213)+W(3,-1112662293,-1106755108,-1112122925,1050365286)+W(4,-1099996941,1053177927,1015214154,-1131062694)+W(5,-1116559746,1034258897,-1132096750,1046223135)+W(6,-1098783494,1037567917,-1110158325,-1137069945)+W(7,-1111108842,1031638516,1042021623,1024489425);sum2=W(0,1011776651,1024100809,1016776222,-1108095393)+W(1,1019145070,1032882678,-1105403134,-1101257730)+W(2,-1097248934,1057627889,-1122468710,977935538)+W(3,-1124027994,-1103033100,1060632600,-1101986254)+W(4,1042194141,-1117226417,1030099429,1019959206)+W(5,1039533068,-1110127978,1037412790,-1090719303)+W(6,1051928720,1041814459,1002749526,-1104930054)+W(7,-1125661478,-1108291818,-1115385474,-1109292621);WS(1057965518,-1118811194); +sum1=W(0,-1106566686,-1112643723,1038892389,-1104352985)+W(1,-1107147458,-1114250980,1003767366,1052732873)+W(2,1026830542,-1091938531,1042490232,-1105058276)+W(3,-1096574819,1048844541,1019887594,1060358287)+W(4,1058056073,-1101314965,-1099594944,-1121521774)+W(5,1024329053,-1107780158,1042464324,-1118338013)+W(6,-1098044778,1039936570,-1095161930,1033536020)+W(7,1032778872,-1107207172,1046000094,1024562028);sum2=W(0,993944814,-1113078065,1042905425,-1116205334)+W(1,-1106373772,1039619019,-1104977559,1032713731)+W(2,1044406596,1040105843,1044205280,-1109155755)+W(3,-1115343154,1048332350,-1104277422,1048672381)+W(4,1043112037,-1123380436,1008636092,1035597621)+W(5,999501191,-1106439836,-1153474446,-1103087244)+W(6,-1105268129,1005260887,-1092853308,1036458751)+W(7,1021528398,-1106473413,1036094123,1015784078);WS(1053420700,1049909457); +sum1=W(0,-1106165874,-1089903413,1034071238,-1115258034)+W(1,-1113250117,1023742249,1041332866,1050401361)+W(2,1036166247,-1100423414,-1115686559,1027276239)+W(3,-1130552842,-1120158506,1037380859,1049384898)+W(4,-1093491554,1049835542,-1102788144,1041096236)+W(5,1037333727,-1103514783,1034784425,1052388787)+W(6,-1095323722,-1110396954,-1107460367,1034068157)+W(7,1037170040,-1114330639,1050882791,1031952854);sum2=W(0,1024557142,-1165623582,1028289272,-1112500393)+W(1,1020782048,-1122738507,1035333264,-1136367764)+W(2,-1095250820,-1062269001,1086771603,1049127312)+W(3,1025362120,1034731082,-1087155359,-1114028070)+W(4,-1095068995,999933935,1020087240,1048088739)+W(5,-1125007838,-1120796207,1034746908,1022077560)+W(6,-1135945992,1025716258,-1146529543,1014851096)+W(7,1026594640,-1128255426,-1127622484,-1120864651);WS(1063806286,1027083983); +sum1=W(0,1045480194,1039206373,1030313470,-1114823180)+W(1,-1109705966,1020453816,-1106496703,-1118427516)+W(2,1061885616,1050451993,-1111977289,-1111791457)+W(3,-1103432478,1039658735,-1083830979,1010686340)+W(4,1057912708,1036575619,1019729830,-1108043857)+W(5,-1114670584,-1109909656,-1105267089,-1099420545)+W(6,1039765761,1034424532,1033983240,-1114640622)+W(7,-1113587473,-1112770081,-1125840468,-1131920190);sum2=W(0,-1122290634,-1091664523,-1100194899,1033978022)+W(1,-1164938552,1002490582,-1103111994,1016780797)+W(2,-1071413373,1075108998,1050426550,1033701105)+W(3,-1105595809,1051489664,-1096749849,1047766898)+W(4,1062092502,-1103668501,1034191613,-1104028404)+W(5,-1108336227,1021076655,-1131589290,1027350687)+W(6,1034149895,-1140709165,1010895851,-1141130302)+W(7,-1149103768,-1131210373,1027888251,-1131724600);WS(1058288590,1045994186); +sum1=W(0,-1093342072,-1096797372,-1123855059,1018135640)+W(1,1038262801,1015346466,1041780692,1052167946)+W(2,-1086390197,-1105293320,-1112801779,1040223430)+W(3,-1132654257,-1134794696,1059840396,1052872019)+W(4,-1091216419,-1117054299,-1098800665,1036317947)+W(5,-1117665797,1012611090,1050341107,1051866430)+W(6,-1096209979,1023470716,-1096517871,1034707665)+W(7,-1139713758,1010858330,1050625648,1048652350);sum2=W(0,-1099008397,1047276236,-1099284356,1041114210)+W(1,-1125418381,-1120564910,-1111523652,-1123917868)+W(2,-1081084758,-1071665325,-1092208278,1038292116)+W(3,1020505319,-1100128811,-1086778305,1037708884)+W(4,1054365119,1081581342,-1104534119,1054381469)+W(5,1024474915,-1125603475,1026238413,-1101037019)+W(6,1062322644,-1093538640,1033400256,1025804573)+W(7,1025011807,-1103707544,1052085127,-1134916894);WS(-1088887374,1070119449); +sum1=W(0,1052058645,1048371361,1041554590,1040460421)+W(1,-1105506686,1029097335,-1115426747,-1090595183)+W(2,1048732808,1042754705,1038262022,1013850612)+W(3,-1129317061,1001782464,-1087902678,-1094790815)+W(4,1047384127,1054439312,-1106869091,1042710919)+W(5,1038072126,-1131475029,-1090477876,-1106656361)+W(6,1032508990,1042772520,1046057615,1044864290)+W(7,1028935005,-1119515740,-1091795237,-1122940954);sum2=W(0,1056461606,1030035123,-1112923336,1024604999)+W(1,-1075212110,-1080779344,1066713447,1071685965)+W(2,1050727550,-1090534096,1025504127,1027433809)+W(3,-1078194918,-1153515923,1028028856,1068313262)+W(4,-1105339223,-1095507508,-1144581942,1007245204)+W(5,1068056044,1069903211,-1078816510,-1081367671)+W(6,1043793174,-1095638178,1021294865,-1129047399)+W(7,1064173276,1060536751,-1090770344,-1081156501);WS(1040470840,1011790950); 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+sum1=W(0,1059007377,1047579477,-1123950537,-1113880945)+W(1,-1133362719,-1131741454,-1097814305,-1091904865)+W(2,1060416389,1056063051,-1123565085,-1109995975)+W(3,1032803377,-1113780884,-1092124214,-1087199740)+W(4,1046383171,1040643140,1035385983,-1123728428)+W(5,-1113889390,-1126485237,1038341800,-1099567891)+W(6,1033389702,1041003725,1010675502,-1115318676)+W(7,1012558775,-1096461162,1042882861,-1119557930);sum2=W(0,1030949359,1039110679,-1123503757,1013686761)+W(1,-1132915573,996209923,1035635962,-1109223248)+W(2,-1105775253,1027204409,-1115490710,1035262859)+W(3,1029135163,1070858778,1057425426,-1106751414)+W(4,1019519396,-1111394964,980681483,1025861040)+W(5,1067133266,-1098902818,-1098000154,1043312829)+W(6,1024413043,-1126757058,-1129892230,-1125276038)+W(7,-1083268694,-1073095921,-1103421662,1051287795);WS(-1103532344,-1105840701); +sum1=W(0,-1105825052,1053932942,-1106322913,-1106756472)+W(1,1044840709,-1104890465,1007328528,1050195304)+W(2,-1086676361,-1098358914,-1096389739,1029810954)+W(3,-1144507642,-1098185309,1054492326,1057202097)+W(4,1054020609,-1096691570,1035916925,-1116067305)+W(5,1032208700,1048715303,1012599092,-1093369370)+W(6,1051257001,1026552303,1034505108,-1105566449)+W(7,-1100267787,1050640157,-1101687900,1027855335);sum2=W(0,-1101137684,-1109186725,-1119262447,-1111707317)+W(1,-1103752872,1034593530,-1107841286,-1116414033)+W(2,1049211868,-1099242284,1056036881,1037989791)+W(3,-1110917586,1049861706,-1094543747,1056722210)+W(4,1038198606,-1118866635,1006194414,-1105645897)+W(5,1030171051,-1103907620,-1104714858,1053421235)+W(6,-1109483964,-1114787638,-1129479912,-1146663095)+W(7,1032413269,1029169157,-1115357885,-1120693058);WS(1045178680,-1115117954); +sum1=W(0,1048681528,-1113607536,-1123018420,-1102680211)+W(1,1008490315,1012835273,1040296293,1019008549)+W(2,-1092105355,-1093530556,1024407336,-1116849368)+W(3,1027033246,-1128145511,1061339424,1035615004)+W(4,-1096193779,-1102060551,1026392201,-1107241006)+W(5,-1103222073,-1110547491,1055864515,1057711678)+W(6,-1102337510,-1095199752,-1123314455,-1107918421)+W(7,-1110097884,1020395952,1052562824,1045891981);sum2=W(0,-1096948503,-1104693583,-1115537892,-1108321996)+W(1,1026091852,1022753169,-1112710060,-1112108000)+W(2,1047339287,1055675007,998645667,-1106228104)+W(3,-1120501740,-1105262859,1051246853,-1126080161)+W(4,1049114511,-1100682049,1035781218,-1112292909)+W(5,-1123292948,-1139782977,1025978716,1041989299)+W(6,1032758858,-1113969306,1018530825,-1111036660)+W(7,-1111667328,1033000622,-1113712936,1034053890);WS(1044590904,1058699692); +sum1=W(0,-1092606720,-1090621088,1034192409,985175380)+W(1,1009220799,-1109361592,1050384326,1051210502)+W(2,-1093618783,-1113905855,1024014533,1020554347)+W(3,-1117059707,-1128567457,1062574818,1055009987)+W(4,-1096920415,-1112503613,-1128687821,-1115433194)+W(5,1015981863,1039114097,1031218808,1054554325)+W(6,-1100279725,-1101027255,-1115445028,1008304190)+W(7,-1127205548,1035507338,-1144235755,-1105751509);sum2=W(0,-1108619644,1041337919,-1117283755,1036009101)+W(1,-1131279719,1035041542,-1100684466,1010492213)+W(2,1012813669,1053310286,-1107239966,1033667347)+W(3,-1124020763,1025470531,1056064408,1015579759)+W(4,-1103814148,1029066827,-1128406639,1034685217)+W(5,1032198922,-1104788458,-1113069964,1050883237)+W(6,-1109499964,-1123197815,-1125402335,-1123321687)+W(7,1024066141,-1108347132,-1096911819,-1098878001);WS(1044030776,-1089132931); +sum1=W(0,-1093699058,-1097458090,1032883970,1034269487)+W(1,1040395197,-1135242887,1050995424,1045160768)+W(2,-1086092656,-1078975458,1044751430,1042439154)+W(3,1040422743,1048952172,-1096290982,1057188990)+W(4,1035194756,1038040390,1041434446,1019707982)+W(5,1042217766,1043586045,1043682915,1032938655)+W(6,-1131544335,-1101499019,-1128708109,-1133288904)+W(7,1029073256,1044718778,1043305900,1022768458);sum2=W(0,-1107262777,-1107127922,-1127265324,1043294282)+W(1,-1112978295,-1101649503,-1133435576,-1132728616)+W(2,1048700262,-1114081637,1051203976,1035036911)+W(3,-1142433873,-1138065032,1060204569,-1115280193)+W(4,1027047222,-1087538045,1037063919,-1092441683)+W(5,1049542158,1027406094,1059699424,-1096051714)+W(6,1043898666,-1114635611,-1096741875,-1095318743)+W(7,1036599707,-1117298502,1057805441,-1091030613);WS(-1083489614,-1078579141); +sum1=W(0,-1091060438,-1104759380,1048897616,-1113694287)+W(1,1022130309,1045345264,1055607032,1048678744)+W(2,-1089217572,-1096433234,1029397720,-1104500498)+W(3,-1098656951,1045280313,1056656214,1025763911)+W(4,-1090900481,-1103761763,-1099529286,1039983475)+W(5,1003335600,-1104729181,1039576037,1055730826)+W(6,-1126261903,-1098862766,-1100400745,1047818144)+W(7,1045845834,-1124798927,1044462332,1050842685);sum2=W(0,-1113896283,1008734783,1036831152,1034867092)+W(1,1053130734,1048547317,-1143881728,-1089397746)+W(2,-1107821706,1036439980,1050005016,-1155378720)+W(3,1050664536,-1081990202,1067046868,-1090933436)+W(4,-1105188391,-1103852014,-1107857756,-1109019109)+W(5,-1073616958,-1073650181,1073004488,1074023168)+W(6,-1113326142,1036502992,-1105627363,1025727369)+W(7,-1078582463,-1079035066,1068047188,1071596064);WS(-1123566816,-1118788492); +sum1=W(0,-1131696345,1054570946,-1136553988,1034266605)+W(1,1029920799,1027694719,-1101485920,-1102436480)+W(2,1043367745,1057910725,-1119057557,1032767842)+W(3,1029228634,1038070160,-1081257723,-1093672570)+W(4,1051309065,1050053561,-1138237144,1032596498)+W(5,1041012541,-1104490509,-1097237249,-1104247863)+W(6,1044754161,1047609962,1038972738,1034235800)+W(7,1036672371,-1101643609,-1118734125,-1100737384);sum2=W(0,-1108935456,1048575251,1006355343,1001205015)+W(1,-1151981614,-1123825361,1037564428,-1123729961)+W(2,-1114918170,-1088419213,-1119701641,1030505158)+W(3,1015236500,-1095410362,-1068662368,-1096130861)+W(4,1032736312,1045905661,-1107202062,1039794598)+W(5,1049774729,-1105335733,1068403675,1076967646)+W(6,-1116946341,1003805295,-1115440174,1026836118)+W(7,1050153445,-1103176791,-1124006983,-1104305708);WS(-1103567160,1051728620); +sum1=W(0,1037463598,1027268637,-1105517764,1022317012)+W(1,1033922872,1024776175,-1107670055,-1094952698)+W(2,1052072875,-1094107172,1030946149,-1109296554)+W(3,1038888053,1043766492,1052944567,-1103880757)+W(4,-1087396213,-1098739651,-1117957958,1032988986)+W(5,-1110506946,-1108829569,1052382091,1057943536)+W(6,-1104965205,1017302004,1009731405,1025729823)+W(7,-1132271979,1015545129,1041821631,1036164793);sum2=W(0,-1127050317,1026829489,-1114551402,1031290011)+W(1,-1080536402,-1076466135,1042490649,-1113481669)+W(2,1032334734,-1098446681,1025723227,-1137203270)+W(3,1038797044,1074254195,-1127701979,1043198364)+W(4,1041359246,1041376772,-1107112701,1020823723)+W(5,1035340712,-1118262367,-1100591458,1057793899)+W(6,1034398482,-1104694439,-1140368490,-1156747895)+W(7,1013380262,1032104302,1037536680,-1114292550);WS(-1106439480,1029090439); +sum1=W(0,1042655458,1030625962,-1151887836,1034559195)+W(1,1026400220,1035325646,-1115609614,-1102396839)+W(2,1059377738,-1084013087,1042053132,1020849475)+W(3,1042909598,1039293086,-1083731653,-1089162129)+W(4,-1107145304,1032281331,1043814293,1043127920)+W(5,1029716960,1024778063,-1107154457,1052971191)+W(6,1040913704,1033172451,1043715864,1037260390)+W(7,1028666946,-1130742978,1017680531,-1113717087);sum2=W(0,1021999108,-1148550480,-1123636938,-1129107524)+W(1,-1129901940,-1140398984,1016982596,1022835844)+W(2,-1104180688,1058583951,1035143287,-1116921954)+W(3,1030858450,-1117386658,1054454385,1016773924)+W(4,-1112895549,-1116180274,1026655402,1036996009)+W(5,-1108156993,-1118751234,-1099699990,-1097314323)+W(6,-1131502740,-1138164712,-1126794884,-1117010042)+W(7,1016259828,-1117013506,-1129763396,-1132536424);WS(1048151864,1059242544); +sum1=W(0,-1097114939,-1097911384,-1121466768,-1122367849)+W(1,1026875087,1014185912,1033810391,1043794348)+W(2,-1085899247,1042506911,-1116044868,1042165293)+W(3,-1106211614,-1111561384,1042284551,1063564267)+W(4,1056857214,-1105063934,1037358179,-1105437493)+W(5,1040868541,1028107682,1049648847,-1089674786)+W(6,-1123578292,-1106114902,-1111398955,-1125163356)+W(7,-1111395274,1010402126,1045389303,1021855394);sum2=W(0,-1110557326,1041627874,-1108856547,-1139648101)+W(1,1039330638,987619817,-1106727608,-1106733442)+W(2,1032833232,1054902128,-1095822659,1015236663)+W(3,1025349119,-1095503796,1055403310,1048813377)+W(4,-1098765424,-1121592121,1038373686,-1137977893)+W(5,1050144719,-1108448514,1045561320,-1097123375)+W(6,-1106594443,-1117564251,1025690243,1015865663)+W(7,1041979856,-1105901385,1017823319,-1106386080);WS(1058511566,1043187024); +sum1=W(0,1041476871,1044640335,1027981614,1042620242)+W(1,1043942651,1040914531,-1120607404,-1106861387)+W(2,1039039385,-1085132912,1050564856,1037513401)+W(3,1040902562,1048598306,-1089194338,-1101062960)+W(4,-1095196494,-1116362934,1044188393,1040390932)+W(5,1019897185,1032634704,-1134658518,1032203084)+W(6,-1107832665,-1105825814,1043046140,1032851398)+W(7,1027555603,1032742569,-1105488567,1026497359);sum2=W(0,-1083260450,-1089624726,-1132385524,-1094808435)+W(1,1026111290,1034887813,-1102801635,1041967320)+W(2,-1098133391,1063143581,1039748829,-1110994277)+W(3,-1123786474,1033106845,1037743779,1050258559)+W(4,1043371703,1040218148,1012861192,1038866141)+W(5,-1110363077,-1121754906,-1112998265,1048943341)+W(6,1012758152,1052570990,-1132742376,1030487914)+W(7,1012203560,-1111765769,-1105604919,1031702418);WS(-1087236686,1061665912); +sum1=W(0,1023071688,1030200068,-1116162424,-1115274057)+W(1,-1119301463,-1128116268,-1101866270,-1107980923)+W(2,1054050807,1067462106,-1093387666,-1104461343)+W(3,-1109238785,-1095571507,1056570668,-1092884195)+W(4,1050597447,1031104576,-1115159031,-1113556238)+W(5,-1103733247,-1111522325,-1106234576,1044256537)+W(6,-1121547516,1042315272,-1121543315,-1126942285)+W(7,-1111458030,-1109780718,-1114796114,-1128835891);sum2=W(0,1024134807,1020748524,1024854732,-1127633710)+W(1,-1109129714,1025355297,-1098546148,-1114424195)+W(2,-1117094752,1065417820,1040493279,-1123781128)+W(3,-1102118069,-1114766469,1059484680,-1079772750)+W(4,1047826025,-1102101577,1033983514,-1105896535)+W(5,1033237727,-1154145757,1049649199,-1107504040)+W(6,1040101538,-1124130304,-1120616672,-1122459292)+W(7,1012710689,-1123999628,1041220419,-1105983778);WS(-1092106140,-1084163121); +sum1=W(0,1049849489,1040213041,1016904817,1036347305)+W(1,-1106738110,-1115216475,-1152694122,-1101083230)+W(2,1056746079,1048812489,1040590819,1034414494)+W(3,1039797369,1022569263,-1107117385,-1083169173)+W(4,-1084779712,1040726752,1030378702,1047670567)+W(5,-1112982247,-1125038036,-1109066592,1051667767)+W(6,1033236350,1034988241,1037868673,-1114654031)+W(7,1025136605,-1146668256,-1107106473,1024925978);sum2=W(0,-1111008682,-1134810723,-1128843246,-1144361879)+W(1,1021883158,-1116668390,-1121102479,-1092072719)+W(2,1041181160,1054697191,-1104940693,1005924247)+W(3,-1109114373,-1113715104,1046555600,1045581242)+W(4,1052731012,1042931729,1030348431,-1123234701)+W(5,-1128555074,1032936433,-1104348933,-1103970223)+W(6,-1112071203,-1111460488,1024671661,1032437115)+W(7,-1136719027,-1114960949,-1129885552,-1113690885);WS(1058637774,-1109876822); +sum1=W(0,1042623060,-1105094644,1041301297,-1123254812)+W(1,-1112485473,1037949088,-1111052512,-1126486401)+W(2,1059472952,1043969956,-1113241451,-1108082435)+W(3,1016105496,1038892497,-1094009726,-1094910408)+W(4,-1113269955,1026816394,1027216056,-1110973875)+W(5,-1093047519,1032398170,-1100061186,1058531737)+W(6,-1130602892,1026167148,1019588394,1014894339)+W(7,-1128303438,1021704844,-1117291247,1032486130);sum2=W(0,-1103677237,1026573624,1031923668,1019183838)+W(1,-1115238116,1024201143,1025625867,1041385745)+W(2,-1101357077,1060010174,-1096362417,1049015983)+W(3,1024442030,-1122837727,-1096248497,-1095136476)+W(4,-1122620605,-1106684685,1036998273,1005830618)+W(5,1034369966,1031554545,1049273019,-1115221092)+W(6,1023743335,970656667,-1125844722,-1119396253)+W(7,1004099770,1010302645,1011280453,-1112424814);WS(1068382951,-1145853862); +sum1=W(0,-1104283584,-1104742016,-1120835030,-1109092968)+W(1,-1142984099,1035504970,1048835390,-1126224104)+W(2,-1087137628,-1082841532,1033165317,1015957108)+W(3,1044651720,1036256010,1050512116,1060142968)+W(4,1048723479,-1119342334,-1098982451,1015780402)+W(5,1040271692,-1112268532,1046183055,1050625794)+W(6,1037068029,998682871,-1105810191,-1106789039)+W(7,-1115364877,-1113754717,1042826568,1033167819);sum2=W(0,-1105845074,1032442894,-1123754179,1042289605)+W(1,1041479887,1028813354,-1106552079,-1105090355)+W(2,-1090127653,1055606718,1025996190,1040865617)+W(3,-1087510643,-1084272058,1073431719,-1075116096)+W(4,-1104101067,1026136504,-1118459936,-1100913998)+W(5,1045036562,-1131666845,1042119939,1067916428)+W(6,1031986833,1045409779,-1118182115,-1114401734)+W(7,1021173748,-1131440550,1031635830,-1112990087);WS(-1115823328,-1115141930); +sum1=W(0,-1096937968,-1093401724,1043355533,994860217)+W(1,1022968545,-1100277972,1045563268,1034643656)+W(2,-1082957735,1057829358,1031967699,1046651158)+W(3,-1106135459,-1113373017,1053028032,1056739037)+W(4,1054780763,1049387203,-1139800861,-1112906011)+W(5,1036473238,1042166401,-1100812438,-1085595451)+W(6,1029694230,1032667294,1021673189,1032268536)+W(7,-1109328859,1026417494,-1163065290,-1112691098);sum2=W(0,1006794492,1034312638,-1106230161,1041009418)+W(1,-1126244586,1021996758,-1120362931,1023178506)+W(2,-1108126219,1060460225,-1100787264,-1113994011)+W(3,-1131146954,997147503,1054015707,-1105213924)+W(4,-1119222967,-1097084093,-1114680808,-1102450993)+W(5,-1107185372,-1126416406,-1133314452,1053508358)+W(6,-1125377404,-1105852265,-1145068408,1031764893)+W(7,-1126617106,-1131039214,-1120752408,-1141774536);WS(1044911928,1063248560); +sum1=W(0,-1089987573,1006551364,1045807559,-1117210934)+W(1,-1154913199,1049427019,1049202419,1050931427)+W(2,-1085623154,-1098705597,-1122601008,-1116245664)+W(3,-1098224261,1043742399,1056494849,1044690392)+W(4,-1089608778,-1098692501,-1102494868,1041679280)+W(5,1009817082,-1102952115,1047881833,1054654497)+W(6,1040126000,-1100421777,-1101059428,1044187563)+W(7,1048685800,-1132265536,1043071666,1043119951);sum2=W(0,1031814971,-1126406622,-1104703066,-1110897864)+W(1,-1090228093,-1097166620,1034850394,1060526454)+W(2,-1112535334,-1088994686,-1102025112,1039476246)+W(3,-1091926928,1063814816,-1088701567,1060516426)+W(4,1050082866,1038057456,1044782005,1041770976)+W(5,1074296249,1073862535,-1075073775,-1072347435)+W(6,1029663347,-1098794387,1045848501,-1112640404)+W(7,1067261757,1067785227,-1081012351,-1077197270);WS(-1105546040,1026157880); +sum1=W(0,1040614249,1043435937,1036866652,1040950836)+W(1,1036650571,1032871003,1032157499,-1102499357)+W(2,1048836647,-1092874056,1057171433,1045419231)+W(3,1035867609,1040635958,-1078642173,-1088963702)+W(4,1049109967,1037560064,1040737235,1039696013)+W(5,1039966133,1035782037,999044599,-1094603626)+W(6,1039556030,1020658754,1043417390,1031337694)+W(7,1034875342,1029450491,-1101965321,-1107844556);sum2=W(0,1033414560,-1142972544,965076992,999804672)+W(1,-1111239120,-1114613368,-1152459008,-1131242272)+W(2,-1117537424,-1080122522,-1113573416,1017997216)+W(3,1024438240,1009242816,1068973644,1043660652)+W(4,-1116987776,1009041344,1013150208,1015814944)+W(5,1026341216,-1111376032,1023678672,-1113471168)+W(6,1030258512,-1123867424,-1116017408,1004325632)+W(7,-1124670336,1011147520,1025739248,-1115573696);WS(-1081027239,1060388068); +sum1=W(0,1049191505,1052335227,1018532824,1040945153)+W(1,-1142725077,-1126830164,-1106690587,-1103567931)+W(2,1053224518,-1089652372,1050078256,1048158700)+W(3,1044049241,1037048166,-1079677805,-1098210230)+W(4,1050009062,1019623144,1045983912,1043330564)+W(5,1037549983,-1124021470,-1102526621,-1090769236)+W(6,1043374892,1037373643,1042366848,1034126717)+W(7,1031972104,1000910717,-1106920486,-1113976903);sum2=W(0,-1119356133,1031916514,1023484285,1029289565)+W(1,-1119814653,-1133461586,-1111485988,-1126159585)+W(2,-1120749829,1057057740,1044843621,1041097307)+W(3,-1112201820,1001931237,1024531885,-1121314077)+W(4,1055633817,-1098024997,-1108647964,-1101664529)+W(5,1035253182,1019582313,1016983721,-1102656055)+W(6,1038083406,-1101101054,-1129898257,-1111945130)+W(7,1011319026,-1110859200,1022769465,-1105960100);WS(-1121436896,-1083449266); +sum1=W(0,1057845458,1026072602,-1126965659,-1131437006)+W(1,-1112818966,1025271436,-1106937331,-1096100393)+W(2,1058188821,1047051462,1049661628,-1106898372)+W(3,-1120770471,1039868950,-1093909527,-1089458543)+W(4,1036301673,1049513187,1048826500,-1110051320)+W(5,-1101852248,1048680544,-1097831955,-1105302990)+W(6,1026266705,1043516478,1030351624,1018834023)+W(7,-1111779257,-1137214404,-1094725407,-1115312055);sum2=W(0,-1118806788,1030590564,1016993788,1025140224)+W(1,1031495588,991152164,-1118559458,-1126785121)+W(2,1042721449,1078987048,-1085967118,-1106156741)+W(3,1038491925,1040984057,-1100137345,-1106137914)+W(4,1078555235,1069325982,-1066270592,-1070014283)+W(5,-1111978905,1030579932,-1105174392,1044823121)+W(6,1051485796,1026006822,-1115300709,-1089828448)+W(7,-1113499951,-1120641633,1011662011,-1121082393);WS(1060473294,-1125032523); +sum1=W(0,1043924207,1048790648,-1131528546,-1118381578)+W(1,-1103983036,1032416951,-1094915206,1028842287)+W(2,1057928103,-1096003632,1044891665,-1103035725)+W(3,-1131359957,1041536420,-1089668066,1048586166)+W(4,-1104437021,-1127678449,1038728371,1017562024)+W(5,-1119623443,1026802338,-1106021950,1048997587)+W(6,-1138265298,1019650740,1017619335,1013193724)+W(7,-1112764523,1028850580,-1112334062,1016196772);sum2=W(0,1023871771,-1104183315,-1154979909,-1124013145)+W(1,1027246941,-1105906795,-1104961174,1041717973)+W(2,1024353365,-1099433949,1042673063,-1113455493)+W(3,-1114760758,1048045634,1075222357,-1071159846)+W(4,1037029004,-1106752952,-1131887235,1009341589)+W(5,-1101645527,1027783079,-1106459992,1061754151)+W(6,-1136822537,-1135604889,-1120394460,-1126494367)+W(7,-1130069351,1023779471,1020599743,1037905746);WS(1063175758,1049951270); +sum1=W(0,-1084051495,-1091045702,1041620825,1051934199)+W(1,1028219745,1028165760,1046456792,1040719576)+W(2,-1089200998,-1103613676,1019501037,1053157077)+W(3,-1110307566,1037889601,1050464826,1054477181)+W(4,-1103906809,1042850683,1024394007,-1121035141)+W(5,1045652053,1054554722,-1097805325,-1098419444)+W(6,-1117239270,-1106705027,999909159,1034798936)+W(7,1031152711,1056053333,-1091232034,1011564046);sum2=W(0,1062079447,-1095572989,1042259987,-1091471926)+W(1,1015596856,1033532620,1041645665,1055700238)+W(2,-1089203271,-1092861102,1049412228,-1103057728)+W(3,1035045090,1042934527,-1093629070,1037140407)+W(4,1034556296,1047552828,-1116401558,1044973062)+W(5,1032040702,-1106239816,-1106623325,-1095940003)+W(6,-1110031497,1051271629,-1130123924,1011000463)+W(7,1033073048,-1095799213,1053844390,-1107294450);WS(-1085388366,-1090694979); +sum1=W(0,1044273497,-1130943626,-1119481145,-1123787314)+W(1,-1115475932,-1117135031,1041576542,-1108110651)+W(2,1047368143,1059845268,-1112850502,1032777214)+W(3,1040347561,-1101064470,1027588771,-1087220302)+W(4,-1095680144,1039407200,-1125429276,1041751591)+W(5,1037523789,-1126225621,-1111657568,1036323946)+W(6,990533574,1032644049,-1113892940,-1140788444)+W(7,-1134357621,-1109271006,-1143449895,1021334836);sum2=W(0,1037736456,-1105376838,1013881877,-1107190004)+W(1,-1120404934,-1122228614,1040619572,-1125693587)+W(2,-1123416196,1042717593,-1121103222,-1118295314)+W(3,1051908042,-1087341114,1068021664,-1082924015)+W(4,-1115549939,1043660085,-1115317828,-1127822751)+W(5,1042189807,-1125959243,-1108863865,1016978358)+W(6,-1126402007,1040920849,-1114801766,-1126179247)+W(7,1038966556,1023515477,-1107267301,-1136349779);WS(1065904679,-1122628785); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -1), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 1), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1134422686,-1108550970,-1104338237,-1106336704)+W(1,-1096794255,1068454954,1036063029,-1097058997)+W(2,-1108910446,-1102009308,1045547931,-1096428577)+W(3,-1101174078,1017740065,-1122481515,-1110459731)+W(4,-1135080854,-1117701445,-1112016931,1041734649)+W(5,1068510503,-1092648385,-1099451832,1053379177)+W(6,-1146436468,-1118387353,-1101312270,-1114733521)+W(7,-1113618698,-1107281979,-1118789516,-1107441476);sum2=W(0,1022891960,1003346080,1034572820,-1107960738)+W(1,-1099542471,1067566060,-1096749055,-1112828174)+W(2,-1124169384,1028295012,-1090311143,1028527356)+W(3,1019646072,-1102277943,-1101382023,1003609248)+W(4,-1103397515,1035529310,-1147785184,-1105088633)+W(5,-1127174872,1034766166,-1105585021,1056062200)+W(6,-1106700271,-1116900804,-1117109292,1048792675)+W(7,1037356874,-1114899026,-1121486356,1033154740);WS(-1075683047,-1087125913); +sum1=W(0,1034752002,1046022844,1052977914,1042687663)+W(1,1043598702,1049374510,1051043629,1020877136)+W(2,1049059763,-1108783446,1044576234,1032834596)+W(3,1050972591,-1089957133,-1105784362,1041786741)+W(4,-1097639380,1034807969,1041384601,-1087267578)+W(5,-1095656786,1044538321,1037740431,-1087388173)+W(6,-1101488315,1043415765,-1113942663,-1108370107)+W(7,-1108747496,1034104676,1011031587,-1111228387);sum2=W(0,-1149557934,-1120018795,-1112916736,-1129327146)+W(1,-1116270499,1056936993,-1105442406,1027469999)+W(2,-1114668504,1029410453,1036431709,-1107094547)+W(3,-1115408970,-1112281372,-1126491682,-1136313139)+W(4,1012425107,-1122303521,-1168639863,-1109246006)+W(5,1054092693,-1109477794,-1114911422,1044505132)+W(6,-1102188513,1038663029,-1122292075,1015080154)+W(7,-1115235380,1004657207,-1124857486,-1123974759);WS(1042212664,-1102203684); +sum1=W(0,1019874102,-1104962202,1040147851,-1140902818)+W(1,1041713132,-1085739950,-1102798136,-1138465404)+W(2,1032244040,-1096835716,-1090423514,1031911135)+W(3,1032066151,-1100137137,1015091005,-1122713961)+W(4,1045102086,1033944684,-1111794429,1035472140)+W(5,1052255697,1042129278,-1122108180,1044852023)+W(6,-1114874577,1045351411,1026181805,1050093153)+W(7,1025859399,1037723887,1045226448,-1125530488);sum2=W(0,-1119436548,-1122141349,-1109152196,1025219442)+W(1,1026037858,-1095545125,1032935700,1041363772)+W(2,-1148187164,1048235476,1029288712,-1106963956)+W(3,1027834104,-1124373883,1017807431,-1115265228)+W(4,1040314652,-1112897189,-1136900198,1026944460)+W(5,-1132954458,1046665648,-1144192892,-1124096755)+W(6,1044093468,-1091150222,-1112667488,1063106013)+W(7,-1115291573,-1099776205,-1098670428,-1119277141);WS(-1106435384,1038338229); +sum1=W(0,1019822615,1048464174,1057302312,1040095954)+W(1,1041126536,1046177110,1048602738,1037825128)+W(2,1046281616,1010729037,-1113571175,1042659628)+W(3,1052688116,-1090676327,-1116720143,1025627498)+W(4,-1109673285,1008999077,1038469973,-1085504617)+W(5,-1089584127,1042217259,1047759857,-1088007186)+W(6,-1099904421,1042535855,-1122205838,-1112427435)+W(7,-1109333660,1034203799,1020820192,985851280);sum2=W(0,1025056091,1059357388,1059204215,1016257202)+W(1,-1117490597,-1080318626,-1096239491,-1123344133)+W(2,-1121712633,-1121076469,-1097775023,-1139226916)+W(3,1018740994,1042934709,-1108589001,1032149092)+W(4,1057901024,-1115583727,1045786159,1078138204)+W(5,-1073900782,1043123901,1040463834,-1075026282)+W(6,1040778731,-1105966927,1021989454,1041808545)+W(7,1013253724,-1147555881,1015040126,1040543247);WS(-1079558823,-1098708322); +sum1=W(0,1025234303,-1098872409,-1102044491,-1107155318)+W(1,1036194249,-1086405173,-1087610848,1015859078)+W(2,-1106597869,-1113006787,1049149960,-1109510417)+W(3,-1107821257,-1109243348,1034815041,-1106784003)+W(4,1050456336,1032647774,1018716763,-1157836704)+W(5,1051086989,1041211303,1043448582,1055919296)+W(6,1047976577,-1113988824,1032229161,1049231261)+W(7,1045770027,-1115826050,-1114873522,1037659280);sum2=W(0,1012713185,-1114116718,1038073794,-1115121954)+W(1,979525395,-1089285214,1048906430,-1120959275)+W(2,1023425822,960279117,1044939824,1031308048)+W(3,1015643115,-1116674868,-1114246838,1008898041)+W(4,1041575276,-1124395325,-1116577465,-1128914993)+W(5,-1076455267,1060162115,1055266270,1074552079)+W(6,-1109266711,1021768571,-1098098687,-1081125046)+W(7,-1116558128,1013382601,-1124862202,1028966618);WS(1045132600,-1120782135); +sum1=W(0,-1105178898,1048859946,1057393815,-1105751784)+W(1,-1114219853,1046945589,1059464001,-1104184899)+W(2,1038688878,-1101266388,-1115358437,-1110381909)+W(3,1028338913,1001553277,1006928425,-1129240105)+W(4,-1097544977,1030868229,-1117651397,-1105555137)+W(5,-1096850414,-1114482291,-1113548192,-1093321826)+W(6,1054674458,-1101910270,-1100710867,1045680426)+W(7,1051440502,-1106616547,-1109195062,1040711722);sum2=W(0,-1109811903,1031690548,1041015042,1017265392)+W(1,-1113627340,1061785433,1041543835,1023756444)+W(2,-1145950526,1033767962,-1112539854,1014378799)+W(3,1013677319,-1098545742,-1111764061,-1129429444)+W(4,-1110095441,-1118750728,1015388608,-1100279165)+W(5,1052269299,-1143924414,1018680528,-1121800962)+W(6,-1103181542,1020584168,-1099334823,1027655784)+W(7,-1106577514,1036964648,-1108053853,-1110834939);WS(1052573852,-1122511817); +sum1=W(0,1036520122,-1104137920,-1107197216,-1122539822)+W(1,-1131456914,-1089160552,-1095755763,-1150669710)+W(2,1032118773,-1090056564,-1090293588,1027717464)+W(3,1030809195,-1086001910,-1092174087,1021054902)+W(4,1038549849,1023654291,1051517474,-1123108403)+W(5,1050538028,1041388597,1039184399,1032946604)+W(6,1057974832,1033029075,-1168884669,1052989852)+W(7,1057808582,1041880934,1028526105,1053464075);sum2=W(0,1038192816,-1090848333,-1108201039,-1085894681)+W(1,-1102898046,1071505414,1052221636,-1098445483)+W(2,1050638036,-1086351349,-1098981857,1008806191)+W(3,1057325981,-1088620184,-1096799400,-1102617523)+W(4,-1093216289,-1102549623,-1081052443,1070882268)+W(5,1073865984,-1090403840,-1087793608,1067999858)+W(6,-1083525828,1055133376,-1095780376,1058878464)+W(7,-1083206959,1053790412,-1096503933,-1107159037);WS(-1073219892,-1080326418); +sum1=W(0,-1142635506,-1103425331,-1101602915,-1114077580)+W(1,-1123237842,-1092662145,-1090278522,-1142955026)+W(2,-1103324917,-1114692451,-1091646784,1038107057)+W(3,-1095875035,1038718196,-1101848592,1026598572)+W(4,1053716920,-1114784094,-1151047116,1057495924)+W(5,1051447237,-1121668701,-1111276924,1055741332)+W(6,1049044089,-1109204280,1000704387,1052494629)+W(7,1047828379,-1156952092,1010568075,1043005848);sum2=W(0,-1116542136,1050195534,-1095443331,-1121663397)+W(1,1037730633,-1100504352,-1123573301,1042431779)+W(2,-1137348615,-1102861372,1043186658,1010053773)+W(3,-1119025600,1040229501,-1110454800,1028087910)+W(4,-1071776975,974104521,1005231721,-1067370736)+W(5,1077012119,1047585075,-1111985184,1068672794)+W(6,1045361006,-1109020232,1016528922,1070664889)+W(7,1027642294,-1117277443,1037668055,-1123945395);WS(-1130027456,1047744266); +sum1=W(0,-1100312969,1043447132,-1103440100,1030328637)+W(1,1044449278,-1093151398,-1096543805,1036569044)+W(2,1046212150,-1115860524,1024264999,-1106699970)+W(3,-1124975021,1032410566,1041344218,-1104762293)+W(4,1038395889,-1105733872,-1130350917,1050534604)+W(5,-1106526388,1022399622,1043114871,1037345619)+W(6,1035372917,1024836117,1020228332,-1115006287)+W(7,1044066628,-1112803412,-1123108872,980910400);sum2=W(0,-1098453144,1041649400,1033391383,1029880722)+W(1,1067660000,-1082091368,-1095624145,1029103498)+W(2,1046293202,1027973488,1056223691,-1094604015)+W(3,-1117927817,1034286113,1034193475,-1104816365)+W(4,-1137377888,1025620716,-1114516031,-1137819024)+W(5,-1080643124,1066795978,1035240799,1040796761)+W(6,-1121978412,1036814117,-1098376459,-1102259819)+W(7,1041009105,-1114981924,-1107858514,-1148596400);WS(1049012636,1037011386); +sum1=W(0,1042768739,-1089977373,-1097922903,-1108102978)+W(1,-1105146600,1050515995,-1083790961,1036457352)+W(2,-1100160944,1044221701,1053649082,-1100621772)+W(3,-1116535239,-1110188826,1020595485,-1149100234)+W(4,1052134241,-1106782690,1041216474,1049818257)+W(5,1062551839,975424142,-1120768141,1059747641)+W(6,-1093385002,1047421135,1042971413,-1088576433)+W(7,-1147628986,1034144007,-1142399358,-1108848982);sum2=W(0,-1109307779,1040605589,-1109271051,-1130376652)+W(1,-1105231849,1068278024,-1117670218,998991648)+W(2,-1110904873,1035466738,-1099193318,-1124853008)+W(3,1012787248,1025845624,-1111928806,1033926100)+W(4,-1097221185,-1097745138,1029552052,-1098570547)+W(5,1068017963,-1100990121,-1101762859,-1087670872)+W(6,1049832589,-1119653306,-1094879980,-1103240593)+W(7,1035573068,1046656503,-1099498770,1018913792);WS(-1099128120,1074104605); +sum1=W(0,-1114738061,1036082771,1031876531,1001695642)+W(1,1035838167,1045634202,1049670772,-1137881464)+W(2,1043227732,1044499416,1039176783,1036976671)+W(3,1041576607,1036111714,-1115296143,1024532056)+W(4,-1127447088,1037331996,1039516460,-1106225286)+W(5,-1084335000,1024672505,1048871226,-1114090766)+W(6,-1106295064,1040216275,-1111706306,-1092101927)+W(7,-1103209586,-1129216251,1018355325,-1108352670);sum2=W(0,1026289226,1048908439,1057121124,-1125983803)+W(1,1036989304,-1101738899,1042597022,1003361806)+W(2,-1127516251,-1114490175,-1101518001,-1121376018)+W(3,1020382491,-1111061815,1032222895,999276462)+W(4,-1081617292,-1105528539,-1097055530,-1097673861)+W(5,1066557847,1060807350,-1094090339,-1083990029)+W(6,1021212715,1007168711,1045798092,1050089807)+W(7,1048167829,1024157832,1021142275,-1107462587);WS(1043392312,-1114334171); +sum1=W(0,1027676176,1051603231,1046571639,1041086874)+W(1,1038182418,1063881062,-1114765098,1029494548)+W(2,1014428948,1039261900,1036439434,1033375641)+W(3,1036956537,1039119196,1049353410,1016176348)+W(4,-1100311555,1031499310,-1108043111,-1101297859)+W(5,-1092551191,1047470620,-1123479337,-1090719068)+W(6,-1095549099,-1113522785,1029157954,-1093343060)+W(7,-1097401399,-1108903402,1032866554,-1102133676);sum2=W(0,1034144522,1041464609,-1110774431,1032922039)+W(1,-1106146153,1063858171,-1089347840,1035186417)+W(2,1014708981,-1105498679,-1103182741,995983013)+W(3,-1122673776,-1107403517,1046443094,-1118508182)+W(4,1024001520,1038622987,-1111786600,1024080221)+W(5,1062496232,-1094555153,-1098326560,-1102975683)+W(6,1034761930,-1107944280,-1110476474,-1104694448)+W(7,-1126790312,-1119406695,1045574278,-1113235807);WS(1055141020,1060902337); +sum1=W(0,-1133288704,1052483105,1057965143,1034435725)+W(1,1033934442,-1122504460,1052696320,1026181508)+W(2,-1118188821,1049027177,1052884304,1030709219)+W(3,1035419593,1045790650,1046782257,1027652318)+W(4,-1121795134,1006999415,-1104499136,-1123568702)+W(5,-1084201687,1029709087,-1153162900,-1094115828)+W(6,-1096042081,-1155692311,1036285529,-1093347107)+W(7,-1101051195,-1111952258,1013713298,-1098441692);sum2=W(0,1017945729,-1075189642,-1070666261,1043194323)+W(1,-1117717167,1076566585,1068575013,992756489)+W(2,-1108161809,-1098049115,1056539999,1023440269)+W(3,-1115924363,-1112346970,1036076910,1034607052)+W(4,-1106608294,1010301074,-1101126135,-1098866335)+W(5,1049134123,1046700061,-1107911121,1051129947)+W(6,-1097073139,1026363561,1020103457,1047751107)+W(7,1016205049,-1137869730,1035420194,1011007330);WS(-1090579868,1070279725); +sum1=W(0,-1102328821,1050349544,1048430680,1032329895)+W(1,-1098061089,1057014372,1052980239,-1113203900)+W(2,1034205973,1038273502,1057962188,-1105344998)+W(3,1041435478,1049777060,1046276062,-1106552005)+W(4,-1091335294,1012204235,-1129281319,-1101560157)+W(5,-1084573078,-1115372202,1033674783,1039656780)+W(6,1043587871,-1111454739,-1108117804,-1103450436)+W(7,1002064136,-1109943484,-1115265901,-1098888483);sum2=W(0,1036995374,-1102736131,1027892228,987673807)+W(1,-1094252408,1059241808,1034852634,-1095509641)+W(2,-1103179232,1043446486,-1103859919,-1119095571)+W(3,-1114181285,1004807604,-1109795439,1040985329)+W(4,1049007178,1028221332,1005138532,-1103141235)+W(5,1060311666,-1128511149,-1123669832,-1090760003)+W(6,-1100012675,1006285508,1032914452,-1129798465)+W(7,-1113144024,987177167,-1122773902,1051746582);WS(1058381774,-1086956646); +sum1=W(0,-1149835360,-1100460324,-1096145742,1005434106)+W(1,1036055789,1033532617,-1096424577,1034370117)+W(2,-1173712576,1042033667,1049990129,1007595428)+W(3,-1119060568,1021597150,-1147483724,-1122685332)+W(4,1039571170,-1120107684,1026532260,1046241393)+W(5,-1110152984,-1123297125,-1107524072,1054608457)+W(6,-1103984787,1041584782,1032832748,-1100950084)+W(7,1016207588,1023439817,-1111048693,-1122634471);sum2=W(0,1069067455,1035642194,1049113865,1073050559)+W(1,-1073893027,-1114871718,-1105600932,-1096535796)+W(2,1038335059,1034875990,-1104998692,-1077684470)+W(3,-1109196141,1019116562,1004288083,994568047)+W(4,-1101089925,1035361564,-1123382260,1048373410)+W(5,-1113393188,1000972215,-1105239942,1050248373)+W(6,1032989733,987872957,-1112223483,1015693919)+W(7,1041247426,1019016937,1016564448,1024635942);WS(1051792028,1027146209); +sum1=W(0,1031492470,-1099279313,-1096555104,-1173418992)+W(1,-1111745573,-1086728512,-1102472206,1030866682)+W(2,1032231158,-1099704976,-1098029143,1037975597)+W(3,1029296729,-1088435526,-1107704157,1021051177)+W(4,1043543405,1032372106,1037767898,1048715847)+W(5,1048944276,1030986133,1031937048,1045948678)+W(6,1041023999,1038793940,1035090980,1053562136)+W(7,1046674105,1043937550,1031982829,1031959404);sum2=W(0,1067013205,-1080654015,-1071495861,1076285256)+W(1,-1103468782,1053690657,-1092768710,1054912747)+W(2,-1086354611,1059230433,1062196550,-1082179927)+W(3,-1077304359,1069826015,1065208788,-1086555076)+W(4,1044446905,-1130255717,1024798548,-1089164092)+W(5,1049463752,-1129289568,-1111620633,-1089831336)+W(6,1055604285,-1147177200,1022374674,-1116071286)+W(7,1049830695,990531682,1008723412,-1102169042);WS(-1116843232,1041538044); +sum1=W(0,1041393778,1048646402,1050813118,1038718416)+W(1,1040958951,1037057641,1043671731,1023355030)+W(2,-1112360254,1052799074,1050123337,1040537034)+W(3,1047211822,1042212684,1037436293,1043346413)+W(4,-1107072481,1032833522,-1107356403,-1091780513)+W(5,-1088265503,-1185162751,-1126022145,-1097953353)+W(6,-1091053114,-1123581176,1038008293,-1105750724)+W(7,-1091261766,-1116284746,1033129910,-1121572392);sum2=W(0,1025248710,-1124324076,-1090048491,-1127892588)+W(1,-1114879615,1047668544,-1092974499,-1127740272)+W(2,-1135605467,1052455522,1042122418,-1125515678)+W(3,-1118452308,1052515578,-1102075660,1015277154)+W(4,-1080184847,1067215194,1071993665,-1076486023)+W(5,1048567939,1014309155,1068762214,-1080442855)+W(6,1068938556,-1077318729,-1079656754,1066323214)+W(7,1058048535,-1086246531,-1083078137,1066205534);WS(1045082936,1047750074); +sum1=W(0,-1105827232,1036533543,1038967959,1017867382)+W(1,-1098507795,1057427781,1048524561,-1139557912)+W(2,-1113781499,1044700722,1057555836,-1112138258)+W(3,1024003356,1046059755,1037485187,-1117154624)+W(4,-1101431328,1000061951,-1117189504,-1107005280)+W(5,-1099209723,-1102176472,1034808454,1044741561)+W(6,-1117912777,-1102956733,-1102736460,-1103886606)+W(7,1024367918,-1108156515,-1113728179,-1108908881);sum2=W(0,971431442,-1109323954,1024857236,1003184961)+W(1,-1133283297,-1105665514,1026446282,-1131894760)+W(2,1031831407,1024492508,-1116186208,984723076)+W(3,1031681833,-1148808497,-1121629964,-1125590160)+W(4,1030818718,-1121823736,1037587704,-1114215978)+W(5,1056963612,-1107079097,1045339410,1031262679)+W(6,975724297,-1102678968,-1090072253,1055283667)+W(7,1026784592,-1123463096,-1103014356,-1116339968);WS(1059869006,1015916977); +sum1=W(0,1039164638,-1102716146,-1103727218,-1111801867)+W(1,-1118862224,-1092420393,-1089648586,1023424768)+W(2,-1099094340,1052180160,1049092536,-1114194639)+W(3,-1096321008,1046058153,1032231232,-1118811114)+W(4,1051739903,-1106752078,-1115491581,1051877295)+W(5,1055627629,-1112797325,-1104830517,1057614174)+W(6,1008315659,1030088557,1038662167,-1096079006)+W(7,1039975892,-1175801754,-1131680577,-1121275805);sum2=W(0,-1104433368,-1091764889,-1090644207,-1113427160)+W(1,-1117600576,1065407690,-1109333336,-1104169884)+W(2,1039627671,-1109931470,-1098732665,-1102319880)+W(3,1047721667,1041133481,1043714297,-1097619580)+W(4,-1120815960,-1135559136,1038986783,1034414883)+W(5,1059846520,-1120264784,1033390214,995253792)+W(6,1008884504,1019376128,-1104270640,1048874179)+W(7,-1103318888,-1142244432,-1111461786,1021072320);WS(1054131356,-1077482588); +sum1=W(0,989703980,-1100083265,-1101215881,-1100136045)+W(1,-1117800461,-1088812180,-1091699940,-1114161471)+W(2,-1112319975,1033042241,-1095974704,1013262449)+W(3,-1103330903,-1102789769,-1095224480,1027862775)+W(4,1039854844,-1120855287,1047064142,1045307006)+W(5,1056393300,-1122501592,1042850313,1051542530)+W(6,1059113280,-1111473941,-1118254671,1053327664)+W(7,1055440053,-1109190398,-1119385054,1049428707);sum2=W(0,1055692800,1024719031,1063396296,-1098032416)+W(1,-1100435053,1073645059,1065491656,-1101668743)+W(2,-1094416925,-1074198531,1060161647,-1089098280)+W(3,-1104551065,-1083400329,-1081296593,-1099202751)+W(4,1032661901,1049215120,-1093635160,1043414797)+W(5,1063424749,1050905898,-1090478816,1058961916)+W(6,-1098776178,1042380471,-1135528507,-1096580753)+W(7,-1092624053,1054277265,1032695397,-1115458644);WS(-1082679118,-1072338335); +sum1=W(0,998650886,-1099976035,-1092407662,-1126832308)+W(1,1045660229,1049242330,-1098757312,1029713605)+W(2,1001090478,1049104969,1052609817,-1125245511)+W(3,-1128346278,-1170516592,958956607,-1126242526)+W(4,1035459839,-1118647007,1032452512,1041636256)+W(5,-1097348797,1019901759,-1113994637,1053507448)+W(6,-1099322690,1041545965,1026546307,-1097111418)+W(7,1009511091,1027607012,-1113342195,-1116731426);sum2=W(0,-1073602631,1043301860,-1099529380,-1069228184)+W(1,1076866983,1044685536,1054858487,1021776922)+W(2,-1101499289,-1097491140,1062109344,1069809281)+W(3,1036050969,-1113127688,-1149319294,1013617559)+W(4,1041147606,-1112019052,-1144476451,-1112044089)+W(5,-1106846135,1018899191,1036271953,-1119872164)+W(6,1035368326,-1126672913,-1114284680,1042271976)+W(7,-1115137330,-1146921887,-1112053703,1025827813);WS(-1125906880,1029353026); +sum1=W(0,1040928385,-1087911853,-1082830235,1052620124)+W(1,1034478636,-1115166792,-1088553290,1053619569)+W(2,1027228408,1046902211,-1104403058,-1149501032)+W(3,-1143379631,-1115398454,-1140598044,1033816441)+W(4,1048894344,1031982257,1033131793,1044570800)+W(5,1052323270,1037418321,-1118254573,1054767249)+W(6,-1092690897,1053685367,1045103465,-1096342700)+W(7,-1089842615,1056771243,1032758420,-1112660402);sum2=W(0,-1105901664,1032004261,-1123374674,1052242091)+W(1,-1098081544,1055897675,1057464262,1041713460)+W(2,-1140318759,-1099401944,-1108453649,-1101414896)+W(3,-1108472633,-1092934450,1039811869,-1123485994)+W(4,-1109896025,-1117902306,-1109756837,-1088438592)+W(5,1057898227,-1101499608,-1106560728,-1106721416)+W(6,1041656473,1042131382,-1114554169,1044097375)+W(7,1033994653,1048148308,-1104786072,1042751001);WS(-1080878567,1068324028); +sum1=W(0,1019310859,-1103458412,-1095139206,-1115471279)+W(1,-1115193805,-1094785898,-1090917913,-1121098697)+W(2,-1104713039,-1118370765,-1100131090,-1153442440)+W(3,-1094675607,1044057356,-1102569730,1023975060)+W(4,1049561152,-1118469827,1032811018,1057833304)+W(5,1054221326,-1109399058,-1107876783,1058273109)+W(6,1048985266,-1109945243,-1121957752,1050583410)+W(7,1045920684,-1144681671,-1125987028,1041261354);sum2=W(0,1032420914,-1132353885,1052263517,-1122597644)+W(1,1029919127,-1086124512,-1113437764,-1109997244)+W(2,1025876905,-1137529969,-1134522929,-1129031901)+W(3,1025649559,-1111439550,1041285329,-1121404056)+W(4,1077171750,1017945885,1037076324,1084267296)+W(5,-1066836895,-1105598049,1045994672,-1076080701)+W(6,-1128728545,1027437378,-1115453382,-1073829589)+W(7,-1109934248,1032857588,-1112127416,-1128683125);WS(-1106960696,-1099012034); +sum1=W(0,-1119077260,-1099370430,-1099071342,-1114528403)+W(1,-1119877760,-1086538844,-1089278443,-1143558020)+W(2,-1096650748,1041376829,1010994112,-1109244232)+W(3,-1100402892,1049345155,1042854492,-1112604445)+W(4,1049964157,-1115766890,-1109121109,1055554285)+W(5,1056629915,-1120868875,-1114965299,1061104081)+W(6,1042073805,-1114495407,1034547527,1049997315)+W(7,-1123516568,-1118254096,-1139584324,1031563405);sum2=W(0,1028908115,-1136470458,1027806287,-1116593925)+W(1,1037914955,-1122048333,1039840949,999050165)+W(2,-1105957739,-1105275062,1057135276,-1106109711)+W(3,-1113783754,-1105721601,-1096566133,-1123834115)+W(4,1006654490,-1116529299,1024756439,1032648371)+W(5,1057985079,-1128153177,-1107372324,1052059722)+W(6,-1131926605,-1123338691,-1142966917,-1090440242)+W(7,-1124260101,1018182189,1013415162,1018741845);WS(-1103089976,1059868827); +sum1=W(0,1033737723,-1096562704,-1091300264,1026631887)+W(1,-1130496915,-1094386976,-1087537316,1034000797)+W(2,-1105866475,1045093007,1044429902,-1106694966)+W(3,-1098705919,1044615672,1040636078,-1106727101)+W(4,1050565142,-1140469197,1031003956,1056895190)+W(5,1053939124,1032926090,-1108911023,1059766350)+W(6,-1109922270,1034482579,-1120892680,-1108577640)+W(7,-1100982776,1045052014,-1136817768,-1122075862);sum2=W(0,1038307608,-1101986459,1044376552,-1114832682)+W(1,1031259614,-1112738770,1025272345,-1109268272)+W(2,-1118450441,1042085570,1014008179,-1136199018)+W(3,-1125957173,1027010884,-1110075404,1025376385)+W(4,-1094811671,-1076225566,-1084839384,1052671036)+W(5,1052706603,-1088390497,-1074779618,-1106762472)+W(6,-1100877636,1071357616,1066038403,1040752903)+W(7,1036345951,1050587817,1068318141,1051973899);WS(-1089897038,998399462); +sum1=W(0,-1099771006,-1109889234,-1114312802,-1100326508)+W(1,1030998252,-1098209637,-1092992143,-1103969415)+W(2,-1129527451,-1096464604,-1116385180,-1111096702)+W(3,-1124899748,-1109224641,-1111889198,-1115021151)+W(4,1047140918,-1114407115,-1141222070,1049930251)+W(5,1062808044,1017922927,-1106384368,1060325312)+W(6,1048691588,-1125954964,1023432554,-1128865717)+W(7,1043572929,1020452535,-1121716413,-1137813989);sum2=W(0,-1089233591,1032844980,-1113696880,-1094975511)+W(1,1033778332,1037917830,1066397244,-1089977002)+W(2,-1137053176,1032622380,1039504138,1006981461)+W(3,979684320,-1119563165,1021506052,-1125132764)+W(4,1036803698,-1117299445,1029862812,1023473326)+W(5,-1104280508,1031377784,1025970568,-1129026618)+W(6,-1121975322,1022461928,-1122944997,1024702770)+W(7,-1138205260,1024270227,-1130740686,974010432);WS(-1096120220,-1099720911); +sum1=W(0,1027883172,1050583742,-1105594052,1052677544)+W(1,1036941212,1050761182,1030711656,1046184634)+W(2,1039372749,1051859318,1044997418,1037786724)+W(3,1040590154,1052858474,1041579690,992842790)+W(4,-1120505890,1026529890,990296621,-1101878153)+W(5,-1087347673,1031039363,1039246623,-1094174707)+W(6,-1092171165,1036921611,1038193547,-1091299260)+W(7,-1087724293,1007468831,-1115076484,-1105854769);sum2=W(0,-1131846701,-1095435966,1023777345,1040381409)+W(1,1015259161,-1085163747,-1111411494,1030695069)+W(2,-1164136976,1052695808,-1100600319,1026868853)+W(3,-1109936403,1051545155,1041440525,-1121164685)+W(4,-1146822820,-1096899181,1022623295,-1110031849)+W(5,-1074171332,-1107180310,1049343346,-1089001391)+W(6,1048168469,1020495459,1043071461,-1078760233)+W(7,1072577306,1050115198,1017314953,1074132102);WS(-1080112807,-1111145054); +sum1=W(0,-1106341774,1049617192,1049824404,-1103297132)+W(1,1024154699,1031972225,1059552348,-1098278655)+W(2,1034961350,-1097823136,-1085661228,1037514093)+W(3,-1109009483,-1119831648,-1114326813,-1125780682)+W(4,-1122989109,1042898005,1026400021,-1133975251)+W(5,-1137351813,-1145221295,1041608840,-1086286580)+W(6,992708574,1041904442,-1102084285,1056970252)+W(7,1040424089,1042525799,1038246926,1021582000);sum2=W(0,-1109734283,-1100922013,989910477,1041258750)+W(1,-1113561957,1051742866,-1096844113,-1123542769)+W(2,1026811493,-1105813951,-1100235579,-1110564237)+W(3,1024057869,-1136706867,-1151284621,-1130694514)+W(4,1016064722,1041809078,-1109794979,-1134607603)+W(5,1057819912,982123162,-1126381362,1041392492)+W(6,-1113868277,1026735929,-1119465765,1047439582)+W(7,-1114600003,-1114678252,1019553626,-1118083589);WS(1043409720,-1105036943); +sum1=W(0,1033970558,-1095924673,-1096303173,1040191749)+W(1,1046767380,-1092831585,-1093807736,1042494496)+W(2,1032778168,-1126846855,-1096756208,972615552)+W(3,1032356247,-1098580285,-1115229280,1032217109)+W(4,1041748910,1041917006,1041655059,-1115184605)+W(5,1042876074,1039311757,-1160531625,1044442592)+W(6,1018241414,1043700571,1020654492,-1140612185)+W(7,1034858676,1036396440,1034107952,1027878365);sum2=W(0,1010119787,1043340308,-1139047739,1027808259)+W(1,-1113418759,-1096910874,-1106790738,-1111510504)+W(2,-1121052855,-1115460243,1040059331,1032132185)+W(3,1010692603,-1120741339,1017581734,1014515195)+W(4,1026247831,-1093511024,-1095774205,986751832)+W(5,1040723354,1053173071,-1089533357,1065364148)+W(6,-1113647147,1027584935,-1106558855,1038861011)+W(7,-1135975307,1014681515,-1121443175,1041604470);WS(1035857520,1029952289); +sum1=W(0,-1105351783,1029971495,1037051011,-1143077795)+W(1,-1106526780,1035603988,1049064844,-1113811952)+W(2,999420801,-1098557596,-1083894414,1035289215)+W(3,-1113970285,-1130790920,-1111645039,-1129002434)+W(4,-1106469910,1043652126,-1121149466,-1110400621)+W(5,1058276716,1035104701,1027875988,-1094483622)+W(6,1050633420,-1123554317,-1114346217,1056346487)+W(7,1026109447,1025377311,-1130799743,1042325343);sum2=W(0,-1101077931,1046485772,1026484093,-1118517607)+W(1,-1087996420,1071267691,-1098019518,1029148161)+W(2,-1108756119,1032470282,-1082674625,1047526016)+W(3,1024464693,-1113199029,-1106613565,1038718292)+W(4,1030900361,-1114630284,1008581907,1039465846)+W(5,1064954318,-1097625455,-1106945018,1048118782)+W(6,-1118487613,1024110641,-1156379726,-1084489705)+W(7,-1120012731,1036291722,1020048570,-1112021711);WS(1058189134,1034857672); +sum1=W(0,-1105475825,1044072484,1031241360,-1171748679)+W(1,-1108837708,1051374554,1057114388,-1097172873)+W(2,-1131134898,-1099379283,-1083662360,1038034707)+W(3,-1119273967,1018101850,-1121036423,-1113151849)+W(4,-1094075536,1045893176,987174985,-1100969760)+W(5,1060030327,1031954257,1042860595,-1082247827)+W(6,1046921459,-1137288661,-1120638978,1058651386)+W(7,1036514264,1029972391,1037681908,1041721673);sum2=W(0,1036204547,-1114489126,1020569783,1003810984)+W(1,1041029203,1052640914,-1121260135,-1101998989)+W(2,1044393168,-1098121773,1059150102,-1098215637)+W(3,1027560485,-1110248773,1037147118,-1110527635)+W(4,-1099380876,-1104004872,1043745048,-1128982694)+W(5,1059611184,-1121067579,-1104165612,-1101918458)+W(6,-1094102036,1032515174,-1100369008,1040381797)+W(7,-1113935142,1000033398,-1114899975,1028175839);WS(-1107450480,1040804833); +sum1=W(0,1022226221,1047969017,1040473489,1040192716)+W(1,-1117682794,1060667554,1044185574,1002013395)+W(2,1000424795,1049088596,1057909434,1001040843)+W(3,1025306833,1042416864,1038016429,-1120982404)+W(4,-1098407451,1020416041,-1124855402,-1095196747)+W(5,-1089168888,1045737613,-1160070647,-1087290490)+W(6,-1119291421,-1103624738,-1101676720,-1111951852)+W(7,-1112956481,-1115902938,-1104451167,1031577591);sum2=W(0,-1117243126,-1107065949,-1124633329,1014727333)+W(1,1027900147,-1094200388,1041729284,1029406572)+W(2,-1114664521,1040214496,-1104959017,-1112527674)+W(3,-1107116047,1049039902,1005029260,-1111634336)+W(4,-1111801245,-1136702760,-1111611661,1026257754)+W(5,1052541581,1050798725,-1103677442,-1084100906)+W(6,-1111707080,-1111536822,-1105828213,1070744988)+W(7,-1107038609,-1140667375,-1106506739,-1127513012);WS(-1113867888,1064515135); +sum1=W(0,-1107046062,1043460993,1048061265,-1113562537)+W(1,-1098739202,1062873548,1060048584,-1103978495)+W(2,1019693149,1023528257,-1119786749,-1122423580)+W(3,1020558520,-1137576074,-1106657727,-1116789880)+W(4,-1098944190,-1148623547,-1105945126,1011269086)+W(5,1045822761,-1114838028,-1111558073,-1107431310)+W(6,-1112998912,-1117915947,-1101841139,1025265092)+W(7,-1104660585,-1122252061,-1106868487,-1142662356);sum2=W(0,1012385731,-1129472106,1022878354,-1145158406)+W(1,1024197601,1049544336,1044961455,1016118130)+W(2,-1119519161,-1131221354,1030346877,-1112179804)+W(3,-1113792718,-1093377057,-1095482557,-1127326042)+W(4,1015658802,-1123973089,1010204019,-1111624996)+W(5,1057430996,1022031298,-1157676569,1040055751)+W(6,1020564842,1023003938,-1124728962,-1114498280)+W(7,1019749938,-1141925830,-1121117277,-1112131584);WS(1051333020,-1087054195); +sum1=W(0,1019002067,-1096771599,-1104387605,-1112042433)+W(1,1046618143,-1093976551,-1102529947,-1115058903)+W(2,-1148774132,-1129150690,-1089735051,-1107874438)+W(3,-1154881470,-1098135714,-1101876091,1036768028)+W(4,1048899277,-1098301717,-1113527444,1052246829)+W(5,1044227957,1044013586,-1095193948,1054136106)+W(6,1046377228,1038700845,-1107288943,1060328029)+W(7,1045432325,1019966234,1024370318,1045160291);sum2=W(0,1029900262,-1112610934,1041392892,-1114066012)+W(1,-1110038644,1025557898,1041587346,-1114806697)+W(2,-1110070018,-1102485451,1055783298,1036646832)+W(3,987867800,1039502616,988088600,1020625547)+W(4,1046575198,-1095644935,-1097547793,1044719218)+W(5,1055420600,-1095936036,-1102972970,1050162797)+W(6,-1100701871,-1113902766,1028020818,-1099287148)+W(7,-1119304428,1018696751,-1135974783,1033323822);WS(-1120103648,-1090070191); +sum1=W(0,1024592611,1050801054,1049030490,-1117418940)+W(1,1049918615,-1116228463,-1111205267,1040968250)+W(2,1035134604,-1102511675,1050512309,1034410595)+W(3,-1144523437,1039656998,1034763283,-1119948353)+W(4,-1094705236,1032013281,-1114427969,-1112262737)+W(5,-1085341341,1047944497,-1110419822,1042055990)+W(6,1036298997,1025392341,-1132367051,-1106227665)+W(7,-1110564136,-1120201127,-1111046724,-1138448657);sum2=W(0,-1141997982,1040228902,1046354401,-1122606938)+W(1,-1120462650,1061896257,-1143835982,1027805544)+W(2,-1105726471,-1098049024,-1080731069,-1100560083)+W(3,-1113668318,1032253740,1026943708,1025575588)+W(4,-1102583710,1036845124,-1118515993,-1124762815)+W(5,1059397472,1043676745,-1106443071,1052785838)+W(6,-1126645315,-1128858827,995709275,-1120768779)+W(7,-1122685018,-1127110207,-1112152255,1011421951);WS(1060158670,1068766623); +sum1=W(0,-1131098839,1049784895,1056712636,-1116432453)+W(1,1034945056,1044163070,1057908127,-1099753724)+W(2,1040823512,-1122504371,1028198895,-1122123599)+W(3,1050332416,-1096645803,-1123329903,1040184285)+W(4,-1102593034,1033948341,1040295867,-1087151539)+W(5,-1094800699,1027113355,1031077093,-1089291740)+W(6,-1120242995,-1117547229,-1132674679,1036808107)+W(7,-1132187055,-1137741501,1040274980,-1127465369);sum2=W(0,-1108907739,1058983203,-1098232449,1036379663)+W(1,1073213180,1047923452,1016986873,1070189048)+W(2,-1076673488,1031365639,1033582270,1065321765)+W(3,-1072585926,-1107019906,1038048757,-1079893128)+W(4,1035811659,-1120240179,-1120677803,-1128107780)+W(5,-1105399966,-1109097268,1029686139,1040144345)+W(6,1039880527,-1109042515,1041308319,-1110681209)+W(7,1018297481,-1131123922,1034493417,-1116001167);WS(-1112459888,1031046963); +sum1=W(0,-1129483154,-1120462421,-1128634346,-1112719265)+W(1,-1091575740,1056781779,-1112785958,-1103727283)+W(2,-1155155940,-1108013960,-1153409228,-1104335643)+W(3,-1105426861,1027667442,-1118230989,-1114094348)+W(4,-1103778738,-1114915140,-1115081924,1043326546)+W(5,1067939282,-1096588493,-1104237825,1050524372)+W(6,-1132710977,-1114726045,-1108534894,1048587330)+W(7,1036777787,-1111746006,991235804,-1109505653);sum2=W(0,1013020612,-1129818230,1037241732,-1119086167)+W(1,-1108719150,-1074141953,1029187991,-1141008560)+W(2,-1145112744,-1124211508,1019083994,1023891147)+W(3,-1116478859,1027168441,-1122886966,1018251990)+W(4,1028260797,-1115730540,-1131518324,-1114652243)+W(5,1072760747,1034705438,1036245214,-1112264831)+W(6,-1131878972,-1133917220,-1119172530,1042535682)+W(7,-1129254230,1018465006,-1114007324,1037493286);WS(-1086783566,-1086791567); +sum1=W(0,-1153026662,-1093442522,-1095708330,-1115195632)+W(1,-1108787789,1044632085,-1098161001,-1134496297)+W(2,-1145121243,-1107384199,-1091375169,-1119803561)+W(3,-1110064394,-1104664012,-1100078210,-1131708777)+W(4,1018199561,-1121101892,1041725033,-1123676804)+W(5,1064261167,-1103584185,1034570216,1037878573)+W(6,1052226946,-1122033784,-1108866704,1057417647)+W(7,1047330733,1022321300,-1117964907,1046948682);sum2=W(0,-1121810184,-1079753374,-1077397139,1031515378)+W(1,-1119765868,1073378801,1044674665,1010081392)+W(2,-1106495935,-1109376902,1056367001,1035546479)+W(3,1003402623,-1118889676,1035615024,1028378344)+W(4,-1097085111,1035985281,-1112896962,-1134939312)+W(5,1007836336,1031953140,-1105060263,1052841311)+W(6,-1118570548,1031289566,1022446080,1044809025)+W(7,1010750288,-1150317246,1032016077,992033726);WS(-1096711324,-1080143969); +sum1=W(0,1025399430,-1094144146,-1095339398,-1135181951)+W(1,1041786535,-1089314149,-1093853897,1033906501)+W(2,1003671004,-1110956839,-1089126233,-1133559462)+W(3,-1105366874,-1113909272,-1129083412,-1123695637)+W(4,1049483953,-1123204644,1026786373,1050582337)+W(5,1046728732,1031608549,1006467326,1045129706)+W(6,1051092970,1017185520,-1135165794,1045641984)+W(7,1057307443,1009923752,996324016,1049638101);sum2=W(0,1004932796,-1134375038,-1108118447,1023911567)+W(1,1022775023,1037995724,1035251904,-1119124867)+W(2,1036397588,1037707684,1050162042,1011639102)+W(3,-1106309084,-1101285996,-1111062570,999444348)+W(4,-1138359022,1020475455,-1112738860,1044892126)+W(5,1074655410,1047698054,-1102926770,1063133445)+W(6,-1083132698,-1117927031,-1113839430,1070062472)+W(7,-1073687480,1041743674,1017195567,-1073510095);WS(-1089880270,1068594400); +sum1=W(0,1023170830,-1091458130,-1104513741,-1114467040)+W(1,-1107800974,-1100997781,1034367029,1036273894)+W(2,-1106779367,1047811540,-1095286649,1029867434)+W(3,-1110449433,-1109179032,-1096228817,1024593089)+W(4,1042545281,-1120682309,-1118490053,1050219169)+W(5,1042739212,-1110241363,1031296832,1048674674)+W(6,1034908007,-1107012174,1034289100,1053624831)+W(7,1049808694,-1126204757,1021221591,1034674708);sum2=W(0,-1117028113,-1134091777,-1133064657,1030004067)+W(1,-1066126465,1081917443,1045929484,-1105887481)+W(2,-1122550707,1028310407,1043726141,-1104777348)+W(3,1023720579,-1116064873,1016764395,-1130918117)+W(4,-1113615539,1025775761,-1119836251,1024174065)+W(5,-1097201480,1041573100,-1118489229,1032698350)+W(6,-1107697461,1030764051,-1124268877,1033613382)+W(7,1018371831,1018350967,-1116797441,1029778305);WS(1067475431,-1126058166); +sum1=W(0,1043040440,-1108210069,-1097851361,-1108052732)+W(1,-1097574342,1055911149,-1084429932,1048922396)+W(2,-1101774749,1035827603,1041902328,-1119673025)+W(3,1007801026,-1107003538,-1115594513,1019400344)+W(4,1048929252,-1109622414,1040199303,1049362324)+W(5,1047147106,-1104274751,1041203782,1054104112)+W(6,1049622021,-1116198608,1047880876,-1085779789)+W(7,1037086373,1036701569,-1107876353,1019477630);sum2=W(0,-1113150555,1046742995,1020731454,1013753738)+W(1,1042650722,-1104352239,1045156685,1015248850)+W(2,-1105652199,1045331461,-1089864705,1040818978)+W(3,-1120377801,1016214593,-1109224259,1033430289)+W(4,1034035253,-1099358283,1009873360,-1120697178)+W(5,-1128318417,1046693145,1039470065,-1094710566)+W(6,1025091411,1030627793,1036008061,1045040370)+W(7,1019751894,-1132110931,1017876415,-1106535436);WS(1060496974,-1099362699); +sum1=W(0,1036662868,1041317773,-1109706041,1054706808)+W(1,1033303646,1049334366,1051554925,1045895019)+W(2,-1130190200,1053590462,1051166813,1044095763)+W(3,1040746168,1055551482,1049285205,1035564779)+W(4,-1123237413,1015757258,-1129324363,-1098091909)+W(5,-1083798889,-1112852963,1021341985,-1091928498)+W(6,-1087007295,-1127492145,1041804248,-1095315343)+W(7,-1094550458,-1114905285,1039262630,-1097088265);sum2=W(0,-1084887580,1058818874,1077926840,-1073385920)+W(1,-1081800202,1074845707,1060159151,-1083140914)+W(2,1037413129,-1084431515,1061906872,-1085954594)+W(3,1054210787,-1087315344,-1126824848,-1096433065)+W(4,-1089669880,-1121878040,-1094451238,1032559783)+W(5,1059775011,-1120435570,-1173171215,1045764296)+W(6,-1094536545,1053315192,-1115590029,-1103860568)+W(7,-1099186518,1052978812,-1107838893,-1133232881);WS(-1078369703,1041267413); +sum1=W(0,-1098405416,-1112635974,1041630887,1024386586)+W(1,-1098286219,1041292515,-1132435208,1044040033)+W(2,1045750173,1016159377,-1091497929,-1130684104)+W(3,1041584973,-1101611546,-1139597330,-1098338270)+W(4,1051293608,1018393854,1016693023,-1102607056)+W(5,1052507157,-1095618428,1046099151,-1094040968)+W(6,-1105775474,-1117949682,1018959206,1056853585)+W(7,1026100205,1040982949,-1118540325,1049412460);sum2=W(0,1028814353,1038714809,-1097925659,1035615459)+W(1,1052250964,-1101970047,-1077657685,1062855981)+W(2,-1106019250,-1114182260,-1098468896,1056109526)+W(3,-1115640692,-1130122971,-1104046747,1048995011)+W(4,1033337220,-1103657321,1020457849,1043665288)+W(5,-1113114333,1058024935,-1109823715,1051048913)+W(6,1040975429,-1105846491,1056999181,-1085664062)+W(7,1034778788,-1112374505,1042595027,-1109605260);WS(1049151900,-1114127847); 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+sum1=W(0,-1099483503,1049571969,1043069042,-1131562670)+W(1,-1102405700,1053095529,1061428532,-1106193120)+W(2,-1113568905,-1119868742,-1115069793,1021119810)+W(3,1030255032,1043118346,1027160065,1009340592)+W(4,-1106599551,-1106453175,-1108650254,-1108681470)+W(5,1046689338,-1102088711,1008661917,-1097709592)+W(6,1006738196,-1104754348,-1123233168,1029025472)+W(7,-1111789333,-1114502129,-1136963210,-1120287391);sum2=W(0,-1149491589,-1115161102,1017109065,1012371361)+W(1,-1165255819,-1111308586,1012418345,1023756477)+W(2,1019335917,-1106016138,1015942947,-1111467932)+W(3,1010513313,1026481588,1015823021,-1140694601)+W(4,-1109821790,-1097972516,-1103671135,-1110016822)+W(5,1031379047,1049769129,-1094449842,1060485172)+W(6,-1114576028,1022790203,999148403,1046805034)+W(7,-1114618076,-1146831635,1032463998,1024897044);WS(1060385486,1040268319); +sum1=W(0,-1113839600,-1104706211,-1105770459,-1115333181)+W(1,1041834949,-1112644646,-1085502934,1026945989)+W(2,1010458454,-1112283012,-1102865873,-1100015113)+W(3,-1110169699,-1115522389,-1108020290,-1113704543)+W(4,-1122113023,-1115044751,1022495614,1048230464)+W(5,1065603891,1044329112,997701279,1051932092)+W(6,1054415097,-1113673817,1038196649,-1105250533)+W(7,1046973419,-1115640050,-1105082025,-1122402466);sum2=W(0,-1122287706,1041645390,1041813775,-1115664423)+W(1,-1099350461,1067461852,-1087138046,1044568139)+W(2,1042022920,-1109622665,-1116572542,-1102715015)+W(3,1032474264,-1110133469,-1113357449,1031291077)+W(4,-1094011677,-1119842210,-1120925434,-1142717933)+W(5,1027339570,-1113918825,-1120985148,-1124627987)+W(6,1054026149,-1101147879,-1100833175,1045144111)+W(7,1047364150,-1109170005,-1112018489,-1122353792);WS(1049043868,1050086952); +sum1=W(0,1025810768,-1101354119,-1091279607,-1127858130)+W(1,989092984,-1092016019,-1089232423,1034666762)+W(2,-1119959429,-1104525366,-1089729669,-1115481017)+W(3,-1097661520,-1160888088,-1121438163,1012364567)+W(4,1044465651,1022883995,1028884238,1054362490)+W(5,1058690160,1005443958,1032068165,1050465752)+W(6,1051092259,-1149438996,1007092039,1053482909)+W(7,1051219071,1017307814,-1137072337,1019953121);sum2=W(0,1012065197,1050936278,-1099759289,1030282550)+W(1,-1101566471,1050588571,1018991152,1049708534)+W(2,1038111746,-1121285468,-1112383125,1043525707)+W(3,-1106531005,-1113841779,1039884984,1040589253)+W(4,1068820850,-1076346523,-1078832473,1070065566)+W(5,1075164582,-1072955990,-1075628240,1068572253)+W(6,1053555382,-1088795804,-1093459475,1046261639)+W(7,1058828770,-1090423367,-1099780818,1040055978);WS(-1083655502,1074535575); +sum1=W(0,1028862937,-1096173461,-1100106921,973651072)+W(1,-1111330742,-1101351113,-1088250868,1029517469)+W(2,-1105397947,1034877328,-1092528244,1043404639)+W(3,-1099887737,-1118418050,-1113904430,-1129726574)+W(4,1052529147,996549482,-1122472503,1049212555)+W(5,1060855844,-1125410415,-1111380529,1057957824)+W(6,-1104065896,-1122247818,-1109626381,1050267538)+W(7,1047916353,1037233742,-1108333759,1041335934);sum2=W(0,1032149251,-1112916551,-1116649305,1037582341)+W(1,-1107247151,-1117703407,1044443302,-1135487115)+W(2,-1096732175,1042101117,1049963138,1053968825)+W(3,-1094249638,-1127010106,1046616621,1034930229)+W(4,1041643977,-1112067691,1040538112,-1107051108)+W(5,1053360182,-1115814520,1036263743,1030763641)+W(6,-1089009482,-1104153316,1035849297,-1087331905)+W(7,1059951262,-1116847106,-1104877620,-1110671517);WS(-1132786560,1056578758); +sum1=W(0,1019453021,1050053971,1043718831,1031072232)+W(1,-1127115205,1049535379,1057505465,-1112153353)+W(2,-1105591705,1045418390,1052394474,-1153314582)+W(3,1024604121,1048806335,1044283028,986346381)+W(4,-1104586611,1030360908,-1123786893,-1098888378)+W(5,-1081773448,1035671447,-1123598824,-1090760605)+W(6,-1120283669,-1105554848,1044649456,-1106021324)+W(7,-1103287167,-1108912601,1033186457,1036365944);sum2=W(0,-1106354313,1020064744,1011638864,1040658557)+W(1,-1103628435,1050147177,1049840877,1027144364)+W(2,-1130705048,-1105120318,-1117174472,-1123462592)+W(3,1016031184,-1135769248,-1113970774,-1126068784)+W(4,-1103147627,1033931950,-1109113498,1041865287)+W(5,1053587315,-1102211113,-1120927100,1026998340)+W(6,1036775410,-1101351534,1033328738,-1118058864)+W(7,1030416564,-1112076066,1028877580,-1104140895);WS(1062711758,-1109562142); +sum1=W(0,-1125545776,-1104747337,-1100622401,-1107075140)+W(1,-1112684886,-1083301774,-1103229831,-1121788380)+W(2,-1102890883,-1097610180,1050510715,-1128625782)+W(3,-1102110160,1030737729,-1109077454,-1129119788)+W(4,1049612355,1007433175,1017596397,1053288051)+W(5,1048337697,-1098025711,-1120034657,1059638178)+W(6,1051307580,-1108240645,-1112854653,1052952654)+W(7,1049115768,1020667959,1022176121,1041285742);sum2=W(0,1033804876,-1105772859,977550902,1022257834)+W(1,-1113268759,1063293804,-1098748483,1033963400)+W(2,1029999681,1051039483,-1090033704,-1123922685)+W(3,-1125618402,1022914778,-1104977553,1015463858)+W(4,1042844173,-1107093105,1036504102,-1113927342)+W(5,1059312088,-1089861840,1028160469,-1096777339)+W(6,1037687330,1017532722,-1101525036,-1134320563)+W(7,1004875175,-1116068477,-1122996995,1024487701);WS(1046002488,-1083997249); +sum1=W(0,1044431961,1028498222,-1099156844,-1116203964)+W(1,1046371486,-1079124621,-1096363997,1041235242)+W(2,-1117705943,-1103556299,-1088685662,-1106267745)+W(3,-1109240562,-1106798659,999993136,-1122870401)+W(4,1049400252,1035032656,1025075217,1050076828)+W(5,1020370202,1050189128,1032516798,1050263757)+W(6,1053355933,1039724554,1042510329,1048790666)+W(7,1037276039,1037249299,1027729159,1034829570);sum2=W(0,1024745423,-1091311273,1041875660,-1094982381)+W(1,1017043870,-1148119319,1042706326,-1097113645)+W(2,-1107563793,1010824956,-1098101314,1052555320)+W(3,-1118735987,1030619863,-1094774489,1049262968)+W(4,1044409386,-1107764806,1045890174,1017839086)+W(5,1061393923,-1118443235,1048260200,974632891)+W(6,-1098402228,1041238578,-1097368628,1043955676)+W(7,-1094515595,1042214090,-1116185663,1042935118);WS(-1083255246,-1075588436); +sum1=W(0,-1106371438,1036249778,1026375684,-1154522904)+W(1,1036086422,-1097055709,1056687627,-1105464695)+W(2,-1127243930,-1108055408,-1088556578,1023783355)+W(3,1031412139,-1123388097,-1105944807,1030176790)+W(4,-1113752075,-1119606102,1037990411,-1099839750)+W(5,1050924256,1036476796,1043935324,-1092436626)+W(6,1045926824,-1110940389,-1111337285,1056650964)+W(7,1041066449,1021333175,-1124332025,1039385437);sum2=W(0,1023708058,-1114369361,1032531181,-1117330831)+W(1,-1122435213,1047518334,1017487862,-1133288218)+W(2,1020252429,1027012545,-1122916014,-1139180683)+W(3,-1109968059,1046855474,-1103557501,1025188082)+W(4,1031926890,1067300065,1060766869,1043756688)+W(5,1043258354,-1075696003,-1105945514,-1104593512)+W(6,1049767697,-1106946489,-1102393264,-1096895795)+W(7,-1112657711,-1113285900,1020047431,1019544307);WS(1056055196,1023945849); +sum1=W(0,-1139517988,-1138851412,1036175954,-1104545849)+W(1,-1136100212,-1097789539,1048468083,-1101013315)+W(2,1013350648,-1097071058,-1096999890,-1148373856)+W(3,-1108930702,-1128233700,995622088,-1120654743)+W(4,1009002268,1026875367,-1111539988,1032040419)+W(5,1059870683,-1112873620,-1104005681,1040659763)+W(6,1053644410,-1132670698,-1135793772,1039368714)+W(7,1033002810,-1133516850,1028030253,-1122818538);sum2=W(0,-1135790885,1041801313,-1110992702,1033182461)+W(1,-1145806187,-1083556559,-1115959119,1036058972)+W(2,-1125994579,1026458945,1047402951,1026470367)+W(3,-1152817846,1029289545,1021989349,-1123856921)+W(4,976542168,-1135785781,-1116812221,1011638125)+W(5,-1068720208,1034110873,1013579453,-1106760241)+W(6,1043021822,-1124564059,1048786168,1080067579)+W(7,1027196491,-1110636256,-1115658442,-1118809257);WS(1047050040,1036867972); +sum1=W(0,1040033213,1050476745,1041031945,1031952202)+W(1,1052329098,1054273441,1016870010,1049413776)+W(2,1023712847,1035493153,1041748879,-1134253939)+W(3,1023414180,1041394937,1041656495,-1129317744)+W(4,-1097704487,1033331580,-1117663192,-1098508279)+W(5,-1087382286,1043041286,1012948685,-1091275871)+W(6,-1117526273,-1125396951,-1131302504,-1095309386)+W(7,-1108492595,-1112644847,-1153578470,-1112254893);sum2=W(0,-1098653081,1042859622,-1138324119,-1120609508)+W(1,-1081276780,1068070176,1072071026,-1074671298)+W(2,-1110118090,1040658983,1044485226,-1097107702)+W(3,-1119823807,1035453187,-1118978815,-1137118351)+W(4,1038385587,1026624912,1021280635,-1110367912)+W(5,-1107049493,-1122098825,1026288466,1026263792)+W(6,-1122488627,-1152233050,1040255596,1024907208)+W(7,-1111098449,1006813455,-1126727249,1038809437);WS(1047287096,1059538103); 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+sum1=W(0,1033791775,-1094613753,-1091894661,1027658456)+W(1,-1130834725,-1094605577,-1085886368,1038169633)+W(2,-1107114253,1038006563,1049096200,-1105755912)+W(3,-1102176852,1038046228,1040399888,-1106878767)+W(4,1052727904,1020875129,1024810077,1054730080)+W(5,1054915405,1021660859,-1114253244,1060322284)+W(6,-1113871235,1032412472,1010914050,-1115316932)+W(7,-1098681477,1044096992,1016596422,-1114082704);sum2=W(0,-1111819446,1050929158,-1109006144,-1126607908)+W(1,-1119610542,-1107176811,1025316173,1032709615)+W(2,1029384695,-1122531221,-1123863107,1027594385)+W(3,1032209203,-1115616555,1026796828,-1115269200)+W(4,1063076656,1073053378,1059727060,-1093467963)+W(5,-1090320472,1058093447,1073749745,1048889614)+W(6,1051206364,-1073154062,-1079533534,1046933317)+W(7,-1109796884,-1088004581,-1075936158,997945380);WS(-1087442510,1045166814); +sum1=W(0,1032907600,-1127325529,1032009478,-1106921670)+W(1,1047421629,-1085655355,-1106321881,-1111070674)+W(2,1031075349,-1098381173,1057239638,-1094092352)+W(3,-1129052086,-1107389381,-1128650952,-1136240762)+W(4,-1100890040,1042108264,-1110338367,1041337656)+W(5,1044767811,1027442111,-1105899594,1060092296)+W(6,1037296628,1037469097,-1105935775,1040377247)+W(7,1037463686,991481919,1027139781,-1131454723);sum2=W(0,-1109786529,1043540747,1040351141,-1119426781)+W(1,1018220925,-1133247980,-1105926532,1041819143)+W(2,-1124599508,1038612076,-1096724541,-1103055916)+W(3,1024618671,-1143357456,1019567362,986571056)+W(4,-1106797782,1043466418,1015410156,-1104019881)+W(5,1066013053,-1092013542,1048709183,-1098594115)+W(6,-1097021086,1027934232,-1109288787,-1136157126)+W(7,1008181894,1027080058,-1140871148,1025702119);WS(1059279054,1041683061); +sum1=W(0,1033060856,-1095251776,-1096417644,1028823114)+W(1,1041097809,-1095420880,-1096755466,-1136683218)+W(2,-1099515041,-1117180600,-1087904547,-1108712682)+W(3,-1105525449,-1121084634,-1113115866,-1114499693)+W(4,1051348966,-1133443258,1040139175,1041071884)+W(5,1062896338,1037083176,1027763154,-1106154521)+W(6,1050313119,-1169250436,-1109247178,1057053635)+W(7,1043053335,1031868218,1007514196,1041134484);sum2=W(0,-1113246189,1044206765,1039900182,-1104031080)+W(1,-1107688308,1057123143,1043086617,-1124792744)+W(2,-1089958554,1037219700,1066602722,-1084040655)+W(3,-1098033920,1036938090,-1111210157,-1098618924)+W(4,-1122555834,1027754708,-1125301559,1028023758)+W(5,-1100462314,1022410763,-1129842792,1041018096)+W(6,1032289221,1029558442,1034604384,-1123151815)+W(7,-1143651414,-1122704124,-1139711519,1028867168);WS(-1093886876,-1092780259); +sum1=W(0,1040859655,1027092583,1034696971,1031521076)+W(1,-1115369432,1055452141,1057011018,-1123954783)+W(2,-1130075936,1043845385,1055461116,1027325374)+W(3,1005655277,1045628689,1041326696,1017430099)+W(4,-1107551117,1023411481,991412379,-1098366291)+W(5,-1086775792,1037775165,1037665034,-1084481759)+W(6,-1098824964,-1106471523,-1102735091,1050583573)+W(7,-1110858724,-1108701199,-1113156096,1032795870);sum2=W(0,-1101982776,-1110046443,-1115620025,-1099549152)+W(1,1065032135,-1096892917,1067650764,1039636960)+W(2,-1112740199,-1089814493,-1084058149,1046191187)+W(3,-1138571865,-1106519005,1022618460,-1120755726)+W(4,-1138118945,-1104607948,-1128057356,1042476476)+W(5,-1084935200,1039009532,-1129519972,1056117723)+W(6,-1116550886,-1114781123,1042222420,1043334912)+W(7,-1123579094,1029490149,1023299940,1030169574);WS(-1103384376,1050555318); +sum1=W(0,-1104723373,1049493908,1056616014,990997212)+W(1,-1110645588,1063537686,1060440249,-1102560870)+W(2,1006886950,-1123261404,1049398171,-1114771100)+W(3,1041403778,1041297647,1042753094,1011892746)+W(4,-1101985253,-1112669305,-1104278389,-1113359817)+W(5,-1091747296,-1124628967,-1117918862,-1095607555)+W(6,-1094355067,1020875660,-1120789735,-1098384586)+W(7,-1099641616,-1143354303,1029891897,-1098733239);sum2=W(0,-1102268820,998260703,1056762738,-1097904627)+W(1,-1102083058,1055125136,1049156882,-1101696600)+W(2,1022682138,-1099421122,1040009482,-1100977750)+W(3,1035758392,-1112582051,-1114104451,-1105396681)+W(4,-1102966386,-1105114179,-1113205081,1033294591)+W(5,1048772561,1023069474,1028552759,1040206209)+W(6,1040485303,1040370279,-1108173489,1004029807)+W(7,1040482786,-1135668672,-1109779069,-1118051402);WS(1042369848,-1095650924); +sum1=W(0,-1124780413,1056066249,1060985291,1032801852)+W(1,1031124370,1046815795,1059062488,-1142443027)+W(2,1037041722,1026983110,1051554984,1024489633)+W(3,1048283534,1028118439,1037131073,-1157391942)+W(4,-1093287088,1017158008,-1154392525,-1088222536)+W(5,-1084610255,-1111535759,1041310978,-1089766974)+W(6,1035048291,-1118618480,-1118760812,-1096293908)+W(7,-1107690581,-1101944856,1032589425,-1113190096);sum2=W(0,-1118435725,1041984407,-1084477192,1056251107)+W(1,-1090037466,1073185178,-1093515412,-1111043713)+W(2,-1093926860,1053076395,1051712939,-1129656805)+W(3,-1083761792,1066458198,-1096065312,1052716525)+W(4,-1086371528,-1113013425,1053829707,-1077785336)+W(5,1074151927,-1090694669,1046411943,-1093010832)+W(6,-1094829660,-1103046632,-1095714333,1054463958)+W(7,1063500158,-1087950464,1035367276,-1090812268);WS(-1081634407,-1072784825); +sum1=W(0,-1115394775,1046040367,1024862651,-1102740818)+W(1,-1100839185,-1115978107,-1109613465,-1101924733)+W(2,-1140848016,-1098661743,1049722038,-1123768914)+W(3,-1116477425,1025943000,-1138059466,-1118249725)+W(4,1027952685,-1112643478,1016622683,1056867014)+W(5,1050187219,-1101581667,-1096240139,1058509811)+W(6,1033615035,1023463264,1008822020,-1098437541)+W(7,-1132571500,1036595961,-1116668435,-1143195264);sum2=W(0,-1126178115,-1111752353,1046126277,-1139809909)+W(1,-1097752958,1042101074,1034216546,1032546581)+W(2,-1118367610,-1112722386,1043290796,1042272246)+W(3,1017774855,1030093406,1034532478,-1138081685)+W(4,1055245806,-1104413152,1040903120,-1119940899)+W(5,1058677046,-1089277711,1019748625,-1088954301)+W(6,1048637958,-1139620757,1028591970,-1087007443)+W(7,1029648824,1033828758,1017306737,-1140548675);WS(1050645916,1033550915); +sum1=W(0,-1108262319,1043545243,-1107219907,-1118556120)+W(1,-1094947334,-1104041435,-1086762442,1043230361)+W(2,1018079143,-1097977901,1058293794,-1103841584)+W(3,1008731683,-1123331655,1041130248,1032598742)+W(4,-1145250020,-1110184190,1030703933,1039060494)+W(5,1057758321,-1100512367,-1110311564,1059123936)+W(6,1039599795,-1132472896,1044416908,-1096913490)+W(7,-1123961290,1022228292,-1147952664,-1151122424);sum2=W(0,1048409433,-1110540665,-1112791644,1040267615)+W(1,-1086251247,1053330884,-1088877638,-1107165984)+W(2,-1107976602,1057673067,1057377190,-1113957324)+W(3,-1111525785,1042772014,1024512949,-1122078587)+W(4,1032365064,1041630361,1024308395,1010515766)+W(5,1049266570,1037513285,1040244783,-1090038325)+W(6,-1103454662,1039941233,-1098504745,1028890653)+W(7,-1143554104,1024552651,-1103661415,1041725883);WS(1051978908,-1102077462); +sum1=W(0,-1117187439,1051430047,1045761591,-1132165009)+W(1,1037183202,1046972447,1060286099,-1108837850)+W(2,1045655273,1028047735,-1128782822,1028473682)+W(3,1033734537,1035331372,-1178179968,1025240990)+W(4,-1096198150,1014010165,-1106078467,1013540534)+W(5,-1085387922,1030141582,-1121999817,-1130717861)+W(6,-1101497054,1018887490,1008925446,-1105434962)+W(7,-1102517015,1026996307,-1122721428,-1110960744);sum2=W(0,-1125531833,1047662948,974611657,1023072493)+W(1,-1118880502,-1090109833,1035351326,1030396885)+W(2,-1161271853,1033315833,-1110942359,1027419877)+W(3,1028708277,-1156901930,1010290822,1019485964)+W(4,1051899312,1037288067,-1112121991,-1101792417)+W(5,-1069022098,-1113214479,1042102238,1080526024)+W(6,1036440530,-1143368203,1032127295,-1087739606)+W(7,-1114394737,-1141169667,-1132377096,-1124554651);WS(1058455886,-1096183470); +sum1=W(0,-1112035684,1032735242,-1112611850,-1105360672)+W(1,-1103063975,1042817013,1048808633,-1105059667)+W(2,-1104182327,1047248804,1058906409,-1112638549)+W(3,-1103319623,1057710235,1047193699,-1106250503)+W(4,1033545283,-1111940643,-1104075433,1060616064)+W(5,-1097442806,-1097216429,-1115570744,1051085625)+W(6,-1103229812,-1108265532,-1107200030,-1102188695)+W(7,-1109193562,-1106901731,-1119499692,-1106970890);sum2=W(0,-1131009665,1016197705,-1114274101,-1135393651)+W(1,-1111055824,1051632163,-1143366053,1004138181)+W(2,-1127256265,1038147066,-1111579981,-1134829555)+W(3,1010148467,-1137859715,1025185617,-1113946573)+W(4,-1130986601,-1136444051,-1110403581,-1117767149)+W(5,1048764370,-1121253595,-1112183743,1026922589)+W(6,-1112945554,989872074,1009689523,1036257166)+W(7,-1123068365,-1123716033,-1123668797,-1143942149);WS(-1103618872,1023577831); +sum1=W(0,1032268701,997904496,1057806109,1041702149)+W(1,1032012647,-1129702414,1057675340,1021026046)+W(2,-1111766616,1039716321,1056283152,1023662430)+W(3,1042231991,1054291708,1049875952,-1112590149)+W(4,-1106010126,-1102660926,1022049043,-1091063799)+W(5,-1094077941,-1100395542,1046995709,-1090884608)+W(6,-1100869456,-1096243374,1050214494,-1094732237)+W(7,-1098425069,-1100607928,1047647816,-1105996279);sum2=W(0,1069429154,-1080077361,-1072987051,1073849383)+W(1,1066905653,-1086754234,-1076996297,1070121938)+W(2,-1080359597,1067521081,1060194671,-1087755842)+W(3,-1070245916,1075883836,1074652354,-1073496568)+W(4,-1098556311,-1128073567,1022236877,1040644897)+W(5,-1095882058,1027638421,-1118780260,-1124122091)+W(6,1048551041,-1129108935,1012182550,-1096747545)+W(7,1058695504,1001812541,-1130588931,-1092793409);WS(1010873216,-1100304815); +sum1=W(0,1028741017,1051026373,1045945805,-1154187044)+W(1,-1099084427,1059904750,1058185854,-1114247598)+W(2,994968800,1038231664,1052860588,-1104966895)+W(3,1028263947,1032103905,1040557287,-1113228468)+W(4,-1103217414,1022415534,-1113759340,-1102222630)+W(5,-1091550752,-1111624796,-1105383733,-1097780567)+W(6,-1110664976,-1110217221,-1114326870,-1108718914)+W(7,1017865354,-1109350878,-1108875519,1017403508);sum2=W(0,1039210963,1069298433,-1100331344,-1114639192)+W(1,-1099502544,-1067747068,1080352854,1047528380)+W(2,-1108972702,1032407437,-1080996124,1041344628)+W(3,-1116883371,1016604711,-1121090437,1021595805)+W(4,1043940791,-1126620651,1012858414,1035901690)+W(5,-1084572959,-1099630936,1036529177,1030733380)+W(6,1045939813,-1119860547,1043527822,1003800555)+W(7,-1122259179,1034105585,-1145664907,-1121287047);WS(1044302648,-1104457270); 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+sum1=W(0,-1115961531,1026800423,1050722763,1038492938)+W(1,1041066756,1052178217,1055626176,1036899040)+W(2,1045702796,1053246416,1027667391,1038870159)+W(3,1044017707,1049962981,-1100305296,1022987667)+W(4,-1103730686,-1122935577,1040870942,-1095596015)+W(5,-1090286882,1036539085,1047700685,-1091210886)+W(6,-1095582752,1048523811,-1102625947,-1094135001)+W(7,-1093296229,-1117734303,-1105859960,-1109653838);sum2=W(0,-1113260796,-1095928859,1027969677,-1145353723)+W(1,-1113367096,1052353113,1052169305,-1112198364)+W(2,1047146251,1051473061,-1129450520,1007958125)+W(3,1021064313,1050393555,-1091037095,-1122974002)+W(4,1031463199,-1110261785,1052090154,-1115030411)+W(5,1051016428,-1099630700,1041877601,-1108227013)+W(6,1045242344,-1102681887,-1087173862,1041462653)+W(7,1020102815,-1111896409,-1095485390,1032341221);WS(-1102302520,1068562064); +sum1=W(0,1029216267,-1094978851,-1101486038,-1130894152)+W(1,1029804895,-1093484995,-1104755260,1029150351)+W(2,1046304488,-1106599349,-1110271975,-1108054071)+W(3,1018120580,-1102274525,-1102131284,-1107326720)+W(4,1029251017,-1102217970,1031789673,1044130034)+W(5,1050941559,1040658618,1042516209,1053252560)+W(6,1050863202,1041743615,-1113036417,1036880709)+W(7,1047248574,1032422999,-1102226940,-1128083416);sum2=W(0,-1123809812,-1111065998,1022527979,1019111797)+W(1,1041109085,-1095097056,1031759809,1006739898)+W(2,1028972357,-1107360163,1034613952,-1126211453)+W(3,1025713585,-1118642675,1033659253,-1118372569)+W(4,1023737355,-1117143513,1029130971,-1131519898)+W(5,1082939698,-1064938697,-1106220344,1045357020)+W(6,1033832936,-1112280546,-1122955245,1027342607)+W(7,-1118824157,1028082979,1032152906,-1112248823);WS(1066566439,-1125753148); +sum1=W(0,1041951168,-1098758994,-1096367972,1020091828)+W(1,1052053147,-1089881409,-1093467737,-1130301450)+W(2,1033588155,-1098181717,-1092544881,-1131231944)+W(3,-1116682291,-1096392077,-1110070786,1009411772)+W(4,1048997640,1025331919,1030663671,1038767583)+W(5,1064063659,1044746920,-1108818909,-1130818632)+W(6,1042770882,1041997189,1022962726,-1116991019)+W(7,1027361773,1038578846,1018371147,1046860728);sum2=W(0,-1149004498,1047279899,1019815533,-1105507764)+W(1,-1115729482,1058550934,-1106660204,-1098298748)+W(2,-1111478010,1032716298,1031191852,-1094576030)+W(3,1018600957,1019851909,-1117054989,-1129010369)+W(4,-1121679526,1041000955,1024962860,-1136431769)+W(5,1058580319,1027135608,-1107413740,-1096656341)+W(6,1041490224,1035067556,-1101441076,-1098228632)+W(7,-1106522387,1005788722,-1123460834,1047791827);WS(1050996380,1066787661); +sum1=W(0,-1120310187,1043911830,-1109518091,1042843177)+W(1,-1107450543,1061971625,1059519229,1033453959)+W(2,-1134072575,1046601317,1051823058,1017862620)+W(3,1033769739,1046863997,1042112788,1025308393)+W(4,-1097687209,-1133582755,-1112832565,-1098674409)+W(5,-1098011863,-1105396874,-1116528532,-1096304487)+W(6,-1095249970,999923683,1033796902,-1095767039)+W(7,-1098417599,-1109771063,1030029487,-1098354285);sum2=W(0,1033376724,-1114493691,-1087654445,-1103321099)+W(1,1033194077,1065240604,1049058628,-1108916223)+W(2,1032881798,-1094150295,-1128335788,1038197771)+W(3,-1138730935,-1112103411,1006224046,1017830932)+W(4,-1096458683,1015354012,1013739975,-1098379129)+W(5,1054396447,-1115257551,-1121134774,1036368268)+W(6,-1108472207,1021079748,-1129699908,1049730119)+W(7,-1102017203,1038189385,-1117224382,1031462702);WS(1027314912,-1081149641); +sum1=W(0,-1114947760,1053252314,1051429188,-1109480125)+W(1,-1132100201,1061393767,1058130398,-1101195017)+W(2,1044342469,-1104522586,1057940398,-1103759537)+W(3,1051194426,-1120202825,1055491172,-1111893319)+W(4,-1094077252,1034118735,-1097611416,-1118844062)+W(5,-1085308129,1035982720,-1104617542,-1113091794)+W(6,-1094497965,1036294793,-1114189097,-1102037735)+W(7,-1094870250,1030785028,-1128796810,-1103334896);sum2=W(0,1024995350,-1124760267,-1098833779,-1131039707)+W(1,1015537291,-1065942779,-1078713050,-1104486127)+W(2,-1103676904,1084085461,1047686732,1053996441)+W(3,-1111129691,-1093915430,1064521940,1047124046)+W(4,1057070390,995065627,1035790053,-1147567565)+W(5,-1081156610,-1154356731,1037354874,-1091843304)+W(6,1060423478,1026796886,-1107145709,-1094140189)+W(7,1018309905,1038591472,-1108476011,1046849692);WS(-1081542375,1044780323); +sum1=W(0,-1100303790,1054288460,1046719985,1026864081)+W(1,-1098110473,1048901488,1054459103,1048337215)+W(2,-1099969099,1034589376,1041639871,1054474587)+W(3,1028627178,1046235480,1043694031,1023999910)+W(4,-1108679899,-1104586877,-1114219435,-1098857847)+W(5,-1093175556,-1098306531,1041408644,-1098101851)+W(6,-1107626335,-1104199322,1046672715,-1104037973)+W(7,-1106600025,-1126646775,1022681657,-1101510966);sum2=W(0,1027847194,-1098721130,1024212320,1017985090)+W(1,-1113167123,-1094712479,1050387030,1036519222)+W(2,-1113380621,1028269032,-1100822056,1037009826)+W(3,-1115360802,-1113841920,1009055356,1031131596)+W(4,-1081468176,1074345814,1067245211,-1099849981)+W(5,-1096550174,-1088417301,1070597407,-1070464929)+W(6,1042714784,-1102737214,-1104880956,1057690620)+W(7,1046010973,-1112342255,1000105719,-1145638655);WS(1059294542,1020616832); 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+sum1=W(0,-1127551432,1049056438,1052551424,1000024554)+W(1,1035333436,1036076760,1057499982,-1100000762)+W(2,1044766998,-1116046252,-1127972943,-1122612871)+W(3,1051562743,-1099275107,-1118015335,1041477861)+W(4,-1098656348,1034731345,1039656505,-1088298614)+W(5,-1097067922,1033429441,1019232187,-1090756927)+W(6,1015197910,-1113717771,-1125045580,1040213184)+W(7,-1122278672,-1122272135,1037833508,-1123679237);sum2=W(0,1029025211,-1091369704,1048601996,-1104434141)+W(1,-1079110377,-1106615386,1052827694,-1078497608)+W(2,1066279808,1037382016,-1115334546,-1085502108)+W(3,1068620036,1048688798,-1122817088,1062913146)+W(4,-1119340081,1028438774,1004930429,1033271157)+W(5,-1109539756,1034989376,-1106316897,1025214064)+W(6,-1106594885,1023198169,-1108631008,1050957039)+W(7,-1118139306,-1139733884,-1134348613,1036274829);WS(1044771128,1023341948); +sum1=W(0,1034545464,-1098819215,-1092336191,-1156220044)+W(1,-1111313058,-1086850728,-1096491302,1033488922)+W(2,1008511890,-1100928894,-1102939421,1038420969)+W(3,1011084871,-1089482302,-1115524377,1013986230)+W(4,1044146859,1029114797,1036528391,1051560294)+W(5,1045449190,1029767950,1022761170,1051910286)+W(6,1038883707,1034675856,1041877300,1053458817)+W(7,1046748951,1043196317,1037411178,1012126018);sum2=W(0,-1080574884,1066884159,1076503146,-1071004894)+W(1,1049506323,-1098882467,1058011283,-1089987082)+W(2,1062249589,-1088626314,-1084978169,1065282653)+W(3,1070844945,-1077734377,-1082249713,1060165079)+W(4,-1107351326,-1130255370,-1122913984,1057610169)+W(5,-1090234844,1014162118,1038970611,1054000347)+W(6,-1090230279,1022492087,-1114000490,1030898490)+W(7,-1096516163,1013009282,-1131621088,1044380003);WS(-1111817840,-1134998409); 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+sum1=W(0,-1113197617,1048826126,1057278592,-1116126267)+W(1,-1124324715,1056304110,1058810754,-1112424211)+W(2,1040875430,1016295122,1041995897,-1136579346)+W(3,1017323784,1042534003,1024916389,-1113905512)+W(4,-1097274020,-1140807037,-1116910752,-1096000788)+W(5,-1091311905,-1132679170,1039925053,-1088739494)+W(6,1038826452,-1119450067,-1107191661,-1114916522)+W(7,1017648027,-1098370349,1023437062,-1128507781);sum2=W(0,1036113080,-1107470193,1025682064,-1120311657)+W(1,1029662296,-1118009189,1035621932,-1109045199)+W(2,-1114085873,1009830751,1045290388,-1122358251)+W(3,-1115835645,1030264440,1035169596,1016737279)+W(4,-1108061877,1012612647,-1108273289,1036682152)+W(5,-1101792442,-1076098595,-1101063214,1051542033)+W(6,1056395710,1039398973,-1080861029,-1093646778)+W(7,1052430993,1072502688,1065137390,-1091719234);WS(1040082544,-1114755812); +sum1=W(0,1037505264,-1108514902,-1110974758,1017784372)+W(1,1019379817,1052579502,-1095324708,1045745417)+W(2,-1124056118,1046163210,1058051822,-1109308706)+W(3,1039469090,998280780,1038459986,1025470519)+W(4,1041424680,-1104471944,1024480479,1040296296)+W(5,-1106396419,-1115066496,-1106439461,1054913780)+W(6,-1093666877,1001482384,1040857799,-1087512533)+W(7,-1109356390,-1108404770,995688529,-1106674096);sum2=W(0,-1117720653,-1118054954,1045315846,-1162396366)+W(1,-1105580348,1059476362,1057942904,-1104226850)+W(2,1031813906,1045409162,-1090022037,-1105643813)+W(3,1018164327,1023977529,-1106412098,1011045214)+W(4,1034773210,-1100298043,1035646876,1034748092)+W(5,1067689202,-1093789486,-1097646834,1043388435)+W(6,-1101262587,-1113573448,1040357620,-1083232471)+W(7,-1102021751,1024454049,1012935222,-1124577575);WS(1036525168,-1082462584); +sum1=W(0,1037298441,-1087372070,-1085123800,-1116308971)+W(1,-1122874917,-1096064460,-1086414101,1027885589)+W(2,-1108384819,-1104319094,-1099879381,-1154089797)+W(3,1003463273,-1096394215,-1127380522,1028179743)+W(4,1051660338,1027541711,1019612704,1057675329)+W(5,1059581688,1041073820,-1109257541,1059597873)+W(6,-1117339864,1045372305,1028059367,1052784510)+W(7,-1110971807,1053758651,1031554934,1039251609);sum2=W(0,-1103295177,-1090050073,-1081285622,1060691160)+W(1,-1085964582,1072728426,-1102851017,1035985281)+W(2,-1107551093,1033954581,1060511611,-1105398566)+W(3,-1090293163,1058069039,-1086630634,1049030608)+W(4,1050684042,-1106187369,1052276353,-1080809247)+W(5,1060852217,-1090587145,1048638013,-1087522637)+W(6,1041242888,-1094879840,1029176048,1058511518)+W(7,1062481845,-1087039462,1046256182,1028348456);WS(-1074352935,1040600857); +sum1=W(0,1028652336,1025049468,1057627204,1042034194)+W(1,1030695172,1022098295,1057567995,1024054004)+W(2,-1117605317,1039437212,1052602222,1029627411)+W(3,1041624512,1053416947,1049556590,-1114002447)+W(4,-1105875707,-1105990299,1024364622,-1090157751)+W(5,-1095088235,-1100928004,1048022018,-1088931067)+W(6,-1104356174,-1095846092,1049957878,-1094832321)+W(7,-1101255271,-1098759166,1047165477,-1107260676);sum2=W(0,-1079714919,1065983198,1073165865,-1075440350)+W(1,-1081735031,1066499710,1068716226,-1079134350)+W(2,1066585571,-1080754250,-1095308006,1055569671)+W(3,1075476470,-1073191304,-1074800849,1071644179)+W(4,1048707236,-1115591486,-1148975848,-1112383192)+W(5,-1098543278,-1125971282,1038054064,-1135853868)+W(6,-1108920844,-1110109816,1040311395,1021808504)+W(7,-1090378667,-1120408347,1035370814,1050977418);WS(1041022776,1033480094); 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+sum1=W(0,1044682252,-1093973688,-1112220622,1026642697)+W(1,1032214050,-1086442024,1046046637,1041967213)+W(2,1015214154,1053177927,-1099996941,-1131062694)+W(3,-1110158325,1037567917,-1098783494,-1137069945)+W(4,1047211372,-1098544270,1027958127,1049897926)+W(5,-1112122925,-1106755108,-1112662293,1050365286)+W(6,-1132096750,1034258897,-1116559746,1046223135)+W(7,1042021623,1031638516,-1111108842,1024489425);sum2=W(0,1016776222,1024100809,1011776651,-1108095393)+W(1,-1122468710,1057627889,-1097248934,977935538)+W(2,1030099429,-1117226417,1042194141,1019959206)+W(3,1002749526,1041814459,1051928720,-1104930054)+W(4,-1105403134,1032882678,1019145070,-1101257730)+W(5,1060632600,-1103033100,-1124027994,-1101986254)+W(6,1037412790,-1110127978,1039533068,-1090719303)+W(7,-1115385474,-1108291818,-1125661478,-1109292621);WS(1057965518,-1118811194); +sum1=W(0,1038892389,-1112643723,-1106566686,-1104352985)+W(1,1042490232,-1091938531,1026830542,-1105058276)+W(2,-1099594944,-1101314965,1058056073,-1121521774)+W(3,-1095161930,1039936570,-1098044778,1033536020)+W(4,1003767366,-1114250980,-1107147458,1052732873)+W(5,1019887594,1048844541,-1096574819,1060358287)+W(6,1042464324,-1107780158,1024329053,-1118338013)+W(7,1046000094,-1107207172,1032778872,1024562028);sum2=W(0,1042905425,-1113078065,993944814,-1116205334)+W(1,1044205280,1040105843,1044406596,-1109155755)+W(2,1008636092,-1123380436,1043112037,1035597621)+W(3,-1092853308,1005260887,-1105268129,1036458751)+W(4,-1104977559,1039619019,-1106373772,1032713731)+W(5,-1104277422,1048332350,-1115343154,1048672381)+W(6,-1153474446,-1106439836,999501191,-1103087244)+W(7,1036094123,-1106473413,1021528398,1015784078);WS(1053420700,1049909457); 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+sum1=W(0,-1120734562,1051465082,1043725275,1015095158)+W(1,-1118217942,1055309890,1058372660,-1116691398)+W(2,-1123629847,1044874098,1046636817,1019898057)+W(3,1041822001,1040878843,1043010193,1034607368)+W(4,-1108441440,1030149375,-1108386992,-1105535856)+W(5,-1081260869,1026499745,-1112701741,-1095343471)+W(6,-1093096561,-1115283258,1032201014,1047492563)+W(7,-1106259483,-1112399171,1028457510,-1105294873);sum2=W(0,1021246145,-1110014342,-1117997331,1022830461)+W(1,-1114703004,1036613835,-1111993293,1015115055)+W(2,1015720307,-1117604953,1023720090,-1120910531)+W(3,-1123770073,1036937497,-1120463052,983370825)+W(4,-1125616185,-1130403951,1023767946,1037270083)+W(5,1073620398,1050812248,1025796328,1044158772)+W(6,-1087890801,1028283916,-1112499600,-1076883688)+W(7,-1113287589,1033737696,-1104874229,1025754476);WS(1058309838,-1101980246); +sum1=W(0,-1098779704,1049643561,-1110907254,-1118965337)+W(1,-1113399754,1042163763,-1081904943,1049071256)+W(2,-1110569018,-1106220306,1052138696,1026571427)+W(3,-1128371676,-1129449041,1025191299,-1131332475)+W(4,1038999679,-1108240479,1028903966,1038642111)+W(5,1056093093,-1118832415,1040887994,1054751182)+W(6,1050507993,-1104697276,1046797612,-1083956910)+W(7,1030864044,1017502086,-1123883748,-1146247429);sum2=W(0,1043191716,1033166752,-1111106723,-1137655511)+W(1,-1097517035,1052576386,1033268708,-1121349336)+W(2,-1129223371,-1102887232,-1107318253,1046822141)+W(3,-1124684976,993535634,1040601750,-1116759551)+W(4,-1112822728,1027572041,-1112318930,1035105104)+W(5,1055574555,-1097542777,1035699332,-1104857525)+W(6,-1121581721,1031007843,-1110157019,-1114990789)+W(7,-1107957817,1025775603,-1157281192,-1152414880);WS(1063710542,-1111213649); +sum1=W(0,-1110192145,1049489370,1052251350,1039559517)+W(1,-1118762901,1061120005,1058328276,-1107309859)+W(2,1037245627,1033876357,1049656673,-1108199122)+W(3,1035326852,1045428971,1041987905,-1139769966)+W(4,-1097695264,1031901152,-1113889808,-1101160384)+W(5,-1096321197,-1097003636,-1104513406,-1093740712)+W(6,-1114972772,-1176476024,-1112381384,-1097289639)+W(7,-1103522251,-1115185874,1022802380,-1102516745);sum2=W(0,1021750253,1031459540,-1115186477,1026803387)+W(1,-1107480079,1040651083,-1116326399,1040812059)+W(2,-1115082464,1033768858,1020594503,1041131835)+W(3,1001155939,1015478283,-1132516997,1006187407)+W(4,1031446318,-1106593609,-1112425236,999853755)+W(5,1071698983,-1075753828,-1086524651,1058720440)+W(6,1034660038,-1108942599,-1096266051,1051128601)+W(7,1041372466,-1104453127,-1123360193,1027131696);WS(1039772272,-1082982873); +sum1=W(0,-1106264016,1053169593,1049032497,1039127452)+W(1,-1145518233,1056693961,1060522592,-1104546353)+W(2,1044410893,-1088607916,-1095982984,1041713673)+W(3,1007790526,-1120546088,-1099512929,1039725795)+W(4,-1088020664,1043520647,-1155633625,-1098139952)+W(5,1038834197,-1139907193,1040400554,-1087153807)+W(6,1048228018,-1103034636,-1104883452,1053429837)+W(7,-1130616150,1012687882,-1134131855,1030077856);sum2=W(0,-1102803435,1037122437,-1092902636,1032987173)+W(1,-1101871105,1067610414,-1083842457,-1097110538)+W(2,-1123533577,1041814167,1033006847,-1101555589)+W(3,1048796624,999019252,1045724867,-1098769512)+W(4,1039508875,-1101516234,1032111389,1027660911)+W(5,1067552095,-1104358647,1001644292,-1115097563)+W(6,1026567371,-1104681426,-1145661076,-1096151174)+W(7,-1105667947,1028203943,1020958965,-1107225085);WS(-1101412664,1073047832); +sum1=W(0,-1123950537,1047579477,1059007377,-1113880945)+W(1,-1123565085,1056063051,1060416389,-1109995975)+W(2,1035385983,1040643140,1046383171,-1123728428)+W(3,1010675502,1041003725,1033389702,-1115318676)+W(4,-1097814305,-1131741454,-1133362719,-1091904865)+W(5,-1092124214,-1113780884,1032803377,-1087199740)+W(6,1038341800,-1126485237,-1113889390,-1099567891)+W(7,1042882861,-1096461162,1012558775,-1119557930);sum2=W(0,-1123503757,1039110679,1030949359,1013686761)+W(1,-1115490710,1027204409,-1105775253,1035262859)+W(2,980681483,-1111394964,1019519396,1025861040)+W(3,-1129892230,-1126757058,1024413043,-1125276038)+W(4,1035635962,996209923,-1132915573,-1109223248)+W(5,1057425426,1070858778,1029135163,-1106751414)+W(6,-1098000154,-1098902818,1067133266,1043312829)+W(7,-1103421662,-1073095921,-1083268694,1051287795);WS(-1103532344,-1105840701); +sum1=W(0,-1106322913,1053932942,-1105825052,-1106756472)+W(1,-1096389739,-1098358914,-1086676361,1029810954)+W(2,1035916925,-1096691570,1054020609,-1116067305)+W(3,1034505108,1026552303,1051257001,-1105566449)+W(4,1007328528,-1104890465,1044840709,1050195304)+W(5,1054492326,-1098185309,-1144507642,1057202097)+W(6,1012599092,1048715303,1032208700,-1093369370)+W(7,-1101687900,1050640157,-1100267787,1027855335);sum2=W(0,-1119262447,-1109186725,-1101137684,-1111707317)+W(1,1056036881,-1099242284,1049211868,1037989791)+W(2,1006194414,-1118866635,1038198606,-1105645897)+W(3,-1129479912,-1114787638,-1109483964,-1146663095)+W(4,-1107841286,1034593530,-1103752872,-1116414033)+W(5,-1094543747,1049861706,-1110917586,1056722210)+W(6,-1104714858,-1103907620,1030171051,1053421235)+W(7,-1115357885,1029169157,1032413269,-1120693058);WS(1045178680,-1115117954); +sum1=W(0,-1123018420,-1113607536,1048681528,-1102680211)+W(1,1024407336,-1093530556,-1092105355,-1116849368)+W(2,1026392201,-1102060551,-1096193779,-1107241006)+W(3,-1123314455,-1095199752,-1102337510,-1107918421)+W(4,1040296293,1012835273,1008490315,1019008549)+W(5,1061339424,-1128145511,1027033246,1035615004)+W(6,1055864515,-1110547491,-1103222073,1057711678)+W(7,1052562824,1020395952,-1110097884,1045891981);sum2=W(0,-1115537892,-1104693583,-1096948503,-1108321996)+W(1,998645667,1055675007,1047339287,-1106228104)+W(2,1035781218,-1100682049,1049114511,-1112292909)+W(3,1018530825,-1113969306,1032758858,-1111036660)+W(4,-1112710060,1022753169,1026091852,-1112108000)+W(5,1051246853,-1105262859,-1120501740,-1126080161)+W(6,1025978716,-1139782977,-1123292948,1041989299)+W(7,-1113712936,1033000622,-1111667328,1034053890);WS(1044590904,1058699692); +sum1=W(0,1034192409,-1090621088,-1092606720,985175380)+W(1,1024014533,-1113905855,-1093618783,1020554347)+W(2,-1128687821,-1112503613,-1096920415,-1115433194)+W(3,-1115445028,-1101027255,-1100279725,1008304190)+W(4,1050384326,-1109361592,1009220799,1051210502)+W(5,1062574818,-1128567457,-1117059707,1055009987)+W(6,1031218808,1039114097,1015981863,1054554325)+W(7,-1144235755,1035507338,-1127205548,-1105751509);sum2=W(0,-1117283755,1041337919,-1108619644,1036009101)+W(1,-1107239966,1053310286,1012813669,1033667347)+W(2,-1128406639,1029066827,-1103814148,1034685217)+W(3,-1125402335,-1123197815,-1109499964,-1123321687)+W(4,-1100684466,1035041542,-1131279719,1010492213)+W(5,1056064408,1025470531,-1124020763,1015579759)+W(6,-1113069964,-1104788458,1032198922,1050883237)+W(7,-1096911819,-1108347132,1024066141,-1098878001);WS(1044030776,-1089132931); +sum1=W(0,1032883970,-1097458090,-1093699058,1034269487)+W(1,1044751430,-1078975458,-1086092656,1042439154)+W(2,1041434446,1038040390,1035194756,1019707982)+W(3,-1128708109,-1101499019,-1131544335,-1133288904)+W(4,1050995424,-1135242887,1040395197,1045160768)+W(5,-1096290982,1048952172,1040422743,1057188990)+W(6,1043682915,1043586045,1042217766,1032938655)+W(7,1043305900,1044718778,1029073256,1022768458);sum2=W(0,-1127265324,-1107127922,-1107262777,1043294282)+W(1,1051203976,-1114081637,1048700262,1035036911)+W(2,1037063919,-1087538045,1027047222,-1092441683)+W(3,-1096741875,-1114635611,1043898666,-1095318743)+W(4,-1133435576,-1101649503,-1112978295,-1132728616)+W(5,1060204569,-1138065032,-1142433873,-1115280193)+W(6,1059699424,1027406094,1049542158,-1096051714)+W(7,1057805441,-1117298502,1036599707,-1091030613);WS(-1083489614,-1078579141); +sum1=W(0,1048897616,-1104759380,-1091060438,-1113694287)+W(1,1029397720,-1096433234,-1089217572,-1104500498)+W(2,-1099529286,-1103761763,-1090900481,1039983475)+W(3,-1100400745,-1098862766,-1126261903,1047818144)+W(4,1055607032,1045345264,1022130309,1048678744)+W(5,1056656214,1045280313,-1098656951,1025763911)+W(6,1039576037,-1104729181,1003335600,1055730826)+W(7,1044462332,-1124798927,1045845834,1050842685);sum2=W(0,1036831152,1008734783,-1113896283,1034867092)+W(1,1050005016,1036439980,-1107821706,-1155378720)+W(2,-1107857756,-1103852014,-1105188391,-1109019109)+W(3,-1105627363,1036502992,-1113326142,1025727369)+W(4,-1143881728,1048547317,1053130734,-1089397746)+W(5,1067046868,-1081990202,1050664536,-1090933436)+W(6,1073004488,-1073650181,-1073616958,1074023168)+W(7,1068047188,-1079035066,-1078582463,1071596064);WS(-1123566816,-1118788492); +sum1=W(0,-1136553988,1054570946,-1131696345,1034266605)+W(1,-1119057557,1057910725,1043367745,1032767842)+W(2,-1138237144,1050053561,1051309065,1032596498)+W(3,1038972738,1047609962,1044754161,1034235800)+W(4,-1101485920,1027694719,1029920799,-1102436480)+W(5,-1081257723,1038070160,1029228634,-1093672570)+W(6,-1097237249,-1104490509,1041012541,-1104247863)+W(7,-1118734125,-1101643609,1036672371,-1100737384);sum2=W(0,1006355343,1048575251,-1108935456,1001205015)+W(1,-1119701641,-1088419213,-1114918170,1030505158)+W(2,-1107202062,1045905661,1032736312,1039794598)+W(3,-1115440174,1003805295,-1116946341,1026836118)+W(4,1037564428,-1123825361,-1151981614,-1123729961)+W(5,-1068662368,-1095410362,1015236500,-1096130861)+W(6,1068403675,-1105335733,1049774729,1076967646)+W(7,-1124006983,-1103176791,1050153445,-1104305708);WS(-1103567160,1051728620); +sum1=W(0,-1105517764,1027268637,1037463598,1022317012)+W(1,1030946149,-1094107172,1052072875,-1109296554)+W(2,-1117957958,-1098739651,-1087396213,1032988986)+W(3,1009731405,1017302004,-1104965205,1025729823)+W(4,-1107670055,1024776175,1033922872,-1094952698)+W(5,1052944567,1043766492,1038888053,-1103880757)+W(6,1052382091,-1108829569,-1110506946,1057943536)+W(7,1041821631,1015545129,-1132271979,1036164793);sum2=W(0,-1114551402,1026829489,-1127050317,1031290011)+W(1,1025723227,-1098446681,1032334734,-1137203270)+W(2,-1107112701,1041376772,1041359246,1020823723)+W(3,-1140368490,-1104694439,1034398482,-1156747895)+W(4,1042490649,-1076466135,-1080536402,-1113481669)+W(5,-1127701979,1074254195,1038797044,1043198364)+W(6,-1100591458,-1118262367,1035340712,1057793899)+W(7,1037536680,1032104302,1013380262,-1114292550);WS(-1106439480,1029090439); +sum1=W(0,-1151887836,1030625962,1042655458,1034559195)+W(1,1042053132,-1084013087,1059377738,1020849475)+W(2,1043814293,1032281331,-1107145304,1043127920)+W(3,1043715864,1033172451,1040913704,1037260390)+W(4,-1115609614,1035325646,1026400220,-1102396839)+W(5,-1083731653,1039293086,1042909598,-1089162129)+W(6,-1107154457,1024778063,1029716960,1052971191)+W(7,1017680531,-1130742978,1028666946,-1113717087);sum2=W(0,-1123636938,-1148550480,1021999108,-1129107524)+W(1,1035143287,1058583951,-1104180688,-1116921954)+W(2,1026655402,-1116180274,-1112895549,1036996009)+W(3,-1126794884,-1138164712,-1131502740,-1117010042)+W(4,1016982596,-1140398984,-1129901940,1022835844)+W(5,1054454385,-1117386658,1030858450,1016773924)+W(6,-1099699990,-1118751234,-1108156993,-1097314323)+W(7,-1129763396,-1117013506,1016259828,-1132536424);WS(1048151864,1059242544); +sum1=W(0,-1121466768,-1097911384,-1097114939,-1122367849)+W(1,-1116044868,1042506911,-1085899247,1042165293)+W(2,1037358179,-1105063934,1056857214,-1105437493)+W(3,-1111398955,-1106114902,-1123578292,-1125163356)+W(4,1033810391,1014185912,1026875087,1043794348)+W(5,1042284551,-1111561384,-1106211614,1063564267)+W(6,1049648847,1028107682,1040868541,-1089674786)+W(7,1045389303,1010402126,-1111395274,1021855394);sum2=W(0,-1108856547,1041627874,-1110557326,-1139648101)+W(1,-1095822659,1054902128,1032833232,1015236663)+W(2,1038373686,-1121592121,-1098765424,-1137977893)+W(3,1025690243,-1117564251,-1106594443,1015865663)+W(4,-1106727608,987619817,1039330638,-1106733442)+W(5,1055403310,-1095503796,1025349119,1048813377)+W(6,1045561320,-1108448514,1050144719,-1097123375)+W(7,1017823319,-1105901385,1041979856,-1106386080);WS(1058511566,1043187024); +sum1=W(0,1027981614,1044640335,1041476871,1042620242)+W(1,1050564856,-1085132912,1039039385,1037513401)+W(2,1044188393,-1116362934,-1095196494,1040390932)+W(3,1043046140,-1105825814,-1107832665,1032851398)+W(4,-1120607404,1040914531,1043942651,-1106861387)+W(5,-1089194338,1048598306,1040902562,-1101062960)+W(6,-1134658518,1032634704,1019897185,1032203084)+W(7,-1105488567,1032742569,1027555603,1026497359);sum2=W(0,-1132385524,-1089624726,-1083260450,-1094808435)+W(1,1039748829,1063143581,-1098133391,-1110994277)+W(2,1012861192,1040218148,1043371703,1038866141)+W(3,-1132742376,1052570990,1012758152,1030487914)+W(4,-1102801635,1034887813,1026111290,1041967320)+W(5,1037743779,1033106845,-1123786474,1050258559)+W(6,-1112998265,-1121754906,-1110363077,1048943341)+W(7,-1105604919,-1111765769,1012203560,1031702418);WS(-1087236686,1061665912); +sum1=W(0,-1116162424,1030200068,1023071688,-1115274057)+W(1,-1093387666,1067462106,1054050807,-1104461343)+W(2,-1115159031,1031104576,1050597447,-1113556238)+W(3,-1121543315,1042315272,-1121547516,-1126942285)+W(4,-1101866270,-1128116268,-1119301463,-1107980923)+W(5,1056570668,-1095571507,-1109238785,-1092884195)+W(6,-1106234576,-1111522325,-1103733247,1044256537)+W(7,-1114796114,-1109780718,-1111458030,-1128835891);sum2=W(0,1024854732,1020748524,1024134807,-1127633710)+W(1,1040493279,1065417820,-1117094752,-1123781128)+W(2,1033983514,-1102101577,1047826025,-1105896535)+W(3,-1120616672,-1124130304,1040101538,-1122459292)+W(4,-1098546148,1025355297,-1109129714,-1114424195)+W(5,1059484680,-1114766469,-1102118069,-1079772750)+W(6,1049649199,-1154145757,1033237727,-1107504040)+W(7,1041220419,-1123999628,1012710689,-1105983778);WS(-1092106140,-1084163121); +sum1=W(0,1016904817,1040213041,1049849489,1036347305)+W(1,1040590819,1048812489,1056746079,1034414494)+W(2,1030378702,1040726752,-1084779712,1047670567)+W(3,1037868673,1034988241,1033236350,-1114654031)+W(4,-1152694122,-1115216475,-1106738110,-1101083230)+W(5,-1107117385,1022569263,1039797369,-1083169173)+W(6,-1109066592,-1125038036,-1112982247,1051667767)+W(7,-1107106473,-1146668256,1025136605,1024925978);sum2=W(0,-1128843246,-1134810723,-1111008682,-1144361879)+W(1,-1104940693,1054697191,1041181160,1005924247)+W(2,1030348431,1042931729,1052731012,-1123234701)+W(3,1024671661,-1111460488,-1112071203,1032437115)+W(4,-1121102479,-1116668390,1021883158,-1092072719)+W(5,1046555600,-1113715104,-1109114373,1045581242)+W(6,-1104348933,1032936433,-1128555074,-1103970223)+W(7,-1129885552,-1114960949,-1136719027,-1113690885);WS(1058637774,-1109876822); +sum1=W(0,1041301297,-1105094644,1042623060,-1123254812)+W(1,-1113241451,1043969956,1059472952,-1108082435)+W(2,1027216056,1026816394,-1113269955,-1110973875)+W(3,1019588394,1026167148,-1130602892,1014894339)+W(4,-1111052512,1037949088,-1112485473,-1126486401)+W(5,-1094009726,1038892497,1016105496,-1094910408)+W(6,-1100061186,1032398170,-1093047519,1058531737)+W(7,-1117291247,1021704844,-1128303438,1032486130);sum2=W(0,1031923668,1026573624,-1103677237,1019183838)+W(1,-1096362417,1060010174,-1101357077,1049015983)+W(2,1036998273,-1106684685,-1122620605,1005830618)+W(3,-1125844722,970656667,1023743335,-1119396253)+W(4,1025625867,1024201143,-1115238116,1041385745)+W(5,-1096248497,-1122837727,1024442030,-1095136476)+W(6,1049273019,1031554545,1034369966,-1115221092)+W(7,1011280453,1010302645,1004099770,-1112424814);WS(1068382951,-1145853862); +sum1=W(0,-1120835030,-1104742016,-1104283584,-1109092968)+W(1,1033165317,-1082841532,-1087137628,1015957108)+W(2,-1098982451,-1119342334,1048723479,1015780402)+W(3,-1105810191,998682871,1037068029,-1106789039)+W(4,1048835390,1035504970,-1142984099,-1126224104)+W(5,1050512116,1036256010,1044651720,1060142968)+W(6,1046183055,-1112268532,1040271692,1050625794)+W(7,1042826568,-1113754717,-1115364877,1033167819);sum2=W(0,-1123754179,1032442894,-1105845074,1042289605)+W(1,1025996190,1055606718,-1090127653,1040865617)+W(2,-1118459936,1026136504,-1104101067,-1100913998)+W(3,-1118182115,1045409779,1031986833,-1114401734)+W(4,-1106552079,1028813354,1041479887,-1105090355)+W(5,1073431719,-1084272058,-1087510643,-1075116096)+W(6,1042119939,-1131666845,1045036562,1067916428)+W(7,1031635830,-1131440550,1021173748,-1112990087);WS(-1115823328,-1115141930); +sum1=W(0,1043355533,-1093401724,-1096937968,994860217)+W(1,1031967699,1057829358,-1082957735,1046651158)+W(2,-1139800861,1049387203,1054780763,-1112906011)+W(3,1021673189,1032667294,1029694230,1032268536)+W(4,1045563268,-1100277972,1022968545,1034643656)+W(5,1053028032,-1113373017,-1106135459,1056739037)+W(6,-1100812438,1042166401,1036473238,-1085595451)+W(7,-1163065290,1026417494,-1109328859,-1112691098);sum2=W(0,-1106230161,1034312638,1006794492,1041009418)+W(1,-1100787264,1060460225,-1108126219,-1113994011)+W(2,-1114680808,-1097084093,-1119222967,-1102450993)+W(3,-1145068408,-1105852265,-1125377404,1031764893)+W(4,-1120362931,1021996758,-1126244586,1023178506)+W(5,1054015707,997147503,-1131146954,-1105213924)+W(6,-1133314452,-1126416406,-1107185372,1053508358)+W(7,-1120752408,-1131039214,-1126617106,-1141774536);WS(1044911928,1063248560); +sum1=W(0,1045807559,1006551364,-1089987573,-1117210934)+W(1,-1122601008,-1098705597,-1085623154,-1116245664)+W(2,-1102494868,-1098692501,-1089608778,1041679280)+W(3,-1101059428,-1100421777,1040126000,1044187563)+W(4,1049202419,1049427019,-1154913199,1050931427)+W(5,1056494849,1043742399,-1098224261,1044690392)+W(6,1047881833,-1102952115,1009817082,1054654497)+W(7,1043071666,-1132265536,1048685800,1043119951);sum2=W(0,-1104703066,-1126406622,1031814971,-1110897864)+W(1,-1102025112,-1088994686,-1112535334,1039476246)+W(2,1044782005,1038057456,1050082866,1041770976)+W(3,1045848501,-1098794387,1029663347,-1112640404)+W(4,1034850394,-1097166620,-1090228093,1060526454)+W(5,-1088701567,1063814816,-1091926928,1060516426)+W(6,-1075073775,1073862535,1074296249,-1072347435)+W(7,-1081012351,1067785227,1067261757,-1077197270);WS(-1105546040,1026157880); +sum1=W(0,1036866652,1043435937,1040614249,1040950836)+W(1,1057171433,-1092874056,1048836647,1045419231)+W(2,1040737235,1037560064,1049109967,1039696013)+W(3,1043417390,1020658754,1039556030,1031337694)+W(4,1032157499,1032871003,1036650571,-1102499357)+W(5,-1078642173,1040635958,1035867609,-1088963702)+W(6,999044599,1035782037,1039966133,-1094603626)+W(7,-1101965321,1029450491,1034875342,-1107844556);sum2=W(0,965076992,-1142972544,1033414560,999804672)+W(1,-1113573416,-1080122522,-1117537424,1017997216)+W(2,1013150208,1009041344,-1116987776,1015814944)+W(3,-1116017408,-1123867424,1030258512,1004325632)+W(4,-1152459008,-1114613368,-1111239120,-1131242272)+W(5,1068973644,1009242816,1024438240,1043660652)+W(6,1023678672,-1111376032,1026341216,-1113471168)+W(7,1025739248,1011147520,-1124670336,-1115573696);WS(-1081027239,1060388068); +sum1=W(0,1018532824,1052335227,1049191505,1040945153)+W(1,1050078256,-1089652372,1053224518,1048158700)+W(2,1045983912,1019623144,1050009062,1043330564)+W(3,1042366848,1037373643,1043374892,1034126717)+W(4,-1106690587,-1126830164,-1142725077,-1103567931)+W(5,-1079677805,1037048166,1044049241,-1098210230)+W(6,-1102526621,-1124021470,1037549983,-1090769236)+W(7,-1106920486,1000910717,1031972104,-1113976903);sum2=W(0,1023484285,1031916514,-1119356133,1029289565)+W(1,1044843621,1057057740,-1120749829,1041097307)+W(2,-1108647964,-1098024997,1055633817,-1101664529)+W(3,-1129898257,-1101101054,1038083406,-1111945130)+W(4,-1111485988,-1133461586,-1119814653,-1126159585)+W(5,1024531885,1001931237,-1112201820,-1121314077)+W(6,1016983721,1019582313,1035253182,-1102656055)+W(7,1022769465,-1110859200,1011319026,-1105960100);WS(-1121436896,-1083449266); +sum1=W(0,-1126965659,1026072602,1057845458,-1131437006)+W(1,1049661628,1047051462,1058188821,-1106898372)+W(2,1048826500,1049513187,1036301673,-1110051320)+W(3,1030351624,1043516478,1026266705,1018834023)+W(4,-1106937331,1025271436,-1112818966,-1096100393)+W(5,-1093909527,1039868950,-1120770471,-1089458543)+W(6,-1097831955,1048680544,-1101852248,-1105302990)+W(7,-1094725407,-1137214404,-1111779257,-1115312055);sum2=W(0,1016993788,1030590564,-1118806788,1025140224)+W(1,-1085967118,1078987048,1042721449,-1106156741)+W(2,-1066270592,1069325982,1078555235,-1070014283)+W(3,-1115300709,1026006822,1051485796,-1089828448)+W(4,-1118559458,991152164,1031495588,-1126785121)+W(5,-1100137345,1040984057,1038491925,-1106137914)+W(6,-1105174392,1030579932,-1111978905,1044823121)+W(7,1011662011,-1120641633,-1113499951,-1121082393);WS(1060473294,-1125032523); +sum1=W(0,-1131528546,1048790648,1043924207,-1118381578)+W(1,1044891665,-1096003632,1057928103,-1103035725)+W(2,1038728371,-1127678449,-1104437021,1017562024)+W(3,1017619335,1019650740,-1138265298,1013193724)+W(4,-1094915206,1032416951,-1103983036,1028842287)+W(5,-1089668066,1041536420,-1131359957,1048586166)+W(6,-1106021950,1026802338,-1119623443,1048997587)+W(7,-1112334062,1028850580,-1112764523,1016196772);sum2=W(0,-1154979909,-1104183315,1023871771,-1124013145)+W(1,1042673063,-1099433949,1024353365,-1113455493)+W(2,-1131887235,-1106752952,1037029004,1009341589)+W(3,-1120394460,-1135604889,-1136822537,-1126494367)+W(4,-1104961174,-1105906795,1027246941,1041717973)+W(5,1075222357,1048045634,-1114760758,-1071159846)+W(6,-1106459992,1027783079,-1101645527,1061754151)+W(7,1020599743,1023779471,-1130069351,1037905746);WS(1063175758,1049951270); +sum1=W(0,1041620825,-1091045702,-1084051495,1051934199)+W(1,1019501037,-1103613676,-1089200998,1053157077)+W(2,1024394007,1042850683,-1103906809,-1121035141)+W(3,999909159,-1106705027,-1117239270,1034798936)+W(4,1046456792,1028165760,1028219745,1040719576)+W(5,1050464826,1037889601,-1110307566,1054477181)+W(6,-1097805325,1054554722,1045652053,-1098419444)+W(7,-1091232034,1056053333,1031152711,1011564046);sum2=W(0,1042259987,-1095572989,1062079447,-1091471926)+W(1,1049412228,-1092861102,-1089203271,-1103057728)+W(2,-1116401558,1047552828,1034556296,1044973062)+W(3,-1130123924,1051271629,-1110031497,1011000463)+W(4,1041645665,1033532620,1015596856,1055700238)+W(5,-1093629070,1042934527,1035045090,1037140407)+W(6,-1106623325,-1106239816,1032040702,-1095940003)+W(7,1053844390,-1095799213,1033073048,-1107294450);WS(-1085388366,-1090694979); +sum1=W(0,-1119481145,-1130943626,1044273497,-1123787314)+W(1,-1112850502,1059845268,1047368143,1032777214)+W(2,-1125429276,1039407200,-1095680144,1041751591)+W(3,-1113892940,1032644049,990533574,-1140788444)+W(4,1041576542,-1117135031,-1115475932,-1108110651)+W(5,1027588771,-1101064470,1040347561,-1087220302)+W(6,-1111657568,-1126225621,1037523789,1036323946)+W(7,-1143449895,-1109271006,-1134357621,1021334836);sum2=W(0,1013881877,-1105376838,1037736456,-1107190004)+W(1,-1121103222,1042717593,-1123416196,-1118295314)+W(2,-1115317828,1043660085,-1115549939,-1127822751)+W(3,-1114801766,1040920849,-1126402007,-1126179247)+W(4,1040619572,-1122228614,-1120404934,-1125693587)+W(5,1068021664,-1087341114,1051908042,-1082924015)+W(6,-1108863865,-1125959243,1042189807,1016978358)+W(7,-1107267301,1023515477,1038966556,-1136349779);WS(1065904679,-1122628785); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns128-win8x6.glsl b/shaders/nnedi3/gather/nnedi3-nns128-win8x6.glsl new file mode 100644 index 0000000..4c423c6 --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns128-win8x6.glsl @@ -0,0 +1,378 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1017020226,-1120184142,-1151849881,-1138315554)+W(1,-1098719688,-1094289569,1052033568,1054031418)+W(2,-1144117236,1029415347,1026313661,-1110814528)+W(3,-1113913797,-1137890034,-1139428474,-1130100551)+W(4,-1094215666,-1084764287,1050615732,1057266643)+W(5,-1122295896,-1158862002,1037955767,-1136459684)+W(6,-1105019328,1030136834,1024054031,-1115186183)+W(7,-1093503073,-1122358095,1051842684,1060278709)+W(8,-1115484761,1027215228,-1118592012,-1125342359)+W(9,-1119041199,1009291685,-1134121575,-1123693866)+W(10,-1104408867,-1101060057,1050624038,1049323809)+W(11,-1148196514,-1131405947,-1117980571,-1141919603);sum2=W(0,-1112090344,1032910614,1021515189,1011608699)+W(1,1018826733,-1103038162,-1112298310,1035039469)+W(2,-1126912052,1027816837,1030536589,-1130070276)+W(3,-1111235489,1050015381,-1109181339,-1133688887)+W(4,1035541017,-1096237270,1079505355,1068933685)+W(5,-1119314146,-1132054353,1047170650,1002846254)+W(6,1041065097,-1106592726,-1120491130,1032724543)+W(7,1051919390,-1101133158,-1067816278,-1082386736)+W(8,1004049262,1017068057,-1108914015,1012706615)+W(9,-1112521193,1032648390,1020760181,997621755)+W(10,-1120644044,1029904493,-1123411157,-1094139890)+W(11,1020965593,1017829425,-1115273665,1011888367);WS(1038714296,1044827315); +sum1=W(0,-1137155124,-1139148008,1000000044,1008773074)+W(1,-1100726684,-1106613964,1051571686,1058392080)+W(2,1034472653,-1136883834,1034039029,-1097060854)+W(3,-1110040196,-1114984084,-1155069097,-1125197471)+W(4,-1093356205,-1087655353,1059856605,1058043460)+W(5,1033872898,-1122772178,-1137125990,-1112523275)+W(6,-1117135435,1038803511,-1147450330,-1128457331)+W(7,-1093486798,-1088451200,1050763009,1053821137)+W(8,-1125370043,1027534056,-1131894321,-1134047198)+W(9,-1110360429,1046900069,-1131672268,-1142834606)+W(10,-1109846237,-1093848946,1049636107,1046500044)+W(11,-1126166913,1020331091,-1108292068,1021083253);sum2=W(0,-1116671780,-1111301077,982126402,-1123255245)+W(1,1061532718,1066141278,1053914306,1046375724)+W(2,-1094346395,-1108898352,1041257894,998291536)+W(3,1011773496,-1102830064,1036976721,1020504368)+W(4,1064263836,1055449836,-1106352300,1013495848)+W(5,1023084860,1037821947,-1101238723,1023442398)+W(6,1031803093,1045043848,-1157600449,-1113656730)+W(7,-1076699072,-1085904680,-1094946683,-1103067006)+W(8,-1123876988,1041381351,1048924521,-1103198508)+W(9,1026389126,1022832316,1032297389,-1129338356)+W(10,-1099822488,-1092845936,-1098417421,1036977493)+W(11,-1109391389,1023206676,1053328593,-1109968297);WS(-1087781687,-1134030789); +sum1=W(0,-1113846601,-1129634048,1037437606,1028179002)+W(1,1056064759,1049319247,-1098510574,-1090428884)+W(2,-1123784128,1016685513,-1105760812,-1116809458)+W(3,1045066941,-1108576055,1040743460,-1106850597)+W(4,1048732210,1054487227,-1094444002,-1095161561)+W(5,-1105661778,1048222150,1050640540,1007721067)+W(6,1030205873,-1117192467,-1122790273,-1123964671)+W(7,1044300425,1055338520,-1098192922,-1095134094)+W(8,-1110013906,1033480951,-1106372902,1040160031)+W(9,1027547489,-1110675758,1027799500,1036030878)+W(10,1034894336,1053272331,-1095206484,-1101066654)+W(11,-1112122819,1033810456,-1138309939,-1109703824);sum2=W(0,-1119401943,1013558867,-1134698244,1023697539)+W(1,1025267901,1033970227,-1112961274,1010071413)+W(2,-1122026299,1005039212,-1116217767,988018625)+W(3,-1119659280,1038666215,1024534132,1018187921)+W(4,1048742053,1082848284,-1097296472,1019163177)+W(5,-1115786374,1042066180,-1064739318,-1103390691)+W(6,-1120396841,1035154544,-1142625275,-1145140771)+W(7,1060700209,-1115995862,-1105855221,1033089456)+W(8,1017803659,-1115628759,1042818438,-1086947071)+W(9,-1131590401,1021197862,1007645751,-1141296989)+W(10,1035612397,-1123714371,-1120357988,-1156341795)+W(11,-1150181080,1011442501,1029308077,-1109434149);WS(1060770743,-1108197568); +sum1=W(0,1029069588,1038531041,-1160198547,1016886775)+W(1,1046558478,1048524254,-1096395039,-1095627128)+W(2,1009558662,1033422755,-1097778094,-1146067869)+W(3,1041390628,1022402527,-1139668038,1015246637)+W(4,1058409012,1050284011,1057717017,-1086831062)+W(5,1033638277,1029754521,-1110221104,-1098986327)+W(6,-1103954605,-1112398730,1019206597,1034731136)+W(7,-1083755424,-1092005688,1053908426,1056693263)+W(8,-1119102757,-1130383710,1037994808,1042951984)+W(9,-1117714338,1039312430,-1115649126,-1123983389)+W(10,-1101033824,-1131529899,1038174992,1043180606)+W(11,-1114155844,-1129441697,1000398449,1025216609);sum2=W(0,1041755532,-1099902739,1026676440,-1104188915)+W(1,1028942726,-1105392496,1048552390,1039915367)+W(2,-1104654601,1033528857,-1104867005,1030445090)+W(3,1020538503,-1096783078,1024214572,-1122447814)+W(4,-1106738713,1066518668,1068731351,-1105911641)+W(5,989961401,-1133955554,-1126700225,-1106850996)+W(6,-1094671115,-1096595186,1039804037,1036156927)+W(7,-1122053390,-1123632409,-1091471401,-1096057439)+W(8,-1153726297,1032072745,-1113480650,1025639958)+W(9,-1108992818,1023478108,1023379743,-1140508998)+W(10,1032650381,-1109607147,-1096750685,1033306823)+W(11,-1128986161,1023561226,1031767054,-1115144981);WS(-1105940700,1068951582); +sum1=W(0,-1126610867,-1119652358,1035444041,1000087558)+W(1,-1103531583,-1095183320,1048983991,1040363554)+W(2,1033586531,1011542187,1041424541,-1126498674)+W(3,-1105308514,1025089333,1033866603,1016288952)+W(4,1035540828,-1091977028,1043404182,-1129232537)+W(5,1018737568,1021129404,-1108874003,-1116171169)+W(6,-1101500686,1024487034,1030903912,1023501510)+W(7,-1098956255,1016827662,1032787659,1050470779)+W(8,1033496245,1023594100,-1115835365,-1107291841)+W(9,1036868116,-1137536646,-1139243976,-1121882082)+W(10,-1107477027,-1111432589,1051055933,1042688239)+W(11,1015384473,1034920923,-1101253029,1038297635);sum2=W(0,-1102554320,1044079872,-1122059260,-1123978268)+W(1,1026913323,1056944699,-1111536011,1043643239)+W(2,-1112242992,1005844362,1037617295,1031431539)+W(3,-1093658955,-1094337979,1036141312,-1123592170)+W(4,-1093217948,1064662115,1067907418,1042723115)+W(5,-1101249260,1042545272,-1090550375,-1103624535)+W(6,1045282706,-1139302445,-1127043568,-1111710804)+W(7,-1091166584,-1092135065,1035940631,-1118927202)+W(8,-1111294278,1025042022,-1112133073,-1119161360)+W(9,983065168,-1105233712,-1120657957,1040694361)+W(10,1041761864,-1104693620,1027935282,1016057395)+W(11,1026789959,-1114223884,-1106943303,1014979737);WS(1061289911,-1074625008); +sum1=W(0,1035013222,-1110099132,1042690449,-1118986355)+W(1,-1087592511,1013931199,1047068971,1058027688)+W(2,1048036382,-1106703359,1008030621,-1107213995)+W(3,1048074309,-1101544522,1032007652,1022020251)+W(4,-1088015817,-1099315493,1058005973,1036127926)+W(5,1044183504,1029001296,-1093058723,1042727509)+W(6,-1102744618,1043103143,-1108674269,1040686510)+W(7,-1091144488,-1088950448,1057593649,1048070472)+W(8,-1106075703,1048869669,1002612916,1042938237)+W(9,-1099009366,1038471242,1033202498,-1123719572)+W(10,1033106140,-1090129177,1055515931,1043345580)+W(11,-1107279296,1042195418,-1113377491,-1110941900);sum2=W(0,1047600068,1074182899,-1104469346,1034897388)+W(1,1032211690,-1124075063,-1074957140,-1092005485)+W(2,-1111289614,990179414,981988140,1046053217)+W(3,1080728354,1077196082,1033162274,-1104312342)+W(4,-1100127529,-1093339345,-1071410100,-1067981267)+W(5,-1123826485,-1109598746,1030504779,1036844207)+W(6,1039546617,-1121476275,-1119055011,1001538203)+W(7,1036352485,1008083901,1042351425,-1101189403)+W(8,1036519612,-1146561467,-1101604075,1025223671)+W(9,-1113609974,-1124909535,-1122390571,1036889309)+W(10,1032631324,1002134635,1037135096,-1113906708)+W(11,1017678167,-1132393287,-1113103836,1034478190);WS(-1106894556,1030995446); +sum1=W(0,1033805806,1025291593,-1123387156,1025589699)+W(1,-1098701288,-1096105008,1054610112,1034528997)+W(2,1027839817,-1123546765,1037953340,-1119393787)+W(3,-1127599047,-1105750398,-1139656804,1028556318)+W(4,-1091536615,-1090836572,1065523109,1039781117)+W(5,1027349522,1022652480,-1103173850,-1120434724)+W(6,-1104274718,-1117867836,-1128131860,980812294)+W(7,-1097995702,1039238949,1045458038,1054896451)+W(8,-1135075504,-1125284461,-1104116474,-1111869411)+W(9,1018769427,-1114245906,1017797929,-1137342353)+W(10,-1110811780,1001735913,1047692618,1040199808)+W(11,-1152753902,-1131064048,-1106977725,-1129786002);sum2=W(0,-1096073996,-1132437108,-1110091164,1030581609)+W(1,1036583621,1040176294,1031847146,-1104952058)+W(2,1023568502,-1124563800,-1120421639,1006888722)+W(3,1051933742,1042406776,-1124528958,1024868796)+W(4,1056082302,-1080138625,-1071401906,1077840619)+W(5,1026684617,-1114165836,1012484405,-1114613612)+W(6,-1117745155,-1117509823,1022252519,-1175372351)+W(7,1039833458,1041695761,-1107574374,-1108532142)+W(8,-1139194300,1023135287,-1112420268,1044393926)+W(9,-1110977956,1029056744,-1123316826,-1123141270)+W(10,-1119756119,977900031,1034383482,1034777920)+W(11,-1122696127,1034470668,1027961212,1028893644);WS(-1094248046,1034739186); +sum1=W(0,1043421097,-1114752489,-1148807918,-1121641997)+W(1,1057979744,1045790578,-1097763033,-1090462057)+W(2,1019430629,-1115505835,-1105205440,1042504017)+W(3,1040593858,1043491504,-1118546659,-1119896808)+W(4,1054873978,1054724534,-1089142502,-1089339622)+W(5,1008619887,1038945077,-1114903193,1029920941)+W(6,1033892386,1035924243,1027770003,-1117202258)+W(7,1056858543,1046524773,-1098379668,-1089696734)+W(8,1025474934,-1148381698,1042806872,-1102740772)+W(9,1032482905,1031829015,-1114510703,-1121511758)+W(10,1049846778,1056083605,-1089945727,-1096843609)+W(11,1017864241,1029503362,1031492831,-1103488653);sum2=W(0,-1111104155,1022922994,1024571549,1032629114)+W(1,1069180600,1065968459,1047799465,-1111175727)+W(2,-1081878912,-1085703668,-1106624299,-1092657949)+W(3,1036988882,-1104365480,-1120833813,-1123705993)+W(4,1066031139,1064223912,-1098359864,-1121840686)+W(5,-1080884055,-1079207816,1044325339,1026540087)+W(6,1038064580,-1119955010,-1113289848,1031286487)+W(7,1062275672,1060225053,-1115327032,1008715668)+W(8,-1083548865,-1085294305,-1117772151,1048614780)+W(9,1018164430,-1144675449,1035572024,1033808184)+W(10,1060364945,1057151625,-1114533548,1042276675)+W(11,-1090372695,-1100806033,-1103516228,-1105153406);WS(-1095016302,1049780935); +sum1=W(0,1050711943,-1110792724,1008440267,-1140214663)+W(1,-1092537964,-1101785640,1051364259,1044505338)+W(2,1025322472,1024485132,1026645590,-1110639373)+W(3,1036012635,-1104496021,1035221148,-1137823987)+W(4,-1091742968,-1090015552,1058946996,1051977632)+W(5,1018037601,1032762847,-1106527650,-1130979716)+W(6,-1145733059,-1109552317,1029727784,1007510683)+W(7,-1090979415,-1088424934,1057598839,1056967247)+W(8,1010918699,1027572437,1015167915,-1146016549)+W(9,-1115585956,-1142816275,1025812851,-1142229143)+W(10,-1096995861,-1095074239,1058283380,1050931556)+W(11,-1127055707,1011865435,-1105047309,1009720606);sum2=W(0,-1087779211,1033693595,1036141535,1040969494)+W(1,1059045592,1037950807,-1095617275,1056604611)+W(2,1035668628,-1110274633,1051875566,-1085730308)+W(3,-1096934819,1042126031,1015318832,-1136101349)+W(4,1059474718,1079595174,1059711341,1057610078)+W(5,-1106464684,-1106179801,1011257519,-1104408796)+W(6,1036377831,1046621966,-1111621316,-1112220931)+W(7,1065421414,-1079659864,-1088974739,-1098744628)+W(8,1035078820,1045400280,-1097874228,-1102027272)+W(9,-1129542795,1052735842,-1115487487,1042180910)+W(10,-1077353318,-1076641223,-1089093989,-1112239718)+W(11,-1122902412,1057832501,-1089345613,-1123714793);WS(-1081166556,-1096725839); +sum1=W(0,-1114510289,-1119269199,-1130642485,-1146977357)+W(1,-1102646113,-1098664649,1045921361,1050030946)+W(2,-1114582784,1022415207,992772066,-1113153825)+W(3,1038356317,-1095921640,-1111253552,1032268722)+W(4,1027769520,-1089074675,1057711094,1039889859)+W(5,1025422681,-1098886685,-1107182252,1041426283)+W(6,1038758688,-1102108905,1021187873,1024786511)+W(7,-1098156409,-1106011300,1045805544,1053078718)+W(8,1036466489,-1129952762,-1131324475,1043642083)+W(9,-1117501552,1024092394,1021141494,-1115200917)+W(10,-1102728052,-1107570834,1052716334,1042557010)+W(11,-1133449046,1012650491,-1153593794,-1148235644);sum2=W(0,1032309947,1017679770,-1120032365,-1154116071)+W(1,-1133231158,-1134787122,1025906643,-1123962703)+W(2,1035599863,1039832482,-1108727038,-1128886461)+W(3,-1118521489,1020082264,-1132933754,1033357218)+W(4,-1096414395,1064675801,-1114291801,1007375557)+W(5,1035524914,1059399952,-1080568363,1020492423)+W(6,-1122971142,1015972752,1029048100,-1165588207)+W(7,-1097709607,1040110606,1031540723,-1114360955)+W(8,1040378905,1024318985,-1112615988,-1108104258)+W(9,1021714009,-1134334294,1020455541,-1115144648)+W(10,-1121524587,-1119507729,1014310369,-1136421576)+W(11,1036458899,-1122706022,1028363593,-1111963053);WS(1058284215,-1100256461); +sum1=W(0,1042064203,1017583666,977549609,-1136333391)+W(1,-1108621703,-1098054746,1037147366,1048792691)+W(2,1009105958,-1118222526,1036542212,-1107171315)+W(3,-1103445177,1003134525,1032458293,1023954799)+W(4,-1084539629,-1105743629,1055543997,1061193316)+W(5,1005641493,1001049989,-1113492892,1001865121)+W(6,1030077610,1044505715,-1132003829,-1131855793)+W(7,1061657482,-1111653453,-1102389770,-1089393894)+W(8,-1141919717,1031530183,1000070140,-1095280499)+W(9,1034368605,-1109681210,1007647892,1014651348)+W(10,1032593324,-1134741175,1030932473,-1126089633)+W(11,957669220,-1123915241,1012906393,-1124982771);sum2=W(0,1018718450,1033569638,-1112523495,1025749667)+W(1,-1109821356,1026676021,-1111912018,-1104497483)+W(2,1009497507,1017944258,-1114119398,1032840840)+W(3,-1099586256,-1096388774,1021531102,1034709000)+W(4,-1092985416,1065372034,1061077725,-1087345020)+W(5,1033599708,-1109427758,-1129773592,1018773778)+W(6,-1109846828,-1112379914,1006685387,-1129693762)+W(7,1048850468,-1106255761,-1117456886,1049253485)+W(8,1029395381,-1106769492,1043058397,-1101038787)+W(9,1008781387,1045287677,-1106459716,-1119027428)+W(10,1013968523,-1138431127,-1135366091,1038233914)+W(11,1020319838,-1113647178,1037121278,-1113511705);WS(1048665454,1062854025); +sum1=W(0,-1140401360,-1099989608,1032679478,1004974300)+W(1,-1107105990,-1094089019,1038119146,1040482153)+W(2,1004764812,-1132148363,1043046180,-1113947114)+W(3,-1108003052,-1103518244,1026224498,1041394910)+W(4,-1084721726,1054691719,1054936910,1050737065)+W(5,1022372181,-1113753404,1025601857,1044891839)+W(6,1044968661,1040271757,-1137588617,-1128844481)+W(7,1057517320,1035416977,-1099872844,-1084409495)+W(8,1033354242,-1131287582,1017193535,1022006333)+W(9,1031459778,-1114933822,-1128306202,-1115578718)+W(10,1033669936,1032390235,1038726400,-1107158134)+W(11,-1112957780,1012659010,1023203548,1025595521);sum2=W(0,-1116919239,1034599590,-1137390044,-1120028750)+W(1,1032246372,-1095438265,-1105861815,1026537129)+W(2,-1102851233,-1129352893,1022176478,1047938064)+W(3,-1110926857,1037510574,-1112211314,1031876652)+W(4,-1093245727,1062401065,1054207178,-1114848017)+W(5,1046245506,-1106645860,-1118385188,-1093210017)+W(6,-1091078601,1052042083,-1105672202,1041988042)+W(7,-1115099719,-1100501338,-1104155840,1059021754)+W(8,1043294706,1016480352,1013766280,-1104427658)+W(9,-1102117757,1043447553,-1122489809,1032816067)+W(10,-1112097107,-1102195598,-1115066040,1047757772)+W(11,-1113418727,1030659187,1027463789,1027075631);WS(1046819548,-1112403026); +sum1=W(0,-1096536373,1040283909,-1118831073,1043575156)+W(1,1042563315,-1108795847,1047473762,1028458839)+W(2,-1134760216,1037371629,-1115473730,-1147631681)+W(3,1049135339,-1115136450,1025124390,1028002987)+W(4,1040849058,1045384892,1052252597,-1083606160)+W(5,1036578576,-1147407721,-1102431101,1015994849)+W(6,-1127238030,1042113706,1034880715,1023377962)+W(7,-1081137782,1040945110,-1106041242,1054448495)+W(8,1029054905,-1113175874,1026652836,1046487189)+W(9,-1124049974,1045174012,-1144027915,-1125071779)+W(10,1026387221,-1122981994,-1138801364,1031800519)+W(11,1032040846,-1121286085,1030118403,-1096718751);sum2=W(0,1036928405,-1122373594,1025044698,-1116472244)+W(1,-1121318128,-1104861162,1040619830,1035706238)+W(2,1033058067,-1110745183,1034962287,-1114868876)+W(3,-1111538981,-1111848203,1003069456,-1123391126)+W(4,1038958235,1050016986,1044878634,1046111644)+W(5,-1130393948,1005454840,-1113883437,1034772140)+W(6,1027481573,990411281,-1110477199,-1129719684)+W(7,1040124875,-1116142138,1030695866,1017226015)+W(8,-1105702279,1029172520,-1102609372,-1114732111)+W(9,-1136822924,-1136314996,989635105,1023677849)+W(10,-1113301330,-1112411005,1007553654,-1114454329)+W(11,-1112847239,-1150621057,-1109652887,1029458562);WS(1054158702,-1098491196); +sum1=W(0,-1119237644,1026235385,983582877,-1129450472)+W(1,1033589815,1048228620,-1098493798,-1101713087)+W(2,1023147092,-1173092218,-1123359016,1034513750)+W(3,1037197666,1031464488,-1121678922,-1121209423)+W(4,1060260620,1056756834,-1103778771,-1083899440)+W(5,1035595873,1020058530,-1122982297,-1103037013)+W(6,-1099798307,-1102325483,-1119715259,1031290553)+W(7,-1093716116,-1102446942,1046824098,1057005120)+W(8,-1117980637,-1124996559,1028221304,1049393023)+W(9,-1107157175,1036899466,-1115265987,1032360987)+W(10,-1111054172,-1132207900,1011053924,1037130136)+W(11,-1115548960,995105423,992781927,1041637742);sum2=W(0,1013555797,1016103802,-1115650269,1022318336)+W(1,1023151297,-1114491928,-1119261847,-1107715656)+W(2,-1133592549,-1142562170,-1130031974,1033284778)+W(3,1041650416,1052577828,-1109544964,1023537352)+W(4,1042399799,-1088107917,-1093802466,1043696631)+W(5,-1132296546,1012286637,1027122983,-1108010060)+W(6,-1105646271,-1089308865,1016525394,-1104797311)+W(7,1046742027,1041655381,-1101461419,1070961498)+W(8,-1129646858,-1123666701,1023301191,-1123089325)+W(9,-1093424353,-1123233885,1033208955,1034835508)+W(10,1027817568,-1123805293,-1103638866,-1129647390)+W(11,1020078242,1017326494,1027104379,1010592861);WS(-1098756718,1025257793); +sum1=W(0,1023803110,-1138344011,992949730,-1170432841)+W(1,1057699745,1040420307,-1107275570,-1090131561)+W(2,1012926412,-1123369303,-1117188674,-1119694405)+W(3,1026014126,-1121590721,1015181254,1001883457)+W(4,1054103406,1044394251,-1096688477,-1096556254)+W(5,-1127845816,1035099253,1029634610,-1115724526)+W(6,-1118191492,-1131017933,1025052052,-1113865961)+W(7,1054646511,1053702338,-1105028073,-1094031636)+W(8,-1114907963,1041135600,-1105231572,-1140440641)+W(9,992699702,-1125677724,1028407518,-1142935155)+W(10,1018441892,1056434389,-1094260670,-1106433523)+W(11,-1110839852,1033590433,-1115106656,1028218227);sum2=W(0,1035336978,977119295,1017397942,-1113857499)+W(1,1016146718,-1139136560,-1169985407,1003212424)+W(2,1007728744,1015257206,-1127032094,-1124908942)+W(3,1058657166,1082282453,-1107301692,994248048)+W(4,1029663775,-1088717558,-1067974855,-1086726098)+W(5,-1139895388,989071903,1045162011,-1128987279)+W(6,1081592322,1057428850,-1099171315,-1114604929)+W(7,1032721198,-1109521003,-1101606461,-1065596346)+W(8,-1115423533,1026551071,1001306728,-1132432620)+W(9,1029982493,1050573738,-1105825924,-1128156929)+W(10,1035913834,-1115579388,-1113547007,-1114706375)+W(11,-1124574009,999865176,1022139202,-1127893472);WS(1057488311,1032489366); +sum1=W(0,-1107316871,1034785118,-1126361486,998859696)+W(1,1045821468,1031878554,-1098594694,-1130375162)+W(2,-1127874328,-1124885440,-1137835434,1009430200)+W(3,-1114064513,1048520075,-1139957040,1028022609)+W(4,1057263754,-1127500588,-1099155379,-1105098668)+W(5,-1121514949,1026343507,1033795278,-1104540630)+W(6,-1112481238,-1154023155,-1122345661,1015295094)+W(7,1049599048,1025402492,-1112014022,-1109749909)+W(8,1007199100,-1119007402,1046311438,-1105774078)+W(9,-1133481329,-1108825451,-1129886863,-1126668079)+W(10,1034877470,1046739556,-1116334683,-1114013594)+W(11,1026086402,-1138298796,-1119327433,-1109189150);sum2=W(0,1036764889,-1115068573,1035973522,-1131728975)+W(1,-1128881737,1043114423,1022919798,-1111227173)+W(2,-1122740141,-1130091274,990889655,1037242625)+W(3,-1096357732,-1081650015,1057647035,1044679054)+W(4,-1098903856,-1105946360,1064645808,-1128128484)+W(5,-1126568042,1036162942,997618289,1034691185)+W(6,1008652352,1020148594,-1120435503,1029801795)+W(7,-1121257166,-1122224678,1034184152,-1094730608)+W(8,-1145265129,1016517254,-1123774451,-1119761613)+W(9,1019038058,-1125968836,1001204178,1040526136)+W(10,1033879187,-1125677560,-1141167471,-1110501324)+W(11,1025838030,-1121815648,1017460301,1017411026);WS(1059796919,-1120566973); +sum1=W(0,-1112300176,1042197939,-1121363289,-1128913552)+W(1,1051198984,1044389601,-1097436160,-1105877684)+W(2,-1128535084,1024751122,-1156941767,1031319296)+W(3,1034918960,1019526904,-1170089852,-1114223569)+W(4,1058261945,1057668526,1000497399,-1084964393)+W(5,1025460631,1032881746,1032065846,-1115209492)+W(6,-1097594444,-1109654209,1007200827,1032486790)+W(7,-1083919657,-1093305914,1031553246,1058860547)+W(8,1010383044,986576750,1041280427,1045243539)+W(9,-1121876014,-1114258964,1025411673,1031548233)+W(10,-1113158982,1024357474,-1106885131,1038828418)+W(11,1034628234,1012703988,-1128319413,1014469175);sum2=W(0,1030657759,-1114346787,1024653023,-1143612781)+W(1,-1116365956,-1122350618,-1145631357,-1142189493)+W(2,-1144957229,1013910379,-1120960689,-1108113093)+W(3,-1115709916,-1122961088,-1118229715,1031492195)+W(4,-1109597137,1063925227,1058735511,1041520845)+W(5,1028619709,1003281301,-1102646250,-1100459142)+W(6,1023143173,1032102149,-1103747903,1037055061)+W(7,-1097941231,-1096423541,-1113230658,-1123318690)+W(8,1040501280,1015718737,-1119600722,-1097541479)+W(9,1035049663,-1115297076,-1120661119,1027878177)+W(10,1034348655,-1104473650,1029140405,-1107577516)+W(11,-1116733621,-1122107736,1048901284,994779835);WS(1025862512,-1097886171); +sum1=W(0,1039868615,1039095646,1028206791,1017995501)+W(1,1048852846,1046495341,-1095591910,-1084617440)+W(2,1003283810,1031081728,1032043925,1036255511)+W(3,1044724702,1040670187,1023900364,-1115115241)+W(4,1053236428,1054642003,-1089161581,-1088992852)+W(5,-1128580235,1033561578,1024473755,974144948)+W(6,1036683863,-1105649212,1028215869,973319892)+W(7,1050422468,1049220624,-1107053347,-1092805231)+W(8,1012484477,-1126192084,-1120787802,-1132527589)+W(9,1040757263,-1101644966,1031994596,1033665516)+W(10,1039010398,1042256548,-1102281943,-1107160205)+W(11,1035723265,-1141688154,1034960116,1025750940);sum2=W(0,-1113384832,-1105498372,-1115898040,1017309480)+W(1,-1106075829,1041703091,1043260681,1051665642)+W(2,-1143916576,-1119502308,-1122221676,1041533127)+W(3,-1140340528,-1101077232,-1131938440,1026950620)+W(4,-1109231476,1049668212,1039662810,-1109716244)+W(5,1032670038,-1130795288,-1109791178,1047102067)+W(6,-1114410560,1042402941,-1147724576,-1120377052)+W(7,1032262130,1040746517,-1097796100,-1113565360)+W(8,-1112068676,1031201932,-1131969000,1039963022)+W(9,-1114542528,1040078450,-1120540424,-1108926548)+W(10,-1140600496,1048026467,-1097463639,-1108348496)+W(11,-1108483346,1028500076,-1107112902,1032294606);WS(1059594295,-1081462343); +sum1=W(0,1043504002,-1116748340,978268098,1027153262)+W(1,-1087238767,-1102654539,1047257898,1052804111)+W(2,1012415888,-1165722369,1038115889,1041162890)+W(3,1039643767,1038369681,1037283618,1020914066)+W(4,-1086204143,-1088075529,1054855273,1049749519)+W(5,1033818911,1032180390,1037006730,1044063108)+W(6,1034058802,1040894970,1024040629,1001487768)+W(7,-1086503800,-1098202447,1052275873,1047397560)+W(8,991868273,1034352017,1024505810,-1117492081)+W(9,-1111840522,1036921959,1022356543,-1121199663)+W(10,-1107277965,-1098696769,1026848211,1039603542)+W(11,-1131707508,-1136594828,1036480704,995252542);sum2=W(0,-1120219585,-1127812186,-1110777341,1028621181)+W(1,1034472183,-1129759266,-1126856730,1035384087)+W(2,-1120488613,-1132463093,-1106344343,-1123130413)+W(3,-1121966109,-1109734497,1030597213,1027102605)+W(4,-1123472797,1054407172,1046142043,1038893967)+W(5,-1111137329,1013238549,-1110811845,-1121376361)+W(6,-1139970197,1005564394,1041951037,-1106396561)+W(7,-1114873213,1049042812,1024169581,-1102581665)+W(8,-1113345499,1010521365,1023037898,-1147353578)+W(9,1027913013,1021745754,1026771477,-1110468651)+W(10,-1104920828,-1117275361,1045072501,-1119264521)+W(11,-1123696429,934750635,-1108801471,-1123538565);WS(1001790336,1033193226); +sum1=W(0,1018580889,-1115176285,-1131356554,-1113292474)+W(1,1052553934,-1113855449,1046326027,-1117909243)+W(2,-1129785460,-1156866531,-1112351060,-1104113579)+W(3,-1102427201,-1094752997,-1118664394,-1133969725)+W(4,1060794158,999804065,1062953181,1041639692)+W(5,-1132017542,-1130622370,-1105541862,-1095014251)+W(6,-1105768635,-1119059021,-1111709325,1027204153)+W(7,-1122254720,-1110352445,1040555139,1031529696)+W(8,1022740922,-1121415144,1031818996,-1102735326)+W(9,-1121009370,-1131789226,-1127980619,1024655285)+W(10,1026923705,-1100154756,1030139737,-1115548569)+W(11,1008916224,-1122315305,1016036429,1008421480);sum2=W(0,1019371878,-1137594745,-1130012060,999771042)+W(1,-1106457448,1043986431,991329315,1035878909)+W(2,-1118330440,-1156785507,-1108709562,1038257769)+W(3,1002965746,-1114341154,1018901632,-1123589256)+W(4,-1118271248,1057361082,1053769225,1042318306)+W(5,-1134019065,1021163648,-1113472862,1025444512)+W(6,-1115605194,1017493044,1017234680,-1124249760)+W(7,-1102884302,1037230696,-1099274218,1010690665)+W(8,-1123825168,1025071687,-1115820708,1015483632)+W(9,1015905000,1024661143,1016197020,-1118367200)+W(10,-1112309114,1036147884,-1092869373,-1101115118)+W(11,-1126466092,1013380697,1016005876,1020142296);WS(-1096043118,-1087645231); +sum1=W(0,1029203067,-1099485226,1032694426,-1115587665)+W(1,-1106908023,1052615508,1017432376,1045341850)+W(2,-1114910160,-1127306394,-1113683692,-1131991862)+W(3,-1113336032,-1121275799,1023546425,1031441086)+W(4,-1082902530,1045376289,1050158903,1054321442)+W(5,998100766,-1147820543,-1116607496,1050084000)+W(6,1051148019,-1118364796,-1147531597,-1130229584)+W(7,1057440145,-1118131945,1047006846,-1081266857)+W(8,1021215128,991663462,-1120491559,1027649766)+W(9,-1127235090,-1119188228,-1115129818,1019733960)+W(10,-1134199968,1018710010,1041137522,-1106232936)+W(11,-1123554607,-1124042776,-1131853547,1027530281);sum2=W(0,1023515648,-1119658781,1023861908,-1129211209)+W(1,-1110890211,-1133136545,-1108471855,1040374834)+W(2,1023672492,-1109425046,1048083250,1020265593)+W(3,-1121364796,-1103304652,1029997412,1038235290)+W(4,1044872450,1050855479,1039720436,-1096619497)+W(5,-1121333166,-1130250517,-1102257516,1034188808)+W(6,-1109858923,1044349350,-1107362446,-1125523437)+W(7,-1117035130,-1107498682,1038091910,-1113539350)+W(8,1029442100,-1122118916,1024895152,1022698753)+W(9,1032218024,1027861436,1013933265,-1114850415)+W(10,-1130602657,-1128608489,982770184,-1121557752)+W(11,1020180841,939323929,-1129090321,-1162309256);WS(1062090935,1058767985); +sum1=W(0,-1111629724,1016014666,-1127587553,1016379967)+W(1,1040669191,-1131263417,1046030390,-1115487571)+W(2,-1131647467,1039946613,-1107621674,-1124650927)+W(3,1045897412,1039181162,1030044278,-1124869109)+W(4,1049140321,1046027952,-1107063038,-1089079359)+W(5,-1197661491,1033161790,1035258018,-1120715392)+W(6,-1111908667,1032078908,1021197901,-1135267218)+W(7,-1082917799,1040408361,-1100036461,1056809425)+W(8,-1129645073,-1124734374,-1117322707,1051125844)+W(9,-1129970444,1037221664,1001072263,-1146487047)+W(10,-1115518322,1034380765,-1118068997,1008766834)+W(11,1029976235,-1119763541,-1135017032,-1115270659);sum2=W(0,-1111327982,1041352776,-1116547758,1033054007)+W(1,1038740385,-1115132829,1034677105,-1121722910)+W(2,-1124024618,1035204548,-1124364804,-1119336676)+W(3,1032790615,1012971008,1033469023,-1123189128)+W(4,-1092378351,-1108961666,1033020303,1033549613)+W(5,1032784783,1032253989,-1106694042,-1102497930)+W(6,-1098982462,1042838787,1026371779,-1122818756)+W(7,-1121004928,1045175561,-1098306997,1051050782)+W(8,1009754028,-1118316692,1039643256,1035128176)+W(9,-1110172088,1004924993,-1137766108,-1136838880)+W(10,1019964530,1027487385,-1120000922,1034801784)+W(11,-1125398316,1028774587,1017988993,1015821086);WS(1065136439,1040354336); +sum1=W(0,-1108811053,-1107804932,-1120274067,-1140671753)+W(1,-1099781359,-1098842784,1050226223,1057254373)+W(2,1003726785,-1112753158,1010162395,1009251305)+W(3,-1110160675,-1105899870,-1124666160,1022747450)+W(4,-1092867554,1000731409,1031464345,1059609336)+W(5,-1120831377,-1112429520,-1114655220,1036945681)+W(6,1025125049,1033405406,-1131113682,-1123069063)+W(7,1058399851,1055942809,-1111386668,-1093137163)+W(8,-1119063979,-1146511789,-1101547023,-1109467235)+W(9,-1129239633,1016924742,-1126498983,-1118356003)+W(10,1044975810,1051704028,-1111235284,-1105328992)+W(11,-1116155918,-1117793303,-1104493413,-1113825780);sum2=W(0,1034041544,1018598993,998321428,-1139839138)+W(1,-1095769692,-1114897304,-1116818777,1034669108)+W(2,1039138956,-1145690340,-1105398904,-1105759439)+W(3,987604943,-1102834025,1024466364,-1134067290)+W(4,-1102588486,1062722215,1061492513,1007335842)+W(5,1018314989,1025712340,-1098749835,-1108283066)+W(6,-1131349085,-1118877643,-1119932526,1008723794)+W(7,-1107691916,-1117176868,-1116983417,-1121214551)+W(8,1022467761,-1121476700,1041629273,-1108418109)+W(9,1031347596,-1113750023,-1132382549,1028368392)+W(10,1009572226,1035794880,-1103912225,-1114752830)+W(11,1033232162,-1110829011,1046707789,-1103951670);WS(1015535328,-1084984071); +sum1=W(0,-1108603860,-1120445077,1017574081,-1114800552)+W(1,1058689409,1050368026,-1098244185,-1099862310)+W(2,-1119809253,-1119794874,-1113854018,-1114937124)+W(3,-1120661414,1038434434,-1121642214,-1121052395)+W(4,1059588503,1053265766,-1091868509,-1094435959)+W(5,-1117398367,-1124845785,1038069402,-1120887600)+W(6,1004694578,983354644,-1119258038,1031943978)+W(7,1053762387,1049777811,-1090330210,-1100742889)+W(8,-1126829041,-1124490374,1033335786,1032168457)+W(9,-1131668588,-1117988144,-1152091148,1015340962)+W(10,1042220181,1044693386,-1096238847,-1106546547)+W(11,-1122991451,1025017029,1033654385,-1112611163);sum2=W(0,-1123863865,-1117743388,-1113925793,-1113763234)+W(1,-1153318001,-1115051721,1049718598,-1152383745)+W(2,-1112434267,1017487533,-1108241407,1032880554)+W(3,1031541130,1034144457,1016562523,-1117079348)+W(4,-1111062529,1029337732,1045174355,1054034272)+W(5,-1115045873,-1115252534,1040219109,1025815300)+W(6,-1108434934,1028245712,1021767953,-1106152769)+W(7,-1107848604,1036566626,1048832333,1019958281)+W(8,-1112234054,-1144290245,1032317223,-1122950542)+W(9,-1107854239,-1131124226,-1118706081,-1110489214)+W(10,-1106439039,-1100833945,1041167636,1037079656)+W(11,-1111099643,-1123196065,1023645948,-1114917041);WS(1058837943,1069665989); +sum1=W(0,-1123278397,-1133106088,-1131526763,962159770)+W(1,-1100091288,-1100255560,1052414436,1059574623)+W(2,1026912571,1026538575,1034080493,-1106975399)+W(3,-1111839826,-1119033369,1016761717,-1123587520)+W(4,-1090882007,-1089604336,1050778647,1056026369)+W(5,-1128992103,-1142474253,1030312842,1026032901)+W(6,-1112323118,-1123741278,1020359383,-1116652202)+W(7,-1090318286,-1098258189,1051933055,1057288447)+W(8,-1126485147,1024876312,-1123145400,-1115237492)+W(9,-1111587013,1031183749,-1120750038,-1124916236)+W(10,-1098860821,-1113801599,1050858601,1049400292)+W(11,-1130617057,-1147252941,-1102573630,1023272149);sum2=W(0,1031898082,-1123032728,-1121672345,1031825723)+W(1,-1097279430,1042495248,-1070958719,-1068962638)+W(2,1033946762,1015278793,1004890268,-1106804175)+W(3,-1149677000,1042326937,1003655756,-1128689519)+W(4,1042236169,-1097154173,1079716701,1062859919)+W(5,-1125393239,-1129356209,1047991146,1033261211)+W(6,1016978721,-1135526098,1021714543,-1112729716)+W(7,1043003442,-1101596383,-1106783417,1069238165)+W(8,-1130449529,-1143028884,1006662138,1029430153)+W(9,1017362221,-1115756346,1015056847,-1143241256)+W(10,-1114855682,1029691669,1030095799,1038638730)+W(11,1021676019,1007567766,-1116617969,1016716693);WS(1027937136,1051433372); +sum1=W(0,1027262836,1034970897,-1131494490,1024223452)+W(1,1036904555,1043230726,-1102510757,-1095583884)+W(2,1026871330,-1131579916,-1126475809,1037383306)+W(3,1041574867,1051529138,-1113660825,1034208027)+W(4,1043513377,-1088109312,-1082034838,-1088128354)+W(5,1022249046,-1121104697,1049740992,1038022750)+W(6,1043759333,1035492122,1007645322,1026687777)+W(7,1040837474,1023668834,1021392868,-1107709564)+W(8,1030621125,-1128113439,1040579632,1043020088)+W(9,1025216066,1033175550,1023660333,1019229306)+W(10,1033050768,1041627229,1019915650,-1116281753)+W(11,1026071912,1024084817,1040383308,968839375);sum2=W(0,1019704225,1037288383,-1114076695,-1122636491)+W(1,-1108218455,1029534785,1032297878,1049771287)+W(2,1007985666,1019192761,-1114871835,1003686724)+W(3,1038646185,-1113812515,-1121313911,-1122337791)+W(4,1038576544,1058416091,1058219066,1050229287)+W(5,-1146139348,1021492965,-1129529893,1026526587)+W(6,-1115379683,-1144905268,1032037049,1019616565)+W(7,-1096957025,1029636273,-1089173556,-1126947029)+W(8,-1131201101,-1129337357,1011141050,1020162449)+W(9,-1124810757,-1104091459,1035628188,-1121846167)+W(10,-1112204367,1039375301,-1085784913,-1109798125)+W(11,-1117257463,1026702945,-1169657505,1015768281);WS(-1087300279,1060388257); +sum1=W(0,1023690092,1041026294,1031115364,-1129462823)+W(1,-1106106692,1045171988,-1092905754,-1095623283)+W(2,-1130365587,-1127843579,-1113959460,1037669414)+W(3,1027269348,1022155151,1025637865,-1114720439)+W(4,1058204318,1060821043,-1092295181,-1093094418)+W(5,-1122973026,1027810288,1044954958,-1142625182)+W(6,1032140389,1019365849,1019407412,-1150727557)+W(7,1047241920,1051757075,-1094422277,-1091295733)+W(8,1008074737,1005685302,1022315054,1031904715)+W(9,1035913085,-1142073248,-1144567588,1005184420)+W(10,1047453654,1052799910,-1089577936,-1097873082)+W(11,1011776124,1023937224,1027854342,-1121754201);sum2=W(0,-1166872476,1004777140,-1141459412,-1120594034)+W(1,-1102509951,-1110936244,-1122900789,1040489823)+W(2,1045679794,-1104593759,-1095818924,-1086857984)+W(3,-1113289360,1013932442,1028313984,-1136839806)+W(4,1067324619,1045560576,-1095750682,1021539093)+W(5,-1110068744,-1103109579,1065644346,-1093760272)+W(6,1019995585,-1124945717,-1122936307,-1127607807)+W(7,-1096904945,-1100965201,1031026044,1045364618)+W(8,1034732462,1018809021,1042979309,-1123950010)+W(9,-1145964804,-1157638606,-1134584398,1007613018)+W(10,1000232964,-1108078168,-1125456395,1033830372)+W(11,-1152320711,980148252,1026162850,-1121148085);WS(-1090838638,1050174926); +sum1=W(0,-1109115088,1049593122,1033853293,1024715784)+W(1,1038102082,1051782073,-1120751425,-1106716164)+W(2,1016756989,1035169257,-1136454131,-1115525408)+W(3,994296459,1045373935,1042483832,-1106406969)+W(4,1043814476,1058236139,-1086184702,-1094496661)+W(5,-1108133484,1042591993,1033520471,-1105105482)+W(6,1015694078,-1112080289,-1138965820,1025782733)+W(7,1045378621,1042079876,-1095245812,-1092092861)+W(8,-1140252101,-1115290814,-1106373991,1029286795)+W(9,1045351388,-1114987669,-1139164262,1038488261)+W(10,1050438570,1040938025,-1094326222,-1100690449)+W(11,1041627941,1001134058,-1122199803,1034575399);sum2=W(0,-1087153288,-1111682644,1047565246,1051544715)+W(1,1047568122,1032035298,-1099176408,-1090874159)+W(2,1034895049,-1131191613,1040133461,-1111412903)+W(3,-1081925443,1060283907,-1105592564,1046232208)+W(4,-1119008010,1036693685,1048906709,-1105576760)+W(5,-1112144320,1040322447,-1107739759,-1140028602)+W(6,1062548140,-1127110112,-1105924841,-1094324661)+W(7,-1119206793,-1158298480,1049091960,-1112367085)+W(8,-1130045765,1011461326,-1096403637,1044620924)+W(9,1051334754,1033462267,-1103932050,1021200095)+W(10,1036759049,-1114785543,1048824237,-1107585156)+W(11,1012649582,-1111955333,-1114351857,1046459856);WS(1039738296,1044009556); +sum1=W(0,-1113116036,-1126664684,-1118478209,1031992376)+W(1,-1088719167,-1107130859,1042459434,1058890327)+W(2,-1107110028,1036863629,-1129453002,1040542090)+W(3,1028656912,-1095949365,1042319122,1036413734)+W(4,-1088309806,-1090115281,1057173004,1054229481)+W(5,-1133301245,-1121635021,-1127816747,1042227988)+W(6,1046101634,-1104617834,1019779694,1025321013)+W(7,-1090901446,-1096019759,1052520321,1048940614)+W(8,-1120611033,1022364232,-1119199044,1048439133)+W(9,-1111694091,1029160593,1028741314,-1126468451)+W(10,-1098195015,-1090793697,1057385245,1047137387)+W(11,-1108092830,-1129794251,1040359505,1036380619);sum2=W(0,1009251693,-1107842867,-1089163817,-1088996856)+W(1,-1115283476,1042234988,1057525018,1062110924)+W(2,1034262626,-1123202523,1032774718,1030923639)+W(3,-1124806950,1052635731,-1080285142,-1081345153)+W(4,-1104109471,-1112028150,1067630395,1064189433)+W(5,-1130902850,1036915346,1034769026,-1126776930)+W(6,-1106464080,-1125456570,-1089981167,-1079794071)+W(7,-1113992476,1045262592,1062842970,1063058829)+W(8,-1110986466,1035294670,-1136163037,-1106165885)+W(9,-1115606726,-1106662163,-1099490886,-1091438196)+W(10,1042247754,-1104249669,1053790298,1054193960)+W(11,-1135519157,1024576891,-1108359351,1032379012);WS(-1096394862,1050867114); +sum1=W(0,1011677768,-1097606072,1035680965,975777376)+W(1,-1095631255,-1108785275,1041761501,1050217928)+W(2,1033079080,-1107649602,1035556439,-1105375964)+W(3,1017467204,-1122057965,-1164976624,1017323049)+W(4,-1088500104,-1111108333,-1098739346,1059053443)+W(5,1020084753,-1112750027,1025006046,1042635014)+W(6,1039142936,-1137149130,-1117859264,-1126109949)+W(7,1062642602,1040456976,-1104430516,-1089683010)+W(8,-1142614292,1017623258,1027021261,1038036638)+W(9,1023416416,-1112401517,-1122131819,1011370603)+W(10,1016594173,-1120553683,1042596520,-1115445691)+W(11,-1113983747,-1124248029,1029575724,1041295544);sum2=W(0,1029829507,-1108448221,1024840523,-1131210775)+W(1,-1122984086,-1132016729,-1117395779,1018275001)+W(2,1033255054,-1103146109,-1114466007,-1096338526)+W(3,1046565608,-1107856867,1022860453,1024067225)+W(4,1059140985,-1089805596,-1092962046,1042461338)+W(5,-1119288636,-1099911282,-1166014069,-1107995649)+W(6,1042031083,-1106481128,-1130239171,-1125865258)+W(7,1058514952,1027704725,-1102214835,1053212914)+W(8,-1113255745,-1106771914,1041713274,1052927486)+W(9,-1127390051,-1124576676,-1117571915,1024964869)+W(10,-1118917379,1032905776,991892650,-1114692565)+W(11,-1111017176,1000523989,1032336370,1037010892);WS(-1112511928,1031640207); +sum1=W(0,-1102373753,1048837234,-1130112569,1037301926)+W(1,-1091912761,-1095738529,1051625169,1058068053)+W(2,-1112730073,1045904421,1045615952,1030698115)+W(3,-1091456672,1045582560,1044751592,-1119711398)+W(4,-1101742756,-1090186767,1044375881,1054040787)+W(5,-1098654019,-1111879892,1051640030,-1104227307)+W(6,-1119033858,-1093436941,1042267541,-1102628100)+W(7,-1090190311,-1110077161,1051238780,1057193534)+W(8,-1123401908,-1101737376,1008998972,-1111999463)+W(9,1050238014,-1100593739,-1122521821,1021159833)+W(10,-1098844722,-1090967581,1058222955,1045936610)+W(11,1043894710,-1112695488,-1108465231,1050341641);sum2=W(0,1024549194,-1117974589,1009444234,1016218439)+W(1,1037076368,-1110249739,-1111737758,-1121292007)+W(2,1032984152,-1112172263,1020335555,-1112700443)+W(3,1042315856,-1106327815,1026480303,-1111008440)+W(4,-1086831522,-1069929292,-1089871257,1047393563)+W(5,1060801772,1079084175,-1111547810,1038599637)+W(6,1040022175,1025059842,-1115006890,1015374231)+W(7,-1085683537,1033002057,1043300713,-1115783084)+W(8,1057876572,1033693800,-1118960414,1049254465)+W(9,-1110870197,1033099318,-1122692269,1027237715)+W(10,1033912191,1032775289,1022298131,-1103999090)+W(11,-1104475663,1045399536,-1104218510,-1118358651);WS(-1106120924,1033431669); +sum1=W(0,1035990878,1041817850,-1146851238,1016553159)+W(1,1042266392,1027850273,1024013341,-1101729723)+W(2,1018305971,1021653787,1026394008,1024064284)+W(3,1041767260,1047579686,1026515514,1024375743)+W(4,977256084,-1090381288,-1085522812,-1116899488)+W(5,996614956,-1125739905,1048833585,990294084)+W(6,1031819293,1026577053,1029812010,1005429062)+W(7,1048109660,-1113190325,-1118087802,-1090064383)+W(8,1016883609,-1121801815,1040657490,1038017843)+W(9,1014785832,1011005202,1021177962,1008887700)+W(10,1024173993,-1127218683,1025078601,-1126747713)+W(11,1027952623,-1132785763,1041410670,1020235411);sum2=W(0,-1110721648,-1116342888,1019641904,1032555846)+W(1,1030929664,-1112511004,-1089264280,-1094136567)+W(2,1018020888,-1125819008,1032788860,-1146526593)+W(3,-1102693078,1027573888,-1123545328,1015684488)+W(4,1046449598,1052843165,1056898914,-1097199465)+W(5,1004426241,-1122415072,1033507644,1012812816)+W(6,1043950970,1021888896,-1117707424,-1118308408)+W(7,1024674316,-1109778580,1041236542,1037769558)+W(8,1028547840,996318210,1017687520,-1106559340)+W(9,1007632640,1023916088,-1152988290,-1137876352)+W(10,-1123597216,-1105717038,1046276806,1026403708)+W(11,-1149117889,-1132920416,-1122312832,1028523456);WS(1034973624,1056792353); +sum1=W(0,-1130821617,-1114464179,-1121055921,-1120658336)+W(1,-1130597942,-1102939831,-1125024178,-1114903379)+W(2,-1124529164,-1124681556,-1115164458,-1109039532)+W(3,-1106629009,-1093463666,1021962732,-1128295926)+W(4,-1118485143,1067744046,1062068439,1008426736)+W(5,-1138254780,993935312,-1094141737,-1104109440)+W(6,-1097245927,-1132912612,-1119904327,-1127490506)+W(7,1049107361,1045213129,-1107542555,1050479246)+W(8,-1132704804,-1120970067,-1119937620,-1105858697)+W(9,-1118132038,-1115274080,-1119710033,-1122942113)+W(10,-1113875250,1036565277,1025872901,1028006365)+W(11,-1122550700,-1120520661,-1121170098,-1141854766);sum2=W(0,-1120501349,996214904,1017661559,1020401308)+W(1,-1090330474,-1084580575,-1116129767,1037264768)+W(2,1023925581,-1119976615,1032645479,-1105802125)+W(3,-1140432422,1024553914,-1130735541,-1129375401)+W(4,-1097846115,1064606263,1051779064,1035443152)+W(5,1025111856,-1136822486,1038402436,-1102145888)+W(6,1006774606,-1124013507,-1166762145,-1146688164)+W(7,1048687051,1019182043,1025600009,1039827062)+W(8,-1121332237,1015612208,1025151371,1000828364)+W(9,1033491675,-1117903931,-1137125822,-1130185789)+W(10,-1117487855,1037037513,1032817572,-1114545658)+W(11,-1119338761,999461036,-1112238814,1028059566);WS(-1082445367,-1085006700); +sum1=W(0,1041974800,1043293403,1034878908,-1131835086)+W(1,1054173212,1051286356,-1092276724,-1081109875)+W(2,-1137431795,1038048136,1034209806,1035072463)+W(3,1042063924,1045196135,1037617118,-1106661648)+W(4,1055927462,1058619216,-1094524616,-1086386347)+W(5,-1110863483,1042877649,1036390662,-1114712644)+W(6,1037212703,-1105403448,1022066011,-1121819052)+W(7,1050138098,1028915053,-1104988703,-1094507255)+W(8,-1123146704,-1114994477,-1139447658,1015171028)+W(9,1046411795,-1100599618,1033542412,1036207796)+W(10,1041419787,-1130824962,-1096619449,-1105674409)+W(11,1040360493,-1121943708,1045523870,1026111277);sum2=W(0,1043137200,1000796272,1025676326,-1112963339)+W(1,-1089890678,-1102855534,1031859059,1014823768)+W(2,-1128614108,1018516204,1031913791,1022229356)+W(3,993751520,-1098528956,1036266015,-1117465202)+W(4,1018575516,1061198225,1055374057,1020211292)+W(5,-1138611816,1020738140,-1098119563,-1120060570)+W(6,1032573075,-1097473255,1019242508,-1124864900)+W(7,1038055959,1050136287,-1125510524,986723264)+W(8,-1132953832,-1123833514,-1098582022,-1106568385)+W(9,1049454991,-1090503899,1039721851,1017632828)+W(10,-1109681619,1054985311,1007293144,-1111044051)+W(11,1035860627,-1110059149,-1101215648,1030233630);WS(-1089141943,1068474134); +sum1=W(0,-1121972404,1041396360,-1101143803,1024130588)+W(1,1036801227,-1094238571,1045416789,1032495505)+W(2,-1114425265,1024684838,1039470024,-1117579092)+W(3,-1105946681,1052602058,-1124204515,1039148539)+W(4,1057861426,-1098420551,-1094942270,-1106461946)+W(5,-1108918837,-1127532529,1047303536,-1113046718)+W(6,-1091638882,1032280890,1018218693,1026773217)+W(7,1040764762,1033290001,-1106993164,1059099726)+W(8,1027200645,-1103088708,1040300696,-1094617668)+W(9,1041946144,-1138642417,-1123573325,-1104179471)+W(10,-1105244536,1037819035,1009482242,1045088278)+W(11,1043167338,-1116739793,-1108347351,-1110195745);sum2=W(0,-1134771145,-1114282184,998892514,1016644168)+W(1,-1114142714,-1101404122,1049635340,-1129326838)+W(2,1025799488,1041138771,-1114952606,1012771369)+W(3,1042383274,1025008594,1033248586,-1116049462)+W(4,-1095734150,1060588986,-1102476512,-1147070546)+W(5,-1095991584,1027653952,-1111850310,1057697290)+W(6,-1104878488,-1101611481,1041609896,-1110140123)+W(7,1052949499,-1143476482,1046973498,-1090718582)+W(8,-1127102864,1035005082,-1114336646,-1096580248)+W(9,1048842205,-1122288558,1030835892,-1103095555)+W(10,-1110997031,1022411808,1028769716,-1115539252)+W(11,992902692,-1120028296,-1118966953,1031782132);WS(1055908206,1023803300); +sum1=W(0,-1114766205,1011459483,-1128828388,1033033649)+W(1,-1093070812,-1094569204,1054454099,1059767687)+W(2,-1139512861,1016172182,1029622486,-1106762950)+W(3,-1106069078,-1116675477,1024886583,1027156540)+W(4,-1086765600,-1090099632,1059734148,1057986836)+W(5,1027600816,1027525694,-1098865153,991938588)+W(6,-1116893112,1045609495,1032744244,-1122498726)+W(7,-1094363024,-1102732570,1043829406,1056528229)+W(8,-1135964969,1036132330,-1139103892,-1101593593)+W(9,-1113403236,1049123968,1005980052,-1114524705)+W(10,-1103438026,-1098493775,1049516377,1047712168)+W(11,-1117700205,1035501771,-1097177334,1022039246);sum2=W(0,1052224655,1029199567,-1115143239,1025334517)+W(1,-1083097675,-1079915962,-1092254017,-1085507535)+W(2,1062578782,1029921983,-1092877982,-1097828858)+W(3,1050599738,-1137182696,-1115511381,-1112308287)+W(4,-1078367265,-1085955474,1050309385,-1091835304)+W(5,1036651638,1017725718,1031547399,-1101001669)+W(6,-1101494467,-1094150391,1031444191,1042864237)+W(7,1077549274,1068550083,1058681981,1052849573)+W(8,-1103762806,-1106558945,-1100178328,974314816)+W(9,-1116631442,-1092627938,-1111573417,1040795754)+W(10,1054678659,1059124396,1066882777,-1093246396)+W(11,1039431488,-1098096651,-1088438520,1046838481);WS(-1078207964,-1098790270); +sum1=W(0,1017293260,-1121106131,1039615439,-1117816013)+W(1,-1100878354,1049964833,-1100078274,1049047675)+W(2,-1126192007,-1122801847,-1107321921,1032784131)+W(3,-1098516348,-1100564368,1032454162,1040159636)+W(4,-1094050686,-1119951725,1041647209,1057717203)+W(5,1034337038,1014677674,-1099964381,1040450075)+W(6,-1142189601,-1115831559,1026856980,1029735698)+W(7,1052197359,-1110599850,1041839801,-1090236946)+W(8,1028031798,1027844545,1034137049,-1116032848)+W(9,-1129405415,-1114960439,1002339317,-1128361629)+W(10,1009705546,1020602063,1034781465,-1114821509)+W(11,-1121696025,-1130484229,993360895,1036993018);sum2=W(0,-1104367710,-1132455965,-1115606678,1025029135)+W(1,1051361304,-1090262380,1051294613,-1119205162)+W(2,1037239658,1027534783,1046775583,-1097951274)+W(3,1054704406,1035843132,-1111864983,-1098891737)+W(4,-1094584814,1042639742,1040638061,-1118431701)+W(5,-1137589907,-1161598998,-1115582191,-1111734067)+W(6,1038310704,1037432870,1017169741,-1112278329)+W(7,1042180969,1054301740,-1095570314,1033551568)+W(8,-1113612863,-1137659371,-1102111461,-1116801751)+W(9,-1137648567,-1122384617,1031819582,-1123958951)+W(10,1006683771,1032304440,1008777251,1040693441)+W(11,1017443081,1038413214,-1103720876,-1108749213);WS(1060561207,-1110135205); +sum1=W(0,1049197464,-1108658488,-1124131449,-1114856118)+W(1,1057921518,1045522218,-1095755605,-1091745710)+W(2,1021270499,-1112929307,-1100746808,1045672489)+W(3,1041962623,1047635080,-1112340961,-1121034566)+W(4,1055093690,1056738433,-1089785676,-1091090769)+W(5,-1157317541,1036938084,-1111234056,1019645080)+W(6,1029521634,1045001085,1034679769,-1112123800)+W(7,1057086969,1048793054,-1105390912,-1088312300)+W(8,-1148757666,1026507103,1047514180,-1095870350)+W(9,1019494819,1038785126,-1107671902,-1115322038)+W(10,1049205462,1057170552,-1089779917,-1095959893)+W(11,1019330670,1029094240,1022895484,-1099214252);sum2=W(0,1041894205,-1115970606,-1122184691,-1110883135)+W(1,-1082032478,-1081043792,-1118217955,-1114700148)+W(2,1064081845,1059051295,1049320576,1046875162)+W(3,982318965,1040255170,1033395903,1008834310)+W(4,-1085641610,-1095688614,-1109327580,-1097954058)+W(5,1064706681,1066526360,-1107088758,982336213)+W(6,-1134396672,1031402202,1024095030,-1110716892)+W(7,-1084362127,-1093205100,-1114148625,-1107386491)+W(8,1060847547,1058657081,-1122373488,1032307660)+W(9,-1121857157,1031923695,-1113542640,-1113505190)+W(10,-1087863650,-1094939475,-1128842340,-1116084956)+W(11,1055302318,1041403755,1044473869,1045820748);WS(-1088848183,-1091270356); +sum1=W(0,1022583331,1011517178,-1127291412,-1113444636)+W(1,1050793382,1055228191,-1094397598,-1092936920)+W(2,-1115063927,1007040780,-1112816343,1035173048)+W(3,1047190142,1040877723,-1105736260,-1131637032)+W(4,1056457416,1051083611,-1086200137,-1092945549)+W(5,-1118782984,-1114815627,1039289519,1039723405)+W(6,1035565944,-1097520394,-1127378047,1030983166)+W(7,1056969730,1051399464,-1104020948,-1102025475)+W(8,998545680,-1127143385,-1108815670,1015654008)+W(9,-1114602800,-1108205485,-1115666437,1037357901)+W(10,1044492479,1047811509,-1102830535,-1116833526)+W(11,1025703109,-1123886254,1032741190,-1116817631);sum2=W(0,1067295699,1065087692,-1110646223,1023906737)+W(1,-1097077469,1037915281,-1085042817,-1081442287)+W(2,1026431960,-1132623721,1015927544,1029195957)+W(3,1065459703,-1118952488,1010017751,-1119411664)+W(4,-1096872835,-1110920551,1050008558,-1083251842)+W(5,1018762696,-1124571002,1042598936,1018101230)+W(6,-1081475488,-1083105366,1029589423,-1108429461)+W(7,1006981249,1036080906,1064469883,1064700095)+W(8,1020104602,-1114107558,1041992018,-1103158035)+W(9,-1095503285,-1083389324,-1125097343,-1110439418)+W(10,-1106015672,1051761632,1061045473,1057972141)+W(11,1036691137,-1119006739,-1114827780,-1108943564);WS(1034259896,1039623341); +sum1=W(0,-1137539339,-1104998988,1028460795,1016878676)+W(1,-1088089066,-1091378989,1047938201,1055868742)+W(2,984347141,-1121755284,1036240559,1043298073)+W(3,-1129847248,1015052988,1011385345,1034359235)+W(4,-1090213650,-1114958501,1043619008,1058114664)+W(5,932956556,1018241806,-1119276751,1043122195)+W(6,1032818160,1044006969,1016831138,1015855070)+W(7,1054476715,1049053750,-1092418872,-1096687428)+W(8,1026808723,1034235663,-1101201217,-1110579607)+W(9,1033445320,1043524531,1025908283,-1128588247)+W(10,1040121848,1044746961,-1095896370,-1100196186)+W(11,1010316760,-1120101215,1018213241,-1106781444);sum2=W(0,-1108037836,-1102042508,1033659165,951810592)+W(1,-1130209970,-1115641842,-1107310314,-1092018666)+W(2,1009312276,1032067593,-1110096702,1022643242)+W(3,-1103529440,-1102191435,1037243759,1002259560)+W(4,1041635941,1067062587,1066447662,-1101738099)+W(5,-1114108683,1041326077,-1100161415,1034513697)+W(6,-1111056455,-1119026649,1034753865,-1112310958)+W(7,-1098661250,-1099014553,1031795157,1032823775)+W(8,-1120382671,1026651225,-1096684817,1027860693)+W(9,-1101647251,1024637657,-1114454490,992340497)+W(10,-1117726225,-1111013301,1046257437,1040899047)+W(11,1038338139,-1106704138,-1112982645,-1114962434);WS(-1096556910,1067967914); +sum1=W(0,-1122886335,1031668012,1024354487,1032707155)+W(1,1055235700,1048353625,-1103532312,-1095119782)+W(2,1031514684,-1126996321,-1105977207,-1120012638)+W(3,1021347526,1041914807,1043480447,-1131915011)+W(4,1044387963,1053060297,-1090836352,-1095435756)+W(5,-1116416117,1043128001,-1133082414,-1105830818)+W(6,1036630543,1034774528,-1132633269,-1118942187)+W(7,1041581564,1052242886,-1104917967,-1091218783)+W(8,-1110350280,1039162573,-1121967338,1017318739)+W(9,-1125222297,-1106257250,1031513592,1031302952)+W(10,1033613430,1050269976,-1104067043,-1100801113)+W(11,-1148985233,1034839630,-1109204860,-1130484760);sum2=W(0,1041393774,1032139854,-1120747465,-1125934657)+W(1,1047775001,-1105604596,-1114660789,-1097497496)+W(2,-1122059316,-1129241452,1018330620,-1131783044)+W(3,-1107151652,1046075673,1019390634,-1126946517)+W(4,1048515105,1059160295,1057927405,-1096477783)+W(5,-1147658728,1011994599,1041946221,-1096755902)+W(6,-1090083756,1024325836,1045993569,-1140291646)+W(7,1043731078,1039621515,-1137735680,-1110210473)+W(8,1032850220,-1126091098,1046026631,-1091797353)+W(9,-1116058677,-1097350707,1038335355,-1110717499)+W(10,-1116506490,987432265,-1127153776,1033250412)+W(11,1009337229,-1124186068,-1124643180,-1106745231);WS(1061843767,-1077951557); +sum1=W(0,-1106366502,-1131166601,-1120114128,1026388735)+W(1,-1088217072,-1105977039,1043697070,1059311576)+W(2,-1102542817,1039925540,-1130669927,1041378862)+W(3,1029755951,-1091391038,1029309653,1037862893)+W(4,-1091419383,-1089136642,1057568381,1054385928)+W(5,989452730,-1105668215,-1111164306,1047467576)+W(6,1048316317,-1099454574,-1122000006,1036389538)+W(7,-1092475601,-1095416897,1049723715,1054220568)+W(8,-1138232735,-1130981221,-1108260705,1053509792)+W(9,-1106178153,1034019808,1030215888,-1126306304)+W(10,-1096877448,-1091809363,1058416302,1050234615)+W(11,-1107228323,-1116719540,1045917860,1038585474);sum2=W(0,1041546460,1044663473,1062451832,1061533858)+W(1,-1104625991,-1116240264,-1084977950,-1081881922)+W(2,-1112819836,-1146254682,-1107478927,1020257203)+W(3,1019905335,-1103665132,1070735043,1068272760)+W(4,-1115490290,-1094934042,-1079025547,-1081565785)+W(5,1018218872,-1108448519,-1129735749,1038097782)+W(6,1027882908,1053579543,1058522058,1070929067)+W(7,1002519540,-1096683616,-1079765468,-1082597652)+W(8,1032555484,-1111378699,997759194,1043320870)+W(9,1030217484,1042937819,1052624489,1059576348)+W(10,-1103272320,1039524167,-1090364693,-1088759123)+W(11,1018278443,-1120119454,1041293151,-1110736144);WS(-1084224055,-1088316584); +sum1=W(0,-1107673717,1028109079,1003388692,-1113613001)+W(1,1039555654,1048291572,-1098426505,1006747746)+W(2,-1159624430,-1124153911,1024741190,1033838821)+W(3,1012698375,1027116933,1016662735,-1106869627)+W(4,1059475506,1054502102,-1097246285,-1088923256)+W(5,1033833840,1010228666,1019707757,-1120760050)+W(6,-1094644889,1023495179,-1136760929,1022316973)+W(7,-1093203288,-1098003683,1033746004,1057877820)+W(8,-1114819581,-1110624834,1036081339,1048977331)+W(9,-1107590588,1024116594,984919127,1028746387)+W(10,-1105649846,-1114921814,1022736621,1041863252)+W(11,-1119454813,-1122201606,-1127589064,1041797102);sum2=W(0,-1113301472,-1150409563,-1113948506,1015245257)+W(1,-1122805777,-1121614859,1027745966,-1126889814)+W(2,-1125306444,-1120982285,1024732276,1024783162)+W(3,-1113241340,988101766,1007533655,-1130594159)+W(4,1035094088,-1117590123,-1115083078,1053517180)+W(5,-1117285071,-1115586407,1033594898,1035927962)+W(6,-1114338752,1042344950,-1131246557,-1122336092)+W(7,1041346715,1010321235,1009652067,-1120298083)+W(8,-1179946326,-1122655190,-1112303516,-1136757529)+W(9,1024929700,1034588627,-1112003767,-1121042747)+W(10,1022595647,1021357977,1015099871,1023796132)+W(11,1031780006,-1109817399,-1116844702,-1107129305);WS(1056759150,1060224665); +sum1=W(0,-1132085157,1023919167,995010733,-1139374311)+W(1,1041263149,-1143162806,-1105275165,-1099925456)+W(2,-1131329248,-1128574472,1020125661,1033127353)+W(3,1047983919,1035204919,-1108849608,-1111414410)+W(4,1045591848,1054640011,1047380996,-1089721802)+W(5,-1124813330,-1115433611,-1109178223,1047176279)+W(6,1044747100,1009635916,1016981889,1028987391)+W(7,-1086265361,1052567064,-1106656308,-1111752399)+W(8,1014274699,-1114033239,1025513390,1047077327)+W(9,1026679904,-1133052010,-1129401942,-1123115291)+W(10,-1119813375,1036660778,-1103728616,-1119632759)+W(11,-1135589654,-1154487021,1026259564,1020940735);sum2=W(0,-1114834111,-1123243930,1023565277,1023227060)+W(1,-1111609489,-1109001470,1036838581,-1123255684)+W(2,1009084849,-1110362282,1046335474,1029177075)+W(3,-1110717616,-1119831250,-1127246210,1023373012)+W(4,-1106028739,1068968933,-1128787384,-1121973236)+W(5,1030364025,1038001226,-1085459757,1040383540)+W(6,995075850,-1112704991,-1115895934,1035525242)+W(7,-1084327071,1049794788,1017209933,-1106791563)+W(8,1004844681,-1109625554,-1106438120,1055427968)+W(9,-1137853837,-1177558227,-1115664904,1032252451)+W(10,-1103092626,1033559138,-1117762720,1025363014)+W(11,1026824663,1027051057,-1108939748,1039281515);WS(1059198391,-1114206899); +sum1=W(0,1047908609,-1113872057,1033309054,-1123230572)+W(1,-1111534963,-1127426130,1005036838,-1086695351)+W(2,-1168813170,1029018614,1035651728,1041894153)+W(3,-1131612168,1032838544,1042361008,-1136657179)+W(4,-1097279138,1032841926,1063074340,1053830093)+W(5,1015674230,-1115081892,1042266564,-1114797926)+W(6,1018582917,1025662981,1026831155,-1127872354)+W(7,-1102974814,-1086802103,1048968528,1022976638)+W(8,1022213546,-1119589535,1043048448,1036160183)+W(9,-1122684754,1042918755,1027013917,1034821095)+W(10,-1094977286,-1080167184,1045668084,1037218004)+W(11,1023015663,-1121567905,1051954532,1028546130);sum2=W(0,-1116747636,-1095594447,1044771761,-1109294951)+W(1,-1093594252,1044254591,-1102224225,1053044316)+W(2,1036768486,-1122217612,-1148207325,-1105874671)+W(3,-1091993541,-1098134808,1037653814,-1106240469)+W(4,-1103264547,1059446961,1060397410,1065361960)+W(5,1038496462,-1106764847,-1110887683,-1098859579)+W(6,1045429231,-1112675284,-1129034439,-1132138943)+W(7,1053539276,-1147713757,-1139768526,-1095097189)+W(8,1035231626,-1112984312,1018090127,-1103270924)+W(9,1030264036,1027709116,-1126749735,1027920896)+W(10,-1115698004,-1131922215,-1095674438,-1100471477)+W(11,1037287074,-1106415399,1044415945,-1105560593);WS(-1081905372,1072993545); +sum1=W(0,-1111485397,1044870886,-1113931058,1004609681)+W(1,1052555682,1050421002,-1103601459,-1100618406)+W(2,-1113131956,-1119475260,-1125853837,-1113666277)+W(3,-1101161424,1042868018,-1110350900,1017897178)+W(4,1053397115,1057434595,-1088871615,-1117978262)+W(5,-1119057377,-1116054255,-1108715676,-1109207833)+W(6,1016958866,1036666966,1029593625,-1119842647)+W(7,1037835279,1054502387,-1090419947,-1096217303)+W(8,1033629886,1019600139,-1131918060,1041223333)+W(9,1034341084,-1123516147,1026419555,-1114320538)+W(10,1036260396,1041011339,-1100180286,-1105396084)+W(11,1034832815,1025124935,-1108472674,1046093262);sum2=W(0,-1134820995,1019005665,-1131003531,1027207918)+W(1,1022927690,1039006609,992028222,-1123507780)+W(2,-1124904791,1019252639,-1114458430,-1148644129)+W(3,1018656479,1016837667,-1144704129,-1155176792)+W(4,-1108026125,-1075529389,-1093100477,1020777698)+W(5,1019665619,-1148497627,-1165905039,985006155)+W(6,-1133755465,1007330736,1018692534,-1120277627)+W(7,-1071234400,-1098388857,1026210395,-1106617270)+W(8,-1154476856,1041946375,1080134310,1009164120)+W(9,1008190855,1024160458,1016313728,-1122116985)+W(10,1043410538,-1127804151,1009441727,1015481059)+W(11,-1120913968,-1102924087,1038162442,1068769301);WS(1052536174,-1151096569); +sum1=W(0,-1128173243,-1146822742,1033302347,991116371)+W(1,1032573088,-1120898050,1034951935,-1103836723)+W(2,1037991630,1035558856,-1138114279,999976938)+W(3,1036050892,1034768509,-1115536654,-1116642336)+W(4,1057405287,-1120590821,-1106200391,-1087917523)+W(5,1042054293,986260550,-1118223722,-1098834165)+W(6,-1102372039,1030675614,-1114833734,1020657940)+W(7,-1082912644,1002819162,1041046871,1061554222)+W(8,-1130396508,1023135729,-1107937520,1047922098)+W(9,-1114628406,1032401267,-1158391502,1031490598)+W(10,-1124848916,-1124036191,1027714602,1046795201)+W(11,-1142052488,-1177279769,-1118805976,1038688870);sum2=W(0,1038869307,1034423710,-1127800761,1035223119)+W(1,-1105867416,-1109342419,-1116666352,-1108836158)+W(2,1028503999,-1119414296,1047028407,-1106282608)+W(3,-1109261585,-1095895125,1028905699,1038890181)+W(4,1027333841,1057224086,1061176216,-1087753137)+W(5,-1113209005,1010099974,-1148022324,-1148256348)+W(6,-1098712671,1032845262,-1127955051,994981383)+W(7,1049674522,1011854042,-1208820627,-1099737664)+W(8,1020393479,-1115953239,1043242553,-1103462952)+W(9,1030375171,-1114148994,-1121293280,998786660)+W(10,1017325847,-1120003540,1042226462,-1126035264)+W(11,1024565993,1001260628,-1117125009,-1121350765);WS(1058902967,-1081860445); +sum1=W(0,-1116017491,-1110722656,1029881036,-1121371387)+W(1,-1144385454,1046612526,-1096281750,-1114517185)+W(2,-1133995267,-1118231237,1032371736,1031405875)+W(3,-1103068528,-1120254383,-1117974353,992316765)+W(4,1050079932,1061346066,-1087192661,-1110556335)+W(5,1037331941,-1117606232,-1113719056,-1114542190)+W(6,-1111729689,-1123116948,-1115308289,1019164800)+W(7,1054224317,1023689473,-1119671953,-1138608617)+W(8,1027634660,-1114416951,-1121094047,-1147587566)+W(9,-1110978129,1027465948,-1118946572,1031905998)+W(10,1034730016,990814541,1026550240,1026716344)+W(11,-1150819433,1002408318,1025765741,1032702160);sum2=W(0,1017520494,-1110533731,1008157504,-1127268449)+W(1,-1104246964,-1126879265,1053115740,1046612660)+W(2,1019779427,-1135658469,-1103206877,-1098833757)+W(3,-1110799425,1038116680,-1129508015,1022079949)+W(4,1071620340,-1082767624,-1081939523,1042237616)+W(5,-1112586418,1021781126,1046386206,1047260740)+W(6,-1149062134,-1109564641,987488696,1023435994)+W(7,-1091995420,-1133233221,1019421448,1046590815)+W(8,1021597755,1025921212,-1113663072,1034566387)+W(9,1031926637,-1140288129,1025441916,-1149203238)+W(10,-1113723868,1008464055,1002014090,1025089506)+W(11,1022181144,-1133866981,-1120607589,-1131415815);WS(-1118927728,-1114990634); +sum1=W(0,1033195056,-1114716774,1040612950,-1123938375)+W(1,-1087859524,-1132924433,1047260544,1057535917)+W(2,1047574307,-1106834116,1007112943,-1107191040)+W(3,1048819881,-1104426015,1022214714,1024746402)+W(4,-1087499341,-1097320317,1057677234,1042772673)+W(5,1044210486,1028537764,-1093740782,1043648426)+W(6,-1105195831,1042575344,-1112630087,1038811590)+W(7,-1091890215,-1089715893,1057533694,1045869257)+W(8,-1106862316,1047539199,1020754614,1042013107)+W(9,-1098438774,1038434900,1031232344,-1118622728)+W(10,1029276300,-1091230428,1055588422,1042859777)+W(11,-1107232885,1041569343,-1113991309,-1107815558);sum2=W(0,-1098776947,-1074997876,1034943831,-1117938617)+W(1,-1111689798,1008522816,1071950042,1052841626)+W(2,1034353164,1019125592,1023979086,-1101990052)+W(3,-1067348911,-1073328658,-1112881764,1047294563)+W(4,1042633900,-1105497105,1075942353,1078478928)+W(5,1021696573,1032192788,1040726051,-1106116215)+W(6,-1106856879,1007574096,1017166837,-1113196518)+W(7,-1100859969,1027760421,-1110198115,1048374094)+W(8,-1129459590,-1114781060,1041816709,-1128120408)+W(9,1040326435,1003760381,-1122537978,-1119652380)+W(10,-1106280857,-1146348222,-1132261857,1016518417)+W(11,983174391,1019612376,1015700123,1015116440);WS(1034111416,-1106797037); +sum1=W(0,-1113852291,1035613338,-1146675705,-1127934684)+W(1,1052464285,1042719307,-1102929642,-1096035023)+W(2,-1113420426,1025128440,-1114220817,1032415443)+W(3,1034804131,1037672145,-1113401378,1006977829)+W(4,1054858571,1057164897,-1089088820,-1090308252)+W(5,-1114922591,-1136503085,-1123663635,1032020487)+W(6,1044038057,-1106829090,1016064490,1019549798)+W(7,1050796251,1048920159,-1097224209,-1096624416)+W(8,1026704599,-1109868785,-1131720964,1035431737)+W(9,1033066250,995721454,998716411,-1139061950)+W(10,1042039981,1049209393,-1095532026,-1104516203)+W(11,1024811962,-1138798477,1041424208,-1114943722);sum2=W(0,1030944977,1035483586,-1117669473,1018373307)+W(1,-1139755202,-1114451942,-1113169149,-1120549779)+W(2,1049483493,1049560407,-1102665013,-1101691927)+W(3,-1120221588,-1138388666,-1107254646,1036793172)+W(4,1047991436,1050438576,-1118729068,1031305133)+W(5,1057078402,1060878230,-1083351573,-1083948126)+W(6,-1119036598,1026801669,983011887,1027210469)+W(7,1058194810,-1103576008,-1136088418,-1123944089)+W(8,1058504911,1044728114,-1106933299,-1081291530)+W(9,-1120993070,1036234905,999841656,-1124389554)+W(10,1037255439,-1114267729,-1110162376,1045466087)+W(11,1047223280,1036725012,-1124771645,-1095248620);WS(1038841272,1052605132); +sum1=W(0,-1100459309,1046914264,-1104568331,1031922765)+W(1,1026910357,-1101939446,1041702805,1037270288)+W(2,-1104596348,1044685961,-1114279623,1023447506)+W(3,-1120141702,-1117060814,-1109808312,1037544250)+W(4,1040827436,1037079325,1045728636,-1098675705)+W(5,-1104877098,-1117405559,-1115507167,1048352911)+W(6,1046551204,-1097718198,1042593752,-1115625903)+W(7,-1095425143,1046662664,999474559,1017164043)+W(8,1032200833,-1104511859,1038294495,1040518727)+W(9,1032086688,-1112841053,1033924054,-1105481799)+W(10,-1103113592,1015870568,1034794943,1031450455)+W(11,1039045107,-1111795079,1041969331,-1106032688);sum2=W(0,992683382,-1104347191,1033659476,-1119788132)+W(1,1022669528,1043646320,1020892153,1018867293)+W(2,-1102594356,-1105788334,1022003003,1044098145)+W(3,1044081475,1034564598,1008462738,-1112158198)+W(4,1053457206,-1103925357,-1098943438,-1090780387)+W(5,-1097169858,-1089462725,1061138285,1053806225)+W(6,1037093866,-1118342628,-1135723434,-1128623485)+W(7,-1094689316,-1130567667,1037085984,1024702018)+W(8,-1090351234,-1124000960,1042502677,1061570617)+W(9,1008221186,-1116661382,-1125624097,1030330775)+W(10,-1111881166,1006874186,1041747819,-1108937272)+W(11,-1102638867,-1119261652,1015917808,1045330453);WS(1059476151,-1123203418); +sum1=W(0,1035594491,1034919857,1032359159,-1111725774)+W(1,1057461865,1048140086,-1140486487,-1091810916)+W(2,-1123857235,1028750247,1034245225,1016189354)+W(3,-1111760306,1046155316,-1105544893,-1110577724)+W(4,1060577506,1052038472,-1086139015,-1084838663)+W(5,-1113205590,-1121460986,1027870402,-1104347695)+W(6,1044165509,1020829292,-1115245634,-1121304930)+W(7,1057513991,1053266340,-1096673622,-1095808892)+W(8,-1148349487,-1113141864,-1108853472,-1103056264)+W(9,1039852002,-1120384574,-1110517831,1036887935)+W(10,1045123672,1055106407,-1090491960,-1127813812)+W(11,1036934292,1011178567,-1133152957,1031021091);sum2=W(0,1026556603,-1115461868,-1107973502,-1114868977)+W(1,1034344926,1042028492,-1092079110,1004734644)+W(2,-1131620842,-1105590488,-1103991549,1040708934)+W(3,-1104823400,-1105554340,-1101288212,1044770988)+W(4,1024895663,1050688149,1045430990,1059587552)+W(5,1029419915,-1114582112,-1095880897,1051421807)+W(6,1036199790,-1116199065,1028043472,1025917421)+W(7,1047334362,-1116948841,-1137785064,1037874646)+W(8,1015496806,-1121536685,-1122024357,-1118101029)+W(9,1020651575,-1128075734,-1123193100,-1111158861)+W(10,1044938016,1042458099,-1127404110,-1093651456)+W(11,-1121478353,-1127827256,1007412048,-1099771430);WS(-1096078190,-1082738059); +sum1=W(0,-1108860284,1046670329,-1114850361,1007239809)+W(1,1053165251,1050939564,-1101169270,-1100207850)+W(2,-1115685558,-1124400725,-1126100266,-1112013420)+W(3,-1103368477,1045976117,-1112210107,-1130257143)+W(4,1051252601,1056131912,-1088435015,-1116530972)+W(5,-1112871192,-1117830909,-1124484747,-1112810720)+W(6,1029494103,1036298605,1028242343,-1118665957)+W(7,1045571555,1053021861,-1090334611,-1092482434)+W(8,1031308937,-1143992478,1032260218,1041969097)+W(9,1029804679,-1128309634,1022403683,-1116764258)+W(10,1035862579,1038809821,-1099682433,-1105280439)+W(11,1037078646,1016808747,-1114977769,1044490698);sum2=W(0,1027229337,1032424255,-1147891684,-1133820219)+W(1,1007940354,-1125237780,-1107406978,-1115513384)+W(2,1020775992,994071912,1031863482,-1156542700)+W(3,-1137665638,1045946307,-1127200453,-1127336652)+W(4,1044701152,1067148595,-1096925824,1037916056)+W(5,-1127018949,-1115116116,1048747828,-1113898133)+W(6,-1116510358,-1145031593,1001166860,1020736496)+W(7,1076670751,1039470145,-1138759126,1031285965)+W(8,-1122694416,-1106720041,-1070343554,-1101339101)+W(9,-1116471963,-1126621635,-1135690985,1022486646)+W(10,-1109537872,1025436583,-1122394148,1020254812)+W(11,1034791139,1039293842,-1107321525,-1082365934);WS(1056919406,-1123699093); +sum1=W(0,985933670,-1142160193,1016658279,-1153021483)+W(1,1058308826,1043832952,-1106728023,-1089586019)+W(2,-1130942473,-1162334614,-1111941676,-1122912091)+W(3,1032391598,-1109380555,-1131540465,-1169964908)+W(4,1054485203,1051425640,-1095937215,-1095447822)+W(5,-1115887538,1035573952,1038539876,-1114359010)+W(6,-1112807501,-1115139838,1018808083,-1116724456)+W(7,1057168451,1053123845,-1105250414,-1092279079)+W(8,-1120065804,1037216107,-1105627696,-1129000267)+W(9,1023499017,-1119658051,1026972628,986184318)+W(10,1034402292,1056025192,-1093497009,-1104943256)+W(11,-1114397383,1031803900,-1129701482,1011544866);sum2=W(0,-1104410341,1032410612,-1126716121,1034281368)+W(1,-1138447737,-1115589617,1017706532,1018060402)+W(2,-1140256393,-1133676977,1029627322,994323516)+W(3,-1087414339,-1068615761,1045372780,-1121241308)+W(4,1021983592,-1100339818,1078313037,1061712823)+W(5,1012505315,-1130902073,1015111478,-1133709215)+W(6,-1067644471,-1091405946,1047600787,1035929285)+W(7,-1123293195,1030149270,1048822788,1079888634)+W(8,1028720332,-1123320040,-1124744731,1023885100)+W(9,-1118166494,-1097556864,1041718259,1004087438)+W(10,-1120625820,1021734756,1035128990,1023636550)+W(11,1022959192,-1136405679,1009567515,1010097407);WS(1057577783,-1116545908); +sum1=W(0,1023488522,1007841757,-1119858755,-1140559047)+W(1,-1127758170,-1102068668,1034355893,1031631673)+W(2,-1129099776,1023940956,1038802963,1037581685)+W(3,-1099448121,-1135636631,1019558160,1001413734)+W(4,-1139646818,1043309332,-1095265297,1034820815)+W(5,1023108226,-1133216315,-1118918103,1020321573)+W(6,-1106014610,-1112832085,-1123065945,1027838711)+W(7,1058446926,1018622064,976310772,-1133110549)+W(8,1027058075,-1123708581,-1110623851,-1104027725)+W(9,-1132115376,1007686986,-1116764451,-1133184076)+W(10,1033516923,1033353766,1033492939,1031909175)+W(11,1025545342,-1118432359,-1114622946,-1124259695);sum2=W(0,-1124752720,-1121090060,1036960926,-1139693312)+W(1,999696497,1034222778,-1103693150,-1098950560)+W(2,1026280044,1014405392,-1119707404,-1111434581)+W(3,-1099787410,-1112556974,990661185,-1143311649)+W(4,-1104157082,1058657457,1052753541,1033289622)+W(5,-1121205834,1023217352,-1108624084,1018041096)+W(6,-1123282486,-1104610584,1000525745,1015972640)+W(7,1042484509,1044261031,1031872996,-1106573325)+W(8,1005957425,1017712752,-1121815492,-1111132399)+W(9,1028371280,-1104217347,1028832752,-1129692664)+W(10,1026599244,1041506121,-1115847157,-1115662969)+W(11,-1139874592,1010211304,-1129135268,1018446608);WS(1063874743,-1123600943); +sum1=W(0,-1110972995,1029034162,1005084141,1026726381)+W(1,1060534134,1052968261,-1096434085,-1088392527)+W(2,1017113381,1023149165,-1125442370,-1131352649)+W(3,1029564141,1019350337,1022502021,-1121313992)+W(4,1061531727,1048937234,-1089197156,-1088422197)+W(5,-1121647548,1028622922,1007055431,-1111100967)+W(6,1021423943,-1112342611,1012880846,1010678471)+W(7,1053585019,1049533342,-1099324833,-1089730182)+W(8,-1132301739,-1122598880,1037169096,-1124123103)+W(9,1036724585,-1096649610,1031948511,1016038684)+W(10,1044791660,1047748258,-1102131796,-1105649226)+W(11,1017220849,-1134858375,1048887628,-1119334386);sum2=W(0,-1098661524,-1113317539,-1114001722,1041516351)+W(1,1067471192,1062194047,1066164852,1065773241)+W(2,1025030832,1015621429,1029392016,-1095722385)+W(3,1041960143,-1113172562,-1127882717,1031962338)+W(4,-1131590099,-1071391818,-1071023147,-1094243603)+W(5,1033273068,-1106774969,1027735196,1045112423)+W(6,1057245216,-1108932190,-1116893380,1024371132)+W(7,-1082288010,1036914992,1043021464,-1087722937)+W(8,1021784721,-1147670187,-1110460182,1047570295)+W(9,1040530840,-1090505328,1035584360,-1137233618)+W(10,1056604249,1065534266,1062948018,1059923771)+W(11,-1157997580,1025226110,-1096088381,1008215114);WS(-1081605212,1037230241); +sum1=W(0,-1115600951,-1127078325,-1127382348,-1129286954)+W(1,1042245092,-1101819637,1037397159,-1139829872)+W(2,-1191245347,-1140137724,1025459530,-1130516890)+W(3,1045220821,1032978341,-1119205995,-1114123448)+W(4,1057239854,-1089716883,1057561887,-1103957592)+W(5,-1135821456,-1153142562,1040837167,-1098019463)+W(6,1031622828,1039357911,-1114061454,-1116053850)+W(7,-1088291628,-1162281827,-1103125195,1057799156)+W(8,-1123070334,-1115244132,-1123433113,1039979404)+W(9,1020277751,1026874614,-1165173963,1024011222)+W(10,-1111135597,-1144308089,-1159950147,1035843369)+W(11,975751222,-1121723210,-1115664788,1008116332);sum2=W(0,1027890930,-1115667911,-1132201467,-1129847377)+W(1,-1131041629,-1086235324,-1139027758,1045384717)+W(2,-1129495121,1022067627,1015945835,-1118537275)+W(3,-1109124506,-1115518668,1032250249,-1111059277)+W(4,1071241567,-1104078593,-1088514518,1062718876)+W(5,-1139816838,-1109320206,1050303031,-1090110249)+W(6,-1131706033,1033851379,-1175110606,1003251981)+W(7,-1091065468,1021865867,-1096199608,1043614591)+W(8,1035917053,-1140186118,1030828678,-1130925231)+W(9,1008685286,-1130851063,1007928974,-1119100754)+W(10,-1113376611,-1120766781,-1126833063,1038009999)+W(11,1027374356,-1130315761,-1121346672,-1128909271);WS(1048635758,-1111558989); +sum1=W(0,-1114167026,-1144951432,1007517554,-1116715915)+W(1,1046236914,1042364482,-1100411873,1019884197)+W(2,-1123924777,-1115625243,1030303424,1023679491)+W(3,1032434734,-1116349759,-1130676803,-1125319757)+W(4,1057088310,1060062511,-1099356457,-1082609609)+W(5,1018952757,-1117219752,1027068912,1025882348)+W(6,1007313161,1037795522,-1122176818,1032051720)+W(7,-1105629450,1032549225,-1098216348,-1114189151)+W(8,-1128015465,-1117338239,1037080648,1046455412)+W(9,1011561671,1022555096,-1125995833,1019813529)+W(10,-1156935944,1017135051,-1115419480,-1118483848)+W(11,1001454266,1015509889,1020138940,1024380849);sum2=W(0,1032764106,1032749056,-1128076598,1017200252)+W(1,-1120952053,-1105592489,1036328960,-1100965710)+W(2,1026555164,-1121478225,1037836738,1023440400)+W(3,1042154489,-1091917968,1027061114,1020177744)+W(4,-1093732085,1053281179,1069362278,-1079875623)+W(5,1032334674,1004458190,-1110949820,-1110726007)+W(6,-1115647155,-1109350747,1007295183,-1120062015)+W(7,1053015354,1023497366,-1121245377,1041923814)+W(8,1030547292,-1115087241,1029656316,-1097734576)+W(9,-1136438311,-1152745757,-1120999608,1005463470)+W(10,1044015507,1040619345,-1115720719,1023734232)+W(11,1024950244,-1107079388,1039138178,-1107014120);WS(1057226679,-1099093504); +sum1=W(0,-1106860569,-1097721634,-1111361838,-1117743115)+W(1,-1116606854,-1113320356,1043835217,1059123761)+W(2,-1126837697,-1108681130,1021938430,-1117312579)+W(3,1017711998,-1098477656,-1115584496,-1142218540)+W(4,-1098795498,1036044245,1036645937,1054886149)+W(5,-1128001843,-1126342351,-1113074392,1024346219)+W(6,1017808579,-1127808199,-1112915081,-1144474236)+W(7,1058878095,1054951826,-1102898152,-1096319852)+W(8,-1145404316,1022603516,-1104150268,-1113306631)+W(9,-1110778360,988685674,-1124754680,-1118048876)+W(10,1042821748,1057715322,-1103594844,-1108186916)+W(11,-1113519979,-1166667748,-1104945799,-1109837016);sum2=W(0,-1115134458,-1113297695,-1121365003,1017552406)+W(1,1040415751,-1119377084,1033578978,-1123239700)+W(2,-1116030864,-1154029132,-1140510683,1024802817)+W(3,-1121331284,1034056828,-1126393870,1024315197)+W(4,1033268884,1042552247,-1122610502,1032104202)+W(5,-1127078294,-1123710517,1027588477,1031096569)+W(6,-1116036592,-1122098200,1026122801,1006096662)+W(7,1014688747,1038912262,-1128246386,1042239151)+W(8,-1142638070,1002524342,-1106292650,-1116363642)+W(9,-1138309587,-1114451237,1010820131,-1115019758)+W(10,1011328923,1013103251,1021632898,-1130645774)+W(11,-1123496021,1026182445,-1106135611,-1119712705);WS(-1108758968,-1120615143); +sum1=W(0,1043847294,-1115009907,-1118729201,1007512449)+W(1,-1089504654,-1097300100,1047642150,1041722714)+W(2,1021562716,-1157490338,1024857813,1035899020)+W(3,1038269372,-1103491829,-1188181540,1033236958)+W(4,-1092318719,-1092329088,1056274631,1052029054)+W(5,1033997944,-1127937658,-1115586563,1041772976)+W(6,1026842103,1028990457,-1139132956,1032455763)+W(7,-1088834696,-1094694701,1044856958,1057598894)+W(8,1034853541,-1139535439,1028932916,1037648114)+W(9,-1112992067,1045480960,1028445809,-1126666947)+W(10,-1102944265,-1095636207,1008203541,1049081300)+W(11,999073631,1033314299,987483733,1031373190);sum2=W(0,-1119857460,1016942723,1027503424,1022601823)+W(1,-1068582801,-1076271776,-1112391205,-1099325942)+W(2,1015907333,1016973548,-1104095012,1035739756)+W(3,-1113768249,1049278985,1031020236,-1114440342)+W(4,1067690352,1077639092,-1097330938,1050839307)+W(5,-1122697579,1015148595,1047876791,1026494027)+W(6,1023747258,1008539869,1028798660,-1115479573)+W(7,1061065209,-1120523343,-1108724816,1019565806)+W(8,-1106941761,1032414836,-1115660355,1016405011)+W(9,1030670036,-1124354630,973255146,-1137878778)+W(10,1002861982,1029925423,-1115374863,-1143955309)+W(11,-1126087053,-1124658022,1033007729,1022661839);WS(-1125070560,-1096513533); +sum1=W(0,1032850683,1035442769,-1141896047,-1112401838)+W(1,1046757622,1047296038,-1105684773,-1111199410)+W(2,-1110786345,-1113414691,1013771590,1033951818)+W(3,1027743049,1036941992,-1125005414,-1114813980)+W(4,1061969278,-1107426238,-1099350541,-1093508577)+W(5,-1131095256,-1114443933,1023589122,-1100008383)+W(6,-1104378805,1037833707,-1115056418,1026386210)+W(7,-1092774776,1028130403,-1112618105,1060063436)+W(8,996299870,-1117830096,-1110298148,-1122038496)+W(9,1022681350,1033887999,-1125623196,1012901881)+W(10,-1127381572,1016528878,988362813,1035294797)+W(11,-1140100259,1014753608,-1106008748,1030080099);sum2=W(0,1024340419,1043920397,-1110645236,-1128089453)+W(1,-1103821003,-1097377481,-1114712453,-1102023306)+W(2,-1119644228,1026656603,-1109265540,1043342989)+W(3,-1129344777,1009781987,1026446699,-1130916401)+W(4,972074333,1059140954,1057874897,1028225499)+W(5,1034952995,1032660433,-1103696793,-1100613575)+W(6,-1102796808,1037523581,1032679495,-1115610756)+W(7,1038144249,-1107293486,-1102216434,1052660862)+W(8,-1130501689,1029362471,-1131885037,-1116201867)+W(9,1023912055,1026431795,-1123355757,-1114433002)+W(10,1006589878,-1102041035,-1128264837,-1127455825)+W(11,1013212643,1005668278,-1127587329,-1105206442);WS(1049867118,1034735186); +sum1=W(0,1029333619,-1123455456,-1117373036,-1127774262)+W(1,1024964758,1032014380,1040322517,1019113028)+W(2,-1121402761,-1118901061,1019723167,1007980364)+W(3,-1105261096,-1096141178,-1112922680,1031064438)+W(4,1048588372,1050135703,-1101685436,1040279186)+W(5,-1126411220,-1110911420,-1100797936,-1114399774)+W(6,-1120189874,1024540628,-1132535687,1012648832)+W(7,1034886579,1040490120,-1121818673,1044944438)+W(8,1019321608,-1114680743,-1150021355,-1113398479)+W(9,-1138107141,1000234461,-1140537009,-1120670652)+W(10,1016312768,1034120602,1032620736,1035373868)+W(11,-1121234663,-1121766352,1008873398,-1128775361);sum2=W(0,-1111556088,-1127668568,1020587590,-1161289046)+W(1,1024158411,1018324827,-1130067243,1038429491)+W(2,1016121349,-1127328688,1035096674,-1123794133)+W(3,-1095922552,-1092239431,1031608572,1029682388)+W(4,-1123472030,-1093717514,1058359401,1050898724)+W(5,-1126947701,-1126252937,1042534485,-1142905112)+W(6,-1165373610,-1120133906,-1129471662,-1117304231)+W(7,-1118204561,-1112781150,1044552317,1040200303)+W(8,-1122434117,-1137031592,-1136196985,-1137719883)+W(9,1007233453,1019046119,-1134569151,965398246)+W(10,1017795291,-1120826542,1031851372,-1132308256)+W(11,-1121369248,-1162116006,-1128305748,1027736448);WS(1063598519,1040709546); +sum1=W(0,-1129964132,1018517694,1025004011,989424433)+W(1,1056340507,1052096915,-1096845618,-1092181324)+W(2,1007420926,1025298052,-1124688156,-1140166214)+W(3,1036280904,1042042835,1010227902,-1117397173)+W(4,1055848084,-1117189370,-1082263275,-1092686069)+W(5,-1114706068,1030527159,1041673920,1027380346)+W(6,1025484624,-1108371497,1035862832,-1116859551)+W(7,1053023013,1053676604,-1124000752,-1087946945)+W(8,1004378644,-1130325786,1021321051,1025279965)+W(9,1028794752,-1105766207,1028295307,1012428267)+W(10,1044581128,1048031389,-1108973663,977020321)+W(11,1025029349,1015026205,1035434166,-1125256895);sum2=W(0,1040099849,992269838,-1132752301,-1128989779)+W(1,1021993174,-1130867684,1034251701,-1100874000)+W(2,1011642260,-1123860313,1034483450,-1130783901)+W(3,1034828720,1034859451,-1112228563,-1121498089)+W(4,-1113539068,1053848304,1044543345,-1104384455)+W(5,1016725938,-1122625223,1016645052,-1122004711)+W(6,1034954038,-1122349299,-1111737432,1023519830)+W(7,-1104908283,-1100179639,1028583216,1046406891)+W(8,1011006880,-1114528083,1016210650,1032774629)+W(9,1019899084,-1112348174,-1134051546,1023675120)+W(10,-1111378604,-1097476412,1040182737,-1114022376)+W(11,1021084026,-1141294629,1025418184,1033297067);WS(1052377710,-1116561061); +sum1=W(0,1026711393,1046449684,-1112995181,-1122160137)+W(1,1023922180,-1112523427,-1103073456,1034438088)+W(2,1014756539,-1110629817,1036366239,-1115207840)+W(3,-1094207935,1051777944,1017022397,1021266631)+W(4,1031595583,-1107259466,-1091454284,1059878180)+W(5,1025340632,-1122333286,1043506315,-1096200621)+W(6,-1105978112,1045042328,-1105019076,1032809511)+W(7,1059633699,-1094439010,-1137740923,-1108523806)+W(8,-1126028515,-1114494718,1043730779,-1105628259)+W(9,-1140860791,-1140595366,-1119221338,1019774100)+W(10,1048809290,1019553093,1015748571,-1113848547)+W(11,1024493780,-1121208702,-1117446555,-1114298535);sum2=W(0,1023545558,-1122326332,-1110204990,-1125003387)+W(1,1019826271,-1106041547,1049948311,1001356924)+W(2,-1114113554,1028296019,-1122275300,1029018751)+W(3,1039271760,997586352,-1110854180,1008672566)+W(4,1040609653,1057375034,-1099440370,-1104177316)+W(5,-1143932072,-1122149120,-1099421810,1017003703)+W(6,1043658401,-1126010948,1007507570,1015432805)+W(7,-1098469549,1041033112,-1112581048,-1101604747)+W(8,-1118594118,-1129527698,1018898909,1052007058)+W(9,-1128126180,1018354299,-1145172348,-1129875419)+W(10,-1108980340,1026776081,-1118892801,1034699764)+W(11,1031512617,-1147650596,-1123423040,-1118843549);WS(1066846108,1044745002); +sum1=W(0,1049403789,-1107121557,978233216,1019372186)+W(1,-1091781177,-1100692098,1051348497,1042475733)+W(2,1015897062,1009376476,1039801345,-1124410122)+W(3,1041504923,-1134682116,1025331363,-1129136976)+W(4,-1091573825,-1089263023,1054698948,1048713517)+W(5,-1126291000,1006187856,1040511932,1032893815)+W(6,1039399714,-1122699462,1015116199,-1142297744)+W(7,-1091452887,-1090043533,1058118606,1049146911)+W(8,1016897132,1012743170,1032222216,-1146055296)+W(9,-1121336819,1026221102,1016287548,1015645340)+W(10,-1102394372,-1091564925,1056609718,1046729314)+W(11,1010428515,1000566800,-1107840672,-1115550793);sum2=W(0,1040076187,-1110698495,1025173682,-1121498998)+W(1,-1097642453,1032193313,1027215822,1040991236)+W(2,-1143069461,-1127878497,-1107046015,1041191639)+W(3,1046879062,-1114452496,-1123064681,-1127952317)+W(4,-1089335507,-1070315938,-1079622690,-1097422534)+W(5,1033858873,1031644922,-1107556506,1027648922)+W(6,1037259271,-1113826794,1031547392,1031325102)+W(7,-1080614075,1063284099,1059352243,-1113150532)+W(8,-1125227083,-1135729999,1044912350,1040688678)+W(9,-1113826560,-1114840697,1013263415,-1116804726)+W(10,1075195474,1071802337,1048220488,1032134129)+W(11,-1112123781,-1104322253,1050907604,-1107091577);WS(-1083170743,1032719415); +sum1=W(0,-1115388842,1037576352,1027723212,1023701883)+W(1,-1131637740,1047136718,-1104329709,-1095142736)+W(2,1012236805,-1143133226,-1114738168,1043889005)+W(3,1028066352,1034436696,989186599,-1122560214)+W(4,1050356544,1058921626,-1091782714,-1093573195)+W(5,-1126174356,1024911192,1035779088,1032119470)+W(6,1046871436,1036384970,-1118377474,1018265472)+W(7,1057401704,1046747968,-1088395265,-1090370147)+W(8,1033076018,-1122725807,1026791695,-1119260798)+W(9,1041769608,1033711598,-1143849572,1034616094)+W(10,1048250192,1051022467,-1085234190,-1092608855)+W(11,1033024419,1028803056,1035213927,1007978244);sum2=W(0,-1091007599,1043419584,-1148866748,1040592912)+W(1,1061904811,-1110256028,-1102576481,-1122569720)+W(2,-1107753434,1043044202,-1106770914,-1096410255)+W(3,-1111893630,-1100951705,-1113675298,1032765896)+W(4,1042199718,1060838438,1060370086,-1114969246)+W(5,-1138614142,-1121677972,-1088153932,-1108992598)+W(6,1030657616,-1123081200,-1111525482,1035431068)+W(7,1061366749,-1086083341,-1112438148,1018512847)+W(8,1049599377,-1117594428,1039676388,-1091610254)+W(9,1009914590,1048594219,-1111672592,1031171080)+W(10,1029235040,-1090315205,-1120657004,1033713452)+W(11,-1154941432,1041324320,1040642594,-1104419583);WS(-1087374135,1068569819); +sum1=W(0,1036038485,-1134485343,-1114460210,1034522569)+W(1,-1092286050,-1097395434,1048850073,1051494643)+W(2,-1124293233,1035227470,-1155697773,1024631242)+W(3,998999958,-1102898978,-1156322949,1040675195)+W(4,-1093950865,-1086427635,1058980799,1055860825)+W(5,1022306499,-1115248568,1036357020,1034953465)+W(6,1032174021,1032843110,1038944141,-1126356143)+W(7,-1097745188,-1098221875,1048730421,1050366134)+W(8,1025097211,1020281868,1020968428,-1115522123)+W(9,-1112707068,1041667373,-1147588893,-1123272884)+W(10,-1095510475,-1093210118,1049367775,1043911796)+W(11,-1112095119,1003691067,-1134843155,1032316940);sum2=W(0,-1101176821,1040154700,-1109420523,1036982689)+W(1,1031712503,1051308638,1008871494,1032029724)+W(2,-1135236510,1036178124,-1089037290,-1095262307)+W(3,-1103427381,1011961296,-1114883799,1038171016)+W(4,-1103617514,-1090481186,-1094943648,1053639476)+W(5,1056219784,1063074442,-1077304111,-1077227331)+W(6,-1115041464,-1112162319,1023400751,1032698755)+W(7,1048516585,-1110670159,1015257266,1046242469)+W(8,1070767205,1074120487,-1086532256,-1075605762)+W(9,-1114657793,-1117007917,1034471555,-1119043865)+W(10,1026474691,1044794303,1031877719,1018562568)+W(11,1066414901,1052188053,-1110424851,-1115849955);WS(-1094340206,1025238393); +sum1=W(0,1041212259,-1123694073,-1120317764,1025401267)+W(1,-1087771683,-1099303356,1044638395,1051626551)+W(2,1024873417,1003045609,1027277160,1026720107)+W(3,1040075594,-1128349902,1017691154,1029217422)+W(4,-1089805402,-1090474853,1049159169,1051991350)+W(5,1025974530,-1140916353,1032035372,1042793877)+W(6,1030937834,1030337996,1006374863,1015273200)+W(7,-1089928234,-1095611655,1045537234,1055056667)+W(8,1026491292,-1125445197,1028636183,1038797403)+W(9,-1112880429,1048792866,1023921508,-1149759301)+W(10,-1103717662,-1097665994,-1109761292,1047952828)+W(11,1018728702,1024842472,1024357062,1034683820);sum2=W(0,-1117564089,1007328518,-1125328223,1016272983)+W(1,1082928383,1074423709,1047318060,1054344808)+W(2,-1113989008,-1137080694,1037006400,1043627742)+W(3,1038058236,-1106032359,-1136495190,1019432157)+W(4,-1074337637,-1066615612,-1084625245,-1095657702)+W(5,1017883877,-1126758430,-1106132294,1040243063)+W(6,1036423350,-1129861056,-1122054341,1024638490)+W(7,-1087090886,1034359725,1036648948,-1124414562)+W(8,1040797418,-1113361096,1004167460,-1119023275)+W(9,-1141592892,1032273458,-1137665190,1016158573)+W(10,999766988,-1114245215,1033205457,-1120282232)+W(11,1023713345,1022755221,-1113153751,1002865564);WS(-1098231918,1035887052); +sum1=W(0,-1117693688,-1119004197,-1112046456,1007686525)+W(1,-1105099271,-1097653932,1036810732,1048268202)+W(2,1016554315,-1115219957,-1130249512,-1110112236)+W(3,-1104788790,-1092353842,1025581173,-1136641001)+W(4,-1098720398,1066085926,1069647932,1055375147)+W(5,-1142876018,-1143806946,-1091717545,-1106155488)+W(6,-1104580134,-1146015939,-1165513922,-1121240420)+W(7,-1093227035,-1123833253,1020096363,1052170270)+W(8,-1113561092,-1123809427,-1108464746,-1110987409)+W(9,-1162096818,-1117522176,-1123656209,-1114143760)+W(10,-1107379122,-1130540403,1031911554,-1125578169)+W(11,-1113074326,-1120698772,-1106840908,-1156567122);sum2=W(0,-1121500935,1033326245,-1139529830,-1125891647)+W(1,1017645919,-1167588957,-1133323886,1021750179)+W(2,-1118741587,1021086319,1018366499,-1130193055)+W(3,-1110257678,1033808587,-1119620679,-1127048511)+W(4,-1108825416,1055027509,1061147710,1040835222)+W(5,-1113356630,-1123951235,1035778772,-1144215516)+W(6,-1152963927,1023704513,-1133002574,1015042367)+W(7,-1105425292,-1090179180,1035246842,-1110018076)+W(8,-1124596863,995355927,1019226535,-1105010302)+W(9,-1125968895,-1159911790,-1136336990,1001053676)+W(10,1035235033,-1104047270,-1144777900,-1123027527)+W(11,-1135606974,-1141401292,-1137733870,-1113493000);WS(-1081201436,-1083122818); +sum1=W(0,-1118776317,-1121204906,1040103323,1024396773)+W(1,1056470156,1048677796,-1098486564,-1090317103)+W(2,-1124728406,1010393788,-1105729174,-1120183581)+W(3,1048678635,-1101546374,1042893967,-1104054160)+W(4,1048629197,1052113969,-1101075087,-1094484293)+W(5,-1105359341,1048587688,1048228642,1032093347)+W(6,1036673102,-1112386175,-1122190892,-1121710378)+W(7,1033707976,1057451847,-1099326495,-1095873942)+W(8,-1107414311,1034642220,-1102747354,1044099610)+W(9,1022162966,-1111471555,1020559724,1038539251)+W(10,1027207978,1053998976,-1095630377,-1101153544)+W(11,-1109685144,1033222029,-1125760751,-1114063013);sum2=W(0,1029357099,-1139320303,-1128601535,-1130151079)+W(1,-1126143047,-1124015138,1027307392,-1141051917)+W(2,1016378649,-1128887123,1026568428,-1138853383)+W(3,1016703563,1036545095,-1116462462,1016586775)+W(4,-1090482710,-1061542668,-1084177500,1040480663)+W(5,1024508650,-1109325640,1087807110,1051692940)+W(6,1027702761,-1115282656,-1136401487,1006316053)+W(7,-1081711054,1042416533,1033882273,1027514935)+W(8,-1115450794,1030137534,-1101742731,1065457143)+W(9,1025282364,-1128863347,1015531121,-1134837023)+W(10,-1107083018,1030037156,1013565163,975470826)+W(11,1016609727,-1122133136,-1123914522,1035528582);WS(1056806766,1019813151); +sum1=W(0,1038862168,-1098777292,1027672232,-1109922347)+W(1,1045176100,1046907893,1025923920,-1094336356)+W(2,-1117706029,-1143840774,-1097985673,1023835087)+W(3,1057340869,-1131946518,-1106442907,-1113027385)+W(4,1028090813,1060367739,1049099726,-1089223672)+W(5,-1111671123,1025756788,1010151151,1044113854)+W(6,1048903346,-1100586740,-1127683323,-1119504732)+W(7,-1102839017,1052174932,-1122538541,-1102142547)+W(8,-1111600768,1040843731,-1093148714,1051267347)+W(9,1027127869,-1136830686,-1122196904,1015134384)+W(10,1024110556,1047790604,-1100472159,-1099585557)+W(11,-1107564881,-1131252120,-1137237669,1029024221);sum2=W(0,-1119367753,1033363716,-1116580030,1016054025)+W(1,1024987046,-1114756690,-1119979151,-1115811972)+W(2,1007599121,-1120202841,1025664850,1016843613)+W(3,-1107794961,-1129548157,1024017790,-1128856269)+W(4,-1100926142,1048732221,1051115205,1046175546)+W(5,-1144919563,-1123931557,1029232538,1028330842)+W(6,1034251322,1039517400,1003808451,-1120027976)+W(7,1044324276,-1104827086,-1127431641,-1095340379)+W(8,-1122027017,-1118580981,1042504965,-1105635461)+W(9,1019337653,-1174223189,1020365697,-1120561807)+W(10,-1139095561,-1138276477,-1148320619,976018325)+W(11,1016896817,1009819353,-1117203320,-1118828309);WS(1067549148,1061168738); +sum1=W(0,1041916271,-1102760394,1019396970,-1136860560)+W(1,-1099729080,-1097589844,1046914407,1043173595)+W(2,-1117900922,-1118556558,1036811500,1028345500)+W(3,-1100215160,-1127917744,1031876061,1034693791)+W(4,-1085101004,1044764001,1041579695,1063664325)+W(5,-1118557363,-1148658183,-1111608196,1044130369)+W(6,1038708237,1042570959,1026075051,-1126960466)+W(7,1062969721,1046958554,-1099553438,-1084953669)+W(8,1028601293,1014732126,-1104831702,-1096862061)+W(9,1024557450,-1114527138,-1125694250,-1129065354)+W(10,1031927572,-1129394940,1036161892,-1111656016)+W(11,999719805,-1111432076,1028864534,-1121741642);sum2=W(0,-1097183834,-1096035348,-1109648154,1037988572)+W(1,-1112255513,1047451704,1046143856,-1096111302)+W(2,-1131066844,1021094187,-1109281762,1025606252)+W(3,-1106718097,1044362532,-1110735622,-1115314649)+W(4,1048785443,-1089624797,-1100541529,1065688064)+W(5,-1118872350,1035314838,-1124926742,1025033440)+W(6,1044653749,-1118097482,-1115532881,1029414023)+W(7,1040629892,-1135819985,1041170408,1022961930)+W(8,-1132267648,1004115214,-1109992198,1024229044)+W(9,1036871139,1035597348,-1123631499,-1114457629)+W(10,-1109975688,1030316886,-1109551474,-1121640520)+W(11,-1128646118,-1117895342,1031542857,1007526703);WS(-1090126519,1034760182); +sum1=W(0,1038732905,1040082783,987019599,1022234099)+W(1,1049091087,1049531159,-1096833350,-1095221408)+W(2,-1130848127,1036771650,-1100657291,-1141106060)+W(3,1042926010,1019049563,-1125185183,1021371561)+W(4,1052645704,1048882035,1049172122,-1090005917)+W(5,1035488804,1025403478,-1113910991,-1098472859)+W(6,-1101231100,-1108355337,1005824514,1040030303)+W(7,-1086324445,-1089320760,1052986466,1056956325)+W(8,1007113098,-1138596020,1033537135,1041783487)+W(9,-1115211984,1035983309,-1120592523,1028122555)+W(10,-1101798768,-1123937043,1025899358,1046568014)+W(11,-1128732298,-1127374557,-1125397784,1037621024);sum2=W(0,1032939170,-1102682487,1011977196,1016736022)+W(1,-1102551566,1060805847,1060510561,-1122689775)+W(2,1026411789,-1128029215,-1122236502,-1122487238)+W(3,1037611888,-1102949496,1019963070,-1137999416)+W(4,1057985083,-1073393989,-1073351999,1051792579)+W(5,1019619350,-1125796177,-1103029047,1036808922)+W(6,1039010410,-1110345340,-1122046802,1030437859)+W(7,1057367527,1062012989,1062467108,1059164734)+W(8,1024266957,-1119780381,-1106860549,1039165500)+W(9,-1124097437,-1113761662,1018753414,-1142727409)+W(10,-1147452225,-1099879364,-1101619274,1031495287)+W(11,1024156551,1016465010,1015482390,-1143421321);WS(-1089242039,-1127205581); +sum1=W(0,1047404342,-1111320098,1037734344,-1124452989)+W(1,-1114062493,998659036,1001557948,-1086849964)+W(2,1010360274,1032729828,1038364441,1042532510)+W(3,-1115981071,1038279993,1045032037,-1136469606)+W(4,-1096047365,-1107330927,1059294849,1055753134)+W(5,1015888923,-1118190491,1044317529,-1118490271)+W(6,1006926037,1030509432,1029283077,-1131176455)+W(7,-1105936042,-1087265492,1049404683,1006841992)+W(8,1021147727,-1123196402,1043122385,1035319841)+W(9,-1123275877,1043334248,1029887056,1038076384)+W(10,-1095492784,-1080260267,1044156233,1037635838)+W(11,1027584778,-1118995315,1053177470,1027367204);sum2=W(0,-1102843967,1046605828,-1114965417,1029897599)+W(1,1049416264,-1100594038,1025076963,1001547796)+W(2,-1115391670,1020641677,1041915682,-1120840401)+W(3,1033633995,1048791648,-1121485495,1025776431)+W(4,-1096668289,-1117020477,1044097140,-1090433692)+W(5,-1111492899,1034331443,1042521794,1040646462)+W(6,-1104898739,1031053127,-1113546368,-1140617930)+W(7,-1102246327,1034926551,-1118485295,1042488362)+W(8,-1115861875,-1134127978,-1109164591,-1112857889)+W(9,-1108448442,-1108356905,-1117524097,1031651703)+W(10,1047237110,1044694712,1040816680,1045463546)+W(11,-1120855845,-1124879769,-1109851905,1015998805);WS(-1081567068,-1085072352); +sum1=W(0,1008391383,-1102096537,1017630556,1026202077)+W(1,-1106037014,-1113878797,1035138955,1043376377)+W(2,1015626934,-1112723700,1041401156,-1119432853)+W(3,-1105309517,-1113888457,-1120073907,1034866076)+W(4,-1091962582,-1099527071,-1088326467,1062685095)+W(5,995954372,-1112822301,1036249665,1028045374)+W(6,1038015146,1010107993,-1122725732,990337572)+W(7,1065743931,1048331161,-1095652846,-1087780001)+W(8,1036674595,-1165855255,1030964177,-1122166240)+W(9,1035371298,-1107104879,-1135328058,1016189565)+W(10,1035819857,1033560764,-1134788873,-1111927693)+W(11,1020668626,-1140134473,1034792920,1030882915);sum2=W(0,1025808817,-1110518368,1034880732,-1101998430)+W(1,1041383807,1044537615,1035202798,1026331301)+W(2,-1108635033,1042833515,-1096440885,1033833028)+W(3,-1090739547,-1098171169,1034691412,-1111573656)+W(4,1045506861,1069658374,1068344140,-1095903349)+W(5,-1107072548,1037649108,-1094064924,1030373631)+W(6,1047617175,-1112107064,1032207084,1017688506)+W(7,-1090700374,-1135142667,-1108916250,-1085314459)+W(8,-1117475933,996218700,-1113568166,-1106284721)+W(9,1027687639,1035291452,995363580,1002612774)+W(10,-1106371211,-1105384559,-1111293323,-1113844364)+W(11,-1115713024,1031725587,-1113615358,1043762008);WS(-1122270064,-1083487436); +sum1=W(0,-1111938972,1031069285,1000846209,1022021054)+W(1,1061173530,1053406092,-1092279467,-1089129474)+W(2,990992466,997371026,-1112839626,-1117042135)+W(3,1035108132,-1122478547,-1133172181,-1120651002)+W(4,1061891890,1046812368,-1088959911,-1089405705)+W(5,-1123767278,-1136588785,1035227362,-1115403968)+W(6,1022898156,-1109542844,1008528664,1015175368)+W(7,1052509753,1035774995,-1113192731,-1101358829)+W(8,1014548513,-1120262163,1035355065,983155781)+W(9,1003755051,-1099224128,1032206792,1014262402)+W(10,1040815801,1041852206,-1105614817,-1110785838)+W(11,-1139309996,-1196238920,1046440556,-1114859906);sum2=W(0,-1111986018,998943655,1022028328,1044179919)+W(1,-1092393621,1029389095,-1088604014,-1080384748)+W(2,1031858735,1021777892,1009323699,1048581079)+W(3,-1095034556,-1095846499,-1118974089,1040258943)+W(4,-1090514887,1071708766,1073459027,-1104000317)+W(5,1024626196,1024702395,-1097133430,1015383036)+W(6,-1110448374,-1099083231,-1117110809,1033279863)+W(7,1012336831,1049307354,1045892370,-1098039236)+W(8,1031448400,1030521846,-1097759856,-1122793353)+W(9,-1120681553,-1101323001,-1103290765,1031745329)+W(10,-1100485937,1051814517,1055006842,-1111672860)+W(11,1016567237,1029007432,-1091667564,1041920736);WS(-1097130350,-1073679750); +sum1=W(0,-1142702368,1008724804,1025389788,-1154560184)+W(1,1034517635,1053502809,-1096179481,-1095841490)+W(2,992206103,-1143244972,-1112918112,1044574577)+W(3,1035954194,1046084016,1000633100,-1145657140)+W(4,1045830013,1057148843,-1085973126,-1095185831)+W(5,-1122388570,-1139683234,1025817904,1042446427)+W(6,1042008657,-1106616153,1032643785,-1120139600)+W(7,1051926551,1052799826,-1096805620,-1089907161)+W(8,1018417129,1017209342,-1123577295,1017272605)+W(9,1025929714,-1102859291,1030414749,1008755251)+W(10,1043469780,1050172789,-1107347576,-1098086361)+W(11,1016358830,1026775680,1014891512,-1143679882);sum2=W(0,-1106123822,-1137197699,-1140009235,1021941992)+W(1,-1135582819,1048777558,1040410800,1031547466)+W(2,1017098260,-1129449426,-1114989513,1018035752)+W(3,-1104678389,-1103278668,1025391436,1026649920)+W(4,-1102399061,-1086654414,-1069452203,-1091687878)+W(5,-1170697076,-1134437671,-1112110740,1038853959)+W(6,1049392706,1026389826,-1110654493,1033557641)+W(7,1036526271,1051671224,1075377385,1071493698)+W(8,1030635558,-1127657747,-1119910153,-1155541821)+W(9,1046385471,-1107040085,1031221238,-1117894486)+W(10,1003979070,1042747507,-1101021764,-1093315115)+W(11,1010389927,1007123883,-1119798403,-1130248744);WS(-1110542776,1046722292); +sum1=W(0,1033517476,-1108629467,1016022658,-1112464600)+W(1,-1131671638,1032980471,-1133454244,1047470894)+W(2,-1142745264,1026603482,-1105826521,1005087552)+W(3,-1106997347,-1113497042,981819586,1027765771)+W(4,-1092318054,1042288212,-1100439522,1053995028)+W(5,-1129658366,1017901338,-1109105451,1042584756)+W(6,-1116788199,-1106078850,1025143735,1026835189)+W(7,1061947018,-1121614518,1048713001,-1093531706)+W(8,-1142191304,1040275689,-1105038597,-1098489206)+W(9,1041100086,-1124631714,1024330241,-1111607705)+W(10,1012478420,1041393523,-1115421707,-1106135867)+W(11,1016467704,1020475210,-1114990145,977775992);sum2=W(0,-1132232893,-1116591675,992881643,1031452303)+W(1,1018866101,-1116915567,1032912109,-1109510079)+W(2,1032688527,-1114177042,1024567259,1014551643)+W(3,1016124301,-1114931492,-1121457613,978475180)+W(4,1055420465,1059251768,1032060799,-1114514404)+W(5,1042584708,-1109972047,-1118272021,-1097097100)+W(6,-1094590847,1040974964,-1130052481,1034445399)+W(7,-1088887374,1044275534,-1087149232,1051504728)+W(8,1024892699,-1108606213,1035881493,1048490818)+W(9,-1110729382,1035934107,-1116902843,1032145701)+W(10,-1114948355,-1104983612,1032317221,1039284419)+W(11,-1121421993,-1133789139,1032032409,1032922179);WS(1059165367,-1104520251); +sum1=W(0,-1108628644,1046236477,-1117692608,1007492796)+W(1,1041312427,-1118419948,-1094176525,-1117534006)+W(2,-1124001749,-1113899741,1029454180,-1113108212)+W(3,-1120534447,1052736188,-1115310467,1009135144)+W(4,-1107420459,-1097199722,1041258594,1053590938)+W(5,-1131761404,-1114949702,1053879643,-1110779368)+W(6,-1118278150,1036684740,-1113191163,1014125520)+W(7,1055263011,-1100739533,-1106455985,1001540436)+W(8,1025063448,-1105125705,1045621277,-1098892966)+W(9,1015268651,1008090175,-1118876992,-1129119585)+W(10,1040471133,1020553106,-1114551242,-1112388022)+W(11,-1126282358,-1127494856,1026632706,-1126748266);sum2=W(0,-1104527074,1048986559,-1115834059,1027505664)+W(1,1041601252,-1125657446,-1098163961,1034957797)+W(2,-1122847824,1034858548,1041896195,-1108054404)+W(3,-1089420265,-1098414029,1029257304,1029084872)+W(4,1045110551,1041501740,1053778056,1051828462)+W(5,-1116127595,-1170669534,-1129563106,-1099714824)+W(6,-1104406791,1040673804,-1138405484,-1128264406)+W(7,1041829791,-1119286592,-1106881855,1048509414)+W(8,1037831890,-1107117839,1049994472,-1092212913)+W(9,-1203758566,-1117936348,-1127212263,-1118563560)+W(10,1045914276,1022365337,-1136870020,-1113115951)+W(11,1031508216,-1127498142,-1139619400,-1105182054);WS(1064754871,1064755352); +sum1=W(0,1039345889,1034558935,-1126765813,-1124996947)+W(1,1051509189,1048609181,-1096907004,-1096693846)+W(2,1036233792,981607022,-1122110878,-1110987505)+W(3,1025078634,1031530717,995438583,-1111973122)+W(4,1055455058,1038916133,1042155040,-1092723587)+W(5,1033037628,1028131846,1036071207,-1103910610)+W(6,-1102805216,-1112086641,1011044801,-1131935965)+W(7,-1085470304,-1096310694,1050402072,1055052309)+W(8,-1113728073,-1155599823,1042970795,1036962198)+W(9,-1108706152,-1125705364,-1117569083,1017902933)+W(10,-1110967031,-1114430562,1036105095,1045488762)+W(11,-1121653045,-1131031997,1043170799,999916154);sum2=W(0,1035315397,-1104375670,1023646322,-1133117125)+W(1,-1093657955,1053589289,1023753609,1034291601)+W(2,1063017252,-1117431336,-1096844972,-1083656994)+W(3,1045506061,-1100884270,1016880452,1023723550)+W(4,-1104725243,1040733712,1046403885,-1107539440)+W(5,1065218548,-1110535684,-1108767061,-1079943056)+W(6,1037072250,-1100571834,1032406499,-1128763803)+W(7,987308827,1047435788,1040670310,-1123261308)+W(8,-1088643610,-1092199491,1056439411,1066015084)+W(9,1043010850,-1106522969,1024272758,-1112596197)+W(10,-1103530057,1046389911,1037357283,-1109210140)+W(11,-1140617522,-1093142505,1050581867,1038430454);WS(-1141889920,-1150694570); +sum1=W(0,-1156363954,1043244278,1035438770,-1121776659)+W(1,-1150990554,1049522698,-1108191526,-1110656781)+W(2,1009891810,1026909213,1024784007,1001967189)+W(3,1039611642,1044045394,1029335145,-1107472311)+W(4,1047918398,1044281805,-1089342271,-1092681840)+W(5,-1115519345,1032535224,1041259438,-1120026675)+W(6,1031781705,-1113754566,-1122959321,1032163820)+W(7,-1142656241,-1118178969,-1110931796,-1107172434)+W(8,-1156224954,-1114416227,-1114065315,1035091531)+W(9,1041298854,-1113010266,1006930832,1035788170)+W(10,1044014582,1035377494,-1098776751,-1106653204)+W(11,1034927023,-1127266575,968315538,1037418924);sum2=W(0,1059540854,1039622534,-1102787949,-1096670021)+W(1,-1133958494,1013042349,1037899964,1045575353)+W(2,-1118270456,988987510,-1110193614,1031038260)+W(3,1064198145,-1086802625,1043637876,-1099441746)+W(4,1040028330,1036771998,-1101655681,1030855272)+W(5,1032105974,-1117707023,-1125265460,-1117097690)+W(6,-1085971065,-1113298762,1042101483,1052388948)+W(7,1032851236,-1120619083,-1105771070,1033969343)+W(8,-1134648980,1021389004,1049976190,-1103569731)+W(9,-1098667485,-1104634628,1042670443,-1135324433)+W(10,981463467,1030229840,-1104173140,1036465297)+W(11,-1119296945,1035007302,1035574893,-1101523135);WS(1060329015,-1107100438); +sum1=W(0,1016013223,-1108878752,-1126768152,-1139109867)+W(1,-1098269535,-1103310414,1042283693,1052529520)+W(2,1025836257,-1113589378,1033078264,-1120993331)+W(3,-1139382101,1046477388,1024792785,-1154508124)+W(4,-1093610355,-1088582834,1051787130,1051369597)+W(5,1029380042,-1124637616,1015463488,1033661966)+W(6,1046417836,1044791733,-1121126338,-1145234942)+W(7,-1090008057,-1097854544,1046651812,1040695538)+W(8,-1127749832,1030094510,1029328303,1035018943)+W(9,-1115375281,1030070044,-1128378904,-1165337473)+W(10,-1110993568,-1105218789,1046922680,1039020124)+W(11,-1117533511,1016154976,-1121430349,980238373);sum2=W(0,1039646422,-1156337616,1016851522,-1122821091)+W(1,1020520346,-1105518185,-1123806894,-1126218548)+W(2,1003947528,980292032,1031650855,1030755819)+W(3,-1131895450,-1080883791,-1109184296,-1106087013)+W(4,999070248,-1096231655,1071805249,1035943528)+W(5,-1123933765,-1122746065,1043321474,1015158698)+W(6,-1074990048,-1105476432,1015529466,1045004090)+W(7,-1125969764,1028426171,-1126394390,1071092779)+W(8,1018391998,-1126690400,1026097175,-1125796080)+W(9,-1104782698,1022339242,-1115690469,1026918939)+W(10,1030594487,-1127395662,-1122803425,1031828962)+W(11,1018627618,-1149029768,-1110808154,-1140334484);WS(1004067712,1029538397); +sum1=W(0,1025050595,-1112884456,-1113057966,1039684517)+W(1,-1093421305,-1096595713,1052279792,1055781642)+W(2,1033902960,-1134909265,1008080123,-1134522377)+W(3,-1120136235,-1106127376,976341006,1034662227)+W(4,-1096171643,-1083333863,1048957300,1057037092)+W(5,1000314570,1017566030,-1104830972,1038845557)+W(6,-1108532672,-1136083213,1039793800,-1116361615)+W(7,-1093970477,1050503466,1049781884,1059667231)+W(8,-1120056627,1034175935,-1105145436,-1107387175)+W(9,-1109109944,1026195563,1023346679,-1114202454)+W(10,-1098876866,-1119746148,1052752022,1046150498)+W(11,-1129568684,1002478074,-1106375815,-1111371224);sum2=W(0,1023361218,-1129026548,1033154491,996458418)+W(1,-1105686968,-1136279909,1036155261,1020176326)+W(2,1016740014,-1122796554,1029838361,-1112170015)+W(3,-1113149678,-1096377075,983965669,-1124552606)+W(4,-1101182829,1059185253,1064108379,-1107309754)+W(5,1027141165,-1111484496,1029555247,-1110765232)+W(6,-1108470744,-1107366613,-1118592979,-1113544599)+W(7,-1094171461,-1097506500,-1147140265,-1113642974)+W(8,1033692775,-1108579478,995412594,1048386684)+W(9,1040480632,978762058,-1120675710,1024911403)+W(10,1038318571,1027330889,-1127049668,-1123866147)+W(11,-1126067866,1023291782,-1102738273,1045927904);WS(1047133404,-1079170418); +sum1=W(0,-1122581460,-1127398915,-1116032717,1009155056)+W(1,1030334583,-1113404572,1041078541,1042667713)+W(2,1027163842,-1122554086,-1123819760,-1108143194)+W(3,-1111731450,-1098422622,-1132905800,-1135035740)+W(4,-1111377849,-1104817319,1065228285,1051022508)+W(5,1023811915,-1133181796,-1102890728,-1112180142)+W(6,-1136427723,1019095722,-1123509635,1006908676)+W(7,-1091891141,-1103926112,1050271906,1042380775)+W(8,1001483047,-1116735535,1023382911,-1111098047)+W(9,1037504657,1012838771,-1147535977,-1129150906)+W(10,-1121675713,-1123007382,1023931745,-1107182030)+W(11,1015217807,-1130799202,-1123177070,-1136273159);sum2=W(0,1017708852,-1121981859,-1155029688,-1151544588)+W(1,1008923057,1024218233,-1129630940,-1147640076)+W(2,1018406594,-1133221663,998377109,1011942449)+W(3,-1114670464,1049278985,1007239987,1018065470)+W(4,-1119653793,-1083801634,-1077783117,-1093073209)+W(5,1025316590,-1123603132,1041518161,-1131988255)+W(6,1041079714,-1156221672,-1118997712,-1125453823)+W(7,1047560438,1028846010,1034878186,1074285479)+W(8,-1131599727,1024940191,-1118519138,-1114079754)+W(9,-1120658712,-1113215345,-1133631258,1007542759)+W(10,1036336794,1022080564,1033160981,1016277382)+W(11,-1131785133,-1130450701,1027490516,-1121956184);WS(1043550940,1028476494); +sum1=W(0,-1130981802,-1102302048,-1121780237,-1115183742)+W(1,1051762223,1040535662,-1105099981,-1100607937)+W(2,-1121847282,-1111548899,-1138550724,1000007075)+W(3,-1117998761,-1094318158,-1110838377,-1117842775)+W(4,1059510884,1068023761,1062548805,-1096882923)+W(5,-1132334487,1013492582,-1099046056,-1102853271)+W(6,-1102037997,-1115328139,-1111061058,991794198)+W(7,1055882697,1041348961,-1097580450,-1103616404)+W(8,1018468811,-1119471984,-1131654944,-1102330336)+W(9,-1113105937,-1106426583,-1113960535,1015980795)+W(10,1034161697,1044552262,-1100373208,-1103768718)+W(11,-1129682576,-1148988811,-1110284503,-1112888641);sum2=W(0,-1103820712,1043435491,-1115037203,1029690847)+W(1,1028297515,1046052979,-1096312501,998970743)+W(2,-1133991676,1007821180,-1115911439,-1122562191)+W(3,-1100462798,1028701483,1036903221,-1127742454)+W(4,-1099477234,1065575031,1041049643,1044923803)+W(5,-1113716427,1036974934,-1096910875,1030898927)+W(6,-1121926871,-1126383902,1039025001,-1106227374)+W(7,-1098681477,1040854499,-1125321886,1030485727)+W(8,-1111652935,-1126914630,-1115709255,1034498637)+W(9,1017141302,-1115441627,1016988574,-1108879063)+W(10,-1106467082,-1122382559,1033537170,1008577020)+W(11,-1128843302,-1114648723,-1129067614,1013474716);WS(-1079050332,-1087647968); +sum1=W(0,-1112879708,1026750308,-1122115440,-1138480508)+W(1,1054719611,1048762675,-1102419558,-1095708941)+W(2,-1122888245,-1139407140,-1106236805,1031575959)+W(3,1027382179,-1116109267,-1106223181,1024624314)+W(4,1057423590,1057166968,-1083772539,-1136300523)+W(5,-1136279992,-1112079518,-1096438944,-1115045376)+W(6,1024806390,-1128868784,-1120448614,1029330596)+W(7,1058690419,1049252525,-1102450653,-1103579129)+W(8,1025354440,-1128866725,-1116410163,-1115914082)+W(9,1022822666,-1115751616,1004544641,-1134294785)+W(10,1046884233,1051036287,-1099401009,-1100406055)+W(11,1008311211,1030150228,1031406769,-1127656777);sum2=W(0,-1121226957,-1128043345,1018735508,1018441725)+W(1,-1143973174,1028848366,1035475244,1025980595)+W(2,-1118705847,1001175670,1010180031,-1145354702)+W(3,1036012925,-1105109021,1042307735,-1106801879)+W(4,-1119821797,1055391108,1063056253,-1093599779)+W(5,-1114705464,1024485983,-1103238145,-1106432772)+W(6,1026535678,1024075219,-1153036923,-1108191465)+W(7,-1118265757,1031788992,1035122552,-1097885523)+W(8,-1109715589,1025382280,-1114303163,-1114258989)+W(9,-1143871918,-1115606924,-1130614305,1023515972)+W(10,-1122707515,-1149779899,-1124060823,1028845741)+W(11,-1125366621,-1122890135,-1117711701,1031455538);WS(1061221431,1002405371); +sum1=W(0,-1123480946,1033046959,-1109190069,-1123061017)+W(1,1054235011,1044209302,-1104934581,-1090405194)+W(2,1000058490,-1121369187,-1108435303,1026563665)+W(3,1050201177,1042710035,-1094345134,-1111043962)+W(4,1057895846,1052530935,-1086823335,-1102475777)+W(5,1030151784,-1111380603,-1102625680,1037490845)+W(6,1050099666,1026923762,-1113941840,-1146354418)+W(7,1058601910,1050794548,-1091215734,-1097235340)+W(8,1040756961,-1126829850,-1126650490,1033897294)+W(9,1032794752,1029204218,1017803349,-1145213652)+W(10,1041457976,1055600534,-1089600016,-1094526523)+W(11,1032331475,1033488871,1021417496,-1110275296);sum2=W(0,-1089706816,-1087536311,1058657690,1049937345)+W(1,1030967529,-1105431871,-1106625833,1050626093)+W(2,1039088353,-1109192755,1036734782,-1115709839)+W(3,-1078069733,-1078647761,1072348129,1071079778)+W(4,1044296437,-1112600090,-1094966474,1020012689)+W(5,1031394755,-1116226089,-1122763227,-1122006247)+W(6,-1079714039,-1090508646,1049150259,1066389113)+W(7,1038432439,1044145959,1050328795,-1098171132)+W(8,1022577738,1012728894,1024733405,-1130276743)+W(9,1022376790,-1103849791,-1113785170,-1119844839)+W(10,-1126694997,1034822829,1052174137,-1105718319)+W(11,-1123093509,1013882918,-1112758982,1021875579);WS(-1092893294,-1089220584); +sum1=W(0,-1127519944,-1118558929,1010493299,1008699951)+W(1,-1103359682,-1096189801,1051919929,1053766130)+W(2,998920846,1028526614,1032200864,-1104704049)+W(3,-1106263811,-1113928672,1025199074,-1124403149)+W(4,-1097091836,-1086367179,1052175436,1056071340)+W(5,-1149496748,1019181009,1015736929,-1111082358)+W(6,-1098638288,1041393441,1015178277,-1117387089)+W(7,-1096005139,-1102452900,1047707912,1062605050)+W(8,-1115659002,1027645503,-1123219920,-1120379023)+W(9,-1112838969,1035998582,-1130896954,-1125915034)+W(10,-1101730612,-1095432549,1049473086,1053546873)+W(11,-1131717807,-1136451331,-1136688761,1019333603);sum2=W(0,1034689803,-1109431235,992704062,-1143112647)+W(1,-1121270233,1048248946,1039097516,-1115356591)+W(2,1021729984,1005857263,-1124530814,1017968792)+W(3,1033324328,-1098090520,1038449046,-1124855502)+W(4,-1106299172,-1091325299,-1063972596,-1073085951)+W(5,-1126326370,1015994888,-1113483013,1023517229)+W(6,1038361982,1040866773,1035072543,-1105916124)+W(7,-1090314642,1056006422,1085456662,1062319475)+W(8,1013997779,-1134900259,1034240002,-1141826407)+W(9,1032024575,-1164332444,1019251456,-1114904409)+W(10,1043935118,-1107459099,-1102205120,1062308854)+W(11,-1135264403,1001043447,1032935811,-1124783482);WS(-1104754908,-1106735671); +sum1=W(0,-1117923535,1002237924,1032595044,1030490103)+W(1,1033028505,1029213684,-1094516030,-1088908700)+W(2,-1120248133,1015682178,-1144798556,1045999740)+W(3,-1122216143,-1120462507,1032319302,-1128810020)+W(4,1050263192,1063837581,-1102093923,-1092804364)+W(5,-1129595020,1030078356,-1106958295,1022746927)+W(6,1025980110,-1123369072,1025969502,1019231224)+W(7,1058220138,1054477272,-1096286026,-1088198897)+W(8,1021953856,-1153493672,995801516,-1107413149)+W(9,1034830735,-1104242198,1024124136,1016077744)+W(10,1045907999,1049334234,-1103741447,-1102086589)+W(11,1019926661,1022398552,1030012489,-1115665070);sum2=W(0,1035833889,-1107082251,1015145430,-1116247065)+W(1,-1107323417,-1102842161,-1079268655,-1087068607)+W(2,1021616338,-1133554677,1016322550,-1109274147)+W(3,-1114579693,1043695503,-1117862601,986051432)+W(4,1049680335,1032100715,1067901888,1022672030)+W(5,1010843781,1017398706,1026073955,-1111459111)+W(6,1039299404,-1114493167,1034116930,-1114715779)+W(7,1040660749,-1115195239,1008422125,1059152338)+W(8,998891466,-1139208557,-1173738319,992278036)+W(9,-1120378069,1019204162,1026244953,-1144744186)+W(10,1018816198,1021018582,-1111927269,1020328850)+W(11,-1138764845,1016479082,-1123657301,1033325633);WS(-1092340590,-1082645376); +sum1=W(0,1033191659,-1106475329,1018184990,1018128252)+W(1,-1112709788,-1105689791,1036685563,1040446513)+W(2,-1113441282,-1127103440,1040219053,1031456758)+W(3,-1101261661,-1102532636,-1117677972,1028162329)+W(4,-1086509296,1038532783,1042646693,1061713267)+W(5,-1123459213,1018898486,-1111899057,1042438664)+W(6,1031605429,1010011868,-1115409474,-1115495745)+W(7,1064314083,1046976369,-1106573237,-1089327101)+W(8,1033438227,1029058545,-1105951352,-1100451664)+W(9,-1127814216,-1112449263,-1118723567,1015642046)+W(10,1039016129,1030956248,-1112423953,-1105713919)+W(11,1013299750,-1130132966,1022848097,1010066702);sum2=W(0,1040551451,1042459857,-1121347079,-1107775669)+W(1,1033412933,-1113656153,-1122087227,1027302533)+W(2,-1131050762,-1130160250,1017950151,-1135101756)+W(3,1031184422,-1152381105,-1121125435,-1118975841)+W(4,1035641742,-1114487413,989383522,1016161914)+W(5,1017438602,987844130,1046120628,-1109563699)+W(6,-1105935240,-1115286413,1012434826,-1123325897)+W(7,1041762467,1029416951,-1125562074,1045806619)+W(8,-1117833439,-1173771715,1035110196,-1114574520)+W(9,-1124425722,-1111096901,1006663086,-1129695564)+W(10,1028252326,-1127668218,-1114174571,-1111270899)+W(11,-1121778743,-1126450718,997585257,998528980);WS(1052284526,1042464092); +sum1=W(0,999914700,-1110845507,-1136974408,1010280196)+W(1,-1098111272,-1100087104,1046554367,1057530557)+W(2,1027464615,-1128121686,-1110795931,-1101387838)+W(3,-1109035161,-1110448219,1020617774,1026365340)+W(4,-1090659644,-1094987596,1063323154,1060667985)+W(5,1001926272,1025859742,-1105684762,-1102616600)+W(6,-1110075532,1038195741,-1127515216,1023947782)+W(7,-1095988958,-1097163609,1050039723,1043924417)+W(8,1017827156,1034844538,1018127786,-1124311688)+W(9,-1114945332,1019473092,1007810505,-1129271461)+W(10,-1105136802,-1095692091,1052688005,1042422080)+W(11,-1130637466,1027019478,-1114597706,-1124435598);sum2=W(0,-1119913429,1010871130,-1124685033,1025355846)+W(1,-1140464466,1032812135,1036346050,1034044275)+W(2,1041357090,1037018199,-1086522508,-1091074448)+W(3,1016143206,1033794365,1011755468,1029205900)+W(4,1071964190,1067600837,-1133342818,-1128364593)+W(5,1033277276,-1111447139,-1089329657,-1074918519)+W(6,-1140030878,1020099653,1035269289,-1113277680)+W(7,1039362648,1033733070,1035477071,1020927778)+W(8,-1118126225,1032003060,-1108456989,-1106053895)+W(9,991986873,1035095720,1013457876,-1122502097)+W(10,1008065452,994468553,1029499077,1011575434)+W(11,-1117647411,1009180302,-1106105254,-1146528221);WS(-1085785015,-1080175544); +sum1=W(0,-1103151077,1045216768,-1125806618,1035373246)+W(1,-1091874455,-1094766367,1050584367,1058377668)+W(2,-1111695537,1043525714,1043611260,1025579124)+W(3,-1094452856,1039875576,1044894533,-1118822551)+W(4,-1107649205,-1090132878,1046782533,1054861331)+W(5,-1102079139,-1105407270,1049375324,-1106387815)+W(6,-1151103277,-1094574331,1041222777,-1102223008)+W(7,-1090472533,-1111571937,1051791466,1057861265)+W(8,-1144672552,-1102123612,-1137989279,-1115030560)+W(9,1048044105,-1103877399,-1122183565,1023709757)+W(10,-1098390656,-1092114299,1058273114,1043274206)+W(11,1041305154,-1116205169,-1106419572,1049548184);sum2=W(0,-1118465870,1035743758,-1121990028,998449416)+W(1,-1148690252,1001004257,1040306990,-1124628345)+W(2,-1105952484,1037805583,-1132010249,1037770975)+W(3,-1103571680,1049274722,-1115523342,1039055377)+W(4,1060096717,1077176219,964150684,-1098483719)+W(5,-1087084008,-1070507600,1047972499,-1108861100)+W(6,-1106547389,-1126693677,1032292249,-1132069983)+W(7,1060014437,1016774454,-1103504000,1024621733)+W(8,-1092504349,-1105946989,1034159573,-1098623231)+W(9,1034009109,-1116877357,998312734,-1128335569)+W(10,-1107960970,-1139511962,-1116867442,1043582890)+W(11,1041667680,-1102914489,1042264637,1020716885);WS(1041580764,1025947967); +sum1=W(0,1034662848,-1104706235,-1116825273,1032565172)+W(1,-1093835868,-1092905173,1050747028,1053611982)+W(2,1036244351,-1119290642,-1131069497,-1131110976)+W(3,-1115255997,-1107214727,1022134396,1019951750)+W(4,-1095669879,-1096926641,1063007652,1050206724)+W(5,1017394926,1029927621,-1105182467,1036897764)+W(6,-1098820316,1032808736,1034025399,-1111515158)+W(7,-1089733625,1049974094,1052025888,1060757006)+W(8,-1106823604,1037476046,-1104277767,-1098715869)+W(9,-1102823188,1021100817,-1159719714,-1110133221)+W(10,-1099659531,-1119725058,1052817434,1043880105)+W(11,-1114565306,-1122404893,-1106408671,-1106501955);sum2=W(0,1031078182,1029631070,986836209,-1132209742)+W(1,-1109418986,-1129378830,1025515900,-1131885988)+W(2,-1135041624,1012367442,1027058278,969823813)+W(3,-1119773491,1020231728,-1170553346,-1121945777)+W(4,-1113141662,1055904551,-1120148774,1029199828)+W(5,-1116640321,1014349374,-1099466937,1030656895)+W(6,1023900693,-1133642976,-1127752664,-1138085578)+W(7,1057958803,1044815557,1019687015,-1122079840)+W(8,1019607807,1019685270,-1096970616,-1089769002)+W(9,1016594015,-1123929889,-1170071298,1024317954)+W(10,-1115676013,1040873658,-1134784812,1019770946)+W(11,1040370156,1020720783,-1104818759,-1105180704);WS(-1101021916,-1101341893); +sum1=W(0,-1104193847,1029994953,-1128959914,1026213188)+W(1,1055643976,1049220736,-1096018912,-1099125811)+W(2,-1110018309,1025253614,-1111820508,1025577212)+W(3,-1146733010,1036038140,-1114900877,1026395551)+W(4,1055313981,1052012604,-1086773562,-1093634574)+W(5,-1114303945,-1123712161,-1127551698,-1119144868)+W(6,1031817213,-1118727997,1012420650,-1152047246)+W(7,1060627153,1051291321,-1107844781,-1090412335)+W(8,1028280877,-1119269431,1025725832,-1111302883)+W(9,1021561044,-1106810537,1026345301,1006057769)+W(10,1049980081,1047342967,-1104632714,-1104575744)+W(11,1031833384,999050183,1003961523,-1112108341);sum2=W(0,-1111316079,1007442131,1023490159,-1131988010)+W(1,1024389323,1055734435,-1100903601,1041465340)+W(2,-1149117460,-1131908940,-1125698351,-1121573843)+W(3,-1122871173,1046145376,-1164111651,-1126411872)+W(4,1080207498,1078445253,-1093182708,1038743702)+W(5,-1114017647,-1119425741,1049726225,1043717463)+W(6,1040330964,-1109560063,1031886393,-1121501747)+W(7,-1068399047,-1066503158,-1098635398,1049859497)+W(8,1019240934,1009702615,-1100760677,-1122596352)+W(9,1016982738,1005935896,1035364539,-1117332099)+W(10,-1109489195,1012210427,-1113093917,1035352171)+W(11,1032687935,-1141270643,1035980752,-1113462329);WS(1046490332,1041425064); +sum1=W(0,-1116828595,1002731779,1033054902,1024529499)+W(1,1043650965,1045029126,-1098109922,-1093042204)+W(2,1019425762,995804238,-1106337284,1015429414)+W(3,1040980232,-1160896989,-1146773895,1031945755)+W(4,1058500980,1055608303,-1086741475,-1092614541)+W(5,1032419541,-1179835378,-1109695552,1033182334)+W(6,1052617834,1015420456,1004520717,1029605664)+W(7,1058257970,1019101890,-1090483479,-1091564618)+W(8,1044059953,-1127672093,1029823567,-1174108025)+W(9,1044142352,1032157630,1024614604,1031502108)+W(10,1041689704,1049761551,-1086427940,-1094325635)+W(11,1032927635,1040104968,1041880275,-1123497953);sum2=W(0,1026151548,-1106953243,-1114479591,-1122431319)+W(1,1049905644,-1108260971,999999917,-1122010793)+W(2,-1124048569,-1126306455,-1125976243,-1102178930)+W(3,1048064546,-1097347844,-1100833312,1024826864)+W(4,1050719290,1045454882,1040448763,992235770)+W(5,1025075060,-1105554812,-1096948195,-1123774104)+W(6,1037967160,-1109085075,-1109354990,1043724086)+W(7,1049686405,-1111087807,1032432738,1044292364)+W(8,1034346164,-1114960687,-1108325988,1038302972)+W(9,-1110876131,1007980535,1015245663,-1130104331)+W(10,-1098496523,1043523736,1040568157,-1143420941)+W(11,994535386,1032072922,-1113347688,-1118752296);WS(-1096079726,-1086813702); +sum1=W(0,-1105268453,-1134572551,1020632987,-1135457777)+W(1,-1104980990,-1125909619,1038076635,1045566625)+W(2,-1128467237,1035122115,-1145052038,-1105625101)+W(3,-1100910973,-1166801940,1041289173,-1136898909)+W(4,-1094783105,1057673490,1058638213,-1141635906)+W(5,-1125440663,1035865453,1030475041,1032999502)+W(6,1038525034,-1102504381,1002632984,1012368645)+W(7,-1100424110,-1111352769,1033251913,-1104077708)+W(8,988204202,-1119749552,-1113040784,-1113674176)+W(9,1029902179,-1110256943,-1127204699,1024629150)+W(10,1012100357,-1133590617,1022942147,1009307365)+W(11,1027550920,-1124393059,-1114381639,992583714);sum2=W(0,-1117003048,1013092463,-1120740066,1009177065)+W(1,-1105766164,1042721142,1025589372,1042183695)+W(2,1019480223,1026018809,-1113055730,-1112946812)+W(3,-1102800003,-1090661723,1041576942,1031366584)+W(4,-1149080533,1040487387,1068855162,-1111208570)+W(5,1020058227,1007104581,1030911277,-1103263899)+W(6,1059100650,-1097382737,1045439690,-1100270767)+W(7,1023619821,-1099098175,1044086134,-1085550755)+W(8,1029611268,-1162581429,-1114239046,-1103276630)+W(9,1022453518,-1106788899,1033773937,-1125959183)+W(10,-1126080241,-1106320787,1025170288,1032267243)+W(11,1037226018,-1116554192,1019625936,-1107084863);WS(1059841719,1028884484); +sum1=W(0,-1108411818,-1111506273,-1112448166,-1113543486)+W(1,1058342439,1041783662,1034453786,-1112074625)+W(2,-1143395087,-1122260358,-1112657624,-1101044205)+W(3,-1104706915,-1096756366,1014814024,-1123514455)+W(4,1050338440,1043430567,1052483434,1033474668)+W(5,-1124590486,-1132902244,-1099567912,-1103529079)+W(6,-1106354949,-1107115957,-1120616579,-1116573889)+W(7,-1116369607,-1117001986,1049505778,1048710884)+W(8,-1118491109,-1118809775,-1119641312,-1110811775)+W(9,-1117349474,-1105758103,-1127146586,-1132301434)+W(10,1011608836,-1106214629,1056594572,1050151687)+W(11,996976763,-1114523384,-1113349351,-1133908615);sum2=W(0,-1142019487,973346488,999597315,-1131846847)+W(1,1043688817,-1112114230,-1113005256,-1119272484)+W(2,-1128104285,1003422803,-1112619479,-1110979463)+W(3,-1127636492,-1114646695,-1114921220,997751878)+W(4,1056371527,1041350431,1055277760,-1113445057)+W(5,1021279303,-1127196333,1019660165,-1097247478)+W(6,-1098897499,1027087956,-1115596944,1031101790)+W(7,1038923617,-1123786644,1036539833,1032426103)+W(8,-1138766624,-1129408714,1026606310,-1105379211)+W(9,-1111832500,1029100436,-1120544321,1024706196)+W(10,-1130636099,-1123180191,1010252474,-1114392819)+W(11,-1130181692,-1164469676,-1125326592,1012894502);WS(-1092619630,-1089382730); +sum1=W(0,1023648980,1020312451,1043539187,-1111364766)+W(1,-1112475547,1048019422,-1096148415,1039669985)+W(2,1036516737,-1110790259,1027548272,-1102256285)+W(3,-1115220152,-1101226428,1030068626,984781533)+W(4,-1085560118,1059189430,1026945555,1055391282)+W(5,1016263062,-1120756633,-1108016176,1048070471)+W(6,1038621209,-1105671421,-1111039089,1026274177)+W(7,1059392734,-1105049488,1045179252,-1081505706)+W(8,1007770772,1034683832,1037378816,1040580240)+W(9,-1101912057,1015856825,-1120853581,1024515101)+W(10,1041558112,-1133761880,1027675681,-1132720100)+W(11,-1109624324,1021933410,1032748839,1031071010);sum2=W(0,-1111677325,1031932470,-1117827136,1021752691)+W(1,1033183913,1038437939,-1110048197,-1108952074)+W(2,-1113755692,1027358915,-1103930854,1044091848)+W(3,-1130612142,-1104195843,990310070,-1125983252)+W(4,1050756049,1045197632,1051763659,1045228241)+W(5,-1104619422,1032921649,-1105931725,1008734718)+W(6,-1168184730,-1105272655,1040724727,-1109957501)+W(7,-1115591069,-1123843648,-1136328910,1028013889)+W(8,-1117367196,-1140627498,1020655719,-1149204891)+W(9,1035492359,-1103738768,1031887118,-1109878975)+W(10,-1120329563,1035246991,-1114723198,-1114456338)+W(11,1033876328,-1121880867,-1121689275,-1120613434);WS(1051433070,1041054969); +sum1=W(0,1025557871,1019369911,995089009,1027474774)+W(1,1035613609,1037418314,1032468488,-1105663671)+W(2,1027665948,-1122283488,1036952965,1041537220)+W(3,1049084179,1046403907,-1109189270,1034863641)+W(4,1039456478,-1080639932,-1082587707,-1096978722)+W(5,1041167849,-1112387034,1049567823,1041156238)+W(6,1044512531,1035909664,-1126811322,1039503310)+W(7,1026454114,1042549431,-1107200379,-1102025153)+W(8,1039611744,-1137459494,1039105725,1040087661)+W(9,1033234174,1028564471,1010666397,1033371404)+W(10,1042229543,1034360184,-1106755535,-1104819461)+W(11,1031071714,1033297350,1031577769,-1131034584);sum2=W(0,-1103860174,-1106733661,-1128793460,1039097792)+W(1,1004583985,-1097187313,1050938198,-1106228186)+W(2,-1133334119,-1107245750,1046933969,1031892389)+W(3,1043000544,-1106671798,1022871695,-1140010118)+W(4,1021007203,1053089515,1039252188,-1100268114)+W(5,1039577114,-1104825734,1049075999,-1107049139)+W(6,1046664654,-1123142296,-1112923836,-1138263433)+W(7,1048715277,-1114597930,-1121884665,-1099105674)+W(8,1030321621,-1117968576,1022883749,-1103930146)+W(9,1037719970,1042580191,-1110368657,1026478628)+W(10,1047464456,-1106315502,1034926170,-1100173198)+W(11,1036807670,1018138445,-1108178582,-1098080196);WS(-1097236334,-1078251511); +sum1=W(0,-1107131303,1007351583,981774949,-1147379729)+W(1,1058323440,1053289720,-1125527926,-1102832418)+W(2,-1116361496,-1124892056,-1121375351,1023750586)+W(3,1033603653,1043141838,-1112510828,-1145120489)+W(4,1056660465,1032726417,-1082084799,-1095625930)+W(5,-1128008098,-1117973855,1033795604,1026746467)+W(6,1029606457,938727969,1008364580,975327689)+W(7,1058345481,1053416161,-1093823475,-1090577043)+W(8,-1148460889,-1125502955,-1131151340,1025947909)+W(9,1020032977,-1108966769,1022969831,-1140670990)+W(10,1046390514,1049766564,-1096801949,-1098508888)+W(11,999577711,1010324189,1037296218,-1119905544);sum2=W(0,-1102276353,1025017931,1020144998,1024894779)+W(1,-1081787381,-1080908066,-1096890621,-1120020336)+W(2,1023553607,-1118655405,992888305,1039662448)+W(3,-1107221556,1046635995,1007750652,-1118791847)+W(4,-1102161510,1072604155,1039741552,1050182775)+W(5,-1120230550,-1126400334,1039835396,-1130889346)+W(6,-1132306598,1023586615,1023698735,-1137666916)+W(7,1055213170,-1115556916,-1108361045,1043589185)+W(8,1020541198,1020891302,-1122324709,-1110509653)+W(9,1030880679,1015842286,-1129126018,1009542396)+W(10,1037616572,-1105259074,1024872627,-1114600836)+W(11,-1119304668,1033066840,-1124270218,1000980713);WS(-1095840110,1065907853); +sum1=W(0,-1123781617,-1130903741,1029310442,-1149009607)+W(1,-1102734645,1041326469,1048478500,1057715094)+W(2,1034276991,1021921030,1036129479,-1101560548)+W(3,-1115466131,964920945,-1136794300,-1122029108)+W(4,-1088947208,-1083008792,1045634572,1058442742)+W(5,1036949012,1024401462,-1109559039,-1107277134)+W(6,-1115351608,1043406509,-1132243967,-1118254622)+W(7,-1096684061,-1089856222,1053323726,1052165513)+W(8,-1114280609,1035777670,1024712701,1036543086)+W(9,-1116119295,1040435870,1010554921,-1126823604)+W(10,-1127763004,-1095672430,1051535704,1042519141)+W(11,-1132072137,1024787534,-1114598742,1009014011);sum2=W(0,-1112086475,-1118318168,-1119761608,-1122765153)+W(1,966593378,-1102263327,1023061820,1040388299)+W(2,975247631,-1137846028,-1113965021,-1114107386)+W(3,-1121250504,-1119202357,-1123357438,-1115823403)+W(4,-1110151426,1059190541,1057284387,-1128744886)+W(5,-1111548146,1023792011,-1118800384,1045334069)+W(6,1024515185,-1130234658,1031734555,-1105805209)+W(7,-1106793279,1050053336,1037222780,-1103324019)+W(8,-1112106446,1020007628,1025627836,-1164047122)+W(9,-1134784044,1026675759,-1126486235,-1111986136)+W(10,-1107073751,1021583022,-1117543075,-1110952019)+W(11,-1125560981,-1131408661,-1124432766,-1114668630);WS(1024351088,-1094038469); +sum1=W(0,1038061004,-1118029957,1024919184,1016930687)+W(1,-1086527812,-1103330015,1050276351,1052546457)+W(2,1006605995,1004978763,1027568116,1040515838)+W(3,1005748798,1038925818,1038267403,988693323)+W(4,-1085615881,-1097782940,1062157201,1052906127)+W(5,1030413326,1031140124,-1124671689,1040353352)+W(6,1032752795,1034287148,-1123840710,1001354275)+W(7,-1088621706,-1090365828,1050137483,1055274272)+W(8,1009586849,1023985459,1017331974,-1113419105)+W(9,-1110688307,1036629872,-1120680465,-1125725377)+W(10,-1108159426,-1098987606,-1112935826,1036684158)+W(11,-1129057942,-1120649652,1039926041,1018660298);sum2=W(0,1033363591,1031409358,-1131745232,1018662896)+W(1,-1107389045,1050735765,-1109130821,-1101021011)+W(2,-1120396150,1024022584,-1122086781,1013978472)+W(3,1036576685,1060006588,-1110788716,-1136728576)+W(4,1043333749,-1120731420,1058553385,-1097527529)+W(5,1015209616,1030135008,-1118628277,1029525730)+W(6,1052968790,-1102632350,-1101470606,-1123530251)+W(7,-1100470754,-1097217661,1057288665,1023922010)+W(8,1018906596,-1121049341,-1112638769,-1117232951)+W(9,-1105224546,-1083015355,-1125138150,-1110519714)+W(10,1038218737,1047940150,1034932287,-1111209476)+W(11,1024891644,-1113292326,1023530026,-1121310567);WS(-1086599863,1058406314); +sum1=W(0,1027409257,-1121445206,-1133002117,-1165120005)+W(1,-1093079745,-1099695891,1049800473,1060099497)+W(2,1019186220,1025328858,1033258882,-1114693988)+W(3,-1106007410,-1105883025,1024249318,-1129945046)+W(4,-1091476505,-1093891126,1051534797,1059141168)+W(5,-1128567742,1017248474,-1124179562,-1129815521)+W(6,-1105279538,-1127421331,1026085015,-1119162837)+W(7,-1094225343,-1106347590,1051659429,1058010671)+W(8,-1123837177,1031899202,-1112036922,-1106482085)+W(9,-1109094875,1024561201,-1127955907,-1121003281)+W(10,-1098091099,999784785,1050835423,1047889907)+W(11,-1123224348,-1141903913,-1097732400,1030868870);sum2=W(0,1031543998,1029140379,1016621488,-1116781913)+W(1,1050004941,1028477447,1078957479,1082393585)+W(2,-1123250937,-1125975170,1010603263,1025243259)+W(3,1044191480,-1105795809,-1124282558,-1133566515)+W(4,-1104837212,-1086493521,-1065075267,-1080327233)+W(5,1007793087,1028403247,-1117319975,-1125439138)+W(6,1017978886,-1175609568,-1128560494,1034216133)+W(7,-1109285108,1045155438,1030943022,-1076777978)+W(8,-1125200922,1020903576,1024551608,988101688)+W(9,-1120640387,1019924506,1017899660,991940908)+W(10,1033432207,-1130476854,-1113970478,-1110243052)+W(11,-1119399555,1028374268,1020472787,-1129511338);WS(-1102531292,-1104168529); +sum1=W(0,1032023755,-1123937923,-1156103398,-1149508566)+W(1,-1091020399,-1093487559,1044530702,1058049088)+W(2,1018386839,1022122127,1028416434,-1123106485)+W(3,-1114986325,-1105594348,1019304359,1005530819)+W(4,-1088576155,-1113700815,1061967565,1057825341)+W(5,1027828556,1023613146,-1132463754,-1124442300)+W(6,-1100927253,1042848102,-1152861762,-1111288609)+W(7,-1096522221,-1100187457,1043852869,1057378026)+W(8,-1118265958,1031835352,1030031137,-1107169312)+W(9,-1131000647,1048571064,992160490,-1123770879)+W(10,-1097716728,-1095320739,1021567685,1032195229)+W(11,-1124424850,-1151822630,1015048992,-1127676038);sum2=W(0,1034684305,1035765483,-1130983341,-1112466451)+W(1,-1100658772,-1100149859,-1113050760,-1101371049)+W(2,-1119405084,-1140521940,1039321546,1043071493)+W(3,-1117553496,-1101908611,-1114093653,1032826781)+W(4,1042208912,1062452463,1063677104,-1096382267)+W(5,-1127348451,1028341682,-1106482074,-1131759707)+W(6,-1105770401,-1106309648,-1154197073,1040752192)+W(7,1047214162,-1095028755,-1114901667,-1132405995)+W(8,1022142418,-1118255322,1034888818,-1105645940)+W(9,984953298,-1113409477,1032051747,1026229169)+W(10,-1109270652,-1107539022,-1104964374,1023704972)+W(11,-1118485150,1025943565,1008251057,1035103126);WS(-1107552696,-1110437397); +sum1=W(0,-1114854865,-1115498472,-1123893979,994440345)+W(1,-1169396004,-1103811554,-1143015444,1038159592)+W(2,1003079356,-1126823399,-1176837895,-1112745281)+W(3,-1107252796,-1098484960,1033249360,-1123659045)+W(4,-1102945115,1054059005,1066459081,1048547885)+W(5,-1127252913,1036761683,-1092775086,-1113210869)+W(6,-1105215024,-1113844817,1025628848,-1115012423)+W(7,-1110458371,1027966800,-1114931568,1050116824)+W(8,-1117476787,-1139958260,-1115481499,-1107508006)+W(9,1015022176,-1112267573,-1138236651,-1120012907)+W(10,-1137430074,1038350450,1030992175,-1139703834)+W(11,-1143819946,-1119805695,-1114208046,-1123286831);sum2=W(0,1032112026,-1121844433,-1134566747,-1128900045)+W(1,1020429393,1031965476,1023900033,-1122103841)+W(2,1025087925,-1116320886,-1168200234,-1123818335)+W(3,1024457633,1041370918,-1119409466,1023101249)+W(4,1010339139,-1073631838,1071310745,-1130431017)+W(5,1037399444,-1131868341,-1111141033,-1111989275)+W(6,-1138667107,1023011873,-1124604689,1014344875)+W(7,1024644617,1038341472,1025187637,1015570157)+W(8,1027301561,-1118206868,1032459330,-1128248465)+W(9,-1123574415,1018662193,1011013307,-1135550339)+W(10,-1117036677,1034637136,-1118001398,1029193653)+W(11,-1124415769,-1136885571,1020580065,999769253);WS(-1106869980,-1095812171); +sum1=W(0,1030538232,1032306163,-1132768195,998635262)+W(1,1021368885,1042581143,1027943897,-1104276842)+W(2,1012233735,-1127936403,-1130589992,1037657452)+W(3,1040655940,1049530762,-1109012795,1031165051)+W(4,1043839724,-1098205560,-1079963696,-1094369165)+W(5,1030674671,-1106402911,1052736873,1045125152)+W(6,1035845131,1029124089,959153786,1031921458)+W(7,1041010327,1043286153,-1138415831,-1094529094)+W(8,1035635524,-1117746707,1033263566,1041646697)+W(9,1034791747,-1126776961,1020404450,1015400066)+W(10,1040781721,1032119517,-1127281161,-1107836910)+W(11,1026900011,1007765715,1032079673,-1127518347);sum2=W(0,1016897725,-1123613558,-1152109415,-1137391706)+W(1,1032188407,1034093919,-1117579022,-1122041158)+W(2,1004755699,-1142267571,-1123954990,959684203)+W(3,1031100358,1031185182,-1108578627,1015680093)+W(4,-1107212716,-1079207220,1068869480,1032233585)+W(5,1020208893,-1131161181,-1112638895,-1144448755)+W(6,1018767069,1016912269,-1126811133,1012334874)+W(7,-1118301998,1010098650,-1135215962,1031129926)+W(8,1014639674,1010341946,1002322227,-1145613555)+W(9,-1123894542,-1129388765,1013671002,-1146463859)+W(10,1010207290,998321459,1025914590,-1172726683)+W(11,-1128211133,1014227898,-1185201771,-1163026381);WS(-1106551004,1058945856); +sum1=W(0,1027999917,-1110759309,1029534949,-1136733265)+W(1,1021052191,-1090459221,1039804839,1036329486)+W(2,996925861,-1126301053,1042972690,-1112842790)+W(3,-1101184472,-1136820001,1023973738,1040114552)+W(4,-1088507490,-1102642413,1045009467,1055915689)+W(5,1035692146,-1116120689,1048917175,-1116549941)+W(6,-1120539979,1050535890,-1121731675,1008178533)+W(7,1057115504,-1141944531,-1092228133,-1099722578)+W(8,1032281663,1025401864,1042662182,-1103385510)+W(9,1036280349,-1112884987,998670125,-1122738710)+W(10,1036514925,1024140334,-1133144549,-1110742697)+W(11,-1122836256,1009223461,1040183891,-1123309658);sum2=W(0,1029866216,-1111274931,1008667864,-1166199047)+W(1,1016771040,1050961303,1037662319,-1143586281)+W(2,-1174784654,-1119230230,1039205717,-1123676489)+W(3,1026227362,-1119220040,-1142224481,-1137339492)+W(4,1073672156,-1075413433,-1079795268,1052978055)+W(5,-1117826448,1028246046,1028203090,1048063806)+W(6,1031356244,-1116678638,1020018908,-1152330850)+W(7,1029037052,1026323256,1041694498,-1109068899)+W(8,-1160612324,1024440460,-1115208722,-1113725553)+W(9,1026327024,-1189397276,1015962596,-1116618549)+W(10,1021575344,-1119692611,1027749752,-1122243464)+W(11,-1126523302,1031666290,-1114291930,1002430881);WS(1045979868,-1116118129); +sum1=W(0,-1115974509,-1114857165,-1124899402,1019079208)+W(1,-1096855346,-1098629066,1046800787,1054347779)+W(2,-1120438410,1017939836,1029706377,-1118610636)+W(3,-1110287856,-1099509298,1011594153,-1142300538)+W(4,-1093283235,-1097005655,1063937495,1053005207)+W(5,-1131155654,-1116499825,1015974258,1028644213)+W(6,-1112842949,-1107483943,-1132197046,-1134190949)+W(7,-1090046872,-1104885511,1048177899,1058166871)+W(8,-1119992573,-1120133576,-1129150352,1040979430)+W(9,-1111331677,1018268010,-1135144470,-1116332853)+W(10,-1102896822,-1096686406,1056893199,1047873428)+W(11,-1118080608,-1112688517,-1118433447,1028514810);sum2=W(0,1034058342,-1116250603,-1115410889,-1132220574)+W(1,-1132397996,-1097158033,-1126553639,1008450820)+W(2,1025437040,-1118211898,-1108668742,-1105536207)+W(3,1029372102,-1101916549,-1123931551,1017347763)+W(4,1060185134,1060913993,1053545154,-1105866140)+W(5,1034066570,-1102379864,-1104852271,-1106418349)+W(6,-1104316591,1035393713,-1111299822,1027749497)+W(7,1033775493,-1115290197,-1102688086,1054419707)+W(8,-1133416673,-1209279719,-1102129692,-1106993048)+W(9,-1107314572,1033668899,-1123916419,1025854529)+W(10,-1106841697,990325833,-1144517652,1036131430)+W(11,-1133826631,-1129688184,-1114889391,-1149271050);WS(1058774455,1069380246); +sum1=W(0,-1114780225,1038823639,-1119757626,1032626516)+W(1,-1111975378,-1115053555,1040221656,1045065548)+W(2,-1121960111,1037972921,1020222778,1025328225)+W(3,-1098306133,1034533838,1015522813,1033017026)+W(4,1050529784,-1095104409,-1082356272,1021036585)+W(5,-1112361500,-1139302935,1045288819,-1115391173)+W(6,-1103839696,-1112718001,1036888920,-1128327131)+W(7,-1133328720,-1111385431,1032300191,1057244812)+W(8,1018289699,-1110693582,1042918995,-1116298540)+W(9,-1126986782,1012070438,-1148588495,1032769109)+W(10,-1124233691,-1105784401,1045596067,1043416793)+W(11,1027375220,-1114680879,1037659662,1029500622);sum2=W(0,1017265095,-1124971531,1019234847,-1129789987)+W(1,-1116091154,1022067335,-1114025560,-1124616639)+W(2,1011223606,-1117824661,-1114442452,1033010488)+W(3,1043137983,1047657371,-1112792165,-1128803579)+W(4,-1102585265,1052022695,-1114992592,-1132476030)+W(5,1031833634,-1136738894,-1115343414,1028851843)+W(6,1034970984,1010908150,995307959,1011967806)+W(7,1033604172,1031244615,-1115509379,-1098689491)+W(8,988094894,1025799099,-1121158047,1002830796)+W(9,-1107223361,1027672251,-1112288614,1018394359)+W(10,1032350856,1024636851,-1128503755,1006851110)+W(11,-1118870225,-1127411999,1027935499,-1114060980);WS(1065814108,-1098421406); +sum1=W(0,-1104400078,1022555209,-1131576032,1030554015)+W(1,1050276747,1048827844,-1099298246,-1097091133)+W(2,-1119880969,-1132305362,-1106685173,1045406982)+W(3,-1130072911,-1118231891,1019668842,1020712308)+W(4,1057743463,1051719984,-1084181571,-1094842433)+W(5,-1122176686,1026194364,1018405640,1040093248)+W(6,1041059117,-1115494780,1023970854,-1178997255)+W(7,1058357819,1056339293,-1094912271,-1098796514)+W(8,1004376640,1024072531,-1115388505,-1118903138)+W(9,1035736611,-1104560304,1023862096,1011631425)+W(10,1051879221,1057941592,-1092396649,-1090107010)+W(11,1009992363,1029155252,-1118151090,-1113309730);sum2=W(0,-1085961218,1036459641,1027104118,-1104337717)+W(1,1055232204,-1101810882,-1117484391,1065899128)+W(2,1023963317,1014918739,1052764213,-1090132108)+W(3,-1092980271,-1101372003,-1122138940,-1114433477)+W(4,1049041629,1071302707,1077763913,1062039746)+W(5,1035158266,1027553578,-1123596042,-1092098978)+W(6,-1098271754,-1115566688,1018207462,1048327612)+W(7,-1084489503,-1087139921,-1079225367,-1088377514)+W(8,-1115760458,1025357528,1042626102,1027311380)+W(9,-1101224844,-1105452167,1054676844,1015118770)+W(10,1036291830,-1090077553,-1079350028,-1106150830)+W(11,1032466828,-1115160051,1053993534,-1105072819);WS(-1083527351,-1082119000); +sum1=W(0,-1100516229,1028453762,-1132057884,1025283773)+W(1,1054198743,1048327710,-1097545679,-1103907601)+W(2,-1115248201,1021031566,-1114897689,-1139734483)+W(3,-1124447466,1027818609,-1117776915,1024000280)+W(4,1054350616,1057412078,-1088298777,-1096840081)+W(5,-1115380998,-1139302503,-1112548849,-1109407791)+W(6,1030853236,-1120656758,-1146975260,994019357)+W(7,1059405315,1052404744,-1097629690,-1090997910)+W(8,1029448614,-1119316016,1035903152,-1107996896)+W(9,1023329542,-1111423375,1016847260,1021506300)+W(10,1051692752,1047886934,-1097673748,-1102673054)+W(11,1026998601,-1149960989,1034953432,-1110888465);sum2=W(0,1034248479,-1120794590,996584188,1023717076)+W(1,-1113079527,-1094151830,1045315954,-1110594365)+W(2,999456782,1021526858,-1113958061,1030579691)+W(3,1037241484,-1124781820,1005163886,-1122858228)+W(4,-1064957365,-1066051811,-1088752945,-1111180041)+W(5,1018369486,1031457177,-1113733983,-1106054130)+W(6,-1115274025,1026099362,-1118691920,1025356913)+W(7,1081496726,1084041658,1052626156,-1100621689)+W(8,-1112407773,1022214782,1032870315,1049150725)+W(9,-1121079636,1010502519,-1114207359,1028885707)+W(10,1034711477,-1115018893,1038857859,-1114153113)+W(11,-1108284893,1023330420,-1106741724,1042989109);WS(1031453552,-1108810221); +sum1=W(0,-1106571135,1028200745,-1141490084,-1122540068)+W(1,1051764564,-1104087736,1023785053,-1105389195)+W(2,-1136080166,1023137883,1027661528,-1121040220)+W(3,-1106394603,1029495448,1029503994,-1132153597)+W(4,1055195957,-1096098616,-1089108304,1041720002)+W(5,-1123745267,1034024448,1031937892,-1111907522)+W(6,-1118016922,1043712879,-1127727061,-1126370513)+W(7,1047204316,1028938666,-1092241143,1047749927)+W(8,-1121356173,1028910871,1025162247,-1112974291)+W(9,1035505061,1041979953,1024122485,-1132743443)+W(10,1043190746,1039644831,-1098695505,998106632)+W(11,-1121641711,1025100697,1002213552,-1152510101);sum2=W(0,-1117365450,1033736971,-1122133197,1032316109)+W(1,-1106184057,1045998485,-1104139010,1028239450)+W(2,-1127567978,1029398164,-1126266788,1039709205)+W(3,-1117276879,1009179554,-1122180337,1021061413)+W(4,-1087751568,1065712953,1022309577,-1090538079)+W(5,-1106793212,1016414657,-1098763613,1056538813)+W(6,1034450077,-1100616286,-1123716599,-1115376331)+W(7,-1100319643,-1100023584,1059658657,-1125496737)+W(8,1032114232,-1113653553,1022563437,1017435581)+W(9,-1130550593,-1102305630,-1144451812,1008734994)+W(10,-1115246006,-1107982835,1053491799,1014965154)+W(11,1034308617,1020870093,-1103966134,980175008);WS(1060627383,-1111244297); +sum1=W(0,1041984816,1023856878,-1124233202,-1124372048)+W(1,1048999428,1050454749,-1097555068,-1098607926)+W(2,1037179887,-1124350564,-1119853981,-1110297584)+W(3,1037843884,1013283185,-1126359548,-1115057922)+W(4,1057072683,1037566628,1035134080,-1092180401)+W(5,1037306108,-1180500637,-1117600845,-1100337986)+W(6,-1106598024,-1109047521,999175032,-1135390133)+W(7,-1088869991,-1097603878,1050330552,1055432750)+W(8,-1107300041,-1132131255,1040799043,1045634091)+W(9,-1108189319,-1127664786,-1120904377,-1137033126)+W(10,-1106138715,-1115643873,1039361415,1046692025)+W(11,-1126029544,-1132202938,1042168959,-1129123036);sum2=W(0,-1105419467,1035214610,-1128416633,1027553654)+W(1,1051401064,-1098506313,992160749,-1141314538)+W(2,-1086513034,1023990179,1048701957,1061407816)+W(3,-1102082588,1034096310,1026192109,-1120268362)+W(4,1041311911,1044707561,1028842291,1039698771)+W(5,-1083801169,1027929117,-1108357660,1065441970)+W(6,-1109637676,1042926233,-1133939099,1010812163)+W(7,1040877432,-1107620104,-1110346070,-1128101012)+W(8,1058347144,1054974548,-1089748519,-1080219839)+W(9,-1103557522,1039202903,1007338654,1033310247)+W(10,1044637450,-1101325278,-1150310139,1041169016)+W(11,1012370076,1054706164,-1094091750,-1106511250);WS(1037089208,-1117319375); +sum1=W(0,-1127081515,1037266337,-1109658215,-1117307261)+W(1,1055484319,1036834781,-1103803502,-1090315640)+W(2,-1140393804,-1122236391,-1121027890,1019801962)+W(3,1045840649,1048384396,-1095157370,-1104716662)+W(4,1059715066,1050929076,-1089739445,-1108965493)+W(5,1007521585,-1115666157,-1115632913,-1120952094)+W(6,1042005149,1026318614,-1113906562,-1115283233)+W(7,1059599591,1050537744,-1090508193,-1098438340)+W(8,1038771059,-1114842616,1036887192,-1115851136)+W(9,1035073906,-1129730364,-1150522598,-1127634429)+W(10,1039184033,1056916499,-1090097982,-1096110967)+W(11,1040209394,1023772594,994450682,-1109698481);sum2=W(0,1051991389,1059199896,-1086741683,-1096641595)+W(1,-1120991144,1025236133,1044105651,-1107135642)+W(2,-1119770484,1020415755,1032269711,-1123228782)+W(3,1069582799,1070628328,-1071753138,-1073585699)+W(4,-1123268190,-1098135951,1065961920,1057042277)+W(5,-1119862022,1033682735,-1144560253,-1116194138)+W(6,1067042424,1055331220,-1096289506,-1078410756)+W(7,1032298014,-1106950583,-1098611055,1057516905)+W(8,-1113740644,1022995083,-1155415556,1026966393)+W(9,1015112751,1024293693,997353903,-1145261363)+W(10,1007537613,1025642916,-1101981251,1043415065)+W(11,-1144895945,-1130196038,1011854094,992611856);WS(-1089262391,1050517969); +sum1=W(0,956356282,1032255106,1040766980,-1112721887)+W(1,-1112851037,-1136806893,-1099047838,1041136081)+W(2,1033047322,-1110781188,1044101949,-1118798326)+W(3,-1115255965,1053521294,-1109323658,-1116916633)+W(4,1047658201,-1090498606,-1090918435,1050954387)+W(5,1022949658,984126311,1048722524,-1099177336)+W(6,-1109293354,1024224759,-1102481809,1043853249)+W(7,-1111100085,-1101889105,1046323061,1049475859)+W(8,-1111349460,-1151794972,-1109421665,1044026608)+W(9,1036451442,998852344,-1134508350,1025978335)+W(10,-1112184834,1037224108,-1126452038,-1129023222)+W(11,-1140137768,-1119083507,-1113020120,1044252857);sum2=W(0,-1104964203,-1097077111,1042905493,-1120544497)+W(1,-1109256198,1026029661,-1118581415,1056285145)+W(2,1033408182,-1118988963,1025674690,-1107706742)+W(3,-1098230931,1057982485,-1104438232,1045262161)+W(4,1056552993,-1104081201,1057557770,-1079914544)+W(5,1021102038,-1136298684,1048351556,-1103396776)+W(6,-1106247773,1011970003,-1122372280,1023630957)+W(7,-1114436673,1033190701,1020547274,1048964135)+W(8,-1112938187,1034200267,-1103728916,1018818866)+W(9,1026340389,1016978228,-1121491826,1027866949)+W(10,-1107460568,1034442922,1034078959,-1113753028)+W(11,-1117493164,-1172844144,-1106194166,1046941904);WS(1055467886,-1126093527); +sum1=W(0,1037777366,-1126460340,1039731987,-1115675946)+W(1,-1096353162,1012406341,-1103677379,1043818615)+W(2,1035905869,-1103947080,1031349769,-1150025924)+W(3,-1145838757,1049783617,1014043817,-1108949528)+W(4,-1088026493,-1095567535,-1102044139,1060367897)+W(5,1034985426,-1129716323,1044285022,1034695514)+W(6,991251120,1042727635,-1102050167,1025589529)+W(7,1051881528,-1095440907,1049311757,-1109258124)+W(8,-1107675487,1042590402,-1115570324,1011738461)+W(9,-1123043835,1024161077,-1114599603,1035820699)+W(10,1032817677,-1116994158,1046137806,-1116399889)+W(11,-1104125432,-1140552997,-1110796915,1040150333);sum2=W(0,-1111463085,1009748958,1042939513,-1115939175)+W(1,1015189774,1048391804,-1101036999,1026058510)+W(2,1003109525,-1128500291,1019493983,-1116961377)+W(3,-1104760450,1026404786,1036071940,-1106984126)+W(4,-1101164712,1059732347,1060091622,1046231331)+W(5,-1127287103,1036806652,-1113485706,1013441892)+W(6,1042746589,1018643239,-1110872047,-1133154938)+W(7,-1090421446,-1092755101,1042116887,-1109115274)+W(8,-1110906499,1042929180,-1104832958,-1102245299)+W(9,1024219237,-1107044825,-1124388167,1038271101)+W(10,1018386748,-1112446842,-1137025366,-1104891113)+W(11,-1108912836,1034520620,-1123717753,1043357489);WS(1062208951,1065603754); +sum1=W(0,1029341462,1027274819,1012820793,1032466911)+W(1,-1090134924,-1094303727,1052950767,1059167044)+W(2,987089513,1032570772,1027990706,-1133534677)+W(3,997585115,1040141401,1020285479,1029562264)+W(4,-1085543304,-1080037127,-1108524682,1057349364)+W(5,-1136982833,-1125543221,1037410929,1035990447)+W(6,1032063722,-1153074023,1033268866,993753125)+W(7,-1095616607,-1112675170,1048703978,1049874906)+W(8,1015158861,-1145342854,1023735025,1039846496)+W(9,1015103815,1040294280,1028903855,-1131051261)+W(10,-1111683969,-1091636059,1053103700,1050186639)+W(11,1031358985,1022936933,-1118753424,1040888889);sum2=W(0,1042887622,-1099060438,1023547272,1035386648)+W(1,-1090258329,-1112148135,1053956416,-1086410483)+W(2,-1113981975,-1099847621,1050315819,1060158548)+W(3,-1099619867,-1099104088,1026832668,1025878508)+W(4,-1093316197,1060781490,1069089225,-1094814183)+W(5,1046524888,-1112424275,-1103190742,1046080958)+W(6,1048769602,-1121505868,-1098240729,1029828312)+W(7,-1091192206,-1105713821,1035342184,1044213412)+W(8,1051146364,1019461112,-1084784918,-1105160931)+W(9,1040524432,-1115369075,-1103643200,1044150428)+W(10,-1089411157,1058550641,1049544904,1040447750)+W(11,1028619520,1040133188,-1080579858,1058372334);WS(-1078970012,-1070975772); +sum1=W(0,-1111813336,1034628686,1008154783,1023443287)+W(1,1048282532,1052880922,-1098370186,-1095332548)+W(2,999582566,-1140663171,-1109395910,1036630695)+W(3,1020510238,-1119594955,1032996598,1008498119)+W(4,1054365856,1065196819,-1097391342,-1091304148)+W(5,-1128098380,1030941172,-1105409007,1031904252)+W(6,1037186855,-1129455456,1026985054,-1130007992)+W(7,1037830473,1040256647,-1093273302,-1088889903)+W(8,1003729918,-1138808617,1030320779,1022933044)+W(9,1024916861,-1118416824,1027285064,1001505728)+W(10,1042516535,1044458956,-1097408559,-1097878954)+W(11,1018809669,1005961310,1037289397,-1131972409);sum2=W(0,1019032853,-1143037026,1035366037,-1114009537)+W(1,1029944441,-1105571142,-1101234014,1024640816)+W(2,-1136399129,1018164069,1031686749,-1146945026)+W(3,-1122373240,1056620469,-1119334122,-1111463643)+W(4,1044188353,-1093783941,1075463933,1068131945)+W(5,-1125359481,999713778,1046426762,-1128619453)+W(6,-1103744316,1002774938,1001109746,-1132366661)+W(7,1050699227,-1098127223,-1072865378,-1075751794)+W(8,-1123073190,1019524751,-1131952529,-1109652943)+W(9,-1102405348,1046894720,-1112054465,1035022899)+W(10,1028903402,-1119380340,1019415611,1052446989)+W(11,983357578,1013611461,1017598049,-1123943246);WS(-1137905088,-1096938393); +sum1=W(0,-1116133184,1040763803,-1139830244,-1127951952)+W(1,1045295113,1046745657,-1104553656,-1092624022)+W(2,1031880695,1040451684,-1103252327,1023908704)+W(3,1041221580,1009683312,1019792636,-1108742721)+W(4,1057147883,-1112574564,1044078592,-1090149133)+W(5,1026434167,1007135764,-1127338650,-1103732914)+W(6,-1107181880,1002965001,1020799581,1018370522)+W(7,-1085568476,-1103617227,1043495791,1058802794)+W(8,1014113348,-1125537591,991652540,1040869579)+W(9,1022849180,1039287108,-1148599498,1021418002)+W(10,1032014262,1022418564,-1113073030,1033578226)+W(11,1016284007,-1116579933,1011288682,1013121207);sum2=W(0,-1097965159,-1101551098,1017461301,1036469548)+W(1,1001756270,-1115644020,-1125992347,-1116680345)+W(2,-1131471357,1016380025,-1124365977,1032969412)+W(3,-1094477168,1035631286,-1095997080,1017339130)+W(4,1035448965,-1105032669,-1103956246,1058922542)+W(5,1001720584,-1115585175,-1112710338,1040541302)+W(6,1054988432,1047389393,-1105423964,-1099654066)+W(7,1039533461,-1122662741,1040203374,1040393300)+W(8,1001178742,1001141734,-1114085496,1017600743)+W(9,1041958533,1043362318,-1131580992,-1113359567)+W(10,-1130070269,1025676040,1024609216,-1108890296)+W(11,1010209588,-1122393401,1015920174,-1134082186);WS(1017525984,1039916017); +sum1=W(0,1018048624,-1127291978,-1147061122,-1124853567)+W(1,1045916039,1043181303,-1104996150,-1095739637)+W(2,1019449355,-1118699785,1038596810,1035770156)+W(3,1049183858,1032566282,-1119594613,-1129462517)+W(4,1054258797,1054999864,-1090223247,-1085471393)+W(5,1018729693,-1125493497,1024906308,1048116160)+W(6,1036307723,-1150114695,-1156505185,999306018)+W(7,-1108082389,1055713893,-1105492077,-1104470177)+W(8,-1111613764,1013642059,-1114305018,1035021201)+W(9,-1116656134,-1111959392,1010192066,1012193026)+W(10,-1134406033,1049351719,-1107232129,-1109848430)+W(11,-1117195563,990662981,-1132413284,1014226964);sum2=W(0,-1113611213,1038354785,-1123818427,1033095635)+W(1,1010827478,1005632845,1043017802,-1120605005)+W(2,992544217,1043858115,-1090567932,-1096460028)+W(3,-1136308834,1031365710,-1115456886,1023960168)+W(4,1067061797,1065783254,-1105318511,1016597499)+W(5,1041505996,-1104546945,-1094955795,-1078682340)+W(6,-1121052824,1037262635,-1134763238,-1130014725)+W(7,1033387493,1024758296,-1129541437,1032279133)+W(8,-1114466677,-1115137122,994121897,-1114814318)+W(9,-1129095405,1030934712,1030713030,1020936831)+W(10,-1141733133,973320358,969324748,1028982810)+W(11,1007094454,-1122716507,-1148320949,-1126300988);WS(1033221560,1063777383); +sum1=W(0,-1112638616,-1107233655,1022703059,1019126833)+W(1,-1088696201,-1093677291,1049316970,1057738402)+W(2,-1130166589,-1127677637,1018619290,1044063732)+W(3,-1107419652,1017313945,-1141147507,1034317754)+W(4,-1091493000,-1105678958,1039925560,1057780266)+W(5,-1141893947,-1141892011,-1123751101,1042363102)+W(6,1030431247,1043218964,-1145478905,1023815261)+W(7,1054033952,1050643572,-1097249286,-1101232178)+W(8,1028589441,1032480102,-1099574259,-1103422471)+W(9,1030899327,1042038278,1017044691,-1139797991)+W(10,1039373871,1044902925,-1097041200,-1105363093)+W(11,1000558881,-1115509735,-1143343447,-1109462943);sum2=W(0,-1106875761,1011019608,1021127838,-1130982538)+W(1,1055977286,1058761027,1055137831,1056618334)+W(2,1020425242,1013848532,-1115387544,-1102508839)+W(3,1024572751,1039986653,-1227267307,1013698904)+W(4,-1103617496,-1072531400,-1073860127,1048771047)+W(5,1016018634,-1112657573,1043687089,-1128394642)+W(6,-1113103478,-1104759550,-1130392938,-1180063220)+W(7,1052255088,1063802283,1059126644,-1108123535)+W(8,1035781641,-1125248586,-1109991236,-1126700500)+W(9,1035543741,-1129087757,1032270489,-1129014326)+W(10,1048895081,1016319978,1042704754,1045481337)+W(11,-1126407949,1030839801,-1121934766,1031917163);WS(-1091503470,-1126838795); +sum1=W(0,-1134568843,-1126036384,-1113414670,-1124121237)+W(1,-1109412515,-1103447906,1049117760,1047693172)+W(2,1024589216,-1113770234,1034526751,-1129997061)+W(3,1033159265,1037814911,-1111356688,1028321829)+W(4,-1096437464,-1098797565,1058889082,-1105247938)+W(5,1036105485,-1114645460,1022658271,-1143270742)+W(6,1031580097,1040854417,-1121133649,1026686479)+W(7,-1104719461,-1106636212,-1120516448,1012762455)+W(8,1023714995,-1138248951,1042645116,-1109175079)+W(9,-1106928812,1027944427,-1126384695,-1120913068)+W(10,-1129886751,-1106734009,1040171928,1049438209)+W(11,-1132081196,-1145462266,1012750451,-1104071908);sum2=W(0,1025966975,1042653975,-1109269766,-1121971015)+W(1,1032121603,-1104797770,1038662008,-1127561691)+W(2,-1147835451,1023052754,1018661176,-1118316871)+W(3,1058579369,1055073186,-1096349825,-1096046215)+W(4,1041625968,-1098327149,-1156170871,-1095336395)+W(5,-1129857431,-1114991229,1035437895,-1131103951)+W(6,1043843774,1043492169,-1105457821,-1104467071)+W(7,-1090818470,1028261711,-1116732629,1054347264)+W(8,1011784142,-1157273063,-1115472379,1042639369)+W(9,-1138844670,1035958317,-1113812495,-1114558576)+W(10,-1117277405,-1130419167,1025184897,1043300107)+W(11,1024244091,-1148362739,-1130646919,-1115061521);WS(1065968028,1020949470); +sum1=W(0,1043191673,1020082981,1018701500,1032158503)+W(1,-1089572661,-1139338281,1043953282,1050691771)+W(2,1033006978,-1139648989,1041437600,983294118)+W(3,999481917,1033906881,1031923218,1028916776)+W(4,-1091936976,-1081715803,1032996498,1047062836)+W(5,1033705422,-1132542121,1040306653,1042367115)+W(6,-1123072324,1012896153,1005807263,-1143490705)+W(7,-1087112685,-1088032573,1057445286,1057457238)+W(8,-1138694873,1033839136,-1123572193,1019100064)+W(9,1015001550,1035245559,1026731038,1028568398)+W(10,-1100585253,-1095410205,1057446979,1051530049)+W(11,1027376729,1015844228,-1104642968,1039280729);sum2=W(0,-1098284578,1050997929,-1114179967,-1107158830)+W(1,1059101624,-1084072333,-1120628180,1059620359)+W(2,1041045600,1041809552,1055292451,-1080819081)+W(3,1032837846,-1138556160,-1112529879,-1106205598)+W(4,1033838752,1049137220,1064698181,1056621385)+W(5,-1150759871,1036987884,-1118657190,-1084530179)+W(6,-1103494095,1033058370,1045048740,1036191348)+W(7,-1100194061,-1096659207,-1087565422,1049117565)+W(8,1040790470,-1098721116,1055648971,1035375516)+W(9,-1109765233,1040601336,1045813672,-1112261511)+W(10,1042760064,-1087988644,-1087363324,1050635491)+W(11,1028926760,-1118399816,1059720072,-1101810418);WS(-1079370588,-1069938997); +sum1=W(0,1024046068,1040468568,1031876694,-1107111607)+W(1,-1106911318,-1106422470,1048995971,1034755057)+W(2,-1122522177,-1133546645,1043602212,1032333322)+W(3,-1110778478,1041967908,1007409349,-1108546779)+W(4,-1092550445,-1089848952,1056322870,1044693184)+W(5,-1123999146,-1129245296,1044063648,-1124221431)+W(6,1037532265,1027170100,-1110402417,-1119937056)+W(7,-1115839591,-1098485404,-1123931633,992363881)+W(8,-1121719236,1009488187,1015794334,-1137125241)+W(9,1028424065,1030920188,-1115195974,1034313646)+W(10,1027494176,-1101830589,1034999584,1041273350)+W(11,-1146748727,-1115284904,1024639630,1038675968);sum2=W(0,1044972838,-1094195694,1039856206,-1116010697)+W(1,1025111869,-1105218154,1054041965,-1107525170)+W(2,1027404867,-1122132060,1021276689,-1115770744)+W(3,1041658757,-1090167008,1047723216,1025692273)+W(4,1047241736,-1103340827,1054432792,-1095593913)+W(5,1036997767,-1109230755,1030984707,-1113081166)+W(6,-1087657974,-1114739465,1045538686,1054500142)+W(7,-1105033641,1043141319,-1099510609,1048962216)+W(8,1000189578,949401483,1008623973,1026520309)+W(9,-1103808398,1025495534,1037455508,1020883249)+W(10,-1104502432,1020729805,-1112321007,1041852115)+W(11,-1121181330,989367833,1034321699,1031142833);WS(1051966318,-1113875142); +sum1=W(0,1040145278,-1135399329,-1111332346,1035883793)+W(1,-1091560996,-1096861164,1051177307,1051696565)+W(2,-1126824689,1039745286,-1117751383,-1133003627)+W(3,1017502534,-1096989371,1006041029,1045917727)+W(4,-1091248610,-1087158964,1061428120,1054251573)+W(5,1020593891,1008594943,-1126263439,-1178468754)+W(6,1043615094,1025318012,1042663274,-1129901007)+W(7,-1098884432,-1096301045,1050890887,1037934795)+W(8,1037849734,1035118155,1017933485,-1106662601)+W(9,-1113005508,1043398529,1014471632,-1119690564)+W(10,-1093706893,-1093100168,1049249377,1046007992)+W(11,-1114145271,1028529816,-1116546293,1038615540);sum2=W(0,995641288,1034430176,1032134121,-1120038729)+W(1,1011267102,-1099374838,-1099098436,1035481768)+W(2,1026093812,-1113501317,1055985885,1042749492)+W(3,1011533369,1032554184,1014623636,-1112337284)+W(4,1055781369,1046041384,-1122840036,960227969)+W(5,-1095011910,-1086401299,1069533386,1067101038)+W(6,-1114631943,1037430467,-1111055788,1015804972)+W(7,1055178264,-1124103196,-1115890560,-1123247827)+W(8,-1079450114,-1075689828,1058921177,1065618150)+W(9,1022278663,1020696197,-1118260382,1025605092)+W(10,1039303021,-1116158530,1010081074,1022436109)+W(11,-1082339747,-1095588850,-1118372702,-1106092627);WS(-1087762743,-1114043214); +sum1=W(0,1040067739,981566559,-1111481047,1028903325)+W(1,-1095653187,-1096161947,1050679259,1045936105)+W(2,1029496147,-1149217596,1026181394,-1122706133)+W(3,1032756947,-1130847267,-1117223539,1010874850)+W(4,-1090950614,-1084280212,1055533279,1052053924)+W(5,-1132850610,-1154701224,1030922562,1034645023)+W(6,-1123313460,-1113871531,1027957028,-1114811697)+W(7,-1097768267,1005713692,1053658934,1059392176)+W(8,-1113406339,1020850850,-1102292436,1030340896)+W(9,-1126050567,-1113266015,1025677743,-1115120063)+W(10,-1120312930,-1118568631,1051823712,1039338221)+W(11,1017761874,-1117302546,-1112577800,-1107839810);sum2=W(0,-1150454109,-1111980552,-1125241033,1001016005)+W(1,983352173,-1103460210,1031575403,1001531747)+W(2,-1157019725,1023495862,1036252996,-1106746798)+W(3,1033028659,1037513337,-1111720092,1018218852)+W(4,-1103428024,-1076627395,-1085543392,1016765132)+W(5,1033057508,-1112606370,1046375720,-1128273041)+W(6,-1109924763,-1144232926,-1140722987,1015413875)+W(7,1074369634,1051272122,1054900052,1053354837)+W(8,1019967806,-1107285947,-1094917738,1055587240)+W(9,-1117260807,-1113652225,1010568725,-1138333196)+W(10,-1098379064,-1098914955,1045881209,1041131548)+W(11,1012881631,1031041657,-1098562564,-1106193524);WS(-1090517687,-1095444575); +sum1=W(0,1032739299,-1106175885,-1111454559,1025742446)+W(1,-1095546301,-1101847659,1031326631,1054789967)+W(2,1028563508,-1117676152,-1107099097,1033023507)+W(3,-1110724347,-1118213794,1035513890,1040962578)+W(4,-1090925684,-1089262225,1059778428,1052551894)+W(5,1036888990,1007580971,1035395209,1036045063)+W(6,-1103218657,1040368314,1041617005,1025779251)+W(7,-1096439373,-1099734269,1051667296,1045793474)+W(8,949923192,1037985265,1050132438,-1101529212)+W(9,-1105137317,1024907982,1024699903,-1106922364)+W(10,-1104705805,-1097282993,1052247674,1040121301)+W(11,-1113513373,1026673059,1016797696,-1102593253);sum2=W(0,-1095438834,-1104348375,1035064858,1052208474)+W(1,-1101013864,1048824145,-1095663473,1040952518)+W(2,-1125550479,-1127115193,-1099869349,1045777263)+W(3,-1079843968,-1084432555,1055780907,1064043431)+W(4,-1097227129,-1105218176,1054823629,1060639651)+W(5,1024044553,972648308,-1118379111,1049789703)+W(6,-1106077690,-1086965748,1057138231,1048070172)+W(7,1048082838,-1106201667,1057295667,-1098542607)+W(8,1021849499,1016298873,1043327775,-1102784042)+W(9,1048708391,-1106942577,1042120650,-1100953655)+W(10,1042233875,-1136871967,1035260440,-1095587456)+W(11,-1116706874,1030896448,1006771796,-1107731485);WS(-1115614648,1042425791); +sum1=W(0,-1115327070,1016926292,-1124027509,-1120207204)+W(1,1053481388,1053311332,-1096731140,-1093340989)+W(2,-1113874973,1010793530,-1116407641,1030984860)+W(3,1038910502,1037845356,-1105701711,-1144413692)+W(4,1057006919,1049566369,-1085064420,-1096554678)+W(5,-1116271283,-1114795809,1043585442,1038600290)+W(6,1042236823,-1105850383,-1120774251,1014568102)+W(7,1056376458,1048579325,-1098496607,-1100005974)+W(8,992031960,-1130485552,-1122768840,1018535375)+W(9,-1134596907,-1117126533,-1119274774,1029691462)+W(10,1042582346,1043887136,-1098152617,-1135406214)+W(11,1029193328,-1140222054,1035562443,-1120431498);sum2=W(0,-1079712608,-1082891577,1024332524,-1127240204)+W(1,1049757184,1025750476,1063276166,1066527571)+W(2,-1120167031,976948665,-1127423195,-1122509441)+W(3,-1081879450,1047818786,-1111478947,-1145474239)+W(4,1045572932,-1093152038,1033988518,1065092416)+W(5,-1123809997,1030959654,-1126799575,-1127801782)+W(6,1066272635,1064292926,-1112394176,1029335642)+W(7,-1129453741,-1107360776,-1085935960,-1081647719)+W(8,995040830,1026103880,-1109456127,1033523902)+W(9,1048742105,1063028070,-1152251822,1042612281)+W(10,1042389166,-1095668919,-1088819358,-1090025738)+W(11,-1116538748,1033003323,-1163717821,1029374360);WS(1005558656,-1134386388); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -2), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 0), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 2), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -2), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 0), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 2), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -2), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 0), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 2), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -2), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 0), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 2), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1151849881,-1120184142,1017020226,-1138315554)+W(1,-1139428474,-1137890034,-1113913797,-1130100551)+W(2,1024054031,1030136834,-1105019328,-1115186183)+W(3,-1134121575,1009291685,-1119041199,-1123693866)+W(4,1052033568,-1094289569,-1098719688,1054031418)+W(5,1050615732,-1084764287,-1094215666,1057266643)+W(6,1051842684,-1122358095,-1093503073,1060278709)+W(7,1050624038,-1101060057,-1104408867,1049323809)+W(8,1026313661,1029415347,-1144117236,-1110814528)+W(9,1037955767,-1158862002,-1122295896,-1136459684)+W(10,-1118592012,1027215228,-1115484761,-1125342359)+W(11,-1117980571,-1131405947,-1148196514,-1141919603);sum2=W(0,1021515189,1032910614,-1112090344,1011608699)+W(1,-1109181339,1050015381,-1111235489,-1133688887)+W(2,-1120491130,-1106592726,1041065097,1032724543)+W(3,1020760181,1032648390,-1112521193,997621755)+W(4,-1112298310,-1103038162,1018826733,1035039469)+W(5,1079505355,-1096237270,1035541017,1068933685)+W(6,-1067816278,-1101133158,1051919390,-1082386736)+W(7,-1123411157,1029904493,-1120644044,-1094139890)+W(8,1030536589,1027816837,-1126912052,-1130070276)+W(9,1047170650,-1132054353,-1119314146,1002846254)+W(10,-1108914015,1017068057,1004049262,1012706615)+W(11,-1115273665,1017829425,1020965593,1011888367);WS(1038714296,1044827315); +sum1=W(0,1000000044,-1139148008,-1137155124,1008773074)+W(1,-1155069097,-1114984084,-1110040196,-1125197471)+W(2,-1147450330,1038803511,-1117135435,-1128457331)+W(3,-1131672268,1046900069,-1110360429,-1142834606)+W(4,1051571686,-1106613964,-1100726684,1058392080)+W(5,1059856605,-1087655353,-1093356205,1058043460)+W(6,1050763009,-1088451200,-1093486798,1053821137)+W(7,1049636107,-1093848946,-1109846237,1046500044)+W(8,1034039029,-1136883834,1034472653,-1097060854)+W(9,-1137125990,-1122772178,1033872898,-1112523275)+W(10,-1131894321,1027534056,-1125370043,-1134047198)+W(11,-1108292068,1020331091,-1126166913,1021083253);sum2=W(0,982126402,-1111301077,-1116671780,-1123255245)+W(1,1036976721,-1102830064,1011773496,1020504368)+W(2,-1157600449,1045043848,1031803093,-1113656730)+W(3,1032297389,1022832316,1026389126,-1129338356)+W(4,1053914306,1066141278,1061532718,1046375724)+W(5,-1106352300,1055449836,1064263836,1013495848)+W(6,-1094946683,-1085904680,-1076699072,-1103067006)+W(7,-1098417421,-1092845936,-1099822488,1036977493)+W(8,1041257894,-1108898352,-1094346395,998291536)+W(9,-1101238723,1037821947,1023084860,1023442398)+W(10,1048924521,1041381351,-1123876988,-1103198508)+W(11,1053328593,1023206676,-1109391389,-1109968297);WS(-1087781687,-1134030789); +sum1=W(0,1037437606,-1129634048,-1113846601,1028179002)+W(1,1040743460,-1108576055,1045066941,-1106850597)+W(2,-1122790273,-1117192467,1030205873,-1123964671)+W(3,1027799500,-1110675758,1027547489,1036030878)+W(4,-1098510574,1049319247,1056064759,-1090428884)+W(5,-1094444002,1054487227,1048732210,-1095161561)+W(6,-1098192922,1055338520,1044300425,-1095134094)+W(7,-1095206484,1053272331,1034894336,-1101066654)+W(8,-1105760812,1016685513,-1123784128,-1116809458)+W(9,1050640540,1048222150,-1105661778,1007721067)+W(10,-1106372902,1033480951,-1110013906,1040160031)+W(11,-1138309939,1033810456,-1112122819,-1109703824);sum2=W(0,-1134698244,1013558867,-1119401943,1023697539)+W(1,1024534132,1038666215,-1119659280,1018187921)+W(2,-1142625275,1035154544,-1120396841,-1145140771)+W(3,1007645751,1021197862,-1131590401,-1141296989)+W(4,-1112961274,1033970227,1025267901,1010071413)+W(5,-1097296472,1082848284,1048742053,1019163177)+W(6,-1105855221,-1115995862,1060700209,1033089456)+W(7,-1120357988,-1123714371,1035612397,-1156341795)+W(8,-1116217767,1005039212,-1122026299,988018625)+W(9,-1064739318,1042066180,-1115786374,-1103390691)+W(10,1042818438,-1115628759,1017803659,-1086947071)+W(11,1029308077,1011442501,-1150181080,-1109434149);WS(1060770743,-1108197568); +sum1=W(0,-1160198547,1038531041,1029069588,1016886775)+W(1,-1139668038,1022402527,1041390628,1015246637)+W(2,1019206597,-1112398730,-1103954605,1034731136)+W(3,-1115649126,1039312430,-1117714338,-1123983389)+W(4,-1096395039,1048524254,1046558478,-1095627128)+W(5,1057717017,1050284011,1058409012,-1086831062)+W(6,1053908426,-1092005688,-1083755424,1056693263)+W(7,1038174992,-1131529899,-1101033824,1043180606)+W(8,-1097778094,1033422755,1009558662,-1146067869)+W(9,-1110221104,1029754521,1033638277,-1098986327)+W(10,1037994808,-1130383710,-1119102757,1042951984)+W(11,1000398449,-1129441697,-1114155844,1025216609);sum2=W(0,1026676440,-1099902739,1041755532,-1104188915)+W(1,1024214572,-1096783078,1020538503,-1122447814)+W(2,1039804037,-1096595186,-1094671115,1036156927)+W(3,1023379743,1023478108,-1108992818,-1140508998)+W(4,1048552390,-1105392496,1028942726,1039915367)+W(5,1068731351,1066518668,-1106738713,-1105911641)+W(6,-1091471401,-1123632409,-1122053390,-1096057439)+W(7,-1096750685,-1109607147,1032650381,1033306823)+W(8,-1104867005,1033528857,-1104654601,1030445090)+W(9,-1126700225,-1133955554,989961401,-1106850996)+W(10,-1113480650,1032072745,-1153726297,1025639958)+W(11,1031767054,1023561226,-1128986161,-1115144981);WS(-1105940700,1068951582); +sum1=W(0,1035444041,-1119652358,-1126610867,1000087558)+W(1,1033866603,1025089333,-1105308514,1016288952)+W(2,1030903912,1024487034,-1101500686,1023501510)+W(3,-1139243976,-1137536646,1036868116,-1121882082)+W(4,1048983991,-1095183320,-1103531583,1040363554)+W(5,1043404182,-1091977028,1035540828,-1129232537)+W(6,1032787659,1016827662,-1098956255,1050470779)+W(7,1051055933,-1111432589,-1107477027,1042688239)+W(8,1041424541,1011542187,1033586531,-1126498674)+W(9,-1108874003,1021129404,1018737568,-1116171169)+W(10,-1115835365,1023594100,1033496245,-1107291841)+W(11,-1101253029,1034920923,1015384473,1038297635);sum2=W(0,-1122059260,1044079872,-1102554320,-1123978268)+W(1,1036141312,-1094337979,-1093658955,-1123592170)+W(2,-1127043568,-1139302445,1045282706,-1111710804)+W(3,-1120657957,-1105233712,983065168,1040694361)+W(4,-1111536011,1056944699,1026913323,1043643239)+W(5,1067907418,1064662115,-1093217948,1042723115)+W(6,1035940631,-1092135065,-1091166584,-1118927202)+W(7,1027935282,-1104693620,1041761864,1016057395)+W(8,1037617295,1005844362,-1112242992,1031431539)+W(9,-1090550375,1042545272,-1101249260,-1103624535)+W(10,-1112133073,1025042022,-1111294278,-1119161360)+W(11,-1106943303,-1114223884,1026789959,1014979737);WS(1061289911,-1074625008); +sum1=W(0,1042690449,-1110099132,1035013222,-1118986355)+W(1,1032007652,-1101544522,1048074309,1022020251)+W(2,-1108674269,1043103143,-1102744618,1040686510)+W(3,1033202498,1038471242,-1099009366,-1123719572)+W(4,1047068971,1013931199,-1087592511,1058027688)+W(5,1058005973,-1099315493,-1088015817,1036127926)+W(6,1057593649,-1088950448,-1091144488,1048070472)+W(7,1055515931,-1090129177,1033106140,1043345580)+W(8,1008030621,-1106703359,1048036382,-1107213995)+W(9,-1093058723,1029001296,1044183504,1042727509)+W(10,1002612916,1048869669,-1106075703,1042938237)+W(11,-1113377491,1042195418,-1107279296,-1110941900);sum2=W(0,-1104469346,1074182899,1047600068,1034897388)+W(1,1033162274,1077196082,1080728354,-1104312342)+W(2,-1119055011,-1121476275,1039546617,1001538203)+W(3,-1122390571,-1124909535,-1113609974,1036889309)+W(4,-1074957140,-1124075063,1032211690,-1092005485)+W(5,-1071410100,-1093339345,-1100127529,-1067981267)+W(6,1042351425,1008083901,1036352485,-1101189403)+W(7,1037135096,1002134635,1032631324,-1113906708)+W(8,981988140,990179414,-1111289614,1046053217)+W(9,1030504779,-1109598746,-1123826485,1036844207)+W(10,-1101604075,-1146561467,1036519612,1025223671)+W(11,-1113103836,-1132393287,1017678167,1034478190);WS(-1106894556,1030995446); +sum1=W(0,-1123387156,1025291593,1033805806,1025589699)+W(1,-1139656804,-1105750398,-1127599047,1028556318)+W(2,-1128131860,-1117867836,-1104274718,980812294)+W(3,1017797929,-1114245906,1018769427,-1137342353)+W(4,1054610112,-1096105008,-1098701288,1034528997)+W(5,1065523109,-1090836572,-1091536615,1039781117)+W(6,1045458038,1039238949,-1097995702,1054896451)+W(7,1047692618,1001735913,-1110811780,1040199808)+W(8,1037953340,-1123546765,1027839817,-1119393787)+W(9,-1103173850,1022652480,1027349522,-1120434724)+W(10,-1104116474,-1125284461,-1135075504,-1111869411)+W(11,-1106977725,-1131064048,-1152753902,-1129786002);sum2=W(0,-1110091164,-1132437108,-1096073996,1030581609)+W(1,-1124528958,1042406776,1051933742,1024868796)+W(2,1022252519,-1117509823,-1117745155,-1175372351)+W(3,-1123316826,1029056744,-1110977956,-1123141270)+W(4,1031847146,1040176294,1036583621,-1104952058)+W(5,-1071401906,-1080138625,1056082302,1077840619)+W(6,-1107574374,1041695761,1039833458,-1108532142)+W(7,1034383482,977900031,-1119756119,1034777920)+W(8,-1120421639,-1124563800,1023568502,1006888722)+W(9,1012484405,-1114165836,1026684617,-1114613612)+W(10,-1112420268,1023135287,-1139194300,1044393926)+W(11,1027961212,1034470668,-1122696127,1028893644);WS(-1094248046,1034739186); +sum1=W(0,-1148807918,-1114752489,1043421097,-1121641997)+W(1,-1118546659,1043491504,1040593858,-1119896808)+W(2,1027770003,1035924243,1033892386,-1117202258)+W(3,-1114510703,1031829015,1032482905,-1121511758)+W(4,-1097763033,1045790578,1057979744,-1090462057)+W(5,-1089142502,1054724534,1054873978,-1089339622)+W(6,-1098379668,1046524773,1056858543,-1089696734)+W(7,-1089945727,1056083605,1049846778,-1096843609)+W(8,-1105205440,-1115505835,1019430629,1042504017)+W(9,-1114903193,1038945077,1008619887,1029920941)+W(10,1042806872,-1148381698,1025474934,-1102740772)+W(11,1031492831,1029503362,1017864241,-1103488653);sum2=W(0,1024571549,1022922994,-1111104155,1032629114)+W(1,-1120833813,-1104365480,1036988882,-1123705993)+W(2,-1113289848,-1119955010,1038064580,1031286487)+W(3,1035572024,-1144675449,1018164430,1033808184)+W(4,1047799465,1065968459,1069180600,-1111175727)+W(5,-1098359864,1064223912,1066031139,-1121840686)+W(6,-1115327032,1060225053,1062275672,1008715668)+W(7,-1114533548,1057151625,1060364945,1042276675)+W(8,-1106624299,-1085703668,-1081878912,-1092657949)+W(9,1044325339,-1079207816,-1080884055,1026540087)+W(10,-1117772151,-1085294305,-1083548865,1048614780)+W(11,-1103516228,-1100806033,-1090372695,-1105153406);WS(-1095016302,1049780935); +sum1=W(0,1008440267,-1110792724,1050711943,-1140214663)+W(1,1035221148,-1104496021,1036012635,-1137823987)+W(2,1029727784,-1109552317,-1145733059,1007510683)+W(3,1025812851,-1142816275,-1115585956,-1142229143)+W(4,1051364259,-1101785640,-1092537964,1044505338)+W(5,1058946996,-1090015552,-1091742968,1051977632)+W(6,1057598839,-1088424934,-1090979415,1056967247)+W(7,1058283380,-1095074239,-1096995861,1050931556)+W(8,1026645590,1024485132,1025322472,-1110639373)+W(9,-1106527650,1032762847,1018037601,-1130979716)+W(10,1015167915,1027572437,1010918699,-1146016549)+W(11,-1105047309,1011865435,-1127055707,1009720606);sum2=W(0,1036141535,1033693595,-1087779211,1040969494)+W(1,1015318832,1042126031,-1096934819,-1136101349)+W(2,-1111621316,1046621966,1036377831,-1112220931)+W(3,-1115487487,1052735842,-1129542795,1042180910)+W(4,-1095617275,1037950807,1059045592,1056604611)+W(5,1059711341,1079595174,1059474718,1057610078)+W(6,-1088974739,-1079659864,1065421414,-1098744628)+W(7,-1089093989,-1076641223,-1077353318,-1112239718)+W(8,1051875566,-1110274633,1035668628,-1085730308)+W(9,1011257519,-1106179801,-1106464684,-1104408796)+W(10,-1097874228,1045400280,1035078820,-1102027272)+W(11,-1089345613,1057832501,-1122902412,-1123714793);WS(-1081166556,-1096725839); +sum1=W(0,-1130642485,-1119269199,-1114510289,-1146977357)+W(1,-1111253552,-1095921640,1038356317,1032268722)+W(2,1021187873,-1102108905,1038758688,1024786511)+W(3,1021141494,1024092394,-1117501552,-1115200917)+W(4,1045921361,-1098664649,-1102646113,1050030946)+W(5,1057711094,-1089074675,1027769520,1039889859)+W(6,1045805544,-1106011300,-1098156409,1053078718)+W(7,1052716334,-1107570834,-1102728052,1042557010)+W(8,992772066,1022415207,-1114582784,-1113153825)+W(9,-1107182252,-1098886685,1025422681,1041426283)+W(10,-1131324475,-1129952762,1036466489,1043642083)+W(11,-1153593794,1012650491,-1133449046,-1148235644);sum2=W(0,-1120032365,1017679770,1032309947,-1154116071)+W(1,-1132933754,1020082264,-1118521489,1033357218)+W(2,1029048100,1015972752,-1122971142,-1165588207)+W(3,1020455541,-1134334294,1021714009,-1115144648)+W(4,1025906643,-1134787122,-1133231158,-1123962703)+W(5,-1114291801,1064675801,-1096414395,1007375557)+W(6,1031540723,1040110606,-1097709607,-1114360955)+W(7,1014310369,-1119507729,-1121524587,-1136421576)+W(8,-1108727038,1039832482,1035599863,-1128886461)+W(9,-1080568363,1059399952,1035524914,1020492423)+W(10,-1112615988,1024318985,1040378905,-1108104258)+W(11,1028363593,-1122706022,1036458899,-1111963053);WS(1058284215,-1100256461); +sum1=W(0,977549609,1017583666,1042064203,-1136333391)+W(1,1032458293,1003134525,-1103445177,1023954799)+W(2,-1132003829,1044505715,1030077610,-1131855793)+W(3,1007647892,-1109681210,1034368605,1014651348)+W(4,1037147366,-1098054746,-1108621703,1048792691)+W(5,1055543997,-1105743629,-1084539629,1061193316)+W(6,-1102389770,-1111653453,1061657482,-1089393894)+W(7,1030932473,-1134741175,1032593324,-1126089633)+W(8,1036542212,-1118222526,1009105958,-1107171315)+W(9,-1113492892,1001049989,1005641493,1001865121)+W(10,1000070140,1031530183,-1141919717,-1095280499)+W(11,1012906393,-1123915241,957669220,-1124982771);sum2=W(0,-1112523495,1033569638,1018718450,1025749667)+W(1,1021531102,-1096388774,-1099586256,1034709000)+W(2,1006685387,-1112379914,-1109846828,-1129693762)+W(3,-1106459716,1045287677,1008781387,-1119027428)+W(4,-1111912018,1026676021,-1109821356,-1104497483)+W(5,1061077725,1065372034,-1092985416,-1087345020)+W(6,-1117456886,-1106255761,1048850468,1049253485)+W(7,-1135366091,-1138431127,1013968523,1038233914)+W(8,-1114119398,1017944258,1009497507,1032840840)+W(9,-1129773592,-1109427758,1033599708,1018773778)+W(10,1043058397,-1106769492,1029395381,-1101038787)+W(11,1037121278,-1113647178,1020319838,-1113511705);WS(1048665454,1062854025); +sum1=W(0,1032679478,-1099989608,-1140401360,1004974300)+W(1,1026224498,-1103518244,-1108003052,1041394910)+W(2,-1137588617,1040271757,1044968661,-1128844481)+W(3,-1128306202,-1114933822,1031459778,-1115578718)+W(4,1038119146,-1094089019,-1107105990,1040482153)+W(5,1054936910,1054691719,-1084721726,1050737065)+W(6,-1099872844,1035416977,1057517320,-1084409495)+W(7,1038726400,1032390235,1033669936,-1107158134)+W(8,1043046180,-1132148363,1004764812,-1113947114)+W(9,1025601857,-1113753404,1022372181,1044891839)+W(10,1017193535,-1131287582,1033354242,1022006333)+W(11,1023203548,1012659010,-1112957780,1025595521);sum2=W(0,-1137390044,1034599590,-1116919239,-1120028750)+W(1,-1112211314,1037510574,-1110926857,1031876652)+W(2,-1105672202,1052042083,-1091078601,1041988042)+W(3,-1122489809,1043447553,-1102117757,1032816067)+W(4,-1105861815,-1095438265,1032246372,1026537129)+W(5,1054207178,1062401065,-1093245727,-1114848017)+W(6,-1104155840,-1100501338,-1115099719,1059021754)+W(7,-1115066040,-1102195598,-1112097107,1047757772)+W(8,1022176478,-1129352893,-1102851233,1047938064)+W(9,-1118385188,-1106645860,1046245506,-1093210017)+W(10,1013766280,1016480352,1043294706,-1104427658)+W(11,1027463789,1030659187,-1113418727,1027075631);WS(1046819548,-1112403026); +sum1=W(0,-1118831073,1040283909,-1096536373,1043575156)+W(1,1025124390,-1115136450,1049135339,1028002987)+W(2,1034880715,1042113706,-1127238030,1023377962)+W(3,-1144027915,1045174012,-1124049974,-1125071779)+W(4,1047473762,-1108795847,1042563315,1028458839)+W(5,1052252597,1045384892,1040849058,-1083606160)+W(6,-1106041242,1040945110,-1081137782,1054448495)+W(7,-1138801364,-1122981994,1026387221,1031800519)+W(8,-1115473730,1037371629,-1134760216,-1147631681)+W(9,-1102431101,-1147407721,1036578576,1015994849)+W(10,1026652836,-1113175874,1029054905,1046487189)+W(11,1030118403,-1121286085,1032040846,-1096718751);sum2=W(0,1025044698,-1122373594,1036928405,-1116472244)+W(1,1003069456,-1111848203,-1111538981,-1123391126)+W(2,-1110477199,990411281,1027481573,-1129719684)+W(3,989635105,-1136314996,-1136822924,1023677849)+W(4,1040619830,-1104861162,-1121318128,1035706238)+W(5,1044878634,1050016986,1038958235,1046111644)+W(6,1030695866,-1116142138,1040124875,1017226015)+W(7,1007553654,-1112411005,-1113301330,-1114454329)+W(8,1034962287,-1110745183,1033058067,-1114868876)+W(9,-1113883437,1005454840,-1130393948,1034772140)+W(10,-1102609372,1029172520,-1105702279,-1114732111)+W(11,-1109652887,-1150621057,-1112847239,1029458562);WS(1054158702,-1098491196); +sum1=W(0,983582877,1026235385,-1119237644,-1129450472)+W(1,-1121678922,1031464488,1037197666,-1121209423)+W(2,-1119715259,-1102325483,-1099798307,1031290553)+W(3,-1115265987,1036899466,-1107157175,1032360987)+W(4,-1098493798,1048228620,1033589815,-1101713087)+W(5,-1103778771,1056756834,1060260620,-1083899440)+W(6,1046824098,-1102446942,-1093716116,1057005120)+W(7,1011053924,-1132207900,-1111054172,1037130136)+W(8,-1123359016,-1173092218,1023147092,1034513750)+W(9,-1122982297,1020058530,1035595873,-1103037013)+W(10,1028221304,-1124996559,-1117980637,1049393023)+W(11,992781927,995105423,-1115548960,1041637742);sum2=W(0,-1115650269,1016103802,1013555797,1022318336)+W(1,-1109544964,1052577828,1041650416,1023537352)+W(2,1016525394,-1089308865,-1105646271,-1104797311)+W(3,1033208955,-1123233885,-1093424353,1034835508)+W(4,-1119261847,-1114491928,1023151297,-1107715656)+W(5,-1093802466,-1088107917,1042399799,1043696631)+W(6,-1101461419,1041655381,1046742027,1070961498)+W(7,-1103638866,-1123805293,1027817568,-1129647390)+W(8,-1130031974,-1142562170,-1133592549,1033284778)+W(9,1027122983,1012286637,-1132296546,-1108010060)+W(10,1023301191,-1123666701,-1129646858,-1123089325)+W(11,1027104379,1017326494,1020078242,1010592861);WS(-1098756718,1025257793); +sum1=W(0,992949730,-1138344011,1023803110,-1170432841)+W(1,1015181254,-1121590721,1026014126,1001883457)+W(2,1025052052,-1131017933,-1118191492,-1113865961)+W(3,1028407518,-1125677724,992699702,-1142935155)+W(4,-1107275570,1040420307,1057699745,-1090131561)+W(5,-1096688477,1044394251,1054103406,-1096556254)+W(6,-1105028073,1053702338,1054646511,-1094031636)+W(7,-1094260670,1056434389,1018441892,-1106433523)+W(8,-1117188674,-1123369303,1012926412,-1119694405)+W(9,1029634610,1035099253,-1127845816,-1115724526)+W(10,-1105231572,1041135600,-1114907963,-1140440641)+W(11,-1115106656,1033590433,-1110839852,1028218227);sum2=W(0,1017397942,977119295,1035336978,-1113857499)+W(1,-1107301692,1082282453,1058657166,994248048)+W(2,-1099171315,1057428850,1081592322,-1114604929)+W(3,-1105825924,1050573738,1029982493,-1128156929)+W(4,-1169985407,-1139136560,1016146718,1003212424)+W(5,-1067974855,-1088717558,1029663775,-1086726098)+W(6,-1101606461,-1109521003,1032721198,-1065596346)+W(7,-1113547007,-1115579388,1035913834,-1114706375)+W(8,-1127032094,1015257206,1007728744,-1124908942)+W(9,1045162011,989071903,-1139895388,-1128987279)+W(10,1001306728,1026551071,-1115423533,-1132432620)+W(11,1022139202,999865176,-1124574009,-1127893472);WS(1057488311,1032489366); +sum1=W(0,-1126361486,1034785118,-1107316871,998859696)+W(1,-1139957040,1048520075,-1114064513,1028022609)+W(2,-1122345661,-1154023155,-1112481238,1015295094)+W(3,-1129886863,-1108825451,-1133481329,-1126668079)+W(4,-1098594694,1031878554,1045821468,-1130375162)+W(5,-1099155379,-1127500588,1057263754,-1105098668)+W(6,-1112014022,1025402492,1049599048,-1109749909)+W(7,-1116334683,1046739556,1034877470,-1114013594)+W(8,-1137835434,-1124885440,-1127874328,1009430200)+W(9,1033795278,1026343507,-1121514949,-1104540630)+W(10,1046311438,-1119007402,1007199100,-1105774078)+W(11,-1119327433,-1138298796,1026086402,-1109189150);sum2=W(0,1035973522,-1115068573,1036764889,-1131728975)+W(1,1057647035,-1081650015,-1096357732,1044679054)+W(2,-1120435503,1020148594,1008652352,1029801795)+W(3,1001204178,-1125968836,1019038058,1040526136)+W(4,1022919798,1043114423,-1128881737,-1111227173)+W(5,1064645808,-1105946360,-1098903856,-1128128484)+W(6,1034184152,-1122224678,-1121257166,-1094730608)+W(7,-1141167471,-1125677560,1033879187,-1110501324)+W(8,990889655,-1130091274,-1122740141,1037242625)+W(9,997618289,1036162942,-1126568042,1034691185)+W(10,-1123774451,1016517254,-1145265129,-1119761613)+W(11,1017460301,-1121815648,1025838030,1017411026);WS(1059796919,-1120566973); +sum1=W(0,-1121363289,1042197939,-1112300176,-1128913552)+W(1,-1170089852,1019526904,1034918960,-1114223569)+W(2,1007200827,-1109654209,-1097594444,1032486790)+W(3,1025411673,-1114258964,-1121876014,1031548233)+W(4,-1097436160,1044389601,1051198984,-1105877684)+W(5,1000497399,1057668526,1058261945,-1084964393)+W(6,1031553246,-1093305914,-1083919657,1058860547)+W(7,-1106885131,1024357474,-1113158982,1038828418)+W(8,-1156941767,1024751122,-1128535084,1031319296)+W(9,1032065846,1032881746,1025460631,-1115209492)+W(10,1041280427,986576750,1010383044,1045243539)+W(11,-1128319413,1012703988,1034628234,1014469175);sum2=W(0,1024653023,-1114346787,1030657759,-1143612781)+W(1,-1118229715,-1122961088,-1115709916,1031492195)+W(2,-1103747903,1032102149,1023143173,1037055061)+W(3,-1120661119,-1115297076,1035049663,1027878177)+W(4,-1145631357,-1122350618,-1116365956,-1142189493)+W(5,1058735511,1063925227,-1109597137,1041520845)+W(6,-1113230658,-1096423541,-1097941231,-1123318690)+W(7,1029140405,-1104473650,1034348655,-1107577516)+W(8,-1120960689,1013910379,-1144957229,-1108113093)+W(9,-1102646250,1003281301,1028619709,-1100459142)+W(10,-1119600722,1015718737,1040501280,-1097541479)+W(11,1048901284,-1122107736,-1116733621,994779835);WS(1025862512,-1097886171); +sum1=W(0,1028206791,1039095646,1039868615,1017995501)+W(1,1023900364,1040670187,1044724702,-1115115241)+W(2,1028215869,-1105649212,1036683863,973319892)+W(3,1031994596,-1101644966,1040757263,1033665516)+W(4,-1095591910,1046495341,1048852846,-1084617440)+W(5,-1089161581,1054642003,1053236428,-1088992852)+W(6,-1107053347,1049220624,1050422468,-1092805231)+W(7,-1102281943,1042256548,1039010398,-1107160205)+W(8,1032043925,1031081728,1003283810,1036255511)+W(9,1024473755,1033561578,-1128580235,974144948)+W(10,-1120787802,-1126192084,1012484477,-1132527589)+W(11,1034960116,-1141688154,1035723265,1025750940);sum2=W(0,-1115898040,-1105498372,-1113384832,1017309480)+W(1,-1131938440,-1101077232,-1140340528,1026950620)+W(2,-1147724576,1042402941,-1114410560,-1120377052)+W(3,-1120540424,1040078450,-1114542528,-1108926548)+W(4,1043260681,1041703091,-1106075829,1051665642)+W(5,1039662810,1049668212,-1109231476,-1109716244)+W(6,-1097796100,1040746517,1032262130,-1113565360)+W(7,-1097463639,1048026467,-1140600496,-1108348496)+W(8,-1122221676,-1119502308,-1143916576,1041533127)+W(9,-1109791178,-1130795288,1032670038,1047102067)+W(10,-1131969000,1031201932,-1112068676,1039963022)+W(11,-1107112902,1028500076,-1108483346,1032294606);WS(1059594295,-1081462343); +sum1=W(0,978268098,-1116748340,1043504002,1027153262)+W(1,1037283618,1038369681,1039643767,1020914066)+W(2,1024040629,1040894970,1034058802,1001487768)+W(3,1022356543,1036921959,-1111840522,-1121199663)+W(4,1047257898,-1102654539,-1087238767,1052804111)+W(5,1054855273,-1088075529,-1086204143,1049749519)+W(6,1052275873,-1098202447,-1086503800,1047397560)+W(7,1026848211,-1098696769,-1107277965,1039603542)+W(8,1038115889,-1165722369,1012415888,1041162890)+W(9,1037006730,1032180390,1033818911,1044063108)+W(10,1024505810,1034352017,991868273,-1117492081)+W(11,1036480704,-1136594828,-1131707508,995252542);sum2=W(0,-1110777341,-1127812186,-1120219585,1028621181)+W(1,1030597213,-1109734497,-1121966109,1027102605)+W(2,1041951037,1005564394,-1139970197,-1106396561)+W(3,1026771477,1021745754,1027913013,-1110468651)+W(4,-1126856730,-1129759266,1034472183,1035384087)+W(5,1046142043,1054407172,-1123472797,1038893967)+W(6,1024169581,1049042812,-1114873213,-1102581665)+W(7,1045072501,-1117275361,-1104920828,-1119264521)+W(8,-1106344343,-1132463093,-1120488613,-1123130413)+W(9,-1110811845,1013238549,-1111137329,-1121376361)+W(10,1023037898,1010521365,-1113345499,-1147353578)+W(11,-1108801471,934750635,-1123696429,-1123538565);WS(1001790336,1033193226); +sum1=W(0,-1131356554,-1115176285,1018580889,-1113292474)+W(1,-1118664394,-1094752997,-1102427201,-1133969725)+W(2,-1111709325,-1119059021,-1105768635,1027204153)+W(3,-1127980619,-1131789226,-1121009370,1024655285)+W(4,1046326027,-1113855449,1052553934,-1117909243)+W(5,1062953181,999804065,1060794158,1041639692)+W(6,1040555139,-1110352445,-1122254720,1031529696)+W(7,1030139737,-1100154756,1026923705,-1115548569)+W(8,-1112351060,-1156866531,-1129785460,-1104113579)+W(9,-1105541862,-1130622370,-1132017542,-1095014251)+W(10,1031818996,-1121415144,1022740922,-1102735326)+W(11,1016036429,-1122315305,1008916224,1008421480);sum2=W(0,-1130012060,-1137594745,1019371878,999771042)+W(1,1018901632,-1114341154,1002965746,-1123589256)+W(2,1017234680,1017493044,-1115605194,-1124249760)+W(3,1016197020,1024661143,1015905000,-1118367200)+W(4,991329315,1043986431,-1106457448,1035878909)+W(5,1053769225,1057361082,-1118271248,1042318306)+W(6,-1099274218,1037230696,-1102884302,1010690665)+W(7,-1092869373,1036147884,-1112309114,-1101115118)+W(8,-1108709562,-1156785507,-1118330440,1038257769)+W(9,-1113472862,1021163648,-1134019065,1025444512)+W(10,-1115820708,1025071687,-1123825168,1015483632)+W(11,1016005876,1013380697,-1126466092,1020142296);WS(-1096043118,-1087645231); +sum1=W(0,1032694426,-1099485226,1029203067,-1115587665)+W(1,1023546425,-1121275799,-1113336032,1031441086)+W(2,-1147531597,-1118364796,1051148019,-1130229584)+W(3,-1115129818,-1119188228,-1127235090,1019733960)+W(4,1017432376,1052615508,-1106908023,1045341850)+W(5,1050158903,1045376289,-1082902530,1054321442)+W(6,1047006846,-1118131945,1057440145,-1081266857)+W(7,1041137522,1018710010,-1134199968,-1106232936)+W(8,-1113683692,-1127306394,-1114910160,-1131991862)+W(9,-1116607496,-1147820543,998100766,1050084000)+W(10,-1120491559,991663462,1021215128,1027649766)+W(11,-1131853547,-1124042776,-1123554607,1027530281);sum2=W(0,1023861908,-1119658781,1023515648,-1129211209)+W(1,1029997412,-1103304652,-1121364796,1038235290)+W(2,-1107362446,1044349350,-1109858923,-1125523437)+W(3,1013933265,1027861436,1032218024,-1114850415)+W(4,-1108471855,-1133136545,-1110890211,1040374834)+W(5,1039720436,1050855479,1044872450,-1096619497)+W(6,1038091910,-1107498682,-1117035130,-1113539350)+W(7,982770184,-1128608489,-1130602657,-1121557752)+W(8,1048083250,-1109425046,1023672492,1020265593)+W(9,-1102257516,-1130250517,-1121333166,1034188808)+W(10,1024895152,-1122118916,1029442100,1022698753)+W(11,-1129090321,939323929,1020180841,-1162309256);WS(1062090935,1058767985); +sum1=W(0,-1127587553,1016014666,-1111629724,1016379967)+W(1,1030044278,1039181162,1045897412,-1124869109)+W(2,1021197901,1032078908,-1111908667,-1135267218)+W(3,1001072263,1037221664,-1129970444,-1146487047)+W(4,1046030390,-1131263417,1040669191,-1115487571)+W(5,-1107063038,1046027952,1049140321,-1089079359)+W(6,-1100036461,1040408361,-1082917799,1056809425)+W(7,-1118068997,1034380765,-1115518322,1008766834)+W(8,-1107621674,1039946613,-1131647467,-1124650927)+W(9,1035258018,1033161790,-1197661491,-1120715392)+W(10,-1117322707,-1124734374,-1129645073,1051125844)+W(11,-1135017032,-1119763541,1029976235,-1115270659);sum2=W(0,-1116547758,1041352776,-1111327982,1033054007)+W(1,1033469023,1012971008,1032790615,-1123189128)+W(2,1026371779,1042838787,-1098982462,-1122818756)+W(3,-1137766108,1004924993,-1110172088,-1136838880)+W(4,1034677105,-1115132829,1038740385,-1121722910)+W(5,1033020303,-1108961666,-1092378351,1033549613)+W(6,-1098306997,1045175561,-1121004928,1051050782)+W(7,-1120000922,1027487385,1019964530,1034801784)+W(8,-1124364804,1035204548,-1124024618,-1119336676)+W(9,-1106694042,1032253989,1032784783,-1102497930)+W(10,1039643256,-1118316692,1009754028,1035128176)+W(11,1017988993,1028774587,-1125398316,1015821086);WS(1065136439,1040354336); +sum1=W(0,-1120274067,-1107804932,-1108811053,-1140671753)+W(1,-1124666160,-1105899870,-1110160675,1022747450)+W(2,-1131113682,1033405406,1025125049,-1123069063)+W(3,-1126498983,1016924742,-1129239633,-1118356003)+W(4,1050226223,-1098842784,-1099781359,1057254373)+W(5,1031464345,1000731409,-1092867554,1059609336)+W(6,-1111386668,1055942809,1058399851,-1093137163)+W(7,-1111235284,1051704028,1044975810,-1105328992)+W(8,1010162395,-1112753158,1003726785,1009251305)+W(9,-1114655220,-1112429520,-1120831377,1036945681)+W(10,-1101547023,-1146511789,-1119063979,-1109467235)+W(11,-1104493413,-1117793303,-1116155918,-1113825780);sum2=W(0,998321428,1018598993,1034041544,-1139839138)+W(1,1024466364,-1102834025,987604943,-1134067290)+W(2,-1119932526,-1118877643,-1131349085,1008723794)+W(3,-1132382549,-1113750023,1031347596,1028368392)+W(4,-1116818777,-1114897304,-1095769692,1034669108)+W(5,1061492513,1062722215,-1102588486,1007335842)+W(6,-1116983417,-1117176868,-1107691916,-1121214551)+W(7,-1103912225,1035794880,1009572226,-1114752830)+W(8,-1105398904,-1145690340,1039138956,-1105759439)+W(9,-1098749835,1025712340,1018314989,-1108283066)+W(10,1041629273,-1121476700,1022467761,-1108418109)+W(11,1046707789,-1110829011,1033232162,-1103951670);WS(1015535328,-1084984071); +sum1=W(0,1017574081,-1120445077,-1108603860,-1114800552)+W(1,-1121642214,1038434434,-1120661414,-1121052395)+W(2,-1119258038,983354644,1004694578,1031943978)+W(3,-1152091148,-1117988144,-1131668588,1015340962)+W(4,-1098244185,1050368026,1058689409,-1099862310)+W(5,-1091868509,1053265766,1059588503,-1094435959)+W(6,-1090330210,1049777811,1053762387,-1100742889)+W(7,-1096238847,1044693386,1042220181,-1106546547)+W(8,-1113854018,-1119794874,-1119809253,-1114937124)+W(9,1038069402,-1124845785,-1117398367,-1120887600)+W(10,1033335786,-1124490374,-1126829041,1032168457)+W(11,1033654385,1025017029,-1122991451,-1112611163);sum2=W(0,-1113925793,-1117743388,-1123863865,-1113763234)+W(1,1016562523,1034144457,1031541130,-1117079348)+W(2,1021767953,1028245712,-1108434934,-1106152769)+W(3,-1118706081,-1131124226,-1107854239,-1110489214)+W(4,1049718598,-1115051721,-1153318001,-1152383745)+W(5,1045174355,1029337732,-1111062529,1054034272)+W(6,1048832333,1036566626,-1107848604,1019958281)+W(7,1041167636,-1100833945,-1106439039,1037079656)+W(8,-1108241407,1017487533,-1112434267,1032880554)+W(9,1040219109,-1115252534,-1115045873,1025815300)+W(10,1032317223,-1144290245,-1112234054,-1122950542)+W(11,1023645948,-1123196065,-1111099643,-1114917041);WS(1058837943,1069665989); +sum1=W(0,-1131526763,-1133106088,-1123278397,962159770)+W(1,1016761717,-1119033369,-1111839826,-1123587520)+W(2,1020359383,-1123741278,-1112323118,-1116652202)+W(3,-1120750038,1031183749,-1111587013,-1124916236)+W(4,1052414436,-1100255560,-1100091288,1059574623)+W(5,1050778647,-1089604336,-1090882007,1056026369)+W(6,1051933055,-1098258189,-1090318286,1057288447)+W(7,1050858601,-1113801599,-1098860821,1049400292)+W(8,1034080493,1026538575,1026912571,-1106975399)+W(9,1030312842,-1142474253,-1128992103,1026032901)+W(10,-1123145400,1024876312,-1126485147,-1115237492)+W(11,-1102573630,-1147252941,-1130617057,1023272149);sum2=W(0,-1121672345,-1123032728,1031898082,1031825723)+W(1,1003655756,1042326937,-1149677000,-1128689519)+W(2,1021714543,-1135526098,1016978721,-1112729716)+W(3,1015056847,-1115756346,1017362221,-1143241256)+W(4,-1070958719,1042495248,-1097279430,-1068962638)+W(5,1079716701,-1097154173,1042236169,1062859919)+W(6,-1106783417,-1101596383,1043003442,1069238165)+W(7,1030095799,1029691669,-1114855682,1038638730)+W(8,1004890268,1015278793,1033946762,-1106804175)+W(9,1047991146,-1129356209,-1125393239,1033261211)+W(10,1006662138,-1143028884,-1130449529,1029430153)+W(11,-1116617969,1007567766,1021676019,1016716693);WS(1027937136,1051433372); +sum1=W(0,-1131494490,1034970897,1027262836,1024223452)+W(1,-1113660825,1051529138,1041574867,1034208027)+W(2,1007645322,1035492122,1043759333,1026687777)+W(3,1023660333,1033175550,1025216066,1019229306)+W(4,-1102510757,1043230726,1036904555,-1095583884)+W(5,-1082034838,-1088109312,1043513377,-1088128354)+W(6,1021392868,1023668834,1040837474,-1107709564)+W(7,1019915650,1041627229,1033050768,-1116281753)+W(8,-1126475809,-1131579916,1026871330,1037383306)+W(9,1049740992,-1121104697,1022249046,1038022750)+W(10,1040579632,-1128113439,1030621125,1043020088)+W(11,1040383308,1024084817,1026071912,968839375);sum2=W(0,-1114076695,1037288383,1019704225,-1122636491)+W(1,-1121313911,-1113812515,1038646185,-1122337791)+W(2,1032037049,-1144905268,-1115379683,1019616565)+W(3,1035628188,-1104091459,-1124810757,-1121846167)+W(4,1032297878,1029534785,-1108218455,1049771287)+W(5,1058219066,1058416091,1038576544,1050229287)+W(6,-1089173556,1029636273,-1096957025,-1126947029)+W(7,-1085784913,1039375301,-1112204367,-1109798125)+W(8,-1114871835,1019192761,1007985666,1003686724)+W(9,-1129529893,1021492965,-1146139348,1026526587)+W(10,1011141050,-1129337357,-1131201101,1020162449)+W(11,-1169657505,1026702945,-1117257463,1015768281);WS(-1087300279,1060388257); +sum1=W(0,1031115364,1041026294,1023690092,-1129462823)+W(1,1025637865,1022155151,1027269348,-1114720439)+W(2,1019407412,1019365849,1032140389,-1150727557)+W(3,-1144567588,-1142073248,1035913085,1005184420)+W(4,-1092905754,1045171988,-1106106692,-1095623283)+W(5,-1092295181,1060821043,1058204318,-1093094418)+W(6,-1094422277,1051757075,1047241920,-1091295733)+W(7,-1089577936,1052799910,1047453654,-1097873082)+W(8,-1113959460,-1127843579,-1130365587,1037669414)+W(9,1044954958,1027810288,-1122973026,-1142625182)+W(10,1022315054,1005685302,1008074737,1031904715)+W(11,1027854342,1023937224,1011776124,-1121754201);sum2=W(0,-1141459412,1004777140,-1166872476,-1120594034)+W(1,1028313984,1013932442,-1113289360,-1136839806)+W(2,-1122936307,-1124945717,1019995585,-1127607807)+W(3,-1134584398,-1157638606,-1145964804,1007613018)+W(4,-1122900789,-1110936244,-1102509951,1040489823)+W(5,-1095750682,1045560576,1067324619,1021539093)+W(6,1031026044,-1100965201,-1096904945,1045364618)+W(7,-1125456395,-1108078168,1000232964,1033830372)+W(8,-1095818924,-1104593759,1045679794,-1086857984)+W(9,1065644346,-1103109579,-1110068744,-1093760272)+W(10,1042979309,1018809021,1034732462,-1123950010)+W(11,1026162850,980148252,-1152320711,-1121148085);WS(-1090838638,1050174926); +sum1=W(0,1033853293,1049593122,-1109115088,1024715784)+W(1,1042483832,1045373935,994296459,-1106406969)+W(2,-1138965820,-1112080289,1015694078,1025782733)+W(3,-1139164262,-1114987669,1045351388,1038488261)+W(4,-1120751425,1051782073,1038102082,-1106716164)+W(5,-1086184702,1058236139,1043814476,-1094496661)+W(6,-1095245812,1042079876,1045378621,-1092092861)+W(7,-1094326222,1040938025,1050438570,-1100690449)+W(8,-1136454131,1035169257,1016756989,-1115525408)+W(9,1033520471,1042591993,-1108133484,-1105105482)+W(10,-1106373991,-1115290814,-1140252101,1029286795)+W(11,-1122199803,1001134058,1041627941,1034575399);sum2=W(0,1047565246,-1111682644,-1087153288,1051544715)+W(1,-1105592564,1060283907,-1081925443,1046232208)+W(2,-1105924841,-1127110112,1062548140,-1094324661)+W(3,-1103932050,1033462267,1051334754,1021200095)+W(4,-1099176408,1032035298,1047568122,-1090874159)+W(5,1048906709,1036693685,-1119008010,-1105576760)+W(6,1049091960,-1158298480,-1119206793,-1112367085)+W(7,1048824237,-1114785543,1036759049,-1107585156)+W(8,1040133461,-1131191613,1034895049,-1111412903)+W(9,-1107739759,1040322447,-1112144320,-1140028602)+W(10,-1096403637,1011461326,-1130045765,1044620924)+W(11,-1114351857,-1111955333,1012649582,1046459856);WS(1039738296,1044009556); +sum1=W(0,-1118478209,-1126664684,-1113116036,1031992376)+W(1,1042319122,-1095949365,1028656912,1036413734)+W(2,1019779694,-1104617834,1046101634,1025321013)+W(3,1028741314,1029160593,-1111694091,-1126468451)+W(4,1042459434,-1107130859,-1088719167,1058890327)+W(5,1057173004,-1090115281,-1088309806,1054229481)+W(6,1052520321,-1096019759,-1090901446,1048940614)+W(7,1057385245,-1090793697,-1098195015,1047137387)+W(8,-1129453002,1036863629,-1107110028,1040542090)+W(9,-1127816747,-1121635021,-1133301245,1042227988)+W(10,-1119199044,1022364232,-1120611033,1048439133)+W(11,1040359505,-1129794251,-1108092830,1036380619);sum2=W(0,-1089163817,-1107842867,1009251693,-1088996856)+W(1,-1080285142,1052635731,-1124806950,-1081345153)+W(2,-1089981167,-1125456570,-1106464080,-1079794071)+W(3,-1099490886,-1106662163,-1115606726,-1091438196)+W(4,1057525018,1042234988,-1115283476,1062110924)+W(5,1067630395,-1112028150,-1104109471,1064189433)+W(6,1062842970,1045262592,-1113992476,1063058829)+W(7,1053790298,-1104249669,1042247754,1054193960)+W(8,1032774718,-1123202523,1034262626,1030923639)+W(9,1034769026,1036915346,-1130902850,-1126776930)+W(10,-1136163037,1035294670,-1110986466,-1106165885)+W(11,-1108359351,1024576891,-1135519157,1032379012);WS(-1096394862,1050867114); +sum1=W(0,1035680965,-1097606072,1011677768,975777376)+W(1,-1164976624,-1122057965,1017467204,1017323049)+W(2,-1117859264,-1137149130,1039142936,-1126109949)+W(3,-1122131819,-1112401517,1023416416,1011370603)+W(4,1041761501,-1108785275,-1095631255,1050217928)+W(5,-1098739346,-1111108333,-1088500104,1059053443)+W(6,-1104430516,1040456976,1062642602,-1089683010)+W(7,1042596520,-1120553683,1016594173,-1115445691)+W(8,1035556439,-1107649602,1033079080,-1105375964)+W(9,1025006046,-1112750027,1020084753,1042635014)+W(10,1027021261,1017623258,-1142614292,1038036638)+W(11,1029575724,-1124248029,-1113983747,1041295544);sum2=W(0,1024840523,-1108448221,1029829507,-1131210775)+W(1,1022860453,-1107856867,1046565608,1024067225)+W(2,-1130239171,-1106481128,1042031083,-1125865258)+W(3,-1117571915,-1124576676,-1127390051,1024964869)+W(4,-1117395779,-1132016729,-1122984086,1018275001)+W(5,-1092962046,-1089805596,1059140985,1042461338)+W(6,-1102214835,1027704725,1058514952,1053212914)+W(7,991892650,1032905776,-1118917379,-1114692565)+W(8,-1114466007,-1103146109,1033255054,-1096338526)+W(9,-1166014069,-1099911282,-1119288636,-1107995649)+W(10,1041713274,-1106771914,-1113255745,1052927486)+W(11,1032336370,1000523989,-1111017176,1037010892);WS(-1112511928,1031640207); +sum1=W(0,-1130112569,1048837234,-1102373753,1037301926)+W(1,1044751592,1045582560,-1091456672,-1119711398)+W(2,1042267541,-1093436941,-1119033858,-1102628100)+W(3,-1122521821,-1100593739,1050238014,1021159833)+W(4,1051625169,-1095738529,-1091912761,1058068053)+W(5,1044375881,-1090186767,-1101742756,1054040787)+W(6,1051238780,-1110077161,-1090190311,1057193534)+W(7,1058222955,-1090967581,-1098844722,1045936610)+W(8,1045615952,1045904421,-1112730073,1030698115)+W(9,1051640030,-1111879892,-1098654019,-1104227307)+W(10,1008998972,-1101737376,-1123401908,-1111999463)+W(11,-1108465231,-1112695488,1043894710,1050341641);sum2=W(0,1009444234,-1117974589,1024549194,1016218439)+W(1,1026480303,-1106327815,1042315856,-1111008440)+W(2,-1115006890,1025059842,1040022175,1015374231)+W(3,-1122692269,1033099318,-1110870197,1027237715)+W(4,-1111737758,-1110249739,1037076368,-1121292007)+W(5,-1089871257,-1069929292,-1086831522,1047393563)+W(6,1043300713,1033002057,-1085683537,-1115783084)+W(7,1022298131,1032775289,1033912191,-1103999090)+W(8,1020335555,-1112172263,1032984152,-1112700443)+W(9,-1111547810,1079084175,1060801772,1038599637)+W(10,-1118960414,1033693800,1057876572,1049254465)+W(11,-1104218510,1045399536,-1104475663,-1118358651);WS(-1106120924,1033431669); +sum1=W(0,-1146851238,1041817850,1035990878,1016553159)+W(1,1026515514,1047579686,1041767260,1024375743)+W(2,1029812010,1026577053,1031819293,1005429062)+W(3,1021177962,1011005202,1014785832,1008887700)+W(4,1024013341,1027850273,1042266392,-1101729723)+W(5,-1085522812,-1090381288,977256084,-1116899488)+W(6,-1118087802,-1113190325,1048109660,-1090064383)+W(7,1025078601,-1127218683,1024173993,-1126747713)+W(8,1026394008,1021653787,1018305971,1024064284)+W(9,1048833585,-1125739905,996614956,990294084)+W(10,1040657490,-1121801815,1016883609,1038017843)+W(11,1041410670,-1132785763,1027952623,1020235411);sum2=W(0,1019641904,-1116342888,-1110721648,1032555846)+W(1,-1123545328,1027573888,-1102693078,1015684488)+W(2,-1117707424,1021888896,1043950970,-1118308408)+W(3,-1152988290,1023916088,1007632640,-1137876352)+W(4,-1089264280,-1112511004,1030929664,-1094136567)+W(5,1056898914,1052843165,1046449598,-1097199465)+W(6,1041236542,-1109778580,1024674316,1037769558)+W(7,1046276806,-1105717038,-1123597216,1026403708)+W(8,1032788860,-1125819008,1018020888,-1146526593)+W(9,1033507644,-1122415072,1004426241,1012812816)+W(10,1017687520,996318210,1028547840,-1106559340)+W(11,-1122312832,-1132920416,-1149117889,1028523456);WS(1034973624,1056792353); +sum1=W(0,-1121055921,-1114464179,-1130821617,-1120658336)+W(1,1021962732,-1093463666,-1106629009,-1128295926)+W(2,-1119904327,-1132912612,-1097245927,-1127490506)+W(3,-1119710033,-1115274080,-1118132038,-1122942113)+W(4,-1125024178,-1102939831,-1130597942,-1114903379)+W(5,1062068439,1067744046,-1118485143,1008426736)+W(6,-1107542555,1045213129,1049107361,1050479246)+W(7,1025872901,1036565277,-1113875250,1028006365)+W(8,-1115164458,-1124681556,-1124529164,-1109039532)+W(9,-1094141737,993935312,-1138254780,-1104109440)+W(10,-1119937620,-1120970067,-1132704804,-1105858697)+W(11,-1121170098,-1120520661,-1122550700,-1141854766);sum2=W(0,1017661559,996214904,-1120501349,1020401308)+W(1,-1130735541,1024553914,-1140432422,-1129375401)+W(2,-1166762145,-1124013507,1006774606,-1146688164)+W(3,-1137125822,-1117903931,1033491675,-1130185789)+W(4,-1116129767,-1084580575,-1090330474,1037264768)+W(5,1051779064,1064606263,-1097846115,1035443152)+W(6,1025600009,1019182043,1048687051,1039827062)+W(7,1032817572,1037037513,-1117487855,-1114545658)+W(8,1032645479,-1119976615,1023925581,-1105802125)+W(9,1038402436,-1136822486,1025111856,-1102145888)+W(10,1025151371,1015612208,-1121332237,1000828364)+W(11,-1112238814,999461036,-1119338761,1028059566);WS(-1082445367,-1085006700); +sum1=W(0,1034878908,1043293403,1041974800,-1131835086)+W(1,1037617118,1045196135,1042063924,-1106661648)+W(2,1022066011,-1105403448,1037212703,-1121819052)+W(3,1033542412,-1100599618,1046411795,1036207796)+W(4,-1092276724,1051286356,1054173212,-1081109875)+W(5,-1094524616,1058619216,1055927462,-1086386347)+W(6,-1104988703,1028915053,1050138098,-1094507255)+W(7,-1096619449,-1130824962,1041419787,-1105674409)+W(8,1034209806,1038048136,-1137431795,1035072463)+W(9,1036390662,1042877649,-1110863483,-1114712644)+W(10,-1139447658,-1114994477,-1123146704,1015171028)+W(11,1045523870,-1121943708,1040360493,1026111277);sum2=W(0,1025676326,1000796272,1043137200,-1112963339)+W(1,1036266015,-1098528956,993751520,-1117465202)+W(2,1019242508,-1097473255,1032573075,-1124864900)+W(3,1039721851,-1090503899,1049454991,1017632828)+W(4,1031859059,-1102855534,-1089890678,1014823768)+W(5,1055374057,1061198225,1018575516,1020211292)+W(6,-1125510524,1050136287,1038055959,986723264)+W(7,1007293144,1054985311,-1109681619,-1111044051)+W(8,1031913791,1018516204,-1128614108,1022229356)+W(9,-1098119563,1020738140,-1138611816,-1120060570)+W(10,-1098582022,-1123833514,-1132953832,-1106568385)+W(11,-1101215648,-1110059149,1035860627,1030233630);WS(-1089141943,1068474134); +sum1=W(0,-1101143803,1041396360,-1121972404,1024130588)+W(1,-1124204515,1052602058,-1105946681,1039148539)+W(2,1018218693,1032280890,-1091638882,1026773217)+W(3,-1123573325,-1138642417,1041946144,-1104179471)+W(4,1045416789,-1094238571,1036801227,1032495505)+W(5,-1094942270,-1098420551,1057861426,-1106461946)+W(6,-1106993164,1033290001,1040764762,1059099726)+W(7,1009482242,1037819035,-1105244536,1045088278)+W(8,1039470024,1024684838,-1114425265,-1117579092)+W(9,1047303536,-1127532529,-1108918837,-1113046718)+W(10,1040300696,-1103088708,1027200645,-1094617668)+W(11,-1108347351,-1116739793,1043167338,-1110195745);sum2=W(0,998892514,-1114282184,-1134771145,1016644168)+W(1,1033248586,1025008594,1042383274,-1116049462)+W(2,1041609896,-1101611481,-1104878488,-1110140123)+W(3,1030835892,-1122288558,1048842205,-1103095555)+W(4,1049635340,-1101404122,-1114142714,-1129326838)+W(5,-1102476512,1060588986,-1095734150,-1147070546)+W(6,1046973498,-1143476482,1052949499,-1090718582)+W(7,1028769716,1022411808,-1110997031,-1115539252)+W(8,-1114952606,1041138771,1025799488,1012771369)+W(9,-1111850310,1027653952,-1095991584,1057697290)+W(10,-1114336646,1035005082,-1127102864,-1096580248)+W(11,-1118966953,-1120028296,992902692,1031782132);WS(1055908206,1023803300); +sum1=W(0,-1128828388,1011459483,-1114766205,1033033649)+W(1,1024886583,-1116675477,-1106069078,1027156540)+W(2,1032744244,1045609495,-1116893112,-1122498726)+W(3,1005980052,1049123968,-1113403236,-1114524705)+W(4,1054454099,-1094569204,-1093070812,1059767687)+W(5,1059734148,-1090099632,-1086765600,1057986836)+W(6,1043829406,-1102732570,-1094363024,1056528229)+W(7,1049516377,-1098493775,-1103438026,1047712168)+W(8,1029622486,1016172182,-1139512861,-1106762950)+W(9,-1098865153,1027525694,1027600816,991938588)+W(10,-1139103892,1036132330,-1135964969,-1101593593)+W(11,-1097177334,1035501771,-1117700205,1022039246);sum2=W(0,-1115143239,1029199567,1052224655,1025334517)+W(1,-1115511381,-1137182696,1050599738,-1112308287)+W(2,1031444191,-1094150391,-1101494467,1042864237)+W(3,-1111573417,-1092627938,-1116631442,1040795754)+W(4,-1092254017,-1079915962,-1083097675,-1085507535)+W(5,1050309385,-1085955474,-1078367265,-1091835304)+W(6,1058681981,1068550083,1077549274,1052849573)+W(7,1066882777,1059124396,1054678659,-1093246396)+W(8,-1092877982,1029921983,1062578782,-1097828858)+W(9,1031547399,1017725718,1036651638,-1101001669)+W(10,-1100178328,-1106558945,-1103762806,974314816)+W(11,-1088438520,-1098096651,1039431488,1046838481);WS(-1078207964,-1098790270); +sum1=W(0,1039615439,-1121106131,1017293260,-1117816013)+W(1,1032454162,-1100564368,-1098516348,1040159636)+W(2,1026856980,-1115831559,-1142189601,1029735698)+W(3,1002339317,-1114960439,-1129405415,-1128361629)+W(4,-1100078274,1049964833,-1100878354,1049047675)+W(5,1041647209,-1119951725,-1094050686,1057717203)+W(6,1041839801,-1110599850,1052197359,-1090236946)+W(7,1034781465,1020602063,1009705546,-1114821509)+W(8,-1107321921,-1122801847,-1126192007,1032784131)+W(9,-1099964381,1014677674,1034337038,1040450075)+W(10,1034137049,1027844545,1028031798,-1116032848)+W(11,993360895,-1130484229,-1121696025,1036993018);sum2=W(0,-1115606678,-1132455965,-1104367710,1025029135)+W(1,-1111864983,1035843132,1054704406,-1098891737)+W(2,1017169741,1037432870,1038310704,-1112278329)+W(3,1031819582,-1122384617,-1137648567,-1123958951)+W(4,1051294613,-1090262380,1051361304,-1119205162)+W(5,1040638061,1042639742,-1094584814,-1118431701)+W(6,-1095570314,1054301740,1042180969,1033551568)+W(7,1008777251,1032304440,1006683771,1040693441)+W(8,1046775583,1027534783,1037239658,-1097951274)+W(9,-1115582191,-1161598998,-1137589907,-1111734067)+W(10,-1102111461,-1137659371,-1113612863,-1116801751)+W(11,-1103720876,1038413214,1017443081,-1108749213);WS(1060561207,-1110135205); +sum1=W(0,-1124131449,-1108658488,1049197464,-1114856118)+W(1,-1112340961,1047635080,1041962623,-1121034566)+W(2,1034679769,1045001085,1029521634,-1112123800)+W(3,-1107671902,1038785126,1019494819,-1115322038)+W(4,-1095755605,1045522218,1057921518,-1091745710)+W(5,-1089785676,1056738433,1055093690,-1091090769)+W(6,-1105390912,1048793054,1057086969,-1088312300)+W(7,-1089779917,1057170552,1049205462,-1095959893)+W(8,-1100746808,-1112929307,1021270499,1045672489)+W(9,-1111234056,1036938084,-1157317541,1019645080)+W(10,1047514180,1026507103,-1148757666,-1095870350)+W(11,1022895484,1029094240,1019330670,-1099214252);sum2=W(0,-1122184691,-1115970606,1041894205,-1110883135)+W(1,1033395903,1040255170,982318965,1008834310)+W(2,1024095030,1031402202,-1134396672,-1110716892)+W(3,-1113542640,1031923695,-1121857157,-1113505190)+W(4,-1118217955,-1081043792,-1082032478,-1114700148)+W(5,-1109327580,-1095688614,-1085641610,-1097954058)+W(6,-1114148625,-1093205100,-1084362127,-1107386491)+W(7,-1128842340,-1094939475,-1087863650,-1116084956)+W(8,1049320576,1059051295,1064081845,1046875162)+W(9,-1107088758,1066526360,1064706681,982336213)+W(10,-1122373488,1058657081,1060847547,1032307660)+W(11,1044473869,1041403755,1055302318,1045820748);WS(-1088848183,-1091270356); +sum1=W(0,-1127291412,1011517178,1022583331,-1113444636)+W(1,-1105736260,1040877723,1047190142,-1131637032)+W(2,-1127378047,-1097520394,1035565944,1030983166)+W(3,-1115666437,-1108205485,-1114602800,1037357901)+W(4,-1094397598,1055228191,1050793382,-1092936920)+W(5,-1086200137,1051083611,1056457416,-1092945549)+W(6,-1104020948,1051399464,1056969730,-1102025475)+W(7,-1102830535,1047811509,1044492479,-1116833526)+W(8,-1112816343,1007040780,-1115063927,1035173048)+W(9,1039289519,-1114815627,-1118782984,1039723405)+W(10,-1108815670,-1127143385,998545680,1015654008)+W(11,1032741190,-1123886254,1025703109,-1116817631);sum2=W(0,-1110646223,1065087692,1067295699,1023906737)+W(1,1010017751,-1118952488,1065459703,-1119411664)+W(2,1029589423,-1083105366,-1081475488,-1108429461)+W(3,-1125097343,-1083389324,-1095503285,-1110439418)+W(4,-1085042817,1037915281,-1097077469,-1081442287)+W(5,1050008558,-1110920551,-1096872835,-1083251842)+W(6,1064469883,1036080906,1006981249,1064700095)+W(7,1061045473,1051761632,-1106015672,1057972141)+W(8,1015927544,-1132623721,1026431960,1029195957)+W(9,1042598936,-1124571002,1018762696,1018101230)+W(10,1041992018,-1114107558,1020104602,-1103158035)+W(11,-1114827780,-1119006739,1036691137,-1108943564);WS(1034259896,1039623341); +sum1=W(0,1028460795,-1104998988,-1137539339,1016878676)+W(1,1011385345,1015052988,-1129847248,1034359235)+W(2,1016831138,1044006969,1032818160,1015855070)+W(3,1025908283,1043524531,1033445320,-1128588247)+W(4,1047938201,-1091378989,-1088089066,1055868742)+W(5,1043619008,-1114958501,-1090213650,1058114664)+W(6,-1092418872,1049053750,1054476715,-1096687428)+W(7,-1095896370,1044746961,1040121848,-1100196186)+W(8,1036240559,-1121755284,984347141,1043298073)+W(9,-1119276751,1018241806,932956556,1043122195)+W(10,-1101201217,1034235663,1026808723,-1110579607)+W(11,1018213241,-1120101215,1010316760,-1106781444);sum2=W(0,1033659165,-1102042508,-1108037836,951810592)+W(1,1037243759,-1102191435,-1103529440,1002259560)+W(2,1034753865,-1119026649,-1111056455,-1112310958)+W(3,-1114454490,1024637657,-1101647251,992340497)+W(4,-1107310314,-1115641842,-1130209970,-1092018666)+W(5,1066447662,1067062587,1041635941,-1101738099)+W(6,1031795157,-1099014553,-1098661250,1032823775)+W(7,1046257437,-1111013301,-1117726225,1040899047)+W(8,-1110096702,1032067593,1009312276,1022643242)+W(9,-1100161415,1041326077,-1114108683,1034513697)+W(10,-1096684817,1026651225,-1120382671,1027860693)+W(11,-1112982645,-1106704138,1038338139,-1114962434);WS(-1096556910,1067967914); +sum1=W(0,1024354487,1031668012,-1122886335,1032707155)+W(1,1043480447,1041914807,1021347526,-1131915011)+W(2,-1132633269,1034774528,1036630543,-1118942187)+W(3,1031513592,-1106257250,-1125222297,1031302952)+W(4,-1103532312,1048353625,1055235700,-1095119782)+W(5,-1090836352,1053060297,1044387963,-1095435756)+W(6,-1104917967,1052242886,1041581564,-1091218783)+W(7,-1104067043,1050269976,1033613430,-1100801113)+W(8,-1105977207,-1126996321,1031514684,-1120012638)+W(9,-1133082414,1043128001,-1116416117,-1105830818)+W(10,-1121967338,1039162573,-1110350280,1017318739)+W(11,-1109204860,1034839630,-1148985233,-1130484760);sum2=W(0,-1120747465,1032139854,1041393774,-1125934657)+W(1,1019390634,1046075673,-1107151652,-1126946517)+W(2,1045993569,1024325836,-1090083756,-1140291646)+W(3,1038335355,-1097350707,-1116058677,-1110717499)+W(4,-1114660789,-1105604596,1047775001,-1097497496)+W(5,1057927405,1059160295,1048515105,-1096477783)+W(6,-1137735680,1039621515,1043731078,-1110210473)+W(7,-1127153776,987432265,-1116506490,1033250412)+W(8,1018330620,-1129241452,-1122059316,-1131783044)+W(9,1041946221,1011994599,-1147658728,-1096755902)+W(10,1046026631,-1126091098,1032850220,-1091797353)+W(11,-1124643180,-1124186068,1009337229,-1106745231);WS(1061843767,-1077951557); +sum1=W(0,-1120114128,-1131166601,-1106366502,1026388735)+W(1,1029309653,-1091391038,1029755951,1037862893)+W(2,-1122000006,-1099454574,1048316317,1036389538)+W(3,1030215888,1034019808,-1106178153,-1126306304)+W(4,1043697070,-1105977039,-1088217072,1059311576)+W(5,1057568381,-1089136642,-1091419383,1054385928)+W(6,1049723715,-1095416897,-1092475601,1054220568)+W(7,1058416302,-1091809363,-1096877448,1050234615)+W(8,-1130669927,1039925540,-1102542817,1041378862)+W(9,-1111164306,-1105668215,989452730,1047467576)+W(10,-1108260705,-1130981221,-1138232735,1053509792)+W(11,1045917860,-1116719540,-1107228323,1038585474);sum2=W(0,1062451832,1044663473,1041546460,1061533858)+W(1,1070735043,-1103665132,1019905335,1068272760)+W(2,1058522058,1053579543,1027882908,1070929067)+W(3,1052624489,1042937819,1030217484,1059576348)+W(4,-1084977950,-1116240264,-1104625991,-1081881922)+W(5,-1079025547,-1094934042,-1115490290,-1081565785)+W(6,-1079765468,-1096683616,1002519540,-1082597652)+W(7,-1090364693,1039524167,-1103272320,-1088759123)+W(8,-1107478927,-1146254682,-1112819836,1020257203)+W(9,-1129735749,-1108448519,1018218872,1038097782)+W(10,997759194,-1111378699,1032555484,1043320870)+W(11,1041293151,-1120119454,1018278443,-1110736144);WS(-1084224055,-1088316584); +sum1=W(0,1003388692,1028109079,-1107673717,-1113613001)+W(1,1016662735,1027116933,1012698375,-1106869627)+W(2,-1136760929,1023495179,-1094644889,1022316973)+W(3,984919127,1024116594,-1107590588,1028746387)+W(4,-1098426505,1048291572,1039555654,1006747746)+W(5,-1097246285,1054502102,1059475506,-1088923256)+W(6,1033746004,-1098003683,-1093203288,1057877820)+W(7,1022736621,-1114921814,-1105649846,1041863252)+W(8,1024741190,-1124153911,-1159624430,1033838821)+W(9,1019707757,1010228666,1033833840,-1120760050)+W(10,1036081339,-1110624834,-1114819581,1048977331)+W(11,-1127589064,-1122201606,-1119454813,1041797102);sum2=W(0,-1113948506,-1150409563,-1113301472,1015245257)+W(1,1007533655,988101766,-1113241340,-1130594159)+W(2,-1131246557,1042344950,-1114338752,-1122336092)+W(3,-1112003767,1034588627,1024929700,-1121042747)+W(4,1027745966,-1121614859,-1122805777,-1126889814)+W(5,-1115083078,-1117590123,1035094088,1053517180)+W(6,1009652067,1010321235,1041346715,-1120298083)+W(7,1015099871,1021357977,1022595647,1023796132)+W(8,1024732276,-1120982285,-1125306444,1024783162)+W(9,1033594898,-1115586407,-1117285071,1035927962)+W(10,-1112303516,-1122655190,-1179946326,-1136757529)+W(11,-1116844702,-1109817399,1031780006,-1107129305);WS(1056759150,1060224665); +sum1=W(0,995010733,1023919167,-1132085157,-1139374311)+W(1,-1108849608,1035204919,1047983919,-1111414410)+W(2,1016981889,1009635916,1044747100,1028987391)+W(3,-1129401942,-1133052010,1026679904,-1123115291)+W(4,-1105275165,-1143162806,1041263149,-1099925456)+W(5,1047380996,1054640011,1045591848,-1089721802)+W(6,-1106656308,1052567064,-1086265361,-1111752399)+W(7,-1103728616,1036660778,-1119813375,-1119632759)+W(8,1020125661,-1128574472,-1131329248,1033127353)+W(9,-1109178223,-1115433611,-1124813330,1047176279)+W(10,1025513390,-1114033239,1014274699,1047077327)+W(11,1026259564,-1154487021,-1135589654,1020940735);sum2=W(0,1023565277,-1123243930,-1114834111,1023227060)+W(1,-1127246210,-1119831250,-1110717616,1023373012)+W(2,-1115895934,-1112704991,995075850,1035525242)+W(3,-1115664904,-1177558227,-1137853837,1032252451)+W(4,1036838581,-1109001470,-1111609489,-1123255684)+W(5,-1128787384,1068968933,-1106028739,-1121973236)+W(6,1017209933,1049794788,-1084327071,-1106791563)+W(7,-1117762720,1033559138,-1103092626,1025363014)+W(8,1046335474,-1110362282,1009084849,1029177075)+W(9,-1085459757,1038001226,1030364025,1040383540)+W(10,-1106438120,-1109625554,1004844681,1055427968)+W(11,-1108939748,1027051057,1026824663,1039281515);WS(1059198391,-1114206899); +sum1=W(0,1033309054,-1113872057,1047908609,-1123230572)+W(1,1042361008,1032838544,-1131612168,-1136657179)+W(2,1026831155,1025662981,1018582917,-1127872354)+W(3,1027013917,1042918755,-1122684754,1034821095)+W(4,1005036838,-1127426130,-1111534963,-1086695351)+W(5,1063074340,1032841926,-1097279138,1053830093)+W(6,1048968528,-1086802103,-1102974814,1022976638)+W(7,1045668084,-1080167184,-1094977286,1037218004)+W(8,1035651728,1029018614,-1168813170,1041894153)+W(9,1042266564,-1115081892,1015674230,-1114797926)+W(10,1043048448,-1119589535,1022213546,1036160183)+W(11,1051954532,-1121567905,1023015663,1028546130);sum2=W(0,1044771761,-1095594447,-1116747636,-1109294951)+W(1,1037653814,-1098134808,-1091993541,-1106240469)+W(2,-1129034439,-1112675284,1045429231,-1132138943)+W(3,-1126749735,1027709116,1030264036,1027920896)+W(4,-1102224225,1044254591,-1093594252,1053044316)+W(5,1060397410,1059446961,-1103264547,1065361960)+W(6,-1139768526,-1147713757,1053539276,-1095097189)+W(7,-1095674438,-1131922215,-1115698004,-1100471477)+W(8,-1148207325,-1122217612,1036768486,-1105874671)+W(9,-1110887683,-1106764847,1038496462,-1098859579)+W(10,1018090127,-1112984312,1035231626,-1103270924)+W(11,1044415945,-1106415399,1037287074,-1105560593);WS(-1081905372,1072993545); +sum1=W(0,-1113931058,1044870886,-1111485397,1004609681)+W(1,-1110350900,1042868018,-1101161424,1017897178)+W(2,1029593625,1036666966,1016958866,-1119842647)+W(3,1026419555,-1123516147,1034341084,-1114320538)+W(4,-1103601459,1050421002,1052555682,-1100618406)+W(5,-1088871615,1057434595,1053397115,-1117978262)+W(6,-1090419947,1054502387,1037835279,-1096217303)+W(7,-1100180286,1041011339,1036260396,-1105396084)+W(8,-1125853837,-1119475260,-1113131956,-1113666277)+W(9,-1108715676,-1116054255,-1119057377,-1109207833)+W(10,-1131918060,1019600139,1033629886,1041223333)+W(11,-1108472674,1025124935,1034832815,1046093262);sum2=W(0,-1131003531,1019005665,-1134820995,1027207918)+W(1,-1144704129,1016837667,1018656479,-1155176792)+W(2,1018692534,1007330736,-1133755465,-1120277627)+W(3,1016313728,1024160458,1008190855,-1122116985)+W(4,992028222,1039006609,1022927690,-1123507780)+W(5,-1093100477,-1075529389,-1108026125,1020777698)+W(6,1026210395,-1098388857,-1071234400,-1106617270)+W(7,1009441727,-1127804151,1043410538,1015481059)+W(8,-1114458430,1019252639,-1124904791,-1148644129)+W(9,-1165905039,-1148497627,1019665619,985006155)+W(10,1080134310,1041946375,-1154476856,1009164120)+W(11,1038162442,-1102924087,-1120913968,1068769301);WS(1052536174,-1151096569); +sum1=W(0,1033302347,-1146822742,-1128173243,991116371)+W(1,-1115536654,1034768509,1036050892,-1116642336)+W(2,-1114833734,1030675614,-1102372039,1020657940)+W(3,-1158391502,1032401267,-1114628406,1031490598)+W(4,1034951935,-1120898050,1032573088,-1103836723)+W(5,-1106200391,-1120590821,1057405287,-1087917523)+W(6,1041046871,1002819162,-1082912644,1061554222)+W(7,1027714602,-1124036191,-1124848916,1046795201)+W(8,-1138114279,1035558856,1037991630,999976938)+W(9,-1118223722,986260550,1042054293,-1098834165)+W(10,-1107937520,1023135729,-1130396508,1047922098)+W(11,-1118805976,-1177279769,-1142052488,1038688870);sum2=W(0,-1127800761,1034423710,1038869307,1035223119)+W(1,1028905699,-1095895125,-1109261585,1038890181)+W(2,-1127955051,1032845262,-1098712671,994981383)+W(3,-1121293280,-1114148994,1030375171,998786660)+W(4,-1116666352,-1109342419,-1105867416,-1108836158)+W(5,1061176216,1057224086,1027333841,-1087753137)+W(6,-1208820627,1011854042,1049674522,-1099737664)+W(7,1042226462,-1120003540,1017325847,-1126035264)+W(8,1047028407,-1119414296,1028503999,-1106282608)+W(9,-1148022324,1010099974,-1113209005,-1148256348)+W(10,1043242553,-1115953239,1020393479,-1103462952)+W(11,-1117125009,1001260628,1024565993,-1121350765);WS(1058902967,-1081860445); +sum1=W(0,1029881036,-1110722656,-1116017491,-1121371387)+W(1,-1117974353,-1120254383,-1103068528,992316765)+W(2,-1115308289,-1123116948,-1111729689,1019164800)+W(3,-1118946572,1027465948,-1110978129,1031905998)+W(4,-1096281750,1046612526,-1144385454,-1114517185)+W(5,-1087192661,1061346066,1050079932,-1110556335)+W(6,-1119671953,1023689473,1054224317,-1138608617)+W(7,1026550240,990814541,1034730016,1026716344)+W(8,1032371736,-1118231237,-1133995267,1031405875)+W(9,-1113719056,-1117606232,1037331941,-1114542190)+W(10,-1121094047,-1114416951,1027634660,-1147587566)+W(11,1025765741,1002408318,-1150819433,1032702160);sum2=W(0,1008157504,-1110533731,1017520494,-1127268449)+W(1,-1129508015,1038116680,-1110799425,1022079949)+W(2,987488696,-1109564641,-1149062134,1023435994)+W(3,1025441916,-1140288129,1031926637,-1149203238)+W(4,1053115740,-1126879265,-1104246964,1046612660)+W(5,-1081939523,-1082767624,1071620340,1042237616)+W(6,1019421448,-1133233221,-1091995420,1046590815)+W(7,1002014090,1008464055,-1113723868,1025089506)+W(8,-1103206877,-1135658469,1019779427,-1098833757)+W(9,1046386206,1021781126,-1112586418,1047260740)+W(10,-1113663072,1025921212,1021597755,1034566387)+W(11,-1120607589,-1133866981,1022181144,-1131415815);WS(-1118927728,-1114990634); +sum1=W(0,1040612950,-1114716774,1033195056,-1123938375)+W(1,1022214714,-1104426015,1048819881,1024746402)+W(2,-1112630087,1042575344,-1105195831,1038811590)+W(3,1031232344,1038434900,-1098438774,-1118622728)+W(4,1047260544,-1132924433,-1087859524,1057535917)+W(5,1057677234,-1097320317,-1087499341,1042772673)+W(6,1057533694,-1089715893,-1091890215,1045869257)+W(7,1055588422,-1091230428,1029276300,1042859777)+W(8,1007112943,-1106834116,1047574307,-1107191040)+W(9,-1093740782,1028537764,1044210486,1043648426)+W(10,1020754614,1047539199,-1106862316,1042013107)+W(11,-1113991309,1041569343,-1107232885,-1107815558);sum2=W(0,1034943831,-1074997876,-1098776947,-1117938617)+W(1,-1112881764,-1073328658,-1067348911,1047294563)+W(2,1017166837,1007574096,-1106856879,-1113196518)+W(3,-1122537978,1003760381,1040326435,-1119652380)+W(4,1071950042,1008522816,-1111689798,1052841626)+W(5,1075942353,-1105497105,1042633900,1078478928)+W(6,-1110198115,1027760421,-1100859969,1048374094)+W(7,-1132261857,-1146348222,-1106280857,1016518417)+W(8,1023979086,1019125592,1034353164,-1101990052)+W(9,1040726051,1032192788,1021696573,-1106116215)+W(10,1041816709,-1114781060,-1129459590,-1128120408)+W(11,1015700123,1019612376,983174391,1015116440);WS(1034111416,-1106797037); +sum1=W(0,-1146675705,1035613338,-1113852291,-1127934684)+W(1,-1113401378,1037672145,1034804131,1006977829)+W(2,1016064490,-1106829090,1044038057,1019549798)+W(3,998716411,995721454,1033066250,-1139061950)+W(4,-1102929642,1042719307,1052464285,-1096035023)+W(5,-1089088820,1057164897,1054858571,-1090308252)+W(6,-1097224209,1048920159,1050796251,-1096624416)+W(7,-1095532026,1049209393,1042039981,-1104516203)+W(8,-1114220817,1025128440,-1113420426,1032415443)+W(9,-1123663635,-1136503085,-1114922591,1032020487)+W(10,-1131720964,-1109868785,1026704599,1035431737)+W(11,1041424208,-1138798477,1024811962,-1114943722);sum2=W(0,-1117669473,1035483586,1030944977,1018373307)+W(1,-1107254646,-1138388666,-1120221588,1036793172)+W(2,983011887,1026801669,-1119036598,1027210469)+W(3,999841656,1036234905,-1120993070,-1124389554)+W(4,-1113169149,-1114451942,-1139755202,-1120549779)+W(5,-1118729068,1050438576,1047991436,1031305133)+W(6,-1136088418,-1103576008,1058194810,-1123944089)+W(7,-1110162376,-1114267729,1037255439,1045466087)+W(8,-1102665013,1049560407,1049483493,-1101691927)+W(9,-1083351573,1060878230,1057078402,-1083948126)+W(10,-1106933299,1044728114,1058504911,-1081291530)+W(11,-1124771645,1036725012,1047223280,-1095248620);WS(1038841272,1052605132); +sum1=W(0,-1104568331,1046914264,-1100459309,1031922765)+W(1,-1109808312,-1117060814,-1120141702,1037544250)+W(2,1042593752,-1097718198,1046551204,-1115625903)+W(3,1033924054,-1112841053,1032086688,-1105481799)+W(4,1041702805,-1101939446,1026910357,1037270288)+W(5,1045728636,1037079325,1040827436,-1098675705)+W(6,999474559,1046662664,-1095425143,1017164043)+W(7,1034794943,1015870568,-1103113592,1031450455)+W(8,-1114279623,1044685961,-1104596348,1023447506)+W(9,-1115507167,-1117405559,-1104877098,1048352911)+W(10,1038294495,-1104511859,1032200833,1040518727)+W(11,1041969331,-1111795079,1039045107,-1106032688);sum2=W(0,1033659476,-1104347191,992683382,-1119788132)+W(1,1008462738,1034564598,1044081475,-1112158198)+W(2,-1135723434,-1118342628,1037093866,-1128623485)+W(3,-1125624097,-1116661382,1008221186,1030330775)+W(4,1020892153,1043646320,1022669528,1018867293)+W(5,-1098943438,-1103925357,1053457206,-1090780387)+W(6,1037085984,-1130567667,-1094689316,1024702018)+W(7,1041747819,1006874186,-1111881166,-1108937272)+W(8,1022003003,-1105788334,-1102594356,1044098145)+W(9,1061138285,-1089462725,-1097169858,1053806225)+W(10,1042502677,-1124000960,-1090351234,1061570617)+W(11,1015917808,-1119261652,-1102638867,1045330453);WS(1059476151,-1123203418); +sum1=W(0,1032359159,1034919857,1035594491,-1111725774)+W(1,-1105544893,1046155316,-1111760306,-1110577724)+W(2,-1115245634,1020829292,1044165509,-1121304930)+W(3,-1110517831,-1120384574,1039852002,1036887935)+W(4,-1140486487,1048140086,1057461865,-1091810916)+W(5,-1086139015,1052038472,1060577506,-1084838663)+W(6,-1096673622,1053266340,1057513991,-1095808892)+W(7,-1090491960,1055106407,1045123672,-1127813812)+W(8,1034245225,1028750247,-1123857235,1016189354)+W(9,1027870402,-1121460986,-1113205590,-1104347695)+W(10,-1108853472,-1113141864,-1148349487,-1103056264)+W(11,-1133152957,1011178567,1036934292,1031021091);sum2=W(0,-1107973502,-1115461868,1026556603,-1114868977)+W(1,-1101288212,-1105554340,-1104823400,1044770988)+W(2,1028043472,-1116199065,1036199790,1025917421)+W(3,-1123193100,-1128075734,1020651575,-1111158861)+W(4,-1092079110,1042028492,1034344926,1004734644)+W(5,1045430990,1050688149,1024895663,1059587552)+W(6,-1137785064,-1116948841,1047334362,1037874646)+W(7,-1127404110,1042458099,1044938016,-1093651456)+W(8,-1103991549,-1105590488,-1131620842,1040708934)+W(9,-1095880897,-1114582112,1029419915,1051421807)+W(10,-1122024357,-1121536685,1015496806,-1118101029)+W(11,1007412048,-1127827256,-1121478353,-1099771430);WS(-1096078190,-1082738059); +sum1=W(0,-1114850361,1046670329,-1108860284,1007239809)+W(1,-1112210107,1045976117,-1103368477,-1130257143)+W(2,1028242343,1036298605,1029494103,-1118665957)+W(3,1022403683,-1128309634,1029804679,-1116764258)+W(4,-1101169270,1050939564,1053165251,-1100207850)+W(5,-1088435015,1056131912,1051252601,-1116530972)+W(6,-1090334611,1053021861,1045571555,-1092482434)+W(7,-1099682433,1038809821,1035862579,-1105280439)+W(8,-1126100266,-1124400725,-1115685558,-1112013420)+W(9,-1124484747,-1117830909,-1112871192,-1112810720)+W(10,1032260218,-1143992478,1031308937,1041969097)+W(11,-1114977769,1016808747,1037078646,1044490698);sum2=W(0,-1147891684,1032424255,1027229337,-1133820219)+W(1,-1127200453,1045946307,-1137665638,-1127336652)+W(2,1001166860,-1145031593,-1116510358,1020736496)+W(3,-1135690985,-1126621635,-1116471963,1022486646)+W(4,-1107406978,-1125237780,1007940354,-1115513384)+W(5,-1096925824,1067148595,1044701152,1037916056)+W(6,-1138759126,1039470145,1076670751,1031285965)+W(7,-1122394148,1025436583,-1109537872,1020254812)+W(8,1031863482,994071912,1020775992,-1156542700)+W(9,1048747828,-1115116116,-1127018949,-1113898133)+W(10,-1070343554,-1106720041,-1122694416,-1101339101)+W(11,-1107321525,1039293842,1034791139,-1082365934);WS(1056919406,-1123699093); +sum1=W(0,1016658279,-1142160193,985933670,-1153021483)+W(1,-1131540465,-1109380555,1032391598,-1169964908)+W(2,1018808083,-1115139838,-1112807501,-1116724456)+W(3,1026972628,-1119658051,1023499017,986184318)+W(4,-1106728023,1043832952,1058308826,-1089586019)+W(5,-1095937215,1051425640,1054485203,-1095447822)+W(6,-1105250414,1053123845,1057168451,-1092279079)+W(7,-1093497009,1056025192,1034402292,-1104943256)+W(8,-1111941676,-1162334614,-1130942473,-1122912091)+W(9,1038539876,1035573952,-1115887538,-1114359010)+W(10,-1105627696,1037216107,-1120065804,-1129000267)+W(11,-1129701482,1031803900,-1114397383,1011544866);sum2=W(0,-1126716121,1032410612,-1104410341,1034281368)+W(1,1045372780,-1068615761,-1087414339,-1121241308)+W(2,1047600787,-1091405946,-1067644471,1035929285)+W(3,1041718259,-1097556864,-1118166494,1004087438)+W(4,1017706532,-1115589617,-1138447737,1018060402)+W(5,1078313037,-1100339818,1021983592,1061712823)+W(6,1048822788,1030149270,-1123293195,1079888634)+W(7,1035128990,1021734756,-1120625820,1023636550)+W(8,1029627322,-1133676977,-1140256393,994323516)+W(9,1015111478,-1130902073,1012505315,-1133709215)+W(10,-1124744731,-1123320040,1028720332,1023885100)+W(11,1009567515,-1136405679,1022959192,1010097407);WS(1057577783,-1116545908); +sum1=W(0,-1119858755,1007841757,1023488522,-1140559047)+W(1,1019558160,-1135636631,-1099448121,1001413734)+W(2,-1123065945,-1112832085,-1106014610,1027838711)+W(3,-1116764451,1007686986,-1132115376,-1133184076)+W(4,1034355893,-1102068668,-1127758170,1031631673)+W(5,-1095265297,1043309332,-1139646818,1034820815)+W(6,976310772,1018622064,1058446926,-1133110549)+W(7,1033492939,1033353766,1033516923,1031909175)+W(8,1038802963,1023940956,-1129099776,1037581685)+W(9,-1118918103,-1133216315,1023108226,1020321573)+W(10,-1110623851,-1123708581,1027058075,-1104027725)+W(11,-1114622946,-1118432359,1025545342,-1124259695);sum2=W(0,1036960926,-1121090060,-1124752720,-1139693312)+W(1,990661185,-1112556974,-1099787410,-1143311649)+W(2,1000525745,-1104610584,-1123282486,1015972640)+W(3,1028832752,-1104217347,1028371280,-1129692664)+W(4,-1103693150,1034222778,999696497,-1098950560)+W(5,1052753541,1058657457,-1104157082,1033289622)+W(6,1031872996,1044261031,1042484509,-1106573325)+W(7,-1115847157,1041506121,1026599244,-1115662969)+W(8,-1119707404,1014405392,1026280044,-1111434581)+W(9,-1108624084,1023217352,-1121205834,1018041096)+W(10,-1121815492,1017712752,1005957425,-1111132399)+W(11,-1129135268,1010211304,-1139874592,1018446608);WS(1063874743,-1123600943); +sum1=W(0,1005084141,1029034162,-1110972995,1026726381)+W(1,1022502021,1019350337,1029564141,-1121313992)+W(2,1012880846,-1112342611,1021423943,1010678471)+W(3,1031948511,-1096649610,1036724585,1016038684)+W(4,-1096434085,1052968261,1060534134,-1088392527)+W(5,-1089197156,1048937234,1061531727,-1088422197)+W(6,-1099324833,1049533342,1053585019,-1089730182)+W(7,-1102131796,1047748258,1044791660,-1105649226)+W(8,-1125442370,1023149165,1017113381,-1131352649)+W(9,1007055431,1028622922,-1121647548,-1111100967)+W(10,1037169096,-1122598880,-1132301739,-1124123103)+W(11,1048887628,-1134858375,1017220849,-1119334386);sum2=W(0,-1114001722,-1113317539,-1098661524,1041516351)+W(1,-1127882717,-1113172562,1041960143,1031962338)+W(2,-1116893380,-1108932190,1057245216,1024371132)+W(3,1035584360,-1090505328,1040530840,-1137233618)+W(4,1066164852,1062194047,1067471192,1065773241)+W(5,-1071023147,-1071391818,-1131590099,-1094243603)+W(6,1043021464,1036914992,-1082288010,-1087722937)+W(7,1062948018,1065534266,1056604249,1059923771)+W(8,1029392016,1015621429,1025030832,-1095722385)+W(9,1027735196,-1106774969,1033273068,1045112423)+W(10,-1110460182,-1147670187,1021784721,1047570295)+W(11,-1096088381,1025226110,-1157997580,1008215114);WS(-1081605212,1037230241); +sum1=W(0,-1127382348,-1127078325,-1115600951,-1129286954)+W(1,-1119205995,1032978341,1045220821,-1114123448)+W(2,-1114061454,1039357911,1031622828,-1116053850)+W(3,-1165173963,1026874614,1020277751,1024011222)+W(4,1037397159,-1101819637,1042245092,-1139829872)+W(5,1057561887,-1089716883,1057239854,-1103957592)+W(6,-1103125195,-1162281827,-1088291628,1057799156)+W(7,-1159950147,-1144308089,-1111135597,1035843369)+W(8,1025459530,-1140137724,-1191245347,-1130516890)+W(9,1040837167,-1153142562,-1135821456,-1098019463)+W(10,-1123433113,-1115244132,-1123070334,1039979404)+W(11,-1115664788,-1121723210,975751222,1008116332);sum2=W(0,-1132201467,-1115667911,1027890930,-1129847377)+W(1,1032250249,-1115518668,-1109124506,-1111059277)+W(2,-1175110606,1033851379,-1131706033,1003251981)+W(3,1007928974,-1130851063,1008685286,-1119100754)+W(4,-1139027758,-1086235324,-1131041629,1045384717)+W(5,-1088514518,-1104078593,1071241567,1062718876)+W(6,-1096199608,1021865867,-1091065468,1043614591)+W(7,-1126833063,-1120766781,-1113376611,1038009999)+W(8,1015945835,1022067627,-1129495121,-1118537275)+W(9,1050303031,-1109320206,-1139816838,-1090110249)+W(10,1030828678,-1140186118,1035917053,-1130925231)+W(11,-1121346672,-1130315761,1027374356,-1128909271);WS(1048635758,-1111558989); +sum1=W(0,1007517554,-1144951432,-1114167026,-1116715915)+W(1,-1130676803,-1116349759,1032434734,-1125319757)+W(2,-1122176818,1037795522,1007313161,1032051720)+W(3,-1125995833,1022555096,1011561671,1019813529)+W(4,-1100411873,1042364482,1046236914,1019884197)+W(5,-1099356457,1060062511,1057088310,-1082609609)+W(6,-1098216348,1032549225,-1105629450,-1114189151)+W(7,-1115419480,1017135051,-1156935944,-1118483848)+W(8,1030303424,-1115625243,-1123924777,1023679491)+W(9,1027068912,-1117219752,1018952757,1025882348)+W(10,1037080648,-1117338239,-1128015465,1046455412)+W(11,1020138940,1015509889,1001454266,1024380849);sum2=W(0,-1128076598,1032749056,1032764106,1017200252)+W(1,1027061114,-1091917968,1042154489,1020177744)+W(2,1007295183,-1109350747,-1115647155,-1120062015)+W(3,-1120999608,-1152745757,-1136438311,1005463470)+W(4,1036328960,-1105592489,-1120952053,-1100965710)+W(5,1069362278,1053281179,-1093732085,-1079875623)+W(6,-1121245377,1023497366,1053015354,1041923814)+W(7,-1115720719,1040619345,1044015507,1023734232)+W(8,1037836738,-1121478225,1026555164,1023440400)+W(9,-1110949820,1004458190,1032334674,-1110726007)+W(10,1029656316,-1115087241,1030547292,-1097734576)+W(11,1039138178,-1107079388,1024950244,-1107014120);WS(1057226679,-1099093504); +sum1=W(0,-1111361838,-1097721634,-1106860569,-1117743115)+W(1,-1115584496,-1098477656,1017711998,-1142218540)+W(2,-1112915081,-1127808199,1017808579,-1144474236)+W(3,-1124754680,988685674,-1110778360,-1118048876)+W(4,1043835217,-1113320356,-1116606854,1059123761)+W(5,1036645937,1036044245,-1098795498,1054886149)+W(6,-1102898152,1054951826,1058878095,-1096319852)+W(7,-1103594844,1057715322,1042821748,-1108186916)+W(8,1021938430,-1108681130,-1126837697,-1117312579)+W(9,-1113074392,-1126342351,-1128001843,1024346219)+W(10,-1104150268,1022603516,-1145404316,-1113306631)+W(11,-1104945799,-1166667748,-1113519979,-1109837016);sum2=W(0,-1121365003,-1113297695,-1115134458,1017552406)+W(1,-1126393870,1034056828,-1121331284,1024315197)+W(2,1026122801,-1122098200,-1116036592,1006096662)+W(3,1010820131,-1114451237,-1138309587,-1115019758)+W(4,1033578978,-1119377084,1040415751,-1123239700)+W(5,-1122610502,1042552247,1033268884,1032104202)+W(6,-1128246386,1038912262,1014688747,1042239151)+W(7,1021632898,1013103251,1011328923,-1130645774)+W(8,-1140510683,-1154029132,-1116030864,1024802817)+W(9,1027588477,-1123710517,-1127078294,1031096569)+W(10,-1106292650,1002524342,-1142638070,-1116363642)+W(11,-1106135611,1026182445,-1123496021,-1119712705);WS(-1108758968,-1120615143); +sum1=W(0,-1118729201,-1115009907,1043847294,1007512449)+W(1,-1188181540,-1103491829,1038269372,1033236958)+W(2,-1139132956,1028990457,1026842103,1032455763)+W(3,1028445809,1045480960,-1112992067,-1126666947)+W(4,1047642150,-1097300100,-1089504654,1041722714)+W(5,1056274631,-1092329088,-1092318719,1052029054)+W(6,1044856958,-1094694701,-1088834696,1057598894)+W(7,1008203541,-1095636207,-1102944265,1049081300)+W(8,1024857813,-1157490338,1021562716,1035899020)+W(9,-1115586563,-1127937658,1033997944,1041772976)+W(10,1028932916,-1139535439,1034853541,1037648114)+W(11,987483733,1033314299,999073631,1031373190);sum2=W(0,1027503424,1016942723,-1119857460,1022601823)+W(1,1031020236,1049278985,-1113768249,-1114440342)+W(2,1028798660,1008539869,1023747258,-1115479573)+W(3,973255146,-1124354630,1030670036,-1137878778)+W(4,-1112391205,-1076271776,-1068582801,-1099325942)+W(5,-1097330938,1077639092,1067690352,1050839307)+W(6,-1108724816,-1120523343,1061065209,1019565806)+W(7,-1115374863,1029925423,1002861982,-1143955309)+W(8,-1104095012,1016973548,1015907333,1035739756)+W(9,1047876791,1015148595,-1122697579,1026494027)+W(10,-1115660355,1032414836,-1106941761,1016405011)+W(11,1033007729,-1124658022,-1126087053,1022661839);WS(-1125070560,-1096513533); +sum1=W(0,-1141896047,1035442769,1032850683,-1112401838)+W(1,-1125005414,1036941992,1027743049,-1114813980)+W(2,-1115056418,1037833707,-1104378805,1026386210)+W(3,-1125623196,1033887999,1022681350,1012901881)+W(4,-1105684773,1047296038,1046757622,-1111199410)+W(5,-1099350541,-1107426238,1061969278,-1093508577)+W(6,-1112618105,1028130403,-1092774776,1060063436)+W(7,988362813,1016528878,-1127381572,1035294797)+W(8,1013771590,-1113414691,-1110786345,1033951818)+W(9,1023589122,-1114443933,-1131095256,-1100008383)+W(10,-1110298148,-1117830096,996299870,-1122038496)+W(11,-1106008748,1014753608,-1140100259,1030080099);sum2=W(0,-1110645236,1043920397,1024340419,-1128089453)+W(1,1026446699,1009781987,-1129344777,-1130916401)+W(2,1032679495,1037523581,-1102796808,-1115610756)+W(3,-1123355757,1026431795,1023912055,-1114433002)+W(4,-1114712453,-1097377481,-1103821003,-1102023306)+W(5,1057874897,1059140954,972074333,1028225499)+W(6,-1102216434,-1107293486,1038144249,1052660862)+W(7,-1128264837,-1102041035,1006589878,-1127455825)+W(8,-1109265540,1026656603,-1119644228,1043342989)+W(9,-1103696793,1032660433,1034952995,-1100613575)+W(10,-1131885037,1029362471,-1130501689,-1116201867)+W(11,-1127587329,1005668278,1013212643,-1105206442);WS(1049867118,1034735186); +sum1=W(0,-1117373036,-1123455456,1029333619,-1127774262)+W(1,-1112922680,-1096141178,-1105261096,1031064438)+W(2,-1132535687,1024540628,-1120189874,1012648832)+W(3,-1140537009,1000234461,-1138107141,-1120670652)+W(4,1040322517,1032014380,1024964758,1019113028)+W(5,-1101685436,1050135703,1048588372,1040279186)+W(6,-1121818673,1040490120,1034886579,1044944438)+W(7,1032620736,1034120602,1016312768,1035373868)+W(8,1019723167,-1118901061,-1121402761,1007980364)+W(9,-1100797936,-1110911420,-1126411220,-1114399774)+W(10,-1150021355,-1114680743,1019321608,-1113398479)+W(11,1008873398,-1121766352,-1121234663,-1128775361);sum2=W(0,1020587590,-1127668568,-1111556088,-1161289046)+W(1,1031608572,-1092239431,-1095922552,1029682388)+W(2,-1129471662,-1120133906,-1165373610,-1117304231)+W(3,-1134569151,1019046119,1007233453,965398246)+W(4,-1130067243,1018324827,1024158411,1038429491)+W(5,1058359401,-1093717514,-1123472030,1050898724)+W(6,1044552317,-1112781150,-1118204561,1040200303)+W(7,1031851372,-1120826542,1017795291,-1132308256)+W(8,1035096674,-1127328688,1016121349,-1123794133)+W(9,1042534485,-1126252937,-1126947701,-1142905112)+W(10,-1136196985,-1137031592,-1122434117,-1137719883)+W(11,-1128305748,-1162116006,-1121369248,1027736448);WS(1063598519,1040709546); +sum1=W(0,1025004011,1018517694,-1129964132,989424433)+W(1,1010227902,1042042835,1036280904,-1117397173)+W(2,1035862832,-1108371497,1025484624,-1116859551)+W(3,1028295307,-1105766207,1028794752,1012428267)+W(4,-1096845618,1052096915,1056340507,-1092181324)+W(5,-1082263275,-1117189370,1055848084,-1092686069)+W(6,-1124000752,1053676604,1053023013,-1087946945)+W(7,-1108973663,1048031389,1044581128,977020321)+W(8,-1124688156,1025298052,1007420926,-1140166214)+W(9,1041673920,1030527159,-1114706068,1027380346)+W(10,1021321051,-1130325786,1004378644,1025279965)+W(11,1035434166,1015026205,1025029349,-1125256895);sum2=W(0,-1132752301,992269838,1040099849,-1128989779)+W(1,-1112228563,1034859451,1034828720,-1121498089)+W(2,-1111737432,-1122349299,1034954038,1023519830)+W(3,-1134051546,-1112348174,1019899084,1023675120)+W(4,1034251701,-1130867684,1021993174,-1100874000)+W(5,1044543345,1053848304,-1113539068,-1104384455)+W(6,1028583216,-1100179639,-1104908283,1046406891)+W(7,1040182737,-1097476412,-1111378604,-1114022376)+W(8,1034483450,-1123860313,1011642260,-1130783901)+W(9,1016645052,-1122625223,1016725938,-1122004711)+W(10,1016210650,-1114528083,1011006880,1032774629)+W(11,1025418184,-1141294629,1021084026,1033297067);WS(1052377710,-1116561061); +sum1=W(0,-1112995181,1046449684,1026711393,-1122160137)+W(1,1017022397,1051777944,-1094207935,1021266631)+W(2,-1105019076,1045042328,-1105978112,1032809511)+W(3,-1119221338,-1140595366,-1140860791,1019774100)+W(4,-1103073456,-1112523427,1023922180,1034438088)+W(5,-1091454284,-1107259466,1031595583,1059878180)+W(6,-1137740923,-1094439010,1059633699,-1108523806)+W(7,1015748571,1019553093,1048809290,-1113848547)+W(8,1036366239,-1110629817,1014756539,-1115207840)+W(9,1043506315,-1122333286,1025340632,-1096200621)+W(10,1043730779,-1114494718,-1126028515,-1105628259)+W(11,-1117446555,-1121208702,1024493780,-1114298535);sum2=W(0,-1110204990,-1122326332,1023545558,-1125003387)+W(1,-1110854180,997586352,1039271760,1008672566)+W(2,1007507570,-1126010948,1043658401,1015432805)+W(3,-1145172348,1018354299,-1128126180,-1129875419)+W(4,1049948311,-1106041547,1019826271,1001356924)+W(5,-1099440370,1057375034,1040609653,-1104177316)+W(6,-1112581048,1041033112,-1098469549,-1101604747)+W(7,-1118892801,1026776081,-1108980340,1034699764)+W(8,-1122275300,1028296019,-1114113554,1029018751)+W(9,-1099421810,-1122149120,-1143932072,1017003703)+W(10,1018898909,-1129527698,-1118594118,1052007058)+W(11,-1123423040,-1147650596,1031512617,-1118843549);WS(1066846108,1044745002); +sum1=W(0,978233216,-1107121557,1049403789,1019372186)+W(1,1025331363,-1134682116,1041504923,-1129136976)+W(2,1015116199,-1122699462,1039399714,-1142297744)+W(3,1016287548,1026221102,-1121336819,1015645340)+W(4,1051348497,-1100692098,-1091781177,1042475733)+W(5,1054698948,-1089263023,-1091573825,1048713517)+W(6,1058118606,-1090043533,-1091452887,1049146911)+W(7,1056609718,-1091564925,-1102394372,1046729314)+W(8,1039801345,1009376476,1015897062,-1124410122)+W(9,1040511932,1006187856,-1126291000,1032893815)+W(10,1032222216,1012743170,1016897132,-1146055296)+W(11,-1107840672,1000566800,1010428515,-1115550793);sum2=W(0,1025173682,-1110698495,1040076187,-1121498998)+W(1,-1123064681,-1114452496,1046879062,-1127952317)+W(2,1031547392,-1113826794,1037259271,1031325102)+W(3,1013263415,-1114840697,-1113826560,-1116804726)+W(4,1027215822,1032193313,-1097642453,1040991236)+W(5,-1079622690,-1070315938,-1089335507,-1097422534)+W(6,1059352243,1063284099,-1080614075,-1113150532)+W(7,1048220488,1071802337,1075195474,1032134129)+W(8,-1107046015,-1127878497,-1143069461,1041191639)+W(9,-1107556506,1031644922,1033858873,1027648922)+W(10,1044912350,-1135729999,-1125227083,1040688678)+W(11,1050907604,-1104322253,-1112123781,-1107091577);WS(-1083170743,1032719415); +sum1=W(0,1027723212,1037576352,-1115388842,1023701883)+W(1,989186599,1034436696,1028066352,-1122560214)+W(2,-1118377474,1036384970,1046871436,1018265472)+W(3,-1143849572,1033711598,1041769608,1034616094)+W(4,-1104329709,1047136718,-1131637740,-1095142736)+W(5,-1091782714,1058921626,1050356544,-1093573195)+W(6,-1088395265,1046747968,1057401704,-1090370147)+W(7,-1085234190,1051022467,1048250192,-1092608855)+W(8,-1114738168,-1143133226,1012236805,1043889005)+W(9,1035779088,1024911192,-1126174356,1032119470)+W(10,1026791695,-1122725807,1033076018,-1119260798)+W(11,1035213927,1028803056,1033024419,1007978244);sum2=W(0,-1148866748,1043419584,-1091007599,1040592912)+W(1,-1113675298,-1100951705,-1111893630,1032765896)+W(2,-1111525482,-1123081200,1030657616,1035431068)+W(3,-1111672592,1048594219,1009914590,1031171080)+W(4,-1102576481,-1110256028,1061904811,-1122569720)+W(5,1060370086,1060838438,1042199718,-1114969246)+W(6,-1112438148,-1086083341,1061366749,1018512847)+W(7,-1120657004,-1090315205,1029235040,1033713452)+W(8,-1106770914,1043044202,-1107753434,-1096410255)+W(9,-1088153932,-1121677972,-1138614142,-1108992598)+W(10,1039676388,-1117594428,1049599377,-1091610254)+W(11,1040642594,1041324320,-1154941432,-1104419583);WS(-1087374135,1068569819); +sum1=W(0,-1114460210,-1134485343,1036038485,1034522569)+W(1,-1156322949,-1102898978,998999958,1040675195)+W(2,1038944141,1032843110,1032174021,-1126356143)+W(3,-1147588893,1041667373,-1112707068,-1123272884)+W(4,1048850073,-1097395434,-1092286050,1051494643)+W(5,1058980799,-1086427635,-1093950865,1055860825)+W(6,1048730421,-1098221875,-1097745188,1050366134)+W(7,1049367775,-1093210118,-1095510475,1043911796)+W(8,-1155697773,1035227470,-1124293233,1024631242)+W(9,1036357020,-1115248568,1022306499,1034953465)+W(10,1020968428,1020281868,1025097211,-1115522123)+W(11,-1134843155,1003691067,-1112095119,1032316940);sum2=W(0,-1109420523,1040154700,-1101176821,1036982689)+W(1,-1114883799,1011961296,-1103427381,1038171016)+W(2,1023400751,-1112162319,-1115041464,1032698755)+W(3,1034471555,-1117007917,-1114657793,-1119043865)+W(4,1008871494,1051308638,1031712503,1032029724)+W(5,-1094943648,-1090481186,-1103617514,1053639476)+W(6,1015257266,-1110670159,1048516585,1046242469)+W(7,1031877719,1044794303,1026474691,1018562568)+W(8,-1089037290,1036178124,-1135236510,-1095262307)+W(9,-1077304111,1063074442,1056219784,-1077227331)+W(10,-1086532256,1074120487,1070767205,-1075605762)+W(11,-1110424851,1052188053,1066414901,-1115849955);WS(-1094340206,1025238393); +sum1=W(0,-1120317764,-1123694073,1041212259,1025401267)+W(1,1017691154,-1128349902,1040075594,1029217422)+W(2,1006374863,1030337996,1030937834,1015273200)+W(3,1023921508,1048792866,-1112880429,-1149759301)+W(4,1044638395,-1099303356,-1087771683,1051626551)+W(5,1049159169,-1090474853,-1089805402,1051991350)+W(6,1045537234,-1095611655,-1089928234,1055056667)+W(7,-1109761292,-1097665994,-1103717662,1047952828)+W(8,1027277160,1003045609,1024873417,1026720107)+W(9,1032035372,-1140916353,1025974530,1042793877)+W(10,1028636183,-1125445197,1026491292,1038797403)+W(11,1024357062,1024842472,1018728702,1034683820);sum2=W(0,-1125328223,1007328518,-1117564089,1016272983)+W(1,-1136495190,-1106032359,1038058236,1019432157)+W(2,-1122054341,-1129861056,1036423350,1024638490)+W(3,-1137665190,1032273458,-1141592892,1016158573)+W(4,1047318060,1074423709,1082928383,1054344808)+W(5,-1084625245,-1066615612,-1074337637,-1095657702)+W(6,1036648948,1034359725,-1087090886,-1124414562)+W(7,1033205457,-1114245215,999766988,-1120282232)+W(8,1037006400,-1137080694,-1113989008,1043627742)+W(9,-1106132294,-1126758430,1017883877,1040243063)+W(10,1004167460,-1113361096,1040797418,-1119023275)+W(11,-1113153751,1022755221,1023713345,1002865564);WS(-1098231918,1035887052); +sum1=W(0,-1112046456,-1119004197,-1117693688,1007686525)+W(1,1025581173,-1092353842,-1104788790,-1136641001)+W(2,-1165513922,-1146015939,-1104580134,-1121240420)+W(3,-1123656209,-1117522176,-1162096818,-1114143760)+W(4,1036810732,-1097653932,-1105099271,1048268202)+W(5,1069647932,1066085926,-1098720398,1055375147)+W(6,1020096363,-1123833253,-1093227035,1052170270)+W(7,1031911554,-1130540403,-1107379122,-1125578169)+W(8,-1130249512,-1115219957,1016554315,-1110112236)+W(9,-1091717545,-1143806946,-1142876018,-1106155488)+W(10,-1108464746,-1123809427,-1113561092,-1110987409)+W(11,-1106840908,-1120698772,-1113074326,-1156567122);sum2=W(0,-1139529830,1033326245,-1121500935,-1125891647)+W(1,-1119620679,1033808587,-1110257678,-1127048511)+W(2,-1133002574,1023704513,-1152963927,1015042367)+W(3,-1136336990,-1159911790,-1125968895,1001053676)+W(4,-1133323886,-1167588957,1017645919,1021750179)+W(5,1061147710,1055027509,-1108825416,1040835222)+W(6,1035246842,-1090179180,-1105425292,-1110018076)+W(7,-1144777900,-1104047270,1035235033,-1123027527)+W(8,1018366499,1021086319,-1118741587,-1130193055)+W(9,1035778772,-1123951235,-1113356630,-1144215516)+W(10,1019226535,995355927,-1124596863,-1105010302)+W(11,-1137733870,-1141401292,-1135606974,-1113493000);WS(-1081201436,-1083122818); +sum1=W(0,1040103323,-1121204906,-1118776317,1024396773)+W(1,1042893967,-1101546374,1048678635,-1104054160)+W(2,-1122190892,-1112386175,1036673102,-1121710378)+W(3,1020559724,-1111471555,1022162966,1038539251)+W(4,-1098486564,1048677796,1056470156,-1090317103)+W(5,-1101075087,1052113969,1048629197,-1094484293)+W(6,-1099326495,1057451847,1033707976,-1095873942)+W(7,-1095630377,1053998976,1027207978,-1101153544)+W(8,-1105729174,1010393788,-1124728406,-1120183581)+W(9,1048228642,1048587688,-1105359341,1032093347)+W(10,-1102747354,1034642220,-1107414311,1044099610)+W(11,-1125760751,1033222029,-1109685144,-1114063013);sum2=W(0,-1128601535,-1139320303,1029357099,-1130151079)+W(1,-1116462462,1036545095,1016703563,1016586775)+W(2,-1136401487,-1115282656,1027702761,1006316053)+W(3,1015531121,-1128863347,1025282364,-1134837023)+W(4,1027307392,-1124015138,-1126143047,-1141051917)+W(5,-1084177500,-1061542668,-1090482710,1040480663)+W(6,1033882273,1042416533,-1081711054,1027514935)+W(7,1013565163,1030037156,-1107083018,975470826)+W(8,1026568428,-1128887123,1016378649,-1138853383)+W(9,1087807110,-1109325640,1024508650,1051692940)+W(10,-1101742731,1030137534,-1115450794,1065457143)+W(11,-1123914522,-1122133136,1016609727,1035528582);WS(1056806766,1019813151); +sum1=W(0,1027672232,-1098777292,1038862168,-1109922347)+W(1,-1106442907,-1131946518,1057340869,-1113027385)+W(2,-1127683323,-1100586740,1048903346,-1119504732)+W(3,-1122196904,-1136830686,1027127869,1015134384)+W(4,1025923920,1046907893,1045176100,-1094336356)+W(5,1049099726,1060367739,1028090813,-1089223672)+W(6,-1122538541,1052174932,-1102839017,-1102142547)+W(7,-1100472159,1047790604,1024110556,-1099585557)+W(8,-1097985673,-1143840774,-1117706029,1023835087)+W(9,1010151151,1025756788,-1111671123,1044113854)+W(10,-1093148714,1040843731,-1111600768,1051267347)+W(11,-1137237669,-1131252120,-1107564881,1029024221);sum2=W(0,-1116580030,1033363716,-1119367753,1016054025)+W(1,1024017790,-1129548157,-1107794961,-1128856269)+W(2,1003808451,1039517400,1034251322,-1120027976)+W(3,1020365697,-1174223189,1019337653,-1120561807)+W(4,-1119979151,-1114756690,1024987046,-1115811972)+W(5,1051115205,1048732221,-1100926142,1046175546)+W(6,-1127431641,-1104827086,1044324276,-1095340379)+W(7,-1148320619,-1138276477,-1139095561,976018325)+W(8,1025664850,-1120202841,1007599121,1016843613)+W(9,1029232538,-1123931557,-1144919563,1028330842)+W(10,1042504965,-1118580981,-1122027017,-1105635461)+W(11,-1117203320,1009819353,1016896817,-1118828309);WS(1067549148,1061168738); +sum1=W(0,1019396970,-1102760394,1041916271,-1136860560)+W(1,1031876061,-1127917744,-1100215160,1034693791)+W(2,1026075051,1042570959,1038708237,-1126960466)+W(3,-1125694250,-1114527138,1024557450,-1129065354)+W(4,1046914407,-1097589844,-1099729080,1043173595)+W(5,1041579695,1044764001,-1085101004,1063664325)+W(6,-1099553438,1046958554,1062969721,-1084953669)+W(7,1036161892,-1129394940,1031927572,-1111656016)+W(8,1036811500,-1118556558,-1117900922,1028345500)+W(9,-1111608196,-1148658183,-1118557363,1044130369)+W(10,-1104831702,1014732126,1028601293,-1096862061)+W(11,1028864534,-1111432076,999719805,-1121741642);sum2=W(0,-1109648154,-1096035348,-1097183834,1037988572)+W(1,-1110735622,1044362532,-1106718097,-1115314649)+W(2,-1115532881,-1118097482,1044653749,1029414023)+W(3,-1123631499,1035597348,1036871139,-1114457629)+W(4,1046143856,1047451704,-1112255513,-1096111302)+W(5,-1100541529,-1089624797,1048785443,1065688064)+W(6,1041170408,-1135819985,1040629892,1022961930)+W(7,-1109551474,1030316886,-1109975688,-1121640520)+W(8,-1109281762,1021094187,-1131066844,1025606252)+W(9,-1124926742,1035314838,-1118872350,1025033440)+W(10,-1109992198,1004115214,-1132267648,1024229044)+W(11,1031542857,-1117895342,-1128646118,1007526703);WS(-1090126519,1034760182); +sum1=W(0,987019599,1040082783,1038732905,1022234099)+W(1,-1125185183,1019049563,1042926010,1021371561)+W(2,1005824514,-1108355337,-1101231100,1040030303)+W(3,-1120592523,1035983309,-1115211984,1028122555)+W(4,-1096833350,1049531159,1049091087,-1095221408)+W(5,1049172122,1048882035,1052645704,-1090005917)+W(6,1052986466,-1089320760,-1086324445,1056956325)+W(7,1025899358,-1123937043,-1101798768,1046568014)+W(8,-1100657291,1036771650,-1130848127,-1141106060)+W(9,-1113910991,1025403478,1035488804,-1098472859)+W(10,1033537135,-1138596020,1007113098,1041783487)+W(11,-1125397784,-1127374557,-1128732298,1037621024);sum2=W(0,1011977196,-1102682487,1032939170,1016736022)+W(1,1019963070,-1102949496,1037611888,-1137999416)+W(2,-1122046802,-1110345340,1039010410,1030437859)+W(3,1018753414,-1113761662,-1124097437,-1142727409)+W(4,1060510561,1060805847,-1102551566,-1122689775)+W(5,-1073351999,-1073393989,1057985083,1051792579)+W(6,1062467108,1062012989,1057367527,1059164734)+W(7,-1101619274,-1099879364,-1147452225,1031495287)+W(8,-1122236502,-1128029215,1026411789,-1122487238)+W(9,-1103029047,-1125796177,1019619350,1036808922)+W(10,-1106860549,-1119780381,1024266957,1039165500)+W(11,1015482390,1016465010,1024156551,-1143421321);WS(-1089242039,-1127205581); +sum1=W(0,1037734344,-1111320098,1047404342,-1124452989)+W(1,1045032037,1038279993,-1115981071,-1136469606)+W(2,1029283077,1030509432,1006926037,-1131176455)+W(3,1029887056,1043334248,-1123275877,1038076384)+W(4,1001557948,998659036,-1114062493,-1086849964)+W(5,1059294849,-1107330927,-1096047365,1055753134)+W(6,1049404683,-1087265492,-1105936042,1006841992)+W(7,1044156233,-1080260267,-1095492784,1037635838)+W(8,1038364441,1032729828,1010360274,1042532510)+W(9,1044317529,-1118190491,1015888923,-1118490271)+W(10,1043122385,-1123196402,1021147727,1035319841)+W(11,1053177470,-1118995315,1027584778,1027367204);sum2=W(0,-1114965417,1046605828,-1102843967,1029897599)+W(1,-1121485495,1048791648,1033633995,1025776431)+W(2,-1113546368,1031053127,-1104898739,-1140617930)+W(3,-1117524097,-1108356905,-1108448442,1031651703)+W(4,1025076963,-1100594038,1049416264,1001547796)+W(5,1044097140,-1117020477,-1096668289,-1090433692)+W(6,-1118485295,1034926551,-1102246327,1042488362)+W(7,1040816680,1044694712,1047237110,1045463546)+W(8,1041915682,1020641677,-1115391670,-1120840401)+W(9,1042521794,1034331443,-1111492899,1040646462)+W(10,-1109164591,-1134127978,-1115861875,-1112857889)+W(11,-1109851905,-1124879769,-1120855845,1015998805);WS(-1081567068,-1085072352); +sum1=W(0,1017630556,-1102096537,1008391383,1026202077)+W(1,-1120073907,-1113888457,-1105309517,1034866076)+W(2,-1122725732,1010107993,1038015146,990337572)+W(3,-1135328058,-1107104879,1035371298,1016189565)+W(4,1035138955,-1113878797,-1106037014,1043376377)+W(5,-1088326467,-1099527071,-1091962582,1062685095)+W(6,-1095652846,1048331161,1065743931,-1087780001)+W(7,-1134788873,1033560764,1035819857,-1111927693)+W(8,1041401156,-1112723700,1015626934,-1119432853)+W(9,1036249665,-1112822301,995954372,1028045374)+W(10,1030964177,-1165855255,1036674595,-1122166240)+W(11,1034792920,-1140134473,1020668626,1030882915);sum2=W(0,1034880732,-1110518368,1025808817,-1101998430)+W(1,1034691412,-1098171169,-1090739547,-1111573656)+W(2,1032207084,-1112107064,1047617175,1017688506)+W(3,995363580,1035291452,1027687639,1002612774)+W(4,1035202798,1044537615,1041383807,1026331301)+W(5,1068344140,1069658374,1045506861,-1095903349)+W(6,-1108916250,-1135142667,-1090700374,-1085314459)+W(7,-1111293323,-1105384559,-1106371211,-1113844364)+W(8,-1096440885,1042833515,-1108635033,1033833028)+W(9,-1094064924,1037649108,-1107072548,1030373631)+W(10,-1113568166,996218700,-1117475933,-1106284721)+W(11,-1113615358,1031725587,-1115713024,1043762008);WS(-1122270064,-1083487436); +sum1=W(0,1000846209,1031069285,-1111938972,1022021054)+W(1,-1133172181,-1122478547,1035108132,-1120651002)+W(2,1008528664,-1109542844,1022898156,1015175368)+W(3,1032206792,-1099224128,1003755051,1014262402)+W(4,-1092279467,1053406092,1061173530,-1089129474)+W(5,-1088959911,1046812368,1061891890,-1089405705)+W(6,-1113192731,1035774995,1052509753,-1101358829)+W(7,-1105614817,1041852206,1040815801,-1110785838)+W(8,-1112839626,997371026,990992466,-1117042135)+W(9,1035227362,-1136588785,-1123767278,-1115403968)+W(10,1035355065,-1120262163,1014548513,983155781)+W(11,1046440556,-1196238920,-1139309996,-1114859906);sum2=W(0,1022028328,998943655,-1111986018,1044179919)+W(1,-1118974089,-1095846499,-1095034556,1040258943)+W(2,-1117110809,-1099083231,-1110448374,1033279863)+W(3,-1103290765,-1101323001,-1120681553,1031745329)+W(4,-1088604014,1029389095,-1092393621,-1080384748)+W(5,1073459027,1071708766,-1090514887,-1104000317)+W(6,1045892370,1049307354,1012336831,-1098039236)+W(7,1055006842,1051814517,-1100485937,-1111672860)+W(8,1009323699,1021777892,1031858735,1048581079)+W(9,-1097133430,1024702395,1024626196,1015383036)+W(10,-1097759856,1030521846,1031448400,-1122793353)+W(11,-1091667564,1029007432,1016567237,1041920736);WS(-1097130350,-1073679750); +sum1=W(0,1025389788,1008724804,-1142702368,-1154560184)+W(1,1000633100,1046084016,1035954194,-1145657140)+W(2,1032643785,-1106616153,1042008657,-1120139600)+W(3,1030414749,-1102859291,1025929714,1008755251)+W(4,-1096179481,1053502809,1034517635,-1095841490)+W(5,-1085973126,1057148843,1045830013,-1095185831)+W(6,-1096805620,1052799826,1051926551,-1089907161)+W(7,-1107347576,1050172789,1043469780,-1098086361)+W(8,-1112918112,-1143244972,992206103,1044574577)+W(9,1025817904,-1139683234,-1122388570,1042446427)+W(10,-1123577295,1017209342,1018417129,1017272605)+W(11,1014891512,1026775680,1016358830,-1143679882);sum2=W(0,-1140009235,-1137197699,-1106123822,1021941992)+W(1,1025391436,-1103278668,-1104678389,1026649920)+W(2,-1110654493,1026389826,1049392706,1033557641)+W(3,1031221238,-1107040085,1046385471,-1117894486)+W(4,1040410800,1048777558,-1135582819,1031547466)+W(5,-1069452203,-1086654414,-1102399061,-1091687878)+W(6,1075377385,1051671224,1036526271,1071493698)+W(7,-1101021764,1042747507,1003979070,-1093315115)+W(8,-1114989513,-1129449426,1017098260,1018035752)+W(9,-1112110740,-1134437671,-1170697076,1038853959)+W(10,-1119910153,-1127657747,1030635558,-1155541821)+W(11,-1119798403,1007123883,1010389927,-1130248744);WS(-1110542776,1046722292); +sum1=W(0,1016022658,-1108629467,1033517476,-1112464600)+W(1,981819586,-1113497042,-1106997347,1027765771)+W(2,1025143735,-1106078850,-1116788199,1026835189)+W(3,1024330241,-1124631714,1041100086,-1111607705)+W(4,-1133454244,1032980471,-1131671638,1047470894)+W(5,-1100439522,1042288212,-1092318054,1053995028)+W(6,1048713001,-1121614518,1061947018,-1093531706)+W(7,-1115421707,1041393523,1012478420,-1106135867)+W(8,-1105826521,1026603482,-1142745264,1005087552)+W(9,-1109105451,1017901338,-1129658366,1042584756)+W(10,-1105038597,1040275689,-1142191304,-1098489206)+W(11,-1114990145,1020475210,1016467704,977775992);sum2=W(0,992881643,-1116591675,-1132232893,1031452303)+W(1,-1121457613,-1114931492,1016124301,978475180)+W(2,-1130052481,1040974964,-1094590847,1034445399)+W(3,-1116902843,1035934107,-1110729382,1032145701)+W(4,1032912109,-1116915567,1018866101,-1109510079)+W(5,1032060799,1059251768,1055420465,-1114514404)+W(6,-1087149232,1044275534,-1088887374,1051504728)+W(7,1032317221,-1104983612,-1114948355,1039284419)+W(8,1024567259,-1114177042,1032688527,1014551643)+W(9,-1118272021,-1109972047,1042584708,-1097097100)+W(10,1035881493,-1108606213,1024892699,1048490818)+W(11,1032032409,-1133789139,-1121421993,1032922179);WS(1059165367,-1104520251); +sum1=W(0,-1117692608,1046236477,-1108628644,1007492796)+W(1,-1115310467,1052736188,-1120534447,1009135144)+W(2,-1113191163,1036684740,-1118278150,1014125520)+W(3,-1118876992,1008090175,1015268651,-1129119585)+W(4,-1094176525,-1118419948,1041312427,-1117534006)+W(5,1041258594,-1097199722,-1107420459,1053590938)+W(6,-1106455985,-1100739533,1055263011,1001540436)+W(7,-1114551242,1020553106,1040471133,-1112388022)+W(8,1029454180,-1113899741,-1124001749,-1113108212)+W(9,1053879643,-1114949702,-1131761404,-1110779368)+W(10,1045621277,-1105125705,1025063448,-1098892966)+W(11,1026632706,-1127494856,-1126282358,-1126748266);sum2=W(0,-1115834059,1048986559,-1104527074,1027505664)+W(1,1029257304,-1098414029,-1089420265,1029084872)+W(2,-1138405484,1040673804,-1104406791,-1128264406)+W(3,-1127212263,-1117936348,-1203758566,-1118563560)+W(4,-1098163961,-1125657446,1041601252,1034957797)+W(5,1053778056,1041501740,1045110551,1051828462)+W(6,-1106881855,-1119286592,1041829791,1048509414)+W(7,-1136870020,1022365337,1045914276,-1113115951)+W(8,1041896195,1034858548,-1122847824,-1108054404)+W(9,-1129563106,-1170669534,-1116127595,-1099714824)+W(10,1049994472,-1107117839,1037831890,-1092212913)+W(11,-1139619400,-1127498142,1031508216,-1105182054);WS(1064754871,1064755352); +sum1=W(0,-1126765813,1034558935,1039345889,-1124996947)+W(1,995438583,1031530717,1025078634,-1111973122)+W(2,1011044801,-1112086641,-1102805216,-1131935965)+W(3,-1117569083,-1125705364,-1108706152,1017902933)+W(4,-1096907004,1048609181,1051509189,-1096693846)+W(5,1042155040,1038916133,1055455058,-1092723587)+W(6,1050402072,-1096310694,-1085470304,1055052309)+W(7,1036105095,-1114430562,-1110967031,1045488762)+W(8,-1122110878,981607022,1036233792,-1110987505)+W(9,1036071207,1028131846,1033037628,-1103910610)+W(10,1042970795,-1155599823,-1113728073,1036962198)+W(11,1043170799,-1131031997,-1121653045,999916154);sum2=W(0,1023646322,-1104375670,1035315397,-1133117125)+W(1,1016880452,-1100884270,1045506061,1023723550)+W(2,1032406499,-1100571834,1037072250,-1128763803)+W(3,1024272758,-1106522969,1043010850,-1112596197)+W(4,1023753609,1053589289,-1093657955,1034291601)+W(5,1046403885,1040733712,-1104725243,-1107539440)+W(6,1040670310,1047435788,987308827,-1123261308)+W(7,1037357283,1046389911,-1103530057,-1109210140)+W(8,-1096844972,-1117431336,1063017252,-1083656994)+W(9,-1108767061,-1110535684,1065218548,-1079943056)+W(10,1056439411,-1092199491,-1088643610,1066015084)+W(11,1050581867,-1093142505,-1140617522,1038430454);WS(-1141889920,-1150694570); +sum1=W(0,1035438770,1043244278,-1156363954,-1121776659)+W(1,1029335145,1044045394,1039611642,-1107472311)+W(2,-1122959321,-1113754566,1031781705,1032163820)+W(3,1006930832,-1113010266,1041298854,1035788170)+W(4,-1108191526,1049522698,-1150990554,-1110656781)+W(5,-1089342271,1044281805,1047918398,-1092681840)+W(6,-1110931796,-1118178969,-1142656241,-1107172434)+W(7,-1098776751,1035377494,1044014582,-1106653204)+W(8,1024784007,1026909213,1009891810,1001967189)+W(9,1041259438,1032535224,-1115519345,-1120026675)+W(10,-1114065315,-1114416227,-1156224954,1035091531)+W(11,968315538,-1127266575,1034927023,1037418924);sum2=W(0,-1102787949,1039622534,1059540854,-1096670021)+W(1,1043637876,-1086802625,1064198145,-1099441746)+W(2,1042101483,-1113298762,-1085971065,1052388948)+W(3,1042670443,-1104634628,-1098667485,-1135324433)+W(4,1037899964,1013042349,-1133958494,1045575353)+W(5,-1101655681,1036771998,1040028330,1030855272)+W(6,-1105771070,-1120619083,1032851236,1033969343)+W(7,-1104173140,1030229840,981463467,1036465297)+W(8,-1110193614,988987510,-1118270456,1031038260)+W(9,-1125265460,-1117707023,1032105974,-1117097690)+W(10,1049976190,1021389004,-1134648980,-1103569731)+W(11,1035574893,1035007302,-1119296945,-1101523135);WS(1060329015,-1107100438); +sum1=W(0,-1126768152,-1108878752,1016013223,-1139109867)+W(1,1024792785,1046477388,-1139382101,-1154508124)+W(2,-1121126338,1044791733,1046417836,-1145234942)+W(3,-1128378904,1030070044,-1115375281,-1165337473)+W(4,1042283693,-1103310414,-1098269535,1052529520)+W(5,1051787130,-1088582834,-1093610355,1051369597)+W(6,1046651812,-1097854544,-1090008057,1040695538)+W(7,1046922680,-1105218789,-1110993568,1039020124)+W(8,1033078264,-1113589378,1025836257,-1120993331)+W(9,1015463488,-1124637616,1029380042,1033661966)+W(10,1029328303,1030094510,-1127749832,1035018943)+W(11,-1121430349,1016154976,-1117533511,980238373);sum2=W(0,1016851522,-1156337616,1039646422,-1122821091)+W(1,-1109184296,-1080883791,-1131895450,-1106087013)+W(2,1015529466,-1105476432,-1074990048,1045004090)+W(3,-1115690469,1022339242,-1104782698,1026918939)+W(4,-1123806894,-1105518185,1020520346,-1126218548)+W(5,1071805249,-1096231655,999070248,1035943528)+W(6,-1126394390,1028426171,-1125969764,1071092779)+W(7,-1122803425,-1127395662,1030594487,1031828962)+W(8,1031650855,980292032,1003947528,1030755819)+W(9,1043321474,-1122746065,-1123933765,1015158698)+W(10,1026097175,-1126690400,1018391998,-1125796080)+W(11,-1110808154,-1149029768,1018627618,-1140334484);WS(1004067712,1029538397); +sum1=W(0,-1113057966,-1112884456,1025050595,1039684517)+W(1,976341006,-1106127376,-1120136235,1034662227)+W(2,1039793800,-1136083213,-1108532672,-1116361615)+W(3,1023346679,1026195563,-1109109944,-1114202454)+W(4,1052279792,-1096595713,-1093421305,1055781642)+W(5,1048957300,-1083333863,-1096171643,1057037092)+W(6,1049781884,1050503466,-1093970477,1059667231)+W(7,1052752022,-1119746148,-1098876866,1046150498)+W(8,1008080123,-1134909265,1033902960,-1134522377)+W(9,-1104830972,1017566030,1000314570,1038845557)+W(10,-1105145436,1034175935,-1120056627,-1107387175)+W(11,-1106375815,1002478074,-1129568684,-1111371224);sum2=W(0,1033154491,-1129026548,1023361218,996458418)+W(1,983965669,-1096377075,-1113149678,-1124552606)+W(2,-1118592979,-1107366613,-1108470744,-1113544599)+W(3,-1120675710,978762058,1040480632,1024911403)+W(4,1036155261,-1136279909,-1105686968,1020176326)+W(5,1064108379,1059185253,-1101182829,-1107309754)+W(6,-1147140265,-1097506500,-1094171461,-1113642974)+W(7,-1127049668,1027330889,1038318571,-1123866147)+W(8,1029838361,-1122796554,1016740014,-1112170015)+W(9,1029555247,-1111484496,1027141165,-1110765232)+W(10,995412594,-1108579478,1033692775,1048386684)+W(11,-1102738273,1023291782,-1126067866,1045927904);WS(1047133404,-1079170418); +sum1=W(0,-1116032717,-1127398915,-1122581460,1009155056)+W(1,-1132905800,-1098422622,-1111731450,-1135035740)+W(2,-1123509635,1019095722,-1136427723,1006908676)+W(3,-1147535977,1012838771,1037504657,-1129150906)+W(4,1041078541,-1113404572,1030334583,1042667713)+W(5,1065228285,-1104817319,-1111377849,1051022508)+W(6,1050271906,-1103926112,-1091891141,1042380775)+W(7,1023931745,-1123007382,-1121675713,-1107182030)+W(8,-1123819760,-1122554086,1027163842,-1108143194)+W(9,-1102890728,-1133181796,1023811915,-1112180142)+W(10,1023382911,-1116735535,1001483047,-1111098047)+W(11,-1123177070,-1130799202,1015217807,-1136273159);sum2=W(0,-1155029688,-1121981859,1017708852,-1151544588)+W(1,1007239987,1049278985,-1114670464,1018065470)+W(2,-1118997712,-1156221672,1041079714,-1125453823)+W(3,-1133631258,-1113215345,-1120658712,1007542759)+W(4,-1129630940,1024218233,1008923057,-1147640076)+W(5,-1077783117,-1083801634,-1119653793,-1093073209)+W(6,1034878186,1028846010,1047560438,1074285479)+W(7,1033160981,1022080564,1036336794,1016277382)+W(8,998377109,-1133221663,1018406594,1011942449)+W(9,1041518161,-1123603132,1025316590,-1131988255)+W(10,-1118519138,1024940191,-1131599727,-1114079754)+W(11,1027490516,-1130450701,-1131785133,-1121956184);WS(1043550940,1028476494); +sum1=W(0,-1121780237,-1102302048,-1130981802,-1115183742)+W(1,-1110838377,-1094318158,-1117998761,-1117842775)+W(2,-1111061058,-1115328139,-1102037997,991794198)+W(3,-1113960535,-1106426583,-1113105937,1015980795)+W(4,-1105099981,1040535662,1051762223,-1100607937)+W(5,1062548805,1068023761,1059510884,-1096882923)+W(6,-1097580450,1041348961,1055882697,-1103616404)+W(7,-1100373208,1044552262,1034161697,-1103768718)+W(8,-1138550724,-1111548899,-1121847282,1000007075)+W(9,-1099046056,1013492582,-1132334487,-1102853271)+W(10,-1131654944,-1119471984,1018468811,-1102330336)+W(11,-1110284503,-1148988811,-1129682576,-1112888641);sum2=W(0,-1115037203,1043435491,-1103820712,1029690847)+W(1,1036903221,1028701483,-1100462798,-1127742454)+W(2,1039025001,-1126383902,-1121926871,-1106227374)+W(3,1016988574,-1115441627,1017141302,-1108879063)+W(4,-1096312501,1046052979,1028297515,998970743)+W(5,1041049643,1065575031,-1099477234,1044923803)+W(6,-1125321886,1040854499,-1098681477,1030485727)+W(7,1033537170,-1122382559,-1106467082,1008577020)+W(8,-1115911439,1007821180,-1133991676,-1122562191)+W(9,-1096910875,1036974934,-1113716427,1030898927)+W(10,-1115709255,-1126914630,-1111652935,1034498637)+W(11,-1129067614,-1114648723,-1128843302,1013474716);WS(-1079050332,-1087647968); +sum1=W(0,-1122115440,1026750308,-1112879708,-1138480508)+W(1,-1106223181,-1116109267,1027382179,1024624314)+W(2,-1120448614,-1128868784,1024806390,1029330596)+W(3,1004544641,-1115751616,1022822666,-1134294785)+W(4,-1102419558,1048762675,1054719611,-1095708941)+W(5,-1083772539,1057166968,1057423590,-1136300523)+W(6,-1102450653,1049252525,1058690419,-1103579129)+W(7,-1099401009,1051036287,1046884233,-1100406055)+W(8,-1106236805,-1139407140,-1122888245,1031575959)+W(9,-1096438944,-1112079518,-1136279992,-1115045376)+W(10,-1116410163,-1128866725,1025354440,-1115914082)+W(11,1031406769,1030150228,1008311211,-1127656777);sum2=W(0,1018735508,-1128043345,-1121226957,1018441725)+W(1,1042307735,-1105109021,1036012925,-1106801879)+W(2,-1153036923,1024075219,1026535678,-1108191465)+W(3,-1130614305,-1115606924,-1143871918,1023515972)+W(4,1035475244,1028848366,-1143973174,1025980595)+W(5,1063056253,1055391108,-1119821797,-1093599779)+W(6,1035122552,1031788992,-1118265757,-1097885523)+W(7,-1124060823,-1149779899,-1122707515,1028845741)+W(8,1010180031,1001175670,-1118705847,-1145354702)+W(9,-1103238145,1024485983,-1114705464,-1106432772)+W(10,-1114303163,1025382280,-1109715589,-1114258989)+W(11,-1117711701,-1122890135,-1125366621,1031455538);WS(1061221431,1002405371); +sum1=W(0,-1109190069,1033046959,-1123480946,-1123061017)+W(1,-1094345134,1042710035,1050201177,-1111043962)+W(2,-1113941840,1026923762,1050099666,-1146354418)+W(3,1017803349,1029204218,1032794752,-1145213652)+W(4,-1104934581,1044209302,1054235011,-1090405194)+W(5,-1086823335,1052530935,1057895846,-1102475777)+W(6,-1091215734,1050794548,1058601910,-1097235340)+W(7,-1089600016,1055600534,1041457976,-1094526523)+W(8,-1108435303,-1121369187,1000058490,1026563665)+W(9,-1102625680,-1111380603,1030151784,1037490845)+W(10,-1126650490,-1126829850,1040756961,1033897294)+W(11,1021417496,1033488871,1032331475,-1110275296);sum2=W(0,1058657690,-1087536311,-1089706816,1049937345)+W(1,1072348129,-1078647761,-1078069733,1071079778)+W(2,1049150259,-1090508646,-1079714039,1066389113)+W(3,-1113785170,-1103849791,1022376790,-1119844839)+W(4,-1106625833,-1105431871,1030967529,1050626093)+W(5,-1094966474,-1112600090,1044296437,1020012689)+W(6,1050328795,1044145959,1038432439,-1098171132)+W(7,1052174137,1034822829,-1126694997,-1105718319)+W(8,1036734782,-1109192755,1039088353,-1115709839)+W(9,-1122763227,-1116226089,1031394755,-1122006247)+W(10,1024733405,1012728894,1022577738,-1130276743)+W(11,-1112758982,1013882918,-1123093509,1021875579);WS(-1092893294,-1089220584); +sum1=W(0,1010493299,-1118558929,-1127519944,1008699951)+W(1,1025199074,-1113928672,-1106263811,-1124403149)+W(2,1015178277,1041393441,-1098638288,-1117387089)+W(3,-1130896954,1035998582,-1112838969,-1125915034)+W(4,1051919929,-1096189801,-1103359682,1053766130)+W(5,1052175436,-1086367179,-1097091836,1056071340)+W(6,1047707912,-1102452900,-1096005139,1062605050)+W(7,1049473086,-1095432549,-1101730612,1053546873)+W(8,1032200864,1028526614,998920846,-1104704049)+W(9,1015736929,1019181009,-1149496748,-1111082358)+W(10,-1123219920,1027645503,-1115659002,-1120379023)+W(11,-1136688761,-1136451331,-1131717807,1019333603);sum2=W(0,992704062,-1109431235,1034689803,-1143112647)+W(1,1038449046,-1098090520,1033324328,-1124855502)+W(2,1035072543,1040866773,1038361982,-1105916124)+W(3,1019251456,-1164332444,1032024575,-1114904409)+W(4,1039097516,1048248946,-1121270233,-1115356591)+W(5,-1063972596,-1091325299,-1106299172,-1073085951)+W(6,1085456662,1056006422,-1090314642,1062319475)+W(7,-1102205120,-1107459099,1043935118,1062308854)+W(8,-1124530814,1005857263,1021729984,1017968792)+W(9,-1113483013,1015994888,-1126326370,1023517229)+W(10,1034240002,-1134900259,1013997779,-1141826407)+W(11,1032935811,1001043447,-1135264403,-1124783482);WS(-1104754908,-1106735671); +sum1=W(0,1032595044,1002237924,-1117923535,1030490103)+W(1,1032319302,-1120462507,-1122216143,-1128810020)+W(2,1025969502,-1123369072,1025980110,1019231224)+W(3,1024124136,-1104242198,1034830735,1016077744)+W(4,-1094516030,1029213684,1033028505,-1088908700)+W(5,-1102093923,1063837581,1050263192,-1092804364)+W(6,-1096286026,1054477272,1058220138,-1088198897)+W(7,-1103741447,1049334234,1045907999,-1102086589)+W(8,-1144798556,1015682178,-1120248133,1045999740)+W(9,-1106958295,1030078356,-1129595020,1022746927)+W(10,995801516,-1153493672,1021953856,-1107413149)+W(11,1030012489,1022398552,1019926661,-1115665070);sum2=W(0,1015145430,-1107082251,1035833889,-1116247065)+W(1,-1117862601,1043695503,-1114579693,986051432)+W(2,1034116930,-1114493167,1039299404,-1114715779)+W(3,1026244953,1019204162,-1120378069,-1144744186)+W(4,-1079268655,-1102842161,-1107323417,-1087068607)+W(5,1067901888,1032100715,1049680335,1022672030)+W(6,1008422125,-1115195239,1040660749,1059152338)+W(7,-1111927269,1021018582,1018816198,1020328850)+W(8,1016322550,-1133554677,1021616338,-1109274147)+W(9,1026073955,1017398706,1010843781,-1111459111)+W(10,-1173738319,-1139208557,998891466,992278036)+W(11,-1123657301,1016479082,-1138764845,1033325633);WS(-1092340590,-1082645376); +sum1=W(0,1018184990,-1106475329,1033191659,1018128252)+W(1,-1117677972,-1102532636,-1101261661,1028162329)+W(2,-1115409474,1010011868,1031605429,-1115495745)+W(3,-1118723567,-1112449263,-1127814216,1015642046)+W(4,1036685563,-1105689791,-1112709788,1040446513)+W(5,1042646693,1038532783,-1086509296,1061713267)+W(6,-1106573237,1046976369,1064314083,-1089327101)+W(7,-1112423953,1030956248,1039016129,-1105713919)+W(8,1040219053,-1127103440,-1113441282,1031456758)+W(9,-1111899057,1018898486,-1123459213,1042438664)+W(10,-1105951352,1029058545,1033438227,-1100451664)+W(11,1022848097,-1130132966,1013299750,1010066702);sum2=W(0,-1121347079,1042459857,1040551451,-1107775669)+W(1,-1121125435,-1152381105,1031184422,-1118975841)+W(2,1012434826,-1115286413,-1105935240,-1123325897)+W(3,1006663086,-1111096901,-1124425722,-1129695564)+W(4,-1122087227,-1113656153,1033412933,1027302533)+W(5,989383522,-1114487413,1035641742,1016161914)+W(6,-1125562074,1029416951,1041762467,1045806619)+W(7,-1114174571,-1127668218,1028252326,-1111270899)+W(8,1017950151,-1130160250,-1131050762,-1135101756)+W(9,1046120628,987844130,1017438602,-1109563699)+W(10,1035110196,-1173771715,-1117833439,-1114574520)+W(11,997585257,-1126450718,-1121778743,998528980);WS(1052284526,1042464092); +sum1=W(0,-1136974408,-1110845507,999914700,1010280196)+W(1,1020617774,-1110448219,-1109035161,1026365340)+W(2,-1127515216,1038195741,-1110075532,1023947782)+W(3,1007810505,1019473092,-1114945332,-1129271461)+W(4,1046554367,-1100087104,-1098111272,1057530557)+W(5,1063323154,-1094987596,-1090659644,1060667985)+W(6,1050039723,-1097163609,-1095988958,1043924417)+W(7,1052688005,-1095692091,-1105136802,1042422080)+W(8,-1110795931,-1128121686,1027464615,-1101387838)+W(9,-1105684762,1025859742,1001926272,-1102616600)+W(10,1018127786,1034844538,1017827156,-1124311688)+W(11,-1114597706,1027019478,-1130637466,-1124435598);sum2=W(0,-1124685033,1010871130,-1119913429,1025355846)+W(1,1011755468,1033794365,1016143206,1029205900)+W(2,1035269289,1020099653,-1140030878,-1113277680)+W(3,1013457876,1035095720,991986873,-1122502097)+W(4,1036346050,1032812135,-1140464466,1034044275)+W(5,-1133342818,1067600837,1071964190,-1128364593)+W(6,1035477071,1033733070,1039362648,1020927778)+W(7,1029499077,994468553,1008065452,1011575434)+W(8,-1086522508,1037018199,1041357090,-1091074448)+W(9,-1089329657,-1111447139,1033277276,-1074918519)+W(10,-1108456989,1032003060,-1118126225,-1106053895)+W(11,-1106105254,1009180302,-1117647411,-1146528221);WS(-1085785015,-1080175544); +sum1=W(0,-1125806618,1045216768,-1103151077,1035373246)+W(1,1044894533,1039875576,-1094452856,-1118822551)+W(2,1041222777,-1094574331,-1151103277,-1102223008)+W(3,-1122183565,-1103877399,1048044105,1023709757)+W(4,1050584367,-1094766367,-1091874455,1058377668)+W(5,1046782533,-1090132878,-1107649205,1054861331)+W(6,1051791466,-1111571937,-1090472533,1057861265)+W(7,1058273114,-1092114299,-1098390656,1043274206)+W(8,1043611260,1043525714,-1111695537,1025579124)+W(9,1049375324,-1105407270,-1102079139,-1106387815)+W(10,-1137989279,-1102123612,-1144672552,-1115030560)+W(11,-1106419572,-1116205169,1041305154,1049548184);sum2=W(0,-1121990028,1035743758,-1118465870,998449416)+W(1,-1115523342,1049274722,-1103571680,1039055377)+W(2,1032292249,-1126693677,-1106547389,-1132069983)+W(3,998312734,-1116877357,1034009109,-1128335569)+W(4,1040306990,1001004257,-1148690252,-1124628345)+W(5,964150684,1077176219,1060096717,-1098483719)+W(6,-1103504000,1016774454,1060014437,1024621733)+W(7,-1116867442,-1139511962,-1107960970,1043582890)+W(8,-1132010249,1037805583,-1105952484,1037770975)+W(9,1047972499,-1070507600,-1087084008,-1108861100)+W(10,1034159573,-1105946989,-1092504349,-1098623231)+W(11,1042264637,-1102914489,1041667680,1020716885);WS(1041580764,1025947967); +sum1=W(0,-1116825273,-1104706235,1034662848,1032565172)+W(1,1022134396,-1107214727,-1115255997,1019951750)+W(2,1034025399,1032808736,-1098820316,-1111515158)+W(3,-1159719714,1021100817,-1102823188,-1110133221)+W(4,1050747028,-1092905173,-1093835868,1053611982)+W(5,1063007652,-1096926641,-1095669879,1050206724)+W(6,1052025888,1049974094,-1089733625,1060757006)+W(7,1052817434,-1119725058,-1099659531,1043880105)+W(8,-1131069497,-1119290642,1036244351,-1131110976)+W(9,-1105182467,1029927621,1017394926,1036897764)+W(10,-1104277767,1037476046,-1106823604,-1098715869)+W(11,-1106408671,-1122404893,-1114565306,-1106501955);sum2=W(0,986836209,1029631070,1031078182,-1132209742)+W(1,-1170553346,1020231728,-1119773491,-1121945777)+W(2,-1127752664,-1133642976,1023900693,-1138085578)+W(3,-1170071298,-1123929889,1016594015,1024317954)+W(4,1025515900,-1129378830,-1109418986,-1131885988)+W(5,-1120148774,1055904551,-1113141662,1029199828)+W(6,1019687015,1044815557,1057958803,-1122079840)+W(7,-1134784812,1040873658,-1115676013,1019770946)+W(8,1027058278,1012367442,-1135041624,969823813)+W(9,-1099466937,1014349374,-1116640321,1030656895)+W(10,-1096970616,1019685270,1019607807,-1089769002)+W(11,-1104818759,1020720783,1040370156,-1105180704);WS(-1101021916,-1101341893); +sum1=W(0,-1128959914,1029994953,-1104193847,1026213188)+W(1,-1114900877,1036038140,-1146733010,1026395551)+W(2,1012420650,-1118727997,1031817213,-1152047246)+W(3,1026345301,-1106810537,1021561044,1006057769)+W(4,-1096018912,1049220736,1055643976,-1099125811)+W(5,-1086773562,1052012604,1055313981,-1093634574)+W(6,-1107844781,1051291321,1060627153,-1090412335)+W(7,-1104632714,1047342967,1049980081,-1104575744)+W(8,-1111820508,1025253614,-1110018309,1025577212)+W(9,-1127551698,-1123712161,-1114303945,-1119144868)+W(10,1025725832,-1119269431,1028280877,-1111302883)+W(11,1003961523,999050183,1031833384,-1112108341);sum2=W(0,1023490159,1007442131,-1111316079,-1131988010)+W(1,-1164111651,1046145376,-1122871173,-1126411872)+W(2,1031886393,-1109560063,1040330964,-1121501747)+W(3,1035364539,1005935896,1016982738,-1117332099)+W(4,-1100903601,1055734435,1024389323,1041465340)+W(5,-1093182708,1078445253,1080207498,1038743702)+W(6,-1098635398,-1066503158,-1068399047,1049859497)+W(7,-1113093917,1012210427,-1109489195,1035352171)+W(8,-1125698351,-1131908940,-1149117460,-1121573843)+W(9,1049726225,-1119425741,-1114017647,1043717463)+W(10,-1100760677,1009702615,1019240934,-1122596352)+W(11,1035980752,-1141270643,1032687935,-1113462329);WS(1046490332,1041425064); +sum1=W(0,1033054902,1002731779,-1116828595,1024529499)+W(1,-1146773895,-1160896989,1040980232,1031945755)+W(2,1004520717,1015420456,1052617834,1029605664)+W(3,1024614604,1032157630,1044142352,1031502108)+W(4,-1098109922,1045029126,1043650965,-1093042204)+W(5,-1086741475,1055608303,1058500980,-1092614541)+W(6,-1090483479,1019101890,1058257970,-1091564618)+W(7,-1086427940,1049761551,1041689704,-1094325635)+W(8,-1106337284,995804238,1019425762,1015429414)+W(9,-1109695552,-1179835378,1032419541,1033182334)+W(10,1029823567,-1127672093,1044059953,-1174108025)+W(11,1041880275,1040104968,1032927635,-1123497953);sum2=W(0,-1114479591,-1106953243,1026151548,-1122431319)+W(1,-1100833312,-1097347844,1048064546,1024826864)+W(2,-1109354990,-1109085075,1037967160,1043724086)+W(3,1015245663,1007980535,-1110876131,-1130104331)+W(4,999999917,-1108260971,1049905644,-1122010793)+W(5,1040448763,1045454882,1050719290,992235770)+W(6,1032432738,-1111087807,1049686405,1044292364)+W(7,1040568157,1043523736,-1098496523,-1143420941)+W(8,-1125976243,-1126306455,-1124048569,-1102178930)+W(9,-1096948195,-1105554812,1025075060,-1123774104)+W(10,-1108325988,-1114960687,1034346164,1038302972)+W(11,-1113347688,1032072922,994535386,-1118752296);WS(-1096079726,-1086813702); +sum1=W(0,1020632987,-1134572551,-1105268453,-1135457777)+W(1,1041289173,-1166801940,-1100910973,-1136898909)+W(2,1002632984,-1102504381,1038525034,1012368645)+W(3,-1127204699,-1110256943,1029902179,1024629150)+W(4,1038076635,-1125909619,-1104980990,1045566625)+W(5,1058638213,1057673490,-1094783105,-1141635906)+W(6,1033251913,-1111352769,-1100424110,-1104077708)+W(7,1022942147,-1133590617,1012100357,1009307365)+W(8,-1145052038,1035122115,-1128467237,-1105625101)+W(9,1030475041,1035865453,-1125440663,1032999502)+W(10,-1113040784,-1119749552,988204202,-1113674176)+W(11,-1114381639,-1124393059,1027550920,992583714);sum2=W(0,-1120740066,1013092463,-1117003048,1009177065)+W(1,1041576942,-1090661723,-1102800003,1031366584)+W(2,1045439690,-1097382737,1059100650,-1100270767)+W(3,1033773937,-1106788899,1022453518,-1125959183)+W(4,1025589372,1042721142,-1105766164,1042183695)+W(5,1068855162,1040487387,-1149080533,-1111208570)+W(6,1044086134,-1099098175,1023619821,-1085550755)+W(7,1025170288,-1106320787,-1126080241,1032267243)+W(8,-1113055730,1026018809,1019480223,-1112946812)+W(9,1030911277,1007104581,1020058227,-1103263899)+W(10,-1114239046,-1162581429,1029611268,-1103276630)+W(11,1019625936,-1116554192,1037226018,-1107084863);WS(1059841719,1028884484); +sum1=W(0,-1112448166,-1111506273,-1108411818,-1113543486)+W(1,1014814024,-1096756366,-1104706915,-1123514455)+W(2,-1120616579,-1107115957,-1106354949,-1116573889)+W(3,-1127146586,-1105758103,-1117349474,-1132301434)+W(4,1034453786,1041783662,1058342439,-1112074625)+W(5,1052483434,1043430567,1050338440,1033474668)+W(6,1049505778,-1117001986,-1116369607,1048710884)+W(7,1056594572,-1106214629,1011608836,1050151687)+W(8,-1112657624,-1122260358,-1143395087,-1101044205)+W(9,-1099567912,-1132902244,-1124590486,-1103529079)+W(10,-1119641312,-1118809775,-1118491109,-1110811775)+W(11,-1113349351,-1114523384,996976763,-1133908615);sum2=W(0,999597315,973346488,-1142019487,-1131846847)+W(1,-1114921220,-1114646695,-1127636492,997751878)+W(2,-1115596944,1027087956,-1098897499,1031101790)+W(3,-1120544321,1029100436,-1111832500,1024706196)+W(4,-1113005256,-1112114230,1043688817,-1119272484)+W(5,1055277760,1041350431,1056371527,-1113445057)+W(6,1036539833,-1123786644,1038923617,1032426103)+W(7,1010252474,-1123180191,-1130636099,-1114392819)+W(8,-1112619479,1003422803,-1128104285,-1110979463)+W(9,1019660165,-1127196333,1021279303,-1097247478)+W(10,1026606310,-1129408714,-1138766624,-1105379211)+W(11,-1125326592,-1164469676,-1130181692,1012894502);WS(-1092619630,-1089382730); +sum1=W(0,1043539187,1020312451,1023648980,-1111364766)+W(1,1030068626,-1101226428,-1115220152,984781533)+W(2,-1111039089,-1105671421,1038621209,1026274177)+W(3,-1120853581,1015856825,-1101912057,1024515101)+W(4,-1096148415,1048019422,-1112475547,1039669985)+W(5,1026945555,1059189430,-1085560118,1055391282)+W(6,1045179252,-1105049488,1059392734,-1081505706)+W(7,1027675681,-1133761880,1041558112,-1132720100)+W(8,1027548272,-1110790259,1036516737,-1102256285)+W(9,-1108016176,-1120756633,1016263062,1048070471)+W(10,1037378816,1034683832,1007770772,1040580240)+W(11,1032748839,1021933410,-1109624324,1031071010);sum2=W(0,-1117827136,1031932470,-1111677325,1021752691)+W(1,990310070,-1104195843,-1130612142,-1125983252)+W(2,1040724727,-1105272655,-1168184730,-1109957501)+W(3,1031887118,-1103738768,1035492359,-1109878975)+W(4,-1110048197,1038437939,1033183913,-1108952074)+W(5,1051763659,1045197632,1050756049,1045228241)+W(6,-1136328910,-1123843648,-1115591069,1028013889)+W(7,-1114723198,1035246991,-1120329563,-1114456338)+W(8,-1103930854,1027358915,-1113755692,1044091848)+W(9,-1105931725,1032921649,-1104619422,1008734718)+W(10,1020655719,-1140627498,-1117367196,-1149204891)+W(11,-1121689275,-1121880867,1033876328,-1120613434);WS(1051433070,1041054969); +sum1=W(0,995089009,1019369911,1025557871,1027474774)+W(1,-1109189270,1046403907,1049084179,1034863641)+W(2,-1126811322,1035909664,1044512531,1039503310)+W(3,1010666397,1028564471,1033234174,1033371404)+W(4,1032468488,1037418314,1035613609,-1105663671)+W(5,-1082587707,-1080639932,1039456478,-1096978722)+W(6,-1107200379,1042549431,1026454114,-1102025153)+W(7,-1106755535,1034360184,1042229543,-1104819461)+W(8,1036952965,-1122283488,1027665948,1041537220)+W(9,1049567823,-1112387034,1041167849,1041156238)+W(10,1039105725,-1137459494,1039611744,1040087661)+W(11,1031577769,1033297350,1031071714,-1131034584);sum2=W(0,-1128793460,-1106733661,-1103860174,1039097792)+W(1,1022871695,-1106671798,1043000544,-1140010118)+W(2,-1112923836,-1123142296,1046664654,-1138263433)+W(3,-1110368657,1042580191,1037719970,1026478628)+W(4,1050938198,-1097187313,1004583985,-1106228186)+W(5,1039252188,1053089515,1021007203,-1100268114)+W(6,-1121884665,-1114597930,1048715277,-1099105674)+W(7,1034926170,-1106315502,1047464456,-1100173198)+W(8,1046933969,-1107245750,-1133334119,1031892389)+W(9,1049075999,-1104825734,1039577114,-1107049139)+W(10,1022883749,-1117968576,1030321621,-1103930146)+W(11,-1108178582,1018138445,1036807670,-1098080196);WS(-1097236334,-1078251511); +sum1=W(0,981774949,1007351583,-1107131303,-1147379729)+W(1,-1112510828,1043141838,1033603653,-1145120489)+W(2,1008364580,938727969,1029606457,975327689)+W(3,1022969831,-1108966769,1020032977,-1140670990)+W(4,-1125527926,1053289720,1058323440,-1102832418)+W(5,-1082084799,1032726417,1056660465,-1095625930)+W(6,-1093823475,1053416161,1058345481,-1090577043)+W(7,-1096801949,1049766564,1046390514,-1098508888)+W(8,-1121375351,-1124892056,-1116361496,1023750586)+W(9,1033795604,-1117973855,-1128008098,1026746467)+W(10,-1131151340,-1125502955,-1148460889,1025947909)+W(11,1037296218,1010324189,999577711,-1119905544);sum2=W(0,1020144998,1025017931,-1102276353,1024894779)+W(1,1007750652,1046635995,-1107221556,-1118791847)+W(2,1023698735,1023586615,-1132306598,-1137666916)+W(3,-1129126018,1015842286,1030880679,1009542396)+W(4,-1096890621,-1080908066,-1081787381,-1120020336)+W(5,1039741552,1072604155,-1102161510,1050182775)+W(6,-1108361045,-1115556916,1055213170,1043589185)+W(7,1024872627,-1105259074,1037616572,-1114600836)+W(8,992888305,-1118655405,1023553607,1039662448)+W(9,1039835396,-1126400334,-1120230550,-1130889346)+W(10,-1122324709,1020891302,1020541198,-1110509653)+W(11,-1124270218,1033066840,-1119304668,1000980713);WS(-1095840110,1065907853); +sum1=W(0,1029310442,-1130903741,-1123781617,-1149009607)+W(1,-1136794300,964920945,-1115466131,-1122029108)+W(2,-1132243967,1043406509,-1115351608,-1118254622)+W(3,1010554921,1040435870,-1116119295,-1126823604)+W(4,1048478500,1041326469,-1102734645,1057715094)+W(5,1045634572,-1083008792,-1088947208,1058442742)+W(6,1053323726,-1089856222,-1096684061,1052165513)+W(7,1051535704,-1095672430,-1127763004,1042519141)+W(8,1036129479,1021921030,1034276991,-1101560548)+W(9,-1109559039,1024401462,1036949012,-1107277134)+W(10,1024712701,1035777670,-1114280609,1036543086)+W(11,-1114598742,1024787534,-1132072137,1009014011);sum2=W(0,-1119761608,-1118318168,-1112086475,-1122765153)+W(1,-1123357438,-1119202357,-1121250504,-1115823403)+W(2,1031734555,-1130234658,1024515185,-1105805209)+W(3,-1126486235,1026675759,-1134784044,-1111986136)+W(4,1023061820,-1102263327,966593378,1040388299)+W(5,1057284387,1059190541,-1110151426,-1128744886)+W(6,1037222780,1050053336,-1106793279,-1103324019)+W(7,-1117543075,1021583022,-1107073751,-1110952019)+W(8,-1113965021,-1137846028,975247631,-1114107386)+W(9,-1118800384,1023792011,-1111548146,1045334069)+W(10,1025627836,1020007628,-1112106446,-1164047122)+W(11,-1124432766,-1131408661,-1125560981,-1114668630);WS(1024351088,-1094038469); +sum1=W(0,1024919184,-1118029957,1038061004,1016930687)+W(1,1038267403,1038925818,1005748798,988693323)+W(2,-1123840710,1034287148,1032752795,1001354275)+W(3,-1120680465,1036629872,-1110688307,-1125725377)+W(4,1050276351,-1103330015,-1086527812,1052546457)+W(5,1062157201,-1097782940,-1085615881,1052906127)+W(6,1050137483,-1090365828,-1088621706,1055274272)+W(7,-1112935826,-1098987606,-1108159426,1036684158)+W(8,1027568116,1004978763,1006605995,1040515838)+W(9,-1124671689,1031140124,1030413326,1040353352)+W(10,1017331974,1023985459,1009586849,-1113419105)+W(11,1039926041,-1120649652,-1129057942,1018660298);sum2=W(0,-1131745232,1031409358,1033363591,1018662896)+W(1,-1110788716,1060006588,1036576685,-1136728576)+W(2,-1101470606,-1102632350,1052968790,-1123530251)+W(3,-1125138150,-1083015355,-1105224546,-1110519714)+W(4,-1109130821,1050735765,-1107389045,-1101021011)+W(5,1058553385,-1120731420,1043333749,-1097527529)+W(6,1057288665,-1097217661,-1100470754,1023922010)+W(7,1034932287,1047940150,1038218737,-1111209476)+W(8,-1122086781,1024022584,-1120396150,1013978472)+W(9,-1118628277,1030135008,1015209616,1029525730)+W(10,-1112638769,-1121049341,1018906596,-1117232951)+W(11,1023530026,-1113292326,1024891644,-1121310567);WS(-1086599863,1058406314); +sum1=W(0,-1133002117,-1121445206,1027409257,-1165120005)+W(1,1024249318,-1105883025,-1106007410,-1129945046)+W(2,1026085015,-1127421331,-1105279538,-1119162837)+W(3,-1127955907,1024561201,-1109094875,-1121003281)+W(4,1049800473,-1099695891,-1093079745,1060099497)+W(5,1051534797,-1093891126,-1091476505,1059141168)+W(6,1051659429,-1106347590,-1094225343,1058010671)+W(7,1050835423,999784785,-1098091099,1047889907)+W(8,1033258882,1025328858,1019186220,-1114693988)+W(9,-1124179562,1017248474,-1128567742,-1129815521)+W(10,-1112036922,1031899202,-1123837177,-1106482085)+W(11,-1097732400,-1141903913,-1123224348,1030868870);sum2=W(0,1016621488,1029140379,1031543998,-1116781913)+W(1,-1124282558,-1105795809,1044191480,-1133566515)+W(2,-1128560494,-1175609568,1017978886,1034216133)+W(3,1017899660,1019924506,-1120640387,991940908)+W(4,1078957479,1028477447,1050004941,1082393585)+W(5,-1065075267,-1086493521,-1104837212,-1080327233)+W(6,1030943022,1045155438,-1109285108,-1076777978)+W(7,-1113970478,-1130476854,1033432207,-1110243052)+W(8,1010603263,-1125975170,-1123250937,1025243259)+W(9,-1117319975,1028403247,1007793087,-1125439138)+W(10,1024551608,1020903576,-1125200922,988101688)+W(11,1020472787,1028374268,-1119399555,-1129511338);WS(-1102531292,-1104168529); +sum1=W(0,-1156103398,-1123937923,1032023755,-1149508566)+W(1,1019304359,-1105594348,-1114986325,1005530819)+W(2,-1152861762,1042848102,-1100927253,-1111288609)+W(3,992160490,1048571064,-1131000647,-1123770879)+W(4,1044530702,-1093487559,-1091020399,1058049088)+W(5,1061967565,-1113700815,-1088576155,1057825341)+W(6,1043852869,-1100187457,-1096522221,1057378026)+W(7,1021567685,-1095320739,-1097716728,1032195229)+W(8,1028416434,1022122127,1018386839,-1123106485)+W(9,-1132463754,1023613146,1027828556,-1124442300)+W(10,1030031137,1031835352,-1118265958,-1107169312)+W(11,1015048992,-1151822630,-1124424850,-1127676038);sum2=W(0,-1130983341,1035765483,1034684305,-1112466451)+W(1,-1114093653,-1101908611,-1117553496,1032826781)+W(2,-1154197073,-1106309648,-1105770401,1040752192)+W(3,1032051747,-1113409477,984953298,1026229169)+W(4,-1113050760,-1100149859,-1100658772,-1101371049)+W(5,1063677104,1062452463,1042208912,-1096382267)+W(6,-1114901667,-1095028755,1047214162,-1132405995)+W(7,-1104964374,-1107539022,-1109270652,1023704972)+W(8,1039321546,-1140521940,-1119405084,1043071493)+W(9,-1106482074,1028341682,-1127348451,-1131759707)+W(10,1034888818,-1118255322,1022142418,-1105645940)+W(11,1008251057,1025943565,-1118485150,1035103126);WS(-1107552696,-1110437397); +sum1=W(0,-1123893979,-1115498472,-1114854865,994440345)+W(1,1033249360,-1098484960,-1107252796,-1123659045)+W(2,1025628848,-1113844817,-1105215024,-1115012423)+W(3,-1138236651,-1112267573,1015022176,-1120012907)+W(4,-1143015444,-1103811554,-1169396004,1038159592)+W(5,1066459081,1054059005,-1102945115,1048547885)+W(6,-1114931568,1027966800,-1110458371,1050116824)+W(7,1030992175,1038350450,-1137430074,-1139703834)+W(8,-1176837895,-1126823399,1003079356,-1112745281)+W(9,-1092775086,1036761683,-1127252913,-1113210869)+W(10,-1115481499,-1139958260,-1117476787,-1107508006)+W(11,-1114208046,-1119805695,-1143819946,-1123286831);sum2=W(0,-1134566747,-1121844433,1032112026,-1128900045)+W(1,-1119409466,1041370918,1024457633,1023101249)+W(2,-1124604689,1023011873,-1138667107,1014344875)+W(3,1011013307,1018662193,-1123574415,-1135550339)+W(4,1023900033,1031965476,1020429393,-1122103841)+W(5,1071310745,-1073631838,1010339139,-1130431017)+W(6,1025187637,1038341472,1024644617,1015570157)+W(7,-1118001398,1034637136,-1117036677,1029193653)+W(8,-1168200234,-1116320886,1025087925,-1123818335)+W(9,-1111141033,-1131868341,1037399444,-1111989275)+W(10,1032459330,-1118206868,1027301561,-1128248465)+W(11,1020580065,-1136885571,-1124415769,999769253);WS(-1106869980,-1095812171); +sum1=W(0,-1132768195,1032306163,1030538232,998635262)+W(1,-1109012795,1049530762,1040655940,1031165051)+W(2,959153786,1029124089,1035845131,1031921458)+W(3,1020404450,-1126776961,1034791747,1015400066)+W(4,1027943897,1042581143,1021368885,-1104276842)+W(5,-1079963696,-1098205560,1043839724,-1094369165)+W(6,-1138415831,1043286153,1041010327,-1094529094)+W(7,-1127281161,1032119517,1040781721,-1107836910)+W(8,-1130589992,-1127936403,1012233735,1037657452)+W(9,1052736873,-1106402911,1030674671,1045125152)+W(10,1033263566,-1117746707,1035635524,1041646697)+W(11,1032079673,1007765715,1026900011,-1127518347);sum2=W(0,-1152109415,-1123613558,1016897725,-1137391706)+W(1,-1108578627,1031185182,1031100358,1015680093)+W(2,-1126811133,1016912269,1018767069,1012334874)+W(3,1013671002,-1129388765,-1123894542,-1146463859)+W(4,-1117579022,1034093919,1032188407,-1122041158)+W(5,1068869480,-1079207220,-1107212716,1032233585)+W(6,-1135215962,1010098650,-1118301998,1031129926)+W(7,1025914590,998321459,1010207290,-1172726683)+W(8,-1123954990,-1142267571,1004755699,959684203)+W(9,-1112638895,-1131161181,1020208893,-1144448755)+W(10,1002322227,1010341946,1014639674,-1145613555)+W(11,-1185201771,1014227898,-1128211133,-1163026381);WS(-1106551004,1058945856); +sum1=W(0,1029534949,-1110759309,1027999917,-1136733265)+W(1,1023973738,-1136820001,-1101184472,1040114552)+W(2,-1121731675,1050535890,-1120539979,1008178533)+W(3,998670125,-1112884987,1036280349,-1122738710)+W(4,1039804839,-1090459221,1021052191,1036329486)+W(5,1045009467,-1102642413,-1088507490,1055915689)+W(6,-1092228133,-1141944531,1057115504,-1099722578)+W(7,-1133144549,1024140334,1036514925,-1110742697)+W(8,1042972690,-1126301053,996925861,-1112842790)+W(9,1048917175,-1116120689,1035692146,-1116549941)+W(10,1042662182,1025401864,1032281663,-1103385510)+W(11,1040183891,1009223461,-1122836256,-1123309658);sum2=W(0,1008667864,-1111274931,1029866216,-1166199047)+W(1,-1142224481,-1119220040,1026227362,-1137339492)+W(2,1020018908,-1116678638,1031356244,-1152330850)+W(3,1015962596,-1189397276,1026327024,-1116618549)+W(4,1037662319,1050961303,1016771040,-1143586281)+W(5,-1079795268,-1075413433,1073672156,1052978055)+W(6,1041694498,1026323256,1029037052,-1109068899)+W(7,1027749752,-1119692611,1021575344,-1122243464)+W(8,1039205717,-1119230230,-1174784654,-1123676489)+W(9,1028203090,1028246046,-1117826448,1048063806)+W(10,-1115208722,1024440460,-1160612324,-1113725553)+W(11,-1114291930,1031666290,-1126523302,1002430881);WS(1045979868,-1116118129); +sum1=W(0,-1124899402,-1114857165,-1115974509,1019079208)+W(1,1011594153,-1099509298,-1110287856,-1142300538)+W(2,-1132197046,-1107483943,-1112842949,-1134190949)+W(3,-1135144470,1018268010,-1111331677,-1116332853)+W(4,1046800787,-1098629066,-1096855346,1054347779)+W(5,1063937495,-1097005655,-1093283235,1053005207)+W(6,1048177899,-1104885511,-1090046872,1058166871)+W(7,1056893199,-1096686406,-1102896822,1047873428)+W(8,1029706377,1017939836,-1120438410,-1118610636)+W(9,1015974258,-1116499825,-1131155654,1028644213)+W(10,-1129150352,-1120133576,-1119992573,1040979430)+W(11,-1118433447,-1112688517,-1118080608,1028514810);sum2=W(0,-1115410889,-1116250603,1034058342,-1132220574)+W(1,-1123931551,-1101916549,1029372102,1017347763)+W(2,-1111299822,1035393713,-1104316591,1027749497)+W(3,-1123916419,1033668899,-1107314572,1025854529)+W(4,-1126553639,-1097158033,-1132397996,1008450820)+W(5,1053545154,1060913993,1060185134,-1105866140)+W(6,-1102688086,-1115290197,1033775493,1054419707)+W(7,-1144517652,990325833,-1106841697,1036131430)+W(8,-1108668742,-1118211898,1025437040,-1105536207)+W(9,-1104852271,-1102379864,1034066570,-1106418349)+W(10,-1102129692,-1209279719,-1133416673,-1106993048)+W(11,-1114889391,-1129688184,-1133826631,-1149271050);WS(1058774455,1069380246); +sum1=W(0,-1119757626,1038823639,-1114780225,1032626516)+W(1,1015522813,1034533838,-1098306133,1033017026)+W(2,1036888920,-1112718001,-1103839696,-1128327131)+W(3,-1148588495,1012070438,-1126986782,1032769109)+W(4,1040221656,-1115053555,-1111975378,1045065548)+W(5,-1082356272,-1095104409,1050529784,1021036585)+W(6,1032300191,-1111385431,-1133328720,1057244812)+W(7,1045596067,-1105784401,-1124233691,1043416793)+W(8,1020222778,1037972921,-1121960111,1025328225)+W(9,1045288819,-1139302935,-1112361500,-1115391173)+W(10,1042918995,-1110693582,1018289699,-1116298540)+W(11,1037659662,-1114680879,1027375220,1029500622);sum2=W(0,1019234847,-1124971531,1017265095,-1129789987)+W(1,-1112792165,1047657371,1043137983,-1128803579)+W(2,995307959,1010908150,1034970984,1011967806)+W(3,-1112288614,1027672251,-1107223361,1018394359)+W(4,-1114025560,1022067335,-1116091154,-1124616639)+W(5,-1114992592,1052022695,-1102585265,-1132476030)+W(6,-1115509379,1031244615,1033604172,-1098689491)+W(7,-1128503755,1024636851,1032350856,1006851110)+W(8,-1114442452,-1117824661,1011223606,1033010488)+W(9,-1115343414,-1136738894,1031833634,1028851843)+W(10,-1121158047,1025799099,988094894,1002830796)+W(11,1027935499,-1127411999,-1118870225,-1114060980);WS(1065814108,-1098421406); +sum1=W(0,-1131576032,1022555209,-1104400078,1030554015)+W(1,1019668842,-1118231891,-1130072911,1020712308)+W(2,1023970854,-1115494780,1041059117,-1178997255)+W(3,1023862096,-1104560304,1035736611,1011631425)+W(4,-1099298246,1048827844,1050276747,-1097091133)+W(5,-1084181571,1051719984,1057743463,-1094842433)+W(6,-1094912271,1056339293,1058357819,-1098796514)+W(7,-1092396649,1057941592,1051879221,-1090107010)+W(8,-1106685173,-1132305362,-1119880969,1045406982)+W(9,1018405640,1026194364,-1122176686,1040093248)+W(10,-1115388505,1024072531,1004376640,-1118903138)+W(11,-1118151090,1029155252,1009992363,-1113309730);sum2=W(0,1027104118,1036459641,-1085961218,-1104337717)+W(1,-1122138940,-1101372003,-1092980271,-1114433477)+W(2,1018207462,-1115566688,-1098271754,1048327612)+W(3,1054676844,-1105452167,-1101224844,1015118770)+W(4,-1117484391,-1101810882,1055232204,1065899128)+W(5,1077763913,1071302707,1049041629,1062039746)+W(6,-1079225367,-1087139921,-1084489503,-1088377514)+W(7,-1079350028,-1090077553,1036291830,-1106150830)+W(8,1052764213,1014918739,1023963317,-1090132108)+W(9,-1123596042,1027553578,1035158266,-1092098978)+W(10,1042626102,1025357528,-1115760458,1027311380)+W(11,1053993534,-1115160051,1032466828,-1105072819);WS(-1083527351,-1082119000); +sum1=W(0,-1132057884,1028453762,-1100516229,1025283773)+W(1,-1117776915,1027818609,-1124447466,1024000280)+W(2,-1146975260,-1120656758,1030853236,994019357)+W(3,1016847260,-1111423375,1023329542,1021506300)+W(4,-1097545679,1048327710,1054198743,-1103907601)+W(5,-1088298777,1057412078,1054350616,-1096840081)+W(6,-1097629690,1052404744,1059405315,-1090997910)+W(7,-1097673748,1047886934,1051692752,-1102673054)+W(8,-1114897689,1021031566,-1115248201,-1139734483)+W(9,-1112548849,-1139302503,-1115380998,-1109407791)+W(10,1035903152,-1119316016,1029448614,-1107996896)+W(11,1034953432,-1149960989,1026998601,-1110888465);sum2=W(0,996584188,-1120794590,1034248479,1023717076)+W(1,1005163886,-1124781820,1037241484,-1122858228)+W(2,-1118691920,1026099362,-1115274025,1025356913)+W(3,-1114207359,1010502519,-1121079636,1028885707)+W(4,1045315954,-1094151830,-1113079527,-1110594365)+W(5,-1088752945,-1066051811,-1064957365,-1111180041)+W(6,1052626156,1084041658,1081496726,-1100621689)+W(7,1038857859,-1115018893,1034711477,-1114153113)+W(8,-1113958061,1021526858,999456782,1030579691)+W(9,-1113733983,1031457177,1018369486,-1106054130)+W(10,1032870315,1022214782,-1112407773,1049150725)+W(11,-1106741724,1023330420,-1108284893,1042989109);WS(1031453552,-1108810221); +sum1=W(0,-1141490084,1028200745,-1106571135,-1122540068)+W(1,1029503994,1029495448,-1106394603,-1132153597)+W(2,-1127727061,1043712879,-1118016922,-1126370513)+W(3,1024122485,1041979953,1035505061,-1132743443)+W(4,1023785053,-1104087736,1051764564,-1105389195)+W(5,-1089108304,-1096098616,1055195957,1041720002)+W(6,-1092241143,1028938666,1047204316,1047749927)+W(7,-1098695505,1039644831,1043190746,998106632)+W(8,1027661528,1023137883,-1136080166,-1121040220)+W(9,1031937892,1034024448,-1123745267,-1111907522)+W(10,1025162247,1028910871,-1121356173,-1112974291)+W(11,1002213552,1025100697,-1121641711,-1152510101);sum2=W(0,-1122133197,1033736971,-1117365450,1032316109)+W(1,-1122180337,1009179554,-1117276879,1021061413)+W(2,-1123716599,-1100616286,1034450077,-1115376331)+W(3,-1144451812,-1102305630,-1130550593,1008734994)+W(4,-1104139010,1045998485,-1106184057,1028239450)+W(5,1022309577,1065712953,-1087751568,-1090538079)+W(6,1059658657,-1100023584,-1100319643,-1125496737)+W(7,1053491799,-1107982835,-1115246006,1014965154)+W(8,-1126266788,1029398164,-1127567978,1039709205)+W(9,-1098763613,1016414657,-1106793212,1056538813)+W(10,1022563437,-1113653553,1032114232,1017435581)+W(11,-1103966134,1020870093,1034308617,980175008);WS(1060627383,-1111244297); +sum1=W(0,-1124233202,1023856878,1041984816,-1124372048)+W(1,-1126359548,1013283185,1037843884,-1115057922)+W(2,999175032,-1109047521,-1106598024,-1135390133)+W(3,-1120904377,-1127664786,-1108189319,-1137033126)+W(4,-1097555068,1050454749,1048999428,-1098607926)+W(5,1035134080,1037566628,1057072683,-1092180401)+W(6,1050330552,-1097603878,-1088869991,1055432750)+W(7,1039361415,-1115643873,-1106138715,1046692025)+W(8,-1119853981,-1124350564,1037179887,-1110297584)+W(9,-1117600845,-1180500637,1037306108,-1100337986)+W(10,1040799043,-1132131255,-1107300041,1045634091)+W(11,1042168959,-1132202938,-1126029544,-1129123036);sum2=W(0,-1128416633,1035214610,-1105419467,1027553654)+W(1,1026192109,1034096310,-1102082588,-1120268362)+W(2,-1133939099,1042926233,-1109637676,1010812163)+W(3,1007338654,1039202903,-1103557522,1033310247)+W(4,992160749,-1098506313,1051401064,-1141314538)+W(5,1028842291,1044707561,1041311911,1039698771)+W(6,-1110346070,-1107620104,1040877432,-1128101012)+W(7,-1150310139,-1101325278,1044637450,1041169016)+W(8,1048701957,1023990179,-1086513034,1061407816)+W(9,-1108357660,1027929117,-1083801169,1065441970)+W(10,-1089748519,1054974548,1058347144,-1080219839)+W(11,-1094091750,1054706164,1012370076,-1106511250);WS(1037089208,-1117319375); +sum1=W(0,-1109658215,1037266337,-1127081515,-1117307261)+W(1,-1095157370,1048384396,1045840649,-1104716662)+W(2,-1113906562,1026318614,1042005149,-1115283233)+W(3,-1150522598,-1129730364,1035073906,-1127634429)+W(4,-1103803502,1036834781,1055484319,-1090315640)+W(5,-1089739445,1050929076,1059715066,-1108965493)+W(6,-1090508193,1050537744,1059599591,-1098438340)+W(7,-1090097982,1056916499,1039184033,-1096110967)+W(8,-1121027890,-1122236391,-1140393804,1019801962)+W(9,-1115632913,-1115666157,1007521585,-1120952094)+W(10,1036887192,-1114842616,1038771059,-1115851136)+W(11,994450682,1023772594,1040209394,-1109698481);sum2=W(0,-1086741683,1059199896,1051991389,-1096641595)+W(1,-1071753138,1070628328,1069582799,-1073585699)+W(2,-1096289506,1055331220,1067042424,-1078410756)+W(3,997353903,1024293693,1015112751,-1145261363)+W(4,1044105651,1025236133,-1120991144,-1107135642)+W(5,1065961920,-1098135951,-1123268190,1057042277)+W(6,-1098611055,-1106950583,1032298014,1057516905)+W(7,-1101981251,1025642916,1007537613,1043415065)+W(8,1032269711,1020415755,-1119770484,-1123228782)+W(9,-1144560253,1033682735,-1119862022,-1116194138)+W(10,-1155415556,1022995083,-1113740644,1026966393)+W(11,1011854094,-1130196038,-1144895945,992611856);WS(-1089262391,1050517969); +sum1=W(0,1040766980,1032255106,956356282,-1112721887)+W(1,-1109323658,1053521294,-1115255965,-1116916633)+W(2,-1102481809,1024224759,-1109293354,1043853249)+W(3,-1134508350,998852344,1036451442,1025978335)+W(4,-1099047838,-1136806893,-1112851037,1041136081)+W(5,-1090918435,-1090498606,1047658201,1050954387)+W(6,1046323061,-1101889105,-1111100085,1049475859)+W(7,-1126452038,1037224108,-1112184834,-1129023222)+W(8,1044101949,-1110781188,1033047322,-1118798326)+W(9,1048722524,984126311,1022949658,-1099177336)+W(10,-1109421665,-1151794972,-1111349460,1044026608)+W(11,-1113020120,-1119083507,-1140137768,1044252857);sum2=W(0,1042905493,-1097077111,-1104964203,-1120544497)+W(1,-1104438232,1057982485,-1098230931,1045262161)+W(2,-1122372280,1011970003,-1106247773,1023630957)+W(3,-1121491826,1016978228,1026340389,1027866949)+W(4,-1118581415,1026029661,-1109256198,1056285145)+W(5,1057557770,-1104081201,1056552993,-1079914544)+W(6,1020547274,1033190701,-1114436673,1048964135)+W(7,1034078959,1034442922,-1107460568,-1113753028)+W(8,1025674690,-1118988963,1033408182,-1107706742)+W(9,1048351556,-1136298684,1021102038,-1103396776)+W(10,-1103728916,1034200267,-1112938187,1018818866)+W(11,-1106194166,-1172844144,-1117493164,1046941904);WS(1055467886,-1126093527); +sum1=W(0,1039731987,-1126460340,1037777366,-1115675946)+W(1,1014043817,1049783617,-1145838757,-1108949528)+W(2,-1102050167,1042727635,991251120,1025589529)+W(3,-1114599603,1024161077,-1123043835,1035820699)+W(4,-1103677379,1012406341,-1096353162,1043818615)+W(5,-1102044139,-1095567535,-1088026493,1060367897)+W(6,1049311757,-1095440907,1051881528,-1109258124)+W(7,1046137806,-1116994158,1032817677,-1116399889)+W(8,1031349769,-1103947080,1035905869,-1150025924)+W(9,1044285022,-1129716323,1034985426,1034695514)+W(10,-1115570324,1042590402,-1107675487,1011738461)+W(11,-1110796915,-1140552997,-1104125432,1040150333);sum2=W(0,1042939513,1009748958,-1111463085,-1115939175)+W(1,1036071940,1026404786,-1104760450,-1106984126)+W(2,-1110872047,1018643239,1042746589,-1133154938)+W(3,-1124388167,-1107044825,1024219237,1038271101)+W(4,-1101036999,1048391804,1015189774,1026058510)+W(5,1060091622,1059732347,-1101164712,1046231331)+W(6,1042116887,-1092755101,-1090421446,-1109115274)+W(7,-1137025366,-1112446842,1018386748,-1104891113)+W(8,1019493983,-1128500291,1003109525,-1116961377)+W(9,-1113485706,1036806652,-1127287103,1013441892)+W(10,-1104832958,1042929180,-1110906499,-1102245299)+W(11,-1123717753,1034520620,-1108912836,1043357489);WS(1062208951,1065603754); +sum1=W(0,1012820793,1027274819,1029341462,1032466911)+W(1,1020285479,1040141401,997585115,1029562264)+W(2,1033268866,-1153074023,1032063722,993753125)+W(3,1028903855,1040294280,1015103815,-1131051261)+W(4,1052950767,-1094303727,-1090134924,1059167044)+W(5,-1108524682,-1080037127,-1085543304,1057349364)+W(6,1048703978,-1112675170,-1095616607,1049874906)+W(7,1053103700,-1091636059,-1111683969,1050186639)+W(8,1027990706,1032570772,987089513,-1133534677)+W(9,1037410929,-1125543221,-1136982833,1035990447)+W(10,1023735025,-1145342854,1015158861,1039846496)+W(11,-1118753424,1022936933,1031358985,1040888889);sum2=W(0,1023547272,-1099060438,1042887622,1035386648)+W(1,1026832668,-1099104088,-1099619867,1025878508)+W(2,-1098240729,-1121505868,1048769602,1029828312)+W(3,-1103643200,-1115369075,1040524432,1044150428)+W(4,1053956416,-1112148135,-1090258329,-1086410483)+W(5,1069089225,1060781490,-1093316197,-1094814183)+W(6,1035342184,-1105713821,-1091192206,1044213412)+W(7,1049544904,1058550641,-1089411157,1040447750)+W(8,1050315819,-1099847621,-1113981975,1060158548)+W(9,-1103190742,-1112424275,1046524888,1046080958)+W(10,-1084784918,1019461112,1051146364,-1105160931)+W(11,-1080579858,1040133188,1028619520,1058372334);WS(-1078970012,-1070975772); +sum1=W(0,1008154783,1034628686,-1111813336,1023443287)+W(1,1032996598,-1119594955,1020510238,1008498119)+W(2,1026985054,-1129455456,1037186855,-1130007992)+W(3,1027285064,-1118416824,1024916861,1001505728)+W(4,-1098370186,1052880922,1048282532,-1095332548)+W(5,-1097391342,1065196819,1054365856,-1091304148)+W(6,-1093273302,1040256647,1037830473,-1088889903)+W(7,-1097408559,1044458956,1042516535,-1097878954)+W(8,-1109395910,-1140663171,999582566,1036630695)+W(9,-1105409007,1030941172,-1128098380,1031904252)+W(10,1030320779,-1138808617,1003729918,1022933044)+W(11,1037289397,1005961310,1018809669,-1131972409);sum2=W(0,1035366037,-1143037026,1019032853,-1114009537)+W(1,-1119334122,1056620469,-1122373240,-1111463643)+W(2,1001109746,1002774938,-1103744316,-1132366661)+W(3,-1112054465,1046894720,-1102405348,1035022899)+W(4,-1101234014,-1105571142,1029944441,1024640816)+W(5,1075463933,-1093783941,1044188353,1068131945)+W(6,-1072865378,-1098127223,1050699227,-1075751794)+W(7,1019415611,-1119380340,1028903402,1052446989)+W(8,1031686749,1018164069,-1136399129,-1146945026)+W(9,1046426762,999713778,-1125359481,-1128619453)+W(10,-1131952529,1019524751,-1123073190,-1109652943)+W(11,1017598049,1013611461,983357578,-1123943246);WS(-1137905088,-1096938393); +sum1=W(0,-1139830244,1040763803,-1116133184,-1127951952)+W(1,1019792636,1009683312,1041221580,-1108742721)+W(2,1020799581,1002965001,-1107181880,1018370522)+W(3,-1148599498,1039287108,1022849180,1021418002)+W(4,-1104553656,1046745657,1045295113,-1092624022)+W(5,1044078592,-1112574564,1057147883,-1090149133)+W(6,1043495791,-1103617227,-1085568476,1058802794)+W(7,-1113073030,1022418564,1032014262,1033578226)+W(8,-1103252327,1040451684,1031880695,1023908704)+W(9,-1127338650,1007135764,1026434167,-1103732914)+W(10,991652540,-1125537591,1014113348,1040869579)+W(11,1011288682,-1116579933,1016284007,1013121207);sum2=W(0,1017461301,-1101551098,-1097965159,1036469548)+W(1,-1095997080,1035631286,-1094477168,1017339130)+W(2,-1105423964,1047389393,1054988432,-1099654066)+W(3,-1131580992,1043362318,1041958533,-1113359567)+W(4,-1125992347,-1115644020,1001756270,-1116680345)+W(5,-1103956246,-1105032669,1035448965,1058922542)+W(6,1040203374,-1122662741,1039533461,1040393300)+W(7,1024609216,1025676040,-1130070269,-1108890296)+W(8,-1124365977,1016380025,-1131471357,1032969412)+W(9,-1112710338,-1115585175,1001720584,1040541302)+W(10,-1114085496,1001141734,1001178742,1017600743)+W(11,1015920174,-1122393401,1010209588,-1134082186);WS(1017525984,1039916017); +sum1=W(0,-1147061122,-1127291978,1018048624,-1124853567)+W(1,-1119594613,1032566282,1049183858,-1129462517)+W(2,-1156505185,-1150114695,1036307723,999306018)+W(3,1010192066,-1111959392,-1116656134,1012193026)+W(4,-1104996150,1043181303,1045916039,-1095739637)+W(5,-1090223247,1054999864,1054258797,-1085471393)+W(6,-1105492077,1055713893,-1108082389,-1104470177)+W(7,-1107232129,1049351719,-1134406033,-1109848430)+W(8,1038596810,-1118699785,1019449355,1035770156)+W(9,1024906308,-1125493497,1018729693,1048116160)+W(10,-1114305018,1013642059,-1111613764,1035021201)+W(11,-1132413284,990662981,-1117195563,1014226964);sum2=W(0,-1123818427,1038354785,-1113611213,1033095635)+W(1,-1115456886,1031365710,-1136308834,1023960168)+W(2,-1134763238,1037262635,-1121052824,-1130014725)+W(3,1030713030,1030934712,-1129095405,1020936831)+W(4,1043017802,1005632845,1010827478,-1120605005)+W(5,-1105318511,1065783254,1067061797,1016597499)+W(6,-1129541437,1024758296,1033387493,1032279133)+W(7,969324748,973320358,-1141733133,1028982810)+W(8,-1090567932,1043858115,992544217,-1096460028)+W(9,-1094955795,-1104546945,1041505996,-1078682340)+W(10,994121897,-1115137122,-1114466677,-1114814318)+W(11,-1148320949,-1122716507,1007094454,-1126300988);WS(1033221560,1063777383); +sum1=W(0,1022703059,-1107233655,-1112638616,1019126833)+W(1,-1141147507,1017313945,-1107419652,1034317754)+W(2,-1145478905,1043218964,1030431247,1023815261)+W(3,1017044691,1042038278,1030899327,-1139797991)+W(4,1049316970,-1093677291,-1088696201,1057738402)+W(5,1039925560,-1105678958,-1091493000,1057780266)+W(6,-1097249286,1050643572,1054033952,-1101232178)+W(7,-1097041200,1044902925,1039373871,-1105363093)+W(8,1018619290,-1127677637,-1130166589,1044063732)+W(9,-1123751101,-1141892011,-1141893947,1042363102)+W(10,-1099574259,1032480102,1028589441,-1103422471)+W(11,-1143343447,-1115509735,1000558881,-1109462943);sum2=W(0,1021127838,1011019608,-1106875761,-1130982538)+W(1,-1227267307,1039986653,1024572751,1013698904)+W(2,-1130392938,-1104759550,-1113103478,-1180063220)+W(3,1032270489,-1129087757,1035543741,-1129014326)+W(4,1055137831,1058761027,1055977286,1056618334)+W(5,-1073860127,-1072531400,-1103617496,1048771047)+W(6,1059126644,1063802283,1052255088,-1108123535)+W(7,1042704754,1016319978,1048895081,1045481337)+W(8,-1115387544,1013848532,1020425242,-1102508839)+W(9,1043687089,-1112657573,1016018634,-1128394642)+W(10,-1109991236,-1125248586,1035781641,-1126700500)+W(11,-1121934766,1030839801,-1126407949,1031917163);WS(-1091503470,-1126838795); +sum1=W(0,-1113414670,-1126036384,-1134568843,-1124121237)+W(1,-1111356688,1037814911,1033159265,1028321829)+W(2,-1121133649,1040854417,1031580097,1026686479)+W(3,-1126384695,1027944427,-1106928812,-1120913068)+W(4,1049117760,-1103447906,-1109412515,1047693172)+W(5,1058889082,-1098797565,-1096437464,-1105247938)+W(6,-1120516448,-1106636212,-1104719461,1012762455)+W(7,1040171928,-1106734009,-1129886751,1049438209)+W(8,1034526751,-1113770234,1024589216,-1129997061)+W(9,1022658271,-1114645460,1036105485,-1143270742)+W(10,1042645116,-1138248951,1023714995,-1109175079)+W(11,1012750451,-1145462266,-1132081196,-1104071908);sum2=W(0,-1109269766,1042653975,1025966975,-1121971015)+W(1,-1096349825,1055073186,1058579369,-1096046215)+W(2,-1105457821,1043492169,1043843774,-1104467071)+W(3,-1113812495,1035958317,-1138844670,-1114558576)+W(4,1038662008,-1104797770,1032121603,-1127561691)+W(5,-1156170871,-1098327149,1041625968,-1095336395)+W(6,-1116732629,1028261711,-1090818470,1054347264)+W(7,1025184897,-1130419167,-1117277405,1043300107)+W(8,1018661176,1023052754,-1147835451,-1118316871)+W(9,1035437895,-1114991229,-1129857431,-1131103951)+W(10,-1115472379,-1157273063,1011784142,1042639369)+W(11,-1130646919,-1148362739,1024244091,-1115061521);WS(1065968028,1020949470); +sum1=W(0,1018701500,1020082981,1043191673,1032158503)+W(1,1031923218,1033906881,999481917,1028916776)+W(2,1005807263,1012896153,-1123072324,-1143490705)+W(3,1026731038,1035245559,1015001550,1028568398)+W(4,1043953282,-1139338281,-1089572661,1050691771)+W(5,1032996498,-1081715803,-1091936976,1047062836)+W(6,1057445286,-1088032573,-1087112685,1057457238)+W(7,1057446979,-1095410205,-1100585253,1051530049)+W(8,1041437600,-1139648989,1033006978,983294118)+W(9,1040306653,-1132542121,1033705422,1042367115)+W(10,-1123572193,1033839136,-1138694873,1019100064)+W(11,-1104642968,1015844228,1027376729,1039280729);sum2=W(0,-1114179967,1050997929,-1098284578,-1107158830)+W(1,-1112529879,-1138556160,1032837846,-1106205598)+W(2,1045048740,1033058370,-1103494095,1036191348)+W(3,1045813672,1040601336,-1109765233,-1112261511)+W(4,-1120628180,-1084072333,1059101624,1059620359)+W(5,1064698181,1049137220,1033838752,1056621385)+W(6,-1087565422,-1096659207,-1100194061,1049117565)+W(7,-1087363324,-1087988644,1042760064,1050635491)+W(8,1055292451,1041809552,1041045600,-1080819081)+W(9,-1118657190,1036987884,-1150759871,-1084530179)+W(10,1055648971,-1098721116,1040790470,1035375516)+W(11,1059720072,-1118399816,1028926760,-1101810418);WS(-1079370588,-1069938997); +sum1=W(0,1031876694,1040468568,1024046068,-1107111607)+W(1,1007409349,1041967908,-1110778478,-1108546779)+W(2,-1110402417,1027170100,1037532265,-1119937056)+W(3,-1115195974,1030920188,1028424065,1034313646)+W(4,1048995971,-1106422470,-1106911318,1034755057)+W(5,1056322870,-1089848952,-1092550445,1044693184)+W(6,-1123931633,-1098485404,-1115839591,992363881)+W(7,1034999584,-1101830589,1027494176,1041273350)+W(8,1043602212,-1133546645,-1122522177,1032333322)+W(9,1044063648,-1129245296,-1123999146,-1124221431)+W(10,1015794334,1009488187,-1121719236,-1137125241)+W(11,1024639630,-1115284904,-1146748727,1038675968);sum2=W(0,1039856206,-1094195694,1044972838,-1116010697)+W(1,1047723216,-1090167008,1041658757,1025692273)+W(2,1045538686,-1114739465,-1087657974,1054500142)+W(3,1037455508,1025495534,-1103808398,1020883249)+W(4,1054041965,-1105218154,1025111869,-1107525170)+W(5,1054432792,-1103340827,1047241736,-1095593913)+W(6,-1099510609,1043141319,-1105033641,1048962216)+W(7,-1112321007,1020729805,-1104502432,1041852115)+W(8,1021276689,-1122132060,1027404867,-1115770744)+W(9,1030984707,-1109230755,1036997767,-1113081166)+W(10,1008623973,949401483,1000189578,1026520309)+W(11,1034321699,989367833,-1121181330,1031142833);WS(1051966318,-1113875142); +sum1=W(0,-1111332346,-1135399329,1040145278,1035883793)+W(1,1006041029,-1096989371,1017502534,1045917727)+W(2,1042663274,1025318012,1043615094,-1129901007)+W(3,1014471632,1043398529,-1113005508,-1119690564)+W(4,1051177307,-1096861164,-1091560996,1051696565)+W(5,1061428120,-1087158964,-1091248610,1054251573)+W(6,1050890887,-1096301045,-1098884432,1037934795)+W(7,1049249377,-1093100168,-1093706893,1046007992)+W(8,-1117751383,1039745286,-1126824689,-1133003627)+W(9,-1126263439,1008594943,1020593891,-1178468754)+W(10,1017933485,1035118155,1037849734,-1106662601)+W(11,-1116546293,1028529816,-1114145271,1038615540);sum2=W(0,1032134121,1034430176,995641288,-1120038729)+W(1,1014623636,1032554184,1011533369,-1112337284)+W(2,-1111055788,1037430467,-1114631943,1015804972)+W(3,-1118260382,1020696197,1022278663,1025605092)+W(4,-1099098436,-1099374838,1011267102,1035481768)+W(5,-1122840036,1046041384,1055781369,960227969)+W(6,-1115890560,-1124103196,1055178264,-1123247827)+W(7,1010081074,-1116158530,1039303021,1022436109)+W(8,1055985885,-1113501317,1026093812,1042749492)+W(9,1069533386,-1086401299,-1095011910,1067101038)+W(10,1058921177,-1075689828,-1079450114,1065618150)+W(11,-1118372702,-1095588850,-1082339747,-1106092627);WS(-1087762743,-1114043214); +sum1=W(0,-1111481047,981566559,1040067739,1028903325)+W(1,-1117223539,-1130847267,1032756947,1010874850)+W(2,1027957028,-1113871531,-1123313460,-1114811697)+W(3,1025677743,-1113266015,-1126050567,-1115120063)+W(4,1050679259,-1096161947,-1095653187,1045936105)+W(5,1055533279,-1084280212,-1090950614,1052053924)+W(6,1053658934,1005713692,-1097768267,1059392176)+W(7,1051823712,-1118568631,-1120312930,1039338221)+W(8,1026181394,-1149217596,1029496147,-1122706133)+W(9,1030922562,-1154701224,-1132850610,1034645023)+W(10,-1102292436,1020850850,-1113406339,1030340896)+W(11,-1112577800,-1117302546,1017761874,-1107839810);sum2=W(0,-1125241033,-1111980552,-1150454109,1001016005)+W(1,-1111720092,1037513337,1033028659,1018218852)+W(2,-1140722987,-1144232926,-1109924763,1015413875)+W(3,1010568725,-1113652225,-1117260807,-1138333196)+W(4,1031575403,-1103460210,983352173,1001531747)+W(5,-1085543392,-1076627395,-1103428024,1016765132)+W(6,1054900052,1051272122,1074369634,1053354837)+W(7,1045881209,-1098914955,-1098379064,1041131548)+W(8,1036252996,1023495862,-1157019725,-1106746798)+W(9,1046375720,-1112606370,1033057508,-1128273041)+W(10,-1094917738,-1107285947,1019967806,1055587240)+W(11,-1098562564,1031041657,1012881631,-1106193524);WS(-1090517687,-1095444575); +sum1=W(0,-1111454559,-1106175885,1032739299,1025742446)+W(1,1035513890,-1118213794,-1110724347,1040962578)+W(2,1041617005,1040368314,-1103218657,1025779251)+W(3,1024699903,1024907982,-1105137317,-1106922364)+W(4,1031326631,-1101847659,-1095546301,1054789967)+W(5,1059778428,-1089262225,-1090925684,1052551894)+W(6,1051667296,-1099734269,-1096439373,1045793474)+W(7,1052247674,-1097282993,-1104705805,1040121301)+W(8,-1107099097,-1117676152,1028563508,1033023507)+W(9,1035395209,1007580971,1036888990,1036045063)+W(10,1050132438,1037985265,949923192,-1101529212)+W(11,1016797696,1026673059,-1113513373,-1102593253);sum2=W(0,1035064858,-1104348375,-1095438834,1052208474)+W(1,1055780907,-1084432555,-1079843968,1064043431)+W(2,1057138231,-1086965748,-1106077690,1048070172)+W(3,1042120650,-1106942577,1048708391,-1100953655)+W(4,-1095663473,1048824145,-1101013864,1040952518)+W(5,1054823629,-1105218176,-1097227129,1060639651)+W(6,1057295667,-1106201667,1048082838,-1098542607)+W(7,1035260440,-1136871967,1042233875,-1095587456)+W(8,-1099869349,-1127115193,-1125550479,1045777263)+W(9,-1118379111,972648308,1024044553,1049789703)+W(10,1043327775,1016298873,1021849499,-1102784042)+W(11,1006771796,1030896448,-1116706874,-1107731485);WS(-1115614648,1042425791); +sum1=W(0,-1124027509,1016926292,-1115327070,-1120207204)+W(1,-1105701711,1037845356,1038910502,-1144413692)+W(2,-1120774251,-1105850383,1042236823,1014568102)+W(3,-1119274774,-1117126533,-1134596907,1029691462)+W(4,-1096731140,1053311332,1053481388,-1093340989)+W(5,-1085064420,1049566369,1057006919,-1096554678)+W(6,-1098496607,1048579325,1056376458,-1100005974)+W(7,-1098152617,1043887136,1042582346,-1135406214)+W(8,-1116407641,1010793530,-1113874973,1030984860)+W(9,1043585442,-1114795809,-1116271283,1038600290)+W(10,-1122768840,-1130485552,992031960,1018535375)+W(11,1035562443,-1140222054,1029193328,-1120431498);sum2=W(0,1024332524,-1082891577,-1079712608,-1127240204)+W(1,-1111478947,1047818786,-1081879450,-1145474239)+W(2,-1112394176,1064292926,1066272635,1029335642)+W(3,-1152251822,1063028070,1048742105,1042612281)+W(4,1063276166,1025750476,1049757184,1066527571)+W(5,1033988518,-1093152038,1045572932,1065092416)+W(6,-1085935960,-1107360776,-1129453741,-1081647719)+W(7,-1088819358,-1095668919,1042389166,-1090025738)+W(8,-1127423195,976948665,-1120167031,-1122509441)+W(9,-1126799575,1030959654,-1123809997,-1127801782)+W(10,-1109456127,1026103880,995040830,1033523902)+W(11,-1163717821,1033003323,-1116538748,1029374360);WS(1005558656,-1134386388); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 3), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -3), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -1), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 1), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns16-win8x4.glsl b/shaders/nnedi3/gather/nnedi3-nns16-win8x4.glsl new file mode 100644 index 0000000..bc2ecc4 --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns16-win8x4.glsl @@ -0,0 +1,146 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1112248839,1024662558,-1118620174,-1123354974)+W(1,-1143613552,-1129268360,1028038478,1046299686)+W(2,-1087068557,1048182784,-1103968288,1016130204)+W(3,-1103342192,-1115088511,1047279381,1063313277)+W(4,1059583965,-1119323982,-1117908518,-1101453425)+W(5,1003350800,-1134684248,1034186247,-1088182320)+W(6,1027638054,-1137723992,-1122818124,-1122284590)+W(7,-1111377363,1028117438,978245507,-1124394588);sum2=W(0,-1131063526,-1131086728,-1136248556,-1162931039)+W(1,-1117642655,-1128864654,1031011705,1029801649)+W(2,-1128443230,1044675527,-1119907402,-1115594515)+W(3,-1107118398,-1113986381,1050674207,1042762789)+W(4,-1107588397,-1111169922,1017500018,1022791334)+W(5,-1186206458,1017255694,-1112569685,1009001220)+W(6,-1125594766,-1135599628,1014782692,-1156766128)+W(7,993928432,1007622876,-1114139175,-1148613464);WS(1038828992,1041685264); +sum1=W(0,1049950910,1027336960,995958527,-1114329248)+W(1,1028668144,1025858258,-1107326552,-1097681183)+W(2,1060640651,1045782072,1034401008,-1117673776)+W(3,1033402064,-1122828000,-1105157973,-1085831405)+W(4,-1098159517,-1106507532,1035088196,1038612842)+W(5,-1110558370,-1113173980,1032016120,1053136924)+W(6,-1124000392,-1105439902,1029875310,1008781376)+W(7,1012109856,-1114749520,1034119968,1023707152);sum2=W(0,-1099468189,-1140834082,-1131767489,1031315360)+W(1,1036663822,-1122285462,1024287080,-1112139926)+W(2,-1100127579,1052854494,-1107869385,1023637252)+W(3,1038018354,-1112496415,1052996200,-1117241706)+W(4,1034036134,1024451620,-1117110288,-1107666272)+W(5,-1110479054,-1112615559,1027157968,1027811452)+W(6,1003450083,1041131277,-1110538107,-1124350185)+W(7,998992195,-1106762474,1035032776,-1131082337);WS(-1086074680,1053637716); +sum1=W(0,1042002951,-1165378922,-1148805338,-1121345387)+W(1,-1121398619,991217235,-1115297518,-1113042450)+W(2,1052460699,-1094571489,1049266593,-1136570733)+W(3,-1117268427,1036113926,-1098765182,-1107443934)+W(4,-1124281856,1040734807,-1133439181,1027081787)+W(5,-1136658365,-1112513138,1006695533,1043313411)+W(6,-1121708851,1035650578,-1120818857,-1158465386)+W(7,1021173351,-1106476275,1027853163,1016359031);sum2=W(0,-1170492850,1003954710,1017334370,1026517575)+W(1,-1143472678,998846550,-1132363566,-1138816415)+W(2,-1096673587,-1077357700,1071692777,1051558711)+W(3,-1124275402,1018703670,-1098960792,-1136175651)+W(4,-1098179385,996694924,1020207734,1049822619)+W(5,1007812651,1007766851,1003290486,-1116986501)+W(6,-1122577241,1015494226,1019995718,1022251878)+W(7,1009415395,-1163222937,-1126828734,-1141894102);WS(1051521136,1027207116); +sum1=W(0,1010830545,-1124202632,-1121133108,-1122694020)+W(1,1018062184,-1116091286,1037913146,-1124291704)+W(2,1057246783,1026322980,-1116351908,-1102175837)+W(3,1041281977,-1125394504,982577970,-1093542759)+W(4,-1089509425,1025178484,1009393969,1045518980)+W(5,1008755233,-1127575032,-1118947636,1055793637)+W(6,-1117338572,1009646833,1015772516,1008379217)+W(7,1015898776,-1121163492,1001810977,1001093793);sum2=W(0,-1135527491,-1123650952,1013616911,-1137495011)+W(1,-1118108263,-1128775579,1024465134,1027730022)+W(2,1013443151,-1114797945,1029346938,-1135578111)+W(3,-1098008683,-1080443718,1068130737,1049128967)+W(4,-1122100892,-1128721387,1012413655,1017473747)+W(5,-1101482344,-1137148015,-1143058109,1046423571)+W(6,-1166794345,-1156685818,1008139351,-1133405571)+W(7,-1128178767,991435034,-1126785325,1020545683);WS(1057767608,-1132080751); +sum1=W(0,1025766741,-1135552917,1026017621,1026028453)+W(1,1012106581,-1138611630,1040474693,1035118319)+W(2,1051769667,-1083959172,1048679017,-1117947285)+W(3,1030333189,1045191121,-1084413328,-1111744027)+W(4,-1120826122,1045191525,1011196341,1025261389)+W(5,-1122181545,1030480605,-1110336171,1049618505)+W(6,1028389741,1039505775,1025013027,1015828970)+W(7,1027514349,1020294666,-1123719333,1028257397);sum2=W(0,-1101123140,-1103020887,1028118553,1017587161)+W(1,988296658,1010063898,1022642341,1040188371)+W(2,-1099714612,1049070164,1005112948,1008167722)+W(3,1026403646,1033545355,1046164698,1039093756)+W(4,1032013714,1022049457,1015776789,-1125344655)+W(5,1002132020,1037334715,-1098832696,-1111525569)+W(6,1009340114,-1167693540,-1138850406,-1148301500)+W(7,-1139728254,1035581889,-1103378287,-1115917000);WS(-1099372256,-1088618788); +sum1=W(0,1048693927,1033711782,-1113349022,-1112538182)+W(1,-1109099742,-1110127398,-1129092599,-1112344546)+W(2,1064716592,-1143605597,1024020908,-1103996671)+W(3,1032699126,-1121424940,1044926535,-1086749016)+W(4,-1085173359,1004694493,-1111225386,1046614908)+W(5,-1130166943,-1106709441,1040479887,1062252083)+W(6,-1108087402,-1138402062,-1114146165,-1110537326)+W(7,-1120726228,-1106064827,1042110371,1034104622);sum2=W(0,1013472954,-1131186779,-1144106823,987083788)+W(1,979955865,-1163904780,-1122269098,-1120418118)+W(2,-1139561796,1044091298,-1121977305,-1120467381)+W(3,-1115615181,-1127292875,1042996066,1038342084)+W(4,1038343490,-1115306287,-1162389292,-1118651341)+W(5,-1123141745,1014320394,-1128689408,-1118476220)+W(6,-1155962630,-1117365756,964510307,-1152635694)+W(7,-1135582470,1008840046,-1141833923,-1132569906);WS(1041282784,1044242623); +sum1=W(0,-1171512555,-1121861252,-1119816052,-1119885764)+W(1,1025494836,-1113504879,1040963149,1003864029)+W(2,1057266723,1010135439,-1113812594,-1100880653)+W(3,1043843337,-1125989575,-1118004569,-1094412795)+W(4,-1089952515,1031135156,1015358999,1046531310)+W(5,-1156936827,-1122714492,-1114099002,1056310444)+W(6,-1115226950,1003139037,1021011107,1005085853)+W(7,1003362397,-1120612644,992693307,1015234855);sum2=W(0,-1142619324,1012902153,-1143827754,1005317381)+W(1,1026462555,1020893616,-1128784654,-1126266146)+W(2,-1114788024,-1098688460,1009279342,1019060164)+W(3,1054132458,1070492026,-1078812823,-1094218173)+W(4,-1120377499,1017453102,-1131000233,1014092605)+W(5,1048935725,1011358224,1007638067,-1099532818)+W(6,-1139793504,-1147729078,-1137528453,1012779564)+W(7,1015734963,987943782,1018177647,-1130333980);WS(1046635232,1024078131); +sum1=W(0,1035063871,1034039879,1025138813,1002735212)+W(1,1040314319,1035664624,-1105608655,-1097977761)+W(2,1044122447,-1110416695,-1132524982,1017042555)+W(3,1038536855,-1114843703,1051547730,-1094991056)+W(4,-1092481954,-1094320024,1033606155,1031803657)+W(5,1003107468,1019470987,1047410847,1050188814)+W(6,-1107502027,-1103391009,1015508823,1021596219)+W(7,1021345835,-1136683190,1046101811,1031346589);sum2=W(0,1044036812,-1112231286,-1112281069,-1096475926)+W(1,-1106234474,-1121785528,1024115789,1052862983)+W(2,-1111398905,-1096068583,1041647377,-1116645717)+W(3,-1130292776,1037359643,1038036111,1051331710)+W(4,1026411348,-1114320784,1023473494,-1113263240)+W(5,-1111704128,-1123406807,1028002558,1042458641)+W(6,-1138574198,-1104710548,1039764966,-1117017643)+W(7,-1109714921,1041123403,-1106844581,1037890580);WS(-1088554040,-1076674880); +sum1=W(0,-1132973070,1034501898,1016736263,1026292820)+W(1,-1130131975,1028857234,-1110973538,-1144171612)+W(2,-1089525132,1037427962,-1110236986,1042339025)+W(3,-1108906970,-1112145786,-1123890785,1052671191)+W(4,1056478885,-1118983748,1016313655,-1103961368)+W(5,1002874044,1025897228,1041641985,-1092344862)+W(6,1038469390,-1123320716,1014755782,-1151588920)+W(7,-1130905399,1033705562,1017396903,1010979982);sum2=W(0,-1133182691,1024414743,1007730851,1013915195)+W(1,1020584890,1005058566,-1121307593,-1127318198)+W(2,-1111248658,1040952978,1028189234,981970521)+W(3,-1124411850,1029625115,1057294107,1035588225)+W(4,-1109339192,-1094377458,-1142484934,-1121038101)+W(5,1026110889,1023925523,1024397525,-1107404728)+W(6,-1116592821,-1112421528,1010322539,-1146368902)+W(7,-1140327971,-1199698720,1019759378,-1118541421);WS(1063581112,1015292283); +sum1=W(0,-1125096044,1037634467,-1124445804,-1123806598)+W(1,-1117498166,1006823135,1028314614,1046804719)+W(2,-1083793455,-1098422117,-1112186771,1036776315)+W(3,-1106689849,1004978479,1034155462,1064148787)+W(4,1058965073,-1106625757,-1117642958,-1102837698)+W(5,1033810693,1029436414,1037373467,-1089226130)+W(6,1036181095,-1127761788,1010580432,-1137018200)+W(7,-1119765454,1034713459,1021285644,994321759);sum2=W(0,-1110373665,-1122115974,-1129458054,-1127012521)+W(1,1021812843,1015201109,-1121551577,-1121983257)+W(2,-1118435057,1041258512,-1113739078,-1134632819)+W(3,1039413537,-1127386873,1043546644,-1107711610)+W(4,1025961773,1041055451,-1115241196,-1106078947)+W(5,-1110385416,-1135801459,-1131486243,1048226293)+W(6,1025056413,1029845331,-1119046895,-1122814807)+W(7,-1132245806,-1140149017,1018415015,-1139476701);WS(-1109010880,-1087548956); +sum1=W(0,-1095012676,-1102610188,1034343312,1034947768)+W(1,1029737824,1025692706,1039446704,1046023882)+W(2,-1096454908,-1091443170,1019661856,1016751552)+W(3,1038373096,1039271048,-1105694067,1042564604)+W(4,-1131030249,1042942296,1017025648,-1126501287)+W(5,1012879825,1041317114,-1103700296,1044246468)+W(6,1019936112,1024647464,-1140792121,1030724160)+W(7,1029263800,1041193844,-1107855416,-1141422594);sum2=W(0,-1107522705,-1121503695,-1113997103,1034034732)+W(1,1021740679,-1112744336,1038975878,-1105460279)+W(2,-1114143244,-1105773446,1025456143,1028771217)+W(3,-1121564954,1024971971,1059420344,1032873918)+W(4,-1109746606,-1106040358,-1102403849,1035315492)+W(5,-1122379806,-1106873869,1046039582,1040681265)+W(6,-1106459627,1039219872,-1099438501,1018212015)+W(7,-1130313815,-1105420350,1046943722,1026290649);WS(-1086299832,-1077288694); +sum1=W(0,-1099039878,-1108540692,-1132921948,1021716686)+W(1,1039618828,-1131678690,1021468846,-1111509136)+W(2,-1158126306,1055092577,-1108835908,-1113901292)+W(3,1041516082,-1118733319,1062013047,-1096197083)+W(4,-1089051407,-1113759276,965138311,1023078294)+W(5,-1122936235,1015065790,1022391342,1050708993)+W(6,-1107695832,-1113503632,-1130194922,998651320)+W(7,997649137,1023538631,991635057,-1133490396);sum2=W(0,1035891239,1030599513,1027343155,-1133976495)+W(1,-1113698362,1016406968,-1108453664,-1130801609)+W(2,1037590422,1054189655,-1119506980,-1149877867)+W(3,-1108226898,-1120928356,-1119322812,1012747883)+W(4,1041308688,-1112736561,1016526837,-1126385541)+W(5,1016225738,988482485,-1119223720,-1107379808)+W(6,1004824957,-1120347934,-1140785051,994153115)+W(7,1018050885,-1117792638,-1129452107,-1116360142);WS(-1113279936,1066223903); +sum1=W(0,1040261344,-1140107833,-1141738481,-1128171420)+W(1,-1123695998,-1154978689,-1116929726,-1112013315)+W(2,1050703688,-1100167260,1044160156,-1138940153)+W(3,-1123177006,1034288823,-1100730273,-1108200895)+W(4,-1130335589,1035637471,-1129655596,1020686276)+W(5,-1141423761,-1114187043,1024316286,1040782300)+W(6,-1124525100,1032644739,-1123239900,964173357)+W(7,1013984857,-1108229911,1029624526,1014134393);sum2=W(0,1021458196,1017345212,-1125272644,-1115606620)+W(1,-1131253088,-1143902384,1016051020,1009639320)+W(2,1047257730,1068148121,-1080575150,-1099614716)+W(3,1020803060,1032085971,-1113655261,-1120838650)+W(4,1044966894,1026244022,-1122847678,-1102155153)+W(5,1016311348,-1137376840,-1130782536,-1132238288)+W(6,1017049220,1010161976,-1129056732,-1123394906)+W(7,-1137115752,-1136984808,1004223696,967940860);WS(1060545080,-1126581603); +sum1=W(0,-1112268976,-1128752350,1037657648,1032630360)+W(1,-1125010622,1029508223,1032285712,1045186906)+W(2,-1090205186,1048595306,1037448680,1043836232)+W(3,-1108078856,1041691860,-1094666759,1053340438)+W(4,1057651571,1035187792,1031833596,976149203)+W(5,1042698525,1040118132,-1092127852,-1082657749)+W(6,1034806588,1043419290,1025282125,1031675647)+W(7,1033087420,1034587656,-1096441814,-1104761760);sum2=W(0,1034075649,1026991402,-1126365381,-1123698886)+W(1,-1113635181,-1168196508,-1118780236,998149095)+W(2,1019253181,1047572688,-1121651762,-1135914762)+W(3,-1114469118,-1145545780,1038479879,1023543366)+W(4,1035108181,-1115886918,-1122087574,-1118625490)+W(5,992781287,-1139655050,1011684618,-1114677625)+W(6,1016718341,-1117034488,-1134045690,-1147908244)+W(7,-1142844852,1007905050,-1137057610,-1132109957);WS(-1083899832,-1105526146); +sum1=W(0,-1119744955,-1125720471,-1139718894,1026357515)+W(1,-1111407198,-1152407445,-1106102943,-1117075907)+W(2,-1092285679,1062437883,-1105573131,1044187583)+W(3,-1107209883,-1107292779,1052836221,1048719011)+W(4,1058460257,1022150135,-1119529939,-1104526300)+W(5,-1122559055,-1119739267,-1123085499,-1089717563)+W(6,1033366698,1009731342,-1132776678,-1125768375)+W(7,-1119196243,-1129505495,-1112611206,-1114009838);sum2=W(0,1025172792,-1117035240,-1129400032,-1110807022)+W(1,-1123816828,-1144812946,999654946,1033543849)+W(2,1035443403,-1135427545,-1123619892,-1105612607)+W(3,-1120747576,-1113498942,1053020794,1039345667)+W(4,-1111010692,-1115955576,1016529300,-1131262448)+W(5,-1113301822,-1146605522,-1135856481,1047843748)+W(6,-1117326476,-1121250556,-1136239801,-1129444600)+W(7,-1119691028,-1135792457,998047364,1022819536);WS(-1107513792,1064663354); +sum1=W(0,-1113532308,1021510766,-1161118946,1030862455)+W(1,-1123071015,1009770420,-1127591630,1032378968)+W(2,-1091621085,1046262406,-1104300038,1040244826)+W(3,-1107582956,-1108820108,1034822530,1051734861)+W(4,1054782000,1019068110,-1135077628,-1102940181)+W(5,-1125175670,1025488559,1031948820,-1095483267)+W(6,1036941280,-1128724830,1011863892,-1135539484)+W(7,-1126076542,1036426604,-1120336759,-1172984259);sum2=W(0,-1140752647,-1123380440,-1139065871,-1135206239)+W(1,974924014,-1133276463,1021581075,1022777359)+W(2,988696695,-1092786651,1025917606,1026230428)+W(3,1029689087,-1140169471,-1085937537,-1122295168)+W(4,1049996339,1057784826,1013849783,1027050280)+W(5,-1135329695,-1124883951,-1130048007,1032573953)+W(6,1033822297,1034470972,-1127829351,1016077019)+W(7,1011238415,1001568686,-1137094527,1032545188);WS(1058918200,-1121082995); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -1), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 1), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1118620174,1024662558,-1112248839,-1123354974)+W(1,-1103968288,1048182784,-1087068557,1016130204)+W(2,-1117908518,-1119323982,1059583965,-1101453425)+W(3,-1122818124,-1137723992,1027638054,-1122284590)+W(4,1028038478,-1129268360,-1143613552,1046299686)+W(5,1047279381,-1115088511,-1103342192,1063313277)+W(6,1034186247,-1134684248,1003350800,-1088182320)+W(7,978245507,1028117438,-1111377363,-1124394588);sum2=W(0,-1136248556,-1131086728,-1131063526,-1162931039)+W(1,-1119907402,1044675527,-1128443230,-1115594515)+W(2,1017500018,-1111169922,-1107588397,1022791334)+W(3,1014782692,-1135599628,-1125594766,-1156766128)+W(4,1031011705,-1128864654,-1117642655,1029801649)+W(5,1050674207,-1113986381,-1107118398,1042762789)+W(6,-1112569685,1017255694,-1186206458,1009001220)+W(7,-1114139175,1007622876,993928432,-1148613464);WS(1038828992,1041685264); +sum1=W(0,995958527,1027336960,1049950910,-1114329248)+W(1,1034401008,1045782072,1060640651,-1117673776)+W(2,1035088196,-1106507532,-1098159517,1038612842)+W(3,1029875310,-1105439902,-1124000392,1008781376)+W(4,-1107326552,1025858258,1028668144,-1097681183)+W(5,-1105157973,-1122828000,1033402064,-1085831405)+W(6,1032016120,-1113173980,-1110558370,1053136924)+W(7,1034119968,-1114749520,1012109856,1023707152);sum2=W(0,-1131767489,-1140834082,-1099468189,1031315360)+W(1,-1107869385,1052854494,-1100127579,1023637252)+W(2,-1117110288,1024451620,1034036134,-1107666272)+W(3,-1110538107,1041131277,1003450083,-1124350185)+W(4,1024287080,-1122285462,1036663822,-1112139926)+W(5,1052996200,-1112496415,1038018354,-1117241706)+W(6,1027157968,-1112615559,-1110479054,1027811452)+W(7,1035032776,-1106762474,998992195,-1131082337);WS(-1086074680,1053637716); +sum1=W(0,-1148805338,-1165378922,1042002951,-1121345387)+W(1,1049266593,-1094571489,1052460699,-1136570733)+W(2,-1133439181,1040734807,-1124281856,1027081787)+W(3,-1120818857,1035650578,-1121708851,-1158465386)+W(4,-1115297518,991217235,-1121398619,-1113042450)+W(5,-1098765182,1036113926,-1117268427,-1107443934)+W(6,1006695533,-1112513138,-1136658365,1043313411)+W(7,1027853163,-1106476275,1021173351,1016359031);sum2=W(0,1017334370,1003954710,-1170492850,1026517575)+W(1,1071692777,-1077357700,-1096673587,1051558711)+W(2,1020207734,996694924,-1098179385,1049822619)+W(3,1019995718,1015494226,-1122577241,1022251878)+W(4,-1132363566,998846550,-1143472678,-1138816415)+W(5,-1098960792,1018703670,-1124275402,-1136175651)+W(6,1003290486,1007766851,1007812651,-1116986501)+W(7,-1126828734,-1163222937,1009415395,-1141894102);WS(1051521136,1027207116); +sum1=W(0,-1121133108,-1124202632,1010830545,-1122694020)+W(1,-1116351908,1026322980,1057246783,-1102175837)+W(2,1009393969,1025178484,-1089509425,1045518980)+W(3,1015772516,1009646833,-1117338572,1008379217)+W(4,1037913146,-1116091286,1018062184,-1124291704)+W(5,982577970,-1125394504,1041281977,-1093542759)+W(6,-1118947636,-1127575032,1008755233,1055793637)+W(7,1001810977,-1121163492,1015898776,1001093793);sum2=W(0,1013616911,-1123650952,-1135527491,-1137495011)+W(1,1029346938,-1114797945,1013443151,-1135578111)+W(2,1012413655,-1128721387,-1122100892,1017473747)+W(3,1008139351,-1156685818,-1166794345,-1133405571)+W(4,1024465134,-1128775579,-1118108263,1027730022)+W(5,1068130737,-1080443718,-1098008683,1049128967)+W(6,-1143058109,-1137148015,-1101482344,1046423571)+W(7,-1126785325,991435034,-1128178767,1020545683);WS(1057767608,-1132080751); +sum1=W(0,1026017621,-1135552917,1025766741,1026028453)+W(1,1048679017,-1083959172,1051769667,-1117947285)+W(2,1011196341,1045191525,-1120826122,1025261389)+W(3,1025013027,1039505775,1028389741,1015828970)+W(4,1040474693,-1138611630,1012106581,1035118319)+W(5,-1084413328,1045191121,1030333189,-1111744027)+W(6,-1110336171,1030480605,-1122181545,1049618505)+W(7,-1123719333,1020294666,1027514349,1028257397);sum2=W(0,1028118553,-1103020887,-1101123140,1017587161)+W(1,1005112948,1049070164,-1099714612,1008167722)+W(2,1015776789,1022049457,1032013714,-1125344655)+W(3,-1138850406,-1167693540,1009340114,-1148301500)+W(4,1022642341,1010063898,988296658,1040188371)+W(5,1046164698,1033545355,1026403646,1039093756)+W(6,-1098832696,1037334715,1002132020,-1111525569)+W(7,-1103378287,1035581889,-1139728254,-1115917000);WS(-1099372256,-1088618788); +sum1=W(0,-1113349022,1033711782,1048693927,-1112538182)+W(1,1024020908,-1143605597,1064716592,-1103996671)+W(2,-1111225386,1004694493,-1085173359,1046614908)+W(3,-1114146165,-1138402062,-1108087402,-1110537326)+W(4,-1129092599,-1110127398,-1109099742,-1112344546)+W(5,1044926535,-1121424940,1032699126,-1086749016)+W(6,1040479887,-1106709441,-1130166943,1062252083)+W(7,1042110371,-1106064827,-1120726228,1034104622);sum2=W(0,-1144106823,-1131186779,1013472954,987083788)+W(1,-1121977305,1044091298,-1139561796,-1120467381)+W(2,-1162389292,-1115306287,1038343490,-1118651341)+W(3,964510307,-1117365756,-1155962630,-1152635694)+W(4,-1122269098,-1163904780,979955865,-1120418118)+W(5,1042996066,-1127292875,-1115615181,1038342084)+W(6,-1128689408,1014320394,-1123141745,-1118476220)+W(7,-1141833923,1008840046,-1135582470,-1132569906);WS(1041282784,1044242623); +sum1=W(0,-1119816052,-1121861252,-1171512555,-1119885764)+W(1,-1113812594,1010135439,1057266723,-1100880653)+W(2,1015358999,1031135156,-1089952515,1046531310)+W(3,1021011107,1003139037,-1115226950,1005085853)+W(4,1040963149,-1113504879,1025494836,1003864029)+W(5,-1118004569,-1125989575,1043843337,-1094412795)+W(6,-1114099002,-1122714492,-1156936827,1056310444)+W(7,992693307,-1120612644,1003362397,1015234855);sum2=W(0,-1143827754,1012902153,-1142619324,1005317381)+W(1,1009279342,-1098688460,-1114788024,1019060164)+W(2,-1131000233,1017453102,-1120377499,1014092605)+W(3,-1137528453,-1147729078,-1139793504,1012779564)+W(4,-1128784654,1020893616,1026462555,-1126266146)+W(5,-1078812823,1070492026,1054132458,-1094218173)+W(6,1007638067,1011358224,1048935725,-1099532818)+W(7,1018177647,987943782,1015734963,-1130333980);WS(1046635232,1024078131); +sum1=W(0,1025138813,1034039879,1035063871,1002735212)+W(1,-1132524982,-1110416695,1044122447,1017042555)+W(2,1033606155,-1094320024,-1092481954,1031803657)+W(3,1015508823,-1103391009,-1107502027,1021596219)+W(4,-1105608655,1035664624,1040314319,-1097977761)+W(5,1051547730,-1114843703,1038536855,-1094991056)+W(6,1047410847,1019470987,1003107468,1050188814)+W(7,1046101811,-1136683190,1021345835,1031346589);sum2=W(0,-1112281069,-1112231286,1044036812,-1096475926)+W(1,1041647377,-1096068583,-1111398905,-1116645717)+W(2,1023473494,-1114320784,1026411348,-1113263240)+W(3,1039764966,-1104710548,-1138574198,-1117017643)+W(4,1024115789,-1121785528,-1106234474,1052862983)+W(5,1038036111,1037359643,-1130292776,1051331710)+W(6,1028002558,-1123406807,-1111704128,1042458641)+W(7,-1106844581,1041123403,-1109714921,1037890580);WS(-1088554040,-1076674880); +sum1=W(0,1016736263,1034501898,-1132973070,1026292820)+W(1,-1110236986,1037427962,-1089525132,1042339025)+W(2,1016313655,-1118983748,1056478885,-1103961368)+W(3,1014755782,-1123320716,1038469390,-1151588920)+W(4,-1110973538,1028857234,-1130131975,-1144171612)+W(5,-1123890785,-1112145786,-1108906970,1052671191)+W(6,1041641985,1025897228,1002874044,-1092344862)+W(7,1017396903,1033705562,-1130905399,1010979982);sum2=W(0,1007730851,1024414743,-1133182691,1013915195)+W(1,1028189234,1040952978,-1111248658,981970521)+W(2,-1142484934,-1094377458,-1109339192,-1121038101)+W(3,1010322539,-1112421528,-1116592821,-1146368902)+W(4,-1121307593,1005058566,1020584890,-1127318198)+W(5,1057294107,1029625115,-1124411850,1035588225)+W(6,1024397525,1023925523,1026110889,-1107404728)+W(7,1019759378,-1199698720,-1140327971,-1118541421);WS(1063581112,1015292283); +sum1=W(0,-1124445804,1037634467,-1125096044,-1123806598)+W(1,-1112186771,-1098422117,-1083793455,1036776315)+W(2,-1117642958,-1106625757,1058965073,-1102837698)+W(3,1010580432,-1127761788,1036181095,-1137018200)+W(4,1028314614,1006823135,-1117498166,1046804719)+W(5,1034155462,1004978479,-1106689849,1064148787)+W(6,1037373467,1029436414,1033810693,-1089226130)+W(7,1021285644,1034713459,-1119765454,994321759);sum2=W(0,-1129458054,-1122115974,-1110373665,-1127012521)+W(1,-1113739078,1041258512,-1118435057,-1134632819)+W(2,-1115241196,1041055451,1025961773,-1106078947)+W(3,-1119046895,1029845331,1025056413,-1122814807)+W(4,-1121551577,1015201109,1021812843,-1121983257)+W(5,1043546644,-1127386873,1039413537,-1107711610)+W(6,-1131486243,-1135801459,-1110385416,1048226293)+W(7,1018415015,-1140149017,-1132245806,-1139476701);WS(-1109010880,-1087548956); +sum1=W(0,1034343312,-1102610188,-1095012676,1034947768)+W(1,1019661856,-1091443170,-1096454908,1016751552)+W(2,1017025648,1042942296,-1131030249,-1126501287)+W(3,-1140792121,1024647464,1019936112,1030724160)+W(4,1039446704,1025692706,1029737824,1046023882)+W(5,-1105694067,1039271048,1038373096,1042564604)+W(6,-1103700296,1041317114,1012879825,1044246468)+W(7,-1107855416,1041193844,1029263800,-1141422594);sum2=W(0,-1113997103,-1121503695,-1107522705,1034034732)+W(1,1025456143,-1105773446,-1114143244,1028771217)+W(2,-1102403849,-1106040358,-1109746606,1035315492)+W(3,-1099438501,1039219872,-1106459627,1018212015)+W(4,1038975878,-1112744336,1021740679,-1105460279)+W(5,1059420344,1024971971,-1121564954,1032873918)+W(6,1046039582,-1106873869,-1122379806,1040681265)+W(7,1046943722,-1105420350,-1130313815,1026290649);WS(-1086299832,-1077288694); +sum1=W(0,-1132921948,-1108540692,-1099039878,1021716686)+W(1,-1108835908,1055092577,-1158126306,-1113901292)+W(2,965138311,-1113759276,-1089051407,1023078294)+W(3,-1130194922,-1113503632,-1107695832,998651320)+W(4,1021468846,-1131678690,1039618828,-1111509136)+W(5,1062013047,-1118733319,1041516082,-1096197083)+W(6,1022391342,1015065790,-1122936235,1050708993)+W(7,991635057,1023538631,997649137,-1133490396);sum2=W(0,1027343155,1030599513,1035891239,-1133976495)+W(1,-1119506980,1054189655,1037590422,-1149877867)+W(2,1016526837,-1112736561,1041308688,-1126385541)+W(3,-1140785051,-1120347934,1004824957,994153115)+W(4,-1108453664,1016406968,-1113698362,-1130801609)+W(5,-1119322812,-1120928356,-1108226898,1012747883)+W(6,-1119223720,988482485,1016225738,-1107379808)+W(7,-1129452107,-1117792638,1018050885,-1116360142);WS(-1113279936,1066223903); +sum1=W(0,-1141738481,-1140107833,1040261344,-1128171420)+W(1,1044160156,-1100167260,1050703688,-1138940153)+W(2,-1129655596,1035637471,-1130335589,1020686276)+W(3,-1123239900,1032644739,-1124525100,964173357)+W(4,-1116929726,-1154978689,-1123695998,-1112013315)+W(5,-1100730273,1034288823,-1123177006,-1108200895)+W(6,1024316286,-1114187043,-1141423761,1040782300)+W(7,1029624526,-1108229911,1013984857,1014134393);sum2=W(0,-1125272644,1017345212,1021458196,-1115606620)+W(1,-1080575150,1068148121,1047257730,-1099614716)+W(2,-1122847678,1026244022,1044966894,-1102155153)+W(3,-1129056732,1010161976,1017049220,-1123394906)+W(4,1016051020,-1143902384,-1131253088,1009639320)+W(5,-1113655261,1032085971,1020803060,-1120838650)+W(6,-1130782536,-1137376840,1016311348,-1132238288)+W(7,1004223696,-1136984808,-1137115752,967940860);WS(1060545080,-1126581603); +sum1=W(0,1037657648,-1128752350,-1112268976,1032630360)+W(1,1037448680,1048595306,-1090205186,1043836232)+W(2,1031833596,1035187792,1057651571,976149203)+W(3,1025282125,1043419290,1034806588,1031675647)+W(4,1032285712,1029508223,-1125010622,1045186906)+W(5,-1094666759,1041691860,-1108078856,1053340438)+W(6,-1092127852,1040118132,1042698525,-1082657749)+W(7,-1096441814,1034587656,1033087420,-1104761760);sum2=W(0,-1126365381,1026991402,1034075649,-1123698886)+W(1,-1121651762,1047572688,1019253181,-1135914762)+W(2,-1122087574,-1115886918,1035108181,-1118625490)+W(3,-1134045690,-1117034488,1016718341,-1147908244)+W(4,-1118780236,-1168196508,-1113635181,998149095)+W(5,1038479879,-1145545780,-1114469118,1023543366)+W(6,1011684618,-1139655050,992781287,-1114677625)+W(7,-1137057610,1007905050,-1142844852,-1132109957);WS(-1083899832,-1105526146); +sum1=W(0,-1139718894,-1125720471,-1119744955,1026357515)+W(1,-1105573131,1062437883,-1092285679,1044187583)+W(2,-1119529939,1022150135,1058460257,-1104526300)+W(3,-1132776678,1009731342,1033366698,-1125768375)+W(4,-1106102943,-1152407445,-1111407198,-1117075907)+W(5,1052836221,-1107292779,-1107209883,1048719011)+W(6,-1123085499,-1119739267,-1122559055,-1089717563)+W(7,-1112611206,-1129505495,-1119196243,-1114009838);sum2=W(0,-1129400032,-1117035240,1025172792,-1110807022)+W(1,-1123619892,-1135427545,1035443403,-1105612607)+W(2,1016529300,-1115955576,-1111010692,-1131262448)+W(3,-1136239801,-1121250556,-1117326476,-1129444600)+W(4,999654946,-1144812946,-1123816828,1033543849)+W(5,1053020794,-1113498942,-1120747576,1039345667)+W(6,-1135856481,-1146605522,-1113301822,1047843748)+W(7,998047364,-1135792457,-1119691028,1022819536);WS(-1107513792,1064663354); +sum1=W(0,-1161118946,1021510766,-1113532308,1030862455)+W(1,-1104300038,1046262406,-1091621085,1040244826)+W(2,-1135077628,1019068110,1054782000,-1102940181)+W(3,1011863892,-1128724830,1036941280,-1135539484)+W(4,-1127591630,1009770420,-1123071015,1032378968)+W(5,1034822530,-1108820108,-1107582956,1051734861)+W(6,1031948820,1025488559,-1125175670,-1095483267)+W(7,-1120336759,1036426604,-1126076542,-1172984259);sum2=W(0,-1139065871,-1123380440,-1140752647,-1135206239)+W(1,1025917606,-1092786651,988696695,1026230428)+W(2,1013849783,1057784826,1049996339,1027050280)+W(3,-1127829351,1034470972,1033822297,1016077019)+W(4,1021581075,-1133276463,974924014,1022777359)+W(5,-1085937537,-1140169471,1029689087,-1122295168)+W(6,-1130048007,-1124883951,-1135329695,1032573953)+W(7,-1137094527,1001568686,1011238415,1032545188);WS(1058918200,-1121082995); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns16-win8x6.glsl b/shaders/nnedi3/gather/nnedi3-nns16-win8x6.glsl new file mode 100644 index 0000000..d72c453 --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns16-win8x6.glsl @@ -0,0 +1,154 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1027745880,-1121396864,-1130469888,-1126897990)+W(1,1024642508,-1107295041,1039079928,1024250604)+W(2,-1149906049,-1126556538,-1147395201,-1121959908)+W(3,1041026790,1042195560,-1116173177,-1113607518)+W(4,1044630722,999141354,-1098313415,1022159130)+W(5,1005058137,1007702352,1019497054,-1107136294)+W(6,1018714920,1026239260,-1133977224,1015526727)+W(7,-1106681307,1038936227,-1106606352,1042189511)+W(8,-1121374916,1025050132,-1124106064,1035880216)+W(9,-1131068140,1015308851,-1122292152,990390561)+W(10,-1122507740,1031978820,-1122039043,1013770942)+W(11,-1135809122,1018900008,-1116330759,-1136584888);sum2=W(0,1011515348,1029416248,1023321012,1017133506)+W(1,-1123730089,1020129658,-1115999672,-1139818306)+W(2,-1138856554,1007066512,1015618084,996184056)+W(3,1057587887,1071604647,-1112177411,-1119553894)+W(4,-1109933138,-1097028615,-1079392139,-1090489276)+W(5,-1145378916,1008681896,1028448562,1016266760)+W(6,1051025857,1035052104,-1133574805,-1165256880)+W(7,-1105405946,-1135392452,-1139515542,-1098617840)+W(8,1000343320,991053648,-1138601606,-1155286464)+W(9,1010374724,1018728192,-1135761830,1020043526)+W(10,-1142174380,1002597928,1024878156,-1121583660)+W(11,-1155288808,-1132781834,-1131188096,997185888);WS(1018288640,1027735986); +sum1=W(0,-1178449286,-1114624234,1006778572,1012158232)+W(1,-1128542910,1027108853,1032943202,1044498160)+W(2,1002517720,964628492,1017365062,-1115962871)+W(3,-1104570115,1028919475,-1156175041,1025063871)+W(4,-1088743921,-1106124541,-1097612337,1059928494)+W(5,-1134936888,-1146238776,1026836706,1032615126)+W(6,1034856692,-1127457566,-1140348884,1010747802)+W(7,1059914122,1032056909,1031833306,-1085331503)+W(8,1020458158,1016604174,-1122073627,-1114177498)+W(9,-1122825993,-1115773453,-1172026051,1020162890)+W(10,1033999672,1027508251,1038136595,-1119592595)+W(11,998219705,1023799671,-1129465364,1022377282);sum2=W(0,-1130460798,985194115,-1145399745,-1126840972)+W(1,1017322604,-1129997452,-1120812206,1019075916)+W(2,-1131047996,-1143360737,1006903064,-1131054760)+W(3,-1112997847,-1120456092,991527106,-1139273136)+W(4,1042717692,1051048254,1043975251,-1139625904)+W(5,-1130986946,1007107280,-1113881740,-1114175000)+W(6,1001121889,1017866680,-1139461992,-1135317632)+W(7,-1121880440,-1112673669,-1128878392,-1150833602)+W(8,-1143215153,-1125685806,1026044394,978663174)+W(9,1006765920,1000306721,995542402,-1129486378)+W(10,-1126929736,-1114488494,-1142139489,-1133504840)+W(11,-1144361281,-1134951296,1007041936,1014584312);WS(1042433344,-1111851638); +sum1=W(0,-1112658226,-1123380939,-1139940268,-1128612156)+W(1,1043958886,1033805831,-1126908022,-1119638967)+W(2,-1128976934,-1142120768,-1115346894,-1120465263)+W(3,-1128727592,-1107767030,984858240,-1122042583)+W(4,1057665642,1046318672,1052387104,-1097703246)+W(5,1005565040,-1148354296,-1108167869,-1104545545)+W(6,-1114896432,-1115281716,-1146630760,999630836)+W(7,-1095395475,-1117224401,1030603948,1054789077)+W(8,-1133849404,-1117808895,-1163176544,1029397739)+W(9,-1129996802,-1123547845,996431920,-1126512698)+W(10,-1123618471,-1113258842,1026334318,1028419819)+W(11,1013349902,-1120421311,-1134051464,-1117439993);sum2=W(0,-1109389142,-1119299282,-1132240188,1022431497)+W(1,1028727631,-1129989652,-1139248009,1004613154)+W(2,-1132574761,-1114039002,-1140046689,1029503922)+W(3,-1107432916,1044244351,-1114822837,1024165374)+W(4,1047487962,-1100679909,-1108646182,1041447926)+W(5,-1135952741,-1123756570,1040665470,1017218352)+W(6,1031006195,983982854,-1124855948,-1120729932)+W(7,-1126089152,1033956847,1009435309,1047688354)+W(8,-1148002498,1028342876,-1107003694,-1120804126)+W(9,-1158996358,-1121099750,-1128289576,-1126342960)+W(10,-1123334894,1039673953,1036127241,-1122846542)+W(11,-1117057946,1026336008,-1102421772,-1140927562);WS(1015433728,1058400049); +sum1=W(0,1031161269,1032977294,-1133909491,-1139873791)+W(1,1033801204,-1131731326,-1112917766,-1113693508)+W(2,-1143910182,1019358132,989007258,-1119172737)+W(3,-1116372870,1035249566,-1230944644,1023506921)+W(4,1045725159,-1102794347,-1103376612,-1116140698)+W(5,1008313039,-1115540344,1044071755,-1122523445)+W(6,-1120831281,-1114963068,1028378783,-1118840528)+W(7,-1116748777,1032646513,-1141442286,1044830734)+W(8,-1126204226,-1118552369,1018738506,1030473357)+W(9,1032892305,-1105610222,1033465034,-1121050287)+W(10,-1112562780,1030129285,1034039600,1023234585)+W(11,1016154651,-1124368226,-1122899972,1021910870);sum2=W(0,-1158711528,1013039401,992976916,-1138428449)+W(1,-1140697417,-1123518198,-1130455464,-1124467432)+W(2,1012442941,975746961,1033499227,1030243467)+W(3,-1128734961,1036130613,976851025,-1142924106)+W(4,-1099387353,-1077268149,-1097860430,-1113146735)+W(5,-1122081826,-1117904739,1072898808,1051222006)+W(6,1010050489,-1137359275,997652548,989093448)+W(7,-1091225653,1032494444,-1122996798,-1108810723)+W(8,-1131990027,951236744,1025590581,1056060393)+W(9,990210276,-1138876101,-1134977059,-1153131756)+W(10,-1115493835,1018469149,-1127238416,-1140348735)+W(11,1006284898,-1146863422,1026307569,1025171621);WS(-1143089152,1030017260); +sum1=W(0,-1116644609,-1127223379,1001605962,1012276081)+W(1,-1124688427,1035777366,-1119160665,1019444907)+W(2,-1130860131,-1130309965,-1136557285,1029853709)+W(3,-1109637089,-1115433381,-1155861797,1024406997)+W(4,-1098625404,1006101820,1044433671,1048989101)+W(5,-1130883561,1009046005,-1111190908,1038057505)+W(6,1036571679,1028189701,-1122534699,-1155627981)+W(7,1048780603,-1104960796,1039597237,-1098184025)+W(8,1025361773,1018788475,-1130076067,-1112291813)+W(9,-1126280255,1036379833,-1120990241,1018348791)+W(10,1029641477,-1111599465,-1136463217,-1117935161)+W(11,-1125993892,1020397819,-1154886405,1012573277);sum2=W(0,1008405084,985822624,-1147284080,-1153319600)+W(1,-1140784820,-1129308604,1010505984,-1118973116)+W(2,1010769460,1001814848,1021293048,1012585128)+W(3,-1142311064,1022276922,995456320,1008968960)+W(4,1037448945,1057794596,-1089187936,-1101248908)+W(5,-1160749952,-1123619202,1033366347,1024969278)+W(6,-1140411728,1005012008,-1146954776,-1140178660)+W(7,1029773785,1015531414,1017518401,-1109859050)+W(8,-1136545168,1000322872,1007802556,1024400778)+W(9,1003782736,1006946188,-1170856127,-1142030464)+W(10,974134143,960534268,995727232,982409184)+W(11,-1152799248,985284128,1009923956,1003482728);WS(1064472528,-1121594920); +sum1=W(0,1027230343,1032290711,-1143599223,-1142654991)+W(1,1027061019,1016010466,-1113392623,-1112807213)+W(2,-1164359388,1014490160,991342574,-1128825126)+W(3,-1136037408,1002050167,1010500896,1014568428)+W(4,1034098395,-1112872467,-1113734161,-1115590690)+W(5,-1148094031,-1127829894,1027642302,1008695068)+W(6,-1122938499,-1120250507,1020884834,-1124387333)+W(7,-1130883382,1015162858,1029912912,1038834309)+W(8,-1138058188,-1124941766,1015817710,1013984188)+W(9,1025589157,-1110863224,1026841191,-1131205634)+W(10,-1123484555,1019435182,1031947569,1019867389)+W(11,1008886302,-1130075526,-1129521612,1015459258);sum2=W(0,-1154115373,-1139843175,-1147429191,1003807591)+W(1,1017182228,1024488826,1001833687,1000124719)+W(2,-1130234859,987658746,-1116401990,-1126980607)+W(3,1018649088,1016729308,-1132089351,1002635095)+W(4,1040714709,1063780536,-1105992985,1008095031)+W(5,1013729967,1024604622,-1085442794,-1105844805)+W(6,1024344696,-1155997437,-1151072125,-1147602519)+W(7,1047200342,1020609216,-1132427785,1014141127)+W(8,995366957,-1147894927,-1122913939,-1101306502)+W(9,1001714367,-1141691791,1011860423,964968041)+W(10,1023684454,1017456200,-1139390003,-1141957575)+W(11,-1146690231,-1146063807,-1128761080,-1125194898);WS(1061878800,-1131153991); +sum1=W(0,1015115512,1031144036,1018625288,-1123872727)+W(1,1041224340,1009910425,-1102371221,-1099302516)+W(2,-1171049230,1022902338,1014687697,-1144166978)+W(3,1036357847,-1108974562,1026350045,-1127640224)+W(4,1052022073,1058525661,1059569738,-1085394744)+W(5,-1132534141,1016189168,-1125187302,-1115552350)+W(6,-1107191102,1006433282,1018183052,1013916191)+W(7,-1088226291,-1097316565,1032504563,1050617832)+W(8,-1123531112,-1127405808,1040234099,1037730450)+W(9,1014427177,1026198990,1016048056,-1145362866)+W(10,-1109508096,-1098228398,1033421596,1031877738)+W(11,1018548825,-1137247201,1035235966,1015825508);sum2=W(0,1031269327,-1131640108,973798558,-1131301730)+W(1,-1109842974,-1125259759,1028981651,-1127010401)+W(2,-1180777340,-1160957999,-1167651134,-1181736700)+W(3,1013454096,-1109509101,1013478572,-1127780866)+W(4,-1113692773,1047088883,1051779317,-1149526184)+W(5,993986728,1020962386,-1109788940,-1123287814)+W(6,-1117315078,-1131160392,-1135840779,-1160424319)+W(7,-1134194124,1028175261,-1137527992,1028380081)+W(8,-1136947718,-1138138790,-1121515979,-1115287133)+W(9,-1145619912,-1127332243,-1138738786,-1164912671)+W(10,1018886164,1027237057,-1148504424,998238336)+W(11,-1152989064,-1123011340,-1142455024,-1125209194);WS(-1146021888,1053974589); +sum1=W(0,-1119368753,-1134074211,1013890275,1029642476)+W(1,-1095098901,-1107285127,1042359026,1042969521)+W(2,984849429,-1135393367,1031018217,1046685039)+W(3,1007708103,1017736689,1022266947,-1176939092)+W(4,-1096985546,1034918881,-1101301107,1045769551)+W(5,-1139413615,1024875117,1003810877,1036262392)+W(6,1027345005,1032510570,1004183253,-1146466657)+W(7,1050538529,1051699648,-1091538585,-1094644679)+W(8,-1172526890,1017671961,1011534979,-1120828825)+W(9,1019378973,1031489314,-1127783457,-1160650069)+W(10,1036824506,1048776768,-1095508207,-1107179580)+W(11,-1160823333,1006585957,1035618600,-1133351451);sum2=W(0,-1091101506,1001500224,1030774484,1031363252)+W(1,1057852755,-1132290932,-1110436898,1048232756)+W(2,1016290300,-1126601761,-1131305343,-1095952784)+W(3,-1110787951,965388167,1007437656,1015165558)+W(4,1043794074,1047525730,1014973676,1016237906)+W(5,1003743696,1022650220,-1152923833,-1113356328)+W(6,1003188992,1041338676,-1158035650,1020087968)+W(7,1011818344,-1129296549,-1105090874,-1123006886)+W(8,1021501454,1017537464,-1131940021,-1111245491)+W(9,-1134903850,1033269727,1018262350,-1137051446)+W(10,1034851396,-1106365430,-1104724635,-1123217223)+W(11,-1133259176,1019937714,1024945328,-1117639196);WS(-1077057896,-1083600334); +sum1=W(0,1011471785,1019976613,1014201033,1017420011)+W(1,-1116040414,1015478313,-1126437509,1029223422)+W(2,1016511669,-1167731667,1024110818,1017123181)+W(3,-1138042285,1040273597,999765850,1017846781)+W(4,-1103217262,-1087230893,-1090770241,1049638570)+W(5,1009386661,1023090125,1030676769,1023111893)+W(6,1016487629,1027730222,985808522,-1162024122)+W(7,1046437488,1024768280,1037672698,1029091694)+W(8,1020460717,1025489318,-1120839802,-1112046985)+W(9,1010855969,1025127228,1011766057,1019153993)+W(10,1028909230,1017109109,1025680213,1027546578)+W(11,-1134545259,1027741830,-1128064723,1023955584);sum2=W(0,-1107003878,1013240776,-1152708847,1023774756)+W(1,-1118294055,-1128830540,-1108605887,1020767940)+W(2,1021408408,-1119578529,-1139588328,-1113997093)+W(3,-1108761818,1032847770,-1128030280,1005727232)+W(4,-1097736561,1008347200,1058054639,1050907301)+W(5,-1135972104,-1131826954,1039669350,1032528025)+W(6,1024878510,-1129071264,-1116453887,1004577664)+W(7,1049418167,-1105809360,1040942692,-1106188814)+W(8,999382680,1019392776,-1104688291,-1108856812)+W(9,-1124253692,-1114566712,-1127775332,1020705336)+W(10,1014050712,-1132221182,1042743894,-1115446820)+W(11,-1117167612,1022204104,-1103534695,1018266740);WS(1034686080,-1080904524); +sum1=W(0,1025190657,1024127465,-1156631187,-1139332721)+W(1,1041601261,1028605547,1040892278,-1143163562)+W(2,-1137907141,1012089369,-1129308018,1024768205)+W(3,1006799241,-1145135178,1011454089,1023562901)+W(4,1052908885,-1091833281,-1089193318,-1104914606)+W(5,1019594656,-1143330794,1036300940,-1117860929)+W(6,-1129417722,1017495114,1012327853,1009225011)+W(7,-1103073573,1025246703,-1119873834,1043909393)+W(8,992909011,-1123933213,1033652713,1040987970)+W(9,1027561839,1010795083,1010798725,1010687981)+W(10,-1124345098,1032670633,-1118482716,-1136185891)+W(11,1018355139,-1123266333,1027144528,1024209623);sum2=W(0,-1124228589,1028193069,-1136847690,998154484)+W(1,-1115676434,-1123302060,-1123281782,-1132108902)+W(2,1004957466,1011392625,-1132306691,-1123985162)+W(3,1043298286,-1115567961,-1145824866,-1120010648)+W(4,1027211577,1034703777,1059221182,-1097765474)+W(5,-1127542967,1022587458,-1131429597,-1114822183)+W(6,-1106126812,-1111174068,994166396,1015307650)+W(7,-1099334080,1015056080,-1130476352,1048600788)+W(8,-1127163397,-1122559367,1023836215,1029215805)+W(9,-1128437454,-1110538383,1010815409,1000606426)+W(10,-1137618020,1028199647,-1118584150,1026255089)+W(11,-1171736302,-1124423270,1025007180,-1127893362);WS(-1097173920,-1100403112); +sum1=W(0,-1126599342,-1134319356,-1124511038,-1133792968)+W(1,-1109988694,-1122054529,-1112479512,1026626987)+W(2,-1124691470,-1131431128,-1138055228,-1128510918)+W(3,-1113753548,-1113718896,-1126404688,-1133667884)+W(4,-1097159959,1058630415,1058852431,1051379210)+W(5,-1128464692,-1122909907,-1108453759,1031366423)+W(6,1034489098,1017816566,-1123548289,-1129657589)+W(7,1049904553,-1104990865,1007326848,-1097104011)+W(8,1006087192,-1138955724,-1129654222,-1111244112)+W(9,-1122628437,1029275393,-1120375479,-1134226372)+W(10,983139170,-1110311540,-1116837058,-1112737379)+W(11,-1123473736,-1149064600,-1132471000,-1143321192);sum2=W(0,-1145103116,1024883426,-1170659932,-1133003813)+W(1,1033080040,1028547885,-1117429423,-1105221269)+W(2,-1129731365,-1147341896,-1128891234,1016862101)+W(3,-1122208183,-1101651786,1031055883,1006656308)+W(4,1042272545,1058321046,1055658740,-1098340061)+W(5,-1121650606,1031708925,-1100689547,-1121562483)+W(6,-1107240567,-1137951645,-1138148825,-1122785076)+W(7,-1112738821,1003752088,-1131811521,1035604404)+W(8,-1123396988,-1133076983,1026865631,-1115182870)+W(9,-1131665157,-1116779622,-1131089901,-1134424500)+W(10,1015669581,1033205575,-1123356625,-1130287800)+W(11,-1131162259,-1127933595,-1134576021,-1129373191);WS(1049422752,1064394145); +sum1=W(0,-1106085006,-1123841888,997641734,1016583527)+W(1,1042273115,1021597381,1031369872,995307718)+W(2,1025810280,1006187755,-1122854832,-1113049442)+W(3,1041111742,1032245856,-1131677043,-1129211865)+W(4,1058826428,-1105331685,-1098988005,-1088517333)+W(5,1019889767,-1131685097,1032610296,-1113933244)+W(6,-1110939130,-1105269375,1021691141,1021172552)+W(7,-1090507155,1043687978,1030057089,1058612208)+W(8,-1155049030,-1134096210,-1122591528,1037338632)+W(9,-1137128282,-1106745812,1026669144,-1133007562)+W(10,-1120823228,1038691348,1034516890,1036830720)+W(11,1025994697,-1126546729,-1117945591,-1116248270);sum2=W(0,-1138201662,-1140877219,-1124041461,1015668141)+W(1,-1127284815,-1123578506,-1116450062,-1111996311)+W(2,1020174885,-1139064970,1024732308,-1125087482)+W(3,1027346708,1016303395,1015274173,1005775275)+W(4,-1106280325,1052974100,-1108948194,-1125910350)+W(5,-1133423524,-1161498797,1032925063,1034158307)+W(6,-1106503093,-1117618841,992639399,-1138139200)+W(7,1053021197,957951850,1031763952,-1104963655)+W(8,-1134898868,1013272790,994113735,-1107449032)+W(9,-1115775134,-1122071744,-1129319398,-1132053353)+W(10,1016609913,-1140595900,1034411590,1015724405)+W(11,-1132485274,-1164791981,-1140186580,-1132927280);WS(-1101497152,-1084603877); +sum1=W(0,1016522037,-1157845066,-1140218249,-1136425045)+W(1,1019848413,-1119357636,1029505522,967194407)+W(2,-1142614610,-1135395837,-1140249161,-1129523533)+W(3,1035402982,1027884002,-1122160667,-1121565262)+W(4,1027088345,1024422013,-1107598171,1022903246)+W(5,-1148904362,1002411186,-1127296803,-1121932442)+W(6,1025282390,1022271101,-1132497425,1006883159)+W(7,-1117602990,1030415880,-1120772739,1025270942)+W(8,-1130529549,1018540973,-1129818261,1030372258)+W(9,-1138792353,995143101,-1128604789,1004502690)+W(10,-1171556244,1025955498,-1128284203,-1154700189)+W(11,-1138856043,1011955033,-1121511513,-1138666305);sum2=W(0,-1131366283,-1117612139,-1137964827,-1126668299)+W(1,1000957181,-1119890411,1034620123,1024971228)+W(2,1005199725,-1136862175,-1145021381,-1151515419)+W(3,-1097765254,-1083955387,1030757650,1015963121)+W(4,1026062254,-1107214224,1064229708,1049249869)+W(5,1007955643,-1125717658,1026637176,1001872029)+W(6,-1103492737,-1118797430,997720155,-1137547503)+W(7,-1122275403,1016072153,1017921725,1047078464)+W(8,-1169614250,923654805,-1135832789,1027173860)+W(9,-1131387718,-1140632131,-1152589275,-1132279825)+W(10,-1133941049,996433547,-1144191965,1024786888)+W(11,1002011725,1005736109,-1140699475,-1148432117);WS(1059552336,-1136539026); +sum1=W(0,1041343484,1036710283,1010957914,990367896)+W(1,1033353841,1029016441,-1107358947,-1096612504)+W(2,1028944863,1024290996,-1132821402,-1125599349)+W(3,1045269292,-1112141659,1017372383,-1154541352)+W(4,1042554433,1029783110,1058232297,-1087221074)+W(5,1023892422,1023410731,-1114120867,-1154580200)+W(6,-1116984235,1018013925,1015461809,1026284586)+W(7,-1087458720,-1095293300,1047713030,1051438086)+W(8,-1144215764,-1144750420,1032365167,1033522371)+W(9,1006339428,1032228520,1021777309,1014364322)+W(10,-1114380761,-1099415088,1045851190,1032067931)+W(11,1001346936,-1130073781,1030006574,1004597796);sum2=W(0,-1101809160,-1115520194,-1126180245,-1153914788)+W(1,1046574229,1000424166,1022007580,1052877341)+W(2,1023520281,1021218858,-1113807813,-1095334336)+W(3,-1114410922,1033573989,-1141303142,995844276)+W(4,1034680258,-1098051352,-1098900400,1055965696)+W(5,1008634443,-1115608949,1033797491,-1109583292)+W(6,998799030,-1110191966,990856044,1026951758)+W(7,1045079279,-1106708743,1023185808,1023481081)+W(8,1032307290,-1128938562,1025876178,1032986287)+W(9,-1129252703,1016759632,1015235936,1004850742)+W(10,984863273,-1103050031,-1104219784,1031073312)+W(11,1017335440,1020607644,1038371038,-1137844345);WS(-1080660584,-1085825159); +sum1=W(0,-1123370319,-1131079022,998525366,1013708199)+W(1,-1118786339,1035331132,-1111041043,-1145658646)+W(2,-1144908790,-1131113128,1017605134,1028171867)+W(3,-1110742584,-1113918027,1009982783,1026247587)+W(4,-1095527502,1041941518,1038280501,1047524760)+W(5,-1130744068,992723116,-1110999603,1042485668)+W(6,1032009669,1025751155,-1128223794,-1136883881)+W(7,1051037928,-1106649743,1042402294,-1096311074)+W(8,1025830203,1017749654,-1132447358,-1106204846)+W(9,-1126831290,1033490448,-1126850910,999596614)+W(10,1032615945,-1111971999,1023947050,-1118872454)+W(11,-1127230527,1018668086,971034337,1002160934);sum2=W(0,1017543700,1002138986,-1145776834,988660617)+W(1,-1133704409,1024621822,1001599498,1015794522)+W(2,-1140119133,-1136500105,-1135257421,1003471274)+W(3,1031822055,1032911160,-1126488793,-1133422913)+W(4,-1102581932,-1089051586,1056510750,1041494739)+W(5,-1163479081,1009057465,1026713544,970658596)+W(6,1018658069,1007351961,999055930,999416722)+W(7,-1111744235,1009295285,-1138508317,1023998101)+W(8,1000517690,-1137960905,998080468,945757471)+W(9,-1162261577,999395634,-1179419172,987033481)+W(10,-1140892226,-1147317506,-1141702058,991201876)+W(11,-1186683976,-1146609818,1007988669,-1156050276);WS(1064784784,-1120346387); +sum1=W(0,1015721531,-1110077251,1000581420,-1150678408)+W(1,-1099108228,-1107416484,1043607805,1049255678)+W(2,-1136953142,-1140022794,1017163947,-1149551256)+W(3,-1107299655,-1132691862,1015088861,1006062348)+W(4,-1089544734,-1130977491,-1123916922,1059242626)+W(5,-1139533474,1012221798,1022505321,1023526494)+W(6,-1148196556,1013224070,-1126533711,-1136518116)+W(7,1057929313,1048500643,-1100407642,-1096371932)+W(8,1014035238,1026165050,-1111675367,-1104456865)+W(9,-1124886999,1014270588,-1122704190,1012432222)+W(10,1035479729,1044504531,-1102354822,-1132580564)+W(11,-1136458552,1017479699,1007459698,-1127245287);sum2=W(0,1031694512,-1122230843,-1125513054,-1140771860)+W(1,-1115570202,1042093481,993388690,-1104948969)+W(2,-1127298441,995262946,-1111499166,1040745971)+W(3,979286214,1025077104,-1131288705,-1131667695)+W(4,1042830623,-1112764939,-1111209187,1026183534)+W(5,1002124441,-1123012516,982469091,-1119680402)+W(6,-1108853537,-1102087836,1012596136,978159878)+W(7,1043422569,1034771561,1045410736,1041617383)+W(8,-1129740789,-1125016939,-1109907689,-1120447085)+W(9,-1117751010,-1113389694,-1121534607,1011933560)+W(10,1014235016,1025820984,1044425994,1030126174)+W(11,1004566649,-1119639931,-1115100280,-1127258987);WS(-1088649680,1067112300); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -2), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 0), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 2), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -2), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 0), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 2), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -2), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 0), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 2), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -2), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 0), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 2), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1130469888,-1121396864,1027745880,-1126897990)+W(1,-1116173177,1042195560,1041026790,-1113607518)+W(2,-1133977224,1026239260,1018714920,1015526727)+W(3,-1122292152,1015308851,-1131068140,990390561)+W(4,1039079928,-1107295041,1024642508,1024250604)+W(5,-1098313415,999141354,1044630722,1022159130)+W(6,-1106606352,1038936227,-1106681307,1042189511)+W(7,-1122039043,1031978820,-1122507740,1013770942)+W(8,-1147395201,-1126556538,-1149906049,-1121959908)+W(9,1019497054,1007702352,1005058137,-1107136294)+W(10,-1124106064,1025050132,-1121374916,1035880216)+W(11,-1116330759,1018900008,-1135809122,-1136584888);sum2=W(0,1023321012,1029416248,1011515348,1017133506)+W(1,-1112177411,1071604647,1057587887,-1119553894)+W(2,-1133574805,1035052104,1051025857,-1165256880)+W(3,-1135761830,1018728192,1010374724,1020043526)+W(4,-1115999672,1020129658,-1123730089,-1139818306)+W(5,-1079392139,-1097028615,-1109933138,-1090489276)+W(6,-1139515542,-1135392452,-1105405946,-1098617840)+W(7,1024878156,1002597928,-1142174380,-1121583660)+W(8,1015618084,1007066512,-1138856554,996184056)+W(9,1028448562,1008681896,-1145378916,1016266760)+W(10,-1138601606,991053648,1000343320,-1155286464)+W(11,-1131188096,-1132781834,-1155288808,997185888);WS(1018288640,1027735986); +sum1=W(0,1006778572,-1114624234,-1178449286,1012158232)+W(1,-1156175041,1028919475,-1104570115,1025063871)+W(2,-1140348884,-1127457566,1034856692,1010747802)+W(3,-1172026051,-1115773453,-1122825993,1020162890)+W(4,1032943202,1027108853,-1128542910,1044498160)+W(5,-1097612337,-1106124541,-1088743921,1059928494)+W(6,1031833306,1032056909,1059914122,-1085331503)+W(7,1038136595,1027508251,1033999672,-1119592595)+W(8,1017365062,964628492,1002517720,-1115962871)+W(9,1026836706,-1146238776,-1134936888,1032615126)+W(10,-1122073627,1016604174,1020458158,-1114177498)+W(11,-1129465364,1023799671,998219705,1022377282);sum2=W(0,-1145399745,985194115,-1130460798,-1126840972)+W(1,991527106,-1120456092,-1112997847,-1139273136)+W(2,-1139461992,1017866680,1001121889,-1135317632)+W(3,995542402,1000306721,1006765920,-1129486378)+W(4,-1120812206,-1129997452,1017322604,1019075916)+W(5,1043975251,1051048254,1042717692,-1139625904)+W(6,-1128878392,-1112673669,-1121880440,-1150833602)+W(7,-1142139489,-1114488494,-1126929736,-1133504840)+W(8,1006903064,-1143360737,-1131047996,-1131054760)+W(9,-1113881740,1007107280,-1130986946,-1114175000)+W(10,1026044394,-1125685806,-1143215153,978663174)+W(11,1007041936,-1134951296,-1144361281,1014584312);WS(1042433344,-1111851638); +sum1=W(0,-1139940268,-1123380939,-1112658226,-1128612156)+W(1,984858240,-1107767030,-1128727592,-1122042583)+W(2,-1146630760,-1115281716,-1114896432,999630836)+W(3,996431920,-1123547845,-1129996802,-1126512698)+W(4,-1126908022,1033805831,1043958886,-1119638967)+W(5,1052387104,1046318672,1057665642,-1097703246)+W(6,1030603948,-1117224401,-1095395475,1054789077)+W(7,1026334318,-1113258842,-1123618471,1028419819)+W(8,-1115346894,-1142120768,-1128976934,-1120465263)+W(9,-1108167869,-1148354296,1005565040,-1104545545)+W(10,-1163176544,-1117808895,-1133849404,1029397739)+W(11,-1134051464,-1120421311,1013349902,-1117439993);sum2=W(0,-1132240188,-1119299282,-1109389142,1022431497)+W(1,-1114822837,1044244351,-1107432916,1024165374)+W(2,-1124855948,983982854,1031006195,-1120729932)+W(3,-1128289576,-1121099750,-1158996358,-1126342960)+W(4,-1139248009,-1129989652,1028727631,1004613154)+W(5,-1108646182,-1100679909,1047487962,1041447926)+W(6,1009435309,1033956847,-1126089152,1047688354)+W(7,1036127241,1039673953,-1123334894,-1122846542)+W(8,-1140046689,-1114039002,-1132574761,1029503922)+W(9,1040665470,-1123756570,-1135952741,1017218352)+W(10,-1107003694,1028342876,-1148002498,-1120804126)+W(11,-1102421772,1026336008,-1117057946,-1140927562);WS(1015433728,1058400049); +sum1=W(0,-1133909491,1032977294,1031161269,-1139873791)+W(1,-1230944644,1035249566,-1116372870,1023506921)+W(2,1028378783,-1114963068,-1120831281,-1118840528)+W(3,1033465034,-1105610222,1032892305,-1121050287)+W(4,-1112917766,-1131731326,1033801204,-1113693508)+W(5,-1103376612,-1102794347,1045725159,-1116140698)+W(6,-1141442286,1032646513,-1116748777,1044830734)+W(7,1034039600,1030129285,-1112562780,1023234585)+W(8,989007258,1019358132,-1143910182,-1119172737)+W(9,1044071755,-1115540344,1008313039,-1122523445)+W(10,1018738506,-1118552369,-1126204226,1030473357)+W(11,-1122899972,-1124368226,1016154651,1021910870);sum2=W(0,992976916,1013039401,-1158711528,-1138428449)+W(1,976851025,1036130613,-1128734961,-1142924106)+W(2,997652548,-1137359275,1010050489,989093448)+W(3,-1134977059,-1138876101,990210276,-1153131756)+W(4,-1130455464,-1123518198,-1140697417,-1124467432)+W(5,-1097860430,-1077268149,-1099387353,-1113146735)+W(6,-1122996798,1032494444,-1091225653,-1108810723)+W(7,-1127238416,1018469149,-1115493835,-1140348735)+W(8,1033499227,975746961,1012442941,1030243467)+W(9,1072898808,-1117904739,-1122081826,1051222006)+W(10,1025590581,951236744,-1131990027,1056060393)+W(11,1026307569,-1146863422,1006284898,1025171621);WS(-1143089152,1030017260); +sum1=W(0,1001605962,-1127223379,-1116644609,1012276081)+W(1,-1155861797,-1115433381,-1109637089,1024406997)+W(2,-1122534699,1028189701,1036571679,-1155627981)+W(3,-1120990241,1036379833,-1126280255,1018348791)+W(4,-1119160665,1035777366,-1124688427,1019444907)+W(5,1044433671,1006101820,-1098625404,1048989101)+W(6,1039597237,-1104960796,1048780603,-1098184025)+W(7,-1136463217,-1111599465,1029641477,-1117935161)+W(8,-1136557285,-1130309965,-1130860131,1029853709)+W(9,-1111190908,1009046005,-1130883561,1038057505)+W(10,-1130076067,1018788475,1025361773,-1112291813)+W(11,-1154886405,1020397819,-1125993892,1012573277);sum2=W(0,-1147284080,985822624,1008405084,-1153319600)+W(1,995456320,1022276922,-1142311064,1008968960)+W(2,-1146954776,1005012008,-1140411728,-1140178660)+W(3,-1170856127,1006946188,1003782736,-1142030464)+W(4,1010505984,-1129308604,-1140784820,-1118973116)+W(5,-1089187936,1057794596,1037448945,-1101248908)+W(6,1017518401,1015531414,1029773785,-1109859050)+W(7,995727232,960534268,974134143,982409184)+W(8,1021293048,1001814848,1010769460,1012585128)+W(9,1033366347,-1123619202,-1160749952,1024969278)+W(10,1007802556,1000322872,-1136545168,1024400778)+W(11,1009923956,985284128,-1152799248,1003482728);WS(1064472528,-1121594920); +sum1=W(0,-1143599223,1032290711,1027230343,-1142654991)+W(1,1010500896,1002050167,-1136037408,1014568428)+W(2,1020884834,-1120250507,-1122938499,-1124387333)+W(3,1026841191,-1110863224,1025589157,-1131205634)+W(4,-1113392623,1016010466,1027061019,-1112807213)+W(5,-1113734161,-1112872467,1034098395,-1115590690)+W(6,1029912912,1015162858,-1130883382,1038834309)+W(7,1031947569,1019435182,-1123484555,1019867389)+W(8,991342574,1014490160,-1164359388,-1128825126)+W(9,1027642302,-1127829894,-1148094031,1008695068)+W(10,1015817710,-1124941766,-1138058188,1013984188)+W(11,-1129521612,-1130075526,1008886302,1015459258);sum2=W(0,-1147429191,-1139843175,-1154115373,1003807591)+W(1,-1132089351,1016729308,1018649088,1002635095)+W(2,-1151072125,-1155997437,1024344696,-1147602519)+W(3,1011860423,-1141691791,1001714367,964968041)+W(4,1001833687,1024488826,1017182228,1000124719)+W(5,-1105992985,1063780536,1040714709,1008095031)+W(6,-1132427785,1020609216,1047200342,1014141127)+W(7,-1139390003,1017456200,1023684454,-1141957575)+W(8,-1116401990,987658746,-1130234859,-1126980607)+W(9,-1085442794,1024604622,1013729967,-1105844805)+W(10,-1122913939,-1147894927,995366957,-1101306502)+W(11,-1128761080,-1146063807,-1146690231,-1125194898);WS(1061878800,-1131153991); +sum1=W(0,1018625288,1031144036,1015115512,-1123872727)+W(1,1026350045,-1108974562,1036357847,-1127640224)+W(2,1018183052,1006433282,-1107191102,1013916191)+W(3,1016048056,1026198990,1014427177,-1145362866)+W(4,-1102371221,1009910425,1041224340,-1099302516)+W(5,1059569738,1058525661,1052022073,-1085394744)+W(6,1032504563,-1097316565,-1088226291,1050617832)+W(7,1033421596,-1098228398,-1109508096,1031877738)+W(8,1014687697,1022902338,-1171049230,-1144166978)+W(9,-1125187302,1016189168,-1132534141,-1115552350)+W(10,1040234099,-1127405808,-1123531112,1037730450)+W(11,1035235966,-1137247201,1018548825,1015825508);sum2=W(0,973798558,-1131640108,1031269327,-1131301730)+W(1,1013478572,-1109509101,1013454096,-1127780866)+W(2,-1135840779,-1131160392,-1117315078,-1160424319)+W(3,-1138738786,-1127332243,-1145619912,-1164912671)+W(4,1028981651,-1125259759,-1109842974,-1127010401)+W(5,1051779317,1047088883,-1113692773,-1149526184)+W(6,-1137527992,1028175261,-1134194124,1028380081)+W(7,-1148504424,1027237057,1018886164,998238336)+W(8,-1167651134,-1160957999,-1180777340,-1181736700)+W(9,-1109788940,1020962386,993986728,-1123287814)+W(10,-1121515979,-1138138790,-1136947718,-1115287133)+W(11,-1142455024,-1123011340,-1152989064,-1125209194);WS(-1146021888,1053974589); +sum1=W(0,1013890275,-1134074211,-1119368753,1029642476)+W(1,1022266947,1017736689,1007708103,-1176939092)+W(2,1004183253,1032510570,1027345005,-1146466657)+W(3,-1127783457,1031489314,1019378973,-1160650069)+W(4,1042359026,-1107285127,-1095098901,1042969521)+W(5,-1101301107,1034918881,-1096985546,1045769551)+W(6,-1091538585,1051699648,1050538529,-1094644679)+W(7,-1095508207,1048776768,1036824506,-1107179580)+W(8,1031018217,-1135393367,984849429,1046685039)+W(9,1003810877,1024875117,-1139413615,1036262392)+W(10,1011534979,1017671961,-1172526890,-1120828825)+W(11,1035618600,1006585957,-1160823333,-1133351451);sum2=W(0,1030774484,1001500224,-1091101506,1031363252)+W(1,1007437656,965388167,-1110787951,1015165558)+W(2,-1158035650,1041338676,1003188992,1020087968)+W(3,1018262350,1033269727,-1134903850,-1137051446)+W(4,-1110436898,-1132290932,1057852755,1048232756)+W(5,1014973676,1047525730,1043794074,1016237906)+W(6,-1105090874,-1129296549,1011818344,-1123006886)+W(7,-1104724635,-1106365430,1034851396,-1123217223)+W(8,-1131305343,-1126601761,1016290300,-1095952784)+W(9,-1152923833,1022650220,1003743696,-1113356328)+W(10,-1131940021,1017537464,1021501454,-1111245491)+W(11,1024945328,1019937714,-1133259176,-1117639196);WS(-1077057896,-1083600334); +sum1=W(0,1014201033,1019976613,1011471785,1017420011)+W(1,999765850,1040273597,-1138042285,1017846781)+W(2,985808522,1027730222,1016487629,-1162024122)+W(3,1011766057,1025127228,1010855969,1019153993)+W(4,-1126437509,1015478313,-1116040414,1029223422)+W(5,-1090770241,-1087230893,-1103217262,1049638570)+W(6,1037672698,1024768280,1046437488,1029091694)+W(7,1025680213,1017109109,1028909230,1027546578)+W(8,1024110818,-1167731667,1016511669,1017123181)+W(9,1030676769,1023090125,1009386661,1023111893)+W(10,-1120839802,1025489318,1020460717,-1112046985)+W(11,-1128064723,1027741830,-1134545259,1023955584);sum2=W(0,-1152708847,1013240776,-1107003878,1023774756)+W(1,-1128030280,1032847770,-1108761818,1005727232)+W(2,-1116453887,-1129071264,1024878510,1004577664)+W(3,-1127775332,-1114566712,-1124253692,1020705336)+W(4,-1108605887,-1128830540,-1118294055,1020767940)+W(5,1058054639,1008347200,-1097736561,1050907301)+W(6,1040942692,-1105809360,1049418167,-1106188814)+W(7,1042743894,-1132221182,1014050712,-1115446820)+W(8,-1139588328,-1119578529,1021408408,-1113997093)+W(9,1039669350,-1131826954,-1135972104,1032528025)+W(10,-1104688291,1019392776,999382680,-1108856812)+W(11,-1103534695,1022204104,-1117167612,1018266740);WS(1034686080,-1080904524); +sum1=W(0,-1156631187,1024127465,1025190657,-1139332721)+W(1,1011454089,-1145135178,1006799241,1023562901)+W(2,1012327853,1017495114,-1129417722,1009225011)+W(3,1010798725,1010795083,1027561839,1010687981)+W(4,1040892278,1028605547,1041601261,-1143163562)+W(5,-1089193318,-1091833281,1052908885,-1104914606)+W(6,-1119873834,1025246703,-1103073573,1043909393)+W(7,-1118482716,1032670633,-1124345098,-1136185891)+W(8,-1129308018,1012089369,-1137907141,1024768205)+W(9,1036300940,-1143330794,1019594656,-1117860929)+W(10,1033652713,-1123933213,992909011,1040987970)+W(11,1027144528,-1123266333,1018355139,1024209623);sum2=W(0,-1136847690,1028193069,-1124228589,998154484)+W(1,-1145824866,-1115567961,1043298286,-1120010648)+W(2,994166396,-1111174068,-1106126812,1015307650)+W(3,1010815409,-1110538383,-1128437454,1000606426)+W(4,-1123281782,-1123302060,-1115676434,-1132108902)+W(5,1059221182,1034703777,1027211577,-1097765474)+W(6,-1130476352,1015056080,-1099334080,1048600788)+W(7,-1118584150,1028199647,-1137618020,1026255089)+W(8,-1132306691,1011392625,1004957466,-1123985162)+W(9,-1131429597,1022587458,-1127542967,-1114822183)+W(10,1023836215,-1122559367,-1127163397,1029215805)+W(11,1025007180,-1124423270,-1171736302,-1127893362);WS(-1097173920,-1100403112); +sum1=W(0,-1124511038,-1134319356,-1126599342,-1133792968)+W(1,-1126404688,-1113718896,-1113753548,-1133667884)+W(2,-1123548289,1017816566,1034489098,-1129657589)+W(3,-1120375479,1029275393,-1122628437,-1134226372)+W(4,-1112479512,-1122054529,-1109988694,1026626987)+W(5,1058852431,1058630415,-1097159959,1051379210)+W(6,1007326848,-1104990865,1049904553,-1097104011)+W(7,-1116837058,-1110311540,983139170,-1112737379)+W(8,-1138055228,-1131431128,-1124691470,-1128510918)+W(9,-1108453759,-1122909907,-1128464692,1031366423)+W(10,-1129654222,-1138955724,1006087192,-1111244112)+W(11,-1132471000,-1149064600,-1123473736,-1143321192);sum2=W(0,-1170659932,1024883426,-1145103116,-1133003813)+W(1,1031055883,-1101651786,-1122208183,1006656308)+W(2,-1138148825,-1137951645,-1107240567,-1122785076)+W(3,-1131089901,-1116779622,-1131665157,-1134424500)+W(4,-1117429423,1028547885,1033080040,-1105221269)+W(5,1055658740,1058321046,1042272545,-1098340061)+W(6,-1131811521,1003752088,-1112738821,1035604404)+W(7,-1123356625,1033205575,1015669581,-1130287800)+W(8,-1128891234,-1147341896,-1129731365,1016862101)+W(9,-1100689547,1031708925,-1121650606,-1121562483)+W(10,1026865631,-1133076983,-1123396988,-1115182870)+W(11,-1134576021,-1127933595,-1131162259,-1129373191);WS(1049422752,1064394145); +sum1=W(0,997641734,-1123841888,-1106085006,1016583527)+W(1,-1131677043,1032245856,1041111742,-1129211865)+W(2,1021691141,-1105269375,-1110939130,1021172552)+W(3,1026669144,-1106745812,-1137128282,-1133007562)+W(4,1031369872,1021597381,1042273115,995307718)+W(5,-1098988005,-1105331685,1058826428,-1088517333)+W(6,1030057089,1043687978,-1090507155,1058612208)+W(7,1034516890,1038691348,-1120823228,1036830720)+W(8,-1122854832,1006187755,1025810280,-1113049442)+W(9,1032610296,-1131685097,1019889767,-1113933244)+W(10,-1122591528,-1134096210,-1155049030,1037338632)+W(11,-1117945591,-1126546729,1025994697,-1116248270);sum2=W(0,-1124041461,-1140877219,-1138201662,1015668141)+W(1,1015274173,1016303395,1027346708,1005775275)+W(2,992639399,-1117618841,-1106503093,-1138139200)+W(3,-1129319398,-1122071744,-1115775134,-1132053353)+W(4,-1116450062,-1123578506,-1127284815,-1111996311)+W(5,-1108948194,1052974100,-1106280325,-1125910350)+W(6,1031763952,957951850,1053021197,-1104963655)+W(7,1034411590,-1140595900,1016609913,1015724405)+W(8,1024732308,-1139064970,1020174885,-1125087482)+W(9,1032925063,-1161498797,-1133423524,1034158307)+W(10,994113735,1013272790,-1134898868,-1107449032)+W(11,-1140186580,-1164791981,-1132485274,-1132927280);WS(-1101497152,-1084603877); +sum1=W(0,-1140218249,-1157845066,1016522037,-1136425045)+W(1,-1122160667,1027884002,1035402982,-1121565262)+W(2,-1132497425,1022271101,1025282390,1006883159)+W(3,-1128604789,995143101,-1138792353,1004502690)+W(4,1029505522,-1119357636,1019848413,967194407)+W(5,-1107598171,1024422013,1027088345,1022903246)+W(6,-1120772739,1030415880,-1117602990,1025270942)+W(7,-1128284203,1025955498,-1171556244,-1154700189)+W(8,-1140249161,-1135395837,-1142614610,-1129523533)+W(9,-1127296803,1002411186,-1148904362,-1121932442)+W(10,-1129818261,1018540973,-1130529549,1030372258)+W(11,-1121511513,1011955033,-1138856043,-1138666305);sum2=W(0,-1137964827,-1117612139,-1131366283,-1126668299)+W(1,1030757650,-1083955387,-1097765254,1015963121)+W(2,997720155,-1118797430,-1103492737,-1137547503)+W(3,-1152589275,-1140632131,-1131387718,-1132279825)+W(4,1034620123,-1119890411,1000957181,1024971228)+W(5,1064229708,-1107214224,1026062254,1049249869)+W(6,1017921725,1016072153,-1122275403,1047078464)+W(7,-1144191965,996433547,-1133941049,1024786888)+W(8,-1145021381,-1136862175,1005199725,-1151515419)+W(9,1026637176,-1125717658,1007955643,1001872029)+W(10,-1135832789,923654805,-1169614250,1027173860)+W(11,-1140699475,1005736109,1002011725,-1148432117);WS(1059552336,-1136539026); +sum1=W(0,1010957914,1036710283,1041343484,990367896)+W(1,1017372383,-1112141659,1045269292,-1154541352)+W(2,1015461809,1018013925,-1116984235,1026284586)+W(3,1021777309,1032228520,1006339428,1014364322)+W(4,-1107358947,1029016441,1033353841,-1096612504)+W(5,1058232297,1029783110,1042554433,-1087221074)+W(6,1047713030,-1095293300,-1087458720,1051438086)+W(7,1045851190,-1099415088,-1114380761,1032067931)+W(8,-1132821402,1024290996,1028944863,-1125599349)+W(9,-1114120867,1023410731,1023892422,-1154580200)+W(10,1032365167,-1144750420,-1144215764,1033522371)+W(11,1030006574,-1130073781,1001346936,1004597796);sum2=W(0,-1126180245,-1115520194,-1101809160,-1153914788)+W(1,-1141303142,1033573989,-1114410922,995844276)+W(2,990856044,-1110191966,998799030,1026951758)+W(3,1015235936,1016759632,-1129252703,1004850742)+W(4,1022007580,1000424166,1046574229,1052877341)+W(5,-1098900400,-1098051352,1034680258,1055965696)+W(6,1023185808,-1106708743,1045079279,1023481081)+W(7,-1104219784,-1103050031,984863273,1031073312)+W(8,-1113807813,1021218858,1023520281,-1095334336)+W(9,1033797491,-1115608949,1008634443,-1109583292)+W(10,1025876178,-1128938562,1032307290,1032986287)+W(11,1038371038,1020607644,1017335440,-1137844345);WS(-1080660584,-1085825159); +sum1=W(0,998525366,-1131079022,-1123370319,1013708199)+W(1,1009982783,-1113918027,-1110742584,1026247587)+W(2,-1128223794,1025751155,1032009669,-1136883881)+W(3,-1126850910,1033490448,-1126831290,999596614)+W(4,-1111041043,1035331132,-1118786339,-1145658646)+W(5,1038280501,1041941518,-1095527502,1047524760)+W(6,1042402294,-1106649743,1051037928,-1096311074)+W(7,1023947050,-1111971999,1032615945,-1118872454)+W(8,1017605134,-1131113128,-1144908790,1028171867)+W(9,-1110999603,992723116,-1130744068,1042485668)+W(10,-1132447358,1017749654,1025830203,-1106204846)+W(11,971034337,1018668086,-1127230527,1002160934);sum2=W(0,-1145776834,1002138986,1017543700,988660617)+W(1,-1126488793,1032911160,1031822055,-1133422913)+W(2,999055930,1007351961,1018658069,999416722)+W(3,-1179419172,999395634,-1162261577,987033481)+W(4,1001599498,1024621822,-1133704409,1015794522)+W(5,1056510750,-1089051586,-1102581932,1041494739)+W(6,-1138508317,1009295285,-1111744235,1023998101)+W(7,-1141702058,-1147317506,-1140892226,991201876)+W(8,-1135257421,-1136500105,-1140119133,1003471274)+W(9,1026713544,1009057465,-1163479081,970658596)+W(10,998080468,-1137960905,1000517690,945757471)+W(11,1007988669,-1146609818,-1186683976,-1156050276);WS(1064784784,-1120346387); +sum1=W(0,1000581420,-1110077251,1015721531,-1150678408)+W(1,1015088861,-1132691862,-1107299655,1006062348)+W(2,-1126533711,1013224070,-1148196556,-1136518116)+W(3,-1122704190,1014270588,-1124886999,1012432222)+W(4,1043607805,-1107416484,-1099108228,1049255678)+W(5,-1123916922,-1130977491,-1089544734,1059242626)+W(6,-1100407642,1048500643,1057929313,-1096371932)+W(7,-1102354822,1044504531,1035479729,-1132580564)+W(8,1017163947,-1140022794,-1136953142,-1149551256)+W(9,1022505321,1012221798,-1139533474,1023526494)+W(10,-1111675367,1026165050,1014035238,-1104456865)+W(11,1007459698,1017479699,-1136458552,-1127245287);sum2=W(0,-1125513054,-1122230843,1031694512,-1140771860)+W(1,-1131288705,1025077104,979286214,-1131667695)+W(2,1012596136,-1102087836,-1108853537,978159878)+W(3,-1121534607,-1113389694,-1117751010,1011933560)+W(4,993388690,1042093481,-1115570202,-1104948969)+W(5,-1111209187,-1112764939,1042830623,1026183534)+W(6,1045410736,1034771561,1043422569,1041617383)+W(7,1044425994,1025820984,1014235016,1030126174)+W(8,-1111499166,995262946,-1127298441,1040745971)+W(9,982469091,-1123012516,1002124441,-1119680402)+W(10,-1109907689,-1125016939,-1129740789,-1120447085)+W(11,-1115100280,-1119639931,1004566649,-1127258987);WS(-1088649680,1067112300); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 3), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -3), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -1), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 1), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns256-win8x4.glsl b/shaders/nnedi3/gather/nnedi3-nns256-win8x4.glsl new file mode 100644 index 0000000..67acfbb --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns256-win8x4.glsl @@ -0,0 +1,626 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1091961907,-1103990249,1026430476,1024871952)+W(1,1023328805,994719130,1052012307,1049937838)+W(2,-1086639391,-1085365048,992987016,1041094851)+W(3,-1110763811,-1102193240,1063527595,1057524239)+W(4,-1087585419,-1093414958,1007997243,1034372511)+W(5,1046466539,-1131716095,1057188600,1061081007)+W(6,-1100793414,-1099588502,1009484684,1038248733)+W(7,1042167685,1037858632,-1114088341,-1104832955);sum2=W(0,-1115075619,1050294809,-1117362461,-1122170202)+W(1,1016746290,1016781702,1022334174,-1113824159)+W(2,1041506545,-1100233118,-1100385246,-1125932452)+W(3,1031697879,1033455014,-1104291570,-1098709995)+W(4,-1100362988,1047005177,1025043913,1020071642)+W(5,1050444141,-1106922881,1053652830,1072797337)+W(6,1012082941,-1112302377,1018043750,1017078274)+W(7,-1081909907,-1086585813,-1155649364,-1100425628);WS(-1096195455,1061976972); +sum1=W(0,-1094469481,-1104061589,1045016510,-1107583849)+W(1,1032308806,1046697387,1051975353,1057261454)+W(2,-1082981042,-1086991635,1050507709,-1102048399)+W(3,-1093320254,1051876218,1061386858,1058403546)+W(4,-1087760032,-1088999402,1004076226,-1138600128)+W(5,-1106246183,-1112945129,1052828202,1052980216)+W(6,-1111975782,-1089081125,-1106918697,1049677870)+W(7,1045880594,-1116677906,1048525839,1055128500);sum2=W(0,-1095110912,-1114450783,1043646796,976892690)+W(1,1075827337,1075290035,-1074060607,-1080663089)+W(2,1052886335,-1113296119,1047930742,-1131052969)+W(3,1070007941,1046007784,1048011859,-1068434194)+W(4,-1088067101,1040578653,1035354913,-1099144563)+W(5,-1090506241,-1099371585,1058047003,1042920440)+W(6,-1102673565,1051335047,-1111106463,-1115191227)+W(7,-1096675048,-1096378099,1038060178,1057110709);WS(-1095930303,-1128843438); +sum1=W(0,1000563038,-1103461662,1030842449,-1113225514)+W(1,-1104281110,-1105449143,1052682210,1038763268)+W(2,-1098779087,-1156245815,-1111398934,-1120882464)+W(3,-1106219642,-1105879965,1046999855,1055587560)+W(4,1057689814,1058114717,-1098728413,-1098488134)+W(5,1039743648,1030902068,-1106232348,-1090605975)+W(6,1041725787,1046074787,-1104159890,-1111237296)+W(7,-1111582036,1033984854,-1119168797,-1106563184);sum2=W(0,-1078961084,-1081851502,-1087141194,-1109947141)+W(1,1049299145,1040634467,-1102894339,1053833634)+W(2,1057831088,1067440534,-1099413759,1007133897)+W(3,1035108031,-1114324751,1058568743,1046573470)+W(4,-1095618356,1022398658,1045509921,1026690396)+W(5,-1094447449,1023241606,-1115002147,1058025266)+W(6,1029712906,1049871690,1051942463,-1117657274)+W(7,987652806,-1104714655,-1099467737,-1109832065);WS(1018627052,-1077328537); +sum1=W(0,-1098360952,-1103889731,1011043872,-1107592280)+W(1,-1121256842,1016847523,1045838144,1054425801)+W(2,-1088654431,-1079526160,1041422472,-1138466445)+W(3,-1114759963,-1109966789,1057394281,1063939041)+W(4,-1109020730,-1095389295,1012707679,-1112294435)+W(5,-1115564074,-1117689671,1057286118,1061143403)+W(6,-1102056896,-1101414784,-1118891707,-1150731309)+W(7,-1133534770,1028492087,1042544156,1040465365);sum2=W(0,1033867626,-1115218580,-1138679732,-1161717665)+W(1,-1124228530,1029766795,-1096378423,1028201267)+W(2,1030621655,-1096361601,1050854432,-1121504639)+W(3,-1128256742,1035298280,1079482342,1071708903)+W(4,1044499063,-1104067382,1030373815,-1106511096)+W(5,1035336882,-1105361644,-1089118805,-1064184100)+W(6,1040061476,-1122098343,1031200951,980628162)+W(7,-1119150405,1035049634,-1109436715,1048273255);WS(1045693694,1057374369); +sum1=W(0,1034312519,1045853799,-1104752283,1048369598)+W(1,-1099588978,1019902402,-1098373234,-1131023893)+W(2,1057046586,1065585622,-1123958928,1031950009)+W(3,-1105510198,1033283356,-1089164628,-1095062180)+W(4,1061666460,1060939321,-1106189273,-1103831441)+W(5,-1115031649,-1122647270,-1087345809,-1092432965)+W(6,1050689810,1060417841,-1110300085,-1103850789)+W(7,-1126666680,-1103574093,-1091010256,-1092965100);sum2=W(0,-1098709872,-1099141199,1058683530,-1087427905)+W(1,-1089481634,1056590706,-1088885778,1072153031)+W(2,1032637312,1072181481,1050776004,-1081734921)+W(3,-1092495010,1048814690,1071890032,1061509476)+W(4,1036599206,-1080357543,1025544982,1042479954)+W(5,-1095810808,-1097308566,-1080881103,1052304550)+W(6,-1113642582,-1086527647,1058740427,-1105492903)+W(7,-1094462248,1039671439,-1078556244,1050862866);WS(-1081549664,1060153996); +sum1=W(0,1063391104,1055271797,-1115318586,992286043)+W(1,-1105647870,1025423024,-1095899708,-1087586274)+W(2,1062019397,1061503832,1026471870,-1105782456)+W(3,1033921889,-1113405924,-1089250259,-1085498120)+W(4,1058772501,1045594046,1037910210,-1114468402)+W(5,-1113674825,-1106446561,-1102496824,-1090055577)+W(6,1049908468,1040755007,1043803882,-1130210466)+W(7,-1118412923,-1096097592,-1104619012,-1103786988);sum2=W(0,-1080860351,-1097530578,-1110257416,1053790549)+W(1,-1082483044,-1088866791,-1077346152,-1068185653)+W(2,1041061421,1064966059,-1102619530,1033688102)+W(3,1052658871,-1104178634,1072556372,1052310674)+W(4,1050344847,1040479494,-1098152061,-1117483359)+W(5,-1108410079,1040931499,1064749402,1075004369)+W(6,1051151965,1065962098,-1083553679,-1105743952)+W(7,-1137891932,1053124980,1045213317,-1110156824);WS(-1079020096,-1097079011); +sum1=W(0,-1096742621,-1092191510,1033910555,-1109501731)+W(1,1016000225,1020967408,1055662529,1057943754)+W(2,-1089091160,-1087072713,-1108027795,1015347636)+W(3,-1102027816,-1109882648,1068092504,1059647341)+W(4,-1087558450,-1089417126,1019929124,1042979875)+W(5,-1106889398,-1117366414,-1117499817,1059824411)+W(6,-1104831498,-1091818621,-1134559750,1040369234)+W(7,-1104827345,1049289276,1050143023,1043480574);sum2=W(0,-1097479797,1051380185,-1105851814,1037631964)+W(1,1045348435,1028003104,-1097950410,1051023588)+W(2,1028410699,1044594400,-1110757790,1036652885)+W(3,-1113269608,1041832368,1053237761,1034374804)+W(4,1041068006,1046036650,-1139201564,1024508007)+W(5,1033918380,-1089693526,-1088293598,-1132209182)+W(6,1054960427,-1105334641,-1104657620,-1113225064)+W(7,-1099925151,-1106359824,1065714224,-1081781977);WS(-1087384991,1052875812); +sum1=W(0,-1109905397,-1104994285,-1138647561,1041733252)+W(1,-1113613058,-1117825756,1032882549,1041497057)+W(2,-1107522048,1057597757,-1106477875,1034391503)+W(3,-1108789794,1028766931,-1091247383,1050093354)+W(4,1062613266,1055828187,-1098694249,-1100509868)+W(5,1042722079,1013355333,-1090201627,-1087942224)+W(6,1052485297,1044647290,-1120730421,-1110959830)+W(7,1034047139,1038812681,-1100016695,-1098203032);sum2=W(0,1041831066,-1130655130,-1111428867,1019350107)+W(1,-1103332568,-1077765094,-1112274143,1051650697)+W(2,-1138336400,1035402260,-1112005123,1017374087)+W(3,-1073481211,-1087514353,-1114034096,-1092155273)+W(4,-1116945124,1041636268,-1112772903,1028700445)+W(5,1069095754,1074086485,1041190902,1045953881)+W(6,-1107238338,1033528252,999439052,1027823157)+W(7,1057277153,-1107727987,1027833254,1049171133);WS(1050457727,1041689780); +sum1=W(0,992358355,1014710691,-1116681402,-1131312139)+W(1,1048008788,1036450832,1027381214,-1092744895)+W(2,1040368912,-1105027369,-1140959985,1030961105)+W(3,1053966377,933247243,1050737138,-1089348299)+W(4,-1089290871,-1090315138,1048638526,1046496193)+W(5,1043432004,-1119062181,1055368676,1038810352)+W(6,-1098770776,-1086147588,1049181764,1007270019)+W(7,1023583738,1037141075,1051301702,1040416748);sum2=W(0,1057496780,1031729137,1019433289,-1107193278)+W(1,-1080570956,1054527180,-1080020989,1072935738)+W(2,1037283932,-1086728254,-1123892633,1039188525)+W(3,-1096917141,1050123895,-1087453268,-1078950448)+W(4,-1087309268,-1092570464,1032631611,1039851328)+W(5,1053948249,1042769096,1059438018,1051352061)+W(6,1035754242,1063903066,-1097026795,1044641782)+W(7,1029707984,-1106545458,1056300653,1051006721);WS(-1084263519,-1088250567); +sum1=W(0,1048954180,-1096698757,1049480649,-1107101246)+W(1,-1111017296,1043604572,1027018719,-1118116730)+W(2,1059331526,-1119095878,1049647488,-1097447514)+W(3,-1098833704,1050343697,-1090501921,-1108150329)+W(4,1040553109,1041330418,1018612505,-1099235545)+W(5,-1096264890,1044030041,-1094468036,1044929028)+W(6,1040723088,1023387386,1032447885,-1103944776)+W(7,-1121471547,-1175819022,-1106285556,1047463532);sum2=W(0,-1157381748,-1121095386,1034086314,991719940)+W(1,1029794653,1016292894,1027786887,-1100952734)+W(2,-1103829652,-1100672658,1034571486,1055828179)+W(3,1067178121,-1098007098,-1118546758,-1085350121)+W(4,-1090417467,1050795943,-1098363481,1049088345)+W(5,1008607005,-1110134488,-1140682323,1049271738)+W(6,-1113801830,1037803588,-1111365517,-1111430799)+W(7,-1115483467,-1133015817,-1164121191,1035813474);WS(1066054400,-1125664425); +sum1=W(0,1054574294,1053284635,-1108545200,1015260777)+W(1,-1127045294,-1111343263,-1094415406,-1095241461)+W(2,1059735702,1058150961,-1109354663,1023624464)+W(3,1041542629,-1130514988,-1078845388,-1088764634)+W(4,1058102002,1063397581,-1108921531,1023465234)+W(5,1035892576,-1136829776,-1105651068,-1090401103)+W(6,1046571067,1046728251,-1128865616,-1116445024)+W(7,1030749305,-1106930027,-1104354311,-1116790272);sum2=W(0,-1104697837,1029373537,-1103469615,1041565398)+W(1,-1158883614,1035036640,1031260861,-1115419200)+W(2,1057447179,1080145714,1035794320,1029690269)+W(3,1034486240,1041655252,1043319440,1026403525)+W(4,-1103623095,-1066097425,-1107146771,1035452008)+W(5,-1114789346,-1114794272,-1103531154,1050811672)+W(6,-1097535851,-1103109309,1040850628,-1124704946)+W(7,1036709484,-1102936938,1055196268,-1090176537);WS(-1087901375,1071177135); +sum1=W(0,-1110224028,-1109965218,-1122618691,-1121594272)+W(1,994425384,1027034090,1047787782,1030219348)+W(2,-1120206908,1010935165,1044010486,-1114434254)+W(3,-1106192913,1040356168,-1113546820,-1114914192)+W(4,-1108541318,1041417229,-1108159437,-1113833999)+W(5,-1112701798,-1130438655,1035224125,1046030645)+W(6,-1109330685,1039497451,-1123472883,997526195)+W(7,-1151173965,-1125745551,1022061139,1017890711);sum2=W(0,-1116367239,1042859710,-1108814485,1042217679)+W(1,-1140328609,-1114630403,1027395369,1026421701)+W(2,-1078638996,1073929687,-1080767453,1058334461)+W(3,-1105295199,1028261520,-1097310248,1028343990)+W(4,-1092080339,-1116721722,1030602271,1050991857)+W(5,-1122297114,-1105219597,1051491707,1042808122)+W(6,-1106162437,1035114111,-1127683613,1034906705)+W(7,997359482,1017171678,-1112071525,1024141024);WS(1066545696,-1154623394); +sum1=W(0,-1114054203,-1098488296,-1115505461,-1105442505)+W(1,-1123432545,1010507424,1049322687,1057182265)+W(2,-1092352928,-1089108436,1023914903,-1102287846)+W(3,-1097309632,1045294808,1059635472,1062190966)+W(4,-1087887754,-1096061654,1016559928,1021900696)+W(5,-1098559779,1042399967,1043675118,1057132007)+W(6,-1097827287,-1095543703,-1129232035,-1142506442)+W(7,-1110816589,1026256390,1055016957,1048482034);sum2=W(0,1040526244,-1119660436,-1073520568,-1094410020)+W(1,-1120085021,1014274624,-1105577163,1038890507)+W(2,1072065972,1074284701,1007932024,-1076806727)+W(3,-1119386280,1032586275,-1096715819,1038803075)+W(4,1045336233,-1114285571,-1126774165,-1129053184)+W(5,-1148623280,1033069015,-1106066396,1048625414)+W(6,1027498382,-1109537500,1026440100,1016297320)+W(7,-1113847206,1028560484,-1128514892,1035667090);WS(1055250687,-1106970626); +sum1=W(0,1042190962,1055784922,-1105149829,1033119688)+W(1,-1117586055,-1125652468,-1103230410,-1096546392)+W(2,1039447718,1060328969,-1098690473,1043588463)+W(3,1035816565,-1103963220,-1094495495,-1093610964)+W(4,-1105877415,1050469874,-1111820283,1051357302)+W(5,1047255951,-1108600424,-1102978667,-1104321127)+W(6,-1123255849,1044861546,-1119401059,1036109552)+W(7,-1157028943,1018776031,-1097968467,1034127854);sum2=W(0,1030211853,-1147844455,-1111076574,1038757267)+W(1,-1133782171,-1117005539,1039985174,1033894636)+W(2,1002666567,-1080902130,-1107631850,1036628998)+W(3,-1150866734,1049641986,-1084645521,-1092985165)+W(4,-1089131777,1067727291,-1126199158,1045867530)+W(5,1051354211,-1100550183,-1096580382,1069738325)+W(6,1050167793,-1114432338,1014361489,1034641438)+W(7,-1104598763,1033251244,-1100261485,-1100096489);WS(1063662431,1022143153); +sum1=W(0,1028101088,-1100200043,1044567949,-1101665898)+W(1,-1107336877,1049135824,-1112112432,1045825111)+W(2,-1110575390,-1090770105,1054985008,-1113912242)+W(3,-1117269540,1043762234,1036354680,1011332621)+W(4,1042239925,1034205190,1031890901,-1089448239)+W(5,-1090665684,1045380738,1020582213,1053092900)+W(6,1041117720,1032506575,1016341751,-1106608329)+W(7,-1108114694,1027635960,1037368233,-1122250931);sum2=W(0,995625223,-1125871763,1044140338,-1109621945)+W(1,-1127273987,1031533647,-1131300267,1033690799)+W(2,1059194369,-1085775903,1054192939,1011973298)+W(3,-1100093028,1049649037,-1105557074,1019603073)+W(4,-1085690186,1055305067,1050669158,-1083519810)+W(5,-1099380904,1041330252,-1093331249,1066625604)+W(6,-1115586758,1024423563,1007706050,1015542539)+W(7,-1109873113,1021669909,-1163078190,1025625789);WS(1065395904,1046290614); +sum1=W(0,-1125542553,1043656950,1015596034,996799560)+W(1,-1122586727,1036793959,-1105153011,1038203972)+W(2,1056396433,1054862894,-1100927819,-1100668872)+W(3,1049715632,1035554923,-1101762943,-1085640859)+W(4,-1088911438,-1099487682,1025322396,1043886221)+W(5,-1115152096,-1122121748,1036429768,1057024083)+W(6,-1105531411,-1117673547,-1114934548,1035443240)+W(7,1039652277,1024299964,1035195023,1021072448);sum2=W(0,1017509749,-1140172751,-1133651707,1029237671)+W(1,1032328729,1037378915,1038596873,-1104176053)+W(2,1030543605,-1092617066,-1114162505,-1114304490)+W(3,-1104642832,1049979232,-1093179067,1050264307)+W(4,1051105475,1033357967,-1112015576,-1125875827)+W(5,-1110244360,-1085540383,-1090684841,1071302855)+W(6,1011455075,-1105982664,1035088799,1015895733)+W(7,-1135016203,1015899853,1003487558,-1100815852);WS(1058730335,1038095077); +sum1=W(0,-1090412329,1022785342,-1156396202,1050009523)+W(1,-1120619710,1033123659,-1112028282,-1116071407)+W(2,990514519,1051849503,-1123440788,1045232946)+W(3,-1138222105,1042856679,1025171300,1027669243)+W(4,1050259497,1048747736,1029074928,994853272)+W(5,1043400402,1046148791,-1091116387,-1091444451)+W(6,1040337077,1047238893,1016043038,-1116532263)+W(7,1031722640,1050565349,-1085293672,-1095024325);sum2=W(0,1056160584,1047372879,-1119023958,1046272294)+W(1,-1086350256,1012350161,-1100807597,-1069609928)+W(2,1066704996,1062851774,-1097641458,-1106071503)+W(3,-1093103672,-1165704932,1071319304,1063602974)+W(4,-1127558738,-1095719050,-1122591395,-1099339001)+W(5,-1099266547,1039176837,1049925865,-1123458905)+W(6,1012197993,-1094334166,-1112624405,-1120322169)+W(7,-1104052164,1043315186,1046841945,1037702687);WS(-1102208382,1082454872); +sum1=W(0,-1097489215,-1109352802,1019782131,-1121527792)+W(1,1024559218,1025756170,1043005718,1044710709)+W(2,-1089475261,-1094323164,1042764822,-1111677734)+W(3,-1098383546,1034230961,-1113184692,1059136208)+W(4,1057233791,1055571354,-1109244559,-1098291428)+W(5,-1121795355,1034138424,-1113821821,-1102862820)+W(6,1036609181,1023873367,1023050790,-1122839755)+W(7,-1148370726,1021065311,-1122283881,1016630678);sum2=W(0,-1113722375,-1113902527,1033684352,1012975921)+W(1,1009270385,1034062718,-1108511603,-1109752074)+W(2,1034379158,1065557700,1048900749,-1119837718)+W(3,-1096952633,1042274647,1065261424,1047596894)+W(4,1033601684,-1078602486,-1106132930,-1088385914)+W(5,-1110816087,1038223706,-1113936114,-1110433219)+W(6,1048231286,-1117907500,1047279942,-1107812043)+W(7,1037668398,-1111923151,-1110420048,-1106600777);WS(1055139903,1066543323); +sum1=W(0,1025777755,-1106690282,1034160554,-1113216706)+W(1,-1094834883,-1115394087,1047449287,1062476912)+W(2,1025857819,-1108040417,-1104052311,-1110997976)+W(3,-1100641176,-1109281747,-1088276389,1040533578)+W(4,1042814916,1058801014,-1100344024,-1130057219)+W(5,-1111790927,-1131081926,-1096553156,1043316038)+W(6,1040801319,1061190298,-1102181302,-1109060119)+W(7,-1127882001,-1116502963,-1109923206,1003175286);sum2=W(0,-1093611286,-1143136704,1026043047,1032900543)+W(1,-1103368978,996537094,-1104881087,-1093105706)+W(2,-1129502699,1065137024,1005946567,1011969739)+W(3,-1097512177,1038772124,1062580590,1056641171)+W(4,1034934846,1044311979,-1106573410,-1104378201)+W(5,-1108835309,1035638256,-1102271464,-1137732946)+W(6,-1128312106,-1107526541,-1098913457,-1149079854)+W(7,1028654910,-1144299515,-1097055308,-1106196955);WS(1037662203,-1095462961); +sum1=W(0,1054332722,1048962332,1007151360,1051208476)+W(1,1009988859,-1120684294,-1096098779,-1088537607)+W(2,1056131053,1060311124,-1120692693,1047867778)+W(3,1043868050,1008468855,-1086623130,-1089718811)+W(4,1053179033,1057524976,1029685138,-1102286423)+W(5,1024446024,1041242535,-1093380227,-1088149909)+W(6,1045179237,1053688986,998066935,-1117174983)+W(7,-1121112609,1022948968,-1094538289,-1094989189);sum2=W(0,1064397427,1070403917,-1078284587,-1075642964)+W(1,1049259770,-1100572061,1050515956,1042055631)+W(2,1072178178,1071930150,-1086975712,-1077677369)+W(3,1038272909,-1110188613,-1096417404,-1094922849)+W(4,-1093947328,-1119680819,-1109971278,1050575143)+W(5,1033007627,-1109186235,1045435393,-1094640520)+W(6,-1134729809,-1094009133,1046375822,1043550667)+W(7,1040318497,1038207101,-1106076462,-1109099138);WS(-1091974591,1028524890); +sum1=W(0,1050666155,-1101120961,1034997099,-1119527298)+W(1,-1119869997,1044100139,-1100807815,-1104886813)+W(2,1057798952,-1146674958,1033463662,-1099802012)+W(3,-1103774309,-1112176434,1021707158,-1099838668)+W(4,1048486316,1054164791,1044419888,-1090658116)+W(5,-1094617942,1036492177,-1093871840,1057612011)+W(6,1033437822,1053708795,-1110855131,-1099353751)+W(7,-1113521820,1028051362,-1104286795,1029138830);sum2=W(0,-1114745613,1037297246,-1113245689,1029285075)+W(1,-1127985632,-1103172653,1034295695,1024121756)+W(2,-1113507597,1057852752,-1099734421,1046869988)+W(3,-1097344586,-1092930743,1063764387,-1081105309)+W(4,1031538739,1019950674,-1099048447,1045806866)+W(5,1039548141,-1113791115,1060684479,-1093953622)+W(6,1039903515,-1115367833,-1129472848,1040440310)+W(7,1024790472,-1106398082,1051222485,-1099720743);WS(1058893599,-1078409713); +sum1=W(0,-1102829117,-1100240992,1036724056,-1115244150)+W(1,-1115623287,-1114512019,1053376406,1039336887)+W(2,-1094663483,-1084866106,1049246955,-1098555735)+W(3,1041993169,1018575674,1065100884,1053054383)+W(4,-1085064800,-1093243506,-1138283737,1045222582)+W(5,-1114852275,-1108377677,1056764679,1054590883)+W(6,-1093950047,-1095580366,-1115412967,1044966206)+W(7,-1118180448,-1122449691,1050610273,1053059489);sum2=W(0,-1101060123,-1090337753,1009552185,-1130929736)+W(1,-1105822172,-1103557108,1061442923,1045192083)+W(2,1072779570,1053567468,1050909748,-1084383778)+W(3,-1106762492,-1117595750,-1089269841,1050903982)+W(4,-1079161361,1057662166,-1096700837,1049209322)+W(5,-1111371347,1025228376,-1094014597,1029505799)+W(6,-1097661058,-1112521942,-1129474226,1051369678)+W(7,-1138825972,1030887459,-1105984421,1046387683);WS(-1109369595,1048740969); +sum1=W(0,1051718495,1050319297,1030414773,1040995480)+W(1,-1125552391,1032958437,-1095167863,-1091711555)+W(2,1059003715,1046504696,1043594790,-1118646413)+W(3,1042985722,1045509569,-1083562713,-1085356599)+W(4,-1135436979,1043825845,1037121811,-1129436350)+W(5,1023899916,1019546753,-1098326935,-1096690237)+W(6,1049475887,1058279379,1043560049,1030207412)+W(7,-1130219052,-1105013544,-1098718953,-1120665100);sum2=W(0,-1117552581,-1109343151,1043809265,-1113177829)+W(1,1041583669,1009024316,1039662186,-1100446453)+W(2,1052574118,1063553374,1034071291,-1095416462)+W(3,-1118793923,1018689733,1053677817,-1114145263)+W(4,1070912061,-1112203792,1043900974,-1120341831)+W(5,1031195477,-1105538343,1042882834,-1101063801)+W(6,-1091338378,-1072794661,-1119209873,1020015593)+W(7,-1114748986,-1109237633,1055602011,-1094258913);WS(-1093437503,1065718162); +sum1=W(0,1049488055,1042594425,-1101135841,1037550096)+W(1,-1114711965,-1097873069,1046266118,-1103061781)+W(2,1049041945,1066142676,-1107014286,1044878747)+W(3,1046063170,-1091362312,-1106438298,-1087470164)+W(4,-1100146203,1045825417,1037051057,1042111087)+W(5,1037494709,1040258368,-1091131027,-1111606545)+W(6,1040663590,-1119554198,1041500301,-1099961615)+W(7,-1109172298,1033770775,-1103590594,-1133427370);sum2=W(0,-1123106758,-1113590739,1026201604,-1106488910)+W(1,-1124712996,1043391307,-1092748399,1050172947)+W(2,-1084666863,1061776657,1060425407,1035711566)+W(3,-1098783459,1048423650,-1099741350,-1097703384)+W(4,1055047321,-1119175762,-1096618367,-1098764525)+W(5,1041036039,-1099280352,1050324229,-1120322586)+W(6,-1103500958,1041613778,-1127820908,-1182808622)+W(7,1048645442,-1118590758,-1105222946,1025620288);WS(1056660607,-1113798601); +sum1=W(0,1041913228,1008348404,-1101671294,-1115305597)+W(1,1026504084,-1151777337,998498191,1012656821)+W(2,1031963795,-1093680051,1039904137,1016801995)+W(3,1032505286,-1108358078,1057450908,-1102006873)+W(4,-1089471492,1034024758,1040453028,1037148876)+W(5,1031920291,1043455038,-1111681498,1049874551)+W(6,-1111400057,1031051312,-1154296528,-1110559226)+W(7,-1129849213,-1125050675,1036430914,-1109457443);sum2=W(0,1024638457,-1101207597,-1114796094,1042939003)+W(1,998901155,1022659417,1042777565,-1123927190)+W(2,1027593065,-1097759574,-1124781020,1044529628)+W(3,1017512357,-1104939928,1059165645,-1098782283)+W(4,-1130307786,1033669310,1016881133,-1106748864)+W(5,-1098668376,-1089791762,1017094385,1062760553)+W(6,1022409637,1019735589,1027959261,-1108227590)+W(7,-1106217568,-1115680109,-1125388747,-1160993898);WS(1066155712,1004288134); +sum1=W(0,1049267618,1048612844,1029697589,1047132567)+W(1,-1138510971,1046969501,-1092380195,-1089062279)+W(2,1055750611,1059093756,1041631965,1014062303)+W(3,1024451359,1049129552,-1084647474,-1088453014)+W(4,1057479944,1056993158,-1123217244,991515041)+W(5,1040560290,1043007167,-1088742789,-1091963789)+W(6,1047138005,1055767146,1030265807,-1154741365)+W(7,-1122630737,-1122583780,-1086886676,-1098495965);sum2=W(0,1040858440,-1103755803,-1111382628,1011892235)+W(1,1010964983,-1106716388,-1109875610,-1127819845)+W(2,-1125277089,-1084511950,1032283234,1037768402)+W(3,1032593498,1040462902,-1071556311,-1096621612)+W(4,-1090323786,-1159433014,1009460031,-1114728106)+W(5,-1100404332,1040394500,-1099343032,-1071973667)+W(6,1053584755,1052886875,1030203700,-1112526532)+W(7,1007208771,1051792925,1079690007,1076043190);WS(-1086041375,1049976369); +sum1=W(0,-1096855193,-1097190986,1025261033,-1125608345)+W(1,1048607039,1030637974,1051176741,1037693680)+W(2,-1086237883,-1083643033,1046732297,1032012444)+W(3,1026121224,-1103554484,1062665585,1059434222)+W(4,-1093631755,-1095059844,1036081274,-1114869141)+W(5,-1110078044,-1109004102,1052562329,1052924527)+W(6,-1132519191,-1095180224,-1119140736,1036645660)+W(7,1035782593,-1118200972,1048775023,1041010310);sum2=W(0,-1115199196,1026958814,-1144560396,1029601330)+W(1,-1079547524,-1081990625,-1100298556,-1096390757)+W(2,1032369083,-1106065675,-1115106220,1032763954)+W(3,1041174181,1041059708,-1108884178,1076866217)+W(4,1042189754,1029124674,-1121335223,-1111454114)+W(5,1024602232,-1127158528,1025985538,-1116766618)+W(6,1022674491,1026253022,1021645795,-1109520646)+W(7,1007020790,1003377428,1011072742,-1115268590);WS(-1111980027,1060626277); +sum1=W(0,-1102882983,-1092055397,1032179266,1023621139)+W(1,1028429765,-1113080214,1043529367,1044706422)+W(2,-1089823274,-1095093232,1037158526,1030954414)+W(3,-1101761443,-1098683411,1064981515,1057090380)+W(4,-1090725010,-1139402199,1036680203,1036765152)+W(5,1033439719,1030304674,1042557255,1047303429)+W(6,-1116432156,-1108873773,-1119312598,-1146606447)+W(7,-1104492078,-1112219839,1041638915,1028925358);sum2=W(0,1045439570,-1090239140,1046455264,-1107703976)+W(1,-1122224669,1035962913,-1096329612,1032849260)+W(2,1028879562,1064195571,1048924762,-1093472442)+W(3,-1098806672,1041148911,1036056807,1030082819)+W(4,1016778259,1027385222,1049435664,-1097201227)+W(5,-1091828205,1041687668,-1091675747,1059898488)+W(6,1028121257,-1105208479,-1119402461,-1106239872)+W(7,-1098243254,-1104565052,-1117889585,1053658286);WS(1062681599,1040842201); +sum1=W(0,-1104300209,1050445194,-1115361429,-1108789463)+W(1,-1118282400,-1114475276,-1097788769,1042117608)+W(2,-1089127203,1063952639,-1092926921,1048981817)+W(3,1049574381,-1090427073,1049970971,1032428200)+W(4,1043197406,-1106041808,1029602904,1054602509)+W(5,1045778638,-1112080775,1049956321,-1088418847)+W(6,1039191171,-1114238594,1025443329,-1117967305)+W(7,-1097758566,1033393295,-1123051255,-1112931212);sum2=W(0,-1126315713,1043050536,-1100048068,1038735267)+W(1,-1111656758,-1115683900,-1115313021,-1111714958)+W(2,1053683464,1058830244,-1110884051,-1115453090)+W(3,-1093358619,-1105966973,1061563017,1046662525)+W(4,-1100540415,1037942519,-1153955669,-1090743949)+W(5,1037413595,-1101879362,-1104363663,1052621807)+W(6,-1098889179,1040830228,-1103797208,-1112598570)+W(7,1044482581,-1098877089,1007755797,-1118760183);WS(1062776447,1069975051); +sum1=W(0,1036893844,-1114635034,-1112835078,-1130308944)+W(1,-1108240801,1029922778,-1098478453,-1104137265)+W(2,1050058840,1071110128,-1094805377,-1113144126)+W(3,-1111877761,-1088740684,1041368142,-1104852259)+W(4,1061455014,1044746969,-1114270939,-1098008538)+W(5,-1112520550,-1119589855,-1109080309,-1095764665)+W(6,1018226642,1049407081,-1117827459,-1117364667)+W(7,-1121527653,-1103102129,-1120810969,-1103882015);sum2=W(0,-1113117380,1026197871,-1110297977,1028834725)+W(1,-1113210551,1032917698,996515330,1037052904)+W(2,-1099362318,1077416661,1034973002,1035091068)+W(3,-1106692355,-1103487680,-1069860026,1043940575)+W(4,1050456944,-1112814852,-1154986018,-1110025415)+W(5,1034055293,1006658352,1021906202,969317772)+W(6,1027999489,1016280910,1030684381,-1120031976)+W(7,1018186436,-1124181989,1013156184,-1115577362);WS(-1082599007,-1084302409); +sum1=W(0,1056665680,1052281350,1011517278,-1127095446)+W(1,1035858193,-1128228554,-1096260148,-1087212124)+W(2,1058821842,1061132051,1024933540,-1110892475)+W(3,1043137767,1023709101,-1087957451,-1085877656)+W(4,1054434479,1052720805,1039136849,-1111586789)+W(5,1037286635,-1111842501,-1102718609,-1089270826)+W(6,1043783817,-1159632952,1049617952,-1108207315)+W(7,-1130056576,-1115207149,-1106709957,-1106422582);sum2=W(0,-1095160239,1065850492,1071226724,1048459811)+W(1,-1123792544,-1127547903,1043007163,1026509768)+W(2,-1121381976,-1099027008,1074401127,1075494724)+W(3,1027169380,-1107011198,-1093896652,1043168485)+W(4,1031151008,1057399482,-1077687291,1044864951)+W(5,1037067951,1021690579,1019701051,1012395574)+W(6,1045213405,-1095971461,-1066953112,-1072311776)+W(7,-1124089088,-1166810856,1027278540,-1109946848);WS(-1118215158,-1130722305); +sum1=W(0,1045520358,1040649785,-1119983743,1039784439)+W(1,966095017,-1166742058,-1098235299,-1094865274)+W(2,-1126797149,1070303194,-1101267710,1027132090)+W(3,1023429181,-1127173569,-1106608186,-1085881139)+W(4,1059129261,1056727436,-1119840977,-1106141431)+W(5,-1112024885,1030946302,-1093134907,-1088850304)+W(6,1040938982,1050582583,-1158357571,-1131926580)+W(7,-1160489077,-1106263629,-1104503154,-1098615277);sum2=W(0,1043676402,-1092335308,1029904221,-1122933952)+W(1,1034421913,-1121365342,-1096734640,-1122578476)+W(2,1050667883,-1106663265,1044174015,-1104768174)+W(3,-1103315560,1049347404,1078656606,-1067932755)+W(4,1035773679,1033986578,1032455763,-1122786276)+W(5,1027752905,-1114333025,-1106732625,1056344301)+W(6,-1123822916,1030027555,-1120585334,-1118952582)+W(7,1025409455,-1129253837,-1116084330,1033374173);WS(-1112296443,-1083191171); +sum1=W(0,1049894985,1052276159,-1102688301,1030599873)+W(1,-1124642344,-1114229790,-1095734081,-1100141489)+W(2,1055519004,1061107959,-1091052013,1038739494)+W(3,1039505712,-1108354137,-1078809864,1044438853)+W(4,1059731464,1052059899,-1118018759,-1120252367)+W(5,1037196526,-1129006466,-1095185489,-1100785926)+W(6,1050382861,1050879021,1036799090,-1105737735)+W(7,1034647259,-1123394945,-1113977245,-1092887220);sum2=W(0,1032198029,-1093721101,1040286055,-1134366274)+W(1,-1113629492,-1099320981,1059013351,-1102569648)+W(2,1064064153,1038410574,-1089934078,-1103185345)+W(3,1062572765,-1079072621,1075980540,-1076328416)+W(4,1053501328,1053898256,-1135474394,-1104699884)+W(5,1057269325,1039501040,-1093863519,-1081344728)+W(6,-1088730122,1045555557,984214720,1039368980)+W(7,-1089994189,1050815727,-1089334779,1061819985);WS(1051639487,-1077445112); 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+sum1=W(0,-1114726817,-1100496851,1048973336,-1102748075)+W(1,1001409895,1025584388,1037939345,1043768535)+W(2,1056141590,-1092935501,1035794226,-1101661842)+W(3,1043222609,1028885900,1048278549,-1092531310)+W(4,-1090189951,-1127762491,951002293,1035295380)+W(5,-1097823129,1046084402,-1107678146,1059458263)+W(6,-1107070641,-1116434785,1019995195,1028700102)+W(7,1018269854,1033486885,-1103464157,1040739973);sum2=W(0,-1099866854,-1087014785,1049954711,1047648616)+W(1,-1104812914,1032774583,-1127547935,1040911688)+W(2,1059941103,1059724034,1036131868,-1086499077)+W(3,-1118719608,-1112213150,-1147690453,1006897087)+W(4,-1104253425,-1116739540,-1144052469,1021844703)+W(5,1020986307,1037506252,1046092804,-1094365093)+W(6,-1123734224,-1119117496,-1114852932,1036766656)+W(7,1020773629,-1120467144,1045874226,-1117733622);WS(1062974879,-1132215613); +sum1=W(0,-1096960767,-1103300066,1033235448,-1181157822)+W(1,1046591191,1028472621,1024586364,1047884458)+W(2,-1098273063,-1084817024,1032693326,-1120645311)+W(3,1027902609,-1105457745,1065496294,1040665968)+W(4,-1086871647,-1093312183,1012846527,1014937094)+W(5,-1099580452,-1121668195,1057013666,1061273423)+W(6,-1094276984,-1099477807,1027727527,1029466479)+W(7,-1123904424,1033797162,1049029078,1048826162);sum2=W(0,-1114727130,-1127207629,1023555157,-1120861164)+W(1,1073213517,1067585393,1021361633,1051943787)+W(2,1049207316,-1100512081,1039733942,-1114715157)+W(3,-1095215585,-1072102567,1049204344,-1100379929)+W(4,1044392032,-1113639142,-1121732899,-1111876903)+W(5,-1085077901,1017790060,1040523175,1029680046)+W(6,-1107243417,1035475508,-1136150442,1028106223)+W(7,-1115100698,-1111101803,1017564481,-1113800818);WS(1038961915,-1122010239); +sum1=W(0,1048595660,1052250558,-1113106351,1004620105)+W(1,-1116246236,1027857155,-1096833644,-1099376311)+W(2,1058549636,1061573929,-1125534724,-1112775210)+W(3,1036452944,1040782707,-1086812373,-1088891129)+W(4,1057522353,1048822826,-1126589322,-1137271196)+W(5,1018281129,-1113857108,-1095914356,-1093214133)+W(6,1040718305,1048641524,-1119328748,1026657556)+W(7,1010557432,-1106455448,-1103878453,-1105329661);sum2=W(0,1027562258,-1162615720,1024927837,-1116580406)+W(1,1077914250,1064911462,-1098456431,1055923683)+W(2,1047581344,-1109513493,-1115420496,-1129828931)+W(3,-1076359256,-1072190840,-1093462217,-1107918233)+W(4,1038795182,-1118168090,-1123989928,1011185933)+W(5,1023726209,-1114062645,1042713369,1043574176)+W(6,1030671240,1038841827,-1132229127,-1146345634)+W(7,-1119388396,-1111766417,1029869485,-1118222006);WS(1058520191,-1103814144); +sum1=W(0,-1136595532,1016280509,1027734728,1017038583)+W(1,1027978638,-1097122909,-1128563239,-1118053743)+W(2,-1109207324,1062837304,-1107262661,1045254802)+W(3,-1104843131,1033499055,-1096672636,1044218638)+W(4,1058887264,1040464732,1031430877,-1105442246)+W(5,1025985831,1030848699,-1103880229,-1085861660)+W(6,1030731221,1029953906,1024536063,-1126950445)+W(7,-1131329888,-1109411553,-1145128486,-1107144426);sum2=W(0,-1176551015,-1168898884,-1125598974,1034702970)+W(1,-1110263367,-1089294892,-1090251816,1007931783)+W(2,1041527709,-1101298022,1027536136,-1114553387)+W(3,-1085860022,1061443693,1043575777,1067159008)+W(4,1036785061,-1106074654,1035052048,-1115924578)+W(5,-1099982080,1042454777,-1104273626,1028484706)+W(6,1030578400,1024211757,1025333585,-1132148431)+W(7,1027614804,-1123742626,-1114791455,-1148595850);WS(1061983711,-1098811342); +sum1=W(0,1051270689,1046420622,-1126897281,1012577103)+W(1,-1107438075,-1107699151,-1106195699,-1108510228)+W(2,1058683087,1058369439,1024253613,-1105225996)+W(3,1036711743,1026749110,-1089548804,-1088411008)+W(4,-1097514912,1052214131,-1137207095,1053413654)+W(5,-1116819519,1024709491,-1096732498,-1118840551)+W(6,-1105013139,1050302029,-1109172700,1042674340)+W(7,-1140694819,-1154413112,-1103000311,-1109015536);sum2=W(0,1036503366,1041828239,-1110181012,1018267361)+W(1,-1099489904,-1102883314,-1116783782,-1126101987)+W(2,1050199247,-1085432172,1038715850,-1146613180)+W(3,1052019906,1047113133,-1080125372,1071387060)+W(4,1038941240,-1123003584,1036970119,1024296823)+W(5,1035497971,-1112911441,-1114155200,-1093021050)+W(6,1013422114,1021003447,-1124702635,1022003098)+W(7,-1119585859,-1131838862,-1143100940,-1149124484);WS(1061194367,-1092415693); +sum1=W(0,1051201914,1053058480,-1126263470,1036390333)+W(1,-1115149537,1030237668,-1172862130,-1104881972)+W(2,1054554894,1047231542,1043857157,1025725222)+W(3,1021350042,1036659934,-1076465248,-1093268199)+W(4,1057662314,1050872286,1044002978,1035642972)+W(5,1039247491,1026362746,-1093150623,-1087389459)+W(6,1045022613,1049392206,1045699251,998479342)+W(7,1017611295,1018350484,-1095910796,-1111846627);sum2=W(0,1018376667,-1087595144,1042193002,-1129487679)+W(1,-1117386048,-1106566736,-1098446206,-1097777178)+W(2,1054016721,1063707892,-1095819059,-1108339354)+W(3,-1108034123,-1104582586,1068295659,-1106280983)+W(4,1036978867,-1103064253,-1103499785,1041127864)+W(5,-1102127104,1036459063,-1110264861,1052165187)+W(6,-1103241982,-1112191100,-1118637794,1034257999)+W(7,-1104779766,996655259,-1107248782,-1135489703);WS(-1094699455,1066131816); 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+sum1=W(0,1039996894,1010512412,-1138285833,-1106787663)+W(1,-1104330662,-1128637723,-1119213276,1048926451)+W(2,1053399812,1045540841,-1094657608,-1108632776)+W(3,-1108017347,-1096910157,1010216242,-1130975030)+W(4,1051732998,1044326914,1037328759,-1101713608)+W(5,-1101323868,1015829447,1025236158,1034301867)+W(6,976543556,1057105320,-1109379868,-1111697288)+W(7,-1111437732,-1108664266,-1109745879,-1128978334);sum2=W(0,1025825838,-1119700813,1032956443,-1124623913)+W(1,1021162350,-1114452863,-1135835500,1042257288)+W(2,1032253087,1046009611,-1101336864,1027185909)+W(3,-1109212782,-1102267892,1048892371,1053804277)+W(4,1060071017,-1108021530,1029736763,-1094263361)+W(5,-1105958464,1037505372,-1101254223,1036906607)+W(6,-1111711122,-1092338318,1039412150,-1112090109)+W(7,996911332,-1125671849,-1114145526,-1115069322);WS(1060867039,-1136390908); +sum1=W(0,-1085412379,-1094311080,1034805910,-1127355032)+W(1,1047055468,-1108149971,1049208039,1049179798)+W(2,-1093352008,-1084691216,1029669941,1035163860)+W(3,1036232649,-1103012671,1063283264,1060583566)+W(4,-1088428116,-1088125293,1021674692,1042066222)+W(5,1024178471,1026233836,1055147879,1058522472)+W(6,-1096644095,-1091872390,1021261983,1040577786)+W(7,-1126656770,1049799631,1041474713,1050065089);sum2=W(0,-1063752230,-1085747691,-1098827199,1035672114)+W(1,1013645866,1034418818,1041803367,-1093487673)+W(2,1077059336,1075347264,1035178389,1049155846)+W(3,-1106855503,1049524211,-1096808218,1041184099)+W(4,1056308660,1034654874,-1144855824,-1107113032)+W(5,-1122362105,1030856901,-1119639669,-1129382302)+W(6,-1121418857,1014935340,-1127184278,1035201737)+W(7,1027103888,-1115004359,1011408026,-1122522987);WS(-1090674303,-1100343233); 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+sum1=W(0,1051253486,1043969999,-1125697208,1030520392)+W(1,-1117233131,-1122877346,-1100430004,-1096251285)+W(2,1058583983,1064791929,-1109653337,-1114269946)+W(3,1036037681,-1109909101,-1093290764,-1085953223)+W(4,1057642082,1055881859,1032435172,-1102211630)+W(5,-1123582788,1029223000,-1098086422,-1088005167)+W(6,1033241689,1053053914,996293820,-1120127764)+W(7,-1125435099,-1103406294,-1119839106,-1102333361);sum2=W(0,-1113787644,1041562727,1024626781,-1120200303)+W(1,1041916719,1028143351,-1106166077,-1109535466)+W(2,-1114475538,-1112371618,-1124733431,1013431061)+W(3,-1097688999,1068535590,1051805575,1029531851)+W(4,1032748777,-1098117165,999438554,1027814217)+W(5,1074776935,1029048009,-1114245048,1061661699)+W(6,1042886038,-1140542509,1007930813,-1116912567)+W(7,-1076933565,-1072079702,-1093997696,1039886302);WS(1051996799,1040628126); +sum1=W(0,-1096999331,-1106536569,1042171100,-1106876926)+W(1,1032518006,-1132737450,1056769919,1064227732)+W(2,-1087433914,-1079279688,1040804174,1014013938)+W(3,-1121739327,1035728257,1052514885,1057736892)+W(4,-1085040172,-1090750082,1024260165,1038633599)+W(5,-1115112214,-1126170017,1058371760,1059334684)+W(6,-1096245875,-1091794355,-1111941370,1032103150)+W(7,-1129820331,1036168684,1050507101,1051111478);sum2=W(0,-1105938617,-1119182790,1040517176,-1097197656)+W(1,1047663602,-1106333570,-1072247475,-1063141508)+W(2,1048788314,1048225474,1050425804,-1107105879)+W(3,1017343300,1014706728,1082212097,1073986693)+W(4,1050055380,-1097162220,1044838414,-1108102513)+W(5,1023560998,-1105252179,-1108483496,1063649950)+W(6,1028263310,1043193320,978890108,1026907274)+W(7,1016727612,1025416282,-1096883524,1040597170);WS(-1079662656,1075711984); +sum1=W(0,1054381451,1049467004,-1108214827,-1136749190)+W(1,-1111920714,-1124862997,-1104318006,-1099895821)+W(2,1060357369,1064079536,-1102094902,-1112256994)+W(3,-1099490085,-1093653775,-1088977984,-1094055613)+W(4,1058102849,1050217386,-1113236619,1019461885)+W(5,1047054555,1026036560,-1093377643,-1094018397)+W(6,1046694646,1053154499,1015637672,-1115387518)+W(7,-1122648846,-1117787456,-1097489705,-1102869707);sum2=W(0,-1120307380,1049653321,1027700788,1021596406)+W(1,-1094559059,-1099826066,1038499992,1037868882)+W(2,-1100871897,1054975194,1035450862,1031902674)+W(3,-1070411479,-1076192259,1073269037,1074972319)+W(4,-1106853601,1042197470,1036068426,-1146279384)+W(5,1024067187,-1107184127,1032586692,992333684)+W(6,1034125536,-1133477273,1030087008,-1108044351)+W(7,1032061183,-1104237818,1010404410,-1129244749);WS(-1121360374,-1077155152); +sum1=W(0,-1092428892,-1091586093,1042009047,-1105583845)+W(1,1036329976,1039912928,1057449542,1053987635)+W(2,-1087526962,-1088356100,1057317824,-1135496901)+W(3,-1114441548,1035631092,1067018703,1037542524)+W(4,-1084718223,-1086275726,1028773828,1037107234)+W(5,1024846769,1020991498,1051794540,1053143538)+W(6,-1096882940,-1086839898,-1116736729,1042777544)+W(7,1032759069,1041911145,1050512766,1049337758);sum2=W(0,-1108922684,1050237475,1027223630,-1122349048)+W(1,1024154790,-1105600910,1047134367,-1102817435)+W(2,-1093984844,1061603028,-1097496437,-1123059666)+W(3,1041276041,-1090292072,1069845393,-1086242189)+W(4,1054912466,-1136134543,1008041239,-1101147358)+W(5,-1122818012,-1109079234,-1107987422,-1091188340)+W(6,1050990810,1037079763,-1103013196,-1113710228)+W(7,1047206075,-1109791787,-1097181289,-1126348732);WS(-1087087711,1067831143); +sum1=W(0,-1110686621,-1094089577,1043354114,1034272753)+W(1,1006467012,-1097882829,1051348739,1034360523)+W(2,-1090322161,1019000899,1041026663,1046815315)+W(3,-1098171061,-1099191041,1049291409,1056352764)+W(4,1048378971,1054466495,-1131457456,-1116058688)+W(5,1036956791,1036945505,-1090870248,-1098372646)+W(6,1045446607,1043401342,1032034947,-1115558139)+W(7,-1124941614,1026141794,-1098529593,-1103803571);sum2=W(0,-1147554302,1065651536,-1114282503,1046033632)+W(1,1034466187,-1117467216,1061103542,1021728539)+W(2,1052996561,-1076523823,-1106001859,1044655964)+W(3,1040544990,-1105745303,-1081697027,1047372498)+W(4,-1095873418,1059971501,-1101664028,-1104436397)+W(5,-1119054372,-1110996319,1058036758,-1094800655)+W(6,1037179306,-1119149512,1023732858,1015764662)+W(7,-1120190386,1028498617,1033040332,-1113369666);WS(1040537598,-1164677141); +sum1=W(0,1058921623,1052904912,987031402,1044447583)+W(1,1051360885,1009017491,-1089009751,-1079854668)+W(2,1059494147,1059765434,1042738997,-1121775302)+W(3,1049103971,1042102879,-1085199868,-1082135643)+W(4,1053249925,1045203303,1049696256,1038434732)+W(5,1037325507,1033340813,-1094593271,-1087718171)+W(6,1049549231,1032179929,1044766000,1024826006)+W(7,1040792940,-1103499809,-1111725730,-1098502833);sum2=W(0,-1076904032,-1110661913,-1099930216,-1105450770)+W(1,1064235564,-1133206564,-1104228342,1034745372)+W(2,1054929191,1067640588,-1097641768,-1087670985)+W(3,-1159337186,-1095527236,1058849806,1055270313)+W(4,1043325457,1041628489,1034849198,-1093727900)+W(5,-1097371942,-1123329564,1047258529,1055379319)+W(6,1024934811,1071055811,1026936119,-1089823109)+W(7,1053074558,-1079977593,-1093861556,-1091022953);WS(-1072228928,1076959210); +sum1=W(0,-1102211417,-1090494943,-1100954468,1049440860)+W(1,1046258910,-1094165323,1049042513,1052420434)+W(2,-1089397123,-1085929645,1055014377,1040518102)+W(3,-1113742940,-1115570152,1059399711,1057628335)+W(4,-1092416799,-1103710088,1056933930,-1102413547)+W(5,-1095616949,1054320058,1056457065,1055649007)+W(6,-1099959722,-1097219837,1025160513,-1100924366)+W(7,-1096288332,-1113497047,1043339918,1043274798);sum2=W(0,-1091193116,1057292562,-1106259401,1037249746)+W(1,-1099278743,1035766214,-1089499743,1058952598)+W(2,1045032769,-1101074553,1033553146,-1118512137)+W(3,-1120311473,-1107284433,1052938455,990544085)+W(4,1047290760,-1085599381,1049532353,-1118437421)+W(5,1032001159,-1105441959,1060306657,-1096914685)+W(6,1045403080,1036239865,-1112769969,-1112295163)+W(7,1037527897,-1117837555,1036770528,-1095081062);WS(-1095248895,-1088416713); +sum1=W(0,-1112623265,1023033498,1041397006,991086878)+W(1,1025280780,1018002536,-1129854724,1049658160)+W(2,-1095527100,-1085500137,-1106522737,-1100414321)+W(3,-1101036339,-1098081679,1061179113,1056723856)+W(4,-1103431285,-1093888960,1040515607,1032194452)+W(5,-1121954805,1040437430,1055178889,1050067968)+W(6,1025813699,-1112974208,-1119710941,-1113785099)+W(7,-1107604207,-1122583614,1044420741,1027165141);sum2=W(0,1049351198,-1105447726,1038308115,-1115281709)+W(1,-1132663474,1036918381,1044927538,-1101546004)+W(2,1061131477,1070791012,-1079410563,-1086190321)+W(3,-1104633062,1035199903,-1124003323,-1105825160)+W(4,-1080774986,1050939464,-1106071111,1055352031)+W(5,-1119052371,1038597174,-1100497740,1054621998)+W(6,-1096576742,1021655353,999244165,1042421121)+W(7,-1126972585,-1141223925,-1123561791,1042910101);WS(1057802399,-1081431823); +sum1=W(0,-1093480916,-1097592621,-1131892376,-1122831751)+W(1,1031929377,1003466633,1050095280,1050038833)+W(2,-1087992005,-1086955360,1034931072,1041203877)+W(3,-1150646211,-1108251076,1062569267,1058335651)+W(4,-1094219074,-1099624791,1023514439,1020249162)+W(5,-1123920403,-1110979235,1053253320,1052617634)+W(6,-1104094712,-1103351679,-1102408215,-1183605377)+W(7,1022403704,1031403703,1047799764,1037479577);sum2=W(0,1032567526,1015597088,1035677532,-1104748298)+W(1,1028805714,1010146816,-1106402955,1030425414)+W(2,1042180726,-1131466492,-1071563129,-1097271446)+W(3,-1122721452,-1139412188,1026492053,1036072793)+W(4,-1088097679,1049167232,-1105574565,-1073203825)+W(5,-1121571686,1013464552,1046304011,1021201077)+W(6,-1104411749,1054919113,1076846054,1074066983)+W(7,-1115684312,-1159010626,1040423027,-1108010622);WS(1057159391,-1098185256); +sum1=W(0,1062337777,1059107990,-1139848194,-1115997840)+W(1,-1108105457,1026934458,-1096884471,-1099145229)+W(2,1058844902,1060188982,1040272534,-1110900998)+W(3,-1128707950,1050661700,-1081840204,-1083284577)+W(4,1050305613,1055455830,1022311680,-1124007614)+W(5,1025671020,1018441343,-1088086212,-1086268415)+W(6,1052112283,1058488623,1025640163,-1122049771)+W(7,1032949738,-1115150240,-1095187909,-1093503993);sum2=W(0,-1063663228,-1065703489,-1087901783,1056249112)+W(1,-1098679170,1049727089,1049313091,-1090194820)+W(2,1050922399,1074103439,-1096100666,1050240307)+W(3,-1118968312,1043947681,-1091782161,1059446328)+W(4,1078895155,1075028289,1046757851,1050011361)+W(5,-1103451878,1046896549,999915799,1051412884)+W(6,1011769164,1041242105,1031802636,-1111613200)+W(7,1036070334,-1120669738,1040180956,-1097222567);WS(-1076050352,1072169512); +sum1=W(0,-1127017300,-1096217239,-1110549812,-1112010473)+W(1,-1127012698,1017026201,1055039585,1032805651)+W(2,-1101316183,-1098236010,-1102358403,1041474168)+W(3,1027743346,-1103052317,1058693100,-1107675851)+W(4,-1097462672,1015309803,-1103941101,1035256808)+W(5,1025923518,-1108585145,1047069339,1050718238)+W(6,-1109990262,-1124828306,-1127729580,-1126807163)+W(7,1029935559,1030091394,1033573870,1040782175);sum2=W(0,1013406324,1044516259,-1103808603,-1115222730)+W(1,-1105744683,1036643390,-1091636530,1048651312)+W(2,1056099238,-1093760521,1035011293,-1133607278)+W(3,1056116581,-1087652578,1065398243,-1082257366)+W(4,-1097063741,1046105407,1005150868,1045426354)+W(5,-1106429625,1031045850,-1105190986,1052543946)+W(6,-1106358807,1034790704,1014354189,1038138903)+W(7,-1129675875,1033997397,-1124610775,-1143243436);WS(1065781680,1039008007); +sum1=W(0,1052873269,1052030887,-1132228043,1041247860)+W(1,-1122380132,1043969975,-1090939837,-1087848896)+W(2,1057769989,1065817909,1029031978,-1116017645)+W(3,-1167945460,1043124941,-1090130600,-1086321043)+W(4,1059292430,1052683781,1018467582,-1114552992)+W(5,1037414446,1037105136,-1089813139,-1093123180)+W(6,1045381867,1042767258,1039500994,-1119698444)+W(7,1016187596,-1139723011,-1088918334,-1093950448);sum2=W(0,-1105284792,-1131141686,1024852101,1038177586)+W(1,1023745983,1044997454,-1105200928,-1114385091)+W(2,-1123455081,999573799,1016571646,1031995320)+W(3,-1102654886,1045931554,1073904332,1057384109)+W(4,-1107419527,1052574782,-1108656521,1033741319)+W(5,-1113399825,1041285787,-1130292726,1075963065)+W(6,-1099142208,-1103717942,-1120710323,1035134998)+W(7,-1101763500,1044467987,-1070457563,-1072886122);WS(-1090516543,-1087531312); +sum1=W(0,1040358473,1025750638,-1135375282,-1105337757)+W(1,-1112133319,1043065477,-1109155234,1026287071)+W(2,1034124454,-1082649657,-1111479074,-1113059195)+W(3,1049735832,1048811350,-1113637434,-1111070925)+W(4,-1098312091,-1114570479,1036163039,1044282546)+W(5,-1104740686,-1111303053,1044131649,1056333811)+W(6,-1112260786,1044483760,-1110047807,-1123738614)+W(7,-1128712224,-1136462731,1039433994,1049914271);sum2=W(0,1027164873,-1112829049,1009904581,-1122757257)+W(1,-1111953049,-1116391321,-1115430893,1002742314)+W(2,1020364514,1064179702,-1099518373,-1113467627)+W(3,1025748661,-1098741962,1059311413,-1098221748)+W(4,-1092934445,1039050377,-1095677862,1032421699)+W(5,1036551469,-1119491053,1041708988,-1139891301)+W(6,-1106885375,1022655162,-1112743661,1020800146)+W(7,1025848261,-1122814953,1032689603,-1124766450);WS(1059528063,1057564569); +sum1=W(0,-1096201122,-1112481934,1023855952,993737087)+W(1,1036364765,-1119101474,1044928820,1052073475)+W(2,-1089271861,-1101379550,-1100822612,1051519336)+W(3,1026047377,-1095066725,-1090210244,1057871347)+W(4,-1129312776,-1101173547,-1109486813,1027584566)+W(5,1043887545,1038809676,1051680014,1027452795)+W(6,1031993577,-1097162722,1035631854,-1127107174)+W(7,-1152581582,1037595092,1050823828,1038521522);sum2=W(0,-1115270098,1029678117,1034094594,-1106514375)+W(1,-1109616345,1044342701,-1103891997,1025588625)+W(2,-1095879627,1052560633,1009317700,-1112949179)+W(3,-1107320484,-1103446924,1062070608,1029083209)+W(4,-1128108776,1034084538,1021633582,-1126355148)+W(5,-1131810302,-1098743078,1035054672,-1100067512)+W(6,1040297892,1049223604,-1106252693,1010987268)+W(7,-1123491293,-1102218346,990783407,-1117785257);WS(1061977215,-1122204685); +sum1=W(0,1053794732,1053305789,-1109554099,-1124031333)+W(1,1017895407,1027213295,-1096176108,-1090279300)+W(2,1058003360,1059361796,1036027519,-1105250724)+W(3,1024566052,1033714163,-1081723655,-1093816822)+W(4,1055117810,1051669497,1055353398,959521497)+W(5,-1125004641,1006220452,-1097892492,-1090510080)+W(6,1037705519,1047158647,-1136942561,1038275624)+W(7,-1112881733,-1145512357,-1098784634,-1101480172);sum2=W(0,1028856727,1021325630,1032430477,-1113155109)+W(1,1036996819,-1139715524,-1128331832,993552399)+W(2,1050891972,1070862297,1048044904,-1105712018)+W(3,-1111526035,1040898786,1042132916,1042508384)+W(4,1074403261,1035516985,-1070110178,-1081128362)+W(5,1025048067,1038841221,-1115800491,1044319918)+W(6,-1108990845,-1122256510,-1092804751,-1092435520)+W(7,-1119663830,1007165668,-1109033129,1033559089);WS(-1096328959,1070879408); +sum1=W(0,1056909741,1050717891,-1131726569,1047483149)+W(1,1043610432,-1120381614,-1097194674,-1084253114)+W(2,1049879450,1064784543,1016192218,1017405984)+W(3,1029856307,1046790989,-1088019878,-1084428714)+W(4,1054175424,1055866677,-1130210629,-1134185032)+W(5,1044095416,-1106891777,-1096076442,-1087922381)+W(6,1052923070,1050331269,1022798351,1039283496)+W(7,1045347898,-1103492015,-1089646420,-1098682228);sum2=W(0,-1092572599,-1083918511,1041094096,-1096731787)+W(1,1074300082,1061218424,-1081783724,-1072213302)+W(2,-1081752188,1050600846,-1134738767,1030029833)+W(3,1062246408,1055931246,-1098909280,-1088492050)+W(4,1060518769,1056806956,1049526473,-1112066554)+W(5,1030722387,-1080408758,1066457366,1054813136)+W(6,1052566197,1040255570,1038503381,-1103571503)+W(7,-1082314750,-1074863778,1074348460,1061557517);WS(-1093955647,1022010191); +sum1=W(0,1051129150,1040858863,-1118029508,1027472455)+W(1,-1110971745,-1129027011,-1110637352,-1126583382)+W(2,1058284788,1064764899,-1100976252,1017520774)+W(3,1043546956,1032062845,-1092969620,-1083829535)+W(4,-1094249656,1054989120,1019653215,1048038797)+W(5,1049944248,-1114080636,-1098669306,-1093269900)+W(6,-1137681219,1047833420,1006149335,1015004427)+W(7,1039113958,-1120661351,-1092663640,-1101321193);sum2=W(0,-1109340305,-1099241242,1010923567,-1125700855)+W(1,-1138307987,1010348245,-1121076246,1041739108)+W(2,-1097784845,1061340682,-1086770251,-1097524591)+W(3,1043843262,-1104554020,1059475190,-1122648580)+W(4,-1091236020,1059369820,-1136610695,-1119687254)+W(5,1042867821,-1105357691,1048517727,-1097965354)+W(6,-1103210716,1042204527,-1146172877,1034141799)+W(7,1021404807,1026766467,-1117941982,1020884025);WS(1057685119,1067243116); +sum1=W(0,-1098308652,-1100618635,1016923756,-1129459555)+W(1,1029422892,-1111775882,1049587364,1053516928)+W(2,-1090418529,-1088191051,-1095493364,1004671913)+W(3,-1114348966,-1112549294,1065512192,1057639529)+W(4,-1089905135,-1101363479,-1112175056,-1098633785)+W(5,-1103551521,-1111153757,1052631981,1058720438)+W(6,-1106099897,-1097291652,-1131471418,1046138501)+W(7,995391206,1020473821,1052947846,1043712557);sum2=W(0,-1140292462,1023877693,-1130956898,-1131225411)+W(1,1018006973,-1128428036,-1137158572,1018110051)+W(2,1042914798,1069127322,-1077027280,-1103681442)+W(3,1020723155,-1147115303,1043315619,-1224504659)+W(4,1071847872,-1103125793,1031803188,-1076028808)+W(5,1020554514,-1133954299,1043270022,-1120948958)+W(6,1043076855,-1132087796,949706042,-1101294062)+W(7,990350747,1025989218,1015417250,-1113817590);WS(-1097928959,-1082976358); +sum1=W(0,1057835343,1050550727,-1123678010,1027664520)+W(1,-1108038941,1032858337,-1096462854,-1089326063)+W(2,1057764410,1062299789,1052451146,-1106569905)+W(3,1021803093,1042469806,-1087127986,-1083721351)+W(4,1049034640,1057826487,1038567635,-1103556709)+W(5,-1104920125,1031016631,-1094118206,-1097735566)+W(6,1041175724,1060823717,1040222651,-1108799690)+W(7,-1129264698,-1107162784,-1089053734,-1100805265);sum2=W(0,-1087082495,-1095900368,1048150071,1059738223)+W(1,1034470847,1025055065,1046247330,-1092378156)+W(2,-1108343021,1063110279,-1080186607,1052511773)+W(3,1045395587,-1094453880,-1090059649,1033545850)+W(4,1074904245,1071639576,-1072132845,-1078381471)+W(5,1053230483,-1103894182,1039712953,-1107095292)+W(6,1076364217,1077341373,-1071397334,-1071450961)+W(7,1032308634,-1120241798,1049211915,-1113577164);WS(-1093482751,1040242403); +sum1=W(0,1051279307,1045008905,-1123956286,-1101135214)+W(1,-1112732162,-1135242283,-1106067054,-1160860306)+W(2,1049489177,-1132973569,-1138012647,-1107524598)+W(3,1029341500,-1121978915,-1113266773,-1101021318)+W(4,-1096848358,-1098383795,1042720691,1034129455)+W(5,-1098727290,-1102892456,1059206814,1049504725)+W(6,-1104810279,-1118268600,998898338,-1130324184)+W(7,-1104163113,-1099073308,1052043149,1049756222);sum2=W(0,1055811875,-1122671355,-1101078445,1050603120)+W(1,1034695967,-1108269543,-1087609936,-1086548128)+W(2,1038805789,1066111209,-1105220793,1048531671)+W(3,-1089139562,-1104320030,1071017234,-1088336312)+W(4,1026095418,-1130092003,1034851673,-1091713187)+W(5,-1100901763,1049804877,-1089969509,-1115602704)+W(6,-1137910742,-1094690648,1020293663,-1122031169)+W(7,-1103744367,1054827086,1053616941,-1121274059);WS(-1112146683,-1077736475); +sum1=W(0,-1099064529,-1090490649,-1130792414,-1128590341)+W(1,1039097715,1017948777,1028859267,1049253908)+W(2,-1086623314,-1101063739,-1117834531,-1147973299)+W(3,1025770233,-1115616742,1068918685,1040872136)+W(4,-1084449173,-1094725676,1033724609,1007065251)+W(5,-1104116690,-1132647657,1057886934,1059458719)+W(6,-1097837640,-1097461352,-1122914526,1024083798)+W(7,998082042,1030833130,1048946351,1044653558);sum2=W(0,1044965772,-1073797636,-1104316542,1038545045)+W(1,1032278560,-1115941315,-1092377302,1038508364)+W(2,-1069601753,1079919017,1054073276,-1098913527)+W(3,-1109127211,1042591612,1044931722,1050236814)+W(4,1065620582,-1103381017,-1111960943,990615436)+W(5,997021068,1042220416,1033398315,1034922622)+W(6,1039512539,-1105195767,-1131799749,-1127436605)+W(7,-1138197651,-1121388557,1039327537,-1113162193);WS(-1090505151,-1074550453); +sum1=W(0,-1106878250,-1103427629,1028498739,-1112838599)+W(1,-1131143051,1023192930,1042960070,1057615003)+W(2,-1088602192,-1088941275,-1117182312,1023419227)+W(3,-1096958907,1048242260,1053033883,1063645564)+W(4,-1087514842,-1096920942,-1126145258,1018948122)+W(5,-1098164287,1045189988,1043052986,1058641540)+W(6,-1096615233,-1095073209,-1125422420,1024711581)+W(7,-1105551137,1026824959,1053972531,1050742275);sum2=W(0,1021553919,-1111116920,1081443218,1051549752)+W(1,1031994963,-1113046369,1044837835,-1106404197)+W(2,-1073777225,-1067599847,1048388769,1072492444)+W(3,1032624041,1025956540,-1089379201,-1113676512)+W(4,-1096587672,1029232562,-1139079606,1035162847)+W(5,1027498280,-1132168419,1030543674,-1109546151)+W(6,-1115288719,1042218632,-1123800689,-1121149576)+W(7,1034044071,-1115044631,-1125599605,-1122606689);WS(1051119487,1041244378); +sum1=W(0,-1137238551,-1113671305,1028120435,-1124974044)+W(1,-1121323393,1033078132,-1103177170,-1116593698)+W(2,1036964902,1061504071,1037118035,1048876359)+W(3,-1156053771,-1129960608,-1104164974,-1099611151)+W(4,1047204942,1050660570,-1118427428,-1131477080)+W(5,1048068278,1011539382,-1114906180,-1081804989)+W(6,1030267847,1049717597,-1125985859,-1120234265)+W(7,1035846233,-1115091743,-1103929310,-1098831475);sum2=W(0,1027537220,1048078363,-1104952272,1018090488)+W(1,-1117503915,1045164128,-1095697091,1019973834)+W(2,1055192952,-1102612387,-1128161694,-1105226064)+W(3,-1106818318,-1087428157,1074095781,-1101823824)+W(4,-1102761937,-1101688104,1024328280,-1134153828)+W(5,1061969021,-1092430375,1063478353,-1074759173)+W(6,1035228556,1016223417,-1117225997,-1118410723)+W(7,1050476000,-1110796930,1041310640,-1092594125);WS(1062303263,1031082743); +sum1=W(0,1050954912,1012178225,-1099215391,-1113216195)+W(1,-1121789260,1027015379,-1095180416,-1095964628)+W(2,1065129152,1047492794,1026092610,1052151297)+W(3,1041954507,-1107401421,-1089641431,-1088785601)+W(4,1063700475,1049517720,-1098039588,1051942565)+W(5,1049634587,-1112964196,-1091476104,-1089295544)+W(6,1028060738,1054989200,1008063218,-1101893697)+W(7,1035520455,-1114231491,-1096414030,-1102410709);sum2=W(0,-1175661064,-1152013649,-1111827051,1033145987)+W(1,-1165845202,-1187919119,-1104895942,1021827842)+W(2,1050523165,1084357731,-1063595607,-1103256184)+W(3,-1125020091,1042933311,-1094652398,1034611383)+W(4,1048919805,1025442742,-1141099147,-1101985731)+W(5,-1108910008,1040766920,-1102082303,1029250458)+W(6,-1145624409,-1133270551,1030655939,-1136421288)+W(7,-1126731425,1017996705,-1121842648,1021034188);WS(1057958943,-1104691893); +sum1=W(0,-1105424217,1046008396,-1128240917,-1111014615)+W(1,-1118336456,1038452148,-1100901945,1044401084)+W(2,-1090082375,1054329938,-1095236657,-1146251723)+W(3,-1119525902,-1093887914,1040293502,1057785284)+W(4,1003615948,1013130820,-1103203951,1047913107)+W(5,1045607070,-1107674167,1051440085,-1099597392)+W(6,1044802714,-1101796865,1023941889,1033356080)+W(7,-1113361665,1037874639,1036253756,-1102604718);sum2=W(0,1041119120,-1111572952,-1105807463,1010987018)+W(1,-1127404253,1029477872,1045029856,-1110188142)+W(2,-1117220749,-1087890507,1054217500,-1102396693)+W(3,1019931869,1056265374,-1087358521,1057260834)+W(4,1070205457,-1101117061,1029628166,-1123211893)+W(5,-1091128546,-1124058781,1051101181,-1081682663)+W(6,-1113015450,-1121743361,1028744914,-1106898625)+W(7,1025549544,992401866,-1135525482,1042553654);WS(1063883327,-1171419961); +sum1=W(0,1049833398,-1123871229,1021098616,-1131801844)+W(1,-1101850371,1031224740,-1097479398,-1102183011)+W(2,1009731296,1044941350,-1121742227,1022023532)+W(3,-1123343997,-1127214008,1041013425,1056730033)+W(4,1060653970,1043051923,1024490200,-1090925859)+W(5,-1107029405,1042080318,-1097251239,-1095529687)+W(6,1048967870,1050859794,-1123544461,-1102607801)+W(7,-1107657120,1009310536,-1097963532,-1104750961);sum2=W(0,1047581965,-1108094251,1041248381,-1106082604)+W(1,-1113941985,-1131232309,-1105642610,-1097195715)+W(2,-1111186257,1050591326,-1106587714,-1132935321)+W(3,1050509566,-1103031697,1048334662,1042983438)+W(4,1039028256,1025922877,-1118244665,-1104172881)+W(5,-1127691207,-1115007353,-1128737701,1046273630)+W(6,-1111866155,-1104769894,-1139264801,-1115368488)+W(7,-1112751356,1031938310,-1122157893,1044426238);WS(1064944927,1037595256); +sum1=W(0,-1089228760,-1095304482,1023806679,-1116864018)+W(1,-1107296590,-1106875789,1057549004,1063040538)+W(2,-1087165700,-1086682215,1009660557,1017115436)+W(3,-1103245163,-1106392275,1064233001,1060715233)+W(4,-1088874517,-1099761351,-1109610248,1028149000)+W(5,-1132085516,-1107160974,1052917089,1056983460)+W(6,-1116139780,-1131587330,-1102752831,-1148661421)+W(7,-1129006079,-1152394658,1045020525,1041500021);sum2=W(0,-1084008560,1049995423,-1110716731,1045832950)+W(1,1058474163,-1102301410,-1093173621,-1084775302)+W(2,-1089165996,1066542501,-1098226948,1025147898)+W(3,-1128684365,1031931484,1068786857,1054478967)+W(4,1049362032,1055260506,-1098250414,-1099749141)+W(5,-1091779956,-1105326436,-1126019654,1047038722)+W(6,-1086997229,1067285885,-1089530617,1042544569)+W(7,1053449115,-1090548395,-1088213452,-1127724076);WS(-1082101344,-1089856493); +sum1=W(0,-1105691402,1030717682,-1112019073,1050831902)+W(1,1029275441,-1120813832,-1098775681,-1101015969)+W(2,1055521064,1064695661,-1129997454,1030303546)+W(3,-1139280937,965412887,-1085520515,-1097748442)+W(4,1061962758,1058754169,-1117704076,-1110327174)+W(5,1041358014,-1122362798,-1089610799,-1086646154)+W(6,1047731210,1056158989,-1131596868,-1112251093)+W(7,1028938947,1016935004,-1094349907,-1093958751);sum2=W(0,-1101130808,1050826865,-1076824095,-1065128139)+W(1,-1119435550,1023890205,-1109355365,1034565987)+W(2,1046966330,1049869634,1079260085,1067439244)+W(3,1012867020,1015248786,-1112614302,-1109830496)+W(4,1051236860,-1114183173,-1103928218,1056740148)+W(5,-1122661198,-1136992532,1051726295,-1123646153)+W(6,1033256035,-1104627926,1039164015,-1135208116)+W(7,-1119472799,-1136910724,-1109091637,1035002893);WS(-1090711679,1035967541); +sum1=W(0,-1104454427,1029360119,1015715144,-1111795270)+W(1,1030482278,-1138269301,1050454265,1050513973)+W(2,-1084526809,-1083278737,-1124564760,-1118064815)+W(3,-1132452908,1007072853,1060834888,1063535365)+W(4,-1083950349,-1091233609,1041725555,1033380937)+W(5,1028355007,1029566323,1054941014,1050327592)+W(6,-1102432923,-1097260861,1036708611,1039158191)+W(7,-1140656289,1035976950,1042099839,1040417584);sum2=W(0,-1099705557,-1088930785,-1104698754,1030795338)+W(1,-1124401732,1047822852,-1129318753,-1100315818)+W(2,-1087114188,1063363970,-1086674278,-1086482027)+W(3,1041847465,1007827043,1059258270,-1088371087)+W(4,1066258058,1055138353,-1101252049,1048689193)+W(5,-1114489829,1039056173,1035784301,1052412907)+W(6,-1113111809,1050900036,-1097010897,-1127107620)+W(7,1036879119,-1112035485,1046424313,-1107499570);WS(-1098505599,-1075865372); +sum1=W(0,-1131715643,1032178901,1024188415,-1119631078)+W(1,-1113178620,1024883696,-1128987132,-1121509433)+W(2,1056750314,1055366257,-1113150415,-1125460739)+W(3,-1114020928,-1102601578,-1096447994,-1131145214)+W(4,1063530169,1038512989,1028789822,-1098117352)+W(5,-1111953177,-1101470933,-1117796833,-1086227497)+W(6,1036256496,1042179631,-1134520549,-1115205937)+W(7,-1141768534,-1114797153,1032402616,1016180195);sum2=W(0,1039073687,1047439072,-1112826554,-1098762498)+W(1,1030962008,981436096,1032611741,1035541163)+W(2,1024348972,1068429254,-1090598021,-1099883844)+W(3,1048715774,-1089341195,1066295533,1050751610)+W(4,-1078855206,1052294530,-1101866176,1060690639)+W(5,-1094541311,1041458546,-1097770507,-1081223881)+W(6,-1095975199,1034134076,-1111565268,1051055486)+W(7,1044471119,1024624177,-1121819739,-1126362074);WS(1057165023,-1106509195); +sum1=W(0,-1090373040,-1094296089,1023353031,-1110663097)+W(1,1036322023,-1110472134,1051297995,1057389257)+W(2,-1087820187,-1090764772,-1116674588,1009641338)+W(3,-1103525103,-1108191858,1064337073,1064196683)+W(4,-1101809276,-1095695571,-1127866586,-1121179137)+W(5,-1105116828,-1130262917,1053143796,1058239248)+W(6,-1097119704,-1088811352,-1105922998,1019708412)+W(7,-1117889432,1047174317,1042633923,1049182394);sum2=W(0,-1106822390,-1115190843,1048482322,-1112942365)+W(1,1043730009,1035412483,1042851055,-1102090209)+W(2,1034045428,1068163863,-1097118067,-1100072975)+W(3,-1105576965,1028572696,1056641862,-1103979279)+W(4,1063618710,-1107942623,-1108096389,991349250)+W(5,-1113934073,-1105853831,1049912171,-1105663689)+W(6,-1090492700,-1076676559,1000921969,1053525633)+W(7,1039916278,-1106999228,-1111476815,-1130278628);WS(-1086493375,-1079336981); +sum1=W(0,-1102983835,-1108602044,-1123924042,977772865)+W(1,1015269519,1049374456,-1098146918,1026410857)+W(2,1041059645,-1094902379,-1107908519,-1109993624)+W(3,1036994068,1041174790,1061697492,-1106936850)+W(4,-1083260999,-1084987377,1038934102,1036636329)+W(5,-1103125248,-1125738921,1057432285,1061962303)+W(6,-1102484540,-1108629750,-1099048778,1034769240)+W(7,-1130650164,1040252563,1050989872,1051050960);sum2=W(0,1042634099,-1097448347,1018133697,-1104970914)+W(1,-1112577728,-1096543501,-1108255972,1052960430)+W(2,1055662701,1074010545,-1093587851,1040842491)+W(3,-1090800341,-1093194079,1064732329,1062139198)+W(4,-1089724369,-1099392752,-1102375178,-1093237537)+W(5,1015865539,991452982,1025575413,-1083390778)+W(6,1049771835,-1092159031,1054809337,-1099804326)+W(7,-1126119433,1028159711,-1096888027,-1104347883);WS(-1088469887,1068090411); +sum1=W(0,1001301201,1023861926,-1123900274,-1113244581)+W(1,-1124374314,-1105829923,1035790701,-1115331947)+W(2,-1082959002,1050701400,-1110903326,1049496346)+W(3,-1096521435,-1119292644,1048296635,1057295251)+W(4,1060902689,1043052181,1031904934,-1119953152)+W(5,1048590454,1027826066,-1113327662,-1081663133)+W(6,1043817559,1038313117,1025939062,1034227191)+W(7,-1106468266,-1117293966,1034951606,-1110964279);sum2=W(0,-1106472578,-1114867820,1033420508,1046922708)+W(1,-1111979165,1050643686,-1109208012,1033443280)+W(2,-1087802072,1058113813,-1096930035,-1112865289)+W(3,-1101832932,-1129026525,1048730658,1020845388)+W(4,1050476308,-1103417477,1017341032,-1101802092)+W(5,-1104558996,-1135034393,-1107242470,1059721445)+W(6,-1105807138,1033379085,-1107450994,1036773342)+W(7,1037376476,1023773731,-1104249476,-1136542442);WS(1052578175,-1092643724); +sum1=W(0,-1102735475,-1100779014,1030893452,-1106584961)+W(1,993436516,1037510015,1049737317,1053304083)+W(2,-1082492039,-1086815439,1037358070,1033955624)+W(3,-1101687426,-1103135573,1065824329,1060101900)+W(4,-1088009424,-1095075429,-1128189432,1036710537)+W(5,1029815263,1040440469,1057719155,1041943502)+W(6,-1106908643,-1102841939,-1129060558,-1118327615)+W(7,-1106074638,1027836379,1036237087,1051335460);sum2=W(0,1015710974,1033337736,1029771501,-1115440098)+W(1,-1130229431,1034787000,-1114856806,1041402597)+W(2,-1094728975,1039453548,999202537,1018065220)+W(3,-1082769104,-1074584982,1064530169,1037520917)+W(4,1050012979,1032576025,-1111720654,1036811205)+W(5,-1090370130,1032162938,1073761042,-1094040689)+W(6,-1103861773,1040788513,1019498859,-1125064265)+W(7,-1105633547,1034133532,-1090935047,1063409170);WS(-1104397694,1058392920); +sum1=W(0,1051523414,1050625047,-1126111401,1012876448)+W(1,1023486907,1033392977,-1106828476,-1094911217)+W(2,1043902243,1063861817,-1115125816,-1142522206)+W(3,-1119682235,1019625524,-1093833780,-1089440467)+W(4,1056801600,1053396405,999529969,-1103048369)+W(5,-1096529922,1015514383,-1107310585,-1087921625)+W(6,1042081404,1054067798,-1117545451,1016404519)+W(7,1039287934,-1113687714,-1097217844,-1104958721);sum2=W(0,1013515790,-1106180134,1027809153,-1130009672)+W(1,-1153587550,1024050371,1023886448,1013756514)+W(2,1042067106,-1094561503,1051460883,-1106384796)+W(3,-1094102229,-1070026280,1078005003,1052609397)+W(4,1032257325,-1124940473,1033821004,-1104521112)+W(5,-1075632186,1053282219,-1094906083,1072194837)+W(6,-1168427353,-1120291522,1028508475,-1112259960)+W(7,-1098407638,1033718481,-1140922271,1046140857);WS(1063327007,-1121248448); +sum1=W(0,-1113236667,-1096763312,1043030576,1017612078)+W(1,1035231217,-1115130868,1049218219,1042967269)+W(2,-1091103118,1053297652,-1115811128,1039059525)+W(3,-1107367965,1009543939,1033504868,1058517677)+W(4,1063340055,1054079124,-1099887459,-1095615210)+W(5,1047061435,1042859328,-1088587000,-1082785422)+W(6,1041492110,-1126620524,-1120397682,-1140707177)+W(7,-1120288724,-1104957341,1029718569,-1101731443);sum2=W(0,-1119813454,1048025725,-1098298527,1037909727)+W(1,1032936033,-1097673782,1045330821,-1099212072)+W(2,1041835288,1067026849,-1106955476,-1126569464)+W(3,-1109675885,-1092590328,1067954224,-1106229244)+W(4,-1085288934,1042571631,-1118592354,-1096969233)+W(5,1004812688,-1096486003,-1108169766,-1095495837)+W(6,-1117602980,-1116313332,1037216424,1042882430)+W(7,1034064234,1045459772,-1100305071,-1164085849);WS(-1114652667,1051933605); +sum1=W(0,-1102428549,-1105027032,1037508767,1026700110)+W(1,-1109604752,-1113263092,1048715843,1043087092)+W(2,-1106431647,1043250735,1034155035,-1128033780)+W(3,-1098797270,1023780992,-1089603768,1062796090)+W(4,1059213449,1038435705,1024543544,-1102462575)+W(5,-1112475685,-1121524254,-1106007014,-1090890112)+W(6,1038748492,1016229610,1032374633,-1147042251)+W(7,986589794,1007891224,-1104514210,-1119096106);sum2=W(0,1043866561,-1096921120,-1106880495,-1129141996)+W(1,1050935854,-1111274547,-1092013580,1029019378)+W(2,-1123077406,1064276171,-1102244397,1031191254)+W(3,-1096956427,-1115781076,1064706574,-1086673510)+W(4,1061828176,-1095750750,1046080919,-1101040753)+W(5,-1106057540,1029696990,-1091369762,-1113110329)+W(6,1042185570,-1128566730,1031234782,-1112883155)+W(7,-1113619581,1012473722,-1105256367,1042119352);WS(1059465279,-1101420399); +sum1=W(0,1043444330,1000916382,-1124176798,1033088680)+W(1,-1124073107,-1118729178,-1126261266,-1101682761)+W(2,1057398923,1034190184,1035053989,1014063089)+W(3,1032573720,-1114558729,1039770557,-1089602004)+W(4,-1087528660,1036787650,1038292302,1045820204)+W(5,-1096323421,1041172764,-1106381771,1057859064)+W(6,1027988010,1042732770,-1131477704,-1115007182)+W(7,1024683157,1029511616,-1102530758,-1104773247);sum2=W(0,-1081648717,-1096055698,-1100338012,-1093261173)+W(1,1020947921,-1121572837,1016623505,-1107343332)+W(2,1049309077,1060463741,-1160318928,1016590929)+W(3,1035038069,-1121635630,1061699617,1058913944)+W(4,-1123677731,1042247124,1032510827,-1111261089)+W(5,-1116667427,-1130213341,988275856,-1095509190)+W(6,1035681279,1035240533,-1106728517,1037987285)+W(7,1033159595,-1112486763,979544481,-1111758125);WS(1060076127,1072958059); +sum1=W(0,-1090537599,-1097065432,1043365506,-1103118654)+W(1,-1129584897,1025963976,1046496158,1060753617)+W(2,-1086314390,-1088162978,1031523031,-1115420333)+W(3,-1106610556,1040410096,1055888777,1060760746)+W(4,-1089193875,-1091959462,1032254402,1033412302)+W(5,-1138875303,1032279415,1054239287,1052645932)+W(6,-1111327644,-1086013855,-1127560355,1031863013)+W(7,1032182482,1044337291,1056703661,1044639698);sum2=W(0,-1122429687,-1113650971,1026722605,1034238418)+W(1,-1105287037,-1106809975,1047703041,1038471498)+W(2,-1101416602,-1095747837,1044566349,-1123083006)+W(3,-1099784158,-1077245954,1073798913,1050567163)+W(4,1044375513,1032414162,1029836970,-1114043742)+W(5,-1072322090,-1070521946,1076147895,1074668356)+W(6,-1132025334,-1112893824,-1112207598,-1124457715)+W(7,-1071353549,-1076180558,1071535287,1076524889);WS(-1114470395,-1114976351); +sum1=W(0,991904560,1041627584,1040990896,1017446070)+W(1,-1110976571,-1099251857,-1107221597,1034584479)+W(2,1047992216,1061349282,-1120446036,-1129681934)+W(3,-1111571481,1039733326,-1083497834,-1115356259)+W(4,1061559014,1055187519,-1110115727,-1097641691)+W(5,1036247843,-1114440077,-1098995485,-1089507216)+W(6,1045114861,1047040436,1033457695,-1110184487)+W(7,-1115117640,-1120899067,-1107186297,-1109668803);sum2=W(0,-1084434022,1057422860,1002676269,-1093678598)+W(1,1042743345,-1108978134,1067683118,1064533419)+W(2,1066493380,-1079318791,1044340647,1055748356)+W(3,-1117769694,1015093293,-1079939901,-1078621547)+W(4,-1116089022,1044705221,-1120084888,-1118111722)+W(5,1049699290,986467602,1039926847,1054002901)+W(6,-1112694927,1031220790,-1123642691,1001595675)+W(7,-1107171922,1037662763,1023903081,-1112070298);WS(1048785023,1039045299); +sum1=W(0,-1090140327,-1100442863,1043168659,-1104130562)+W(1,-1133671882,1032880081,1040570004,1061197562)+W(2,-1085428843,-1093347651,1029857553,-1117502116)+W(3,-1102819715,1038995485,1050495728,1062309944)+W(4,-1089406196,-1093521697,1027207566,1034838603)+W(5,-1127149063,1026681976,1054560318,1050259320)+W(6,-1120775857,-1086838999,-1130533431,1024393315)+W(7,1035433414,1041402190,1056208688,1039464338);sum2=W(0,-1142302474,1025023956,1011712973,-1118465298)+W(1,1037219807,1039062755,-1104707163,-1114395216)+W(2,1041730218,-1097771962,1029767219,-1128433260)+W(3,1046574176,1069124140,-1080533844,-1095905892)+W(4,-1094677866,-1122047812,982009542,1021354231)+W(5,1073795377,1075522683,-1072373863,-1075595300)+W(6,1028525757,1020814500,1033540398,1014788797)+W(7,1074436097,1068741752,-1078361330,-1072719492);WS(1040594174,1002085105); +sum1=W(0,-1113198522,1055071640,-1097746587,1041861603)+W(1,1041085614,-1121524679,-1100468781,-1137236930)+W(2,-1088672026,1050744420,1031577622,1032164980)+W(3,-1109849488,1048884604,-1105375081,1047493466)+W(4,1057599999,-1103363988,1044101411,-1102982955)+W(5,-1113508732,-1098107838,1050064611,-1087672398)+W(6,1036351259,1034848362,1026039088,1034678964)+W(7,1043931332,-1106488144,1033863059,-1102178050);sum2=W(0,1011906269,1026663055,1035577370,-1099743490)+W(1,-1108436276,991169347,-1152297667,1037961444)+W(2,1057096352,979639118,-1102421679,-1115293072)+W(3,1045881501,-1097952901,1050233559,-1095995741)+W(4,1044440375,1032214892,1032210717,1038726510)+W(5,-1122343653,1026937641,-1139108605,1022991474)+W(6,1028754425,-1123040177,-1120037205,-1107407193)+W(7,-1105994898,1022469878,-1104470915,-1115369483);WS(1066613200,-1123971367); +sum1=W(0,-1096708150,-1090955664,-1125712504,1021072883)+W(1,1026036124,-1108624754,1051398158,1051074184)+W(2,-1159875842,-1079911082,-1106077125,1041158633)+W(3,1040756057,-1090753503,1061682240,1058934814)+W(4,-1093258685,-1103560179,1032267227,1036847484)+W(5,-1114271443,1025501945,1054180539,1055629981)+W(6,-1089925031,-1106725252,1031886911,1016782186)+W(7,-1105228376,1043536294,1047227273,1052861897);sum2=W(0,-1102098813,1059079365,-1104595791,-1120579723)+W(1,1039910130,-1110832147,1035649855,-1103583809)+W(2,-1078775742,1070420847,-1081375340,1060943463)+W(3,-1115424415,-1092581761,1036446407,1055196914)+W(4,-1106373275,-1084015554,1049316438,1048074442)+W(5,-1101688097,-1115969635,1050724789,1050043459)+W(6,1065759760,-1087995034,1054216959,-1088959333)+W(7,1051846236,-1103333947,1052608338,-1088425301);WS(1015488492,-1082266482); +sum1=W(0,-1096364772,1036768790,1041881447,-1115294884)+W(1,-1109722877,1018280484,1051075280,1054950795)+W(2,-1083421327,-1079950554,1028536641,-1116482020)+W(3,-1105734603,-1124656723,1057564011,1062057653)+W(4,-1088856963,-1096513911,-1108243791,1044897017)+W(5,-1129161159,-1113027740,1056273768,1054170231)+W(6,-1104622888,-1096156044,1015505847,1033207234)+W(7,-1132093050,1025701004,1054606378,1056919206);sum2=W(0,-1123809016,-1080484881,-1087173612,-1103335141)+W(1,-1093357581,-1112078382,1047550056,1056172663)+W(2,1068142929,1065979347,-1106751239,1045744538)+W(3,-1102262951,-1097769156,1064817240,1051886373)+W(4,1048007586,-1086806497,1054342226,-1089877767)+W(5,-1095892093,1033891425,-1098340366,1065470183)+W(6,-1098712592,-1082944418,-1120076732,1047940388)+W(7,-1105000175,1059622670,-1088981287,-1102735881);WS(-1089551423,-1072840444); +sum1=W(0,1055991358,1057526040,1022173115,1041019406)+W(1,1027645528,-1141651861,-1100702364,-1086576149)+W(2,1036785718,1059475300,1015463395,-1113297010)+W(3,1016689751,1031793146,-1089572736,-1093552675)+W(4,1056836657,1050051043,1040814976,-1103473726)+W(5,-1125097480,1041821422,-1090411145,-1091007140)+W(6,1050846086,1053584058,1029778436,1007312016)+W(7,1015074267,-1104623366,-1097362556,-1098618125);sum2=W(0,-1076703167,-1073855626,1072187327,1069423067)+W(1,1032293264,1008297781,-1115348910,1041694716)+W(2,-1079134619,-1077864031,1072314518,1072064387)+W(3,-1120515458,1037018177,-1089838794,-1107764634)+W(4,-1081021850,-1081933355,1063804587,1066704589)+W(5,-1121141704,1025803257,1028352388,1036250076)+W(6,-1094622730,-1099654949,1042659879,1053139391)+W(7,-1123317222,1027779018,1035224325,-1114321992);WS(1053893247,-1106302313); +sum1=W(0,1044357278,1051962248,-1110506435,1031892188)+W(1,-1124627014,-1121076939,-1098499127,-1093335703)+W(2,1061666784,1064449402,1047997302,-1127073177)+W(3,1038775118,1042378233,-1082436051,-1085429924)+W(4,1041901099,1053582704,-1107646187,1033243951)+W(5,-1100759903,-1107823800,-1104422127,-1118050391)+W(6,1037482077,1050110011,-1112631434,-1112186286)+W(7,-1134911574,-1111029158,-1103845867,-1118004236);sum2=W(0,-1106914963,-1105365809,-1136883904,1045534781)+W(1,1048929407,-1099297773,1058094665,-1093884354)+W(2,-1087950271,1049402813,-1091599460,1027794169)+W(3,1057853479,-1101014716,1070891205,-1076257974)+W(4,1059435817,1056244223,-1110353364,-1105954111)+W(5,-1088483015,-1116753268,-1096007662,1057695328)+W(6,-1106437513,1049633694,-1105327762,1026306116)+W(7,-1107558514,-1111740866,1019026622,1042940020);WS(1043803134,1031905225); 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+sum1=W(0,1036411431,1007771751,-1105532941,1018133293)+W(1,-1111689725,-1107937040,1034605623,1039633317)+W(2,-1116024394,1032024955,-1097428310,1027243330)+W(3,-1105991139,-1109581452,1010531964,1050783724)+W(4,-1130187397,1034973653,-1133851766,-1099204213)+W(5,-1103861656,1044990678,1044277428,1045069064)+W(6,-1114469768,-1118964077,-1118550618,-1138393927)+W(7,-1106353867,-1155661924,1036629184,1046520720);sum2=W(0,1040620760,1045122152,-1113612713,1031819015)+W(1,-1130628701,-1118722775,-1113774176,-1130428603)+W(2,-1122637452,-1080510307,-1113225510,1040659447)+W(3,1015363301,-1129641903,-1073670430,-1093905874)+W(4,-1103769905,1050277803,-1115035325,1023788280)+W(5,1045479736,997650792,1074164392,1040925011)+W(6,1041168723,-1112728330,1023947578,1009487418)+W(7,1043373785,-1122436477,1044922942,1056579340);WS(1064095487,1025785067); +sum1=W(0,-1106851535,1042476562,-1097495743,1026371284)+W(1,1040514533,-1103190740,1049973404,-1128892272)+W(2,-1104849584,-1085976658,1008396404,1050378694)+W(3,1040022019,1040395090,1058008769,-1115675316)+W(4,-1097042470,-1109264236,-1103138663,1042871873)+W(5,1050097558,-1102548473,1052615848,-1098054097)+W(6,1035073279,-1094929447,1034556564,-1136206974)+W(7,-1157051795,1023679636,1045135411,1037088776);sum2=W(0,1033420628,-1100145939,-1114618025,-1124722923)+W(1,1029168594,1048079041,1047309531,-1105442746)+W(2,-1115804833,1057589449,1036363299,1043439029)+W(3,-1101613108,1042227257,-1089136554,-1084852425)+W(4,1053618149,-1091358477,1049502378,-1096133271)+W(5,1045151454,1041752672,1056312267,1028964970)+W(6,1030436134,-1119548384,1013819494,-1106999272)+W(7,1036382707,-1113267324,1043379377,-1100909906);WS(1060109055,1023402244); +sum1=W(0,1051909299,1054481389,-1109278395,1039025762)+W(1,-1107880995,1018380380,-1093104548,-1098089231)+W(2,1061074499,1069080830,-1107337262,-1125210976)+W(3,-1167447218,-1119879878,-1092709234,-1087624466)+W(4,991275263,1049054227,1038278743,-1119314274)+W(5,1030906608,1028271716,-1093068092,-1085745760)+W(6,1043342663,1051802331,1024999351,-1120902815)+W(7,-1122586985,-1107737008,-1098889074,-1102438460);sum2=W(0,1035578813,-1121421677,1033194341,995982518)+W(1,-1115504751,-1108849613,-1114972659,-1118279893)+W(2,1046888388,-1103362299,1040171687,1038373562)+W(3,1041670894,1050450381,1078927590,1069469835)+W(4,1050255581,-1096418856,1027047733,-1108098969)+W(5,-1097423961,-1114805949,-1082214759,-1065023683)+W(6,1042040695,-1116244525,1033796110,-1147696971)+W(7,964966831,1025540676,-1112457727,1045909115);WS(-1092049407,-1078216845); +sum1=W(0,1057591089,1050969332,1030002432,1019093687)+W(1,-1109784091,1043174565,-1096074010,-1089127853)+W(2,1056027116,1063070242,1055647027,-1100550858)+W(3,-1126191805,1049441628,-1088645600,-1082843219)+W(4,1039049940,1057957242,1041444210,-1103872766)+W(5,-1097650089,1024042875,-1095349663,-1097545633)+W(6,1034942714,1059965491,1042339236,-1115845919)+W(7,-1123963793,-1105758607,-1089209262,-1103665506);sum2=W(0,1062347208,1055082976,-1096143108,-1086426610)+W(1,-1108806990,-1138780047,-1101252044,1053593730)+W(2,1045157118,1048769854,1062855195,-1089951657)+W(3,-1099705126,1058343455,1037201995,-1111940928)+W(4,-1073459143,-1078468086,1074016711,1068897447)+W(5,-1094950430,1046274438,-1119407664,-1091098547)+W(6,-1071781830,-1072043968,1074160921,1075026151)+W(7,-1128975824,1035271906,-1095931446,1031118734);WS(-1092377983,1032564911); +sum1=W(0,1051240140,-1135919542,1001025293,1026968586)+W(1,-1108814006,1031981930,-1114206145,-1140824311)+W(2,1047585891,1046337282,-1099757657,-1101464865)+W(3,-1105914151,-1111723206,-1093593858,1035412731)+W(4,1042168181,1042765483,1021990836,-1099131534)+W(5,-1114245051,1047084274,-1105010841,1042300945)+W(6,1039475666,1031087233,1016095931,-1124857771)+W(7,-1110153104,1021006644,-1150842169,-1129901419);sum2=W(0,-1103837493,-1102219265,-1114711758,-1152594313)+W(1,1035550709,-1111809635,1049238470,-1119502913)+W(2,1021928584,1043085394,-1119994373,-1122222477)+W(3,1038283603,-1113383091,1069806319,1051353268)+W(4,-1098150014,-1114380427,-1136114154,-1117872135)+W(5,1038911980,-1106271331,-1084770114,1040245198)+W(6,-1103586212,999997765,-1120239593,-1118889611)+W(7,-1109409577,-1130668925,1032457879,-1097500544);WS(1066805616,-1146277627); +sum1=W(0,-1097679853,-1106566573,-1149155717,-1135230785)+W(1,1036204713,-1098488427,1047676826,1046488473)+W(2,-1092037473,-1085421897,1042337650,1034010150)+W(3,-1103697017,1057957971,1062693860,1047117051)+W(4,-1091217395,-1094061036,1036367663,-1127867356)+W(5,-1114566390,1034870184,1056189429,1049537116)+W(6,-1108406741,-1096997053,998521116,1011804270)+W(7,-1103604141,1029261884,1049188263,1017502967);sum2=W(0,1035645255,-1111163705,1029215207,-1122819855)+W(1,1042480496,-1107159841,1019166485,-1107161682)+W(2,1026839491,-1095838714,1044451524,-1109976389)+W(3,-1115971786,-1067229991,1082201538,-1129473215)+W(4,-1147512571,-1156411358,1027965847,-1130065951)+W(5,-1091650896,-1142132409,1033233466,1052773623)+W(6,-1110332882,-1114357123,1036873692,-1119702735)+W(7,-1107215185,1025815163,1001850219,1034307583);WS(1040205182,1040987841); +sum1=W(0,1050828331,1054299632,1028035406,1032709552)+W(1,-1130845956,-1131566290,-1102534446,-1098789018)+W(2,1000765841,1064828620,1047238622,-1152624047)+W(3,1024089890,1044521480,-1084918512,-1087146945)+W(4,1059217829,1057730984,-1160283945,-1110798127)+W(5,1041701723,-1105870556,-1094152707,-1080798168)+W(6,1050797759,1040620053,1035307633,-1129145589)+W(7,-1121779940,-1110323595,-1104995442,-1154982570);sum2=W(0,1039834326,1050496819,-1098615503,-1104834685)+W(1,-1113573633,-1119108596,1034170750,1040649104)+W(2,1045914856,1070974917,-1080862372,-1090508283)+W(3,-1128160390,-1095002000,-1102559609,-1118657109)+W(4,-1085801376,-1081343708,1063492499,1048874616)+W(5,1053594264,1022825140,1047362948,1041220807)+W(6,1033985362,-1089072248,1062512173,1035824034)+W(7,1041895669,-1115149866,-1130222490,-1099586035);WS(-1087487423,1060332710); +sum1=W(0,-1095746139,-1089004262,1042437466,-1105878689)+W(1,1037671952,-1117440135,1055197099,1053913286)+W(2,-1081828961,-1099866351,-1121111477,1040585322)+W(3,-1114610404,1028605502,1061690846,1059867107)+W(4,-1115422148,1039314504,-1112892785,-1112195269)+W(5,1040822242,1041433743,-1102951638,-1104536871)+W(6,-1117471766,-1108492170,1012646976,-1122925576)+W(7,1048192776,1029799624,-1130420108,-1107184778);sum2=W(0,-1097747777,1040900608,-1104677463,1017331955)+W(1,-1162485367,-1104406873,1016355419,-1097037835)+W(2,-1081336501,1073518733,-1094338757,-1117673238)+W(3,-1117660642,-1096388411,1068423959,-1089023490)+W(4,-1103573743,-1106204508,-1104710153,-1119646366)+W(5,-1093216188,1028492960,1057220074,1048344480)+W(6,1041186571,-1097636016,1022869095,-1107625181)+W(7,-1092192530,1049060345,1053959289,1033091565);WS(-1096756863,1051174382); +sum1=W(0,-1115668125,1039995714,-1106905723,1025372546)+W(1,1034391118,1041916975,-1105014230,1000611497)+W(2,1043101563,-1089490746,1025624474,-1114360751)+W(3,1027806076,-1111998130,1058174613,-1117013085)+W(4,-1092891318,-1107085565,1032794399,1037998160)+W(5,1008039732,1030397185,1035643438,1045000731)+W(6,-1114405501,-1168885266,-1114244794,1034992970)+W(7,1018926829,1029203969,-1120880459,-1121180749);sum2=W(0,-1095856011,-1106157919,-1092452707,-1089960886)+W(1,1036775569,-1107942220,1041476280,1007316785)+W(2,1074170001,-1085150802,1032119458,1049541326)+W(3,1021239050,-1132331444,-1083810164,1050706137)+W(4,1046048366,-1112079347,-1110883627,1032929374)+W(5,1036225521,-1113579728,-1129593193,1043182557)+W(6,1027735021,-1111935169,1026522309,-1123073435)+W(7,1009639193,1022066674,1009058861,-1214669080);WS(1063524863,1010978751); +sum1=W(0,-1090913225,-1094935586,1035248130,1033376264)+W(1,1034437913,1040021853,1045510498,1054337940)+W(2,-1084407830,-1085174115,1040606570,1029138555)+W(3,-1141033844,1032741433,1062831778,1057961148)+W(4,-1080254739,-1094320024,-1122169062,-1146340206)+W(5,-1127614262,-1136275261,1058700983,1060252175)+W(6,1033710501,955403507,-1115451138,-1113033206)+W(7,1007782611,1030604567,1033261261,1045946247);sum2=W(0,1053621644,1009306318,1043917783,-1096400044)+W(1,1037111777,-1106811629,1005897821,1017015195)+W(2,1051339656,1062093709,-1090244436,-1123678571)+W(3,1047789047,-1093438727,1065539532,-1141989437)+W(4,-1080576226,-1106342004,1048870815,1046901313)+W(5,1049955112,1043219374,-1097183812,-1083332175)+W(6,-1098524562,-1124418811,1053211427,1033884063)+W(7,1050393105,1044056917,-1092155120,-1097464341);WS(-1085369887,-1080302329); +sum1=W(0,-1112260523,-1119192737,-1121762938,1021216124)+W(1,-1110274640,-1111476420,1049037307,1035888345)+W(2,1050211017,1058411732,-1094342263,-1103047566)+W(3,-1097892613,-1097171068,1044828010,1061443675)+W(4,-1139271463,1042276856,-1107174593,-1105630871)+W(5,-1112160677,1026261917,-1100915542,-1119204121)+W(6,-1113852108,-1119668597,-1146340105,1025950537)+W(7,-1110403297,-1132483222,-1119790119,-1174284878);sum2=W(0,1035074177,1040461813,-1146353705,-1115512925)+W(1,-1115656893,-1137020948,1043381354,-1191992884)+W(2,1042528734,1058355837,-1134998124,1036066439)+W(3,1021899784,-1112812041,1058956516,1059049535)+W(4,-1081621864,-1089980594,-1122018103,-1093678923)+W(5,1012903452,-1123282157,1050844919,-1095612272)+W(6,1049357806,-1101025299,1002801625,-1110317749)+W(7,-1122890057,1023124620,1036998024,-1100731037);WS(-1106521214,-1077666555); +sum1=W(0,1052142545,1052094618,-1120901013,1003321829)+W(1,-1108686032,-1118608535,-1105733097,-1102912320)+W(2,1060439250,1059969903,-1107011833,-1105222370)+W(3,1045702647,-1106161276,-1113880763,-1085669204)+W(4,-1095361591,1039904896,1000924822,1029823211)+W(5,-1103122454,-1106172071,-1107186882,1052882623)+W(6,1000548911,1046166153,1027793952,-1127794128)+W(7,-1113781993,-1132637458,-1096551831,-1118745688);sum2=W(0,1025264110,-1119278092,-1123608512,1034079401)+W(1,-1116991392,-1156408861,-1104246380,-1123371956)+W(2,1031056700,1059405503,-1128074608,999851902)+W(3,-1098806852,1038716729,1063218900,1051208451)+W(4,-1123208440,-1081290516,-1109589984,-1102099502)+W(5,-1136590423,1034885175,-1131612640,-1110007228)+W(6,1015173988,-1121242732,1032460032,-1127758712)+W(7,1009682031,-1115963068,1025045004,-1124651080);WS(1061862175,-1081928168); +sum1=W(0,-1105871745,-1093982770,1024897880,-1105584175)+W(1,1027658214,992865878,1052657028,1043886056)+W(2,-1092069365,-1083616743,1040792761,1038516044)+W(3,-1121064957,-1106374835,1065026281,1055074797)+W(4,-1089303929,-1089274268,-1146323132,1041867802)+W(5,1015027694,-1132520748,1054263413,1056987882)+W(6,-1106858177,-1096909360,-1113939311,1033649803)+W(7,-1137844354,1017619030,1049053899,1043742846);sum2=W(0,1027322757,1044756153,1056220347,1078367032)+W(1,-1115583846,993742973,-1148770222,1023449836)+W(2,-1096547764,-1101560565,-1073546091,-1078889751)+W(3,-1130380138,-1147412718,-1126862726,1043960988)+W(4,1042443775,1048890957,-1129365336,-1104234997)+W(5,-1115461788,1019814478,-1133306383,1029550531)+W(6,-1104280017,1028418751,-1105729449,-1132392998)+W(7,-1143007558,-1123464959,1042854212,-1130422948);WS(1052938943,-1103606318); +sum1=W(0,-1087051802,-1108424920,-1110318513,-1114719934)+W(1,-1114447856,1040769086,1044445625,1058073278)+W(2,-1085940948,-1082198177,-1100729633,1051495307)+W(3,1037779432,-1103818980,1058839039,1060893495)+W(4,-1090825863,-1088355266,-1090569589,1058926789)+W(5,1053070735,-1091337376,1053564817,1060585177)+W(6,-1096343413,-1090847836,-1120060704,1050591187)+W(7,-1131842819,1026807692,1059253187,1054456219);sum2=W(0,1033006755,-1098289077,1032703681,1015621136)+W(1,1074691924,1067219112,-1084108607,-1072583370)+W(2,-1098808895,1046984196,-1098355550,1048700747)+W(3,1064576163,1066863963,-1081041246,-1081224226)+W(4,-1083721832,1061110777,-1097901072,1047054427)+W(5,-1084686190,-1086075738,1046858869,1069053051)+W(6,-1109410901,1047097145,-1165737020,-1126056922)+W(7,-1079374171,-1071293986,1076043754,1068664236);WS(-1083248351,1041375270); +sum1=W(0,-1087439008,-1092067298,-1142901727,998616699)+W(1,1045294540,-1128264947,1052452449,1054645196)+W(2,-1097778587,-1084179155,-1128981712,1043282847)+W(3,1042620067,-1146688137,1058025241,1050602866)+W(4,-1090979219,-1086455104,-1110272759,1049050406)+W(5,-1127282486,-1125997182,1053431193,1061357806)+W(6,-1095775369,-1087021556,-1170526381,1045114289)+W(7,981342481,1046767364,1053157267,1052134295);sum2=W(0,1068235144,1068687973,-1079299620,-1076239116)+W(1,-1114529265,-1116897962,1019509447,1054062613)+W(2,1068481951,1066921525,-1083365485,-1079042334)+W(3,1041823371,1032806429,-1100834259,1057377046)+W(4,-1106704213,-1080829299,1066758659,1049726715)+W(5,-1104989857,-1107915189,-1107253929,-1095788298)+W(6,-1077473679,-1073149491,1075688460,1069675355)+W(7,1021289065,1034867372,-1090199615,-1112126912);WS(-1089965567,1041739713); +sum1=W(0,1050606464,1046384755,-1109541748,1014059625)+W(1,1016608410,-1110057610,-1098095776,-1097348868)+W(2,1052952467,1062759283,-1113826001,-1120181702)+W(3,-1165355548,-1103909923,-1097909490,-1098227712)+W(4,1061539071,1056969105,-1107441048,-1099389050)+W(5,1018410859,-1097884829,-1097990985,-1089710746)+W(6,1043585729,1054439728,-1129336123,-1110918155)+W(7,-1109883584,-1118732474,-1101291373,-1112431723);sum2=W(0,-1113211599,1037267536,-1112359157,1035083591)+W(1,-1112771443,999833884,-1129901649,1032203968)+W(2,-1110383577,1053336900,-1119560270,1037205500)+W(3,-1113848439,1048127168,1062183610,1050641640)+W(4,1036846600,1029308948,1033928454,-1130432545)+W(5,-1087091182,-1080175934,1037218786,1052549520)+W(6,1035214305,-1137000642,1027763767,-1111608107)+W(7,-1106600446,-1105808372,1041216407,-1098666781);WS(1040803966,-1079223548); +sum1=W(0,-1108233168,-1097729981,-1113401739,-1103550802)+W(1,1021078213,-1123835458,1016715200,-1115946235)+W(2,-1112466052,1056711305,-1095164520,-1105545077)+W(3,-1103483180,-1092700173,1072346450,1051122342)+W(4,1033129898,-1100704991,-1106149592,-1102562113)+W(5,-1104392485,1033532004,1041579689,1046866637)+W(6,-1106323272,-1109921151,-1105989383,-1123094707)+W(7,-1128003929,-1109398092,1019070562,1017795558);sum2=W(0,-1097131135,-1098724323,-1126076753,-1132003761)+W(1,-1114013558,1027012993,-1102131199,1033952970)+W(2,-1094337061,1075670208,-1094940877,1028715469)+W(3,-1109613274,1026138301,1037045260,1043946979)+W(4,-1092647285,-1119763725,1050064171,-1096054213)+W(5,-1107006741,1032910718,-1101691459,1052392413)+W(6,-1104609741,-1103386045,1024912709,-1095828963)+W(7,-1127911473,-1109320626,1042676905,-1104710657);WS(-1077711088,-1080462700); +sum1=W(0,-1095463505,-1094028818,-1143635214,1016976667)+W(1,1033669226,1023995271,1043759401,1048382760)+W(2,-1084473735,-1081613943,1025648038,1050435883)+W(3,1038367764,-1104130812,1061061657,1060944248)+W(4,-1092817267,-1089963906,-1119077035,1033190198)+W(5,1035230572,-1115548134,1058923652,1059085444)+W(6,-1112556483,-1096263708,-1124293633,-1127874241)+W(7,998948881,1035279350,1052630131,1024757337);sum2=W(0,1038737245,1033599435,-1128906105,-1118714905)+W(1,-1084863446,-1120736313,-1124872105,1045939428)+W(2,1047074065,-1081197801,-1102497202,-1104617441)+W(3,1072627800,1076529178,-1069501955,1073600723)+W(4,1051590837,1036478618,1025452854,1052988680)+W(5,1066278053,-1115729701,-1078626366,-1078764847)+W(6,1034730428,-1096538670,1045309195,-1147569173)+W(7,-1119746081,1001372341,-1097394746,-1094352359);WS(-1085605823,1039908372); +sum1=W(0,-1101464226,-1097280531,998302542,-1110519177)+W(1,-1136474287,1017687606,1040574050,1050281295)+W(2,1050325520,-1093718398,1051114493,-1105109851)+W(3,1027599892,1038451002,-1095999987,-1112501642)+W(4,-1109283231,-1103804777,1047411644,1047758692)+W(5,-1112873934,1026946257,1013903280,1052111506)+W(6,-1107759461,-1099881946,1027414133,1008966514)+W(7,1007362713,1030395745,1037344125,-1131548857);sum2=W(0,-1098998597,-1104582263,-1129481498,-1115357326)+W(1,-1119934044,-1109942748,1041990652,1033193484)+W(2,-1098625511,1036322812,-1149109833,1037423788)+W(3,1028176618,1032249206,1029624616,1052524895)+W(4,1050926614,1045914812,-1098320683,-1107237807)+W(5,-1117055607,1026298641,1016354632,-1102468922)+W(6,1029306918,1035368549,-1111060805,-1118016391)+W(7,-1116685452,-1113790705,1036818044,1029333966);WS(1066221936,-1112686252); +sum1=W(0,1042737360,-1108750629,1049363148,-1111426931)+W(1,-1110677245,1035534704,-1105687720,1039181581)+W(2,1053136109,-1095853365,1038796336,-1090113310)+W(3,-1101864162,1019901392,1031102479,1051677110)+W(4,-1108890233,1023718298,1041899238,-1102958241)+W(5,-1107302241,1048841797,-1089545128,1058267293)+W(6,1033191264,-1165972390,-1112879133,-1104001476)+W(7,-1106653499,989728967,1010166848,1047293124);sum2=W(0,-1121628281,1041466962,-1115216952,1019579309)+W(1,-1133616314,1046938970,-1110659898,-1104132268)+W(2,1044350744,-1096356807,1035949455,-1101014764)+W(3,-1089581193,-1097777539,1067161402,-1092586315)+W(4,1019949697,1011899626,1020295703,-1125343389)+W(5,1025080038,1042942659,1028945397,1044980625)+W(6,1020414781,-1108620092,1032252124,-1107189524)+W(7,1000298789,1034429670,-1106879950,1024223321);WS(1065647552,1042223795); +sum1=W(0,-1090185691,-1099254654,1047859212,-1118213891)+W(1,1042956769,1045938459,1056675965,1054600851)+W(2,-1085546115,-1090115457,1049817209,-1102035956)+W(3,-1095542592,1048397149,1060918524,1052764224)+W(4,-1086839140,-1089622500,1018314812,-1136727619)+W(5,-1107166488,-1115710386,1053194074,1050058698)+W(6,-1103143659,-1088857895,-1111834851,1048950515)+W(7,1046421002,1019098869,1046059111,1055030644);sum2=W(0,1045715537,-1109612723,-1100534663,1038047795)+W(1,-1074982428,-1071944747,1074456323,1062099960)+W(2,-1109559353,-1088589586,-1098906327,1043709757)+W(3,-1086420775,-1087600981,1061406543,1074047524)+W(4,1046750383,1030039799,-1097979318,1054998296)+W(5,1058024333,1040647828,-1095255331,-1109444720)+W(6,-1112135838,-1108474833,-1135615252,1042447686)+W(7,1042372587,1051479186,-1098188594,-1106577876);WS(-1099261566,-1102058551); +sum1=W(0,-1099740733,1038344912,-1118752449,1037460750)+W(1,1046250530,1040547388,1028635221,1035868896)+W(2,-1097823268,-1077722267,1046116085,1048855473)+W(3,1049218244,1053686776,-1089090112,-1135561696)+W(4,-1086845489,-1109540512,1043443965,1041532007)+W(5,1041462458,1041323791,1036245196,1054063629)+W(6,-1112472539,1006300060,1048656673,1035797482)+W(7,-1116084210,1050214602,-1115462467,1039520068);sum2=W(0,-1099880087,1049640504,-1103130345,-1107023704)+W(1,-1106650230,1035820630,-1100868353,1047853298)+W(2,-1099241173,1060797185,1007138702,1025081245)+W(3,-1111373979,1048085306,-1096656068,1050410790)+W(4,-1096100738,1034621436,1042694232,1020633935)+W(5,-1098540289,1045275377,-1092716332,1053061345)+W(6,-1100840753,1051814059,-1117764771,-1116958023)+W(7,-1095110662,1026583068,-1092707384,1057695342);WS(-1081437504,-1086037448); +sum1=W(0,1048903167,1048827465,1034161364,1002898847)+W(1,-1124004134,1038960439,-1110924302,-1098037791)+W(2,1058952469,1062493730,-1102052735,-1097339820)+W(3,-1109622563,1046141833,-1082951605,-1089826679)+W(4,1056452878,1052097743,-1116847174,-1122224578)+W(5,1037494008,-1142221339,-1093057352,-1095802941)+W(6,1046287775,1051622635,-1114337484,-1124219870)+W(7,1018754897,-1115514650,-1097214606,-1115921615);sum2=W(0,-1098267531,1054123387,1046658552,1026296217)+W(1,-1107249906,1049528827,-1080723543,1056065541)+W(2,1031912087,-1103258874,1048926974,-1092482457)+W(3,-1094476247,-1114829012,-1095327126,1068312252)+W(4,1064081451,-1081783631,1051240634,-1093986590)+W(5,-1110151549,-1109929036,1054428583,-1101319294)+W(6,1052301313,-1136084293,-1116201775,1031417427)+W(7,1023898518,-1131461985,1032992382,-1095108256);WS(1059931039,1045326059); +sum1=W(0,1027626820,-1102542884,-1116497429,-1105339195)+W(1,1020852317,-1110241387,1045819641,1035394960)+W(2,1042432944,-1087368655,1048600749,-1104905094)+W(3,-1120454715,1028063406,1050459387,1050447189)+W(4,-1090841955,-1098837680,1028510504,1017781140)+W(5,-1135766366,1046575867,1038310627,1058872902)+W(6,-1135818261,-1102238241,1006123003,-1104151378)+W(7,-1121800177,-1138241103,1039487803,1009721182);sum2=W(0,1033521028,-1107049318,-1125695753,-1108715925)+W(1,1043372642,-1096562690,1043711791,-1130002309)+W(2,-1126359337,1024736242,1037467647,-1106861101)+W(3,1055907536,-1077602923,1069236178,1069432650)+W(4,-1096919459,1030099711,-1108013135,1049447879)+W(5,-1079492159,1048192702,-1104043463,-1089672176)+W(6,1038861546,1027296385,1025122350,1016159100)+W(7,1041544949,1038199238,-1115278753,-1102967963);WS(1065273279,-1155200022); +sum1=W(0,-1110724474,-1113644224,1042748400,1032043190)+W(1,-1107914275,1017813644,-1113329098,1048813356)+W(2,-1103694886,1049530899,-1101712885,1044363154)+W(3,-1119126921,1030506334,1013956115,-1138873982)+W(4,1032343156,-1119655327,1042545917,1020290996)+W(5,1047677002,1035449518,-1118975351,-1088512539)+W(6,-1113927803,1014066252,969146311,1023679047)+W(7,1040385292,1037002750,-1102619473,-1112426340);sum2=W(0,1040024171,1033596237,-1114326988,-1105379539)+W(1,1020126178,1058095820,-1100858724,1054804566)+W(2,1027874005,-1090164335,-1127815582,-1128505094)+W(3,-1095228668,-1114002666,1015111122,-1108932212)+W(4,1026082941,-1098155637,1011114412,-1144273240)+W(5,-1109234902,-1117423595,-1123558275,1057491035)+W(6,1010514392,-1110656550,1008109660,1010998384)+W(7,-1148517800,1028462436,1025837089,1041639386);WS(1064822335,-1095840736); +sum1=W(0,1056391992,1052717533,-1114924672,1049019197)+W(1,1047279757,-1158101509,-1097259572,-1082098174)+W(2,1053226600,1063307800,1027273471,1006539024)+W(3,1028150783,1048033194,-1085358981,-1083318869)+W(4,1051465786,1056189595,1023329786,1024001604)+W(5,1040827508,-1122795750,-1096912972,-1093212548)+W(6,1051405604,1049885284,1032078653,1034076369)+W(7,1040247311,-1102713147,-1090164049,-1097995110);sum2=W(0,1057945825,1059138923,-1105536143,1044291516)+W(1,-1075047571,-1084742426,1063262829,1075245425)+W(2,1064153610,-1117658388,-1102729189,-1123279074)+W(3,-1087050661,-1094508761,1055818216,1058517731)+W(4,-1082824416,-1088923796,-1098099014,1019015608)+W(5,-1107921801,1066223948,-1082492094,-1095331241)+W(6,-1114762777,-1093119165,-1116414073,1041233257)+W(7,1065694420,1070896480,-1076437009,-1084810008);WS(-1090760447,1052695066); +sum1=W(0,-1086160295,-1100507696,1004836815,1032827391)+W(1,-1122589400,1011775197,1050270371,1058956361)+W(2,-1085279840,-1085951050,1033221771,1040820154)+W(3,-1126907788,-1109718672,1060000376,1061054293)+W(4,-1090476887,-1096291378,1019263487,-1142824410)+W(5,1031459881,1014310644,1052048107,1053225609)+W(6,-1104244158,-1096098979,1030288497,1033909728)+W(7,1002236306,1050105184,-1123372967,1044967298);sum2=W(0,-1119133376,1054475337,1010795990,-1115548553)+W(1,-1106450540,-1130742967,1049648601,1034230379)+W(2,-1126101085,-1096206384,-1108773712,1025233265)+W(3,1074765700,1076253468,1056453743,1031862009)+W(4,1025243447,-1123699076,-1123367926,1028577219)+W(5,1067142167,-1082850789,1040231624,-1092511031)+W(6,-1116348436,1026289255,1016487959,1027045545)+W(7,-1074864896,-1066441953,-1098871930,1052333940);WS(-1098442559,1026469881); +sum1=W(0,1050517915,1049663660,-1119522441,-1149983818)+W(1,-1106643136,-1107005098,-1102209381,-1114000872)+W(2,1057681670,1054270423,-1148708523,-1111872220)+W(3,-1107624656,1044397088,-1080449641,-1097110004)+W(4,1065584902,1060962908,1034687077,1033974589)+W(5,1040137492,1011262833,-1088971425,-1089390067)+W(6,1043551013,1037520938,1040191316,-1121497336)+W(7,-1152197144,-1111636393,-1098201593,-1096207069);sum2=W(0,1067471948,-1083836095,1049995354,-1093666199)+W(1,-1087858714,1040673003,-1089657247,1044138823)+W(2,1067519925,1075025493,-1108191449,-1104373549)+W(3,-1086283540,-1107890740,1070698122,1068116530)+W(4,-1079149522,-1092122258,-1109961150,-1086862321)+W(5,1052510667,1044801958,-1092830464,-1077256496)+W(6,-1118106953,-1090446878,1057348983,-1105617480)+W(7,-1113062539,1040940184,-1095892285,-1104600439);WS(-1089367999,-1080592817); +sum1=W(0,1020565079,1046045566,-1142600967,1050901372)+W(1,-1123752726,1032349343,-1094642094,-1098563453)+W(2,1051791856,1059303201,1042662963,1043029392)+W(3,1017360893,1040706037,-1082254536,-1092783656)+W(4,1060541458,1057651322,1028335344,-1131715556)+W(5,1038984656,1042767141,-1083519131,-1088235102)+W(6,1050310918,1061742083,1040529906,1009439676)+W(7,1039511244,1037250730,-1084895582,-1088554180);sum2=W(0,1072921984,-1096214776,1044777691,-1086948904)+W(1,-1081008410,1053678014,-1086612116,-1102597600)+W(2,1069427540,1069014322,-1107333159,-1085906527)+W(3,-1094318103,1040782350,1068187895,1055370552)+W(4,1068759557,-1095651744,-1101622483,-1094251850)+W(5,-1097053445,1052418274,-1098339283,1049876941)+W(6,-1080635176,-1071443034,-1095334551,1054103540)+W(7,-1116179967,1057760894,-1119710681,-1098368915);WS(-1072329816,1074376722); +sum1=W(0,-1097135645,-1100415357,1034466519,-1119826815)+W(1,1001332238,1009264740,1050212013,1051061560)+W(2,-1123247055,-1078161261,1040071236,-1121811611)+W(3,-1119531350,1047608180,1050094223,1057003368)+W(4,-1086793716,-1092987820,-1125783811,1034412551)+W(5,-1139666027,1053959834,1053182609,1060987117)+W(6,-1117997032,-1097292445,989295697,1025497578)+W(7,-1130537576,1003451511,1040352158,1030369595);sum2=W(0,1033963983,1024673399,-1119692159,1010850411)+W(1,-1110591524,1039643589,-1126975570,1041326744)+W(2,-1107122545,1041917938,1041465994,-1110113403)+W(3,-1098235771,1061676083,1075051781,1049177676)+W(4,1031918417,1016152214,1041361680,1019542894)+W(5,-1072022345,-1080793678,-1100210466,1057547658)+W(6,-1119110501,-1108745692,1035827461,-1128076954)+W(7,1038326573,-1115279667,-1111890885,-1101468559);WS(-1089734463,1065567745); +sum1=W(0,-1089748010,1033541431,1048676446,-1115310942)+W(1,1041536229,-1111760907,1047890913,1053493076)+W(2,-1091844976,-1078026925,1041943745,1051913151)+W(3,1031051700,1033727319,1057682191,1060749357)+W(4,-1083863979,-1088695462,-1123414147,1032260949)+W(5,-1117552023,-1123512523,1057895644,1060855949)+W(6,-1097284573,-1090712276,-1118314271,1025799735)+W(7,-1134918146,1037093278,1052101531,1049355215);sum2=W(0,1067110585,-1073947481,-1089227831,-1087048499)+W(1,-1088705293,1063056164,-1107011493,1062551012)+W(2,-1100054441,1057992187,-1106022394,-1081828818)+W(3,-1091908804,1049660447,1053279159,1044700801)+W(4,-1096117153,1049824990,1053589051,1057638724)+W(5,1041467137,-1112699600,-1098858111,1047077354)+W(6,1008667589,1047082764,1050363813,1030725267)+W(7,991046018,-1118599281,-1093863007,1055551992);WS(-1079109040,-1085312521); +sum1=W(0,1037365911,-1117579705,-1140282322,1023769582)+W(1,-1127522065,-1098682508,1042794748,-1113299189)+W(2,1052645482,1061549365,1041551140,-1105105824)+W(3,1041518392,1049784787,-1087637436,-1086336671)+W(4,-1092653220,1050958145,-1111084358,1030694836)+W(5,-1104535548,-1112540051,-1111723928,1051894263)+W(6,-1113919416,1047664699,-1133450021,955351653)+W(7,997865134,-1121426302,-1111528112,1039072513);sum2=W(0,-1182735741,-1116775242,1037755147,-1112127727)+W(1,-1099828018,-1106208929,-1108084106,1027967369)+W(2,-1110833901,1050960349,-1096944427,-1117076760)+W(3,-1106621688,-1093670465,1057406540,1047419656)+W(4,1057824022,1025802869,-1126463908,920706880)+W(5,1046907280,-1104727129,1030718323,-1106635563)+W(6,-1117624689,-1106817101,1016301114,1025583781)+W(7,1024731263,-1133403952,-1146210056,-1129307942);WS(1066445424,-1114782683); +sum1=W(0,-1110498524,-1092096849,1037849343,-1105169880)+W(1,1033176686,1027992139,1045982494,1042140161)+W(2,-1089773556,-1093199580,1053025475,-1111719878)+W(3,-1104315937,1034263873,1058443885,1059787797)+W(4,-1085224723,1017432168,-1118185334,-1106443352)+W(5,-1099213011,1015617473,1051015495,1058982105)+W(6,-1097477655,-1120659192,-1104379365,-1115180998)+W(7,-1134277975,-1124174113,1047806371,1049335790);sum2=W(0,-1104443938,-1111353322,1010861092,1035156885)+W(1,1034215267,-1119467871,-1131256669,1020765936)+W(2,-1092519845,1033492110,1050643378,1053142713)+W(3,1043572605,-1120345789,-1093594884,1043066295)+W(4,1061622434,1045835461,-1100307988,-1093995815)+W(5,1035132204,-1120193257,1051701313,-1090891830)+W(6,1054276307,-1118030035,-1095534688,-1094190457)+W(7,-1107758441,1010759898,1044764145,-1115303200);WS(1053797695,1034928741); +sum1=W(0,1027306577,1036410350,-1101985872,-1113709609)+W(1,1039738506,1041675949,-1094568298,-1089618673)+W(2,1048222316,1049396519,-1106547453,-1098832221)+W(3,1049870789,1032602030,1057932790,-1089721378)+W(4,-1093507345,-1098128846,1038712045,1032341932)+W(5,1041034929,1020376402,1042310981,1051551069)+W(6,-1102358117,-1095739626,1037110646,1020651977)+W(7,1038606871,1036847389,1049811664,1032076306);sum2=W(0,-1096371488,-1100415470,1048834253,-1107569978)+W(1,-1113379832,-1098639187,-1140716449,-1091206842)+W(2,-1097656368,1057366407,1047116738,1032955728)+W(3,-1102236471,-1112454303,1067804624,-1099982688)+W(4,1049724515,1047568587,1024141754,-1095875849)+W(5,1037256860,1039735469,-1101898886,-1107732848)+W(6,1025784853,1040928209,1031286951,-1117854930)+W(7,1034482735,-1122662653,-1099991629,-1104360749);WS(-1100599294,-1113486107); +sum1=W(0,1058015130,1043005476,-1113994869,1041832895)+W(1,-1123207408,-1120610968,-1095369841,-1095482492)+W(2,1065539217,1054749782,-1100675730,-1101582062)+W(3,1040056719,-1111595960,-1085935041,-1088297536)+W(4,1046936430,1043027144,1033573462,1015862616)+W(5,-1110844045,1041950395,-1096194081,1054414015)+W(6,-1122192647,1047923809,-1147102474,-1123901241)+W(7,1007333963,-1097939280,-1106262926,-1118572185);sum2=W(0,-1105017139,1043450683,-1118187780,1033496750)+W(1,1012703263,1009095593,-1142467441,-1118941046)+W(2,-1106458832,1057933296,-1102935461,1041080086)+W(3,1025973118,-1089439993,1063076098,-1096734279)+W(4,-1098239652,-1111698692,-1122438380,1023898015)+W(5,-1124882200,1004297609,1048742138,-1119844388)+W(6,1023645924,1034431733,999989929,1007185073)+W(7,1046154393,1048791679,-1090457759,-1096898561);WS(1058454143,-1086058342); +sum1=W(0,1051341170,1054019099,-1099743710,-1115074879)+W(1,1040408770,1042487060,-1112675511,-1123276713)+W(2,1057240637,-1085932301,-1113530407,-1103933280)+W(3,1044345774,1034191179,1048593300,-1095853513)+W(4,-1090466976,-1097279225,-1115568198,-1124606630)+W(5,-1105205160,-1111240730,1052135974,1059272419)+W(6,-1108988935,-1095706385,-1118699368,-1123572016)+W(7,-1135917288,1043157563,1041536544,1039376368);sum2=W(0,-1106684338,-1104496052,-1094360366,1047642666)+W(1,1038757740,-1120606628,-1137000462,-1097565895)+W(2,-1101578828,1062389037,-1101124559,-1111839157)+W(3,1043520604,-1110716481,1056361687,1017360469)+W(4,-1099504899,-1102577927,-1114275291,-1119401007)+W(5,-1121032787,-1174578992,-1111580608,1057357121)+W(6,-1121638606,-1100286365,1018914035,1010413358)+W(7,1020758339,1031842399,-1108198790,1047557438);WS(-1116191222,-1087222261); +sum1=W(0,-1092140039,1041212802,1026061480,1051378220)+W(1,-1115126509,1018050395,-1108686318,-1098282527)+W(2,1028855632,1054776996,-1131139769,1051132746)+W(3,1028919646,1031880915,-1096808426,-1114615088)+W(4,1052461054,1056191968,1010253799,1029438530)+W(5,1047407636,1041055121,-1089672580,-1090181940)+W(6,1041996679,1051463563,1032111196,-1140691900)+W(7,1025713945,1049760258,-1084069643,-1095415146);sum2=W(0,1075791226,-1079951996,988781159,-1120688670)+W(1,1033088733,-1126178338,-1096143661,1072772368)+W(2,-1080919050,-1078043585,1034244658,1023531678)+W(3,1039982901,-1153355920,-1074830486,-1087274515)+W(4,1061514147,1050383220,-1125227753,1038669521)+W(5,1047086021,-1117938706,-1091737459,-1138433181)+W(6,1043495776,1056154705,-1123518214,-1122152897)+W(7,1036258954,-1090859740,1064633897,1043710967);WS(-1086114623,-1084816591); +sum1=W(0,1036163639,-1112478813,1041053515,-1119067590)+W(1,1015833809,1041839788,-1114565991,-1106221778)+W(2,1045609440,-1091176571,1050414506,-1123050946)+W(3,1038604869,1049671879,1041957568,-1102274148)+W(4,-1096458464,-1092456237,1033253648,1017204584)+W(5,1016035267,1004159150,1042499428,-1140250052)+W(6,1039781304,1019336538,-1142909644,-1109025761)+W(7,1019624502,1038938427,-1110741472,1024592194);sum2=W(0,-1115603798,-1129023472,-1145756082,1006657945)+W(1,1032033598,-1122908214,1029036192,1043167348)+W(2,1024575987,-1070476153,1043063832,-1102183527)+W(3,1013148193,-1117007948,-1079118960,-1134024937)+W(4,1078068971,1034687231,1030027167,1048257970)+W(5,1026806223,-1106350665,1026633068,1058188063)+W(6,1014471457,998969122,-1120006792,-1129422896)+W(7,1037397710,-1119066852,1035752331,-1138449465);WS(1058895967,-1115291633); +sum1=W(0,-1118075736,1028840739,-1110715998,-1125313920)+W(1,-1102743433,-1113756805,-1106860038,-1101537045)+W(2,1050429809,1056177832,-1093243535,-1110540830)+W(3,-1112821659,-1094426092,1062536899,-1109809347)+W(4,1050921353,1021103494,-1114664694,-1098773368)+W(5,-1112140166,-1105504016,1042267175,1050429425)+W(6,1039051533,1048765371,-1128878150,-1108229374)+W(7,-1123143221,-1113092552,1019165331,-1104944731);sum2=W(0,1049660250,-1092533458,1035161218,-1118991740)+W(1,-1093107290,-1131472334,-1084844108,-1072802862)+W(2,1052404039,1059098325,1025873763,1031409558)+W(3,-1099814906,1050189246,1066715964,1059153934)+W(4,1035329255,1033133876,-1109675818,-1130385854)+W(5,1033113369,1032032260,-1121630224,1054800035)+W(6,-1100849576,1041079456,-1106515599,1035221069)+W(7,999987753,-1109656332,1051036492,1017402854);WS(-1088275071,-1079832501); +sum1=W(0,-1140631216,1001216956,1054795207,-1121609972)+W(1,-1114449795,1049117898,1053928586,1031902612)+W(2,-1109051587,-1108520810,1036185063,-1091175970)+W(3,-1089874193,1024185910,-1118566269,-1100362195)+W(4,-1112588624,-1111932116,-1095852779,1036253081)+W(5,1033419200,-1098704820,-1106845532,1050418310)+W(6,1018114011,-1114447781,-1099614386,1056993046)+W(7,1052334541,-1103629998,-1106898567,1057036918);sum2=W(0,-1099753021,1036479145,981839325,1034198694)+W(1,-1101897553,-1125560160,1033443852,1052074243)+W(2,-1087878645,-1099082069,1043520387,1050051875)+W(3,-1090657055,-1126528836,1044393022,1061175239)+W(4,1049181233,-1106552091,1020237946,-1099547613)+W(5,-1113239720,-1111189720,-1125692060,1036533430)+W(6,1051666481,-1105193718,1032634213,-1112528204)+W(7,1038783930,-1110455840,1038429221,-1100952955);WS(1055684799,1057467177); +sum1=W(0,-1084593518,-1097583958,1040983065,-1115635180)+W(1,1044528285,-1108137881,1048845932,1057349085)+W(2,-1088354001,-1083875169,1047016048,1033664034)+W(3,1042415046,-1130549589,1057461395,1059080519)+W(4,-1089538899,-1090088564,1031194256,1040303666)+W(5,1025308788,1040121956,1052697432,1055847004)+W(6,-1096939300,-1092334596,1031542812,1036112338)+W(7,-1124884732,1051059157,1025617138,1050363555);sum2=W(0,1084724252,1057352437,1043377438,1039076253)+W(1,-1111202323,982595482,-1108204793,1055999642)+W(2,-1070809771,-1070013447,-1129064764,-1111770710)+W(3,1026864091,1008953953,-1084654208,-1115649819)+W(4,1024963427,-1115045950,-1117340191,1041506513)+W(5,1041107952,-1112891517,1023558847,1027889169)+W(6,1037860995,-1120758055,1006037802,-1113661124)+W(7,-1161342746,1036271073,1034794526,-1108774739);WS(-1089965247,1033154456); +sum1=W(0,1037068672,-1091726905,1043361746,-1118330000)+W(1,-1112803845,1030795409,1027410848,1043453383)+W(2,-1106295439,-1087991002,-1106541856,1028536899)+W(3,-1111747193,-1109712917,1053447482,1047994631)+W(4,-1094017778,1026207675,1037178020,-1103233833)+W(5,-1110327970,-1111739348,1049286760,1058853977)+W(6,-1102222128,-1106998176,-1148310999,-1122355891)+W(7,1037236782,-1104668925,1056026770,1044913013);sum2=W(0,-1104712414,1065017407,-1115350296,-1104081637)+W(1,-1102746442,1038124336,1027805677,1038273275)+W(2,-1101193417,1054909386,1033477476,-1102551062)+W(3,1025981021,-1090398660,1069044481,-1097697554)+W(4,-1096226206,-1094950793,-1092653578,1048930937)+W(5,1049254524,-1111378843,-1097937335,1051154993)+W(6,1042131871,-1100838677,-1095610208,1049862570)+W(7,-1100983150,1038627466,-1090656582,-1115393002);WS(1053522367,-1088249107); +sum1=W(0,1049354980,1050121221,-1109062519,1041083642)+W(1,-1116245577,-1108913352,-1089361286,-1104528935)+W(2,1062047573,1050256849,-1129341567,1041255149)+W(3,1044478835,-1106612546,-1085946707,-1094323010)+W(4,1058306025,1054029415,1034422596,-1122816004)+W(5,1010650184,-1127765836,-1096738148,-1092704114)+W(6,1043380368,1057986114,1002201935,-1105678140)+W(7,1004046811,-1116617606,-1098664466,-1095183726);sum2=W(0,1047105417,1040512713,-1122196578,-1115691041)+W(1,-1078420733,-1074089832,1072356775,1066880006)+W(2,-1115639944,-1093984910,-1119943136,-1133382325)+W(3,-1079250237,1053171659,-1106032356,1070833917)+W(4,-1128164365,-1112542694,1026693101,1035619338)+W(5,1063302165,1050228647,-1103058628,-1084317659)+W(6,1040561229,-1122951759,1035287249,-1121646682)+W(7,-1111273903,1041535222,-1109474775,-1106694088);WS(1054980735,-1118400611); +sum1=W(0,1056052581,1054619866,-1136534172,1023857233)+W(1,-1098911041,1014993130,-1084632317,-1108899938)+W(2,1062631892,1063340895,1024279465,-1109579886)+W(3,1019079234,984908360,-1087714282,-1087670245)+W(4,1054891904,1032051762,1042081899,1031638446)+W(5,1040973935,1034243544,-1091518889,-1089981519)+W(6,1036582853,1040187076,1037741818,1025101580)+W(7,1038263499,1035333164,-1096282711,-1100292439);sum2=W(0,-1103126769,-1089284711,-1115607290,1048663857)+W(1,-1135969141,-1096474341,-1135630263,-1090522781)+W(2,-1106476140,1065597134,-1094885185,1050959246)+W(3,-1110761886,-1097679100,1068281966,-1116194786)+W(4,-1114774312,1044112203,-1094433235,1032263390)+W(5,1030603925,1025157613,1034641663,-1114594327)+W(6,-1110680696,1044150663,-1100445080,1034671855)+W(7,-1121778209,-1101519530,1039802827,-1120338125);WS(-1099426814,1028666567); +sum1=W(0,1050515008,1054909169,-1114817850,1017347599)+W(1,-1122852442,1034424401,-1091252816,-1097546199)+W(2,1058789976,1049870885,1038414608,-1102332157)+W(3,1040697053,-1119196265,1026332624,-1088740593)+W(4,-1096181150,-1094822147,1043586729,1040863441)+W(5,-1096850298,-1101867410,1046083753,1050979384)+W(6,-1110297504,1035801215,1024225691,1033560385)+W(7,-1112505198,1022200238,-1106319780,1043042893);sum2=W(0,-1113854030,1056314261,-1113414658,1032296335)+W(1,1034439881,-1106401889,1057288090,-1123218166)+W(2,1056282685,-1076472908,-1096252543,1032045591)+W(3,1027355020,-1099548772,-1076465599,1048444709)+W(4,1041975936,1060789196,-1130462124,1039836782)+W(5,1041344971,-1137373456,1064414385,1054239999)+W(6,-1113045826,-1114544525,1017080436,1032505935)+W(7,1031341874,-1131418272,1017354944,-1101415652);WS(1048405758,1021439377); +sum1=W(0,1056714988,1053912029,1004365570,-1095783591)+W(1,-1099026446,1040281084,-1097931508,-1095028931)+W(2,1060368018,1058906144,-1090472608,-1111296393)+W(3,1042667324,-1099317986,-1084869763,-1093355890)+W(4,1059710205,1050004859,-1096289768,1053249340)+W(5,1058667863,-1094050929,-1089344390,-1111710658)+W(6,1050104788,1057263364,1031327257,-1116930177)+W(7,1032145973,-1127343131,-1095692170,-1098648430);sum2=W(0,-1102128439,1038586891,-1108324664,-1137650289)+W(1,-1085103011,-1096095433,1042582877,1065729447)+W(2,-1102631398,-1096144010,1053004242,-1107068637)+W(3,-1096657292,-1084794119,1066736444,1055966210)+W(4,1065778432,-1087564484,1044011702,-1096186406)+W(5,1061684194,1053274132,-1109340585,-1077760412)+W(6,1041037240,-1095964556,1016473473,1031462490)+W(7,1060428365,1070082531,-1079487884,-1088233524);WS(-1120621558,-1109747932); +sum1=W(0,1056552380,1057052863,1034046808,1041405257)+W(1,1021959803,1009707220,-1102283433,-1086075216)+W(2,1034826244,1061462741,1031113092,-1118447615)+W(3,1002695151,1030648525,-1087896594,-1089852749)+W(4,1057041023,1051800560,1039149197,-1118172841)+W(5,1017359341,1034838445,-1089266110,-1089300195)+W(6,1051243933,1054503948,1023987646,1025628006)+W(7,1033512688,-1099231069,-1098034299,-1098077639);sum2=W(0,1076686179,1075980741,-1071453180,-1072120352)+W(1,-1109988374,-1125676035,1055107632,-1096491690)+W(2,1075876198,1076219984,-1071241469,-1069998225)+W(3,1033428305,1018908197,1048961210,-1100816518)+W(4,1072219376,1071235859,-1079882002,-1073669228)+W(5,1040773271,-1129279043,-1097056656,-1123192163)+W(6,1056170781,1057784547,-1096258120,-1086087106)+W(7,1030403985,-1116156171,-1098632303,1049622318);WS(1014286296,1057122707); +sum1=W(0,1045128364,-1112841149,-1134927261,-1100574608)+W(1,-1113867461,1021982785,1041785732,1045637171)+W(2,1023155519,-1094208427,-1115033128,-1096946922)+W(3,-1106336253,-1099783438,1066937726,1051848326)+W(4,-1099169249,-1097752701,-1121259095,-1104533485)+W(5,-1105189673,-1131816685,1049921902,1058599142)+W(6,-1111007544,-1093400894,-1118839498,-1131995140)+W(7,-1114789302,-1116552190,1043420320,-1118760834);sum2=W(0,-1095117458,1054995367,-1094509070,1049653051)+W(1,1018695699,-1101605993,1021265631,1052542945)+W(2,1042728281,1058124872,-1103662151,1050525055)+W(3,1044635344,-1104882803,1063131010,1046926465)+W(4,1049859565,-1097129382,-1102028885,1043452805)+W(5,1042944443,-1110047725,-1116537562,1029162962)+W(6,-1098619851,1051259496,-1111709279,-1109754017)+W(7,-1107003327,-1114867517,-1078653130,-1092457406);WS(-1089617919,-1078924764); +sum1=W(0,1054651431,1043170193,-1112517470,1038586191)+W(1,1032587193,-1121720345,-1101086846,-1087542485)+W(2,1058605998,1062049174,-1148410045,1021690773)+W(3,1034793549,-1139319682,-1087004528,-1088163691)+W(4,1056236357,1058401044,1037589846,-1123773533)+W(5,1040971627,1052009144,-1089711896,-1089020247)+W(6,1034515388,1056139353,1015916580,-1114886949)+W(7,1017461287,-1138694970,-1089662071,-1095006441);sum2=W(0,-1104791361,-1103309504,-1109901203,1041183203)+W(1,1040266660,-1124518657,1018299463,-1113641717)+W(2,-1109225788,1050748307,-1146453442,1047303939)+W(3,1039912380,-1107008276,1050538753,993644855)+W(4,1032462009,1055570013,1035308463,-1103370030)+W(5,-1094411631,-1087158984,1058013570,1024125183)+W(6,-1104507532,1050955773,-1129723226,-1107592095)+W(7,-1091454514,-1122733934,-1110543421,1044744090);WS(-1102088830,1068463311); +sum1=W(0,1054791531,1051084317,-1114291787,1007817678)+W(1,1034628887,-1130503387,-1097682087,-1088166471)+W(2,1059023407,1060487316,-1121377148,-1106493040)+W(3,1042839161,1025313797,-1087032009,-1087032011)+W(4,1053262386,1049438849,1037434082,-1120569345)+W(5,1040112167,-1112558866,-1104445288,-1090195409)+W(6,1043319351,1037267389,1048479966,-1121570543)+W(7,-1130274577,-1107488086,-1112047510,-1110294871);sum2=W(0,1046572938,-1092761370,-1078842502,-1092702026)+W(1,1023924734,-1134107544,1010298098,-1113806693)+W(2,1048469719,1050413401,-1075365553,-1073165872)+W(3,-1114438827,1017902665,1041503306,-1106037347)+W(4,-1110447061,-1104166524,1066341075,-1101579557)+W(5,1011674154,-1109271682,1033398310,1037192623)+W(6,-1123716833,1056626852,1076187261,1071992070)+W(7,1028552632,-1123830383,-1110743783,1031702363);WS(1050299903,-1120086405); +sum1=W(0,1015037916,1042953374,1051426245,1001761330)+W(1,1032160884,-1131440192,-1094503950,1045981578)+W(2,-1103780307,-1082933123,1050955122,-1097473350)+W(3,-1100940622,1056645367,-1099126616,1055197076)+W(4,1055455844,-1145769035,-1119699408,-1098718343)+W(5,-1095742542,1031622998,1049761702,-1118831961)+W(6,-1132909758,1039587926,-1107622229,1038117517)+W(7,1041481643,-1103124921,1047033256,-1105955296);sum2=W(0,-1100025935,1036668146,1004282338,1033493706)+W(1,-1131691420,1042472719,-1097774825,-1117747708)+W(2,1043333590,1058018229,1035721710,1032395114)+W(3,-1122758767,-1106477628,-1110236537,-1106149887)+W(4,1035348312,1040910383,-1094630455,-1138557465)+W(5,1046834331,-1101697584,1017216296,-1105971349)+W(6,1034465026,1044530527,-1102984389,1050323990)+W(7,1040100106,-1099114129,-1108832665,-1110352462);WS(1059761855,-1093333930); +sum1=W(0,1026403632,1045397583,-1114617627,-1114738580)+W(1,-1114933837,1044731740,-1109519752,-1105736123)+W(2,1028768699,1067649611,1053910378,-1102727321)+W(3,-1111636685,1058839312,-1090720496,-1092041414)+W(4,-1104323849,1042776267,-1107452471,-1094270689)+W(5,-1095377736,1034877772,-1103704317,-1112030179)+W(6,1036450873,1044075076,-1108958070,-1130455238)+W(7,1031929286,-1113359528,-1106063752,-1131764742);sum2=W(0,-1111931472,1032416705,-1102724392,1033753751)+W(1,1023732592,-1126463180,-1105246922,1037689465)+W(2,1029992729,1069568682,-1083668043,-1104466296)+W(3,-1118149766,-1106129378,-1090236396,1052475163)+W(4,-1114422988,-1133345747,-1130490520,1048180527)+W(5,1038071226,-1124715334,-1123788932,-1122305941)+W(6,1038116955,-1129834714,1029490699,-1103926430)+W(7,-1117123194,1029091180,-1122171294,-1127253836);WS(1058247519,1058950523); 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+sum1=W(0,1054678847,1050638833,-1110296205,1043494028)+W(1,1041221965,1038272854,-1098183847,-1087400961)+W(2,1058657792,1062545342,1040205415,-1129034139)+W(3,1035507984,1038672050,-1082320511,-1085969705)+W(4,1053087270,1054717567,1037480760,1019451328)+W(5,1018934299,1028598065,-1090230188,-1092792902)+W(6,1044080591,1056118375,1019441962,-1144942569)+W(7,1032398451,-1135273190,-1090342307,-1094581114);sum2=W(0,-1100272494,-1113941052,1028786141,-1115726367)+W(1,-1095030133,1043410282,-1107020345,1026681555)+W(2,-1104186275,1042859033,-1097529180,1044450180)+W(3,-1120312046,-1093369648,1067055887,1044693748)+W(4,-1097402721,1051025911,-1105649332,1047479398)+W(5,-1083945294,-1073003592,1073649944,1064288021)+W(6,1025042835,-1139194229,1035799966,-1127420023)+W(7,-1079526678,-1086831079,1054550763,1067916626);WS(-1086660959,-1095040438); +sum1=W(0,-1101831491,-1108733164,-1103872010,-1137772688)+W(1,1026497863,-1112526127,1048734598,1047762270)+W(2,-1099393082,-1091611870,-1114303830,1033664792)+W(3,1036444877,-1105948909,1032897582,1053294440)+W(4,-1111668992,-1092153253,-1110960013,1043631948)+W(5,1045765800,-1102627253,1051790266,1054700448)+W(6,-1104258339,-1111896549,1004207675,-1112201312)+W(7,1030853145,1024477884,1042342295,1038982672);sum2=W(0,-1100773581,1019143260,1032860761,1047134358)+W(1,-1121016162,1027754828,-1097448906,1038575217)+W(2,-1086969962,1060822499,-1089859690,1058187056)+W(3,-1118814167,1047705700,-1092585260,1050436365)+W(4,1074524802,-1127402252,-1113017653,-1073724300)+W(5,992280012,-1115523910,1052022456,-1097001013)+W(6,986153015,1026902445,1005834992,-1123513506)+W(7,1026625966,-1115254226,1040058169,-1101541136);WS(1065625968,1033455989); +sum1=W(0,-1151616802,-1099349487,-1137040283,1037701789)+W(1,1035789757,-1106274637,1053320242,-1102944307)+W(2,1047711372,-1115632781,-1094784938,1000406064)+W(3,1048627484,-1098374228,1053161728,-1098462560)+W(4,-1088133648,1049293870,-1103592251,1050863995)+W(5,-1120581030,-1114622845,-1128175786,1049613697)+W(6,-1118922740,-1120882929,1038622703,1032127959)+W(7,1038993832,-1165953346,-1119810116,1017489163);sum2=W(0,-1099238508,1047962584,-1103116216,1035866397)+W(1,-1107491561,1027069673,-1105248240,1052038184)+W(2,-1082734190,-1088122523,1058384307,1059558286)+W(3,-1098068789,1053762892,-1091086098,1057669233)+W(4,1056069525,-1106560803,1042132369,-1096953271)+W(5,1064349048,-1107462772,1032403631,-1083280561)+W(6,1038442279,1028886015,-1128202268,-1111426470)+W(7,1040922744,1012204557,-1150402298,-1104452063);WS(1066439152,-1108830929); +sum1=W(0,1055608939,1051866141,-1108788820,-1102916748)+W(1,1013732302,1035488645,-1097938907,-1103898045)+W(2,1058768962,1030462560,-1099017414,-1097607254)+W(3,1043113957,1027216291,-1125603603,-1093577324)+W(4,-1113005110,-1109987210,-1109193920,-1168846782)+W(5,-1143171172,-1118580993,1050862423,1040477611)+W(6,-1109670205,-1105116142,-1106724277,-1128476473)+W(7,-1107320747,-1107171108,1053895221,1039038758);sum2=W(0,1051409035,-1107944278,1051922636,1050905005)+W(1,-1099079861,1035659117,-1131839644,-1123874142)+W(2,1040207956,1060123319,1005525738,1052154527)+W(3,-1109355656,1029590720,1046139234,-1100926997)+W(4,1032045878,-1096175996,-1094205878,1024591478)+W(5,1032543174,1044310065,1039675350,-1113252250)+W(6,-1086096303,-1081193369,-1105421569,-1094330307)+W(7,-1129395200,1042520685,1062516858,-1128729660);WS(-1094347903,1040885342); +sum1=W(0,-1119901274,1047615033,-1097151811,1027015666)+W(1,-1145327523,-1096635113,1051228067,-1109404651)+W(2,-1115052947,1051587896,-1106442815,1050782150)+W(3,1048638245,-1105180361,-1096200649,-1096976391)+W(4,-1105704339,1046407197,-1091810963,1051184308)+W(5,1051518582,-1092825760,1040585575,-1126487153)+W(6,1009768300,-1122889273,1042242605,1034433919)+W(7,1038762547,1040013733,-1108464678,-1132445914);sum2=W(0,-1124056141,-1109805410,1031829824,-1121205117)+W(1,1026565438,1029970286,1007706034,-1106581817)+W(2,1045427632,1059020251,-1090390675,-1105324964)+W(3,1047283254,-1089850616,1057752640,1046732003)+W(4,-1107061510,-1118368537,1018005966,-1110420773)+W(5,1031976810,1036394258,-1103994134,-1101115525)+W(6,-1115675784,-1113920834,1032068637,-1113281242)+W(7,-1112565336,-1145818031,1042522746,1036673543);WS(1066366016,-1121083386); +sum1=W(0,1026624689,-1114017662,-1122305754,-1127500850)+W(1,-1127181143,1035730049,1052467062,1013565235)+W(2,-1088657475,-1098749979,-1104671484,1025706181)+W(3,1045310349,1026340635,1066224034,-1121688536)+W(4,-1085705014,1037547214,-1111488580,1043832110)+W(5,-1121566277,-1127673329,1041900405,-1112016562)+W(6,-1112264441,-1105147876,1015742169,-1123271764)+W(7,998683632,-1132045794,1022047173,1043675185);sum2=W(0,1043023116,-1093545812,1044058166,-1102951634)+W(1,1035018995,-1112978123,1058451408,-1104735391)+W(2,-1093647750,1070997171,-1091261805,1037657608)+W(3,1043811519,1052846459,-1105620254,-1104370519)+W(4,-1082044166,1051593249,-1106029228,1057746121)+W(5,-1097428497,-1127092852,-1096225251,-1091103100)+W(6,-1100798567,1013819138,-1119100020,1006392595)+W(7,-1107453736,1041369362,-1121077487,1052307063);WS(1059191103,1030618557); +sum1=W(0,1032351793,1049973094,1053678608,1034200101)+W(1,-1148363237,1026486548,-1098031908,-1100440271)+W(2,1058794603,1053292689,1047695489,-1114145283)+W(3,-1194991971,1043453347,-1078695803,-1087452589)+W(4,1055818163,1053263444,-1137634576,-1114663316)+W(5,1033675947,966472909,-1094543429,-1125225546)+W(6,1041016873,1043320696,-1138534517,-1125278731)+W(7,-1115520783,-1119664758,-1104858229,-1116533557);sum2=W(0,-1095812325,-1094113031,-1072453458,1021496216)+W(1,1031503244,1023122856,-1112299630,-1116672596)+W(2,1068683999,1074699170,1063841069,-1079530578)+W(3,1036078566,1036242384,-1126165044,-1135088113)+W(4,1043477830,1031880682,1042172731,-1095958945)+W(5,-1100441243,1009915385,-1119142347,-1107446259)+W(6,-1121439437,-1115200049,-1132334880,1015153576)+W(7,-1114450875,1017712520,1034903618,1037216194);WS(-1096433855,1052342409); +sum1=W(0,1042163431,-1095385709,1041070378,-1117693364)+W(1,-1113444755,1049542464,1034697390,1006023611)+W(2,1060080198,-1090036408,1052133240,-1105417036)+W(3,-1112382959,1048891757,-1085473397,-1109633387)+W(4,-1090327769,1043184694,-1123398616,1042648272)+W(5,-1111238376,-1106505885,-1105658040,1057448056)+W(6,-1111854479,1043408999,-1105041790,1044512510)+W(7,1049508979,-1110665802,1041051171,-1104977148);sum2=W(0,1043188759,-1082984200,-1119373866,1039259027)+W(1,-1113326246,1045229872,-1105050294,-1165551167)+W(2,-1077733706,1067327309,1052826002,-1086821333)+W(3,-1109909290,1052700624,1068967257,-1103802686)+W(4,-1149070344,1052358305,1036052293,-1117342490)+W(5,-1098764713,-1099183932,-1101813629,1054626023)+W(6,-1102382047,1050777563,-1101694007,1037381955)+W(7,1052205497,-1096821402,-1106555317,-1103461210);WS(1046655614,1069864308); +sum1=W(0,-1106200785,1031319761,1040943483,1035633391)+W(1,1050507575,1034433460,1026979270,-1105260712)+W(2,-1120751363,-1093886310,1043913370,1045417382)+W(3,1045765948,1041581532,-1121044950,-1106053451)+W(4,-1098821847,-1088130094,1047844019,1050212129)+W(5,1029812249,1017929306,1049054225,1042106970)+W(6,-1092291401,-1082722808,1043891960,1039058852)+W(7,1028938706,1034869942,1042598038,1041620790);sum2=W(0,-1082465618,-1084472150,-1101136548,-1098805029)+W(1,1045866690,1039888035,-1108050411,1017798412)+W(2,-1085764460,-1140347496,-1097728468,-1094351375)+W(3,1027046574,1038111290,1053843229,1031330790)+W(4,-1100091144,1049328541,1049713965,1040878916)+W(5,-1100094208,-1104239104,986797508,1043199898)+W(6,1062808960,1071144827,1058810464,1037060075)+W(7,-1098800085,1017716576,-1097822096,-1119994130);WS(-1077527440,1065234224); +sum1=W(0,-1088676934,-1098001853,1014606833,1031059492)+W(1,-1159469258,1001612013,1051162632,1055802445)+W(2,-1087241405,-1083911392,1031584061,1041495444)+W(3,-1109463457,-1105280809,1061276187,1059501583)+W(4,-1095088526,-1096536807,-1140389945,-1143158030)+W(5,1038556792,986827883,1049527800,1050088278)+W(6,-1104484775,-1100223239,1013235228,1035424519)+W(7,1030875577,1047418837,1037087943,1042937212);sum2=W(0,1019217071,-1098369589,1006719462,1026928347)+W(1,-1112677997,-1146387796,-1099640354,1027288437)+W(2,1041304779,-1134457784,1043604137,-1103317527)+W(3,-1072403340,-1071428003,-1112266437,1050941648)+W(4,1048134757,-1118427047,1034526167,-1106627965)+W(5,-1082446250,1059493547,1040843010,1027462477)+W(6,1029994729,-1113504087,-1134258967,-1117999031)+W(7,1072461191,1077848621,1054764710,-1104465031);WS(1034219259,-1130863201); +sum1=W(0,1036468120,1031973022,-1125729883,-1122470601)+W(1,-1104067775,-1112351746,-1125640547,1033355302)+W(2,1045421587,1062931954,-1092963050,-1119868741)+W(3,-1106594245,-1094830635,1044707408,-1122038588)+W(4,1062738826,1050208654,1017182198,-1102984950)+W(5,-1127079049,-1109997276,-1106320445,-1104269382)+W(6,990945063,1023027040,-1116589116,-1107264969)+W(7,-1112571199,-1117279521,-1098846428,-1110744610);sum2=W(0,1041156572,1029144962,999703935,-1120041672)+W(1,1036471018,-1107170022,1036670980,-1103868400)+W(2,1037796455,1046556501,1041627711,-1109032994)+W(3,-1115113192,1029249656,1059414852,1043292537)+W(4,1060385029,1040466231,1029813110,-1111815622)+W(5,-1126242312,1043143286,-1105513272,1048639871)+W(6,-1103822492,-1076222058,-1114401610,-1110751572)+W(7,-1101226736,1034327293,1043280503,-1100107078);WS(-1097041087,-1081891922); +sum1=W(0,-1097075376,-1091271089,1042240134,1045201037)+W(1,-1115394372,-1097795722,1049467348,-1126257330)+W(2,-1094847921,1059654550,1039927583,1049780286)+W(3,-1097045891,-1103383438,-1141428591,1057610047)+W(4,1056430510,1057233913,-1110484942,-1122695635)+W(5,1036098616,1033721138,-1087958744,-1089703504)+W(6,1041827328,1050554535,1039840796,-1117417409)+W(7,1035539581,-1131932502,-1096159486,-1096746586);sum2=W(0,1052214657,1042508745,-1101224821,1012982255)+W(1,1032353073,1020863779,-1093748656,-1136022111)+W(2,1042044290,1071547407,-1116588919,-1109376974)+W(3,-1113516472,1040242686,1065241977,1045672838)+W(4,-1089469015,-1090264503,-1092858264,-1096183361)+W(5,-1120964187,-1103746594,1047260540,1049249478)+W(6,1039700797,-1083767147,-1119652925,-1090462581)+W(7,-1100885683,1028764718,-1107087862,1046964814);WS(-1088621983,1079497913); 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+sum1=W(0,-1106988831,1049655577,-1113176415,1027555010)+W(1,1033567284,-1099137927,1032851437,1031921883)+W(2,-1089572014,1041189880,-1094480963,1044835884)+W(3,1052671923,-1101762329,1057311541,-1106152127)+W(4,1035602487,-1095655321,1038186408,1042205032)+W(5,-1106014811,1044902280,1046700975,-1100163979)+W(6,995617211,-1102946366,1041241393,-1112247611)+W(7,-1094051821,1044480349,-1119959180,1050763922);sum2=W(0,1040615985,1037755544,-1108274646,1010916279)+W(1,-1126424725,-1119616718,1053142923,-1103581164)+W(2,-1107213139,-1085933104,1049469526,-1108043460)+W(3,1062997316,1050086980,-1093682556,-1091384808)+W(4,-1098201753,1027381238,-1097521196,1061284555)+W(5,1044548392,-1099920539,1044225612,-1095835641)+W(6,1007266289,1039340208,-1106103943,1047936551)+W(7,1043928239,-1120667237,1011948943,-1101597200);WS(1060336095,-1119657045); +sum1=W(0,1048279897,1044311660,-1117126579,1023788715)+W(1,-1110161279,-1136931731,-1096869700,-1106238784)+W(2,1062204714,1060724749,1022815367,-1108875843)+W(3,-1115905233,1034904806,-1081389759,1019770348)+W(4,1063043033,1050929706,1043213137,-1100562722)+W(5,-1124661292,1017832853,-1097593661,-1084472996)+W(6,1037241746,1051192212,-1142747249,-1111482971)+W(7,-1109716592,-1109353889,-1102133781,-1106654286);sum2=W(0,1009247708,-1126560341,-1103288529,1036664563)+W(1,1035577258,1008412166,-1102369678,1013790140)+W(2,-1067246446,1067728497,1057556566,-1102134383)+W(3,1016094574,1045655865,-1093152080,1047852878)+W(4,1078180911,-1085231458,1031668335,-1099512639)+W(5,-1123477495,1023608957,1042704555,-1110504691)+W(6,1047956293,-1114058193,1028018661,-1103860103)+W(7,-1112760821,-1120624893,1030531898,-1132621098);WS(1035518203,1045613832); +sum1=W(0,1057279232,1043513429,-1096085823,1044215468)+W(1,1042423606,-1098498663,-1096451901,-1097478568)+W(2,1057361220,1061539183,1007706274,-1102751483)+W(3,1012832112,1054368634,-1085528932,-1091716958)+W(4,1057962612,1058710773,1051305356,-1098118842)+W(5,-1103819295,1057808613,-1091718961,-1093017477)+W(6,1037420261,1053125757,-1106455273,-1096250919)+W(7,-1100568821,-1111733504,-1097230063,-1100741095);sum2=W(0,1058997495,-1084246791,1050542737,-1105709018)+W(1,1022365788,-1101303092,1065459234,-1086433444)+W(2,-1103685622,-1106510960,1027983028,-1106108137)+W(3,1040995532,1044759128,-1102412567,1055198365)+W(4,-1089515541,1066680974,-1091042532,1053295819)+W(5,-1104466949,1043286350,-1080963495,1057925132)+W(6,-1088412186,1037143386,-1108416827,1049054259)+W(7,-1096360229,-1106131860,1049505110,1056230430);WS(-1103921662,1072713673); +sum1=W(0,-1111681022,-1104528338,-1130675027,1042712209)+W(1,-1123292759,-1124533373,1032835743,1029885560)+W(2,-1103688784,1055222237,-1108819823,1041149044)+W(3,-1101763282,-1143773237,-1089836355,1053127408)+W(4,1063848575,1053207587,-1102885798,-1099465033)+W(5,1044926036,1032528402,-1090841456,-1089832742)+W(6,1051374172,1044600823,-1122152216,-1108891552)+W(7,1040294582,1018003689,-1101098252,-1098121506);sum2=W(0,1017580326,1031996320,1032691193,-1116466906)+W(1,1018640494,1067424527,1045143645,-1100144980)+W(2,1040673767,-1121084452,-1134651946,-1110682367)+W(3,1071822180,1057195246,-1112456349,1055366708)+W(4,1012141662,-1123645954,1020309206,1019799157)+W(5,-1078565795,-1073530916,1036705771,1037079065)+W(6,-1125118807,1005021204,-1118897648,1028255175)+W(7,-1087156462,1033125682,1021253254,-1112096331);WS(1054959295,1011151216); +sum1=W(0,1043778462,-1104732576,1028540695,-1124554365)+W(1,-1103855992,-1113072532,-1111020475,-1140499785)+W(2,1063706911,1052343180,-1135601758,-1107828893)+W(3,-1121738665,1048654720,-1081762405,-1098481604)+W(4,1050410381,-1128754020,1032466990,-1135515507)+W(5,-1096321673,1012954617,-1112972157,1053053447)+W(6,1034222620,1043960229,950109203,-1110097877)+W(7,-1110289546,-1114439871,-1120112616,1023071124);sum2=W(0,1047456971,-1094867354,1047690020,-1104841432)+W(1,991739097,-1129013032,1033457856,1024424907)+W(2,1068880529,1065412328,-1086552004,-1084375561)+W(3,-1103560341,1059009805,-1087761187,1046341732)+W(4,-1080289298,-1110380578,1025710892,1046416693)+W(5,-1098849357,1045332030,-1103331799,1062384539)+W(6,-1105039836,1016290713,-1113936449,-1130856953)+W(7,-1104241974,1019994493,-1126452938,1024509174);WS(1061669311,1066543312); +sum1=W(0,-1097490380,1051889621,-1111872182,-1120030840)+W(1,1026361650,-1112085217,-1110528784,1038501126)+W(2,-1085299564,1043197314,-1109640224,1046388965)+W(3,1019064063,-1116217609,1054292822,1050043436)+W(4,-1099578605,-1114905437,-1104742312,1051640445)+W(5,1045441021,-1097066005,1056051928,-1095700775)+W(6,1033952272,-1095793020,1018742870,1040612129)+W(7,-1146667493,1039394788,1044337364,-1108619674);sum2=W(0,-1098300344,-1147221163,1040922446,1041249103)+W(1,-1123648820,-1115292810,1014590689,1041141085)+W(2,-1097103704,1055827658,-1133026152,1047169006)+W(3,1021735499,1023898168,1056443342,-1094689158)+W(4,-1082349433,-1105225178,-1121038685,1045305983)+W(5,-1153021086,1038130213,1035590360,1051958562)+W(6,1036618956,-1102095468,986169209,1032067159)+W(7,1035045284,1030074795,-1145857885,-1098250629);WS(1066007616,1040865170); +sum1=W(0,-1154003525,1038441464,-1106398093,1016703369)+W(1,-1111826720,-1146451379,1031083397,-1104662792)+W(2,-1112021256,1050813825,-1096325697,-1114560988)+W(3,-1102003526,-1102172436,1061249791,1052887594)+W(4,1059033474,-1108543232,1023023221,-1094335779)+W(5,-1104413998,-1109007926,-1106571274,-1126656183)+W(6,1040892233,1034570898,1022983872,-1113231876)+W(7,-1112600993,-1123919488,-1115038347,-1121820472);sum2=W(0,-1109314178,-1103775527,1036640719,-1117895883)+W(1,1029963629,-1117061975,1047073701,1043196819)+W(2,-1079308608,-1088245301,-1109277526,-1092695525)+W(3,1053147047,-1113344034,1071134194,1032498235)+W(4,1032194306,1058556412,-1102073467,1054484712)+W(5,1027577620,-1104158962,-1102222667,-1098274857)+W(6,-1097777200,1049638324,-1115714917,1047716642)+W(7,1019489703,-1106961770,-1109885254,1028797614);WS(-1112959995,-1090797387); +sum1=W(0,-1107113888,-1157171375,-1102515009,998546749)+W(1,1034524319,-1109045169,1043372984,1042251615)+W(2,-1095395659,-1088418302,1024148768,1018649191)+W(3,1025715818,-1107024218,1049085946,1057847906)+W(4,-1108499994,-1092700079,991750171,1036601843)+W(5,1036766314,-1102346050,1052242560,1054314562)+W(6,-1100812608,-1106951576,1024106779,-1134314668)+W(7,1041369791,-1136260253,1043704436,1010001228);sum2=W(0,1045091130,1024736081,1000463738,-1097076796)+W(1,1016501386,-1122385083,1040206702,1028367411)+W(2,1064625577,-1096201033,1064100942,-1083533587)+W(3,-1104146558,1050125885,-1086258418,-1112850496)+W(4,-1071550159,-1106033160,1043707697,1074997490)+W(5,-1105686824,1041978517,-1098690685,1052069491)+W(6,-1118548401,-1111712908,-1152835380,1028507309)+W(7,-1109567340,1032203802,-1113053149,1050202273);WS(1065286463,-1155116140); +sum1=W(0,-1099417962,-1091060822,1036265535,-1127743664)+W(1,1035108393,-1121911642,1038987540,1047837241)+W(2,-1088882712,-1089265061,-1121018025,-1118137852)+W(3,-1119901843,-1100290432,1069311516,1061626690)+W(4,-1088513194,-1090887512,1028265374,1024160014)+W(5,-1101311755,980641778,1051214117,1053957977)+W(6,-1097685517,-1096201501,-1116217572,1031461691)+W(7,1030945477,1036102670,1045642342,1050330231);sum2=W(0,-1104287950,-1098771138,1054178647,1023964675)+W(1,-1107378538,-1107123343,-1106164282,-1095527688)+W(2,1030951671,1062304002,-1088748842,-1104607531)+W(3,-1102317974,-1093097006,1069791349,1049293814)+W(4,1056993385,-1095484784,1027793575,1034720649)+W(5,-1107155572,-1104614583,-1093744890,-1106129898)+W(6,-1103591056,-1115722179,1048440611,1026748348)+W(7,-1111048704,1036145149,-1102843948,1040804508);WS(-1107864827,-1106183398); +sum1=W(0,1028246417,-1105288567,1032383543,-1106667222)+W(1,-1094330385,-1113355593,1048732230,1062610107)+W(2,1024277645,1031807228,-1105126732,-1104095901)+W(3,-1100412503,-1110531197,-1097352540,1033194034)+W(4,1024663749,1059042594,-1099092218,-1119082647)+W(5,-1106817153,-1119219065,-1097841594,1042072353)+W(6,1038514313,1061247795,-1100466619,-1106477481)+W(7,-1116226478,-1112377140,-1116357250,-1132497297);sum2=W(0,1049202878,1029365940,-1107748661,-1124057659)+W(1,1043135164,-1120955446,1040631102,1055877653)+W(2,-1100669682,-1090514146,-1106278570,-1106641450)+W(3,1048773070,-1096084011,-1097531540,-1121942624)+W(4,1050790854,-1101749265,1045306633,-1115427744)+W(5,1040842880,-1101432694,1044511371,-1095195500)+W(6,1044664667,1051259000,1044220643,-1107251222)+W(7,-1108344435,-1156279482,1035140356,-1123742683);WS(-1107710971,-1103335008); +sum1=W(0,1057965326,1052789750,-1097452822,1020774038)+W(1,-1108312647,1007270548,-1097416740,-1096736580)+W(2,1061528673,1059882105,-1142400543,-1103681302)+W(3,1008435167,1032878150,-1082070814,-1090723228)+W(4,1058381533,1052101646,1035627390,-1130541650)+W(5,1024150455,1029066731,-1092903493,-1096313647)+W(6,1047827121,1048909172,1026933710,1026485526)+W(7,1024752368,-1129872006,-1094072619,-1095953623);sum2=W(0,1051358993,1056674994,-1096592719,-1091198687)+W(1,1036983987,-1112372364,-1102658445,1026242284)+W(2,1050253089,1057806550,1017819408,-1088722291)+W(3,-1109827680,1033031265,1048044980,1039492851)+W(4,-1098514434,-1095745001,1047280108,-1104841225)+W(5,-1106004699,-1128936304,-1114927114,1047848116)+W(6,-1121773836,-1101840089,1046210234,-1133964792)+W(7,1044703642,-1121859563,-1115459009,1009730080);WS(1046617982,-1079283690); +sum1=W(0,-1103103206,1005568807,-1112371935,-1112235521)+W(1,1031782004,-1112406582,1053710959,1050398983)+W(2,-1082068590,1053438832,-1114138877,1046025067)+W(3,-1109731202,-1120370051,1056782757,1059470764)+W(4,1050481934,-1113851306,-1106636112,-1100106092)+W(5,1047048563,-1114617505,1044662919,-1084354719)+W(6,-1101804759,-1101795702,-1134743124,1006684852)+W(7,-1122334215,1035089325,1040488963,1028720557);sum2=W(0,-1114190125,-1107057915,1041752924,-1123583696)+W(1,1035265901,1011193218,-1108427412,-1123424510)+W(2,1054169171,1066165326,1045050816,-1096033091)+W(3,-1097576107,1037309084,1060681517,-1101097272)+W(4,-1090934807,-1094482563,1044170848,-1111810372)+W(5,-1094306097,1047478278,-1094742214,-1093738003)+W(6,1030376713,-1140242036,-1107148363,1035342189)+W(7,999245333,-1118953940,1046835784,-1122528198);WS(1057107647,-1115492411); +sum1=W(0,1037909322,1044219192,1017716083,1043432615)+W(1,1042270260,1036944691,-1094557923,-1092726398)+W(2,1059480955,1055275264,1034158091,-1115224236)+W(3,1049175094,1036017407,-1079486955,-1089724826)+W(4,1062186253,1051479740,1040917102,1031606075)+W(5,-1112299996,1012181234,-1090199321,-1094016652)+W(6,1036604907,1049031914,1006053250,-1119339928)+W(7,1026270626,-1106538704,-1124163213,-1111430132);sum2=W(0,1037675363,1041358579,-1107779390,1018646782)+W(1,-1095820604,-1106961783,-1114299594,1056993548)+W(2,-1103110037,1063077105,-1094766117,1048577488)+W(3,-1113810892,-1094104293,1069120744,-1108103869)+W(4,-1094239344,-1097294293,-1115207772,1029078775)+W(5,-1100654825,1030620215,-1090842684,1019393926)+W(6,-1106609062,1005749079,-1134027235,1041354677)+W(7,1015746998,1031888221,-1111892981,-1103795001);WS(1038408187,-1104646224); +sum1=W(0,1031841147,-1095811512,1032659338,-1100666444)+W(1,-1121385297,-1115316924,1046356758,1045835257)+W(2,1046629869,-1086582314,1050254507,-1096791479)+W(3,-1109718991,1043876936,1049546009,1055310447)+W(4,-1092033141,-1095590162,1034716030,-1125163769)+W(5,-1115882186,1051195252,1032941357,1059064223)+W(6,1012740704,-1097384267,1024265746,-1104041563)+W(7,-1110386378,-1121465454,1043234370,1016606100);sum2=W(0,1033178697,1013274853,1034495435,1033146053)+W(1,-1107600367,1046600596,-1103797816,-1110558215)+W(2,1044565157,-1083473003,1015618236,1033891153)+W(3,-1096372667,1071496075,-1075035519,-1074394842)+W(4,1047899954,1033829854,1026402836,-1102272365)+W(5,1070598351,-1103057086,-1107786181,1070896015)+W(6,1026659107,-1129244632,-1130670616,-1126192412)+W(7,-1099451771,-1106841766,1033633210,1039466503);WS(1060540543,-1145107984); +sum1=W(0,-1111708420,-1115158282,1033700674,1016949312)+W(1,-1110878953,1034636061,1037057540,999025948)+W(2,-1112773425,-1105627788,1050394829,1008485935)+W(3,1006219749,1047777444,-1105528438,-1111113150)+W(4,-1166436080,1049090616,1027755062,1025975118)+W(5,1034379342,1023310559,-1097657169,-1092533512)+W(6,-1131929874,1027903943,1036625882,-1166944971)+W(7,1042471825,1029991232,-1104970374,-1125616567);sum2=W(0,1028528033,1047913039,1041061913,-1112727972)+W(1,1039139414,-1090975722,-1120606988,1050127712)+W(2,1058299937,-1088725965,1049192765,1030171918)+W(3,-1096898908,1056682084,1051042420,-1075312291)+W(4,1006741474,1028842331,-1108991614,-1097932217)+W(5,1043329296,-1136718330,-1120436768,1061621025)+W(6,-1119404040,1019613109,-1128975721,-1128255593)+W(7,1019658885,1017746289,1038145345,1041035795);WS(1058512095,1047466767); +sum1=W(0,-1102753041,1015664161,1032743763,1025672397)+W(1,1037433000,1033220516,1032570339,1037445664)+W(2,-1102686879,-1099087483,1040236986,1046625694)+W(3,1035056566,1024398415,-1089271035,-1091026739)+W(4,-1097904327,-1097334084,1042422310,1041791363)+W(5,1043847942,1042353123,1051389809,-1100626131)+W(6,-1123206279,-1096407969,1034505416,1024317081)+W(7,1037697617,1047698739,1050962859,1041773046);sum2=W(0,-1097429792,1040318944,-1113457231,-1111694157)+W(1,-1115035673,-1108486657,-1131566802,1052756319)+W(2,-1109123041,-1087577139,-1110494513,1007020677)+W(3,1057627634,1052796029,1071158756,1066240251)+W(4,-1115766281,1033854974,1042151096,1036239980)+W(5,1037312144,1031946717,-1085216854,1055974927)+W(6,1056323633,1058473731,1038268008,1014804229)+W(7,-1107413695,-1088208012,-1078122726,-1076147337);WS(-1087119871,1051442968); +sum1=W(0,-1101188351,-1102133666,1026199466,-1106951233)+W(1,-1118371512,1024298399,1046522759,1055191809)+W(2,-1096477343,-1081083296,1034911407,-1111827529)+W(3,-1102462991,-1118895495,1062137809,1061746551)+W(4,-1093686286,-1089794286,1036906330,-1110066258)+W(5,-1105243164,1028468933,1061657374,1056808794)+W(6,-1102503648,-1096524016,-1123695161,-1121489041)+W(7,1001909715,1039027467,1043754020,1025414769);sum2=W(0,-1111568121,1023613585,-1136414534,1036012528)+W(1,1019317279,-1141870971,1037328619,-1125130883)+W(2,1046290638,-1086518431,1018170307,1028357901)+W(3,-1105362146,1041918725,-1068062671,-1077265349)+W(4,1032866656,1040198779,-1115554829,996800246)+W(5,1040576139,-1110577355,1057186482,1083861052)+W(6,-1115393969,1031067220,-1128152611,1018408279)+W(7,1032099345,-1109411807,1024816461,-1101393956);WS(1041081598,-1101063046); +sum1=W(0,-1123374599,1048894326,-1105628103,1038662072)+W(1,-1104056554,1009505700,-1098151405,1035193857)+W(2,1044003395,1062900743,-1112508084,1046838359)+W(3,-1107771451,1039692648,-1082115704,-1109376817)+W(4,1058339600,1041428913,1047812813,-1112561351)+W(5,1049374543,-1126547869,-1097118497,-1087104856)+W(6,1044355834,1013224727,1045311157,-1106996345)+W(7,1037690530,-1121969199,-1110120844,-1098603955);sum2=W(0,-1102665080,1066739686,-1110454828,1034938637)+W(1,-1096043986,1050111041,1057500561,-1083931487)+W(2,1063593500,-1072571644,-1094841314,1044300205)+W(3,1057117236,-1094917255,-1073076170,1069787057)+W(4,1050585763,1033188794,-1123904781,1049263704)+W(5,992791419,-1119131193,1049962317,1057940110)+W(6,1040935597,992411043,1018550156,1032882093)+W(7,-1129197337,-1139242755,1032437745,-1103057884);WS(1047493374,1019974383); +sum1=W(0,1024992878,1056719767,1022499782,1039818779)+W(1,-1119405261,1017537921,-1093967742,-1099980259)+W(2,1056992349,1066523241,-1128872350,-1111466513)+W(3,-1134657044,1032226588,-1081677329,-1089692488)+W(4,1057279594,1050310409,1027318580,-1102282821)+W(5,-1110606353,1029746358,-1095763174,-1104336096)+W(6,1043633508,1050332018,-1121442618,-1112367361)+W(7,-1105211995,-1109613299,-1103201160,-1147598863);sum2=W(0,-1099927212,1048105027,1024006001,-1109381660)+W(1,1013674604,-1113331152,1031703418,1032613200)+W(2,1083214625,-1068785948,1030946168,1048332575)+W(3,1010546556,-1137462284,-1082836395,1051352300)+W(4,-1080184440,-1125303858,-1115660792,-1111460550)+W(5,1033485356,1034637753,1027323348,1047472657)+W(6,-1129923962,972536438,-1125113546,1027780517)+W(7,-1112671380,1033990282,-1123338357,1006215943);WS(1049191295,1026054180); +sum1=W(0,-1104530451,1045418990,-1114491642,1015431080)+W(1,1041795830,-1107859847,-1105318659,-1120791464)+W(2,-1091806904,-1092275830,1052544606,-1106844240)+W(3,1035107546,1050727987,-1096734436,1059085476)+W(4,1032037152,-1091613549,1006821496,-1101337172)+W(5,-1098252244,1024892180,1054997266,1055073816)+W(6,-1136631349,-1104046587,-1107367092,1048579163)+W(7,-1114835508,-1107321874,1054027444,-1117752159);sum2=W(0,1045033945,1052123052,-1099170713,1026733028)+W(1,1045459634,1045732660,-1100795787,1006278578)+W(2,1011374557,1034116255,-1119731112,-1116840904)+W(3,1036547859,1049735621,-1093051584,-1137517037)+W(4,1042679995,-1103542762,1023766170,-1105853851)+W(5,-1115758581,1012804929,1030006514,1032967726)+W(6,1002727514,-1116987471,-1110446049,-1109160117)+W(7,-1107202197,-1108882618,1032206215,1010971477);WS(1061349183,1052960956); +sum1=W(0,-1091852750,-1098630008,-1138324169,-1129777715)+W(1,1028688348,1001458973,1050117038,1051531432)+W(2,-1086948121,-1087783598,-1113069161,1040354025)+W(3,1026112190,-1101543047,1063142264,1058780391)+W(4,-1090578505,-1098392878,-1148679486,1026875928)+W(5,1001807913,-1107707133,1055753851,1054898923)+W(6,-1105317245,-1113156712,-1099366619,1026350741)+W(7,1009551482,1035358529,1049214940,1035239971);sum2=W(0,1016786912,-1111442214,-1114101658,1030464194)+W(1,-1112870762,1035127660,1036708968,-1124271380)+W(2,1040962599,1052649879,1076423743,1031167290)+W(3,-1119263136,1030450749,-1106763968,-1145350210)+W(4,1059016603,-1109148248,-1122765276,1075592137)+W(5,-1114823676,1030453841,-1102467968,1036666460)+W(6,1031660172,-1093716078,-1067763317,-1073082101)+W(7,-1120712732,1004437586,-1123536642,1040647493);WS(1049240575,1032641532); +sum1=W(0,1058635434,1033988870,-1105480706,1013730783)+W(1,-1112522509,-1114702617,-1101342144,-1096215015)+W(2,1060052265,1060507082,-1113879072,-1114036922)+W(3,1026538642,-1118644393,-1090178495,-1095577996)+W(4,1060417175,1056801557,-1108053747,-1104229785)+W(5,1026113715,-1115402364,-1096180920,-1088104859)+W(6,1045744608,1050162924,-1146082265,-1114764169)+W(7,-1165415829,-1096614130,1035143657,-1096622362);sum2=W(0,-1070701037,-1088124412,1035291415,-1122276311)+W(1,-1123484857,-1122878839,-1135890037,-1102500792)+W(2,1066415245,1074084237,1040446858,-1120194245)+W(3,1004310705,1043449641,-1104713726,1041496354)+W(4,1049852139,-1122804719,-1138075205,-1120530587)+W(5,1033156545,1027648711,-1103825640,-1121031703)+W(6,1023048268,-1139513797,-1118638617,1025217366)+W(7,1022832518,-1136916673,1028358694,-1123990667);WS(1058199967,1050173679); 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+sum1=W(0,1024824451,1028416398,-1114910804,-1115961291)+W(1,-1111982511,1040362701,-1107386562,1015893437)+W(2,1053775806,1049045373,1014875535,-1099814536)+W(3,1049488325,1016424474,1054905786,-1081677098)+W(4,-1081844071,1031972351,1008636276,1042946610)+W(5,-1105282974,-1118478155,1045923489,1057687981)+W(6,1007262993,1044145240,-1120594878,-1106406626)+W(7,1018226304,1008933435,1016529769,1043411542);sum2=W(0,1024635319,-1104650552,1048887568,-1133545882)+W(1,1049399700,-1109494815,1009836758,-1123675276)+W(2,-1106613727,1061771033,1040041167,-1092588040)+W(3,-1105276085,-1099749985,1063348295,-1090053582)+W(4,1059347143,1020453405,1009986974,-1098849827)+W(5,-1094328117,1040581639,-1091467004,-1095509129)+W(6,-1100016935,1003801667,-1120224962,1044263399)+W(7,1041257354,-1116729410,1013849670,1034750124);WS(1051954047,1053754534); +sum1=W(0,1038078984,1036755054,1024010640,-1115617616)+W(1,-1106689047,1027644834,-1111840872,1012663597)+W(2,1063482792,1054877383,-1104806436,-1105864485)+W(3,1000291764,-1099610254,-1088048944,-1094956956)+W(4,1061183100,1032370277,-1116880702,-1109064955)+W(5,1030290339,-1110075188,-1106496725,-1092794954)+W(6,1043596932,1041423460,1017392662,-1125878182)+W(7,-1134690355,-1125796047,1027390113,-1106933961);sum2=W(0,1041153226,1038083675,-1120362784,1032585330)+W(1,1045110917,1041971655,-1097998955,-1098242715)+W(2,-1085822417,1062089523,-1103911013,1053495069)+W(3,-1094674500,-1090235355,1056336567,-1097864806)+W(4,-1088542584,1044421032,-1128147020,-1152525762)+W(5,-1100885631,-1141849761,1046053205,1061326318)+W(6,-1113855086,1041652917,-1104983105,1012657824)+W(7,-1114518568,1032164357,-1160964996,1042938789);WS(1061027871,-1104546242); 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+sum1=W(0,1052994159,1056847849,-1106188342,1041979362)+W(1,-1110295050,1033778006,-1087976920,-1092671491)+W(2,1060197326,1059196498,1040300287,-1108985859)+W(3,1040328063,-1114468666,-1108460501,-1085676269)+W(4,-1094535618,-1094105983,1046284093,1044683952)+W(5,-1102804911,-1098429184,1046385743,1051731585)+W(6,-1102914751,1043962286,990388050,1044621499)+W(7,-1104640754,1033981777,-1104493131,1031818215);sum2=W(0,-1089430647,-1135654176,-1093219342,1021160276)+W(1,1031984432,-1096279754,1044152573,-1102895535)+W(2,-1079796815,1074674993,-1106388958,-1089562294)+W(3,1011763192,-1101895278,1074136497,-1095163331)+W(4,-1098010580,1052929457,-1180890998,-1099093932)+W(5,-1117345690,-1095468231,-1099885509,-1095203310)+W(6,1040584224,1047748991,1057228486,-1090965228)+W(7,-1107912603,1045144673,-1131585606,1041387674);WS(-1087643711,1073414034); +sum1=W(0,1043019738,1056957030,-1116796288,1043421796)+W(1,1028452722,-1112484637,-1093379129,-1091862260)+W(2,1048028053,1065994910,-1098636497,1042590607)+W(3,1043084437,-1120978641,-1081315117,-1089120888)+W(4,1061262410,1059267719,1005024220,1008405302)+W(5,1046109207,-1105879924,-1093593189,-1088787029)+W(6,1045820026,1054563645,1029633907,-1106384411)+W(7,1024805700,-1095994501,-1106230054,-1108751805);sum2=W(0,-1101361376,1051853927,-1117575950,1015257573)+W(1,-1114431290,-1122150057,-1126719224,-1151605286)+W(2,1007636882,-1085239439,1040031817,1040590395)+W(3,-1123376079,-1122292554,-1069257368,-1099060090)+W(4,1029484438,1055085469,-1111928738,-1104875608)+W(5,1045790053,-1105709439,1065488662,1078894141)+W(6,-1104410806,1055334030,-1104400845,-1124331304)+W(7,1046590167,-1096100911,-1099504604,-1097362053);WS(-1089052703,1050218486); 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+sum1=W(0,-1115527732,-1114471481,1031484924,1016998719)+W(1,1033316845,1045307870,-1097014217,1049960370)+W(2,-1092713340,-1086973069,1035763396,-1113918453)+W(3,-1113659631,-1113580281,1055821255,1059124695)+W(4,1048884339,-1093669960,1046082071,-1100192683)+W(5,-1104759887,1024760783,1046233018,1045748179)+W(6,-1109475380,-1102684193,-1109585801,1023767163)+W(7,1028768132,-1118597711,1047341446,972758359);sum2=W(0,1058174637,1022451597,1035985609,1042577042)+W(1,1036828005,1036599280,1028288917,-1093234196)+W(2,-1083350192,-1102051996,-1108557005,-1132583692)+W(3,1043707159,-1099096459,1066585170,-1089654696)+W(4,-1096734805,1040525485,1049978360,1045882832)+W(5,-1117191962,1038823523,-1101233023,-1112976831)+W(6,-1111555351,1012738322,1037998467,-1123148614)+W(7,1010883764,-1106116243,1035922998,1016281700);WS(1064158815,1035299335); +sum1=W(0,1016610641,-1111853690,987363362,-1112803360)+W(1,1023721675,-1114846141,-1116662313,1043480489)+W(2,-1090418272,-1086418793,-1148543050,1040202935)+W(3,1040437218,1044974085,1062267936,1043761841)+W(4,-1096774480,-1106302329,1016866897,-1119103150)+W(5,-1112576238,1035797256,1046949595,1026731899)+W(6,-1125874772,-1111706212,-1136961231,-1120253212)+W(7,-1118929285,1017229376,1038415821,1044534239);sum2=W(0,-1130481715,-1105443060,1032509555,982347958)+W(1,1029826582,-1106323503,-1102232537,1039697927)+W(2,1041532435,-1090026061,1034453505,-1111294086)+W(3,-1087181565,-1095157490,1065332554,1059036310)+W(4,-1115327745,-1099067440,1047671755,-1107492941)+W(5,1032022369,-1113855935,1035057967,1049776291)+W(6,1007189687,-1106888056,1041657921,-1114281099)+W(7,-1137758215,-1116441678,1039394631,-1116755236);WS(1064590463,1056702913); +sum1=W(0,-1118119137,1049750478,1053372231,1029043770)+W(1,-1108622774,1055292354,1040212560,1044521535)+W(2,-1090400466,-1089893441,1042753121,-1096751755)+W(3,-1086796959,1028130891,-1098259842,1048069253)+W(4,1035942347,-1098407696,-1098166823,-1132040847)+W(5,1043794349,-1097599727,-1126503113,1046519145)+W(6,1057009004,-1105867448,-1101919647,1054745035)+W(7,1057963224,-1099480944,-1137574860,1029470901);sum2=W(0,1047380321,1048112351,-1109993908,-1112469736)+W(1,-1130012001,1044766357,-1096267194,-1107309008)+W(2,1039961237,1053720344,-1101975228,-1113626244)+W(3,1024449363,-1105185961,1041967405,-1149218892)+W(4,1033059361,-1117206471,-1115391866,-1113395603)+W(5,1034928166,-1103730760,1041082150,-1105421186)+W(6,1050486894,1029031616,-1114050909,-1111764318)+W(7,1041700935,-1133808950,-1116211284,-1097114178);WS(1049282175,-1081654589); +sum1=W(0,1056840376,1051340514,-1106636470,1026879882)+W(1,1023576205,1019713064,-1103588481,-1089715922)+W(2,1059046350,1060994015,-1120434947,1025593670)+W(3,1018583793,-1116831948,-1081081863,-1087728227)+W(4,1062254571,1054415372,-1103814142,-1109057316)+W(5,1040563949,-1148705741,-1110084674,-1089160278)+W(6,1044610849,1057281100,1025046173,-1108405355)+W(7,-1130543166,-1108038889,-1102762237,-1097611347);sum2=W(0,-1112389783,-1154883848,-1117500355,1021240677)+W(1,-1104779102,1051908652,-1096682611,1025718250)+W(2,-1102583420,1061056453,-1110155670,-1104166105)+W(3,-1093040032,1051220588,1065471868,1048911763)+W(4,-1123615532,1038434309,-1099065181,-1101525323)+W(5,-1113750073,-1098156535,-1090281103,-1149445264)+W(6,1041908272,-1120914319,-1100288377,-1135933351)+W(7,1046751376,-1100861861,-1131934595,1042017461);WS(1044733566,-1111466942); +sum1=W(0,1060020808,1041929508,-1105078967,1033634167)+W(1,-1112663104,-1134753630,-1103349137,-1092913556)+W(2,1062221635,1060048443,-1106426842,-1104340430)+W(3,-1126194825,-1110397240,-1090785767,-1092289734)+W(4,1059584252,1054717575,-1110993602,-1101553619)+W(5,-1114529117,-1113238887,-1097827057,-1094348262)+W(6,1044713794,1047352089,1020428386,-1113465444)+W(7,-1140846474,-1094820883,1041060918,-1098824243);sum2=W(0,1084299283,1066146464,-1113076108,1040248415)+W(1,1002599056,1029289900,1032173778,1054267917)+W(2,-1073408210,-1067326117,-1105221470,1043824330)+W(3,1027082476,-1116688572,-1084477148,-1102778436)+W(4,-1097425816,1016852200,-1134849104,1036602392)+W(5,1024010398,-1121212984,1040914456,-1149511007)+W(6,-1119512248,-1118870508,1011808464,-1163695359)+W(7,1007530464,1020903456,1011171408,1026379762);WS(1041204862,1020998748); +sum1=W(0,1040787048,1044400490,-1111643799,1041320410)+W(1,-1136864165,-1123167632,-1096018340,-1129649268)+W(2,-1112000574,1057857240,1033305824,1033147201)+W(3,1014392453,1043382402,-1090212595,1041936758)+W(4,1058317173,1013490791,1048653459,-1110534482)+W(5,1046901861,1040774794,-1108280561,-1083609992)+W(6,1040475768,1032979455,-1129433652,-1106102028)+W(7,-1121200123,-1123801518,-1104103124,-1098465902);sum2=W(0,-1105739926,1041467605,1036408153,1033367466)+W(1,-1121294834,1020242785,-1116824529,1035166617)+W(2,-1097896497,1069287141,-1116950481,1049195658)+W(3,1024987646,-1113169844,-1103787577,-1127250349)+W(4,1045676499,-1097322898,1035726191,-1081345874)+W(5,-1109755223,-1162599282,-1110450029,-1104285546)+W(6,1034595972,1022861151,1034565507,-1109751565)+W(7,-1128984227,1015705141,-1111377560,1041775082);WS(1061587071,-1140717261); +sum1=W(0,-1082585266,-1091946062,1035683412,-1112565188)+W(1,1029148274,-1133150565,1057075562,1063001355)+W(2,-1086181493,-1084260507,-1105710858,1034588141)+W(3,-1121255338,1031972073,1062016535,1061257307)+W(4,-1087521200,-1094344584,-1104681461,1024277837)+W(5,-1140527211,1015752222,1051726365,1059484653)+W(6,-1109665588,-1092361421,-1097426768,1033519565)+W(7,-1140031633,1054184694,1050023351,1053582679);sum2=W(0,-1068831962,-1076957703,1040595366,1052095029)+W(1,1061242602,1046002483,-1081349117,-1076286348)+W(2,-1081538085,1037971476,-1084153168,-1098987175)+W(3,1040290526,-1093902656,1057908839,-1088771362)+W(4,1070110671,1069986978,-1096720628,-1091290481)+W(5,-1094367529,-1094489561,1063483875,-1114213425)+W(6,1074264190,1070997731,1044734380,-1101102486)+W(7,-1099236623,-1081182731,1075267150,1068552571);WS(-1071242520,-1095264341); +sum1=W(0,1057257956,1050464317,1017326143,-1097248122)+W(1,-1098637431,1039614697,-1098731544,-1095464807)+W(2,1059871125,1058219580,-1091856432,-1105336241)+W(3,1034135507,-1098503641,-1088025845,-1096805078)+W(4,1056167546,1051126389,-1097210280,1051920949)+W(5,1057766069,-1095933097,-1089070234,1032394345)+W(6,1047883744,1055359408,999615444,-1122345698)+W(7,1030493340,-1112287963,-1098523426,-1102431837);sum2=W(0,1038597560,-1114842936,1034954689,-1132961311)+W(1,1055074030,1048893008,-1113751042,-1089057302)+W(2,1039456110,-1104727669,-1105685093,-1131131128)+W(3,1046429121,1057064004,-1097910004,-1095192990)+W(4,-1085849936,1053272959,-1118659572,1044104138)+W(5,-1091871118,-1096323208,1045257331,1064526735)+W(6,-1117746499,1049759548,-1140373421,-1117347443)+W(7,-1090448877,-1081803378,1062278408,1054461586);WS(1055746431,1040288248); +sum1=W(0,1057716289,1055590360,-1117613130,-1154016945)+W(1,-1122750430,-1117149477,-1094487986,-1093759650)+W(2,1059644857,1067207252,-1114072538,-1108247483)+W(3,1031955359,1016534394,-1085229664,-1089867895)+W(4,1062212336,-1104299500,-1134724696,-1103530014)+W(5,1044969554,-1137442922,-1088563377,-1089860607)+W(6,1049302591,1054319858,1046496384,-1102903742)+W(7,1035178328,-1108831509,-1094962569,-1097577389);sum2=W(0,1051752153,-1115260470,1026703145,1041968914)+W(1,-1117011966,1031245794,1035127537,-1123800846)+W(2,1038625472,1052354182,1035338047,1033601916)+W(3,-1109678904,1050054059,1035609386,1035458769)+W(4,-1118891350,-1081023345,-1094112140,-1106207855)+W(5,-1098815779,1038926653,-1104080857,1057116581)+W(6,-1084581041,1066756564,-1106593629,-1100978937)+W(7,-1108176195,-1107244818,-1101750238,1055976243);WS(-1089881759,1037957184); +sum1=W(0,-1098029886,-1095515176,-1117869170,1000251530)+W(1,1041712355,1040628361,1060224425,-1105974859)+W(2,-1089055515,-1079829205,1031851625,1029072469)+W(3,1042449912,-1119516507,1061092856,1060210489)+W(4,-1094362449,-1105281331,-1105582638,1024508279)+W(5,-1102207965,-1107063314,1056017638,1060581840)+W(6,-1112643769,-1102959900,-1105403363,-1121710869)+W(7,-1112932479,-1124065669,1050032516,1040568609);sum2=W(0,-1102532150,-1114476854,-1105565679,1051114274)+W(1,1042271071,-1112348507,1038543175,-1093533301)+W(2,-1082969540,1064670328,-1098769061,1055378846)+W(3,-1087360189,-1100903801,1077554590,-1075201485)+W(4,-1102001010,1044770567,-1101598109,-1106275827)+W(5,-1115312306,1031777408,1040464379,1048871628)+W(6,-1114021751,1049459491,-1104426610,-1109849433)+W(7,-1125205988,-1104546886,1049461049,-1111404687);WS(-1089609215,-1090633405); +sum1=W(0,1060468726,-1114989785,-1131730646,-1095985139)+W(1,-1106189340,-1121474072,1035463235,1029992257)+W(2,-1111340153,-1083229835,-1120898567,-1106836118)+W(3,-1109753904,-1170836447,1057093887,1053834481)+W(4,-1097505195,-1091862496,-1108220230,-1122196780)+W(5,-1099640750,-1106303115,1056095953,1060127651)+W(6,-1118278055,-1094974325,-1111282801,-1113602180)+W(7,-1102165833,-1114233933,1060964715,1053644551);sum2=W(0,1028184991,1018963304,-1123071369,-1102755055)+W(1,1018724927,-1154538439,1034540123,1014375557)+W(2,1042446539,1048904011,-1121616776,-1101642458)+W(3,1030328833,-1104340897,1055634924,-1110958917)+W(4,1022095962,-1102092583,1034971308,-1123659230)+W(5,-1123674010,-1103087688,1047229966,-1122273513)+W(6,-1115812270,-1115600403,992820811,-1114444448)+W(7,-1118183380,-1116477720,1032293939,1006913192);WS(-1089497119,-1083970920); +sum1=W(0,1017038202,1054102421,-1112985379,1049400081)+W(1,-1129668560,1023489999,-1092440080,-1096866095)+W(2,1052273107,1050677101,1046931016,1032734776)+W(3,1039999326,1047866250,-1077775563,-1090492445)+W(4,1056472798,1054012759,1026703569,1032966898)+W(5,1031139121,-1128248842,-1141821439,-1095500286)+W(6,1046736000,1054561791,1020804657,1023567673)+W(7,1037611037,-1102316761,-1096856494,-1103091876);sum2=W(0,-1113150368,-1107904829,-1114702364,-1119432539)+W(1,-1123950204,1034167140,-1109676099,1049552369)+W(2,1051795717,1065572002,1045807900,-1131454616)+W(3,1018171432,1024318084,1052256292,1049548364)+W(4,-1104213250,-1096394963,-1138592655,-1107556037)+W(5,-1104886632,-1103410805,-1077576443,1058452060)+W(6,991774812,991245404,-1116354551,-1120197723)+W(7,-1103678409,-1123412946,1049782966,-1102019177);WS(-1092399743,1070790531); 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+sum1=W(0,1031803579,-1105675680,1022220430,-1138034233)+W(1,-1118470609,1013564641,-1110575515,-1107190316)+W(2,1060345356,1040095311,1037878284,-1115259277)+W(3,1028754310,1043380040,-1082557626,-1091489993)+W(4,1057210483,1018511203,-1118564628,-1109043646)+W(5,-1126688788,-1103180903,-1113047197,1054616755)+W(6,1038086620,1040876381,-1123355602,-1132126739)+W(7,-1105313401,-1110366427,1040895458,1037558661);sum2=W(0,1011610145,-1109786563,1034654933,-1116780480)+W(1,1031867194,-1117436106,1049246354,-1126532250)+W(2,1034290987,1058839838,-1106740681,1033980194)+W(3,1050453777,-1098876833,1055488745,-1098441369)+W(4,-1112504437,1048688059,-1110588743,1037910476)+W(5,-1101879397,-1105182695,-1109313096,-1081564854)+W(6,-1100404580,1024874106,1006481529,1033369701)+W(7,1033744368,1042001428,-1122526519,1046210019);WS(1061957727,1058150789); +sum1=W(0,-1099288198,-1097230757,1031914819,1009728708)+W(1,1036440691,-1109853493,1055587995,1046412713)+W(2,-1087266183,1043273168,-1106863550,1043097483)+W(3,-1106212891,1023154886,1049133325,1056802398)+W(4,1055416522,1050026271,-1108191069,-1097372952)+W(5,1047286155,1036106272,-1105368103,-1086687979)+W(6,-1110590381,-1108247452,-1129266281,1032793786)+W(7,1024106902,-1120124353,1042988739,-1107437206);sum2=W(0,1026925373,1041631623,-1104415808,1021676194)+W(1,1011207236,-1118374396,1047340087,-1130821928)+W(2,1049347642,-1075706495,-1104915444,1041444786)+W(3,1032289888,-1097824639,-1078646873,1055108729)+W(4,1068941883,1049874161,1025561656,1042839409)+W(5,1041964936,-1122940124,1054741696,1058328878)+W(6,-1096918949,1030080935,-1119893126,-1111488206)+W(7,1033049167,-1131526532,-1107876167,-1108156193);WS(1058678303,1013994144); +sum1=W(0,1050426208,1032382213,-1145988558,-1118673511)+W(1,-1110204509,-1116037137,1019043839,-1111022430)+W(2,1059103555,1061451838,-1097799452,-1107600786)+W(3,1043824660,-1111434373,-1090188381,-1086017695)+W(4,-1098106458,1032049821,1025019066,1050901309)+W(5,-1123560275,1043538778,-1093177128,1050664020)+W(6,1038038624,1043957152,-1117490811,1034380585)+W(7,-1104489131,-1110765932,-1113568728,-1133222475);sum2=W(0,1052524883,-1096529292,1047608842,-1105859137)+W(1,1025172812,1035180205,1033298597,-1116369180)+W(2,-1103682938,1018027622,1011548907,-1101390223)+W(3,-1138831970,-1096368530,1063707518,-1095014501)+W(4,1039330573,-1101134187,1047719826,-1098146078)+W(5,-1094263126,1061932077,-1086128756,1056731707)+W(6,1054816538,-1105962981,1028887915,-1099968186)+W(7,-1095466983,1016476277,-1150004284,1037701277);WS(1063038079,1033861047); +sum1=W(0,1016779545,1014390112,1040884807,-1111914898)+W(1,-1114919788,-1162045399,1045397811,-1107257338)+W(2,-1109833994,-1095449911,1061986003,-1102681756)+W(3,-1101855164,1049909751,1065846455,-1096677860)+W(4,-1097838100,1019923216,-1109559865,-1095429920)+W(5,-1097193708,-1113534130,1039008680,1029008656)+W(6,-1148961393,1009274926,-1104233906,1034752240)+W(7,1007645095,-1103320918,1029851870,1033037520);sum2=W(0,-1117177515,1017665294,-1106002020,-1112457849)+W(1,-1106095669,1041685053,1033022206,1031942991)+W(2,-1098231154,1062239338,-1114732591,-1103752624)+W(3,-1095196752,1046863079,1061426536,-1133545004)+W(4,-1097906884,-1101585142,1029961226,-1102536580)+W(5,-1105989872,-1120505375,1032626487,-1109528685)+W(6,1037597321,-1112453861,1038070251,-1114728817)+W(7,1028074076,-1124888510,1032988844,-1114069131);WS(1060691839,-1121680521); +sum1=W(0,-1105323108,-1097943963,1034282296,-1112633460)+W(1,-1113361469,-1109479713,-1117038833,1045243383)+W(2,-1091137362,-1083253895,-1124091490,1016470792)+W(3,-1110311799,-1102522287,1065759511,1060606770)+W(4,-1090987401,-1090137469,-1110508885,1036530779)+W(5,-1114082482,-1104777690,1056765570,1062311590)+W(6,-1098291034,-1093525810,-1133939630,1036991882)+W(7,1016563642,-1167556095,1057599172,1054157412);sum2=W(0,1057901747,1039698409,1041454563,-1097189010)+W(1,-1086497310,-1090377488,-1087530727,-1086723052)+W(2,-1122301550,-1125642190,1043926258,-1110771302)+W(3,-1110538585,1061014784,1064818137,-1094374456)+W(4,-1108285138,1020817735,-1109768355,-1109373654)+W(5,1034378960,1044647130,-1109979249,1036021291)+W(6,1040279727,-1101494695,1043669875,-1114304258)+W(7,1013465199,1050381101,1040712355,1055924705);WS(-1087684831,-1094525449); +sum1=W(0,-1093934649,-1096975274,-1121734275,1038107891)+W(1,1038198313,-1113930844,1049163549,1052573184)+W(2,-1093954738,-1090018791,-1107604308,1035814365)+W(3,1035537105,-1102439448,1066601083,1040479417)+W(4,-1088075930,-1090123804,-1101928869,1038052214)+W(5,-1113118893,-1148589172,1057618495,1058232216)+W(6,-1106254226,-1100235009,-1127021124,-1104767443)+W(7,-1146582942,1033628463,1051666987,1040796439);sum2=W(0,1038892506,1032348345,1032495868,-1102391770)+W(1,1034045130,-1111661823,1035913564,-1109920182)+W(2,1055934176,1066287204,1051494072,-1140349122)+W(3,-1148365864,1035742233,1049172795,1043439866)+W(4,1070533091,1056179234,-1072283498,-1080481573)+W(5,1024670194,1043482108,-1122911277,1048700512)+W(6,-1098172645,1038613315,-1091499210,-1085993190)+W(7,-1117726050,1024343165,-1103404378,1042548330);WS(-1095407551,-1073547033); +sum1=W(0,1043640456,1041775803,-1101976843,-1103915126)+W(1,-1099126911,1023142916,-1098551608,-1106314263)+W(2,1061599658,1057524528,-1108044768,1024335748)+W(3,-1110220795,-1106562202,-1095708126,-1096990689)+W(4,1060862745,1028413803,-1095324014,1050893513)+W(5,1056016670,-1099653918,-1092797676,-1102020840)+W(6,1044362232,1051352312,-1114975198,-1107189281)+W(7,1031215069,-1138223071,-1097969466,-1110398586);sum2=W(0,1034632723,-1122920764,-1111493200,-1112168075)+W(1,-1112860057,-1108202591,1040740621,1034960798)+W(2,1009053647,1049936313,1022286331,-1123529566)+W(3,-1115675116,-1112708946,1057592446,-1105159128)+W(4,1051909492,-1099948229,1035493883,-1103466952)+W(5,-1146770753,-1116950762,1041517424,-1126339526)+W(6,1029419308,-1107051081,-1106265315,-1113566520)+W(7,-1115594520,-1103163741,1024151142,1016655048);WS(1063407871,1051042354); +sum1=W(0,1049807310,1052429035,-1120529264,1005154604)+W(1,-1107282310,1042685852,-1100831547,-1113122997)+W(2,1057743574,1063894449,-1130858780,-1106161584)+W(3,-1113923042,-1129272494,-1086654500,-1088929544)+W(4,1058090310,1052514789,-1127255711,-1114354154)+W(5,-1164896285,-1131567786,-1092092086,-1089886688)+W(6,1044231916,1049931918,-1115504868,1023693521)+W(7,-1131959253,-1115987013,-1097639884,-1106897472);sum2=W(0,1043434467,-1108784254,1030565628,-1113031572)+W(1,-1067187434,-1079041185,1056568736,-1088941888)+W(2,-1111949688,1036810375,992883874,-1127702936)+W(3,1074040966,1075709893,1060861120,1036016830)+W(4,-1111107284,1042918247,990495554,1014952720)+W(5,-1099161149,992814626,-1098281783,1023742716)+W(6,-1120169364,-1112993936,1023316920,1018238740)+W(7,1039733673,1028892682,-1112517088,1022041004);WS(1053166591,-1107822593); +sum1=W(0,-1120335240,1031831786,1022746982,1033874440)+W(1,1042509273,1008295657,-1108379508,-1105709561)+W(2,1052124034,1048792350,1019810386,1035703758)+W(3,1044631286,-1124953572,1046826502,-1093762507)+W(4,-1095582904,-1088629918,1042374543,1044260196)+W(5,-1112928126,-1113071488,1045805451,1053612659)+W(6,-1097950065,-1085974448,1041374685,1040749291)+W(7,-1120529605,-1132054272,1042845918,1037463342);sum2=W(0,-1096561981,-1097601992,1039106059,1010990056)+W(1,-1119485380,-1115258493,1052717590,1040308359)+W(2,1031463124,1058004743,-1114641521,-1102786881)+W(3,-1101721469,-1138490792,1045709336,1058176412)+W(4,1042505523,1041182740,-1101476912,-1133768253)+W(5,-1101570252,1029590734,-1096768246,1034355291)+W(6,-1105959219,-1099775079,-1113060394,-1103607882)+W(7,1037679123,1036565969,-1105804625,1033275384);WS(1028916214,1067075549); +sum1=W(0,-1148995491,-1109885152,-1119264713,1039584518)+W(1,1026160863,1022848653,-1096386895,-1098323934)+W(2,1055889168,1067421167,-1105861885,1016298993)+W(3,-1150434165,1034469007,-1085982162,-1096985498)+W(4,1059632007,1055091716,1020015061,-1113980813)+W(5,1044152506,1024761132,-1088331431,-1087532161)+W(6,1045130509,1052375930,1032661512,-1134777055)+W(7,1032543553,-1104676378,-1104015130,-1095878225);sum2=W(0,-1101422768,-1103630239,-1096222017,-1120016029)+W(1,-1122344899,1042131820,-1105545071,-1104653664)+W(2,1040689805,1064582511,-1092715875,-1119382227)+W(3,-1120071349,-1101606830,1058022283,-1120927281)+W(4,1043406218,-1089499537,1049876716,-1110818689)+W(5,-1096987934,1051590178,-1107109410,1060808344)+W(6,1029271710,-1117522613,1032841990,-1103484103)+W(7,-1099435532,1050342947,-1105419897,-1107008053);WS(1047020030,1040511430); +sum1=W(0,-1092384755,-1090443530,1033110649,-1108637223)+W(1,1031927268,-1122999800,1053549631,1057603229)+W(2,-1085982557,-1080046633,1043424750,1044090139)+W(3,1026366340,1032840448,1047924234,1061618217)+W(4,-1083957593,-1096279270,-1120308481,1036624046)+W(5,1015929108,1020572028,1057048888,1053999549)+W(6,-1149642107,-1100324533,-1106849700,1033721201)+W(7,994286645,1039624063,1052833857,1057845673);sum2=W(0,-1124082321,1008382386,1043030610,1035208568)+W(1,1048736861,-1118377912,1050323039,-1093736918)+W(2,-1107061123,1049576136,1044796248,-1107699159)+W(3,-1106119918,-1111443567,1074526989,-1114950423)+W(4,1051573865,1048541752,-1103668262,1034655700)+W(5,-1132389881,1034733436,-1080621030,1073198167)+W(6,-1093669891,-1134934914,-1095424772,1045164876)+W(7,1034120076,1029501600,-1079139349,-1074078238);WS(-1080108544,1072234904); +sum1=W(0,1027588151,1029085890,-1130610603,-1115070415)+W(1,1018404227,1044293186,-1104252646,1031137458)+W(2,1032775046,-1089931562,1057466749,-1098588213)+W(3,1028038521,1050777268,-1083673968,1056995037)+W(4,-1123371019,-1094030554,1029557602,-1104374087)+W(5,-1093125043,1046325824,1050628415,1052314097)+W(6,1034779836,999211181,1001112594,1018553236)+W(7,-1108340394,1020739741,1036988180,1033643941);sum2=W(0,1043108929,1033401680,-1118678156,-1115557063)+W(1,-1108049897,-1109597407,-1093193803,-1138826120)+W(2,1036186051,-1124450766,-1102856438,1045099863)+W(3,1013268663,1049634970,1068262877,-1079584214)+W(4,-1112637977,-1114646959,1035167397,1035209289)+W(5,1046161245,-1111895568,1041792105,-1121148137)+W(6,1012643139,-1132473655,-1120387027,-1117208818)+W(7,-1127251156,-1116707942,1032348301,-1138286224);WS(1061770399,1033097145); +sum1=W(0,-1100493560,-1122290538,-1108446526,-1127803310)+W(1,-1117956049,-1101349332,1040952192,1049484359)+W(2,-1090144134,-1124504076,-1102069216,1046619869)+W(3,1015706547,1051006353,1060283011,1049567736)+W(4,-1096124978,-1113245389,-1107462472,-1115166002)+W(5,1027971186,-1105896346,1049188012,1036170309)+W(6,-1115437168,-1114380655,-1109525661,-1113123881)+W(7,1011773295,-1118021614,1043620172,1004781969);sum2=W(0,1035607607,1032878473,-1146121477,-1115090363)+W(1,-1102631851,-1105868946,1008730983,1036976780)+W(2,1020296178,-1094567498,1039239074,1029869322)+W(3,-1106613659,1056742871,1060438996,1050702114)+W(4,-1133024223,-1111505684,-1123569769,-1123366919)+W(5,1056526109,-1103439045,-1088372125,-1092544833)+W(6,1036037468,1025152664,1022224092,-1115297931)+W(7,-1114092237,-1109382916,1015952550,-1119747923);WS(1063262431,1041246684); +sum1=W(0,-1094141452,-1103734011,1035931377,-1095604910)+W(1,1050361575,1015464930,1050116188,1054301899)+W(2,-1088213584,-1084116356,-1113418944,-1116408259)+W(3,-1130477940,1005018697,1063045487,1059695011)+W(4,-1088057339,-1084926720,-1109446615,1035543059)+W(5,-1114430457,-1112900435,1062081288,1060587189)+W(6,-1095142868,-1085134126,-1111045021,1041501409)+W(7,968128030,1012274924,1061043357,1055163174);sum2=W(0,1079171932,1073764649,-1101936220,-1088652568)+W(1,-1089634291,-1106083041,1062997529,1068650823)+W(2,1074855165,-1113430470,-1102444501,-1091191468)+W(3,-1102140198,-1123235056,1039600983,1053027607)+W(4,-1095064501,-1078839186,-1111069004,-1123800532)+W(5,1028735871,1056073450,-1082346847,-1105207914)+W(6,-1078450334,-1071519758,1050243792,-1088813372)+W(7,-1114344542,1060600412,-1081653443,-1088354544);WS(-1071343712,-1080188504); +sum1=W(0,1024112567,992179242,-1112944093,1048814204)+W(1,-1155239198,-1115614373,-1105846854,-1101821021)+W(2,1035991718,1065540811,-1110388460,1038698214)+W(3,-1117961066,1022833410,-1086620536,-1110088095)+W(4,1062800155,1057270438,-1113346827,-1102353903)+W(5,1037955557,-1130491710,-1092189183,-1085891530)+W(6,1047814390,1055244391,-1172877482,-1115354285)+W(7,1026576596,1021561214,-1096652125,-1094362793);sum2=W(0,1057844910,1017329883,1067869852,1077488778)+W(1,-1157420388,1016773013,-1123912240,-1110901413)+W(2,-1112258962,1038200220,-1070445594,-1080283979)+W(3,-1127671945,1027002057,-1103189448,1048616910)+W(4,1045877800,1016515143,-1113067149,-1085461181)+W(5,-1139116556,-1108492850,-1113680120,1033584054)+W(6,1029029881,1026840239,-1105631704,-1135625536)+W(7,1033508697,-1122607860,1028070058,1006246833);WS(-1114300667,-1123436789); +sum1=W(0,1024457460,1049280824,-1106612992,1048745214)+W(1,-1124831645,-1120312678,-1099711469,-1084727981)+W(2,1061265254,1066754197,-1101020989,1040619730)+W(3,991636461,-1115033343,-1090437274,-1091611130)+W(4,1060475010,1056957204,-1129452308,-1120049178)+W(5,1037659252,1036876438,-1087165059,-1087975654)+W(6,1052291799,1051532558,1040777596,-1112058252)+W(7,1024723233,-1128167880,-1091858685,-1095257281);sum2=W(0,-1096018291,1033992894,1045758589,-1102675226)+W(1,1050758265,-1091427154,-1078407710,-1064870457)+W(2,1053924217,1023354017,1037856863,-1106608364)+W(3,1044800412,-1122690967,1077566439,1074354229)+W(4,1045521037,-1112080608,1038509645,-1121700495)+W(5,1037435194,-1101170582,-1100523264,1055978728)+W(6,1019757091,-1111416466,1013024414,1041300787)+W(7,1048475585,1031501486,-1096094745,1032114149);WS(-1081349952,-1073531246); +sum1=W(0,-1092471918,-1094799967,-1123247001,-1130396178)+W(1,-1120779255,1032899791,1040552427,1052933181)+W(2,-1087091570,-1083589055,-1123595694,1049234666)+W(3,1048808240,1047688662,1056428784,1062313536)+W(4,-1090515766,-1088301188,-1118849787,1044575749)+W(5,1025076592,-1104574961,1052569014,1060166366)+W(6,-1100895532,-1095518837,1015989072,1027091408)+W(7,-1114767697,1028829344,1057005798,956727337);sum2=W(0,-1101780564,1036224480,1038605852,1036727690)+W(1,-1095151348,-1101329253,1003722492,1047063866)+W(2,1043313873,1058417373,-1108807283,1000461252)+W(3,-1071443435,-1072909475,1075919102,1071364196)+W(4,-1110550387,1041024731,1040753555,-1118764382)+W(5,-1137970650,-1094681513,1052825370,1031984760)+W(6,1032765623,-1114514162,1026410269,1025474323)+W(7,-1130737363,-1100563228,1049040777,-1104266299);WS(-1087415039,1075227720); +sum1=W(0,1030200505,-1093044977,-1121306305,1014202565)+W(1,1032642210,1039690838,1045750086,1042588557)+W(2,1052765481,-1086016434,1055732347,-1115466670)+W(3,-1099716881,1054066516,-1102841730,-1099185023)+W(4,-1108244135,1044242725,1045428619,-1088701572)+W(5,-1089156724,1045967960,1001272287,1060432915)+W(6,-1102530383,1042147022,-1113272762,-1106855619)+W(7,994787170,-1114980876,1043051755,1047811955);sum2=W(0,1033088277,-1115275500,-1106843150,1034817173)+W(1,-1119967238,-1122100142,1042281307,-1105460751)+W(2,-1108330169,1059951304,-1117324330,1035283571)+W(3,-1118763227,1033190213,1055263105,-1117933953)+W(4,-1114610359,-1130129964,1033652183,-1106783723)+W(5,-1099584511,-1097591398,1034893511,1036736577)+W(6,-1100855920,1017452836,-1109219720,-1105003316)+W(7,1043864443,-1097701018,1026860110,1040893249);WS(1061885343,-1093433134); +sum1=W(0,-1116612499,-1106037336,1040591342,-1119074171)+W(1,1026065358,1035233146,1035985530,1043937396)+W(2,-1090085717,-1110885309,-1112185530,1024365415)+W(3,1023445318,1041032751,-1105284753,1054530437)+W(4,1058148680,-1098920364,1047951017,-1102861510)+W(5,1043298226,1028431483,1042740717,-1085809524)+W(6,-1104145445,-1102965524,1030794670,1033079635)+W(7,1030877520,-1110782149,1048819605,-1143903027);sum2=W(0,-1115506247,-1109249837,1041777983,-1120425303)+W(1,-1106986872,-1093100415,-1082926483,-1089905659)+W(2,1051302633,1062460419,1038578170,1008642595)+W(3,-1100742938,-1121360027,1062992305,976609774)+W(4,1046700430,-1110379832,-1144970974,-1103931105)+W(5,1026171953,-1123505732,1046952726,1016533657)+W(6,-1121481149,-1125592805,-1105571910,-1139607395)+W(7,1047068010,-1108759193,1044012895,-1128426413);WS(1057387711,1071476886); +sum1=W(0,-1088145158,-1090879061,1046876472,1029774760)+W(1,1026644842,-1124024690,1046940920,1058722665)+W(2,-1087750555,-1081209882,-1104814472,1049447728)+W(3,1034805113,-1101227374,1060559271,1062289140)+W(4,-1102041597,-1088704948,-1107998911,1047761369)+W(5,1041428045,-1112057972,1046238393,1057163193)+W(6,-1101378696,-1090772220,1025453339,1035672969)+W(7,-1123650077,1045125730,1051154538,1049034574);sum2=W(0,1066168402,1072246945,-1076424748,-1079574021)+W(1,1033041398,1025560740,1039775524,-1106633910)+W(2,1055648588,1069722149,-1079383446,-1084651933)+W(3,1042767844,-1122422479,1050613020,-1122282375)+W(4,-1105729737,1052366950,-1105513599,-1094010079)+W(5,1029478726,1029747528,1046757765,-1112550614)+W(6,1046266897,1064021500,-1083946107,-1094989946)+W(7,-1132333344,-1110924549,-1117589808,1041413657);WS(-1088291167,-1076464582); +sum1=W(0,1048475643,1039614653,1013092187,1038365083)+W(1,-1113517956,-1118168192,-1115741870,-1115380053)+W(2,-1105893787,-1090164821,-1096083994,1049005176)+W(3,1038779144,-1103584918,-1106465144,-1115211424)+W(4,1048630844,1052597003,1029385568,1046666973)+W(5,1051487172,1036949051,-1097273638,-1092124773)+W(6,1030762351,1049653618,1035921309,-1130846211)+W(7,1029432699,1041505439,-1098780292,-1104199584);sum2=W(0,-1119046775,-1103497340,1042447103,-1102442432)+W(1,-1116688635,-1109692823,-1117033259,1038119755)+W(2,-1108371687,1063726871,-1140140535,1009200726)+W(3,-1136365839,-1103585210,1053430514,-1111757198)+W(4,1023996549,-1100556235,1038566242,1018235219)+W(5,1035998106,-1122627505,-1130738637,-1097582390)+W(6,-1134905751,-1115426548,-1119461411,-1105836948)+W(7,-1113769016,-1131103707,1038939472,1027482933);WS(1063535295,-1106643391); +sum1=W(0,1049160779,1050551697,-1114069468,998897947)+W(1,1022592892,1035333911,-1114097198,-1095715331)+W(2,1037435628,1059662980,-1120649212,1030590255)+W(3,-1105875754,1036951763,-1098500149,-1091439068)+W(4,1051258674,1051146291,-1135800742,-1112623985)+W(5,-1097348874,1021555078,-1112852607,-1093374928)+W(6,1042046535,1051522915,-1118923687,-1126057998)+W(7,1032877804,-1118947123,-1098602138,-1104302276);sum2=W(0,1023004440,1035188360,-1119848331,1020791040)+W(1,-1130592194,-1114014595,1010552055,-1131522740)+W(2,1036866165,-1081188844,1024075228,1028098574)+W(3,1057774258,1085749988,-1063807577,-1087402238)+W(4,1036267331,1020492762,-1114214294,1036335573)+W(5,1072260443,-1101071935,1044255896,-1074297638)+W(6,1026996488,1028180222,-1123998545,1028067710)+W(7,1041502854,-1121770211,-1125487816,-1109527927);WS(1065370528,-1140007425); +sum1=W(0,-1089109360,-1093467562,-1123119348,-1119191691)+W(1,1048704645,-1120571445,1051845168,1051697742)+W(2,-1104035088,-1082641845,-1144777506,1043193134)+W(3,1047054964,-1128753754,1058881533,1049231373)+W(4,-1090665335,-1085597050,-1114692372,1048874737)+W(5,-1122636375,-1135014444,1053776045,1060727795)+W(6,-1097312497,-1084438004,1028382351,1047204584)+W(7,962936920,1047044271,1054559607,1050811579);sum2=W(0,-1078126224,-1079031251,1068804680,1072219394)+W(1,1011861728,1040923692,-1110022070,-1093298188)+W(2,-1078951161,-1087436811,1066171639,1068134846)+W(3,-1105857084,-1121892273,-1107767815,-1084926454)+W(4,1039512383,1067164113,-1080918851,-1095987744)+W(5,1026590003,1040751494,1031793821,1055586357)+W(6,1069504242,1075315134,-1071545857,-1077110574)+W(7,-1123439499,-1109554506,1055897321,1041030661);WS(-1089696543,-1143233957); +sum1=W(0,-1129127938,-1098483714,1045323653,-1115482013)+W(1,-1122467892,1049605572,-1110243009,1041381507)+W(2,1045383939,-1091150045,1035013745,-1096516931)+W(3,-1090424421,1043667267,-1106321908,1059582003)+W(4,1043411549,-1086835476,1054106403,-1162367211)+W(5,-1109629626,1048548650,1026676964,1034020454)+W(6,1048447553,-1103773800,1036179510,-1107204469)+W(7,-1105600748,1035568493,-1159158363,1034191370);sum2=W(0,1032064725,-1121806942,-1125596513,-1134008573)+W(1,-1113496357,998755498,1035355315,-1117795542)+W(2,1045441656,1065460002,1051842604,1011008945)+W(3,-1119910472,1041632626,-1089961367,1024667789)+W(4,-1114964420,-1130705389,-1118729604,-1125276577)+W(5,1035390555,1032979221,1026896379,-1081892598)+W(6,-1121883022,1034360078,-1117720498,-1111959837)+W(7,-1129745921,-1115672512,1023648883,1020053498);WS(1065278079,-1120402802); +sum1=W(0,1052390115,1049303261,-1115548942,1031924074)+W(1,-1116671142,-1118597165,-1099757447,-1097070063)+W(2,1045251552,1060948388,-1112658654,-1106896516)+W(3,1041336272,1043338841,-1081623390,1040981136)+W(4,1062622505,1054395391,-1121670257,-1103991244)+W(5,-1145407604,1032773481,-1096062708,-1085365853)+W(6,1045812503,1048618059,1031270934,-1115583119)+W(7,-1123616408,-1127437558,-1099232531,-1101077740);sum2=W(0,-1110767736,-1122384971,1032565152,-1114021356)+W(1,1034493514,1019779384,1041858293,-1100377718)+W(2,-1085457975,1068814369,-1085160508,1056835748)+W(3,1016590225,-1097525969,1060746614,-1085697040)+W(4,-1085213012,1063574785,-1086618535,1058685385)+W(5,1043875459,-1097974912,-1094120608,1057245366)+W(6,-1144776155,-1097434793,1032715041,1047242231)+W(7,1054776673,-1096653037,1056356490,-1093482365);WS(1055688959,-1109584743); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -1), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 1), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1026430476,-1103990249,-1091961907,1024871952)+W(1,992987016,-1085365048,-1086639391,1041094851)+W(2,1007997243,-1093414958,-1087585419,1034372511)+W(3,1009484684,-1099588502,-1100793414,1038248733)+W(4,1052012307,994719130,1023328805,1049937838)+W(5,1063527595,-1102193240,-1110763811,1057524239)+W(6,1057188600,-1131716095,1046466539,1061081007)+W(7,-1114088341,1037858632,1042167685,-1104832955);sum2=W(0,-1117362461,1050294809,-1115075619,-1122170202)+W(1,-1100385246,-1100233118,1041506545,-1125932452)+W(2,1025043913,1047005177,-1100362988,1020071642)+W(3,1018043750,-1112302377,1012082941,1017078274)+W(4,1022334174,1016781702,1016746290,-1113824159)+W(5,-1104291570,1033455014,1031697879,-1098709995)+W(6,1053652830,-1106922881,1050444141,1072797337)+W(7,-1155649364,-1086585813,-1081909907,-1100425628);WS(-1096195455,1061976972); +sum1=W(0,1045016510,-1104061589,-1094469481,-1107583849)+W(1,1050507709,-1086991635,-1082981042,-1102048399)+W(2,1004076226,-1088999402,-1087760032,-1138600128)+W(3,-1106918697,-1089081125,-1111975782,1049677870)+W(4,1051975353,1046697387,1032308806,1057261454)+W(5,1061386858,1051876218,-1093320254,1058403546)+W(6,1052828202,-1112945129,-1106246183,1052980216)+W(7,1048525839,-1116677906,1045880594,1055128500);sum2=W(0,1043646796,-1114450783,-1095110912,976892690)+W(1,1047930742,-1113296119,1052886335,-1131052969)+W(2,1035354913,1040578653,-1088067101,-1099144563)+W(3,-1111106463,1051335047,-1102673565,-1115191227)+W(4,-1074060607,1075290035,1075827337,-1080663089)+W(5,1048011859,1046007784,1070007941,-1068434194)+W(6,1058047003,-1099371585,-1090506241,1042920440)+W(7,1038060178,-1096378099,-1096675048,1057110709);WS(-1095930303,-1128843438); +sum1=W(0,1030842449,-1103461662,1000563038,-1113225514)+W(1,-1111398934,-1156245815,-1098779087,-1120882464)+W(2,-1098728413,1058114717,1057689814,-1098488134)+W(3,-1104159890,1046074787,1041725787,-1111237296)+W(4,1052682210,-1105449143,-1104281110,1038763268)+W(5,1046999855,-1105879965,-1106219642,1055587560)+W(6,-1106232348,1030902068,1039743648,-1090605975)+W(7,-1119168797,1033984854,-1111582036,-1106563184);sum2=W(0,-1087141194,-1081851502,-1078961084,-1109947141)+W(1,-1099413759,1067440534,1057831088,1007133897)+W(2,1045509921,1022398658,-1095618356,1026690396)+W(3,1051942463,1049871690,1029712906,-1117657274)+W(4,-1102894339,1040634467,1049299145,1053833634)+W(5,1058568743,-1114324751,1035108031,1046573470)+W(6,-1115002147,1023241606,-1094447449,1058025266)+W(7,-1099467737,-1104714655,987652806,-1109832065);WS(1018627052,-1077328537); +sum1=W(0,1011043872,-1103889731,-1098360952,-1107592280)+W(1,1041422472,-1079526160,-1088654431,-1138466445)+W(2,1012707679,-1095389295,-1109020730,-1112294435)+W(3,-1118891707,-1101414784,-1102056896,-1150731309)+W(4,1045838144,1016847523,-1121256842,1054425801)+W(5,1057394281,-1109966789,-1114759963,1063939041)+W(6,1057286118,-1117689671,-1115564074,1061143403)+W(7,1042544156,1028492087,-1133534770,1040465365);sum2=W(0,-1138679732,-1115218580,1033867626,-1161717665)+W(1,1050854432,-1096361601,1030621655,-1121504639)+W(2,1030373815,-1104067382,1044499063,-1106511096)+W(3,1031200951,-1122098343,1040061476,980628162)+W(4,-1096378423,1029766795,-1124228530,1028201267)+W(5,1079482342,1035298280,-1128256742,1071708903)+W(6,-1089118805,-1105361644,1035336882,-1064184100)+W(7,-1109436715,1035049634,-1119150405,1048273255);WS(1045693694,1057374369); +sum1=W(0,-1104752283,1045853799,1034312519,1048369598)+W(1,-1123958928,1065585622,1057046586,1031950009)+W(2,-1106189273,1060939321,1061666460,-1103831441)+W(3,-1110300085,1060417841,1050689810,-1103850789)+W(4,-1098373234,1019902402,-1099588978,-1131023893)+W(5,-1089164628,1033283356,-1105510198,-1095062180)+W(6,-1087345809,-1122647270,-1115031649,-1092432965)+W(7,-1091010256,-1103574093,-1126666680,-1092965100);sum2=W(0,1058683530,-1099141199,-1098709872,-1087427905)+W(1,1050776004,1072181481,1032637312,-1081734921)+W(2,1025544982,-1080357543,1036599206,1042479954)+W(3,1058740427,-1086527647,-1113642582,-1105492903)+W(4,-1088885778,1056590706,-1089481634,1072153031)+W(5,1071890032,1048814690,-1092495010,1061509476)+W(6,-1080881103,-1097308566,-1095810808,1052304550)+W(7,-1078556244,1039671439,-1094462248,1050862866);WS(-1081549664,1060153996); +sum1=W(0,-1115318586,1055271797,1063391104,992286043)+W(1,1026471870,1061503832,1062019397,-1105782456)+W(2,1037910210,1045594046,1058772501,-1114468402)+W(3,1043803882,1040755007,1049908468,-1130210466)+W(4,-1095899708,1025423024,-1105647870,-1087586274)+W(5,-1089250259,-1113405924,1033921889,-1085498120)+W(6,-1102496824,-1106446561,-1113674825,-1090055577)+W(7,-1104619012,-1096097592,-1118412923,-1103786988);sum2=W(0,-1110257416,-1097530578,-1080860351,1053790549)+W(1,-1102619530,1064966059,1041061421,1033688102)+W(2,-1098152061,1040479494,1050344847,-1117483359)+W(3,-1083553679,1065962098,1051151965,-1105743952)+W(4,-1077346152,-1088866791,-1082483044,-1068185653)+W(5,1072556372,-1104178634,1052658871,1052310674)+W(6,1064749402,1040931499,-1108410079,1075004369)+W(7,1045213317,1053124980,-1137891932,-1110156824);WS(-1079020096,-1097079011); +sum1=W(0,1033910555,-1092191510,-1096742621,-1109501731)+W(1,-1108027795,-1087072713,-1089091160,1015347636)+W(2,1019929124,-1089417126,-1087558450,1042979875)+W(3,-1134559750,-1091818621,-1104831498,1040369234)+W(4,1055662529,1020967408,1016000225,1057943754)+W(5,1068092504,-1109882648,-1102027816,1059647341)+W(6,-1117499817,-1117366414,-1106889398,1059824411)+W(7,1050143023,1049289276,-1104827345,1043480574);sum2=W(0,-1105851814,1051380185,-1097479797,1037631964)+W(1,-1110757790,1044594400,1028410699,1036652885)+W(2,-1139201564,1046036650,1041068006,1024508007)+W(3,-1104657620,-1105334641,1054960427,-1113225064)+W(4,-1097950410,1028003104,1045348435,1051023588)+W(5,1053237761,1041832368,-1113269608,1034374804)+W(6,-1088293598,-1089693526,1033918380,-1132209182)+W(7,1065714224,-1106359824,-1099925151,-1081781977);WS(-1087384991,1052875812); +sum1=W(0,-1138647561,-1104994285,-1109905397,1041733252)+W(1,-1106477875,1057597757,-1107522048,1034391503)+W(2,-1098694249,1055828187,1062613266,-1100509868)+W(3,-1120730421,1044647290,1052485297,-1110959830)+W(4,1032882549,-1117825756,-1113613058,1041497057)+W(5,-1091247383,1028766931,-1108789794,1050093354)+W(6,-1090201627,1013355333,1042722079,-1087942224)+W(7,-1100016695,1038812681,1034047139,-1098203032);sum2=W(0,-1111428867,-1130655130,1041831066,1019350107)+W(1,-1112005123,1035402260,-1138336400,1017374087)+W(2,-1112772903,1041636268,-1116945124,1028700445)+W(3,999439052,1033528252,-1107238338,1027823157)+W(4,-1112274143,-1077765094,-1103332568,1051650697)+W(5,-1114034096,-1087514353,-1073481211,-1092155273)+W(6,1041190902,1074086485,1069095754,1045953881)+W(7,1027833254,-1107727987,1057277153,1049171133);WS(1050457727,1041689780); +sum1=W(0,-1116681402,1014710691,992358355,-1131312139)+W(1,-1140959985,-1105027369,1040368912,1030961105)+W(2,1048638526,-1090315138,-1089290871,1046496193)+W(3,1049181764,-1086147588,-1098770776,1007270019)+W(4,1027381214,1036450832,1048008788,-1092744895)+W(5,1050737138,933247243,1053966377,-1089348299)+W(6,1055368676,-1119062181,1043432004,1038810352)+W(7,1051301702,1037141075,1023583738,1040416748);sum2=W(0,1019433289,1031729137,1057496780,-1107193278)+W(1,-1123892633,-1086728254,1037283932,1039188525)+W(2,1032631611,-1092570464,-1087309268,1039851328)+W(3,-1097026795,1063903066,1035754242,1044641782)+W(4,-1080020989,1054527180,-1080570956,1072935738)+W(5,-1087453268,1050123895,-1096917141,-1078950448)+W(6,1059438018,1042769096,1053948249,1051352061)+W(7,1056300653,-1106545458,1029707984,1051006721);WS(-1084263519,-1088250567); +sum1=W(0,1049480649,-1096698757,1048954180,-1107101246)+W(1,1049647488,-1119095878,1059331526,-1097447514)+W(2,1018612505,1041330418,1040553109,-1099235545)+W(3,1032447885,1023387386,1040723088,-1103944776)+W(4,1027018719,1043604572,-1111017296,-1118116730)+W(5,-1090501921,1050343697,-1098833704,-1108150329)+W(6,-1094468036,1044030041,-1096264890,1044929028)+W(7,-1106285556,-1175819022,-1121471547,1047463532);sum2=W(0,1034086314,-1121095386,-1157381748,991719940)+W(1,1034571486,-1100672658,-1103829652,1055828179)+W(2,-1098363481,1050795943,-1090417467,1049088345)+W(3,-1111365517,1037803588,-1113801830,-1111430799)+W(4,1027786887,1016292894,1029794653,-1100952734)+W(5,-1118546758,-1098007098,1067178121,-1085350121)+W(6,-1140682323,-1110134488,1008607005,1049271738)+W(7,-1164121191,-1133015817,-1115483467,1035813474);WS(1066054400,-1125664425); +sum1=W(0,-1108545200,1053284635,1054574294,1015260777)+W(1,-1109354663,1058150961,1059735702,1023624464)+W(2,-1108921531,1063397581,1058102002,1023465234)+W(3,-1128865616,1046728251,1046571067,-1116445024)+W(4,-1094415406,-1111343263,-1127045294,-1095241461)+W(5,-1078845388,-1130514988,1041542629,-1088764634)+W(6,-1105651068,-1136829776,1035892576,-1090401103)+W(7,-1104354311,-1106930027,1030749305,-1116790272);sum2=W(0,-1103469615,1029373537,-1104697837,1041565398)+W(1,1035794320,1080145714,1057447179,1029690269)+W(2,-1107146771,-1066097425,-1103623095,1035452008)+W(3,1040850628,-1103109309,-1097535851,-1124704946)+W(4,1031260861,1035036640,-1158883614,-1115419200)+W(5,1043319440,1041655252,1034486240,1026403525)+W(6,-1103531154,-1114794272,-1114789346,1050811672)+W(7,1055196268,-1102936938,1036709484,-1090176537);WS(-1087901375,1071177135); +sum1=W(0,-1122618691,-1109965218,-1110224028,-1121594272)+W(1,1044010486,1010935165,-1120206908,-1114434254)+W(2,-1108159437,1041417229,-1108541318,-1113833999)+W(3,-1123472883,1039497451,-1109330685,997526195)+W(4,1047787782,1027034090,994425384,1030219348)+W(5,-1113546820,1040356168,-1106192913,-1114914192)+W(6,1035224125,-1130438655,-1112701798,1046030645)+W(7,1022061139,-1125745551,-1151173965,1017890711);sum2=W(0,-1108814485,1042859710,-1116367239,1042217679)+W(1,-1080767453,1073929687,-1078638996,1058334461)+W(2,1030602271,-1116721722,-1092080339,1050991857)+W(3,-1127683613,1035114111,-1106162437,1034906705)+W(4,1027395369,-1114630403,-1140328609,1026421701)+W(5,-1097310248,1028261520,-1105295199,1028343990)+W(6,1051491707,-1105219597,-1122297114,1042808122)+W(7,-1112071525,1017171678,997359482,1024141024);WS(1066545696,-1154623394); +sum1=W(0,-1115505461,-1098488296,-1114054203,-1105442505)+W(1,1023914903,-1089108436,-1092352928,-1102287846)+W(2,1016559928,-1096061654,-1087887754,1021900696)+W(3,-1129232035,-1095543703,-1097827287,-1142506442)+W(4,1049322687,1010507424,-1123432545,1057182265)+W(5,1059635472,1045294808,-1097309632,1062190966)+W(6,1043675118,1042399967,-1098559779,1057132007)+W(7,1055016957,1026256390,-1110816589,1048482034);sum2=W(0,-1073520568,-1119660436,1040526244,-1094410020)+W(1,1007932024,1074284701,1072065972,-1076806727)+W(2,-1126774165,-1114285571,1045336233,-1129053184)+W(3,1026440100,-1109537500,1027498382,1016297320)+W(4,-1105577163,1014274624,-1120085021,1038890507)+W(5,-1096715819,1032586275,-1119386280,1038803075)+W(6,-1106066396,1033069015,-1148623280,1048625414)+W(7,-1128514892,1028560484,-1113847206,1035667090);WS(1055250687,-1106970626); 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+sum1=W(0,1007151360,1048962332,1054332722,1051208476)+W(1,-1120692693,1060311124,1056131053,1047867778)+W(2,1029685138,1057524976,1053179033,-1102286423)+W(3,998066935,1053688986,1045179237,-1117174983)+W(4,-1096098779,-1120684294,1009988859,-1088537607)+W(5,-1086623130,1008468855,1043868050,-1089718811)+W(6,-1093380227,1041242535,1024446024,-1088149909)+W(7,-1094538289,1022948968,-1121112609,-1094989189);sum2=W(0,-1078284587,1070403917,1064397427,-1075642964)+W(1,-1086975712,1071930150,1072178178,-1077677369)+W(2,-1109971278,-1119680819,-1093947328,1050575143)+W(3,1046375822,-1094009133,-1134729809,1043550667)+W(4,1050515956,-1100572061,1049259770,1042055631)+W(5,-1096417404,-1110188613,1038272909,-1094922849)+W(6,1045435393,-1109186235,1033007627,-1094640520)+W(7,-1106076462,1038207101,1040318497,-1109099138);WS(-1091974591,1028524890); +sum1=W(0,1034997099,-1101120961,1050666155,-1119527298)+W(1,1033463662,-1146674958,1057798952,-1099802012)+W(2,1044419888,1054164791,1048486316,-1090658116)+W(3,-1110855131,1053708795,1033437822,-1099353751)+W(4,-1100807815,1044100139,-1119869997,-1104886813)+W(5,1021707158,-1112176434,-1103774309,-1099838668)+W(6,-1093871840,1036492177,-1094617942,1057612011)+W(7,-1104286795,1028051362,-1113521820,1029138830);sum2=W(0,-1113245689,1037297246,-1114745613,1029285075)+W(1,-1099734421,1057852752,-1113507597,1046869988)+W(2,-1099048447,1019950674,1031538739,1045806866)+W(3,-1129472848,-1115367833,1039903515,1040440310)+W(4,1034295695,-1103172653,-1127985632,1024121756)+W(5,1063764387,-1092930743,-1097344586,-1081105309)+W(6,1060684479,-1113791115,1039548141,-1093953622)+W(7,1051222485,-1106398082,1024790472,-1099720743);WS(1058893599,-1078409713); +sum1=W(0,1036724056,-1100240992,-1102829117,-1115244150)+W(1,1049246955,-1084866106,-1094663483,-1098555735)+W(2,-1138283737,-1093243506,-1085064800,1045222582)+W(3,-1115412967,-1095580366,-1093950047,1044966206)+W(4,1053376406,-1114512019,-1115623287,1039336887)+W(5,1065100884,1018575674,1041993169,1053054383)+W(6,1056764679,-1108377677,-1114852275,1054590883)+W(7,1050610273,-1122449691,-1118180448,1053059489);sum2=W(0,1009552185,-1090337753,-1101060123,-1130929736)+W(1,1050909748,1053567468,1072779570,-1084383778)+W(2,-1096700837,1057662166,-1079161361,1049209322)+W(3,-1129474226,-1112521942,-1097661058,1051369678)+W(4,1061442923,-1103557108,-1105822172,1045192083)+W(5,-1089269841,-1117595750,-1106762492,1050903982)+W(6,-1094014597,1025228376,-1111371347,1029505799)+W(7,-1105984421,1030887459,-1138825972,1046387683);WS(-1109369595,1048740969); +sum1=W(0,1030414773,1050319297,1051718495,1040995480)+W(1,1043594790,1046504696,1059003715,-1118646413)+W(2,1037121811,1043825845,-1135436979,-1129436350)+W(3,1043560049,1058279379,1049475887,1030207412)+W(4,-1095167863,1032958437,-1125552391,-1091711555)+W(5,-1083562713,1045509569,1042985722,-1085356599)+W(6,-1098326935,1019546753,1023899916,-1096690237)+W(7,-1098718953,-1105013544,-1130219052,-1120665100);sum2=W(0,1043809265,-1109343151,-1117552581,-1113177829)+W(1,1034071291,1063553374,1052574118,-1095416462)+W(2,1043900974,-1112203792,1070912061,-1120341831)+W(3,-1119209873,-1072794661,-1091338378,1020015593)+W(4,1039662186,1009024316,1041583669,-1100446453)+W(5,1053677817,1018689733,-1118793923,-1114145263)+W(6,1042882834,-1105538343,1031195477,-1101063801)+W(7,1055602011,-1109237633,-1114748986,-1094258913);WS(-1093437503,1065718162); +sum1=W(0,-1101135841,1042594425,1049488055,1037550096)+W(1,-1107014286,1066142676,1049041945,1044878747)+W(2,1037051057,1045825417,-1100146203,1042111087)+W(3,1041500301,-1119554198,1040663590,-1099961615)+W(4,1046266118,-1097873069,-1114711965,-1103061781)+W(5,-1106438298,-1091362312,1046063170,-1087470164)+W(6,-1091131027,1040258368,1037494709,-1111606545)+W(7,-1103590594,1033770775,-1109172298,-1133427370);sum2=W(0,1026201604,-1113590739,-1123106758,-1106488910)+W(1,1060425407,1061776657,-1084666863,1035711566)+W(2,-1096618367,-1119175762,1055047321,-1098764525)+W(3,-1127820908,1041613778,-1103500958,-1182808622)+W(4,-1092748399,1043391307,-1124712996,1050172947)+W(5,-1099741350,1048423650,-1098783459,-1097703384)+W(6,1050324229,-1099280352,1041036039,-1120322586)+W(7,-1105222946,-1118590758,1048645442,1025620288);WS(1056660607,-1113798601); +sum1=W(0,-1101671294,1008348404,1041913228,-1115305597)+W(1,1039904137,-1093680051,1031963795,1016801995)+W(2,1040453028,1034024758,-1089471492,1037148876)+W(3,-1154296528,1031051312,-1111400057,-1110559226)+W(4,998498191,-1151777337,1026504084,1012656821)+W(5,1057450908,-1108358078,1032505286,-1102006873)+W(6,-1111681498,1043455038,1031920291,1049874551)+W(7,1036430914,-1125050675,-1129849213,-1109457443);sum2=W(0,-1114796094,-1101207597,1024638457,1042939003)+W(1,-1124781020,-1097759574,1027593065,1044529628)+W(2,1016881133,1033669310,-1130307786,-1106748864)+W(3,1027959261,1019735589,1022409637,-1108227590)+W(4,1042777565,1022659417,998901155,-1123927190)+W(5,1059165645,-1104939928,1017512357,-1098782283)+W(6,1017094385,-1089791762,-1098668376,1062760553)+W(7,-1125388747,-1115680109,-1106217568,-1160993898);WS(1066155712,1004288134); +sum1=W(0,1029697589,1048612844,1049267618,1047132567)+W(1,1041631965,1059093756,1055750611,1014062303)+W(2,-1123217244,1056993158,1057479944,991515041)+W(3,1030265807,1055767146,1047138005,-1154741365)+W(4,-1092380195,1046969501,-1138510971,-1089062279)+W(5,-1084647474,1049129552,1024451359,-1088453014)+W(6,-1088742789,1043007167,1040560290,-1091963789)+W(7,-1086886676,-1122583780,-1122630737,-1098495965);sum2=W(0,-1111382628,-1103755803,1040858440,1011892235)+W(1,1032283234,-1084511950,-1125277089,1037768402)+W(2,1009460031,-1159433014,-1090323786,-1114728106)+W(3,1030203700,1052886875,1053584755,-1112526532)+W(4,-1109875610,-1106716388,1010964983,-1127819845)+W(5,-1071556311,1040462902,1032593498,-1096621612)+W(6,-1099343032,1040394500,-1100404332,-1071973667)+W(7,1079690007,1051792925,1007208771,1076043190);WS(-1086041375,1049976369); +sum1=W(0,1025261033,-1097190986,-1096855193,-1125608345)+W(1,1046732297,-1083643033,-1086237883,1032012444)+W(2,1036081274,-1095059844,-1093631755,-1114869141)+W(3,-1119140736,-1095180224,-1132519191,1036645660)+W(4,1051176741,1030637974,1048607039,1037693680)+W(5,1062665585,-1103554484,1026121224,1059434222)+W(6,1052562329,-1109004102,-1110078044,1052924527)+W(7,1048775023,-1118200972,1035782593,1041010310);sum2=W(0,-1144560396,1026958814,-1115199196,1029601330)+W(1,-1115106220,-1106065675,1032369083,1032763954)+W(2,-1121335223,1029124674,1042189754,-1111454114)+W(3,1021645795,1026253022,1022674491,-1109520646)+W(4,-1100298556,-1081990625,-1079547524,-1096390757)+W(5,-1108884178,1041059708,1041174181,1076866217)+W(6,1025985538,-1127158528,1024602232,-1116766618)+W(7,1011072742,1003377428,1007020790,-1115268590);WS(-1111980027,1060626277); +sum1=W(0,1032179266,-1092055397,-1102882983,1023621139)+W(1,1037158526,-1095093232,-1089823274,1030954414)+W(2,1036680203,-1139402199,-1090725010,1036765152)+W(3,-1119312598,-1108873773,-1116432156,-1146606447)+W(4,1043529367,-1113080214,1028429765,1044706422)+W(5,1064981515,-1098683411,-1101761443,1057090380)+W(6,1042557255,1030304674,1033439719,1047303429)+W(7,1041638915,-1112219839,-1104492078,1028925358);sum2=W(0,1046455264,-1090239140,1045439570,-1107703976)+W(1,1048924762,1064195571,1028879562,-1093472442)+W(2,1049435664,1027385222,1016778259,-1097201227)+W(3,-1119402461,-1105208479,1028121257,-1106239872)+W(4,-1096329612,1035962913,-1122224669,1032849260)+W(5,1036056807,1041148911,-1098806672,1030082819)+W(6,-1091675747,1041687668,-1091828205,1059898488)+W(7,-1117889585,-1104565052,-1098243254,1053658286);WS(1062681599,1040842201); +sum1=W(0,-1115361429,1050445194,-1104300209,-1108789463)+W(1,-1092926921,1063952639,-1089127203,1048981817)+W(2,1029602904,-1106041808,1043197406,1054602509)+W(3,1025443329,-1114238594,1039191171,-1117967305)+W(4,-1097788769,-1114475276,-1118282400,1042117608)+W(5,1049970971,-1090427073,1049574381,1032428200)+W(6,1049956321,-1112080775,1045778638,-1088418847)+W(7,-1123051255,1033393295,-1097758566,-1112931212);sum2=W(0,-1100048068,1043050536,-1126315713,1038735267)+W(1,-1110884051,1058830244,1053683464,-1115453090)+W(2,-1153955669,1037942519,-1100540415,-1090743949)+W(3,-1103797208,1040830228,-1098889179,-1112598570)+W(4,-1115313021,-1115683900,-1111656758,-1111714958)+W(5,1061563017,-1105966973,-1093358619,1046662525)+W(6,-1104363663,-1101879362,1037413595,1052621807)+W(7,1007755797,-1098877089,1044482581,-1118760183);WS(1062776447,1069975051); +sum1=W(0,-1112835078,-1114635034,1036893844,-1130308944)+W(1,-1094805377,1071110128,1050058840,-1113144126)+W(2,-1114270939,1044746969,1061455014,-1098008538)+W(3,-1117827459,1049407081,1018226642,-1117364667)+W(4,-1098478453,1029922778,-1108240801,-1104137265)+W(5,1041368142,-1088740684,-1111877761,-1104852259)+W(6,-1109080309,-1119589855,-1112520550,-1095764665)+W(7,-1120810969,-1103102129,-1121527653,-1103882015);sum2=W(0,-1110297977,1026197871,-1113117380,1028834725)+W(1,1034973002,1077416661,-1099362318,1035091068)+W(2,-1154986018,-1112814852,1050456944,-1110025415)+W(3,1030684381,1016280910,1027999489,-1120031976)+W(4,996515330,1032917698,-1113210551,1037052904)+W(5,-1069860026,-1103487680,-1106692355,1043940575)+W(6,1021906202,1006658352,1034055293,969317772)+W(7,1013156184,-1124181989,1018186436,-1115577362);WS(-1082599007,-1084302409); +sum1=W(0,1011517278,1052281350,1056665680,-1127095446)+W(1,1024933540,1061132051,1058821842,-1110892475)+W(2,1039136849,1052720805,1054434479,-1111586789)+W(3,1049617952,-1159632952,1043783817,-1108207315)+W(4,-1096260148,-1128228554,1035858193,-1087212124)+W(5,-1087957451,1023709101,1043137767,-1085877656)+W(6,-1102718609,-1111842501,1037286635,-1089270826)+W(7,-1106709957,-1115207149,-1130056576,-1106422582);sum2=W(0,1071226724,1065850492,-1095160239,1048459811)+W(1,1074401127,-1099027008,-1121381976,1075494724)+W(2,-1077687291,1057399482,1031151008,1044864951)+W(3,-1066953112,-1095971461,1045213405,-1072311776)+W(4,1043007163,-1127547903,-1123792544,1026509768)+W(5,-1093896652,-1107011198,1027169380,1043168485)+W(6,1019701051,1021690579,1037067951,1012395574)+W(7,1027278540,-1166810856,-1124089088,-1109946848);WS(-1118215158,-1130722305); +sum1=W(0,-1119983743,1040649785,1045520358,1039784439)+W(1,-1101267710,1070303194,-1126797149,1027132090)+W(2,-1119840977,1056727436,1059129261,-1106141431)+W(3,-1158357571,1050582583,1040938982,-1131926580)+W(4,-1098235299,-1166742058,966095017,-1094865274)+W(5,-1106608186,-1127173569,1023429181,-1085881139)+W(6,-1093134907,1030946302,-1112024885,-1088850304)+W(7,-1104503154,-1106263629,-1160489077,-1098615277);sum2=W(0,1029904221,-1092335308,1043676402,-1122933952)+W(1,1044174015,-1106663265,1050667883,-1104768174)+W(2,1032455763,1033986578,1035773679,-1122786276)+W(3,-1120585334,1030027555,-1123822916,-1118952582)+W(4,-1096734640,-1121365342,1034421913,-1122578476)+W(5,1078656606,1049347404,-1103315560,-1067932755)+W(6,-1106732625,-1114333025,1027752905,1056344301)+W(7,-1116084330,-1129253837,1025409455,1033374173);WS(-1112296443,-1083191171); +sum1=W(0,-1102688301,1052276159,1049894985,1030599873)+W(1,-1091052013,1061107959,1055519004,1038739494)+W(2,-1118018759,1052059899,1059731464,-1120252367)+W(3,1036799090,1050879021,1050382861,-1105737735)+W(4,-1095734081,-1114229790,-1124642344,-1100141489)+W(5,-1078809864,-1108354137,1039505712,1044438853)+W(6,-1095185489,-1129006466,1037196526,-1100785926)+W(7,-1113977245,-1123394945,1034647259,-1092887220);sum2=W(0,1040286055,-1093721101,1032198029,-1134366274)+W(1,-1089934078,1038410574,1064064153,-1103185345)+W(2,-1135474394,1053898256,1053501328,-1104699884)+W(3,984214720,1045555557,-1088730122,1039368980)+W(4,1059013351,-1099320981,-1113629492,-1102569648)+W(5,1075980540,-1079072621,1062572765,-1076328416)+W(6,-1093863519,1039501040,1057269325,-1081344728)+W(7,-1089334779,1050815727,-1089994189,1061819985);WS(1051639487,-1077445112); +sum1=W(0,1019039018,-1097242582,-1087680633,1023584208)+W(1,-1114024277,-1084584703,-1087958558,1046978951)+W(2,1036430651,-1090497932,-1089578188,1042440780)+W(3,1017051223,-1089989738,-1100840226,1019910405)+W(4,1049175941,-1110819225,1019116206,1058381481)+W(5,1058705186,-1110784681,1041321753,1059595066)+W(6,1057261083,-1111841304,-1120949436,1060807824)+W(7,1052092149,1037750032,-1108976675,1047705823);sum2=W(0,-1103949071,1024633771,1043027417,-1103483317)+W(1,-1096200772,-1096718424,1050158855,1036613850)+W(2,-1090478844,1037855330,1057240079,-1094761445)+W(3,1024429003,-1103545669,1036780676,-1091384835)+W(4,-1105891820,-1101612494,-1126025102,1043672886)+W(5,1053817256,-1144187697,1051748473,-1113242263)+W(6,1053166295,-1114569970,-1129269697,1043447632)+W(7,1034776200,1044262941,-1102484885,1043680942);WS(-1102141694,1066754929); +sum1=W(0,1028037205,-1105574095,-1097150806,1024767465)+W(1,996156698,-1086231302,-1092607882,-1148374821)+W(2,1011245536,-1090150659,-1085570014,1034886379)+W(3,1023537404,-1100403588,-1093685286,1017269224)+W(4,1021251426,-1123186307,1047316983,-1121670572)+W(5,1064662112,1037457517,1027553675,1053426631)+W(6,1058905527,1031219256,-1103359865,1060264850)+W(7,1048736520,1039125668,-1108923303,1047037217);sum2=W(0,1031019669,-1121000217,1005444026,-1127568330)+W(1,-1123247753,-1099801823,-1135062981,1013355589)+W(2,-1126559289,1052295626,1044314830,-1131101666)+W(3,-1122774763,1018744598,-1112001042,-1128009624)+W(4,1052911126,-1075891845,-1069105992,-1099850392)+W(5,-1120914990,1078854269,1052106082,1040255711)+W(6,-1112663055,-1097592921,1061745892,1055431083)+W(7,-1105142519,1037317546,1033712114,1029993103);WS(-1092827839,1049601702); +sum1=W(0,1048973336,-1100496851,-1114726817,-1102748075)+W(1,1035794226,-1092935501,1056141590,-1101661842)+W(2,951002293,-1127762491,-1090189951,1035295380)+W(3,1019995195,-1116434785,-1107070641,1028700102)+W(4,1037939345,1025584388,1001409895,1043768535)+W(5,1048278549,1028885900,1043222609,-1092531310)+W(6,-1107678146,1046084402,-1097823129,1059458263)+W(7,-1103464157,1033486885,1018269854,1040739973);sum2=W(0,1049954711,-1087014785,-1099866854,1047648616)+W(1,1036131868,1059724034,1059941103,-1086499077)+W(2,-1144052469,-1116739540,-1104253425,1021844703)+W(3,-1114852932,-1119117496,-1123734224,1036766656)+W(4,-1127547935,1032774583,-1104812914,1040911688)+W(5,-1147690453,-1112213150,-1118719608,1006897087)+W(6,1046092804,1037506252,1020986307,-1094365093)+W(7,1045874226,-1120467144,1020773629,-1117733622);WS(1062974879,-1132215613); +sum1=W(0,1033235448,-1103300066,-1096960767,-1181157822)+W(1,1032693326,-1084817024,-1098273063,-1120645311)+W(2,1012846527,-1093312183,-1086871647,1014937094)+W(3,1027727527,-1099477807,-1094276984,1029466479)+W(4,1024586364,1028472621,1046591191,1047884458)+W(5,1065496294,-1105457745,1027902609,1040665968)+W(6,1057013666,-1121668195,-1099580452,1061273423)+W(7,1049029078,1033797162,-1123904424,1048826162);sum2=W(0,1023555157,-1127207629,-1114727130,-1120861164)+W(1,1039733942,-1100512081,1049207316,-1114715157)+W(2,-1121732899,-1113639142,1044392032,-1111876903)+W(3,-1136150442,1035475508,-1107243417,1028106223)+W(4,1021361633,1067585393,1073213517,1051943787)+W(5,1049204344,-1072102567,-1095215585,-1100379929)+W(6,1040523175,1017790060,-1085077901,1029680046)+W(7,1017564481,-1111101803,-1115100698,-1113800818);WS(1038961915,-1122010239); +sum1=W(0,-1113106351,1052250558,1048595660,1004620105)+W(1,-1125534724,1061573929,1058549636,-1112775210)+W(2,-1126589322,1048822826,1057522353,-1137271196)+W(3,-1119328748,1048641524,1040718305,1026657556)+W(4,-1096833644,1027857155,-1116246236,-1099376311)+W(5,-1086812373,1040782707,1036452944,-1088891129)+W(6,-1095914356,-1113857108,1018281129,-1093214133)+W(7,-1103878453,-1106455448,1010557432,-1105329661);sum2=W(0,1024927837,-1162615720,1027562258,-1116580406)+W(1,-1115420496,-1109513493,1047581344,-1129828931)+W(2,-1123989928,-1118168090,1038795182,1011185933)+W(3,-1132229127,1038841827,1030671240,-1146345634)+W(4,-1098456431,1064911462,1077914250,1055923683)+W(5,-1093462217,-1072190840,-1076359256,-1107918233)+W(6,1042713369,-1114062645,1023726209,1043574176)+W(7,1029869485,-1111766417,-1119388396,-1118222006);WS(1058520191,-1103814144); +sum1=W(0,1027734728,1016280509,-1136595532,1017038583)+W(1,-1107262661,1062837304,-1109207324,1045254802)+W(2,1031430877,1040464732,1058887264,-1105442246)+W(3,1024536063,1029953906,1030731221,-1126950445)+W(4,-1128563239,-1097122909,1027978638,-1118053743)+W(5,-1096672636,1033499055,-1104843131,1044218638)+W(6,-1103880229,1030848699,1025985831,-1085861660)+W(7,-1145128486,-1109411553,-1131329888,-1107144426);sum2=W(0,-1125598974,-1168898884,-1176551015,1034702970)+W(1,1027536136,-1101298022,1041527709,-1114553387)+W(2,1035052048,-1106074654,1036785061,-1115924578)+W(3,1025333585,1024211757,1030578400,-1132148431)+W(4,-1090251816,-1089294892,-1110263367,1007931783)+W(5,1043575777,1061443693,-1085860022,1067159008)+W(6,-1104273626,1042454777,-1099982080,1028484706)+W(7,-1114791455,-1123742626,1027614804,-1148595850);WS(1061983711,-1098811342); +sum1=W(0,-1126897281,1046420622,1051270689,1012577103)+W(1,1024253613,1058369439,1058683087,-1105225996)+W(2,-1137207095,1052214131,-1097514912,1053413654)+W(3,-1109172700,1050302029,-1105013139,1042674340)+W(4,-1106195699,-1107699151,-1107438075,-1108510228)+W(5,-1089548804,1026749110,1036711743,-1088411008)+W(6,-1096732498,1024709491,-1116819519,-1118840551)+W(7,-1103000311,-1154413112,-1140694819,-1109015536);sum2=W(0,-1110181012,1041828239,1036503366,1018267361)+W(1,1038715850,-1085432172,1050199247,-1146613180)+W(2,1036970119,-1123003584,1038941240,1024296823)+W(3,-1124702635,1021003447,1013422114,1022003098)+W(4,-1116783782,-1102883314,-1099489904,-1126101987)+W(5,-1080125372,1047113133,1052019906,1071387060)+W(6,-1114155200,-1112911441,1035497971,-1093021050)+W(7,-1143100940,-1131838862,-1119585859,-1149124484);WS(1061194367,-1092415693); +sum1=W(0,-1126263470,1053058480,1051201914,1036390333)+W(1,1043857157,1047231542,1054554894,1025725222)+W(2,1044002978,1050872286,1057662314,1035642972)+W(3,1045699251,1049392206,1045022613,998479342)+W(4,-1172862130,1030237668,-1115149537,-1104881972)+W(5,-1076465248,1036659934,1021350042,-1093268199)+W(6,-1093150623,1026362746,1039247491,-1087389459)+W(7,-1095910796,1018350484,1017611295,-1111846627);sum2=W(0,1042193002,-1087595144,1018376667,-1129487679)+W(1,-1095819059,1063707892,1054016721,-1108339354)+W(2,-1103499785,-1103064253,1036978867,1041127864)+W(3,-1118637794,-1112191100,-1103241982,1034257999)+W(4,-1098446206,-1106566736,-1117386048,-1097777178)+W(5,1068295659,-1104582586,-1108034123,-1106280983)+W(6,-1110264861,1036459063,-1102127104,1052165187)+W(7,-1107248782,996655259,-1104779766,-1135489703);WS(-1094699455,1066131816); +sum1=W(0,1029004921,-1088299640,-1081848423,1049793485)+W(1,1043166228,-1084821317,-1084057276,1050253240)+W(2,1041612884,-1104203619,-1084563631,1029407446)+W(3,1012128942,-1096241030,-1099802604,1035949114)+W(4,1048637514,-1139594888,1042128105,1059460685)+W(5,1059873140,1020508084,1026023615,1060796209)+W(6,1047596309,1048504406,-1125172935,1055943200)+W(7,-1105809528,1051471881,-1115227886,1050483936);sum2=W(0,-1118034101,-1097493973,1051802488,1060779432)+W(1,-1119327164,1060027297,1057101737,-1104519356)+W(2,-1106905521,1057962293,1044004337,-1101970936)+W(3,-1082144605,-1086721729,-1098665363,1002331293)+W(4,998397725,-1112558489,-1114203174,-1086062785)+W(5,1066349798,-1091352583,-1099984065,-1092333837)+W(6,-1133317807,-1102635709,-1094257268,979464170)+W(7,1070824403,-1114333706,-1094504499,1046794021);WS(-1074268304,1079667699); +sum1=W(0,1027760991,-1090199334,-1101508903,-1107189325)+W(1,-1113641470,-1087996124,-1090363950,-1136873402)+W(2,1033891144,-1096484091,-1083961527,1031162561)+W(3,1035917755,-1093567651,-1098094611,-1126712892)+W(4,1054303683,-1107632246,1035260131,1054199089)+W(5,1067750847,-1101800081,1005391451,1062422475)+W(6,1052689284,1046337921,1034855959,-1113534839)+W(7,1045977323,1042992013,-1150999418,1031942551);sum2=W(0,-1121805095,1045040397,-1100757902,-1109104193)+W(1,1048674700,-1080397282,1080470972,1045986101)+W(2,1048446997,1054845861,-1070026310,-1091901802)+W(3,1027039508,-1113850952,-1109557127,-1113936425)+W(4,-1125556022,1026278254,-1125509919,1040683096)+W(5,-1095181876,1050380898,-1112163985,1049174250)+W(6,-1110936398,1033243862,-1131668233,-1122013099)+W(7,-1103996340,1036778147,-1144282357,1038355211);WS(-1085238047,-1082053459); +sum1=W(0,-1138285833,1010512412,1039996894,-1106787663)+W(1,-1094657608,1045540841,1053399812,-1108632776)+W(2,1037328759,1044326914,1051732998,-1101713608)+W(3,-1109379868,1057105320,976543556,-1111697288)+W(4,-1119213276,-1128637723,-1104330662,1048926451)+W(5,1010216242,-1096910157,-1108017347,-1130975030)+W(6,1025236158,1015829447,-1101323868,1034301867)+W(7,-1109745879,-1108664266,-1111437732,-1128978334);sum2=W(0,1032956443,-1119700813,1025825838,-1124623913)+W(1,-1101336864,1046009611,1032253087,1027185909)+W(2,1029736763,-1108021530,1060071017,-1094263361)+W(3,1039412150,-1092338318,-1111711122,-1112090109)+W(4,-1135835500,-1114452863,1021162350,1042257288)+W(5,1048892371,-1102267892,-1109212782,1053804277)+W(6,-1101254223,1037505372,-1105958464,1036906607)+W(7,-1114145526,-1125671849,996911332,-1115069322);WS(1060867039,-1136390908); +sum1=W(0,1034805910,-1094311080,-1085412379,-1127355032)+W(1,1029669941,-1084691216,-1093352008,1035163860)+W(2,1021674692,-1088125293,-1088428116,1042066222)+W(3,1021261983,-1091872390,-1096644095,1040577786)+W(4,1049208039,-1108149971,1047055468,1049179798)+W(5,1063283264,-1103012671,1036232649,1060583566)+W(6,1055147879,1026233836,1024178471,1058522472)+W(7,1041474713,1049799631,-1126656770,1050065089);sum2=W(0,-1098827199,-1085747691,-1063752230,1035672114)+W(1,1035178389,1075347264,1077059336,1049155846)+W(2,-1144855824,1034654874,1056308660,-1107113032)+W(3,-1127184278,1014935340,-1121418857,1035201737)+W(4,1041803367,1034418818,1013645866,-1093487673)+W(5,-1096808218,1049524211,-1106855503,1041184099)+W(6,-1119639669,1030856901,-1122362105,-1129382302)+W(7,1011408026,-1115004359,1027103888,-1122522987);WS(-1090674303,-1100343233); +sum1=W(0,1040422273,-1094093465,-1091881416,-1120232797)+W(1,-1138867958,-1089254334,-1085938046,1026412864)+W(2,1033565615,-1085407367,-1089797193,1033879777)+W(3,988102399,-1105032111,-1095206984,1019476032)+W(4,1052500896,1023553551,1036288004,1051419109)+W(5,1067891162,-1115349187,-1112170192,1061270771)+W(6,1016645247,998486818,-1112030904,1060067146)+W(7,1036835111,1040345019,1027103050,1041715172);sum2=W(0,-1114130867,1043012943,-1101425729,1040618154)+W(1,1044229537,1078734719,1049717343,-1122148687)+W(2,-1097134960,-1066172228,1058416067,-1110193301)+W(3,1037459780,1051160418,-1087270128,1037070268)+W(4,-1135257643,1033653009,-1121139419,1012698939)+W(5,1020747990,-1131387750,1038119907,1047429512)+W(6,-1105653505,-1124290574,-1162837210,1045573328)+W(7,1029335953,-1119987003,-1142454518,-1098650023);WS(-1083751903,-1076119444); +sum1=W(0,-1106029427,1054460828,1056842307,-1115245576)+W(1,-1113929101,1061549380,1062160243,-1102084379)+W(2,1029734646,1034628298,1051628466,-1115339007)+W(3,-1147960477,1027250487,1040780998,-1110488366)+W(4,-1096614035,-1118873130,-1108216057,-1093345814)+W(5,-1088621915,-1118044066,1032187759,-1087844584)+W(6,1039622221,-1114025640,-1125935063,-1095344475)+W(7,1052549785,-1101242061,-1103117229,1023285463);sum2=W(0,-1105635988,-1133541327,1041896729,-1142266798)+W(1,-1104742183,1059101684,1052249127,-1108468488)+W(2,-1111519795,1022626513,-1116644500,1004562934)+W(3,1007186587,-1114250343,1036478091,1009402627)+W(4,-1119640286,-1143926222,-1116438034,-1109207785)+W(5,1057719514,-1107716245,-1116983273,-1132044399)+W(6,1040987637,-1093640310,1036001553,1049160976)+W(7,-1094402391,-1102449905,-1115139384,-1103527129);WS(1032624635,1033521535); +sum1=W(0,-1117491096,-1100587359,-1098906814,-1131553039)+W(1,1049918570,-1078593782,-1081513385,-1112834618)+W(2,1016822387,-1092053629,-1105649745,1045795365)+W(3,-1113168565,-1095243062,-1096260814,1035361729)+W(4,1047570260,1025984961,1045470610,1051615627)+W(5,1043587024,1040182861,1036113314,1060987922)+W(6,1059398075,1032631435,1012071435,1056209202)+W(7,1051600524,1034850724,1023888652,1049440024);sum2=W(0,-1099208280,1027875109,-1092384767,-1111826236)+W(1,-1106561040,1062273543,1064661507,1026789677)+W(2,1046407154,-1108191451,-1087164405,-1093448876)+W(3,1042570396,-1104593420,1044380270,-1102666308)+W(4,-1100947515,1048636172,1034661269,-1095745094)+W(5,1068550638,-1099981129,-1098451609,-1112642295)+W(6,-1106740917,1049739863,-1118651857,-1104229197)+W(7,-1105841536,1048025970,-1095995165,-1103404028);WS(-1085606847,1061985400); +sum1=W(0,-1117164584,-1114895517,-1089905075,-1108997980)+W(1,-1103105924,-1077801587,-1095264598,1031768707)+W(2,-1110420181,-1088999487,-1097956992,1041900981)+W(3,1014163116,-1096151518,-1098379486,1037113665)+W(4,1056544190,-1114811305,1040581229,1057688104)+W(5,1055481056,-1110202349,-1107526493,1062390314)+W(6,1051900674,-1108027100,-1118208771,1062127874)+W(7,1057425872,1041210774,1024450541,1048102065);sum2=W(0,1048912334,-1090084783,1048760593,1025785873)+W(1,1056133856,1066763200,-1114768213,-1096464036)+W(2,-1121968309,1058187354,-1086306359,-1104154812)+W(3,1015120151,-1128581905,-1113492694,1033410161)+W(4,-1119218892,1008603006,-1126760968,1035955606)+W(5,1064934573,-1080670875,-1094704139,1007739746)+W(6,1050702067,-1125625514,1031309677,-1089946445)+W(7,-1102128709,1039335694,-1109240237,1025685973);WS(-1090966143,-1078936607); +sum1=W(0,-1108278025,-1108945587,-1086961670,-1116393227)+W(1,-1105522375,-1081986687,-1086695325,1051625062)+W(2,-1091195697,-1086453117,-1089148367,1058727904)+W(3,-1109728971,-1091172115,-1092689140,1052016408)+W(4,1041859343,1035952359,-1116819366,1058706816)+W(5,1059190367,-1104043025,1041797992,1060094467)+W(6,1055062080,-1093101306,1053094890,1061098519)+W(7,1058930855,1034498693,1015960496,1056115606);sum2=W(0,-1119417071,1050920275,-1118025227,1023528661)+W(1,1009798795,-1098493686,-1112399565,-1105978590)+W(2,-1111364082,-1124489419,1036263434,1040834561)+W(3,1033368796,-1089345484,1048582480,1041397121)+W(4,1065042273,-1077701631,-1073269716,1075422545)+W(5,1067662601,-1083676116,-1078616397,1069638520)+W(6,-1079439326,1070390370,1044144047,-1093932676)+W(7,-1070108577,1077727906,1068400636,-1078082886);WS(-1079921856,1049308945); +sum1=W(0,-1133949626,-1118082277,-1165865787,1030068962)+W(1,1018623990,-1094507016,1053008345,1050882798)+W(2,-1146454049,1043504665,1052481994,-1106924392)+W(3,1040905769,1026870489,1047635255,-1116987117)+W(4,-1108803021,-1111921110,1025440517,-1187780005)+W(5,-1106873963,-1104818073,-1120535059,1038634079)+W(6,-1101591143,1041667424,1046575523,-1087778738)+W(7,-1110197734,1031554658,1031519031,-1101174683);sum2=W(0,-1095066961,1038856572,1059176005,-1116556974)+W(1,1050308919,1055715442,-1076691076,-1100395256)+W(2,1032406727,-1123959066,1046498927,1040792410)+W(3,-1141998384,1032868606,1028959950,1011901446)+W(4,1050790436,-1173649795,-1114011261,-1096412953)+W(5,-1097771226,1040413046,1024138419,1058179896)+W(6,-1106160519,1033840078,-1106323994,1039711359)+W(7,1038360912,-1107910389,-1127468978,1018212767);WS(1060842367,-1123947436); +sum1=W(0,1023159627,1047784339,1048950736,1024730985)+W(1,1017803651,1060112037,1057388094,-1105241169)+W(2,1035962309,1057656339,1062491953,1037913699)+W(3,1032728670,997860858,-1114528913,1028045772)+W(4,-1098772880,1026072115,-1122548355,-1097448124)+W(5,-1085451727,1037652837,1037590622,-1087773444)+W(6,-1089872870,1033785172,1034810634,-1088044111)+W(7,-1103124285,-1114288296,1008900343,-1102522557);sum2=W(0,-1112740722,-1121600279,1001103237,1026131421)+W(1,1032928238,-1097923247,-1108221277,1046858645)+W(2,1040344552,1057336110,1069212508,1042166107)+W(3,-1091819295,-1107037379,-1095628134,-1082879617)+W(4,1038637096,-1108393699,-1114822986,-1133854939)+W(5,-1103185020,-1101308237,1029862733,1037424280)+W(6,1019342369,-1145606165,1036213344,-1120290433)+W(7,-1122429445,1034167562,-1111520861,1039461314);WS(1038606587,1058047160); +sum1=W(0,1042118304,-1093024127,-1095018974,1026865207)+W(1,1033639368,-1100730470,-1082724754,1051307036)+W(2,-1109598961,1040951763,1036658562,1046742309)+W(3,1015037525,-1098528366,-1113143704,1028927539)+W(4,1048945010,-1117800769,-1136300775,1044423619)+W(5,-1097872036,1044405134,1005722288,1054092644)+W(6,1033100505,1044812414,1047528601,-1091674216)+W(7,1047837568,1044220906,1032954286,1030352835);sum2=W(0,-1103301852,1052242374,1045860939,1050657429)+W(1,-1091436731,1066745360,-1100974944,1060573163)+W(2,-1097267636,-1113016512,-1079344782,-1104427284)+W(3,-1107511544,-1113648424,-1119497008,1038196249)+W(4,1013554208,-1106328874,-1103122208,-1111592920)+W(5,1055083328,-1113723980,1015168980,-1111727364)+W(6,1034990326,1034643320,1051192034,-1098647652)+W(7,1042188938,-1140986496,-1122594772,-1110499846);WS(-1095257599,1052962039); +sum1=W(0,1031300369,-1111219488,-1097695335,-1106746181)+W(1,1037361867,-1088861218,-1083536631,1046667354)+W(2,-1128966365,-1115618056,-1107201338,1040829967)+W(3,-1115420664,-1138753100,-1117058422,1034540700)+W(4,1042046133,1032102291,1036635571,1053309708)+W(5,1053570633,-1103814096,-1110849586,1060606673)+W(6,1033575580,1023220920,-1130665360,-1101583222)+W(7,1041019129,1041468947,1009452933,1029127944);sum2=W(0,-1121249932,1025195792,-1089705070,-1137205193)+W(1,-1101149788,1054529493,1049206515,-1137006201)+W(2,-1115985020,1050074620,1039074115,1034796937)+W(3,1026538132,-1103055048,-1104546681,-1140489533)+W(4,1014073009,-1131583764,-1106134583,-1116057142)+W(5,1044729510,1030258377,1023734245,1040872535)+W(6,-1108168105,1041497164,1045578999,1024555690)+W(7,-1093226929,1036128894,-1131316168,-1105229574);WS(1058062751,-1100017341); +sum1=W(0,1020928695,1054737968,1055064995,-1129599006)+W(1,-1111175932,1057524464,1061839865,-1098371705)+W(2,-1108487635,1039434185,1062722401,-1108928286)+W(3,-1134533769,1054765971,1053936411,1028685770)+W(4,-1108714620,1035506764,-1110864465,-1094744478)+W(5,-1081607655,-1115102560,-1103907470,-1089137095)+W(6,-1089739654,-1103382940,1038105413,-1111400813)+W(7,-1094983833,-1101904010,1038153674,1037008853);sum2=W(0,-1114205611,-1100522159,1034733544,1046625968)+W(1,-1079666171,1066071967,1034693600,-1097342682)+W(2,977545170,1062799024,-1087077400,1041595755)+W(3,-1145403458,1015933409,-1097179722,-1106070846)+W(4,-1093312378,-1103988998,1026537136,-1147999170)+W(5,1059803421,-1114956972,1049229753,1057288295)+W(6,1057064650,1050850828,-1104980683,-1088579916)+W(7,1055355590,-1115357129,997711860,-1086854504);WS(1033636603,-1075190676); +sum1=W(0,-1125697208,1043969999,1051253486,1030520392)+W(1,-1109653337,1064791929,1058583983,-1114269946)+W(2,1032435172,1055881859,1057642082,-1102211630)+W(3,996293820,1053053914,1033241689,-1120127764)+W(4,-1100430004,-1122877346,-1117233131,-1096251285)+W(5,-1093290764,-1109909101,1036037681,-1085953223)+W(6,-1098086422,1029223000,-1123582788,-1088005167)+W(7,-1119839106,-1103406294,-1125435099,-1102333361);sum2=W(0,1024626781,1041562727,-1113787644,-1120200303)+W(1,-1124733431,-1112371618,-1114475538,1013431061)+W(2,999438554,-1098117165,1032748777,1027814217)+W(3,1007930813,-1140542509,1042886038,-1116912567)+W(4,-1106166077,1028143351,1041916719,-1109535466)+W(5,1051805575,1068535590,-1097688999,1029531851)+W(6,-1114245048,1029048009,1074776935,1061661699)+W(7,-1093997696,-1072079702,-1076933565,1039886302);WS(1051996799,1040628126); +sum1=W(0,1042171100,-1106536569,-1096999331,-1106876926)+W(1,1040804174,-1079279688,-1087433914,1014013938)+W(2,1024260165,-1090750082,-1085040172,1038633599)+W(3,-1111941370,-1091794355,-1096245875,1032103150)+W(4,1056769919,-1132737450,1032518006,1064227732)+W(5,1052514885,1035728257,-1121739327,1057736892)+W(6,1058371760,-1126170017,-1115112214,1059334684)+W(7,1050507101,1036168684,-1129820331,1051111478);sum2=W(0,1040517176,-1119182790,-1105938617,-1097197656)+W(1,1050425804,1048225474,1048788314,-1107105879)+W(2,1044838414,-1097162220,1050055380,-1108102513)+W(3,978890108,1043193320,1028263310,1026907274)+W(4,-1072247475,-1106333570,1047663602,-1063141508)+W(5,1082212097,1014706728,1017343300,1073986693)+W(6,-1108483496,-1105252179,1023560998,1063649950)+W(7,-1096883524,1025416282,1016727612,1040597170);WS(-1079662656,1075711984); +sum1=W(0,-1108214827,1049467004,1054381451,-1136749190)+W(1,-1102094902,1064079536,1060357369,-1112256994)+W(2,-1113236619,1050217386,1058102849,1019461885)+W(3,1015637672,1053154499,1046694646,-1115387518)+W(4,-1104318006,-1124862997,-1111920714,-1099895821)+W(5,-1088977984,-1093653775,-1099490085,-1094055613)+W(6,-1093377643,1026036560,1047054555,-1094018397)+W(7,-1097489705,-1117787456,-1122648846,-1102869707);sum2=W(0,1027700788,1049653321,-1120307380,1021596406)+W(1,1035450862,1054975194,-1100871897,1031902674)+W(2,1036068426,1042197470,-1106853601,-1146279384)+W(3,1030087008,-1133477273,1034125536,-1108044351)+W(4,1038499992,-1099826066,-1094559059,1037868882)+W(5,1073269037,-1076192259,-1070411479,1074972319)+W(6,1032586692,-1107184127,1024067187,992333684)+W(7,1010404410,-1104237818,1032061183,-1129244749);WS(-1121360374,-1077155152); +sum1=W(0,1042009047,-1091586093,-1092428892,-1105583845)+W(1,1057317824,-1088356100,-1087526962,-1135496901)+W(2,1028773828,-1086275726,-1084718223,1037107234)+W(3,-1116736729,-1086839898,-1096882940,1042777544)+W(4,1057449542,1039912928,1036329976,1053987635)+W(5,1067018703,1035631092,-1114441548,1037542524)+W(6,1051794540,1020991498,1024846769,1053143538)+W(7,1050512766,1041911145,1032759069,1049337758);sum2=W(0,1027223630,1050237475,-1108922684,-1122349048)+W(1,-1097496437,1061603028,-1093984844,-1123059666)+W(2,1008041239,-1136134543,1054912466,-1101147358)+W(3,-1103013196,1037079763,1050990810,-1113710228)+W(4,1047134367,-1105600910,1024154790,-1102817435)+W(5,1069845393,-1090292072,1041276041,-1086242189)+W(6,-1107987422,-1109079234,-1122818012,-1091188340)+W(7,-1097181289,-1109791787,1047206075,-1126348732);WS(-1087087711,1067831143); +sum1=W(0,1043354114,-1094089577,-1110686621,1034272753)+W(1,1041026663,1019000899,-1090322161,1046815315)+W(2,-1131457456,1054466495,1048378971,-1116058688)+W(3,1032034947,1043401342,1045446607,-1115558139)+W(4,1051348739,-1097882829,1006467012,1034360523)+W(5,1049291409,-1099191041,-1098171061,1056352764)+W(6,-1090870248,1036945505,1036956791,-1098372646)+W(7,-1098529593,1026141794,-1124941614,-1103803571);sum2=W(0,-1114282503,1065651536,-1147554302,1046033632)+W(1,-1106001859,-1076523823,1052996561,1044655964)+W(2,-1101664028,1059971501,-1095873418,-1104436397)+W(3,1023732858,-1119149512,1037179306,1015764662)+W(4,1061103542,-1117467216,1034466187,1021728539)+W(5,-1081697027,-1105745303,1040544990,1047372498)+W(6,1058036758,-1110996319,-1119054372,-1094800655)+W(7,1033040332,1028498617,-1120190386,-1113369666);WS(1040537598,-1164677141); +sum1=W(0,987031402,1052904912,1058921623,1044447583)+W(1,1042738997,1059765434,1059494147,-1121775302)+W(2,1049696256,1045203303,1053249925,1038434732)+W(3,1044766000,1032179929,1049549231,1024826006)+W(4,-1089009751,1009017491,1051360885,-1079854668)+W(5,-1085199868,1042102879,1049103971,-1082135643)+W(6,-1094593271,1033340813,1037325507,-1087718171)+W(7,-1111725730,-1103499809,1040792940,-1098502833);sum2=W(0,-1099930216,-1110661913,-1076904032,-1105450770)+W(1,-1097641768,1067640588,1054929191,-1087670985)+W(2,1034849198,1041628489,1043325457,-1093727900)+W(3,1026936119,1071055811,1024934811,-1089823109)+W(4,-1104228342,-1133206564,1064235564,1034745372)+W(5,1058849806,-1095527236,-1159337186,1055270313)+W(6,1047258529,-1123329564,-1097371942,1055379319)+W(7,-1093861556,-1079977593,1053074558,-1091022953);WS(-1072228928,1076959210); +sum1=W(0,-1100954468,-1090494943,-1102211417,1049440860)+W(1,1055014377,-1085929645,-1089397123,1040518102)+W(2,1056933930,-1103710088,-1092416799,-1102413547)+W(3,1025160513,-1097219837,-1099959722,-1100924366)+W(4,1049042513,-1094165323,1046258910,1052420434)+W(5,1059399711,-1115570152,-1113742940,1057628335)+W(6,1056457065,1054320058,-1095616949,1055649007)+W(7,1043339918,-1113497047,-1096288332,1043274798);sum2=W(0,-1106259401,1057292562,-1091193116,1037249746)+W(1,1033553146,-1101074553,1045032769,-1118512137)+W(2,1049532353,-1085599381,1047290760,-1118437421)+W(3,-1112769969,1036239865,1045403080,-1112295163)+W(4,-1089499743,1035766214,-1099278743,1058952598)+W(5,1052938455,-1107284433,-1120311473,990544085)+W(6,1060306657,-1105441959,1032001159,-1096914685)+W(7,1036770528,-1117837555,1037527897,-1095081062);WS(-1095248895,-1088416713); +sum1=W(0,1041397006,1023033498,-1112623265,991086878)+W(1,-1106522737,-1085500137,-1095527100,-1100414321)+W(2,1040515607,-1093888960,-1103431285,1032194452)+W(3,-1119710941,-1112974208,1025813699,-1113785099)+W(4,-1129854724,1018002536,1025280780,1049658160)+W(5,1061179113,-1098081679,-1101036339,1056723856)+W(6,1055178889,1040437430,-1121954805,1050067968)+W(7,1044420741,-1122583614,-1107604207,1027165141);sum2=W(0,1038308115,-1105447726,1049351198,-1115281709)+W(1,-1079410563,1070791012,1061131477,-1086190321)+W(2,-1106071111,1050939464,-1080774986,1055352031)+W(3,999244165,1021655353,-1096576742,1042421121)+W(4,1044927538,1036918381,-1132663474,-1101546004)+W(5,-1124003323,1035199903,-1104633062,-1105825160)+W(6,-1100497740,1038597174,-1119052371,1054621998)+W(7,-1123561791,-1141223925,-1126972585,1042910101);WS(1057802399,-1081431823); +sum1=W(0,-1131892376,-1097592621,-1093480916,-1122831751)+W(1,1034931072,-1086955360,-1087992005,1041203877)+W(2,1023514439,-1099624791,-1094219074,1020249162)+W(3,-1102408215,-1103351679,-1104094712,-1183605377)+W(4,1050095280,1003466633,1031929377,1050038833)+W(5,1062569267,-1108251076,-1150646211,1058335651)+W(6,1053253320,-1110979235,-1123920403,1052617634)+W(7,1047799764,1031403703,1022403704,1037479577);sum2=W(0,1035677532,1015597088,1032567526,-1104748298)+W(1,-1071563129,-1131466492,1042180726,-1097271446)+W(2,-1105574565,1049167232,-1088097679,-1073203825)+W(3,1076846054,1054919113,-1104411749,1074066983)+W(4,-1106402955,1010146816,1028805714,1030425414)+W(5,1026492053,-1139412188,-1122721452,1036072793)+W(6,1046304011,1013464552,-1121571686,1021201077)+W(7,1040423027,-1159010626,-1115684312,-1108010622);WS(1057159391,-1098185256); +sum1=W(0,-1139848194,1059107990,1062337777,-1115997840)+W(1,1040272534,1060188982,1058844902,-1110900998)+W(2,1022311680,1055455830,1050305613,-1124007614)+W(3,1025640163,1058488623,1052112283,-1122049771)+W(4,-1096884471,1026934458,-1108105457,-1099145229)+W(5,-1081840204,1050661700,-1128707950,-1083284577)+W(6,-1088086212,1018441343,1025671020,-1086268415)+W(7,-1095187909,-1115150240,1032949738,-1093503993);sum2=W(0,-1087901783,-1065703489,-1063663228,1056249112)+W(1,-1096100666,1074103439,1050922399,1050240307)+W(2,1046757851,1075028289,1078895155,1050011361)+W(3,1031802636,1041242105,1011769164,-1111613200)+W(4,1049313091,1049727089,-1098679170,-1090194820)+W(5,-1091782161,1043947681,-1118968312,1059446328)+W(6,999915799,1046896549,-1103451878,1051412884)+W(7,1040180956,-1120669738,1036070334,-1097222567);WS(-1076050352,1072169512); +sum1=W(0,-1110549812,-1096217239,-1127017300,-1112010473)+W(1,-1102358403,-1098236010,-1101316183,1041474168)+W(2,-1103941101,1015309803,-1097462672,1035256808)+W(3,-1127729580,-1124828306,-1109990262,-1126807163)+W(4,1055039585,1017026201,-1127012698,1032805651)+W(5,1058693100,-1103052317,1027743346,-1107675851)+W(6,1047069339,-1108585145,1025923518,1050718238)+W(7,1033573870,1030091394,1029935559,1040782175);sum2=W(0,-1103808603,1044516259,1013406324,-1115222730)+W(1,1035011293,-1093760521,1056099238,-1133607278)+W(2,1005150868,1046105407,-1097063741,1045426354)+W(3,1014354189,1034790704,-1106358807,1038138903)+W(4,-1091636530,1036643390,-1105744683,1048651312)+W(5,1065398243,-1087652578,1056116581,-1082257366)+W(6,-1105190986,1031045850,-1106429625,1052543946)+W(7,-1124610775,1033997397,-1129675875,-1143243436);WS(1065781680,1039008007); +sum1=W(0,-1132228043,1052030887,1052873269,1041247860)+W(1,1029031978,1065817909,1057769989,-1116017645)+W(2,1018467582,1052683781,1059292430,-1114552992)+W(3,1039500994,1042767258,1045381867,-1119698444)+W(4,-1090939837,1043969975,-1122380132,-1087848896)+W(5,-1090130600,1043124941,-1167945460,-1086321043)+W(6,-1089813139,1037105136,1037414446,-1093123180)+W(7,-1088918334,-1139723011,1016187596,-1093950448);sum2=W(0,1024852101,-1131141686,-1105284792,1038177586)+W(1,1016571646,999573799,-1123455081,1031995320)+W(2,-1108656521,1052574782,-1107419527,1033741319)+W(3,-1120710323,-1103717942,-1099142208,1035134998)+W(4,-1105200928,1044997454,1023745983,-1114385091)+W(5,1073904332,1045931554,-1102654886,1057384109)+W(6,-1130292726,1041285787,-1113399825,1075963065)+W(7,-1070457563,1044467987,-1101763500,-1072886122);WS(-1090516543,-1087531312); +sum1=W(0,-1135375282,1025750638,1040358473,-1105337757)+W(1,-1111479074,-1082649657,1034124454,-1113059195)+W(2,1036163039,-1114570479,-1098312091,1044282546)+W(3,-1110047807,1044483760,-1112260786,-1123738614)+W(4,-1109155234,1043065477,-1112133319,1026287071)+W(5,-1113637434,1048811350,1049735832,-1111070925)+W(6,1044131649,-1111303053,-1104740686,1056333811)+W(7,1039433994,-1136462731,-1128712224,1049914271);sum2=W(0,1009904581,-1112829049,1027164873,-1122757257)+W(1,-1099518373,1064179702,1020364514,-1113467627)+W(2,-1095677862,1039050377,-1092934445,1032421699)+W(3,-1112743661,1022655162,-1106885375,1020800146)+W(4,-1115430893,-1116391321,-1111953049,1002742314)+W(5,1059311413,-1098741962,1025748661,-1098221748)+W(6,1041708988,-1119491053,1036551469,-1139891301)+W(7,1032689603,-1122814953,1025848261,-1124766450);WS(1059528063,1057564569); +sum1=W(0,1023855952,-1112481934,-1096201122,993737087)+W(1,-1100822612,-1101379550,-1089271861,1051519336)+W(2,-1109486813,-1101173547,-1129312776,1027584566)+W(3,1035631854,-1097162722,1031993577,-1127107174)+W(4,1044928820,-1119101474,1036364765,1052073475)+W(5,-1090210244,-1095066725,1026047377,1057871347)+W(6,1051680014,1038809676,1043887545,1027452795)+W(7,1050823828,1037595092,-1152581582,1038521522);sum2=W(0,1034094594,1029678117,-1115270098,-1106514375)+W(1,1009317700,1052560633,-1095879627,-1112949179)+W(2,1021633582,1034084538,-1128108776,-1126355148)+W(3,-1106252693,1049223604,1040297892,1010987268)+W(4,-1103891997,1044342701,-1109616345,1025588625)+W(5,1062070608,-1103446924,-1107320484,1029083209)+W(6,1035054672,-1098743078,-1131810302,-1100067512)+W(7,990783407,-1102218346,-1123491293,-1117785257);WS(1061977215,-1122204685); +sum1=W(0,-1109554099,1053305789,1053794732,-1124031333)+W(1,1036027519,1059361796,1058003360,-1105250724)+W(2,1055353398,1051669497,1055117810,959521497)+W(3,-1136942561,1047158647,1037705519,1038275624)+W(4,-1096176108,1027213295,1017895407,-1090279300)+W(5,-1081723655,1033714163,1024566052,-1093816822)+W(6,-1097892492,1006220452,-1125004641,-1090510080)+W(7,-1098784634,-1145512357,-1112881733,-1101480172);sum2=W(0,1032430477,1021325630,1028856727,-1113155109)+W(1,1048044904,1070862297,1050891972,-1105712018)+W(2,-1070110178,1035516985,1074403261,-1081128362)+W(3,-1092804751,-1122256510,-1108990845,-1092435520)+W(4,-1128331832,-1139715524,1036996819,993552399)+W(5,1042132916,1040898786,-1111526035,1042508384)+W(6,-1115800491,1038841221,1025048067,1044319918)+W(7,-1109033129,1007165668,-1119663830,1033559089);WS(-1096328959,1070879408); +sum1=W(0,-1131726569,1050717891,1056909741,1047483149)+W(1,1016192218,1064784543,1049879450,1017405984)+W(2,-1130210629,1055866677,1054175424,-1134185032)+W(3,1022798351,1050331269,1052923070,1039283496)+W(4,-1097194674,-1120381614,1043610432,-1084253114)+W(5,-1088019878,1046790989,1029856307,-1084428714)+W(6,-1096076442,-1106891777,1044095416,-1087922381)+W(7,-1089646420,-1103492015,1045347898,-1098682228);sum2=W(0,1041094096,-1083918511,-1092572599,-1096731787)+W(1,-1134738767,1050600846,-1081752188,1030029833)+W(2,1049526473,1056806956,1060518769,-1112066554)+W(3,1038503381,1040255570,1052566197,-1103571503)+W(4,-1081783724,1061218424,1074300082,-1072213302)+W(5,-1098909280,1055931246,1062246408,-1088492050)+W(6,1066457366,-1080408758,1030722387,1054813136)+W(7,1074348460,-1074863778,-1082314750,1061557517);WS(-1093955647,1022010191); +sum1=W(0,-1118029508,1040858863,1051129150,1027472455)+W(1,-1100976252,1064764899,1058284788,1017520774)+W(2,1019653215,1054989120,-1094249656,1048038797)+W(3,1006149335,1047833420,-1137681219,1015004427)+W(4,-1110637352,-1129027011,-1110971745,-1126583382)+W(5,-1092969620,1032062845,1043546956,-1083829535)+W(6,-1098669306,-1114080636,1049944248,-1093269900)+W(7,-1092663640,-1120661351,1039113958,-1101321193);sum2=W(0,1010923567,-1099241242,-1109340305,-1125700855)+W(1,-1086770251,1061340682,-1097784845,-1097524591)+W(2,-1136610695,1059369820,-1091236020,-1119687254)+W(3,-1146172877,1042204527,-1103210716,1034141799)+W(4,-1121076246,1010348245,-1138307987,1041739108)+W(5,1059475190,-1104554020,1043843262,-1122648580)+W(6,1048517727,-1105357691,1042867821,-1097965354)+W(7,-1117941982,1026766467,1021404807,1020884025);WS(1057685119,1067243116); +sum1=W(0,1016923756,-1100618635,-1098308652,-1129459555)+W(1,-1095493364,-1088191051,-1090418529,1004671913)+W(2,-1112175056,-1101363479,-1089905135,-1098633785)+W(3,-1131471418,-1097291652,-1106099897,1046138501)+W(4,1049587364,-1111775882,1029422892,1053516928)+W(5,1065512192,-1112549294,-1114348966,1057639529)+W(6,1052631981,-1111153757,-1103551521,1058720438)+W(7,1052947846,1020473821,995391206,1043712557);sum2=W(0,-1130956898,1023877693,-1140292462,-1131225411)+W(1,-1077027280,1069127322,1042914798,-1103681442)+W(2,1031803188,-1103125793,1071847872,-1076028808)+W(3,949706042,-1132087796,1043076855,-1101294062)+W(4,-1137158572,-1128428036,1018006973,1018110051)+W(5,1043315619,-1147115303,1020723155,-1224504659)+W(6,1043270022,-1133954299,1020554514,-1120948958)+W(7,1015417250,1025989218,990350747,-1113817590);WS(-1097928959,-1082976358); +sum1=W(0,-1123678010,1050550727,1057835343,1027664520)+W(1,1052451146,1062299789,1057764410,-1106569905)+W(2,1038567635,1057826487,1049034640,-1103556709)+W(3,1040222651,1060823717,1041175724,-1108799690)+W(4,-1096462854,1032858337,-1108038941,-1089326063)+W(5,-1087127986,1042469806,1021803093,-1083721351)+W(6,-1094118206,1031016631,-1104920125,-1097735566)+W(7,-1089053734,-1107162784,-1129264698,-1100805265);sum2=W(0,1048150071,-1095900368,-1087082495,1059738223)+W(1,-1080186607,1063110279,-1108343021,1052511773)+W(2,-1072132845,1071639576,1074904245,-1078381471)+W(3,-1071397334,1077341373,1076364217,-1071450961)+W(4,1046247330,1025055065,1034470847,-1092378156)+W(5,-1090059649,-1094453880,1045395587,1033545850)+W(6,1039712953,-1103894182,1053230483,-1107095292)+W(7,1049211915,-1120241798,1032308634,-1113577164);WS(-1093482751,1040242403); +sum1=W(0,-1123956286,1045008905,1051279307,-1101135214)+W(1,-1138012647,-1132973569,1049489177,-1107524598)+W(2,1042720691,-1098383795,-1096848358,1034129455)+W(3,998898338,-1118268600,-1104810279,-1130324184)+W(4,-1106067054,-1135242283,-1112732162,-1160860306)+W(5,-1113266773,-1121978915,1029341500,-1101021318)+W(6,1059206814,-1102892456,-1098727290,1049504725)+W(7,1052043149,-1099073308,-1104163113,1049756222);sum2=W(0,-1101078445,-1122671355,1055811875,1050603120)+W(1,-1105220793,1066111209,1038805789,1048531671)+W(2,1034851673,-1130092003,1026095418,-1091713187)+W(3,1020293663,-1094690648,-1137910742,-1122031169)+W(4,-1087609936,-1108269543,1034695967,-1086548128)+W(5,1071017234,-1104320030,-1089139562,-1088336312)+W(6,-1089969509,1049804877,-1100901763,-1115602704)+W(7,1053616941,1054827086,-1103744367,-1121274059);WS(-1112146683,-1077736475); +sum1=W(0,-1130792414,-1090490649,-1099064529,-1128590341)+W(1,-1117834531,-1101063739,-1086623314,-1147973299)+W(2,1033724609,-1094725676,-1084449173,1007065251)+W(3,-1122914526,-1097461352,-1097837640,1024083798)+W(4,1028859267,1017948777,1039097715,1049253908)+W(5,1068918685,-1115616742,1025770233,1040872136)+W(6,1057886934,-1132647657,-1104116690,1059458719)+W(7,1048946351,1030833130,998082042,1044653558);sum2=W(0,-1104316542,-1073797636,1044965772,1038545045)+W(1,1054073276,1079919017,-1069601753,-1098913527)+W(2,-1111960943,-1103381017,1065620582,990615436)+W(3,-1131799749,-1105195767,1039512539,-1127436605)+W(4,-1092377302,-1115941315,1032278560,1038508364)+W(5,1044931722,1042591612,-1109127211,1050236814)+W(6,1033398315,1042220416,997021068,1034922622)+W(7,1039327537,-1121388557,-1138197651,-1113162193);WS(-1090505151,-1074550453); +sum1=W(0,1028498739,-1103427629,-1106878250,-1112838599)+W(1,-1117182312,-1088941275,-1088602192,1023419227)+W(2,-1126145258,-1096920942,-1087514842,1018948122)+W(3,-1125422420,-1095073209,-1096615233,1024711581)+W(4,1042960070,1023192930,-1131143051,1057615003)+W(5,1053033883,1048242260,-1096958907,1063645564)+W(6,1043052986,1045189988,-1098164287,1058641540)+W(7,1053972531,1026824959,-1105551137,1050742275);sum2=W(0,1081443218,-1111116920,1021553919,1051549752)+W(1,1048388769,-1067599847,-1073777225,1072492444)+W(2,-1139079606,1029232562,-1096587672,1035162847)+W(3,-1123800689,1042218632,-1115288719,-1121149576)+W(4,1044837835,-1113046369,1031994963,-1106404197)+W(5,-1089379201,1025956540,1032624041,-1113676512)+W(6,1030543674,-1132168419,1027498280,-1109546151)+W(7,-1125599605,-1115044631,1034044071,-1122606689);WS(1051119487,1041244378); +sum1=W(0,1028120435,-1113671305,-1137238551,-1124974044)+W(1,1037118035,1061504071,1036964902,1048876359)+W(2,-1118427428,1050660570,1047204942,-1131477080)+W(3,-1125985859,1049717597,1030267847,-1120234265)+W(4,-1103177170,1033078132,-1121323393,-1116593698)+W(5,-1104164974,-1129960608,-1156053771,-1099611151)+W(6,-1114906180,1011539382,1048068278,-1081804989)+W(7,-1103929310,-1115091743,1035846233,-1098831475);sum2=W(0,-1104952272,1048078363,1027537220,1018090488)+W(1,-1128161694,-1102612387,1055192952,-1105226064)+W(2,1024328280,-1101688104,-1102761937,-1134153828)+W(3,-1117225997,1016223417,1035228556,-1118410723)+W(4,-1095697091,1045164128,-1117503915,1019973834)+W(5,1074095781,-1087428157,-1106818318,-1101823824)+W(6,1063478353,-1092430375,1061969021,-1074759173)+W(7,1041310640,-1110796930,1050476000,-1092594125);WS(1062303263,1031082743); +sum1=W(0,-1099215391,1012178225,1050954912,-1113216195)+W(1,1026092610,1047492794,1065129152,1052151297)+W(2,-1098039588,1049517720,1063700475,1051942565)+W(3,1008063218,1054989200,1028060738,-1101893697)+W(4,-1095180416,1027015379,-1121789260,-1095964628)+W(5,-1089641431,-1107401421,1041954507,-1088785601)+W(6,-1091476104,-1112964196,1049634587,-1089295544)+W(7,-1096414030,-1114231491,1035520455,-1102410709);sum2=W(0,-1111827051,-1152013649,-1175661064,1033145987)+W(1,-1063595607,1084357731,1050523165,-1103256184)+W(2,-1141099147,1025442742,1048919805,-1101985731)+W(3,1030655939,-1133270551,-1145624409,-1136421288)+W(4,-1104895942,-1187919119,-1165845202,1021827842)+W(5,-1094652398,1042933311,-1125020091,1034611383)+W(6,-1102082303,1040766920,-1108910008,1029250458)+W(7,-1121842648,1017996705,-1126731425,1021034188);WS(1057958943,-1104691893); +sum1=W(0,-1128240917,1046008396,-1105424217,-1111014615)+W(1,-1095236657,1054329938,-1090082375,-1146251723)+W(2,-1103203951,1013130820,1003615948,1047913107)+W(3,1023941889,-1101796865,1044802714,1033356080)+W(4,-1100901945,1038452148,-1118336456,1044401084)+W(5,1040293502,-1093887914,-1119525902,1057785284)+W(6,1051440085,-1107674167,1045607070,-1099597392)+W(7,1036253756,1037874639,-1113361665,-1102604718);sum2=W(0,-1105807463,-1111572952,1041119120,1010987018)+W(1,1054217500,-1087890507,-1117220749,-1102396693)+W(2,1029628166,-1101117061,1070205457,-1123211893)+W(3,1028744914,-1121743361,-1113015450,-1106898625)+W(4,1045029856,1029477872,-1127404253,-1110188142)+W(5,-1087358521,1056265374,1019931869,1057260834)+W(6,1051101181,-1124058781,-1091128546,-1081682663)+W(7,-1135525482,992401866,1025549544,1042553654);WS(1063883327,-1171419961); +sum1=W(0,1021098616,-1123871229,1049833398,-1131801844)+W(1,-1121742227,1044941350,1009731296,1022023532)+W(2,1024490200,1043051923,1060653970,-1090925859)+W(3,-1123544461,1050859794,1048967870,-1102607801)+W(4,-1097479398,1031224740,-1101850371,-1102183011)+W(5,1041013425,-1127214008,-1123343997,1056730033)+W(6,-1097251239,1042080318,-1107029405,-1095529687)+W(7,-1097963532,1009310536,-1107657120,-1104750961);sum2=W(0,1041248381,-1108094251,1047581965,-1106082604)+W(1,-1106587714,1050591326,-1111186257,-1132935321)+W(2,-1118244665,1025922877,1039028256,-1104172881)+W(3,-1139264801,-1104769894,-1111866155,-1115368488)+W(4,-1105642610,-1131232309,-1113941985,-1097195715)+W(5,1048334662,-1103031697,1050509566,1042983438)+W(6,-1128737701,-1115007353,-1127691207,1046273630)+W(7,-1122157893,1031938310,-1112751356,1044426238);WS(1064944927,1037595256); +sum1=W(0,1023806679,-1095304482,-1089228760,-1116864018)+W(1,1009660557,-1086682215,-1087165700,1017115436)+W(2,-1109610248,-1099761351,-1088874517,1028149000)+W(3,-1102752831,-1131587330,-1116139780,-1148661421)+W(4,1057549004,-1106875789,-1107296590,1063040538)+W(5,1064233001,-1106392275,-1103245163,1060715233)+W(6,1052917089,-1107160974,-1132085516,1056983460)+W(7,1045020525,-1152394658,-1129006079,1041500021);sum2=W(0,-1110716731,1049995423,-1084008560,1045832950)+W(1,-1098226948,1066542501,-1089165996,1025147898)+W(2,-1098250414,1055260506,1049362032,-1099749141)+W(3,-1089530617,1067285885,-1086997229,1042544569)+W(4,-1093173621,-1102301410,1058474163,-1084775302)+W(5,1068786857,1031931484,-1128684365,1054478967)+W(6,-1126019654,-1105326436,-1091779956,1047038722)+W(7,-1088213452,-1090548395,1053449115,-1127724076);WS(-1082101344,-1089856493); +sum1=W(0,-1112019073,1030717682,-1105691402,1050831902)+W(1,-1129997454,1064695661,1055521064,1030303546)+W(2,-1117704076,1058754169,1061962758,-1110327174)+W(3,-1131596868,1056158989,1047731210,-1112251093)+W(4,-1098775681,-1120813832,1029275441,-1101015969)+W(5,-1085520515,965412887,-1139280937,-1097748442)+W(6,-1089610799,-1122362798,1041358014,-1086646154)+W(7,-1094349907,1016935004,1028938947,-1093958751);sum2=W(0,-1076824095,1050826865,-1101130808,-1065128139)+W(1,1079260085,1049869634,1046966330,1067439244)+W(2,-1103928218,-1114183173,1051236860,1056740148)+W(3,1039164015,-1104627926,1033256035,-1135208116)+W(4,-1109355365,1023890205,-1119435550,1034565987)+W(5,-1112614302,1015248786,1012867020,-1109830496)+W(6,1051726295,-1136992532,-1122661198,-1123646153)+W(7,-1109091637,-1136910724,-1119472799,1035002893);WS(-1090711679,1035967541); +sum1=W(0,1015715144,1029360119,-1104454427,-1111795270)+W(1,-1124564760,-1083278737,-1084526809,-1118064815)+W(2,1041725555,-1091233609,-1083950349,1033380937)+W(3,1036708611,-1097260861,-1102432923,1039158191)+W(4,1050454265,-1138269301,1030482278,1050513973)+W(5,1060834888,1007072853,-1132452908,1063535365)+W(6,1054941014,1029566323,1028355007,1050327592)+W(7,1042099839,1035976950,-1140656289,1040417584);sum2=W(0,-1104698754,-1088930785,-1099705557,1030795338)+W(1,-1086674278,1063363970,-1087114188,-1086482027)+W(2,-1101252049,1055138353,1066258058,1048689193)+W(3,-1097010897,1050900036,-1113111809,-1127107620)+W(4,-1129318753,1047822852,-1124401732,-1100315818)+W(5,1059258270,1007827043,1041847465,-1088371087)+W(6,1035784301,1039056173,-1114489829,1052412907)+W(7,1046424313,-1112035485,1036879119,-1107499570);WS(-1098505599,-1075865372); +sum1=W(0,1024188415,1032178901,-1131715643,-1119631078)+W(1,-1113150415,1055366257,1056750314,-1125460739)+W(2,1028789822,1038512989,1063530169,-1098117352)+W(3,-1134520549,1042179631,1036256496,-1115205937)+W(4,-1128987132,1024883696,-1113178620,-1121509433)+W(5,-1096447994,-1102601578,-1114020928,-1131145214)+W(6,-1117796833,-1101470933,-1111953177,-1086227497)+W(7,1032402616,-1114797153,-1141768534,1016180195);sum2=W(0,-1112826554,1047439072,1039073687,-1098762498)+W(1,-1090598021,1068429254,1024348972,-1099883844)+W(2,-1101866176,1052294530,-1078855206,1060690639)+W(3,-1111565268,1034134076,-1095975199,1051055486)+W(4,1032611741,981436096,1030962008,1035541163)+W(5,1066295533,-1089341195,1048715774,1050751610)+W(6,-1097770507,1041458546,-1094541311,-1081223881)+W(7,-1121819739,1024624177,1044471119,-1126362074);WS(1057165023,-1106509195); 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+sum1=W(0,-1123900274,1023861926,1001301201,-1113244581)+W(1,-1110903326,1050701400,-1082959002,1049496346)+W(2,1031904934,1043052181,1060902689,-1119953152)+W(3,1025939062,1038313117,1043817559,1034227191)+W(4,1035790701,-1105829923,-1124374314,-1115331947)+W(5,1048296635,-1119292644,-1096521435,1057295251)+W(6,-1113327662,1027826066,1048590454,-1081663133)+W(7,1034951606,-1117293966,-1106468266,-1110964279);sum2=W(0,1033420508,-1114867820,-1106472578,1046922708)+W(1,-1096930035,1058113813,-1087802072,-1112865289)+W(2,1017341032,-1103417477,1050476308,-1101802092)+W(3,-1107450994,1033379085,-1105807138,1036773342)+W(4,-1109208012,1050643686,-1111979165,1033443280)+W(5,1048730658,-1129026525,-1101832932,1020845388)+W(6,-1107242470,-1135034393,-1104558996,1059721445)+W(7,-1104249476,1023773731,1037376476,-1136542442);WS(1052578175,-1092643724); +sum1=W(0,1030893452,-1100779014,-1102735475,-1106584961)+W(1,1037358070,-1086815439,-1082492039,1033955624)+W(2,-1128189432,-1095075429,-1088009424,1036710537)+W(3,-1129060558,-1102841939,-1106908643,-1118327615)+W(4,1049737317,1037510015,993436516,1053304083)+W(5,1065824329,-1103135573,-1101687426,1060101900)+W(6,1057719155,1040440469,1029815263,1041943502)+W(7,1036237087,1027836379,-1106074638,1051335460);sum2=W(0,1029771501,1033337736,1015710974,-1115440098)+W(1,999202537,1039453548,-1094728975,1018065220)+W(2,-1111720654,1032576025,1050012979,1036811205)+W(3,1019498859,1040788513,-1103861773,-1125064265)+W(4,-1114856806,1034787000,-1130229431,1041402597)+W(5,1064530169,-1074584982,-1082769104,1037520917)+W(6,1073761042,1032162938,-1090370130,-1094040689)+W(7,-1090935047,1034133532,-1105633547,1063409170);WS(-1104397694,1058392920); +sum1=W(0,-1126111401,1050625047,1051523414,1012876448)+W(1,-1115125816,1063861817,1043902243,-1142522206)+W(2,999529969,1053396405,1056801600,-1103048369)+W(3,-1117545451,1054067798,1042081404,1016404519)+W(4,-1106828476,1033392977,1023486907,-1094911217)+W(5,-1093833780,1019625524,-1119682235,-1089440467)+W(6,-1107310585,1015514383,-1096529922,-1087921625)+W(7,-1097217844,-1113687714,1039287934,-1104958721);sum2=W(0,1027809153,-1106180134,1013515790,-1130009672)+W(1,1051460883,-1094561503,1042067106,-1106384796)+W(2,1033821004,-1124940473,1032257325,-1104521112)+W(3,1028508475,-1120291522,-1168427353,-1112259960)+W(4,1023886448,1024050371,-1153587550,1013756514)+W(5,1078005003,-1070026280,-1094102229,1052609397)+W(6,-1094906083,1053282219,-1075632186,1072194837)+W(7,-1140922271,1033718481,-1098407638,1046140857);WS(1063327007,-1121248448); +sum1=W(0,1043030576,-1096763312,-1113236667,1017612078)+W(1,-1115811128,1053297652,-1091103118,1039059525)+W(2,-1099887459,1054079124,1063340055,-1095615210)+W(3,-1120397682,-1126620524,1041492110,-1140707177)+W(4,1049218219,-1115130868,1035231217,1042967269)+W(5,1033504868,1009543939,-1107367965,1058517677)+W(6,-1088587000,1042859328,1047061435,-1082785422)+W(7,1029718569,-1104957341,-1120288724,-1101731443);sum2=W(0,-1098298527,1048025725,-1119813454,1037909727)+W(1,-1106955476,1067026849,1041835288,-1126569464)+W(2,-1118592354,1042571631,-1085288934,-1096969233)+W(3,1037216424,-1116313332,-1117602980,1042882430)+W(4,1045330821,-1097673782,1032936033,-1099212072)+W(5,1067954224,-1092590328,-1109675885,-1106229244)+W(6,-1108169766,-1096486003,1004812688,-1095495837)+W(7,-1100305071,1045459772,1034064234,-1164085849);WS(-1114652667,1051933605); +sum1=W(0,1037508767,-1105027032,-1102428549,1026700110)+W(1,1034155035,1043250735,-1106431647,-1128033780)+W(2,1024543544,1038435705,1059213449,-1102462575)+W(3,1032374633,1016229610,1038748492,-1147042251)+W(4,1048715843,-1113263092,-1109604752,1043087092)+W(5,-1089603768,1023780992,-1098797270,1062796090)+W(6,-1106007014,-1121524254,-1112475685,-1090890112)+W(7,-1104514210,1007891224,986589794,-1119096106);sum2=W(0,-1106880495,-1096921120,1043866561,-1129141996)+W(1,-1102244397,1064276171,-1123077406,1031191254)+W(2,1046080919,-1095750750,1061828176,-1101040753)+W(3,1031234782,-1128566730,1042185570,-1112883155)+W(4,-1092013580,-1111274547,1050935854,1029019378)+W(5,1064706574,-1115781076,-1096956427,-1086673510)+W(6,-1091369762,1029696990,-1106057540,-1113110329)+W(7,-1105256367,1012473722,-1113619581,1042119352);WS(1059465279,-1101420399); +sum1=W(0,-1124176798,1000916382,1043444330,1033088680)+W(1,1035053989,1034190184,1057398923,1014063089)+W(2,1038292302,1036787650,-1087528660,1045820204)+W(3,-1131477704,1042732770,1027988010,-1115007182)+W(4,-1126261266,-1118729178,-1124073107,-1101682761)+W(5,1039770557,-1114558729,1032573720,-1089602004)+W(6,-1106381771,1041172764,-1096323421,1057859064)+W(7,-1102530758,1029511616,1024683157,-1104773247);sum2=W(0,-1100338012,-1096055698,-1081648717,-1093261173)+W(1,-1160318928,1060463741,1049309077,1016590929)+W(2,1032510827,1042247124,-1123677731,-1111261089)+W(3,-1106728517,1035240533,1035681279,1037987285)+W(4,1016623505,-1121572837,1020947921,-1107343332)+W(5,1061699617,-1121635630,1035038069,1058913944)+W(6,988275856,-1130213341,-1116667427,-1095509190)+W(7,979544481,-1112486763,1033159595,-1111758125);WS(1060076127,1072958059); +sum1=W(0,1043365506,-1097065432,-1090537599,-1103118654)+W(1,1031523031,-1088162978,-1086314390,-1115420333)+W(2,1032254402,-1091959462,-1089193875,1033412302)+W(3,-1127560355,-1086013855,-1111327644,1031863013)+W(4,1046496158,1025963976,-1129584897,1060753617)+W(5,1055888777,1040410096,-1106610556,1060760746)+W(6,1054239287,1032279415,-1138875303,1052645932)+W(7,1056703661,1044337291,1032182482,1044639698);sum2=W(0,1026722605,-1113650971,-1122429687,1034238418)+W(1,1044566349,-1095747837,-1101416602,-1123083006)+W(2,1029836970,1032414162,1044375513,-1114043742)+W(3,-1112207598,-1112893824,-1132025334,-1124457715)+W(4,1047703041,-1106809975,-1105287037,1038471498)+W(5,1073798913,-1077245954,-1099784158,1050567163)+W(6,1076147895,-1070521946,-1072322090,1074668356)+W(7,1071535287,-1076180558,-1071353549,1076524889);WS(-1114470395,-1114976351); +sum1=W(0,1040990896,1041627584,991904560,1017446070)+W(1,-1120446036,1061349282,1047992216,-1129681934)+W(2,-1110115727,1055187519,1061559014,-1097641691)+W(3,1033457695,1047040436,1045114861,-1110184487)+W(4,-1107221597,-1099251857,-1110976571,1034584479)+W(5,-1083497834,1039733326,-1111571481,-1115356259)+W(6,-1098995485,-1114440077,1036247843,-1089507216)+W(7,-1107186297,-1120899067,-1115117640,-1109668803);sum2=W(0,1002676269,1057422860,-1084434022,-1093678598)+W(1,1044340647,-1079318791,1066493380,1055748356)+W(2,-1120084888,1044705221,-1116089022,-1118111722)+W(3,-1123642691,1031220790,-1112694927,1001595675)+W(4,1067683118,-1108978134,1042743345,1064533419)+W(5,-1079939901,1015093293,-1117769694,-1078621547)+W(6,1039926847,986467602,1049699290,1054002901)+W(7,1023903081,1037662763,-1107171922,-1112070298);WS(1048785023,1039045299); +sum1=W(0,1043168659,-1100442863,-1090140327,-1104130562)+W(1,1029857553,-1093347651,-1085428843,-1117502116)+W(2,1027207566,-1093521697,-1089406196,1034838603)+W(3,-1130533431,-1086838999,-1120775857,1024393315)+W(4,1040570004,1032880081,-1133671882,1061197562)+W(5,1050495728,1038995485,-1102819715,1062309944)+W(6,1054560318,1026681976,-1127149063,1050259320)+W(7,1056208688,1041402190,1035433414,1039464338);sum2=W(0,1011712973,1025023956,-1142302474,-1118465298)+W(1,1029767219,-1097771962,1041730218,-1128433260)+W(2,982009542,-1122047812,-1094677866,1021354231)+W(3,1033540398,1020814500,1028525757,1014788797)+W(4,-1104707163,1039062755,1037219807,-1114395216)+W(5,-1080533844,1069124140,1046574176,-1095905892)+W(6,-1072373863,1075522683,1073795377,-1075595300)+W(7,-1078361330,1068741752,1074436097,-1072719492);WS(1040594174,1002085105); +sum1=W(0,-1097746587,1055071640,-1113198522,1041861603)+W(1,1031577622,1050744420,-1088672026,1032164980)+W(2,1044101411,-1103363988,1057599999,-1102982955)+W(3,1026039088,1034848362,1036351259,1034678964)+W(4,-1100468781,-1121524679,1041085614,-1137236930)+W(5,-1105375081,1048884604,-1109849488,1047493466)+W(6,1050064611,-1098107838,-1113508732,-1087672398)+W(7,1033863059,-1106488144,1043931332,-1102178050);sum2=W(0,1035577370,1026663055,1011906269,-1099743490)+W(1,-1102421679,979639118,1057096352,-1115293072)+W(2,1032210717,1032214892,1044440375,1038726510)+W(3,-1120037205,-1123040177,1028754425,-1107407193)+W(4,-1152297667,991169347,-1108436276,1037961444)+W(5,1050233559,-1097952901,1045881501,-1095995741)+W(6,-1139108605,1026937641,-1122343653,1022991474)+W(7,-1104470915,1022469878,-1105994898,-1115369483);WS(1066613200,-1123971367); 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+sum1=W(0,-1121232094,1045749679,1049972466,1029370009)+W(1,-1116554354,1064433520,1054737744,-1118971861)+W(2,1035949272,1055161550,1057059356,-1102118870)+W(3,-1155732684,1050840570,1035470985,-1118591397)+W(4,-1097541146,-1119608387,-1114359850,-1100844155)+W(5,-1088203652,1039513726,1032044074,-1089471141)+W(6,-1095333099,1039358524,1028806533,-1089223685)+W(7,-1105548665,-1113669781,-1114373271,-1098430605);sum2=W(0,-1111920318,-1118965841,1040723224,1034282103)+W(1,-1133376386,1038672881,-1128437695,1023538768)+W(2,1014776166,1050613235,993338648,-1119100907)+W(3,-1121555310,1040276790,-1108740075,-1117007635)+W(4,1031483971,-1123254751,-1104697256,1028955705)+W(5,-1148076972,-1078609243,1034554870,1043259383)+W(6,1050550535,-1100774866,-1075024478,-1084940093)+W(7,1054296012,1072481706,1069274341,-1098463376);WS(1059068159,-1095269543); +sum1=W(0,-1126585055,1052633434,1058751902,1022243158)+W(1,1034732162,1062365313,1061437964,-1113503115)+W(2,1045709362,1047783152,1054753811,1029695369)+W(3,1049870212,-1119990530,1043895001,1005846771)+W(4,-1095802212,1009201364,1040310153,-1083015108)+W(5,-1087136899,-1116554445,1040208083,-1083734386)+W(6,-1093733821,-1141695574,1044292534,-1089074173)+W(7,-1106170901,-1106848091,1042140272,-1096742887);sum2=W(0,-1118716929,-1117235638,1048158098,-1110453349)+W(1,1027079271,1044450691,1037169053,-1111084235)+W(2,1060433363,-1096141012,-1086959067,1058163522)+W(3,-1077532089,1061563184,-1102281652,1058751114)+W(4,-1122504669,1023790996,-1096499673,1064329884)+W(5,-1106426334,-1103100998,1035642078,1037379653)+W(6,-1081432626,-1109003581,1059064502,-1081956377)+W(7,1073667932,-1089552462,1048822766,-1086790317);WS(-1079238176,-1098575359); +sum1=W(0,1012614613,-1098659523,1040856756,-1122061272)+W(1,-1091368434,1046432350,1050219649,1049213476)+W(2,-1115399887,1045840143,-1092787824,1050034455)+W(3,1040609063,-1104981396,-1102913028,-1105000541)+W(4,1049053518,-1110111537,-1113276757,-1106993315)+W(5,1061247706,-1098550683,1048270483,-1088887964)+W(6,-1096901418,-1120030007,1053252708,-1113029435)+W(7,-1106428832,1037272948,-1144293604,1045569657);sum2=W(0,1033447544,1032410306,-1096995906,1035271628)+W(1,-1104023060,1054515359,1053850685,-1113618952)+W(2,-1104458884,1030897990,-1114408860,1022009109)+W(3,-1104406640,-1106540716,-1115683354,1044684178)+W(4,1048740225,-1095652467,1051183735,-1097624644)+W(5,1058355960,-1116173683,1037584786,-1109777102)+W(6,-1116975083,1030595307,-1096371453,-1139294461)+W(7,1036671037,-1108415342,-1117706649,-1099524388);WS(1064155455,1041078114); +sum1=W(0,1038026665,-1103926126,-1133388468,-1114884791)+W(1,-1123095214,-1088521037,-1088265213,1040569148)+W(2,-1098688777,1052099081,-1094483240,-1113346810)+W(3,1033022404,1027852876,1038941559,-1106297864)+W(4,1051074474,-1135572861,-1116707016,1031759625)+W(5,1060913876,-1110455500,-1145284192,1049866386)+W(6,1034732568,1029730485,-1116167073,1044072016)+W(7,1019301565,1028095637,1017022612,-1138713347);sum2=W(0,-1111732215,-1115316427,-1120484835,1027468398)+W(1,-1136133524,-1101059653,1042551085,-1149402831)+W(2,-1084703700,-1093846517,1067179636,1058132410)+W(3,1011948492,-1119207903,1015696434,-1103172541)+W(4,-1113615213,-1102210431,1037828351,1033713911)+W(5,1005178376,-1105049969,1027887653,1015721118)+W(6,1036573120,-1112780439,1033627060,-1112798365)+W(7,-1106241198,1034168377,1025169534,1035924289);WS(1056869759,-1097268032); +sum1=W(0,-1105532941,1007771751,1036411431,1018133293)+W(1,-1097428310,1032024955,-1116024394,1027243330)+W(2,-1133851766,1034973653,-1130187397,-1099204213)+W(3,-1118550618,-1118964077,-1114469768,-1138393927)+W(4,1034605623,-1107937040,-1111689725,1039633317)+W(5,1010531964,-1109581452,-1105991139,1050783724)+W(6,1044277428,1044990678,-1103861656,1045069064)+W(7,1036629184,-1155661924,-1106353867,1046520720);sum2=W(0,-1113612713,1045122152,1040620760,1031819015)+W(1,-1113225510,-1080510307,-1122637452,1040659447)+W(2,-1115035325,1050277803,-1103769905,1023788280)+W(3,1023947578,-1112728330,1041168723,1009487418)+W(4,-1113774176,-1118722775,-1130628701,-1130428603)+W(5,-1073670430,-1129641903,1015363301,-1093905874)+W(6,1074164392,997650792,1045479736,1040925011)+W(7,1044922942,-1122436477,1043373785,1056579340);WS(1064095487,1025785067); +sum1=W(0,-1097495743,1042476562,-1106851535,1026371284)+W(1,1008396404,-1085976658,-1104849584,1050378694)+W(2,-1103138663,-1109264236,-1097042470,1042871873)+W(3,1034556564,-1094929447,1035073279,-1136206974)+W(4,1049973404,-1103190740,1040514533,-1128892272)+W(5,1058008769,1040395090,1040022019,-1115675316)+W(6,1052615848,-1102548473,1050097558,-1098054097)+W(7,1045135411,1023679636,-1157051795,1037088776);sum2=W(0,-1114618025,-1100145939,1033420628,-1124722923)+W(1,1036363299,1057589449,-1115804833,1043439029)+W(2,1049502378,-1091358477,1053618149,-1096133271)+W(3,1013819494,-1119548384,1030436134,-1106999272)+W(4,1047309531,1048079041,1029168594,-1105442746)+W(5,-1089136554,1042227257,-1101613108,-1084852425)+W(6,1056312267,1041752672,1045151454,1028964970)+W(7,1043379377,-1113267324,1036382707,-1100909906);WS(1060109055,1023402244); +sum1=W(0,-1109278395,1054481389,1051909299,1039025762)+W(1,-1107337262,1069080830,1061074499,-1125210976)+W(2,1038278743,1049054227,991275263,-1119314274)+W(3,1024999351,1051802331,1043342663,-1120902815)+W(4,-1093104548,1018380380,-1107880995,-1098089231)+W(5,-1092709234,-1119879878,-1167447218,-1087624466)+W(6,-1093068092,1028271716,1030906608,-1085745760)+W(7,-1098889074,-1107737008,-1122586985,-1102438460);sum2=W(0,1033194341,-1121421677,1035578813,995982518)+W(1,1040171687,-1103362299,1046888388,1038373562)+W(2,1027047733,-1096418856,1050255581,-1108098969)+W(3,1033796110,-1116244525,1042040695,-1147696971)+W(4,-1114972659,-1108849613,-1115504751,-1118279893)+W(5,1078927590,1050450381,1041670894,1069469835)+W(6,-1082214759,-1114805949,-1097423961,-1065023683)+W(7,-1112457727,1025540676,964966831,1045909115);WS(-1092049407,-1078216845); +sum1=W(0,1030002432,1050969332,1057591089,1019093687)+W(1,1055647027,1063070242,1056027116,-1100550858)+W(2,1041444210,1057957242,1039049940,-1103872766)+W(3,1042339236,1059965491,1034942714,-1115845919)+W(4,-1096074010,1043174565,-1109784091,-1089127853)+W(5,-1088645600,1049441628,-1126191805,-1082843219)+W(6,-1095349663,1024042875,-1097650089,-1097545633)+W(7,-1089209262,-1105758607,-1123963793,-1103665506);sum2=W(0,-1096143108,1055082976,1062347208,-1086426610)+W(1,1062855195,1048769854,1045157118,-1089951657)+W(2,1074016711,-1078468086,-1073459143,1068897447)+W(3,1074160921,-1072043968,-1071781830,1075026151)+W(4,-1101252044,-1138780047,-1108806990,1053593730)+W(5,1037201995,1058343455,-1099705126,-1111940928)+W(6,-1119407664,1046274438,-1094950430,-1091098547)+W(7,-1095931446,1035271906,-1128975824,1031118734);WS(-1092377983,1032564911); +sum1=W(0,1001025293,-1135919542,1051240140,1026968586)+W(1,-1099757657,1046337282,1047585891,-1101464865)+W(2,1021990836,1042765483,1042168181,-1099131534)+W(3,1016095931,1031087233,1039475666,-1124857771)+W(4,-1114206145,1031981930,-1108814006,-1140824311)+W(5,-1093593858,-1111723206,-1105914151,1035412731)+W(6,-1105010841,1047084274,-1114245051,1042300945)+W(7,-1150842169,1021006644,-1110153104,-1129901419);sum2=W(0,-1114711758,-1102219265,-1103837493,-1152594313)+W(1,-1119994373,1043085394,1021928584,-1122222477)+W(2,-1136114154,-1114380427,-1098150014,-1117872135)+W(3,-1120239593,999997765,-1103586212,-1118889611)+W(4,1049238470,-1111809635,1035550709,-1119502913)+W(5,1069806319,-1113383091,1038283603,1051353268)+W(6,-1084770114,-1106271331,1038911980,1040245198)+W(7,1032457879,-1130668925,-1109409577,-1097500544);WS(1066805616,-1146277627); +sum1=W(0,-1149155717,-1106566573,-1097679853,-1135230785)+W(1,1042337650,-1085421897,-1092037473,1034010150)+W(2,1036367663,-1094061036,-1091217395,-1127867356)+W(3,998521116,-1096997053,-1108406741,1011804270)+W(4,1047676826,-1098488427,1036204713,1046488473)+W(5,1062693860,1057957971,-1103697017,1047117051)+W(6,1056189429,1034870184,-1114566390,1049537116)+W(7,1049188263,1029261884,-1103604141,1017502967);sum2=W(0,1029215207,-1111163705,1035645255,-1122819855)+W(1,1044451524,-1095838714,1026839491,-1109976389)+W(2,1027965847,-1156411358,-1147512571,-1130065951)+W(3,1036873692,-1114357123,-1110332882,-1119702735)+W(4,1019166485,-1107159841,1042480496,-1107161682)+W(5,1082201538,-1067229991,-1115971786,-1129473215)+W(6,1033233466,-1142132409,-1091650896,1052773623)+W(7,1001850219,1025815163,-1107215185,1034307583);WS(1040205182,1040987841); +sum1=W(0,1028035406,1054299632,1050828331,1032709552)+W(1,1047238622,1064828620,1000765841,-1152624047)+W(2,-1160283945,1057730984,1059217829,-1110798127)+W(3,1035307633,1040620053,1050797759,-1129145589)+W(4,-1102534446,-1131566290,-1130845956,-1098789018)+W(5,-1084918512,1044521480,1024089890,-1087146945)+W(6,-1094152707,-1105870556,1041701723,-1080798168)+W(7,-1104995442,-1110323595,-1121779940,-1154982570);sum2=W(0,-1098615503,1050496819,1039834326,-1104834685)+W(1,-1080862372,1070974917,1045914856,-1090508283)+W(2,1063492499,-1081343708,-1085801376,1048874616)+W(3,1062512173,-1089072248,1033985362,1035824034)+W(4,1034170750,-1119108596,-1113573633,1040649104)+W(5,-1102559609,-1095002000,-1128160390,-1118657109)+W(6,1047362948,1022825140,1053594264,1041220807)+W(7,-1130222490,-1115149866,1041895669,-1099586035);WS(-1087487423,1060332710); +sum1=W(0,1042437466,-1089004262,-1095746139,-1105878689)+W(1,-1121111477,-1099866351,-1081828961,1040585322)+W(2,-1112892785,1039314504,-1115422148,-1112195269)+W(3,1012646976,-1108492170,-1117471766,-1122925576)+W(4,1055197099,-1117440135,1037671952,1053913286)+W(5,1061690846,1028605502,-1114610404,1059867107)+W(6,-1102951638,1041433743,1040822242,-1104536871)+W(7,-1130420108,1029799624,1048192776,-1107184778);sum2=W(0,-1104677463,1040900608,-1097747777,1017331955)+W(1,-1094338757,1073518733,-1081336501,-1117673238)+W(2,-1104710153,-1106204508,-1103573743,-1119646366)+W(3,1022869095,-1097636016,1041186571,-1107625181)+W(4,1016355419,-1104406873,-1162485367,-1097037835)+W(5,1068423959,-1096388411,-1117660642,-1089023490)+W(6,1057220074,1028492960,-1093216188,1048344480)+W(7,1053959289,1049060345,-1092192530,1033091565);WS(-1096756863,1051174382); +sum1=W(0,-1106905723,1039995714,-1115668125,1025372546)+W(1,1025624474,-1089490746,1043101563,-1114360751)+W(2,1032794399,-1107085565,-1092891318,1037998160)+W(3,-1114244794,-1168885266,-1114405501,1034992970)+W(4,-1105014230,1041916975,1034391118,1000611497)+W(5,1058174613,-1111998130,1027806076,-1117013085)+W(6,1035643438,1030397185,1008039732,1045000731)+W(7,-1120880459,1029203969,1018926829,-1121180749);sum2=W(0,-1092452707,-1106157919,-1095856011,-1089960886)+W(1,1032119458,-1085150802,1074170001,1049541326)+W(2,-1110883627,-1112079347,1046048366,1032929374)+W(3,1026522309,-1111935169,1027735021,-1123073435)+W(4,1041476280,-1107942220,1036775569,1007316785)+W(5,-1083810164,-1132331444,1021239050,1050706137)+W(6,-1129593193,-1113579728,1036225521,1043182557)+W(7,1009058861,1022066674,1009639193,-1214669080);WS(1063524863,1010978751); +sum1=W(0,1035248130,-1094935586,-1090913225,1033376264)+W(1,1040606570,-1085174115,-1084407830,1029138555)+W(2,-1122169062,-1094320024,-1080254739,-1146340206)+W(3,-1115451138,955403507,1033710501,-1113033206)+W(4,1045510498,1040021853,1034437913,1054337940)+W(5,1062831778,1032741433,-1141033844,1057961148)+W(6,1058700983,-1136275261,-1127614262,1060252175)+W(7,1033261261,1030604567,1007782611,1045946247);sum2=W(0,1043917783,1009306318,1053621644,-1096400044)+W(1,-1090244436,1062093709,1051339656,-1123678571)+W(2,1048870815,-1106342004,-1080576226,1046901313)+W(3,1053211427,-1124418811,-1098524562,1033884063)+W(4,1005897821,-1106811629,1037111777,1017015195)+W(5,1065539532,-1093438727,1047789047,-1141989437)+W(6,-1097183812,1043219374,1049955112,-1083332175)+W(7,-1092155120,1044056917,1050393105,-1097464341);WS(-1085369887,-1080302329); +sum1=W(0,-1121762938,-1119192737,-1112260523,1021216124)+W(1,-1094342263,1058411732,1050211017,-1103047566)+W(2,-1107174593,1042276856,-1139271463,-1105630871)+W(3,-1146340105,-1119668597,-1113852108,1025950537)+W(4,1049037307,-1111476420,-1110274640,1035888345)+W(5,1044828010,-1097171068,-1097892613,1061443675)+W(6,-1100915542,1026261917,-1112160677,-1119204121)+W(7,-1119790119,-1132483222,-1110403297,-1174284878);sum2=W(0,-1146353705,1040461813,1035074177,-1115512925)+W(1,-1134998124,1058355837,1042528734,1036066439)+W(2,-1122018103,-1089980594,-1081621864,-1093678923)+W(3,1002801625,-1101025299,1049357806,-1110317749)+W(4,1043381354,-1137020948,-1115656893,-1191992884)+W(5,1058956516,-1112812041,1021899784,1059049535)+W(6,1050844919,-1123282157,1012903452,-1095612272)+W(7,1036998024,1023124620,-1122890057,-1100731037);WS(-1106521214,-1077666555); +sum1=W(0,-1120901013,1052094618,1052142545,1003321829)+W(1,-1107011833,1059969903,1060439250,-1105222370)+W(2,1000924822,1039904896,-1095361591,1029823211)+W(3,1027793952,1046166153,1000548911,-1127794128)+W(4,-1105733097,-1118608535,-1108686032,-1102912320)+W(5,-1113880763,-1106161276,1045702647,-1085669204)+W(6,-1107186882,-1106172071,-1103122454,1052882623)+W(7,-1096551831,-1132637458,-1113781993,-1118745688);sum2=W(0,-1123608512,-1119278092,1025264110,1034079401)+W(1,-1128074608,1059405503,1031056700,999851902)+W(2,-1109589984,-1081290516,-1123208440,-1102099502)+W(3,1032460032,-1121242732,1015173988,-1127758712)+W(4,-1104246380,-1156408861,-1116991392,-1123371956)+W(5,1063218900,1038716729,-1098806852,1051208451)+W(6,-1131612640,1034885175,-1136590423,-1110007228)+W(7,1025045004,-1115963068,1009682031,-1124651080);WS(1061862175,-1081928168); +sum1=W(0,1024897880,-1093982770,-1105871745,-1105584175)+W(1,1040792761,-1083616743,-1092069365,1038516044)+W(2,-1146323132,-1089274268,-1089303929,1041867802)+W(3,-1113939311,-1096909360,-1106858177,1033649803)+W(4,1052657028,992865878,1027658214,1043886056)+W(5,1065026281,-1106374835,-1121064957,1055074797)+W(6,1054263413,-1132520748,1015027694,1056987882)+W(7,1049053899,1017619030,-1137844354,1043742846);sum2=W(0,1056220347,1044756153,1027322757,1078367032)+W(1,-1073546091,-1101560565,-1096547764,-1078889751)+W(2,-1129365336,1048890957,1042443775,-1104234997)+W(3,-1105729449,1028418751,-1104280017,-1132392998)+W(4,-1148770222,993742973,-1115583846,1023449836)+W(5,-1126862726,-1147412718,-1130380138,1043960988)+W(6,-1133306383,1019814478,-1115461788,1029550531)+W(7,1042854212,-1123464959,-1143007558,-1130422948);WS(1052938943,-1103606318); +sum1=W(0,-1110318513,-1108424920,-1087051802,-1114719934)+W(1,-1100729633,-1082198177,-1085940948,1051495307)+W(2,-1090569589,-1088355266,-1090825863,1058926789)+W(3,-1120060704,-1090847836,-1096343413,1050591187)+W(4,1044445625,1040769086,-1114447856,1058073278)+W(5,1058839039,-1103818980,1037779432,1060893495)+W(6,1053564817,-1091337376,1053070735,1060585177)+W(7,1059253187,1026807692,-1131842819,1054456219);sum2=W(0,1032703681,-1098289077,1033006755,1015621136)+W(1,-1098355550,1046984196,-1098808895,1048700747)+W(2,-1097901072,1061110777,-1083721832,1047054427)+W(3,-1165737020,1047097145,-1109410901,-1126056922)+W(4,-1084108607,1067219112,1074691924,-1072583370)+W(5,-1081041246,1066863963,1064576163,-1081224226)+W(6,1046858869,-1086075738,-1084686190,1069053051)+W(7,1076043754,-1071293986,-1079374171,1068664236);WS(-1083248351,1041375270); +sum1=W(0,-1142901727,-1092067298,-1087439008,998616699)+W(1,-1128981712,-1084179155,-1097778587,1043282847)+W(2,-1110272759,-1086455104,-1090979219,1049050406)+W(3,-1170526381,-1087021556,-1095775369,1045114289)+W(4,1052452449,-1128264947,1045294540,1054645196)+W(5,1058025241,-1146688137,1042620067,1050602866)+W(6,1053431193,-1125997182,-1127282486,1061357806)+W(7,1053157267,1046767364,981342481,1052134295);sum2=W(0,-1079299620,1068687973,1068235144,-1076239116)+W(1,-1083365485,1066921525,1068481951,-1079042334)+W(2,1066758659,-1080829299,-1106704213,1049726715)+W(3,1075688460,-1073149491,-1077473679,1069675355)+W(4,1019509447,-1116897962,-1114529265,1054062613)+W(5,-1100834259,1032806429,1041823371,1057377046)+W(6,-1107253929,-1107915189,-1104989857,-1095788298)+W(7,-1090199615,1034867372,1021289065,-1112126912);WS(-1089965567,1041739713); +sum1=W(0,-1109541748,1046384755,1050606464,1014059625)+W(1,-1113826001,1062759283,1052952467,-1120181702)+W(2,-1107441048,1056969105,1061539071,-1099389050)+W(3,-1129336123,1054439728,1043585729,-1110918155)+W(4,-1098095776,-1110057610,1016608410,-1097348868)+W(5,-1097909490,-1103909923,-1165355548,-1098227712)+W(6,-1097990985,-1097884829,1018410859,-1089710746)+W(7,-1101291373,-1118732474,-1109883584,-1112431723);sum2=W(0,-1112359157,1037267536,-1113211599,1035083591)+W(1,-1119560270,1053336900,-1110383577,1037205500)+W(2,1033928454,1029308948,1036846600,-1130432545)+W(3,1027763767,-1137000642,1035214305,-1111608107)+W(4,-1129901649,999833884,-1112771443,1032203968)+W(5,1062183610,1048127168,-1113848439,1050641640)+W(6,1037218786,-1080175934,-1087091182,1052549520)+W(7,1041216407,-1105808372,-1106600446,-1098666781);WS(1040803966,-1079223548); +sum1=W(0,-1113401739,-1097729981,-1108233168,-1103550802)+W(1,-1095164520,1056711305,-1112466052,-1105545077)+W(2,-1106149592,-1100704991,1033129898,-1102562113)+W(3,-1105989383,-1109921151,-1106323272,-1123094707)+W(4,1016715200,-1123835458,1021078213,-1115946235)+W(5,1072346450,-1092700173,-1103483180,1051122342)+W(6,1041579689,1033532004,-1104392485,1046866637)+W(7,1019070562,-1109398092,-1128003929,1017795558);sum2=W(0,-1126076753,-1098724323,-1097131135,-1132003761)+W(1,-1094940877,1075670208,-1094337061,1028715469)+W(2,1050064171,-1119763725,-1092647285,-1096054213)+W(3,1024912709,-1103386045,-1104609741,-1095828963)+W(4,-1102131199,1027012993,-1114013558,1033952970)+W(5,1037045260,1026138301,-1109613274,1043946979)+W(6,-1101691459,1032910718,-1107006741,1052392413)+W(7,1042676905,-1109320626,-1127911473,-1104710657);WS(-1077711088,-1080462700); +sum1=W(0,-1143635214,-1094028818,-1095463505,1016976667)+W(1,1025648038,-1081613943,-1084473735,1050435883)+W(2,-1119077035,-1089963906,-1092817267,1033190198)+W(3,-1124293633,-1096263708,-1112556483,-1127874241)+W(4,1043759401,1023995271,1033669226,1048382760)+W(5,1061061657,-1104130812,1038367764,1060944248)+W(6,1058923652,-1115548134,1035230572,1059085444)+W(7,1052630131,1035279350,998948881,1024757337);sum2=W(0,-1128906105,1033599435,1038737245,-1118714905)+W(1,-1102497202,-1081197801,1047074065,-1104617441)+W(2,1025452854,1036478618,1051590837,1052988680)+W(3,1045309195,-1096538670,1034730428,-1147569173)+W(4,-1124872105,-1120736313,-1084863446,1045939428)+W(5,-1069501955,1076529178,1072627800,1073600723)+W(6,-1078626366,-1115729701,1066278053,-1078764847)+W(7,-1097394746,1001372341,-1119746081,-1094352359);WS(-1085605823,1039908372); +sum1=W(0,998302542,-1097280531,-1101464226,-1110519177)+W(1,1051114493,-1093718398,1050325520,-1105109851)+W(2,1047411644,-1103804777,-1109283231,1047758692)+W(3,1027414133,-1099881946,-1107759461,1008966514)+W(4,1040574050,1017687606,-1136474287,1050281295)+W(5,-1095999987,1038451002,1027599892,-1112501642)+W(6,1013903280,1026946257,-1112873934,1052111506)+W(7,1037344125,1030395745,1007362713,-1131548857);sum2=W(0,-1129481498,-1104582263,-1098998597,-1115357326)+W(1,-1149109833,1036322812,-1098625511,1037423788)+W(2,-1098320683,1045914812,1050926614,-1107237807)+W(3,-1111060805,1035368549,1029306918,-1118016391)+W(4,1041990652,-1109942748,-1119934044,1033193484)+W(5,1029624616,1032249206,1028176618,1052524895)+W(6,1016354632,1026298641,-1117055607,-1102468922)+W(7,1036818044,-1113790705,-1116685452,1029333966);WS(1066221936,-1112686252); +sum1=W(0,1049363148,-1108750629,1042737360,-1111426931)+W(1,1038796336,-1095853365,1053136109,-1090113310)+W(2,1041899238,1023718298,-1108890233,-1102958241)+W(3,-1112879133,-1165972390,1033191264,-1104001476)+W(4,-1105687720,1035534704,-1110677245,1039181581)+W(5,1031102479,1019901392,-1101864162,1051677110)+W(6,-1089545128,1048841797,-1107302241,1058267293)+W(7,1010166848,989728967,-1106653499,1047293124);sum2=W(0,-1115216952,1041466962,-1121628281,1019579309)+W(1,1035949455,-1096356807,1044350744,-1101014764)+W(2,1020295703,1011899626,1019949697,-1125343389)+W(3,1032252124,-1108620092,1020414781,-1107189524)+W(4,-1110659898,1046938970,-1133616314,-1104132268)+W(5,1067161402,-1097777539,-1089581193,-1092586315)+W(6,1028945397,1042942659,1025080038,1044980625)+W(7,-1106879950,1034429670,1000298789,1024223321);WS(1065647552,1042223795); +sum1=W(0,1047859212,-1099254654,-1090185691,-1118213891)+W(1,1049817209,-1090115457,-1085546115,-1102035956)+W(2,1018314812,-1089622500,-1086839140,-1136727619)+W(3,-1111834851,-1088857895,-1103143659,1048950515)+W(4,1056675965,1045938459,1042956769,1054600851)+W(5,1060918524,1048397149,-1095542592,1052764224)+W(6,1053194074,-1115710386,-1107166488,1050058698)+W(7,1046059111,1019098869,1046421002,1055030644);sum2=W(0,-1100534663,-1109612723,1045715537,1038047795)+W(1,-1098906327,-1088589586,-1109559353,1043709757)+W(2,-1097979318,1030039799,1046750383,1054998296)+W(3,-1135615252,-1108474833,-1112135838,1042447686)+W(4,1074456323,-1071944747,-1074982428,1062099960)+W(5,1061406543,-1087600981,-1086420775,1074047524)+W(6,-1095255331,1040647828,1058024333,-1109444720)+W(7,-1098188594,1051479186,1042372587,-1106577876);WS(-1099261566,-1102058551); +sum1=W(0,-1118752449,1038344912,-1099740733,1037460750)+W(1,1046116085,-1077722267,-1097823268,1048855473)+W(2,1043443965,-1109540512,-1086845489,1041532007)+W(3,1048656673,1006300060,-1112472539,1035797482)+W(4,1028635221,1040547388,1046250530,1035868896)+W(5,-1089090112,1053686776,1049218244,-1135561696)+W(6,1036245196,1041323791,1041462458,1054063629)+W(7,-1115462467,1050214602,-1116084210,1039520068);sum2=W(0,-1103130345,1049640504,-1099880087,-1107023704)+W(1,1007138702,1060797185,-1099241173,1025081245)+W(2,1042694232,1034621436,-1096100738,1020633935)+W(3,-1117764771,1051814059,-1100840753,-1116958023)+W(4,-1100868353,1035820630,-1106650230,1047853298)+W(5,-1096656068,1048085306,-1111373979,1050410790)+W(6,-1092716332,1045275377,-1098540289,1053061345)+W(7,-1092707384,1026583068,-1095110662,1057695342);WS(-1081437504,-1086037448); +sum1=W(0,1034161364,1048827465,1048903167,1002898847)+W(1,-1102052735,1062493730,1058952469,-1097339820)+W(2,-1116847174,1052097743,1056452878,-1122224578)+W(3,-1114337484,1051622635,1046287775,-1124219870)+W(4,-1110924302,1038960439,-1124004134,-1098037791)+W(5,-1082951605,1046141833,-1109622563,-1089826679)+W(6,-1093057352,-1142221339,1037494008,-1095802941)+W(7,-1097214606,-1115514650,1018754897,-1115921615);sum2=W(0,1046658552,1054123387,-1098267531,1026296217)+W(1,1048926974,-1103258874,1031912087,-1092482457)+W(2,1051240634,-1081783631,1064081451,-1093986590)+W(3,-1116201775,-1136084293,1052301313,1031417427)+W(4,-1080723543,1049528827,-1107249906,1056065541)+W(5,-1095327126,-1114829012,-1094476247,1068312252)+W(6,1054428583,-1109929036,-1110151549,-1101319294)+W(7,1032992382,-1131461985,1023898518,-1095108256);WS(1059931039,1045326059); +sum1=W(0,-1116497429,-1102542884,1027626820,-1105339195)+W(1,1048600749,-1087368655,1042432944,-1104905094)+W(2,1028510504,-1098837680,-1090841955,1017781140)+W(3,1006123003,-1102238241,-1135818261,-1104151378)+W(4,1045819641,-1110241387,1020852317,1035394960)+W(5,1050459387,1028063406,-1120454715,1050447189)+W(6,1038310627,1046575867,-1135766366,1058872902)+W(7,1039487803,-1138241103,-1121800177,1009721182);sum2=W(0,-1125695753,-1107049318,1033521028,-1108715925)+W(1,1037467647,1024736242,-1126359337,-1106861101)+W(2,-1108013135,1030099711,-1096919459,1049447879)+W(3,1025122350,1027296385,1038861546,1016159100)+W(4,1043711791,-1096562690,1043372642,-1130002309)+W(5,1069236178,-1077602923,1055907536,1069432650)+W(6,-1104043463,1048192702,-1079492159,-1089672176)+W(7,-1115278753,1038199238,1041544949,-1102967963);WS(1065273279,-1155200022); +sum1=W(0,1042748400,-1113644224,-1110724474,1032043190)+W(1,-1101712885,1049530899,-1103694886,1044363154)+W(2,1042545917,-1119655327,1032343156,1020290996)+W(3,969146311,1014066252,-1113927803,1023679047)+W(4,-1113329098,1017813644,-1107914275,1048813356)+W(5,1013956115,1030506334,-1119126921,-1138873982)+W(6,-1118975351,1035449518,1047677002,-1088512539)+W(7,-1102619473,1037002750,1040385292,-1112426340);sum2=W(0,-1114326988,1033596237,1040024171,-1105379539)+W(1,-1127815582,-1090164335,1027874005,-1128505094)+W(2,1011114412,-1098155637,1026082941,-1144273240)+W(3,1008109660,-1110656550,1010514392,1010998384)+W(4,-1100858724,1058095820,1020126178,1054804566)+W(5,1015111122,-1114002666,-1095228668,-1108932212)+W(6,-1123558275,-1117423595,-1109234902,1057491035)+W(7,1025837089,1028462436,-1148517800,1041639386);WS(1064822335,-1095840736); +sum1=W(0,-1114924672,1052717533,1056391992,1049019197)+W(1,1027273471,1063307800,1053226600,1006539024)+W(2,1023329786,1056189595,1051465786,1024001604)+W(3,1032078653,1049885284,1051405604,1034076369)+W(4,-1097259572,-1158101509,1047279757,-1082098174)+W(5,-1085358981,1048033194,1028150783,-1083318869)+W(6,-1096912972,-1122795750,1040827508,-1093212548)+W(7,-1090164049,-1102713147,1040247311,-1097995110);sum2=W(0,-1105536143,1059138923,1057945825,1044291516)+W(1,-1102729189,-1117658388,1064153610,-1123279074)+W(2,-1098099014,-1088923796,-1082824416,1019015608)+W(3,-1116414073,-1093119165,-1114762777,1041233257)+W(4,1063262829,-1084742426,-1075047571,1075245425)+W(5,1055818216,-1094508761,-1087050661,1058517731)+W(6,-1082492094,1066223948,-1107921801,-1095331241)+W(7,-1076437009,1070896480,1065694420,-1084810008);WS(-1090760447,1052695066); +sum1=W(0,1004836815,-1100507696,-1086160295,1032827391)+W(1,1033221771,-1085951050,-1085279840,1040820154)+W(2,1019263487,-1096291378,-1090476887,-1142824410)+W(3,1030288497,-1096098979,-1104244158,1033909728)+W(4,1050270371,1011775197,-1122589400,1058956361)+W(5,1060000376,-1109718672,-1126907788,1061054293)+W(6,1052048107,1014310644,1031459881,1053225609)+W(7,-1123372967,1050105184,1002236306,1044967298);sum2=W(0,1010795990,1054475337,-1119133376,-1115548553)+W(1,-1108773712,-1096206384,-1126101085,1025233265)+W(2,-1123367926,-1123699076,1025243447,1028577219)+W(3,1016487959,1026289255,-1116348436,1027045545)+W(4,1049648601,-1130742967,-1106450540,1034230379)+W(5,1056453743,1076253468,1074765700,1031862009)+W(6,1040231624,-1082850789,1067142167,-1092511031)+W(7,-1098871930,-1066441953,-1074864896,1052333940);WS(-1098442559,1026469881); +sum1=W(0,-1119522441,1049663660,1050517915,-1149983818)+W(1,-1148708523,1054270423,1057681670,-1111872220)+W(2,1034687077,1060962908,1065584902,1033974589)+W(3,1040191316,1037520938,1043551013,-1121497336)+W(4,-1102209381,-1107005098,-1106643136,-1114000872)+W(5,-1080449641,1044397088,-1107624656,-1097110004)+W(6,-1088971425,1011262833,1040137492,-1089390067)+W(7,-1098201593,-1111636393,-1152197144,-1096207069);sum2=W(0,1049995354,-1083836095,1067471948,-1093666199)+W(1,-1108191449,1075025493,1067519925,-1104373549)+W(2,-1109961150,-1092122258,-1079149522,-1086862321)+W(3,1057348983,-1090446878,-1118106953,-1105617480)+W(4,-1089657247,1040673003,-1087858714,1044138823)+W(5,1070698122,-1107890740,-1086283540,1068116530)+W(6,-1092830464,1044801958,1052510667,-1077256496)+W(7,-1095892285,1040940184,-1113062539,-1104600439);WS(-1089367999,-1080592817); +sum1=W(0,-1142600967,1046045566,1020565079,1050901372)+W(1,1042662963,1059303201,1051791856,1043029392)+W(2,1028335344,1057651322,1060541458,-1131715556)+W(3,1040529906,1061742083,1050310918,1009439676)+W(4,-1094642094,1032349343,-1123752726,-1098563453)+W(5,-1082254536,1040706037,1017360893,-1092783656)+W(6,-1083519131,1042767141,1038984656,-1088235102)+W(7,-1084895582,1037250730,1039511244,-1088554180);sum2=W(0,1044777691,-1096214776,1072921984,-1086948904)+W(1,-1107333159,1069014322,1069427540,-1085906527)+W(2,-1101622483,-1095651744,1068759557,-1094251850)+W(3,-1095334551,-1071443034,-1080635176,1054103540)+W(4,-1086612116,1053678014,-1081008410,-1102597600)+W(5,1068187895,1040782350,-1094318103,1055370552)+W(6,-1098339283,1052418274,-1097053445,1049876941)+W(7,-1119710681,1057760894,-1116179967,-1098368915);WS(-1072329816,1074376722); +sum1=W(0,1034466519,-1100415357,-1097135645,-1119826815)+W(1,1040071236,-1078161261,-1123247055,-1121811611)+W(2,-1125783811,-1092987820,-1086793716,1034412551)+W(3,989295697,-1097292445,-1117997032,1025497578)+W(4,1050212013,1009264740,1001332238,1051061560)+W(5,1050094223,1047608180,-1119531350,1057003368)+W(6,1053182609,1053959834,-1139666027,1060987117)+W(7,1040352158,1003451511,-1130537576,1030369595);sum2=W(0,-1119692159,1024673399,1033963983,1010850411)+W(1,1041465994,1041917938,-1107122545,-1110113403)+W(2,1041361680,1016152214,1031918417,1019542894)+W(3,1035827461,-1108745692,-1119110501,-1128076954)+W(4,-1126975570,1039643589,-1110591524,1041326744)+W(5,1075051781,1061676083,-1098235771,1049177676)+W(6,-1100210466,-1080793678,-1072022345,1057547658)+W(7,-1111890885,-1115279667,1038326573,-1101468559);WS(-1089734463,1065567745); +sum1=W(0,1048676446,1033541431,-1089748010,-1115310942)+W(1,1041943745,-1078026925,-1091844976,1051913151)+W(2,-1123414147,-1088695462,-1083863979,1032260949)+W(3,-1118314271,-1090712276,-1097284573,1025799735)+W(4,1047890913,-1111760907,1041536229,1053493076)+W(5,1057682191,1033727319,1031051700,1060749357)+W(6,1057895644,-1123512523,-1117552023,1060855949)+W(7,1052101531,1037093278,-1134918146,1049355215);sum2=W(0,-1089227831,-1073947481,1067110585,-1087048499)+W(1,-1106022394,1057992187,-1100054441,-1081828818)+W(2,1053589051,1049824990,-1096117153,1057638724)+W(3,1050363813,1047082764,1008667589,1030725267)+W(4,-1107011493,1063056164,-1088705293,1062551012)+W(5,1053279159,1049660447,-1091908804,1044700801)+W(6,-1098858111,-1112699600,1041467137,1047077354)+W(7,-1093863007,-1118599281,991046018,1055551992);WS(-1079109040,-1085312521); +sum1=W(0,-1140282322,-1117579705,1037365911,1023769582)+W(1,1041551140,1061549365,1052645482,-1105105824)+W(2,-1111084358,1050958145,-1092653220,1030694836)+W(3,-1133450021,1047664699,-1113919416,955351653)+W(4,1042794748,-1098682508,-1127522065,-1113299189)+W(5,-1087637436,1049784787,1041518392,-1086336671)+W(6,-1111723928,-1112540051,-1104535548,1051894263)+W(7,-1111528112,-1121426302,997865134,1039072513);sum2=W(0,1037755147,-1116775242,-1182735741,-1112127727)+W(1,-1096944427,1050960349,-1110833901,-1117076760)+W(2,-1126463908,1025802869,1057824022,920706880)+W(3,1016301114,-1106817101,-1117624689,1025583781)+W(4,-1108084106,-1106208929,-1099828018,1027967369)+W(5,1057406540,-1093670465,-1106621688,1047419656)+W(6,1030718323,-1104727129,1046907280,-1106635563)+W(7,-1146210056,-1133403952,1024731263,-1129307942);WS(1066445424,-1114782683); 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+sum1=W(0,1026061480,1041212802,-1092140039,1051378220)+W(1,-1131139769,1054776996,1028855632,1051132746)+W(2,1010253799,1056191968,1052461054,1029438530)+W(3,1032111196,1051463563,1041996679,-1140691900)+W(4,-1108686318,1018050395,-1115126509,-1098282527)+W(5,-1096808426,1031880915,1028919646,-1114615088)+W(6,-1089672580,1041055121,1047407636,-1090181940)+W(7,-1084069643,1049760258,1025713945,-1095415146);sum2=W(0,988781159,-1079951996,1075791226,-1120688670)+W(1,1034244658,-1078043585,-1080919050,1023531678)+W(2,-1125227753,1050383220,1061514147,1038669521)+W(3,-1123518214,1056154705,1043495776,-1122152897)+W(4,-1096143661,-1126178338,1033088733,1072772368)+W(5,-1074830486,-1153355920,1039982901,-1087274515)+W(6,-1091737459,-1117938706,1047086021,-1138433181)+W(7,1064633897,-1090859740,1036258954,1043710967);WS(-1086114623,-1084816591); +sum1=W(0,1041053515,-1112478813,1036163639,-1119067590)+W(1,1050414506,-1091176571,1045609440,-1123050946)+W(2,1033253648,-1092456237,-1096458464,1017204584)+W(3,-1142909644,1019336538,1039781304,-1109025761)+W(4,-1114565991,1041839788,1015833809,-1106221778)+W(5,1041957568,1049671879,1038604869,-1102274148)+W(6,1042499428,1004159150,1016035267,-1140250052)+W(7,-1110741472,1038938427,1019624502,1024592194);sum2=W(0,-1145756082,-1129023472,-1115603798,1006657945)+W(1,1043063832,-1070476153,1024575987,-1102183527)+W(2,1030027167,1034687231,1078068971,1048257970)+W(3,-1120006792,998969122,1014471457,-1129422896)+W(4,1029036192,-1122908214,1032033598,1043167348)+W(5,-1079118960,-1117007948,1013148193,-1134024937)+W(6,1026633068,-1106350665,1026806223,1058188063)+W(7,1035752331,-1119066852,1037397710,-1138449465);WS(1058895967,-1115291633); +sum1=W(0,-1110715998,1028840739,-1118075736,-1125313920)+W(1,-1093243535,1056177832,1050429809,-1110540830)+W(2,-1114664694,1021103494,1050921353,-1098773368)+W(3,-1128878150,1048765371,1039051533,-1108229374)+W(4,-1106860038,-1113756805,-1102743433,-1101537045)+W(5,1062536899,-1094426092,-1112821659,-1109809347)+W(6,1042267175,-1105504016,-1112140166,1050429425)+W(7,1019165331,-1113092552,-1123143221,-1104944731);sum2=W(0,1035161218,-1092533458,1049660250,-1118991740)+W(1,1025873763,1059098325,1052404039,1031409558)+W(2,-1109675818,1033133876,1035329255,-1130385854)+W(3,-1106515599,1041079456,-1100849576,1035221069)+W(4,-1084844108,-1131472334,-1093107290,-1072802862)+W(5,1066715964,1050189246,-1099814906,1059153934)+W(6,-1121630224,1032032260,1033113369,1054800035)+W(7,1051036492,-1109656332,999987753,1017402854);WS(-1088275071,-1079832501); +sum1=W(0,1054795207,1001216956,-1140631216,-1121609972)+W(1,1036185063,-1108520810,-1109051587,-1091175970)+W(2,-1095852779,-1111932116,-1112588624,1036253081)+W(3,-1099614386,-1114447781,1018114011,1056993046)+W(4,1053928586,1049117898,-1114449795,1031902612)+W(5,-1118566269,1024185910,-1089874193,-1100362195)+W(6,-1106845532,-1098704820,1033419200,1050418310)+W(7,-1106898567,-1103629998,1052334541,1057036918);sum2=W(0,981839325,1036479145,-1099753021,1034198694)+W(1,1043520387,-1099082069,-1087878645,1050051875)+W(2,1020237946,-1106552091,1049181233,-1099547613)+W(3,1032634213,-1105193718,1051666481,-1112528204)+W(4,1033443852,-1125560160,-1101897553,1052074243)+W(5,1044393022,-1126528836,-1090657055,1061175239)+W(6,-1125692060,-1111189720,-1113239720,1036533430)+W(7,1038429221,-1110455840,1038783930,-1100952955);WS(1055684799,1057467177); +sum1=W(0,1040983065,-1097583958,-1084593518,-1115635180)+W(1,1047016048,-1083875169,-1088354001,1033664034)+W(2,1031194256,-1090088564,-1089538899,1040303666)+W(3,1031542812,-1092334596,-1096939300,1036112338)+W(4,1048845932,-1108137881,1044528285,1057349085)+W(5,1057461395,-1130549589,1042415046,1059080519)+W(6,1052697432,1040121956,1025308788,1055847004)+W(7,1025617138,1051059157,-1124884732,1050363555);sum2=W(0,1043377438,1057352437,1084724252,1039076253)+W(1,-1129064764,-1070013447,-1070809771,-1111770710)+W(2,-1117340191,-1115045950,1024963427,1041506513)+W(3,1006037802,-1120758055,1037860995,-1113661124)+W(4,-1108204793,982595482,-1111202323,1055999642)+W(5,-1084654208,1008953953,1026864091,-1115649819)+W(6,1023558847,-1112891517,1041107952,1027889169)+W(7,1034794526,1036271073,-1161342746,-1108774739);WS(-1089965247,1033154456); +sum1=W(0,1043361746,-1091726905,1037068672,-1118330000)+W(1,-1106541856,-1087991002,-1106295439,1028536899)+W(2,1037178020,1026207675,-1094017778,-1103233833)+W(3,-1148310999,-1106998176,-1102222128,-1122355891)+W(4,1027410848,1030795409,-1112803845,1043453383)+W(5,1053447482,-1109712917,-1111747193,1047994631)+W(6,1049286760,-1111739348,-1110327970,1058853977)+W(7,1056026770,-1104668925,1037236782,1044913013);sum2=W(0,-1115350296,1065017407,-1104712414,-1104081637)+W(1,1033477476,1054909386,-1101193417,-1102551062)+W(2,-1092653578,-1094950793,-1096226206,1048930937)+W(3,-1095610208,-1100838677,1042131871,1049862570)+W(4,1027805677,1038124336,-1102746442,1038273275)+W(5,1069044481,-1090398660,1025981021,-1097697554)+W(6,-1097937335,-1111378843,1049254524,1051154993)+W(7,-1090656582,1038627466,-1100983150,-1115393002);WS(1053522367,-1088249107); +sum1=W(0,-1109062519,1050121221,1049354980,1041083642)+W(1,-1129341567,1050256849,1062047573,1041255149)+W(2,1034422596,1054029415,1058306025,-1122816004)+W(3,1002201935,1057986114,1043380368,-1105678140)+W(4,-1089361286,-1108913352,-1116245577,-1104528935)+W(5,-1085946707,-1106612546,1044478835,-1094323010)+W(6,-1096738148,-1127765836,1010650184,-1092704114)+W(7,-1098664466,-1116617606,1004046811,-1095183726);sum2=W(0,-1122196578,1040512713,1047105417,-1115691041)+W(1,-1119943136,-1093984910,-1115639944,-1133382325)+W(2,1026693101,-1112542694,-1128164365,1035619338)+W(3,1035287249,-1122951759,1040561229,-1121646682)+W(4,1072356775,-1074089832,-1078420733,1066880006)+W(5,-1106032356,1053171659,-1079250237,1070833917)+W(6,-1103058628,1050228647,1063302165,-1084317659)+W(7,-1109474775,1041535222,-1111273903,-1106694088);WS(1054980735,-1118400611); +sum1=W(0,-1136534172,1054619866,1056052581,1023857233)+W(1,1024279465,1063340895,1062631892,-1109579886)+W(2,1042081899,1032051762,1054891904,1031638446)+W(3,1037741818,1040187076,1036582853,1025101580)+W(4,-1084632317,1014993130,-1098911041,-1108899938)+W(5,-1087714282,984908360,1019079234,-1087670245)+W(6,-1091518889,1034243544,1040973935,-1089981519)+W(7,-1096282711,1035333164,1038263499,-1100292439);sum2=W(0,-1115607290,-1089284711,-1103126769,1048663857)+W(1,-1094885185,1065597134,-1106476140,1050959246)+W(2,-1094433235,1044112203,-1114774312,1032263390)+W(3,-1100445080,1044150663,-1110680696,1034671855)+W(4,-1135630263,-1096474341,-1135969141,-1090522781)+W(5,1068281966,-1097679100,-1110761886,-1116194786)+W(6,1034641663,1025157613,1030603925,-1114594327)+W(7,1039802827,-1101519530,-1121778209,-1120338125);WS(-1099426814,1028666567); +sum1=W(0,-1114817850,1054909169,1050515008,1017347599)+W(1,1038414608,1049870885,1058789976,-1102332157)+W(2,1043586729,-1094822147,-1096181150,1040863441)+W(3,1024225691,1035801215,-1110297504,1033560385)+W(4,-1091252816,1034424401,-1122852442,-1097546199)+W(5,1026332624,-1119196265,1040697053,-1088740593)+W(6,1046083753,-1101867410,-1096850298,1050979384)+W(7,-1106319780,1022200238,-1112505198,1043042893);sum2=W(0,-1113414658,1056314261,-1113854030,1032296335)+W(1,-1096252543,-1076472908,1056282685,1032045591)+W(2,-1130462124,1060789196,1041975936,1039836782)+W(3,1017080436,-1114544525,-1113045826,1032505935)+W(4,1057288090,-1106401889,1034439881,-1123218166)+W(5,-1076465599,-1099548772,1027355020,1048444709)+W(6,1064414385,-1137373456,1041344971,1054239999)+W(7,1017354944,-1131418272,1031341874,-1101415652);WS(1048405758,1021439377); +sum1=W(0,1004365570,1053912029,1056714988,-1095783591)+W(1,-1090472608,1058906144,1060368018,-1111296393)+W(2,-1096289768,1050004859,1059710205,1053249340)+W(3,1031327257,1057263364,1050104788,-1116930177)+W(4,-1097931508,1040281084,-1099026446,-1095028931)+W(5,-1084869763,-1099317986,1042667324,-1093355890)+W(6,-1089344390,-1094050929,1058667863,-1111710658)+W(7,-1095692170,-1127343131,1032145973,-1098648430);sum2=W(0,-1108324664,1038586891,-1102128439,-1137650289)+W(1,1053004242,-1096144010,-1102631398,-1107068637)+W(2,1044011702,-1087564484,1065778432,-1096186406)+W(3,1016473473,-1095964556,1041037240,1031462490)+W(4,1042582877,-1096095433,-1085103011,1065729447)+W(5,1066736444,-1084794119,-1096657292,1055966210)+W(6,-1109340585,1053274132,1061684194,-1077760412)+W(7,-1079487884,1070082531,1060428365,-1088233524);WS(-1120621558,-1109747932); +sum1=W(0,1034046808,1057052863,1056552380,1041405257)+W(1,1031113092,1061462741,1034826244,-1118447615)+W(2,1039149197,1051800560,1057041023,-1118172841)+W(3,1023987646,1054503948,1051243933,1025628006)+W(4,-1102283433,1009707220,1021959803,-1086075216)+W(5,-1087896594,1030648525,1002695151,-1089852749)+W(6,-1089266110,1034838445,1017359341,-1089300195)+W(7,-1098034299,-1099231069,1033512688,-1098077639);sum2=W(0,-1071453180,1075980741,1076686179,-1072120352)+W(1,-1071241469,1076219984,1075876198,-1069998225)+W(2,-1079882002,1071235859,1072219376,-1073669228)+W(3,-1096258120,1057784547,1056170781,-1086087106)+W(4,1055107632,-1125676035,-1109988374,-1096491690)+W(5,1048961210,1018908197,1033428305,-1100816518)+W(6,-1097056656,-1129279043,1040773271,-1123192163)+W(7,-1098632303,-1116156171,1030403985,1049622318);WS(1014286296,1057122707); +sum1=W(0,-1134927261,-1112841149,1045128364,-1100574608)+W(1,-1115033128,-1094208427,1023155519,-1096946922)+W(2,-1121259095,-1097752701,-1099169249,-1104533485)+W(3,-1118839498,-1093400894,-1111007544,-1131995140)+W(4,1041785732,1021982785,-1113867461,1045637171)+W(5,1066937726,-1099783438,-1106336253,1051848326)+W(6,1049921902,-1131816685,-1105189673,1058599142)+W(7,1043420320,-1116552190,-1114789302,-1118760834);sum2=W(0,-1094509070,1054995367,-1095117458,1049653051)+W(1,-1103662151,1058124872,1042728281,1050525055)+W(2,-1102028885,-1097129382,1049859565,1043452805)+W(3,-1111709279,1051259496,-1098619851,-1109754017)+W(4,1021265631,-1101605993,1018695699,1052542945)+W(5,1063131010,-1104882803,1044635344,1046926465)+W(6,-1116537562,-1110047725,1042944443,1029162962)+W(7,-1078653130,-1114867517,-1107003327,-1092457406);WS(-1089617919,-1078924764); +sum1=W(0,-1112517470,1043170193,1054651431,1038586191)+W(1,-1148410045,1062049174,1058605998,1021690773)+W(2,1037589846,1058401044,1056236357,-1123773533)+W(3,1015916580,1056139353,1034515388,-1114886949)+W(4,-1101086846,-1121720345,1032587193,-1087542485)+W(5,-1087004528,-1139319682,1034793549,-1088163691)+W(6,-1089711896,1052009144,1040971627,-1089020247)+W(7,-1089662071,-1138694970,1017461287,-1095006441);sum2=W(0,-1109901203,-1103309504,-1104791361,1041183203)+W(1,-1146453442,1050748307,-1109225788,1047303939)+W(2,1035308463,1055570013,1032462009,-1103370030)+W(3,-1129723226,1050955773,-1104507532,-1107592095)+W(4,1018299463,-1124518657,1040266660,-1113641717)+W(5,1050538753,-1107008276,1039912380,993644855)+W(6,1058013570,-1087158984,-1094411631,1024125183)+W(7,-1110543421,-1122733934,-1091454514,1044744090);WS(-1102088830,1068463311); +sum1=W(0,-1114291787,1051084317,1054791531,1007817678)+W(1,-1121377148,1060487316,1059023407,-1106493040)+W(2,1037434082,1049438849,1053262386,-1120569345)+W(3,1048479966,1037267389,1043319351,-1121570543)+W(4,-1097682087,-1130503387,1034628887,-1088166471)+W(5,-1087032009,1025313797,1042839161,-1087032011)+W(6,-1104445288,-1112558866,1040112167,-1090195409)+W(7,-1112047510,-1107488086,-1130274577,-1110294871);sum2=W(0,-1078842502,-1092761370,1046572938,-1092702026)+W(1,-1075365553,1050413401,1048469719,-1073165872)+W(2,1066341075,-1104166524,-1110447061,-1101579557)+W(3,1076187261,1056626852,-1123716833,1071992070)+W(4,1010298098,-1134107544,1023924734,-1113806693)+W(5,1041503306,1017902665,-1114438827,-1106037347)+W(6,1033398310,-1109271682,1011674154,1037192623)+W(7,-1110743783,-1123830383,1028552632,1031702363);WS(1050299903,-1120086405); +sum1=W(0,1051426245,1042953374,1015037916,1001761330)+W(1,1050955122,-1082933123,-1103780307,-1097473350)+W(2,-1119699408,-1145769035,1055455844,-1098718343)+W(3,-1107622229,1039587926,-1132909758,1038117517)+W(4,-1094503950,-1131440192,1032160884,1045981578)+W(5,-1099126616,1056645367,-1100940622,1055197076)+W(6,1049761702,1031622998,-1095742542,-1118831961)+W(7,1047033256,-1103124921,1041481643,-1105955296);sum2=W(0,1004282338,1036668146,-1100025935,1033493706)+W(1,1035721710,1058018229,1043333590,1032395114)+W(2,-1094630455,1040910383,1035348312,-1138557465)+W(3,-1102984389,1044530527,1034465026,1050323990)+W(4,-1097774825,1042472719,-1131691420,-1117747708)+W(5,-1110236537,-1106477628,-1122758767,-1106149887)+W(6,1017216296,-1101697584,1046834331,-1105971349)+W(7,-1108832665,-1099114129,1040100106,-1110352462);WS(1059761855,-1093333930); +sum1=W(0,-1114617627,1045397583,1026403632,-1114738580)+W(1,1053910378,1067649611,1028768699,-1102727321)+W(2,-1107452471,1042776267,-1104323849,-1094270689)+W(3,-1108958070,1044075076,1036450873,-1130455238)+W(4,-1109519752,1044731740,-1114933837,-1105736123)+W(5,-1090720496,1058839312,-1111636685,-1092041414)+W(6,-1103704317,1034877772,-1095377736,-1112030179)+W(7,-1106063752,-1113359528,1031929286,-1131764742);sum2=W(0,-1102724392,1032416705,-1111931472,1033753751)+W(1,-1083668043,1069568682,1029992729,-1104466296)+W(2,-1130490520,-1133345747,-1114422988,1048180527)+W(3,1029490699,-1129834714,1038116955,-1103926430)+W(4,-1105246922,-1126463180,1023732592,1037689465)+W(5,-1090236396,-1106129378,-1118149766,1052475163)+W(6,-1123788932,-1124715334,1038071226,-1122305941)+W(7,-1122171294,1029091180,-1117123194,-1127253836);WS(1058247519,1058950523); +sum1=W(0,1038957612,-1093535488,-1088063023,-1149972914)+W(1,1008158544,-1077128706,-1086741707,1039970419)+W(2,1036144305,1032313207,-1087332234,1041515382)+W(3,-1101573740,-1089306475,-1113848378,1048236362)+W(4,1052729022,1026693813,1037155715,1055543086)+W(5,1057693884,1032127358,1030719286,1058924163)+W(6,1056531259,-1112386573,1000958261,1060656868)+W(7,1052006205,1039554949,-1144612480,1049522521);sum2=W(0,-1128637884,1004874497,1050553491,1037957789)+W(1,1052981065,1058989771,-1106433025,-1110859440)+W(2,-1090346288,-1076253449,1058251934,1040710261)+W(3,-1092015484,1073146781,-1079150504,-1107045102)+W(4,1058234547,-1095571828,1050994656,-1089722328)+W(5,1052545864,-1129708900,1041665953,-1098594890)+W(6,1032950959,1015279680,-1111634443,-1106724054)+W(7,993278274,-1088813426,1053553553,1055215751);WS(-1079689312,1054955487); +sum1=W(0,1038847520,-1099397203,-1094091800,-1112827293)+W(1,1038138418,-1086663035,-1102151838,-1106748654)+W(2,1020226162,-1095805620,-1087965823,1035397268)+W(3,-1108673687,-1096846716,-1098762192,1030022886)+W(4,1057879171,-1099233409,1046408387,1053343716)+W(5,1057249493,1012875058,-1154890390,1023820222)+W(6,1053821069,-1126965269,-1109124523,1057985827)+W(7,1049463311,1027304762,1036334304,1051466543);sum2=W(0,-1110945783,-1110004947,-1118908362,1029906557)+W(1,-1121400966,-1106443118,-1089040350,1046588193)+W(2,1040948990,-1115139995,1054044230,-1106274145)+W(3,1030737726,1025987216,-1112260837,-1114149785)+W(4,-1081100797,1067844910,1069116571,-1075330978)+W(5,-1103643831,1048795077,1066162938,-1089891752)+W(6,-1120742988,1042365723,1049522444,-1095873523)+W(7,1017833328,1031208089,1011222152,-1107023588);WS(1045323518,-1099573370); +sum1=W(0,-1110296205,1050638833,1054678847,1043494028)+W(1,1040205415,1062545342,1058657792,-1129034139)+W(2,1037480760,1054717567,1053087270,1019451328)+W(3,1019441962,1056118375,1044080591,-1144942569)+W(4,-1098183847,1038272854,1041221965,-1087400961)+W(5,-1082320511,1038672050,1035507984,-1085969705)+W(6,-1090230188,1028598065,1018934299,-1092792902)+W(7,-1090342307,-1135273190,1032398451,-1094581114);sum2=W(0,1028786141,-1113941052,-1100272494,-1115726367)+W(1,-1097529180,1042859033,-1104186275,1044450180)+W(2,-1105649332,1051025911,-1097402721,1047479398)+W(3,1035799966,-1139194229,1025042835,-1127420023)+W(4,-1107020345,1043410282,-1095030133,1026681555)+W(5,1067055887,-1093369648,-1120312046,1044693748)+W(6,1073649944,-1073003592,-1083945294,1064288021)+W(7,1054550763,-1086831079,-1079526678,1067916626);WS(-1086660959,-1095040438); +sum1=W(0,-1103872010,-1108733164,-1101831491,-1137772688)+W(1,-1114303830,-1091611870,-1099393082,1033664792)+W(2,-1110960013,-1092153253,-1111668992,1043631948)+W(3,1004207675,-1111896549,-1104258339,-1112201312)+W(4,1048734598,-1112526127,1026497863,1047762270)+W(5,1032897582,-1105948909,1036444877,1053294440)+W(6,1051790266,-1102627253,1045765800,1054700448)+W(7,1042342295,1024477884,1030853145,1038982672);sum2=W(0,1032860761,1019143260,-1100773581,1047134358)+W(1,-1089859690,1060822499,-1086969962,1058187056)+W(2,-1113017653,-1127402252,1074524802,-1073724300)+W(3,1005834992,1026902445,986153015,-1123513506)+W(4,-1097448906,1027754828,-1121016162,1038575217)+W(5,-1092585260,1047705700,-1118814167,1050436365)+W(6,1052022456,-1115523910,992280012,-1097001013)+W(7,1040058169,-1115254226,1026625966,-1101541136);WS(1065625968,1033455989); +sum1=W(0,-1137040283,-1099349487,-1151616802,1037701789)+W(1,-1094784938,-1115632781,1047711372,1000406064)+W(2,-1103592251,1049293870,-1088133648,1050863995)+W(3,1038622703,-1120882929,-1118922740,1032127959)+W(4,1053320242,-1106274637,1035789757,-1102944307)+W(5,1053161728,-1098374228,1048627484,-1098462560)+W(6,-1128175786,-1114622845,-1120581030,1049613697)+W(7,-1119810116,-1165953346,1038993832,1017489163);sum2=W(0,-1103116216,1047962584,-1099238508,1035866397)+W(1,1058384307,-1088122523,-1082734190,1059558286)+W(2,1042132369,-1106560803,1056069525,-1096953271)+W(3,-1128202268,1028886015,1038442279,-1111426470)+W(4,-1105248240,1027069673,-1107491561,1052038184)+W(5,-1091086098,1053762892,-1098068789,1057669233)+W(6,1032403631,-1107462772,1064349048,-1083280561)+W(7,-1150402298,1012204557,1040922744,-1104452063);WS(1066439152,-1108830929); +sum1=W(0,-1108788820,1051866141,1055608939,-1102916748)+W(1,-1099017414,1030462560,1058768962,-1097607254)+W(2,-1109193920,-1109987210,-1113005110,-1168846782)+W(3,-1106724277,-1105116142,-1109670205,-1128476473)+W(4,-1097938907,1035488645,1013732302,-1103898045)+W(5,-1125603603,1027216291,1043113957,-1093577324)+W(6,1050862423,-1118580993,-1143171172,1040477611)+W(7,1053895221,-1107171108,-1107320747,1039038758);sum2=W(0,1051922636,-1107944278,1051409035,1050905005)+W(1,1005525738,1060123319,1040207956,1052154527)+W(2,-1094205878,-1096175996,1032045878,1024591478)+W(3,-1105421569,-1081193369,-1086096303,-1094330307)+W(4,-1131839644,1035659117,-1099079861,-1123874142)+W(5,1046139234,1029590720,-1109355656,-1100926997)+W(6,1039675350,1044310065,1032543174,-1113252250)+W(7,1062516858,1042520685,-1129395200,-1128729660);WS(-1094347903,1040885342); +sum1=W(0,-1097151811,1047615033,-1119901274,1027015666)+W(1,-1106442815,1051587896,-1115052947,1050782150)+W(2,-1091810963,1046407197,-1105704339,1051184308)+W(3,1042242605,-1122889273,1009768300,1034433919)+W(4,1051228067,-1096635113,-1145327523,-1109404651)+W(5,-1096200649,-1105180361,1048638245,-1096976391)+W(6,1040585575,-1092825760,1051518582,-1126487153)+W(7,-1108464678,1040013733,1038762547,-1132445914);sum2=W(0,1031829824,-1109805410,-1124056141,-1121205117)+W(1,-1090390675,1059020251,1045427632,-1105324964)+W(2,1018005966,-1118368537,-1107061510,-1110420773)+W(3,1032068637,-1113920834,-1115675784,-1113281242)+W(4,1007706034,1029970286,1026565438,-1106581817)+W(5,1057752640,-1089850616,1047283254,1046732003)+W(6,-1103994134,1036394258,1031976810,-1101115525)+W(7,1042522746,-1145818031,-1112565336,1036673543);WS(1066366016,-1121083386); +sum1=W(0,-1122305754,-1114017662,1026624689,-1127500850)+W(1,-1104671484,-1098749979,-1088657475,1025706181)+W(2,-1111488580,1037547214,-1085705014,1043832110)+W(3,1015742169,-1105147876,-1112264441,-1123271764)+W(4,1052467062,1035730049,-1127181143,1013565235)+W(5,1066224034,1026340635,1045310349,-1121688536)+W(6,1041900405,-1127673329,-1121566277,-1112016562)+W(7,1022047173,-1132045794,998683632,1043675185);sum2=W(0,1044058166,-1093545812,1043023116,-1102951634)+W(1,-1091261805,1070997171,-1093647750,1037657608)+W(2,-1106029228,1051593249,-1082044166,1057746121)+W(3,-1119100020,1013819138,-1100798567,1006392595)+W(4,1058451408,-1112978123,1035018995,-1104735391)+W(5,-1105620254,1052846459,1043811519,-1104370519)+W(6,-1096225251,-1127092852,-1097428497,-1091103100)+W(7,-1121077487,1041369362,-1107453736,1052307063);WS(1059191103,1030618557); +sum1=W(0,1053678608,1049973094,1032351793,1034200101)+W(1,1047695489,1053292689,1058794603,-1114145283)+W(2,-1137634576,1053263444,1055818163,-1114663316)+W(3,-1138534517,1043320696,1041016873,-1125278731)+W(4,-1098031908,1026486548,-1148363237,-1100440271)+W(5,-1078695803,1043453347,-1194991971,-1087452589)+W(6,-1094543429,966472909,1033675947,-1125225546)+W(7,-1104858229,-1119664758,-1115520783,-1116533557);sum2=W(0,-1072453458,-1094113031,-1095812325,1021496216)+W(1,1063841069,1074699170,1068683999,-1079530578)+W(2,1042172731,1031880682,1043477830,-1095958945)+W(3,-1132334880,-1115200049,-1121439437,1015153576)+W(4,-1112299630,1023122856,1031503244,-1116672596)+W(5,-1126165044,1036242384,1036078566,-1135088113)+W(6,-1119142347,1009915385,-1100441243,-1107446259)+W(7,1034903618,1017712520,-1114450875,1037216194);WS(-1096433855,1052342409); +sum1=W(0,1041070378,-1095385709,1042163431,-1117693364)+W(1,1052133240,-1090036408,1060080198,-1105417036)+W(2,-1123398616,1043184694,-1090327769,1042648272)+W(3,-1105041790,1043408999,-1111854479,1044512510)+W(4,1034697390,1049542464,-1113444755,1006023611)+W(5,-1085473397,1048891757,-1112382959,-1109633387)+W(6,-1105658040,-1106505885,-1111238376,1057448056)+W(7,1041051171,-1110665802,1049508979,-1104977148);sum2=W(0,-1119373866,-1082984200,1043188759,1039259027)+W(1,1052826002,1067327309,-1077733706,-1086821333)+W(2,1036052293,1052358305,-1149070344,-1117342490)+W(3,-1101694007,1050777563,-1102382047,1037381955)+W(4,-1105050294,1045229872,-1113326246,-1165551167)+W(5,1068967257,1052700624,-1109909290,-1103802686)+W(6,-1101813629,-1099183932,-1098764713,1054626023)+W(7,-1106555317,-1096821402,1052205497,-1103461210);WS(1046655614,1069864308); +sum1=W(0,1040943483,1031319761,-1106200785,1035633391)+W(1,1043913370,-1093886310,-1120751363,1045417382)+W(2,1047844019,-1088130094,-1098821847,1050212129)+W(3,1043891960,-1082722808,-1092291401,1039058852)+W(4,1026979270,1034433460,1050507575,-1105260712)+W(5,-1121044950,1041581532,1045765948,-1106053451)+W(6,1049054225,1017929306,1029812249,1042106970)+W(7,1042598038,1034869942,1028938706,1041620790);sum2=W(0,-1101136548,-1084472150,-1082465618,-1098805029)+W(1,-1097728468,-1140347496,-1085764460,-1094351375)+W(2,1049713965,1049328541,-1100091144,1040878916)+W(3,1058810464,1071144827,1062808960,1037060075)+W(4,-1108050411,1039888035,1045866690,1017798412)+W(5,1053843229,1038111290,1027046574,1031330790)+W(6,986797508,-1104239104,-1100094208,1043199898)+W(7,-1097822096,1017716576,-1098800085,-1119994130);WS(-1077527440,1065234224); +sum1=W(0,1014606833,-1098001853,-1088676934,1031059492)+W(1,1031584061,-1083911392,-1087241405,1041495444)+W(2,-1140389945,-1096536807,-1095088526,-1143158030)+W(3,1013235228,-1100223239,-1104484775,1035424519)+W(4,1051162632,1001612013,-1159469258,1055802445)+W(5,1061276187,-1105280809,-1109463457,1059501583)+W(6,1049527800,986827883,1038556792,1050088278)+W(7,1037087943,1047418837,1030875577,1042937212);sum2=W(0,1006719462,-1098369589,1019217071,1026928347)+W(1,1043604137,-1134457784,1041304779,-1103317527)+W(2,1034526167,-1118427047,1048134757,-1106627965)+W(3,-1134258967,-1113504087,1029994729,-1117999031)+W(4,-1099640354,-1146387796,-1112677997,1027288437)+W(5,-1112266437,-1071428003,-1072403340,1050941648)+W(6,1040843010,1059493547,-1082446250,1027462477)+W(7,1054764710,1077848621,1072461191,-1104465031);WS(1034219259,-1130863201); +sum1=W(0,-1125729883,1031973022,1036468120,-1122470601)+W(1,-1092963050,1062931954,1045421587,-1119868741)+W(2,1017182198,1050208654,1062738826,-1102984950)+W(3,-1116589116,1023027040,990945063,-1107264969)+W(4,-1125640547,-1112351746,-1104067775,1033355302)+W(5,1044707408,-1094830635,-1106594245,-1122038588)+W(6,-1106320445,-1109997276,-1127079049,-1104269382)+W(7,-1098846428,-1117279521,-1112571199,-1110744610);sum2=W(0,999703935,1029144962,1041156572,-1120041672)+W(1,1041627711,1046556501,1037796455,-1109032994)+W(2,1029813110,1040466231,1060385029,-1111815622)+W(3,-1114401610,-1076222058,-1103822492,-1110751572)+W(4,1036670980,-1107170022,1036471018,-1103868400)+W(5,1059414852,1029249656,-1115113192,1043292537)+W(6,-1105513272,1043143286,-1126242312,1048639871)+W(7,1043280503,1034327293,-1101226736,-1100107078);WS(-1097041087,-1081891922); +sum1=W(0,1042240134,-1091271089,-1097075376,1045201037)+W(1,1039927583,1059654550,-1094847921,1049780286)+W(2,-1110484942,1057233913,1056430510,-1122695635)+W(3,1039840796,1050554535,1041827328,-1117417409)+W(4,1049467348,-1097795722,-1115394372,-1126257330)+W(5,-1141428591,-1103383438,-1097045891,1057610047)+W(6,-1087958744,1033721138,1036098616,-1089703504)+W(7,-1096159486,-1131932502,1035539581,-1096746586);sum2=W(0,-1101224821,1042508745,1052214657,1012982255)+W(1,-1116588919,1071547407,1042044290,-1109376974)+W(2,-1092858264,-1090264503,-1089469015,-1096183361)+W(3,-1119652925,-1083767147,1039700797,-1090462581)+W(4,-1093748656,1020863779,1032353073,-1136022111)+W(5,1065241977,1040242686,-1113516472,1045672838)+W(6,1047260540,-1103746594,-1120964187,1049249478)+W(7,-1107087862,1028764718,-1100885683,1046964814);WS(-1088621983,1079497913); +sum1=W(0,-1102075462,1051824794,1052712773,1027161409)+W(1,-1109063205,1060662493,1057942154,-1120075900)+W(2,-1136555883,1057800198,1062931830,-1104005172)+W(3,1033292370,1059753504,1047971474,-1112015962)+W(4,-1098602113,1021667349,-1100368317,-1102058289)+W(5,-1082645434,1039175801,-1106147487,-1096292664)+W(6,-1090185155,1036809656,-1129475640,-1090788424)+W(7,-1088742454,-1143403778,1009161622,-1098101583);sum2=W(0,-1114056841,-1115238312,-1095235693,-1150684740)+W(1,1034698244,-1071093346,-1080604054,-1164208415)+W(2,1043895716,1068501149,-1083926997,-1134574697)+W(3,1050191679,1056576712,1079699126,-1101980686)+W(4,-1127339724,-1108218072,1035589955,1044985054)+W(5,-1080554397,-1106288272,1022130402,-1106549807)+W(6,1052487431,1036117000,1024268734,-1104923511)+W(7,1029700329,1031345667,-1130803558,1054997905);WS(-1087955103,1023517655); +sum1=W(0,1037773274,-1103425461,-1090071677,-1106663590)+W(1,1022742037,-1082614473,-1089596734,-1116651838)+W(2,-1117813952,-1092404165,-1088542372,1040438284)+W(3,-1102318801,-1098396937,-1100716355,1032561623)+W(4,1055773525,-1100022495,1013889298,1062902614)+W(5,1060267482,1030094516,-1101161913,1059014377)+W(6,1054561254,-1116951793,-1120043085,1057943128)+W(7,1049819671,1026546470,1035114019,1051603940);sum2=W(0,1032757863,1061839668,-1094858135,-1107653444)+W(1,1037010009,-1123088190,1049735190,-1150202006)+W(2,1041748319,-1098358767,-1089824138,1026258576)+W(3,-1112646994,-1103776938,1049699018,-1131622502)+W(4,1074196920,-1069856939,-1065438414,1084595456)+W(5,1070729644,-1082206819,-1073375528,1067688119)+W(6,1057889952,-1097734258,-1086758222,1050587980)+W(7,1048602984,-1098587943,-1106404220,-1127981435);WS(-1089607615,1063931357); +sum1=W(0,1033042784,-1099513696,-1089422721,-1156148665)+W(1,-1117005684,-1083936660,-1086976804,1027235975)+W(2,-1112863441,-1092850238,-1089259880,1045226606)+W(3,-1102751384,-1096124078,-1096473171,1040283212)+W(4,1053472432,-1107985659,1041177357,1059281720)+W(5,1061258678,-1103260375,-1122980350,1060428066)+W(6,1057981025,-1109580750,-1111710595,1055780369)+W(7,1054893029,1035448166,-1125267169,1051704489);sum2=W(0,1037699935,1048614297,1074606150,1024298597)+W(1,-1094400051,-1071672142,-1085515118,1030404477)+W(2,1024136176,-1095087497,-1091215560,1052543759)+W(3,-1102232478,1071366890,1050441058,-1159281410)+W(4,1047271097,-1121834510,1030125639,1080820206)+W(5,-1066721483,-1101580999,-1166463196,-1079656120)+W(6,-1096732136,1009399200,1028051862,-1078287609)+W(7,1074685383,-1113696211,-1117118368,1057126689);WS(-1083901183,1060981851); +sum1=W(0,1039492049,-1107896957,1048978486,-1106299749)+W(1,1055856482,-1090009641,-1119192025,-1113140273)+W(2,-1108369378,1034759564,-1088174932,-1103186821)+W(3,-1127954738,1027686380,1008970428,-1115937041)+W(4,-1115539879,1049662006,-1121286832,1016862419)+W(5,1058119768,-1149152444,-1106196840,-1098481927)+W(6,1048477348,-1146708651,-1101797848,1052019064)+W(7,1044214632,-1111878699,1024756171,1034559233);sum2=W(0,-1110488253,1056034410,-1130369060,1030335348)+W(1,1042224202,-1094958491,-1097486091,-1096373435)+W(2,-1117770266,-1114209587,1057631708,1038378538)+W(3,-1168276161,-1115537765,-1105273765,1036930446)+W(4,1040331307,-1094310491,1006653296,-1106797797)+W(5,-1106971469,1042512890,-1113782011,1063611375)+W(6,1037075531,-1114686161,-1140559356,-1093142933)+W(7,1025218793,1026640233,-1115373149,-1115233817);WS(1063762143,-1098158381); +sum1=W(0,-1113176415,1049655577,-1106988831,1027555010)+W(1,-1094480963,1041189880,-1089572014,1044835884)+W(2,1038186408,-1095655321,1035602487,1042205032)+W(3,1041241393,-1102946366,995617211,-1112247611)+W(4,1032851437,-1099137927,1033567284,1031921883)+W(5,1057311541,-1101762329,1052671923,-1106152127)+W(6,1046700975,1044902280,-1106014811,-1100163979)+W(7,-1119959180,1044480349,-1094051821,1050763922);sum2=W(0,-1108274646,1037755544,1040615985,1010916279)+W(1,1049469526,-1085933104,-1107213139,-1108043460)+W(2,-1097521196,1027381238,-1098201753,1061284555)+W(3,-1106103943,1039340208,1007266289,1047936551)+W(4,1053142923,-1119616718,-1126424725,-1103581164)+W(5,-1093682556,1050086980,1062997316,-1091384808)+W(6,1044225612,-1099920539,1044548392,-1095835641)+W(7,1011948943,-1120667237,1043928239,-1101597200);WS(1060336095,-1119657045); +sum1=W(0,-1117126579,1044311660,1048279897,1023788715)+W(1,1022815367,1060724749,1062204714,-1108875843)+W(2,1043213137,1050929706,1063043033,-1100562722)+W(3,-1142747249,1051192212,1037241746,-1111482971)+W(4,-1096869700,-1136931731,-1110161279,-1106238784)+W(5,-1081389759,1034904806,-1115905233,1019770348)+W(6,-1097593661,1017832853,-1124661292,-1084472996)+W(7,-1102133781,-1109353889,-1109716592,-1106654286);sum2=W(0,-1103288529,-1126560341,1009247708,1036664563)+W(1,1057556566,1067728497,-1067246446,-1102134383)+W(2,1031668335,-1085231458,1078180911,-1099512639)+W(3,1028018661,-1114058193,1047956293,-1103860103)+W(4,-1102369678,1008412166,1035577258,1013790140)+W(5,-1093152080,1045655865,1016094574,1047852878)+W(6,1042704555,1023608957,-1123477495,-1110504691)+W(7,1030531898,-1120624893,-1112760821,-1132621098);WS(1035518203,1045613832); +sum1=W(0,-1096085823,1043513429,1057279232,1044215468)+W(1,1007706274,1061539183,1057361220,-1102751483)+W(2,1051305356,1058710773,1057962612,-1098118842)+W(3,-1106455273,1053125757,1037420261,-1096250919)+W(4,-1096451901,-1098498663,1042423606,-1097478568)+W(5,-1085528932,1054368634,1012832112,-1091716958)+W(6,-1091718961,1057808613,-1103819295,-1093017477)+W(7,-1097230063,-1111733504,-1100568821,-1100741095);sum2=W(0,1050542737,-1084246791,1058997495,-1105709018)+W(1,1027983028,-1106510960,-1103685622,-1106108137)+W(2,-1091042532,1066680974,-1089515541,1053295819)+W(3,-1108416827,1037143386,-1088412186,1049054259)+W(4,1065459234,-1101303092,1022365788,-1086433444)+W(5,-1102412567,1044759128,1040995532,1055198365)+W(6,-1080963495,1043286350,-1104466949,1057925132)+W(7,1049505110,-1106131860,-1096360229,1056230430);WS(-1103921662,1072713673); +sum1=W(0,-1130675027,-1104528338,-1111681022,1042712209)+W(1,-1108819823,1055222237,-1103688784,1041149044)+W(2,-1102885798,1053207587,1063848575,-1099465033)+W(3,-1122152216,1044600823,1051374172,-1108891552)+W(4,1032835743,-1124533373,-1123292759,1029885560)+W(5,-1089836355,-1143773237,-1101763282,1053127408)+W(6,-1090841456,1032528402,1044926036,-1089832742)+W(7,-1101098252,1018003689,1040294582,-1098121506);sum2=W(0,1032691193,1031996320,1017580326,-1116466906)+W(1,-1134651946,-1121084452,1040673767,-1110682367)+W(2,1020309206,-1123645954,1012141662,1019799157)+W(3,-1118897648,1005021204,-1125118807,1028255175)+W(4,1045143645,1067424527,1018640494,-1100144980)+W(5,-1112456349,1057195246,1071822180,1055366708)+W(6,1036705771,-1073530916,-1078565795,1037079065)+W(7,1021253254,1033125682,-1087156462,-1112096331);WS(1054959295,1011151216); +sum1=W(0,1028540695,-1104732576,1043778462,-1124554365)+W(1,-1135601758,1052343180,1063706911,-1107828893)+W(2,1032466990,-1128754020,1050410381,-1135515507)+W(3,950109203,1043960229,1034222620,-1110097877)+W(4,-1111020475,-1113072532,-1103855992,-1140499785)+W(5,-1081762405,1048654720,-1121738665,-1098481604)+W(6,-1112972157,1012954617,-1096321673,1053053447)+W(7,-1120112616,-1114439871,-1110289546,1023071124);sum2=W(0,1047690020,-1094867354,1047456971,-1104841432)+W(1,-1086552004,1065412328,1068880529,-1084375561)+W(2,1025710892,-1110380578,-1080289298,1046416693)+W(3,-1113936449,1016290713,-1105039836,-1130856953)+W(4,1033457856,-1129013032,991739097,1024424907)+W(5,-1087761187,1059009805,-1103560341,1046341732)+W(6,-1103331799,1045332030,-1098849357,1062384539)+W(7,-1126452938,1019994493,-1104241974,1024509174);WS(1061669311,1066543312); +sum1=W(0,-1111872182,1051889621,-1097490380,-1120030840)+W(1,-1109640224,1043197314,-1085299564,1046388965)+W(2,-1104742312,-1114905437,-1099578605,1051640445)+W(3,1018742870,-1095793020,1033952272,1040612129)+W(4,-1110528784,-1112085217,1026361650,1038501126)+W(5,1054292822,-1116217609,1019064063,1050043436)+W(6,1056051928,-1097066005,1045441021,-1095700775)+W(7,1044337364,1039394788,-1146667493,-1108619674);sum2=W(0,1040922446,-1147221163,-1098300344,1041249103)+W(1,-1133026152,1055827658,-1097103704,1047169006)+W(2,-1121038685,-1105225178,-1082349433,1045305983)+W(3,986169209,-1102095468,1036618956,1032067159)+W(4,1014590689,-1115292810,-1123648820,1041141085)+W(5,1056443342,1023898168,1021735499,-1094689158)+W(6,1035590360,1038130213,-1153021086,1051958562)+W(7,-1145857885,1030074795,1035045284,-1098250629);WS(1066007616,1040865170); +sum1=W(0,-1106398093,1038441464,-1154003525,1016703369)+W(1,-1096325697,1050813825,-1112021256,-1114560988)+W(2,1023023221,-1108543232,1059033474,-1094335779)+W(3,1022983872,1034570898,1040892233,-1113231876)+W(4,1031083397,-1146451379,-1111826720,-1104662792)+W(5,1061249791,-1102172436,-1102003526,1052887594)+W(6,-1106571274,-1109007926,-1104413998,-1126656183)+W(7,-1115038347,-1123919488,-1112600993,-1121820472);sum2=W(0,1036640719,-1103775527,-1109314178,-1117895883)+W(1,-1109277526,-1088245301,-1079308608,-1092695525)+W(2,-1102073467,1058556412,1032194306,1054484712)+W(3,-1115714917,1049638324,-1097777200,1047716642)+W(4,1047073701,-1117061975,1029963629,1043196819)+W(5,1071134194,-1113344034,1053147047,1032498235)+W(6,-1102222667,-1104158962,1027577620,-1098274857)+W(7,-1109885254,-1106961770,1019489703,1028797614);WS(-1112959995,-1090797387); +sum1=W(0,-1102515009,-1157171375,-1107113888,998546749)+W(1,1024148768,-1088418302,-1095395659,1018649191)+W(2,991750171,-1092700079,-1108499994,1036601843)+W(3,1024106779,-1106951576,-1100812608,-1134314668)+W(4,1043372984,-1109045169,1034524319,1042251615)+W(5,1049085946,-1107024218,1025715818,1057847906)+W(6,1052242560,-1102346050,1036766314,1054314562)+W(7,1043704436,-1136260253,1041369791,1010001228);sum2=W(0,1000463738,1024736081,1045091130,-1097076796)+W(1,1064100942,-1096201033,1064625577,-1083533587)+W(2,1043707697,-1106033160,-1071550159,1074997490)+W(3,-1152835380,-1111712908,-1118548401,1028507309)+W(4,1040206702,-1122385083,1016501386,1028367411)+W(5,-1086258418,1050125885,-1104146558,-1112850496)+W(6,-1098690685,1041978517,-1105686824,1052069491)+W(7,-1113053149,1032203802,-1109567340,1050202273);WS(1065286463,-1155116140); +sum1=W(0,1036265535,-1091060822,-1099417962,-1127743664)+W(1,-1121018025,-1089265061,-1088882712,-1118137852)+W(2,1028265374,-1090887512,-1088513194,1024160014)+W(3,-1116217572,-1096201501,-1097685517,1031461691)+W(4,1038987540,-1121911642,1035108393,1047837241)+W(5,1069311516,-1100290432,-1119901843,1061626690)+W(6,1051214117,980641778,-1101311755,1053957977)+W(7,1045642342,1036102670,1030945477,1050330231);sum2=W(0,1054178647,-1098771138,-1104287950,1023964675)+W(1,-1088748842,1062304002,1030951671,-1104607531)+W(2,1027793575,-1095484784,1056993385,1034720649)+W(3,1048440611,-1115722179,-1103591056,1026748348)+W(4,-1106164282,-1107123343,-1107378538,-1095527688)+W(5,1069791349,-1093097006,-1102317974,1049293814)+W(6,-1093744890,-1104614583,-1107155572,-1106129898)+W(7,-1102843948,1036145149,-1111048704,1040804508);WS(-1107864827,-1106183398); +sum1=W(0,1032383543,-1105288567,1028246417,-1106667222)+W(1,-1105126732,1031807228,1024277645,-1104095901)+W(2,-1099092218,1059042594,1024663749,-1119082647)+W(3,-1100466619,1061247795,1038514313,-1106477481)+W(4,1048732230,-1113355593,-1094330385,1062610107)+W(5,-1097352540,-1110531197,-1100412503,1033194034)+W(6,-1097841594,-1119219065,-1106817153,1042072353)+W(7,-1116357250,-1112377140,-1116226478,-1132497297);sum2=W(0,-1107748661,1029365940,1049202878,-1124057659)+W(1,-1106278570,-1090514146,-1100669682,-1106641450)+W(2,1045306633,-1101749265,1050790854,-1115427744)+W(3,1044220643,1051259000,1044664667,-1107251222)+W(4,1040631102,-1120955446,1043135164,1055877653)+W(5,-1097531540,-1096084011,1048773070,-1121942624)+W(6,1044511371,-1101432694,1040842880,-1095195500)+W(7,1035140356,-1156279482,-1108344435,-1123742683);WS(-1107710971,-1103335008); +sum1=W(0,-1097452822,1052789750,1057965326,1020774038)+W(1,-1142400543,1059882105,1061528673,-1103681302)+W(2,1035627390,1052101646,1058381533,-1130541650)+W(3,1026933710,1048909172,1047827121,1026485526)+W(4,-1097416740,1007270548,-1108312647,-1096736580)+W(5,-1082070814,1032878150,1008435167,-1090723228)+W(6,-1092903493,1029066731,1024150455,-1096313647)+W(7,-1094072619,-1129872006,1024752368,-1095953623);sum2=W(0,-1096592719,1056674994,1051358993,-1091198687)+W(1,1017819408,1057806550,1050253089,-1088722291)+W(2,1047280108,-1095745001,-1098514434,-1104841225)+W(3,1046210234,-1101840089,-1121773836,-1133964792)+W(4,-1102658445,-1112372364,1036983987,1026242284)+W(5,1048044980,1033031265,-1109827680,1039492851)+W(6,-1114927114,-1128936304,-1106004699,1047848116)+W(7,-1115459009,-1121859563,1044703642,1009730080);WS(1046617982,-1079283690); +sum1=W(0,-1112371935,1005568807,-1103103206,-1112235521)+W(1,-1114138877,1053438832,-1082068590,1046025067)+W(2,-1106636112,-1113851306,1050481934,-1100106092)+W(3,-1134743124,-1101795702,-1101804759,1006684852)+W(4,1053710959,-1112406582,1031782004,1050398983)+W(5,1056782757,-1120370051,-1109731202,1059470764)+W(6,1044662919,-1114617505,1047048563,-1084354719)+W(7,1040488963,1035089325,-1122334215,1028720557);sum2=W(0,1041752924,-1107057915,-1114190125,-1123583696)+W(1,1045050816,1066165326,1054169171,-1096033091)+W(2,1044170848,-1094482563,-1090934807,-1111810372)+W(3,-1107148363,-1140242036,1030376713,1035342189)+W(4,-1108427412,1011193218,1035265901,-1123424510)+W(5,1060681517,1037309084,-1097576107,-1101097272)+W(6,-1094742214,1047478278,-1094306097,-1093738003)+W(7,1046835784,-1118953940,999245333,-1122528198);WS(1057107647,-1115492411); +sum1=W(0,1017716083,1044219192,1037909322,1043432615)+W(1,1034158091,1055275264,1059480955,-1115224236)+W(2,1040917102,1051479740,1062186253,1031606075)+W(3,1006053250,1049031914,1036604907,-1119339928)+W(4,-1094557923,1036944691,1042270260,-1092726398)+W(5,-1079486955,1036017407,1049175094,-1089724826)+W(6,-1090199321,1012181234,-1112299996,-1094016652)+W(7,-1124163213,-1106538704,1026270626,-1111430132);sum2=W(0,-1107779390,1041358579,1037675363,1018646782)+W(1,-1094766117,1063077105,-1103110037,1048577488)+W(2,-1115207772,-1097294293,-1094239344,1029078775)+W(3,-1134027235,1005749079,-1106609062,1041354677)+W(4,-1114299594,-1106961783,-1095820604,1056993548)+W(5,1069120744,-1094104293,-1113810892,-1108103869)+W(6,-1090842684,1030620215,-1100654825,1019393926)+W(7,-1111892981,1031888221,1015746998,-1103795001);WS(1038408187,-1104646224); +sum1=W(0,1032659338,-1095811512,1031841147,-1100666444)+W(1,1050254507,-1086582314,1046629869,-1096791479)+W(2,1034716030,-1095590162,-1092033141,-1125163769)+W(3,1024265746,-1097384267,1012740704,-1104041563)+W(4,1046356758,-1115316924,-1121385297,1045835257)+W(5,1049546009,1043876936,-1109718991,1055310447)+W(6,1032941357,1051195252,-1115882186,1059064223)+W(7,1043234370,-1121465454,-1110386378,1016606100);sum2=W(0,1034495435,1013274853,1033178697,1033146053)+W(1,1015618236,-1083473003,1044565157,1033891153)+W(2,1026402836,1033829854,1047899954,-1102272365)+W(3,-1130670616,-1129244632,1026659107,-1126192412)+W(4,-1103797816,1046600596,-1107600367,-1110558215)+W(5,-1075035519,1071496075,-1096372667,-1074394842)+W(6,-1107786181,-1103057086,1070598351,1070896015)+W(7,1033633210,-1106841766,-1099451771,1039466503);WS(1060540543,-1145107984); +sum1=W(0,1033700674,-1115158282,-1111708420,1016949312)+W(1,1050394829,-1105627788,-1112773425,1008485935)+W(2,1027755062,1049090616,-1166436080,1025975118)+W(3,1036625882,1027903943,-1131929874,-1166944971)+W(4,1037057540,1034636061,-1110878953,999025948)+W(5,-1105528438,1047777444,1006219749,-1111113150)+W(6,-1097657169,1023310559,1034379342,-1092533512)+W(7,-1104970374,1029991232,1042471825,-1125616567);sum2=W(0,1041061913,1047913039,1028528033,-1112727972)+W(1,1049192765,-1088725965,1058299937,1030171918)+W(2,-1108991614,1028842331,1006741474,-1097932217)+W(3,-1128975721,1019613109,-1119404040,-1128255593)+W(4,-1120606988,-1090975722,1039139414,1050127712)+W(5,1051042420,1056682084,-1096898908,-1075312291)+W(6,-1120436768,-1136718330,1043329296,1061621025)+W(7,1038145345,1017746289,1019658885,1041035795);WS(1058512095,1047466767); +sum1=W(0,1032743763,1015664161,-1102753041,1025672397)+W(1,1040236986,-1099087483,-1102686879,1046625694)+W(2,1042422310,-1097334084,-1097904327,1041791363)+W(3,1034505416,-1096407969,-1123206279,1024317081)+W(4,1032570339,1033220516,1037433000,1037445664)+W(5,-1089271035,1024398415,1035056566,-1091026739)+W(6,1051389809,1042353123,1043847942,-1100626131)+W(7,1050962859,1047698739,1037697617,1041773046);sum2=W(0,-1113457231,1040318944,-1097429792,-1111694157)+W(1,-1110494513,-1087577139,-1109123041,1007020677)+W(2,1042151096,1033854974,-1115766281,1036239980)+W(3,1038268008,1058473731,1056323633,1014804229)+W(4,-1131566802,-1108486657,-1115035673,1052756319)+W(5,1071158756,1052796029,1057627634,1066240251)+W(6,-1085216854,1031946717,1037312144,1055974927)+W(7,-1078122726,-1088208012,-1107413695,-1076147337);WS(-1087119871,1051442968); +sum1=W(0,1026199466,-1102133666,-1101188351,-1106951233)+W(1,1034911407,-1081083296,-1096477343,-1111827529)+W(2,1036906330,-1089794286,-1093686286,-1110066258)+W(3,-1123695161,-1096524016,-1102503648,-1121489041)+W(4,1046522759,1024298399,-1118371512,1055191809)+W(5,1062137809,-1118895495,-1102462991,1061746551)+W(6,1061657374,1028468933,-1105243164,1056808794)+W(7,1043754020,1039027467,1001909715,1025414769);sum2=W(0,-1136414534,1023613585,-1111568121,1036012528)+W(1,1018170307,-1086518431,1046290638,1028357901)+W(2,-1115554829,1040198779,1032866656,996800246)+W(3,-1128152611,1031067220,-1115393969,1018408279)+W(4,1037328619,-1141870971,1019317279,-1125130883)+W(5,-1068062671,1041918725,-1105362146,-1077265349)+W(6,1057186482,-1110577355,1040576139,1083861052)+W(7,1024816461,-1109411807,1032099345,-1101393956);WS(1041081598,-1101063046); +sum1=W(0,-1105628103,1048894326,-1123374599,1038662072)+W(1,-1112508084,1062900743,1044003395,1046838359)+W(2,1047812813,1041428913,1058339600,-1112561351)+W(3,1045311157,1013224727,1044355834,-1106996345)+W(4,-1098151405,1009505700,-1104056554,1035193857)+W(5,-1082115704,1039692648,-1107771451,-1109376817)+W(6,-1097118497,-1126547869,1049374543,-1087104856)+W(7,-1110120844,-1121969199,1037690530,-1098603955);sum2=W(0,-1110454828,1066739686,-1102665080,1034938637)+W(1,-1094841314,-1072571644,1063593500,1044300205)+W(2,-1123904781,1033188794,1050585763,1049263704)+W(3,1018550156,992411043,1040935597,1032882093)+W(4,1057500561,1050111041,-1096043986,-1083931487)+W(5,-1073076170,-1094917255,1057117236,1069787057)+W(6,1049962317,-1119131193,992791419,1057940110)+W(7,1032437745,-1139242755,-1129197337,-1103057884);WS(1047493374,1019974383); 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+sum1=W(0,-1114910804,1028416398,1024824451,-1115961291)+W(1,1014875535,1049045373,1053775806,-1099814536)+W(2,1008636276,1031972351,-1081844071,1042946610)+W(3,-1120594878,1044145240,1007262993,-1106406626)+W(4,-1107386562,1040362701,-1111982511,1015893437)+W(5,1054905786,1016424474,1049488325,-1081677098)+W(6,1045923489,-1118478155,-1105282974,1057687981)+W(7,1016529769,1008933435,1018226304,1043411542);sum2=W(0,1048887568,-1104650552,1024635319,-1133545882)+W(1,1040041167,1061771033,-1106613727,-1092588040)+W(2,1009986974,1020453405,1059347143,-1098849827)+W(3,-1120224962,1003801667,-1100016935,1044263399)+W(4,1009836758,-1109494815,1049399700,-1123675276)+W(5,1063348295,-1099749985,-1105276085,-1090053582)+W(6,-1091467004,1040581639,-1094328117,-1095509129)+W(7,1013849670,-1116729410,1041257354,1034750124);WS(1051954047,1053754534); +sum1=W(0,1024010640,1036755054,1038078984,-1115617616)+W(1,-1104806436,1054877383,1063482792,-1105864485)+W(2,-1116880702,1032370277,1061183100,-1109064955)+W(3,1017392662,1041423460,1043596932,-1125878182)+W(4,-1111840872,1027644834,-1106689047,1012663597)+W(5,-1088048944,-1099610254,1000291764,-1094956956)+W(6,-1106496725,-1110075188,1030290339,-1092794954)+W(7,1027390113,-1125796047,-1134690355,-1106933961);sum2=W(0,-1120362784,1038083675,1041153226,1032585330)+W(1,-1103911013,1062089523,-1085822417,1053495069)+W(2,-1128147020,1044421032,-1088542584,-1152525762)+W(3,-1104983105,1041652917,-1113855086,1012657824)+W(4,-1097998955,1041971655,1045110917,-1098242715)+W(5,1056336567,-1090235355,-1094674500,-1097864806)+W(6,1046053205,-1141849761,-1100885631,1061326318)+W(7,-1160964996,1032164357,-1114518568,1042938789);WS(1061027871,-1104546242); +sum1=W(0,1044372474,-1093243621,999947493,-1105616597)+W(1,1044930783,-1082760108,-1093936864,1021564129)+W(2,1039863327,-1087020314,-1089254915,1046184033)+W(3,1036593932,-1089177610,-1095491356,1037242932)+W(4,1054887248,-1111771647,1044086916,1020340785)+W(5,1059757863,-1109427891,1042456335,1050165368)+W(6,1055330116,-1114227250,-1109416824,1059995997)+W(7,1053764638,1025046581,-1119355674,1049586618);sum2=W(0,1026041138,-1087262504,1060306884,-1071093827)+W(1,1068180608,-1104665609,-1080863241,1068370917)+W(2,-1126398467,1036496204,1065726420,-1099034443)+W(3,1032038973,-1112342652,1052019191,-1114641099)+W(4,-1137957530,1030953599,-1107356858,1049935328)+W(5,-1097098353,-1149593287,1026067688,1024099582)+W(6,1043337171,-1111590832,1031805059,-1115701817)+W(7,1039831002,-1165279566,-1110320626,-1155572887);WS(-1085156031,1045210454); +sum1=W(0,-1111119484,1050029461,1062377574,1032928297)+W(1,1012189550,1061895670,1062121112,1023710638)+W(2,1039427612,1050106073,1058328143,-1119437633)+W(3,1039591187,1050020631,1051812528,-1114651991)+W(4,-1097825399,1025846477,-1097791665,-1090582815)+W(5,-1084850381,1038427330,1032229097,-1087364538)+W(6,-1087870448,1036234257,1040335420,-1086721078)+W(7,-1089842983,-1146480404,1026163704,-1095972450);sum2=W(0,1039341132,1048143772,1061817512,-1123647935)+W(1,-1100132407,-1080635557,-1106274437,1035983028)+W(2,1035406254,-1113472410,-1101127944,-1107056231)+W(3,1039408558,-1101636583,1025367216,-1116224056)+W(4,1075567701,1037735150,1056516802,1083879676)+W(5,-1069811820,-1096421593,1028242764,-1081957201)+W(6,-1083251742,1030744652,1035329144,-1080342730)+W(7,-1087422720,1049804166,-1094803270,-1113852980);WS(-1079692512,1054562755); +sum1=W(0,-1107273417,1049923207,1042438683,-1109749038)+W(1,1030213964,-1113189609,1044388569,-1102577952)+W(2,1046944740,-1087748930,-1089184118,1036563817)+W(3,1050658577,-1091524869,-1096053014,1031914983)+W(4,-1091034933,1042543591,1050333996,-1092016161)+W(5,1050309800,1034159515,1055304278,-1089719139)+W(6,1053009554,-1122229091,1040366472,1048990040)+W(7,1049517424,1034826102,1006842402,1048709856);sum2=W(0,-1097603156,1045744428,-1094982607,1041125733)+W(1,-1107000988,1063877853,-1102781952,-1103003109)+W(2,1048646468,1041101455,-1096755169,1032085636)+W(3,1056003520,-1106723297,1038162032,-1094740103)+W(4,1049918932,990353951,1061130686,1055140379)+W(5,1066829095,-1096233798,1058588396,-1106862916)+W(6,-1081598978,-1089860215,-1095838692,-1090474230)+W(7,-1085369603,1044183141,-1096717844,1049572267);WS(-1080283264,1053171958); +sum1=W(0,-1113658461,1050045174,1054395509,1045885175)+W(1,974135701,1060600957,1055879386,1034538909)+W(2,-1118011958,1060753746,1061640838,-1122513036)+W(3,-1108239136,1061053402,1054788217,998696774)+W(4,-1095192933,1035446876,1028512496,-1083475508)+W(5,-1084797135,1044250612,1026195253,-1085810962)+W(6,-1087204563,-1117222317,1037521197,-1086057732)+W(7,-1108529436,-1101819472,1038575473,-1092652351);sum2=W(0,-1132622893,1077078383,1082611215,1049760823)+W(1,-1136534149,986681348,1066257283,1033001558)+W(2,-1092886300,-1069070549,-1084657320,1043696998)+W(3,1058228696,-1074505611,-1072372844,-1098156850)+W(4,1055018182,1035090608,-1130959534,-1114287788)+W(5,-1078537691,-1090394759,-1112584386,-1101461080)+W(6,1065047159,1038822180,1058031741,1054805894)+W(7,-1082348593,-1115499033,1041633511,1049854091);WS(-1073398920,1057727890); +sum1=W(0,-1106188342,1056847849,1052994159,1041979362)+W(1,1040300287,1059196498,1060197326,-1108985859)+W(2,1046284093,-1094105983,-1094535618,1044683952)+W(3,990388050,1043962286,-1102914751,1044621499)+W(4,-1087976920,1033778006,-1110295050,-1092671491)+W(5,-1108460501,-1114468666,1040328063,-1085676269)+W(6,1046385743,-1098429184,-1102804911,1051731585)+W(7,-1104493131,1033981777,-1104640754,1031818215);sum2=W(0,-1093219342,-1135654176,-1089430647,1021160276)+W(1,-1106388958,1074674993,-1079796815,-1089562294)+W(2,-1180890998,1052929457,-1098010580,-1099093932)+W(3,1057228486,1047748991,1040584224,-1090965228)+W(4,1044152573,-1096279754,1031984432,-1102895535)+W(5,1074136497,-1101895278,1011763192,-1095163331)+W(6,-1099885509,-1095468231,-1117345690,-1095203310)+W(7,-1131585606,1045144673,-1107912603,1041387674);WS(-1087643711,1073414034); +sum1=W(0,-1116796288,1056957030,1043019738,1043421796)+W(1,-1098636497,1065994910,1048028053,1042590607)+W(2,1005024220,1059267719,1061262410,1008405302)+W(3,1029633907,1054563645,1045820026,-1106384411)+W(4,-1093379129,-1112484637,1028452722,-1091862260)+W(5,-1081315117,-1120978641,1043084437,-1089120888)+W(6,-1093593189,-1105879924,1046109207,-1088787029)+W(7,-1106230054,-1095994501,1024805700,-1108751805);sum2=W(0,-1117575950,1051853927,-1101361376,1015257573)+W(1,1040031817,-1085239439,1007636882,1040590395)+W(2,-1111928738,1055085469,1029484438,-1104875608)+W(3,-1104400845,1055334030,-1104410806,-1124331304)+W(4,-1126719224,-1122150057,-1114431290,-1151605286)+W(5,-1069257368,-1122292554,-1123376079,-1099060090)+W(6,1065488662,-1105709439,1045790053,1078894141)+W(7,-1099504604,-1096100911,1046590167,-1097362053);WS(-1089052703,1050218486); +sum1=W(0,-1124263665,1048865735,1032977094,1024924308)+W(1,-1101857739,1057017435,1032370348,-1114112032)+W(2,-1132101549,-1106597310,-1096925880,1004177297)+W(3,-1127618735,-1138126252,-1101706323,1037546120)+W(4,-1103037451,1027347950,1016061078,-1127622480)+W(5,-1130658874,-1114101947,1047024376,-1093324152)+W(6,-1147023991,-1136950735,-1136753151,1049797356)+W(7,1041185327,-1135392976,1016234194,-1148374781);sum2=W(0,1034551493,-1111330163,1033687244,-1103127935)+W(1,1056852609,-1097897810,-1111327049,-1131095837)+W(2,1031312786,1027703970,-1092598078,1041291951)+W(3,-1125922018,1037109557,-1119650108,-1119687326)+W(4,-1132159854,-1101537844,-1115309191,1044282132)+W(5,1038437355,-1126658673,989659429,1043675418)+W(6,-1122838335,1065573620,-1101159602,-1085166716)+W(7,-1115941571,1021015548,1035948285,1030316614);WS(1065854560,-1114586365); +sum1=W(0,-1132208108,-1097600366,-1093129789,1025132845)+W(1,1036127555,-1085251325,-1094779500,1043375962)+W(2,1042302785,-1083792532,-1085614646,1042813603)+W(3,1044294516,-1081301837,-1088034874,1041475414)+W(4,1047014713,-1114318540,1052478106,1039292161)+W(5,1059484531,1040640636,1045472794,1054220253)+W(6,1058554289,1030110605,1026772633,1058902029)+W(7,1057966909,1048041627,-1123458066,1049492791);sum2=W(0,1044643809,1026206592,-1085719643,-1082315074)+W(1,1032322202,1066420950,1060376399,-1098370418)+W(2,1057109638,1025783712,1042910065,-1088636595)+W(3,1061431798,-1120476284,-1117795056,-1093539506)+W(4,-1098026838,-1097387905,-1097858732,1072912386)+W(5,1072201946,-1095903963,-1097681385,1068488422)+W(6,-1087763572,-1104219349,-1092707091,1055106268)+W(7,-1077472196,-1105350768,-1087895305,-1084317601);WS(-1071370880,1080498273); +sum1=W(0,1039364315,-1100646881,-1117320376,-1117491793)+W(1,1023528601,1045848824,-1094786920,1035846886)+W(2,-1106314247,1055228236,1057069771,-1131889533)+W(3,1013100112,-1127017775,1020389492,1028375004)+W(4,1049740511,-1103504723,-1112958490,1025681812)+W(5,-1094741601,1032469201,-1105396320,1058631773)+W(6,-1102894479,-1144513794,1034336534,-1088346742)+W(7,995411618,1002008579,-1116565942,-1138962992);sum2=W(0,-1107398437,-1114277717,-1108946242,-1097850747)+W(1,1042292809,-1084555354,1063125687,-1085613590)+W(2,-1106648125,1041901467,1059764079,1054106205)+W(3,-1122554235,-1148617751,-1103098774,1035361236)+W(4,-1118690429,1012636527,1024320851,-1129761151)+W(5,-1101999238,1026191463,1029278628,1040789135)+W(6,-1128317719,-1127460399,-1119736004,1051725304)+W(7,1025957669,997652141,-1115360404,1022272136);WS(1058528159,1053906024); +sum1=W(0,1035675727,-1092229473,-1104256080,-1112917396)+W(1,1040468760,-1082484606,-1097223269,-1104938189)+W(2,1020887917,-1100912091,-1103704557,-1105254898)+W(3,-1149793215,-1099449368,-1118771074,-1113141838)+W(4,1058833811,1021887717,1039659283,1023681564)+W(5,1061928249,-1119337706,1033492802,1051100098)+W(6,1047691241,-1127325712,-1099217437,1057519273)+W(7,1044776397,1024214504,-1114402703,1047329733);sum2=W(0,1023778714,1033307012,1040644144,-1129442596)+W(1,1026809294,-1080168883,1056896617,-1113953277)+W(2,1034718426,1046899220,1030172798,1035644478)+W(3,1038084720,-1138817753,-1114672577,1016827280)+W(4,1056981996,1014815489,-1105488042,-1106302200)+W(5,-1064674592,1043950232,1048992482,1082625405)+W(6,-1107268878,-1121557578,-1120732434,-1098216535)+W(7,-1118740750,-1122753582,1026207834,-1138831353);WS(1050028863,1057904824); +sum1=W(0,1031484924,-1114471481,-1115527732,1016998719)+W(1,1035763396,-1086973069,-1092713340,-1113918453)+W(2,1046082071,-1093669960,1048884339,-1100192683)+W(3,-1109585801,-1102684193,-1109475380,1023767163)+W(4,-1097014217,1045307870,1033316845,1049960370)+W(5,1055821255,-1113580281,-1113659631,1059124695)+W(6,1046233018,1024760783,-1104759887,1045748179)+W(7,1047341446,-1118597711,1028768132,972758359);sum2=W(0,1035985609,1022451597,1058174637,1042577042)+W(1,-1108557005,-1102051996,-1083350192,-1132583692)+W(2,1049978360,1040525485,-1096734805,1045882832)+W(3,1037998467,1012738322,-1111555351,-1123148614)+W(4,1028288917,1036599280,1036828005,-1093234196)+W(5,1066585170,-1099096459,1043707159,-1089654696)+W(6,-1101233023,1038823523,-1117191962,-1112976831)+W(7,1035922998,-1106116243,1010883764,1016281700);WS(1064158815,1035299335); +sum1=W(0,987363362,-1111853690,1016610641,-1112803360)+W(1,-1148543050,-1086418793,-1090418272,1040202935)+W(2,1016866897,-1106302329,-1096774480,-1119103150)+W(3,-1136961231,-1111706212,-1125874772,-1120253212)+W(4,-1116662313,-1114846141,1023721675,1043480489)+W(5,1062267936,1044974085,1040437218,1043761841)+W(6,1046949595,1035797256,-1112576238,1026731899)+W(7,1038415821,1017229376,-1118929285,1044534239);sum2=W(0,1032509555,-1105443060,-1130481715,982347958)+W(1,1034453505,-1090026061,1041532435,-1111294086)+W(2,1047671755,-1099067440,-1115327745,-1107492941)+W(3,1041657921,-1106888056,1007189687,-1114281099)+W(4,-1102232537,-1106323503,1029826582,1039697927)+W(5,1065332554,-1095157490,-1087181565,1059036310)+W(6,1035057967,-1113855935,1032022369,1049776291)+W(7,1039394631,-1116441678,-1137758215,-1116755236);WS(1064590463,1056702913); +sum1=W(0,1053372231,1049750478,-1118119137,1029043770)+W(1,1042753121,-1089893441,-1090400466,-1096751755)+W(2,-1098166823,-1098407696,1035942347,-1132040847)+W(3,-1101919647,-1105867448,1057009004,1054745035)+W(4,1040212560,1055292354,-1108622774,1044521535)+W(5,-1098259842,1028130891,-1086796959,1048069253)+W(6,-1126503113,-1097599727,1043794349,1046519145)+W(7,-1137574860,-1099480944,1057963224,1029470901);sum2=W(0,-1109993908,1048112351,1047380321,-1112469736)+W(1,-1101975228,1053720344,1039961237,-1113626244)+W(2,-1115391866,-1117206471,1033059361,-1113395603)+W(3,-1114050909,1029031616,1050486894,-1111764318)+W(4,-1096267194,1044766357,-1130012001,-1107309008)+W(5,1041967405,-1105185961,1024449363,-1149218892)+W(6,1041082150,-1103730760,1034928166,-1105421186)+W(7,-1116211284,-1133808950,1041700935,-1097114178);WS(1049282175,-1081654589); +sum1=W(0,-1106636470,1051340514,1056840376,1026879882)+W(1,-1120434947,1060994015,1059046350,1025593670)+W(2,-1103814142,1054415372,1062254571,-1109057316)+W(3,1025046173,1057281100,1044610849,-1108405355)+W(4,-1103588481,1019713064,1023576205,-1089715922)+W(5,-1081081863,-1116831948,1018583793,-1087728227)+W(6,-1110084674,-1148705741,1040563949,-1089160278)+W(7,-1102762237,-1108038889,-1130543166,-1097611347);sum2=W(0,-1117500355,-1154883848,-1112389783,1021240677)+W(1,-1110155670,1061056453,-1102583420,-1104166105)+W(2,-1099065181,1038434309,-1123615532,-1101525323)+W(3,-1100288377,-1120914319,1041908272,-1135933351)+W(4,-1096682611,1051908652,-1104779102,1025718250)+W(5,1065471868,1051220588,-1093040032,1048911763)+W(6,-1090281103,-1098156535,-1113750073,-1149445264)+W(7,-1131934595,-1100861861,1046751376,1042017461);WS(1044733566,-1111466942); +sum1=W(0,-1105078967,1041929508,1060020808,1033634167)+W(1,-1106426842,1060048443,1062221635,-1104340430)+W(2,-1110993602,1054717575,1059584252,-1101553619)+W(3,1020428386,1047352089,1044713794,-1113465444)+W(4,-1103349137,-1134753630,-1112663104,-1092913556)+W(5,-1090785767,-1110397240,-1126194825,-1092289734)+W(6,-1097827057,-1113238887,-1114529117,-1094348262)+W(7,1041060918,-1094820883,-1140846474,-1098824243);sum2=W(0,-1113076108,1066146464,1084299283,1040248415)+W(1,-1105221470,-1067326117,-1073408210,1043824330)+W(2,-1134849104,1016852200,-1097425816,1036602392)+W(3,1011808464,-1118870508,-1119512248,-1163695359)+W(4,1032173778,1029289900,1002599056,1054267917)+W(5,-1084477148,-1116688572,1027082476,-1102778436)+W(6,1040914456,-1121212984,1024010398,-1149511007)+W(7,1011171408,1020903456,1007530464,1026379762);WS(1041204862,1020998748); +sum1=W(0,-1111643799,1044400490,1040787048,1041320410)+W(1,1033305824,1057857240,-1112000574,1033147201)+W(2,1048653459,1013490791,1058317173,-1110534482)+W(3,-1129433652,1032979455,1040475768,-1106102028)+W(4,-1096018340,-1123167632,-1136864165,-1129649268)+W(5,-1090212595,1043382402,1014392453,1041936758)+W(6,-1108280561,1040774794,1046901861,-1083609992)+W(7,-1104103124,-1123801518,-1121200123,-1098465902);sum2=W(0,1036408153,1041467605,-1105739926,1033367466)+W(1,-1116950481,1069287141,-1097896497,1049195658)+W(2,1035726191,-1097322898,1045676499,-1081345874)+W(3,1034565507,1022861151,1034595972,-1109751565)+W(4,-1116824529,1020242785,-1121294834,1035166617)+W(5,-1103787577,-1113169844,1024987646,-1127250349)+W(6,-1110450029,-1162599282,-1109755223,-1104285546)+W(7,-1111377560,1015705141,-1128984227,1041775082);WS(1061587071,-1140717261); +sum1=W(0,1035683412,-1091946062,-1082585266,-1112565188)+W(1,-1105710858,-1084260507,-1086181493,1034588141)+W(2,-1104681461,-1094344584,-1087521200,1024277837)+W(3,-1097426768,-1092361421,-1109665588,1033519565)+W(4,1057075562,-1133150565,1029148274,1063001355)+W(5,1062016535,1031972073,-1121255338,1061257307)+W(6,1051726365,1015752222,-1140527211,1059484653)+W(7,1050023351,1054184694,-1140031633,1053582679);sum2=W(0,1040595366,-1076957703,-1068831962,1052095029)+W(1,-1084153168,1037971476,-1081538085,-1098987175)+W(2,-1096720628,1069986978,1070110671,-1091290481)+W(3,1044734380,1070997731,1074264190,-1101102486)+W(4,-1081349117,1046002483,1061242602,-1076286348)+W(5,1057908839,-1093902656,1040290526,-1088771362)+W(6,1063483875,-1094489561,-1094367529,-1114213425)+W(7,1075267150,-1081182731,-1099236623,1068552571);WS(-1071242520,-1095264341); +sum1=W(0,1017326143,1050464317,1057257956,-1097248122)+W(1,-1091856432,1058219580,1059871125,-1105336241)+W(2,-1097210280,1051126389,1056167546,1051920949)+W(3,999615444,1055359408,1047883744,-1122345698)+W(4,-1098731544,1039614697,-1098637431,-1095464807)+W(5,-1088025845,-1098503641,1034135507,-1096805078)+W(6,-1089070234,-1095933097,1057766069,1032394345)+W(7,-1098523426,-1112287963,1030493340,-1102431837);sum2=W(0,1034954689,-1114842936,1038597560,-1132961311)+W(1,-1105685093,-1104727669,1039456110,-1131131128)+W(2,-1118659572,1053272959,-1085849936,1044104138)+W(3,-1140373421,1049759548,-1117746499,-1117347443)+W(4,-1113751042,1048893008,1055074030,-1089057302)+W(5,-1097910004,1057064004,1046429121,-1095192990)+W(6,1045257331,-1096323208,-1091871118,1064526735)+W(7,1062278408,-1081803378,-1090448877,1054461586);WS(1055746431,1040288248); 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+sum1=W(0,1024013147,-1123928476,-1110110152,1031557241)+W(1,1049827334,-1093314535,-1100428029,1045977841)+W(2,1042539942,-1120318828,-1098211617,1044712430)+W(3,1042631871,-1103475236,-1110797385,1022243624)+W(4,-1104003948,1029330819,1040307665,-1086332927)+W(5,-1110202001,1048337215,1054647477,-1091187884)+W(6,1031171411,1042256462,1045074033,1031718940)+W(7,1047659449,1041342974,1034920639,-1118825252);sum2=W(0,-1111978522,1049791001,1049091174,1035080118)+W(1,-1107203795,-1088677682,1038894820,1043189101)+W(2,1040978901,1032440616,-1074681252,1020874649)+W(3,1014904337,-1132242473,-1139760881,-1103963851)+W(4,1068692590,-1120502660,1056655092,1068767241)+W(5,-1079138335,-1094007639,1054889999,1041587068)+W(6,1033618204,1037089622,-1106617291,-1088844169)+W(7,1040720920,1029103732,-1115116202,1036797334);WS(-1076899872,-1090262268); +sum1=W(0,-1105515965,-1109220950,-1105212520,-1111775583)+W(1,-1152866339,-1081197371,-1105276619,1031134981)+W(2,1031461535,-1090100176,-1085735312,1022185487)+W(3,1013082739,-1094472404,-1106571081,991487050)+W(4,1044900104,-1124779047,-1130865048,1053805936)+W(5,1056451270,1012899053,-1108606366,1061229259)+W(6,1061600458,1038272628,-1111684786,1061180827)+W(7,-1114201801,1043636133,-1123743158,1040836429);sum2=W(0,-1099940688,1036990346,1054372816,-1092758077)+W(1,-1093749782,1072234824,-1102824961,-1096959860)+W(2,-1120633714,-1098403340,-1091574668,1047974360)+W(3,-1113388587,1024848209,-1097220109,1036248767)+W(4,1044094629,1015649794,1025560437,1025999909)+W(5,1074465248,-1118772240,-1134776466,-1093700170)+W(6,-1083936129,1035273338,-1097328702,-1086059593)+W(7,-1093741871,1051989609,-1098634116,1045585843);WS(-1097318719,-1106686758); +sum1=W(0,1022220430,-1105675680,1031803579,-1138034233)+W(1,1037878284,1040095311,1060345356,-1115259277)+W(2,-1118564628,1018511203,1057210483,-1109043646)+W(3,-1123355602,1040876381,1038086620,-1132126739)+W(4,-1110575515,1013564641,-1118470609,-1107190316)+W(5,-1082557626,1043380040,1028754310,-1091489993)+W(6,-1113047197,-1103180903,-1126688788,1054616755)+W(7,1040895458,-1110366427,-1105313401,1037558661);sum2=W(0,1034654933,-1109786563,1011610145,-1116780480)+W(1,-1106740681,1058839838,1034290987,1033980194)+W(2,-1110588743,1048688059,-1112504437,1037910476)+W(3,1006481529,1024874106,-1100404580,1033369701)+W(4,1049246354,-1117436106,1031867194,-1126532250)+W(5,1055488745,-1098876833,1050453777,-1098441369)+W(6,-1109313096,-1105182695,-1101879397,-1081564854)+W(7,-1122526519,1042001428,1033744368,1046210019);WS(1061957727,1058150789); +sum1=W(0,1031914819,-1097230757,-1099288198,1009728708)+W(1,-1106863550,1043273168,-1087266183,1043097483)+W(2,-1108191069,1050026271,1055416522,-1097372952)+W(3,-1129266281,-1108247452,-1110590381,1032793786)+W(4,1055587995,-1109853493,1036440691,1046412713)+W(5,1049133325,1023154886,-1106212891,1056802398)+W(6,-1105368103,1036106272,1047286155,-1086687979)+W(7,1042988739,-1120124353,1024106902,-1107437206);sum2=W(0,-1104415808,1041631623,1026925373,1021676194)+W(1,-1104915444,-1075706495,1049347642,1041444786)+W(2,1025561656,1049874161,1068941883,1042839409)+W(3,-1119893126,1030080935,-1096918949,-1111488206)+W(4,1047340087,-1118374396,1011207236,-1130821928)+W(5,-1078646873,-1097824639,1032289888,1055108729)+W(6,1054741696,-1122940124,1041964936,1058328878)+W(7,-1107876167,-1131526532,1033049167,-1108156193);WS(1058678303,1013994144); +sum1=W(0,-1145988558,1032382213,1050426208,-1118673511)+W(1,-1097799452,1061451838,1059103555,-1107600786)+W(2,1025019066,1032049821,-1098106458,1050901309)+W(3,-1117490811,1043957152,1038038624,1034380585)+W(4,1019043839,-1116037137,-1110204509,-1111022430)+W(5,-1090188381,-1111434373,1043824660,-1086017695)+W(6,-1093177128,1043538778,-1123560275,1050664020)+W(7,-1113568728,-1110765932,-1104489131,-1133222475);sum2=W(0,1047608842,-1096529292,1052524883,-1105859137)+W(1,1011548907,1018027622,-1103682938,-1101390223)+W(2,1047719826,-1101134187,1039330573,-1098146078)+W(3,1028887915,-1105962981,1054816538,-1099968186)+W(4,1033298597,1035180205,1025172812,-1116369180)+W(5,1063707518,-1096368530,-1138831970,-1095014501)+W(6,-1086128756,1061932077,-1094263126,1056731707)+W(7,-1150004284,1016476277,-1095466983,1037701277);WS(1063038079,1033861047); +sum1=W(0,1040884807,1014390112,1016779545,-1111914898)+W(1,1061986003,-1095449911,-1109833994,-1102681756)+W(2,-1109559865,1019923216,-1097838100,-1095429920)+W(3,-1104233906,1009274926,-1148961393,1034752240)+W(4,1045397811,-1162045399,-1114919788,-1107257338)+W(5,1065846455,1049909751,-1101855164,-1096677860)+W(6,1039008680,-1113534130,-1097193708,1029008656)+W(7,1029851870,-1103320918,1007645095,1033037520);sum2=W(0,-1106002020,1017665294,-1117177515,-1112457849)+W(1,-1114732591,1062239338,-1098231154,-1103752624)+W(2,1029961226,-1101585142,-1097906884,-1102536580)+W(3,1038070251,-1112453861,1037597321,-1114728817)+W(4,1033022206,1041685053,-1106095669,1031942991)+W(5,1061426536,1046863079,-1095196752,-1133545004)+W(6,1032626487,-1120505375,-1105989872,-1109528685)+W(7,1032988844,-1124888510,1028074076,-1114069131);WS(1060691839,-1121680521); +sum1=W(0,1034282296,-1097943963,-1105323108,-1112633460)+W(1,-1124091490,-1083253895,-1091137362,1016470792)+W(2,-1110508885,-1090137469,-1090987401,1036530779)+W(3,-1133939630,-1093525810,-1098291034,1036991882)+W(4,-1117038833,-1109479713,-1113361469,1045243383)+W(5,1065759511,-1102522287,-1110311799,1060606770)+W(6,1056765570,-1104777690,-1114082482,1062311590)+W(7,1057599172,-1167556095,1016563642,1054157412);sum2=W(0,1041454563,1039698409,1057901747,-1097189010)+W(1,1043926258,-1125642190,-1122301550,-1110771302)+W(2,-1109768355,1020817735,-1108285138,-1109373654)+W(3,1043669875,-1101494695,1040279727,-1114304258)+W(4,-1087530727,-1090377488,-1086497310,-1086723052)+W(5,1064818137,1061014784,-1110538585,-1094374456)+W(6,-1109979249,1044647130,1034378960,1036021291)+W(7,1040712355,1050381101,1013465199,1055924705);WS(-1087684831,-1094525449); +sum1=W(0,-1121734275,-1096975274,-1093934649,1038107891)+W(1,-1107604308,-1090018791,-1093954738,1035814365)+W(2,-1101928869,-1090123804,-1088075930,1038052214)+W(3,-1127021124,-1100235009,-1106254226,-1104767443)+W(4,1049163549,-1113930844,1038198313,1052573184)+W(5,1066601083,-1102439448,1035537105,1040479417)+W(6,1057618495,-1148589172,-1113118893,1058232216)+W(7,1051666987,1033628463,-1146582942,1040796439);sum2=W(0,1032495868,1032348345,1038892506,-1102391770)+W(1,1051494072,1066287204,1055934176,-1140349122)+W(2,-1072283498,1056179234,1070533091,-1080481573)+W(3,-1091499210,1038613315,-1098172645,-1085993190)+W(4,1035913564,-1111661823,1034045130,-1109920182)+W(5,1049172795,1035742233,-1148365864,1043439866)+W(6,-1122911277,1043482108,1024670194,1048700512)+W(7,-1103404378,1024343165,-1117726050,1042548330);WS(-1095407551,-1073547033); +sum1=W(0,-1101976843,1041775803,1043640456,-1103915126)+W(1,-1108044768,1057524528,1061599658,1024335748)+W(2,-1095324014,1028413803,1060862745,1050893513)+W(3,-1114975198,1051352312,1044362232,-1107189281)+W(4,-1098551608,1023142916,-1099126911,-1106314263)+W(5,-1095708126,-1106562202,-1110220795,-1096990689)+W(6,-1092797676,-1099653918,1056016670,-1102020840)+W(7,-1097969466,-1138223071,1031215069,-1110398586);sum2=W(0,-1111493200,-1122920764,1034632723,-1112168075)+W(1,1022286331,1049936313,1009053647,-1123529566)+W(2,1035493883,-1099948229,1051909492,-1103466952)+W(3,-1106265315,-1107051081,1029419308,-1113566520)+W(4,1040740621,-1108202591,-1112860057,1034960798)+W(5,1057592446,-1112708946,-1115675116,-1105159128)+W(6,1041517424,-1116950762,-1146770753,-1126339526)+W(7,1024151142,-1103163741,-1115594520,1016655048);WS(1063407871,1051042354); +sum1=W(0,-1120529264,1052429035,1049807310,1005154604)+W(1,-1130858780,1063894449,1057743574,-1106161584)+W(2,-1127255711,1052514789,1058090310,-1114354154)+W(3,-1115504868,1049931918,1044231916,1023693521)+W(4,-1100831547,1042685852,-1107282310,-1113122997)+W(5,-1086654500,-1129272494,-1113923042,-1088929544)+W(6,-1092092086,-1131567786,-1164896285,-1089886688)+W(7,-1097639884,-1115987013,-1131959253,-1106897472);sum2=W(0,1030565628,-1108784254,1043434467,-1113031572)+W(1,992883874,1036810375,-1111949688,-1127702936)+W(2,990495554,1042918247,-1111107284,1014952720)+W(3,1023316920,-1112993936,-1120169364,1018238740)+W(4,1056568736,-1079041185,-1067187434,-1088941888)+W(5,1060861120,1075709893,1074040966,1036016830)+W(6,-1098281783,992814626,-1099161149,1023742716)+W(7,-1112517088,1028892682,1039733673,1022041004);WS(1053166591,-1107822593); 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+sum1=W(0,-1108446526,-1122290538,-1100493560,-1127803310)+W(1,-1102069216,-1124504076,-1090144134,1046619869)+W(2,-1107462472,-1113245389,-1096124978,-1115166002)+W(3,-1109525661,-1114380655,-1115437168,-1113123881)+W(4,1040952192,-1101349332,-1117956049,1049484359)+W(5,1060283011,1051006353,1015706547,1049567736)+W(6,1049188012,-1105896346,1027971186,1036170309)+W(7,1043620172,-1118021614,1011773295,1004781969);sum2=W(0,-1146121477,1032878473,1035607607,-1115090363)+W(1,1039239074,-1094567498,1020296178,1029869322)+W(2,-1123569769,-1111505684,-1133024223,-1123366919)+W(3,1022224092,1025152664,1036037468,-1115297931)+W(4,1008730983,-1105868946,-1102631851,1036976780)+W(5,1060438996,1056742871,-1106613659,1050702114)+W(6,-1088372125,-1103439045,1056526109,-1092544833)+W(7,1015952550,-1109382916,-1114092237,-1119747923);WS(1063262431,1041246684); +sum1=W(0,1035931377,-1103734011,-1094141452,-1095604910)+W(1,-1113418944,-1084116356,-1088213584,-1116408259)+W(2,-1109446615,-1084926720,-1088057339,1035543059)+W(3,-1111045021,-1085134126,-1095142868,1041501409)+W(4,1050116188,1015464930,1050361575,1054301899)+W(5,1063045487,1005018697,-1130477940,1059695011)+W(6,1062081288,-1112900435,-1114430457,1060587189)+W(7,1061043357,1012274924,968128030,1055163174);sum2=W(0,-1101936220,1073764649,1079171932,-1088652568)+W(1,-1102444501,-1113430470,1074855165,-1091191468)+W(2,-1111069004,-1078839186,-1095064501,-1123800532)+W(3,1050243792,-1071519758,-1078450334,-1088813372)+W(4,1062997529,-1106083041,-1089634291,1068650823)+W(5,1039600983,-1123235056,-1102140198,1053027607)+W(6,-1082346847,1056073450,1028735871,-1105207914)+W(7,-1081653443,1060600412,-1114344542,-1088354544);WS(-1071343712,-1080188504); +sum1=W(0,-1112944093,992179242,1024112567,1048814204)+W(1,-1110388460,1065540811,1035991718,1038698214)+W(2,-1113346827,1057270438,1062800155,-1102353903)+W(3,-1172877482,1055244391,1047814390,-1115354285)+W(4,-1105846854,-1115614373,-1155239198,-1101821021)+W(5,-1086620536,1022833410,-1117961066,-1110088095)+W(6,-1092189183,-1130491710,1037955557,-1085891530)+W(7,-1096652125,1021561214,1026576596,-1094362793);sum2=W(0,1067869852,1017329883,1057844910,1077488778)+W(1,-1070445594,1038200220,-1112258962,-1080283979)+W(2,-1113067149,1016515143,1045877800,-1085461181)+W(3,-1105631704,1026840239,1029029881,-1135625536)+W(4,-1123912240,1016773013,-1157420388,-1110901413)+W(5,-1103189448,1027002057,-1127671945,1048616910)+W(6,-1113680120,-1108492850,-1139116556,1033584054)+W(7,1028070058,-1122607860,1033508697,1006246833);WS(-1114300667,-1123436789); +sum1=W(0,-1106612992,1049280824,1024457460,1048745214)+W(1,-1101020989,1066754197,1061265254,1040619730)+W(2,-1129452308,1056957204,1060475010,-1120049178)+W(3,1040777596,1051532558,1052291799,-1112058252)+W(4,-1099711469,-1120312678,-1124831645,-1084727981)+W(5,-1090437274,-1115033343,991636461,-1091611130)+W(6,-1087165059,1036876438,1037659252,-1087975654)+W(7,-1091858685,-1128167880,1024723233,-1095257281);sum2=W(0,1045758589,1033992894,-1096018291,-1102675226)+W(1,1037856863,1023354017,1053924217,-1106608364)+W(2,1038509645,-1112080608,1045521037,-1121700495)+W(3,1013024414,-1111416466,1019757091,1041300787)+W(4,-1078407710,-1091427154,1050758265,-1064870457)+W(5,1077566439,-1122690967,1044800412,1074354229)+W(6,-1100523264,-1101170582,1037435194,1055978728)+W(7,-1096094745,1031501486,1048475585,1032114149);WS(-1081349952,-1073531246); +sum1=W(0,-1123247001,-1094799967,-1092471918,-1130396178)+W(1,-1123595694,-1083589055,-1087091570,1049234666)+W(2,-1118849787,-1088301188,-1090515766,1044575749)+W(3,1015989072,-1095518837,-1100895532,1027091408)+W(4,1040552427,1032899791,-1120779255,1052933181)+W(5,1056428784,1047688662,1048808240,1062313536)+W(6,1052569014,-1104574961,1025076592,1060166366)+W(7,1057005798,1028829344,-1114767697,956727337);sum2=W(0,1038605852,1036224480,-1101780564,1036727690)+W(1,-1108807283,1058417373,1043313873,1000461252)+W(2,1040753555,1041024731,-1110550387,-1118764382)+W(3,1026410269,-1114514162,1032765623,1025474323)+W(4,1003722492,-1101329253,-1095151348,1047063866)+W(5,1075919102,-1072909475,-1071443435,1071364196)+W(6,1052825370,-1094681513,-1137970650,1031984760)+W(7,1049040777,-1100563228,-1130737363,-1104266299);WS(-1087415039,1075227720); +sum1=W(0,-1121306305,-1093044977,1030200505,1014202565)+W(1,1055732347,-1086016434,1052765481,-1115466670)+W(2,1045428619,1044242725,-1108244135,-1088701572)+W(3,-1113272762,1042147022,-1102530383,-1106855619)+W(4,1045750086,1039690838,1032642210,1042588557)+W(5,-1102841730,1054066516,-1099716881,-1099185023)+W(6,1001272287,1045967960,-1089156724,1060432915)+W(7,1043051755,-1114980876,994787170,1047811955);sum2=W(0,-1106843150,-1115275500,1033088277,1034817173)+W(1,-1117324330,1059951304,-1108330169,1035283571)+W(2,1033652183,-1130129964,-1114610359,-1106783723)+W(3,-1109219720,1017452836,-1100855920,-1105003316)+W(4,1042281307,-1122100142,-1119967238,-1105460751)+W(5,1055263105,1033190213,-1118763227,-1117933953)+W(6,1034893511,-1097591398,-1099584511,1036736577)+W(7,1026860110,-1097701018,1043864443,1040893249);WS(1061885343,-1093433134); +sum1=W(0,1040591342,-1106037336,-1116612499,-1119074171)+W(1,-1112185530,-1110885309,-1090085717,1024365415)+W(2,1047951017,-1098920364,1058148680,-1102861510)+W(3,1030794670,-1102965524,-1104145445,1033079635)+W(4,1035985530,1035233146,1026065358,1043937396)+W(5,-1105284753,1041032751,1023445318,1054530437)+W(6,1042740717,1028431483,1043298226,-1085809524)+W(7,1048819605,-1110782149,1030877520,-1143903027);sum2=W(0,1041777983,-1109249837,-1115506247,-1120425303)+W(1,1038578170,1062460419,1051302633,1008642595)+W(2,-1144970974,-1110379832,1046700430,-1103931105)+W(3,-1105571910,-1125592805,-1121481149,-1139607395)+W(4,-1082926483,-1093100415,-1106986872,-1089905659)+W(5,1062992305,-1121360027,-1100742938,976609774)+W(6,1046952726,-1123505732,1026171953,1016533657)+W(7,1044012895,-1108759193,1047068010,-1128426413);WS(1057387711,1071476886); +sum1=W(0,1046876472,-1090879061,-1088145158,1029774760)+W(1,-1104814472,-1081209882,-1087750555,1049447728)+W(2,-1107998911,-1088704948,-1102041597,1047761369)+W(3,1025453339,-1090772220,-1101378696,1035672969)+W(4,1046940920,-1124024690,1026644842,1058722665)+W(5,1060559271,-1101227374,1034805113,1062289140)+W(6,1046238393,-1112057972,1041428045,1057163193)+W(7,1051154538,1045125730,-1123650077,1049034574);sum2=W(0,-1076424748,1072246945,1066168402,-1079574021)+W(1,-1079383446,1069722149,1055648588,-1084651933)+W(2,-1105513599,1052366950,-1105729737,-1094010079)+W(3,-1083946107,1064021500,1046266897,-1094989946)+W(4,1039775524,1025560740,1033041398,-1106633910)+W(5,1050613020,-1122422479,1042767844,-1122282375)+W(6,1046757765,1029747528,1029478726,-1112550614)+W(7,-1117589808,-1110924549,-1132333344,1041413657);WS(-1088291167,-1076464582); +sum1=W(0,1013092187,1039614653,1048475643,1038365083)+W(1,-1096083994,-1090164821,-1105893787,1049005176)+W(2,1029385568,1052597003,1048630844,1046666973)+W(3,1035921309,1049653618,1030762351,-1130846211)+W(4,-1115741870,-1118168192,-1113517956,-1115380053)+W(5,-1106465144,-1103584918,1038779144,-1115211424)+W(6,-1097273638,1036949051,1051487172,-1092124773)+W(7,-1098780292,1041505439,1029432699,-1104199584);sum2=W(0,1042447103,-1103497340,-1119046775,-1102442432)+W(1,-1140140535,1063726871,-1108371687,1009200726)+W(2,1038566242,-1100556235,1023996549,1018235219)+W(3,-1119461411,-1115426548,-1134905751,-1105836948)+W(4,-1117033259,-1109692823,-1116688635,1038119755)+W(5,1053430514,-1103585210,-1136365839,-1111757198)+W(6,-1130738637,-1122627505,1035998106,-1097582390)+W(7,1038939472,-1131103707,-1113769016,1027482933);WS(1063535295,-1106643391); +sum1=W(0,-1114069468,1050551697,1049160779,998897947)+W(1,-1120649212,1059662980,1037435628,1030590255)+W(2,-1135800742,1051146291,1051258674,-1112623985)+W(3,-1118923687,1051522915,1042046535,-1126057998)+W(4,-1114097198,1035333911,1022592892,-1095715331)+W(5,-1098500149,1036951763,-1105875754,-1091439068)+W(6,-1112852607,1021555078,-1097348874,-1093374928)+W(7,-1098602138,-1118947123,1032877804,-1104302276);sum2=W(0,-1119848331,1035188360,1023004440,1020791040)+W(1,1024075228,-1081188844,1036866165,1028098574)+W(2,-1114214294,1020492762,1036267331,1036335573)+W(3,-1123998545,1028180222,1026996488,1028067710)+W(4,1010552055,-1114014595,-1130592194,-1131522740)+W(5,-1063807577,1085749988,1057774258,-1087402238)+W(6,1044255896,-1101071935,1072260443,-1074297638)+W(7,-1125487816,-1121770211,1041502854,-1109527927);WS(1065370528,-1140007425); +sum1=W(0,-1123119348,-1093467562,-1089109360,-1119191691)+W(1,-1144777506,-1082641845,-1104035088,1043193134)+W(2,-1114692372,-1085597050,-1090665335,1048874737)+W(3,1028382351,-1084438004,-1097312497,1047204584)+W(4,1051845168,-1120571445,1048704645,1051697742)+W(5,1058881533,-1128753754,1047054964,1049231373)+W(6,1053776045,-1135014444,-1122636375,1060727795)+W(7,1054559607,1047044271,962936920,1050811579);sum2=W(0,1068804680,-1079031251,-1078126224,1072219394)+W(1,1066171639,-1087436811,-1078951161,1068134846)+W(2,-1080918851,1067164113,1039512383,-1095987744)+W(3,-1071545857,1075315134,1069504242,-1077110574)+W(4,-1110022070,1040923692,1011861728,-1093298188)+W(5,-1107767815,-1121892273,-1105857084,-1084926454)+W(6,1031793821,1040751494,1026590003,1055586357)+W(7,1055897321,-1109554506,-1123439499,1041030661);WS(-1089696543,-1143233957); +sum1=W(0,1045323653,-1098483714,-1129127938,-1115482013)+W(1,1035013745,-1091150045,1045383939,-1096516931)+W(2,1054106403,-1086835476,1043411549,-1162367211)+W(3,1036179510,-1103773800,1048447553,-1107204469)+W(4,-1110243009,1049605572,-1122467892,1041381507)+W(5,-1106321908,1043667267,-1090424421,1059582003)+W(6,1026676964,1048548650,-1109629626,1034020454)+W(7,-1159158363,1035568493,-1105600748,1034191370);sum2=W(0,-1125596513,-1121806942,1032064725,-1134008573)+W(1,1051842604,1065460002,1045441656,1011008945)+W(2,-1118729604,-1130705389,-1114964420,-1125276577)+W(3,-1117720498,1034360078,-1121883022,-1111959837)+W(4,1035355315,998755498,-1113496357,-1117795542)+W(5,-1089961367,1041632626,-1119910472,1024667789)+W(6,1026896379,1032979221,1035390555,-1081892598)+W(7,1023648883,-1115672512,-1129745921,1020053498);WS(1065278079,-1120402802); +sum1=W(0,-1115548942,1049303261,1052390115,1031924074)+W(1,-1112658654,1060948388,1045251552,-1106896516)+W(2,-1121670257,1054395391,1062622505,-1103991244)+W(3,1031270934,1048618059,1045812503,-1115583119)+W(4,-1099757447,-1118597165,-1116671142,-1097070063)+W(5,-1081623390,1043338841,1041336272,1040981136)+W(6,-1096062708,1032773481,-1145407604,-1085365853)+W(7,-1099232531,-1127437558,-1123616408,-1101077740);sum2=W(0,1032565152,-1122384971,-1110767736,-1114021356)+W(1,-1085160508,1068814369,-1085457975,1056835748)+W(2,-1086618535,1063574785,-1085213012,1058685385)+W(3,1032715041,-1097434793,-1144776155,1047242231)+W(4,1041858293,1019779384,1034493514,-1100377718)+W(5,1060746614,-1097525969,1016590225,-1085697040)+W(6,-1094120608,-1097974912,1043875459,1057245366)+W(7,1056356490,-1096653037,1054776673,-1093482365);WS(1055688959,-1109584743); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns256-win8x6.glsl b/shaders/nnedi3/gather/nnedi3-nns256-win8x6.glsl new file mode 100644 index 0000000..c66035d --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns256-win8x6.glsl @@ -0,0 +1,634 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1118354985,-1117760744,-1126504964,-1118812211)+W(1,-1107177196,1040658850,-1127312137,-1108702207)+W(2,-1113369587,1024463101,-1105559165,-1116025261)+W(3,-1117458482,-1097807929,1037346316,-1120674615)+W(4,1041726453,1061593601,1051925971,-1124477727)+W(5,-1120327001,1015141868,-1098269094,-1102924251)+W(6,-1114916026,-1101147334,-1137814218,-1120777358)+W(7,1053108884,1029100907,1032645830,1042061230)+W(8,-1129934237,-1114359336,-1121960158,-1109857889)+W(9,978731342,-1112914505,-1118580651,-1128256674)+W(10,1023094846,1010634196,1040041685,1026597474)+W(11,1018102856,-1124738995,-1137769344,-1133406593);sum2=W(0,1034293816,-1103749327,975711915,1012167794)+W(1,-1073125242,-1097051670,-1105000392,1040949842)+W(2,1034317546,-1107080190,1026609280,-1098861131)+W(3,1042152488,1032768248,-1112492311,1007876102)+W(4,1048636347,1064777150,1065119806,-1113573827)+W(5,1037196612,-1106667446,1028248806,-1103172582)+W(6,1026775674,-1112883791,-1104922990,1037438381)+W(7,1035198208,1049268872,-1118855570,1049707133)+W(8,1024046979,-1112062411,-1108803486,1042916747)+W(9,1009005510,1029694272,-1129478003,1035896848)+W(10,-1110039318,1045598091,-1105233202,1019305156)+W(11,1031133421,-1116379320,1002108025,1037762592);WS(1002542528,-1081598301); +sum1=W(0,1018532849,1031358712,1003194766,-1123106403)+W(1,-1096563748,-1102943230,1048723343,1058293919)+W(2,-1104454821,1033034550,1043311017,1033211315)+W(3,-1100442248,-1102109750,-1120609928,-1115291860)+W(4,-1084853826,-1082116255,1065191364,1060312385)+W(5,-1105126162,-1093430837,1048832547,-1122032382)+W(6,-1124327881,1022719310,-1104418325,1033033375)+W(7,-1090047916,-1090520747,1055391647,1057579241)+W(8,1033480943,-1104668395,1034840623,1045565001)+W(9,1042404749,-1173350542,-1140694509,1031657633)+W(10,-1115672903,-1088607906,1057234642,1048926634)+W(11,1041617645,-1100859732,1034960904,1040065984);sum2=W(0,1038135851,-1098903542,-1136455954,-1118979564)+W(1,1046730291,-1091503884,-1113356687,1040555036)+W(2,1010901456,-1105119573,1033064908,-1098841046)+W(3,1043936541,-1095471090,-1098733088,1031647880)+W(4,1053446821,1057969905,1058853402,1041172918)+W(5,1050988870,-1096003667,-1107613268,-1105844234)+W(6,-1114646115,1050331000,-1115252794,1032618663)+W(7,1026777488,1032649026,1042547849,-1111675314)+W(8,1040941647,-1135105484,-1109177822,-1104403193)+W(9,-1107943513,1030299514,1028338874,-1105564107)+W(10,-1097022326,1045220138,1048036907,-1102521857)+W(11,-1111654963,1015146572,-1104926499,-1106932655);WS(-1089089900,1057806976); +sum1=W(0,1034138799,1025412102,-1127595840,-1107295812)+W(1,1050726826,-1189029283,-1098433268,-1095422036)+W(2,-1107540610,-1114195981,-1122343505,1041715821)+W(3,1036945929,1043589025,-1107414907,-1123024597)+W(4,1055732365,1066834483,-1086058047,-1092642698)+W(5,1004508092,-1123010964,1012137296,-1122551116)+W(6,1048626936,1026901142,-1114511976,1016079705)+W(7,1060391966,1050840209,-1090938821,-1087422851)+W(8,1021997657,-1116540066,1032081267,-1112593208)+W(9,-1122208804,-1132433569,-1120167114,-1121404144)+W(10,1046023279,1054523402,-1092394401,-1099844512)+W(11,-1117735535,-1140325311,1034856335,1025525231);sum2=W(0,1045053907,-1112537807,1040406565,-1100068589)+W(1,1049401249,-1091711434,-1097933278,1035618626)+W(2,-1103084156,1039746012,1040848725,1036897142)+W(3,1034765996,-1096936254,-1129255625,-1105732125)+W(4,1056573344,1055190008,1047111871,-1099579155)+W(5,1030295740,-1110783667,1050298277,-1089717374)+W(6,-1098576495,-1119869595,1041854514,-1110986904)+W(7,1058665437,-1092612461,-1119227686,1056019034)+W(8,1041764164,-1100808273,1058580142,-1089302244)+W(9,-1108123574,-1106886121,1040297872,-1108063740)+W(10,-1121089271,-1113107096,996712344,1029490732)+W(11,1022690203,1034569294,-1110437244,-1127874601);WS(1049963735,-1124746024); +sum1=W(0,1034213253,-1110639240,991131306,1006389467)+W(1,-1089111694,-1111102680,1049374726,1058411598)+W(2,1033778855,-1134195605,1039576302,-1120169982)+W(3,-1124116580,-1106688436,1036315168,-1124991168)+W(4,-1086690096,-1080857842,1064243752,1060442825)+W(5,-1122058050,1024033695,1032153615,1018630958)+W(6,1016950458,1034354600,1034164414,-1114080443)+W(7,-1086343400,-1086990857,1057235431,1058630778)+W(8,1016006830,1017381585,1036089759,1034713638)+W(9,-1118357326,1046100667,1034869786,-1168983685)+W(10,-1099687954,-1090257402,1028310995,1051622657)+W(11,1027377121,-1130216101,-1126482082,1035150121);sum2=W(0,-1111353121,1040828458,1022693528,-1114775505)+W(1,1077280281,1083159907,1041444385,1051023520)+W(2,-1100155636,1038899070,1039028690,1042396970)+W(3,-1108626677,-1179590680,-1159675846,1033686534)+W(4,-1090827263,-1064966677,-1089609004,-1101109690)+W(5,-1108327399,-1128357112,-1146898193,-1129576724)+W(6,1041114289,1028829848,1033838002,-1112709023)+W(7,-1073695373,-1090323484,1037546580,-1101828769)+W(8,1026559236,1017563688,1046069066,-1117377551)+W(9,-1108121837,1037026782,1032684170,-1125624388)+W(10,1042738654,-1104201752,-1104771455,1033655640)+W(11,-1149039617,-1119733667,1049907200,-1098820901);WS(-1082925548,-1131273240); +sum1=W(0,1028984921,1026031368,1024417890,-1130676005)+W(1,1056020338,1048479050,-1094705109,-1090453298)+W(2,1031745797,1023514525,1026370227,1036092472)+W(3,1046418962,1048544370,-1123681912,-1127912110)+W(4,1054709085,1056570469,-1080625999,-1088411833)+W(5,-1139610597,1039178347,1016526011,1040943828)+W(6,1032747842,-1115143804,1009745483,-1128802908)+W(7,1060414079,1058018725,-1093720869,-1078821070)+W(8,-1115579031,1033865376,-1146727344,-1134933227)+W(9,1035809011,1012870858,-1124372951,1030244593)+W(10,1048613352,1053689379,-1099806226,-1115224705)+W(11,-1123856496,1032018765,1034696072,-1126383553);sum2=W(0,-1114926763,-1140231915,-1126832117,-1117505397)+W(1,-1102904639,-1113101086,-1146496262,1048798551)+W(2,-1112830121,-1125809392,-1129185935,1025448640)+W(3,-1125548157,-1125354742,-1107644007,-1116692107)+W(4,-1125191934,1000279686,1053833339,1045683415)+W(5,-1121525964,-1113082203,-1120274227,1034411663)+W(6,1042669208,1027773818,-1123105101,-1117458583)+W(7,-1104919217,-1107525999,1032098567,1057710126)+W(8,-1111650191,1035574395,1022009255,1041220979)+W(9,-1115355410,-1119603373,1004815486,-1117032217)+W(10,1032507221,-1103622420,-1110288078,-1100115369)+W(11,-1112638630,-1117835672,1039592007,1021108475);WS(-1089340204,1064822548); +sum1=W(0,1040632746,-1123651609,1017532199,1024560260)+W(1,-1106019185,-1094337163,1053882699,1042654740)+W(2,1037194524,1028050126,1033472482,-1121721479)+W(3,998268921,-1115892569,1032538389,1036465700)+W(4,-1083627654,-1081203240,1062655475,1058440180)+W(5,993325743,1013010462,1042941034,-1112650528)+W(6,-1109887627,1033415588,1035008482,1031720480)+W(7,-1087921069,-1086686700,1054084900,1057084090)+W(8,1035154240,1021897635,1038013786,1046201917)+W(9,-1112010572,1043778521,1041385023,1020865894)+W(10,-1098821294,-1083224116,1050203279,1046711885)+W(11,1027972046,-1131974615,1043447032,1039144481);sum2=W(0,1034353453,1018486577,1041490776,-1108565409)+W(1,1053209723,-1092734414,-1105841420,-1088688588)+W(2,-1107721619,-1122233136,1039814215,1049996954)+W(3,-1113519263,1052082200,-1113858207,-1103680498)+W(4,-1094792328,1049986423,1062919581,1037914109)+W(5,-1116717915,1040029087,1012724150,1034343810)+W(6,-1097140178,1046768714,-1139146344,1018958125)+W(7,-1107726366,1044527939,1049328132,-1095558118)+W(8,1007719490,-1100531711,1024888668,-1098318745)+W(9,-1098207895,-1128703602,-1111959213,1024460115)+W(10,1046336394,-1110040773,1035231667,1041960027)+W(11,1037888927,-1102670680,1036710347,-1106186917);WS(-1083458668,-1076208878); +sum1=W(0,1040683401,-1097616301,-1119221604,1028803476)+W(1,-1098733730,-1093169213,1051879501,1046406904)+W(2,1030855367,-1111140815,-1110693690,1004468631)+W(3,1042493937,-1106128994,1033962333,-1136427363)+W(4,-1088547874,-1086787145,1062475632,1058517387)+W(5,-1127640694,-1108587948,1045297574,1024040880)+W(6,-1096558041,1044433886,1041264181,-1108948664)+W(7,-1088927588,1035939910,1053313566,1061490456)+W(8,-1104411844,1040762412,1038834422,1028806548)+W(9,-1097860853,-1123751924,1032628870,-1108358441)+W(10,-1096390160,-1130402734,1054299289,1049919352)+W(11,-1118015030,-1165494119,-1106314264,-1095128350);sum2=W(0,1016478676,1037533502,1037888148,1016611708)+W(1,-1101004152,1029018929,1036667983,-1110195557)+W(2,-1128480930,-1116498505,1051795874,1040169462)+W(3,1012928145,1042320298,1016374797,-1105282980)+W(4,-1092116144,1048907311,-1123884642,-1126800264)+W(5,-1105668811,-1110762465,1052196876,1041335879)+W(6,-1119445205,-1133007186,-1118267731,-1146676672)+W(7,1063932318,1045206632,-1111241984,-1097480948)+W(8,-1096424000,1016609657,-1088285853,-1105880602)+W(9,-1123652878,-1114217777,1032410610,-1130451858)+W(10,1051255124,1032089604,1039354964,1039970164)+W(11,1029046774,1046489649,-1090379026,-1095104183);WS(-1104670894,-1131977046); +sum1=W(0,-1127207577,1044660591,-1122872327,-1112648188)+W(1,-1088875575,-1112061830,1050049705,1054983097)+W(2,-1103988635,1027063042,1037435556,1031188251)+W(3,-1159198685,-1091967838,-1105196647,1034658686)+W(4,-1088327234,-1080890076,1062208630,1055452918)+W(5,-1117747167,-1097581231,1027642075,1047857485)+W(6,1050515731,-1105182655,-1105551222,1040705957)+W(7,-1103107959,-1088400827,1051606290,1055187309)+W(8,1026629396,-1115427963,-1109004816,1054501223)+W(9,-1127322710,1049557794,1017793890,-1121117111)+W(10,-1103254713,-1097595959,1052382814,1047450666)+W(11,-1119280070,-1121163375,1041414585,1042878098);sum2=W(0,1027513536,1035918257,-1117974191,1016354951)+W(1,-1120711631,1038928177,1029824032,-1143898815)+W(2,1011202413,1027020738,-1110582057,-1121835937)+W(3,1037237024,-1144611727,1055799129,1039379806)+W(4,-1101088822,-1097673825,-1097216592,-1103985849)+W(5,-1113735870,1044957698,1040607236,1009730353)+W(6,1028380863,1042440009,1037116388,1043516685)+W(7,-1124050651,-1105579212,-1103814691,-1106760625)+W(8,-1114960631,1027787831,1038947942,-1115312251)+W(9,-1106882882,1025801393,-1131729016,1033575170)+W(10,1026359109,1011024469,-1136138683,-1123395355)+W(11,-1133116095,1008198659,-1112603972,-1135830635);WS(-1096559831,1037484900); +sum1=W(0,1038422322,1027879764,-1134487991,1028249855)+W(1,-1091437192,-1098773026,1048869250,1057397273)+W(2,1033785689,1031362249,1029769503,-1101563608)+W(3,1029515489,-1112460521,1016173128,1034313250)+W(4,-1086850776,-1083502823,1065757625,1056640275)+W(5,-1173649736,-1128247556,-1131269971,-1127965876)+W(6,-1107825326,-1123304579,1028347039,1027417370)+W(7,-1083394976,-1089694535,1054334819,1058322735)+W(8,1035484541,-1132373103,-1107441417,1044386388)+W(9,1030471249,-1120703806,1035635068,1000575210)+W(10,-1098313541,-1102551488,1052376319,1052511918)+W(11,1034873120,-1142130892,-1098473097,1031752252);sum2=W(0,-1073555081,-1070793862,1040888051,-1112511339)+W(1,-1104998932,1054215981,1075658117,1076402541)+W(2,1037626737,1015165170,-1115233903,-1101584674)+W(3,-1069228230,-1071158503,1027239578,1033770332)+W(4,1042820552,1046227202,1077820889,1075655149)+W(5,1023929473,1033175695,1035248614,1010151672)+W(6,-1080567434,1047598893,-1135961020,-1109060021)+W(7,-1095422364,-1101978428,-1118850699,1045918702)+W(8,1025525751,1032251645,1049027220,1038949494)+W(9,948656059,-1129804625,-1110941727,-1113507810)+W(10,1045389579,-1103164541,1026016583,1035044244)+W(11,-1117328038,1042587545,-1118124613,1028467783);WS(-1081931126,1073966570); +sum1=W(0,1035175459,-1097410109,-1146361331,-1121849711)+W(1,1027761070,1045225025,1026127169,-1121951547)+W(2,-1114686833,-1113648733,1037511592,1025905706)+W(3,1043585907,-1120101763,-1106692309,1017322599)+W(4,-1106255910,1065386286,-1091000962,-1144746721)+W(5,1017686828,-1108319001,-1111228857,1043091875)+W(6,1050307440,1038219466,-1106210884,1025148299)+W(7,1061827739,1056380469,-1091953433,-1079735571)+W(8,1018597782,-1147707682,-1102991437,-1120837551)+W(9,1023773090,-1132131774,-1115138804,1006422511)+W(10,1049682211,1046599772,-1102445962,-1096168868)+W(11,-1110127893,1028136822,1040799505,1003336935);sum2=W(0,1035173169,-1090565718,1034732755,-1106398945)+W(1,1053305068,1050400788,1056357842,-1101335301)+W(2,-1109509581,-1107192051,-1115544374,-1121291886)+W(3,1037348813,-1089313148,-1116038033,-1136096426)+W(4,1036743473,1057700465,1066071262,-1122254044)+W(5,1016457143,1022772267,-1086616818,-1105444760)+W(6,1037418911,1045738761,-1100200943,1044672515)+W(7,-1084949846,1003355997,-1132458755,-1095175639)+W(8,1033704361,1035291569,-1102270714,1050477957)+W(9,-1130864309,-1117649125,1025870712,1037208365)+W(10,1030076164,-1106413087,1025322164,1007521414)+W(11,-1111299866,1024551876,999303933,1045722667);WS(1052508503,1065718149); +sum1=W(0,962035242,-1098223900,-1109127212,1042149474)+W(1,-1097510801,-1096660204,1043423478,1048663227)+W(2,1038442493,-1109357577,-1104342914,1028239019)+W(3,1027445007,-1108112926,1033122295,1041796883)+W(4,-1087758861,-1089406218,1061167739,1055339346)+W(5,1040109559,1025450507,1037128774,1027971236)+W(6,-1098175173,1043181559,1045736850,-1120120612)+W(7,-1094841886,-1105769888,1055761732,1054196775)+W(8,-1123303012,1044237597,1042761157,-1105773058)+W(9,-1100319159,-1102543586,1038133568,-1110374755)+W(10,-1103555357,-1120191499,1051299336,1041284046)+W(11,-1111907879,1039590240,-1105847257,-1101757237);sum2=W(0,1037136687,-1116667451,1021868522,-1109097964)+W(1,-1125393555,1041352693,-1094712046,1031673749)+W(2,1025995330,1008084051,-1104433838,1019467600)+W(3,-1107845433,-1109068920,1032613655,1007318978)+W(4,1034962829,-1112580519,1040720319,1038331125)+W(5,1039892459,1025598855,-1121851072,-1122570447)+W(6,1016069779,-1103760436,-1126879582,1002517286)+W(7,-1106409067,-1106729155,1056111085,-1111158812)+W(8,1045465420,-1110468674,1049773824,-1113430896)+W(9,1030143702,-1118059752,-1114937810,1031113174)+W(10,-1106975050,1047380650,-1121843086,-1106358629)+W(11,1020538422,-1113447212,-1122235886,1036295980);WS(1056997868,1008833773); +sum1=W(0,1006806901,-1130107576,1036420187,-1118496039)+W(1,-1123143270,-1104570591,-1123687353,1039826714)+W(2,1017005492,-1125702370,1032886196,1006039247)+W(3,-1115019369,1045363911,1034344230,-1113594582)+W(4,-1093231896,-1095316624,1059756929,1053157409)+W(5,1028719950,1009228202,-1102708199,-1105180689)+W(6,-1090717022,1037930126,-1109888100,1038393121)+W(7,-1095564524,-1098051412,1045739824,1058230383)+W(8,-1119964195,1033820442,-1129186168,1035814292)+W(9,-1110427933,-1112104883,-1131937728,1032434307)+W(10,-1101398261,-1104229594,1052782212,1042446790)+W(11,1028568173,-1136905401,-1112516090,1025625861);sum2=W(0,-1118604595,-1109468006,-1112051735,1034320453)+W(1,1028595208,1046387359,-1107232926,1025235375)+W(2,-1116609216,1005965131,-1105038970,1002638229)+W(3,-1106879339,-1088213587,1033608293,1043966073)+W(4,1044354198,-1087106166,1067079268,1049289065)+W(5,-1111658272,-1132447732,1035867996,1045499601)+W(6,1064370547,-1095838484,1051236380,-1092579307)+W(7,-1108961766,-1104528882,1044420987,-1088486363)+W(8,1042442572,-1134350406,1028839698,-1096457250)+W(9,1043763107,1016664388,1027336318,-1102939053)+W(10,1035658672,1023955051,-1116658227,-1107783352)+W(11,-1131375963,-1135660575,-1126291119,-1122532695);WS(1064849644,-1092967401); +sum1=W(0,1033930742,1034184171,-1103081652,1041078624)+W(1,-1091277968,-1091900963,1058076017,1053270962)+W(2,-1124489961,1046377811,-1101902009,-1115974645)+W(3,-1098756264,1038407355,-1126422222,1045204674)+W(4,-1097334921,-1078564449,1061713418,1059044453)+W(5,-1096742869,1034335299,1031099397,1038364767)+W(6,-1103118957,-1103625882,1049230600,-1107755791)+W(7,-1099822850,-1091654943,1047988615,1064682577)+W(8,1015202107,-1098744549,1010917525,1025967234)+W(9,1035198826,-1102710964,1041473799,-1101861336)+W(10,-1096942230,-1098047297,1058355518,1055582710)+W(11,1047801952,-1101582418,-1106099948,1021900159);sum2=W(0,1039267337,1026053125,-1105865147,1034970587)+W(1,-1085205368,-1076908464,1027743203,-1109640195)+W(2,-1111782462,1029167111,1068235631,1065312771)+W(3,1040193826,1037956157,1018431373,1024111791)+W(4,-1072741915,-1079896887,-1088412806,1042644379)+W(5,1035172075,1048206286,1069229068,1074530244)+W(6,-1106797747,1031902437,1038385161,-1107243650)+W(7,1057561219,1052902509,1031274183,-1104275404)+W(8,-1092973955,-1105822229,1045193510,-1110308581)+W(9,-1114137980,-1128932411,-1129893537,-1114574492)+W(10,-1103620900,1054347378,1040558376,-1115379021)+W(11,-1102796809,-1106619819,-1099424233,-1167188013);WS(-1085552428,1044647857); +sum1=W(0,-1120131932,1046596325,-1111247047,-1130568573)+W(1,1052681344,1050957098,-1095715202,-1097293585)+W(2,1016796643,-1123522377,-1125685565,-1115182247)+W(3,1026932885,1049575094,-1104704953,1001536536)+W(4,1059711152,1060788917,-1085535724,-1090361246)+W(5,1028362085,-1112833505,-1122898434,-1097304503)+W(6,1042872064,-1127841478,-1104108900,1029690778)+W(7,1048249845,-1106926654,-1113844876,-1105723034)+W(8,1008149481,-1111804152,1050188162,-1115360055)+W(9,-1114289465,-1110288351,-1107166286,1012447989)+W(10,1034645781,1043016176,1028149942,-1127895515)+W(11,1032897312,-1119471349,1041406167,-1110595670);sum2=W(0,-1122573304,-1169058693,1012096208,1049638564)+W(1,-1120650912,1032693677,-1118822370,-1097365817)+W(2,-1114566411,-1119534724,1036528332,1039129637)+W(3,-1092917400,-1080721407,1058022553,1055008508)+W(4,-1127709292,1044260765,1056959548,-1124083512)+W(5,1015256750,1042163670,-1122124802,-1113518885)+W(6,-1081684685,-1080284825,1065544846,1059601221)+W(7,-1099806388,1042746095,1051359763,1056508637)+W(8,-1110975736,1032382474,-1101554026,1019567420)+W(9,-1096574070,-1098850345,1043980555,1035938200)+W(10,1033735876,-1121369890,1031681402,1044088441)+W(11,-1110809702,1022534793,-1108142320,1041548497);WS(1049904727,-1085461498); +sum1=W(0,1047758995,-1122472531,1032673159,-1114441151)+W(1,1054893264,1042608805,-1101190388,-1092338425)+W(2,1042581180,-1119554504,-1108884127,-1095327506)+W(3,1048177385,-1116753522,1041600521,1027012354)+W(4,1050188989,-1088410395,1059669870,-1096531431)+W(5,1041262473,-1120686401,-1123782065,-1104987150)+W(6,-1105032264,-1109908945,1033107055,1035856141)+W(7,-1084283112,-1088007491,1058897901,1063099682)+W(8,-1117364890,-1107384925,1042892731,1042263123)+W(9,-1104848436,-1111353615,-1139856090,1031163069)+W(10,-1096369309,-1096366496,1055941567,1049115478)+W(11,-1138499405,-1100444021,1047202227,1029697804);sum2=W(0,1068410613,1066297935,-1127864237,-1101934313)+W(1,1045964051,-1107136628,1047339448,1053392914)+W(2,-1118726053,1029832629,1023924243,-1109754454)+W(3,1052441146,-1077079694,1047304216,-1112463889)+W(4,1035674775,1046050296,1044634164,-1111508378)+W(5,-1111696115,1036477638,-1111827987,-1121555471)+W(6,-1082290320,-1095668928,1041678537,-1097499627)+W(7,-1113442140,-1135364198,1053023843,-1086326188)+W(8,-1119582249,1024856185,1034831467,1006763480)+W(9,-1097722710,-1096167330,1039199998,-1128505773)+W(10,1028981469,1028034745,-1112581958,1050833435)+W(11,-1112331027,1017921306,1032814306,-1128234727);WS(-1087326956,1033622098); +sum1=W(0,1045896801,-1161971013,1035193378,-1113899675)+W(1,-1108955706,1048600721,-1108871427,1041409216)+W(2,1041055226,-1106692192,-1114333163,-1104543128)+W(3,1045303135,-1095480777,-1119324954,1030557818)+W(4,-1094955846,1051943793,1041468886,-1104804773)+W(5,1039063182,-1112593372,-1096626659,1045266364)+W(6,-1110770003,-1109576477,-1117399605,1042470612)+W(7,1025944442,-1097508910,1052050234,-1098059200)+W(8,-1107180444,1041486173,1043056710,1048775867)+W(9,-1100233714,-1122013269,1035419591,1021883592)+W(10,1030612641,-1106071902,1017834329,1041862393)+W(11,-1114362202,-1121041260,1042839849,-1122051827);sum2=W(0,-1111634453,1032259795,-1114415273,1008283263)+W(1,-1121896666,1020399084,1046234660,-1112224655)+W(2,-1106176579,1027107696,-1105304684,1031996897)+W(3,-1123951654,-1116061542,1036167174,-1114655921)+W(4,-1139717487,1050902690,1049934438,1039099048)+W(5,-1106922258,1022104088,-1102142181,1017260660)+W(6,1039368345,-1102899145,1033204129,-1111159985)+W(7,1039007446,1039510238,-1113540553,1003410015)+W(8,-1122048418,-1135188919,-1114854307,1003551903)+W(9,1024476440,-1118949310,-1127458940,-1122340118)+W(10,1032062517,1033150391,-1122317014,-1117681522)+W(11,-1128403972,-1125862176,-1113963477,992233789);WS(1068173014,-1111006676); +sum1=W(0,-1103201566,-1112513259,-1115395480,1031049568)+W(1,-1100468360,-1173290307,-1117860850,1048004603)+W(2,1012485196,-1127850837,-1123264224,1046039773)+W(3,-1112438249,1042819653,-1113567107,1019703498)+W(4,1042677725,1064316383,-1083606526,-1104427535)+W(5,1029876039,1036820754,-1122621123,1030284012)+W(6,1048780036,1039150546,-1109811912,1015808760)+W(7,1063571221,1060600586,-1090564527,-1083053360)+W(8,1035184606,1024997805,-1103353426,-1094902185)+W(9,1034094633,1040353932,-1103105894,1027899359)+W(10,1050639762,1054475004,-1095220995,-1092330682)+W(11,-1149057999,-1123061719,1034806311,-1106486660);sum2=W(0,-1122580470,-1114547761,-1120466254,1014853092)+W(1,1047459793,1047680543,1038991680,-1120994367)+W(2,-1132455031,1011283964,1054395623,1064875701)+W(3,1030745116,-1119656010,-1117512854,1027909890)+W(4,-1098401240,-1121088174,1041066172,1034511499)+W(5,-1108441710,1018552602,-1085223893,1045153300)+W(6,1035574738,-1120221385,-1110873488,1026011110)+W(7,1045982327,1024310650,1024235728,-1109149586)+W(8,-1106692167,1026658994,-1099510820,-1084582209)+W(9,1020780404,-1122615179,-1115497806,1036041188)+W(10,-1122000913,1042402937,1020521688,-1112980367)+W(11,1023023932,1004613671,-1105747852,1029465320);WS(-1095915991,979918868); +sum1=W(0,1032823819,1037523161,-1137886897,-1115463727)+W(1,-1119898332,1035412665,-1131549790,1026707497)+W(2,-1121143952,-1129452238,-1108324895,1026568544)+W(3,1029800132,1043477300,1011860489,1011021190)+W(4,-1136100063,-1112838682,-1100874368,-1108429845)+W(5,-1120493188,-1147670274,1047390560,-1138504034)+W(6,-1105888052,-1114264129,1007409140,-1129491953)+W(7,-1098267600,-1097768883,1049886943,1047336484)+W(8,1028096953,-1134502280,1037432366,1036689246)+W(9,1021218335,1030459197,-1122228982,-1124741815)+W(10,-1106237874,-1108915952,1038061098,1042964547)+W(11,-1157333673,-1177453050,-1121991146,996441389);sum2=W(0,1020062213,-1143339877,-1128394666,-1121902268)+W(1,-1096503308,1052764693,-1111450467,1034601005)+W(2,-1108630019,-1130142915,-1099720262,1050858947)+W(3,-1102502778,1034423857,-1114856664,1039974898)+W(4,-1095299550,1060522961,-1093114037,1034366199)+W(5,-1105816149,1037139152,-1087523263,1055940597)+W(6,1030950002,1038088024,-1115163450,1032116923)+W(7,1057088106,-1104371255,1036157347,1027196884)+W(8,1054601799,1043807995,-1107617878,-1085850393)+W(9,1036537682,1019282123,-1128925353,-1112859101)+W(10,1031719642,-1110891365,1032717961,-1130356560)+W(11,-1122652165,1025497552,1017512699,-1119144319);WS(1066530838,1025703389); +sum1=W(0,-1132051981,-1139418709,1009297086,-1120765920)+W(1,1042371592,-1118415861,1032587897,-1129191897)+W(2,-1116932051,-1134432681,-1122811552,1007708012)+W(3,-1109474502,-1098776251,1015487755,-1122351141)+W(4,-1120712699,-1099055070,1049522345,1057153612)+W(5,-1127344014,1026629028,-1099127683,-1105657359)+W(6,-1109199593,-1123764613,-1127613121,1015844344)+W(7,1049700744,1050593755,-1109817213,1041525985)+W(8,-1119906716,-1136900213,-1113004743,-1111888320)+W(9,-1121408403,-1145136640,-1124468594,-1133586812)+W(10,1036084166,1038803505,-1107128582,1010121533)+W(11,-1118848634,-1123829719,1036904923,984437698);sum2=W(0,1041261247,-1107749198,1039120940,-1117430114)+W(1,-1126022952,1041137317,-1097831330,1033806419)+W(2,-1125967712,-1116954634,-1127685702,-1155381873)+W(3,-1099018179,-1131506304,1026507473,-1106133189)+W(4,1057416214,-1092069746,1045711847,1064523288)+W(5,1032736142,-1120045450,1026250214,-1099691831)+W(6,-1123617030,-1123190888,-1142215401,1031550625)+W(7,1059767697,-1088761837,1052831473,-1088977338)+W(8,1021746164,1028302350,-1118397760,-1098651966)+W(9,-1112954810,-1137414048,-1139250704,1026312489)+W(10,1033531722,-1110686692,-1122137188,-1133526188)+W(11,990513889,-1115066264,1029280576,-1130823120);WS(1066680246,1040921440); +sum1=W(0,-1110280861,1011417444,1034101258,-1119730500)+W(1,1053565584,1054599907,1031601302,-1092083138)+W(2,1029997623,-1113777127,-1143895330,-1110918026)+W(3,1027753539,1038200908,-1104735450,-1132236433)+W(4,1058261942,1061430978,-1078665075,-1090607216)+W(5,1039976245,-1112447940,-1099071584,-1111808624)+W(6,1035268043,-1121734057,-1111591250,1035235184)+W(7,1061610294,1056142824,-1093429316,-1096046953)+W(8,1023744576,-1145165385,-1105323662,-1106320677)+W(9,1032771355,-1126371080,-1121802685,1024518355)+W(10,1053165350,1055282545,-1102572591,-1094352558)+W(11,-1113453535,1031263347,1035738553,-1138833863);sum2=W(0,1028210443,-1130739278,-1129082210,1033717276)+W(1,-1119519632,1026401017,-1085374293,1046091050)+W(2,-1117678961,1042909501,-1110182528,1050909876)+W(3,-1117565460,-1113906791,1053521042,-1111396517)+W(4,-1106338078,1066908993,1062822204,1033058760)+W(5,-1099518378,1044082334,-1081393742,-1149282827)+W(6,-1106119849,1044690885,1041638909,-1096499765)+W(7,1034907371,1054286387,1003636411,-1089123399)+W(8,-1097984366,1040282994,1035142168,-1094008056)+W(9,1000486481,1015998178,-1143837439,-1115028859)+W(10,-1096894542,1041460877,-1103883056,1048601259)+W(11,-1109925208,1021313035,1028271260,1020535023);WS(-1111691100,-1070453585); +sum1=W(0,1032181048,1006352113,-1107702492,1040350706)+W(1,-1090063653,-1111618639,1056547603,1054597571)+W(2,-1114266718,1034245578,1011306277,-1105977411)+W(3,-1101176752,-1098104500,-1103582444,1045915011)+W(4,-1087007388,-1079908657,1062411659,1059824936)+W(5,-1130610528,-1111998342,-1113612402,1037450066)+W(6,-1111995209,-1105752467,1030081641,1036820082)+W(7,-1098160558,-1094958736,1042786985,1062112057)+W(8,1021846218,1026051990,-1108376090,1043358554)+W(9,-1111976126,1025879721,1034445457,-1112926972)+W(10,-1104521261,-1107753094,1058122296,1050598527)+W(11,1032139296,1018599200,-1098378691,1024420791);sum2=W(0,1044690091,-1117083441,1045283790,-1102183736)+W(1,-1103679886,-1096666126,1036724432,1025447267)+W(2,-1120655593,-1109094473,1043810354,1034791609)+W(3,-1109435037,1005932683,1029589699,-1099060082)+W(4,935783211,1061824774,1066859805,-1100626978)+W(5,1029730663,1023292171,1034749891,-1097803022)+W(6,-1109954065,-1130369043,-1146696619,-1103326288)+W(7,-1098480165,-1113161303,1024539831,-1114206859)+W(8,-1109570093,1012313206,1050252440,-1094988176)+W(9,-1115538567,1039027144,-1106785078,-1123727405)+W(10,-1109149493,-1129688427,1040901138,-1123732285)+W(11,-1106431920,1015686163,-1105144948,1029732207);WS(-1105638574,-1077878805); +sum1=W(0,1043313362,1041884710,1025565072,-1112101313)+W(1,1034529536,1043314021,-1093904634,-1104398291)+W(2,1017824488,1028280843,-1106696920,-1120033234)+W(3,1045058176,-1099609869,1034991091,-1118212870)+W(4,1058479092,1049084915,1055637093,-1086702118)+W(5,1038132788,-1136921361,-1126325576,-1128822905)+W(6,-1100255017,-1097107341,1033034081,1037618766)+W(7,-1082434966,-1087005060,1053455331,1061981800)+W(8,-1125947450,-1124008918,1046293466,1050170340)+W(9,-1104696333,-1128917761,-1143864013,1023523536)+W(10,-1098585534,-1105402705,1037339676,1048950646)+W(11,-1126565485,-1114937252,1032623999,1042248226);sum2=W(0,-1125419559,-1103788280,1042032808,1040832216)+W(1,-1076839498,-1091833274,1045241846,-1166596642)+W(2,1038631745,1037000995,-1105795498,-1085872442)+W(3,1043848052,-1099123277,1029252447,1039550307)+W(4,1035730071,1070654393,1068949095,1051795538)+W(5,-1115278352,-1103746979,1007431650,-1094587067)+W(6,1047689572,-1102650535,-1111709033,1040592387)+W(7,-1096947569,1050259859,-1111700665,-1094163017)+W(8,1041143367,1025070825,1041510738,-1089767553)+W(9,-1105352144,1033340873,-1091595987,1050208698)+W(10,1051072204,1048679723,1027304955,-1117027793)+W(11,-1116523862,-1093749689,1057584085,-1100476212);WS(-1095944791,1081861902); +sum1=W(0,1034635115,-1122706061,-1116664839,-1129669743)+W(1,-1090131839,-1093164666,1048908041,1057433596)+W(2,1008560041,1023557506,1030509816,-1120322428)+W(3,1033259121,-1124251544,-1121494877,-1148272609)+W(4,-1087001587,-1083481847,1058746094,1058166921)+W(5,1013701241,-1117995899,1044900399,1035303897)+W(6,-1126517523,-1128061368,1028329496,-1115602986)+W(7,-1085306808,-1091485686,1057488289,1055593874)+W(8,-1116643091,1023656437,1023593721,1041073282)+W(9,-1130313237,-1119991479,1027525168,-1123378150)+W(10,-1102755929,-1105495231,1061071735,1049860117)+W(11,-1164007844,1024551167,-1102595129,1034451003);sum2=W(0,999172620,-1099435099,-1115575058,1029670841)+W(1,-1105031588,-1120449287,1041110640,1042251423)+W(2,1026093121,-1156632055,1035596553,1027957701)+W(3,-1139359478,1027943101,-1101600217,1042858197)+W(4,1010020318,-1109667225,1075961547,1058527193)+W(5,-1126960339,1010028142,1011086126,1019832195)+W(6,1048715384,-1098854617,1035438169,-1117748556)+W(7,1057314889,1037113027,-1086643829,1073424302)+W(8,1037810339,-1115077778,975610078,1033526397)+W(9,1036336651,1041563473,1032334939,-1114535210)+W(10,-1123725073,-1100548924,-1067239867,-1080060710)+W(11,-1133987070,1036754195,-1095465488,1012557694);WS(-1085172076,1069147958); +sum1=W(0,1027233863,-1106615031,-1141293989,1025703205)+W(1,1029190628,-1106775167,1042354526,1026640114)+W(2,-1139375968,1028377583,-1115892869,-1111659152)+W(3,-1115436126,-1112858253,-1119005195,1041286826)+W(4,-1106293072,-1089581852,1054852793,1053740861)+W(5,-1156734143,-1121669673,1027435128,1035182992)+W(6,1042609938,-1122683754,-1117134469,1026450561)+W(7,-1098775605,-1108063055,1026745790,-1119314307)+W(8,1034668065,-1119291218,1038436612,-1137028117)+W(9,1044686038,-1117169125,1025414366,-1120895076)+W(10,1015550627,-1125318352,1023400633,-1108709290)+W(11,1027259179,-1118201212,1031194923,-1112739478);sum2=W(0,1027039233,-1115032564,1004660066,-1154464437)+W(1,-1117609897,1033488023,1041471507,1008089899)+W(2,1027401421,-1112728150,1033628240,-1118717800)+W(3,-1147080182,975139636,1016373458,1011666487)+W(4,1082321679,-1065846603,-1081313755,1053281755)+W(5,1012824907,-1108305112,1050032460,1046901100)+W(6,1025013868,-1117310194,1027534293,-1117096132)+W(7,-1122974098,-1130639872,1040077608,-1118862913)+W(8,1038621352,-1137500513,-1137731251,-1106934499)+W(9,1025607183,-1145025250,1024315262,-1118720211)+W(10,-1143672974,-1114202318,993302909,-1134922624)+W(11,-1129758225,1025570630,1017914834,-1177023016);WS(1065820150,-1112682631); +sum1=W(0,-1140735040,1045425461,-1136938293,-1105640672)+W(1,1051064512,1046810501,-1095619178,-1096706537)+W(2,-1128129890,-1108472292,1041816072,-1114855500)+W(3,1012508339,1052020966,-1099447769,1007936778)+W(4,1057299292,1054321083,-1083835034,-1101065539)+W(5,1036938130,-1101761488,1049485320,1015987827)+W(6,-1110876672,1038536521,-1110772895,1033964109)+W(7,1044289505,1042038046,-1101414038,-1127256032)+W(8,1035708141,-1113134674,1031650401,-1106506396)+W(9,1034428376,1041035251,948858222,-1107676126)+W(10,1050440565,-1126355329,-1104437005,-1102412811)+W(11,1031811610,-1119496853,1044647659,-1098866309);sum2=W(0,-1104060794,1047714485,1033662400,-1116689599)+W(1,1047625619,-1113896185,-1101000300,1023887631)+W(2,1032108768,-1114038586,1049921725,-1104647113)+W(3,-1106889746,1055059659,-1113832562,-1110264521)+W(4,1058674488,-1105663288,1047334183,-1123902349)+W(5,-1134500667,-1105023935,1060005487,-1100964722)+W(6,-1089308922,1027816870,1024644211,1034493072)+W(7,-1079751447,1040502911,-1145174230,1060541265)+W(8,1046968990,-1116742649,1026206299,-1088726381)+W(9,1032487381,1043118546,1030330543,-1105470304)+W(10,1059286709,-1110882655,-1100795602,-1099777158)+W(11,1042150309,-1127164330,1033716355,-1093081927);WS(1051219671,1032040132); +sum1=W(0,-1110293770,-1111062337,1029213629,1024246061)+W(1,1035978230,1041701281,-1104763504,-1098745559)+W(2,-1111943280,1016965359,-1106571859,1050231066)+W(3,1026027124,1035026513,1007533386,-1142580623)+W(4,1051781481,1065410260,-1082429923,-1097349705)+W(5,1026054164,1035026168,-1111350032,1040668770)+W(6,1036422600,1011246152,1016678619,-1132388626)+W(7,1060856625,1057796630,-1095610025,-1083869189)+W(8,987392292,1019565189,-1122887388,-1113287631)+W(9,-1173422083,-1130424090,1023830470,998523489)+W(10,1045145830,1055180598,-1094623957,-1095350964)+W(11,-1110518465,1026555204,1007169387,-1109374678);sum2=W(0,-1131096266,-1121050215,1024186334,-1123481859)+W(1,1040776673,-1129271163,1040345453,-1107023625)+W(2,1074128739,1066657253,-1080765061,-1073406322)+W(3,1023491721,-1115413373,-1136581772,-1181265672)+W(4,1044851152,-1097567007,-1116173932,-1110082893)+W(5,1068015119,1066670217,-1085034176,-1077100552)+W(6,1036272276,-1110187157,-1130526339,1007273042)+W(7,1051516690,-1106625929,1028205855,1041634800)+W(8,-1111857710,1026394385,1019889879,-1104398720)+W(9,-1123342647,-1125507188,1035801320,-1134191606)+W(10,1035231370,1007786534,-1124495703,1036476425)+W(11,990445793,1030299973,-1105128420,-1115096299);WS(-1124324720,1038677119); +sum1=W(0,1038389179,993181316,1031967089,1008341069)+W(1,-1081451931,-1096246661,1050863173,1056361124)+W(2,-1130646284,-1134539381,1035916906,1047683325)+W(3,-1145165264,991007864,1037528348,1023486232)+W(4,-1086637900,-1088130503,1063082151,1054230472)+W(5,986748732,1003368116,1026128198,1027831167)+W(6,1024190949,1044031254,1029849459,-1122921519)+W(7,-1092787999,-1099337955,1049660054,1050043692)+W(8,-1115252008,1036720064,1025351359,1020947750)+W(9,-1123515526,1052524910,1035528454,-1114006089)+W(10,-1095996120,-1102904005,-1097977265,1043779649)+W(11,-1116396881,1029521402,-1114005272,1037985981);sum2=W(0,-1089098687,-1098025067,-1133163156,1042203848)+W(1,1068788369,-1096461215,1052777785,1035967917)+W(2,1025788011,-1111191248,-1097973178,-1095505730)+W(3,1036383110,1058285406,1027923803,-1108707706)+W(4,-1090569807,-1088764217,1046924897,1043356562)+W(5,1023876171,1046203397,1056967609,-1127034898)+W(6,1062333205,1048839159,1043843260,-1098359820)+W(7,-1095261121,-1098396864,-1088408400,-1080913711)+W(8,-1107189985,-1113219498,1046078649,1040836988)+W(9,1058743586,-1078465930,1023965418,1021888231)+W(10,-1093746709,1064748817,1067915456,-1097507024)+W(11,-1110869404,1040158004,-1099047850,-1111389506);WS(-1080347734,-1094728165); +sum1=W(0,1036436624,1031912915,-1128052610,-1115633753)+W(1,1018734050,-1104173746,-1104119121,-1113632799)+W(2,1022550473,-1128796792,-1115038313,-1104273977)+W(3,1038598142,-1114408211,1027254679,996364134)+W(4,1042956529,1051156401,1064358521,-1095896866)+W(5,1027191321,-1123707765,1006576423,-1098511458)+W(6,-1097652239,-1109729611,-1125749028,1027401421)+W(7,-1087880029,-1093838037,1051089073,1061684826)+W(8,-1125317723,-1116369959,1039011098,1037804713)+W(9,-1111208674,-1118442418,1017291157,-1143663749)+W(10,-1100689848,-1104163629,1048577269,1044518984)+W(11,-1130384675,-1113863292,-1145301883,-1157246715);sum2=W(0,1000810292,1017087401,1008161562,-1137561210)+W(1,-1098257975,-1088410023,-1143663956,-1109671087)+W(2,1010643898,-1122425914,1033424863,-1113334223)+W(3,-1104015266,1045940061,1032804591,-1138249722)+W(4,-1110483119,1065774501,1064636422,-1100429296)+W(5,-1120544050,1015219657,1041401738,-1113376685)+W(6,-1112933693,1040845572,-1149548391,-1118405314)+W(7,-1111449957,-1114533177,-1095622064,1041071232)+W(8,1028103016,-1125778629,1041680128,-1107119710)+W(9,-1131915309,-1125770861,-1121723310,-1140666666)+W(10,-1105461804,-1154727079,-1156294183,-1113635957)+W(11,-1127495397,-1128411685,-1143304660,-1114424843);WS(1062796012,-1081433938); +sum1=W(0,1047697940,-1137205890,1019305782,-1140258862)+W(1,-1090901033,-1095124244,1051824452,1041493798)+W(2,1008978681,1031420374,1034552166,1032453887)+W(3,1040574503,-1131514496,-1128637410,1017521696)+W(4,-1090555023,-1084025976,1061551411,1048941321)+W(5,-1124609380,1025475023,1036871279,1032035723)+W(6,-1115750349,-1114177400,-1140240046,1030042599)+W(7,-1089279069,-1089170928,1056942277,1058760695)+W(8,1016399695,1024887097,1032547975,1041251643)+W(9,-1119424318,1025144619,1027083972,1023786378)+W(10,-1099538126,-1087239225,1056967544,1045023263)+W(11,1002611913,1012109898,1027338481,-1117686145);sum2=W(0,1036867068,-1112484311,1009005547,1004838046)+W(1,-1120560082,1019969949,-1113333873,1023348885)+W(2,1025411331,-1123665230,-1115333043,1032448279)+W(3,1034701810,-1131856601,-1121204348,1023830295)+W(4,-1089366478,-1067115412,-1084820204,-1115269491)+W(5,1024216939,1034346460,-1132671203,1028612787)+W(6,1008859907,-1129570235,-1145957446,1026709605)+W(7,-1071017431,1066362408,1052224270,-1095888786)+W(8,-1116027280,-1133553563,1045423025,-1112864526)+W(9,-1120209470,1023686531,-1122812157,1024434367)+W(10,1084005284,1063525936,1047863595,1043852487)+W(11,1032270816,-1105823812,1043035962,1025066805);WS(-1103681710,-1114530079); +sum1=W(0,-1130912909,-1104283663,1029506744,1025861737)+W(1,1040844938,1046218351,-1117715067,-1110124091)+W(2,1021540535,1032871129,-1121870249,-1105267215)+W(3,-1132593150,-1102933559,1035998951,1032236919)+W(4,-1098764800,1059317136,-1097542514,1039686571)+W(5,-1120294159,1036773558,-1096018272,1038793978)+W(6,1040041573,992747222,1007410083,-1111043394)+W(7,1057765873,1054923388,-1112367617,-1088677703)+W(8,-1111111618,1031187710,-1101946581,-1105386706)+W(9,1034020670,-1119406504,-1123346113,-1126534927)+W(10,1029185429,1040434219,1035634224,-1105036246)+W(11,-1138057273,1023823648,-1143951794,-1122605111);sum2=W(0,1041378526,1025611699,-1114357788,-1133865733)+W(1,1040042063,-1102827642,1041852494,-1102114760)+W(2,-1111718847,-1109687464,1023561916,1036263014)+W(3,1057780422,-1134317911,-1094909862,-1113774565)+W(4,1041105879,-1094128428,1058263821,-1090351620)+W(5,1041802453,-1106696300,1049906607,-1107817782)+W(6,-1084534604,-1105040821,1048238594,1041934157)+W(7,-1121888905,1038597269,-1114163954,1059786982)+W(8,1023851848,1032032810,1034361268,-1106476521)+W(9,-1096429323,-1128928913,1042608690,1041091101)+W(10,-1139774900,1035391793,-1102786592,1034035361)+W(11,-1111010993,1031652841,1014428216,1016844568);WS(1059372396,-1131086843); +sum1=W(0,1038224730,-1110641250,-1133338231,-1116770958)+W(1,1033085351,-1100693257,1044958408,-1145642197)+W(2,-1129272066,1026076824,1030339791,-1114157744)+W(3,1048611339,1026922691,-1142676381,-1109423369)+W(4,1024247225,-1085100606,1059821143,1054215533)+W(5,-1113286331,-1126911267,1039898225,-1106016522)+W(6,1012241985,1033593306,1016864285,-1119417706)+W(7,-1082741615,-1105005730,-1109435540,1063416476)+W(8,-1119319754,-1131274519,-1157274234,1046979692)+W(9,-1108924145,1029871326,1026073927,-1134266292)+W(10,-1096553463,-1091104802,1046037553,1051611888)+W(11,1018258200,-1118999381,1022970360,1033932042);sum2=W(0,1032542252,-1105983103,-1126294727,-1117639690)+W(1,-1106428174,-1090074420,1053585046,1049036492)+W(2,-1124515281,1042350020,-1101677356,-1100598545)+W(3,-1105990346,-1101410582,996342293,-1135696947)+W(4,1074893281,-1121077701,-1084067012,1063294224)+W(5,-1128187082,-1118105649,1052666358,-1088449090)+W(6,1031145839,1029472991,-1120264553,1025603183)+W(7,-1079475296,1059480413,-1090564487,1030876063)+W(8,1033189178,1012743453,-1099961793,1049420880)+W(9,-1125334020,1016716795,1029227505,1034416033)+W(10,-1099339963,-1097572114,-1103677712,1047874805)+W(11,1016211057,1026065323,-1106211131,1047783255);WS(998487488,1024735998); +sum1=W(0,-1096711418,1049342972,1033987197,1034787125)+W(1,1058035879,1055719968,-1089249828,-1093645783)+W(2,1020339515,1037116250,1033680357,-1113381667)+W(3,-1099717199,1051641300,-1138173503,-1118966639)+W(4,1060189357,1061848612,-1083720757,-1085775960)+W(5,-1109989161,1046511483,-1102783527,-1108537011)+W(6,1049184050,1032130968,-1112157509,1022076300)+W(7,1062875388,1007190411,-1087092580,-1086133195)+W(8,1032957443,1011591327,-1110331987,-1129404117)+W(9,1048086279,1039987293,-1125240838,1034213589)+W(10,1051240059,1039984791,-1087792286,-1098046771)+W(11,1039628088,-1135236550,1051616838,1030325168);sum2=W(0,1048277958,1048804575,1041063142,1001577162)+W(1,-1079852425,-1095199392,1061039504,-1094388043)+W(2,1040994203,1035580564,1054780006,1055450674)+W(3,1037383696,1042988518,1039747614,-1112011211)+W(4,-1077655189,-1103423898,-1084834029,1055288082)+W(5,-1111912036,-1100510960,1071463850,1058201467)+W(6,-1097597287,-1099442373,-1105672858,-1137882877)+W(7,1064308251,1065240337,1044806256,-1087507005)+W(8,-1097442490,-1090250140,-1080251704,1058560116)+W(9,-1108394523,-1155656404,-1108158369,1031849538)+W(10,1071708239,1061107030,1059993792,-1093629181)+W(11,1028605291,-1106111844,-1073879137,-1090257183);WS(-1077135094,1050907162); +sum1=W(0,-1117094275,1033699545,-1127648729,-1132921461)+W(1,1043699095,1055483630,-1094355462,-1098008869)+W(2,-1122422352,1034045812,1042990903,-1112620946)+W(3,1030394994,1045491604,-1118007170,-1124984131)+W(4,1053279460,1065160347,-1081313730,-1089194394)+W(5,1011377167,1042128328,-1121246728,1047326318)+W(6,1039295895,1040542752,-1126452986,-1117294457)+W(7,1056280352,1058021117,-1094044967,-1088142214)+W(8,-1103632934,1039870541,-1106681402,-1110840279)+W(9,1018438944,1035722382,-1119126518,-1124706520)+W(10,1041063570,1050783700,-1094059515,-1098093746)+W(11,-1109127577,1037083890,1018820533,-1128181366);sum2=W(0,-1110495495,1032075003,1029225785,1003021837)+W(1,-1116948709,1041772340,993748010,1016902499)+W(2,-1113320609,1042534143,-1097222635,1029108513)+W(3,-1122423961,1043723635,1023947681,-1123823650)+W(4,1083263801,1074788880,-1096435650,1028513681)+W(5,1039031010,-1104645285,-1074844879,-1063916786)+W(6,-1138212418,1017994477,1024608678,-1119691195)+W(7,1038793960,1017310535,-1119557273,-1120166015)+W(8,-1124877446,-1131419477,1021770517,-1115182489)+W(9,-1115371525,1002413729,1034042378,-1125446899)+W(10,1032034162,-1118011761,-1115060009,1032720188)+W(11,-1119401015,999290841,1027576529,1014563122);WS(1048452526,1015184705); +sum1=W(0,-1110581160,1049910352,1032256237,-1138645804)+W(1,1048623137,1036222192,-1113826958,-1106270342)+W(2,-1113210911,1029873877,1042522323,1006760678)+W(3,-1103860667,-1098570768,1026512560,-1114005032)+W(4,1057099626,1061337654,-1087095027,-1097372109)+W(5,-1111141177,1024448974,-1106501979,-1101854594)+W(6,-1119844941,1040825100,-1131077462,-1140244890)+W(7,1054485156,1049129464,-1095439444,-1095003728)+W(8,-1125584845,-1111469876,1027903818,-1115808507)+W(9,1017183931,-1119780203,-1122466948,1024452554)+W(10,1044366494,1040163591,-1106181921,-1128526324)+W(11,1027351533,-1117633442,1034550428,-1153767820);sum2=W(0,1034706164,-1114697961,1002437005,-1117856953)+W(1,-1115089108,1009230224,1016679180,999139177)+W(2,1017499348,-1131336757,1019562884,970725323)+W(3,-1110151254,-1078943314,1023823647,-1122373390)+W(4,1007700984,-1105149666,1069645782,1034965747)+W(5,1031482891,-1120925641,1038179083,-1131774725)+W(6,-1111296752,1008147760,-1119824143,-1131092262)+W(7,1033262730,-1142960238,1005900489,1026082346)+W(8,1015408436,1001625665,-1130072184,1014219446)+W(9,1015792571,1029244251,-1118651901,-1129026789)+W(10,1015281188,1026230788,-1121319377,-1134452913)+W(11,-1137039581,1019807852,-1122304449,1012295392);WS(1061396972,-1097419696); +sum1=W(0,-1110826049,1042368898,-1116833412,1040610541)+W(1,-1108888122,1058527541,1000165941,-1087862644)+W(2,-1117156776,-1135746300,-1102910221,1051684947)+W(3,-1113808270,1036447253,-1126977972,1015657075)+W(4,1056284429,1053927177,-1085843362,-1108964145)+W(5,1026275932,1041042462,-1107922836,1041698836)+W(6,1043284110,1048078310,-1125945514,1033993320)+W(7,1062174380,1055390198,-1086794197,-1088558114)+W(8,-1137078595,1035139905,-1112253878,991752527)+W(9,1028739112,1052576556,-1120964750,1028019732)+W(10,1042115560,1051035743,-1079810761,-1087573386)+W(11,-1118906322,1038370422,1047360574,1039363202);sum2=W(0,-1103350409,1024254038,-1117475550,-1104315228)+W(1,1062539510,-1112967686,-1091235931,-1094844926)+W(2,1014020953,-1119186298,1042482062,-1096027281)+W(3,-1116633366,1042486592,-1096755788,1019617669)+W(4,1056743222,1052266072,-1104902685,-1089312569)+W(5,1028745390,-1093268483,1051055108,-1129394013)+W(6,1038440719,-1097184876,-1097959989,1043056626)+W(7,1037341407,1012499609,-1101957876,1045881224)+W(8,1054988226,-1102938164,-1101861122,1044017054)+W(9,-1107570984,-1092525975,-1121707278,1038305467)+W(10,1048266302,-1099676541,1058872796,1058820589)+W(11,1026503526,-1135013257,1041661910,-1105903455);WS(-1084431788,-1073850193); +sum1=W(0,-1130755883,-1119027356,1023326765,-1121456839)+W(1,1035028387,1052115068,-1113039213,-1131651239)+W(2,-1139076328,-1110649673,1031790055,1035837265)+W(3,1007276024,1032958718,-1131954777,-1111055334)+W(4,-1087869490,1031197854,-1121014635,1041028837)+W(5,-1126605404,1037205893,-1151139494,1043959725)+W(6,1051511197,1038479638,-1115233108,-1127100870)+W(7,1064028192,1046762496,-1101242168,-1080291009)+W(8,1022476742,1029406204,1016490449,-1097929447)+W(9,1033362061,-1118671783,-1113154576,1032290155)+W(10,1048797598,1048241682,-1109590335,-1095204295)+W(11,-1117985767,1016018525,1033898418,974160200);sum2=W(0,1035912472,1026239811,1027199947,975878233)+W(1,-1098777501,-1120465270,-1101163205,1033266404)+W(2,1024165887,-1114558090,1047867282,-1115369638)+W(3,-1109490583,-1099491895,1011577542,1032202892)+W(4,1026269275,1058060839,1052721602,-1092678923)+W(5,-1127793863,-1110013405,1026065727,1048647954)+W(6,1027909011,-1142596491,-1126785583,989447596)+W(7,1022663675,-1109244590,1042994318,-1115079323)+W(8,-1115589183,1028177183,-1139333782,-1107120056)+W(9,1032601180,1030066347,1027448187,-1112180928)+W(10,-1139999774,-1113199846,999387083,-1117880304)+W(11,-1119188249,1010561254,-1128307819,-1113232790);WS(1060891500,1063998119); +sum1=W(0,1034817251,-1123888698,1021371624,1009319059)+W(1,-1082111981,-1089953728,1050963407,1060685055)+W(2,1021753903,-1158245846,1042831681,-1146641530)+W(3,1007070174,1031377177,1034805925,1020060242)+W(4,-1083685732,-1080402290,1058492133,1059880676)+W(5,1024323659,974645755,1049293617,1044491976)+W(6,1035958587,1040845210,1029917861,-1119463744)+W(7,-1087669949,-1092052092,1045390927,1057972187)+W(8,1017781825,1029410098,1030870792,1044279073)+W(9,-1119265271,1041595485,1028919037,1022228167)+W(10,-1101265316,-1093474029,1042995863,1050698442)+W(11,1009963113,1033823734,-1117179330,1040824939);sum2=W(0,1031085111,-1103588836,1039685669,1043252027)+W(1,1015926083,1047286193,-1136546874,-1089976691)+W(2,-1090475122,1041438201,1055918010,1075090314)+W(3,-1094345084,-1097680472,1043798699,1021402919)+W(4,1049855126,-1093227067,1053086422,-1106220008)+W(5,-1097421747,1055157984,-1086978538,-1100279282)+W(6,-1098140010,-1117022930,-1107286980,-1106121381)+W(7,1030378489,1047431201,1053158416,1041831351)+W(8,1047503463,1040447738,-1090494906,-1081018505)+W(9,-1111854401,-1165267820,-1105216890,-1116219530)+W(10,-1088912308,1047204695,1065796563,1043898913)+W(11,1013873926,1060337257,-1076607098,1049023531);WS(-1071907259,-1110912590); +sum1=W(0,1047025832,1037187527,-1128862543,-1125193009)+W(1,1060301769,1051495910,-1091004805,-1082520498)+W(2,1027334603,1007930762,999732421,1034040338)+W(3,1045585380,1046461539,1030754750,-1134196340)+W(4,1059488668,1059029683,-1081098270,-1082717575)+W(5,1012148988,-1153534395,1039737374,1034460834)+W(6,1034859053,1044478211,1035978988,-1115532794)+W(7,1058265227,1047385124,-1094770022,-1085641231)+W(8,1008981841,-1141674924,1035505465,1026869576)+W(9,1038023446,-1115297724,1030566929,-1122396199)+W(10,1051401113,1030610907,-1096364930,-1100806498)+W(11,-1131397284,1004145403,1049444580,-1108119003);sum2=W(0,1071341959,1041114835,1046265071,-1094095783)+W(1,-1079612356,-1090342602,-1087794787,-1106266089)+W(2,1053270877,-1103321092,-1119797941,-1096220802)+W(3,-1093757522,-1096593198,1052972269,-1105766507)+W(4,-1097206613,1072329002,1065807667,1036032273)+W(5,1044676561,-1113258696,-1091841958,-1100480279)+W(6,-1091593516,-1091154406,1048411623,-1118583019)+W(7,1052074546,1035089459,-1098744738,-1120668367)+W(8,1022355226,-1099949977,1049018868,-1107977625)+W(9,1057911473,-1073590228,1063609884,-1102184915)+W(10,1053464489,1066861510,1041493985,-1101075731)+W(11,1048742227,-1096064815,-1098841365,-1101117382);WS(-1073583387,-1097642521); +sum1=W(0,1040986278,1018743169,1025630043,-1113793830)+W(1,1026212810,-1107655120,1051202676,-1123577624)+W(2,-1117606078,1026666645,1015332695,1031641306)+W(3,1043520539,-1126196031,-1113970392,999171711)+W(4,1058537807,-1102760649,-1137921726,-1085714085)+W(5,999394704,-1098706922,1042214156,-1102186706)+W(6,-1117788829,1023908016,-1126372055,1041107242)+W(7,-1084066799,1038867522,-1120709796,1058609607)+W(8,1028174279,-1105230460,-1104026556,1050734989)+W(9,999617264,997975216,-1141619744,1019259188)+W(10,-1105494638,-1113662887,1048163249,1049515695)+W(11,-1131430066,-1117999154,-1118473257,1038371877);sum2=W(0,-1114187457,1035498840,-1122047285,1020465344)+W(1,-1108558660,990338200,-1112200610,1042661620)+W(2,1024517966,-1114108748,1037081003,1022323488)+W(3,990134284,-1105572872,1029560286,-1132946638)+W(4,-1098817485,1046181371,1053825241,1050532943)+W(5,1033071181,1024966834,-1112231866,-1116108394)+W(6,-1125836673,-1107008827,1032274109,-1137208000)+W(7,1052951690,-1099854916,1041934457,1035380426)+W(8,1018142458,-1114933005,-1115059895,-1098433232)+W(9,-1143550666,-1133886920,-1139618609,996568996)+W(10,-1101729420,-1120597401,-1115627477,-1132156656)+W(11,1025004711,-1129654551,-1145950712,-1106305341);WS(1066138518,-1093674260); +sum1=W(0,-1096639483,-1107076945,1016625343,1029114768)+W(1,-1095967018,-1098130813,1046373881,1057895286)+W(2,-1115838467,1036809869,1027610352,1030209323)+W(3,-1097327813,-1112968866,-1135602902,1023256234)+W(4,-1090692519,-1096019117,1048700903,1060592282)+W(5,-1116997111,1034515722,-1147523994,1010824623)+W(6,1039946769,-1145778087,-1126509217,-1154917052)+W(7,1052511498,1050590801,-1102212410,-1102042589)+W(8,1025259308,1031910367,-1106421308,-1107963320)+W(9,1040195377,1035798312,-1120895465,-1119361423)+W(10,1037092318,1054517602,-1096085673,-1110743776)+W(11,1015369596,1032370884,-1103975991,-1114290095);sum2=W(0,-1098235374,-1129289080,1026207298,1020680083)+W(1,1039185699,1041518935,1000882372,1040052819)+W(2,999965284,1025606660,-1108930987,-1105651771)+W(3,1035819795,1034843888,1034412140,-1114338038)+W(4,1060121453,-1098039050,-1096717996,-1104532064)+W(5,-1127194998,-1123799241,1059664416,-1132043948)+W(6,1030579314,1031435954,-1132183796,-1119552802)+W(7,-1085068698,-1105751584,-1126927262,1025849568)+W(8,1020099573,-1130436386,-1108966794,1064006582)+W(9,-1118921036,-1110299389,1026463590,1014438782)+W(10,1039772175,1060018227,1043556407,1034356940)+W(11,1040432622,-1098649260,-1083675102,-1090790505);WS(-1098394199,1021768394); +sum1=W(0,1047476460,-1106379994,1030592418,-1106976773)+W(1,-1107202165,-1121922344,1042879449,1035645360)+W(2,1008308247,-1140215924,986778214,-1121988294)+W(3,1041629170,-1108680996,1031813276,-1109895628)+W(4,-1091385002,-1090269731,1053022447,1052123789)+W(5,-1120193402,-1127396653,1042227034,1042582852)+W(6,1028771909,-1123109432,-1124672038,-1114022359)+W(7,-1107044710,-1127679127,1044862779,-1107385030)+W(8,973525940,-1139398721,-1115617842,1044112989)+W(9,1035760915,1039049769,-1118216524,980431986)+W(10,-1107740288,-1099192133,1040198899,1023833154)+W(11,1014367554,-1116507498,1025832513,1030134009);sum2=W(0,1055345266,1027898732,968544056,-1098169790)+W(1,1039932359,1036378047,1021773530,-1106123518)+W(2,1012808524,-1132858861,-1123343911,-1111072353)+W(3,1053687424,-1077105818,1056997121,-1162122654)+W(4,1035540057,-1098361429,1068095045,-1089212318)+W(5,1037852727,-1103837325,1044527270,-1111121590)+W(6,1039110353,1037144043,-1112228820,1029158812)+W(7,1000425352,1050038066,-1124556656,-1090252350)+W(8,1036594354,-1134065606,-1114307158,-1115281069)+W(9,1022799116,1042942743,-1112296199,1026696161)+W(10,-1118055459,1040445489,-1104975561,-1130232224)+W(11,1032061348,-1114916168,1023167430,-1116705210);WS(1064984812,1025677564); +sum1=W(0,-1096329284,1033742216,1030924649,1043884023)+W(1,1057726586,1046959260,-1103101243,-1084712758)+W(2,1012739123,-1131015624,1018532660,1043356655)+W(3,-1101734196,-1105624932,1036152448,1038396303)+W(4,1057188432,1061206275,-1086845720,-1087209573)+W(5,1002161670,1044816791,-1114153679,1046520365)+W(6,1017123640,-1108991823,1042241831,1017544939)+W(7,1060371326,1055419738,-1087299343,-1084903475)+W(8,1024962678,1043667629,1028245989,-1111584053)+W(9,1037154774,-1096026219,1047065797,-1121467129)+W(10,1041931586,1055087388,-1087523701,-1108220133)+W(11,-1114955616,1040331724,1051664559,994164350);sum2=W(0,-1104158106,1050222709,-1105699647,1043159502)+W(1,1067096435,-1106627676,-1090385012,-1085409392)+W(2,-1098664617,1050757442,-1102151020,-1090972778)+W(3,1025130152,1032288328,1032147900,1038273264)+W(4,1052171093,1075677902,1061149199,-1106188919)+W(5,1039140273,1030992941,-1070862987,-1086083449)+W(6,-1103450106,-1110143950,-1106879197,1048938986)+W(7,1075039778,1073503496,1049612036,1050752016)+W(8,1040257314,1041175752,-1072257998,-1070168511)+W(9,-1098742781,-1091104362,1049056829,-1128156680)+W(10,1075355126,1082426924,-1095713225,1057886527)+W(11,1030488248,-1098188298,-1070643407,-1070483864);WS(-1072457547,-1104871915); +sum1=W(0,-1138749297,1036550950,1014551830,1018087532)+W(1,983826087,1050222745,-1131367952,-1129333765)+W(2,1007352484,-1123482688,-1118152278,1026100589)+W(3,1001512248,-1098112129,1031881454,-1143311830)+W(4,1055877542,1020808474,1014989673,-1083142279)+W(5,1034580622,-1109491581,1016760626,-1106883828)+W(6,-1104222042,-1104597767,1020957612,1033102921)+W(7,-1086706094,-1096646942,1057969217,1059974718)+W(8,-1122062610,-1114916930,1040528910,1045231050)+W(9,-1125431314,1042534317,1015585054,-1158925470)+W(10,-1105443081,-1106542638,1043242379,1048954301)+W(11,-1147978606,-1122581117,-1120756612,1027306868);sum2=W(0,1034530006,1032795060,-1112539216,-1120473304)+W(1,-1124099243,-1115907580,1009244103,-1151412702)+W(2,-1131120105,1025202928,-1114805763,1026058392)+W(3,1046686841,1054832981,-1099708049,-1132295147)+W(4,1020085733,1033863239,1050403530,1037608248)+W(5,998829429,-1131382687,-1154011810,-1120554932)+W(6,-1109933894,-1089566811,-1106531527,-1120301365)+W(7,-1107650300,1030750625,-1106362502,1051005406)+W(8,1020773937,-1143352615,-1122049677,1036477609)+W(9,1004612697,-1105741108,-1165429700,-1119309605)+W(10,-1130967605,-1146151019,1026755208,-1114169666)+W(11,-1142800679,1016610669,1026996282,1028389062);WS(1057548396,-1118860492); +sum1=W(0,1024521628,1035643506,1015464700,1024314991)+W(1,-1109277847,1033181378,1035362560,1019907062)+W(2,-1127185475,1015346289,1019936830,1042186208)+W(3,1022826491,1044765945,1024068436,1033090170)+W(4,1038789717,-1093016121,-1077384746,-1102305323)+W(5,1015056043,1035221881,1050623422,1047455161)+W(6,1040253828,1032416458,1007695803,1023937802)+W(7,1047039772,1032628147,-1110302756,-1095947197)+W(8,1019339797,1030260028,1012944520,1039235079)+W(9,1031527745,1041535598,-1142835770,1026830221)+W(10,1032291149,1038601945,-1106773417,-1110046895)+W(11,-1124358344,1039118899,1031404576,1025595072);sum2=W(0,-1119520873,1035535229,-1108748842,1028948662)+W(1,-1099276378,-1125068566,-1128105382,1040692087)+W(2,-1108959122,-1105777938,-1119570187,1042585669)+W(3,1034598190,1040844095,-1114955281,1035054379)+W(4,1046560183,1035247795,1058969109,-1105801492)+W(5,1040780747,-1115696651,-1104363062,-1104135640)+W(6,1017632867,1028317650,1033670708,-1123628391)+W(7,1037021603,1041621971,-1098716294,-1140061979)+W(8,-1122498951,1039115990,-1109815486,-1119904127)+W(9,-1152158269,1033306906,1009774019,-1113438145)+W(10,1042440154,1045186907,-1097137530,-1100355456)+W(11,-1102421790,1043903068,-1096381982,1033417138);WS(-1111617372,-1089239798); +sum1=W(0,-1109363280,-1105933140,1043411666,-1120946745)+W(1,-1107333692,1036658471,-1100282243,1036859267)+W(2,1028471724,-1102252305,1046725686,-1131126919)+W(3,-1122482989,-1097138762,1034980559,-1105344783)+W(4,-1096910672,1063625005,1040067055,1033736099)+W(5,1048148056,-1115573502,-1100591479,-1138971218)+W(6,1028445691,1038047807,-1102176538,1035032490)+W(7,1059841631,1050659758,985367106,-1085774908)+W(8,1018704810,1038410359,-1099856795,-1101046354)+W(9,-1104930291,1036625252,-1106084756,1042691462)+W(10,1056206133,1039222942,-1105930796,-1095561837)+W(11,-1104725204,1032806392,1033845467,-1114722211);sum2=W(0,-1102980188,1034775565,-1107914664,1032901751)+W(1,1019096213,-1123759676,-1079544271,-1097455677)+W(2,-1112661460,1048109574,-1101940532,1032175116)+W(3,-1107463876,-1115674720,987500422,1029069579)+W(4,1039965269,1060530292,1066142773,-1107584024)+W(5,-1102645998,1048822254,1036298034,1028816201)+W(6,-1122769714,1028640927,1041931397,-1107918292)+W(7,1039765158,-1133849713,-1110827944,1049477386)+W(8,-1106440053,-1113520406,1041944181,-1100641824)+W(9,-1133982193,-1112107626,1026585516,-1106970712)+W(10,-1110406142,-1129682772,1033119735,1040943686)+W(11,1032469881,-1114426196,1007346649,-1113302080);WS(1055684951,-1075449937); +sum1=W(0,1021145317,1041132226,-1109225282,1025203701)+W(1,1050955910,1048074946,-1098148265,-1089325052)+W(2,1023449767,-1117792831,-1122722677,1044060206)+W(3,1045336591,1048290762,-1102495686,-1105594014)+W(4,1059061644,1063401377,-1085251962,-1089314051)+W(5,1024771419,1034487612,-1135340574,-1138312640)+W(6,1046212734,1033816821,-1131312361,-1115277256)+W(7,1058388246,1057949871,-1089905605,-1086898788)+W(8,-1122363216,1023079171,1012872015,-1108206354)+W(9,1042625602,1032304674,-1119401549,1003392922)+W(10,1049257380,1056447675,-1086086859,-1090587428)+W(11,-1119440554,1029355212,1030899626,1013091209);sum2=W(0,-1075680192,-1078675502,1070915797,1061277558)+W(1,1041412946,1036217426,-1099840736,1064394375)+W(2,1043650757,-1128025338,1041322393,-1097187807)+W(3,-1072669743,-1071891757,1077005703,1077465728)+W(4,1053075748,1035413026,-1110541808,-1080083122)+W(5,-1113957037,1028555409,-1105806062,-1098777830)+W(6,-1079654744,-1094224921,1035834095,1067272551)+W(7,-1098463344,1050839735,1034313258,1034295344)+W(8,1035679275,-1113787473,-1099205009,1042040059)+W(9,-1124876273,-1106967769,-1101597023,-1140563054)+W(10,1012713199,1033733408,1056268760,1044374977)+W(11,1015942004,1036121231,-1097742853,1043077130);WS(-1084991020,-1093321377); +sum1=W(0,1041431403,-1106261797,1020905181,-1124603198)+W(1,-1087194206,-1093664550,1050746614,1058092855)+W(2,1027465426,1019387090,1020373118,1031898965)+W(3,1012534679,-1100435893,1033810210,1034567442)+W(4,-1086211050,-1081371861,1063338984,1060858482)+W(5,942151344,-1130539845,1028138434,1037199077)+W(6,-1113177704,1029015460,1034346016,1026468027)+W(7,-1091610836,-1090363161,1050350895,1057782107)+W(8,1019123574,1032894586,1026545296,1041359812)+W(9,-1109083497,1045957208,1040898454,1012576759)+W(10,-1099126963,-1088769118,1051078083,1047981412)+W(11,1018549369,1024075622,-1114891854,1017607178);sum2=W(0,-1096421724,-1100344181,1050639335,1049096145)+W(1,1019605429,1054069324,1044471716,-1104462777)+W(2,1039363330,-1113551308,-1112798845,-1107039596)+W(3,-1085369111,-1076762820,1068716746,1060252300)+W(4,-1124780213,1025609425,1050347336,-1101216805)+W(5,999612981,1018249637,-1099054195,1041817400)+W(6,-1073687271,-1075542147,1071114171,1070836883)+W(7,-1096692411,1043747806,1009296899,1052234046)+W(8,1028531297,-1109453871,1030832137,1029953841)+W(9,-1076870984,-1078719402,1068968491,1069477538)+W(10,1026561745,1035243068,-1114781860,1047758574)+W(11,1027426027,-1125031723,-1140937749,-1135279155);WS(-1082530796,1061926473); +sum1=W(0,-1107298323,-1127531019,1030277984,-1111745736)+W(1,1033356744,-1113172467,1039611697,1048819916)+W(2,-1119982339,1009757802,-1127895905,1034157517)+W(3,-1109831840,-1118701125,1039021467,-1123296661)+W(4,1035918242,-1088898044,-1099048749,1058045501)+W(5,-1125062126,1039341706,-1099659681,-1146238814)+W(6,-1101933527,-1114851579,1012520514,-1130604760)+W(7,-1125679275,1029808585,1034215157,1052265202)+W(8,-1111731430,1016627083,1005542493,1032846000)+W(9,1016124742,-1131932512,1017586258,-1112767704)+W(10,-1110952702,1040689749,1010862879,1037161440)+W(11,-1137100912,-1130467695,-1114167271,1024904046);sum2=W(0,1027790609,-1115257125,1025856461,-1123675689)+W(1,-1138688370,1036222096,-1103597907,-1107220732)+W(2,-1131813881,-1138958066,-1104487390,-1114685917)+W(3,1041635489,-1087170514,1039506778,-1129839981)+W(4,-1099581339,1052206445,1074899174,-1083432255)+W(5,1015980625,1015820001,-1103205528,-1113019592)+W(6,1054414527,1040911707,-1108253250,-1111122039)+W(7,1033877978,1035305654,-1119836905,-1087814585)+W(8,1023501105,-1135082354,-1128600489,-1114160943)+W(9,-1107819629,-1119501461,1023517501,1042547871)+W(10,1040418607,974999585,-1120345851,-1108795814)+W(11,1028405761,1023691837,-1136105250,-1113593105);WS(1064809580,1026007555); +sum1=W(0,-1139810490,-1117193870,1012678303,-1117346201)+W(1,1046259126,-1116046893,1041509643,1018638922)+W(2,-1107316166,1042684025,-1107022182,-1110265860)+W(3,1032058104,-1127734554,1024755966,-1112794575)+W(4,1058768682,1057441571,-1106321711,-1089321581)+W(5,-1107194416,-1115653262,-1097674775,1049529906)+W(6,1040786347,-1106953519,-1109792204,-1119597108)+W(7,-1088983804,1052663642,-1136225478,1042250009)+W(8,-1115453338,-1104239151,-1105006210,1052962187)+W(9,-1120656619,-1123630216,-1109340249,1039580268)+W(10,1033398978,1030125211,1031754384,-1140389406)+W(11,1026892022,-1113265368,-1114619763,-1138416249);sum2=W(0,-1126476274,-1112202702,1022454821,1002173025)+W(1,1035289805,-1110248161,1027055467,993251281)+W(2,-1119256919,1035602798,-1106697397,1026092616)+W(3,1040267060,-1105276944,1026488668,-1114052781)+W(4,1050537246,-1103163514,1037292044,-1106967376)+W(5,-1119463370,-1109176262,-1119693560,1051631259)+W(6,1041996701,1024974628,-1114947733,1024785122)+W(7,1036995069,1044720036,-1103384730,1032247852)+W(8,-1123291766,-1103668424,-1113586574,1026699348)+W(9,-1106672600,1014734543,-1114686018,1041552522)+W(10,-1136575544,1011597497,1038837578,1024347316)+W(11,-1104716490,-1124038001,-1113050536,1012871948);WS(1065652022,1032044813); +sum1=W(0,1024151812,1033154018,-1138253430,1008146233)+W(1,1046726755,-1114751985,-1111423088,-1109382253)+W(2,-1145994760,1011776865,1030270670,-1118504831)+W(3,1037025524,-1098142828,1034343482,-1111490857)+W(4,1060185520,-1102691401,1056996567,-1089787453)+W(5,1031075253,-1115595081,1034117937,-1108385813)+W(6,-1093711910,1019326054,1037589943,1027957290)+W(7,-1084615165,-1096112169,1020462798,1064926206)+W(8,-1141498448,1030480467,999245356,1042611828)+W(9,-1137243780,1033030167,-1130048270,1035138662)+W(10,-1123985530,-1105819364,1017317515,1028825917)+W(11,1020535720,-1161641125,-1131349303,-1106962907);sum2=W(0,1018874621,-1106542042,1032029355,1006780909)+W(1,-1125742470,1042324218,-1123089851,-1118402441)+W(2,1002124531,-1127943559,1032351097,1022906649)+W(3,-1114343998,-1106692361,-1118040285,928839112)+W(4,-1150379126,1059562898,1057618964,-1111882995)+W(5,-1112138839,1036092239,-1096401122,1030201786)+W(6,1043467647,1041450718,-1105940221,-1112805367)+W(7,-1124030112,-1096899429,1035656455,-1114692462)+W(8,-1119061832,1038704957,-1105376866,-1101041619)+W(9,1036583459,-1106475204,1031169874,1025941308)+W(10,-1115452253,-1108009053,-1181112366,-1122657152)+W(11,-1115257437,1040262599,-1117532473,1025207396);WS(1060219372,-1086892801); +sum1=W(0,1039153858,-1139059104,1041685441,-1103145773)+W(1,-1098525574,-1114399172,-1111094658,1051640744)+W(2,1018968139,-1114173214,1034492410,-1104573181)+W(3,-1139626983,1051743245,-1105288038,-1114046300)+W(4,-1105262039,-1084251893,1048845947,1060139625)+W(5,-1114750605,-1119683574,1048366229,-1112320535)+W(6,1005204005,-1096900831,-1105447101,1036049319)+W(7,-1132035760,-1097183901,1058595229,1056234019)+W(8,-1113866359,-1132035040,-1102598303,1045757805)+W(9,1006778518,-1097346218,1037687846,-1153064218)+W(10,-1095492788,-1105878061,1052830405,1030114274)+W(11,1021887633,-1107291810,-1114955456,1044243314);sum2=W(0,1025241726,1004099725,-1115656995,-1116149857)+W(1,1043244905,1042198638,-1094029030,-1099180395)+W(2,1036684654,-1113978987,1030698655,-1108018378)+W(3,1025926274,1029996270,-1101937257,1030898684)+W(4,1050305603,1051892024,-1093188603,1029208805)+W(5,1030311314,-1143836228,1032179392,-1105752531)+W(6,1015423640,-1098527410,-1108962642,-1172884346)+W(7,1010118001,-1111697287,1057927618,1043486640)+W(8,-1107174775,1032971351,-1110311603,1042453668)+W(9,-1102965987,-1099100919,1035380843,-1122887710)+W(10,-1106879588,-1115267941,1054675670,1033678913)+W(11,-1114814873,-1114563702,-1124505249,1043859461);WS(1054285911,1050558006); +sum1=W(0,1038924416,1041880394,-1131523010,-1123510162)+W(1,1049975562,1050884477,-1093800836,-1103298920)+W(2,-1132690963,1013663344,-1103773453,-1107117058)+W(3,1042834130,1022473868,1019709806,-1131464621)+W(4,1056805171,-1101108530,1057683379,-1095165898)+W(5,1008580322,-1112183179,-1121085405,-1101616339)+W(6,-1100861061,-1099456110,1019519396,1029482925)+W(7,-1084744157,-1084827161,1059660975,1065493943)+W(8,-1107880231,-1118057053,1037612741,1044641696)+W(9,-1103795177,1023983666,990268585,1008876867)+W(10,-1096422344,-1102767109,1049686449,1052993120)+W(11,-1120002940,-1125681410,-1112995616,1041661496);sum2=W(0,-1115660402,-1103885919,-1135750526,-1122499415)+W(1,1052675919,-1111228057,-1163427536,1019721643)+W(2,-1107636671,1043515230,-1097257542,-1134010714)+W(3,-1107570715,-1109043837,1004729468,1025808744)+W(4,1050715774,1068640266,1068391994,1050733408)+W(5,-1113330231,1035061875,-1098019427,-1097200131)+W(6,-1101018403,-1106866200,1025309219,1038371609)+W(7,-1109791041,-1082318320,1029079067,-1088555463)+W(8,1015805682,-1134559274,-1103711089,-1104872484)+W(9,-1100735475,1049544712,-1107252608,1037233345)+W(10,1048468038,-1092391889,-1147071004,1034253450)+W(11,1043601518,-1139706642,1032346912,-1096395820);WS(-1090663639,-1077388844); +sum1=W(0,-1118693311,1029100670,-1160081154,1018174482)+W(1,1049109025,1046071575,-1098783931,-1093711755)+W(2,1010315758,-1115518041,1021012498,1040639418)+W(3,-1120731528,-1106887239,-1132569784,-1125628059)+W(4,1052420297,1068562223,-1095941442,-1088582516)+W(5,-1181480889,1034527238,986381179,-1106387497)+W(6,-1106415899,-1097169074,-1117849353,-1117916196)+W(7,1064382514,1058209900,-1094690684,-1087125152)+W(8,974332196,1015836076,-1116837948,-1096200966)+W(9,-1146324700,-1168966176,-1122253105,1021610031)+W(10,1048904111,1056110513,-1093052224,-1097735927)+W(11,-1123641014,1025570188,-1121509238,1025702951);sum2=W(0,-1094381136,1042206203,-1113720588,1034436941)+W(1,1038416019,-1112936962,998633097,1032181918)+W(2,1040127243,-1108577062,1041189037,-1157362266)+W(3,-1096498964,-1082651758,-1106229774,1024698569)+W(4,1044225483,1035551973,1076874404,1057336919)+W(5,-1122557473,1033287923,1029476436,-1114037642)+W(6,-1065300211,-1070759890,1046234567,1036635696)+W(7,1041430251,1045207615,1049370102,1081990850)+W(8,1024588020,1015731519,1036601034,1035032611)+W(9,-1090746117,-1089089289,1034351318,1052080385)+W(10,1038285588,-1119691531,1035723536,-1114040834)+W(11,-1155116306,1031958369,-1130950394,-1115422836);WS(-1080363926,-1071486509); +sum1=W(0,-1117755862,-1102851061,-1106562756,1035667824)+W(1,-1089812638,-1098855847,1044522508,1058850627)+W(2,1033333673,-1122920906,-1124105919,-1119781738)+W(3,1026770536,-1096598034,-1099668353,1048836261)+W(4,-1094273901,-1081351512,1062774732,1060900423)+W(5,1034167779,-1100720585,1019768789,-1136163052)+W(6,-1111989629,-1117155588,1034350288,1041756943)+W(7,-1091724133,-1097309107,1058954340,1060314417)+W(8,1023569595,1037864032,1034476769,1036217472)+W(9,-1106686285,-1110305168,1036008540,-1111757455)+W(10,-1089979637,-1097705308,1058323473,1047827972)+W(11,-1108224543,997120104,-1112569431,1034808863);sum2=W(0,1026473921,1040027805,1039521143,-1130221439)+W(1,1059210683,1037922688,1049962270,-1098631230)+W(2,-1088875775,1043008084,-1128609979,991949852)+W(3,-1103850305,1044422007,1040812416,-1106623296)+W(4,1032319554,1075309200,1053913409,-1102633929)+W(5,-1081254616,-1078110278,-1093367457,1032322677)+W(6,1033782288,-1112409330,1011405671,-1108121630)+W(7,1051007822,-1114991064,-1118313372,1041179127)+W(8,-1087823621,-1085620101,1042490244,-1128820939)+W(9,1042204829,1007920671,-1120568012,1024610419)+W(10,1064519547,1041664007,-1105557487,1033589003)+W(11,1038944538,-1097283302,-1108726636,-1108707286);WS(-1085146860,-1078432897); +sum1=W(0,-1149696569,-1105005939,1037132754,1000247468)+W(1,-1105608437,-1092242085,1049101493,1046594056)+W(2,-1128935441,-1114749360,1035020227,1029982264)+W(3,1047641075,-1094624073,1043827999,-1107087079)+W(4,1034057408,-1091288646,1056540903,1036712721)+W(5,1041253327,-1098691603,-1097712673,1000135432)+W(6,1038438012,-1098392071,1034542459,-1105171356)+W(7,-1092984875,-1099696227,1052522438,1056427897)+W(8,1031740017,-1124493285,-1113847620,1048401189)+W(9,1037791108,-1111893867,1019250012,-1139389265)+W(10,-1123704450,-1096292923,1053002294,1039493090)+W(11,1035876258,-1117863020,-1109486882,1041969240);sum2=W(0,1022634928,-1141995321,-1123188651,981650725)+W(1,-1134931805,1038372119,1043118137,-1122722467)+W(2,1035155349,-1113558499,-1108690895,-1114801830)+W(3,-1159373413,1040593594,1019312288,-1132394336)+W(4,-1088039805,-1062981933,-1085264893,-1111962066)+W(5,-1123558064,-1122982849,1086226578,1059960197)+W(6,-1125839148,-1144628769,1019035800,1007032529)+W(7,-1088420516,1033594923,1030456162,1035586791)+W(8,1041973847,-1112866008,-1121903247,1052041256)+W(9,-1130558040,996479090,994405618,-1139057577)+W(10,-1132235322,-1141102409,-1121727683,1025167346)+W(11,999416881,1015327588,1010205301,-1127116104);WS(1065314092,1028007882); +sum1=W(0,-1118910333,1044274103,1009229913,1031315399)+W(1,1027958726,1049048403,-1091088835,-1110071882)+W(2,1030345978,1015648546,-1098774521,-1132049297)+W(3,1040482617,1028502523,1030512684,-1129846167)+W(4,1058342964,1041882615,1057125791,-1081937298)+W(5,1033820695,-1123750794,-1128387300,-1097400260)+W(6,-1098008831,-1114626726,1024491495,1027211107)+W(7,-1081007746,-1094994912,1056913060,1063505604)+W(8,-1119357859,-1108219417,1046624506,1042307230)+W(9,1030034106,1035646611,1020076159,-1133667543)+W(10,-1103714125,-1120947018,1046315392,1045615294)+W(11,1021380405,-1113806211,-1116178789,1018202602);sum2=W(0,1051114204,-1095282678,1042860341,-1105494348)+W(1,-1106413411,-1115620988,-1095274416,-1106549278)+W(2,-1101805730,-1123651604,1032482885,1026636954)+W(3,-1099570184,-1092355888,1032509803,1034523914)+W(4,-1100406176,1061966336,1068351366,-1097084890)+W(5,1033985372,1041181693,-1111829172,-1103782738)+W(6,-1093487707,-1101634066,-1136462181,1037500440)+W(7,1064976080,-1095768559,-1093371043,1045336627)+W(8,-1105149847,1041978329,1011878641,-1099957245)+W(9,1038218158,-1144657738,1030953968,-1115571726)+W(10,1051011462,-1103066203,-1098135458,1025607496)+W(11,-1106959075,1034424520,1046841453,-1122142689);WS(-1100053422,1042143034); +sum1=W(0,1038907933,-1101648146,1027006179,-1121193300)+W(1,-1104157285,-1116788520,1052804861,1037214192)+W(2,927491180,1036085839,-1105088109,1003265009)+W(3,1051061595,-1096312949,-1124403186,-1116784408)+W(4,-1115727182,-1094770533,1063691363,-1092953078)+W(5,-1112320669,-1132796507,-1110178331,1044603252)+W(6,1021329739,-1104405590,1036096698,1032959000)+W(7,-1085255924,1032460934,1046101531,1057610578)+W(8,-1129217311,1029210945,-1099699080,1042273837)+W(9,1032316755,1026338531,-1140087089,-1106874909)+W(10,-1101777344,-1123976854,1044117027,1033832353)+W(11,-1111566277,1023324661,-1110400285,1042741769);sum2=W(0,-1127364827,-1115378106,-1141563308,-1141740532)+W(1,1019476887,1033910688,1014774982,1016858659)+W(2,-1114104878,1038463125,-1098709711,1027610232)+W(3,-1097895309,-1089066292,1037326381,-1146742484)+W(4,-1098904537,-1087533486,-1086943216,1061549017)+W(5,1009723338,-1128378528,1044386108,1048121474)+W(6,1074712949,1036278807,-1112991637,-1100634945)+W(7,1051894188,-1105464222,1016249563,-1081904953)+W(8,-1114075451,1023041183,1034738839,1035948687)+W(9,1023404119,1032269699,1028661660,998071241)+W(10,1039001405,1002948788,-1118089334,-1104500239)+W(11,1028418264,-1116656881,1032376859,-1111082062);WS(1064553004,-1122811923); +sum1=W(0,1031404000,-1105326008,1032276908,-1129171987)+W(1,-1102182210,-1094389820,1049463355,1045766677)+W(2,-1144455651,-1121595412,1026361994,1024429036)+W(3,1049333812,-1095271692,1041762428,-1113233767)+W(4,974120215,-1088583546,1059787495,1036005443)+W(5,1034062296,-1100003363,-1095666629,1035186995)+W(6,1021654775,-1101813124,1027123610,-1110071667)+W(7,-1092394330,-1097358280,1052117804,1057980603)+W(8,1024774373,-1125809241,-1132328890,1048809333)+W(9,1034262350,-1114787413,1026480898,-1123823416)+W(10,-1111517243,-1097569834,1051913520,1041561742)+W(11,1035275874,-1116630377,-1107060706,1043990330);sum2=W(0,-1118374135,1014938475,-1153474964,1027128731)+W(1,-1123174378,-1123472496,-1107487108,1034513610)+W(2,-1114420605,1026647445,1026726549,1026835315)+W(3,-1106631533,1049333862,-1114194268,1032141903)+W(4,1054134699,1082046784,-1091768288,1042187602)+W(5,1008281595,1032174407,-1066065893,-1092438474)+W(6,-1117272233,1026850075,-1128303982,1010972171)+W(7,1048672371,1015595275,-1112584656,1029258819)+W(8,-1107223380,1020663133,-1129520676,-1108402828)+W(9,-1130317298,1023253865,-1125252319,1020076945)+W(10,-1143083862,-1112246350,1030375545,1019094573)+W(11,1016020771,-1120189048,1033146096,1012988295);WS(1066855734,-1119441794); +sum1=W(0,1039804281,-1106380690,-1123770274,-1127562022)+W(1,1057948125,1041520634,-1096623933,-1090674092)+W(2,1040603681,-1104646487,-1102744925,-1113289318)+W(3,1049486942,1052921753,-1108591004,-1115364812)+W(4,1058254390,1066610309,-1086271011,-1088928155)+W(5,1030330554,1047144630,-1125400685,-1126493725)+W(6,1002857256,1049080999,1012450637,-1109630903)+W(7,1047590014,1058670697,-1098448030,-1088126629)+W(8,-1118729135,1040353710,1027654745,-1097419497)+W(9,-1123146086,1045715313,-1112819014,-1111453929)+W(10,1020669183,1057080301,-1090620137,-1095526376)+W(11,-1110153949,1038000005,-1122765265,-1103558716);sum2=W(0,1045848843,-1098127734,-1098400772,1029773001)+W(1,1042255280,-1114969170,985414438,-1100354950)+W(2,-1106457511,-1121665039,-1101857955,1031741567)+W(3,1040542896,-1113384065,-1106957817,1049403575)+W(4,1044461531,1063282493,1065317808,-1094506611)+W(5,-1106685198,-1090380876,-1099888837,1033605854)+W(6,-1098054809,1051521525,-1125940042,1040180418)+W(7,-1111953320,1052337139,1038107076,-1102424534)+W(8,-1097784009,1010307405,-1125555808,-1148110913)+W(9,-1098090743,1035815778,1035657430,-1121768997)+W(10,-1098581045,1052586351,-1104826760,1030043463)+W(11,-1105861523,-1121200133,-1105779304,1034608926);WS(1024108216,1053619151); +sum1=W(0,-1117217830,-1104025987,1036125123,-1110237276)+W(1,-1116974327,1029841740,1035829669,1029541828)+W(2,997960357,-1115997186,-1125285423,1028000106)+W(3,1053313098,-1107833238,-1116690717,-1105593599)+W(4,-1093167724,1049118258,1058976450,1040682969)+W(5,1020700860,1017239158,-1094097902,1031701731)+W(6,-1112296045,-1108171422,-1118424632,-1138403916)+W(7,-1102593951,-1123704112,1053496066,-1104638900)+W(8,-1122615091,1029941429,-1100830255,1055269059)+W(9,1025019530,-1113883668,-1117554448,-1118568038)+W(10,-1107943218,-1108512765,1047703644,997886569)+W(11,-1111217181,1020926429,-1109656827,1036129823);sum2=W(0,-1109450011,-1096262037,1038893624,-1119993039)+W(1,-1106582025,-1117988753,1053717996,1040401784)+W(2,-1147493015,-1114388777,1000703247,1033614749)+W(3,1055566572,-1158461197,-1106354535,-1105602869)+W(4,-1092886002,1072933379,-1105416337,1043380434)+W(5,1043473668,1043342555,-1081255560,1034388956)+W(6,-1117939535,-1108137959,998835515,1032998629)+W(7,-1083385663,1045359897,1027244587,-1087999087)+W(8,-1094544057,1045623937,-1093783038,1066426555)+W(9,1037096144,-1114868339,1026155597,-1119543359)+W(10,-1101171319,1022787365,1031605777,-1117843291)+W(11,-1102892249,1041102940,-1100938466,1051461624);WS(1062840044,1036517115); +sum1=W(0,1024218619,-1119309706,-1102360361,1027882709)+W(1,1057788973,1045291130,1031157223,-1088734638)+W(2,-1105941698,1032367183,-1107257205,1032695796)+W(3,1051294017,-1105387538,1026327034,1037386637)+W(4,1057574554,1064725383,-1087289600,-1082181941)+W(5,1015412087,-1102302982,1024151288,1039133128)+W(6,1045232110,1042423170,1042539613,-1102333276)+W(7,1056789371,1052153154,-1088061047,-1089919726)+W(8,1046746652,-1110282969,1045762482,-1131902346)+W(9,-1107171938,1042893141,-1117867630,-1113170154)+W(10,-1124580994,-1109192172,-1098512042,-1126992520)+W(11,-1116552186,1032060742,1047580087,-1130270357);sum2=W(0,-1106124336,-1123408727,1027402769,-1128425377)+W(1,-1116881359,1040877836,1046361983,-1106789449)+W(2,-1154187588,1037669599,1041799035,-1108203604)+W(3,1035952055,-1106291502,1029460017,-1122701285)+W(4,-1092736894,-1089281400,-1092942672,1033758045)+W(5,-1106801609,1044648045,1058715791,-1110885432)+W(6,1034330078,-1137130753,1015114546,-1128656941)+W(7,1067937621,1057367901,1043050798,1022825967)+W(8,-1104725901,-1099584998,-1090127289,1060265099)+W(9,-1151273092,-1141059698,1012677721,-1131912907)+W(10,-1100743964,-1116376233,-1114857397,1026393205)+W(11,-1114467924,1048436512,-1085394823,-1100147508);WS(-1090906199,1032077706); +sum1=W(0,-1114971356,1044790618,-1121893314,-1133027020)+W(1,-1109782777,1033127972,-1113284386,1042474992)+W(2,-1113511763,1025873725,-1105262125,1040233361)+W(3,-1123234602,1040694938,1029445080,1023318639)+W(4,-1090554926,1053731809,-1105269270,1041326284)+W(5,1011115622,-1129412204,-1109230339,1034823031)+W(6,1035215242,-1102125462,1034316233,1001128051)+W(7,1054234875,-1098556565,1049843289,-1090300845)+W(8,1038160135,1018477632,1042417542,-1098565414)+W(9,1043268297,-1122145747,1035906358,-1103958128)+W(10,-1121911775,-1113919963,1025511402,-1131346756)+W(11,1009497794,998364239,-1122686272,1026215817);sum2=W(0,1030375188,-1098558104,1031993168,1010874613)+W(1,1049471257,-1094785947,1051363302,-1115235366)+W(2,1040126787,-1131978284,1040320218,-1100352469)+W(3,-1116546039,-1089737673,1035954309,-1110586713)+W(4,1031272431,-1102658594,1057138262,1056517150)+W(5,-1124433226,1027656919,1043402933,-1111763071)+W(6,-1094899703,1053685859,-1122071401,1034349301)+W(7,-1112892354,1046184196,-1093546729,-1098486858)+W(8,-1092308561,-1116345243,1039716432,1057577914)+W(9,-1108774266,-1124583674,1029284667,-1140127141)+W(10,-1109252950,1037904141,-1122424073,1034072089)+W(11,1016915650,-1140678181,958822899,-1122970680);WS(1065971990,-1117349785); +sum1=W(0,-1103591502,1043874709,-1112126136,1041698888)+W(1,1049080916,1047240445,1044992637,-1130045402)+W(2,1021475879,-1134810027,-1121869537,1009208654)+W(3,-1101299034,-1186542860,-1129568652,1034826515)+W(4,1060703412,1061790267,-1081978560,-1083999976)+W(5,-1144695867,1017436104,1028920692,-1123043996)+W(6,1041410157,-1159955630,1024013025,-1109843230)+W(7,1058214583,1059365054,-1090063736,-1085461041)+W(8,-1131209785,-1139574520,1011681824,-1105683576)+W(9,1030113747,-1120752640,-1137279078,1009653886)+W(10,1049303674,1052607100,-1094129699,-1097631850)+W(11,1000157667,1022839599,1021258909,-1125202109);sum2=W(0,-1073720352,-1086725672,-1130364155,-1117014919)+W(1,1055286111,-1109695767,-1091483554,-1104300581)+W(2,-1108683793,1033653176,1032269150,-1105567211)+W(3,1069712606,1062079613,-1114007102,-1106662873)+W(4,-1114136197,1052661025,1060429625,1061376514)+W(5,-1115525434,1043366723,1018497014,-1138351682)+W(6,-1102930718,1020707077,-1111037227,1049348603)+W(7,-1131131469,1050631696,-1091915359,-1098979910)+W(8,-1107942477,-1139459182,-1117367449,1032920333)+W(9,-1114426132,1034066723,1035610526,1016435713)+W(10,-1112682766,-1112601210,-1091474650,1043583392)+W(11,-1122885189,1026792554,1039950258,-1122101547);WS(-1087438700,-1079683283); +sum1=W(0,-1111085935,-1110290014,-1126645293,1017584527)+W(1,1052950249,1053593812,-1098381907,-1097724786)+W(2,1032156829,-1129163939,-1106211842,-1112145065)+W(3,1033919541,1049726143,-1126938201,1024510860)+W(4,1063649365,1059087538,-1081500983,-1083731542)+W(5,-1118260846,-1120786763,1023563130,1003633557)+W(6,1042036038,-1114444262,-1163276521,1025818403)+W(7,1052548297,1057898452,-1091706404,-1097215121)+W(8,-1116189667,1023503580,-1104008328,1019377518)+W(9,1029908410,1035428627,-1160528892,1040771729)+W(10,1045403069,1052829673,-1097940968,-1097070911)+W(11,-1112674412,1015355644,1032435766,-1115067299);sum2=W(0,-1139353737,-1172793556,-1126036613,1027460995)+W(1,-1105887481,1031879973,1041340702,-1116062036)+W(2,-1112909236,-1144584219,-1108443334,1043084390)+W(3,1021322407,-1097919394,-1129309981,1029366028)+W(4,-1101108606,1009470709,1055277098,1050063273)+W(5,-1116288208,-1099143154,1041616760,1031078409)+W(6,-1121912528,1034370211,988377354,1020875062)+W(7,1047064096,1034815104,1041415105,-1106551211)+W(8,-1100042276,-1108610892,1018545561,-1107655532)+W(9,-1137199485,-1107628664,1030688918,-1109676838)+W(10,1034836242,1049845283,-1134721053,-1128558209)+W(11,-1111876576,-1123449114,-1104117922,1014245687);WS(1044595630,-1081949232); +sum1=W(0,-1112185757,1041771076,-1114551286,1039675598)+W(1,-1103352647,1058269731,-1144202605,-1088266627)+W(2,-1115854735,-1130126796,-1102436935,1051863744)+W(3,-1113654239,1036138408,-1121252161,1008233858)+W(4,1055957016,1060473075,-1087961804,-1106609306)+W(5,1017898629,1041818984,-1105147684,1041931682)+W(6,1043328887,1047911808,-1122512668,1033942172)+W(7,1062639593,1055667963,-1086197995,-1087619944)+W(8,-1130413359,1032948860,-1111264410,1002098271)+W(9,1028532559,1051948425,-1118876117,1026205083)+W(10,1042300482,1051816684,-1079365891,-1087181441)+W(11,-1115140949,1035539513,1047648830,1038991809);sum2=W(0,-1087877559,1042152886,-1102559074,1050752765)+W(1,1063798323,1052128007,1035361880,-1089125923)+W(2,-1098786735,1029952535,-1090156566,1013490077)+W(3,-1095393630,-1106434273,-1106905815,1004621594)+W(4,1062325475,-1120474523,1058355794,1058416370)+W(5,-1116454071,1025568531,-1101206197,-1094287538)+W(6,-1099723068,1036662936,-1114858390,1038134564)+W(7,1051681161,-1096401119,1040360076,1056388755)+W(8,1009033997,997069429,-1104699402,-1100293430)+W(9,-1101776331,1054232067,-1104442024,999530010)+W(10,-1106373450,-1089943559,1034476952,-1106345832)+W(11,-1117506479,1019208527,-1113690608,1048788631);WS(-1082323244,1081334754); +sum1=W(0,-1114671162,-1101582293,1026074030,1017652669)+W(1,-1100397239,-1097273854,1051997878,1045686283)+W(2,-1120290385,1010893986,1036251335,1040334760)+W(3,-1102225205,-1128122150,-1139023631,1026308835)+W(4,-1091487775,1033600923,-1109179969,1056290627)+W(5,-1114193219,1015477828,1034603313,1044247257)+W(6,1047028384,1041367009,-1157466090,-1124784756)+W(7,1058585755,1058457225,-1090935975,-1088067773)+W(8,1027532986,1028455628,-1104671877,-1098471302)+W(9,1037350457,1018518877,-1123067319,-1151223253)+W(10,1047302995,1040259816,-1100605637,-1100014755)+W(11,1023216600,-1167442276,1007040336,-1113240670);sum2=W(0,1034310052,-1120070653,-1130912565,1021161720)+W(1,-1111691904,1060473449,1057895756,1028060302)+W(2,-1120681063,1030806761,-1103940220,-1117456161)+W(3,1013066141,-1097167140,-1117040706,-1130074229)+W(4,1048707954,-1071981659,-1077198236,1050008660)+W(5,-1131293055,1009545637,-1101172514,1041027109)+W(6,-1126989997,1035986228,1012731209,1025588007)+W(7,1055589119,1068029984,1061480822,1036249174)+W(8,1035622377,-1130249456,1014223793,1014637039)+W(9,979500482,-1131150309,1035821810,-1117264939)+W(10,1025639810,-1104930835,-1114248001,1036420478)+W(11,-1120874755,1036288471,-1128414380,1027808652);WS(1053726551,1012659382); +sum1=W(0,-1106638998,1034541187,-1115995457,1032083097)+W(1,1047871676,1032148771,-1098027112,-1098702088)+W(2,1022035144,-1112198366,1042659740,998886703)+W(3,-1115280977,-1104507249,-1122031383,1025061558)+W(4,1060231518,1065996118,-1092902123,-1088652495)+W(5,1034668492,1024148149,-1104094145,-1106688851)+W(6,-1114143426,1029764374,-1115071689,1038196358)+W(7,1058126194,1059563219,-1097451113,-1085882325)+W(8,1010989620,1012420282,-1121352461,-1102012910)+W(9,1031225348,-1102798468,-1113099877,-1130575936)+W(10,1035470703,1054581342,-1111014420,-1098237300)+W(11,-1123786037,1024134712,1000597622,-1128714910);sum2=W(0,1043258069,-1105860909,1044199209,-1124504165)+W(1,-1120765402,1027333462,-1096303760,-1119272862)+W(2,-1130103221,1030769098,-1112573193,-1132584009)+W(3,-1149580326,1054859448,1030597508,-1105768285)+W(4,-1110802573,1040041196,1057797022,1030851358)+W(5,-1111917317,1033418125,1035436142,1028533186)+W(6,1065166573,1012576825,1040834484,-1097181409)+W(7,1017534493,-1108797661,-1116955554,1062380695)+W(8,-1140263257,-1126074797,1032147286,-1141430739)+W(9,-1091772000,-1077787203,1038991009,-1106395293)+W(10,1042765191,-1110880129,-1098893101,-1113754765)+W(11,1020067757,-1136443945,-1120959090,-1113752657);WS(-1091585367,-1096979755); +sum1=W(0,-1104771642,1041680018,-1121704545,-1125210148)+W(1,1039960904,1056326757,-1093500244,-1104387016)+W(2,-1127914889,-1113011982,-1114046313,1043768271)+W(3,1043362647,1048656073,-1106223422,-1120024086)+W(4,1060708396,1060053831,-1086139981,-1085845307)+W(5,-1140249314,-1132509525,-1105827043,1022927067)+W(6,1038801018,-1103521718,-1106879908,1027649645)+W(7,-1115241635,1040958787,-1124812374,971788283)+W(8,1027284814,1026834103,1038747748,-1120254754)+W(9,-1106174833,1031226898,-1108105765,1033259600)+W(10,995843043,1040930453,-1119913673,1011346436)+W(11,-1115807705,1029803545,1040461604,-1118768800);sum2=W(0,1004004293,1030693613,-1117465525,1007158722)+W(1,-1109929145,-1107544976,1034532408,-1123076619)+W(2,1045822378,-1130708853,-1095482533,-1104848259)+W(3,1007550482,1032793866,-1115575087,1020157105)+W(4,-1110988335,1067665797,1059720067,-1101572236)+W(5,1036333634,-1111111456,-1090269083,-1085485924)+W(6,-1104867994,-1111503366,-1115951245,1029731993)+W(7,1048427228,1058832170,-1098900155,-1112732963)+W(8,-1105802165,-1115747431,1037004208,-1135504754)+W(9,-1101768383,1042858280,-1111020797,1042169362)+W(10,1029991341,1043396912,-1101011815,-1132362761)+W(11,-1132122165,-1126685993,1041064016,-1108400441);WS(1050761175,1067771859); +sum1=W(0,-1103008542,1051881455,1016344868,1007679755)+W(1,1040506400,1050438683,-1099208581,-1117542415)+W(2,-1123566389,1035136294,-1138473483,-1107587308)+W(3,-1113694143,1057165115,1035369236,-1111212068)+W(4,1036449755,1067282489,-1086714990,-1094852820)+W(5,-1110750261,1047098321,1045850761,-1102372368)+W(6,1030154052,-1119705863,1027679203,-1114152399)+W(7,1049754336,1030273979,-1098820035,-1087862176)+W(8,-1108921199,-1158006009,-1111030523,-1112794889)+W(9,1037582923,-1106945041,1023429051,1024513697)+W(10,1048082428,1020854026,-1098056967,-1101037788)+W(11,1025557440,1029171882,1000524418,-1114576136);sum2=W(0,1042939389,-1092756549,1043256577,-1108377721)+W(1,-1101760284,1050996294,-1136988785,-1118508723)+W(2,-1111488356,1040203060,-1104406221,1037932369)+W(3,-1140040329,-1094992475,1048495965,-1098471532)+W(4,-1098704018,1062859454,1064902851,-1099870420)+W(5,-1103619810,1045571731,-1098855018,1015984185)+W(6,1017276157,-1104050853,1036658009,-1103576309)+W(7,-1089477514,-1157061765,1045838269,1045749581)+W(8,1025902034,-1107737652,-1121418697,1025174042)+W(9,1032200565,-1104348148,1030436882,-1107738492)+W(10,1046491511,-1106567852,1042649061,-1110226959)+W(11,1044444185,-1105647758,1027657606,-1106492592);WS(1057448172,1069108917); +sum1=W(0,-1116799928,-1123655391,-1128422002,1025232554)+W(1,1055215485,-1104723136,1037047614,-1100727837)+W(2,-1139419762,1006660815,1040448906,-1106508548)+W(3,-1111298160,-1119092894,-1106129908,1032607415)+W(4,1056783106,-1165535249,1036246919,-1102160962)+W(5,1016236833,-1123853933,1040745899,-1103004521)+W(6,1044964179,-1128617181,1015221011,-1141856298)+W(7,1049606186,1044617768,-1116622467,-1088316592)+W(8,1016605067,-1160895193,-1103456342,-1132962087)+W(9,-1116425884,1015937075,1026592994,1010040610)+W(10,-1132120236,1042573835,-1102536008,1027658969)+W(11,1018376479,-1120915345,-1118303623,1037741920);sum2=W(0,1042697161,1061865996,-1091479855,-1128749003)+W(1,1038607216,1026943422,-1097573200,-1101835107)+W(2,1031384482,1026017402,-1114744392,-1108371617)+W(3,1067634595,-1111988197,1030767422,-1124909389)+W(4,-1110364223,-1089515454,-1090130192,-1083343720)+W(5,1036186174,-1104718688,1054823097,1035072621)+W(6,-1102439466,-1117920963,-1118686225,1028475536)+W(7,-1090714326,-1101900071,1027292464,1055493018)+W(8,1024781950,-1110105890,1031097460,1059932372)+W(9,1022976741,1008285339,1003197653,-1133507353)+W(10,1033968573,1033064671,1002427213,1030733458)+W(11,1040128898,1026666744,-1101772178,-1132241300);WS(1065065708,-1125796377); +sum1=W(0,-1106943759,1025116330,1029634469,-1112144555)+W(1,1048634147,1027133034,-1112668180,1017193539)+W(2,-1132404112,1004217594,1026809557,-1127916040)+W(3,-1105630541,-1106751530,1034269757,-1112840237)+W(4,1055950575,1060800975,-1096457447,-1112954809)+W(5,-1111964638,1038388364,-1093799807,-1112907992)+W(6,1023923175,1041797158,-1133240789,-1122801969)+W(7,1051425450,1041695411,-1096385878,-1094266089)+W(8,-1132895812,1013909417,1039766276,-1103940357)+W(9,-1113089188,-1130226634,-1119164014,1016754760)+W(10,1044103184,1036967948,-1114305030,-1106190977)+W(11,1032062573,992673732,1008751883,-1130590086);sum2=W(0,-1098806978,1046643695,-1109692118,1043431555)+W(1,-1105154239,1054740901,1045861043,1024222598)+W(2,953732840,-1115663935,1035789437,1031236307)+W(3,-1097975189,1048664613,-1111890182,1036275465)+W(4,-1083291725,1068703829,1058544270,-1101643320)+W(5,1042301531,1035678115,-1081353417,1007109846)+W(6,1049750262,-1098934938,1045724738,-1102288351)+W(7,-1080748028,1058055770,1049188212,-1098883379)+W(8,-1120166561,1047454611,-1100833476,1031821902)+W(9,1032869755,-1111259526,1007408138,-1109691788)+W(10,-1100454574,-1148294292,1048185689,-1107029975)+W(11,-1096856793,1041528279,-1114785167,1051695731);WS(1061652844,1044003957); +sum1=W(0,1022617806,1045689305,1029075868,-1118715405)+W(1,-1101088515,-1103346936,1030904095,1044034950)+W(2,-1131961856,-1110934572,1045834099,1019688911)+W(3,-1094261862,1027529537,1032954233,-1115471369)+W(4,-1096538237,-1086691558,1057470859,1059625182)+W(5,1036052922,-1148682371,1041319556,-1102841294)+W(6,-1099266912,1045678528,-1111723799,998963525)+W(7,-1094363880,-1105378993,-1098407445,1062131070)+W(8,1017830866,-1109411965,1028040508,-1166277444)+W(9,-1119248992,-1108410990,-1152687195,1036011862)+W(10,-1123294521,1016045215,1037164834,1047156095)+W(11,1030886475,-1123601124,-1106724595,-1135804811);sum2=W(0,-1115107680,-1105390433,-1122327585,-1123087716)+W(1,1045652727,-1139899009,-1106584843,1039737456)+W(2,-1128513463,-1114704327,-1102201417,-1106100707)+W(3,1034185422,1042081129,-1115300382,1034911826)+W(4,1060423005,-1103292099,-1094697399,987338697)+W(5,1009548801,1026056400,-1094374885,-1111505321)+W(6,1036682846,1043195731,1031538244,-1147444258)+W(7,-1079464406,-1102260713,-1100913302,1048628369)+W(8,-1112497116,-1107096307,1062702469,1066067653)+W(9,-1112377777,1024479380,1026384688,-1122824244)+W(10,-1101961861,-1106123677,1036768370,1041194171)+W(11,-1125635761,1037241080,1034543612,1013733313);WS(1061983340,-1091535279); +sum1=W(0,-1133965299,-1128653831,1027504414,-1154828523)+W(1,-1118138894,-1097538828,1027190112,1043906007)+W(2,1025343169,-1121887129,1037523079,-1109842717)+W(3,-1114200663,-1129743238,-1120408436,-1131271078)+W(4,1027560685,-1081158944,1054216086,1061948198)+W(5,1023298667,-1108007945,1048594270,-1106988467)+W(6,-1117839504,1035797658,-1122568783,-1131629652)+W(7,-1089869577,-1097887897,1028696552,1062537731)+W(8,1034422373,-1120763036,1028427349,-1121464863)+W(9,-1115205249,1019503421,995201141,-1165314478)+W(10,-1111951485,-1105384996,1044774081,1045640431)+W(11,1008081777,-1122356070,-1119142300,-1121440284);sum2=W(0,1036608468,-1099055008,1030495116,995087446)+W(1,1033021468,-1107407110,-1104807397,965233164)+W(2,1033025046,-1119280070,1033869233,-1114419070)+W(3,-1115487063,1057848194,-1121939088,1007114937)+W(4,1038417178,-1094462735,1075270016,-1070882050)+W(5,1028798922,-1120762821,1051754977,-1103406865)+W(6,-1106051731,1015526929,1012755199,-1109334595)+W(7,1039375650,-1124510890,-1102771000,1059573542)+W(8,1018124826,976567206,1028405316,-1104596666)+W(9,-1118519790,1024955281,-1123906524,1031009559)+W(10,1016192349,1023974018,-1159976683,1023903156)+W(11,1015800189,-1129936862,955743793,-1111745826);WS(1062927532,1035014202); +sum1=W(0,-1114736246,-1109500450,1034505951,1039522007)+W(1,-1104897563,-1092956200,1048942600,1037103646)+W(2,-1121785378,1027254073,1044086236,1044380938)+W(3,1011271190,1044028441,1002357921,1040732909)+W(4,-1091146839,-1093973369,-1097469770,1053278895)+W(5,-1145709740,981579331,1042916452,1044239087)+W(6,1050061010,1042353405,-1122944943,1016035605)+W(7,1051214559,1050975197,-1094832633,-1085392865)+W(8,1035761861,1033165606,-1111813313,-1112456671)+W(9,1036129025,1041525964,-1140151454,999726956)+W(10,1043068615,-1126246883,-1111797875,-1103977959)+W(11,1025151372,1033358643,-1110444494,-1112116510);sum2=W(0,-1084044031,-1091834288,1036214533,1038528863)+W(1,1050939225,-1095085693,-1077502553,-1082440456)+W(2,-1113963371,-1114781385,1028074081,1053868195)+W(3,-1110305241,1042795689,-1113699843,1049223347)+W(4,1050231565,1060273714,1068178608,1049812579)+W(5,1035810200,-1160679206,-1132635925,1046376147)+W(6,1050774414,1043118649,-1100571883,1041716852)+W(7,-1115682722,-1105112612,1047476754,-1092073446)+W(8,1036026944,1016345266,1017697398,-1098688235)+W(9,1047177880,1050263507,-1101978327,1017295180)+W(10,1050691511,-1101197699,1054410728,1034666293)+W(11,1040315316,-1112282035,-1104788145,-1092800689);WS(-1086906028,1058773265); +sum1=W(0,1044191380,1043197109,997844200,-1132629757)+W(1,-1096691584,-1095732027,1050808506,1032367334)+W(2,-1109034905,1031594505,1042781664,-1152318558)+W(3,-1125429564,1033453658,-1106996409,965362145)+W(4,-1086608026,-1081591954,1062016570,1058285756)+W(5,-1119832870,-1106441585,1043388193,1034636741)+W(6,-1118095697,-1121403972,-1120050655,-1153797548)+W(7,1041881517,-1096430215,1043993638,1044397873)+W(8,-1149103576,-1113585524,-1115428219,1045470808)+W(9,-1119804562,1026125167,1015091632,-1122322046)+W(10,1002316636,-1099777504,1047754366,1042486572)+W(11,-1135705587,-1122333654,1024196285,1018594522);sum2=W(0,-1096548381,-1086001730,1038532068,1048104076)+W(1,1018456960,1007620609,-1131935456,-1107021820)+W(2,-1112321878,1033875386,1040453646,-1136070657)+W(3,-1083843015,1035944594,-1101156186,-1129915388)+W(4,1033171254,1050949241,1066609131,1060056432)+W(5,-1117768272,1032538050,-1110531416,-1111662792)+W(6,-1102068111,1044127780,-1128045264,-1128179824)+W(7,-1107874139,-1104179329,1048571914,1027352212)+W(8,-1114035189,1032855260,-1127646596,-1104445548)+W(9,-1114990278,1041203218,-1109473444,-1131782160)+W(10,1038875644,-1112054433,1038985844,-1120175088)+W(11,-1144805954,-1130080864,1034344442,-1110249452);WS(1046014126,1065769758); +sum1=W(0,-1121314108,1039437825,-1112076254,1012096182)+W(1,1052142286,1048611696,-1094624040,-1091239207)+W(2,1019346753,-1152131961,-1109865911,1042130570)+W(3,1043473803,1045721640,-1106802021,-1100987245)+W(4,1060125676,1062377804,-1088552177,-1091961473)+W(5,-1123465492,1039063160,-1119711185,-1128757714)+W(6,1049347084,-1109380841,-1129503003,-1106286530)+W(7,1053897896,1057150062,-1091526873,-1089539427)+W(8,-1114302645,1015225093,-1119080717,-1128945819)+W(9,1049245244,-1120677869,-1112401299,1021132153)+W(10,1048631067,1057709495,-1088888106,-1091375076)+W(11,-1135518836,1014030866,-1122337355,1034078686);sum2=W(0,1064913799,1068350548,-1078304891,-1089976447)+W(1,-1109226965,-1120561974,1019506715,-1094573985)+W(2,-1115506338,1018259030,1021062218,1030445629)+W(3,1070575185,1072673707,-1070679577,-1071851632)+W(4,1002672995,-1098180006,1065504629,1065710309)+W(5,1012290398,995896746,1031139735,-1127826384)+W(6,1063744071,-1128451504,-1113339548,-1081022179)+W(7,-1117214353,-1111255228,-1124929726,1056839493)+W(8,1010152224,-1118014213,1037321868,-1112765526)+W(9,1040942179,-1115281660,1035458322,1011136331)+W(10,1028658493,1033265670,-1111465381,-1106886716)+W(11,967860273,-1119523230,1001938923,-1127063938);WS(-1096468055,1053785380); +sum1=W(0,-1116957735,-1114360891,1020813409,-1110473361)+W(1,1017136705,-1111337627,-1114475674,1034879511)+W(2,-1118632404,-1120549867,-1135792006,-1116669644)+W(3,-1123200592,-1090968927,1027946631,-1111899059)+W(4,1028379180,1051825655,1066746382,-1109008383)+W(5,-1162426624,-1173354793,-1094808947,-1105125143)+W(6,-1107232681,-1117882342,-1143096715,1003556839)+W(7,-1094442401,-1129057075,1046069775,1064704330)+W(8,-1119514205,-1113957025,-1106172505,-1116312257)+W(9,-1118523124,-1105979736,-1123588698,996386562)+W(10,-1114700263,1022269000,1040361862,1042611044)+W(11,-1130080208,-1123525720,-1106276184,-1135525501);sum2=W(0,-1122531649,1025350612,-1140125367,-1127419095)+W(1,1043407189,1028851928,-1108347637,-1111543417)+W(2,-1134679399,991440379,-1117946771,1013519927)+W(3,-1123116186,1020760995,-1126099139,1028088432)+W(4,1048774619,-1086358248,1056423339,-1101718819)+W(5,-1127107007,-1115422093,-1112971994,1041147594)+W(6,1019570567,1039021380,1024738032,-1114986450)+W(7,-1076137651,1044261707,-1100544782,1073762237)+W(8,1037345920,-1103403994,1015761083,-1118107520)+W(9,1018690059,-1119198021,1023949256,-1114843176)+W(10,-1099227611,-1123270518,1026425060,1049061203)+W(11,1042824177,-1129333383,1027419728,-1111772147);WS(-1089097708,-1091261619); +sum1=W(0,1003986316,-1120011361,-1113526029,-1127316247)+W(1,1044425283,1047767320,-1112997295,-1111263852)+W(2,-1116984894,-1121673366,-1118942860,1033605983)+W(3,1046355762,-1103137072,-1123552881,-1118797136)+W(4,1061869832,1058200050,-1100403388,-1081822066)+W(5,1027944882,-1124559262,1009152314,-1110810403)+W(6,-1103576251,1032220600,1015138359,-1123795687)+W(7,-1092855018,-1160534136,-1138618770,1053114278)+W(8,-1131347855,-1118591413,1031283151,1046189751)+W(9,-1120446878,1027028747,-1126584008,-1129675572)+W(10,1034662460,1018063772,-1123471427,1007314666)+W(11,-1131488026,-1122517738,-1128724178,1016196275);sum2=W(0,1040701127,-1109901381,1026311687,-1151923233)+W(1,-1103532415,1016651554,1024679085,-1110923755)+W(2,-1121169096,-1135341024,1036375055,1041909162)+W(3,1034378939,-1092342947,-1123775834,1025121279)+W(4,-1082840291,1066054209,1071256357,-1080291839)+W(5,1041541680,-1128413506,-1090243220,-1110170843)+W(6,-1096202739,1051958537,-1105542037,1033596173)+W(7,1056834874,-1199035157,-1103925783,1042190483)+W(8,1043004954,-1097944284,1038401459,-1097275958)+W(9,-1098166743,1047977685,-1108107550,1035290939)+W(10,1035522294,1030555165,-1114731953,1046386099)+W(11,1042529081,-1099750845,1015019440,-1113079432);WS(1061142188,1045552914); +sum1=W(0,1020461367,-1114371061,1019603337,1022384747)+W(1,-1095805239,-1098135841,1054684529,1058732728)+W(2,1033080372,1031766591,-1123665301,-1101590238)+W(3,-1137489184,-1128616851,1025369499,992843677)+W(4,-1085459239,-1081060320,1056292747,1060634392)+W(5,-1123755612,-1116775033,-1124699057,1027392977)+W(6,-1114859644,-1134916072,1030794181,-1149984013)+W(7,-1083596540,-1097701630,1058073341,1061516204)+W(8,1034158665,-1134014242,-1106352164,1038698931)+W(9,-1114858116,1009189588,1034453383,-1123167236)+W(10,1026645922,-1099032542,1050605022,1052882077)+W(11,1037240581,-1122655396,-1100750969,1006025241);sum2=W(0,1045355628,-1110840017,-1100296712,1041010686)+W(1,-1092997038,-1109499465,-1109934927,-1091459780)+W(2,1019331790,-1115246837,-1110570114,1025085151)+W(3,1028443719,-1097271182,-1124701214,1042377248)+W(4,1023984711,1068602839,1068946970,-1120459763)+W(5,1025130703,1036287199,-1090645327,-1120816159)+W(6,-1108318217,1034868187,1026372231,1002573079)+W(7,1049236461,-1112347607,-1095496747,1048538630)+W(8,1028224647,-1106754238,-1110453128,1036483715)+W(9,1032249619,1034940919,1022594646,-1107309152)+W(10,-1088682480,1036467963,-1096153349,-1112114883)+W(11,1040581836,-1106253388,-1105549173,-1121128467);WS(-1090464684,1058848194); +sum1=W(0,1035807069,-1106022588,-1104784595,1038070654)+W(1,-1091590511,-1104101108,1027584334,1059156269)+W(2,-1111666744,-1128618637,-1100086527,1049775661)+W(3,-1107342224,-1112865880,1048797564,-1140651524)+W(4,-1084437581,-1088742755,1062566262,1060192817)+W(5,-1128690758,-1097281200,1037690576,1050662239)+W(6,-1102596230,-1117573217,-1115304422,-1115845272)+W(7,-1087393870,-1095911543,1043041013,1060113046)+W(8,1024450616,-1151911514,-1117869728,1050391262)+W(9,1011767229,-1105151431,1026901973,1022142646)+W(10,-1102839322,-1088896680,1057383999,1054886405)+W(11,-1131868338,-1104457275,1039830925,1042443855);sum2=W(0,-1173421195,-1100970530,1050458431,-1106952896)+W(1,-1136957987,1029901269,1037511626,-1113206734)+W(2,-1112584615,1045345833,-1116273053,-1152575873)+W(3,-1117103305,1049093414,-1068828969,-1084179073)+W(4,-1106205415,-1105390455,1078393261,1063723378)+W(5,1031320371,-1099252776,1034474614,1039247706)+W(6,1015202727,-1093960872,1054525389,-1082769727)+W(7,-1128426057,993579659,-1106048166,1065452472)+W(8,1035573879,1040309898,-1100143257,1032907306)+W(9,1043872404,-1107157710,1038352192,-1098029126)+W(10,-1114758982,1034755506,1030855073,1031385535)+W(11,-1124055116,-1124561432,1034533524,-1155923695);WS(-1106782638,-1120193880); +sum1=W(0,-1116040418,-1121939617,1021367862,1020741911)+W(1,-1112821605,-1100446872,1050945756,1053259451)+W(2,-1111424287,-1129092267,1049499553,-1101282812)+W(3,-1109539853,-1098608828,-1126436322,1038644232)+W(4,-1091353929,-1085596156,1065255335,1055524943)+W(5,1016236516,1033532871,-1101475552,-1100504250)+W(6,-1101880327,993980163,-1112066734,1043522250)+W(7,-1096552606,-1090468372,1048874997,1061719830)+W(8,1022700239,-1114668904,-1114054607,1025835692)+W(9,-1115252655,-1133833389,1033129938,1018349205)+W(10,-1106280862,-1102788916,1042923217,1051405991)+W(11,-1147278953,1028803059,-1104899626,1027947689);sum2=W(0,-1115580494,1024834555,1036673453,-1113068388)+W(1,-1091718951,1052150318,-1098466798,1039529972)+W(2,1046645532,-1104586573,-1080701891,-1076395174)+W(3,-1115483686,-1117546792,1028813378,-1118880240)+W(4,1043613567,1062484975,-1115055672,1043501593)+W(5,1009076111,-1093753132,1066750300,1068474066)+W(6,1043490929,-1105092918,1027909744,-1107832014)+W(7,1045088246,-1094456673,1042504898,-1117282076)+W(8,1036864955,1022104546,1049333443,-1097140180)+W(9,1040415904,-1119502452,1011592783,-1122240512)+W(10,1030923561,-1123953380,-1112704202,-1107365158)+W(11,1033514298,-1115391680,1043999999,-1109881554);WS(-1093231703,1042706757); +sum1=W(0,1040624182,1000558899,1026075841,1032826937)+W(1,-1084803183,-1099119122,1052553144,1058499572)+W(2,1041579305,1031885534,1025447538,-1104136529)+W(3,-1110755278,-1127770315,1036684171,1032961819)+W(4,-1083389465,-1081334022,1062021249,1061343357)+W(5,1032264780,1018739433,-1112317122,-1114092422)+W(6,-1106938311,1019575916,1036416025,1034757510)+W(7,-1087386813,-1090036539,1057695045,1060752603)+W(8,1031902455,1037874311,-1109030926,-1132554758)+W(9,-1114624210,1042264396,1040004261,1015758976)+W(10,-1098198604,-1088285503,1058906011,1051786740)+W(11,1027119072,1035404188,-1096739300,1012060669);sum2=W(0,1057942802,1047102485,-1101426979,-1134545280)+W(1,-1067197419,-1071603316,-1084592242,-1072425931)+W(2,1074141781,1060445087,1042726179,1049446840)+W(3,1055001204,-1096203167,1036306510,1012752443)+W(4,-1077093049,-1098326846,-1123894686,-1079302223)+W(5,1060645469,1037955576,-1129334697,1050812050)+W(6,-1114902087,-1096420171,-1111393843,1034320105)+W(7,1072541263,1067609499,1062084093,1062181631)+W(8,-1094473234,-1087350702,-1093274589,-1097319760)+W(9,-1101073471,-1091559913,-1108867307,1046638158)+W(10,1073214169,1078744623,1073505700,1064536824)+W(11,-1085693573,-1077663090,-1094526709,1001153868);WS(-1075107862,1049521772); +sum1=W(0,1045206278,1041173528,987763517,1027861131)+W(1,1051717721,1049572700,-1097093508,-1086495609)+W(2,1031434621,-1144572069,-1116084523,1033503081)+W(3,1032319275,1040210256,1033675992,-1129668766)+W(4,1055584810,1064397290,-1081944455,-1086275954)+W(5,-1140119493,1027980366,995768539,1009361560)+W(6,1041485791,1044520444,992091051,1016072268)+W(7,1059363461,1055988184,-1096923684,-1082045908)+W(8,-1129633421,1024276072,-1112468587,-1112276757)+W(9,1042655839,-1112688453,-1120420163,1026084697)+W(10,1051323143,1050124978,-1094413520,-1093981119)+W(11,1000619058,1025196738,1033578820,1005879363);sum2=W(0,-1091543751,-1125142534,-1107297920,1033523983)+W(1,1051542012,-1103344470,1031510683,1048034710)+W(2,1041022978,-1121264057,-1117305947,1024239879)+W(3,-1100365589,-1121112319,-1097553497,-1109353447)+W(4,-1120961303,1061214811,1061520608,995045613)+W(5,-1115033235,1053722991,1044020024,-1099173366)+W(6,-1119424675,-1094244068,987526362,-1102290887)+W(7,-1094266425,1043830132,-1103162896,1042981818)+W(8,-1097363289,1047286054,1046119446,-1093433218)+W(9,1033606211,-1100627225,944749371,1022298470)+W(10,1041952964,1041818078,-1098189213,1052169844)+W(11,-1106943326,1031561067,-1096785580,1043499670);WS(-1097146583,-1102489480); +sum1=W(0,-1102624204,1033907292,1035066361,-1121239074)+W(1,1043173384,1051162503,-1096659727,1041928668)+W(2,1016656554,995611334,-1108685857,-1118777253)+W(3,-1104909116,-1109600459,1032257412,-1110655283)+W(4,1057278053,1050132159,-1091326393,-1123609439)+W(5,1009112868,1037330963,-1100309385,-1102566959)+W(6,-1113387282,-1114213060,1014217354,1020382076)+W(7,1049365769,1049080395,-1098203983,-1105975127)+W(8,-1111738159,1033561904,1040792061,-1101876333)+W(9,-1114763275,-1123950514,-1120529307,1032256145)+W(10,1033542535,1055699093,-1093952115,1045101428)+W(11,-1149295615,-1122689753,1035959564,-1121020400);sum2=W(0,1039849292,-1106305989,-1107119695,1030001048)+W(1,1046837828,-1095733546,1060202814,-1106927121)+W(2,-1116147800,-1124391765,1012779430,-1131959957)+W(3,1019090837,1035696383,-1115026335,1023713698)+W(4,1043085465,1053508746,1057308499,-1104587624)+W(5,1028873647,-1104339358,1038120705,1026454649)+W(6,1036481868,1023388499,-1112691697,1024715164)+W(7,1034862818,1046794790,-1112160637,1047684818)+W(8,1045294658,-1119391248,-1101425448,1037173687)+W(9,-1146519572,-1112564365,-1147275412,1024758511)+W(10,-1094465043,-1083960309,1041456307,-1093257675)+W(11,-1156574008,1012709310,-1094791365,1036335613);WS(1057303084,-1084740383); +sum1=W(0,-1105987664,-1104417576,1023904890,1025949163)+W(1,-1097863693,-1093717272,1048292239,1034968156)+W(2,-1130932027,-1126920426,1042713619,1046214631)+W(3,-1097440039,-1106403568,1022060320,1033327896)+W(4,-1088500414,1058205452,-1134851644,1057303604)+W(5,1012093510,1040636140,1041892896,1043920086)+W(6,1043670267,1041763972,-1114170862,-1131905805)+W(7,1059877080,1058731430,-1089247692,-1082452830)+W(8,1028551783,1041063330,-1107457363,-1101986947)+W(9,1037885311,1019385429,-1109381346,1021513971)+W(10,1046703382,1049842950,-1097845612,-1093401571)+W(11,-1143718184,1016340900,1031126152,-1110573172);sum2=W(0,-1100989715,1036240143,1040446621,-1097593869)+W(1,1061153405,1047874592,-1100851860,1026566131)+W(2,-1095509343,1040237386,-1096668864,1050695083)+W(3,-1105186205,-1119554977,1036994425,-1107347821)+W(4,-1103469514,1074408805,1069594194,1046892012)+W(5,-1114614656,1040210470,-1103368475,-1104864053)+W(6,1048367016,-1095197585,1043906150,989701019)+W(7,-1110319007,-1079941721,1031148367,-1107809286)+W(8,-1105386934,1031716423,-1084422687,-1100341899)+W(9,-1102913875,1041272891,1016581730,1040271244)+W(10,1042791078,-1086296266,-1105136265,1038853877)+W(11,1036206107,1042594729,-1099178193,-1093040701);WS(-1085311468,1078025451); +sum1=W(0,1033236492,1042717314,-1123523234,-1114246985)+W(1,1051596674,1050764301,-1100167817,-1126048573)+W(2,-1109388771,1021849401,-1101525701,-1110129580)+W(3,1046675224,1030027079,1017942127,-1123774423)+W(4,1057423711,-1138337956,1002547123,-1090923842)+W(5,1031509177,-1126623147,-1117387765,-1102550347)+W(6,-1107516674,-1105985470,-1134274761,1018695644)+W(7,-1085962671,-1101362115,1051174149,1061445386)+W(8,-1118825262,-1107617348,1037275627,1045061525)+W(9,-1118366597,-1108369993,1032511109,973249598)+W(10,-1098415672,-1105953621,1047097650,1032724353)+W(11,-1124427728,-1115961017,1025818592,1033244340);sum2=W(0,-1131031713,-1114557735,1030359787,-1123353384)+W(1,1047725718,1042470619,-1123787418,1029311455)+W(2,-1113968956,1045218010,-1121374979,1051601031)+W(3,-1125418898,-1132430472,1015567503,1024787123)+W(4,-1106551206,-1097880179,1049323738,-1099438470)+W(5,1044805763,1039658119,-1088308991,1049816965)+W(6,1029672716,-1118070691,1026077135,-1115408082)+W(7,-1089568094,-1166364565,1050505809,1042547290)+W(8,1042126156,-1115384233,1026888229,-1098255621)+W(9,-1125125186,-1135395683,1015951538,-1137211259)+W(10,-1115324497,1028809582,1040847724,-1110579463)+W(11,1043221816,1014731468,-1102185033,-1112338809);WS(1060142060,1042832150); +sum1=W(0,1036648197,-1142445829,-1121488955,1031397804)+W(1,-1093104885,-1094159296,1051097024,1052129567)+W(2,1030014814,1024131190,-1138833071,-1125587404)+W(3,-1117943062,-1111782928,1018827426,1033996248)+W(4,-1086111346,-1081757070,1065668620,1054892021)+W(5,1024270930,-1123778927,1032794495,1028704007)+W(6,-1108508447,-1106903604,1033609702,-1131717262)+W(7,-1087336873,-1090845580,1058770516,1059881804)+W(8,1022586319,-1125662417,-1104469332,1047817147)+W(9,1015606653,-1115637854,1029196868,1010765225)+W(10,-1100487494,-1126749404,1054801908,1050176059)+W(11,1032196289,1019613157,-1091639031,1038701961);sum2=W(0,1043282989,-1105412866,1013621039,1016709191)+W(1,-1104055195,1038685325,1048947993,-1105914972)+W(2,1031619176,-1128320153,-1143937773,-1113893232)+W(3,1034830675,-1123744731,1033829499,-1134054043)+W(4,-1084033248,-1072142874,-1088942993,-1104630078)+W(5,990218298,1026126526,-1098435347,-1103493551)+W(6,-1107183956,-1110083630,1014723479,-1133247239)+W(7,1073971039,1076386430,1055362845,-1093767876)+W(8,1042783259,-1103699955,-1104225446,1052470850)+W(9,-1115844306,-1097083153,-1113297030,1025542948)+W(10,-1098251720,-1090433741,1064727508,-1111303066)+W(11,-1123473137,1025388740,-1091328171,1051939911);WS(-1086199532,1054743650); +sum1=W(0,1032011277,-1095519909,1027498242,1034444474)+W(1,-1097849454,-1090625833,1053262121,1048862696)+W(2,1027368614,-1113781807,1040908045,1006964268)+W(3,-1107222607,-1152811127,1023783640,1040848158)+W(4,-1084999869,-1113365765,1030342167,1061389071)+W(5,-1118338586,-1108967739,1038235355,1038795271)+W(6,1044283945,1044573214,-1115850147,999869046)+W(7,1060145155,1054594461,-1095010778,-1084989084)+W(8,1006059384,1028815960,-1101807134,-1104327823)+W(9,1036275699,-1123084051,-1134397103,1025498402)+W(10,1045643928,1033574715,1032418005,-1106712265)+W(11,-1124545277,-1135640905,1015954881,-1122717633);sum2=W(0,1042608106,-1089209738,1041383757,-1098769930)+W(1,-1093087039,1038811718,-1121408570,-1101852353)+W(2,1036192806,-1121276186,-1093098827,-1139600545)+W(3,-1102323575,-1105226719,1040055926,1031909130)+W(4,-1089123880,1069194195,1065973699,-1108783974)+W(5,1045867083,1023817866,-1098519743,-1121335963)+W(6,-1124786133,-1117623756,1040275414,-1112037460)+W(7,1026907074,-1106112227,1057999228,1049738412)+W(8,1042688929,-1122635193,-1101165651,-1089198426)+W(9,-1131302943,1048083051,-1113621249,-1111784639)+W(10,1020629449,-1107530612,1025491254,-1111524780)+W(11,1041146873,-1095495518,1048264427,-1109243346);WS(-1090983255,-1089207473); +sum1=W(0,-1126565928,-1113602338,1031895551,1011536056)+W(1,-1101680475,-1097154360,1054038520,1055178415)+W(2,1026884961,990918528,-1121652462,-1102945718)+W(3,-1111099810,-1099647257,1041335941,-1113368985)+W(4,-1089575247,-1084973552,1064470249,1055473117)+W(5,1022227241,-1151944468,-1121284913,994604183)+W(6,-1102367072,1030939267,1033755607,-1112820133)+W(7,-1086493203,-1097159533,1050197537,1063942234)+W(8,-1119623498,1029397803,-1111487017,1041044307)+W(9,-1111909392,1034973975,1029129223,-1120463213)+W(10,-1096914715,-1096995926,1042393881,1058279198)+W(11,-1127714823,1024652821,-1111098786,1017418960);sum2=W(0,-1138668162,1023930211,1000134020,1008868714)+W(1,-1108603395,1041622837,-1099344177,988655570)+W(2,1018452757,-1115444075,1025638720,1033342078)+W(3,-1108628571,-1114490385,1026383992,-1131179173)+W(4,-1131013053,-1087427617,-1066369231,-1064898888)+W(5,1023801183,-1118168395,1033730604,-1133763810)+W(6,1047990867,1030525898,1033178726,-1108980541)+W(7,-1095163420,1057379348,1086324754,1075540559)+W(8,1033324797,-1116567631,1031531103,-1117896039)+W(9,-1131668265,-1138114226,1025874080,-1113100227)+W(10,1040828448,-1109206595,-1100090533,1049763634)+W(11,1028372534,-1128577333,1025251971,-1119632759);WS(-1109283164,-1114463829); +sum1=W(0,1048505142,1006853751,1010065376,1026307305)+W(1,-1087851802,-1096622464,1051849183,1056046207)+W(2,1043738183,1033008793,1034233556,-1097387850)+W(3,-1122796048,-1121781501,1032762791,1036887575)+W(4,-1086026376,-1080983673,1062361681,1060373686)+W(5,1030721871,1031320492,-1116217316,-1106692609)+W(6,-1106474773,-1140109366,1036926348,1038442146)+W(7,-1086759863,-1088322398,1058739944,1060935143)+W(8,1024808165,1037732587,-1111740214,-1136008963)+W(9,-1113784606,1033209828,1042339968,983730417)+W(10,-1098544579,-1085562739,1060958338,1052729243)+W(11,1028455576,1032429188,-1098996574,973353381);sum2=W(0,-1088826877,-1093870598,1036675590,1033103311)+W(1,1082157528,1075036637,1064863709,1076551262)+W(2,-1073488400,-1083381518,1044533603,-1088761642)+W(3,-1096260803,1038770367,-1139597621,1035316039)+W(4,1074566779,1054121358,1054257493,1066303868)+W(5,-1087052440,1034260530,-1096732938,-1088656095)+W(6,-1120383141,1054470917,1036924272,-1104037187)+W(7,-1075712309,-1075955022,-1080791393,-1086745184)+W(8,1055295113,1062460380,1058516172,1026461691)+W(9,1048854624,1052968175,1033604811,-1111374359)+W(10,-1073360354,-1068055688,-1074269835,-1081541832)+W(11,1061463967,1072405502,1036957577,1036676016);WS(-1073690779,-1087724268); +sum1=W(0,1040645890,1024788392,944113971,1020006630)+W(1,1040537741,1022063376,1033313762,1037569760)+W(2,1011752087,1010250996,-1117962707,-1102207443)+W(3,1048604230,-1124203663,1026519064,1028328440)+W(4,1037819609,-1081034849,-1097395091,1026748704)+W(5,1035208397,-1107990331,1030158086,1018608989)+W(6,1026558293,-1108217132,1026744019,1023877839)+W(7,-1089181115,-1095782133,1052406658,1058432566)+W(8,1030700463,-1115106384,1028902900,1048090929)+W(9,1024907750,-1124509669,1037411798,-1116930962)+W(10,-1103915032,-1095058991,1052615509,1046357449)+W(11,1006665970,-1120315546,1037074644,1040820950);sum2=W(0,991782552,1025479068,-1115074830,1036147454)+W(1,-1102354425,1031211776,-1096384442,-1100036784)+W(2,1037581214,-1107514244,-1114551496,-1132125723)+W(3,-1111873890,1054093522,-1109526737,-1143660011)+W(4,-1098733186,1061883500,1036720443,1042154750)+W(5,1036528495,-1113752408,1042458762,-1120425773)+W(6,1016478163,1035621794,1006285882,-1113309480)+W(7,1040999099,-1099055155,-1111840809,1015496998)+W(8,-1131440878,1009305230,1021928735,-1118319659)+W(9,1027286665,-1108696429,1026243607,-1115649745)+W(10,-1117281017,-1120753705,1024623035,1028637267)+W(11,-1115311515,-1117838632,1033776741,-1113807339);WS(1053167575,1034582410); +sum1=W(0,-1135820801,1041430288,-1105499654,1023109013)+W(1,1042183330,1015167422,1045138183,-1107146278)+W(2,1038375967,-1103059717,1048594337,-1106326923)+W(3,-1099071824,1051022760,-1103829756,1047073940)+W(4,-1110119411,-1114407921,-1098544246,1006706653)+W(5,1036901240,1019390619,1042439875,-1101264321)+W(6,-1103780951,1038026111,1029509866,-1134567319)+W(7,1029794991,1025810371,-1101742889,1035133548)+W(8,-1122256838,1039002364,-1124355817,-1115149997)+W(9,-1144576488,1034415069,1028951523,-1107075490)+W(10,1020673517,-1144644710,-1110494113,1040882462)+W(11,-1113322768,1025775953,1017843520,-1133994400);sum2=W(0,-1127684796,-1122451669,1024932078,1007469645)+W(1,-1134400734,-1114161855,1029479215,1026289720)+W(2,1012304630,1018258842,1018968072,-1121586613)+W(3,934668744,1046133075,-1106895484,-1123529450)+W(4,-1092503803,-1118826374,-1101979386,1048216767)+W(5,-1105610792,-1091642753,1057475450,1055026065)+W(6,1050482770,-1100501045,1026396887,-1154152567)+W(7,1054881826,1054831843,-1104578417,-1086100405)+W(8,-1094138317,-1097381938,1037697257,1057991283)+W(9,-1112663810,-1145059796,-1118589447,1034932657)+W(10,1037309396,1034243151,-1120799353,-1110628430)+W(11,-1108645190,-1109776821,1035239909,1041220013);WS(1065106092,1009251236); +sum1=W(0,-1119086128,1041681344,1015119794,-1127594260)+W(1,1041658930,1053952044,-1108480942,-1106710454)+W(2,999711717,-1128362792,-1098626929,1028936149)+W(3,1038033220,-1103164984,1030756271,-1105935716)+W(4,1059673337,1035410928,1048660750,-1085761952)+W(5,1030156593,-1105711219,1042075767,-1106493133)+W(6,-1097628571,-1096661826,1033714469,1015463627)+W(7,-1083076739,-1097132616,1057312254,1062385221)+W(8,-1109139763,-1109546740,1042769246,1048795361)+W(9,-1162082196,1037645501,1032817313,-1121831017)+W(10,-1100422942,-1134248242,1038003425,1045270286)+W(11,-1128821631,-1113038632,-1109564844,1033263484);sum2=W(0,-1111982251,-1109318355,-1115537349,1026504012)+W(1,1025515301,1036029355,1037274256,-1115575890)+W(2,-1121134093,-1118959675,-1140512157,1038047283)+W(3,-1126991046,-1114485349,-1120289237,1004448402)+W(4,-1105715099,1035923056,1046084064,1032461625)+W(5,966777949,1001443794,-1127252256,1031934837)+W(6,1031030421,1036795295,1023273402,-1116193727)+W(7,1039615788,1034803763,1033981186,-1104386736)+W(8,-1126229172,999509622,-1108137243,1008094609)+W(9,1038895038,1037382021,-1116296115,-1106169890)+W(10,-1111316562,-1126611440,1014573341,1034486696)+W(11,-1115420717,-1121268263,-1109430807,1013721630);WS(1058235500,1054922309); +sum1=W(0,-1110452882,1026999796,-1115091447,-1126843838)+W(1,1054965252,1035486938,-1109530936,-1096439037)+W(2,-1113819273,-1112039092,1040994960,-1126708475)+W(3,1027596138,1043595317,-1097782353,1037063794)+W(4,1052521111,1054616871,-1080972858,-1126567064)+W(5,1029145158,-1103625129,-1135709192,1048136923)+W(6,1026915457,1051692426,-1106496120,1017345397)+W(7,1059777872,1055199219,-1092439359,-1087153329)+W(8,-1113712109,-1133876016,1025849689,-1117730271)+W(9,1033470169,1047889704,-1111050604,-1124168315)+W(10,1049045985,1042302776,-1101856358,-1096481402)+W(11,-1120397392,1018059916,1048178521,-1109862614);sum2=W(0,-1104671284,1026757765,1026047005,1032658614)+W(1,-1107649550,-1093450531,-1146410551,1033357456)+W(2,1014985523,-1108588814,1045006287,-1107785448)+W(3,-1106565422,1040092458,979115576,1016793814)+W(4,1029536101,1048902638,1049738304,-1129670058)+W(5,-1114405495,1032866808,1031141497,1032863350)+W(6,-1118382609,1024555245,-1120340424,1025048255)+W(7,1043845633,1031379649,-1099524683,1047130549)+W(8,-1128051766,1011865867,1016575718,1024835039)+W(9,-1115048442,-1102456829,-1113479651,-1124528004)+W(10,1015256822,1032535412,-1143577495,-1114147283)+W(11,1016407002,-1121997281,-1140327483,-1115840886);WS(1050344663,1040331465); +sum1=W(0,-1123846924,1032620906,1027008397,-1119034750)+W(1,1016005498,-1104369525,-1145305726,1038870821)+W(2,-1180899430,-1117862216,1047408652,-1113185550)+W(3,-1107606109,-1113228665,1034001074,-1123135107)+W(4,-1101093248,-1091899011,1055978044,1045963311)+W(5,1031141157,1025902913,1019406818,-1106188838)+W(6,-1104523524,1044228977,-1109811775,-1165785906)+W(7,-1089807144,-1100340494,994921841,1061494191)+W(8,995937181,-1126170822,1039673315,-1133495032)+W(9,-1136436803,1015486907,1021442477,1012082163)+W(10,-1113047285,-1121306753,1032566715,1043858443)+W(11,-1155810234,1012720916,-1110918342,1003314783);sum2=W(0,1006857268,1027629321,983063098,1017323653)+W(1,-1096858156,-1096058068,1041250623,1027026905)+W(2,-1108630874,-1103954988,1069736593,1057582691)+W(3,1040636195,1050922570,-1136855038,-1124332548)+W(4,-1081757810,1046692173,-1095854749,-1098379711)+W(5,1039138402,1040290673,-1092586095,-1098564102)+W(6,-1107256285,1024268384,-1115428487,1038193266)+W(7,1055388353,1044471504,-1107079153,-1124475180)+W(8,1026430908,-1135051275,-1099842491,-1101296593)+W(9,-1105738834,-1112368096,-1162541650,1037749325)+W(10,1018283467,1034757871,1041041721,1035306909)+W(11,-1127494735,-1128054004,-1116072515,-1130236866);WS(1064629676,-1098084920); +sum1=W(0,1017516913,986968687,1017176603,1033302207)+W(1,1004101612,-1094217842,1048067236,1037844037)+W(2,1023773169,1036346276,1032944847,-1100831258)+W(3,-1093133598,-1136867787,1036523218,1043155505)+W(4,-1107275372,-1083111259,1054752956,1059745345)+W(5,-1109611315,1036061697,-1111571193,-1118901210)+W(6,-1099849236,-1112073298,1036902751,-1135635048)+W(7,1036740290,-1089373007,1049105955,1054803234)+W(8,-1130856180,-1178541510,1044914424,-1104247276)+W(9,1015173986,-1108314079,1031815708,-1154473427)+W(10,1007182507,-1096296960,1049045791,1045303547)+W(11,1028817260,-1121119813,1028425028,1032262742);sum2=W(0,-1106561538,1041892626,1018758860,1031116538)+W(1,-1097318271,1050772655,-1122918288,1041324255)+W(2,1003684433,1005733025,-1113042451,1038093550)+W(3,1060901401,-1094547881,-1142239225,-1093507837)+W(4,-1089173269,1050575163,1059998586,-1090730175)+W(5,1036702490,1007559836,-1096117806,-1103574570)+W(6,1048344650,-1106548880,-1115133937,1008547208)+W(7,-1105982083,1062167006,-1107738784,-1105692057)+W(8,-1111284039,1032209739,-1093777588,1045224094)+W(9,1031802380,1032935937,-1116833334,1037272918)+W(10,-1115007264,1051274636,-1105354579,-1109731964)+W(11,-1119496571,1039213738,-1097190188,1040225760);WS(1059570988,-1104849743); +sum1=W(0,-1105217736,-1117057793,-1114327981,1015935639)+W(1,1055580097,1051203348,-1095539196,-1100062838)+W(2,1027695934,-1122995670,-1104422643,-1114680436)+W(3,1045549308,994695167,-1100671580,1032097032)+W(4,1057098153,1065307314,-1081463016,-1097913193)+W(5,1026067698,-1115820943,-1100709080,1035503236)+W(6,1019924475,1044124420,-1146837726,-1118415719)+W(7,1060408535,1060044676,-1103538521,-1088685699)+W(8,-1121911751,1040976712,-1127513406,-1100882497)+W(9,-1133264506,1026902699,-1106017873,-1128662677)+W(10,1048658511,1058793797,-1096642336,-1090424260)+W(11,-1109730008,1032897105,-1112552037,-1106885414);sum2=W(0,-1102635520,1042860418,1026251680,-1101738300)+W(1,-1107186076,1037904592,1045813894,1049960021)+W(2,-1109595133,1032162510,1043360780,1031463651)+W(3,-1118004862,-1097577131,-1097132336,-1096487254)+W(4,-1101520598,1050699569,1062244087,1012147620)+W(5,-1144663840,1017587638,1042220045,-1099464580)+W(6,1034939290,-1107323885,-1098301296,-1103125896)+W(7,-1118944274,996952385,1018590462,1030928730)+W(8,-1122088198,-1112243029,-1143727552,-1129575892)+W(9,1046219299,-1101571742,-1102991820,-1145491968)+W(10,-1132230456,-1120981264,1048890187,1042676852)+W(11,1028948530,-1108091801,1022002534,1038679603);WS(-1095386967,-1111219145); +sum1=W(0,1046105185,-1114353482,-1130549149,989878260)+W(1,-1089927208,-1092958347,1044731284,1042696371)+W(2,1030962098,1015099027,1029760895,-1127509006)+W(3,-1126247292,-1101798869,1027516453,1027494660)+W(4,-1090136954,-1086407791,1066759339,1059356463)+W(5,1002268463,1008759050,-1134143337,-1123276603)+W(6,-1109199416,-1149170463,1029536895,-1138329195)+W(7,-1086208082,-1087382795,1056388995,1060963410)+W(8,1030926587,1024487352,1028489291,1037957160)+W(9,-1110945897,1041043200,1031794584,1016226972)+W(10,-1099705531,-1090430272,1048385630,1052477254)+W(11,1027177352,-1155852515,-1116367629,1033794703);sum2=W(0,-1107393101,-1118272906,-1155239869,1037152773)+W(1,-1071982339,-1066777138,-1123365743,-1107499267)+W(2,1034063245,-1111285661,-1099174901,1050177526)+W(3,-1121008946,1040803769,1031799544,-1110337901)+W(4,1065602467,1078719649,-1091451910,1053226346)+W(5,-1111810642,1032887971,1051522302,-1114100047)+W(6,1040826838,-1129277077,1027082675,-1115579003)+W(7,1072207876,1012365693,984589146,1036591998)+W(8,-1105619991,1027337883,1036247818,-1112448128)+W(9,1044810576,-1128372019,1027786160,-1125050611)+W(10,-1114663567,1027240586,-1115106721,-1111221822)+W(11,-1128259763,-1110086921,1010421237,1024897040);WS(-1090330604,-1095913405); +sum1=W(0,-1155846064,-1158857313,-1123891981,1020138108)+W(1,1060107168,1041623909,-1099259748,-1089580553)+W(2,-1129005794,1027969480,1034391623,1026904097)+W(3,1042832881,1026174194,-1104251929,1027835331)+W(4,1061453552,1065434151,-1083565678,-1086143680)+W(5,-1126805065,1015124739,-1108664129,-1115844409)+W(6,1041459232,-1107002233,-1115340623,1036891437)+W(7,1058328348,1058061687,-1094838563,-1087459168)+W(8,-1133565543,1018898230,-1108388469,-1103857816)+W(9,1043482052,-1101325435,-1111402939,1034060158)+W(10,1046178603,1056232524,-1097944271,-1096454718)+W(11,-1128371111,1016813002,-1124315511,-1124051644);sum2=W(0,1032645553,-1106534525,994818552,-1123501879)+W(1,1073269342,1086127434,1055123028,1031823713)+W(2,-1134706270,-1108902493,-1106004733,1039470942)+W(3,1041404870,-1104982451,1026428551,1024190209)+W(4,-1097366650,-1064048639,-1080276792,1003420836)+W(5,-1131894299,1040747994,1029604730,1048036108)+W(6,1042593674,-1115833227,1033345966,-1113685733)+W(7,-1073275019,-1090368136,1051480126,-1127504591)+W(8,-1114192145,1028687353,-1127043711,-1102930579)+W(9,1034301013,1019409377,1032770548,-1113104927)+W(10,1039074558,-1104405577,1017007809,-1116624943)+W(11,-1110363669,1028902826,1023925896,1016207563);WS(-1090401964,-1152005757); +sum1=W(0,-1110378885,-1114833045,1027213860,-1107975723)+W(1,1036253290,-1126602324,-1095679285,-1108756369)+W(2,-1113670180,-1122691487,1031108853,-1114963960)+W(3,-1110030634,-1088517567,1041527967,-1098681011)+W(4,1055690689,1071039479,1070380432,-1106296032)+W(5,-1107558750,1041737494,-1089232274,-1100045596)+W(6,-1108968043,-1117626874,-1117487349,-1104614908)+W(7,1052643167,1027420045,-1098750614,-1108442736)+W(8,-1114805320,-1114809497,-1149243844,-1099409217)+W(9,1013150495,-1107640642,-1114124023,-1139447119)+W(10,1037720897,1028231256,-1109258534,-1103582017)+W(11,-1129003237,-1115685308,1004205268,-1112117145);sum2=W(0,-1104603794,1042476400,-1099535875,1032241318)+W(1,1040884292,-1098717699,1036274242,-1110024851)+W(2,1041491703,-1106264274,1017815860,-1102517567)+W(3,-1090035137,1058560544,-1088862448,1055385702)+W(4,1054345172,1049287225,1070638870,-1088795135)+W(5,1050847172,-1097728340,1049908300,-1094964358)+W(6,-1088861159,1052772694,-1109469239,1049303281)+W(7,1045145516,1028821082,-1106832655,-1093985609)+W(8,-1120926078,1040141480,-1121780800,-1104972980)+W(9,-1098593341,1040732759,-1128383244,-1107728961)+W(10,-1095210561,1053404675,-1094544594,1040915158)+W(11,-1097969166,1042680505,-1097835418,1046695263);WS(-1070853435,-1079594702); +sum1=W(0,1015638464,1041167744,-1129832370,1031368074)+W(1,-1115839497,-1102391672,-1117069532,-1114370347)+W(2,1032466078,1017764904,1027397066,-1115223191)+W(3,1035847262,-1103546680,1015854174,1034753191)+W(4,-1103157041,-1091637800,1064504443,-1123068615)+W(5,1032880216,-1129698458,-1115479934,-1112317379)+W(6,-1113675090,1024462894,1016952500,1034404179)+W(7,-1080200908,-1096184888,1053421228,1061831318)+W(8,1015162251,-1140051844,1024063661,1034003429)+W(9,1024493276,-1128491667,1030231874,-1121119193)+W(10,-1127920108,-1114780422,1047845552,1039689052)+W(11,-1133040549,-1121925385,-1108195108,1021986479);sum2=W(0,-1112484873,-1102332364,1043473407,-1106137478)+W(1,1035747177,-1115086293,-1095817987,1057355655)+W(2,-1111886750,1028632460,-1132505032,-1121112608)+W(3,-1092913054,-1107744995,1026389244,-1106937584)+W(4,1023360745,1072123343,1065853704,1065744344)+W(5,-1106034045,1034294011,-1092294539,-1113186427)+W(6,-1097742336,1043622402,1037682857,-1112665680)+W(7,-1079419356,-1106562006,-1127502696,-1081387458)+W(8,1024287965,1025382780,1037780507,-1121542644)+W(9,1020098037,1022975237,-1132137458,-1122471729)+W(10,-1106082519,-1126279403,-1141866869,-1107102958)+W(11,1002478149,-1184105122,1036152561,1042075138);WS(1049779927,-1112776705); +sum1=W(0,-1118237477,1043483133,-1114011991,1028071903)+W(1,1029391902,-1104983021,-1098367878,-1102803275)+W(2,-1146402448,1024272361,1030141823,1034486619)+W(3,1007633232,1035764138,-1119065733,1029458468)+W(4,1052808064,1066199650,-1094340312,-1088820906)+W(5,-1136262168,-1116603171,1028311666,1041927295)+W(6,1035328577,1034435922,1021654911,-1132325110)+W(7,1053987355,1056392483,-1090240908,-1080604425)+W(8,1022508086,-1120600656,1033716813,-1120802495)+W(9,-1138188744,-1122000063,-1114327724,-1140102008)+W(10,1036299814,1048826612,-1113705707,-1148292210)+W(11,-1178578023,1020743116,1019304377,-1137351220);sum2=W(0,1038214390,1026252154,-1105084280,1032570045)+W(1,1049712324,-1092505394,1013797397,-1105258373)+W(2,-1123221706,1042796766,-1106628914,-1104412018)+W(3,1040403525,-1094267982,-1106537061,1038138439)+W(4,1060934721,1059180753,1076181184,-1089116471)+W(5,997194667,1031304969,-1100140938,-1095609080)+W(6,-1111441511,-1113353460,-1115643975,1040196930)+W(7,-1094660144,-1116351798,1025617857,-1077048432)+W(8,1025898916,-1113508292,1035183993,-1105239307)+W(9,1041615042,1045634969,-1115802712,1030892929)+W(10,-1112051433,1036834683,1030853641,-1099622062)+W(11,1036578837,-1114596985,-1126459673,-1108612586);WS(1046079918,-1101410372); +sum1=W(0,-1128322399,1041896248,1028420729,-1119247786)+W(1,1040172212,1029165630,1041276767,1042510685)+W(2,-1115138862,1035447066,1023180436,-1102544268)+W(3,-1105916230,1048641796,992275696,-1112243383)+W(4,-1093769957,-1086983984,1049660162,1052547749)+W(5,-1116787216,-1126725978,1051181214,-1094151845)+W(6,-1106854731,1031954663,-1106451742,-1122025413)+W(7,-1090223605,-1101840568,1042746961,1058242473)+W(8,1020616971,-1106918309,1035662026,1034028133)+W(9,1008473970,-1111364501,-1132155589,1031954516)+W(10,-1131429676,1034663574,1038481040,1045913078)+W(11,1031591591,-1113758304,-1123376855,-1136064862);sum2=W(0,-1109775790,-1114337335,-1145824639,-1141998719)+W(1,-1123003936,-1105393491,1032184652,1044487768)+W(2,-1116651188,1028260552,-1105870753,-1128896096)+W(3,1035421278,-1094152732,1020781312,1031031156)+W(4,1043275908,1060925239,1023745864,-1118695686)+W(5,-1117301622,-1118185274,-1116720242,-1123077850)+W(6,1019796096,-1109500163,1035727822,1022361784)+W(7,1035441608,-1129786704,1044822196,1018742928)+W(8,-1111756371,1028382728,-1106753069,1005384511)+W(9,-1126048860,-1133379360,1018984000,-1106658345)+W(10,-1154747838,-1114483694,1040264262,1018234504)+W(11,-1112885074,1013789936,-1115363912,-1109895735);WS(1065850966,1065849900); +sum1=W(0,1023026535,1037817733,1016251913,-1148044715)+W(1,1051437895,1044690723,-1090259708,-1096615656)+W(2,1009078433,-1134993406,1031445334,1037565454)+W(3,1025496281,1030608138,-1122606683,-1121600570)+W(4,1060547800,1067874188,-1089114938,-1086496425)+W(5,-1122338716,961099943,-1103278290,-1123828273)+W(6,1035148220,1038603949,-1123929445,-1119487441)+W(7,1061971613,1051923078,-1089721837,-1087399018)+W(8,-1115158089,-1152593000,1017932657,-1103477215)+W(9,1040789578,1029056085,-1113618935,1022387720)+W(10,1020371139,1050691807,-1090055623,-1091666965)+W(11,1017681054,1032486406,1041207209,1017045638);sum2=W(0,1029203106,1055497340,-1100085534,1035054009)+W(1,-1096883389,1022251406,-1094806083,-1095822387)+W(2,1003858895,-1141198631,1025821768,-1106861506)+W(3,-1099101530,-1091493710,-1106312974,1050236106)+W(4,-1105263591,1066985993,1065636371,-1112580467)+W(5,1038164225,1007864647,-1090221894,-1099047212)+W(6,1035688516,-1100130836,-1111006317,1040394388)+W(7,1050729384,-1113669663,1038056034,1057422694)+W(8,-1131632326,1034223408,-1095697855,1040303734)+W(9,1051271785,1037370697,-1120327060,-1122528690)+W(10,-1109365057,-1098907474,-1101753600,-1090043318)+W(11,1022279531,-1111449439,1042447412,-1132012078);WS(-1097113303,-1098536273); +sum1=W(0,1026190055,-1129782332,1001100740,-1128711506)+W(1,1051085133,1054274400,-1090119792,-1089449919)+W(2,1017357112,-1151099700,1006971045,1039600836)+W(3,1036959597,1010531062,-1123204686,-1116245678)+W(4,1059231684,1068549146,-1088111001,-1089233276)+W(5,1008174399,1027830380,-1106500579,1035061810)+W(6,1040533155,1032146359,973480529,-1122390725)+W(7,1060528017,1051645044,-1100399617,-1083999320)+W(8,-1118330949,-1138008953,-1118570949,-1110173729)+W(9,1016950072,-1115082484,-1112078369,-1135175840)+W(10,1021720363,1056811397,-1098983064,-1096337083)+W(11,-1113983621,-1114515356,-1163217111,-1105366950);sum2=W(0,1057867675,1045040387,-1106788080,-1126544110)+W(1,-1101472514,-1095964817,-1103936041,-1084782762)+W(2,1047938716,-1116398073,1060484868,1046930113)+W(3,-1116688865,1008770068,1031886252,-1123763395)+W(4,1033632512,1070094219,1065118928,-1096694543)+W(5,1033301960,-1112910333,1055777327,-1098897900)+W(6,-1111977015,-1104133845,-1106896864,1019879781)+W(7,-1093909441,-1091348732,-1094413904,-1120781351)+W(8,-1132175940,1028498658,-1098592917,-1105350592)+W(9,-1123575137,-1095297610,-1103198659,1025236903)+W(10,-1087869152,-1101379604,1063595180,1055216743)+W(11,-1111429301,-1148399072,-1090856164,1032159773);WS(-1088872108,1052196610); +sum1=W(0,-1114837443,-1111544357,1026268067,-1115772244)+W(1,999143576,1051137549,-1129315660,1040729928)+W(2,-1109636323,-1138847608,-1115388138,1035543595)+W(3,-1104977249,-1110507588,-1119255225,1022683057)+W(4,1050616762,-1123488747,-1115663356,1050293045)+W(5,-1148093909,-1113579532,-1102766242,-1110255664)+W(6,-1124752108,-1106979958,1018606696,-1126845407)+W(7,-1107532492,-1115698508,1038400791,1055556797)+W(8,1031428336,-1123058305,-1111362474,-1115121626)+W(9,-1118779367,1032957370,-1119390253,-1122729971)+W(10,-1106851872,1013947482,1010467373,1043464385)+W(11,1024891874,-1117161611,-1127308771,-1114761165);sum2=W(0,-1136485425,-1108696907,1005045849,1021571414)+W(1,1044650880,1068805535,1026572719,1033792089)+W(2,-1111133361,1015874538,1042295210,-1111938281)+W(3,1015124882,-1109877489,-1131955840,1032761087)+W(4,1072674603,-1073632622,-1072841573,-1097148617)+W(5,-1115667125,1025743417,-1114078156,1053858128)+W(6,1050593712,-1105061066,-1113636159,1002892889)+W(7,1040667946,-1114163718,1040799594,1051731235)+W(8,1029743517,-1150165522,-1105514756,986622244)+W(9,1027289415,1035889263,-1116947723,1017257782)+W(10,1033059623,-1113785952,1033387155,1025178361)+W(11,1028606721,-1131685126,1024784261,-1131411966);WS(1059574956,-1147706177); +sum1=W(0,-1107330821,-1114850125,1032992154,-1126851274)+W(1,-1101979721,-1103811902,1036915515,1039522745)+W(2,-1113513772,-1122830319,1037543219,1039509326)+W(3,-1111585801,1025219833,1021792788,990365335)+W(4,-1091594576,-1102147871,1057257569,1058476188)+W(5,-1115799180,999411009,1015035920,1044635632)+W(6,1042448198,1041111834,1023708133,1014654722)+W(7,1049911159,1046832311,-1087441640,-1130368142)+W(8,1008106627,1030688938,-1103709614,-1098033363)+W(9,1028566264,1025900485,1024270494,1021433863)+W(10,1042912388,1034347764,-1101532519,-1103664757)+W(11,998865060,1033251158,-1106561201,-1112635561);sum2=W(0,-1100054904,-1127093272,-1138525905,1030668111)+W(1,1038847176,1023505668,-1118630721,-1106823977)+W(2,-1139922314,-1137789612,-1100949461,1045749759)+W(3,-1104427366,-1094333916,1046358820,-1118095530)+W(4,1055088734,1059364463,1066330506,-1104404781)+W(5,1025350194,-1118124817,-1115593085,-1106737563)+W(6,-1098434999,-1114547879,1036395993,1026007575)+W(7,-1109156363,-1102029714,-1089680445,1032956568)+W(8,1044080198,-1111415597,1014767972,-1105827255)+W(9,-1098255510,1043811931,-1102154889,1044323398)+W(10,1019564502,1042217401,-1104253130,-1118009606)+W(11,1034872747,-1116871429,1033201092,-1114455410);WS(1056332375,1037816258); +sum1=W(0,-1103168373,-1112652978,-1121854558,-1121656782)+W(1,1044637987,1045017865,-1116096096,-1119737691)+W(2,-1147698697,1015231409,-1108613751,1028439953)+W(3,1032694229,1032971073,1027294260,988019291)+W(4,1051843657,1058468850,-1088930875,-1099471067)+W(5,-1126623722,1025720722,-1105155884,-1124711667)+W(6,1036051832,1029047507,-1146196851,-1141230927)+W(7,1059943427,1054278049,-1094038173,-1088040995)+W(8,-1125643860,1025459107,1023373473,-1110648631)+W(9,-1138159876,-1116156558,-1119789479,-1124586778)+W(10,1040438911,1052440082,-1100717841,-1105369135)+W(11,-1140770656,1033302707,-1121068380,-1109090662);sum2=W(0,-1101035659,-1090106390,1056969468,1037403217)+W(1,-1116665707,-1119459300,1038083410,1032316963)+W(2,1025618366,-1128266716,1009385423,-1159849898)+W(3,-1080354518,-1077736273,1065979451,1057593955)+W(4,1028006921,-1093367622,1057826659,1060881997)+W(5,-1107076145,1040978108,-1108823981,1038355181)+W(6,-1095104394,-1110113632,1048107842,1052219437)+W(7,1050471411,-1098889696,-1093495590,1040943565)+W(8,-1107763897,1031803963,1041580846,1028403474)+W(9,1035332836,1036232380,1034400525,1012201018)+W(10,1037291810,-1172133380,-1105354500,1023246776)+W(11,1028340263,-1124125618,1023204972,-1108503511);WS(1057728492,-1114894260); +sum1=W(0,-1137973853,1032124939,-1129994721,-1113553553)+W(1,1027451936,1039175515,1023297510,1030725486)+W(2,-1122023828,1015759447,-1104644784,1024408310)+W(3,1038491142,1042214629,1032700067,-1116323110)+W(4,-1096381204,1002639809,1063322480,1042012404)+W(5,-1129065232,1025211173,-1097199096,-1098358292)+W(6,-1102850457,-1103814977,-1174372438,1022553594)+W(7,-1095884801,-1099447670,1038337085,1049455560)+W(8,-1119912573,-1120935138,1041557913,1038368473)+W(9,-1108835354,-1117610625,-1204938694,1025649872)+W(10,-1107257155,-1110131186,1041170774,1036180712)+W(11,1022194670,-1131327617,-1139346043,-1143485305);sum2=W(0,-1136277690,1023794749,-1125894137,-1132724746)+W(1,-1142062564,-1102896527,1019650853,-1115335750)+W(2,1021138001,-1117376889,1036465851,-1111737990)+W(3,1034921985,-1135255538,-1123753553,1008401986)+W(4,-1095970428,1052274635,1065003137,-1111489002)+W(5,1036367329,-1114642052,-1130345777,-1093339450)+W(6,-1095862669,-1103833757,-1129573217,1028568703)+W(7,1050282098,1039075981,-1104966989,1042205114)+W(8,983274770,-1121876761,-1123958953,961646223)+W(9,989975657,-1117578737,-1129237393,-1115138968)+W(10,-1124502561,1029353869,-1137003202,1028245440)+W(11,-1131382405,-1129104973,981021860,975314596);WS(1064957100,-1084259623); +sum1=W(0,1048172674,1022388856,1002237105,-1147443767)+W(1,-1087174820,-1096483251,1049301459,1050085746)+W(2,1041967934,1032395752,-1130736462,-1110620477)+W(3,-1111985505,-1105536623,1025036588,1042679235)+W(4,-1084863818,-1085360136,1059891343,1061123934)+W(5,1029284270,1027822410,-1096717087,1036594273)+W(6,-1111204540,-1118973740,1039876787,1039980881)+W(7,-1087496217,-1085023864,1059164422,1063082922)+W(8,1038157169,1033526682,-1098175193,1049051417)+W(9,-1115201293,1036937851,1046679440,-1122119878)+W(10,-1099749261,-1093770425,1052477312,1050147791)+W(11,1035926782,1040430103,-1094492881,1038851310);sum2=W(0,-1079200674,-1088609636,-1110691764,1043574668)+W(1,1052128984,1049301959,1057860954,1070660923)+W(2,-1114631788,-1111966430,-1119415890,-1102512316)+W(3,-1104512784,1072315297,-1104224219,-1103083598)+W(4,-1106877192,-1082025998,-1092267131,-1107138551)+W(5,1025811761,-1120067756,1048136354,-1099577256)+W(6,1071717488,1074062948,1045365848,-1111324648)+W(7,-1098154139,1060924493,-1072626825,-1073631870)+W(8,-1097839567,1046934152,1049098296,-1101281480)+W(9,1072927288,1075518858,1040472402,-1123650350)+W(10,1055782129,-1085268633,-1068851440,-1076777698)+W(11,-1142912019,-1113956244,1045375219,1053482338);WS(-1075237718,1059347685); +sum1=W(0,1049968737,-1159856274,1033512399,1021242911)+W(1,-1100043508,-1096977477,1052611492,-1123217820)+W(2,1039650209,-1164938034,1035058824,-1123750750)+W(3,1035044013,-1122614884,1022930282,1029870036)+W(4,-1086974821,-1081627821,1061884279,1055398719)+W(5,1031585078,-1146263191,1035852049,-1111424357)+W(6,-1113136009,-1134430929,1018371807,1032776022)+W(7,-1085989237,-1083853344,1058365139,1059035017)+W(8,1040828171,-1113397210,1040835864,1046594056)+W(9,-1114025505,1040742208,1033340372,1019954077)+W(10,-1094951367,-1082038839,1057072208,1054270736)+W(11,1041271429,-1112152131,1043435581,1036293471);sum2=W(0,-1082007392,-1092895857,1045686709,-1109418256)+W(1,-1087167323,-1090791673,1045059925,1074622373)+W(2,1054843717,-1111299754,1052961109,-1079889153)+W(3,-1097230803,-1087580936,1041368995,1025535098)+W(4,1061750517,1066822104,1072979117,1022527077)+W(5,-1097908774,1039933817,-1121141584,-1094791227)+W(6,-1090709237,1030380818,1045341483,1025255906)+W(7,-1104688853,-1098772696,-1082271661,1059630355)+W(8,-1109459004,1032974905,1048788253,-1114952578)+W(9,-1098811123,-1122444474,1050563248,-1131647237)+W(10,-1097425000,1035536875,-1080249300,-1098333373)+W(11,1041274025,-1101634861,1062091865,-1109808864);WS(-1073405707,1071333561); +sum1=W(0,-1107154225,1043648434,-1114759602,1032445482)+W(1,1053035442,1049497533,-1097373989,-1086616986)+W(2,1005358651,-1140703610,-1113096234,1037191452)+W(3,1025826187,1050217769,-1116673978,1009365348)+W(4,1058380737,1057270871,-1084271170,-1088696011)+W(5,-1147371482,1008260703,1027100008,1042579156)+W(6,1045274198,1041826370,-1138343378,-1140494528)+W(7,1060414079,1054213138,-1088202787,-1086550017)+W(8,-1128134433,-1146407565,1033632004,-1122447285)+W(9,1037855412,1036590066,-1128324122,-1164102249)+W(10,1049814032,1044502774,-1090407429,-1096484208)+W(11,-1132301012,1030979244,1049279047,-1117413058);sum2=W(0,1044778147,1042344095,-1130309268,-1104849756)+W(1,1051692028,1050304642,1065552014,1087011564)+W(2,1024288807,-1122813731,1012814276,-1115275477)+W(3,-1115874267,1016899230,1006608216,1032168017)+W(4,-1095624232,-1080996320,-1064792716,-1071484991)+W(5,1018071134,-1113948677,1012706900,1034711867)+W(6,1015318926,1017541078,-1116205504,1025939811)+W(7,1038353709,1015541566,-1111002668,-1108487910)+W(8,1039145567,-1121567210,1017981722,1031018877)+W(9,1025032291,-1134707560,1015836550,-1134020588)+W(10,-1115175630,1035428553,-1105554232,1026184365)+W(11,-1161414849,957459976,1030487759,1016059306);WS(-1093094231,1019545057); +sum1=W(0,1024662611,1043371102,-1111661690,-1147370279)+W(1,-1100871081,-1103400446,1007712219,1045730364)+W(2,-1115285964,1035921815,-1125293706,-1113292876)+W(3,-1098598749,-1121967929,-1130128916,1036370005)+W(4,-1086049630,-1094208743,1048771569,1063151515)+W(5,-1106696483,1031896756,1042591246,1038700136)+W(6,1034324947,1030255498,-1114353490,-1138886402)+W(7,1057052051,-1103168823,1043747359,-1102866212)+W(8,-1117085921,-1117982022,1040829042,-1109292474)+W(9,1020719663,983686292,-1123566046,-1139052495)+W(10,-1114366281,-1105757546,1044423271,1042970997)+W(11,986496271,-1116127556,-1119014482,-1113681601);sum2=W(0,-1113949677,1043174240,-1112488549,1017737448)+W(1,-1106456753,1036040708,-1099690943,-1109074925)+W(2,1002006465,-1127095326,-1136025401,1033894674)+W(3,-1095542187,-1123930650,-1119128646,1041909593)+W(4,990810979,1064786485,1063813292,1055357640)+W(5,-1106928479,1041202855,-1095508468,1036060652)+W(6,1011641777,1043431269,-1138532089,995222883)+W(7,-1080550900,-1099317256,-1111808055,1029075282)+W(8,1028541984,1013308785,1042059844,-1096849813)+W(9,-1133447353,1011720393,1002378369,-1122958336)+W(10,-1111251400,-1122017034,-1111615901,-1121958092)+W(11,-1130037494,1011740497,1041840135,1031456264);WS(1065464534,1066200435); +sum1=W(0,-1114034816,-1098649416,1037468205,-1120929867)+W(1,1053507241,1053719708,-1095417420,-1093428139)+W(2,1039737375,-1104296205,-1117479019,1039630850)+W(3,1044270480,1030873567,-1118049328,-1104046500)+W(4,1059517274,1062996894,-1078956988,-1095455089)+W(5,1034668025,1027940302,1037682987,-1116571174)+W(6,1027018036,1029661039,-1102710553,1026495526)+W(7,1062358792,1051059848,-1090364038,-1097112752)+W(8,-1105628906,1047874257,-1134398359,-1100052716)+W(9,992085460,1014898857,-1104379061,1047356358)+W(10,1053033759,1058137077,-1089997432,-1098761015)+W(11,-1105711476,1036556777,-1119205176,-1124964177);sum2=W(0,-1079960756,-1072214843,-1096757231,1052570920)+W(1,1024102895,1045135233,1077140634,1059860803)+W(2,1028585912,1026412089,-1135125103,-1109439044)+W(3,-1067716640,-1071149720,1048916325,1032706704)+W(4,1007395147,1048879105,1074719494,1078085184)+W(5,999691338,1031274943,-1119420973,1039504993)+W(6,-1113086642,1026889523,1027784571,1032567852)+W(7,-1105291454,-1125605772,1023965646,-1126012658)+W(8,-1115876939,1031655696,-1107726802,1042487387)+W(9,-1102782368,-1113248449,1032789056,-1123035498)+W(10,1036400237,-1120868355,-1131155204,1033915049)+W(11,-1118021143,1033633154,-1123377002,1040624471);WS(-1088460652,-1077196042); +sum1=W(0,-1126618358,-1104692362,1012745873,-1106714405)+W(1,1061836401,1049398341,-1105672234,-1100538888)+W(2,1017778831,-1107815087,-1107347643,-1105561066)+W(3,-1128320455,-1113350277,1014233321,-1106817926)+W(4,1063373516,1062672955,1032760733,-1096420642)+W(5,1021813111,-1130991024,-1104500106,-1095103574)+W(6,-1104636978,-1111992333,-1112340330,-1139695810)+W(7,1040237156,1049303442,-1098221750,980853696)+W(8,1015562593,-1124042178,-1098848505,-1136108756)+W(9,-1112151140,-1103199781,1014140598,-1112616426)+W(10,-1115352833,1047738902,-1124202648,1032069058)+W(11,-1117430379,1024298444,-1108236605,1028357771);sum2=W(0,-1095373315,1042549384,-1103739979,1042942941)+W(1,1041600542,1049880149,-1104635751,1047404354)+W(2,-1116792463,1033409028,-1113660916,1029337611)+W(3,-1100136800,1032277385,1031504716,1021675082)+W(4,1042313351,-1095000083,1056265483,-1156628070)+W(5,-1100575516,1042607543,1052284225,-1103511888)+W(6,1051314558,-1097536524,1021140017,-1103784377)+W(7,1058671506,-1087499329,1056610233,-1086627236)+W(8,-1102539848,-1123811627,1053296214,-1098025422)+W(9,1033748340,1006926454,-1113021145,1032312275)+W(10,1053303874,-1106742186,1032415346,-1097748456)+W(11,1034071897,-1116904421,1040224097,-1097031052);WS(-1090190636,1052333694); +sum1=W(0,1046164882,1025512151,1017370722,-1118008162)+W(1,1050774996,-1113611419,-1107299674,-1087764995)+W(2,992812356,-1143374172,-1133738119,-1132114980)+W(3,1039176172,-1140639831,1032465571,1028313190)+W(4,1042980645,-1104478910,1054861041,-1107276920)+W(5,1031741320,991966796,1039228938,1016759930)+W(6,-1114523818,-1123803590,1022145795,1021024634)+W(7,-1116066086,-1088290914,1052546887,1048774281)+W(8,-1131726971,-1135053738,1046828701,1029146129)+W(9,-1114987978,-1150325779,1023704762,974396430)+W(10,-1101829203,-1082760046,1052242867,1033108808)+W(11,-1135839572,-1117633184,1050382392,1025239231);sum2=W(0,-1126311221,-1112124316,1000278501,-1112927492)+W(1,-1089259297,-1136644755,1030656727,-1124129707)+W(2,-1127721129,-1143597573,-1119195008,-1121960162)+W(3,-1096516945,-1095439368,1038568093,-1115114722)+W(4,-1089907054,1066488720,1069168233,1062718459)+W(5,1010259715,1016497897,-1108783853,-1113085858)+W(6,1035770391,-1173738153,1036864823,-1107752992)+W(7,1057602472,-1119016562,-1097729376,-1092856910)+W(8,-1142073349,1034450025,-1105922885,-1101947316)+W(9,-1127749525,-1118042174,999311589,-1111435217)+W(10,1028769031,-1101412503,-1106807928,-1108466839)+W(11,-1113345821,-1121786357,-1119408565,-1119106133);WS(1050584535,1068150000); +sum1=W(0,1034938395,-1115625742,1010165469,-1115260532)+W(1,-1117589351,-1104527215,1047833470,1038987194)+W(2,1013034091,1026352434,-1116485512,-1115913835)+W(3,1043729220,1046586119,1003680362,-1112895478)+W(4,1041775364,-1092950416,1053057826,-1102791097)+W(5,-1123123343,-1126776150,1032942189,1035117570)+W(6,-1096382429,1036369142,-1113655284,1038151522)+W(7,-1085160955,-1099697720,1031810112,1060286702)+W(8,-1118268740,992197073,-1109351189,1051158381)+W(9,-1110737789,1020311663,-1116596385,-1132334157)+W(10,-1112334730,-1112800213,1045919272,1033665067)+W(11,1007592182,-1128843070,-1113211075,1035094123);sum2=W(0,-1130117632,1037992777,999052617,1027450901)+W(1,1023748039,-1148181737,1031860941,-1112751331)+W(2,1020055214,-1123191999,1031574877,-1129067048)+W(3,1035832253,1058826704,-1098069390,998486633)+W(4,-1107268336,1031601953,1066377631,-1100828230)+W(5,-1176849298,992240434,-1110435251,-1108371420)+W(6,-1075559944,1051052067,-1144500281,1050271656)+W(7,-1105105514,1006070601,-1089703828,1059983898)+W(8,1022099846,-1122685646,-1135053221,-1111123861)+W(9,-1104035684,1041076323,-1111215245,1034115809)+W(10,1031181077,-1123703892,-1116488683,1037142243)+W(11,-1154287506,1025316569,994427506,1013422629);WS(1065940278,1034622363); +sum1=W(0,1042781009,-1105035701,1018945629,-1130882111)+W(1,-1106282856,-1093168999,1039562393,1048563851)+W(2,-1132163876,-1146137419,-1128564863,991352096)+W(3,1037583679,-1089961211,-1109081570,1038546130)+W(4,-1106056839,-1081267407,1065150616,1050832116)+W(5,1034240611,-1103163033,-1125259845,1040441019)+W(6,-1106689964,1025705412,1027338207,-1116833467)+W(7,-1093571617,-1098826451,1053064399,1063013875)+W(8,1014989293,-1132178841,1032573560,1037655800)+W(9,-1110899849,1000818681,1023675896,-1118439678)+W(10,-1098971955,-1103816344,1052844651,1043578884)+W(11,-1140385876,-1124029942,-1174556270,-1126802554);sum2=W(0,1025081894,1047796551,-1100582068,1042045232)+W(1,-1098032480,1051286467,-1130142714,-1120251562)+W(2,-1131598407,1028094206,-1114446743,-1122897683)+W(3,-1135649915,-1083821047,-1098661297,1051353130)+W(4,-1088973774,1066192686,1066411068,-1091982339)+W(5,-1114986235,1035402858,-1098476628,1048662352)+W(6,-1113123121,-1102707738,1041505758,1033093932)+W(7,-1096817778,-1124748705,-1116829613,-1108263063)+W(8,-1113670703,1040252082,-1105512115,1043244089)+W(9,1042774566,-1119704488,1036803556,-1111611431)+W(10,-1115318079,1039210409,-1105374597,1029093314)+W(11,-1113507172,-1136180467,-1115075522,1039955893);WS(1056991468,-1087030746); +sum1=W(0,-1104816506,-1123900599,1040392564,-1123211458)+W(1,1049039296,1031104918,1035944426,-1105628499)+W(2,-1119944116,1019968535,1038992913,-1110865210)+W(3,-1097679367,1050060447,1032323379,-1107179074)+W(4,1058030045,1044634502,1043269081,-1092912076)+W(5,-1113705364,1024115141,1052766173,-1092536332)+W(6,-1113372906,-1118981766,-1113154609,-1112698351)+W(7,1032247835,1043769326,-1111852653,-1098944114)+W(8,1016666555,-1113641643,-1111088882,-1101773536)+W(9,1036804874,-1117759553,-1117349658,1035059984)+W(10,1035537687,1048904265,-1099907470,1030188977)+W(11,1034739876,-1119368937,-1120093295,1017337855);sum2=W(0,-1100024892,-1091918952,1055370704,1038207100)+W(1,-1116235844,1051323790,-1108168198,1019998746)+W(2,-1132429552,-1131674494,1017416940,1028590129)+W(3,-1082116017,-1125190319,-1102268135,1017023961)+W(4,-1096201210,-1094794141,1060923636,1065911065)+W(5,-1107738152,-1115273448,1048662690,1032160655)+W(6,1048656820,-1118701724,1023693826,-1122475964)+W(7,1023749917,-1112111831,1025593786,-1095962080)+W(8,-1120617509,1032669658,-1121410776,1005611185)+W(9,1009208157,1017593165,-1120372849,1033230771)+W(10,1028403793,-1116942925,-1123799386,1022143062)+W(11,1007544955,990755743,1018425448,-1131420642);WS(1065408790,1036624080); +sum1=W(0,-1095782030,1036811736,-1118902603,1031689276)+W(1,1044865119,1048657234,-1099523235,1040908418)+W(2,-1124793181,-1132122507,-1114118270,1010781241)+W(3,-1106389326,-1116251760,-1130349122,-1130392064)+W(4,1056569877,1059819669,-1088986706,-1100633526)+W(5,1010247305,1021657598,-1109527143,-1105362262)+W(6,1016267643,-1116551776,-1120117724,-1124855342)+W(7,1057017186,1059687187,-1093812931,-1097124896)+W(8,-1147394236,1019294354,-1105256235,-1101014271)+W(9,1029730958,-1110739566,-1114562026,1032115325)+W(10,1046000250,1058243684,-1093706094,-1102530619)+W(11,-1131137795,1010280523,-1118348593,1028862634);sum2=W(0,1028827850,-1115409151,-1131603511,1008018405)+W(1,1022982076,976919119,-1128423353,1048442625)+W(2,1023643398,-1142661114,-1110305290,1015261982)+W(3,1044469435,-1105522597,-1126539767,988821927)+W(4,-1106419532,-1069309764,-1080807551,-1144038842)+W(5,1024565032,-1156968388,-1128896061,1025710382)+W(6,1031515550,1029512486,-1154431236,1029044494)+W(7,-1077869698,1057375362,1047735839,-1100063920)+W(8,-1108906576,1040986767,1047372093,1034212953)+W(9,-1118759177,1017115388,-1134541747,-1144594818)+W(10,1074645104,1074183528,1040817807,1049631559)+W(11,-1109343217,1013497529,1028992794,-1121013958);WS(-1134496480,-1135409208); +sum1=W(0,-1118561391,1023949458,-1131032216,1012816882)+W(1,1042727039,-1111514505,-1135187513,-1172095542)+W(2,1038725048,-1118209095,940438235,-1101252924)+W(3,1025102291,-1098855254,1017081284,1015795842)+W(4,1044113108,-1088869665,1062211658,-1122643706)+W(5,1039141810,-1110868352,1037442288,-1099247502)+W(6,-1109465919,1018180354,-1114842158,1032335660)+W(7,-1090758606,-1097017583,1055550179,1053298610)+W(8,-1124785329,-1123999226,1038283500,1036453998)+W(9,1039697400,-1121622748,1020892138,-1121133019)+W(10,1024023145,-1131309822,1042088653,-1104417019)+W(11,984058180,985363057,-1111728213,-1127849669);sum2=W(0,-1123756397,1023474305,-1120185020,1027844464)+W(1,-1123223808,1048386893,1009596088,-1109401613)+W(2,-1128717516,-1197272208,-1119575836,1035039619)+W(3,-1120807818,1045181163,-1142892826,1033301171)+W(4,-1117881742,-1079085438,-1069578385,-1105464515)+W(5,-1129559846,1013531724,1032607110,1029989604)+W(6,1050514681,-1148494098,-1112219415,-1130897478)+W(7,1057107198,-1155326684,1033916695,1080182479)+W(8,1001587842,-1126181730,-1143648562,-1113328530)+W(9,-1124897908,-1112292483,-1123809910,1008317678)+W(10,1015620530,-1138311341,1038900121,-1111316356)+W(11,1011089790,-1129634008,-1144599918,1010222764);WS(1063953772,1006246735); +sum1=W(0,1023929568,-1113408580,-1103221880,-1129265445)+W(1,-1094701786,-1092563365,1053092565,1050480356)+W(2,1034664643,1012249970,-1114954585,1037312131)+W(3,-1152025615,-1124775629,-1113052252,-1129858606)+W(4,-1099755687,-1081976315,1058637767,1054804888)+W(5,1007014628,1034276907,1043978961,1041973195)+W(6,-1116248388,-1112901548,1035503657,970168057)+W(7,-1085039957,-1106127939,1052655373,1061520345)+W(8,-1121545966,1031841028,1037644971,-1109284733)+W(9,-1114551939,1012918985,1026538155,-1114702297)+W(10,-1104465584,-1094975651,1053852345,1043614208)+W(11,-1122618723,1015394179,-1153236991,1036504960);sum2=W(0,-1098605940,1047215192,-1096454441,-1108119214)+W(1,1036002502,1051355228,-1114546522,1035846227)+W(2,-1115932080,1019597651,1034086715,-1110269476)+W(3,-1103381544,-1128298432,-1119694402,-1110533412)+W(4,-1102267339,1055154953,1054173861,1042040175)+W(5,-1130886478,-1108620470,1033662351,-1102892813)+W(6,-1115663656,-1114162078,-1110958880,-1127729168)+W(7,1052945690,-1097546689,1035812038,-1103681801)+W(8,1033484697,-1106956606,-1135158408,1018137856)+W(9,1023974294,-1102917557,-1130979192,1023031785)+W(10,1033369183,1033695483,1043843622,1020649501)+W(11,1029836288,1026224246,-1106336801,998437331);WS(1049960663,-1098656338); +sum1=W(0,-1097905355,1038429850,1010743226,-1129270334)+W(1,1053746044,1050579558,-1094238830,-1106458043)+W(2,-1120671826,1036488405,1008020477,-1153859324)+W(3,1026505899,-1111354490,1036165346,-1116543140)+W(4,1060156652,1065413702,-1093117384,-1084542826)+W(5,1033306211,1035776465,-1122984978,-1101873487)+W(6,1012909508,1034045586,1026933359,1026370235)+W(7,-1110641506,-1140159326,-1093158415,-1096055524)+W(8,1015184758,-1115507932,1048347588,-1132001470)+W(9,-1139624135,1033987231,-1164389112,1009750007)+W(10,-1153271990,1046556600,-1098353419,-1113672231)+W(11,1024719161,1037016731,-1124973593,1027525597);sum2=W(0,-1107138382,-1092409649,1038605814,1007202997)+W(1,-1105521455,1031799434,-1111080585,-1101985157)+W(2,-1135144653,-1138707909,-1127152184,998286218)+W(3,-1086536233,1033842165,-1097778206,-1111184485)+W(4,-1102287591,1054124413,1062592323,1058778058)+W(5,1018462794,-1134709509,-1107786643,1043783051)+W(6,1050500010,-1107791267,-1126800416,-1107862779)+W(7,-1121603522,1039372702,1050870644,-1115904936)+W(8,1016336685,1035379787,-1103666737,-1104929125)+W(9,1035028069,1024236113,-1117103670,-1122928880)+W(10,1030823202,1012044041,-1137706913,-1115500703)+W(11,-1120475406,-1119073178,1042413442,-1123649878);WS(1045571246,-1101396513); +sum1=W(0,-1105879340,1031079263,-1135540454,1027156266)+W(1,1052608133,1052732944,-1094890856,-1095381975)+W(2,-1116386461,-1124519785,-1110160581,1036979366)+W(3,1036462891,1048275928,-1123826896,-1123739311)+W(4,1059410250,1057453824,-1081913239,-1086841044)+W(5,-1113888968,1015417435,986236332,1033495803)+W(6,1040289247,1033674439,-1138173481,-1110505155)+W(7,1053535332,1059217778,-1095054872,-1087831711)+W(8,-1106215130,1025380519,-1117509614,-1121128186)+W(9,1035302207,-1109766005,-1138775820,1019384210)+W(10,1056369955,1057086003,-1096527684,-1100616678)+W(11,-1132265864,1009437253,1031959012,1002559041);sum2=W(0,1025579445,1041684936,-1116086512,1023702857)+W(1,1030949885,-1127701406,-1100190580,-1107828603)+W(2,-1138881396,1031874044,-1101693823,1030056541)+W(3,991232624,1049263730,1024261913,1027064225)+W(4,1063977916,1081524863,-1121382305,-1127488618)+W(5,-1115029594,-1124133978,1032271344,1026840857)+W(6,994389040,-1121855219,1023117658,-1115739014)+W(7,1074557390,-1078514947,1041567276,1049530396)+W(8,1015337722,-1113125346,1024600809,1041139218)+W(9,-1121905805,-1114246345,1016675050,1011341860)+W(10,-1067412604,-1072747255,-1125328530,-1097196557)+W(11,-1157524144,1009384836,1045882874,-1110332083);WS(-1091844311,1066789497); +sum1=W(0,-1121934839,-1104655157,-1118280816,-1126657090)+W(1,-1094816004,-1096277599,-1150447404,1053346558)+W(2,-1196074864,1030410603,1026981217,-1134360567)+W(3,1036892560,1041291861,1034822275,1035276339)+W(4,-1095276499,-1085328499,1054539137,1061301148)+W(5,-1117233544,1032377106,-1132053288,1035239934)+W(6,1016354085,-1100932977,1027512241,-1122398524)+W(7,-1094948141,-1090319102,1052329175,1061579109)+W(8,-1113536398,1028691858,-1138204721,1041572288)+W(9,-1113195754,-1137558275,1036073133,-1105911320)+W(10,-1109759879,-1096198988,1052092547,1010492736)+W(11,1016723124,1004385343,-1122862318,1026669711);sum2=W(0,1022730742,-1107671502,976327856,-1130924015)+W(1,1039023607,-1100688592,1030703882,-1156842543)+W(2,1024455841,1015244616,-1113451109,-1147026848)+W(3,-1102494949,-1063244855,1032746467,1006816288)+W(4,1039287442,-1091568120,1084548157,1050591037)+W(5,-1121583866,1032201434,1034384724,1030233046)+W(6,-1117144683,-1118200508,1030725620,-1109752024)+W(7,1042495948,-1100624377,1030607420,1041535529)+W(8,-1112832588,984232072,1037336210,1024850879)+W(9,1023153636,1019358625,1013150272,-1118656485)+W(10,1033109796,-1135441064,1000111712,-1117378226)+W(11,1003511712,-1124806470,1025293966,-1123040622);WS(1062375148,982896070); +sum1=W(0,-1092346958,1042371688,-1141741512,1041356906)+W(1,1052252533,1048733184,-1100631199,-1098857839)+W(2,-1165233042,-1134397903,-1126563284,1050501706)+W(3,-1107640316,1037798623,-1121772047,-1123251246)+W(4,1057292943,1063732968,-1081710855,-1093348349)+W(5,1008063554,1032268279,-1111246422,1043133649)+W(6,1035668286,1026956462,-1156317853,-1138991637)+W(7,1061645578,1059891330,-1088318752,-1084667272)+W(8,988108978,1037368483,-1106214611,-1112114769)+W(9,1016120313,-1115727625,1011726474,-1161666833)+W(10,1051947731,1059995535,-1084607638,-1093940123)+W(11,-1138661789,1040598420,-1190508359,-1109426316);sum2=W(0,-1081699534,1035582541,-1111774062,-1087149149)+W(1,1074122230,1067224402,1078981756,1075074133)+W(2,-1097056662,1045566397,-1092574897,972078363)+W(3,-1087576154,-1082404199,1039123010,-1122195827)+W(4,1066418532,-1082120864,-1086433828,1080077903)+W(5,1049096521,-1109136155,-1101495601,-1094572008)+W(6,-1111170675,-1119441337,1055099903,1035630599)+W(7,-1078722695,-1083892454,-1080599553,-1073636555)+W(8,1034655424,1023040696,1051613332,-1124013413)+W(9,-1097950160,-1098859385,1060125526,1042757145)+W(10,1038753292,-1085615144,-1075310961,-1080969229)+W(11,1027077203,-1129411423,1056506110,1020974546);WS(-1073733835,-1077508759); +sum1=W(0,1043185540,-1120942224,999004239,1004911573)+W(1,-1084678800,-1094509130,1054442442,1056421033)+W(2,1009545653,1022285001,1020812405,1025064353)+W(3,-1136904037,-1114184455,1032559088,1008908284)+W(4,-1087084867,-1089134469,1066321721,1059517190)+W(5,-1118599969,1007063543,-1127746091,-1149079216)+W(6,-1112686066,1032555200,1021646261,-1123346838)+W(7,-1088382556,-1089853747,1052962698,1063474337)+W(8,-1149726053,1015641511,-1126936380,1027145139)+W(9,1005792618,1040940927,1036339578,-1114632613)+W(10,-1092765869,-1093589176,992460573,1044159722)+W(11,1023282088,981480241,-1126618160,1027348136);sum2=W(0,1040812131,-1136381199,-1123853806,1016441223)+W(1,-1083270432,-1123741604,1020713637,-1091551076)+W(2,1001473573,-1110846033,-1108424657,1054198423)+W(3,-1121560396,-1100123577,1016212045,1034027700)+W(4,1057043619,1065772322,1069362941,-1092123318)+W(5,1008724259,-1120589670,-1092584961,-1115262538)+W(6,-1100550013,-1105283667,1030169991,1025170155)+W(7,1058297195,-1091989226,1020763615,1050653373)+W(8,1040111989,-1104422780,1029919048,-1121642970)+W(9,1029487024,-1102325825,1020004331,1024326153)+W(10,-1092470882,-1106605421,-1094990109,-1121149602)+W(11,1027795061,-1115881428,1026718342,1039520200);WS(-1083424620,-1083774644); +sum1=W(0,-1107578509,-1112668224,995558823,1025997707)+W(1,1051882641,1045883512,-1098861996,-1116799831)+W(2,-1140244728,-1116793621,-1127946135,-1114213177)+W(3,-1109754213,1048694360,1015677409,-1132669247)+W(4,1060321715,1059777970,-1079768279,-1099316274)+W(5,-1131243108,-1129876893,1040276008,-1106758402)+W(6,-1099923633,1044345284,-1146244698,-1113673299)+W(7,1064776049,1036566882,-1098475085,-1093459346)+W(8,-1167573435,1020492609,1008462282,-1108196294)+W(9,-1117921566,1030760459,-1119640804,1028038186)+W(10,1042756750,1033934183,-1105585281,-1113981277)+W(11,1015090721,-1176961296,-1130472177,-1117078569);sum2=W(0,-1120118931,-1112851025,1006239848,-1120400279)+W(1,1044457775,-1095953339,1016448074,-1114073896)+W(2,-1137956564,-1122147671,-1112980685,1036833596)+W(3,-1101370370,1037781128,-1138878316,1033967902)+W(4,1065044078,1069276419,-1113781647,1047917593)+W(5,987310366,-1187381491,-1110041421,-1119396143)+W(6,-1100258045,1002346920,-1135736068,1012842788)+W(7,-1075186216,1035717470,-1114666278,1045546113)+W(8,-1131003226,1029533357,-1120766465,-1132903556)+W(9,-1112182778,995892591,-1120658117,1028356101)+W(10,-1097061266,1049663208,-1115876966,1002645288)+W(11,1003776904,-1150885167,-1123504973,1015304410);WS(1055938007,-1113494123); +sum1=W(0,1028210664,-1117675639,1005413771,1002908945)+W(1,-1135464580,-1095959351,1035958810,-1133494457)+W(2,-1131269290,1035203030,1040264713,1008466835)+W(3,1040926954,-1118443670,1016082831,1025040167)+W(4,-1087581816,-1121242873,-1101702418,1041989700)+W(5,-1116685065,-1117662885,1034336763,1048292991)+W(6,1040854289,1046508410,1024456642,-1114102015)+W(7,1048632765,1052220147,-1093641223,-1098047787)+W(8,-1132796663,-1144182458,-1183964258,1043249233)+W(9,1019764906,1029150738,1006080470,-1121270129)+W(10,1025236686,1042463785,-1102768646,-1111985289)+W(11,-1137681823,1031884341,-1131127167,1036425152);sum2=W(0,-1103329032,-1114547380,1034952858,-1148833389)+W(1,1036545465,-1111710878,1019372679,1039527980)+W(2,-1111163586,1025974311,1042452640,-1140514638)+W(3,-1099667252,1046239383,1044582101,-1131645803)+W(4,1040867364,1074171367,-1095619156,1017530647)+W(5,-1102843950,1030125627,1046568773,1048394746)+W(6,1038848953,1023994452,1041029558,-1100126968)+W(7,-1072583834,-1089175055,-1122648352,1053527025)+W(8,1045672947,1033990232,-1095650184,-1104419698)+W(9,1040593566,-1104909140,1038559400,-1101188496)+W(10,-1110512168,1048723535,1034383711,1048348234)+W(11,1039972451,-1123744674,-1105559093,-1113024814);WS(1054254551,1014537956); +sum1=W(0,1035774671,-1130008697,1018675757,-1121039367)+W(1,-1132150029,-1122251932,1008273253,-1112598570)+W(2,1040615567,1003469451,-1109769252,-1109088445)+W(3,1030747950,-1107714718,1028321069,1022410264)+W(4,1041075666,-1100441032,1061840455,-1093495169)+W(5,1040565356,-1126038165,-1105690119,-1103842329)+W(6,-1097508911,-1100889147,1035879540,1032078897)+W(7,-1084814013,-1090418276,1058139578,1062686448)+W(8,-1115375938,-1105705223,1045096257,1049125597)+W(9,-1111836109,-1112194220,1035017184,998902321)+W(10,-1098262366,-1104639554,1050365160,1050284599)+W(11,1030169589,-1123088958,-1137878196,1018266794);sum2=W(0,-1130282463,1008292026,-1151906447,1011204314)+W(1,1040567914,-1093705400,1036989282,-1119643322)+W(2,-1092395975,1041384381,1048788001,1058038651)+W(3,-1113509623,-1118416042,1015334447,-1132982086)+W(4,1046529995,1053486166,1031871454,1023195387)+W(5,-1082188469,-1087135929,1061661513,1069827352)+W(6,1010705513,1015562377,1031867988,-1126682819)+W(7,1053627848,-1097180463,-1105750465,1036745108)+W(8,1050130047,1062283738,-1083563182,-1076895592)+W(9,1033032763,-1171211484,1019402007,-1118412630)+W(10,1042871577,-1098551422,-1132045005,1024841875)+W(11,-1108358221,1058279550,-1093245544,-1102862368);WS(1057163500,-1105993220); +sum1=W(0,-1127293622,1045431725,-1121502764,-1117201821)+W(1,-1119279260,1032698105,-1097880614,1046510122)+W(2,1018908832,-1110256660,1044535287,-1111026820)+W(3,-1100979748,1049617722,-1105708961,1035599249)+W(4,-1097882833,-1088567265,-1099817760,1061106926)+W(5,1024080836,-1117593824,1053288920,-1095331735)+W(6,-1110465655,1042176840,-1100922079,1039647740)+W(7,1058361641,-1097567811,-1109566363,-1119635500)+W(8,1027464313,-1113789929,1050620014,-1096979757)+W(9,1018827936,1001114727,-1136735831,1009912816)+W(10,1036626725,-1111863248,1037588842,-1147860066)+W(11,-1159432152,1012647057,1037098289,999121112);sum2=W(0,-1107895050,1039805910,-1123342042,1032576295)+W(1,1038099246,-1120156902,-1102939450,1016729470)+W(2,-1114110583,-1124467804,-1128970625,-1122727069)+W(3,1052615154,1027679479,-1132748357,-1102694716)+W(4,-1100691281,-1098318717,1057040101,1050355566)+W(5,-1110408836,1035923921,997134844,1046407453)+W(6,-1183264704,-1127944484,1033817148,-1114775905)+W(7,1028185223,1043085543,-1098800812,1041423933)+W(8,1040728790,-1104134547,1023808656,-1094682594)+W(9,1017960690,-1117652574,-1109637447,942234367)+W(10,-1113846578,1025700351,-1113353192,1027447559)+W(11,-1111084310,1024627457,-1136470782,1033077879);WS(1069430838,-1077807532); +sum1=W(0,926704291,1035074891,-1123870031,-1123171840)+W(1,1024652287,-1104443381,1030377682,1028287308)+W(2,-1124249574,-1123723658,-1137933441,-1121358347)+W(3,-1102713036,-1094582899,1026708965,1012978707)+W(4,1049114747,1049334299,1064667974,1060355037)+W(5,-1124350158,-1155502135,-1095444677,-1102473935)+W(6,-1104095024,-1131766218,-1110089696,1032241614)+W(7,-1097738289,-1112895132,1023923417,1044883747)+W(8,996719039,-1114119663,-1115022670,-1112982200)+W(9,-1123449267,-1126388352,-1120091289,1013657340)+W(10,-1133494194,-1105084689,-1134219998,1023074654)+W(11,-1129702439,-1115595936,-1125652635,-1123735342);sum2=W(0,-1120278537,-1112747779,1032791968,-1176390445)+W(1,1041053822,1042596904,-1119517685,-1122813389)+W(2,-1120846771,-1150821318,-1132233097,1022193201)+W(3,1039675898,1025598156,1039748018,-1107216374)+W(4,1032712030,1055783944,1059349510,1061000499)+W(5,-1120324549,1006903493,1009116037,1037891533)+W(6,1049256042,-1105015824,1038133354,-1104895086)+W(7,-1099074048,-1084050573,1030867610,-1087513873)+W(8,-1117395279,1034659541,-1101549778,-1107732985)+W(9,1024448666,-1110290749,1013658503,-1123666927)+W(10,1040697602,-1106116496,1029186614,-1108606159)+W(11,-1115429715,1028618234,-1106656496,1022775251);WS(-1107817820,-1083770194); +sum1=W(0,-1103638846,1019165999,-1129878691,1033900161)+W(1,1053216608,1056291523,-1105602789,-1091016130)+W(2,1032252891,1005244003,-1114138529,1041711845)+W(3,1023785569,1041664750,-1131338575,-1129439246)+W(4,1057499003,1059566574,-1076846267,-1097747004)+W(5,-1129556050,1037921123,1043057225,-1107402783)+W(6,1007653393,1026305479,-1128788741,1015365308)+W(7,1057822998,1057215924,-1101714279,-1089110318)+W(8,-1126092988,1041959808,-1104471663,-1097881621)+W(9,1029035509,-1111132977,1024049691,1034359265)+W(10,1051239662,1055184137,-1089968180,-1095981534)+W(11,1025745172,1027268745,1032118072,1029122288);sum2=W(0,1017327589,1034893158,1045019344,-1108694073)+W(1,1037365040,1043169414,1020539438,1040440313)+W(2,-1123414724,-1142407924,1044490295,-1097181356)+W(3,-1100848825,-1146521528,1037993179,-1102469381)+W(4,-1179472005,1059039676,1062010427,-1091152854)+W(5,-1124070306,-1103656828,-1105305386,-1098856738)+W(6,-1136622056,-1122158468,1036817135,-1102369829)+W(7,1038217042,-1119445175,-1095264144,1017850914)+W(8,1025666621,-1105116469,-1098482637,-1109601321)+W(9,1036214504,-1109074807,-1123721670,-1116848662)+W(10,1048192551,-1115655698,1047380031,1045324437)+W(11,1027457629,-1121369495,-1105047780,1034613852);WS(-1121449656,-1084978473); +sum1=W(0,-1099605930,1028648016,1021114964,1045775831)+W(1,1054843763,1049277222,-1100836955,-1086366198)+W(2,1025802254,-1116658981,-1121703995,1044622847)+W(3,-1113195701,-1106810756,1032769888,1036495664)+W(4,1059006957,1062277595,-1088747404,-1085601027)+W(5,-1138285574,1043922200,-1122091582,1039106531)+W(6,1033523886,-1109837568,1043049231,-1134400474)+W(7,1060137529,1057384673,-1087596695,-1083936243)+W(8,1020367213,1042132230,1011169881,-1102614275)+W(9,1039225431,-1097941829,1043659613,-1112792957)+W(10,1045407794,1055835664,-1088234269,-1102874546)+W(11,-1132370673,1039326553,1048366450,-1118753961);sum2=W(0,-1105747151,-1103046200,-1122536322,1027272459)+W(1,1050147388,1054947781,1025881493,1058588727)+W(2,1040922163,-1157391810,-1098050255,-1089616072)+W(3,1043039962,1029006014,-1109953333,-1115599503)+W(4,1058930692,-1072349877,-1079698237,1025318337)+W(5,-1097372724,1029236731,1078384354,1020160348)+W(6,1049577028,1035298821,-1160853572,-1101108438)+W(7,-1069493839,-1072151832,1050247454,-1116019666)+W(8,-1111844849,-1095907204,1075828182,1078006681)+W(9,1043042004,1053260045,-1105305527,-1125199072)+W(10,-1072978341,-1072202568,-1094505007,-1104971590)+W(11,1046502148,1037030073,1072013431,1074567753);WS(-1076413686,1050217089); +sum1=W(0,-1103937453,981259974,-1140703701,1037264211)+W(1,1043075881,-1110472573,1015092336,1032015257)+W(2,-1144808135,-1126940256,-1115654547,-1122840185)+W(3,-1126374874,1042459879,-1119658251,1010880426)+W(4,-1140207123,1058975156,-1095655209,-1117441203)+W(5,-1127053849,1040888602,1016890098,-1121072785)+W(6,-1115463620,1040532067,1031154598,-1116247362)+W(7,1059127610,1049753500,-1097693400,-1089060935)+W(8,1021095812,990976051,1024224509,-1095200233)+W(9,-1110800684,1020764716,-1131976189,-1125273098)+W(10,1026525586,1038259412,-1115082479,-1116339093)+W(11,-1118091276,1016317274,1027865572,-1116764924);sum2=W(0,-1087030854,-1118716844,1028643349,1057721492)+W(1,976966634,1023362490,1050324940,-1098169441)+W(2,1010046217,1027499437,-1141117066,1023517212)+W(3,-1080168014,-1080273709,1059252612,1060288138)+W(4,-1115171624,1047291739,-1095791676,1016748144)+W(5,-1115470708,1034407868,-1099550108,1023617033)+W(6,1065839894,1065802380,-1086775589,-1088865108)+W(7,-1136639192,-1124716700,1048744751,1025332663)+W(8,-1116997486,-1138422172,1003901823,1041241265)+W(9,1052992874,1051057083,-1093527126,-1123025940)+W(10,1045176631,-1122660154,1047968677,-1103675095)+W(11,1028187249,-1121332252,1020688386,-1105682362);WS(1066004950,-1130673709); +sum1=W(0,1031654568,-1115365365,-1143212072,-1116101174)+W(1,1052873383,1046315731,-1112634148,-1088044468)+W(2,-1136500130,-1125315968,1018103788,1041536990)+W(3,1037471350,1044807147,-1115338446,-1110468285)+W(4,1053790292,1057379349,-1086079158,-1095270314)+W(5,-1143909091,1020745202,-1114923292,1044233532)+W(6,1036857292,1049500535,1016794668,-1108483849)+W(7,1062574892,1059566963,-1089120237,-1084922887)+W(8,1016815907,-1120057699,-1112535089,-1111082699)+W(9,-1116011560,1018991691,1013476922,-1129241385)+W(10,1043154809,1052540519,-1092328502,-1096691029)+W(11,1009076749,-1111113254,1045681849,1013224078);sum2=W(0,1059657103,-1120407882,1037489391,1049010278)+W(1,-1096253478,1044030983,-1091075041,-1081123115)+W(2,1042763848,-1123055347,-1110198086,1022187211)+W(3,1065561208,1065354919,-1115441721,-1120558834)+W(4,-1088412254,-1088804298,-1086070082,-1094693777)+W(5,1010460099,1037997843,979808314,1026065263)+W(6,1033902725,-1090673211,992841734,-1107156556)+W(7,1059822273,1048768363,1058489027,1048072918)+W(8,-1106407542,-1127526979,-1103664360,1015305348)+W(9,-1082019922,-1076779646,1042878013,1011333881)+W(10,-1110539158,1056386736,1065573397,1067731839)+W(11,1046102351,-1098151359,1041735451,-1102578162);WS(1047691950,1051513987); +sum1=W(0,-1106171493,-1148261013,1023115866,1022367675)+W(1,-1115678670,1039875161,-1138130365,1047705594)+W(2,-1119968336,-1146539325,1038987295,-1110486184)+W(3,-1110614526,1048684730,-1121417283,1025923810)+W(4,-1098498099,1059839847,-1092459648,-1138856554)+W(5,1031736900,-1113038256,1037143648,-1111291916)+W(6,1043654816,1037977761,-1123344254,-1135269348)+W(7,1055365231,-1110502987,-1117423671,-1088007377)+W(8,999460043,-1124410005,1038170008,-1116325726)+W(9,1018209505,1012206837,-1140725337,-1153116613)+W(10,-1108540005,1013205632,-1130685354,-1145599589)+W(11,-1170140361,1022378313,-1106962771,1024662707);sum2=W(0,1034638423,-1132037434,-1134949160,-1153456458)+W(1,-1118314715,1026400860,-1110235102,1026219462)+W(2,1020158000,-1129681397,1033998497,-1119545213)+W(3,1047224115,-1111241686,-1107040555,976205336)+W(4,-1098555575,1048945857,-1098519781,1041432515)+W(5,1034767622,-1100590807,1042089138,1038320636)+W(6,-1102088763,-1109506803,-1148458760,1031938263)+W(7,1066956313,1038098069,1045200456,1016119332)+W(8,-1131704894,1033722488,-1088147582,-1089428981)+W(9,-1119972538,-1122339703,1018102832,-1128058621)+W(10,1020127420,1026446934,1012163112,1026438298)+W(11,1036980701,-1126638758,-1114149729,-1103340362);WS(1065730166,1060778308); +sum1=W(0,-1157499671,-1122491724,-1155017835,-1109508860)+W(1,999270323,-1108915110,1039607429,1041425921)+W(2,-1122732458,1019165315,1019270959,1009856488)+W(3,-1101845990,-1123710636,1018445113,-1113193022)+W(4,-1093896302,1034241095,-1103201623,1059840031)+W(5,-1112299503,1031136123,-1124851701,1048952862)+W(6,1037579925,-1109701838,1027367671,-1116526739)+W(7,1065443257,-1115473720,-1119532176,-1086536234)+W(8,-1130156262,-1112137490,1042597895,-1100984082)+W(9,1024052458,-1155438706,-1116098736,-1113248331)+W(10,1023021127,-1169161851,-1135484603,-1131587533)+W(11,1035869970,1026435614,-1109972554,988759974);sum2=W(0,1023936292,1027011316,1040648348,-1117967445)+W(1,1036573845,-1090561506,-1081925843,1048994422)+W(2,-1136777476,1000734832,-1121546197,1025878262)+W(3,-1104815876,1032485416,1042642774,-1112630617)+W(4,1061477130,-1076993331,-1079286264,1069895227)+W(5,-1120512530,1043800887,1017402756,1006994724)+W(6,-1097739621,1008252288,-1108734545,-1134880336)+W(7,1074358700,-1082750513,-1093635474,1067803238)+W(8,-1115175264,-1106635673,-1124517798,-1094759274)+W(9,1027781874,1017816544,-1110919553,1042723069)+W(10,-1152591489,1040942069,-1113045602,1039731885)+W(11,1050798200,-1104563368,1015619872,-1128233335);WS(1051081815,1004177576); +sum1=W(0,1047378036,-1123222753,1009183853,-1127006616)+W(1,-1095193921,-1099314072,-1133548407,1040477302)+W(2,1015654525,1000220336,1033152150,984028115)+W(3,1030530563,-1112167248,1035550201,1030806032)+W(4,-1084986498,-1091645900,1067589976,1061394914)+W(5,1016832613,1007541309,-1104155199,-1134209438)+W(6,-1102096100,-1119963793,1031890286,-1148492092)+W(7,-1092420382,-1084371172,1056018877,1061693295)+W(8,1020442767,1016050244,-1117645071,-1126214664)+W(9,-1117414047,-1118879820,1033051522,-1122950699)+W(10,-1100397982,-1096248194,1054656608,1051876647)+W(11,1015156587,-1120116135,-1098736399,-1115478541);sum2=W(0,-1086393652,1061143042,-1107492679,1038737431)+W(1,1062117952,-1089713201,-1087802869,-1122890851)+W(2,-1105710539,1021198999,1047951996,1031555324)+W(3,-1086071985,1050160290,-1120313369,1048033211)+W(4,1059347527,1068761695,1074235084,1050554685)+W(5,-1103176732,1024031768,-1098359769,1026779363)+W(6,1036302581,-1118303985,-1127256174,1015799927)+W(7,1051722018,-1090432670,-1080828834,-1097102610)+W(8,-1105088271,1023611974,-1093586557,1043634021)+W(9,1030572627,1049210573,1025558434,-1108431753)+W(10,-1096060997,-1089293346,-1086660156,1051308486)+W(11,-1113357802,1042868230,-1099341241,-1093678452);WS(-1081907798,-1114644056); +sum1=W(0,-1099395677,-1134709766,-1170980595,1023775725)+W(1,-1100928459,-1112754945,1050593936,1055907631)+W(2,-1109439504,1017060589,1032148262,-1119324179)+W(3,-1099241994,-1120114113,-1126334628,1026005873)+W(4,-1087793848,-1087665246,1054687330,1058604967)+W(5,-1128826918,-1138112959,1038203192,1009969504)+W(6,1034531271,-1108351113,-1129163353,-1135823392)+W(7,-1104299004,1040795209,1034921283,1038229186)+W(8,1038462084,999099597,-1104169898,1028440637)+W(9,1019473342,-1110039318,-1129940170,-1151688884)+W(10,1040889398,1054318790,-1120708196,1018134455)+W(11,1007377992,1027667523,-1107725509,-1106565731);sum2=W(0,-1109792567,-1120391232,-1129970231,-1119441358)+W(1,-1107196821,992017798,1050978947,-1127769135)+W(2,-1113410550,1030775978,1040616080,1030789742)+W(3,-1103233485,-1103316489,-1135011770,1013923693)+W(4,-1095646457,1049668759,1054134565,1033489482)+W(5,-1115392393,-1108882435,-1124339641,1038693473)+W(6,-1104701758,961266788,-1115083307,1015830944)+W(7,1056508485,1047186396,-1110832497,1049300223)+W(8,-1145057435,-1118394614,-1086696217,1043974386)+W(9,-1120471806,1032096200,-1117182320,1009913072)+W(10,-1110580647,-1109467751,-1124368769,1049274561)+W(11,1032794842,1029776437,-1103392519,-1110322035);WS(1054547415,-1080700728); +sum1=W(0,-1106813137,1020745112,1000886579,-1118959255)+W(1,1049136707,-1113159542,1042266506,-1136179854)+W(2,-1110798213,-1133353861,-1135369949,-1121699838)+W(3,1000629071,-1089948699,1035589374,-1108938574)+W(4,-1117329322,1057279043,1058763908,-1114102394)+W(5,-1132246652,-1116069530,-1102488395,-1098171678)+W(6,-1104374042,-1115354302,-1120209015,-1115953331)+W(7,1058534976,1042941412,1034434840,1043996152)+W(8,1023843187,-1110056358,-1123101368,-1118338951)+W(9,-1115551813,-1107411355,-1114831416,-1130255148)+W(10,1024662339,-1115931546,1037557447,1030595334)+W(11,-1125104281,-1113468791,-1111356186,-1111680098);sum2=W(0,1010047952,1033813267,1006975884,-1104438281)+W(1,-1126834256,-1117623020,-1103312430,1041416137)+W(2,-1141914640,-1142859168,-1119875938,-1137643420)+W(3,-1104617278,1016682467,-1121830816,-1114845259)+W(4,-1091497753,1058017528,1030331467,1059878226)+W(5,-1115736166,1030249718,-1098691452,1032827109)+W(6,-1119230330,1016925125,-1109021584,1035922248)+W(7,1016098448,1041560361,-1127060444,1042445877)+W(8,-1111253212,-1153808400,-1110812698,1038105687)+W(9,1031893944,1028042677,-1116080890,1024387710)+W(10,-1112957506,1032681483,-1113418625,-1106783001)+W(11,-1114320479,-1122393388,-1112120334,1032692112);WS(1052913623,1049378679); +sum1=W(0,1042960148,-1131398976,-1140317417,-1122838827)+W(1,1057292387,1051976144,-1096052024,-1086626395)+W(2,-1155224026,1021209962,-1115050310,1037967453)+W(3,1047376245,-1142164473,-1119624720,-1125024735)+W(4,1057250406,1065554348,-1082562971,-1085621156)+W(5,-1137632582,1041116332,-1105683981,1033197251)+W(6,1052155164,1026436976,1000517975,-1114511683)+W(7,1052193006,1054127476,-1091398264,-1087926293)+W(8,-1114068531,1019309136,1031945184,1022767638)+W(9,1040745327,1037554661,-1118732996,980913767)+W(10,1052669955,1051850318,-1088065070,-1096441475)+W(11,-1119607996,1029050594,1041425290,-1117629257);sum2=W(0,-1113890565,-1113695617,1026695603,-1128729473)+W(1,-1116238263,1032966985,1046246583,1030681183)+W(2,-1088819879,-1094452995,1060417287,1054381777)+W(3,1012493154,1007226362,1038041001,-1122814467)+W(4,1063042504,1066720275,-1105895610,-1119541727)+W(5,-1073258706,-1071852139,1069419683,1065151040)+W(6,1022932917,-1121347205,1029245131,-1114364242)+W(7,1061802664,1054635319,-1109256305,1013035938)+W(8,-1071972143,-1076852924,1067716376,1070184946)+W(9,1028217359,1005475605,-1131614889,-1114309631)+W(10,1034508407,-1114817272,1018572933,1037707015)+W(11,-1084913408,-1086618913,1057796391,1063333907);WS(-1080205366,1054586731); +sum1=W(0,-1104231365,-1118125300,1034516295,1028285119)+W(1,1018315643,1050987674,-1098317298,-1105384067)+W(2,-1107795033,1030553289,-1103331232,1050517144)+W(3,-1122896269,1031422323,1028158052,-1114270114)+W(4,1045079495,1065887519,-1084181862,-1102251495)+W(5,-1134423957,1039594145,-1106919576,1044797187)+W(6,1042423964,-1113275778,1015275709,-1122816794)+W(7,1058366107,1055927247,-1102645126,-1083878719)+W(8,-1127143669,1007528111,-1127822612,-1136969466)+W(9,1035567225,-1113291743,1026827799,1008209269)+W(10,1042520123,1054820368,-1095155767,-1094749758)+W(11,-1112108944,1010334934,1023800268,-1111681950);sum2=W(0,999332143,1021267259,1015687849,1018519238)+W(1,1033756160,1042746528,-1105547391,1041061518)+W(2,-1074851124,-1079967238,1066765865,1071473984)+W(3,1021268373,1001850235,-1154321191,-1123243110)+W(4,1026544409,1057524548,-1097359239,1034089943)+W(5,-1079279124,-1081222132,1059938647,1067795051)+W(6,-1122367554,-1149097003,-1137574530,-1147705571)+W(7,-1128118669,1033087855,964634475,1024181853)+W(8,1036308208,995399503,-1109247299,-1126584943)+W(9,1028798873,-1120881342,-1123293958,1025499637)+W(10,-1129467393,-1131901697,1038775557,-1139074510)+W(11,1006964374,-1131371017,-1137941026,1002507759);WS(1032292188,-1145187004); +sum1=W(0,1026282854,1032165735,-1124591439,-1121091224)+W(1,1041424886,1053335502,-1099744666,-1110430066)+W(2,-1130362518,1026340962,-1097458647,-1163709786)+W(3,1048823572,-1113803654,1009701366,-1121198813)+W(4,1045555550,1044961340,-1109489438,-1088767505)+W(5,1020242430,-1136150382,1038271382,1040806261)+W(6,-1119045850,-1092992668,1026658136,1007646671)+W(7,-1098280566,1043075732,1047050636,1041537816)+W(8,-1117600916,997023189,1037260307,1040783354)+W(9,1019935126,-1119672872,-1122546321,1020346030)+W(10,-1107270401,1047792295,-1110555528,-1121506375)+W(11,-1124456788,1026784415,-1120965766,1000329008);sum2=W(0,1027036707,-1119221834,1024423113,-1120115102)+W(1,1037973272,1049287438,-1122478763,1028744443)+W(2,-1114092190,1034186497,-1096539764,-1111409649)+W(3,1034928052,-1115806512,-1162462122,-1131404107)+W(4,1047707985,1065549495,-1117650486,1034534080)+W(5,-1111870688,-1104163224,1059270295,1032305459)+W(6,-1133321326,-1101382306,1035047655,-1116017912)+W(7,-1079218451,-1101676179,-1105332910,-1108495610)+W(8,-1116841516,1038206879,-1108544028,1053073262)+W(9,1029706393,1023154260,1011265421,-1146105278)+W(10,-1109811124,-1116861489,-1113944011,1038914207)+W(11,1004549098,1021319568,1023662974,-1125217018);WS(1065238444,1029810764); +sum1=W(0,1035631050,998132025,1033625479,-1117664959)+W(1,1044376095,1041425605,-1110409480,-1105662947)+W(2,-1144996235,1002652741,1029921727,-1180059800)+W(3,1046740798,1049143094,1026353828,-1121511107)+W(4,-1117226857,-1088462543,-1117398499,-1115600622)+W(5,986508455,1031133314,1050498082,1047596134)+W(6,1044265580,1037075730,980940712,-1154871713)+W(7,-1090821428,-1099167518,-1109487884,-1101622768)+W(8,-1119889178,1038687768,-1134957959,1032067983)+W(9,1028486865,-1128624253,1025470327,1018182811)+W(10,1039936213,-1117520833,-1120941494,-1112099063)+W(11,-1122286680,1032539083,1019194744,1021107193);sum2=W(0,-1109237812,1029641913,-1126103938,1027136813)+W(1,1028116649,1041211299,1047599733,-1131106290)+W(2,-1132573667,1022404146,-1119521049,-1115313320)+W(3,-1108335880,1016569578,1023841561,-1134438995)+W(4,-1092284431,-1103461794,-1076957808,-1097134429)+W(5,1016921434,1027441157,1040752059,-1100904528)+W(6,1032415828,999116870,-1130954514,1003327910)+W(7,1073063564,-1111597872,1037851390,1044824498)+W(8,-1106952976,1036890340,-1112786376,1045381268)+W(9,1003972614,-1138234067,994333964,-1135210803)+W(10,1033926584,-1115472968,1043898273,-1123469057)+W(11,-1110049884,-1139674515,-1137298819,1034574746);WS(-1111543132,1053084187); +sum1=W(0,1029336727,-1100473306,-1116548448,1033211657)+W(1,-1089574549,-1097689349,1042013257,1056808676)+W(2,1035575202,-1114691470,999357322,-1112225370)+W(3,1036113196,-1100606697,-1112421659,1043994373)+W(4,-1087296749,-1082434496,1060655799,1061342772)+W(5,1040681774,1045312421,-1100755553,1042186215)+W(6,-1117467379,1024205686,1042588164,1033458902)+W(7,-1087667391,-1091727169,1057924951,1059165410)+W(8,1039236406,1042949980,1041805473,1042539448)+W(9,-1098518156,1010302211,1042106754,-1106715184)+W(10,-1095816456,-1093601226,1057649845,1042727104)+W(11,-1113675407,1035739628,-1114265639,-1105873704);sum2=W(0,1006854517,-1114095075,-1106855677,1036389819)+W(1,-1104547241,-1120692701,-1106885840,1049279774)+W(2,1032391465,-1098591621,-1096936463,-1140479293)+W(3,1044374087,-1105124479,-1109245550,1031620401)+W(4,1045612807,1058901209,1054861276,1052305677)+W(5,-1115708783,-1081363743,-1092919117,1051540981)+W(6,-1105277948,1043212463,-1132619277,997072274)+W(7,1054428932,1034709627,1046093411,1057655059)+W(8,-1090444858,1017473602,1034565381,-1129490106)+W(9,-1104242691,-1113287926,1049991282,-1096737767)+W(10,1054770354,-1094426804,1057224822,-1094755169)+W(11,-1098730750,1044114915,1030915645,-1092959620);WS(-1084020140,1068126260); +sum1=W(0,-1156074282,-1103771606,-1137936208,1006295077)+W(1,-1097931528,-1091558419,1049395923,1049019906)+W(2,-1123621559,1023627215,1040511881,-1117241095)+W(3,-1104490636,1038480604,-1149620895,1034316741)+W(4,-1086810430,-1099102215,1033598516,1061237576)+W(5,-1108467318,-1115694024,1044377854,1040083512)+W(6,1018703789,1041233006,-1110713826,-1141477121)+W(7,1059440745,1018408058,-1098857908,-1094713154)+W(8,-1120119968,-1145494414,-1146014215,1044961993)+W(9,1031629367,1005339683,-1159113641,-1119964867)+W(10,-1122483505,-1108866660,1036793310,1023717620)+W(11,-1122997930,1007729326,-1129764324,1038059949);sum2=W(0,1025130698,-1134749664,-1114453597,1015277664)+W(1,-1117062871,-1115087054,1033917561,1027591084)+W(2,1019605180,-1131991228,-1114105716,-1101670769)+W(3,1032879133,-1134874844,-1112547401,1036987011)+W(4,1055956188,-1108159193,-1114337945,-1126832950)+W(5,-1104354242,-1097147867,-1123425664,-1097729634)+W(6,-1112115766,1018163604,-1116674795,1038859445)+W(7,1052262112,1032023389,-1114930086,1026538526)+W(8,-1101321392,-1100180330,1047994902,1058230624)+W(9,-1128408082,1003243264,-1127718668,983557058)+W(10,-1105383385,-1120777676,-1132712652,968847366)+W(11,-1106875572,1009596296,1042953566,1046456588);WS(1044178094,-1112419455); +sum1=W(0,1028145051,-1106904202,1014469647,-1131480425)+W(1,-1113746394,-1101407218,1050878345,1050373320)+W(2,1005496122,1009224698,1036986154,-1097767254)+W(3,-1114114798,-1103921210,-1111970637,1033460669)+W(4,-1089975999,-1083033439,1061375910,1059597501)+W(5,1010606701,-1155279741,1025899544,-1106579916)+W(6,-1104772954,-1105642670,1028778773,1018155424)+W(7,-1089702156,-1100724747,1054878354,1062331213)+W(8,1027233072,1015772371,1032512190,1034746546)+W(9,-1122369255,-1105836421,1036392279,-1120733619)+W(10,-1095744476,-1096031599,1057064179,1050980308)+W(11,-1131981388,-1140419566,-1120232930,-1113254377);sum2=W(0,-1120335698,1016883675,-1105410550,1044058702)+W(1,1021344157,-1104385836,1035757794,1041124235)+W(2,1057976488,1058928386,-1085495757,-1087803383)+W(3,1032351899,-1103364509,-1119512188,1033398047)+W(4,1068114101,1052569394,-1105098443,-1105578788)+W(5,1051244378,1048853947,-1086748155,-1081571635)+W(6,-1123961512,1043612533,-1129503263,-1121578506)+W(7,1027075889,-1095293941,1025665274,1037191880)+W(8,-1130402783,-1124003088,1048618044,1031589750)+W(9,-1110855577,1044044613,-1116781712,1005093795)+W(10,-1113226379,-1106316439,1023695645,1024086018)+W(11,1010599720,-1120128288,1039073287,-1121765158);WS(-1095246679,-1087513362); +sum1=W(0,1005582218,1034119552,998672596,1027634667)+W(1,-1093682933,-1099832192,1049059024,1054139855)+W(2,-1142612208,1024339285,1040529483,1002440559)+W(3,-1098084154,-1141537276,1026870673,-1149130110)+W(4,-1089047862,-1088853800,1065515488,1052649123)+W(5,1025618962,1014930618,-1126585773,-1122861959)+W(6,-1098155038,-1115874224,1027369115,1006905115)+W(7,-1084571535,-1097071228,1053781857,1064339388)+W(8,-1117714471,-1136815962,-1105399392,-1099945809)+W(9,-1130796284,-1110211381,1027010724,-1156874400)+W(10,-1107001190,-1095503614,1056042372,1050040635)+W(11,1018962754,1028298602,-1117200441,1023818537);sum2=W(0,1041438934,-1119369172,-1131412357,1021849900)+W(1,1035803991,-1111021944,1021256857,-1128850825)+W(2,1028120411,-1109090883,1042971908,-1100551265)+W(3,1040592619,-1114002177,-1125196517,-1118206650)+W(4,1038923952,1072474004,1025252531,1046750596)+W(5,1026074630,-1100770381,-1083937830,-1109478151)+W(6,1032710077,1044882286,-1144348946,1035111533)+W(7,1077302109,-1095554578,-1128830461,1048692472)+W(8,1049109423,1041329596,-1084038225,-1067064389)+W(9,-1106944856,1034465258,1020034266,1021086832)+W(10,1044371493,-1126088605,1034167215,1032666924)+W(11,1033664959,-1114595648,-1103479472,-1106119426);WS(-1086863724,-1072185677); +sum1=W(0,999422396,-1108936247,-1117432553,1028385114)+W(1,-1096116227,-1097427086,1053618221,1054099261)+W(2,-1139590961,1021035463,1026659130,-1144842721)+W(3,-1104614655,-1104994067,-1109809663,1039695343)+W(4,-1085349189,-1083398775,1062802560,1060257868)+W(5,-1123772160,-1103266023,1038629270,1037424170)+W(6,-1154652341,-1146863602,-1123921882,1021420394)+W(7,-1099176000,-1110026089,1045520765,1056152893)+W(8,1017905387,-1111374457,-1118540449,1048207210)+W(9,-1114930982,1034006493,1022384484,-1130768465)+W(10,-1104661441,-1115290030,1050379178,1044268562)+W(11,997564786,-1108736604,-1101129750,-1129199023);sum2=W(0,1040406414,1017997140,1028330563,-1122660132)+W(1,-1096101684,1022732374,1025921746,1007232002)+W(2,1041847394,-1105481885,1041150821,-1114861255)+W(3,1025264396,-1103384157,1045687787,-1115262781)+W(4,-1102241564,1055010544,1040909479,1043786284)+W(5,1055232297,1061241514,-1078483413,-1094431556)+W(6,-1151694751,986929807,1029063313,-1108704409)+W(7,1057419270,-1126901852,1043690826,-1108714653)+W(8,1063042984,1067726336,-1078269109,-1079156700)+W(9,1026201848,-1115691336,1013546756,-1116092784)+W(10,1047767958,-1115096031,1038266954,-1119932664)+W(11,1054314043,1052159629,-1098859524,-1092610189);WS(-1100931758,-1079897221); +sum1=W(0,-1105750735,1038153885,1034941050,1002503979)+W(1,1042140489,1051948423,1017797614,-1109125113)+W(2,-1119888216,1035399096,1024057510,-1126416416)+W(3,-1105238364,1049149819,1040768819,-1106318298)+W(4,1034322060,1059094088,-1090093369,-1095922988)+W(5,-1104877795,1042879258,1040510958,-1103862864)+W(6,1028324215,-1106412131,-1141069099,-1115730241)+W(7,1049017573,1050624300,-1102230944,-1091054939)+W(8,-1120272065,-1112985689,-1106256757,-1112163155)+W(9,1039911116,-1114353739,-1123362142,1027555620)+W(10,1045992036,1043140938,-1097766172,-1127686569)+W(11,1033961137,-1117933580,1018029782,1017980086);sum2=W(0,1039272612,-1120265428,-1106915273,-1118098210)+W(1,-1107428188,-1111026913,1043187452,1033865352)+W(2,-1138511840,-1129236656,-1108614463,1041731770)+W(3,1047577900,-1112696018,-1115506453,1038839398)+W(4,1034998667,1068488571,-1090204449,-1107536005)+W(5,1049639209,1065503173,-1073443109,-1104254290)+W(6,-1123012045,-1123570623,1016491198,1032442192)+W(7,-1096446249,1013219076,1042935567,982996928)+W(8,1035312463,-1104804103,1041050172,1040126834)+W(9,-1121836120,1026228225,-1145352236,996494424)+W(10,-1101384300,1023915500,1030161309,-1120793710)+W(11,1040382819,-1106858818,1038049010,998034192);WS(1060652716,-1122012062); +sum1=W(0,-1113850590,1022556549,-1120727741,-1136700086)+W(1,1056384406,1052398904,-1098011208,-1093156519)+W(2,1021600449,-1114714908,-1106430355,-1101587139)+W(3,1030968440,1036351121,-1102129381,-1136846536)+W(4,1062519968,1061355096,-1079676696,-1100004083)+W(5,1016310696,-1113036024,-1107897312,-1132405458)+W(6,1049961616,-1119797202,-1111246103,1035874533)+W(7,1059521337,1052440101,-1087704492,-1097573322)+W(8,1022545811,956768943,-1109566980,1048756772)+W(9,1037896960,1033695743,-1111739075,1019584793)+W(10,1048869443,1048091420,-1092447605,-1096988084)+W(11,-1121983087,1018273385,1043876621,1020055223);sum2=W(0,1033535752,-1102458559,1028726521,-1134928360)+W(1,1056652859,1048810536,1031241917,-1108867200)+W(2,1034782854,-1123876292,-1100509489,-1094974673)+W(3,-1114678181,1050124192,1041988393,-1102649789)+W(4,1051021341,1036208495,1056497468,1028753942)+W(5,-1100025719,1037384204,1034323322,-1100441695)+W(6,-1102215651,1032107719,-1125378124,-1105797881)+W(7,-1099717915,-1114740583,1057082230,-1090602802)+W(8,-1098766868,1024245049,1041259997,-1115767916)+W(9,1014416128,-1119150822,-1134413224,1034345705)+W(10,1002570703,-1101875417,1025484112,1023046526)+W(11,-1114560124,-1112409616,1037850051,-1122784508);WS(-1104650926,-1097620835); +sum1=W(0,1025795527,-1105437010,1021304961,-1121602225)+W(1,-1105175020,1045711217,-1108985665,1046345311)+W(2,1000929055,-1145522137,-1117138161,-1160491701)+W(3,1039870965,-1097752993,1033606955,-1132438763)+W(4,-1093274991,1062570208,-1144407721,1041625463)+W(5,-1117941464,-1122762228,1049985633,1040158758)+W(6,1037504305,-1109081755,1032325913,-1119908749)+W(7,-1099088029,-1097698093,1047145475,-1100934531)+W(8,-1109694278,1026835862,1004919651,1037586881)+W(9,-1121171172,-1116159153,1011690407,-1112547088)+W(10,-1136783989,-1106563213,1036418740,-1119544288)+W(11,1024727664,-1126831120,999804916,-1124949278);sum2=W(0,-1122873970,-1100601593,1043997541,-1103930431)+W(1,-1139346648,1042591516,-1108032519,1048581640)+W(2,-1115391660,-1107477718,-1123657132,1030984702)+W(3,-1174042309,-1084779372,1046282803,-1102154605)+W(4,1045200151,1052027066,1068068442,1029742536)+W(5,1032437784,1025856678,-1086671314,-1106767363)+W(6,-1114322527,1046060831,-1116052960,-1106269056)+W(7,-1098651742,-1115540046,-1119470820,1051594943)+W(8,1036550683,-1121355040,-1127107345,1024653780)+W(9,-1115511338,1041954938,-1113135778,993204113)+W(10,1021777728,-1107159950,1020181836,-1138871916)+W(11,-1115373797,-1122730046,-1134598872,-1163609763);WS(1066180726,1071088208); +sum1=W(0,-1125280121,1001471451,-1139409238,1019239309)+W(1,1046613601,-1137946220,1012641888,-1096761986)+W(2,1022045682,1006921793,1047813898,-1107071425)+W(3,-1110062156,1036666525,-1117575980,1016498838)+W(4,-1089511315,1064065326,-1098591157,-1103040193)+W(5,1010038708,1025055882,1024305865,1045045936)+W(6,1049354787,1048739493,-1113394675,1000209679)+W(7,1058946251,1056455200,-1090655988,-1079760364)+W(8,990559266,1028621651,1013890551,-1110782371)+W(9,-1119525817,-1103045922,-1133365628,1030691589)+W(10,1048597558,1050574049,-1099636767,-1102803453)+W(11,-1118324476,-1146495466,1043476657,981956228);sum2=W(0,1043448685,-1133524329,-1110784932,-1132513434)+W(1,-1092624350,1047633966,1037755510,-1099364915)+W(2,-1119372495,-1105722911,-1103089496,1056566992)+W(3,-1107748756,1038994810,1015068960,1015163300)+W(4,-1120785461,1052941265,1041992963,-1102119678)+W(5,-1123661455,-1115405106,-1122308723,1032253510)+W(6,-1104237963,-1120882016,-1135254713,1033174530)+W(7,-1112171819,-1149514732,1015880446,1059473601)+W(8,-1126727948,1038410412,-1121912217,1028984470)+W(9,-1105704866,1042278645,-1132281738,1032888151)+W(10,-1106883398,1032085587,-1087682569,1034086136)+W(11,-1113287020,1025242322,-1121651695,1037486360);WS(1036385628,1044378228); +sum1=W(0,-1119989961,1024777096,-1122454178,-1125923878)+W(1,1034400041,1050462805,-1109744594,-1113894352)+W(2,-1119159494,-1136375156,-1118152051,1040468885)+W(3,1045742974,-1106270482,1034604284,-1106272614)+W(4,1057689729,1056885773,1049041391,-1081686591)+W(5,1016953331,1033159371,-1111838475,-1112362495)+W(6,-1097223397,-1112273196,1030894675,-1112814039)+W(7,-1082103097,-1111542214,1043400251,1058546239)+W(8,-1127987422,1008300000,1042722054,1051410218)+W(9,-1131680651,974203052,-1130721815,-1123079474)+W(10,1032256832,1030325078,-1127331477,1024933634)+W(11,1020481857,-1122308858,1028514056,-1104716944);sum2=W(0,-1124098806,-1105376950,-1118763531,-1126857538)+W(1,-1105780084,-1094874635,-1096176503,1017023528)+W(2,-1133097491,1036694112,-1140350635,-1128747572)+W(3,1037674477,-1110580495,1032593429,1031801448)+W(4,1071605005,-1075832971,-1078904043,1067983244)+W(5,-1111308161,1036064001,-1097243929,-1109792866)+W(6,-1116861031,1039467599,-1119835024,1004108563)+W(7,1065456263,-1112838992,-1111109918,1060638644)+W(8,1039332997,-1103055030,-1114824160,1040323331)+W(9,-1109178305,1033383777,-1169697445,1016299757)+W(10,-1104548941,1006549790,1040587540,-1098624444)+W(11,1027541135,1022453269,-1127435882,1033955221);WS(1044586414,987793058); +sum1=W(0,-1094962922,-1105742952,1029861564,981244734)+W(1,-1106851755,-1099782448,1054313512,1056192743)+W(2,-1109764848,1032524411,1027895469,-1119312576)+W(3,-1103252055,-1106380176,1008852553,-1127551587)+W(4,-1098041547,-1096188128,1048369556,1058042871)+W(5,-1110892330,1024237680,-1121596880,1019737521)+W(6,1039776063,1036900841,-1120415085,-1110264932)+W(7,1052995119,1058305414,-1097596121,-1104749720)+W(8,-1120426409,1026360866,-1098125906,-1106765091)+W(9,1025145152,1028803677,-1111219811,-1128191927)+W(10,1045503990,1055249646,-1103570473,-1105335335)+W(11,-1151171624,1031597860,-1101993823,-1106717007);sum2=W(0,1038321486,1032730216,-1116947191,-1170894487)+W(1,-1093894288,-1109920837,-1102463031,1053283699)+W(2,1046510222,-1098101478,1047091130,-1100030896)+W(3,1034140662,-1104751545,-1112734885,1031282910)+W(4,-1089191295,1065532097,1054507486,1044178467)+W(5,1046381950,-1113780206,-1095028025,-1097946325)+W(6,-1102906173,-1115060896,-1112368696,1042944653)+W(7,-1115680584,1029167633,1038784522,-1128523954)+W(8,1020709100,-1114933696,1050920778,-1094781909)+W(9,-1124833342,-1103764076,-1149951158,1023647443)+W(10,1021288403,1048070264,-1105151256,-1109068581)+W(11,-1114621382,-1120673083,1052479172,-1113980416);WS(-1114317660,-1079530866); +sum1=W(0,-1115918380,-1100871485,1045601427,1005492722)+W(1,-1116105277,-1115200394,1040297908,-1124407701)+W(2,-1125596386,1024917256,1034785295,1041270838)+W(3,-1122621547,-1094477942,1040691817,-1125684614)+W(4,-1103806788,-1097950923,1054673340,-1098312611)+W(5,1026343653,1033886401,-1103823208,1049040249)+W(6,1044150368,1041157065,-1122106750,-1138701159)+W(7,-1088150296,1040435582,-1120050519,1041833209)+W(8,1039772509,1028146611,-1121264402,-1129519613)+W(9,1039210328,1037992735,-1132247342,1010492340)+W(10,1025767275,1032362656,1025359158,-1116922669)+W(11,1030520276,1032249339,-1107139719,-1133614768);sum2=W(0,1035594747,-1130123766,-1116868484,-1155531695)+W(1,-1101564588,-1113096514,1034328851,-1111112193)+W(2,-1130931838,-1123313694,-1115452418,-1116834132)+W(3,-1121397012,-1115576312,-1106991844,-1135508412)+W(4,1029679690,1048453590,1050004218,1033705026)+W(5,1018386998,-1127714868,1029930774,-1152418495)+W(6,-1126221532,-1107263445,1001487940,-1135674828)+W(7,1050922209,1043692754,-1123887534,-1117911568)+W(8,-1121358676,1023927325,-1114385718,1007646710)+W(9,-1121744498,-1125291430,-1131775200,-1119877490)+W(10,1034884616,1032206024,-1110635219,1017446183)+W(11,-1115969900,-1122013064,1016330315,-1122169416);WS(1066254326,-1103165682); +sum1=W(0,-1107990998,-1114107453,1027879829,1032736195)+W(1,-1102376817,1024426522,-1121888407,1040177417)+W(2,1019040113,1012754494,-1134855959,1034252186)+W(3,-1103287009,1041209406,-1123062443,1031762634)+W(4,-1086180914,1045901207,-1097968365,1058340070)+W(5,-1128188760,-1116847305,-1117801777,1048880356)+W(6,1039171204,-1113506869,-1148973229,1004281096)+W(7,1060563077,1045252895,1042461256,-1082040497)+W(8,-1149008906,-1140572507,1021862138,-1108119503)+W(9,1029657432,1042306865,-1130151676,-1119568276)+W(10,1035749465,1042341554,-1106785311,-1110264442)+W(11,1021245074,1010461490,-1125959462,1017288487);sum2=W(0,-1111267114,1044764288,-1124089023,1021177914)+W(1,-1105822865,-1100663157,-1106310853,1038432054)+W(2,-1122267795,-1121288215,1039738660,1037666445)+W(3,1026571855,-1103902938,1019818775,1026640236)+W(4,-1088005063,1066152263,1063205014,-1115065858)+W(5,1045614354,-1112191805,-1094681119,-1097556837)+W(6,-1139759728,1046869720,-1106530127,1019369915)+W(7,-1093573252,-1098236584,-1096246655,1054784388)+W(8,1041592438,-1110480242,1051664274,-1095778937)+W(9,-1116925721,-1107211067,1030498751,1038187852)+W(10,1033917272,-1107121631,1035488589,-1115197568)+W(11,1015983837,1022742082,1038730556,-1104072801);WS(1062838508,-1098141683); +sum1=W(0,-1129876167,1021336509,1033720508,-1134697126)+W(1,-1099161722,1019102333,-1104597903,-1116304310)+W(2,1030514076,-1118743028,1045312786,1038618718)+W(3,1014720225,1046652247,-1119656591,-1121504814)+W(4,1049624810,1058084844,-1082370571,-1101916102)+W(5,-1134396481,1009920435,1029119981,1036131058)+W(6,1047400131,1033072079,-1114868293,950602286)+W(7,1053105145,1050650780,-1096699752,-1091801796)+W(8,-1132133195,-1133963803,-1119884597,-1119759594)+W(9,-1139606129,1026913289,-1113093265,1034808260)+W(10,1034036747,1048726310,-1098146380,-1121911577)+W(11,990998386,-1121758433,1017329950,1024218735);sum2=W(0,1026947049,-1114533760,1018600110,-1120814392)+W(1,1029294693,-1096357662,1043306429,-1124609851)+W(2,1054044776,-1109773692,-1078857162,-1089366560)+W(3,-1112504706,-1107191892,-1124538308,1027325255)+W(4,1075131584,-1118772404,-1090928488,1030055965)+W(5,-1105806639,-1102685120,1060040329,-1106088729)+W(6,1023329910,-1124222597,1007599328,-1127260613)+W(7,-1092017575,-1113584525,1015958190,1046523168)+W(8,-1119137158,1032716843,1047822624,1045316672)+W(9,1024046209,1019591350,-1125977712,-1128821133)+W(10,-1109468012,-1105922548,-1115445424,1022187138)+W(11,-1120065319,1016647840,1038940063,1021757630);WS(1054286935,1054427377); +sum1=W(0,1031868724,1024526894,1015966225,-1139016422)+W(1,1027450488,1046711412,-1100637795,-1103470657)+W(2,-1113202838,1036202402,-1105992614,1036611766)+W(3,-1107528289,-1123790766,1029692191,1034481375)+W(4,-1098573729,1036148808,-1096987004,1043922306)+W(5,-1121078688,1006910195,-1138151730,1045477269)+W(6,1033739398,-1101429240,1037138557,-1118014037)+W(7,1053311986,1016118627,1045510949,-1103397016)+W(8,1033532379,-1135069562,1013880803,-1103945702)+W(9,1035472806,-1114181077,996243233,-1107878452)+W(10,-1127637067,1041113135,998962565,-1113746932)+W(11,-1112788047,1020627009,-1118755335,1041047838);sum2=W(0,-1114977231,1031676937,1020343611,998302909)+W(1,1036510752,-1117993552,-1115901635,-1111023634)+W(2,1033017445,-1113757911,1041465226,1004185429)+W(3,-1113383024,1053648356,1014080934,1029585253)+W(4,-1099268355,-1083342245,-1095412525,-1091081120)+W(5,1021941233,-1161911507,-1115471327,-1113451820)+W(6,1044096370,1042686855,-1115911996,-1135780688)+W(7,1034064765,1037488276,-1137657706,1066870285)+W(8,-1120710156,1018751107,1023464409,-1118193886)+W(9,-1108781434,1037265024,-1117868456,1018594371)+W(10,1014772326,-1113946823,-1126645268,1043350243)+W(11,-1148724493,967002060,1032826620,-1138084208);WS(1069042774,1023813606); +sum1=W(0,1029846837,-1113747494,982627530,-1120569815)+W(1,1052864835,1048856613,-1109565588,-1087916882)+W(2,-1130288148,-1136915076,1011966045,1037940281)+W(3,1033076468,1039673254,-1122018428,-1113058670)+W(4,1056781822,1059308179,-1085384902,-1095056850)+W(5,-1140629239,1027021082,-1107102153,1041407837)+W(6,1038190732,1046432919,1021479086,-1110295833)+W(7,1063669175,1059014405,-1089999723,-1083727323)+W(8,1007651659,-1128736648,-1110936865,-1111254596)+W(9,-1134594983,1016231853,1013049407,1001627822)+W(10,1044534497,1048044230,-1094610970,-1094559921)+W(11,-1139332738,-1114487747,1046858383,1025983877);sum2=W(0,-1088323667,1030684990,-1115645027,-1097118790)+W(1,1049654149,-1101283859,1056476304,1067177084)+W(2,-1108580354,-1124995735,1040556965,-1120538318)+W(3,-1081609065,-1082143899,1042765123,-1109249259)+W(4,1057270411,1055747315,1061996602,1058423359)+W(5,1017763415,-1114753052,-1120372038,-1122455315)+W(6,-1102809807,1059694558,1028792702,1015795842)+W(7,-1087207348,-1106003210,-1085597397,1006287482)+W(8,1040354664,1033427208,1042932361,-1106540179)+W(9,1064574838,1072110122,-1105083736,-1116071919)+W(10,1023804763,-1090423898,-1081832849,-1080103447)+W(11,-1098395984,1049644025,-1101912272,1048665861);WS(1046279854,-1100682627); +sum1=W(0,-1109896894,-1114421037,-1110611178,-1155754074)+W(1,1035511522,-1124410677,1030120983,-1107576521)+W(2,-1116898232,1008443967,-1114543731,1002805634)+W(3,-1131162933,1027993210,-1118509483,1022309140)+W(4,1038811574,1059809630,1062355587,-1094043528)+W(5,-1122237996,-1141634631,-1113128332,1039227081)+W(6,1040243222,-1117693450,1022155595,-1109973457)+W(7,1038778317,1046487839,-1110047247,-1094900881)+W(8,1021837827,-1132048229,-1109843880,-1105636701)+W(9,1019138289,996768085,-1117715774,-1107208537)+W(10,-1127423844,1039784548,-1107567326,-1110631994)+W(11,-1123472091,-1128081977,-1112311954,1004796827);sum2=W(0,-1107499970,-1112866732,-1111094572,-1155805362)+W(1,1035480223,-1148903065,1044264749,1022847832)+W(2,-1110725720,1021130376,-1114470280,-1120962569)+W(3,-1106540686,-1140638716,-1123681391,1028160711)+W(4,1040150233,1045538131,1057429467,-1155674450)+W(5,-1120260095,1009992044,1016428102,1010774604)+W(6,1031083122,-1139408516,-1119301235,-1116453985)+W(7,1031696457,1041846065,1025824831,-1106158641)+W(8,1026515918,-1114275912,-1118124541,-1120179561)+W(9,1034592379,-1116565509,-1115385578,-1108559318)+W(10,-1120456085,-1129601606,-1121519923,-1111164410)+W(11,1011855672,-1115407958,-1119709653,999266665);WS(1068834358,-1130516755); +sum1=W(0,1034114243,-1095778974,1043574522,-1110020716)+W(1,-1102038774,1035735542,1048936405,1048068617)+W(2,-1110620517,1038840817,-1100504766,1031998965)+W(3,1047457188,-1108460854,-1129582842,-1110718798)+W(4,-1105529591,-1096174934,-1114164062,1038642250)+W(5,-1109142655,1023990363,-1130108598,1047377413)+W(6,1054126843,-1096959660,1034180284,-1114402010)+W(7,-1112126358,1043709316,1049433806,-1110583455)+W(8,-1122044916,1040978881,-1095231947,1044906670)+W(9,1033414773,1039130852,-1111247176,1025857751)+W(10,-1123546692,-1112879245,-1119539023,-1136840220)+W(11,-1131191403,-1115530151,1035429307,-1130058411);sum2=W(0,-1108165952,1040753488,-1125442959,970017593)+W(1,-1102798485,-1088611471,1000227776,1047729556)+W(2,1029593938,-1108133201,1049645408,-1142827268)+W(3,1033984686,1051322703,-1108273260,-1107196630)+W(4,-1087549565,1062180091,1055231112,1038319755)+W(5,-1114349374,1035145460,-1103837458,-1127043239)+W(6,-1113564209,1041587650,-1132402709,-1130992285)+W(7,1046553690,-1113546876,986706110,-1094436986)+W(8,-1114342182,-1146643074,1048231400,-1107399737)+W(9,-1116630320,-1122802752,988670622,1017358256)+W(10,-1120036494,1032902155,-1132214419,-1124437274)+W(11,-1126967424,1014303584,-1145381770,-1124561928);WS(1067517750,1033639701); +sum1=W(0,-1102897085,-1132678155,-1130341242,1025509678)+W(1,1037697110,1040728225,-1096924480,1023511162)+W(2,-1138182274,-1138791135,-1108434135,1039047450)+W(3,-1151042791,1013105800,1018375590,-1120272434)+W(4,1056422164,1062857884,-1086033191,-1094474081)+W(5,1010850641,1034477848,-1122589009,1032921189)+W(6,1041000592,1032243033,1026047982,-1116961737)+W(7,1058773976,1063905370,-1093123217,-1085852953)+W(8,-1112868181,1026848855,-1106044526,-1100255843)+W(9,1034904976,-1123793645,-1113724179,1025041660)+W(10,1050274619,1057695471,-1091335173,-1093479580)+W(11,-1122948276,1007925107,-1136654701,-1112977566);sum2=W(0,-1101718380,-1110599661,1047092496,-1101843642)+W(1,1051125372,-1092942861,1053918698,1046322966)+W(2,1050651985,-1101055683,1058235489,-1084762721)+W(3,-1127672356,-1096713677,-1098074183,1032746990)+W(4,1040369276,1074732797,1069438643,-1100340247)+W(5,1050412863,-1103557505,-1088693676,-1090389206)+W(6,-1104014372,1035860070,-1096910060,1053786699)+W(7,1050011098,-1080423025,-1083706115,1025809994)+W(8,1052371166,-1099152238,999981171,1053232821)+W(9,-1097849415,1051096852,1023876031,1043846267)+W(10,-1117530220,-1091623712,-1081917128,1048729218)+W(11,1041618808,-1123531943,1050919626,-1097505133);WS(-1098378327,-1087753140); +sum1=W(0,-1123262056,-1131552366,1013838405,-1149815841)+W(1,1053738584,1025605911,997589309,-1110243207)+W(2,1031741109,-1135340592,967065877,-1096838314)+W(3,-1114416842,-1103162646,1025974631,1021155853)+W(4,1049179692,-1094476095,1042062186,-1104972312)+W(5,1029594857,-1145022506,-1130981226,-1108406847)+W(6,-1099404299,-1100518162,1020943940,1017740987)+W(7,-1093068705,-1101042271,1059648114,1057054155)+W(8,1005012974,-1112923496,1010424693,1023051300)+W(9,-1111541722,-1098489580,1031952605,-1137239299)+W(10,-1111532695,-1100382705,1061110492,1047878460)+W(11,1030823984,-1113821120,989087216,-1117167136);sum2=W(0,1032463913,1031752431,-1111830177,1034695587)+W(1,1051055536,1010301739,-1104893727,-1087773887)+W(2,1028563957,-1111301343,1003908630,-1103774157)+W(3,-1103205904,1045285117,-1116805918,1017885202)+W(4,1045597173,1065451004,1061301409,-1114987001)+W(5,1042437558,-1106181364,999416278,-1107230114)+W(6,-1092035876,1044034906,-1113376464,1039973913)+W(7,1036331211,-1101789830,-1096259933,1053784665)+W(8,1014136811,-1127455968,1047293827,-1118216068)+W(9,-1097056010,1034392181,-1109344122,1024357631)+W(10,-1105822235,-1098597360,-1095057905,1015259894)+W(11,-1137717779,1017174230,-1139528651,-1119063058);WS(1051991511,-1090129628); +sum1=W(0,1035475128,-1103260128,1028979258,-1119709994)+W(1,-1099369674,-1107028176,1048862488,1044364174)+W(2,-1122358045,-1142000036,1037758213,1024914253)+W(3,-1099928080,1041023848,1025156752,1025569135)+W(4,-1092954947,1048877896,-1103260308,1054464119)+W(5,-1110227337,1023847918,992983000,1045752341)+W(6,1030722332,1040845476,1032797781,-1113846787)+W(7,1036105176,-1113372113,1039529634,-1090331224)+W(8,1018698636,-1139349278,1027244574,-1115078629)+W(9,1015665914,1032471277,-1126457798,-1137003429)+W(10,-1104520406,-1111431094,1036006161,1015668019)+W(11,-1131269376,1004297100,-1113568276,1039091960);sum2=W(0,-1098470129,-1096590117,-1117698064,1043798657)+W(1,1029962999,1037727050,1047971790,-1126555274)+W(2,-1131048284,1022180969,-1161955740,1028782608)+W(3,-1084690772,1065791971,-1101130902,-1102458928)+W(4,1008201251,-1083609361,-1099131342,1067678357)+W(5,-1120783295,1014843769,1051059538,-1103096568)+W(6,-1123809426,1019910088,1026623851,1025730631)+W(7,1031198846,-1113754273,-1117295572,1036453804)+W(8,1020274026,-1111232000,1041141064,-1106261335)+W(9,990258218,-1124630920,1012466631,995294154)+W(10,1030505142,-1136369090,1010360391,-1116170672)+W(11,-1127235720,1001879503,-1119361560,1028328942);WS(1062559660,1025273829); +sum1=W(0,-1098241838,1041017424,1004255955,1017067222)+W(1,1060515311,1050253504,-1088941672,-1088364567)+W(2,1036248943,-1133026900,-1115329590,-1113064427)+W(3,-1136327879,1032386976,-1109975080,1019590495)+W(4,1064814036,1061681108,-1083706517,-1087512143)+W(5,1008140615,1028690158,-1146803505,-1113817187)+W(6,1031451349,-1112687016,1004648665,1028071367)+W(7,1061080357,1052988124,-1092690193,-1089169701)+W(8,1010963867,1030651112,1031379878,-1112935650)+W(9,1040197151,-1105242363,999516190,-1129853588)+W(10,1048643203,1050105214,-1093365052,-1100415991)+W(11,-1133141907,-1139571464,1051227835,-1112391860);sum2=W(0,-1088438618,-1084402469,-1123128465,1058977722)+W(1,-1080154822,-1109667848,-1068917363,-1070888183)+W(2,1020668753,-1117456198,-1133954517,1057028315)+W(3,-1097793743,-1092491618,1025585093,1051128320)+W(4,-1080832517,1058335327,1078112044,-1079680807)+W(5,1031920962,1039195999,-1089499329,1057005952)+W(6,-1090336452,-1094761348,-1090331128,1043020026)+W(7,1067339759,1057746923,1070728174,1082393215)+W(8,1046190750,-1139309423,-1096630558,1038175360)+W(9,1032815200,-1080227574,-1101815127,1037612985)+W(10,-1122043266,1067785018,1066541275,-1090225897)+W(11,-1116527206,1046599598,-1086032969,1051816122);WS(-1077531606,-1068627295); +sum1=W(0,-1113367136,1048375560,1034866077,-1124767318)+W(1,1055377197,1047513184,-1099058463,-1095446127)+W(2,-1126382267,1025894069,1045191539,-1111814927)+W(3,-1104403272,1049955828,-1130761376,-1101653116)+W(4,1058086815,1061174628,-1087242437,-1090535733)+W(5,-1117513042,1008100281,1048150628,-1094831865)+W(6,1036710310,-1108970480,-1121310187,-1106412978)+W(7,1057172304,1056094244,-1096168584,-1088900579)+W(8,999030326,-1115104524,-1102502166,-1103308083)+W(9,1049541454,-1107579101,-1107982930,1040285922)+W(10,1047121222,1054731422,-1095682732,-1097928011)+W(11,1032672660,1025118882,-1103869114,1043510842);sum2=W(0,1021086937,-1119472758,-1109912068,-1118325221)+W(1,-1131106753,1030452362,1026424546,1043003051)+W(2,1007248641,1007569065,-1109242129,-1122810381)+W(3,1051951524,1028908234,1073210842,1055626857)+W(4,-1103671831,-1079815727,-1081037490,-1092928023)+W(5,-1112697430,1034566233,1035695099,1034708821)+W(6,1044779683,1039597247,-1108710534,1050117205)+W(7,-1105002867,1032627417,1044106321,-1093398148)+W(8,-1131640977,1020894429,-1112762482,1037167425)+W(9,-1130127373,1026547602,1005945059,1007734945)+W(10,-1108845723,1023992222,1019051617,-1119182686)+W(11,-1144614067,1009135009,999154803,-1120996683);WS(1027136184,1037475189); +sum1=W(0,-1116112165,1049686375,-1100957374,1032095571)+W(1,1049018533,-1106083983,1038845436,-1115063802)+W(2,-1107767341,1047825580,-1120251015,-1119314641)+W(3,1028374302,-1096656387,1008293424,1042581547)+W(4,1046087792,1044615055,1053200569,-1088748902)+W(5,-1104556803,1041068763,-1099043646,1034473457)+W(6,1033692244,-1105885187,1046313162,-1125080965)+W(7,-1090279185,1052904956,-1103807360,1024446429)+W(8,1035958465,-1106489925,1033985068,1029265287)+W(9,-1122471385,-1122778646,1032243376,-1104233593)+W(10,-1106111045,-1113201013,-1114896431,1048125173)+W(11,1037737330,-1123269230,1045413959,-1106885357);sum2=W(0,1028061230,-1090820835,1046942588,-1109957285)+W(1,-1110812851,1048459161,1047577084,1045893852)+W(2,1027149256,-1106934834,-1114577527,-1108048047)+W(3,-1168618571,1053631926,1035311457,-1108558913)+W(4,1058947879,1028951753,-1097789717,-1096957845)+W(5,-1104794282,-1139749789,1041621301,-1104353646)+W(6,-1140171429,1024395745,1020819182,-1103268017)+W(7,-1086199154,1018177816,1010859305,1058472778)+W(8,-1105608688,1051639728,-1101676043,1047742834)+W(9,1034074787,-1111153127,-1119040125,1017489970)+W(10,-1119421881,1029986143,-1134098557,-1118924631)+W(11,-1105627073,1035525353,-1110045381,1030918112);WS(1059085676,-1120419895); +sum1=W(0,1010567522,1041225150,1015920803,-1123531970)+W(1,1031892193,-1105839574,1042370229,-1140828475)+W(2,1013434325,-1117671948,1021017477,-1126417758)+W(3,1048968044,-1107069702,1003238718,-1129458830)+W(4,1052692461,-1113798029,1061545382,-1081896608)+W(5,1033141013,-1110196995,1033163859,-1106306215)+W(6,-1107554082,-1131681870,1019022757,1024388894)+W(7,-1080962214,1023517883,1048429719,1057779808)+W(8,998455538,-1104852314,974463598,1051334024)+W(9,-1110859547,1018058500,1029064795,-1122285937)+W(10,-1107360247,-1109838114,1043188126,1046207852)+W(11,-1130795454,-1115208005,-1182091254,-1137698561);sum2=W(0,1051048471,1028093784,-1104270657,-1115293356)+W(1,-1108089569,-1104160418,1055158904,-1116254969)+W(2,1032305896,-1109483288,1040482382,-1110389222)+W(3,-1111420185,-1087783718,-1140125409,995357221)+W(4,-1113016550,1060085251,1057721666,-1108447426)+W(5,1033267880,-1106001572,-1106428297,-1105273681)+W(6,1031459460,1035133120,1016190873,1041981586)+W(7,1041174723,-1119561801,-1119040585,-1086769840)+W(8,-1115354420,-1127947625,1045849559,1046452617)+W(9,1028088400,1019234873,-1115228320,-1140513641)+W(10,-1114345654,-1097229960,1043934745,-1121069799)+W(11,-1119205024,1033437588,-1114369945,1044224673);WS(1063842732,1069263660); +sum1=W(0,-1122877239,-1122091454,1031532473,-1134238373)+W(1,-1099884346,-1097152888,1052972391,1055968823)+W(2,1027783644,1025876211,-1119905385,-1101209335)+W(3,-1114405937,-1102409375,1031846503,-1118861678)+W(4,-1088480739,-1081966868,1062381841,1057777668)+W(5,-1133551424,-1124858713,-1166909210,1025124405)+W(6,-1105793535,-1113900631,1032122901,-1118980549)+W(7,-1086950263,-1107218856,1051224528,1065218890)+W(8,-1146513705,-1136389690,-1105943487,1045788186)+W(9,-1129606328,-1133229476,1033668289,-1119645672)+W(10,-1097976619,-1106065147,1043160456,1055096307)+W(11,-1153551023,1024085520,-1107257190,1011470685);sum2=W(0,1017497319,-1119731325,-1122047761,1008982555)+W(1,1044555710,-1104624717,1048705804,-1114050188)+W(2,-1121509319,1042591944,-1113283108,-1115112254)+W(3,-1110768789,1050149080,-1137222855,-1134583037)+W(4,1041907901,-1088882238,1079097716,1082656561)+W(5,-1111081434,1018241317,1033378952,1041138312)+W(6,1041298195,-1094516021,1029699842,-1140752305)+W(7,1050137131,-1099205492,-1064571216,-1069364548)+W(8,-1128224049,1008906239,-1105508475,1048604087)+W(9,1037679865,1029205125,1026101716,-1114302140)+W(10,-1109039739,1040352044,-1121859551,-1105564781)+W(11,-1118064246,1024193619,-1131493091,1026612451);WS(-1129102704,1046511454); +sum1=W(0,1003871004,1029362986,992833099,-1120255189)+W(1,1060542285,1049212165,-1113473140,-1098175836)+W(2,-1115237700,1012659838,-1118651222,-1104614392)+W(3,988783847,1011030567,-1138794987,-1134582632)+W(4,1059935407,1049733902,-1091886143,-1095364566)+W(5,1026034940,-1116104473,-1109648580,-1098721330)+W(6,-1118838023,-1111313565,-1129425099,-1157138191)+W(7,-1115543549,1041064643,-1149570791,1040190185)+W(8,1036784617,-1112251695,-1105481630,-1121023765)+W(9,-1115457860,-1106432157,-1133147960,1016407976)+W(10,-1119854466,1029519512,1038304902,1037653026)+W(11,1023835049,-1170197274,-1111089569,1031662787);sum2=W(0,1022956598,1036699032,-1104263814,1039353726)+W(1,-1088722171,-1088770012,-1154678850,-1093991321)+W(2,-1125147089,-1123571799,-1104468959,1039854738)+W(3,-1120983737,-1106986979,1028285409,1027240563)+W(4,-1101846939,1070132546,1067214284,-1089878099)+W(5,1036003207,-1117321918,1029156699,-1096446657)+W(6,-1095425364,-1136397826,-1151417050,1032871415)+W(7,1045480826,-1099095249,1051464555,1047639440)+W(8,1027342659,-1150420266,1024325599,-1098508409)+W(9,-1108376211,-1098325150,1023556565,1027668005)+W(10,1043597107,-1086577064,1061372327,-1104038071)+W(11,-1138411071,1031516803,1034968116,-1148394393);WS(1056411607,-1109579684); +sum1=W(0,1040494825,1031736403,1027988397,-1129654332)+W(1,-1089114662,-1091392278,1051564806,1053570965)+W(2,1041782836,1032323860,1018661052,-1099475130)+W(3,-1118623100,-1104250813,1027974595,1041758889)+W(4,-1087917688,-1081469355,1057393436,1061336939)+W(5,1035039650,1010041732,-1094207710,1034322317)+W(6,1023561152,-1115303377,1038422303,1038643645)+W(7,-1091410052,-1085011849,1052932495,1065029703)+W(8,1041287822,1020820966,-1096091282,1052271760)+W(9,-1111435064,1037517815,1047822542,-1115801276)+W(10,-1108233957,-1089621406,1056446507,1051403778)+W(11,1036272138,1043391417,-1095410877,1036087894);sum2=W(0,1063327246,1054945342,1043151870,-1114696922)+W(1,-1089121793,-1108711949,-1091433742,-1085101471)+W(2,1041765085,-1114908726,1036153834,1049274948)+W(3,-1111180476,-1078968963,1045725515,-1098855398)+W(4,-1096795753,1049748951,1071264665,1044429796)+W(5,1017938665,-1113887753,1043607695,1047012469)+W(6,-1075182266,-1073598210,-1093166728,1041130784)+W(7,1041099170,-1107925652,1074573142,1068966947)+W(8,1052357470,-1097732836,-1106854972,1008700501)+W(9,-1072729035,-1069127579,-1097485062,1048010869)+W(10,-1087601324,1057234494,1082548410,1072575447)+W(11,1035577978,-1117196119,-1095686167,-1100708600);WS(-1075355670,-1094395357); +sum1=W(0,1013276974,1019602069,1031927794,-1145694380)+W(1,-1102394069,-1105184299,1012968093,1022872131)+W(2,1032373060,-1123577887,-1113047243,-1132601278)+W(3,1034056645,1046251906,-1107635165,-1126751284)+W(4,-1089968245,-1079531190,1059501808,1064151904)+W(5,1012023536,-1121043161,1045395638,-1112578984)+W(6,-1107984424,-1101824103,-1117999477,1035883256)+W(7,1040654683,-1097950850,1052884390,1052823861)+W(8,-1136193989,-1124087697,-1102570614,1035604635)+W(9,-1117853800,-1113050587,-1135056568,1025403748)+W(10,1021798787,-1099617206,1051481338,1040309473)+W(11,1014648876,1015049529,-1117559395,1016601958);sum2=W(0,1024400373,1050797480,-1099966915,1040559153)+W(1,-1102969122,1048535090,-1095559069,-1112035522)+W(2,1008704054,1035803260,-1109162397,1035694118)+W(3,-1098907063,-1088192853,-1122400566,1051040838)+W(4,-1081423354,1065515124,1063399780,-1091507667)+W(5,1032276403,-1104133833,-1098794388,1049424016)+W(6,-1132746540,1040989775,-1127876766,-1103745056)+W(7,-1104928579,1047332946,-1101527709,1064106398)+W(8,1042270874,-1109516912,-1105732065,-1097345189)+W(9,999475557,1024449813,-1122216569,-1118336076)+W(10,-1171911780,1047796018,-1118033876,1025976147)+W(11,1033064723,-1106418589,1036172042,-1107661001);WS(1045480366,-1089018411); +sum1=W(0,-1147321796,-1119371847,998930446,956510844)+W(1,1046172476,1016456206,-1114996930,-1098659472)+W(2,1012429717,992745416,1032232105,-1117032824)+W(3,1033743797,1047477674,-1113698796,-1129843310)+W(4,1060852743,1065762350,-1080535200,-1084286683)+W(5,-1120189081,-1130833259,1036591131,1034928007)+W(6,993727556,1019312750,-1126854725,1001814128)+W(7,1055209670,1054147605,-1095107249,-1100569285)+W(8,-1112309127,-1162991986,-1103835661,1034876769)+W(9,991522899,-1124727396,-1127622934,1033942209)+W(10,1040201800,1049320503,-1102902186,-1106428344)+W(11,1019870324,-1166423644,-1117790432,-1110790848);sum2=W(0,1034251754,-1112450391,-1138029383,-1135134951)+W(1,1028246411,-1097747276,1048844919,-1112699779)+W(2,-1141862453,-1116303285,1036047504,1024730233)+W(3,1048129179,1013788103,-1105815405,1039247354)+W(4,1030988939,-1085286825,-1102377508,-1081251706)+W(5,1032058431,1026446373,-1098604264,1032907358)+W(6,-1107279344,-1098532570,-1108579602,1043479193)+W(7,1066704374,1048531717,-1079912447,1074756442)+W(8,-1115422697,1017067577,-1097926469,-1121203556)+W(9,-1125069222,-1106884027,-1114044136,1036464698)+W(10,1025432715,1037742006,-1113485350,1051417558)+W(11,-1110631868,1026757097,-1114746618,1037541288);WS(-1129198960,-1098545020); +sum1=W(0,-1103774667,1046260982,-1109829274,1016631370)+W(1,1055978916,1038066845,-1103302894,-1097986678)+W(2,-1113370572,1026014767,1013747092,998946812)+W(3,1041444949,1029491033,-1135763497,1027654249)+W(4,1057520791,1064242364,-1087937321,-1085753764)+W(5,-1133701934,-1124979408,-1108378356,1033950432)+W(6,1033440347,1047095266,-1109147378,1022371969)+W(7,1043702710,-1106434743,-1092825640,-1100503343)+W(8,1034434352,-1123636138,1039795292,-1149232679)+W(9,-1135425502,1031236725,1000105708,-1124465415)+W(10,1042256612,1048160666,-1092048676,-1114972810)+W(11,-1133096682,-1110866582,1047273267,-1134578155);sum2=W(0,-1101060946,1041574978,-1111810524,1008784866)+W(1,1046672822,-1123470329,-1109901275,1045200185)+W(2,994298612,-1124039764,-1113194466,-1118279822)+W(3,-1113715041,1009783259,1035375858,-1123287968)+W(4,1052382391,1057574679,-1099551228,-1111729623)+W(5,1016737108,1025528776,-1090683445,-1105523541)+W(6,-1117592464,1037249766,1014562100,-1131156064)+W(7,1037781521,-1088911756,-1126723736,1028611861)+W(8,1044936991,1038965019,1057541056,-1089242363)+W(9,-1112331585,-1116058888,1025684805,1013976797)+W(10,-1105025107,-1098796399,-1123970907,1048583824)+W(11,-1100984465,-1111874598,1058673062,1046019340);WS(1055927127,1032414456); +sum1=W(0,-1105922759,1038629978,-1114645447,1026777470)+W(1,-1114467391,1049649890,-1109541160,1039415013)+W(2,-1109775801,1029983880,-1118657663,1040445212)+W(3,-1118870909,1048976902,1034928754,-1107741345)+W(4,-1099187900,-1110167275,1035267569,-1121580331)+W(5,-1103039897,1032803169,1050521172,1040802710)+W(6,1031310464,-1116578243,1036990351,-1106080726)+W(7,1044706191,-1098780639,1052806443,-1092363639)+W(8,-1106266495,-1117906236,1045812872,-1122260014)+W(9,-1121324945,1028926430,-1115024108,-1132545269)+W(10,1042096283,1026721601,-1107491323,-1105847083)+W(11,1031828590,-1113700371,1028974308,-1112784326);sum2=W(0,-1095477634,1046850624,-1116647554,1046339838)+W(1,-1106007640,1046513622,-1097525459,1041080449)+W(2,-1124447256,1043170037,-1109703351,1022253579)+W(3,1046890022,-1090363791,1019769686,1008329020)+W(4,1055899106,-1097018549,1051375999,-1087064144)+W(5,-1100004355,-1097807314,1049672544,1048733947)+W(6,1015468535,-1092874283,1035617664,-1108633040)+W(7,-1122727333,-1100515622,1061754259,1042338708)+W(8,-1129042543,-1112390214,1025134369,1051464963)+W(9,-1110478242,1032940188,-1127469148,1033551944)+W(10,1043707610,1042447169,-1108757958,-1118600243)+W(11,1040819075,-1120359161,-1108633308,-1099218588);WS(1063732396,1030954530); +sum1=W(0,1036299263,-1151769923,976782235,1032126752)+W(1,-1085959612,-1100277765,-1126287138,1040042182)+W(2,1017251428,-1135394341,1040546448,1040218780)+W(3,1034233519,1048463661,-1118035684,1026279044)+W(4,-1112294345,-1099766629,-1092651532,1024363996)+W(5,-1164354746,1013744650,1048686290,1044348191)+W(6,1036782808,1036166050,-1121995199,1028715099)+W(7,1035866674,1049742039,-1102126950,-1113174091)+W(8,-1137751148,972654113,-1118854702,1009750781)+W(9,1020132772,1046021200,-1124714096,1032435871)+W(10,-1116277291,1041160144,-1096484767,-1118937966)+W(11,-1123833085,1032085003,1026126509,1040779899);sum2=W(0,-1114346246,1027252420,1005726416,1023560328)+W(1,1080093571,1066361916,1058379047,1055635447)+W(2,-1109086292,1032891532,1041698127,1053265582)+W(3,-1128267680,-1102003721,-1115408842,-1116687692)+W(4,-1079490865,-1069273193,-1075825777,-1093219742)+W(5,-1142986448,1040229437,-1103412699,1044641580)+W(6,1038357336,1012806192,-1105589301,1041728877)+W(7,1048667285,1040586029,1043596623,-1122468504)+W(8,1008854368,-1116993440,-1123753164,-1104322529)+W(9,1025579970,1032847335,-1113100068,1038558105)+W(10,1032482622,-1123027612,1037773232,-1110943172)+W(11,-1125346072,1027065900,1003892288,-1134749344);WS(-1091386327,1040820769); +sum1=W(0,-1113530145,-1145488419,1015097725,-1133727678)+W(1,1033777591,1043618337,-1111308865,1024243708)+W(2,-1122301794,1016257779,-1113425624,1009482248)+W(3,1016526204,1038143634,-1114059050,-1138479056)+W(4,1057905859,1056300329,-1091368514,-1103657483)+W(5,1026855702,-1136938187,-1103801765,-1104459527)+W(6,-1118547201,1031893970,-1122041679,1024901707)+W(7,1019703993,1024793576,-1104061090,-1102986721)+W(8,-1118577003,-1111999542,1039830345,1043076580)+W(9,-1120867010,1007161468,-1123564392,1013224377)+W(10,-1114932462,1024563890,-1118947879,1020963773)+W(11,-1119434421,1018984621,-1129826522,1042855834);sum2=W(0,-1107425211,1034914627,-1121259996,-1118014300)+W(1,-1122432623,1043257251,1058886039,988341556)+W(2,-1122715046,1030027284,-1110426684,1031639360)+W(3,1057124947,1041680563,-1120519112,-1118480989)+W(4,1049657622,-1080970083,-1067455811,1080471640)+W(5,1022014335,1012008135,-1105451271,981320073)+W(6,-1110358856,-1114315301,1031820662,1034237400)+W(7,-1091987171,1051213388,-1113532913,-1105716188)+W(8,-1121988626,1009779611,-1110623014,1044181951)+W(9,1010762999,974005161,1029964608,-1116062192)+W(10,-1109593637,1037720533,-1106855886,1033223294)+W(11,-1113750985,1028099986,999181553,1038375349);WS(1067317974,-1128063738); +sum1=W(0,1047000343,1008892739,1030230219,-1112292702)+W(1,1048838463,-1108932456,-1130941083,-1088068429)+W(2,1027999791,1017454988,1013016624,-1121751190)+W(3,1038318737,-1110797816,1037678225,1023947008)+W(4,1034700890,-1096039434,1055157388,-1122235065)+W(5,1031463650,1025959551,1039874719,-1165199081)+W(6,-1118959774,-1114918032,1032095758,1016840879)+W(7,-1113377160,-1088738347,1052878187,1048428783)+W(8,1018062255,-1143147336,1045859362,1031603132)+W(9,-1114992535,1004226268,1023530868,1018620213)+W(10,-1100769370,-1082056652,1052393190,1036886165)+W(11,1018649043,-1115371169,1050791676,1028131502);sum2=W(0,-1091622621,1038964407,1004731920,1017164622)+W(1,1067262657,-1112910469,-1113390241,1072454217)+W(2,1035940089,-1108193245,1038887363,-1098954881)+W(3,1049069382,1047078409,-1106036842,1046790460)+W(4,1044434118,-1073367678,-1071223185,-1080520963)+W(5,1032575148,-1127548642,-1106847320,1033204278)+W(6,-1107481011,-1098544714,-1103678216,1036535757)+W(7,-1099641871,1029437169,1061994978,1059476479)+W(8,1015223408,-1109007913,1030771421,967303234)+W(9,1040369699,-1107095641,-1122761780,1025471738)+W(10,1051233508,1062276141,1054597152,1053016271)+W(11,1042599225,-1116480773,-1113404397,-1123160801);WS(-1095745367,-1102532016); +sum1=W(0,-1131139906,-1115476726,-1125050061,-1117700567)+W(1,1031266390,1034862742,1049785973,-1104729417)+W(2,-1123836106,1021444802,-1108925228,1034962037)+W(3,1044141479,1043020835,1032821374,-1104292247)+W(4,1043929817,1025371182,-1103984511,-1096094522)+W(5,-1112024639,1036065165,1003529681,-1121682994)+W(6,1033588284,1027591436,1026094807,-1106685309)+W(7,1048857569,1049600882,-1092452582,-1135965844)+W(8,-1114922921,1028793076,1029191534,-1108409524)+W(9,1031476842,-1109574827,1025256272,-1109617979)+W(10,-1127826823,1045422790,-1108767399,1035377859)+W(11,1025559229,1027631502,-1147768356,-1105178749);sum2=W(0,1050493331,1058641835,-1090566997,-1102917712)+W(1,1038417192,-1131983160,-1106617401,-1104683957)+W(2,-1124032472,-1142618034,-1117134944,1032679083)+W(3,1072277942,1066117726,-1084121809,-1083236080)+W(4,1026745412,-1097349120,-1110147426,-1083529216)+W(5,1033461689,-1107466492,1045086676,1030312114)+W(6,1055792221,1016159325,-1098664696,-1092542987)+W(7,-1092834676,1048447149,1047496584,1053260074)+W(8,1040055828,-1111688997,-1103742512,-1115504874)+W(9,-1123932559,-1107091755,-1109069600,-1115432352)+W(10,-1110071086,1019306140,1041712051,1040670728)+W(11,1025562022,995416610,1023956348,1018575153);WS(1064673964,1027541745); +sum1=W(0,1042078126,-1104573695,-1105951646,1040862122)+W(1,-1092017101,-1098380055,1032906140,1060076351)+W(2,-1113513485,-1122608113,-1103234546,1050924251)+W(3,-1104241265,-1111978190,1047048323,-1159900529)+W(4,-1084208856,-1089015252,1064315273,1059885441)+W(5,-1114509959,-1097330869,1048739529,1045405901)+W(6,-1096920009,1032018046,-1115789415,-1123048515)+W(7,-1085419935,-1095947620,1050382000,1059865934)+W(8,-1130206982,1009712656,1032498465,1043557114)+W(9,1022298419,-1099040790,1028373376,1032172675)+W(10,-1104053605,-1087017843,1058530774,1053685923)+W(11,1011282770,-1099616447,1037400788,1042167691);sum2=W(0,-1137481092,1050849818,-1096514001,1039738446)+W(1,998253152,-1102987618,-1109747727,1036746190)+W(2,1029249908,-1103405950,-1144728624,1035100433)+W(3,1017170018,1041988969,1083413745,1067583917)+W(4,1044897487,-1088427847,-1066189939,-1078331016)+W(5,-1113657787,1049519441,1030429056,-1108804343)+W(6,-1115429835,1054896719,-1089267428,1067818743)+W(7,-1125950758,-1108032139,1050059376,-1077977055)+W(8,-1105416150,-1104699523,1045807183,-1124211336)+W(9,-1108022123,1042362507,-1102208699,1050540062)+W(10,1038480975,-1098634922,-1140654200,-1119460484)+W(11,1036658641,-1135144148,-1138500556,-1164441214);WS(-1084384556,-1100810808); +sum1=W(0,-1101205955,-1114756638,1033258828,1032390692)+W(1,1056723089,1044941511,-1115332589,-1095424763)+W(2,-1113631133,1038921097,-1103092466,-1103994552)+W(3,1034225747,-1123281148,-1153131217,1036208454)+W(4,1059213081,1058219330,-1080799329,-1089988048)+W(5,1041433148,1029458059,-1102604175,1016698694)+W(6,1052764669,-1110681734,-1113170436,1035878930)+W(7,1065718984,1051546784,-1089641270,-1086451675)+W(8,1046701849,-1114617106,-1105901266,1010056863)+W(9,-1132636906,1010363102,1008810370,1034716867)+W(10,1048907447,1051751177,-1089944572,-1111992667)+W(11,1022756491,1042675492,1025009925,-1104305197);sum2=W(0,-1106845972,1040443741,-1123544386,1003892755)+W(1,1042856976,1046395618,-1099129814,-1130802613)+W(2,1035865477,-1128022157,-1117156960,-1090921483)+W(3,1041556166,-1098641213,-1099919704,1040199158)+W(4,1049252005,1051151809,1044973210,1034864555)+W(5,1029291710,1033022953,-1094482604,-1101642940)+W(6,1043027552,-1102894487,-1114201767,1046124074)+W(7,-1120255910,-1098031952,1040886200,1046986152)+W(8,1028643166,1031856421,-1113386876,1049495257)+W(9,1031291554,1029095170,1018916205,-1137485313)+W(10,-1103612985,1034278467,1035815457,-1097152858)+W(11,-1106468948,1020718685,1026205590,-1132183417);WS(-1097545175,-1081485407); +sum1=W(0,1034150438,-1107749409,1036906638,1036015463)+W(1,-1085934785,-1091465804,1041348600,1057909318)+W(2,1033963168,-1115496908,-1120240750,1035924004)+W(3,1025404544,-1130068931,-1148467606,1033438601)+W(4,-1088212159,-1085185870,1062920275,1058891216)+W(5,1023737332,1034996968,1044931644,1040930578)+W(6,-1110996648,-1129433572,1043481795,-1116883369)+W(7,-1083820335,-1097522985,1057530498,1058446394)+W(8,-1109644005,1044774695,1046628778,-1110014855)+W(9,-1112307200,-1133343797,1035852867,-1107248831)+W(10,-1098817647,-1088845017,1058924580,1041812911)+W(11,-1109394217,991839047,1031062731,-1112689630);sum2=W(0,-1096165509,-1097506962,-1073537081,-1085422352)+W(1,-1090487063,1042351306,1050305732,1057773529)+W(2,1048850208,-1098077313,-1096519547,1044955346)+W(3,1035648589,1037776879,-1103264022,-1090145600)+W(4,1042246902,1057815879,1064009122,1070820271)+W(5,1040847724,1039355809,1035447241,1012707558)+W(6,-1106454260,-1132410675,1039561049,-1098060014)+W(7,1056492080,-1132940238,1037201191,-1102687355)+W(8,-1128314591,1034334977,1055262754,-1098251612)+W(9,-1095706003,-1093619532,-1097648243,-1111561066)+W(10,1047053654,-1104795343,1065891070,-1106323076)+W(11,-1107078913,1044351754,1017091667,-1098685023);WS(-1079771574,1075069839); +sum1=W(0,-1118529175,1021133405,-1111167476,1032166989)+W(1,-1092970539,-1092445782,1048648437,1055702741)+W(2,-1113551430,-1142239002,1033539229,-1117950828)+W(3,-1093562003,-1104246611,1032734815,-1123178206)+W(4,-1088433116,-1118830448,1071187580,1062276827)+W(5,-1110397888,-1119974813,-1114529494,-1104828877)+W(6,-1098100446,-1114628655,-1112820125,1029165557)+W(7,-1097110780,-1093425874,1049405702,1061220800)+W(8,-1139975764,-1111568211,1023590922,-1112849365)+W(9,-1133453360,-1119446905,-1114861753,-1135576864)+W(10,-1109854691,-1094782027,1051379002,1042497282)+W(11,974859957,-1107804608,-1104282614,992807281);sum2=W(0,1058265898,-1092753943,1008476139,-1108373663)+W(1,-1097633487,1036219103,-1098184263,-1105791278)+W(2,1041333883,-1106791026,-1096394805,1040059628)+W(3,1052155727,-1094584251,1048684757,-1104454680)+W(4,1039768739,1059813061,1051207789,-1106622092)+W(5,1034264586,1043988712,-1089567461,1043022076)+W(6,1044002260,1027921055,1053127551,-1093428939)+W(7,1037804238,1058749571,-1092246791,1040647411)+W(8,-1094438691,1046191998,-1109099791,1053976656)+W(9,-1109762731,-1093142139,1052320010,-1096653504)+W(10,-1091622541,1056925595,-1102532444,1028193495)+W(11,-1105323978,1027895571,-1105143398,-1128546349);WS(-1080085654,1070612946); +sum1=W(0,-1111019203,1017624971,-1118763904,1024243697)+W(1,1051294614,1049086721,-1093242824,-1099863023)+W(2,1001929499,-1129474933,-1110032568,1018553499)+W(3,998267115,1049904509,-1125372076,-1129448298)+W(4,1054244159,1063525996,-1083526619,-1096657110)+W(5,-1103030358,1034265690,1050014740,-1107816470)+W(6,1044325341,1036368923,-1113325424,-1130529432)+W(7,1060516258,1052725165,-1089131829,-1084273056)+W(8,1028809164,-1137068591,1042939778,-1120428313)+W(9,1022422215,1029887376,-1115811081,1028582463)+W(10,1045179095,1047234173,-1095229037,-1100657096)+W(11,995816851,1023513072,1034815359,-1105723916);sum2=W(0,-1114994936,1042086314,1025235210,1027629060)+W(1,-1120685804,1041443307,-1110089750,1044032624)+W(2,-1128032940,1028557604,-1109301707,1028515824)+W(3,-1109536432,1043514454,-1130467636,-1125103522)+W(4,1041551160,1078385077,1040857173,1027377576)+W(5,-1095260923,1041445431,-1069674168,1038947979)+W(6,-1116030212,1034381305,1020465580,1000499297)+W(7,1071531230,-1097624207,-1102199059,1049094807)+W(8,1044521776,-1111317304,1042363648,-1072009528)+W(9,-1133867384,1032991925,1014590712,-1138182160)+W(10,1042950964,-1110894461,-1107097337,1040209410)+W(11,1026231984,-1115643044,1020171064,-1100125727);WS(-1094677847,1071331518); +sum1=W(0,1050522446,-1102155388,1027561514,-1108370254)+W(1,1059909490,1033926552,-1096900614,-1090412394)+W(2,1045668787,-1099365497,-1108396174,-1131659964)+W(3,1051883284,1052444946,-1118400576,-1098732332)+W(4,1060113893,1065971548,-1081990504,-1088235704)+W(5,1036562753,1045429432,1016076284,-1104366446)+W(6,1048632224,1036179296,1020701942,-1098654343)+W(7,1057796766,1055081266,-1095695623,-1083209683)+W(8,1027649399,-1115499084,1044926426,-1094058291)+W(9,1043748547,1046936641,-1102267173,-1114608461)+W(10,1048355474,1057781222,-1088405429,-1096819473)+W(11,1020598162,1041162909,-1122894705,-1102235562);sum2=W(0,1042298222,1011988276,1039340517,-1102306900)+W(1,-1097774924,-1083547573,-1091773202,1021581591)+W(2,1044651623,1060043835,1050176620,1051289508)+W(3,-1104503945,-1099734245,1032447827,1036459319)+W(4,-1076320925,-1070847208,-1071833762,-1086047943)+W(5,1072230275,1080482397,1069182349,1066124397)+W(6,1032726509,1032685073,1052797014,-1099327251)+W(7,-1079468544,-1084551630,-1094401898,-1087097517)+W(8,1067612874,1060905071,1061745990,1058492703)+W(9,1045894449,1031495568,-1098452307,-1122082449)+W(10,-1096261152,-1097740674,-1094627244,-1089730964)+W(11,1035766217,1036170953,1062784611,1029975482);WS(-1075403638,-1098484659); +sum1=W(0,-1141902179,1016567255,1031048294,1008218969)+W(1,-1098198307,-1097302541,1051272109,1045612697)+W(2,1014117412,1032424528,1045061466,-1115216112)+W(3,-1102849342,1018204181,1045188911,-1123131291)+W(4,-1089514713,-1083074125,1067242878,1045999461)+W(5,-1117285565,1039741805,1055219615,-1110301017)+W(6,-1097928441,-1102752375,1016373997,-1123984690)+W(7,-1090995143,-1089521325,1039307800,1057827361)+W(8,-1138318152,990571063,1018247819,1042127630)+W(9,-1119205801,-1111653947,993498863,1038284987)+W(10,-1111274305,-1089001074,1048974634,1052680217)+W(11,1035406958,991913685,-1112012330,1043301703);sum2=W(0,-1136655860,1023477569,-1123900432,1032878555)+W(1,-1113247036,1040892014,1032172309,1031615749)+W(2,1033821831,-1122117887,1041677780,-1102324444)+W(3,993352402,1007422372,-1120535472,1029453781)+W(4,-1093800370,1059067488,1063516373,-1101515073)+W(5,-1111754290,-1118366060,-1101931537,-1099560811)+W(6,-1110556919,-1138628828,-1109544472,1040510410)+W(7,1049733424,-1112478460,-1101753271,-1114866186)+W(8,-1131546954,1043560141,-1137342172,-1091691569)+W(9,-1137184004,1035524869,-1113659102,1036988619)+W(10,-1128679382,-1106958218,-1110546008,1046060209)+W(11,-1110783375,1026284797,999359657,-1112686045);WS(1018938736,1060529869); +sum1=W(0,1037607357,-1120766810,1008598737,-1114076530)+W(1,-1166977277,1024586298,1044442542,1045714156)+W(2,1003359422,1019680094,985048227,-1102825464)+W(3,-1113865353,1019917938,-1118730378,1029696041)+W(4,-1084710912,1048848151,1049628033,1057228923)+W(5,-1122235660,1032134772,-1109196652,1048654858)+W(6,1041300082,-1119787914,1012443924,1036159584)+W(7,1052825757,-1110703311,1042784239,-1081803320)+W(8,1023446241,1025035938,1021290536,-1101625253)+W(9,-1102751430,1018668169,-1133449206,1034257674)+W(10,-1108049641,-1111061268,1031639516,1016494120)+W(11,-1122160707,1028394476,1018121541,1039349129);sum2=W(0,1033337426,-1117028555,1009999826,-1146778654)+W(1,1023259685,-1113617305,-1107426057,-1101837401)+W(2,1017616818,-1119841713,1042598704,-1165315756)+W(3,-1092512747,-1100415596,1027431889,1042445717)+W(4,1063964069,1058459732,1063146362,-1106280442)+W(5,1033400884,-1110929163,-1136881638,-1101414619)+W(6,-1100913756,1031653672,1034933139,-1118789096)+W(7,-1101061454,-1139753565,-1121957589,-1086144449)+W(8,1043348599,-1110261015,1035181957,-1099212326)+W(9,1049736808,-1123203031,1039233552,-1102516465)+W(10,1034026738,-1143324392,-1123128270,-1104136456)+W(11,-1119239229,1032933914,-1103321885,1031514566);WS(1057790316,-1113005641); +sum1=W(0,1034968039,-1180462681,1016842734,-1123468520)+W(1,1035442035,-1126387193,-1109372445,-1107161453)+W(2,1040623159,1001956750,-1110219956,-1107573447)+W(3,-1141354132,-1111663246,1031334797,1017823704)+W(4,1045333479,-1097006056,1060769665,-1097660717)+W(5,1034883047,-1121213099,1016331253,-1111689634)+W(6,-1096962432,-1102337515,1032276500,1029517379)+W(7,-1085875335,-1087615930,1057344992,1062816796)+W(8,999707420,-1110655190,1042154624,1042106418)+W(9,-1112383277,-1115337892,1032934320,1024531558)+W(10,-1099229077,-1104188731,1048852876,1050585827)+W(11,1027213229,-1125102461,1007994773,1021430571);sum2=W(0,1006384241,1032385395,-1119743709,1027505374)+W(1,-1102596332,1055108824,-1124784904,1038217397)+W(2,1054112069,-1110486748,-1101781911,-1088198084)+W(3,-1110226975,1009992786,-1129702556,1022357321)+W(4,-1095998103,-1096068823,1038388564,1036163691)+W(5,1063443275,1060625206,-1082211809,-1077861124)+W(6,-1117540770,1015280579,-1116658238,1025908250)+W(7,1027585837,1052401764,1043662427,-1107551412)+W(8,-1095993202,-1084462256,1063419774,1067639721)+W(9,1013929491,-1123806249,-1132286080,1007287620)+W(10,-1112465838,1049275421,1032548500,-1110875284)+W(11,1040943353,-1088060635,1054953848,1041946916);WS(1057314092,1031126097); +sum1=W(0,1047286031,1038748523,1042921300,-1113264897)+W(1,-1091122512,-1119263830,1044373061,1051515170)+W(2,-1125355113,1029610636,1016709539,1035529026)+W(3,1040626286,1048990343,1036778483,-1118216326)+W(4,-1081529962,-1076778621,-1111196723,1057172805)+W(5,1029771624,-1112976162,1049229393,1043973191)+W(6,1036098930,1042428894,-1108928881,1035020911)+W(7,-1085296972,-1112351005,1053915059,1053560288)+W(8,1041831703,-1103970660,-1123285785,1046938632)+W(9,1016422504,1041504752,1012907241,1036290288)+W(10,-1100809115,-1107245185,1048512334,1044112316)+W(11,1044125996,-1123672296,-1123727583,1035877806);sum2=W(0,-1116888772,-1115916604,1044898087,-1110279027)+W(1,-1108669327,1045218355,-1111117443,1033554595)+W(2,1027314221,-1116221606,-1106102431,1015808739)+W(3,-1107202311,1045884385,1039092196,-1096945908)+W(4,-1103416606,1065794034,-1113256321,1035778723)+W(5,1024714919,-1098987808,-1107247823,1041666953)+W(6,-1103988696,1049112986,-1099008684,-1113241071)+W(7,-1090569433,1055599565,-1139004677,-1115920774)+W(8,1049758114,-1091770239,-1106016659,1049716916)+W(9,-1123386226,-1134049769,-1103116396,1044106833)+W(10,-1099737884,1044073709,-1114347803,-1112080343)+W(11,1053158291,-1105054228,-1108799013,1031391070);WS(-1078536214,1004530797); +sum1=W(0,-1101920227,1031432968,1017444741,1027375859)+W(1,1044389645,1048716617,-1103056081,1025777344)+W(2,1018050380,-1125959547,-1137653198,-1110651587)+W(3,-1106564803,1048371434,1000019140,-1120029560)+W(4,1051154454,1066595410,-1082038651,-1107107772)+W(5,1019570356,-1125449965,-1130046381,-1107166356)+W(6,-1118108517,1042631950,1013557197,-1114543207)+W(7,1055824714,1054676989,-1090887738,-1087843395)+W(8,1033235496,-1126792065,1030116559,-1105265945)+W(9,1018155212,1016114854,-1148145247,-1122136338)+W(10,1041035048,1016296812,-1102912795,-1103973545)+W(11,-1122035417,-1142050258,1040191506,1023828021);sum2=W(0,1026113022,1034348094,-1132701065,1027035378)+W(1,-1117578886,987582920,1044772326,-1111907604)+W(2,1018825264,1015195718,-1136739637,-1140538653)+W(3,1019537869,-1139897757,1024730711,-1114259972)+W(4,-1091701771,-1064559027,-1083470341,-1115459713)+W(5,1029368182,-1129456736,1035917626,-1106970806)+W(6,-1140805741,-1118691470,1013886009,986229224)+W(7,1083026821,1062853848,1050967575,1024256637)+W(8,1025912688,-1107265712,1035548789,1051507274)+W(9,1009541569,-1129312440,-1141056234,-1129435432)+W(10,-1097816209,1036032976,1028089297,1013091981)+W(11,1031335734,-1115863996,-1102804079,1030786995);WS(1053759831,1032374114); +sum1=W(0,-1121671930,-1112583528,-1109228149,972229904)+W(1,-1092393035,-1101934908,-1112974870,1054724605)+W(2,-1129466650,1029939172,1027590122,1018308729)+W(3,1034149296,1029443406,1041049216,1034978575)+W(4,-1092299422,-1093922438,1048871720,1061211455)+W(5,-1113423424,1038901743,-1111847647,1034030567)+W(6,1029497788,-1098177536,1029299866,-1120680758)+W(7,-1094240300,-1091878482,1052523382,1059772533)+W(8,-1106909549,1040006220,-1113968603,1041914031)+W(9,-1147362406,-1129221556,1034604409,-1104501302)+W(10,-1112394307,-1097371836,1050895314,-1143596105)+W(11,-1140269215,998375305,-1126204095,1028043992);sum2=W(0,-1150466984,1032358015,-1122485893,-1150066816)+W(1,-1110066210,1042589181,-1120268940,1023864952)+W(2,-1124858867,-1130877326,1027888694,1023825317)+W(3,1050624105,1086980496,1024800634,-1114773240)+W(4,1028033997,-1086968029,-1062089081,-1092046440)+W(5,-1135440218,-1140173368,1038366470,-1151325172)+W(6,1049846439,-1116390866,-1123997738,996682648)+W(7,1024724796,1041929871,1022750294,-1092228228)+W(8,1022098295,1017805328,-1118357792,-1121152696)+W(9,1016213345,-1127449775,-1127165963,1019128023)+W(10,-1114433107,-1139900476,1000268865,1015347232)+W(11,-1119866592,1025894920,-1136800730,1031614438);WS(1063005484,1009613411); +sum1=W(0,-1099686359,-1121736524,-1116658758,1023879031)+W(1,1046007565,-1096622041,1047373394,1052137768)+W(2,1005501772,-1119708225,1032552475,-1104853008)+W(3,-1101192360,-1114633573,1020845368,1016433014)+W(4,-1088767007,-1084203279,1066103327,1060630207)+W(5,-1118541917,-1116191290,1041296218,-1107092245)+W(6,-1095872969,-1106126199,-1133265115,1014732617)+W(7,-1090088910,-1090037515,1059882369,1062822060)+W(8,1022596005,-1115075910,-1131360500,1027255591)+W(9,-1114430117,-1135381594,1010953149,-1123204757)+W(10,-1103091289,-1092699671,1058652475,1050777829)+W(11,1022253604,-1114779071,-1108476770,-1122457924);sum2=W(0,1027578843,-1122957333,-1115513506,1018912922)+W(1,-1094114890,1001948858,-1107632498,1033809184)+W(2,-1107937173,996744179,1024979575,-1100264522)+W(3,1036987406,-1100032664,-1104590179,1035927400)+W(4,1056054406,1048553428,1055409420,-1102289594)+W(5,-1110541201,-1114033403,-1121465059,-1110397259)+W(6,-1110179624,-1125426330,-1107721632,1040736265)+W(7,1051787669,-1094744691,-1112721987,1055289786)+W(8,1041331760,-1113161109,1045301422,-1147035242)+W(9,-1103038285,1043904940,-1112944230,1025188211)+W(10,1032878358,-1118996080,-1110109848,1036015348)+W(11,-1108457170,1028913131,-1124556646,-1131004626);WS(-1088267692,1058858468); +sum1=W(0,1030761249,1004146884,1029162995,-1112379634)+W(1,-1099191401,-1095201623,1045209037,1050799110)+W(2,-1111715307,1002675052,981108966,1033839199)+W(3,-1122297718,1040340278,-1141342278,-1140270752)+W(4,-1091143388,-1083233902,1057423488,1060358148)+W(5,-1120236170,-1118812007,1032118859,1043211072)+W(6,1036240851,-1129581456,-1113272402,-1155361775)+W(7,-1098879351,-1096101987,1044230767,1058630580)+W(8,1017441470,-1148456452,1030417559,1032700466)+W(9,1042224566,994119730,1015213304,-1140210569)+W(10,-1122560784,-1109785875,-1109863885,-1104611845)+W(11,-1124250818,-1131671893,1009738084,-1140846885);sum2=W(0,1021821461,1044300514,1023812788,-1113443438)+W(1,-1146734500,1024116650,-1104002403,-1122246023)+W(2,-1125128801,-1134793082,-1115812447,-1128559783)+W(3,-1104994806,1060658961,-1112801638,-1131593767)+W(4,1049088332,-1089766136,-1099826888,1038382254)+W(5,-1131329759,1034755166,1025686404,-1105739887)+W(6,1044687616,-1087213560,-1107427633,-1105757720)+W(7,1042354562,-1129092349,1057721748,1066144433)+W(8,-1114066084,1031417186,1035306954,-1117250635)+W(9,-1093064102,-1093773442,1049954034,-1107137147)+W(10,1044181933,-1105235988,1039897892,-1097329958)+W(11,-1117543346,-1128306605,1040800736,-1106719387);WS(1042978478,1051058289); +sum1=W(0,1032357083,1023966158,1035278676,-1105382966)+W(1,1056839899,1050844654,-1110890773,-1099095273)+W(2,1024938700,-1122653091,1019140850,-1122236410)+W(3,-1113794846,1052488610,-1102711504,-1102112151)+W(4,1060126757,1063120271,-1081382120,-1087097191)+W(5,-1122892351,-1119829084,-1150461374,-1107056589)+W(6,1046698475,1025992701,-1111458068,-1113404858)+W(7,1060142827,1054395618,-1097860134,-1086454106)+W(8,1007453138,-1106500335,-1120625160,-1103751812)+W(9,1042579843,1026938905,-1101215220,1038103836)+W(10,1048420817,1056719627,-1091436978,-1105233954)+W(11,1032216339,1010325087,-1112415123,1025690583);sum2=W(0,-1098687074,1041166801,-1112567440,986675002)+W(1,-1115454695,-1132868679,-1097111455,995475005)+W(2,1018060844,-1101427932,-1114152579,-1110655697)+W(3,-1099338776,1019263552,-1097585273,1033516168)+W(4,-1120015952,1054175336,1066654492,1062728692)+W(5,1045275251,-1098419362,-1097107880,1023628514)+W(6,-1108963639,-1104454378,1029453516,1031672616)+W(7,1038275134,-1096244103,-1124466258,1034345380)+W(8,1049612882,-1100742770,1049130538,-1118909665)+W(9,-1109440188,1024870634,981423732,-1106591291)+W(10,1039104546,-1119846616,1048117247,-1092068145)+W(11,1000911598,-1140045927,1042494451,-1093717692);WS(-1097071959,1072623846); +sum1=W(0,1010541764,1023927408,-1114366565,1026094363)+W(1,1028105114,1051865478,-1100421531,-1087379998)+W(2,-1135291959,-1125008010,-1105971271,1046169702)+W(3,1034504814,1038480008,-1127140609,1026372640)+W(4,1057630379,1064048287,-1086095524,-1091057687)+W(5,1012391943,1011497593,-1104375598,1041980470)+W(6,1046400295,1040252248,-1164090721,1020533357)+W(7,1061319210,1056141130,-1089701071,-1083615449)+W(8,-1126436590,1008261592,-1149976804,-1113258549)+W(9,1040642843,1032065949,993477434,-1143600974)+W(10,1049626241,1047950199,-1090227881,-1093225865)+W(11,-1126913777,1026040178,1048635489,-1120849689);sum2=W(0,1045767812,-1098807230,1021360395,1012042818)+W(1,-1101778611,-1114664520,-1081789373,-1063490706)+W(2,1012780879,1021391529,1033999610,-1112785819)+W(3,1044720012,1042281858,1027378250,-1107209227)+W(4,1049922132,-1094869567,1079115935,1074390906)+W(5,-1130294258,1031106226,1045861970,-1110057121)+W(6,1016599978,-1127223374,1041772128,-1105921842)+W(7,-1118592797,-1121088549,-1108782236,1058048856)+W(8,-1122317121,1025125464,-1129798306,1034050759)+W(9,-1115783877,1027816090,-1127019644,-1127367716)+W(10,-1137516645,-1111496361,1032186898,-1128008216)+W(11,-1149825053,1031888403,-1136389257,1033434514);WS(-1103312814,-1092017335); +sum1=W(0,-1101144796,-1115460311,1018146514,-1127703091)+W(1,-1126801713,1026063214,1039997174,1054306333)+W(2,989243788,-1122138660,1027296474,1023075088)+W(3,-1106383343,-1133230391,1017072510,-1121799134)+W(4,-1131110905,1059941407,-1088288960,1024945271)+W(5,1032388672,982272924,-1113425894,-1132250026)+W(6,1034901054,1027622014,-1112727125,-1131539818)+W(7,1061737047,1057455253,-1096972398,-1088630417)+W(8,1021266411,-1135487483,-1097018828,-1097522374)+W(9,1018005017,1034197373,-1109754009,1017229265)+W(10,1048616129,1051714580,-1098488314,-1101045202)+W(11,-1117699788,995701513,-1142469689,-1112216732);sum2=W(0,-1105189044,-1115931822,1037113072,1015133861)+W(1,-1094162786,-1113599737,-1102686481,-1093732269)+W(2,1030009493,-1114813207,1040400825,-1109540616)+W(3,-1098364789,-1113527921,1028491873,-1114822552)+W(4,1041635421,1064813540,1065997875,1041653115)+W(5,1027616765,-1116517245,-1123044799,-1118060506)+W(6,1024139573,-1112247318,1038591890,-1105557810)+W(7,1037786550,1036196676,-1098512761,-1130473293)+W(8,1021543889,1005718790,-1106060901,-1105450383)+W(9,1007564387,-1120342494,1032708826,-1105949948)+W(10,-1114108758,-1132225813,-1125733097,-1125828389)+W(11,-1122858549,1029912177,1010062515,-1118151575);WS(1054094679,1053313313); +sum1=W(0,-1123263126,-1130558777,-1120986711,-1133457438)+W(1,-1124016519,1044418743,1034791245,1046955525)+W(2,-1120644986,1007447622,-1102726978,1039131745)+W(3,-1097984725,-1096198619,1028444909,1034987238)+W(4,-1102062065,-1098120268,1056744813,1059693200)+W(5,-1119688622,-1150742701,-1097784815,-1136653836)+W(6,1007426149,1002886242,1018062863,1035642130)+W(7,-1111514230,-1104691680,1030506913,-1111414009)+W(8,1028941155,-1124505481,1038384226,-1121981368)+W(9,-1123562906,1018181775,-1149170946,1034710931)+W(10,1011520719,-1107703301,1033357311,-1113706235)+W(11,1028268649,1016894461,1012043028,-1114621003);sum2=W(0,1035831303,-1140903881,-1137939637,988916677)+W(1,1034464782,-1090860425,1038296707,-1110571087)+W(2,-1178538002,1041756630,1044389789,-1106828560)+W(3,-1103092742,-1131746560,1028209713,-1123566910)+W(4,1056968489,1064742714,-1117714466,-1107155945)+W(5,1029915845,-1106236653,1050942503,-1079651989)+W(6,-1101579019,1038814302,1036944358,-1123858844)+W(7,1040557782,-1120375726,-1103151768,1038803820)+W(8,-1110415601,1019097405,-1130430804,1043224862)+W(9,-1130948272,1038676356,-1142606817,-1119538750)+W(10,-1111036663,-1122089622,-1111989951,1032643961)+W(11,-1132733633,-1140337549,1014857001,1041889175);WS(1060301740,-1107262085); +sum1=W(0,1034782831,1047173818,1027361860,980901136)+W(1,1036556474,1050207945,-1090641081,-1105836176)+W(2,-1123449511,1032390687,-1104237805,-1123655719)+W(3,1039236098,-1167399456,1026764890,-1140723427)+W(4,1053103024,1041462691,1057068694,-1089836727)+W(5,1023266998,-1128069487,-1168491986,-1097134658)+W(6,-1096504911,-1107799148,1025665684,1040866884)+W(7,-1084387656,-1086651203,1058017849,1061579759)+W(8,-1111341496,-1121577073,1041962562,1041789973)+W(9,-1104388354,1042507977,-1120424813,1033047081)+W(10,-1099258584,-1106352190,1043225643,1050545524)+W(11,-1128080260,-1118302731,-1107448273,1042093191);sum2=W(0,1046006360,-1097339905,1020434122,-1120672932)+W(1,-1103760793,1054394959,1059308780,-1112452525)+W(2,1037670355,-1114765629,1038148088,-1135937657)+W(3,-1114812458,-1107596062,986372169,1029602171)+W(4,1058139034,-1075031098,-1073685765,1040180724)+W(5,-1120562291,-1131755817,-1098429000,-1103543044)+W(6,1036462865,1042494496,-1113202257,1039121856)+W(7,1055263295,1065727212,1060720662,1068230783)+W(8,1034635900,1010504894,-1106499347,1051067274)+W(9,-1097212089,-1111658779,1010867474,-1139183469)+W(10,-1106882983,-1102585430,-1096232759,-1116372590)+W(11,-1127537321,-1141626877,998537328,-1127997619);WS(-1096709719,-1109932402); +sum1=W(0,-1143431239,1015070528,-1109965037,1015250582)+W(1,1009444904,-1099789672,1044707911,1041217222)+W(2,-1115442975,1033219242,1028928427,-1127867147)+W(3,-1094706154,1051852512,-1115453048,1037158888)+W(4,1049449359,-1091866852,-1103734188,1032459556)+W(5,-1119289842,-1140261177,1049692098,1015515213)+W(6,-1107272167,1039101648,-1113173429,1032345875)+W(7,1042112892,1051337808,-1100636937,-1116721265)+W(8,1041543818,-1107580668,1036490203,-1094357813)+W(9,-1112986991,1034073405,-1109546082,1033146133)+W(10,1011811037,1035868647,1017051268,980311674)+W(11,1027230184,-1121586498,1019523665,-1118660177);sum2=W(0,-1111869912,1029022998,1029756683,-1129366500)+W(1,1047691494,1051011830,1041454921,-1114572049)+W(2,-1112777200,1033382685,-1094989992,1024096486)+W(3,1046043365,1028636589,1041050942,-1113040482)+W(4,-1075590857,1052419847,-1088878874,1063827282)+W(5,1046068934,1022134325,1049374228,-1094007689)+W(6,-1100561355,-1118786886,-1130192114,1019865458)+W(7,1053136256,-1142379802,1037601458,-1120053198)+W(8,-1104418826,1039472389,-1105102628,1051405216)+W(9,-1136660469,-1113939693,1011878989,1021094310)+W(10,-1115896886,1033422229,1024511741,-1121128994)+W(11,-1173694926,-1122209396,1038213156,1030093181);WS(1065853238,1014077745); +sum1=W(0,-1117433015,-1129058045,1026623353,-1141216588)+W(1,1050233869,1049952264,-1096460535,-1094201799)+W(2,-1138617969,1022594791,1008011942,1044254087)+W(3,1039902504,1043759351,1020370461,-1128763228)+W(4,1051933059,1055071872,-1077503527,-1083943142)+W(5,-1141149825,1032777398,1025148605,1048823509)+W(6,1050608829,1042454284,-1118113002,1026101893)+W(7,1055823041,1057515106,-1098731144,-1089716396)+W(8,-1117303781,1030831063,-1120507502,1040921250)+W(9,1027449020,965645460,-1113706417,1032019108)+W(10,1050055875,1054942629,-1094767340,-1095714819)+W(11,-1131034510,1023411184,1040832262,-1149099066);sum2=W(0,-1107369605,1040389587,-1126703609,1024492456)+W(1,-1102696165,-1115181151,1038677226,-1114418679)+W(2,-1122518916,1026327736,-1114014523,-1133142225)+W(3,-1109233879,-1095300447,1036516578,1029353704)+W(4,-1104069114,1063594124,1063429366,1043636997)+W(5,1035228514,1023044321,-1091978649,-1122395696)+W(6,-1104963978,-1106122650,-1107363712,1032071462)+W(7,-1098164193,1040620147,-1097459892,-1101740776)+W(8,-1116601496,-1130578705,-1097146692,1053626887)+W(9,-1143085570,1043865859,-1105180142,1044306067)+W(10,-1106357294,-1127904241,-1116890590,1035238854)+W(11,1026795860,-1127926993,-1120794976,1040976159);WS(-1088917996,1063906509); +sum1=W(0,1044506738,-1103723194,1042151912,-1110920777)+W(1,-1095080042,-1113114611,1032125650,1047786311)+W(2,1033765698,-1104090263,1025189266,-1134941681)+W(3,1033303784,1049511025,1005195703,-1101936374)+W(4,-1088574755,-1080208865,1034065915,1061302810)+W(5,1041151454,-1113407178,1048946939,-1115794445)+W(6,-1113286290,1043019742,-1103459368,1032265367)+W(7,1049193686,-1121283466,1054491533,1048810800)+W(8,-1109067703,1044875416,-1103486336,-1126346531)+W(9,-1128222025,-1114181825,-1129700693,1041691572)+W(10,1024774526,-1147499681,1049358361,-1112859072)+W(11,-1121559327,1029016425,-1097425800,1015955599);sum2=W(0,-1127991186,-1116051994,1050674327,-1103461552)+W(1,-1108916090,-1124692174,-1113530372,-1120190757)+W(2,1029245469,-1115385529,1042343963,1012492564)+W(3,-1131508502,1050173609,1015549042,-1104590141)+W(4,-1121470095,1046026095,1072931527,1055990720)+W(5,1026603353,1024686773,1048814953,1032226081)+W(6,-1105608002,1039941075,-1098769683,1036919049)+W(7,1050729023,-1084802111,-1078020039,-1095048932)+W(8,-1108452621,1046452703,-1101605152,-1098673970)+W(9,-1101603735,1031505597,-1112862464,1046313441)+W(10,1047911325,1034713295,1010804308,-1101033642)+W(11,-1112756717,-1119772659,1017021378,-1113534935);WS(-1128039792,1065254279); +sum1=W(0,-1114341117,1031806764,1027171091,949814928)+W(1,1052398616,1051880795,-1095186291,-1094482850)+W(2,-1155305313,1022544667,-1139824782,1027872723)+W(3,1033646238,1018879791,1031101353,-1129242384)+W(4,1058904806,1068407459,-1092086861,-1085842430)+W(5,-1121892394,1040052675,-1098849364,1010706555)+W(6,1042055949,1033681236,1003634843,-1120975327)+W(7,1055432619,1036562814,-1089087466,-1084252337)+W(8,-1127339326,993927654,1023772639,-1121195299)+W(9,1023909046,1027677731,-1123053628,-1144006416)+W(10,1039311896,1050962337,-1095496311,-1099056317)+W(11,-1123991661,1005742098,1038931216,-1126801378);sum2=W(0,-1124763415,-1113475142,1034915193,-1120833032)+W(1,1030229073,-1105412742,1010824003,-1118777010)+W(2,-1123843510,1030755234,-1133618203,1028911958)+W(3,1025322201,1059271888,967112657,-1115307960)+W(4,1042572184,-1098383492,1082807588,1064953874)+W(5,-1135426163,-1113939962,1048790378,1022077590)+W(6,-1102912552,-1118552210,-1107476032,1023925021)+W(7,1054443836,-1098098835,-1064631277,-1080316189)+W(8,1038571089,-1109596012,1029953956,-1103923621)+W(9,-1103660545,1033898849,-1132191993,1033449936)+W(10,-1121091158,1028111985,1039205719,-1110193476)+W(11,1035405992,-1126376787,1036034024,-1106218101);WS(-1100484014,-1082813103); +sum1=W(0,1037916588,-1123209507,-1124738939,-1123138350)+W(1,1048819422,1053647432,-1095165544,-1092840871)+W(2,-1212876940,1018206961,-1117914254,1042234192)+W(3,1049386547,1038702225,-1115403050,991988525)+W(4,1054472273,1063735148,-1082690349,-1086369653)+W(5,-1120915541,1024686130,-1121098737,1039202605)+W(6,1052139678,-1114440425,-1113715255,1032429349)+W(7,1057734851,1057909982,-1104541586,-1080932794)+W(8,1015928020,-1138122766,-1120991811,-1124146173)+W(9,1033284897,-1105213156,1024090791,1024280877)+W(10,1048946363,1057027323,-1098590565,-1091044852)+W(11,1018911880,1023234987,-1140316975,-1116174764);sum2=W(0,-1151813795,-1117132961,-1115193567,1017320792)+W(1,-1127138406,1035777956,-1104426322,-1114719136)+W(2,1038691322,-1114810881,-1122656452,1024237362)+W(3,1023133248,-1096979800,-1109723345,1033153774)+W(4,1044557822,-1081748159,-1067432541,-1094043595)+W(5,-1134215421,1025666138,-1105451925,1043828952)+W(6,1051436512,-1136600857,-1111785287,1038092476)+W(7,-1094662263,1059186895,1084038773,-1094705611)+W(8,1023161212,-1141123106,-1118750811,-1118217110)+W(9,1043953938,1038440342,-1109901657,-1119671739)+W(10,1023890070,1021470996,-1097692319,1051561136)+W(11,1009024009,-1122422926,-1114305884,1026839182);WS(-1090600151,1059961608); +sum1=W(0,1003856660,1023957057,-1119499740,1026132748)+W(1,1051724689,1035359281,-1105095800,-1086859502)+W(2,1032934656,-1123043606,1030063117,1051693682)+W(3,1043713207,977342510,-1113885561,1009974340)+W(4,1059175635,1059908410,-1080432315,-1089372619)+W(5,1034542394,1018557983,-1106762114,1040699442)+W(6,1051525550,1025363409,-1111559238,1031101992)+W(7,1060487798,1059822844,-1086083942,-1084623068)+W(8,1019132432,1031213982,-1116041416,-1114853678)+W(9,1031878320,-1114083846,-1109274083,1038517558)+W(10,1051599439,1057278953,-1097114792,-1090836983)+W(11,-1150140386,-1138998830,1040974422,-1130086580);sum2=W(0,-1099561897,-1123994385,-1162949315,992923986)+W(1,1079165891,1071631223,-1114799541,-1105536701)+W(2,-1122782084,-1122543983,-1073660425,-1067147152)+W(3,-1116860796,1033030662,-1114052913,1026898877)+W(4,1068780303,1075632919,1035377948,1049791100)+W(5,-1095462698,-1097530520,-1083671230,-1081838471)+W(6,1024241717,1027801571,1033577774,-1129262506)+W(7,-1093777203,-1083766160,1049717575,-1088177074)+W(8,-1107750254,1032284006,1057183721,1057542893)+W(9,1041458479,1050404867,1036380420,-1129225578)+W(10,1029517847,-1083354335,-1091169113,1043978030)+W(11,1025982179,1016984746,1061807320,-1103299573);WS(-1077101366,1062204989); +sum1=W(0,1034919675,-1109323772,1033145401,1030791972)+W(1,-1099266697,1032826652,1033209467,-1119759728)+W(2,-1131275309,-1142019948,-1108657922,1044609922)+W(3,-1109601924,-1098302775,974201395,1041963978)+W(4,-1084468746,-1116769210,1054965265,1053457281)+W(5,1005679697,-1125973710,1034832195,1049423472)+W(6,1049858413,-1163737350,987140211,-1122207423)+W(7,1055247733,1051122507,-1111164798,-1085314770)+W(8,1038354000,1030630601,-1113738245,-1104833109)+W(9,-1104961646,1022472166,-1110991006,1038549201)+W(10,1043488164,1036206931,-1115893275,-1103072597)+W(11,-1132893044,1033991117,-1131086146,-1121147841);sum2=W(0,1013333880,1035550861,-1111995834,-1128313262)+W(1,1023499747,-1107108555,1024909109,1041733323)+W(2,1026149469,-1188980193,1015145454,-1111312052)+W(3,1047569009,1036006103,-1108547758,-1111474816)+W(4,1042800306,-1137016284,-1093864056,1049082846)+W(5,-1123639612,-1132476264,1013541080,1017141780)+W(6,-1104835579,-1119199538,-1107039325,-1123519406)+W(7,1032249988,-1146750815,1005924363,1049905793)+W(8,987971164,-1118671040,-1119513572,1034012446)+W(9,-1113807123,-1111926114,1034342977,-1122872424)+W(10,1024429363,1029021112,-1117079308,-1107099901)+W(11,-1119021692,1010774610,1021769214,1036805530);WS(1062330988,-1108933484); +sum1=W(0,-1127744279,1022571909,1014897395,-1130422235)+W(1,-1112967222,1057599524,-1095189640,-1103583502)+W(2,1027221408,-1115561596,1033146447,1030687296)+W(3,-1103670303,-1110385841,-1143835797,1027643186)+W(4,1050533350,1066390108,-1083565633,-1097916197)+W(5,1024802772,1027456689,-1104991248,1045948242)+W(6,1042533684,-1104774725,-1128962907,1008148004)+W(7,1059916677,1050496965,-1117452294,-1085814590)+W(8,-1125614226,1027191883,-1114792086,-1098839314)+W(9,-1116892960,-1113171223,-1140840472,1015454424)+W(10,1049304867,1049771574,-1103031657,-1099231943)+W(11,-1115468561,1026854932,1032045679,-1127702342);sum2=W(0,1032830726,-1111744013,-1117467777,1032895988)+W(1,-1088204952,1054289941,1060942494,-1115406541)+W(2,1031989945,-1104702594,-1123665301,-1092446016)+W(3,1005059811,984631841,-1111764526,1028545567)+W(4,1071613570,-1077634808,-1080183554,1047355779)+W(5,1046230999,-1100189171,1046926373,1060958044)+W(6,1049595248,-1107906030,-1115412116,1041090350)+W(7,-1093147012,1042083474,1035977506,-1134532596)+W(8,1034621337,-1132922134,-1097187857,-1113920155)+W(9,-1128022386,1041765137,1023304410,-1125773241)+W(10,1037668146,1032116542,998580490,1020817981)+W(11,-1117116166,1022449461,-1125184917,-1142970826);WS(-1109331804,1042368707); +sum1=W(0,1017844485,-1131144083,1024616740,-1127022377)+W(1,-1100795701,-1097056965,1050963589,1059385318)+W(2,1016900750,1023074109,1029893237,-1111987554)+W(3,-1107976561,-1113085828,-1123208698,-1123466393)+W(4,-1085607547,-1083778221,1059271336,1060165431)+W(5,-1112887422,998408382,1039937652,1029216560)+W(6,-1114039899,-1111910285,1019270569,-1123129456)+W(7,-1087428756,-1094957746,1056907678,1060839292)+W(8,-1132276000,1030127674,-1114977786,1032072458)+W(9,-1118232839,1022571624,-1140654132,981412042)+W(10,-1097540376,-1103251894,1053487153,1049849056)+W(11,1027413302,1016237783,-1099334072,1024925794);sum2=W(0,1026055449,-1115329827,-1124884727,1032849952)+W(1,-1095655110,1045607629,-1069645041,-1062565523)+W(2,1033345650,-1126204236,-1117682124,-1117249787)+W(3,1027815845,1037903820,-1129227720,-1113876395)+W(4,1038549538,-1099195860,1082661778,1071954840)+W(5,-1111681252,1027383795,1049745271,1041120073)+W(6,1033732250,-1135699996,1017198470,-1120368220)+W(7,1038448988,-1098438651,1029601901,1074466947)+W(8,1003632367,-1122462785,1028175479,-1117133911)+W(9,999495607,-1129930944,-1146042855,-1139825528)+W(10,-1108984513,1036170224,1032971494,1010255452)+W(11,1028818665,1008778484,-1119888169,1021673198);WS(-1115348316,1054745777); +sum1=W(0,1036166838,1015838740,1010567825,-1137232980)+W(1,-1091675395,-1096298109,1049110157,1049991788)+W(2,1029575560,1027659359,1034100235,1017816583)+W(3,-1156212270,-1111605669,-1129778165,1027515738)+W(4,-1087264777,-1084812083,1064241460,1058008076)+W(5,1022248439,1022178737,1015442096,1034455816)+W(6,-1105267814,-1129353779,-1163675813,1031078129)+W(7,-1090012802,-1089909917,1054590870,1060214194)+W(8,1027280241,1032358751,1024747424,1038960299)+W(9,-1109102196,1044530957,1015357019,1021335208)+W(10,-1099321920,-1087098097,1051902330,1041116785)+W(11,-1140454872,1023518060,1001621141,-1128935590);sum2=W(0,1029679520,1020162972,1024206556,-1165172934)+W(1,-1133513625,1032751166,-1122180110,-1126280148)+W(2,-1112190701,1031911051,-1123729058,1007295249)+W(3,1034059275,1040171419,1027518769,-1116697030)+W(4,1058808820,1078058683,-1097026624,997668227)+W(5,-1130859572,-1110596693,1051253388,-1106696521)+W(6,1027996817,-1110434123,1038375004,-1114129087)+W(7,1074823993,-1082346775,1040744343,1034726751)+W(8,1030310076,1020514684,-1130957332,-1129919188)+W(9,1034335827,-1129105068,1033334280,-1112102389)+W(10,-1066028315,-1081349721,-1107441727,-1102815825)+W(11,-1120038362,-1140190249,1046963831,-1106067749);WS(-1106429870,-1094013011); +sum1=W(0,1032914805,-1122572746,1010730896,-1180060253)+W(1,-1083977393,-1096070845,1041447962,1051659804)+W(2,-1143253052,-1112889935,1042077981,1044666432)+W(3,1007289698,1032028260,-1126648308,1021824818)+W(4,-1090427610,-1110426966,1055000463,1049003466)+W(5,1019043703,-1121648024,1039434940,1040702780)+W(6,1028442598,1044381070,-1130361130,-1129917792)+W(7,-1154202266,1047276227,-1108621431,1028832887)+W(8,-1121855216,1025638626,-1126798128,-1143541158)+W(9,997655159,1048974915,-1140710069,-1120274467)+W(10,-1106909952,1037115308,-1092428073,-1127588999)+W(11,-1112957869,1027653084,-1116914978,1034262401);sum2=W(0,1044056205,1042644451,1027309129,-1113021585)+W(1,-1099894114,-1100852865,-1098848264,-1096040530)+W(2,-1129192316,-1127314210,1051352325,-1101136816)+W(3,-1130917417,-1097839840,-1105312463,1040557912)+W(4,1055980834,1060955207,1066533545,-1086782093)+W(5,1001033976,1028457481,-1105883820,-1094431966)+W(6,-1093830389,-1101732547,-1102513438,1045635393)+W(7,1049480207,-1136131482,1049511378,1047866369)+W(8,-1109915970,1041484506,-1095199310,-1100511063)+W(9,-1116545436,1035602021,-1114789238,1027399099)+W(10,-1099150452,-1089010378,1045074348,1054444603)+W(11,-1111537389,1038428609,-1105061215,1057783348);WS(1043891118,1068855714); +sum1=W(0,-1116934668,-1132968331,-1115119790,1034864935)+W(1,1054927906,1036212657,-1094480060,-1092449819)+W(2,-1137767170,-1110944332,-1105343195,1034556804)+W(3,1038582262,1007221512,-1116826163,1021640868)+W(4,1059302628,1065404307,-1085866861,-1087769325)+W(5,1007166673,1000130184,-1118670257,1039390277)+W(6,1042862352,1036137865,1023733166,-1131811026)+W(7,1060871017,1058788692,-1090795981,-1087019235)+W(8,-1149095244,1038210141,-1110180471,-1097654326)+W(9,-1140157826,-1132089051,-1132040205,-1143217636)+W(10,1054585007,1058320673,-1088777568,-1096174840)+W(11,-1123846591,1033742658,1039274926,-1103987387);sum2=W(0,1043524956,1022447527,1016877071,-1109312558)+W(1,-1098627702,-1106898612,-1112207078,-1128190925)+W(2,-1109532722,1007593597,1038513036,1046310591)+W(3,1041115214,-1113751024,1012463989,-1119267190)+W(4,-1125515089,1069702771,-1096567460,-1098728904)+W(5,-1120394532,-1104054586,-1085518745,1034661588)+W(6,1044302697,1017381631,-1130793473,-1126846961)+W(7,1067943590,1068665203,1042180588,-1103900959)+W(8,-1120974914,1042247803,-1076263106,-1080776989)+W(9,-1118188819,1030898373,987754923,1028514185)+W(10,1066385707,1053793920,1045698067,-1098746809)+W(11,1009589981,-1114854661,-1093259035,-1082060374);WS(-1087649964,1019782291); +sum1=W(0,1030168161,-1112895868,-1143853715,-1120416323)+W(1,-1105270513,1031966316,1040272853,1040415828)+W(2,-1138699736,-1138905653,-1115504066,1024428446)+W(3,1041161399,-1109107148,-1117444008,997344379)+W(4,-1088122706,-1107599501,1066099001,-1108639376)+W(5,986611002,-1107645603,-1101667648,1050439898)+W(6,1047711365,-1121138472,-1121005123,1021907901)+W(7,-1089416651,-1111272734,1034911086,1016783474)+W(8,998160367,-1138080961,1033038819,1046888529)+W(9,1000308143,1016698342,-1131127160,1024251314)+W(10,-1107120316,-1102333873,1039033917,1025062450)+W(11,1016114481,-1128756052,1024070769,-1142414472);sum2=W(0,1040784536,-1100939724,1033768126,-1107127477)+W(1,-1112675945,1057262150,1017594321,-1117663793)+W(2,1025325994,1019337948,-1092150404,1039537683)+W(3,-1105075327,1031863699,-1125558334,1023416069)+W(4,-1072566694,1078638992,-1098589794,-1107862291)+W(5,-1099590626,1051733383,-1077578123,1066290117)+W(6,-1103416126,-1104742149,-1118774605,1043030557)+W(7,-1086195181,-1109470897,1047503953,1051532765)+W(8,-1119314417,-1100419866,1050584179,1053259006)+W(9,1042707477,-1121719211,1000627574,-1151915405)+W(10,1041105499,-1106760943,1014542959,-1106456825)+W(11,1038050610,1002291590,1033290657,-1103867215);WS(1061891500,1029739432); +sum1=W(0,-1106216192,1006283635,-1135804195,-1120639769)+W(1,1044238166,991333090,-1103570763,-1113834067)+W(2,-1131739160,-1118882723,-1139025510,-1114217922)+W(3,-1105829118,-1090566706,1029738303,-1111424495)+W(4,1059958553,1070740438,1051808376,-1096510251)+W(5,-1144807936,1034612526,-1094764771,-1105864021)+W(6,-1116262763,1034396863,-1118615961,-1117498485)+W(7,1055146526,1034609097,-1100309453,-1092264601)+W(8,-1134494805,1017541191,-1115698885,-1102695282)+W(9,1019261400,-1120846617,-1118385394,-1125527056)+W(10,1035571491,1043753671,-1103884676,-1103214946)+W(11,-1114134173,1003240643,-1118241703,-1137185181);sum2=W(0,1026550907,-1138054916,1006302792,-1121600381)+W(1,-1118247849,1032667651,-1115693397,1038640235)+W(2,-1121040584,1022873234,-1150824496,-1129506938)+W(3,1026195583,-1109251816,1002488024,-1119262688)+W(4,-1131891756,1075955836,-1070322023,1049140618)+W(5,-1116879102,-1123674716,1037796079,1032667233)+W(6,989985520,-1119850715,1026568605,1029037035)+W(7,-1093462820,1039467523,-1111337441,1050244555)+W(8,1023067742,-1115823182,-1119306593,1041966968)+W(9,1023268674,-1113487368,1023468893,-1136033516)+W(10,-1123631905,-1111383976,1032357843,1034795019)+W(11,1030765775,-1117038411,-1140765060,1011205316);WS(-1084563692,-1094583093); +sum1=W(0,1012279186,-1124105959,-1162852794,1022703229)+W(1,-1118740542,1029178707,1043937588,1016172182)+W(2,-1118949361,1029291849,-1113029519,1030161881)+W(3,1040618577,-1104495965,1021772616,-1132568844)+W(4,1047241030,1058138797,975997096,-1096721723)+W(5,1002005802,1026228226,-1095587800,-1110742685)+W(6,-1108936808,-1134036365,996545514,1024085850)+W(7,-1098942649,1033384955,-1119752408,-1105257082)+W(8,-1121437018,-1128298663,1030217107,1044167852)+W(9,-1117471057,-1121618798,-1146052282,1026223997)+W(10,-1119041259,-1135741956,1030206390,1035927703)+W(11,-1127843472,1024441958,-1114495566,1033396614);sum2=W(0,-1154040649,1041313314,1022296570,1025430445)+W(1,1050769250,-1110563158,-1089338077,-1116838887)+W(2,1025324860,-1110459458,1049390351,-1101164186)+W(3,-1095051054,1045521896,-1113204042,1036981025)+W(4,1047738904,-1105725339,1068042633,-1080092115)+W(5,-1123670947,-1102419914,1058198082,-1105225557)+W(6,-1140159290,1036274902,-1113488118,1015494893)+W(7,1046459196,-1099991734,1036460009,-1123762249)+W(8,1036400862,-1121611661,1042800199,-1097909404)+W(9,1033705522,1014652738,-1122316989,-1127432409)+W(10,1035671600,-1109634740,1034428960,-1115504399)+W(11,1029427990,-1122111247,1019626217,-1112380024);WS(1070570422,-1118483066); +sum1=W(0,-1110069429,1031499417,-1132852684,1018165832)+W(1,1060331110,1050128623,-1099020957,-1099959964)+W(2,-1139421786,1009522871,1032275410,-1162935118)+W(3,1040072889,1042906054,-1109730565,-1139725729)+W(4,1059366093,1062372980,-1081528768,-1084885570)+W(5,-1140197674,-1117746023,996066926,1019497086)+W(6,1042919301,-1168228894,-1118139972,1028156415)+W(7,1058454089,1058887102,-1091258848,-1083523477)+W(8,-1128372287,1014662756,-1112630512,-1118811556)+W(9,1039947243,-1103975241,-1122455036,1024357779)+W(10,1048717802,1057283318,-1094692227,-1095225642)+W(11,-1119179525,1028666043,998336395,-1117991970);sum2=W(0,-1105638218,1028972955,-1108615966,1041833519)+W(1,-1068172350,-1062545743,1051586707,-1090712556)+W(2,1031038629,-1109024185,-1089644697,1053466473)+W(3,1029956673,1048735800,-1161988394,-1125372171)+W(4,1058445980,1081890452,-1113315600,1040982790)+W(5,-1115541422,-1110157560,1021891615,1044082250)+W(6,1034458457,1025753183,1034531971,-1113215633)+W(7,1078990875,1057946443,-1116357686,1025381303)+W(8,1034093689,-1121128958,-1138523317,1047100697)+W(9,1036634769,1000882603,1028261725,-1118383435)+W(10,-1129266047,1020805991,1047278155,-1096961046)+W(11,-1164400298,1023430939,1003167691,-1118643722);WS(-1086946092,1067745931); +sum1=W(0,1043160110,-1107060738,1029399808,-1129718754)+W(1,-1086793423,-1093519641,1052187432,1057051220)+W(2,1019782728,1028876859,1041235060,1029510552)+W(3,1035261538,-1095383669,1031195606,1034551451)+W(4,-1086890615,-1082115172,1065908691,1056679450)+W(5,-1121687640,-1151056709,1028581668,1027399596)+W(6,-1133919947,-1122710934,1033121193,1040134022)+W(7,-1091092163,-1087806651,1055695833,1053194351)+W(8,985161115,1032179179,1022886169,1039541441)+W(9,-1107305618,1042006276,1042343314,1023151712)+W(10,-1106762967,-1086763775,1051480109,1050664148)+W(11,-1137650955,1023858088,-1123269599,1035840335);sum2=W(0,1049598436,1048639033,-1100127293,-1092038506)+W(1,1042320103,-1103044471,1037661877,1043882093)+W(2,-1121740952,1029198842,1002123811,-1131832297)+W(3,1064718435,1072396257,-1074419095,-1076970891)+W(4,1034035103,-1104719409,1057486689,1059313512)+W(5,-1115216799,1010136401,1041582287,-1103733932)+W(6,1071503744,1074270589,-1071882845,-1072137471)+W(7,-1111075093,1044428409,1058040444,1051417643)+W(8,-1128000009,1024386386,-1139439905,-1115120295)+W(9,1071966648,1067893220,-1077760287,-1075499422)+W(10,-1105998171,1040427981,-1109701446,1034550731)+W(11,-1120184167,1030441594,-1112073274,1008560441);WS(-1081254198,-1103496580); +sum1=W(0,-1146587219,-1098606506,1041339642,-1115414444)+W(1,1048836291,1057498447,-1097683981,-1093427101)+W(2,1040942563,-1102869832,-1144521152,1038644661)+W(3,1050459360,1042214179,-1130637434,-1098407452)+W(4,1058816906,1061921355,-1078168847,-1091994231)+W(5,1036627839,-1165859686,1040740783,-1117884339)+W(6,-1117423418,1034598934,-1101995566,1020760807)+W(7,1063391143,1049596874,-1092752622,-1095228700)+W(8,-1107645994,1047950513,-1125383814,-1099277734)+W(9,-1122745995,1024450296,-1100079212,1047565230)+W(10,1055225025,1057483350,-1094816186,-1097351785)+W(11,-1104517417,1038686359,-1112883619,-1125503451);sum2=W(0,1057761413,1067192921,1049429767,-1101463653)+W(1,-1109493923,-1139460835,-1078098525,-1092703936)+W(2,1014720459,-1117756514,1028945771,1041760680)+W(3,1075421514,1075836777,-1113723320,-1128244554)+W(4,1039603395,-1087182285,-1077415283,-1071536845)+W(5,1016362862,-1118637934,1045554670,-1114414573)+W(6,-1088665878,1016894214,-1100739127,-1100253783)+W(7,1034610843,-1117875445,1051692516,1059548308)+W(8,-1125369728,1027339291,1032645955,-1106673179)+W(9,-1116933337,-1111337535,-1105778187,1041910404)+W(10,1013931579,1038460759,1048285068,-1101242161)+W(11,1013909643,-1124961818,-1113595007,-1122014712);WS(-1089093868,1047195432); +sum1=W(0,-1108646892,-1102493258,-1146634508,-1139038025)+W(1,-1116853265,-1113152371,1050027260,1042227448)+W(2,1015754506,-1111624526,1037772585,1032512066)+W(3,-1102675263,1027299238,-1111039036,-1107247574)+W(4,-1102292967,1059178599,-1094097439,1055627170)+W(5,-1122052409,-1123630421,-1120135685,1040310103)+W(6,1043334313,1035038251,-1131070116,-1111569431)+W(7,1064850945,1055758905,-1091453053,-1086063146)+W(8,1035574535,-1126001639,-1107670363,-1097054397)+W(9,-1130835530,1006218639,-1125658710,-1123633457)+W(10,1047069456,1028822677,-1100496626,-1104540112)+W(11,1015067608,906381938,1033685440,-1109953256);sum2=W(0,1051248459,-1102825598,1043805370,-1103632983)+W(1,-1112111441,-1107415409,-1106748849,1050224986)+W(2,-1111599379,1037386114,-1113209339,-1114055425)+W(3,-1110573499,1027245233,1043204826,-1100282419)+W(4,1047715488,1064575785,1068200484,-1142028319)+W(5,-1107474855,1042201726,1034756297,-1106125891)+W(6,-1115422824,-1088944566,1032596944,-1107284068)+W(7,-1116519441,-1166081973,-1082511144,-1110893073)+W(8,-1115818225,1036836551,1036646608,-1121811913)+W(9,-1119815045,-1103855212,1038389706,-1115324019)+W(10,1033478296,-1112155627,-1099926119,-1101546175)+W(11,-1107371535,1026011708,1042197713,-1139772871);WS(-1121781432,-1075996235); +sum1=W(0,-1104344139,-1106763371,1017932812,-1139185884)+W(1,1023675446,-1102467779,1050633065,1055178280)+W(2,-1116105386,-1134059780,-1113788396,-1115352921)+W(3,-1097501556,-1122902443,986151814,1031934942)+W(4,-1098857564,-1087567683,1056941803,1061458986)+W(5,-1113912527,-1136836585,1038547421,987917899)+W(6,-1153685131,-1127990679,1000199096,-1164665422)+W(7,-1091469811,-1104204108,1045616484,1057254916)+W(8,1007170123,-1128021832,1011665321,-1108760371)+W(9,1001735501,-1113474827,-1140438078,1007298263)+W(10,-1129857478,-1103515070,1046908556,1030315686)+W(11,-1154396360,-1121041198,-1118109260,-1121847517);sum2=W(0,-1097479461,-1104465921,-1129109975,-1168649543)+W(1,1042706476,-1102354715,1049155382,1049098480)+W(2,-1106980555,-1122042062,-1112820525,1041988609)+W(3,-1103938775,-1118749694,-1132018102,1016893178)+W(4,1043506300,-1097087336,-1098731951,1057022497)+W(5,-1105649317,1031531696,1046909100,1047765539)+W(6,-1115486085,976518647,1023462612,-1117453381)+W(7,1057524747,1036026738,-1106384437,-1119719509)+W(8,-1114531186,1040948740,-1121071990,-1100642605)+W(9,1025546665,1034975399,-1115823387,-1106957470)+W(10,1045328977,1035074429,-1105263623,-1098317799)+W(11,-1113359258,1033488186,1003192501,-1106523641);WS(1058868844,1053114578); +sum1=W(0,1047026923,-1120049453,-1122446279,1019520880)+W(1,-1095841007,-1093651986,1048040834,1040716289)+W(2,1026453035,-1117418946,1039005404,1020793813)+W(3,994701546,-1104790763,1025396381,1037061470)+W(4,-1089525095,-1081113852,1063349990,1059285152)+W(5,1019785277,-1114838686,1040363303,1046415125)+W(6,-1104820950,1021084025,1031841884,1029402067)+W(7,-1086213616,-1087503095,1056787146,1062179110)+W(8,1030676884,1024749253,1041196477,1045703966)+W(9,-1105237507,1009185118,1033549944,-1120186199)+W(10,-1091401861,-1088312360,1057448647,1046529242)+W(11,1004229292,1022861598,1036113571,999605293);sum2=W(0,-1089070569,-1111523090,-1106859908,1050427341)+W(1,1067490860,-1093125710,1052246278,1053219089)+W(2,1058659628,1066232343,-1078811541,-1080930470)+W(3,1043538575,-1097196972,-1112488680,1035861035)+W(4,-1078649576,-1087268097,-1088179143,1059060280)+W(5,1073277874,1065823003,-1075643449,-1074777053)+W(6,1036654054,-1133854060,-1122621450,1032409135)+W(7,1059384755,1062938540,1043005089,1017346040)+W(8,1062269032,1043425453,1049929252,-1124572738)+W(9,-1130574088,-1093068011,1046587865,-1104767713)+W(10,-1093321870,1059539225,1052143300,-1092034159)+W(11,-1092663388,-1098215774,1059287102,-1112625720);WS(-1074642550,1059001037); +sum1=W(0,-1105864948,-1133959838,-1114814273,1033877849)+W(1,-1096349630,1023714759,-1108476642,1040506928)+W(2,-1110243859,-1127057913,-1108357401,1046552293)+W(3,-1106724665,1042832010,-1122785432,1017602926)+W(4,1055335876,1065396984,-1084427489,-1098100854)+W(5,-1147216585,1033899323,-1132282059,1032280783)+W(6,1046400581,1036804396,-1121541554,-1119942606)+W(7,1062559324,1061684023,-1088670813,-1083890617)+W(8,1032718711,1025273824,-1104721044,-1113686945)+W(9,1032924291,1039804561,-1103073299,1004629641)+W(10,1051195620,1054342111,-1095458045,-1090515058)+W(11,-1122497752,-1121848889,1031943308,-1110306392);sum2=W(0,1021686194,1025348247,-1131612410,1024273115)+W(1,-1108335658,-1122239076,-1101286924,1043888107)+W(2,-1110849641,-1111108183,-1091711743,-1077891718)+W(3,-1105777061,1042238427,1041256788,-1107407950)+W(4,1046097166,1036931728,-1090332406,1048538591)+W(5,1033944270,-1111979954,1065426853,-1097181377)+W(6,-1126779625,-1118046720,1031505312,-1117121277)+W(7,1040874893,1040745205,1043322093,1053208564)+W(8,1039617071,-1105370761,1040529954,1063431633)+W(9,-1118330488,1027338756,1016793154,-1110072407)+W(10,1050743072,-1096125238,-1116082242,-1135252559)+W(11,-1122096807,-1122718137,1050690616,-1097546746);WS(-1088674604,-1128666815); +sum1=W(0,-1112902532,-1154837176,1016031116,-1123914807)+W(1,1051063687,-1131397783,1033184452,1031043843)+W(2,1018478931,-1134237698,1025159063,-1094561666)+W(3,-1114821559,-1098901213,1024027612,1014718188)+W(4,1027540319,-1102428675,1054517603,1015481863)+W(5,1024172061,-1126359028,-1104802482,-1102063788)+W(6,-1103324234,-1099251759,1024193015,-1145356432)+W(7,-1094753613,-1100081596,1059978813,1051928805)+W(8,-1133861065,-1114031158,-1111732847,1021380397)+W(9,-1119376425,-1101826270,1032770888,-1124389866)+W(10,-1110958225,-1101878062,1062901239,1047372601)+W(11,1028470484,-1114369951,-1113334654,-1154253637);sum2=W(0,-1108931889,-1114639139,1012595671,-1125911137)+W(1,1050970701,-1128469007,1032292317,1017628143)+W(2,-1132880011,1026392505,-1112594616,1035307535)+W(3,1007405169,-1110292957,1044288444,999266341)+W(4,-1110785518,-1074929312,-1067836662,-1114156858)+W(5,-1126668834,1035975658,-1112320536,1028698628)+W(6,1050109344,1041510968,1041147790,-1101165077)+W(7,-1105301985,1044362436,1037860217,-1072172899)+W(8,-1115294669,-1122721591,-1133865234,1032862316)+W(9,1029583838,1046353900,1025832748,-1113177198)+W(10,1048694785,1057358913,1081403750,1074693740)+W(11,1027549527,-1114367420,1015908463,-1121233078);WS(-1092184279,-1114774309); +sum1=W(0,1035183681,1038305887,-1120800919,-1112548452)+W(1,1044352162,1039166894,-1101125062,-1114927434)+W(2,-1115173597,-1182492945,-1131609361,979364527)+W(3,1043708422,1037535198,1008341430,-1114639366)+W(4,1063427286,1034792975,-1103312811,-1087724142)+W(5,1021495134,-1113251558,1048665209,-1093459700)+W(6,-1098020135,1029108045,-1120506536,1009522319)+W(7,-1088121787,-1115071968,-1118967585,1062809460)+W(8,-1113757330,-1113409875,1023205859,1043037714)+W(9,-1128765878,-1106461058,1022706306,1034801619)+W(10,-1114196826,-1129024277,1043448960,1002077113)+W(11,-1123554950,-1115469664,-1126884683,1033949151);sum2=W(0,-1113218164,1028824397,-1146462793,-1130731300)+W(1,-1112264614,-1113338336,-1129593633,1024876637)+W(2,1026854381,-1102804304,-1111675537,-1099018413)+W(3,1013989596,1034818358,1017173194,-1114036842)+W(4,1058622224,-1105838439,-1101530532,1044891209)+W(5,-1102462733,-1108694945,1059579881,-1088855347)+W(6,-1104368005,1040334859,-1121343755,1027612469)+W(7,1050794194,-1102338893,-1097048862,1049606516)+W(8,-1114432119,1019755962,1043492825,1042736448)+W(9,-1123082454,-1123775916,-1154268081,1027895615)+W(10,1040822444,-1122592353,-1113704648,1042764886)+W(11,-1122392540,-1119817837,1034905054,-1121501222);WS(1061153836,-1122742154); +sum1=W(0,-1109089440,1043116226,-1115291137,1027853554)+W(1,1051082942,1047414994,-1115210274,-1102650256)+W(2,-1131011401,-1119605372,-1112215273,1027843188)+W(3,-1138258466,1050791197,-1112977164,-1171221910)+W(4,1055597733,1055540065,-1077890273,-1112757431)+W(5,-1126942769,-1126698730,1042514461,1034632359)+W(6,1034471002,1041098678,1022714404,-1121554637)+W(7,1061271560,1053866013,-1093251577,-1082648980)+W(8,998349933,1025132479,1046515591,-1131618020)+W(9,-1134239506,1034237593,-1123187178,-1157881362)+W(10,1044732088,1032996986,-1092621429,-1097764996)+W(11,-1120958927,984532249,1043087924,1036747322);sum2=W(0,-1102026314,1038074007,-1132731961,1031101174)+W(1,-1126868316,1042331882,-1090146581,1042272104)+W(2,1023923290,-1128194324,1036936531,1028240358)+W(3,-1092900468,1030590838,1017601076,1022986308)+W(4,1039425711,1068886648,1054179894,1028046198)+W(5,-1114483483,-1108833787,1039233571,-1122656394)+W(6,1001758673,1001713969,1022398052,-1126674740)+W(7,1049555295,-1096410864,1035923987,-1096188072)+W(8,1026905222,1029729918,-1090080092,-1086618714)+W(9,-1140283033,-1138091097,1010235161,1013813081)+W(10,1036573795,-1105222854,1036670019,-1106500726)+W(11,1035325123,1035525391,-1134061337,-1110072380);WS(-1098883799,1037141561); +sum1=W(0,1039141586,1034970850,1029657918,-1114839991)+W(1,1020247259,1029681923,-1090767256,-1110021469)+W(2,1040211480,-1126798193,-1119339247,1030453625)+W(3,1048999812,1026227619,1034543274,-1116594483)+W(4,1058872566,-1100094273,1007604554,-1089859629)+W(5,1041448405,-1123771570,-1106749124,-1104869706)+W(6,-1103366664,-1115755155,-1140770618,1026816074)+W(7,-1090400131,-1090199858,1050338841,1063309440)+W(8,1006844457,-1131945671,1023759014,1040832320)+W(9,-1109617409,-1117505278,1007197468,1035386535)+W(10,-1104209655,-1101914812,1050252341,1049028980)+W(11,-1115455274,-1106217213,1034144506,1040157646);sum2=W(0,-1120528483,-1120827669,-1137674963,1003211606)+W(1,-1122088448,1021421814,-1165578649,-1156174412)+W(2,1008615371,-1109822394,1046263423,1034591096)+W(3,-1113012012,-1125167698,-1126381316,-1151639180)+W(4,-1108742643,1025314463,-1143882022,1045965141)+W(5,-1107512724,-1102660599,1048434617,1043768035)+W(6,-1133545211,1042115577,-1120928387,-1125497686)+W(7,1048741047,1042307479,-1139515595,-1157195276)+W(8,-1103528899,-1116374767,-1111490489,-1100558843)+W(9,-1111755343,1034768106,-1121709003,1024650751)+W(10,1028526161,1033940928,-1128894336,1024020315)+W(11,1031989982,-1146160726,-1105393784,-1106766859);WS(1056068055,1054753321); +sum1=W(0,1039080395,-1110003853,-1148496799,-1151415881)+W(1,-1089028090,1042243518,1043835198,1057552055)+W(2,1035025164,1014222010,1050869997,-1115248008)+W(3,1010453293,1036235820,1024019466,1010657956)+W(4,-1089501818,-1077848098,1056043521,1059020393)+W(5,1019596694,-1121658024,1040563886,1038857744)+W(6,1020552269,1036573197,1008503186,-1130137728)+W(7,-1085601017,-1088101382,1054798584,1059247988)+W(8,-1123056704,1035081577,1014726271,1031869090)+W(9,-1115513116,1040242409,1035499631,-1132133255)+W(10,-1102383812,-1092379525,1047345767,1050516586)+W(11,-1137744617,1008326318,-1116861746,1037313809);sum2=W(0,-1096807405,1053669968,-1106782132,1028355794)+W(1,1067941768,-1075220438,-1138391825,1040605863)+W(2,1052817152,-1103015841,-1095467240,-1077104108)+W(3,-1113415499,1045145961,1019490884,1035193429)+W(4,-1088459045,1059082808,-1117197986,1054131819)+W(5,1049259157,-1103440804,1063065831,-1094157882)+W(6,1033457423,-1105194567,1051099266,-1103311494)+W(7,1050105229,-1121773074,1043284247,1014178849)+W(8,-1095094287,-1122898552,1042603721,1061761756)+W(9,-1111393110,995616995,1017055868,-1107701072)+W(10,-1120483817,1023829774,-1110630971,1045435457)+W(11,-1109769641,1018464332,1044996767,-1116379229);WS(-1081368566,-1084412265); +sum1=W(0,-1116002144,-1139602460,1015688387,1027068306)+W(1,-1097381330,-1109028275,1048418201,1048181720)+W(2,1021378954,1036715310,1018111780,-1110979184)+W(3,-1116483849,-1108067395,1018141039,1033201483)+W(4,-1086309497,-1080843359,1059054739,1059204754)+W(5,-1118145977,1024269909,1023153354,-1126061147)+W(6,-1114781410,-1101031910,1022250212,1032237687)+W(7,1035809139,-1090938969,1054995541,1060863016)+W(8,1014428471,1015803518,-1102361409,1043786804)+W(9,-1110135922,-1115253585,1019305877,1019999841)+W(10,-1097995920,-1098655035,1054003721,1048891912)+W(11,1027639288,1026153225,-1110370680,1017536656);sum2=W(0,1050460434,-1096496755,1035973965,-1105480981)+W(1,1048076097,-1090117310,1051612828,-1098849709)+W(2,-1105501338,-1108725217,1047120319,1035320005)+W(3,1049140757,1006710678,-1106311589,1037165381)+W(4,1053634690,1066845841,1040931379,-1090898849)+W(5,1039969785,1046728781,-1083953982,1021130333)+W(6,-1091756558,1044207757,-1104974154,1052000177)+W(7,-1077185739,1058534342,-1090778289,1058463605)+W(8,1038345201,-1141278071,-1091684787,1057459457)+W(9,1032159893,-1100748342,1040627526,-1120302417)+W(10,-1102438650,-1096398368,1045155050,1039812947)+W(11,1040363142,-1109297232,1045504944,1041032826);WS(1040286894,1035975353); +sum1=W(0,1034319831,-1127987806,1023182418,-1171293815)+W(1,-1091927835,-1097464070,1048633701,1059664710)+W(2,1013574450,1012611215,1029070026,-1116625676)+W(3,-1102399280,-1105596260,-1137235964,996039142)+W(4,-1087363556,-1086480503,1059153168,1062256902)+W(5,-1115123712,1006568169,1000027879,1016696459)+W(6,-1103790599,-1108335719,1025821242,-1135192533)+W(7,-1089057879,-1099300213,1056014846,1061115073)+W(8,-1134032598,1032814547,-1108586113,1028964506)+W(9,-1114500598,-1129600787,1020463141,-1128818097)+W(10,-1097571161,-1112421262,1052737098,1050028641)+W(11,1020632239,1016193698,-1096430155,1032749254);sum2=W(0,1037372428,1030557532,-1130243023,-1115556642)+W(1,1051814466,1043810263,1077581449,1085969060)+W(2,-1114698318,1034280644,1030366783,1011471282)+W(3,1049080310,-1112452010,-1126476135,1032034792)+W(4,-1103611514,-1081646826,-1064530882,-1074326256)+W(5,-1140286158,1022645135,-1129814679,-1109496698)+W(6,-1108874582,-1125709403,-1138592966,1032996496)+W(7,1033029539,993676602,-1104386166,-1074476109)+W(8,-1126128243,1013431542,1007963430,1035377868)+W(9,-1147299853,-1125845903,1029413614,-1121911846)+W(10,1034388196,1000946837,-1109306490,1029772508)+W(11,-1114714998,1024966722,1024214725,1005762565);WS(-1128144240,-1105727419); +sum1=W(0,1038442911,1030921926,1008158465,1008177348)+W(1,1037111480,1020025483,-1108323937,1034971295)+W(2,1019898055,1036155997,1015575522,-1119737674)+W(3,-1116236765,-1091904121,1041196118,1025380533)+W(4,1039711206,-1090328900,-1116818069,1041262911)+W(5,1023258159,1038413850,-1106145913,-1096558626)+W(6,-1110541401,-1155490648,1038005880,-1123971020)+W(7,1053066642,-1108534613,1050488689,-1118195565)+W(8,-1123851725,1027658998,1033678004,-1107602136)+W(9,-1118346788,-1132141153,1022532691,-1110790464)+W(10,1032777199,1043217853,1035288564,1005836543)+W(11,-1118860082,-1161170171,-1110557919,1034582855);sum2=W(0,-1132037027,-1110061572,1013105493,-1128930637)+W(1,-1110976033,-1113315034,1028677045,1018701611)+W(2,1029665439,-1120215489,-1136221161,-1129623857)+W(3,1023565141,-1118411413,-1111106512,1027020519)+W(4,-1136487341,1064921249,1051172043,-1097696705)+W(5,1025952555,-1120959951,-1100340880,1045236380)+W(6,-1104848450,1001195043,-1108465338,1033707008)+W(7,-1097426277,1028959819,-1134254189,1036460110)+W(8,1006240491,-1118442072,1033145987,1026225447)+W(9,-1113096913,-1123693871,-1112986298,-1130609759)+W(10,-1113952185,-1139702593,1021784635,1035127174)+W(11,-1137489821,-1119362634,1025786651,-1105387359);WS(1066786198,1018352061); +sum1=W(0,1042991174,-1118935590,-1147124480,1037807432)+W(1,-1089303485,-1093203077,1053008404,1056116676)+W(2,1044944769,1019595829,1032850856,-1115182496)+W(3,-1102401423,-1111703874,1043153405,1032919115)+W(4,-1091158043,-1077398372,1052869895,1058826232)+W(5,1030098999,990101824,-1112497438,-1118679276)+W(6,-1105747115,-1109427003,1040525108,1024885356)+W(7,-1088790919,-1096537905,1052412861,1063596395)+W(8,1037575334,1022825908,-1158252416,1041854800)+W(9,1036876386,-1113217832,1041644314,1034093744)+W(10,-1092801624,-1095292522,1055747689,1055303296)+W(11,1042956152,1027108728,-1097656684,1029739551);sum2=W(0,-1102747382,1035081854,-1120880520,1036031230)+W(1,1027629590,1048871361,999021742,1040389106)+W(2,-1113736580,1036561850,1037408166,1033840740)+W(3,-1081312733,-1097589576,-1112120068,-1118383086)+W(4,-1102228261,1059108854,1061513306,1046511529)+W(5,-1105995296,1037901466,1017984327,-1111365044)+W(6,-1136989239,-1101386787,-1113902667,1044452135)+W(7,1030279668,-1090327880,1028645652,-1098672489)+W(8,1024281094,1003868670,-1098256610,1032578550)+W(9,1038098664,-1106083613,-1175016923,1036248196)+W(10,1046091275,-1110606753,1027306194,1037598188)+W(11,1035521712,-1114802202,-1100293962,1055272900);WS(-1088826540,-1072617048); +sum1=W(0,1037920241,-1108211448,1023136598,986338164)+W(1,-1096657083,-1097067830,1051897846,1051799989)+W(2,-1122826702,1022858827,-1134063855,-1131268440)+W(3,-1117329516,-1098615294,1038855104,-1127817408)+W(4,-1085267217,-1091986338,1068445460,1060040519)+W(5,1016624516,1025833567,-1104903024,1034398076)+W(6,-1156351446,-1125030464,1032100206,-1112014844)+W(7,-1085224562,-1095210946,1049473503,1041659186)+W(8,-1148095931,1018816617,-1123500579,1041222927)+W(9,1025960366,-1128205111,1031252724,-1114071293)+W(10,-1103740786,-1098483636,1053193450,1046320643)+W(11,1004333185,-1135786218,-1110505437,1021522163);sum2=W(0,-1139275200,1033600964,-1121532154,1025188267)+W(1,-1131755519,-1105820182,-1111129732,1040515214)+W(2,1030566925,-1137053008,1041295374,-1105181237)+W(3,-1123953755,1046721727,-1111771837,1037371296)+W(4,1067277095,1075696256,-1119362505,1035395064)+W(5,-1131759093,1026363312,1058324165,-1104867399)+W(6,-1098628025,1040338433,-1106548534,1040037716)+W(7,-1070220409,-1079865944,-1095083293,1046868281)+W(8,-1118056117,1018203389,1030948623,-1095490474)+W(9,-1109104289,1042987802,-1109851481,1039102739)+W(10,1049591033,-1113640498,-1121821072,1045077862)+W(11,-1128931569,-1123620784,1039251361,-1107729189);WS(-1126600048,-1081356549); +sum1=W(0,-1133929050,1032965854,-1121393942,-1127841038)+W(1,1044657313,1056638003,-1092154099,-1098403026)+W(2,-1126110067,1036225512,1040562850,-1112364357)+W(3,1033968271,1043820719,-1112866678,-1127713943)+W(4,1049224359,1066854747,-1081570623,-1092503722)+W(5,-1129561307,1047740947,-1105175211,1040769245)+W(6,1042942538,1043379215,-1113126004,-1130256197)+W(7,1055316562,1058087872,-1092479684,-1086843241)+W(8,-1102743497,1041161205,-1108064855,-1123699911)+W(9,1027795642,1034600139,-1114110304,-1135790871)+W(10,1032418298,1051778533,-1094287464,-1097678271)+W(11,-1106598351,1039116783,999504676,-1138101411);sum2=W(0,1041236493,1024135109,-1122258341,1002695390)+W(1,-1110230321,-1120190201,-1167041196,-1107205869)+W(2,1013006047,-1101224590,1051920007,1025661924)+W(3,1018577975,1034742596,-1120933435,-1122292123)+W(4,-1063745707,-1070580481,-1085659967,1048984334)+W(5,1033459361,1037086181,1079255156,1083223141)+W(6,-1148289286,-1155671947,-1117894001,1032169765)+W(7,1042707591,1049556353,-1108030745,1041640777)+W(8,-1105447820,1029970779,-1097500712,-1110361303)+W(9,1027950533,-1116290259,-1138289315,1003179774)+W(10,-1106095214,1050855401,-1139220243,-1123201389)+W(11,1006793819,-1115669085,-1105964729,1030518681);WS(1044741550,-1111040261); +sum1=W(0,-1129171790,1051367713,-1102049737,-1123328853)+W(1,1045626213,1046305018,-1091471693,-1119860449)+W(2,1022127887,-1107859535,1044417333,-1104602741)+W(3,-1097130129,1051950321,-1104112191,1040528310)+W(4,1049556145,1053940037,-1092522751,1035652177)+W(5,1033350174,-1124872112,1049099055,-1091825946)+W(6,1039437043,1045396986,-1101315365,1024305776)+W(7,1055561708,-1095468986,-1130673884,-1095677118)+W(8,-1115808049,-1115536169,1055485165,-1104689389)+W(9,-1108128612,-1165073551,-1111623399,1021709031)+W(10,1044018368,1026385047,-1121220876,-1112716514)+W(11,1029190802,-1122289340,1036376309,-1103796617);sum2=W(0,1039328248,1038128967,-1105436527,-1104033148)+W(1,1023457753,-1118329847,1010939044,1040757730)+W(2,1019934334,998732076,1011822306,-1105261590)+W(3,1010051700,1057153562,-1097126651,-1109964889)+W(4,-1098103909,-1094975289,1035481326,1051778220)+W(5,-1151355224,-1112777586,1037637839,1019752394)+W(6,1057745438,1060383381,-1090250993,-1098141643)+W(7,1048659070,-1098057265,-1102222701,-1094952202)+W(8,1012075272,-1134551782,1049957743,1023965510)+W(9,1035812245,1044677482,-1118233874,-1116302593)+W(10,-1123621243,-1160321672,-1105877607,-1133841678)+W(11,1031321862,-1124061226,1036758948,-1104798795);WS(1065794902,1053657215); +sum1=W(0,1038333639,1031009517,1018314063,-1121908120)+W(1,-1123855831,1034446294,-1106391546,1027457764)+W(2,1004753494,1015085764,-1121443224,-1123864939)+W(3,1039118671,1034311430,-1124873339,1015310777)+W(4,1039330595,-1090069831,-1141167585,-1097318831)+W(5,-1152877546,-1119728987,1040632671,1026117491)+W(6,1041290230,-1120195837,-1147984576,1031572020)+W(7,-1096859758,-1090834490,1053489270,1054548019)+W(8,-1155937596,-1132243578,1043686014,1028976296)+W(9,-1119856235,-1114392412,1026486289,1024640407)+W(10,-1105884449,-1105777031,1038700424,1041008530)+W(11,999100652,-1148206328,1023881277,1007855863);sum2=W(0,1035072504,1028902500,1026283313,-1111593455)+W(1,1033408259,-1102620143,-1108682745,1043803228)+W(2,998670368,1032181798,1005020832,-1104275307)+W(3,1047373071,1053329938,-1123416451,-1106910582)+W(4,1048908013,-1090850305,1067600226,1040261276)+W(5,1023771046,1032569956,1050480903,-1100960524)+W(6,-1092564654,-1100521328,-1128641646,1050577288)+W(7,1062297118,1017836657,-1113219589,-1072392505)+W(8,-1112013629,1023611526,-1168415746,-1138210428)+W(9,-1096962366,1017970524,-1113858977,1047088729)+W(10,1033530157,-1125952722,1037790473,1049469167)+W(11,-1112880371,1021270423,-1131011166,1025688819);WS(1062391596,1012575503); +sum1=W(0,-1118754907,1040079801,-1104891955,1031343933)+W(1,-1110681406,-1097175282,1034244551,-1124966418)+W(2,-1105353116,1041572194,1039695694,1044511208)+W(3,-1098309187,1047266492,1018981700,1032025473)+W(4,1051954479,1046130725,-1082667844,-1115351741)+W(5,-1106768761,-1111177056,1049723012,1024690888)+W(6,1041578200,-1102249736,1037332142,-1107154694)+W(7,1051147223,1052085167,-1116669206,1034155267)+W(8,1041859398,-1100878141,1031631968,-1103478091)+W(9,1040475388,-1099931343,-1120166325,-1113508494)+W(10,1003822408,1045069376,1037232762,-1108675062)+W(11,1037747241,-1115735812,-1120670778,1001356052);sum2=W(0,984378304,1035520350,-1111554425,1033523600)+W(1,1013286288,-1092144316,1027721316,1029410276)+W(2,-1114072340,1027894332,1040549613,-1149511552)+W(3,-1139357832,1042336361,-1122087690,-1129275556)+W(4,1051778774,1062226267,1063527919,-1120989222)+W(5,-1138380800,-1113445964,1044728263,-1101613332)+W(6,-1098127108,-1108770624,1037981702,-1124036306)+W(7,-1106529787,1023869712,-1087308230,-1086537602)+W(8,1042436209,-1103441850,1043627655,-1102568312)+W(9,1031985496,1030270440,-1122349214,-1119955572)+W(10,-1106223749,-1113965912,1040810725,1038170956)+W(11,1038090706,-1120264936,1025118636,-1109791564);WS(1061969900,1065420380); +sum1=W(0,1041410250,1024825568,-1132400117,1002358108)+W(1,-1098164717,-1093641048,1055004288,1005238718)+W(2,1013481849,-1128588267,1037205414,-1127598604)+W(3,-1111416381,-1112279056,-1121891281,1036273784)+W(4,-1089452644,-1081575699,1065721300,1058195604)+W(5,995531041,-1118185583,1041630292,-1122200151)+W(6,-1100377015,-1110955448,1014037550,1031471239)+W(7,-1095897092,-1095327860,1050103969,1058645356)+W(8,1031870564,-1125213521,1033148051,-1115380038)+W(9,-1140842745,-1109508230,1021231496,1015146068)+W(10,-1122283864,-1101391147,1050895308,1047622119)+W(11,1031659065,-1167265945,-1107652840,-1112032609);sum2=W(0,-1097408481,1040337956,-1105869799,1037378832)+W(1,-1134521568,1048269110,1064628576,-1089422359)+W(2,-1156999910,-1121898726,-1113808990,1024014288)+W(3,1050274911,-1124897054,1010791317,1034348880)+W(4,1055313899,-1081189141,-1067190452,1078490638)+W(5,1025759300,1010618498,-1100728789,1025241947)+W(6,-1105197585,-1107003535,1025476671,1020451237)+W(7,1051135592,1043712009,1034175619,1026583828)+W(8,981635389,-1142752483,-1112306567,1047164907)+W(9,-1131733180,-1128932040,-1144944739,-1121382126)+W(10,-1114815155,-1125325948,1035014695,1030289482)+W(11,-1158764013,1029088384,-1116208218,1025919494);WS(1048733783,1027643848); +sum1=W(0,1036515120,1023561851,-1133175894,-1133845785)+W(1,1057953132,1049915371,-1093510507,-1088559253)+W(2,-1114935677,1012777537,-1130587597,1034283684)+W(3,1042717327,1030082171,-1116789548,-1135183403)+W(4,1060634166,1063183646,-1080791005,-1088396394)+W(5,-1122593837,1031486794,-1114509469,-1127730531)+W(6,1048693393,1034425221,-1134260761,-1148511502)+W(7,1058925305,1044704560,-1090323862,-1089662985)+W(8,-1116148770,-1166921432,1038705162,-1138682841)+W(9,1039337356,1027869798,-1123833247,1018609610)+W(10,1042697693,1047384498,-1089888600,-1100061261)+W(11,-1126426832,1023971661,1049640472,1015444552);sum2=W(0,1037891939,-1103317800,-1144072856,994989105)+W(1,-1100065758,-1122814128,1052666546,-1173716290)+W(2,1036146011,1054652553,-1094230404,-1120127409)+W(3,1037436931,-1127785128,1026939205,-1122509885)+W(4,-1129250144,1058553182,1040815920,1001371192)+W(5,1061875701,1067689129,-1075758811,-1083084807)+W(6,-1103788534,1034163445,-1120878413,1028398855)+W(7,1055924851,1053725018,1020001090,-1100616833)+W(8,1068744910,1067320464,-1075891465,-1074914963)+W(9,-1127272012,1026044831,-1113678678,1025208177)+W(10,1036740791,-1123998093,1043708121,-1134790452)+W(11,1065190583,1062426867,-1084193900,-1081737398);WS(-1084457324,1066101859); +sum1=W(0,-1111022815,-1125864729,1016102797,-1146837948)+W(1,1042035070,1047347075,1038645029,-1115296098)+W(2,-1121095658,-1128702979,-1106508822,1030912362)+W(3,1047559389,1034715654,-1115904029,-1115430590)+W(4,1059438663,1052960194,1037951214,-1083544605)+W(5,1022709564,-1129984885,-1167432352,-1104927285)+W(6,-1103064096,-1108958078,-1117556663,-1139281484)+W(7,-1083491782,1046468604,-1109939240,1057869073)+W(8,-1123913107,-1123056725,1012598283,1045723406)+W(9,-1131712724,-1131623214,-1124011056,1034492603)+W(10,-1121536740,1043250206,-1123535023,-1123954086)+W(11,1026960983,-1128824061,-1110102674,1019381994);sum2=W(0,-1127395739,1044805550,-1127756609,-1125705477)+W(1,1036906007,-1109261657,1015549291,-1105227463)+W(2,989272222,-1106679057,1037043129,1026846896)+W(3,-1097909373,-1177736375,1034569455,993770127)+W(4,-1102191244,1061852121,1058826852,1049252886)+W(5,1042524140,1013800282,-1116961215,-1097396928)+W(6,-1116962018,1043096893,-1119844207,1010458600)+W(7,-1086841826,-1128420796,-1094678765,-1119951878)+W(8,1033157194,-1128652243,1038664018,-1103314123)+W(9,1035619005,-1112228363,1019369801,-1122090273)+W(10,1021651597,1038741216,-1109645851,-1119199398)+W(11,-1124905499,-1126258736,1019677755,1035622840);WS(1067036470,-1087655195); +sum1=W(0,1018554747,-1120379564,1026890311,-1143851962)+W(1,-1110423387,-1098337218,1053786273,1050955184)+W(2,1025799530,-1118031105,1040602294,-1106360251)+W(3,-1114993347,1022258327,1016195769,-1106604063)+W(4,-1090196611,-1083965137,1063572966,1042552729)+W(5,-1119796702,-1110210301,1045568787,-1134551499)+W(6,981655329,1045778247,1037080924,-1138731339)+W(7,-1084059678,-1090231591,1055564522,1058367344)+W(8,-1132188582,-1117810092,1028646847,1046272662)+W(9,1025121994,1023696087,1029907824,-1121217270)+W(10,-1096786628,-1095677575,1048845230,1047575674)+W(11,1021012754,-1118338222,1027665749,1026932869);sum2=W(0,-1108417433,1033605964,1028862084,-1113854255)+W(1,1025435556,1033584957,1032534216,1042382895)+W(2,1042045079,-1105415159,1046901615,-1108154666)+W(3,-1109151867,-1102487521,-1104116954,-1104900936)+W(4,1033281558,-1099286824,1067799294,1017793091)+W(5,1039313065,1005958605,1036137805,-1111336587)+W(6,-1071728118,-1073652757,1040474278,-1114719178)+W(7,1056033422,-1113833767,1051278318,1077900204)+W(8,1020191839,-1114752489,1034492621,1024983956)+W(9,-1090221130,-1102125815,-1122519186,1048817634)+W(10,1011833167,-1107682623,-1105402373,1048299521)+W(11,1024757388,1032711916,-1127962013,1033542750);WS(-1087701164,1071308133); +sum1=W(0,-1100025248,1039729431,-1112915908,1040776942)+W(1,1047131214,-1104971284,-1108101926,1040244657)+W(2,-1152028354,-1120800451,-1123736282,-1116520012)+W(3,-1111499300,1047911115,-1109010607,1032135583)+W(4,1036283892,1057920197,-1095250332,-1107965963)+W(5,1024489952,1038925278,1040789767,-1105297773)+W(6,-1096854047,1047586960,1033070381,-1125896234)+W(7,1057601759,1046835436,-1104060437,-1097276733)+W(8,1034463851,-1130324381,1046328829,-1089523085)+W(9,-1100475875,1025720505,-1127540900,1001383873)+W(10,1017446731,1041767855,-1115131352,-1129328465)+W(11,-1112186573,1015088161,1031878575,-1107686492);sum2=W(0,1060062242,1018139178,-1112379036,-1089646175)+W(1,1017421696,1040955729,-1096611550,1050551269)+W(2,1023971829,-1112174927,-1115297526,-1124178965)+W(3,1066898400,1066001716,-1088789602,-1087427677)+W(4,1035645225,1040223965,1056235229,-1116330565)+W(5,1035838465,-1128027042,1027731712,-1111832492)+W(6,-1079880526,-1081253059,1060985431,1059010203)+W(7,-1114176344,1044677785,-1102574794,-1118197619)+W(8,1015547306,1033729011,-1130074994,-1106279788)+W(9,-1095878540,-1095013927,1054225000,-1139584980)+W(10,-1100382074,1035015292,-1099698701,1039647840)+W(11,-1110899873,1032866060,-1124507789,1040262609);WS(1063980716,-1121784884); +sum1=W(0,1046480497,-1121849329,-1104528667,1027357276)+W(1,1050884987,1048987838,-1090457523,-1094692773)+W(2,1025153935,-1107151594,-1098583576,1046796692)+W(3,1049050976,1046903620,-1107033792,-1122859745)+W(4,1057733925,1061180023,-1084796508,-1090130146)+W(5,1016110982,1023598816,1034725880,1037378828)+W(6,-1128776604,1050194992,1033196814,-1105809438)+W(7,1054317580,1055134019,-1105629197,-1089370535)+W(8,-1114135692,1040596522,1049629536,-1096435840)+W(9,-1112079704,1037688238,-1111105883,-1111338526)+W(10,1046804578,1057027842,-1094775914,-1093813713)+W(11,-1113598601,-1127372967,1038664949,-1097780651);sum2=W(0,-1098133521,-1106371173,1024315846,1041589168)+W(1,-1105720063,1023684981,1051327081,1031854878)+W(2,-1121214780,1011090873,-1128261352,1035016760)+W(3,-1106740015,-1107177437,1040621380,1043663909)+W(4,-1124767392,-1127108094,-1106409587,-1108849860)+W(5,1029549000,1034668152,-1111599720,1035542785)+W(6,-1111131552,1040430896,1033384296,1040212968)+W(7,-1102248051,1050935529,-1093765703,-1120392794)+W(8,-1136161665,1018485311,-1102687331,1051247500)+W(9,1032409853,1003633577,1022694293,1014426993)+W(10,1033359350,-1128561530,-1104283048,-1107120761)+W(11,-1126387868,998242826,1026574958,1037002974);WS(1047153326,-1105960410); +sum1=W(0,-1105871782,1024269605,-1133035902,1032318440)+W(1,1043448020,1044051929,-1098984649,-1111485966)+W(2,1019497606,1019882933,1028564080,-1110710801)+W(3,-1110369667,1047130673,-1111741083,1023033002)+W(4,1059563250,1053459949,-1080272088,1050315790)+W(5,-1118335287,1018957863,1024144723,-1113831750)+W(6,1043587009,-1113373146,-1126171361,1009988015)+W(7,1061038806,1044456898,-1098309317,-1086889743)+W(8,-1122250988,-1124691083,-1145766181,-1117616080)+W(9,1035984354,-1111622952,-1118067977,-1183551252)+W(10,1048086975,1037611273,-1106267538,-1105786176)+W(11,-1123242346,-1150984053,1040212689,-1114741783);sum2=W(0,-1109262360,1034679642,1019405455,-1132142402)+W(1,-1111364284,-1108806456,-1104355470,1044069954)+W(2,1018817977,1034241557,-1097044621,1031679549)+W(3,-1099677890,1048612806,1002713172,1022592575)+W(4,-1066728208,1079847520,-1094376769,-1119884477)+W(5,988348592,-1114461524,1057366851,1043056057)+W(6,1036415285,-1118742739,-1120241477,993592760)+W(7,1060715429,-1103911380,1031998111,-1110824904)+W(8,-1107038514,1036085605,993276152,-1104696735)+W(9,-1125545553,-1129249399,-1139068036,1024283135)+W(10,1028262793,-1127589036,1030577347,-1128336378)+W(11,-1128734189,-1182233281,-1133646774,1012785110);WS(1056964652,1042968547); +sum1=W(0,1044356666,1026146499,-1136392949,1026864302)+W(1,-1091567350,-1098882624,1051097712,-1111481597)+W(2,1008927875,-1130908784,1029687022,1041608192)+W(3,1030265493,1038248593,-1126999334,1024389106)+W(4,-1090350559,-1081953599,1052760426,1040695131)+W(5,-1127664937,-1121268145,1043333208,1042991030)+W(6,-1126651679,-1146035092,-1130628252,1026043785)+W(7,-1095456258,-1102468122,1038264227,1056669112)+W(8,952128323,-1146879000,1038520784,1044232931)+W(9,986691602,1033146167,1002882868,1000688741)+W(10,-1109487565,-1110909592,1040116499,1027446877)+W(11,-1137895230,1023066122,1040618297,1033386798);sum2=W(0,-1109445776,-1132308185,-1117766868,-1155037894)+W(1,1052866656,-1111172948,1041934367,-1106399184)+W(2,1012439553,-1108172404,1042904039,1046069094)+W(3,-1101307898,995397702,1004126723,1042293027)+W(4,1058738313,1064268129,1035303811,-1137539889)+W(5,-1110297962,-1110625272,1051607279,1045435531)+W(6,1014206993,1046458351,1015608713,-1123150924)+W(7,1052685347,-1090299347,-1124849601,-1091518060)+W(8,-1107185126,1045339946,-1150133894,-1098813712)+W(9,-1120597884,1026431488,1030487760,-1135323377)+W(10,-1087905074,-1075431372,1061366644,1043824666)+W(11,-1122419536,1049588119,-1089430426,1037110006);WS(-1096061015,1045980634); +sum1=W(0,1047345176,1016418418,1028828435,-1136709393)+W(1,-1113534082,1049565603,-1096285771,-1089944925)+W(2,1032683291,1018404508,1021274185,1020871950)+W(3,1049157941,1032879612,1022855123,997001355)+W(4,-1113216951,-1094660427,-1097979037,-1094897728)+W(5,1027484139,-1119890439,1039512084,1042276288)+W(6,1042754713,1032419332,1031977874,-1128346047)+W(7,1031601097,-1095562472,1040846151,1014307589)+W(8,1030972704,-1125789619,1044068336,1028680388)+W(9,-1124110958,1040469689,1040707047,984865373)+W(10,-1109834744,-1093905225,1041011167,1042092045)+W(11,1031142826,-1123584299,1048548616,-1140756488);sum2=W(0,1055059251,1024869090,-1115477579,-1114682679)+W(1,-1095220576,-1113806527,1031266096,1064739409)+W(2,1038444345,-1132048253,-1105830101,-1100660553)+W(3,1055732865,-1122542034,-1113658391,-1100789101)+W(4,1040530242,1036337974,1067742275,1030176534)+W(5,1040636888,1015520805,-1103152959,-1096186716)+W(6,-1120682294,-1107016239,1044868728,-1110942733)+W(7,-1087169731,1042181045,-1081471397,1062911121)+W(8,1032588114,-1102136445,1052603278,1035448471)+W(9,-1152832742,-1087243594,1046472362,1028313432)+W(10,1042749891,1067213860,-1077241450,-1080677577)+W(11,-1134141481,-1112398105,1052345796,1033558186);WS(-1086603372,1061480206); +sum1=W(0,1022341006,1027469190,-1143591172,1025472273)+W(1,-1102342404,-1124925900,-1128153798,1006839158)+W(2,-1114893026,-1114252238,1043263108,1042514621)+W(3,-1141108008,1042054049,-1110008795,-1124123051)+W(4,-1093885235,1058414043,-1090097115,1051787090)+W(5,-1121794488,1039892842,-1105821275,1027880941)+W(6,1051331968,1044174205,-1127491490,-1124248793)+W(7,1063214861,1057428893,-1089913687,-1081435553)+W(8,1028544109,1041669328,-1099759469,-1094479791)+W(9,1044005681,-1155225358,-1120184170,1014214528)+W(10,1052102264,1048742922,-1096696337,-1092574472)+W(11,977928239,1039400116,1035771431,-1112069887);sum2=W(0,1025638319,1049599085,-1109009263,1037224808)+W(1,-1143762368,-1112746506,1039705537,-1093017633)+W(2,995865588,1021427773,-1119534458,-1119609796)+W(3,-1142324554,1028269513,-1110258597,-1120793535)+W(4,-1099136162,1056581815,1053657173,1040559103)+W(5,988834049,-1122952792,-1104556193,-1123476586)+W(6,-1132053081,-1119573384,-1151274598,-1112240446)+W(7,-1118127758,-1147801478,1043501160,-1120149375)+W(8,-1114993482,1029987722,-1107739102,1044376501)+W(9,1010517574,1008384356,-1103902982,-1120536233)+W(10,-1130373692,1032229723,1035850418,-1121251494)+W(11,-1106681926,-1116132116,-1122521676,1033895801);WS(1037058908,-1087106898); +sum1=W(0,1026637522,-1129390954,1028077583,1032385376)+W(1,1041048768,1041268325,-1107088868,-1098495714)+W(2,1017191910,-1132138900,-1126519617,1039729665)+W(3,1048467894,1048758199,-1151370839,1014613011)+W(4,1045140885,-1080472255,-1093334653,-1108180359)+W(5,1035348883,997380151,-1114665834,1040649531)+W(6,1043852440,1034990442,1027279360,-1139761263)+W(7,1045570315,1045361342,-1097414435,-1108393155)+W(8,1031307292,1030937245,1035082182,-1125126080)+W(9,1017011558,1036138504,1031834108,1022565566)+W(10,1028923180,1036330497,-1104527470,-1111470776)+W(11,-1138594135,1036519916,1027790590,1023808326);sum2=W(0,-1131222514,-1098228691,1036231024,-1111516802)+W(1,1049467820,1020406578,-1128682274,-1097346809)+W(2,-1111393075,1039222222,-1102087439,-1118099733)+W(3,1034905648,-1090487171,1031916934,-1130951686)+W(4,1024259929,1061096371,1052765954,-1113861539)+W(5,-1113826501,1025340241,-1108988196,1049541587)+W(6,1032129266,1035677128,-1129631002,-1130989326)+W(7,-1104129123,-1108918961,-1122282521,-1108538807)+W(8,1029417921,-1111528334,1042713844,1033200380)+W(9,-1103168970,1049196148,-1119469958,-1123615369)+W(10,-1114584358,-1129232626,-1116187122,1038239484)+W(11,1034012496,1029857705,1018354634,-1097598443);WS(1054906071,-1091145324); +sum1=W(0,-1120406171,-1106052861,-1140775857,1029398237)+W(1,-1115196942,-1109008729,1046952684,1051536197)+W(2,-1126429728,1032555988,1034481647,-1136290815)+W(3,-1099422950,1032725545,1004160018,-1128656451)+W(4,-1097962977,-1130426984,-1085942396,1057886666)+W(5,1015919623,-1108426832,1050651652,-1114344740)+W(6,-1097841652,1037934865,1029686973,-1130732913)+W(7,1048146402,1034532491,1042440654,-1098611557)+W(8,1040987294,-1107032303,-1133864753,-1102043591)+W(9,1036573848,-1157619404,-1128798955,1021855224)+W(10,-1122054089,1027356128,1032622058,1035129734)+W(11,1044439941,-1115113714,-1126847669,-1124817654);sum2=W(0,1027581315,-1112877584,-1116219822,-1113802973)+W(1,1047020911,1021259086,-1127685514,-1110955855)+W(2,1022816774,-1129541322,-1118276653,-1105727831)+W(3,-1110295429,1027296115,-1109755343,1020553430)+W(4,1057623683,1053623791,1025841055,-1097495000)+W(5,997980814,1016281450,-1104267868,-1110729082)+W(6,-1126007358,1035099341,-1112950186,-1131329246)+W(7,1057318729,1040083835,-1110724235,-1104102640)+W(8,-1105649969,1031563375,-1119773745,-1106795812)+W(9,-1130784978,1035863861,-1116367256,-1113313093)+W(10,1048620928,1039940909,-1097352168,-1165405916)+W(11,-1111917112,1032754595,-1110646461,-1128480210);WS(1063926444,-1083200389); +sum1=W(0,1049653262,-1116391059,1015785179,-1110900111)+W(1,1052688460,1038385529,-1106495964,-1089993663)+W(2,1042131972,-1121748392,-1108169455,-1098055945)+W(3,1048988121,-1111931241,1034778082,-1132926346)+W(4,1045396422,-1089207439,1061854120,-1104923071)+W(5,1039495970,-1117097761,-1111176153,-1110654965)+W(6,1002973694,-1107911937,1024169214,1029162938)+W(7,-1085048198,-1087799869,1059656227,1062129309)+W(8,-1120523578,-1106362715,1043917388,1042255343)+W(9,-1104277444,-1114837807,-1116484151,1031086749)+W(10,-1096506545,-1096830980,1055218483,1047872627)+W(11,1011366638,-1098874335,1049045741,1012240783);sum2=W(0,-1079593190,-1080879443,1008713252,1031260311)+W(1,-1113337443,1043424734,1035854140,-1121246507)+W(2,1032096214,-1130846658,-1123981203,985022717)+W(3,-1099919153,1067198745,-1108083749,-1110413739)+W(4,-1112705599,-1102589461,-1111993270,1040572163)+W(5,-1119780465,1007072124,1035118406,1028350097)+W(6,1061544601,1037733964,-1107516795,1024382525)+W(7,1044789771,1040341398,-1122943484,1060638292)+W(8,-1132931022,-1131952682,-1123835438,-1119559917)+W(9,1034769578,1037726418,-1107429215,1032742989)+W(10,-1116338100,1030676197,1034609836,-1098923291)+W(11,1028149723,-1115680064,-1114867192,1021760610);WS(-1091090263,1040227933); +sum1=W(0,-1113261184,1027485320,-1114808049,-1123880467)+W(1,1044923332,-1098653061,1019377225,1033284496)+W(2,-1135767575,-1127683258,1042536309,-1105999782)+W(3,-1101480756,1043855170,1032220316,1014154590)+W(4,1059927492,1040011797,-1094753319,-1102787036)+W(5,1037484605,-1120454550,1044858269,-1095990282)+W(6,-1088775234,1021676847,-1121223347,1018131933)+W(7,-1099661886,-1151140018,-1107869654,1065098078)+W(8,1029352975,-1109078132,1045062557,-1091964998)+W(9,1031227206,1026364723,1008528046,-1128795491)+W(10,-1113799968,-1125551659,1025551690,1045897152)+W(11,1027724204,1006311503,1023695008,-1109510984);sum2=W(0,-1135928985,-1131363804,1011470018,-1123304381)+W(1,-1113522433,-1100907702,1045400660,1039889929)+W(2,1038356153,-1139124254,1038781261,-1108136941)+W(3,1044779190,-1101932196,1029761957,-1116901758)+W(4,-1104972678,1058841413,1055172736,-1100997480)+W(5,-1105005165,1040780481,-1093286229,1052809383)+W(6,-1097334030,994986369,-1111769341,-1135722528)+W(7,1039800739,-1122473050,1054550160,-1087140500)+W(8,-1105451984,1042887374,-1105965260,1034962749)+W(9,1042173475,1025113569,1032808415,-1107033568)+W(10,-1109069053,1032761157,-1115908038,-1110305303)+W(11,-1114167820,-1152192529,-1155418681,1038676003);WS(1063982124,1031276218); +sum1=W(0,1031361481,1026538936,-1103090149,1041442545)+W(1,-1090353464,-1090262005,1055470587,1056936890)+W(2,1007942615,1040474995,-1101092681,-1122143798)+W(3,-1101400314,1034898060,1024468200,1042807746)+W(4,-1096383728,-1078114170,1061353486,1060963845)+W(5,-1103896066,1027975174,-1122232454,1031723710)+W(6,-1103132501,-1112916420,1049721332,-1106882536)+W(7,-1106902698,-1088793180,1048946651,1063510555)+W(8,1030475455,-1101011290,-1172995470,1043143621)+W(9,-1139074135,-1110788513,1042454319,-1101888878)+W(10,-1098771630,-1093460753,1058321972,1054541302)+W(11,1044176219,-1108198577,-1104729748,1032268200);sum2=W(0,-1109357907,1024785272,1034996578,1015674059)+W(1,1066992274,1076858856,1048659656,1031332447)+W(2,1048304191,1030261153,-1070866381,-1074609058)+W(3,-1129998179,-1120348186,-1128049054,1026624942)+W(4,1078632808,1073772904,1052415888,-1108514478)+W(5,-1098508369,-1108782845,-1076608801,-1068251573)+W(6,1048014132,-1105300006,1021382702,999367802)+W(7,-1105884909,1038594495,-1117149322,-1105319294)+W(8,1048310856,1031934850,-1109221944,-1103939197)+W(9,1046166047,-1116382211,1029480964,-1124407536)+W(10,1038514249,-1098756758,-1154249511,1010482847)+W(11,1046147873,1038709270,-1125235504,-1098022157);WS(-1084008748,-1076428689); +sum1=W(0,-1119372516,1036299874,-1162911689,995293936)+W(1,1059786207,1051547992,-1097059736,-1088304948)+W(2,1013109895,1006687204,-1125552990,-1137964103)+W(3,1017340780,1041960361,-1132274729,-1138016718)+W(4,1060565598,1064118968,-1081600491,-1085861109)+W(5,1002349741,1007519945,-1116908178,-1116363658)+W(6,1044385332,1034368866,-1131268254,-1145295444)+W(7,1058261310,1050466917,-1090459925,-1083799507)+W(8,994300076,-1119097260,1026422690,-1119006543)+W(9,1043013720,-1103541652,-1135278623,-1201649403)+W(10,1049921019,1042671596,-1103180426,-1104403080)+W(11,-1123993357,1023041036,1051353751,-1131911306);sum2=W(0,-1090933982,-1094617784,1041148647,1033856632)+W(1,1067844920,-1102124443,1066199400,1068958128)+W(2,-1124923033,1042779533,-1122244574,-1095515318)+W(3,-1122277735,1062250596,1045521814,-1094518814)+W(4,1051248434,-1078683071,-1070105649,1055138982)+W(5,-1103088355,-1114411292,1046136146,1036900546)+W(6,1027053741,1050179515,1033117136,-1128266986)+W(7,-1079091570,-1089309992,-1082392713,-1070096660)+W(8,-1114099181,1023274434,1045719314,1021983978)+W(9,1033890948,-1086799133,1041230368,-1173165821)+W(10,1047411220,1070525583,1076979077,1067349236)+W(11,-1124200313,1042022635,-1091587052,1050937215);WS(-1081223670,1021288719); +sum1=W(0,1035837139,1032041909,-1123721507,1011016529)+W(1,-1098433890,-1100608474,1036928499,1042651768)+W(2,995272815,1027549342,1024607124,-1129696110)+W(3,-1108640782,1024313608,1017648243,1017381041)+W(4,-1094722148,-1083909329,1061777248,1055254255)+W(5,-1116321147,1017435439,1047474926,-1131079071)+W(6,-1105590117,-1108791100,-1122128468,1028006000)+W(7,-1087617676,-1091388554,1052534382,1061429156)+W(8,-1122084432,-1139273509,1033276873,1036831026)+W(9,-1128783630,-1116825572,1007983923,1009660876)+W(10,-1104773376,-1093454083,1053483289,1049990152)+W(11,1024807730,-1125665142,1005912461,-1150770463);sum2=W(0,-1088994983,-1085734595,1057597982,1057380038)+W(1,998662038,1031174835,983594263,1016685185)+W(2,1027712021,-1109851055,-1116219635,1040844632)+W(3,-1072283812,-1079782207,1060801069,1069621581)+W(4,-1099503122,-1097910780,1060848632,1066773393)+W(5,1037507283,-1116080368,1027931069,-1134907857)+W(6,-1081640783,1046270010,1041938366,1060050844)+W(7,1038323247,1026094487,-1105013658,1043641192)+W(8,-1123552119,1028446195,1047921746,-1111695032)+W(9,-1113922524,1043446590,1024344515,-1122435905)+W(10,1036576275,-1145544806,-1105295106,-1104981345)+W(11,-1108250726,1031771441,1032973176,-1114519002);WS(-1120405176,1052288640); +sum1=W(0,1040656325,1013423883,-1120969533,-1136485047)+W(1,-1114886102,-1092939904,1042796768,1051431647)+W(2,-1115542032,-1165530871,1039390695,-1113721480)+W(3,-1108004548,-1107763377,1027237267,1032711321)+W(4,-1083705303,-1089040632,1060861813,1062809491)+W(5,1020434857,1024821617,-1116341945,1026161897)+W(6,1022040031,1040265357,-1146847086,1021305874)+W(7,1039332409,-1098943929,-1107918083,1027813500)+W(8,1031183209,1019272038,1035322940,-1108229347)+W(9,1031093856,-1100629595,1039673939,-1133175986)+W(10,-1112315213,-1104541036,1043412169,1039657966)+W(11,1024346473,1012723731,-1114748782,-1115465454);sum2=W(0,-1128467212,-1131275971,-1106233681,1032873736)+W(1,1024553592,-1114616785,1035809416,-1098460251)+W(2,-1128334191,-1107845863,1026776904,1047433570)+W(3,-1113770947,-1088748320,1009987037,1036788040)+W(4,-1092555656,1067981395,1062703231,-1078975662)+W(5,1043173677,-1111351589,-1104531393,-1132131619)+W(6,-1097209973,1040210251,1018109057,-1117147579)+W(7,1058574054,-1103422592,-1110493560,1059662245)+W(8,991598885,-1107997815,-1125640736,-1106248497)+W(9,-1099376356,1050939532,-1106556966,-1114508674)+W(10,1038056552,1026754378,992650581,1052516052)+W(11,1023829740,-1106870741,-1107493388,-1107638185);WS(1050656983,1072047790); +sum1=W(0,1048792739,1034799517,1026709637,-1128713579)+W(1,-1097949975,-1104033571,1050171449,1050333168)+W(2,-1127716817,1037025856,1036522731,-1101689274)+W(3,1014670385,-1116111658,1030859291,1023201012)+W(4,-1085647978,-1080119690,1064066450,1053203577)+W(5,-1116963676,-1112813084,1043957990,-1115538280)+W(6,1025355287,-1112906461,-1152997210,1041237492)+W(7,-1088145917,-1088560507,1050694506,1060032700)+W(8,1036783049,-1113565993,-1120212113,1037919995)+W(9,1036463444,1002270506,1040488948,-1155686725)+W(10,-1105136840,-1093840327,1046913707,1053095469)+W(11,1035776666,-1122514141,-1108210918,1035379762);sum2=W(0,1067037293,1072414374,-1105031648,1032121925)+W(1,-1094551116,1050387420,-1081225596,-1074821338)+W(2,-1115959604,-1117669800,1035683027,1045030197)+W(3,1072723545,1076922042,-1105961083,-1130820039)+W(4,1050306407,-1080768789,-1068908234,-1069168235)+W(5,-1109697271,-1106200850,-1129129027,1054464199)+W(6,1072846596,-1079373087,-1091675607,1040237041)+W(7,-1110799161,1048692149,1050158994,1068735095)+W(8,1041008693,-1107790175,-1102086715,-1109242003)+W(9,1048404715,-1090018360,-1119953618,1052906990)+W(10,1039557097,-1114340558,1036354441,1043049709)+W(11,1019897614,1034398799,-1106557101,1050068036);WS(-1081468886,1041730784); +sum1=W(0,1021500053,1042624634,999910687,-1114247594)+W(1,1044129269,1053438789,1005300019,1028761377)+W(2,-1121682823,1029411807,-1096850135,-1131183895)+W(3,1043096639,1034747044,1022168820,-1112649805)+W(4,1055682820,-1086991443,1035906940,-1100727404)+W(5,1022343799,-1113521452,1038040260,-1106832988)+W(6,-1103886814,-1101453262,1025791509,1009392321)+W(7,-1084075064,-1098009154,1054732110,1062898916)+W(8,-1110992968,-1110478453,1037861846,1044548897)+W(9,1026735815,1034256626,1020540891,-1115410306)+W(10,-1097832968,-1117544535,1041116931,1042621601)+W(11,-1125653940,-1112646442,-1121491970,1022910341);sum2=W(0,1025315462,1040254152,995541592,-1109856908)+W(1,-1108093549,-1085520225,997512408,-1111613060)+W(2,-1114414815,1040714423,-1094645099,1041489120)+W(3,1035675473,1026228130,1043476326,-1107331629)+W(4,-1103361463,1059978555,1067108106,-1115826672)+W(5,-1125997775,1032256197,-1121534122,-1102705141)+W(6,-1101803200,-1123010638,1039471517,-1104942022)+W(7,-1094292172,-1120534147,-1104388416,1053887552)+W(8,-1130615251,-1129091643,1017265579,1039802977)+W(9,1040268905,1028920354,1022399907,-1114856041)+W(10,-1108094032,1040596394,-1103458923,-1120685867)+W(11,-1108206349,1027593934,-1107135380,1040793483);WS(1054796503,-1111794816); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -2), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 0), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 2), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -2), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 0), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 2), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -2), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 0), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 2), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -2), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 0), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 2), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1126504964,-1117760744,-1118354985,-1118812211)+W(1,1037346316,-1097807929,-1117458482,-1120674615)+W(2,-1137814218,-1101147334,-1114916026,-1120777358)+W(3,-1118580651,-1112914505,978731342,-1128256674)+W(4,-1127312137,1040658850,-1107177196,-1108702207)+W(5,1051925971,1061593601,1041726453,-1124477727)+W(6,1032645830,1029100907,1053108884,1042061230)+W(7,1040041685,1010634196,1023094846,1026597474)+W(8,-1105559165,1024463101,-1113369587,-1116025261)+W(9,-1098269094,1015141868,-1120327001,-1102924251)+W(10,-1121960158,-1114359336,-1129934237,-1109857889)+W(11,-1137769344,-1124738995,1018102856,-1133406593);sum2=W(0,975711915,-1103749327,1034293816,1012167794)+W(1,-1112492311,1032768248,1042152488,1007876102)+W(2,-1104922990,-1112883791,1026775674,1037438381)+W(3,-1129478003,1029694272,1009005510,1035896848)+W(4,-1105000392,-1097051670,-1073125242,1040949842)+W(5,1065119806,1064777150,1048636347,-1113573827)+W(6,-1118855570,1049268872,1035198208,1049707133)+W(7,-1105233202,1045598091,-1110039318,1019305156)+W(8,1026609280,-1107080190,1034317546,-1098861131)+W(9,1028248806,-1106667446,1037196612,-1103172582)+W(10,-1108803486,-1112062411,1024046979,1042916747)+W(11,1002108025,-1116379320,1031133421,1037762592);WS(1002542528,-1081598301); +sum1=W(0,1003194766,1031358712,1018532849,-1123106403)+W(1,-1120609928,-1102109750,-1100442248,-1115291860)+W(2,-1104418325,1022719310,-1124327881,1033033375)+W(3,-1140694509,-1173350542,1042404749,1031657633)+W(4,1048723343,-1102943230,-1096563748,1058293919)+W(5,1065191364,-1082116255,-1084853826,1060312385)+W(6,1055391647,-1090520747,-1090047916,1057579241)+W(7,1057234642,-1088607906,-1115672903,1048926634)+W(8,1043311017,1033034550,-1104454821,1033211315)+W(9,1048832547,-1093430837,-1105126162,-1122032382)+W(10,1034840623,-1104668395,1033480943,1045565001)+W(11,1034960904,-1100859732,1041617645,1040065984);sum2=W(0,-1136455954,-1098903542,1038135851,-1118979564)+W(1,-1098733088,-1095471090,1043936541,1031647880)+W(2,-1115252794,1050331000,-1114646115,1032618663)+W(3,1028338874,1030299514,-1107943513,-1105564107)+W(4,-1113356687,-1091503884,1046730291,1040555036)+W(5,1058853402,1057969905,1053446821,1041172918)+W(6,1042547849,1032649026,1026777488,-1111675314)+W(7,1048036907,1045220138,-1097022326,-1102521857)+W(8,1033064908,-1105119573,1010901456,-1098841046)+W(9,-1107613268,-1096003667,1050988870,-1105844234)+W(10,-1109177822,-1135105484,1040941647,-1104403193)+W(11,-1104926499,1015146572,-1111654963,-1106932655);WS(-1089089900,1057806976); +sum1=W(0,-1127595840,1025412102,1034138799,-1107295812)+W(1,-1107414907,1043589025,1036945929,-1123024597)+W(2,-1114511976,1026901142,1048626936,1016079705)+W(3,-1120167114,-1132433569,-1122208804,-1121404144)+W(4,-1098433268,-1189029283,1050726826,-1095422036)+W(5,-1086058047,1066834483,1055732365,-1092642698)+W(6,-1090938821,1050840209,1060391966,-1087422851)+W(7,-1092394401,1054523402,1046023279,-1099844512)+W(8,-1122343505,-1114195981,-1107540610,1041715821)+W(9,1012137296,-1123010964,1004508092,-1122551116)+W(10,1032081267,-1116540066,1021997657,-1112593208)+W(11,1034856335,-1140325311,-1117735535,1025525231);sum2=W(0,1040406565,-1112537807,1045053907,-1100068589)+W(1,-1129255625,-1096936254,1034765996,-1105732125)+W(2,1041854514,-1119869595,-1098576495,-1110986904)+W(3,1040297872,-1106886121,-1108123574,-1108063740)+W(4,-1097933278,-1091711434,1049401249,1035618626)+W(5,1047111871,1055190008,1056573344,-1099579155)+W(6,-1119227686,-1092612461,1058665437,1056019034)+W(7,996712344,-1113107096,-1121089271,1029490732)+W(8,1040848725,1039746012,-1103084156,1036897142)+W(9,1050298277,-1110783667,1030295740,-1089717374)+W(10,1058580142,-1100808273,1041764164,-1089302244)+W(11,-1110437244,1034569294,1022690203,-1127874601);WS(1049963735,-1124746024); +sum1=W(0,991131306,-1110639240,1034213253,1006389467)+W(1,1036315168,-1106688436,-1124116580,-1124991168)+W(2,1034164414,1034354600,1016950458,-1114080443)+W(3,1034869786,1046100667,-1118357326,-1168983685)+W(4,1049374726,-1111102680,-1089111694,1058411598)+W(5,1064243752,-1080857842,-1086690096,1060442825)+W(6,1057235431,-1086990857,-1086343400,1058630778)+W(7,1028310995,-1090257402,-1099687954,1051622657)+W(8,1039576302,-1134195605,1033778855,-1120169982)+W(9,1032153615,1024033695,-1122058050,1018630958)+W(10,1036089759,1017381585,1016006830,1034713638)+W(11,-1126482082,-1130216101,1027377121,1035150121);sum2=W(0,1022693528,1040828458,-1111353121,-1114775505)+W(1,-1159675846,-1179590680,-1108626677,1033686534)+W(2,1033838002,1028829848,1041114289,-1112709023)+W(3,1032684170,1037026782,-1108121837,-1125624388)+W(4,1041444385,1083159907,1077280281,1051023520)+W(5,-1089609004,-1064966677,-1090827263,-1101109690)+W(6,1037546580,-1090323484,-1073695373,-1101828769)+W(7,-1104771455,-1104201752,1042738654,1033655640)+W(8,1039028690,1038899070,-1100155636,1042396970)+W(9,-1146898193,-1128357112,-1108327399,-1129576724)+W(10,1046069066,1017563688,1026559236,-1117377551)+W(11,1049907200,-1119733667,-1149039617,-1098820901);WS(-1082925548,-1131273240); +sum1=W(0,1024417890,1026031368,1028984921,-1130676005)+W(1,-1123681912,1048544370,1046418962,-1127912110)+W(2,1009745483,-1115143804,1032747842,-1128802908)+W(3,-1124372951,1012870858,1035809011,1030244593)+W(4,-1094705109,1048479050,1056020338,-1090453298)+W(5,-1080625999,1056570469,1054709085,-1088411833)+W(6,-1093720869,1058018725,1060414079,-1078821070)+W(7,-1099806226,1053689379,1048613352,-1115224705)+W(8,1026370227,1023514525,1031745797,1036092472)+W(9,1016526011,1039178347,-1139610597,1040943828)+W(10,-1146727344,1033865376,-1115579031,-1134933227)+W(11,1034696072,1032018765,-1123856496,-1126383553);sum2=W(0,-1126832117,-1140231915,-1114926763,-1117505397)+W(1,-1107644007,-1125354742,-1125548157,-1116692107)+W(2,-1123105101,1027773818,1042669208,-1117458583)+W(3,1004815486,-1119603373,-1115355410,-1117032217)+W(4,-1146496262,-1113101086,-1102904639,1048798551)+W(5,1053833339,1000279686,-1125191934,1045683415)+W(6,1032098567,-1107525999,-1104919217,1057710126)+W(7,-1110288078,-1103622420,1032507221,-1100115369)+W(8,-1129185935,-1125809392,-1112830121,1025448640)+W(9,-1120274227,-1113082203,-1121525964,1034411663)+W(10,1022009255,1035574395,-1111650191,1041220979)+W(11,1039592007,-1117835672,-1112638630,1021108475);WS(-1089340204,1064822548); +sum1=W(0,1017532199,-1123651609,1040632746,1024560260)+W(1,1032538389,-1115892569,998268921,1036465700)+W(2,1035008482,1033415588,-1109887627,1031720480)+W(3,1041385023,1043778521,-1112010572,1020865894)+W(4,1053882699,-1094337163,-1106019185,1042654740)+W(5,1062655475,-1081203240,-1083627654,1058440180)+W(6,1054084900,-1086686700,-1087921069,1057084090)+W(7,1050203279,-1083224116,-1098821294,1046711885)+W(8,1033472482,1028050126,1037194524,-1121721479)+W(9,1042941034,1013010462,993325743,-1112650528)+W(10,1038013786,1021897635,1035154240,1046201917)+W(11,1043447032,-1131974615,1027972046,1039144481);sum2=W(0,1041490776,1018486577,1034353453,-1108565409)+W(1,-1113858207,1052082200,-1113519263,-1103680498)+W(2,-1139146344,1046768714,-1097140178,1018958125)+W(3,-1111959213,-1128703602,-1098207895,1024460115)+W(4,-1105841420,-1092734414,1053209723,-1088688588)+W(5,1062919581,1049986423,-1094792328,1037914109)+W(6,1049328132,1044527939,-1107726366,-1095558118)+W(7,1035231667,-1110040773,1046336394,1041960027)+W(8,1039814215,-1122233136,-1107721619,1049996954)+W(9,1012724150,1040029087,-1116717915,1034343810)+W(10,1024888668,-1100531711,1007719490,-1098318745)+W(11,1036710347,-1102670680,1037888927,-1106186917);WS(-1083458668,-1076208878); +sum1=W(0,-1119221604,-1097616301,1040683401,1028803476)+W(1,1033962333,-1106128994,1042493937,-1136427363)+W(2,1041264181,1044433886,-1096558041,-1108948664)+W(3,1032628870,-1123751924,-1097860853,-1108358441)+W(4,1051879501,-1093169213,-1098733730,1046406904)+W(5,1062475632,-1086787145,-1088547874,1058517387)+W(6,1053313566,1035939910,-1088927588,1061490456)+W(7,1054299289,-1130402734,-1096390160,1049919352)+W(8,-1110693690,-1111140815,1030855367,1004468631)+W(9,1045297574,-1108587948,-1127640694,1024040880)+W(10,1038834422,1040762412,-1104411844,1028806548)+W(11,-1106314264,-1165494119,-1118015030,-1095128350);sum2=W(0,1037888148,1037533502,1016478676,1016611708)+W(1,1016374797,1042320298,1012928145,-1105282980)+W(2,-1118267731,-1133007186,-1119445205,-1146676672)+W(3,1032410610,-1114217777,-1123652878,-1130451858)+W(4,1036667983,1029018929,-1101004152,-1110195557)+W(5,-1123884642,1048907311,-1092116144,-1126800264)+W(6,-1111241984,1045206632,1063932318,-1097480948)+W(7,1039354964,1032089604,1051255124,1039970164)+W(8,1051795874,-1116498505,-1128480930,1040169462)+W(9,1052196876,-1110762465,-1105668811,1041335879)+W(10,-1088285853,1016609657,-1096424000,-1105880602)+W(11,-1090379026,1046489649,1029046774,-1095104183);WS(-1104670894,-1131977046); +sum1=W(0,-1122872327,1044660591,-1127207577,-1112648188)+W(1,-1105196647,-1091967838,-1159198685,1034658686)+W(2,-1105551222,-1105182655,1050515731,1040705957)+W(3,1017793890,1049557794,-1127322710,-1121117111)+W(4,1050049705,-1112061830,-1088875575,1054983097)+W(5,1062208630,-1080890076,-1088327234,1055452918)+W(6,1051606290,-1088400827,-1103107959,1055187309)+W(7,1052382814,-1097595959,-1103254713,1047450666)+W(8,1037435556,1027063042,-1103988635,1031188251)+W(9,1027642075,-1097581231,-1117747167,1047857485)+W(10,-1109004816,-1115427963,1026629396,1054501223)+W(11,1041414585,-1121163375,-1119280070,1042878098);sum2=W(0,-1117974191,1035918257,1027513536,1016354951)+W(1,1055799129,-1144611727,1037237024,1039379806)+W(2,1037116388,1042440009,1028380863,1043516685)+W(3,-1131729016,1025801393,-1106882882,1033575170)+W(4,1029824032,1038928177,-1120711631,-1143898815)+W(5,-1097216592,-1097673825,-1101088822,-1103985849)+W(6,-1103814691,-1105579212,-1124050651,-1106760625)+W(7,-1136138683,1011024469,1026359109,-1123395355)+W(8,-1110582057,1027020738,1011202413,-1121835937)+W(9,1040607236,1044957698,-1113735870,1009730353)+W(10,1038947942,1027787831,-1114960631,-1115312251)+W(11,-1112603972,1008198659,-1133116095,-1135830635);WS(-1096559831,1037484900); +sum1=W(0,-1134487991,1027879764,1038422322,1028249855)+W(1,1016173128,-1112460521,1029515489,1034313250)+W(2,1028347039,-1123304579,-1107825326,1027417370)+W(3,1035635068,-1120703806,1030471249,1000575210)+W(4,1048869250,-1098773026,-1091437192,1057397273)+W(5,1065757625,-1083502823,-1086850776,1056640275)+W(6,1054334819,-1089694535,-1083394976,1058322735)+W(7,1052376319,-1102551488,-1098313541,1052511918)+W(8,1029769503,1031362249,1033785689,-1101563608)+W(9,-1131269971,-1128247556,-1173649736,-1127965876)+W(10,-1107441417,-1132373103,1035484541,1044386388)+W(11,-1098473097,-1142130892,1034873120,1031752252);sum2=W(0,1040888051,-1070793862,-1073555081,-1112511339)+W(1,1027239578,-1071158503,-1069228230,1033770332)+W(2,-1135961020,1047598893,-1080567434,-1109060021)+W(3,-1110941727,-1129804625,948656059,-1113507810)+W(4,1075658117,1054215981,-1104998932,1076402541)+W(5,1077820889,1046227202,1042820552,1075655149)+W(6,-1118850699,-1101978428,-1095422364,1045918702)+W(7,1026016583,-1103164541,1045389579,1035044244)+W(8,-1115233903,1015165170,1037626737,-1101584674)+W(9,1035248614,1033175695,1023929473,1010151672)+W(10,1049027220,1032251645,1025525751,1038949494)+W(11,-1118124613,1042587545,-1117328038,1028467783);WS(-1081931126,1073966570); +sum1=W(0,-1146361331,-1097410109,1035175459,-1121849711)+W(1,-1106692309,-1120101763,1043585907,1017322599)+W(2,-1106210884,1038219466,1050307440,1025148299)+W(3,-1115138804,-1132131774,1023773090,1006422511)+W(4,1026127169,1045225025,1027761070,-1121951547)+W(5,-1091000962,1065386286,-1106255910,-1144746721)+W(6,-1091953433,1056380469,1061827739,-1079735571)+W(7,-1102445962,1046599772,1049682211,-1096168868)+W(8,1037511592,-1113648733,-1114686833,1025905706)+W(9,-1111228857,-1108319001,1017686828,1043091875)+W(10,-1102991437,-1147707682,1018597782,-1120837551)+W(11,1040799505,1028136822,-1110127893,1003336935);sum2=W(0,1034732755,-1090565718,1035173169,-1106398945)+W(1,-1116038033,-1089313148,1037348813,-1136096426)+W(2,-1100200943,1045738761,1037418911,1044672515)+W(3,1025870712,-1117649125,-1130864309,1037208365)+W(4,1056357842,1050400788,1053305068,-1101335301)+W(5,1066071262,1057700465,1036743473,-1122254044)+W(6,-1132458755,1003355997,-1084949846,-1095175639)+W(7,1025322164,-1106413087,1030076164,1007521414)+W(8,-1115544374,-1107192051,-1109509581,-1121291886)+W(9,-1086616818,1022772267,1016457143,-1105444760)+W(10,-1102270714,1035291569,1033704361,1050477957)+W(11,999303933,1024551876,-1111299866,1045722667);WS(1052508503,1065718149); +sum1=W(0,-1109127212,-1098223900,962035242,1042149474)+W(1,1033122295,-1108112926,1027445007,1041796883)+W(2,1045736850,1043181559,-1098175173,-1120120612)+W(3,1038133568,-1102543586,-1100319159,-1110374755)+W(4,1043423478,-1096660204,-1097510801,1048663227)+W(5,1061167739,-1089406218,-1087758861,1055339346)+W(6,1055761732,-1105769888,-1094841886,1054196775)+W(7,1051299336,-1120191499,-1103555357,1041284046)+W(8,-1104342914,-1109357577,1038442493,1028239019)+W(9,1037128774,1025450507,1040109559,1027971236)+W(10,1042761157,1044237597,-1123303012,-1105773058)+W(11,-1105847257,1039590240,-1111907879,-1101757237);sum2=W(0,1021868522,-1116667451,1037136687,-1109097964)+W(1,1032613655,-1109068920,-1107845433,1007318978)+W(2,-1126879582,-1103760436,1016069779,1002517286)+W(3,-1114937810,-1118059752,1030143702,1031113174)+W(4,-1094712046,1041352693,-1125393555,1031673749)+W(5,1040720319,-1112580519,1034962829,1038331125)+W(6,1056111085,-1106729155,-1106409067,-1111158812)+W(7,-1121843086,1047380650,-1106975050,-1106358629)+W(8,-1104433838,1008084051,1025995330,1019467600)+W(9,-1121851072,1025598855,1039892459,-1122570447)+W(10,1049773824,-1110468674,1045465420,-1113430896)+W(11,-1122235886,-1113447212,1020538422,1036295980);WS(1056997868,1008833773); +sum1=W(0,1036420187,-1130107576,1006806901,-1118496039)+W(1,1034344230,1045363911,-1115019369,-1113594582)+W(2,-1109888100,1037930126,-1090717022,1038393121)+W(3,-1131937728,-1112104883,-1110427933,1032434307)+W(4,-1123687353,-1104570591,-1123143270,1039826714)+W(5,1059756929,-1095316624,-1093231896,1053157409)+W(6,1045739824,-1098051412,-1095564524,1058230383)+W(7,1052782212,-1104229594,-1101398261,1042446790)+W(8,1032886196,-1125702370,1017005492,1006039247)+W(9,-1102708199,1009228202,1028719950,-1105180689)+W(10,-1129186168,1033820442,-1119964195,1035814292)+W(11,-1112516090,-1136905401,1028568173,1025625861);sum2=W(0,-1112051735,-1109468006,-1118604595,1034320453)+W(1,1033608293,-1088213587,-1106879339,1043966073)+W(2,1051236380,-1095838484,1064370547,-1092579307)+W(3,1027336318,1016664388,1043763107,-1102939053)+W(4,-1107232926,1046387359,1028595208,1025235375)+W(5,1067079268,-1087106166,1044354198,1049289065)+W(6,1044420987,-1104528882,-1108961766,-1088486363)+W(7,-1116658227,1023955051,1035658672,-1107783352)+W(8,-1105038970,1005965131,-1116609216,1002638229)+W(9,1035867996,-1132447732,-1111658272,1045499601)+W(10,1028839698,-1134350406,1042442572,-1096457250)+W(11,-1126291119,-1135660575,-1131375963,-1122532695);WS(1064849644,-1092967401); +sum1=W(0,-1103081652,1034184171,1033930742,1041078624)+W(1,-1126422222,1038407355,-1098756264,1045204674)+W(2,1049230600,-1103625882,-1103118957,-1107755791)+W(3,1041473799,-1102710964,1035198826,-1101861336)+W(4,1058076017,-1091900963,-1091277968,1053270962)+W(5,1061713418,-1078564449,-1097334921,1059044453)+W(6,1047988615,-1091654943,-1099822850,1064682577)+W(7,1058355518,-1098047297,-1096942230,1055582710)+W(8,-1101902009,1046377811,-1124489961,-1115974645)+W(9,1031099397,1034335299,-1096742869,1038364767)+W(10,1010917525,-1098744549,1015202107,1025967234)+W(11,-1106099948,-1101582418,1047801952,1021900159);sum2=W(0,-1105865147,1026053125,1039267337,1034970587)+W(1,1018431373,1037956157,1040193826,1024111791)+W(2,1038385161,1031902437,-1106797747,-1107243650)+W(3,-1129893537,-1128932411,-1114137980,-1114574492)+W(4,1027743203,-1076908464,-1085205368,-1109640195)+W(5,-1088412806,-1079896887,-1072741915,1042644379)+W(6,1031274183,1052902509,1057561219,-1104275404)+W(7,1040558376,1054347378,-1103620900,-1115379021)+W(8,1068235631,1029167111,-1111782462,1065312771)+W(9,1069229068,1048206286,1035172075,1074530244)+W(10,1045193510,-1105822229,-1092973955,-1110308581)+W(11,-1099424233,-1106619819,-1102796809,-1167188013);WS(-1085552428,1044647857); +sum1=W(0,-1111247047,1046596325,-1120131932,-1130568573)+W(1,-1104704953,1049575094,1026932885,1001536536)+W(2,-1104108900,-1127841478,1042872064,1029690778)+W(3,-1107166286,-1110288351,-1114289465,1012447989)+W(4,-1095715202,1050957098,1052681344,-1097293585)+W(5,-1085535724,1060788917,1059711152,-1090361246)+W(6,-1113844876,-1106926654,1048249845,-1105723034)+W(7,1028149942,1043016176,1034645781,-1127895515)+W(8,-1125685565,-1123522377,1016796643,-1115182247)+W(9,-1122898434,-1112833505,1028362085,-1097304503)+W(10,1050188162,-1111804152,1008149481,-1115360055)+W(11,1041406167,-1119471349,1032897312,-1110595670);sum2=W(0,1012096208,-1169058693,-1122573304,1049638564)+W(1,1058022553,-1080721407,-1092917400,1055008508)+W(2,1065544846,-1080284825,-1081684685,1059601221)+W(3,1043980555,-1098850345,-1096574070,1035938200)+W(4,-1118822370,1032693677,-1120650912,-1097365817)+W(5,1056959548,1044260765,-1127709292,-1124083512)+W(6,1051359763,1042746095,-1099806388,1056508637)+W(7,1031681402,-1121369890,1033735876,1044088441)+W(8,1036528332,-1119534724,-1114566411,1039129637)+W(9,-1122124802,1042163670,1015256750,-1113518885)+W(10,-1101554026,1032382474,-1110975736,1019567420)+W(11,-1108142320,1022534793,-1110809702,1041548497);WS(1049904727,-1085461498); +sum1=W(0,1032673159,-1122472531,1047758995,-1114441151)+W(1,1041600521,-1116753522,1048177385,1027012354)+W(2,1033107055,-1109908945,-1105032264,1035856141)+W(3,-1139856090,-1111353615,-1104848436,1031163069)+W(4,-1101190388,1042608805,1054893264,-1092338425)+W(5,1059669870,-1088410395,1050188989,-1096531431)+W(6,1058897901,-1088007491,-1084283112,1063099682)+W(7,1055941567,-1096366496,-1096369309,1049115478)+W(8,-1108884127,-1119554504,1042581180,-1095327506)+W(9,-1123782065,-1120686401,1041262473,-1104987150)+W(10,1042892731,-1107384925,-1117364890,1042263123)+W(11,1047202227,-1100444021,-1138499405,1029697804);sum2=W(0,-1127864237,1066297935,1068410613,-1101934313)+W(1,1047304216,-1077079694,1052441146,-1112463889)+W(2,1041678537,-1095668928,-1082290320,-1097499627)+W(3,1039199998,-1096167330,-1097722710,-1128505773)+W(4,1047339448,-1107136628,1045964051,1053392914)+W(5,1044634164,1046050296,1035674775,-1111508378)+W(6,1053023843,-1135364198,-1113442140,-1086326188)+W(7,-1112581958,1028034745,1028981469,1050833435)+W(8,1023924243,1029832629,-1118726053,-1109754454)+W(9,-1111827987,1036477638,-1111696115,-1121555471)+W(10,1034831467,1024856185,-1119582249,1006763480)+W(11,1032814306,1017921306,-1112331027,-1128234727);WS(-1087326956,1033622098); +sum1=W(0,1035193378,-1161971013,1045896801,-1113899675)+W(1,-1119324954,-1095480777,1045303135,1030557818)+W(2,-1117399605,-1109576477,-1110770003,1042470612)+W(3,1035419591,-1122013269,-1100233714,1021883592)+W(4,-1108871427,1048600721,-1108955706,1041409216)+W(5,1041468886,1051943793,-1094955846,-1104804773)+W(6,1052050234,-1097508910,1025944442,-1098059200)+W(7,1017834329,-1106071902,1030612641,1041862393)+W(8,-1114333163,-1106692192,1041055226,-1104543128)+W(9,-1096626659,-1112593372,1039063182,1045266364)+W(10,1043056710,1041486173,-1107180444,1048775867)+W(11,1042839849,-1121041260,-1114362202,-1122051827);sum2=W(0,-1114415273,1032259795,-1111634453,1008283263)+W(1,1036167174,-1116061542,-1123951654,-1114655921)+W(2,1033204129,-1102899145,1039368345,-1111159985)+W(3,-1127458940,-1118949310,1024476440,-1122340118)+W(4,1046234660,1020399084,-1121896666,-1112224655)+W(5,1049934438,1050902690,-1139717487,1039099048)+W(6,-1113540553,1039510238,1039007446,1003410015)+W(7,-1122317014,1033150391,1032062517,-1117681522)+W(8,-1105304684,1027107696,-1106176579,1031996897)+W(9,-1102142181,1022104088,-1106922258,1017260660)+W(10,-1114854307,-1135188919,-1122048418,1003551903)+W(11,-1113963477,-1125862176,-1128403972,992233789);WS(1068173014,-1111006676); +sum1=W(0,-1115395480,-1112513259,-1103201566,1031049568)+W(1,-1113567107,1042819653,-1112438249,1019703498)+W(2,-1109811912,1039150546,1048780036,1015808760)+W(3,-1103105894,1040353932,1034094633,1027899359)+W(4,-1117860850,-1173290307,-1100468360,1048004603)+W(5,-1083606526,1064316383,1042677725,-1104427535)+W(6,-1090564527,1060600586,1063571221,-1083053360)+W(7,-1095220995,1054475004,1050639762,-1092330682)+W(8,-1123264224,-1127850837,1012485196,1046039773)+W(9,-1122621123,1036820754,1029876039,1030284012)+W(10,-1103353426,1024997805,1035184606,-1094902185)+W(11,1034806311,-1123061719,-1149057999,-1106486660);sum2=W(0,-1120466254,-1114547761,-1122580470,1014853092)+W(1,-1117512854,-1119656010,1030745116,1027909890)+W(2,-1110873488,-1120221385,1035574738,1026011110)+W(3,-1115497806,-1122615179,1020780404,1036041188)+W(4,1038991680,1047680543,1047459793,-1120994367)+W(5,1041066172,-1121088174,-1098401240,1034511499)+W(6,1024235728,1024310650,1045982327,-1109149586)+W(7,1020521688,1042402937,-1122000913,-1112980367)+W(8,1054395623,1011283964,-1132455031,1064875701)+W(9,-1085223893,1018552602,-1108441710,1045153300)+W(10,-1099510820,1026658994,-1106692167,-1084582209)+W(11,-1105747852,1004613671,1023023932,1029465320);WS(-1095915991,979918868); +sum1=W(0,-1137886897,1037523161,1032823819,-1115463727)+W(1,1011860489,1043477300,1029800132,1011021190)+W(2,1007409140,-1114264129,-1105888052,-1129491953)+W(3,-1122228982,1030459197,1021218335,-1124741815)+W(4,-1131549790,1035412665,-1119898332,1026707497)+W(5,-1100874368,-1112838682,-1136100063,-1108429845)+W(6,1049886943,-1097768883,-1098267600,1047336484)+W(7,1038061098,-1108915952,-1106237874,1042964547)+W(8,-1108324895,-1129452238,-1121143952,1026568544)+W(9,1047390560,-1147670274,-1120493188,-1138504034)+W(10,1037432366,-1134502280,1028096953,1036689246)+W(11,-1121991146,-1177453050,-1157333673,996441389);sum2=W(0,-1128394666,-1143339877,1020062213,-1121902268)+W(1,-1114856664,1034423857,-1102502778,1039974898)+W(2,-1115163450,1038088024,1030950002,1032116923)+W(3,-1128925353,1019282123,1036537682,-1112859101)+W(4,-1111450467,1052764693,-1096503308,1034601005)+W(5,-1093114037,1060522961,-1095299550,1034366199)+W(6,1036157347,-1104371255,1057088106,1027196884)+W(7,1032717961,-1110891365,1031719642,-1130356560)+W(8,-1099720262,-1130142915,-1108630019,1050858947)+W(9,-1087523263,1037139152,-1105816149,1055940597)+W(10,-1107617878,1043807995,1054601799,-1085850393)+W(11,1017512699,1025497552,-1122652165,-1119144319);WS(1066530838,1025703389); +sum1=W(0,1009297086,-1139418709,-1132051981,-1120765920)+W(1,1015487755,-1098776251,-1109474502,-1122351141)+W(2,-1127613121,-1123764613,-1109199593,1015844344)+W(3,-1124468594,-1145136640,-1121408403,-1133586812)+W(4,1032587897,-1118415861,1042371592,-1129191897)+W(5,1049522345,-1099055070,-1120712699,1057153612)+W(6,-1109817213,1050593755,1049700744,1041525985)+W(7,-1107128582,1038803505,1036084166,1010121533)+W(8,-1122811552,-1134432681,-1116932051,1007708012)+W(9,-1099127683,1026629028,-1127344014,-1105657359)+W(10,-1113004743,-1136900213,-1119906716,-1111888320)+W(11,1036904923,-1123829719,-1118848634,984437698);sum2=W(0,1039120940,-1107749198,1041261247,-1117430114)+W(1,1026507473,-1131506304,-1099018179,-1106133189)+W(2,-1142215401,-1123190888,-1123617030,1031550625)+W(3,-1139250704,-1137414048,-1112954810,1026312489)+W(4,-1097831330,1041137317,-1126022952,1033806419)+W(5,1045711847,-1092069746,1057416214,1064523288)+W(6,1052831473,-1088761837,1059767697,-1088977338)+W(7,-1122137188,-1110686692,1033531722,-1133526188)+W(8,-1127685702,-1116954634,-1125967712,-1155381873)+W(9,1026250214,-1120045450,1032736142,-1099691831)+W(10,-1118397760,1028302350,1021746164,-1098651966)+W(11,1029280576,-1115066264,990513889,-1130823120);WS(1066680246,1040921440); +sum1=W(0,1034101258,1011417444,-1110280861,-1119730500)+W(1,-1104735450,1038200908,1027753539,-1132236433)+W(2,-1111591250,-1121734057,1035268043,1035235184)+W(3,-1121802685,-1126371080,1032771355,1024518355)+W(4,1031601302,1054599907,1053565584,-1092083138)+W(5,-1078665075,1061430978,1058261942,-1090607216)+W(6,-1093429316,1056142824,1061610294,-1096046953)+W(7,-1102572591,1055282545,1053165350,-1094352558)+W(8,-1143895330,-1113777127,1029997623,-1110918026)+W(9,-1099071584,-1112447940,1039976245,-1111808624)+W(10,-1105323662,-1145165385,1023744576,-1106320677)+W(11,1035738553,1031263347,-1113453535,-1138833863);sum2=W(0,-1129082210,-1130739278,1028210443,1033717276)+W(1,1053521042,-1113906791,-1117565460,-1111396517)+W(2,1041638909,1044690885,-1106119849,-1096499765)+W(3,-1143837439,1015998178,1000486481,-1115028859)+W(4,-1085374293,1026401017,-1119519632,1046091050)+W(5,1062822204,1066908993,-1106338078,1033058760)+W(6,1003636411,1054286387,1034907371,-1089123399)+W(7,-1103883056,1041460877,-1096894542,1048601259)+W(8,-1110182528,1042909501,-1117678961,1050909876)+W(9,-1081393742,1044082334,-1099518378,-1149282827)+W(10,1035142168,1040282994,-1097984366,-1094008056)+W(11,1028271260,1021313035,-1109925208,1020535023);WS(-1111691100,-1070453585); +sum1=W(0,-1107702492,1006352113,1032181048,1040350706)+W(1,-1103582444,-1098104500,-1101176752,1045915011)+W(2,1030081641,-1105752467,-1111995209,1036820082)+W(3,1034445457,1025879721,-1111976126,-1112926972)+W(4,1056547603,-1111618639,-1090063653,1054597571)+W(5,1062411659,-1079908657,-1087007388,1059824936)+W(6,1042786985,-1094958736,-1098160558,1062112057)+W(7,1058122296,-1107753094,-1104521261,1050598527)+W(8,1011306277,1034245578,-1114266718,-1105977411)+W(9,-1113612402,-1111998342,-1130610528,1037450066)+W(10,-1108376090,1026051990,1021846218,1043358554)+W(11,-1098378691,1018599200,1032139296,1024420791);sum2=W(0,1045283790,-1117083441,1044690091,-1102183736)+W(1,1029589699,1005932683,-1109435037,-1099060082)+W(2,-1146696619,-1130369043,-1109954065,-1103326288)+W(3,-1106785078,1039027144,-1115538567,-1123727405)+W(4,1036724432,-1096666126,-1103679886,1025447267)+W(5,1066859805,1061824774,935783211,-1100626978)+W(6,1024539831,-1113161303,-1098480165,-1114206859)+W(7,1040901138,-1129688427,-1109149493,-1123732285)+W(8,1043810354,-1109094473,-1120655593,1034791609)+W(9,1034749891,1023292171,1029730663,-1097803022)+W(10,1050252440,1012313206,-1109570093,-1094988176)+W(11,-1105144948,1015686163,-1106431920,1029732207);WS(-1105638574,-1077878805); +sum1=W(0,1025565072,1041884710,1043313362,-1112101313)+W(1,1034991091,-1099609869,1045058176,-1118212870)+W(2,1033034081,-1097107341,-1100255017,1037618766)+W(3,-1143864013,-1128917761,-1104696333,1023523536)+W(4,-1093904634,1043314021,1034529536,-1104398291)+W(5,1055637093,1049084915,1058479092,-1086702118)+W(6,1053455331,-1087005060,-1082434966,1061981800)+W(7,1037339676,-1105402705,-1098585534,1048950646)+W(8,-1106696920,1028280843,1017824488,-1120033234)+W(9,-1126325576,-1136921361,1038132788,-1128822905)+W(10,1046293466,-1124008918,-1125947450,1050170340)+W(11,1032623999,-1114937252,-1126565485,1042248226);sum2=W(0,1042032808,-1103788280,-1125419559,1040832216)+W(1,1029252447,-1099123277,1043848052,1039550307)+W(2,-1111709033,-1102650535,1047689572,1040592387)+W(3,-1091595987,1033340873,-1105352144,1050208698)+W(4,1045241846,-1091833274,-1076839498,-1166596642)+W(5,1068949095,1070654393,1035730071,1051795538)+W(6,-1111700665,1050259859,-1096947569,-1094163017)+W(7,1027304955,1048679723,1051072204,-1117027793)+W(8,-1105795498,1037000995,1038631745,-1085872442)+W(9,1007431650,-1103746979,-1115278352,-1094587067)+W(10,1041510738,1025070825,1041143367,-1089767553)+W(11,1057584085,-1093749689,-1116523862,-1100476212);WS(-1095944791,1081861902); +sum1=W(0,-1116664839,-1122706061,1034635115,-1129669743)+W(1,-1121494877,-1124251544,1033259121,-1148272609)+W(2,1028329496,-1128061368,-1126517523,-1115602986)+W(3,1027525168,-1119991479,-1130313237,-1123378150)+W(4,1048908041,-1093164666,-1090131839,1057433596)+W(5,1058746094,-1083481847,-1087001587,1058166921)+W(6,1057488289,-1091485686,-1085306808,1055593874)+W(7,1061071735,-1105495231,-1102755929,1049860117)+W(8,1030509816,1023557506,1008560041,-1120322428)+W(9,1044900399,-1117995899,1013701241,1035303897)+W(10,1023593721,1023656437,-1116643091,1041073282)+W(11,-1102595129,1024551167,-1164007844,1034451003);sum2=W(0,-1115575058,-1099435099,999172620,1029670841)+W(1,-1101600217,1027943101,-1139359478,1042858197)+W(2,1035438169,-1098854617,1048715384,-1117748556)+W(3,1032334939,1041563473,1036336651,-1114535210)+W(4,1041110640,-1120449287,-1105031588,1042251423)+W(5,1075961547,-1109667225,1010020318,1058527193)+W(6,-1086643829,1037113027,1057314889,1073424302)+W(7,-1067239867,-1100548924,-1123725073,-1080060710)+W(8,1035596553,-1156632055,1026093121,1027957701)+W(9,1011086126,1010028142,-1126960339,1019832195)+W(10,975610078,-1115077778,1037810339,1033526397)+W(11,-1095465488,1036754195,-1133987070,1012557694);WS(-1085172076,1069147958); +sum1=W(0,-1141293989,-1106615031,1027233863,1025703205)+W(1,-1119005195,-1112858253,-1115436126,1041286826)+W(2,-1117134469,-1122683754,1042609938,1026450561)+W(3,1025414366,-1117169125,1044686038,-1120895076)+W(4,1042354526,-1106775167,1029190628,1026640114)+W(5,1054852793,-1089581852,-1106293072,1053740861)+W(6,1026745790,-1108063055,-1098775605,-1119314307)+W(7,1023400633,-1125318352,1015550627,-1108709290)+W(8,-1115892869,1028377583,-1139375968,-1111659152)+W(9,1027435128,-1121669673,-1156734143,1035182992)+W(10,1038436612,-1119291218,1034668065,-1137028117)+W(11,1031194923,-1118201212,1027259179,-1112739478);sum2=W(0,1004660066,-1115032564,1027039233,-1154464437)+W(1,1016373458,975139636,-1147080182,1011666487)+W(2,1027534293,-1117310194,1025013868,-1117096132)+W(3,1024315262,-1145025250,1025607183,-1118720211)+W(4,1041471507,1033488023,-1117609897,1008089899)+W(5,-1081313755,-1065846603,1082321679,1053281755)+W(6,1040077608,-1130639872,-1122974098,-1118862913)+W(7,993302909,-1114202318,-1143672974,-1134922624)+W(8,1033628240,-1112728150,1027401421,-1118717800)+W(9,1050032460,-1108305112,1012824907,1046901100)+W(10,-1137731251,-1137500513,1038621352,-1106934499)+W(11,1017914834,1025570630,-1129758225,-1177023016);WS(1065820150,-1112682631); +sum1=W(0,-1136938293,1045425461,-1140735040,-1105640672)+W(1,-1099447769,1052020966,1012508339,1007936778)+W(2,-1110772895,1038536521,-1110876672,1033964109)+W(3,948858222,1041035251,1034428376,-1107676126)+W(4,-1095619178,1046810501,1051064512,-1096706537)+W(5,-1083835034,1054321083,1057299292,-1101065539)+W(6,-1101414038,1042038046,1044289505,-1127256032)+W(7,-1104437005,-1126355329,1050440565,-1102412811)+W(8,1041816072,-1108472292,-1128129890,-1114855500)+W(9,1049485320,-1101761488,1036938130,1015987827)+W(10,1031650401,-1113134674,1035708141,-1106506396)+W(11,1044647659,-1119496853,1031811610,-1098866309);sum2=W(0,1033662400,1047714485,-1104060794,-1116689599)+W(1,-1113832562,1055059659,-1106889746,-1110264521)+W(2,1024644211,1027816870,-1089308922,1034493072)+W(3,1030330543,1043118546,1032487381,-1105470304)+W(4,-1101000300,-1113896185,1047625619,1023887631)+W(5,1047334183,-1105663288,1058674488,-1123902349)+W(6,-1145174230,1040502911,-1079751447,1060541265)+W(7,-1100795602,-1110882655,1059286709,-1099777158)+W(8,1049921725,-1114038586,1032108768,-1104647113)+W(9,1060005487,-1105023935,-1134500667,-1100964722)+W(10,1026206299,-1116742649,1046968990,-1088726381)+W(11,1033716355,-1127164330,1042150309,-1093081927);WS(1051219671,1032040132); +sum1=W(0,1029213629,-1111062337,-1110293770,1024246061)+W(1,1007533386,1035026513,1026027124,-1142580623)+W(2,1016678619,1011246152,1036422600,-1132388626)+W(3,1023830470,-1130424090,-1173422083,998523489)+W(4,-1104763504,1041701281,1035978230,-1098745559)+W(5,-1082429923,1065410260,1051781481,-1097349705)+W(6,-1095610025,1057796630,1060856625,-1083869189)+W(7,-1094623957,1055180598,1045145830,-1095350964)+W(8,-1106571859,1016965359,-1111943280,1050231066)+W(9,-1111350032,1035026168,1026054164,1040668770)+W(10,-1122887388,1019565189,987392292,-1113287631)+W(11,1007169387,1026555204,-1110518465,-1109374678);sum2=W(0,1024186334,-1121050215,-1131096266,-1123481859)+W(1,-1136581772,-1115413373,1023491721,-1181265672)+W(2,-1130526339,-1110187157,1036272276,1007273042)+W(3,1035801320,-1125507188,-1123342647,-1134191606)+W(4,1040345453,-1129271163,1040776673,-1107023625)+W(5,-1116173932,-1097567007,1044851152,-1110082893)+W(6,1028205855,-1106625929,1051516690,1041634800)+W(7,-1124495703,1007786534,1035231370,1036476425)+W(8,-1080765061,1066657253,1074128739,-1073406322)+W(9,-1085034176,1066670217,1068015119,-1077100552)+W(10,1019889879,1026394385,-1111857710,-1104398720)+W(11,-1105128420,1030299973,990445793,-1115096299);WS(-1124324720,1038677119); +sum1=W(0,1031967089,993181316,1038389179,1008341069)+W(1,1037528348,991007864,-1145165264,1023486232)+W(2,1029849459,1044031254,1024190949,-1122921519)+W(3,1035528454,1052524910,-1123515526,-1114006089)+W(4,1050863173,-1096246661,-1081451931,1056361124)+W(5,1063082151,-1088130503,-1086637900,1054230472)+W(6,1049660054,-1099337955,-1092787999,1050043692)+W(7,-1097977265,-1102904005,-1095996120,1043779649)+W(8,1035916906,-1134539381,-1130646284,1047683325)+W(9,1026128198,1003368116,986748732,1027831167)+W(10,1025351359,1036720064,-1115252008,1020947750)+W(11,-1114005272,1029521402,-1116396881,1037985981);sum2=W(0,-1133163156,-1098025067,-1089098687,1042203848)+W(1,1027923803,1058285406,1036383110,-1108707706)+W(2,1043843260,1048839159,1062333205,-1098359820)+W(3,1023965418,-1078465930,1058743586,1021888231)+W(4,1052777785,-1096461215,1068788369,1035967917)+W(5,1046924897,-1088764217,-1090569807,1043356562)+W(6,-1088408400,-1098396864,-1095261121,-1080913711)+W(7,1067915456,1064748817,-1093746709,-1097507024)+W(8,-1097973178,-1111191248,1025788011,-1095505730)+W(9,1056967609,1046203397,1023876171,-1127034898)+W(10,1046078649,-1113219498,-1107189985,1040836988)+W(11,-1099047850,1040158004,-1110869404,-1111389506);WS(-1080347734,-1094728165); +sum1=W(0,-1128052610,1031912915,1036436624,-1115633753)+W(1,1027254679,-1114408211,1038598142,996364134)+W(2,-1125749028,-1109729611,-1097652239,1027401421)+W(3,1017291157,-1118442418,-1111208674,-1143663749)+W(4,-1104119121,-1104173746,1018734050,-1113632799)+W(5,1064358521,1051156401,1042956529,-1095896866)+W(6,1051089073,-1093838037,-1087880029,1061684826)+W(7,1048577269,-1104163629,-1100689848,1044518984)+W(8,-1115038313,-1128796792,1022550473,-1104273977)+W(9,1006576423,-1123707765,1027191321,-1098511458)+W(10,1039011098,-1116369959,-1125317723,1037804713)+W(11,-1145301883,-1113863292,-1130384675,-1157246715);sum2=W(0,1008161562,1017087401,1000810292,-1137561210)+W(1,1032804591,1045940061,-1104015266,-1138249722)+W(2,-1149548391,1040845572,-1112933693,-1118405314)+W(3,-1121723310,-1125770861,-1131915309,-1140666666)+W(4,-1143663956,-1088410023,-1098257975,-1109671087)+W(5,1064636422,1065774501,-1110483119,-1100429296)+W(6,-1095622064,-1114533177,-1111449957,1041071232)+W(7,-1156294183,-1154727079,-1105461804,-1113635957)+W(8,1033424863,-1122425914,1010643898,-1113334223)+W(9,1041401738,1015219657,-1120544050,-1113376685)+W(10,1041680128,-1125778629,1028103016,-1107119710)+W(11,-1143304660,-1128411685,-1127495397,-1114424843);WS(1062796012,-1081433938); +sum1=W(0,1019305782,-1137205890,1047697940,-1140258862)+W(1,-1128637410,-1131514496,1040574503,1017521696)+W(2,-1140240046,-1114177400,-1115750349,1030042599)+W(3,1027083972,1025144619,-1119424318,1023786378)+W(4,1051824452,-1095124244,-1090901033,1041493798)+W(5,1061551411,-1084025976,-1090555023,1048941321)+W(6,1056942277,-1089170928,-1089279069,1058760695)+W(7,1056967544,-1087239225,-1099538126,1045023263)+W(8,1034552166,1031420374,1008978681,1032453887)+W(9,1036871279,1025475023,-1124609380,1032035723)+W(10,1032547975,1024887097,1016399695,1041251643)+W(11,1027338481,1012109898,1002611913,-1117686145);sum2=W(0,1009005547,-1112484311,1036867068,1004838046)+W(1,-1121204348,-1131856601,1034701810,1023830295)+W(2,-1145957446,-1129570235,1008859907,1026709605)+W(3,-1122812157,1023686531,-1120209470,1024434367)+W(4,-1113333873,1019969949,-1120560082,1023348885)+W(5,-1084820204,-1067115412,-1089366478,-1115269491)+W(6,1052224270,1066362408,-1071017431,-1095888786)+W(7,1047863595,1063525936,1084005284,1043852487)+W(8,-1115333043,-1123665230,1025411331,1032448279)+W(9,-1132671203,1034346460,1024216939,1028612787)+W(10,1045423025,-1133553563,-1116027280,-1112864526)+W(11,1043035962,-1105823812,1032270816,1025066805);WS(-1103681710,-1114530079); +sum1=W(0,1029506744,-1104283663,-1130912909,1025861737)+W(1,1035998951,-1102933559,-1132593150,1032236919)+W(2,1007410083,992747222,1040041573,-1111043394)+W(3,-1123346113,-1119406504,1034020670,-1126534927)+W(4,-1117715067,1046218351,1040844938,-1110124091)+W(5,-1097542514,1059317136,-1098764800,1039686571)+W(6,-1112367617,1054923388,1057765873,-1088677703)+W(7,1035634224,1040434219,1029185429,-1105036246)+W(8,-1121870249,1032871129,1021540535,-1105267215)+W(9,-1096018272,1036773558,-1120294159,1038793978)+W(10,-1101946581,1031187710,-1111111618,-1105386706)+W(11,-1143951794,1023823648,-1138057273,-1122605111);sum2=W(0,-1114357788,1025611699,1041378526,-1133865733)+W(1,-1094909862,-1134317911,1057780422,-1113774565)+W(2,1048238594,-1105040821,-1084534604,1041934157)+W(3,1042608690,-1128928913,-1096429323,1041091101)+W(4,1041852494,-1102827642,1040042063,-1102114760)+W(5,1058263821,-1094128428,1041105879,-1090351620)+W(6,-1114163954,1038597269,-1121888905,1059786982)+W(7,-1102786592,1035391793,-1139774900,1034035361)+W(8,1023561916,-1109687464,-1111718847,1036263014)+W(9,1049906607,-1106696300,1041802453,-1107817782)+W(10,1034361268,1032032810,1023851848,-1106476521)+W(11,1014428216,1031652841,-1111010993,1016844568);WS(1059372396,-1131086843); +sum1=W(0,-1133338231,-1110641250,1038224730,-1116770958)+W(1,-1142676381,1026922691,1048611339,-1109423369)+W(2,1016864285,1033593306,1012241985,-1119417706)+W(3,1026073927,1029871326,-1108924145,-1134266292)+W(4,1044958408,-1100693257,1033085351,-1145642197)+W(5,1059821143,-1085100606,1024247225,1054215533)+W(6,-1109435540,-1105005730,-1082741615,1063416476)+W(7,1046037553,-1091104802,-1096553463,1051611888)+W(8,1030339791,1026076824,-1129272066,-1114157744)+W(9,1039898225,-1126911267,-1113286331,-1106016522)+W(10,-1157274234,-1131274519,-1119319754,1046979692)+W(11,1022970360,-1118999381,1018258200,1033932042);sum2=W(0,-1126294727,-1105983103,1032542252,-1117639690)+W(1,996342293,-1101410582,-1105990346,-1135696947)+W(2,-1120264553,1029472991,1031145839,1025603183)+W(3,1029227505,1016716795,-1125334020,1034416033)+W(4,1053585046,-1090074420,-1106428174,1049036492)+W(5,-1084067012,-1121077701,1074893281,1063294224)+W(6,-1090564487,1059480413,-1079475296,1030876063)+W(7,-1103677712,-1097572114,-1099339963,1047874805)+W(8,-1101677356,1042350020,-1124515281,-1100598545)+W(9,1052666358,-1118105649,-1128187082,-1088449090)+W(10,-1099961793,1012743453,1033189178,1049420880)+W(11,-1106211131,1026065323,1016211057,1047783255);WS(998487488,1024735998); +sum1=W(0,1033987197,1049342972,-1096711418,1034787125)+W(1,-1138173503,1051641300,-1099717199,-1118966639)+W(2,-1112157509,1032130968,1049184050,1022076300)+W(3,-1125240838,1039987293,1048086279,1034213589)+W(4,-1089249828,1055719968,1058035879,-1093645783)+W(5,-1083720757,1061848612,1060189357,-1085775960)+W(6,-1087092580,1007190411,1062875388,-1086133195)+W(7,-1087792286,1039984791,1051240059,-1098046771)+W(8,1033680357,1037116250,1020339515,-1113381667)+W(9,-1102783527,1046511483,-1109989161,-1108537011)+W(10,-1110331987,1011591327,1032957443,-1129404117)+W(11,1051616838,-1135236550,1039628088,1030325168);sum2=W(0,1041063142,1048804575,1048277958,1001577162)+W(1,1039747614,1042988518,1037383696,-1112011211)+W(2,-1105672858,-1099442373,-1097597287,-1137882877)+W(3,-1108158369,-1155656404,-1108394523,1031849538)+W(4,1061039504,-1095199392,-1079852425,-1094388043)+W(5,-1084834029,-1103423898,-1077655189,1055288082)+W(6,1044806256,1065240337,1064308251,-1087507005)+W(7,1059993792,1061107030,1071708239,-1093629181)+W(8,1054780006,1035580564,1040994203,1055450674)+W(9,1071463850,-1100510960,-1111912036,1058201467)+W(10,-1080251704,-1090250140,-1097442490,1058560116)+W(11,-1073879137,-1106111844,1028605291,-1090257183);WS(-1077135094,1050907162); +sum1=W(0,-1127648729,1033699545,-1117094275,-1132921461)+W(1,-1118007170,1045491604,1030394994,-1124984131)+W(2,-1126452986,1040542752,1039295895,-1117294457)+W(3,-1119126518,1035722382,1018438944,-1124706520)+W(4,-1094355462,1055483630,1043699095,-1098008869)+W(5,-1081313730,1065160347,1053279460,-1089194394)+W(6,-1094044967,1058021117,1056280352,-1088142214)+W(7,-1094059515,1050783700,1041063570,-1098093746)+W(8,1042990903,1034045812,-1122422352,-1112620946)+W(9,-1121246728,1042128328,1011377167,1047326318)+W(10,-1106681402,1039870541,-1103632934,-1110840279)+W(11,1018820533,1037083890,-1109127577,-1128181366);sum2=W(0,1029225785,1032075003,-1110495495,1003021837)+W(1,1023947681,1043723635,-1122423961,-1123823650)+W(2,1024608678,1017994477,-1138212418,-1119691195)+W(3,1034042378,1002413729,-1115371525,-1125446899)+W(4,993748010,1041772340,-1116948709,1016902499)+W(5,-1096435650,1074788880,1083263801,1028513681)+W(6,-1119557273,1017310535,1038793960,-1120166015)+W(7,-1115060009,-1118011761,1032034162,1032720188)+W(8,-1097222635,1042534143,-1113320609,1029108513)+W(9,-1074844879,-1104645285,1039031010,-1063916786)+W(10,1021770517,-1131419477,-1124877446,-1115182489)+W(11,1027576529,999290841,-1119401015,1014563122);WS(1048452526,1015184705); +sum1=W(0,1032256237,1049910352,-1110581160,-1138645804)+W(1,1026512560,-1098570768,-1103860667,-1114005032)+W(2,-1131077462,1040825100,-1119844941,-1140244890)+W(3,-1122466948,-1119780203,1017183931,1024452554)+W(4,-1113826958,1036222192,1048623137,-1106270342)+W(5,-1087095027,1061337654,1057099626,-1097372109)+W(6,-1095439444,1049129464,1054485156,-1095003728)+W(7,-1106181921,1040163591,1044366494,-1128526324)+W(8,1042522323,1029873877,-1113210911,1006760678)+W(9,-1106501979,1024448974,-1111141177,-1101854594)+W(10,1027903818,-1111469876,-1125584845,-1115808507)+W(11,1034550428,-1117633442,1027351533,-1153767820);sum2=W(0,1002437005,-1114697961,1034706164,-1117856953)+W(1,1023823647,-1078943314,-1110151254,-1122373390)+W(2,-1119824143,1008147760,-1111296752,-1131092262)+W(3,-1118651901,1029244251,1015792571,-1129026789)+W(4,1016679180,1009230224,-1115089108,999139177)+W(5,1069645782,-1105149666,1007700984,1034965747)+W(6,1005900489,-1142960238,1033262730,1026082346)+W(7,-1121319377,1026230788,1015281188,-1134452913)+W(8,1019562884,-1131336757,1017499348,970725323)+W(9,1038179083,-1120925641,1031482891,-1131774725)+W(10,-1130072184,1001625665,1015408436,1014219446)+W(11,-1122304449,1019807852,-1137039581,1012295392);WS(1061396972,-1097419696); +sum1=W(0,-1116833412,1042368898,-1110826049,1040610541)+W(1,-1126977972,1036447253,-1113808270,1015657075)+W(2,-1125945514,1048078310,1043284110,1033993320)+W(3,-1120964750,1052576556,1028739112,1028019732)+W(4,1000165941,1058527541,-1108888122,-1087862644)+W(5,-1085843362,1053927177,1056284429,-1108964145)+W(6,-1086794197,1055390198,1062174380,-1088558114)+W(7,-1079810761,1051035743,1042115560,-1087573386)+W(8,-1102910221,-1135746300,-1117156776,1051684947)+W(9,-1107922836,1041042462,1026275932,1041698836)+W(10,-1112253878,1035139905,-1137078595,991752527)+W(11,1047360574,1038370422,-1118906322,1039363202);sum2=W(0,-1117475550,1024254038,-1103350409,-1104315228)+W(1,-1096755788,1042486592,-1116633366,1019617669)+W(2,-1097959989,-1097184876,1038440719,1043056626)+W(3,-1121707278,-1092525975,-1107570984,1038305467)+W(4,-1091235931,-1112967686,1062539510,-1094844926)+W(5,-1104902685,1052266072,1056743222,-1089312569)+W(6,-1101957876,1012499609,1037341407,1045881224)+W(7,1058872796,-1099676541,1048266302,1058820589)+W(8,1042482062,-1119186298,1014020953,-1096027281)+W(9,1051055108,-1093268483,1028745390,-1129394013)+W(10,-1101861122,-1102938164,1054988226,1044017054)+W(11,1041661910,-1135013257,1026503526,-1105903455);WS(-1084431788,-1073850193); +sum1=W(0,1023326765,-1119027356,-1130755883,-1121456839)+W(1,-1131954777,1032958718,1007276024,-1111055334)+W(2,-1115233108,1038479638,1051511197,-1127100870)+W(3,-1113154576,-1118671783,1033362061,1032290155)+W(4,-1113039213,1052115068,1035028387,-1131651239)+W(5,-1121014635,1031197854,-1087869490,1041028837)+W(6,-1101242168,1046762496,1064028192,-1080291009)+W(7,-1109590335,1048241682,1048797598,-1095204295)+W(8,1031790055,-1110649673,-1139076328,1035837265)+W(9,-1151139494,1037205893,-1126605404,1043959725)+W(10,1016490449,1029406204,1022476742,-1097929447)+W(11,1033898418,1016018525,-1117985767,974160200);sum2=W(0,1027199947,1026239811,1035912472,975878233)+W(1,1011577542,-1099491895,-1109490583,1032202892)+W(2,-1126785583,-1142596491,1027909011,989447596)+W(3,1027448187,1030066347,1032601180,-1112180928)+W(4,-1101163205,-1120465270,-1098777501,1033266404)+W(5,1052721602,1058060839,1026269275,-1092678923)+W(6,1042994318,-1109244590,1022663675,-1115079323)+W(7,999387083,-1113199846,-1139999774,-1117880304)+W(8,1047867282,-1114558090,1024165887,-1115369638)+W(9,1026065727,-1110013405,-1127793863,1048647954)+W(10,-1139333782,1028177183,-1115589183,-1107120056)+W(11,-1128307819,1010561254,-1119188249,-1113232790);WS(1060891500,1063998119); +sum1=W(0,1021371624,-1123888698,1034817251,1009319059)+W(1,1034805925,1031377177,1007070174,1020060242)+W(2,1029917861,1040845210,1035958587,-1119463744)+W(3,1028919037,1041595485,-1119265271,1022228167)+W(4,1050963407,-1089953728,-1082111981,1060685055)+W(5,1058492133,-1080402290,-1083685732,1059880676)+W(6,1045390927,-1092052092,-1087669949,1057972187)+W(7,1042995863,-1093474029,-1101265316,1050698442)+W(8,1042831681,-1158245846,1021753903,-1146641530)+W(9,1049293617,974645755,1024323659,1044491976)+W(10,1030870792,1029410098,1017781825,1044279073)+W(11,-1117179330,1033823734,1009963113,1040824939);sum2=W(0,1039685669,-1103588836,1031085111,1043252027)+W(1,1043798699,-1097680472,-1094345084,1021402919)+W(2,-1107286980,-1117022930,-1098140010,-1106121381)+W(3,-1105216890,-1165267820,-1111854401,-1116219530)+W(4,-1136546874,1047286193,1015926083,-1089976691)+W(5,1053086422,-1093227067,1049855126,-1106220008)+W(6,1053158416,1047431201,1030378489,1041831351)+W(7,1065796563,1047204695,-1088912308,1043898913)+W(8,1055918010,1041438201,-1090475122,1075090314)+W(9,-1086978538,1055157984,-1097421747,-1100279282)+W(10,-1090494906,1040447738,1047503463,-1081018505)+W(11,-1076607098,1060337257,1013873926,1049023531);WS(-1071907259,-1110912590); +sum1=W(0,-1128862543,1037187527,1047025832,-1125193009)+W(1,1030754750,1046461539,1045585380,-1134196340)+W(2,1035978988,1044478211,1034859053,-1115532794)+W(3,1030566929,-1115297724,1038023446,-1122396199)+W(4,-1091004805,1051495910,1060301769,-1082520498)+W(5,-1081098270,1059029683,1059488668,-1082717575)+W(6,-1094770022,1047385124,1058265227,-1085641231)+W(7,-1096364930,1030610907,1051401113,-1100806498)+W(8,999732421,1007930762,1027334603,1034040338)+W(9,1039737374,-1153534395,1012148988,1034460834)+W(10,1035505465,-1141674924,1008981841,1026869576)+W(11,1049444580,1004145403,-1131397284,-1108119003);sum2=W(0,1046265071,1041114835,1071341959,-1094095783)+W(1,1052972269,-1096593198,-1093757522,-1105766507)+W(2,1048411623,-1091154406,-1091593516,-1118583019)+W(3,1063609884,-1073590228,1057911473,-1102184915)+W(4,-1087794787,-1090342602,-1079612356,-1106266089)+W(5,1065807667,1072329002,-1097206613,1036032273)+W(6,-1098744738,1035089459,1052074546,-1120668367)+W(7,1041493985,1066861510,1053464489,-1101075731)+W(8,-1119797941,-1103321092,1053270877,-1096220802)+W(9,-1091841958,-1113258696,1044676561,-1100480279)+W(10,1049018868,-1099949977,1022355226,-1107977625)+W(11,-1098841365,-1096064815,1048742227,-1101117382);WS(-1073583387,-1097642521); +sum1=W(0,1025630043,1018743169,1040986278,-1113793830)+W(1,-1113970392,-1126196031,1043520539,999171711)+W(2,-1126372055,1023908016,-1117788829,1041107242)+W(3,-1141619744,997975216,999617264,1019259188)+W(4,1051202676,-1107655120,1026212810,-1123577624)+W(5,-1137921726,-1102760649,1058537807,-1085714085)+W(6,-1120709796,1038867522,-1084066799,1058609607)+W(7,1048163249,-1113662887,-1105494638,1049515695)+W(8,1015332695,1026666645,-1117606078,1031641306)+W(9,1042214156,-1098706922,999394704,-1102186706)+W(10,-1104026556,-1105230460,1028174279,1050734989)+W(11,-1118473257,-1117999154,-1131430066,1038371877);sum2=W(0,-1122047285,1035498840,-1114187457,1020465344)+W(1,1029560286,-1105572872,990134284,-1132946638)+W(2,1032274109,-1107008827,-1125836673,-1137208000)+W(3,-1139618609,-1133886920,-1143550666,996568996)+W(4,-1112200610,990338200,-1108558660,1042661620)+W(5,1053825241,1046181371,-1098817485,1050532943)+W(6,1041934457,-1099854916,1052951690,1035380426)+W(7,-1115627477,-1120597401,-1101729420,-1132156656)+W(8,1037081003,-1114108748,1024517966,1022323488)+W(9,-1112231866,1024966834,1033071181,-1116108394)+W(10,-1115059895,-1114933005,1018142458,-1098433232)+W(11,-1145950712,-1129654551,1025004711,-1106305341);WS(1066138518,-1093674260); +sum1=W(0,1016625343,-1107076945,-1096639483,1029114768)+W(1,-1135602902,-1112968866,-1097327813,1023256234)+W(2,-1126509217,-1145778087,1039946769,-1154917052)+W(3,-1120895465,1035798312,1040195377,-1119361423)+W(4,1046373881,-1098130813,-1095967018,1057895286)+W(5,1048700903,-1096019117,-1090692519,1060592282)+W(6,-1102212410,1050590801,1052511498,-1102042589)+W(7,-1096085673,1054517602,1037092318,-1110743776)+W(8,1027610352,1036809869,-1115838467,1030209323)+W(9,-1147523994,1034515722,-1116997111,1010824623)+W(10,-1106421308,1031910367,1025259308,-1107963320)+W(11,-1103975991,1032370884,1015369596,-1114290095);sum2=W(0,1026207298,-1129289080,-1098235374,1020680083)+W(1,1034412140,1034843888,1035819795,-1114338038)+W(2,-1132183796,1031435954,1030579314,-1119552802)+W(3,1026463590,-1110299389,-1118921036,1014438782)+W(4,1000882372,1041518935,1039185699,1040052819)+W(5,-1096717996,-1098039050,1060121453,-1104532064)+W(6,-1126927262,-1105751584,-1085068698,1025849568)+W(7,1043556407,1060018227,1039772175,1034356940)+W(8,-1108930987,1025606660,999965284,-1105651771)+W(9,1059664416,-1123799241,-1127194998,-1132043948)+W(10,-1108966794,-1130436386,1020099573,1064006582)+W(11,-1083675102,-1098649260,1040432622,-1090790505);WS(-1098394199,1021768394); +sum1=W(0,1030592418,-1106379994,1047476460,-1106976773)+W(1,1031813276,-1108680996,1041629170,-1109895628)+W(2,-1124672038,-1123109432,1028771909,-1114022359)+W(3,-1118216524,1039049769,1035760915,980431986)+W(4,1042879449,-1121922344,-1107202165,1035645360)+W(5,1053022447,-1090269731,-1091385002,1052123789)+W(6,1044862779,-1127679127,-1107044710,-1107385030)+W(7,1040198899,-1099192133,-1107740288,1023833154)+W(8,986778214,-1140215924,1008308247,-1121988294)+W(9,1042227034,-1127396653,-1120193402,1042582852)+W(10,-1115617842,-1139398721,973525940,1044112989)+W(11,1025832513,-1116507498,1014367554,1030134009);sum2=W(0,968544056,1027898732,1055345266,-1098169790)+W(1,1056997121,-1077105818,1053687424,-1162122654)+W(2,-1112228820,1037144043,1039110353,1029158812)+W(3,-1112296199,1042942743,1022799116,1026696161)+W(4,1021773530,1036378047,1039932359,-1106123518)+W(5,1068095045,-1098361429,1035540057,-1089212318)+W(6,-1124556656,1050038066,1000425352,-1090252350)+W(7,-1104975561,1040445489,-1118055459,-1130232224)+W(8,-1123343911,-1132858861,1012808524,-1111072353)+W(9,1044527270,-1103837325,1037852727,-1111121590)+W(10,-1114307158,-1134065606,1036594354,-1115281069)+W(11,1023167430,-1114916168,1032061348,-1116705210);WS(1064984812,1025677564); +sum1=W(0,1030924649,1033742216,-1096329284,1043884023)+W(1,1036152448,-1105624932,-1101734196,1038396303)+W(2,1042241831,-1108991823,1017123640,1017544939)+W(3,1047065797,-1096026219,1037154774,-1121467129)+W(4,-1103101243,1046959260,1057726586,-1084712758)+W(5,-1086845720,1061206275,1057188432,-1087209573)+W(6,-1087299343,1055419738,1060371326,-1084903475)+W(7,-1087523701,1055087388,1041931586,-1108220133)+W(8,1018532660,-1131015624,1012739123,1043356655)+W(9,-1114153679,1044816791,1002161670,1046520365)+W(10,1028245989,1043667629,1024962678,-1111584053)+W(11,1051664559,1040331724,-1114955616,994164350);sum2=W(0,-1105699647,1050222709,-1104158106,1043159502)+W(1,1032147900,1032288328,1025130152,1038273264)+W(2,-1106879197,-1110143950,-1103450106,1048938986)+W(3,1049056829,-1091104362,-1098742781,-1128156680)+W(4,-1090385012,-1106627676,1067096435,-1085409392)+W(5,1061149199,1075677902,1052171093,-1106188919)+W(6,1049612036,1073503496,1075039778,1050752016)+W(7,-1095713225,1082426924,1075355126,1057886527)+W(8,-1102151020,1050757442,-1098664617,-1090972778)+W(9,-1070862987,1030992941,1039140273,-1086083449)+W(10,-1072257998,1041175752,1040257314,-1070168511)+W(11,-1070643407,-1098188298,1030488248,-1070483864);WS(-1072457547,-1104871915); +sum1=W(0,1014551830,1036550950,-1138749297,1018087532)+W(1,1031881454,-1098112129,1001512248,-1143311830)+W(2,1020957612,-1104597767,-1104222042,1033102921)+W(3,1015585054,1042534317,-1125431314,-1158925470)+W(4,-1131367952,1050222745,983826087,-1129333765)+W(5,1014989673,1020808474,1055877542,-1083142279)+W(6,1057969217,-1096646942,-1086706094,1059974718)+W(7,1043242379,-1106542638,-1105443081,1048954301)+W(8,-1118152278,-1123482688,1007352484,1026100589)+W(9,1016760626,-1109491581,1034580622,-1106883828)+W(10,1040528910,-1114916930,-1122062610,1045231050)+W(11,-1120756612,-1122581117,-1147978606,1027306868);sum2=W(0,-1112539216,1032795060,1034530006,-1120473304)+W(1,-1099708049,1054832981,1046686841,-1132295147)+W(2,-1106531527,-1089566811,-1109933894,-1120301365)+W(3,-1165429700,-1105741108,1004612697,-1119309605)+W(4,1009244103,-1115907580,-1124099243,-1151412702)+W(5,1050403530,1033863239,1020085733,1037608248)+W(6,-1106362502,1030750625,-1107650300,1051005406)+W(7,1026755208,-1146151019,-1130967605,-1114169666)+W(8,-1114805763,1025202928,-1131120105,1026058392)+W(9,-1154011810,-1131382687,998829429,-1120554932)+W(10,-1122049677,-1143352615,1020773937,1036477609)+W(11,1026996282,1016610669,-1142800679,1028389062);WS(1057548396,-1118860492); +sum1=W(0,1015464700,1035643506,1024521628,1024314991)+W(1,1024068436,1044765945,1022826491,1033090170)+W(2,1007695803,1032416458,1040253828,1023937802)+W(3,-1142835770,1041535598,1031527745,1026830221)+W(4,1035362560,1033181378,-1109277847,1019907062)+W(5,-1077384746,-1093016121,1038789717,-1102305323)+W(6,-1110302756,1032628147,1047039772,-1095947197)+W(7,-1106773417,1038601945,1032291149,-1110046895)+W(8,1019936830,1015346289,-1127185475,1042186208)+W(9,1050623422,1035221881,1015056043,1047455161)+W(10,1012944520,1030260028,1019339797,1039235079)+W(11,1031404576,1039118899,-1124358344,1025595072);sum2=W(0,-1108748842,1035535229,-1119520873,1028948662)+W(1,-1114955281,1040844095,1034598190,1035054379)+W(2,1033670708,1028317650,1017632867,-1123628391)+W(3,1009774019,1033306906,-1152158269,-1113438145)+W(4,-1128105382,-1125068566,-1099276378,1040692087)+W(5,1058969109,1035247795,1046560183,-1105801492)+W(6,-1098716294,1041621971,1037021603,-1140061979)+W(7,-1097137530,1045186907,1042440154,-1100355456)+W(8,-1119570187,-1105777938,-1108959122,1042585669)+W(9,-1104363062,-1115696651,1040780747,-1104135640)+W(10,-1109815486,1039115990,-1122498951,-1119904127)+W(11,-1096381982,1043903068,-1102421790,1033417138);WS(-1111617372,-1089239798); +sum1=W(0,1043411666,-1105933140,-1109363280,-1120946745)+W(1,1034980559,-1097138762,-1122482989,-1105344783)+W(2,-1102176538,1038047807,1028445691,1035032490)+W(3,-1106084756,1036625252,-1104930291,1042691462)+W(4,-1100282243,1036658471,-1107333692,1036859267)+W(5,1040067055,1063625005,-1096910672,1033736099)+W(6,985367106,1050659758,1059841631,-1085774908)+W(7,-1105930796,1039222942,1056206133,-1095561837)+W(8,1046725686,-1102252305,1028471724,-1131126919)+W(9,-1100591479,-1115573502,1048148056,-1138971218)+W(10,-1099856795,1038410359,1018704810,-1101046354)+W(11,1033845467,1032806392,-1104725204,-1114722211);sum2=W(0,-1107914664,1034775565,-1102980188,1032901751)+W(1,987500422,-1115674720,-1107463876,1029069579)+W(2,1041931397,1028640927,-1122769714,-1107918292)+W(3,1026585516,-1112107626,-1133982193,-1106970712)+W(4,-1079544271,-1123759676,1019096213,-1097455677)+W(5,1066142773,1060530292,1039965269,-1107584024)+W(6,-1110827944,-1133849713,1039765158,1049477386)+W(7,1033119735,-1129682772,-1110406142,1040943686)+W(8,-1101940532,1048109574,-1112661460,1032175116)+W(9,1036298034,1048822254,-1102645998,1028816201)+W(10,1041944181,-1113520406,-1106440053,-1100641824)+W(11,1007346649,-1114426196,1032469881,-1113302080);WS(1055684951,-1075449937); +sum1=W(0,-1109225282,1041132226,1021145317,1025203701)+W(1,-1102495686,1048290762,1045336591,-1105594014)+W(2,-1131312361,1033816821,1046212734,-1115277256)+W(3,-1119401549,1032304674,1042625602,1003392922)+W(4,-1098148265,1048074946,1050955910,-1089325052)+W(5,-1085251962,1063401377,1059061644,-1089314051)+W(6,-1089905605,1057949871,1058388246,-1086898788)+W(7,-1086086859,1056447675,1049257380,-1090587428)+W(8,-1122722677,-1117792831,1023449767,1044060206)+W(9,-1135340574,1034487612,1024771419,-1138312640)+W(10,1012872015,1023079171,-1122363216,-1108206354)+W(11,1030899626,1029355212,-1119440554,1013091209);sum2=W(0,1070915797,-1078675502,-1075680192,1061277558)+W(1,1077005703,-1071891757,-1072669743,1077465728)+W(2,1035834095,-1094224921,-1079654744,1067272551)+W(3,-1101597023,-1106967769,-1124876273,-1140563054)+W(4,-1099840736,1036217426,1041412946,1064394375)+W(5,-1110541808,1035413026,1053075748,-1080083122)+W(6,1034313258,1050839735,-1098463344,1034295344)+W(7,1056268760,1033733408,1012713199,1044374977)+W(8,1041322393,-1128025338,1043650757,-1097187807)+W(9,-1105806062,1028555409,-1113957037,-1098777830)+W(10,-1099205009,-1113787473,1035679275,1042040059)+W(11,-1097742853,1036121231,1015942004,1043077130);WS(-1084991020,-1093321377); +sum1=W(0,1020905181,-1106261797,1041431403,-1124603198)+W(1,1033810210,-1100435893,1012534679,1034567442)+W(2,1034346016,1029015460,-1113177704,1026468027)+W(3,1040898454,1045957208,-1109083497,1012576759)+W(4,1050746614,-1093664550,-1087194206,1058092855)+W(5,1063338984,-1081371861,-1086211050,1060858482)+W(6,1050350895,-1090363161,-1091610836,1057782107)+W(7,1051078083,-1088769118,-1099126963,1047981412)+W(8,1020373118,1019387090,1027465426,1031898965)+W(9,1028138434,-1130539845,942151344,1037199077)+W(10,1026545296,1032894586,1019123574,1041359812)+W(11,-1114891854,1024075622,1018549369,1017607178);sum2=W(0,1050639335,-1100344181,-1096421724,1049096145)+W(1,1068716746,-1076762820,-1085369111,1060252300)+W(2,1071114171,-1075542147,-1073687271,1070836883)+W(3,1068968491,-1078719402,-1076870984,1069477538)+W(4,1044471716,1054069324,1019605429,-1104462777)+W(5,1050347336,1025609425,-1124780213,-1101216805)+W(6,1009296899,1043747806,-1096692411,1052234046)+W(7,-1114781860,1035243068,1026561745,1047758574)+W(8,-1112798845,-1113551308,1039363330,-1107039596)+W(9,-1099054195,1018249637,999612981,1041817400)+W(10,1030832137,-1109453871,1028531297,1029953841)+W(11,-1140937749,-1125031723,1027426027,-1135279155);WS(-1082530796,1061926473); +sum1=W(0,1030277984,-1127531019,-1107298323,-1111745736)+W(1,1039021467,-1118701125,-1109831840,-1123296661)+W(2,1012520514,-1114851579,-1101933527,-1130604760)+W(3,1017586258,-1131932512,1016124742,-1112767704)+W(4,1039611697,-1113172467,1033356744,1048819916)+W(5,-1099048749,-1088898044,1035918242,1058045501)+W(6,1034215157,1029808585,-1125679275,1052265202)+W(7,1010862879,1040689749,-1110952702,1037161440)+W(8,-1127895905,1009757802,-1119982339,1034157517)+W(9,-1099659681,1039341706,-1125062126,-1146238814)+W(10,1005542493,1016627083,-1111731430,1032846000)+W(11,-1114167271,-1130467695,-1137100912,1024904046);sum2=W(0,1025856461,-1115257125,1027790609,-1123675689)+W(1,1039506778,-1087170514,1041635489,-1129839981)+W(2,-1108253250,1040911707,1054414527,-1111122039)+W(3,1023517501,-1119501461,-1107819629,1042547871)+W(4,-1103597907,1036222096,-1138688370,-1107220732)+W(5,1074899174,1052206445,-1099581339,-1083432255)+W(6,-1119836905,1035305654,1033877978,-1087814585)+W(7,-1120345851,974999585,1040418607,-1108795814)+W(8,-1104487390,-1138958066,-1131813881,-1114685917)+W(9,-1103205528,1015820001,1015980625,-1113019592)+W(10,-1128600489,-1135082354,1023501105,-1114160943)+W(11,-1136105250,1023691837,1028405761,-1113593105);WS(1064809580,1026007555); +sum1=W(0,1012678303,-1117193870,-1139810490,-1117346201)+W(1,1024755966,-1127734554,1032058104,-1112794575)+W(2,-1109792204,-1106953519,1040786347,-1119597108)+W(3,-1109340249,-1123630216,-1120656619,1039580268)+W(4,1041509643,-1116046893,1046259126,1018638922)+W(5,-1106321711,1057441571,1058768682,-1089321581)+W(6,-1136225478,1052663642,-1088983804,1042250009)+W(7,1031754384,1030125211,1033398978,-1140389406)+W(8,-1107022182,1042684025,-1107316166,-1110265860)+W(9,-1097674775,-1115653262,-1107194416,1049529906)+W(10,-1105006210,-1104239151,-1115453338,1052962187)+W(11,-1114619763,-1113265368,1026892022,-1138416249);sum2=W(0,1022454821,-1112202702,-1126476274,1002173025)+W(1,1026488668,-1105276944,1040267060,-1114052781)+W(2,-1114947733,1024974628,1041996701,1024785122)+W(3,-1114686018,1014734543,-1106672600,1041552522)+W(4,1027055467,-1110248161,1035289805,993251281)+W(5,1037292044,-1103163514,1050537246,-1106967376)+W(6,-1103384730,1044720036,1036995069,1032247852)+W(7,1038837578,1011597497,-1136575544,1024347316)+W(8,-1106697397,1035602798,-1119256919,1026092616)+W(9,-1119693560,-1109176262,-1119463370,1051631259)+W(10,-1113586574,-1103668424,-1123291766,1026699348)+W(11,-1113050536,-1124038001,-1104716490,1012871948);WS(1065652022,1032044813); +sum1=W(0,-1138253430,1033154018,1024151812,1008146233)+W(1,1034343482,-1098142828,1037025524,-1111490857)+W(2,1037589943,1019326054,-1093711910,1027957290)+W(3,-1130048270,1033030167,-1137243780,1035138662)+W(4,-1111423088,-1114751985,1046726755,-1109382253)+W(5,1056996567,-1102691401,1060185520,-1089787453)+W(6,1020462798,-1096112169,-1084615165,1064926206)+W(7,1017317515,-1105819364,-1123985530,1028825917)+W(8,1030270670,1011776865,-1145994760,-1118504831)+W(9,1034117937,-1115595081,1031075253,-1108385813)+W(10,999245356,1030480467,-1141498448,1042611828)+W(11,-1131349303,-1161641125,1020535720,-1106962907);sum2=W(0,1032029355,-1106542042,1018874621,1006780909)+W(1,-1118040285,-1106692361,-1114343998,928839112)+W(2,-1105940221,1041450718,1043467647,-1112805367)+W(3,1031169874,-1106475204,1036583459,1025941308)+W(4,-1123089851,1042324218,-1125742470,-1118402441)+W(5,1057618964,1059562898,-1150379126,-1111882995)+W(6,1035656455,-1096899429,-1124030112,-1114692462)+W(7,-1181112366,-1108009053,-1115452253,-1122657152)+W(8,1032351097,-1127943559,1002124531,1022906649)+W(9,-1096401122,1036092239,-1112138839,1030201786)+W(10,-1105376866,1038704957,-1119061832,-1101041619)+W(11,-1117532473,1040262599,-1115257437,1025207396);WS(1060219372,-1086892801); +sum1=W(0,1041685441,-1139059104,1039153858,-1103145773)+W(1,-1105288038,1051743245,-1139626983,-1114046300)+W(2,-1105447101,-1096900831,1005204005,1036049319)+W(3,1037687846,-1097346218,1006778518,-1153064218)+W(4,-1111094658,-1114399172,-1098525574,1051640744)+W(5,1048845947,-1084251893,-1105262039,1060139625)+W(6,1058595229,-1097183901,-1132035760,1056234019)+W(7,1052830405,-1105878061,-1095492788,1030114274)+W(8,1034492410,-1114173214,1018968139,-1104573181)+W(9,1048366229,-1119683574,-1114750605,-1112320535)+W(10,-1102598303,-1132035040,-1113866359,1045757805)+W(11,-1114955456,-1107291810,1021887633,1044243314);sum2=W(0,-1115656995,1004099725,1025241726,-1116149857)+W(1,-1101937257,1029996270,1025926274,1030898684)+W(2,-1108962642,-1098527410,1015423640,-1172884346)+W(3,1035380843,-1099100919,-1102965987,-1122887710)+W(4,-1094029030,1042198638,1043244905,-1099180395)+W(5,-1093188603,1051892024,1050305603,1029208805)+W(6,1057927618,-1111697287,1010118001,1043486640)+W(7,1054675670,-1115267941,-1106879588,1033678913)+W(8,1030698655,-1113978987,1036684654,-1108018378)+W(9,1032179392,-1143836228,1030311314,-1105752531)+W(10,-1110311603,1032971351,-1107174775,1042453668)+W(11,-1124505249,-1114563702,-1114814873,1043859461);WS(1054285911,1050558006); +sum1=W(0,-1131523010,1041880394,1038924416,-1123510162)+W(1,1019709806,1022473868,1042834130,-1131464621)+W(2,1019519396,-1099456110,-1100861061,1029482925)+W(3,990268585,1023983666,-1103795177,1008876867)+W(4,-1093800836,1050884477,1049975562,-1103298920)+W(5,1057683379,-1101108530,1056805171,-1095165898)+W(6,1059660975,-1084827161,-1084744157,1065493943)+W(7,1049686449,-1102767109,-1096422344,1052993120)+W(8,-1103773453,1013663344,-1132690963,-1107117058)+W(9,-1121085405,-1112183179,1008580322,-1101616339)+W(10,1037612741,-1118057053,-1107880231,1044641696)+W(11,-1112995616,-1125681410,-1120002940,1041661496);sum2=W(0,-1135750526,-1103885919,-1115660402,-1122499415)+W(1,1004729468,-1109043837,-1107570715,1025808744)+W(2,1025309219,-1106866200,-1101018403,1038371609)+W(3,-1107252608,1049544712,-1100735475,1037233345)+W(4,-1163427536,-1111228057,1052675919,1019721643)+W(5,1068391994,1068640266,1050715774,1050733408)+W(6,1029079067,-1082318320,-1109791041,-1088555463)+W(7,-1147071004,-1092391889,1048468038,1034253450)+W(8,-1097257542,1043515230,-1107636671,-1134010714)+W(9,-1098019427,1035061875,-1113330231,-1097200131)+W(10,-1103711089,-1134559274,1015805682,-1104872484)+W(11,1032346912,-1139706642,1043601518,-1096395820);WS(-1090663639,-1077388844); +sum1=W(0,-1160081154,1029100670,-1118693311,1018174482)+W(1,-1132569784,-1106887239,-1120731528,-1125628059)+W(2,-1117849353,-1097169074,-1106415899,-1117916196)+W(3,-1122253105,-1168966176,-1146324700,1021610031)+W(4,-1098783931,1046071575,1049109025,-1093711755)+W(5,-1095941442,1068562223,1052420297,-1088582516)+W(6,-1094690684,1058209900,1064382514,-1087125152)+W(7,-1093052224,1056110513,1048904111,-1097735927)+W(8,1021012498,-1115518041,1010315758,1040639418)+W(9,986381179,1034527238,-1181480889,-1106387497)+W(10,-1116837948,1015836076,974332196,-1096200966)+W(11,-1121509238,1025570188,-1123641014,1025702951);sum2=W(0,-1113720588,1042206203,-1094381136,1034436941)+W(1,-1106229774,-1082651758,-1096498964,1024698569)+W(2,1046234567,-1070759890,-1065300211,1036635696)+W(3,1034351318,-1089089289,-1090746117,1052080385)+W(4,998633097,-1112936962,1038416019,1032181918)+W(5,1076874404,1035551973,1044225483,1057336919)+W(6,1049370102,1045207615,1041430251,1081990850)+W(7,1035723536,-1119691531,1038285588,-1114040834)+W(8,1041189037,-1108577062,1040127243,-1157362266)+W(9,1029476436,1033287923,-1122557473,-1114037642)+W(10,1036601034,1015731519,1024588020,1035032611)+W(11,-1130950394,1031958369,-1155116306,-1115422836);WS(-1080363926,-1071486509); +sum1=W(0,-1106562756,-1102851061,-1117755862,1035667824)+W(1,-1099668353,-1096598034,1026770536,1048836261)+W(2,1034350288,-1117155588,-1111989629,1041756943)+W(3,1036008540,-1110305168,-1106686285,-1111757455)+W(4,1044522508,-1098855847,-1089812638,1058850627)+W(5,1062774732,-1081351512,-1094273901,1060900423)+W(6,1058954340,-1097309107,-1091724133,1060314417)+W(7,1058323473,-1097705308,-1089979637,1047827972)+W(8,-1124105919,-1122920906,1033333673,-1119781738)+W(9,1019768789,-1100720585,1034167779,-1136163052)+W(10,1034476769,1037864032,1023569595,1036217472)+W(11,-1112569431,997120104,-1108224543,1034808863);sum2=W(0,1039521143,1040027805,1026473921,-1130221439)+W(1,1040812416,1044422007,-1103850305,-1106623296)+W(2,1011405671,-1112409330,1033782288,-1108121630)+W(3,-1120568012,1007920671,1042204829,1024610419)+W(4,1049962270,1037922688,1059210683,-1098631230)+W(5,1053913409,1075309200,1032319554,-1102633929)+W(6,-1118313372,-1114991064,1051007822,1041179127)+W(7,-1105557487,1041664007,1064519547,1033589003)+W(8,-1128609979,1043008084,-1088875775,991949852)+W(9,-1093367457,-1078110278,-1081254616,1032322677)+W(10,1042490244,-1085620101,-1087823621,-1128820939)+W(11,-1108726636,-1097283302,1038944538,-1108707286);WS(-1085146860,-1078432897); +sum1=W(0,1037132754,-1105005939,-1149696569,1000247468)+W(1,1043827999,-1094624073,1047641075,-1107087079)+W(2,1034542459,-1098392071,1038438012,-1105171356)+W(3,1019250012,-1111893867,1037791108,-1139389265)+W(4,1049101493,-1092242085,-1105608437,1046594056)+W(5,1056540903,-1091288646,1034057408,1036712721)+W(6,1052522438,-1099696227,-1092984875,1056427897)+W(7,1053002294,-1096292923,-1123704450,1039493090)+W(8,1035020227,-1114749360,-1128935441,1029982264)+W(9,-1097712673,-1098691603,1041253327,1000135432)+W(10,-1113847620,-1124493285,1031740017,1048401189)+W(11,-1109486882,-1117863020,1035876258,1041969240);sum2=W(0,-1123188651,-1141995321,1022634928,981650725)+W(1,1019312288,1040593594,-1159373413,-1132394336)+W(2,1019035800,-1144628769,-1125839148,1007032529)+W(3,994405618,996479090,-1130558040,-1139057577)+W(4,1043118137,1038372119,-1134931805,-1122722467)+W(5,-1085264893,-1062981933,-1088039805,-1111962066)+W(6,1030456162,1033594923,-1088420516,1035586791)+W(7,-1121727683,-1141102409,-1132235322,1025167346)+W(8,-1108690895,-1113558499,1035155349,-1114801830)+W(9,1086226578,-1122982849,-1123558064,1059960197)+W(10,-1121903247,-1112866008,1041973847,1052041256)+W(11,1010205301,1015327588,999416881,-1127116104);WS(1065314092,1028007882); +sum1=W(0,1009229913,1044274103,-1118910333,1031315399)+W(1,1030512684,1028502523,1040482617,-1129846167)+W(2,1024491495,-1114626726,-1098008831,1027211107)+W(3,1020076159,1035646611,1030034106,-1133667543)+W(4,-1091088835,1049048403,1027958726,-1110071882)+W(5,1057125791,1041882615,1058342964,-1081937298)+W(6,1056913060,-1094994912,-1081007746,1063505604)+W(7,1046315392,-1120947018,-1103714125,1045615294)+W(8,-1098774521,1015648546,1030345978,-1132049297)+W(9,-1128387300,-1123750794,1033820695,-1097400260)+W(10,1046624506,-1108219417,-1119357859,1042307230)+W(11,-1116178789,-1113806211,1021380405,1018202602);sum2=W(0,1042860341,-1095282678,1051114204,-1105494348)+W(1,1032509803,-1092355888,-1099570184,1034523914)+W(2,-1136462181,-1101634066,-1093487707,1037500440)+W(3,1030953968,-1144657738,1038218158,-1115571726)+W(4,-1095274416,-1115620988,-1106413411,-1106549278)+W(5,1068351366,1061966336,-1100406176,-1097084890)+W(6,-1093371043,-1095768559,1064976080,1045336627)+W(7,-1098135458,-1103066203,1051011462,1025607496)+W(8,1032482885,-1123651604,-1101805730,1026636954)+W(9,-1111829172,1041181693,1033985372,-1103782738)+W(10,1011878641,1041978329,-1105149847,-1099957245)+W(11,1046841453,1034424520,-1106959075,-1122142689);WS(-1100053422,1042143034); +sum1=W(0,1027006179,-1101648146,1038907933,-1121193300)+W(1,-1124403186,-1096312949,1051061595,-1116784408)+W(2,1036096698,-1104405590,1021329739,1032959000)+W(3,-1140087089,1026338531,1032316755,-1106874909)+W(4,1052804861,-1116788520,-1104157285,1037214192)+W(5,1063691363,-1094770533,-1115727182,-1092953078)+W(6,1046101531,1032460934,-1085255924,1057610578)+W(7,1044117027,-1123976854,-1101777344,1033832353)+W(8,-1105088109,1036085839,927491180,1003265009)+W(9,-1110178331,-1132796507,-1112320669,1044603252)+W(10,-1099699080,1029210945,-1129217311,1042273837)+W(11,-1110400285,1023324661,-1111566277,1042741769);sum2=W(0,-1141563308,-1115378106,-1127364827,-1141740532)+W(1,1037326381,-1089066292,-1097895309,-1146742484)+W(2,-1112991637,1036278807,1074712949,-1100634945)+W(3,1028661660,1032269699,1023404119,998071241)+W(4,1014774982,1033910688,1019476887,1016858659)+W(5,-1086943216,-1087533486,-1098904537,1061549017)+W(6,1016249563,-1105464222,1051894188,-1081904953)+W(7,-1118089334,1002948788,1039001405,-1104500239)+W(8,-1098709711,1038463125,-1114104878,1027610232)+W(9,1044386108,-1128378528,1009723338,1048121474)+W(10,1034738839,1023041183,-1114075451,1035948687)+W(11,1032376859,-1116656881,1028418264,-1111082062);WS(1064553004,-1122811923); +sum1=W(0,1032276908,-1105326008,1031404000,-1129171987)+W(1,1041762428,-1095271692,1049333812,-1113233767)+W(2,1027123610,-1101813124,1021654775,-1110071667)+W(3,1026480898,-1114787413,1034262350,-1123823416)+W(4,1049463355,-1094389820,-1102182210,1045766677)+W(5,1059787495,-1088583546,974120215,1036005443)+W(6,1052117804,-1097358280,-1092394330,1057980603)+W(7,1051913520,-1097569834,-1111517243,1041561742)+W(8,1026361994,-1121595412,-1144455651,1024429036)+W(9,-1095666629,-1100003363,1034062296,1035186995)+W(10,-1132328890,-1125809241,1024774373,1048809333)+W(11,-1107060706,-1116630377,1035275874,1043990330);sum2=W(0,-1153474964,1014938475,-1118374135,1027128731)+W(1,-1114194268,1049333862,-1106631533,1032141903)+W(2,-1128303982,1026850075,-1117272233,1010972171)+W(3,-1125252319,1023253865,-1130317298,1020076945)+W(4,-1107487108,-1123472496,-1123174378,1034513610)+W(5,-1091768288,1082046784,1054134699,1042187602)+W(6,-1112584656,1015595275,1048672371,1029258819)+W(7,1030375545,-1112246350,-1143083862,1019094573)+W(8,1026726549,1026647445,-1114420605,1026835315)+W(9,-1066065893,1032174407,1008281595,-1092438474)+W(10,-1129520676,1020663133,-1107223380,-1108402828)+W(11,1033146096,-1120189048,1016020771,1012988295);WS(1066855734,-1119441794); +sum1=W(0,-1123770274,-1106380690,1039804281,-1127562022)+W(1,-1108591004,1052921753,1049486942,-1115364812)+W(2,1012450637,1049080999,1002857256,-1109630903)+W(3,-1112819014,1045715313,-1123146086,-1111453929)+W(4,-1096623933,1041520634,1057948125,-1090674092)+W(5,-1086271011,1066610309,1058254390,-1088928155)+W(6,-1098448030,1058670697,1047590014,-1088126629)+W(7,-1090620137,1057080301,1020669183,-1095526376)+W(8,-1102744925,-1104646487,1040603681,-1113289318)+W(9,-1125400685,1047144630,1030330554,-1126493725)+W(10,1027654745,1040353710,-1118729135,-1097419497)+W(11,-1122765265,1038000005,-1110153949,-1103558716);sum2=W(0,-1098400772,-1098127734,1045848843,1029773001)+W(1,-1106957817,-1113384065,1040542896,1049403575)+W(2,-1125940042,1051521525,-1098054809,1040180418)+W(3,1035657430,1035815778,-1098090743,-1121768997)+W(4,985414438,-1114969170,1042255280,-1100354950)+W(5,1065317808,1063282493,1044461531,-1094506611)+W(6,1038107076,1052337139,-1111953320,-1102424534)+W(7,-1104826760,1052586351,-1098581045,1030043463)+W(8,-1101857955,-1121665039,-1106457511,1031741567)+W(9,-1099888837,-1090380876,-1106685198,1033605854)+W(10,-1125555808,1010307405,-1097784009,-1148110913)+W(11,-1105779304,-1121200133,-1105861523,1034608926);WS(1024108216,1053619151); +sum1=W(0,1036125123,-1104025987,-1117217830,-1110237276)+W(1,-1116690717,-1107833238,1053313098,-1105593599)+W(2,-1118424632,-1108171422,-1112296045,-1138403916)+W(3,-1117554448,-1113883668,1025019530,-1118568038)+W(4,1035829669,1029841740,-1116974327,1029541828)+W(5,1058976450,1049118258,-1093167724,1040682969)+W(6,1053496066,-1123704112,-1102593951,-1104638900)+W(7,1047703644,-1108512765,-1107943218,997886569)+W(8,-1125285423,-1115997186,997960357,1028000106)+W(9,-1094097902,1017239158,1020700860,1031701731)+W(10,-1100830255,1029941429,-1122615091,1055269059)+W(11,-1109656827,1020926429,-1111217181,1036129823);sum2=W(0,1038893624,-1096262037,-1109450011,-1119993039)+W(1,-1106354535,-1158461197,1055566572,-1105602869)+W(2,998835515,-1108137959,-1117939535,1032998629)+W(3,1026155597,-1114868339,1037096144,-1119543359)+W(4,1053717996,-1117988753,-1106582025,1040401784)+W(5,-1105416337,1072933379,-1092886002,1043380434)+W(6,1027244587,1045359897,-1083385663,-1087999087)+W(7,1031605777,1022787365,-1101171319,-1117843291)+W(8,1000703247,-1114388777,-1147493015,1033614749)+W(9,-1081255560,1043342555,1043473668,1034388956)+W(10,-1093783038,1045623937,-1094544057,1066426555)+W(11,-1100938466,1041102940,-1102892249,1051461624);WS(1062840044,1036517115); +sum1=W(0,-1102360361,-1119309706,1024218619,1027882709)+W(1,1026327034,-1105387538,1051294017,1037386637)+W(2,1042539613,1042423170,1045232110,-1102333276)+W(3,-1117867630,1042893141,-1107171938,-1113170154)+W(4,1031157223,1045291130,1057788973,-1088734638)+W(5,-1087289600,1064725383,1057574554,-1082181941)+W(6,-1088061047,1052153154,1056789371,-1089919726)+W(7,-1098512042,-1109192172,-1124580994,-1126992520)+W(8,-1107257205,1032367183,-1105941698,1032695796)+W(9,1024151288,-1102302982,1015412087,1039133128)+W(10,1045762482,-1110282969,1046746652,-1131902346)+W(11,1047580087,1032060742,-1116552186,-1130270357);sum2=W(0,1027402769,-1123408727,-1106124336,-1128425377)+W(1,1029460017,-1106291502,1035952055,-1122701285)+W(2,1015114546,-1137130753,1034330078,-1128656941)+W(3,1012677721,-1141059698,-1151273092,-1131912907)+W(4,1046361983,1040877836,-1116881359,-1106789449)+W(5,-1092942672,-1089281400,-1092736894,1033758045)+W(6,1043050798,1057367901,1067937621,1022825967)+W(7,-1114857397,-1116376233,-1100743964,1026393205)+W(8,1041799035,1037669599,-1154187588,-1108203604)+W(9,1058715791,1044648045,-1106801609,-1110885432)+W(10,-1090127289,-1099584998,-1104725901,1060265099)+W(11,-1085394823,1048436512,-1114467924,-1100147508);WS(-1090906199,1032077706); +sum1=W(0,-1121893314,1044790618,-1114971356,-1133027020)+W(1,1029445080,1040694938,-1123234602,1023318639)+W(2,1034316233,-1102125462,1035215242,1001128051)+W(3,1035906358,-1122145747,1043268297,-1103958128)+W(4,-1113284386,1033127972,-1109782777,1042474992)+W(5,-1105269270,1053731809,-1090554926,1041326284)+W(6,1049843289,-1098556565,1054234875,-1090300845)+W(7,1025511402,-1113919963,-1121911775,-1131346756)+W(8,-1105262125,1025873725,-1113511763,1040233361)+W(9,-1109230339,-1129412204,1011115622,1034823031)+W(10,1042417542,1018477632,1038160135,-1098565414)+W(11,-1122686272,998364239,1009497794,1026215817);sum2=W(0,1031993168,-1098558104,1030375188,1010874613)+W(1,1035954309,-1089737673,-1116546039,-1110586713)+W(2,-1122071401,1053685859,-1094899703,1034349301)+W(3,1029284667,-1124583674,-1108774266,-1140127141)+W(4,1051363302,-1094785947,1049471257,-1115235366)+W(5,1057138262,-1102658594,1031272431,1056517150)+W(6,-1093546729,1046184196,-1112892354,-1098486858)+W(7,-1122424073,1037904141,-1109252950,1034072089)+W(8,1040320218,-1131978284,1040126787,-1100352469)+W(9,1043402933,1027656919,-1124433226,-1111763071)+W(10,1039716432,-1116345243,-1092308561,1057577914)+W(11,958822899,-1140678181,1016915650,-1122970680);WS(1065971990,-1117349785); +sum1=W(0,-1112126136,1043874709,-1103591502,1041698888)+W(1,-1129568652,-1186542860,-1101299034,1034826515)+W(2,1024013025,-1159955630,1041410157,-1109843230)+W(3,-1137279078,-1120752640,1030113747,1009653886)+W(4,1044992637,1047240445,1049080916,-1130045402)+W(5,-1081978560,1061790267,1060703412,-1083999976)+W(6,-1090063736,1059365054,1058214583,-1085461041)+W(7,-1094129699,1052607100,1049303674,-1097631850)+W(8,-1121869537,-1134810027,1021475879,1009208654)+W(9,1028920692,1017436104,-1144695867,-1123043996)+W(10,1011681824,-1139574520,-1131209785,-1105683576)+W(11,1021258909,1022839599,1000157667,-1125202109);sum2=W(0,-1130364155,-1086725672,-1073720352,-1117014919)+W(1,-1114007102,1062079613,1069712606,-1106662873)+W(2,-1111037227,1020707077,-1102930718,1049348603)+W(3,1035610526,1034066723,-1114426132,1016435713)+W(4,-1091483554,-1109695767,1055286111,-1104300581)+W(5,1060429625,1052661025,-1114136197,1061376514)+W(6,-1091915359,1050631696,-1131131469,-1098979910)+W(7,-1091474650,-1112601210,-1112682766,1043583392)+W(8,1032269150,1033653176,-1108683793,-1105567211)+W(9,1018497014,1043366723,-1115525434,-1138351682)+W(10,-1117367449,-1139459182,-1107942477,1032920333)+W(11,1039950258,1026792554,-1122885189,-1122101547);WS(-1087438700,-1079683283); +sum1=W(0,-1126645293,-1110290014,-1111085935,1017584527)+W(1,-1126938201,1049726143,1033919541,1024510860)+W(2,-1163276521,-1114444262,1042036038,1025818403)+W(3,-1160528892,1035428627,1029908410,1040771729)+W(4,-1098381907,1053593812,1052950249,-1097724786)+W(5,-1081500983,1059087538,1063649365,-1083731542)+W(6,-1091706404,1057898452,1052548297,-1097215121)+W(7,-1097940968,1052829673,1045403069,-1097070911)+W(8,-1106211842,-1129163939,1032156829,-1112145065)+W(9,1023563130,-1120786763,-1118260846,1003633557)+W(10,-1104008328,1023503580,-1116189667,1019377518)+W(11,1032435766,1015355644,-1112674412,-1115067299);sum2=W(0,-1126036613,-1172793556,-1139353737,1027460995)+W(1,-1129309981,-1097919394,1021322407,1029366028)+W(2,988377354,1034370211,-1121912528,1020875062)+W(3,1030688918,-1107628664,-1137199485,-1109676838)+W(4,1041340702,1031879973,-1105887481,-1116062036)+W(5,1055277098,1009470709,-1101108606,1050063273)+W(6,1041415105,1034815104,1047064096,-1106551211)+W(7,-1134721053,1049845283,1034836242,-1128558209)+W(8,-1108443334,-1144584219,-1112909236,1043084390)+W(9,1041616760,-1099143154,-1116288208,1031078409)+W(10,1018545561,-1108610892,-1100042276,-1107655532)+W(11,-1104117922,-1123449114,-1111876576,1014245687);WS(1044595630,-1081949232); +sum1=W(0,-1114551286,1041771076,-1112185757,1039675598)+W(1,-1121252161,1036138408,-1113654239,1008233858)+W(2,-1122512668,1047911808,1043328887,1033942172)+W(3,-1118876117,1051948425,1028532559,1026205083)+W(4,-1144202605,1058269731,-1103352647,-1088266627)+W(5,-1087961804,1060473075,1055957016,-1106609306)+W(6,-1086197995,1055667963,1062639593,-1087619944)+W(7,-1079365891,1051816684,1042300482,-1087181441)+W(8,-1102436935,-1130126796,-1115854735,1051863744)+W(9,-1105147684,1041818984,1017898629,1041931682)+W(10,-1111264410,1032948860,-1130413359,1002098271)+W(11,1047648830,1035539513,-1115140949,1038991809);sum2=W(0,-1102559074,1042152886,-1087877559,1050752765)+W(1,-1106905815,-1106434273,-1095393630,1004621594)+W(2,-1114858390,1036662936,-1099723068,1038134564)+W(3,-1104442024,1054232067,-1101776331,999530010)+W(4,1035361880,1052128007,1063798323,-1089125923)+W(5,1058355794,-1120474523,1062325475,1058416370)+W(6,1040360076,-1096401119,1051681161,1056388755)+W(7,1034476952,-1089943559,-1106373450,-1106345832)+W(8,-1090156566,1029952535,-1098786735,1013490077)+W(9,-1101206197,1025568531,-1116454071,-1094287538)+W(10,-1104699402,997069429,1009033997,-1100293430)+W(11,-1113690608,1019208527,-1117506479,1048788631);WS(-1082323244,1081334754); +sum1=W(0,1026074030,-1101582293,-1114671162,1017652669)+W(1,-1139023631,-1128122150,-1102225205,1026308835)+W(2,-1157466090,1041367009,1047028384,-1124784756)+W(3,-1123067319,1018518877,1037350457,-1151223253)+W(4,1051997878,-1097273854,-1100397239,1045686283)+W(5,-1109179969,1033600923,-1091487775,1056290627)+W(6,-1090935975,1058457225,1058585755,-1088067773)+W(7,-1100605637,1040259816,1047302995,-1100014755)+W(8,1036251335,1010893986,-1120290385,1040334760)+W(9,1034603313,1015477828,-1114193219,1044247257)+W(10,-1104671877,1028455628,1027532986,-1098471302)+W(11,1007040336,-1167442276,1023216600,-1113240670);sum2=W(0,-1130912565,-1120070653,1034310052,1021161720)+W(1,-1117040706,-1097167140,1013066141,-1130074229)+W(2,1012731209,1035986228,-1126989997,1025588007)+W(3,1035821810,-1131150309,979500482,-1117264939)+W(4,1057895756,1060473449,-1111691904,1028060302)+W(5,-1077198236,-1071981659,1048707954,1050008660)+W(6,1061480822,1068029984,1055589119,1036249174)+W(7,-1114248001,-1104930835,1025639810,1036420478)+W(8,-1103940220,1030806761,-1120681063,-1117456161)+W(9,-1101172514,1009545637,-1131293055,1041027109)+W(10,1014223793,-1130249456,1035622377,1014637039)+W(11,-1128414380,1036288471,-1120874755,1027808652);WS(1053726551,1012659382); +sum1=W(0,-1115995457,1034541187,-1106638998,1032083097)+W(1,-1122031383,-1104507249,-1115280977,1025061558)+W(2,-1115071689,1029764374,-1114143426,1038196358)+W(3,-1113099877,-1102798468,1031225348,-1130575936)+W(4,-1098027112,1032148771,1047871676,-1098702088)+W(5,-1092902123,1065996118,1060231518,-1088652495)+W(6,-1097451113,1059563219,1058126194,-1085882325)+W(7,-1111014420,1054581342,1035470703,-1098237300)+W(8,1042659740,-1112198366,1022035144,998886703)+W(9,-1104094145,1024148149,1034668492,-1106688851)+W(10,-1121352461,1012420282,1010989620,-1102012910)+W(11,1000597622,1024134712,-1123786037,-1128714910);sum2=W(0,1044199209,-1105860909,1043258069,-1124504165)+W(1,1030597508,1054859448,-1149580326,-1105768285)+W(2,1040834484,1012576825,1065166573,-1097181409)+W(3,1038991009,-1077787203,-1091772000,-1106395293)+W(4,-1096303760,1027333462,-1120765402,-1119272862)+W(5,1057797022,1040041196,-1110802573,1030851358)+W(6,-1116955554,-1108797661,1017534493,1062380695)+W(7,-1098893101,-1110880129,1042765191,-1113754765)+W(8,-1112573193,1030769098,-1130103221,-1132584009)+W(9,1035436142,1033418125,-1111917317,1028533186)+W(10,1032147286,-1126074797,-1140263257,-1141430739)+W(11,-1120959090,-1136443945,1020067757,-1113752657);WS(-1091585367,-1096979755); +sum1=W(0,-1121704545,1041680018,-1104771642,-1125210148)+W(1,-1106223422,1048656073,1043362647,-1120024086)+W(2,-1106879908,-1103521718,1038801018,1027649645)+W(3,-1108105765,1031226898,-1106174833,1033259600)+W(4,-1093500244,1056326757,1039960904,-1104387016)+W(5,-1086139981,1060053831,1060708396,-1085845307)+W(6,-1124812374,1040958787,-1115241635,971788283)+W(7,-1119913673,1040930453,995843043,1011346436)+W(8,-1114046313,-1113011982,-1127914889,1043768271)+W(9,-1105827043,-1132509525,-1140249314,1022927067)+W(10,1038747748,1026834103,1027284814,-1120254754)+W(11,1040461604,1029803545,-1115807705,-1118768800);sum2=W(0,-1117465525,1030693613,1004004293,1007158722)+W(1,-1115575087,1032793866,1007550482,1020157105)+W(2,-1115951245,-1111503366,-1104867994,1029731993)+W(3,-1111020797,1042858280,-1101768383,1042169362)+W(4,1034532408,-1107544976,-1109929145,-1123076619)+W(5,1059720067,1067665797,-1110988335,-1101572236)+W(6,-1098900155,1058832170,1048427228,-1112732963)+W(7,-1101011815,1043396912,1029991341,-1132362761)+W(8,-1095482533,-1130708853,1045822378,-1104848259)+W(9,-1090269083,-1111111456,1036333634,-1085485924)+W(10,1037004208,-1115747431,-1105802165,-1135504754)+W(11,1041064016,-1126685993,-1132122165,-1108400441);WS(1050761175,1067771859); +sum1=W(0,1016344868,1051881455,-1103008542,1007679755)+W(1,1035369236,1057165115,-1113694143,-1111212068)+W(2,1027679203,-1119705863,1030154052,-1114152399)+W(3,1023429051,-1106945041,1037582923,1024513697)+W(4,-1099208581,1050438683,1040506400,-1117542415)+W(5,-1086714990,1067282489,1036449755,-1094852820)+W(6,-1098820035,1030273979,1049754336,-1087862176)+W(7,-1098056967,1020854026,1048082428,-1101037788)+W(8,-1138473483,1035136294,-1123566389,-1107587308)+W(9,1045850761,1047098321,-1110750261,-1102372368)+W(10,-1111030523,-1158006009,-1108921199,-1112794889)+W(11,1000524418,1029171882,1025557440,-1114576136);sum2=W(0,1043256577,-1092756549,1042939389,-1108377721)+W(1,1048495965,-1094992475,-1140040329,-1098471532)+W(2,1036658009,-1104050853,1017276157,-1103576309)+W(3,1030436882,-1104348148,1032200565,-1107738492)+W(4,-1136988785,1050996294,-1101760284,-1118508723)+W(5,1064902851,1062859454,-1098704018,-1099870420)+W(6,1045838269,-1157061765,-1089477514,1045749581)+W(7,1042649061,-1106567852,1046491511,-1110226959)+W(8,-1104406221,1040203060,-1111488356,1037932369)+W(9,-1098855018,1045571731,-1103619810,1015984185)+W(10,-1121418697,-1107737652,1025902034,1025174042)+W(11,1027657606,-1105647758,1044444185,-1106492592);WS(1057448172,1069108917); +sum1=W(0,-1128422002,-1123655391,-1116799928,1025232554)+W(1,-1106129908,-1119092894,-1111298160,1032607415)+W(2,1015221011,-1128617181,1044964179,-1141856298)+W(3,1026592994,1015937075,-1116425884,1010040610)+W(4,1037047614,-1104723136,1055215485,-1100727837)+W(5,1036246919,-1165535249,1056783106,-1102160962)+W(6,-1116622467,1044617768,1049606186,-1088316592)+W(7,-1102536008,1042573835,-1132120236,1027658969)+W(8,1040448906,1006660815,-1139419762,-1106508548)+W(9,1040745899,-1123853933,1016236833,-1103004521)+W(10,-1103456342,-1160895193,1016605067,-1132962087)+W(11,-1118303623,-1120915345,1018376479,1037741920);sum2=W(0,-1091479855,1061865996,1042697161,-1128749003)+W(1,1030767422,-1111988197,1067634595,-1124909389)+W(2,-1118686225,-1117920963,-1102439466,1028475536)+W(3,1003197653,1008285339,1022976741,-1133507353)+W(4,-1097573200,1026943422,1038607216,-1101835107)+W(5,-1090130192,-1089515454,-1110364223,-1083343720)+W(6,1027292464,-1101900071,-1090714326,1055493018)+W(7,1002427213,1033064671,1033968573,1030733458)+W(8,-1114744392,1026017402,1031384482,-1108371617)+W(9,1054823097,-1104718688,1036186174,1035072621)+W(10,1031097460,-1110105890,1024781950,1059932372)+W(11,-1101772178,1026666744,1040128898,-1132241300);WS(1065065708,-1125796377); +sum1=W(0,1029634469,1025116330,-1106943759,-1112144555)+W(1,1034269757,-1106751530,-1105630541,-1112840237)+W(2,-1133240789,1041797158,1023923175,-1122801969)+W(3,-1119164014,-1130226634,-1113089188,1016754760)+W(4,-1112668180,1027133034,1048634147,1017193539)+W(5,-1096457447,1060800975,1055950575,-1112954809)+W(6,-1096385878,1041695411,1051425450,-1094266089)+W(7,-1114305030,1036967948,1044103184,-1106190977)+W(8,1026809557,1004217594,-1132404112,-1127916040)+W(9,-1093799807,1038388364,-1111964638,-1112907992)+W(10,1039766276,1013909417,-1132895812,-1103940357)+W(11,1008751883,992673732,1032062573,-1130590086);sum2=W(0,-1109692118,1046643695,-1098806978,1043431555)+W(1,-1111890182,1048664613,-1097975189,1036275465)+W(2,1045724738,-1098934938,1049750262,-1102288351)+W(3,1007408138,-1111259526,1032869755,-1109691788)+W(4,1045861043,1054740901,-1105154239,1024222598)+W(5,1058544270,1068703829,-1083291725,-1101643320)+W(6,1049188212,1058055770,-1080748028,-1098883379)+W(7,1048185689,-1148294292,-1100454574,-1107029975)+W(8,1035789437,-1115663935,953732840,1031236307)+W(9,-1081353417,1035678115,1042301531,1007109846)+W(10,-1100833476,1047454611,-1120166561,1031821902)+W(11,-1114785167,1041528279,-1096856793,1051695731);WS(1061652844,1044003957); +sum1=W(0,1029075868,1045689305,1022617806,-1118715405)+W(1,1032954233,1027529537,-1094261862,-1115471369)+W(2,-1111723799,1045678528,-1099266912,998963525)+W(3,-1152687195,-1108410990,-1119248992,1036011862)+W(4,1030904095,-1103346936,-1101088515,1044034950)+W(5,1057470859,-1086691558,-1096538237,1059625182)+W(6,-1098407445,-1105378993,-1094363880,1062131070)+W(7,1037164834,1016045215,-1123294521,1047156095)+W(8,1045834099,-1110934572,-1131961856,1019688911)+W(9,1041319556,-1148682371,1036052922,-1102841294)+W(10,1028040508,-1109411965,1017830866,-1166277444)+W(11,-1106724595,-1123601124,1030886475,-1135804811);sum2=W(0,-1122327585,-1105390433,-1115107680,-1123087716)+W(1,-1115300382,1042081129,1034185422,1034911826)+W(2,1031538244,1043195731,1036682846,-1147444258)+W(3,1026384688,1024479380,-1112377777,-1122824244)+W(4,-1106584843,-1139899009,1045652727,1039737456)+W(5,-1094697399,-1103292099,1060423005,987338697)+W(6,-1100913302,-1102260713,-1079464406,1048628369)+W(7,1036768370,-1106123677,-1101961861,1041194171)+W(8,-1102201417,-1114704327,-1128513463,-1106100707)+W(9,-1094374885,1026056400,1009548801,-1111505321)+W(10,1062702469,-1107096307,-1112497116,1066067653)+W(11,1034543612,1037241080,-1125635761,1013733313);WS(1061983340,-1091535279); +sum1=W(0,1027504414,-1128653831,-1133965299,-1154828523)+W(1,-1120408436,-1129743238,-1114200663,-1131271078)+W(2,-1122568783,1035797658,-1117839504,-1131629652)+W(3,995201141,1019503421,-1115205249,-1165314478)+W(4,1027190112,-1097538828,-1118138894,1043906007)+W(5,1054216086,-1081158944,1027560685,1061948198)+W(6,1028696552,-1097887897,-1089869577,1062537731)+W(7,1044774081,-1105384996,-1111951485,1045640431)+W(8,1037523079,-1121887129,1025343169,-1109842717)+W(9,1048594270,-1108007945,1023298667,-1106988467)+W(10,1028427349,-1120763036,1034422373,-1121464863)+W(11,-1119142300,-1122356070,1008081777,-1121440284);sum2=W(0,1030495116,-1099055008,1036608468,995087446)+W(1,-1121939088,1057848194,-1115487063,1007114937)+W(2,1012755199,1015526929,-1106051731,-1109334595)+W(3,-1123906524,1024955281,-1118519790,1031009559)+W(4,-1104807397,-1107407110,1033021468,965233164)+W(5,1075270016,-1094462735,1038417178,-1070882050)+W(6,-1102771000,-1124510890,1039375650,1059573542)+W(7,-1159976683,1023974018,1016192349,1023903156)+W(8,1033869233,-1119280070,1033025046,-1114419070)+W(9,1051754977,-1120762821,1028798922,-1103406865)+W(10,1028405316,976567206,1018124826,-1104596666)+W(11,955743793,-1129936862,1015800189,-1111745826);WS(1062927532,1035014202); +sum1=W(0,1034505951,-1109500450,-1114736246,1039522007)+W(1,1002357921,1044028441,1011271190,1040732909)+W(2,-1122944943,1042353405,1050061010,1016035605)+W(3,-1140151454,1041525964,1036129025,999726956)+W(4,1048942600,-1092956200,-1104897563,1037103646)+W(5,-1097469770,-1093973369,-1091146839,1053278895)+W(6,-1094832633,1050975197,1051214559,-1085392865)+W(7,-1111797875,-1126246883,1043068615,-1103977959)+W(8,1044086236,1027254073,-1121785378,1044380938)+W(9,1042916452,981579331,-1145709740,1044239087)+W(10,-1111813313,1033165606,1035761861,-1112456671)+W(11,-1110444494,1033358643,1025151372,-1112116510);sum2=W(0,1036214533,-1091834288,-1084044031,1038528863)+W(1,-1113699843,1042795689,-1110305241,1049223347)+W(2,-1100571883,1043118649,1050774414,1041716852)+W(3,-1101978327,1050263507,1047177880,1017295180)+W(4,-1077502553,-1095085693,1050939225,-1082440456)+W(5,1068178608,1060273714,1050231565,1049812579)+W(6,1047476754,-1105112612,-1115682722,-1092073446)+W(7,1054410728,-1101197699,1050691511,1034666293)+W(8,1028074081,-1114781385,-1113963371,1053868195)+W(9,-1132635925,-1160679206,1035810200,1046376147)+W(10,1017697398,1016345266,1036026944,-1098688235)+W(11,-1104788145,-1112282035,1040315316,-1092800689);WS(-1086906028,1058773265); +sum1=W(0,997844200,1043197109,1044191380,-1132629757)+W(1,-1106996409,1033453658,-1125429564,965362145)+W(2,-1120050655,-1121403972,-1118095697,-1153797548)+W(3,1015091632,1026125167,-1119804562,-1122322046)+W(4,1050808506,-1095732027,-1096691584,1032367334)+W(5,1062016570,-1081591954,-1086608026,1058285756)+W(6,1043993638,-1096430215,1041881517,1044397873)+W(7,1047754366,-1099777504,1002316636,1042486572)+W(8,1042781664,1031594505,-1109034905,-1152318558)+W(9,1043388193,-1106441585,-1119832870,1034636741)+W(10,-1115428219,-1113585524,-1149103576,1045470808)+W(11,1024196285,-1122333654,-1135705587,1018594522);sum2=W(0,1038532068,-1086001730,-1096548381,1048104076)+W(1,-1101156186,1035944594,-1083843015,-1129915388)+W(2,-1128045264,1044127780,-1102068111,-1128179824)+W(3,-1109473444,1041203218,-1114990278,-1131782160)+W(4,-1131935456,1007620609,1018456960,-1107021820)+W(5,1066609131,1050949241,1033171254,1060056432)+W(6,1048571914,-1104179329,-1107874139,1027352212)+W(7,1038985844,-1112054433,1038875644,-1120175088)+W(8,1040453646,1033875386,-1112321878,-1136070657)+W(9,-1110531416,1032538050,-1117768272,-1111662792)+W(10,-1127646596,1032855260,-1114035189,-1104445548)+W(11,1034344442,-1130080864,-1144805954,-1110249452);WS(1046014126,1065769758); +sum1=W(0,-1112076254,1039437825,-1121314108,1012096182)+W(1,-1106802021,1045721640,1043473803,-1100987245)+W(2,-1129503003,-1109380841,1049347084,-1106286530)+W(3,-1112401299,-1120677869,1049245244,1021132153)+W(4,-1094624040,1048611696,1052142286,-1091239207)+W(5,-1088552177,1062377804,1060125676,-1091961473)+W(6,-1091526873,1057150062,1053897896,-1089539427)+W(7,-1088888106,1057709495,1048631067,-1091375076)+W(8,-1109865911,-1152131961,1019346753,1042130570)+W(9,-1119711185,1039063160,-1123465492,-1128757714)+W(10,-1119080717,1015225093,-1114302645,-1128945819)+W(11,-1122337355,1014030866,-1135518836,1034078686);sum2=W(0,-1078304891,1068350548,1064913799,-1089976447)+W(1,-1070679577,1072673707,1070575185,-1071851632)+W(2,-1113339548,-1128451504,1063744071,-1081022179)+W(3,1035458322,-1115281660,1040942179,1011136331)+W(4,1019506715,-1120561974,-1109226965,-1094573985)+W(5,1065504629,-1098180006,1002672995,1065710309)+W(6,-1124929726,-1111255228,-1117214353,1056839493)+W(7,-1111465381,1033265670,1028658493,-1106886716)+W(8,1021062218,1018259030,-1115506338,1030445629)+W(9,1031139735,995896746,1012290398,-1127826384)+W(10,1037321868,-1118014213,1010152224,-1112765526)+W(11,1001938923,-1119523230,967860273,-1127063938);WS(-1096468055,1053785380); +sum1=W(0,1020813409,-1114360891,-1116957735,-1110473361)+W(1,1027946631,-1090968927,-1123200592,-1111899059)+W(2,-1143096715,-1117882342,-1107232681,1003556839)+W(3,-1123588698,-1105979736,-1118523124,996386562)+W(4,-1114475674,-1111337627,1017136705,1034879511)+W(5,1066746382,1051825655,1028379180,-1109008383)+W(6,1046069775,-1129057075,-1094442401,1064704330)+W(7,1040361862,1022269000,-1114700263,1042611044)+W(8,-1135792006,-1120549867,-1118632404,-1116669644)+W(9,-1094808947,-1173354793,-1162426624,-1105125143)+W(10,-1106172505,-1113957025,-1119514205,-1116312257)+W(11,-1106276184,-1123525720,-1130080208,-1135525501);sum2=W(0,-1140125367,1025350612,-1122531649,-1127419095)+W(1,-1126099139,1020760995,-1123116186,1028088432)+W(2,1024738032,1039021380,1019570567,-1114986450)+W(3,1023949256,-1119198021,1018690059,-1114843176)+W(4,-1108347637,1028851928,1043407189,-1111543417)+W(5,1056423339,-1086358248,1048774619,-1101718819)+W(6,-1100544782,1044261707,-1076137651,1073762237)+W(7,1026425060,-1123270518,-1099227611,1049061203)+W(8,-1117946771,991440379,-1134679399,1013519927)+W(9,-1112971994,-1115422093,-1127107007,1041147594)+W(10,1015761083,-1103403994,1037345920,-1118107520)+W(11,1027419728,-1129333383,1042824177,-1111772147);WS(-1089097708,-1091261619); +sum1=W(0,-1113526029,-1120011361,1003986316,-1127316247)+W(1,-1123552881,-1103137072,1046355762,-1118797136)+W(2,1015138359,1032220600,-1103576251,-1123795687)+W(3,-1126584008,1027028747,-1120446878,-1129675572)+W(4,-1112997295,1047767320,1044425283,-1111263852)+W(5,-1100403388,1058200050,1061869832,-1081822066)+W(6,-1138618770,-1160534136,-1092855018,1053114278)+W(7,-1123471427,1018063772,1034662460,1007314666)+W(8,-1118942860,-1121673366,-1116984894,1033605983)+W(9,1009152314,-1124559262,1027944882,-1110810403)+W(10,1031283151,-1118591413,-1131347855,1046189751)+W(11,-1128724178,-1122517738,-1131488026,1016196275);sum2=W(0,1026311687,-1109901381,1040701127,-1151923233)+W(1,-1123775834,-1092342947,1034378939,1025121279)+W(2,-1105542037,1051958537,-1096202739,1033596173)+W(3,-1108107550,1047977685,-1098166743,1035290939)+W(4,1024679085,1016651554,-1103532415,-1110923755)+W(5,1071256357,1066054209,-1082840291,-1080291839)+W(6,-1103925783,-1199035157,1056834874,1042190483)+W(7,-1114731953,1030555165,1035522294,1046386099)+W(8,1036375055,-1135341024,-1121169096,1041909162)+W(9,-1090243220,-1128413506,1041541680,-1110170843)+W(10,1038401459,-1097944284,1043004954,-1097275958)+W(11,1015019440,-1099750845,1042529081,-1113079432);WS(1061142188,1045552914); +sum1=W(0,1019603337,-1114371061,1020461367,1022384747)+W(1,1025369499,-1128616851,-1137489184,992843677)+W(2,1030794181,-1134916072,-1114859644,-1149984013)+W(3,1034453383,1009189588,-1114858116,-1123167236)+W(4,1054684529,-1098135841,-1095805239,1058732728)+W(5,1056292747,-1081060320,-1085459239,1060634392)+W(6,1058073341,-1097701630,-1083596540,1061516204)+W(7,1050605022,-1099032542,1026645922,1052882077)+W(8,-1123665301,1031766591,1033080372,-1101590238)+W(9,-1124699057,-1116775033,-1123755612,1027392977)+W(10,-1106352164,-1134014242,1034158665,1038698931)+W(11,-1100750969,-1122655396,1037240581,1006025241);sum2=W(0,-1100296712,-1110840017,1045355628,1041010686)+W(1,-1124701214,-1097271182,1028443719,1042377248)+W(2,1026372231,1034868187,-1108318217,1002573079)+W(3,1022594646,1034940919,1032249619,-1107309152)+W(4,-1109934927,-1109499465,-1092997038,-1091459780)+W(5,1068946970,1068602839,1023984711,-1120459763)+W(6,-1095496747,-1112347607,1049236461,1048538630)+W(7,-1096153349,1036467963,-1088682480,-1112114883)+W(8,-1110570114,-1115246837,1019331790,1025085151)+W(9,-1090645327,1036287199,1025130703,-1120816159)+W(10,-1110453128,-1106754238,1028224647,1036483715)+W(11,-1105549173,-1106253388,1040581836,-1121128467);WS(-1090464684,1058848194); +sum1=W(0,-1104784595,-1106022588,1035807069,1038070654)+W(1,1048797564,-1112865880,-1107342224,-1140651524)+W(2,-1115304422,-1117573217,-1102596230,-1115845272)+W(3,1026901973,-1105151431,1011767229,1022142646)+W(4,1027584334,-1104101108,-1091590511,1059156269)+W(5,1062566262,-1088742755,-1084437581,1060192817)+W(6,1043041013,-1095911543,-1087393870,1060113046)+W(7,1057383999,-1088896680,-1102839322,1054886405)+W(8,-1100086527,-1128618637,-1111666744,1049775661)+W(9,1037690576,-1097281200,-1128690758,1050662239)+W(10,-1117869728,-1151911514,1024450616,1050391262)+W(11,1039830925,-1104457275,-1131868338,1042443855);sum2=W(0,1050458431,-1100970530,-1173421195,-1106952896)+W(1,-1068828969,1049093414,-1117103305,-1084179073)+W(2,1054525389,-1093960872,1015202727,-1082769727)+W(3,1038352192,-1107157710,1043872404,-1098029126)+W(4,1037511626,1029901269,-1136957987,-1113206734)+W(5,1078393261,-1105390455,-1106205415,1063723378)+W(6,-1106048166,993579659,-1128426057,1065452472)+W(7,1030855073,1034755506,-1114758982,1031385535)+W(8,-1116273053,1045345833,-1112584615,-1152575873)+W(9,1034474614,-1099252776,1031320371,1039247706)+W(10,-1100143257,1040309898,1035573879,1032907306)+W(11,1034533524,-1124561432,-1124055116,-1155923695);WS(-1106782638,-1120193880); +sum1=W(0,1021367862,-1121939617,-1116040418,1020741911)+W(1,-1126436322,-1098608828,-1109539853,1038644232)+W(2,-1112066734,993980163,-1101880327,1043522250)+W(3,1033129938,-1133833389,-1115252655,1018349205)+W(4,1050945756,-1100446872,-1112821605,1053259451)+W(5,1065255335,-1085596156,-1091353929,1055524943)+W(6,1048874997,-1090468372,-1096552606,1061719830)+W(7,1042923217,-1102788916,-1106280862,1051405991)+W(8,1049499553,-1129092267,-1111424287,-1101282812)+W(9,-1101475552,1033532871,1016236516,-1100504250)+W(10,-1114054607,-1114668904,1022700239,1025835692)+W(11,-1104899626,1028803059,-1147278953,1027947689);sum2=W(0,1036673453,1024834555,-1115580494,-1113068388)+W(1,1028813378,-1117546792,-1115483686,-1118880240)+W(2,1027909744,-1105092918,1043490929,-1107832014)+W(3,1011592783,-1119502452,1040415904,-1122240512)+W(4,-1098466798,1052150318,-1091718951,1039529972)+W(5,-1115055672,1062484975,1043613567,1043501593)+W(6,1042504898,-1094456673,1045088246,-1117282076)+W(7,-1112704202,-1123953380,1030923561,-1107365158)+W(8,-1080701891,-1104586573,1046645532,-1076395174)+W(9,1066750300,-1093753132,1009076111,1068474066)+W(10,1049333443,1022104546,1036864955,-1097140180)+W(11,1043999999,-1115391680,1033514298,-1109881554);WS(-1093231703,1042706757); +sum1=W(0,1026075841,1000558899,1040624182,1032826937)+W(1,1036684171,-1127770315,-1110755278,1032961819)+W(2,1036416025,1019575916,-1106938311,1034757510)+W(3,1040004261,1042264396,-1114624210,1015758976)+W(4,1052553144,-1099119122,-1084803183,1058499572)+W(5,1062021249,-1081334022,-1083389465,1061343357)+W(6,1057695045,-1090036539,-1087386813,1060752603)+W(7,1058906011,-1088285503,-1098198604,1051786740)+W(8,1025447538,1031885534,1041579305,-1104136529)+W(9,-1112317122,1018739433,1032264780,-1114092422)+W(10,-1109030926,1037874311,1031902455,-1132554758)+W(11,-1096739300,1035404188,1027119072,1012060669);sum2=W(0,-1101426979,1047102485,1057942802,-1134545280)+W(1,1036306510,-1096203167,1055001204,1012752443)+W(2,-1111393843,-1096420171,-1114902087,1034320105)+W(3,-1108867307,-1091559913,-1101073471,1046638158)+W(4,-1084592242,-1071603316,-1067197419,-1072425931)+W(5,-1123894686,-1098326846,-1077093049,-1079302223)+W(6,1062084093,1067609499,1072541263,1062181631)+W(7,1073505700,1078744623,1073214169,1064536824)+W(8,1042726179,1060445087,1074141781,1049446840)+W(9,-1129334697,1037955576,1060645469,1050812050)+W(10,-1093274589,-1087350702,-1094473234,-1097319760)+W(11,-1094526709,-1077663090,-1085693573,1001153868);WS(-1075107862,1049521772); +sum1=W(0,987763517,1041173528,1045206278,1027861131)+W(1,1033675992,1040210256,1032319275,-1129668766)+W(2,992091051,1044520444,1041485791,1016072268)+W(3,-1120420163,-1112688453,1042655839,1026084697)+W(4,-1097093508,1049572700,1051717721,-1086495609)+W(5,-1081944455,1064397290,1055584810,-1086275954)+W(6,-1096923684,1055988184,1059363461,-1082045908)+W(7,-1094413520,1050124978,1051323143,-1093981119)+W(8,-1116084523,-1144572069,1031434621,1033503081)+W(9,995768539,1027980366,-1140119493,1009361560)+W(10,-1112468587,1024276072,-1129633421,-1112276757)+W(11,1033578820,1025196738,1000619058,1005879363);sum2=W(0,-1107297920,-1125142534,-1091543751,1033523983)+W(1,-1097553497,-1121112319,-1100365589,-1109353447)+W(2,987526362,-1094244068,-1119424675,-1102290887)+W(3,944749371,-1100627225,1033606211,1022298470)+W(4,1031510683,-1103344470,1051542012,1048034710)+W(5,1061520608,1061214811,-1120961303,995045613)+W(6,-1103162896,1043830132,-1094266425,1042981818)+W(7,-1098189213,1041818078,1041952964,1052169844)+W(8,-1117305947,-1121264057,1041022978,1024239879)+W(9,1044020024,1053722991,-1115033235,-1099173366)+W(10,1046119446,1047286054,-1097363289,-1093433218)+W(11,-1096785580,1031561067,-1106943326,1043499670);WS(-1097146583,-1102489480); +sum1=W(0,1035066361,1033907292,-1102624204,-1121239074)+W(1,1032257412,-1109600459,-1104909116,-1110655283)+W(2,1014217354,-1114213060,-1113387282,1020382076)+W(3,-1120529307,-1123950514,-1114763275,1032256145)+W(4,-1096659727,1051162503,1043173384,1041928668)+W(5,-1091326393,1050132159,1057278053,-1123609439)+W(6,-1098203983,1049080395,1049365769,-1105975127)+W(7,-1093952115,1055699093,1033542535,1045101428)+W(8,-1108685857,995611334,1016656554,-1118777253)+W(9,-1100309385,1037330963,1009112868,-1102566959)+W(10,1040792061,1033561904,-1111738159,-1101876333)+W(11,1035959564,-1122689753,-1149295615,-1121020400);sum2=W(0,-1107119695,-1106305989,1039849292,1030001048)+W(1,-1115026335,1035696383,1019090837,1023713698)+W(2,-1112691697,1023388499,1036481868,1024715164)+W(3,-1147275412,-1112564365,-1146519572,1024758511)+W(4,1060202814,-1095733546,1046837828,-1106927121)+W(5,1057308499,1053508746,1043085465,-1104587624)+W(6,-1112160637,1046794790,1034862818,1047684818)+W(7,1041456307,-1083960309,-1094465043,-1093257675)+W(8,1012779430,-1124391765,-1116147800,-1131959957)+W(9,1038120705,-1104339358,1028873647,1026454649)+W(10,-1101425448,-1119391248,1045294658,1037173687)+W(11,-1094791365,1012709310,-1156574008,1036335613);WS(1057303084,-1084740383); +sum1=W(0,1023904890,-1104417576,-1105987664,1025949163)+W(1,1022060320,-1106403568,-1097440039,1033327896)+W(2,-1114170862,1041763972,1043670267,-1131905805)+W(3,-1109381346,1019385429,1037885311,1021513971)+W(4,1048292239,-1093717272,-1097863693,1034968156)+W(5,-1134851644,1058205452,-1088500414,1057303604)+W(6,-1089247692,1058731430,1059877080,-1082452830)+W(7,-1097845612,1049842950,1046703382,-1093401571)+W(8,1042713619,-1126920426,-1130932027,1046214631)+W(9,1041892896,1040636140,1012093510,1043920086)+W(10,-1107457363,1041063330,1028551783,-1101986947)+W(11,1031126152,1016340900,-1143718184,-1110573172);sum2=W(0,1040446621,1036240143,-1100989715,-1097593869)+W(1,1036994425,-1119554977,-1105186205,-1107347821)+W(2,1043906150,-1095197585,1048367016,989701019)+W(3,1016581730,1041272891,-1102913875,1040271244)+W(4,-1100851860,1047874592,1061153405,1026566131)+W(5,1069594194,1074408805,-1103469514,1046892012)+W(6,1031148367,-1079941721,-1110319007,-1107809286)+W(7,-1105136265,-1086296266,1042791078,1038853877)+W(8,-1096668864,1040237386,-1095509343,1050695083)+W(9,-1103368475,1040210470,-1114614656,-1104864053)+W(10,-1084422687,1031716423,-1105386934,-1100341899)+W(11,-1099178193,1042594729,1036206107,-1093040701);WS(-1085311468,1078025451); +sum1=W(0,-1123523234,1042717314,1033236492,-1114246985)+W(1,1017942127,1030027079,1046675224,-1123774423)+W(2,-1134274761,-1105985470,-1107516674,1018695644)+W(3,1032511109,-1108369993,-1118366597,973249598)+W(4,-1100167817,1050764301,1051596674,-1126048573)+W(5,1002547123,-1138337956,1057423711,-1090923842)+W(6,1051174149,-1101362115,-1085962671,1061445386)+W(7,1047097650,-1105953621,-1098415672,1032724353)+W(8,-1101525701,1021849401,-1109388771,-1110129580)+W(9,-1117387765,-1126623147,1031509177,-1102550347)+W(10,1037275627,-1107617348,-1118825262,1045061525)+W(11,1025818592,-1115961017,-1124427728,1033244340);sum2=W(0,1030359787,-1114557735,-1131031713,-1123353384)+W(1,1015567503,-1132430472,-1125418898,1024787123)+W(2,1026077135,-1118070691,1029672716,-1115408082)+W(3,1015951538,-1135395683,-1125125186,-1137211259)+W(4,-1123787418,1042470619,1047725718,1029311455)+W(5,1049323738,-1097880179,-1106551206,-1099438470)+W(6,1050505809,-1166364565,-1089568094,1042547290)+W(7,1040847724,1028809582,-1115324497,-1110579463)+W(8,-1121374979,1045218010,-1113968956,1051601031)+W(9,-1088308991,1039658119,1044805763,1049816965)+W(10,1026888229,-1115384233,1042126156,-1098255621)+W(11,-1102185033,1014731468,1043221816,-1112338809);WS(1060142060,1042832150); +sum1=W(0,-1121488955,-1142445829,1036648197,1031397804)+W(1,1018827426,-1111782928,-1117943062,1033996248)+W(2,1033609702,-1106903604,-1108508447,-1131717262)+W(3,1029196868,-1115637854,1015606653,1010765225)+W(4,1051097024,-1094159296,-1093104885,1052129567)+W(5,1065668620,-1081757070,-1086111346,1054892021)+W(6,1058770516,-1090845580,-1087336873,1059881804)+W(7,1054801908,-1126749404,-1100487494,1050176059)+W(8,-1138833071,1024131190,1030014814,-1125587404)+W(9,1032794495,-1123778927,1024270930,1028704007)+W(10,-1104469332,-1125662417,1022586319,1047817147)+W(11,-1091639031,1019613157,1032196289,1038701961);sum2=W(0,1013621039,-1105412866,1043282989,1016709191)+W(1,1033829499,-1123744731,1034830675,-1134054043)+W(2,1014723479,-1110083630,-1107183956,-1133247239)+W(3,-1113297030,-1097083153,-1115844306,1025542948)+W(4,1048947993,1038685325,-1104055195,-1105914972)+W(5,-1088942993,-1072142874,-1084033248,-1104630078)+W(6,1055362845,1076386430,1073971039,-1093767876)+W(7,1064727508,-1090433741,-1098251720,-1111303066)+W(8,-1143937773,-1128320153,1031619176,-1113893232)+W(9,-1098435347,1026126526,990218298,-1103493551)+W(10,-1104225446,-1103699955,1042783259,1052470850)+W(11,-1091328171,1025388740,-1123473137,1051939911);WS(-1086199532,1054743650); +sum1=W(0,1027498242,-1095519909,1032011277,1034444474)+W(1,1023783640,-1152811127,-1107222607,1040848158)+W(2,-1115850147,1044573214,1044283945,999869046)+W(3,-1134397103,-1123084051,1036275699,1025498402)+W(4,1053262121,-1090625833,-1097849454,1048862696)+W(5,1030342167,-1113365765,-1084999869,1061389071)+W(6,-1095010778,1054594461,1060145155,-1084989084)+W(7,1032418005,1033574715,1045643928,-1106712265)+W(8,1040908045,-1113781807,1027368614,1006964268)+W(9,1038235355,-1108967739,-1118338586,1038795271)+W(10,-1101807134,1028815960,1006059384,-1104327823)+W(11,1015954881,-1135640905,-1124545277,-1122717633);sum2=W(0,1041383757,-1089209738,1042608106,-1098769930)+W(1,1040055926,-1105226719,-1102323575,1031909130)+W(2,1040275414,-1117623756,-1124786133,-1112037460)+W(3,-1113621249,1048083051,-1131302943,-1111784639)+W(4,-1121408570,1038811718,-1093087039,-1101852353)+W(5,1065973699,1069194195,-1089123880,-1108783974)+W(6,1057999228,-1106112227,1026907074,1049738412)+W(7,1025491254,-1107530612,1020629449,-1111524780)+W(8,-1093098827,-1121276186,1036192806,-1139600545)+W(9,-1098519743,1023817866,1045867083,-1121335963)+W(10,-1101165651,-1122635193,1042688929,-1089198426)+W(11,1048264427,-1095495518,1041146873,-1109243346);WS(-1090983255,-1089207473); +sum1=W(0,1031895551,-1113602338,-1126565928,1011536056)+W(1,1041335941,-1099647257,-1111099810,-1113368985)+W(2,1033755607,1030939267,-1102367072,-1112820133)+W(3,1029129223,1034973975,-1111909392,-1120463213)+W(4,1054038520,-1097154360,-1101680475,1055178415)+W(5,1064470249,-1084973552,-1089575247,1055473117)+W(6,1050197537,-1097159533,-1086493203,1063942234)+W(7,1042393881,-1096995926,-1096914715,1058279198)+W(8,-1121652462,990918528,1026884961,-1102945718)+W(9,-1121284913,-1151944468,1022227241,994604183)+W(10,-1111487017,1029397803,-1119623498,1041044307)+W(11,-1111098786,1024652821,-1127714823,1017418960);sum2=W(0,1000134020,1023930211,-1138668162,1008868714)+W(1,1026383992,-1114490385,-1108628571,-1131179173)+W(2,1033178726,1030525898,1047990867,-1108980541)+W(3,1025874080,-1138114226,-1131668265,-1113100227)+W(4,-1099344177,1041622837,-1108603395,988655570)+W(5,-1066369231,-1087427617,-1131013053,-1064898888)+W(6,1086324754,1057379348,-1095163420,1075540559)+W(7,-1100090533,-1109206595,1040828448,1049763634)+W(8,1025638720,-1115444075,1018452757,1033342078)+W(9,1033730604,-1118168395,1023801183,-1133763810)+W(10,1031531103,-1116567631,1033324797,-1117896039)+W(11,1025251971,-1128577333,1028372534,-1119632759);WS(-1109283164,-1114463829); +sum1=W(0,1010065376,1006853751,1048505142,1026307305)+W(1,1032762791,-1121781501,-1122796048,1036887575)+W(2,1036926348,-1140109366,-1106474773,1038442146)+W(3,1042339968,1033209828,-1113784606,983730417)+W(4,1051849183,-1096622464,-1087851802,1056046207)+W(5,1062361681,-1080983673,-1086026376,1060373686)+W(6,1058739944,-1088322398,-1086759863,1060935143)+W(7,1060958338,-1085562739,-1098544579,1052729243)+W(8,1034233556,1033008793,1043738183,-1097387850)+W(9,-1116217316,1031320492,1030721871,-1106692609)+W(10,-1111740214,1037732587,1024808165,-1136008963)+W(11,-1098996574,1032429188,1028455576,973353381);sum2=W(0,1036675590,-1093870598,-1088826877,1033103311)+W(1,-1139597621,1038770367,-1096260803,1035316039)+W(2,1036924272,1054470917,-1120383141,-1104037187)+W(3,1033604811,1052968175,1048854624,-1111374359)+W(4,1064863709,1075036637,1082157528,1076551262)+W(5,1054257493,1054121358,1074566779,1066303868)+W(6,-1080791393,-1075955022,-1075712309,-1086745184)+W(7,-1074269835,-1068055688,-1073360354,-1081541832)+W(8,1044533603,-1083381518,-1073488400,-1088761642)+W(9,-1096732938,1034260530,-1087052440,-1088656095)+W(10,1058516172,1062460380,1055295113,1026461691)+W(11,1036957577,1072405502,1061463967,1036676016);WS(-1073690779,-1087724268); +sum1=W(0,944113971,1024788392,1040645890,1020006630)+W(1,1026519064,-1124203663,1048604230,1028328440)+W(2,1026744019,-1108217132,1026558293,1023877839)+W(3,1037411798,-1124509669,1024907750,-1116930962)+W(4,1033313762,1022063376,1040537741,1037569760)+W(5,-1097395091,-1081034849,1037819609,1026748704)+W(6,1052406658,-1095782133,-1089181115,1058432566)+W(7,1052615509,-1095058991,-1103915032,1046357449)+W(8,-1117962707,1010250996,1011752087,-1102207443)+W(9,1030158086,-1107990331,1035208397,1018608989)+W(10,1028902900,-1115106384,1030700463,1048090929)+W(11,1037074644,-1120315546,1006665970,1040820950);sum2=W(0,-1115074830,1025479068,991782552,1036147454)+W(1,-1109526737,1054093522,-1111873890,-1143660011)+W(2,1006285882,1035621794,1016478163,-1113309480)+W(3,1026243607,-1108696429,1027286665,-1115649745)+W(4,-1096384442,1031211776,-1102354425,-1100036784)+W(5,1036720443,1061883500,-1098733186,1042154750)+W(6,-1111840809,-1099055155,1040999099,1015496998)+W(7,1024623035,-1120753705,-1117281017,1028637267)+W(8,-1114551496,-1107514244,1037581214,-1132125723)+W(9,1042458762,-1113752408,1036528495,-1120425773)+W(10,1021928735,1009305230,-1131440878,-1118319659)+W(11,1033776741,-1117838632,-1115311515,-1113807339);WS(1053167575,1034582410); +sum1=W(0,-1105499654,1041430288,-1135820801,1023109013)+W(1,-1103829756,1051022760,-1099071824,1047073940)+W(2,1029509866,1038026111,-1103780951,-1134567319)+W(3,1028951523,1034415069,-1144576488,-1107075490)+W(4,1045138183,1015167422,1042183330,-1107146278)+W(5,-1098544246,-1114407921,-1110119411,1006706653)+W(6,-1101742889,1025810371,1029794991,1035133548)+W(7,-1110494113,-1144644710,1020673517,1040882462)+W(8,1048594337,-1103059717,1038375967,-1106326923)+W(9,1042439875,1019390619,1036901240,-1101264321)+W(10,-1124355817,1039002364,-1122256838,-1115149997)+W(11,1017843520,1025775953,-1113322768,-1133994400);sum2=W(0,1024932078,-1122451669,-1127684796,1007469645)+W(1,-1106895484,1046133075,934668744,-1123529450)+W(2,1026396887,-1100501045,1050482770,-1154152567)+W(3,-1118589447,-1145059796,-1112663810,1034932657)+W(4,1029479215,-1114161855,-1134400734,1026289720)+W(5,-1101979386,-1118826374,-1092503803,1048216767)+W(6,-1104578417,1054831843,1054881826,-1086100405)+W(7,-1120799353,1034243151,1037309396,-1110628430)+W(8,1018968072,1018258842,1012304630,-1121586613)+W(9,1057475450,-1091642753,-1105610792,1055026065)+W(10,1037697257,-1097381938,-1094138317,1057991283)+W(11,1035239909,-1109776821,-1108645190,1041220013);WS(1065106092,1009251236); +sum1=W(0,1015119794,1041681344,-1119086128,-1127594260)+W(1,1030756271,-1103164984,1038033220,-1105935716)+W(2,1033714469,-1096661826,-1097628571,1015463627)+W(3,1032817313,1037645501,-1162082196,-1121831017)+W(4,-1108480942,1053952044,1041658930,-1106710454)+W(5,1048660750,1035410928,1059673337,-1085761952)+W(6,1057312254,-1097132616,-1083076739,1062385221)+W(7,1038003425,-1134248242,-1100422942,1045270286)+W(8,-1098626929,-1128362792,999711717,1028936149)+W(9,1042075767,-1105711219,1030156593,-1106493133)+W(10,1042769246,-1109546740,-1109139763,1048795361)+W(11,-1109564844,-1113038632,-1128821631,1033263484);sum2=W(0,-1115537349,-1109318355,-1111982251,1026504012)+W(1,-1120289237,-1114485349,-1126991046,1004448402)+W(2,1023273402,1036795295,1031030421,-1116193727)+W(3,-1116296115,1037382021,1038895038,-1106169890)+W(4,1037274256,1036029355,1025515301,-1115575890)+W(5,1046084064,1035923056,-1105715099,1032461625)+W(6,1033981186,1034803763,1039615788,-1104386736)+W(7,1014573341,-1126611440,-1111316562,1034486696)+W(8,-1140512157,-1118959675,-1121134093,1038047283)+W(9,-1127252256,1001443794,966777949,1031934837)+W(10,-1108137243,999509622,-1126229172,1008094609)+W(11,-1109430807,-1121268263,-1115420717,1013721630);WS(1058235500,1054922309); +sum1=W(0,-1115091447,1026999796,-1110452882,-1126843838)+W(1,-1097782353,1043595317,1027596138,1037063794)+W(2,-1106496120,1051692426,1026915457,1017345397)+W(3,-1111050604,1047889704,1033470169,-1124168315)+W(4,-1109530936,1035486938,1054965252,-1096439037)+W(5,-1080972858,1054616871,1052521111,-1126567064)+W(6,-1092439359,1055199219,1059777872,-1087153329)+W(7,-1101856358,1042302776,1049045985,-1096481402)+W(8,1040994960,-1112039092,-1113819273,-1126708475)+W(9,-1135709192,-1103625129,1029145158,1048136923)+W(10,1025849689,-1133876016,-1113712109,-1117730271)+W(11,1048178521,1018059916,-1120397392,-1109862614);sum2=W(0,1026047005,1026757765,-1104671284,1032658614)+W(1,979115576,1040092458,-1106565422,1016793814)+W(2,-1120340424,1024555245,-1118382609,1025048255)+W(3,-1113479651,-1102456829,-1115048442,-1124528004)+W(4,-1146410551,-1093450531,-1107649550,1033357456)+W(5,1049738304,1048902638,1029536101,-1129670058)+W(6,-1099524683,1031379649,1043845633,1047130549)+W(7,-1143577495,1032535412,1015256822,-1114147283)+W(8,1045006287,-1108588814,1014985523,-1107785448)+W(9,1031141497,1032866808,-1114405495,1032863350)+W(10,1016575718,1011865867,-1128051766,1024835039)+W(11,-1140327483,-1121997281,1016407002,-1115840886);WS(1050344663,1040331465); +sum1=W(0,1027008397,1032620906,-1123846924,-1119034750)+W(1,1034001074,-1113228665,-1107606109,-1123135107)+W(2,-1109811775,1044228977,-1104523524,-1165785906)+W(3,1021442477,1015486907,-1136436803,1012082163)+W(4,-1145305726,-1104369525,1016005498,1038870821)+W(5,1055978044,-1091899011,-1101093248,1045963311)+W(6,994921841,-1100340494,-1089807144,1061494191)+W(7,1032566715,-1121306753,-1113047285,1043858443)+W(8,1047408652,-1117862216,-1180899430,-1113185550)+W(9,1019406818,1025902913,1031141157,-1106188838)+W(10,1039673315,-1126170822,995937181,-1133495032)+W(11,-1110918342,1012720916,-1155810234,1003314783);sum2=W(0,983063098,1027629321,1006857268,1017323653)+W(1,-1136855038,1050922570,1040636195,-1124332548)+W(2,-1115428487,1024268384,-1107256285,1038193266)+W(3,-1162541650,-1112368096,-1105738834,1037749325)+W(4,1041250623,-1096058068,-1096858156,1027026905)+W(5,-1095854749,1046692173,-1081757810,-1098379711)+W(6,-1107079153,1044471504,1055388353,-1124475180)+W(7,1041041721,1034757871,1018283467,1035306909)+W(8,1069736593,-1103954988,-1108630874,1057582691)+W(9,-1092586095,1040290673,1039138402,-1098564102)+W(10,-1099842491,-1135051275,1026430908,-1101296593)+W(11,-1116072515,-1128054004,-1127494735,-1130236866);WS(1064629676,-1098084920); +sum1=W(0,1017176603,986968687,1017516913,1033302207)+W(1,1036523218,-1136867787,-1093133598,1043155505)+W(2,1036902751,-1112073298,-1099849236,-1135635048)+W(3,1031815708,-1108314079,1015173986,-1154473427)+W(4,1048067236,-1094217842,1004101612,1037844037)+W(5,1054752956,-1083111259,-1107275372,1059745345)+W(6,1049105955,-1089373007,1036740290,1054803234)+W(7,1049045791,-1096296960,1007182507,1045303547)+W(8,1032944847,1036346276,1023773169,-1100831258)+W(9,-1111571193,1036061697,-1109611315,-1118901210)+W(10,1044914424,-1178541510,-1130856180,-1104247276)+W(11,1028425028,-1121119813,1028817260,1032262742);sum2=W(0,1018758860,1041892626,-1106561538,1031116538)+W(1,-1142239225,-1094547881,1060901401,-1093507837)+W(2,-1115133937,-1106548880,1048344650,1008547208)+W(3,-1116833334,1032935937,1031802380,1037272918)+W(4,-1122918288,1050772655,-1097318271,1041324255)+W(5,1059998586,1050575163,-1089173269,-1090730175)+W(6,-1107738784,1062167006,-1105982083,-1105692057)+W(7,-1105354579,1051274636,-1115007264,-1109731964)+W(8,-1113042451,1005733025,1003684433,1038093550)+W(9,-1096117806,1007559836,1036702490,-1103574570)+W(10,-1093777588,1032209739,-1111284039,1045224094)+W(11,-1097190188,1039213738,-1119496571,1040225760);WS(1059570988,-1104849743); +sum1=W(0,-1114327981,-1117057793,-1105217736,1015935639)+W(1,-1100671580,994695167,1045549308,1032097032)+W(2,-1146837726,1044124420,1019924475,-1118415719)+W(3,-1106017873,1026902699,-1133264506,-1128662677)+W(4,-1095539196,1051203348,1055580097,-1100062838)+W(5,-1081463016,1065307314,1057098153,-1097913193)+W(6,-1103538521,1060044676,1060408535,-1088685699)+W(7,-1096642336,1058793797,1048658511,-1090424260)+W(8,-1104422643,-1122995670,1027695934,-1114680436)+W(9,-1100709080,-1115820943,1026067698,1035503236)+W(10,-1127513406,1040976712,-1121911751,-1100882497)+W(11,-1112552037,1032897105,-1109730008,-1106885414);sum2=W(0,1026251680,1042860418,-1102635520,-1101738300)+W(1,-1097132336,-1097577131,-1118004862,-1096487254)+W(2,-1098301296,-1107323885,1034939290,-1103125896)+W(3,-1102991820,-1101571742,1046219299,-1145491968)+W(4,1045813894,1037904592,-1107186076,1049960021)+W(5,1062244087,1050699569,-1101520598,1012147620)+W(6,1018590462,996952385,-1118944274,1030928730)+W(7,1048890187,-1120981264,-1132230456,1042676852)+W(8,1043360780,1032162510,-1109595133,1031463651)+W(9,1042220045,1017587638,-1144663840,-1099464580)+W(10,-1143727552,-1112243029,-1122088198,-1129575892)+W(11,1022002534,-1108091801,1028948530,1038679603);WS(-1095386967,-1111219145); +sum1=W(0,-1130549149,-1114353482,1046105185,989878260)+W(1,1027516453,-1101798869,-1126247292,1027494660)+W(2,1029536895,-1149170463,-1109199416,-1138329195)+W(3,1031794584,1041043200,-1110945897,1016226972)+W(4,1044731284,-1092958347,-1089927208,1042696371)+W(5,1066759339,-1086407791,-1090136954,1059356463)+W(6,1056388995,-1087382795,-1086208082,1060963410)+W(7,1048385630,-1090430272,-1099705531,1052477254)+W(8,1029760895,1015099027,1030962098,-1127509006)+W(9,-1134143337,1008759050,1002268463,-1123276603)+W(10,1028489291,1024487352,1030926587,1037957160)+W(11,-1116367629,-1155852515,1027177352,1033794703);sum2=W(0,-1155239869,-1118272906,-1107393101,1037152773)+W(1,1031799544,1040803769,-1121008946,-1110337901)+W(2,1027082675,-1129277077,1040826838,-1115579003)+W(3,1027786160,-1128372019,1044810576,-1125050611)+W(4,-1123365743,-1066777138,-1071982339,-1107499267)+W(5,-1091451910,1078719649,1065602467,1053226346)+W(6,984589146,1012365693,1072207876,1036591998)+W(7,-1115106721,1027240586,-1114663567,-1111221822)+W(8,-1099174901,-1111285661,1034063245,1050177526)+W(9,1051522302,1032887971,-1111810642,-1114100047)+W(10,1036247818,1027337883,-1105619991,-1112448128)+W(11,1010421237,-1110086921,-1128259763,1024897040);WS(-1090330604,-1095913405); +sum1=W(0,-1123891981,-1158857313,-1155846064,1020138108)+W(1,-1104251929,1026174194,1042832881,1027835331)+W(2,-1115340623,-1107002233,1041459232,1036891437)+W(3,-1111402939,-1101325435,1043482052,1034060158)+W(4,-1099259748,1041623909,1060107168,-1089580553)+W(5,-1083565678,1065434151,1061453552,-1086143680)+W(6,-1094838563,1058061687,1058328348,-1087459168)+W(7,-1097944271,1056232524,1046178603,-1096454718)+W(8,1034391623,1027969480,-1129005794,1026904097)+W(9,-1108664129,1015124739,-1126805065,-1115844409)+W(10,-1108388469,1018898230,-1133565543,-1103857816)+W(11,-1124315511,1016813002,-1128371111,-1124051644);sum2=W(0,994818552,-1106534525,1032645553,-1123501879)+W(1,1026428551,-1104982451,1041404870,1024190209)+W(2,1033345966,-1115833227,1042593674,-1113685733)+W(3,1032770548,1019409377,1034301013,-1113104927)+W(4,1055123028,1086127434,1073269342,1031823713)+W(5,-1080276792,-1064048639,-1097366650,1003420836)+W(6,1051480126,-1090368136,-1073275019,-1127504591)+W(7,1017007809,-1104405577,1039074558,-1116624943)+W(8,-1106004733,-1108902493,-1134706270,1039470942)+W(9,1029604730,1040747994,-1131894299,1048036108)+W(10,-1127043711,1028687353,-1114192145,-1102930579)+W(11,1023925896,1028902826,-1110363669,1016207563);WS(-1090401964,-1152005757); +sum1=W(0,1027213860,-1114833045,-1110378885,-1107975723)+W(1,1041527967,-1088517567,-1110030634,-1098681011)+W(2,-1117487349,-1117626874,-1108968043,-1104614908)+W(3,-1114124023,-1107640642,1013150495,-1139447119)+W(4,-1095679285,-1126602324,1036253290,-1108756369)+W(5,1070380432,1071039479,1055690689,-1106296032)+W(6,-1098750614,1027420045,1052643167,-1108442736)+W(7,-1109258534,1028231256,1037720897,-1103582017)+W(8,1031108853,-1122691487,-1113670180,-1114963960)+W(9,-1089232274,1041737494,-1107558750,-1100045596)+W(10,-1149243844,-1114809497,-1114805320,-1099409217)+W(11,1004205268,-1115685308,-1129003237,-1112117145);sum2=W(0,-1099535875,1042476400,-1104603794,1032241318)+W(1,-1088862448,1058560544,-1090035137,1055385702)+W(2,-1109469239,1052772694,-1088861159,1049303281)+W(3,-1128383244,1040732759,-1098593341,-1107728961)+W(4,1036274242,-1098717699,1040884292,-1110024851)+W(5,1070638870,1049287225,1054345172,-1088795135)+W(6,-1106832655,1028821082,1045145516,-1093985609)+W(7,-1094544594,1053404675,-1095210561,1040915158)+W(8,1017815860,-1106264274,1041491703,-1102517567)+W(9,1049908300,-1097728340,1050847172,-1094964358)+W(10,-1121780800,1040141480,-1120926078,-1104972980)+W(11,-1097835418,1042680505,-1097969166,1046695263);WS(-1070853435,-1079594702); +sum1=W(0,-1129832370,1041167744,1015638464,1031368074)+W(1,1015854174,-1103546680,1035847262,1034753191)+W(2,1016952500,1024462894,-1113675090,1034404179)+W(3,1030231874,-1128491667,1024493276,-1121119193)+W(4,-1117069532,-1102391672,-1115839497,-1114370347)+W(5,1064504443,-1091637800,-1103157041,-1123068615)+W(6,1053421228,-1096184888,-1080200908,1061831318)+W(7,1047845552,-1114780422,-1127920108,1039689052)+W(8,1027397066,1017764904,1032466078,-1115223191)+W(9,-1115479934,-1129698458,1032880216,-1112317379)+W(10,1024063661,-1140051844,1015162251,1034003429)+W(11,-1108195108,-1121925385,-1133040549,1021986479);sum2=W(0,1043473407,-1102332364,-1112484873,-1106137478)+W(1,1026389244,-1107744995,-1092913054,-1106937584)+W(2,1037682857,1043622402,-1097742336,-1112665680)+W(3,-1132137458,1022975237,1020098037,-1122471729)+W(4,-1095817987,-1115086293,1035747177,1057355655)+W(5,1065853704,1072123343,1023360745,1065744344)+W(6,-1127502696,-1106562006,-1079419356,-1081387458)+W(7,-1141866869,-1126279403,-1106082519,-1107102958)+W(8,-1132505032,1028632460,-1111886750,-1121112608)+W(9,-1092294539,1034294011,-1106034045,-1113186427)+W(10,1037780507,1025382780,1024287965,-1121542644)+W(11,1036152561,-1184105122,1002478149,1042075138);WS(1049779927,-1112776705); +sum1=W(0,-1114011991,1043483133,-1118237477,1028071903)+W(1,-1119065733,1035764138,1007633232,1029458468)+W(2,1021654911,1034435922,1035328577,-1132325110)+W(3,-1114327724,-1122000063,-1138188744,-1140102008)+W(4,-1098367878,-1104983021,1029391902,-1102803275)+W(5,-1094340312,1066199650,1052808064,-1088820906)+W(6,-1090240908,1056392483,1053987355,-1080604425)+W(7,-1113705707,1048826612,1036299814,-1148292210)+W(8,1030141823,1024272361,-1146402448,1034486619)+W(9,1028311666,-1116603171,-1136262168,1041927295)+W(10,1033716813,-1120600656,1022508086,-1120802495)+W(11,1019304377,1020743116,-1178578023,-1137351220);sum2=W(0,-1105084280,1026252154,1038214390,1032570045)+W(1,-1106537061,-1094267982,1040403525,1038138439)+W(2,-1115643975,-1113353460,-1111441511,1040196930)+W(3,-1115802712,1045634969,1041615042,1030892929)+W(4,1013797397,-1092505394,1049712324,-1105258373)+W(5,1076181184,1059180753,1060934721,-1089116471)+W(6,1025617857,-1116351798,-1094660144,-1077048432)+W(7,1030853641,1036834683,-1112051433,-1099622062)+W(8,-1106628914,1042796766,-1123221706,-1104412018)+W(9,-1100140938,1031304969,997194667,-1095609080)+W(10,1035183993,-1113508292,1025898916,-1105239307)+W(11,-1126459673,-1114596985,1036578837,-1108612586);WS(1046079918,-1101410372); +sum1=W(0,1028420729,1041896248,-1128322399,-1119247786)+W(1,992275696,1048641796,-1105916230,-1112243383)+W(2,-1106451742,1031954663,-1106854731,-1122025413)+W(3,-1132155589,-1111364501,1008473970,1031954516)+W(4,1041276767,1029165630,1040172212,1042510685)+W(5,1049660162,-1086983984,-1093769957,1052547749)+W(6,1042746961,-1101840568,-1090223605,1058242473)+W(7,1038481040,1034663574,-1131429676,1045913078)+W(8,1023180436,1035447066,-1115138862,-1102544268)+W(9,1051181214,-1126725978,-1116787216,-1094151845)+W(10,1035662026,-1106918309,1020616971,1034028133)+W(11,-1123376855,-1113758304,1031591591,-1136064862);sum2=W(0,-1145824639,-1114337335,-1109775790,-1141998719)+W(1,1020781312,-1094152732,1035421278,1031031156)+W(2,1035727822,-1109500163,1019796096,1022361784)+W(3,1018984000,-1133379360,-1126048860,-1106658345)+W(4,1032184652,-1105393491,-1123003936,1044487768)+W(5,1023745864,1060925239,1043275908,-1118695686)+W(6,1044822196,-1129786704,1035441608,1018742928)+W(7,1040264262,-1114483694,-1154747838,1018234504)+W(8,-1105870753,1028260552,-1116651188,-1128896096)+W(9,-1116720242,-1118185274,-1117301622,-1123077850)+W(10,-1106753069,1028382728,-1111756371,1005384511)+W(11,-1115363912,1013789936,-1112885074,-1109895735);WS(1065850966,1065849900); +sum1=W(0,1016251913,1037817733,1023026535,-1148044715)+W(1,-1122606683,1030608138,1025496281,-1121600570)+W(2,-1123929445,1038603949,1035148220,-1119487441)+W(3,-1113618935,1029056085,1040789578,1022387720)+W(4,-1090259708,1044690723,1051437895,-1096615656)+W(5,-1089114938,1067874188,1060547800,-1086496425)+W(6,-1089721837,1051923078,1061971613,-1087399018)+W(7,-1090055623,1050691807,1020371139,-1091666965)+W(8,1031445334,-1134993406,1009078433,1037565454)+W(9,-1103278290,961099943,-1122338716,-1123828273)+W(10,1017932657,-1152593000,-1115158089,-1103477215)+W(11,1041207209,1032486406,1017681054,1017045638);sum2=W(0,-1100085534,1055497340,1029203106,1035054009)+W(1,-1106312974,-1091493710,-1099101530,1050236106)+W(2,-1111006317,-1100130836,1035688516,1040394388)+W(3,-1120327060,1037370697,1051271785,-1122528690)+W(4,-1094806083,1022251406,-1096883389,-1095822387)+W(5,1065636371,1066985993,-1105263591,-1112580467)+W(6,1038056034,-1113669663,1050729384,1057422694)+W(7,-1101753600,-1098907474,-1109365057,-1090043318)+W(8,1025821768,-1141198631,1003858895,-1106861506)+W(9,-1090221894,1007864647,1038164225,-1099047212)+W(10,-1095697855,1034223408,-1131632326,1040303734)+W(11,1042447412,-1111449439,1022279531,-1132012078);WS(-1097113303,-1098536273); +sum1=W(0,1001100740,-1129782332,1026190055,-1128711506)+W(1,-1123204686,1010531062,1036959597,-1116245678)+W(2,973480529,1032146359,1040533155,-1122390725)+W(3,-1112078369,-1115082484,1016950072,-1135175840)+W(4,-1090119792,1054274400,1051085133,-1089449919)+W(5,-1088111001,1068549146,1059231684,-1089233276)+W(6,-1100399617,1051645044,1060528017,-1083999320)+W(7,-1098983064,1056811397,1021720363,-1096337083)+W(8,1006971045,-1151099700,1017357112,1039600836)+W(9,-1106500579,1027830380,1008174399,1035061810)+W(10,-1118570949,-1138008953,-1118330949,-1110173729)+W(11,-1163217111,-1114515356,-1113983621,-1105366950);sum2=W(0,-1106788080,1045040387,1057867675,-1126544110)+W(1,1031886252,1008770068,-1116688865,-1123763395)+W(2,-1106896864,-1104133845,-1111977015,1019879781)+W(3,-1103198659,-1095297610,-1123575137,1025236903)+W(4,-1103936041,-1095964817,-1101472514,-1084782762)+W(5,1065118928,1070094219,1033632512,-1096694543)+W(6,-1094413904,-1091348732,-1093909441,-1120781351)+W(7,1063595180,-1101379604,-1087869152,1055216743)+W(8,1060484868,-1116398073,1047938716,1046930113)+W(9,1055777327,-1112910333,1033301960,-1098897900)+W(10,-1098592917,1028498658,-1132175940,-1105350592)+W(11,-1090856164,-1148399072,-1111429301,1032159773);WS(-1088872108,1052196610); +sum1=W(0,1026268067,-1111544357,-1114837443,-1115772244)+W(1,-1119255225,-1110507588,-1104977249,1022683057)+W(2,1018606696,-1106979958,-1124752108,-1126845407)+W(3,-1119390253,1032957370,-1118779367,-1122729971)+W(4,-1129315660,1051137549,999143576,1040729928)+W(5,-1115663356,-1123488747,1050616762,1050293045)+W(6,1038400791,-1115698508,-1107532492,1055556797)+W(7,1010467373,1013947482,-1106851872,1043464385)+W(8,-1115388138,-1138847608,-1109636323,1035543595)+W(9,-1102766242,-1113579532,-1148093909,-1110255664)+W(10,-1111362474,-1123058305,1031428336,-1115121626)+W(11,-1127308771,-1117161611,1024891874,-1114761165);sum2=W(0,1005045849,-1108696907,-1136485425,1021571414)+W(1,-1131955840,-1109877489,1015124882,1032761087)+W(2,-1113636159,-1105061066,1050593712,1002892889)+W(3,-1116947723,1035889263,1027289415,1017257782)+W(4,1026572719,1068805535,1044650880,1033792089)+W(5,-1072841573,-1073632622,1072674603,-1097148617)+W(6,1040799594,-1114163718,1040667946,1051731235)+W(7,1033387155,-1113785952,1033059623,1025178361)+W(8,1042295210,1015874538,-1111133361,-1111938281)+W(9,-1114078156,1025743417,-1115667125,1053858128)+W(10,-1105514756,-1150165522,1029743517,986622244)+W(11,1024784261,-1131685126,1028606721,-1131411966);WS(1059574956,-1147706177); +sum1=W(0,1032992154,-1114850125,-1107330821,-1126851274)+W(1,1021792788,1025219833,-1111585801,990365335)+W(2,1023708133,1041111834,1042448198,1014654722)+W(3,1024270494,1025900485,1028566264,1021433863)+W(4,1036915515,-1103811902,-1101979721,1039522745)+W(5,1057257569,-1102147871,-1091594576,1058476188)+W(6,-1087441640,1046832311,1049911159,-1130368142)+W(7,-1101532519,1034347764,1042912388,-1103664757)+W(8,1037543219,-1122830319,-1113513772,1039509326)+W(9,1015035920,999411009,-1115799180,1044635632)+W(10,-1103709614,1030688938,1008106627,-1098033363)+W(11,-1106561201,1033251158,998865060,-1112635561);sum2=W(0,-1138525905,-1127093272,-1100054904,1030668111)+W(1,1046358820,-1094333916,-1104427366,-1118095530)+W(2,1036395993,-1114547879,-1098434999,1026007575)+W(3,-1102154889,1043811931,-1098255510,1044323398)+W(4,-1118630721,1023505668,1038847176,-1106823977)+W(5,1066330506,1059364463,1055088734,-1104404781)+W(6,-1089680445,-1102029714,-1109156363,1032956568)+W(7,-1104253130,1042217401,1019564502,-1118009606)+W(8,-1100949461,-1137789612,-1139922314,1045749759)+W(9,-1115593085,-1118124817,1025350194,-1106737563)+W(10,1014767972,-1111415597,1044080198,-1105827255)+W(11,1033201092,-1116871429,1034872747,-1114455410);WS(1056332375,1037816258); +sum1=W(0,-1121854558,-1112652978,-1103168373,-1121656782)+W(1,1027294260,1032971073,1032694229,988019291)+W(2,-1146196851,1029047507,1036051832,-1141230927)+W(3,-1119789479,-1116156558,-1138159876,-1124586778)+W(4,-1116096096,1045017865,1044637987,-1119737691)+W(5,-1088930875,1058468850,1051843657,-1099471067)+W(6,-1094038173,1054278049,1059943427,-1088040995)+W(7,-1100717841,1052440082,1040438911,-1105369135)+W(8,-1108613751,1015231409,-1147698697,1028439953)+W(9,-1105155884,1025720722,-1126623722,-1124711667)+W(10,1023373473,1025459107,-1125643860,-1110648631)+W(11,-1121068380,1033302707,-1140770656,-1109090662);sum2=W(0,1056969468,-1090106390,-1101035659,1037403217)+W(1,1065979451,-1077736273,-1080354518,1057593955)+W(2,1048107842,-1110113632,-1095104394,1052219437)+W(3,1034400525,1036232380,1035332836,1012201018)+W(4,1038083410,-1119459300,-1116665707,1032316963)+W(5,1057826659,-1093367622,1028006921,1060881997)+W(6,-1093495590,-1098889696,1050471411,1040943565)+W(7,-1105354500,-1172133380,1037291810,1023246776)+W(8,1009385423,-1128266716,1025618366,-1159849898)+W(9,-1108823981,1040978108,-1107076145,1038355181)+W(10,1041580846,1031803963,-1107763897,1028403474)+W(11,1023204972,-1124125618,1028340263,-1108503511);WS(1057728492,-1114894260); +sum1=W(0,-1129994721,1032124939,-1137973853,-1113553553)+W(1,1032700067,1042214629,1038491142,-1116323110)+W(2,-1174372438,-1103814977,-1102850457,1022553594)+W(3,-1204938694,-1117610625,-1108835354,1025649872)+W(4,1023297510,1039175515,1027451936,1030725486)+W(5,1063322480,1002639809,-1096381204,1042012404)+W(6,1038337085,-1099447670,-1095884801,1049455560)+W(7,1041170774,-1110131186,-1107257155,1036180712)+W(8,-1104644784,1015759447,-1122023828,1024408310)+W(9,-1097199096,1025211173,-1129065232,-1098358292)+W(10,1041557913,-1120935138,-1119912573,1038368473)+W(11,-1139346043,-1131327617,1022194670,-1143485305);sum2=W(0,-1125894137,1023794749,-1136277690,-1132724746)+W(1,-1123753553,-1135255538,1034921985,1008401986)+W(2,-1129573217,-1103833757,-1095862669,1028568703)+W(3,-1129237393,-1117578737,989975657,-1115138968)+W(4,1019650853,-1102896527,-1142062564,-1115335750)+W(5,1065003137,1052274635,-1095970428,-1111489002)+W(6,-1104966989,1039075981,1050282098,1042205114)+W(7,-1137003202,1029353869,-1124502561,1028245440)+W(8,1036465851,-1117376889,1021138001,-1111737990)+W(9,-1130345777,-1114642052,1036367329,-1093339450)+W(10,-1123958953,-1121876761,983274770,961646223)+W(11,981021860,-1129104973,-1131382405,975314596);WS(1064957100,-1084259623); +sum1=W(0,1002237105,1022388856,1048172674,-1147443767)+W(1,1025036588,-1105536623,-1111985505,1042679235)+W(2,1039876787,-1118973740,-1111204540,1039980881)+W(3,1046679440,1036937851,-1115201293,-1122119878)+W(4,1049301459,-1096483251,-1087174820,1050085746)+W(5,1059891343,-1085360136,-1084863818,1061123934)+W(6,1059164422,-1085023864,-1087496217,1063082922)+W(7,1052477312,-1093770425,-1099749261,1050147791)+W(8,-1130736462,1032395752,1041967934,-1110620477)+W(9,-1096717087,1027822410,1029284270,1036594273)+W(10,-1098175193,1033526682,1038157169,1049051417)+W(11,-1094492881,1040430103,1035926782,1038851310);sum2=W(0,-1110691764,-1088609636,-1079200674,1043574668)+W(1,-1104224219,1072315297,-1104512784,-1103083598)+W(2,1045365848,1074062948,1071717488,-1111324648)+W(3,1040472402,1075518858,1072927288,-1123650350)+W(4,1057860954,1049301959,1052128984,1070660923)+W(5,-1092267131,-1082025998,-1106877192,-1107138551)+W(6,-1072626825,1060924493,-1098154139,-1073631870)+W(7,-1068851440,-1085268633,1055782129,-1076777698)+W(8,-1119415890,-1111966430,-1114631788,-1102512316)+W(9,1048136354,-1120067756,1025811761,-1099577256)+W(10,1049098296,1046934152,-1097839567,-1101281480)+W(11,1045375219,-1113956244,-1142912019,1053482338);WS(-1075237718,1059347685); +sum1=W(0,1033512399,-1159856274,1049968737,1021242911)+W(1,1022930282,-1122614884,1035044013,1029870036)+W(2,1018371807,-1134430929,-1113136009,1032776022)+W(3,1033340372,1040742208,-1114025505,1019954077)+W(4,1052611492,-1096977477,-1100043508,-1123217820)+W(5,1061884279,-1081627821,-1086974821,1055398719)+W(6,1058365139,-1083853344,-1085989237,1059035017)+W(7,1057072208,-1082038839,-1094951367,1054270736)+W(8,1035058824,-1164938034,1039650209,-1123750750)+W(9,1035852049,-1146263191,1031585078,-1111424357)+W(10,1040835864,-1113397210,1040828171,1046594056)+W(11,1043435581,-1112152131,1041271429,1036293471);sum2=W(0,1045686709,-1092895857,-1082007392,-1109418256)+W(1,1041368995,-1087580936,-1097230803,1025535098)+W(2,1045341483,1030380818,-1090709237,1025255906)+W(3,1050563248,-1122444474,-1098811123,-1131647237)+W(4,1045059925,-1090791673,-1087167323,1074622373)+W(5,1072979117,1066822104,1061750517,1022527077)+W(6,-1082271661,-1098772696,-1104688853,1059630355)+W(7,-1080249300,1035536875,-1097425000,-1098333373)+W(8,1052961109,-1111299754,1054843717,-1079889153)+W(9,-1121141584,1039933817,-1097908774,-1094791227)+W(10,1048788253,1032974905,-1109459004,-1114952578)+W(11,1062091865,-1101634861,1041274025,-1109808864);WS(-1073405707,1071333561); +sum1=W(0,-1114759602,1043648434,-1107154225,1032445482)+W(1,-1116673978,1050217769,1025826187,1009365348)+W(2,-1138343378,1041826370,1045274198,-1140494528)+W(3,-1128324122,1036590066,1037855412,-1164102249)+W(4,-1097373989,1049497533,1053035442,-1086616986)+W(5,-1084271170,1057270871,1058380737,-1088696011)+W(6,-1088202787,1054213138,1060414079,-1086550017)+W(7,-1090407429,1044502774,1049814032,-1096484208)+W(8,-1113096234,-1140703610,1005358651,1037191452)+W(9,1027100008,1008260703,-1147371482,1042579156)+W(10,1033632004,-1146407565,-1128134433,-1122447285)+W(11,1049279047,1030979244,-1132301012,-1117413058);sum2=W(0,-1130309268,1042344095,1044778147,-1104849756)+W(1,1006608216,1016899230,-1115874267,1032168017)+W(2,-1116205504,1017541078,1015318926,1025939811)+W(3,1015836550,-1134707560,1025032291,-1134020588)+W(4,1065552014,1050304642,1051692028,1087011564)+W(5,-1064792716,-1080996320,-1095624232,-1071484991)+W(6,-1111002668,1015541566,1038353709,-1108487910)+W(7,-1105554232,1035428553,-1115175630,1026184365)+W(8,1012814276,-1122813731,1024288807,-1115275477)+W(9,1012706900,-1113948677,1018071134,1034711867)+W(10,1017981722,-1121567210,1039145567,1031018877)+W(11,1030487759,957459976,-1161414849,1016059306);WS(-1093094231,1019545057); +sum1=W(0,-1111661690,1043371102,1024662611,-1147370279)+W(1,-1130128916,-1121967929,-1098598749,1036370005)+W(2,-1114353490,1030255498,1034324947,-1138886402)+W(3,-1123566046,983686292,1020719663,-1139052495)+W(4,1007712219,-1103400446,-1100871081,1045730364)+W(5,1048771569,-1094208743,-1086049630,1063151515)+W(6,1043747359,-1103168823,1057052051,-1102866212)+W(7,1044423271,-1105757546,-1114366281,1042970997)+W(8,-1125293706,1035921815,-1115285964,-1113292876)+W(9,1042591246,1031896756,-1106696483,1038700136)+W(10,1040829042,-1117982022,-1117085921,-1109292474)+W(11,-1119014482,-1116127556,986496271,-1113681601);sum2=W(0,-1112488549,1043174240,-1113949677,1017737448)+W(1,-1119128646,-1123930650,-1095542187,1041909593)+W(2,-1138532089,1043431269,1011641777,995222883)+W(3,1002378369,1011720393,-1133447353,-1122958336)+W(4,-1099690943,1036040708,-1106456753,-1109074925)+W(5,1063813292,1064786485,990810979,1055357640)+W(6,-1111808055,-1099317256,-1080550900,1029075282)+W(7,-1111615901,-1122017034,-1111251400,-1121958092)+W(8,-1136025401,-1127095326,1002006465,1033894674)+W(9,-1095508468,1041202855,-1106928479,1036060652)+W(10,1042059844,1013308785,1028541984,-1096849813)+W(11,1041840135,1011740497,-1130037494,1031456264);WS(1065464534,1066200435); +sum1=W(0,1037468205,-1098649416,-1114034816,-1120929867)+W(1,-1118049328,1030873567,1044270480,-1104046500)+W(2,-1102710553,1029661039,1027018036,1026495526)+W(3,-1104379061,1014898857,992085460,1047356358)+W(4,-1095417420,1053719708,1053507241,-1093428139)+W(5,-1078956988,1062996894,1059517274,-1095455089)+W(6,-1090364038,1051059848,1062358792,-1097112752)+W(7,-1089997432,1058137077,1053033759,-1098761015)+W(8,-1117479019,-1104296205,1039737375,1039630850)+W(9,1037682987,1027940302,1034668025,-1116571174)+W(10,-1134398359,1047874257,-1105628906,-1100052716)+W(11,-1119205176,1036556777,-1105711476,-1124964177);sum2=W(0,-1096757231,-1072214843,-1079960756,1052570920)+W(1,1048916325,-1071149720,-1067716640,1032706704)+W(2,1027784571,1026889523,-1113086642,1032567852)+W(3,1032789056,-1113248449,-1102782368,-1123035498)+W(4,1077140634,1045135233,1024102895,1059860803)+W(5,1074719494,1048879105,1007395147,1078085184)+W(6,1023965646,-1125605772,-1105291454,-1126012658)+W(7,-1131155204,-1120868355,1036400237,1033915049)+W(8,-1135125103,1026412089,1028585912,-1109439044)+W(9,-1119420973,1031274943,999691338,1039504993)+W(10,-1107726802,1031655696,-1115876939,1042487387)+W(11,-1123377002,1033633154,-1118021143,1040624471);WS(-1088460652,-1077196042); +sum1=W(0,1012745873,-1104692362,-1126618358,-1106714405)+W(1,1014233321,-1113350277,-1128320455,-1106817926)+W(2,-1112340330,-1111992333,-1104636978,-1139695810)+W(3,1014140598,-1103199781,-1112151140,-1112616426)+W(4,-1105672234,1049398341,1061836401,-1100538888)+W(5,1032760733,1062672955,1063373516,-1096420642)+W(6,-1098221750,1049303442,1040237156,980853696)+W(7,-1124202648,1047738902,-1115352833,1032069058)+W(8,-1107347643,-1107815087,1017778831,-1105561066)+W(9,-1104500106,-1130991024,1021813111,-1095103574)+W(10,-1098848505,-1124042178,1015562593,-1136108756)+W(11,-1108236605,1024298444,-1117430379,1028357771);sum2=W(0,-1103739979,1042549384,-1095373315,1042942941)+W(1,1031504716,1032277385,-1100136800,1021675082)+W(2,1021140017,-1097536524,1051314558,-1103784377)+W(3,-1113021145,1006926454,1033748340,1032312275)+W(4,-1104635751,1049880149,1041600542,1047404354)+W(5,1056265483,-1095000083,1042313351,-1156628070)+W(6,1056610233,-1087499329,1058671506,-1086627236)+W(7,1032415346,-1106742186,1053303874,-1097748456)+W(8,-1113660916,1033409028,-1116792463,1029337611)+W(9,1052284225,1042607543,-1100575516,-1103511888)+W(10,1053296214,-1123811627,-1102539848,-1098025422)+W(11,1040224097,-1116904421,1034071897,-1097031052);WS(-1090190636,1052333694); +sum1=W(0,1017370722,1025512151,1046164882,-1118008162)+W(1,1032465571,-1140639831,1039176172,1028313190)+W(2,1022145795,-1123803590,-1114523818,1021024634)+W(3,1023704762,-1150325779,-1114987978,974396430)+W(4,-1107299674,-1113611419,1050774996,-1087764995)+W(5,1054861041,-1104478910,1042980645,-1107276920)+W(6,1052546887,-1088290914,-1116066086,1048774281)+W(7,1052242867,-1082760046,-1101829203,1033108808)+W(8,-1133738119,-1143374172,992812356,-1132114980)+W(9,1039228938,991966796,1031741320,1016759930)+W(10,1046828701,-1135053738,-1131726971,1029146129)+W(11,1050382392,-1117633184,-1135839572,1025239231);sum2=W(0,1000278501,-1112124316,-1126311221,-1112927492)+W(1,1038568093,-1095439368,-1096516945,-1115114722)+W(2,1036864823,-1173738153,1035770391,-1107752992)+W(3,999311589,-1118042174,-1127749525,-1111435217)+W(4,1030656727,-1136644755,-1089259297,-1124129707)+W(5,1069168233,1066488720,-1089907054,1062718459)+W(6,-1097729376,-1119016562,1057602472,-1092856910)+W(7,-1106807928,-1101412503,1028769031,-1108466839)+W(8,-1119195008,-1143597573,-1127721129,-1121960162)+W(9,-1108783853,1016497897,1010259715,-1113085858)+W(10,-1105922885,1034450025,-1142073349,-1101947316)+W(11,-1119408565,-1121786357,-1113345821,-1119106133);WS(1050584535,1068150000); +sum1=W(0,1010165469,-1115625742,1034938395,-1115260532)+W(1,1003680362,1046586119,1043729220,-1112895478)+W(2,-1113655284,1036369142,-1096382429,1038151522)+W(3,-1116596385,1020311663,-1110737789,-1132334157)+W(4,1047833470,-1104527215,-1117589351,1038987194)+W(5,1053057826,-1092950416,1041775364,-1102791097)+W(6,1031810112,-1099697720,-1085160955,1060286702)+W(7,1045919272,-1112800213,-1112334730,1033665067)+W(8,-1116485512,1026352434,1013034091,-1115913835)+W(9,1032942189,-1126776150,-1123123343,1035117570)+W(10,-1109351189,992197073,-1118268740,1051158381)+W(11,-1113211075,-1128843070,1007592182,1035094123);sum2=W(0,999052617,1037992777,-1130117632,1027450901)+W(1,-1098069390,1058826704,1035832253,998486633)+W(2,-1144500281,1051052067,-1075559944,1050271656)+W(3,-1111215245,1041076323,-1104035684,1034115809)+W(4,1031860941,-1148181737,1023748039,-1112751331)+W(5,1066377631,1031601953,-1107268336,-1100828230)+W(6,-1089703828,1006070601,-1105105514,1059983898)+W(7,-1116488683,-1123703892,1031181077,1037142243)+W(8,1031574877,-1123191999,1020055214,-1129067048)+W(9,-1110435251,992240434,-1176849298,-1108371420)+W(10,-1135053221,-1122685646,1022099846,-1111123861)+W(11,994427506,1025316569,-1154287506,1013422629);WS(1065940278,1034622363); +sum1=W(0,1018945629,-1105035701,1042781009,-1130882111)+W(1,-1109081570,-1089961211,1037583679,1038546130)+W(2,1027338207,1025705412,-1106689964,-1116833467)+W(3,1023675896,1000818681,-1110899849,-1118439678)+W(4,1039562393,-1093168999,-1106282856,1048563851)+W(5,1065150616,-1081267407,-1106056839,1050832116)+W(6,1053064399,-1098826451,-1093571617,1063013875)+W(7,1052844651,-1103816344,-1098971955,1043578884)+W(8,-1128564863,-1146137419,-1132163876,991352096)+W(9,-1125259845,-1103163033,1034240611,1040441019)+W(10,1032573560,-1132178841,1014989293,1037655800)+W(11,-1174556270,-1124029942,-1140385876,-1126802554);sum2=W(0,-1100582068,1047796551,1025081894,1042045232)+W(1,-1098661297,-1083821047,-1135649915,1051353130)+W(2,1041505758,-1102707738,-1113123121,1033093932)+W(3,1036803556,-1119704488,1042774566,-1111611431)+W(4,-1130142714,1051286467,-1098032480,-1120251562)+W(5,1066411068,1066192686,-1088973774,-1091982339)+W(6,-1116829613,-1124748705,-1096817778,-1108263063)+W(7,-1105374597,1039210409,-1115318079,1029093314)+W(8,-1114446743,1028094206,-1131598407,-1122897683)+W(9,-1098476628,1035402858,-1114986235,1048662352)+W(10,-1105512115,1040252082,-1113670703,1043244089)+W(11,-1115075522,-1136180467,-1113507172,1039955893);WS(1056991468,-1087030746); +sum1=W(0,1040392564,-1123900599,-1104816506,-1123211458)+W(1,1032323379,1050060447,-1097679367,-1107179074)+W(2,-1113154609,-1118981766,-1113372906,-1112698351)+W(3,-1117349658,-1117759553,1036804874,1035059984)+W(4,1035944426,1031104918,1049039296,-1105628499)+W(5,1043269081,1044634502,1058030045,-1092912076)+W(6,-1111852653,1043769326,1032247835,-1098944114)+W(7,-1099907470,1048904265,1035537687,1030188977)+W(8,1038992913,1019968535,-1119944116,-1110865210)+W(9,1052766173,1024115141,-1113705364,-1092536332)+W(10,-1111088882,-1113641643,1016666555,-1101773536)+W(11,-1120093295,-1119368937,1034739876,1017337855);sum2=W(0,1055370704,-1091918952,-1100024892,1038207100)+W(1,-1102268135,-1125190319,-1082116017,1017023961)+W(2,1023693826,-1118701724,1048656820,-1122475964)+W(3,-1120372849,1017593165,1009208157,1033230771)+W(4,-1108168198,1051323790,-1116235844,1019998746)+W(5,1060923636,-1094794141,-1096201210,1065911065)+W(6,1025593786,-1112111831,1023749917,-1095962080)+W(7,-1123799386,-1116942925,1028403793,1022143062)+W(8,1017416940,-1131674494,-1132429552,1028590129)+W(9,1048662690,-1115273448,-1107738152,1032160655)+W(10,-1121410776,1032669658,-1120617509,1005611185)+W(11,1018425448,990755743,1007544955,-1131420642);WS(1065408790,1036624080); +sum1=W(0,-1118902603,1036811736,-1095782030,1031689276)+W(1,-1130349122,-1116251760,-1106389326,-1130392064)+W(2,-1120117724,-1116551776,1016267643,-1124855342)+W(3,-1114562026,-1110739566,1029730958,1032115325)+W(4,-1099523235,1048657234,1044865119,1040908418)+W(5,-1088986706,1059819669,1056569877,-1100633526)+W(6,-1093812931,1059687187,1057017186,-1097124896)+W(7,-1093706094,1058243684,1046000250,-1102530619)+W(8,-1114118270,-1132122507,-1124793181,1010781241)+W(9,-1109527143,1021657598,1010247305,-1105362262)+W(10,-1105256235,1019294354,-1147394236,-1101014271)+W(11,-1118348593,1010280523,-1131137795,1028862634);sum2=W(0,-1131603511,-1115409151,1028827850,1008018405)+W(1,-1126539767,-1105522597,1044469435,988821927)+W(2,-1154431236,1029512486,1031515550,1029044494)+W(3,-1134541747,1017115388,-1118759177,-1144594818)+W(4,-1128423353,976919119,1022982076,1048442625)+W(5,-1080807551,-1069309764,-1106419532,-1144038842)+W(6,1047735839,1057375362,-1077869698,-1100063920)+W(7,1040817807,1074183528,1074645104,1049631559)+W(8,-1110305290,-1142661114,1023643398,1015261982)+W(9,-1128896061,-1156968388,1024565032,1025710382)+W(10,1047372093,1040986767,-1108906576,1034212953)+W(11,1028992794,1013497529,-1109343217,-1121013958);WS(-1134496480,-1135409208); +sum1=W(0,-1131032216,1023949458,-1118561391,1012816882)+W(1,1017081284,-1098855254,1025102291,1015795842)+W(2,-1114842158,1018180354,-1109465919,1032335660)+W(3,1020892138,-1121622748,1039697400,-1121133019)+W(4,-1135187513,-1111514505,1042727039,-1172095542)+W(5,1062211658,-1088869665,1044113108,-1122643706)+W(6,1055550179,-1097017583,-1090758606,1053298610)+W(7,1042088653,-1131309822,1024023145,-1104417019)+W(8,940438235,-1118209095,1038725048,-1101252924)+W(9,1037442288,-1110868352,1039141810,-1099247502)+W(10,1038283500,-1123999226,-1124785329,1036453998)+W(11,-1111728213,985363057,984058180,-1127849669);sum2=W(0,-1120185020,1023474305,-1123756397,1027844464)+W(1,-1142892826,1045181163,-1120807818,1033301171)+W(2,-1112219415,-1148494098,1050514681,-1130897478)+W(3,-1123809910,-1112292483,-1124897908,1008317678)+W(4,1009596088,1048386893,-1123223808,-1109401613)+W(5,-1069578385,-1079085438,-1117881742,-1105464515)+W(6,1033916695,-1155326684,1057107198,1080182479)+W(7,1038900121,-1138311341,1015620530,-1111316356)+W(8,-1119575836,-1197272208,-1128717516,1035039619)+W(9,1032607110,1013531724,-1129559846,1029989604)+W(10,-1143648562,-1126181730,1001587842,-1113328530)+W(11,-1144599918,-1129634008,1011089790,1010222764);WS(1063953772,1006246735); +sum1=W(0,-1103221880,-1113408580,1023929568,-1129265445)+W(1,-1113052252,-1124775629,-1152025615,-1129858606)+W(2,1035503657,-1112901548,-1116248388,970168057)+W(3,1026538155,1012918985,-1114551939,-1114702297)+W(4,1053092565,-1092563365,-1094701786,1050480356)+W(5,1058637767,-1081976315,-1099755687,1054804888)+W(6,1052655373,-1106127939,-1085039957,1061520345)+W(7,1053852345,-1094975651,-1104465584,1043614208)+W(8,-1114954585,1012249970,1034664643,1037312131)+W(9,1043978961,1034276907,1007014628,1041973195)+W(10,1037644971,1031841028,-1121545966,-1109284733)+W(11,-1153236991,1015394179,-1122618723,1036504960);sum2=W(0,-1096454441,1047215192,-1098605940,-1108119214)+W(1,-1119694402,-1128298432,-1103381544,-1110533412)+W(2,-1110958880,-1114162078,-1115663656,-1127729168)+W(3,-1130979192,-1102917557,1023974294,1023031785)+W(4,-1114546522,1051355228,1036002502,1035846227)+W(5,1054173861,1055154953,-1102267339,1042040175)+W(6,1035812038,-1097546689,1052945690,-1103681801)+W(7,1043843622,1033695483,1033369183,1020649501)+W(8,1034086715,1019597651,-1115932080,-1110269476)+W(9,1033662351,-1108620470,-1130886478,-1102892813)+W(10,-1135158408,-1106956606,1033484697,1018137856)+W(11,-1106336801,1026224246,1029836288,998437331);WS(1049960663,-1098656338); +sum1=W(0,1010743226,1038429850,-1097905355,-1129270334)+W(1,1036165346,-1111354490,1026505899,-1116543140)+W(2,1026933359,1034045586,1012909508,1026370235)+W(3,-1164389112,1033987231,-1139624135,1009750007)+W(4,-1094238830,1050579558,1053746044,-1106458043)+W(5,-1093117384,1065413702,1060156652,-1084542826)+W(6,-1093158415,-1140159326,-1110641506,-1096055524)+W(7,-1098353419,1046556600,-1153271990,-1113672231)+W(8,1008020477,1036488405,-1120671826,-1153859324)+W(9,-1122984978,1035776465,1033306211,-1101873487)+W(10,1048347588,-1115507932,1015184758,-1132001470)+W(11,-1124973593,1037016731,1024719161,1027525597);sum2=W(0,1038605814,-1092409649,-1107138382,1007202997)+W(1,-1097778206,1033842165,-1086536233,-1111184485)+W(2,-1126800416,-1107791267,1050500010,-1107862779)+W(3,-1117103670,1024236113,1035028069,-1122928880)+W(4,-1111080585,1031799434,-1105521455,-1101985157)+W(5,1062592323,1054124413,-1102287591,1058778058)+W(6,1050870644,1039372702,-1121603522,-1115904936)+W(7,-1137706913,1012044041,1030823202,-1115500703)+W(8,-1127152184,-1138707909,-1135144653,998286218)+W(9,-1107786643,-1134709509,1018462794,1043783051)+W(10,-1103666737,1035379787,1016336685,-1104929125)+W(11,1042413442,-1119073178,-1120475406,-1123649878);WS(1045571246,-1101396513); +sum1=W(0,-1135540454,1031079263,-1105879340,1027156266)+W(1,-1123826896,1048275928,1036462891,-1123739311)+W(2,-1138173481,1033674439,1040289247,-1110505155)+W(3,-1138775820,-1109766005,1035302207,1019384210)+W(4,-1094890856,1052732944,1052608133,-1095381975)+W(5,-1081913239,1057453824,1059410250,-1086841044)+W(6,-1095054872,1059217778,1053535332,-1087831711)+W(7,-1096527684,1057086003,1056369955,-1100616678)+W(8,-1110160581,-1124519785,-1116386461,1036979366)+W(9,986236332,1015417435,-1113888968,1033495803)+W(10,-1117509614,1025380519,-1106215130,-1121128186)+W(11,1031959012,1009437253,-1132265864,1002559041);sum2=W(0,-1116086512,1041684936,1025579445,1023702857)+W(1,1024261913,1049263730,991232624,1027064225)+W(2,1023117658,-1121855219,994389040,-1115739014)+W(3,1016675050,-1114246345,-1121905805,1011341860)+W(4,-1100190580,-1127701406,1030949885,-1107828603)+W(5,-1121382305,1081524863,1063977916,-1127488618)+W(6,1041567276,-1078514947,1074557390,1049530396)+W(7,-1125328530,-1072747255,-1067412604,-1097196557)+W(8,-1101693823,1031874044,-1138881396,1030056541)+W(9,1032271344,-1124133978,-1115029594,1026840857)+W(10,1024600809,-1113125346,1015337722,1041139218)+W(11,1045882874,1009384836,-1157524144,-1110332083);WS(-1091844311,1066789497); +sum1=W(0,-1118280816,-1104655157,-1121934839,-1126657090)+W(1,1034822275,1041291861,1036892560,1035276339)+W(2,1027512241,-1100932977,1016354085,-1122398524)+W(3,1036073133,-1137558275,-1113195754,-1105911320)+W(4,-1150447404,-1096277599,-1094816004,1053346558)+W(5,1054539137,-1085328499,-1095276499,1061301148)+W(6,1052329175,-1090319102,-1094948141,1061579109)+W(7,1052092547,-1096198988,-1109759879,1010492736)+W(8,1026981217,1030410603,-1196074864,-1134360567)+W(9,-1132053288,1032377106,-1117233544,1035239934)+W(10,-1138204721,1028691858,-1113536398,1041572288)+W(11,-1122862318,1004385343,1016723124,1026669711);sum2=W(0,976327856,-1107671502,1022730742,-1130924015)+W(1,1032746467,-1063244855,-1102494949,1006816288)+W(2,1030725620,-1118200508,-1117144683,-1109752024)+W(3,1013150272,1019358625,1023153636,-1118656485)+W(4,1030703882,-1100688592,1039023607,-1156842543)+W(5,1084548157,-1091568120,1039287442,1050591037)+W(6,1030607420,-1100624377,1042495948,1041535529)+W(7,1000111712,-1135441064,1033109796,-1117378226)+W(8,-1113451109,1015244616,1024455841,-1147026848)+W(9,1034384724,1032201434,-1121583866,1030233046)+W(10,1037336210,984232072,-1112832588,1024850879)+W(11,1025293966,-1124806470,1003511712,-1123040622);WS(1062375148,982896070); +sum1=W(0,-1141741512,1042371688,-1092346958,1041356906)+W(1,-1121772047,1037798623,-1107640316,-1123251246)+W(2,-1156317853,1026956462,1035668286,-1138991637)+W(3,1011726474,-1115727625,1016120313,-1161666833)+W(4,-1100631199,1048733184,1052252533,-1098857839)+W(5,-1081710855,1063732968,1057292943,-1093348349)+W(6,-1088318752,1059891330,1061645578,-1084667272)+W(7,-1084607638,1059995535,1051947731,-1093940123)+W(8,-1126563284,-1134397903,-1165233042,1050501706)+W(9,-1111246422,1032268279,1008063554,1043133649)+W(10,-1106214611,1037368483,988108978,-1112114769)+W(11,-1190508359,1040598420,-1138661789,-1109426316);sum2=W(0,-1111774062,1035582541,-1081699534,-1087149149)+W(1,1039123010,-1082404199,-1087576154,-1122195827)+W(2,1055099903,-1119441337,-1111170675,1035630599)+W(3,1060125526,-1098859385,-1097950160,1042757145)+W(4,1078981756,1067224402,1074122230,1075074133)+W(5,-1086433828,-1082120864,1066418532,1080077903)+W(6,-1080599553,-1083892454,-1078722695,-1073636555)+W(7,-1075310961,-1085615144,1038753292,-1080969229)+W(8,-1092574897,1045566397,-1097056662,972078363)+W(9,-1101495601,-1109136155,1049096521,-1094572008)+W(10,1051613332,1023040696,1034655424,-1124013413)+W(11,1056506110,-1129411423,1027077203,1020974546);WS(-1073733835,-1077508759); +sum1=W(0,999004239,-1120942224,1043185540,1004911573)+W(1,1032559088,-1114184455,-1136904037,1008908284)+W(2,1021646261,1032555200,-1112686066,-1123346838)+W(3,1036339578,1040940927,1005792618,-1114632613)+W(4,1054442442,-1094509130,-1084678800,1056421033)+W(5,1066321721,-1089134469,-1087084867,1059517190)+W(6,1052962698,-1089853747,-1088382556,1063474337)+W(7,992460573,-1093589176,-1092765869,1044159722)+W(8,1020812405,1022285001,1009545653,1025064353)+W(9,-1127746091,1007063543,-1118599969,-1149079216)+W(10,-1126936380,1015641511,-1149726053,1027145139)+W(11,-1126618160,981480241,1023282088,1027348136);sum2=W(0,-1123853806,-1136381199,1040812131,1016441223)+W(1,1016212045,-1100123577,-1121560396,1034027700)+W(2,1030169991,-1105283667,-1100550013,1025170155)+W(3,1020004331,-1102325825,1029487024,1024326153)+W(4,1020713637,-1123741604,-1083270432,-1091551076)+W(5,1069362941,1065772322,1057043619,-1092123318)+W(6,1020763615,-1091989226,1058297195,1050653373)+W(7,-1094990109,-1106605421,-1092470882,-1121149602)+W(8,-1108424657,-1110846033,1001473573,1054198423)+W(9,-1092584961,-1120589670,1008724259,-1115262538)+W(10,1029919048,-1104422780,1040111989,-1121642970)+W(11,1026718342,-1115881428,1027795061,1039520200);WS(-1083424620,-1083774644); +sum1=W(0,995558823,-1112668224,-1107578509,1025997707)+W(1,1015677409,1048694360,-1109754213,-1132669247)+W(2,-1146244698,1044345284,-1099923633,-1113673299)+W(3,-1119640804,1030760459,-1117921566,1028038186)+W(4,-1098861996,1045883512,1051882641,-1116799831)+W(5,-1079768279,1059777970,1060321715,-1099316274)+W(6,-1098475085,1036566882,1064776049,-1093459346)+W(7,-1105585281,1033934183,1042756750,-1113981277)+W(8,-1127946135,-1116793621,-1140244728,-1114213177)+W(9,1040276008,-1129876893,-1131243108,-1106758402)+W(10,1008462282,1020492609,-1167573435,-1108196294)+W(11,-1130472177,-1176961296,1015090721,-1117078569);sum2=W(0,1006239848,-1112851025,-1120118931,-1120400279)+W(1,-1138878316,1037781128,-1101370370,1033967902)+W(2,-1135736068,1002346920,-1100258045,1012842788)+W(3,-1120658117,995892591,-1112182778,1028356101)+W(4,1016448074,-1095953339,1044457775,-1114073896)+W(5,-1113781647,1069276419,1065044078,1047917593)+W(6,-1114666278,1035717470,-1075186216,1045546113)+W(7,-1115876966,1049663208,-1097061266,1002645288)+W(8,-1112980685,-1122147671,-1137956564,1036833596)+W(9,-1110041421,-1187381491,987310366,-1119396143)+W(10,-1120766465,1029533357,-1131003226,-1132903556)+W(11,-1123504973,-1150885167,1003776904,1015304410);WS(1055938007,-1113494123); +sum1=W(0,1005413771,-1117675639,1028210664,1002908945)+W(1,1016082831,-1118443670,1040926954,1025040167)+W(2,1024456642,1046508410,1040854289,-1114102015)+W(3,1006080470,1029150738,1019764906,-1121270129)+W(4,1035958810,-1095959351,-1135464580,-1133494457)+W(5,-1101702418,-1121242873,-1087581816,1041989700)+W(6,-1093641223,1052220147,1048632765,-1098047787)+W(7,-1102768646,1042463785,1025236686,-1111985289)+W(8,1040264713,1035203030,-1131269290,1008466835)+W(9,1034336763,-1117662885,-1116685065,1048292991)+W(10,-1183964258,-1144182458,-1132796663,1043249233)+W(11,-1131127167,1031884341,-1137681823,1036425152);sum2=W(0,1034952858,-1114547380,-1103329032,-1148833389)+W(1,1044582101,1046239383,-1099667252,-1131645803)+W(2,1041029558,1023994452,1038848953,-1100126968)+W(3,1038559400,-1104909140,1040593566,-1101188496)+W(4,1019372679,-1111710878,1036545465,1039527980)+W(5,-1095619156,1074171367,1040867364,1017530647)+W(6,-1122648352,-1089175055,-1072583834,1053527025)+W(7,1034383711,1048723535,-1110512168,1048348234)+W(8,1042452640,1025974311,-1111163586,-1140514638)+W(9,1046568773,1030125627,-1102843950,1048394746)+W(10,-1095650184,1033990232,1045672947,-1104419698)+W(11,-1105559093,-1123744674,1039972451,-1113024814);WS(1054254551,1014537956); +sum1=W(0,1018675757,-1130008697,1035774671,-1121039367)+W(1,1028321069,-1107714718,1030747950,1022410264)+W(2,1035879540,-1100889147,-1097508911,1032078897)+W(3,1035017184,-1112194220,-1111836109,998902321)+W(4,1008273253,-1122251932,-1132150029,-1112598570)+W(5,1061840455,-1100441032,1041075666,-1093495169)+W(6,1058139578,-1090418276,-1084814013,1062686448)+W(7,1050365160,-1104639554,-1098262366,1050284599)+W(8,-1109769252,1003469451,1040615567,-1109088445)+W(9,-1105690119,-1126038165,1040565356,-1103842329)+W(10,1045096257,-1105705223,-1115375938,1049125597)+W(11,-1137878196,-1123088958,1030169589,1018266794);sum2=W(0,-1151906447,1008292026,-1130282463,1011204314)+W(1,1015334447,-1118416042,-1113509623,-1132982086)+W(2,1031867988,1015562377,1010705513,-1126682819)+W(3,1019402007,-1171211484,1033032763,-1118412630)+W(4,1036989282,-1093705400,1040567914,-1119643322)+W(5,1031871454,1053486166,1046529995,1023195387)+W(6,-1105750465,-1097180463,1053627848,1036745108)+W(7,-1132045005,-1098551422,1042871577,1024841875)+W(8,1048788001,1041384381,-1092395975,1058038651)+W(9,1061661513,-1087135929,-1082188469,1069827352)+W(10,-1083563182,1062283738,1050130047,-1076895592)+W(11,-1093245544,1058279550,-1108358221,-1102862368);WS(1057163500,-1105993220); +sum1=W(0,-1121502764,1045431725,-1127293622,-1117201821)+W(1,-1105708961,1049617722,-1100979748,1035599249)+W(2,-1100922079,1042176840,-1110465655,1039647740)+W(3,-1136735831,1001114727,1018827936,1009912816)+W(4,-1097880614,1032698105,-1119279260,1046510122)+W(5,-1099817760,-1088567265,-1097882833,1061106926)+W(6,-1109566363,-1097567811,1058361641,-1119635500)+W(7,1037588842,-1111863248,1036626725,-1147860066)+W(8,1044535287,-1110256660,1018908832,-1111026820)+W(9,1053288920,-1117593824,1024080836,-1095331735)+W(10,1050620014,-1113789929,1027464313,-1096979757)+W(11,1037098289,1012647057,-1159432152,999121112);sum2=W(0,-1123342042,1039805910,-1107895050,1032576295)+W(1,-1132748357,1027679479,1052615154,-1102694716)+W(2,1033817148,-1127944484,-1183264704,-1114775905)+W(3,-1109637447,-1117652574,1017960690,942234367)+W(4,-1102939450,-1120156902,1038099246,1016729470)+W(5,1057040101,-1098318717,-1100691281,1050355566)+W(6,-1098800812,1043085543,1028185223,1041423933)+W(7,-1113353192,1025700351,-1113846578,1027447559)+W(8,-1128970625,-1124467804,-1114110583,-1122727069)+W(9,997134844,1035923921,-1110408836,1046407453)+W(10,1023808656,-1104134547,1040728790,-1094682594)+W(11,-1136470782,1024627457,-1111084310,1033077879);WS(1069430838,-1077807532); +sum1=W(0,-1123870031,1035074891,926704291,-1123171840)+W(1,1026708965,-1094582899,-1102713036,1012978707)+W(2,-1110089696,-1131766218,-1104095024,1032241614)+W(3,-1120091289,-1126388352,-1123449267,1013657340)+W(4,1030377682,-1104443381,1024652287,1028287308)+W(5,1064667974,1049334299,1049114747,1060355037)+W(6,1023923417,-1112895132,-1097738289,1044883747)+W(7,-1134219998,-1105084689,-1133494194,1023074654)+W(8,-1137933441,-1123723658,-1124249574,-1121358347)+W(9,-1095444677,-1155502135,-1124350158,-1102473935)+W(10,-1115022670,-1114119663,996719039,-1112982200)+W(11,-1125652635,-1115595936,-1129702439,-1123735342);sum2=W(0,1032791968,-1112747779,-1120278537,-1176390445)+W(1,1039748018,1025598156,1039675898,-1107216374)+W(2,1038133354,-1105015824,1049256042,-1104895086)+W(3,1013658503,-1110290749,1024448666,-1123666927)+W(4,-1119517685,1042596904,1041053822,-1122813389)+W(5,1059349510,1055783944,1032712030,1061000499)+W(6,1030867610,-1084050573,-1099074048,-1087513873)+W(7,1029186614,-1106116496,1040697602,-1108606159)+W(8,-1132233097,-1150821318,-1120846771,1022193201)+W(9,1009116037,1006903493,-1120324549,1037891533)+W(10,-1101549778,1034659541,-1117395279,-1107732985)+W(11,-1106656496,1028618234,-1115429715,1022775251);WS(-1107817820,-1083770194); +sum1=W(0,-1129878691,1019165999,-1103638846,1033900161)+W(1,-1131338575,1041664750,1023785569,-1129439246)+W(2,-1128788741,1026305479,1007653393,1015365308)+W(3,1024049691,-1111132977,1029035509,1034359265)+W(4,-1105602789,1056291523,1053216608,-1091016130)+W(5,-1076846267,1059566574,1057499003,-1097747004)+W(6,-1101714279,1057215924,1057822998,-1089110318)+W(7,-1089968180,1055184137,1051239662,-1095981534)+W(8,-1114138529,1005244003,1032252891,1041711845)+W(9,1043057225,1037921123,-1129556050,-1107402783)+W(10,-1104471663,1041959808,-1126092988,-1097881621)+W(11,1032118072,1027268745,1025745172,1029122288);sum2=W(0,1045019344,1034893158,1017327589,-1108694073)+W(1,1037993179,-1146521528,-1100848825,-1102469381)+W(2,1036817135,-1122158468,-1136622056,-1102369829)+W(3,-1123721670,-1109074807,1036214504,-1116848662)+W(4,1020539438,1043169414,1037365040,1040440313)+W(5,1062010427,1059039676,-1179472005,-1091152854)+W(6,-1095264144,-1119445175,1038217042,1017850914)+W(7,1047380031,-1115655698,1048192551,1045324437)+W(8,1044490295,-1142407924,-1123414724,-1097181356)+W(9,-1105305386,-1103656828,-1124070306,-1098856738)+W(10,-1098482637,-1105116469,1025666621,-1109601321)+W(11,-1105047780,-1121369495,1027457629,1034613852);WS(-1121449656,-1084978473); +sum1=W(0,1021114964,1028648016,-1099605930,1045775831)+W(1,1032769888,-1106810756,-1113195701,1036495664)+W(2,1043049231,-1109837568,1033523886,-1134400474)+W(3,1043659613,-1097941829,1039225431,-1112792957)+W(4,-1100836955,1049277222,1054843763,-1086366198)+W(5,-1088747404,1062277595,1059006957,-1085601027)+W(6,-1087596695,1057384673,1060137529,-1083936243)+W(7,-1088234269,1055835664,1045407794,-1102874546)+W(8,-1121703995,-1116658981,1025802254,1044622847)+W(9,-1122091582,1043922200,-1138285574,1039106531)+W(10,1011169881,1042132230,1020367213,-1102614275)+W(11,1048366450,1039326553,-1132370673,-1118753961);sum2=W(0,-1122536322,-1103046200,-1105747151,1027272459)+W(1,-1109953333,1029006014,1043039962,-1115599503)+W(2,-1160853572,1035298821,1049577028,-1101108438)+W(3,-1105305527,1053260045,1043042004,-1125199072)+W(4,1025881493,1054947781,1050147388,1058588727)+W(5,-1079698237,-1072349877,1058930692,1025318337)+W(6,1050247454,-1072151832,-1069493839,-1116019666)+W(7,-1094505007,-1072202568,-1072978341,-1104971590)+W(8,-1098050255,-1157391810,1040922163,-1089616072)+W(9,1078384354,1029236731,-1097372724,1020160348)+W(10,1075828182,-1095907204,-1111844849,1078006681)+W(11,1072013431,1037030073,1046502148,1074567753);WS(-1076413686,1050217089); +sum1=W(0,-1140703701,981259974,-1103937453,1037264211)+W(1,-1119658251,1042459879,-1126374874,1010880426)+W(2,1031154598,1040532067,-1115463620,-1116247362)+W(3,-1131976189,1020764716,-1110800684,-1125273098)+W(4,1015092336,-1110472573,1043075881,1032015257)+W(5,-1095655209,1058975156,-1140207123,-1117441203)+W(6,-1097693400,1049753500,1059127610,-1089060935)+W(7,-1115082479,1038259412,1026525586,-1116339093)+W(8,-1115654547,-1126940256,-1144808135,-1122840185)+W(9,1016890098,1040888602,-1127053849,-1121072785)+W(10,1024224509,990976051,1021095812,-1095200233)+W(11,1027865572,1016317274,-1118091276,-1116764924);sum2=W(0,1028643349,-1118716844,-1087030854,1057721492)+W(1,1059252612,-1080273709,-1080168014,1060288138)+W(2,-1086775589,1065802380,1065839894,-1088865108)+W(3,-1093527126,1051057083,1052992874,-1123025940)+W(4,1050324940,1023362490,976966634,-1098169441)+W(5,-1095791676,1047291739,-1115171624,1016748144)+W(6,1048744751,-1124716700,-1136639192,1025332663)+W(7,1047968677,-1122660154,1045176631,-1103675095)+W(8,-1141117066,1027499437,1010046217,1023517212)+W(9,-1099550108,1034407868,-1115470708,1023617033)+W(10,1003901823,-1138422172,-1116997486,1041241265)+W(11,1020688386,-1121332252,1028187249,-1105682362);WS(1066004950,-1130673709); +sum1=W(0,-1143212072,-1115365365,1031654568,-1116101174)+W(1,-1115338446,1044807147,1037471350,-1110468285)+W(2,1016794668,1049500535,1036857292,-1108483849)+W(3,1013476922,1018991691,-1116011560,-1129241385)+W(4,-1112634148,1046315731,1052873383,-1088044468)+W(5,-1086079158,1057379349,1053790292,-1095270314)+W(6,-1089120237,1059566963,1062574892,-1084922887)+W(7,-1092328502,1052540519,1043154809,-1096691029)+W(8,1018103788,-1125315968,-1136500130,1041536990)+W(9,-1114923292,1020745202,-1143909091,1044233532)+W(10,-1112535089,-1120057699,1016815907,-1111082699)+W(11,1045681849,-1111113254,1009076749,1013224078);sum2=W(0,1037489391,-1120407882,1059657103,1049010278)+W(1,-1115441721,1065354919,1065561208,-1120558834)+W(2,992841734,-1090673211,1033902725,-1107156556)+W(3,1042878013,-1076779646,-1082019922,1011333881)+W(4,-1091075041,1044030983,-1096253478,-1081123115)+W(5,-1086070082,-1088804298,-1088412254,-1094693777)+W(6,1058489027,1048768363,1059822273,1048072918)+W(7,1065573397,1056386736,-1110539158,1067731839)+W(8,-1110198086,-1123055347,1042763848,1022187211)+W(9,979808314,1037997843,1010460099,1026065263)+W(10,-1103664360,-1127526979,-1106407542,1015305348)+W(11,1041735451,-1098151359,1046102351,-1102578162);WS(1047691950,1051513987); +sum1=W(0,1023115866,-1148261013,-1106171493,1022367675)+W(1,-1121417283,1048684730,-1110614526,1025923810)+W(2,-1123344254,1037977761,1043654816,-1135269348)+W(3,-1140725337,1012206837,1018209505,-1153116613)+W(4,-1138130365,1039875161,-1115678670,1047705594)+W(5,-1092459648,1059839847,-1098498099,-1138856554)+W(6,-1117423671,-1110502987,1055365231,-1088007377)+W(7,-1130685354,1013205632,-1108540005,-1145599589)+W(8,1038987295,-1146539325,-1119968336,-1110486184)+W(9,1037143648,-1113038256,1031736900,-1111291916)+W(10,1038170008,-1124410005,999460043,-1116325726)+W(11,-1106962771,1022378313,-1170140361,1024662707);sum2=W(0,-1134949160,-1132037434,1034638423,-1153456458)+W(1,-1107040555,-1111241686,1047224115,976205336)+W(2,-1148458760,-1109506803,-1102088763,1031938263)+W(3,1018102832,-1122339703,-1119972538,-1128058621)+W(4,-1110235102,1026400860,-1118314715,1026219462)+W(5,-1098519781,1048945857,-1098555575,1041432515)+W(6,1045200456,1038098069,1066956313,1016119332)+W(7,1012163112,1026446934,1020127420,1026438298)+W(8,1033998497,-1129681397,1020158000,-1119545213)+W(9,1042089138,-1100590807,1034767622,1038320636)+W(10,-1088147582,1033722488,-1131704894,-1089428981)+W(11,-1114149729,-1126638758,1036980701,-1103340362);WS(1065730166,1060778308); +sum1=W(0,-1155017835,-1122491724,-1157499671,-1109508860)+W(1,1018445113,-1123710636,-1101845990,-1113193022)+W(2,1027367671,-1109701838,1037579925,-1116526739)+W(3,-1116098736,-1155438706,1024052458,-1113248331)+W(4,1039607429,-1108915110,999270323,1041425921)+W(5,-1103201623,1034241095,-1093896302,1059840031)+W(6,-1119532176,-1115473720,1065443257,-1086536234)+W(7,-1135484603,-1169161851,1023021127,-1131587533)+W(8,1019270959,1019165315,-1122732458,1009856488)+W(9,-1124851701,1031136123,-1112299503,1048952862)+W(10,1042597895,-1112137490,-1130156262,-1100984082)+W(11,-1109972554,1026435614,1035869970,988759974);sum2=W(0,1040648348,1027011316,1023936292,-1117967445)+W(1,1042642774,1032485416,-1104815876,-1112630617)+W(2,-1108734545,1008252288,-1097739621,-1134880336)+W(3,-1110919553,1017816544,1027781874,1042723069)+W(4,-1081925843,-1090561506,1036573845,1048994422)+W(5,-1079286264,-1076993331,1061477130,1069895227)+W(6,-1093635474,-1082750513,1074358700,1067803238)+W(7,-1113045602,1040942069,-1152591489,1039731885)+W(8,-1121546197,1000734832,-1136777476,1025878262)+W(9,1017402756,1043800887,-1120512530,1006994724)+W(10,-1124517798,-1106635673,-1115175264,-1094759274)+W(11,1015619872,-1104563368,1050798200,-1128233335);WS(1051081815,1004177576); +sum1=W(0,1009183853,-1123222753,1047378036,-1127006616)+W(1,1035550201,-1112167248,1030530563,1030806032)+W(2,1031890286,-1119963793,-1102096100,-1148492092)+W(3,1033051522,-1118879820,-1117414047,-1122950699)+W(4,-1133548407,-1099314072,-1095193921,1040477302)+W(5,1067589976,-1091645900,-1084986498,1061394914)+W(6,1056018877,-1084371172,-1092420382,1061693295)+W(7,1054656608,-1096248194,-1100397982,1051876647)+W(8,1033152150,1000220336,1015654525,984028115)+W(9,-1104155199,1007541309,1016832613,-1134209438)+W(10,-1117645071,1016050244,1020442767,-1126214664)+W(11,-1098736399,-1120116135,1015156587,-1115478541);sum2=W(0,-1107492679,1061143042,-1086393652,1038737431)+W(1,-1120313369,1050160290,-1086071985,1048033211)+W(2,-1127256174,-1118303985,1036302581,1015799927)+W(3,1025558434,1049210573,1030572627,-1108431753)+W(4,-1087802869,-1089713201,1062117952,-1122890851)+W(5,1074235084,1068761695,1059347527,1050554685)+W(6,-1080828834,-1090432670,1051722018,-1097102610)+W(7,-1086660156,-1089293346,-1096060997,1051308486)+W(8,1047951996,1021198999,-1105710539,1031555324)+W(9,-1098359769,1024031768,-1103176732,1026779363)+W(10,-1093586557,1023611974,-1105088271,1043634021)+W(11,-1099341241,1042868230,-1113357802,-1093678452);WS(-1081907798,-1114644056); +sum1=W(0,-1170980595,-1134709766,-1099395677,1023775725)+W(1,-1126334628,-1120114113,-1099241994,1026005873)+W(2,-1129163353,-1108351113,1034531271,-1135823392)+W(3,-1129940170,-1110039318,1019473342,-1151688884)+W(4,1050593936,-1112754945,-1100928459,1055907631)+W(5,1054687330,-1087665246,-1087793848,1058604967)+W(6,1034921283,1040795209,-1104299004,1038229186)+W(7,-1120708196,1054318790,1040889398,1018134455)+W(8,1032148262,1017060589,-1109439504,-1119324179)+W(9,1038203192,-1138112959,-1128826918,1009969504)+W(10,-1104169898,999099597,1038462084,1028440637)+W(11,-1107725509,1027667523,1007377992,-1106565731);sum2=W(0,-1129970231,-1120391232,-1109792567,-1119441358)+W(1,-1135011770,-1103316489,-1103233485,1013923693)+W(2,-1115083307,961266788,-1104701758,1015830944)+W(3,-1117182320,1032096200,-1120471806,1009913072)+W(4,1050978947,992017798,-1107196821,-1127769135)+W(5,1054134565,1049668759,-1095646457,1033489482)+W(6,-1110832497,1047186396,1056508485,1049300223)+W(7,-1124368769,-1109467751,-1110580647,1049274561)+W(8,1040616080,1030775978,-1113410550,1030789742)+W(9,-1124339641,-1108882435,-1115392393,1038693473)+W(10,-1086696217,-1118394614,-1145057435,1043974386)+W(11,-1103392519,1029776437,1032794842,-1110322035);WS(1054547415,-1080700728); +sum1=W(0,1000886579,1020745112,-1106813137,-1118959255)+W(1,1035589374,-1089948699,1000629071,-1108938574)+W(2,-1120209015,-1115354302,-1104374042,-1115953331)+W(3,-1114831416,-1107411355,-1115551813,-1130255148)+W(4,1042266506,-1113159542,1049136707,-1136179854)+W(5,1058763908,1057279043,-1117329322,-1114102394)+W(6,1034434840,1042941412,1058534976,1043996152)+W(7,1037557447,-1115931546,1024662339,1030595334)+W(8,-1135369949,-1133353861,-1110798213,-1121699838)+W(9,-1102488395,-1116069530,-1132246652,-1098171678)+W(10,-1123101368,-1110056358,1023843187,-1118338951)+W(11,-1111356186,-1113468791,-1125104281,-1111680098);sum2=W(0,1006975884,1033813267,1010047952,-1104438281)+W(1,-1121830816,1016682467,-1104617278,-1114845259)+W(2,-1109021584,1016925125,-1119230330,1035922248)+W(3,-1116080890,1028042677,1031893944,1024387710)+W(4,-1103312430,-1117623020,-1126834256,1041416137)+W(5,1030331467,1058017528,-1091497753,1059878226)+W(6,-1127060444,1041560361,1016098448,1042445877)+W(7,-1113418625,1032681483,-1112957506,-1106783001)+W(8,-1119875938,-1142859168,-1141914640,-1137643420)+W(9,-1098691452,1030249718,-1115736166,1032827109)+W(10,-1110812698,-1153808400,-1111253212,1038105687)+W(11,-1112120334,-1122393388,-1114320479,1032692112);WS(1052913623,1049378679); +sum1=W(0,-1140317417,-1131398976,1042960148,-1122838827)+W(1,-1119624720,-1142164473,1047376245,-1125024735)+W(2,1000517975,1026436976,1052155164,-1114511683)+W(3,-1118732996,1037554661,1040745327,980913767)+W(4,-1096052024,1051976144,1057292387,-1086626395)+W(5,-1082562971,1065554348,1057250406,-1085621156)+W(6,-1091398264,1054127476,1052193006,-1087926293)+W(7,-1088065070,1051850318,1052669955,-1096441475)+W(8,-1115050310,1021209962,-1155224026,1037967453)+W(9,-1105683981,1041116332,-1137632582,1033197251)+W(10,1031945184,1019309136,-1114068531,1022767638)+W(11,1041425290,1029050594,-1119607996,-1117629257);sum2=W(0,1026695603,-1113695617,-1113890565,-1128729473)+W(1,1038041001,1007226362,1012493154,-1122814467)+W(2,1029245131,-1121347205,1022932917,-1114364242)+W(3,-1131614889,1005475605,1028217359,-1114309631)+W(4,1046246583,1032966985,-1116238263,1030681183)+W(5,-1105895610,1066720275,1063042504,-1119541727)+W(6,-1109256305,1054635319,1061802664,1013035938)+W(7,1018572933,-1114817272,1034508407,1037707015)+W(8,1060417287,-1094452995,-1088819879,1054381777)+W(9,1069419683,-1071852139,-1073258706,1065151040)+W(10,1067716376,-1076852924,-1071972143,1070184946)+W(11,1057796391,-1086618913,-1084913408,1063333907);WS(-1080205366,1054586731); +sum1=W(0,1034516295,-1118125300,-1104231365,1028285119)+W(1,1028158052,1031422323,-1122896269,-1114270114)+W(2,1015275709,-1113275778,1042423964,-1122816794)+W(3,1026827799,-1113291743,1035567225,1008209269)+W(4,-1098317298,1050987674,1018315643,-1105384067)+W(5,-1084181862,1065887519,1045079495,-1102251495)+W(6,-1102645126,1055927247,1058366107,-1083878719)+W(7,-1095155767,1054820368,1042520123,-1094749758)+W(8,-1103331232,1030553289,-1107795033,1050517144)+W(9,-1106919576,1039594145,-1134423957,1044797187)+W(10,-1127822612,1007528111,-1127143669,-1136969466)+W(11,1023800268,1010334934,-1112108944,-1111681950);sum2=W(0,1015687849,1021267259,999332143,1018519238)+W(1,-1154321191,1001850235,1021268373,-1123243110)+W(2,-1137574530,-1149097003,-1122367554,-1147705571)+W(3,-1123293958,-1120881342,1028798873,1025499637)+W(4,-1105547391,1042746528,1033756160,1041061518)+W(5,-1097359239,1057524548,1026544409,1034089943)+W(6,964634475,1033087855,-1128118669,1024181853)+W(7,1038775557,-1131901697,-1129467393,-1139074510)+W(8,1066765865,-1079967238,-1074851124,1071473984)+W(9,1059938647,-1081222132,-1079279124,1067795051)+W(10,-1109247299,995399503,1036308208,-1126584943)+W(11,-1137941026,-1131371017,1006964374,1002507759);WS(1032292188,-1145187004); +sum1=W(0,-1124591439,1032165735,1026282854,-1121091224)+W(1,1009701366,-1113803654,1048823572,-1121198813)+W(2,1026658136,-1092992668,-1119045850,1007646671)+W(3,-1122546321,-1119672872,1019935126,1020346030)+W(4,-1099744666,1053335502,1041424886,-1110430066)+W(5,-1109489438,1044961340,1045555550,-1088767505)+W(6,1047050636,1043075732,-1098280566,1041537816)+W(7,-1110555528,1047792295,-1107270401,-1121506375)+W(8,-1097458647,1026340962,-1130362518,-1163709786)+W(9,1038271382,-1136150382,1020242430,1040806261)+W(10,1037260307,997023189,-1117600916,1040783354)+W(11,-1120965766,1026784415,-1124456788,1000329008);sum2=W(0,1024423113,-1119221834,1027036707,-1120115102)+W(1,-1162462122,-1115806512,1034928052,-1131404107)+W(2,1035047655,-1101382306,-1133321326,-1116017912)+W(3,1011265421,1023154260,1029706393,-1146105278)+W(4,-1122478763,1049287438,1037973272,1028744443)+W(5,-1117650486,1065549495,1047707985,1034534080)+W(6,-1105332910,-1101676179,-1079218451,-1108495610)+W(7,-1113944011,-1116861489,-1109811124,1038914207)+W(8,-1096539764,1034186497,-1114092190,-1111409649)+W(9,1059270295,-1104163224,-1111870688,1032305459)+W(10,-1108544028,1038206879,-1116841516,1053073262)+W(11,1023662974,1021319568,1004549098,-1125217018);WS(1065238444,1029810764); +sum1=W(0,1033625479,998132025,1035631050,-1117664959)+W(1,1026353828,1049143094,1046740798,-1121511107)+W(2,980940712,1037075730,1044265580,-1154871713)+W(3,1025470327,-1128624253,1028486865,1018182811)+W(4,-1110409480,1041425605,1044376095,-1105662947)+W(5,-1117398499,-1088462543,-1117226857,-1115600622)+W(6,-1109487884,-1099167518,-1090821428,-1101622768)+W(7,-1120941494,-1117520833,1039936213,-1112099063)+W(8,1029921727,1002652741,-1144996235,-1180059800)+W(9,1050498082,1031133314,986508455,1047596134)+W(10,-1134957959,1038687768,-1119889178,1032067983)+W(11,1019194744,1032539083,-1122286680,1021107193);sum2=W(0,-1126103938,1029641913,-1109237812,1027136813)+W(1,1023841561,1016569578,-1108335880,-1134438995)+W(2,-1130954514,999116870,1032415828,1003327910)+W(3,994333964,-1138234067,1003972614,-1135210803)+W(4,1047599733,1041211299,1028116649,-1131106290)+W(5,-1076957808,-1103461794,-1092284431,-1097134429)+W(6,1037851390,-1111597872,1073063564,1044824498)+W(7,1043898273,-1115472968,1033926584,-1123469057)+W(8,-1119521049,1022404146,-1132573667,-1115313320)+W(9,1040752059,1027441157,1016921434,-1100904528)+W(10,-1112786376,1036890340,-1106952976,1045381268)+W(11,-1137298819,-1139674515,-1110049884,1034574746);WS(-1111543132,1053084187); +sum1=W(0,-1116548448,-1100473306,1029336727,1033211657)+W(1,-1112421659,-1100606697,1036113196,1043994373)+W(2,1042588164,1024205686,-1117467379,1033458902)+W(3,1042106754,1010302211,-1098518156,-1106715184)+W(4,1042013257,-1097689349,-1089574549,1056808676)+W(5,1060655799,-1082434496,-1087296749,1061342772)+W(6,1057924951,-1091727169,-1087667391,1059165410)+W(7,1057649845,-1093601226,-1095816456,1042727104)+W(8,999357322,-1114691470,1035575202,-1112225370)+W(9,-1100755553,1045312421,1040681774,1042186215)+W(10,1041805473,1042949980,1039236406,1042539448)+W(11,-1114265639,1035739628,-1113675407,-1105873704);sum2=W(0,-1106855677,-1114095075,1006854517,1036389819)+W(1,-1109245550,-1105124479,1044374087,1031620401)+W(2,-1132619277,1043212463,-1105277948,997072274)+W(3,1049991282,-1113287926,-1104242691,-1096737767)+W(4,-1106885840,-1120692701,-1104547241,1049279774)+W(5,1054861276,1058901209,1045612807,1052305677)+W(6,1046093411,1034709627,1054428932,1057655059)+W(7,1057224822,-1094426804,1054770354,-1094755169)+W(8,-1096936463,-1098591621,1032391465,-1140479293)+W(9,-1092919117,-1081363743,-1115708783,1051540981)+W(10,1034565381,1017473602,-1090444858,-1129490106)+W(11,1030915645,1044114915,-1098730750,-1092959620);WS(-1084020140,1068126260); +sum1=W(0,-1137936208,-1103771606,-1156074282,1006295077)+W(1,-1149620895,1038480604,-1104490636,1034316741)+W(2,-1110713826,1041233006,1018703789,-1141477121)+W(3,-1159113641,1005339683,1031629367,-1119964867)+W(4,1049395923,-1091558419,-1097931528,1049019906)+W(5,1033598516,-1099102215,-1086810430,1061237576)+W(6,-1098857908,1018408058,1059440745,-1094713154)+W(7,1036793310,-1108866660,-1122483505,1023717620)+W(8,1040511881,1023627215,-1123621559,-1117241095)+W(9,1044377854,-1115694024,-1108467318,1040083512)+W(10,-1146014215,-1145494414,-1120119968,1044961993)+W(11,-1129764324,1007729326,-1122997930,1038059949);sum2=W(0,-1114453597,-1134749664,1025130698,1015277664)+W(1,-1112547401,-1134874844,1032879133,1036987011)+W(2,-1116674795,1018163604,-1112115766,1038859445)+W(3,-1127718668,1003243264,-1128408082,983557058)+W(4,1033917561,-1115087054,-1117062871,1027591084)+W(5,-1114337945,-1108159193,1055956188,-1126832950)+W(6,-1114930086,1032023389,1052262112,1026538526)+W(7,-1132712652,-1120777676,-1105383385,968847366)+W(8,-1114105716,-1131991228,1019605180,-1101670769)+W(9,-1123425664,-1097147867,-1104354242,-1097729634)+W(10,1047994902,-1100180330,-1101321392,1058230624)+W(11,1042953566,1009596296,-1106875572,1046456588);WS(1044178094,-1112419455); +sum1=W(0,1014469647,-1106904202,1028145051,-1131480425)+W(1,-1111970637,-1103921210,-1114114798,1033460669)+W(2,1028778773,-1105642670,-1104772954,1018155424)+W(3,1036392279,-1105836421,-1122369255,-1120733619)+W(4,1050878345,-1101407218,-1113746394,1050373320)+W(5,1061375910,-1083033439,-1089975999,1059597501)+W(6,1054878354,-1100724747,-1089702156,1062331213)+W(7,1057064179,-1096031599,-1095744476,1050980308)+W(8,1036986154,1009224698,1005496122,-1097767254)+W(9,1025899544,-1155279741,1010606701,-1106579916)+W(10,1032512190,1015772371,1027233072,1034746546)+W(11,-1120232930,-1140419566,-1131981388,-1113254377);sum2=W(0,-1105410550,1016883675,-1120335698,1044058702)+W(1,-1119512188,-1103364509,1032351899,1033398047)+W(2,-1129503263,1043612533,-1123961512,-1121578506)+W(3,-1116781712,1044044613,-1110855577,1005093795)+W(4,1035757794,-1104385836,1021344157,1041124235)+W(5,-1105098443,1052569394,1068114101,-1105578788)+W(6,1025665274,-1095293941,1027075889,1037191880)+W(7,1023695645,-1106316439,-1113226379,1024086018)+W(8,-1085495757,1058928386,1057976488,-1087803383)+W(9,-1086748155,1048853947,1051244378,-1081571635)+W(10,1048618044,-1124003088,-1130402783,1031589750)+W(11,1039073287,-1120128288,1010599720,-1121765158);WS(-1095246679,-1087513362); +sum1=W(0,998672596,1034119552,1005582218,1027634667)+W(1,1026870673,-1141537276,-1098084154,-1149130110)+W(2,1027369115,-1115874224,-1098155038,1006905115)+W(3,1027010724,-1110211381,-1130796284,-1156874400)+W(4,1049059024,-1099832192,-1093682933,1054139855)+W(5,1065515488,-1088853800,-1089047862,1052649123)+W(6,1053781857,-1097071228,-1084571535,1064339388)+W(7,1056042372,-1095503614,-1107001190,1050040635)+W(8,1040529483,1024339285,-1142612208,1002440559)+W(9,-1126585773,1014930618,1025618962,-1122861959)+W(10,-1105399392,-1136815962,-1117714471,-1099945809)+W(11,-1117200441,1028298602,1018962754,1023818537);sum2=W(0,-1131412357,-1119369172,1041438934,1021849900)+W(1,-1125196517,-1114002177,1040592619,-1118206650)+W(2,-1144348946,1044882286,1032710077,1035111533)+W(3,1020034266,1034465258,-1106944856,1021086832)+W(4,1021256857,-1111021944,1035803991,-1128850825)+W(5,1025252531,1072474004,1038923952,1046750596)+W(6,-1128830461,-1095554578,1077302109,1048692472)+W(7,1034167215,-1126088605,1044371493,1032666924)+W(8,1042971908,-1109090883,1028120411,-1100551265)+W(9,-1083937830,-1100770381,1026074630,-1109478151)+W(10,-1084038225,1041329596,1049109423,-1067064389)+W(11,-1103479472,-1114595648,1033664959,-1106119426);WS(-1086863724,-1072185677); +sum1=W(0,-1117432553,-1108936247,999422396,1028385114)+W(1,-1109809663,-1104994067,-1104614655,1039695343)+W(2,-1123921882,-1146863602,-1154652341,1021420394)+W(3,1022384484,1034006493,-1114930982,-1130768465)+W(4,1053618221,-1097427086,-1096116227,1054099261)+W(5,1062802560,-1083398775,-1085349189,1060257868)+W(6,1045520765,-1110026089,-1099176000,1056152893)+W(7,1050379178,-1115290030,-1104661441,1044268562)+W(8,1026659130,1021035463,-1139590961,-1144842721)+W(9,1038629270,-1103266023,-1123772160,1037424170)+W(10,-1118540449,-1111374457,1017905387,1048207210)+W(11,-1101129750,-1108736604,997564786,-1129199023);sum2=W(0,1028330563,1017997140,1040406414,-1122660132)+W(1,1045687787,-1103384157,1025264396,-1115262781)+W(2,1029063313,986929807,-1151694751,-1108704409)+W(3,1013546756,-1115691336,1026201848,-1116092784)+W(4,1025921746,1022732374,-1096101684,1007232002)+W(5,1040909479,1055010544,-1102241564,1043786284)+W(6,1043690826,-1126901852,1057419270,-1108714653)+W(7,1038266954,-1115096031,1047767958,-1119932664)+W(8,1041150821,-1105481885,1041847394,-1114861255)+W(9,-1078483413,1061241514,1055232297,-1094431556)+W(10,-1078269109,1067726336,1063042984,-1079156700)+W(11,-1098859524,1052159629,1054314043,-1092610189);WS(-1100931758,-1079897221); +sum1=W(0,1034941050,1038153885,-1105750735,1002503979)+W(1,1040768819,1049149819,-1105238364,-1106318298)+W(2,-1141069099,-1106412131,1028324215,-1115730241)+W(3,-1123362142,-1114353739,1039911116,1027555620)+W(4,1017797614,1051948423,1042140489,-1109125113)+W(5,-1090093369,1059094088,1034322060,-1095922988)+W(6,-1102230944,1050624300,1049017573,-1091054939)+W(7,-1097766172,1043140938,1045992036,-1127686569)+W(8,1024057510,1035399096,-1119888216,-1126416416)+W(9,1040510958,1042879258,-1104877795,-1103862864)+W(10,-1106256757,-1112985689,-1120272065,-1112163155)+W(11,1018029782,-1117933580,1033961137,1017980086);sum2=W(0,-1106915273,-1120265428,1039272612,-1118098210)+W(1,-1115506453,-1112696018,1047577900,1038839398)+W(2,1016491198,-1123570623,-1123012045,1032442192)+W(3,-1145352236,1026228225,-1121836120,996494424)+W(4,1043187452,-1111026913,-1107428188,1033865352)+W(5,-1090204449,1068488571,1034998667,-1107536005)+W(6,1042935567,1013219076,-1096446249,982996928)+W(7,1030161309,1023915500,-1101384300,-1120793710)+W(8,-1108614463,-1129236656,-1138511840,1041731770)+W(9,-1073443109,1065503173,1049639209,-1104254290)+W(10,1041050172,-1104804103,1035312463,1040126834)+W(11,1038049010,-1106858818,1040382819,998034192);WS(1060652716,-1122012062); +sum1=W(0,-1120727741,1022556549,-1113850590,-1136700086)+W(1,-1102129381,1036351121,1030968440,-1136846536)+W(2,-1111246103,-1119797202,1049961616,1035874533)+W(3,-1111739075,1033695743,1037896960,1019584793)+W(4,-1098011208,1052398904,1056384406,-1093156519)+W(5,-1079676696,1061355096,1062519968,-1100004083)+W(6,-1087704492,1052440101,1059521337,-1097573322)+W(7,-1092447605,1048091420,1048869443,-1096988084)+W(8,-1106430355,-1114714908,1021600449,-1101587139)+W(9,-1107897312,-1113036024,1016310696,-1132405458)+W(10,-1109566980,956768943,1022545811,1048756772)+W(11,1043876621,1018273385,-1121983087,1020055223);sum2=W(0,1028726521,-1102458559,1033535752,-1134928360)+W(1,1041988393,1050124192,-1114678181,-1102649789)+W(2,-1125378124,1032107719,-1102215651,-1105797881)+W(3,-1134413224,-1119150822,1014416128,1034345705)+W(4,1031241917,1048810536,1056652859,-1108867200)+W(5,1056497468,1036208495,1051021341,1028753942)+W(6,1057082230,-1114740583,-1099717915,-1090602802)+W(7,1025484112,-1101875417,1002570703,1023046526)+W(8,-1100509489,-1123876292,1034782854,-1094974673)+W(9,1034323322,1037384204,-1100025719,-1100441695)+W(10,1041259997,1024245049,-1098766868,-1115767916)+W(11,1037850051,-1112409616,-1114560124,-1122784508);WS(-1104650926,-1097620835); +sum1=W(0,1021304961,-1105437010,1025795527,-1121602225)+W(1,1033606955,-1097752993,1039870965,-1132438763)+W(2,1032325913,-1109081755,1037504305,-1119908749)+W(3,1011690407,-1116159153,-1121171172,-1112547088)+W(4,-1108985665,1045711217,-1105175020,1046345311)+W(5,-1144407721,1062570208,-1093274991,1041625463)+W(6,1047145475,-1097698093,-1099088029,-1100934531)+W(7,1036418740,-1106563213,-1136783989,-1119544288)+W(8,-1117138161,-1145522137,1000929055,-1160491701)+W(9,1049985633,-1122762228,-1117941464,1040158758)+W(10,1004919651,1026835862,-1109694278,1037586881)+W(11,999804916,-1126831120,1024727664,-1124949278);sum2=W(0,1043997541,-1100601593,-1122873970,-1103930431)+W(1,1046282803,-1084779372,-1174042309,-1102154605)+W(2,-1116052960,1046060831,-1114322527,-1106269056)+W(3,-1113135778,1041954938,-1115511338,993204113)+W(4,-1108032519,1042591516,-1139346648,1048581640)+W(5,1068068442,1052027066,1045200151,1029742536)+W(6,-1119470820,-1115540046,-1098651742,1051594943)+W(7,1020181836,-1107159950,1021777728,-1138871916)+W(8,-1123657132,-1107477718,-1115391660,1030984702)+W(9,-1086671314,1025856678,1032437784,-1106767363)+W(10,-1127107345,-1121355040,1036550683,1024653780)+W(11,-1134598872,-1122730046,-1115373797,-1163609763);WS(1066180726,1071088208); +sum1=W(0,-1139409238,1001471451,-1125280121,1019239309)+W(1,-1117575980,1036666525,-1110062156,1016498838)+W(2,-1113394675,1048739493,1049354787,1000209679)+W(3,-1133365628,-1103045922,-1119525817,1030691589)+W(4,1012641888,-1137946220,1046613601,-1096761986)+W(5,-1098591157,1064065326,-1089511315,-1103040193)+W(6,-1090655988,1056455200,1058946251,-1079760364)+W(7,-1099636767,1050574049,1048597558,-1102803453)+W(8,1047813898,1006921793,1022045682,-1107071425)+W(9,1024305865,1025055882,1010038708,1045045936)+W(10,1013890551,1028621651,990559266,-1110782371)+W(11,1043476657,-1146495466,-1118324476,981956228);sum2=W(0,-1110784932,-1133524329,1043448685,-1132513434)+W(1,1015068960,1038994810,-1107748756,1015163300)+W(2,-1135254713,-1120882016,-1104237963,1033174530)+W(3,-1132281738,1042278645,-1105704866,1032888151)+W(4,1037755510,1047633966,-1092624350,-1099364915)+W(5,1041992963,1052941265,-1120785461,-1102119678)+W(6,1015880446,-1149514732,-1112171819,1059473601)+W(7,-1087682569,1032085587,-1106883398,1034086136)+W(8,-1103089496,-1105722911,-1119372495,1056566992)+W(9,-1122308723,-1115405106,-1123661455,1032253510)+W(10,-1121912217,1038410412,-1126727948,1028984470)+W(11,-1121651695,1025242322,-1113287020,1037486360);WS(1036385628,1044378228); +sum1=W(0,-1122454178,1024777096,-1119989961,-1125923878)+W(1,1034604284,-1106270482,1045742974,-1106272614)+W(2,1030894675,-1112273196,-1097223397,-1112814039)+W(3,-1130721815,974203052,-1131680651,-1123079474)+W(4,-1109744594,1050462805,1034400041,-1113894352)+W(5,1049041391,1056885773,1057689729,-1081686591)+W(6,1043400251,-1111542214,-1082103097,1058546239)+W(7,-1127331477,1030325078,1032256832,1024933634)+W(8,-1118152051,-1136375156,-1119159494,1040468885)+W(9,-1111838475,1033159371,1016953331,-1112362495)+W(10,1042722054,1008300000,-1127987422,1051410218)+W(11,1028514056,-1122308858,1020481857,-1104716944);sum2=W(0,-1118763531,-1105376950,-1124098806,-1126857538)+W(1,1032593429,-1110580495,1037674477,1031801448)+W(2,-1119835024,1039467599,-1116861031,1004108563)+W(3,-1169697445,1033383777,-1109178305,1016299757)+W(4,-1096176503,-1094874635,-1105780084,1017023528)+W(5,-1078904043,-1075832971,1071605005,1067983244)+W(6,-1111109918,-1112838992,1065456263,1060638644)+W(7,1040587540,1006549790,-1104548941,-1098624444)+W(8,-1140350635,1036694112,-1133097491,-1128747572)+W(9,-1097243929,1036064001,-1111308161,-1109792866)+W(10,-1114824160,-1103055030,1039332997,1040323331)+W(11,-1127435882,1022453269,1027541135,1033955221);WS(1044586414,987793058); +sum1=W(0,1029861564,-1105742952,-1094962922,981244734)+W(1,1008852553,-1106380176,-1103252055,-1127551587)+W(2,-1120415085,1036900841,1039776063,-1110264932)+W(3,-1111219811,1028803677,1025145152,-1128191927)+W(4,1054313512,-1099782448,-1106851755,1056192743)+W(5,1048369556,-1096188128,-1098041547,1058042871)+W(6,-1097596121,1058305414,1052995119,-1104749720)+W(7,-1103570473,1055249646,1045503990,-1105335335)+W(8,1027895469,1032524411,-1109764848,-1119312576)+W(9,-1121596880,1024237680,-1110892330,1019737521)+W(10,-1098125906,1026360866,-1120426409,-1106765091)+W(11,-1101993823,1031597860,-1151171624,-1106717007);sum2=W(0,-1116947191,1032730216,1038321486,-1170894487)+W(1,-1112734885,-1104751545,1034140662,1031282910)+W(2,-1112368696,-1115060896,-1102906173,1042944653)+W(3,-1149951158,-1103764076,-1124833342,1023647443)+W(4,-1102463031,-1109920837,-1093894288,1053283699)+W(5,1054507486,1065532097,-1089191295,1044178467)+W(6,1038784522,1029167633,-1115680584,-1128523954)+W(7,-1105151256,1048070264,1021288403,-1109068581)+W(8,1047091130,-1098101478,1046510222,-1100030896)+W(9,-1095028025,-1113780206,1046381950,-1097946325)+W(10,1050920778,-1114933696,1020709100,-1094781909)+W(11,1052479172,-1120673083,-1114621382,-1113980416);WS(-1114317660,-1079530866); +sum1=W(0,1045601427,-1100871485,-1115918380,1005492722)+W(1,1040691817,-1094477942,-1122621547,-1125684614)+W(2,-1122106750,1041157065,1044150368,-1138701159)+W(3,-1132247342,1037992735,1039210328,1010492340)+W(4,1040297908,-1115200394,-1116105277,-1124407701)+W(5,1054673340,-1097950923,-1103806788,-1098312611)+W(6,-1120050519,1040435582,-1088150296,1041833209)+W(7,1025359158,1032362656,1025767275,-1116922669)+W(8,1034785295,1024917256,-1125596386,1041270838)+W(9,-1103823208,1033886401,1026343653,1049040249)+W(10,-1121264402,1028146611,1039772509,-1129519613)+W(11,-1107139719,1032249339,1030520276,-1133614768);sum2=W(0,-1116868484,-1130123766,1035594747,-1155531695)+W(1,-1106991844,-1115576312,-1121397012,-1135508412)+W(2,1001487940,-1107263445,-1126221532,-1135674828)+W(3,-1131775200,-1125291430,-1121744498,-1119877490)+W(4,1034328851,-1113096514,-1101564588,-1111112193)+W(5,1050004218,1048453590,1029679690,1033705026)+W(6,-1123887534,1043692754,1050922209,-1117911568)+W(7,-1110635219,1032206024,1034884616,1017446183)+W(8,-1115452418,-1123313694,-1130931838,-1116834132)+W(9,1029930774,-1127714868,1018386998,-1152418495)+W(10,-1114385718,1023927325,-1121358676,1007646710)+W(11,1016330315,-1122013064,-1115969900,-1122169416);WS(1066254326,-1103165682); +sum1=W(0,1027879829,-1114107453,-1107990998,1032736195)+W(1,-1123062443,1041209406,-1103287009,1031762634)+W(2,-1148973229,-1113506869,1039171204,1004281096)+W(3,-1130151676,1042306865,1029657432,-1119568276)+W(4,-1121888407,1024426522,-1102376817,1040177417)+W(5,-1097968365,1045901207,-1086180914,1058340070)+W(6,1042461256,1045252895,1060563077,-1082040497)+W(7,-1106785311,1042341554,1035749465,-1110264442)+W(8,-1134855959,1012754494,1019040113,1034252186)+W(9,-1117801777,-1116847305,-1128188760,1048880356)+W(10,1021862138,-1140572507,-1149008906,-1108119503)+W(11,-1125959462,1010461490,1021245074,1017288487);sum2=W(0,-1124089023,1044764288,-1111267114,1021177914)+W(1,1019818775,-1103902938,1026571855,1026640236)+W(2,-1106530127,1046869720,-1139759728,1019369915)+W(3,1030498751,-1107211067,-1116925721,1038187852)+W(4,-1106310853,-1100663157,-1105822865,1038432054)+W(5,1063205014,1066152263,-1088005063,-1115065858)+W(6,-1096246655,-1098236584,-1093573252,1054784388)+W(7,1035488589,-1107121631,1033917272,-1115197568)+W(8,1039738660,-1121288215,-1122267795,1037666445)+W(9,-1094681119,-1112191805,1045614354,-1097556837)+W(10,1051664274,-1110480242,1041592438,-1095778937)+W(11,1038730556,1022742082,1015983837,-1104072801);WS(1062838508,-1098141683); +sum1=W(0,1033720508,1021336509,-1129876167,-1134697126)+W(1,-1119656591,1046652247,1014720225,-1121504814)+W(2,-1114868293,1033072079,1047400131,950602286)+W(3,-1113093265,1026913289,-1139606129,1034808260)+W(4,-1104597903,1019102333,-1099161722,-1116304310)+W(5,-1082370571,1058084844,1049624810,-1101916102)+W(6,-1096699752,1050650780,1053105145,-1091801796)+W(7,-1098146380,1048726310,1034036747,-1121911577)+W(8,1045312786,-1118743028,1030514076,1038618718)+W(9,1029119981,1009920435,-1134396481,1036131058)+W(10,-1119884597,-1133963803,-1132133195,-1119759594)+W(11,1017329950,-1121758433,990998386,1024218735);sum2=W(0,1018600110,-1114533760,1026947049,-1120814392)+W(1,-1124538308,-1107191892,-1112504706,1027325255)+W(2,1007599328,-1124222597,1023329910,-1127260613)+W(3,-1125977712,1019591350,1024046209,-1128821133)+W(4,1043306429,-1096357662,1029294693,-1124609851)+W(5,-1090928488,-1118772404,1075131584,1030055965)+W(6,1015958190,-1113584525,-1092017575,1046523168)+W(7,-1115445424,-1105922548,-1109468012,1022187138)+W(8,-1078857162,-1109773692,1054044776,-1089366560)+W(9,1060040329,-1102685120,-1105806639,-1106088729)+W(10,1047822624,1032716843,-1119137158,1045316672)+W(11,1038940063,1016647840,-1120065319,1021757630);WS(1054286935,1054427377); +sum1=W(0,1015966225,1024526894,1031868724,-1139016422)+W(1,1029692191,-1123790766,-1107528289,1034481375)+W(2,1037138557,-1101429240,1033739398,-1118014037)+W(3,996243233,-1114181077,1035472806,-1107878452)+W(4,-1100637795,1046711412,1027450488,-1103470657)+W(5,-1096987004,1036148808,-1098573729,1043922306)+W(6,1045510949,1016118627,1053311986,-1103397016)+W(7,998962565,1041113135,-1127637067,-1113746932)+W(8,-1105992614,1036202402,-1113202838,1036611766)+W(9,-1138151730,1006910195,-1121078688,1045477269)+W(10,1013880803,-1135069562,1033532379,-1103945702)+W(11,-1118755335,1020627009,-1112788047,1041047838);sum2=W(0,1020343611,1031676937,-1114977231,998302909)+W(1,1014080934,1053648356,-1113383024,1029585253)+W(2,-1115911996,1042686855,1044096370,-1135780688)+W(3,-1117868456,1037265024,-1108781434,1018594371)+W(4,-1115901635,-1117993552,1036510752,-1111023634)+W(5,-1095412525,-1083342245,-1099268355,-1091081120)+W(6,-1137657706,1037488276,1034064765,1066870285)+W(7,-1126645268,-1113946823,1014772326,1043350243)+W(8,1041465226,-1113757911,1033017445,1004185429)+W(9,-1115471327,-1161911507,1021941233,-1113451820)+W(10,1023464409,1018751107,-1120710156,-1118193886)+W(11,1032826620,967002060,-1148724493,-1138084208);WS(1069042774,1023813606); +sum1=W(0,982627530,-1113747494,1029846837,-1120569815)+W(1,-1122018428,1039673254,1033076468,-1113058670)+W(2,1021479086,1046432919,1038190732,-1110295833)+W(3,1013049407,1016231853,-1134594983,1001627822)+W(4,-1109565588,1048856613,1052864835,-1087916882)+W(5,-1085384902,1059308179,1056781822,-1095056850)+W(6,-1089999723,1059014405,1063669175,-1083727323)+W(7,-1094610970,1048044230,1044534497,-1094559921)+W(8,1011966045,-1136915076,-1130288148,1037940281)+W(9,-1107102153,1027021082,-1140629239,1041407837)+W(10,-1110936865,-1128736648,1007651659,-1111254596)+W(11,1046858383,-1114487747,-1139332738,1025983877);sum2=W(0,-1115645027,1030684990,-1088323667,-1097118790)+W(1,1042765123,-1082143899,-1081609065,-1109249259)+W(2,1028792702,1059694558,-1102809807,1015795842)+W(3,-1105083736,1072110122,1064574838,-1116071919)+W(4,1056476304,-1101283859,1049654149,1067177084)+W(5,1061996602,1055747315,1057270411,1058423359)+W(6,-1085597397,-1106003210,-1087207348,1006287482)+W(7,-1081832849,-1090423898,1023804763,-1080103447)+W(8,1040556965,-1124995735,-1108580354,-1120538318)+W(9,-1120372038,-1114753052,1017763415,-1122455315)+W(10,1042932361,1033427208,1040354664,-1106540179)+W(11,-1101912272,1049644025,-1098395984,1048665861);WS(1046279854,-1100682627); +sum1=W(0,-1110611178,-1114421037,-1109896894,-1155754074)+W(1,-1118509483,1027993210,-1131162933,1022309140)+W(2,1022155595,-1117693450,1040243222,-1109973457)+W(3,-1117715774,996768085,1019138289,-1107208537)+W(4,1030120983,-1124410677,1035511522,-1107576521)+W(5,1062355587,1059809630,1038811574,-1094043528)+W(6,-1110047247,1046487839,1038778317,-1094900881)+W(7,-1107567326,1039784548,-1127423844,-1110631994)+W(8,-1114543731,1008443967,-1116898232,1002805634)+W(9,-1113128332,-1141634631,-1122237996,1039227081)+W(10,-1109843880,-1132048229,1021837827,-1105636701)+W(11,-1112311954,-1128081977,-1123472091,1004796827);sum2=W(0,-1111094572,-1112866732,-1107499970,-1155805362)+W(1,-1123681391,-1140638716,-1106540686,1028160711)+W(2,-1119301235,-1139408516,1031083122,-1116453985)+W(3,-1115385578,-1116565509,1034592379,-1108559318)+W(4,1044264749,-1148903065,1035480223,1022847832)+W(5,1057429467,1045538131,1040150233,-1155674450)+W(6,1025824831,1041846065,1031696457,-1106158641)+W(7,-1121519923,-1129601606,-1120456085,-1111164410)+W(8,-1114470280,1021130376,-1110725720,-1120962569)+W(9,1016428102,1009992044,-1120260095,1010774604)+W(10,-1118124541,-1114275912,1026515918,-1120179561)+W(11,-1119709653,-1115407958,1011855672,999266665);WS(1068834358,-1130516755); +sum1=W(0,1043574522,-1095778974,1034114243,-1110020716)+W(1,-1129582842,-1108460854,1047457188,-1110718798)+W(2,1034180284,-1096959660,1054126843,-1114402010)+W(3,-1111247176,1039130852,1033414773,1025857751)+W(4,1048936405,1035735542,-1102038774,1048068617)+W(5,-1114164062,-1096174934,-1105529591,1038642250)+W(6,1049433806,1043709316,-1112126358,-1110583455)+W(7,-1119539023,-1112879245,-1123546692,-1136840220)+W(8,-1100504766,1038840817,-1110620517,1031998965)+W(9,-1130108598,1023990363,-1109142655,1047377413)+W(10,-1095231947,1040978881,-1122044916,1044906670)+W(11,1035429307,-1115530151,-1131191403,-1130058411);sum2=W(0,-1125442959,1040753488,-1108165952,970017593)+W(1,-1108273260,1051322703,1033984686,-1107196630)+W(2,-1132402709,1041587650,-1113564209,-1130992285)+W(3,988670622,-1122802752,-1116630320,1017358256)+W(4,1000227776,-1088611471,-1102798485,1047729556)+W(5,1055231112,1062180091,-1087549565,1038319755)+W(6,986706110,-1113546876,1046553690,-1094436986)+W(7,-1132214419,1032902155,-1120036494,-1124437274)+W(8,1049645408,-1108133201,1029593938,-1142827268)+W(9,-1103837458,1035145460,-1114349374,-1127043239)+W(10,1048231400,-1146643074,-1114342182,-1107399737)+W(11,-1145381770,1014303584,-1126967424,-1124561928);WS(1067517750,1033639701); +sum1=W(0,-1130341242,-1132678155,-1102897085,1025509678)+W(1,1018375590,1013105800,-1151042791,-1120272434)+W(2,1026047982,1032243033,1041000592,-1116961737)+W(3,-1113724179,-1123793645,1034904976,1025041660)+W(4,-1096924480,1040728225,1037697110,1023511162)+W(5,-1086033191,1062857884,1056422164,-1094474081)+W(6,-1093123217,1063905370,1058773976,-1085852953)+W(7,-1091335173,1057695471,1050274619,-1093479580)+W(8,-1108434135,-1138791135,-1138182274,1039047450)+W(9,-1122589009,1034477848,1010850641,1032921189)+W(10,-1106044526,1026848855,-1112868181,-1100255843)+W(11,-1136654701,1007925107,-1122948276,-1112977566);sum2=W(0,1047092496,-1110599661,-1101718380,-1101843642)+W(1,-1098074183,-1096713677,-1127672356,1032746990)+W(2,-1096910060,1035860070,-1104014372,1053786699)+W(3,1023876031,1051096852,-1097849415,1043846267)+W(4,1053918698,-1092942861,1051125372,1046322966)+W(5,1069438643,1074732797,1040369276,-1100340247)+W(6,-1083706115,-1080423025,1050011098,1025809994)+W(7,-1081917128,-1091623712,-1117530220,1048729218)+W(8,1058235489,-1101055683,1050651985,-1084762721)+W(9,-1088693676,-1103557505,1050412863,-1090389206)+W(10,999981171,-1099152238,1052371166,1053232821)+W(11,1050919626,-1123531943,1041618808,-1097505133);WS(-1098378327,-1087753140); +sum1=W(0,1013838405,-1131552366,-1123262056,-1149815841)+W(1,1025974631,-1103162646,-1114416842,1021155853)+W(2,1020943940,-1100518162,-1099404299,1017740987)+W(3,1031952605,-1098489580,-1111541722,-1137239299)+W(4,997589309,1025605911,1053738584,-1110243207)+W(5,1042062186,-1094476095,1049179692,-1104972312)+W(6,1059648114,-1101042271,-1093068705,1057054155)+W(7,1061110492,-1100382705,-1111532695,1047878460)+W(8,967065877,-1135340592,1031741109,-1096838314)+W(9,-1130981226,-1145022506,1029594857,-1108406847)+W(10,1010424693,-1112923496,1005012974,1023051300)+W(11,989087216,-1113821120,1030823984,-1117167136);sum2=W(0,-1111830177,1031752431,1032463913,1034695587)+W(1,-1116805918,1045285117,-1103205904,1017885202)+W(2,-1113376464,1044034906,-1092035876,1039973913)+W(3,-1109344122,1034392181,-1097056010,1024357631)+W(4,-1104893727,1010301739,1051055536,-1087773887)+W(5,1061301409,1065451004,1045597173,-1114987001)+W(6,-1096259933,-1101789830,1036331211,1053784665)+W(7,-1095057905,-1098597360,-1105822235,1015259894)+W(8,1003908630,-1111301343,1028563957,-1103774157)+W(9,999416278,-1106181364,1042437558,-1107230114)+W(10,1047293827,-1127455968,1014136811,-1118216068)+W(11,-1139528651,1017174230,-1137717779,-1119063058);WS(1051991511,-1090129628); +sum1=W(0,1028979258,-1103260128,1035475128,-1119709994)+W(1,1025156752,1041023848,-1099928080,1025569135)+W(2,1032797781,1040845476,1030722332,-1113846787)+W(3,-1126457798,1032471277,1015665914,-1137003429)+W(4,1048862488,-1107028176,-1099369674,1044364174)+W(5,-1103260308,1048877896,-1092954947,1054464119)+W(6,1039529634,-1113372113,1036105176,-1090331224)+W(7,1036006161,-1111431094,-1104520406,1015668019)+W(8,1037758213,-1142000036,-1122358045,1024914253)+W(9,992983000,1023847918,-1110227337,1045752341)+W(10,1027244574,-1139349278,1018698636,-1115078629)+W(11,-1113568276,1004297100,-1131269376,1039091960);sum2=W(0,-1117698064,-1096590117,-1098470129,1043798657)+W(1,-1101130902,1065791971,-1084690772,-1102458928)+W(2,1026623851,1019910088,-1123809426,1025730631)+W(3,1012466631,-1124630920,990258218,995294154)+W(4,1047971790,1037727050,1029962999,-1126555274)+W(5,-1099131342,-1083609361,1008201251,1067678357)+W(6,-1117295572,-1113754273,1031198846,1036453804)+W(7,1010360391,-1136369090,1030505142,-1116170672)+W(8,-1161955740,1022180969,-1131048284,1028782608)+W(9,1051059538,1014843769,-1120783295,-1103096568)+W(10,1041141064,-1111232000,1020274026,-1106261335)+W(11,-1119361560,1001879503,-1127235720,1028328942);WS(1062559660,1025273829); +sum1=W(0,1004255955,1041017424,-1098241838,1017067222)+W(1,-1109975080,1032386976,-1136327879,1019590495)+W(2,1004648665,-1112687016,1031451349,1028071367)+W(3,999516190,-1105242363,1040197151,-1129853588)+W(4,-1088941672,1050253504,1060515311,-1088364567)+W(5,-1083706517,1061681108,1064814036,-1087512143)+W(6,-1092690193,1052988124,1061080357,-1089169701)+W(7,-1093365052,1050105214,1048643203,-1100415991)+W(8,-1115329590,-1133026900,1036248943,-1113064427)+W(9,-1146803505,1028690158,1008140615,-1113817187)+W(10,1031379878,1030651112,1010963867,-1112935650)+W(11,1051227835,-1139571464,-1133141907,-1112391860);sum2=W(0,-1123128465,-1084402469,-1088438618,1058977722)+W(1,1025585093,-1092491618,-1097793743,1051128320)+W(2,-1090331128,-1094761348,-1090336452,1043020026)+W(3,-1101815127,-1080227574,1032815200,1037612985)+W(4,-1068917363,-1109667848,-1080154822,-1070888183)+W(5,1078112044,1058335327,-1080832517,-1079680807)+W(6,1070728174,1057746923,1067339759,1082393215)+W(7,1066541275,1067785018,-1122043266,-1090225897)+W(8,-1133954517,-1117456198,1020668753,1057028315)+W(9,-1089499329,1039195999,1031920962,1057005952)+W(10,-1096630558,-1139309423,1046190750,1038175360)+W(11,-1086032969,1046599598,-1116527206,1051816122);WS(-1077531606,-1068627295); +sum1=W(0,1034866077,1048375560,-1113367136,-1124767318)+W(1,-1130761376,1049955828,-1104403272,-1101653116)+W(2,-1121310187,-1108970480,1036710310,-1106412978)+W(3,-1107982930,-1107579101,1049541454,1040285922)+W(4,-1099058463,1047513184,1055377197,-1095446127)+W(5,-1087242437,1061174628,1058086815,-1090535733)+W(6,-1096168584,1056094244,1057172304,-1088900579)+W(7,-1095682732,1054731422,1047121222,-1097928011)+W(8,1045191539,1025894069,-1126382267,-1111814927)+W(9,1048150628,1008100281,-1117513042,-1094831865)+W(10,-1102502166,-1115104524,999030326,-1103308083)+W(11,-1103869114,1025118882,1032672660,1043510842);sum2=W(0,-1109912068,-1119472758,1021086937,-1118325221)+W(1,1073210842,1028908234,1051951524,1055626857)+W(2,-1108710534,1039597247,1044779683,1050117205)+W(3,1005945059,1026547602,-1130127373,1007734945)+W(4,1026424546,1030452362,-1131106753,1043003051)+W(5,-1081037490,-1079815727,-1103671831,-1092928023)+W(6,1044106321,1032627417,-1105002867,-1093398148)+W(7,1019051617,1023992222,-1108845723,-1119182686)+W(8,-1109242129,1007569065,1007248641,-1122810381)+W(9,1035695099,1034566233,-1112697430,1034708821)+W(10,-1112762482,1020894429,-1131640977,1037167425)+W(11,999154803,1009135009,-1144614067,-1120996683);WS(1027136184,1037475189); +sum1=W(0,-1100957374,1049686375,-1116112165,1032095571)+W(1,1008293424,-1096656387,1028374302,1042581547)+W(2,1046313162,-1105885187,1033692244,-1125080965)+W(3,1032243376,-1122778646,-1122471385,-1104233593)+W(4,1038845436,-1106083983,1049018533,-1115063802)+W(5,1053200569,1044615055,1046087792,-1088748902)+W(6,-1103807360,1052904956,-1090279185,1024446429)+W(7,-1114896431,-1113201013,-1106111045,1048125173)+W(8,-1120251015,1047825580,-1107767341,-1119314641)+W(9,-1099043646,1041068763,-1104556803,1034473457)+W(10,1033985068,-1106489925,1035958465,1029265287)+W(11,1045413959,-1123269230,1037737330,-1106885357);sum2=W(0,1046942588,-1090820835,1028061230,-1109957285)+W(1,1035311457,1053631926,-1168618571,-1108558913)+W(2,1020819182,1024395745,-1140171429,-1103268017)+W(3,-1119040125,-1111153127,1034074787,1017489970)+W(4,1047577084,1048459161,-1110812851,1045893852)+W(5,-1097789717,1028951753,1058947879,-1096957845)+W(6,1010859305,1018177816,-1086199154,1058472778)+W(7,-1134098557,1029986143,-1119421881,-1118924631)+W(8,-1114577527,-1106934834,1027149256,-1108048047)+W(9,1041621301,-1139749789,-1104794282,-1104353646)+W(10,-1101676043,1051639728,-1105608688,1047742834)+W(11,-1110045381,1035525353,-1105627073,1030918112);WS(1059085676,-1120419895); +sum1=W(0,1015920803,1041225150,1010567522,-1123531970)+W(1,1003238718,-1107069702,1048968044,-1129458830)+W(2,1019022757,-1131681870,-1107554082,1024388894)+W(3,1029064795,1018058500,-1110859547,-1122285937)+W(4,1042370229,-1105839574,1031892193,-1140828475)+W(5,1061545382,-1113798029,1052692461,-1081896608)+W(6,1048429719,1023517883,-1080962214,1057779808)+W(7,1043188126,-1109838114,-1107360247,1046207852)+W(8,1021017477,-1117671948,1013434325,-1126417758)+W(9,1033163859,-1110196995,1033141013,-1106306215)+W(10,974463598,-1104852314,998455538,1051334024)+W(11,-1182091254,-1115208005,-1130795454,-1137698561);sum2=W(0,-1104270657,1028093784,1051048471,-1115293356)+W(1,-1140125409,-1087783718,-1111420185,995357221)+W(2,1016190873,1035133120,1031459460,1041981586)+W(3,-1115228320,1019234873,1028088400,-1140513641)+W(4,1055158904,-1104160418,-1108089569,-1116254969)+W(5,1057721666,1060085251,-1113016550,-1108447426)+W(6,-1119040585,-1119561801,1041174723,-1086769840)+W(7,1043934745,-1097229960,-1114345654,-1121069799)+W(8,1040482382,-1109483288,1032305896,-1110389222)+W(9,-1106428297,-1106001572,1033267880,-1105273681)+W(10,1045849559,-1127947625,-1115354420,1046452617)+W(11,-1114369945,1033437588,-1119205024,1044224673);WS(1063842732,1069263660); +sum1=W(0,1031532473,-1122091454,-1122877239,-1134238373)+W(1,1031846503,-1102409375,-1114405937,-1118861678)+W(2,1032122901,-1113900631,-1105793535,-1118980549)+W(3,1033668289,-1133229476,-1129606328,-1119645672)+W(4,1052972391,-1097152888,-1099884346,1055968823)+W(5,1062381841,-1081966868,-1088480739,1057777668)+W(6,1051224528,-1107218856,-1086950263,1065218890)+W(7,1043160456,-1106065147,-1097976619,1055096307)+W(8,-1119905385,1025876211,1027783644,-1101209335)+W(9,-1166909210,-1124858713,-1133551424,1025124405)+W(10,-1105943487,-1136389690,-1146513705,1045788186)+W(11,-1107257190,1024085520,-1153551023,1011470685);sum2=W(0,-1122047761,-1119731325,1017497319,1008982555)+W(1,-1137222855,1050149080,-1110768789,-1134583037)+W(2,1029699842,-1094516021,1041298195,-1140752305)+W(3,1026101716,1029205125,1037679865,-1114302140)+W(4,1048705804,-1104624717,1044555710,-1114050188)+W(5,1079097716,-1088882238,1041907901,1082656561)+W(6,-1064571216,-1099205492,1050137131,-1069364548)+W(7,-1121859551,1040352044,-1109039739,-1105564781)+W(8,-1113283108,1042591944,-1121509319,-1115112254)+W(9,1033378952,1018241317,-1111081434,1041138312)+W(10,-1105508475,1008906239,-1128224049,1048604087)+W(11,-1131493091,1024193619,-1118064246,1026612451);WS(-1129102704,1046511454); +sum1=W(0,992833099,1029362986,1003871004,-1120255189)+W(1,-1138794987,1011030567,988783847,-1134582632)+W(2,-1129425099,-1111313565,-1118838023,-1157138191)+W(3,-1133147960,-1106432157,-1115457860,1016407976)+W(4,-1113473140,1049212165,1060542285,-1098175836)+W(5,-1091886143,1049733902,1059935407,-1095364566)+W(6,-1149570791,1041064643,-1115543549,1040190185)+W(7,1038304902,1029519512,-1119854466,1037653026)+W(8,-1118651222,1012659838,-1115237700,-1104614392)+W(9,-1109648580,-1116104473,1026034940,-1098721330)+W(10,-1105481630,-1112251695,1036784617,-1121023765)+W(11,-1111089569,-1170197274,1023835049,1031662787);sum2=W(0,-1104263814,1036699032,1022956598,1039353726)+W(1,1028285409,-1106986979,-1120983737,1027240563)+W(2,-1151417050,-1136397826,-1095425364,1032871415)+W(3,1023556565,-1098325150,-1108376211,1027668005)+W(4,-1154678850,-1088770012,-1088722171,-1093991321)+W(5,1067214284,1070132546,-1101846939,-1089878099)+W(6,1051464555,-1099095249,1045480826,1047639440)+W(7,1061372327,-1086577064,1043597107,-1104038071)+W(8,-1104468959,-1123571799,-1125147089,1039854738)+W(9,1029156699,-1117321918,1036003207,-1096446657)+W(10,1024325599,-1150420266,1027342659,-1098508409)+W(11,1034968116,1031516803,-1138411071,-1148394393);WS(1056411607,-1109579684); +sum1=W(0,1027988397,1031736403,1040494825,-1129654332)+W(1,1027974595,-1104250813,-1118623100,1041758889)+W(2,1038422303,-1115303377,1023561152,1038643645)+W(3,1047822542,1037517815,-1111435064,-1115801276)+W(4,1051564806,-1091392278,-1089114662,1053570965)+W(5,1057393436,-1081469355,-1087917688,1061336939)+W(6,1052932495,-1085011849,-1091410052,1065029703)+W(7,1056446507,-1089621406,-1108233957,1051403778)+W(8,1018661052,1032323860,1041782836,-1099475130)+W(9,-1094207710,1010041732,1035039650,1034322317)+W(10,-1096091282,1020820966,1041287822,1052271760)+W(11,-1095410877,1043391417,1036272138,1036087894);sum2=W(0,1043151870,1054945342,1063327246,-1114696922)+W(1,1045725515,-1078968963,-1111180476,-1098855398)+W(2,-1093166728,-1073598210,-1075182266,1041130784)+W(3,-1097485062,-1069127579,-1072729035,1048010869)+W(4,-1091433742,-1108711949,-1089121793,-1085101471)+W(5,1071264665,1049748951,-1096795753,1044429796)+W(6,1074573142,-1107925652,1041099170,1068966947)+W(7,1082548410,1057234494,-1087601324,1072575447)+W(8,1036153834,-1114908726,1041765085,1049274948)+W(9,1043607695,-1113887753,1017938665,1047012469)+W(10,-1106854972,-1097732836,1052357470,1008700501)+W(11,-1095686167,-1117196119,1035577978,-1100708600);WS(-1075355670,-1094395357); +sum1=W(0,1031927794,1019602069,1013276974,-1145694380)+W(1,-1107635165,1046251906,1034056645,-1126751284)+W(2,-1117999477,-1101824103,-1107984424,1035883256)+W(3,-1135056568,-1113050587,-1117853800,1025403748)+W(4,1012968093,-1105184299,-1102394069,1022872131)+W(5,1059501808,-1079531190,-1089968245,1064151904)+W(6,1052884390,-1097950850,1040654683,1052823861)+W(7,1051481338,-1099617206,1021798787,1040309473)+W(8,-1113047243,-1123577887,1032373060,-1132601278)+W(9,1045395638,-1121043161,1012023536,-1112578984)+W(10,-1102570614,-1124087697,-1136193989,1035604635)+W(11,-1117559395,1015049529,1014648876,1016601958);sum2=W(0,-1099966915,1050797480,1024400373,1040559153)+W(1,-1122400566,-1088192853,-1098907063,1051040838)+W(2,-1127876766,1040989775,-1132746540,-1103745056)+W(3,-1122216569,1024449813,999475557,-1118336076)+W(4,-1095559069,1048535090,-1102969122,-1112035522)+W(5,1063399780,1065515124,-1081423354,-1091507667)+W(6,-1101527709,1047332946,-1104928579,1064106398)+W(7,-1118033876,1047796018,-1171911780,1025976147)+W(8,-1109162397,1035803260,1008704054,1035694118)+W(9,-1098794388,-1104133833,1032276403,1049424016)+W(10,-1105732065,-1109516912,1042270874,-1097345189)+W(11,1036172042,-1106418589,1033064723,-1107661001);WS(1045480366,-1089018411); +sum1=W(0,998930446,-1119371847,-1147321796,956510844)+W(1,-1113698796,1047477674,1033743797,-1129843310)+W(2,-1126854725,1019312750,993727556,1001814128)+W(3,-1127622934,-1124727396,991522899,1033942209)+W(4,-1114996930,1016456206,1046172476,-1098659472)+W(5,-1080535200,1065762350,1060852743,-1084286683)+W(6,-1095107249,1054147605,1055209670,-1100569285)+W(7,-1102902186,1049320503,1040201800,-1106428344)+W(8,1032232105,992745416,1012429717,-1117032824)+W(9,1036591131,-1130833259,-1120189081,1034928007)+W(10,-1103835661,-1162991986,-1112309127,1034876769)+W(11,-1117790432,-1166423644,1019870324,-1110790848);sum2=W(0,-1138029383,-1112450391,1034251754,-1135134951)+W(1,-1105815405,1013788103,1048129179,1039247354)+W(2,-1108579602,-1098532570,-1107279344,1043479193)+W(3,-1114044136,-1106884027,-1125069222,1036464698)+W(4,1048844919,-1097747276,1028246411,-1112699779)+W(5,-1102377508,-1085286825,1030988939,-1081251706)+W(6,-1079912447,1048531717,1066704374,1074756442)+W(7,-1113485350,1037742006,1025432715,1051417558)+W(8,1036047504,-1116303285,-1141862453,1024730233)+W(9,-1098604264,1026446373,1032058431,1032907358)+W(10,-1097926469,1017067577,-1115422697,-1121203556)+W(11,-1114746618,1026757097,-1110631868,1037541288);WS(-1129198960,-1098545020); +sum1=W(0,-1109829274,1046260982,-1103774667,1016631370)+W(1,-1135763497,1029491033,1041444949,1027654249)+W(2,-1109147378,1047095266,1033440347,1022371969)+W(3,1000105708,1031236725,-1135425502,-1124465415)+W(4,-1103302894,1038066845,1055978916,-1097986678)+W(5,-1087937321,1064242364,1057520791,-1085753764)+W(6,-1092825640,-1106434743,1043702710,-1100503343)+W(7,-1092048676,1048160666,1042256612,-1114972810)+W(8,1013747092,1026014767,-1113370572,998946812)+W(9,-1108378356,-1124979408,-1133701934,1033950432)+W(10,1039795292,-1123636138,1034434352,-1149232679)+W(11,1047273267,-1110866582,-1133096682,-1134578155);sum2=W(0,-1111810524,1041574978,-1101060946,1008784866)+W(1,1035375858,1009783259,-1113715041,-1123287968)+W(2,1014562100,1037249766,-1117592464,-1131156064)+W(3,1025684805,-1116058888,-1112331585,1013976797)+W(4,-1109901275,-1123470329,1046672822,1045200185)+W(5,-1099551228,1057574679,1052382391,-1111729623)+W(6,-1126723736,-1088911756,1037781521,1028611861)+W(7,-1123970907,-1098796399,-1105025107,1048583824)+W(8,-1113194466,-1124039764,994298612,-1118279822)+W(9,-1090683445,1025528776,1016737108,-1105523541)+W(10,1057541056,1038965019,1044936991,-1089242363)+W(11,1058673062,-1111874598,-1100984465,1046019340);WS(1055927127,1032414456); +sum1=W(0,-1114645447,1038629978,-1105922759,1026777470)+W(1,1034928754,1048976902,-1118870909,-1107741345)+W(2,1036990351,-1116578243,1031310464,-1106080726)+W(3,-1115024108,1028926430,-1121324945,-1132545269)+W(4,-1109541160,1049649890,-1114467391,1039415013)+W(5,1035267569,-1110167275,-1099187900,-1121580331)+W(6,1052806443,-1098780639,1044706191,-1092363639)+W(7,-1107491323,1026721601,1042096283,-1105847083)+W(8,-1118657663,1029983880,-1109775801,1040445212)+W(9,1050521172,1032803169,-1103039897,1040802710)+W(10,1045812872,-1117906236,-1106266495,-1122260014)+W(11,1028974308,-1113700371,1031828590,-1112784326);sum2=W(0,-1116647554,1046850624,-1095477634,1046339838)+W(1,1019769686,-1090363791,1046890022,1008329020)+W(2,1035617664,-1092874283,1015468535,-1108633040)+W(3,-1127469148,1032940188,-1110478242,1033551944)+W(4,-1097525459,1046513622,-1106007640,1041080449)+W(5,1051375999,-1097018549,1055899106,-1087064144)+W(6,1061754259,-1100515622,-1122727333,1042338708)+W(7,-1108757958,1042447169,1043707610,-1118600243)+W(8,-1109703351,1043170037,-1124447256,1022253579)+W(9,1049672544,-1097807314,-1100004355,1048733947)+W(10,1025134369,-1112390214,-1129042543,1051464963)+W(11,-1108633308,-1120359161,1040819075,-1099218588);WS(1063732396,1030954530); +sum1=W(0,976782235,-1151769923,1036299263,1032126752)+W(1,-1118035684,1048463661,1034233519,1026279044)+W(2,-1121995199,1036166050,1036782808,1028715099)+W(3,-1124714096,1046021200,1020132772,1032435871)+W(4,-1126287138,-1100277765,-1085959612,1040042182)+W(5,-1092651532,-1099766629,-1112294345,1024363996)+W(6,-1102126950,1049742039,1035866674,-1113174091)+W(7,-1096484767,1041160144,-1116277291,-1118937966)+W(8,1040546448,-1135394341,1017251428,1040218780)+W(9,1048686290,1013744650,-1164354746,1044348191)+W(10,-1118854702,972654113,-1137751148,1009750781)+W(11,1026126509,1032085003,-1123833085,1040779899);sum2=W(0,1005726416,1027252420,-1114346246,1023560328)+W(1,-1115408842,-1102003721,-1128267680,-1116687692)+W(2,-1105589301,1012806192,1038357336,1041728877)+W(3,-1113100068,1032847335,1025579970,1038558105)+W(4,1058379047,1066361916,1080093571,1055635447)+W(5,-1075825777,-1069273193,-1079490865,-1093219742)+W(6,1043596623,1040586029,1048667285,-1122468504)+W(7,1037773232,-1123027612,1032482622,-1110943172)+W(8,1041698127,1032891532,-1109086292,1053265582)+W(9,-1103412699,1040229437,-1142986448,1044641580)+W(10,-1123753164,-1116993440,1008854368,-1104322529)+W(11,1003892288,1027065900,-1125346072,-1134749344);WS(-1091386327,1040820769); +sum1=W(0,1015097725,-1145488419,-1113530145,-1133727678)+W(1,-1114059050,1038143634,1016526204,-1138479056)+W(2,-1122041679,1031893970,-1118547201,1024901707)+W(3,-1123564392,1007161468,-1120867010,1013224377)+W(4,-1111308865,1043618337,1033777591,1024243708)+W(5,-1091368514,1056300329,1057905859,-1103657483)+W(6,-1104061090,1024793576,1019703993,-1102986721)+W(7,-1118947879,1024563890,-1114932462,1020963773)+W(8,-1113425624,1016257779,-1122301794,1009482248)+W(9,-1103801765,-1136938187,1026855702,-1104459527)+W(10,1039830345,-1111999542,-1118577003,1043076580)+W(11,-1129826522,1018984621,-1119434421,1042855834);sum2=W(0,-1121259996,1034914627,-1107425211,-1118014300)+W(1,-1120519112,1041680563,1057124947,-1118480989)+W(2,1031820662,-1114315301,-1110358856,1034237400)+W(3,1029964608,974005161,1010762999,-1116062192)+W(4,1058886039,1043257251,-1122432623,988341556)+W(5,-1067455811,-1080970083,1049657622,1080471640)+W(6,-1113532913,1051213388,-1091987171,-1105716188)+W(7,-1106855886,1037720533,-1109593637,1033223294)+W(8,-1110426684,1030027284,-1122715046,1031639360)+W(9,-1105451271,1012008135,1022014335,981320073)+W(10,-1110623014,1009779611,-1121988626,1044181951)+W(11,999181553,1028099986,-1113750985,1038375349);WS(1067317974,-1128063738); +sum1=W(0,1030230219,1008892739,1047000343,-1112292702)+W(1,1037678225,-1110797816,1038318737,1023947008)+W(2,1032095758,-1114918032,-1118959774,1016840879)+W(3,1023530868,1004226268,-1114992535,1018620213)+W(4,-1130941083,-1108932456,1048838463,-1088068429)+W(5,1055157388,-1096039434,1034700890,-1122235065)+W(6,1052878187,-1088738347,-1113377160,1048428783)+W(7,1052393190,-1082056652,-1100769370,1036886165)+W(8,1013016624,1017454988,1027999791,-1121751190)+W(9,1039874719,1025959551,1031463650,-1165199081)+W(10,1045859362,-1143147336,1018062255,1031603132)+W(11,1050791676,-1115371169,1018649043,1028131502);sum2=W(0,1004731920,1038964407,-1091622621,1017164622)+W(1,-1106036842,1047078409,1049069382,1046790460)+W(2,-1103678216,-1098544714,-1107481011,1036535757)+W(3,-1122761780,-1107095641,1040369699,1025471738)+W(4,-1113390241,-1112910469,1067262657,1072454217)+W(5,-1071223185,-1073367678,1044434118,-1080520963)+W(6,1061994978,1029437169,-1099641871,1059476479)+W(7,1054597152,1062276141,1051233508,1053016271)+W(8,1038887363,-1108193245,1035940089,-1098954881)+W(9,-1106847320,-1127548642,1032575148,1033204278)+W(10,1030771421,-1109007913,1015223408,967303234)+W(11,-1113404397,-1116480773,1042599225,-1123160801);WS(-1095745367,-1102532016); +sum1=W(0,-1125050061,-1115476726,-1131139906,-1117700567)+W(1,1032821374,1043020835,1044141479,-1104292247)+W(2,1026094807,1027591436,1033588284,-1106685309)+W(3,1025256272,-1109574827,1031476842,-1109617979)+W(4,1049785973,1034862742,1031266390,-1104729417)+W(5,-1103984511,1025371182,1043929817,-1096094522)+W(6,-1092452582,1049600882,1048857569,-1135965844)+W(7,-1108767399,1045422790,-1127826823,1035377859)+W(8,-1108925228,1021444802,-1123836106,1034962037)+W(9,1003529681,1036065165,-1112024639,-1121682994)+W(10,1029191534,1028793076,-1114922921,-1108409524)+W(11,-1147768356,1027631502,1025559229,-1105178749);sum2=W(0,-1090566997,1058641835,1050493331,-1102917712)+W(1,-1084121809,1066117726,1072277942,-1083236080)+W(2,-1098664696,1016159325,1055792221,-1092542987)+W(3,-1109069600,-1107091755,-1123932559,-1115432352)+W(4,-1106617401,-1131983160,1038417192,-1104683957)+W(5,-1110147426,-1097349120,1026745412,-1083529216)+W(6,1047496584,1048447149,-1092834676,1053260074)+W(7,1041712051,1019306140,-1110071086,1040670728)+W(8,-1117134944,-1142618034,-1124032472,1032679083)+W(9,1045086676,-1107466492,1033461689,1030312114)+W(10,-1103742512,-1111688997,1040055828,-1115504874)+W(11,1023956348,995416610,1025562022,1018575153);WS(1064673964,1027541745); +sum1=W(0,-1105951646,-1104573695,1042078126,1040862122)+W(1,1047048323,-1111978190,-1104241265,-1159900529)+W(2,-1115789415,1032018046,-1096920009,-1123048515)+W(3,1028373376,-1099040790,1022298419,1032172675)+W(4,1032906140,-1098380055,-1092017101,1060076351)+W(5,1064315273,-1089015252,-1084208856,1059885441)+W(6,1050382000,-1095947620,-1085419935,1059865934)+W(7,1058530774,-1087017843,-1104053605,1053685923)+W(8,-1103234546,-1122608113,-1113513485,1050924251)+W(9,1048739529,-1097330869,-1114509959,1045405901)+W(10,1032498465,1009712656,-1130206982,1043557114)+W(11,1037400788,-1099616447,1011282770,1042167691);sum2=W(0,-1096514001,1050849818,-1137481092,1039738446)+W(1,1083413745,1041988969,1017170018,1067583917)+W(2,-1089267428,1054896719,-1115429835,1067818743)+W(3,-1102208699,1042362507,-1108022123,1050540062)+W(4,-1109747727,-1102987618,998253152,1036746190)+W(5,-1066189939,-1088427847,1044897487,-1078331016)+W(6,1050059376,-1108032139,-1125950758,-1077977055)+W(7,-1140654200,-1098634922,1038480975,-1119460484)+W(8,-1144728624,-1103405950,1029249908,1035100433)+W(9,1030429056,1049519441,-1113657787,-1108804343)+W(10,1045807183,-1104699523,-1105416150,-1124211336)+W(11,-1138500556,-1135144148,1036658641,-1164441214);WS(-1084384556,-1100810808); +sum1=W(0,1033258828,-1114756638,-1101205955,1032390692)+W(1,-1153131217,-1123281148,1034225747,1036208454)+W(2,-1113170436,-1110681734,1052764669,1035878930)+W(3,1008810370,1010363102,-1132636906,1034716867)+W(4,-1115332589,1044941511,1056723089,-1095424763)+W(5,-1080799329,1058219330,1059213081,-1089988048)+W(6,-1089641270,1051546784,1065718984,-1086451675)+W(7,-1089944572,1051751177,1048907447,-1111992667)+W(8,-1103092466,1038921097,-1113631133,-1103994552)+W(9,-1102604175,1029458059,1041433148,1016698694)+W(10,-1105901266,-1114617106,1046701849,1010056863)+W(11,1025009925,1042675492,1022756491,-1104305197);sum2=W(0,-1123544386,1040443741,-1106845972,1003892755)+W(1,-1099919704,-1098641213,1041556166,1040199158)+W(2,-1114201767,-1102894487,1043027552,1046124074)+W(3,1018916205,1029095170,1031291554,-1137485313)+W(4,-1099129814,1046395618,1042856976,-1130802613)+W(5,1044973210,1051151809,1049252005,1034864555)+W(6,1040886200,-1098031952,-1120255910,1046986152)+W(7,1035815457,1034278467,-1103612985,-1097152858)+W(8,-1117156960,-1128022157,1035865477,-1090921483)+W(9,-1094482604,1033022953,1029291710,-1101642940)+W(10,-1113386876,1031856421,1028643166,1049495257)+W(11,1026205590,1020718685,-1106468948,-1132183417);WS(-1097545175,-1081485407); +sum1=W(0,1036906638,-1107749409,1034150438,1036015463)+W(1,-1148467606,-1130068931,1025404544,1033438601)+W(2,1043481795,-1129433572,-1110996648,-1116883369)+W(3,1035852867,-1133343797,-1112307200,-1107248831)+W(4,1041348600,-1091465804,-1085934785,1057909318)+W(5,1062920275,-1085185870,-1088212159,1058891216)+W(6,1057530498,-1097522985,-1083820335,1058446394)+W(7,1058924580,-1088845017,-1098817647,1041812911)+W(8,-1120240750,-1115496908,1033963168,1035924004)+W(9,1044931644,1034996968,1023737332,1040930578)+W(10,1046628778,1044774695,-1109644005,-1110014855)+W(11,1031062731,991839047,-1109394217,-1112689630);sum2=W(0,-1073537081,-1097506962,-1096165509,-1085422352)+W(1,-1103264022,1037776879,1035648589,-1090145600)+W(2,1039561049,-1132410675,-1106454260,-1098060014)+W(3,-1097648243,-1093619532,-1095706003,-1111561066)+W(4,1050305732,1042351306,-1090487063,1057773529)+W(5,1064009122,1057815879,1042246902,1070820271)+W(6,1037201191,-1132940238,1056492080,-1102687355)+W(7,1065891070,-1104795343,1047053654,-1106323076)+W(8,-1096519547,-1098077313,1048850208,1044955346)+W(9,1035447241,1039355809,1040847724,1012707558)+W(10,1055262754,1034334977,-1128314591,-1098251612)+W(11,1017091667,1044351754,-1107078913,-1098685023);WS(-1079771574,1075069839); +sum1=W(0,-1111167476,1021133405,-1118529175,1032166989)+W(1,1032734815,-1104246611,-1093562003,-1123178206)+W(2,-1112820125,-1114628655,-1098100446,1029165557)+W(3,-1114861753,-1119446905,-1133453360,-1135576864)+W(4,1048648437,-1092445782,-1092970539,1055702741)+W(5,1071187580,-1118830448,-1088433116,1062276827)+W(6,1049405702,-1093425874,-1097110780,1061220800)+W(7,1051379002,-1094782027,-1109854691,1042497282)+W(8,1033539229,-1142239002,-1113551430,-1117950828)+W(9,-1114529494,-1119974813,-1110397888,-1104828877)+W(10,1023590922,-1111568211,-1139975764,-1112849365)+W(11,-1104282614,-1107804608,974859957,992807281);sum2=W(0,1008476139,-1092753943,1058265898,-1108373663)+W(1,1048684757,-1094584251,1052155727,-1104454680)+W(2,1053127551,1027921055,1044002260,-1093428939)+W(3,1052320010,-1093142139,-1109762731,-1096653504)+W(4,-1098184263,1036219103,-1097633487,-1105791278)+W(5,1051207789,1059813061,1039768739,-1106622092)+W(6,-1092246791,1058749571,1037804238,1040647411)+W(7,-1102532444,1056925595,-1091622541,1028193495)+W(8,-1096394805,-1106791026,1041333883,1040059628)+W(9,-1089567461,1043988712,1034264586,1043022076)+W(10,-1109099791,1046191998,-1094438691,1053976656)+W(11,-1105143398,1027895571,-1105323978,-1128546349);WS(-1080085654,1070612946); +sum1=W(0,-1118763904,1017624971,-1111019203,1024243697)+W(1,-1125372076,1049904509,998267115,-1129448298)+W(2,-1113325424,1036368923,1044325341,-1130529432)+W(3,-1115811081,1029887376,1022422215,1028582463)+W(4,-1093242824,1049086721,1051294614,-1099863023)+W(5,-1083526619,1063525996,1054244159,-1096657110)+W(6,-1089131829,1052725165,1060516258,-1084273056)+W(7,-1095229037,1047234173,1045179095,-1100657096)+W(8,-1110032568,-1129474933,1001929499,1018553499)+W(9,1050014740,1034265690,-1103030358,-1107816470)+W(10,1042939778,-1137068591,1028809164,-1120428313)+W(11,1034815359,1023513072,995816851,-1105723916);sum2=W(0,1025235210,1042086314,-1114994936,1027629060)+W(1,-1130467636,1043514454,-1109536432,-1125103522)+W(2,1020465580,1034381305,-1116030212,1000499297)+W(3,1014590712,1032991925,-1133867384,-1138182160)+W(4,-1110089750,1041443307,-1120685804,1044032624)+W(5,1040857173,1078385077,1041551160,1027377576)+W(6,-1102199059,-1097624207,1071531230,1049094807)+W(7,-1107097337,-1110894461,1042950964,1040209410)+W(8,-1109301707,1028557604,-1128032940,1028515824)+W(9,-1069674168,1041445431,-1095260923,1038947979)+W(10,1042363648,-1111317304,1044521776,-1072009528)+W(11,1020171064,-1115643044,1026231984,-1100125727);WS(-1094677847,1071331518); +sum1=W(0,1027561514,-1102155388,1050522446,-1108370254)+W(1,-1118400576,1052444946,1051883284,-1098732332)+W(2,1020701942,1036179296,1048632224,-1098654343)+W(3,-1102267173,1046936641,1043748547,-1114608461)+W(4,-1096900614,1033926552,1059909490,-1090412394)+W(5,-1081990504,1065971548,1060113893,-1088235704)+W(6,-1095695623,1055081266,1057796766,-1083209683)+W(7,-1088405429,1057781222,1048355474,-1096819473)+W(8,-1108396174,-1099365497,1045668787,-1131659964)+W(9,1016076284,1045429432,1036562753,-1104366446)+W(10,1044926426,-1115499084,1027649399,-1094058291)+W(11,-1122894705,1041162909,1020598162,-1102235562);sum2=W(0,1039340517,1011988276,1042298222,-1102306900)+W(1,1032447827,-1099734245,-1104503945,1036459319)+W(2,1052797014,1032685073,1032726509,-1099327251)+W(3,-1098452307,1031495568,1045894449,-1122082449)+W(4,-1091773202,-1083547573,-1097774924,1021581591)+W(5,-1071833762,-1070847208,-1076320925,-1086047943)+W(6,-1094401898,-1084551630,-1079468544,-1087097517)+W(7,-1094627244,-1097740674,-1096261152,-1089730964)+W(8,1050176620,1060043835,1044651623,1051289508)+W(9,1069182349,1080482397,1072230275,1066124397)+W(10,1061745990,1060905071,1067612874,1058492703)+W(11,1062784611,1036170953,1035766217,1029975482);WS(-1075403638,-1098484659); +sum1=W(0,1031048294,1016567255,-1141902179,1008218969)+W(1,1045188911,1018204181,-1102849342,-1123131291)+W(2,1016373997,-1102752375,-1097928441,-1123984690)+W(3,993498863,-1111653947,-1119205801,1038284987)+W(4,1051272109,-1097302541,-1098198307,1045612697)+W(5,1067242878,-1083074125,-1089514713,1045999461)+W(6,1039307800,-1089521325,-1090995143,1057827361)+W(7,1048974634,-1089001074,-1111274305,1052680217)+W(8,1045061466,1032424528,1014117412,-1115216112)+W(9,1055219615,1039741805,-1117285565,-1110301017)+W(10,1018247819,990571063,-1138318152,1042127630)+W(11,-1112012330,991913685,1035406958,1043301703);sum2=W(0,-1123900432,1023477569,-1136655860,1032878555)+W(1,-1120535472,1007422372,993352402,1029453781)+W(2,-1109544472,-1138628828,-1110556919,1040510410)+W(3,-1113659102,1035524869,-1137184004,1036988619)+W(4,1032172309,1040892014,-1113247036,1031615749)+W(5,1063516373,1059067488,-1093800370,-1101515073)+W(6,-1101753271,-1112478460,1049733424,-1114866186)+W(7,-1110546008,-1106958218,-1128679382,1046060209)+W(8,1041677780,-1122117887,1033821831,-1102324444)+W(9,-1101931537,-1118366060,-1111754290,-1099560811)+W(10,-1137342172,1043560141,-1131546954,-1091691569)+W(11,999359657,1026284797,-1110783375,-1112686045);WS(1018938736,1060529869); +sum1=W(0,1008598737,-1120766810,1037607357,-1114076530)+W(1,-1118730378,1019917938,-1113865353,1029696041)+W(2,1012443924,-1119787914,1041300082,1036159584)+W(3,-1133449206,1018668169,-1102751430,1034257674)+W(4,1044442542,1024586298,-1166977277,1045714156)+W(5,1049628033,1048848151,-1084710912,1057228923)+W(6,1042784239,-1110703311,1052825757,-1081803320)+W(7,1031639516,-1111061268,-1108049641,1016494120)+W(8,985048227,1019680094,1003359422,-1102825464)+W(9,-1109196652,1032134772,-1122235660,1048654858)+W(10,1021290536,1025035938,1023446241,-1101625253)+W(11,1018121541,1028394476,-1122160707,1039349129);sum2=W(0,1009999826,-1117028555,1033337426,-1146778654)+W(1,1027431889,-1100415596,-1092512747,1042445717)+W(2,1034933139,1031653672,-1100913756,-1118789096)+W(3,1039233552,-1123203031,1049736808,-1102516465)+W(4,-1107426057,-1113617305,1023259685,-1101837401)+W(5,1063146362,1058459732,1063964069,-1106280442)+W(6,-1121957589,-1139753565,-1101061454,-1086144449)+W(7,-1123128270,-1143324392,1034026738,-1104136456)+W(8,1042598704,-1119841713,1017616818,-1165315756)+W(9,-1136881638,-1110929163,1033400884,-1101414619)+W(10,1035181957,-1110261015,1043348599,-1099212326)+W(11,-1103321885,1032933914,-1119239229,1031514566);WS(1057790316,-1113005641); +sum1=W(0,1016842734,-1180462681,1034968039,-1123468520)+W(1,1031334797,-1111663246,-1141354132,1017823704)+W(2,1032276500,-1102337515,-1096962432,1029517379)+W(3,1032934320,-1115337892,-1112383277,1024531558)+W(4,-1109372445,-1126387193,1035442035,-1107161453)+W(5,1060769665,-1097006056,1045333479,-1097660717)+W(6,1057344992,-1087615930,-1085875335,1062816796)+W(7,1048852876,-1104188731,-1099229077,1050585827)+W(8,-1110219956,1001956750,1040623159,-1107573447)+W(9,1016331253,-1121213099,1034883047,-1111689634)+W(10,1042154624,-1110655190,999707420,1042106418)+W(11,1007994773,-1125102461,1027213229,1021430571);sum2=W(0,-1119743709,1032385395,1006384241,1027505374)+W(1,-1129702556,1009992786,-1110226975,1022357321)+W(2,-1116658238,1015280579,-1117540770,1025908250)+W(3,-1132286080,-1123806249,1013929491,1007287620)+W(4,-1124784904,1055108824,-1102596332,1038217397)+W(5,1038388564,-1096068823,-1095998103,1036163691)+W(6,1043662427,1052401764,1027585837,-1107551412)+W(7,1032548500,1049275421,-1112465838,-1110875284)+W(8,-1101781911,-1110486748,1054112069,-1088198084)+W(9,-1082211809,1060625206,1063443275,-1077861124)+W(10,1063419774,-1084462256,-1095993202,1067639721)+W(11,1054953848,-1088060635,1040943353,1041946916);WS(1057314092,1031126097); +sum1=W(0,1042921300,1038748523,1047286031,-1113264897)+W(1,1036778483,1048990343,1040626286,-1118216326)+W(2,-1108928881,1042428894,1036098930,1035020911)+W(3,1012907241,1041504752,1016422504,1036290288)+W(4,1044373061,-1119263830,-1091122512,1051515170)+W(5,-1111196723,-1076778621,-1081529962,1057172805)+W(6,1053915059,-1112351005,-1085296972,1053560288)+W(7,1048512334,-1107245185,-1100809115,1044112316)+W(8,1016709539,1029610636,-1125355113,1035529026)+W(9,1049229393,-1112976162,1029771624,1043973191)+W(10,-1123285785,-1103970660,1041831703,1046938632)+W(11,-1123727583,-1123672296,1044125996,1035877806);sum2=W(0,1044898087,-1115916604,-1116888772,-1110279027)+W(1,1039092196,1045884385,-1107202311,-1096945908)+W(2,-1099008684,1049112986,-1103988696,-1113241071)+W(3,-1103116396,-1134049769,-1123386226,1044106833)+W(4,-1111117443,1045218355,-1108669327,1033554595)+W(5,-1113256321,1065794034,-1103416606,1035778723)+W(6,-1139004677,1055599565,-1090569433,-1115920774)+W(7,-1114347803,1044073709,-1099737884,-1112080343)+W(8,-1106102431,-1116221606,1027314221,1015808739)+W(9,-1107247823,-1098987808,1024714919,1041666953)+W(10,-1106016659,-1091770239,1049758114,1049716916)+W(11,-1108799013,-1105054228,1053158291,1031391070);WS(-1078536214,1004530797); +sum1=W(0,1017444741,1031432968,-1101920227,1027375859)+W(1,1000019140,1048371434,-1106564803,-1120029560)+W(2,1013557197,1042631950,-1118108517,-1114543207)+W(3,-1148145247,1016114854,1018155212,-1122136338)+W(4,-1103056081,1048716617,1044389645,1025777344)+W(5,-1082038651,1066595410,1051154454,-1107107772)+W(6,-1090887738,1054676989,1055824714,-1087843395)+W(7,-1102912795,1016296812,1041035048,-1103973545)+W(8,-1137653198,-1125959547,1018050380,-1110651587)+W(9,-1130046381,-1125449965,1019570356,-1107166356)+W(10,1030116559,-1126792065,1033235496,-1105265945)+W(11,1040191506,-1142050258,-1122035417,1023828021);sum2=W(0,-1132701065,1034348094,1026113022,1027035378)+W(1,1024730711,-1139897757,1019537869,-1114259972)+W(2,1013886009,-1118691470,-1140805741,986229224)+W(3,-1141056234,-1129312440,1009541569,-1129435432)+W(4,1044772326,987582920,-1117578886,-1111907604)+W(5,-1083470341,-1064559027,-1091701771,-1115459713)+W(6,1050967575,1062853848,1083026821,1024256637)+W(7,1028089297,1036032976,-1097816209,1013091981)+W(8,-1136739637,1015195718,1018825264,-1140538653)+W(9,1035917626,-1129456736,1029368182,-1106970806)+W(10,1035548789,-1107265712,1025912688,1051507274)+W(11,-1102804079,-1115863996,1031335734,1030786995);WS(1053759831,1032374114); +sum1=W(0,-1109228149,-1112583528,-1121671930,972229904)+W(1,1041049216,1029443406,1034149296,1034978575)+W(2,1029299866,-1098177536,1029497788,-1120680758)+W(3,1034604409,-1129221556,-1147362406,-1104501302)+W(4,-1112974870,-1101934908,-1092393035,1054724605)+W(5,1048871720,-1093922438,-1092299422,1061211455)+W(6,1052523382,-1091878482,-1094240300,1059772533)+W(7,1050895314,-1097371836,-1112394307,-1143596105)+W(8,1027590122,1029939172,-1129466650,1018308729)+W(9,-1111847647,1038901743,-1113423424,1034030567)+W(10,-1113968603,1040006220,-1106909549,1041914031)+W(11,-1126204095,998375305,-1140269215,1028043992);sum2=W(0,-1122485893,1032358015,-1150466984,-1150066816)+W(1,1024800634,1086980496,1050624105,-1114773240)+W(2,-1123997738,-1116390866,1049846439,996682648)+W(3,-1127165963,-1127449775,1016213345,1019128023)+W(4,-1120268940,1042589181,-1110066210,1023864952)+W(5,-1062089081,-1086968029,1028033997,-1092046440)+W(6,1022750294,1041929871,1024724796,-1092228228)+W(7,1000268865,-1139900476,-1114433107,1015347232)+W(8,1027888694,-1130877326,-1124858867,1023825317)+W(9,1038366470,-1140173368,-1135440218,-1151325172)+W(10,-1118357792,1017805328,1022098295,-1121152696)+W(11,-1136800730,1025894920,-1119866592,1031614438);WS(1063005484,1009613411); +sum1=W(0,-1116658758,-1121736524,-1099686359,1023879031)+W(1,1020845368,-1114633573,-1101192360,1016433014)+W(2,-1133265115,-1106126199,-1095872969,1014732617)+W(3,1010953149,-1135381594,-1114430117,-1123204757)+W(4,1047373394,-1096622041,1046007565,1052137768)+W(5,1066103327,-1084203279,-1088767007,1060630207)+W(6,1059882369,-1090037515,-1090088910,1062822060)+W(7,1058652475,-1092699671,-1103091289,1050777829)+W(8,1032552475,-1119708225,1005501772,-1104853008)+W(9,1041296218,-1116191290,-1118541917,-1107092245)+W(10,-1131360500,-1115075910,1022596005,1027255591)+W(11,-1108476770,-1114779071,1022253604,-1122457924);sum2=W(0,-1115513506,-1122957333,1027578843,1018912922)+W(1,-1104590179,-1100032664,1036987406,1035927400)+W(2,-1107721632,-1125426330,-1110179624,1040736265)+W(3,-1112944230,1043904940,-1103038285,1025188211)+W(4,-1107632498,1001948858,-1094114890,1033809184)+W(5,1055409420,1048553428,1056054406,-1102289594)+W(6,-1112721987,-1094744691,1051787669,1055289786)+W(7,-1110109848,-1118996080,1032878358,1036015348)+W(8,1024979575,996744179,-1107937173,-1100264522)+W(9,-1121465059,-1114033403,-1110541201,-1110397259)+W(10,1045301422,-1113161109,1041331760,-1147035242)+W(11,-1124556646,1028913131,-1108457170,-1131004626);WS(-1088267692,1058858468); +sum1=W(0,1029162995,1004146884,1030761249,-1112379634)+W(1,-1141342278,1040340278,-1122297718,-1140270752)+W(2,-1113272402,-1129581456,1036240851,-1155361775)+W(3,1015213304,994119730,1042224566,-1140210569)+W(4,1045209037,-1095201623,-1099191401,1050799110)+W(5,1057423488,-1083233902,-1091143388,1060358148)+W(6,1044230767,-1096101987,-1098879351,1058630580)+W(7,-1109863885,-1109785875,-1122560784,-1104611845)+W(8,981108966,1002675052,-1111715307,1033839199)+W(9,1032118859,-1118812007,-1120236170,1043211072)+W(10,1030417559,-1148456452,1017441470,1032700466)+W(11,1009738084,-1131671893,-1124250818,-1140846885);sum2=W(0,1023812788,1044300514,1021821461,-1113443438)+W(1,-1112801638,1060658961,-1104994806,-1131593767)+W(2,-1107427633,-1087213560,1044687616,-1105757720)+W(3,1049954034,-1093773442,-1093064102,-1107137147)+W(4,-1104002403,1024116650,-1146734500,-1122246023)+W(5,-1099826888,-1089766136,1049088332,1038382254)+W(6,1057721748,-1129092349,1042354562,1066144433)+W(7,1039897892,-1105235988,1044181933,-1097329958)+W(8,-1115812447,-1134793082,-1125128801,-1128559783)+W(9,1025686404,1034755166,-1131329759,-1105739887)+W(10,1035306954,1031417186,-1114066084,-1117250635)+W(11,1040800736,-1128306605,-1117543346,-1106719387);WS(1042978478,1051058289); +sum1=W(0,1035278676,1023966158,1032357083,-1105382966)+W(1,-1102711504,1052488610,-1113794846,-1102112151)+W(2,-1111458068,1025992701,1046698475,-1113404858)+W(3,-1101215220,1026938905,1042579843,1038103836)+W(4,-1110890773,1050844654,1056839899,-1099095273)+W(5,-1081382120,1063120271,1060126757,-1087097191)+W(6,-1097860134,1054395618,1060142827,-1086454106)+W(7,-1091436978,1056719627,1048420817,-1105233954)+W(8,1019140850,-1122653091,1024938700,-1122236410)+W(9,-1150461374,-1119829084,-1122892351,-1107056589)+W(10,-1120625160,-1106500335,1007453138,-1103751812)+W(11,-1112415123,1010325087,1032216339,1025690583);sum2=W(0,-1112567440,1041166801,-1098687074,986675002)+W(1,-1097585273,1019263552,-1099338776,1033516168)+W(2,1029453516,-1104454378,-1108963639,1031672616)+W(3,981423732,1024870634,-1109440188,-1106591291)+W(4,-1097111455,-1132868679,-1115454695,995475005)+W(5,1066654492,1054175336,-1120015952,1062728692)+W(6,-1124466258,-1096244103,1038275134,1034345380)+W(7,1048117247,-1119846616,1039104546,-1092068145)+W(8,-1114152579,-1101427932,1018060844,-1110655697)+W(9,-1097107880,-1098419362,1045275251,1023628514)+W(10,1049130538,-1100742770,1049612882,-1118909665)+W(11,1042494451,-1140045927,1000911598,-1093717692);WS(-1097071959,1072623846); +sum1=W(0,-1114366565,1023927408,1010541764,1026094363)+W(1,-1127140609,1038480008,1034504814,1026372640)+W(2,-1164090721,1040252248,1046400295,1020533357)+W(3,993477434,1032065949,1040642843,-1143600974)+W(4,-1100421531,1051865478,1028105114,-1087379998)+W(5,-1086095524,1064048287,1057630379,-1091057687)+W(6,-1089701071,1056141130,1061319210,-1083615449)+W(7,-1090227881,1047950199,1049626241,-1093225865)+W(8,-1105971271,-1125008010,-1135291959,1046169702)+W(9,-1104375598,1011497593,1012391943,1041980470)+W(10,-1149976804,1008261592,-1126436590,-1113258549)+W(11,1048635489,1026040178,-1126913777,-1120849689);sum2=W(0,1021360395,-1098807230,1045767812,1012042818)+W(1,1027378250,1042281858,1044720012,-1107209227)+W(2,1041772128,-1127223374,1016599978,-1105921842)+W(3,-1127019644,1027816090,-1115783877,-1127367716)+W(4,-1081789373,-1114664520,-1101778611,-1063490706)+W(5,1079115935,-1094869567,1049922132,1074390906)+W(6,-1108782236,-1121088549,-1118592797,1058048856)+W(7,1032186898,-1111496361,-1137516645,-1128008216)+W(8,1033999610,1021391529,1012780879,-1112785819)+W(9,1045861970,1031106226,-1130294258,-1110057121)+W(10,-1129798306,1025125464,-1122317121,1034050759)+W(11,-1136389257,1031888403,-1149825053,1033434514);WS(-1103312814,-1092017335); +sum1=W(0,1018146514,-1115460311,-1101144796,-1127703091)+W(1,1017072510,-1133230391,-1106383343,-1121799134)+W(2,-1112727125,1027622014,1034901054,-1131539818)+W(3,-1109754009,1034197373,1018005017,1017229265)+W(4,1039997174,1026063214,-1126801713,1054306333)+W(5,-1088288960,1059941407,-1131110905,1024945271)+W(6,-1096972398,1057455253,1061737047,-1088630417)+W(7,-1098488314,1051714580,1048616129,-1101045202)+W(8,1027296474,-1122138660,989243788,1023075088)+W(9,-1113425894,982272924,1032388672,-1132250026)+W(10,-1097018828,-1135487483,1021266411,-1097522374)+W(11,-1142469689,995701513,-1117699788,-1112216732);sum2=W(0,1037113072,-1115931822,-1105189044,1015133861)+W(1,1028491873,-1113527921,-1098364789,-1114822552)+W(2,1038591890,-1112247318,1024139573,-1105557810)+W(3,1032708826,-1120342494,1007564387,-1105949948)+W(4,-1102686481,-1113599737,-1094162786,-1093732269)+W(5,1065997875,1064813540,1041635421,1041653115)+W(6,-1098512761,1036196676,1037786550,-1130473293)+W(7,-1125733097,-1132225813,-1114108758,-1125828389)+W(8,1040400825,-1114813207,1030009493,-1109540616)+W(9,-1123044799,-1116517245,1027616765,-1118060506)+W(10,-1106060901,1005718790,1021543889,-1105450383)+W(11,1010062515,1029912177,-1122858549,-1118151575);WS(1054094679,1053313313); +sum1=W(0,-1120986711,-1130558777,-1123263126,-1133457438)+W(1,1028444909,-1096198619,-1097984725,1034987238)+W(2,1018062863,1002886242,1007426149,1035642130)+W(3,-1149170946,1018181775,-1123562906,1034710931)+W(4,1034791245,1044418743,-1124016519,1046955525)+W(5,1056744813,-1098120268,-1102062065,1059693200)+W(6,1030506913,-1104691680,-1111514230,-1111414009)+W(7,1033357311,-1107703301,1011520719,-1113706235)+W(8,-1102726978,1007447622,-1120644986,1039131745)+W(9,-1097784815,-1150742701,-1119688622,-1136653836)+W(10,1038384226,-1124505481,1028941155,-1121981368)+W(11,1012043028,1016894461,1028268649,-1114621003);sum2=W(0,-1137939637,-1140903881,1035831303,988916677)+W(1,1028209713,-1131746560,-1103092742,-1123566910)+W(2,1036944358,1038814302,-1101579019,-1123858844)+W(3,-1142606817,1038676356,-1130948272,-1119538750)+W(4,1038296707,-1090860425,1034464782,-1110571087)+W(5,-1117714466,1064742714,1056968489,-1107155945)+W(6,-1103151768,-1120375726,1040557782,1038803820)+W(7,-1111989951,-1122089622,-1111036663,1032643961)+W(8,1044389789,1041756630,-1178538002,-1106828560)+W(9,1050942503,-1106236653,1029915845,-1079651989)+W(10,-1130430804,1019097405,-1110415601,1043224862)+W(11,1014857001,-1140337549,-1132733633,1041889175);WS(1060301740,-1107262085); +sum1=W(0,1027361860,1047173818,1034782831,980901136)+W(1,1026764890,-1167399456,1039236098,-1140723427)+W(2,1025665684,-1107799148,-1096504911,1040866884)+W(3,-1120424813,1042507977,-1104388354,1033047081)+W(4,-1090641081,1050207945,1036556474,-1105836176)+W(5,1057068694,1041462691,1053103024,-1089836727)+W(6,1058017849,-1086651203,-1084387656,1061579759)+W(7,1043225643,-1106352190,-1099258584,1050545524)+W(8,-1104237805,1032390687,-1123449511,-1123655719)+W(9,-1168491986,-1128069487,1023266998,-1097134658)+W(10,1041962562,-1121577073,-1111341496,1041789973)+W(11,-1107448273,-1118302731,-1128080260,1042093191);sum2=W(0,1020434122,-1097339905,1046006360,-1120672932)+W(1,986372169,-1107596062,-1114812458,1029602171)+W(2,-1113202257,1042494496,1036462865,1039121856)+W(3,1010867474,-1111658779,-1097212089,-1139183469)+W(4,1059308780,1054394959,-1103760793,-1112452525)+W(5,-1073685765,-1075031098,1058139034,1040180724)+W(6,1060720662,1065727212,1055263295,1068230783)+W(7,-1096232759,-1102585430,-1106882983,-1116372590)+W(8,1038148088,-1114765629,1037670355,-1135937657)+W(9,-1098429000,-1131755817,-1120562291,-1103543044)+W(10,-1106499347,1010504894,1034635900,1051067274)+W(11,998537328,-1141626877,-1127537321,-1127997619);WS(-1096709719,-1109932402); +sum1=W(0,-1109965037,1015070528,-1143431239,1015250582)+W(1,-1115453048,1051852512,-1094706154,1037158888)+W(2,-1113173429,1039101648,-1107272167,1032345875)+W(3,-1109546082,1034073405,-1112986991,1033146133)+W(4,1044707911,-1099789672,1009444904,1041217222)+W(5,-1103734188,-1091866852,1049449359,1032459556)+W(6,-1100636937,1051337808,1042112892,-1116721265)+W(7,1017051268,1035868647,1011811037,980311674)+W(8,1028928427,1033219242,-1115442975,-1127867147)+W(9,1049692098,-1140261177,-1119289842,1015515213)+W(10,1036490203,-1107580668,1041543818,-1094357813)+W(11,1019523665,-1121586498,1027230184,-1118660177);sum2=W(0,1029756683,1029022998,-1111869912,-1129366500)+W(1,1041050942,1028636589,1046043365,-1113040482)+W(2,-1130192114,-1118786886,-1100561355,1019865458)+W(3,1011878989,-1113939693,-1136660469,1021094310)+W(4,1041454921,1051011830,1047691494,-1114572049)+W(5,-1088878874,1052419847,-1075590857,1063827282)+W(6,1037601458,-1142379802,1053136256,-1120053198)+W(7,1024511741,1033422229,-1115896886,-1121128994)+W(8,-1094989992,1033382685,-1112777200,1024096486)+W(9,1049374228,1022134325,1046068934,-1094007689)+W(10,-1105102628,1039472389,-1104418826,1051405216)+W(11,1038213156,-1122209396,-1173694926,1030093181);WS(1065853238,1014077745); +sum1=W(0,1026623353,-1129058045,-1117433015,-1141216588)+W(1,1020370461,1043759351,1039902504,-1128763228)+W(2,-1118113002,1042454284,1050608829,1026101893)+W(3,-1113706417,965645460,1027449020,1032019108)+W(4,-1096460535,1049952264,1050233869,-1094201799)+W(5,-1077503527,1055071872,1051933059,-1083943142)+W(6,-1098731144,1057515106,1055823041,-1089716396)+W(7,-1094767340,1054942629,1050055875,-1095714819)+W(8,1008011942,1022594791,-1138617969,1044254087)+W(9,1025148605,1032777398,-1141149825,1048823509)+W(10,-1120507502,1030831063,-1117303781,1040921250)+W(11,1040832262,1023411184,-1131034510,-1149099066);sum2=W(0,-1126703609,1040389587,-1107369605,1024492456)+W(1,1036516578,-1095300447,-1109233879,1029353704)+W(2,-1107363712,-1106122650,-1104963978,1032071462)+W(3,-1105180142,1043865859,-1143085570,1044306067)+W(4,1038677226,-1115181151,-1102696165,-1114418679)+W(5,1063429366,1063594124,-1104069114,1043636997)+W(6,-1097459892,1040620147,-1098164193,-1101740776)+W(7,-1116890590,-1127904241,-1106357294,1035238854)+W(8,-1114014523,1026327736,-1122518916,-1133142225)+W(9,-1091978649,1023044321,1035228514,-1122395696)+W(10,-1097146692,-1130578705,-1116601496,1053626887)+W(11,-1120794976,-1127926993,1026795860,1040976159);WS(-1088917996,1063906509); +sum1=W(0,1042151912,-1103723194,1044506738,-1110920777)+W(1,1005195703,1049511025,1033303784,-1101936374)+W(2,-1103459368,1043019742,-1113286290,1032265367)+W(3,-1129700693,-1114181825,-1128222025,1041691572)+W(4,1032125650,-1113114611,-1095080042,1047786311)+W(5,1034065915,-1080208865,-1088574755,1061302810)+W(6,1054491533,-1121283466,1049193686,1048810800)+W(7,1049358361,-1147499681,1024774526,-1112859072)+W(8,1025189266,-1104090263,1033765698,-1134941681)+W(9,1048946939,-1113407178,1041151454,-1115794445)+W(10,-1103486336,1044875416,-1109067703,-1126346531)+W(11,-1097425800,1029016425,-1121559327,1015955599);sum2=W(0,1050674327,-1116051994,-1127991186,-1103461552)+W(1,1015549042,1050173609,-1131508502,-1104590141)+W(2,-1098769683,1039941075,-1105608002,1036919049)+W(3,-1112862464,1031505597,-1101603735,1046313441)+W(4,-1113530372,-1124692174,-1108916090,-1120190757)+W(5,1072931527,1046026095,-1121470095,1055990720)+W(6,-1078020039,-1084802111,1050729023,-1095048932)+W(7,1010804308,1034713295,1047911325,-1101033642)+W(8,1042343963,-1115385529,1029245469,1012492564)+W(9,1048814953,1024686773,1026603353,1032226081)+W(10,-1101605152,1046452703,-1108452621,-1098673970)+W(11,1017021378,-1119772659,-1112756717,-1113534935);WS(-1128039792,1065254279); +sum1=W(0,1027171091,1031806764,-1114341117,949814928)+W(1,1031101353,1018879791,1033646238,-1129242384)+W(2,1003634843,1033681236,1042055949,-1120975327)+W(3,-1123053628,1027677731,1023909046,-1144006416)+W(4,-1095186291,1051880795,1052398616,-1094482850)+W(5,-1092086861,1068407459,1058904806,-1085842430)+W(6,-1089087466,1036562814,1055432619,-1084252337)+W(7,-1095496311,1050962337,1039311896,-1099056317)+W(8,-1139824782,1022544667,-1155305313,1027872723)+W(9,-1098849364,1040052675,-1121892394,1010706555)+W(10,1023772639,993927654,-1127339326,-1121195299)+W(11,1038931216,1005742098,-1123991661,-1126801378);sum2=W(0,1034915193,-1113475142,-1124763415,-1120833032)+W(1,967112657,1059271888,1025322201,-1115307960)+W(2,-1107476032,-1118552210,-1102912552,1023925021)+W(3,-1132191993,1033898849,-1103660545,1033449936)+W(4,1010824003,-1105412742,1030229073,-1118777010)+W(5,1082807588,-1098383492,1042572184,1064953874)+W(6,-1064631277,-1098098835,1054443836,-1080316189)+W(7,1039205719,1028111985,-1121091158,-1110193476)+W(8,-1133618203,1030755234,-1123843510,1028911958)+W(9,1048790378,-1113939962,-1135426163,1022077590)+W(10,1029953956,-1109596012,1038571089,-1103923621)+W(11,1036034024,-1126376787,1035405992,-1106218101);WS(-1100484014,-1082813103); +sum1=W(0,-1124738939,-1123209507,1037916588,-1123138350)+W(1,-1115403050,1038702225,1049386547,991988525)+W(2,-1113715255,-1114440425,1052139678,1032429349)+W(3,1024090791,-1105213156,1033284897,1024280877)+W(4,-1095165544,1053647432,1048819422,-1092840871)+W(5,-1082690349,1063735148,1054472273,-1086369653)+W(6,-1104541586,1057909982,1057734851,-1080932794)+W(7,-1098590565,1057027323,1048946363,-1091044852)+W(8,-1117914254,1018206961,-1212876940,1042234192)+W(9,-1121098737,1024686130,-1120915541,1039202605)+W(10,-1120991811,-1138122766,1015928020,-1124146173)+W(11,-1140316975,1023234987,1018911880,-1116174764);sum2=W(0,-1115193567,-1117132961,-1151813795,1017320792)+W(1,-1109723345,-1096979800,1023133248,1033153774)+W(2,-1111785287,-1136600857,1051436512,1038092476)+W(3,-1109901657,1038440342,1043953938,-1119671739)+W(4,-1104426322,1035777956,-1127138406,-1114719136)+W(5,-1067432541,-1081748159,1044557822,-1094043595)+W(6,1084038773,1059186895,-1094662263,-1094705611)+W(7,-1097692319,1021470996,1023890070,1051561136)+W(8,-1122656452,-1114810881,1038691322,1024237362)+W(9,-1105451925,1025666138,-1134215421,1043828952)+W(10,-1118750811,-1141123106,1023161212,-1118217110)+W(11,-1114305884,-1122422926,1009024009,1026839182);WS(-1090600151,1059961608); +sum1=W(0,-1119499740,1023957057,1003856660,1026132748)+W(1,-1113885561,977342510,1043713207,1009974340)+W(2,-1111559238,1025363409,1051525550,1031101992)+W(3,-1109274083,-1114083846,1031878320,1038517558)+W(4,-1105095800,1035359281,1051724689,-1086859502)+W(5,-1080432315,1059908410,1059175635,-1089372619)+W(6,-1086083942,1059822844,1060487798,-1084623068)+W(7,-1097114792,1057278953,1051599439,-1090836983)+W(8,1030063117,-1123043606,1032934656,1051693682)+W(9,-1106762114,1018557983,1034542394,1040699442)+W(10,-1116041416,1031213982,1019132432,-1114853678)+W(11,1040974422,-1138998830,-1150140386,-1130086580);sum2=W(0,-1162949315,-1123994385,-1099561897,992923986)+W(1,-1114052913,1033030662,-1116860796,1026898877)+W(2,1033577774,1027801571,1024241717,-1129262506)+W(3,1036380420,1050404867,1041458479,-1129225578)+W(4,-1114799541,1071631223,1079165891,-1105536701)+W(5,1035377948,1075632919,1068780303,1049791100)+W(6,1049717575,-1083766160,-1093777203,-1088177074)+W(7,-1091169113,-1083354335,1029517847,1043978030)+W(8,-1073660425,-1122543983,-1122782084,-1067147152)+W(9,-1083671230,-1097530520,-1095462698,-1081838471)+W(10,1057183721,1032284006,-1107750254,1057542893)+W(11,1061807320,1016984746,1025982179,-1103299573);WS(-1077101366,1062204989); +sum1=W(0,1033145401,-1109323772,1034919675,1030791972)+W(1,974201395,-1098302775,-1109601924,1041963978)+W(2,987140211,-1163737350,1049858413,-1122207423)+W(3,-1110991006,1022472166,-1104961646,1038549201)+W(4,1033209467,1032826652,-1099266697,-1119759728)+W(5,1054965265,-1116769210,-1084468746,1053457281)+W(6,-1111164798,1051122507,1055247733,-1085314770)+W(7,-1115893275,1036206931,1043488164,-1103072597)+W(8,-1108657922,-1142019948,-1131275309,1044609922)+W(9,1034832195,-1125973710,1005679697,1049423472)+W(10,-1113738245,1030630601,1038354000,-1104833109)+W(11,-1131086146,1033991117,-1132893044,-1121147841);sum2=W(0,-1111995834,1035550861,1013333880,-1128313262)+W(1,-1108547758,1036006103,1047569009,-1111474816)+W(2,-1107039325,-1119199538,-1104835579,-1123519406)+W(3,1034342977,-1111926114,-1113807123,-1122872424)+W(4,1024909109,-1107108555,1023499747,1041733323)+W(5,-1093864056,-1137016284,1042800306,1049082846)+W(6,1005924363,-1146750815,1032249988,1049905793)+W(7,-1117079308,1029021112,1024429363,-1107099901)+W(8,1015145454,-1188980193,1026149469,-1111312052)+W(9,1013541080,-1132476264,-1123639612,1017141780)+W(10,-1119513572,-1118671040,987971164,1034012446)+W(11,1021769214,1010774610,-1119021692,1036805530);WS(1062330988,-1108933484); +sum1=W(0,1014897395,1022571909,-1127744279,-1130422235)+W(1,-1143835797,-1110385841,-1103670303,1027643186)+W(2,-1128962907,-1104774725,1042533684,1008148004)+W(3,-1140840472,-1113171223,-1116892960,1015454424)+W(4,-1095189640,1057599524,-1112967222,-1103583502)+W(5,-1083565633,1066390108,1050533350,-1097916197)+W(6,-1117452294,1050496965,1059916677,-1085814590)+W(7,-1103031657,1049771574,1049304867,-1099231943)+W(8,1033146447,-1115561596,1027221408,1030687296)+W(9,-1104991248,1027456689,1024802772,1045948242)+W(10,-1114792086,1027191883,-1125614226,-1098839314)+W(11,1032045679,1026854932,-1115468561,-1127702342);sum2=W(0,-1117467777,-1111744013,1032830726,1032895988)+W(1,-1111764526,984631841,1005059811,1028545567)+W(2,-1115412116,-1107906030,1049595248,1041090350)+W(3,1023304410,1041765137,-1128022386,-1125773241)+W(4,1060942494,1054289941,-1088204952,-1115406541)+W(5,-1080183554,-1077634808,1071613570,1047355779)+W(6,1035977506,1042083474,-1093147012,-1134532596)+W(7,998580490,1032116542,1037668146,1020817981)+W(8,-1123665301,-1104702594,1031989945,-1092446016)+W(9,1046926373,-1100189171,1046230999,1060958044)+W(10,-1097187857,-1132922134,1034621337,-1113920155)+W(11,-1125184917,1022449461,-1117116166,-1142970826);WS(-1109331804,1042368707); +sum1=W(0,1024616740,-1131144083,1017844485,-1127022377)+W(1,-1123208698,-1113085828,-1107976561,-1123466393)+W(2,1019270569,-1111910285,-1114039899,-1123129456)+W(3,-1140654132,1022571624,-1118232839,981412042)+W(4,1050963589,-1097056965,-1100795701,1059385318)+W(5,1059271336,-1083778221,-1085607547,1060165431)+W(6,1056907678,-1094957746,-1087428756,1060839292)+W(7,1053487153,-1103251894,-1097540376,1049849056)+W(8,1029893237,1023074109,1016900750,-1111987554)+W(9,1039937652,998408382,-1112887422,1029216560)+W(10,-1114977786,1030127674,-1132276000,1032072458)+W(11,-1099334072,1016237783,1027413302,1024925794);sum2=W(0,-1124884727,-1115329827,1026055449,1032849952)+W(1,-1129227720,1037903820,1027815845,-1113876395)+W(2,1017198470,-1135699996,1033732250,-1120368220)+W(3,-1146042855,-1129930944,999495607,-1139825528)+W(4,-1069645041,1045607629,-1095655110,-1062565523)+W(5,1082661778,-1099195860,1038549538,1071954840)+W(6,1029601901,-1098438651,1038448988,1074466947)+W(7,1032971494,1036170224,-1108984513,1010255452)+W(8,-1117682124,-1126204236,1033345650,-1117249787)+W(9,1049745271,1027383795,-1111681252,1041120073)+W(10,1028175479,-1122462785,1003632367,-1117133911)+W(11,-1119888169,1008778484,1028818665,1021673198);WS(-1115348316,1054745777); +sum1=W(0,1010567825,1015838740,1036166838,-1137232980)+W(1,-1129778165,-1111605669,-1156212270,1027515738)+W(2,-1163675813,-1129353779,-1105267814,1031078129)+W(3,1015357019,1044530957,-1109102196,1021335208)+W(4,1049110157,-1096298109,-1091675395,1049991788)+W(5,1064241460,-1084812083,-1087264777,1058008076)+W(6,1054590870,-1089909917,-1090012802,1060214194)+W(7,1051902330,-1087098097,-1099321920,1041116785)+W(8,1034100235,1027659359,1029575560,1017816583)+W(9,1015442096,1022178737,1022248439,1034455816)+W(10,1024747424,1032358751,1027280241,1038960299)+W(11,1001621141,1023518060,-1140454872,-1128935590);sum2=W(0,1024206556,1020162972,1029679520,-1165172934)+W(1,1027518769,1040171419,1034059275,-1116697030)+W(2,1038375004,-1110434123,1027996817,-1114129087)+W(3,1033334280,-1129105068,1034335827,-1112102389)+W(4,-1122180110,1032751166,-1133513625,-1126280148)+W(5,-1097026624,1078058683,1058808820,997668227)+W(6,1040744343,-1082346775,1074823993,1034726751)+W(7,-1107441727,-1081349721,-1066028315,-1102815825)+W(8,-1123729058,1031911051,-1112190701,1007295249)+W(9,1051253388,-1110596693,-1130859572,-1106696521)+W(10,-1130957332,1020514684,1030310076,-1129919188)+W(11,1046963831,-1140190249,-1120038362,-1106067749);WS(-1106429870,-1094013011); +sum1=W(0,1010730896,-1122572746,1032914805,-1180060253)+W(1,-1126648308,1032028260,1007289698,1021824818)+W(2,-1130361130,1044381070,1028442598,-1129917792)+W(3,-1140710069,1048974915,997655159,-1120274467)+W(4,1041447962,-1096070845,-1083977393,1051659804)+W(5,1055000463,-1110426966,-1090427610,1049003466)+W(6,-1108621431,1047276227,-1154202266,1028832887)+W(7,-1092428073,1037115308,-1106909952,-1127588999)+W(8,1042077981,-1112889935,-1143253052,1044666432)+W(9,1039434940,-1121648024,1019043703,1040702780)+W(10,-1126798128,1025638626,-1121855216,-1143541158)+W(11,-1116914978,1027653084,-1112957869,1034262401);sum2=W(0,1027309129,1042644451,1044056205,-1113021585)+W(1,-1105312463,-1097839840,-1130917417,1040557912)+W(2,-1102513438,-1101732547,-1093830389,1045635393)+W(3,-1114789238,1035602021,-1116545436,1027399099)+W(4,-1098848264,-1100852865,-1099894114,-1096040530)+W(5,1066533545,1060955207,1055980834,-1086782093)+W(6,1049511378,-1136131482,1049480207,1047866369)+W(7,1045074348,-1089010378,-1099150452,1054444603)+W(8,1051352325,-1127314210,-1129192316,-1101136816)+W(9,-1105883820,1028457481,1001033976,-1094431966)+W(10,-1095199310,1041484506,-1109915970,-1100511063)+W(11,-1105061215,1038428609,-1111537389,1057783348);WS(1043891118,1068855714); +sum1=W(0,-1115119790,-1132968331,-1116934668,1034864935)+W(1,-1116826163,1007221512,1038582262,1021640868)+W(2,1023733166,1036137865,1042862352,-1131811026)+W(3,-1132040205,-1132089051,-1140157826,-1143217636)+W(4,-1094480060,1036212657,1054927906,-1092449819)+W(5,-1085866861,1065404307,1059302628,-1087769325)+W(6,-1090795981,1058788692,1060871017,-1087019235)+W(7,-1088777568,1058320673,1054585007,-1096174840)+W(8,-1105343195,-1110944332,-1137767170,1034556804)+W(9,-1118670257,1000130184,1007166673,1039390277)+W(10,-1110180471,1038210141,-1149095244,-1097654326)+W(11,1039274926,1033742658,-1123846591,-1103987387);sum2=W(0,1016877071,1022447527,1043524956,-1109312558)+W(1,1012463989,-1113751024,1041115214,-1119267190)+W(2,-1130793473,1017381631,1044302697,-1126846961)+W(3,987754923,1030898373,-1118188819,1028514185)+W(4,-1112207078,-1106898612,-1098627702,-1128190925)+W(5,-1096567460,1069702771,-1125515089,-1098728904)+W(6,1042180588,1068665203,1067943590,-1103900959)+W(7,1045698067,1053793920,1066385707,-1098746809)+W(8,1038513036,1007593597,-1109532722,1046310591)+W(9,-1085518745,-1104054586,-1120394532,1034661588)+W(10,-1076263106,1042247803,-1120974914,-1080776989)+W(11,-1093259035,-1114854661,1009589981,-1082060374);WS(-1087649964,1019782291); +sum1=W(0,-1143853715,-1112895868,1030168161,-1120416323)+W(1,-1117444008,-1109107148,1041161399,997344379)+W(2,-1121005123,-1121138472,1047711365,1021907901)+W(3,-1131127160,1016698342,1000308143,1024251314)+W(4,1040272853,1031966316,-1105270513,1040415828)+W(5,1066099001,-1107599501,-1088122706,-1108639376)+W(6,1034911086,-1111272734,-1089416651,1016783474)+W(7,1039033917,-1102333873,-1107120316,1025062450)+W(8,-1115504066,-1138905653,-1138699736,1024428446)+W(9,-1101667648,-1107645603,986611002,1050439898)+W(10,1033038819,-1138080961,998160367,1046888529)+W(11,1024070769,-1128756052,1016114481,-1142414472);sum2=W(0,1033768126,-1100939724,1040784536,-1107127477)+W(1,-1125558334,1031863699,-1105075327,1023416069)+W(2,-1118774605,-1104742149,-1103416126,1043030557)+W(3,1000627574,-1121719211,1042707477,-1151915405)+W(4,1017594321,1057262150,-1112675945,-1117663793)+W(5,-1098589794,1078638992,-1072566694,-1107862291)+W(6,1047503953,-1109470897,-1086195181,1051532765)+W(7,1014542959,-1106760943,1041105499,-1106456825)+W(8,-1092150404,1019337948,1025325994,1039537683)+W(9,-1077578123,1051733383,-1099590626,1066290117)+W(10,1050584179,-1100419866,-1119314417,1053259006)+W(11,1033290657,1002291590,1038050610,-1103867215);WS(1061891500,1029739432); +sum1=W(0,-1135804195,1006283635,-1106216192,-1120639769)+W(1,1029738303,-1090566706,-1105829118,-1111424495)+W(2,-1118615961,1034396863,-1116262763,-1117498485)+W(3,-1118385394,-1120846617,1019261400,-1125527056)+W(4,-1103570763,991333090,1044238166,-1113834067)+W(5,1051808376,1070740438,1059958553,-1096510251)+W(6,-1100309453,1034609097,1055146526,-1092264601)+W(7,-1103884676,1043753671,1035571491,-1103214946)+W(8,-1139025510,-1118882723,-1131739160,-1114217922)+W(9,-1094764771,1034612526,-1144807936,-1105864021)+W(10,-1115698885,1017541191,-1134494805,-1102695282)+W(11,-1118241703,1003240643,-1114134173,-1137185181);sum2=W(0,1006302792,-1138054916,1026550907,-1121600381)+W(1,1002488024,-1109251816,1026195583,-1119262688)+W(2,1026568605,-1119850715,989985520,1029037035)+W(3,1023468893,-1113487368,1023268674,-1136033516)+W(4,-1115693397,1032667651,-1118247849,1038640235)+W(5,-1070322023,1075955836,-1131891756,1049140618)+W(6,-1111337441,1039467523,-1093462820,1050244555)+W(7,1032357843,-1111383976,-1123631905,1034795019)+W(8,-1150824496,1022873234,-1121040584,-1129506938)+W(9,1037796079,-1123674716,-1116879102,1032667233)+W(10,-1119306593,-1115823182,1023067742,1041966968)+W(11,-1140765060,-1117038411,1030765775,1011205316);WS(-1084563692,-1094583093); +sum1=W(0,-1162852794,-1124105959,1012279186,1022703229)+W(1,1021772616,-1104495965,1040618577,-1132568844)+W(2,996545514,-1134036365,-1108936808,1024085850)+W(3,-1146052282,-1121618798,-1117471057,1026223997)+W(4,1043937588,1029178707,-1118740542,1016172182)+W(5,975997096,1058138797,1047241030,-1096721723)+W(6,-1119752408,1033384955,-1098942649,-1105257082)+W(7,1030206390,-1135741956,-1119041259,1035927703)+W(8,-1113029519,1029291849,-1118949361,1030161881)+W(9,-1095587800,1026228226,1002005802,-1110742685)+W(10,1030217107,-1128298663,-1121437018,1044167852)+W(11,-1114495566,1024441958,-1127843472,1033396614);sum2=W(0,1022296570,1041313314,-1154040649,1025430445)+W(1,-1113204042,1045521896,-1095051054,1036981025)+W(2,-1113488118,1036274902,-1140159290,1015494893)+W(3,-1122316989,1014652738,1033705522,-1127432409)+W(4,-1089338077,-1110563158,1050769250,-1116838887)+W(5,1068042633,-1105725339,1047738904,-1080092115)+W(6,1036460009,-1099991734,1046459196,-1123762249)+W(7,1034428960,-1109634740,1035671600,-1115504399)+W(8,1049390351,-1110459458,1025324860,-1101164186)+W(9,1058198082,-1102419914,-1123670947,-1105225557)+W(10,1042800199,-1121611661,1036400862,-1097909404)+W(11,1019626217,-1122111247,1029427990,-1112380024);WS(1070570422,-1118483066); +sum1=W(0,-1132852684,1031499417,-1110069429,1018165832)+W(1,-1109730565,1042906054,1040072889,-1139725729)+W(2,-1118139972,-1168228894,1042919301,1028156415)+W(3,-1122455036,-1103975241,1039947243,1024357779)+W(4,-1099020957,1050128623,1060331110,-1099959964)+W(5,-1081528768,1062372980,1059366093,-1084885570)+W(6,-1091258848,1058887102,1058454089,-1083523477)+W(7,-1094692227,1057283318,1048717802,-1095225642)+W(8,1032275410,1009522871,-1139421786,-1162935118)+W(9,996066926,-1117746023,-1140197674,1019497086)+W(10,-1112630512,1014662756,-1128372287,-1118811556)+W(11,998336395,1028666043,-1119179525,-1117991970);sum2=W(0,-1108615966,1028972955,-1105638218,1041833519)+W(1,-1161988394,1048735800,1029956673,-1125372171)+W(2,1034531971,1025753183,1034458457,-1113215633)+W(3,1028261725,1000882603,1036634769,-1118383435)+W(4,1051586707,-1062545743,-1068172350,-1090712556)+W(5,-1113315600,1081890452,1058445980,1040982790)+W(6,-1116357686,1057946443,1078990875,1025381303)+W(7,1047278155,1020805991,-1129266047,-1096961046)+W(8,-1089644697,-1109024185,1031038629,1053466473)+W(9,1021891615,-1110157560,-1115541422,1044082250)+W(10,-1138523317,-1121128958,1034093689,1047100697)+W(11,1003167691,1023430939,-1164400298,-1118643722);WS(-1086946092,1067745931); +sum1=W(0,1029399808,-1107060738,1043160110,-1129718754)+W(1,1031195606,-1095383669,1035261538,1034551451)+W(2,1033121193,-1122710934,-1133919947,1040134022)+W(3,1042343314,1042006276,-1107305618,1023151712)+W(4,1052187432,-1093519641,-1086793423,1057051220)+W(5,1065908691,-1082115172,-1086890615,1056679450)+W(6,1055695833,-1087806651,-1091092163,1053194351)+W(7,1051480109,-1086763775,-1106762967,1050664148)+W(8,1041235060,1028876859,1019782728,1029510552)+W(9,1028581668,-1151056709,-1121687640,1027399596)+W(10,1022886169,1032179179,985161115,1039541441)+W(11,-1123269599,1023858088,-1137650955,1035840335);sum2=W(0,-1100127293,1048639033,1049598436,-1092038506)+W(1,-1074419095,1072396257,1064718435,-1076970891)+W(2,-1071882845,1074270589,1071503744,-1072137471)+W(3,-1077760287,1067893220,1071966648,-1075499422)+W(4,1037661877,-1103044471,1042320103,1043882093)+W(5,1057486689,-1104719409,1034035103,1059313512)+W(6,1058040444,1044428409,-1111075093,1051417643)+W(7,-1109701446,1040427981,-1105998171,1034550731)+W(8,1002123811,1029198842,-1121740952,-1131832297)+W(9,1041582287,1010136401,-1115216799,-1103733932)+W(10,-1139439905,1024386386,-1128000009,-1115120295)+W(11,-1112073274,1030441594,-1120184167,1008560441);WS(-1081254198,-1103496580); +sum1=W(0,1041339642,-1098606506,-1146587219,-1115414444)+W(1,-1130637434,1042214179,1050459360,-1098407452)+W(2,-1101995566,1034598934,-1117423418,1020760807)+W(3,-1100079212,1024450296,-1122745995,1047565230)+W(4,-1097683981,1057498447,1048836291,-1093427101)+W(5,-1078168847,1061921355,1058816906,-1091994231)+W(6,-1092752622,1049596874,1063391143,-1095228700)+W(7,-1094816186,1057483350,1055225025,-1097351785)+W(8,-1144521152,-1102869832,1040942563,1038644661)+W(9,1040740783,-1165859686,1036627839,-1117884339)+W(10,-1125383814,1047950513,-1107645994,-1099277734)+W(11,-1112883619,1038686359,-1104517417,-1125503451);sum2=W(0,1049429767,1067192921,1057761413,-1101463653)+W(1,-1113723320,1075836777,1075421514,-1128244554)+W(2,-1100739127,1016894214,-1088665878,-1100253783)+W(3,-1105778187,-1111337535,-1116933337,1041910404)+W(4,-1078098525,-1139460835,-1109493923,-1092703936)+W(5,-1077415283,-1087182285,1039603395,-1071536845)+W(6,1051692516,-1117875445,1034610843,1059548308)+W(7,1048285068,1038460759,1013931579,-1101242161)+W(8,1028945771,-1117756514,1014720459,1041760680)+W(9,1045554670,-1118637934,1016362862,-1114414573)+W(10,1032645955,1027339291,-1125369728,-1106673179)+W(11,-1113595007,-1124961818,1013909643,-1122014712);WS(-1089093868,1047195432); +sum1=W(0,-1146634508,-1102493258,-1108646892,-1139038025)+W(1,-1111039036,1027299238,-1102675263,-1107247574)+W(2,-1131070116,1035038251,1043334313,-1111569431)+W(3,-1125658710,1006218639,-1130835530,-1123633457)+W(4,1050027260,-1113152371,-1116853265,1042227448)+W(5,-1094097439,1059178599,-1102292967,1055627170)+W(6,-1091453053,1055758905,1064850945,-1086063146)+W(7,-1100496626,1028822677,1047069456,-1104540112)+W(8,1037772585,-1111624526,1015754506,1032512066)+W(9,-1120135685,-1123630421,-1122052409,1040310103)+W(10,-1107670363,-1126001639,1035574535,-1097054397)+W(11,1033685440,906381938,1015067608,-1109953256);sum2=W(0,1043805370,-1102825598,1051248459,-1103632983)+W(1,1043204826,1027245233,-1110573499,-1100282419)+W(2,1032596944,-1088944566,-1115422824,-1107284068)+W(3,1038389706,-1103855212,-1119815045,-1115324019)+W(4,-1106748849,-1107415409,-1112111441,1050224986)+W(5,1068200484,1064575785,1047715488,-1142028319)+W(6,-1082511144,-1166081973,-1116519441,-1110893073)+W(7,-1099926119,-1112155627,1033478296,-1101546175)+W(8,-1113209339,1037386114,-1111599379,-1114055425)+W(9,1034756297,1042201726,-1107474855,-1106125891)+W(10,1036646608,1036836551,-1115818225,-1121811913)+W(11,1042197713,1026011708,-1107371535,-1139772871);WS(-1121781432,-1075996235); +sum1=W(0,1017932812,-1106763371,-1104344139,-1139185884)+W(1,986151814,-1122902443,-1097501556,1031934942)+W(2,1000199096,-1127990679,-1153685131,-1164665422)+W(3,-1140438078,-1113474827,1001735501,1007298263)+W(4,1050633065,-1102467779,1023675446,1055178280)+W(5,1056941803,-1087567683,-1098857564,1061458986)+W(6,1045616484,-1104204108,-1091469811,1057254916)+W(7,1046908556,-1103515070,-1129857478,1030315686)+W(8,-1113788396,-1134059780,-1116105386,-1115352921)+W(9,1038547421,-1136836585,-1113912527,987917899)+W(10,1011665321,-1128021832,1007170123,-1108760371)+W(11,-1118109260,-1121041198,-1154396360,-1121847517);sum2=W(0,-1129109975,-1104465921,-1097479461,-1168649543)+W(1,-1132018102,-1118749694,-1103938775,1016893178)+W(2,1023462612,976518647,-1115486085,-1117453381)+W(3,-1115823387,1034975399,1025546665,-1106957470)+W(4,1049155382,-1102354715,1042706476,1049098480)+W(5,-1098731951,-1097087336,1043506300,1057022497)+W(6,-1106384437,1036026738,1057524747,-1119719509)+W(7,-1105263623,1035074429,1045328977,-1098317799)+W(8,-1112820525,-1122042062,-1106980555,1041988609)+W(9,1046909100,1031531696,-1105649317,1047765539)+W(10,-1121071990,1040948740,-1114531186,-1100642605)+W(11,1003192501,1033488186,-1113359258,-1106523641);WS(1058868844,1053114578); +sum1=W(0,-1122446279,-1120049453,1047026923,1019520880)+W(1,1025396381,-1104790763,994701546,1037061470)+W(2,1031841884,1021084025,-1104820950,1029402067)+W(3,1033549944,1009185118,-1105237507,-1120186199)+W(4,1048040834,-1093651986,-1095841007,1040716289)+W(5,1063349990,-1081113852,-1089525095,1059285152)+W(6,1056787146,-1087503095,-1086213616,1062179110)+W(7,1057448647,-1088312360,-1091401861,1046529242)+W(8,1039005404,-1117418946,1026453035,1020793813)+W(9,1040363303,-1114838686,1019785277,1046415125)+W(10,1041196477,1024749253,1030676884,1045703966)+W(11,1036113571,1022861598,1004229292,999605293);sum2=W(0,-1106859908,-1111523090,-1089070569,1050427341)+W(1,-1112488680,-1097196972,1043538575,1035861035)+W(2,-1122621450,-1133854060,1036654054,1032409135)+W(3,1046587865,-1093068011,-1130574088,-1104767713)+W(4,1052246278,-1093125710,1067490860,1053219089)+W(5,-1088179143,-1087268097,-1078649576,1059060280)+W(6,1043005089,1062938540,1059384755,1017346040)+W(7,1052143300,1059539225,-1093321870,-1092034159)+W(8,-1078811541,1066232343,1058659628,-1080930470)+W(9,-1075643449,1065823003,1073277874,-1074777053)+W(10,1049929252,1043425453,1062269032,-1124572738)+W(11,1059287102,-1098215774,-1092663388,-1112625720);WS(-1074642550,1059001037); +sum1=W(0,-1114814273,-1133959838,-1105864948,1033877849)+W(1,-1122785432,1042832010,-1106724665,1017602926)+W(2,-1121541554,1036804396,1046400581,-1119942606)+W(3,-1103073299,1039804561,1032924291,1004629641)+W(4,-1108476642,1023714759,-1096349630,1040506928)+W(5,-1084427489,1065396984,1055335876,-1098100854)+W(6,-1088670813,1061684023,1062559324,-1083890617)+W(7,-1095458045,1054342111,1051195620,-1090515058)+W(8,-1108357401,-1127057913,-1110243859,1046552293)+W(9,-1132282059,1033899323,-1147216585,1032280783)+W(10,-1104721044,1025273824,1032718711,-1113686945)+W(11,1031943308,-1121848889,-1122497752,-1110306392);sum2=W(0,-1131612410,1025348247,1021686194,1024273115)+W(1,1041256788,1042238427,-1105777061,-1107407950)+W(2,1031505312,-1118046720,-1126779625,-1117121277)+W(3,1016793154,1027338756,-1118330488,-1110072407)+W(4,-1101286924,-1122239076,-1108335658,1043888107)+W(5,-1090332406,1036931728,1046097166,1048538591)+W(6,1043322093,1040745205,1040874893,1053208564)+W(7,-1116082242,-1096125238,1050743072,-1135252559)+W(8,-1091711743,-1111108183,-1110849641,-1077891718)+W(9,1065426853,-1111979954,1033944270,-1097181377)+W(10,1040529954,-1105370761,1039617071,1063431633)+W(11,1050690616,-1122718137,-1122096807,-1097546746);WS(-1088674604,-1128666815); +sum1=W(0,1016031116,-1154837176,-1112902532,-1123914807)+W(1,1024027612,-1098901213,-1114821559,1014718188)+W(2,1024193015,-1099251759,-1103324234,-1145356432)+W(3,1032770888,-1101826270,-1119376425,-1124389866)+W(4,1033184452,-1131397783,1051063687,1031043843)+W(5,1054517603,-1102428675,1027540319,1015481863)+W(6,1059978813,-1100081596,-1094753613,1051928805)+W(7,1062901239,-1101878062,-1110958225,1047372601)+W(8,1025159063,-1134237698,1018478931,-1094561666)+W(9,-1104802482,-1126359028,1024172061,-1102063788)+W(10,-1111732847,-1114031158,-1133861065,1021380397)+W(11,-1113334654,-1114369951,1028470484,-1154253637);sum2=W(0,1012595671,-1114639139,-1108931889,-1125911137)+W(1,1044288444,-1110292957,1007405169,999266341)+W(2,1041147790,1041510968,1050109344,-1101165077)+W(3,1025832748,1046353900,1029583838,-1113177198)+W(4,1032292317,-1128469007,1050970701,1017628143)+W(5,-1067836662,-1074929312,-1110785518,-1114156858)+W(6,1037860217,1044362436,-1105301985,-1072172899)+W(7,1081403750,1057358913,1048694785,1074693740)+W(8,-1112594616,1026392505,-1132880011,1035307535)+W(9,-1112320536,1035975658,-1126668834,1028698628)+W(10,-1133865234,-1122721591,-1115294669,1032862316)+W(11,1015908463,-1114367420,1027549527,-1121233078);WS(-1092184279,-1114774309); +sum1=W(0,-1120800919,1038305887,1035183681,-1112548452)+W(1,1008341430,1037535198,1043708422,-1114639366)+W(2,-1120506536,1029108045,-1098020135,1009522319)+W(3,1022706306,-1106461058,-1128765878,1034801619)+W(4,-1101125062,1039166894,1044352162,-1114927434)+W(5,-1103312811,1034792975,1063427286,-1087724142)+W(6,-1118967585,-1115071968,-1088121787,1062809460)+W(7,1043448960,-1129024277,-1114196826,1002077113)+W(8,-1131609361,-1182492945,-1115173597,979364527)+W(9,1048665209,-1113251558,1021495134,-1093459700)+W(10,1023205859,-1113409875,-1113757330,1043037714)+W(11,-1126884683,-1115469664,-1123554950,1033949151);sum2=W(0,-1146462793,1028824397,-1113218164,-1130731300)+W(1,1017173194,1034818358,1013989596,-1114036842)+W(2,-1121343755,1040334859,-1104368005,1027612469)+W(3,-1154268081,-1123775916,-1123082454,1027895615)+W(4,-1129593633,-1113338336,-1112264614,1024876637)+W(5,-1101530532,-1105838439,1058622224,1044891209)+W(6,-1097048862,-1102338893,1050794194,1049606516)+W(7,-1113704648,-1122592353,1040822444,1042764886)+W(8,-1111675537,-1102804304,1026854381,-1099018413)+W(9,1059579881,-1108694945,-1102462733,-1088855347)+W(10,1043492825,1019755962,-1114432119,1042736448)+W(11,1034905054,-1119817837,-1122392540,-1121501222);WS(1061153836,-1122742154); +sum1=W(0,-1115291137,1043116226,-1109089440,1027853554)+W(1,-1112977164,1050791197,-1138258466,-1171221910)+W(2,1022714404,1041098678,1034471002,-1121554637)+W(3,-1123187178,1034237593,-1134239506,-1157881362)+W(4,-1115210274,1047414994,1051082942,-1102650256)+W(5,-1077890273,1055540065,1055597733,-1112757431)+W(6,-1093251577,1053866013,1061271560,-1082648980)+W(7,-1092621429,1032996986,1044732088,-1097764996)+W(8,-1112215273,-1119605372,-1131011401,1027843188)+W(9,1042514461,-1126698730,-1126942769,1034632359)+W(10,1046515591,1025132479,998349933,-1131618020)+W(11,1043087924,984532249,-1120958927,1036747322);sum2=W(0,-1132731961,1038074007,-1102026314,1031101174)+W(1,1017601076,1030590838,-1092900468,1022986308)+W(2,1022398052,1001713969,1001758673,-1126674740)+W(3,1010235161,-1138091097,-1140283033,1013813081)+W(4,-1090146581,1042331882,-1126868316,1042272104)+W(5,1054179894,1068886648,1039425711,1028046198)+W(6,1035923987,-1096410864,1049555295,-1096188072)+W(7,1036670019,-1105222854,1036573795,-1106500726)+W(8,1036936531,-1128194324,1023923290,1028240358)+W(9,1039233571,-1108833787,-1114483483,-1122656394)+W(10,-1090080092,1029729918,1026905222,-1086618714)+W(11,-1134061337,1035525391,1035325123,-1110072380);WS(-1098883799,1037141561); +sum1=W(0,1029657918,1034970850,1039141586,-1114839991)+W(1,1034543274,1026227619,1048999812,-1116594483)+W(2,-1140770618,-1115755155,-1103366664,1026816074)+W(3,1007197468,-1117505278,-1109617409,1035386535)+W(4,-1090767256,1029681923,1020247259,-1110021469)+W(5,1007604554,-1100094273,1058872566,-1089859629)+W(6,1050338841,-1090199858,-1090400131,1063309440)+W(7,1050252341,-1101914812,-1104209655,1049028980)+W(8,-1119339247,-1126798193,1040211480,1030453625)+W(9,-1106749124,-1123771570,1041448405,-1104869706)+W(10,1023759014,-1131945671,1006844457,1040832320)+W(11,1034144506,-1106217213,-1115455274,1040157646);sum2=W(0,-1137674963,-1120827669,-1120528483,1003211606)+W(1,-1126381316,-1125167698,-1113012012,-1151639180)+W(2,-1120928387,1042115577,-1133545211,-1125497686)+W(3,-1121709003,1034768106,-1111755343,1024650751)+W(4,-1165578649,1021421814,-1122088448,-1156174412)+W(5,-1143882022,1025314463,-1108742643,1045965141)+W(6,-1139515595,1042307479,1048741047,-1157195276)+W(7,-1128894336,1033940928,1028526161,1024020315)+W(8,1046263423,-1109822394,1008615371,1034591096)+W(9,1048434617,-1102660599,-1107512724,1043768035)+W(10,-1111490489,-1116374767,-1103528899,-1100558843)+W(11,-1105393784,-1146160726,1031989982,-1106766859);WS(1056068055,1054753321); +sum1=W(0,-1148496799,-1110003853,1039080395,-1151415881)+W(1,1024019466,1036235820,1010453293,1010657956)+W(2,1008503186,1036573197,1020552269,-1130137728)+W(3,1035499631,1040242409,-1115513116,-1132133255)+W(4,1043835198,1042243518,-1089028090,1057552055)+W(5,1056043521,-1077848098,-1089501818,1059020393)+W(6,1054798584,-1088101382,-1085601017,1059247988)+W(7,1047345767,-1092379525,-1102383812,1050516586)+W(8,1050869997,1014222010,1035025164,-1115248008)+W(9,1040563886,-1121658024,1019596694,1038857744)+W(10,1014726271,1035081577,-1123056704,1031869090)+W(11,-1116861746,1008326318,-1137744617,1037313809);sum2=W(0,-1106782132,1053669968,-1096807405,1028355794)+W(1,1019490884,1045145961,-1113415499,1035193429)+W(2,1051099266,-1105194567,1033457423,-1103311494)+W(3,1017055868,995616995,-1111393110,-1107701072)+W(4,-1138391825,-1075220438,1067941768,1040605863)+W(5,-1117197986,1059082808,-1088459045,1054131819)+W(6,1043284247,-1121773074,1050105229,1014178849)+W(7,-1110630971,1023829774,-1120483817,1045435457)+W(8,-1095467240,-1103015841,1052817152,-1077104108)+W(9,1063065831,-1103440804,1049259157,-1094157882)+W(10,1042603721,-1122898552,-1095094287,1061761756)+W(11,1044996767,1018464332,-1109769641,-1116379229);WS(-1081368566,-1084412265); +sum1=W(0,1015688387,-1139602460,-1116002144,1027068306)+W(1,1018141039,-1108067395,-1116483849,1033201483)+W(2,1022250212,-1101031910,-1114781410,1032237687)+W(3,1019305877,-1115253585,-1110135922,1019999841)+W(4,1048418201,-1109028275,-1097381330,1048181720)+W(5,1059054739,-1080843359,-1086309497,1059204754)+W(6,1054995541,-1090938969,1035809139,1060863016)+W(7,1054003721,-1098655035,-1097995920,1048891912)+W(8,1018111780,1036715310,1021378954,-1110979184)+W(9,1023153354,1024269909,-1118145977,-1126061147)+W(10,-1102361409,1015803518,1014428471,1043786804)+W(11,-1110370680,1026153225,1027639288,1017536656);sum2=W(0,1035973965,-1096496755,1050460434,-1105480981)+W(1,-1106311589,1006710678,1049140757,1037165381)+W(2,-1104974154,1044207757,-1091756558,1052000177)+W(3,1040627526,-1100748342,1032159893,-1120302417)+W(4,1051612828,-1090117310,1048076097,-1098849709)+W(5,1040931379,1066845841,1053634690,-1090898849)+W(6,-1090778289,1058534342,-1077185739,1058463605)+W(7,1045155050,-1096398368,-1102438650,1039812947)+W(8,1047120319,-1108725217,-1105501338,1035320005)+W(9,-1083953982,1046728781,1039969785,1021130333)+W(10,-1091684787,-1141278071,1038345201,1057459457)+W(11,1045504944,-1109297232,1040363142,1041032826);WS(1040286894,1035975353); +sum1=W(0,1023182418,-1127987806,1034319831,-1171293815)+W(1,-1137235964,-1105596260,-1102399280,996039142)+W(2,1025821242,-1108335719,-1103790599,-1135192533)+W(3,1020463141,-1129600787,-1114500598,-1128818097)+W(4,1048633701,-1097464070,-1091927835,1059664710)+W(5,1059153168,-1086480503,-1087363556,1062256902)+W(6,1056014846,-1099300213,-1089057879,1061115073)+W(7,1052737098,-1112421262,-1097571161,1050028641)+W(8,1029070026,1012611215,1013574450,-1116625676)+W(9,1000027879,1006568169,-1115123712,1016696459)+W(10,-1108586113,1032814547,-1134032598,1028964506)+W(11,-1096430155,1016193698,1020632239,1032749254);sum2=W(0,-1130243023,1030557532,1037372428,-1115556642)+W(1,-1126476135,-1112452010,1049080310,1032034792)+W(2,-1138592966,-1125709403,-1108874582,1032996496)+W(3,1029413614,-1125845903,-1147299853,-1121911846)+W(4,1077581449,1043810263,1051814466,1085969060)+W(5,-1064530882,-1081646826,-1103611514,-1074326256)+W(6,-1104386166,993676602,1033029539,-1074476109)+W(7,-1109306490,1000946837,1034388196,1029772508)+W(8,1030366783,1034280644,-1114698318,1011471282)+W(9,-1129814679,1022645135,-1140286158,-1109496698)+W(10,1007963430,1013431542,-1126128243,1035377868)+W(11,1024214725,1024966722,-1114714998,1005762565);WS(-1128144240,-1105727419); +sum1=W(0,1008158465,1030921926,1038442911,1008177348)+W(1,1041196118,-1091904121,-1116236765,1025380533)+W(2,1038005880,-1155490648,-1110541401,-1123971020)+W(3,1022532691,-1132141153,-1118346788,-1110790464)+W(4,-1108323937,1020025483,1037111480,1034971295)+W(5,-1116818069,-1090328900,1039711206,1041262911)+W(6,1050488689,-1108534613,1053066642,-1118195565)+W(7,1035288564,1043217853,1032777199,1005836543)+W(8,1015575522,1036155997,1019898055,-1119737674)+W(9,-1106145913,1038413850,1023258159,-1096558626)+W(10,1033678004,1027658998,-1123851725,-1107602136)+W(11,-1110557919,-1161170171,-1118860082,1034582855);sum2=W(0,1013105493,-1110061572,-1132037027,-1128930637)+W(1,-1111106512,-1118411413,1023565141,1027020519)+W(2,-1108465338,1001195043,-1104848450,1033707008)+W(3,-1112986298,-1123693871,-1113096913,-1130609759)+W(4,1028677045,-1113315034,-1110976033,1018701611)+W(5,1051172043,1064921249,-1136487341,-1097696705)+W(6,-1134254189,1028959819,-1097426277,1036460110)+W(7,1021784635,-1139702593,-1113952185,1035127174)+W(8,-1136221161,-1120215489,1029665439,-1129623857)+W(9,-1100340880,-1120959951,1025952555,1045236380)+W(10,1033145987,-1118442072,1006240491,1026225447)+W(11,1025786651,-1119362634,-1137489821,-1105387359);WS(1066786198,1018352061); +sum1=W(0,-1147124480,-1118935590,1042991174,1037807432)+W(1,1043153405,-1111703874,-1102401423,1032919115)+W(2,1040525108,-1109427003,-1105747115,1024885356)+W(3,1041644314,-1113217832,1036876386,1034093744)+W(4,1053008404,-1093203077,-1089303485,1056116676)+W(5,1052869895,-1077398372,-1091158043,1058826232)+W(6,1052412861,-1096537905,-1088790919,1063596395)+W(7,1055747689,-1095292522,-1092801624,1055303296)+W(8,1032850856,1019595829,1044944769,-1115182496)+W(9,-1112497438,990101824,1030098999,-1118679276)+W(10,-1158252416,1022825908,1037575334,1041854800)+W(11,-1097656684,1027108728,1042956152,1029739551);sum2=W(0,-1120880520,1035081854,-1102747382,1036031230)+W(1,-1112120068,-1097589576,-1081312733,-1118383086)+W(2,-1113902667,-1101386787,-1136989239,1044452135)+W(3,-1175016923,-1106083613,1038098664,1036248196)+W(4,999021742,1048871361,1027629590,1040389106)+W(5,1061513306,1059108854,-1102228261,1046511529)+W(6,1028645652,-1090327880,1030279668,-1098672489)+W(7,1027306194,-1110606753,1046091275,1037598188)+W(8,1037408166,1036561850,-1113736580,1033840740)+W(9,1017984327,1037901466,-1105995296,-1111365044)+W(10,-1098256610,1003868670,1024281094,1032578550)+W(11,-1100293962,-1114802202,1035521712,1055272900);WS(-1088826540,-1072617048); +sum1=W(0,1023136598,-1108211448,1037920241,986338164)+W(1,1038855104,-1098615294,-1117329516,-1127817408)+W(2,1032100206,-1125030464,-1156351446,-1112014844)+W(3,1031252724,-1128205111,1025960366,-1114071293)+W(4,1051897846,-1097067830,-1096657083,1051799989)+W(5,1068445460,-1091986338,-1085267217,1060040519)+W(6,1049473503,-1095210946,-1085224562,1041659186)+W(7,1053193450,-1098483636,-1103740786,1046320643)+W(8,-1134063855,1022858827,-1122826702,-1131268440)+W(9,-1104903024,1025833567,1016624516,1034398076)+W(10,-1123500579,1018816617,-1148095931,1041222927)+W(11,-1110505437,-1135786218,1004333185,1021522163);sum2=W(0,-1121532154,1033600964,-1139275200,1025188267)+W(1,-1111771837,1046721727,-1123953755,1037371296)+W(2,-1106548534,1040338433,-1098628025,1040037716)+W(3,-1109851481,1042987802,-1109104289,1039102739)+W(4,-1111129732,-1105820182,-1131755519,1040515214)+W(5,-1119362505,1075696256,1067277095,1035395064)+W(6,-1095083293,-1079865944,-1070220409,1046868281)+W(7,-1121821072,-1113640498,1049591033,1045077862)+W(8,1041295374,-1137053008,1030566925,-1105181237)+W(9,1058324165,1026363312,-1131759093,-1104867399)+W(10,1030948623,1018203389,-1118056117,-1095490474)+W(11,1039251361,-1123620784,-1128931569,-1107729189);WS(-1126600048,-1081356549); +sum1=W(0,-1121393942,1032965854,-1133929050,-1127841038)+W(1,-1112866678,1043820719,1033968271,-1127713943)+W(2,-1113126004,1043379215,1042942538,-1130256197)+W(3,-1114110304,1034600139,1027795642,-1135790871)+W(4,-1092154099,1056638003,1044657313,-1098403026)+W(5,-1081570623,1066854747,1049224359,-1092503722)+W(6,-1092479684,1058087872,1055316562,-1086843241)+W(7,-1094287464,1051778533,1032418298,-1097678271)+W(8,1040562850,1036225512,-1126110067,-1112364357)+W(9,-1105175211,1047740947,-1129561307,1040769245)+W(10,-1108064855,1041161205,-1102743497,-1123699911)+W(11,999504676,1039116783,-1106598351,-1138101411);sum2=W(0,-1122258341,1024135109,1041236493,1002695390)+W(1,-1120933435,1034742596,1018577975,-1122292123)+W(2,-1117894001,-1155671947,-1148289286,1032169765)+W(3,-1138289315,-1116290259,1027950533,1003179774)+W(4,-1167041196,-1120190201,-1110230321,-1107205869)+W(5,-1085659967,-1070580481,-1063745707,1048984334)+W(6,-1108030745,1049556353,1042707591,1041640777)+W(7,-1139220243,1050855401,-1106095214,-1123201389)+W(8,1051920007,-1101224590,1013006047,1025661924)+W(9,1079255156,1037086181,1033459361,1083223141)+W(10,-1097500712,1029970779,-1105447820,-1110361303)+W(11,-1105964729,-1115669085,1006793819,1030518681);WS(1044741550,-1111040261); +sum1=W(0,-1102049737,1051367713,-1129171790,-1123328853)+W(1,-1104112191,1051950321,-1097130129,1040528310)+W(2,-1101315365,1045396986,1039437043,1024305776)+W(3,-1111623399,-1165073551,-1108128612,1021709031)+W(4,-1091471693,1046305018,1045626213,-1119860449)+W(5,-1092522751,1053940037,1049556145,1035652177)+W(6,-1130673884,-1095468986,1055561708,-1095677118)+W(7,-1121220876,1026385047,1044018368,-1112716514)+W(8,1044417333,-1107859535,1022127887,-1104602741)+W(9,1049099055,-1124872112,1033350174,-1091825946)+W(10,1055485165,-1115536169,-1115808049,-1104689389)+W(11,1036376309,-1122289340,1029190802,-1103796617);sum2=W(0,-1105436527,1038128967,1039328248,-1104033148)+W(1,-1097126651,1057153562,1010051700,-1109964889)+W(2,-1090250993,1060383381,1057745438,-1098141643)+W(3,-1118233874,1044677482,1035812245,-1116302593)+W(4,1010939044,-1118329847,1023457753,1040757730)+W(5,1035481326,-1094975289,-1098103909,1051778220)+W(6,-1102222701,-1098057265,1048659070,-1094952202)+W(7,-1105877607,-1160321672,-1123621243,-1133841678)+W(8,1011822306,998732076,1019934334,-1105261590)+W(9,1037637839,-1112777586,-1151355224,1019752394)+W(10,1049957743,-1134551782,1012075272,1023965510)+W(11,1036758948,-1124061226,1031321862,-1104798795);WS(1065794902,1053657215); +sum1=W(0,1018314063,1031009517,1038333639,-1121908120)+W(1,-1124873339,1034311430,1039118671,1015310777)+W(2,-1147984576,-1120195837,1041290230,1031572020)+W(3,1026486289,-1114392412,-1119856235,1024640407)+W(4,-1106391546,1034446294,-1123855831,1027457764)+W(5,-1141167585,-1090069831,1039330595,-1097318831)+W(6,1053489270,-1090834490,-1096859758,1054548019)+W(7,1038700424,-1105777031,-1105884449,1041008530)+W(8,-1121443224,1015085764,1004753494,-1123864939)+W(9,1040632671,-1119728987,-1152877546,1026117491)+W(10,1043686014,-1132243578,-1155937596,1028976296)+W(11,1023881277,-1148206328,999100652,1007855863);sum2=W(0,1026283313,1028902500,1035072504,-1111593455)+W(1,-1123416451,1053329938,1047373071,-1106910582)+W(2,-1128641646,-1100521328,-1092564654,1050577288)+W(3,-1113858977,1017970524,-1096962366,1047088729)+W(4,-1108682745,-1102620143,1033408259,1043803228)+W(5,1067600226,-1090850305,1048908013,1040261276)+W(6,-1113219589,1017836657,1062297118,-1072392505)+W(7,1037790473,-1125952722,1033530157,1049469167)+W(8,1005020832,1032181798,998670368,-1104275307)+W(9,1050480903,1032569956,1023771046,-1100960524)+W(10,-1168415746,1023611526,-1112013629,-1138210428)+W(11,-1131011166,1021270423,-1112880371,1025688819);WS(1062391596,1012575503); +sum1=W(0,-1104891955,1040079801,-1118754907,1031343933)+W(1,1018981700,1047266492,-1098309187,1032025473)+W(2,1037332142,-1102249736,1041578200,-1107154694)+W(3,-1120166325,-1099931343,1040475388,-1113508494)+W(4,1034244551,-1097175282,-1110681406,-1124966418)+W(5,-1082667844,1046130725,1051954479,-1115351741)+W(6,-1116669206,1052085167,1051147223,1034155267)+W(7,1037232762,1045069376,1003822408,-1108675062)+W(8,1039695694,1041572194,-1105353116,1044511208)+W(9,1049723012,-1111177056,-1106768761,1024690888)+W(10,1031631968,-1100878141,1041859398,-1103478091)+W(11,-1120670778,-1115735812,1037747241,1001356052);sum2=W(0,-1111554425,1035520350,984378304,1033523600)+W(1,-1122087690,1042336361,-1139357832,-1129275556)+W(2,1037981702,-1108770624,-1098127108,-1124036306)+W(3,-1122349214,1030270440,1031985496,-1119955572)+W(4,1027721316,-1092144316,1013286288,1029410276)+W(5,1063527919,1062226267,1051778774,-1120989222)+W(6,-1087308230,1023869712,-1106529787,-1086537602)+W(7,1040810725,-1113965912,-1106223749,1038170956)+W(8,1040549613,1027894332,-1114072340,-1149511552)+W(9,1044728263,-1113445964,-1138380800,-1101613332)+W(10,1043627655,-1103441850,1042436209,-1102568312)+W(11,1025118636,-1120264936,1038090706,-1109791564);WS(1061969900,1065420380); +sum1=W(0,-1132400117,1024825568,1041410250,1002358108)+W(1,-1121891281,-1112279056,-1111416381,1036273784)+W(2,1014037550,-1110955448,-1100377015,1031471239)+W(3,1021231496,-1109508230,-1140842745,1015146068)+W(4,1055004288,-1093641048,-1098164717,1005238718)+W(5,1065721300,-1081575699,-1089452644,1058195604)+W(6,1050103969,-1095327860,-1095897092,1058645356)+W(7,1050895308,-1101391147,-1122283864,1047622119)+W(8,1037205414,-1128588267,1013481849,-1127598604)+W(9,1041630292,-1118185583,995531041,-1122200151)+W(10,1033148051,-1125213521,1031870564,-1115380038)+W(11,-1107652840,-1167265945,1031659065,-1112032609);sum2=W(0,-1105869799,1040337956,-1097408481,1037378832)+W(1,1010791317,-1124897054,1050274911,1034348880)+W(2,1025476671,-1107003535,-1105197585,1020451237)+W(3,-1144944739,-1128932040,-1131733180,-1121382126)+W(4,1064628576,1048269110,-1134521568,-1089422359)+W(5,-1067190452,-1081189141,1055313899,1078490638)+W(6,1034175619,1043712009,1051135592,1026583828)+W(7,1035014695,-1125325948,-1114815155,1030289482)+W(8,-1113808990,-1121898726,-1156999910,1024014288)+W(9,-1100728789,1010618498,1025759300,1025241947)+W(10,-1112306567,-1142752483,981635389,1047164907)+W(11,-1116208218,1029088384,-1158764013,1025919494);WS(1048733783,1027643848); +sum1=W(0,-1133175894,1023561851,1036515120,-1133845785)+W(1,-1116789548,1030082171,1042717327,-1135183403)+W(2,-1134260761,1034425221,1048693393,-1148511502)+W(3,-1123833247,1027869798,1039337356,1018609610)+W(4,-1093510507,1049915371,1057953132,-1088559253)+W(5,-1080791005,1063183646,1060634166,-1088396394)+W(6,-1090323862,1044704560,1058925305,-1089662985)+W(7,-1089888600,1047384498,1042697693,-1100061261)+W(8,-1130587597,1012777537,-1114935677,1034283684)+W(9,-1114509469,1031486794,-1122593837,-1127730531)+W(10,1038705162,-1166921432,-1116148770,-1138682841)+W(11,1049640472,1023971661,-1126426832,1015444552);sum2=W(0,-1144072856,-1103317800,1037891939,994989105)+W(1,1026939205,-1127785128,1037436931,-1122509885)+W(2,-1120878413,1034163445,-1103788534,1028398855)+W(3,-1113678678,1026044831,-1127272012,1025208177)+W(4,1052666546,-1122814128,-1100065758,-1173716290)+W(5,1040815920,1058553182,-1129250144,1001371192)+W(6,1020001090,1053725018,1055924851,-1100616833)+W(7,1043708121,-1123998093,1036740791,-1134790452)+W(8,-1094230404,1054652553,1036146011,-1120127409)+W(9,-1075758811,1067689129,1061875701,-1083084807)+W(10,-1075891465,1067320464,1068744910,-1074914963)+W(11,-1084193900,1062426867,1065190583,-1081737398);WS(-1084457324,1066101859); +sum1=W(0,1016102797,-1125864729,-1111022815,-1146837948)+W(1,-1115904029,1034715654,1047559389,-1115430590)+W(2,-1117556663,-1108958078,-1103064096,-1139281484)+W(3,-1124011056,-1131623214,-1131712724,1034492603)+W(4,1038645029,1047347075,1042035070,-1115296098)+W(5,1037951214,1052960194,1059438663,-1083544605)+W(6,-1109939240,1046468604,-1083491782,1057869073)+W(7,-1123535023,1043250206,-1121536740,-1123954086)+W(8,-1106508822,-1128702979,-1121095658,1030912362)+W(9,-1167432352,-1129984885,1022709564,-1104927285)+W(10,1012598283,-1123056725,-1123913107,1045723406)+W(11,-1110102674,-1128824061,1026960983,1019381994);sum2=W(0,-1127756609,1044805550,-1127395739,-1125705477)+W(1,1034569455,-1177736375,-1097909373,993770127)+W(2,-1119844207,1043096893,-1116962018,1010458600)+W(3,1019369801,-1112228363,1035619005,-1122090273)+W(4,1015549291,-1109261657,1036906007,-1105227463)+W(5,1058826852,1061852121,-1102191244,1049252886)+W(6,-1094678765,-1128420796,-1086841826,-1119951878)+W(7,-1109645851,1038741216,1021651597,-1119199398)+W(8,1037043129,-1106679057,989272222,1026846896)+W(9,-1116961215,1013800282,1042524140,-1097396928)+W(10,1038664018,-1128652243,1033157194,-1103314123)+W(11,1019677755,-1126258736,-1124905499,1035622840);WS(1067036470,-1087655195); +sum1=W(0,1026890311,-1120379564,1018554747,-1143851962)+W(1,1016195769,1022258327,-1114993347,-1106604063)+W(2,1037080924,1045778247,981655329,-1138731339)+W(3,1029907824,1023696087,1025121994,-1121217270)+W(4,1053786273,-1098337218,-1110423387,1050955184)+W(5,1063572966,-1083965137,-1090196611,1042552729)+W(6,1055564522,-1090231591,-1084059678,1058367344)+W(7,1048845230,-1095677575,-1096786628,1047575674)+W(8,1040602294,-1118031105,1025799530,-1106360251)+W(9,1045568787,-1110210301,-1119796702,-1134551499)+W(10,1028646847,-1117810092,-1132188582,1046272662)+W(11,1027665749,-1118338222,1021012754,1026932869);sum2=W(0,1028862084,1033605964,-1108417433,-1113854255)+W(1,-1104116954,-1102487521,-1109151867,-1104900936)+W(2,1040474278,-1073652757,-1071728118,-1114719178)+W(3,-1122519186,-1102125815,-1090221130,1048817634)+W(4,1032534216,1033584957,1025435556,1042382895)+W(5,1067799294,-1099286824,1033281558,1017793091)+W(6,1051278318,-1113833767,1056033422,1077900204)+W(7,-1105402373,-1107682623,1011833167,1048299521)+W(8,1046901615,-1105415159,1042045079,-1108154666)+W(9,1036137805,1005958605,1039313065,-1111336587)+W(10,1034492621,-1114752489,1020191839,1024983956)+W(11,-1127962013,1032711916,1024757388,1033542750);WS(-1087701164,1071308133); +sum1=W(0,-1112915908,1039729431,-1100025248,1040776942)+W(1,-1109010607,1047911115,-1111499300,1032135583)+W(2,1033070381,1047586960,-1096854047,-1125896234)+W(3,-1127540900,1025720505,-1100475875,1001383873)+W(4,-1108101926,-1104971284,1047131214,1040244657)+W(5,-1095250332,1057920197,1036283892,-1107965963)+W(6,-1104060437,1046835436,1057601759,-1097276733)+W(7,-1115131352,1041767855,1017446731,-1129328465)+W(8,-1123736282,-1120800451,-1152028354,-1116520012)+W(9,1040789767,1038925278,1024489952,-1105297773)+W(10,1046328829,-1130324381,1034463851,-1089523085)+W(11,1031878575,1015088161,-1112186573,-1107686492);sum2=W(0,-1112379036,1018139178,1060062242,-1089646175)+W(1,-1088789602,1066001716,1066898400,-1087427677)+W(2,1060985431,-1081253059,-1079880526,1059010203)+W(3,1054225000,-1095013927,-1095878540,-1139584980)+W(4,-1096611550,1040955729,1017421696,1050551269)+W(5,1056235229,1040223965,1035645225,-1116330565)+W(6,-1102574794,1044677785,-1114176344,-1118197619)+W(7,-1099698701,1035015292,-1100382074,1039647840)+W(8,-1115297526,-1112174927,1023971829,-1124178965)+W(9,1027731712,-1128027042,1035838465,-1111832492)+W(10,-1130074994,1033729011,1015547306,-1106279788)+W(11,-1124507789,1032866060,-1110899873,1040262609);WS(1063980716,-1121784884); +sum1=W(0,-1104528667,-1121849329,1046480497,1027357276)+W(1,-1107033792,1046903620,1049050976,-1122859745)+W(2,1033196814,1050194992,-1128776604,-1105809438)+W(3,-1111105883,1037688238,-1112079704,-1111338526)+W(4,-1090457523,1048987838,1050884987,-1094692773)+W(5,-1084796508,1061180023,1057733925,-1090130146)+W(6,-1105629197,1055134019,1054317580,-1089370535)+W(7,-1094775914,1057027842,1046804578,-1093813713)+W(8,-1098583576,-1107151594,1025153935,1046796692)+W(9,1034725880,1023598816,1016110982,1037378828)+W(10,1049629536,1040596522,-1114135692,-1096435840)+W(11,1038664949,-1127372967,-1113598601,-1097780651);sum2=W(0,1024315846,-1106371173,-1098133521,1041589168)+W(1,1040621380,-1107177437,-1106740015,1043663909)+W(2,1033384296,1040430896,-1111131552,1040212968)+W(3,1022694293,1003633577,1032409853,1014426993)+W(4,1051327081,1023684981,-1105720063,1031854878)+W(5,-1106409587,-1127108094,-1124767392,-1108849860)+W(6,-1093765703,1050935529,-1102248051,-1120392794)+W(7,-1104283048,-1128561530,1033359350,-1107120761)+W(8,-1128261352,1011090873,-1121214780,1035016760)+W(9,-1111599720,1034668152,1029549000,1035542785)+W(10,-1102687331,1018485311,-1136161665,1051247500)+W(11,1026574958,998242826,-1126387868,1037002974);WS(1047153326,-1105960410); +sum1=W(0,-1133035902,1024269605,-1105871782,1032318440)+W(1,-1111741083,1047130673,-1110369667,1023033002)+W(2,-1126171361,-1113373146,1043587009,1009988015)+W(3,-1118067977,-1111622952,1035984354,-1183551252)+W(4,-1098984649,1044051929,1043448020,-1111485966)+W(5,-1080272088,1053459949,1059563250,1050315790)+W(6,-1098309317,1044456898,1061038806,-1086889743)+W(7,-1106267538,1037611273,1048086975,-1105786176)+W(8,1028564080,1019882933,1019497606,-1110710801)+W(9,1024144723,1018957863,-1118335287,-1113831750)+W(10,-1145766181,-1124691083,-1122250988,-1117616080)+W(11,1040212689,-1150984053,-1123242346,-1114741783);sum2=W(0,1019405455,1034679642,-1109262360,-1132142402)+W(1,1002713172,1048612806,-1099677890,1022592575)+W(2,-1120241477,-1118742739,1036415285,993592760)+W(3,-1139068036,-1129249399,-1125545553,1024283135)+W(4,-1104355470,-1108806456,-1111364284,1044069954)+W(5,-1094376769,1079847520,-1066728208,-1119884477)+W(6,1031998111,-1103911380,1060715429,-1110824904)+W(7,1030577347,-1127589036,1028262793,-1128336378)+W(8,-1097044621,1034241557,1018817977,1031679549)+W(9,1057366851,-1114461524,988348592,1043056057)+W(10,993276152,1036085605,-1107038514,-1104696735)+W(11,-1133646774,-1182233281,-1128734189,1012785110);WS(1056964652,1042968547); +sum1=W(0,-1136392949,1026146499,1044356666,1026864302)+W(1,-1126999334,1038248593,1030265493,1024389106)+W(2,-1130628252,-1146035092,-1126651679,1026043785)+W(3,1002882868,1033146167,986691602,1000688741)+W(4,1051097712,-1098882624,-1091567350,-1111481597)+W(5,1052760426,-1081953599,-1090350559,1040695131)+W(6,1038264227,-1102468122,-1095456258,1056669112)+W(7,1040116499,-1110909592,-1109487565,1027446877)+W(8,1029687022,-1130908784,1008927875,1041608192)+W(9,1043333208,-1121268145,-1127664937,1042991030)+W(10,1038520784,-1146879000,952128323,1044232931)+W(11,1040618297,1023066122,-1137895230,1033386798);sum2=W(0,-1117766868,-1132308185,-1109445776,-1155037894)+W(1,1004126723,995397702,-1101307898,1042293027)+W(2,1015608713,1046458351,1014206993,-1123150924)+W(3,1030487760,1026431488,-1120597884,-1135323377)+W(4,1041934367,-1111172948,1052866656,-1106399184)+W(5,1035303811,1064268129,1058738313,-1137539889)+W(6,-1124849601,-1090299347,1052685347,-1091518060)+W(7,1061366644,-1075431372,-1087905074,1043824666)+W(8,1042904039,-1108172404,1012439553,1046069094)+W(9,1051607279,-1110625272,-1110297962,1045435531)+W(10,-1150133894,1045339946,-1107185126,-1098813712)+W(11,-1089430426,1049588119,-1122419536,1037110006);WS(-1096061015,1045980634); +sum1=W(0,1028828435,1016418418,1047345176,-1136709393)+W(1,1022855123,1032879612,1049157941,997001355)+W(2,1031977874,1032419332,1042754713,-1128346047)+W(3,1040707047,1040469689,-1124110958,984865373)+W(4,-1096285771,1049565603,-1113534082,-1089944925)+W(5,-1097979037,-1094660427,-1113216951,-1094897728)+W(6,1040846151,-1095562472,1031601097,1014307589)+W(7,1041011167,-1093905225,-1109834744,1042092045)+W(8,1021274185,1018404508,1032683291,1020871950)+W(9,1039512084,-1119890439,1027484139,1042276288)+W(10,1044068336,-1125789619,1030972704,1028680388)+W(11,1048548616,-1123584299,1031142826,-1140756488);sum2=W(0,-1115477579,1024869090,1055059251,-1114682679)+W(1,-1113658391,-1122542034,1055732865,-1100789101)+W(2,1044868728,-1107016239,-1120682294,-1110942733)+W(3,1046472362,-1087243594,-1152832742,1028313432)+W(4,1031266096,-1113806527,-1095220576,1064739409)+W(5,1067742275,1036337974,1040530242,1030176534)+W(6,-1081471397,1042181045,-1087169731,1062911121)+W(7,-1077241450,1067213860,1042749891,-1080677577)+W(8,-1105830101,-1132048253,1038444345,-1100660553)+W(9,-1103152959,1015520805,1040636888,-1096186716)+W(10,1052603278,-1102136445,1032588114,1035448471)+W(11,1052345796,-1112398105,-1134141481,1033558186);WS(-1086603372,1061480206); +sum1=W(0,-1143591172,1027469190,1022341006,1025472273)+W(1,-1110008795,1042054049,-1141108008,-1124123051)+W(2,-1127491490,1044174205,1051331968,-1124248793)+W(3,-1120184170,-1155225358,1044005681,1014214528)+W(4,-1128153798,-1124925900,-1102342404,1006839158)+W(5,-1090097115,1058414043,-1093885235,1051787090)+W(6,-1089913687,1057428893,1063214861,-1081435553)+W(7,-1096696337,1048742922,1052102264,-1092574472)+W(8,1043263108,-1114252238,-1114893026,1042514621)+W(9,-1105821275,1039892842,-1121794488,1027880941)+W(10,-1099759469,1041669328,1028544109,-1094479791)+W(11,1035771431,1039400116,977928239,-1112069887);sum2=W(0,-1109009263,1049599085,1025638319,1037224808)+W(1,-1110258597,1028269513,-1142324554,-1120793535)+W(2,-1151274598,-1119573384,-1132053081,-1112240446)+W(3,-1103902982,1008384356,1010517574,-1120536233)+W(4,1039705537,-1112746506,-1143762368,-1093017633)+W(5,1053657173,1056581815,-1099136162,1040559103)+W(6,1043501160,-1147801478,-1118127758,-1120149375)+W(7,1035850418,1032229723,-1130373692,-1121251494)+W(8,-1119534458,1021427773,995865588,-1119609796)+W(9,-1104556193,-1122952792,988834049,-1123476586)+W(10,-1107739102,1029987722,-1114993482,1044376501)+W(11,-1122521676,-1116132116,-1106681926,1033895801);WS(1037058908,-1087106898); +sum1=W(0,1028077583,-1129390954,1026637522,1032385376)+W(1,-1151370839,1048758199,1048467894,1014613011)+W(2,1027279360,1034990442,1043852440,-1139761263)+W(3,1031834108,1036138504,1017011558,1022565566)+W(4,-1107088868,1041268325,1041048768,-1098495714)+W(5,-1093334653,-1080472255,1045140885,-1108180359)+W(6,-1097414435,1045361342,1045570315,-1108393155)+W(7,-1104527470,1036330497,1028923180,-1111470776)+W(8,-1126519617,-1132138900,1017191910,1039729665)+W(9,-1114665834,997380151,1035348883,1040649531)+W(10,1035082182,1030937245,1031307292,-1125126080)+W(11,1027790590,1036519916,-1138594135,1023808326);sum2=W(0,1036231024,-1098228691,-1131222514,-1111516802)+W(1,1031916934,-1090487171,1034905648,-1130951686)+W(2,-1129631002,1035677128,1032129266,-1130989326)+W(3,-1119469958,1049196148,-1103168970,-1123615369)+W(4,-1128682274,1020406578,1049467820,-1097346809)+W(5,1052765954,1061096371,1024259929,-1113861539)+W(6,-1122282521,-1108918961,-1104129123,-1108538807)+W(7,-1116187122,-1129232626,-1114584358,1038239484)+W(8,-1102087439,1039222222,-1111393075,-1118099733)+W(9,-1108988196,1025340241,-1113826501,1049541587)+W(10,1042713844,-1111528334,1029417921,1033200380)+W(11,1018354634,1029857705,1034012496,-1097598443);WS(1054906071,-1091145324); +sum1=W(0,-1140775857,-1106052861,-1120406171,1029398237)+W(1,1004160018,1032725545,-1099422950,-1128656451)+W(2,1029686973,1037934865,-1097841652,-1130732913)+W(3,-1128798955,-1157619404,1036573848,1021855224)+W(4,1046952684,-1109008729,-1115196942,1051536197)+W(5,-1085942396,-1130426984,-1097962977,1057886666)+W(6,1042440654,1034532491,1048146402,-1098611557)+W(7,1032622058,1027356128,-1122054089,1035129734)+W(8,1034481647,1032555988,-1126429728,-1136290815)+W(9,1050651652,-1108426832,1015919623,-1114344740)+W(10,-1133864753,-1107032303,1040987294,-1102043591)+W(11,-1126847669,-1115113714,1044439941,-1124817654);sum2=W(0,-1116219822,-1112877584,1027581315,-1113802973)+W(1,-1109755343,1027296115,-1110295429,1020553430)+W(2,-1112950186,1035099341,-1126007358,-1131329246)+W(3,-1116367256,1035863861,-1130784978,-1113313093)+W(4,-1127685514,1021259086,1047020911,-1110955855)+W(5,1025841055,1053623791,1057623683,-1097495000)+W(6,-1110724235,1040083835,1057318729,-1104102640)+W(7,-1097352168,1039940909,1048620928,-1165405916)+W(8,-1118276653,-1129541322,1022816774,-1105727831)+W(9,-1104267868,1016281450,997980814,-1110729082)+W(10,-1119773745,1031563375,-1105649969,-1106795812)+W(11,-1110646461,1032754595,-1111917112,-1128480210);WS(1063926444,-1083200389); +sum1=W(0,1015785179,-1116391059,1049653262,-1110900111)+W(1,1034778082,-1111931241,1048988121,-1132926346)+W(2,1024169214,-1107911937,1002973694,1029162938)+W(3,-1116484151,-1114837807,-1104277444,1031086749)+W(4,-1106495964,1038385529,1052688460,-1089993663)+W(5,1061854120,-1089207439,1045396422,-1104923071)+W(6,1059656227,-1087799869,-1085048198,1062129309)+W(7,1055218483,-1096830980,-1096506545,1047872627)+W(8,-1108169455,-1121748392,1042131972,-1098055945)+W(9,-1111176153,-1117097761,1039495970,-1110654965)+W(10,1043917388,-1106362715,-1120523578,1042255343)+W(11,1049045741,-1098874335,1011366638,1012240783);sum2=W(0,1008713252,-1080879443,-1079593190,1031260311)+W(1,-1108083749,1067198745,-1099919153,-1110413739)+W(2,-1107516795,1037733964,1061544601,1024382525)+W(3,-1107429215,1037726418,1034769578,1032742989)+W(4,1035854140,1043424734,-1113337443,-1121246507)+W(5,-1111993270,-1102589461,-1112705599,1040572163)+W(6,-1122943484,1040341398,1044789771,1060638292)+W(7,1034609836,1030676197,-1116338100,-1098923291)+W(8,-1123981203,-1130846658,1032096214,985022717)+W(9,1035118406,1007072124,-1119780465,1028350097)+W(10,-1123835438,-1131952682,-1132931022,-1119559917)+W(11,-1114867192,-1115680064,1028149723,1021760610);WS(-1091090263,1040227933); +sum1=W(0,-1114808049,1027485320,-1113261184,-1123880467)+W(1,1032220316,1043855170,-1101480756,1014154590)+W(2,-1121223347,1021676847,-1088775234,1018131933)+W(3,1008528046,1026364723,1031227206,-1128795491)+W(4,1019377225,-1098653061,1044923332,1033284496)+W(5,-1094753319,1040011797,1059927492,-1102787036)+W(6,-1107869654,-1151140018,-1099661886,1065098078)+W(7,1025551690,-1125551659,-1113799968,1045897152)+W(8,1042536309,-1127683258,-1135767575,-1105999782)+W(9,1044858269,-1120454550,1037484605,-1095990282)+W(10,1045062557,-1109078132,1029352975,-1091964998)+W(11,1023695008,1006311503,1027724204,-1109510984);sum2=W(0,1011470018,-1131363804,-1135928985,-1123304381)+W(1,1029761957,-1101932196,1044779190,-1116901758)+W(2,-1111769341,994986369,-1097334030,-1135722528)+W(3,1032808415,1025113569,1042173475,-1107033568)+W(4,1045400660,-1100907702,-1113522433,1039889929)+W(5,1055172736,1058841413,-1104972678,-1100997480)+W(6,1054550160,-1122473050,1039800739,-1087140500)+W(7,-1115908038,1032761157,-1109069053,-1110305303)+W(8,1038781261,-1139124254,1038356153,-1108136941)+W(9,-1093286229,1040780481,-1105005165,1052809383)+W(10,-1105965260,1042887374,-1105451984,1034962749)+W(11,-1155418681,-1152192529,-1114167820,1038676003);WS(1063982124,1031276218); +sum1=W(0,-1103090149,1026538936,1031361481,1041442545)+W(1,1024468200,1034898060,-1101400314,1042807746)+W(2,1049721332,-1112916420,-1103132501,-1106882536)+W(3,1042454319,-1110788513,-1139074135,-1101888878)+W(4,1055470587,-1090262005,-1090353464,1056936890)+W(5,1061353486,-1078114170,-1096383728,1060963845)+W(6,1048946651,-1088793180,-1106902698,1063510555)+W(7,1058321972,-1093460753,-1098771630,1054541302)+W(8,-1101092681,1040474995,1007942615,-1122143798)+W(9,-1122232454,1027975174,-1103896066,1031723710)+W(10,-1172995470,-1101011290,1030475455,1043143621)+W(11,-1104729748,-1108198577,1044176219,1032268200);sum2=W(0,1034996578,1024785272,-1109357907,1015674059)+W(1,-1128049054,-1120348186,-1129998179,1026624942)+W(2,1021382702,-1105300006,1048014132,999367802)+W(3,1029480964,-1116382211,1046166047,-1124407536)+W(4,1048659656,1076858856,1066992274,1031332447)+W(5,1052415888,1073772904,1078632808,-1108514478)+W(6,-1117149322,1038594495,-1105884909,-1105319294)+W(7,-1154249511,-1098756758,1038514249,1010482847)+W(8,-1070866381,1030261153,1048304191,-1074609058)+W(9,-1076608801,-1108782845,-1098508369,-1068251573)+W(10,-1109221944,1031934850,1048310856,-1103939197)+W(11,-1125235504,1038709270,1046147873,-1098022157);WS(-1084008748,-1076428689); +sum1=W(0,-1162911689,1036299874,-1119372516,995293936)+W(1,-1132274729,1041960361,1017340780,-1138016718)+W(2,-1131268254,1034368866,1044385332,-1145295444)+W(3,-1135278623,-1103541652,1043013720,-1201649403)+W(4,-1097059736,1051547992,1059786207,-1088304948)+W(5,-1081600491,1064118968,1060565598,-1085861109)+W(6,-1090459925,1050466917,1058261310,-1083799507)+W(7,-1103180426,1042671596,1049921019,-1104403080)+W(8,-1125552990,1006687204,1013109895,-1137964103)+W(9,-1116908178,1007519945,1002349741,-1116363658)+W(10,1026422690,-1119097260,994300076,-1119006543)+W(11,1051353751,1023041036,-1123993357,-1131911306);sum2=W(0,1041148647,-1094617784,-1090933982,1033856632)+W(1,1045521814,1062250596,-1122277735,-1094518814)+W(2,1033117136,1050179515,1027053741,-1128266986)+W(3,1041230368,-1086799133,1033890948,-1173165821)+W(4,1066199400,-1102124443,1067844920,1068958128)+W(5,-1070105649,-1078683071,1051248434,1055138982)+W(6,-1082392713,-1089309992,-1079091570,-1070096660)+W(7,1076979077,1070525583,1047411220,1067349236)+W(8,-1122244574,1042779533,-1124923033,-1095515318)+W(9,1046136146,-1114411292,-1103088355,1036900546)+W(10,1045719314,1023274434,-1114099181,1021983978)+W(11,-1091587052,1042022635,-1124200313,1050937215);WS(-1081223670,1021288719); +sum1=W(0,-1123721507,1032041909,1035837139,1011016529)+W(1,1017648243,1024313608,-1108640782,1017381041)+W(2,-1122128468,-1108791100,-1105590117,1028006000)+W(3,1007983923,-1116825572,-1128783630,1009660876)+W(4,1036928499,-1100608474,-1098433890,1042651768)+W(5,1061777248,-1083909329,-1094722148,1055254255)+W(6,1052534382,-1091388554,-1087617676,1061429156)+W(7,1053483289,-1093454083,-1104773376,1049990152)+W(8,1024607124,1027549342,995272815,-1129696110)+W(9,1047474926,1017435439,-1116321147,-1131079071)+W(10,1033276873,-1139273509,-1122084432,1036831026)+W(11,1005912461,-1125665142,1024807730,-1150770463);sum2=W(0,1057597982,-1085734595,-1088994983,1057380038)+W(1,1060801069,-1079782207,-1072283812,1069621581)+W(2,1041938366,1046270010,-1081640783,1060050844)+W(3,1024344515,1043446590,-1113922524,-1122435905)+W(4,983594263,1031174835,998662038,1016685185)+W(5,1060848632,-1097910780,-1099503122,1066773393)+W(6,-1105013658,1026094487,1038323247,1043641192)+W(7,-1105295106,-1145544806,1036576275,-1104981345)+W(8,-1116219635,-1109851055,1027712021,1040844632)+W(9,1027931069,-1116080368,1037507283,-1134907857)+W(10,1047921746,1028446195,-1123552119,-1111695032)+W(11,1032973176,1031771441,-1108250726,-1114519002);WS(-1120405176,1052288640); +sum1=W(0,-1120969533,1013423883,1040656325,-1136485047)+W(1,1027237267,-1107763377,-1108004548,1032711321)+W(2,-1146847086,1040265357,1022040031,1021305874)+W(3,1039673939,-1100629595,1031093856,-1133175986)+W(4,1042796768,-1092939904,-1114886102,1051431647)+W(5,1060861813,-1089040632,-1083705303,1062809491)+W(6,-1107918083,-1098943929,1039332409,1027813500)+W(7,1043412169,-1104541036,-1112315213,1039657966)+W(8,1039390695,-1165530871,-1115542032,-1113721480)+W(9,-1116341945,1024821617,1020434857,1026161897)+W(10,1035322940,1019272038,1031183209,-1108229347)+W(11,-1114748782,1012723731,1024346473,-1115465454);sum2=W(0,-1106233681,-1131275971,-1128467212,1032873736)+W(1,1009987037,-1088748320,-1113770947,1036788040)+W(2,1018109057,1040210251,-1097209973,-1117147579)+W(3,-1106556966,1050939532,-1099376356,-1114508674)+W(4,1035809416,-1114616785,1024553592,-1098460251)+W(5,1062703231,1067981395,-1092555656,-1078975662)+W(6,-1110493560,-1103422592,1058574054,1059662245)+W(7,992650581,1026754378,1038056552,1052516052)+W(8,1026776904,-1107845863,-1128334191,1047433570)+W(9,-1104531393,-1111351589,1043173677,-1132131619)+W(10,-1125640736,-1107997815,991598885,-1106248497)+W(11,-1107493388,-1106870741,1023829740,-1107638185);WS(1050656983,1072047790); +sum1=W(0,1026709637,1034799517,1048792739,-1128713579)+W(1,1030859291,-1116111658,1014670385,1023201012)+W(2,-1152997210,-1112906461,1025355287,1041237492)+W(3,1040488948,1002270506,1036463444,-1155686725)+W(4,1050171449,-1104033571,-1097949975,1050333168)+W(5,1064066450,-1080119690,-1085647978,1053203577)+W(6,1050694506,-1088560507,-1088145917,1060032700)+W(7,1046913707,-1093840327,-1105136840,1053095469)+W(8,1036522731,1037025856,-1127716817,-1101689274)+W(9,1043957990,-1112813084,-1116963676,-1115538280)+W(10,-1120212113,-1113565993,1036783049,1037919995)+W(11,-1108210918,-1122514141,1035776666,1035379762);sum2=W(0,-1105031648,1072414374,1067037293,1032121925)+W(1,-1105961083,1076922042,1072723545,-1130820039)+W(2,-1091675607,-1079373087,1072846596,1040237041)+W(3,-1119953618,-1090018360,1048404715,1052906990)+W(4,-1081225596,1050387420,-1094551116,-1074821338)+W(5,-1068908234,-1080768789,1050306407,-1069168235)+W(6,1050158994,1048692149,-1110799161,1068735095)+W(7,1036354441,-1114340558,1039557097,1043049709)+W(8,1035683027,-1117669800,-1115959604,1045030197)+W(9,-1129129027,-1106200850,-1109697271,1054464199)+W(10,-1102086715,-1107790175,1041008693,-1109242003)+W(11,-1106557101,1034398799,1019897614,1050068036);WS(-1081468886,1041730784); +sum1=W(0,999910687,1042624634,1021500053,-1114247594)+W(1,1022168820,1034747044,1043096639,-1112649805)+W(2,1025791509,-1101453262,-1103886814,1009392321)+W(3,1020540891,1034256626,1026735815,-1115410306)+W(4,1005300019,1053438789,1044129269,1028761377)+W(5,1035906940,-1086991443,1055682820,-1100727404)+W(6,1054732110,-1098009154,-1084075064,1062898916)+W(7,1041116931,-1117544535,-1097832968,1042621601)+W(8,-1096850135,1029411807,-1121682823,-1131183895)+W(9,1038040260,-1113521452,1022343799,-1106832988)+W(10,1037861846,-1110478453,-1110992968,1044548897)+W(11,-1121491970,-1112646442,-1125653940,1022910341);sum2=W(0,995541592,1040254152,1025315462,-1109856908)+W(1,1043476326,1026228130,1035675473,-1107331629)+W(2,1039471517,-1123010638,-1101803200,-1104942022)+W(3,1022399907,1028920354,1040268905,-1114856041)+W(4,997512408,-1085520225,-1108093549,-1111613060)+W(5,1067108106,1059978555,-1103361463,-1115826672)+W(6,-1104388416,-1120534147,-1094292172,1053887552)+W(7,-1103458923,1040596394,-1108094032,-1120685867)+W(8,-1094645099,1040714423,-1114414815,1041489120)+W(9,-1121534122,1032256197,-1125997775,-1102705141)+W(10,1017265579,-1129091643,-1130615251,1039802977)+W(11,-1107135380,1027593934,-1108206349,1040793483);WS(1054796503,-1111794816); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 3), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -3), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -1), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 1), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns32-win8x4.glsl b/shaders/nnedi3/gather/nnedi3-nns32-win8x4.glsl new file mode 100644 index 0000000..fe60d93 --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns32-win8x4.glsl @@ -0,0 +1,178 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1091571194,-1095740683,1039469975,1036208225)+W(1,1032174663,1026075554,1028885330,1048590727)+W(2,-1097328754,1025116802,1039536921,1027560868)+W(3,1023201972,1042058704,1017576356,1039928979)+W(4,1043923973,1049700439,1035622988,-1144450173)+W(5,1033278580,1046104373,-1090255529,-1098962113)+W(6,1024545936,1047463785,1029776426,1024461970)+W(7,1035224848,1043393326,-1090407950,-1100301043);sum2=W(0,1055965966,-1101782718,-1166389754,-1098253927)+W(1,-1096709168,-1105895383,983512221,1006679350)+W(2,1045236553,-1132225959,1034460863,-1106582410)+W(3,1040768379,1030302550,-1090237017,-1097283179)+W(4,1057568628,1055278331,-1113669665,1027738130)+W(5,-1111760224,1033275358,-1133967067,1036184228)+W(6,-1127810369,-1108092808,-1129223232,1016925525)+W(7,-1104949250,1045297871,1009711002,1022264595);WS(-1080723616,-1076327864); +sum1=W(0,-1106293281,1024505865,-1140602116,1017315691)+W(1,-1113397025,1022464939,-1129176587,1041272315)+W(2,-1101486193,1027220277,-1107192473,1037257964)+W(3,1024865293,1043879330,-1098639185,1040932726)+W(4,1032001763,-1106692027,1022805527,1022003974)+W(5,-1118929755,-1123579783,1038889695,1032224091)+W(6,1020788295,-1109388172,1014959990,1021604747)+W(7,-1117432531,998707020,1036681163,1019749115);sum2=W(0,-1127131649,1016927815,-1140061902,1015755803)+W(1,1033341381,1024947773,-1129880851,-1137718334)+W(2,-1112279061,-1095938931,1032555441,-1129835189)+W(3,1058036499,1079454606,-1069364926,-1089663810)+W(4,-1116204914,1009679614,-1123339814,-1138877514)+W(5,1053318688,1022404175,-1148409052,-1092530653)+W(6,-1153656135,-1146249364,-1165772366,1016646759)+W(7,1028043253,1025789685,1018619187,-1122312216);WS(1058954560,1004956589); +sum1=W(0,-1102342440,-1105082889,1038458494,-1128607008)+W(1,1038455278,-1156235011,-1147341058,1027139080)+W(2,-1085974686,1047296084,1026348672,1047693245)+W(3,-1103441674,1029167261,-1100046248,1057887999)+W(4,1058722958,-1135229473,-1116524774,-1108459679)+W(5,1033885827,1027001826,1043502422,-1087115665)+W(6,1019546620,-1122816147,-1117551096,1024592800)+W(7,-1124163292,1023459588,1043995308,1020243248);sum2=W(0,1032715073,1035295215,-1116902056,1039897191)+W(1,-1103487249,-1118716257,-1120385367,-1104821098)+W(2,1051413477,-1089611288,-1116419565,-1115617116)+W(3,-1091510775,1048354743,-1132652148,1060018690)+W(4,1039274043,-1102315300,1003022729,-1121428266)+W(5,1040404198,1037629937,-1117381948,1008252604)+W(6,1012620980,1023483611,-1161229156,1032782009)+W(7,1035102099,-1132320852,-1116040249,-1113601670);WS(-1088253760,-1127575790); +sum1=W(0,-1156102863,1042126700,1033404580,1038728366)+W(1,1011512228,1043566527,-1111684630,1036225546)+W(2,-1099951467,-1083618166,1045370723,1036121471)+W(3,1032168346,1050156122,-1088174091,1050604224)+W(4,1040753147,-1099186053,1036217881,994877095)+W(5,1037663513,1034991255,1039701042,-1098202972)+W(6,1033329669,-1099351704,1040247041,1012008372)+W(7,1030253051,1041638884,1032444126,1015138122);sum2=W(0,-1147399085,1025260806,1009286759,1030438042)+W(1,-1109485523,-1143426189,-1086940227,-1093920639)+W(2,1032031341,1065802217,1019667875,1027607240)+W(3,-1114490725,-1135657207,1049694895,-1090745109)+W(4,1046766533,-1110418147,1032828373,-1113200383)+W(5,1032826151,1024844082,1041550488,-1117099650)+W(6,-1137630919,-1119451994,1008172775,-1125602091)+W(7,993352218,-1137428855,1034586333,-1114583845);WS(-1079364256,1057874888); +sum1=W(0,1023431711,1034807569,1028964378,1038744583)+W(1,1027252187,1030066159,-1105253352,-1097930673)+W(2,1043817591,-1093522810,1044691424,1038770168)+W(3,1037737491,1045101529,-1085514994,-1095573950)+W(4,1033837359,1026052487,1031872786,1039465822)+W(5,1019830473,1014931844,1038514603,-1111615463)+W(6,1024735357,1032349913,1026510455,1031706975)+W(7,1030853165,1025856707,1036441879,1029114647);sum2=W(0,1023276596,1020476676,-1122608874,-1110129969)+W(1,-1115008651,-1145788944,-1106237621,1028080466)+W(2,1055608478,1056514262,1036903789,-1109784187)+W(3,-1135649000,1034305529,-1099727798,-1110801543)+W(4,-1122102418,1032271709,-1134147112,1016388156)+W(5,1019861916,-1104837577,-1114242709,1033517697)+W(6,-1109100200,1030585586,-1114085729,1025386706)+W(7,1027443202,-1105665752,-1128034084,-1110189468);WS(-1091483264,-1079194671); +sum1=W(0,-1116837930,1032278999,-1113984995,-1131351604)+W(1,1024497830,-1120582522,987288903,-1139989065)+W(2,-1099425098,1045060919,-1116327562,1021186040)+W(3,-1105371085,-1115581427,1046630795,1055014512)+W(4,1054575181,-1113261897,-1206829265,-1132080655)+W(5,1026057008,-1110689206,1027226210,-1092379987)+W(6,-1130307600,-1115285054,-1126861572,1023600234)+W(7,-1130576880,-1136751161,1003385298,-1122295330);sum2=W(0,1004745569,-1114381934,1028468886,-1129629424)+W(1,1021845392,1000184001,1032075412,1012138921)+W(2,1032177433,1051604488,-1136732761,-1120636360)+W(3,1017905952,-1141636449,-1122709320,-1114041388)+W(4,-1115452378,1026786204,1022425868,1036262769)+W(5,-1138562729,1006971361,-1102674451,-1105925279)+W(6,-1123076816,-1139760465,-1123045172,1019955588)+W(7,-1146151969,-1127921184,-1135173233,1002766561);WS(1067689632,-1150117831); +sum1=W(0,1047555836,1029999475,-1130553174,-1109849008)+W(1,-1099893915,-1113991840,-1114674616,1035630764)+W(2,1050420518,-1116179871,1036413160,-1123520321)+W(3,-1107722684,-1150636351,-1098283742,1040630545)+W(4,1035246488,-1104890550,-1127374955,1029117869)+W(5,1041501593,1019029347,-1116392999,1031697439)+W(6,1020611803,-1113066609,1027561031,-1140464318)+W(7,1031847583,1006720846,-1114557056,-1125473743);sum2=W(0,1032483043,1037446674,-1114467512,1032302578)+W(1,-1089061083,-1095432519,1053856893,1055539881)+W(2,-1114962225,-1107033941,-1140727686,1035589071)+W(3,-1087688027,-1119624965,1044678306,1060021172)+W(4,1017647091,-1102520792,-1123814512,1028178655)+W(5,1060967891,1056004093,-1096729370,-1086216329)+W(6,1028700703,-1106445462,-1114865396,-1131958732)+W(7,1046082925,1049601918,-1103816765,-1098594526);WS(1053174400,-1151490459); +sum1=W(0,1032070534,-1116405775,-1147738936,-1122069115)+W(1,1016988943,-1131178679,1015337751,-1106451229)+W(2,1043517586,-1108806494,1032697654,1027718109)+W(3,1030116243,1014470144,-1117317899,-1118269791)+W(4,1041596435,1030488179,-1112696969,1025368761)+W(5,-1112007328,1036691591,-1098708424,1044803791)+W(6,-1145227340,1032005679,-1121758051,1007532846)+W(7,-1121635481,1025294511,-1105947015,1024445699);sum2=W(0,-1130068082,-1126516206,1021517080,1030975148)+W(1,1009416079,1014043007,1010660367,-1128045540)+W(2,-1091517508,-1071480833,1077778659,1055956931)+W(3,-1124472846,1028586964,-1096786527,-1115164896)+W(4,-1089646275,-1129174056,1029844584,1057214094)+W(5,1004868686,-1122799750,1010452735,-1109767888)+W(6,-1116251741,998387790,1021753404,1029913248)+W(7,1023899390,-1126055830,-1161269496,-1130073888);WS(1064255296,1017910760); +sum1=W(0,1054734130,1053450179,-1112041607,1034554881)+W(1,-1127407003,-1117294562,1024002066,-1098111935)+W(2,1051103338,1044871248,-1098306542,-1108750194)+W(3,1016696883,-1097130662,1046694116,-1095577677)+W(4,-1103441076,1027829882,-1117661336,-1140839485)+W(5,983357671,-1104687573,1048629833,-1111281057)+W(6,-1122634224,1024857124,-1131295699,-1142577806)+W(7,-1118108640,-1098281839,1048835924,1032310597);sum2=W(0,1053966016,1073793292,1032914397,-1120767464)+W(1,-1147532546,-1129131123,1040357442,1035968374)+W(2,1060302091,-1072585870,1040094052,-1109760249)+W(3,-1130362887,-1116834009,-1086238928,-1122023462)+W(4,-1094220304,-1113143087,1009241688,1016200567)+W(5,1036030945,1015923256,1043210576,-1172011891)+W(6,1028063795,-1104349617,1032959032,-1122384418)+W(7,1017132829,1019714285,-1119727737,1025380203);WS(-1096343168,-1126236522); +sum1=W(0,-1108689250,-1119306439,1007810299,1030703603)+W(1,-1121378303,-1127608870,1031818658,1038321302)+W(2,-1096469888,-1085509191,1047119465,1040041675)+W(3,-1126859158,1045457184,-1089344732,1053153171)+W(4,1056154112,1020253526,-1132527909,-1113575360)+W(5,-1144694086,1029954693,999324634,1045446045)+W(6,1041829816,1033231243,1009418349,-1134236941)+W(7,1019451938,1026209383,-1107897834,-1115315934);sum2=W(0,1020456556,-1144975071,1016178696,983284602)+W(1,1015204808,1022946788,-1131007184,-1131636264)+W(2,-1114118472,1041996066,1029986296,1029794920)+W(3,998054973,1023304596,1053737341,997214653)+W(4,-1139464095,-1114876306,-1131549160,-1109420788)+W(5,1029400914,1024576522,-1113647896,-1097949071)+W(6,1015095008,983229178,-1117716768,-1118046352)+W(7,-1124860928,-1131778280,-1141234271,-1115559594);WS(1054415488,1031748714); +sum1=W(0,1016814449,1048190511,-1106849745,1032036500)+W(1,1018567785,-1119790601,-1110288412,-1098109636)+W(2,1025341687,1051815981,998976710,1032905605)+W(3,1041909072,1029877301,1042721902,-1090213441)+W(4,-1102465150,-1113968464,1024707071,1035586875)+W(5,1033626399,-1106536335,1046144796,-1117518441)+W(6,-1127337837,-1115415046,1040319748,-1137244643)+W(7,1018599181,-1122513053,-1135047459,-1117570737);sum2=W(0,-1103416430,-1121991569,-1138393335,990440998)+W(1,1034530622,-1117267403,1037302636,-1120602807)+W(2,-1128966950,-1100463136,1002996807,-1115155620)+W(3,1032576586,-1114490937,1060125031,-1098451061)+W(4,-1095499559,1010012987,-1107496177,-1122715509)+W(5,-1120765719,-1126507430,1038403096,1057202890)+W(6,1000571127,1048400711,-1100731818,-1109700727)+W(7,1027555951,-1105804206,1041385707,1011003397);WS(1057399616,1074070393); +sum1=W(0,1049855515,1048650971,-1167692925,-1116946950)+W(1,1045229301,1041758026,-1103643414,-1097294408)+W(2,1035712138,-1096264273,1027460150,1025124136)+W(3,1045455640,1036926493,-1106323062,-1094845877)+W(4,-1093603523,-1089515076,1043057687,1033233658)+W(5,1036007790,-1123310040,1057610273,1045414146)+W(6,-1102565613,-1089497938,1036180887,1031827147)+W(7,1012034194,1034964477,1048651645,1043872372);sum2=W(0,-1135117191,-1104821294,1016280180,-1099019906)+W(1,-1102919364,1021862852,-1108236474,1053230727)+W(2,1031344902,1057285857,-1160553787,-1104956478)+W(3,-1102746088,-1121198562,1060881655,1044240449)+W(4,-1108143797,-1096822242,1040551613,-1115190705)+W(5,-1107568696,1027740054,-1110487530,-1141578351)+W(6,-1121444630,-1108844527,1043284947,-1110901592)+W(7,-1115478973,1039050835,-1097266933,1033167055);WS(-1079272096,-1088198283); +sum1=W(0,-1112293630,-1147892734,-1136809437,-1150549691)+W(1,-1117531256,1024124492,-1131332343,1038263474)+W(2,-1101200910,-1153686203,-1114730926,1035238887)+W(3,1022854919,1038223988,-1109365886,1042949876)+W(4,1033312670,-1111552818,1024493634,1013948517)+W(5,-1137128325,-1131368443,1033656538,-1123815596)+W(6,993656219,-1115285591,1007675727,1014747375)+W(7,-1123012682,983503863,1031561484,999554974);sum2=W(0,-1131869901,973137042,933663296,-1130912341)+W(1,-1116201618,-1114826138,1031913949,1021624533)+W(2,1022547165,-1103034755,1026863962,1024898014)+W(3,-1097351564,-1074065991,1074345895,1049231168)+W(4,1032168251,-1122671508,1015250909,1006981209)+W(5,-1101411998,-1116799454,1033396431,1046910286)+W(6,1002623282,-1124284861,-1163156681,-1128875465)+W(7,-1122428830,-1131138133,987851849,1015118461);WS(1066898592,-1135257599); +sum1=W(0,1039457202,1036077428,-1104421608,-1110180874)+W(1,1033603984,1025966004,-1109956850,-1099722419)+W(2,1042328969,1047234565,-1109212258,-1108282395)+W(3,1027866348,-1127852161,1050666829,-1108344348)+W(4,-1102031401,-1101771699,-1104815307,-1112266449)+W(5,-1117920074,-1103088922,1056795268,1052651555)+W(6,-1107974833,-1105991798,-1107536862,-1117810340)+W(7,-1114797145,-1109126692,1052879183,1044347095);sum2=W(0,1053252716,-1099761318,-1130272686,-1109573955)+W(1,-1104024699,-1113318439,1023415227,-1111963093)+W(2,1053124236,1015950468,-1135365682,-1112628352)+W(3,-1113101390,989675628,-1098416341,1036225124)+W(4,1055173972,1056516595,-1109041460,-1127976571)+W(5,-1113626094,1021900236,-1099834172,984548524)+W(6,-1111992284,-1111067004,-1124075328,-1141484375)+W(7,-1121224929,1035158074,-1123095583,-1115296758);WS(-1080514464,1071098312); +sum1=W(0,-1104998922,-1109637973,1032590577,1029423638)+W(1,-1121480226,-1116754806,1035675859,1034143047)+W(2,-1100165641,1052963835,1032314563,1026820152)+W(3,-1119258414,-1124675269,1044386890,1041959039)+W(4,1049180397,1051364482,-1118573868,-1121041060)+W(5,-1141724766,1026232616,-1091683740,-1094089003)+W(6,1040988017,1046351030,-1138006521,-1120807462)+W(7,-1142663074,-1128189972,-1100071438,-1104568584);sum2=W(0,1047440331,-1161898742,1015651007,-1103917515)+W(1,-1101094893,1034127906,-1107946310,1045127249)+W(2,1037971494,1064882055,-1102760582,-1110033797)+W(3,-1105034150,-1105985747,1062501861,1032097498)+W(4,-1094052244,-1095531648,1038662254,-1111112749)+W(5,952358760,1029080884,-1103513552,-1097807648)+W(6,1028288648,-1103088589,1037944898,-1114159185)+W(7,-1115269879,1036625418,-1103412727,1000704926);WS(1048356096,1025975827); +sum1=W(0,1042988217,1042373466,-1122099232,-1127785256)+W(1,-1113788528,985728647,-1109964850,-1143337570)+W(2,1057753530,1024353684,1026577988,-1101696686)+W(3,981326605,1025248769,1027827940,-1091154007)+W(4,-1089144738,-1100403603,1035389109,1038799529)+W(5,1031883373,1042938314,-1125657656,1052285203)+W(6,-1117105634,-1118224663,1026531900,1026796836)+W(7,1041478413,1024598728,-1110632314,-1109515886);sum2=W(0,-1127410563,-1105350472,-1116521159,1012220951)+W(1,-1150652997,-1121646209,1023881724,-1133847817)+W(2,1052174871,-1097063130,1029633040,-1112142878)+W(3,-1123898264,1019540966,-1106094805,1044599155)+W(4,-1157154125,1029744370,-1123437332,-1134401830)+W(5,-1101447493,-1113752268,-1111846084,1059986787)+W(6,-1133421881,1031896001,-1127142758,-1127274631)+W(7,-1115689394,-1144497399,-1111750394,1028497368);WS(1047538944,-1094881626); +sum1=W(0,1026526343,1015768341,-1116924690,-1131292909)+W(1,-1137761291,-1105713526,1040643394,-1137367995)+W(2,1061821276,1006944475,1021777101,-1112297452)+W(3,1031500559,-1122499811,-1090839121,-1088680894)+W(4,-1091685625,1042550748,-1116873677,1043477817)+W(5,-1107169411,-1119456201,-1162815447,1059324523)+W(6,-1112344306,1025260793,-1142312694,-1148100662)+W(7,998501030,1032218389,1009991259,1036475455);sum2=W(0,-1112001321,-1114299623,1027383442,1018368946)+W(1,-1136144308,995591994,-1113414147,-1120361628)+W(2,-1159080892,1048017951,-1120907217,1026347909)+W(3,-1130300135,-1113455406,1047229175,-1114902877)+W(4,1043117803,-1117678872,1015876554,-1113638165)+W(5,-1104824263,-1135559770,-1153448320,1034197636)+W(6,1016312397,-1122492527,-1157376536,-1121952605)+W(7,-1116260909,1024817261,-1146986041,1030999359);WS(1059019584,-1093542352); +sum1=W(0,1030085820,-1117660736,1036739212,-1118590060)+W(1,-1139295455,1017695255,1037660574,1044414089)+W(2,1053611807,-1088498407,1044992135,-1117950862)+W(3,-1132182919,1041445842,-1087395836,1035930184)+W(4,-1106481599,1041316489,-1157350427,1031932973)+W(5,-1162575911,1028651518,-1101366685,1044296603)+W(6,1033416637,1042914684,-1135788111,1018600951)+W(7,1029799946,1024137952,-1105147443,-1113146202);sum2=W(0,-1098733365,-1096002059,-1129149604,-1139124704)+W(1,1017748092,-1120672660,-1139933424,-1134878408)+W(2,-1099326395,1042574015,1041796064,-1112674264)+W(3,1007868832,1038924927,1054885382,1006823136)+W(4,993486752,1013026008,983636161,1023328190)+W(5,-1118903044,-1117420588,1012616072,1040771663)+W(6,-1121650464,1025526661,968306692,-1131439188)+W(7,1032346590,1016029412,1007743024,-1119789204);WS(1034201600,1032755867); +sum1=W(0,-1096012775,-1105013167,1027758260,-1153568391)+W(1,-1151613767,-1113241540,1040809774,1054286804)+W(2,-1096428191,1052356477,-1106713574,-1120836106)+W(3,-1109787424,-1103823871,1045456334,1052819554)+W(4,1040996254,1046162344,-1113115007,-1110497539)+W(5,-1140335480,-1136669162,-1106901340,-1104715738)+W(6,1026611286,1046578147,-1106649828,-1129181937)+W(7,-1129950605,1018423993,-1111616164,-1119554608);sum2=W(0,1046553581,1044137813,-1114916062,-1116195452)+W(1,-1133268119,1023665145,1067697792,1060291180)+W(2,1039450853,-1081686100,1031939547,1015539387)+W(3,1037512606,1033868463,-1075409426,1056432615)+W(4,-1106570618,1023858175,1002967134,1004500534)+W(5,1015733077,-1120650920,1018449047,-1100622921)+W(6,1032662783,1018521363,1037899637,-1116253852)+W(7,1016550645,1008358731,-1106597825,1002080710);WS(-1092032128,-1114982082); +sum1=W(0,-1092594901,-1096516325,1030256707,1022785838)+W(1,-1131318086,-1117764855,1038780564,1053421570)+W(2,-1091986421,1046024022,-1129380878,1019093490)+W(3,-1114799192,-1136363407,1055287349,1047196191)+W(4,-1122621159,1047446468,-1112386231,-1136259347)+W(5,-1144800614,1031400745,-1103792760,-1127922606)+W(6,983613607,1044817638,-1105547264,-1119087591)+W(7,-1141783466,1035179430,-1107803612,-1127804734);sum2=W(0,-1101864626,-1105911709,-1122718101,1041280609)+W(1,1033694830,-1107222411,-1103824921,-1094055741)+W(2,-1098031958,1058683727,-1105883428,1032208518)+W(3,-1124818562,-1108861898,1064792422,-1096453130)+W(4,-1120084233,1049511237,-1105712369,1032385022)+W(5,-1126293810,-1108778587,1028614917,1036982526)+W(6,-1101782173,1048360263,-1100029914,1026423073)+W(7,1022233154,-1104838815,1045846387,1024411853);WS(-1109129728,1010433912); +sum1=W(0,-1096823624,-1105899410,1006908285,-1117250164)+W(1,1019407999,-1137630799,1019351431,1040646763)+W(2,-1092542200,1057728383,-1107144297,-1122855062)+W(3,-1109418342,-1105008732,1064635860,1052048931)+W(4,1037050434,1026000812,-1123315850,-1106683568)+W(5,-1114857797,1029923270,-1107858814,-1117087348)+W(6,-1117617698,-1122267030,-1125685047,-1130212999)+W(7,-1137382471,1034575732,-1100117973,-1107016783);sum2=W(0,-1138461074,1040260969,-1146428548,-1153548328)+W(1,970383811,1016706951,-1109276610,-1109953492)+W(2,1050908092,1057542522,-1131960189,-1122720334)+W(3,-1113772244,-1149783528,-1109440842,-1119113122)+W(4,1046314824,-1105004761,-1140382642,-1105417557)+W(5,-1111645386,-1114961145,-1140136790,1008998438)+W(6,1024281381,-1110366356,1025793768,-1130524097)+W(7,-1128062487,-1113390177,-1135544654,-1119699464);WS(1028043776,1066748487); +sum1=W(0,1042153037,-1142684082,1029235758,1020869188)+W(1,-1111756535,1025123714,-1109061593,-1114798157)+W(2,1055996350,1053860476,1035504777,-1130366216)+W(3,1039957533,1020063133,1054127718,-1084468040)+W(4,-1085695847,-1103910983,1028701624,1043701316)+W(5,1020852591,1027291444,-1111428405,1050138268)+W(6,-1112356264,-1125763849,-1122144394,-1140377801)+W(7,1023500800,-1137256281,-1122964802,-1142788434);sum2=W(0,-1129530165,-1119644642,924100096,-1124029698)+W(1,1021970837,-1133743274,1007880106,-1125964837)+W(2,-1119677450,1050522694,-1110737625,-1114278109)+W(3,-1118803866,-1114387111,1051750384,1030663674)+W(4,1031715210,-1121636434,-1121059730,-1113250169)+W(5,999385235,1025411170,-1117515026,-1120664914)+W(6,-1145009875,-1119348450,-1125884533,998717971)+W(7,1019195093,-1127692741,1010693450,-1122454562);WS(1060837696,-1133947077); +sum1=W(0,1043511426,-1107876293,1028161858,-1111653883)+W(1,-1102491073,-1120891991,1015032078,1035524535)+W(2,1032976162,-1100826286,1035200691,1026751705)+W(3,-1107214884,-1125941943,-1104551490,1051427819)+W(4,1046154066,-1109841015,-1124636570,1000443428)+W(5,1038586510,1029969865,-1105048272,1014718172)+W(6,1028652293,-1123706233,1010162044,-1153569903)+W(7,1023653077,990755503,-1122173975,-1150803951);sum2=W(0,-1124907300,-1130116966,1027230711,-1109148006)+W(1,1058387135,1052271642,-1092832201,-1092637531)+W(2,-1099589874,1033368851,-1115012616,-1141349815)+W(3,1062146597,1019043320,1040685020,-1085994041)+W(4,-1097709653,1048790586,-1129789352,1025861327)+W(5,-1085821967,-1089224415,1056989663,1063174823)+W(6,-1111271581,1042673858,1031045509,1018453676)+W(7,-1100831168,-1096709646,1044673285,1049450817);WS(1052991104,1024635730); +sum1=W(0,1054985227,1053766219,-1113667962,1035832004)+W(1,-1119430356,-1121298600,1027437528,-1101014640)+W(2,1046292645,-1128304655,-1099876558,-1115665493)+W(3,1029858016,-1098528437,-1148766910,-1097461637)+W(4,-1115760280,1032906080,-1123144798,-1124670698)+W(5,1026860541,-1107490221,1048476772,-1103841730)+W(6,1011324759,1032830229,991927035,-1141396670)+W(7,-1114702739,-1098098175,1048946541,1034147624);sum2=W(0,-1101540780,-1081244300,-1123155104,1023525971)+W(1,-1124206084,989815561,-1107189914,-1109590196)+W(2,-1094597742,1068940029,-1119336486,1037524511)+W(3,979200786,1039597181,1038949441,1026840221)+W(4,1051860638,998725346,-1140931614,-1120201684)+W(5,-1126284432,-1128575576,-1110977051,1014639773)+W(6,1002156586,1038812729,-1116496860,1025256785)+W(7,-1123250336,-1117282785,1033886084,-1117345859);WS(-1106197760,-1107941957); +sum1=W(0,958134964,-1096404880,992223587,-1126741205)+W(1,-1131232109,-1156891819,-1114006205,1042417753)+W(2,1050569383,-1089676235,-1096167611,-1103296147)+W(3,-1104768673,-1105076618,-1101748223,1053212362)+W(4,1032016157,1020956357,1041994672,-1103227950)+W(5,-1101041056,-1124618361,1042030605,1057274419)+W(6,-1180953690,1043412107,1027666259,-1124973941)+W(7,-1114495652,-1117167007,1052224033,1049652990);sum2=W(0,1033666378,1045400432,-1149001791,-1114619118)+W(1,1027002418,-1125963088,-1103940412,1015708744)+W(2,924614016,1063026008,-1090736686,-1110825372)+W(3,-1103385448,-1091159350,1059931802,-1107881456)+W(4,-1114127208,-1108719036,1027272732,-1106216772)+W(5,-1139192735,-1125128312,1024735270,-1107266078)+W(6,1032301903,-1114760302,-1120615480,1033544093)+W(7,1019689496,1032462491,1034226031,-1134995311);WS(-1076602784,-1079939509); +sum1=W(0,-1103738752,-1119780485,-1124683769,1033209209)+W(1,1002177000,-1112424745,1041533536,1025390185)+W(2,-1096323000,1042233324,-1141354248,1015980198)+W(3,-1104846498,-1113895617,1039917313,1052087227)+W(4,1054450248,1052850909,-1114123684,-1106007132)+W(5,-1119444855,-1112376802,-1098158311,-1105614956)+W(6,1043529432,1045060053,1019464370,-1121157953)+W(7,1021969694,-1109951699,-1103437636,-1107965437);sum2=W(0,-1106233686,-1117977933,-1119329897,1032197744)+W(1,1036373860,-1113988579,1035649904,-1119285117)+W(2,-1119744119,-1074309068,1042368013,1026978731)+W(3,-1150690390,-1148379867,-1080074847,1046616172)+W(4,1068607081,1064708176,-1109569271,1034747948)+W(5,1031972703,-1113275705,1043980108,1045039448)+W(6,-1119111329,1041980892,-1111213511,1037031349)+W(7,1015848847,1008019670,1028259198,1029320825);WS(-1093673600,-1131421273); +sum1=W(0,-1114120908,-1110871822,-1126420325,-1121371719)+W(1,1009001293,1008740253,1021798446,1035660544)+W(2,-1087025669,-1118558279,1021303790,1033366837)+W(3,-1120291359,1022689127,1042294182,1058317703)+W(4,1056872571,1032969664,1011797877,-1117842165)+W(5,1031810222,-1148303562,-1114500968,-1088792724)+W(6,1037611499,1040800018,-1131840478,1021502382)+W(7,-1137856917,-1121301883,1017988942,-1111697864);sum2=W(0,-1114206314,-1119983153,-1129835426,-1145039688)+W(1,1020565626,1000979816,-1113040628,-1116540509)+W(2,-1121785409,1051729955,-1110668832,-1119915157)+W(3,989230112,-1112437186,1051989643,-1118504757)+W(4,1012089860,-1118223897,1002833896,-1111519800)+W(5,-1112214518,1015165050,1025479957,1039755978)+W(6,-1130809610,-1123764449,1006052904,-1127947266)+W(7,-1128941978,1025956493,-1127132522,-1158783904);WS(1065682080,-1111828541); +sum1=W(0,-1145885026,-1115077208,1017604463,1015869752)+W(1,-1126764880,1032942526,1021224792,1022264616)+W(2,1052074397,-1121697500,1024786188,-1112250175)+W(3,1040282413,1035803452,1047440331,-1089954536)+W(4,-1086889687,1045248549,1002255762,1036568133)+W(5,-1125683619,1031850711,-1109225970,1049268572)+W(6,-1130857684,1037568127,982208647,-1131800664)+W(7,-1141787602,1017131424,-1113425822,-1123514660);sum2=W(0,1016858600,968811648,1016040732,-1122978131)+W(1,993636865,-1144040913,1021399769,1028741871)+W(2,1029169324,1051074882,-1125004872,-1114060649)+W(3,-1118019503,-1109484363,1031746308,1032336595)+W(4,1006053609,-1154135582,1026938249,1029971540)+W(5,-1124468225,1013417282,-1113140779,-1103346234)+W(6,-1115290499,-1140773838,-1124460348,1017189437)+W(7,-1169769501,-1139883250,-1122277912,-1141169189);WS(1068575136,1057679145); +sum1=W(0,1049880682,1049251178,1008215334,-1106541599)+W(1,1052783569,1042509671,-1111487207,-1093397815)+W(2,1026486412,-1095539136,1042310507,989927934)+W(3,1051194971,1040579493,-1103138323,-1092992340)+W(4,-1094672658,-1089191083,1040070410,1018512183)+W(5,1038856114,-1114567880,1057944056,1043830943)+W(6,-1100618939,-1087252724,1041475113,1014261304)+W(7,1025292508,1038361721,1049811244,1044894993);sum2=W(0,1053593458,1055007475,-1136765855,-1114445084)+W(1,-1150175899,-1141017037,1054334485,1057823779)+W(2,-1105638736,-1078800745,-1113238946,1039574032)+W(3,1042094581,-1134493359,-1078443122,-1096181786)+W(4,-1104375874,1059224194,-1106803932,1030357662)+W(5,1020483059,-1099695416,1058193036,1049857835)+W(6,1050059734,1035501186,-1113028634,964162478)+W(7,-1118569338,-1110238952,1029634285,1043677394);WS(-1069843280,1043992756); +sum1=W(0,1027695014,-1119099178,-1135429253,-1124948267)+W(1,1008956039,-1129507307,1017935435,-1108770183)+W(2,1044103833,-1113789227,1025838726,1025550072)+W(3,1030807982,1014849865,-1130965835,-1112757821)+W(4,1039477491,1024839950,-1116233196,1019242118)+W(5,-1114625158,1035190516,-1101790135,1042243413)+W(6,-1142719774,1028120504,-1130610171,998797102)+W(7,-1127852007,1023573770,-1106167085,1012540023);sum2=W(0,1026300352,1028491168,-1121247640,-1114838118)+W(1,-1130791968,-1127851536,-1130258048,1004928481)+W(2,1053083344,1074653957,-1072953064,-1095359738)+W(3,1025789396,1030571860,-1102013621,1024432884)+W(4,1056568596,1033233928,-1115141896,-1093135708)+W(5,984097412,1025870428,-1116002270,1030571276)+W(6,1030713448,1023653964,-1127503160,-1116140314)+W(7,-1120604784,1016702232,-1129660856,1015669456);WS(1066802848,-1129257078); +sum1=W(0,1033473243,-1155453851,-1118978065,1015630667)+W(1,-1114728473,-1121467910,-1122431286,-1104672775)+W(2,1035395194,1065736411,-1101616805,-1113784260)+W(3,-1105320751,-1095556296,1061324843,-1115117829)+W(4,1045542397,1040181775,-1114908350,-1108037466)+W(5,-1104703871,-1109993148,-1114134583,-1100789945)+W(6,-1177594330,1036229652,-1111947911,-1114956027)+W(7,-1111474306,-1106051686,-1138173719,-1124148059);sum2=W(0,-1155123513,-1108713026,-1134031950,-1109560646)+W(1,-1115008786,1019412439,-1107664082,1035199782)+W(2,1038996664,1026897780,1017238679,-1107125821)+W(3,-1123597732,1016515095,1051508948,1043157052)+W(4,-1107646918,-1107869542,-1127256871,1024343484)+W(5,-1106563795,-1116358964,998755997,1055083262)+W(6,-1112902766,-1145442397,-1129735047,1004378333)+W(7,-1117600772,-1110777694,1012570830,-1159444594);WS(-1093453440,1062530498); +sum1=W(0,-1115495349,-1109318263,1018166794,-1124930739)+W(1,1023868966,1023563962,1039727605,1025637074)+W(2,1024699176,1040214918,-1114300581,-1109529502)+W(3,-1131885027,-1104984446,1052285453,931786146)+W(4,-1105577322,1043329716,1023247327,1025096231)+W(5,-1110072888,-1137647791,-1105534248,1009762919)+W(6,-1123543752,1034740398,-1125424515,998443854)+W(7,-1123805240,1018092315,-1116356474,988548151);sum2=W(0,1018118074,-1135013993,-1110334365,-1116378324)+W(1,-1110082211,-1111471528,1002595554,1027066059)+W(2,-1117515615,-1097345050,-1134041225,-1139723269)+W(3,-1114430561,1040454031,1043336959,1053899571)+W(4,1039717826,-1107830137,-1112237914,-1147091114)+W(5,1033656482,-1117546906,1010598309,1040668505)+W(6,1032288465,978891919,-1131603942,-1123080609)+W(7,-1115822981,-1119917138,1026333875,1016807738);WS(1067735712,-1080534052); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -1), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 1), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1039469975,-1095740683,-1091571194,1036208225)+W(1,1039536921,1025116802,-1097328754,1027560868)+W(2,1035622988,1049700439,1043923973,-1144450173)+W(3,1029776426,1047463785,1024545936,1024461970)+W(4,1028885330,1026075554,1032174663,1048590727)+W(5,1017576356,1042058704,1023201972,1039928979)+W(6,-1090255529,1046104373,1033278580,-1098962113)+W(7,-1090407950,1043393326,1035224848,-1100301043);sum2=W(0,-1166389754,-1101782718,1055965966,-1098253927)+W(1,1034460863,-1132225959,1045236553,-1106582410)+W(2,-1113669665,1055278331,1057568628,1027738130)+W(3,-1129223232,-1108092808,-1127810369,1016925525)+W(4,983512221,-1105895383,-1096709168,1006679350)+W(5,-1090237017,1030302550,1040768379,-1097283179)+W(6,-1133967067,1033275358,-1111760224,1036184228)+W(7,1009711002,1045297871,-1104949250,1022264595);WS(-1080723616,-1076327864); +sum1=W(0,-1140602116,1024505865,-1106293281,1017315691)+W(1,-1107192473,1027220277,-1101486193,1037257964)+W(2,1022805527,-1106692027,1032001763,1022003974)+W(3,1014959990,-1109388172,1020788295,1021604747)+W(4,-1129176587,1022464939,-1113397025,1041272315)+W(5,-1098639185,1043879330,1024865293,1040932726)+W(6,1038889695,-1123579783,-1118929755,1032224091)+W(7,1036681163,998707020,-1117432531,1019749115);sum2=W(0,-1140061902,1016927815,-1127131649,1015755803)+W(1,1032555441,-1095938931,-1112279061,-1129835189)+W(2,-1123339814,1009679614,-1116204914,-1138877514)+W(3,-1165772366,-1146249364,-1153656135,1016646759)+W(4,-1129880851,1024947773,1033341381,-1137718334)+W(5,-1069364926,1079454606,1058036499,-1089663810)+W(6,-1148409052,1022404175,1053318688,-1092530653)+W(7,1018619187,1025789685,1028043253,-1122312216);WS(1058954560,1004956589); +sum1=W(0,1038458494,-1105082889,-1102342440,-1128607008)+W(1,1026348672,1047296084,-1085974686,1047693245)+W(2,-1116524774,-1135229473,1058722958,-1108459679)+W(3,-1117551096,-1122816147,1019546620,1024592800)+W(4,-1147341058,-1156235011,1038455278,1027139080)+W(5,-1100046248,1029167261,-1103441674,1057887999)+W(6,1043502422,1027001826,1033885827,-1087115665)+W(7,1043995308,1023459588,-1124163292,1020243248);sum2=W(0,-1116902056,1035295215,1032715073,1039897191)+W(1,-1116419565,-1089611288,1051413477,-1115617116)+W(2,1003022729,-1102315300,1039274043,-1121428266)+W(3,-1161229156,1023483611,1012620980,1032782009)+W(4,-1120385367,-1118716257,-1103487249,-1104821098)+W(5,-1132652148,1048354743,-1091510775,1060018690)+W(6,-1117381948,1037629937,1040404198,1008252604)+W(7,-1116040249,-1132320852,1035102099,-1113601670);WS(-1088253760,-1127575790); +sum1=W(0,1033404580,1042126700,-1156102863,1038728366)+W(1,1045370723,-1083618166,-1099951467,1036121471)+W(2,1036217881,-1099186053,1040753147,994877095)+W(3,1040247041,-1099351704,1033329669,1012008372)+W(4,-1111684630,1043566527,1011512228,1036225546)+W(5,-1088174091,1050156122,1032168346,1050604224)+W(6,1039701042,1034991255,1037663513,-1098202972)+W(7,1032444126,1041638884,1030253051,1015138122);sum2=W(0,1009286759,1025260806,-1147399085,1030438042)+W(1,1019667875,1065802217,1032031341,1027607240)+W(2,1032828373,-1110418147,1046766533,-1113200383)+W(3,1008172775,-1119451994,-1137630919,-1125602091)+W(4,-1086940227,-1143426189,-1109485523,-1093920639)+W(5,1049694895,-1135657207,-1114490725,-1090745109)+W(6,1041550488,1024844082,1032826151,-1117099650)+W(7,1034586333,-1137428855,993352218,-1114583845);WS(-1079364256,1057874888); +sum1=W(0,1028964378,1034807569,1023431711,1038744583)+W(1,1044691424,-1093522810,1043817591,1038770168)+W(2,1031872786,1026052487,1033837359,1039465822)+W(3,1026510455,1032349913,1024735357,1031706975)+W(4,-1105253352,1030066159,1027252187,-1097930673)+W(5,-1085514994,1045101529,1037737491,-1095573950)+W(6,1038514603,1014931844,1019830473,-1111615463)+W(7,1036441879,1025856707,1030853165,1029114647);sum2=W(0,-1122608874,1020476676,1023276596,-1110129969)+W(1,1036903789,1056514262,1055608478,-1109784187)+W(2,-1134147112,1032271709,-1122102418,1016388156)+W(3,-1114085729,1030585586,-1109100200,1025386706)+W(4,-1106237621,-1145788944,-1115008651,1028080466)+W(5,-1099727798,1034305529,-1135649000,-1110801543)+W(6,-1114242709,-1104837577,1019861916,1033517697)+W(7,-1128034084,-1105665752,1027443202,-1110189468);WS(-1091483264,-1079194671); +sum1=W(0,-1113984995,1032278999,-1116837930,-1131351604)+W(1,-1116327562,1045060919,-1099425098,1021186040)+W(2,-1206829265,-1113261897,1054575181,-1132080655)+W(3,-1126861572,-1115285054,-1130307600,1023600234)+W(4,987288903,-1120582522,1024497830,-1139989065)+W(5,1046630795,-1115581427,-1105371085,1055014512)+W(6,1027226210,-1110689206,1026057008,-1092379987)+W(7,1003385298,-1136751161,-1130576880,-1122295330);sum2=W(0,1028468886,-1114381934,1004745569,-1129629424)+W(1,-1136732761,1051604488,1032177433,-1120636360)+W(2,1022425868,1026786204,-1115452378,1036262769)+W(3,-1123045172,-1139760465,-1123076816,1019955588)+W(4,1032075412,1000184001,1021845392,1012138921)+W(5,-1122709320,-1141636449,1017905952,-1114041388)+W(6,-1102674451,1006971361,-1138562729,-1105925279)+W(7,-1135173233,-1127921184,-1146151969,1002766561);WS(1067689632,-1150117831); +sum1=W(0,-1130553174,1029999475,1047555836,-1109849008)+W(1,1036413160,-1116179871,1050420518,-1123520321)+W(2,-1127374955,-1104890550,1035246488,1029117869)+W(3,1027561031,-1113066609,1020611803,-1140464318)+W(4,-1114674616,-1113991840,-1099893915,1035630764)+W(5,-1098283742,-1150636351,-1107722684,1040630545)+W(6,-1116392999,1019029347,1041501593,1031697439)+W(7,-1114557056,1006720846,1031847583,-1125473743);sum2=W(0,-1114467512,1037446674,1032483043,1032302578)+W(1,-1140727686,-1107033941,-1114962225,1035589071)+W(2,-1123814512,-1102520792,1017647091,1028178655)+W(3,-1114865396,-1106445462,1028700703,-1131958732)+W(4,1053856893,-1095432519,-1089061083,1055539881)+W(5,1044678306,-1119624965,-1087688027,1060021172)+W(6,-1096729370,1056004093,1060967891,-1086216329)+W(7,-1103816765,1049601918,1046082925,-1098594526);WS(1053174400,-1151490459); +sum1=W(0,-1147738936,-1116405775,1032070534,-1122069115)+W(1,1032697654,-1108806494,1043517586,1027718109)+W(2,-1112696969,1030488179,1041596435,1025368761)+W(3,-1121758051,1032005679,-1145227340,1007532846)+W(4,1015337751,-1131178679,1016988943,-1106451229)+W(5,-1117317899,1014470144,1030116243,-1118269791)+W(6,-1098708424,1036691591,-1112007328,1044803791)+W(7,-1105947015,1025294511,-1121635481,1024445699);sum2=W(0,1021517080,-1126516206,-1130068082,1030975148)+W(1,1077778659,-1071480833,-1091517508,1055956931)+W(2,1029844584,-1129174056,-1089646275,1057214094)+W(3,1021753404,998387790,-1116251741,1029913248)+W(4,1010660367,1014043007,1009416079,-1128045540)+W(5,-1096786527,1028586964,-1124472846,-1115164896)+W(6,1010452735,-1122799750,1004868686,-1109767888)+W(7,-1161269496,-1126055830,1023899390,-1130073888);WS(1064255296,1017910760); +sum1=W(0,-1112041607,1053450179,1054734130,1034554881)+W(1,-1098306542,1044871248,1051103338,-1108750194)+W(2,-1117661336,1027829882,-1103441076,-1140839485)+W(3,-1131295699,1024857124,-1122634224,-1142577806)+W(4,1024002066,-1117294562,-1127407003,-1098111935)+W(5,1046694116,-1097130662,1016696883,-1095577677)+W(6,1048629833,-1104687573,983357671,-1111281057)+W(7,1048835924,-1098281839,-1118108640,1032310597);sum2=W(0,1032914397,1073793292,1053966016,-1120767464)+W(1,1040094052,-1072585870,1060302091,-1109760249)+W(2,1009241688,-1113143087,-1094220304,1016200567)+W(3,1032959032,-1104349617,1028063795,-1122384418)+W(4,1040357442,-1129131123,-1147532546,1035968374)+W(5,-1086238928,-1116834009,-1130362887,-1122023462)+W(6,1043210576,1015923256,1036030945,-1172011891)+W(7,-1119727737,1019714285,1017132829,1025380203);WS(-1096343168,-1126236522); +sum1=W(0,1007810299,-1119306439,-1108689250,1030703603)+W(1,1047119465,-1085509191,-1096469888,1040041675)+W(2,-1132527909,1020253526,1056154112,-1113575360)+W(3,1009418349,1033231243,1041829816,-1134236941)+W(4,1031818658,-1127608870,-1121378303,1038321302)+W(5,-1089344732,1045457184,-1126859158,1053153171)+W(6,999324634,1029954693,-1144694086,1045446045)+W(7,-1107897834,1026209383,1019451938,-1115315934);sum2=W(0,1016178696,-1144975071,1020456556,983284602)+W(1,1029986296,1041996066,-1114118472,1029794920)+W(2,-1131549160,-1114876306,-1139464095,-1109420788)+W(3,-1117716768,983229178,1015095008,-1118046352)+W(4,-1131007184,1022946788,1015204808,-1131636264)+W(5,1053737341,1023304596,998054973,997214653)+W(6,-1113647896,1024576522,1029400914,-1097949071)+W(7,-1141234271,-1131778280,-1124860928,-1115559594);WS(1054415488,1031748714); +sum1=W(0,-1106849745,1048190511,1016814449,1032036500)+W(1,998976710,1051815981,1025341687,1032905605)+W(2,1024707071,-1113968464,-1102465150,1035586875)+W(3,1040319748,-1115415046,-1127337837,-1137244643)+W(4,-1110288412,-1119790601,1018567785,-1098109636)+W(5,1042721902,1029877301,1041909072,-1090213441)+W(6,1046144796,-1106536335,1033626399,-1117518441)+W(7,-1135047459,-1122513053,1018599181,-1117570737);sum2=W(0,-1138393335,-1121991569,-1103416430,990440998)+W(1,1002996807,-1100463136,-1128966950,-1115155620)+W(2,-1107496177,1010012987,-1095499559,-1122715509)+W(3,-1100731818,1048400711,1000571127,-1109700727)+W(4,1037302636,-1117267403,1034530622,-1120602807)+W(5,1060125031,-1114490937,1032576586,-1098451061)+W(6,1038403096,-1126507430,-1120765719,1057202890)+W(7,1041385707,-1105804206,1027555951,1011003397);WS(1057399616,1074070393); +sum1=W(0,-1167692925,1048650971,1049855515,-1116946950)+W(1,1027460150,-1096264273,1035712138,1025124136)+W(2,1043057687,-1089515076,-1093603523,1033233658)+W(3,1036180887,-1089497938,-1102565613,1031827147)+W(4,-1103643414,1041758026,1045229301,-1097294408)+W(5,-1106323062,1036926493,1045455640,-1094845877)+W(6,1057610273,-1123310040,1036007790,1045414146)+W(7,1048651645,1034964477,1012034194,1043872372);sum2=W(0,1016280180,-1104821294,-1135117191,-1099019906)+W(1,-1160553787,1057285857,1031344902,-1104956478)+W(2,1040551613,-1096822242,-1108143797,-1115190705)+W(3,1043284947,-1108844527,-1121444630,-1110901592)+W(4,-1108236474,1021862852,-1102919364,1053230727)+W(5,1060881655,-1121198562,-1102746088,1044240449)+W(6,-1110487530,1027740054,-1107568696,-1141578351)+W(7,-1097266933,1039050835,-1115478973,1033167055);WS(-1079272096,-1088198283); +sum1=W(0,-1136809437,-1147892734,-1112293630,-1150549691)+W(1,-1114730926,-1153686203,-1101200910,1035238887)+W(2,1024493634,-1111552818,1033312670,1013948517)+W(3,1007675727,-1115285591,993656219,1014747375)+W(4,-1131332343,1024124492,-1117531256,1038263474)+W(5,-1109365886,1038223988,1022854919,1042949876)+W(6,1033656538,-1131368443,-1137128325,-1123815596)+W(7,1031561484,983503863,-1123012682,999554974);sum2=W(0,933663296,973137042,-1131869901,-1130912341)+W(1,1026863962,-1103034755,1022547165,1024898014)+W(2,1015250909,-1122671508,1032168251,1006981209)+W(3,-1163156681,-1124284861,1002623282,-1128875465)+W(4,1031913949,-1114826138,-1116201618,1021624533)+W(5,1074345895,-1074065991,-1097351564,1049231168)+W(6,1033396431,-1116799454,-1101411998,1046910286)+W(7,987851849,-1131138133,-1122428830,1015118461);WS(1066898592,-1135257599); +sum1=W(0,-1104421608,1036077428,1039457202,-1110180874)+W(1,-1109212258,1047234565,1042328969,-1108282395)+W(2,-1104815307,-1101771699,-1102031401,-1112266449)+W(3,-1107536862,-1105991798,-1107974833,-1117810340)+W(4,-1109956850,1025966004,1033603984,-1099722419)+W(5,1050666829,-1127852161,1027866348,-1108344348)+W(6,1056795268,-1103088922,-1117920074,1052651555)+W(7,1052879183,-1109126692,-1114797145,1044347095);sum2=W(0,-1130272686,-1099761318,1053252716,-1109573955)+W(1,-1135365682,1015950468,1053124236,-1112628352)+W(2,-1109041460,1056516595,1055173972,-1127976571)+W(3,-1124075328,-1111067004,-1111992284,-1141484375)+W(4,1023415227,-1113318439,-1104024699,-1111963093)+W(5,-1098416341,989675628,-1113101390,1036225124)+W(6,-1099834172,1021900236,-1113626094,984548524)+W(7,-1123095583,1035158074,-1121224929,-1115296758);WS(-1080514464,1071098312); +sum1=W(0,1032590577,-1109637973,-1104998922,1029423638)+W(1,1032314563,1052963835,-1100165641,1026820152)+W(2,-1118573868,1051364482,1049180397,-1121041060)+W(3,-1138006521,1046351030,1040988017,-1120807462)+W(4,1035675859,-1116754806,-1121480226,1034143047)+W(5,1044386890,-1124675269,-1119258414,1041959039)+W(6,-1091683740,1026232616,-1141724766,-1094089003)+W(7,-1100071438,-1128189972,-1142663074,-1104568584);sum2=W(0,1015651007,-1161898742,1047440331,-1103917515)+W(1,-1102760582,1064882055,1037971494,-1110033797)+W(2,1038662254,-1095531648,-1094052244,-1111112749)+W(3,1037944898,-1103088589,1028288648,-1114159185)+W(4,-1107946310,1034127906,-1101094893,1045127249)+W(5,1062501861,-1105985747,-1105034150,1032097498)+W(6,-1103513552,1029080884,952358760,-1097807648)+W(7,-1103412727,1036625418,-1115269879,1000704926);WS(1048356096,1025975827); +sum1=W(0,-1122099232,1042373466,1042988217,-1127785256)+W(1,1026577988,1024353684,1057753530,-1101696686)+W(2,1035389109,-1100403603,-1089144738,1038799529)+W(3,1026531900,-1118224663,-1117105634,1026796836)+W(4,-1109964850,985728647,-1113788528,-1143337570)+W(5,1027827940,1025248769,981326605,-1091154007)+W(6,-1125657656,1042938314,1031883373,1052285203)+W(7,-1110632314,1024598728,1041478413,-1109515886);sum2=W(0,-1116521159,-1105350472,-1127410563,1012220951)+W(1,1029633040,-1097063130,1052174871,-1112142878)+W(2,-1123437332,1029744370,-1157154125,-1134401830)+W(3,-1127142758,1031896001,-1133421881,-1127274631)+W(4,1023881724,-1121646209,-1150652997,-1133847817)+W(5,-1106094805,1019540966,-1123898264,1044599155)+W(6,-1111846084,-1113752268,-1101447493,1059986787)+W(7,-1111750394,-1144497399,-1115689394,1028497368);WS(1047538944,-1094881626); +sum1=W(0,-1116924690,1015768341,1026526343,-1131292909)+W(1,1021777101,1006944475,1061821276,-1112297452)+W(2,-1116873677,1042550748,-1091685625,1043477817)+W(3,-1142312694,1025260793,-1112344306,-1148100662)+W(4,1040643394,-1105713526,-1137761291,-1137367995)+W(5,-1090839121,-1122499811,1031500559,-1088680894)+W(6,-1162815447,-1119456201,-1107169411,1059324523)+W(7,1009991259,1032218389,998501030,1036475455);sum2=W(0,1027383442,-1114299623,-1112001321,1018368946)+W(1,-1120907217,1048017951,-1159080892,1026347909)+W(2,1015876554,-1117678872,1043117803,-1113638165)+W(3,-1157376536,-1122492527,1016312397,-1121952605)+W(4,-1113414147,995591994,-1136144308,-1120361628)+W(5,1047229175,-1113455406,-1130300135,-1114902877)+W(6,-1153448320,-1135559770,-1104824263,1034197636)+W(7,-1146986041,1024817261,-1116260909,1030999359);WS(1059019584,-1093542352); +sum1=W(0,1036739212,-1117660736,1030085820,-1118590060)+W(1,1044992135,-1088498407,1053611807,-1117950862)+W(2,-1157350427,1041316489,-1106481599,1031932973)+W(3,-1135788111,1042914684,1033416637,1018600951)+W(4,1037660574,1017695255,-1139295455,1044414089)+W(5,-1087395836,1041445842,-1132182919,1035930184)+W(6,-1101366685,1028651518,-1162575911,1044296603)+W(7,-1105147443,1024137952,1029799946,-1113146202);sum2=W(0,-1129149604,-1096002059,-1098733365,-1139124704)+W(1,1041796064,1042574015,-1099326395,-1112674264)+W(2,983636161,1013026008,993486752,1023328190)+W(3,968306692,1025526661,-1121650464,-1131439188)+W(4,-1139933424,-1120672660,1017748092,-1134878408)+W(5,1054885382,1038924927,1007868832,1006823136)+W(6,1012616072,-1117420588,-1118903044,1040771663)+W(7,1007743024,1016029412,1032346590,-1119789204);WS(1034201600,1032755867); +sum1=W(0,1027758260,-1105013167,-1096012775,-1153568391)+W(1,-1106713574,1052356477,-1096428191,-1120836106)+W(2,-1113115007,1046162344,1040996254,-1110497539)+W(3,-1106649828,1046578147,1026611286,-1129181937)+W(4,1040809774,-1113241540,-1151613767,1054286804)+W(5,1045456334,-1103823871,-1109787424,1052819554)+W(6,-1106901340,-1136669162,-1140335480,-1104715738)+W(7,-1111616164,1018423993,-1129950605,-1119554608);sum2=W(0,-1114916062,1044137813,1046553581,-1116195452)+W(1,1031939547,-1081686100,1039450853,1015539387)+W(2,1002967134,1023858175,-1106570618,1004500534)+W(3,1037899637,1018521363,1032662783,-1116253852)+W(4,1067697792,1023665145,-1133268119,1060291180)+W(5,-1075409426,1033868463,1037512606,1056432615)+W(6,1018449047,-1120650920,1015733077,-1100622921)+W(7,-1106597825,1008358731,1016550645,1002080710);WS(-1092032128,-1114982082); +sum1=W(0,1030256707,-1096516325,-1092594901,1022785838)+W(1,-1129380878,1046024022,-1091986421,1019093490)+W(2,-1112386231,1047446468,-1122621159,-1136259347)+W(3,-1105547264,1044817638,983613607,-1119087591)+W(4,1038780564,-1117764855,-1131318086,1053421570)+W(5,1055287349,-1136363407,-1114799192,1047196191)+W(6,-1103792760,1031400745,-1144800614,-1127922606)+W(7,-1107803612,1035179430,-1141783466,-1127804734);sum2=W(0,-1122718101,-1105911709,-1101864626,1041280609)+W(1,-1105883428,1058683727,-1098031958,1032208518)+W(2,-1105712369,1049511237,-1120084233,1032385022)+W(3,-1100029914,1048360263,-1101782173,1026423073)+W(4,-1103824921,-1107222411,1033694830,-1094055741)+W(5,1064792422,-1108861898,-1124818562,-1096453130)+W(6,1028614917,-1108778587,-1126293810,1036982526)+W(7,1045846387,-1104838815,1022233154,1024411853);WS(-1109129728,1010433912); +sum1=W(0,1006908285,-1105899410,-1096823624,-1117250164)+W(1,-1107144297,1057728383,-1092542200,-1122855062)+W(2,-1123315850,1026000812,1037050434,-1106683568)+W(3,-1125685047,-1122267030,-1117617698,-1130212999)+W(4,1019351431,-1137630799,1019407999,1040646763)+W(5,1064635860,-1105008732,-1109418342,1052048931)+W(6,-1107858814,1029923270,-1114857797,-1117087348)+W(7,-1100117973,1034575732,-1137382471,-1107016783);sum2=W(0,-1146428548,1040260969,-1138461074,-1153548328)+W(1,-1131960189,1057542522,1050908092,-1122720334)+W(2,-1140382642,-1105004761,1046314824,-1105417557)+W(3,1025793768,-1110366356,1024281381,-1130524097)+W(4,-1109276610,1016706951,970383811,-1109953492)+W(5,-1109440842,-1149783528,-1113772244,-1119113122)+W(6,-1140136790,-1114961145,-1111645386,1008998438)+W(7,-1135544654,-1113390177,-1128062487,-1119699464);WS(1028043776,1066748487); +sum1=W(0,1029235758,-1142684082,1042153037,1020869188)+W(1,1035504777,1053860476,1055996350,-1130366216)+W(2,1028701624,-1103910983,-1085695847,1043701316)+W(3,-1122144394,-1125763849,-1112356264,-1140377801)+W(4,-1109061593,1025123714,-1111756535,-1114798157)+W(5,1054127718,1020063133,1039957533,-1084468040)+W(6,-1111428405,1027291444,1020852591,1050138268)+W(7,-1122964802,-1137256281,1023500800,-1142788434);sum2=W(0,924100096,-1119644642,-1129530165,-1124029698)+W(1,-1110737625,1050522694,-1119677450,-1114278109)+W(2,-1121059730,-1121636434,1031715210,-1113250169)+W(3,-1125884533,-1119348450,-1145009875,998717971)+W(4,1007880106,-1133743274,1021970837,-1125964837)+W(5,1051750384,-1114387111,-1118803866,1030663674)+W(6,-1117515026,1025411170,999385235,-1120664914)+W(7,1010693450,-1127692741,1019195093,-1122454562);WS(1060837696,-1133947077); +sum1=W(0,1028161858,-1107876293,1043511426,-1111653883)+W(1,1035200691,-1100826286,1032976162,1026751705)+W(2,-1124636570,-1109841015,1046154066,1000443428)+W(3,1010162044,-1123706233,1028652293,-1153569903)+W(4,1015032078,-1120891991,-1102491073,1035524535)+W(5,-1104551490,-1125941943,-1107214884,1051427819)+W(6,-1105048272,1029969865,1038586510,1014718172)+W(7,-1122173975,990755503,1023653077,-1150803951);sum2=W(0,1027230711,-1130116966,-1124907300,-1109148006)+W(1,-1115012616,1033368851,-1099589874,-1141349815)+W(2,-1129789352,1048790586,-1097709653,1025861327)+W(3,1031045509,1042673858,-1111271581,1018453676)+W(4,-1092832201,1052271642,1058387135,-1092637531)+W(5,1040685020,1019043320,1062146597,-1085994041)+W(6,1056989663,-1089224415,-1085821967,1063174823)+W(7,1044673285,-1096709646,-1100831168,1049450817);WS(1052991104,1024635730); +sum1=W(0,-1113667962,1053766219,1054985227,1035832004)+W(1,-1099876558,-1128304655,1046292645,-1115665493)+W(2,-1123144798,1032906080,-1115760280,-1124670698)+W(3,991927035,1032830229,1011324759,-1141396670)+W(4,1027437528,-1121298600,-1119430356,-1101014640)+W(5,-1148766910,-1098528437,1029858016,-1097461637)+W(6,1048476772,-1107490221,1026860541,-1103841730)+W(7,1048946541,-1098098175,-1114702739,1034147624);sum2=W(0,-1123155104,-1081244300,-1101540780,1023525971)+W(1,-1119336486,1068940029,-1094597742,1037524511)+W(2,-1140931614,998725346,1051860638,-1120201684)+W(3,-1116496860,1038812729,1002156586,1025256785)+W(4,-1107189914,989815561,-1124206084,-1109590196)+W(5,1038949441,1039597181,979200786,1026840221)+W(6,-1110977051,-1128575576,-1126284432,1014639773)+W(7,1033886084,-1117282785,-1123250336,-1117345859);WS(-1106197760,-1107941957); +sum1=W(0,992223587,-1096404880,958134964,-1126741205)+W(1,-1096167611,-1089676235,1050569383,-1103296147)+W(2,1041994672,1020956357,1032016157,-1103227950)+W(3,1027666259,1043412107,-1180953690,-1124973941)+W(4,-1114006205,-1156891819,-1131232109,1042417753)+W(5,-1101748223,-1105076618,-1104768673,1053212362)+W(6,1042030605,-1124618361,-1101041056,1057274419)+W(7,1052224033,-1117167007,-1114495652,1049652990);sum2=W(0,-1149001791,1045400432,1033666378,-1114619118)+W(1,-1090736686,1063026008,924614016,-1110825372)+W(2,1027272732,-1108719036,-1114127208,-1106216772)+W(3,-1120615480,-1114760302,1032301903,1033544093)+W(4,-1103940412,-1125963088,1027002418,1015708744)+W(5,1059931802,-1091159350,-1103385448,-1107881456)+W(6,1024735270,-1125128312,-1139192735,-1107266078)+W(7,1034226031,1032462491,1019689496,-1134995311);WS(-1076602784,-1079939509); +sum1=W(0,-1124683769,-1119780485,-1103738752,1033209209)+W(1,-1141354248,1042233324,-1096323000,1015980198)+W(2,-1114123684,1052850909,1054450248,-1106007132)+W(3,1019464370,1045060053,1043529432,-1121157953)+W(4,1041533536,-1112424745,1002177000,1025390185)+W(5,1039917313,-1113895617,-1104846498,1052087227)+W(6,-1098158311,-1112376802,-1119444855,-1105614956)+W(7,-1103437636,-1109951699,1021969694,-1107965437);sum2=W(0,-1119329897,-1117977933,-1106233686,1032197744)+W(1,1042368013,-1074309068,-1119744119,1026978731)+W(2,-1109569271,1064708176,1068607081,1034747948)+W(3,-1111213511,1041980892,-1119111329,1037031349)+W(4,1035649904,-1113988579,1036373860,-1119285117)+W(5,-1080074847,-1148379867,-1150690390,1046616172)+W(6,1043980108,-1113275705,1031972703,1045039448)+W(7,1028259198,1008019670,1015848847,1029320825);WS(-1093673600,-1131421273); +sum1=W(0,-1126420325,-1110871822,-1114120908,-1121371719)+W(1,1021303790,-1118558279,-1087025669,1033366837)+W(2,1011797877,1032969664,1056872571,-1117842165)+W(3,-1131840478,1040800018,1037611499,1021502382)+W(4,1021798446,1008740253,1009001293,1035660544)+W(5,1042294182,1022689127,-1120291359,1058317703)+W(6,-1114500968,-1148303562,1031810222,-1088792724)+W(7,1017988942,-1121301883,-1137856917,-1111697864);sum2=W(0,-1129835426,-1119983153,-1114206314,-1145039688)+W(1,-1110668832,1051729955,-1121785409,-1119915157)+W(2,1002833896,-1118223897,1012089860,-1111519800)+W(3,1006052904,-1123764449,-1130809610,-1127947266)+W(4,-1113040628,1000979816,1020565626,-1116540509)+W(5,1051989643,-1112437186,989230112,-1118504757)+W(6,1025479957,1015165050,-1112214518,1039755978)+W(7,-1127132522,1025956493,-1128941978,-1158783904);WS(1065682080,-1111828541); +sum1=W(0,1017604463,-1115077208,-1145885026,1015869752)+W(1,1024786188,-1121697500,1052074397,-1112250175)+W(2,1002255762,1045248549,-1086889687,1036568133)+W(3,982208647,1037568127,-1130857684,-1131800664)+W(4,1021224792,1032942526,-1126764880,1022264616)+W(5,1047440331,1035803452,1040282413,-1089954536)+W(6,-1109225970,1031850711,-1125683619,1049268572)+W(7,-1113425822,1017131424,-1141787602,-1123514660);sum2=W(0,1016040732,968811648,1016858600,-1122978131)+W(1,-1125004872,1051074882,1029169324,-1114060649)+W(2,1026938249,-1154135582,1006053609,1029971540)+W(3,-1124460348,-1140773838,-1115290499,1017189437)+W(4,1021399769,-1144040913,993636865,1028741871)+W(5,1031746308,-1109484363,-1118019503,1032336595)+W(6,-1113140779,1013417282,-1124468225,-1103346234)+W(7,-1122277912,-1139883250,-1169769501,-1141169189);WS(1068575136,1057679145); +sum1=W(0,1008215334,1049251178,1049880682,-1106541599)+W(1,1042310507,-1095539136,1026486412,989927934)+W(2,1040070410,-1089191083,-1094672658,1018512183)+W(3,1041475113,-1087252724,-1100618939,1014261304)+W(4,-1111487207,1042509671,1052783569,-1093397815)+W(5,-1103138323,1040579493,1051194971,-1092992340)+W(6,1057944056,-1114567880,1038856114,1043830943)+W(7,1049811244,1038361721,1025292508,1044894993);sum2=W(0,-1136765855,1055007475,1053593458,-1114445084)+W(1,-1113238946,-1078800745,-1105638736,1039574032)+W(2,-1106803932,1059224194,-1104375874,1030357662)+W(3,-1113028634,1035501186,1050059734,964162478)+W(4,1054334485,-1141017037,-1150175899,1057823779)+W(5,-1078443122,-1134493359,1042094581,-1096181786)+W(6,1058193036,-1099695416,1020483059,1049857835)+W(7,1029634285,-1110238952,-1118569338,1043677394);WS(-1069843280,1043992756); +sum1=W(0,-1135429253,-1119099178,1027695014,-1124948267)+W(1,1025838726,-1113789227,1044103833,1025550072)+W(2,-1116233196,1024839950,1039477491,1019242118)+W(3,-1130610171,1028120504,-1142719774,998797102)+W(4,1017935435,-1129507307,1008956039,-1108770183)+W(5,-1130965835,1014849865,1030807982,-1112757821)+W(6,-1101790135,1035190516,-1114625158,1042243413)+W(7,-1106167085,1023573770,-1127852007,1012540023);sum2=W(0,-1121247640,1028491168,1026300352,-1114838118)+W(1,-1072953064,1074653957,1053083344,-1095359738)+W(2,-1115141896,1033233928,1056568596,-1093135708)+W(3,-1127503160,1023653964,1030713448,-1116140314)+W(4,-1130258048,-1127851536,-1130791968,1004928481)+W(5,-1102013621,1030571860,1025789396,1024432884)+W(6,-1116002270,1025870428,984097412,1030571276)+W(7,-1129660856,1016702232,-1120604784,1015669456);WS(1066802848,-1129257078); +sum1=W(0,-1118978065,-1155453851,1033473243,1015630667)+W(1,-1101616805,1065736411,1035395194,-1113784260)+W(2,-1114908350,1040181775,1045542397,-1108037466)+W(3,-1111947911,1036229652,-1177594330,-1114956027)+W(4,-1122431286,-1121467910,-1114728473,-1104672775)+W(5,1061324843,-1095556296,-1105320751,-1115117829)+W(6,-1114134583,-1109993148,-1104703871,-1100789945)+W(7,-1138173719,-1106051686,-1111474306,-1124148059);sum2=W(0,-1134031950,-1108713026,-1155123513,-1109560646)+W(1,1017238679,1026897780,1038996664,-1107125821)+W(2,-1127256871,-1107869542,-1107646918,1024343484)+W(3,-1129735047,-1145442397,-1112902766,1004378333)+W(4,-1107664082,1019412439,-1115008786,1035199782)+W(5,1051508948,1016515095,-1123597732,1043157052)+W(6,998755997,-1116358964,-1106563795,1055083262)+W(7,1012570830,-1110777694,-1117600772,-1159444594);WS(-1093453440,1062530498); +sum1=W(0,1018166794,-1109318263,-1115495349,-1124930739)+W(1,-1114300581,1040214918,1024699176,-1109529502)+W(2,1023247327,1043329716,-1105577322,1025096231)+W(3,-1125424515,1034740398,-1123543752,998443854)+W(4,1039727605,1023563962,1023868966,1025637074)+W(5,1052285453,-1104984446,-1131885027,931786146)+W(6,-1105534248,-1137647791,-1110072888,1009762919)+W(7,-1116356474,1018092315,-1123805240,988548151);sum2=W(0,-1110334365,-1135013993,1018118074,-1116378324)+W(1,-1134041225,-1097345050,-1117515615,-1139723269)+W(2,-1112237914,-1107830137,1039717826,-1147091114)+W(3,-1131603942,978891919,1032288465,-1123080609)+W(4,1002595554,-1111471528,-1110082211,1027066059)+W(5,1043336959,1040454031,-1114430561,1053899571)+W(6,1010598309,-1117546906,1033656482,1040668505)+W(7,1026333875,-1119917138,-1115822981,1016807738);WS(1067735712,-1080534052); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns32-win8x6.glsl b/shaders/nnedi3/gather/nnedi3-nns32-win8x6.glsl new file mode 100644 index 0000000..0a4d3e1 --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns32-win8x6.glsl @@ -0,0 +1,186 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,994153301,1016607238,-1132374181,-1120567290)+W(1,1021572063,-1137843051,992947237,-1139074345)+W(2,-1119615974,1000210819,-1125619459,-1117468940)+W(3,-1122316900,-1146864427,-1125130389,-1132591953)+W(4,-1096186409,1056444330,1046512564,1053527378)+W(5,-1121684346,-1129869365,-1138699933,-1144213939)+W(6,1031756856,1024055745,-1119806663,-1117911182)+W(7,1051252577,-1109040755,-1112059294,-1093298645)+W(8,979248533,-1119537890,1033651817,1023905988)+W(9,1003125923,1029429758,-1126690796,-1121091407)+W(10,-1148456803,-1113641375,-1110173889,-1120338466)+W(11,-1141776739,-1127458445,1032546877,-1133630411);sum2=W(0,1022573468,-1114028928,-1119263575,-1126549409)+W(1,-1114833146,1024108770,-1119708173,-1140490164)+W(2,1003196031,-1113990054,-1146392599,1021805248)+W(3,-1116443736,-1099458226,-1124834267,1019494412)+W(4,1037187519,1055452063,1055169273,1032492771)+W(5,1006796332,-1126677517,-1095922228,1026983682)+W(6,1017309436,-1118444706,-1122284082,1007192676)+W(7,-1106256028,-1112035826,1039787167,1044169825)+W(8,1022777176,-1130573089,-1118290710,-1122158651)+W(9,-1121042004,-1109973330,1010488320,-1127647730)+W(10,-1125070906,-1121131548,1044065299,-1145097543)+W(11,-1123455912,1019346120,-1121253833,-1129575364);WS(1060265584,1063714812); +sum1=W(0,-1128788280,1022311347,-1123065753,1021450242)+W(1,1039397963,-1108349889,999728711,-1111111528)+W(2,1011253684,974355898,1022720848,-1131322533)+W(3,1028928107,-1140362288,1021294882,-1137050988)+W(4,1026074151,-1102959280,-1137639751,-1119265827)+W(5,-1136338948,1025863841,1043907075,1019796282)+W(6,1024570351,1035626828,1009531192,-1118036885)+W(7,1041760911,1036057270,-1106406289,-1101623708)+W(8,-1136816500,1027651305,-1132552740,-1151514983)+W(9,1025121435,1029327365,992320459,-1118665549)+W(10,1017790822,1037788386,-1106167682,-1128138578)+W(11,-1139070668,1024478285,-1134343810,-1124857459);sum2=W(0,-1130878336,1017938673,-1124053764,1023758242)+W(1,1027498838,1027873020,-1145138723,-1120671625)+W(2,-1131041230,-1127336921,-1122179044,-1144315403)+W(3,1028583936,1031015106,-1122894214,1000956747)+W(4,1053869854,1073183850,-1104963408,1005174931)+W(5,1009416925,1033668418,-1074622268,-1093535895)+W(6,994031846,999096115,1004424067,999883691)+W(7,1053107786,1035733703,-1126082311,1001047899)+W(8,990806038,992895974,-1114468554,-1094361386)+W(9,-1134395125,1005722235,1009546537,-1150041590)+W(10,1022225293,1023923178,-1135618057,1002728051)+W(11,-1131337021,-1138321549,-1126165581,-1123867271);WS(1067199072,981674447); +sum1=W(0,-1105288827,-1113372949,1018794771,-1113726457)+W(1,1032552483,1040483381,-1099180638,1040785760)+W(2,-1139898486,-1127069135,-1114167068,-1124907206)+W(3,-1095136821,-1102105679,1008735750,-1115871564)+W(4,1054762461,1065065389,1052734745,1050678235)+W(5,-1118671794,1035770473,-1097429016,-1107257499)+W(6,-1103744656,-1108798620,-1125149117,-1125817867)+W(7,1044820043,-1097094388,1033282170,1044281884)+W(8,-1122788302,-1125646899,1027211226,-1104994292)+W(9,-1137689902,-1099284685,1016463803,1001830321)+W(10,1010644366,-1124668651,1032013917,-1121192922)+W(11,-1123221796,-1114483455,1015961570,-1114303237);sum2=W(0,1021627528,989560618,-1139313841,-1124538541)+W(1,1027300307,1011050585,1028695072,-1127440395)+W(2,-1130074937,1015498074,999023778,1020622605)+W(3,1014774531,1026431506,1010830983,-1119374292)+W(4,1052523334,1053318756,-1087762234,-1102978428)+W(5,-1126569197,-1128231773,1038687085,-1119874204)+W(6,-1118520012,1018739126,-1125616841,1020827626)+W(7,-1113197028,1034265115,-1109480314,1027251929)+W(8,1018969905,-1123965604,-1125820221,1029469191)+W(9,1014458179,-1129452021,-1136528497,1008596323)+W(10,-1134832277,1022117249,-1132845253,1023848922)+W(11,1024095771,-1130502215,-1150305989,-1159659466);WS(-1082327904,-1101742629); +sum1=W(0,994965062,-1124051394,1007179909,-1128942355)+W(1,1027052286,-1119991818,1022855203,-1116531225)+W(2,1021969515,-1129777663,1015495233,-1127603958)+W(3,1029361427,1047686461,-1115398989,-1172666584)+W(4,-1110346311,-1106285700,-1095192109,1044526075)+W(5,1017142675,-1113404469,1037065627,1026992677)+W(6,1028067431,1025118144,-1126910957,-1145393643)+W(7,1043850022,1030498357,-1116394763,-1123739865)+W(8,-1130059467,1016457699,1013662917,-1119388383)+W(9,-1121058723,1018201755,-1127439210,-1153678686)+W(10,1032721886,1034890279,-1120454737,-1123838961)+W(11,-1131255799,1017348651,1021249778,-1119902562);sum2=W(0,-1130890464,-1137235679,-1131491186,1014279427)+W(1,1014973315,-1130557096,1024729347,-1129394348)+W(2,1004833335,-1141673719,-1150339726,-1152876382)+W(3,-1097554196,-1073378768,1042930837,1026571161)+W(4,1014221291,-1105375875,1073588633,1048952496)+W(5,-1159625756,-1124590261,1035354953,1016692910)+W(6,-1092458255,-1130245298,993445038,1025279833)+W(7,1016092170,-1119905200,1029166823,1053816664)+W(8,989537980,-1138326931,1027382919,-1129170378)+W(9,-1120075373,-1135266971,1014707171,-1133457551)+W(10,-1147013927,-1161525308,-1151431678,1030737081)+W(11,1017200998,1009604643,979085751,-1124802440);WS(1067891072,-1132872541); +sum1=W(0,-1122834636,1020114356,1014334757,1025237873)+W(1,-1114151507,976917621,-1118569017,-1117007553)+W(2,984935338,-1152616053,1039451348,1031366707)+W(3,-1105197551,-1121917372,1029025473,1030238795)+W(4,-1088419628,1051488823,-1114461425,1049984500)+W(5,-1123762161,-1145922699,1008484089,1049092386)+W(6,1038150728,1024596920,-1121222990,1007260181)+W(7,1053317187,987986858,1039495098,-1084792932)+W(8,1012164149,1000937675,-1131993235,-1122288663)+W(9,1024170379,1015271403,-1123834925,988616634)+W(10,1026119523,993078101,1027254009,-1124531763)+W(11,1011615629,1004174827,999667975,1022258228);sum2=W(0,-1116760996,1019759527,-1136232721,-1144599930)+W(1,1032901632,1027655943,-1125055029,1032730282)+W(2,-1129170670,-1131155477,1005941018,985378521)+W(3,-1111064134,1041961890,-1128645029,-1137221455)+W(4,-1115058011,-1130649513,1050767412,1047170030)+W(5,-1129924333,1022276751,1019394239,-1129460922)+W(6,1036336113,1033905549,-1156748756,-1151231836)+W(7,-1116185015,-1105887613,-1120368706,-1093680614)+W(8,-1148456898,1015791177,1024734935,-1115704458)+W(9,1022489781,-1122711401,1020235585,-1160295481)+W(10,1012694293,-1122854992,-1132924343,-1115425401)+W(11,-1140100033,1012472897,1018590227,-1147415538);WS(1059709408,1024973287); +sum1=W(0,996494647,-1122880609,1004611460,-1126012593)+W(1,1028092109,-1114579692,1030391200,-1119189544)+W(2,1023428420,-1127475101,1016065247,-1124577204)+W(3,1020165829,1049657976,-1114032340,-1134152138)+W(4,-1111968183,-1106474499,-1094041084,1046947367)+W(5,1021721777,-1114564220,1040268033,1002304420)+W(6,1014735450,1032225804,-1126017195,-1131432537)+W(7,1044458845,1030371012,-1112475533,1018380112)+W(8,-1128430825,1019190017,1023640576,-1114168306)+W(9,-1115613273,1022764985,-1124178504,991561039)+W(10,1033263557,1034006830,-1122300512,-1123292160)+W(11,-1127717781,1017178441,1017080432,-1119951545);sum2=W(0,1024962708,-1143341847,1011909323,-1125800395)+W(1,-1122338700,1018807292,-1144213999,1023886172)+W(2,973576887,984068764,1000330119,-1171853367)+W(3,1052819438,1076690943,-1103527255,-1116511680)+W(4,-1115186882,-1098249874,-1072687587,-1097320166)+W(5,1001426319,1007326739,1023038428,-1140479659)+W(6,1057154431,990717342,-1148349175,-1120293374)+W(7,-1117298851,1010582795,1012280135,-1091630497)+W(8,-1135413483,1008233815,-1122270538,1029135274)+W(9,1025045202,1023577182,-1125483347,1015270352)+W(10,990164302,-1125194137,1016249338,-1118805022)+W(11,-1129534965,-1140102471,1003973863,1020995472);WS(1066253200,1009489111); +sum1=W(0,-1102592607,-1107707469,1024085178,-1121073890)+W(1,1033075644,-1107162241,1026388586,1041243549)+W(2,-1130535196,-1145989825,1004872905,-1123366116)+W(3,-1106598971,-1116780301,1023275236,-1130104696)+W(4,1050587318,1057262167,1049328440,-1121496677)+W(5,-1120961954,1023066500,-1116780079,-1113976447)+W(6,-1111680448,1032050668,-1135799996,-1128214764)+W(7,1027096831,1040843700,-1096674093,1018012708)+W(8,-1121521086,1008378152,1015552212,-1113850464)+W(9,-1131519352,1028096678,-1121776782,-1141685621)+W(10,1028580820,-1117086438,-1101864235,-1122519370)+W(11,-1124335656,-1135644600,1040749648,-1123000331);sum2=W(0,-1106333857,-1121647283,-1117172679,1013104936)+W(1,-1143812784,-1098323478,1046293466,1041445982)+W(2,-1153458272,-1123006845,1025469214,-1111423698)+W(3,1031691189,1030458550,-1135146700,-1127525498)+W(4,1032669672,1016608418,1051999059,1054977467)+W(5,1018478818,-1111394764,1041509878,-1110723238)+W(6,-1111791784,1009508096,1027187072,-1122718205)+W(7,-1093831562,1044831040,-1099681845,1044523088)+W(8,-1127833490,-1140396324,-1110045970,1024902469)+W(9,-1127767754,1037784205,-1128814570,-1119344027)+W(10,-1117227205,-1118967703,-1107269301,-1185033988)+W(11,-1129041118,1021194206,-1121987113,-1129401382);WS(1055988095,1068562120); +sum1=W(0,1041692938,1036197410,-1130996743,1025054956)+W(1,-1141880069,1043619883,1032351834,1040251631)+W(2,1011769695,1020511427,1002392085,-1113980711)+W(3,1042434277,1039706891,1026193148,1024941510)+W(4,1026325313,-1087193164,-1093055992,-1100356972)+W(5,-1124414423,-1163338101,1032223740,1040781794)+W(6,1036807045,1029783554,1028839961,1035977616)+W(7,-1087410536,-1097265155,1043491547,1047058383)+W(8,1015241743,-1129538215,1027612260,1047196369)+W(9,1019008523,1026886128,1025665319,1016648336)+W(10,-1104034167,-1099060796,1048991774,1044781893)+W(11,1018634427,-1180507092,-1113322870,1036828166);sum2=W(0,-1098330057,-1121926087,-1119308996,-1109623534)+W(1,-1105318233,-1111281216,1045894429,1051762285)+W(2,1036873688,-1152598618,1002875661,-1120494292)+W(3,1031129408,-1111457821,-1107757858,-1108667787)+W(4,-1116694436,-1103134861,1060518836,1029096148)+W(5,-1117793653,1023528108,-1104320409,1042501069)+W(6,-1091241820,-1092220222,-1144042093,-1126585969)+W(7,1017373783,1034184394,-1120268316,1065480819)+W(8,-1117516356,-1123122827,-1131983911,1041202422)+W(9,-1112242725,-1104308532,1024608852,1004201965)+W(10,-1129342463,-1134873838,-1105721536,1035423856)+W(11,-1131565835,1015347387,1017105251,1023586732);WS(-1073915832,-1098883962); +sum1=W(0,1024626915,1032898976,-1131602112,1030932360)+W(1,-1130380922,-1103847418,-1117814224,-1098288699)+W(2,1021355752,-1120290302,1040490540,1033018229)+W(3,-1122370130,1011274315,1018154928,-1125999684)+W(4,-1096397881,-1105327485,-1106175819,1056014501)+W(5,-1131922448,-1139369119,1044317365,1031863906)+W(6,-1113904235,1029902191,-1122315861,-1122265980)+W(7,1059753579,1040451325,-1115232133,-1097956311)+W(8,-1121102372,1033247800,-1122968848,-1098424101)+W(9,-1115348785,-1111387910,-1120663220,1018577993)+W(10,1039068637,1042824131,1017122848,-1126206816)+W(11,-1121007738,-1143567007,1021433455,-1136273729);sum2=W(0,1046909717,1025514844,-1126395193,-1118315643)+W(1,-1129801877,1030594060,-1112473945,-1100980148)+W(2,1010610423,-1135186433,-1111527676,-1122172234)+W(3,1026986728,-1112879553,-1138413531,1014636591)+W(4,-1101816290,-1094641835,1027746798,1040985677)+W(5,1030475382,-1121095046,1027030278,1023795758)+W(6,-1122377333,-1114813410,-1129252552,1013622247)+W(7,1041324898,-1106485598,1057006779,1051150943)+W(8,1015864126,999966259,-1133454616,-1113671456)+W(9,-1144089687,-1140190295,-1131632742,-1122713894)+W(10,-1115757412,1016695560,1035155819,-1138866101)+W(11,-1127643580,-1124292419,-1139893847,1001347783);WS(1058139200,1067005003); +sum1=W(0,-1103206155,-1112832909,-1128484819,-1131277347)+W(1,1048238354,1044526364,-1111332237,1015263811)+W(2,-1122297405,-1124214159,-1104751670,-1106607621)+W(3,-1108301118,-1111811582,-1112913457,1014594990)+W(4,1056580635,-1114379264,1031432468,1004409248)+W(5,1017238947,-1110162105,-1107787999,-1107635783)+W(6,-1113179152,-1100757638,-1118434446,1028891109)+W(7,1025802539,-1104236495,1053177162,1057408386)+W(8,1002560364,-1113724157,-1114959053,1020725062)+W(9,-1116265771,-1119227733,-1151139539,-1125459884)+W(10,-1124751623,-1121289813,1052437131,1035803645)+W(11,-1123244163,-1115210511,-1120069105,-1129296244);sum2=W(0,1023292260,-1124268922,1016432775,-1121057595)+W(1,1035766063,-1118389960,1029388268,-1111891368)+W(2,-1122161823,1028529468,-1122510207,1032208606)+W(3,-1116199054,-1110795130,1031151061,-1112629457)+W(4,1033023394,1054507013,1054055516,-1123843875)+W(5,-1118001871,1026811027,1019595258,-1113138713)+W(6,-1103006120,-1134369449,1021228732,-1126819952)+W(7,-1104664187,-1121918429,-1135412321,1020478730)+W(8,-1116707921,1018790016,1023542227,-1114598707)+W(9,-1120667087,1016333862,-1127402608,1009585899)+W(10,982538191,-1108029597,996548072,993043492)+W(11,-1146185904,-1152045912,-1129671373,993709924);WS(-1091835967,1038509097); +sum1=W(0,1041562959,1038000620,1031236696,1002958335)+W(1,-1093861855,-1100002304,1029288008,-1124369824)+W(2,-1132073944,1032364667,1038306915,1039801017)+W(3,1042029266,1034473413,1034973544,-1122124314)+W(4,-1087002164,1052741396,1049571184,-1104824881)+W(5,-1122032128,1036587856,1041619283,1037725118)+W(6,1040514695,1042048878,1015820538,-1120202292)+W(7,1044570703,1042398171,-1089426268,-1089024373)+W(8,-1138629744,1010685600,1038671876,1031782758)+W(9,1029242778,1042898689,-1121967836,1033636218)+W(10,1023923250,1030369604,-1091407169,-1107643796)+W(11,1027566834,-1153060031,1043274836,1025678032);sum2=W(0,-1110538641,1023566599,1013192458,1016791821)+W(1,1045544748,1029704719,-1113846927,-1114409767)+W(2,-1127655665,1012727082,-1125617069,-1111278622)+W(3,1000152052,-1112636904,1015528749,-1123883287)+W(4,1034122997,1054056541,1054155729,-1109610416)+W(5,-1131212885,1000573476,-1108588248,-1110039103)+W(6,-1116367667,-1130121037,-1132736674,-1131825297)+W(7,1030522539,-1116026974,1016394661,-1109117303)+W(8,-1123699129,-1126704253,-1135451026,-1132906850)+W(9,-1114305335,1033496981,-1117749640,1019880949)+W(10,992430312,-1107824982,-1157815185,1030290683)+W(11,988228497,-1123545619,1016739853,-1134728538);WS(-1089794384,1053743764); +sum1=W(0,-1124062435,-1123589329,1022034304,977181200)+W(1,-1096122984,-1100185218,1045687772,1045792382)+W(2,-1146772642,1022712508,1029423919,1035356461)+W(3,1008939465,967031199,-1173982736,999195154)+W(4,-1089534650,-1128424615,1051096635,1043214811)+W(5,986801416,1009586465,-1130937578,1037071922)+W(6,1031201254,1038421055,-1117753925,-1131079992)+W(7,1022835035,1033659882,-1104815387,-1106608558)+W(8,1012941585,1008485953,-1112564552,1033635179)+W(9,1023184516,1042888267,-1131210280,1011212627)+W(10,1025453978,-1114474998,-1113606040,975115280)+W(11,1023442138,1020831720,-1115626236,-1148354182);sum2=W(0,1038582018,-1136865390,-1152866061,1025756371)+W(1,-1097242729,-1108446917,1027392563,-1095235720)+W(2,-1145714840,1022755591,1009460859,1048188946)+W(3,1028991375,-1102180290,1021941035,1022411083)+W(4,-1092586393,1055770556,1062263751,-1094985700)+W(5,1033471029,1018658879,-1098658877,1013992713)+W(6,-1127151005,-1103213990,-1162131898,1018807869)+W(7,1024429444,1045256871,1032099771,1023141397)+W(8,1032105067,-1135748387,-1104388978,-1162587434)+W(9,-1148467374,-1101731450,-1117519259,1030478695)+W(10,-1115314196,1044538365,1050734432,-1139645537)+W(11,1008760659,1019361371,-1097902791,1033707193);WS(-1092258911,-1089815334); +sum1=W(0,1045821685,1034203057,-1147044493,-1139634407)+W(1,1034361159,1051668019,1015718019,-1119357002)+W(2,-1130196683,1023465264,-1115826689,-1137425069)+W(3,1044613801,1035729090,-1130890003,1017866535)+W(4,1032636456,-1086460492,-1090722234,-1104936487)+W(5,1015877619,-1117806874,1010439579,1035725147)+W(6,1029847032,-1102281888,1016637069,1027130446)+W(7,-1094763749,-1095562645,1057948020,1052628837)+W(8,1025832214,-1123952546,-1114240161,1043916211)+W(9,-1131657511,-1121093118,1026913637,1016500860)+W(10,-1106362539,-1098187032,1053191568,1044884520)+W(11,1029577644,1011300119,-1102258214,1035145793);sum2=W(0,-1113670137,1024378351,1012757410,-1128703433)+W(1,1040684472,-1100043210,-1102109659,1038503213)+W(2,993905065,1003273444,1026887817,-1099552212)+W(3,-1111552612,-1131966925,1023396449,1007787634)+W(4,1041989415,1066879681,1061982310,1041322248)+W(5,-1144755940,1019447753,-1107386978,-1104965070)+W(6,-1114649634,1040107467,1012244530,1017560605)+W(7,-1101238360,-1089047102,-1098175974,-1104769108)+W(8,1019550873,1024790159,1016563929,-1104448348)+W(9,-1122758108,1032092801,1024938353,-1143125556)+W(10,1023979343,-1100231891,-1105089779,1026757617)+W(11,-1138003290,1014825186,1036400101,-1107880053);WS(-1086002512,-1084928660); +sum1=W(0,-1115340892,-1113717074,1017039401,-1131929465)+W(1,-1103148388,1010821235,1042912513,1050776738)+W(2,-1130358353,-1122997746,-1128281895,-1143173743)+W(3,-1102662114,-1097984585,-1134499377,1020173741)+W(4,-1104889757,1049797700,1055825787,1053707114)+W(5,-1139775729,-1117617116,-1098746549,-1111952748)+W(6,999020755,-1114393442,-1138890277,-1129468257)+W(7,1042555580,1041826234,1033511359,-1108349590)+W(8,1014563169,1010736529,-1103706929,-1106170922)+W(9,1028151894,-1132982017,-1143488833,-1132813939)+W(10,1032548919,1041074464,-1138015505,-1108075378)+W(11,-1137959865,-1123442568,-1110410462,-1127274842);sum2=W(0,-1118205558,1029900308,-1126633986,1000102260)+W(1,1041999613,1037162912,1063980475,1051204856)+W(2,1019347314,-1137379540,-1134402620,-1135930364)+W(3,-1140439712,1041420529,-1119827470,-1144291760)+W(4,-1167793729,-1085093765,-1075398805,1066576503)+W(5,1012525172,-1123883092,-1133429672,1020225891)+W(6,979974721,1006017080,1023762781,1016232493)+W(7,1017117707,1033481679,-1114660078,-1098954833)+W(8,-1139078108,990744512,1018587503,1028764817)+W(9,-1137204884,1002898232,1025293286,-1141218312)+W(10,-1137323924,1002077480,-1117648930,1021034547)+W(11,-1137103964,1022792204,1026769102,-1132685152);WS(-1084377664,1027078466); +sum1=W(0,1023875764,1032239673,-1129675619,1028609881)+W(1,1031700430,1026119482,-1114746833,-1113303893)+W(2,1025866053,1016759071,-1122216064,-1138486380)+W(3,1043647401,1024809124,1010908070,1022038247)+W(4,1051850662,-1104988345,-1156932707,-1084547118)+W(5,1032834541,1029398137,1033025459,-1132199979)+W(6,-1131519215,-1128260416,1030113110,1026611885)+W(7,-1083734174,1027361605,1047159719,1050946557)+W(8,1007914454,1021351811,1018468419,1043104191)+W(9,1026951667,-1115829469,1031201461,-1132403564)+W(10,-1111325382,1042797655,1037768177,1020650755)+W(11,1014779182,1018395723,-1108759836,1014159432);sum2=W(0,1034590473,-1139997869,-1139192721,-1123315648)+W(1,1030314237,-1112534256,969235347,1026150549)+W(2,1014056813,-1132289868,-1158492453,-1113579452)+W(3,-1115134908,1008365317,1030816333,-1123875414)+W(4,1037120039,1027803789,1046059603,1042477897)+W(5,1018097190,1032146261,1032895251,-1098184684)+W(6,-1110803030,1028786615,1016532474,-1123326315)+W(7,-1102080708,-1135183209,-1122978967,-1155992274)+W(8,-1114996104,1011346781,1047700729,-1126452160)+W(9,1004595129,1015409534,-1131093304,-1130303816)+W(10,-1120008811,-1109468455,-1111529432,-1119026545)+W(11,-1115756663,-1122411639,1047312851,999072441);WS(1043014014,-1087744322); +sum1=W(0,-1123526530,-1138321214,1020523582,1027952711)+W(1,1035059438,-1120526792,1022379422,1008337244)+W(2,1026995059,-1156487121,1037330895,-1116610857)+W(3,-1110182129,1032339433,1021435438,1002118409)+W(4,-1086364127,-1118604170,-1110004232,1057818171)+W(5,1009757724,-1153254001,1040846837,1040407761)+W(6,1035386835,-1137297015,1003104545,-1138414444)+W(7,1057062103,1036507098,1007303460,-1083267015)+W(8,1021783366,1034169880,-1128420830,-1107059287)+W(9,-1119534945,-1108462406,1013303243,1021955143)+W(10,1038869533,1036993862,1036022088,-1115695919)+W(11,-1138765796,1027514579,-1142792885,1017909759);sum2=W(0,-1117738234,-1131091573,-1156092221,-1129567658)+W(1,1030957051,-1118479197,-1128107850,1034622765)+W(2,-1132249217,969559787,1005860107,1029443337)+W(3,-1115037144,-1115010115,1008715269,-1123579911)+W(4,1041246295,1054490255,1050631618,1017778197)+W(5,-1132354551,1024782459,-1157251077,-1110926783)+W(6,-1101087826,1015586863,1026524337,-1125160256)+W(7,-1117275788,1025836507,-1095615964,1045062017)+W(8,998415619,1012990901,1020928095,-1108959270)+W(9,-1113332277,1019720419,1017463077,-1137738801)+W(10,1027688491,-1120912313,-1101223712,1020345131)+W(11,-1161032699,1011300789,983922363,-1122972204);WS(1054959103,-1083836992); +sum1=W(0,1023853723,-1118146184,-1132171248,-1144415487)+W(1,-1121737045,-1123041056,1018672592,-1123173616)+W(2,1017937944,-1131928876,-1120856711,-1124541667)+W(3,1039313221,-1107434917,980216825,-1133053416)+W(4,-1161038260,1053211380,1057912142,-1090265426)+W(5,1027902624,-1129566080,-1109871174,1034290206)+W(6,1027331294,-1111685883,1017404666,1018609320)+W(7,-1089253699,1036559366,1046306952,1044087220)+W(8,-1121689404,1010241568,-1113560292,1040602782)+W(9,-1129432820,-1126004808,-1154920122,-1127349353)+W(10,-1110305609,1035028498,1039769364,-1133031712)+W(11,-1124796708,-1127304152,-1109624712,-1148202051);sum2=W(0,-1110884586,-1129406227,-1139755941,1018338338)+W(1,1026570078,1021052542,-1118232763,-1136808221)+W(2,-1120452457,1004896115,1020321772,-1136194357)+W(3,-1108237236,1037408540,-1122001203,1025801614)+W(4,-1114736489,1041519115,-1113269344,-1115176435)+W(5,-1119060361,-1107310106,1046652366,1048907220)+W(6,1040327756,-1123391437,-1132321439,1010171613)+W(7,1047951095,-1115014721,-1110685464,-1105808410)+W(8,1033649944,-1126977687,-1111631696,1035402835)+W(9,-1129086463,-1132299663,1013259501,1016232007)+W(10,-1113536502,-1123780081,1021765462,-1168436052)+W(11,1026056519,1027695361,-1102273277,1026410761);WS(1057903600,1067139767); +sum1=W(0,-1107061793,-1111029392,1012511358,-1130009103)+W(1,-1102099951,992918145,1028125200,1043136838)+W(2,-1123992244,-1145160172,-1117969679,-1115498357)+W(3,-1104154592,-1103367501,-1124300975,-1137761926)+W(4,-1106189879,1050079197,1060113955,1051222763)+W(5,-1125356943,-1117739880,-1108729546,-1104467697)+W(6,1009980758,-1113394087,-1117250069,1008012526)+W(7,1048697267,1034440698,1016245011,1024983063)+W(8,-1165450354,-1114615608,-1104780916,-1111781863)+W(9,1026647906,-1114684710,-1115259538,-1162310274)+W(10,1041096574,1041574755,1025498192,-1117690736)+W(11,-1139440358,-1118506516,-1120787335,-1117169584);sum2=W(0,1038855085,-1131692032,-1120699406,1011962608)+W(1,-1126451804,-1110442893,-1112627842,-1122245118)+W(2,1026864717,-1123527836,1008646548,-1106947014)+W(3,1038467393,-1112343444,1026799984,1007214128)+W(4,1042136464,1054959792,-1106597578,-1122221782)+W(5,999106843,1011333214,-1109079281,-1113116412)+W(6,-1113849522,-1138735380,1029224075,-1145867047)+W(7,1031831390,1046305460,-1114988845,1026356645)+W(8,-1117815384,1032922020,-1109725169,-1109881757)+W(9,-1120001434,-1118784264,1022659583,-1116434980)+W(10,1008343524,1047204017,-1123194990,1020413259)+W(11,-1119479700,1000599735,-1114571313,-1123390380);WS(-1101058110,1058505899); +sum1=W(0,-1123852394,-1112299044,1015324303,1008909245)+W(1,1024016996,-1124723744,992056181,1037579744)+W(2,1022516663,-1130344395,-1131134189,-1121096497)+W(3,-1128516275,-1102217815,-1139701245,-1151491221)+W(4,1056678303,1021619781,1045087960,-1098678002)+W(5,1021039583,-1132041247,-1098726544,-1109419958)+W(6,-1104833467,-1113648843,1031005836,1009250957)+W(7,-1095085849,1041104615,1036986521,1058072040)+W(8,-1140161581,1026848535,-1121889031,-1109643932)+W(9,-1119585353,-1121962739,1009310828,-1131857944)+W(10,-1129179587,1025292595,1032839164,1024521495)+W(11,-1125244995,1005622747,1017031326,-1127292144);sum2=W(0,1023078017,-1140746852,1017011277,992821683)+W(1,-1112719649,1034266306,-1139829185,1023704638)+W(2,1021903376,1016759855,-1119668356,1027637582)+W(3,959773689,-1112338116,999390943,1011814063)+W(4,1032357888,1057654961,-1113377165,-1107874815)+W(5,1034398452,1051594315,-1086342498,-1113625790)+W(6,1035095219,1024063493,-1128713872,-1121326865)+W(7,1012152366,-1122811174,1033653422,-1108229047)+W(8,1035110699,1031049449,-1136544465,-1101720659)+W(9,1023948090,1032024680,-1138094133,-1144442308)+W(10,1020168485,-1113617432,-1140161389,-1133039950)+W(11,1018271190,1021410443,1019370668,-1121720102);WS(-1098338111,1023498750); +sum1=W(0,-1121510465,-1112416999,1022617405,-1138701849)+W(1,1010706669,-1110248019,1041395124,1040383254)+W(2,1021863397,1016227961,1020223099,-1149170878)+W(3,-1180399652,1037491593,989875557,-1168316434)+W(4,1058209828,-1095385553,-1094988553,-1097293461)+W(5,1018489101,1021609037,984962665,-1106291545)+W(6,-1102495433,-1121884733,1028694643,1014043241)+W(7,-1097437690,1046085501,-1118903112,1059563452)+W(8,-1145092370,1026243438,-1122110350,-1119747464)+W(9,-1122132512,1036415429,-1123740578,1012653195)+W(10,-1130301425,-1128488725,-1126796061,1027507886)+W(11,992349061,-1164474953,989067449,-1123237039);sum2=W(0,1029420636,1036981221,-1120898035,-1164068108)+W(1,-1110964317,-1141413971,-1106651210,-1112077059)+W(2,-1148255859,-1129246253,1028557670,1028276360)+W(3,1035658823,1039879187,972583599,1013829433)+W(4,1035230257,1044568046,-1108370344,-1106432341)+W(5,-1131530425,-1126980980,1026800348,1017251513)+W(6,-1102894380,-1128781606,-1128855117,1016837545)+W(7,1041920264,-1110600858,1035930993,1027609202)+W(8,-1121785123,-1124361549,1023713154,-1124056839)+W(9,1013125305,1008550341,-1130000643,-1120505887)+W(10,-1125837008,1019426133,1017927697,1026372950)+W(11,1009116645,-1127748642,-1129712212,-1132458450);WS(1064075168,-1085260633); +sum1=W(0,-1104011171,-1113516590,1004279127,1020097830)+W(1,1034297780,-1106861493,1036855277,1041894009)+W(2,-1138151419,-1151789197,1031661466,-1113914242)+W(3,-1103036207,-1102348791,1026532451,1028112237)+W(4,-1112331770,1058153819,1027716980,1045116105)+W(5,-1129921062,1026370483,-1100287056,1017072798)+W(6,-1120389361,1038928889,-1130706656,961537748)+W(7,1043898973,1048347472,-1096709211,-1096376936)+W(8,1025128111,-1140511211,1032287909,-1119328440)+W(9,-1129088474,1031068695,994604265,-1135275149)+W(10,-1164071066,-1118081687,-1102472071,996846509)+W(11,-1167790389,-1140610427,1040008649,1019059671);sum2=W(0,1033869831,-1133342724,-1138053524,1014633478)+W(1,-1111281510,-1128243618,-1126366588,-1114935893)+W(2,990649086,996067150,-1145483991,1016908923)+W(3,1003291347,1033872317,-1120104172,-1140130516)+W(4,-1107071420,-1084734921,-1086850225,1043822142)+W(5,1012165262,-1119271334,1045857736,1006526455)+W(6,1006625651,-1121932314,-1123853902,1012698026)+W(7,1067004758,1046081705,1040015383,1030145358)+W(8,-1129772456,-1144422823,-1118176982,1020093203)+W(9,1004319943,975983930,-1133638700,1013120742)+W(10,1002809783,1031930717,1028724356,-1150276254)+W(11,-1141799647,-1143148999,-1104669476,-1161820989);WS(-1102756414,-1120030182); +sum1=W(0,-1102767115,-1115971707,1007304745,-1114857721)+W(1,-1124210446,1028311347,-1101676399,1043961809)+W(2,-1120413918,-1125847632,-1113057893,-1117667780)+W(3,-1095987354,-1101194087,-1135708169,-1113282502)+W(4,1046261656,1068133511,1065521342,1053600405)+W(5,-1114932345,1027169042,-1095174540,-1103902228)+W(6,-1099422340,-1109693396,-1115825727,-1130226572)+W(7,1042816511,-1098872988,997946179,1046696200)+W(8,-1125196828,-1114420141,1020822452,-1101926052)+W(9,-1122657804,-1100198174,-1136250680,-1142173365)+W(10,-1133742993,-1113205915,1025742970,-1112668237)+W(11,-1121096548,-1110338975,-1140085511,-1113901869);sum2=W(0,-1119384349,-1117046041,-1126993785,1022430051)+W(1,1011315171,-1106680506,1014745875,-1127804673)+W(2,1009328259,-1125156477,1009189211,-1121146859)+W(3,-1113440146,-1099757367,-1136699515,1027244407)+W(4,1020590601,1034863647,1065124465,-1129639049)+W(5,1000906166,1017063165,-1111752578,-1115604020)+W(6,1038214736,-1152620459,1024283610,-1115987625)+W(7,1035633573,-1116743921,-1130768777,-1113943514)+W(8,-1117062841,1024425511,-1120130033,-1124061319)+W(9,1013074835,1015902709,-1137060371,-1120680273)+W(10,-1127682237,1012706011,-1112590762,-1113854522)+W(11,-1119191933,1024105421,-1113078716,-1148961286);WS(-1077988040,-1098609713); +sum1=W(0,1040202093,1027276515,1002836371,1020152245)+W(1,-1104283732,-1105856183,1037438449,-1114910389)+W(2,-1125387021,1013826369,1028081393,1039298438)+W(3,1049452385,1032875267,1010566313,-1132015209)+W(4,-1098108347,-1102427678,1030654167,-1100627367)+W(5,1018674229,1017725301,-1131705423,1024125142)+W(6,1036663212,1034908465,1020486319,1010053945)+W(7,-1104090280,1048934265,-1095852652,-1113362709)+W(8,-1141124531,1015682181,1019783717,1042947115)+W(9,-1114877050,1038229775,-1132252076,1030571159)+W(10,-1126406169,-1138504825,-1105166249,1025947458)+W(11,1006527587,1016700365,1035155325,1021770278);sum2=W(0,-1132626695,-1138132903,-1139598567,-1142267837)+W(1,1039691642,-1110747637,1033876712,1023852808)+W(2,-1147709133,-1155304986,-1127924867,-1114839167)+W(3,-1131100139,1032537913,1008554815,967895252)+W(4,1061640184,1037101696,-1095058264,1012220303)+W(5,-1121532798,992067354,1049832068,-1122160974)+W(6,-1112410791,1023361695,1024473654,-1145406733)+W(7,-1091888991,-1161200181,-1104029741,-1110252153)+W(8,-1128735955,1025251228,-1126050715,1027903240)+W(9,-1130141475,1015868043,1020245499,-1120792990)+W(10,-1119701362,977066218,-1196949327,1031843465)+W(11,-1157362170,1009680879,-1118663498,-1132864167);WS(1050097375,-1144620389); +sum1=W(0,1044211901,1033637193,1011057731,-1128715377)+W(1,-1104047251,1028225817,1022227585,-1107032850)+W(2,-1128884681,1011579579,1008625791,1044522647)+W(3,1048874276,1034983634,1019193873,-1134438475)+W(4,-1092741994,1036584266,-1114392598,-1096643663)+W(5,1018667761,1025301657,-1113959235,1044273989)+W(6,1042543166,1017343103,1009602711,1022275225)+W(7,1025153498,1028276325,-1097617495,-1092702793)+W(8,1024565397,-1123355105,1041046056,1042105869)+W(9,-1149239594,1037918654,-1136253330,1032927683)+W(10,-1142331733,-1118553533,-1097624368,-1139445891)+W(11,1027058603,1015982985,1045159742,1025445761);sum2=W(0,1033296420,-1128383915,-1172679141,-1125113091)+W(1,-1102915066,1037338868,1016688407,1004274749)+W(2,1017918867,991135609,-1144981581,1028147108)+W(3,1019343075,1031861037,-1126905475,-1152889753)+W(4,-1089888071,-1090194983,-1097163724,-1103752812)+W(5,1022111055,-1117974458,-1121675098,1030353331)+W(6,1038268779,-1113645001,-1117488938,1006649294)+W(7,1041005261,-1118523722,1051715314,1062746712)+W(8,1026630548,-1115156997,1006661278,1019962267)+W(9,1028739248,-1120621430,-1172252645,1019337735)+W(10,1027501384,-1154227385,1035778038,-1124587947)+W(11,1018829507,-1136345798,1013440998,1023891692);WS(-1098112447,-1125216946); +sum1=W(0,-1112042689,-1119953952,1006322176,1010417568)+W(1,1041397655,1018267345,-1112614584,1004161984)+W(2,1021110568,-1137912440,1024614191,-1114418485)+W(3,-1116450322,-1112784281,1017991280,-1140685064)+W(4,1058507679,1050855349,-1113885864,-1090400895)+W(5,-1127130192,1019594896,1027345269,-1104618697)+W(6,-1105219289,1023451023,-1146614696,-1126853432)+W(7,-1097135921,-1122997076,-1126136276,1051228911)+W(8,-1116355204,987030015,1039454784,1037685358)+W(9,-1153582112,-1110071894,1019294567,1004323364)+W(10,-1149231824,1012208560,983864831,1016683168)+W(11,988441407,-1149650752,1030420791,-1140802306);sum2=W(0,-1152950404,1010887850,-1134943159,1035141604)+W(1,-1104792229,-1119115361,1025641276,-1100547860)+W(2,-1138078871,1016878804,1021611837,1037875812)+W(3,-1122370025,-1101926585,-1120750640,1031353634)+W(4,-1100366049,1042205116,1057546844,-1101375945)+W(5,1015482099,-1140091328,-1109199537,1015511489)+W(6,-1104605825,1035852377,-1114509439,1025254666)+W(7,1042952063,1039483674,-1108641700,1048526282)+W(8,1032201266,-1132053601,-1109299079,-1105787312)+W(9,-1114959163,-1148680422,-1113538005,1028756554)+W(10,1030776026,1041006229,1037895648,1033576762)+W(11,1007578680,-1124574444,-1107406256,-1143994351);WS(1027823864,1049081066); +sum1=W(0,1045092167,1032126573,-1130128499,1012131718)+W(1,1031292119,1050389010,-1127539283,-1108779609)+W(2,-1123848398,1017365039,-1113259988,-1168425160)+W(3,1043895467,1034108246,-1147020173,1020918007)+W(4,998802811,-1089568357,-1094495268,-1101697729)+W(5,1015583683,-1120941186,1026355631,1036534559)+W(6,1035993776,-1104998342,1020448605,1027080278)+W(7,-1096020979,-1097851474,1057437086,1047905888)+W(8,1024649726,-1123264842,-1112197645,1044370080)+W(9,-1129990263,-1123698278,1024273997,1012408472)+W(10,-1105719893,-1101687913,1052750589,1041161122)+W(11,1027345300,966350543,-1103284196,1035394325);sum2=W(0,-1115639872,-1150596845,982227227,1023788251)+W(1,1041100183,1053945290,1046665761,1042970848)+W(2,-1214633659,-1143798279,-1121383639,-1120506242)+W(3,1015277390,1006169559,-1119196045,1006064903)+W(4,-1128807740,-1078236510,-1080187678,1037025188)+W(5,1023282498,-1114831851,998104205,1017634434)+W(6,1034991246,-1110295858,-1139981943,1022374646)+W(7,1053440142,1058969577,1052132899,1047303977)+W(8,1023435593,-1124500500,-1112892146,1037533712)+W(9,-1148612007,-1131776900,-1130167410,1006364327)+W(10,1029728171,1005561207,1035867784,1033799186)+W(11,1015376522,1014287051,-1110685126,1033828190);WS(-1088189216,1043089281); +sum1=W(0,1049770738,1041680407,-1121398410,-1140748743)+W(1,1042644994,1047024381,-1096476823,-1088213532)+W(2,1008330103,1031833588,-1107153702,1041481493)+W(3,1048806759,1043836791,-1149048846,1026065228)+W(4,1050638745,-1101872740,-1108723571,-1084369379)+W(5,1020682979,1026205458,1041455384,1035104215)+W(6,1034371336,1024770968,1036138263,1020127051)+W(7,-1094226627,-1096464492,1041309981,1036745881)+W(8,1006701623,-1120876186,1045395982,1040593116)+W(9,1037337862,-1137213911,1038047047,-1128555260)+W(10,-1106071481,-1102959693,1028379642,1011670631)+W(11,1024336228,1028740542,1016152290,1040128941);sum2=W(0,1028575755,-1114659435,1004169862,-1129618765)+W(1,-1109549862,1025826707,1020493837,1018469269)+W(2,-1123897489,-1153284395,-1116607191,1022763469)+W(3,1025093243,-1110197183,1012667011,-1163586391)+W(4,1018231561,1050121196,1045602812,-1120959857)+W(5,-1131222849,1019030581,-1110473213,1017295613)+W(6,-1140439179,-1110600679,1006867267,1004789414)+W(7,1009644755,1038682513,1007539419,-1119013866)+W(8,-1125130849,1009132883,-1107944702,-1143499366)+W(9,1019765437,-1106146141,1023888443,-1148564598)+W(10,1017107081,1040899502,1005311510,-1126956769)+W(11,1006886939,-1127991173,-1114206671,-1123266847);WS(-1082596160,1043517696); +sum1=W(0,-1154689545,1032486047,-1153492953,1028909798)+W(1,1025985531,-1118729126,-1117361518,-1104169149)+W(2,1024711058,-1125485751,1034798166,1029418231)+W(3,-1128767583,1037703496,1019116907,967933898)+W(4,1031994846,-1089391227,-1087176649,1049441299)+W(5,1008177302,986175666,1046438773,1006099469)+W(6,-1115978788,1027446332,-1129844133,-1132218099)+W(7,1056185125,1032249225,1018413135,-1115448907)+W(8,-1125946755,1030151438,991686873,-1106352341)+W(9,-1146849277,-1114471573,999709323,1011144392)+W(10,1036574828,1042483386,-1130624603,-1154137305)+W(11,1006963806,1019997155,1022706506,-1131200252);sum2=W(0,-1103978637,-1138508200,1024001581,987806561)+W(1,1032745921,1036006171,-1109586411,1039699877)+W(2,1017765222,-1151113585,984628641,-1106709297)+W(3,-1113576691,1037869389,-1138298076,-1132313544)+W(4,1041044376,1057490671,1004783368,-1109697688)+W(5,-1128136972,-1126668402,-1123523352,-1135869680)+W(6,1041829747,-1102361734,-1131321664,1003342504)+W(7,-1120283284,-1118937466,1023850463,-1101655248)+W(8,-1142518888,-1119975873,-1133053924,1037905909)+W(9,995389041,-1103350916,1016585830,1015369606)+W(10,-1137071480,1023653113,1033013495,-1123567230)+W(11,1015435786,-1153724113,-1123775069,1008345900);WS(1066487464,-1081148228); +sum1=W(0,1045622655,1039828621,-1115667101,-1156758047)+W(1,1016497454,1034243041,1016276052,-1121579186)+W(2,1025331662,1022570928,-1129971954,1026804003)+W(3,1043227835,1051174634,-1120457266,1032245054)+W(4,-1125065087,-1081200961,-1081882686,-1107379682)+W(5,1033790001,950141917,1050524446,1036683903)+W(6,1038187760,1035936180,1028999903,1025970038)+W(7,-1121918554,-1121754318,-1110627634,-1114502289)+W(8,1035886143,-1123227402,1045144826,1033938044)+W(9,1028125692,1038703027,1031685286,-1129094085)+W(10,-1138807120,-1128847308,-1130240468,1032926021)+W(11,1023360168,1033245399,1036935449,1028558202);sum2=W(0,1013162021,1040565489,-1109318105,990406129)+W(1,1031481662,1036428343,-1098989385,-1111903383)+W(2,1026146121,1020848344,-1111376696,-1112035485)+W(3,-1125670617,1041812300,-1108583903,1032976305)+W(4,1043786440,1039454897,1042303391,-1114873385)+W(5,993596601,-1114987237,1044627344,1007686716)+W(6,-1123723867,1031967357,1027268958,1009651516)+W(7,1032603577,-1097549253,-1113158574,1001920896)+W(8,1030752081,-1112152994,1043104932,-1107723593)+W(9,1033460548,-1113698315,1034160517,-1109295843)+W(10,-1117993943,-1119346601,1032025507,1015358203)+W(11,-1128311189,1024170945,-1111706149,-1142055788);WS(-1085700080,-1080808385); +sum1=W(0,-1130852634,1020782261,-1122227946,1024296914)+W(1,1037784580,-1106441949,1011762792,-1113008209)+W(2,1011155704,1007950112,1023563097,-1128041639)+W(3,1018157624,1000516328,1023737634,-1137292464)+W(4,1034492712,-1096045179,-1126768286,-1132968658)+W(5,-1130475172,1027876850,1048917408,1002605936)+W(6,1007198528,1034334952,1017074878,-1114666035)+W(7,1044579508,1035021791,-1108931914,-1104353680)+W(8,-1148910448,1030237498,-1127030516,-1126595297)+W(9,1028012332,1030076118,998628462,-1116342907)+W(10,1016641544,1037317931,-1106440695,-1128335092)+W(11,-1178616327,1026212766,-1122557970,-1124799637);sum2=W(0,1009004191,-1136885460,1018138398,-1127545645)+W(1,-1131692274,-1125888003,-1151865619,1015771798)+W(2,996126556,1018938725,1023581282,1014637794)+W(3,-1141392422,1032831862,999025130,-1144042592)+W(4,-1091675886,-1072938398,-1097510643,-1107745249)+W(5,-1136255574,-1112160457,1076041086,1057331451)+W(6,1017820345,-1138954980,-1150259805,-1139402988)+W(7,-1091916978,-1117354278,1017078443,-1117369881)+W(8,-1150817344,-1138128772,1032772879,1056314077)+W(9,1013413304,-1164078621,-1133933532,985356315)+W(10,-1124163047,-1138824868,-1132951491,-1132039248)+W(11,1018397555,985080995,1026258229,1020965023);WS(1065410184,989310727); +sum1=W(0,-1109321255,-1114916286,-1140125102,-1129262375)+W(1,1026154888,-1115626794,1039766830,1036945010)+W(2,-1125355007,1012320294,-1121887434,-1134197844)+W(3,-1113105487,-1103994248,-1133156750,-1116437485)+W(4,1060001058,1017259310,1046741097,1017194412)+W(5,-1137406030,-1133486286,-1114897776,-1094555822)+W(6,-1113291025,-1135877737,-1140436482,1013595422)+W(7,-1103200016,1018378495,-1110004779,1059311888)+W(8,-1124720479,-1115411390,-1113774366,1023750749)+W(9,1027066925,1020121135,-1120957855,1001232640)+W(10,-1131905035,-1127100975,-1115618446,-1131666807)+W(11,1004266540,-1123146591,-1116648163,-1124072268);sum2=W(0,1015903261,1014594226,994239369,-1134742142)+W(1,-1137672551,1023023759,-1150882457,1020154303)+W(2,1005131169,-1125421078,1017377705,1024853570)+W(3,-1129761964,1031995313,-1126643555,-1134258278)+W(4,1027518631,-1097618001,1040302074,1022217883)+W(5,1001175413,-1138047636,1026258033,-1148789809)+W(6,1009465920,1021296491,1015413679,-1124787402)+W(7,-1098762324,-1122992412,1029784509,1049285742)+W(8,-1148246653,1016986651,1015729459,-1132512970)+W(9,-1131866907,1022764367,1010959842,991423945)+W(10,-1126884057,-1118740892,-1122024941,-1135790753)+W(11,-1142203369,992745521,980872325,-1130065044);WS(1051937311,1019742014); +sum1=W(0,-1110586220,1007594774,997229903,-1128733562)+W(1,1034449865,1040493967,-1115449474,1044317379)+W(2,-1126315858,-1118602611,-1122019556,-1129053661)+W(3,-1114376035,-1126695312,-1116159949,1023734487)+W(4,-1106892452,-1096043495,-1131615423,1058430122)+W(5,1007433460,-1115826781,-1114653189,-1137597924)+W(6,1032525373,-1154941499,-1139661928,-1132293538)+W(7,1048571437,-1110832404,1043036192,1028795565)+W(8,1027349977,1018237258,-1106286569,-1104742917)+W(9,1019369518,1026460481,1016780849,-1123545457)+W(10,1031893623,1016066306,-1122201669,-1111719346)+W(11,-1123671919,1018711058,-1121789868,-1118024837);sum2=W(0,-1127535498,-1127740478,1016157529,1008400273)+W(1,-1120718262,-1108362087,-1101104373,-1110432262)+W(2,1025653041,-1134925453,-1146032407,-1113670226)+W(3,1041994790,1049438349,-1138058389,-1144490357)+W(4,1042410198,-1105949033,1056816205,-1088501039)+W(5,1011207517,-1153231998,1045816390,-1132649478)+W(6,-1105215135,-1113276412,-1130565626,-1125392389)+W(7,-1108549667,1029274599,1025802623,1056199589)+W(8,-1127906971,1000306913,-1139374331,-1122823248)+W(9,-1135958083,-1114929610,-1135290574,965128306)+W(10,-1152613734,1031964529,1003318865,1003347845)+W(11,-1157554354,-1130500213,1019133207,-1123972337);WS(-1117640696,1034706864); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -2), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 0), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 2), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -2), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 0), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 2), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -2), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 0), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 2), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -2), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 0), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 2), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1132374181,1016607238,994153301,-1120567290)+W(1,-1125130389,-1146864427,-1122316900,-1132591953)+W(2,-1119806663,1024055745,1031756856,-1117911182)+W(3,-1126690796,1029429758,1003125923,-1121091407)+W(4,992947237,-1137843051,1021572063,-1139074345)+W(5,1046512564,1056444330,-1096186409,1053527378)+W(6,-1112059294,-1109040755,1051252577,-1093298645)+W(7,-1110173889,-1113641375,-1148456803,-1120338466)+W(8,-1125619459,1000210819,-1119615974,-1117468940)+W(9,-1138699933,-1129869365,-1121684346,-1144213939)+W(10,1033651817,-1119537890,979248533,1023905988)+W(11,1032546877,-1127458445,-1141776739,-1133630411);sum2=W(0,-1119263575,-1114028928,1022573468,-1126549409)+W(1,-1124834267,-1099458226,-1116443736,1019494412)+W(2,-1122284082,-1118444706,1017309436,1007192676)+W(3,1010488320,-1109973330,-1121042004,-1127647730)+W(4,-1119708173,1024108770,-1114833146,-1140490164)+W(5,1055169273,1055452063,1037187519,1032492771)+W(6,1039787167,-1112035826,-1106256028,1044169825)+W(7,1044065299,-1121131548,-1125070906,-1145097543)+W(8,-1146392599,-1113990054,1003196031,1021805248)+W(9,-1095922228,-1126677517,1006796332,1026983682)+W(10,-1118290710,-1130573089,1022777176,-1122158651)+W(11,-1121253833,1019346120,-1123455912,-1129575364);WS(1060265584,1063714812); +sum1=W(0,-1123065753,1022311347,-1128788280,1021450242)+W(1,1021294882,-1140362288,1028928107,-1137050988)+W(2,1009531192,1035626828,1024570351,-1118036885)+W(3,992320459,1029327365,1025121435,-1118665549)+W(4,999728711,-1108349889,1039397963,-1111111528)+W(5,-1137639751,-1102959280,1026074151,-1119265827)+W(6,-1106406289,1036057270,1041760911,-1101623708)+W(7,-1106167682,1037788386,1017790822,-1128138578)+W(8,1022720848,974355898,1011253684,-1131322533)+W(9,1043907075,1025863841,-1136338948,1019796282)+W(10,-1132552740,1027651305,-1136816500,-1151514983)+W(11,-1134343810,1024478285,-1139070668,-1124857459);sum2=W(0,-1124053764,1017938673,-1130878336,1023758242)+W(1,-1122894214,1031015106,1028583936,1000956747)+W(2,1004424067,999096115,994031846,999883691)+W(3,1009546537,1005722235,-1134395125,-1150041590)+W(4,-1145138723,1027873020,1027498838,-1120671625)+W(5,-1104963408,1073183850,1053869854,1005174931)+W(6,-1126082311,1035733703,1053107786,1001047899)+W(7,-1135618057,1023923178,1022225293,1002728051)+W(8,-1122179044,-1127336921,-1131041230,-1144315403)+W(9,-1074622268,1033668418,1009416925,-1093535895)+W(10,-1114468554,992895974,990806038,-1094361386)+W(11,-1126165581,-1138321549,-1131337021,-1123867271);WS(1067199072,981674447); +sum1=W(0,1018794771,-1113372949,-1105288827,-1113726457)+W(1,1008735750,-1102105679,-1095136821,-1115871564)+W(2,-1125149117,-1108798620,-1103744656,-1125817867)+W(3,1016463803,-1099284685,-1137689902,1001830321)+W(4,-1099180638,1040483381,1032552483,1040785760)+W(5,1052734745,1065065389,1054762461,1050678235)+W(6,1033282170,-1097094388,1044820043,1044281884)+W(7,1032013917,-1124668651,1010644366,-1121192922)+W(8,-1114167068,-1127069135,-1139898486,-1124907206)+W(9,-1097429016,1035770473,-1118671794,-1107257499)+W(10,1027211226,-1125646899,-1122788302,-1104994292)+W(11,1015961570,-1114483455,-1123221796,-1114303237);sum2=W(0,-1139313841,989560618,1021627528,-1124538541)+W(1,1010830983,1026431506,1014774531,-1119374292)+W(2,-1125616841,1018739126,-1118520012,1020827626)+W(3,-1136528497,-1129452021,1014458179,1008596323)+W(4,1028695072,1011050585,1027300307,-1127440395)+W(5,-1087762234,1053318756,1052523334,-1102978428)+W(6,-1109480314,1034265115,-1113197028,1027251929)+W(7,-1132845253,1022117249,-1134832277,1023848922)+W(8,999023778,1015498074,-1130074937,1020622605)+W(9,1038687085,-1128231773,-1126569197,-1119874204)+W(10,-1125820221,-1123965604,1018969905,1029469191)+W(11,-1150305989,-1130502215,1024095771,-1159659466);WS(-1082327904,-1101742629); +sum1=W(0,1007179909,-1124051394,994965062,-1128942355)+W(1,-1115398989,1047686461,1029361427,-1172666584)+W(2,-1126910957,1025118144,1028067431,-1145393643)+W(3,-1127439210,1018201755,-1121058723,-1153678686)+W(4,1022855203,-1119991818,1027052286,-1116531225)+W(5,-1095192109,-1106285700,-1110346311,1044526075)+W(6,-1116394763,1030498357,1043850022,-1123739865)+W(7,-1120454737,1034890279,1032721886,-1123838961)+W(8,1015495233,-1129777663,1021969515,-1127603958)+W(9,1037065627,-1113404469,1017142675,1026992677)+W(10,1013662917,1016457699,-1130059467,-1119388383)+W(11,1021249778,1017348651,-1131255799,-1119902562);sum2=W(0,-1131491186,-1137235679,-1130890464,1014279427)+W(1,1042930837,-1073378768,-1097554196,1026571161)+W(2,993445038,-1130245298,-1092458255,1025279833)+W(3,1014707171,-1135266971,-1120075373,-1133457551)+W(4,1024729347,-1130557096,1014973315,-1129394348)+W(5,1073588633,-1105375875,1014221291,1048952496)+W(6,1029166823,-1119905200,1016092170,1053816664)+W(7,-1151431678,-1161525308,-1147013927,1030737081)+W(8,-1150339726,-1141673719,1004833335,-1152876382)+W(9,1035354953,-1124590261,-1159625756,1016692910)+W(10,1027382919,-1138326931,989537980,-1129170378)+W(11,979085751,1009604643,1017200998,-1124802440);WS(1067891072,-1132872541); +sum1=W(0,1014334757,1020114356,-1122834636,1025237873)+W(1,1029025473,-1121917372,-1105197551,1030238795)+W(2,-1121222990,1024596920,1038150728,1007260181)+W(3,-1123834925,1015271403,1024170379,988616634)+W(4,-1118569017,976917621,-1114151507,-1117007553)+W(5,-1114461425,1051488823,-1088419628,1049984500)+W(6,1039495098,987986858,1053317187,-1084792932)+W(7,1027254009,993078101,1026119523,-1124531763)+W(8,1039451348,-1152616053,984935338,1031366707)+W(9,1008484089,-1145922699,-1123762161,1049092386)+W(10,-1131993235,1000937675,1012164149,-1122288663)+W(11,999667975,1004174827,1011615629,1022258228);sum2=W(0,-1136232721,1019759527,-1116760996,-1144599930)+W(1,-1128645029,1041961890,-1111064134,-1137221455)+W(2,-1156748756,1033905549,1036336113,-1151231836)+W(3,1020235585,-1122711401,1022489781,-1160295481)+W(4,-1125055029,1027655943,1032901632,1032730282)+W(5,1050767412,-1130649513,-1115058011,1047170030)+W(6,-1120368706,-1105887613,-1116185015,-1093680614)+W(7,-1132924343,-1122854992,1012694293,-1115425401)+W(8,1005941018,-1131155477,-1129170670,985378521)+W(9,1019394239,1022276751,-1129924333,-1129460922)+W(10,1024734935,1015791177,-1148456898,-1115704458)+W(11,1018590227,1012472897,-1140100033,-1147415538);WS(1059709408,1024973287); +sum1=W(0,1004611460,-1122880609,996494647,-1126012593)+W(1,-1114032340,1049657976,1020165829,-1134152138)+W(2,-1126017195,1032225804,1014735450,-1131432537)+W(3,-1124178504,1022764985,-1115613273,991561039)+W(4,1030391200,-1114579692,1028092109,-1119189544)+W(5,-1094041084,-1106474499,-1111968183,1046947367)+W(6,-1112475533,1030371012,1044458845,1018380112)+W(7,-1122300512,1034006830,1033263557,-1123292160)+W(8,1016065247,-1127475101,1023428420,-1124577204)+W(9,1040268033,-1114564220,1021721777,1002304420)+W(10,1023640576,1019190017,-1128430825,-1114168306)+W(11,1017080432,1017178441,-1127717781,-1119951545);sum2=W(0,1011909323,-1143341847,1024962708,-1125800395)+W(1,-1103527255,1076690943,1052819438,-1116511680)+W(2,-1148349175,990717342,1057154431,-1120293374)+W(3,-1125483347,1023577182,1025045202,1015270352)+W(4,-1144213999,1018807292,-1122338700,1023886172)+W(5,-1072687587,-1098249874,-1115186882,-1097320166)+W(6,1012280135,1010582795,-1117298851,-1091630497)+W(7,1016249338,-1125194137,990164302,-1118805022)+W(8,1000330119,984068764,973576887,-1171853367)+W(9,1023038428,1007326739,1001426319,-1140479659)+W(10,-1122270538,1008233815,-1135413483,1029135274)+W(11,1003973863,-1140102471,-1129534965,1020995472);WS(1066253200,1009489111); +sum1=W(0,1024085178,-1107707469,-1102592607,-1121073890)+W(1,1023275236,-1116780301,-1106598971,-1130104696)+W(2,-1135799996,1032050668,-1111680448,-1128214764)+W(3,-1121776782,1028096678,-1131519352,-1141685621)+W(4,1026388586,-1107162241,1033075644,1041243549)+W(5,1049328440,1057262167,1050587318,-1121496677)+W(6,-1096674093,1040843700,1027096831,1018012708)+W(7,-1101864235,-1117086438,1028580820,-1122519370)+W(8,1004872905,-1145989825,-1130535196,-1123366116)+W(9,-1116780079,1023066500,-1120961954,-1113976447)+W(10,1015552212,1008378152,-1121521086,-1113850464)+W(11,1040749648,-1135644600,-1124335656,-1123000331);sum2=W(0,-1117172679,-1121647283,-1106333857,1013104936)+W(1,-1135146700,1030458550,1031691189,-1127525498)+W(2,1027187072,1009508096,-1111791784,-1122718205)+W(3,-1128814570,1037784205,-1127767754,-1119344027)+W(4,1046293466,-1098323478,-1143812784,1041445982)+W(5,1051999059,1016608418,1032669672,1054977467)+W(6,-1099681845,1044831040,-1093831562,1044523088)+W(7,-1107269301,-1118967703,-1117227205,-1185033988)+W(8,1025469214,-1123006845,-1153458272,-1111423698)+W(9,1041509878,-1111394764,1018478818,-1110723238)+W(10,-1110045970,-1140396324,-1127833490,1024902469)+W(11,-1121987113,1021194206,-1129041118,-1129401382);WS(1055988095,1068562120); +sum1=W(0,-1130996743,1036197410,1041692938,1025054956)+W(1,1026193148,1039706891,1042434277,1024941510)+W(2,1028839961,1029783554,1036807045,1035977616)+W(3,1025665319,1026886128,1019008523,1016648336)+W(4,1032351834,1043619883,-1141880069,1040251631)+W(5,-1093055992,-1087193164,1026325313,-1100356972)+W(6,1043491547,-1097265155,-1087410536,1047058383)+W(7,1048991774,-1099060796,-1104034167,1044781893)+W(8,1002392085,1020511427,1011769695,-1113980711)+W(9,1032223740,-1163338101,-1124414423,1040781794)+W(10,1027612260,-1129538215,1015241743,1047196369)+W(11,-1113322870,-1180507092,1018634427,1036828166);sum2=W(0,-1119308996,-1121926087,-1098330057,-1109623534)+W(1,-1107757858,-1111457821,1031129408,-1108667787)+W(2,-1144042093,-1092220222,-1091241820,-1126585969)+W(3,1024608852,-1104308532,-1112242725,1004201965)+W(4,1045894429,-1111281216,-1105318233,1051762285)+W(5,1060518836,-1103134861,-1116694436,1029096148)+W(6,-1120268316,1034184394,1017373783,1065480819)+W(7,-1105721536,-1134873838,-1129342463,1035423856)+W(8,1002875661,-1152598618,1036873688,-1120494292)+W(9,-1104320409,1023528108,-1117793653,1042501069)+W(10,-1131983911,-1123122827,-1117516356,1041202422)+W(11,1017105251,1015347387,-1131565835,1023586732);WS(-1073915832,-1098883962); +sum1=W(0,-1131602112,1032898976,1024626915,1030932360)+W(1,1018154928,1011274315,-1122370130,-1125999684)+W(2,-1122315861,1029902191,-1113904235,-1122265980)+W(3,-1120663220,-1111387910,-1115348785,1018577993)+W(4,-1117814224,-1103847418,-1130380922,-1098288699)+W(5,-1106175819,-1105327485,-1096397881,1056014501)+W(6,-1115232133,1040451325,1059753579,-1097956311)+W(7,1017122848,1042824131,1039068637,-1126206816)+W(8,1040490540,-1120290302,1021355752,1033018229)+W(9,1044317365,-1139369119,-1131922448,1031863906)+W(10,-1122968848,1033247800,-1121102372,-1098424101)+W(11,1021433455,-1143567007,-1121007738,-1136273729);sum2=W(0,-1126395193,1025514844,1046909717,-1118315643)+W(1,-1138413531,-1112879553,1026986728,1014636591)+W(2,-1129252552,-1114813410,-1122377333,1013622247)+W(3,-1131632742,-1140190295,-1144089687,-1122713894)+W(4,-1112473945,1030594060,-1129801877,-1100980148)+W(5,1027746798,-1094641835,-1101816290,1040985677)+W(6,1057006779,-1106485598,1041324898,1051150943)+W(7,1035155819,1016695560,-1115757412,-1138866101)+W(8,-1111527676,-1135186433,1010610423,-1122172234)+W(9,1027030278,-1121095046,1030475382,1023795758)+W(10,-1133454616,999966259,1015864126,-1113671456)+W(11,-1139893847,-1124292419,-1127643580,1001347783);WS(1058139200,1067005003); +sum1=W(0,-1128484819,-1112832909,-1103206155,-1131277347)+W(1,-1112913457,-1111811582,-1108301118,1014594990)+W(2,-1118434446,-1100757638,-1113179152,1028891109)+W(3,-1151139539,-1119227733,-1116265771,-1125459884)+W(4,-1111332237,1044526364,1048238354,1015263811)+W(5,1031432468,-1114379264,1056580635,1004409248)+W(6,1053177162,-1104236495,1025802539,1057408386)+W(7,1052437131,-1121289813,-1124751623,1035803645)+W(8,-1104751670,-1124214159,-1122297405,-1106607621)+W(9,-1107787999,-1110162105,1017238947,-1107635783)+W(10,-1114959053,-1113724157,1002560364,1020725062)+W(11,-1120069105,-1115210511,-1123244163,-1129296244);sum2=W(0,1016432775,-1124268922,1023292260,-1121057595)+W(1,1031151061,-1110795130,-1116199054,-1112629457)+W(2,1021228732,-1134369449,-1103006120,-1126819952)+W(3,-1127402608,1016333862,-1120667087,1009585899)+W(4,1029388268,-1118389960,1035766063,-1111891368)+W(5,1054055516,1054507013,1033023394,-1123843875)+W(6,-1135412321,-1121918429,-1104664187,1020478730)+W(7,996548072,-1108029597,982538191,993043492)+W(8,-1122510207,1028529468,-1122161823,1032208606)+W(9,1019595258,1026811027,-1118001871,-1113138713)+W(10,1023542227,1018790016,-1116707921,-1114598707)+W(11,-1129671373,-1152045912,-1146185904,993709924);WS(-1091835967,1038509097); +sum1=W(0,1031236696,1038000620,1041562959,1002958335)+W(1,1034973544,1034473413,1042029266,-1122124314)+W(2,1015820538,1042048878,1040514695,-1120202292)+W(3,-1121967836,1042898689,1029242778,1033636218)+W(4,1029288008,-1100002304,-1093861855,-1124369824)+W(5,1049571184,1052741396,-1087002164,-1104824881)+W(6,-1089426268,1042398171,1044570703,-1089024373)+W(7,-1091407169,1030369604,1023923250,-1107643796)+W(8,1038306915,1032364667,-1132073944,1039801017)+W(9,1041619283,1036587856,-1122032128,1037725118)+W(10,1038671876,1010685600,-1138629744,1031782758)+W(11,1043274836,-1153060031,1027566834,1025678032);sum2=W(0,1013192458,1023566599,-1110538641,1016791821)+W(1,1015528749,-1112636904,1000152052,-1123883287)+W(2,-1132736674,-1130121037,-1116367667,-1131825297)+W(3,-1117749640,1033496981,-1114305335,1019880949)+W(4,-1113846927,1029704719,1045544748,-1114409767)+W(5,1054155729,1054056541,1034122997,-1109610416)+W(6,1016394661,-1116026974,1030522539,-1109117303)+W(7,-1157815185,-1107824982,992430312,1030290683)+W(8,-1125617069,1012727082,-1127655665,-1111278622)+W(9,-1108588248,1000573476,-1131212885,-1110039103)+W(10,-1135451026,-1126704253,-1123699129,-1132906850)+W(11,1016739853,-1123545619,988228497,-1134728538);WS(-1089794384,1053743764); +sum1=W(0,1022034304,-1123589329,-1124062435,977181200)+W(1,-1173982736,967031199,1008939465,999195154)+W(2,-1117753925,1038421055,1031201254,-1131079992)+W(3,-1131210280,1042888267,1023184516,1011212627)+W(4,1045687772,-1100185218,-1096122984,1045792382)+W(5,1051096635,-1128424615,-1089534650,1043214811)+W(6,-1104815387,1033659882,1022835035,-1106608558)+W(7,-1113606040,-1114474998,1025453978,975115280)+W(8,1029423919,1022712508,-1146772642,1035356461)+W(9,-1130937578,1009586465,986801416,1037071922)+W(10,-1112564552,1008485953,1012941585,1033635179)+W(11,-1115626236,1020831720,1023442138,-1148354182);sum2=W(0,-1152866061,-1136865390,1038582018,1025756371)+W(1,1021941035,-1102180290,1028991375,1022411083)+W(2,-1162131898,-1103213990,-1127151005,1018807869)+W(3,-1117519259,-1101731450,-1148467374,1030478695)+W(4,1027392563,-1108446917,-1097242729,-1095235720)+W(5,1062263751,1055770556,-1092586393,-1094985700)+W(6,1032099771,1045256871,1024429444,1023141397)+W(7,1050734432,1044538365,-1115314196,-1139645537)+W(8,1009460859,1022755591,-1145714840,1048188946)+W(9,-1098658877,1018658879,1033471029,1013992713)+W(10,-1104388978,-1135748387,1032105067,-1162587434)+W(11,-1097902791,1019361371,1008760659,1033707193);WS(-1092258911,-1089815334); +sum1=W(0,-1147044493,1034203057,1045821685,-1139634407)+W(1,-1130890003,1035729090,1044613801,1017866535)+W(2,1016637069,-1102281888,1029847032,1027130446)+W(3,1026913637,-1121093118,-1131657511,1016500860)+W(4,1015718019,1051668019,1034361159,-1119357002)+W(5,-1090722234,-1086460492,1032636456,-1104936487)+W(6,1057948020,-1095562645,-1094763749,1052628837)+W(7,1053191568,-1098187032,-1106362539,1044884520)+W(8,-1115826689,1023465264,-1130196683,-1137425069)+W(9,1010439579,-1117806874,1015877619,1035725147)+W(10,-1114240161,-1123952546,1025832214,1043916211)+W(11,-1102258214,1011300119,1029577644,1035145793);sum2=W(0,1012757410,1024378351,-1113670137,-1128703433)+W(1,1023396449,-1131966925,-1111552612,1007787634)+W(2,1012244530,1040107467,-1114649634,1017560605)+W(3,1024938353,1032092801,-1122758108,-1143125556)+W(4,-1102109659,-1100043210,1040684472,1038503213)+W(5,1061982310,1066879681,1041989415,1041322248)+W(6,-1098175974,-1089047102,-1101238360,-1104769108)+W(7,-1105089779,-1100231891,1023979343,1026757617)+W(8,1026887817,1003273444,993905065,-1099552212)+W(9,-1107386978,1019447753,-1144755940,-1104965070)+W(10,1016563929,1024790159,1019550873,-1104448348)+W(11,1036400101,1014825186,-1138003290,-1107880053);WS(-1086002512,-1084928660); +sum1=W(0,1017039401,-1113717074,-1115340892,-1131929465)+W(1,-1134499377,-1097984585,-1102662114,1020173741)+W(2,-1138890277,-1114393442,999020755,-1129468257)+W(3,-1143488833,-1132982017,1028151894,-1132813939)+W(4,1042912513,1010821235,-1103148388,1050776738)+W(5,1055825787,1049797700,-1104889757,1053707114)+W(6,1033511359,1041826234,1042555580,-1108349590)+W(7,-1138015505,1041074464,1032548919,-1108075378)+W(8,-1128281895,-1122997746,-1130358353,-1143173743)+W(9,-1098746549,-1117617116,-1139775729,-1111952748)+W(10,-1103706929,1010736529,1014563169,-1106170922)+W(11,-1110410462,-1123442568,-1137959865,-1127274842);sum2=W(0,-1126633986,1029900308,-1118205558,1000102260)+W(1,-1119827470,1041420529,-1140439712,-1144291760)+W(2,1023762781,1006017080,979974721,1016232493)+W(3,1025293286,1002898232,-1137204884,-1141218312)+W(4,1063980475,1037162912,1041999613,1051204856)+W(5,-1075398805,-1085093765,-1167793729,1066576503)+W(6,-1114660078,1033481679,1017117707,-1098954833)+W(7,-1117648930,1002077480,-1137323924,1021034547)+W(8,-1134402620,-1137379540,1019347314,-1135930364)+W(9,-1133429672,-1123883092,1012525172,1020225891)+W(10,1018587503,990744512,-1139078108,1028764817)+W(11,1026769102,1022792204,-1137103964,-1132685152);WS(-1084377664,1027078466); +sum1=W(0,-1129675619,1032239673,1023875764,1028609881)+W(1,1010908070,1024809124,1043647401,1022038247)+W(2,1030113110,-1128260416,-1131519215,1026611885)+W(3,1031201461,-1115829469,1026951667,-1132403564)+W(4,-1114746833,1026119482,1031700430,-1113303893)+W(5,-1156932707,-1104988345,1051850662,-1084547118)+W(6,1047159719,1027361605,-1083734174,1050946557)+W(7,1037768177,1042797655,-1111325382,1020650755)+W(8,-1122216064,1016759071,1025866053,-1138486380)+W(9,1033025459,1029398137,1032834541,-1132199979)+W(10,1018468419,1021351811,1007914454,1043104191)+W(11,-1108759836,1018395723,1014779182,1014159432);sum2=W(0,-1139192721,-1139997869,1034590473,-1123315648)+W(1,1030816333,1008365317,-1115134908,-1123875414)+W(2,1016532474,1028786615,-1110803030,-1123326315)+W(3,-1131093304,1015409534,1004595129,-1130303816)+W(4,969235347,-1112534256,1030314237,1026150549)+W(5,1046059603,1027803789,1037120039,1042477897)+W(6,-1122978967,-1135183209,-1102080708,-1155992274)+W(7,-1111529432,-1109468455,-1120008811,-1119026545)+W(8,-1158492453,-1132289868,1014056813,-1113579452)+W(9,1032895251,1032146261,1018097190,-1098184684)+W(10,1047700729,1011346781,-1114996104,-1126452160)+W(11,1047312851,-1122411639,-1115756663,999072441);WS(1043014014,-1087744322); +sum1=W(0,1020523582,-1138321214,-1123526530,1027952711)+W(1,1021435438,1032339433,-1110182129,1002118409)+W(2,1003104545,-1137297015,1035386835,-1138414444)+W(3,1013303243,-1108462406,-1119534945,1021955143)+W(4,1022379422,-1120526792,1035059438,1008337244)+W(5,-1110004232,-1118604170,-1086364127,1057818171)+W(6,1007303460,1036507098,1057062103,-1083267015)+W(7,1036022088,1036993862,1038869533,-1115695919)+W(8,1037330895,-1156487121,1026995059,-1116610857)+W(9,1040846837,-1153254001,1009757724,1040407761)+W(10,-1128420830,1034169880,1021783366,-1107059287)+W(11,-1142792885,1027514579,-1138765796,1017909759);sum2=W(0,-1156092221,-1131091573,-1117738234,-1129567658)+W(1,1008715269,-1115010115,-1115037144,-1123579911)+W(2,1026524337,1015586863,-1101087826,-1125160256)+W(3,1017463077,1019720419,-1113332277,-1137738801)+W(4,-1128107850,-1118479197,1030957051,1034622765)+W(5,1050631618,1054490255,1041246295,1017778197)+W(6,-1095615964,1025836507,-1117275788,1045062017)+W(7,-1101223712,-1120912313,1027688491,1020345131)+W(8,1005860107,969559787,-1132249217,1029443337)+W(9,-1157251077,1024782459,-1132354551,-1110926783)+W(10,1020928095,1012990901,998415619,-1108959270)+W(11,983922363,1011300789,-1161032699,-1122972204);WS(1054959103,-1083836992); +sum1=W(0,-1132171248,-1118146184,1023853723,-1144415487)+W(1,980216825,-1107434917,1039313221,-1133053416)+W(2,1017404666,-1111685883,1027331294,1018609320)+W(3,-1154920122,-1126004808,-1129432820,-1127349353)+W(4,1018672592,-1123041056,-1121737045,-1123173616)+W(5,1057912142,1053211380,-1161038260,-1090265426)+W(6,1046306952,1036559366,-1089253699,1044087220)+W(7,1039769364,1035028498,-1110305609,-1133031712)+W(8,-1120856711,-1131928876,1017937944,-1124541667)+W(9,-1109871174,-1129566080,1027902624,1034290206)+W(10,-1113560292,1010241568,-1121689404,1040602782)+W(11,-1109624712,-1127304152,-1124796708,-1148202051);sum2=W(0,-1139755941,-1129406227,-1110884586,1018338338)+W(1,-1122001203,1037408540,-1108237236,1025801614)+W(2,-1132321439,-1123391437,1040327756,1010171613)+W(3,1013259501,-1132299663,-1129086463,1016232007)+W(4,-1118232763,1021052542,1026570078,-1136808221)+W(5,-1113269344,1041519115,-1114736489,-1115176435)+W(6,-1110685464,-1115014721,1047951095,-1105808410)+W(7,1021765462,-1123780081,-1113536502,-1168436052)+W(8,1020321772,1004896115,-1120452457,-1136194357)+W(9,1046652366,-1107310106,-1119060361,1048907220)+W(10,-1111631696,-1126977687,1033649944,1035402835)+W(11,-1102273277,1027695361,1026056519,1026410761);WS(1057903600,1067139767); +sum1=W(0,1012511358,-1111029392,-1107061793,-1130009103)+W(1,-1124300975,-1103367501,-1104154592,-1137761926)+W(2,-1117250069,-1113394087,1009980758,1008012526)+W(3,-1115259538,-1114684710,1026647906,-1162310274)+W(4,1028125200,992918145,-1102099951,1043136838)+W(5,1060113955,1050079197,-1106189879,1051222763)+W(6,1016245011,1034440698,1048697267,1024983063)+W(7,1025498192,1041574755,1041096574,-1117690736)+W(8,-1117969679,-1145160172,-1123992244,-1115498357)+W(9,-1108729546,-1117739880,-1125356943,-1104467697)+W(10,-1104780916,-1114615608,-1165450354,-1111781863)+W(11,-1120787335,-1118506516,-1139440358,-1117169584);sum2=W(0,-1120699406,-1131692032,1038855085,1011962608)+W(1,1026799984,-1112343444,1038467393,1007214128)+W(2,1029224075,-1138735380,-1113849522,-1145867047)+W(3,1022659583,-1118784264,-1120001434,-1116434980)+W(4,-1112627842,-1110442893,-1126451804,-1122245118)+W(5,-1106597578,1054959792,1042136464,-1122221782)+W(6,-1114988845,1046305460,1031831390,1026356645)+W(7,-1123194990,1047204017,1008343524,1020413259)+W(8,1008646548,-1123527836,1026864717,-1106947014)+W(9,-1109079281,1011333214,999106843,-1113116412)+W(10,-1109725169,1032922020,-1117815384,-1109881757)+W(11,-1114571313,1000599735,-1119479700,-1123390380);WS(-1101058110,1058505899); +sum1=W(0,1015324303,-1112299044,-1123852394,1008909245)+W(1,-1139701245,-1102217815,-1128516275,-1151491221)+W(2,1031005836,-1113648843,-1104833467,1009250957)+W(3,1009310828,-1121962739,-1119585353,-1131857944)+W(4,992056181,-1124723744,1024016996,1037579744)+W(5,1045087960,1021619781,1056678303,-1098678002)+W(6,1036986521,1041104615,-1095085849,1058072040)+W(7,1032839164,1025292595,-1129179587,1024521495)+W(8,-1131134189,-1130344395,1022516663,-1121096497)+W(9,-1098726544,-1132041247,1021039583,-1109419958)+W(10,-1121889031,1026848535,-1140161581,-1109643932)+W(11,1017031326,1005622747,-1125244995,-1127292144);sum2=W(0,1017011277,-1140746852,1023078017,992821683)+W(1,999390943,-1112338116,959773689,1011814063)+W(2,-1128713872,1024063493,1035095219,-1121326865)+W(3,-1138094133,1032024680,1023948090,-1144442308)+W(4,-1139829185,1034266306,-1112719649,1023704638)+W(5,-1113377165,1057654961,1032357888,-1107874815)+W(6,1033653422,-1122811174,1012152366,-1108229047)+W(7,-1140161389,-1113617432,1020168485,-1133039950)+W(8,-1119668356,1016759855,1021903376,1027637582)+W(9,-1086342498,1051594315,1034398452,-1113625790)+W(10,-1136544465,1031049449,1035110699,-1101720659)+W(11,1019370668,1021410443,1018271190,-1121720102);WS(-1098338111,1023498750); +sum1=W(0,1022617405,-1112416999,-1121510465,-1138701849)+W(1,989875557,1037491593,-1180399652,-1168316434)+W(2,1028694643,-1121884733,-1102495433,1014043241)+W(3,-1123740578,1036415429,-1122132512,1012653195)+W(4,1041395124,-1110248019,1010706669,1040383254)+W(5,-1094988553,-1095385553,1058209828,-1097293461)+W(6,-1118903112,1046085501,-1097437690,1059563452)+W(7,-1126796061,-1128488725,-1130301425,1027507886)+W(8,1020223099,1016227961,1021863397,-1149170878)+W(9,984962665,1021609037,1018489101,-1106291545)+W(10,-1122110350,1026243438,-1145092370,-1119747464)+W(11,989067449,-1164474953,992349061,-1123237039);sum2=W(0,-1120898035,1036981221,1029420636,-1164068108)+W(1,972583599,1039879187,1035658823,1013829433)+W(2,-1128855117,-1128781606,-1102894380,1016837545)+W(3,-1130000643,1008550341,1013125305,-1120505887)+W(4,-1106651210,-1141413971,-1110964317,-1112077059)+W(5,-1108370344,1044568046,1035230257,-1106432341)+W(6,1035930993,-1110600858,1041920264,1027609202)+W(7,1017927697,1019426133,-1125837008,1026372950)+W(8,1028557670,-1129246253,-1148255859,1028276360)+W(9,1026800348,-1126980980,-1131530425,1017251513)+W(10,1023713154,-1124361549,-1121785123,-1124056839)+W(11,-1129712212,-1127748642,1009116645,-1132458450);WS(1064075168,-1085260633); +sum1=W(0,1004279127,-1113516590,-1104011171,1020097830)+W(1,1026532451,-1102348791,-1103036207,1028112237)+W(2,-1130706656,1038928889,-1120389361,961537748)+W(3,994604265,1031068695,-1129088474,-1135275149)+W(4,1036855277,-1106861493,1034297780,1041894009)+W(5,1027716980,1058153819,-1112331770,1045116105)+W(6,-1096709211,1048347472,1043898973,-1096376936)+W(7,-1102472071,-1118081687,-1164071066,996846509)+W(8,1031661466,-1151789197,-1138151419,-1113914242)+W(9,-1100287056,1026370483,-1129921062,1017072798)+W(10,1032287909,-1140511211,1025128111,-1119328440)+W(11,1040008649,-1140610427,-1167790389,1019059671);sum2=W(0,-1138053524,-1133342724,1033869831,1014633478)+W(1,-1120104172,1033872317,1003291347,-1140130516)+W(2,-1123853902,-1121932314,1006625651,1012698026)+W(3,-1133638700,975983930,1004319943,1013120742)+W(4,-1126366588,-1128243618,-1111281510,-1114935893)+W(5,-1086850225,-1084734921,-1107071420,1043822142)+W(6,1040015383,1046081705,1067004758,1030145358)+W(7,1028724356,1031930717,1002809783,-1150276254)+W(8,-1145483991,996067150,990649086,1016908923)+W(9,1045857736,-1119271334,1012165262,1006526455)+W(10,-1118176982,-1144422823,-1129772456,1020093203)+W(11,-1104669476,-1143148999,-1141799647,-1161820989);WS(-1102756414,-1120030182); +sum1=W(0,1007304745,-1115971707,-1102767115,-1114857721)+W(1,-1135708169,-1101194087,-1095987354,-1113282502)+W(2,-1115825727,-1109693396,-1099422340,-1130226572)+W(3,-1136250680,-1100198174,-1122657804,-1142173365)+W(4,-1101676399,1028311347,-1124210446,1043961809)+W(5,1065521342,1068133511,1046261656,1053600405)+W(6,997946179,-1098872988,1042816511,1046696200)+W(7,1025742970,-1113205915,-1133742993,-1112668237)+W(8,-1113057893,-1125847632,-1120413918,-1117667780)+W(9,-1095174540,1027169042,-1114932345,-1103902228)+W(10,1020822452,-1114420141,-1125196828,-1101926052)+W(11,-1140085511,-1110338975,-1121096548,-1113901869);sum2=W(0,-1126993785,-1117046041,-1119384349,1022430051)+W(1,-1136699515,-1099757367,-1113440146,1027244407)+W(2,1024283610,-1152620459,1038214736,-1115987625)+W(3,-1137060371,1015902709,1013074835,-1120680273)+W(4,1014745875,-1106680506,1011315171,-1127804673)+W(5,1065124465,1034863647,1020590601,-1129639049)+W(6,-1130768777,-1116743921,1035633573,-1113943514)+W(7,-1112590762,1012706011,-1127682237,-1113854522)+W(8,1009189211,-1125156477,1009328259,-1121146859)+W(9,-1111752578,1017063165,1000906166,-1115604020)+W(10,-1120130033,1024425511,-1117062841,-1124061319)+W(11,-1113078716,1024105421,-1119191933,-1148961286);WS(-1077988040,-1098609713); +sum1=W(0,1002836371,1027276515,1040202093,1020152245)+W(1,1010566313,1032875267,1049452385,-1132015209)+W(2,1020486319,1034908465,1036663212,1010053945)+W(3,-1132252076,1038229775,-1114877050,1030571159)+W(4,1037438449,-1105856183,-1104283732,-1114910389)+W(5,1030654167,-1102427678,-1098108347,-1100627367)+W(6,-1095852652,1048934265,-1104090280,-1113362709)+W(7,-1105166249,-1138504825,-1126406169,1025947458)+W(8,1028081393,1013826369,-1125387021,1039298438)+W(9,-1131705423,1017725301,1018674229,1024125142)+W(10,1019783717,1015682181,-1141124531,1042947115)+W(11,1035155325,1016700365,1006527587,1021770278);sum2=W(0,-1139598567,-1138132903,-1132626695,-1142267837)+W(1,1008554815,1032537913,-1131100139,967895252)+W(2,1024473654,1023361695,-1112410791,-1145406733)+W(3,1020245499,1015868043,-1130141475,-1120792990)+W(4,1033876712,-1110747637,1039691642,1023852808)+W(5,-1095058264,1037101696,1061640184,1012220303)+W(6,-1104029741,-1161200181,-1091888991,-1110252153)+W(7,-1196949327,977066218,-1119701362,1031843465)+W(8,-1127924867,-1155304986,-1147709133,-1114839167)+W(9,1049832068,992067354,-1121532798,-1122160974)+W(10,-1126050715,1025251228,-1128735955,1027903240)+W(11,-1118663498,1009680879,-1157362170,-1132864167);WS(1050097375,-1144620389); +sum1=W(0,1011057731,1033637193,1044211901,-1128715377)+W(1,1019193873,1034983634,1048874276,-1134438475)+W(2,1009602711,1017343103,1042543166,1022275225)+W(3,-1136253330,1037918654,-1149239594,1032927683)+W(4,1022227585,1028225817,-1104047251,-1107032850)+W(5,-1114392598,1036584266,-1092741994,-1096643663)+W(6,-1097617495,1028276325,1025153498,-1092702793)+W(7,-1097624368,-1118553533,-1142331733,-1139445891)+W(8,1008625791,1011579579,-1128884681,1044522647)+W(9,-1113959235,1025301657,1018667761,1044273989)+W(10,1041046056,-1123355105,1024565397,1042105869)+W(11,1045159742,1015982985,1027058603,1025445761);sum2=W(0,-1172679141,-1128383915,1033296420,-1125113091)+W(1,-1126905475,1031861037,1019343075,-1152889753)+W(2,-1117488938,-1113645001,1038268779,1006649294)+W(3,-1172252645,-1120621430,1028739248,1019337735)+W(4,1016688407,1037338868,-1102915066,1004274749)+W(5,-1097163724,-1090194983,-1089888071,-1103752812)+W(6,1051715314,-1118523722,1041005261,1062746712)+W(7,1035778038,-1154227385,1027501384,-1124587947)+W(8,-1144981581,991135609,1017918867,1028147108)+W(9,-1121675098,-1117974458,1022111055,1030353331)+W(10,1006661278,-1115156997,1026630548,1019962267)+W(11,1013440998,-1136345798,1018829507,1023891692);WS(-1098112447,-1125216946); +sum1=W(0,1006322176,-1119953952,-1112042689,1010417568)+W(1,1017991280,-1112784281,-1116450322,-1140685064)+W(2,-1146614696,1023451023,-1105219289,-1126853432)+W(3,1019294567,-1110071894,-1153582112,1004323364)+W(4,-1112614584,1018267345,1041397655,1004161984)+W(5,-1113885864,1050855349,1058507679,-1090400895)+W(6,-1126136276,-1122997076,-1097135921,1051228911)+W(7,983864831,1012208560,-1149231824,1016683168)+W(8,1024614191,-1137912440,1021110568,-1114418485)+W(9,1027345269,1019594896,-1127130192,-1104618697)+W(10,1039454784,987030015,-1116355204,1037685358)+W(11,1030420791,-1149650752,988441407,-1140802306);sum2=W(0,-1134943159,1010887850,-1152950404,1035141604)+W(1,-1120750640,-1101926585,-1122370025,1031353634)+W(2,-1114509439,1035852377,-1104605825,1025254666)+W(3,-1113538005,-1148680422,-1114959163,1028756554)+W(4,1025641276,-1119115361,-1104792229,-1100547860)+W(5,1057546844,1042205116,-1100366049,-1101375945)+W(6,-1108641700,1039483674,1042952063,1048526282)+W(7,1037895648,1041006229,1030776026,1033576762)+W(8,1021611837,1016878804,-1138078871,1037875812)+W(9,-1109199537,-1140091328,1015482099,1015511489)+W(10,-1109299079,-1132053601,1032201266,-1105787312)+W(11,-1107406256,-1124574444,1007578680,-1143994351);WS(1027823864,1049081066); +sum1=W(0,-1130128499,1032126573,1045092167,1012131718)+W(1,-1147020173,1034108246,1043895467,1020918007)+W(2,1020448605,-1104998342,1035993776,1027080278)+W(3,1024273997,-1123698278,-1129990263,1012408472)+W(4,-1127539283,1050389010,1031292119,-1108779609)+W(5,-1094495268,-1089568357,998802811,-1101697729)+W(6,1057437086,-1097851474,-1096020979,1047905888)+W(7,1052750589,-1101687913,-1105719893,1041161122)+W(8,-1113259988,1017365039,-1123848398,-1168425160)+W(9,1026355631,-1120941186,1015583683,1036534559)+W(10,-1112197645,-1123264842,1024649726,1044370080)+W(11,-1103284196,966350543,1027345300,1035394325);sum2=W(0,982227227,-1150596845,-1115639872,1023788251)+W(1,-1119196045,1006169559,1015277390,1006064903)+W(2,-1139981943,-1110295858,1034991246,1022374646)+W(3,-1130167410,-1131776900,-1148612007,1006364327)+W(4,1046665761,1053945290,1041100183,1042970848)+W(5,-1080187678,-1078236510,-1128807740,1037025188)+W(6,1052132899,1058969577,1053440142,1047303977)+W(7,1035867784,1005561207,1029728171,1033799186)+W(8,-1121383639,-1143798279,-1214633659,-1120506242)+W(9,998104205,-1114831851,1023282498,1017634434)+W(10,-1112892146,-1124500500,1023435593,1037533712)+W(11,-1110685126,1014287051,1015376522,1033828190);WS(-1088189216,1043089281); +sum1=W(0,-1121398410,1041680407,1049770738,-1140748743)+W(1,-1149048846,1043836791,1048806759,1026065228)+W(2,1036138263,1024770968,1034371336,1020127051)+W(3,1038047047,-1137213911,1037337862,-1128555260)+W(4,-1096476823,1047024381,1042644994,-1088213532)+W(5,-1108723571,-1101872740,1050638745,-1084369379)+W(6,1041309981,-1096464492,-1094226627,1036745881)+W(7,1028379642,-1102959693,-1106071481,1011670631)+W(8,-1107153702,1031833588,1008330103,1041481493)+W(9,1041455384,1026205458,1020682979,1035104215)+W(10,1045395982,-1120876186,1006701623,1040593116)+W(11,1016152290,1028740542,1024336228,1040128941);sum2=W(0,1004169862,-1114659435,1028575755,-1129618765)+W(1,1012667011,-1110197183,1025093243,-1163586391)+W(2,1006867267,-1110600679,-1140439179,1004789414)+W(3,1023888443,-1106146141,1019765437,-1148564598)+W(4,1020493837,1025826707,-1109549862,1018469269)+W(5,1045602812,1050121196,1018231561,-1120959857)+W(6,1007539419,1038682513,1009644755,-1119013866)+W(7,1005311510,1040899502,1017107081,-1126956769)+W(8,-1116607191,-1153284395,-1123897489,1022763469)+W(9,-1110473213,1019030581,-1131222849,1017295613)+W(10,-1107944702,1009132883,-1125130849,-1143499366)+W(11,-1114206671,-1127991173,1006886939,-1123266847);WS(-1082596160,1043517696); +sum1=W(0,-1153492953,1032486047,-1154689545,1028909798)+W(1,1019116907,1037703496,-1128767583,967933898)+W(2,-1129844133,1027446332,-1115978788,-1132218099)+W(3,999709323,-1114471573,-1146849277,1011144392)+W(4,-1117361518,-1118729126,1025985531,-1104169149)+W(5,-1087176649,-1089391227,1031994846,1049441299)+W(6,1018413135,1032249225,1056185125,-1115448907)+W(7,-1130624603,1042483386,1036574828,-1154137305)+W(8,1034798166,-1125485751,1024711058,1029418231)+W(9,1046438773,986175666,1008177302,1006099469)+W(10,991686873,1030151438,-1125946755,-1106352341)+W(11,1022706506,1019997155,1006963806,-1131200252);sum2=W(0,1024001581,-1138508200,-1103978637,987806561)+W(1,-1138298076,1037869389,-1113576691,-1132313544)+W(2,-1131321664,-1102361734,1041829747,1003342504)+W(3,1016585830,-1103350916,995389041,1015369606)+W(4,-1109586411,1036006171,1032745921,1039699877)+W(5,1004783368,1057490671,1041044376,-1109697688)+W(6,1023850463,-1118937466,-1120283284,-1101655248)+W(7,1033013495,1023653113,-1137071480,-1123567230)+W(8,984628641,-1151113585,1017765222,-1106709297)+W(9,-1123523352,-1126668402,-1128136972,-1135869680)+W(10,-1133053924,-1119975873,-1142518888,1037905909)+W(11,-1123775069,-1153724113,1015435786,1008345900);WS(1066487464,-1081148228); +sum1=W(0,-1115667101,1039828621,1045622655,-1156758047)+W(1,-1120457266,1051174634,1043227835,1032245054)+W(2,1028999903,1035936180,1038187760,1025970038)+W(3,1031685286,1038703027,1028125692,-1129094085)+W(4,1016276052,1034243041,1016497454,-1121579186)+W(5,-1081882686,-1081200961,-1125065087,-1107379682)+W(6,-1110627634,-1121754318,-1121918554,-1114502289)+W(7,-1130240468,-1128847308,-1138807120,1032926021)+W(8,-1129971954,1022570928,1025331662,1026804003)+W(9,1050524446,950141917,1033790001,1036683903)+W(10,1045144826,-1123227402,1035886143,1033938044)+W(11,1036935449,1033245399,1023360168,1028558202);sum2=W(0,-1109318105,1040565489,1013162021,990406129)+W(1,-1108583903,1041812300,-1125670617,1032976305)+W(2,1027268958,1031967357,-1123723867,1009651516)+W(3,1034160517,-1113698315,1033460548,-1109295843)+W(4,-1098989385,1036428343,1031481662,-1111903383)+W(5,1042303391,1039454897,1043786440,-1114873385)+W(6,-1113158574,-1097549253,1032603577,1001920896)+W(7,1032025507,-1119346601,-1117993943,1015358203)+W(8,-1111376696,1020848344,1026146121,-1112035485)+W(9,1044627344,-1114987237,993596601,1007686716)+W(10,1043104932,-1112152994,1030752081,-1107723593)+W(11,-1111706149,1024170945,-1128311189,-1142055788);WS(-1085700080,-1080808385); +sum1=W(0,-1122227946,1020782261,-1130852634,1024296914)+W(1,1023737634,1000516328,1018157624,-1137292464)+W(2,1017074878,1034334952,1007198528,-1114666035)+W(3,998628462,1030076118,1028012332,-1116342907)+W(4,1011762792,-1106441949,1037784580,-1113008209)+W(5,-1126768286,-1096045179,1034492712,-1132968658)+W(6,-1108931914,1035021791,1044579508,-1104353680)+W(7,-1106440695,1037317931,1016641544,-1128335092)+W(8,1023563097,1007950112,1011155704,-1128041639)+W(9,1048917408,1027876850,-1130475172,1002605936)+W(10,-1127030516,1030237498,-1148910448,-1126595297)+W(11,-1122557970,1026212766,-1178616327,-1124799637);sum2=W(0,1018138398,-1136885460,1009004191,-1127545645)+W(1,999025130,1032831862,-1141392422,-1144042592)+W(2,-1150259805,-1138954980,1017820345,-1139402988)+W(3,-1133933532,-1164078621,1013413304,985356315)+W(4,-1151865619,-1125888003,-1131692274,1015771798)+W(5,-1097510643,-1072938398,-1091675886,-1107745249)+W(6,1017078443,-1117354278,-1091916978,-1117369881)+W(7,-1132951491,-1138824868,-1124163047,-1132039248)+W(8,1023581282,1018938725,996126556,1014637794)+W(9,1076041086,-1112160457,-1136255574,1057331451)+W(10,1032772879,-1138128772,-1150817344,1056314077)+W(11,1026258229,985080995,1018397555,1020965023);WS(1065410184,989310727); +sum1=W(0,-1140125102,-1114916286,-1109321255,-1129262375)+W(1,-1133156750,-1103994248,-1113105487,-1116437485)+W(2,-1140436482,-1135877737,-1113291025,1013595422)+W(3,-1120957855,1020121135,1027066925,1001232640)+W(4,1039766830,-1115626794,1026154888,1036945010)+W(5,1046741097,1017259310,1060001058,1017194412)+W(6,-1110004779,1018378495,-1103200016,1059311888)+W(7,-1115618446,-1127100975,-1131905035,-1131666807)+W(8,-1121887434,1012320294,-1125355007,-1134197844)+W(9,-1114897776,-1133486286,-1137406030,-1094555822)+W(10,-1113774366,-1115411390,-1124720479,1023750749)+W(11,-1116648163,-1123146591,1004266540,-1124072268);sum2=W(0,994239369,1014594226,1015903261,-1134742142)+W(1,-1126643555,1031995313,-1129761964,-1134258278)+W(2,1015413679,1021296491,1009465920,-1124787402)+W(3,1010959842,1022764367,-1131866907,991423945)+W(4,-1150882457,1023023759,-1137672551,1020154303)+W(5,1040302074,-1097618001,1027518631,1022217883)+W(6,1029784509,-1122992412,-1098762324,1049285742)+W(7,-1122024941,-1118740892,-1126884057,-1135790753)+W(8,1017377705,-1125421078,1005131169,1024853570)+W(9,1026258033,-1138047636,1001175413,-1148789809)+W(10,1015729459,1016986651,-1148246653,-1132512970)+W(11,980872325,992745521,-1142203369,-1130065044);WS(1051937311,1019742014); +sum1=W(0,997229903,1007594774,-1110586220,-1128733562)+W(1,-1116159949,-1126695312,-1114376035,1023734487)+W(2,-1139661928,-1154941499,1032525373,-1132293538)+W(3,1016780849,1026460481,1019369518,-1123545457)+W(4,-1115449474,1040493967,1034449865,1044317379)+W(5,-1131615423,-1096043495,-1106892452,1058430122)+W(6,1043036192,-1110832404,1048571437,1028795565)+W(7,-1122201669,1016066306,1031893623,-1111719346)+W(8,-1122019556,-1118602611,-1126315858,-1129053661)+W(9,-1114653189,-1115826781,1007433460,-1137597924)+W(10,-1106286569,1018237258,1027349977,-1104742917)+W(11,-1121789868,1018711058,-1123671919,-1118024837);sum2=W(0,1016157529,-1127740478,-1127535498,1008400273)+W(1,-1138058389,1049438349,1041994790,-1144490357)+W(2,-1130565626,-1113276412,-1105215135,-1125392389)+W(3,-1135290574,-1114929610,-1135958083,965128306)+W(4,-1101104373,-1108362087,-1120718262,-1110432262)+W(5,1056816205,-1105949033,1042410198,-1088501039)+W(6,1025802623,1029274599,-1108549667,1056199589)+W(7,1003318865,1031964529,-1152613734,1003347845)+W(8,-1146032407,-1134925453,1025653041,-1113670226)+W(9,1045816390,-1153231998,1011207517,-1132649478)+W(10,-1139374331,1000306913,-1127906971,-1122823248)+W(11,1019133207,-1130500213,-1157554354,-1123972337);WS(-1117640696,1034706864); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 3), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -3), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -1), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 1), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns64-win8x4.glsl b/shaders/nnedi3/gather/nnedi3-nns64-win8x4.glsl new file mode 100644 index 0000000..cdca0fe --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns64-win8x4.glsl @@ -0,0 +1,242 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1115658697,1052077971,-1129953383,1040079017)+W(1,-1119789534,1027055297,-1102425550,-1107150591)+W(2,1056937139,1052646725,-1100320116,-1112255447)+W(3,1033358144,-1121552872,1029401490,-1089460941)+W(4,-1091236407,-1106109018,991372703,1039284509)+W(5,-1097729145,-1111268755,1043570389,1057992884)+W(6,-1112818013,1030287040,-1108390802,1013856427)+W(7,-1110301789,-1132036495,1028923089,1044897031);sum2=W(0,-1118430023,1041449883,1026461175,-1108031914)+W(1,1013768747,-1122068949,1027150813,1012288055)+W(2,1072973866,-1076980873,1041814131,1032549274)+W(3,1026059807,1036691428,-1082819831,1049697467)+W(4,-1111091488,1028730196,-1121140359,1017353224)+W(5,-1152272302,-1116481805,1027133694,1041587393)+W(6,-1121430441,-1127880506,-1138465879,-1132764107)+W(7,1025296987,1012449399,-1141547063,-1122016279);WS(-1098744132,1034278418); +sum1=W(0,-1145635621,1041815523,-1124165708,-1103397220)+W(1,1050544938,1021903208,-1120033612,-1105248316)+W(2,-1099348442,-1092523700,1026719460,-1110800938)+W(3,1035939706,994253234,1047722705,1050332487)+W(4,-1100009602,-1088889154,1032193166,1022646298)+W(5,1017012340,992386946,1057456646,1037024150)+W(6,-1104673163,-1098235958,-1136800346,1022064347)+W(7,-1126668889,1007925993,1051861685,1045722836);sum2=W(0,1051137052,-1138123466,1038271179,-1097631923)+W(1,-1103655169,1030554459,-1101382095,1049915324)+W(2,1047950529,1066995446,1038061501,1016052501)+W(3,-1103587135,1039796029,1044310058,1053016941)+W(4,1052164534,-1086456688,1036023945,-1098093629)+W(5,1022295275,1002073396,-1097740488,-1101624661)+W(6,-1092315790,-1088937960,1049634734,-1103222197)+W(7,1009745942,1037237655,-1095498431,1025704121);WS(-1082862242,-1106529553); +sum1=W(0,1035507577,-1134799464,-1136558799,-1130854575)+W(1,-1121770975,1040932752,-1109420173,-1111381151)+W(2,1050921813,1017516694,1011297096,-1106220300)+W(3,1042678624,1023914089,1058584025,-1090777253)+W(4,-1083278305,-1113237716,1003802452,1032803517)+W(5,-1114891124,1024022374,1038764911,1053793791)+W(6,-1166618304,1036440480,-1115833284,-1130818358)+W(7,1003125716,-1148371520,-1125528356,1011564912);sum2=W(0,-1114468103,-1105748811,1017383795,-1113253112)+W(1,1029911106,-1111927878,1042779663,1046106511)+W(2,1042070822,1062131274,-1105653936,-1098397046)+W(3,-1106009556,-1113543954,1049624420,1049941293)+W(4,-1088478625,1039489157,-1130700635,1043748521)+W(5,-1110290200,1032413051,-1102421728,-1093962905)+W(6,-1112481937,-1118262998,-1134989990,1040646747)+W(7,1032000907,1027657598,-1124158867,-1120850913);WS(1055738180,1034492849); +sum1=W(0,-1111251428,-1128721888,-1114926341,-1130881323)+W(1,1006685651,-1103919286,1039888312,1042092597)+W(2,-1099536939,1051914904,-1109424308,1041145701)+W(3,-1104400342,-1113433279,-1131357522,1055510938)+W(4,1058202118,1051860704,-1112831856,-1112247108)+W(5,1022435899,-1139575663,-1104754439,-1089549409)+W(6,1026763985,-1130346670,-1121239258,-1114665081)+W(7,-1129253153,-1142807791,-1117425768,-1109075065);sum2=W(0,-1118181126,-1116107500,1036549925,-1110077216)+W(1,-1110853226,-1119533468,1034915268,1049383148)+W(2,1042025735,1056055130,1011211476,-1103858204)+W(3,-1101175453,-1113779586,1058209450,1044994486)+W(4,-1090440399,-1117941654,1023981444,1008268344)+W(5,-1109857174,1034145803,-1099569204,-1098004228)+W(6,1001166765,-1130298175,1034090633,1010863636)+W(7,1026441284,1033292040,-1107211558,-1121873216);WS(1056018244,-1109435672); +sum1=W(0,-1121172806,-1108190871,1025593127,1028147653)+W(1,1029524274,998861994,1019648283,-1156629272)+W(2,1044333967,-1098176216,1042157337,1019179235)+W(3,-1126875818,1048944704,-1084323638,-1105021998)+W(4,1052400296,1041545807,1019247612,-1110312463)+W(5,-1112766254,1027979993,-1144495302,1052575762)+W(6,-1152440548,1040728133,-1144225212,-1120006735)+W(7,-1115664295,-1127435447,-1117757541,960835398);sum2=W(0,1020564842,-1103457632,1037565600,-1133465842)+W(1,1020759546,1025892619,1042355402,-1109452473)+W(2,1043192653,1057142397,1023511793,-1114814180)+W(3,1033812672,1040091206,1042803000,-1103393926)+W(4,-1101196001,1038394412,1005396583,1028077461)+W(5,-1104532905,-1153222990,-1094252679,-1093624788)+W(6,-1113456189,-1137100532,-1149118303,1022326514)+W(7,-1130818626,1028700597,1021621854,1041416796);WS(1058353218,1042996167); +sum1=W(0,-1094124879,-1107919793,1015847030,1024954343)+W(1,1009270680,-1116609353,-1138612357,1052314513)+W(2,-1097421664,1048862286,-1110665693,1036476495)+W(3,-1202266712,-1105910956,1050687635,1044445371)+W(4,1033331871,1049066134,-1108641009,-1121159378)+W(5,1018868510,-1115498359,998963493,-1102818752)+W(6,1023600450,1041347474,-1102251787,-1137738249)+W(7,1016588291,-1119202191,1023627001,-1113493234);sum2=W(0,-1120540574,-1110048722,980939457,-1126808420)+W(1,1039187917,-1110843188,-1075343834,-1098896413)+W(2,1033167871,-1106277561,1037410136,-1123796075)+W(3,1032482295,991431992,1075199384,-1086151008)+W(4,-1166268225,-1116671070,-1139817292,1002142140)+W(5,-1123555130,-1163241473,-1127002394,1058982643)+W(6,-1143978200,1011961658,-1142652688,-1134378480)+W(7,1021947375,-1117918702,1027681870,1028067074);WS(1065448321,-1123448424); +sum1=W(0,1042933049,1048779866,1010310940,1033675765)+W(1,-1107290229,1033876859,-1098481070,-1113419593)+W(2,1053164479,1054681092,-1130617674,-1135157253)+W(3,1028430645,-1126554424,1025088582,-1085464413)+W(4,-1088933089,-1096402228,1037821135,1045868403)+W(5,-1113028565,-1114258373,1043193000,1052703622)+W(6,-1112063319,-1132569296,-1107423852,1029877230)+W(7,-1131689691,992526257,1039088003,1039463880);sum2=W(0,-1118632904,-1115592424,1027463162,992398551)+W(1,-1143518596,-1122494561,998577524,-1109433050)+W(2,-1094541616,1058308065,-1119896935,-1110914988)+W(3,-1116426235,-1103007923,1059518579,-1095126430)+W(4,1052134722,-1139018826,1024218964,-1100289244)+W(5,-1121464784,-1115201103,-1109739820,1038527426)+W(6,1043392525,-1114310803,1036361104,-1111923136)+W(7,-1120049915,-1128089075,1020338285,1004586244);WS(1050696068,-1101686596); +sum1=W(0,1032239887,1039198082,1025629886,1030829490)+W(1,-1113406309,1030627629,1033819234,1015204626)+W(2,1035777849,-1094476563,1044306231,1028506281)+W(3,-1111973334,1049080890,-1083567844,1052890832)+W(4,1053256444,-1108777674,1033300499,1022456523)+W(5,1026744658,1009469122,1028011096,-1095460989)+W(6,-1125496907,1013615278,-1126351518,1025382374)+W(7,1014700692,-1117484787,1022077689,-1117978119);sum2=W(0,-1116235595,1028975273,1033160533,-1123705959)+W(1,-1139597844,-1122943830,-1094422871,1034058997)+W(2,-1105037500,1055127070,1019539230,1021465594)+W(3,-1103106284,1037858431,1036912081,-1106553103)+W(4,1039390029,-1104569658,1030761443,-1115261066)+W(5,1034945731,997585040,1034816057,-1113630050)+W(6,1024962787,999405400,-1122567677,1021971134)+W(7,-1137214108,1023175710,1014360364,-1131788338);WS(1058623938,1044469574); +sum1=W(0,-1108426137,-1141312974,1035147318,1045615020)+W(1,1044911680,1030580258,1044306859,-1135193336)+W(2,-1105886038,-1079944741,1050348390,1047639223)+W(3,1043270872,1051720601,-1085342603,-1122107414)+W(4,1039515483,1021302290,1044899106,1030161626)+W(5,1041363874,1041545713,-1110191310,-1100470855)+W(6,-1167333042,991624716,1044251461,-1132009366)+W(7,1040848727,1042676794,-1100960996,-1180200419);sum2=W(0,-1097249916,-1101780852,-1112584470,-1126998679)+W(1,-1118913729,-1122142287,1037003529,1048536708)+W(2,-1124055793,1050619160,1026650453,-1125720699)+W(3,1008038822,-1117660887,1058508674,1040132893)+W(4,1044368398,-1115949975,1035354845,-1098785634)+W(5,-1121056345,1006096779,-1106591466,1037637019)+W(6,1036370417,1013784870,-1117822839,-1103280207)+W(7,-1116815483,-1119752481,-1104576316,-1109803757);WS(-1092650820,-1093598320); +sum1=W(0,-1111185837,-1107026560,-1136033646,-1126483198)+W(1,1028684103,1034982933,-1113511425,1032567139)+W(2,-1096033968,-1101350837,-1119240794,1019177644)+W(3,1025024233,-1118967697,1042563567,1059010394)+W(4,1057301262,1042409572,-1108863241,-1095523617)+W(5,-1118984463,1023629806,-1108714423,-1131092420)+W(6,1040959081,1035081684,-1126435736,-1113123137)+W(7,-1128061252,-1142697342,-1106962654,-1114101506);sum2=W(0,-1134435633,-1107189637,-1158272012,-1118904411)+W(1,-1150017862,-1122133752,992574886,-1102280300)+W(2,-1120249847,1057018316,1030464194,1013234849)+W(3,-1146867651,-1097179586,1062197029,-1083559741)+W(4,1048792270,1024832618,1025489390,-1106482941)+W(5,-1115216614,1021081809,-1114392001,1040811198)+W(6,1031754422,-1125347555,1028128070,-1129648553)+W(7,-1112304821,993658022,1029475610,1031998303);WS(1058173058,1066808129); +sum1=W(0,1035236882,1036577094,-1099127505,-1107348220)+W(1,-1121094224,-1105652573,1043659283,1041707116)+W(2,1044208414,1029276252,-1113478482,-1103913530)+W(3,-1107481241,-1121409754,1039741986,1046852514)+W(4,-1097605967,-1100723463,-1113016318,1040539139)+W(5,1032545388,-1115290924,1043551606,1044710619)+W(6,1029619500,-1122925746,1000206250,-1120477164)+W(7,1013015214,950366748,994694705,-1133641268);sum2=W(0,1034130054,-1120175931,-1105723160,-1094008764)+W(1,1011760553,-1124103013,1042930394,1031813868)+W(2,1064201383,1002356625,1052425931,-1087139249)+W(3,-1131636845,1006833373,-1098172076,-1110465854)+W(4,-1089869944,-1114835724,1034445536,1056772124)+W(5,1007319139,1014923704,-1102352886,1043061462)+W(6,-1123264660,-1129286431,1037095176,1012087213)+W(7,1016549099,993051546,-1111397998,1040830367);WS(1061928770,1027279769); +sum1=W(0,-1100123699,-1162686055,-1113862823,1034406912)+W(1,1033006716,-1128579510,-1109708970,1029564087)+W(2,-1096018034,1056786929,-1111710246,1039933724)+W(3,1007368299,-1109765633,1037263862,1050604450)+W(4,1056534441,1044907121,-1109997378,-1111349982)+W(5,-1113416432,-1101798872,1038664521,-1098017894)+W(6,1022437288,1031029722,-1114279935,-1113344954)+W(7,-1105438789,-1113862289,1027389387,-1116167797);sum2=W(0,-1115270559,1031363022,-1108403600,1026006751)+W(1,-1130316822,-1139293944,1033798448,1024783342)+W(2,-1104904057,1031769509,-1122004937,1035073774)+W(3,1025961213,1021529214,1039898935,1037041630)+W(4,-1106336513,1027760004,1015050843,1035952663)+W(5,-1112547455,-1096601581,1027825620,1057393141)+W(6,1019789656,-1118390529,-1133483016,-1124438030)+W(7,-1105185563,-1106336479,-1128829234,-1121305243);WS(1053752708,1043937257); +sum1=W(0,-1105170221,-1098204331,-1112521242,-1114168512)+W(1,-1109039567,-1113606305,-1104934543,1031197758)+W(2,1046102006,1066642253,-1095288434,-1097902456)+W(3,-1098767200,-1089903115,1070561411,1042705158)+W(4,1054367941,-1100810554,-1114520925,-1094410051)+W(5,-1100846418,-1108028099,1032266099,1038022813)+W(6,-1121904763,1031167873,-1105295129,-1115668990)+W(7,-1115062077,-1118408200,-1123380722,-1114135854);sum2=W(0,-1090786559,-1094418907,-1144787532,-1113064749)+W(1,-1136678198,-1129681067,-1102980167,1038982572)+W(2,1009808406,1053253351,1041111385,-1115681675)+W(3,1023762114,1035936399,1054413523,1041806798)+W(4,1015714915,1020895003,-1136936214,-1130408019)+W(5,-1114747797,1001107148,-1114777947,1024043560)+W(6,-1117683238,1028089270,-1121651306,1022660811)+W(7,-1129865467,1019986163,-1123371786,1021536435);WS(-1077899937,-1095640595); +sum1=W(0,1032811586,1036208246,1026389718,1038010313)+W(1,1033727032,-1117534996,-1123908524,-1097475626)+W(2,-1100196466,-1112596654,1038149954,1040451742)+W(3,-1116405267,1043001855,-1096170677,1051006893)+W(4,1057575303,1025151035,1041468735,1012098034)+W(5,1035677341,-1122502968,-1102384270,-1089360567)+W(6,-1108998502,-1117388883,1035936827,1036152598)+W(7,959089718,-1122221082,1019229383,-1117118702);sum2=W(0,1037203464,-1111295182,1031626038,1014408115)+W(1,1006518986,998532726,1033188726,-1112987386)+W(2,-1111204470,1046645930,1024306585,1042237958)+W(3,1002908510,-1142339005,1040504174,1033012571)+W(4,1036175171,-1102667672,-1108949069,1005347958)+W(5,1028667874,1028194944,-1113110436,1022488131)+W(6,-1105300490,-1098212068,-1155665460,-1129272561)+W(7,991631364,-1118275484,1026136762,1012028387);WS(1052188868,-1105025774); +sum1=W(0,1053332527,1046329385,-1127133881,1026006805)+W(1,1016895952,1015047702,-1102124985,-1093124457)+W(2,1054121990,1041936861,1039605133,-1111238899)+W(3,1031180874,-1123947762,-1108714798,-1093232644)+W(4,-1098161716,-1100202284,1027868467,1036489378)+W(5,-1116894641,-1100188956,1042303686,1047964177)+W(6,-1114580002,-1112308133,1040022103,1028341284)+W(7,-1114267170,-1120167377,1033044781,1042593657);sum2=W(0,1038124206,-1111850856,-1090155459,-1098242390)+W(1,-1146833441,1015159009,-1110800852,1035251585)+W(2,-1111691725,1045262621,-1083172772,-1080159437)+W(3,-1114532383,1037947101,-1116129960,1033462452)+W(4,-1107342132,-1115094311,1066420271,1043663143)+W(5,-1115149205,-1118954060,1036826747,-1117401930)+W(6,1045364599,1039539139,1052081121,1065821018)+W(7,-1159263732,-1144829650,1031476522,-1121811075);WS(-1102870152,1022622513); +sum1=W(0,-1105950504,-1108831748,1035394969,1055644087)+W(1,-1099940547,1029691760,1043185370,-1114669622)+W(2,1041190721,1039545500,1045987408,1045649819)+W(3,-1105006556,1034170571,-1093030704,-1098060649)+W(4,1049616144,1056957379,1031111560,1030573816)+W(5,1028754581,1032315050,-1084377448,-1093912525)+W(6,1047436506,1055423038,1041054212,1035095156)+W(7,1008186016,1002093997,-1094643096,-1093512673);sum2=W(0,1070336926,-1098862516,1037387540,-1084145430)+W(1,-1086613448,1056626754,-1095516697,1055168354)+W(2,1050914492,1068317532,-1096604175,-1091365810)+W(3,-1097405209,-1099937369,1069441477,1050568943)+W(4,1054262144,-1083131387,1043123500,-1095647742)+W(5,-1106692290,1045945631,-1085743049,-1090345251)+W(6,1046449081,-1081281727,1053814194,-1106696806)+W(7,-1106594556,1058187197,-1086819148,1048225937);WS(-1069426976,-1120848841); +sum1=W(0,1037072255,997868135,1035259664,1036938172)+W(1,1032159990,1025792718,1049019033,-1103659451)+W(2,1031706371,-1092031243,1052190352,1047028417)+W(3,1020529436,1049696791,-1081236347,-1095105906)+W(4,1045414333,1026900661,1039915051,1041456894)+W(5,1038916826,1035011641,1032303833,-1090672009)+W(6,-1119324359,1015048091,1036563112,1015525967)+W(7,1039253091,-1145253028,-1146656500,1008361890);sum2=W(0,1029191442,-1132163681,-1130807793,-1131675185)+W(1,1024984252,-1115031522,1018117017,-1114450600)+W(2,-1115933340,-1086087178,-1119117212,-1137547874)+W(3,1037592454,1006729954,1063181450,1033829647)+W(4,-1112002886,1014175682,-1139313154,-1138868050)+W(5,1017409241,-1134939410,-1143924164,1026390676)+W(6,1023290113,-1135148482,-1144490820,-1127085641)+W(7,-1125048401,974288160,1007342770,-1138352802);WS(-1092511940,1056045775); +sum1=W(0,-1122413709,-1107220477,1036571263,1034351639)+W(1,-1109413949,-1128037178,1031880235,1034842253)+W(2,-1123595634,-1099810889,1044122211,1026078569)+W(3,-1106487287,1038991202,-1106066347,1048156900)+W(4,1052039823,1050308552,-1113387827,-1145831724)+W(5,1016305349,1039930976,-1095462256,-1096815763)+W(6,1032192235,1047960215,-1119385695,1018446892)+W(7,-1145490603,-1115254417,-1105858435,-1104039774);sum2=W(0,1017418680,-1145267460,-1125984965,-1129634341)+W(1,-1086264457,-1078809375,-1108053053,1033383321)+W(2,1019434782,-1112808134,1032304695,-1131211232)+W(3,-1073693037,-1098879629,1017461836,1035592777)+W(4,1027589163,-1164412329,-1135310730,-1126835561)+W(5,1071963841,1073307463,1048432434,-1125819067)+W(6,1012340975,1024240430,-1115706548,1030376830)+W(7,1053688201,-1110470100,1037084632,-1132396034);WS(1042257800,-1115776325); +sum1=W(0,-1107281138,-1098526814,1032352980,-1146926115)+W(1,1010013391,-1117084567,1045994468,1038400362)+W(2,1043068219,-1109412128,-1114314051,-1109330569)+W(3,1043908518,-1120663934,-1144690495,-1111135982)+W(4,-1097266597,1039093055,-1111850704,1039411448)+W(5,-1098521248,-1122589083,-1128243973,1057956169)+W(6,-1100632132,-1104810789,-1123393177,1040829028)+W(7,1029880783,997333453,1025450855,1048043508);sum2=W(0,-1139977433,-1118253197,-1131137316,1029402915)+W(1,1041328458,-1112092070,1040550677,-1102627522)+W(2,-1122896144,-1122404168,1023173531,1031911869)+W(3,1058291503,-1087193418,1061434285,-1088615745)+W(4,-1098422336,1037623928,-1123803784,1023792141)+W(5,-1072676007,-1079538943,1067804318,1075510495)+W(6,-1106514445,1036548666,-1128776324,1014267385)+W(7,-1106625048,-1107997040,1035151624,1045458757);WS(1062572194,-1113128476); +sum1=W(0,-1105909778,-1098454710,1032745069,1025054504)+W(1,1030405814,-1107189334,1048922046,1035303099)+W(2,1040855323,-1102647392,-1115121012,-1111717923)+W(3,1047137430,-1120733568,1030883818,-1111940687)+W(4,-1094658254,1048800872,-1108655721,1039928305)+W(5,-1102007432,-1121522301,-1114397119,1056642050)+W(6,-1098634802,-1107065062,-1121873307,1042636501)+W(7,1030940241,-1129454014,1028123977,1045405821);sum2=W(0,-1138228901,1029828517,1015935669,-1114559261)+W(1,-1102431407,1036930870,-1107208114,1049277284)+W(2,-1110320033,-1095660939,1034980574,-1119968612)+W(3,-1086736101,1061616421,-1090290563,1062476231)+W(4,1043622789,-1103434641,1031387619,-1134322843)+W(5,1075586093,1068626110,-1079628774,-1071408041)+W(6,1043842027,-1104010102,1028413753,-1130912561)+W(7,1036267766,1043722127,-1110973692,-1100585862);WS(1060774594,1031131703); +sum1=W(0,1045023814,1048858052,-1105426838,-1107942447)+W(1,-1109726834,-1115599332,1019498368,1022102280)+W(2,1057375412,1053310638,-1108928460,-1102134060)+W(3,1024119623,-1117349999,1054202179,-1089780107)+W(4,-1086363546,-1121814959,-1109912496,1030069408)+W(5,-1105657043,-1112636534,1045750878,1056436400)+W(6,-1121700033,-1112979299,1016389396,-1111247296)+W(7,1020787328,1034439495,-1115080444,1017717699);sum2=W(0,-1115841609,1015990489,-1117613837,1036474850)+W(1,1027456791,-1155010952,-1121605429,-1115206474)+W(2,-1114813616,1046600726,-1124280889,993333704)+W(3,-1115442992,-1145891812,1051997378,1041891165)+W(4,-1127188969,-1101686418,-1147158916,-1120272689)+W(5,-1135549634,1009536026,1035140408,-1122067781)+W(6,-1106242516,-1111325506,1006917274,-1136721538)+W(7,1019245009,1017045509,-1113122752,1020051521);WS(1060194466,-1100017114); +sum1=W(0,-1105747811,-1101985628,-1110455654,-1107280066)+W(1,-1103466926,-1106475814,1043733237,1059466063)+W(2,1018718942,-1106901713,-1102634810,-1108454907)+W(3,-1106517942,-1094721336,1036011765,1057500851)+W(4,1046100821,1055521256,-1103041901,-1103570769)+W(5,-1110005824,-1108487663,-1113318903,1016328357)+W(6,1047438565,1059153514,-1103753711,-1108837738)+W(7,-1116101330,-1118902112,-1111475141,-1139455183);sum2=W(0,-1116481221,-1123533287,1016306377,-1134258178)+W(1,-1123729210,-1124034546,-1130975497,1032034504)+W(2,-1150894505,1050682292,-1121134035,-1119701101)+W(3,-1119840142,-1118895679,1050657130,-1129842733)+W(4,1003934853,1016401385,-1123898542,-1110905440)+W(5,-1115758498,-1135589646,-1114630639,1032136922)+W(6,1010383122,1025651043,-1131815221,-1120388479)+W(7,-1140270714,-1126135829,-1115813895,-1135861370);WS(-1094780356,-1096037829); +sum1=W(0,1051641704,1048993133,998269945,-1094564683)+W(1,-1109647669,1034946343,-1097112145,1042321778)+W(2,-1105882161,1021385644,-1099790159,-1106439374)+W(3,-1120792141,-1101585581,1039341071,1049078036)+W(4,-1110801281,-1093602407,-1116696534,1039955171)+W(5,1020526630,-1124429730,1056382370,1035258371)+W(6,1040928722,-1094848202,-1132274079,1026955814)+W(7,-1106396689,1027970323,1053064740,1035779188);sum2=W(0,1029577680,-1107142480,-1129205035,-1137596463)+W(1,-1113448033,1012914617,1015352075,1038439017)+W(2,1047351132,-1098569120,1039861741,-1126343315)+W(3,-1114069586,1046610276,1073186805,1070713407)+W(4,1038608299,-1116615219,-1123052878,-1126312459)+W(5,-1144677526,1007385420,-1073950732,1038004689)+W(6,-1112533224,-1107291575,-1125851727,996868828)+W(7,-1108941862,1037961064,-1107100148,-1077903771);WS(1053603780,-1115461008); +sum1=W(0,-1097293942,-1095449155,1030817204,-1137418943)+W(1,1014991997,-1134044169,1046317951,1049585228)+W(2,-1092155167,1049349309,1021933093,1016256157)+W(3,-1118818050,-1129232467,1058232189,1056038503)+W(4,-1125654285,-1107838901,1024187323,-1107174285)+W(5,1020919504,1042320778,-1104780729,-1109114845)+W(6,-1112035518,-1115980033,1027865701,-1121722108)+W(7,1033110781,1040979266,-1096840466,-1104946775);sum2=W(0,-1115237141,1031925962,-1122607696,1033231462)+W(1,1022510111,1016053183,-1115623012,-1111323807)+W(2,1042960949,1053325526,1021774826,-1126070520)+W(3,999155791,-1130112624,1049744257,-1119706606)+W(4,-1107200469,-1112013861,1023918789,-1120788802)+W(5,-1116359926,-1115047971,1026671690,1005054791)+W(6,-1114604471,-1120863174,-1155086158,-1127228708)+W(7,-1133439199,-1114777589,-1119270266,-1107279270);WS(1049944452,-1118177299); +sum1=W(0,-1113835168,-1117712807,1034605113,1004954534)+W(1,1036431958,-1113909672,1044152226,-1131743895)+W(2,1049772083,-1089565448,1046072096,1042179871)+W(3,1034469319,1047091406,-1102704504,-1105992217)+W(4,-1087875066,1028249398,-1115172412,-1119832136)+W(5,-1117867957,1037431354,1023284205,1051885673)+W(6,-1115173764,1016032028,-1125265763,1021914321)+W(7,-1128742159,1027934165,1023720959,1032417701);sum2=W(0,1053033259,1033866732,-1102028824,-1122048832)+W(1,-1100778293,1033801710,1014156522,-1121809206)+W(2,-1083784972,1035235216,1042109429,-1098388207)+W(3,-1112352078,1046653262,-1104400409,1055740053)+W(4,1056376564,-1103367787,1035691269,1037898289)+W(5,-1111071353,1025902829,-1120368299,-1126110057)+W(6,1034674212,-1128193065,1026959129,-1120157845)+W(7,997672170,-1153716682,984939091,1015248281);WS(-1165444096,-1119710264); +sum1=W(0,1051115175,1042802936,1034244741,1042994118)+W(1,-1108071955,1032455940,1040688824,-1098028621)+W(2,1051394930,-1114386041,1041081798,1037778378)+W(3,-1120702728,1029133552,-1087521946,-1088773549)+W(4,1044466585,1039392600,1044760836,1016348739)+W(5,1045508004,-1117660781,-1102706330,-1089153334)+W(6,1042064672,-1111502020,1049969601,-1126699940)+W(7,1043978432,-1112358151,-1112154588,987979863);sum2=W(0,1060341068,1041247352,-1169925094,-1113048377)+W(1,-1107478445,-1121919154,1057359743,1067872749)+W(2,999982909,-1081289783,1022227231,1033233769)+W(3,-1112420946,1030919570,-1075624869,-1089189226)+W(4,-1090689511,1036288861,1025958326,973479782)+W(5,1049895882,-1108655271,1048635178,-1088323315)+W(6,1044034366,1055733822,-1108998850,-1175748301)+W(7,1042449401,-1098757157,1060416891,1052769876);WS(-1077066897,-1138646112); +sum1=W(0,-1092381223,-1106693383,1009759453,1024267775)+W(1,1025453154,-1118474373,1027242622,1053014632)+W(2,-1096180043,1042083852,-1105412061,1034803609)+W(3,-1149202983,-1101608091,1053447283,1051220983)+W(4,1031147625,1050244398,-1104989395,-1118414542)+W(5,1010847661,-1113932053,1023828386,-1105039519)+W(6,1024065726,1045342865,-1099033634,1000523125)+W(7,1023831870,-1113130950,1028746421,-1110843104);sum2=W(0,1032969077,1032956180,-1133465912,1013870164)+W(1,-1105627059,1037977967,1076869477,1050672871)+W(2,-1118666398,-1095979039,-1118337904,1030888661)+W(3,1017901782,1026329625,-1069322680,1063553933)+W(4,-1102611716,1041525268,-1156287199,1030672570)+W(5,-1169512700,-1153801247,1026168517,-1088200357)+W(6,-1121602320,-1129518532,-1145191680,1014316520)+W(7,-1126632288,1031405165,-1120095414,-1129519600);WS(1059038658,1028594353); +sum1=W(0,1027001704,1035531624,-1132336275,1030613999)+W(1,1046010101,1026431736,-1094328658,-1089493909)+W(2,1032402678,-1152158733,1038489844,-1117493948)+W(3,1043051950,1044337864,1052296065,-1106243079)+W(4,-1098315241,-1088517514,1044643916,1028206993)+W(5,1028671678,1032918142,1049587060,1042911580)+W(6,-1103996748,-1091506711,1043840791,1007880004)+W(7,-1137633217,1036291743,1044000434,1035409673);sum2=W(0,-1105269646,-1109062791,998383694,-1118922878)+W(1,-1110275215,-1111322692,1002191246,1050974192)+W(2,1013977255,1052555170,-1123342062,-1117830208)+W(3,-1114811922,-1114439732,1051646415,1046707356)+W(4,1041098100,1040874722,-1124252768,-1109116635)+W(5,-1108145020,-1121186646,-1098775079,1036678597)+W(6,1030669290,1040986964,1026377322,-1104593856)+W(7,-1115485971,-1115223671,-1098750401,-1122565606);WS(-1089038754,1070610314); +sum1=W(0,-1112569734,-1099849389,-1126323612,1006818038)+W(1,1038135388,1043645143,1036085850,-1110914124)+W(2,-1090696922,-1101892281,-1107760774,1015379312)+W(3,1040122382,-1118717763,1045400523,1053776546)+W(4,1028620400,1047988033,-1104391397,-1110158738)+W(5,1002760462,1016954112,-1132043583,1040930437)+W(6,1043536901,1039930893,-1113068735,-1114553627)+W(7,974497054,-1139206280,-1114659286,-1119469430);sum2=W(0,1029972206,1020623843,-1119340063,-1120363159)+W(1,-1111466112,-1099605665,1026762268,-1135126990)+W(2,-1137841818,-1094446255,1035843986,-1119078724)+W(3,-1102195223,1042926586,1017486399,1064611900)+W(4,1049035968,-1128810267,-1106992039,1035175754)+W(5,1014516782,-1112006203,1039608352,-1094749382)+W(6,-1123633215,-1123131987,-1129270833,-1128507307)+W(7,-1136077530,-1129209333,-1197948696,-1194223384);WS(-1120775200,-1094115106); +sum1=W(0,-1112921839,-1099947345,-1133090109,-1117113151)+W(1,-1107062579,-1151313622,-1097096777,1046145098)+W(2,1050818928,1057531117,-1098081804,-1096583070)+W(3,-1100319675,-1094480203,1067142180,1048882552)+W(4,1051254629,-1098660371,-1119648950,-1092969217)+W(5,-1100195749,-1111825641,1035250696,1054137781)+W(6,926574177,1035449878,-1105675228,-1113650835)+W(7,-1118408614,-1114839546,1024424221,-1115652196);sum2=W(0,1031116535,-1113707943,1002183233,-1122846232)+W(1,1030028661,-1116699784,1034244245,-1118531646)+W(2,988543074,-1080457005,-1112395279,-1129631292)+W(3,1039671963,1037992478,1064104967,1027624889)+W(4,-1097715519,1037716560,1001287537,1009610216)+W(5,-1115290878,1016046512,1011412016,1052372051)+W(6,-1112112395,1031806339,-1139829356,-1122731504)+W(7,-1122589730,1022404309,-1128697528,1031591085);WS(-1083041826,-1088446577); +sum1=W(0,-1138041180,998832115,-1139686881,-1112868382)+W(1,-1123809603,1007627162,1026886463,1041478665)+W(2,-1108164766,-1106005004,1035817611,1037998481)+W(3,-1137074328,1036557383,-1092605991,1018740405)+W(4,1054394898,1042585939,-1112414119,1028314191)+W(5,1043199331,1016960213,-1105339656,-1096954228)+W(6,1037009680,1027830053,-1152205450,-1123391616)+W(7,949272012,-1161448845,-1128384493,-1122534560);sum2=W(0,-1080772886,-1080108640,-1112615912,1036010005)+W(1,-1113551367,-1118689741,1033469827,-1110295637)+W(2,1042883784,1067023817,1026422893,-1108103320)+W(3,-1123719569,1039881895,-1106557392,991295446)+W(4,1065911618,1043418298,-1112407780,1043952518)+W(5,1028046949,986544491,-1113416335,1015020021)+W(6,-1121396391,1019038275,-1142574731,1025610945)+W(7,1028536389,-1114551687,1027619053,-1118133995);WS(1059656866,1032254503); +sum1=W(0,-1087438145,-1096624519,1032901415,1051132033)+W(1,1047684766,1031967406,1045530925,1040121644)+W(2,-1093591378,-1092342973,1051046262,1050001035)+W(3,1044069767,1050005760,-1096329486,1040228252)+W(4,1024747921,1042870865,1041030197,1024623477)+W(5,1045316401,1048633756,-1092498854,-1100479077)+W(6,-1112612011,1037509038,1040932616,-1129401004)+W(7,1041789317,1050363772,-1089145703,-1100524478);sum2=W(0,1054927280,1004192518,-1120765513,1033723840)+W(1,-1110893464,-1117945313,1009606707,-1094930774)+W(2,1032813206,-1097617496,-1121736497,-1151198348)+W(3,-1111742424,-1121652889,-1096835022,1018976553)+W(4,994767756,1024454465,-1111733852,1020727265)+W(5,-1144829382,1030389401,1049726638,-1114598300)+W(6,-1124374145,-1107458988,-1112033268,1010605379)+W(7,-1120942585,1035752486,1057385902,1040837102);WS(-1076352721,1061176787); +sum1=W(0,-1095051668,-1094852257,1039493528,-1115567878)+W(1,1038434246,-1116442287,1040618482,1047858891)+W(2,-1086623624,1044286862,1022350014,1037423542)+W(3,-1114755255,1022609452,1036068672,1057001770)+W(4,1057477914,1049595083,-1123591576,-1114677168)+W(5,1037805114,1044588197,-1095930750,-1086915318)+W(6,1036655988,1044280124,-1114839417,-1143365955)+W(7,1031697064,-1119274549,1029598047,-1108386213);sum2=W(0,-1104206436,1012246375,-1109735653,1018488840)+W(1,1004158510,-1122544930,-1117505825,-1111729053)+W(2,-1114523900,1056346033,-1112517262,-1113462230)+W(3,-1111468709,-1133433375,1051780099,1042992721)+W(4,1029007760,-1106712811,-1112282852,-1108529674)+W(5,-1114816198,-1136000711,1035563022,1042618199)+W(6,-1113168793,-1115338003,1011039855,1002563934)+W(7,-1122022613,1037211560,-1112797570,1024458488);WS(1037340944,-1121222187); +sum1=W(0,1040689218,-1110298712,-1118176747,-1116495838)+W(1,-1106495021,-1119752153,-1106426924,1036502651)+W(2,1052341602,1064260668,-1094205341,-1096308023)+W(3,-1097659059,-1089978464,1068943083,1044624667)+W(4,1052009702,-1100646016,-1115640417,-1095502171)+W(5,-1099820424,-1108261518,1004526500,1045175252)+W(6,-1117627026,1026863896,-1105702479,-1112496425)+W(7,-1110958217,-1111070831,-1112879076,-1108867801);sum2=W(0,1043920878,1045056865,-1134403694,1002312827)+W(1,-1124888335,1019347263,-1120905299,-1113959010)+W(2,-1107896626,1060319926,-1105297347,1025097519)+W(3,-1120916959,1028583233,-1100397803,1031903433)+W(4,-1100756735,1018292031,-1117960999,1007461646)+W(5,-1119634731,-1134844462,-1106899263,1042137547)+W(6,-1136355134,-1108036266,-1129847887,-1123847191)+W(7,998264859,-1109200858,1033071013,-1119650359);WS(-1087648930,1056984912); +sum1=W(0,1048727276,1043573475,1027762677,1027950097)+W(1,-1111974664,1024202483,1015678999,-1101873716)+W(2,1051177331,-1092810048,1043195617,1025406415)+W(3,1016025318,1050173331,-1082302860,-1091649404)+W(4,1038252876,1044809191,1031391740,1035903278)+W(5,-1156961168,998750650,1038200652,-1097139061)+W(6,1035706934,1020597221,1033673899,1023913741)+W(7,1023377112,-1114494621,1041744649,1042041459);sum2=W(0,-1109665959,1017090586,-1113891962,1035604443)+W(1,-1121529027,1006860245,-1115818981,1027481873)+W(2,1033553543,1061263788,-1130359386,-1155240851)+W(3,-1124657042,1039189933,1027230949,1023852497)+W(4,-1109330568,-1106256683,1028100153,1025386829)+W(5,-1123139111,999905578,-1113120233,1041592808)+W(6,-1097657183,-1118236009,-1126789482,1016774458)+W(7,-1132638677,-1109638591,-1121071325,-1101411950);WS(-1090940868,1045539156); +sum1=W(0,-1111842948,1036262295,-1122547977,-1125495305)+W(1,1033322010,1021788462,1017057054,1024315123)+W(2,-1083395945,1050733040,1022396558,1049435900)+W(3,1041875702,1032259903,1016653136,1046781659)+W(4,1050803832,1023164412,-1113477720,1034779456)+W(5,1045300311,-1103054087,1044787970,-1084181811)+W(6,-1141132416,-1119150102,1017461170,1025152496)+W(7,-1119238479,-1121753565,1039405571,1025666193);sum2=W(0,-1154701652,1045060155,-1115334877,-1111850352)+W(1,-1128983709,-1109145509,1033609440,1008422401)+W(2,1053683311,1041887968,-1131783421,-1101312255)+W(3,1041457249,1009316297,1047082317,-1090718168)+W(4,-1090960245,1034919558,-1121261620,1037660946)+W(5,1037394704,1030040522,1036748070,1034433310)+W(6,-1118627401,-1117531173,-1118719808,1008969141)+W(7,1034723828,-1122112519,998924330,-1109720341);WS(1058382658,-1101786424); +sum1=W(0,1020557616,1040419632,-1139041509,-1110270554)+W(1,1010032145,1021044303,-1110579152,1042446649)+W(2,1039037886,-1089217895,-1114587164,-1106470550)+W(3,-1107378131,-1101971332,-1102603214,1052788411)+W(4,-1116816379,-1098005290,1031022672,1023988544)+W(5,-1110520967,-1136091053,1048850952,1052497916)+W(6,1030444000,-1105928314,1026679274,1028924449)+W(7,-1142630143,1036784631,1042985742,1041387232);sum2=W(0,1021048143,-1117334358,-1116694246,-1122331173)+W(1,-1141905806,-1109719947,1034622720,-1121426033)+W(2,985385246,1058597177,-1106162040,-1133055086)+W(3,-1111398337,-1092732322,1062397265,-1111822939)+W(4,-1096472079,1040447045,-1119866494,1033705060)+W(5,-1104483430,-1148551778,-1124693001,1007125953)+W(6,-1107345628,1011504527,-1119480360,1019582103)+W(7,-1142669219,-1124513225,1026572561,1025700470);WS(1062970978,-1081266569); 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+sum1=W(0,1037092684,-1118357663,972033083,1033609822)+W(1,-1125480775,-1113410371,-1139849211,-1099469177)+W(2,1046113067,1050865438,1025915127,1036940225)+W(3,1035911587,1047135499,-1143345853,-1089626010)+W(4,-1109542297,1047810219,1018117854,1037164536)+W(5,1038594118,1031924197,-1097851227,-1104510832)+W(6,-1111680192,1036701507,1021572178,1009743167)+W(7,-1146462713,-1120871309,-1110047355,-1113708160);sum2=W(0,1029789829,-1105084635,-1134630348,-1124965724)+W(1,-1132623148,-1123511646,1036116775,-1119672690)+W(2,1035852445,1050249105,-1143859545,-1138485084)+W(3,-1106888257,-1097411434,1057234226,1002738585)+W(4,-1114135764,1024721985,1030422253,-1133066340)+W(5,-1109817844,1017260494,-1117221657,-1115375290)+W(6,-1120848177,1033535897,1003464777,-1121255807)+W(7,-1118819718,1021514610,-1110249095,1007172972);WS(1064258306,1057427735); +sum1=W(0,1041288794,1002554246,1048078371,1046669668)+W(1,1024557366,1026345305,-1107049340,-1094345727)+W(2,1039217007,-1117262306,1043467602,1049007041)+W(3,-1126800432,1017273727,-1100296810,-1092155570)+W(4,1041191743,1037075392,1040278032,1032131185)+W(5,1027549470,-1136038899,-1100720075,-1101509636)+W(6,-1121877906,1026049048,-1135631084,995640096)+W(7,-1134767685,-1111532367,1034147956,1015117221);sum2=W(0,1062132206,1066099523,-1081609637,-1083389635)+W(1,-1127222139,1022631188,1053156114,-1122840851)+W(2,1066066300,1067427062,-1090363224,-1079976349)+W(3,1027246780,-1128121946,-1091867230,-1105997303)+W(4,1049064133,996873905,-1097029007,-1100056051)+W(5,1036294091,-1115106526,1048340523,-1103783968)+W(6,-1137063332,1035057689,-1118886369,1028030408)+W(7,1035025213,-1117772337,-1104392578,-1134953960);WS(-1082692450,-1121765493); +sum1=W(0,992292947,-1104534315,-1118487719,-1112587635)+W(1,-1121302066,-1121296341,1038416886,1015927970)+W(2,1049230729,1048175951,-1111631170,-1105756568)+W(3,1043167221,1037146590,1051898365,-1104867982)+W(4,-1089217933,1028715132,-1106833087,1036199927)+W(5,-1113442509,1030891673,-1104675396,1057590961)+W(6,-1121927694,1018481703,-1109370235,-1115752014)+W(7,-1121397517,-1113425325,1022215305,1012516667);sum2=W(0,1040868564,1021710972,1026098771,-1102561169)+W(1,-1123351116,-1125337962,1009959824,-1126923948)+W(2,1048116590,1041914200,-1113975834,-1149524831)+W(3,1024724387,-1123062396,1042300553,1037970343)+W(4,1051191259,1039729263,-1105234356,-1157274159)+W(5,1021621986,-1105344931,-1097615037,1032086087)+W(6,1018638481,1035375403,-1102778536,1008573990)+W(7,-1109718449,-1105611058,-1115667744,-1115639834);WS(1063145570,1065948321); +sum1=W(0,1042647928,1041877314,-1107415145,-1113780043)+W(1,-1113344071,1034763992,-1105577826,1023153433)+W(2,1043379605,-1105676766,-1125795137,-1103697695)+W(3,-1113485016,-1107021830,1058030732,1035095074)+W(4,-1093770877,-1098882227,1032469064,-1119226457)+W(5,-1116457366,1028002580,1047432094,1049757493)+W(6,1029896809,1007275454,-1148759702,-1118570362)+W(7,1033670420,1021171309,-1110160160,-1106671851);sum2=W(0,-1147652316,1034562054,-1119163512,1033443671)+W(1,-1114870166,-1126213983,-1110746439,-1122182070)+W(2,1044843888,-1082830049,1022262943,1032648925)+W(3,1033622730,1036499220,-1080473697,-1104224164)+W(4,1049609982,1025258841,-1125619769,-1121656898)+W(5,1042757767,-1125695843,1045148854,1070472721)+W(6,1030706970,1030898199,983397903,-1116250872)+W(7,-1109235057,-1105016797,1015661307,-1138594966);WS(1047808392,-1105857653); +sum1=W(0,1057255335,1050583338,1038664639,1036414223)+W(1,1019549874,1027946812,-1095111703,-1089047968)+W(2,1052085724,-1112577010,1045309491,1033646416)+W(3,1014185453,1038762993,-1088425805,-1090242223)+W(4,1049269098,-1101673225,1047007737,1028560677)+W(5,1038356881,-1120878336,1024927375,-1097592171)+W(6,1020504170,-1098667351,1052689664,1035626955)+W(7,1031636916,-1106190208,-1153489085,988289723);sum2=W(0,-1084160527,1035785784,-1114267734,1050181400)+W(1,1059321043,-1113170400,-1097051496,-1088778570)+W(2,-1094891239,1060354212,-1097894374,1015251419)+W(3,1035392846,-1098458292,1063793540,-1096397593)+W(4,1045924604,1054874631,-1098468098,1014394222)+W(5,1030978836,-1096505073,-1115217527,-1132415773)+W(6,1042828743,1063378281,-1092845444,1043075035)+W(7,1042772598,-1088082125,1051615858,-1098450150);WS(-1073783985,-1080098540); +sum1=W(0,1004414705,-1125334283,-1111733448,1012137476)+W(1,-1135747626,-1106294475,1040796537,994170013)+W(2,-1098951217,1058781709,-1095391448,1027546650)+W(3,-1105932043,-1097893467,1038631039,1045494048)+W(4,1056582836,1054585131,1030910366,-1107725963)+W(5,1027155091,1001385357,-1102018612,-1099332954)+W(6,-1118558951,1012935090,-1136391487,1024902311)+W(7,-1141795121,-1118975220,-1113109295,-1106829042);sum2=W(0,-1161174488,-1115268047,-1123969951,-1136577003)+W(1,1021768566,-1128609502,1023359390,-1123274403)+W(2,-1111829747,-1078035036,1039844510,-1126970134)+W(3,1026568479,1027511085,-1085317526,1034323377)+W(4,1072008544,1038025274,-1182117728,1037108170)+W(5,986504280,-1139830523,1032404118,1044555209)+W(6,1006927579,1013110307,-1107924935,1024145219)+W(7,-1127097094,1022685546,983390936,1024479257);WS(-1104974728,1024380720); +sum1=W(0,-1117883163,-1127535108,1021171896,-1117848102)+W(1,-1131530510,1031544042,1018298053,1036325571)+W(2,-1099610928,-1100771573,1036503965,1039153371)+W(3,982295861,1036843369,-1101972463,1041104624)+W(4,1043814114,1034691017,-1109841905,988770395)+W(5,1029874576,1031396654,-1107251369,-1133844875)+W(6,1034709362,1004793673,-1126175513,-1121562883)+W(7,-1125713989,1034135320,-1111468989,1025626276);sum2=W(0,1071281072,1072425553,1044163006,-1125393898)+W(1,1011595325,1021558362,-1125402454,1044770418)+W(2,-1104699996,-1078765241,-1110276988,1045704700)+W(3,1010524637,-1113439186,-1098423872,1018560910)+W(4,-1076152216,-1100004941,1044569612,-1099412627)+W(5,-1178088596,1019143058,1028856833,-1103281302)+W(6,1036033265,-1111185479,1037394103,-1115657155)+W(7,-1126446200,1026998165,-1117821699,-1123488110);WS(1066498257,1026989550); +sum1=W(0,1023571545,1024686464,-1123659738,-1129927868)+W(1,-1133253141,1025371048,-1143882757,1016605513)+W(2,-1084187390,1040895252,1002634947,1045121333)+W(3,1033458708,1032849928,1054068239,1042249043)+W(4,1040663099,-1115004776,970850411,1036944705)+W(5,1049903454,1024612748,-1120675276,-1089079196)+W(6,1024409057,1001199419,1004856149,1022709187)+W(7,1017685954,-1117202350,-1120648472,-1112524513);sum2=W(0,-1106434423,1038340354,-1155040203,1038138620)+W(1,-1117610677,1038431916,-1105689565,1014840059)+W(2,-1087069176,1064410985,-1094597030,1049419982)+W(3,-1115449783,-1117967352,1043321526,-1102609737)+W(4,-1110711879,-1112639315,-1117198782,1022703337)+W(5,-1107988055,-1112813855,1042536365,1043390477)+W(6,1026273617,-1123727669,-1121486321,-1132959015)+W(7,-1122022929,1031915394,1009362023,1036470844);WS(1059170114,-1115069681); +sum1=W(0,1039057944,1043197758,1031327889,1041126528)+W(1,-1125005432,-1184440086,1035998588,-1114418030)+W(2,1057495242,1035662548,1027929903,-1137442701)+W(3,-1107377807,-1131407372,-1092661254,-1086197480)+W(4,1036387882,1043295874,1045677858,1016336432)+W(5,1031309989,1017102598,-1097533773,-1098594899)+W(6,1020376880,1035357519,1040648584,1027533272)+W(7,1036182828,-1128058314,-1106979748,-1116322521);sum2=W(0,-1099457044,-1123134927,1035999136,1029223181)+W(1,1022472216,-1129014496,-1107153986,-1094833228)+W(2,-1106245137,-1115721168,1050206678,1032743888)+W(3,1034397600,1043654862,1029163621,1052844759)+W(4,1035536761,-1109098872,969652021,1030968394)+W(5,-1114537747,-1149928759,-1111905268,1046847142)+W(6,-1136790748,-1105152866,-1138117380,1018474295)+W(7,968266517,1033858063,-1102858563,-1116305850);WS(-1091215044,-1097536449); +sum1=W(0,-1088688205,-1110004986,1027816414,1036334229)+W(1,1049627927,1039037582,1025245044,1028067640)+W(2,-1088611549,-1085760696,1054850406,1046343318)+W(3,1048707955,1052669472,-1089807987,-1104070412)+W(4,-1113122464,-1115511970,1040414769,1041878433)+W(5,1043177720,1039929856,1024229024,990395721)+W(6,-1113420363,1034437006,1047750528,1017820267)+W(7,1044644789,1048578060,-1097347774,1028468150);sum2=W(0,1036847317,1042295753,1030624098,-1114440831)+W(1,1027069126,1021176355,-1115362087,1041890716)+W(2,1050034374,1031424194,-1132718391,988636086)+W(3,1029167466,1028661170,1016671019,-1113867927)+W(4,-1119733782,-1120554286,1016098323,1030310950)+W(5,-1183083952,-1108500823,-1097953797,-1130826523)+W(6,-1114648667,1035432255,1018716851,1024855622)+W(7,1027651154,-1106095247,-1096082463,-1146049358);WS(-1074893425,-1117971628); +sum1=W(0,1052023128,1049322869,-1152038187,-1094367290)+W(1,-1107223211,1034136520,-1097322793,1042452051)+W(2,-1111356283,999054287,-1098786216,-1103630563)+W(3,-1112379016,-1102728254,1040732760,1049675109)+W(4,-1106664801,-1093651375,-1114777697,1037656965)+W(5,1016544493,-1125564586,1057236855,1040645714)+W(6,1040611874,-1094570594,-1124130662,1025099466)+W(7,-1105965314,1008351835,1055134184,1040783587);sum2=W(0,-1116735450,1032892007,1021526755,1004001863)+W(1,1033584975,-1130001464,1024548251,-1111481570)+W(2,-1096890588,-1099974349,-1116175346,1018968138)+W(3,1026017190,-1121576034,-1071438395,-1073615974)+W(4,-1103015201,1040986630,1031843333,-1139174407)+W(5,-1164624762,1024580999,1076155388,-1146527383)+W(6,1035109709,1041412407,1009509771,-1131104448)+W(7,1043256283,-1106441216,1041860718,1074182350);WS(1040475912,1032695578); +sum1=W(0,-1112011377,-1123298122,-1155851319,-1124525022)+W(1,-1136466746,1035920825,-1102944834,1035534023)+W(2,-1091278169,1056532699,-1122500130,1035372099)+W(3,-1130626274,-1104812886,1041895809,1055301749)+W(4,1054708857,-1105035590,1033773669,-1172701842)+W(5,1028924087,-1111589035,1039100863,-1087252087)+W(6,1007501482,1026134833,-1116930196,1014757675)+W(7,-1142366545,-1110262076,1036316385,-1123874252);sum2=W(0,1041703749,-1123886114,-1119792870,-1109091355)+W(1,1010537508,1026411366,-1123320808,-1120034208)+W(2,1026232126,1049335147,-1102054262,-1111337413)+W(3,1015836410,-1098413574,1063803841,1045621744)+W(4,-1114718085,-1111978783,-1113960445,-1118550690)+W(5,1041947548,-1123461018,1016064880,-1088756378)+W(6,-1124340572,1020384670,-1109065069,-1142500624)+W(7,999681904,-1122952578,1030310973,1026268254);WS(1060902754,1050355625); +sum1=W(0,-1099711167,-1104333225,-1151083459,-1156790206)+W(1,975051222,-1120760458,1047935457,1048936605)+W(2,-1101534272,-1082482317,1023922682,1011568442)+W(3,1040804594,1043235660,-1103038759,1041411896)+W(4,-1107281952,1053813598,-1112644265,1024500211)+W(5,998453633,1030084558,1036831245,1049946264)+W(6,1025001795,-1116841801,-1104847739,1033389138)+W(7,1007099659,1035779080,1030797274,1037700978);sum2=W(0,-1106066969,1029646415,-1120633215,1036801640)+W(1,1051617655,-1128436081,-1094622159,-1098529900)+W(2,-1102845552,1020964885,1045612039,1043653368)+W(3,-1108268977,-1120809462,1062435502,1045091011)+W(4,1041841354,-1088569123,976462574,-1100846658)+W(5,-1127923721,-1115259155,1054359824,-1104869009)+W(6,-1101549413,1054633350,-1097687290,-1115109418)+W(7,1041018201,-1102739129,1044975639,-1101036113);WS(-1090140642,-1081743990); +sum1=W(0,1037549524,1009886528,-1130293844,1014408182)+W(1,-1148996265,-1107483388,1031805064,-1119977588)+W(2,1044394635,1037202321,1042594418,1031847606)+W(3,1015837167,1035016080,-1094879521,-1097431626)+W(4,-1117833212,1037634256,1035968392,1041618980)+W(5,1032499967,1034663662,-1101547735,-1119842097)+W(6,-1122700465,1015596142,1033368909,1009499077)+W(7,1017023585,1030806526,-1105308242,-1107123493);sum2=W(0,1013646496,-1120892227,1006912162,-1123785792)+W(1,1032589029,-1113324539,1034054467,-1105735433)+W(2,1057715626,1076150687,-1071648513,-1091554339)+W(3,1043157583,1029343874,-1110563164,-1103626228)+W(4,1069469884,1049558148,-1106043455,-1078529007)+W(5,-1120727508,1029688242,-1102425071,1025732222)+W(6,1035924910,1038760139,-1113325201,-1108743589)+W(7,-1120545616,-1123660578,1001130061,1028146935);WS(1055430148,-1108560690); +sum1=W(0,-1122962962,-1107101862,1035029338,1035961997)+W(1,-1109508687,-1114596033,1037435821,1001804274)+W(2,-1105458486,-1102453987,1041930516,1036894711)+W(3,-1105968336,1030068713,-1115462345,1049324163)+W(4,1050880022,1050461237,-1113968413,1018389269)+W(5,1023650152,1041307521,-1096034793,-1096234295)+W(6,1017425654,1049028992,-1119268932,1026969083)+W(7,1023939770,-1110794404,-1109268985,-1105484423);sum2=W(0,-1133145023,1000680715,1015626891,1020921672)+W(1,1057583079,1066461314,1038163303,967639540)+W(2,1034643892,-1106033700,-1149322267,-1131154511)+W(3,1070593780,1042500058,1027175814,1029820070)+W(4,-1155618307,1030350968,-1122484266,1005570725)+W(5,-1076733999,-1075365186,-1107328459,1050725869)+W(6,-1127714103,1027949553,1019773418,-1125609227)+W(7,-1095092572,1026351361,-1113454879,984351189);WS(1048611396,-1120253991); +sum1=W(0,-1104843595,1020368935,-1134442421,-1109906484)+W(1,1029221016,1014414830,-1116357012,1042068462)+W(2,-1102655324,-1096452233,1038629782,-1157090745)+W(3,1044033359,1052393436,1048790986,-1127594975)+W(4,-1094801150,-1098953977,1008425488,1019276152)+W(5,1029702657,-1137141374,1044903358,1026936628)+W(6,-1125379561,-1120481658,-1115994974,-1121251029)+W(7,-1117911220,1022285443,1042932491,1031973931);sum2=W(0,-1111784437,1036277891,-1143746400,-1129566974)+W(1,-1093517653,-1098527209,1047551505,1050813877)+W(2,1028988774,-1100779042,-1117052801,1036033029)+W(3,-1081514759,-1071648362,1077969880,1061486774)+W(4,1044450885,-1129810696,1038502321,-1123748463)+W(5,-1089190754,-1107152864,-1131992338,1055586292)+W(6,1034348699,-1108082071,1043607047,-1138810328)+W(7,-1111885211,1025200270,-1108034712,1040643987);WS(-1095808772,1065647947); +sum1=W(0,1055051378,1050045579,-1104862109,-1096536264)+W(1,-1101629224,-1139560206,-1106144343,-1152511995)+W(2,1051209263,1045989771,-1101730853,-1101976087)+W(3,-1118447811,-1101507019,1051130659,-1114400236)+W(4,-1096666661,-1098537885,-1106707963,-1126516760)+W(5,-1103658466,-1098960762,1057272194,1054814183)+W(6,1021791993,-1104774017,-1108125731,-1123882077)+W(7,-1106849375,-1104521538,1057816237,1047598263);sum2=W(0,1046325680,-1134514653,-1114352725,-1110633145)+W(1,-1121981161,-1115188107,-1145236426,-1106205960)+W(2,1030462840,1052343557,-1113576661,-1120367533)+W(3,1009337269,-1122467029,1052169724,-1121802017)+W(4,1028577898,-1127265311,-1111220567,-1147392026)+W(5,-1112707841,-1123885069,967975074,-1126550987)+W(6,1023140267,-1109705515,-1131596567,-1123261925)+W(7,-1109514951,1036097210,1019189507,-1125641651);WS(-1088656098,-1093593990); +sum1=W(0,1053407451,1046462824,1006243392,1009988669)+W(1,1009810317,1021367180,-1100605512,-1093246956)+W(2,1054487499,1043824044,1040203342,-1118924498)+W(3,1031892963,-1115326423,-1110184012,-1092703459)+W(4,-1107509853,-1099069067,1015251645,1030956655)+W(5,1009525296,-1102894371,1036164518,1041099456)+W(6,-1114843936,-1106663601,1034196708,1032654584)+W(7,-1121673919,-1120762380,1035276411,1040232112);sum2=W(0,-1111686548,1047338924,1057379920,1045046842)+W(1,-1123157156,-1122209414,1041926325,-1120613757)+W(2,1044625920,-1108706635,1065556520,1066661430)+W(3,1026048962,-1118064370,-1107659276,1010608356)+W(4,1040575208,1048831397,-1079104557,-1100359290)+W(5,1036917588,-1118722317,990146073,1029226052)+W(6,-1106604517,-1118381857,-1090732450,-1080513286)+W(7,999828841,-1128484108,-1148427089,-1122878530);WS(-1103417864,1032685901); +sum1=W(0,999140540,1021813182,-1101895278,-1113840082)+W(1,1025795300,-1104186210,1049323684,1026362243)+W(2,1050838637,1035808888,-1112947643,-1106883347)+W(3,1026463622,1015970396,-1115046028,-1123649147)+W(4,-1089518824,-1112862903,-1106874992,1045150312)+W(5,1028121997,-1114287989,1043843226,1051398592)+W(6,-1123587264,991482976,-1140285221,-1122615424)+W(7,-1148228092,-1125179546,1025625239,1032255888);sum2=W(0,-1107019340,1032004449,1041601968,1052414494)+W(1,-1118630717,1028135044,-1101889010,1021676257)+W(2,-1083281727,1048799024,-1094738093,1061231009)+W(3,994543087,1023423300,-1113266306,1040520305)+W(4,1060484354,1026094686,-1112254382,-1090047391)+W(5,1023744190,-1123297050,1047868927,-1097572834)+W(6,1028491114,1016363351,-1106989530,-1124055261)+W(7,-1134044699,-1135541243,1039531031,-1106439707);WS(1062251010,-1128406975); +sum1=W(0,-1114430084,998905218,-1117783082,-1122559590)+W(1,-1200477464,1030594936,-1122146129,1041522773)+W(2,-1117430765,1043264160,-1097132645,-1111223497)+W(3,-1117296696,-1108127936,1038499861,1049934150)+W(4,-1137238321,-1109365760,1027318465,-1118294493)+W(5,-1117164622,1008104625,1038350478,1040349396)+W(6,1012147781,-1112437644,-1142140116,-1122628178)+W(7,1016497826,1030977566,1022231761,-1161426505);sum2=W(0,1035048481,1029071818,-1125963325,-1117898288)+W(1,-1121110162,-1139107970,-1131842712,1015521050)+W(2,1058090849,1075259304,-1072766634,-1090182563)+W(3,-1131029094,1037152077,-1099596444,-1155119281)+W(4,1062748800,-1113008632,1030742992,-1084699977)+W(5,1018972128,1025197316,-1124623837,1015646848)+W(6,1039805619,-1113709765,1021721886,-1114032290)+W(7,-1127481518,1027813594,-1146515621,-1116189732);WS(1065708113,-1121751611); +sum1=W(0,1004700116,1033929377,-1113367966,-1151170552)+W(1,-1203182552,-1152107167,-1124121476,1029908854)+W(2,1028879143,1048992314,-1102777150,-1132161740)+W(3,985230639,-1118004497,-1106962671,1021289212)+W(4,-1130586604,-1123817297,1034637855,1008580363)+W(5,1024087440,1024857134,1010684790,-1145749780)+W(6,997138991,-1119780649,1029317996,-1122909571)+W(7,1018524741,1030859440,-1119558682,-1110778290);sum2=W(0,-1128031215,982756722,1007192988,1022085973)+W(1,-1176062153,1022708360,-1124806095,1012976820)+W(2,-1087213694,-1070139299,1078660314,1059325611)+W(3,-1120463845,1033425170,-1095156098,1030136738)+W(4,-1079390657,-1159362498,-1179370697,1067996709)+W(5,-1138793506,-1124014927,1019962283,-1131018297)+W(6,-1110724756,1028041806,1000911377,1033764027)+W(7,1016277465,-1138055830,-1121497459,1025926144);WS(1067144001,1026092834); +sum1=W(0,1049810486,1020396467,1014388109,1005864375)+W(1,-1120236446,-1132016387,1040462414,-1103125415)+W(2,1055042333,1042867979,-1100539124,-1110877439)+W(3,-1107048544,-1116193256,-1096204250,-1103579165)+W(4,1031992147,1044290490,-1126225268,-1110133357)+W(5,1010104860,1031444773,-1091768605,1048911295)+W(6,1034565181,1034066560,1016160519,1033891677)+W(7,1030176378,1031923300,-1112003369,-1114007278);sum2=W(0,-1123834023,1045671991,-1108591076,-1130823435)+W(1,-1114604843,1024976861,-1106172311,1036568073)+W(2,-1133291790,1058163296,-1095898825,-1112679806)+W(3,1033105292,-1122476787,1057311204,-1115701009)+W(4,-1100325346,-1113640367,1030441654,-1107310218)+W(5,1035411458,-1111920852,1044352434,-1097367248)+W(6,1016405480,-1116067001,1031713190,-1128226189)+W(7,1031834977,-1121017007,1014762708,-1106561364);WS(1057420226,-1092362255); +sum1=W(0,1044920519,-1144052776,1020346174,1032475105)+W(1,-1114304581,-1116794957,1027257637,-1103664666)+W(2,1052978802,1055322687,1019256762,-1121587297)+W(3,-1103967019,-1100439285,-1116373310,-1096869991)+W(4,-1104246416,1040777765,1033058515,-1123769862)+W(5,1018564517,1036089864,-1096789598,1028318277)+W(6,1016898380,1041983019,1030782351,1024808486)+W(7,1021198731,-1130998630,-1106323631,-1118572551);sum2=W(0,1016741405,-1130764191,1006994613,-1134184569)+W(1,-1102863001,-1103907912,1043863088,1020516693)+W(2,1033077740,-1112456708,-1134366153,1034914936)+W(3,-1084447988,-1076633620,1071901111,1060988002)+W(4,1043198162,-1132669129,1009154259,1033598449)+W(5,-1098165823,-1118646231,1018979141,1043355315)+W(6,1016038391,-1126067903,1021229932,989883430)+W(7,-1113048166,-1118544043,1022348007,1034096544);WS(-1105493768,-1082709441); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -1), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 1), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1129953383,1052077971,-1115658697,1040079017)+W(1,-1100320116,1052646725,1056937139,-1112255447)+W(2,991372703,-1106109018,-1091236407,1039284509)+W(3,-1108390802,1030287040,-1112818013,1013856427)+W(4,-1102425550,1027055297,-1119789534,-1107150591)+W(5,1029401490,-1121552872,1033358144,-1089460941)+W(6,1043570389,-1111268755,-1097729145,1057992884)+W(7,1028923089,-1132036495,-1110301789,1044897031);sum2=W(0,1026461175,1041449883,-1118430023,-1108031914)+W(1,1041814131,-1076980873,1072973866,1032549274)+W(2,-1121140359,1028730196,-1111091488,1017353224)+W(3,-1138465879,-1127880506,-1121430441,-1132764107)+W(4,1027150813,-1122068949,1013768747,1012288055)+W(5,-1082819831,1036691428,1026059807,1049697467)+W(6,1027133694,-1116481805,-1152272302,1041587393)+W(7,-1141547063,1012449399,1025296987,-1122016279);WS(-1098744132,1034278418); +sum1=W(0,-1124165708,1041815523,-1145635621,-1103397220)+W(1,1026719460,-1092523700,-1099348442,-1110800938)+W(2,1032193166,-1088889154,-1100009602,1022646298)+W(3,-1136800346,-1098235958,-1104673163,1022064347)+W(4,-1120033612,1021903208,1050544938,-1105248316)+W(5,1047722705,994253234,1035939706,1050332487)+W(6,1057456646,992386946,1017012340,1037024150)+W(7,1051861685,1007925993,-1126668889,1045722836);sum2=W(0,1038271179,-1138123466,1051137052,-1097631923)+W(1,1038061501,1066995446,1047950529,1016052501)+W(2,1036023945,-1086456688,1052164534,-1098093629)+W(3,1049634734,-1088937960,-1092315790,-1103222197)+W(4,-1101382095,1030554459,-1103655169,1049915324)+W(5,1044310058,1039796029,-1103587135,1053016941)+W(6,-1097740488,1002073396,1022295275,-1101624661)+W(7,-1095498431,1037237655,1009745942,1025704121);WS(-1082862242,-1106529553); +sum1=W(0,-1136558799,-1134799464,1035507577,-1130854575)+W(1,1011297096,1017516694,1050921813,-1106220300)+W(2,1003802452,-1113237716,-1083278305,1032803517)+W(3,-1115833284,1036440480,-1166618304,-1130818358)+W(4,-1109420173,1040932752,-1121770975,-1111381151)+W(5,1058584025,1023914089,1042678624,-1090777253)+W(6,1038764911,1024022374,-1114891124,1053793791)+W(7,-1125528356,-1148371520,1003125716,1011564912);sum2=W(0,1017383795,-1105748811,-1114468103,-1113253112)+W(1,-1105653936,1062131274,1042070822,-1098397046)+W(2,-1130700635,1039489157,-1088478625,1043748521)+W(3,-1134989990,-1118262998,-1112481937,1040646747)+W(4,1042779663,-1111927878,1029911106,1046106511)+W(5,1049624420,-1113543954,-1106009556,1049941293)+W(6,-1102421728,1032413051,-1110290200,-1093962905)+W(7,-1124158867,1027657598,1032000907,-1120850913);WS(1055738180,1034492849); +sum1=W(0,-1114926341,-1128721888,-1111251428,-1130881323)+W(1,-1109424308,1051914904,-1099536939,1041145701)+W(2,-1112831856,1051860704,1058202118,-1112247108)+W(3,-1121239258,-1130346670,1026763985,-1114665081)+W(4,1039888312,-1103919286,1006685651,1042092597)+W(5,-1131357522,-1113433279,-1104400342,1055510938)+W(6,-1104754439,-1139575663,1022435899,-1089549409)+W(7,-1117425768,-1142807791,-1129253153,-1109075065);sum2=W(0,1036549925,-1116107500,-1118181126,-1110077216)+W(1,1011211476,1056055130,1042025735,-1103858204)+W(2,1023981444,-1117941654,-1090440399,1008268344)+W(3,1034090633,-1130298175,1001166765,1010863636)+W(4,1034915268,-1119533468,-1110853226,1049383148)+W(5,1058209450,-1113779586,-1101175453,1044994486)+W(6,-1099569204,1034145803,-1109857174,-1098004228)+W(7,-1107211558,1033292040,1026441284,-1121873216);WS(1056018244,-1109435672); +sum1=W(0,1025593127,-1108190871,-1121172806,1028147653)+W(1,1042157337,-1098176216,1044333967,1019179235)+W(2,1019247612,1041545807,1052400296,-1110312463)+W(3,-1144225212,1040728133,-1152440548,-1120006735)+W(4,1019648283,998861994,1029524274,-1156629272)+W(5,-1084323638,1048944704,-1126875818,-1105021998)+W(6,-1144495302,1027979993,-1112766254,1052575762)+W(7,-1117757541,-1127435447,-1115664295,960835398);sum2=W(0,1037565600,-1103457632,1020564842,-1133465842)+W(1,1023511793,1057142397,1043192653,-1114814180)+W(2,1005396583,1038394412,-1101196001,1028077461)+W(3,-1149118303,-1137100532,-1113456189,1022326514)+W(4,1042355402,1025892619,1020759546,-1109452473)+W(5,1042803000,1040091206,1033812672,-1103393926)+W(6,-1094252679,-1153222990,-1104532905,-1093624788)+W(7,1021621854,1028700597,-1130818626,1041416796);WS(1058353218,1042996167); +sum1=W(0,1015847030,-1107919793,-1094124879,1024954343)+W(1,-1110665693,1048862286,-1097421664,1036476495)+W(2,-1108641009,1049066134,1033331871,-1121159378)+W(3,-1102251787,1041347474,1023600450,-1137738249)+W(4,-1138612357,-1116609353,1009270680,1052314513)+W(5,1050687635,-1105910956,-1202266712,1044445371)+W(6,998963493,-1115498359,1018868510,-1102818752)+W(7,1023627001,-1119202191,1016588291,-1113493234);sum2=W(0,980939457,-1110048722,-1120540574,-1126808420)+W(1,1037410136,-1106277561,1033167871,-1123796075)+W(2,-1139817292,-1116671070,-1166268225,1002142140)+W(3,-1142652688,1011961658,-1143978200,-1134378480)+W(4,-1075343834,-1110843188,1039187917,-1098896413)+W(5,1075199384,991431992,1032482295,-1086151008)+W(6,-1127002394,-1163241473,-1123555130,1058982643)+W(7,1027681870,-1117918702,1021947375,1028067074);WS(1065448321,-1123448424); +sum1=W(0,1010310940,1048779866,1042933049,1033675765)+W(1,-1130617674,1054681092,1053164479,-1135157253)+W(2,1037821135,-1096402228,-1088933089,1045868403)+W(3,-1107423852,-1132569296,-1112063319,1029877230)+W(4,-1098481070,1033876859,-1107290229,-1113419593)+W(5,1025088582,-1126554424,1028430645,-1085464413)+W(6,1043193000,-1114258373,-1113028565,1052703622)+W(7,1039088003,992526257,-1131689691,1039463880);sum2=W(0,1027463162,-1115592424,-1118632904,992398551)+W(1,-1119896935,1058308065,-1094541616,-1110914988)+W(2,1024218964,-1139018826,1052134722,-1100289244)+W(3,1036361104,-1114310803,1043392525,-1111923136)+W(4,998577524,-1122494561,-1143518596,-1109433050)+W(5,1059518579,-1103007923,-1116426235,-1095126430)+W(6,-1109739820,-1115201103,-1121464784,1038527426)+W(7,1020338285,-1128089075,-1120049915,1004586244);WS(1050696068,-1101686596); +sum1=W(0,1025629886,1039198082,1032239887,1030829490)+W(1,1044306231,-1094476563,1035777849,1028506281)+W(2,1033300499,-1108777674,1053256444,1022456523)+W(3,-1126351518,1013615278,-1125496907,1025382374)+W(4,1033819234,1030627629,-1113406309,1015204626)+W(5,-1083567844,1049080890,-1111973334,1052890832)+W(6,1028011096,1009469122,1026744658,-1095460989)+W(7,1022077689,-1117484787,1014700692,-1117978119);sum2=W(0,1033160533,1028975273,-1116235595,-1123705959)+W(1,1019539230,1055127070,-1105037500,1021465594)+W(2,1030761443,-1104569658,1039390029,-1115261066)+W(3,-1122567677,999405400,1024962787,1021971134)+W(4,-1094422871,-1122943830,-1139597844,1034058997)+W(5,1036912081,1037858431,-1103106284,-1106553103)+W(6,1034816057,997585040,1034945731,-1113630050)+W(7,1014360364,1023175710,-1137214108,-1131788338);WS(1058623938,1044469574); +sum1=W(0,1035147318,-1141312974,-1108426137,1045615020)+W(1,1050348390,-1079944741,-1105886038,1047639223)+W(2,1044899106,1021302290,1039515483,1030161626)+W(3,1044251461,991624716,-1167333042,-1132009366)+W(4,1044306859,1030580258,1044911680,-1135193336)+W(5,-1085342603,1051720601,1043270872,-1122107414)+W(6,-1110191310,1041545713,1041363874,-1100470855)+W(7,-1100960996,1042676794,1040848727,-1180200419);sum2=W(0,-1112584470,-1101780852,-1097249916,-1126998679)+W(1,1026650453,1050619160,-1124055793,-1125720699)+W(2,1035354845,-1115949975,1044368398,-1098785634)+W(3,-1117822839,1013784870,1036370417,-1103280207)+W(4,1037003529,-1122142287,-1118913729,1048536708)+W(5,1058508674,-1117660887,1008038822,1040132893)+W(6,-1106591466,1006096779,-1121056345,1037637019)+W(7,-1104576316,-1119752481,-1116815483,-1109803757);WS(-1092650820,-1093598320); +sum1=W(0,-1136033646,-1107026560,-1111185837,-1126483198)+W(1,-1119240794,-1101350837,-1096033968,1019177644)+W(2,-1108863241,1042409572,1057301262,-1095523617)+W(3,-1126435736,1035081684,1040959081,-1113123137)+W(4,-1113511425,1034982933,1028684103,1032567139)+W(5,1042563567,-1118967697,1025024233,1059010394)+W(6,-1108714423,1023629806,-1118984463,-1131092420)+W(7,-1106962654,-1142697342,-1128061252,-1114101506);sum2=W(0,-1158272012,-1107189637,-1134435633,-1118904411)+W(1,1030464194,1057018316,-1120249847,1013234849)+W(2,1025489390,1024832618,1048792270,-1106482941)+W(3,1028128070,-1125347555,1031754422,-1129648553)+W(4,992574886,-1122133752,-1150017862,-1102280300)+W(5,1062197029,-1097179586,-1146867651,-1083559741)+W(6,-1114392001,1021081809,-1115216614,1040811198)+W(7,1029475610,993658022,-1112304821,1031998303);WS(1058173058,1066808129); +sum1=W(0,-1099127505,1036577094,1035236882,-1107348220)+W(1,-1113478482,1029276252,1044208414,-1103913530)+W(2,-1113016318,-1100723463,-1097605967,1040539139)+W(3,1000206250,-1122925746,1029619500,-1120477164)+W(4,1043659283,-1105652573,-1121094224,1041707116)+W(5,1039741986,-1121409754,-1107481241,1046852514)+W(6,1043551606,-1115290924,1032545388,1044710619)+W(7,994694705,950366748,1013015214,-1133641268);sum2=W(0,-1105723160,-1120175931,1034130054,-1094008764)+W(1,1052425931,1002356625,1064201383,-1087139249)+W(2,1034445536,-1114835724,-1089869944,1056772124)+W(3,1037095176,-1129286431,-1123264660,1012087213)+W(4,1042930394,-1124103013,1011760553,1031813868)+W(5,-1098172076,1006833373,-1131636845,-1110465854)+W(6,-1102352886,1014923704,1007319139,1043061462)+W(7,-1111397998,993051546,1016549099,1040830367);WS(1061928770,1027279769); +sum1=W(0,-1113862823,-1162686055,-1100123699,1034406912)+W(1,-1111710246,1056786929,-1096018034,1039933724)+W(2,-1109997378,1044907121,1056534441,-1111349982)+W(3,-1114279935,1031029722,1022437288,-1113344954)+W(4,-1109708970,-1128579510,1033006716,1029564087)+W(5,1037263862,-1109765633,1007368299,1050604450)+W(6,1038664521,-1101798872,-1113416432,-1098017894)+W(7,1027389387,-1113862289,-1105438789,-1116167797);sum2=W(0,-1108403600,1031363022,-1115270559,1026006751)+W(1,-1122004937,1031769509,-1104904057,1035073774)+W(2,1015050843,1027760004,-1106336513,1035952663)+W(3,-1133483016,-1118390529,1019789656,-1124438030)+W(4,1033798448,-1139293944,-1130316822,1024783342)+W(5,1039898935,1021529214,1025961213,1037041630)+W(6,1027825620,-1096601581,-1112547455,1057393141)+W(7,-1128829234,-1106336479,-1105185563,-1121305243);WS(1053752708,1043937257); +sum1=W(0,-1112521242,-1098204331,-1105170221,-1114168512)+W(1,-1095288434,1066642253,1046102006,-1097902456)+W(2,-1114520925,-1100810554,1054367941,-1094410051)+W(3,-1105295129,1031167873,-1121904763,-1115668990)+W(4,-1104934543,-1113606305,-1109039567,1031197758)+W(5,1070561411,-1089903115,-1098767200,1042705158)+W(6,1032266099,-1108028099,-1100846418,1038022813)+W(7,-1123380722,-1118408200,-1115062077,-1114135854);sum2=W(0,-1144787532,-1094418907,-1090786559,-1113064749)+W(1,1041111385,1053253351,1009808406,-1115681675)+W(2,-1136936214,1020895003,1015714915,-1130408019)+W(3,-1121651306,1028089270,-1117683238,1022660811)+W(4,-1102980167,-1129681067,-1136678198,1038982572)+W(5,1054413523,1035936399,1023762114,1041806798)+W(6,-1114777947,1001107148,-1114747797,1024043560)+W(7,-1123371786,1019986163,-1129865467,1021536435);WS(-1077899937,-1095640595); +sum1=W(0,1026389718,1036208246,1032811586,1038010313)+W(1,1038149954,-1112596654,-1100196466,1040451742)+W(2,1041468735,1025151035,1057575303,1012098034)+W(3,1035936827,-1117388883,-1108998502,1036152598)+W(4,-1123908524,-1117534996,1033727032,-1097475626)+W(5,-1096170677,1043001855,-1116405267,1051006893)+W(6,-1102384270,-1122502968,1035677341,-1089360567)+W(7,1019229383,-1122221082,959089718,-1117118702);sum2=W(0,1031626038,-1111295182,1037203464,1014408115)+W(1,1024306585,1046645930,-1111204470,1042237958)+W(2,-1108949069,-1102667672,1036175171,1005347958)+W(3,-1155665460,-1098212068,-1105300490,-1129272561)+W(4,1033188726,998532726,1006518986,-1112987386)+W(5,1040504174,-1142339005,1002908510,1033012571)+W(6,-1113110436,1028194944,1028667874,1022488131)+W(7,1026136762,-1118275484,991631364,1012028387);WS(1052188868,-1105025774); +sum1=W(0,-1127133881,1046329385,1053332527,1026006805)+W(1,1039605133,1041936861,1054121990,-1111238899)+W(2,1027868467,-1100202284,-1098161716,1036489378)+W(3,1040022103,-1112308133,-1114580002,1028341284)+W(4,-1102124985,1015047702,1016895952,-1093124457)+W(5,-1108714798,-1123947762,1031180874,-1093232644)+W(6,1042303686,-1100188956,-1116894641,1047964177)+W(7,1033044781,-1120167377,-1114267170,1042593657);sum2=W(0,-1090155459,-1111850856,1038124206,-1098242390)+W(1,-1083172772,1045262621,-1111691725,-1080159437)+W(2,1066420271,-1115094311,-1107342132,1043663143)+W(3,1052081121,1039539139,1045364599,1065821018)+W(4,-1110800852,1015159009,-1146833441,1035251585)+W(5,-1116129960,1037947101,-1114532383,1033462452)+W(6,1036826747,-1118954060,-1115149205,-1117401930)+W(7,1031476522,-1144829650,-1159263732,-1121811075);WS(-1102870152,1022622513); +sum1=W(0,1035394969,-1108831748,-1105950504,1055644087)+W(1,1045987408,1039545500,1041190721,1045649819)+W(2,1031111560,1056957379,1049616144,1030573816)+W(3,1041054212,1055423038,1047436506,1035095156)+W(4,1043185370,1029691760,-1099940547,-1114669622)+W(5,-1093030704,1034170571,-1105006556,-1098060649)+W(6,-1084377448,1032315050,1028754581,-1093912525)+W(7,-1094643096,1002093997,1008186016,-1093512673);sum2=W(0,1037387540,-1098862516,1070336926,-1084145430)+W(1,-1096604175,1068317532,1050914492,-1091365810)+W(2,1043123500,-1083131387,1054262144,-1095647742)+W(3,1053814194,-1081281727,1046449081,-1106696806)+W(4,-1095516697,1056626754,-1086613448,1055168354)+W(5,1069441477,-1099937369,-1097405209,1050568943)+W(6,-1085743049,1045945631,-1106692290,-1090345251)+W(7,-1086819148,1058187197,-1106594556,1048225937);WS(-1069426976,-1120848841); +sum1=W(0,1035259664,997868135,1037072255,1036938172)+W(1,1052190352,-1092031243,1031706371,1047028417)+W(2,1039915051,1026900661,1045414333,1041456894)+W(3,1036563112,1015048091,-1119324359,1015525967)+W(4,1049019033,1025792718,1032159990,-1103659451)+W(5,-1081236347,1049696791,1020529436,-1095105906)+W(6,1032303833,1035011641,1038916826,-1090672009)+W(7,-1146656500,-1145253028,1039253091,1008361890);sum2=W(0,-1130807793,-1132163681,1029191442,-1131675185)+W(1,-1119117212,-1086087178,-1115933340,-1137547874)+W(2,-1139313154,1014175682,-1112002886,-1138868050)+W(3,-1144490820,-1135148482,1023290113,-1127085641)+W(4,1018117017,-1115031522,1024984252,-1114450600)+W(5,1063181450,1006729954,1037592454,1033829647)+W(6,-1143924164,-1134939410,1017409241,1026390676)+W(7,1007342770,974288160,-1125048401,-1138352802);WS(-1092511940,1056045775); +sum1=W(0,1036571263,-1107220477,-1122413709,1034351639)+W(1,1044122211,-1099810889,-1123595634,1026078569)+W(2,-1113387827,1050308552,1052039823,-1145831724)+W(3,-1119385695,1047960215,1032192235,1018446892)+W(4,1031880235,-1128037178,-1109413949,1034842253)+W(5,-1106066347,1038991202,-1106487287,1048156900)+W(6,-1095462256,1039930976,1016305349,-1096815763)+W(7,-1105858435,-1115254417,-1145490603,-1104039774);sum2=W(0,-1125984965,-1145267460,1017418680,-1129634341)+W(1,1032304695,-1112808134,1019434782,-1131211232)+W(2,-1135310730,-1164412329,1027589163,-1126835561)+W(3,-1115706548,1024240430,1012340975,1030376830)+W(4,-1108053053,-1078809375,-1086264457,1033383321)+W(5,1017461836,-1098879629,-1073693037,1035592777)+W(6,1048432434,1073307463,1071963841,-1125819067)+W(7,1037084632,-1110470100,1053688201,-1132396034);WS(1042257800,-1115776325); +sum1=W(0,1032352980,-1098526814,-1107281138,-1146926115)+W(1,-1114314051,-1109412128,1043068219,-1109330569)+W(2,-1111850704,1039093055,-1097266597,1039411448)+W(3,-1123393177,-1104810789,-1100632132,1040829028)+W(4,1045994468,-1117084567,1010013391,1038400362)+W(5,-1144690495,-1120663934,1043908518,-1111135982)+W(6,-1128243973,-1122589083,-1098521248,1057956169)+W(7,1025450855,997333453,1029880783,1048043508);sum2=W(0,-1131137316,-1118253197,-1139977433,1029402915)+W(1,1023173531,-1122404168,-1122896144,1031911869)+W(2,-1123803784,1037623928,-1098422336,1023792141)+W(3,-1128776324,1036548666,-1106514445,1014267385)+W(4,1040550677,-1112092070,1041328458,-1102627522)+W(5,1061434285,-1087193418,1058291503,-1088615745)+W(6,1067804318,-1079538943,-1072676007,1075510495)+W(7,1035151624,-1107997040,-1106625048,1045458757);WS(1062572194,-1113128476); +sum1=W(0,1032745069,-1098454710,-1105909778,1025054504)+W(1,-1115121012,-1102647392,1040855323,-1111717923)+W(2,-1108655721,1048800872,-1094658254,1039928305)+W(3,-1121873307,-1107065062,-1098634802,1042636501)+W(4,1048922046,-1107189334,1030405814,1035303099)+W(5,1030883818,-1120733568,1047137430,-1111940687)+W(6,-1114397119,-1121522301,-1102007432,1056642050)+W(7,1028123977,-1129454014,1030940241,1045405821);sum2=W(0,1015935669,1029828517,-1138228901,-1114559261)+W(1,1034980574,-1095660939,-1110320033,-1119968612)+W(2,1031387619,-1103434641,1043622789,-1134322843)+W(3,1028413753,-1104010102,1043842027,-1130912561)+W(4,-1107208114,1036930870,-1102431407,1049277284)+W(5,-1090290563,1061616421,-1086736101,1062476231)+W(6,-1079628774,1068626110,1075586093,-1071408041)+W(7,-1110973692,1043722127,1036267766,-1100585862);WS(1060774594,1031131703); +sum1=W(0,-1105426838,1048858052,1045023814,-1107942447)+W(1,-1108928460,1053310638,1057375412,-1102134060)+W(2,-1109912496,-1121814959,-1086363546,1030069408)+W(3,1016389396,-1112979299,-1121700033,-1111247296)+W(4,1019498368,-1115599332,-1109726834,1022102280)+W(5,1054202179,-1117349999,1024119623,-1089780107)+W(6,1045750878,-1112636534,-1105657043,1056436400)+W(7,-1115080444,1034439495,1020787328,1017717699);sum2=W(0,-1117613837,1015990489,-1115841609,1036474850)+W(1,-1124280889,1046600726,-1114813616,993333704)+W(2,-1147158916,-1101686418,-1127188969,-1120272689)+W(3,1006917274,-1111325506,-1106242516,-1136721538)+W(4,-1121605429,-1155010952,1027456791,-1115206474)+W(5,1051997378,-1145891812,-1115442992,1041891165)+W(6,1035140408,1009536026,-1135549634,-1122067781)+W(7,-1113122752,1017045509,1019245009,1020051521);WS(1060194466,-1100017114); +sum1=W(0,-1110455654,-1101985628,-1105747811,-1107280066)+W(1,-1102634810,-1106901713,1018718942,-1108454907)+W(2,-1103041901,1055521256,1046100821,-1103570769)+W(3,-1103753711,1059153514,1047438565,-1108837738)+W(4,1043733237,-1106475814,-1103466926,1059466063)+W(5,1036011765,-1094721336,-1106517942,1057500851)+W(6,-1113318903,-1108487663,-1110005824,1016328357)+W(7,-1111475141,-1118902112,-1116101330,-1139455183);sum2=W(0,1016306377,-1123533287,-1116481221,-1134258178)+W(1,-1121134035,1050682292,-1150894505,-1119701101)+W(2,-1123898542,1016401385,1003934853,-1110905440)+W(3,-1131815221,1025651043,1010383122,-1120388479)+W(4,-1130975497,-1124034546,-1123729210,1032034504)+W(5,1050657130,-1118895679,-1119840142,-1129842733)+W(6,-1114630639,-1135589646,-1115758498,1032136922)+W(7,-1115813895,-1126135829,-1140270714,-1135861370);WS(-1094780356,-1096037829); +sum1=W(0,998269945,1048993133,1051641704,-1094564683)+W(1,-1099790159,1021385644,-1105882161,-1106439374)+W(2,-1116696534,-1093602407,-1110801281,1039955171)+W(3,-1132274079,-1094848202,1040928722,1026955814)+W(4,-1097112145,1034946343,-1109647669,1042321778)+W(5,1039341071,-1101585581,-1120792141,1049078036)+W(6,1056382370,-1124429730,1020526630,1035258371)+W(7,1053064740,1027970323,-1106396689,1035779188);sum2=W(0,-1129205035,-1107142480,1029577680,-1137596463)+W(1,1039861741,-1098569120,1047351132,-1126343315)+W(2,-1123052878,-1116615219,1038608299,-1126312459)+W(3,-1125851727,-1107291575,-1112533224,996868828)+W(4,1015352075,1012914617,-1113448033,1038439017)+W(5,1073186805,1046610276,-1114069586,1070713407)+W(6,-1073950732,1007385420,-1144677526,1038004689)+W(7,-1107100148,1037961064,-1108941862,-1077903771);WS(1053603780,-1115461008); +sum1=W(0,1030817204,-1095449155,-1097293942,-1137418943)+W(1,1021933093,1049349309,-1092155167,1016256157)+W(2,1024187323,-1107838901,-1125654285,-1107174285)+W(3,1027865701,-1115980033,-1112035518,-1121722108)+W(4,1046317951,-1134044169,1014991997,1049585228)+W(5,1058232189,-1129232467,-1118818050,1056038503)+W(6,-1104780729,1042320778,1020919504,-1109114845)+W(7,-1096840466,1040979266,1033110781,-1104946775);sum2=W(0,-1122607696,1031925962,-1115237141,1033231462)+W(1,1021774826,1053325526,1042960949,-1126070520)+W(2,1023918789,-1112013861,-1107200469,-1120788802)+W(3,-1155086158,-1120863174,-1114604471,-1127228708)+W(4,-1115623012,1016053183,1022510111,-1111323807)+W(5,1049744257,-1130112624,999155791,-1119706606)+W(6,1026671690,-1115047971,-1116359926,1005054791)+W(7,-1119270266,-1114777589,-1133439199,-1107279270);WS(1049944452,-1118177299); +sum1=W(0,1034605113,-1117712807,-1113835168,1004954534)+W(1,1046072096,-1089565448,1049772083,1042179871)+W(2,-1115172412,1028249398,-1087875066,-1119832136)+W(3,-1125265763,1016032028,-1115173764,1021914321)+W(4,1044152226,-1113909672,1036431958,-1131743895)+W(5,-1102704504,1047091406,1034469319,-1105992217)+W(6,1023284205,1037431354,-1117867957,1051885673)+W(7,1023720959,1027934165,-1128742159,1032417701);sum2=W(0,-1102028824,1033866732,1053033259,-1122048832)+W(1,1042109429,1035235216,-1083784972,-1098388207)+W(2,1035691269,-1103367787,1056376564,1037898289)+W(3,1026959129,-1128193065,1034674212,-1120157845)+W(4,1014156522,1033801710,-1100778293,-1121809206)+W(5,-1104400409,1046653262,-1112352078,1055740053)+W(6,-1120368299,1025902829,-1111071353,-1126110057)+W(7,984939091,-1153716682,997672170,1015248281);WS(-1165444096,-1119710264); +sum1=W(0,1034244741,1042802936,1051115175,1042994118)+W(1,1041081798,-1114386041,1051394930,1037778378)+W(2,1044760836,1039392600,1044466585,1016348739)+W(3,1049969601,-1111502020,1042064672,-1126699940)+W(4,1040688824,1032455940,-1108071955,-1098028621)+W(5,-1087521946,1029133552,-1120702728,-1088773549)+W(6,-1102706330,-1117660781,1045508004,-1089153334)+W(7,-1112154588,-1112358151,1043978432,987979863);sum2=W(0,-1169925094,1041247352,1060341068,-1113048377)+W(1,1022227231,-1081289783,999982909,1033233769)+W(2,1025958326,1036288861,-1090689511,973479782)+W(3,-1108998850,1055733822,1044034366,-1175748301)+W(4,1057359743,-1121919154,-1107478445,1067872749)+W(5,-1075624869,1030919570,-1112420946,-1089189226)+W(6,1048635178,-1108655271,1049895882,-1088323315)+W(7,1060416891,-1098757157,1042449401,1052769876);WS(-1077066897,-1138646112); +sum1=W(0,1009759453,-1106693383,-1092381223,1024267775)+W(1,-1105412061,1042083852,-1096180043,1034803609)+W(2,-1104989395,1050244398,1031147625,-1118414542)+W(3,-1099033634,1045342865,1024065726,1000523125)+W(4,1027242622,-1118474373,1025453154,1053014632)+W(5,1053447283,-1101608091,-1149202983,1051220983)+W(6,1023828386,-1113932053,1010847661,-1105039519)+W(7,1028746421,-1113130950,1023831870,-1110843104);sum2=W(0,-1133465912,1032956180,1032969077,1013870164)+W(1,-1118337904,-1095979039,-1118666398,1030888661)+W(2,-1156287199,1041525268,-1102611716,1030672570)+W(3,-1145191680,-1129518532,-1121602320,1014316520)+W(4,1076869477,1037977967,-1105627059,1050672871)+W(5,-1069322680,1026329625,1017901782,1063553933)+W(6,1026168517,-1153801247,-1169512700,-1088200357)+W(7,-1120095414,1031405165,-1126632288,-1129519600);WS(1059038658,1028594353); +sum1=W(0,-1132336275,1035531624,1027001704,1030613999)+W(1,1038489844,-1152158733,1032402678,-1117493948)+W(2,1044643916,-1088517514,-1098315241,1028206993)+W(3,1043840791,-1091506711,-1103996748,1007880004)+W(4,-1094328658,1026431736,1046010101,-1089493909)+W(5,1052296065,1044337864,1043051950,-1106243079)+W(6,1049587060,1032918142,1028671678,1042911580)+W(7,1044000434,1036291743,-1137633217,1035409673);sum2=W(0,998383694,-1109062791,-1105269646,-1118922878)+W(1,-1123342062,1052555170,1013977255,-1117830208)+W(2,-1124252768,1040874722,1041098100,-1109116635)+W(3,1026377322,1040986964,1030669290,-1104593856)+W(4,1002191246,-1111322692,-1110275215,1050974192)+W(5,1051646415,-1114439732,-1114811922,1046707356)+W(6,-1098775079,-1121186646,-1108145020,1036678597)+W(7,-1098750401,-1115223671,-1115485971,-1122565606);WS(-1089038754,1070610314); +sum1=W(0,-1126323612,-1099849389,-1112569734,1006818038)+W(1,-1107760774,-1101892281,-1090696922,1015379312)+W(2,-1104391397,1047988033,1028620400,-1110158738)+W(3,-1113068735,1039930893,1043536901,-1114553627)+W(4,1036085850,1043645143,1038135388,-1110914124)+W(5,1045400523,-1118717763,1040122382,1053776546)+W(6,-1132043583,1016954112,1002760462,1040930437)+W(7,-1114659286,-1139206280,974497054,-1119469430);sum2=W(0,-1119340063,1020623843,1029972206,-1120363159)+W(1,1035843986,-1094446255,-1137841818,-1119078724)+W(2,-1106992039,-1128810267,1049035968,1035175754)+W(3,-1129270833,-1123131987,-1123633215,-1128507307)+W(4,1026762268,-1099605665,-1111466112,-1135126990)+W(5,1017486399,1042926586,-1102195223,1064611900)+W(6,1039608352,-1112006203,1014516782,-1094749382)+W(7,-1197948696,-1129209333,-1136077530,-1194223384);WS(-1120775200,-1094115106); +sum1=W(0,-1133090109,-1099947345,-1112921839,-1117113151)+W(1,-1098081804,1057531117,1050818928,-1096583070)+W(2,-1119648950,-1098660371,1051254629,-1092969217)+W(3,-1105675228,1035449878,926574177,-1113650835)+W(4,-1097096777,-1151313622,-1107062579,1046145098)+W(5,1067142180,-1094480203,-1100319675,1048882552)+W(6,1035250696,-1111825641,-1100195749,1054137781)+W(7,1024424221,-1114839546,-1118408614,-1115652196);sum2=W(0,1002183233,-1113707943,1031116535,-1122846232)+W(1,-1112395279,-1080457005,988543074,-1129631292)+W(2,1001287537,1037716560,-1097715519,1009610216)+W(3,-1139829356,1031806339,-1112112395,-1122731504)+W(4,1034244245,-1116699784,1030028661,-1118531646)+W(5,1064104967,1037992478,1039671963,1027624889)+W(6,1011412016,1016046512,-1115290878,1052372051)+W(7,-1128697528,1022404309,-1122589730,1031591085);WS(-1083041826,-1088446577); +sum1=W(0,-1139686881,998832115,-1138041180,-1112868382)+W(1,1035817611,-1106005004,-1108164766,1037998481)+W(2,-1112414119,1042585939,1054394898,1028314191)+W(3,-1152205450,1027830053,1037009680,-1123391616)+W(4,1026886463,1007627162,-1123809603,1041478665)+W(5,-1092605991,1036557383,-1137074328,1018740405)+W(6,-1105339656,1016960213,1043199331,-1096954228)+W(7,-1128384493,-1161448845,949272012,-1122534560);sum2=W(0,-1112615912,-1080108640,-1080772886,1036010005)+W(1,1026422893,1067023817,1042883784,-1108103320)+W(2,-1112407780,1043418298,1065911618,1043952518)+W(3,-1142574731,1019038275,-1121396391,1025610945)+W(4,1033469827,-1118689741,-1113551367,-1110295637)+W(5,-1106557392,1039881895,-1123719569,991295446)+W(6,-1113416335,986544491,1028046949,1015020021)+W(7,1027619053,-1114551687,1028536389,-1118133995);WS(1059656866,1032254503); +sum1=W(0,1032901415,-1096624519,-1087438145,1051132033)+W(1,1051046262,-1092342973,-1093591378,1050001035)+W(2,1041030197,1042870865,1024747921,1024623477)+W(3,1040932616,1037509038,-1112612011,-1129401004)+W(4,1045530925,1031967406,1047684766,1040121644)+W(5,-1096329486,1050005760,1044069767,1040228252)+W(6,-1092498854,1048633756,1045316401,-1100479077)+W(7,-1089145703,1050363772,1041789317,-1100524478);sum2=W(0,-1120765513,1004192518,1054927280,1033723840)+W(1,-1121736497,-1097617496,1032813206,-1151198348)+W(2,-1111733852,1024454465,994767756,1020727265)+W(3,-1112033268,-1107458988,-1124374145,1010605379)+W(4,1009606707,-1117945313,-1110893464,-1094930774)+W(5,-1096835022,-1121652889,-1111742424,1018976553)+W(6,1049726638,1030389401,-1144829382,-1114598300)+W(7,1057385902,1035752486,-1120942585,1040837102);WS(-1076352721,1061176787); +sum1=W(0,1039493528,-1094852257,-1095051668,-1115567878)+W(1,1022350014,1044286862,-1086623624,1037423542)+W(2,-1123591576,1049595083,1057477914,-1114677168)+W(3,-1114839417,1044280124,1036655988,-1143365955)+W(4,1040618482,-1116442287,1038434246,1047858891)+W(5,1036068672,1022609452,-1114755255,1057001770)+W(6,-1095930750,1044588197,1037805114,-1086915318)+W(7,1029598047,-1119274549,1031697064,-1108386213);sum2=W(0,-1109735653,1012246375,-1104206436,1018488840)+W(1,-1112517262,1056346033,-1114523900,-1113462230)+W(2,-1112282852,-1106712811,1029007760,-1108529674)+W(3,1011039855,-1115338003,-1113168793,1002563934)+W(4,-1117505825,-1122544930,1004158510,-1111729053)+W(5,1051780099,-1133433375,-1111468709,1042992721)+W(6,1035563022,-1136000711,-1114816198,1042618199)+W(7,-1112797570,1037211560,-1122022613,1024458488);WS(1037340944,-1121222187); 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+sum1=W(0,-1122547977,1036262295,-1111842948,-1125495305)+W(1,1022396558,1050733040,-1083395945,1049435900)+W(2,-1113477720,1023164412,1050803832,1034779456)+W(3,1017461170,-1119150102,-1141132416,1025152496)+W(4,1017057054,1021788462,1033322010,1024315123)+W(5,1016653136,1032259903,1041875702,1046781659)+W(6,1044787970,-1103054087,1045300311,-1084181811)+W(7,1039405571,-1121753565,-1119238479,1025666193);sum2=W(0,-1115334877,1045060155,-1154701652,-1111850352)+W(1,-1131783421,1041887968,1053683311,-1101312255)+W(2,-1121261620,1034919558,-1090960245,1037660946)+W(3,-1118719808,-1117531173,-1118627401,1008969141)+W(4,1033609440,-1109145509,-1128983709,1008422401)+W(5,1047082317,1009316297,1041457249,-1090718168)+W(6,1036748070,1030040522,1037394704,1034433310)+W(7,998924330,-1122112519,1034723828,-1109720341);WS(1058382658,-1101786424); +sum1=W(0,-1139041509,1040419632,1020557616,-1110270554)+W(1,-1114587164,-1089217895,1039037886,-1106470550)+W(2,1031022672,-1098005290,-1116816379,1023988544)+W(3,1026679274,-1105928314,1030444000,1028924449)+W(4,-1110579152,1021044303,1010032145,1042446649)+W(5,-1102603214,-1101971332,-1107378131,1052788411)+W(6,1048850952,-1136091053,-1110520967,1052497916)+W(7,1042985742,1036784631,-1142630143,1041387232);sum2=W(0,-1116694246,-1117334358,1021048143,-1122331173)+W(1,-1106162040,1058597177,985385246,-1133055086)+W(2,-1119866494,1040447045,-1096472079,1033705060)+W(3,-1119480360,1011504527,-1107345628,1019582103)+W(4,1034622720,-1109719947,-1141905806,-1121426033)+W(5,1062397265,-1092732322,-1111398337,-1111822939)+W(6,-1124693001,-1148551778,-1104483430,1007125953)+W(7,1026572561,-1124513225,-1142669219,1025700470);WS(1062970978,-1081266569); +sum1=W(0,1026249566,1049251698,1049067654,-1102316771)+W(1,1037424006,-1086541140,-1100292756,-1104248914)+W(2,-1122189220,-1101422105,-1092317470,1035596338)+W(3,1006845944,-1103019359,-1130063849,1016727466)+W(4,1039432874,1031488060,986432279,1040583110)+W(5,-1096033842,1046796153,1034368766,1040278772)+W(6,1049598341,1029733120,1039493185,1045287213)+W(7,1042202275,1032483937,-1132489681,1043296141);sum2=W(0,1024987284,-1095439435,-1092863213,-1108138297)+W(1,1038311792,991870971,1054820060,-1107013954)+W(2,999045582,1003248078,1019051815,-1140508767)+W(3,-1139420079,-1120196608,-1122507350,1010876103)+W(4,-1107350452,1030342296,1020893591,-1134447463)+W(5,1058790229,-1145193326,1023656240,-1104627754)+W(6,-1113643053,-1124168067,-1111721419,1049499199)+W(7,-1107048418,1036851190,-1111078930,1040683258);WS(-1090709444,1049440503); +sum1=W(0,1009000949,-1102968365,1025170444,-1112814366)+W(1,-1098104133,1055216649,1054801672,-1102384190)+W(2,-1117987732,994631719,1007027006,-1100420271)+W(3,-1118237822,1037835469,-1122456724,-1108681738)+W(4,-1107658202,1013557870,-1116166456,1021129071)+W(5,1055155742,-1102466049,-1112664461,-1108358704)+W(6,-1115514619,-1139587454,-1093799886,1062491877)+W(7,-1137063726,-1119596065,-1112800010,1032182427);sum2=W(0,1011116525,1031004177,-1125700925,1010269627)+W(1,1023655690,1056735713,991734042,1031226256)+W(2,-1139919503,-1116020697,1023598587,-1117593255)+W(3,-1132337311,1014084462,1030692092,-1131886173)+W(4,-1111184590,-1139731999,-1124401971,-1129465449)+W(5,1007034923,-1106780773,-1123603568,-1090395945)+W(6,1044588818,1019563835,1032362667,-1114530604)+W(7,1027760305,1003383541,1016903156,-1118660887);WS(1052605444,-1096548047); 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+sum1=W(0,972033083,-1118357663,1037092684,1033609822)+W(1,1025915127,1050865438,1046113067,1036940225)+W(2,1018117854,1047810219,-1109542297,1037164536)+W(3,1021572178,1036701507,-1111680192,1009743167)+W(4,-1139849211,-1113410371,-1125480775,-1099469177)+W(5,-1143345853,1047135499,1035911587,-1089626010)+W(6,-1097851227,1031924197,1038594118,-1104510832)+W(7,-1110047355,-1120871309,-1146462713,-1113708160);sum2=W(0,-1134630348,-1105084635,1029789829,-1124965724)+W(1,-1143859545,1050249105,1035852445,-1138485084)+W(2,1030422253,1024721985,-1114135764,-1133066340)+W(3,1003464777,1033535897,-1120848177,-1121255807)+W(4,1036116775,-1123511646,-1132623148,-1119672690)+W(5,1057234226,-1097411434,-1106888257,1002738585)+W(6,-1117221657,1017260494,-1109817844,-1115375290)+W(7,-1110249095,1021514610,-1118819718,1007172972);WS(1064258306,1057427735); +sum1=W(0,1048078371,1002554246,1041288794,1046669668)+W(1,1043467602,-1117262306,1039217007,1049007041)+W(2,1040278032,1037075392,1041191743,1032131185)+W(3,-1135631084,1026049048,-1121877906,995640096)+W(4,-1107049340,1026345305,1024557366,-1094345727)+W(5,-1100296810,1017273727,-1126800432,-1092155570)+W(6,-1100720075,-1136038899,1027549470,-1101509636)+W(7,1034147956,-1111532367,-1134767685,1015117221);sum2=W(0,-1081609637,1066099523,1062132206,-1083389635)+W(1,-1090363224,1067427062,1066066300,-1079976349)+W(2,-1097029007,996873905,1049064133,-1100056051)+W(3,-1118886369,1035057689,-1137063332,1028030408)+W(4,1053156114,1022631188,-1127222139,-1122840851)+W(5,-1091867230,-1128121946,1027246780,-1105997303)+W(6,1048340523,-1115106526,1036294091,-1103783968)+W(7,-1104392578,-1117772337,1035025213,-1134953960);WS(-1082692450,-1121765493); 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+sum1=W(0,1031327889,1043197758,1039057944,1041126528)+W(1,1027929903,1035662548,1057495242,-1137442701)+W(2,1045677858,1043295874,1036387882,1016336432)+W(3,1040648584,1035357519,1020376880,1027533272)+W(4,1035998588,-1184440086,-1125005432,-1114418030)+W(5,-1092661254,-1131407372,-1107377807,-1086197480)+W(6,-1097533773,1017102598,1031309989,-1098594899)+W(7,-1106979748,-1128058314,1036182828,-1116322521);sum2=W(0,1035999136,-1123134927,-1099457044,1029223181)+W(1,1050206678,-1115721168,-1106245137,1032743888)+W(2,969652021,-1109098872,1035536761,1030968394)+W(3,-1138117380,-1105152866,-1136790748,1018474295)+W(4,-1107153986,-1129014496,1022472216,-1094833228)+W(5,1029163621,1043654862,1034397600,1052844759)+W(6,-1111905268,-1149928759,-1114537747,1046847142)+W(7,-1102858563,1033858063,968266517,-1116305850);WS(-1091215044,-1097536449); +sum1=W(0,1027816414,-1110004986,-1088688205,1036334229)+W(1,1054850406,-1085760696,-1088611549,1046343318)+W(2,1040414769,-1115511970,-1113122464,1041878433)+W(3,1047750528,1034437006,-1113420363,1017820267)+W(4,1025245044,1039037582,1049627927,1028067640)+W(5,-1089807987,1052669472,1048707955,-1104070412)+W(6,1024229024,1039929856,1043177720,990395721)+W(7,-1097347774,1048578060,1044644789,1028468150);sum2=W(0,1030624098,1042295753,1036847317,-1114440831)+W(1,-1132718391,1031424194,1050034374,988636086)+W(2,1016098323,-1120554286,-1119733782,1030310950)+W(3,1018716851,1035432255,-1114648667,1024855622)+W(4,-1115362087,1021176355,1027069126,1041890716)+W(5,1016671019,1028661170,1029167466,-1113867927)+W(6,-1097953797,-1108500823,-1183083952,-1130826523)+W(7,-1096082463,-1106095247,1027651154,-1146049358);WS(-1074893425,-1117971628); +sum1=W(0,-1152038187,1049322869,1052023128,-1094367290)+W(1,-1098786216,999054287,-1111356283,-1103630563)+W(2,-1114777697,-1093651375,-1106664801,1037656965)+W(3,-1124130662,-1094570594,1040611874,1025099466)+W(4,-1097322793,1034136520,-1107223211,1042452051)+W(5,1040732760,-1102728254,-1112379016,1049675109)+W(6,1057236855,-1125564586,1016544493,1040645714)+W(7,1055134184,1008351835,-1105965314,1040783587);sum2=W(0,1021526755,1032892007,-1116735450,1004001863)+W(1,-1116175346,-1099974349,-1096890588,1018968138)+W(2,1031843333,1040986630,-1103015201,-1139174407)+W(3,1009509771,1041412407,1035109709,-1131104448)+W(4,1024548251,-1130001464,1033584975,-1111481570)+W(5,-1071438395,-1121576034,1026017190,-1073615974)+W(6,1076155388,1024580999,-1164624762,-1146527383)+W(7,1041860718,-1106441216,1043256283,1074182350);WS(1040475912,1032695578); +sum1=W(0,-1155851319,-1123298122,-1112011377,-1124525022)+W(1,-1122500130,1056532699,-1091278169,1035372099)+W(2,1033773669,-1105035590,1054708857,-1172701842)+W(3,-1116930196,1026134833,1007501482,1014757675)+W(4,-1102944834,1035920825,-1136466746,1035534023)+W(5,1041895809,-1104812886,-1130626274,1055301749)+W(6,1039100863,-1111589035,1028924087,-1087252087)+W(7,1036316385,-1110262076,-1142366545,-1123874252);sum2=W(0,-1119792870,-1123886114,1041703749,-1109091355)+W(1,-1102054262,1049335147,1026232126,-1111337413)+W(2,-1113960445,-1111978783,-1114718085,-1118550690)+W(3,-1109065069,1020384670,-1124340572,-1142500624)+W(4,-1123320808,1026411366,1010537508,-1120034208)+W(5,1063803841,-1098413574,1015836410,1045621744)+W(6,1016064880,-1123461018,1041947548,-1088756378)+W(7,1030310973,-1122952578,999681904,1026268254);WS(1060902754,1050355625); +sum1=W(0,-1151083459,-1104333225,-1099711167,-1156790206)+W(1,1023922682,-1082482317,-1101534272,1011568442)+W(2,-1112644265,1053813598,-1107281952,1024500211)+W(3,-1104847739,-1116841801,1025001795,1033389138)+W(4,1047935457,-1120760458,975051222,1048936605)+W(5,-1103038759,1043235660,1040804594,1041411896)+W(6,1036831245,1030084558,998453633,1049946264)+W(7,1030797274,1035779080,1007099659,1037700978);sum2=W(0,-1120633215,1029646415,-1106066969,1036801640)+W(1,1045612039,1020964885,-1102845552,1043653368)+W(2,976462574,-1088569123,1041841354,-1100846658)+W(3,-1097687290,1054633350,-1101549413,-1115109418)+W(4,-1094622159,-1128436081,1051617655,-1098529900)+W(5,1062435502,-1120809462,-1108268977,1045091011)+W(6,1054359824,-1115259155,-1127923721,-1104869009)+W(7,1044975639,-1102739129,1041018201,-1101036113);WS(-1090140642,-1081743990); +sum1=W(0,-1130293844,1009886528,1037549524,1014408182)+W(1,1042594418,1037202321,1044394635,1031847606)+W(2,1035968392,1037634256,-1117833212,1041618980)+W(3,1033368909,1015596142,-1122700465,1009499077)+W(4,1031805064,-1107483388,-1148996265,-1119977588)+W(5,-1094879521,1035016080,1015837167,-1097431626)+W(6,-1101547735,1034663662,1032499967,-1119842097)+W(7,-1105308242,1030806526,1017023585,-1107123493);sum2=W(0,1006912162,-1120892227,1013646496,-1123785792)+W(1,-1071648513,1076150687,1057715626,-1091554339)+W(2,-1106043455,1049558148,1069469884,-1078529007)+W(3,-1113325201,1038760139,1035924910,-1108743589)+W(4,1034054467,-1113324539,1032589029,-1105735433)+W(5,-1110563164,1029343874,1043157583,-1103626228)+W(6,-1102425071,1029688242,-1120727508,1025732222)+W(7,1001130061,-1123660578,-1120545616,1028146935);WS(1055430148,-1108560690); +sum1=W(0,1035029338,-1107101862,-1122962962,1035961997)+W(1,1041930516,-1102453987,-1105458486,1036894711)+W(2,-1113968413,1050461237,1050880022,1018389269)+W(3,-1119268932,1049028992,1017425654,1026969083)+W(4,1037435821,-1114596033,-1109508687,1001804274)+W(5,-1115462345,1030068713,-1105968336,1049324163)+W(6,-1096034793,1041307521,1023650152,-1096234295)+W(7,-1109268985,-1110794404,1023939770,-1105484423);sum2=W(0,1015626891,1000680715,-1133145023,1020921672)+W(1,-1149322267,-1106033700,1034643892,-1131154511)+W(2,-1122484266,1030350968,-1155618307,1005570725)+W(3,1019773418,1027949553,-1127714103,-1125609227)+W(4,1038163303,1066461314,1057583079,967639540)+W(5,1027175814,1042500058,1070593780,1029820070)+W(6,-1107328459,-1075365186,-1076733999,1050725869)+W(7,-1113454879,1026351361,-1095092572,984351189);WS(1048611396,-1120253991); +sum1=W(0,-1134442421,1020368935,-1104843595,-1109906484)+W(1,1038629782,-1096452233,-1102655324,-1157090745)+W(2,1008425488,-1098953977,-1094801150,1019276152)+W(3,-1115994974,-1120481658,-1125379561,-1121251029)+W(4,-1116357012,1014414830,1029221016,1042068462)+W(5,1048790986,1052393436,1044033359,-1127594975)+W(6,1044903358,-1137141374,1029702657,1026936628)+W(7,1042932491,1022285443,-1117911220,1031973931);sum2=W(0,-1143746400,1036277891,-1111784437,-1129566974)+W(1,-1117052801,-1100779042,1028988774,1036033029)+W(2,1038502321,-1129810696,1044450885,-1123748463)+W(3,1043607047,-1108082071,1034348699,-1138810328)+W(4,1047551505,-1098527209,-1093517653,1050813877)+W(5,1077969880,-1071648362,-1081514759,1061486774)+W(6,-1131992338,-1107152864,-1089190754,1055586292)+W(7,-1108034712,1025200270,-1111885211,1040643987);WS(-1095808772,1065647947); +sum1=W(0,-1104862109,1050045579,1055051378,-1096536264)+W(1,-1101730853,1045989771,1051209263,-1101976087)+W(2,-1106707963,-1098537885,-1096666661,-1126516760)+W(3,-1108125731,-1104774017,1021791993,-1123882077)+W(4,-1106144343,-1139560206,-1101629224,-1152511995)+W(5,1051130659,-1101507019,-1118447811,-1114400236)+W(6,1057272194,-1098960762,-1103658466,1054814183)+W(7,1057816237,-1104521538,-1106849375,1047598263);sum2=W(0,-1114352725,-1134514653,1046325680,-1110633145)+W(1,-1113576661,1052343557,1030462840,-1120367533)+W(2,-1111220567,-1127265311,1028577898,-1147392026)+W(3,-1131596567,-1109705515,1023140267,-1123261925)+W(4,-1145236426,-1115188107,-1121981161,-1106205960)+W(5,1052169724,-1122467029,1009337269,-1121802017)+W(6,967975074,-1123885069,-1112707841,-1126550987)+W(7,1019189507,1036097210,-1109514951,-1125641651);WS(-1088656098,-1093593990); +sum1=W(0,1006243392,1046462824,1053407451,1009988669)+W(1,1040203342,1043824044,1054487499,-1118924498)+W(2,1015251645,-1099069067,-1107509853,1030956655)+W(3,1034196708,-1106663601,-1114843936,1032654584)+W(4,-1100605512,1021367180,1009810317,-1093246956)+W(5,-1110184012,-1115326423,1031892963,-1092703459)+W(6,1036164518,-1102894371,1009525296,1041099456)+W(7,1035276411,-1120762380,-1121673919,1040232112);sum2=W(0,1057379920,1047338924,-1111686548,1045046842)+W(1,1065556520,-1108706635,1044625920,1066661430)+W(2,-1079104557,1048831397,1040575208,-1100359290)+W(3,-1090732450,-1118381857,-1106604517,-1080513286)+W(4,1041926325,-1122209414,-1123157156,-1120613757)+W(5,-1107659276,-1118064370,1026048962,1010608356)+W(6,990146073,-1118722317,1036917588,1029226052)+W(7,-1148427089,-1128484108,999828841,-1122878530);WS(-1103417864,1032685901); +sum1=W(0,-1101895278,1021813182,999140540,-1113840082)+W(1,-1112947643,1035808888,1050838637,-1106883347)+W(2,-1106874992,-1112862903,-1089518824,1045150312)+W(3,-1140285221,991482976,-1123587264,-1122615424)+W(4,1049323684,-1104186210,1025795300,1026362243)+W(5,-1115046028,1015970396,1026463622,-1123649147)+W(6,1043843226,-1114287989,1028121997,1051398592)+W(7,1025625239,-1125179546,-1148228092,1032255888);sum2=W(0,1041601968,1032004449,-1107019340,1052414494)+W(1,-1094738093,1048799024,-1083281727,1061231009)+W(2,-1112254382,1026094686,1060484354,-1090047391)+W(3,-1106989530,1016363351,1028491114,-1124055261)+W(4,-1101889010,1028135044,-1118630717,1021676257)+W(5,-1113266306,1023423300,994543087,1040520305)+W(6,1047868927,-1123297050,1023744190,-1097572834)+W(7,1039531031,-1135541243,-1134044699,-1106439707);WS(1062251010,-1128406975); +sum1=W(0,-1117783082,998905218,-1114430084,-1122559590)+W(1,-1097132645,1043264160,-1117430765,-1111223497)+W(2,1027318465,-1109365760,-1137238321,-1118294493)+W(3,-1142140116,-1112437644,1012147781,-1122628178)+W(4,-1122146129,1030594936,-1200477464,1041522773)+W(5,1038499861,-1108127936,-1117296696,1049934150)+W(6,1038350478,1008104625,-1117164622,1040349396)+W(7,1022231761,1030977566,1016497826,-1161426505);sum2=W(0,-1125963325,1029071818,1035048481,-1117898288)+W(1,-1072766634,1075259304,1058090849,-1090182563)+W(2,1030742992,-1113008632,1062748800,-1084699977)+W(3,1021721886,-1113709765,1039805619,-1114032290)+W(4,-1131842712,-1139107970,-1121110162,1015521050)+W(5,-1099596444,1037152077,-1131029094,-1155119281)+W(6,-1124623837,1025197316,1018972128,1015646848)+W(7,-1146515621,1027813594,-1127481518,-1116189732);WS(1065708113,-1121751611); +sum1=W(0,-1113367966,1033929377,1004700116,-1151170552)+W(1,-1102777150,1048992314,1028879143,-1132161740)+W(2,1034637855,-1123817297,-1130586604,1008580363)+W(3,1029317996,-1119780649,997138991,-1122909571)+W(4,-1124121476,-1152107167,-1203182552,1029908854)+W(5,-1106962671,-1118004497,985230639,1021289212)+W(6,1010684790,1024857134,1024087440,-1145749780)+W(7,-1119558682,1030859440,1018524741,-1110778290);sum2=W(0,1007192988,982756722,-1128031215,1022085973)+W(1,1078660314,-1070139299,-1087213694,1059325611)+W(2,-1179370697,-1159362498,-1079390657,1067996709)+W(3,1000911377,1028041806,-1110724756,1033764027)+W(4,-1124806095,1022708360,-1176062153,1012976820)+W(5,-1095156098,1033425170,-1120463845,1030136738)+W(6,1019962283,-1124014927,-1138793506,-1131018297)+W(7,-1121497459,-1138055830,1016277465,1025926144);WS(1067144001,1026092834); +sum1=W(0,1014388109,1020396467,1049810486,1005864375)+W(1,-1100539124,1042867979,1055042333,-1110877439)+W(2,-1126225268,1044290490,1031992147,-1110133357)+W(3,1016160519,1034066560,1034565181,1033891677)+W(4,1040462414,-1132016387,-1120236446,-1103125415)+W(5,-1096204250,-1116193256,-1107048544,-1103579165)+W(6,-1091768605,1031444773,1010104860,1048911295)+W(7,-1112003369,1031923300,1030176378,-1114007278);sum2=W(0,-1108591076,1045671991,-1123834023,-1130823435)+W(1,-1095898825,1058163296,-1133291790,-1112679806)+W(2,1030441654,-1113640367,-1100325346,-1107310218)+W(3,1031713190,-1116067001,1016405480,-1128226189)+W(4,-1106172311,1024976861,-1114604843,1036568073)+W(5,1057311204,-1122476787,1033105292,-1115701009)+W(6,1044352434,-1111920852,1035411458,-1097367248)+W(7,1014762708,-1121017007,1031834977,-1106561364);WS(1057420226,-1092362255); +sum1=W(0,1020346174,-1144052776,1044920519,1032475105)+W(1,1019256762,1055322687,1052978802,-1121587297)+W(2,1033058515,1040777765,-1104246416,-1123769862)+W(3,1030782351,1041983019,1016898380,1024808486)+W(4,1027257637,-1116794957,-1114304581,-1103664666)+W(5,-1116373310,-1100439285,-1103967019,-1096869991)+W(6,-1096789598,1036089864,1018564517,1028318277)+W(7,-1106323631,-1130998630,1021198731,-1118572551);sum2=W(0,1006994613,-1130764191,1016741405,-1134184569)+W(1,-1134366153,-1112456708,1033077740,1034914936)+W(2,1009154259,-1132669129,1043198162,1033598449)+W(3,1021229932,-1126067903,1016038391,989883430)+W(4,1043863088,-1103907912,-1102863001,1020516693)+W(5,1071901111,-1076633620,-1084447988,1060988002)+W(6,1018979141,-1118646231,-1098165823,1043355315)+W(7,1022348007,-1118544043,-1113048166,1034096544);WS(-1105493768,-1082709441); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/gather/nnedi3-nns64-win8x6.glsl b/shaders/nnedi3/gather/nnedi3-nns64-win8x6.glsl new file mode 100644 index 0000000..a0ecea5 --- /dev/null +++ b/shaders/nnedi3/gather/nnedi3-nns64-win8x6.glsl @@ -0,0 +1,250 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1035162146,-1123901891,1007614003,-1120714617)+W(1,-1121818163,-1105876799,1046176310,-1110752415)+W(2,-1120878363,-1120533037,1034124059,1035961863)+W(3,1027364554,1030225939,1009908268,-1123305414)+W(4,-1096860741,1046191054,-1110762423,-1114390527)+W(5,-1155422496,-1124524780,1023450788,1022953826)+W(6,-1116882705,1030599214,-1121901526,-1129324172)+W(7,1043289735,1052908756,-1096831458,1032526991)+W(8,-1129613106,1013731840,-1114991488,-1114841418)+W(9,-1135846624,-1113117446,-1142748844,1022915304)+W(10,1034530771,1039462233,-1127767760,-1117077507)+W(11,981289536,-1143328976,1025047056,-1116257712);sum2=W(0,1043465638,-1113612493,1000650931,-1131108965)+W(1,-1145266179,-1111438835,-1124179817,988544780)+W(2,1021344415,-1131299129,1003301507,1018501507)+W(3,-1106748353,1029599173,-1116852534,1025688791)+W(4,-1110118136,-1097100047,-1102659167,-1070139293)+W(5,-1123696315,1012522521,1031198431,1026178295)+W(6,1045881517,-1118230687,-1123043594,-1145056307)+W(7,1027449515,1027739737,1048052425,1078104617)+W(8,1024975831,1020199127,-1134523125,-1123515159)+W(9,1029259867,-1107504809,-1139914565,1018436747)+W(10,-1136112041,1036504803,1025133515,-1126127905)+W(11,-1162666156,-1131042995,-1120319069,995063942);WS(1061710334,-1113637247); +sum1=W(0,1036106897,-1122595552,-1138603692,-1121814583)+W(1,-1143950978,-1103580007,1048694647,-1109309294)+W(2,-1118153848,-1122508490,1032154570,1033251382)+W(3,1018454510,1033737112,-1140194465,-1138264845)+W(4,-1097890158,-1120177173,-1115559686,1030681928)+W(5,1012933309,-1120902675,1021617155,1019050396)+W(6,-1122735662,1024541667,-1125621862,-1131439046)+W(7,1042373458,1052689231,-1097437158,1044326142)+W(8,-1152998244,1016843898,-1107957310,-1113884080)+W(9,-1122620661,-1116003130,-1129805541,1023073058)+W(10,1034486114,1037961704,-1128614666,-1132933761)+W(11,-1144273714,-1155701620,1019245786,-1116304653);sum2=W(0,-1107084454,1023868855,1013908203,-1162960213)+W(1,1025411499,1029914487,1032930462,-1126626424)+W(2,-1127269937,1018748433,997665611,-1126548940)+W(3,1032525526,1048796624,1023571595,-1113327157)+W(4,1035900190,-1093496445,-1132699465,1076098019)+W(5,-1158385717,1000017309,1038561302,-1121182801)+W(6,-1104878976,1003078933,1024139725,-1133790043)+W(7,1026052839,-1109617402,-1104764998,-1072747140)+W(8,-1123007653,-1154085627,-1142783113,-1146184997)+W(9,-1121062518,1034207166,1007034787,-1130037920)+W(10,1025857863,-1118139493,-1123497947,1019199125)+W(11,1000677165,1016687665,1017680405,-1147685381);WS(1064800702,1030635520); +sum1=W(0,-1128056492,1024005652,-1122860750,1004285524)+W(1,-1110660706,-1116831438,1031878036,1035663048)+W(2,1028175148,-1143857649,-1204558974,-1128734654)+W(3,1035530413,1053335517,1021316024,-1122286551)+W(4,1023270757,-1093549817,-1100061872,984521208)+W(5,1005008153,1016449422,1042579293,-1136886024)+W(6,-1139373960,-1130762670,1022533838,-1116388951)+W(7,-1104621327,-1149876978,1035194194,1048911707)+W(8,-1135015336,1010510404,-1142259845,-1148999845)+W(9,-1121564617,-1129213371,1001429301,-1125657162)+W(10,-1142066105,1031904066,-1141986761,-1131931048)+W(11,1018152308,1020350678,-1111776529,-1120920449);sum2=W(0,-1120731382,-1116737087,-1150118671,1015139874)+W(1,1020112270,-1112637962,1031888972,1017539382)+W(2,1013963196,-1138130380,1010207212,-1126248934)+W(3,-1087320828,-1069693959,1028577839,1032711786)+W(4,1026899401,-1094071548,1078824499,1059502015)+W(5,1019091922,-1123861886,1040940327,-1119882792)+W(6,-1103666133,-1138801588,-1123435694,-1116703472)+W(7,1036639812,-1114441289,1009232228,1045823576)+W(8,1004924552,-1130443436,1029410629,-1131804892)+W(9,999422392,1029210329,-1140019692,-1140098908)+W(10,1023067274,-1131442506,-1118193829,1011539428)+W(11,-1137456436,1026106777,1007549476,-1130083750);WS(1058942782,1023618692); +sum1=W(0,1041771492,1025548876,1011693912,-1126072821)+W(1,-1110871838,1043278082,1035801072,-1110777188)+W(2,-1142526755,1015953709,-1146527995,1036426764)+W(3,1036961985,1037536142,-1122268692,1017195423)+W(4,-1103634941,-1105679152,-1091452759,-1094081945)+W(5,-1148709083,-1119884351,1040286827,1046715887)+W(6,1038780013,1023558139,982545387,1022607903)+W(7,-1103558179,-1130619215,1049096396,-1095962376)+W(8,-1122534754,1007174309,1031851588,1049101574)+W(9,1037537425,1035261291,1003763447,-1126061755)+W(10,-1136949949,1026350907,955835050,-1113879430)+W(11,1017517093,986004587,1006549707,1002869195);sum2=W(0,1001638233,1013509397,-1150616818,-1128639222)+W(1,1014385869,1037911199,1029376723,-1119841411)+W(2,-1135260845,1013815957,970306708,986023269)+W(3,1035428655,1024255335,-1125568566,-1118932607)+W(4,-1102461584,-1085129330,1063260126,1019940778)+W(5,959170344,1017551658,-1110526300,-1141011097)+W(6,1031481278,-1111645244,-1129687950,991022546)+W(7,-1110003004,1019019978,1026999545,1032753418)+W(8,1016351942,-1127392454,-1121764803,1033244979)+W(9,1028380841,-1115817479,1006676397,1018120650)+W(10,1021463302,1017625850,-1134958989,-1121385219)+W(11,1009569613,-1138867245,-1128128990,1025283273);WS(1037837808,1056377428); +sum1=W(0,-1105969090,-1138454045,1023727061,-1135573495)+W(1,1043223694,1039709953,-1116105371,1027945538)+W(2,1025656415,1021082723,-1111027805,-1100584037)+W(3,-1114548551,1046351686,-1123500111,-1118803082)+W(4,1051232418,-1100833583,-1122693874,-1126955510)+W(5,1018764077,-1115071549,1040497066,-1097887999)+W(6,1036383371,1034647805,-1111066541,1020600341)+W(7,-1103740252,-1101618713,1035274060,1053007142)+W(8,1025234525,-1116333124,-1138012047,1024768136)+W(9,1026657308,1033474888,-1115286797,1008936161)+W(10,1033814037,-1129756781,-1122516460,-1156882549)+W(11,1016891995,-1114238799,1010716753,-1123286772);sum2=W(0,-1100967324,-1130583533,-1121670462,1020978875)+W(1,1026290891,1032797386,-1122981488,1043179705)+W(2,-1138979633,966672716,-1120286641,1013196277)+W(3,-1096736455,1053186254,-1110731474,-1103298336)+W(4,-1104401130,-1091109944,-1112891412,1062358565)+W(5,-1152672163,-1122242747,1048200412,-1114052290)+W(6,1045958215,1043729632,-1119790394,-1105136733)+W(7,-1133705481,-1102472853,1033523405,1031005462)+W(8,1023845499,-1118586102,1033631266,-1113847816)+W(9,1033816035,1020355333,999102475,-1127100056)+W(10,1031959215,-1122532081,-1122874410,-1109547546)+W(11,-1147194793,-1127245018,1027184816,-1126209517);WS(1050865148,1032626572); +sum1=W(0,1043627312,-1101476879,1040042556,-1110436993)+W(1,1045700875,1033317691,-1108049256,-1118552440)+W(2,1040430485,-1096410465,1031191472,-1115060612)+W(3,1049906138,-1109025830,-1113356418,-1107890608)+W(4,-1115480133,1049713062,-1162779891,-1107535228)+W(5,1042925123,-1114330616,-1106727656,1025393771)+W(6,-1120749707,1051482110,-1105712244,1034032544)+W(7,1042738346,-1122810712,1035225158,-1095271743)+W(8,-1106585845,1042770518,1039553933,-1127443770)+W(9,-1103830356,1048543054,-1110201208,999321197)+W(10,1050825756,1031488492,-1106449960,-1104074479)+W(11,-1103219825,1009713998,1040395170,-1104755066);sum2=W(0,-1111924540,1007347355,1020193961,1024944996)+W(1,1057346437,1054940943,1049541488,-1107012648)+W(2,-1097010076,-1107952444,-1097277462,-1105023593)+W(3,-1116539066,1012341552,1015828472,1014966838)+W(4,1059914271,1066972918,-1109770505,-1107447750)+W(5,-1085761230,-1078926120,1043445868,-1142156696)+W(6,1034050704,-1113193567,1032934706,-1113612636)+W(7,1063973493,1056333532,1014122612,-1111197863)+W(8,-1084679416,-1092348708,-1118781870,1017043379)+W(9,1042584092,-1116104243,1021395599,-1116105943)+W(10,1045837843,1043326701,-1135977693,1016467631)+W(11,-1128370702,-1108363561,-1117573943,-1113967259);WS(1054811644,1027249161); +sum1=W(0,-1101358582,1036221579,-1100243090,1040940111)+W(1,1049141881,-1105999252,1038054901,-1113576073)+W(2,-1116754862,1037145120,-1104538698,-1132483205)+W(3,1014943347,-1109150355,-1119365790,1043481462)+W(4,1051960356,1048275427,-1106696288,-1097482896)+W(5,-1118995685,-1126689554,-1123112824,1036681666)+W(6,1036687602,-1109759237,1044780378,-1111878381)+W(7,-1118345360,1049145430,-1097940765,1022736646)+W(8,1038634998,-1101292557,1044474573,1019000333)+W(9,1028424107,-1122643648,1035929492,-1101638738)+W(10,-1113101949,1037909315,-1103674991,1038478827)+W(11,1034438878,-1126283866,1037239602,-1103799553);sum2=W(0,1016554458,1020144724,1015306072,1023766557)+W(1,-1137435361,1016553974,-1103467660,1021815988)+W(2,1032032312,-1105991725,1044555388,-1114856427)+W(3,-1116988904,1050162106,-1113107482,-1136376403)+W(4,1060795535,1075503478,-1102546407,1034521268)+W(5,-1127777881,1035804901,-1071164689,-1088370625)+W(6,-1104347057,1003678517,-1113447013,1038494252)+W(7,1072821349,-1113972415,1025406308,-1103257907)+W(8,-1120944929,1036418439,-1112563255,-1077590614)+W(9,1033762395,-1109441777,1024784188,1023629411)+W(10,1031283975,1037416902,1026085595,-1113239746)+W(11,-1123929939,-1140753514,-1112537357,995356642);WS(1055940220,-1124188157); +sum1=W(0,-1119569210,1043278990,1015763751,-1113999823)+W(1,-1147977024,1046188556,-1106256755,1015781094)+W(2,-1108336232,1006648968,1036478965,-1117684995)+W(3,-1094609330,1044340802,1022861696,-1115168029)+W(4,1041916962,-1108128054,-1095339972,1052603679)+W(5,-1101485874,-1110457109,1047885622,1033522483)+W(6,1033154083,-1106205123,-1113117029,-1114461725)+W(7,1057380776,-1095928258,1042723938,-1108564239)+W(8,-1114614567,-1108232826,1035899866,1036635468)+W(9,1021089498,-1107756257,-1121800074,1032164308)+W(10,1041299799,1027517543,-1171638077,-1125646960)+W(11,1034599135,-1115299047,-1131185034,-1139371156);sum2=W(0,-1136369034,1027353114,1013270421,-1120118804)+W(1,1015341014,1034464346,-1129939889,-1127959037)+W(2,-1113602386,-1114857235,1041751325,1033327798)+W(3,-1125884733,1035518448,-1117027367,-1120552641)+W(4,-1117887441,1043338219,-1095769137,-1117793827)+W(5,-1103868602,-1097589990,1049093640,1049619624)+W(6,1043285424,-1129166063,-1110780393,1016254148)+W(7,1049861339,-1128474295,-1117623897,-1095274849)+W(8,-1105817123,-1106207094,1035712363,1048627700)+W(9,-1140216380,-1120569751,-1133117880,1030787932)+W(10,1032330618,1018695247,-1129927717,-1128598589)+W(11,1004274322,-1120123842,1027229852,1035384499);WS(1057163582,1025817537); +sum1=W(0,1031655825,1046829204,-1121852313,1037167835)+W(1,1045084224,1046279122,-1093143228,-1096271953)+W(2,1016078798,1030441081,-1103697416,1033520525)+W(3,1038865075,987855837,1027044951,1034559945)+W(4,1057074420,1040167170,1050118415,-1085198281)+W(5,1036548879,974934139,1024989936,-1107583934)+W(6,-1105739319,-1112419405,1037598609,1039868489)+W(7,-1086525384,-1087515051,1047779928,1057217669)+W(8,1034922130,-1113468278,1044254259,1034776664)+W(9,1015381448,1037495244,1031626785,1007581568)+W(10,-1098926044,-1124461564,1015872616,1035805671)+W(11,1036139674,1017385676,-1113253902,-1134624240);sum2=W(0,1036526786,-1099879539,1023814631,-1136384493)+W(1,-1123632092,1043747658,1030342243,1028719631)+W(2,-1122280548,-1130733945,-1102737141,-1145098603)+W(3,1034332004,1013925981,1017810163,1033659202)+W(4,1050427835,-1100447595,-1093436173,1046758826)+W(5,1014543213,-1123106681,-1119158797,-1112406001)+W(6,-1106516740,-1101585218,1017781727,1009967381)+W(7,1041231786,1045006578,1042788701,1051870663)+W(8,1019870319,1013053757,-1107586767,1034292458)+W(9,-1131784625,-1112082470,-1141961139,-1118180802)+W(10,1010389989,-1117114477,-1113417628,-1114786901)+W(11,-1119739637,1012643781,1032164569,-1143106923);WS(-1081763615,-1092598780); +sum1=W(0,-1114318275,1026414532,-1122514966,-1130922677)+W(1,1028467828,-1127358845,-1121576984,-1127997567)+W(2,-1139280241,1002425203,1017010415,1023598927)+W(3,1017564438,1021344041,1015393433,-1136114845)+W(4,1061837768,1035926493,-1098266094,-1088500870)+W(5,-1123987795,-1136160989,1037585875,-1116904946)+W(6,-1095352826,-1116164091,1023447063,-1137786397)+W(7,-1095349722,-1114585584,-1148866211,1061435536)+W(8,-1131570741,-1116123969,1031742785,1040151266)+W(9,-1123782681,1012849463,-1140705115,-1142668459)+W(10,-1114677716,-1116920883,1024002537,1039772482)+W(11,1020007637,-1126849079,-1128808099,1007413957);sum2=W(0,1034408685,1036094407,-1117837187,1021958137)+W(1,-1098486326,-1110159069,-1147105428,-1106091708)+W(2,1024682325,-1116910593,1031154711,1028745769)+W(3,1033683959,-1124949158,-1115513274,1026312941)+W(4,-1088187103,1055280585,1061646324,-1094093059)+W(5,1039406737,-1117359799,-1100598283,-1105512708)+W(6,-1091894288,1027011647,-1112242113,1037370871)+W(7,1045036050,1045721104,-1106569597,1058519893)+W(8,1026080301,-1117139296,-1117345257,-1109806227)+W(9,-1107943508,1010459130,-1107052036,1033686533)+W(10,1034325435,1039418143,1030945863,1037199097)+W(11,991455177,-1112397476,-1124920152,-1144974476);WS(1049187708,1061143407); +sum1=W(0,1046469409,1033070593,-1121811767,1032206028)+W(1,-1086760535,-1113096094,1020031147,1044620591)+W(2,1022165171,1009114287,-1132628435,1049164066)+W(3,1049873346,1050639650,-1136528167,1032297330)+W(4,-1092765627,-1083700943,-1089881571,-1111788011)+W(5,1034535880,1024964917,1044844041,1051671486)+W(6,1041319460,1041542033,1031846890,1005295654)+W(7,-1092202425,1011207027,1033106537,-1127219501)+W(8,1011091807,1038185039,1026161438,1037004161)+W(9,1036329419,1043869975,1032778794,-1136496587)+W(10,1015330121,1026637361,-1112918515,991465499)+W(11,1018308239,1032129132,1019220893,-1134373563);sum2=W(0,1024038368,1022314468,-1139662759,-1123557888)+W(1,-1123190992,1040909663,1007232143,964997605)+W(2,1009594487,1011035391,-1119781676,-1170950771)+W(3,1016353740,-1149024430,1021700488,-1120649660)+W(4,1035500288,1059925772,1052797849,-1112234110)+W(5,-1122952928,1015425876,1021322900,-1122589660)+W(6,-1127462832,-1109226016,1025758640,-1119215196)+W(7,-1123381020,-1110751472,-1096670151,1032636001)+W(8,1024335912,-1115520552,1037872214,-1124742672)+W(9,1022909500,-1106595065,1025396502,-1134635263)+W(10,-1114698588,1016687528,-1095307242,-1103246759)+W(11,1026100870,-1128653768,1025386190,-1123038904);WS(-1080960863,1058419411); +sum1=W(0,-1111066847,-1112208894,1032983255,-1118700722)+W(1,1043965403,-1113907195,-1099715572,984198859)+W(2,1000248987,-1124179019,-1113914551,-1108783427)+W(3,-1099579692,-1090459763,1033094082,-1122641758)+W(4,1050672334,1061713555,1062349342,1049479517)+W(5,-1128328213,1023738862,-1095692932,-1105019770)+W(6,-1107128402,-1107276892,-1133773881,-1121000958)+W(7,1059583022,-1121054998,1033076198,-1099059374)+W(8,-1131329315,1027231576,-1108028092,-1099879371)+W(9,-1116550064,-1103159313,-1120123854,-1141737059)+W(10,1024684126,1026513898,1037355536,-1125040759)+W(11,-1113801521,1007580489,-1110661700,1024533736);sum2=W(0,-1129327601,1021214658,-1114687459,995719700)+W(1,1029045123,1037994429,1027238209,-1125739202)+W(2,-1154923092,1007115993,-1113434302,1025141617)+W(3,997717028,978476974,-1115935924,1024240180)+W(4,1036441804,1066236156,-1078687396,-1120915257)+W(5,1003062850,-1118441375,1035362808,1032546636)+W(6,-1140454571,1010080137,-1123062148,1025427056)+W(7,1022342240,1028953671,-1128218828,-1111104335)+W(8,1017727844,-1129048983,-1166615662,1033358736)+W(9,1002330866,-1152746908,-1131128122,999440794)+W(10,1024857232,-1126806088,-1128526870,-1147995690)+W(11,1019778022,1009762473,1024563904,-1165027863);WS(-1082880574,-1095080656); +sum1=W(0,-1111736159,-1128373242,-1123397517,-1120399523)+W(1,1037879414,1028697399,1019423266,-1111698940)+W(2,-1118524245,1027581671,-1119567216,1037066756)+W(3,1025039907,-1127950106,-1168421181,-1135116544)+W(4,1062200098,1023355236,-1098702381,-1092929515)+W(5,-1139610160,-1139561152,1027882718,-1131199446)+W(6,-1098593297,-1106461210,1037719400,-1131259136)+W(7,-1094756999,-1115312044,1018082074,1060991762)+W(8,1005358744,-1113962893,1022591155,1038218895)+W(9,1024172498,1028249110,1030740495,-1113348279)+W(10,-1106391640,-1109491766,-1114016273,1036669022)+W(11,1026868195,-1126548648,-1141634128,-1118950442);sum2=W(0,-1106890729,1031296198,-1118820752,1007561151)+W(1,1010626011,-1114880200,-1112391017,-1144059530)+W(2,-1152147163,-1120281594,-1136937433,-1140206187)+W(3,-1110907715,1032462388,-1121745985,-1128452386)+W(4,1052511775,-1094697844,-1096446085,1056169840)+W(5,-1114711449,993102387,1033067226,1034255225)+W(6,1035962501,1035033495,-1121584151,-1114861795)+W(7,1056886944,-1129701328,987032615,1031556034)+W(8,-1120009849,-1122813977,1013679559,-1104164393)+W(9,982365671,1035951051,-1129117272,-1120079456)+W(10,980377326,-1126702674,-1119286197,-1138039959)+W(11,-1118918686,1006646323,-1137374445,-1115367679);WS(1058795070,1058351276); +sum1=W(0,-1106246658,-1132244111,1032650784,-1129226172)+W(1,1041522846,1041471472,1048401911,1041614193)+W(2,-1140271486,-1130658915,1031926461,-1106977045)+W(3,-1102574120,1028257624,-1122312016,-1134152362)+W(4,1033352747,1030285885,-1088102699,1050141831)+W(5,-1115542891,-1119417531,-1124591186,-1121658742)+W(6,1004724909,-1128587973,-1118796187,-1145265749)+W(7,1056599450,1049138668,-1112285036,-1093353638)+W(8,-1155196377,1003429157,-1114299650,-1107883356)+W(9,-1150296521,-1107598873,-1131365684,1017891569)+W(10,1043369227,1040658126,-1120116589,-1122892680)+W(11,-1125742491,-1137642362,1034850634,-1130730345);sum2=W(0,-1109681111,-1134735936,1019878456,1018264792)+W(1,-1104210606,-1099909667,-1093714299,1028734812)+W(2,1029305888,-1113499692,1032419228,1025579416)+W(3,-1106212594,1037009054,-1143212320,1020074080)+W(4,-1098896203,1060586916,1047288883,1034660210)+W(5,1025031188,-1130541520,1030286292,1010388000)+W(6,-1132238328,1032289620,-1127882992,-1148803168)+W(7,1042866381,-1109339206,-1112028563,1031452084)+W(8,-1127563664,1026005920,1019446368,-1107165918)+W(9,990246720,1004132864,-1131165168,1017409120)+W(10,1023925320,-1112228144,1020410832,-1115169564)+W(11,-1123344268,1009015280,1029468412,989303425);WS(1043816952,1056206353); +sum1=W(0,-1115461859,-1107172113,1024900084,-1132948972)+W(1,1037119642,1039626815,1038250028,1034684352)+W(2,-1144087781,-1116127087,-1110088668,-1107088436)+W(3,-1097009915,-1102438229,1016358425,-1150680698)+W(4,-1095598055,1056604231,1051576078,1061195075)+W(5,-1117712852,-1114968828,-1102307882,-1113187289)+W(6,1024199571,-1148961467,-1115326124,-1160444148)+W(7,1057172865,1029312608,1010078034,-1088975285)+W(8,-1134624362,1012385158,-1122873761,-1103288997)+W(9,-1130723763,-1144998513,-1120343575,1019123435)+W(10,1039764276,-1112740858,1022450003,-1107729186)+W(11,-1114736693,1002559709,1034042985,1032878393);sum2=W(0,1031002711,1009667595,-1140675011,-1135809827)+W(1,-1114169661,-1124911966,1025543601,-1136033931)+W(2,1027957130,1004385158,-1108557845,-1107967067)+W(3,-1156373420,1010789683,-1147988326,-1137384851)+W(4,1056449903,1044469394,-1105219090,-1123691685)+W(5,1015282250,-1115586301,-1118550723,-1096033675)+W(6,-1122328477,-1135703979,-1172160176,1019754904)+W(7,1046754031,1034039333,-1111692677,-1118075063)+W(8,-1120013003,-1130287690,1005574774,1020360378)+W(9,1016962928,-1135289651,990940844,1006265798)+W(10,1024901767,-1111731157,1010975355,-1131889022)+W(11,-1127946498,-1169619760,1036125487,1025982043);WS(1049886076,1034318367); +sum1=W(0,1022042959,-1106141033,1006465467,-1140544720)+W(1,-1131075883,1032360624,966352080,1021784769)+W(2,-1160888244,-1121174096,1029412697,-1142660485)+W(3,-1104462159,-1100197533,-1118154094,1025588553)+W(4,-1086897182,1059041662,1051735858,1059646174)+W(5,1017231209,-1150715274,-1106256562,1042100949)+W(6,1029682164,-1112348667,-1111905052,996302474)+W(7,1057694799,1036690656,1029991670,-1085821075)+W(8,1024907260,1015672965,-1121375714,-1106530518)+W(9,-1117824763,-1123002959,-1122979160,-1125961261)+W(10,1030592201,-1155480906,1031029131,-1111853843)+W(11,-1120397516,-1124207481,1014936522,1017125029);sum2=W(0,1032320648,1027617785,-1118194097,-1110846605)+W(1,1029603693,1030911393,-1144235925,1027180085)+W(2,-1112673640,-1123614185,-1134544211,1033577170)+W(3,1000132981,-1102116254,1019764549,-1143898437)+W(4,-1119293171,1058397441,1058710858,1031570329)+W(5,-1129974305,1018853209,-1096477332,-1126616369)+W(6,1026769453,-1131321177,999139301,1008325379)+W(7,-1104852463,-1097515304,-1129394727,1031557517)+W(8,1036639048,1018401637,-1115701158,-1103611475)+W(9,1008054267,-1118482095,1024689095,997400075)+W(10,-1123234663,-1106708620,-1120094485,-1131248001)+W(11,1024391909,1017993989,-1134741251,-1119810656);WS(1058429118,1064863249); +sum1=W(0,983001563,-1115666854,1024394983,1021156518)+W(1,-1097350840,-1099725362,1049468028,1054264097)+W(2,964768362,-1149024695,1024539904,-1175841770)+W(3,1039490386,1046648007,-1131178666,1020219616)+W(4,-1115114453,-1085827188,-1104196510,1055450440)+W(5,1012766063,1022718592,1043203980,997016493)+W(6,1017911734,1043757188,1007341951,1016100640)+W(7,-1100930382,-1128095056,-1104186631,992909240)+W(8,-1136266891,1035657141,-1119513801,1033767351)+W(9,-1128564932,1045299318,964693930,994206685)+W(10,-1118903024,1023907580,-1105268364,-1122765517)+W(11,1016423590,1029236260,-1106015350,-1131557236);sum2=W(0,-1106696811,-1121907467,1018096716,1005391535)+W(1,-1100156814,1060662591,1051313221,1050575955)+W(2,1028021126,-1129063320,1029467086,-1098256564)+W(3,1026226746,1031305614,-1121648533,-1135288360)+W(4,1068258385,-1074657656,-1081952512,1047952814)+W(5,-1131820748,1008147176,1051661425,-1142136447)+W(6,1032267559,-1111725659,-1130245220,996459166)+W(7,-1095314974,1036231973,1031579134,1040750694)+W(8,-1168737402,1020424408,-1107714686,1035381379)+W(9,1028271694,-1108648643,1033610651,-1123582348)+W(10,1044691450,1044987108,1034169827,1007524520)+W(11,-1129848660,1024695710,-1100160947,1022647148);WS(-1083443454,998713176); +sum1=W(0,1040709994,1040668906,1026355790,1032696047)+W(1,-1087559501,-1103862520,1032459486,1040929033)+W(2,-1146095614,1033091241,1037090637,1049786774)+W(3,1036398699,1051748575,1034252472,1024354795)+W(4,-1102928053,-1093112676,-1097753826,1012490030)+W(5,1024780023,1037512365,1050721065,1047072725)+W(6,1035129883,1044965075,1032281789,1012872363)+W(7,-1092883854,-1099081393,-1100635790,-1114537329)+W(8,1024615038,1037286498,1011437457,1039546228)+W(9,1031400701,1048807512,1016830581,1027888345)+W(10,-1104850339,-1112352715,-1098186970,-1103916602)+W(11,1036010231,1033653631,-1114553850,1009955155);sum2=W(0,-1098289107,-1119785106,-1161872500,1035861958)+W(1,-1096172460,-1107697817,1049978705,1026686124)+W(2,1019723703,-1121217732,1027596044,-1113513064)+W(3,1033623622,1045692473,-1137177342,-1113290777)+W(4,-1091833397,1013412750,1024040864,-1098402027)+W(5,1033198374,-1107709748,1031079096,-1098063812)+W(6,-1106425659,-1117971136,-1103597964,1034613598)+W(7,1046082211,1057075430,-1127968019,1053770527)+W(8,1038124498,-1112843267,-1095279992,1012376430)+W(9,1019694879,-1114046628,-1111249467,1038756242)+W(10,1047895771,-1102204197,1052585151,1049090628)+W(11,-1120386622,1034273086,-1100444173,1045163433);WS(-1086369662,-1078015058); +sum1=W(0,1042615374,-1106499229,-1100066053,1024279387)+W(1,-1095346029,-1103658220,-1113085188,1054091094)+W(2,-1113840294,-1141254386,-1111759460,1050416872)+W(3,1049518735,-1115604002,-1104719791,1039589628)+W(4,-1097514477,-1100854410,-1103236040,1050614757)+W(5,1032485602,-1113439156,-1122281110,1048966812)+W(6,-1127523972,1049389829,-1125885710,-1113174076)+W(7,-1097175852,1026529231,-1108066658,1047781504)+W(8,-1119980106,1039770777,1032565272,1043919349)+W(9,-1102519338,1042212335,1024511623,-1111149795)+W(10,-1104719494,-1099302313,1048227542,1041501469)+W(11,-1104628175,1032389542,1036646913,1027138593);sum2=W(0,-1098738343,-1088925799,-1093473489,-1092512531)+W(1,1009177475,1026425874,1062426368,1063615535)+W(2,1030476954,-1120184004,1012050343,-1119750726)+W(3,1042571962,1043337888,-1076988140,-1081280020)+W(4,998962046,-1096426756,1066811408,1067242406)+W(5,1031881676,-1116680638,-1129159374,1025403720)+W(6,1033193400,1010020371,-1086556968,-1081342477)+W(7,1022780060,1026166068,1060290312,1066297017)+W(8,-1135563955,1004442726,-1115355073,1023044380)+W(9,-1102154130,-1126174974,-1121362077,-1107875638)+W(10,1017583668,-1119102823,1037059936,1052028857)+W(11,946141982,1034449190,-1127777686,1026819560);WS(-1129707456,1007685382); +sum1=W(0,-1098519836,1030394337,1044154267,-1134894751)+W(1,1044073412,1041040503,1013414869,1040671079)+W(2,-1134057701,1028314315,1035376874,-1109530006)+W(3,-1107874844,-1118678129,1038046773,-1111052786)+W(4,1038778991,-1107344299,-1098881194,-1103276809)+W(5,-1112561176,992777541,-1139987723,-1105794628)+W(6,-1111301144,-1115520098,-1128991721,-1192544411)+W(7,1048980909,1052479600,-1107120076,-1110522396)+W(8,-1112828028,-1132207293,-1112546431,-1108336721)+W(9,1015910765,-1103669035,-1122391156,1035051017)+W(10,1049200001,1051478546,-1111557603,1033063921)+W(11,999515194,-1119107128,1018554845,1023468750);sum2=W(0,-1110122518,1033612180,-1126465818,-1137824107)+W(1,1039063461,1047362418,-1106894813,-1137081539)+W(2,-1124656554,1023374342,-1117814890,-1158403413)+W(3,-1116868027,1039739597,-1158497445,1005362547)+W(4,1067526191,1071589227,-1106604299,1045165527)+W(5,-1115663214,-1148955153,1044031039,-1136640937)+W(6,1037998233,-1112420682,1021074352,-1119770196)+W(7,1061860820,-1077533661,1039276731,-1138568822)+W(8,-1123862185,999718675,1031122886,-1133800170)+W(9,1025116420,-1120069279,1034621027,-1138544392)+W(10,-1073373771,-1094637864,-1113398206,-1104439342)+W(11,-1139157324,1025985948,1031315442,-1106196407);WS(1033791472,-1138498893); +sum1=W(0,-1102835756,-1108646231,1014781903,-1143657507)+W(1,1044190455,1021681616,-1130492804,1024249065)+W(2,1008291608,-1128240816,-1112711792,-1107762844)+W(3,-1108649138,-1106020223,1018917100,1029133201)+W(4,-1115040338,1058377694,1054388603,1008218246)+W(5,1025256893,1014932868,-1123372431,1019895480)+W(6,1003669472,-1113672010,1016812674,998381448)+W(7,1046387590,1049136345,-1132293500,-1092207694)+W(8,1007448080,1008489644,-1123523050,-1111491159)+W(9,-1114481905,-1127743919,-1137667330,-1118545247)+W(10,1017676194,-1119541597,-1119594899,-1112726231)+W(11,-1112884042,1001709096,1028355707,-1123035739);sum2=W(0,-1106657768,-1106292024,-1120344268,1014470821)+W(1,1006830039,-1101139832,1032219219,1034825132)+W(2,-1124459301,1008940380,-1114556582,-1104684796)+W(3,1049926230,1054743689,-1106002658,-1114330800)+W(4,-1102461554,-1103958261,1049962194,1057813788)+W(5,1029827978,-1133852786,1050373872,-1111886229)+W(6,-1112305858,-1122403994,-1126273593,1024999308)+W(7,-1098680718,1040205712,996027236,1051810194)+W(8,-1109427720,1024816377,-1100520246,1035894797)+W(9,-1116955850,1030827431,-1123975632,-1127411221)+W(10,-1109277736,-1111240037,-1114551452,984340447)+W(11,-1117160816,1003623824,-1106040331,1014102650);WS(1060089726,1074996161); +sum1=W(0,1046443391,1039893948,1029119241,-1117558175)+W(1,1040714346,1021452133,-1093429938,-1083103171)+W(2,1023987857,1027140771,1030628716,1044503809)+W(3,1041448800,1035829124,1010789890,-1141503452)+W(4,1048946821,1021975771,1032282738,-1088988175)+W(5,1026874120,1026271340,1038764813,1038933875)+W(6,1041862066,1028398131,-1120312844,1037081758)+W(7,1040332065,-1090323173,-1142682180,1035486030)+W(8,1034225415,-1113760891,1041097413,1032949373)+W(9,1038548631,1047369209,1021223318,1027150698)+W(10,-1112512014,-1095359061,-1105296983,-1111879740)+W(11,1028642719,-1134282558,1046714577,1029165798);sum2=W(0,-1131662151,-1160974837,-1156760442,-1130708327)+W(1,-1104634511,-1148640061,-1119116140,1027052068)+W(2,-1117309872,-1132259207,1028521640,1037500532)+W(3,-1122121264,-1104012424,1005458237,1011385503)+W(4,-1101053828,1050251696,1053197196,1006726095)+W(5,-1129219511,-1148190653,-1121651972,1041142688)+W(6,1025508020,-1106371091,-1121500080,1015786967)+W(7,1043632028,-1115585403,1032166230,-1150821434)+W(8,1005943453,-1120252400,-1117076340,-1105814552)+W(9,1032453110,-1107217673,1008927007,1023017975)+W(10,1032061998,1045664978,-1143126685,-1116451706)+W(11,1024831312,-1126349911,-1103126409,-1120517680);WS(-1081408895,1057237802); +sum1=W(0,1050393725,1025037351,-1135569700,1016592219)+W(1,-1099121222,-1114451665,1021729271,-1096948620)+W(2,1026859007,1023688209,1033766733,1042338077)+W(3,1042967287,1042881918,-1134722237,1019913045)+W(4,-1104931659,-1092679092,-1107250293,-1123436299)+W(5,994107237,1017621813,1042265522,1036822635)+W(6,1033060699,1038993285,1019971573,1020337237)+W(7,-1098053310,-1091584672,1037602588,1047123275)+W(8,1033354815,-1147819555,1042862441,1043883210)+W(9,1028206140,1041649576,1027236154,1015924209)+W(10,-1092984777,-1089381821,1044331459,1034435092)+W(11,1035642823,963919445,1042007901,1029491668);sum2=W(0,-1092240358,1030963640,1036537032,-1127968320)+W(1,1016463192,-1097383073,-1105653780,1057542400)+W(2,1037438732,1019305024,1040975890,-1094079665)+W(3,-1097473768,-1109029546,1020801080,-1112917417)+W(4,1038201480,1052867895,1058712288,1053316325)+W(5,1028884816,1010261952,1013027424,-1101066411)+W(6,-1116583352,1028578068,-1127208552,1019615648)+W(7,-1123129572,-1141347136,-1093453186,1043894648)+W(8,1027371024,-1113360113,-1117505000,-1118015492)+W(9,-1113404853,1041090246,-1121416948,1023589392)+W(10,1006791808,1037486484,-1094394128,1034405836)+W(11,1034904608,-1104647878,1044943944,-1111557726);WS(-1076745215,1064070508); +sum1=W(0,1043437193,1030286820,-1138649581,1019383636)+W(1,1019299111,1027453406,1033675388,-1100863080)+W(2,1018313975,-1136380470,1031909515,1041928012)+W(3,1040316179,1048543741,-1127653591,1029667879)+W(4,-1110289513,-1082029409,-1084687593,-1102225484)+W(5,1026991539,-1136351578,1044625233,1043406276)+W(6,1029763954,1039947283,1022926189,1027426151)+W(7,983973284,1031954367,1026499316,-1111626052)+W(8,1027257018,1022902273,1039879984,1044339921)+W(9,1025479577,1041368223,1016119660,1004012708)+W(10,-1118301831,1016553765,1026134601,-1122995300)+W(11,1026798858,1027440187,1012331970,1022733729);sum2=W(0,1012459087,-1135045027,1008718823,-1131696089)+W(1,1039451269,-1110618065,-1125420309,-1112347233)+W(2,-1129595249,999949222,1007247903,-1158657302)+W(3,-1118135053,1033739972,-1140198251,-1149188438)+W(4,1024383435,1052741682,1052325325,1041969824)+W(5,-1130814181,-1140370763,1034080133,1015365577)+W(6,-1142742214,1015462815,1007479839,-1129603953)+W(7,-1121721953,-1095903036,-1120072309,1029891118)+W(8,1020979581,-1132990667,-1162307222,-1110453303)+W(9,-1126906553,-1135479163,1018622169,-1141563590)+W(10,-1105015368,-1098230278,1016803437,1017890385)+W(11,1008938691,-1137891195,1021342643,-1122346803);WS(-1094563452,1051169575); +sum1=W(0,1018130713,1035203109,1029393378,-1154622990)+W(1,-1120902330,1039535746,1032896399,1040428881)+W(2,1019319877,1036762426,1021002107,-1113835211)+W(3,-1113234793,-1106127031,1033996553,-1117775501)+W(4,-1102863965,-1090463816,-1112183035,1049040808)+W(5,-1135300966,1040237135,-1105904891,-1107942972)+W(6,-1114335628,-1112874623,1018491963,-1136342582)+W(7,961094679,-1098092733,1044702279,1048012112)+W(8,1032716400,-1137189022,-1124337998,-1148767576)+W(9,1023872671,-1110067034,1015760954,1032030382)+W(10,1033184663,1029109433,1035998904,1032915973)+W(11,1037223880,1013167238,-1110631596,1006151100);sum2=W(0,-1121092135,-1130520759,-1120070369,1028413027)+W(1,-1137632446,-1104029390,1037177446,1017337743)+W(2,1027578971,-1114678191,1033133092,999930971)+W(3,-1120753460,-1097640928,-1111535757,1012563150)+W(4,1048794348,1050145982,1051800696,-1106734706)+W(5,1030530567,-1119592910,1041394994,-1111694827)+W(6,-1098008778,999766235,1009477102,1011962278)+W(7,-1114477541,1047938812,-1106510696,1035782812)+W(8,1001961835,1024176823,-1127041263,-1118971109)+W(9,-1122757360,-1129371381,974823129,-1153318262)+W(10,-1111017918,-1123769252,1028214977,1010623246)+W(11,-1115486877,1007999422,-1124747017,1020162151);WS(1057759166,-1088449289); +sum1=W(0,1044873994,1037627635,1025446574,-1129635066)+W(1,-1116302487,1022204225,-1097118359,-1087389198)+W(2,1017011581,1021371937,1039292653,1048786726)+W(3,1041685209,1033910011,1017539549,-1144519245)+W(4,1022125102,-1105345911,-1129568803,-1089578865)+W(5,1025212662,1031878029,1045748274,1045860709)+W(6,1039651930,1035038013,-1122678010,1026395242)+W(7,-1122366800,-1097803608,1030050103,1010566389)+W(8,1013486066,1007580942,1033498658,1027479143)+W(9,1039320958,1038868536,1024557433,1025431320)+W(10,-1119554634,-1126568107,-1112614790,-1110122707)+W(11,1028360045,1015223035,1010965710,-1161253492);sum2=W(0,1033992046,-1149048922,-1124547002,-1162281894)+W(1,1038465062,1046094595,1036788056,1042856153)+W(2,1024284423,1035682376,-1100316514,-1093956780)+W(3,988741862,-1132541637,-1135956229,-1150111187)+W(4,1060179844,1049669935,-1097406101,-1112557119)+W(5,-1122577303,-1113139255,1022378118,-1090501223)+W(6,-1132011310,1024739191,965409433,-1145634890)+W(7,-1101657128,1042681611,-1104384368,-1121853795)+W(8,-1130855582,-1118824057,-1121116299,1045140163)+W(9,1008671821,-1129294934,1024679583,-1123274137)+W(10,-1111116605,1027020519,-1147059498,1032013500)+W(11,1006161754,-1124922046,-1131272734,1035479824);WS(-1086987838,-1100233980); +sum1=W(0,1041765192,1028094431,-1122325985,1015308459)+W(1,1042444900,1041449686,-1114108890,-1105415847)+W(2,1003799483,1034767973,-1106140165,-1111075669)+W(3,1042485054,-1118546351,1032904116,-1116672610)+W(4,1049087917,-1128556841,1046690691,-1092596043)+W(5,-1144225139,1033288361,1034284768,-1110170951)+W(6,-1118052589,-1116818498,1033123257,-1141168915)+W(7,-1089307961,-1094503991,1049735534,1054244345)+W(8,1010481109,-1121578684,1030527932,1026589088)+W(9,992241989,1015146386,1015833828,1001375875)+W(10,-1104029377,-1100869156,1041637233,1040724504)+W(11,1030765989,-1124977133,-1123717612,1008796465);sum2=W(0,-1100557855,-1106810438,1026284201,-1128145157)+W(1,1048654145,1057115188,1054522141,1057648426)+W(2,-1133425768,1017140792,-1103409060,-1122215769)+W(3,1042787919,1044596046,-1136599052,1012811840)+W(4,1046636853,-1074262745,-1073275189,-1098531848)+W(5,-1118227807,-1143532160,1035358469,1046426252)+W(6,1038174685,-1104618112,1011005728,992541697)+W(7,1044984510,1060082709,1059653331,1061008073)+W(8,1016191398,981079778,-1104639697,1036107748)+W(9,-1166127490,-1116633305,995789721,-1127430370)+W(10,1034192337,1033697834,1017274260,1035655860)+W(11,1006837720,1021901152,-1112828961,-1130597644);WS(-1092446204,989212831); +sum1=W(0,1048125124,-1131432602,-1116778591,1007124942)+W(1,-1141178857,1019782926,-1106585464,-1138101793)+W(2,1034583667,1015089582,-1115311760,-1102978326)+W(3,1042237585,-1138060917,-1121715541,1027403088)+W(4,1036610823,-1101006449,1037962972,1016240146)+W(5,1027127900,1008360193,-1114322839,-1110971902)+W(6,1027977243,-1126238792,1020332096,1019921952)+W(7,-1094792341,-1089064867,1053622732,1053191424)+W(8,1028625507,1017386452,-1137835047,1031189102)+W(9,-1131884420,1024321015,1020381759,-1139218425)+W(10,-1101892348,-1107274751,1049124886,1043276755)+W(11,1009465805,1008208785,-1110951117,-1132849129);sum2=W(0,-1088595541,1050146519,-1125980662,-1120159352)+W(1,1061831343,-1098317152,-1093128727,1060560783)+W(2,-1101640393,1038452583,1042347964,-1089452071)+W(3,-1090859444,-1107336769,1028063854,-1131578305)+W(4,1057012981,1069689231,1071289406,1057304640)+W(5,-1105624394,1041229675,-1096815763,-1095995319)+W(6,-1105868965,1041431951,1033612769,1021975879)+W(7,-1097221007,-1086042421,-1086794372,-1087527230)+W(8,1037791301,-1143180172,1049524493,-1104502319)+W(9,-1112749441,1042279365,1040487308,-1119579693)+W(10,1033122226,-1088997285,-1089785065,982969010)+W(11,1029453052,1049121852,-1135764460,-1104150062);WS(-1080642303,1037515653); +sum1=W(0,-1123461796,1009459592,1040389217,1014399585)+W(1,1037702505,1046330151,-1138501592,-1115821917)+W(2,-1134503912,1032999462,-1113097082,-1105260875)+W(3,-1118449912,-1111999897,1035628117,1025436037)+W(4,-1088063230,1048171302,1046961203,1046808963)+W(5,1011659972,1033647146,-1112931778,-1166545913)+W(6,1042449564,-1098862637,1019714410,1032176658)+W(7,1046621083,1033619294,1042823052,-1085801589)+W(8,1020514160,1023868127,-1108126015,-1116953058)+W(9,1015874414,-1108656118,-1129425897,1031481267)+W(10,1017602698,-1172911161,1022709518,1032561937)+W(11,1030447848,1015791986,-1161936349,1033606503);sum2=W(0,-1104932637,1043978669,1025910769,-1139497271)+W(1,1034980171,1042493673,-1116100213,1000924601)+W(2,-1154378706,1025837919,1038409695,-1102656208)+W(3,-1105480129,1037617885,1037339247,-1105297083)+W(4,1044002411,1050036780,1049988969,-1102785010)+W(5,-1109802618,1036616991,-1122964745,-1098474508)+W(6,-1107402541,-1105522985,-1123186639,-1111547600)+W(7,1039942071,-1097804729,1040977948,1045831134)+W(8,-1132149525,-1111839940,1028039731,-1106907325)+W(9,1011577705,-1102258444,-1137152287,1029488041)+W(10,1042714488,-1139888185,1025599417,1036894407)+W(11,1040500443,-1114191023,-1112698813,-1112976714);WS(1060124606,-1084472548); +sum1=W(0,-1112711971,1021193865,-1131934189,1012638700)+W(1,1032623962,-1117271615,1017460401,1024524352)+W(2,1027484509,-1157409515,1023262959,-1115629480)+W(3,-1125331574,1048955067,-1138043955,-1129347279)+W(4,1049120342,1015143283,-1094951982,-1113956442)+W(5,1010910287,1021584239,1031640934,-1108495481)+W(6,-1106488069,-1115361884,1022374575,1007380511)+W(7,-1110142007,1024310560,1005249701,1048203795)+W(8,-1144904917,1017598403,-1136673413,-1129214986)+W(9,-1120058426,-1118477310,992489843,996895579)+W(10,-1121731240,1036683482,-1129456851,1026650437)+W(11,-1145343061,1014521967,-1115998674,1017029987);sum2=W(0,1041723134,1018887182,-1129519836,-1113301049)+W(1,1012563935,1021107126,-1123219625,-1119425470)+W(2,-1135264199,1017265018,-1131491053,1013366251)+W(3,1065721494,1081282167,-1114997262,-1113144608)+W(4,1032971141,-1092304788,-1068115046,-1082046556)+W(5,-1135106943,927030725,1028331651,-1132479565)+W(6,1053752802,1004635839,-1144798799,1028189537)+W(7,-1120681827,1026059029,-1126716683,-1091841582)+W(8,983594844,-1137356791,-1132445755,1021570574)+W(9,1024321495,1032429021,-1123606042,-1135227415)+W(10,992723582,-1121765421,-1137534547,-1149813598)+W(11,959859164,-1123588459,1024141029,1010781703);WS(1064307390,997943845); +sum1=W(0,-1110031838,-1124632947,1004931163,1016504192)+W(1,1047561626,1003984285,-1129767067,-1108555962)+W(2,1004953741,1018940039,1017992857,-1114174882)+W(3,-1106796660,-1132488742,-1125536771,1001468389)+W(4,1053522405,1050670238,-1097456765,-1106350773)+W(5,1000370245,1015934681,-1136221548,-1106382906)+W(6,-1111862756,-1111316170,-1157300426,1024701821)+W(7,-1128004006,1039422954,-1110123941,1040312105)+W(8,1011062590,-1128259885,1020844396,-1123896954)+W(9,-1153319146,-1116314499,1014991280,1008115882)+W(10,1005773541,1042190650,-1109063375,1030600762)+W(11,-1153739770,-1130969505,1024320647,1015300557);sum2=W(0,-1100095598,-1119632397,1018720963,1036505224)+W(1,-1110028565,1025734363,1033659023,1039944480)+W(2,1017378303,-1126149289,1015545311,1016119595)+W(3,-1082101932,-1072130218,1035136259,1037554666)+W(4,-1103479495,1012777017,1074634461,1064933062)+W(5,1022196513,-1118704038,1036162128,1036578506)+W(6,-1090292986,-1114842502,1012123245,-1131720942)+W(7,-1132873326,-1117820012,1046242606,1057038142)+W(8,1020047721,1033886326,-1115011900,-1120419990)+W(9,-1108983905,-1105383800,1024471767,1027168757)+W(10,-1117294599,1033191694,1041395450,1018437263)+W(11,-1136709697,1024978781,-1113427773,1004277346);WS(1053812476,-1113586226); +sum1=W(0,-1111011390,-1120416825,1028349447,-1130399840)+W(1,1037708373,1044272829,-1105796643,1007197394)+W(2,-1139049030,-1125249991,-1110423782,-1122978308)+W(3,-1107941440,-1106086226,-1121520129,1021963321)+W(4,-1093131829,1057081835,1046348585,1056809437)+W(5,1011721762,-1114497366,-1099751719,-1122097703)+W(6,-1129958415,-1107644952,-1115853964,1020769785)+W(7,1059679544,-1119895572,1050300257,-1090756230)+W(8,1018253471,1022041005,-1111488955,-1102044582)+W(9,-1122155502,-1114352785,-1121122124,1021860117)+W(10,1040260199,-1110926804,1041113720,-1116443513)+W(11,-1121197023,-1135672898,-1156322407,1019054925);sum2=W(0,1010541588,1032866568,-1121994623,1015672618)+W(1,1020421847,-1095022641,1011616452,-1115998566)+W(2,1015113530,1017019595,1020628925,-1129704409)+W(3,1044676778,-1124040172,-1127744422,-1149412980)+W(4,-1097106911,1015017230,1058620442,-1107438884)+W(5,1022483811,1015061518,-1113422252,-1112769863)+W(6,-1102290659,1029499881,1024671460,990134373)+W(7,-1104275347,1045525693,-1104592911,1049322309)+W(8,-1114030797,-1136765715,1026741584,1039268635)+W(9,-1120084193,1001699435,-1125579600,-1132259460)+W(10,-1119993661,1037165892,-1123886068,1035840939)+W(11,-1131682952,-1134246014,-1126762930,999745387);WS(1059863230,-1098226968); +sum1=W(0,-1130042625,1044463840,1033627108,-1111154474)+W(1,-1126659421,1045974478,-1125693093,-1124092147)+W(2,-1109234699,1026252457,1040744732,-1116454602)+W(3,-1098768819,1036585799,1018934285,-1111220881)+W(4,1040108899,-1098844542,-1094381437,1043860042)+W(5,-1103478147,-1107008620,1043775752,-1149847241)+W(6,1041677635,-1100472134,-1108034825,-1156119577)+W(7,1051479065,-1096809363,1038465479,1034781361)+W(8,-1127254569,-1105262391,-1121805723,1046003792)+W(9,1038444026,-1111999396,-1116166225,1035708952)+W(10,1040658808,1003830125,1019243847,1027036095)+W(11,1038964162,-1116821910,-1131289879,1037992790);sum2=W(0,1008804487,-1119320351,-1114215534,1031860762)+W(1,-1130814575,-1126605754,-1105317049,1036033743)+W(2,1042429978,1019583714,-1103884858,-1114717025)+W(3,1028769566,-1145928741,-1123072391,1037917300)+W(4,1029943513,1058632863,-1104666827,1033869945)+W(5,1050527129,1057878257,-1084821476,-1097519272)+W(6,-1118791492,1035112755,1036233577,-1121765219)+W(7,1010033985,1033184724,1043081028,-1103277106)+W(8,1047090522,1050006554,-1108906997,-1091781337)+W(9,-1119166399,1034891236,1007761049,-1113082189)+W(10,-1124066564,-1146667244,1003334201,-1110309063)+W(11,-1116436299,1037673833,-1124982586,-1105454190);WS(1053829756,-1108691549); +sum1=W(0,1034972923,1031518451,-1117035633,1014621415)+W(1,-1121242915,1011744694,-1146432572,-1105089900)+W(2,-1125107735,1024600093,-1195363583,1024842558)+W(3,1028891034,1043029617,-1121088251,1017668333)+W(4,-1099260407,-1096216885,1052288956,-1111069516)+W(5,-1111257697,1022444749,1043236853,1035963185)+W(6,1037608353,-1118505878,1027915142,-1113943163)+W(7,-1109446679,1033001703,1040529537,1043183409)+W(8,1008767270,983774736,-1110826184,-1104376301)+W(9,1008280866,-1114328254,1018110476,-1117882340)+W(10,1023717270,1038283409,1025673432,-1127832039)+W(11,1021787123,-1122279626,-1136644866,-1108863440);sum2=W(0,-1153535168,-1133074596,-1128158188,1011466728)+W(1,-1113493290,1031842286,-1108077390,-1121363658)+W(2,-1121975877,1032726750,-1114077565,1016979229)+W(3,-1111924694,1041916532,1021341187,993685376)+W(4,-1096696142,-1097359431,-1088803436,1048370655)+W(5,-1126878203,1020447303,1051606360,1032702600)+W(6,-1115375045,-1111577830,1016637363,-1125064327)+W(7,1066069354,-1102058354,1048268187,1050909934)+W(8,-1115472084,1011253904,-1106393780,-1108957150)+W(9,-1121861231,-1139232914,-1142265296,-1135616946)+W(10,-1112810542,-1108918948,1033829714,1028734454)+W(11,1032484333,-1135690267,-1124153420,-1104652034);WS(1043379192,-1131322837); +sum1=W(0,-1109595831,-1141769560,-1148980502,-1129021027)+W(1,1042153991,1016895818,1040943040,1033800339)+W(2,1026187331,1023917269,1029537886,-1099711038)+W(3,-1131540259,1038059198,1015261926,-1117253390)+W(4,1040857522,-1103092216,1019360940,-1099641090)+W(5,999787984,-1137467256,1032384358,-1104535414)+W(6,1043151230,1040366611,-1130947836,1024719214)+W(7,-1091529984,-1100986498,-1120007803,1047704456)+W(8,1021851650,-1117455240,1031568104,1043292971)+W(9,1036650848,1032003186,1010796022,974083843)+W(10,-1116706574,-1114490317,-1135300928,1032688054)+W(11,1021119266,-1124200964,1026900536,1019020464);sum2=W(0,1028175283,1010285366,-1143073539,-1127801857)+W(1,-1133354170,-1111757330,1022418743,-1129802997)+W(2,1029358411,-1119713292,1032847739,-1129332011)+W(3,1045024365,-1107796176,-1114698807,-1106914355)+W(4,1035388549,-1099199714,1055188047,-1109183829)+W(5,984677997,-1126683209,1027769667,1028119663)+W(6,-1093181393,-1094857339,1034854605,-1129241721)+W(7,-1108056884,1042537531,1038631095,1060464193)+W(8,-1117802232,1025618013,-1123722407,1015260775)+W(9,-1104001534,-1106206681,1026781991,1015357631)+W(10,1019867695,1010545294,-1121422795,1035894131)+W(11,-1116557581,1021478623,-1120402439,1021694327);WS(1049844732,-1121310639); +sum1=W(0,1044402267,-1106734859,-1099209689,1023733410)+W(1,-1096212219,-1103164857,-1108848000,1053233309)+W(2,-1114613442,-1129199659,-1109302031,1051767783)+W(3,1050332331,-1111686974,-1102957277,1040893204)+W(4,-1099336615,-1097562740,-1098618899,1049912979)+W(5,1033787229,-1111886543,-1121562509,1050917291)+W(6,-1122456058,1049981942,-1136674298,-1114244983)+W(7,-1096335583,1033031043,-1111429758,1048539349)+W(8,-1121890370,1041151474,1039550692,1042792075)+W(9,-1102278760,1043895987,1021220348,-1108461358)+W(10,-1102589972,-1101337719,1048170180,1039273110)+W(11,-1104020956,1031699907,1041281742,1008842338);sum2=W(0,1040398919,1056364330,1052363768,1051830333)+W(1,-1112895824,-1128031249,-1088095023,-1088812275)+W(2,-1120174945,1022839272,-1126124865,1030823820)+W(3,-1105094784,-1117763636,1068323273,1062286287)+W(4,-1110939052,-1122350162,-1086712736,-1083945825)+W(5,-1113476028,1031923437,1034881723,-1131257287)+W(6,-1117097644,-1135317262,1058036233,1062941652)+W(7,-1107088013,-1117471490,-1090471655,-1085128967)+W(8,-1149114843,-1131972943,1022005418,993374262)+W(9,1045469136,-1127713443,1029358050,1038399576)+W(10,-1128774604,1023889083,-1118175248,-1096613184)+W(11,1015689530,-1114795832,1006015479,-1124473506);WS(997080576,-1130763300); +sum1=W(0,-1121320815,-1108108727,1030153879,-1113905570)+W(1,1025325853,-1131460303,1032364321,1038521748)+W(2,-1123369669,-1111143084,-1152289285,-1108459484)+W(3,-1100762033,-1090117932,-1152616277,-1117230256)+W(4,1040312882,1063008042,1069923213,1051702873)+W(5,1018134009,-1116551136,-1092045374,-1099800679)+W(6,-1109500574,-1102311764,-1112646432,-1146808706)+W(7,1056019095,-1115439812,1028696893,-1104049339)+W(8,1015899783,-1120248394,-1105934578,-1100849447)+W(9,-1119610882,-1099135446,-1120216576,-1186209359)+W(10,-1125581089,-1116447004,1030578386,-1120830317)+W(11,-1113190874,-1120342084,-1108771165,1028735898);sum2=W(0,1025142055,1033634795,-1115062100,-1130955153)+W(1,1041203911,-1151569099,-1124058081,1025405091)+W(2,-1107186683,1041850582,-1098708869,1034798579)+W(3,-1114031272,-1115074190,1040485485,-1114768924)+W(4,-1160505239,1065129660,-1104495565,1047530952)+W(5,-1097808347,1045395705,-1095909934,1048498835)+W(6,-1110799922,1039570131,1040365390,-1102247365)+W(7,-1115442088,1037120419,-1102056033,1038913214)+W(8,-1106337339,1007217475,1024518769,-1105078519)+W(9,-1112489130,1035629875,-1134789779,-1105380703)+W(10,-1145632358,1035843769,-1104428707,-1123724877)+W(11,-1152795787,-1124566009,-1117935125,-1109649658);WS(-1078383103,1059446981); +sum1=W(0,-1142609202,1008862865,1022304576,-1139864362)+W(1,1048881003,1047898440,-1100327790,-1105667544)+W(2,1019807480,-1128249884,1029966423,-1110989208)+W(3,-1109139429,1032501274,1007335089,-1117916615)+W(4,1053051896,-1104044598,-1089810345,-1098424968)+W(5,-1114518074,1013296733,1040575921,1023833874)+W(6,982044231,-1115332063,1022280942,-1119884647)+W(7,1051763270,-1113330784,1049118183,1033240873)+W(8,-1110353213,-1126749570,1041606896,-1114053146)+W(9,991223187,-1102309771,1034312731,1023668405)+W(10,1027424455,1032557738,-1110413061,-1140016273)+W(11,1021514772,-1121516731,1041157596,-1122699729);sum2=W(0,1050457027,-1104882348,1022767513,-1143648694)+W(1,-1095258955,-1116653154,1017677825,-1090901428)+W(2,1034828442,-1149114774,-1125154789,1047388223)+W(3,1052893834,-1122824043,-1138915747,963325627)+W(4,1030383529,1063122641,1048412513,-1090554669)+W(5,1040557770,1005930742,-1118207917,-1114292033)+W(6,1019582897,-1094902239,1031585165,1040530304)+W(7,-1089352859,1057380402,-1104950416,-1101863176)+W(8,980397999,1033506230,-1102824630,1048190601)+W(9,-1113748748,-1090635807,-1120690652,1008260859)+W(10,-1106433792,1049388154,1056780417,-1120605391)+W(11,-1115355457,-1136517107,-1104842210,1038107916);WS(-1104952056,-1073278929); +sum1=W(0,-1099507218,-1116651974,1031125659,-1144211169)+W(1,1043300637,1037274304,-1113308557,1047627264)+W(2,1030331294,-1122667056,-1126577137,-1098196346)+W(3,-1101060075,-1105066053,-1142367854,-1121100585)+W(4,-1102367022,1051689271,1039149624,1054491321)+W(5,1026346581,-1120693369,-1106731162,-1102852173)+W(6,-1131576359,-1114707952,-1114298540,1025675017)+W(7,1044811828,-1128472513,1042584197,-1106626380)+W(8,1018492983,-1140414731,-1126957444,-1111689619)+W(9,-1120605819,-1111900952,-1122834968,1036563163)+W(10,1045578618,-1115669626,1039018645,-1128818827)+W(11,-1128018583,997033420,1025441875,992521004);sum2=W(0,1036324905,-1124977156,-1139616023,-1117577133)+W(1,-1164734594,1032695755,-1115101040,1012676607)+W(2,-1110394349,1006188424,-1116113854,1039853902)+W(3,-1120808104,-1109376562,1028627780,997820975)+W(4,1041759226,-1096754642,1049990275,1041273688)+W(5,-1120661488,1033535767,-1106762918,1041255405)+W(6,1029259135,-1145526876,1032747040,-1114909048)+W(7,1041324783,-1094055114,1039154681,1043064430)+W(8,1021759445,1023476809,1025837595,-1111929038)+W(9,1022442689,983753970,1030832637,-1116006677)+W(10,-1098711698,1023440264,-1115224952,1027909669)+W(11,-1133986843,1029342490,-1112181665,-1130147608);WS(1057403966,-1096678293); +sum1=W(0,-1133819725,-1127594402,1013920108,1015545167)+W(1,-1110196161,-1123399563,-1136130453,1037006758)+W(2,1028708905,-1119121787,1041684833,-1111752718)+W(3,1031500952,-1107540753,991347091,1030182836)+W(4,-1086200264,1060132444,1040431359,1042283546)+W(5,-1120221088,1006406689,-1104881213,1047364560)+W(6,1042502792,-1120427420,-1130110920,1031028372)+W(7,1049379651,1001749345,1042737160,-1084295706)+W(8,1002061113,1026883950,-1117219726,-1113607001)+W(9,1023814022,-1113612941,-1127755335,-1137745417)+W(10,1023472436,-1123659840,1042334622,1019878434)+W(11,-1124476270,1011156129,1008021369,1017968636);sum2=W(0,-1129322914,-1117835702,1027650789,-1178786588)+W(1,1036181740,1050236879,-1106357388,-1116170217)+W(2,-1132924585,-1127926494,-1107702296,1016863918)+W(3,-1120140062,-1110565129,1010647389,1004569898)+W(4,1029537087,-1121260831,1051050908,1012300621)+W(5,1007741857,-1147888890,1019718506,-1115347042)+W(6,1046200355,1035331810,-1128412421,-1130907066)+W(7,-1105419536,-1104188032,1038925264,-1094299123)+W(8,-1122466004,-1132432621,1035623426,1018471790)+W(9,1040609034,-1114775527,1019136642,1000455394)+W(10,-1148832482,1009994365,1028674911,-1110352470)+W(11,-1132484471,-1146317634,-1129304944,1031812039);WS(1056335484,-1129697442); +sum1=W(0,1026825265,-1162479083,-1123816285,-1118615510)+W(1,1045269336,-1122870505,-1175208362,-1102686619)+W(2,-1140818205,-1112741005,1025178018,1031523962)+W(3,-1123245334,-1115166368,-1126548591,1016357093)+W(4,1056143939,1022501065,1012633705,-1112742573)+W(5,1004860403,-1121817826,-1098786498,-1115481871)+W(6,993334229,1009460392,-1125007109,1017679973)+W(7,1044007618,1043433395,-1110640192,1048503365)+W(8,-1134864917,-1142571619,-1104721331,-1107348056)+W(9,-1117686884,-1110259820,-1127256452,-1130509569)+W(10,1037226473,1040188728,1008538193,1010107581)+W(11,-1120701013,1004599859,-1112073470,-1124234681);sum2=W(0,-1126783010,-1144859189,1018164054,-1140731697)+W(1,-1110815467,1039236492,1011714049,1035005186)+W(2,-1127206230,-1146205013,-1130754383,-1144657885)+W(3,-1148034885,-1111621890,1033668632,-1116322329)+W(4,-1109778149,1053123628,1057652336,-1112384840)+W(5,-1113225660,1012470213,-1107649638,-1113329105)+W(6,1034430751,-1133278289,1006827755,-1110091010)+W(7,-1113563636,1009902097,1035575897,-1103655808)+W(8,-1113811608,-1126431906,-1136830370,-1112793157)+W(9,-1134565598,-1106732021,978878091,1024608202)+W(10,1031837967,1032913014,1017810394,1007536733)+W(11,1007646275,-1123083034,-1118754368,-1131576514);WS(1064654654,1035088379); +sum1=W(0,-1101065371,-1104968795,1013730923,-1123150274)+W(1,1034671630,-1116995686,1043838624,1052021669)+W(2,-1124628232,-1123853974,1025043295,-1103122974)+W(3,-1104298005,-1097917367,-1143080352,-1124984926)+W(4,-1125221929,1053311748,1053857683,1050953841)+W(5,-1122875259,-1129945790,-1101557747,-1102292982)+W(6,-1115560637,-1112072243,-1120446591,-1115541655)+W(7,1054064059,1056948345,-1118042236,-1098028717)+W(8,-1115475969,1010096420,-1099829586,-1102206963)+W(9,-1121553409,-1101025669,-1123168830,1019709882)+W(10,1047317764,1051915779,1024509393,-1117850604)+W(11,-1120157778,1010117900,-1105952782,-1123986585);sum2=W(0,-1109338596,-1120873277,1036300391,-1115290116)+W(1,-1101682429,1045633640,1031940424,1052546267)+W(2,1027635895,1021591180,-1121551223,-1106866549)+W(3,-1133763869,-1110763968,1023887773,-1109664288)+W(4,-1094977574,1050150667,1046589307,1041363997)+W(5,-1119215823,1009099129,-1110488084,1008614181)+W(6,-1104363651,-1111086518,-1112746552,1031338337)+W(7,-1104681827,-1121584221,1026186944,1038758869)+W(8,1016354897,-1115537942,1035823152,-1120223295)+W(9,1014654409,-1113327782,-1123357025,1029647363)+W(10,1042076972,1033926660,-1114411312,1011886363)+W(11,1012736237,-1109553196,1046305164,-1111033402);WS(-1088190206,-1108558078); +sum1=W(0,1048826552,-1100191472,1034096473,-1109712467)+W(1,1045129740,1021528052,-1104233509,-1117596347)+W(2,1040739958,-1095362037,1015098342,-1145103958)+W(3,1051587686,-1114238856,-1111503908,-1111610193)+W(4,-1123092480,1045282957,-1118548075,-1112703594)+W(5,1043699492,-1112734841,-1105600408,1033306871)+W(6,-1124911644,1053388852,-1109918121,1029528067)+W(7,1041941490,-1121835291,1040678692,-1094857227)+W(8,-1106244021,1044475255,1043572363,-1116887040)+W(9,-1101598429,1049826386,-1110290409,-1130336610)+W(10,1050563972,1032628503,-1108498290,-1102065648)+W(11,-1100499697,1015959598,1041251987,-1101594283);sum2=W(0,1033121292,-1135675176,-1122134368,-1140036524)+W(1,-1094559771,-1090683436,-1102563608,1020537037)+W(2,1048560917,1043095342,1049536131,1042598592)+W(3,1022385651,1037868584,1023368729,-1124742331)+W(4,-1089829937,-1081905013,-1097085277,1017232470)+W(5,1060516603,1068776853,-1122385293,1015761873)+W(6,-1113410705,1034815986,-1117935205,1025643512)+W(7,-1085580324,-1093433405,-1107749524,1026038978)+W(8,1062905414,1053234619,1034046493,-1119606047)+W(9,-1106876578,1029051910,-1121900993,1029315286)+W(10,-1100509010,-1107168757,1013163432,-1116418603)+W(11,1023262329,1038509970,1020109569,1037794408);WS(1048802172,-1118644607); +sum1=W(0,-1112271863,1008285357,1001330921,1022629891)+W(1,-1112205646,-1137992085,1007889405,-1115934246)+W(2,-1125264263,-1127716075,1025826270,1050188943)+W(3,-1106982824,1020475895,1023807923,-1147098739)+W(4,1044651974,1050363724,-1095657203,-1110669107)+W(5,-1113499645,1026946398,1011316531,1026008921)+W(6,958183765,1025640422,1028532286,-1129374813)+W(7,1050921091,1050665633,-1090481180,-1113474437)+W(8,-1121270209,1021652689,-1131537104,-1106529387)+W(9,-1133565569,-1106868493,-1151549405,1031375324)+W(10,1037811271,1049383075,-1104624276,-1104303995)+W(11,1014192325,-1142930963,1022847857,-1125009457);sum2=W(0,-1089262209,1032931419,-1119933527,1016559128)+W(1,1058569170,-1097574423,-1108360154,1053795811)+W(2,1008650912,-1121755244,1036603460,-1094475155)+W(3,-1094914643,-1096197918,1034816070,1008526536)+W(4,1052760357,1058007152,1069558608,1052999976)+W(5,1039081818,1004102711,1022028102,-1106271635)+W(6,-1101210129,1049415798,1026554777,1018959568)+W(7,-1106340652,-1101474305,-1085501184,-1103281588)+W(8,1033515588,1032461240,1027756295,-1121182797)+W(9,-1128790619,1043157162,1046177388,-1112891495)+W(10,-1114646508,-1096632714,-1088254262,-1098019814)+W(11,-1118822413,1043397723,1015426864,-1124734105);WS(-1085648446,-1079079370); +sum1=W(0,1036117159,1003975776,-1114079994,1031831473)+W(1,-1094329359,-1097850009,1042007752,1049939273)+W(2,1023486628,1019647980,-1134555900,1040633606)+W(3,1044164867,1045647319,-1118896788,1031367567)+W(4,-1089391360,-1087218668,-1095211959,1043312672)+W(5,1023951387,1014099708,1044809099,1041283678)+W(6,1033826253,1041970952,1033718927,-1123680847)+W(7,-1100203021,1033960979,-1116359196,-1122554975)+W(8,1017251780,1031788713,1042238738,1046447947)+W(9,1024952417,1040029267,1033541103,-1123944253)+W(10,-1108529239,-1111794397,1026974961,-1176880640)+W(11,-1146375056,1033511473,996515216,1024390649);sum2=W(0,1042983019,1009997472,-1120973142,1019169584)+W(1,-1099987280,1032814660,-1106283039,-1098354632)+W(2,-1118546716,1022934360,-1103033329,1048978343)+W(3,-1103915398,1036688212,1025364316,1033125970)+W(4,-1095179878,1032770062,1062322516,1033722376)+W(5,-1110281795,1045599869,-1097173506,1055664562)+W(6,-1125420780,-1119986230,1040314133,-1109812797)+W(7,-1109050948,-1097734639,1057333054,-1098634798)+W(8,-1119010038,1038965178,-1173745415,-1103688168)+W(9,1034277286,-1117630132,1018923536,-1108282977)+W(10,1034195486,1049154263,-1125368820,-1102308141)+W(11,1007528912,1035253180,-1098308929,-1107997912);WS(-1089355774,-1078290086); +sum1=W(0,1037182841,-1124344033,-1112691207,-1122950775)+W(1,-1121667553,-1104403323,1041047393,-1118638572)+W(2,-1115334660,-1126199861,-1138062223,1009124079)+W(3,1046400294,-1118583361,-1107733500,1023290087)+W(4,-1099164822,1054069421,1057481334,-1098349922)+W(5,-1136525567,-1110719762,-1149431076,1044398104)+W(6,1042531744,-1121639475,-1132821263,-1146188190)+W(7,-1097191323,1041114291,-1109625472,-1139289650)+W(8,1015659149,-1121643278,-1120573261,1044515332)+W(9,-1137408791,1018516820,-1116356099,-1112282369)+W(10,-1120861012,-1139200383,-1139389015,1026873009)+W(11,-1122889719,-1120569352,1017011067,-1120947806);sum2=W(0,-1124567280,-1107129213,1009843654,-1120919296)+W(1,-1120629799,-1102119519,1043380414,1037030993)+W(2,1020211370,-1126825280,1030878171,-1106639281)+W(3,1020831927,-1098918731,1020138111,-1132368064)+W(4,-1112537154,1064361176,1059483198,-1109288357)+W(5,-1144175329,-1146281491,-1093377806,-1118412551)+W(6,-1132836513,1010227332,-1115205032,1029564211)+W(7,-1104145236,1043150197,-1106893419,-1119273466)+W(8,-1135251423,1028327527,-1103899854,-1123848756)+W(9,-1118685376,1026001154,-1119663171,1016741875)+W(10,-1117770026,1019055438,-1135273053,1028452918)+W(11,-1128215590,1024565629,-1109882780,1024207514);WS(1064975294,1066308158); +sum1=W(0,-1119071204,1032019633,-1106142801,1031747776)+W(1,-1132055971,-1108909198,1045090381,984462229)+W(2,-1126913907,1036419718,-1110036442,-1148253029)+W(3,1041375482,-1112793497,1001228109,1028818885)+W(4,1038243096,1021279149,1049965274,-1093262116)+W(5,-1121925745,1019907753,-1115536386,1036945928)+W(6,1013499583,-1123968938,1041342669,-1115396498)+W(7,-1090377239,1040402543,-1113450905,1052662103)+W(8,1032108124,-1109636927,993049059,1034061985)+W(9,1024220311,1020544662,1027821620,-1108139113)+W(10,-1107965954,-1116422289,-1138282267,1035427697)+W(11,1032825796,-1128061041,1016907357,-1113141447);sum2=W(0,-1118189976,1018031354,-1135553471,1016610899)+W(1,1028895363,1032145382,-1118352328,1027283971)+W(2,1007846553,1011272254,-1123867563,-1113530321)+W(3,-1120752887,1035872696,-1147979120,-1163068737)+W(4,1042427003,1073605475,-1095799786,1042584076)+W(5,1010785270,1026092591,-1075418961,-1099207121)+W(6,1034250650,1022157658,-1139692219,-1121296916)+W(7,1056095764,-1130051225,-1121907329,1009508653)+W(8,1030054693,1019567305,-1113117501,-1091570337)+W(9,-1131969269,-1131641536,1019770181,1007282246)+W(10,1025403981,-1121748387,1013257077,-1148404200)+W(11,1012575724,1018865930,-1123610989,-1124635978);WS(1062423998,1020226002); +sum1=W(0,-1116470612,1015809956,1000976853,-1122384152)+W(1,1055717600,1034182342,-1125526476,-1095861522)+W(2,-1133541800,1025071548,-1136390676,-1128557498)+W(3,-1115150860,-1100102424,-1140430696,-1122957973)+W(4,1052715645,1053221217,1051208664,-1101122465)+W(5,-1121585121,1026360261,-1097231798,-1101688288)+W(6,-1099378776,-1102397253,-1116871589,1018079658)+W(7,1041738487,1038184662,1040938184,1045734276)+W(8,-1127628368,-1121765359,-1107259340,-1114764537)+W(9,-1121061927,-1097083551,-1130305609,1021042950)+W(10,-1114085178,1019939330,1049869175,1045437908)+W(11,1018430000,-1122412137,-1105843464,1034631967);sum2=W(0,-1124729770,-1132095255,985313435,-1125184611)+W(1,1058112728,1067077185,-1117207517,1045115043)+W(2,1007171579,-1118062236,-1158219675,1023628890)+W(3,1028760415,1011065519,-1124740239,-1181860650)+W(4,-1107623537,-1080660794,-1088457353,1036693207)+W(5,1000645119,-1160295467,1020427720,1043689375)+W(6,1033849803,1015359010,999484231,-1132645547)+W(7,-1109418981,-1117188353,1048821220,-1096437481)+W(8,1015083304,1023561702,1032363474,-1110185484)+W(9,-1140486285,-1125848669,1024683619,-1125466771)+W(10,1027196953,-1127975224,1027562883,-1107942084)+W(11,-1134577643,-1158549787,1023023798,-1121893121);WS(-1085592318,-1113086899); +sum1=W(0,-1105245475,1029597578,1024334944,-1127342656)+W(1,1053241687,1041591201,-1117644382,-1104578161)+W(2,-1138537863,1015573096,1020278010,-1103827813)+W(3,-1104926592,-1110412429,1034498345,-1107952998)+W(4,1051692021,1044816720,1053247055,-1101901257)+W(5,-1110174988,1033881662,-1110749814,-1097952575)+W(6,-1103724998,-1098176238,-1110168462,-1131633306)+W(7,1042909421,-1124765258,1051451939,1051300307)+W(8,-1116328992,-1113141267,-1105195378,-1106968399)+W(9,-1115323711,-1098367950,-1119681052,1033648125)+W(10,-1143558503,-1113485404,1053283054,1049307889)+W(11,1028312016,-1113790704,-1102600950,1027981559);sum2=W(0,-1118706158,-1122995556,-1134200265,1019423143)+W(1,982325064,-1106847870,1021681136,-1110500850)+W(2,-1145733922,1001371122,-1115095323,-1117883328)+W(3,-1113839515,-1123774588,-1126211289,1022335641)+W(4,1042414810,1052221246,1048787768,-1121978030)+W(5,1019850892,-1113736050,-1118959328,-1112736275)+W(6,1002859666,-1114460336,995157684,-1160177640)+W(7,1009324191,-1129766425,1025695056,1035034344)+W(8,1023767274,-1130130145,-1114723897,1026260852)+W(9,-1131104601,1027754115,-1130236057,-1138832033)+W(10,-1136621129,-1120353368,1027074464,-1126984825)+W(11,-1131688905,992217060,-1121253912,1016807320);WS(1025516512,-1100199588); +sum1=W(0,1021891087,-1128181387,998291066,1010096560)+W(1,-1106994989,-1097993736,1015332531,1041308560)+W(2,1032706511,-1115681272,1040752366,-1107391304)+W(3,-1152435393,1035336779,1016981531,1015136529)+W(4,-1087955312,1049373383,1043985948,1054580194)+W(5,1013936722,-1153713033,1016493518,1021987303)+W(6,1040424469,1041134374,1015217585,-1134306338)+W(7,1048585956,1044933000,-1097437107,-1088067164)+W(8,-1122756060,1028860515,1015283332,-1111549299)+W(9,-1147235028,-1105873140,1027586712,1025573847)+W(10,1037061588,1041451309,1024655979,-1108043523)+W(11,-1124931799,1010373746,1025261651,-1125444197);sum2=W(0,-1115115972,1023564875,-1136864762,1024904631)+W(1,-1100416868,-1105139728,-1103710322,-1128899549)+W(2,-1138213458,1024304323,-1112771593,1014205090)+W(3,-1114446231,-1115188268,1030076655,1005033941)+W(4,-1107001478,1061216146,1057566767,-1140124434)+W(5,1028369943,1031401203,-1101449249,-1105823902)+W(6,-1099782234,1025338591,995105737,1022202973)+W(7,-1114917196,-1107279078,1009750634,1051976820)+W(8,-1127316949,1002907445,-1123827499,-1115621063)+W(9,-1107689693,1049272645,-1113660547,1009257370)+W(10,-1123762171,-1112133417,-1105716747,1040613751)+W(11,1021828037,-1121285688,1019919657,-1124460977);WS(1050734204,-1108852232); +sum1=W(0,-1116292712,-1106093993,1026854009,-1111669430)+W(1,1027495958,-1113635568,-1103616254,-1122281377)+W(2,-1123139966,-1117637392,-1125634353,-1113568120)+W(3,-1104273631,-1090233269,1022285659,-1115457556)+W(4,1042550097,1065691213,1069754213,1027625969)+W(5,-1147736996,999398084,-1090598793,-1100906821)+W(6,-1103820941,-1107176543,-1124925681,-1130768721)+W(7,1054098174,1026991873,-1130883179,-1114752252)+W(8,-1140005358,-1123096067,-1107767585,-1103145534)+W(9,-1114665965,-1103610460,-1117352760,988348114)+W(10,1018693905,1034282506,1032882469,-1144129324)+W(11,-1120005196,-1122062653,-1112131865,1007587914);sum2=W(0,-1105712489,1026001227,-1122830075,1024214881)+W(1,1036545949,-1104892025,-1089670730,-1096328526)+W(2,1029115040,-1127506094,1027384734,-1114697429)+W(3,-1105988647,1044311614,-1118490155,1024710111)+W(4,1042923133,1050757116,1057951288,-1109313571)+W(5,1018384918,-1118982995,1046225965,-1108836817)+W(6,-1128591966,1016894538,1007204875,-1134765475)+W(7,1041007149,-1111844715,-1135710147,1031038781)+W(8,1000957030,1018633070,1020988490,-1111832237)+W(9,-1132281374,-1121103003,-1132418382,955722144)+W(10,982097434,-1131469166,1040031313,-1121635711)+W(11,-1131312630,1012074251,-1137288635,-1141601766);WS(-1077332287,-1089760701); +sum1=W(0,-1126986618,-1106320367,-1146931846,998476811)+W(1,1035996661,1030948981,1033143495,1035645275)+W(2,1002151576,-1132098378,-1116749294,-1111559939)+W(3,-1103512376,-1106044643,-1115596769,1020090684)+W(4,-1098691810,1054020686,1033806067,1057100532)+W(5,1020764052,-1131285468,-1102410839,-1114602228)+W(6,1033789092,-1121544222,-1117338894,1018970620)+W(7,1053006209,1053247323,-1119052427,-1089559024)+W(8,-1143682184,-1140686688,-1148875196,-1114317262)+W(9,1025908912,-1120853460,-1134004534,-1131301080)+W(10,-1117960094,-1112997269,1021655744,-1109205213)+W(11,-1112291776,-1137942600,1024305160,1040862618);sum2=W(0,1015506585,1012377004,-1142220161,1006079429)+W(1,-1126961905,1027847692,1019086641,-1129173219)+W(2,1004493969,-1129089615,-1121396179,1025558752)+W(3,1027444401,1027255740,-1120056293,-1129651941)+W(4,-1099113060,-1071778912,-1087748986,1029291472)+W(5,1032469225,-1117547929,-1132223695,1031608500)+W(6,-1154390002,-1121552483,-1138049810,1021210606)+W(7,1077548482,1017608723,1046290929,1030702430)+W(8,1017793536,-1115202758,1030045463,1041292060)+W(9,988683875,-1149209645,-1144760977,1020679942)+W(10,1009874569,-1165018915,958643736,-1149010889)+W(11,1024909384,-1153372770,-1108302337,-1116313503);WS(1054407548,983325672); +sum1=W(0,-1105600625,1033490817,-1115456470,1028412425)+W(1,1033571545,-1114006910,1044756246,-1148390382)+W(2,-1124427701,1037509878,-1119790070,1032293767)+W(3,-1115519181,1031550611,1031921957,1017604747)+W(4,1059608097,-1087252051,-1090010995,-1103922376)+W(5,1007976775,1022727275,1044072953,-1107101148)+W(6,-1103698804,-1109550327,1041128181,-1121692358)+W(7,-1094628214,1042983319,-1103937189,1062123705)+W(8,1033962892,-1108328080,1021059262,1027680451)+W(9,1030793272,1014014769,1034097067,-1131299175)+W(10,-1106569209,-1116995186,-1135652511,1039103265)+W(11,1032055396,-1143059662,-1141553278,1007158719);sum2=W(0,1011835040,1040320325,-1108956115,1007145536)+W(1,1029973058,-1113530029,-1145921569,-1115291423)+W(2,-1106716830,1031627486,-1116109872,1036345379)+W(3,1009493536,1036429861,1003522017,-1123468231)+W(4,1025444390,1039825371,1057547857,-1120694127)+W(5,-1106619549,1032586179,1028735446,-1106839609)+W(6,1045134298,-1132203156,1023566518,-1106382527)+W(7,-1093621604,1030401418,-1105348488,-1120933925)+W(8,-1135351552,-1107014793,1032927131,1043632212)+W(9,1044032552,-1103689691,1016028592,-1116797301)+W(10,-1111109931,1039637835,1019566780,-1105744806)+W(11,1030984886,-1117261713,-1119043970,1031187850);WS(1062610366,-1081620328); +sum1=W(0,1041975919,1036878493,1022225638,1034909184)+W(1,-1086061975,-1097049310,1032326503,1038564634)+W(2,-1118145809,1033815666,1038246806,1054071881)+W(3,1038275488,1049110721,1034659649,1022593144)+W(4,-1094128798,-1097332230,-1104434937,1032775158)+W(5,984752392,1040915883,1048167927,1049378869)+W(6,1039909252,1050285945,1029979468,-1145063906)+W(7,-1096830529,1031802154,-1091716385,-1098154666)+W(8,-1127387550,1042582214,-1122539766,1037005773)+W(9,1032760119,1052309552,-1129493655,1024460554)+W(10,-1125106744,1033460244,-1093908076,-1098908862)+W(11,1025327999,1038395208,-1111713187,1023442918);sum2=W(0,-1106689977,1031762430,1001261778,1025388154)+W(1,1049316874,-1112011481,-1111104301,-1110560421)+W(2,-1121273022,1026153330,1033280635,983067209)+W(3,-1105078255,-1117638934,1018216589,1007664153)+W(4,1044332351,-1117360942,1029938402,-1122922762)+W(5,-1116643818,1033323756,1022258405,-1133572905)+W(6,-1119019386,1039919645,-1124915037,1011431705)+W(7,-1116357646,-1107523849,1043034893,-1107704269)+W(8,-1123412994,1027380094,-1109485745,1016143957)+W(9,-1115769810,1041969311,-1118462618,1007167865)+W(10,-1112781805,-1104673921,1050092429,1041034358)+W(11,1016238045,1006440178,-1106654827,1010088409);WS(-1079099231,1058224693); +sum1=W(0,-1098612147,1030021338,1041807413,-1136025729)+W(1,1044962866,1041390773,-1113591959,1040574357)+W(2,-1152707357,1019631368,1030293261,-1107948018)+W(3,-1101745716,-1114342965,1038775953,-1113852830)+W(4,1038641429,-1112997607,-1100940817,1035906153)+W(5,-1119110697,1008365619,-1131180663,-1102747762)+W(6,-1109189268,-1116898669,-1139925939,-1130024634)+W(7,1053521164,1048687519,-1107090858,-1110548904)+W(8,-1120409456,-1156710253,-1127712365,-1102886695)+W(9,-1169623989,-1105924753,-1135488689,1032899333)+W(10,1048553583,1049805017,-1105279552,983487291)+W(11,-1137865855,-1120648241,1033907987,1020276366);sum2=W(0,1031288593,-1121646784,-1150712731,1026221982)+W(1,-1105433524,-1099611845,1040465550,1025270629)+W(2,1025361731,-1118571342,1015298833,1025604422)+W(3,1020650492,-1118866549,998750602,-1135858910)+W(4,-1077885918,-1073585027,-1090773917,-1102699692)+W(5,1035533544,-1115122758,-1111404471,1013887757)+W(6,-1126679589,1033676882,-1122173835,1026066546)+W(7,-1083499628,1072488285,1038653616,-1103726643)+W(8,1025173545,-1132364945,-1128843744,1029004921)+W(9,-1119823506,1024418530,-1114797832,1019885572)+W(10,1076879885,1053754278,1035909226,1044175124)+W(11,982102231,-1120827581,-1128976380,1042609155);WS(1039418864,-1140458522); +sum1=W(0,-1114535995,-1145085849,1029517505,983096624)+W(1,1027001827,1032347927,-1097839409,1044450572)+W(2,1035770150,-1104931415,1031259878,-1117675070)+W(3,-1102746926,1028523779,1019803894,-1121873782)+W(4,-1106235793,-1090653261,-1088253674,1062380387)+W(5,1033087169,-1121428646,1036696746,-1105839880)+W(6,-1100878768,1038991951,-1108005699,1027911414)+W(7,1061486174,1029669390,-1154916402,-1109645966)+W(8,-1120235273,1035324408,1024178544,-1097301074)+W(9,-1142936385,-1125909817,-1135118358,1033576274)+W(10,1047810758,1038152785,-1122115416,-1107146685)+W(11,-1108040973,1017003668,1041849616,1038477872);sum2=W(0,1033267920,1026284945,1034344084,-1121567066)+W(1,-1130139832,1037507308,-1103410132,-1104421963)+W(2,1024120715,-1109350039,1034735332,-1132243276)+W(3,1033899226,-1120108491,-1142865888,-1105011035)+W(4,-1102818563,1003910328,1057117238,1022298858)+W(5,-1127155070,975508032,1041074904,1044067085)+W(6,-1122542627,-1120621959,-1106811819,-1136511728)+W(7,1043197066,-1124006960,1033583066,1038703002)+W(8,-1117378085,1001772648,-1109459597,-1101099519)+W(9,-1134482876,-1114137407,-1113394506,1032101677)+W(10,-1124335993,-1125132432,1030826553,-1122973141)+W(11,-1113899392,-1126301549,-1128301632,1041237660);WS(1053462780,-1083681865); +sum1=W(0,1041747598,1015154794,-1126058411,1023511963)+W(1,-1138339988,996055791,1018224530,1041497612)+W(2,1020629658,-1123213919,1027711272,1035615616)+W(3,1045749945,1048726745,-1118697149,1027394040)+W(4,1014351349,-1082085657,-1086401302,1041814811)+W(5,1032965474,-1129047376,1048515830,1040756601)+W(6,1043007793,1038169844,1025756296,993307519)+W(7,-1096882594,-1105145572,1032344226,-1115623160)+W(8,-1132054806,1033289129,1038148425,1042139693)+W(9,1024626666,1040782360,1029589575,-1131368524)+W(10,-1110953740,-1110890258,-1131398580,-1127070442)+W(11,-1128695798,1029252236,1029718722,1009997960);sum2=W(0,-1118714967,1024023545,1011413600,1008350928)+W(1,-1091889801,-1098641764,-1124778398,1030231193)+W(2,1032606711,-1125648711,1033453825,-1108897465)+W(3,-1126562655,1034951721,1027382950,-1120704007)+W(4,-1104262464,1057762368,1052754126,-1110351493)+W(5,1025836907,-1131934955,1035809187,-1106889474)+W(6,-1128407708,-1126139913,981904616,-1127381517)+W(7,-1161878816,1012148800,-1151802072,1033272406)+W(8,-1134699254,-1131180247,-1153180738,-1132306565)+W(9,999360844,-1138986423,-1135583391,1015535284)+W(10,1024540201,1031971990,-1123376913,1013432992)+W(11,-1171757551,-1140791326,-1118108772,1014625240);WS(-1099299320,1056598066); +sum1=W(0,-1127547996,1041714651,-1128153660,1006197652)+W(1,1045972807,1038366195,-1098261544,-1106221946)+W(2,-1119658116,1030219574,-1113181968,1004824505)+W(3,1029712499,-1128532088,1035903322,-1136164796)+W(4,1057638589,1054413180,1057218165,-1085896508)+W(5,-1129447670,1033715440,1038963911,-1113770157)+W(6,-1106761055,-1121593759,1036246880,-1130396894)+W(7,-1086573266,-1090476168,1028130044,1054525467)+W(8,-1128924420,-1116035017,1042818602,1033084478)+W(9,1017604226,1017990507,1029570879,-1124832314)+W(10,-1101308500,-1110319406,1016287010,1036683414)+W(11,1030841394,998207538,-1114724733,-1130963634);sum2=W(0,1046772351,1028557303,993280665,-1131923124)+W(1,-1105011941,-1104446514,-1134148898,-1110971235)+W(2,-1121147281,1024426003,-1147560296,1028001687)+W(3,-1107794670,-1098564467,1032538133,-1127811288)+W(4,-1096504482,1066594258,1067961229,1043137579)+W(5,1034898623,-1136832302,-1104613803,-1101129935)+W(6,-1121892222,1035775413,1002762140,992174233)+W(7,-1107079502,-1090299346,-1099141736,-1095277951)+W(8,1036381319,1009264906,-1129031039,-1097683180)+W(9,-1158807761,1019898989,992586073,1015088121)+W(10,-1132433157,-1109952821,-1118039147,1011333246)+W(11,1032287279,-1111357043,1040568125,-1108888578);WS(-1105186296,-1108555742); +sum1=W(0,-1105046378,1038429012,-1101386974,1040483623)+W(1,1040666374,-1109750289,1042743759,-1118442722)+W(2,-1118942975,1040611956,-1103538071,986662468)+W(3,1031828819,-1107675004,-1134311356,1040816739)+W(4,1050019912,1040526743,1030110546,-1093958439)+W(5,-1118385334,1012951144,-1121451017,1033262923)+W(6,1034430779,-1109709717,1046011615,-1108915605)+W(7,-1097473172,1045974257,-1103097566,1044698927)+W(8,1035127903,-1100748433,1041021277,1032745156)+W(9,1030173660,-1130419297,1034864637,-1102638726)+W(10,-1110364069,1017242540,-1111922822,1041159370)+W(11,1037154391,-1121991998,1032931450,-1106175813);sum2=W(0,1014979733,-1136185376,-1135271108,-1127162070)+W(1,1016203776,-1140478504,1038675289,-1114518101)+W(2,-1117887634,1030827904,-1111853852,1035296562)+W(3,1028363168,-1131143608,1012864633,1003505825)+W(4,-1089585970,-1070239185,-1095849351,-1105093650)+W(5,-1123277259,-1116960146,1079096535,1058969759)+W(6,1033256022,-1133517476,1026898060,-1123384038)+W(7,-1078361549,1038794260,-1113528611,1028346583)+W(8,-1125445846,-1113311282,1032636395,1068193425)+W(9,-1120532892,1028008335,-1125848258,-1134649836)+W(10,-1125525718,1005296645,-1117113572,1028725832)+W(11,991223090,-1134431064,1032298564,1017911666);WS(1065442623,1015025160); +sum1=W(0,-1113215535,1031517084,1040496438,-1115365041)+W(1,983382403,1017412396,1044423084,1018550702)+W(2,-1124004468,1040563090,1032083208,-1103693946)+W(3,-1109245393,1002812769,1036061554,-1114325264)+W(4,-1109909072,-1099246196,1034975748,-1131936399)+W(5,-1120263275,1012000060,1024898238,-1106995843)+W(6,1036804053,-1099928488,-1112496600,1038370800)+W(7,-1114225707,-1129165678,-1107673238,1048106991)+W(8,1036150809,-1113013165,-1096349707,1044531927)+W(9,1036473513,-1116761110,-1120668655,1039123015)+W(10,1011581692,-1138585900,1019812354,1041344487)+W(11,1037117105,-1128538214,-1110354101,1043676418);sum2=W(0,1023126843,-1140656688,1042699596,1010698941)+W(1,-1122624743,1040813712,1029081919,-1106210958)+W(2,-1117968485,1039098482,-1174961495,-1122034237)+W(3,-1095653758,-1081184698,1058578114,1048659418)+W(4,-1097694847,996865603,1060468587,-1118272649)+W(5,-1118912655,1020119257,-1102355565,1033474214)+W(6,-1097586600,-1098953045,1019470633,1052277576)+W(7,-1103459725,-1128239326,-1108654451,1043044817)+W(8,1031051049,-1108144089,-1112376452,1049205466)+W(9,1018118885,-1122826054,-1119471849,1041036392)+W(10,1034766857,1000734433,-1130901998,1029721267)+W(11,1038110136,-1114988670,1017824567,1033989555);WS(-1115864032,1039792746); +sum1=W(0,-1121375417,-1108218204,996096400,-1140468214)+W(1,1039608980,1040179481,1033625894,1034497081)+W(2,-1132620605,1018030914,-1108192053,-1113171393)+W(3,-1109130991,-1115276388,-1114956320,1010495721)+W(4,-1093805194,1050653566,1036829073,1055392502)+W(5,1012649753,-1127455572,-1109643980,-1127063626)+W(6,1040789857,-1114444905,-1122072970,1013460969)+W(7,1049263376,1051648994,1030275655,-1088431348)+W(8,-1135717173,-1147064482,-1129660583,-1124542831)+W(9,1026520268,-1127271361,-1140762151,-1127833232)+W(10,-1121903450,-1112576115,1031218972,-1111886108)+W(11,-1114505023,-1135014713,1019975176,1034831154);sum2=W(0,-1115435752,-1141202058,1020691269,1015385693)+W(1,1017441239,-1122675471,-1117300235,1035175215)+W(2,998363696,1016207247,1031000417,-1112773411)+W(3,-1111436746,1040267853,1019337403,1015565489)+W(4,1055273933,1073306798,-1100581516,1033401267)+W(5,-1113092041,1013448250,1046685605,-1101083444)+W(6,-1114623303,1025609602,-1131086480,-1132207064)+W(7,-1073173797,1032997632,-1101351817,1041259906)+W(8,-1130370856,1026870685,-1113329498,-1115311051)+W(9,-1140470334,-1128429973,1010427910,-1163542113)+W(10,-1122237085,-1119509251,1027629029,1020278145)+W(11,-1124843109,1014260054,1033297372,1031244051);WS(1060418110,-1122066101); +sum1=W(0,-1115430516,-1129767372,-1124029560,1031696780)+W(1,1041576533,1035204176,-1124342772,-1104465800)+W(2,1028261758,1025573168,-1109435772,-1122042801)+W(3,1033383950,1032201307,-1123330286,-1147879495)+W(4,1057835449,-1121351835,1040589380,-1084846132)+W(5,1024098613,1000233671,1025265863,-1106791333)+W(6,-1124043956,-1135655378,1025904121,-1137787811)+W(7,-1085338500,1026196737,1047669789,1059143665)+W(8,1020968696,-1122702819,1031201378,1037079395)+W(9,1016436406,1011740349,-1131825009,-1122010711)+W(10,-1113520196,1023559701,1017074582,1032251443)+W(11,1016849816,-1123483709,1024540211,-1120875027);sum2=W(0,1033364881,-1127629564,-1173496113,-1127836624)+W(1,1023580345,-1119640853,-1105780675,-1101679270)+W(2,-1136662275,-1122666983,1033890881,-1149619356)+W(3,-1104916712,-1097350377,1022886010,1027284157)+W(4,-1132739235,1062616603,1061873799,-1113070309)+W(5,1023707939,1028952789,-1112358042,-1113766541)+W(6,-1105423640,1034826035,-1124242822,1036751625)+W(7,1009507187,-1098447862,-1105550966,-1096904559)+W(8,-1117384012,-1137245711,1045500652,-1119315178)+W(9,-1122986652,1033442485,-1140181115,1017945890)+W(10,-1116534057,-1115327874,-1108824717,-1127473876)+W(11,-1136860123,1001899534,1033458469,1015952658);WS(1052277756,1024619064); +sum1=W(0,-1120340480,-1107014752,-1155801216,1029425189)+W(1,-1093981294,-1099678446,1049346130,1055903799)+W(2,1026200342,-1131584400,1003141514,-1125235986)+W(3,1038469578,1032327591,-1112675811,1030252033)+W(4,-1098793998,-1090697510,-1103272826,1057427995)+W(5,1031806855,-1126277858,-1118748640,1025012844)+W(6,1034534022,1039704040,-1122395345,1025211073)+W(7,-1103403378,1041606598,-1111436999,1040656272)+W(8,1010568017,1032770798,-1106833215,1025335343)+W(9,-1137717581,1045346698,-1124711713,994289396)+W(10,1005246730,1013960373,-1134653325,1016775164)+W(11,-1124454216,1034190187,-1099652851,1029370155);sum2=W(0,1045862572,1028786959,1020437582,1023289146)+W(1,-1087461476,-1101737384,-1132354231,-1095566322)+W(2,1044890152,-1124440021,-1127607289,1016132472)+W(3,-1120652794,1015917080,1030199907,1009748873)+W(4,-1083542229,1069217208,1063879108,-1090793815)+W(5,1037463572,1032502373,-1097091848,-1107157844)+W(6,-1117660774,-1106003069,1010063617,1007345789)+W(7,1056862945,-1153692567,1045942315,-1107315270)+W(8,1028169917,-1108513707,-1116485608,-1098187278)+W(9,1039304637,-1098471935,-1127799210,1018930146)+W(10,-1111757292,1056217861,1048572904,-1106431667)+W(11,1034190881,-1108016950,-1094693884,1036040005);WS(-1086218302,-1084258561); +sum1=W(0,1041008695,1036310380,1021408948,1027347742)+W(1,-1088163117,-1103354245,1041666443,1040638149)+W(2,-1131589088,1033326017,1033383494,1045697689)+W(3,1035524367,1048593117,1039366096,-1127633782)+W(4,-1094269524,-1122175629,1050103608,1033011818)+W(5,-1132088142,1042877939,1042904478,1040895122)+W(6,-1138037400,1045683171,1033396118,-1116749595)+W(7,-1096387988,-1103712029,-1097626581,-1111907839)+W(8,-1131538396,1039834587,1018682217,-1136050786)+W(9,1032120647,1046369740,1025066091,-1139872292)+W(10,-1111740158,-1117250695,-1095221944,-1099416246)+W(11,1030901630,1034112696,-1121047845,-1126758410);sum2=W(0,1020583173,1018516207,1030773056,-1116225927)+W(1,-1116630862,-1157244503,-1142227828,-1120289762)+W(2,-1120774706,1021325617,-1120616119,1037488437)+W(3,-1121497633,1032012136,1032148531,-1122365237)+W(4,1045806125,1061490298,1050603076,1024002380)+W(5,-1124264052,1020114521,1029135782,-1122845130)+W(6,-1111134479,-1112679629,1026422036,-1127594672)+W(7,-1104925089,-1096282325,-1109379336,1040110681)+W(8,-1129316292,-1129796491,1035818151,-1122119114)+W(9,-1123177144,-1112996078,-1131330830,1023835916)+W(10,-1103628682,-1116593585,-1102999759,-1102178993)+W(11,1024324894,-1129630471,1024073644,-1118358279);WS(-1092406524,-1089571522); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -2), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 0), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 2), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -2), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 0), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 2), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -2), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 0), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 2), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -2), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 0), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 2), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1007614003,-1123901891,1035162146,-1120714617)+W(1,1009908268,1030225939,1027364554,-1123305414)+W(2,-1121901526,1030599214,-1116882705,-1129324172)+W(3,-1142748844,-1113117446,-1135846624,1022915304)+W(4,1046176310,-1105876799,-1121818163,-1110752415)+W(5,-1110762423,1046191054,-1096860741,-1114390527)+W(6,-1096831458,1052908756,1043289735,1032526991)+W(7,-1127767760,1039462233,1034530771,-1117077507)+W(8,1034124059,-1120533037,-1120878363,1035961863)+W(9,1023450788,-1124524780,-1155422496,1022953826)+W(10,-1114991488,1013731840,-1129613106,-1114841418)+W(11,1025047056,-1143328976,981289536,-1116257712);sum2=W(0,1000650931,-1113612493,1043465638,-1131108965)+W(1,-1116852534,1029599173,-1106748353,1025688791)+W(2,-1123043594,-1118230687,1045881517,-1145056307)+W(3,-1139914565,-1107504809,1029259867,1018436747)+W(4,-1124179817,-1111438835,-1145266179,988544780)+W(5,-1102659167,-1097100047,-1110118136,-1070139293)+W(6,1048052425,1027739737,1027449515,1078104617)+W(7,1025133515,1036504803,-1136112041,-1126127905)+W(8,1003301507,-1131299129,1021344415,1018501507)+W(9,1031198431,1012522521,-1123696315,1026178295)+W(10,-1134523125,1020199127,1024975831,-1123515159)+W(11,-1120319069,-1131042995,-1162666156,995063942);WS(1061710334,-1113637247); +sum1=W(0,-1138603692,-1122595552,1036106897,-1121814583)+W(1,-1140194465,1033737112,1018454510,-1138264845)+W(2,-1125621862,1024541667,-1122735662,-1131439046)+W(3,-1129805541,-1116003130,-1122620661,1023073058)+W(4,1048694647,-1103580007,-1143950978,-1109309294)+W(5,-1115559686,-1120177173,-1097890158,1030681928)+W(6,-1097437158,1052689231,1042373458,1044326142)+W(7,-1128614666,1037961704,1034486114,-1132933761)+W(8,1032154570,-1122508490,-1118153848,1033251382)+W(9,1021617155,-1120902675,1012933309,1019050396)+W(10,-1107957310,1016843898,-1152998244,-1113884080)+W(11,1019245786,-1155701620,-1144273714,-1116304653);sum2=W(0,1013908203,1023868855,-1107084454,-1162960213)+W(1,1023571595,1048796624,1032525526,-1113327157)+W(2,1024139725,1003078933,-1104878976,-1133790043)+W(3,1007034787,1034207166,-1121062518,-1130037920)+W(4,1032930462,1029914487,1025411499,-1126626424)+W(5,-1132699465,-1093496445,1035900190,1076098019)+W(6,-1104764998,-1109617402,1026052839,-1072747140)+W(7,-1123497947,-1118139493,1025857863,1019199125)+W(8,997665611,1018748433,-1127269937,-1126548940)+W(9,1038561302,1000017309,-1158385717,-1121182801)+W(10,-1142783113,-1154085627,-1123007653,-1146184997)+W(11,1017680405,1016687665,1000677165,-1147685381);WS(1064800702,1030635520); +sum1=W(0,-1122860750,1024005652,-1128056492,1004285524)+W(1,1021316024,1053335517,1035530413,-1122286551)+W(2,1022533838,-1130762670,-1139373960,-1116388951)+W(3,1001429301,-1129213371,-1121564617,-1125657162)+W(4,1031878036,-1116831438,-1110660706,1035663048)+W(5,-1100061872,-1093549817,1023270757,984521208)+W(6,1035194194,-1149876978,-1104621327,1048911707)+W(7,-1141986761,1031904066,-1142066105,-1131931048)+W(8,-1204558974,-1143857649,1028175148,-1128734654)+W(9,1042579293,1016449422,1005008153,-1136886024)+W(10,-1142259845,1010510404,-1135015336,-1148999845)+W(11,-1111776529,1020350678,1018152308,-1120920449);sum2=W(0,-1150118671,-1116737087,-1120731382,1015139874)+W(1,1028577839,-1069693959,-1087320828,1032711786)+W(2,-1123435694,-1138801588,-1103666133,-1116703472)+W(3,-1140019692,1029210329,999422392,-1140098908)+W(4,1031888972,-1112637962,1020112270,1017539382)+W(5,1078824499,-1094071548,1026899401,1059502015)+W(6,1009232228,-1114441289,1036639812,1045823576)+W(7,-1118193829,-1131442506,1023067274,1011539428)+W(8,1010207212,-1138130380,1013963196,-1126248934)+W(9,1040940327,-1123861886,1019091922,-1119882792)+W(10,1029410629,-1130443436,1004924552,-1131804892)+W(11,1007549476,1026106777,-1137456436,-1130083750);WS(1058942782,1023618692); +sum1=W(0,1011693912,1025548876,1041771492,-1126072821)+W(1,-1122268692,1037536142,1036961985,1017195423)+W(2,982545387,1023558139,1038780013,1022607903)+W(3,1003763447,1035261291,1037537425,-1126061755)+W(4,1035801072,1043278082,-1110871838,-1110777188)+W(5,-1091452759,-1105679152,-1103634941,-1094081945)+W(6,1049096396,-1130619215,-1103558179,-1095962376)+W(7,955835050,1026350907,-1136949949,-1113879430)+W(8,-1146527995,1015953709,-1142526755,1036426764)+W(9,1040286827,-1119884351,-1148709083,1046715887)+W(10,1031851588,1007174309,-1122534754,1049101574)+W(11,1006549707,986004587,1017517093,1002869195);sum2=W(0,-1150616818,1013509397,1001638233,-1128639222)+W(1,-1125568566,1024255335,1035428655,-1118932607)+W(2,-1129687950,-1111645244,1031481278,991022546)+W(3,1006676397,-1115817479,1028380841,1018120650)+W(4,1029376723,1037911199,1014385869,-1119841411)+W(5,1063260126,-1085129330,-1102461584,1019940778)+W(6,1026999545,1019019978,-1110003004,1032753418)+W(7,-1134958989,1017625850,1021463302,-1121385219)+W(8,970306708,1013815957,-1135260845,986023269)+W(9,-1110526300,1017551658,959170344,-1141011097)+W(10,-1121764803,-1127392454,1016351942,1033244979)+W(11,-1128128990,-1138867245,1009569613,1025283273);WS(1037837808,1056377428); +sum1=W(0,1023727061,-1138454045,-1105969090,-1135573495)+W(1,-1123500111,1046351686,-1114548551,-1118803082)+W(2,-1111066541,1034647805,1036383371,1020600341)+W(3,-1115286797,1033474888,1026657308,1008936161)+W(4,-1116105371,1039709953,1043223694,1027945538)+W(5,-1122693874,-1100833583,1051232418,-1126955510)+W(6,1035274060,-1101618713,-1103740252,1053007142)+W(7,-1122516460,-1129756781,1033814037,-1156882549)+W(8,-1111027805,1021082723,1025656415,-1100584037)+W(9,1040497066,-1115071549,1018764077,-1097887999)+W(10,-1138012047,-1116333124,1025234525,1024768136)+W(11,1010716753,-1114238799,1016891995,-1123286772);sum2=W(0,-1121670462,-1130583533,-1100967324,1020978875)+W(1,-1110731474,1053186254,-1096736455,-1103298336)+W(2,-1119790394,1043729632,1045958215,-1105136733)+W(3,999102475,1020355333,1033816035,-1127100056)+W(4,-1122981488,1032797386,1026290891,1043179705)+W(5,-1112891412,-1091109944,-1104401130,1062358565)+W(6,1033523405,-1102472853,-1133705481,1031005462)+W(7,-1122874410,-1122532081,1031959215,-1109547546)+W(8,-1120286641,966672716,-1138979633,1013196277)+W(9,1048200412,-1122242747,-1152672163,-1114052290)+W(10,1033631266,-1118586102,1023845499,-1113847816)+W(11,1027184816,-1127245018,-1147194793,-1126209517);WS(1050865148,1032626572); +sum1=W(0,1040042556,-1101476879,1043627312,-1110436993)+W(1,-1113356418,-1109025830,1049906138,-1107890608)+W(2,-1105712244,1051482110,-1120749707,1034032544)+W(3,-1110201208,1048543054,-1103830356,999321197)+W(4,-1108049256,1033317691,1045700875,-1118552440)+W(5,-1162779891,1049713062,-1115480133,-1107535228)+W(6,1035225158,-1122810712,1042738346,-1095271743)+W(7,-1106449960,1031488492,1050825756,-1104074479)+W(8,1031191472,-1096410465,1040430485,-1115060612)+W(9,-1106727656,-1114330616,1042925123,1025393771)+W(10,1039553933,1042770518,-1106585845,-1127443770)+W(11,1040395170,1009713998,-1103219825,-1104755066);sum2=W(0,1020193961,1007347355,-1111924540,1024944996)+W(1,1015828472,1012341552,-1116539066,1014966838)+W(2,1032934706,-1113193567,1034050704,-1113612636)+W(3,1021395599,-1116104243,1042584092,-1116105943)+W(4,1049541488,1054940943,1057346437,-1107012648)+W(5,-1109770505,1066972918,1059914271,-1107447750)+W(6,1014122612,1056333532,1063973493,-1111197863)+W(7,-1135977693,1043326701,1045837843,1016467631)+W(8,-1097277462,-1107952444,-1097010076,-1105023593)+W(9,1043445868,-1078926120,-1085761230,-1142156696)+W(10,-1118781870,-1092348708,-1084679416,1017043379)+W(11,-1117573943,-1108363561,-1128370702,-1113967259);WS(1054811644,1027249161); +sum1=W(0,-1100243090,1036221579,-1101358582,1040940111)+W(1,-1119365790,-1109150355,1014943347,1043481462)+W(2,1044780378,-1109759237,1036687602,-1111878381)+W(3,1035929492,-1122643648,1028424107,-1101638738)+W(4,1038054901,-1105999252,1049141881,-1113576073)+W(5,-1106696288,1048275427,1051960356,-1097482896)+W(6,-1097940765,1049145430,-1118345360,1022736646)+W(7,-1103674991,1037909315,-1113101949,1038478827)+W(8,-1104538698,1037145120,-1116754862,-1132483205)+W(9,-1123112824,-1126689554,-1118995685,1036681666)+W(10,1044474573,-1101292557,1038634998,1019000333)+W(11,1037239602,-1126283866,1034438878,-1103799553);sum2=W(0,1015306072,1020144724,1016554458,1023766557)+W(1,-1113107482,1050162106,-1116988904,-1136376403)+W(2,-1113447013,1003678517,-1104347057,1038494252)+W(3,1024784188,-1109441777,1033762395,1023629411)+W(4,-1103467660,1016553974,-1137435361,1021815988)+W(5,-1102546407,1075503478,1060795535,1034521268)+W(6,1025406308,-1113972415,1072821349,-1103257907)+W(7,1026085595,1037416902,1031283975,-1113239746)+W(8,1044555388,-1105991725,1032032312,-1114856427)+W(9,-1071164689,1035804901,-1127777881,-1088370625)+W(10,-1112563255,1036418439,-1120944929,-1077590614)+W(11,-1112537357,-1140753514,-1123929939,995356642);WS(1055940220,-1124188157); +sum1=W(0,1015763751,1043278990,-1119569210,-1113999823)+W(1,1022861696,1044340802,-1094609330,-1115168029)+W(2,-1113117029,-1106205123,1033154083,-1114461725)+W(3,-1121800074,-1107756257,1021089498,1032164308)+W(4,-1106256755,1046188556,-1147977024,1015781094)+W(5,-1095339972,-1108128054,1041916962,1052603679)+W(6,1042723938,-1095928258,1057380776,-1108564239)+W(7,-1171638077,1027517543,1041299799,-1125646960)+W(8,1036478965,1006648968,-1108336232,-1117684995)+W(9,1047885622,-1110457109,-1101485874,1033522483)+W(10,1035899866,-1108232826,-1114614567,1036635468)+W(11,-1131185034,-1115299047,1034599135,-1139371156);sum2=W(0,1013270421,1027353114,-1136369034,-1120118804)+W(1,-1117027367,1035518448,-1125884733,-1120552641)+W(2,-1110780393,-1129166063,1043285424,1016254148)+W(3,-1133117880,-1120569751,-1140216380,1030787932)+W(4,-1129939889,1034464346,1015341014,-1127959037)+W(5,-1095769137,1043338219,-1117887441,-1117793827)+W(6,-1117623897,-1128474295,1049861339,-1095274849)+W(7,-1129927717,1018695247,1032330618,-1128598589)+W(8,1041751325,-1114857235,-1113602386,1033327798)+W(9,1049093640,-1097589990,-1103868602,1049619624)+W(10,1035712363,-1106207094,-1105817123,1048627700)+W(11,1027229852,-1120123842,1004274322,1035384499);WS(1057163582,1025817537); +sum1=W(0,-1121852313,1046829204,1031655825,1037167835)+W(1,1027044951,987855837,1038865075,1034559945)+W(2,1037598609,-1112419405,-1105739319,1039868489)+W(3,1031626785,1037495244,1015381448,1007581568)+W(4,-1093143228,1046279122,1045084224,-1096271953)+W(5,1050118415,1040167170,1057074420,-1085198281)+W(6,1047779928,-1087515051,-1086525384,1057217669)+W(7,1015872616,-1124461564,-1098926044,1035805671)+W(8,-1103697416,1030441081,1016078798,1033520525)+W(9,1024989936,974934139,1036548879,-1107583934)+W(10,1044254259,-1113468278,1034922130,1034776664)+W(11,-1113253902,1017385676,1036139674,-1134624240);sum2=W(0,1023814631,-1099879539,1036526786,-1136384493)+W(1,1017810163,1013925981,1034332004,1033659202)+W(2,1017781727,-1101585218,-1106516740,1009967381)+W(3,-1141961139,-1112082470,-1131784625,-1118180802)+W(4,1030342243,1043747658,-1123632092,1028719631)+W(5,-1093436173,-1100447595,1050427835,1046758826)+W(6,1042788701,1045006578,1041231786,1051870663)+W(7,-1113417628,-1117114477,1010389989,-1114786901)+W(8,-1102737141,-1130733945,-1122280548,-1145098603)+W(9,-1119158797,-1123106681,1014543213,-1112406001)+W(10,-1107586767,1013053757,1019870319,1034292458)+W(11,1032164569,1012643781,-1119739637,-1143106923);WS(-1081763615,-1092598780); +sum1=W(0,-1122514966,1026414532,-1114318275,-1130922677)+W(1,1015393433,1021344041,1017564438,-1136114845)+W(2,1023447063,-1116164091,-1095352826,-1137786397)+W(3,-1140705115,1012849463,-1123782681,-1142668459)+W(4,-1121576984,-1127358845,1028467828,-1127997567)+W(5,-1098266094,1035926493,1061837768,-1088500870)+W(6,-1148866211,-1114585584,-1095349722,1061435536)+W(7,1024002537,-1116920883,-1114677716,1039772482)+W(8,1017010415,1002425203,-1139280241,1023598927)+W(9,1037585875,-1136160989,-1123987795,-1116904946)+W(10,1031742785,-1116123969,-1131570741,1040151266)+W(11,-1128808099,-1126849079,1020007637,1007413957);sum2=W(0,-1117837187,1036094407,1034408685,1021958137)+W(1,-1115513274,-1124949158,1033683959,1026312941)+W(2,-1112242113,1027011647,-1091894288,1037370871)+W(3,-1107052036,1010459130,-1107943508,1033686533)+W(4,-1147105428,-1110159069,-1098486326,-1106091708)+W(5,1061646324,1055280585,-1088187103,-1094093059)+W(6,-1106569597,1045721104,1045036050,1058519893)+W(7,1030945863,1039418143,1034325435,1037199097)+W(8,1031154711,-1116910593,1024682325,1028745769)+W(9,-1100598283,-1117359799,1039406737,-1105512708)+W(10,-1117345257,-1117139296,1026080301,-1109806227)+W(11,-1124920152,-1112397476,991455177,-1144974476);WS(1049187708,1061143407); +sum1=W(0,-1121811767,1033070593,1046469409,1032206028)+W(1,-1136528167,1050639650,1049873346,1032297330)+W(2,1031846890,1041542033,1041319460,1005295654)+W(3,1032778794,1043869975,1036329419,-1136496587)+W(4,1020031147,-1113096094,-1086760535,1044620591)+W(5,-1089881571,-1083700943,-1092765627,-1111788011)+W(6,1033106537,1011207027,-1092202425,-1127219501)+W(7,-1112918515,1026637361,1015330121,991465499)+W(8,-1132628435,1009114287,1022165171,1049164066)+W(9,1044844041,1024964917,1034535880,1051671486)+W(10,1026161438,1038185039,1011091807,1037004161)+W(11,1019220893,1032129132,1018308239,-1134373563);sum2=W(0,-1139662759,1022314468,1024038368,-1123557888)+W(1,1021700488,-1149024430,1016353740,-1120649660)+W(2,1025758640,-1109226016,-1127462832,-1119215196)+W(3,1025396502,-1106595065,1022909500,-1134635263)+W(4,1007232143,1040909663,-1123190992,964997605)+W(5,1052797849,1059925772,1035500288,-1112234110)+W(6,-1096670151,-1110751472,-1123381020,1032636001)+W(7,-1095307242,1016687528,-1114698588,-1103246759)+W(8,-1119781676,1011035391,1009594487,-1170950771)+W(9,1021322900,1015425876,-1122952928,-1122589660)+W(10,1037872214,-1115520552,1024335912,-1124742672)+W(11,1025386190,-1128653768,1026100870,-1123038904);WS(-1080960863,1058419411); +sum1=W(0,1032983255,-1112208894,-1111066847,-1118700722)+W(1,1033094082,-1090459763,-1099579692,-1122641758)+W(2,-1133773881,-1107276892,-1107128402,-1121000958)+W(3,-1120123854,-1103159313,-1116550064,-1141737059)+W(4,-1099715572,-1113907195,1043965403,984198859)+W(5,1062349342,1061713555,1050672334,1049479517)+W(6,1033076198,-1121054998,1059583022,-1099059374)+W(7,1037355536,1026513898,1024684126,-1125040759)+W(8,-1113914551,-1124179019,1000248987,-1108783427)+W(9,-1095692932,1023738862,-1128328213,-1105019770)+W(10,-1108028092,1027231576,-1131329315,-1099879371)+W(11,-1110661700,1007580489,-1113801521,1024533736);sum2=W(0,-1114687459,1021214658,-1129327601,995719700)+W(1,-1115935924,978476974,997717028,1024240180)+W(2,-1123062148,1010080137,-1140454571,1025427056)+W(3,-1131128122,-1152746908,1002330866,999440794)+W(4,1027238209,1037994429,1029045123,-1125739202)+W(5,-1078687396,1066236156,1036441804,-1120915257)+W(6,-1128218828,1028953671,1022342240,-1111104335)+W(7,-1128526870,-1126806088,1024857232,-1147995690)+W(8,-1113434302,1007115993,-1154923092,1025141617)+W(9,1035362808,-1118441375,1003062850,1032546636)+W(10,-1166615662,-1129048983,1017727844,1033358736)+W(11,1024563904,1009762473,1019778022,-1165027863);WS(-1082880574,-1095080656); +sum1=W(0,-1123397517,-1128373242,-1111736159,-1120399523)+W(1,-1168421181,-1127950106,1025039907,-1135116544)+W(2,1037719400,-1106461210,-1098593297,-1131259136)+W(3,1030740495,1028249110,1024172498,-1113348279)+W(4,1019423266,1028697399,1037879414,-1111698940)+W(5,-1098702381,1023355236,1062200098,-1092929515)+W(6,1018082074,-1115312044,-1094756999,1060991762)+W(7,-1114016273,-1109491766,-1106391640,1036669022)+W(8,-1119567216,1027581671,-1118524245,1037066756)+W(9,1027882718,-1139561152,-1139610160,-1131199446)+W(10,1022591155,-1113962893,1005358744,1038218895)+W(11,-1141634128,-1126548648,1026868195,-1118950442);sum2=W(0,-1118820752,1031296198,-1106890729,1007561151)+W(1,-1121745985,1032462388,-1110907715,-1128452386)+W(2,-1121584151,1035033495,1035962501,-1114861795)+W(3,-1129117272,1035951051,982365671,-1120079456)+W(4,-1112391017,-1114880200,1010626011,-1144059530)+W(5,-1096446085,-1094697844,1052511775,1056169840)+W(6,987032615,-1129701328,1056886944,1031556034)+W(7,-1119286197,-1126702674,980377326,-1138039959)+W(8,-1136937433,-1120281594,-1152147163,-1140206187)+W(9,1033067226,993102387,-1114711449,1034255225)+W(10,1013679559,-1122813977,-1120009849,-1104164393)+W(11,-1137374445,1006646323,-1118918686,-1115367679);WS(1058795070,1058351276); +sum1=W(0,1032650784,-1132244111,-1106246658,-1129226172)+W(1,-1122312016,1028257624,-1102574120,-1134152362)+W(2,-1118796187,-1128587973,1004724909,-1145265749)+W(3,-1131365684,-1107598873,-1150296521,1017891569)+W(4,1048401911,1041471472,1041522846,1041614193)+W(5,-1088102699,1030285885,1033352747,1050141831)+W(6,-1112285036,1049138668,1056599450,-1093353638)+W(7,-1120116589,1040658126,1043369227,-1122892680)+W(8,1031926461,-1130658915,-1140271486,-1106977045)+W(9,-1124591186,-1119417531,-1115542891,-1121658742)+W(10,-1114299650,1003429157,-1155196377,-1107883356)+W(11,1034850634,-1137642362,-1125742491,-1130730345);sum2=W(0,1019878456,-1134735936,-1109681111,1018264792)+W(1,-1143212320,1037009054,-1106212594,1020074080)+W(2,-1127882992,1032289620,-1132238328,-1148803168)+W(3,-1131165168,1004132864,990246720,1017409120)+W(4,-1093714299,-1099909667,-1104210606,1028734812)+W(5,1047288883,1060586916,-1098896203,1034660210)+W(6,-1112028563,-1109339206,1042866381,1031452084)+W(7,1020410832,-1112228144,1023925320,-1115169564)+W(8,1032419228,-1113499692,1029305888,1025579416)+W(9,1030286292,-1130541520,1025031188,1010388000)+W(10,1019446368,1026005920,-1127563664,-1107165918)+W(11,1029468412,1009015280,-1123344268,989303425);WS(1043816952,1056206353); +sum1=W(0,1024900084,-1107172113,-1115461859,-1132948972)+W(1,1016358425,-1102438229,-1097009915,-1150680698)+W(2,-1115326124,-1148961467,1024199571,-1160444148)+W(3,-1120343575,-1144998513,-1130723763,1019123435)+W(4,1038250028,1039626815,1037119642,1034684352)+W(5,1051576078,1056604231,-1095598055,1061195075)+W(6,1010078034,1029312608,1057172865,-1088975285)+W(7,1022450003,-1112740858,1039764276,-1107729186)+W(8,-1110088668,-1116127087,-1144087781,-1107088436)+W(9,-1102307882,-1114968828,-1117712852,-1113187289)+W(10,-1122873761,1012385158,-1134624362,-1103288997)+W(11,1034042985,1002559709,-1114736693,1032878393);sum2=W(0,-1140675011,1009667595,1031002711,-1135809827)+W(1,-1147988326,1010789683,-1156373420,-1137384851)+W(2,-1172160176,-1135703979,-1122328477,1019754904)+W(3,990940844,-1135289651,1016962928,1006265798)+W(4,1025543601,-1124911966,-1114169661,-1136033931)+W(5,-1105219090,1044469394,1056449903,-1123691685)+W(6,-1111692677,1034039333,1046754031,-1118075063)+W(7,1010975355,-1111731157,1024901767,-1131889022)+W(8,-1108557845,1004385158,1027957130,-1107967067)+W(9,-1118550723,-1115586301,1015282250,-1096033675)+W(10,1005574774,-1130287690,-1120013003,1020360378)+W(11,1036125487,-1169619760,-1127946498,1025982043);WS(1049886076,1034318367); +sum1=W(0,1006465467,-1106141033,1022042959,-1140544720)+W(1,-1118154094,-1100197533,-1104462159,1025588553)+W(2,-1111905052,-1112348667,1029682164,996302474)+W(3,-1122979160,-1123002959,-1117824763,-1125961261)+W(4,966352080,1032360624,-1131075883,1021784769)+W(5,1051735858,1059041662,-1086897182,1059646174)+W(6,1029991670,1036690656,1057694799,-1085821075)+W(7,1031029131,-1155480906,1030592201,-1111853843)+W(8,1029412697,-1121174096,-1160888244,-1142660485)+W(9,-1106256562,-1150715274,1017231209,1042100949)+W(10,-1121375714,1015672965,1024907260,-1106530518)+W(11,1014936522,-1124207481,-1120397516,1017125029);sum2=W(0,-1118194097,1027617785,1032320648,-1110846605)+W(1,1019764549,-1102116254,1000132981,-1143898437)+W(2,999139301,-1131321177,1026769453,1008325379)+W(3,1024689095,-1118482095,1008054267,997400075)+W(4,-1144235925,1030911393,1029603693,1027180085)+W(5,1058710858,1058397441,-1119293171,1031570329)+W(6,-1129394727,-1097515304,-1104852463,1031557517)+W(7,-1120094485,-1106708620,-1123234663,-1131248001)+W(8,-1134544211,-1123614185,-1112673640,1033577170)+W(9,-1096477332,1018853209,-1129974305,-1126616369)+W(10,-1115701158,1018401637,1036639048,-1103611475)+W(11,-1134741251,1017993989,1024391909,-1119810656);WS(1058429118,1064863249); +sum1=W(0,1024394983,-1115666854,983001563,1021156518)+W(1,-1131178666,1046648007,1039490386,1020219616)+W(2,1007341951,1043757188,1017911734,1016100640)+W(3,964693930,1045299318,-1128564932,994206685)+W(4,1049468028,-1099725362,-1097350840,1054264097)+W(5,-1104196510,-1085827188,-1115114453,1055450440)+W(6,-1104186631,-1128095056,-1100930382,992909240)+W(7,-1105268364,1023907580,-1118903024,-1122765517)+W(8,1024539904,-1149024695,964768362,-1175841770)+W(9,1043203980,1022718592,1012766063,997016493)+W(10,-1119513801,1035657141,-1136266891,1033767351)+W(11,-1106015350,1029236260,1016423590,-1131557236);sum2=W(0,1018096716,-1121907467,-1106696811,1005391535)+W(1,-1121648533,1031305614,1026226746,-1135288360)+W(2,-1130245220,-1111725659,1032267559,996459166)+W(3,1033610651,-1108648643,1028271694,-1123582348)+W(4,1051313221,1060662591,-1100156814,1050575955)+W(5,-1081952512,-1074657656,1068258385,1047952814)+W(6,1031579134,1036231973,-1095314974,1040750694)+W(7,1034169827,1044987108,1044691450,1007524520)+W(8,1029467086,-1129063320,1028021126,-1098256564)+W(9,1051661425,1008147176,-1131820748,-1142136447)+W(10,-1107714686,1020424408,-1168737402,1035381379)+W(11,-1100160947,1024695710,-1129848660,1022647148);WS(-1083443454,998713176); +sum1=W(0,1026355790,1040668906,1040709994,1032696047)+W(1,1034252472,1051748575,1036398699,1024354795)+W(2,1032281789,1044965075,1035129883,1012872363)+W(3,1016830581,1048807512,1031400701,1027888345)+W(4,1032459486,-1103862520,-1087559501,1040929033)+W(5,-1097753826,-1093112676,-1102928053,1012490030)+W(6,-1100635790,-1099081393,-1092883854,-1114537329)+W(7,-1098186970,-1112352715,-1104850339,-1103916602)+W(8,1037090637,1033091241,-1146095614,1049786774)+W(9,1050721065,1037512365,1024780023,1047072725)+W(10,1011437457,1037286498,1024615038,1039546228)+W(11,-1114553850,1033653631,1036010231,1009955155);sum2=W(0,-1161872500,-1119785106,-1098289107,1035861958)+W(1,-1137177342,1045692473,1033623622,-1113290777)+W(2,-1103597964,-1117971136,-1106425659,1034613598)+W(3,-1111249467,-1114046628,1019694879,1038756242)+W(4,1049978705,-1107697817,-1096172460,1026686124)+W(5,1024040864,1013412750,-1091833397,-1098402027)+W(6,-1127968019,1057075430,1046082211,1053770527)+W(7,1052585151,-1102204197,1047895771,1049090628)+W(8,1027596044,-1121217732,1019723703,-1113513064)+W(9,1031079096,-1107709748,1033198374,-1098063812)+W(10,-1095279992,-1112843267,1038124498,1012376430)+W(11,-1100444173,1034273086,-1120386622,1045163433);WS(-1086369662,-1078015058); +sum1=W(0,-1100066053,-1106499229,1042615374,1024279387)+W(1,-1104719791,-1115604002,1049518735,1039589628)+W(2,-1125885710,1049389829,-1127523972,-1113174076)+W(3,1024511623,1042212335,-1102519338,-1111149795)+W(4,-1113085188,-1103658220,-1095346029,1054091094)+W(5,-1103236040,-1100854410,-1097514477,1050614757)+W(6,-1108066658,1026529231,-1097175852,1047781504)+W(7,1048227542,-1099302313,-1104719494,1041501469)+W(8,-1111759460,-1141254386,-1113840294,1050416872)+W(9,-1122281110,-1113439156,1032485602,1048966812)+W(10,1032565272,1039770777,-1119980106,1043919349)+W(11,1036646913,1032389542,-1104628175,1027138593);sum2=W(0,-1093473489,-1088925799,-1098738343,-1092512531)+W(1,-1076988140,1043337888,1042571962,-1081280020)+W(2,-1086556968,1010020371,1033193400,-1081342477)+W(3,-1121362077,-1126174974,-1102154130,-1107875638)+W(4,1062426368,1026425874,1009177475,1063615535)+W(5,1066811408,-1096426756,998962046,1067242406)+W(6,1060290312,1026166068,1022780060,1066297017)+W(7,1037059936,-1119102823,1017583668,1052028857)+W(8,1012050343,-1120184004,1030476954,-1119750726)+W(9,-1129159374,-1116680638,1031881676,1025403720)+W(10,-1115355073,1004442726,-1135563955,1023044380)+W(11,-1127777686,1034449190,946141982,1026819560);WS(-1129707456,1007685382); +sum1=W(0,1044154267,1030394337,-1098519836,-1134894751)+W(1,1038046773,-1118678129,-1107874844,-1111052786)+W(2,-1128991721,-1115520098,-1111301144,-1192544411)+W(3,-1122391156,-1103669035,1015910765,1035051017)+W(4,1013414869,1041040503,1044073412,1040671079)+W(5,-1098881194,-1107344299,1038778991,-1103276809)+W(6,-1107120076,1052479600,1048980909,-1110522396)+W(7,-1111557603,1051478546,1049200001,1033063921)+W(8,1035376874,1028314315,-1134057701,-1109530006)+W(9,-1139987723,992777541,-1112561176,-1105794628)+W(10,-1112546431,-1132207293,-1112828028,-1108336721)+W(11,1018554845,-1119107128,999515194,1023468750);sum2=W(0,-1126465818,1033612180,-1110122518,-1137824107)+W(1,-1158497445,1039739597,-1116868027,1005362547)+W(2,1021074352,-1112420682,1037998233,-1119770196)+W(3,1034621027,-1120069279,1025116420,-1138544392)+W(4,-1106894813,1047362418,1039063461,-1137081539)+W(5,-1106604299,1071589227,1067526191,1045165527)+W(6,1039276731,-1077533661,1061860820,-1138568822)+W(7,-1113398206,-1094637864,-1073373771,-1104439342)+W(8,-1117814890,1023374342,-1124656554,-1158403413)+W(9,1044031039,-1148955153,-1115663214,-1136640937)+W(10,1031122886,999718675,-1123862185,-1133800170)+W(11,1031315442,1025985948,-1139157324,-1106196407);WS(1033791472,-1138498893); +sum1=W(0,1014781903,-1108646231,-1102835756,-1143657507)+W(1,1018917100,-1106020223,-1108649138,1029133201)+W(2,1016812674,-1113672010,1003669472,998381448)+W(3,-1137667330,-1127743919,-1114481905,-1118545247)+W(4,-1130492804,1021681616,1044190455,1024249065)+W(5,1054388603,1058377694,-1115040338,1008218246)+W(6,-1132293500,1049136345,1046387590,-1092207694)+W(7,-1119594899,-1119541597,1017676194,-1112726231)+W(8,-1112711792,-1128240816,1008291608,-1107762844)+W(9,-1123372431,1014932868,1025256893,1019895480)+W(10,-1123523050,1008489644,1007448080,-1111491159)+W(11,1028355707,1001709096,-1112884042,-1123035739);sum2=W(0,-1120344268,-1106292024,-1106657768,1014470821)+W(1,-1106002658,1054743689,1049926230,-1114330800)+W(2,-1126273593,-1122403994,-1112305858,1024999308)+W(3,-1123975632,1030827431,-1116955850,-1127411221)+W(4,1032219219,-1101139832,1006830039,1034825132)+W(5,1049962194,-1103958261,-1102461554,1057813788)+W(6,996027236,1040205712,-1098680718,1051810194)+W(7,-1114551452,-1111240037,-1109277736,984340447)+W(8,-1114556582,1008940380,-1124459301,-1104684796)+W(9,1050373872,-1133852786,1029827978,-1111886229)+W(10,-1100520246,1024816377,-1109427720,1035894797)+W(11,-1106040331,1003623824,-1117160816,1014102650);WS(1060089726,1074996161); +sum1=W(0,1029119241,1039893948,1046443391,-1117558175)+W(1,1010789890,1035829124,1041448800,-1141503452)+W(2,-1120312844,1028398131,1041862066,1037081758)+W(3,1021223318,1047369209,1038548631,1027150698)+W(4,-1093429938,1021452133,1040714346,-1083103171)+W(5,1032282738,1021975771,1048946821,-1088988175)+W(6,-1142682180,-1090323173,1040332065,1035486030)+W(7,-1105296983,-1095359061,-1112512014,-1111879740)+W(8,1030628716,1027140771,1023987857,1044503809)+W(9,1038764813,1026271340,1026874120,1038933875)+W(10,1041097413,-1113760891,1034225415,1032949373)+W(11,1046714577,-1134282558,1028642719,1029165798);sum2=W(0,-1156760442,-1160974837,-1131662151,-1130708327)+W(1,1005458237,-1104012424,-1122121264,1011385503)+W(2,-1121500080,-1106371091,1025508020,1015786967)+W(3,1008927007,-1107217673,1032453110,1023017975)+W(4,-1119116140,-1148640061,-1104634511,1027052068)+W(5,1053197196,1050251696,-1101053828,1006726095)+W(6,1032166230,-1115585403,1043632028,-1150821434)+W(7,-1143126685,1045664978,1032061998,-1116451706)+W(8,1028521640,-1132259207,-1117309872,1037500532)+W(9,-1121651972,-1148190653,-1129219511,1041142688)+W(10,-1117076340,-1120252400,1005943453,-1105814552)+W(11,-1103126409,-1126349911,1024831312,-1120517680);WS(-1081408895,1057237802); +sum1=W(0,-1135569700,1025037351,1050393725,1016592219)+W(1,-1134722237,1042881918,1042967287,1019913045)+W(2,1019971573,1038993285,1033060699,1020337237)+W(3,1027236154,1041649576,1028206140,1015924209)+W(4,1021729271,-1114451665,-1099121222,-1096948620)+W(5,-1107250293,-1092679092,-1104931659,-1123436299)+W(6,1037602588,-1091584672,-1098053310,1047123275)+W(7,1044331459,-1089381821,-1092984777,1034435092)+W(8,1033766733,1023688209,1026859007,1042338077)+W(9,1042265522,1017621813,994107237,1036822635)+W(10,1042862441,-1147819555,1033354815,1043883210)+W(11,1042007901,963919445,1035642823,1029491668);sum2=W(0,1036537032,1030963640,-1092240358,-1127968320)+W(1,1020801080,-1109029546,-1097473768,-1112917417)+W(2,-1127208552,1028578068,-1116583352,1019615648)+W(3,-1121416948,1041090246,-1113404853,1023589392)+W(4,-1105653780,-1097383073,1016463192,1057542400)+W(5,1058712288,1052867895,1038201480,1053316325)+W(6,-1093453186,-1141347136,-1123129572,1043894648)+W(7,-1094394128,1037486484,1006791808,1034405836)+W(8,1040975890,1019305024,1037438732,-1094079665)+W(9,1013027424,1010261952,1028884816,-1101066411)+W(10,-1117505000,-1113360113,1027371024,-1118015492)+W(11,1044943944,-1104647878,1034904608,-1111557726);WS(-1076745215,1064070508); +sum1=W(0,-1138649581,1030286820,1043437193,1019383636)+W(1,-1127653591,1048543741,1040316179,1029667879)+W(2,1022926189,1039947283,1029763954,1027426151)+W(3,1016119660,1041368223,1025479577,1004012708)+W(4,1033675388,1027453406,1019299111,-1100863080)+W(5,-1084687593,-1082029409,-1110289513,-1102225484)+W(6,1026499316,1031954367,983973284,-1111626052)+W(7,1026134601,1016553765,-1118301831,-1122995300)+W(8,1031909515,-1136380470,1018313975,1041928012)+W(9,1044625233,-1136351578,1026991539,1043406276)+W(10,1039879984,1022902273,1027257018,1044339921)+W(11,1012331970,1027440187,1026798858,1022733729);sum2=W(0,1008718823,-1135045027,1012459087,-1131696089)+W(1,-1140198251,1033739972,-1118135053,-1149188438)+W(2,1007479839,1015462815,-1142742214,-1129603953)+W(3,1018622169,-1135479163,-1126906553,-1141563590)+W(4,-1125420309,-1110618065,1039451269,-1112347233)+W(5,1052325325,1052741682,1024383435,1041969824)+W(6,-1120072309,-1095903036,-1121721953,1029891118)+W(7,1016803437,-1098230278,-1105015368,1017890385)+W(8,1007247903,999949222,-1129595249,-1158657302)+W(9,1034080133,-1140370763,-1130814181,1015365577)+W(10,-1162307222,-1132990667,1020979581,-1110453303)+W(11,1021342643,-1137891195,1008938691,-1122346803);WS(-1094563452,1051169575); +sum1=W(0,1029393378,1035203109,1018130713,-1154622990)+W(1,1033996553,-1106127031,-1113234793,-1117775501)+W(2,1018491963,-1112874623,-1114335628,-1136342582)+W(3,1015760954,-1110067034,1023872671,1032030382)+W(4,1032896399,1039535746,-1120902330,1040428881)+W(5,-1112183035,-1090463816,-1102863965,1049040808)+W(6,1044702279,-1098092733,961094679,1048012112)+W(7,1035998904,1029109433,1033184663,1032915973)+W(8,1021002107,1036762426,1019319877,-1113835211)+W(9,-1105904891,1040237135,-1135300966,-1107942972)+W(10,-1124337998,-1137189022,1032716400,-1148767576)+W(11,-1110631596,1013167238,1037223880,1006151100);sum2=W(0,-1120070369,-1130520759,-1121092135,1028413027)+W(1,-1111535757,-1097640928,-1120753460,1012563150)+W(2,1009477102,999766235,-1098008778,1011962278)+W(3,974823129,-1129371381,-1122757360,-1153318262)+W(4,1037177446,-1104029390,-1137632446,1017337743)+W(5,1051800696,1050145982,1048794348,-1106734706)+W(6,-1106510696,1047938812,-1114477541,1035782812)+W(7,1028214977,-1123769252,-1111017918,1010623246)+W(8,1033133092,-1114678191,1027578971,999930971)+W(9,1041394994,-1119592910,1030530567,-1111694827)+W(10,-1127041263,1024176823,1001961835,-1118971109)+W(11,-1124747017,1007999422,-1115486877,1020162151);WS(1057759166,-1088449289); +sum1=W(0,1025446574,1037627635,1044873994,-1129635066)+W(1,1017539549,1033910011,1041685209,-1144519245)+W(2,-1122678010,1035038013,1039651930,1026395242)+W(3,1024557433,1038868536,1039320958,1025431320)+W(4,-1097118359,1022204225,-1116302487,-1087389198)+W(5,-1129568803,-1105345911,1022125102,-1089578865)+W(6,1030050103,-1097803608,-1122366800,1010566389)+W(7,-1112614790,-1126568107,-1119554634,-1110122707)+W(8,1039292653,1021371937,1017011581,1048786726)+W(9,1045748274,1031878029,1025212662,1045860709)+W(10,1033498658,1007580942,1013486066,1027479143)+W(11,1010965710,1015223035,1028360045,-1161253492);sum2=W(0,-1124547002,-1149048922,1033992046,-1162281894)+W(1,-1135956229,-1132541637,988741862,-1150111187)+W(2,965409433,1024739191,-1132011310,-1145634890)+W(3,1024679583,-1129294934,1008671821,-1123274137)+W(4,1036788056,1046094595,1038465062,1042856153)+W(5,-1097406101,1049669935,1060179844,-1112557119)+W(6,-1104384368,1042681611,-1101657128,-1121853795)+W(7,-1147059498,1027020519,-1111116605,1032013500)+W(8,-1100316514,1035682376,1024284423,-1093956780)+W(9,1022378118,-1113139255,-1122577303,-1090501223)+W(10,-1121116299,-1118824057,-1130855582,1045140163)+W(11,-1131272734,-1124922046,1006161754,1035479824);WS(-1086987838,-1100233980); +sum1=W(0,-1122325985,1028094431,1041765192,1015308459)+W(1,1032904116,-1118546351,1042485054,-1116672610)+W(2,1033123257,-1116818498,-1118052589,-1141168915)+W(3,1015833828,1015146386,992241989,1001375875)+W(4,-1114108890,1041449686,1042444900,-1105415847)+W(5,1046690691,-1128556841,1049087917,-1092596043)+W(6,1049735534,-1094503991,-1089307961,1054244345)+W(7,1041637233,-1100869156,-1104029377,1040724504)+W(8,-1106140165,1034767973,1003799483,-1111075669)+W(9,1034284768,1033288361,-1144225139,-1110170951)+W(10,1030527932,-1121578684,1010481109,1026589088)+W(11,-1123717612,-1124977133,1030765989,1008796465);sum2=W(0,1026284201,-1106810438,-1100557855,-1128145157)+W(1,-1136599052,1044596046,1042787919,1012811840)+W(2,1011005728,-1104618112,1038174685,992541697)+W(3,995789721,-1116633305,-1166127490,-1127430370)+W(4,1054522141,1057115188,1048654145,1057648426)+W(5,-1073275189,-1074262745,1046636853,-1098531848)+W(6,1059653331,1060082709,1044984510,1061008073)+W(7,1017274260,1033697834,1034192337,1035655860)+W(8,-1103409060,1017140792,-1133425768,-1122215769)+W(9,1035358469,-1143532160,-1118227807,1046426252)+W(10,-1104639697,981079778,1016191398,1036107748)+W(11,-1112828961,1021901152,1006837720,-1130597644);WS(-1092446204,989212831); +sum1=W(0,-1116778591,-1131432602,1048125124,1007124942)+W(1,-1121715541,-1138060917,1042237585,1027403088)+W(2,1020332096,-1126238792,1027977243,1019921952)+W(3,1020381759,1024321015,-1131884420,-1139218425)+W(4,-1106585464,1019782926,-1141178857,-1138101793)+W(5,1037962972,-1101006449,1036610823,1016240146)+W(6,1053622732,-1089064867,-1094792341,1053191424)+W(7,1049124886,-1107274751,-1101892348,1043276755)+W(8,-1115311760,1015089582,1034583667,-1102978326)+W(9,-1114322839,1008360193,1027127900,-1110971902)+W(10,-1137835047,1017386452,1028625507,1031189102)+W(11,-1110951117,1008208785,1009465805,-1132849129);sum2=W(0,-1125980662,1050146519,-1088595541,-1120159352)+W(1,1028063854,-1107336769,-1090859444,-1131578305)+W(2,1033612769,1041431951,-1105868965,1021975879)+W(3,1040487308,1042279365,-1112749441,-1119579693)+W(4,-1093128727,-1098317152,1061831343,1060560783)+W(5,1071289406,1069689231,1057012981,1057304640)+W(6,-1086794372,-1086042421,-1097221007,-1087527230)+W(7,-1089785065,-1088997285,1033122226,982969010)+W(8,1042347964,1038452583,-1101640393,-1089452071)+W(9,-1096815763,1041229675,-1105624394,-1095995319)+W(10,1049524493,-1143180172,1037791301,-1104502319)+W(11,-1135764460,1049121852,1029453052,-1104150062);WS(-1080642303,1037515653); +sum1=W(0,1040389217,1009459592,-1123461796,1014399585)+W(1,1035628117,-1111999897,-1118449912,1025436037)+W(2,1019714410,-1098862637,1042449564,1032176658)+W(3,-1129425897,-1108656118,1015874414,1031481267)+W(4,-1138501592,1046330151,1037702505,-1115821917)+W(5,1046961203,1048171302,-1088063230,1046808963)+W(6,1042823052,1033619294,1046621083,-1085801589)+W(7,1022709518,-1172911161,1017602698,1032561937)+W(8,-1113097082,1032999462,-1134503912,-1105260875)+W(9,-1112931778,1033647146,1011659972,-1166545913)+W(10,-1108126015,1023868127,1020514160,-1116953058)+W(11,-1161936349,1015791986,1030447848,1033606503);sum2=W(0,1025910769,1043978669,-1104932637,-1139497271)+W(1,1037339247,1037617885,-1105480129,-1105297083)+W(2,-1123186639,-1105522985,-1107402541,-1111547600)+W(3,-1137152287,-1102258444,1011577705,1029488041)+W(4,-1116100213,1042493673,1034980171,1000924601)+W(5,1049988969,1050036780,1044002411,-1102785010)+W(6,1040977948,-1097804729,1039942071,1045831134)+W(7,1025599417,-1139888185,1042714488,1036894407)+W(8,1038409695,1025837919,-1154378706,-1102656208)+W(9,-1122964745,1036616991,-1109802618,-1098474508)+W(10,1028039731,-1111839940,-1132149525,-1106907325)+W(11,-1112698813,-1114191023,1040500443,-1112976714);WS(1060124606,-1084472548); +sum1=W(0,-1131934189,1021193865,-1112711971,1012638700)+W(1,-1138043955,1048955067,-1125331574,-1129347279)+W(2,1022374575,-1115361884,-1106488069,1007380511)+W(3,992489843,-1118477310,-1120058426,996895579)+W(4,1017460401,-1117271615,1032623962,1024524352)+W(5,-1094951982,1015143283,1049120342,-1113956442)+W(6,1005249701,1024310560,-1110142007,1048203795)+W(7,-1129456851,1036683482,-1121731240,1026650437)+W(8,1023262959,-1157409515,1027484509,-1115629480)+W(9,1031640934,1021584239,1010910287,-1108495481)+W(10,-1136673413,1017598403,-1144904917,-1129214986)+W(11,-1115998674,1014521967,-1145343061,1017029987);sum2=W(0,-1129519836,1018887182,1041723134,-1113301049)+W(1,-1114997262,1081282167,1065721494,-1113144608)+W(2,-1144798799,1004635839,1053752802,1028189537)+W(3,-1123606042,1032429021,1024321495,-1135227415)+W(4,-1123219625,1021107126,1012563935,-1119425470)+W(5,-1068115046,-1092304788,1032971141,-1082046556)+W(6,-1126716683,1026059029,-1120681827,-1091841582)+W(7,-1137534547,-1121765421,992723582,-1149813598)+W(8,-1131491053,1017265018,-1135264199,1013366251)+W(9,1028331651,927030725,-1135106943,-1132479565)+W(10,-1132445755,-1137356791,983594844,1021570574)+W(11,1024141029,-1123588459,959859164,1010781703);WS(1064307390,997943845); +sum1=W(0,1004931163,-1124632947,-1110031838,1016504192)+W(1,-1125536771,-1132488742,-1106796660,1001468389)+W(2,-1157300426,-1111316170,-1111862756,1024701821)+W(3,1014991280,-1116314499,-1153319146,1008115882)+W(4,-1129767067,1003984285,1047561626,-1108555962)+W(5,-1097456765,1050670238,1053522405,-1106350773)+W(6,-1110123941,1039422954,-1128004006,1040312105)+W(7,-1109063375,1042190650,1005773541,1030600762)+W(8,1017992857,1018940039,1004953741,-1114174882)+W(9,-1136221548,1015934681,1000370245,-1106382906)+W(10,1020844396,-1128259885,1011062590,-1123896954)+W(11,1024320647,-1130969505,-1153739770,1015300557);sum2=W(0,1018720963,-1119632397,-1100095598,1036505224)+W(1,1035136259,-1072130218,-1082101932,1037554666)+W(2,1012123245,-1114842502,-1090292986,-1131720942)+W(3,1024471767,-1105383800,-1108983905,1027168757)+W(4,1033659023,1025734363,-1110028565,1039944480)+W(5,1074634461,1012777017,-1103479495,1064933062)+W(6,1046242606,-1117820012,-1132873326,1057038142)+W(7,1041395450,1033191694,-1117294599,1018437263)+W(8,1015545311,-1126149289,1017378303,1016119595)+W(9,1036162128,-1118704038,1022196513,1036578506)+W(10,-1115011900,1033886326,1020047721,-1120419990)+W(11,-1113427773,1024978781,-1136709697,1004277346);WS(1053812476,-1113586226); +sum1=W(0,1028349447,-1120416825,-1111011390,-1130399840)+W(1,-1121520129,-1106086226,-1107941440,1021963321)+W(2,-1115853964,-1107644952,-1129958415,1020769785)+W(3,-1121122124,-1114352785,-1122155502,1021860117)+W(4,-1105796643,1044272829,1037708373,1007197394)+W(5,1046348585,1057081835,-1093131829,1056809437)+W(6,1050300257,-1119895572,1059679544,-1090756230)+W(7,1041113720,-1110926804,1040260199,-1116443513)+W(8,-1110423782,-1125249991,-1139049030,-1122978308)+W(9,-1099751719,-1114497366,1011721762,-1122097703)+W(10,-1111488955,1022041005,1018253471,-1102044582)+W(11,-1156322407,-1135672898,-1121197023,1019054925);sum2=W(0,-1121994623,1032866568,1010541588,1015672618)+W(1,-1127744422,-1124040172,1044676778,-1149412980)+W(2,1024671460,1029499881,-1102290659,990134373)+W(3,-1125579600,1001699435,-1120084193,-1132259460)+W(4,1011616452,-1095022641,1020421847,-1115998566)+W(5,1058620442,1015017230,-1097106911,-1107438884)+W(6,-1104592911,1045525693,-1104275347,1049322309)+W(7,-1123886068,1037165892,-1119993661,1035840939)+W(8,1020628925,1017019595,1015113530,-1129704409)+W(9,-1113422252,1015061518,1022483811,-1112769863)+W(10,1026741584,-1136765715,-1114030797,1039268635)+W(11,-1126762930,-1134246014,-1131682952,999745387);WS(1059863230,-1098226968); +sum1=W(0,1033627108,1044463840,-1130042625,-1111154474)+W(1,1018934285,1036585799,-1098768819,-1111220881)+W(2,-1108034825,-1100472134,1041677635,-1156119577)+W(3,-1116166225,-1111999396,1038444026,1035708952)+W(4,-1125693093,1045974478,-1126659421,-1124092147)+W(5,-1094381437,-1098844542,1040108899,1043860042)+W(6,1038465479,-1096809363,1051479065,1034781361)+W(7,1019243847,1003830125,1040658808,1027036095)+W(8,1040744732,1026252457,-1109234699,-1116454602)+W(9,1043775752,-1107008620,-1103478147,-1149847241)+W(10,-1121805723,-1105262391,-1127254569,1046003792)+W(11,-1131289879,-1116821910,1038964162,1037992790);sum2=W(0,-1114215534,-1119320351,1008804487,1031860762)+W(1,-1123072391,-1145928741,1028769566,1037917300)+W(2,1036233577,1035112755,-1118791492,-1121765219)+W(3,1007761049,1034891236,-1119166399,-1113082189)+W(4,-1105317049,-1126605754,-1130814575,1036033743)+W(5,-1104666827,1058632863,1029943513,1033869945)+W(6,1043081028,1033184724,1010033985,-1103277106)+W(7,1003334201,-1146667244,-1124066564,-1110309063)+W(8,-1103884858,1019583714,1042429978,-1114717025)+W(9,-1084821476,1057878257,1050527129,-1097519272)+W(10,-1108906997,1050006554,1047090522,-1091781337)+W(11,-1124982586,1037673833,-1116436299,-1105454190);WS(1053829756,-1108691549); +sum1=W(0,-1117035633,1031518451,1034972923,1014621415)+W(1,-1121088251,1043029617,1028891034,1017668333)+W(2,1027915142,-1118505878,1037608353,-1113943163)+W(3,1018110476,-1114328254,1008280866,-1117882340)+W(4,-1146432572,1011744694,-1121242915,-1105089900)+W(5,1052288956,-1096216885,-1099260407,-1111069516)+W(6,1040529537,1033001703,-1109446679,1043183409)+W(7,1025673432,1038283409,1023717270,-1127832039)+W(8,-1195363583,1024600093,-1125107735,1024842558)+W(9,1043236853,1022444749,-1111257697,1035963185)+W(10,-1110826184,983774736,1008767270,-1104376301)+W(11,-1136644866,-1122279626,1021787123,-1108863440);sum2=W(0,-1128158188,-1133074596,-1153535168,1011466728)+W(1,1021341187,1041916532,-1111924694,993685376)+W(2,1016637363,-1111577830,-1115375045,-1125064327)+W(3,-1142265296,-1139232914,-1121861231,-1135616946)+W(4,-1108077390,1031842286,-1113493290,-1121363658)+W(5,-1088803436,-1097359431,-1096696142,1048370655)+W(6,1048268187,-1102058354,1066069354,1050909934)+W(7,1033829714,-1108918948,-1112810542,1028734454)+W(8,-1114077565,1032726750,-1121975877,1016979229)+W(9,1051606360,1020447303,-1126878203,1032702600)+W(10,-1106393780,1011253904,-1115472084,-1108957150)+W(11,-1124153420,-1135690267,1032484333,-1104652034);WS(1043379192,-1131322837); +sum1=W(0,-1148980502,-1141769560,-1109595831,-1129021027)+W(1,1015261926,1038059198,-1131540259,-1117253390)+W(2,-1130947836,1040366611,1043151230,1024719214)+W(3,1010796022,1032003186,1036650848,974083843)+W(4,1040943040,1016895818,1042153991,1033800339)+W(5,1019360940,-1103092216,1040857522,-1099641090)+W(6,-1120007803,-1100986498,-1091529984,1047704456)+W(7,-1135300928,-1114490317,-1116706574,1032688054)+W(8,1029537886,1023917269,1026187331,-1099711038)+W(9,1032384358,-1137467256,999787984,-1104535414)+W(10,1031568104,-1117455240,1021851650,1043292971)+W(11,1026900536,-1124200964,1021119266,1019020464);sum2=W(0,-1143073539,1010285366,1028175283,-1127801857)+W(1,-1114698807,-1107796176,1045024365,-1106914355)+W(2,1034854605,-1094857339,-1093181393,-1129241721)+W(3,1026781991,-1106206681,-1104001534,1015357631)+W(4,1022418743,-1111757330,-1133354170,-1129802997)+W(5,1055188047,-1099199714,1035388549,-1109183829)+W(6,1038631095,1042537531,-1108056884,1060464193)+W(7,-1121422795,1010545294,1019867695,1035894131)+W(8,1032847739,-1119713292,1029358411,-1129332011)+W(9,1027769667,-1126683209,984677997,1028119663)+W(10,-1123722407,1025618013,-1117802232,1015260775)+W(11,-1120402439,1021478623,-1116557581,1021694327);WS(1049844732,-1121310639); +sum1=W(0,-1099209689,-1106734859,1044402267,1023733410)+W(1,-1102957277,-1111686974,1050332331,1040893204)+W(2,-1136674298,1049981942,-1122456058,-1114244983)+W(3,1021220348,1043895987,-1102278760,-1108461358)+W(4,-1108848000,-1103164857,-1096212219,1053233309)+W(5,-1098618899,-1097562740,-1099336615,1049912979)+W(6,-1111429758,1033031043,-1096335583,1048539349)+W(7,1048170180,-1101337719,-1102589972,1039273110)+W(8,-1109302031,-1129199659,-1114613442,1051767783)+W(9,-1121562509,-1111886543,1033787229,1050917291)+W(10,1039550692,1041151474,-1121890370,1042792075)+W(11,1041281742,1031699907,-1104020956,1008842338);sum2=W(0,1052363768,1056364330,1040398919,1051830333)+W(1,1068323273,-1117763636,-1105094784,1062286287)+W(2,1058036233,-1135317262,-1117097644,1062941652)+W(3,1029358050,-1127713443,1045469136,1038399576)+W(4,-1088095023,-1128031249,-1112895824,-1088812275)+W(5,-1086712736,-1122350162,-1110939052,-1083945825)+W(6,-1090471655,-1117471490,-1107088013,-1085128967)+W(7,-1118175248,1023889083,-1128774604,-1096613184)+W(8,-1126124865,1022839272,-1120174945,1030823820)+W(9,1034881723,1031923437,-1113476028,-1131257287)+W(10,1022005418,-1131972943,-1149114843,993374262)+W(11,1006015479,-1114795832,1015689530,-1124473506);WS(997080576,-1130763300); +sum1=W(0,1030153879,-1108108727,-1121320815,-1113905570)+W(1,-1152616277,-1090117932,-1100762033,-1117230256)+W(2,-1112646432,-1102311764,-1109500574,-1146808706)+W(3,-1120216576,-1099135446,-1119610882,-1186209359)+W(4,1032364321,-1131460303,1025325853,1038521748)+W(5,1069923213,1063008042,1040312882,1051702873)+W(6,1028696893,-1115439812,1056019095,-1104049339)+W(7,1030578386,-1116447004,-1125581089,-1120830317)+W(8,-1152289285,-1111143084,-1123369669,-1108459484)+W(9,-1092045374,-1116551136,1018134009,-1099800679)+W(10,-1105934578,-1120248394,1015899783,-1100849447)+W(11,-1108771165,-1120342084,-1113190874,1028735898);sum2=W(0,-1115062100,1033634795,1025142055,-1130955153)+W(1,1040485485,-1115074190,-1114031272,-1114768924)+W(2,1040365390,1039570131,-1110799922,-1102247365)+W(3,-1134789779,1035629875,-1112489130,-1105380703)+W(4,-1124058081,-1151569099,1041203911,1025405091)+W(5,-1104495565,1065129660,-1160505239,1047530952)+W(6,-1102056033,1037120419,-1115442088,1038913214)+W(7,-1104428707,1035843769,-1145632358,-1123724877)+W(8,-1098708869,1041850582,-1107186683,1034798579)+W(9,-1095909934,1045395705,-1097808347,1048498835)+W(10,1024518769,1007217475,-1106337339,-1105078519)+W(11,-1117935125,-1124566009,-1152795787,-1109649658);WS(-1078383103,1059446981); +sum1=W(0,1022304576,1008862865,-1142609202,-1139864362)+W(1,1007335089,1032501274,-1109139429,-1117916615)+W(2,1022280942,-1115332063,982044231,-1119884647)+W(3,1034312731,-1102309771,991223187,1023668405)+W(4,-1100327790,1047898440,1048881003,-1105667544)+W(5,-1089810345,-1104044598,1053051896,-1098424968)+W(6,1049118183,-1113330784,1051763270,1033240873)+W(7,-1110413061,1032557738,1027424455,-1140016273)+W(8,1029966423,-1128249884,1019807480,-1110989208)+W(9,1040575921,1013296733,-1114518074,1023833874)+W(10,1041606896,-1126749570,-1110353213,-1114053146)+W(11,1041157596,-1121516731,1021514772,-1122699729);sum2=W(0,1022767513,-1104882348,1050457027,-1143648694)+W(1,-1138915747,-1122824043,1052893834,963325627)+W(2,1031585165,-1094902239,1019582897,1040530304)+W(3,-1120690652,-1090635807,-1113748748,1008260859)+W(4,1017677825,-1116653154,-1095258955,-1090901428)+W(5,1048412513,1063122641,1030383529,-1090554669)+W(6,-1104950416,1057380402,-1089352859,-1101863176)+W(7,1056780417,1049388154,-1106433792,-1120605391)+W(8,-1125154789,-1149114774,1034828442,1047388223)+W(9,-1118207917,1005930742,1040557770,-1114292033)+W(10,-1102824630,1033506230,980397999,1048190601)+W(11,-1104842210,-1136517107,-1115355457,1038107916);WS(-1104952056,-1073278929); +sum1=W(0,1031125659,-1116651974,-1099507218,-1144211169)+W(1,-1142367854,-1105066053,-1101060075,-1121100585)+W(2,-1114298540,-1114707952,-1131576359,1025675017)+W(3,-1122834968,-1111900952,-1120605819,1036563163)+W(4,-1113308557,1037274304,1043300637,1047627264)+W(5,1039149624,1051689271,-1102367022,1054491321)+W(6,1042584197,-1128472513,1044811828,-1106626380)+W(7,1039018645,-1115669626,1045578618,-1128818827)+W(8,-1126577137,-1122667056,1030331294,-1098196346)+W(9,-1106731162,-1120693369,1026346581,-1102852173)+W(10,-1126957444,-1140414731,1018492983,-1111689619)+W(11,1025441875,997033420,-1128018583,992521004);sum2=W(0,-1139616023,-1124977156,1036324905,-1117577133)+W(1,1028627780,-1109376562,-1120808104,997820975)+W(2,1032747040,-1145526876,1029259135,-1114909048)+W(3,1030832637,983753970,1022442689,-1116006677)+W(4,-1115101040,1032695755,-1164734594,1012676607)+W(5,1049990275,-1096754642,1041759226,1041273688)+W(6,1039154681,-1094055114,1041324783,1043064430)+W(7,-1115224952,1023440264,-1098711698,1027909669)+W(8,-1116113854,1006188424,-1110394349,1039853902)+W(9,-1106762918,1033535767,-1120661488,1041255405)+W(10,1025837595,1023476809,1021759445,-1111929038)+W(11,-1112181665,1029342490,-1133986843,-1130147608);WS(1057403966,-1096678293); +sum1=W(0,1013920108,-1127594402,-1133819725,1015545167)+W(1,991347091,-1107540753,1031500952,1030182836)+W(2,-1130110920,-1120427420,1042502792,1031028372)+W(3,-1127755335,-1113612941,1023814022,-1137745417)+W(4,-1136130453,-1123399563,-1110196161,1037006758)+W(5,1040431359,1060132444,-1086200264,1042283546)+W(6,1042737160,1001749345,1049379651,-1084295706)+W(7,1042334622,-1123659840,1023472436,1019878434)+W(8,1041684833,-1119121787,1028708905,-1111752718)+W(9,-1104881213,1006406689,-1120221088,1047364560)+W(10,-1117219726,1026883950,1002061113,-1113607001)+W(11,1008021369,1011156129,-1124476270,1017968636);sum2=W(0,1027650789,-1117835702,-1129322914,-1178786588)+W(1,1010647389,-1110565129,-1120140062,1004569898)+W(2,-1128412421,1035331810,1046200355,-1130907066)+W(3,1019136642,-1114775527,1040609034,1000455394)+W(4,-1106357388,1050236879,1036181740,-1116170217)+W(5,1051050908,-1121260831,1029537087,1012300621)+W(6,1038925264,-1104188032,-1105419536,-1094299123)+W(7,1028674911,1009994365,-1148832482,-1110352470)+W(8,-1107702296,-1127926494,-1132924585,1016863918)+W(9,1019718506,-1147888890,1007741857,-1115347042)+W(10,1035623426,-1132432621,-1122466004,1018471790)+W(11,-1129304944,-1146317634,-1132484471,1031812039);WS(1056335484,-1129697442); +sum1=W(0,-1123816285,-1162479083,1026825265,-1118615510)+W(1,-1126548591,-1115166368,-1123245334,1016357093)+W(2,-1125007109,1009460392,993334229,1017679973)+W(3,-1127256452,-1110259820,-1117686884,-1130509569)+W(4,-1175208362,-1122870505,1045269336,-1102686619)+W(5,1012633705,1022501065,1056143939,-1112742573)+W(6,-1110640192,1043433395,1044007618,1048503365)+W(7,1008538193,1040188728,1037226473,1010107581)+W(8,1025178018,-1112741005,-1140818205,1031523962)+W(9,-1098786498,-1121817826,1004860403,-1115481871)+W(10,-1104721331,-1142571619,-1134864917,-1107348056)+W(11,-1112073470,1004599859,-1120701013,-1124234681);sum2=W(0,1018164054,-1144859189,-1126783010,-1140731697)+W(1,1033668632,-1111621890,-1148034885,-1116322329)+W(2,1006827755,-1133278289,1034430751,-1110091010)+W(3,978878091,-1106732021,-1134565598,1024608202)+W(4,1011714049,1039236492,-1110815467,1035005186)+W(5,1057652336,1053123628,-1109778149,-1112384840)+W(6,1035575897,1009902097,-1113563636,-1103655808)+W(7,1017810394,1032913014,1031837967,1007536733)+W(8,-1130754383,-1146205013,-1127206230,-1144657885)+W(9,-1107649638,1012470213,-1113225660,-1113329105)+W(10,-1136830370,-1126431906,-1113811608,-1112793157)+W(11,-1118754368,-1123083034,1007646275,-1131576514);WS(1064654654,1035088379); +sum1=W(0,1013730923,-1104968795,-1101065371,-1123150274)+W(1,-1143080352,-1097917367,-1104298005,-1124984926)+W(2,-1120446591,-1112072243,-1115560637,-1115541655)+W(3,-1123168830,-1101025669,-1121553409,1019709882)+W(4,1043838624,-1116995686,1034671630,1052021669)+W(5,1053857683,1053311748,-1125221929,1050953841)+W(6,-1118042236,1056948345,1054064059,-1098028717)+W(7,1024509393,1051915779,1047317764,-1117850604)+W(8,1025043295,-1123853974,-1124628232,-1103122974)+W(9,-1101557747,-1129945790,-1122875259,-1102292982)+W(10,-1099829586,1010096420,-1115475969,-1102206963)+W(11,-1105952782,1010117900,-1120157778,-1123986585);sum2=W(0,1036300391,-1120873277,-1109338596,-1115290116)+W(1,1023887773,-1110763968,-1133763869,-1109664288)+W(2,-1112746552,-1111086518,-1104363651,1031338337)+W(3,-1123357025,-1113327782,1014654409,1029647363)+W(4,1031940424,1045633640,-1101682429,1052546267)+W(5,1046589307,1050150667,-1094977574,1041363997)+W(6,1026186944,-1121584221,-1104681827,1038758869)+W(7,-1114411312,1033926660,1042076972,1011886363)+W(8,-1121551223,1021591180,1027635895,-1106866549)+W(9,-1110488084,1009099129,-1119215823,1008614181)+W(10,1035823152,-1115537942,1016354897,-1120223295)+W(11,1046305164,-1109553196,1012736237,-1111033402);WS(-1088190206,-1108558078); +sum1=W(0,1034096473,-1100191472,1048826552,-1109712467)+W(1,-1111503908,-1114238856,1051587686,-1111610193)+W(2,-1109918121,1053388852,-1124911644,1029528067)+W(3,-1110290409,1049826386,-1101598429,-1130336610)+W(4,-1104233509,1021528052,1045129740,-1117596347)+W(5,-1118548075,1045282957,-1123092480,-1112703594)+W(6,1040678692,-1121835291,1041941490,-1094857227)+W(7,-1108498290,1032628503,1050563972,-1102065648)+W(8,1015098342,-1095362037,1040739958,-1145103958)+W(9,-1105600408,-1112734841,1043699492,1033306871)+W(10,1043572363,1044475255,-1106244021,-1116887040)+W(11,1041251987,1015959598,-1100499697,-1101594283);sum2=W(0,-1122134368,-1135675176,1033121292,-1140036524)+W(1,1023368729,1037868584,1022385651,-1124742331)+W(2,-1117935205,1034815986,-1113410705,1025643512)+W(3,-1121900993,1029051910,-1106876578,1029315286)+W(4,-1102563608,-1090683436,-1094559771,1020537037)+W(5,-1097085277,-1081905013,-1089829937,1017232470)+W(6,-1107749524,-1093433405,-1085580324,1026038978)+W(7,1013163432,-1107168757,-1100509010,-1116418603)+W(8,1049536131,1043095342,1048560917,1042598592)+W(9,-1122385293,1068776853,1060516603,1015761873)+W(10,1034046493,1053234619,1062905414,-1119606047)+W(11,1020109569,1038509970,1023262329,1037794408);WS(1048802172,-1118644607); +sum1=W(0,1001330921,1008285357,-1112271863,1022629891)+W(1,1023807923,1020475895,-1106982824,-1147098739)+W(2,1028532286,1025640422,958183765,-1129374813)+W(3,-1151549405,-1106868493,-1133565569,1031375324)+W(4,1007889405,-1137992085,-1112205646,-1115934246)+W(5,-1095657203,1050363724,1044651974,-1110669107)+W(6,-1090481180,1050665633,1050921091,-1113474437)+W(7,-1104624276,1049383075,1037811271,-1104303995)+W(8,1025826270,-1127716075,-1125264263,1050188943)+W(9,1011316531,1026946398,-1113499645,1026008921)+W(10,-1131537104,1021652689,-1121270209,-1106529387)+W(11,1022847857,-1142930963,1014192325,-1125009457);sum2=W(0,-1119933527,1032931419,-1089262209,1016559128)+W(1,1034816070,-1096197918,-1094914643,1008526536)+W(2,1026554777,1049415798,-1101210129,1018959568)+W(3,1046177388,1043157162,-1128790619,-1112891495)+W(4,-1108360154,-1097574423,1058569170,1053795811)+W(5,1069558608,1058007152,1052760357,1052999976)+W(6,-1085501184,-1101474305,-1106340652,-1103281588)+W(7,-1088254262,-1096632714,-1114646508,-1098019814)+W(8,1036603460,-1121755244,1008650912,-1094475155)+W(9,1022028102,1004102711,1039081818,-1106271635)+W(10,1027756295,1032461240,1033515588,-1121182797)+W(11,1015426864,1043397723,-1118822413,-1124734105);WS(-1085648446,-1079079370); +sum1=W(0,-1114079994,1003975776,1036117159,1031831473)+W(1,-1118896788,1045647319,1044164867,1031367567)+W(2,1033718927,1041970952,1033826253,-1123680847)+W(3,1033541103,1040029267,1024952417,-1123944253)+W(4,1042007752,-1097850009,-1094329359,1049939273)+W(5,-1095211959,-1087218668,-1089391360,1043312672)+W(6,-1116359196,1033960979,-1100203021,-1122554975)+W(7,1026974961,-1111794397,-1108529239,-1176880640)+W(8,-1134555900,1019647980,1023486628,1040633606)+W(9,1044809099,1014099708,1023951387,1041283678)+W(10,1042238738,1031788713,1017251780,1046447947)+W(11,996515216,1033511473,-1146375056,1024390649);sum2=W(0,-1120973142,1009997472,1042983019,1019169584)+W(1,1025364316,1036688212,-1103915398,1033125970)+W(2,1040314133,-1119986230,-1125420780,-1109812797)+W(3,1018923536,-1117630132,1034277286,-1108282977)+W(4,-1106283039,1032814660,-1099987280,-1098354632)+W(5,1062322516,1032770062,-1095179878,1033722376)+W(6,1057333054,-1097734639,-1109050948,-1098634798)+W(7,-1125368820,1049154263,1034195486,-1102308141)+W(8,-1103033329,1022934360,-1118546716,1048978343)+W(9,-1097173506,1045599869,-1110281795,1055664562)+W(10,-1173745415,1038965178,-1119010038,-1103688168)+W(11,-1098308929,1035253180,1007528912,-1107997912);WS(-1089355774,-1078290086); +sum1=W(0,-1112691207,-1124344033,1037182841,-1122950775)+W(1,-1107733500,-1118583361,1046400294,1023290087)+W(2,-1132821263,-1121639475,1042531744,-1146188190)+W(3,-1116356099,1018516820,-1137408791,-1112282369)+W(4,1041047393,-1104403323,-1121667553,-1118638572)+W(5,1057481334,1054069421,-1099164822,-1098349922)+W(6,-1109625472,1041114291,-1097191323,-1139289650)+W(7,-1139389015,-1139200383,-1120861012,1026873009)+W(8,-1138062223,-1126199861,-1115334660,1009124079)+W(9,-1149431076,-1110719762,-1136525567,1044398104)+W(10,-1120573261,-1121643278,1015659149,1044515332)+W(11,1017011067,-1120569352,-1122889719,-1120947806);sum2=W(0,1009843654,-1107129213,-1124567280,-1120919296)+W(1,1020138111,-1098918731,1020831927,-1132368064)+W(2,-1115205032,1010227332,-1132836513,1029564211)+W(3,-1119663171,1026001154,-1118685376,1016741875)+W(4,1043380414,-1102119519,-1120629799,1037030993)+W(5,1059483198,1064361176,-1112537154,-1109288357)+W(6,-1106893419,1043150197,-1104145236,-1119273466)+W(7,-1135273053,1019055438,-1117770026,1028452918)+W(8,1030878171,-1126825280,1020211370,-1106639281)+W(9,-1093377806,-1146281491,-1144175329,-1118412551)+W(10,-1103899854,1028327527,-1135251423,-1123848756)+W(11,-1109882780,1024565629,-1128215590,1024207514);WS(1064975294,1066308158); +sum1=W(0,-1106142801,1032019633,-1119071204,1031747776)+W(1,1001228109,-1112793497,1041375482,1028818885)+W(2,1041342669,-1123968938,1013499583,-1115396498)+W(3,1027821620,1020544662,1024220311,-1108139113)+W(4,1045090381,-1108909198,-1132055971,984462229)+W(5,1049965274,1021279149,1038243096,-1093262116)+W(6,-1113450905,1040402543,-1090377239,1052662103)+W(7,-1138282267,-1116422289,-1107965954,1035427697)+W(8,-1110036442,1036419718,-1126913907,-1148253029)+W(9,-1115536386,1019907753,-1121925745,1036945928)+W(10,993049059,-1109636927,1032108124,1034061985)+W(11,1016907357,-1128061041,1032825796,-1113141447);sum2=W(0,-1135553471,1018031354,-1118189976,1016610899)+W(1,-1147979120,1035872696,-1120752887,-1163068737)+W(2,-1139692219,1022157658,1034250650,-1121296916)+W(3,1019770181,-1131641536,-1131969269,1007282246)+W(4,-1118352328,1032145382,1028895363,1027283971)+W(5,-1095799786,1073605475,1042427003,1042584076)+W(6,-1121907329,-1130051225,1056095764,1009508653)+W(7,1013257077,-1121748387,1025403981,-1148404200)+W(8,-1123867563,1011272254,1007846553,-1113530321)+W(9,-1075418961,1026092591,1010785270,-1099207121)+W(10,-1113117501,1019567305,1030054693,-1091570337)+W(11,-1123610989,1018865930,1012575724,-1124635978);WS(1062423998,1020226002); +sum1=W(0,1000976853,1015809956,-1116470612,-1122384152)+W(1,-1140430696,-1100102424,-1115150860,-1122957973)+W(2,-1116871589,-1102397253,-1099378776,1018079658)+W(3,-1130305609,-1097083551,-1121061927,1021042950)+W(4,-1125526476,1034182342,1055717600,-1095861522)+W(5,1051208664,1053221217,1052715645,-1101122465)+W(6,1040938184,1038184662,1041738487,1045734276)+W(7,1049869175,1019939330,-1114085178,1045437908)+W(8,-1136390676,1025071548,-1133541800,-1128557498)+W(9,-1097231798,1026360261,-1121585121,-1101688288)+W(10,-1107259340,-1121765359,-1127628368,-1114764537)+W(11,-1105843464,-1122412137,1018430000,1034631967);sum2=W(0,985313435,-1132095255,-1124729770,-1125184611)+W(1,-1124740239,1011065519,1028760415,-1181860650)+W(2,999484231,1015359010,1033849803,-1132645547)+W(3,1024683619,-1125848669,-1140486285,-1125466771)+W(4,-1117207517,1067077185,1058112728,1045115043)+W(5,-1088457353,-1080660794,-1107623537,1036693207)+W(6,1048821220,-1117188353,-1109418981,-1096437481)+W(7,1027562883,-1127975224,1027196953,-1107942084)+W(8,-1158219675,-1118062236,1007171579,1023628890)+W(9,1020427720,-1160295467,1000645119,1043689375)+W(10,1032363474,1023561702,1015083304,-1110185484)+W(11,1023023798,-1158549787,-1134577643,-1121893121);WS(-1085592318,-1113086899); +sum1=W(0,1024334944,1029597578,-1105245475,-1127342656)+W(1,1034498345,-1110412429,-1104926592,-1107952998)+W(2,-1110168462,-1098176238,-1103724998,-1131633306)+W(3,-1119681052,-1098367950,-1115323711,1033648125)+W(4,-1117644382,1041591201,1053241687,-1104578161)+W(5,1053247055,1044816720,1051692021,-1101901257)+W(6,1051451939,-1124765258,1042909421,1051300307)+W(7,1053283054,-1113485404,-1143558503,1049307889)+W(8,1020278010,1015573096,-1138537863,-1103827813)+W(9,-1110749814,1033881662,-1110174988,-1097952575)+W(10,-1105195378,-1113141267,-1116328992,-1106968399)+W(11,-1102600950,-1113790704,1028312016,1027981559);sum2=W(0,-1134200265,-1122995556,-1118706158,1019423143)+W(1,-1126211289,-1123774588,-1113839515,1022335641)+W(2,995157684,-1114460336,1002859666,-1160177640)+W(3,-1130236057,1027754115,-1131104601,-1138832033)+W(4,1021681136,-1106847870,982325064,-1110500850)+W(5,1048787768,1052221246,1042414810,-1121978030)+W(6,1025695056,-1129766425,1009324191,1035034344)+W(7,1027074464,-1120353368,-1136621129,-1126984825)+W(8,-1115095323,1001371122,-1145733922,-1117883328)+W(9,-1118959328,-1113736050,1019850892,-1112736275)+W(10,-1114723897,-1130130145,1023767274,1026260852)+W(11,-1121253912,992217060,-1131688905,1016807320);WS(1025516512,-1100199588); +sum1=W(0,998291066,-1128181387,1021891087,1010096560)+W(1,1016981531,1035336779,-1152435393,1015136529)+W(2,1015217585,1041134374,1040424469,-1134306338)+W(3,1027586712,-1105873140,-1147235028,1025573847)+W(4,1015332531,-1097993736,-1106994989,1041308560)+W(5,1043985948,1049373383,-1087955312,1054580194)+W(6,-1097437107,1044933000,1048585956,-1088067164)+W(7,1024655979,1041451309,1037061588,-1108043523)+W(8,1040752366,-1115681272,1032706511,-1107391304)+W(9,1016493518,-1153713033,1013936722,1021987303)+W(10,1015283332,1028860515,-1122756060,-1111549299)+W(11,1025261651,1010373746,-1124931799,-1125444197);sum2=W(0,-1136864762,1023564875,-1115115972,1024904631)+W(1,1030076655,-1115188268,-1114446231,1005033941)+W(2,995105737,1025338591,-1099782234,1022202973)+W(3,-1113660547,1049272645,-1107689693,1009257370)+W(4,-1103710322,-1105139728,-1100416868,-1128899549)+W(5,1057566767,1061216146,-1107001478,-1140124434)+W(6,1009750634,-1107279078,-1114917196,1051976820)+W(7,-1105716747,-1112133417,-1123762171,1040613751)+W(8,-1112771593,1024304323,-1138213458,1014205090)+W(9,-1101449249,1031401203,1028369943,-1105823902)+W(10,-1123827499,1002907445,-1127316949,-1115621063)+W(11,1019919657,-1121285688,1021828037,-1124460977);WS(1050734204,-1108852232); +sum1=W(0,1026854009,-1106093993,-1116292712,-1111669430)+W(1,1022285659,-1090233269,-1104273631,-1115457556)+W(2,-1124925681,-1107176543,-1103820941,-1130768721)+W(3,-1117352760,-1103610460,-1114665965,988348114)+W(4,-1103616254,-1113635568,1027495958,-1122281377)+W(5,1069754213,1065691213,1042550097,1027625969)+W(6,-1130883179,1026991873,1054098174,-1114752252)+W(7,1032882469,1034282506,1018693905,-1144129324)+W(8,-1125634353,-1117637392,-1123139966,-1113568120)+W(9,-1090598793,999398084,-1147736996,-1100906821)+W(10,-1107767585,-1123096067,-1140005358,-1103145534)+W(11,-1112131865,-1122062653,-1120005196,1007587914);sum2=W(0,-1122830075,1026001227,-1105712489,1024214881)+W(1,-1118490155,1044311614,-1105988647,1024710111)+W(2,1007204875,1016894538,-1128591966,-1134765475)+W(3,-1132418382,-1121103003,-1132281374,955722144)+W(4,-1089670730,-1104892025,1036545949,-1096328526)+W(5,1057951288,1050757116,1042923133,-1109313571)+W(6,-1135710147,-1111844715,1041007149,1031038781)+W(7,1040031313,-1131469166,982097434,-1121635711)+W(8,1027384734,-1127506094,1029115040,-1114697429)+W(9,1046225965,-1118982995,1018384918,-1108836817)+W(10,1020988490,1018633070,1000957030,-1111832237)+W(11,-1137288635,1012074251,-1131312630,-1141601766);WS(-1077332287,-1089760701); +sum1=W(0,-1146931846,-1106320367,-1126986618,998476811)+W(1,-1115596769,-1106044643,-1103512376,1020090684)+W(2,-1117338894,-1121544222,1033789092,1018970620)+W(3,-1134004534,-1120853460,1025908912,-1131301080)+W(4,1033143495,1030948981,1035996661,1035645275)+W(5,1033806067,1054020686,-1098691810,1057100532)+W(6,-1119052427,1053247323,1053006209,-1089559024)+W(7,1021655744,-1112997269,-1117960094,-1109205213)+W(8,-1116749294,-1132098378,1002151576,-1111559939)+W(9,-1102410839,-1131285468,1020764052,-1114602228)+W(10,-1148875196,-1140686688,-1143682184,-1114317262)+W(11,1024305160,-1137942600,-1112291776,1040862618);sum2=W(0,-1142220161,1012377004,1015506585,1006079429)+W(1,-1120056293,1027255740,1027444401,-1129651941)+W(2,-1138049810,-1121552483,-1154390002,1021210606)+W(3,-1144760977,-1149209645,988683875,1020679942)+W(4,1019086641,1027847692,-1126961905,-1129173219)+W(5,-1087748986,-1071778912,-1099113060,1029291472)+W(6,1046290929,1017608723,1077548482,1030702430)+W(7,958643736,-1165018915,1009874569,-1149010889)+W(8,-1121396179,-1129089615,1004493969,1025558752)+W(9,-1132223695,-1117547929,1032469225,1031608500)+W(10,1030045463,-1115202758,1017793536,1041292060)+W(11,-1108302337,-1153372770,1024909384,-1116313503);WS(1054407548,983325672); +sum1=W(0,-1115456470,1033490817,-1105600625,1028412425)+W(1,1031921957,1031550611,-1115519181,1017604747)+W(2,1041128181,-1109550327,-1103698804,-1121692358)+W(3,1034097067,1014014769,1030793272,-1131299175)+W(4,1044756246,-1114006910,1033571545,-1148390382)+W(5,-1090010995,-1087252051,1059608097,-1103922376)+W(6,-1103937189,1042983319,-1094628214,1062123705)+W(7,-1135652511,-1116995186,-1106569209,1039103265)+W(8,-1119790070,1037509878,-1124427701,1032293767)+W(9,1044072953,1022727275,1007976775,-1107101148)+W(10,1021059262,-1108328080,1033962892,1027680451)+W(11,-1141553278,-1143059662,1032055396,1007158719);sum2=W(0,-1108956115,1040320325,1011835040,1007145536)+W(1,1003522017,1036429861,1009493536,-1123468231)+W(2,1023566518,-1132203156,1045134298,-1106382527)+W(3,1016028592,-1103689691,1044032552,-1116797301)+W(4,-1145921569,-1113530029,1029973058,-1115291423)+W(5,1057547857,1039825371,1025444390,-1120694127)+W(6,-1105348488,1030401418,-1093621604,-1120933925)+W(7,1019566780,1039637835,-1111109931,-1105744806)+W(8,-1116109872,1031627486,-1106716830,1036345379)+W(9,1028735446,1032586179,-1106619549,-1106839609)+W(10,1032927131,-1107014793,-1135351552,1043632212)+W(11,-1119043970,-1117261713,1030984886,1031187850);WS(1062610366,-1081620328); +sum1=W(0,1022225638,1036878493,1041975919,1034909184)+W(1,1034659649,1049110721,1038275488,1022593144)+W(2,1029979468,1050285945,1039909252,-1145063906)+W(3,-1129493655,1052309552,1032760119,1024460554)+W(4,1032326503,-1097049310,-1086061975,1038564634)+W(5,-1104434937,-1097332230,-1094128798,1032775158)+W(6,-1091716385,1031802154,-1096830529,-1098154666)+W(7,-1093908076,1033460244,-1125106744,-1098908862)+W(8,1038246806,1033815666,-1118145809,1054071881)+W(9,1048167927,1040915883,984752392,1049378869)+W(10,-1122539766,1042582214,-1127387550,1037005773)+W(11,-1111713187,1038395208,1025327999,1023442918);sum2=W(0,1001261778,1031762430,-1106689977,1025388154)+W(1,1018216589,-1117638934,-1105078255,1007664153)+W(2,-1124915037,1039919645,-1119019386,1011431705)+W(3,-1118462618,1041969311,-1115769810,1007167865)+W(4,-1111104301,-1112011481,1049316874,-1110560421)+W(5,1029938402,-1117360942,1044332351,-1122922762)+W(6,1043034893,-1107523849,-1116357646,-1107704269)+W(7,1050092429,-1104673921,-1112781805,1041034358)+W(8,1033280635,1026153330,-1121273022,983067209)+W(9,1022258405,1033323756,-1116643818,-1133572905)+W(10,-1109485745,1027380094,-1123412994,1016143957)+W(11,-1106654827,1006440178,1016238045,1010088409);WS(-1079099231,1058224693); +sum1=W(0,1041807413,1030021338,-1098612147,-1136025729)+W(1,1038775953,-1114342965,-1101745716,-1113852830)+W(2,-1139925939,-1116898669,-1109189268,-1130024634)+W(3,-1135488689,-1105924753,-1169623989,1032899333)+W(4,-1113591959,1041390773,1044962866,1040574357)+W(5,-1100940817,-1112997607,1038641429,1035906153)+W(6,-1107090858,1048687519,1053521164,-1110548904)+W(7,-1105279552,1049805017,1048553583,983487291)+W(8,1030293261,1019631368,-1152707357,-1107948018)+W(9,-1131180663,1008365619,-1119110697,-1102747762)+W(10,-1127712365,-1156710253,-1120409456,-1102886695)+W(11,1033907987,-1120648241,-1137865855,1020276366);sum2=W(0,-1150712731,-1121646784,1031288593,1026221982)+W(1,998750602,-1118866549,1020650492,-1135858910)+W(2,-1122173835,1033676882,-1126679589,1026066546)+W(3,-1114797832,1024418530,-1119823506,1019885572)+W(4,1040465550,-1099611845,-1105433524,1025270629)+W(5,-1090773917,-1073585027,-1077885918,-1102699692)+W(6,1038653616,1072488285,-1083499628,-1103726643)+W(7,1035909226,1053754278,1076879885,1044175124)+W(8,1015298833,-1118571342,1025361731,1025604422)+W(9,-1111404471,-1115122758,1035533544,1013887757)+W(10,-1128843744,-1132364945,1025173545,1029004921)+W(11,-1128976380,-1120827581,982102231,1042609155);WS(1039418864,-1140458522); +sum1=W(0,1029517505,-1145085849,-1114535995,983096624)+W(1,1019803894,1028523779,-1102746926,-1121873782)+W(2,-1108005699,1038991951,-1100878768,1027911414)+W(3,-1135118358,-1125909817,-1142936385,1033576274)+W(4,-1097839409,1032347927,1027001827,1044450572)+W(5,-1088253674,-1090653261,-1106235793,1062380387)+W(6,-1154916402,1029669390,1061486174,-1109645966)+W(7,-1122115416,1038152785,1047810758,-1107146685)+W(8,1031259878,-1104931415,1035770150,-1117675070)+W(9,1036696746,-1121428646,1033087169,-1105839880)+W(10,1024178544,1035324408,-1120235273,-1097301074)+W(11,1041849616,1017003668,-1108040973,1038477872);sum2=W(0,1034344084,1026284945,1033267920,-1121567066)+W(1,-1142865888,-1120108491,1033899226,-1105011035)+W(2,-1106811819,-1120621959,-1122542627,-1136511728)+W(3,-1113394506,-1114137407,-1134482876,1032101677)+W(4,-1103410132,1037507308,-1130139832,-1104421963)+W(5,1057117238,1003910328,-1102818563,1022298858)+W(6,1033583066,-1124006960,1043197066,1038703002)+W(7,1030826553,-1125132432,-1124335993,-1122973141)+W(8,1034735332,-1109350039,1024120715,-1132243276)+W(9,1041074904,975508032,-1127155070,1044067085)+W(10,-1109459597,1001772648,-1117378085,-1101099519)+W(11,-1128301632,-1126301549,-1113899392,1041237660);WS(1053462780,-1083681865); +sum1=W(0,-1126058411,1015154794,1041747598,1023511963)+W(1,-1118697149,1048726745,1045749945,1027394040)+W(2,1025756296,1038169844,1043007793,993307519)+W(3,1029589575,1040782360,1024626666,-1131368524)+W(4,1018224530,996055791,-1138339988,1041497612)+W(5,-1086401302,-1082085657,1014351349,1041814811)+W(6,1032344226,-1105145572,-1096882594,-1115623160)+W(7,-1131398580,-1110890258,-1110953740,-1127070442)+W(8,1027711272,-1123213919,1020629658,1035615616)+W(9,1048515830,-1129047376,1032965474,1040756601)+W(10,1038148425,1033289129,-1132054806,1042139693)+W(11,1029718722,1029252236,-1128695798,1009997960);sum2=W(0,1011413600,1024023545,-1118714967,1008350928)+W(1,1027382950,1034951721,-1126562655,-1120704007)+W(2,981904616,-1126139913,-1128407708,-1127381517)+W(3,-1135583391,-1138986423,999360844,1015535284)+W(4,-1124778398,-1098641764,-1091889801,1030231193)+W(5,1052754126,1057762368,-1104262464,-1110351493)+W(6,-1151802072,1012148800,-1161878816,1033272406)+W(7,-1123376913,1031971990,1024540201,1013432992)+W(8,1033453825,-1125648711,1032606711,-1108897465)+W(9,1035809187,-1131934955,1025836907,-1106889474)+W(10,-1153180738,-1131180247,-1134699254,-1132306565)+W(11,-1118108772,-1140791326,-1171757551,1014625240);WS(-1099299320,1056598066); +sum1=W(0,-1128153660,1041714651,-1127547996,1006197652)+W(1,1035903322,-1128532088,1029712499,-1136164796)+W(2,1036246880,-1121593759,-1106761055,-1130396894)+W(3,1029570879,1017990507,1017604226,-1124832314)+W(4,-1098261544,1038366195,1045972807,-1106221946)+W(5,1057218165,1054413180,1057638589,-1085896508)+W(6,1028130044,-1090476168,-1086573266,1054525467)+W(7,1016287010,-1110319406,-1101308500,1036683414)+W(8,-1113181968,1030219574,-1119658116,1004824505)+W(9,1038963911,1033715440,-1129447670,-1113770157)+W(10,1042818602,-1116035017,-1128924420,1033084478)+W(11,-1114724733,998207538,1030841394,-1130963634);sum2=W(0,993280665,1028557303,1046772351,-1131923124)+W(1,1032538133,-1098564467,-1107794670,-1127811288)+W(2,1002762140,1035775413,-1121892222,992174233)+W(3,992586073,1019898989,-1158807761,1015088121)+W(4,-1134148898,-1104446514,-1105011941,-1110971235)+W(5,1067961229,1066594258,-1096504482,1043137579)+W(6,-1099141736,-1090299346,-1107079502,-1095277951)+W(7,-1118039147,-1109952821,-1132433157,1011333246)+W(8,-1147560296,1024426003,-1121147281,1028001687)+W(9,-1104613803,-1136832302,1034898623,-1101129935)+W(10,-1129031039,1009264906,1036381319,-1097683180)+W(11,1040568125,-1111357043,1032287279,-1108888578);WS(-1105186296,-1108555742); +sum1=W(0,-1101386974,1038429012,-1105046378,1040483623)+W(1,-1134311356,-1107675004,1031828819,1040816739)+W(2,1046011615,-1109709717,1034430779,-1108915605)+W(3,1034864637,-1130419297,1030173660,-1102638726)+W(4,1042743759,-1109750289,1040666374,-1118442722)+W(5,1030110546,1040526743,1050019912,-1093958439)+W(6,-1103097566,1045974257,-1097473172,1044698927)+W(7,-1111922822,1017242540,-1110364069,1041159370)+W(8,-1103538071,1040611956,-1118942975,986662468)+W(9,-1121451017,1012951144,-1118385334,1033262923)+W(10,1041021277,-1100748433,1035127903,1032745156)+W(11,1032931450,-1121991998,1037154391,-1106175813);sum2=W(0,-1135271108,-1136185376,1014979733,-1127162070)+W(1,1012864633,-1131143608,1028363168,1003505825)+W(2,1026898060,-1133517476,1033256022,-1123384038)+W(3,-1125848258,1028008335,-1120532892,-1134649836)+W(4,1038675289,-1140478504,1016203776,-1114518101)+W(5,-1095849351,-1070239185,-1089585970,-1105093650)+W(6,-1113528611,1038794260,-1078361549,1028346583)+W(7,-1117113572,1005296645,-1125525718,1028725832)+W(8,-1111853852,1030827904,-1117887634,1035296562)+W(9,1079096535,-1116960146,-1123277259,1058969759)+W(10,1032636395,-1113311282,-1125445846,1068193425)+W(11,1032298564,-1134431064,991223090,1017911666);WS(1065442623,1015025160); +sum1=W(0,1040496438,1031517084,-1113215535,-1115365041)+W(1,1036061554,1002812769,-1109245393,-1114325264)+W(2,-1112496600,-1099928488,1036804053,1038370800)+W(3,-1120668655,-1116761110,1036473513,1039123015)+W(4,1044423084,1017412396,983382403,1018550702)+W(5,1034975748,-1099246196,-1109909072,-1131936399)+W(6,-1107673238,-1129165678,-1114225707,1048106991)+W(7,1019812354,-1138585900,1011581692,1041344487)+W(8,1032083208,1040563090,-1124004468,-1103693946)+W(9,1024898238,1012000060,-1120263275,-1106995843)+W(10,-1096349707,-1113013165,1036150809,1044531927)+W(11,-1110354101,-1128538214,1037117105,1043676418);sum2=W(0,1042699596,-1140656688,1023126843,1010698941)+W(1,1058578114,-1081184698,-1095653758,1048659418)+W(2,1019470633,-1098953045,-1097586600,1052277576)+W(3,-1119471849,-1122826054,1018118885,1041036392)+W(4,1029081919,1040813712,-1122624743,-1106210958)+W(5,1060468587,996865603,-1097694847,-1118272649)+W(6,-1108654451,-1128239326,-1103459725,1043044817)+W(7,-1130901998,1000734433,1034766857,1029721267)+W(8,-1174961495,1039098482,-1117968485,-1122034237)+W(9,-1102355565,1020119257,-1118912655,1033474214)+W(10,-1112376452,-1108144089,1031051049,1049205466)+W(11,1017824567,-1114988670,1038110136,1033989555);WS(-1115864032,1039792746); +sum1=W(0,996096400,-1108218204,-1121375417,-1140468214)+W(1,-1114956320,-1115276388,-1109130991,1010495721)+W(2,-1122072970,-1114444905,1040789857,1013460969)+W(3,-1140762151,-1127271361,1026520268,-1127833232)+W(4,1033625894,1040179481,1039608980,1034497081)+W(5,1036829073,1050653566,-1093805194,1055392502)+W(6,1030275655,1051648994,1049263376,-1088431348)+W(7,1031218972,-1112576115,-1121903450,-1111886108)+W(8,-1108192053,1018030914,-1132620605,-1113171393)+W(9,-1109643980,-1127455572,1012649753,-1127063626)+W(10,-1129660583,-1147064482,-1135717173,-1124542831)+W(11,1019975176,-1135014713,-1114505023,1034831154);sum2=W(0,1020691269,-1141202058,-1115435752,1015385693)+W(1,1019337403,1040267853,-1111436746,1015565489)+W(2,-1131086480,1025609602,-1114623303,-1132207064)+W(3,1010427910,-1128429973,-1140470334,-1163542113)+W(4,-1117300235,-1122675471,1017441239,1035175215)+W(5,-1100581516,1073306798,1055273933,1033401267)+W(6,-1101351817,1032997632,-1073173797,1041259906)+W(7,1027629029,-1119509251,-1122237085,1020278145)+W(8,1031000417,1016207247,998363696,-1112773411)+W(9,1046685605,1013448250,-1113092041,-1101083444)+W(10,-1113329498,1026870685,-1130370856,-1115311051)+W(11,1033297372,1014260054,-1124843109,1031244051);WS(1060418110,-1122066101); +sum1=W(0,-1124029560,-1129767372,-1115430516,1031696780)+W(1,-1123330286,1032201307,1033383950,-1147879495)+W(2,1025904121,-1135655378,-1124043956,-1137787811)+W(3,-1131825009,1011740349,1016436406,-1122010711)+W(4,-1124342772,1035204176,1041576533,-1104465800)+W(5,1040589380,-1121351835,1057835449,-1084846132)+W(6,1047669789,1026196737,-1085338500,1059143665)+W(7,1017074582,1023559701,-1113520196,1032251443)+W(8,-1109435772,1025573168,1028261758,-1122042801)+W(9,1025265863,1000233671,1024098613,-1106791333)+W(10,1031201378,-1122702819,1020968696,1037079395)+W(11,1024540211,-1123483709,1016849816,-1120875027);sum2=W(0,-1173496113,-1127629564,1033364881,-1127836624)+W(1,1022886010,-1097350377,-1104916712,1027284157)+W(2,-1124242822,1034826035,-1105423640,1036751625)+W(3,-1140181115,1033442485,-1122986652,1017945890)+W(4,-1105780675,-1119640853,1023580345,-1101679270)+W(5,1061873799,1062616603,-1132739235,-1113070309)+W(6,-1105550966,-1098447862,1009507187,-1096904559)+W(7,-1108824717,-1115327874,-1116534057,-1127473876)+W(8,1033890881,-1122666983,-1136662275,-1149619356)+W(9,-1112358042,1028952789,1023707939,-1113766541)+W(10,1045500652,-1137245711,-1117384012,-1119315178)+W(11,1033458469,1001899534,-1136860123,1015952658);WS(1052277756,1024619064); +sum1=W(0,-1155801216,-1107014752,-1120340480,1029425189)+W(1,-1112675811,1032327591,1038469578,1030252033)+W(2,-1122395345,1039704040,1034534022,1025211073)+W(3,-1124711713,1045346698,-1137717581,994289396)+W(4,1049346130,-1099678446,-1093981294,1055903799)+W(5,-1103272826,-1090697510,-1098793998,1057427995)+W(6,-1111436999,1041606598,-1103403378,1040656272)+W(7,-1134653325,1013960373,1005246730,1016775164)+W(8,1003141514,-1131584400,1026200342,-1125235986)+W(9,-1118748640,-1126277858,1031806855,1025012844)+W(10,-1106833215,1032770798,1010568017,1025335343)+W(11,-1099652851,1034190187,-1124454216,1029370155);sum2=W(0,1020437582,1028786959,1045862572,1023289146)+W(1,1030199907,1015917080,-1120652794,1009748873)+W(2,1010063617,-1106003069,-1117660774,1007345789)+W(3,-1127799210,-1098471935,1039304637,1018930146)+W(4,-1132354231,-1101737384,-1087461476,-1095566322)+W(5,1063879108,1069217208,-1083542229,-1090793815)+W(6,1045942315,-1153692567,1056862945,-1107315270)+W(7,1048572904,1056217861,-1111757292,-1106431667)+W(8,-1127607289,-1124440021,1044890152,1016132472)+W(9,-1097091848,1032502373,1037463572,-1107157844)+W(10,-1116485608,-1108513707,1028169917,-1098187278)+W(11,-1094693884,-1108016950,1034190881,1036040005);WS(-1086218302,-1084258561); +sum1=W(0,1021408948,1036310380,1041008695,1027347742)+W(1,1039366096,1048593117,1035524367,-1127633782)+W(2,1033396118,1045683171,-1138037400,-1116749595)+W(3,1025066091,1046369740,1032120647,-1139872292)+W(4,1041666443,-1103354245,-1088163117,1040638149)+W(5,1050103608,-1122175629,-1094269524,1033011818)+W(6,-1097626581,-1103712029,-1096387988,-1111907839)+W(7,-1095221944,-1117250695,-1111740158,-1099416246)+W(8,1033383494,1033326017,-1131589088,1045697689)+W(9,1042904478,1042877939,-1132088142,1040895122)+W(10,1018682217,1039834587,-1131538396,-1136050786)+W(11,-1121047845,1034112696,1030901630,-1126758410);sum2=W(0,1030773056,1018516207,1020583173,-1116225927)+W(1,1032148531,1032012136,-1121497633,-1122365237)+W(2,1026422036,-1112679629,-1111134479,-1127594672)+W(3,-1131330830,-1112996078,-1123177144,1023835916)+W(4,-1142227828,-1157244503,-1116630862,-1120289762)+W(5,1050603076,1061490298,1045806125,1024002380)+W(6,-1109379336,-1096282325,-1104925089,1040110681)+W(7,-1102999759,-1116593585,-1103628682,-1102178993)+W(8,-1120616119,1021325617,-1120774706,1037488437)+W(9,1029135782,1020114521,-1124264052,-1122845130)+W(10,1035818151,-1129796491,-1129316292,-1122119114)+W(11,1024073644,-1129630471,1024324894,-1118358279);WS(-1092406524,-1089571522); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -3), 0); +samples[1] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -1), 0); +samples[2] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 1), 0); +samples[3] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 3), 0); +samples[4] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -3), 0); +samples[5] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -1), 0); +samples[6] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 1), 0); +samples[7] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 3), 0); +samples[8] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -3), 0); +samples[9] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -1), 0); +samples[10] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 1), 0); +samples[11] = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 3), 0); +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns128-win8x4.glsl b/shaders/nnedi3/nnedi3-nns128-win8x4.glsl new file mode 100644 index 0000000..690c93c --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns128-win8x4.glsl @@ -0,0 +1,418 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1106336704,-1104338237,1041734649,-1112016931)+W(1,-1134422686,-1108550970,-1135080854,-1117701445)+W(2,-1097058997,1036063029,1053379177,-1099451832)+W(3,-1096794255,1068454954,1068510503,-1092648385)+W(4,-1096428577,1045547931,-1114733521,-1101312270)+W(5,-1108910446,-1102009308,-1146436468,-1118387353)+W(6,-1110459731,-1122481515,-1107441476,-1118789516)+W(7,-1101174078,1017740065,-1113618698,-1107281979);sum2=W(0,-1107960738,1034572820,-1105088633,-1147785184)+W(1,1022891960,1003346080,-1103397515,1035529310)+W(2,-1112828174,-1096749055,1056062200,-1105585021)+W(3,-1099542471,1067566060,-1127174872,1034766166)+W(4,1028527356,-1090311143,1048792675,-1117109292)+W(5,-1124169384,1028295012,-1106700271,-1116900804)+W(6,1003609248,-1101382023,1033154740,-1121486356)+W(7,1019646072,-1102277943,1037356874,-1114899026);WS(-1075683047,-1087125913); +sum1=W(0,1042687663,1052977914,-1087267578,1041384601)+W(1,1034752002,1046022844,-1097639380,1034807969)+W(2,1020877136,1051043629,-1087388173,1037740431)+W(3,1043598702,1049374510,-1095656786,1044538321)+W(4,1032834596,1044576234,-1108370107,-1113942663)+W(5,1049059763,-1108783446,-1101488315,1043415765)+W(6,1041786741,-1105784362,-1111228387,1011031587)+W(7,1050972591,-1089957133,-1108747496,1034104676);sum2=W(0,-1129327146,-1112916736,-1109246006,-1168639863)+W(1,-1149557934,-1120018795,1012425107,-1122303521)+W(2,1027469999,-1105442406,1044505132,-1114911422)+W(3,-1116270499,1056936993,1054092693,-1109477794)+W(4,-1107094547,1036431709,1015080154,-1122292075)+W(5,-1114668504,1029410453,-1102188513,1038663029)+W(6,-1136313139,-1126491682,-1123974759,-1124857486)+W(7,-1115408970,-1112281372,-1115235380,1004657207);WS(1042212664,-1102203684); +sum1=W(0,-1140902818,1040147851,1035472140,-1111794429)+W(1,1019874102,-1104962202,1045102086,1033944684)+W(2,-1138465404,-1102798136,1044852023,-1122108180)+W(3,1041713132,-1085739950,1052255697,1042129278)+W(4,1031911135,-1090423514,1050093153,1026181805)+W(5,1032244040,-1096835716,-1114874577,1045351411)+W(6,-1122713961,1015091005,-1125530488,1045226448)+W(7,1032066151,-1100137137,1025859399,1037723887);sum2=W(0,1025219442,-1109152196,1026944460,-1136900198)+W(1,-1119436548,-1122141349,1040314652,-1112897189)+W(2,1041363772,1032935700,-1124096755,-1144192892)+W(3,1026037858,-1095545125,-1132954458,1046665648)+W(4,-1106963956,1029288712,1063106013,-1112667488)+W(5,-1148187164,1048235476,1044093468,-1091150222)+W(6,-1115265228,1017807431,-1119277141,-1098670428)+W(7,1027834104,-1124373883,-1115291573,-1099776205);WS(-1106435384,1038338229); +sum1=W(0,1040095954,1057302312,-1085504617,1038469973)+W(1,1019822615,1048464174,-1109673285,1008999077)+W(2,1037825128,1048602738,-1088007186,1047759857)+W(3,1041126536,1046177110,-1089584127,1042217259)+W(4,1042659628,-1113571175,-1112427435,-1122205838)+W(5,1046281616,1010729037,-1099904421,1042535855)+W(6,1025627498,-1116720143,985851280,1020820192)+W(7,1052688116,-1090676327,-1109333660,1034203799);sum2=W(0,1016257202,1059204215,1078138204,1045786159)+W(1,1025056091,1059357388,1057901024,-1115583727)+W(2,-1123344133,-1096239491,-1075026282,1040463834)+W(3,-1117490597,-1080318626,-1073900782,1043123901)+W(4,-1139226916,-1097775023,1041808545,1021989454)+W(5,-1121712633,-1121076469,1040778731,-1105966927)+W(6,1032149092,-1108589001,1040543247,1015040126)+W(7,1018740994,1042934709,1013253724,-1147555881);WS(-1079558823,-1098708322); +sum1=W(0,-1107155318,-1102044491,-1157836704,1018716763)+W(1,1025234303,-1098872409,1050456336,1032647774)+W(2,1015859078,-1087610848,1055919296,1043448582)+W(3,1036194249,-1086405173,1051086989,1041211303)+W(4,-1109510417,1049149960,1049231261,1032229161)+W(5,-1106597869,-1113006787,1047976577,-1113988824)+W(6,-1106784003,1034815041,1037659280,-1114873522)+W(7,-1107821257,-1109243348,1045770027,-1115826050);sum2=W(0,-1115121954,1038073794,-1128914993,-1116577465)+W(1,1012713185,-1114116718,1041575276,-1124395325)+W(2,-1120959275,1048906430,1074552079,1055266270)+W(3,979525395,-1089285214,-1076455267,1060162115)+W(4,1031308048,1044939824,-1081125046,-1098098687)+W(5,1023425822,960279117,-1109266711,1021768571)+W(6,1008898041,-1114246838,1028966618,-1124862202)+W(7,1015643115,-1116674868,-1116558128,1013382601);WS(1045132600,-1120782135); +sum1=W(0,-1105751784,1057393815,-1105555137,-1117651397)+W(1,-1105178898,1048859946,-1097544977,1030868229)+W(2,-1104184899,1059464001,-1093321826,-1113548192)+W(3,-1114219853,1046945589,-1096850414,-1114482291)+W(4,-1110381909,-1115358437,1045680426,-1100710867)+W(5,1038688878,-1101266388,1054674458,-1101910270)+W(6,-1129240105,1006928425,1040711722,-1109195062)+W(7,1028338913,1001553277,1051440502,-1106616547);sum2=W(0,1017265392,1041015042,-1100279165,1015388608)+W(1,-1109811903,1031690548,-1110095441,-1118750728)+W(2,1023756444,1041543835,-1121800962,1018680528)+W(3,-1113627340,1061785433,1052269299,-1143924414)+W(4,1014378799,-1112539854,1027655784,-1099334823)+W(5,-1145950526,1033767962,-1103181542,1020584168)+W(6,-1129429444,-1111764061,-1110834939,-1108053853)+W(7,1013677319,-1098545742,-1106577514,1036964648);WS(1052573852,-1122511817); +sum1=W(0,-1122539822,-1107197216,-1123108403,1051517474)+W(1,1036520122,-1104137920,1038549849,1023654291)+W(2,-1150669710,-1095755763,1032946604,1039184399)+W(3,-1131456914,-1089160552,1050538028,1041388597)+W(4,1027717464,-1090293588,1052989852,-1168884669)+W(5,1032118773,-1090056564,1057974832,1033029075)+W(6,1021054902,-1092174087,1053464075,1028526105)+W(7,1030809195,-1086001910,1057808582,1041880934);sum2=W(0,-1085894681,-1108201039,1070882268,-1081052443)+W(1,1038192816,-1090848333,-1093216289,-1102549623)+W(2,-1098445483,1052221636,1067999858,-1087793608)+W(3,-1102898046,1071505414,1073865984,-1090403840)+W(4,1008806191,-1098981857,1058878464,-1095780376)+W(5,1050638036,-1086351349,-1083525828,1055133376)+W(6,-1102617523,-1096799400,-1107159037,-1096503933)+W(7,1057325981,-1088620184,-1083206959,1053790412);WS(-1073219892,-1080326418); +sum1=W(0,-1114077580,-1101602915,1057495924,-1151047116)+W(1,-1142635506,-1103425331,1053716920,-1114784094)+W(2,-1142955026,-1090278522,1055741332,-1111276924)+W(3,-1123237842,-1092662145,1051447237,-1121668701)+W(4,1038107057,-1091646784,1052494629,1000704387)+W(5,-1103324917,-1114692451,1049044089,-1109204280)+W(6,1026598572,-1101848592,1043005848,1010568075)+W(7,-1095875035,1038718196,1047828379,-1156952092);sum2=W(0,-1121663397,-1095443331,-1067370736,1005231721)+W(1,-1116542136,1050195534,-1071776975,974104521)+W(2,1042431779,-1123573301,1068672794,-1111985184)+W(3,1037730633,-1100504352,1077012119,1047585075)+W(4,1010053773,1043186658,1070664889,1016528922)+W(5,-1137348615,-1102861372,1045361006,-1109020232)+W(6,1028087910,-1110454800,-1123945395,1037668055)+W(7,-1119025600,1040229501,1027642294,-1117277443);WS(-1130027456,1047744266); +sum1=W(0,1030328637,-1103440100,1050534604,-1130350917)+W(1,-1100312969,1043447132,1038395889,-1105733872)+W(2,1036569044,-1096543805,1037345619,1043114871)+W(3,1044449278,-1093151398,-1106526388,1022399622)+W(4,-1106699970,1024264999,-1115006287,1020228332)+W(5,1046212150,-1115860524,1035372917,1024836117)+W(6,-1104762293,1041344218,980910400,-1123108872)+W(7,-1124975021,1032410566,1044066628,-1112803412);sum2=W(0,1029880722,1033391383,-1137819024,-1114516031)+W(1,-1098453144,1041649400,-1137377888,1025620716)+W(2,1029103498,-1095624145,1040796761,1035240799)+W(3,1067660000,-1082091368,-1080643124,1066795978)+W(4,-1094604015,1056223691,-1102259819,-1098376459)+W(5,1046293202,1027973488,-1121978412,1036814117)+W(6,-1104816365,1034193475,-1148596400,-1107858514)+W(7,-1117927817,1034286113,1041009105,-1114981924);WS(1049012636,1037011386); +sum1=W(0,-1108102978,-1097922903,1049818257,1041216474)+W(1,1042768739,-1089977373,1052134241,-1106782690)+W(2,1036457352,-1083790961,1059747641,-1120768141)+W(3,-1105146600,1050515995,1062551839,975424142)+W(4,-1100621772,1053649082,-1088576433,1042971413)+W(5,-1100160944,1044221701,-1093385002,1047421135)+W(6,-1149100234,1020595485,-1108848982,-1142399358)+W(7,-1116535239,-1110188826,-1147628986,1034144007);sum2=W(0,-1130376652,-1109271051,-1098570547,1029552052)+W(1,-1109307779,1040605589,-1097221185,-1097745138)+W(2,998991648,-1117670218,-1087670872,-1101762859)+W(3,-1105231849,1068278024,1068017963,-1100990121)+W(4,-1124853008,-1099193318,-1103240593,-1094879980)+W(5,-1110904873,1035466738,1049832589,-1119653306)+W(6,1033926100,-1111928806,1018913792,-1099498770)+W(7,1012787248,1025845624,1035573068,1046656503);WS(-1099128120,1074104605); +sum1=W(0,1001695642,1031876531,-1106225286,1039516460)+W(1,-1114738061,1036082771,-1127447088,1037331996)+W(2,-1137881464,1049670772,-1114090766,1048871226)+W(3,1035838167,1045634202,-1084335000,1024672505)+W(4,1036976671,1039176783,-1092101927,-1111706306)+W(5,1043227732,1044499416,-1106295064,1040216275)+W(6,1024532056,-1115296143,-1108352670,1018355325)+W(7,1041576607,1036111714,-1103209586,-1129216251);sum2=W(0,-1125983803,1057121124,-1097673861,-1097055530)+W(1,1026289226,1048908439,-1081617292,-1105528539)+W(2,1003361806,1042597022,-1083990029,-1094090339)+W(3,1036989304,-1101738899,1066557847,1060807350)+W(4,-1121376018,-1101518001,1050089807,1045798092)+W(5,-1127516251,-1114490175,1021212715,1007168711)+W(6,999276462,1032222895,-1107462587,1021142275)+W(7,1020382491,-1111061815,1048167829,1024157832);WS(1043392312,-1114334171); +sum1=W(0,1041086874,1046571639,-1101297859,-1108043111)+W(1,1027676176,1051603231,-1100311555,1031499310)+W(2,1029494548,-1114765098,-1090719068,-1123479337)+W(3,1038182418,1063881062,-1092551191,1047470620)+W(4,1033375641,1036439434,-1093343060,1029157954)+W(5,1014428948,1039261900,-1095549099,-1113522785)+W(6,1016176348,1049353410,-1102133676,1032866554)+W(7,1036956537,1039119196,-1097401399,-1108903402);sum2=W(0,1032922039,-1110774431,1024080221,-1111786600)+W(1,1034144522,1041464609,1024001520,1038622987)+W(2,1035186417,-1089347840,-1102975683,-1098326560)+W(3,-1106146153,1063858171,1062496232,-1094555153)+W(4,995983013,-1103182741,-1104694448,-1110476474)+W(5,1014708981,-1105498679,1034761930,-1107944280)+W(6,-1118508182,1046443094,-1113235807,1045574278)+W(7,-1122673776,-1107403517,-1126790312,-1119406695);WS(1055141020,1060902337); +sum1=W(0,1034435725,1057965143,-1123568702,-1104499136)+W(1,-1133288704,1052483105,-1121795134,1006999415)+W(2,1026181508,1052696320,-1094115828,-1153162900)+W(3,1033934442,-1122504460,-1084201687,1029709087)+W(4,1030709219,1052884304,-1093347107,1036285529)+W(5,-1118188821,1049027177,-1096042081,-1155692311)+W(6,1027652318,1046782257,-1098441692,1013713298)+W(7,1035419593,1045790650,-1101051195,-1111952258);sum2=W(0,1043194323,-1070666261,-1098866335,-1101126135)+W(1,1017945729,-1075189642,-1106608294,1010301074)+W(2,992756489,1068575013,1051129947,-1107911121)+W(3,-1117717167,1076566585,1049134123,1046700061)+W(4,1023440269,1056539999,1047751107,1020103457)+W(5,-1108161809,-1098049115,-1097073139,1026363561)+W(6,1034607052,1036076910,1011007330,1035420194)+W(7,-1115924363,-1112346970,1016205049,-1137869730);WS(-1090579868,1070279725); +sum1=W(0,1032329895,1048430680,-1101560157,-1129281319)+W(1,-1102328821,1050349544,-1091335294,1012204235)+W(2,-1113203900,1052980239,1039656780,1033674783)+W(3,-1098061089,1057014372,-1084573078,-1115372202)+W(4,-1105344998,1057962188,-1103450436,-1108117804)+W(5,1034205973,1038273502,1043587871,-1111454739)+W(6,-1106552005,1046276062,-1098888483,-1115265901)+W(7,1041435478,1049777060,1002064136,-1109943484);sum2=W(0,987673807,1027892228,-1103141235,1005138532)+W(1,1036995374,-1102736131,1049007178,1028221332)+W(2,-1095509641,1034852634,-1090760003,-1123669832)+W(3,-1094252408,1059241808,1060311666,-1128511149)+W(4,-1119095571,-1103859919,-1129798465,1032914452)+W(5,-1103179232,1043446486,-1100012675,1006285508)+W(6,1040985329,-1109795439,1051746582,-1122773902)+W(7,-1114181285,1004807604,-1113144024,987177167);WS(1058381774,-1086956646); +sum1=W(0,1005434106,-1096145742,1046241393,1026532260)+W(1,-1149835360,-1100460324,1039571170,-1120107684)+W(2,1034370117,-1096424577,1054608457,-1107524072)+W(3,1036055789,1033532617,-1110152984,-1123297125)+W(4,1007595428,1049990129,-1100950084,1032832748)+W(5,-1173712576,1042033667,-1103984787,1041584782)+W(6,-1122685332,-1147483724,-1122634471,-1111048693)+W(7,-1119060568,1021597150,1016207588,1023439817);sum2=W(0,1073050559,1049113865,1048373410,-1123382260)+W(1,1069067455,1035642194,-1101089925,1035361564)+W(2,-1096535796,-1105600932,1050248373,-1105239942)+W(3,-1073893027,-1114871718,-1113393188,1000972215)+W(4,-1077684470,-1104998692,1015693919,-1112223483)+W(5,1038335059,1034875990,1032989733,987872957)+W(6,994568047,1004288083,1024635942,1016564448)+W(7,-1109196141,1019116562,1041247426,1019016937);WS(1051792028,1027146209); +sum1=W(0,-1173418992,-1096555104,1048715847,1037767898)+W(1,1031492470,-1099279313,1043543405,1032372106)+W(2,1030866682,-1102472206,1045948678,1031937048)+W(3,-1111745573,-1086728512,1048944276,1030986133)+W(4,1037975597,-1098029143,1053562136,1035090980)+W(5,1032231158,-1099704976,1041023999,1038793940)+W(6,1021051177,-1107704157,1031959404,1031982829)+W(7,1029296729,-1088435526,1046674105,1043937550);sum2=W(0,1076285256,-1071495861,-1089164092,1024798548)+W(1,1067013205,-1080654015,1044446905,-1130255717)+W(2,1054912747,-1092768710,-1089831336,-1111620633)+W(3,-1103468782,1053690657,1049463752,-1129289568)+W(4,-1082179927,1062196550,-1116071286,1022374674)+W(5,-1086354611,1059230433,1055604285,-1147177200)+W(6,-1086555076,1065208788,-1102169042,1008723412)+W(7,-1077304359,1069826015,1049830695,990531682);WS(-1116843232,1041538044); +sum1=W(0,1038718416,1050813118,-1091780513,-1107356403)+W(1,1041393778,1048646402,-1107072481,1032833522)+W(2,1023355030,1043671731,-1097953353,-1126022145)+W(3,1040958951,1037057641,-1088265503,-1185162751)+W(4,1040537034,1050123337,-1105750724,1038008293)+W(5,-1112360254,1052799074,-1091053114,-1123581176)+W(6,1043346413,1037436293,-1121572392,1033129910)+W(7,1047211822,1042212684,-1091261766,-1116284746);sum2=W(0,-1127892588,-1090048491,-1076486023,1071993665)+W(1,1025248710,-1124324076,-1080184847,1067215194)+W(2,-1127740272,-1092974499,-1080442855,1068762214)+W(3,-1114879615,1047668544,1048567939,1014309155)+W(4,-1125515678,1042122418,1066323214,-1079656754)+W(5,-1135605467,1052455522,1068938556,-1077318729)+W(6,1015277154,-1102075660,1066205534,-1083078137)+W(7,-1118452308,1052515578,1058048535,-1086246531);WS(1045082936,1047750074); +sum1=W(0,1017867382,1038967959,-1107005280,-1117189504)+W(1,-1105827232,1036533543,-1101431328,1000061951)+W(2,-1139557912,1048524561,1044741561,1034808454)+W(3,-1098507795,1057427781,-1099209723,-1102176472)+W(4,-1112138258,1057555836,-1103886606,-1102736460)+W(5,-1113781499,1044700722,-1117912777,-1102956733)+W(6,-1117154624,1037485187,-1108908881,-1113728179)+W(7,1024003356,1046059755,1024367918,-1108156515);sum2=W(0,1003184961,1024857236,-1114215978,1037587704)+W(1,971431442,-1109323954,1030818718,-1121823736)+W(2,-1131894760,1026446282,1031262679,1045339410)+W(3,-1133283297,-1105665514,1056963612,-1107079097)+W(4,984723076,-1116186208,1055283667,-1090072253)+W(5,1031831407,1024492508,975724297,-1102678968)+W(6,-1125590160,-1121629964,-1116339968,-1103014356)+W(7,1031681833,-1148808497,1026784592,-1123463096);WS(1059869006,1015916977); +sum1=W(0,-1111801867,-1103727218,1051877295,-1115491581)+W(1,1039164638,-1102716146,1051739903,-1106752078)+W(2,1023424768,-1089648586,1057614174,-1104830517)+W(3,-1118862224,-1092420393,1055627629,-1112797325)+W(4,-1114194639,1049092536,-1096079006,1038662167)+W(5,-1099094340,1052180160,1008315659,1030088557)+W(6,-1118811114,1032231232,-1121275805,-1131680577)+W(7,-1096321008,1046058153,1039975892,-1175801754);sum2=W(0,-1113427160,-1090644207,1034414883,1038986783)+W(1,-1104433368,-1091764889,-1120815960,-1135559136)+W(2,-1104169884,-1109333336,995253792,1033390214)+W(3,-1117600576,1065407690,1059846520,-1120264784)+W(4,-1102319880,-1098732665,1048874179,-1104270640)+W(5,1039627671,-1109931470,1008884504,1019376128)+W(6,-1097619580,1043714297,1021072320,-1111461786)+W(7,1047721667,1041133481,-1103318888,-1142244432);WS(1054131356,-1077482588); +sum1=W(0,-1100136045,-1101215881,1045307006,1047064142)+W(1,989703980,-1100083265,1039854844,-1120855287)+W(2,-1114161471,-1091699940,1051542530,1042850313)+W(3,-1117800461,-1088812180,1056393300,-1122501592)+W(4,1013262449,-1095974704,1053327664,-1118254671)+W(5,-1112319975,1033042241,1059113280,-1111473941)+W(6,1027862775,-1095224480,1049428707,-1119385054)+W(7,-1103330903,-1102789769,1055440053,-1109190398);sum2=W(0,-1098032416,1063396296,1043414797,-1093635160)+W(1,1055692800,1024719031,1032661901,1049215120)+W(2,-1101668743,1065491656,1058961916,-1090478816)+W(3,-1100435053,1073645059,1063424749,1050905898)+W(4,-1089098280,1060161647,-1096580753,-1135528507)+W(5,-1094416925,-1074198531,-1098776178,1042380471)+W(6,-1099202751,-1081296593,-1115458644,1032695397)+W(7,-1104551065,-1083400329,-1092624053,1054277265);WS(-1082679118,-1072338335); +sum1=W(0,-1126832308,-1092407662,1041636256,1032452512)+W(1,998650886,-1099976035,1035459839,-1118647007)+W(2,1029713605,-1098757312,1053507448,-1113994637)+W(3,1045660229,1049242330,-1097348797,1019901759)+W(4,-1125245511,1052609817,-1097111418,1026546307)+W(5,1001090478,1049104969,-1099322690,1041545965)+W(6,-1126242526,958956607,-1116731426,-1113342195)+W(7,-1128346278,-1170516592,1009511091,1027607012);sum2=W(0,-1069228184,-1099529380,-1112044089,-1144476451)+W(1,-1073602631,1043301860,1041147606,-1112019052)+W(2,1021776922,1054858487,-1119872164,1036271953)+W(3,1076866983,1044685536,-1106846135,1018899191)+W(4,1069809281,1062109344,1042271976,-1114284680)+W(5,-1101499289,-1097491140,1035368326,-1126672913)+W(6,1013617559,-1149319294,1025827813,-1112053703)+W(7,1036050969,-1113127688,-1115137330,-1146921887);WS(-1125906880,1029353026); +sum1=W(0,1052620124,-1082830235,1044570800,1033131793)+W(1,1040928385,-1087911853,1048894344,1031982257)+W(2,1053619569,-1088553290,1054767249,-1118254573)+W(3,1034478636,-1115166792,1052323270,1037418321)+W(4,-1149501032,-1104403058,-1096342700,1045103465)+W(5,1027228408,1046902211,-1092690897,1053685367)+W(6,1033816441,-1140598044,-1112660402,1032758420)+W(7,-1143379631,-1115398454,-1089842615,1056771243);sum2=W(0,1052242091,-1123374674,-1088438592,-1109756837)+W(1,-1105901664,1032004261,-1109896025,-1117902306)+W(2,1041713460,1057464262,-1106721416,-1106560728)+W(3,-1098081544,1055897675,1057898227,-1101499608)+W(4,-1101414896,-1108453649,1044097375,-1114554169)+W(5,-1140318759,-1099401944,1041656473,1042131382)+W(6,-1123485994,1039811869,1042751001,-1104786072)+W(7,-1108472633,-1092934450,1033994653,1048148308);WS(-1080878567,1068324028); +sum1=W(0,-1115471279,-1095139206,1057833304,1032811018)+W(1,1019310859,-1103458412,1049561152,-1118469827)+W(2,-1121098697,-1090917913,1058273109,-1107876783)+W(3,-1115193805,-1094785898,1054221326,-1109399058)+W(4,-1153442440,-1100131090,1050583410,-1121957752)+W(5,-1104713039,-1118370765,1048985266,-1109945243)+W(6,1023975060,-1102569730,1041261354,-1125987028)+W(7,-1094675607,1044057356,1045920684,-1144681671);sum2=W(0,-1122597644,1052263517,1084267296,1037076324)+W(1,1032420914,-1132353885,1077171750,1017945885)+W(2,-1109997244,-1113437764,-1076080701,1045994672)+W(3,1029919127,-1086124512,-1066836895,-1105598049)+W(4,-1129031901,-1134522929,-1073829589,-1115453382)+W(5,1025876905,-1137529969,-1128728545,1027437378)+W(6,-1121404056,1041285329,-1128683125,-1112127416)+W(7,1025649559,-1111439550,-1109934248,1032857588);WS(-1106960696,-1099012034); +sum1=W(0,-1114528403,-1099071342,1055554285,-1109121109)+W(1,-1119077260,-1099370430,1049964157,-1115766890)+W(2,-1143558020,-1089278443,1061104081,-1114965299)+W(3,-1119877760,-1086538844,1056629915,-1120868875)+W(4,-1109244232,1010994112,1049997315,1034547527)+W(5,-1096650748,1041376829,1042073805,-1114495407)+W(6,-1112604445,1042854492,1031563405,-1139584324)+W(7,-1100402892,1049345155,-1123516568,-1118254096);sum2=W(0,-1116593925,1027806287,1032648371,1024756439)+W(1,1028908115,-1136470458,1006654490,-1116529299)+W(2,999050165,1039840949,1052059722,-1107372324)+W(3,1037914955,-1122048333,1057985079,-1128153177)+W(4,-1106109711,1057135276,-1090440242,-1142966917)+W(5,-1105957739,-1105275062,-1131926605,-1123338691)+W(6,-1123834115,-1096566133,1018741845,1013415162)+W(7,-1113783754,-1105721601,-1124260101,1018182189);WS(-1103089976,1059868827); +sum1=W(0,1026631887,-1091300264,1056895190,1031003956)+W(1,1033737723,-1096562704,1050565142,-1140469197)+W(2,1034000797,-1087537316,1059766350,-1108911023)+W(3,-1130496915,-1094386976,1053939124,1032926090)+W(4,-1106694966,1044429902,-1108577640,-1120892680)+W(5,-1105866475,1045093007,-1109922270,1034482579)+W(6,-1106727101,1040636078,-1122075862,-1136817768)+W(7,-1098705919,1044615672,-1100982776,1045052014);sum2=W(0,-1114832682,1044376552,1052671036,-1084839384)+W(1,1038307608,-1101986459,-1094811671,-1076225566)+W(2,-1109268272,1025272345,-1106762472,-1074779618)+W(3,1031259614,-1112738770,1052706603,-1088390497)+W(4,-1136199018,1014008179,1040752903,1066038403)+W(5,-1118450441,1042085570,-1100877636,1071357616)+W(6,1025376385,-1110075404,1051973899,1068318141)+W(7,-1125957173,1027010884,1036345951,1050587817);WS(-1089897038,998399462); +sum1=W(0,-1100326508,-1114312802,1049930251,-1141222070)+W(1,-1099771006,-1109889234,1047140918,-1114407115)+W(2,-1103969415,-1092992143,1060325312,-1106384368)+W(3,1030998252,-1098209637,1062808044,1017922927)+W(4,-1111096702,-1116385180,-1128865717,1023432554)+W(5,-1129527451,-1096464604,1048691588,-1125954964)+W(6,-1115021151,-1111889198,-1137813989,-1121716413)+W(7,-1124899748,-1109224641,1043572929,1020452535);sum2=W(0,-1094975511,-1113696880,1023473326,1029862812)+W(1,-1089233591,1032844980,1036803698,-1117299445)+W(2,-1089977002,1066397244,-1129026618,1025970568)+W(3,1033778332,1037917830,-1104280508,1031377784)+W(4,1006981461,1039504138,1024702770,-1122944997)+W(5,-1137053176,1032622380,-1121975322,1022461928)+W(6,-1125132764,1021506052,974010432,-1130740686)+W(7,979684320,-1119563165,-1138205260,1024270227);WS(-1096120220,-1099720911); +sum1=W(0,1052677544,-1105594052,-1101878153,990296621)+W(1,1027883172,1050583742,-1120505890,1026529890)+W(2,1046184634,1030711656,-1094174707,1039246623)+W(3,1036941212,1050761182,-1087347673,1031039363)+W(4,1037786724,1044997418,-1091299260,1038193547)+W(5,1039372749,1051859318,-1092171165,1036921611)+W(6,992842790,1041579690,-1105854769,-1115076484)+W(7,1040590154,1052858474,-1087724293,1007468831);sum2=W(0,1040381409,1023777345,-1110031849,1022623295)+W(1,-1131846701,-1095435966,-1146822820,-1096899181)+W(2,1030695069,-1111411494,-1089001391,1049343346)+W(3,1015259161,-1085163747,-1074171332,-1107180310)+W(4,1026868853,-1100600319,-1078760233,1043071461)+W(5,-1164136976,1052695808,1048168469,1020495459)+W(6,-1121164685,1041440525,1074132102,1017314953)+W(7,-1109936403,1051545155,1072577306,1050115198);WS(-1080112807,-1111145054); +sum1=W(0,-1103297132,1049824404,-1133975251,1026400021)+W(1,-1106341774,1049617192,-1122989109,1042898005)+W(2,-1098278655,1059552348,-1086286580,1041608840)+W(3,1024154699,1031972225,-1137351813,-1145221295)+W(4,1037514093,-1085661228,1056970252,-1102084285)+W(5,1034961350,-1097823136,992708574,1041904442)+W(6,-1125780682,-1114326813,1021582000,1038246926)+W(7,-1109009483,-1119831648,1040424089,1042525799);sum2=W(0,1041258750,989910477,-1134607603,-1109794979)+W(1,-1109734283,-1100922013,1016064722,1041809078)+W(2,-1123542769,-1096844113,1041392492,-1126381362)+W(3,-1113561957,1051742866,1057819912,982123162)+W(4,-1110564237,-1100235579,1047439582,-1119465765)+W(5,1026811493,-1105813951,-1113868277,1026735929)+W(6,-1130694514,-1151284621,-1118083589,1019553626)+W(7,1024057869,-1136706867,-1114600003,-1114678252);WS(1043409720,-1105036943); +sum1=W(0,1040191749,-1096303173,-1115184605,1041655059)+W(1,1033970558,-1095924673,1041748910,1041917006)+W(2,1042494496,-1093807736,1044442592,-1160531625)+W(3,1046767380,-1092831585,1042876074,1039311757)+W(4,972615552,-1096756208,-1140612185,1020654492)+W(5,1032778168,-1126846855,1018241414,1043700571)+W(6,1032217109,-1115229280,1027878365,1034107952)+W(7,1032356247,-1098580285,1034858676,1036396440);sum2=W(0,1027808259,-1139047739,986751832,-1095774205)+W(1,1010119787,1043340308,1026247831,-1093511024)+W(2,-1111510504,-1106790738,1065364148,-1089533357)+W(3,-1113418759,-1096910874,1040723354,1053173071)+W(4,1032132185,1040059331,1038861011,-1106558855)+W(5,-1121052855,-1115460243,-1113647147,1027584935)+W(6,1014515195,1017581734,1041604470,-1121443175)+W(7,1010692603,-1120741339,-1135975307,1014681515);WS(1035857520,1029952289); +sum1=W(0,-1143077795,1037051011,-1110400621,-1121149466)+W(1,-1105351783,1029971495,-1106469910,1043652126)+W(2,-1113811952,1049064844,-1094483622,1027875988)+W(3,-1106526780,1035603988,1058276716,1035104701)+W(4,1035289215,-1083894414,1056346487,-1114346217)+W(5,999420801,-1098557596,1050633420,-1123554317)+W(6,-1129002434,-1111645039,1042325343,-1130799743)+W(7,-1113970285,-1130790920,1026109447,1025377311);sum2=W(0,-1118517607,1026484093,1039465846,1008581907)+W(1,-1101077931,1046485772,1030900361,-1114630284)+W(2,1029148161,-1098019518,1048118782,-1106945018)+W(3,-1087996420,1071267691,1064954318,-1097625455)+W(4,1047526016,-1082674625,-1084489705,-1156379726)+W(5,-1108756119,1032470282,-1118487613,1024110641)+W(6,1038718292,-1106613565,-1112021711,1020048570)+W(7,1024464693,-1113199029,-1120012731,1036291722);WS(1058189134,1034857672); +sum1=W(0,-1171748679,1031241360,-1100969760,987174985)+W(1,-1105475825,1044072484,-1094075536,1045893176)+W(2,-1097172873,1057114388,-1082247827,1042860595)+W(3,-1108837708,1051374554,1060030327,1031954257)+W(4,1038034707,-1083662360,1058651386,-1120638978)+W(5,-1131134898,-1099379283,1046921459,-1137288661)+W(6,-1113151849,-1121036423,1041721673,1037681908)+W(7,-1119273967,1018101850,1036514264,1029972391);sum2=W(0,1003810984,1020569783,-1128982694,1043745048)+W(1,1036204547,-1114489126,-1099380876,-1104004872)+W(2,-1101998989,-1121260135,-1101918458,-1104165612)+W(3,1041029203,1052640914,1059611184,-1121067579)+W(4,-1098215637,1059150102,1040381797,-1100369008)+W(5,1044393168,-1098121773,-1094102036,1032515174)+W(6,-1110527635,1037147118,1028175839,-1114899975)+W(7,1027560485,-1110248773,-1113935142,1000033398);WS(-1107450480,1040804833); +sum1=W(0,1040192716,1040473489,-1095196747,-1124855402)+W(1,1022226221,1047969017,-1098407451,1020416041)+W(2,1002013395,1044185574,-1087290490,-1160070647)+W(3,-1117682794,1060667554,-1089168888,1045737613)+W(4,1001040843,1057909434,-1111951852,-1101676720)+W(5,1000424795,1049088596,-1119291421,-1103624738)+W(6,-1120982404,1038016429,1031577591,-1104451167)+W(7,1025306833,1042416864,-1112956481,-1115902938);sum2=W(0,1014727333,-1124633329,1026257754,-1111611661)+W(1,-1117243126,-1107065949,-1111801245,-1136702760)+W(2,1029406572,1041729284,-1084100906,-1103677442)+W(3,1027900147,-1094200388,1052541581,1050798725)+W(4,-1112527674,-1104959017,1070744988,-1105828213)+W(5,-1114664521,1040214496,-1111707080,-1111536822)+W(6,-1111634336,1005029260,-1127513012,-1106506739)+W(7,-1107116047,1049039902,-1107038609,-1140667375);WS(-1113867888,1064515135); +sum1=W(0,-1113562537,1048061265,1011269086,-1105945126)+W(1,-1107046062,1043460993,-1098944190,-1148623547)+W(2,-1103978495,1060048584,-1107431310,-1111558073)+W(3,-1098739202,1062873548,1045822761,-1114838028)+W(4,-1122423580,-1119786749,1025265092,-1101841139)+W(5,1019693149,1023528257,-1112998912,-1117915947)+W(6,-1116789880,-1106657727,-1142662356,-1106868487)+W(7,1020558520,-1137576074,-1104660585,-1122252061);sum2=W(0,-1145158406,1022878354,-1111624996,1010204019)+W(1,1012385731,-1129472106,1015658802,-1123973089)+W(2,1016118130,1044961455,1040055751,-1157676569)+W(3,1024197601,1049544336,1057430996,1022031298)+W(4,-1112179804,1030346877,-1114498280,-1124728962)+W(5,-1119519161,-1131221354,1020564842,1023003938)+W(6,-1127326042,-1095482557,-1112131584,-1121117277)+W(7,-1113792718,-1093377057,1019749938,-1141925830);WS(1051333020,-1087054195); +sum1=W(0,-1112042433,-1104387605,1052246829,-1113527444)+W(1,1019002067,-1096771599,1048899277,-1098301717)+W(2,-1115058903,-1102529947,1054136106,-1095193948)+W(3,1046618143,-1093976551,1044227957,1044013586)+W(4,-1107874438,-1089735051,1060328029,-1107288943)+W(5,-1148774132,-1129150690,1046377228,1038700845)+W(6,1036768028,-1101876091,1045160291,1024370318)+W(7,-1154881470,-1098135714,1045432325,1019966234);sum2=W(0,-1114066012,1041392892,1044719218,-1097547793)+W(1,1029900262,-1112610934,1046575198,-1095644935)+W(2,-1114806697,1041587346,1050162797,-1102972970)+W(3,-1110038644,1025557898,1055420600,-1095936036)+W(4,1036646832,1055783298,-1099287148,1028020818)+W(5,-1110070018,-1102485451,-1100701871,-1113902766)+W(6,1020625547,988088600,1033323822,-1135974783)+W(7,987867800,1039502616,-1119304428,1018696751);WS(-1120103648,-1090070191); +sum1=W(0,-1117418940,1049030490,-1112262737,-1114427969)+W(1,1024592611,1050801054,-1094705236,1032013281)+W(2,1040968250,-1111205267,1042055990,-1110419822)+W(3,1049918615,-1116228463,-1085341341,1047944497)+W(4,1034410595,1050512309,-1106227665,-1132367051)+W(5,1035134604,-1102511675,1036298997,1025392341)+W(6,-1119948353,1034763283,-1138448657,-1111046724)+W(7,-1144523437,1039656998,-1110564136,-1120201127);sum2=W(0,-1122606938,1046354401,-1124762815,-1118515993)+W(1,-1141997982,1040228902,-1102583710,1036845124)+W(2,1027805544,-1143835982,1052785838,-1106443071)+W(3,-1120462650,1061896257,1059397472,1043676745)+W(4,-1100560083,-1080731069,-1120768779,995709275)+W(5,-1105726471,-1098049024,-1126645315,-1128858827)+W(6,1025575588,1026943708,1011421951,-1112152255)+W(7,-1113668318,1032253740,-1122685018,-1127110207);WS(1060158670,1068766623); +sum1=W(0,-1116432453,1056712636,-1087151539,1040295867)+W(1,-1131098839,1049784895,-1102593034,1033948341)+W(2,-1099753724,1057908127,-1089291740,1031077093)+W(3,1034945056,1044163070,-1094800699,1027113355)+W(4,-1122123599,1028198895,1036808107,-1132674679)+W(5,1040823512,-1122504371,-1120242995,-1117547229)+W(6,1040184285,-1123329903,-1127465369,1040274980)+W(7,1050332416,-1096645803,-1132187055,-1137741501);sum2=W(0,1036379663,-1098232449,-1128107780,-1120677803)+W(1,-1108907739,1058983203,1035811659,-1120240179)+W(2,1070189048,1016986873,1040144345,1029686139)+W(3,1073213180,1047923452,-1105399966,-1109097268)+W(4,1065321765,1033582270,-1110681209,1041308319)+W(5,-1076673488,1031365639,1039880527,-1109042515)+W(6,-1079893128,1038048757,-1116001167,1034493417)+W(7,-1072585926,-1107019906,1018297481,-1131123922);WS(-1112459888,1031046963); +sum1=W(0,-1112719265,-1128634346,1043326546,-1115081924)+W(1,-1129483154,-1120462421,-1103778738,-1114915140)+W(2,-1103727283,-1112785958,1050524372,-1104237825)+W(3,-1091575740,1056781779,1067939282,-1096588493)+W(4,-1104335643,-1153409228,1048587330,-1108534894)+W(5,-1155155940,-1108013960,-1132710977,-1114726045)+W(6,-1114094348,-1118230989,-1109505653,991235804)+W(7,-1105426861,1027667442,1036777787,-1111746006);sum2=W(0,-1119086167,1037241732,-1114652243,-1131518324)+W(1,1013020612,-1129818230,1028260797,-1115730540)+W(2,-1141008560,1029187991,-1112264831,1036245214)+W(3,-1108719150,-1074141953,1072760747,1034705438)+W(4,1023891147,1019083994,1042535682,-1119172530)+W(5,-1145112744,-1124211508,-1131878972,-1133917220)+W(6,1018251990,-1122886966,1037493286,-1114007324)+W(7,-1116478859,1027168441,-1129254230,1018465006);WS(-1086783566,-1086791567); +sum1=W(0,-1115195632,-1095708330,-1123676804,1041725033)+W(1,-1153026662,-1093442522,1018199561,-1121101892)+W(2,-1134496297,-1098161001,1037878573,1034570216)+W(3,-1108787789,1044632085,1064261167,-1103584185)+W(4,-1119803561,-1091375169,1057417647,-1108866704)+W(5,-1145121243,-1107384199,1052226946,-1122033784)+W(6,-1131708777,-1100078210,1046948682,-1117964907)+W(7,-1110064394,-1104664012,1047330733,1022321300);sum2=W(0,1031515378,-1077397139,-1134939312,-1112896962)+W(1,-1121810184,-1079753374,-1097085111,1035985281)+W(2,1010081392,1044674665,1052841311,-1105060263)+W(3,-1119765868,1073378801,1007836336,1031953140)+W(4,1035546479,1056367001,1044809025,1022446080)+W(5,-1106495935,-1109376902,-1118570548,1031289566)+W(6,1028378344,1035615024,992033726,1032016077)+W(7,1003402623,-1118889676,1010750288,-1150317246);WS(-1096711324,-1080143969); +sum1=W(0,-1135181951,-1095339398,1050582337,1026786373)+W(1,1025399430,-1094144146,1049483953,-1123204644)+W(2,1033906501,-1093853897,1045129706,1006467326)+W(3,1041786535,-1089314149,1046728732,1031608549)+W(4,-1133559462,-1089126233,1045641984,-1135165794)+W(5,1003671004,-1110956839,1051092970,1017185520)+W(6,-1123695637,-1129083412,1049638101,996324016)+W(7,-1105366874,-1113909272,1057307443,1009923752);sum2=W(0,1023911567,-1108118447,1044892126,-1112738860)+W(1,1004932796,-1134375038,-1138359022,1020475455)+W(2,-1119124867,1035251904,1063133445,-1102926770)+W(3,1022775023,1037995724,1074655410,1047698054)+W(4,1011639102,1050162042,1070062472,-1113839430)+W(5,1036397588,1037707684,-1083132698,-1117927031)+W(6,999444348,-1111062570,-1073510095,1017195567)+W(7,-1106309084,-1101285996,-1073687480,1041743674);WS(-1089880270,1068594400); +sum1=W(0,-1114467040,-1104513741,1050219169,-1118490053)+W(1,1023170830,-1091458130,1042545281,-1120682309)+W(2,1036273894,1034367029,1048674674,1031296832)+W(3,-1107800974,-1100997781,1042739212,-1110241363)+W(4,1029867434,-1095286649,1053624831,1034289100)+W(5,-1106779367,1047811540,1034908007,-1107012174)+W(6,1024593089,-1096228817,1034674708,1021221591)+W(7,-1110449433,-1109179032,1049808694,-1126204757);sum2=W(0,1030004067,-1133064657,1024174065,-1119836251)+W(1,-1117028113,-1134091777,-1113615539,1025775761)+W(2,-1105887481,1045929484,1032698350,-1118489229)+W(3,-1066126465,1081917443,-1097201480,1041573100)+W(4,-1104777348,1043726141,1033613382,-1124268877)+W(5,-1122550707,1028310407,-1107697461,1030764051)+W(6,-1130918117,1016764395,1029778305,-1116797441)+W(7,1023720579,-1116064873,1018371831,1018350967);WS(1067475431,-1126058166); +sum1=W(0,-1108052732,-1097851361,1049362324,1040199303)+W(1,1043040440,-1108210069,1048929252,-1109622414)+W(2,1048922396,-1084429932,1054104112,1041203782)+W(3,-1097574342,1055911149,1047147106,-1104274751)+W(4,-1119673025,1041902328,-1085779789,1047880876)+W(5,-1101774749,1035827603,1049622021,-1116198608)+W(6,1019400344,-1115594513,1019477630,-1107876353)+W(7,1007801026,-1107003538,1037086373,1036701569);sum2=W(0,1013753738,1020731454,-1120697178,1009873360)+W(1,-1113150555,1046742995,1034035253,-1099358283)+W(2,1015248850,1045156685,-1094710566,1039470065)+W(3,1042650722,-1104352239,-1128318417,1046693145)+W(4,1040818978,-1089864705,1045040370,1036008061)+W(5,-1105652199,1045331461,1025091411,1030627793)+W(6,1033430289,-1109224259,-1106535436,1017876415)+W(7,-1120377801,1016214593,1019751894,-1132110931);WS(1060496974,-1099362699); +sum1=W(0,1054706808,-1109706041,-1098091909,-1129324363)+W(1,1036662868,1041317773,-1123237413,1015757258)+W(2,1045895019,1051554925,-1091928498,1021341985)+W(3,1033303646,1049334366,-1083798889,-1112852963)+W(4,1044095763,1051166813,-1095315343,1041804248)+W(5,-1130190200,1053590462,-1087007295,-1127492145)+W(6,1035564779,1049285205,-1097088265,1039262630)+W(7,1040746168,1055551482,-1094550458,-1114905285);sum2=W(0,-1073385920,1077926840,1032559783,-1094451238)+W(1,-1084887580,1058818874,-1089669880,-1121878040)+W(2,-1083140914,1060159151,1045764296,-1173171215)+W(3,-1081800202,1074845707,1059775011,-1120435570)+W(4,-1085954594,1061906872,-1103860568,-1115590029)+W(5,1037413129,-1084431515,-1094536545,1053315192)+W(6,-1096433065,-1126824848,-1133232881,-1107838893)+W(7,1054210787,-1087315344,-1099186518,1052978812);WS(-1078369703,1041267413); +sum1=W(0,1024386586,1041630887,-1102607056,1016693023)+W(1,-1098405416,-1112635974,1051293608,1018393854)+W(2,1044040033,-1132435208,-1094040968,1046099151)+W(3,-1098286219,1041292515,1052507157,-1095618428)+W(4,-1130684104,-1091497929,1056853585,1018959206)+W(5,1045750173,1016159377,-1105775474,-1117949682)+W(6,-1098338270,-1139597330,1049412460,-1118540325)+W(7,1041584973,-1101611546,1026100205,1040982949);sum2=W(0,1035615459,-1097925659,1043665288,1020457849)+W(1,1028814353,1038714809,1033337220,-1103657321)+W(2,1062855981,-1077657685,1051048913,-1109823715)+W(3,1052250964,-1101970047,-1113114333,1058024935)+W(4,1056109526,-1098468896,-1085664062,1056999181)+W(5,-1106019250,-1114182260,1040975429,-1105846491)+W(6,1048995011,-1104046747,-1109605260,1042595027)+W(7,-1115640692,-1130122971,1034778788,-1112374505);WS(1049151900,-1114127847); +sum1=W(0,1050216581,1044969414,-1106856243,-1099359923)+W(1,1000015204,1047621718,-1112471205,-1148711507)+W(2,-1136218178,1057314961,-1091938023,-1133921207)+W(3,1023136961,1055877843,-1092033343,-1112054390)+W(4,-1130455775,1054358666,-1099719178,1034273823)+W(5,-1133465094,1052966059,-1089783713,-1122838974)+W(6,-1160090192,1045850836,-1099053307,1019980258)+W(7,1035991733,1052491071,-1087984664,-1112322824);sum2=W(0,-1105478410,1011113448,1068049752,-1082501551)+W(1,1039552519,1050864081,-1103020148,1059003564)+W(2,-1131405058,-1125310098,1066695202,-1098156272)+W(3,-1099466970,1043215106,1074596924,1039344435)+W(4,1049027924,1034334973,1067601936,-1099880092)+W(5,-1115050596,-1095883745,-1084539788,-1107282542)+W(6,-1129231446,1036178144,-1075514015,-1097076855)+W(7,1049583286,-1088635155,-1074115054,1042018058);WS(-1081332839,-1093454830); +sum1=W(0,-1109709318,1035356975,1039420520,-1111308088)+W(1,-1104916884,1037116623,-1122158672,1014687039)+W(2,-1108177419,-1125155242,1053028347,-1112931654)+W(3,-1117212646,1030327966,-1104761999,1020526050)+W(4,-1119705461,1050241163,1032136206,-1119448076)+W(5,1032417267,-1103907222,-1115200780,-1112611266)+W(6,-1118748528,1046095669,-1115609017,-1136487898)+W(7,987327371,1033262333,1029855614,-1104533373);sum2=W(0,1013207527,-1118344664,-1124997045,1036829905)+W(1,-1127355075,1028266047,-1117884424,1016171285)+W(2,-1103159789,1043690369,-1116887196,1024917624)+W(3,1040955478,1051132935,1047094008,1041601336)+W(4,1008876024,-1108842627,1057384051,-1127506713)+W(5,-1116686760,1041402295,-1100609336,1033786361)+W(6,1035764738,-1105537330,-1098518151,-1114313206)+W(7,-1154118338,-1128237045,-1089828796,-1102385561);WS(1063446990,1030048893); +sum1=W(0,-1131562670,1043069042,-1108681470,-1108650254)+W(1,-1099483503,1049571969,-1106599551,-1106453175)+W(2,-1106193120,1061428532,-1097709592,1008661917)+W(3,-1102405700,1053095529,1046689338,-1102088711)+W(4,1021119810,-1115069793,1029025472,-1123233168)+W(5,-1113568905,-1119868742,1006738196,-1104754348)+W(6,1009340592,1027160065,-1120287391,-1136963210)+W(7,1030255032,1043118346,-1111789333,-1114502129);sum2=W(0,1012371361,1017109065,-1110016822,-1103671135)+W(1,-1149491589,-1115161102,-1109821790,-1097972516)+W(2,1023756477,1012418345,1060485172,-1094449842)+W(3,-1165255819,-1111308586,1031379047,1049769129)+W(4,-1111467932,1015942947,1046805034,999148403)+W(5,1019335917,-1106016138,-1114576028,1022790203)+W(6,-1140694601,1015823021,1024897044,1032463998)+W(7,1010513313,1026481588,-1114618076,-1146831635);WS(1060385486,1040268319); +sum1=W(0,-1115333181,-1105770459,1048230464,1022495614)+W(1,-1113839600,-1104706211,-1122113023,-1115044751)+W(2,1026945989,-1085502934,1051932092,997701279)+W(3,1041834949,-1112644646,1065603891,1044329112)+W(4,-1100015113,-1102865873,-1105250533,1038196649)+W(5,1010458454,-1112283012,1054415097,-1113673817)+W(6,-1113704543,-1108020290,-1122402466,-1105082025)+W(7,-1110169699,-1115522389,1046973419,-1115640050);sum2=W(0,-1115664423,1041813775,-1142717933,-1120925434)+W(1,-1122287706,1041645390,-1094011677,-1119842210)+W(2,1044568139,-1087138046,-1124627987,-1120985148)+W(3,-1099350461,1067461852,1027339570,-1113918825)+W(4,-1102715015,-1116572542,1045144111,-1100833175)+W(5,1042022920,-1109622665,1054026149,-1101147879)+W(6,1031291077,-1113357449,-1122353792,-1112018489)+W(7,1032474264,-1110133469,1047364150,-1109170005);WS(1049043868,1050086952); +sum1=W(0,-1127858130,-1091279607,1054362490,1028884238)+W(1,1025810768,-1101354119,1044465651,1022883995)+W(2,1034666762,-1089232423,1050465752,1032068165)+W(3,989092984,-1092016019,1058690160,1005443958)+W(4,-1115481017,-1089729669,1053482909,1007092039)+W(5,-1119959429,-1104525366,1051092259,-1149438996)+W(6,1012364567,-1121438163,1019953121,-1137072337)+W(7,-1097661520,-1160888088,1051219071,1017307814);sum2=W(0,1030282550,-1099759289,1070065566,-1078832473)+W(1,1012065197,1050936278,1068820850,-1076346523)+W(2,1049708534,1018991152,1068572253,-1075628240)+W(3,-1101566471,1050588571,1075164582,-1072955990)+W(4,1043525707,-1112383125,1046261639,-1093459475)+W(5,1038111746,-1121285468,1053555382,-1088795804)+W(6,1040589253,1039884984,1040055978,-1099780818)+W(7,-1106531005,-1113841779,1058828770,-1090423367);WS(-1083655502,1074535575); +sum1=W(0,973651072,-1100106921,1049212555,-1122472503)+W(1,1028862937,-1096173461,1052529147,996549482)+W(2,1029517469,-1088250868,1057957824,-1111380529)+W(3,-1111330742,-1101351113,1060855844,-1125410415)+W(4,1043404639,-1092528244,1050267538,-1109626381)+W(5,-1105397947,1034877328,-1104065896,-1122247818)+W(6,-1129726574,-1113904430,1041335934,-1108333759)+W(7,-1099887737,-1118418050,1047916353,1037233742);sum2=W(0,1037582341,-1116649305,-1107051108,1040538112)+W(1,1032149251,-1112916551,1041643977,-1112067691)+W(2,-1135487115,1044443302,1030763641,1036263743)+W(3,-1107247151,-1117703407,1053360182,-1115814520)+W(4,1053968825,1049963138,-1087331905,1035849297)+W(5,-1096732175,1042101117,-1089009482,-1104153316)+W(6,1034930229,1046616621,-1110671517,-1104877620)+W(7,-1094249638,-1127010106,1059951262,-1116847106);WS(-1132786560,1056578758); +sum1=W(0,1031072232,1043718831,-1098888378,-1123786893)+W(1,1019453021,1050053971,-1104586611,1030360908)+W(2,-1112153353,1057505465,-1090760605,-1123598824)+W(3,-1127115205,1049535379,-1081773448,1035671447)+W(4,-1153314582,1052394474,-1106021324,1044649456)+W(5,-1105591705,1045418390,-1120283669,-1105554848)+W(6,986346381,1044283028,1036365944,1033186457)+W(7,1024604121,1048806335,-1103287167,-1108912601);sum2=W(0,1040658557,1011638864,1041865287,-1109113498)+W(1,-1106354313,1020064744,-1103147627,1033931950)+W(2,1027144364,1049840877,1026998340,-1120927100)+W(3,-1103628435,1050147177,1053587315,-1102211113)+W(4,-1123462592,-1117174472,-1118058864,1033328738)+W(5,-1130705048,-1105120318,1036775410,-1101351534)+W(6,-1126068784,-1113970774,-1104140895,1028877580)+W(7,1016031184,-1135769248,1030416564,-1112076066);WS(1062711758,-1109562142); +sum1=W(0,-1107075140,-1100622401,1053288051,1017596397)+W(1,-1125545776,-1104747337,1049612355,1007433175)+W(2,-1121788380,-1103229831,1059638178,-1120034657)+W(3,-1112684886,-1083301774,1048337697,-1098025711)+W(4,-1128625782,1050510715,1052952654,-1112854653)+W(5,-1102890883,-1097610180,1051307580,-1108240645)+W(6,-1129119788,-1109077454,1041285742,1022176121)+W(7,-1102110160,1030737729,1049115768,1020667959);sum2=W(0,1022257834,977550902,-1113927342,1036504102)+W(1,1033804876,-1105772859,1042844173,-1107093105)+W(2,1033963400,-1098748483,-1096777339,1028160469)+W(3,-1113268759,1063293804,1059312088,-1089861840)+W(4,-1123922685,-1090033704,-1134320563,-1101525036)+W(5,1029999681,1051039483,1037687330,1017532722)+W(6,1015463858,-1104977553,1024487701,-1122996995)+W(7,-1125618402,1022914778,1004875175,-1116068477);WS(1046002488,-1083997249); +sum1=W(0,-1116203964,-1099156844,1050076828,1025075217)+W(1,1044431961,1028498222,1049400252,1035032656)+W(2,1041235242,-1096363997,1050263757,1032516798)+W(3,1046371486,-1079124621,1020370202,1050189128)+W(4,-1106267745,-1088685662,1048790666,1042510329)+W(5,-1117705943,-1103556299,1053355933,1039724554)+W(6,-1122870401,999993136,1034829570,1027729159)+W(7,-1109240562,-1106798659,1037276039,1037249299);sum2=W(0,-1094982381,1041875660,1017839086,1045890174)+W(1,1024745423,-1091311273,1044409386,-1107764806)+W(2,-1097113645,1042706326,974632891,1048260200)+W(3,1017043870,-1148119319,1061393923,-1118443235)+W(4,1052555320,-1098101314,1043955676,-1097368628)+W(5,-1107563793,1010824956,-1098402228,1041238578)+W(6,1049262968,-1094774489,1042935118,-1116185663)+W(7,-1118735987,1030619863,-1094515595,1042214090);WS(-1083255246,-1075588436); +sum1=W(0,-1154522904,1026375684,-1099839750,1037990411)+W(1,-1106371438,1036249778,-1113752075,-1119606102)+W(2,-1105464695,1056687627,-1092436626,1043935324)+W(3,1036086422,-1097055709,1050924256,1036476796)+W(4,1023783355,-1088556578,1056650964,-1111337285)+W(5,-1127243930,-1108055408,1045926824,-1110940389)+W(6,1030176790,-1105944807,1039385437,-1124332025)+W(7,1031412139,-1123388097,1041066449,1021333175);sum2=W(0,-1117330831,1032531181,1043756688,1060766869)+W(1,1023708058,-1114369361,1031926890,1067300065)+W(2,-1133288218,1017487862,-1104593512,-1105945514)+W(3,-1122435213,1047518334,1043258354,-1075696003)+W(4,-1139180683,-1122916014,-1096895795,-1102393264)+W(5,1020252429,1027012545,1049767697,-1106946489)+W(6,1025188082,-1103557501,1019544307,1020047431)+W(7,-1109968059,1046855474,-1112657711,-1113285900);WS(1056055196,1023945849); +sum1=W(0,-1104545849,1036175954,1032040419,-1111539988)+W(1,-1139517988,-1138851412,1009002268,1026875367)+W(2,-1101013315,1048468083,1040659763,-1104005681)+W(3,-1136100212,-1097789539,1059870683,-1112873620)+W(4,-1148373856,-1096999890,1039368714,-1135793772)+W(5,1013350648,-1097071058,1053644410,-1132670698)+W(6,-1120654743,995622088,-1122818538,1028030253)+W(7,-1108930702,-1128233700,1033002810,-1133516850);sum2=W(0,1033182461,-1110992702,1011638125,-1116812221)+W(1,-1135790885,1041801313,976542168,-1135785781)+W(2,1036058972,-1115959119,-1106760241,1013579453)+W(3,-1145806187,-1083556559,-1068720208,1034110873)+W(4,1026470367,1047402951,1080067579,1048786168)+W(5,-1125994579,1026458945,1043021822,-1124564059)+W(6,-1123856921,1021989349,-1118809257,-1115658442)+W(7,-1152817846,1029289545,1027196491,-1110636256);WS(1047050040,1036867972); +sum1=W(0,1031952202,1041031945,-1098508279,-1117663192)+W(1,1040033213,1050476745,-1097704487,1033331580)+W(2,1049413776,1016870010,-1091275871,1012948685)+W(3,1052329098,1054273441,-1087382286,1043041286)+W(4,-1134253939,1041748879,-1095309386,-1131302504)+W(5,1023712847,1035493153,-1117526273,-1125396951)+W(6,-1129317744,1041656495,-1112254893,-1153578470)+W(7,1023414180,1041394937,-1108492595,-1112644847);sum2=W(0,-1120609508,-1138324119,-1110367912,1021280635)+W(1,-1098653081,1042859622,1038385587,1026624912)+W(2,-1074671298,1072071026,1026263792,1026288466)+W(3,-1081276780,1068070176,-1107049493,-1122098825)+W(4,-1097107702,1044485226,1024907208,1040255596)+W(5,-1110118090,1040658983,-1122488627,-1152233050)+W(6,-1137118351,-1118978815,1038809437,-1126727249)+W(7,-1119823807,1035453187,-1111098449,1006813455);WS(1047287096,1059538103); +sum1=W(0,1030804480,1034749929,-1102474905,1013951379)+W(1,-1111595219,1051408038,-1094490621,1039425378)+W(2,-1123153834,1049213285,-1099609086,-1112788128)+W(3,-1098057279,1057344539,1048597242,-1098419769)+W(4,1007980582,1048793645,-1094890059,-1118093753)+W(5,1018775223,-1106759404,1046324795,-1108341356)+W(6,1036089754,-1115115061,1003815995,-1120388747)+W(7,1030691489,1033654600,-1126686757,-1135294247);sum2=W(0,-1112864979,1024004698,1034996841,1004307827)+W(1,1034721747,-1109416755,1041661735,-1116757818)+W(2,-1108077379,988806988,1041642045,1037366938)+W(3,1023366533,1058238498,1008174217,-1107547239)+W(4,1021246669,-1115279539,-1122858630,-1108868659)+W(5,1032508120,1041332549,-1089151778,-1128614293)+W(6,-1113986367,1033457886,-1130797677,-1130732717)+W(7,-1153257254,1018109285,-1111548255,-1122125438);WS(1066216871,-1084582294); +sum1=W(0,1009745022,-1095963722,1050775177,1027534757)+W(1,1023325836,-1096473834,1046303345,-1126933960)+W(2,1034246149,-1087129751,1057767679,-1118146623)+W(3,-1103455511,-1142570129,1064400323,-1103828265)+W(4,1025953385,-1094684497,1038452388,1018950609)+W(5,-1105242559,-1107829831,992534739,1030437560)+W(6,988118663,-1107520037,1025316967,1020674901)+W(7,-1107601837,-1117719279,1044853309,1033139589);sum2=W(0,-1127013105,1031626404,1029958550,1017794797)+W(1,1018526115,-1117975133,-1113082476,1023300847)+W(2,-1123587641,1062148372,1035325186,-1145491637)+W(3,1052346460,1074624908,-1130733653,1041942663)+W(4,-1098654594,-1090512380,1046581721,-1113152926)+W(5,1029804743,-1070854231,-1113725416,-1139181075)+W(6,-1118240305,-1095518794,1031776819,-1120299385)+W(7,1030491706,1041467716,-1115594754,-1142763637);WS(1033725552,-1082653885); +sum1=W(0,1027658456,-1091894661,1054730080,1024810077)+W(1,1033791775,-1094613753,1052727904,1020875129)+W(2,1038169633,-1085886368,1060322284,-1114253244)+W(3,-1130834725,-1094605577,1054915405,1021660859)+W(4,-1105755912,1049096200,-1115316932,1010914050)+W(5,-1107114253,1038006563,-1113871235,1032412472)+W(6,-1106878767,1040399888,-1114082704,1016596422)+W(7,-1102176852,1038046228,-1098681477,1044096992);sum2=W(0,-1126607908,-1109006144,-1093467963,1059727060)+W(1,-1111819446,1050929158,1063076656,1073053378)+W(2,1032709615,1025316173,1048889614,1073749745)+W(3,-1119610542,-1107176811,-1090320472,1058093447)+W(4,1027594385,-1123863107,1046933317,-1079533534)+W(5,1029384695,-1122531221,1051206364,-1073154062)+W(6,-1115269200,1026796828,997945380,-1075936158)+W(7,1032209203,-1115616555,-1109796884,-1088004581);WS(-1087442510,1045166814); +sum1=W(0,-1106921670,1032009478,1041337656,-1110338367)+W(1,1032907600,-1127325529,-1100890040,1042108264)+W(2,-1111070674,-1106321881,1060092296,-1105899594)+W(3,1047421629,-1085655355,1044767811,1027442111)+W(4,-1094092352,1057239638,1040377247,-1105935775)+W(5,1031075349,-1098381173,1037296628,1037469097)+W(6,-1136240762,-1128650952,-1131454723,1027139781)+W(7,-1129052086,-1107389381,1037463686,991481919);sum2=W(0,-1119426781,1040351141,-1104019881,1015410156)+W(1,-1109786529,1043540747,-1106797782,1043466418)+W(2,1041819143,-1105926532,-1098594115,1048709183)+W(3,1018220925,-1133247980,1066013053,-1092013542)+W(4,-1103055916,-1096724541,-1136157126,-1109288787)+W(5,-1124599508,1038612076,-1097021086,1027934232)+W(6,986571056,1019567362,1025702119,-1140871148)+W(7,1024618671,-1143357456,1008181894,1027080058);WS(1059279054,1041683061); +sum1=W(0,1028823114,-1096417644,1041071884,1040139175)+W(1,1033060856,-1095251776,1051348966,-1133443258)+W(2,-1136683218,-1096755466,-1106154521,1027763154)+W(3,1041097809,-1095420880,1062896338,1037083176)+W(4,-1108712682,-1087904547,1057053635,-1109247178)+W(5,-1099515041,-1117180600,1050313119,-1169250436)+W(6,-1114499693,-1113115866,1041134484,1007514196)+W(7,-1105525449,-1121084634,1043053335,1031868218);sum2=W(0,-1104031080,1039900182,1028023758,-1125301559)+W(1,-1113246189,1044206765,-1122555834,1027754708)+W(2,-1124792744,1043086617,1041018096,-1129842792)+W(3,-1107688308,1057123143,-1100462314,1022410763)+W(4,-1084040655,1066602722,-1123151815,1034604384)+W(5,-1089958554,1037219700,1032289221,1029558442)+W(6,-1098618924,-1111210157,1028867168,-1139711519)+W(7,-1098033920,1036938090,-1143651414,-1122704124);WS(-1093886876,-1092780259); +sum1=W(0,1031521076,1034696971,-1098366291,991412379)+W(1,1040859655,1027092583,-1107551117,1023411481)+W(2,-1123954783,1057011018,-1084481759,1037665034)+W(3,-1115369432,1055452141,-1086775792,1037775165)+W(4,1027325374,1055461116,1050583573,-1102735091)+W(5,-1130075936,1043845385,-1098824964,-1106471523)+W(6,1017430099,1041326696,1032795870,-1113156096)+W(7,1005655277,1045628689,-1110858724,-1108701199);sum2=W(0,-1099549152,-1115620025,1042476476,-1128057356)+W(1,-1101982776,-1110046443,-1138118945,-1104607948)+W(2,1039636960,1067650764,1056117723,-1129519972)+W(3,1065032135,-1096892917,-1084935200,1039009532)+W(4,1046191187,-1084058149,1043334912,1042222420)+W(5,-1112740199,-1089814493,-1116550886,-1114781123)+W(6,-1120755726,1022618460,1030169574,1023299940)+W(7,-1138571865,-1106519005,-1123579094,1029490149);WS(-1103384376,1050555318); +sum1=W(0,990997212,1056616014,-1113359817,-1104278389)+W(1,-1104723373,1049493908,-1101985253,-1112669305)+W(2,-1102560870,1060440249,-1095607555,-1117918862)+W(3,-1110645588,1063537686,-1091747296,-1124628967)+W(4,-1114771100,1049398171,-1098384586,-1120789735)+W(5,1006886950,-1123261404,-1094355067,1020875660)+W(6,1011892746,1042753094,-1098733239,1029891897)+W(7,1041403778,1041297647,-1099641616,-1143354303);sum2=W(0,-1097904627,1056762738,1033294591,-1113205081)+W(1,-1102268820,998260703,-1102966386,-1105114179)+W(2,-1101696600,1049156882,1040206209,1028552759)+W(3,-1102083058,1055125136,1048772561,1023069474)+W(4,-1100977750,1040009482,1004029807,-1108173489)+W(5,1022682138,-1099421122,1040485303,1040370279)+W(6,-1105396681,-1114104451,-1118051402,-1109779069)+W(7,1035758392,-1112582051,1040482786,-1135668672);WS(1042369848,-1095650924); +sum1=W(0,1032801852,1060985291,-1088222536,-1154392525)+W(1,-1124780413,1056066249,-1093287088,1017158008)+W(2,-1142443027,1059062488,-1089766974,1041310978)+W(3,1031124370,1046815795,-1084610255,-1111535759)+W(4,1024489633,1051554984,-1096293908,-1118760812)+W(5,1037041722,1026983110,1035048291,-1118618480)+W(6,-1157391942,1037131073,-1113190096,1032589425)+W(7,1048283534,1028118439,-1107690581,-1101944856);sum2=W(0,1056251107,-1084477192,-1077785336,1053829707)+W(1,-1118435725,1041984407,-1086371528,-1113013425)+W(2,-1111043713,-1093515412,-1093010832,1046411943)+W(3,-1090037466,1073185178,1074151927,-1090694669)+W(4,-1129656805,1051712939,1054463958,-1095714333)+W(5,-1093926860,1053076395,-1094829660,-1103046632)+W(6,1052716525,-1096065312,-1090812268,1035367276)+W(7,-1083761792,1066458198,1063500158,-1087950464);WS(-1081634407,-1072784825); +sum1=W(0,-1102740818,1024862651,1056867014,1016622683)+W(1,-1115394775,1046040367,1027952685,-1112643478)+W(2,-1101924733,-1109613465,1058509811,-1096240139)+W(3,-1100839185,-1115978107,1050187219,-1101581667)+W(4,-1123768914,1049722038,-1098437541,1008822020)+W(5,-1140848016,-1098661743,1033615035,1023463264)+W(6,-1118249725,-1138059466,-1143195264,-1116668435)+W(7,-1116477425,1025943000,-1132571500,1036595961);sum2=W(0,-1139809909,1046126277,-1119940899,1040903120)+W(1,-1126178115,-1111752353,1055245806,-1104413152)+W(2,1032546581,1034216546,-1088954301,1019748625)+W(3,-1097752958,1042101074,1058677046,-1089277711)+W(4,1042272246,1043290796,-1087007443,1028591970)+W(5,-1118367610,-1112722386,1048637958,-1139620757)+W(6,-1138081685,1034532478,-1140548675,1017306737)+W(7,1017774855,1030093406,1029648824,1033828758);WS(1050645916,1033550915); +sum1=W(0,-1118556120,-1107219907,1039060494,1030703933)+W(1,-1108262319,1043545243,-1145250020,-1110184190)+W(2,1043230361,-1086762442,1059123936,-1110311564)+W(3,-1094947334,-1104041435,1057758321,-1100512367)+W(4,-1103841584,1058293794,-1096913490,1044416908)+W(5,1018079143,-1097977901,1039599795,-1132472896)+W(6,1032598742,1041130248,-1151122424,-1147952664)+W(7,1008731683,-1123331655,-1123961290,1022228292);sum2=W(0,1040267615,-1112791644,1010515766,1024308395)+W(1,1048409433,-1110540665,1032365064,1041630361)+W(2,-1107165984,-1088877638,-1090038325,1040244783)+W(3,-1086251247,1053330884,1049266570,1037513285)+W(4,-1113957324,1057377190,1028890653,-1098504745)+W(5,-1107976602,1057673067,-1103454662,1039941233)+W(6,-1122078587,1024512949,1041725883,-1103661415)+W(7,-1111525785,1042772014,-1143554104,1024552651);WS(1051978908,-1102077462); +sum1=W(0,-1132165009,1045761591,1013540534,-1106078467)+W(1,-1117187439,1051430047,-1096198150,1014010165)+W(2,-1108837850,1060286099,-1130717861,-1121999817)+W(3,1037183202,1046972447,-1085387922,1030141582)+W(4,1028473682,-1128782822,-1105434962,1008925446)+W(5,1045655273,1028047735,-1101497054,1018887490)+W(6,1025240990,-1178179968,-1110960744,-1122721428)+W(7,1033734537,1035331372,-1102517015,1026996307);sum2=W(0,1023072493,974611657,-1101792417,-1112121991)+W(1,-1125531833,1047662948,1051899312,1037288067)+W(2,1030396885,1035351326,1080526024,1042102238)+W(3,-1118880502,-1090109833,-1069022098,-1113214479)+W(4,1027419877,-1110942359,-1087739606,1032127295)+W(5,-1161271853,1033315833,1036440530,-1143368203)+W(6,1019485964,1010290822,-1124554651,-1132377096)+W(7,1028708277,-1156901930,-1114394737,-1141169667);WS(1058455886,-1096183470); +sum1=W(0,-1105360672,-1112611850,1060616064,-1104075433)+W(1,-1112035684,1032735242,1033545283,-1111940643)+W(2,-1105059667,1048808633,1051085625,-1115570744)+W(3,-1103063975,1042817013,-1097442806,-1097216429)+W(4,-1112638549,1058906409,-1102188695,-1107200030)+W(5,-1104182327,1047248804,-1103229812,-1108265532)+W(6,-1106250503,1047193699,-1106970890,-1119499692)+W(7,-1103319623,1057710235,-1109193562,-1106901731);sum2=W(0,-1135393651,-1114274101,-1117767149,-1110403581)+W(1,-1131009665,1016197705,-1130986601,-1136444051)+W(2,1004138181,-1143366053,1026922589,-1112183743)+W(3,-1111055824,1051632163,1048764370,-1121253595)+W(4,-1134829555,-1111579981,1036257166,1009689523)+W(5,-1127256265,1038147066,-1112945554,989872074)+W(6,-1113946573,1025185617,-1143942149,-1123668797)+W(7,1010148467,-1137859715,-1123068365,-1123716033);WS(-1103618872,1023577831); +sum1=W(0,1041702149,1057806109,-1091063799,1022049043)+W(1,1032268701,997904496,-1106010126,-1102660926)+W(2,1021026046,1057675340,-1090884608,1046995709)+W(3,1032012647,-1129702414,-1094077941,-1100395542)+W(4,1023662430,1056283152,-1094732237,1050214494)+W(5,-1111766616,1039716321,-1100869456,-1096243374)+W(6,-1112590149,1049875952,-1105996279,1047647816)+W(7,1042231991,1054291708,-1098425069,-1100607928);sum2=W(0,1073849383,-1072987051,1040644897,1022236877)+W(1,1069429154,-1080077361,-1098556311,-1128073567)+W(2,1070121938,-1076996297,-1124122091,-1118780260)+W(3,1066905653,-1086754234,-1095882058,1027638421)+W(4,-1087755842,1060194671,-1096747545,1012182550)+W(5,-1080359597,1067521081,1048551041,-1129108935)+W(6,-1073496568,1074652354,-1092793409,-1130588931)+W(7,-1070245916,1075883836,1058695504,1001812541);WS(1010873216,-1100304815); +sum1=W(0,-1154187044,1045945805,-1102222630,-1113759340)+W(1,1028741017,1051026373,-1103217414,1022415534)+W(2,-1114247598,1058185854,-1097780567,-1105383733)+W(3,-1099084427,1059904750,-1091550752,-1111624796)+W(4,-1104966895,1052860588,-1108718914,-1114326870)+W(5,994968800,1038231664,-1110664976,-1110217221)+W(6,-1113228468,1040557287,1017403508,-1108875519)+W(7,1028263947,1032103905,1017865354,-1109350878);sum2=W(0,-1114639192,-1100331344,1035901690,1012858414)+W(1,1039210963,1069298433,1043940791,-1126620651)+W(2,1047528380,1080352854,1030733380,1036529177)+W(3,-1099502544,-1067747068,-1084572959,-1099630936)+W(4,1041344628,-1080996124,1003800555,1043527822)+W(5,-1108972702,1032407437,1045939813,-1119860547)+W(6,1021595805,-1121090437,-1121287047,-1145664907)+W(7,-1116883371,1016604711,-1122259179,1034105585);WS(1044302648,-1104457270); 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+sum1=W(0,1022422466,1050205114,-1099402401,-1112848707)+W(1,-1102049002,1052887138,-1102238785,-1106285089)+W(2,1050775273,1052456073,-1100510367,1039607513)+W(3,-1097141731,1049038746,-1088759247,-1098786589)+W(4,1056872997,1040490435,-1122526498,1048305743)+W(5,-1099566807,1039690728,-1099089908,-1104192622)+W(6,1025667942,1043457059,-1102859210,1032266998)+W(7,1032894309,1045856748,-1106963501,-1118572779);sum2=W(0,989650422,-1120410947,1047633630,-1081060940)+W(1,-1108234271,1050158699,1066272871,-1074101109)+W(2,-1120122674,-1092804082,1075424781,-1079387458)+W(3,1045260201,1024838498,1061734347,1050344942)+W(4,-1114112879,-1125280065,-1091697647,1043540897)+W(5,1037831837,-1119936776,1003481288,1039609275)+W(6,-1117501250,-1114421818,1011848513,-1131708367)+W(7,1024132690,1035095434,-1106020023,1026462111);WS(1057810382,986287880); +sum1=W(0,-1105255365,-1110142276,1041191503,1050176972)+W(1,1027767677,-1106138450,1031406779,-1130243957)+W(2,1037147968,-1092238936,1027980992,1041310918)+W(3,1038550632,-1090210593,1049547413,1041377527)+W(4,-1136315263,-1089134184,1052451129,-1115128119)+W(5,1035749561,-1093055129,1057536820,1033537239)+W(6,-1115075413,-1097497096,1050343212,-1127231554)+W(7,1028257967,-1089420006,1058108487,1031965752);sum2=W(0,-1099824579,1070708271,1075074245,-1097074436)+W(1,-1113793286,-1104040400,-1084124078,1023561426)+W(2,1053512844,-1091831853,-1082668198,1039380165)+W(3,-1112943238,-1072548459,-1072503695,1009216489)+W(4,1041834894,-1093778092,1056090411,1043969626)+W(5,-1099992002,1057576575,1053907302,-1107563771)+W(6,-1120789532,1064181862,1058602971,1034348623)+W(7,1024916046,1051972140,1054786345,-1106961801);WS(-1075707047,1038147646); 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+sum1=W(0,-1132576057,1026327841,-1110434490,-1119031508)+W(1,-1123321429,1042302896,-1109312954,1021323174)+W(2,1028959481,1052457903,-1089918670,1029242558)+W(3,-1104176578,1063677500,1025377120,-1118638740)+W(4,1046472198,-1097607903,-1090934974,1013298461)+W(5,-1121060138,-1123802109,1046523967,-1106699146)+W(6,1027556403,-1118671609,-1112257611,1030036314)+W(7,-1115611836,1039698959,1000531209,-1116635705);sum2=W(0,-1106027239,1049930690,-1110218398,1034564779)+W(1,-1122286155,-1127267122,-1108798456,1018367610)+W(2,-1102546078,1041115945,1058786995,-1095860458)+W(3,1055155948,-1091935564,1075372513,1043590800)+W(4,-1096754888,1052250618,-1071163371,-1112711414)+W(5,1032068992,-1103388917,-1123143101,-1119323979)+W(6,-1121774513,1038737216,-1121707895,1016553114)+W(7,1036170969,-1108790214,1032355550,1017858173);WS(1055618972,-1117202987); +sum1=W(0,1030962480,1039894129,-1101932469,1031993659)+W(1,-1101414710,1053882576,-1089999221,1048656807)+W(2,-1098100923,1057347458,-1085784352,1043352452)+W(3,-1111740150,1049814740,1051098296,1031031542)+W(4,1036980413,-1090053902,1056052448,-1104607674)+W(5,1041005827,-1088233382,1051763396,-1119077705)+W(6,1021681163,-1105970903,1044301630,1022017143)+W(7,-1112834597,-1117339136,1032801282,1039235901);sum2=W(0,-1114659327,-1101541229,-1107338771,1039378885)+W(1,-1123577690,1043634319,1057974128,-1111523166)+W(2,1042921002,1066882360,1050113378,1040130625)+W(3,-1105097716,-1077668162,-1080704784,-1104122760)+W(4,1042773509,1037629509,1051155360,1012227066)+W(5,-1093975266,1058638399,1052705661,-1110420726)+W(6,1032061179,-1108208741,1008396554,-1125218199)+W(7,1000405669,-1131856909,-1111189711,1025207949);WS(-1091387548,-1116324289); 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+sum1=W(0,-1102680211,1048681528,1019008549,1008490315)+W(1,-1123018420,-1113607536,1040296293,1012835273)+W(2,-1116849368,-1092105355,1035615004,1027033246)+W(3,1024407336,-1093530556,1061339424,-1128145511)+W(4,-1107241006,-1096193779,1057711678,-1103222073)+W(5,1026392201,-1102060551,1055864515,-1110547491)+W(6,-1107918421,-1102337510,1045891981,-1110097884)+W(7,-1123314455,-1095199752,1052562824,1020395952);sum2=W(0,-1108321996,-1096948503,-1112108000,1026091852)+W(1,-1115537892,-1104693583,-1112710060,1022753169)+W(2,-1106228104,1047339287,-1126080161,-1120501740)+W(3,998645667,1055675007,1051246853,-1105262859)+W(4,-1112292909,1049114511,1041989299,-1123292948)+W(5,1035781218,-1100682049,1025978716,-1139782977)+W(6,-1111036660,1032758858,1034053890,-1111667328)+W(7,1018530825,-1113969306,-1113712936,1033000622);WS(1044590904,1058699692); +sum1=W(0,985175380,-1092606720,1051210502,1009220799)+W(1,1034192409,-1090621088,1050384326,-1109361592)+W(2,1020554347,-1093618783,1055009987,-1117059707)+W(3,1024014533,-1113905855,1062574818,-1128567457)+W(4,-1115433194,-1096920415,1054554325,1015981863)+W(5,-1128687821,-1112503613,1031218808,1039114097)+W(6,1008304190,-1100279725,-1105751509,-1127205548)+W(7,-1115445028,-1101027255,-1144235755,1035507338);sum2=W(0,1036009101,-1108619644,1010492213,-1131279719)+W(1,-1117283755,1041337919,-1100684466,1035041542)+W(2,1033667347,1012813669,1015579759,-1124020763)+W(3,-1107239966,1053310286,1056064408,1025470531)+W(4,1034685217,-1103814148,1050883237,1032198922)+W(5,-1128406639,1029066827,-1113069964,-1104788458)+W(6,-1123321687,-1109499964,-1098878001,1024066141)+W(7,-1125402335,-1123197815,-1096911819,-1108347132);WS(1044030776,-1089132931); +sum1=W(0,1034269487,-1093699058,1045160768,1040395197)+W(1,1032883970,-1097458090,1050995424,-1135242887)+W(2,1042439154,-1086092656,1057188990,1040422743)+W(3,1044751430,-1078975458,-1096290982,1048952172)+W(4,1019707982,1035194756,1032938655,1042217766)+W(5,1041434446,1038040390,1043682915,1043586045)+W(6,-1133288904,-1131544335,1022768458,1029073256)+W(7,-1128708109,-1101499019,1043305900,1044718778);sum2=W(0,1043294282,-1107262777,-1132728616,-1112978295)+W(1,-1127265324,-1107127922,-1133435576,-1101649503)+W(2,1035036911,1048700262,-1115280193,-1142433873)+W(3,1051203976,-1114081637,1060204569,-1138065032)+W(4,-1092441683,1027047222,-1096051714,1049542158)+W(5,1037063919,-1087538045,1059699424,1027406094)+W(6,-1095318743,1043898666,-1091030613,1036599707)+W(7,-1096741875,-1114635611,1057805441,-1117298502);WS(-1083489614,-1078579141); +sum1=W(0,-1113694287,-1091060438,1048678744,1022130309)+W(1,1048897616,-1104759380,1055607032,1045345264)+W(2,-1104500498,-1089217572,1025763911,-1098656951)+W(3,1029397720,-1096433234,1056656214,1045280313)+W(4,1039983475,-1090900481,1055730826,1003335600)+W(5,-1099529286,-1103761763,1039576037,-1104729181)+W(6,1047818144,-1126261903,1050842685,1045845834)+W(7,-1100400745,-1098862766,1044462332,-1124798927);sum2=W(0,1034867092,-1113896283,-1089397746,1053130734)+W(1,1036831152,1008734783,-1143881728,1048547317)+W(2,-1155378720,-1107821706,-1090933436,1050664536)+W(3,1050005016,1036439980,1067046868,-1081990202)+W(4,-1109019109,-1105188391,1074023168,-1073616958)+W(5,-1107857756,-1103852014,1073004488,-1073650181)+W(6,1025727369,-1113326142,1071596064,-1078582463)+W(7,-1105627363,1036502992,1068047188,-1079035066);WS(-1123566816,-1118788492); +sum1=W(0,1034266605,-1131696345,-1102436480,1029920799)+W(1,-1136553988,1054570946,-1101485920,1027694719)+W(2,1032767842,1043367745,-1093672570,1029228634)+W(3,-1119057557,1057910725,-1081257723,1038070160)+W(4,1032596498,1051309065,-1104247863,1041012541)+W(5,-1138237144,1050053561,-1097237249,-1104490509)+W(6,1034235800,1044754161,-1100737384,1036672371)+W(7,1038972738,1047609962,-1118734125,-1101643609);sum2=W(0,1001205015,-1108935456,-1123729961,-1151981614)+W(1,1006355343,1048575251,1037564428,-1123825361)+W(2,1030505158,-1114918170,-1096130861,1015236500)+W(3,-1119701641,-1088419213,-1068662368,-1095410362)+W(4,1039794598,1032736312,1076967646,1049774729)+W(5,-1107202062,1045905661,1068403675,-1105335733)+W(6,1026836118,-1116946341,-1104305708,1050153445)+W(7,-1115440174,1003805295,-1124006983,-1103176791);WS(-1103567160,1051728620); +sum1=W(0,1022317012,1037463598,-1094952698,1033922872)+W(1,-1105517764,1027268637,-1107670055,1024776175)+W(2,-1109296554,1052072875,-1103880757,1038888053)+W(3,1030946149,-1094107172,1052944567,1043766492)+W(4,1032988986,-1087396213,1057943536,-1110506946)+W(5,-1117957958,-1098739651,1052382091,-1108829569)+W(6,1025729823,-1104965205,1036164793,-1132271979)+W(7,1009731405,1017302004,1041821631,1015545129);sum2=W(0,1031290011,-1127050317,-1113481669,-1080536402)+W(1,-1114551402,1026829489,1042490649,-1076466135)+W(2,-1137203270,1032334734,1043198364,1038797044)+W(3,1025723227,-1098446681,-1127701979,1074254195)+W(4,1020823723,1041359246,1057793899,1035340712)+W(5,-1107112701,1041376772,-1100591458,-1118262367)+W(6,-1156747895,1034398482,-1114292550,1013380262)+W(7,-1140368490,-1104694439,1037536680,1032104302);WS(-1106439480,1029090439); +sum1=W(0,1034559195,1042655458,-1102396839,1026400220)+W(1,-1151887836,1030625962,-1115609614,1035325646)+W(2,1020849475,1059377738,-1089162129,1042909598)+W(3,1042053132,-1084013087,-1083731653,1039293086)+W(4,1043127920,-1107145304,1052971191,1029716960)+W(5,1043814293,1032281331,-1107154457,1024778063)+W(6,1037260390,1040913704,-1113717087,1028666946)+W(7,1043715864,1033172451,1017680531,-1130742978);sum2=W(0,-1129107524,1021999108,1022835844,-1129901940)+W(1,-1123636938,-1148550480,1016982596,-1140398984)+W(2,-1116921954,-1104180688,1016773924,1030858450)+W(3,1035143287,1058583951,1054454385,-1117386658)+W(4,1036996009,-1112895549,-1097314323,-1108156993)+W(5,1026655402,-1116180274,-1099699990,-1118751234)+W(6,-1117010042,-1131502740,-1132536424,1016259828)+W(7,-1126794884,-1138164712,-1129763396,-1117013506);WS(1048151864,1059242544); +sum1=W(0,-1122367849,-1097114939,1043794348,1026875087)+W(1,-1121466768,-1097911384,1033810391,1014185912)+W(2,1042165293,-1085899247,1063564267,-1106211614)+W(3,-1116044868,1042506911,1042284551,-1111561384)+W(4,-1105437493,1056857214,-1089674786,1040868541)+W(5,1037358179,-1105063934,1049648847,1028107682)+W(6,-1125163356,-1123578292,1021855394,-1111395274)+W(7,-1111398955,-1106114902,1045389303,1010402126);sum2=W(0,-1139648101,-1110557326,-1106733442,1039330638)+W(1,-1108856547,1041627874,-1106727608,987619817)+W(2,1015236663,1032833232,1048813377,1025349119)+W(3,-1095822659,1054902128,1055403310,-1095503796)+W(4,-1137977893,-1098765424,-1097123375,1050144719)+W(5,1038373686,-1121592121,1045561320,-1108448514)+W(6,1015865663,-1106594443,-1106386080,1041979856)+W(7,1025690243,-1117564251,1017823319,-1105901385);WS(1058511566,1043187024); +sum1=W(0,1042620242,1041476871,-1106861387,1043942651)+W(1,1027981614,1044640335,-1120607404,1040914531)+W(2,1037513401,1039039385,-1101062960,1040902562)+W(3,1050564856,-1085132912,-1089194338,1048598306)+W(4,1040390932,-1095196494,1032203084,1019897185)+W(5,1044188393,-1116362934,-1134658518,1032634704)+W(6,1032851398,-1107832665,1026497359,1027555603)+W(7,1043046140,-1105825814,-1105488567,1032742569);sum2=W(0,-1094808435,-1083260450,1041967320,1026111290)+W(1,-1132385524,-1089624726,-1102801635,1034887813)+W(2,-1110994277,-1098133391,1050258559,-1123786474)+W(3,1039748829,1063143581,1037743779,1033106845)+W(4,1038866141,1043371703,1048943341,-1110363077)+W(5,1012861192,1040218148,-1112998265,-1121754906)+W(6,1030487914,1012758152,1031702418,1012203560)+W(7,-1132742376,1052570990,-1105604919,-1111765769);WS(-1087236686,1061665912); +sum1=W(0,-1115274057,1023071688,-1107980923,-1119301463)+W(1,-1116162424,1030200068,-1101866270,-1128116268)+W(2,-1104461343,1054050807,-1092884195,-1109238785)+W(3,-1093387666,1067462106,1056570668,-1095571507)+W(4,-1113556238,1050597447,1044256537,-1103733247)+W(5,-1115159031,1031104576,-1106234576,-1111522325)+W(6,-1126942285,-1121547516,-1128835891,-1111458030)+W(7,-1121543315,1042315272,-1114796114,-1109780718);sum2=W(0,-1127633710,1024134807,-1114424195,-1109129714)+W(1,1024854732,1020748524,-1098546148,1025355297)+W(2,-1123781128,-1117094752,-1079772750,-1102118069)+W(3,1040493279,1065417820,1059484680,-1114766469)+W(4,-1105896535,1047826025,-1107504040,1033237727)+W(5,1033983514,-1102101577,1049649199,-1154145757)+W(6,-1122459292,1040101538,-1105983778,1012710689)+W(7,-1120616672,-1124130304,1041220419,-1123999628);WS(-1092106140,-1084163121); +sum1=W(0,1036347305,1049849489,-1101083230,-1106738110)+W(1,1016904817,1040213041,-1152694122,-1115216475)+W(2,1034414494,1056746079,-1083169173,1039797369)+W(3,1040590819,1048812489,-1107117385,1022569263)+W(4,1047670567,-1084779712,1051667767,-1112982247)+W(5,1030378702,1040726752,-1109066592,-1125038036)+W(6,-1114654031,1033236350,1024925978,1025136605)+W(7,1037868673,1034988241,-1107106473,-1146668256);sum2=W(0,-1144361879,-1111008682,-1092072719,1021883158)+W(1,-1128843246,-1134810723,-1121102479,-1116668390)+W(2,1005924247,1041181160,1045581242,-1109114373)+W(3,-1104940693,1054697191,1046555600,-1113715104)+W(4,-1123234701,1052731012,-1103970223,-1128555074)+W(5,1030348431,1042931729,-1104348933,1032936433)+W(6,1032437115,-1112071203,-1113690885,-1136719027)+W(7,1024671661,-1111460488,-1129885552,-1114960949);WS(1058637774,-1109876822); +sum1=W(0,-1123254812,1042623060,-1126486401,-1112485473)+W(1,1041301297,-1105094644,-1111052512,1037949088)+W(2,-1108082435,1059472952,-1094910408,1016105496)+W(3,-1113241451,1043969956,-1094009726,1038892497)+W(4,-1110973875,-1113269955,1058531737,-1093047519)+W(5,1027216056,1026816394,-1100061186,1032398170)+W(6,1014894339,-1130602892,1032486130,-1128303438)+W(7,1019588394,1026167148,-1117291247,1021704844);sum2=W(0,1019183838,-1103677237,1041385745,-1115238116)+W(1,1031923668,1026573624,1025625867,1024201143)+W(2,1049015983,-1101357077,-1095136476,1024442030)+W(3,-1096362417,1060010174,-1096248497,-1122837727)+W(4,1005830618,-1122620605,-1115221092,1034369966)+W(5,1036998273,-1106684685,1049273019,1031554545)+W(6,-1119396253,1023743335,-1112424814,1004099770)+W(7,-1125844722,970656667,1011280453,1010302645);WS(1068382951,-1145853862); +sum1=W(0,-1109092968,-1104283584,-1126224104,-1142984099)+W(1,-1120835030,-1104742016,1048835390,1035504970)+W(2,1015957108,-1087137628,1060142968,1044651720)+W(3,1033165317,-1082841532,1050512116,1036256010)+W(4,1015780402,1048723479,1050625794,1040271692)+W(5,-1098982451,-1119342334,1046183055,-1112268532)+W(6,-1106789039,1037068029,1033167819,-1115364877)+W(7,-1105810191,998682871,1042826568,-1113754717);sum2=W(0,1042289605,-1105845074,-1105090355,1041479887)+W(1,-1123754179,1032442894,-1106552079,1028813354)+W(2,1040865617,-1090127653,-1075116096,-1087510643)+W(3,1025996190,1055606718,1073431719,-1084272058)+W(4,-1100913998,-1104101067,1067916428,1045036562)+W(5,-1118459936,1026136504,1042119939,-1131666845)+W(6,-1114401734,1031986833,-1112990087,1021173748)+W(7,-1118182115,1045409779,1031635830,-1131440550);WS(-1115823328,-1115141930); +sum1=W(0,994860217,-1096937968,1034643656,1022968545)+W(1,1043355533,-1093401724,1045563268,-1100277972)+W(2,1046651158,-1082957735,1056739037,-1106135459)+W(3,1031967699,1057829358,1053028032,-1113373017)+W(4,-1112906011,1054780763,-1085595451,1036473238)+W(5,-1139800861,1049387203,-1100812438,1042166401)+W(6,1032268536,1029694230,-1112691098,-1109328859)+W(7,1021673189,1032667294,-1163065290,1026417494);sum2=W(0,1041009418,1006794492,1023178506,-1126244586)+W(1,-1106230161,1034312638,-1120362931,1021996758)+W(2,-1113994011,-1108126219,-1105213924,-1131146954)+W(3,-1100787264,1060460225,1054015707,997147503)+W(4,-1102450993,-1119222967,1053508358,-1107185372)+W(5,-1114680808,-1097084093,-1133314452,-1126416406)+W(6,1031764893,-1125377404,-1141774536,-1126617106)+W(7,-1145068408,-1105852265,-1120752408,-1131039214);WS(1044911928,1063248560); +sum1=W(0,-1117210934,-1089987573,1050931427,-1154913199)+W(1,1045807559,1006551364,1049202419,1049427019)+W(2,-1116245664,-1085623154,1044690392,-1098224261)+W(3,-1122601008,-1098705597,1056494849,1043742399)+W(4,1041679280,-1089608778,1054654497,1009817082)+W(5,-1102494868,-1098692501,1047881833,-1102952115)+W(6,1044187563,1040126000,1043119951,1048685800)+W(7,-1101059428,-1100421777,1043071666,-1132265536);sum2=W(0,-1110897864,1031814971,1060526454,-1090228093)+W(1,-1104703066,-1126406622,1034850394,-1097166620)+W(2,1039476246,-1112535334,1060516426,-1091926928)+W(3,-1102025112,-1088994686,-1088701567,1063814816)+W(4,1041770976,1050082866,-1072347435,1074296249)+W(5,1044782005,1038057456,-1075073775,1073862535)+W(6,-1112640404,1029663347,-1077197270,1067261757)+W(7,1045848501,-1098794387,-1081012351,1067785227);WS(-1105546040,1026157880); +sum1=W(0,1040950836,1040614249,-1102499357,1036650571)+W(1,1036866652,1043435937,1032157499,1032871003)+W(2,1045419231,1048836647,-1088963702,1035867609)+W(3,1057171433,-1092874056,-1078642173,1040635958)+W(4,1039696013,1049109967,-1094603626,1039966133)+W(5,1040737235,1037560064,999044599,1035782037)+W(6,1031337694,1039556030,-1107844556,1034875342)+W(7,1043417390,1020658754,-1101965321,1029450491);sum2=W(0,999804672,1033414560,-1131242272,-1111239120)+W(1,965076992,-1142972544,-1152459008,-1114613368)+W(2,1017997216,-1117537424,1043660652,1024438240)+W(3,-1113573416,-1080122522,1068973644,1009242816)+W(4,1015814944,-1116987776,-1113471168,1026341216)+W(5,1013150208,1009041344,1023678672,-1111376032)+W(6,1004325632,1030258512,-1115573696,-1124670336)+W(7,-1116017408,-1123867424,1025739248,1011147520);WS(-1081027239,1060388068); +sum1=W(0,1040945153,1049191505,-1103567931,-1142725077)+W(1,1018532824,1052335227,-1106690587,-1126830164)+W(2,1048158700,1053224518,-1098210230,1044049241)+W(3,1050078256,-1089652372,-1079677805,1037048166)+W(4,1043330564,1050009062,-1090769236,1037549983)+W(5,1045983912,1019623144,-1102526621,-1124021470)+W(6,1034126717,1043374892,-1113976903,1031972104)+W(7,1042366848,1037373643,-1106920486,1000910717);sum2=W(0,1029289565,-1119356133,-1126159585,-1119814653)+W(1,1023484285,1031916514,-1111485988,-1133461586)+W(2,1041097307,-1120749829,-1121314077,-1112201820)+W(3,1044843621,1057057740,1024531885,1001931237)+W(4,-1101664529,1055633817,-1102656055,1035253182)+W(5,-1108647964,-1098024997,1016983721,1019582313)+W(6,-1111945130,1038083406,-1105960100,1011319026)+W(7,-1129898257,-1101101054,1022769465,-1110859200);WS(-1121436896,-1083449266); +sum1=W(0,-1131437006,1057845458,-1096100393,-1112818966)+W(1,-1126965659,1026072602,-1106937331,1025271436)+W(2,-1106898372,1058188821,-1089458543,-1120770471)+W(3,1049661628,1047051462,-1093909527,1039868950)+W(4,-1110051320,1036301673,-1105302990,-1101852248)+W(5,1048826500,1049513187,-1097831955,1048680544)+W(6,1018834023,1026266705,-1115312055,-1111779257)+W(7,1030351624,1043516478,-1094725407,-1137214404);sum2=W(0,1025140224,-1118806788,-1126785121,1031495588)+W(1,1016993788,1030590564,-1118559458,991152164)+W(2,-1106156741,1042721449,-1106137914,1038491925)+W(3,-1085967118,1078987048,-1100137345,1040984057)+W(4,-1070014283,1078555235,1044823121,-1111978905)+W(5,-1066270592,1069325982,-1105174392,1030579932)+W(6,-1089828448,1051485796,-1121082393,-1113499951)+W(7,-1115300709,1026006822,1011662011,-1120641633);WS(1060473294,-1125032523); +sum1=W(0,-1118381578,1043924207,1028842287,-1103983036)+W(1,-1131528546,1048790648,-1094915206,1032416951)+W(2,-1103035725,1057928103,1048586166,-1131359957)+W(3,1044891665,-1096003632,-1089668066,1041536420)+W(4,1017562024,-1104437021,1048997587,-1119623443)+W(5,1038728371,-1127678449,-1106021950,1026802338)+W(6,1013193724,-1138265298,1016196772,-1112764523)+W(7,1017619335,1019650740,-1112334062,1028850580);sum2=W(0,-1124013145,1023871771,1041717973,1027246941)+W(1,-1154979909,-1104183315,-1104961174,-1105906795)+W(2,-1113455493,1024353365,-1071159846,-1114760758)+W(3,1042673063,-1099433949,1075222357,1048045634)+W(4,1009341589,1037029004,1061754151,-1101645527)+W(5,-1131887235,-1106752952,-1106459992,1027783079)+W(6,-1126494367,-1136822537,1037905746,-1130069351)+W(7,-1120394460,-1135604889,1020599743,1023779471);WS(1063175758,1049951270); +sum1=W(0,1051934199,-1084051495,1040719576,1028219745)+W(1,1041620825,-1091045702,1046456792,1028165760)+W(2,1053157077,-1089200998,1054477181,-1110307566)+W(3,1019501037,-1103613676,1050464826,1037889601)+W(4,-1121035141,-1103906809,-1098419444,1045652053)+W(5,1024394007,1042850683,-1097805325,1054554722)+W(6,1034798936,-1117239270,1011564046,1031152711)+W(7,999909159,-1106705027,-1091232034,1056053333);sum2=W(0,-1091471926,1062079447,1055700238,1015596856)+W(1,1042259987,-1095572989,1041645665,1033532620)+W(2,-1103057728,-1089203271,1037140407,1035045090)+W(3,1049412228,-1092861102,-1093629070,1042934527)+W(4,1044973062,1034556296,-1095940003,1032040702)+W(5,-1116401558,1047552828,-1106623325,-1106239816)+W(6,1011000463,-1110031497,-1107294450,1033073048)+W(7,-1130123924,1051271629,1053844390,-1095799213);WS(-1085388366,-1090694979); +sum1=W(0,-1123787314,1044273497,-1108110651,-1115475932)+W(1,-1119481145,-1130943626,1041576542,-1117135031)+W(2,1032777214,1047368143,-1087220302,1040347561)+W(3,-1112850502,1059845268,1027588771,-1101064470)+W(4,1041751591,-1095680144,1036323946,1037523789)+W(5,-1125429276,1039407200,-1111657568,-1126225621)+W(6,-1140788444,990533574,1021334836,-1134357621)+W(7,-1113892940,1032644049,-1143449895,-1109271006);sum2=W(0,-1107190004,1037736456,-1125693587,-1120404934)+W(1,1013881877,-1105376838,1040619572,-1122228614)+W(2,-1118295314,-1123416196,-1082924015,1051908042)+W(3,-1121103222,1042717593,1068021664,-1087341114)+W(4,-1127822751,-1115549939,1016978358,1042189807)+W(5,-1115317828,1043660085,-1108863865,-1125959243)+W(6,-1126179247,-1126402007,-1136349779,1038966556)+W(7,-1114801766,1040920849,-1107267301,1023515477);WS(1065904679,-1122628785); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][0] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[5][2] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[5][3] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[6][0] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[6][1] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[6][2] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[7][0] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[7][2] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[7][3] = HOOKED_texOff(vec2(4.0, 2.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1106336704,-1134422686,-1097058997,-1096794255)+W(1,-1096428577,-1108910446,-1110459731,-1101174078)+W(2,-1104338237,-1108550970,1036063029,1068454954)+W(3,1045547931,-1102009308,-1122481515,1017740065)+W(4,1041734649,-1135080854,1053379177,1068510503)+W(5,-1114733521,-1146436468,-1107441476,-1113618698)+W(6,-1112016931,-1117701445,-1099451832,-1092648385)+W(7,-1101312270,-1118387353,-1118789516,-1107281979);sum2=W(0,-1107960738,1022891960,-1112828174,-1099542471)+W(1,1028527356,-1124169384,1003609248,1019646072)+W(2,1034572820,1003346080,-1096749055,1067566060)+W(3,-1090311143,1028295012,-1101382023,-1102277943)+W(4,-1105088633,-1103397515,1056062200,-1127174872)+W(5,1048792675,-1106700271,1033154740,1037356874)+W(6,-1147785184,1035529310,-1105585021,1034766166)+W(7,-1117109292,-1116900804,-1121486356,-1114899026);WS(-1075683047,-1087125913); +sum1=W(0,1042687663,1034752002,1020877136,1043598702)+W(1,1032834596,1049059763,1041786741,1050972591)+W(2,1052977914,1046022844,1051043629,1049374510)+W(3,1044576234,-1108783446,-1105784362,-1089957133)+W(4,-1087267578,-1097639380,-1087388173,-1095656786)+W(5,-1108370107,-1101488315,-1111228387,-1108747496)+W(6,1041384601,1034807969,1037740431,1044538321)+W(7,-1113942663,1043415765,1011031587,1034104676);sum2=W(0,-1129327146,-1149557934,1027469999,-1116270499)+W(1,-1107094547,-1114668504,-1136313139,-1115408970)+W(2,-1112916736,-1120018795,-1105442406,1056936993)+W(3,1036431709,1029410453,-1126491682,-1112281372)+W(4,-1109246006,1012425107,1044505132,1054092693)+W(5,1015080154,-1102188513,-1123974759,-1115235380)+W(6,-1168639863,-1122303521,-1114911422,-1109477794)+W(7,-1122292075,1038663029,-1124857486,1004657207);WS(1042212664,-1102203684); +sum1=W(0,-1140902818,1019874102,-1138465404,1041713132)+W(1,1031911135,1032244040,-1122713961,1032066151)+W(2,1040147851,-1104962202,-1102798136,-1085739950)+W(3,-1090423514,-1096835716,1015091005,-1100137137)+W(4,1035472140,1045102086,1044852023,1052255697)+W(5,1050093153,-1114874577,-1125530488,1025859399)+W(6,-1111794429,1033944684,-1122108180,1042129278)+W(7,1026181805,1045351411,1045226448,1037723887);sum2=W(0,1025219442,-1119436548,1041363772,1026037858)+W(1,-1106963956,-1148187164,-1115265228,1027834104)+W(2,-1109152196,-1122141349,1032935700,-1095545125)+W(3,1029288712,1048235476,1017807431,-1124373883)+W(4,1026944460,1040314652,-1124096755,-1132954458)+W(5,1063106013,1044093468,-1119277141,-1115291573)+W(6,-1136900198,-1112897189,-1144192892,1046665648)+W(7,-1112667488,-1091150222,-1098670428,-1099776205);WS(-1106435384,1038338229); +sum1=W(0,1040095954,1019822615,1037825128,1041126536)+W(1,1042659628,1046281616,1025627498,1052688116)+W(2,1057302312,1048464174,1048602738,1046177110)+W(3,-1113571175,1010729037,-1116720143,-1090676327)+W(4,-1085504617,-1109673285,-1088007186,-1089584127)+W(5,-1112427435,-1099904421,985851280,-1109333660)+W(6,1038469973,1008999077,1047759857,1042217259)+W(7,-1122205838,1042535855,1020820192,1034203799);sum2=W(0,1016257202,1025056091,-1123344133,-1117490597)+W(1,-1139226916,-1121712633,1032149092,1018740994)+W(2,1059204215,1059357388,-1096239491,-1080318626)+W(3,-1097775023,-1121076469,-1108589001,1042934709)+W(4,1078138204,1057901024,-1075026282,-1073900782)+W(5,1041808545,1040778731,1040543247,1013253724)+W(6,1045786159,-1115583727,1040463834,1043123901)+W(7,1021989454,-1105966927,1015040126,-1147555881);WS(-1079558823,-1098708322); +sum1=W(0,-1107155318,1025234303,1015859078,1036194249)+W(1,-1109510417,-1106597869,-1106784003,-1107821257)+W(2,-1102044491,-1098872409,-1087610848,-1086405173)+W(3,1049149960,-1113006787,1034815041,-1109243348)+W(4,-1157836704,1050456336,1055919296,1051086989)+W(5,1049231261,1047976577,1037659280,1045770027)+W(6,1018716763,1032647774,1043448582,1041211303)+W(7,1032229161,-1113988824,-1114873522,-1115826050);sum2=W(0,-1115121954,1012713185,-1120959275,979525395)+W(1,1031308048,1023425822,1008898041,1015643115)+W(2,1038073794,-1114116718,1048906430,-1089285214)+W(3,1044939824,960279117,-1114246838,-1116674868)+W(4,-1128914993,1041575276,1074552079,-1076455267)+W(5,-1081125046,-1109266711,1028966618,-1116558128)+W(6,-1116577465,-1124395325,1055266270,1060162115)+W(7,-1098098687,1021768571,-1124862202,1013382601);WS(1045132600,-1120782135); +sum1=W(0,-1105751784,-1105178898,-1104184899,-1114219853)+W(1,-1110381909,1038688878,-1129240105,1028338913)+W(2,1057393815,1048859946,1059464001,1046945589)+W(3,-1115358437,-1101266388,1006928425,1001553277)+W(4,-1105555137,-1097544977,-1093321826,-1096850414)+W(5,1045680426,1054674458,1040711722,1051440502)+W(6,-1117651397,1030868229,-1113548192,-1114482291)+W(7,-1100710867,-1101910270,-1109195062,-1106616547);sum2=W(0,1017265392,-1109811903,1023756444,-1113627340)+W(1,1014378799,-1145950526,-1129429444,1013677319)+W(2,1041015042,1031690548,1041543835,1061785433)+W(3,-1112539854,1033767962,-1111764061,-1098545742)+W(4,-1100279165,-1110095441,-1121800962,1052269299)+W(5,1027655784,-1103181542,-1110834939,-1106577514)+W(6,1015388608,-1118750728,1018680528,-1143924414)+W(7,-1099334823,1020584168,-1108053853,1036964648);WS(1052573852,-1122511817); +sum1=W(0,-1122539822,1036520122,-1150669710,-1131456914)+W(1,1027717464,1032118773,1021054902,1030809195)+W(2,-1107197216,-1104137920,-1095755763,-1089160552)+W(3,-1090293588,-1090056564,-1092174087,-1086001910)+W(4,-1123108403,1038549849,1032946604,1050538028)+W(5,1052989852,1057974832,1053464075,1057808582)+W(6,1051517474,1023654291,1039184399,1041388597)+W(7,-1168884669,1033029075,1028526105,1041880934);sum2=W(0,-1085894681,1038192816,-1098445483,-1102898046)+W(1,1008806191,1050638036,-1102617523,1057325981)+W(2,-1108201039,-1090848333,1052221636,1071505414)+W(3,-1098981857,-1086351349,-1096799400,-1088620184)+W(4,1070882268,-1093216289,1067999858,1073865984)+W(5,1058878464,-1083525828,-1107159037,-1083206959)+W(6,-1081052443,-1102549623,-1087793608,-1090403840)+W(7,-1095780376,1055133376,-1096503933,1053790412);WS(-1073219892,-1080326418); +sum1=W(0,-1114077580,-1142635506,-1142955026,-1123237842)+W(1,1038107057,-1103324917,1026598572,-1095875035)+W(2,-1101602915,-1103425331,-1090278522,-1092662145)+W(3,-1091646784,-1114692451,-1101848592,1038718196)+W(4,1057495924,1053716920,1055741332,1051447237)+W(5,1052494629,1049044089,1043005848,1047828379)+W(6,-1151047116,-1114784094,-1111276924,-1121668701)+W(7,1000704387,-1109204280,1010568075,-1156952092);sum2=W(0,-1121663397,-1116542136,1042431779,1037730633)+W(1,1010053773,-1137348615,1028087910,-1119025600)+W(2,-1095443331,1050195534,-1123573301,-1100504352)+W(3,1043186658,-1102861372,-1110454800,1040229501)+W(4,-1067370736,-1071776975,1068672794,1077012119)+W(5,1070664889,1045361006,-1123945395,1027642294)+W(6,1005231721,974104521,-1111985184,1047585075)+W(7,1016528922,-1109020232,1037668055,-1117277443);WS(-1130027456,1047744266); +sum1=W(0,1030328637,-1100312969,1036569044,1044449278)+W(1,-1106699970,1046212150,-1104762293,-1124975021)+W(2,-1103440100,1043447132,-1096543805,-1093151398)+W(3,1024264999,-1115860524,1041344218,1032410566)+W(4,1050534604,1038395889,1037345619,-1106526388)+W(5,-1115006287,1035372917,980910400,1044066628)+W(6,-1130350917,-1105733872,1043114871,1022399622)+W(7,1020228332,1024836117,-1123108872,-1112803412);sum2=W(0,1029880722,-1098453144,1029103498,1067660000)+W(1,-1094604015,1046293202,-1104816365,-1117927817)+W(2,1033391383,1041649400,-1095624145,-1082091368)+W(3,1056223691,1027973488,1034193475,1034286113)+W(4,-1137819024,-1137377888,1040796761,-1080643124)+W(5,-1102259819,-1121978412,-1148596400,1041009105)+W(6,-1114516031,1025620716,1035240799,1066795978)+W(7,-1098376459,1036814117,-1107858514,-1114981924);WS(1049012636,1037011386); +sum1=W(0,-1108102978,1042768739,1036457352,-1105146600)+W(1,-1100621772,-1100160944,-1149100234,-1116535239)+W(2,-1097922903,-1089977373,-1083790961,1050515995)+W(3,1053649082,1044221701,1020595485,-1110188826)+W(4,1049818257,1052134241,1059747641,1062551839)+W(5,-1088576433,-1093385002,-1108848982,-1147628986)+W(6,1041216474,-1106782690,-1120768141,975424142)+W(7,1042971413,1047421135,-1142399358,1034144007);sum2=W(0,-1130376652,-1109307779,998991648,-1105231849)+W(1,-1124853008,-1110904873,1033926100,1012787248)+W(2,-1109271051,1040605589,-1117670218,1068278024)+W(3,-1099193318,1035466738,-1111928806,1025845624)+W(4,-1098570547,-1097221185,-1087670872,1068017963)+W(5,-1103240593,1049832589,1018913792,1035573068)+W(6,1029552052,-1097745138,-1101762859,-1100990121)+W(7,-1094879980,-1119653306,-1099498770,1046656503);WS(-1099128120,1074104605); +sum1=W(0,1001695642,-1114738061,-1137881464,1035838167)+W(1,1036976671,1043227732,1024532056,1041576607)+W(2,1031876531,1036082771,1049670772,1045634202)+W(3,1039176783,1044499416,-1115296143,1036111714)+W(4,-1106225286,-1127447088,-1114090766,-1084335000)+W(5,-1092101927,-1106295064,-1108352670,-1103209586)+W(6,1039516460,1037331996,1048871226,1024672505)+W(7,-1111706306,1040216275,1018355325,-1129216251);sum2=W(0,-1125983803,1026289226,1003361806,1036989304)+W(1,-1121376018,-1127516251,999276462,1020382491)+W(2,1057121124,1048908439,1042597022,-1101738899)+W(3,-1101518001,-1114490175,1032222895,-1111061815)+W(4,-1097673861,-1081617292,-1083990029,1066557847)+W(5,1050089807,1021212715,-1107462587,1048167829)+W(6,-1097055530,-1105528539,-1094090339,1060807350)+W(7,1045798092,1007168711,1021142275,1024157832);WS(1043392312,-1114334171); +sum1=W(0,1041086874,1027676176,1029494548,1038182418)+W(1,1033375641,1014428948,1016176348,1036956537)+W(2,1046571639,1051603231,-1114765098,1063881062)+W(3,1036439434,1039261900,1049353410,1039119196)+W(4,-1101297859,-1100311555,-1090719068,-1092551191)+W(5,-1093343060,-1095549099,-1102133676,-1097401399)+W(6,-1108043111,1031499310,-1123479337,1047470620)+W(7,1029157954,-1113522785,1032866554,-1108903402);sum2=W(0,1032922039,1034144522,1035186417,-1106146153)+W(1,995983013,1014708981,-1118508182,-1122673776)+W(2,-1110774431,1041464609,-1089347840,1063858171)+W(3,-1103182741,-1105498679,1046443094,-1107403517)+W(4,1024080221,1024001520,-1102975683,1062496232)+W(5,-1104694448,1034761930,-1113235807,-1126790312)+W(6,-1111786600,1038622987,-1098326560,-1094555153)+W(7,-1110476474,-1107944280,1045574278,-1119406695);WS(1055141020,1060902337); +sum1=W(0,1034435725,-1133288704,1026181508,1033934442)+W(1,1030709219,-1118188821,1027652318,1035419593)+W(2,1057965143,1052483105,1052696320,-1122504460)+W(3,1052884304,1049027177,1046782257,1045790650)+W(4,-1123568702,-1121795134,-1094115828,-1084201687)+W(5,-1093347107,-1096042081,-1098441692,-1101051195)+W(6,-1104499136,1006999415,-1153162900,1029709087)+W(7,1036285529,-1155692311,1013713298,-1111952258);sum2=W(0,1043194323,1017945729,992756489,-1117717167)+W(1,1023440269,-1108161809,1034607052,-1115924363)+W(2,-1070666261,-1075189642,1068575013,1076566585)+W(3,1056539999,-1098049115,1036076910,-1112346970)+W(4,-1098866335,-1106608294,1051129947,1049134123)+W(5,1047751107,-1097073139,1011007330,1016205049)+W(6,-1101126135,1010301074,-1107911121,1046700061)+W(7,1020103457,1026363561,1035420194,-1137869730);WS(-1090579868,1070279725); +sum1=W(0,1032329895,-1102328821,-1113203900,-1098061089)+W(1,-1105344998,1034205973,-1106552005,1041435478)+W(2,1048430680,1050349544,1052980239,1057014372)+W(3,1057962188,1038273502,1046276062,1049777060)+W(4,-1101560157,-1091335294,1039656780,-1084573078)+W(5,-1103450436,1043587871,-1098888483,1002064136)+W(6,-1129281319,1012204235,1033674783,-1115372202)+W(7,-1108117804,-1111454739,-1115265901,-1109943484);sum2=W(0,987673807,1036995374,-1095509641,-1094252408)+W(1,-1119095571,-1103179232,1040985329,-1114181285)+W(2,1027892228,-1102736131,1034852634,1059241808)+W(3,-1103859919,1043446486,-1109795439,1004807604)+W(4,-1103141235,1049007178,-1090760003,1060311666)+W(5,-1129798465,-1100012675,1051746582,-1113144024)+W(6,1005138532,1028221332,-1123669832,-1128511149)+W(7,1032914452,1006285508,-1122773902,987177167);WS(1058381774,-1086956646); +sum1=W(0,1005434106,-1149835360,1034370117,1036055789)+W(1,1007595428,-1173712576,-1122685332,-1119060568)+W(2,-1096145742,-1100460324,-1096424577,1033532617)+W(3,1049990129,1042033667,-1147483724,1021597150)+W(4,1046241393,1039571170,1054608457,-1110152984)+W(5,-1100950084,-1103984787,-1122634471,1016207588)+W(6,1026532260,-1120107684,-1107524072,-1123297125)+W(7,1032832748,1041584782,-1111048693,1023439817);sum2=W(0,1073050559,1069067455,-1096535796,-1073893027)+W(1,-1077684470,1038335059,994568047,-1109196141)+W(2,1049113865,1035642194,-1105600932,-1114871718)+W(3,-1104998692,1034875990,1004288083,1019116562)+W(4,1048373410,-1101089925,1050248373,-1113393188)+W(5,1015693919,1032989733,1024635942,1041247426)+W(6,-1123382260,1035361564,-1105239942,1000972215)+W(7,-1112223483,987872957,1016564448,1019016937);WS(1051792028,1027146209); +sum1=W(0,-1173418992,1031492470,1030866682,-1111745573)+W(1,1037975597,1032231158,1021051177,1029296729)+W(2,-1096555104,-1099279313,-1102472206,-1086728512)+W(3,-1098029143,-1099704976,-1107704157,-1088435526)+W(4,1048715847,1043543405,1045948678,1048944276)+W(5,1053562136,1041023999,1031959404,1046674105)+W(6,1037767898,1032372106,1031937048,1030986133)+W(7,1035090980,1038793940,1031982829,1043937550);sum2=W(0,1076285256,1067013205,1054912747,-1103468782)+W(1,-1082179927,-1086354611,-1086555076,-1077304359)+W(2,-1071495861,-1080654015,-1092768710,1053690657)+W(3,1062196550,1059230433,1065208788,1069826015)+W(4,-1089164092,1044446905,-1089831336,1049463752)+W(5,-1116071286,1055604285,-1102169042,1049830695)+W(6,1024798548,-1130255717,-1111620633,-1129289568)+W(7,1022374674,-1147177200,1008723412,990531682);WS(-1116843232,1041538044); +sum1=W(0,1038718416,1041393778,1023355030,1040958951)+W(1,1040537034,-1112360254,1043346413,1047211822)+W(2,1050813118,1048646402,1043671731,1037057641)+W(3,1050123337,1052799074,1037436293,1042212684)+W(4,-1091780513,-1107072481,-1097953353,-1088265503)+W(5,-1105750724,-1091053114,-1121572392,-1091261766)+W(6,-1107356403,1032833522,-1126022145,-1185162751)+W(7,1038008293,-1123581176,1033129910,-1116284746);sum2=W(0,-1127892588,1025248710,-1127740272,-1114879615)+W(1,-1125515678,-1135605467,1015277154,-1118452308)+W(2,-1090048491,-1124324076,-1092974499,1047668544)+W(3,1042122418,1052455522,-1102075660,1052515578)+W(4,-1076486023,-1080184847,-1080442855,1048567939)+W(5,1066323214,1068938556,1066205534,1058048535)+W(6,1071993665,1067215194,1068762214,1014309155)+W(7,-1079656754,-1077318729,-1083078137,-1086246531);WS(1045082936,1047750074); +sum1=W(0,1017867382,-1105827232,-1139557912,-1098507795)+W(1,-1112138258,-1113781499,-1117154624,1024003356)+W(2,1038967959,1036533543,1048524561,1057427781)+W(3,1057555836,1044700722,1037485187,1046059755)+W(4,-1107005280,-1101431328,1044741561,-1099209723)+W(5,-1103886606,-1117912777,-1108908881,1024367918)+W(6,-1117189504,1000061951,1034808454,-1102176472)+W(7,-1102736460,-1102956733,-1113728179,-1108156515);sum2=W(0,1003184961,971431442,-1131894760,-1133283297)+W(1,984723076,1031831407,-1125590160,1031681833)+W(2,1024857236,-1109323954,1026446282,-1105665514)+W(3,-1116186208,1024492508,-1121629964,-1148808497)+W(4,-1114215978,1030818718,1031262679,1056963612)+W(5,1055283667,975724297,-1116339968,1026784592)+W(6,1037587704,-1121823736,1045339410,-1107079097)+W(7,-1090072253,-1102678968,-1103014356,-1123463096);WS(1059869006,1015916977); +sum1=W(0,-1111801867,1039164638,1023424768,-1118862224)+W(1,-1114194639,-1099094340,-1118811114,-1096321008)+W(2,-1103727218,-1102716146,-1089648586,-1092420393)+W(3,1049092536,1052180160,1032231232,1046058153)+W(4,1051877295,1051739903,1057614174,1055627629)+W(5,-1096079006,1008315659,-1121275805,1039975892)+W(6,-1115491581,-1106752078,-1104830517,-1112797325)+W(7,1038662167,1030088557,-1131680577,-1175801754);sum2=W(0,-1113427160,-1104433368,-1104169884,-1117600576)+W(1,-1102319880,1039627671,-1097619580,1047721667)+W(2,-1090644207,-1091764889,-1109333336,1065407690)+W(3,-1098732665,-1109931470,1043714297,1041133481)+W(4,1034414883,-1120815960,995253792,1059846520)+W(5,1048874179,1008884504,1021072320,-1103318888)+W(6,1038986783,-1135559136,1033390214,-1120264784)+W(7,-1104270640,1019376128,-1111461786,-1142244432);WS(1054131356,-1077482588); +sum1=W(0,-1100136045,989703980,-1114161471,-1117800461)+W(1,1013262449,-1112319975,1027862775,-1103330903)+W(2,-1101215881,-1100083265,-1091699940,-1088812180)+W(3,-1095974704,1033042241,-1095224480,-1102789769)+W(4,1045307006,1039854844,1051542530,1056393300)+W(5,1053327664,1059113280,1049428707,1055440053)+W(6,1047064142,-1120855287,1042850313,-1122501592)+W(7,-1118254671,-1111473941,-1119385054,-1109190398);sum2=W(0,-1098032416,1055692800,-1101668743,-1100435053)+W(1,-1089098280,-1094416925,-1099202751,-1104551065)+W(2,1063396296,1024719031,1065491656,1073645059)+W(3,1060161647,-1074198531,-1081296593,-1083400329)+W(4,1043414797,1032661901,1058961916,1063424749)+W(5,-1096580753,-1098776178,-1115458644,-1092624053)+W(6,-1093635160,1049215120,-1090478816,1050905898)+W(7,-1135528507,1042380471,1032695397,1054277265);WS(-1082679118,-1072338335); +sum1=W(0,-1126832308,998650886,1029713605,1045660229)+W(1,-1125245511,1001090478,-1126242526,-1128346278)+W(2,-1092407662,-1099976035,-1098757312,1049242330)+W(3,1052609817,1049104969,958956607,-1170516592)+W(4,1041636256,1035459839,1053507448,-1097348797)+W(5,-1097111418,-1099322690,-1116731426,1009511091)+W(6,1032452512,-1118647007,-1113994637,1019901759)+W(7,1026546307,1041545965,-1113342195,1027607012);sum2=W(0,-1069228184,-1073602631,1021776922,1076866983)+W(1,1069809281,-1101499289,1013617559,1036050969)+W(2,-1099529380,1043301860,1054858487,1044685536)+W(3,1062109344,-1097491140,-1149319294,-1113127688)+W(4,-1112044089,1041147606,-1119872164,-1106846135)+W(5,1042271976,1035368326,1025827813,-1115137330)+W(6,-1144476451,-1112019052,1036271953,1018899191)+W(7,-1114284680,-1126672913,-1112053703,-1146921887);WS(-1125906880,1029353026); +sum1=W(0,1052620124,1040928385,1053619569,1034478636)+W(1,-1149501032,1027228408,1033816441,-1143379631)+W(2,-1082830235,-1087911853,-1088553290,-1115166792)+W(3,-1104403058,1046902211,-1140598044,-1115398454)+W(4,1044570800,1048894344,1054767249,1052323270)+W(5,-1096342700,-1092690897,-1112660402,-1089842615)+W(6,1033131793,1031982257,-1118254573,1037418321)+W(7,1045103465,1053685367,1032758420,1056771243);sum2=W(0,1052242091,-1105901664,1041713460,-1098081544)+W(1,-1101414896,-1140318759,-1123485994,-1108472633)+W(2,-1123374674,1032004261,1057464262,1055897675)+W(3,-1108453649,-1099401944,1039811869,-1092934450)+W(4,-1088438592,-1109896025,-1106721416,1057898227)+W(5,1044097375,1041656473,1042751001,1033994653)+W(6,-1109756837,-1117902306,-1106560728,-1101499608)+W(7,-1114554169,1042131382,-1104786072,1048148308);WS(-1080878567,1068324028); +sum1=W(0,-1115471279,1019310859,-1121098697,-1115193805)+W(1,-1153442440,-1104713039,1023975060,-1094675607)+W(2,-1095139206,-1103458412,-1090917913,-1094785898)+W(3,-1100131090,-1118370765,-1102569730,1044057356)+W(4,1057833304,1049561152,1058273109,1054221326)+W(5,1050583410,1048985266,1041261354,1045920684)+W(6,1032811018,-1118469827,-1107876783,-1109399058)+W(7,-1121957752,-1109945243,-1125987028,-1144681671);sum2=W(0,-1122597644,1032420914,-1109997244,1029919127)+W(1,-1129031901,1025876905,-1121404056,1025649559)+W(2,1052263517,-1132353885,-1113437764,-1086124512)+W(3,-1134522929,-1137529969,1041285329,-1111439550)+W(4,1084267296,1077171750,-1076080701,-1066836895)+W(5,-1073829589,-1128728545,-1128683125,-1109934248)+W(6,1037076324,1017945885,1045994672,-1105598049)+W(7,-1115453382,1027437378,-1112127416,1032857588);WS(-1106960696,-1099012034); +sum1=W(0,-1114528403,-1119077260,-1143558020,-1119877760)+W(1,-1109244232,-1096650748,-1112604445,-1100402892)+W(2,-1099071342,-1099370430,-1089278443,-1086538844)+W(3,1010994112,1041376829,1042854492,1049345155)+W(4,1055554285,1049964157,1061104081,1056629915)+W(5,1049997315,1042073805,1031563405,-1123516568)+W(6,-1109121109,-1115766890,-1114965299,-1120868875)+W(7,1034547527,-1114495407,-1139584324,-1118254096);sum2=W(0,-1116593925,1028908115,999050165,1037914955)+W(1,-1106109711,-1105957739,-1123834115,-1113783754)+W(2,1027806287,-1136470458,1039840949,-1122048333)+W(3,1057135276,-1105275062,-1096566133,-1105721601)+W(4,1032648371,1006654490,1052059722,1057985079)+W(5,-1090440242,-1131926605,1018741845,-1124260101)+W(6,1024756439,-1116529299,-1107372324,-1128153177)+W(7,-1142966917,-1123338691,1013415162,1018182189);WS(-1103089976,1059868827); +sum1=W(0,1026631887,1033737723,1034000797,-1130496915)+W(1,-1106694966,-1105866475,-1106727101,-1098705919)+W(2,-1091300264,-1096562704,-1087537316,-1094386976)+W(3,1044429902,1045093007,1040636078,1044615672)+W(4,1056895190,1050565142,1059766350,1053939124)+W(5,-1108577640,-1109922270,-1122075862,-1100982776)+W(6,1031003956,-1140469197,-1108911023,1032926090)+W(7,-1120892680,1034482579,-1136817768,1045052014);sum2=W(0,-1114832682,1038307608,-1109268272,1031259614)+W(1,-1136199018,-1118450441,1025376385,-1125957173)+W(2,1044376552,-1101986459,1025272345,-1112738770)+W(3,1014008179,1042085570,-1110075404,1027010884)+W(4,1052671036,-1094811671,-1106762472,1052706603)+W(5,1040752903,-1100877636,1051973899,1036345951)+W(6,-1084839384,-1076225566,-1074779618,-1088390497)+W(7,1066038403,1071357616,1068318141,1050587817);WS(-1089897038,998399462); +sum1=W(0,-1100326508,-1099771006,-1103969415,1030998252)+W(1,-1111096702,-1129527451,-1115021151,-1124899748)+W(2,-1114312802,-1109889234,-1092992143,-1098209637)+W(3,-1116385180,-1096464604,-1111889198,-1109224641)+W(4,1049930251,1047140918,1060325312,1062808044)+W(5,-1128865717,1048691588,-1137813989,1043572929)+W(6,-1141222070,-1114407115,-1106384368,1017922927)+W(7,1023432554,-1125954964,-1121716413,1020452535);sum2=W(0,-1094975511,-1089233591,-1089977002,1033778332)+W(1,1006981461,-1137053176,-1125132764,979684320)+W(2,-1113696880,1032844980,1066397244,1037917830)+W(3,1039504138,1032622380,1021506052,-1119563165)+W(4,1023473326,1036803698,-1129026618,-1104280508)+W(5,1024702770,-1121975322,974010432,-1138205260)+W(6,1029862812,-1117299445,1025970568,1031377784)+W(7,-1122944997,1022461928,-1130740686,1024270227);WS(-1096120220,-1099720911); +sum1=W(0,1052677544,1027883172,1046184634,1036941212)+W(1,1037786724,1039372749,992842790,1040590154)+W(2,-1105594052,1050583742,1030711656,1050761182)+W(3,1044997418,1051859318,1041579690,1052858474)+W(4,-1101878153,-1120505890,-1094174707,-1087347673)+W(5,-1091299260,-1092171165,-1105854769,-1087724293)+W(6,990296621,1026529890,1039246623,1031039363)+W(7,1038193547,1036921611,-1115076484,1007468831);sum2=W(0,1040381409,-1131846701,1030695069,1015259161)+W(1,1026868853,-1164136976,-1121164685,-1109936403)+W(2,1023777345,-1095435966,-1111411494,-1085163747)+W(3,-1100600319,1052695808,1041440525,1051545155)+W(4,-1110031849,-1146822820,-1089001391,-1074171332)+W(5,-1078760233,1048168469,1074132102,1072577306)+W(6,1022623295,-1096899181,1049343346,-1107180310)+W(7,1043071461,1020495459,1017314953,1050115198);WS(-1080112807,-1111145054); +sum1=W(0,-1103297132,-1106341774,-1098278655,1024154699)+W(1,1037514093,1034961350,-1125780682,-1109009483)+W(2,1049824404,1049617192,1059552348,1031972225)+W(3,-1085661228,-1097823136,-1114326813,-1119831648)+W(4,-1133975251,-1122989109,-1086286580,-1137351813)+W(5,1056970252,992708574,1021582000,1040424089)+W(6,1026400021,1042898005,1041608840,-1145221295)+W(7,-1102084285,1041904442,1038246926,1042525799);sum2=W(0,1041258750,-1109734283,-1123542769,-1113561957)+W(1,-1110564237,1026811493,-1130694514,1024057869)+W(2,989910477,-1100922013,-1096844113,1051742866)+W(3,-1100235579,-1105813951,-1151284621,-1136706867)+W(4,-1134607603,1016064722,1041392492,1057819912)+W(5,1047439582,-1113868277,-1118083589,-1114600003)+W(6,-1109794979,1041809078,-1126381362,982123162)+W(7,-1119465765,1026735929,1019553626,-1114678252);WS(1043409720,-1105036943); +sum1=W(0,1040191749,1033970558,1042494496,1046767380)+W(1,972615552,1032778168,1032217109,1032356247)+W(2,-1096303173,-1095924673,-1093807736,-1092831585)+W(3,-1096756208,-1126846855,-1115229280,-1098580285)+W(4,-1115184605,1041748910,1044442592,1042876074)+W(5,-1140612185,1018241414,1027878365,1034858676)+W(6,1041655059,1041917006,-1160531625,1039311757)+W(7,1020654492,1043700571,1034107952,1036396440);sum2=W(0,1027808259,1010119787,-1111510504,-1113418759)+W(1,1032132185,-1121052855,1014515195,1010692603)+W(2,-1139047739,1043340308,-1106790738,-1096910874)+W(3,1040059331,-1115460243,1017581734,-1120741339)+W(4,986751832,1026247831,1065364148,1040723354)+W(5,1038861011,-1113647147,1041604470,-1135975307)+W(6,-1095774205,-1093511024,-1089533357,1053173071)+W(7,-1106558855,1027584935,-1121443175,1014681515);WS(1035857520,1029952289); +sum1=W(0,-1143077795,-1105351783,-1113811952,-1106526780)+W(1,1035289215,999420801,-1129002434,-1113970285)+W(2,1037051011,1029971495,1049064844,1035603988)+W(3,-1083894414,-1098557596,-1111645039,-1130790920)+W(4,-1110400621,-1106469910,-1094483622,1058276716)+W(5,1056346487,1050633420,1042325343,1026109447)+W(6,-1121149466,1043652126,1027875988,1035104701)+W(7,-1114346217,-1123554317,-1130799743,1025377311);sum2=W(0,-1118517607,-1101077931,1029148161,-1087996420)+W(1,1047526016,-1108756119,1038718292,1024464693)+W(2,1026484093,1046485772,-1098019518,1071267691)+W(3,-1082674625,1032470282,-1106613565,-1113199029)+W(4,1039465846,1030900361,1048118782,1064954318)+W(5,-1084489705,-1118487613,-1112021711,-1120012731)+W(6,1008581907,-1114630284,-1106945018,-1097625455)+W(7,-1156379726,1024110641,1020048570,1036291722);WS(1058189134,1034857672); +sum1=W(0,-1171748679,-1105475825,-1097172873,-1108837708)+W(1,1038034707,-1131134898,-1113151849,-1119273967)+W(2,1031241360,1044072484,1057114388,1051374554)+W(3,-1083662360,-1099379283,-1121036423,1018101850)+W(4,-1100969760,-1094075536,-1082247827,1060030327)+W(5,1058651386,1046921459,1041721673,1036514264)+W(6,987174985,1045893176,1042860595,1031954257)+W(7,-1120638978,-1137288661,1037681908,1029972391);sum2=W(0,1003810984,1036204547,-1101998989,1041029203)+W(1,-1098215637,1044393168,-1110527635,1027560485)+W(2,1020569783,-1114489126,-1121260135,1052640914)+W(3,1059150102,-1098121773,1037147118,-1110248773)+W(4,-1128982694,-1099380876,-1101918458,1059611184)+W(5,1040381797,-1094102036,1028175839,-1113935142)+W(6,1043745048,-1104004872,-1104165612,-1121067579)+W(7,-1100369008,1032515174,-1114899975,1000033398);WS(-1107450480,1040804833); +sum1=W(0,1040192716,1022226221,1002013395,-1117682794)+W(1,1001040843,1000424795,-1120982404,1025306833)+W(2,1040473489,1047969017,1044185574,1060667554)+W(3,1057909434,1049088596,1038016429,1042416864)+W(4,-1095196747,-1098407451,-1087290490,-1089168888)+W(5,-1111951852,-1119291421,1031577591,-1112956481)+W(6,-1124855402,1020416041,-1160070647,1045737613)+W(7,-1101676720,-1103624738,-1104451167,-1115902938);sum2=W(0,1014727333,-1117243126,1029406572,1027900147)+W(1,-1112527674,-1114664521,-1111634336,-1107116047)+W(2,-1124633329,-1107065949,1041729284,-1094200388)+W(3,-1104959017,1040214496,1005029260,1049039902)+W(4,1026257754,-1111801245,-1084100906,1052541581)+W(5,1070744988,-1111707080,-1127513012,-1107038609)+W(6,-1111611661,-1136702760,-1103677442,1050798725)+W(7,-1105828213,-1111536822,-1106506739,-1140667375);WS(-1113867888,1064515135); +sum1=W(0,-1113562537,-1107046062,-1103978495,-1098739202)+W(1,-1122423580,1019693149,-1116789880,1020558520)+W(2,1048061265,1043460993,1060048584,1062873548)+W(3,-1119786749,1023528257,-1106657727,-1137576074)+W(4,1011269086,-1098944190,-1107431310,1045822761)+W(5,1025265092,-1112998912,-1142662356,-1104660585)+W(6,-1105945126,-1148623547,-1111558073,-1114838028)+W(7,-1101841139,-1117915947,-1106868487,-1122252061);sum2=W(0,-1145158406,1012385731,1016118130,1024197601)+W(1,-1112179804,-1119519161,-1127326042,-1113792718)+W(2,1022878354,-1129472106,1044961455,1049544336)+W(3,1030346877,-1131221354,-1095482557,-1093377057)+W(4,-1111624996,1015658802,1040055751,1057430996)+W(5,-1114498280,1020564842,-1112131584,1019749938)+W(6,1010204019,-1123973089,-1157676569,1022031298)+W(7,-1124728962,1023003938,-1121117277,-1141925830);WS(1051333020,-1087054195); +sum1=W(0,-1112042433,1019002067,-1115058903,1046618143)+W(1,-1107874438,-1148774132,1036768028,-1154881470)+W(2,-1104387605,-1096771599,-1102529947,-1093976551)+W(3,-1089735051,-1129150690,-1101876091,-1098135714)+W(4,1052246829,1048899277,1054136106,1044227957)+W(5,1060328029,1046377228,1045160291,1045432325)+W(6,-1113527444,-1098301717,-1095193948,1044013586)+W(7,-1107288943,1038700845,1024370318,1019966234);sum2=W(0,-1114066012,1029900262,-1114806697,-1110038644)+W(1,1036646832,-1110070018,1020625547,987867800)+W(2,1041392892,-1112610934,1041587346,1025557898)+W(3,1055783298,-1102485451,988088600,1039502616)+W(4,1044719218,1046575198,1050162797,1055420600)+W(5,-1099287148,-1100701871,1033323822,-1119304428)+W(6,-1097547793,-1095644935,-1102972970,-1095936036)+W(7,1028020818,-1113902766,-1135974783,1018696751);WS(-1120103648,-1090070191); +sum1=W(0,-1117418940,1024592611,1040968250,1049918615)+W(1,1034410595,1035134604,-1119948353,-1144523437)+W(2,1049030490,1050801054,-1111205267,-1116228463)+W(3,1050512309,-1102511675,1034763283,1039656998)+W(4,-1112262737,-1094705236,1042055990,-1085341341)+W(5,-1106227665,1036298997,-1138448657,-1110564136)+W(6,-1114427969,1032013281,-1110419822,1047944497)+W(7,-1132367051,1025392341,-1111046724,-1120201127);sum2=W(0,-1122606938,-1141997982,1027805544,-1120462650)+W(1,-1100560083,-1105726471,1025575588,-1113668318)+W(2,1046354401,1040228902,-1143835982,1061896257)+W(3,-1080731069,-1098049024,1026943708,1032253740)+W(4,-1124762815,-1102583710,1052785838,1059397472)+W(5,-1120768779,-1126645315,1011421951,-1122685018)+W(6,-1118515993,1036845124,-1106443071,1043676745)+W(7,995709275,-1128858827,-1112152255,-1127110207);WS(1060158670,1068766623); +sum1=W(0,-1116432453,-1131098839,-1099753724,1034945056)+W(1,-1122123599,1040823512,1040184285,1050332416)+W(2,1056712636,1049784895,1057908127,1044163070)+W(3,1028198895,-1122504371,-1123329903,-1096645803)+W(4,-1087151539,-1102593034,-1089291740,-1094800699)+W(5,1036808107,-1120242995,-1127465369,-1132187055)+W(6,1040295867,1033948341,1031077093,1027113355)+W(7,-1132674679,-1117547229,1040274980,-1137741501);sum2=W(0,1036379663,-1108907739,1070189048,1073213180)+W(1,1065321765,-1076673488,-1079893128,-1072585926)+W(2,-1098232449,1058983203,1016986873,1047923452)+W(3,1033582270,1031365639,1038048757,-1107019906)+W(4,-1128107780,1035811659,1040144345,-1105399966)+W(5,-1110681209,1039880527,-1116001167,1018297481)+W(6,-1120677803,-1120240179,1029686139,-1109097268)+W(7,1041308319,-1109042515,1034493417,-1131123922);WS(-1112459888,1031046963); +sum1=W(0,-1112719265,-1129483154,-1103727283,-1091575740)+W(1,-1104335643,-1155155940,-1114094348,-1105426861)+W(2,-1128634346,-1120462421,-1112785958,1056781779)+W(3,-1153409228,-1108013960,-1118230989,1027667442)+W(4,1043326546,-1103778738,1050524372,1067939282)+W(5,1048587330,-1132710977,-1109505653,1036777787)+W(6,-1115081924,-1114915140,-1104237825,-1096588493)+W(7,-1108534894,-1114726045,991235804,-1111746006);sum2=W(0,-1119086167,1013020612,-1141008560,-1108719150)+W(1,1023891147,-1145112744,1018251990,-1116478859)+W(2,1037241732,-1129818230,1029187991,-1074141953)+W(3,1019083994,-1124211508,-1122886966,1027168441)+W(4,-1114652243,1028260797,-1112264831,1072760747)+W(5,1042535682,-1131878972,1037493286,-1129254230)+W(6,-1131518324,-1115730540,1036245214,1034705438)+W(7,-1119172530,-1133917220,-1114007324,1018465006);WS(-1086783566,-1086791567); +sum1=W(0,-1115195632,-1153026662,-1134496297,-1108787789)+W(1,-1119803561,-1145121243,-1131708777,-1110064394)+W(2,-1095708330,-1093442522,-1098161001,1044632085)+W(3,-1091375169,-1107384199,-1100078210,-1104664012)+W(4,-1123676804,1018199561,1037878573,1064261167)+W(5,1057417647,1052226946,1046948682,1047330733)+W(6,1041725033,-1121101892,1034570216,-1103584185)+W(7,-1108866704,-1122033784,-1117964907,1022321300);sum2=W(0,1031515378,-1121810184,1010081392,-1119765868)+W(1,1035546479,-1106495935,1028378344,1003402623)+W(2,-1077397139,-1079753374,1044674665,1073378801)+W(3,1056367001,-1109376902,1035615024,-1118889676)+W(4,-1134939312,-1097085111,1052841311,1007836336)+W(5,1044809025,-1118570548,992033726,1010750288)+W(6,-1112896962,1035985281,-1105060263,1031953140)+W(7,1022446080,1031289566,1032016077,-1150317246);WS(-1096711324,-1080143969); +sum1=W(0,-1135181951,1025399430,1033906501,1041786535)+W(1,-1133559462,1003671004,-1123695637,-1105366874)+W(2,-1095339398,-1094144146,-1093853897,-1089314149)+W(3,-1089126233,-1110956839,-1129083412,-1113909272)+W(4,1050582337,1049483953,1045129706,1046728732)+W(5,1045641984,1051092970,1049638101,1057307443)+W(6,1026786373,-1123204644,1006467326,1031608549)+W(7,-1135165794,1017185520,996324016,1009923752);sum2=W(0,1023911567,1004932796,-1119124867,1022775023)+W(1,1011639102,1036397588,999444348,-1106309084)+W(2,-1108118447,-1134375038,1035251904,1037995724)+W(3,1050162042,1037707684,-1111062570,-1101285996)+W(4,1044892126,-1138359022,1063133445,1074655410)+W(5,1070062472,-1083132698,-1073510095,-1073687480)+W(6,-1112738860,1020475455,-1102926770,1047698054)+W(7,-1113839430,-1117927031,1017195567,1041743674);WS(-1089880270,1068594400); +sum1=W(0,-1114467040,1023170830,1036273894,-1107800974)+W(1,1029867434,-1106779367,1024593089,-1110449433)+W(2,-1104513741,-1091458130,1034367029,-1100997781)+W(3,-1095286649,1047811540,-1096228817,-1109179032)+W(4,1050219169,1042545281,1048674674,1042739212)+W(5,1053624831,1034908007,1034674708,1049808694)+W(6,-1118490053,-1120682309,1031296832,-1110241363)+W(7,1034289100,-1107012174,1021221591,-1126204757);sum2=W(0,1030004067,-1117028113,-1105887481,-1066126465)+W(1,-1104777348,-1122550707,-1130918117,1023720579)+W(2,-1133064657,-1134091777,1045929484,1081917443)+W(3,1043726141,1028310407,1016764395,-1116064873)+W(4,1024174065,-1113615539,1032698350,-1097201480)+W(5,1033613382,-1107697461,1029778305,1018371831)+W(6,-1119836251,1025775761,-1118489229,1041573100)+W(7,-1124268877,1030764051,-1116797441,1018350967);WS(1067475431,-1126058166); +sum1=W(0,-1108052732,1043040440,1048922396,-1097574342)+W(1,-1119673025,-1101774749,1019400344,1007801026)+W(2,-1097851361,-1108210069,-1084429932,1055911149)+W(3,1041902328,1035827603,-1115594513,-1107003538)+W(4,1049362324,1048929252,1054104112,1047147106)+W(5,-1085779789,1049622021,1019477630,1037086373)+W(6,1040199303,-1109622414,1041203782,-1104274751)+W(7,1047880876,-1116198608,-1107876353,1036701569);sum2=W(0,1013753738,-1113150555,1015248850,1042650722)+W(1,1040818978,-1105652199,1033430289,-1120377801)+W(2,1020731454,1046742995,1045156685,-1104352239)+W(3,-1089864705,1045331461,-1109224259,1016214593)+W(4,-1120697178,1034035253,-1094710566,-1128318417)+W(5,1045040370,1025091411,-1106535436,1019751894)+W(6,1009873360,-1099358283,1039470065,1046693145)+W(7,1036008061,1030627793,1017876415,-1132110931);WS(1060496974,-1099362699); +sum1=W(0,1054706808,1036662868,1045895019,1033303646)+W(1,1044095763,-1130190200,1035564779,1040746168)+W(2,-1109706041,1041317773,1051554925,1049334366)+W(3,1051166813,1053590462,1049285205,1055551482)+W(4,-1098091909,-1123237413,-1091928498,-1083798889)+W(5,-1095315343,-1087007295,-1097088265,-1094550458)+W(6,-1129324363,1015757258,1021341985,-1112852963)+W(7,1041804248,-1127492145,1039262630,-1114905285);sum2=W(0,-1073385920,-1084887580,-1083140914,-1081800202)+W(1,-1085954594,1037413129,-1096433065,1054210787)+W(2,1077926840,1058818874,1060159151,1074845707)+W(3,1061906872,-1084431515,-1126824848,-1087315344)+W(4,1032559783,-1089669880,1045764296,1059775011)+W(5,-1103860568,-1094536545,-1133232881,-1099186518)+W(6,-1094451238,-1121878040,-1173171215,-1120435570)+W(7,-1115590029,1053315192,-1107838893,1052978812);WS(-1078369703,1041267413); +sum1=W(0,1024386586,-1098405416,1044040033,-1098286219)+W(1,-1130684104,1045750173,-1098338270,1041584973)+W(2,1041630887,-1112635974,-1132435208,1041292515)+W(3,-1091497929,1016159377,-1139597330,-1101611546)+W(4,-1102607056,1051293608,-1094040968,1052507157)+W(5,1056853585,-1105775474,1049412460,1026100205)+W(6,1016693023,1018393854,1046099151,-1095618428)+W(7,1018959206,-1117949682,-1118540325,1040982949);sum2=W(0,1035615459,1028814353,1062855981,1052250964)+W(1,1056109526,-1106019250,1048995011,-1115640692)+W(2,-1097925659,1038714809,-1077657685,-1101970047)+W(3,-1098468896,-1114182260,-1104046747,-1130122971)+W(4,1043665288,1033337220,1051048913,-1113114333)+W(5,-1085664062,1040975429,-1109605260,1034778788)+W(6,1020457849,-1103657321,-1109823715,1058024935)+W(7,1056999181,-1105846491,1042595027,-1112374505);WS(1049151900,-1114127847); +sum1=W(0,1050216581,1000015204,-1136218178,1023136961)+W(1,-1130455775,-1133465094,-1160090192,1035991733)+W(2,1044969414,1047621718,1057314961,1055877843)+W(3,1054358666,1052966059,1045850836,1052491071)+W(4,-1106856243,-1112471205,-1091938023,-1092033343)+W(5,-1099719178,-1089783713,-1099053307,-1087984664)+W(6,-1099359923,-1148711507,-1133921207,-1112054390)+W(7,1034273823,-1122838974,1019980258,-1112322824);sum2=W(0,-1105478410,1039552519,-1131405058,-1099466970)+W(1,1049027924,-1115050596,-1129231446,1049583286)+W(2,1011113448,1050864081,-1125310098,1043215106)+W(3,1034334973,-1095883745,1036178144,-1088635155)+W(4,1068049752,-1103020148,1066695202,1074596924)+W(5,1067601936,-1084539788,-1075514015,-1074115054)+W(6,-1082501551,1059003564,-1098156272,1039344435)+W(7,-1099880092,-1107282542,-1097076855,1042018058);WS(-1081332839,-1093454830); +sum1=W(0,-1109709318,-1104916884,-1108177419,-1117212646)+W(1,-1119705461,1032417267,-1118748528,987327371)+W(2,1035356975,1037116623,-1125155242,1030327966)+W(3,1050241163,-1103907222,1046095669,1033262333)+W(4,1039420520,-1122158672,1053028347,-1104761999)+W(5,1032136206,-1115200780,-1115609017,1029855614)+W(6,-1111308088,1014687039,-1112931654,1020526050)+W(7,-1119448076,-1112611266,-1136487898,-1104533373);sum2=W(0,1013207527,-1127355075,-1103159789,1040955478)+W(1,1008876024,-1116686760,1035764738,-1154118338)+W(2,-1118344664,1028266047,1043690369,1051132935)+W(3,-1108842627,1041402295,-1105537330,-1128237045)+W(4,-1124997045,-1117884424,-1116887196,1047094008)+W(5,1057384051,-1100609336,-1098518151,-1089828796)+W(6,1036829905,1016171285,1024917624,1041601336)+W(7,-1127506713,1033786361,-1114313206,-1102385561);WS(1063446990,1030048893); +sum1=W(0,-1131562670,-1099483503,-1106193120,-1102405700)+W(1,1021119810,-1113568905,1009340592,1030255032)+W(2,1043069042,1049571969,1061428532,1053095529)+W(3,-1115069793,-1119868742,1027160065,1043118346)+W(4,-1108681470,-1106599551,-1097709592,1046689338)+W(5,1029025472,1006738196,-1120287391,-1111789333)+W(6,-1108650254,-1106453175,1008661917,-1102088711)+W(7,-1123233168,-1104754348,-1136963210,-1114502129);sum2=W(0,1012371361,-1149491589,1023756477,-1165255819)+W(1,-1111467932,1019335917,-1140694601,1010513313)+W(2,1017109065,-1115161102,1012418345,-1111308586)+W(3,1015942947,-1106016138,1015823021,1026481588)+W(4,-1110016822,-1109821790,1060485172,1031379047)+W(5,1046805034,-1114576028,1024897044,-1114618076)+W(6,-1103671135,-1097972516,-1094449842,1049769129)+W(7,999148403,1022790203,1032463998,-1146831635);WS(1060385486,1040268319); +sum1=W(0,-1115333181,-1113839600,1026945989,1041834949)+W(1,-1100015113,1010458454,-1113704543,-1110169699)+W(2,-1105770459,-1104706211,-1085502934,-1112644646)+W(3,-1102865873,-1112283012,-1108020290,-1115522389)+W(4,1048230464,-1122113023,1051932092,1065603891)+W(5,-1105250533,1054415097,-1122402466,1046973419)+W(6,1022495614,-1115044751,997701279,1044329112)+W(7,1038196649,-1113673817,-1105082025,-1115640050);sum2=W(0,-1115664423,-1122287706,1044568139,-1099350461)+W(1,-1102715015,1042022920,1031291077,1032474264)+W(2,1041813775,1041645390,-1087138046,1067461852)+W(3,-1116572542,-1109622665,-1113357449,-1110133469)+W(4,-1142717933,-1094011677,-1124627987,1027339570)+W(5,1045144111,1054026149,-1122353792,1047364150)+W(6,-1120925434,-1119842210,-1120985148,-1113918825)+W(7,-1100833175,-1101147879,-1112018489,-1109170005);WS(1049043868,1050086952); +sum1=W(0,-1127858130,1025810768,1034666762,989092984)+W(1,-1115481017,-1119959429,1012364567,-1097661520)+W(2,-1091279607,-1101354119,-1089232423,-1092016019)+W(3,-1089729669,-1104525366,-1121438163,-1160888088)+W(4,1054362490,1044465651,1050465752,1058690160)+W(5,1053482909,1051092259,1019953121,1051219071)+W(6,1028884238,1022883995,1032068165,1005443958)+W(7,1007092039,-1149438996,-1137072337,1017307814);sum2=W(0,1030282550,1012065197,1049708534,-1101566471)+W(1,1043525707,1038111746,1040589253,-1106531005)+W(2,-1099759289,1050936278,1018991152,1050588571)+W(3,-1112383125,-1121285468,1039884984,-1113841779)+W(4,1070065566,1068820850,1068572253,1075164582)+W(5,1046261639,1053555382,1040055978,1058828770)+W(6,-1078832473,-1076346523,-1075628240,-1072955990)+W(7,-1093459475,-1088795804,-1099780818,-1090423367);WS(-1083655502,1074535575); +sum1=W(0,973651072,1028862937,1029517469,-1111330742)+W(1,1043404639,-1105397947,-1129726574,-1099887737)+W(2,-1100106921,-1096173461,-1088250868,-1101351113)+W(3,-1092528244,1034877328,-1113904430,-1118418050)+W(4,1049212555,1052529147,1057957824,1060855844)+W(5,1050267538,-1104065896,1041335934,1047916353)+W(6,-1122472503,996549482,-1111380529,-1125410415)+W(7,-1109626381,-1122247818,-1108333759,1037233742);sum2=W(0,1037582341,1032149251,-1135487115,-1107247151)+W(1,1053968825,-1096732175,1034930229,-1094249638)+W(2,-1116649305,-1112916551,1044443302,-1117703407)+W(3,1049963138,1042101117,1046616621,-1127010106)+W(4,-1107051108,1041643977,1030763641,1053360182)+W(5,-1087331905,-1089009482,-1110671517,1059951262)+W(6,1040538112,-1112067691,1036263743,-1115814520)+W(7,1035849297,-1104153316,-1104877620,-1116847106);WS(-1132786560,1056578758); +sum1=W(0,1031072232,1019453021,-1112153353,-1127115205)+W(1,-1153314582,-1105591705,986346381,1024604121)+W(2,1043718831,1050053971,1057505465,1049535379)+W(3,1052394474,1045418390,1044283028,1048806335)+W(4,-1098888378,-1104586611,-1090760605,-1081773448)+W(5,-1106021324,-1120283669,1036365944,-1103287167)+W(6,-1123786893,1030360908,-1123598824,1035671447)+W(7,1044649456,-1105554848,1033186457,-1108912601);sum2=W(0,1040658557,-1106354313,1027144364,-1103628435)+W(1,-1123462592,-1130705048,-1126068784,1016031184)+W(2,1011638864,1020064744,1049840877,1050147177)+W(3,-1117174472,-1105120318,-1113970774,-1135769248)+W(4,1041865287,-1103147627,1026998340,1053587315)+W(5,-1118058864,1036775410,-1104140895,1030416564)+W(6,-1109113498,1033931950,-1120927100,-1102211113)+W(7,1033328738,-1101351534,1028877580,-1112076066);WS(1062711758,-1109562142); +sum1=W(0,-1107075140,-1125545776,-1121788380,-1112684886)+W(1,-1128625782,-1102890883,-1129119788,-1102110160)+W(2,-1100622401,-1104747337,-1103229831,-1083301774)+W(3,1050510715,-1097610180,-1109077454,1030737729)+W(4,1053288051,1049612355,1059638178,1048337697)+W(5,1052952654,1051307580,1041285742,1049115768)+W(6,1017596397,1007433175,-1120034657,-1098025711)+W(7,-1112854653,-1108240645,1022176121,1020667959);sum2=W(0,1022257834,1033804876,1033963400,-1113268759)+W(1,-1123922685,1029999681,1015463858,-1125618402)+W(2,977550902,-1105772859,-1098748483,1063293804)+W(3,-1090033704,1051039483,-1104977553,1022914778)+W(4,-1113927342,1042844173,-1096777339,1059312088)+W(5,-1134320563,1037687330,1024487701,1004875175)+W(6,1036504102,-1107093105,1028160469,-1089861840)+W(7,-1101525036,1017532722,-1122996995,-1116068477);WS(1046002488,-1083997249); +sum1=W(0,-1116203964,1044431961,1041235242,1046371486)+W(1,-1106267745,-1117705943,-1122870401,-1109240562)+W(2,-1099156844,1028498222,-1096363997,-1079124621)+W(3,-1088685662,-1103556299,999993136,-1106798659)+W(4,1050076828,1049400252,1050263757,1020370202)+W(5,1048790666,1053355933,1034829570,1037276039)+W(6,1025075217,1035032656,1032516798,1050189128)+W(7,1042510329,1039724554,1027729159,1037249299);sum2=W(0,-1094982381,1024745423,-1097113645,1017043870)+W(1,1052555320,-1107563793,1049262968,-1118735987)+W(2,1041875660,-1091311273,1042706326,-1148119319)+W(3,-1098101314,1010824956,-1094774489,1030619863)+W(4,1017839086,1044409386,974632891,1061393923)+W(5,1043955676,-1098402228,1042935118,-1094515595)+W(6,1045890174,-1107764806,1048260200,-1118443235)+W(7,-1097368628,1041238578,-1116185663,1042214090);WS(-1083255246,-1075588436); +sum1=W(0,-1154522904,-1106371438,-1105464695,1036086422)+W(1,1023783355,-1127243930,1030176790,1031412139)+W(2,1026375684,1036249778,1056687627,-1097055709)+W(3,-1088556578,-1108055408,-1105944807,-1123388097)+W(4,-1099839750,-1113752075,-1092436626,1050924256)+W(5,1056650964,1045926824,1039385437,1041066449)+W(6,1037990411,-1119606102,1043935324,1036476796)+W(7,-1111337285,-1110940389,-1124332025,1021333175);sum2=W(0,-1117330831,1023708058,-1133288218,-1122435213)+W(1,-1139180683,1020252429,1025188082,-1109968059)+W(2,1032531181,-1114369361,1017487862,1047518334)+W(3,-1122916014,1027012545,-1103557501,1046855474)+W(4,1043756688,1031926890,-1104593512,1043258354)+W(5,-1096895795,1049767697,1019544307,-1112657711)+W(6,1060766869,1067300065,-1105945514,-1075696003)+W(7,-1102393264,-1106946489,1020047431,-1113285900);WS(1056055196,1023945849); +sum1=W(0,-1104545849,-1139517988,-1101013315,-1136100212)+W(1,-1148373856,1013350648,-1120654743,-1108930702)+W(2,1036175954,-1138851412,1048468083,-1097789539)+W(3,-1096999890,-1097071058,995622088,-1128233700)+W(4,1032040419,1009002268,1040659763,1059870683)+W(5,1039368714,1053644410,-1122818538,1033002810)+W(6,-1111539988,1026875367,-1104005681,-1112873620)+W(7,-1135793772,-1132670698,1028030253,-1133516850);sum2=W(0,1033182461,-1135790885,1036058972,-1145806187)+W(1,1026470367,-1125994579,-1123856921,-1152817846)+W(2,-1110992702,1041801313,-1115959119,-1083556559)+W(3,1047402951,1026458945,1021989349,1029289545)+W(4,1011638125,976542168,-1106760241,-1068720208)+W(5,1080067579,1043021822,-1118809257,1027196491)+W(6,-1116812221,-1135785781,1013579453,1034110873)+W(7,1048786168,-1124564059,-1115658442,-1110636256);WS(1047050040,1036867972); +sum1=W(0,1031952202,1040033213,1049413776,1052329098)+W(1,-1134253939,1023712847,-1129317744,1023414180)+W(2,1041031945,1050476745,1016870010,1054273441)+W(3,1041748879,1035493153,1041656495,1041394937)+W(4,-1098508279,-1097704487,-1091275871,-1087382286)+W(5,-1095309386,-1117526273,-1112254893,-1108492595)+W(6,-1117663192,1033331580,1012948685,1043041286)+W(7,-1131302504,-1125396951,-1153578470,-1112644847);sum2=W(0,-1120609508,-1098653081,-1074671298,-1081276780)+W(1,-1097107702,-1110118090,-1137118351,-1119823807)+W(2,-1138324119,1042859622,1072071026,1068070176)+W(3,1044485226,1040658983,-1118978815,1035453187)+W(4,-1110367912,1038385587,1026263792,-1107049493)+W(5,1024907208,-1122488627,1038809437,-1111098449)+W(6,1021280635,1026624912,1026288466,-1122098825)+W(7,1040255596,-1152233050,-1126727249,1006813455);WS(1047287096,1059538103); +sum1=W(0,1030804480,-1111595219,-1123153834,-1098057279)+W(1,1007980582,1018775223,1036089754,1030691489)+W(2,1034749929,1051408038,1049213285,1057344539)+W(3,1048793645,-1106759404,-1115115061,1033654600)+W(4,-1102474905,-1094490621,-1099609086,1048597242)+W(5,-1094890059,1046324795,1003815995,-1126686757)+W(6,1013951379,1039425378,-1112788128,-1098419769)+W(7,-1118093753,-1108341356,-1120388747,-1135294247);sum2=W(0,-1112864979,1034721747,-1108077379,1023366533)+W(1,1021246669,1032508120,-1113986367,-1153257254)+W(2,1024004698,-1109416755,988806988,1058238498)+W(3,-1115279539,1041332549,1033457886,1018109285)+W(4,1034996841,1041661735,1041642045,1008174217)+W(5,-1122858630,-1089151778,-1130797677,-1111548255)+W(6,1004307827,-1116757818,1037366938,-1107547239)+W(7,-1108868659,-1128614293,-1130732717,-1122125438);WS(1066216871,-1084582294); +sum1=W(0,1009745022,1023325836,1034246149,-1103455511)+W(1,1025953385,-1105242559,988118663,-1107601837)+W(2,-1095963722,-1096473834,-1087129751,-1142570129)+W(3,-1094684497,-1107829831,-1107520037,-1117719279)+W(4,1050775177,1046303345,1057767679,1064400323)+W(5,1038452388,992534739,1025316967,1044853309)+W(6,1027534757,-1126933960,-1118146623,-1103828265)+W(7,1018950609,1030437560,1020674901,1033139589);sum2=W(0,-1127013105,1018526115,-1123587641,1052346460)+W(1,-1098654594,1029804743,-1118240305,1030491706)+W(2,1031626404,-1117975133,1062148372,1074624908)+W(3,-1090512380,-1070854231,-1095518794,1041467716)+W(4,1029958550,-1113082476,1035325186,-1130733653)+W(5,1046581721,-1113725416,1031776819,-1115594754)+W(6,1017794797,1023300847,-1145491637,1041942663)+W(7,-1113152926,-1139181075,-1120299385,-1142763637);WS(1033725552,-1082653885); +sum1=W(0,1027658456,1033791775,1038169633,-1130834725)+W(1,-1105755912,-1107114253,-1106878767,-1102176852)+W(2,-1091894661,-1094613753,-1085886368,-1094605577)+W(3,1049096200,1038006563,1040399888,1038046228)+W(4,1054730080,1052727904,1060322284,1054915405)+W(5,-1115316932,-1113871235,-1114082704,-1098681477)+W(6,1024810077,1020875129,-1114253244,1021660859)+W(7,1010914050,1032412472,1016596422,1044096992);sum2=W(0,-1126607908,-1111819446,1032709615,-1119610542)+W(1,1027594385,1029384695,-1115269200,1032209203)+W(2,-1109006144,1050929158,1025316173,-1107176811)+W(3,-1123863107,-1122531221,1026796828,-1115616555)+W(4,-1093467963,1063076656,1048889614,-1090320472)+W(5,1046933317,1051206364,997945380,-1109796884)+W(6,1059727060,1073053378,1073749745,1058093447)+W(7,-1079533534,-1073154062,-1075936158,-1088004581);WS(-1087442510,1045166814); +sum1=W(0,-1106921670,1032907600,-1111070674,1047421629)+W(1,-1094092352,1031075349,-1136240762,-1129052086)+W(2,1032009478,-1127325529,-1106321881,-1085655355)+W(3,1057239638,-1098381173,-1128650952,-1107389381)+W(4,1041337656,-1100890040,1060092296,1044767811)+W(5,1040377247,1037296628,-1131454723,1037463686)+W(6,-1110338367,1042108264,-1105899594,1027442111)+W(7,-1105935775,1037469097,1027139781,991481919);sum2=W(0,-1119426781,-1109786529,1041819143,1018220925)+W(1,-1103055916,-1124599508,986571056,1024618671)+W(2,1040351141,1043540747,-1105926532,-1133247980)+W(3,-1096724541,1038612076,1019567362,-1143357456)+W(4,-1104019881,-1106797782,-1098594115,1066013053)+W(5,-1136157126,-1097021086,1025702119,1008181894)+W(6,1015410156,1043466418,1048709183,-1092013542)+W(7,-1109288787,1027934232,-1140871148,1027080058);WS(1059279054,1041683061); +sum1=W(0,1028823114,1033060856,-1136683218,1041097809)+W(1,-1108712682,-1099515041,-1114499693,-1105525449)+W(2,-1096417644,-1095251776,-1096755466,-1095420880)+W(3,-1087904547,-1117180600,-1113115866,-1121084634)+W(4,1041071884,1051348966,-1106154521,1062896338)+W(5,1057053635,1050313119,1041134484,1043053335)+W(6,1040139175,-1133443258,1027763154,1037083176)+W(7,-1109247178,-1169250436,1007514196,1031868218);sum2=W(0,-1104031080,-1113246189,-1124792744,-1107688308)+W(1,-1084040655,-1089958554,-1098618924,-1098033920)+W(2,1039900182,1044206765,1043086617,1057123143)+W(3,1066602722,1037219700,-1111210157,1036938090)+W(4,1028023758,-1122555834,1041018096,-1100462314)+W(5,-1123151815,1032289221,1028867168,-1143651414)+W(6,-1125301559,1027754708,-1129842792,1022410763)+W(7,1034604384,1029558442,-1139711519,-1122704124);WS(-1093886876,-1092780259); +sum1=W(0,1031521076,1040859655,-1123954783,-1115369432)+W(1,1027325374,-1130075936,1017430099,1005655277)+W(2,1034696971,1027092583,1057011018,1055452141)+W(3,1055461116,1043845385,1041326696,1045628689)+W(4,-1098366291,-1107551117,-1084481759,-1086775792)+W(5,1050583573,-1098824964,1032795870,-1110858724)+W(6,991412379,1023411481,1037665034,1037775165)+W(7,-1102735091,-1106471523,-1113156096,-1108701199);sum2=W(0,-1099549152,-1101982776,1039636960,1065032135)+W(1,1046191187,-1112740199,-1120755726,-1138571865)+W(2,-1115620025,-1110046443,1067650764,-1096892917)+W(3,-1084058149,-1089814493,1022618460,-1106519005)+W(4,1042476476,-1138118945,1056117723,-1084935200)+W(5,1043334912,-1116550886,1030169574,-1123579094)+W(6,-1128057356,-1104607948,-1129519972,1039009532)+W(7,1042222420,-1114781123,1023299940,1029490149);WS(-1103384376,1050555318); +sum1=W(0,990997212,-1104723373,-1102560870,-1110645588)+W(1,-1114771100,1006886950,1011892746,1041403778)+W(2,1056616014,1049493908,1060440249,1063537686)+W(3,1049398171,-1123261404,1042753094,1041297647)+W(4,-1113359817,-1101985253,-1095607555,-1091747296)+W(5,-1098384586,-1094355067,-1098733239,-1099641616)+W(6,-1104278389,-1112669305,-1117918862,-1124628967)+W(7,-1120789735,1020875660,1029891897,-1143354303);sum2=W(0,-1097904627,-1102268820,-1101696600,-1102083058)+W(1,-1100977750,1022682138,-1105396681,1035758392)+W(2,1056762738,998260703,1049156882,1055125136)+W(3,1040009482,-1099421122,-1114104451,-1112582051)+W(4,1033294591,-1102966386,1040206209,1048772561)+W(5,1004029807,1040485303,-1118051402,1040482786)+W(6,-1113205081,-1105114179,1028552759,1023069474)+W(7,-1108173489,1040370279,-1109779069,-1135668672);WS(1042369848,-1095650924); +sum1=W(0,1032801852,-1124780413,-1142443027,1031124370)+W(1,1024489633,1037041722,-1157391942,1048283534)+W(2,1060985291,1056066249,1059062488,1046815795)+W(3,1051554984,1026983110,1037131073,1028118439)+W(4,-1088222536,-1093287088,-1089766974,-1084610255)+W(5,-1096293908,1035048291,-1113190096,-1107690581)+W(6,-1154392525,1017158008,1041310978,-1111535759)+W(7,-1118760812,-1118618480,1032589425,-1101944856);sum2=W(0,1056251107,-1118435725,-1111043713,-1090037466)+W(1,-1129656805,-1093926860,1052716525,-1083761792)+W(2,-1084477192,1041984407,-1093515412,1073185178)+W(3,1051712939,1053076395,-1096065312,1066458198)+W(4,-1077785336,-1086371528,-1093010832,1074151927)+W(5,1054463958,-1094829660,-1090812268,1063500158)+W(6,1053829707,-1113013425,1046411943,-1090694669)+W(7,-1095714333,-1103046632,1035367276,-1087950464);WS(-1081634407,-1072784825); +sum1=W(0,-1102740818,-1115394775,-1101924733,-1100839185)+W(1,-1123768914,-1140848016,-1118249725,-1116477425)+W(2,1024862651,1046040367,-1109613465,-1115978107)+W(3,1049722038,-1098661743,-1138059466,1025943000)+W(4,1056867014,1027952685,1058509811,1050187219)+W(5,-1098437541,1033615035,-1143195264,-1132571500)+W(6,1016622683,-1112643478,-1096240139,-1101581667)+W(7,1008822020,1023463264,-1116668435,1036595961);sum2=W(0,-1139809909,-1126178115,1032546581,-1097752958)+W(1,1042272246,-1118367610,-1138081685,1017774855)+W(2,1046126277,-1111752353,1034216546,1042101074)+W(3,1043290796,-1112722386,1034532478,1030093406)+W(4,-1119940899,1055245806,-1088954301,1058677046)+W(5,-1087007443,1048637958,-1140548675,1029648824)+W(6,1040903120,-1104413152,1019748625,-1089277711)+W(7,1028591970,-1139620757,1017306737,1033828758);WS(1050645916,1033550915); +sum1=W(0,-1118556120,-1108262319,1043230361,-1094947334)+W(1,-1103841584,1018079143,1032598742,1008731683)+W(2,-1107219907,1043545243,-1086762442,-1104041435)+W(3,1058293794,-1097977901,1041130248,-1123331655)+W(4,1039060494,-1145250020,1059123936,1057758321)+W(5,-1096913490,1039599795,-1151122424,-1123961290)+W(6,1030703933,-1110184190,-1110311564,-1100512367)+W(7,1044416908,-1132472896,-1147952664,1022228292);sum2=W(0,1040267615,1048409433,-1107165984,-1086251247)+W(1,-1113957324,-1107976602,-1122078587,-1111525785)+W(2,-1112791644,-1110540665,-1088877638,1053330884)+W(3,1057377190,1057673067,1024512949,1042772014)+W(4,1010515766,1032365064,-1090038325,1049266570)+W(5,1028890653,-1103454662,1041725883,-1143554104)+W(6,1024308395,1041630361,1040244783,1037513285)+W(7,-1098504745,1039941233,-1103661415,1024552651);WS(1051978908,-1102077462); +sum1=W(0,-1132165009,-1117187439,-1108837850,1037183202)+W(1,1028473682,1045655273,1025240990,1033734537)+W(2,1045761591,1051430047,1060286099,1046972447)+W(3,-1128782822,1028047735,-1178179968,1035331372)+W(4,1013540534,-1096198150,-1130717861,-1085387922)+W(5,-1105434962,-1101497054,-1110960744,-1102517015)+W(6,-1106078467,1014010165,-1121999817,1030141582)+W(7,1008925446,1018887490,-1122721428,1026996307);sum2=W(0,1023072493,-1125531833,1030396885,-1118880502)+W(1,1027419877,-1161271853,1019485964,1028708277)+W(2,974611657,1047662948,1035351326,-1090109833)+W(3,-1110942359,1033315833,1010290822,-1156901930)+W(4,-1101792417,1051899312,1080526024,-1069022098)+W(5,-1087739606,1036440530,-1124554651,-1114394737)+W(6,-1112121991,1037288067,1042102238,-1113214479)+W(7,1032127295,-1143368203,-1132377096,-1141169667);WS(1058455886,-1096183470); +sum1=W(0,-1105360672,-1112035684,-1105059667,-1103063975)+W(1,-1112638549,-1104182327,-1106250503,-1103319623)+W(2,-1112611850,1032735242,1048808633,1042817013)+W(3,1058906409,1047248804,1047193699,1057710235)+W(4,1060616064,1033545283,1051085625,-1097442806)+W(5,-1102188695,-1103229812,-1106970890,-1109193562)+W(6,-1104075433,-1111940643,-1115570744,-1097216429)+W(7,-1107200030,-1108265532,-1119499692,-1106901731);sum2=W(0,-1135393651,-1131009665,1004138181,-1111055824)+W(1,-1134829555,-1127256265,-1113946573,1010148467)+W(2,-1114274101,1016197705,-1143366053,1051632163)+W(3,-1111579981,1038147066,1025185617,-1137859715)+W(4,-1117767149,-1130986601,1026922589,1048764370)+W(5,1036257166,-1112945554,-1143942149,-1123068365)+W(6,-1110403581,-1136444051,-1112183743,-1121253595)+W(7,1009689523,989872074,-1123668797,-1123716033);WS(-1103618872,1023577831); +sum1=W(0,1041702149,1032268701,1021026046,1032012647)+W(1,1023662430,-1111766616,-1112590149,1042231991)+W(2,1057806109,997904496,1057675340,-1129702414)+W(3,1056283152,1039716321,1049875952,1054291708)+W(4,-1091063799,-1106010126,-1090884608,-1094077941)+W(5,-1094732237,-1100869456,-1105996279,-1098425069)+W(6,1022049043,-1102660926,1046995709,-1100395542)+W(7,1050214494,-1096243374,1047647816,-1100607928);sum2=W(0,1073849383,1069429154,1070121938,1066905653)+W(1,-1087755842,-1080359597,-1073496568,-1070245916)+W(2,-1072987051,-1080077361,-1076996297,-1086754234)+W(3,1060194671,1067521081,1074652354,1075883836)+W(4,1040644897,-1098556311,-1124122091,-1095882058)+W(5,-1096747545,1048551041,-1092793409,1058695504)+W(6,1022236877,-1128073567,-1118780260,1027638421)+W(7,1012182550,-1129108935,-1130588931,1001812541);WS(1010873216,-1100304815); +sum1=W(0,-1154187044,1028741017,-1114247598,-1099084427)+W(1,-1104966895,994968800,-1113228468,1028263947)+W(2,1045945805,1051026373,1058185854,1059904750)+W(3,1052860588,1038231664,1040557287,1032103905)+W(4,-1102222630,-1103217414,-1097780567,-1091550752)+W(5,-1108718914,-1110664976,1017403508,1017865354)+W(6,-1113759340,1022415534,-1105383733,-1111624796)+W(7,-1114326870,-1110217221,-1108875519,-1109350878);sum2=W(0,-1114639192,1039210963,1047528380,-1099502544)+W(1,1041344628,-1108972702,1021595805,-1116883371)+W(2,-1100331344,1069298433,1080352854,-1067747068)+W(3,-1080996124,1032407437,-1121090437,1016604711)+W(4,1035901690,1043940791,1030733380,-1084572959)+W(5,1003800555,1045939813,-1121287047,-1122259179)+W(6,1012858414,-1126620651,1036529177,-1099630936)+W(7,1043527822,-1119860547,-1145664907,1034105585);WS(1044302648,-1104457270); +sum1=W(0,-1115179413,-1101763748,999269803,-1106420033)+W(1,1041707045,-1128885581,-1110751840,1029110244)+W(2,1029190781,1045938783,1034810490,1055724168)+W(3,1053359959,-1100033022,1037908026,1035419021)+W(4,-1108944696,-1102720380,1038235218,-1101615303)+W(5,-1094303566,1043259278,1011056201,-1123807773)+W(6,-1115207128,1013266237,1025157307,-1105407492)+W(7,1045691477,-1113033137,-1114066571,-1113282394);sum2=W(0,-1117238549,-1115295266,1033754662,-1095438097)+W(1,-1106855439,1011060498,-1117460606,1032653312)+W(2,-1109414288,-1128441429,-1104877135,1053172955)+W(3,1056926069,-1108715476,1036225840,-1114450934)+W(4,-1115125848,-1121954754,1018153798,1038786210)+W(5,-1104082080,1043675119,1008366234,1018894269)+W(6,1023475415,1024122972,1002646200,-1106263750)+W(7,1034246226,1025499367,-1107090094,1013321052);WS(1068015911,1043072951); +sum1=W(0,-1127841379,1035792844,-1155603908,1018341976)+W(1,-1111053022,1044403491,-1112313859,1005208661)+W(2,-1101991257,-1091973141,-1110119406,-1095315357)+W(3,-1107228151,-1111437840,-1097295811,-1103670736)+W(4,1041159238,1040826438,1052691071,1053842800)+W(5,1042506601,1050221764,1030249017,1046985745)+W(6,1035382295,-1098419575,1043898844,1030324599)+W(7,-1108241413,1043481954,-1098652336,1032196534);sum2=W(0,-1134315530,1033824390,-1112867968,1039862799)+W(1,1005143468,-1114969920,1030354102,-1131720457)+W(2,-1125722365,1019923991,1039464885,-1087456726)+W(3,-1119378177,1042059959,-1113780490,1009971850)+W(4,-1135384490,998580556,-1093291922,-1061395777)+W(5,-1106942114,-1121281813,1034179020,1032010553)+W(6,-1118933131,1027495017,1045077367,1087627027)+W(7,1034637079,-1148550692,-1118611519,-1117397469);WS(1060186318,-1131602669); +sum1=W(0,1022422466,-1102049002,1050775273,-1097141731)+W(1,1056872997,-1099566807,1025667942,1032894309)+W(2,1050205114,1052887138,1052456073,1049038746)+W(3,1040490435,1039690728,1043457059,1045856748)+W(4,-1099402401,-1102238785,-1100510367,-1088759247)+W(5,-1122526498,-1099089908,-1102859210,-1106963501)+W(6,-1112848707,-1106285089,1039607513,-1098786589)+W(7,1048305743,-1104192622,1032266998,-1118572779);sum2=W(0,989650422,-1108234271,-1120122674,1045260201)+W(1,-1114112879,1037831837,-1117501250,1024132690)+W(2,-1120410947,1050158699,-1092804082,1024838498)+W(3,-1125280065,-1119936776,-1114421818,1035095434)+W(4,1047633630,1066272871,1075424781,1061734347)+W(5,-1091697647,1003481288,1011848513,-1106020023)+W(6,-1081060940,-1074101109,-1079387458,1050344942)+W(7,1043540897,1039609275,-1131708367,1026462111);WS(1057810382,986287880); +sum1=W(0,-1105255365,1027767677,1037147968,1038550632)+W(1,-1136315263,1035749561,-1115075413,1028257967)+W(2,-1110142276,-1106138450,-1092238936,-1090210593)+W(3,-1089134184,-1093055129,-1097497096,-1089420006)+W(4,1041191503,1031406779,1027980992,1049547413)+W(5,1052451129,1057536820,1050343212,1058108487)+W(6,1050176972,-1130243957,1041310918,1041377527)+W(7,-1115128119,1033537239,-1127231554,1031965752);sum2=W(0,-1099824579,-1113793286,1053512844,-1112943238)+W(1,1041834894,-1099992002,-1120789532,1024916046)+W(2,1070708271,-1104040400,-1091831853,-1072548459)+W(3,-1093778092,1057576575,1064181862,1051972140)+W(4,1075074245,-1084124078,-1082668198,-1072503695)+W(5,1056090411,1053907302,1058602971,1054786345)+W(6,-1097074436,1023561426,1039380165,1009216489)+W(7,1043969626,-1107563771,1034348623,-1106961801);WS(-1075707047,1038147646); +sum1=W(0,1038492938,-1115961531,1036899040,1041066756)+W(1,1038870159,1045702796,1022987667,1044017707)+W(2,1050722763,1026800423,1055626176,1052178217)+W(3,1027667391,1053246416,-1100305296,1049962981)+W(4,-1095596015,-1103730686,-1091210886,-1090286882)+W(5,-1094135001,-1095582752,-1109653838,-1093296229)+W(6,1040870942,-1122935577,1047700685,1036539085)+W(7,-1102625947,1048523811,-1105859960,-1117734303);sum2=W(0,-1145353723,-1113260796,-1112198364,-1113367096)+W(1,1007958125,1047146251,-1122974002,1021064313)+W(2,1027969677,-1095928859,1052169305,1052353113)+W(3,-1129450520,1051473061,-1091037095,1050393555)+W(4,-1115030411,1031463199,-1108227013,1051016428)+W(5,1041462653,1045242344,1032341221,1020102815)+W(6,1052090154,-1110261785,1041877601,-1099630700)+W(7,-1087173862,-1102681887,-1095485390,-1111896409);WS(-1102302520,1068562064); +sum1=W(0,-1130894152,1029216267,1029150351,1029804895)+W(1,-1108054071,1046304488,-1107326720,1018120580)+W(2,-1101486038,-1094978851,-1104755260,-1093484995)+W(3,-1110271975,-1106599349,-1102131284,-1102274525)+W(4,1044130034,1029251017,1053252560,1050941559)+W(5,1036880709,1050863202,-1128083416,1047248574)+W(6,1031789673,-1102217970,1042516209,1040658618)+W(7,-1113036417,1041743615,-1102226940,1032422999);sum2=W(0,1019111797,-1123809812,1006739898,1041109085)+W(1,-1126211453,1028972357,-1118372569,1025713585)+W(2,1022527979,-1111065998,1031759809,-1095097056)+W(3,1034613952,-1107360163,1033659253,-1118642675)+W(4,-1131519898,1023737355,1045357020,1082939698)+W(5,1027342607,1033832936,-1112248823,-1118824157)+W(6,1029130971,-1117143513,-1106220344,-1064938697)+W(7,-1122955245,-1112280546,1032152906,1028082979);WS(1066566439,-1125753148); +sum1=W(0,1020091828,1041951168,-1130301450,1052053147)+W(1,-1131231944,1033588155,1009411772,-1116682291)+W(2,-1096367972,-1098758994,-1093467737,-1089881409)+W(3,-1092544881,-1098181717,-1110070786,-1096392077)+W(4,1038767583,1048997640,-1130818632,1064063659)+W(5,-1116991019,1042770882,1046860728,1027361773)+W(6,1030663671,1025331919,-1108818909,1044746920)+W(7,1022962726,1041997189,1018371147,1038578846);sum2=W(0,-1105507764,-1149004498,-1098298748,-1115729482)+W(1,-1094576030,-1111478010,-1129010369,1018600957)+W(2,1019815533,1047279899,-1106660204,1058550934)+W(3,1031191852,1032716298,-1117054989,1019851909)+W(4,-1136431769,-1121679526,-1096656341,1058580319)+W(5,-1098228632,1041490224,1047791827,-1106522387)+W(6,1024962860,1041000955,-1107413740,1027135608)+W(7,-1101441076,1035067556,-1123460834,1005788722);WS(1050996380,1066787661); +sum1=W(0,1042843177,-1120310187,1033453959,-1107450543)+W(1,1017862620,-1134072575,1025308393,1033769739)+W(2,-1109518091,1043911830,1059519229,1061971625)+W(3,1051823058,1046601317,1042112788,1046863997)+W(4,-1098674409,-1097687209,-1096304487,-1098011863)+W(5,-1095767039,-1095249970,-1098354285,-1098417599)+W(6,-1112832565,-1133582755,-1116528532,-1105396874)+W(7,1033796902,999923683,1030029487,-1109771063);sum2=W(0,-1103321099,1033376724,-1108916223,1033194077)+W(1,1038197771,1032881798,1017830932,-1138730935)+W(2,-1087654445,-1114493691,1049058628,1065240604)+W(3,-1128335788,-1094150295,1006224046,-1112103411)+W(4,-1098379129,-1096458683,1036368268,1054396447)+W(5,1049730119,-1108472207,1031462702,-1102017203)+W(6,1013739975,1015354012,-1121134774,-1115257551)+W(7,-1129699908,1021079748,-1117224382,1038189385);WS(1027314912,-1081149641); +sum1=W(0,-1109480125,-1114947760,-1101195017,-1132100201)+W(1,-1103759537,1044342469,-1111893319,1051194426)+W(2,1051429188,1053252314,1058130398,1061393767)+W(3,1057940398,-1104522586,1055491172,-1120202825)+W(4,-1118844062,-1094077252,-1113091794,-1085308129)+W(5,-1102037735,-1094497965,-1103334896,-1094870250)+W(6,-1097611416,1034118735,-1104617542,1035982720)+W(7,-1114189097,1036294793,-1128796810,1030785028);sum2=W(0,-1131039707,1024995350,-1104486127,1015537291)+W(1,1053996441,-1103676904,1047124046,-1111129691)+W(2,-1098833779,-1124760267,-1078713050,-1065942779)+W(3,1047686732,1084085461,1064521940,-1093915430)+W(4,-1147567565,1057070390,-1091843304,-1081156610)+W(5,-1094140189,1060423478,1046849692,1018309905)+W(6,1035790053,995065627,1037354874,-1154356731)+W(7,-1107145709,1026796886,-1108476011,1038591472);WS(-1081542375,1044780323); +sum1=W(0,1026864081,-1100303790,1048337215,-1098110473)+W(1,1054474587,-1099969099,1023999910,1028627178)+W(2,1046719985,1054288460,1054459103,1048901488)+W(3,1041639871,1034589376,1043694031,1046235480)+W(4,-1098857847,-1108679899,-1098101851,-1093175556)+W(5,-1104037973,-1107626335,-1101510966,-1106600025)+W(6,-1114219435,-1104586877,1041408644,-1098306531)+W(7,1046672715,-1104199322,1022681657,-1126646775);sum2=W(0,1017985090,1027847194,1036519222,-1113167123)+W(1,1037009826,-1113380621,1031131596,-1115360802)+W(2,1024212320,-1098721130,1050387030,-1094712479)+W(3,-1100822056,1028269032,1009055356,-1113841920)+W(4,-1099849981,-1081468176,-1070464929,-1096550174)+W(5,1057690620,1042714784,-1145638655,1046010973)+W(6,1067245211,1074345814,1070597407,-1088417301)+W(7,-1104880956,-1102737214,1000105719,-1112342255);WS(1059294542,1020616832); +sum1=W(0,-1157534552,1039080142,-1097783100,1031217968)+W(1,-1164216296,-1138897989,1026686634,-1105498094)+W(2,-1096856701,1044861738,-1089052876,-1085780263)+W(3,1044573672,-1097342660,1041475528,-1105558033)+W(4,1050532499,1041652423,1057029426,1047119538)+W(5,1039715347,1043073721,1040308239,1048391538)+W(6,-1112831597,1046540791,-1098369827,1040272239)+W(7,1024931118,-1103025619,1045404192,-1114523696);sum2=W(0,-1106291706,1001372950,-1099590495,-1093748925)+W(1,1015225205,-1105937891,-1112612361,995169980)+W(2,1040318024,-1105705183,1045484852,1061316313)+W(3,-1098311584,1041085521,1028378294,1035732349)+W(4,-1114208076,-1116263519,-1108179199,1049891427)+W(5,1040668388,-1111581107,-1115787941,-1113959318)+W(6,-1142193319,-1145917455,1036599633,-1108356360)+W(7,-1148092276,1032743264,1021281994,1024794158);WS(1059376718,-1137270291); +sum1=W(0,-1118257199,1037392427,-1097794403,1035766677)+W(1,1026067385,1032186693,-1108679762,-1139304576)+W(2,1043258576,-1106073464,1054680411,-1099046488)+W(3,-1088020070,1041392887,-1113652045,-1111666975)+W(4,-1114290826,-1124279079,-1115190716,1052189312)+W(5,1054691490,-1097245116,1025610423,-1123561026)+W(6,-1112002778,1022160871,1045843716,1011458515)+W(7,-1110958220,1046761570,-1117145658,1032305501);sum2=W(0,1025244035,-1122852568,-1092220395,1038019467)+W(1,1048072683,-1113553750,-1119930901,-1139793711)+W(2,1033595807,-1087687504,1066421651,1047700223)+W(3,-1084925862,1050883425,-1105555859,-1146566911)+W(4,1016573022,1048825911,1058107887,-1089540205)+W(5,1045215493,-1098430697,1041208433,-1124843514)+W(6,1002397687,-1104089806,-1130145014,-1111655831)+W(7,1032935415,1015641098,1001885951,-1131703250);WS(1058596686,1013962118); +sum1=W(0,1000024554,-1127551432,-1100000762,1035333436)+W(1,-1122612871,1044766998,1041477861,1051562743)+W(2,1052551424,1049056438,1057499982,1036076760)+W(3,-1127972943,-1116046252,-1118015335,-1099275107)+W(4,-1088298614,-1098656348,-1090756927,-1097067922)+W(5,1040213184,1015197910,-1123679237,-1122278672)+W(6,1039656505,1034731345,1019232187,1033429441)+W(7,-1125045580,-1113717771,1037833508,-1122272135);sum2=W(0,-1104434141,1029025211,-1078497608,-1079110377)+W(1,-1085502108,1066279808,1062913146,1068620036)+W(2,1048601996,-1091369704,1052827694,-1106615386)+W(3,-1115334546,1037382016,-1122817088,1048688798)+W(4,1033271157,-1119340081,1025214064,-1109539756)+W(5,1050957039,-1106594885,1036274829,-1118139306)+W(6,1004930429,1028438774,-1106316897,1034989376)+W(7,-1108631008,1023198169,-1134348613,-1139733884);WS(1044771128,1023341948); +sum1=W(0,-1156220044,1034545464,1033488922,-1111313058)+W(1,1038420969,1008511890,1013986230,1011084871)+W(2,-1092336191,-1098819215,-1096491302,-1086850728)+W(3,-1102939421,-1100928894,-1115524377,-1089482302)+W(4,1051560294,1044146859,1051910286,1045449190)+W(5,1053458817,1038883707,1012126018,1046748951)+W(6,1036528391,1029114797,1022761170,1029767950)+W(7,1041877300,1034675856,1037411178,1043196317);sum2=W(0,-1071004894,-1080574884,-1089987082,1049506323)+W(1,1065282653,1062249589,1060165079,1070844945)+W(2,1076503146,1066884159,1058011283,-1098882467)+W(3,-1084978169,-1088626314,-1082249713,-1077734377)+W(4,1057610169,-1107351326,1054000347,-1090234844)+W(5,1030898490,-1090230279,1044380003,-1096516163)+W(6,-1122913984,-1130255370,1038970611,1014162118)+W(7,-1114000490,1022492087,-1131621088,1013009282);WS(-1111817840,-1134998409); 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+sum1=W(0,-1116126267,-1113197617,-1112424211,-1124324715)+W(1,-1136579346,1040875430,-1113905512,1017323784)+W(2,1057278592,1048826126,1058810754,1056304110)+W(3,1041995897,1016295122,1024916389,1042534003)+W(4,-1096000788,-1097274020,-1088739494,-1091311905)+W(5,-1114916522,1038826452,-1128507781,1017648027)+W(6,-1116910752,-1140807037,1039925053,-1132679170)+W(7,-1107191661,-1119450067,1023437062,-1098370349);sum2=W(0,-1120311657,1036113080,-1109045199,1029662296)+W(1,-1122358251,-1114085873,1016737279,-1115835645)+W(2,1025682064,-1107470193,1035621932,-1118009189)+W(3,1045290388,1009830751,1035169596,1030264440)+W(4,1036682152,-1108061877,1051542033,-1101792442)+W(5,-1093646778,1056395710,-1091719234,1052430993)+W(6,-1108273289,1012612647,-1101063214,-1076098595)+W(7,-1080861029,1039398973,1065137390,1072502688);WS(1040082544,-1114755812); +sum1=W(0,1017784372,1037505264,1045745417,1019379817)+W(1,-1109308706,-1124056118,1025470519,1039469090)+W(2,-1110974758,-1108514902,-1095324708,1052579502)+W(3,1058051822,1046163210,1038459986,998280780)+W(4,1040296296,1041424680,1054913780,-1106396419)+W(5,-1087512533,-1093666877,-1106674096,-1109356390)+W(6,1024480479,-1104471944,-1106439461,-1115066496)+W(7,1040857799,1001482384,995688529,-1108404770);sum2=W(0,-1162396366,-1117720653,-1104226850,-1105580348)+W(1,-1105643813,1031813906,1011045214,1018164327)+W(2,1045315846,-1118054954,1057942904,1059476362)+W(3,-1090022037,1045409162,-1106412098,1023977529)+W(4,1034748092,1034773210,1043388435,1067689202)+W(5,-1083232471,-1101262587,-1124577575,-1102021751)+W(6,1035646876,-1100298043,-1097646834,-1093789486)+W(7,1040357620,-1113573448,1012935222,1024454049);WS(1036525168,-1082462584); 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+sum1=W(0,1026642697,1044682252,1041967213,1032214050)+W(1,-1131062694,1015214154,-1137069945,-1110158325)+W(2,-1112220622,-1093973688,1046046637,-1086442024)+W(3,-1099996941,1053177927,-1098783494,1037567917)+W(4,1049897926,1047211372,1050365286,-1112122925)+W(5,1046223135,-1132096750,1024489425,1042021623)+W(6,1027958127,-1098544270,-1112662293,-1106755108)+W(7,-1116559746,1034258897,-1111108842,1031638516);sum2=W(0,-1108095393,1016776222,977935538,-1122468710)+W(1,1019959206,1030099429,-1104930054,1002749526)+W(2,1011776651,1024100809,-1097248934,1057627889)+W(3,1042194141,-1117226417,1051928720,1041814459)+W(4,-1101257730,-1105403134,-1101986254,1060632600)+W(5,-1090719303,1037412790,-1109292621,-1115385474)+W(6,1019145070,1032882678,-1124027994,-1103033100)+W(7,1039533068,-1110127978,-1125661478,-1108291818);WS(1057965518,-1118811194); +sum1=W(0,-1104352985,1038892389,-1105058276,1042490232)+W(1,-1121521774,-1099594944,1033536020,-1095161930)+W(2,-1106566686,-1112643723,1026830542,-1091938531)+W(3,1058056073,-1101314965,-1098044778,1039936570)+W(4,1052732873,1003767366,1060358287,1019887594)+W(5,-1118338013,1042464324,1024562028,1046000094)+W(6,-1107147458,-1114250980,-1096574819,1048844541)+W(7,1024329053,-1107780158,1032778872,-1107207172);sum2=W(0,-1116205334,1042905425,-1109155755,1044205280)+W(1,1035597621,1008636092,1036458751,-1092853308)+W(2,993944814,-1113078065,1044406596,1040105843)+W(3,1043112037,-1123380436,-1105268129,1005260887)+W(4,1032713731,-1104977559,1048672381,-1104277422)+W(5,-1103087244,-1153474446,1015784078,1036094123)+W(6,-1106373772,1039619019,-1115343154,1048332350)+W(7,999501191,-1106439836,1021528398,-1106473413);WS(1053420700,1049909457); 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+sum1=W(0,1039559517,-1110192145,-1107309859,-1118762901)+W(1,-1108199122,1037245627,-1139769966,1035326852)+W(2,1052251350,1049489370,1058328276,1061120005)+W(3,1049656673,1033876357,1041987905,1045428971)+W(4,-1101160384,-1097695264,-1093740712,-1096321197)+W(5,-1097289639,-1114972772,-1102516745,-1103522251)+W(6,-1113889808,1031901152,-1104513406,-1097003636)+W(7,-1112381384,-1176476024,1022802380,-1115185874);sum2=W(0,1026803387,1021750253,1040812059,-1107480079)+W(1,1041131835,-1115082464,1006187407,1001155939)+W(2,-1115186477,1031459540,-1116326399,1040651083)+W(3,1020594503,1033768858,-1132516997,1015478283)+W(4,999853755,1031446318,1058720440,1071698983)+W(5,1051128601,1034660038,1027131696,1041372466)+W(6,-1112425236,-1106593609,-1086524651,-1075753828)+W(7,-1096266051,-1108942599,-1123360193,-1104453127);WS(1039772272,-1082982873); +sum1=W(0,1039127452,-1106264016,-1104546353,-1145518233)+W(1,1041713673,1044410893,1039725795,1007790526)+W(2,1049032497,1053169593,1060522592,1056693961)+W(3,-1095982984,-1088607916,-1099512929,-1120546088)+W(4,-1098139952,-1088020664,-1087153807,1038834197)+W(5,1053429837,1048228018,1030077856,-1130616150)+W(6,-1155633625,1043520647,1040400554,-1139907193)+W(7,-1104883452,-1103034636,-1134131855,1012687882);sum2=W(0,1032987173,-1102803435,-1097110538,-1101871105)+W(1,-1101555589,-1123533577,-1098769512,1048796624)+W(2,-1092902636,1037122437,-1083842457,1067610414)+W(3,1033006847,1041814167,1045724867,999019252)+W(4,1027660911,1039508875,-1115097563,1067552095)+W(5,-1096151174,1026567371,-1107225085,-1105667947)+W(6,1032111389,-1101516234,1001644292,-1104358647)+W(7,-1145661076,-1104681426,1020958965,1028203943);WS(-1101412664,1073047832); +sum1=W(0,-1113880945,-1123950537,-1109995975,-1123565085)+W(1,-1123728428,1035385983,-1115318676,1010675502)+W(2,1059007377,1047579477,1060416389,1056063051)+W(3,1046383171,1040643140,1033389702,1041003725)+W(4,-1091904865,-1097814305,-1087199740,-1092124214)+W(5,-1099567891,1038341800,-1119557930,1042882861)+W(6,-1133362719,-1131741454,1032803377,-1113780884)+W(7,-1113889390,-1126485237,1012558775,-1096461162);sum2=W(0,1013686761,-1123503757,1035262859,-1115490710)+W(1,1025861040,980681483,-1125276038,-1129892230)+W(2,1030949359,1039110679,-1105775253,1027204409)+W(3,1019519396,-1111394964,1024413043,-1126757058)+W(4,-1109223248,1035635962,-1106751414,1057425426)+W(5,1043312829,-1098000154,1051287795,-1103421662)+W(6,-1132915573,996209923,1029135163,1070858778)+W(7,1067133266,-1098902818,-1083268694,-1073095921);WS(-1103532344,-1105840701); +sum1=W(0,-1106756472,-1106322913,1029810954,-1096389739)+W(1,-1116067305,1035916925,-1105566449,1034505108)+W(2,-1105825052,1053932942,-1086676361,-1098358914)+W(3,1054020609,-1096691570,1051257001,1026552303)+W(4,1050195304,1007328528,1057202097,1054492326)+W(5,-1093369370,1012599092,1027855335,-1101687900)+W(6,1044840709,-1104890465,-1144507642,-1098185309)+W(7,1032208700,1048715303,-1100267787,1050640157);sum2=W(0,-1111707317,-1119262447,1037989791,1056036881)+W(1,-1105645897,1006194414,-1146663095,-1129479912)+W(2,-1101137684,-1109186725,1049211868,-1099242284)+W(3,1038198606,-1118866635,-1109483964,-1114787638)+W(4,-1116414033,-1107841286,1056722210,-1094543747)+W(5,1053421235,-1104714858,-1120693058,-1115357885)+W(6,-1103752872,1034593530,-1110917586,1049861706)+W(7,1030171051,-1103907620,1032413269,1029169157);WS(1045178680,-1115117954); +sum1=W(0,-1102680211,-1123018420,-1116849368,1024407336)+W(1,-1107241006,1026392201,-1107918421,-1123314455)+W(2,1048681528,-1113607536,-1092105355,-1093530556)+W(3,-1096193779,-1102060551,-1102337510,-1095199752)+W(4,1019008549,1040296293,1035615004,1061339424)+W(5,1057711678,1055864515,1045891981,1052562824)+W(6,1008490315,1012835273,1027033246,-1128145511)+W(7,-1103222073,-1110547491,-1110097884,1020395952);sum2=W(0,-1108321996,-1115537892,-1106228104,998645667)+W(1,-1112292909,1035781218,-1111036660,1018530825)+W(2,-1096948503,-1104693583,1047339287,1055675007)+W(3,1049114511,-1100682049,1032758858,-1113969306)+W(4,-1112108000,-1112710060,-1126080161,1051246853)+W(5,1041989299,1025978716,1034053890,-1113712936)+W(6,1026091852,1022753169,-1120501740,-1105262859)+W(7,-1123292948,-1139782977,-1111667328,1033000622);WS(1044590904,1058699692); +sum1=W(0,985175380,1034192409,1020554347,1024014533)+W(1,-1115433194,-1128687821,1008304190,-1115445028)+W(2,-1092606720,-1090621088,-1093618783,-1113905855)+W(3,-1096920415,-1112503613,-1100279725,-1101027255)+W(4,1051210502,1050384326,1055009987,1062574818)+W(5,1054554325,1031218808,-1105751509,-1144235755)+W(6,1009220799,-1109361592,-1117059707,-1128567457)+W(7,1015981863,1039114097,-1127205548,1035507338);sum2=W(0,1036009101,-1117283755,1033667347,-1107239966)+W(1,1034685217,-1128406639,-1123321687,-1125402335)+W(2,-1108619644,1041337919,1012813669,1053310286)+W(3,-1103814148,1029066827,-1109499964,-1123197815)+W(4,1010492213,-1100684466,1015579759,1056064408)+W(5,1050883237,-1113069964,-1098878001,-1096911819)+W(6,-1131279719,1035041542,-1124020763,1025470531)+W(7,1032198922,-1104788458,1024066141,-1108347132);WS(1044030776,-1089132931); +sum1=W(0,1034269487,1032883970,1042439154,1044751430)+W(1,1019707982,1041434446,-1133288904,-1128708109)+W(2,-1093699058,-1097458090,-1086092656,-1078975458)+W(3,1035194756,1038040390,-1131544335,-1101499019)+W(4,1045160768,1050995424,1057188990,-1096290982)+W(5,1032938655,1043682915,1022768458,1043305900)+W(6,1040395197,-1135242887,1040422743,1048952172)+W(7,1042217766,1043586045,1029073256,1044718778);sum2=W(0,1043294282,-1127265324,1035036911,1051203976)+W(1,-1092441683,1037063919,-1095318743,-1096741875)+W(2,-1107262777,-1107127922,1048700262,-1114081637)+W(3,1027047222,-1087538045,1043898666,-1114635611)+W(4,-1132728616,-1133435576,-1115280193,1060204569)+W(5,-1096051714,1059699424,-1091030613,1057805441)+W(6,-1112978295,-1101649503,-1142433873,-1138065032)+W(7,1049542158,1027406094,1036599707,-1117298502);WS(-1083489614,-1078579141); +sum1=W(0,-1113694287,1048897616,-1104500498,1029397720)+W(1,1039983475,-1099529286,1047818144,-1100400745)+W(2,-1091060438,-1104759380,-1089217572,-1096433234)+W(3,-1090900481,-1103761763,-1126261903,-1098862766)+W(4,1048678744,1055607032,1025763911,1056656214)+W(5,1055730826,1039576037,1050842685,1044462332)+W(6,1022130309,1045345264,-1098656951,1045280313)+W(7,1003335600,-1104729181,1045845834,-1124798927);sum2=W(0,1034867092,1036831152,-1155378720,1050005016)+W(1,-1109019109,-1107857756,1025727369,-1105627363)+W(2,-1113896283,1008734783,-1107821706,1036439980)+W(3,-1105188391,-1103852014,-1113326142,1036502992)+W(4,-1089397746,-1143881728,-1090933436,1067046868)+W(5,1074023168,1073004488,1071596064,1068047188)+W(6,1053130734,1048547317,1050664536,-1081990202)+W(7,-1073616958,-1073650181,-1078582463,-1079035066);WS(-1123566816,-1118788492); +sum1=W(0,1034266605,-1136553988,1032767842,-1119057557)+W(1,1032596498,-1138237144,1034235800,1038972738)+W(2,-1131696345,1054570946,1043367745,1057910725)+W(3,1051309065,1050053561,1044754161,1047609962)+W(4,-1102436480,-1101485920,-1093672570,-1081257723)+W(5,-1104247863,-1097237249,-1100737384,-1118734125)+W(6,1029920799,1027694719,1029228634,1038070160)+W(7,1041012541,-1104490509,1036672371,-1101643609);sum2=W(0,1001205015,1006355343,1030505158,-1119701641)+W(1,1039794598,-1107202062,1026836118,-1115440174)+W(2,-1108935456,1048575251,-1114918170,-1088419213)+W(3,1032736312,1045905661,-1116946341,1003805295)+W(4,-1123729961,1037564428,-1096130861,-1068662368)+W(5,1076967646,1068403675,-1104305708,-1124006983)+W(6,-1151981614,-1123825361,1015236500,-1095410362)+W(7,1049774729,-1105335733,1050153445,-1103176791);WS(-1103567160,1051728620); +sum1=W(0,1022317012,-1105517764,-1109296554,1030946149)+W(1,1032988986,-1117957958,1025729823,1009731405)+W(2,1037463598,1027268637,1052072875,-1094107172)+W(3,-1087396213,-1098739651,-1104965205,1017302004)+W(4,-1094952698,-1107670055,-1103880757,1052944567)+W(5,1057943536,1052382091,1036164793,1041821631)+W(6,1033922872,1024776175,1038888053,1043766492)+W(7,-1110506946,-1108829569,-1132271979,1015545129);sum2=W(0,1031290011,-1114551402,-1137203270,1025723227)+W(1,1020823723,-1107112701,-1156747895,-1140368490)+W(2,-1127050317,1026829489,1032334734,-1098446681)+W(3,1041359246,1041376772,1034398482,-1104694439)+W(4,-1113481669,1042490649,1043198364,-1127701979)+W(5,1057793899,-1100591458,-1114292550,1037536680)+W(6,-1080536402,-1076466135,1038797044,1074254195)+W(7,1035340712,-1118262367,1013380262,1032104302);WS(-1106439480,1029090439); +sum1=W(0,1034559195,-1151887836,1020849475,1042053132)+W(1,1043127920,1043814293,1037260390,1043715864)+W(2,1042655458,1030625962,1059377738,-1084013087)+W(3,-1107145304,1032281331,1040913704,1033172451)+W(4,-1102396839,-1115609614,-1089162129,-1083731653)+W(5,1052971191,-1107154457,-1113717087,1017680531)+W(6,1026400220,1035325646,1042909598,1039293086)+W(7,1029716960,1024778063,1028666946,-1130742978);sum2=W(0,-1129107524,-1123636938,-1116921954,1035143287)+W(1,1036996009,1026655402,-1117010042,-1126794884)+W(2,1021999108,-1148550480,-1104180688,1058583951)+W(3,-1112895549,-1116180274,-1131502740,-1138164712)+W(4,1022835844,1016982596,1016773924,1054454385)+W(5,-1097314323,-1099699990,-1132536424,-1129763396)+W(6,-1129901940,-1140398984,1030858450,-1117386658)+W(7,-1108156993,-1118751234,1016259828,-1117013506);WS(1048151864,1059242544); +sum1=W(0,-1122367849,-1121466768,1042165293,-1116044868)+W(1,-1105437493,1037358179,-1125163356,-1111398955)+W(2,-1097114939,-1097911384,-1085899247,1042506911)+W(3,1056857214,-1105063934,-1123578292,-1106114902)+W(4,1043794348,1033810391,1063564267,1042284551)+W(5,-1089674786,1049648847,1021855394,1045389303)+W(6,1026875087,1014185912,-1106211614,-1111561384)+W(7,1040868541,1028107682,-1111395274,1010402126);sum2=W(0,-1139648101,-1108856547,1015236663,-1095822659)+W(1,-1137977893,1038373686,1015865663,1025690243)+W(2,-1110557326,1041627874,1032833232,1054902128)+W(3,-1098765424,-1121592121,-1106594443,-1117564251)+W(4,-1106733442,-1106727608,1048813377,1055403310)+W(5,-1097123375,1045561320,-1106386080,1017823319)+W(6,1039330638,987619817,1025349119,-1095503796)+W(7,1050144719,-1108448514,1041979856,-1105901385);WS(1058511566,1043187024); +sum1=W(0,1042620242,1027981614,1037513401,1050564856)+W(1,1040390932,1044188393,1032851398,1043046140)+W(2,1041476871,1044640335,1039039385,-1085132912)+W(3,-1095196494,-1116362934,-1107832665,-1105825814)+W(4,-1106861387,-1120607404,-1101062960,-1089194338)+W(5,1032203084,-1134658518,1026497359,-1105488567)+W(6,1043942651,1040914531,1040902562,1048598306)+W(7,1019897185,1032634704,1027555603,1032742569);sum2=W(0,-1094808435,-1132385524,-1110994277,1039748829)+W(1,1038866141,1012861192,1030487914,-1132742376)+W(2,-1083260450,-1089624726,-1098133391,1063143581)+W(3,1043371703,1040218148,1012758152,1052570990)+W(4,1041967320,-1102801635,1050258559,1037743779)+W(5,1048943341,-1112998265,1031702418,-1105604919)+W(6,1026111290,1034887813,-1123786474,1033106845)+W(7,-1110363077,-1121754906,1012203560,-1111765769);WS(-1087236686,1061665912); +sum1=W(0,-1115274057,-1116162424,-1104461343,-1093387666)+W(1,-1113556238,-1115159031,-1126942285,-1121543315)+W(2,1023071688,1030200068,1054050807,1067462106)+W(3,1050597447,1031104576,-1121547516,1042315272)+W(4,-1107980923,-1101866270,-1092884195,1056570668)+W(5,1044256537,-1106234576,-1128835891,-1114796114)+W(6,-1119301463,-1128116268,-1109238785,-1095571507)+W(7,-1103733247,-1111522325,-1111458030,-1109780718);sum2=W(0,-1127633710,1024854732,-1123781128,1040493279)+W(1,-1105896535,1033983514,-1122459292,-1120616672)+W(2,1024134807,1020748524,-1117094752,1065417820)+W(3,1047826025,-1102101577,1040101538,-1124130304)+W(4,-1114424195,-1098546148,-1079772750,1059484680)+W(5,-1107504040,1049649199,-1105983778,1041220419)+W(6,-1109129714,1025355297,-1102118069,-1114766469)+W(7,1033237727,-1154145757,1012710689,-1123999628);WS(-1092106140,-1084163121); +sum1=W(0,1036347305,1016904817,1034414494,1040590819)+W(1,1047670567,1030378702,-1114654031,1037868673)+W(2,1049849489,1040213041,1056746079,1048812489)+W(3,-1084779712,1040726752,1033236350,1034988241)+W(4,-1101083230,-1152694122,-1083169173,-1107117385)+W(5,1051667767,-1109066592,1024925978,-1107106473)+W(6,-1106738110,-1115216475,1039797369,1022569263)+W(7,-1112982247,-1125038036,1025136605,-1146668256);sum2=W(0,-1144361879,-1128843246,1005924247,-1104940693)+W(1,-1123234701,1030348431,1032437115,1024671661)+W(2,-1111008682,-1134810723,1041181160,1054697191)+W(3,1052731012,1042931729,-1112071203,-1111460488)+W(4,-1092072719,-1121102479,1045581242,1046555600)+W(5,-1103970223,-1104348933,-1113690885,-1129885552)+W(6,1021883158,-1116668390,-1109114373,-1113715104)+W(7,-1128555074,1032936433,-1136719027,-1114960949);WS(1058637774,-1109876822); +sum1=W(0,-1123254812,1041301297,-1108082435,-1113241451)+W(1,-1110973875,1027216056,1014894339,1019588394)+W(2,1042623060,-1105094644,1059472952,1043969956)+W(3,-1113269955,1026816394,-1130602892,1026167148)+W(4,-1126486401,-1111052512,-1094910408,-1094009726)+W(5,1058531737,-1100061186,1032486130,-1117291247)+W(6,-1112485473,1037949088,1016105496,1038892497)+W(7,-1093047519,1032398170,-1128303438,1021704844);sum2=W(0,1019183838,1031923668,1049015983,-1096362417)+W(1,1005830618,1036998273,-1119396253,-1125844722)+W(2,-1103677237,1026573624,-1101357077,1060010174)+W(3,-1122620605,-1106684685,1023743335,970656667)+W(4,1041385745,1025625867,-1095136476,-1096248497)+W(5,-1115221092,1049273019,-1112424814,1011280453)+W(6,-1115238116,1024201143,1024442030,-1122837727)+W(7,1034369966,1031554545,1004099770,1010302645);WS(1068382951,-1145853862); +sum1=W(0,-1109092968,-1120835030,1015957108,1033165317)+W(1,1015780402,-1098982451,-1106789039,-1105810191)+W(2,-1104283584,-1104742016,-1087137628,-1082841532)+W(3,1048723479,-1119342334,1037068029,998682871)+W(4,-1126224104,1048835390,1060142968,1050512116)+W(5,1050625794,1046183055,1033167819,1042826568)+W(6,-1142984099,1035504970,1044651720,1036256010)+W(7,1040271692,-1112268532,-1115364877,-1113754717);sum2=W(0,1042289605,-1123754179,1040865617,1025996190)+W(1,-1100913998,-1118459936,-1114401734,-1118182115)+W(2,-1105845074,1032442894,-1090127653,1055606718)+W(3,-1104101067,1026136504,1031986833,1045409779)+W(4,-1105090355,-1106552079,-1075116096,1073431719)+W(5,1067916428,1042119939,-1112990087,1031635830)+W(6,1041479887,1028813354,-1087510643,-1084272058)+W(7,1045036562,-1131666845,1021173748,-1131440550);WS(-1115823328,-1115141930); +sum1=W(0,994860217,1043355533,1046651158,1031967699)+W(1,-1112906011,-1139800861,1032268536,1021673189)+W(2,-1096937968,-1093401724,-1082957735,1057829358)+W(3,1054780763,1049387203,1029694230,1032667294)+W(4,1034643656,1045563268,1056739037,1053028032)+W(5,-1085595451,-1100812438,-1112691098,-1163065290)+W(6,1022968545,-1100277972,-1106135459,-1113373017)+W(7,1036473238,1042166401,-1109328859,1026417494);sum2=W(0,1041009418,-1106230161,-1113994011,-1100787264)+W(1,-1102450993,-1114680808,1031764893,-1145068408)+W(2,1006794492,1034312638,-1108126219,1060460225)+W(3,-1119222967,-1097084093,-1125377404,-1105852265)+W(4,1023178506,-1120362931,-1105213924,1054015707)+W(5,1053508358,-1133314452,-1141774536,-1120752408)+W(6,-1126244586,1021996758,-1131146954,997147503)+W(7,-1107185372,-1126416406,-1126617106,-1131039214);WS(1044911928,1063248560); +sum1=W(0,-1117210934,1045807559,-1116245664,-1122601008)+W(1,1041679280,-1102494868,1044187563,-1101059428)+W(2,-1089987573,1006551364,-1085623154,-1098705597)+W(3,-1089608778,-1098692501,1040126000,-1100421777)+W(4,1050931427,1049202419,1044690392,1056494849)+W(5,1054654497,1047881833,1043119951,1043071666)+W(6,-1154913199,1049427019,-1098224261,1043742399)+W(7,1009817082,-1102952115,1048685800,-1132265536);sum2=W(0,-1110897864,-1104703066,1039476246,-1102025112)+W(1,1041770976,1044782005,-1112640404,1045848501)+W(2,1031814971,-1126406622,-1112535334,-1088994686)+W(3,1050082866,1038057456,1029663347,-1098794387)+W(4,1060526454,1034850394,1060516426,-1088701567)+W(5,-1072347435,-1075073775,-1077197270,-1081012351)+W(6,-1090228093,-1097166620,-1091926928,1063814816)+W(7,1074296249,1073862535,1067261757,1067785227);WS(-1105546040,1026157880); +sum1=W(0,1040950836,1036866652,1045419231,1057171433)+W(1,1039696013,1040737235,1031337694,1043417390)+W(2,1040614249,1043435937,1048836647,-1092874056)+W(3,1049109967,1037560064,1039556030,1020658754)+W(4,-1102499357,1032157499,-1088963702,-1078642173)+W(5,-1094603626,999044599,-1107844556,-1101965321)+W(6,1036650571,1032871003,1035867609,1040635958)+W(7,1039966133,1035782037,1034875342,1029450491);sum2=W(0,999804672,965076992,1017997216,-1113573416)+W(1,1015814944,1013150208,1004325632,-1116017408)+W(2,1033414560,-1142972544,-1117537424,-1080122522)+W(3,-1116987776,1009041344,1030258512,-1123867424)+W(4,-1131242272,-1152459008,1043660652,1068973644)+W(5,-1113471168,1023678672,-1115573696,1025739248)+W(6,-1111239120,-1114613368,1024438240,1009242816)+W(7,1026341216,-1111376032,-1124670336,1011147520);WS(-1081027239,1060388068); +sum1=W(0,1040945153,1018532824,1048158700,1050078256)+W(1,1043330564,1045983912,1034126717,1042366848)+W(2,1049191505,1052335227,1053224518,-1089652372)+W(3,1050009062,1019623144,1043374892,1037373643)+W(4,-1103567931,-1106690587,-1098210230,-1079677805)+W(5,-1090769236,-1102526621,-1113976903,-1106920486)+W(6,-1142725077,-1126830164,1044049241,1037048166)+W(7,1037549983,-1124021470,1031972104,1000910717);sum2=W(0,1029289565,1023484285,1041097307,1044843621)+W(1,-1101664529,-1108647964,-1111945130,-1129898257)+W(2,-1119356133,1031916514,-1120749829,1057057740)+W(3,1055633817,-1098024997,1038083406,-1101101054)+W(4,-1126159585,-1111485988,-1121314077,1024531885)+W(5,-1102656055,1016983721,-1105960100,1022769465)+W(6,-1119814653,-1133461586,-1112201820,1001931237)+W(7,1035253182,1019582313,1011319026,-1110859200);WS(-1121436896,-1083449266); +sum1=W(0,-1131437006,-1126965659,-1106898372,1049661628)+W(1,-1110051320,1048826500,1018834023,1030351624)+W(2,1057845458,1026072602,1058188821,1047051462)+W(3,1036301673,1049513187,1026266705,1043516478)+W(4,-1096100393,-1106937331,-1089458543,-1093909527)+W(5,-1105302990,-1097831955,-1115312055,-1094725407)+W(6,-1112818966,1025271436,-1120770471,1039868950)+W(7,-1101852248,1048680544,-1111779257,-1137214404);sum2=W(0,1025140224,1016993788,-1106156741,-1085967118)+W(1,-1070014283,-1066270592,-1089828448,-1115300709)+W(2,-1118806788,1030590564,1042721449,1078987048)+W(3,1078555235,1069325982,1051485796,1026006822)+W(4,-1126785121,-1118559458,-1106137914,-1100137345)+W(5,1044823121,-1105174392,-1121082393,1011662011)+W(6,1031495588,991152164,1038491925,1040984057)+W(7,-1111978905,1030579932,-1113499951,-1120641633);WS(1060473294,-1125032523); +sum1=W(0,-1118381578,-1131528546,-1103035725,1044891665)+W(1,1017562024,1038728371,1013193724,1017619335)+W(2,1043924207,1048790648,1057928103,-1096003632)+W(3,-1104437021,-1127678449,-1138265298,1019650740)+W(4,1028842287,-1094915206,1048586166,-1089668066)+W(5,1048997587,-1106021950,1016196772,-1112334062)+W(6,-1103983036,1032416951,-1131359957,1041536420)+W(7,-1119623443,1026802338,-1112764523,1028850580);sum2=W(0,-1124013145,-1154979909,-1113455493,1042673063)+W(1,1009341589,-1131887235,-1126494367,-1120394460)+W(2,1023871771,-1104183315,1024353365,-1099433949)+W(3,1037029004,-1106752952,-1136822537,-1135604889)+W(4,1041717973,-1104961174,-1071159846,1075222357)+W(5,1061754151,-1106459992,1037905746,1020599743)+W(6,1027246941,-1105906795,-1114760758,1048045634)+W(7,-1101645527,1027783079,-1130069351,1023779471);WS(1063175758,1049951270); +sum1=W(0,1051934199,1041620825,1053157077,1019501037)+W(1,-1121035141,1024394007,1034798936,999909159)+W(2,-1084051495,-1091045702,-1089200998,-1103613676)+W(3,-1103906809,1042850683,-1117239270,-1106705027)+W(4,1040719576,1046456792,1054477181,1050464826)+W(5,-1098419444,-1097805325,1011564046,-1091232034)+W(6,1028219745,1028165760,-1110307566,1037889601)+W(7,1045652053,1054554722,1031152711,1056053333);sum2=W(0,-1091471926,1042259987,-1103057728,1049412228)+W(1,1044973062,-1116401558,1011000463,-1130123924)+W(2,1062079447,-1095572989,-1089203271,-1092861102)+W(3,1034556296,1047552828,-1110031497,1051271629)+W(4,1055700238,1041645665,1037140407,-1093629070)+W(5,-1095940003,-1106623325,-1107294450,1053844390)+W(6,1015596856,1033532620,1035045090,1042934527)+W(7,1032040702,-1106239816,1033073048,-1095799213);WS(-1085388366,-1090694979); +sum1=W(0,-1123787314,-1119481145,1032777214,-1112850502)+W(1,1041751591,-1125429276,-1140788444,-1113892940)+W(2,1044273497,-1130943626,1047368143,1059845268)+W(3,-1095680144,1039407200,990533574,1032644049)+W(4,-1108110651,1041576542,-1087220302,1027588771)+W(5,1036323946,-1111657568,1021334836,-1143449895)+W(6,-1115475932,-1117135031,1040347561,-1101064470)+W(7,1037523789,-1126225621,-1134357621,-1109271006);sum2=W(0,-1107190004,1013881877,-1118295314,-1121103222)+W(1,-1127822751,-1115317828,-1126179247,-1114801766)+W(2,1037736456,-1105376838,-1123416196,1042717593)+W(3,-1115549939,1043660085,-1126402007,1040920849)+W(4,-1125693587,1040619572,-1082924015,1068021664)+W(5,1016978358,-1108863865,-1136349779,-1107267301)+W(6,-1120404934,-1122228614,1051908042,-1087341114)+W(7,1042189807,-1125959243,1038966556,1023515477);WS(1065904679,-1122628785); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns128, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns128-win8x6.glsl b/shaders/nnedi3/nnedi3-nns128-win8x6.glsl new file mode 100644 index 0000000..6201015 --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns128-win8x6.glsl @@ -0,0 +1,450 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1138315554,1017020226,1054031418,-1098719688)+W(1,-1110814528,-1144117236,-1151849881,-1120184142)+W(2,1052033568,-1094289569,1026313661,1029415347)+W(3,-1130100551,-1113913797,1057266643,-1094215666)+W(4,-1136459684,-1122295896,-1139428474,-1137890034)+W(5,1050615732,-1084764287,1037955767,-1158862002)+W(6,-1115186183,-1105019328,1060278709,-1093503073)+W(7,-1125342359,-1115484761,1024054031,1030136834)+W(8,1051842684,-1122358095,-1118592012,1027215228)+W(9,-1123693866,-1119041199,1049323809,-1104408867)+W(10,-1141919603,-1148196514,-1134121575,1009291685)+W(11,1050624038,-1101060057,-1117980571,-1131405947);sum2=W(0,1011608699,-1112090344,1035039469,1018826733)+W(1,-1130070276,-1126912052,1021515189,1032910614)+W(2,-1112298310,-1103038162,1030536589,1027816837)+W(3,-1133688887,-1111235489,1068933685,1035541017)+W(4,1002846254,-1119314146,-1109181339,1050015381)+W(5,1079505355,-1096237270,1047170650,-1132054353)+W(6,1032724543,1041065097,-1082386736,1051919390)+W(7,1012706615,1004049262,-1120491130,-1106592726)+W(8,-1067816278,-1101133158,-1108914015,1017068057)+W(9,997621755,-1112521193,-1094139890,-1120644044)+W(10,1011888367,1020965593,1020760181,1032648390)+W(11,-1123411157,1029904493,-1115273665,1017829425);WS(1038714296,1044827315); +sum1=W(0,1008773074,-1137155124,1058392080,-1100726684)+W(1,-1097060854,1034472653,1000000044,-1139148008)+W(2,1051571686,-1106613964,1034039029,-1136883834)+W(3,-1125197471,-1110040196,1058043460,-1093356205)+W(4,-1112523275,1033872898,-1155069097,-1114984084)+W(5,1059856605,-1087655353,-1137125990,-1122772178)+W(6,-1128457331,-1117135435,1053821137,-1093486798)+W(7,-1134047198,-1125370043,-1147450330,1038803511)+W(8,1050763009,-1088451200,-1131894321,1027534056)+W(9,-1142834606,-1110360429,1046500044,-1109846237)+W(10,1021083253,-1126166913,-1131672268,1046900069)+W(11,1049636107,-1093848946,-1108292068,1020331091);sum2=W(0,-1123255245,-1116671780,1046375724,1061532718)+W(1,998291536,-1094346395,982126402,-1111301077)+W(2,1053914306,1066141278,1041257894,-1108898352)+W(3,1020504368,1011773496,1013495848,1064263836)+W(4,1023442398,1023084860,1036976721,-1102830064)+W(5,-1106352300,1055449836,-1101238723,1037821947)+W(6,-1113656730,1031803093,-1103067006,-1076699072)+W(7,-1103198508,-1123876988,-1157600449,1045043848)+W(8,-1094946683,-1085904680,1048924521,1041381351)+W(9,-1129338356,1026389126,1036977493,-1099822488)+W(10,-1109968297,-1109391389,1032297389,1022832316)+W(11,-1098417421,-1092845936,1053328593,1023206676);WS(-1087781687,-1134030789); +sum1=W(0,1028179002,-1113846601,-1090428884,1056064759)+W(1,-1116809458,-1123784128,1037437606,-1129634048)+W(2,-1098510574,1049319247,-1105760812,1016685513)+W(3,-1106850597,1045066941,-1095161561,1048732210)+W(4,1007721067,-1105661778,1040743460,-1108576055)+W(5,-1094444002,1054487227,1050640540,1048222150)+W(6,-1123964671,1030205873,-1095134094,1044300425)+W(7,1040160031,-1110013906,-1122790273,-1117192467)+W(8,-1098192922,1055338520,-1106372902,1033480951)+W(9,1036030878,1027547489,-1101066654,1034894336)+W(10,-1109703824,-1112122819,1027799500,-1110675758)+W(11,-1095206484,1053272331,-1138309939,1033810456);sum2=W(0,1023697539,-1119401943,1010071413,1025267901)+W(1,988018625,-1122026299,-1134698244,1013558867)+W(2,-1112961274,1033970227,-1116217767,1005039212)+W(3,1018187921,-1119659280,1019163177,1048742053)+W(4,-1103390691,-1115786374,1024534132,1038666215)+W(5,-1097296472,1082848284,-1064739318,1042066180)+W(6,-1145140771,-1120396841,1033089456,1060700209)+W(7,-1086947071,1017803659,-1142625275,1035154544)+W(8,-1105855221,-1115995862,1042818438,-1115628759)+W(9,-1141296989,-1131590401,-1156341795,1035612397)+W(10,-1109434149,-1150181080,1007645751,1021197862)+W(11,-1120357988,-1123714371,1029308077,1011442501);WS(1060770743,-1108197568); +sum1=W(0,1016886775,1029069588,-1095627128,1046558478)+W(1,-1146067869,1009558662,-1160198547,1038531041)+W(2,-1096395039,1048524254,-1097778094,1033422755)+W(3,1015246637,1041390628,-1086831062,1058409012)+W(4,-1098986327,1033638277,-1139668038,1022402527)+W(5,1057717017,1050284011,-1110221104,1029754521)+W(6,1034731136,-1103954605,1056693263,-1083755424)+W(7,1042951984,-1119102757,1019206597,-1112398730)+W(8,1053908426,-1092005688,1037994808,-1130383710)+W(9,-1123983389,-1117714338,1043180606,-1101033824)+W(10,1025216609,-1114155844,-1115649126,1039312430)+W(11,1038174992,-1131529899,1000398449,-1129441697);sum2=W(0,-1104188915,1041755532,1039915367,1028942726)+W(1,1030445090,-1104654601,1026676440,-1099902739)+W(2,1048552390,-1105392496,-1104867005,1033528857)+W(3,-1122447814,1020538503,-1105911641,-1106738713)+W(4,-1106850996,989961401,1024214572,-1096783078)+W(5,1068731351,1066518668,-1126700225,-1133955554)+W(6,1036156927,-1094671115,-1096057439,-1122053390)+W(7,1025639958,-1153726297,1039804037,-1096595186)+W(8,-1091471401,-1123632409,-1113480650,1032072745)+W(9,-1140508998,-1108992818,1033306823,1032650381)+W(10,-1115144981,-1128986161,1023379743,1023478108)+W(11,-1096750685,-1109607147,1031767054,1023561226);WS(-1105940700,1068951582); +sum1=W(0,1000087558,-1126610867,1040363554,-1103531583)+W(1,-1126498674,1033586531,1035444041,-1119652358)+W(2,1048983991,-1095183320,1041424541,1011542187)+W(3,1016288952,-1105308514,-1129232537,1035540828)+W(4,-1116171169,1018737568,1033866603,1025089333)+W(5,1043404182,-1091977028,-1108874003,1021129404)+W(6,1023501510,-1101500686,1050470779,-1098956255)+W(7,-1107291841,1033496245,1030903912,1024487034)+W(8,1032787659,1016827662,-1115835365,1023594100)+W(9,-1121882082,1036868116,1042688239,-1107477027)+W(10,1038297635,1015384473,-1139243976,-1137536646)+W(11,1051055933,-1111432589,-1101253029,1034920923);sum2=W(0,-1123978268,-1102554320,1043643239,1026913323)+W(1,1031431539,-1112242992,-1122059260,1044079872)+W(2,-1111536011,1056944699,1037617295,1005844362)+W(3,-1123592170,-1093658955,1042723115,-1093217948)+W(4,-1103624535,-1101249260,1036141312,-1094337979)+W(5,1067907418,1064662115,-1090550375,1042545272)+W(6,-1111710804,1045282706,-1118927202,-1091166584)+W(7,-1119161360,-1111294278,-1127043568,-1139302445)+W(8,1035940631,-1092135065,-1112133073,1025042022)+W(9,1040694361,983065168,1016057395,1041761864)+W(10,1014979737,1026789959,-1120657957,-1105233712)+W(11,1027935282,-1104693620,-1106943303,-1114223884);WS(1061289911,-1074625008); +sum1=W(0,-1118986355,1035013222,1058027688,-1087592511)+W(1,-1107213995,1048036382,1042690449,-1110099132)+W(2,1047068971,1013931199,1008030621,-1106703359)+W(3,1022020251,1048074309,1036127926,-1088015817)+W(4,1042727509,1044183504,1032007652,-1101544522)+W(5,1058005973,-1099315493,-1093058723,1029001296)+W(6,1040686510,-1102744618,1048070472,-1091144488)+W(7,1042938237,-1106075703,-1108674269,1043103143)+W(8,1057593649,-1088950448,1002612916,1048869669)+W(9,-1123719572,-1099009366,1043345580,1033106140)+W(10,-1110941900,-1107279296,1033202498,1038471242)+W(11,1055515931,-1090129177,-1113377491,1042195418);sum2=W(0,1034897388,1047600068,-1092005485,1032211690)+W(1,1046053217,-1111289614,-1104469346,1074182899)+W(2,-1074957140,-1124075063,981988140,990179414)+W(3,-1104312342,1080728354,-1067981267,-1100127529)+W(4,1036844207,-1123826485,1033162274,1077196082)+W(5,-1071410100,-1093339345,1030504779,-1109598746)+W(6,1001538203,1039546617,-1101189403,1036352485)+W(7,1025223671,1036519612,-1119055011,-1121476275)+W(8,1042351425,1008083901,-1101604075,-1146561467)+W(9,1036889309,-1113609974,-1113906708,1032631324)+W(10,1034478190,1017678167,-1122390571,-1124909535)+W(11,1037135096,1002134635,-1113103836,-1132393287);WS(-1106894556,1030995446); +sum1=W(0,1025589699,1033805806,1034528997,-1098701288)+W(1,-1119393787,1027839817,-1123387156,1025291593)+W(2,1054610112,-1096105008,1037953340,-1123546765)+W(3,1028556318,-1127599047,1039781117,-1091536615)+W(4,-1120434724,1027349522,-1139656804,-1105750398)+W(5,1065523109,-1090836572,-1103173850,1022652480)+W(6,980812294,-1104274718,1054896451,-1097995702)+W(7,-1111869411,-1135075504,-1128131860,-1117867836)+W(8,1045458038,1039238949,-1104116474,-1125284461)+W(9,-1137342353,1018769427,1040199808,-1110811780)+W(10,-1129786002,-1152753902,1017797929,-1114245906)+W(11,1047692618,1001735913,-1106977725,-1131064048);sum2=W(0,1030581609,-1096073996,-1104952058,1036583621)+W(1,1006888722,1023568502,-1110091164,-1132437108)+W(2,1031847146,1040176294,-1120421639,-1124563800)+W(3,1024868796,1051933742,1077840619,1056082302)+W(4,-1114613612,1026684617,-1124528958,1042406776)+W(5,-1071401906,-1080138625,1012484405,-1114165836)+W(6,-1175372351,-1117745155,-1108532142,1039833458)+W(7,1044393926,-1139194300,1022252519,-1117509823)+W(8,-1107574374,1041695761,-1112420268,1023135287)+W(9,-1123141270,-1110977956,1034777920,-1119756119)+W(10,1028893644,-1122696127,-1123316826,1029056744)+W(11,1034383482,977900031,1027961212,1034470668);WS(-1094248046,1034739186); +sum1=W(0,-1121641997,1043421097,-1090462057,1057979744)+W(1,1042504017,1019430629,-1148807918,-1114752489)+W(2,-1097763033,1045790578,-1105205440,-1115505835)+W(3,-1119896808,1040593858,-1089339622,1054873978)+W(4,1029920941,1008619887,-1118546659,1043491504)+W(5,-1089142502,1054724534,-1114903193,1038945077)+W(6,-1117202258,1033892386,-1089696734,1056858543)+W(7,-1102740772,1025474934,1027770003,1035924243)+W(8,-1098379668,1046524773,1042806872,-1148381698)+W(9,-1121511758,1032482905,-1096843609,1049846778)+W(10,-1103488653,1017864241,-1114510703,1031829015)+W(11,-1089945727,1056083605,1031492831,1029503362);sum2=W(0,1032629114,-1111104155,-1111175727,1069180600)+W(1,-1092657949,-1081878912,1024571549,1022922994)+W(2,1047799465,1065968459,-1106624299,-1085703668)+W(3,-1123705993,1036988882,-1121840686,1066031139)+W(4,1026540087,-1080884055,-1120833813,-1104365480)+W(5,-1098359864,1064223912,1044325339,-1079207816)+W(6,1031286487,1038064580,1008715668,1062275672)+W(7,1048614780,-1083548865,-1113289848,-1119955010)+W(8,-1115327032,1060225053,-1117772151,-1085294305)+W(9,1033808184,1018164430,1042276675,1060364945)+W(10,-1105153406,-1090372695,1035572024,-1144675449)+W(11,-1114533548,1057151625,-1103516228,-1100806033);WS(-1095016302,1049780935); +sum1=W(0,-1140214663,1050711943,1044505338,-1092537964)+W(1,-1110639373,1025322472,1008440267,-1110792724)+W(2,1051364259,-1101785640,1026645590,1024485132)+W(3,-1137823987,1036012635,1051977632,-1091742968)+W(4,-1130979716,1018037601,1035221148,-1104496021)+W(5,1058946996,-1090015552,-1106527650,1032762847)+W(6,1007510683,-1145733059,1056967247,-1090979415)+W(7,-1146016549,1010918699,1029727784,-1109552317)+W(8,1057598839,-1088424934,1015167915,1027572437)+W(9,-1142229143,-1115585956,1050931556,-1096995861)+W(10,1009720606,-1127055707,1025812851,-1142816275)+W(11,1058283380,-1095074239,-1105047309,1011865435);sum2=W(0,1040969494,-1087779211,1056604611,1059045592)+W(1,-1085730308,1035668628,1036141535,1033693595)+W(2,-1095617275,1037950807,1051875566,-1110274633)+W(3,-1136101349,-1096934819,1057610078,1059474718)+W(4,-1104408796,-1106464684,1015318832,1042126031)+W(5,1059711341,1079595174,1011257519,-1106179801)+W(6,-1112220931,1036377831,-1098744628,1065421414)+W(7,-1102027272,1035078820,-1111621316,1046621966)+W(8,-1088974739,-1079659864,-1097874228,1045400280)+W(9,1042180910,-1129542795,-1112239718,-1077353318)+W(10,-1123714793,-1122902412,-1115487487,1052735842)+W(11,-1089093989,-1076641223,-1089345613,1057832501);WS(-1081166556,-1096725839); +sum1=W(0,-1146977357,-1114510289,1050030946,-1102646113)+W(1,-1113153825,-1114582784,-1130642485,-1119269199)+W(2,1045921361,-1098664649,992772066,1022415207)+W(3,1032268722,1038356317,1039889859,1027769520)+W(4,1041426283,1025422681,-1111253552,-1095921640)+W(5,1057711094,-1089074675,-1107182252,-1098886685)+W(6,1024786511,1038758688,1053078718,-1098156409)+W(7,1043642083,1036466489,1021187873,-1102108905)+W(8,1045805544,-1106011300,-1131324475,-1129952762)+W(9,-1115200917,-1117501552,1042557010,-1102728052)+W(10,-1148235644,-1133449046,1021141494,1024092394)+W(11,1052716334,-1107570834,-1153593794,1012650491);sum2=W(0,-1154116071,1032309947,-1123962703,-1133231158)+W(1,-1128886461,1035599863,-1120032365,1017679770)+W(2,1025906643,-1134787122,-1108727038,1039832482)+W(3,1033357218,-1118521489,1007375557,-1096414395)+W(4,1020492423,1035524914,-1132933754,1020082264)+W(5,-1114291801,1064675801,-1080568363,1059399952)+W(6,-1165588207,-1122971142,-1114360955,-1097709607)+W(7,-1108104258,1040378905,1029048100,1015972752)+W(8,1031540723,1040110606,-1112615988,1024318985)+W(9,-1115144648,1021714009,-1136421576,-1121524587)+W(10,-1111963053,1036458899,1020455541,-1134334294)+W(11,1014310369,-1119507729,1028363593,-1122706022);WS(1058284215,-1100256461); +sum1=W(0,-1136333391,1042064203,1048792691,-1108621703)+W(1,-1107171315,1009105958,977549609,1017583666)+W(2,1037147366,-1098054746,1036542212,-1118222526)+W(3,1023954799,-1103445177,1061193316,-1084539629)+W(4,1001865121,1005641493,1032458293,1003134525)+W(5,1055543997,-1105743629,-1113492892,1001049989)+W(6,-1131855793,1030077610,-1089393894,1061657482)+W(7,-1095280499,-1141919717,-1132003829,1044505715)+W(8,-1102389770,-1111653453,1000070140,1031530183)+W(9,1014651348,1034368605,-1126089633,1032593324)+W(10,-1124982771,957669220,1007647892,-1109681210)+W(11,1030932473,-1134741175,1012906393,-1123915241);sum2=W(0,1025749667,1018718450,-1104497483,-1109821356)+W(1,1032840840,1009497507,-1112523495,1033569638)+W(2,-1111912018,1026676021,-1114119398,1017944258)+W(3,1034709000,-1099586256,-1087345020,-1092985416)+W(4,1018773778,1033599708,1021531102,-1096388774)+W(5,1061077725,1065372034,-1129773592,-1109427758)+W(6,-1129693762,-1109846828,1049253485,1048850468)+W(7,-1101038787,1029395381,1006685387,-1112379914)+W(8,-1117456886,-1106255761,1043058397,-1106769492)+W(9,-1119027428,1008781387,1038233914,1013968523)+W(10,-1113511705,1020319838,-1106459716,1045287677)+W(11,-1135366091,-1138431127,1037121278,-1113647178);WS(1048665454,1062854025); +sum1=W(0,1004974300,-1140401360,1040482153,-1107105990)+W(1,-1113947114,1004764812,1032679478,-1099989608)+W(2,1038119146,-1094089019,1043046180,-1132148363)+W(3,1041394910,-1108003052,1050737065,-1084721726)+W(4,1044891839,1022372181,1026224498,-1103518244)+W(5,1054936910,1054691719,1025601857,-1113753404)+W(6,-1128844481,1044968661,-1084409495,1057517320)+W(7,1022006333,1033354242,-1137588617,1040271757)+W(8,-1099872844,1035416977,1017193535,-1131287582)+W(9,-1115578718,1031459778,-1107158134,1033669936)+W(10,1025595521,-1112957780,-1128306202,-1114933822)+W(11,1038726400,1032390235,1023203548,1012659010);sum2=W(0,-1120028750,-1116919239,1026537129,1032246372)+W(1,1047938064,-1102851233,-1137390044,1034599590)+W(2,-1105861815,-1095438265,1022176478,-1129352893)+W(3,1031876652,-1110926857,-1114848017,-1093245727)+W(4,-1093210017,1046245506,-1112211314,1037510574)+W(5,1054207178,1062401065,-1118385188,-1106645860)+W(6,1041988042,-1091078601,1059021754,-1115099719)+W(7,-1104427658,1043294706,-1105672202,1052042083)+W(8,-1104155840,-1100501338,1013766280,1016480352)+W(9,1032816067,-1102117757,1047757772,-1112097107)+W(10,1027075631,-1113418727,-1122489809,1043447553)+W(11,-1115066040,-1102195598,1027463789,1030659187);WS(1046819548,-1112403026); +sum1=W(0,1043575156,-1096536373,1028458839,1042563315)+W(1,-1147631681,-1134760216,-1118831073,1040283909)+W(2,1047473762,-1108795847,-1115473730,1037371629)+W(3,1028002987,1049135339,-1083606160,1040849058)+W(4,1015994849,1036578576,1025124390,-1115136450)+W(5,1052252597,1045384892,-1102431101,-1147407721)+W(6,1023377962,-1127238030,1054448495,-1081137782)+W(7,1046487189,1029054905,1034880715,1042113706)+W(8,-1106041242,1040945110,1026652836,-1113175874)+W(9,-1125071779,-1124049974,1031800519,1026387221)+W(10,-1096718751,1032040846,-1144027915,1045174012)+W(11,-1138801364,-1122981994,1030118403,-1121286085);sum2=W(0,-1116472244,1036928405,1035706238,-1121318128)+W(1,-1114868876,1033058067,1025044698,-1122373594)+W(2,1040619830,-1104861162,1034962287,-1110745183)+W(3,-1123391126,-1111538981,1046111644,1038958235)+W(4,1034772140,-1130393948,1003069456,-1111848203)+W(5,1044878634,1050016986,-1113883437,1005454840)+W(6,-1129719684,1027481573,1017226015,1040124875)+W(7,-1114732111,-1105702279,-1110477199,990411281)+W(8,1030695866,-1116142138,-1102609372,1029172520)+W(9,1023677849,-1136822924,-1114454329,-1113301330)+W(10,1029458562,-1112847239,989635105,-1136314996)+W(11,1007553654,-1112411005,-1109652887,-1150621057);WS(1054158702,-1098491196); +sum1=W(0,-1129450472,-1119237644,-1101713087,1033589815)+W(1,1034513750,1023147092,983582877,1026235385)+W(2,-1098493798,1048228620,-1123359016,-1173092218)+W(3,-1121209423,1037197666,-1083899440,1060260620)+W(4,-1103037013,1035595873,-1121678922,1031464488)+W(5,-1103778771,1056756834,-1122982297,1020058530)+W(6,1031290553,-1099798307,1057005120,-1093716116)+W(7,1049393023,-1117980637,-1119715259,-1102325483)+W(8,1046824098,-1102446942,1028221304,-1124996559)+W(9,1032360987,-1107157175,1037130136,-1111054172)+W(10,1041637742,-1115548960,-1115265987,1036899466)+W(11,1011053924,-1132207900,992781927,995105423);sum2=W(0,1022318336,1013555797,-1107715656,1023151297)+W(1,1033284778,-1133592549,-1115650269,1016103802)+W(2,-1119261847,-1114491928,-1130031974,-1142562170)+W(3,1023537352,1041650416,1043696631,1042399799)+W(4,-1108010060,-1132296546,-1109544964,1052577828)+W(5,-1093802466,-1088107917,1027122983,1012286637)+W(6,-1104797311,-1105646271,1070961498,1046742027)+W(7,-1123089325,-1129646858,1016525394,-1089308865)+W(8,-1101461419,1041655381,1023301191,-1123666701)+W(9,1034835508,-1093424353,-1129647390,1027817568)+W(10,1010592861,1020078242,1033208955,-1123233885)+W(11,-1103638866,-1123805293,1027104379,1017326494);WS(-1098756718,1025257793); +sum1=W(0,-1170432841,1023803110,-1090131561,1057699745)+W(1,-1119694405,1012926412,992949730,-1138344011)+W(2,-1107275570,1040420307,-1117188674,-1123369303)+W(3,1001883457,1026014126,-1096556254,1054103406)+W(4,-1115724526,-1127845816,1015181254,-1121590721)+W(5,-1096688477,1044394251,1029634610,1035099253)+W(6,-1113865961,-1118191492,-1094031636,1054646511)+W(7,-1140440641,-1114907963,1025052052,-1131017933)+W(8,-1105028073,1053702338,-1105231572,1041135600)+W(9,-1142935155,992699702,-1106433523,1018441892)+W(10,1028218227,-1110839852,1028407518,-1125677724)+W(11,-1094260670,1056434389,-1115106656,1033590433);sum2=W(0,-1113857499,1035336978,1003212424,1016146718)+W(1,-1124908942,1007728744,1017397942,977119295)+W(2,-1169985407,-1139136560,-1127032094,1015257206)+W(3,994248048,1058657166,-1086726098,1029663775)+W(4,-1128987279,-1139895388,-1107301692,1082282453)+W(5,-1067974855,-1088717558,1045162011,989071903)+W(6,-1114604929,1081592322,-1065596346,1032721198)+W(7,-1132432620,-1115423533,-1099171315,1057428850)+W(8,-1101606461,-1109521003,1001306728,1026551071)+W(9,-1128156929,1029982493,-1114706375,1035913834)+W(10,-1127893472,-1124574009,-1105825924,1050573738)+W(11,-1113547007,-1115579388,1022139202,999865176);WS(1057488311,1032489366); +sum1=W(0,998859696,-1107316871,-1130375162,1045821468)+W(1,1009430200,-1127874328,-1126361486,1034785118)+W(2,-1098594694,1031878554,-1137835434,-1124885440)+W(3,1028022609,-1114064513,-1105098668,1057263754)+W(4,-1104540630,-1121514949,-1139957040,1048520075)+W(5,-1099155379,-1127500588,1033795278,1026343507)+W(6,1015295094,-1112481238,-1109749909,1049599048)+W(7,-1105774078,1007199100,-1122345661,-1154023155)+W(8,-1112014022,1025402492,1046311438,-1119007402)+W(9,-1126668079,-1133481329,-1114013594,1034877470)+W(10,-1109189150,1026086402,-1129886863,-1108825451)+W(11,-1116334683,1046739556,-1119327433,-1138298796);sum2=W(0,-1131728975,1036764889,-1111227173,-1128881737)+W(1,1037242625,-1122740141,1035973522,-1115068573)+W(2,1022919798,1043114423,990889655,-1130091274)+W(3,1044679054,-1096357732,-1128128484,-1098903856)+W(4,1034691185,-1126568042,1057647035,-1081650015)+W(5,1064645808,-1105946360,997618289,1036162942)+W(6,1029801795,1008652352,-1094730608,-1121257166)+W(7,-1119761613,-1145265129,-1120435503,1020148594)+W(8,1034184152,-1122224678,-1123774451,1016517254)+W(9,1040526136,1019038058,-1110501324,1033879187)+W(10,1017411026,1025838030,1001204178,-1125968836)+W(11,-1141167471,-1125677560,1017460301,-1121815648);WS(1059796919,-1120566973); +sum1=W(0,-1128913552,-1112300176,-1105877684,1051198984)+W(1,1031319296,-1128535084,-1121363289,1042197939)+W(2,-1097436160,1044389601,-1156941767,1024751122)+W(3,-1114223569,1034918960,-1084964393,1058261945)+W(4,-1115209492,1025460631,-1170089852,1019526904)+W(5,1000497399,1057668526,1032065846,1032881746)+W(6,1032486790,-1097594444,1058860547,-1083919657)+W(7,1045243539,1010383044,1007200827,-1109654209)+W(8,1031553246,-1093305914,1041280427,986576750)+W(9,1031548233,-1121876014,1038828418,-1113158982)+W(10,1014469175,1034628234,1025411673,-1114258964)+W(11,-1106885131,1024357474,-1128319413,1012703988);sum2=W(0,-1143612781,1030657759,-1142189493,-1116365956)+W(1,-1108113093,-1144957229,1024653023,-1114346787)+W(2,-1145631357,-1122350618,-1120960689,1013910379)+W(3,1031492195,-1115709916,1041520845,-1109597137)+W(4,-1100459142,1028619709,-1118229715,-1122961088)+W(5,1058735511,1063925227,-1102646250,1003281301)+W(6,1037055061,1023143173,-1123318690,-1097941231)+W(7,-1097541479,1040501280,-1103747903,1032102149)+W(8,-1113230658,-1096423541,-1119600722,1015718737)+W(9,1027878177,1035049663,-1107577516,1034348655)+W(10,994779835,-1116733621,-1120661119,-1115297076)+W(11,1029140405,-1104473650,1048901284,-1122107736);WS(1025862512,-1097886171); +sum1=W(0,1017995501,1039868615,-1084617440,1048852846)+W(1,1036255511,1003283810,1028206791,1039095646)+W(2,-1095591910,1046495341,1032043925,1031081728)+W(3,-1115115241,1044724702,-1088992852,1053236428)+W(4,974144948,-1128580235,1023900364,1040670187)+W(5,-1089161581,1054642003,1024473755,1033561578)+W(6,973319892,1036683863,-1092805231,1050422468)+W(7,-1132527589,1012484477,1028215869,-1105649212)+W(8,-1107053347,1049220624,-1120787802,-1126192084)+W(9,1033665516,1040757263,-1107160205,1039010398)+W(10,1025750940,1035723265,1031994596,-1101644966)+W(11,-1102281943,1042256548,1034960116,-1141688154);sum2=W(0,1017309480,-1113384832,1051665642,-1106075829)+W(1,1041533127,-1143916576,-1115898040,-1105498372)+W(2,1043260681,1041703091,-1122221676,-1119502308)+W(3,1026950620,-1140340528,-1109716244,-1109231476)+W(4,1047102067,1032670038,-1131938440,-1101077232)+W(5,1039662810,1049668212,-1109791178,-1130795288)+W(6,-1120377052,-1114410560,-1113565360,1032262130)+W(7,1039963022,-1112068676,-1147724576,1042402941)+W(8,-1097796100,1040746517,-1131969000,1031201932)+W(9,-1108926548,-1114542528,-1108348496,-1140600496)+W(10,1032294606,-1108483346,-1120540424,1040078450)+W(11,-1097463639,1048026467,-1107112902,1028500076);WS(1059594295,-1081462343); +sum1=W(0,1027153262,1043504002,1052804111,-1087238767)+W(1,1041162890,1012415888,978268098,-1116748340)+W(2,1047257898,-1102654539,1038115889,-1165722369)+W(3,1020914066,1039643767,1049749519,-1086204143)+W(4,1044063108,1033818911,1037283618,1038369681)+W(5,1054855273,-1088075529,1037006730,1032180390)+W(6,1001487768,1034058802,1047397560,-1086503800)+W(7,-1117492081,991868273,1024040629,1040894970)+W(8,1052275873,-1098202447,1024505810,1034352017)+W(9,-1121199663,-1111840522,1039603542,-1107277965)+W(10,995252542,-1131707508,1022356543,1036921959)+W(11,1026848211,-1098696769,1036480704,-1136594828);sum2=W(0,1028621181,-1120219585,1035384087,1034472183)+W(1,-1123130413,-1120488613,-1110777341,-1127812186)+W(2,-1126856730,-1129759266,-1106344343,-1132463093)+W(3,1027102605,-1121966109,1038893967,-1123472797)+W(4,-1121376361,-1111137329,1030597213,-1109734497)+W(5,1046142043,1054407172,-1110811845,1013238549)+W(6,-1106396561,-1139970197,-1102581665,-1114873213)+W(7,-1147353578,-1113345499,1041951037,1005564394)+W(8,1024169581,1049042812,1023037898,1010521365)+W(9,-1110468651,1027913013,-1119264521,-1104920828)+W(10,-1123538565,-1123696429,1026771477,1021745754)+W(11,1045072501,-1117275361,-1108801471,934750635);WS(1001790336,1033193226); +sum1=W(0,-1113292474,1018580889,-1117909243,1052553934)+W(1,-1104113579,-1129785460,-1131356554,-1115176285)+W(2,1046326027,-1113855449,-1112351060,-1156866531)+W(3,-1133969725,-1102427201,1041639692,1060794158)+W(4,-1095014251,-1132017542,-1118664394,-1094752997)+W(5,1062953181,999804065,-1105541862,-1130622370)+W(6,1027204153,-1105768635,1031529696,-1122254720)+W(7,-1102735326,1022740922,-1111709325,-1119059021)+W(8,1040555139,-1110352445,1031818996,-1121415144)+W(9,1024655285,-1121009370,-1115548569,1026923705)+W(10,1008421480,1008916224,-1127980619,-1131789226)+W(11,1030139737,-1100154756,1016036429,-1122315305);sum2=W(0,999771042,1019371878,1035878909,-1106457448)+W(1,1038257769,-1118330440,-1130012060,-1137594745)+W(2,991329315,1043986431,-1108709562,-1156785507)+W(3,-1123589256,1002965746,1042318306,-1118271248)+W(4,1025444512,-1134019065,1018901632,-1114341154)+W(5,1053769225,1057361082,-1113472862,1021163648)+W(6,-1124249760,-1115605194,1010690665,-1102884302)+W(7,1015483632,-1123825168,1017234680,1017493044)+W(8,-1099274218,1037230696,-1115820708,1025071687)+W(9,-1118367200,1015905000,-1101115118,-1112309114)+W(10,1020142296,-1126466092,1016197020,1024661143)+W(11,-1092869373,1036147884,1016005876,1013380697);WS(-1096043118,-1087645231); +sum1=W(0,-1115587665,1029203067,1045341850,-1106908023)+W(1,-1131991862,-1114910160,1032694426,-1099485226)+W(2,1017432376,1052615508,-1113683692,-1127306394)+W(3,1031441086,-1113336032,1054321442,-1082902530)+W(4,1050084000,998100766,1023546425,-1121275799)+W(5,1050158903,1045376289,-1116607496,-1147820543)+W(6,-1130229584,1051148019,-1081266857,1057440145)+W(7,1027649766,1021215128,-1147531597,-1118364796)+W(8,1047006846,-1118131945,-1120491559,991663462)+W(9,1019733960,-1127235090,-1106232936,-1134199968)+W(10,1027530281,-1123554607,-1115129818,-1119188228)+W(11,1041137522,1018710010,-1131853547,-1124042776);sum2=W(0,-1129211209,1023515648,1040374834,-1110890211)+W(1,1020265593,1023672492,1023861908,-1119658781)+W(2,-1108471855,-1133136545,1048083250,-1109425046)+W(3,1038235290,-1121364796,-1096619497,1044872450)+W(4,1034188808,-1121333166,1029997412,-1103304652)+W(5,1039720436,1050855479,-1102257516,-1130250517)+W(6,-1125523437,-1109858923,-1113539350,-1117035130)+W(7,1022698753,1029442100,-1107362446,1044349350)+W(8,1038091910,-1107498682,1024895152,-1122118916)+W(9,-1114850415,1032218024,-1121557752,-1130602657)+W(10,-1162309256,1020180841,1013933265,1027861436)+W(11,982770184,-1128608489,-1129090321,939323929);WS(1062090935,1058767985); +sum1=W(0,1016379967,-1111629724,-1115487571,1040669191)+W(1,-1124650927,-1131647467,-1127587553,1016014666)+W(2,1046030390,-1131263417,-1107621674,1039946613)+W(3,-1124869109,1045897412,-1089079359,1049140321)+W(4,-1120715392,-1197661491,1030044278,1039181162)+W(5,-1107063038,1046027952,1035258018,1033161790)+W(6,-1135267218,-1111908667,1056809425,-1082917799)+W(7,1051125844,-1129645073,1021197901,1032078908)+W(8,-1100036461,1040408361,-1117322707,-1124734374)+W(9,-1146487047,-1129970444,1008766834,-1115518322)+W(10,-1115270659,1029976235,1001072263,1037221664)+W(11,-1118068997,1034380765,-1135017032,-1119763541);sum2=W(0,1033054007,-1111327982,-1121722910,1038740385)+W(1,-1119336676,-1124024618,-1116547758,1041352776)+W(2,1034677105,-1115132829,-1124364804,1035204548)+W(3,-1123189128,1032790615,1033549613,-1092378351)+W(4,-1102497930,1032784783,1033469023,1012971008)+W(5,1033020303,-1108961666,-1106694042,1032253989)+W(6,-1122818756,-1098982462,1051050782,-1121004928)+W(7,1035128176,1009754028,1026371779,1042838787)+W(8,-1098306997,1045175561,1039643256,-1118316692)+W(9,-1136838880,-1110172088,1034801784,1019964530)+W(10,1015821086,-1125398316,-1137766108,1004924993)+W(11,-1120000922,1027487385,1017988993,1028774587);WS(1065136439,1040354336); +sum1=W(0,-1140671753,-1108811053,1057254373,-1099781359)+W(1,1009251305,1003726785,-1120274067,-1107804932)+W(2,1050226223,-1098842784,1010162395,-1112753158)+W(3,1022747450,-1110160675,1059609336,-1092867554)+W(4,1036945681,-1120831377,-1124666160,-1105899870)+W(5,1031464345,1000731409,-1114655220,-1112429520)+W(6,-1123069063,1025125049,-1093137163,1058399851)+W(7,-1109467235,-1119063979,-1131113682,1033405406)+W(8,-1111386668,1055942809,-1101547023,-1146511789)+W(9,-1118356003,-1129239633,-1105328992,1044975810)+W(10,-1113825780,-1116155918,-1126498983,1016924742)+W(11,-1111235284,1051704028,-1104493413,-1117793303);sum2=W(0,-1139839138,1034041544,1034669108,-1095769692)+W(1,-1105759439,1039138956,998321428,1018598993)+W(2,-1116818777,-1114897304,-1105398904,-1145690340)+W(3,-1134067290,987604943,1007335842,-1102588486)+W(4,-1108283066,1018314989,1024466364,-1102834025)+W(5,1061492513,1062722215,-1098749835,1025712340)+W(6,1008723794,-1131349085,-1121214551,-1107691916)+W(7,-1108418109,1022467761,-1119932526,-1118877643)+W(8,-1116983417,-1117176868,1041629273,-1121476700)+W(9,1028368392,1031347596,-1114752830,1009572226)+W(10,-1103951670,1033232162,-1132382549,-1113750023)+W(11,-1103912225,1035794880,1046707789,-1110829011);WS(1015535328,-1084984071); +sum1=W(0,-1114800552,-1108603860,-1099862310,1058689409)+W(1,-1114937124,-1119809253,1017574081,-1120445077)+W(2,-1098244185,1050368026,-1113854018,-1119794874)+W(3,-1121052395,-1120661414,-1094435959,1059588503)+W(4,-1120887600,-1117398367,-1121642214,1038434434)+W(5,-1091868509,1053265766,1038069402,-1124845785)+W(6,1031943978,1004694578,-1100742889,1053762387)+W(7,1032168457,-1126829041,-1119258038,983354644)+W(8,-1090330210,1049777811,1033335786,-1124490374)+W(9,1015340962,-1131668588,-1106546547,1042220181)+W(10,-1112611163,-1122991451,-1152091148,-1117988144)+W(11,-1096238847,1044693386,1033654385,1025017029);sum2=W(0,-1113763234,-1123863865,-1152383745,-1153318001)+W(1,1032880554,-1112434267,-1113925793,-1117743388)+W(2,1049718598,-1115051721,-1108241407,1017487533)+W(3,-1117079348,1031541130,1054034272,-1111062529)+W(4,1025815300,-1115045873,1016562523,1034144457)+W(5,1045174355,1029337732,1040219109,-1115252534)+W(6,-1106152769,-1108434934,1019958281,-1107848604)+W(7,-1122950542,-1112234054,1021767953,1028245712)+W(8,1048832333,1036566626,1032317223,-1144290245)+W(9,-1110489214,-1107854239,1037079656,-1106439039)+W(10,-1114917041,-1111099643,-1118706081,-1131124226)+W(11,1041167636,-1100833945,1023645948,-1123196065);WS(1058837943,1069665989); +sum1=W(0,962159770,-1123278397,1059574623,-1100091288)+W(1,-1106975399,1026912571,-1131526763,-1133106088)+W(2,1052414436,-1100255560,1034080493,1026538575)+W(3,-1123587520,-1111839826,1056026369,-1090882007)+W(4,1026032901,-1128992103,1016761717,-1119033369)+W(5,1050778647,-1089604336,1030312842,-1142474253)+W(6,-1116652202,-1112323118,1057288447,-1090318286)+W(7,-1115237492,-1126485147,1020359383,-1123741278)+W(8,1051933055,-1098258189,-1123145400,1024876312)+W(9,-1124916236,-1111587013,1049400292,-1098860821)+W(10,1023272149,-1130617057,-1120750038,1031183749)+W(11,1050858601,-1113801599,-1102573630,-1147252941);sum2=W(0,1031825723,1031898082,-1068962638,-1097279430)+W(1,-1106804175,1033946762,-1121672345,-1123032728)+W(2,-1070958719,1042495248,1004890268,1015278793)+W(3,-1128689519,-1149677000,1062859919,1042236169)+W(4,1033261211,-1125393239,1003655756,1042326937)+W(5,1079716701,-1097154173,1047991146,-1129356209)+W(6,-1112729716,1016978721,1069238165,1043003442)+W(7,1029430153,-1130449529,1021714543,-1135526098)+W(8,-1106783417,-1101596383,1006662138,-1143028884)+W(9,-1143241256,1017362221,1038638730,-1114855682)+W(10,1016716693,1021676019,1015056847,-1115756346)+W(11,1030095799,1029691669,-1116617969,1007567766);WS(1027937136,1051433372); +sum1=W(0,1024223452,1027262836,-1095583884,1036904555)+W(1,1037383306,1026871330,-1131494490,1034970897)+W(2,-1102510757,1043230726,-1126475809,-1131579916)+W(3,1034208027,1041574867,-1088128354,1043513377)+W(4,1038022750,1022249046,-1113660825,1051529138)+W(5,-1082034838,-1088109312,1049740992,-1121104697)+W(6,1026687777,1043759333,-1107709564,1040837474)+W(7,1043020088,1030621125,1007645322,1035492122)+W(8,1021392868,1023668834,1040579632,-1128113439)+W(9,1019229306,1025216066,-1116281753,1033050768)+W(10,968839375,1026071912,1023660333,1033175550)+W(11,1019915650,1041627229,1040383308,1024084817);sum2=W(0,-1122636491,1019704225,1049771287,-1108218455)+W(1,1003686724,1007985666,-1114076695,1037288383)+W(2,1032297878,1029534785,-1114871835,1019192761)+W(3,-1122337791,1038646185,1050229287,1038576544)+W(4,1026526587,-1146139348,-1121313911,-1113812515)+W(5,1058219066,1058416091,-1129529893,1021492965)+W(6,1019616565,-1115379683,-1126947029,-1096957025)+W(7,1020162449,-1131201101,1032037049,-1144905268)+W(8,-1089173556,1029636273,1011141050,-1129337357)+W(9,-1121846167,-1124810757,-1109798125,-1112204367)+W(10,1015768281,-1117257463,1035628188,-1104091459)+W(11,-1085784913,1039375301,-1169657505,1026702945);WS(-1087300279,1060388257); +sum1=W(0,-1129462823,1023690092,-1095623283,-1106106692)+W(1,1037669414,-1130365587,1031115364,1041026294)+W(2,-1092905754,1045171988,-1113959460,-1127843579)+W(3,-1114720439,1027269348,-1093094418,1058204318)+W(4,-1142625182,-1122973026,1025637865,1022155151)+W(5,-1092295181,1060821043,1044954958,1027810288)+W(6,-1150727557,1032140389,-1091295733,1047241920)+W(7,1031904715,1008074737,1019407412,1019365849)+W(8,-1094422277,1051757075,1022315054,1005685302)+W(9,1005184420,1035913085,-1097873082,1047453654)+W(10,-1121754201,1011776124,-1144567588,-1142073248)+W(11,-1089577936,1052799910,1027854342,1023937224);sum2=W(0,-1120594034,-1166872476,1040489823,-1102509951)+W(1,-1086857984,1045679794,-1141459412,1004777140)+W(2,-1122900789,-1110936244,-1095818924,-1104593759)+W(3,-1136839806,-1113289360,1021539093,1067324619)+W(4,-1093760272,-1110068744,1028313984,1013932442)+W(5,-1095750682,1045560576,1065644346,-1103109579)+W(6,-1127607807,1019995585,1045364618,-1096904945)+W(7,-1123950010,1034732462,-1122936307,-1124945717)+W(8,1031026044,-1100965201,1042979309,1018809021)+W(9,1007613018,-1145964804,1033830372,1000232964)+W(10,-1121148085,-1152320711,-1134584398,-1157638606)+W(11,-1125456395,-1108078168,1026162850,980148252);WS(-1090838638,1050174926); +sum1=W(0,1024715784,-1109115088,-1106716164,1038102082)+W(1,-1115525408,1016756989,1033853293,1049593122)+W(2,-1120751425,1051782073,-1136454131,1035169257)+W(3,-1106406969,994296459,-1094496661,1043814476)+W(4,-1105105482,-1108133484,1042483832,1045373935)+W(5,-1086184702,1058236139,1033520471,1042591993)+W(6,1025782733,1015694078,-1092092861,1045378621)+W(7,1029286795,-1140252101,-1138965820,-1112080289)+W(8,-1095245812,1042079876,-1106373991,-1115290814)+W(9,1038488261,1045351388,-1100690449,1050438570)+W(10,1034575399,1041627941,-1139164262,-1114987669)+W(11,-1094326222,1040938025,-1122199803,1001134058);sum2=W(0,1051544715,-1087153288,-1090874159,1047568122)+W(1,-1111412903,1034895049,1047565246,-1111682644)+W(2,-1099176408,1032035298,1040133461,-1131191613)+W(3,1046232208,-1081925443,-1105576760,-1119008010)+W(4,-1140028602,-1112144320,-1105592564,1060283907)+W(5,1048906709,1036693685,-1107739759,1040322447)+W(6,-1094324661,1062548140,-1112367085,-1119206793)+W(7,1044620924,-1130045765,-1105924841,-1127110112)+W(8,1049091960,-1158298480,-1096403637,1011461326)+W(9,1021200095,1051334754,-1107585156,1036759049)+W(10,1046459856,1012649582,-1103932050,1033462267)+W(11,1048824237,-1114785543,-1114351857,-1111955333);WS(1039738296,1044009556); +sum1=W(0,1031992376,-1113116036,1058890327,-1088719167)+W(1,1040542090,-1107110028,-1118478209,-1126664684)+W(2,1042459434,-1107130859,-1129453002,1036863629)+W(3,1036413734,1028656912,1054229481,-1088309806)+W(4,1042227988,-1133301245,1042319122,-1095949365)+W(5,1057173004,-1090115281,-1127816747,-1121635021)+W(6,1025321013,1046101634,1048940614,-1090901446)+W(7,1048439133,-1120611033,1019779694,-1104617834)+W(8,1052520321,-1096019759,-1119199044,1022364232)+W(9,-1126468451,-1111694091,1047137387,-1098195015)+W(10,1036380619,-1108092830,1028741314,1029160593)+W(11,1057385245,-1090793697,1040359505,-1129794251);sum2=W(0,-1088996856,1009251693,1062110924,-1115283476)+W(1,1030923639,1034262626,-1089163817,-1107842867)+W(2,1057525018,1042234988,1032774718,-1123202523)+W(3,-1081345153,-1124806950,1064189433,-1104109471)+W(4,-1126776930,-1130902850,-1080285142,1052635731)+W(5,1067630395,-1112028150,1034769026,1036915346)+W(6,-1079794071,-1106464080,1063058829,-1113992476)+W(7,-1106165885,-1110986466,-1089981167,-1125456570)+W(8,1062842970,1045262592,-1136163037,1035294670)+W(9,-1091438196,-1115606726,1054193960,1042247754)+W(10,1032379012,-1135519157,-1099490886,-1106662163)+W(11,1053790298,-1104249669,-1108359351,1024576891);WS(-1096394862,1050867114); +sum1=W(0,975777376,1011677768,1050217928,-1095631255)+W(1,-1105375964,1033079080,1035680965,-1097606072)+W(2,1041761501,-1108785275,1035556439,-1107649602)+W(3,1017323049,1017467204,1059053443,-1088500104)+W(4,1042635014,1020084753,-1164976624,-1122057965)+W(5,-1098739346,-1111108333,1025006046,-1112750027)+W(6,-1126109949,1039142936,-1089683010,1062642602)+W(7,1038036638,-1142614292,-1117859264,-1137149130)+W(8,-1104430516,1040456976,1027021261,1017623258)+W(9,1011370603,1023416416,-1115445691,1016594173)+W(10,1041295544,-1113983747,-1122131819,-1112401517)+W(11,1042596520,-1120553683,1029575724,-1124248029);sum2=W(0,-1131210775,1029829507,1018275001,-1122984086)+W(1,-1096338526,1033255054,1024840523,-1108448221)+W(2,-1117395779,-1132016729,-1114466007,-1103146109)+W(3,1024067225,1046565608,1042461338,1059140985)+W(4,-1107995649,-1119288636,1022860453,-1107856867)+W(5,-1092962046,-1089805596,-1166014069,-1099911282)+W(6,-1125865258,1042031083,1053212914,1058514952)+W(7,1052927486,-1113255745,-1130239171,-1106481128)+W(8,-1102214835,1027704725,1041713274,-1106771914)+W(9,1024964869,-1127390051,-1114692565,-1118917379)+W(10,1037010892,-1111017176,-1117571915,-1124576676)+W(11,991892650,1032905776,1032336370,1000523989);WS(-1112511928,1031640207); +sum1=W(0,1037301926,-1102373753,1058068053,-1091912761)+W(1,1030698115,-1112730073,-1130112569,1048837234)+W(2,1051625169,-1095738529,1045615952,1045904421)+W(3,-1119711398,-1091456672,1054040787,-1101742756)+W(4,-1104227307,-1098654019,1044751592,1045582560)+W(5,1044375881,-1090186767,1051640030,-1111879892)+W(6,-1102628100,-1119033858,1057193534,-1090190311)+W(7,-1111999463,-1123401908,1042267541,-1093436941)+W(8,1051238780,-1110077161,1008998972,-1101737376)+W(9,1021159833,1050238014,1045936610,-1098844722)+W(10,1050341641,1043894710,-1122521821,-1100593739)+W(11,1058222955,-1090967581,-1108465231,-1112695488);sum2=W(0,1016218439,1024549194,-1121292007,1037076368)+W(1,-1112700443,1032984152,1009444234,-1117974589)+W(2,-1111737758,-1110249739,1020335555,-1112172263)+W(3,-1111008440,1042315856,1047393563,-1086831522)+W(4,1038599637,1060801772,1026480303,-1106327815)+W(5,-1089871257,-1069929292,-1111547810,1079084175)+W(6,1015374231,1040022175,-1115783084,-1085683537)+W(7,1049254465,1057876572,-1115006890,1025059842)+W(8,1043300713,1033002057,-1118960414,1033693800)+W(9,1027237715,-1110870197,-1103999090,1033912191)+W(10,-1118358651,-1104475663,-1122692269,1033099318)+W(11,1022298131,1032775289,-1104218510,1045399536);WS(-1106120924,1033431669); +sum1=W(0,1016553159,1035990878,-1101729723,1042266392)+W(1,1024064284,1018305971,-1146851238,1041817850)+W(2,1024013341,1027850273,1026394008,1021653787)+W(3,1024375743,1041767260,-1116899488,977256084)+W(4,990294084,996614956,1026515514,1047579686)+W(5,-1085522812,-1090381288,1048833585,-1125739905)+W(6,1005429062,1031819293,-1090064383,1048109660)+W(7,1038017843,1016883609,1029812010,1026577053)+W(8,-1118087802,-1113190325,1040657490,-1121801815)+W(9,1008887700,1014785832,-1126747713,1024173993)+W(10,1020235411,1027952623,1021177962,1011005202)+W(11,1025078601,-1127218683,1041410670,-1132785763);sum2=W(0,1032555846,-1110721648,-1094136567,1030929664)+W(1,-1146526593,1018020888,1019641904,-1116342888)+W(2,-1089264280,-1112511004,1032788860,-1125819008)+W(3,1015684488,-1102693078,-1097199465,1046449598)+W(4,1012812816,1004426241,-1123545328,1027573888)+W(5,1056898914,1052843165,1033507644,-1122415072)+W(6,-1118308408,1043950970,1037769558,1024674316)+W(7,-1106559340,1028547840,-1117707424,1021888896)+W(8,1041236542,-1109778580,1017687520,996318210)+W(9,-1137876352,1007632640,1026403708,-1123597216)+W(10,1028523456,-1149117889,-1152988290,1023916088)+W(11,1046276806,-1105717038,-1122312832,-1132920416);WS(1034973624,1056792353); +sum1=W(0,-1120658336,-1130821617,-1114903379,-1130597942)+W(1,-1109039532,-1124529164,-1121055921,-1114464179)+W(2,-1125024178,-1102939831,-1115164458,-1124681556)+W(3,-1128295926,-1106629009,1008426736,-1118485143)+W(4,-1104109440,-1138254780,1021962732,-1093463666)+W(5,1062068439,1067744046,-1094141737,993935312)+W(6,-1127490506,-1097245927,1050479246,1049107361)+W(7,-1105858697,-1132704804,-1119904327,-1132912612)+W(8,-1107542555,1045213129,-1119937620,-1120970067)+W(9,-1122942113,-1118132038,1028006365,-1113875250)+W(10,-1141854766,-1122550700,-1119710033,-1115274080)+W(11,1025872901,1036565277,-1121170098,-1120520661);sum2=W(0,1020401308,-1120501349,1037264768,-1090330474)+W(1,-1105802125,1023925581,1017661559,996214904)+W(2,-1116129767,-1084580575,1032645479,-1119976615)+W(3,-1129375401,-1140432422,1035443152,-1097846115)+W(4,-1102145888,1025111856,-1130735541,1024553914)+W(5,1051779064,1064606263,1038402436,-1136822486)+W(6,-1146688164,1006774606,1039827062,1048687051)+W(7,1000828364,-1121332237,-1166762145,-1124013507)+W(8,1025600009,1019182043,1025151371,1015612208)+W(9,-1130185789,1033491675,-1114545658,-1117487855)+W(10,1028059566,-1119338761,-1137125822,-1117903931)+W(11,1032817572,1037037513,-1112238814,999461036);WS(-1082445367,-1085006700); +sum1=W(0,-1131835086,1041974800,-1081109875,1054173212)+W(1,1035072463,-1137431795,1034878908,1043293403)+W(2,-1092276724,1051286356,1034209806,1038048136)+W(3,-1106661648,1042063924,-1086386347,1055927462)+W(4,-1114712644,-1110863483,1037617118,1045196135)+W(5,-1094524616,1058619216,1036390662,1042877649)+W(6,-1121819052,1037212703,-1094507255,1050138098)+W(7,1015171028,-1123146704,1022066011,-1105403448)+W(8,-1104988703,1028915053,-1139447658,-1114994477)+W(9,1036207796,1046411795,-1105674409,1041419787)+W(10,1026111277,1040360493,1033542412,-1100599618)+W(11,-1096619449,-1130824962,1045523870,-1121943708);sum2=W(0,-1112963339,1043137200,1014823768,-1089890678)+W(1,1022229356,-1128614108,1025676326,1000796272)+W(2,1031859059,-1102855534,1031913791,1018516204)+W(3,-1117465202,993751520,1020211292,1018575516)+W(4,-1120060570,-1138611816,1036266015,-1098528956)+W(5,1055374057,1061198225,-1098119563,1020738140)+W(6,-1124864900,1032573075,986723264,1038055959)+W(7,-1106568385,-1132953832,1019242508,-1097473255)+W(8,-1125510524,1050136287,-1098582022,-1123833514)+W(9,1017632828,1049454991,-1111044051,-1109681619)+W(10,1030233630,1035860627,1039721851,-1090503899)+W(11,1007293144,1054985311,-1101215648,-1110059149);WS(-1089141943,1068474134); +sum1=W(0,1024130588,-1121972404,1032495505,1036801227)+W(1,-1117579092,-1114425265,-1101143803,1041396360)+W(2,1045416789,-1094238571,1039470024,1024684838)+W(3,1039148539,-1105946681,-1106461946,1057861426)+W(4,-1113046718,-1108918837,-1124204515,1052602058)+W(5,-1094942270,-1098420551,1047303536,-1127532529)+W(6,1026773217,-1091638882,1059099726,1040764762)+W(7,-1094617668,1027200645,1018218693,1032280890)+W(8,-1106993164,1033290001,1040300696,-1103088708)+W(9,-1104179471,1041946144,1045088278,-1105244536)+W(10,-1110195745,1043167338,-1123573325,-1138642417)+W(11,1009482242,1037819035,-1108347351,-1116739793);sum2=W(0,1016644168,-1134771145,-1129326838,-1114142714)+W(1,1012771369,1025799488,998892514,-1114282184)+W(2,1049635340,-1101404122,-1114952606,1041138771)+W(3,-1116049462,1042383274,-1147070546,-1095734150)+W(4,1057697290,-1095991584,1033248586,1025008594)+W(5,-1102476512,1060588986,-1111850310,1027653952)+W(6,-1110140123,-1104878488,-1090718582,1052949499)+W(7,-1096580248,-1127102864,1041609896,-1101611481)+W(8,1046973498,-1143476482,-1114336646,1035005082)+W(9,-1103095555,1048842205,-1115539252,-1110997031)+W(10,1031782132,992902692,1030835892,-1122288558)+W(11,1028769716,1022411808,-1118966953,-1120028296);WS(1055908206,1023803300); +sum1=W(0,1033033649,-1114766205,1059767687,-1093070812)+W(1,-1106762950,-1139512861,-1128828388,1011459483)+W(2,1054454099,-1094569204,1029622486,1016172182)+W(3,1027156540,-1106069078,1057986836,-1086765600)+W(4,991938588,1027600816,1024886583,-1116675477)+W(5,1059734148,-1090099632,-1098865153,1027525694)+W(6,-1122498726,-1116893112,1056528229,-1094363024)+W(7,-1101593593,-1135964969,1032744244,1045609495)+W(8,1043829406,-1102732570,-1139103892,1036132330)+W(9,-1114524705,-1113403236,1047712168,-1103438026)+W(10,1022039246,-1117700205,1005980052,1049123968)+W(11,1049516377,-1098493775,-1097177334,1035501771);sum2=W(0,1025334517,1052224655,-1085507535,-1083097675)+W(1,-1097828858,1062578782,-1115143239,1029199567)+W(2,-1092254017,-1079915962,-1092877982,1029921983)+W(3,-1112308287,1050599738,-1091835304,-1078367265)+W(4,-1101001669,1036651638,-1115511381,-1137182696)+W(5,1050309385,-1085955474,1031547399,1017725718)+W(6,1042864237,-1101494467,1052849573,1077549274)+W(7,974314816,-1103762806,1031444191,-1094150391)+W(8,1058681981,1068550083,-1100178328,-1106558945)+W(9,1040795754,-1116631442,-1093246396,1054678659)+W(10,1046838481,1039431488,-1111573417,-1092627938)+W(11,1066882777,1059124396,-1088438520,-1098096651);WS(-1078207964,-1098790270); +sum1=W(0,-1117816013,1017293260,1049047675,-1100878354)+W(1,1032784131,-1126192007,1039615439,-1121106131)+W(2,-1100078274,1049964833,-1107321921,-1122801847)+W(3,1040159636,-1098516348,1057717203,-1094050686)+W(4,1040450075,1034337038,1032454162,-1100564368)+W(5,1041647209,-1119951725,-1099964381,1014677674)+W(6,1029735698,-1142189601,-1090236946,1052197359)+W(7,-1116032848,1028031798,1026856980,-1115831559)+W(8,1041839801,-1110599850,1034137049,1027844545)+W(9,-1128361629,-1129405415,-1114821509,1009705546)+W(10,1036993018,-1121696025,1002339317,-1114960439)+W(11,1034781465,1020602063,993360895,-1130484229);sum2=W(0,1025029135,-1104367710,-1119205162,1051361304)+W(1,-1097951274,1037239658,-1115606678,-1132455965)+W(2,1051294613,-1090262380,1046775583,1027534783)+W(3,-1098891737,1054704406,-1118431701,-1094584814)+W(4,-1111734067,-1137589907,-1111864983,1035843132)+W(5,1040638061,1042639742,-1115582191,-1161598998)+W(6,-1112278329,1038310704,1033551568,1042180969)+W(7,-1116801751,-1113612863,1017169741,1037432870)+W(8,-1095570314,1054301740,-1102111461,-1137659371)+W(9,-1123958951,-1137648567,1040693441,1006683771)+W(10,-1108749213,1017443081,1031819582,-1122384617)+W(11,1008777251,1032304440,-1103720876,1038413214);WS(1060561207,-1110135205); +sum1=W(0,-1114856118,1049197464,-1091745710,1057921518)+W(1,1045672489,1021270499,-1124131449,-1108658488)+W(2,-1095755605,1045522218,-1100746808,-1112929307)+W(3,-1121034566,1041962623,-1091090769,1055093690)+W(4,1019645080,-1157317541,-1112340961,1047635080)+W(5,-1089785676,1056738433,-1111234056,1036938084)+W(6,-1112123800,1029521634,-1088312300,1057086969)+W(7,-1095870350,-1148757666,1034679769,1045001085)+W(8,-1105390912,1048793054,1047514180,1026507103)+W(9,-1115322038,1019494819,-1095959893,1049205462)+W(10,-1099214252,1019330670,-1107671902,1038785126)+W(11,-1089779917,1057170552,1022895484,1029094240);sum2=W(0,-1110883135,1041894205,-1114700148,-1082032478)+W(1,1046875162,1064081845,-1122184691,-1115970606)+W(2,-1118217955,-1081043792,1049320576,1059051295)+W(3,1008834310,982318965,-1097954058,-1085641610)+W(4,982336213,1064706681,1033395903,1040255170)+W(5,-1109327580,-1095688614,-1107088758,1066526360)+W(6,-1110716892,-1134396672,-1107386491,-1084362127)+W(7,1032307660,1060847547,1024095030,1031402202)+W(8,-1114148625,-1093205100,-1122373488,1058657081)+W(9,-1113505190,-1121857157,-1116084956,-1087863650)+W(10,1045820748,1055302318,-1113542640,1031923695)+W(11,-1128842340,-1094939475,1044473869,1041403755);WS(-1088848183,-1091270356); +sum1=W(0,-1113444636,1022583331,-1092936920,1050793382)+W(1,1035173048,-1115063927,-1127291412,1011517178)+W(2,-1094397598,1055228191,-1112816343,1007040780)+W(3,-1131637032,1047190142,-1092945549,1056457416)+W(4,1039723405,-1118782984,-1105736260,1040877723)+W(5,-1086200137,1051083611,1039289519,-1114815627)+W(6,1030983166,1035565944,-1102025475,1056969730)+W(7,1015654008,998545680,-1127378047,-1097520394)+W(8,-1104020948,1051399464,-1108815670,-1127143385)+W(9,1037357901,-1114602800,-1116833526,1044492479)+W(10,-1116817631,1025703109,-1115666437,-1108205485)+W(11,-1102830535,1047811509,1032741190,-1123886254);sum2=W(0,1023906737,1067295699,-1081442287,-1097077469)+W(1,1029195957,1026431960,-1110646223,1065087692)+W(2,-1085042817,1037915281,1015927544,-1132623721)+W(3,-1119411664,1065459703,-1083251842,-1096872835)+W(4,1018101230,1018762696,1010017751,-1118952488)+W(5,1050008558,-1110920551,1042598936,-1124571002)+W(6,-1108429461,-1081475488,1064700095,1006981249)+W(7,-1103158035,1020104602,1029589423,-1083105366)+W(8,1064469883,1036080906,1041992018,-1114107558)+W(9,-1110439418,-1095503285,1057972141,-1106015672)+W(10,-1108943564,1036691137,-1125097343,-1083389324)+W(11,1061045473,1051761632,-1114827780,-1119006739);WS(1034259896,1039623341); +sum1=W(0,1016878676,-1137539339,1055868742,-1088089066)+W(1,1043298073,984347141,1028460795,-1104998988)+W(2,1047938201,-1091378989,1036240559,-1121755284)+W(3,1034359235,-1129847248,1058114664,-1090213650)+W(4,1043122195,932956556,1011385345,1015052988)+W(5,1043619008,-1114958501,-1119276751,1018241806)+W(6,1015855070,1032818160,-1096687428,1054476715)+W(7,-1110579607,1026808723,1016831138,1044006969)+W(8,-1092418872,1049053750,-1101201217,1034235663)+W(9,-1128588247,1033445320,-1100196186,1040121848)+W(10,-1106781444,1010316760,1025908283,1043524531)+W(11,-1095896370,1044746961,1018213241,-1120101215);sum2=W(0,951810592,-1108037836,-1092018666,-1130209970)+W(1,1022643242,1009312276,1033659165,-1102042508)+W(2,-1107310314,-1115641842,-1110096702,1032067593)+W(3,1002259560,-1103529440,-1101738099,1041635941)+W(4,1034513697,-1114108683,1037243759,-1102191435)+W(5,1066447662,1067062587,-1100161415,1041326077)+W(6,-1112310958,-1111056455,1032823775,-1098661250)+W(7,1027860693,-1120382671,1034753865,-1119026649)+W(8,1031795157,-1099014553,-1096684817,1026651225)+W(9,992340497,-1101647251,1040899047,-1117726225)+W(10,-1114962434,1038338139,-1114454490,1024637657)+W(11,1046257437,-1111013301,-1112982645,-1106704138);WS(-1096556910,1067967914); +sum1=W(0,1032707155,-1122886335,-1095119782,1055235700)+W(1,-1120012638,1031514684,1024354487,1031668012)+W(2,-1103532312,1048353625,-1105977207,-1126996321)+W(3,-1131915011,1021347526,-1095435756,1044387963)+W(4,-1105830818,-1116416117,1043480447,1041914807)+W(5,-1090836352,1053060297,-1133082414,1043128001)+W(6,-1118942187,1036630543,-1091218783,1041581564)+W(7,1017318739,-1110350280,-1132633269,1034774528)+W(8,-1104917967,1052242886,-1121967338,1039162573)+W(9,1031302952,-1125222297,-1100801113,1033613430)+W(10,-1130484760,-1148985233,1031513592,-1106257250)+W(11,-1104067043,1050269976,-1109204860,1034839630);sum2=W(0,-1125934657,1041393774,-1097497496,1047775001)+W(1,-1131783044,-1122059316,-1120747465,1032139854)+W(2,-1114660789,-1105604596,1018330620,-1129241452)+W(3,-1126946517,-1107151652,-1096477783,1048515105)+W(4,-1096755902,-1147658728,1019390634,1046075673)+W(5,1057927405,1059160295,1041946221,1011994599)+W(6,-1140291646,-1090083756,-1110210473,1043731078)+W(7,-1091797353,1032850220,1045993569,1024325836)+W(8,-1137735680,1039621515,1046026631,-1126091098)+W(9,-1110717499,-1116058677,1033250412,-1116506490)+W(10,-1106745231,1009337229,1038335355,-1097350707)+W(11,-1127153776,987432265,-1124643180,-1124186068);WS(1061843767,-1077951557); +sum1=W(0,1026388735,-1106366502,1059311576,-1088217072)+W(1,1041378862,-1102542817,-1120114128,-1131166601)+W(2,1043697070,-1105977039,-1130669927,1039925540)+W(3,1037862893,1029755951,1054385928,-1091419383)+W(4,1047467576,989452730,1029309653,-1091391038)+W(5,1057568381,-1089136642,-1111164306,-1105668215)+W(6,1036389538,1048316317,1054220568,-1092475601)+W(7,1053509792,-1138232735,-1122000006,-1099454574)+W(8,1049723715,-1095416897,-1108260705,-1130981221)+W(9,-1126306304,-1106178153,1050234615,-1096877448)+W(10,1038585474,-1107228323,1030215888,1034019808)+W(11,1058416302,-1091809363,1045917860,-1116719540);sum2=W(0,1061533858,1041546460,-1081881922,-1104625991)+W(1,1020257203,-1112819836,1062451832,1044663473)+W(2,-1084977950,-1116240264,-1107478927,-1146254682)+W(3,1068272760,1019905335,-1081565785,-1115490290)+W(4,1038097782,1018218872,1070735043,-1103665132)+W(5,-1079025547,-1094934042,-1129735749,-1108448519)+W(6,1070929067,1027882908,-1082597652,1002519540)+W(7,1043320870,1032555484,1058522058,1053579543)+W(8,-1079765468,-1096683616,997759194,-1111378699)+W(9,1059576348,1030217484,-1088759123,-1103272320)+W(10,-1110736144,1018278443,1052624489,1042937819)+W(11,-1090364693,1039524167,1041293151,-1120119454);WS(-1084224055,-1088316584); +sum1=W(0,-1113613001,-1107673717,1006747746,1039555654)+W(1,1033838821,-1159624430,1003388692,1028109079)+W(2,-1098426505,1048291572,1024741190,-1124153911)+W(3,-1106869627,1012698375,-1088923256,1059475506)+W(4,-1120760050,1033833840,1016662735,1027116933)+W(5,-1097246285,1054502102,1019707757,1010228666)+W(6,1022316973,-1094644889,1057877820,-1093203288)+W(7,1048977331,-1114819581,-1136760929,1023495179)+W(8,1033746004,-1098003683,1036081339,-1110624834)+W(9,1028746387,-1107590588,1041863252,-1105649846)+W(10,1041797102,-1119454813,984919127,1024116594)+W(11,1022736621,-1114921814,-1127589064,-1122201606);sum2=W(0,1015245257,-1113301472,-1126889814,-1122805777)+W(1,1024783162,-1125306444,-1113948506,-1150409563)+W(2,1027745966,-1121614859,1024732276,-1120982285)+W(3,-1130594159,-1113241340,1053517180,1035094088)+W(4,1035927962,-1117285071,1007533655,988101766)+W(5,-1115083078,-1117590123,1033594898,-1115586407)+W(6,-1122336092,-1114338752,-1120298083,1041346715)+W(7,-1136757529,-1179946326,-1131246557,1042344950)+W(8,1009652067,1010321235,-1112303516,-1122655190)+W(9,-1121042747,1024929700,1023796132,1022595647)+W(10,-1107129305,1031780006,-1112003767,1034588627)+W(11,1015099871,1021357977,-1116844702,-1109817399);WS(1056759150,1060224665); +sum1=W(0,-1139374311,-1132085157,-1099925456,1041263149)+W(1,1033127353,-1131329248,995010733,1023919167)+W(2,-1105275165,-1143162806,1020125661,-1128574472)+W(3,-1111414410,1047983919,-1089721802,1045591848)+W(4,1047176279,-1124813330,-1108849608,1035204919)+W(5,1047380996,1054640011,-1109178223,-1115433611)+W(6,1028987391,1044747100,-1111752399,-1086265361)+W(7,1047077327,1014274699,1016981889,1009635916)+W(8,-1106656308,1052567064,1025513390,-1114033239)+W(9,-1123115291,1026679904,-1119632759,-1119813375)+W(10,1020940735,-1135589654,-1129401942,-1133052010)+W(11,-1103728616,1036660778,1026259564,-1154487021);sum2=W(0,1023227060,-1114834111,-1123255684,-1111609489)+W(1,1029177075,1009084849,1023565277,-1123243930)+W(2,1036838581,-1109001470,1046335474,-1110362282)+W(3,1023373012,-1110717616,-1121973236,-1106028739)+W(4,1040383540,1030364025,-1127246210,-1119831250)+W(5,-1128787384,1068968933,-1085459757,1038001226)+W(6,1035525242,995075850,-1106791563,-1084327071)+W(7,1055427968,1004844681,-1115895934,-1112704991)+W(8,1017209933,1049794788,-1106438120,-1109625554)+W(9,1032252451,-1137853837,1025363014,-1103092626)+W(10,1039281515,1026824663,-1115664904,-1177558227)+W(11,-1117762720,1033559138,-1108939748,1027051057);WS(1059198391,-1114206899); +sum1=W(0,-1123230572,1047908609,-1086695351,-1111534963)+W(1,1041894153,-1168813170,1033309054,-1113872057)+W(2,1005036838,-1127426130,1035651728,1029018614)+W(3,-1136657179,-1131612168,1053830093,-1097279138)+W(4,-1114797926,1015674230,1042361008,1032838544)+W(5,1063074340,1032841926,1042266564,-1115081892)+W(6,-1127872354,1018582917,1022976638,-1102974814)+W(7,1036160183,1022213546,1026831155,1025662981)+W(8,1048968528,-1086802103,1043048448,-1119589535)+W(9,1034821095,-1122684754,1037218004,-1094977286)+W(10,1028546130,1023015663,1027013917,1042918755)+W(11,1045668084,-1080167184,1051954532,-1121567905);sum2=W(0,-1109294951,-1116747636,1053044316,-1093594252)+W(1,-1105874671,1036768486,1044771761,-1095594447)+W(2,-1102224225,1044254591,-1148207325,-1122217612)+W(3,-1106240469,-1091993541,1065361960,-1103264547)+W(4,-1098859579,1038496462,1037653814,-1098134808)+W(5,1060397410,1059446961,-1110887683,-1106764847)+W(6,-1132138943,1045429231,-1095097189,1053539276)+W(7,-1103270924,1035231626,-1129034439,-1112675284)+W(8,-1139768526,-1147713757,1018090127,-1112984312)+W(9,1027920896,1030264036,-1100471477,-1115698004)+W(10,-1105560593,1037287074,-1126749735,1027709116)+W(11,-1095674438,-1131922215,1044415945,-1106415399);WS(-1081905372,1072993545); +sum1=W(0,1004609681,-1111485397,-1100618406,1052555682)+W(1,-1113666277,-1113131956,-1113931058,1044870886)+W(2,-1103601459,1050421002,-1125853837,-1119475260)+W(3,1017897178,-1101161424,-1117978262,1053397115)+W(4,-1109207833,-1119057377,-1110350900,1042868018)+W(5,-1088871615,1057434595,-1108715676,-1116054255)+W(6,-1119842647,1016958866,-1096217303,1037835279)+W(7,1041223333,1033629886,1029593625,1036666966)+W(8,-1090419947,1054502387,-1131918060,1019600139)+W(9,-1114320538,1034341084,-1105396084,1036260396)+W(10,1046093262,1034832815,1026419555,-1123516147)+W(11,-1100180286,1041011339,-1108472674,1025124935);sum2=W(0,1027207918,-1134820995,-1123507780,1022927690)+W(1,-1148644129,-1124904791,-1131003531,1019005665)+W(2,992028222,1039006609,-1114458430,1019252639)+W(3,-1155176792,1018656479,1020777698,-1108026125)+W(4,985006155,1019665619,-1144704129,1016837667)+W(5,-1093100477,-1075529389,-1165905039,-1148497627)+W(6,-1120277627,-1133755465,-1106617270,-1071234400)+W(7,1009164120,-1154476856,1018692534,1007330736)+W(8,1026210395,-1098388857,1080134310,1041946375)+W(9,-1122116985,1008190855,1015481059,1043410538)+W(10,1068769301,-1120913968,1016313728,1024160458)+W(11,1009441727,-1127804151,1038162442,-1102924087);WS(1052536174,-1151096569); +sum1=W(0,991116371,-1128173243,-1103836723,1032573088)+W(1,999976938,1037991630,1033302347,-1146822742)+W(2,1034951935,-1120898050,-1138114279,1035558856)+W(3,-1116642336,1036050892,-1087917523,1057405287)+W(4,-1098834165,1042054293,-1115536654,1034768509)+W(5,-1106200391,-1120590821,-1118223722,986260550)+W(6,1020657940,-1102372039,1061554222,-1082912644)+W(7,1047922098,-1130396508,-1114833734,1030675614)+W(8,1041046871,1002819162,-1107937520,1023135729)+W(9,1031490598,-1114628406,1046795201,-1124848916)+W(10,1038688870,-1142052488,-1158391502,1032401267)+W(11,1027714602,-1124036191,-1118805976,-1177279769);sum2=W(0,1035223119,1038869307,-1108836158,-1105867416)+W(1,-1106282608,1028503999,-1127800761,1034423710)+W(2,-1116666352,-1109342419,1047028407,-1119414296)+W(3,1038890181,-1109261585,-1087753137,1027333841)+W(4,-1148256348,-1113209005,1028905699,-1095895125)+W(5,1061176216,1057224086,-1148022324,1010099974)+W(6,994981383,-1098712671,-1099737664,1049674522)+W(7,-1103462952,1020393479,-1127955051,1032845262)+W(8,-1208820627,1011854042,1043242553,-1115953239)+W(9,998786660,1030375171,-1126035264,1017325847)+W(10,-1121350765,1024565993,-1121293280,-1114148994)+W(11,1042226462,-1120003540,-1117125009,1001260628);WS(1058902967,-1081860445); +sum1=W(0,-1121371387,-1116017491,-1114517185,-1144385454)+W(1,1031405875,-1133995267,1029881036,-1110722656)+W(2,-1096281750,1046612526,1032371736,-1118231237)+W(3,992316765,-1103068528,-1110556335,1050079932)+W(4,-1114542190,1037331941,-1117974353,-1120254383)+W(5,-1087192661,1061346066,-1113719056,-1117606232)+W(6,1019164800,-1111729689,-1138608617,1054224317)+W(7,-1147587566,1027634660,-1115308289,-1123116948)+W(8,-1119671953,1023689473,-1121094047,-1114416951)+W(9,1031905998,-1110978129,1026716344,1034730016)+W(10,1032702160,-1150819433,-1118946572,1027465948)+W(11,1026550240,990814541,1025765741,1002408318);sum2=W(0,-1127268449,1017520494,1046612660,-1104246964)+W(1,-1098833757,1019779427,1008157504,-1110533731)+W(2,1053115740,-1126879265,-1103206877,-1135658469)+W(3,1022079949,-1110799425,1042237616,1071620340)+W(4,1047260740,-1112586418,-1129508015,1038116680)+W(5,-1081939523,-1082767624,1046386206,1021781126)+W(6,1023435994,-1149062134,1046590815,-1091995420)+W(7,1034566387,1021597755,987488696,-1109564641)+W(8,1019421448,-1133233221,-1113663072,1025921212)+W(9,-1149203238,1031926637,1025089506,-1113723868)+W(10,-1131415815,1022181144,1025441916,-1140288129)+W(11,1002014090,1008464055,-1120607589,-1133866981);WS(-1118927728,-1114990634); +sum1=W(0,-1123938375,1033195056,1057535917,-1087859524)+W(1,-1107191040,1047574307,1040612950,-1114716774)+W(2,1047260544,-1132924433,1007112943,-1106834116)+W(3,1024746402,1048819881,1042772673,-1087499341)+W(4,1043648426,1044210486,1022214714,-1104426015)+W(5,1057677234,-1097320317,-1093740782,1028537764)+W(6,1038811590,-1105195831,1045869257,-1091890215)+W(7,1042013107,-1106862316,-1112630087,1042575344)+W(8,1057533694,-1089715893,1020754614,1047539199)+W(9,-1118622728,-1098438774,1042859777,1029276300)+W(10,-1107815558,-1107232885,1031232344,1038434900)+W(11,1055588422,-1091230428,-1113991309,1041569343);sum2=W(0,-1117938617,-1098776947,1052841626,-1111689798)+W(1,-1101990052,1034353164,1034943831,-1074997876)+W(2,1071950042,1008522816,1023979086,1019125592)+W(3,1047294563,-1067348911,1078478928,1042633900)+W(4,-1106116215,1021696573,-1112881764,-1073328658)+W(5,1075942353,-1105497105,1040726051,1032192788)+W(6,-1113196518,-1106856879,1048374094,-1100859969)+W(7,-1128120408,-1129459590,1017166837,1007574096)+W(8,-1110198115,1027760421,1041816709,-1114781060)+W(9,-1119652380,1040326435,1016518417,-1106280857)+W(10,1015116440,983174391,-1122537978,1003760381)+W(11,-1132261857,-1146348222,1015700123,1019612376);WS(1034111416,-1106797037); +sum1=W(0,-1127934684,-1113852291,-1096035023,1052464285)+W(1,1032415443,-1113420426,-1146675705,1035613338)+W(2,-1102929642,1042719307,-1114220817,1025128440)+W(3,1006977829,1034804131,-1090308252,1054858571)+W(4,1032020487,-1114922591,-1113401378,1037672145)+W(5,-1089088820,1057164897,-1123663635,-1136503085)+W(6,1019549798,1044038057,-1096624416,1050796251)+W(7,1035431737,1026704599,1016064490,-1106829090)+W(8,-1097224209,1048920159,-1131720964,-1109868785)+W(9,-1139061950,1033066250,-1104516203,1042039981)+W(10,-1114943722,1024811962,998716411,995721454)+W(11,-1095532026,1049209393,1041424208,-1138798477);sum2=W(0,1018373307,1030944977,-1120549779,-1139755202)+W(1,-1101691927,1049483493,-1117669473,1035483586)+W(2,-1113169149,-1114451942,-1102665013,1049560407)+W(3,1036793172,-1120221588,1031305133,1047991436)+W(4,-1083948126,1057078402,-1107254646,-1138388666)+W(5,-1118729068,1050438576,-1083351573,1060878230)+W(6,1027210469,-1119036598,-1123944089,1058194810)+W(7,-1081291530,1058504911,983011887,1026801669)+W(8,-1136088418,-1103576008,-1106933299,1044728114)+W(9,-1124389554,-1120993070,1045466087,1037255439)+W(10,-1095248620,1047223280,999841656,1036234905)+W(11,-1110162376,-1114267729,-1124771645,1036725012);WS(1038841272,1052605132); +sum1=W(0,1031922765,-1100459309,1037270288,1026910357)+W(1,1023447506,-1104596348,-1104568331,1046914264)+W(2,1041702805,-1101939446,-1114279623,1044685961)+W(3,1037544250,-1120141702,-1098675705,1040827436)+W(4,1048352911,-1104877098,-1109808312,-1117060814)+W(5,1045728636,1037079325,-1115507167,-1117405559)+W(6,-1115625903,1046551204,1017164043,-1095425143)+W(7,1040518727,1032200833,1042593752,-1097718198)+W(8,999474559,1046662664,1038294495,-1104511859)+W(9,-1105481799,1032086688,1031450455,-1103113592)+W(10,-1106032688,1039045107,1033924054,-1112841053)+W(11,1034794943,1015870568,1041969331,-1111795079);sum2=W(0,-1119788132,992683382,1018867293,1022669528)+W(1,1044098145,-1102594356,1033659476,-1104347191)+W(2,1020892153,1043646320,1022003003,-1105788334)+W(3,-1112158198,1044081475,-1090780387,1053457206)+W(4,1053806225,-1097169858,1008462738,1034564598)+W(5,-1098943438,-1103925357,1061138285,-1089462725)+W(6,-1128623485,1037093866,1024702018,-1094689316)+W(7,1061570617,-1090351234,-1135723434,-1118342628)+W(8,1037085984,-1130567667,1042502677,-1124000960)+W(9,1030330775,1008221186,-1108937272,-1111881166)+W(10,1045330453,-1102638867,-1125624097,-1116661382)+W(11,1041747819,1006874186,1015917808,-1119261652);WS(1059476151,-1123203418); +sum1=W(0,-1111725774,1035594491,-1091810916,1057461865)+W(1,1016189354,-1123857235,1032359159,1034919857)+W(2,-1140486487,1048140086,1034245225,1028750247)+W(3,-1110577724,-1111760306,-1084838663,1060577506)+W(4,-1104347695,-1113205590,-1105544893,1046155316)+W(5,-1086139015,1052038472,1027870402,-1121460986)+W(6,-1121304930,1044165509,-1095808892,1057513991)+W(7,-1103056264,-1148349487,-1115245634,1020829292)+W(8,-1096673622,1053266340,-1108853472,-1113141864)+W(9,1036887935,1039852002,-1127813812,1045123672)+W(10,1031021091,1036934292,-1110517831,-1120384574)+W(11,-1090491960,1055106407,-1133152957,1011178567);sum2=W(0,-1114868977,1026556603,1004734644,1034344926)+W(1,1040708934,-1131620842,-1107973502,-1115461868)+W(2,-1092079110,1042028492,-1103991549,-1105590488)+W(3,1044770988,-1104823400,1059587552,1024895663)+W(4,1051421807,1029419915,-1101288212,-1105554340)+W(5,1045430990,1050688149,-1095880897,-1114582112)+W(6,1025917421,1036199790,1037874646,1047334362)+W(7,-1118101029,1015496806,1028043472,-1116199065)+W(8,-1137785064,-1116948841,-1122024357,-1121536685)+W(9,-1111158861,1020651575,-1093651456,1044938016)+W(10,-1099771430,-1121478353,-1123193100,-1128075734)+W(11,-1127404110,1042458099,1007412048,-1127827256);WS(-1096078190,-1082738059); +sum1=W(0,1007239809,-1108860284,-1100207850,1053165251)+W(1,-1112013420,-1115685558,-1114850361,1046670329)+W(2,-1101169270,1050939564,-1126100266,-1124400725)+W(3,-1130257143,-1103368477,-1116530972,1051252601)+W(4,-1112810720,-1112871192,-1112210107,1045976117)+W(5,-1088435015,1056131912,-1124484747,-1117830909)+W(6,-1118665957,1029494103,-1092482434,1045571555)+W(7,1041969097,1031308937,1028242343,1036298605)+W(8,-1090334611,1053021861,1032260218,-1143992478)+W(9,-1116764258,1029804679,-1105280439,1035862579)+W(10,1044490698,1037078646,1022403683,-1128309634)+W(11,-1099682433,1038809821,-1114977769,1016808747);sum2=W(0,-1133820219,1027229337,-1115513384,1007940354)+W(1,-1156542700,1020775992,-1147891684,1032424255)+W(2,-1107406978,-1125237780,1031863482,994071912)+W(3,-1127336652,-1137665638,1037916056,1044701152)+W(4,-1113898133,-1127018949,-1127200453,1045946307)+W(5,-1096925824,1067148595,1048747828,-1115116116)+W(6,1020736496,-1116510358,1031285965,1076670751)+W(7,-1101339101,-1122694416,1001166860,-1145031593)+W(8,-1138759126,1039470145,-1070343554,-1106720041)+W(9,1022486646,-1116471963,1020254812,-1109537872)+W(10,-1082365934,1034791139,-1135690985,-1126621635)+W(11,-1122394148,1025436583,-1107321525,1039293842);WS(1056919406,-1123699093); +sum1=W(0,-1153021483,985933670,-1089586019,1058308826)+W(1,-1122912091,-1130942473,1016658279,-1142160193)+W(2,-1106728023,1043832952,-1111941676,-1162334614)+W(3,-1169964908,1032391598,-1095447822,1054485203)+W(4,-1114359010,-1115887538,-1131540465,-1109380555)+W(5,-1095937215,1051425640,1038539876,1035573952)+W(6,-1116724456,-1112807501,-1092279079,1057168451)+W(7,-1129000267,-1120065804,1018808083,-1115139838)+W(8,-1105250414,1053123845,-1105627696,1037216107)+W(9,986184318,1023499017,-1104943256,1034402292)+W(10,1011544866,-1114397383,1026972628,-1119658051)+W(11,-1093497009,1056025192,-1129701482,1031803900);sum2=W(0,1034281368,-1104410341,1018060402,-1138447737)+W(1,994323516,-1140256393,-1126716121,1032410612)+W(2,1017706532,-1115589617,1029627322,-1133676977)+W(3,-1121241308,-1087414339,1061712823,1021983592)+W(4,-1133709215,1012505315,1045372780,-1068615761)+W(5,1078313037,-1100339818,1015111478,-1130902073)+W(6,1035929285,-1067644471,1079888634,-1123293195)+W(7,1023885100,1028720332,1047600787,-1091405946)+W(8,1048822788,1030149270,-1124744731,-1123320040)+W(9,1004087438,-1118166494,1023636550,-1120625820)+W(10,1010097407,1022959192,1041718259,-1097556864)+W(11,1035128990,1021734756,1009567515,-1136405679);WS(1057577783,-1116545908); +sum1=W(0,-1140559047,1023488522,1031631673,-1127758170)+W(1,1037581685,-1129099776,-1119858755,1007841757)+W(2,1034355893,-1102068668,1038802963,1023940956)+W(3,1001413734,-1099448121,1034820815,-1139646818)+W(4,1020321573,1023108226,1019558160,-1135636631)+W(5,-1095265297,1043309332,-1118918103,-1133216315)+W(6,1027838711,-1106014610,-1133110549,1058446926)+W(7,-1104027725,1027058075,-1123065945,-1112832085)+W(8,976310772,1018622064,-1110623851,-1123708581)+W(9,-1133184076,-1132115376,1031909175,1033516923)+W(10,-1124259695,1025545342,-1116764451,1007686986)+W(11,1033492939,1033353766,-1114622946,-1118432359);sum2=W(0,-1139693312,-1124752720,-1098950560,999696497)+W(1,-1111434581,1026280044,1036960926,-1121090060)+W(2,-1103693150,1034222778,-1119707404,1014405392)+W(3,-1143311649,-1099787410,1033289622,-1104157082)+W(4,1018041096,-1121205834,990661185,-1112556974)+W(5,1052753541,1058657457,-1108624084,1023217352)+W(6,1015972640,-1123282486,-1106573325,1042484509)+W(7,-1111132399,1005957425,1000525745,-1104610584)+W(8,1031872996,1044261031,-1121815492,1017712752)+W(9,-1129692664,1028371280,-1115662969,1026599244)+W(10,1018446608,-1139874592,1028832752,-1104217347)+W(11,-1115847157,1041506121,-1129135268,1010211304);WS(1063874743,-1123600943); +sum1=W(0,1026726381,-1110972995,-1088392527,1060534134)+W(1,-1131352649,1017113381,1005084141,1029034162)+W(2,-1096434085,1052968261,-1125442370,1023149165)+W(3,-1121313992,1029564141,-1088422197,1061531727)+W(4,-1111100967,-1121647548,1022502021,1019350337)+W(5,-1089197156,1048937234,1007055431,1028622922)+W(6,1010678471,1021423943,-1089730182,1053585019)+W(7,-1124123103,-1132301739,1012880846,-1112342611)+W(8,-1099324833,1049533342,1037169096,-1122598880)+W(9,1016038684,1036724585,-1105649226,1044791660)+W(10,-1119334386,1017220849,1031948511,-1096649610)+W(11,-1102131796,1047748258,1048887628,-1134858375);sum2=W(0,1041516351,-1098661524,1065773241,1067471192)+W(1,-1095722385,1025030832,-1114001722,-1113317539)+W(2,1066164852,1062194047,1029392016,1015621429)+W(3,1031962338,1041960143,-1094243603,-1131590099)+W(4,1045112423,1033273068,-1127882717,-1113172562)+W(5,-1071023147,-1071391818,1027735196,-1106774969)+W(6,1024371132,1057245216,-1087722937,-1082288010)+W(7,1047570295,1021784721,-1116893380,-1108932190)+W(8,1043021464,1036914992,-1110460182,-1147670187)+W(9,-1137233618,1040530840,1059923771,1056604249)+W(10,1008215114,-1157997580,1035584360,-1090505328)+W(11,1062948018,1065534266,-1096088381,1025226110);WS(-1081605212,1037230241); +sum1=W(0,-1129286954,-1115600951,-1139829872,1042245092)+W(1,-1130516890,-1191245347,-1127382348,-1127078325)+W(2,1037397159,-1101819637,1025459530,-1140137724)+W(3,-1114123448,1045220821,-1103957592,1057239854)+W(4,-1098019463,-1135821456,-1119205995,1032978341)+W(5,1057561887,-1089716883,1040837167,-1153142562)+W(6,-1116053850,1031622828,1057799156,-1088291628)+W(7,1039979404,-1123070334,-1114061454,1039357911)+W(8,-1103125195,-1162281827,-1123433113,-1115244132)+W(9,1024011222,1020277751,1035843369,-1111135597)+W(10,1008116332,975751222,-1165173963,1026874614)+W(11,-1159950147,-1144308089,-1115664788,-1121723210);sum2=W(0,-1129847377,1027890930,1045384717,-1131041629)+W(1,-1118537275,-1129495121,-1132201467,-1115667911)+W(2,-1139027758,-1086235324,1015945835,1022067627)+W(3,-1111059277,-1109124506,1062718876,1071241567)+W(4,-1090110249,-1139816838,1032250249,-1115518668)+W(5,-1088514518,-1104078593,1050303031,-1109320206)+W(6,1003251981,-1131706033,1043614591,-1091065468)+W(7,-1130925231,1035917053,-1175110606,1033851379)+W(8,-1096199608,1021865867,1030828678,-1140186118)+W(9,-1119100754,1008685286,1038009999,-1113376611)+W(10,-1128909271,1027374356,1007928974,-1130851063)+W(11,-1126833063,-1120766781,-1121346672,-1130315761);WS(1048635758,-1111558989); +sum1=W(0,-1116715915,-1114167026,1019884197,1046236914)+W(1,1023679491,-1123924777,1007517554,-1144951432)+W(2,-1100411873,1042364482,1030303424,-1115625243)+W(3,-1125319757,1032434734,-1082609609,1057088310)+W(4,1025882348,1018952757,-1130676803,-1116349759)+W(5,-1099356457,1060062511,1027068912,-1117219752)+W(6,1032051720,1007313161,-1114189151,-1105629450)+W(7,1046455412,-1128015465,-1122176818,1037795522)+W(8,-1098216348,1032549225,1037080648,-1117338239)+W(9,1019813529,1011561671,-1118483848,-1156935944)+W(10,1024380849,1001454266,-1125995833,1022555096)+W(11,-1115419480,1017135051,1020138940,1015509889);sum2=W(0,1017200252,1032764106,-1100965710,-1120952053)+W(1,1023440400,1026555164,-1128076598,1032749056)+W(2,1036328960,-1105592489,1037836738,-1121478225)+W(3,1020177744,1042154489,-1079875623,-1093732085)+W(4,-1110726007,1032334674,1027061114,-1091917968)+W(5,1069362278,1053281179,-1110949820,1004458190)+W(6,-1120062015,-1115647155,1041923814,1053015354)+W(7,-1097734576,1030547292,1007295183,-1109350747)+W(8,-1121245377,1023497366,1029656316,-1115087241)+W(9,1005463470,-1136438311,1023734232,1044015507)+W(10,-1107014120,1024950244,-1120999608,-1152745757)+W(11,-1115720719,1040619345,1039138178,-1107079388);WS(1057226679,-1099093504); +sum1=W(0,-1117743115,-1106860569,1059123761,-1116606854)+W(1,-1117312579,-1126837697,-1111361838,-1097721634)+W(2,1043835217,-1113320356,1021938430,-1108681130)+W(3,-1142218540,1017711998,1054886149,-1098795498)+W(4,1024346219,-1128001843,-1115584496,-1098477656)+W(5,1036645937,1036044245,-1113074392,-1126342351)+W(6,-1144474236,1017808579,-1096319852,1058878095)+W(7,-1113306631,-1145404316,-1112915081,-1127808199)+W(8,-1102898152,1054951826,-1104150268,1022603516)+W(9,-1118048876,-1110778360,-1108186916,1042821748)+W(10,-1109837016,-1113519979,-1124754680,988685674)+W(11,-1103594844,1057715322,-1104945799,-1166667748);sum2=W(0,1017552406,-1115134458,-1123239700,1040415751)+W(1,1024802817,-1116030864,-1121365003,-1113297695)+W(2,1033578978,-1119377084,-1140510683,-1154029132)+W(3,1024315197,-1121331284,1032104202,1033268884)+W(4,1031096569,-1127078294,-1126393870,1034056828)+W(5,-1122610502,1042552247,1027588477,-1123710517)+W(6,1006096662,-1116036592,1042239151,1014688747)+W(7,-1116363642,-1142638070,1026122801,-1122098200)+W(8,-1128246386,1038912262,-1106292650,1002524342)+W(9,-1115019758,-1138309587,-1130645774,1011328923)+W(10,-1119712705,-1123496021,1010820131,-1114451237)+W(11,1021632898,1013103251,-1106135611,1026182445);WS(-1108758968,-1120615143); +sum1=W(0,1007512449,1043847294,1041722714,-1089504654)+W(1,1035899020,1021562716,-1118729201,-1115009907)+W(2,1047642150,-1097300100,1024857813,-1157490338)+W(3,1033236958,1038269372,1052029054,-1092318719)+W(4,1041772976,1033997944,-1188181540,-1103491829)+W(5,1056274631,-1092329088,-1115586563,-1127937658)+W(6,1032455763,1026842103,1057598894,-1088834696)+W(7,1037648114,1034853541,-1139132956,1028990457)+W(8,1044856958,-1094694701,1028932916,-1139535439)+W(9,-1126666947,-1112992067,1049081300,-1102944265)+W(10,1031373190,999073631,1028445809,1045480960)+W(11,1008203541,-1095636207,987483733,1033314299);sum2=W(0,1022601823,-1119857460,-1099325942,-1068582801)+W(1,1035739756,1015907333,1027503424,1016942723)+W(2,-1112391205,-1076271776,-1104095012,1016973548)+W(3,-1114440342,-1113768249,1050839307,1067690352)+W(4,1026494027,-1122697579,1031020236,1049278985)+W(5,-1097330938,1077639092,1047876791,1015148595)+W(6,-1115479573,1023747258,1019565806,1061065209)+W(7,1016405011,-1106941761,1028798660,1008539869)+W(8,-1108724816,-1120523343,-1115660355,1032414836)+W(9,-1137878778,1030670036,-1143955309,1002861982)+W(10,1022661839,-1126087053,973255146,-1124354630)+W(11,-1115374863,1029925423,1033007729,-1124658022);WS(-1125070560,-1096513533); +sum1=W(0,-1112401838,1032850683,-1111199410,1046757622)+W(1,1033951818,-1110786345,-1141896047,1035442769)+W(2,-1105684773,1047296038,1013771590,-1113414691)+W(3,-1114813980,1027743049,-1093508577,1061969278)+W(4,-1100008383,-1131095256,-1125005414,1036941992)+W(5,-1099350541,-1107426238,1023589122,-1114443933)+W(6,1026386210,-1104378805,1060063436,-1092774776)+W(7,-1122038496,996299870,-1115056418,1037833707)+W(8,-1112618105,1028130403,-1110298148,-1117830096)+W(9,1012901881,1022681350,1035294797,-1127381572)+W(10,1030080099,-1140100259,-1125623196,1033887999)+W(11,988362813,1016528878,-1106008748,1014753608);sum2=W(0,-1128089453,1024340419,-1102023306,-1103821003)+W(1,1043342989,-1119644228,-1110645236,1043920397)+W(2,-1114712453,-1097377481,-1109265540,1026656603)+W(3,-1130916401,-1129344777,1028225499,972074333)+W(4,-1100613575,1034952995,1026446699,1009781987)+W(5,1057874897,1059140954,-1103696793,1032660433)+W(6,-1115610756,-1102796808,1052660862,1038144249)+W(7,-1116201867,-1130501689,1032679495,1037523581)+W(8,-1102216434,-1107293486,-1131885037,1029362471)+W(9,-1114433002,1023912055,-1127455825,1006589878)+W(10,-1105206442,1013212643,-1123355757,1026431795)+W(11,-1128264837,-1102041035,-1127587329,1005668278);WS(1049867118,1034735186); +sum1=W(0,-1127774262,1029333619,1019113028,1024964758)+W(1,1007980364,-1121402761,-1117373036,-1123455456)+W(2,1040322517,1032014380,1019723167,-1118901061)+W(3,1031064438,-1105261096,1040279186,1048588372)+W(4,-1114399774,-1126411220,-1112922680,-1096141178)+W(5,-1101685436,1050135703,-1100797936,-1110911420)+W(6,1012648832,-1120189874,1044944438,1034886579)+W(7,-1113398479,1019321608,-1132535687,1024540628)+W(8,-1121818673,1040490120,-1150021355,-1114680743)+W(9,-1120670652,-1138107141,1035373868,1016312768)+W(10,-1128775361,-1121234663,-1140537009,1000234461)+W(11,1032620736,1034120602,1008873398,-1121766352);sum2=W(0,-1161289046,-1111556088,1038429491,1024158411)+W(1,-1123794133,1016121349,1020587590,-1127668568)+W(2,-1130067243,1018324827,1035096674,-1127328688)+W(3,1029682388,-1095922552,1050898724,-1123472030)+W(4,-1142905112,-1126947701,1031608572,-1092239431)+W(5,1058359401,-1093717514,1042534485,-1126252937)+W(6,-1117304231,-1165373610,1040200303,-1118204561)+W(7,-1137719883,-1122434117,-1129471662,-1120133906)+W(8,1044552317,-1112781150,-1136196985,-1137031592)+W(9,965398246,1007233453,-1132308256,1017795291)+W(10,1027736448,-1121369248,-1134569151,1019046119)+W(11,1031851372,-1120826542,-1128305748,-1162116006);WS(1063598519,1040709546); +sum1=W(0,989424433,-1129964132,-1092181324,1056340507)+W(1,-1140166214,1007420926,1025004011,1018517694)+W(2,-1096845618,1052096915,-1124688156,1025298052)+W(3,-1117397173,1036280904,-1092686069,1055848084)+W(4,1027380346,-1114706068,1010227902,1042042835)+W(5,-1082263275,-1117189370,1041673920,1030527159)+W(6,-1116859551,1025484624,-1087946945,1053023013)+W(7,1025279965,1004378644,1035862832,-1108371497)+W(8,-1124000752,1053676604,1021321051,-1130325786)+W(9,1012428267,1028794752,977020321,1044581128)+W(10,-1125256895,1025029349,1028295307,-1105766207)+W(11,-1108973663,1048031389,1035434166,1015026205);sum2=W(0,-1128989779,1040099849,-1100874000,1021993174)+W(1,-1130783901,1011642260,-1132752301,992269838)+W(2,1034251701,-1130867684,1034483450,-1123860313)+W(3,-1121498089,1034828720,-1104384455,-1113539068)+W(4,-1122004711,1016725938,-1112228563,1034859451)+W(5,1044543345,1053848304,1016645052,-1122625223)+W(6,1023519830,1034954038,1046406891,-1104908283)+W(7,1032774629,1011006880,-1111737432,-1122349299)+W(8,1028583216,-1100179639,1016210650,-1114528083)+W(9,1023675120,1019899084,-1114022376,-1111378604)+W(10,1033297067,1021084026,-1134051546,-1112348174)+W(11,1040182737,-1097476412,1025418184,-1141294629);WS(1052377710,-1116561061); +sum1=W(0,-1122160137,1026711393,1034438088,1023922180)+W(1,-1115207840,1014756539,-1112995181,1046449684)+W(2,-1103073456,-1112523427,1036366239,-1110629817)+W(3,1021266631,-1094207935,1059878180,1031595583)+W(4,-1096200621,1025340632,1017022397,1051777944)+W(5,-1091454284,-1107259466,1043506315,-1122333286)+W(6,1032809511,-1105978112,-1108523806,1059633699)+W(7,-1105628259,-1126028515,-1105019076,1045042328)+W(8,-1137740923,-1094439010,1043730779,-1114494718)+W(9,1019774100,-1140860791,-1113848547,1048809290)+W(10,-1114298535,1024493780,-1119221338,-1140595366)+W(11,1015748571,1019553093,-1117446555,-1121208702);sum2=W(0,-1125003387,1023545558,1001356924,1019826271)+W(1,1029018751,-1114113554,-1110204990,-1122326332)+W(2,1049948311,-1106041547,-1122275300,1028296019)+W(3,1008672566,1039271760,-1104177316,1040609653)+W(4,1017003703,-1143932072,-1110854180,997586352)+W(5,-1099440370,1057375034,-1099421810,-1122149120)+W(6,1015432805,1043658401,-1101604747,-1098469549)+W(7,1052007058,-1118594118,1007507570,-1126010948)+W(8,-1112581048,1041033112,1018898909,-1129527698)+W(9,-1129875419,-1128126180,1034699764,-1108980340)+W(10,-1118843549,1031512617,-1145172348,1018354299)+W(11,-1118892801,1026776081,-1123423040,-1147650596);WS(1066846108,1044745002); +sum1=W(0,1019372186,1049403789,1042475733,-1091781177)+W(1,-1124410122,1015897062,978233216,-1107121557)+W(2,1051348497,-1100692098,1039801345,1009376476)+W(3,-1129136976,1041504923,1048713517,-1091573825)+W(4,1032893815,-1126291000,1025331363,-1134682116)+W(5,1054698948,-1089263023,1040511932,1006187856)+W(6,-1142297744,1039399714,1049146911,-1091452887)+W(7,-1146055296,1016897132,1015116199,-1122699462)+W(8,1058118606,-1090043533,1032222216,1012743170)+W(9,1015645340,-1121336819,1046729314,-1102394372)+W(10,-1115550793,1010428515,1016287548,1026221102)+W(11,1056609718,-1091564925,-1107840672,1000566800);sum2=W(0,-1121498998,1040076187,1040991236,-1097642453)+W(1,1041191639,-1143069461,1025173682,-1110698495)+W(2,1027215822,1032193313,-1107046015,-1127878497)+W(3,-1127952317,1046879062,-1097422534,-1089335507)+W(4,1027648922,1033858873,-1123064681,-1114452496)+W(5,-1079622690,-1070315938,-1107556506,1031644922)+W(6,1031325102,1037259271,-1113150532,-1080614075)+W(7,1040688678,-1125227083,1031547392,-1113826794)+W(8,1059352243,1063284099,1044912350,-1135729999)+W(9,-1116804726,-1113826560,1032134129,1075195474)+W(10,-1107091577,-1112123781,1013263415,-1114840697)+W(11,1048220488,1071802337,1050907604,-1104322253);WS(-1083170743,1032719415); +sum1=W(0,1023701883,-1115388842,-1095142736,-1131637740)+W(1,1043889005,1012236805,1027723212,1037576352)+W(2,-1104329709,1047136718,-1114738168,-1143133226)+W(3,-1122560214,1028066352,-1093573195,1050356544)+W(4,1032119470,-1126174356,989186599,1034436696)+W(5,-1091782714,1058921626,1035779088,1024911192)+W(6,1018265472,1046871436,-1090370147,1057401704)+W(7,-1119260798,1033076018,-1118377474,1036384970)+W(8,-1088395265,1046747968,1026791695,-1122725807)+W(9,1034616094,1041769608,-1092608855,1048250192)+W(10,1007978244,1033024419,-1143849572,1033711598)+W(11,-1085234190,1051022467,1035213927,1028803056);sum2=W(0,1040592912,-1091007599,-1122569720,1061904811)+W(1,-1096410255,-1107753434,-1148866748,1043419584)+W(2,-1102576481,-1110256028,-1106770914,1043044202)+W(3,1032765896,-1111893630,-1114969246,1042199718)+W(4,-1108992598,-1138614142,-1113675298,-1100951705)+W(5,1060370086,1060838438,-1088153932,-1121677972)+W(6,1035431068,1030657616,1018512847,1061366749)+W(7,-1091610254,1049599377,-1111525482,-1123081200)+W(8,-1112438148,-1086083341,1039676388,-1117594428)+W(9,1031171080,1009914590,1033713452,1029235040)+W(10,-1104419583,-1154941432,-1111672592,1048594219)+W(11,-1120657004,-1090315205,1040642594,1041324320);WS(-1087374135,1068569819); +sum1=W(0,1034522569,1036038485,1051494643,-1092286050)+W(1,1024631242,-1124293233,-1114460210,-1134485343)+W(2,1048850073,-1097395434,-1155697773,1035227470)+W(3,1040675195,998999958,1055860825,-1093950865)+W(4,1034953465,1022306499,-1156322949,-1102898978)+W(5,1058980799,-1086427635,1036357020,-1115248568)+W(6,-1126356143,1032174021,1050366134,-1097745188)+W(7,-1115522123,1025097211,1038944141,1032843110)+W(8,1048730421,-1098221875,1020968428,1020281868)+W(9,-1123272884,-1112707068,1043911796,-1095510475)+W(10,1032316940,-1112095119,-1147588893,1041667373)+W(11,1049367775,-1093210118,-1134843155,1003691067);sum2=W(0,1036982689,-1101176821,1032029724,1031712503)+W(1,-1095262307,-1135236510,-1109420523,1040154700)+W(2,1008871494,1051308638,-1089037290,1036178124)+W(3,1038171016,-1103427381,1053639476,-1103617514)+W(4,-1077227331,1056219784,-1114883799,1011961296)+W(5,-1094943648,-1090481186,-1077304111,1063074442)+W(6,1032698755,-1115041464,1046242469,1048516585)+W(7,-1075605762,1070767205,1023400751,-1112162319)+W(8,1015257266,-1110670159,-1086532256,1074120487)+W(9,-1119043865,-1114657793,1018562568,1026474691)+W(10,-1115849955,1066414901,1034471555,-1117007917)+W(11,1031877719,1044794303,-1110424851,1052188053);WS(-1094340206,1025238393); +sum1=W(0,1025401267,1041212259,1051626551,-1087771683)+W(1,1026720107,1024873417,-1120317764,-1123694073)+W(2,1044638395,-1099303356,1027277160,1003045609)+W(3,1029217422,1040075594,1051991350,-1089805402)+W(4,1042793877,1025974530,1017691154,-1128349902)+W(5,1049159169,-1090474853,1032035372,-1140916353)+W(6,1015273200,1030937834,1055056667,-1089928234)+W(7,1038797403,1026491292,1006374863,1030337996)+W(8,1045537234,-1095611655,1028636183,-1125445197)+W(9,-1149759301,-1112880429,1047952828,-1103717662)+W(10,1034683820,1018728702,1023921508,1048792866)+W(11,-1109761292,-1097665994,1024357062,1024842472);sum2=W(0,1016272983,-1117564089,1054344808,1082928383)+W(1,1043627742,-1113989008,-1125328223,1007328518)+W(2,1047318060,1074423709,1037006400,-1137080694)+W(3,1019432157,1038058236,-1095657702,-1074337637)+W(4,1040243063,1017883877,-1136495190,-1106032359)+W(5,-1084625245,-1066615612,-1106132294,-1126758430)+W(6,1024638490,1036423350,-1124414562,-1087090886)+W(7,-1119023275,1040797418,-1122054341,-1129861056)+W(8,1036648948,1034359725,1004167460,-1113361096)+W(9,1016158573,-1141592892,-1120282232,999766988)+W(10,1002865564,1023713345,-1137665190,1032273458)+W(11,1033205457,-1114245215,-1113153751,1022755221);WS(-1098231918,1035887052); +sum1=W(0,1007686525,-1117693688,1048268202,-1105099271)+W(1,-1110112236,1016554315,-1112046456,-1119004197)+W(2,1036810732,-1097653932,-1130249512,-1115219957)+W(3,-1136641001,-1104788790,1055375147,-1098720398)+W(4,-1106155488,-1142876018,1025581173,-1092353842)+W(5,1069647932,1066085926,-1091717545,-1143806946)+W(6,-1121240420,-1104580134,1052170270,-1093227035)+W(7,-1110987409,-1113561092,-1165513922,-1146015939)+W(8,1020096363,-1123833253,-1108464746,-1123809427)+W(9,-1114143760,-1162096818,-1125578169,-1107379122)+W(10,-1156567122,-1113074326,-1123656209,-1117522176)+W(11,1031911554,-1130540403,-1106840908,-1120698772);sum2=W(0,-1125891647,-1121500935,1021750179,1017645919)+W(1,-1130193055,-1118741587,-1139529830,1033326245)+W(2,-1133323886,-1167588957,1018366499,1021086319)+W(3,-1127048511,-1110257678,1040835222,-1108825416)+W(4,-1144215516,-1113356630,-1119620679,1033808587)+W(5,1061147710,1055027509,1035778772,-1123951235)+W(6,1015042367,-1152963927,-1110018076,-1105425292)+W(7,-1105010302,-1124596863,-1133002574,1023704513)+W(8,1035246842,-1090179180,1019226535,995355927)+W(9,1001053676,-1125968895,-1123027527,1035235033)+W(10,-1113493000,-1135606974,-1136336990,-1159911790)+W(11,-1144777900,-1104047270,-1137733870,-1141401292);WS(-1081201436,-1083122818); +sum1=W(0,1024396773,-1118776317,-1090317103,1056470156)+W(1,-1120183581,-1124728406,1040103323,-1121204906)+W(2,-1098486564,1048677796,-1105729174,1010393788)+W(3,-1104054160,1048678635,-1094484293,1048629197)+W(4,1032093347,-1105359341,1042893967,-1101546374)+W(5,-1101075087,1052113969,1048228642,1048587688)+W(6,-1121710378,1036673102,-1095873942,1033707976)+W(7,1044099610,-1107414311,-1122190892,-1112386175)+W(8,-1099326495,1057451847,-1102747354,1034642220)+W(9,1038539251,1022162966,-1101153544,1027207978)+W(10,-1114063013,-1109685144,1020559724,-1111471555)+W(11,-1095630377,1053998976,-1125760751,1033222029);sum2=W(0,-1130151079,1029357099,-1141051917,-1126143047)+W(1,-1138853383,1016378649,-1128601535,-1139320303)+W(2,1027307392,-1124015138,1026568428,-1128887123)+W(3,1016586775,1016703563,1040480663,-1090482710)+W(4,1051692940,1024508650,-1116462462,1036545095)+W(5,-1084177500,-1061542668,1087807110,-1109325640)+W(6,1006316053,1027702761,1027514935,-1081711054)+W(7,1065457143,-1115450794,-1136401487,-1115282656)+W(8,1033882273,1042416533,-1101742731,1030137534)+W(9,-1134837023,1025282364,975470826,-1107083018)+W(10,1035528582,1016609727,1015531121,-1128863347)+W(11,1013565163,1030037156,-1123914522,-1122133136);WS(1056806766,1019813151); +sum1=W(0,-1109922347,1038862168,-1094336356,1045176100)+W(1,1023835087,-1117706029,1027672232,-1098777292)+W(2,1025923920,1046907893,-1097985673,-1143840774)+W(3,-1113027385,1057340869,-1089223672,1028090813)+W(4,1044113854,-1111671123,-1106442907,-1131946518)+W(5,1049099726,1060367739,1010151151,1025756788)+W(6,-1119504732,1048903346,-1102142547,-1102839017)+W(7,1051267347,-1111600768,-1127683323,-1100586740)+W(8,-1122538541,1052174932,-1093148714,1040843731)+W(9,1015134384,1027127869,-1099585557,1024110556)+W(10,1029024221,-1107564881,-1122196904,-1136830686)+W(11,-1100472159,1047790604,-1137237669,-1131252120);sum2=W(0,1016054025,-1119367753,-1115811972,1024987046)+W(1,1016843613,1007599121,-1116580030,1033363716)+W(2,-1119979151,-1114756690,1025664850,-1120202841)+W(3,-1128856269,-1107794961,1046175546,-1100926142)+W(4,1028330842,-1144919563,1024017790,-1129548157)+W(5,1051115205,1048732221,1029232538,-1123931557)+W(6,-1120027976,1034251322,-1095340379,1044324276)+W(7,-1105635461,-1122027017,1003808451,1039517400)+W(8,-1127431641,-1104827086,1042504965,-1118580981)+W(9,-1120561807,1019337653,976018325,-1139095561)+W(10,-1118828309,1016896817,1020365697,-1174223189)+W(11,-1148320619,-1138276477,-1117203320,1009819353);WS(1067549148,1061168738); +sum1=W(0,-1136860560,1041916271,1043173595,-1099729080)+W(1,1028345500,-1117900922,1019396970,-1102760394)+W(2,1046914407,-1097589844,1036811500,-1118556558)+W(3,1034693791,-1100215160,1063664325,-1085101004)+W(4,1044130369,-1118557363,1031876061,-1127917744)+W(5,1041579695,1044764001,-1111608196,-1148658183)+W(6,-1126960466,1038708237,-1084953669,1062969721)+W(7,-1096862061,1028601293,1026075051,1042570959)+W(8,-1099553438,1046958554,-1104831702,1014732126)+W(9,-1129065354,1024557450,-1111656016,1031927572)+W(10,-1121741642,999719805,-1125694250,-1114527138)+W(11,1036161892,-1129394940,1028864534,-1111432076);sum2=W(0,1037988572,-1097183834,-1096111302,-1112255513)+W(1,1025606252,-1131066844,-1109648154,-1096035348)+W(2,1046143856,1047451704,-1109281762,1021094187)+W(3,-1115314649,-1106718097,1065688064,1048785443)+W(4,1025033440,-1118872350,-1110735622,1044362532)+W(5,-1100541529,-1089624797,-1124926742,1035314838)+W(6,1029414023,1044653749,1022961930,1040629892)+W(7,1024229044,-1132267648,-1115532881,-1118097482)+W(8,1041170408,-1135819985,-1109992198,1004115214)+W(9,-1114457629,1036871139,-1121640520,-1109975688)+W(10,1007526703,-1128646118,-1123631499,1035597348)+W(11,-1109551474,1030316886,1031542857,-1117895342);WS(-1090126519,1034760182); +sum1=W(0,1022234099,1038732905,-1095221408,1049091087)+W(1,-1141106060,-1130848127,987019599,1040082783)+W(2,-1096833350,1049531159,-1100657291,1036771650)+W(3,1021371561,1042926010,-1090005917,1052645704)+W(4,-1098472859,1035488804,-1125185183,1019049563)+W(5,1049172122,1048882035,-1113910991,1025403478)+W(6,1040030303,-1101231100,1056956325,-1086324445)+W(7,1041783487,1007113098,1005824514,-1108355337)+W(8,1052986466,-1089320760,1033537135,-1138596020)+W(9,1028122555,-1115211984,1046568014,-1101798768)+W(10,1037621024,-1128732298,-1120592523,1035983309)+W(11,1025899358,-1123937043,-1125397784,-1127374557);sum2=W(0,1016736022,1032939170,-1122689775,-1102551566)+W(1,-1122487238,1026411789,1011977196,-1102682487)+W(2,1060510561,1060805847,-1122236502,-1128029215)+W(3,-1137999416,1037611888,1051792579,1057985083)+W(4,1036808922,1019619350,1019963070,-1102949496)+W(5,-1073351999,-1073393989,-1103029047,-1125796177)+W(6,1030437859,1039010410,1059164734,1057367527)+W(7,1039165500,1024266957,-1122046802,-1110345340)+W(8,1062467108,1062012989,-1106860549,-1119780381)+W(9,-1142727409,-1124097437,1031495287,-1147452225)+W(10,-1143421321,1024156551,1018753414,-1113761662)+W(11,-1101619274,-1099879364,1015482390,1016465010);WS(-1089242039,-1127205581); +sum1=W(0,-1124452989,1047404342,-1086849964,-1114062493)+W(1,1042532510,1010360274,1037734344,-1111320098)+W(2,1001557948,998659036,1038364441,1032729828)+W(3,-1136469606,-1115981071,1055753134,-1096047365)+W(4,-1118490271,1015888923,1045032037,1038279993)+W(5,1059294849,-1107330927,1044317529,-1118190491)+W(6,-1131176455,1006926037,1006841992,-1105936042)+W(7,1035319841,1021147727,1029283077,1030509432)+W(8,1049404683,-1087265492,1043122385,-1123196402)+W(9,1038076384,-1123275877,1037635838,-1095492784)+W(10,1027367204,1027584778,1029887056,1043334248)+W(11,1044156233,-1080260267,1053177470,-1118995315);sum2=W(0,1029897599,-1102843967,1001547796,1049416264)+W(1,-1120840401,-1115391670,-1114965417,1046605828)+W(2,1025076963,-1100594038,1041915682,1020641677)+W(3,1025776431,1033633995,-1090433692,-1096668289)+W(4,1040646462,-1111492899,-1121485495,1048791648)+W(5,1044097140,-1117020477,1042521794,1034331443)+W(6,-1140617930,-1104898739,1042488362,-1102246327)+W(7,-1112857889,-1115861875,-1113546368,1031053127)+W(8,-1118485295,1034926551,-1109164591,-1134127978)+W(9,1031651703,-1108448442,1045463546,1047237110)+W(10,1015998805,-1120855845,-1117524097,-1108356905)+W(11,1040816680,1044694712,-1109851905,-1124879769);WS(-1081567068,-1085072352); +sum1=W(0,1026202077,1008391383,1043376377,-1106037014)+W(1,-1119432853,1015626934,1017630556,-1102096537)+W(2,1035138955,-1113878797,1041401156,-1112723700)+W(3,1034866076,-1105309517,1062685095,-1091962582)+W(4,1028045374,995954372,-1120073907,-1113888457)+W(5,-1088326467,-1099527071,1036249665,-1112822301)+W(6,990337572,1038015146,-1087780001,1065743931)+W(7,-1122166240,1036674595,-1122725732,1010107993)+W(8,-1095652846,1048331161,1030964177,-1165855255)+W(9,1016189565,1035371298,-1111927693,1035819857)+W(10,1030882915,1020668626,-1135328058,-1107104879)+W(11,-1134788873,1033560764,1034792920,-1140134473);sum2=W(0,-1101998430,1025808817,1026331301,1041383807)+W(1,1033833028,-1108635033,1034880732,-1110518368)+W(2,1035202798,1044537615,-1096440885,1042833515)+W(3,-1111573656,-1090739547,-1095903349,1045506861)+W(4,1030373631,-1107072548,1034691412,-1098171169)+W(5,1068344140,1069658374,-1094064924,1037649108)+W(6,1017688506,1047617175,-1085314459,-1090700374)+W(7,-1106284721,-1117475933,1032207084,-1112107064)+W(8,-1108916250,-1135142667,-1113568166,996218700)+W(9,1002612774,1027687639,-1113844364,-1106371211)+W(10,1043762008,-1115713024,995363580,1035291452)+W(11,-1111293323,-1105384559,-1113615358,1031725587);WS(-1122270064,-1083487436); +sum1=W(0,1022021054,-1111938972,-1089129474,1061173530)+W(1,-1117042135,990992466,1000846209,1031069285)+W(2,-1092279467,1053406092,-1112839626,997371026)+W(3,-1120651002,1035108132,-1089405705,1061891890)+W(4,-1115403968,-1123767278,-1133172181,-1122478547)+W(5,-1088959911,1046812368,1035227362,-1136588785)+W(6,1015175368,1022898156,-1101358829,1052509753)+W(7,983155781,1014548513,1008528664,-1109542844)+W(8,-1113192731,1035774995,1035355065,-1120262163)+W(9,1014262402,1003755051,-1110785838,1040815801)+W(10,-1114859906,-1139309996,1032206792,-1099224128)+W(11,-1105614817,1041852206,1046440556,-1196238920);sum2=W(0,1044179919,-1111986018,-1080384748,-1092393621)+W(1,1048581079,1031858735,1022028328,998943655)+W(2,-1088604014,1029389095,1009323699,1021777892)+W(3,1040258943,-1095034556,-1104000317,-1090514887)+W(4,1015383036,1024626196,-1118974089,-1095846499)+W(5,1073459027,1071708766,-1097133430,1024702395)+W(6,1033279863,-1110448374,-1098039236,1012336831)+W(7,-1122793353,1031448400,-1117110809,-1099083231)+W(8,1045892370,1049307354,-1097759856,1030521846)+W(9,1031745329,-1120681553,-1111672860,-1100485937)+W(10,1041920736,1016567237,-1103290765,-1101323001)+W(11,1055006842,1051814517,-1091667564,1029007432);WS(-1097130350,-1073679750); +sum1=W(0,-1154560184,-1142702368,-1095841490,1034517635)+W(1,1044574577,992206103,1025389788,1008724804)+W(2,-1096179481,1053502809,-1112918112,-1143244972)+W(3,-1145657140,1035954194,-1095185831,1045830013)+W(4,1042446427,-1122388570,1000633100,1046084016)+W(5,-1085973126,1057148843,1025817904,-1139683234)+W(6,-1120139600,1042008657,-1089907161,1051926551)+W(7,1017272605,1018417129,1032643785,-1106616153)+W(8,-1096805620,1052799826,-1123577295,1017209342)+W(9,1008755251,1025929714,-1098086361,1043469780)+W(10,-1143679882,1016358830,1030414749,-1102859291)+W(11,-1107347576,1050172789,1014891512,1026775680);sum2=W(0,1021941992,-1106123822,1031547466,-1135582819)+W(1,1018035752,1017098260,-1140009235,-1137197699)+W(2,1040410800,1048777558,-1114989513,-1129449426)+W(3,1026649920,-1104678389,-1091687878,-1102399061)+W(4,1038853959,-1170697076,1025391436,-1103278668)+W(5,-1069452203,-1086654414,-1112110740,-1134437671)+W(6,1033557641,1049392706,1071493698,1036526271)+W(7,-1155541821,1030635558,-1110654493,1026389826)+W(8,1075377385,1051671224,-1119910153,-1127657747)+W(9,-1117894486,1046385471,-1093315115,1003979070)+W(10,-1130248744,1010389927,1031221238,-1107040085)+W(11,-1101021764,1042747507,-1119798403,1007123883);WS(-1110542776,1046722292); +sum1=W(0,-1112464600,1033517476,1047470894,-1131671638)+W(1,1005087552,-1142745264,1016022658,-1108629467)+W(2,-1133454244,1032980471,-1105826521,1026603482)+W(3,1027765771,-1106997347,1053995028,-1092318054)+W(4,1042584756,-1129658366,981819586,-1113497042)+W(5,-1100439522,1042288212,-1109105451,1017901338)+W(6,1026835189,-1116788199,-1093531706,1061947018)+W(7,-1098489206,-1142191304,1025143735,-1106078850)+W(8,1048713001,-1121614518,-1105038597,1040275689)+W(9,-1111607705,1041100086,-1106135867,1012478420)+W(10,977775992,1016467704,1024330241,-1124631714)+W(11,-1115421707,1041393523,-1114990145,1020475210);sum2=W(0,1031452303,-1132232893,-1109510079,1018866101)+W(1,1014551643,1032688527,992881643,-1116591675)+W(2,1032912109,-1116915567,1024567259,-1114177042)+W(3,978475180,1016124301,-1114514404,1055420465)+W(4,-1097097100,1042584708,-1121457613,-1114931492)+W(5,1032060799,1059251768,-1118272021,-1109972047)+W(6,1034445399,-1094590847,1051504728,-1088887374)+W(7,1048490818,1024892699,-1130052481,1040974964)+W(8,-1087149232,1044275534,1035881493,-1108606213)+W(9,1032145701,-1110729382,1039284419,-1114948355)+W(10,1032922179,-1121421993,-1116902843,1035934107)+W(11,1032317221,-1104983612,1032032409,-1133789139);WS(1059165367,-1104520251); +sum1=W(0,1007492796,-1108628644,-1117534006,1041312427)+W(1,-1113108212,-1124001749,-1117692608,1046236477)+W(2,-1094176525,-1118419948,1029454180,-1113899741)+W(3,1009135144,-1120534447,1053590938,-1107420459)+W(4,-1110779368,-1131761404,-1115310467,1052736188)+W(5,1041258594,-1097199722,1053879643,-1114949702)+W(6,1014125520,-1118278150,1001540436,1055263011)+W(7,-1098892966,1025063448,-1113191163,1036684740)+W(8,-1106455985,-1100739533,1045621277,-1105125705)+W(9,-1129119585,1015268651,-1112388022,1040471133)+W(10,-1126748266,-1126282358,-1118876992,1008090175)+W(11,-1114551242,1020553106,1026632706,-1127494856);sum2=W(0,1027505664,-1104527074,1034957797,1041601252)+W(1,-1108054404,-1122847824,-1115834059,1048986559)+W(2,-1098163961,-1125657446,1041896195,1034858548)+W(3,1029084872,-1089420265,1051828462,1045110551)+W(4,-1099714824,-1116127595,1029257304,-1098414029)+W(5,1053778056,1041501740,-1129563106,-1170669534)+W(6,-1128264406,-1104406791,1048509414,1041829791)+W(7,-1092212913,1037831890,-1138405484,1040673804)+W(8,-1106881855,-1119286592,1049994472,-1107117839)+W(9,-1118563560,-1203758566,-1113115951,1045914276)+W(10,-1105182054,1031508216,-1127212263,-1117936348)+W(11,-1136870020,1022365337,-1139619400,-1127498142);WS(1064754871,1064755352); +sum1=W(0,-1124996947,1039345889,-1096693846,1051509189)+W(1,-1110987505,1036233792,-1126765813,1034558935)+W(2,-1096907004,1048609181,-1122110878,981607022)+W(3,-1111973122,1025078634,-1092723587,1055455058)+W(4,-1103910610,1033037628,995438583,1031530717)+W(5,1042155040,1038916133,1036071207,1028131846)+W(6,-1131935965,-1102805216,1055052309,-1085470304)+W(7,1036962198,-1113728073,1011044801,-1112086641)+W(8,1050402072,-1096310694,1042970795,-1155599823)+W(9,1017902933,-1108706152,1045488762,-1110967031)+W(10,999916154,-1121653045,-1117569083,-1125705364)+W(11,1036105095,-1114430562,1043170799,-1131031997);sum2=W(0,-1133117125,1035315397,1034291601,-1093657955)+W(1,-1083656994,1063017252,1023646322,-1104375670)+W(2,1023753609,1053589289,-1096844972,-1117431336)+W(3,1023723550,1045506061,-1107539440,-1104725243)+W(4,-1079943056,1065218548,1016880452,-1100884270)+W(5,1046403885,1040733712,-1108767061,-1110535684)+W(6,-1128763803,1037072250,-1123261308,987308827)+W(7,1066015084,-1088643610,1032406499,-1100571834)+W(8,1040670310,1047435788,1056439411,-1092199491)+W(9,-1112596197,1043010850,-1109210140,-1103530057)+W(10,1038430454,-1140617522,1024272758,-1106522969)+W(11,1037357283,1046389911,1050581867,-1093142505);WS(-1141889920,-1150694570); +sum1=W(0,-1121776659,-1156363954,-1110656781,-1150990554)+W(1,1001967189,1009891810,1035438770,1043244278)+W(2,-1108191526,1049522698,1024784007,1026909213)+W(3,-1107472311,1039611642,-1092681840,1047918398)+W(4,-1120026675,-1115519345,1029335145,1044045394)+W(5,-1089342271,1044281805,1041259438,1032535224)+W(6,1032163820,1031781705,-1107172434,-1142656241)+W(7,1035091531,-1156224954,-1122959321,-1113754566)+W(8,-1110931796,-1118178969,-1114065315,-1114416227)+W(9,1035788170,1041298854,-1106653204,1044014582)+W(10,1037418924,1034927023,1006930832,-1113010266)+W(11,-1098776751,1035377494,968315538,-1127266575);sum2=W(0,-1096670021,1059540854,1045575353,-1133958494)+W(1,1031038260,-1118270456,-1102787949,1039622534)+W(2,1037899964,1013042349,-1110193614,988987510)+W(3,-1099441746,1064198145,1030855272,1040028330)+W(4,-1117097690,1032105974,1043637876,-1086802625)+W(5,-1101655681,1036771998,-1125265460,-1117707023)+W(6,1052388948,-1085971065,1033969343,1032851236)+W(7,-1103569731,-1134648980,1042101483,-1113298762)+W(8,-1105771070,-1120619083,1049976190,1021389004)+W(9,-1135324433,-1098667485,1036465297,981463467)+W(10,-1101523135,-1119296945,1042670443,-1104634628)+W(11,-1104173140,1030229840,1035574893,1035007302);WS(1060329015,-1107100438); +sum1=W(0,-1139109867,1016013223,1052529520,-1098269535)+W(1,-1120993331,1025836257,-1126768152,-1108878752)+W(2,1042283693,-1103310414,1033078264,-1113589378)+W(3,-1154508124,-1139382101,1051369597,-1093610355)+W(4,1033661966,1029380042,1024792785,1046477388)+W(5,1051787130,-1088582834,1015463488,-1124637616)+W(6,-1145234942,1046417836,1040695538,-1090008057)+W(7,1035018943,-1127749832,-1121126338,1044791733)+W(8,1046651812,-1097854544,1029328303,1030094510)+W(9,-1165337473,-1115375281,1039020124,-1110993568)+W(10,980238373,-1117533511,-1128378904,1030070044)+W(11,1046922680,-1105218789,-1121430349,1016154976);sum2=W(0,-1122821091,1039646422,-1126218548,1020520346)+W(1,1030755819,1003947528,1016851522,-1156337616)+W(2,-1123806894,-1105518185,1031650855,980292032)+W(3,-1106087013,-1131895450,1035943528,999070248)+W(4,1015158698,-1123933765,-1109184296,-1080883791)+W(5,1071805249,-1096231655,1043321474,-1122746065)+W(6,1045004090,-1074990048,1071092779,-1125969764)+W(7,-1125796080,1018391998,1015529466,-1105476432)+W(8,-1126394390,1028426171,1026097175,-1126690400)+W(9,1026918939,-1104782698,1031828962,1030594487)+W(10,-1140334484,1018627618,-1115690469,1022339242)+W(11,-1122803425,-1127395662,-1110808154,-1149029768);WS(1004067712,1029538397); +sum1=W(0,1039684517,1025050595,1055781642,-1093421305)+W(1,-1134522377,1033902960,-1113057966,-1112884456)+W(2,1052279792,-1096595713,1008080123,-1134909265)+W(3,1034662227,-1120136235,1057037092,-1096171643)+W(4,1038845557,1000314570,976341006,-1106127376)+W(5,1048957300,-1083333863,-1104830972,1017566030)+W(6,-1116361615,-1108532672,1059667231,-1093970477)+W(7,-1107387175,-1120056627,1039793800,-1136083213)+W(8,1049781884,1050503466,-1105145436,1034175935)+W(9,-1114202454,-1109109944,1046150498,-1098876866)+W(10,-1111371224,-1129568684,1023346679,1026195563)+W(11,1052752022,-1119746148,-1106375815,1002478074);sum2=W(0,996458418,1023361218,1020176326,-1105686968)+W(1,-1112170015,1016740014,1033154491,-1129026548)+W(2,1036155261,-1136279909,1029838361,-1122796554)+W(3,-1124552606,-1113149678,-1107309754,-1101182829)+W(4,-1110765232,1027141165,983965669,-1096377075)+W(5,1064108379,1059185253,1029555247,-1111484496)+W(6,-1113544599,-1108470744,-1113642974,-1094171461)+W(7,1048386684,1033692775,-1118592979,-1107366613)+W(8,-1147140265,-1097506500,995412594,-1108579478)+W(9,1024911403,1040480632,-1123866147,1038318571)+W(10,1045927904,-1126067866,-1120675710,978762058)+W(11,-1127049668,1027330889,-1102738273,1023291782);WS(1047133404,-1079170418); +sum1=W(0,1009155056,-1122581460,1042667713,1030334583)+W(1,-1108143194,1027163842,-1116032717,-1127398915)+W(2,1041078541,-1113404572,-1123819760,-1122554086)+W(3,-1135035740,-1111731450,1051022508,-1111377849)+W(4,-1112180142,1023811915,-1132905800,-1098422622)+W(5,1065228285,-1104817319,-1102890728,-1133181796)+W(6,1006908676,-1136427723,1042380775,-1091891141)+W(7,-1111098047,1001483047,-1123509635,1019095722)+W(8,1050271906,-1103926112,1023382911,-1116735535)+W(9,-1129150906,1037504657,-1107182030,-1121675713)+W(10,-1136273159,1015217807,-1147535977,1012838771)+W(11,1023931745,-1123007382,-1123177070,-1130799202);sum2=W(0,-1151544588,1017708852,-1147640076,1008923057)+W(1,1011942449,1018406594,-1155029688,-1121981859)+W(2,-1129630940,1024218233,998377109,-1133221663)+W(3,1018065470,-1114670464,-1093073209,-1119653793)+W(4,-1131988255,1025316590,1007239987,1049278985)+W(5,-1077783117,-1083801634,1041518161,-1123603132)+W(6,-1125453823,1041079714,1074285479,1047560438)+W(7,-1114079754,-1131599727,-1118997712,-1156221672)+W(8,1034878186,1028846010,-1118519138,1024940191)+W(9,1007542759,-1120658712,1016277382,1036336794)+W(10,-1121956184,-1131785133,-1133631258,-1113215345)+W(11,1033160981,1022080564,1027490516,-1130450701);WS(1043550940,1028476494); +sum1=W(0,-1115183742,-1130981802,-1100607937,1051762223)+W(1,1000007075,-1121847282,-1121780237,-1102302048)+W(2,-1105099981,1040535662,-1138550724,-1111548899)+W(3,-1117842775,-1117998761,-1096882923,1059510884)+W(4,-1102853271,-1132334487,-1110838377,-1094318158)+W(5,1062548805,1068023761,-1099046056,1013492582)+W(6,991794198,-1102037997,-1103616404,1055882697)+W(7,-1102330336,1018468811,-1111061058,-1115328139)+W(8,-1097580450,1041348961,-1131654944,-1119471984)+W(9,1015980795,-1113105937,-1103768718,1034161697)+W(10,-1112888641,-1129682576,-1113960535,-1106426583)+W(11,-1100373208,1044552262,-1110284503,-1148988811);sum2=W(0,1029690847,-1103820712,998970743,1028297515)+W(1,-1122562191,-1133991676,-1115037203,1043435491)+W(2,-1096312501,1046052979,-1115911439,1007821180)+W(3,-1127742454,-1100462798,1044923803,-1099477234)+W(4,1030898927,-1113716427,1036903221,1028701483)+W(5,1041049643,1065575031,-1096910875,1036974934)+W(6,-1106227374,-1121926871,1030485727,-1098681477)+W(7,1034498637,-1111652935,1039025001,-1126383902)+W(8,-1125321886,1040854499,-1115709255,-1126914630)+W(9,-1108879063,1017141302,1008577020,-1106467082)+W(10,1013474716,-1128843302,1016988574,-1115441627)+W(11,1033537170,-1122382559,-1129067614,-1114648723);WS(-1079050332,-1087647968); +sum1=W(0,-1138480508,-1112879708,-1095708941,1054719611)+W(1,1031575959,-1122888245,-1122115440,1026750308)+W(2,-1102419558,1048762675,-1106236805,-1139407140)+W(3,1024624314,1027382179,-1136300523,1057423590)+W(4,-1115045376,-1136279992,-1106223181,-1116109267)+W(5,-1083772539,1057166968,-1096438944,-1112079518)+W(6,1029330596,1024806390,-1103579129,1058690419)+W(7,-1115914082,1025354440,-1120448614,-1128868784)+W(8,-1102450653,1049252525,-1116410163,-1128866725)+W(9,-1134294785,1022822666,-1100406055,1046884233)+W(10,-1127656777,1008311211,1004544641,-1115751616)+W(11,-1099401009,1051036287,1031406769,1030150228);sum2=W(0,1018441725,-1121226957,1025980595,-1143973174)+W(1,-1145354702,-1118705847,1018735508,-1128043345)+W(2,1035475244,1028848366,1010180031,1001175670)+W(3,-1106801879,1036012925,-1093599779,-1119821797)+W(4,-1106432772,-1114705464,1042307735,-1105109021)+W(5,1063056253,1055391108,-1103238145,1024485983)+W(6,-1108191465,1026535678,-1097885523,-1118265757)+W(7,-1114258989,-1109715589,-1153036923,1024075219)+W(8,1035122552,1031788992,-1114303163,1025382280)+W(9,1023515972,-1143871918,1028845741,-1122707515)+W(10,1031455538,-1125366621,-1130614305,-1115606924)+W(11,-1124060823,-1149779899,-1117711701,-1122890135);WS(1061221431,1002405371); +sum1=W(0,-1123061017,-1123480946,-1090405194,1054235011)+W(1,1026563665,1000058490,-1109190069,1033046959)+W(2,-1104934581,1044209302,-1108435303,-1121369187)+W(3,-1111043962,1050201177,-1102475777,1057895846)+W(4,1037490845,1030151784,-1094345134,1042710035)+W(5,-1086823335,1052530935,-1102625680,-1111380603)+W(6,-1146354418,1050099666,-1097235340,1058601910)+W(7,1033897294,1040756961,-1113941840,1026923762)+W(8,-1091215734,1050794548,-1126650490,-1126829850)+W(9,-1145213652,1032794752,-1094526523,1041457976)+W(10,-1110275296,1032331475,1017803349,1029204218)+W(11,-1089600016,1055600534,1021417496,1033488871);sum2=W(0,1049937345,-1089706816,1050626093,1030967529)+W(1,-1115709839,1039088353,1058657690,-1087536311)+W(2,-1106625833,-1105431871,1036734782,-1109192755)+W(3,1071079778,-1078069733,1020012689,1044296437)+W(4,-1122006247,1031394755,1072348129,-1078647761)+W(5,-1094966474,-1112600090,-1122763227,-1116226089)+W(6,1066389113,-1079714039,-1098171132,1038432439)+W(7,-1130276743,1022577738,1049150259,-1090508646)+W(8,1050328795,1044145959,1024733405,1012728894)+W(9,-1119844839,1022376790,-1105718319,-1126694997)+W(10,1021875579,-1123093509,-1113785170,-1103849791)+W(11,1052174137,1034822829,-1112758982,1013882918);WS(-1092893294,-1089220584); +sum1=W(0,1008699951,-1127519944,1053766130,-1103359682)+W(1,-1104704049,998920846,1010493299,-1118558929)+W(2,1051919929,-1096189801,1032200864,1028526614)+W(3,-1124403149,-1106263811,1056071340,-1097091836)+W(4,-1111082358,-1149496748,1025199074,-1113928672)+W(5,1052175436,-1086367179,1015736929,1019181009)+W(6,-1117387089,-1098638288,1062605050,-1096005139)+W(7,-1120379023,-1115659002,1015178277,1041393441)+W(8,1047707912,-1102452900,-1123219920,1027645503)+W(9,-1125915034,-1112838969,1053546873,-1101730612)+W(10,1019333603,-1131717807,-1130896954,1035998582)+W(11,1049473086,-1095432549,-1136688761,-1136451331);sum2=W(0,-1143112647,1034689803,-1115356591,-1121270233)+W(1,1017968792,1021729984,992704062,-1109431235)+W(2,1039097516,1048248946,-1124530814,1005857263)+W(3,-1124855502,1033324328,-1073085951,-1106299172)+W(4,1023517229,-1126326370,1038449046,-1098090520)+W(5,-1063972596,-1091325299,-1113483013,1015994888)+W(6,-1105916124,1038361982,1062319475,-1090314642)+W(7,-1141826407,1013997779,1035072543,1040866773)+W(8,1085456662,1056006422,1034240002,-1134900259)+W(9,-1114904409,1032024575,1062308854,1043935118)+W(10,-1124783482,-1135264403,1019251456,-1164332444)+W(11,-1102205120,-1107459099,1032935811,1001043447);WS(-1104754908,-1106735671); +sum1=W(0,1030490103,-1117923535,-1088908700,1033028505)+W(1,1045999740,-1120248133,1032595044,1002237924)+W(2,-1094516030,1029213684,-1144798556,1015682178)+W(3,-1128810020,-1122216143,-1092804364,1050263192)+W(4,1022746927,-1129595020,1032319302,-1120462507)+W(5,-1102093923,1063837581,-1106958295,1030078356)+W(6,1019231224,1025980110,-1088198897,1058220138)+W(7,-1107413149,1021953856,1025969502,-1123369072)+W(8,-1096286026,1054477272,995801516,-1153493672)+W(9,1016077744,1034830735,-1102086589,1045907999)+W(10,-1115665070,1019926661,1024124136,-1104242198)+W(11,-1103741447,1049334234,1030012489,1022398552);sum2=W(0,-1116247065,1035833889,-1087068607,-1107323417)+W(1,-1109274147,1021616338,1015145430,-1107082251)+W(2,-1079268655,-1102842161,1016322550,-1133554677)+W(3,986051432,-1114579693,1022672030,1049680335)+W(4,-1111459111,1010843781,-1117862601,1043695503)+W(5,1067901888,1032100715,1026073955,1017398706)+W(6,-1114715779,1039299404,1059152338,1040660749)+W(7,992278036,998891466,1034116930,-1114493167)+W(8,1008422125,-1115195239,-1173738319,-1139208557)+W(9,-1144744186,-1120378069,1020328850,1018816198)+W(10,1033325633,-1138764845,1026244953,1019204162)+W(11,-1111927269,1021018582,-1123657301,1016479082);WS(-1092340590,-1082645376); +sum1=W(0,1018128252,1033191659,1040446513,-1112709788)+W(1,1031456758,-1113441282,1018184990,-1106475329)+W(2,1036685563,-1105689791,1040219053,-1127103440)+W(3,1028162329,-1101261661,1061713267,-1086509296)+W(4,1042438664,-1123459213,-1117677972,-1102532636)+W(5,1042646693,1038532783,-1111899057,1018898486)+W(6,-1115495745,1031605429,-1089327101,1064314083)+W(7,-1100451664,1033438227,-1115409474,1010011868)+W(8,-1106573237,1046976369,-1105951352,1029058545)+W(9,1015642046,-1127814216,-1105713919,1039016129)+W(10,1010066702,1013299750,-1118723567,-1112449263)+W(11,-1112423953,1030956248,1022848097,-1130132966);sum2=W(0,-1107775669,1040551451,1027302533,1033412933)+W(1,-1135101756,-1131050762,-1121347079,1042459857)+W(2,-1122087227,-1113656153,1017950151,-1130160250)+W(3,-1118975841,1031184422,1016161914,1035641742)+W(4,-1109563699,1017438602,-1121125435,-1152381105)+W(5,989383522,-1114487413,1046120628,987844130)+W(6,-1123325897,-1105935240,1045806619,1041762467)+W(7,-1114574520,-1117833439,1012434826,-1115286413)+W(8,-1125562074,1029416951,1035110196,-1173771715)+W(9,-1129695564,-1124425722,-1111270899,1028252326)+W(10,998528980,-1121778743,1006663086,-1111096901)+W(11,-1114174571,-1127668218,997585257,-1126450718);WS(1052284526,1042464092); +sum1=W(0,1010280196,999914700,1057530557,-1098111272)+W(1,-1101387838,1027464615,-1136974408,-1110845507)+W(2,1046554367,-1100087104,-1110795931,-1128121686)+W(3,1026365340,-1109035161,1060667985,-1090659644)+W(4,-1102616600,1001926272,1020617774,-1110448219)+W(5,1063323154,-1094987596,-1105684762,1025859742)+W(6,1023947782,-1110075532,1043924417,-1095988958)+W(7,-1124311688,1017827156,-1127515216,1038195741)+W(8,1050039723,-1097163609,1018127786,1034844538)+W(9,-1129271461,-1114945332,1042422080,-1105136802)+W(10,-1124435598,-1130637466,1007810505,1019473092)+W(11,1052688005,-1095692091,-1114597706,1027019478);sum2=W(0,1025355846,-1119913429,1034044275,-1140464466)+W(1,-1091074448,1041357090,-1124685033,1010871130)+W(2,1036346050,1032812135,-1086522508,1037018199)+W(3,1029205900,1016143206,-1128364593,1071964190)+W(4,-1074918519,1033277276,1011755468,1033794365)+W(5,-1133342818,1067600837,-1089329657,-1111447139)+W(6,-1113277680,-1140030878,1020927778,1039362648)+W(7,-1106053895,-1118126225,1035269289,1020099653)+W(8,1035477071,1033733070,-1108456989,1032003060)+W(9,-1122502097,991986873,1011575434,1008065452)+W(10,-1146528221,-1117647411,1013457876,1035095720)+W(11,1029499077,994468553,-1106105254,1009180302);WS(-1085785015,-1080175544); +sum1=W(0,1035373246,-1103151077,1058377668,-1091874455)+W(1,1025579124,-1111695537,-1125806618,1045216768)+W(2,1050584367,-1094766367,1043611260,1043525714)+W(3,-1118822551,-1094452856,1054861331,-1107649205)+W(4,-1106387815,-1102079139,1044894533,1039875576)+W(5,1046782533,-1090132878,1049375324,-1105407270)+W(6,-1102223008,-1151103277,1057861265,-1090472533)+W(7,-1115030560,-1144672552,1041222777,-1094574331)+W(8,1051791466,-1111571937,-1137989279,-1102123612)+W(9,1023709757,1048044105,1043274206,-1098390656)+W(10,1049548184,1041305154,-1122183565,-1103877399)+W(11,1058273114,-1092114299,-1106419572,-1116205169);sum2=W(0,998449416,-1118465870,-1124628345,-1148690252)+W(1,1037770975,-1105952484,-1121990028,1035743758)+W(2,1040306990,1001004257,-1132010249,1037805583)+W(3,1039055377,-1103571680,-1098483719,1060096717)+W(4,-1108861100,-1087084008,-1115523342,1049274722)+W(5,964150684,1077176219,1047972499,-1070507600)+W(6,-1132069983,-1106547389,1024621733,1060014437)+W(7,-1098623231,-1092504349,1032292249,-1126693677)+W(8,-1103504000,1016774454,1034159573,-1105946989)+W(9,-1128335569,1034009109,1043582890,-1107960970)+W(10,1020716885,1041667680,998312734,-1116877357)+W(11,-1116867442,-1139511962,1042264637,-1102914489);WS(1041580764,1025947967); +sum1=W(0,1032565172,1034662848,1053611982,-1093835868)+W(1,-1131110976,1036244351,-1116825273,-1104706235)+W(2,1050747028,-1092905173,-1131069497,-1119290642)+W(3,1019951750,-1115255997,1050206724,-1095669879)+W(4,1036897764,1017394926,1022134396,-1107214727)+W(5,1063007652,-1096926641,-1105182467,1029927621)+W(6,-1111515158,-1098820316,1060757006,-1089733625)+W(7,-1098715869,-1106823604,1034025399,1032808736)+W(8,1052025888,1049974094,-1104277767,1037476046)+W(9,-1110133221,-1102823188,1043880105,-1099659531)+W(10,-1106501955,-1114565306,-1159719714,1021100817)+W(11,1052817434,-1119725058,-1106408671,-1122404893);sum2=W(0,-1132209742,1031078182,-1131885988,-1109418986)+W(1,969823813,-1135041624,986836209,1029631070)+W(2,1025515900,-1129378830,1027058278,1012367442)+W(3,-1121945777,-1119773491,1029199828,-1113141662)+W(4,1030656895,-1116640321,-1170553346,1020231728)+W(5,-1120148774,1055904551,-1099466937,1014349374)+W(6,-1138085578,1023900693,-1122079840,1057958803)+W(7,-1089769002,1019607807,-1127752664,-1133642976)+W(8,1019687015,1044815557,-1096970616,1019685270)+W(9,1024317954,1016594015,1019770946,-1115676013)+W(10,-1105180704,1040370156,-1170071298,-1123929889)+W(11,-1134784812,1040873658,-1104818759,1020720783);WS(-1101021916,-1101341893); +sum1=W(0,1026213188,-1104193847,-1099125811,1055643976)+W(1,1025577212,-1110018309,-1128959914,1029994953)+W(2,-1096018912,1049220736,-1111820508,1025253614)+W(3,1026395551,-1146733010,-1093634574,1055313981)+W(4,-1119144868,-1114303945,-1114900877,1036038140)+W(5,-1086773562,1052012604,-1127551698,-1123712161)+W(6,-1152047246,1031817213,-1090412335,1060627153)+W(7,-1111302883,1028280877,1012420650,-1118727997)+W(8,-1107844781,1051291321,1025725832,-1119269431)+W(9,1006057769,1021561044,-1104575744,1049980081)+W(10,-1112108341,1031833384,1026345301,-1106810537)+W(11,-1104632714,1047342967,1003961523,999050183);sum2=W(0,-1131988010,-1111316079,1041465340,1024389323)+W(1,-1121573843,-1149117460,1023490159,1007442131)+W(2,-1100903601,1055734435,-1125698351,-1131908940)+W(3,-1126411872,-1122871173,1038743702,1080207498)+W(4,1043717463,-1114017647,-1164111651,1046145376)+W(5,-1093182708,1078445253,1049726225,-1119425741)+W(6,-1121501747,1040330964,1049859497,-1068399047)+W(7,-1122596352,1019240934,1031886393,-1109560063)+W(8,-1098635398,-1066503158,-1100760677,1009702615)+W(9,-1117332099,1016982738,1035352171,-1109489195)+W(10,-1113462329,1032687935,1035364539,1005935896)+W(11,-1113093917,1012210427,1035980752,-1141270643);WS(1046490332,1041425064); +sum1=W(0,1024529499,-1116828595,-1093042204,1043650965)+W(1,1015429414,1019425762,1033054902,1002731779)+W(2,-1098109922,1045029126,-1106337284,995804238)+W(3,1031945755,1040980232,-1092614541,1058500980)+W(4,1033182334,1032419541,-1146773895,-1160896989)+W(5,-1086741475,1055608303,-1109695552,-1179835378)+W(6,1029605664,1052617834,-1091564618,1058257970)+W(7,-1174108025,1044059953,1004520717,1015420456)+W(8,-1090483479,1019101890,1029823567,-1127672093)+W(9,1031502108,1044142352,-1094325635,1041689704)+W(10,-1123497953,1032927635,1024614604,1032157630)+W(11,-1086427940,1049761551,1041880275,1040104968);sum2=W(0,-1122431319,1026151548,-1122010793,1049905644)+W(1,-1102178930,-1124048569,-1114479591,-1106953243)+W(2,999999917,-1108260971,-1125976243,-1126306455)+W(3,1024826864,1048064546,992235770,1050719290)+W(4,-1123774104,1025075060,-1100833312,-1097347844)+W(5,1040448763,1045454882,-1096948195,-1105554812)+W(6,1043724086,1037967160,1044292364,1049686405)+W(7,1038302972,1034346164,-1109354990,-1109085075)+W(8,1032432738,-1111087807,-1108325988,-1114960687)+W(9,-1130104331,-1110876131,-1143420941,-1098496523)+W(10,-1118752296,994535386,1015245663,1007980535)+W(11,1040568157,1043523736,-1113347688,1032072922);WS(-1096079726,-1086813702); +sum1=W(0,-1135457777,-1105268453,1045566625,-1104980990)+W(1,-1105625101,-1128467237,1020632987,-1134572551)+W(2,1038076635,-1125909619,-1145052038,1035122115)+W(3,-1136898909,-1100910973,-1141635906,-1094783105)+W(4,1032999502,-1125440663,1041289173,-1166801940)+W(5,1058638213,1057673490,1030475041,1035865453)+W(6,1012368645,1038525034,-1104077708,-1100424110)+W(7,-1113674176,988204202,1002632984,-1102504381)+W(8,1033251913,-1111352769,-1113040784,-1119749552)+W(9,1024629150,1029902179,1009307365,1012100357)+W(10,992583714,1027550920,-1127204699,-1110256943)+W(11,1022942147,-1133590617,-1114381639,-1124393059);sum2=W(0,1009177065,-1117003048,1042183695,-1105766164)+W(1,-1112946812,1019480223,-1120740066,1013092463)+W(2,1025589372,1042721142,-1113055730,1026018809)+W(3,1031366584,-1102800003,-1111208570,-1149080533)+W(4,-1103263899,1020058227,1041576942,-1090661723)+W(5,1068855162,1040487387,1030911277,1007104581)+W(6,-1100270767,1059100650,-1085550755,1023619821)+W(7,-1103276630,1029611268,1045439690,-1097382737)+W(8,1044086134,-1099098175,-1114239046,-1162581429)+W(9,-1125959183,1022453518,1032267243,-1126080241)+W(10,-1107084863,1037226018,1033773937,-1106788899)+W(11,1025170288,-1106320787,1019625936,-1116554192);WS(1059841719,1028884484); +sum1=W(0,-1113543486,-1108411818,-1112074625,1058342439)+W(1,-1101044205,-1143395087,-1112448166,-1111506273)+W(2,1034453786,1041783662,-1112657624,-1122260358)+W(3,-1123514455,-1104706915,1033474668,1050338440)+W(4,-1103529079,-1124590486,1014814024,-1096756366)+W(5,1052483434,1043430567,-1099567912,-1132902244)+W(6,-1116573889,-1106354949,1048710884,-1116369607)+W(7,-1110811775,-1118491109,-1120616579,-1107115957)+W(8,1049505778,-1117001986,-1119641312,-1118809775)+W(9,-1132301434,-1117349474,1050151687,1011608836)+W(10,-1133908615,996976763,-1127146586,-1105758103)+W(11,1056594572,-1106214629,-1113349351,-1114523384);sum2=W(0,-1131846847,-1142019487,-1119272484,1043688817)+W(1,-1110979463,-1128104285,999597315,973346488)+W(2,-1113005256,-1112114230,-1112619479,1003422803)+W(3,997751878,-1127636492,-1113445057,1056371527)+W(4,-1097247478,1021279303,-1114921220,-1114646695)+W(5,1055277760,1041350431,1019660165,-1127196333)+W(6,1031101790,-1098897499,1032426103,1038923617)+W(7,-1105379211,-1138766624,-1115596944,1027087956)+W(8,1036539833,-1123786644,1026606310,-1129408714)+W(9,1024706196,-1111832500,-1114392819,-1130636099)+W(10,1012894502,-1130181692,-1120544321,1029100436)+W(11,1010252474,-1123180191,-1125326592,-1164469676);WS(-1092619630,-1089382730); +sum1=W(0,-1111364766,1023648980,1039669985,-1112475547)+W(1,-1102256285,1036516737,1043539187,1020312451)+W(2,-1096148415,1048019422,1027548272,-1110790259)+W(3,984781533,-1115220152,1055391282,-1085560118)+W(4,1048070471,1016263062,1030068626,-1101226428)+W(5,1026945555,1059189430,-1108016176,-1120756633)+W(6,1026274177,1038621209,-1081505706,1059392734)+W(7,1040580240,1007770772,-1111039089,-1105671421)+W(8,1045179252,-1105049488,1037378816,1034683832)+W(9,1024515101,-1101912057,-1132720100,1041558112)+W(10,1031071010,-1109624324,-1120853581,1015856825)+W(11,1027675681,-1133761880,1032748839,1021933410);sum2=W(0,1021752691,-1111677325,-1108952074,1033183913)+W(1,1044091848,-1113755692,-1117827136,1031932470)+W(2,-1110048197,1038437939,-1103930854,1027358915)+W(3,-1125983252,-1130612142,1045228241,1050756049)+W(4,1008734718,-1104619422,990310070,-1104195843)+W(5,1051763659,1045197632,-1105931725,1032921649)+W(6,-1109957501,-1168184730,1028013889,-1115591069)+W(7,-1149204891,-1117367196,1040724727,-1105272655)+W(8,-1136328910,-1123843648,1020655719,-1140627498)+W(9,-1109878975,1035492359,-1114456338,-1120329563)+W(10,-1120613434,1033876328,1031887118,-1103738768)+W(11,-1114723198,1035246991,-1121689275,-1121880867);WS(1051433070,1041054969); +sum1=W(0,1027474774,1025557871,-1105663671,1035613609)+W(1,1041537220,1027665948,995089009,1019369911)+W(2,1032468488,1037418314,1036952965,-1122283488)+W(3,1034863641,1049084179,-1096978722,1039456478)+W(4,1041156238,1041167849,-1109189270,1046403907)+W(5,-1082587707,-1080639932,1049567823,-1112387034)+W(6,1039503310,1044512531,-1102025153,1026454114)+W(7,1040087661,1039611744,-1126811322,1035909664)+W(8,-1107200379,1042549431,1039105725,-1137459494)+W(9,1033371404,1033234174,-1104819461,1042229543)+W(10,-1131034584,1031071714,1010666397,1028564471)+W(11,-1106755535,1034360184,1031577769,1033297350);sum2=W(0,1039097792,-1103860174,-1106228186,1004583985)+W(1,1031892389,-1133334119,-1128793460,-1106733661)+W(2,1050938198,-1097187313,1046933969,-1107245750)+W(3,-1140010118,1043000544,-1100268114,1021007203)+W(4,-1107049139,1039577114,1022871695,-1106671798)+W(5,1039252188,1053089515,1049075999,-1104825734)+W(6,-1138263433,1046664654,-1099105674,1048715277)+W(7,-1103930146,1030321621,-1112923836,-1123142296)+W(8,-1121884665,-1114597930,1022883749,-1117968576)+W(9,1026478628,1037719970,-1100173198,1047464456)+W(10,-1098080196,1036807670,-1110368657,1042580191)+W(11,1034926170,-1106315502,-1108178582,1018138445);WS(-1097236334,-1078251511); +sum1=W(0,-1147379729,-1107131303,-1102832418,1058323440)+W(1,1023750586,-1116361496,981774949,1007351583)+W(2,-1125527926,1053289720,-1121375351,-1124892056)+W(3,-1145120489,1033603653,-1095625930,1056660465)+W(4,1026746467,-1128008098,-1112510828,1043141838)+W(5,-1082084799,1032726417,1033795604,-1117973855)+W(6,975327689,1029606457,-1090577043,1058345481)+W(7,1025947909,-1148460889,1008364580,938727969)+W(8,-1093823475,1053416161,-1131151340,-1125502955)+W(9,-1140670990,1020032977,-1098508888,1046390514)+W(10,-1119905544,999577711,1022969831,-1108966769)+W(11,-1096801949,1049766564,1037296218,1010324189);sum2=W(0,1024894779,-1102276353,-1120020336,-1081787381)+W(1,1039662448,1023553607,1020144998,1025017931)+W(2,-1096890621,-1080908066,992888305,-1118655405)+W(3,-1118791847,-1107221556,1050182775,-1102161510)+W(4,-1130889346,-1120230550,1007750652,1046635995)+W(5,1039741552,1072604155,1039835396,-1126400334)+W(6,-1137666916,-1132306598,1043589185,1055213170)+W(7,-1110509653,1020541198,1023698735,1023586615)+W(8,-1108361045,-1115556916,-1122324709,1020891302)+W(9,1009542396,1030880679,-1114600836,1037616572)+W(10,1000980713,-1119304668,-1129126018,1015842286)+W(11,1024872627,-1105259074,-1124270218,1033066840);WS(-1095840110,1065907853); +sum1=W(0,-1149009607,-1123781617,1057715094,-1102734645)+W(1,-1101560548,1034276991,1029310442,-1130903741)+W(2,1048478500,1041326469,1036129479,1021921030)+W(3,-1122029108,-1115466131,1058442742,-1088947208)+W(4,-1107277134,1036949012,-1136794300,964920945)+W(5,1045634572,-1083008792,-1109559039,1024401462)+W(6,-1118254622,-1115351608,1052165513,-1096684061)+W(7,1036543086,-1114280609,-1132243967,1043406509)+W(8,1053323726,-1089856222,1024712701,1035777670)+W(9,-1126823604,-1116119295,1042519141,-1127763004)+W(10,1009014011,-1132072137,1010554921,1040435870)+W(11,1051535704,-1095672430,-1114598742,1024787534);sum2=W(0,-1122765153,-1112086475,1040388299,966593378)+W(1,-1114107386,975247631,-1119761608,-1118318168)+W(2,1023061820,-1102263327,-1113965021,-1137846028)+W(3,-1115823403,-1121250504,-1128744886,-1110151426)+W(4,1045334069,-1111548146,-1123357438,-1119202357)+W(5,1057284387,1059190541,-1118800384,1023792011)+W(6,-1105805209,1024515185,-1103324019,-1106793279)+W(7,-1164047122,-1112106446,1031734555,-1130234658)+W(8,1037222780,1050053336,1025627836,1020007628)+W(9,-1111986136,-1134784044,-1110952019,-1107073751)+W(10,-1114668630,-1125560981,-1126486235,1026675759)+W(11,-1117543075,1021583022,-1124432766,-1131408661);WS(1024351088,-1094038469); +sum1=W(0,1016930687,1038061004,1052546457,-1086527812)+W(1,1040515838,1006605995,1024919184,-1118029957)+W(2,1050276351,-1103330015,1027568116,1004978763)+W(3,988693323,1005748798,1052906127,-1085615881)+W(4,1040353352,1030413326,1038267403,1038925818)+W(5,1062157201,-1097782940,-1124671689,1031140124)+W(6,1001354275,1032752795,1055274272,-1088621706)+W(7,-1113419105,1009586849,-1123840710,1034287148)+W(8,1050137483,-1090365828,1017331974,1023985459)+W(9,-1125725377,-1110688307,1036684158,-1108159426)+W(10,1018660298,-1129057942,-1120680465,1036629872)+W(11,-1112935826,-1098987606,1039926041,-1120649652);sum2=W(0,1018662896,1033363591,-1101021011,-1107389045)+W(1,1013978472,-1120396150,-1131745232,1031409358)+W(2,-1109130821,1050735765,-1122086781,1024022584)+W(3,-1136728576,1036576685,-1097527529,1043333749)+W(4,1029525730,1015209616,-1110788716,1060006588)+W(5,1058553385,-1120731420,-1118628277,1030135008)+W(6,-1123530251,1052968790,1023922010,-1100470754)+W(7,-1117232951,1018906596,-1101470606,-1102632350)+W(8,1057288665,-1097217661,-1112638769,-1121049341)+W(9,-1110519714,-1105224546,-1111209476,1038218737)+W(10,-1121310567,1024891644,-1125138150,-1083015355)+W(11,1034932287,1047940150,1023530026,-1113292326);WS(-1086599863,1058406314); +sum1=W(0,-1165120005,1027409257,1060099497,-1093079745)+W(1,-1114693988,1019186220,-1133002117,-1121445206)+W(2,1049800473,-1099695891,1033258882,1025328858)+W(3,-1129945046,-1106007410,1059141168,-1091476505)+W(4,-1129815521,-1128567742,1024249318,-1105883025)+W(5,1051534797,-1093891126,-1124179562,1017248474)+W(6,-1119162837,-1105279538,1058010671,-1094225343)+W(7,-1106482085,-1123837177,1026085015,-1127421331)+W(8,1051659429,-1106347590,-1112036922,1031899202)+W(9,-1121003281,-1109094875,1047889907,-1098091099)+W(10,1030868870,-1123224348,-1127955907,1024561201)+W(11,1050835423,999784785,-1097732400,-1141903913);sum2=W(0,-1116781913,1031543998,1082393585,1050004941)+W(1,1025243259,-1123250937,1016621488,1029140379)+W(2,1078957479,1028477447,1010603263,-1125975170)+W(3,-1133566515,1044191480,-1080327233,-1104837212)+W(4,-1125439138,1007793087,-1124282558,-1105795809)+W(5,-1065075267,-1086493521,-1117319975,1028403247)+W(6,1034216133,1017978886,-1076777978,-1109285108)+W(7,988101688,-1125200922,-1128560494,-1175609568)+W(8,1030943022,1045155438,1024551608,1020903576)+W(9,991940908,-1120640387,-1110243052,1033432207)+W(10,-1129511338,-1119399555,1017899660,1019924506)+W(11,-1113970478,-1130476854,1020472787,1028374268);WS(-1102531292,-1104168529); +sum1=W(0,-1149508566,1032023755,1058049088,-1091020399)+W(1,-1123106485,1018386839,-1156103398,-1123937923)+W(2,1044530702,-1093487559,1028416434,1022122127)+W(3,1005530819,-1114986325,1057825341,-1088576155)+W(4,-1124442300,1027828556,1019304359,-1105594348)+W(5,1061967565,-1113700815,-1132463754,1023613146)+W(6,-1111288609,-1100927253,1057378026,-1096522221)+W(7,-1107169312,-1118265958,-1152861762,1042848102)+W(8,1043852869,-1100187457,1030031137,1031835352)+W(9,-1123770879,-1131000647,1032195229,-1097716728)+W(10,-1127676038,-1124424850,992160490,1048571064)+W(11,1021567685,-1095320739,1015048992,-1151822630);sum2=W(0,-1112466451,1034684305,-1101371049,-1100658772)+W(1,1043071493,-1119405084,-1130983341,1035765483)+W(2,-1113050760,-1100149859,1039321546,-1140521940)+W(3,1032826781,-1117553496,-1096382267,1042208912)+W(4,-1131759707,-1127348451,-1114093653,-1101908611)+W(5,1063677104,1062452463,-1106482074,1028341682)+W(6,1040752192,-1105770401,-1132405995,1047214162)+W(7,-1105645940,1022142418,-1154197073,-1106309648)+W(8,-1114901667,-1095028755,1034888818,-1118255322)+W(9,1026229169,984953298,1023704972,-1109270652)+W(10,1035103126,-1118485150,1032051747,-1113409477)+W(11,-1104964374,-1107539022,1008251057,1025943565);WS(-1107552696,-1110437397); +sum1=W(0,994440345,-1114854865,1038159592,-1169396004)+W(1,-1112745281,1003079356,-1123893979,-1115498472)+W(2,-1143015444,-1103811554,-1176837895,-1126823399)+W(3,-1123659045,-1107252796,1048547885,-1102945115)+W(4,-1113210869,-1127252913,1033249360,-1098484960)+W(5,1066459081,1054059005,-1092775086,1036761683)+W(6,-1115012423,-1105215024,1050116824,-1110458371)+W(7,-1107508006,-1117476787,1025628848,-1113844817)+W(8,-1114931568,1027966800,-1115481499,-1139958260)+W(9,-1120012907,1015022176,-1139703834,-1137430074)+W(10,-1123286831,-1143819946,-1138236651,-1112267573)+W(11,1030992175,1038350450,-1114208046,-1119805695);sum2=W(0,-1128900045,1032112026,-1122103841,1020429393)+W(1,-1123818335,1025087925,-1134566747,-1121844433)+W(2,1023900033,1031965476,-1168200234,-1116320886)+W(3,1023101249,1024457633,-1130431017,1010339139)+W(4,-1111989275,1037399444,-1119409466,1041370918)+W(5,1071310745,-1073631838,-1111141033,-1131868341)+W(6,1014344875,-1138667107,1015570157,1024644617)+W(7,-1128248465,1027301561,-1124604689,1023011873)+W(8,1025187637,1038341472,1032459330,-1118206868)+W(9,-1135550339,-1123574415,1029193653,-1117036677)+W(10,999769253,-1124415769,1011013307,1018662193)+W(11,-1118001398,1034637136,1020580065,-1136885571);WS(-1106869980,-1095812171); +sum1=W(0,998635262,1030538232,-1104276842,1021368885)+W(1,1037657452,1012233735,-1132768195,1032306163)+W(2,1027943897,1042581143,-1130589992,-1127936403)+W(3,1031165051,1040655940,-1094369165,1043839724)+W(4,1045125152,1030674671,-1109012795,1049530762)+W(5,-1079963696,-1098205560,1052736873,-1106402911)+W(6,1031921458,1035845131,-1094529094,1041010327)+W(7,1041646697,1035635524,959153786,1029124089)+W(8,-1138415831,1043286153,1033263566,-1117746707)+W(9,1015400066,1034791747,-1107836910,1040781721)+W(10,-1127518347,1026900011,1020404450,-1126776961)+W(11,-1127281161,1032119517,1032079673,1007765715);sum2=W(0,-1137391706,1016897725,-1122041158,1032188407)+W(1,959684203,1004755699,-1152109415,-1123613558)+W(2,-1117579022,1034093919,-1123954990,-1142267571)+W(3,1015680093,1031100358,1032233585,-1107212716)+W(4,-1144448755,1020208893,-1108578627,1031185182)+W(5,1068869480,-1079207220,-1112638895,-1131161181)+W(6,1012334874,1018767069,1031129926,-1118301998)+W(7,-1145613555,1014639674,-1126811133,1016912269)+W(8,-1135215962,1010098650,1002322227,1010341946)+W(9,-1146463859,-1123894542,-1172726683,1010207290)+W(10,-1163026381,-1128211133,1013671002,-1129388765)+W(11,1025914590,998321459,-1185201771,1014227898);WS(-1106551004,1058945856); +sum1=W(0,-1136733265,1027999917,1036329486,1021052191)+W(1,-1112842790,996925861,1029534949,-1110759309)+W(2,1039804839,-1090459221,1042972690,-1126301053)+W(3,1040114552,-1101184472,1055915689,-1088507490)+W(4,-1116549941,1035692146,1023973738,-1136820001)+W(5,1045009467,-1102642413,1048917175,-1116120689)+W(6,1008178533,-1120539979,-1099722578,1057115504)+W(7,-1103385510,1032281663,-1121731675,1050535890)+W(8,-1092228133,-1141944531,1042662182,1025401864)+W(9,-1122738710,1036280349,-1110742697,1036514925)+W(10,-1123309658,-1122836256,998670125,-1112884987)+W(11,-1133144549,1024140334,1040183891,1009223461);sum2=W(0,-1166199047,1029866216,-1143586281,1016771040)+W(1,-1123676489,-1174784654,1008667864,-1111274931)+W(2,1037662319,1050961303,1039205717,-1119230230)+W(3,-1137339492,1026227362,1052978055,1073672156)+W(4,1048063806,-1117826448,-1142224481,-1119220040)+W(5,-1079795268,-1075413433,1028203090,1028246046)+W(6,-1152330850,1031356244,-1109068899,1029037052)+W(7,-1113725553,-1160612324,1020018908,-1116678638)+W(8,1041694498,1026323256,-1115208722,1024440460)+W(9,-1116618549,1026327024,-1122243464,1021575344)+W(10,1002430881,-1126523302,1015962596,-1189397276)+W(11,1027749752,-1119692611,-1114291930,1031666290);WS(1045979868,-1116118129); +sum1=W(0,1019079208,-1115974509,1054347779,-1096855346)+W(1,-1118610636,-1120438410,-1124899402,-1114857165)+W(2,1046800787,-1098629066,1029706377,1017939836)+W(3,-1142300538,-1110287856,1053005207,-1093283235)+W(4,1028644213,-1131155654,1011594153,-1099509298)+W(5,1063937495,-1097005655,1015974258,-1116499825)+W(6,-1134190949,-1112842949,1058166871,-1090046872)+W(7,1040979430,-1119992573,-1132197046,-1107483943)+W(8,1048177899,-1104885511,-1129150352,-1120133576)+W(9,-1116332853,-1111331677,1047873428,-1102896822)+W(10,1028514810,-1118080608,-1135144470,1018268010)+W(11,1056893199,-1096686406,-1118433447,-1112688517);sum2=W(0,-1132220574,1034058342,1008450820,-1132397996)+W(1,-1105536207,1025437040,-1115410889,-1116250603)+W(2,-1126553639,-1097158033,-1108668742,-1118211898)+W(3,1017347763,1029372102,-1105866140,1060185134)+W(4,-1106418349,1034066570,-1123931551,-1101916549)+W(5,1053545154,1060913993,-1104852271,-1102379864)+W(6,1027749497,-1104316591,1054419707,1033775493)+W(7,-1106993048,-1133416673,-1111299822,1035393713)+W(8,-1102688086,-1115290197,-1102129692,-1209279719)+W(9,1025854529,-1107314572,1036131430,-1106841697)+W(10,-1149271050,-1133826631,-1123916419,1033668899)+W(11,-1144517652,990325833,-1114889391,-1129688184);WS(1058774455,1069380246); +sum1=W(0,1032626516,-1114780225,1045065548,-1111975378)+W(1,1025328225,-1121960111,-1119757626,1038823639)+W(2,1040221656,-1115053555,1020222778,1037972921)+W(3,1033017026,-1098306133,1021036585,1050529784)+W(4,-1115391173,-1112361500,1015522813,1034533838)+W(5,-1082356272,-1095104409,1045288819,-1139302935)+W(6,-1128327131,-1103839696,1057244812,-1133328720)+W(7,-1116298540,1018289699,1036888920,-1112718001)+W(8,1032300191,-1111385431,1042918995,-1110693582)+W(9,1032769109,-1126986782,1043416793,-1124233691)+W(10,1029500622,1027375220,-1148588495,1012070438)+W(11,1045596067,-1105784401,1037659662,-1114680879);sum2=W(0,-1129789987,1017265095,-1124616639,-1116091154)+W(1,1033010488,1011223606,1019234847,-1124971531)+W(2,-1114025560,1022067335,-1114442452,-1117824661)+W(3,-1128803579,1043137983,-1132476030,-1102585265)+W(4,1028851843,1031833634,-1112792165,1047657371)+W(5,-1114992592,1052022695,-1115343414,-1136738894)+W(6,1011967806,1034970984,-1098689491,1033604172)+W(7,1002830796,988094894,995307959,1010908150)+W(8,-1115509379,1031244615,-1121158047,1025799099)+W(9,1018394359,-1107223361,1006851110,1032350856)+W(10,-1114060980,-1118870225,-1112288614,1027672251)+W(11,-1128503755,1024636851,1027935499,-1127411999);WS(1065814108,-1098421406); +sum1=W(0,1030554015,-1104400078,-1097091133,1050276747)+W(1,1045406982,-1119880969,-1131576032,1022555209)+W(2,-1099298246,1048827844,-1106685173,-1132305362)+W(3,1020712308,-1130072911,-1094842433,1057743463)+W(4,1040093248,-1122176686,1019668842,-1118231891)+W(5,-1084181571,1051719984,1018405640,1026194364)+W(6,-1178997255,1041059117,-1098796514,1058357819)+W(7,-1118903138,1004376640,1023970854,-1115494780)+W(8,-1094912271,1056339293,-1115388505,1024072531)+W(9,1011631425,1035736611,-1090107010,1051879221)+W(10,-1113309730,1009992363,1023862096,-1104560304)+W(11,-1092396649,1057941592,-1118151090,1029155252);sum2=W(0,-1104337717,-1085961218,1065899128,1055232204)+W(1,-1090132108,1023963317,1027104118,1036459641)+W(2,-1117484391,-1101810882,1052764213,1014918739)+W(3,-1114433477,-1092980271,1062039746,1049041629)+W(4,-1092098978,1035158266,-1122138940,-1101372003)+W(5,1077763913,1071302707,-1123596042,1027553578)+W(6,1048327612,-1098271754,-1088377514,-1084489503)+W(7,1027311380,-1115760458,1018207462,-1115566688)+W(8,-1079225367,-1087139921,1042626102,1025357528)+W(9,1015118770,-1101224844,-1106150830,1036291830)+W(10,-1105072819,1032466828,1054676844,-1105452167)+W(11,-1079350028,-1090077553,1053993534,-1115160051);WS(-1083527351,-1082119000); +sum1=W(0,1025283773,-1100516229,-1103907601,1054198743)+W(1,-1139734483,-1115248201,-1132057884,1028453762)+W(2,-1097545679,1048327710,-1114897689,1021031566)+W(3,1024000280,-1124447466,-1096840081,1054350616)+W(4,-1109407791,-1115380998,-1117776915,1027818609)+W(5,-1088298777,1057412078,-1112548849,-1139302503)+W(6,994019357,1030853236,-1090997910,1059405315)+W(7,-1107996896,1029448614,-1146975260,-1120656758)+W(8,-1097629690,1052404744,1035903152,-1119316016)+W(9,1021506300,1023329542,-1102673054,1051692752)+W(10,-1110888465,1026998601,1016847260,-1111423375)+W(11,-1097673748,1047886934,1034953432,-1149960989);sum2=W(0,1023717076,1034248479,-1110594365,-1113079527)+W(1,1030579691,999456782,996584188,-1120794590)+W(2,1045315954,-1094151830,-1113958061,1021526858)+W(3,-1122858228,1037241484,-1111180041,-1064957365)+W(4,-1106054130,1018369486,1005163886,-1124781820)+W(5,-1088752945,-1066051811,-1113733983,1031457177)+W(6,1025356913,-1115274025,-1100621689,1081496726)+W(7,1049150725,-1112407773,-1118691920,1026099362)+W(8,1052626156,1084041658,1032870315,1022214782)+W(9,1028885707,-1121079636,-1114153113,1034711477)+W(10,1042989109,-1108284893,-1114207359,1010502519)+W(11,1038857859,-1115018893,-1106741724,1023330420);WS(1031453552,-1108810221); +sum1=W(0,-1122540068,-1106571135,-1105389195,1051764564)+W(1,-1121040220,-1136080166,-1141490084,1028200745)+W(2,1023785053,-1104087736,1027661528,1023137883)+W(3,-1132153597,-1106394603,1041720002,1055195957)+W(4,-1111907522,-1123745267,1029503994,1029495448)+W(5,-1089108304,-1096098616,1031937892,1034024448)+W(6,-1126370513,-1118016922,1047749927,1047204316)+W(7,-1112974291,-1121356173,-1127727061,1043712879)+W(8,-1092241143,1028938666,1025162247,1028910871)+W(9,-1132743443,1035505061,998106632,1043190746)+W(10,-1152510101,-1121641711,1024122485,1041979953)+W(11,-1098695505,1039644831,1002213552,1025100697);sum2=W(0,1032316109,-1117365450,1028239450,-1106184057)+W(1,1039709205,-1127567978,-1122133197,1033736971)+W(2,-1104139010,1045998485,-1126266788,1029398164)+W(3,1021061413,-1117276879,-1090538079,-1087751568)+W(4,1056538813,-1106793212,-1122180337,1009179554)+W(5,1022309577,1065712953,-1098763613,1016414657)+W(6,-1115376331,1034450077,-1125496737,-1100319643)+W(7,1017435581,1032114232,-1123716599,-1100616286)+W(8,1059658657,-1100023584,1022563437,-1113653553)+W(9,1008734994,-1130550593,1014965154,-1115246006)+W(10,980175008,1034308617,-1144451812,-1102305630)+W(11,1053491799,-1107982835,-1103966134,1020870093);WS(1060627383,-1111244297); +sum1=W(0,-1124372048,1041984816,-1098607926,1048999428)+W(1,-1110297584,1037179887,-1124233202,1023856878)+W(2,-1097555068,1050454749,-1119853981,-1124350564)+W(3,-1115057922,1037843884,-1092180401,1057072683)+W(4,-1100337986,1037306108,-1126359548,1013283185)+W(5,1035134080,1037566628,-1117600845,-1180500637)+W(6,-1135390133,-1106598024,1055432750,-1088869991)+W(7,1045634091,-1107300041,999175032,-1109047521)+W(8,1050330552,-1097603878,1040799043,-1132131255)+W(9,-1137033126,-1108189319,1046692025,-1106138715)+W(10,-1129123036,-1126029544,-1120904377,-1127664786)+W(11,1039361415,-1115643873,1042168959,-1132202938);sum2=W(0,1027553654,-1105419467,-1141314538,1051401064)+W(1,1061407816,-1086513034,-1128416633,1035214610)+W(2,992160749,-1098506313,1048701957,1023990179)+W(3,-1120268362,-1102082588,1039698771,1041311911)+W(4,1065441970,-1083801169,1026192109,1034096310)+W(5,1028842291,1044707561,-1108357660,1027929117)+W(6,1010812163,-1109637676,-1128101012,1040877432)+W(7,-1080219839,1058347144,-1133939099,1042926233)+W(8,-1110346070,-1107620104,-1089748519,1054974548)+W(9,1033310247,-1103557522,1041169016,1044637450)+W(10,-1106511250,1012370076,1007338654,1039202903)+W(11,-1150310139,-1101325278,-1094091750,1054706164);WS(1037089208,-1117319375); +sum1=W(0,-1117307261,-1127081515,-1090315640,1055484319)+W(1,1019801962,-1140393804,-1109658215,1037266337)+W(2,-1103803502,1036834781,-1121027890,-1122236391)+W(3,-1104716662,1045840649,-1108965493,1059715066)+W(4,-1120952094,1007521585,-1095157370,1048384396)+W(5,-1089739445,1050929076,-1115632913,-1115666157)+W(6,-1115283233,1042005149,-1098438340,1059599591)+W(7,-1115851136,1038771059,-1113906562,1026318614)+W(8,-1090508193,1050537744,1036887192,-1114842616)+W(9,-1127634429,1035073906,-1096110967,1039184033)+W(10,-1109698481,1040209394,-1150522598,-1129730364)+W(11,-1090097982,1056916499,994450682,1023772594);sum2=W(0,-1096641595,1051991389,-1107135642,-1120991144)+W(1,-1123228782,-1119770484,-1086741683,1059199896)+W(2,1044105651,1025236133,1032269711,1020415755)+W(3,-1073585699,1069582799,1057042277,-1123268190)+W(4,-1116194138,-1119862022,-1071753138,1070628328)+W(5,1065961920,-1098135951,-1144560253,1033682735)+W(6,-1078410756,1067042424,1057516905,1032298014)+W(7,1026966393,-1113740644,-1096289506,1055331220)+W(8,-1098611055,-1106950583,-1155415556,1022995083)+W(9,-1145261363,1015112751,1043415065,1007537613)+W(10,992611856,-1144895945,997353903,1024293693)+W(11,-1101981251,1025642916,1011854094,-1130196038);WS(-1089262391,1050517969); +sum1=W(0,-1112721887,956356282,1041136081,-1112851037)+W(1,-1118798326,1033047322,1040766980,1032255106)+W(2,-1099047838,-1136806893,1044101949,-1110781188)+W(3,-1116916633,-1115255965,1050954387,1047658201)+W(4,-1099177336,1022949658,-1109323658,1053521294)+W(5,-1090918435,-1090498606,1048722524,984126311)+W(6,1043853249,-1109293354,1049475859,-1111100085)+W(7,1044026608,-1111349460,-1102481809,1024224759)+W(8,1046323061,-1101889105,-1109421665,-1151794972)+W(9,1025978335,1036451442,-1129023222,-1112184834)+W(10,1044252857,-1140137768,-1134508350,998852344)+W(11,-1126452038,1037224108,-1113020120,-1119083507);sum2=W(0,-1120544497,-1104964203,1056285145,-1109256198)+W(1,-1107706742,1033408182,1042905493,-1097077111)+W(2,-1118581415,1026029661,1025674690,-1118988963)+W(3,1045262161,-1098230931,-1079914544,1056552993)+W(4,-1103396776,1021102038,-1104438232,1057982485)+W(5,1057557770,-1104081201,1048351556,-1136298684)+W(6,1023630957,-1106247773,1048964135,-1114436673)+W(7,1018818866,-1112938187,-1122372280,1011970003)+W(8,1020547274,1033190701,-1103728916,1034200267)+W(9,1027866949,1026340389,-1113753028,-1107460568)+W(10,1046941904,-1117493164,-1121491826,1016978228)+W(11,1034078959,1034442922,-1106194166,-1172844144);WS(1055467886,-1126093527); +sum1=W(0,-1115675946,1037777366,1043818615,-1096353162)+W(1,-1150025924,1035905869,1039731987,-1126460340)+W(2,-1103677379,1012406341,1031349769,-1103947080)+W(3,-1108949528,-1145838757,1060367897,-1088026493)+W(4,1034695514,1034985426,1014043817,1049783617)+W(5,-1102044139,-1095567535,1044285022,-1129716323)+W(6,1025589529,991251120,-1109258124,1051881528)+W(7,1011738461,-1107675487,-1102050167,1042727635)+W(8,1049311757,-1095440907,-1115570324,1042590402)+W(9,1035820699,-1123043835,-1116399889,1032817677)+W(10,1040150333,-1104125432,-1114599603,1024161077)+W(11,1046137806,-1116994158,-1110796915,-1140552997);sum2=W(0,-1115939175,-1111463085,1026058510,1015189774)+W(1,-1116961377,1003109525,1042939513,1009748958)+W(2,-1101036999,1048391804,1019493983,-1128500291)+W(3,-1106984126,-1104760450,1046231331,-1101164712)+W(4,1013441892,-1127287103,1036071940,1026404786)+W(5,1060091622,1059732347,-1113485706,1036806652)+W(6,-1133154938,1042746589,-1109115274,-1090421446)+W(7,-1102245299,-1110906499,-1110872047,1018643239)+W(8,1042116887,-1092755101,-1104832958,1042929180)+W(9,1038271101,1024219237,-1104891113,1018386748)+W(10,1043357489,-1108912836,-1124388167,-1107044825)+W(11,-1137025366,-1112446842,-1123717753,1034520620);WS(1062208951,1065603754); +sum1=W(0,1032466911,1029341462,1059167044,-1090134924)+W(1,-1133534677,987089513,1012820793,1027274819)+W(2,1052950767,-1094303727,1027990706,1032570772)+W(3,1029562264,997585115,1057349364,-1085543304)+W(4,1035990447,-1136982833,1020285479,1040141401)+W(5,-1108524682,-1080037127,1037410929,-1125543221)+W(6,993753125,1032063722,1049874906,-1095616607)+W(7,1039846496,1015158861,1033268866,-1153074023)+W(8,1048703978,-1112675170,1023735025,-1145342854)+W(9,-1131051261,1015103815,1050186639,-1111683969)+W(10,1040888889,1031358985,1028903855,1040294280)+W(11,1053103700,-1091636059,-1118753424,1022936933);sum2=W(0,1035386648,1042887622,-1086410483,-1090258329)+W(1,1060158548,-1113981975,1023547272,-1099060438)+W(2,1053956416,-1112148135,1050315819,-1099847621)+W(3,1025878508,-1099619867,-1094814183,-1093316197)+W(4,1046080958,1046524888,1026832668,-1099104088)+W(5,1069089225,1060781490,-1103190742,-1112424275)+W(6,1029828312,1048769602,1044213412,-1091192206)+W(7,-1105160931,1051146364,-1098240729,-1121505868)+W(8,1035342184,-1105713821,-1084784918,1019461112)+W(9,1044150428,1040524432,1040447750,-1089411157)+W(10,1058372334,1028619520,-1103643200,-1115369075)+W(11,1049544904,1058550641,-1080579858,1040133188);WS(-1078970012,-1070975772); +sum1=W(0,1023443287,-1111813336,-1095332548,1048282532)+W(1,1036630695,999582566,1008154783,1034628686)+W(2,-1098370186,1052880922,-1109395910,-1140663171)+W(3,1008498119,1020510238,-1091304148,1054365856)+W(4,1031904252,-1128098380,1032996598,-1119594955)+W(5,-1097391342,1065196819,-1105409007,1030941172)+W(6,-1130007992,1037186855,-1088889903,1037830473)+W(7,1022933044,1003729918,1026985054,-1129455456)+W(8,-1093273302,1040256647,1030320779,-1138808617)+W(9,1001505728,1024916861,-1097878954,1042516535)+W(10,-1131972409,1018809669,1027285064,-1118416824)+W(11,-1097408559,1044458956,1037289397,1005961310);sum2=W(0,-1114009537,1019032853,1024640816,1029944441)+W(1,-1146945026,-1136399129,1035366037,-1143037026)+W(2,-1101234014,-1105571142,1031686749,1018164069)+W(3,-1111463643,-1122373240,1068131945,1044188353)+W(4,-1128619453,-1125359481,-1119334122,1056620469)+W(5,1075463933,-1093783941,1046426762,999713778)+W(6,-1132366661,-1103744316,-1075751794,1050699227)+W(7,-1109652943,-1123073190,1001109746,1002774938)+W(8,-1072865378,-1098127223,-1131952529,1019524751)+W(9,1035022899,-1102405348,1052446989,1028903402)+W(10,-1123943246,983357578,-1112054465,1046894720)+W(11,1019415611,-1119380340,1017598049,1013611461);WS(-1137905088,-1096938393); +sum1=W(0,-1127951952,-1116133184,-1092624022,1045295113)+W(1,1023908704,1031880695,-1139830244,1040763803)+W(2,-1104553656,1046745657,-1103252327,1040451684)+W(3,-1108742721,1041221580,-1090149133,1057147883)+W(4,-1103732914,1026434167,1019792636,1009683312)+W(5,1044078592,-1112574564,-1127338650,1007135764)+W(6,1018370522,-1107181880,1058802794,-1085568476)+W(7,1040869579,1014113348,1020799581,1002965001)+W(8,1043495791,-1103617227,991652540,-1125537591)+W(9,1021418002,1022849180,1033578226,1032014262)+W(10,1013121207,1016284007,-1148599498,1039287108)+W(11,-1113073030,1022418564,1011288682,-1116579933);sum2=W(0,1036469548,-1097965159,-1116680345,1001756270)+W(1,1032969412,-1131471357,1017461301,-1101551098)+W(2,-1125992347,-1115644020,-1124365977,1016380025)+W(3,1017339130,-1094477168,1058922542,1035448965)+W(4,1040541302,1001720584,-1095997080,1035631286)+W(5,-1103956246,-1105032669,-1112710338,-1115585175)+W(6,-1099654066,1054988432,1040393300,1039533461)+W(7,1017600743,1001178742,-1105423964,1047389393)+W(8,1040203374,-1122662741,-1114085496,1001141734)+W(9,-1113359567,1041958533,-1108890296,-1130070269)+W(10,-1134082186,1010209588,-1131580992,1043362318)+W(11,1024609216,1025676040,1015920174,-1122393401);WS(1017525984,1039916017); +sum1=W(0,-1124853567,1018048624,-1095739637,1045916039)+W(1,1035770156,1019449355,-1147061122,-1127291978)+W(2,-1104996150,1043181303,1038596810,-1118699785)+W(3,-1129462517,1049183858,-1085471393,1054258797)+W(4,1048116160,1018729693,-1119594613,1032566282)+W(5,-1090223247,1054999864,1024906308,-1125493497)+W(6,999306018,1036307723,-1104470177,-1108082389)+W(7,1035021201,-1111613764,-1156505185,-1150114695)+W(8,-1105492077,1055713893,-1114305018,1013642059)+W(9,1012193026,-1116656134,-1109848430,-1134406033)+W(10,1014226964,-1117195563,1010192066,-1111959392)+W(11,-1107232129,1049351719,-1132413284,990662981);sum2=W(0,1033095635,-1113611213,-1120605005,1010827478)+W(1,-1096460028,992544217,-1123818427,1038354785)+W(2,1043017802,1005632845,-1090567932,1043858115)+W(3,1023960168,-1136308834,1016597499,1067061797)+W(4,-1078682340,1041505996,-1115456886,1031365710)+W(5,-1105318511,1065783254,-1094955795,-1104546945)+W(6,-1130014725,-1121052824,1032279133,1033387493)+W(7,-1114814318,-1114466677,-1134763238,1037262635)+W(8,-1129541437,1024758296,994121897,-1115137122)+W(9,1020936831,-1129095405,1028982810,-1141733133)+W(10,-1126300988,1007094454,1030713030,1030934712)+W(11,969324748,973320358,-1148320949,-1122716507);WS(1033221560,1063777383); +sum1=W(0,1019126833,-1112638616,1057738402,-1088696201)+W(1,1044063732,-1130166589,1022703059,-1107233655)+W(2,1049316970,-1093677291,1018619290,-1127677637)+W(3,1034317754,-1107419652,1057780266,-1091493000)+W(4,1042363102,-1141893947,-1141147507,1017313945)+W(5,1039925560,-1105678958,-1123751101,-1141892011)+W(6,1023815261,1030431247,-1101232178,1054033952)+W(7,-1103422471,1028589441,-1145478905,1043218964)+W(8,-1097249286,1050643572,-1099574259,1032480102)+W(9,-1139797991,1030899327,-1105363093,1039373871)+W(10,-1109462943,1000558881,1017044691,1042038278)+W(11,-1097041200,1044902925,-1143343447,-1115509735);sum2=W(0,-1130982538,-1106875761,1056618334,1055977286)+W(1,-1102508839,1020425242,1021127838,1011019608)+W(2,1055137831,1058761027,-1115387544,1013848532)+W(3,1013698904,1024572751,1048771047,-1103617496)+W(4,-1128394642,1016018634,-1227267307,1039986653)+W(5,-1073860127,-1072531400,1043687089,-1112657573)+W(6,-1180063220,-1113103478,-1108123535,1052255088)+W(7,-1126700500,1035781641,-1130392938,-1104759550)+W(8,1059126644,1063802283,-1109991236,-1125248586)+W(9,-1129014326,1035543741,1045481337,1048895081)+W(10,1031917163,-1126407949,1032270489,-1129087757)+W(11,1042704754,1016319978,-1121934766,1030839801);WS(-1091503470,-1126838795); +sum1=W(0,-1124121237,-1134568843,1047693172,-1109412515)+W(1,-1129997061,1024589216,-1113414670,-1126036384)+W(2,1049117760,-1103447906,1034526751,-1113770234)+W(3,1028321829,1033159265,-1105247938,-1096437464)+W(4,-1143270742,1036105485,-1111356688,1037814911)+W(5,1058889082,-1098797565,1022658271,-1114645460)+W(6,1026686479,1031580097,1012762455,-1104719461)+W(7,-1109175079,1023714995,-1121133649,1040854417)+W(8,-1120516448,-1106636212,1042645116,-1138248951)+W(9,-1120913068,-1106928812,1049438209,-1129886751)+W(10,-1104071908,-1132081196,-1126384695,1027944427)+W(11,1040171928,-1106734009,1012750451,-1145462266);sum2=W(0,-1121971015,1025966975,-1127561691,1032121603)+W(1,-1118316871,-1147835451,-1109269766,1042653975)+W(2,1038662008,-1104797770,1018661176,1023052754)+W(3,-1096046215,1058579369,-1095336395,1041625968)+W(4,-1131103951,-1129857431,-1096349825,1055073186)+W(5,-1156170871,-1098327149,1035437895,-1114991229)+W(6,-1104467071,1043843774,1054347264,-1090818470)+W(7,1042639369,1011784142,-1105457821,1043492169)+W(8,-1116732629,1028261711,-1115472379,-1157273063)+W(9,-1114558576,-1138844670,1043300107,-1117277405)+W(10,-1115061521,1024244091,-1113812495,1035958317)+W(11,1025184897,-1130419167,-1130646919,-1148362739);WS(1065968028,1020949470); +sum1=W(0,1032158503,1043191673,1050691771,-1089572661)+W(1,983294118,1033006978,1018701500,1020082981)+W(2,1043953282,-1139338281,1041437600,-1139648989)+W(3,1028916776,999481917,1047062836,-1091936976)+W(4,1042367115,1033705422,1031923218,1033906881)+W(5,1032996498,-1081715803,1040306653,-1132542121)+W(6,-1143490705,-1123072324,1057457238,-1087112685)+W(7,1019100064,-1138694873,1005807263,1012896153)+W(8,1057445286,-1088032573,-1123572193,1033839136)+W(9,1028568398,1015001550,1051530049,-1100585253)+W(10,1039280729,1027376729,1026731038,1035245559)+W(11,1057446979,-1095410205,-1104642968,1015844228);sum2=W(0,-1107158830,-1098284578,1059620359,1059101624)+W(1,-1080819081,1041045600,-1114179967,1050997929)+W(2,-1120628180,-1084072333,1055292451,1041809552)+W(3,-1106205598,1032837846,1056621385,1033838752)+W(4,-1084530179,-1150759871,-1112529879,-1138556160)+W(5,1064698181,1049137220,-1118657190,1036987884)+W(6,1036191348,-1103494095,1049117565,-1100194061)+W(7,1035375516,1040790470,1045048740,1033058370)+W(8,-1087565422,-1096659207,1055648971,-1098721116)+W(9,-1112261511,-1109765233,1050635491,1042760064)+W(10,-1101810418,1028926760,1045813672,1040601336)+W(11,-1087363324,-1087988644,1059720072,-1118399816);WS(-1079370588,-1069938997); +sum1=W(0,-1107111607,1024046068,1034755057,-1106911318)+W(1,1032333322,-1122522177,1031876694,1040468568)+W(2,1048995971,-1106422470,1043602212,-1133546645)+W(3,-1108546779,-1110778478,1044693184,-1092550445)+W(4,-1124221431,-1123999146,1007409349,1041967908)+W(5,1056322870,-1089848952,1044063648,-1129245296)+W(6,-1119937056,1037532265,992363881,-1115839591)+W(7,-1137125241,-1121719236,-1110402417,1027170100)+W(8,-1123931633,-1098485404,1015794334,1009488187)+W(9,1034313646,1028424065,1041273350,1027494176)+W(10,1038675968,-1146748727,-1115195974,1030920188)+W(11,1034999584,-1101830589,1024639630,-1115284904);sum2=W(0,-1116010697,1044972838,-1107525170,1025111869)+W(1,-1115770744,1027404867,1039856206,-1094195694)+W(2,1054041965,-1105218154,1021276689,-1122132060)+W(3,1025692273,1041658757,-1095593913,1047241736)+W(4,-1113081166,1036997767,1047723216,-1090167008)+W(5,1054432792,-1103340827,1030984707,-1109230755)+W(6,1054500142,-1087657974,1048962216,-1105033641)+W(7,1026520309,1000189578,1045538686,-1114739465)+W(8,-1099510609,1043141319,1008623973,949401483)+W(9,1020883249,-1103808398,1041852115,-1104502432)+W(10,1031142833,-1121181330,1037455508,1025495534)+W(11,-1112321007,1020729805,1034321699,989367833);WS(1051966318,-1113875142); +sum1=W(0,1035883793,1040145278,1051696565,-1091560996)+W(1,-1133003627,-1126824689,-1111332346,-1135399329)+W(2,1051177307,-1096861164,-1117751383,1039745286)+W(3,1045917727,1017502534,1054251573,-1091248610)+W(4,-1178468754,1020593891,1006041029,-1096989371)+W(5,1061428120,-1087158964,-1126263439,1008594943)+W(6,-1129901007,1043615094,1037934795,-1098884432)+W(7,-1106662601,1037849734,1042663274,1025318012)+W(8,1050890887,-1096301045,1017933485,1035118155)+W(9,-1119690564,-1113005508,1046007992,-1093706893)+W(10,1038615540,-1114145271,1014471632,1043398529)+W(11,1049249377,-1093100168,-1116546293,1028529816);sum2=W(0,-1120038729,995641288,1035481768,1011267102)+W(1,1042749492,1026093812,1032134121,1034430176)+W(2,-1099098436,-1099374838,1055985885,-1113501317)+W(3,-1112337284,1011533369,960227969,1055781369)+W(4,1067101038,-1095011910,1014623636,1032554184)+W(5,-1122840036,1046041384,1069533386,-1086401299)+W(6,1015804972,-1114631943,-1123247827,1055178264)+W(7,1065618150,-1079450114,-1111055788,1037430467)+W(8,-1115890560,-1124103196,1058921177,-1075689828)+W(9,1025605092,1022278663,1022436109,1039303021)+W(10,-1106092627,-1082339747,-1118260382,1020696197)+W(11,1010081074,-1116158530,-1118372702,-1095588850);WS(-1087762743,-1114043214); +sum1=W(0,1028903325,1040067739,1045936105,-1095653187)+W(1,-1122706133,1029496147,-1111481047,981566559)+W(2,1050679259,-1096161947,1026181394,-1149217596)+W(3,1010874850,1032756947,1052053924,-1090950614)+W(4,1034645023,-1132850610,-1117223539,-1130847267)+W(5,1055533279,-1084280212,1030922562,-1154701224)+W(6,-1114811697,-1123313460,1059392176,-1097768267)+W(7,1030340896,-1113406339,1027957028,-1113871531)+W(8,1053658934,1005713692,-1102292436,1020850850)+W(9,-1115120063,-1126050567,1039338221,-1120312930)+W(10,-1107839810,1017761874,1025677743,-1113266015)+W(11,1051823712,-1118568631,-1112577800,-1117302546);sum2=W(0,1001016005,-1150454109,1001531747,983352173)+W(1,-1106746798,-1157019725,-1125241033,-1111980552)+W(2,1031575403,-1103460210,1036252996,1023495862)+W(3,1018218852,1033028659,1016765132,-1103428024)+W(4,-1128273041,1033057508,-1111720092,1037513337)+W(5,-1085543392,-1076627395,1046375720,-1112606370)+W(6,1015413875,-1109924763,1053354837,1074369634)+W(7,1055587240,1019967806,-1140722987,-1144232926)+W(8,1054900052,1051272122,-1094917738,-1107285947)+W(9,-1138333196,-1117260807,1041131548,-1098379064)+W(10,-1106193524,1012881631,1010568725,-1113652225)+W(11,1045881209,-1098914955,-1098562564,1031041657);WS(-1090517687,-1095444575); +sum1=W(0,1025742446,1032739299,1054789967,-1095546301)+W(1,1033023507,1028563508,-1111454559,-1106175885)+W(2,1031326631,-1101847659,-1107099097,-1117676152)+W(3,1040962578,-1110724347,1052551894,-1090925684)+W(4,1036045063,1036888990,1035513890,-1118213794)+W(5,1059778428,-1089262225,1035395209,1007580971)+W(6,1025779251,-1103218657,1045793474,-1096439373)+W(7,-1101529212,949923192,1041617005,1040368314)+W(8,1051667296,-1099734269,1050132438,1037985265)+W(9,-1106922364,-1105137317,1040121301,-1104705805)+W(10,-1102593253,-1113513373,1024699903,1024907982)+W(11,1052247674,-1097282993,1016797696,1026673059);sum2=W(0,1052208474,-1095438834,1040952518,-1101013864)+W(1,1045777263,-1125550479,1035064858,-1104348375)+W(2,-1095663473,1048824145,-1099869349,-1127115193)+W(3,1064043431,-1079843968,1060639651,-1097227129)+W(4,1049789703,1024044553,1055780907,-1084432555)+W(5,1054823629,-1105218176,-1118379111,972648308)+W(6,1048070172,-1106077690,-1098542607,1048082838)+W(7,-1102784042,1021849499,1057138231,-1086965748)+W(8,1057295667,-1106201667,1043327775,1016298873)+W(9,-1100953655,1048708391,-1095587456,1042233875)+W(10,-1107731485,-1116706874,1042120650,-1106942577)+W(11,1035260440,-1136871967,1006771796,1030896448);WS(-1115614648,1042425791); +sum1=W(0,-1120207204,-1115327070,-1093340989,1053481388)+W(1,1030984860,-1113874973,-1124027509,1016926292)+W(2,-1096731140,1053311332,-1116407641,1010793530)+W(3,-1144413692,1038910502,-1096554678,1057006919)+W(4,1038600290,-1116271283,-1105701711,1037845356)+W(5,-1085064420,1049566369,1043585442,-1114795809)+W(6,1014568102,1042236823,-1100005974,1056376458)+W(7,1018535375,992031960,-1120774251,-1105850383)+W(8,-1098496607,1048579325,-1122768840,-1130485552)+W(9,1029691462,-1134596907,-1135406214,1042582346)+W(10,-1120431498,1029193328,-1119274774,-1117126533)+W(11,-1098152617,1043887136,1035562443,-1140222054);sum2=W(0,-1127240204,-1079712608,1066527571,1049757184)+W(1,-1122509441,-1120167031,1024332524,-1082891577)+W(2,1063276166,1025750476,-1127423195,976948665)+W(3,-1145474239,-1081879450,1065092416,1045572932)+W(4,-1127801782,-1123809997,-1111478947,1047818786)+W(5,1033988518,-1093152038,-1126799575,1030959654)+W(6,1029335642,1066272635,-1081647719,-1129453741)+W(7,1033523902,995040830,-1112394176,1064292926)+W(8,-1085935960,-1107360776,-1109456127,1026103880)+W(9,1042612281,1048742105,-1090025738,1042389166)+W(10,1029374360,-1116538748,-1152251822,1063028070)+W(11,-1088819358,-1095668919,-1163717821,1033003323);WS(1005558656,-1134386388); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -2.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-3.0, 3.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[4][0] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[4][1] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][0] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[9][1] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[9][2] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[9][3] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[10][2] = HOOKED_texOff(vec2(4.0, -2.0)).x; +samples[10][3] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[11][0] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[11][1] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[11][2] = HOOKED_texOff(vec2(4.0, 2.0)).x; +samples[11][3] = HOOKED_texOff(vec2(4.0, 3.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1138315554,-1151849881,-1130100551,-1139428474)+W(1,-1115186183,1024054031,-1123693866,-1134121575)+W(2,1017020226,-1120184142,-1113913797,-1137890034)+W(3,-1105019328,1030136834,-1119041199,1009291685)+W(4,1054031418,1052033568,1057266643,1050615732)+W(5,1060278709,1051842684,1049323809,1050624038)+W(6,-1098719688,-1094289569,-1094215666,-1084764287)+W(7,-1093503073,-1122358095,-1104408867,-1101060057)+W(8,-1110814528,1026313661,-1136459684,1037955767)+W(9,-1125342359,-1118592012,-1141919603,-1117980571)+W(10,-1144117236,1029415347,-1122295896,-1158862002)+W(11,-1115484761,1027215228,-1148196514,-1131405947);sum2=W(0,1011608699,1021515189,-1133688887,-1109181339)+W(1,1032724543,-1120491130,997621755,1020760181)+W(2,-1112090344,1032910614,-1111235489,1050015381)+W(3,1041065097,-1106592726,-1112521193,1032648390)+W(4,1035039469,-1112298310,1068933685,1079505355)+W(5,-1082386736,-1067816278,-1094139890,-1123411157)+W(6,1018826733,-1103038162,1035541017,-1096237270)+W(7,1051919390,-1101133158,-1120644044,1029904493)+W(8,-1130070276,1030536589,1002846254,1047170650)+W(9,1012706615,-1108914015,1011888367,-1115273665)+W(10,-1126912052,1027816837,-1119314146,-1132054353)+W(11,1004049262,1017068057,1020965593,1017829425);WS(1038714296,1044827315); +sum1=W(0,1008773074,1000000044,-1125197471,-1155069097)+W(1,-1128457331,-1147450330,-1142834606,-1131672268)+W(2,-1137155124,-1139148008,-1110040196,-1114984084)+W(3,-1117135435,1038803511,-1110360429,1046900069)+W(4,1058392080,1051571686,1058043460,1059856605)+W(5,1053821137,1050763009,1046500044,1049636107)+W(6,-1100726684,-1106613964,-1093356205,-1087655353)+W(7,-1093486798,-1088451200,-1109846237,-1093848946)+W(8,-1097060854,1034039029,-1112523275,-1137125990)+W(9,-1134047198,-1131894321,1021083253,-1108292068)+W(10,1034472653,-1136883834,1033872898,-1122772178)+W(11,-1125370043,1027534056,-1126166913,1020331091);sum2=W(0,-1123255245,982126402,1020504368,1036976721)+W(1,-1113656730,-1157600449,-1129338356,1032297389)+W(2,-1116671780,-1111301077,1011773496,-1102830064)+W(3,1031803093,1045043848,1026389126,1022832316)+W(4,1046375724,1053914306,1013495848,-1106352300)+W(5,-1103067006,-1094946683,1036977493,-1098417421)+W(6,1061532718,1066141278,1064263836,1055449836)+W(7,-1076699072,-1085904680,-1099822488,-1092845936)+W(8,998291536,1041257894,1023442398,-1101238723)+W(9,-1103198508,1048924521,-1109968297,1053328593)+W(10,-1094346395,-1108898352,1023084860,1037821947)+W(11,-1123876988,1041381351,-1109391389,1023206676);WS(-1087781687,-1134030789); +sum1=W(0,1028179002,1037437606,-1106850597,1040743460)+W(1,-1123964671,-1122790273,1036030878,1027799500)+W(2,-1113846601,-1129634048,1045066941,-1108576055)+W(3,1030205873,-1117192467,1027547489,-1110675758)+W(4,-1090428884,-1098510574,-1095161561,-1094444002)+W(5,-1095134094,-1098192922,-1101066654,-1095206484)+W(6,1056064759,1049319247,1048732210,1054487227)+W(7,1044300425,1055338520,1034894336,1053272331)+W(8,-1116809458,-1105760812,1007721067,1050640540)+W(9,1040160031,-1106372902,-1109703824,-1138309939)+W(10,-1123784128,1016685513,-1105661778,1048222150)+W(11,-1110013906,1033480951,-1112122819,1033810456);sum2=W(0,1023697539,-1134698244,1018187921,1024534132)+W(1,-1145140771,-1142625275,-1141296989,1007645751)+W(2,-1119401943,1013558867,-1119659280,1038666215)+W(3,-1120396841,1035154544,-1131590401,1021197862)+W(4,1010071413,-1112961274,1019163177,-1097296472)+W(5,1033089456,-1105855221,-1156341795,-1120357988)+W(6,1025267901,1033970227,1048742053,1082848284)+W(7,1060700209,-1115995862,1035612397,-1123714371)+W(8,988018625,-1116217767,-1103390691,-1064739318)+W(9,-1086947071,1042818438,-1109434149,1029308077)+W(10,-1122026299,1005039212,-1115786374,1042066180)+W(11,1017803659,-1115628759,-1150181080,1011442501);WS(1060770743,-1108197568); +sum1=W(0,1016886775,-1160198547,1015246637,-1139668038)+W(1,1034731136,1019206597,-1123983389,-1115649126)+W(2,1029069588,1038531041,1041390628,1022402527)+W(3,-1103954605,-1112398730,-1117714338,1039312430)+W(4,-1095627128,-1096395039,-1086831062,1057717017)+W(5,1056693263,1053908426,1043180606,1038174992)+W(6,1046558478,1048524254,1058409012,1050284011)+W(7,-1083755424,-1092005688,-1101033824,-1131529899)+W(8,-1146067869,-1097778094,-1098986327,-1110221104)+W(9,1042951984,1037994808,1025216609,1000398449)+W(10,1009558662,1033422755,1033638277,1029754521)+W(11,-1119102757,-1130383710,-1114155844,-1129441697);sum2=W(0,-1104188915,1026676440,-1122447814,1024214572)+W(1,1036156927,1039804037,-1140508998,1023379743)+W(2,1041755532,-1099902739,1020538503,-1096783078)+W(3,-1094671115,-1096595186,-1108992818,1023478108)+W(4,1039915367,1048552390,-1105911641,1068731351)+W(5,-1096057439,-1091471401,1033306823,-1096750685)+W(6,1028942726,-1105392496,-1106738713,1066518668)+W(7,-1122053390,-1123632409,1032650381,-1109607147)+W(8,1030445090,-1104867005,-1106850996,-1126700225)+W(9,1025639958,-1113480650,-1115144981,1031767054)+W(10,-1104654601,1033528857,989961401,-1133955554)+W(11,-1153726297,1032072745,-1128986161,1023561226);WS(-1105940700,1068951582); +sum1=W(0,1000087558,1035444041,1016288952,1033866603)+W(1,1023501510,1030903912,-1121882082,-1139243976)+W(2,-1126610867,-1119652358,-1105308514,1025089333)+W(3,-1101500686,1024487034,1036868116,-1137536646)+W(4,1040363554,1048983991,-1129232537,1043404182)+W(5,1050470779,1032787659,1042688239,1051055933)+W(6,-1103531583,-1095183320,1035540828,-1091977028)+W(7,-1098956255,1016827662,-1107477027,-1111432589)+W(8,-1126498674,1041424541,-1116171169,-1108874003)+W(9,-1107291841,-1115835365,1038297635,-1101253029)+W(10,1033586531,1011542187,1018737568,1021129404)+W(11,1033496245,1023594100,1015384473,1034920923);sum2=W(0,-1123978268,-1122059260,-1123592170,1036141312)+W(1,-1111710804,-1127043568,1040694361,-1120657957)+W(2,-1102554320,1044079872,-1093658955,-1094337979)+W(3,1045282706,-1139302445,983065168,-1105233712)+W(4,1043643239,-1111536011,1042723115,1067907418)+W(5,-1118927202,1035940631,1016057395,1027935282)+W(6,1026913323,1056944699,-1093217948,1064662115)+W(7,-1091166584,-1092135065,1041761864,-1104693620)+W(8,1031431539,1037617295,-1103624535,-1090550375)+W(9,-1119161360,-1112133073,1014979737,-1106943303)+W(10,-1112242992,1005844362,-1101249260,1042545272)+W(11,-1111294278,1025042022,1026789959,-1114223884);WS(1061289911,-1074625008); +sum1=W(0,-1118986355,1042690449,1022020251,1032007652)+W(1,1040686510,-1108674269,-1123719572,1033202498)+W(2,1035013222,-1110099132,1048074309,-1101544522)+W(3,-1102744618,1043103143,-1099009366,1038471242)+W(4,1058027688,1047068971,1036127926,1058005973)+W(5,1048070472,1057593649,1043345580,1055515931)+W(6,-1087592511,1013931199,-1088015817,-1099315493)+W(7,-1091144488,-1088950448,1033106140,-1090129177)+W(8,-1107213995,1008030621,1042727509,-1093058723)+W(9,1042938237,1002612916,-1110941900,-1113377491)+W(10,1048036382,-1106703359,1044183504,1029001296)+W(11,-1106075703,1048869669,-1107279296,1042195418);sum2=W(0,1034897388,-1104469346,-1104312342,1033162274)+W(1,1001538203,-1119055011,1036889309,-1122390571)+W(2,1047600068,1074182899,1080728354,1077196082)+W(3,1039546617,-1121476275,-1113609974,-1124909535)+W(4,-1092005485,-1074957140,-1067981267,-1071410100)+W(5,-1101189403,1042351425,-1113906708,1037135096)+W(6,1032211690,-1124075063,-1100127529,-1093339345)+W(7,1036352485,1008083901,1032631324,1002134635)+W(8,1046053217,981988140,1036844207,1030504779)+W(9,1025223671,-1101604075,1034478190,-1113103836)+W(10,-1111289614,990179414,-1123826485,-1109598746)+W(11,1036519612,-1146561467,1017678167,-1132393287);WS(-1106894556,1030995446); +sum1=W(0,1025589699,-1123387156,1028556318,-1139656804)+W(1,980812294,-1128131860,-1137342353,1017797929)+W(2,1033805806,1025291593,-1127599047,-1105750398)+W(3,-1104274718,-1117867836,1018769427,-1114245906)+W(4,1034528997,1054610112,1039781117,1065523109)+W(5,1054896451,1045458038,1040199808,1047692618)+W(6,-1098701288,-1096105008,-1091536615,-1090836572)+W(7,-1097995702,1039238949,-1110811780,1001735913)+W(8,-1119393787,1037953340,-1120434724,-1103173850)+W(9,-1111869411,-1104116474,-1129786002,-1106977725)+W(10,1027839817,-1123546765,1027349522,1022652480)+W(11,-1135075504,-1125284461,-1152753902,-1131064048);sum2=W(0,1030581609,-1110091164,1024868796,-1124528958)+W(1,-1175372351,1022252519,-1123141270,-1123316826)+W(2,-1096073996,-1132437108,1051933742,1042406776)+W(3,-1117745155,-1117509823,-1110977956,1029056744)+W(4,-1104952058,1031847146,1077840619,-1071401906)+W(5,-1108532142,-1107574374,1034777920,1034383482)+W(6,1036583621,1040176294,1056082302,-1080138625)+W(7,1039833458,1041695761,-1119756119,977900031)+W(8,1006888722,-1120421639,-1114613612,1012484405)+W(9,1044393926,-1112420268,1028893644,1027961212)+W(10,1023568502,-1124563800,1026684617,-1114165836)+W(11,-1139194300,1023135287,-1122696127,1034470668);WS(-1094248046,1034739186); +sum1=W(0,-1121641997,-1148807918,-1119896808,-1118546659)+W(1,-1117202258,1027770003,-1121511758,-1114510703)+W(2,1043421097,-1114752489,1040593858,1043491504)+W(3,1033892386,1035924243,1032482905,1031829015)+W(4,-1090462057,-1097763033,-1089339622,-1089142502)+W(5,-1089696734,-1098379668,-1096843609,-1089945727)+W(6,1057979744,1045790578,1054873978,1054724534)+W(7,1056858543,1046524773,1049846778,1056083605)+W(8,1042504017,-1105205440,1029920941,-1114903193)+W(9,-1102740772,1042806872,-1103488653,1031492831)+W(10,1019430629,-1115505835,1008619887,1038945077)+W(11,1025474934,-1148381698,1017864241,1029503362);sum2=W(0,1032629114,1024571549,-1123705993,-1120833813)+W(1,1031286487,-1113289848,1033808184,1035572024)+W(2,-1111104155,1022922994,1036988882,-1104365480)+W(3,1038064580,-1119955010,1018164430,-1144675449)+W(4,-1111175727,1047799465,-1121840686,-1098359864)+W(5,1008715668,-1115327032,1042276675,-1114533548)+W(6,1069180600,1065968459,1066031139,1064223912)+W(7,1062275672,1060225053,1060364945,1057151625)+W(8,-1092657949,-1106624299,1026540087,1044325339)+W(9,1048614780,-1117772151,-1105153406,-1103516228)+W(10,-1081878912,-1085703668,-1080884055,-1079207816)+W(11,-1083548865,-1085294305,-1090372695,-1100806033);WS(-1095016302,1049780935); +sum1=W(0,-1140214663,1008440267,-1137823987,1035221148)+W(1,1007510683,1029727784,-1142229143,1025812851)+W(2,1050711943,-1110792724,1036012635,-1104496021)+W(3,-1145733059,-1109552317,-1115585956,-1142816275)+W(4,1044505338,1051364259,1051977632,1058946996)+W(5,1056967247,1057598839,1050931556,1058283380)+W(6,-1092537964,-1101785640,-1091742968,-1090015552)+W(7,-1090979415,-1088424934,-1096995861,-1095074239)+W(8,-1110639373,1026645590,-1130979716,-1106527650)+W(9,-1146016549,1015167915,1009720606,-1105047309)+W(10,1025322472,1024485132,1018037601,1032762847)+W(11,1010918699,1027572437,-1127055707,1011865435);sum2=W(0,1040969494,1036141535,-1136101349,1015318832)+W(1,-1112220931,-1111621316,1042180910,-1115487487)+W(2,-1087779211,1033693595,-1096934819,1042126031)+W(3,1036377831,1046621966,-1129542795,1052735842)+W(4,1056604611,-1095617275,1057610078,1059711341)+W(5,-1098744628,-1088974739,-1112239718,-1089093989)+W(6,1059045592,1037950807,1059474718,1079595174)+W(7,1065421414,-1079659864,-1077353318,-1076641223)+W(8,-1085730308,1051875566,-1104408796,1011257519)+W(9,-1102027272,-1097874228,-1123714793,-1089345613)+W(10,1035668628,-1110274633,-1106464684,-1106179801)+W(11,1035078820,1045400280,-1122902412,1057832501);WS(-1081166556,-1096725839); +sum1=W(0,-1146977357,-1130642485,1032268722,-1111253552)+W(1,1024786511,1021187873,-1115200917,1021141494)+W(2,-1114510289,-1119269199,1038356317,-1095921640)+W(3,1038758688,-1102108905,-1117501552,1024092394)+W(4,1050030946,1045921361,1039889859,1057711094)+W(5,1053078718,1045805544,1042557010,1052716334)+W(6,-1102646113,-1098664649,1027769520,-1089074675)+W(7,-1098156409,-1106011300,-1102728052,-1107570834)+W(8,-1113153825,992772066,1041426283,-1107182252)+W(9,1043642083,-1131324475,-1148235644,-1153593794)+W(10,-1114582784,1022415207,1025422681,-1098886685)+W(11,1036466489,-1129952762,-1133449046,1012650491);sum2=W(0,-1154116071,-1120032365,1033357218,-1132933754)+W(1,-1165588207,1029048100,-1115144648,1020455541)+W(2,1032309947,1017679770,-1118521489,1020082264)+W(3,-1122971142,1015972752,1021714009,-1134334294)+W(4,-1123962703,1025906643,1007375557,-1114291801)+W(5,-1114360955,1031540723,-1136421576,1014310369)+W(6,-1133231158,-1134787122,-1096414395,1064675801)+W(7,-1097709607,1040110606,-1121524587,-1119507729)+W(8,-1128886461,-1108727038,1020492423,-1080568363)+W(9,-1108104258,-1112615988,-1111963053,1028363593)+W(10,1035599863,1039832482,1035524914,1059399952)+W(11,1040378905,1024318985,1036458899,-1122706022);WS(1058284215,-1100256461); +sum1=W(0,-1136333391,977549609,1023954799,1032458293)+W(1,-1131855793,-1132003829,1014651348,1007647892)+W(2,1042064203,1017583666,-1103445177,1003134525)+W(3,1030077610,1044505715,1034368605,-1109681210)+W(4,1048792691,1037147366,1061193316,1055543997)+W(5,-1089393894,-1102389770,-1126089633,1030932473)+W(6,-1108621703,-1098054746,-1084539629,-1105743629)+W(7,1061657482,-1111653453,1032593324,-1134741175)+W(8,-1107171315,1036542212,1001865121,-1113492892)+W(9,-1095280499,1000070140,-1124982771,1012906393)+W(10,1009105958,-1118222526,1005641493,1001049989)+W(11,-1141919717,1031530183,957669220,-1123915241);sum2=W(0,1025749667,-1112523495,1034709000,1021531102)+W(1,-1129693762,1006685387,-1119027428,-1106459716)+W(2,1018718450,1033569638,-1099586256,-1096388774)+W(3,-1109846828,-1112379914,1008781387,1045287677)+W(4,-1104497483,-1111912018,-1087345020,1061077725)+W(5,1049253485,-1117456886,1038233914,-1135366091)+W(6,-1109821356,1026676021,-1092985416,1065372034)+W(7,1048850468,-1106255761,1013968523,-1138431127)+W(8,1032840840,-1114119398,1018773778,-1129773592)+W(9,-1101038787,1043058397,-1113511705,1037121278)+W(10,1009497507,1017944258,1033599708,-1109427758)+W(11,1029395381,-1106769492,1020319838,-1113647178);WS(1048665454,1062854025); +sum1=W(0,1004974300,1032679478,1041394910,1026224498)+W(1,-1128844481,-1137588617,-1115578718,-1128306202)+W(2,-1140401360,-1099989608,-1108003052,-1103518244)+W(3,1044968661,1040271757,1031459778,-1114933822)+W(4,1040482153,1038119146,1050737065,1054936910)+W(5,-1084409495,-1099872844,-1107158134,1038726400)+W(6,-1107105990,-1094089019,-1084721726,1054691719)+W(7,1057517320,1035416977,1033669936,1032390235)+W(8,-1113947114,1043046180,1044891839,1025601857)+W(9,1022006333,1017193535,1025595521,1023203548)+W(10,1004764812,-1132148363,1022372181,-1113753404)+W(11,1033354242,-1131287582,-1112957780,1012659010);sum2=W(0,-1120028750,-1137390044,1031876652,-1112211314)+W(1,1041988042,-1105672202,1032816067,-1122489809)+W(2,-1116919239,1034599590,-1110926857,1037510574)+W(3,-1091078601,1052042083,-1102117757,1043447553)+W(4,1026537129,-1105861815,-1114848017,1054207178)+W(5,1059021754,-1104155840,1047757772,-1115066040)+W(6,1032246372,-1095438265,-1093245727,1062401065)+W(7,-1115099719,-1100501338,-1112097107,-1102195598)+W(8,1047938064,1022176478,-1093210017,-1118385188)+W(9,-1104427658,1013766280,1027075631,1027463789)+W(10,-1102851233,-1129352893,1046245506,-1106645860)+W(11,1043294706,1016480352,-1113418727,1030659187);WS(1046819548,-1112403026); +sum1=W(0,1043575156,-1118831073,1028002987,1025124390)+W(1,1023377962,1034880715,-1125071779,-1144027915)+W(2,-1096536373,1040283909,1049135339,-1115136450)+W(3,-1127238030,1042113706,-1124049974,1045174012)+W(4,1028458839,1047473762,-1083606160,1052252597)+W(5,1054448495,-1106041242,1031800519,-1138801364)+W(6,1042563315,-1108795847,1040849058,1045384892)+W(7,-1081137782,1040945110,1026387221,-1122981994)+W(8,-1147631681,-1115473730,1015994849,-1102431101)+W(9,1046487189,1026652836,-1096718751,1030118403)+W(10,-1134760216,1037371629,1036578576,-1147407721)+W(11,1029054905,-1113175874,1032040846,-1121286085);sum2=W(0,-1116472244,1025044698,-1123391126,1003069456)+W(1,-1129719684,-1110477199,1023677849,989635105)+W(2,1036928405,-1122373594,-1111538981,-1111848203)+W(3,1027481573,990411281,-1136822924,-1136314996)+W(4,1035706238,1040619830,1046111644,1044878634)+W(5,1017226015,1030695866,-1114454329,1007553654)+W(6,-1121318128,-1104861162,1038958235,1050016986)+W(7,1040124875,-1116142138,-1113301330,-1112411005)+W(8,-1114868876,1034962287,1034772140,-1113883437)+W(9,-1114732111,-1102609372,1029458562,-1109652887)+W(10,1033058067,-1110745183,-1130393948,1005454840)+W(11,-1105702279,1029172520,-1112847239,-1150621057);WS(1054158702,-1098491196); +sum1=W(0,-1129450472,983582877,-1121209423,-1121678922)+W(1,1031290553,-1119715259,1032360987,-1115265987)+W(2,-1119237644,1026235385,1037197666,1031464488)+W(3,-1099798307,-1102325483,-1107157175,1036899466)+W(4,-1101713087,-1098493798,-1083899440,-1103778771)+W(5,1057005120,1046824098,1037130136,1011053924)+W(6,1033589815,1048228620,1060260620,1056756834)+W(7,-1093716116,-1102446942,-1111054172,-1132207900)+W(8,1034513750,-1123359016,-1103037013,-1122982297)+W(9,1049393023,1028221304,1041637742,992781927)+W(10,1023147092,-1173092218,1035595873,1020058530)+W(11,-1117980637,-1124996559,-1115548960,995105423);sum2=W(0,1022318336,-1115650269,1023537352,-1109544964)+W(1,-1104797311,1016525394,1034835508,1033208955)+W(2,1013555797,1016103802,1041650416,1052577828)+W(3,-1105646271,-1089308865,-1093424353,-1123233885)+W(4,-1107715656,-1119261847,1043696631,-1093802466)+W(5,1070961498,-1101461419,-1129647390,-1103638866)+W(6,1023151297,-1114491928,1042399799,-1088107917)+W(7,1046742027,1041655381,1027817568,-1123805293)+W(8,1033284778,-1130031974,-1108010060,1027122983)+W(9,-1123089325,1023301191,1010592861,1027104379)+W(10,-1133592549,-1142562170,-1132296546,1012286637)+W(11,-1129646858,-1123666701,1020078242,1017326494);WS(-1098756718,1025257793); +sum1=W(0,-1170432841,992949730,1001883457,1015181254)+W(1,-1113865961,1025052052,-1142935155,1028407518)+W(2,1023803110,-1138344011,1026014126,-1121590721)+W(3,-1118191492,-1131017933,992699702,-1125677724)+W(4,-1090131561,-1107275570,-1096556254,-1096688477)+W(5,-1094031636,-1105028073,-1106433523,-1094260670)+W(6,1057699745,1040420307,1054103406,1044394251)+W(7,1054646511,1053702338,1018441892,1056434389)+W(8,-1119694405,-1117188674,-1115724526,1029634610)+W(9,-1140440641,-1105231572,1028218227,-1115106656)+W(10,1012926412,-1123369303,-1127845816,1035099253)+W(11,-1114907963,1041135600,-1110839852,1033590433);sum2=W(0,-1113857499,1017397942,994248048,-1107301692)+W(1,-1114604929,-1099171315,-1128156929,-1105825924)+W(2,1035336978,977119295,1058657166,1082282453)+W(3,1081592322,1057428850,1029982493,1050573738)+W(4,1003212424,-1169985407,-1086726098,-1067974855)+W(5,-1065596346,-1101606461,-1114706375,-1113547007)+W(6,1016146718,-1139136560,1029663775,-1088717558)+W(7,1032721198,-1109521003,1035913834,-1115579388)+W(8,-1124908942,-1127032094,-1128987279,1045162011)+W(9,-1132432620,1001306728,-1127893472,1022139202)+W(10,1007728744,1015257206,-1139895388,989071903)+W(11,-1115423533,1026551071,-1124574009,999865176);WS(1057488311,1032489366); +sum1=W(0,998859696,-1126361486,1028022609,-1139957040)+W(1,1015295094,-1122345661,-1126668079,-1129886863)+W(2,-1107316871,1034785118,-1114064513,1048520075)+W(3,-1112481238,-1154023155,-1133481329,-1108825451)+W(4,-1130375162,-1098594694,-1105098668,-1099155379)+W(5,-1109749909,-1112014022,-1114013594,-1116334683)+W(6,1045821468,1031878554,1057263754,-1127500588)+W(7,1049599048,1025402492,1034877470,1046739556)+W(8,1009430200,-1137835434,-1104540630,1033795278)+W(9,-1105774078,1046311438,-1109189150,-1119327433)+W(10,-1127874328,-1124885440,-1121514949,1026343507)+W(11,1007199100,-1119007402,1026086402,-1138298796);sum2=W(0,-1131728975,1035973522,1044679054,1057647035)+W(1,1029801795,-1120435503,1040526136,1001204178)+W(2,1036764889,-1115068573,-1096357732,-1081650015)+W(3,1008652352,1020148594,1019038058,-1125968836)+W(4,-1111227173,1022919798,-1128128484,1064645808)+W(5,-1094730608,1034184152,-1110501324,-1141167471)+W(6,-1128881737,1043114423,-1098903856,-1105946360)+W(7,-1121257166,-1122224678,1033879187,-1125677560)+W(8,1037242625,990889655,1034691185,997618289)+W(9,-1119761613,-1123774451,1017411026,1017460301)+W(10,-1122740141,-1130091274,-1126568042,1036162942)+W(11,-1145265129,1016517254,1025838030,-1121815648);WS(1059796919,-1120566973); +sum1=W(0,-1128913552,-1121363289,-1114223569,-1170089852)+W(1,1032486790,1007200827,1031548233,1025411673)+W(2,-1112300176,1042197939,1034918960,1019526904)+W(3,-1097594444,-1109654209,-1121876014,-1114258964)+W(4,-1105877684,-1097436160,-1084964393,1000497399)+W(5,1058860547,1031553246,1038828418,-1106885131)+W(6,1051198984,1044389601,1058261945,1057668526)+W(7,-1083919657,-1093305914,-1113158982,1024357474)+W(8,1031319296,-1156941767,-1115209492,1032065846)+W(9,1045243539,1041280427,1014469175,-1128319413)+W(10,-1128535084,1024751122,1025460631,1032881746)+W(11,1010383044,986576750,1034628234,1012703988);sum2=W(0,-1143612781,1024653023,1031492195,-1118229715)+W(1,1037055061,-1103747903,1027878177,-1120661119)+W(2,1030657759,-1114346787,-1115709916,-1122961088)+W(3,1023143173,1032102149,1035049663,-1115297076)+W(4,-1142189493,-1145631357,1041520845,1058735511)+W(5,-1123318690,-1113230658,-1107577516,1029140405)+W(6,-1116365956,-1122350618,-1109597137,1063925227)+W(7,-1097941231,-1096423541,1034348655,-1104473650)+W(8,-1108113093,-1120960689,-1100459142,-1102646250)+W(9,-1097541479,-1119600722,994779835,1048901284)+W(10,-1144957229,1013910379,1028619709,1003281301)+W(11,1040501280,1015718737,-1116733621,-1122107736);WS(1025862512,-1097886171); +sum1=W(0,1017995501,1028206791,-1115115241,1023900364)+W(1,973319892,1028215869,1033665516,1031994596)+W(2,1039868615,1039095646,1044724702,1040670187)+W(3,1036683863,-1105649212,1040757263,-1101644966)+W(4,-1084617440,-1095591910,-1088992852,-1089161581)+W(5,-1092805231,-1107053347,-1107160205,-1102281943)+W(6,1048852846,1046495341,1053236428,1054642003)+W(7,1050422468,1049220624,1039010398,1042256548)+W(8,1036255511,1032043925,974144948,1024473755)+W(9,-1132527589,-1120787802,1025750940,1034960116)+W(10,1003283810,1031081728,-1128580235,1033561578)+W(11,1012484477,-1126192084,1035723265,-1141688154);sum2=W(0,1017309480,-1115898040,1026950620,-1131938440)+W(1,-1120377052,-1147724576,-1108926548,-1120540424)+W(2,-1113384832,-1105498372,-1140340528,-1101077232)+W(3,-1114410560,1042402941,-1114542528,1040078450)+W(4,1051665642,1043260681,-1109716244,1039662810)+W(5,-1113565360,-1097796100,-1108348496,-1097463639)+W(6,-1106075829,1041703091,-1109231476,1049668212)+W(7,1032262130,1040746517,-1140600496,1048026467)+W(8,1041533127,-1122221676,1047102067,-1109791178)+W(9,1039963022,-1131969000,1032294606,-1107112902)+W(10,-1143916576,-1119502308,1032670038,-1130795288)+W(11,-1112068676,1031201932,-1108483346,1028500076);WS(1059594295,-1081462343); +sum1=W(0,1027153262,978268098,1020914066,1037283618)+W(1,1001487768,1024040629,-1121199663,1022356543)+W(2,1043504002,-1116748340,1039643767,1038369681)+W(3,1034058802,1040894970,-1111840522,1036921959)+W(4,1052804111,1047257898,1049749519,1054855273)+W(5,1047397560,1052275873,1039603542,1026848211)+W(6,-1087238767,-1102654539,-1086204143,-1088075529)+W(7,-1086503800,-1098202447,-1107277965,-1098696769)+W(8,1041162890,1038115889,1044063108,1037006730)+W(9,-1117492081,1024505810,995252542,1036480704)+W(10,1012415888,-1165722369,1033818911,1032180390)+W(11,991868273,1034352017,-1131707508,-1136594828);sum2=W(0,1028621181,-1110777341,1027102605,1030597213)+W(1,-1106396561,1041951037,-1110468651,1026771477)+W(2,-1120219585,-1127812186,-1121966109,-1109734497)+W(3,-1139970197,1005564394,1027913013,1021745754)+W(4,1035384087,-1126856730,1038893967,1046142043)+W(5,-1102581665,1024169581,-1119264521,1045072501)+W(6,1034472183,-1129759266,-1123472797,1054407172)+W(7,-1114873213,1049042812,-1104920828,-1117275361)+W(8,-1123130413,-1106344343,-1121376361,-1110811845)+W(9,-1147353578,1023037898,-1123538565,-1108801471)+W(10,-1120488613,-1132463093,-1111137329,1013238549)+W(11,-1113345499,1010521365,-1123696429,934750635);WS(1001790336,1033193226); +sum1=W(0,-1113292474,-1131356554,-1133969725,-1118664394)+W(1,1027204153,-1111709325,1024655285,-1127980619)+W(2,1018580889,-1115176285,-1102427201,-1094752997)+W(3,-1105768635,-1119059021,-1121009370,-1131789226)+W(4,-1117909243,1046326027,1041639692,1062953181)+W(5,1031529696,1040555139,-1115548569,1030139737)+W(6,1052553934,-1113855449,1060794158,999804065)+W(7,-1122254720,-1110352445,1026923705,-1100154756)+W(8,-1104113579,-1112351060,-1095014251,-1105541862)+W(9,-1102735326,1031818996,1008421480,1016036429)+W(10,-1129785460,-1156866531,-1132017542,-1130622370)+W(11,1022740922,-1121415144,1008916224,-1122315305);sum2=W(0,999771042,-1130012060,-1123589256,1018901632)+W(1,-1124249760,1017234680,-1118367200,1016197020)+W(2,1019371878,-1137594745,1002965746,-1114341154)+W(3,-1115605194,1017493044,1015905000,1024661143)+W(4,1035878909,991329315,1042318306,1053769225)+W(5,1010690665,-1099274218,-1101115118,-1092869373)+W(6,-1106457448,1043986431,-1118271248,1057361082)+W(7,-1102884302,1037230696,-1112309114,1036147884)+W(8,1038257769,-1108709562,1025444512,-1113472862)+W(9,1015483632,-1115820708,1020142296,1016005876)+W(10,-1118330440,-1156785507,-1134019065,1021163648)+W(11,-1123825168,1025071687,-1126466092,1013380697);WS(-1096043118,-1087645231); +sum1=W(0,-1115587665,1032694426,1031441086,1023546425)+W(1,-1130229584,-1147531597,1019733960,-1115129818)+W(2,1029203067,-1099485226,-1113336032,-1121275799)+W(3,1051148019,-1118364796,-1127235090,-1119188228)+W(4,1045341850,1017432376,1054321442,1050158903)+W(5,-1081266857,1047006846,-1106232936,1041137522)+W(6,-1106908023,1052615508,-1082902530,1045376289)+W(7,1057440145,-1118131945,-1134199968,1018710010)+W(8,-1131991862,-1113683692,1050084000,-1116607496)+W(9,1027649766,-1120491559,1027530281,-1131853547)+W(10,-1114910160,-1127306394,998100766,-1147820543)+W(11,1021215128,991663462,-1123554607,-1124042776);sum2=W(0,-1129211209,1023861908,1038235290,1029997412)+W(1,-1125523437,-1107362446,-1114850415,1013933265)+W(2,1023515648,-1119658781,-1121364796,-1103304652)+W(3,-1109858923,1044349350,1032218024,1027861436)+W(4,1040374834,-1108471855,-1096619497,1039720436)+W(5,-1113539350,1038091910,-1121557752,982770184)+W(6,-1110890211,-1133136545,1044872450,1050855479)+W(7,-1117035130,-1107498682,-1130602657,-1128608489)+W(8,1020265593,1048083250,1034188808,-1102257516)+W(9,1022698753,1024895152,-1162309256,-1129090321)+W(10,1023672492,-1109425046,-1121333166,-1130250517)+W(11,1029442100,-1122118916,1020180841,939323929);WS(1062090935,1058767985); +sum1=W(0,1016379967,-1127587553,-1124869109,1030044278)+W(1,-1135267218,1021197901,-1146487047,1001072263)+W(2,-1111629724,1016014666,1045897412,1039181162)+W(3,-1111908667,1032078908,-1129970444,1037221664)+W(4,-1115487571,1046030390,-1089079359,-1107063038)+W(5,1056809425,-1100036461,1008766834,-1118068997)+W(6,1040669191,-1131263417,1049140321,1046027952)+W(7,-1082917799,1040408361,-1115518322,1034380765)+W(8,-1124650927,-1107621674,-1120715392,1035258018)+W(9,1051125844,-1117322707,-1115270659,-1135017032)+W(10,-1131647467,1039946613,-1197661491,1033161790)+W(11,-1129645073,-1124734374,1029976235,-1119763541);sum2=W(0,1033054007,-1116547758,-1123189128,1033469023)+W(1,-1122818756,1026371779,-1136838880,-1137766108)+W(2,-1111327982,1041352776,1032790615,1012971008)+W(3,-1098982462,1042838787,-1110172088,1004924993)+W(4,-1121722910,1034677105,1033549613,1033020303)+W(5,1051050782,-1098306997,1034801784,-1120000922)+W(6,1038740385,-1115132829,-1092378351,-1108961666)+W(7,-1121004928,1045175561,1019964530,1027487385)+W(8,-1119336676,-1124364804,-1102497930,-1106694042)+W(9,1035128176,1039643256,1015821086,1017988993)+W(10,-1124024618,1035204548,1032784783,1032253989)+W(11,1009754028,-1118316692,-1125398316,1028774587);WS(1065136439,1040354336); +sum1=W(0,-1140671753,-1120274067,1022747450,-1124666160)+W(1,-1123069063,-1131113682,-1118356003,-1126498983)+W(2,-1108811053,-1107804932,-1110160675,-1105899870)+W(3,1025125049,1033405406,-1129239633,1016924742)+W(4,1057254373,1050226223,1059609336,1031464345)+W(5,-1093137163,-1111386668,-1105328992,-1111235284)+W(6,-1099781359,-1098842784,-1092867554,1000731409)+W(7,1058399851,1055942809,1044975810,1051704028)+W(8,1009251305,1010162395,1036945681,-1114655220)+W(9,-1109467235,-1101547023,-1113825780,-1104493413)+W(10,1003726785,-1112753158,-1120831377,-1112429520)+W(11,-1119063979,-1146511789,-1116155918,-1117793303);sum2=W(0,-1139839138,998321428,-1134067290,1024466364)+W(1,1008723794,-1119932526,1028368392,-1132382549)+W(2,1034041544,1018598993,987604943,-1102834025)+W(3,-1131349085,-1118877643,1031347596,-1113750023)+W(4,1034669108,-1116818777,1007335842,1061492513)+W(5,-1121214551,-1116983417,-1114752830,-1103912225)+W(6,-1095769692,-1114897304,-1102588486,1062722215)+W(7,-1107691916,-1117176868,1009572226,1035794880)+W(8,-1105759439,-1105398904,-1108283066,-1098749835)+W(9,-1108418109,1041629273,-1103951670,1046707789)+W(10,1039138956,-1145690340,1018314989,1025712340)+W(11,1022467761,-1121476700,1033232162,-1110829011);WS(1015535328,-1084984071); +sum1=W(0,-1114800552,1017574081,-1121052395,-1121642214)+W(1,1031943978,-1119258038,1015340962,-1152091148)+W(2,-1108603860,-1120445077,-1120661414,1038434434)+W(3,1004694578,983354644,-1131668588,-1117988144)+W(4,-1099862310,-1098244185,-1094435959,-1091868509)+W(5,-1100742889,-1090330210,-1106546547,-1096238847)+W(6,1058689409,1050368026,1059588503,1053265766)+W(7,1053762387,1049777811,1042220181,1044693386)+W(8,-1114937124,-1113854018,-1120887600,1038069402)+W(9,1032168457,1033335786,-1112611163,1033654385)+W(10,-1119809253,-1119794874,-1117398367,-1124845785)+W(11,-1126829041,-1124490374,-1122991451,1025017029);sum2=W(0,-1113763234,-1113925793,-1117079348,1016562523)+W(1,-1106152769,1021767953,-1110489214,-1118706081)+W(2,-1123863865,-1117743388,1031541130,1034144457)+W(3,-1108434934,1028245712,-1107854239,-1131124226)+W(4,-1152383745,1049718598,1054034272,1045174355)+W(5,1019958281,1048832333,1037079656,1041167636)+W(6,-1153318001,-1115051721,-1111062529,1029337732)+W(7,-1107848604,1036566626,-1106439039,-1100833945)+W(8,1032880554,-1108241407,1025815300,1040219109)+W(9,-1122950542,1032317223,-1114917041,1023645948)+W(10,-1112434267,1017487533,-1115045873,-1115252534)+W(11,-1112234054,-1144290245,-1111099643,-1123196065);WS(1058837943,1069665989); +sum1=W(0,962159770,-1131526763,-1123587520,1016761717)+W(1,-1116652202,1020359383,-1124916236,-1120750038)+W(2,-1123278397,-1133106088,-1111839826,-1119033369)+W(3,-1112323118,-1123741278,-1111587013,1031183749)+W(4,1059574623,1052414436,1056026369,1050778647)+W(5,1057288447,1051933055,1049400292,1050858601)+W(6,-1100091288,-1100255560,-1090882007,-1089604336)+W(7,-1090318286,-1098258189,-1098860821,-1113801599)+W(8,-1106975399,1034080493,1026032901,1030312842)+W(9,-1115237492,-1123145400,1023272149,-1102573630)+W(10,1026912571,1026538575,-1128992103,-1142474253)+W(11,-1126485147,1024876312,-1130617057,-1147252941);sum2=W(0,1031825723,-1121672345,-1128689519,1003655756)+W(1,-1112729716,1021714543,-1143241256,1015056847)+W(2,1031898082,-1123032728,-1149677000,1042326937)+W(3,1016978721,-1135526098,1017362221,-1115756346)+W(4,-1068962638,-1070958719,1062859919,1079716701)+W(5,1069238165,-1106783417,1038638730,1030095799)+W(6,-1097279430,1042495248,1042236169,-1097154173)+W(7,1043003442,-1101596383,-1114855682,1029691669)+W(8,-1106804175,1004890268,1033261211,1047991146)+W(9,1029430153,1006662138,1016716693,-1116617969)+W(10,1033946762,1015278793,-1125393239,-1129356209)+W(11,-1130449529,-1143028884,1021676019,1007567766);WS(1027937136,1051433372); +sum1=W(0,1024223452,-1131494490,1034208027,-1113660825)+W(1,1026687777,1007645322,1019229306,1023660333)+W(2,1027262836,1034970897,1041574867,1051529138)+W(3,1043759333,1035492122,1025216066,1033175550)+W(4,-1095583884,-1102510757,-1088128354,-1082034838)+W(5,-1107709564,1021392868,-1116281753,1019915650)+W(6,1036904555,1043230726,1043513377,-1088109312)+W(7,1040837474,1023668834,1033050768,1041627229)+W(8,1037383306,-1126475809,1038022750,1049740992)+W(9,1043020088,1040579632,968839375,1040383308)+W(10,1026871330,-1131579916,1022249046,-1121104697)+W(11,1030621125,-1128113439,1026071912,1024084817);sum2=W(0,-1122636491,-1114076695,-1122337791,-1121313911)+W(1,1019616565,1032037049,-1121846167,1035628188)+W(2,1019704225,1037288383,1038646185,-1113812515)+W(3,-1115379683,-1144905268,-1124810757,-1104091459)+W(4,1049771287,1032297878,1050229287,1058219066)+W(5,-1126947029,-1089173556,-1109798125,-1085784913)+W(6,-1108218455,1029534785,1038576544,1058416091)+W(7,-1096957025,1029636273,-1112204367,1039375301)+W(8,1003686724,-1114871835,1026526587,-1129529893)+W(9,1020162449,1011141050,1015768281,-1169657505)+W(10,1007985666,1019192761,-1146139348,1021492965)+W(11,-1131201101,-1129337357,-1117257463,1026702945);WS(-1087300279,1060388257); +sum1=W(0,-1129462823,1031115364,-1114720439,1025637865)+W(1,-1150727557,1019407412,1005184420,-1144567588)+W(2,1023690092,1041026294,1027269348,1022155151)+W(3,1032140389,1019365849,1035913085,-1142073248)+W(4,-1095623283,-1092905754,-1093094418,-1092295181)+W(5,-1091295733,-1094422277,-1097873082,-1089577936)+W(6,-1106106692,1045171988,1058204318,1060821043)+W(7,1047241920,1051757075,1047453654,1052799910)+W(8,1037669414,-1113959460,-1142625182,1044954958)+W(9,1031904715,1022315054,-1121754201,1027854342)+W(10,-1130365587,-1127843579,-1122973026,1027810288)+W(11,1008074737,1005685302,1011776124,1023937224);sum2=W(0,-1120594034,-1141459412,-1136839806,1028313984)+W(1,-1127607807,-1122936307,1007613018,-1134584398)+W(2,-1166872476,1004777140,-1113289360,1013932442)+W(3,1019995585,-1124945717,-1145964804,-1157638606)+W(4,1040489823,-1122900789,1021539093,-1095750682)+W(5,1045364618,1031026044,1033830372,-1125456395)+W(6,-1102509951,-1110936244,1067324619,1045560576)+W(7,-1096904945,-1100965201,1000232964,-1108078168)+W(8,-1086857984,-1095818924,-1093760272,1065644346)+W(9,-1123950010,1042979309,-1121148085,1026162850)+W(10,1045679794,-1104593759,-1110068744,-1103109579)+W(11,1034732462,1018809021,-1152320711,980148252);WS(-1090838638,1050174926); +sum1=W(0,1024715784,1033853293,-1106406969,1042483832)+W(1,1025782733,-1138965820,1038488261,-1139164262)+W(2,-1109115088,1049593122,994296459,1045373935)+W(3,1015694078,-1112080289,1045351388,-1114987669)+W(4,-1106716164,-1120751425,-1094496661,-1086184702)+W(5,-1092092861,-1095245812,-1100690449,-1094326222)+W(6,1038102082,1051782073,1043814476,1058236139)+W(7,1045378621,1042079876,1050438570,1040938025)+W(8,-1115525408,-1136454131,-1105105482,1033520471)+W(9,1029286795,-1106373991,1034575399,-1122199803)+W(10,1016756989,1035169257,-1108133484,1042591993)+W(11,-1140252101,-1115290814,1041627941,1001134058);sum2=W(0,1051544715,1047565246,1046232208,-1105592564)+W(1,-1094324661,-1105924841,1021200095,-1103932050)+W(2,-1087153288,-1111682644,-1081925443,1060283907)+W(3,1062548140,-1127110112,1051334754,1033462267)+W(4,-1090874159,-1099176408,-1105576760,1048906709)+W(5,-1112367085,1049091960,-1107585156,1048824237)+W(6,1047568122,1032035298,-1119008010,1036693685)+W(7,-1119206793,-1158298480,1036759049,-1114785543)+W(8,-1111412903,1040133461,-1140028602,-1107739759)+W(9,1044620924,-1096403637,1046459856,-1114351857)+W(10,1034895049,-1131191613,-1112144320,1040322447)+W(11,-1130045765,1011461326,1012649582,-1111955333);WS(1039738296,1044009556); +sum1=W(0,1031992376,-1118478209,1036413734,1042319122)+W(1,1025321013,1019779694,-1126468451,1028741314)+W(2,-1113116036,-1126664684,1028656912,-1095949365)+W(3,1046101634,-1104617834,-1111694091,1029160593)+W(4,1058890327,1042459434,1054229481,1057173004)+W(5,1048940614,1052520321,1047137387,1057385245)+W(6,-1088719167,-1107130859,-1088309806,-1090115281)+W(7,-1090901446,-1096019759,-1098195015,-1090793697)+W(8,1040542090,-1129453002,1042227988,-1127816747)+W(9,1048439133,-1119199044,1036380619,1040359505)+W(10,-1107110028,1036863629,-1133301245,-1121635021)+W(11,-1120611033,1022364232,-1108092830,-1129794251);sum2=W(0,-1088996856,-1089163817,-1081345153,-1080285142)+W(1,-1079794071,-1089981167,-1091438196,-1099490886)+W(2,1009251693,-1107842867,-1124806950,1052635731)+W(3,-1106464080,-1125456570,-1115606726,-1106662163)+W(4,1062110924,1057525018,1064189433,1067630395)+W(5,1063058829,1062842970,1054193960,1053790298)+W(6,-1115283476,1042234988,-1104109471,-1112028150)+W(7,-1113992476,1045262592,1042247754,-1104249669)+W(8,1030923639,1032774718,-1126776930,1034769026)+W(9,-1106165885,-1136163037,1032379012,-1108359351)+W(10,1034262626,-1123202523,-1130902850,1036915346)+W(11,-1110986466,1035294670,-1135519157,1024576891);WS(-1096394862,1050867114); +sum1=W(0,975777376,1035680965,1017323049,-1164976624)+W(1,-1126109949,-1117859264,1011370603,-1122131819)+W(2,1011677768,-1097606072,1017467204,-1122057965)+W(3,1039142936,-1137149130,1023416416,-1112401517)+W(4,1050217928,1041761501,1059053443,-1098739346)+W(5,-1089683010,-1104430516,-1115445691,1042596520)+W(6,-1095631255,-1108785275,-1088500104,-1111108333)+W(7,1062642602,1040456976,1016594173,-1120553683)+W(8,-1105375964,1035556439,1042635014,1025006046)+W(9,1038036638,1027021261,1041295544,1029575724)+W(10,1033079080,-1107649602,1020084753,-1112750027)+W(11,-1142614292,1017623258,-1113983747,-1124248029);sum2=W(0,-1131210775,1024840523,1024067225,1022860453)+W(1,-1125865258,-1130239171,1024964869,-1117571915)+W(2,1029829507,-1108448221,1046565608,-1107856867)+W(3,1042031083,-1106481128,-1127390051,-1124576676)+W(4,1018275001,-1117395779,1042461338,-1092962046)+W(5,1053212914,-1102214835,-1114692565,991892650)+W(6,-1122984086,-1132016729,1059140985,-1089805596)+W(7,1058514952,1027704725,-1118917379,1032905776)+W(8,-1096338526,-1114466007,-1107995649,-1166014069)+W(9,1052927486,1041713274,1037010892,1032336370)+W(10,1033255054,-1103146109,-1119288636,-1099911282)+W(11,-1113255745,-1106771914,-1111017176,1000523989);WS(-1112511928,1031640207); +sum1=W(0,1037301926,-1130112569,-1119711398,1044751592)+W(1,-1102628100,1042267541,1021159833,-1122521821)+W(2,-1102373753,1048837234,-1091456672,1045582560)+W(3,-1119033858,-1093436941,1050238014,-1100593739)+W(4,1058068053,1051625169,1054040787,1044375881)+W(5,1057193534,1051238780,1045936610,1058222955)+W(6,-1091912761,-1095738529,-1101742756,-1090186767)+W(7,-1090190311,-1110077161,-1098844722,-1090967581)+W(8,1030698115,1045615952,-1104227307,1051640030)+W(9,-1111999463,1008998972,1050341641,-1108465231)+W(10,-1112730073,1045904421,-1098654019,-1111879892)+W(11,-1123401908,-1101737376,1043894710,-1112695488);sum2=W(0,1016218439,1009444234,-1111008440,1026480303)+W(1,1015374231,-1115006890,1027237715,-1122692269)+W(2,1024549194,-1117974589,1042315856,-1106327815)+W(3,1040022175,1025059842,-1110870197,1033099318)+W(4,-1121292007,-1111737758,1047393563,-1089871257)+W(5,-1115783084,1043300713,-1103999090,1022298131)+W(6,1037076368,-1110249739,-1086831522,-1069929292)+W(7,-1085683537,1033002057,1033912191,1032775289)+W(8,-1112700443,1020335555,1038599637,-1111547810)+W(9,1049254465,-1118960414,-1118358651,-1104218510)+W(10,1032984152,-1112172263,1060801772,1079084175)+W(11,1057876572,1033693800,-1104475663,1045399536);WS(-1106120924,1033431669); +sum1=W(0,1016553159,-1146851238,1024375743,1026515514)+W(1,1005429062,1029812010,1008887700,1021177962)+W(2,1035990878,1041817850,1041767260,1047579686)+W(3,1031819293,1026577053,1014785832,1011005202)+W(4,-1101729723,1024013341,-1116899488,-1085522812)+W(5,-1090064383,-1118087802,-1126747713,1025078601)+W(6,1042266392,1027850273,977256084,-1090381288)+W(7,1048109660,-1113190325,1024173993,-1127218683)+W(8,1024064284,1026394008,990294084,1048833585)+W(9,1038017843,1040657490,1020235411,1041410670)+W(10,1018305971,1021653787,996614956,-1125739905)+W(11,1016883609,-1121801815,1027952623,-1132785763);sum2=W(0,1032555846,1019641904,1015684488,-1123545328)+W(1,-1118308408,-1117707424,-1137876352,-1152988290)+W(2,-1110721648,-1116342888,-1102693078,1027573888)+W(3,1043950970,1021888896,1007632640,1023916088)+W(4,-1094136567,-1089264280,-1097199465,1056898914)+W(5,1037769558,1041236542,1026403708,1046276806)+W(6,1030929664,-1112511004,1046449598,1052843165)+W(7,1024674316,-1109778580,-1123597216,-1105717038)+W(8,-1146526593,1032788860,1012812816,1033507644)+W(9,-1106559340,1017687520,1028523456,-1122312832)+W(10,1018020888,-1125819008,1004426241,-1122415072)+W(11,1028547840,996318210,-1149117889,-1132920416);WS(1034973624,1056792353); +sum1=W(0,-1120658336,-1121055921,-1128295926,1021962732)+W(1,-1127490506,-1119904327,-1122942113,-1119710033)+W(2,-1130821617,-1114464179,-1106629009,-1093463666)+W(3,-1097245927,-1132912612,-1118132038,-1115274080)+W(4,-1114903379,-1125024178,1008426736,1062068439)+W(5,1050479246,-1107542555,1028006365,1025872901)+W(6,-1130597942,-1102939831,-1118485143,1067744046)+W(7,1049107361,1045213129,-1113875250,1036565277)+W(8,-1109039532,-1115164458,-1104109440,-1094141737)+W(9,-1105858697,-1119937620,-1141854766,-1121170098)+W(10,-1124529164,-1124681556,-1138254780,993935312)+W(11,-1132704804,-1120970067,-1122550700,-1120520661);sum2=W(0,1020401308,1017661559,-1129375401,-1130735541)+W(1,-1146688164,-1166762145,-1130185789,-1137125822)+W(2,-1120501349,996214904,-1140432422,1024553914)+W(3,1006774606,-1124013507,1033491675,-1117903931)+W(4,1037264768,-1116129767,1035443152,1051779064)+W(5,1039827062,1025600009,-1114545658,1032817572)+W(6,-1090330474,-1084580575,-1097846115,1064606263)+W(7,1048687051,1019182043,-1117487855,1037037513)+W(8,-1105802125,1032645479,-1102145888,1038402436)+W(9,1000828364,1025151371,1028059566,-1112238814)+W(10,1023925581,-1119976615,1025111856,-1136822486)+W(11,-1121332237,1015612208,-1119338761,999461036);WS(-1082445367,-1085006700); +sum1=W(0,-1131835086,1034878908,-1106661648,1037617118)+W(1,-1121819052,1022066011,1036207796,1033542412)+W(2,1041974800,1043293403,1042063924,1045196135)+W(3,1037212703,-1105403448,1046411795,-1100599618)+W(4,-1081109875,-1092276724,-1086386347,-1094524616)+W(5,-1094507255,-1104988703,-1105674409,-1096619449)+W(6,1054173212,1051286356,1055927462,1058619216)+W(7,1050138098,1028915053,1041419787,-1130824962)+W(8,1035072463,1034209806,-1114712644,1036390662)+W(9,1015171028,-1139447658,1026111277,1045523870)+W(10,-1137431795,1038048136,-1110863483,1042877649)+W(11,-1123146704,-1114994477,1040360493,-1121943708);sum2=W(0,-1112963339,1025676326,-1117465202,1036266015)+W(1,-1124864900,1019242508,1017632828,1039721851)+W(2,1043137200,1000796272,993751520,-1098528956)+W(3,1032573075,-1097473255,1049454991,-1090503899)+W(4,1014823768,1031859059,1020211292,1055374057)+W(5,986723264,-1125510524,-1111044051,1007293144)+W(6,-1089890678,-1102855534,1018575516,1061198225)+W(7,1038055959,1050136287,-1109681619,1054985311)+W(8,1022229356,1031913791,-1120060570,-1098119563)+W(9,-1106568385,-1098582022,1030233630,-1101215648)+W(10,-1128614108,1018516204,-1138611816,1020738140)+W(11,-1132953832,-1123833514,1035860627,-1110059149);WS(-1089141943,1068474134); +sum1=W(0,1024130588,-1101143803,1039148539,-1124204515)+W(1,1026773217,1018218693,-1104179471,-1123573325)+W(2,-1121972404,1041396360,-1105946681,1052602058)+W(3,-1091638882,1032280890,1041946144,-1138642417)+W(4,1032495505,1045416789,-1106461946,-1094942270)+W(5,1059099726,-1106993164,1045088278,1009482242)+W(6,1036801227,-1094238571,1057861426,-1098420551)+W(7,1040764762,1033290001,-1105244536,1037819035)+W(8,-1117579092,1039470024,-1113046718,1047303536)+W(9,-1094617668,1040300696,-1110195745,-1108347351)+W(10,-1114425265,1024684838,-1108918837,-1127532529)+W(11,1027200645,-1103088708,1043167338,-1116739793);sum2=W(0,1016644168,998892514,-1116049462,1033248586)+W(1,-1110140123,1041609896,-1103095555,1030835892)+W(2,-1134771145,-1114282184,1042383274,1025008594)+W(3,-1104878488,-1101611481,1048842205,-1122288558)+W(4,-1129326838,1049635340,-1147070546,-1102476512)+W(5,-1090718582,1046973498,-1115539252,1028769716)+W(6,-1114142714,-1101404122,-1095734150,1060588986)+W(7,1052949499,-1143476482,-1110997031,1022411808)+W(8,1012771369,-1114952606,1057697290,-1111850310)+W(9,-1096580248,-1114336646,1031782132,-1118966953)+W(10,1025799488,1041138771,-1095991584,1027653952)+W(11,-1127102864,1035005082,992902692,-1120028296);WS(1055908206,1023803300); +sum1=W(0,1033033649,-1128828388,1027156540,1024886583)+W(1,-1122498726,1032744244,-1114524705,1005980052)+W(2,-1114766205,1011459483,-1106069078,-1116675477)+W(3,-1116893112,1045609495,-1113403236,1049123968)+W(4,1059767687,1054454099,1057986836,1059734148)+W(5,1056528229,1043829406,1047712168,1049516377)+W(6,-1093070812,-1094569204,-1086765600,-1090099632)+W(7,-1094363024,-1102732570,-1103438026,-1098493775)+W(8,-1106762950,1029622486,991938588,-1098865153)+W(9,-1101593593,-1139103892,1022039246,-1097177334)+W(10,-1139512861,1016172182,1027600816,1027525694)+W(11,-1135964969,1036132330,-1117700205,1035501771);sum2=W(0,1025334517,-1115143239,-1112308287,-1115511381)+W(1,1042864237,1031444191,1040795754,-1111573417)+W(2,1052224655,1029199567,1050599738,-1137182696)+W(3,-1101494467,-1094150391,-1116631442,-1092627938)+W(4,-1085507535,-1092254017,-1091835304,1050309385)+W(5,1052849573,1058681981,-1093246396,1066882777)+W(6,-1083097675,-1079915962,-1078367265,-1085955474)+W(7,1077549274,1068550083,1054678659,1059124396)+W(8,-1097828858,-1092877982,-1101001669,1031547399)+W(9,974314816,-1100178328,1046838481,-1088438520)+W(10,1062578782,1029921983,1036651638,1017725718)+W(11,-1103762806,-1106558945,1039431488,-1098096651);WS(-1078207964,-1098790270); +sum1=W(0,-1117816013,1039615439,1040159636,1032454162)+W(1,1029735698,1026856980,-1128361629,1002339317)+W(2,1017293260,-1121106131,-1098516348,-1100564368)+W(3,-1142189601,-1115831559,-1129405415,-1114960439)+W(4,1049047675,-1100078274,1057717203,1041647209)+W(5,-1090236946,1041839801,-1114821509,1034781465)+W(6,-1100878354,1049964833,-1094050686,-1119951725)+W(7,1052197359,-1110599850,1009705546,1020602063)+W(8,1032784131,-1107321921,1040450075,-1099964381)+W(9,-1116032848,1034137049,1036993018,993360895)+W(10,-1126192007,-1122801847,1034337038,1014677674)+W(11,1028031798,1027844545,-1121696025,-1130484229);sum2=W(0,1025029135,-1115606678,-1098891737,-1111864983)+W(1,-1112278329,1017169741,-1123958951,1031819582)+W(2,-1104367710,-1132455965,1054704406,1035843132)+W(3,1038310704,1037432870,-1137648567,-1122384617)+W(4,-1119205162,1051294613,-1118431701,1040638061)+W(5,1033551568,-1095570314,1040693441,1008777251)+W(6,1051361304,-1090262380,-1094584814,1042639742)+W(7,1042180969,1054301740,1006683771,1032304440)+W(8,-1097951274,1046775583,-1111734067,-1115582191)+W(9,-1116801751,-1102111461,-1108749213,-1103720876)+W(10,1037239658,1027534783,-1137589907,-1161598998)+W(11,-1113612863,-1137659371,1017443081,1038413214);WS(1060561207,-1110135205); +sum1=W(0,-1114856118,-1124131449,-1121034566,-1112340961)+W(1,-1112123800,1034679769,-1115322038,-1107671902)+W(2,1049197464,-1108658488,1041962623,1047635080)+W(3,1029521634,1045001085,1019494819,1038785126)+W(4,-1091745710,-1095755605,-1091090769,-1089785676)+W(5,-1088312300,-1105390912,-1095959893,-1089779917)+W(6,1057921518,1045522218,1055093690,1056738433)+W(7,1057086969,1048793054,1049205462,1057170552)+W(8,1045672489,-1100746808,1019645080,-1111234056)+W(9,-1095870350,1047514180,-1099214252,1022895484)+W(10,1021270499,-1112929307,-1157317541,1036938084)+W(11,-1148757666,1026507103,1019330670,1029094240);sum2=W(0,-1110883135,-1122184691,1008834310,1033395903)+W(1,-1110716892,1024095030,-1113505190,-1113542640)+W(2,1041894205,-1115970606,982318965,1040255170)+W(3,-1134396672,1031402202,-1121857157,1031923695)+W(4,-1114700148,-1118217955,-1097954058,-1109327580)+W(5,-1107386491,-1114148625,-1116084956,-1128842340)+W(6,-1082032478,-1081043792,-1085641610,-1095688614)+W(7,-1084362127,-1093205100,-1087863650,-1094939475)+W(8,1046875162,1049320576,982336213,-1107088758)+W(9,1032307660,-1122373488,1045820748,1044473869)+W(10,1064081845,1059051295,1064706681,1066526360)+W(11,1060847547,1058657081,1055302318,1041403755);WS(-1088848183,-1091270356); +sum1=W(0,-1113444636,-1127291412,-1131637032,-1105736260)+W(1,1030983166,-1127378047,1037357901,-1115666437)+W(2,1022583331,1011517178,1047190142,1040877723)+W(3,1035565944,-1097520394,-1114602800,-1108205485)+W(4,-1092936920,-1094397598,-1092945549,-1086200137)+W(5,-1102025475,-1104020948,-1116833526,-1102830535)+W(6,1050793382,1055228191,1056457416,1051083611)+W(7,1056969730,1051399464,1044492479,1047811509)+W(8,1035173048,-1112816343,1039723405,1039289519)+W(9,1015654008,-1108815670,-1116817631,1032741190)+W(10,-1115063927,1007040780,-1118782984,-1114815627)+W(11,998545680,-1127143385,1025703109,-1123886254);sum2=W(0,1023906737,-1110646223,-1119411664,1010017751)+W(1,-1108429461,1029589423,-1110439418,-1125097343)+W(2,1067295699,1065087692,1065459703,-1118952488)+W(3,-1081475488,-1083105366,-1095503285,-1083389324)+W(4,-1081442287,-1085042817,-1083251842,1050008558)+W(5,1064700095,1064469883,1057972141,1061045473)+W(6,-1097077469,1037915281,-1096872835,-1110920551)+W(7,1006981249,1036080906,-1106015672,1051761632)+W(8,1029195957,1015927544,1018101230,1042598936)+W(9,-1103158035,1041992018,-1108943564,-1114827780)+W(10,1026431960,-1132623721,1018762696,-1124571002)+W(11,1020104602,-1114107558,1036691137,-1119006739);WS(1034259896,1039623341); +sum1=W(0,1016878676,1028460795,1034359235,1011385345)+W(1,1015855070,1016831138,-1128588247,1025908283)+W(2,-1137539339,-1104998988,-1129847248,1015052988)+W(3,1032818160,1044006969,1033445320,1043524531)+W(4,1055868742,1047938201,1058114664,1043619008)+W(5,-1096687428,-1092418872,-1100196186,-1095896370)+W(6,-1088089066,-1091378989,-1090213650,-1114958501)+W(7,1054476715,1049053750,1040121848,1044746961)+W(8,1043298073,1036240559,1043122195,-1119276751)+W(9,-1110579607,-1101201217,-1106781444,1018213241)+W(10,984347141,-1121755284,932956556,1018241806)+W(11,1026808723,1034235663,1010316760,-1120101215);sum2=W(0,951810592,1033659165,1002259560,1037243759)+W(1,-1112310958,1034753865,992340497,-1114454490)+W(2,-1108037836,-1102042508,-1103529440,-1102191435)+W(3,-1111056455,-1119026649,-1101647251,1024637657)+W(4,-1092018666,-1107310314,-1101738099,1066447662)+W(5,1032823775,1031795157,1040899047,1046257437)+W(6,-1130209970,-1115641842,1041635941,1067062587)+W(7,-1098661250,-1099014553,-1117726225,-1111013301)+W(8,1022643242,-1110096702,1034513697,-1100161415)+W(9,1027860693,-1096684817,-1114962434,-1112982645)+W(10,1009312276,1032067593,-1114108683,1041326077)+W(11,-1120382671,1026651225,1038338139,-1106704138);WS(-1096556910,1067967914); +sum1=W(0,1032707155,1024354487,-1131915011,1043480447)+W(1,-1118942187,-1132633269,1031302952,1031513592)+W(2,-1122886335,1031668012,1021347526,1041914807)+W(3,1036630543,1034774528,-1125222297,-1106257250)+W(4,-1095119782,-1103532312,-1095435756,-1090836352)+W(5,-1091218783,-1104917967,-1100801113,-1104067043)+W(6,1055235700,1048353625,1044387963,1053060297)+W(7,1041581564,1052242886,1033613430,1050269976)+W(8,-1120012638,-1105977207,-1105830818,-1133082414)+W(9,1017318739,-1121967338,-1130484760,-1109204860)+W(10,1031514684,-1126996321,-1116416117,1043128001)+W(11,-1110350280,1039162573,-1148985233,1034839630);sum2=W(0,-1125934657,-1120747465,-1126946517,1019390634)+W(1,-1140291646,1045993569,-1110717499,1038335355)+W(2,1041393774,1032139854,-1107151652,1046075673)+W(3,-1090083756,1024325836,-1116058677,-1097350707)+W(4,-1097497496,-1114660789,-1096477783,1057927405)+W(5,-1110210473,-1137735680,1033250412,-1127153776)+W(6,1047775001,-1105604596,1048515105,1059160295)+W(7,1043731078,1039621515,-1116506490,987432265)+W(8,-1131783044,1018330620,-1096755902,1041946221)+W(9,-1091797353,1046026631,-1106745231,-1124643180)+W(10,-1122059316,-1129241452,-1147658728,1011994599)+W(11,1032850220,-1126091098,1009337229,-1124186068);WS(1061843767,-1077951557); +sum1=W(0,1026388735,-1120114128,1037862893,1029309653)+W(1,1036389538,-1122000006,-1126306304,1030215888)+W(2,-1106366502,-1131166601,1029755951,-1091391038)+W(3,1048316317,-1099454574,-1106178153,1034019808)+W(4,1059311576,1043697070,1054385928,1057568381)+W(5,1054220568,1049723715,1050234615,1058416302)+W(6,-1088217072,-1105977039,-1091419383,-1089136642)+W(7,-1092475601,-1095416897,-1096877448,-1091809363)+W(8,1041378862,-1130669927,1047467576,-1111164306)+W(9,1053509792,-1108260705,1038585474,1045917860)+W(10,-1102542817,1039925540,989452730,-1105668215)+W(11,-1138232735,-1130981221,-1107228323,-1116719540);sum2=W(0,1061533858,1062451832,1068272760,1070735043)+W(1,1070929067,1058522058,1059576348,1052624489)+W(2,1041546460,1044663473,1019905335,-1103665132)+W(3,1027882908,1053579543,1030217484,1042937819)+W(4,-1081881922,-1084977950,-1081565785,-1079025547)+W(5,-1082597652,-1079765468,-1088759123,-1090364693)+W(6,-1104625991,-1116240264,-1115490290,-1094934042)+W(7,1002519540,-1096683616,-1103272320,1039524167)+W(8,1020257203,-1107478927,1038097782,-1129735749)+W(9,1043320870,997759194,-1110736144,1041293151)+W(10,-1112819836,-1146254682,1018218872,-1108448519)+W(11,1032555484,-1111378699,1018278443,-1120119454);WS(-1084224055,-1088316584); +sum1=W(0,-1113613001,1003388692,-1106869627,1016662735)+W(1,1022316973,-1136760929,1028746387,984919127)+W(2,-1107673717,1028109079,1012698375,1027116933)+W(3,-1094644889,1023495179,-1107590588,1024116594)+W(4,1006747746,-1098426505,-1088923256,-1097246285)+W(5,1057877820,1033746004,1041863252,1022736621)+W(6,1039555654,1048291572,1059475506,1054502102)+W(7,-1093203288,-1098003683,-1105649846,-1114921814)+W(8,1033838821,1024741190,-1120760050,1019707757)+W(9,1048977331,1036081339,1041797102,-1127589064)+W(10,-1159624430,-1124153911,1033833840,1010228666)+W(11,-1114819581,-1110624834,-1119454813,-1122201606);sum2=W(0,1015245257,-1113948506,-1130594159,1007533655)+W(1,-1122336092,-1131246557,-1121042747,-1112003767)+W(2,-1113301472,-1150409563,-1113241340,988101766)+W(3,-1114338752,1042344950,1024929700,1034588627)+W(4,-1126889814,1027745966,1053517180,-1115083078)+W(5,-1120298083,1009652067,1023796132,1015099871)+W(6,-1122805777,-1121614859,1035094088,-1117590123)+W(7,1041346715,1010321235,1022595647,1021357977)+W(8,1024783162,1024732276,1035927962,1033594898)+W(9,-1136757529,-1112303516,-1107129305,-1116844702)+W(10,-1125306444,-1120982285,-1117285071,-1115586407)+W(11,-1179946326,-1122655190,1031780006,-1109817399);WS(1056759150,1060224665); +sum1=W(0,-1139374311,995010733,-1111414410,-1108849608)+W(1,1028987391,1016981889,-1123115291,-1129401942)+W(2,-1132085157,1023919167,1047983919,1035204919)+W(3,1044747100,1009635916,1026679904,-1133052010)+W(4,-1099925456,-1105275165,-1089721802,1047380996)+W(5,-1111752399,-1106656308,-1119632759,-1103728616)+W(6,1041263149,-1143162806,1045591848,1054640011)+W(7,-1086265361,1052567064,-1119813375,1036660778)+W(8,1033127353,1020125661,1047176279,-1109178223)+W(9,1047077327,1025513390,1020940735,1026259564)+W(10,-1131329248,-1128574472,-1124813330,-1115433611)+W(11,1014274699,-1114033239,-1135589654,-1154487021);sum2=W(0,1023227060,1023565277,1023373012,-1127246210)+W(1,1035525242,-1115895934,1032252451,-1115664904)+W(2,-1114834111,-1123243930,-1110717616,-1119831250)+W(3,995075850,-1112704991,-1137853837,-1177558227)+W(4,-1123255684,1036838581,-1121973236,-1128787384)+W(5,-1106791563,1017209933,1025363014,-1117762720)+W(6,-1111609489,-1109001470,-1106028739,1068968933)+W(7,-1084327071,1049794788,-1103092626,1033559138)+W(8,1029177075,1046335474,1040383540,-1085459757)+W(9,1055427968,-1106438120,1039281515,-1108939748)+W(10,1009084849,-1110362282,1030364025,1038001226)+W(11,1004844681,-1109625554,1026824663,1027051057);WS(1059198391,-1114206899); +sum1=W(0,-1123230572,1033309054,-1136657179,1042361008)+W(1,-1127872354,1026831155,1034821095,1027013917)+W(2,1047908609,-1113872057,-1131612168,1032838544)+W(3,1018582917,1025662981,-1122684754,1042918755)+W(4,-1086695351,1005036838,1053830093,1063074340)+W(5,1022976638,1048968528,1037218004,1045668084)+W(6,-1111534963,-1127426130,-1097279138,1032841926)+W(7,-1102974814,-1086802103,-1094977286,-1080167184)+W(8,1041894153,1035651728,-1114797926,1042266564)+W(9,1036160183,1043048448,1028546130,1051954532)+W(10,-1168813170,1029018614,1015674230,-1115081892)+W(11,1022213546,-1119589535,1023015663,-1121567905);sum2=W(0,-1109294951,1044771761,-1106240469,1037653814)+W(1,-1132138943,-1129034439,1027920896,-1126749735)+W(2,-1116747636,-1095594447,-1091993541,-1098134808)+W(3,1045429231,-1112675284,1030264036,1027709116)+W(4,1053044316,-1102224225,1065361960,1060397410)+W(5,-1095097189,-1139768526,-1100471477,-1095674438)+W(6,-1093594252,1044254591,-1103264547,1059446961)+W(7,1053539276,-1147713757,-1115698004,-1131922215)+W(8,-1105874671,-1148207325,-1098859579,-1110887683)+W(9,-1103270924,1018090127,-1105560593,1044415945)+W(10,1036768486,-1122217612,1038496462,-1106764847)+W(11,1035231626,-1112984312,1037287074,-1106415399);WS(-1081905372,1072993545); +sum1=W(0,1004609681,-1113931058,1017897178,-1110350900)+W(1,-1119842647,1029593625,-1114320538,1026419555)+W(2,-1111485397,1044870886,-1101161424,1042868018)+W(3,1016958866,1036666966,1034341084,-1123516147)+W(4,-1100618406,-1103601459,-1117978262,-1088871615)+W(5,-1096217303,-1090419947,-1105396084,-1100180286)+W(6,1052555682,1050421002,1053397115,1057434595)+W(7,1037835279,1054502387,1036260396,1041011339)+W(8,-1113666277,-1125853837,-1109207833,-1108715676)+W(9,1041223333,-1131918060,1046093262,-1108472674)+W(10,-1113131956,-1119475260,-1119057377,-1116054255)+W(11,1033629886,1019600139,1034832815,1025124935);sum2=W(0,1027207918,-1131003531,-1155176792,-1144704129)+W(1,-1120277627,1018692534,-1122116985,1016313728)+W(2,-1134820995,1019005665,1018656479,1016837667)+W(3,-1133755465,1007330736,1008190855,1024160458)+W(4,-1123507780,992028222,1020777698,-1093100477)+W(5,-1106617270,1026210395,1015481059,1009441727)+W(6,1022927690,1039006609,-1108026125,-1075529389)+W(7,-1071234400,-1098388857,1043410538,-1127804151)+W(8,-1148644129,-1114458430,985006155,-1165905039)+W(9,1009164120,1080134310,1068769301,1038162442)+W(10,-1124904791,1019252639,1019665619,-1148497627)+W(11,-1154476856,1041946375,-1120913968,-1102924087);WS(1052536174,-1151096569); +sum1=W(0,991116371,1033302347,-1116642336,-1115536654)+W(1,1020657940,-1114833734,1031490598,-1158391502)+W(2,-1128173243,-1146822742,1036050892,1034768509)+W(3,-1102372039,1030675614,-1114628406,1032401267)+W(4,-1103836723,1034951935,-1087917523,-1106200391)+W(5,1061554222,1041046871,1046795201,1027714602)+W(6,1032573088,-1120898050,1057405287,-1120590821)+W(7,-1082912644,1002819162,-1124848916,-1124036191)+W(8,999976938,-1138114279,-1098834165,-1118223722)+W(9,1047922098,-1107937520,1038688870,-1118805976)+W(10,1037991630,1035558856,1042054293,986260550)+W(11,-1130396508,1023135729,-1142052488,-1177279769);sum2=W(0,1035223119,-1127800761,1038890181,1028905699)+W(1,994981383,-1127955051,998786660,-1121293280)+W(2,1038869307,1034423710,-1109261585,-1095895125)+W(3,-1098712671,1032845262,1030375171,-1114148994)+W(4,-1108836158,-1116666352,-1087753137,1061176216)+W(5,-1099737664,-1208820627,-1126035264,1042226462)+W(6,-1105867416,-1109342419,1027333841,1057224086)+W(7,1049674522,1011854042,1017325847,-1120003540)+W(8,-1106282608,1047028407,-1148256348,-1148022324)+W(9,-1103462952,1043242553,-1121350765,-1117125009)+W(10,1028503999,-1119414296,-1113209005,1010099974)+W(11,1020393479,-1115953239,1024565993,1001260628);WS(1058902967,-1081860445); +sum1=W(0,-1121371387,1029881036,992316765,-1117974353)+W(1,1019164800,-1115308289,1031905998,-1118946572)+W(2,-1116017491,-1110722656,-1103068528,-1120254383)+W(3,-1111729689,-1123116948,-1110978129,1027465948)+W(4,-1114517185,-1096281750,-1110556335,-1087192661)+W(5,-1138608617,-1119671953,1026716344,1026550240)+W(6,-1144385454,1046612526,1050079932,1061346066)+W(7,1054224317,1023689473,1034730016,990814541)+W(8,1031405875,1032371736,-1114542190,-1113719056)+W(9,-1147587566,-1121094047,1032702160,1025765741)+W(10,-1133995267,-1118231237,1037331941,-1117606232)+W(11,1027634660,-1114416951,-1150819433,1002408318);sum2=W(0,-1127268449,1008157504,1022079949,-1129508015)+W(1,1023435994,987488696,-1149203238,1025441916)+W(2,1017520494,-1110533731,-1110799425,1038116680)+W(3,-1149062134,-1109564641,1031926637,-1140288129)+W(4,1046612660,1053115740,1042237616,-1081939523)+W(5,1046590815,1019421448,1025089506,1002014090)+W(6,-1104246964,-1126879265,1071620340,-1082767624)+W(7,-1091995420,-1133233221,-1113723868,1008464055)+W(8,-1098833757,-1103206877,1047260740,1046386206)+W(9,1034566387,-1113663072,-1131415815,-1120607589)+W(10,1019779427,-1135658469,-1112586418,1021781126)+W(11,1021597755,1025921212,1022181144,-1133866981);WS(-1118927728,-1114990634); +sum1=W(0,-1123938375,1040612950,1024746402,1022214714)+W(1,1038811590,-1112630087,-1118622728,1031232344)+W(2,1033195056,-1114716774,1048819881,-1104426015)+W(3,-1105195831,1042575344,-1098438774,1038434900)+W(4,1057535917,1047260544,1042772673,1057677234)+W(5,1045869257,1057533694,1042859777,1055588422)+W(6,-1087859524,-1132924433,-1087499341,-1097320317)+W(7,-1091890215,-1089715893,1029276300,-1091230428)+W(8,-1107191040,1007112943,1043648426,-1093740782)+W(9,1042013107,1020754614,-1107815558,-1113991309)+W(10,1047574307,-1106834116,1044210486,1028537764)+W(11,-1106862316,1047539199,-1107232885,1041569343);sum2=W(0,-1117938617,1034943831,1047294563,-1112881764)+W(1,-1113196518,1017166837,-1119652380,-1122537978)+W(2,-1098776947,-1074997876,-1067348911,-1073328658)+W(3,-1106856879,1007574096,1040326435,1003760381)+W(4,1052841626,1071950042,1078478928,1075942353)+W(5,1048374094,-1110198115,1016518417,-1132261857)+W(6,-1111689798,1008522816,1042633900,-1105497105)+W(7,-1100859969,1027760421,-1106280857,-1146348222)+W(8,-1101990052,1023979086,-1106116215,1040726051)+W(9,-1128120408,1041816709,1015116440,1015700123)+W(10,1034353164,1019125592,1021696573,1032192788)+W(11,-1129459590,-1114781060,983174391,1019612376);WS(1034111416,-1106797037); +sum1=W(0,-1127934684,-1146675705,1006977829,-1113401378)+W(1,1019549798,1016064490,-1139061950,998716411)+W(2,-1113852291,1035613338,1034804131,1037672145)+W(3,1044038057,-1106829090,1033066250,995721454)+W(4,-1096035023,-1102929642,-1090308252,-1089088820)+W(5,-1096624416,-1097224209,-1104516203,-1095532026)+W(6,1052464285,1042719307,1054858571,1057164897)+W(7,1050796251,1048920159,1042039981,1049209393)+W(8,1032415443,-1114220817,1032020487,-1123663635)+W(9,1035431737,-1131720964,-1114943722,1041424208)+W(10,-1113420426,1025128440,-1114922591,-1136503085)+W(11,1026704599,-1109868785,1024811962,-1138798477);sum2=W(0,1018373307,-1117669473,1036793172,-1107254646)+W(1,1027210469,983011887,-1124389554,999841656)+W(2,1030944977,1035483586,-1120221588,-1138388666)+W(3,-1119036598,1026801669,-1120993070,1036234905)+W(4,-1120549779,-1113169149,1031305133,-1118729068)+W(5,-1123944089,-1136088418,1045466087,-1110162376)+W(6,-1139755202,-1114451942,1047991436,1050438576)+W(7,1058194810,-1103576008,1037255439,-1114267729)+W(8,-1101691927,-1102665013,-1083948126,-1083351573)+W(9,-1081291530,-1106933299,-1095248620,-1124771645)+W(10,1049483493,1049560407,1057078402,1060878230)+W(11,1058504911,1044728114,1047223280,1036725012);WS(1038841272,1052605132); +sum1=W(0,1031922765,-1104568331,1037544250,-1109808312)+W(1,-1115625903,1042593752,-1105481799,1033924054)+W(2,-1100459309,1046914264,-1120141702,-1117060814)+W(3,1046551204,-1097718198,1032086688,-1112841053)+W(4,1037270288,1041702805,-1098675705,1045728636)+W(5,1017164043,999474559,1031450455,1034794943)+W(6,1026910357,-1101939446,1040827436,1037079325)+W(7,-1095425143,1046662664,-1103113592,1015870568)+W(8,1023447506,-1114279623,1048352911,-1115507167)+W(9,1040518727,1038294495,-1106032688,1041969331)+W(10,-1104596348,1044685961,-1104877098,-1117405559)+W(11,1032200833,-1104511859,1039045107,-1111795079);sum2=W(0,-1119788132,1033659476,-1112158198,1008462738)+W(1,-1128623485,-1135723434,1030330775,-1125624097)+W(2,992683382,-1104347191,1044081475,1034564598)+W(3,1037093866,-1118342628,1008221186,-1116661382)+W(4,1018867293,1020892153,-1090780387,-1098943438)+W(5,1024702018,1037085984,-1108937272,1041747819)+W(6,1022669528,1043646320,1053457206,-1103925357)+W(7,-1094689316,-1130567667,-1111881166,1006874186)+W(8,1044098145,1022003003,1053806225,1061138285)+W(9,1061570617,1042502677,1045330453,1015917808)+W(10,-1102594356,-1105788334,-1097169858,-1089462725)+W(11,-1090351234,-1124000960,-1102638867,-1119261652);WS(1059476151,-1123203418); +sum1=W(0,-1111725774,1032359159,-1110577724,-1105544893)+W(1,-1121304930,-1115245634,1036887935,-1110517831)+W(2,1035594491,1034919857,-1111760306,1046155316)+W(3,1044165509,1020829292,1039852002,-1120384574)+W(4,-1091810916,-1140486487,-1084838663,-1086139015)+W(5,-1095808892,-1096673622,-1127813812,-1090491960)+W(6,1057461865,1048140086,1060577506,1052038472)+W(7,1057513991,1053266340,1045123672,1055106407)+W(8,1016189354,1034245225,-1104347695,1027870402)+W(9,-1103056264,-1108853472,1031021091,-1133152957)+W(10,-1123857235,1028750247,-1113205590,-1121460986)+W(11,-1148349487,-1113141864,1036934292,1011178567);sum2=W(0,-1114868977,-1107973502,1044770988,-1101288212)+W(1,1025917421,1028043472,-1111158861,-1123193100)+W(2,1026556603,-1115461868,-1104823400,-1105554340)+W(3,1036199790,-1116199065,1020651575,-1128075734)+W(4,1004734644,-1092079110,1059587552,1045430990)+W(5,1037874646,-1137785064,-1093651456,-1127404110)+W(6,1034344926,1042028492,1024895663,1050688149)+W(7,1047334362,-1116948841,1044938016,1042458099)+W(8,1040708934,-1103991549,1051421807,-1095880897)+W(9,-1118101029,-1122024357,-1099771430,1007412048)+W(10,-1131620842,-1105590488,1029419915,-1114582112)+W(11,1015496806,-1121536685,-1121478353,-1127827256);WS(-1096078190,-1082738059); +sum1=W(0,1007239809,-1114850361,-1130257143,-1112210107)+W(1,-1118665957,1028242343,-1116764258,1022403683)+W(2,-1108860284,1046670329,-1103368477,1045976117)+W(3,1029494103,1036298605,1029804679,-1128309634)+W(4,-1100207850,-1101169270,-1116530972,-1088435015)+W(5,-1092482434,-1090334611,-1105280439,-1099682433)+W(6,1053165251,1050939564,1051252601,1056131912)+W(7,1045571555,1053021861,1035862579,1038809821)+W(8,-1112013420,-1126100266,-1112810720,-1124484747)+W(9,1041969097,1032260218,1044490698,-1114977769)+W(10,-1115685558,-1124400725,-1112871192,-1117830909)+W(11,1031308937,-1143992478,1037078646,1016808747);sum2=W(0,-1133820219,-1147891684,-1127336652,-1127200453)+W(1,1020736496,1001166860,1022486646,-1135690985)+W(2,1027229337,1032424255,-1137665638,1045946307)+W(3,-1116510358,-1145031593,-1116471963,-1126621635)+W(4,-1115513384,-1107406978,1037916056,-1096925824)+W(5,1031285965,-1138759126,1020254812,-1122394148)+W(6,1007940354,-1125237780,1044701152,1067148595)+W(7,1076670751,1039470145,-1109537872,1025436583)+W(8,-1156542700,1031863482,-1113898133,1048747828)+W(9,-1101339101,-1070343554,-1082365934,-1107321525)+W(10,1020775992,994071912,-1127018949,-1115116116)+W(11,-1122694416,-1106720041,1034791139,1039293842);WS(1056919406,-1123699093); +sum1=W(0,-1153021483,1016658279,-1169964908,-1131540465)+W(1,-1116724456,1018808083,986184318,1026972628)+W(2,985933670,-1142160193,1032391598,-1109380555)+W(3,-1112807501,-1115139838,1023499017,-1119658051)+W(4,-1089586019,-1106728023,-1095447822,-1095937215)+W(5,-1092279079,-1105250414,-1104943256,-1093497009)+W(6,1058308826,1043832952,1054485203,1051425640)+W(7,1057168451,1053123845,1034402292,1056025192)+W(8,-1122912091,-1111941676,-1114359010,1038539876)+W(9,-1129000267,-1105627696,1011544866,-1129701482)+W(10,-1130942473,-1162334614,-1115887538,1035573952)+W(11,-1120065804,1037216107,-1114397383,1031803900);sum2=W(0,1034281368,-1126716121,-1121241308,1045372780)+W(1,1035929285,1047600787,1004087438,1041718259)+W(2,-1104410341,1032410612,-1087414339,-1068615761)+W(3,-1067644471,-1091405946,-1118166494,-1097556864)+W(4,1018060402,1017706532,1061712823,1078313037)+W(5,1079888634,1048822788,1023636550,1035128990)+W(6,-1138447737,-1115589617,1021983592,-1100339818)+W(7,-1123293195,1030149270,-1120625820,1021734756)+W(8,994323516,1029627322,-1133709215,1015111478)+W(9,1023885100,-1124744731,1010097407,1009567515)+W(10,-1140256393,-1133676977,1012505315,-1130902073)+W(11,1028720332,-1123320040,1022959192,-1136405679);WS(1057577783,-1116545908); +sum1=W(0,-1140559047,-1119858755,1001413734,1019558160)+W(1,1027838711,-1123065945,-1133184076,-1116764451)+W(2,1023488522,1007841757,-1099448121,-1135636631)+W(3,-1106014610,-1112832085,-1132115376,1007686986)+W(4,1031631673,1034355893,1034820815,-1095265297)+W(5,-1133110549,976310772,1031909175,1033492939)+W(6,-1127758170,-1102068668,-1139646818,1043309332)+W(7,1058446926,1018622064,1033516923,1033353766)+W(8,1037581685,1038802963,1020321573,-1118918103)+W(9,-1104027725,-1110623851,-1124259695,-1114622946)+W(10,-1129099776,1023940956,1023108226,-1133216315)+W(11,1027058075,-1123708581,1025545342,-1118432359);sum2=W(0,-1139693312,1036960926,-1143311649,990661185)+W(1,1015972640,1000525745,-1129692664,1028832752)+W(2,-1124752720,-1121090060,-1099787410,-1112556974)+W(3,-1123282486,-1104610584,1028371280,-1104217347)+W(4,-1098950560,-1103693150,1033289622,1052753541)+W(5,-1106573325,1031872996,-1115662969,-1115847157)+W(6,999696497,1034222778,-1104157082,1058657457)+W(7,1042484509,1044261031,1026599244,1041506121)+W(8,-1111434581,-1119707404,1018041096,-1108624084)+W(9,-1111132399,-1121815492,1018446608,-1129135268)+W(10,1026280044,1014405392,-1121205834,1023217352)+W(11,1005957425,1017712752,-1139874592,1010211304);WS(1063874743,-1123600943); +sum1=W(0,1026726381,1005084141,-1121313992,1022502021)+W(1,1010678471,1012880846,1016038684,1031948511)+W(2,-1110972995,1029034162,1029564141,1019350337)+W(3,1021423943,-1112342611,1036724585,-1096649610)+W(4,-1088392527,-1096434085,-1088422197,-1089197156)+W(5,-1089730182,-1099324833,-1105649226,-1102131796)+W(6,1060534134,1052968261,1061531727,1048937234)+W(7,1053585019,1049533342,1044791660,1047748258)+W(8,-1131352649,-1125442370,-1111100967,1007055431)+W(9,-1124123103,1037169096,-1119334386,1048887628)+W(10,1017113381,1023149165,-1121647548,1028622922)+W(11,-1132301739,-1122598880,1017220849,-1134858375);sum2=W(0,1041516351,-1114001722,1031962338,-1127882717)+W(1,1024371132,-1116893380,-1137233618,1035584360)+W(2,-1098661524,-1113317539,1041960143,-1113172562)+W(3,1057245216,-1108932190,1040530840,-1090505328)+W(4,1065773241,1066164852,-1094243603,-1071023147)+W(5,-1087722937,1043021464,1059923771,1062948018)+W(6,1067471192,1062194047,-1131590099,-1071391818)+W(7,-1082288010,1036914992,1056604249,1065534266)+W(8,-1095722385,1029392016,1045112423,1027735196)+W(9,1047570295,-1110460182,1008215114,-1096088381)+W(10,1025030832,1015621429,1033273068,-1106774969)+W(11,1021784721,-1147670187,-1157997580,1025226110);WS(-1081605212,1037230241); +sum1=W(0,-1129286954,-1127382348,-1114123448,-1119205995)+W(1,-1116053850,-1114061454,1024011222,-1165173963)+W(2,-1115600951,-1127078325,1045220821,1032978341)+W(3,1031622828,1039357911,1020277751,1026874614)+W(4,-1139829872,1037397159,-1103957592,1057561887)+W(5,1057799156,-1103125195,1035843369,-1159950147)+W(6,1042245092,-1101819637,1057239854,-1089716883)+W(7,-1088291628,-1162281827,-1111135597,-1144308089)+W(8,-1130516890,1025459530,-1098019463,1040837167)+W(9,1039979404,-1123433113,1008116332,-1115664788)+W(10,-1191245347,-1140137724,-1135821456,-1153142562)+W(11,-1123070334,-1115244132,975751222,-1121723210);sum2=W(0,-1129847377,-1132201467,-1111059277,1032250249)+W(1,1003251981,-1175110606,-1119100754,1007928974)+W(2,1027890930,-1115667911,-1109124506,-1115518668)+W(3,-1131706033,1033851379,1008685286,-1130851063)+W(4,1045384717,-1139027758,1062718876,-1088514518)+W(5,1043614591,-1096199608,1038009999,-1126833063)+W(6,-1131041629,-1086235324,1071241567,-1104078593)+W(7,-1091065468,1021865867,-1113376611,-1120766781)+W(8,-1118537275,1015945835,-1090110249,1050303031)+W(9,-1130925231,1030828678,-1128909271,-1121346672)+W(10,-1129495121,1022067627,-1139816838,-1109320206)+W(11,1035917053,-1140186118,1027374356,-1130315761);WS(1048635758,-1111558989); +sum1=W(0,-1116715915,1007517554,-1125319757,-1130676803)+W(1,1032051720,-1122176818,1019813529,-1125995833)+W(2,-1114167026,-1144951432,1032434734,-1116349759)+W(3,1007313161,1037795522,1011561671,1022555096)+W(4,1019884197,-1100411873,-1082609609,-1099356457)+W(5,-1114189151,-1098216348,-1118483848,-1115419480)+W(6,1046236914,1042364482,1057088310,1060062511)+W(7,-1105629450,1032549225,-1156935944,1017135051)+W(8,1023679491,1030303424,1025882348,1027068912)+W(9,1046455412,1037080648,1024380849,1020138940)+W(10,-1123924777,-1115625243,1018952757,-1117219752)+W(11,-1128015465,-1117338239,1001454266,1015509889);sum2=W(0,1017200252,-1128076598,1020177744,1027061114)+W(1,-1120062015,1007295183,1005463470,-1120999608)+W(2,1032764106,1032749056,1042154489,-1091917968)+W(3,-1115647155,-1109350747,-1136438311,-1152745757)+W(4,-1100965710,1036328960,-1079875623,1069362278)+W(5,1041923814,-1121245377,1023734232,-1115720719)+W(6,-1120952053,-1105592489,-1093732085,1053281179)+W(7,1053015354,1023497366,1044015507,1040619345)+W(8,1023440400,1037836738,-1110726007,-1110949820)+W(9,-1097734576,1029656316,-1107014120,1039138178)+W(10,1026555164,-1121478225,1032334674,1004458190)+W(11,1030547292,-1115087241,1024950244,-1107079388);WS(1057226679,-1099093504); +sum1=W(0,-1117743115,-1111361838,-1142218540,-1115584496)+W(1,-1144474236,-1112915081,-1118048876,-1124754680)+W(2,-1106860569,-1097721634,1017711998,-1098477656)+W(3,1017808579,-1127808199,-1110778360,988685674)+W(4,1059123761,1043835217,1054886149,1036645937)+W(5,-1096319852,-1102898152,-1108186916,-1103594844)+W(6,-1116606854,-1113320356,-1098795498,1036044245)+W(7,1058878095,1054951826,1042821748,1057715322)+W(8,-1117312579,1021938430,1024346219,-1113074392)+W(9,-1113306631,-1104150268,-1109837016,-1104945799)+W(10,-1126837697,-1108681130,-1128001843,-1126342351)+W(11,-1145404316,1022603516,-1113519979,-1166667748);sum2=W(0,1017552406,-1121365003,1024315197,-1126393870)+W(1,1006096662,1026122801,-1115019758,1010820131)+W(2,-1115134458,-1113297695,-1121331284,1034056828)+W(3,-1116036592,-1122098200,-1138309587,-1114451237)+W(4,-1123239700,1033578978,1032104202,-1122610502)+W(5,1042239151,-1128246386,-1130645774,1021632898)+W(6,1040415751,-1119377084,1033268884,1042552247)+W(7,1014688747,1038912262,1011328923,1013103251)+W(8,1024802817,-1140510683,1031096569,1027588477)+W(9,-1116363642,-1106292650,-1119712705,-1106135611)+W(10,-1116030864,-1154029132,-1127078294,-1123710517)+W(11,-1142638070,1002524342,-1123496021,1026182445);WS(-1108758968,-1120615143); +sum1=W(0,1007512449,-1118729201,1033236958,-1188181540)+W(1,1032455763,-1139132956,-1126666947,1028445809)+W(2,1043847294,-1115009907,1038269372,-1103491829)+W(3,1026842103,1028990457,-1112992067,1045480960)+W(4,1041722714,1047642150,1052029054,1056274631)+W(5,1057598894,1044856958,1049081300,1008203541)+W(6,-1089504654,-1097300100,-1092318719,-1092329088)+W(7,-1088834696,-1094694701,-1102944265,-1095636207)+W(8,1035899020,1024857813,1041772976,-1115586563)+W(9,1037648114,1028932916,1031373190,987483733)+W(10,1021562716,-1157490338,1033997944,-1127937658)+W(11,1034853541,-1139535439,999073631,1033314299);sum2=W(0,1022601823,1027503424,-1114440342,1031020236)+W(1,-1115479573,1028798660,-1137878778,973255146)+W(2,-1119857460,1016942723,-1113768249,1049278985)+W(3,1023747258,1008539869,1030670036,-1124354630)+W(4,-1099325942,-1112391205,1050839307,-1097330938)+W(5,1019565806,-1108724816,-1143955309,-1115374863)+W(6,-1068582801,-1076271776,1067690352,1077639092)+W(7,1061065209,-1120523343,1002861982,1029925423)+W(8,1035739756,-1104095012,1026494027,1047876791)+W(9,1016405011,-1115660355,1022661839,1033007729)+W(10,1015907333,1016973548,-1122697579,1015148595)+W(11,-1106941761,1032414836,-1126087053,-1124658022);WS(-1125070560,-1096513533); +sum1=W(0,-1112401838,-1141896047,-1114813980,-1125005414)+W(1,1026386210,-1115056418,1012901881,-1125623196)+W(2,1032850683,1035442769,1027743049,1036941992)+W(3,-1104378805,1037833707,1022681350,1033887999)+W(4,-1111199410,-1105684773,-1093508577,-1099350541)+W(5,1060063436,-1112618105,1035294797,988362813)+W(6,1046757622,1047296038,1061969278,-1107426238)+W(7,-1092774776,1028130403,-1127381572,1016528878)+W(8,1033951818,1013771590,-1100008383,1023589122)+W(9,-1122038496,-1110298148,1030080099,-1106008748)+W(10,-1110786345,-1113414691,-1131095256,-1114443933)+W(11,996299870,-1117830096,-1140100259,1014753608);sum2=W(0,-1128089453,-1110645236,-1130916401,1026446699)+W(1,-1115610756,1032679495,-1114433002,-1123355757)+W(2,1024340419,1043920397,-1129344777,1009781987)+W(3,-1102796808,1037523581,1023912055,1026431795)+W(4,-1102023306,-1114712453,1028225499,1057874897)+W(5,1052660862,-1102216434,-1127455825,-1128264837)+W(6,-1103821003,-1097377481,972074333,1059140954)+W(7,1038144249,-1107293486,1006589878,-1102041035)+W(8,1043342989,-1109265540,-1100613575,-1103696793)+W(9,-1116201867,-1131885037,-1105206442,-1127587329)+W(10,-1119644228,1026656603,1034952995,1032660433)+W(11,-1130501689,1029362471,1013212643,1005668278);WS(1049867118,1034735186); +sum1=W(0,-1127774262,-1117373036,1031064438,-1112922680)+W(1,1012648832,-1132535687,-1120670652,-1140537009)+W(2,1029333619,-1123455456,-1105261096,-1096141178)+W(3,-1120189874,1024540628,-1138107141,1000234461)+W(4,1019113028,1040322517,1040279186,-1101685436)+W(5,1044944438,-1121818673,1035373868,1032620736)+W(6,1024964758,1032014380,1048588372,1050135703)+W(7,1034886579,1040490120,1016312768,1034120602)+W(8,1007980364,1019723167,-1114399774,-1100797936)+W(9,-1113398479,-1150021355,-1128775361,1008873398)+W(10,-1121402761,-1118901061,-1126411220,-1110911420)+W(11,1019321608,-1114680743,-1121234663,-1121766352);sum2=W(0,-1161289046,1020587590,1029682388,1031608572)+W(1,-1117304231,-1129471662,965398246,-1134569151)+W(2,-1111556088,-1127668568,-1095922552,-1092239431)+W(3,-1165373610,-1120133906,1007233453,1019046119)+W(4,1038429491,-1130067243,1050898724,1058359401)+W(5,1040200303,1044552317,-1132308256,1031851372)+W(6,1024158411,1018324827,-1123472030,-1093717514)+W(7,-1118204561,-1112781150,1017795291,-1120826542)+W(8,-1123794133,1035096674,-1142905112,1042534485)+W(9,-1137719883,-1136196985,1027736448,-1128305748)+W(10,1016121349,-1127328688,-1126947701,-1126252937)+W(11,-1122434117,-1137031592,-1121369248,-1162116006);WS(1063598519,1040709546); +sum1=W(0,989424433,1025004011,-1117397173,1010227902)+W(1,-1116859551,1035862832,1012428267,1028295307)+W(2,-1129964132,1018517694,1036280904,1042042835)+W(3,1025484624,-1108371497,1028794752,-1105766207)+W(4,-1092181324,-1096845618,-1092686069,-1082263275)+W(5,-1087946945,-1124000752,977020321,-1108973663)+W(6,1056340507,1052096915,1055848084,-1117189370)+W(7,1053023013,1053676604,1044581128,1048031389)+W(8,-1140166214,-1124688156,1027380346,1041673920)+W(9,1025279965,1021321051,-1125256895,1035434166)+W(10,1007420926,1025298052,-1114706068,1030527159)+W(11,1004378644,-1130325786,1025029349,1015026205);sum2=W(0,-1128989779,-1132752301,-1121498089,-1112228563)+W(1,1023519830,-1111737432,1023675120,-1134051546)+W(2,1040099849,992269838,1034828720,1034859451)+W(3,1034954038,-1122349299,1019899084,-1112348174)+W(4,-1100874000,1034251701,-1104384455,1044543345)+W(5,1046406891,1028583216,-1114022376,1040182737)+W(6,1021993174,-1130867684,-1113539068,1053848304)+W(7,-1104908283,-1100179639,-1111378604,-1097476412)+W(8,-1130783901,1034483450,-1122004711,1016645052)+W(9,1032774629,1016210650,1033297067,1025418184)+W(10,1011642260,-1123860313,1016725938,-1122625223)+W(11,1011006880,-1114528083,1021084026,-1141294629);WS(1052377710,-1116561061); +sum1=W(0,-1122160137,-1112995181,1021266631,1017022397)+W(1,1032809511,-1105019076,1019774100,-1119221338)+W(2,1026711393,1046449684,-1094207935,1051777944)+W(3,-1105978112,1045042328,-1140860791,-1140595366)+W(4,1034438088,-1103073456,1059878180,-1091454284)+W(5,-1108523806,-1137740923,-1113848547,1015748571)+W(6,1023922180,-1112523427,1031595583,-1107259466)+W(7,1059633699,-1094439010,1048809290,1019553093)+W(8,-1115207840,1036366239,-1096200621,1043506315)+W(9,-1105628259,1043730779,-1114298535,-1117446555)+W(10,1014756539,-1110629817,1025340632,-1122333286)+W(11,-1126028515,-1114494718,1024493780,-1121208702);sum2=W(0,-1125003387,-1110204990,1008672566,-1110854180)+W(1,1015432805,1007507570,-1129875419,-1145172348)+W(2,1023545558,-1122326332,1039271760,997586352)+W(3,1043658401,-1126010948,-1128126180,1018354299)+W(4,1001356924,1049948311,-1104177316,-1099440370)+W(5,-1101604747,-1112581048,1034699764,-1118892801)+W(6,1019826271,-1106041547,1040609653,1057375034)+W(7,-1098469549,1041033112,-1108980340,1026776081)+W(8,1029018751,-1122275300,1017003703,-1099421810)+W(9,1052007058,1018898909,-1118843549,-1123423040)+W(10,-1114113554,1028296019,-1143932072,-1122149120)+W(11,-1118594118,-1129527698,1031512617,-1147650596);WS(1066846108,1044745002); +sum1=W(0,1019372186,978233216,-1129136976,1025331363)+W(1,-1142297744,1015116199,1015645340,1016287548)+W(2,1049403789,-1107121557,1041504923,-1134682116)+W(3,1039399714,-1122699462,-1121336819,1026221102)+W(4,1042475733,1051348497,1048713517,1054698948)+W(5,1049146911,1058118606,1046729314,1056609718)+W(6,-1091781177,-1100692098,-1091573825,-1089263023)+W(7,-1091452887,-1090043533,-1102394372,-1091564925)+W(8,-1124410122,1039801345,1032893815,1040511932)+W(9,-1146055296,1032222216,-1115550793,-1107840672)+W(10,1015897062,1009376476,-1126291000,1006187856)+W(11,1016897132,1012743170,1010428515,1000566800);sum2=W(0,-1121498998,1025173682,-1127952317,-1123064681)+W(1,1031325102,1031547392,-1116804726,1013263415)+W(2,1040076187,-1110698495,1046879062,-1114452496)+W(3,1037259271,-1113826794,-1113826560,-1114840697)+W(4,1040991236,1027215822,-1097422534,-1079622690)+W(5,-1113150532,1059352243,1032134129,1048220488)+W(6,-1097642453,1032193313,-1089335507,-1070315938)+W(7,-1080614075,1063284099,1075195474,1071802337)+W(8,1041191639,-1107046015,1027648922,-1107556506)+W(9,1040688678,1044912350,-1107091577,1050907604)+W(10,-1143069461,-1127878497,1033858873,1031644922)+W(11,-1125227083,-1135729999,-1112123781,-1104322253);WS(-1083170743,1032719415); +sum1=W(0,1023701883,1027723212,-1122560214,989186599)+W(1,1018265472,-1118377474,1034616094,-1143849572)+W(2,-1115388842,1037576352,1028066352,1034436696)+W(3,1046871436,1036384970,1041769608,1033711598)+W(4,-1095142736,-1104329709,-1093573195,-1091782714)+W(5,-1090370147,-1088395265,-1092608855,-1085234190)+W(6,-1131637740,1047136718,1050356544,1058921626)+W(7,1057401704,1046747968,1048250192,1051022467)+W(8,1043889005,-1114738168,1032119470,1035779088)+W(9,-1119260798,1026791695,1007978244,1035213927)+W(10,1012236805,-1143133226,-1126174356,1024911192)+W(11,1033076018,-1122725807,1033024419,1028803056);sum2=W(0,1040592912,-1148866748,1032765896,-1113675298)+W(1,1035431068,-1111525482,1031171080,-1111672592)+W(2,-1091007599,1043419584,-1111893630,-1100951705)+W(3,1030657616,-1123081200,1009914590,1048594219)+W(4,-1122569720,-1102576481,-1114969246,1060370086)+W(5,1018512847,-1112438148,1033713452,-1120657004)+W(6,1061904811,-1110256028,1042199718,1060838438)+W(7,1061366749,-1086083341,1029235040,-1090315205)+W(8,-1096410255,-1106770914,-1108992598,-1088153932)+W(9,-1091610254,1039676388,-1104419583,1040642594)+W(10,-1107753434,1043044202,-1138614142,-1121677972)+W(11,1049599377,-1117594428,-1154941432,1041324320);WS(-1087374135,1068569819); +sum1=W(0,1034522569,-1114460210,1040675195,-1156322949)+W(1,-1126356143,1038944141,-1123272884,-1147588893)+W(2,1036038485,-1134485343,998999958,-1102898978)+W(3,1032174021,1032843110,-1112707068,1041667373)+W(4,1051494643,1048850073,1055860825,1058980799)+W(5,1050366134,1048730421,1043911796,1049367775)+W(6,-1092286050,-1097395434,-1093950865,-1086427635)+W(7,-1097745188,-1098221875,-1095510475,-1093210118)+W(8,1024631242,-1155697773,1034953465,1036357020)+W(9,-1115522123,1020968428,1032316940,-1134843155)+W(10,-1124293233,1035227470,1022306499,-1115248568)+W(11,1025097211,1020281868,-1112095119,1003691067);sum2=W(0,1036982689,-1109420523,1038171016,-1114883799)+W(1,1032698755,1023400751,-1119043865,1034471555)+W(2,-1101176821,1040154700,-1103427381,1011961296)+W(3,-1115041464,-1112162319,-1114657793,-1117007917)+W(4,1032029724,1008871494,1053639476,-1094943648)+W(5,1046242469,1015257266,1018562568,1031877719)+W(6,1031712503,1051308638,-1103617514,-1090481186)+W(7,1048516585,-1110670159,1026474691,1044794303)+W(8,-1095262307,-1089037290,-1077227331,-1077304111)+W(9,-1075605762,-1086532256,-1115849955,-1110424851)+W(10,-1135236510,1036178124,1056219784,1063074442)+W(11,1070767205,1074120487,1066414901,1052188053);WS(-1094340206,1025238393); +sum1=W(0,1025401267,-1120317764,1029217422,1017691154)+W(1,1015273200,1006374863,-1149759301,1023921508)+W(2,1041212259,-1123694073,1040075594,-1128349902)+W(3,1030937834,1030337996,-1112880429,1048792866)+W(4,1051626551,1044638395,1051991350,1049159169)+W(5,1055056667,1045537234,1047952828,-1109761292)+W(6,-1087771683,-1099303356,-1089805402,-1090474853)+W(7,-1089928234,-1095611655,-1103717662,-1097665994)+W(8,1026720107,1027277160,1042793877,1032035372)+W(9,1038797403,1028636183,1034683820,1024357062)+W(10,1024873417,1003045609,1025974530,-1140916353)+W(11,1026491292,-1125445197,1018728702,1024842472);sum2=W(0,1016272983,-1125328223,1019432157,-1136495190)+W(1,1024638490,-1122054341,1016158573,-1137665190)+W(2,-1117564089,1007328518,1038058236,-1106032359)+W(3,1036423350,-1129861056,-1141592892,1032273458)+W(4,1054344808,1047318060,-1095657702,-1084625245)+W(5,-1124414562,1036648948,-1120282232,1033205457)+W(6,1082928383,1074423709,-1074337637,-1066615612)+W(7,-1087090886,1034359725,999766988,-1114245215)+W(8,1043627742,1037006400,1040243063,-1106132294)+W(9,-1119023275,1004167460,1002865564,-1113153751)+W(10,-1113989008,-1137080694,1017883877,-1126758430)+W(11,1040797418,-1113361096,1023713345,1022755221);WS(-1098231918,1035887052); +sum1=W(0,1007686525,-1112046456,-1136641001,1025581173)+W(1,-1121240420,-1165513922,-1114143760,-1123656209)+W(2,-1117693688,-1119004197,-1104788790,-1092353842)+W(3,-1104580134,-1146015939,-1162096818,-1117522176)+W(4,1048268202,1036810732,1055375147,1069647932)+W(5,1052170270,1020096363,-1125578169,1031911554)+W(6,-1105099271,-1097653932,-1098720398,1066085926)+W(7,-1093227035,-1123833253,-1107379122,-1130540403)+W(8,-1110112236,-1130249512,-1106155488,-1091717545)+W(9,-1110987409,-1108464746,-1156567122,-1106840908)+W(10,1016554315,-1115219957,-1142876018,-1143806946)+W(11,-1113561092,-1123809427,-1113074326,-1120698772);sum2=W(0,-1125891647,-1139529830,-1127048511,-1119620679)+W(1,1015042367,-1133002574,1001053676,-1136336990)+W(2,-1121500935,1033326245,-1110257678,1033808587)+W(3,-1152963927,1023704513,-1125968895,-1159911790)+W(4,1021750179,-1133323886,1040835222,1061147710)+W(5,-1110018076,1035246842,-1123027527,-1144777900)+W(6,1017645919,-1167588957,-1108825416,1055027509)+W(7,-1105425292,-1090179180,1035235033,-1104047270)+W(8,-1130193055,1018366499,-1144215516,1035778772)+W(9,-1105010302,1019226535,-1113493000,-1137733870)+W(10,-1118741587,1021086319,-1113356630,-1123951235)+W(11,-1124596863,995355927,-1135606974,-1141401292);WS(-1081201436,-1083122818); +sum1=W(0,1024396773,1040103323,-1104054160,1042893967)+W(1,-1121710378,-1122190892,1038539251,1020559724)+W(2,-1118776317,-1121204906,1048678635,-1101546374)+W(3,1036673102,-1112386175,1022162966,-1111471555)+W(4,-1090317103,-1098486564,-1094484293,-1101075087)+W(5,-1095873942,-1099326495,-1101153544,-1095630377)+W(6,1056470156,1048677796,1048629197,1052113969)+W(7,1033707976,1057451847,1027207978,1053998976)+W(8,-1120183581,-1105729174,1032093347,1048228642)+W(9,1044099610,-1102747354,-1114063013,-1125760751)+W(10,-1124728406,1010393788,-1105359341,1048587688)+W(11,-1107414311,1034642220,-1109685144,1033222029);sum2=W(0,-1130151079,-1128601535,1016586775,-1116462462)+W(1,1006316053,-1136401487,-1134837023,1015531121)+W(2,1029357099,-1139320303,1016703563,1036545095)+W(3,1027702761,-1115282656,1025282364,-1128863347)+W(4,-1141051917,1027307392,1040480663,-1084177500)+W(5,1027514935,1033882273,975470826,1013565163)+W(6,-1126143047,-1124015138,-1090482710,-1061542668)+W(7,-1081711054,1042416533,-1107083018,1030037156)+W(8,-1138853383,1026568428,1051692940,1087807110)+W(9,1065457143,-1101742731,1035528582,-1123914522)+W(10,1016378649,-1128887123,1024508650,-1109325640)+W(11,-1115450794,1030137534,1016609727,-1122133136);WS(1056806766,1019813151); +sum1=W(0,-1109922347,1027672232,-1113027385,-1106442907)+W(1,-1119504732,-1127683323,1015134384,-1122196904)+W(2,1038862168,-1098777292,1057340869,-1131946518)+W(3,1048903346,-1100586740,1027127869,-1136830686)+W(4,-1094336356,1025923920,-1089223672,1049099726)+W(5,-1102142547,-1122538541,-1099585557,-1100472159)+W(6,1045176100,1046907893,1028090813,1060367739)+W(7,-1102839017,1052174932,1024110556,1047790604)+W(8,1023835087,-1097985673,1044113854,1010151151)+W(9,1051267347,-1093148714,1029024221,-1137237669)+W(10,-1117706029,-1143840774,-1111671123,1025756788)+W(11,-1111600768,1040843731,-1107564881,-1131252120);sum2=W(0,1016054025,-1116580030,-1128856269,1024017790)+W(1,-1120027976,1003808451,-1120561807,1020365697)+W(2,-1119367753,1033363716,-1107794961,-1129548157)+W(3,1034251322,1039517400,1019337653,-1174223189)+W(4,-1115811972,-1119979151,1046175546,1051115205)+W(5,-1095340379,-1127431641,976018325,-1148320619)+W(6,1024987046,-1114756690,-1100926142,1048732221)+W(7,1044324276,-1104827086,-1139095561,-1138276477)+W(8,1016843613,1025664850,1028330842,1029232538)+W(9,-1105635461,1042504965,-1118828309,-1117203320)+W(10,1007599121,-1120202841,-1144919563,-1123931557)+W(11,-1122027017,-1118580981,1016896817,1009819353);WS(1067549148,1061168738); +sum1=W(0,-1136860560,1019396970,1034693791,1031876061)+W(1,-1126960466,1026075051,-1129065354,-1125694250)+W(2,1041916271,-1102760394,-1100215160,-1127917744)+W(3,1038708237,1042570959,1024557450,-1114527138)+W(4,1043173595,1046914407,1063664325,1041579695)+W(5,-1084953669,-1099553438,-1111656016,1036161892)+W(6,-1099729080,-1097589844,-1085101004,1044764001)+W(7,1062969721,1046958554,1031927572,-1129394940)+W(8,1028345500,1036811500,1044130369,-1111608196)+W(9,-1096862061,-1104831702,-1121741642,1028864534)+W(10,-1117900922,-1118556558,-1118557363,-1148658183)+W(11,1028601293,1014732126,999719805,-1111432076);sum2=W(0,1037988572,-1109648154,-1115314649,-1110735622)+W(1,1029414023,-1115532881,-1114457629,-1123631499)+W(2,-1097183834,-1096035348,-1106718097,1044362532)+W(3,1044653749,-1118097482,1036871139,1035597348)+W(4,-1096111302,1046143856,1065688064,-1100541529)+W(5,1022961930,1041170408,-1121640520,-1109551474)+W(6,-1112255513,1047451704,1048785443,-1089624797)+W(7,1040629892,-1135819985,-1109975688,1030316886)+W(8,1025606252,-1109281762,1025033440,-1124926742)+W(9,1024229044,-1109992198,1007526703,1031542857)+W(10,-1131066844,1021094187,-1118872350,1035314838)+W(11,-1132267648,1004115214,-1128646118,-1117895342);WS(-1090126519,1034760182); +sum1=W(0,1022234099,987019599,1021371561,-1125185183)+W(1,1040030303,1005824514,1028122555,-1120592523)+W(2,1038732905,1040082783,1042926010,1019049563)+W(3,-1101231100,-1108355337,-1115211984,1035983309)+W(4,-1095221408,-1096833350,-1090005917,1049172122)+W(5,1056956325,1052986466,1046568014,1025899358)+W(6,1049091087,1049531159,1052645704,1048882035)+W(7,-1086324445,-1089320760,-1101798768,-1123937043)+W(8,-1141106060,-1100657291,-1098472859,-1113910991)+W(9,1041783487,1033537135,1037621024,-1125397784)+W(10,-1130848127,1036771650,1035488804,1025403478)+W(11,1007113098,-1138596020,-1128732298,-1127374557);sum2=W(0,1016736022,1011977196,-1137999416,1019963070)+W(1,1030437859,-1122046802,-1142727409,1018753414)+W(2,1032939170,-1102682487,1037611888,-1102949496)+W(3,1039010410,-1110345340,-1124097437,-1113761662)+W(4,-1122689775,1060510561,1051792579,-1073351999)+W(5,1059164734,1062467108,1031495287,-1101619274)+W(6,-1102551566,1060805847,1057985083,-1073393989)+W(7,1057367527,1062012989,-1147452225,-1099879364)+W(8,-1122487238,-1122236502,1036808922,-1103029047)+W(9,1039165500,-1106860549,-1143421321,1015482390)+W(10,1026411789,-1128029215,1019619350,-1125796177)+W(11,1024266957,-1119780381,1024156551,1016465010);WS(-1089242039,-1127205581); +sum1=W(0,-1124452989,1037734344,-1136469606,1045032037)+W(1,-1131176455,1029283077,1038076384,1029887056)+W(2,1047404342,-1111320098,-1115981071,1038279993)+W(3,1006926037,1030509432,-1123275877,1043334248)+W(4,-1086849964,1001557948,1055753134,1059294849)+W(5,1006841992,1049404683,1037635838,1044156233)+W(6,-1114062493,998659036,-1096047365,-1107330927)+W(7,-1105936042,-1087265492,-1095492784,-1080260267)+W(8,1042532510,1038364441,-1118490271,1044317529)+W(9,1035319841,1043122385,1027367204,1053177470)+W(10,1010360274,1032729828,1015888923,-1118190491)+W(11,1021147727,-1123196402,1027584778,-1118995315);sum2=W(0,1029897599,-1114965417,1025776431,-1121485495)+W(1,-1140617930,-1113546368,1031651703,-1117524097)+W(2,-1102843967,1046605828,1033633995,1048791648)+W(3,-1104898739,1031053127,-1108448442,-1108356905)+W(4,1001547796,1025076963,-1090433692,1044097140)+W(5,1042488362,-1118485295,1045463546,1040816680)+W(6,1049416264,-1100594038,-1096668289,-1117020477)+W(7,-1102246327,1034926551,1047237110,1044694712)+W(8,-1120840401,1041915682,1040646462,1042521794)+W(9,-1112857889,-1109164591,1015998805,-1109851905)+W(10,-1115391670,1020641677,-1111492899,1034331443)+W(11,-1115861875,-1134127978,-1120855845,-1124879769);WS(-1081567068,-1085072352); +sum1=W(0,1026202077,1017630556,1034866076,-1120073907)+W(1,990337572,-1122725732,1016189565,-1135328058)+W(2,1008391383,-1102096537,-1105309517,-1113888457)+W(3,1038015146,1010107993,1035371298,-1107104879)+W(4,1043376377,1035138955,1062685095,-1088326467)+W(5,-1087780001,-1095652846,-1111927693,-1134788873)+W(6,-1106037014,-1113878797,-1091962582,-1099527071)+W(7,1065743931,1048331161,1035819857,1033560764)+W(8,-1119432853,1041401156,1028045374,1036249665)+W(9,-1122166240,1030964177,1030882915,1034792920)+W(10,1015626934,-1112723700,995954372,-1112822301)+W(11,1036674595,-1165855255,1020668626,-1140134473);sum2=W(0,-1101998430,1034880732,-1111573656,1034691412)+W(1,1017688506,1032207084,1002612774,995363580)+W(2,1025808817,-1110518368,-1090739547,-1098171169)+W(3,1047617175,-1112107064,1027687639,1035291452)+W(4,1026331301,1035202798,-1095903349,1068344140)+W(5,-1085314459,-1108916250,-1113844364,-1111293323)+W(6,1041383807,1044537615,1045506861,1069658374)+W(7,-1090700374,-1135142667,-1106371211,-1105384559)+W(8,1033833028,-1096440885,1030373631,-1094064924)+W(9,-1106284721,-1113568166,1043762008,-1113615358)+W(10,-1108635033,1042833515,-1107072548,1037649108)+W(11,-1117475933,996218700,-1115713024,1031725587);WS(-1122270064,-1083487436); +sum1=W(0,1022021054,1000846209,-1120651002,-1133172181)+W(1,1015175368,1008528664,1014262402,1032206792)+W(2,-1111938972,1031069285,1035108132,-1122478547)+W(3,1022898156,-1109542844,1003755051,-1099224128)+W(4,-1089129474,-1092279467,-1089405705,-1088959911)+W(5,-1101358829,-1113192731,-1110785838,-1105614817)+W(6,1061173530,1053406092,1061891890,1046812368)+W(7,1052509753,1035774995,1040815801,1041852206)+W(8,-1117042135,-1112839626,-1115403968,1035227362)+W(9,983155781,1035355065,-1114859906,1046440556)+W(10,990992466,997371026,-1123767278,-1136588785)+W(11,1014548513,-1120262163,-1139309996,-1196238920);sum2=W(0,1044179919,1022028328,1040258943,-1118974089)+W(1,1033279863,-1117110809,1031745329,-1103290765)+W(2,-1111986018,998943655,-1095034556,-1095846499)+W(3,-1110448374,-1099083231,-1120681553,-1101323001)+W(4,-1080384748,-1088604014,-1104000317,1073459027)+W(5,-1098039236,1045892370,-1111672860,1055006842)+W(6,-1092393621,1029389095,-1090514887,1071708766)+W(7,1012336831,1049307354,-1100485937,1051814517)+W(8,1048581079,1009323699,1015383036,-1097133430)+W(9,-1122793353,-1097759856,1041920736,-1091667564)+W(10,1031858735,1021777892,1024626196,1024702395)+W(11,1031448400,1030521846,1016567237,1029007432);WS(-1097130350,-1073679750); +sum1=W(0,-1154560184,1025389788,-1145657140,1000633100)+W(1,-1120139600,1032643785,1008755251,1030414749)+W(2,-1142702368,1008724804,1035954194,1046084016)+W(3,1042008657,-1106616153,1025929714,-1102859291)+W(4,-1095841490,-1096179481,-1095185831,-1085973126)+W(5,-1089907161,-1096805620,-1098086361,-1107347576)+W(6,1034517635,1053502809,1045830013,1057148843)+W(7,1051926551,1052799826,1043469780,1050172789)+W(8,1044574577,-1112918112,1042446427,1025817904)+W(9,1017272605,-1123577295,-1143679882,1014891512)+W(10,992206103,-1143244972,-1122388570,-1139683234)+W(11,1018417129,1017209342,1016358830,1026775680);sum2=W(0,1021941992,-1140009235,1026649920,1025391436)+W(1,1033557641,-1110654493,-1117894486,1031221238)+W(2,-1106123822,-1137197699,-1104678389,-1103278668)+W(3,1049392706,1026389826,1046385471,-1107040085)+W(4,1031547466,1040410800,-1091687878,-1069452203)+W(5,1071493698,1075377385,-1093315115,-1101021764)+W(6,-1135582819,1048777558,-1102399061,-1086654414)+W(7,1036526271,1051671224,1003979070,1042747507)+W(8,1018035752,-1114989513,1038853959,-1112110740)+W(9,-1155541821,-1119910153,-1130248744,-1119798403)+W(10,1017098260,-1129449426,-1170697076,-1134437671)+W(11,1030635558,-1127657747,1010389927,1007123883);WS(-1110542776,1046722292); +sum1=W(0,-1112464600,1016022658,1027765771,981819586)+W(1,1026835189,1025143735,-1111607705,1024330241)+W(2,1033517476,-1108629467,-1106997347,-1113497042)+W(3,-1116788199,-1106078850,1041100086,-1124631714)+W(4,1047470894,-1133454244,1053995028,-1100439522)+W(5,-1093531706,1048713001,-1106135867,-1115421707)+W(6,-1131671638,1032980471,-1092318054,1042288212)+W(7,1061947018,-1121614518,1012478420,1041393523)+W(8,1005087552,-1105826521,1042584756,-1109105451)+W(9,-1098489206,-1105038597,977775992,-1114990145)+W(10,-1142745264,1026603482,-1129658366,1017901338)+W(11,-1142191304,1040275689,1016467704,1020475210);sum2=W(0,1031452303,992881643,978475180,-1121457613)+W(1,1034445399,-1130052481,1032145701,-1116902843)+W(2,-1132232893,-1116591675,1016124301,-1114931492)+W(3,-1094590847,1040974964,-1110729382,1035934107)+W(4,-1109510079,1032912109,-1114514404,1032060799)+W(5,1051504728,-1087149232,1039284419,1032317221)+W(6,1018866101,-1116915567,1055420465,1059251768)+W(7,-1088887374,1044275534,-1114948355,-1104983612)+W(8,1014551643,1024567259,-1097097100,-1118272021)+W(9,1048490818,1035881493,1032922179,1032032409)+W(10,1032688527,-1114177042,1042584708,-1109972047)+W(11,1024892699,-1108606213,-1121421993,-1133789139);WS(1059165367,-1104520251); +sum1=W(0,1007492796,-1117692608,1009135144,-1115310467)+W(1,1014125520,-1113191163,-1129119585,-1118876992)+W(2,-1108628644,1046236477,-1120534447,1052736188)+W(3,-1118278150,1036684740,1015268651,1008090175)+W(4,-1117534006,-1094176525,1053590938,1041258594)+W(5,1001540436,-1106455985,-1112388022,-1114551242)+W(6,1041312427,-1118419948,-1107420459,-1097199722)+W(7,1055263011,-1100739533,1040471133,1020553106)+W(8,-1113108212,1029454180,-1110779368,1053879643)+W(9,-1098892966,1045621277,-1126748266,1026632706)+W(10,-1124001749,-1113899741,-1131761404,-1114949702)+W(11,1025063448,-1105125705,-1126282358,-1127494856);sum2=W(0,1027505664,-1115834059,1029084872,1029257304)+W(1,-1128264406,-1138405484,-1118563560,-1127212263)+W(2,-1104527074,1048986559,-1089420265,-1098414029)+W(3,-1104406791,1040673804,-1203758566,-1117936348)+W(4,1034957797,-1098163961,1051828462,1053778056)+W(5,1048509414,-1106881855,-1113115951,-1136870020)+W(6,1041601252,-1125657446,1045110551,1041501740)+W(7,1041829791,-1119286592,1045914276,1022365337)+W(8,-1108054404,1041896195,-1099714824,-1129563106)+W(9,-1092212913,1049994472,-1105182054,-1139619400)+W(10,-1122847824,1034858548,-1116127595,-1170669534)+W(11,1037831890,-1107117839,1031508216,-1127498142);WS(1064754871,1064755352); +sum1=W(0,-1124996947,-1126765813,-1111973122,995438583)+W(1,-1131935965,1011044801,1017902933,-1117569083)+W(2,1039345889,1034558935,1025078634,1031530717)+W(3,-1102805216,-1112086641,-1108706152,-1125705364)+W(4,-1096693846,-1096907004,-1092723587,1042155040)+W(5,1055052309,1050402072,1045488762,1036105095)+W(6,1051509189,1048609181,1055455058,1038916133)+W(7,-1085470304,-1096310694,-1110967031,-1114430562)+W(8,-1110987505,-1122110878,-1103910610,1036071207)+W(9,1036962198,1042970795,999916154,1043170799)+W(10,1036233792,981607022,1033037628,1028131846)+W(11,-1113728073,-1155599823,-1121653045,-1131031997);sum2=W(0,-1133117125,1023646322,1023723550,1016880452)+W(1,-1128763803,1032406499,-1112596197,1024272758)+W(2,1035315397,-1104375670,1045506061,-1100884270)+W(3,1037072250,-1100571834,1043010850,-1106522969)+W(4,1034291601,1023753609,-1107539440,1046403885)+W(5,-1123261308,1040670310,-1109210140,1037357283)+W(6,-1093657955,1053589289,-1104725243,1040733712)+W(7,987308827,1047435788,-1103530057,1046389911)+W(8,-1083656994,-1096844972,-1079943056,-1108767061)+W(9,1066015084,1056439411,1038430454,1050581867)+W(10,1063017252,-1117431336,1065218548,-1110535684)+W(11,-1088643610,-1092199491,-1140617522,-1093142505);WS(-1141889920,-1150694570); +sum1=W(0,-1121776659,1035438770,-1107472311,1029335145)+W(1,1032163820,-1122959321,1035788170,1006930832)+W(2,-1156363954,1043244278,1039611642,1044045394)+W(3,1031781705,-1113754566,1041298854,-1113010266)+W(4,-1110656781,-1108191526,-1092681840,-1089342271)+W(5,-1107172434,-1110931796,-1106653204,-1098776751)+W(6,-1150990554,1049522698,1047918398,1044281805)+W(7,-1142656241,-1118178969,1044014582,1035377494)+W(8,1001967189,1024784007,-1120026675,1041259438)+W(9,1035091531,-1114065315,1037418924,968315538)+W(10,1009891810,1026909213,-1115519345,1032535224)+W(11,-1156224954,-1114416227,1034927023,-1127266575);sum2=W(0,-1096670021,-1102787949,-1099441746,1043637876)+W(1,1052388948,1042101483,-1135324433,1042670443)+W(2,1059540854,1039622534,1064198145,-1086802625)+W(3,-1085971065,-1113298762,-1098667485,-1104634628)+W(4,1045575353,1037899964,1030855272,-1101655681)+W(5,1033969343,-1105771070,1036465297,-1104173140)+W(6,-1133958494,1013042349,1040028330,1036771998)+W(7,1032851236,-1120619083,981463467,1030229840)+W(8,1031038260,-1110193614,-1117097690,-1125265460)+W(9,-1103569731,1049976190,-1101523135,1035574893)+W(10,-1118270456,988987510,1032105974,-1117707023)+W(11,-1134648980,1021389004,-1119296945,1035007302);WS(1060329015,-1107100438); +sum1=W(0,-1139109867,-1126768152,-1154508124,1024792785)+W(1,-1145234942,-1121126338,-1165337473,-1128378904)+W(2,1016013223,-1108878752,-1139382101,1046477388)+W(3,1046417836,1044791733,-1115375281,1030070044)+W(4,1052529520,1042283693,1051369597,1051787130)+W(5,1040695538,1046651812,1039020124,1046922680)+W(6,-1098269535,-1103310414,-1093610355,-1088582834)+W(7,-1090008057,-1097854544,-1110993568,-1105218789)+W(8,-1120993331,1033078264,1033661966,1015463488)+W(9,1035018943,1029328303,980238373,-1121430349)+W(10,1025836257,-1113589378,1029380042,-1124637616)+W(11,-1127749832,1030094510,-1117533511,1016154976);sum2=W(0,-1122821091,1016851522,-1106087013,-1109184296)+W(1,1045004090,1015529466,1026918939,-1115690469)+W(2,1039646422,-1156337616,-1131895450,-1080883791)+W(3,-1074990048,-1105476432,-1104782698,1022339242)+W(4,-1126218548,-1123806894,1035943528,1071805249)+W(5,1071092779,-1126394390,1031828962,-1122803425)+W(6,1020520346,-1105518185,999070248,-1096231655)+W(7,-1125969764,1028426171,1030594487,-1127395662)+W(8,1030755819,1031650855,1015158698,1043321474)+W(9,-1125796080,1026097175,-1140334484,-1110808154)+W(10,1003947528,980292032,-1123933765,-1122746065)+W(11,1018391998,-1126690400,1018627618,-1149029768);WS(1004067712,1029538397); +sum1=W(0,1039684517,-1113057966,1034662227,976341006)+W(1,-1116361615,1039793800,-1114202454,1023346679)+W(2,1025050595,-1112884456,-1120136235,-1106127376)+W(3,-1108532672,-1136083213,-1109109944,1026195563)+W(4,1055781642,1052279792,1057037092,1048957300)+W(5,1059667231,1049781884,1046150498,1052752022)+W(6,-1093421305,-1096595713,-1096171643,-1083333863)+W(7,-1093970477,1050503466,-1098876866,-1119746148)+W(8,-1134522377,1008080123,1038845557,-1104830972)+W(9,-1107387175,-1105145436,-1111371224,-1106375815)+W(10,1033902960,-1134909265,1000314570,1017566030)+W(11,-1120056627,1034175935,-1129568684,1002478074);sum2=W(0,996458418,1033154491,-1124552606,983965669)+W(1,-1113544599,-1118592979,1024911403,-1120675710)+W(2,1023361218,-1129026548,-1113149678,-1096377075)+W(3,-1108470744,-1107366613,1040480632,978762058)+W(4,1020176326,1036155261,-1107309754,1064108379)+W(5,-1113642974,-1147140265,-1123866147,-1127049668)+W(6,-1105686968,-1136279909,-1101182829,1059185253)+W(7,-1094171461,-1097506500,1038318571,1027330889)+W(8,-1112170015,1029838361,-1110765232,1029555247)+W(9,1048386684,995412594,1045927904,-1102738273)+W(10,1016740014,-1122796554,1027141165,-1111484496)+W(11,1033692775,-1108579478,-1126067866,1023291782);WS(1047133404,-1079170418); +sum1=W(0,1009155056,-1116032717,-1135035740,-1132905800)+W(1,1006908676,-1123509635,-1129150906,-1147535977)+W(2,-1122581460,-1127398915,-1111731450,-1098422622)+W(3,-1136427723,1019095722,1037504657,1012838771)+W(4,1042667713,1041078541,1051022508,1065228285)+W(5,1042380775,1050271906,-1107182030,1023931745)+W(6,1030334583,-1113404572,-1111377849,-1104817319)+W(7,-1091891141,-1103926112,-1121675713,-1123007382)+W(8,-1108143194,-1123819760,-1112180142,-1102890728)+W(9,-1111098047,1023382911,-1136273159,-1123177070)+W(10,1027163842,-1122554086,1023811915,-1133181796)+W(11,1001483047,-1116735535,1015217807,-1130799202);sum2=W(0,-1151544588,-1155029688,1018065470,1007239987)+W(1,-1125453823,-1118997712,1007542759,-1133631258)+W(2,1017708852,-1121981859,-1114670464,1049278985)+W(3,1041079714,-1156221672,-1120658712,-1113215345)+W(4,-1147640076,-1129630940,-1093073209,-1077783117)+W(5,1074285479,1034878186,1016277382,1033160981)+W(6,1008923057,1024218233,-1119653793,-1083801634)+W(7,1047560438,1028846010,1036336794,1022080564)+W(8,1011942449,998377109,-1131988255,1041518161)+W(9,-1114079754,-1118519138,-1121956184,1027490516)+W(10,1018406594,-1133221663,1025316590,-1123603132)+W(11,-1131599727,1024940191,-1131785133,-1130450701);WS(1043550940,1028476494); +sum1=W(0,-1115183742,-1121780237,-1117842775,-1110838377)+W(1,991794198,-1111061058,1015980795,-1113960535)+W(2,-1130981802,-1102302048,-1117998761,-1094318158)+W(3,-1102037997,-1115328139,-1113105937,-1106426583)+W(4,-1100607937,-1105099981,-1096882923,1062548805)+W(5,-1103616404,-1097580450,-1103768718,-1100373208)+W(6,1051762223,1040535662,1059510884,1068023761)+W(7,1055882697,1041348961,1034161697,1044552262)+W(8,1000007075,-1138550724,-1102853271,-1099046056)+W(9,-1102330336,-1131654944,-1112888641,-1110284503)+W(10,-1121847282,-1111548899,-1132334487,1013492582)+W(11,1018468811,-1119471984,-1129682576,-1148988811);sum2=W(0,1029690847,-1115037203,-1127742454,1036903221)+W(1,-1106227374,1039025001,-1108879063,1016988574)+W(2,-1103820712,1043435491,-1100462798,1028701483)+W(3,-1121926871,-1126383902,1017141302,-1115441627)+W(4,998970743,-1096312501,1044923803,1041049643)+W(5,1030485727,-1125321886,1008577020,1033537170)+W(6,1028297515,1046052979,-1099477234,1065575031)+W(7,-1098681477,1040854499,-1106467082,-1122382559)+W(8,-1122562191,-1115911439,1030898927,-1096910875)+W(9,1034498637,-1115709255,1013474716,-1129067614)+W(10,-1133991676,1007821180,-1113716427,1036974934)+W(11,-1111652935,-1126914630,-1128843302,-1114648723);WS(-1079050332,-1087647968); +sum1=W(0,-1138480508,-1122115440,1024624314,-1106223181)+W(1,1029330596,-1120448614,-1134294785,1004544641)+W(2,-1112879708,1026750308,1027382179,-1116109267)+W(3,1024806390,-1128868784,1022822666,-1115751616)+W(4,-1095708941,-1102419558,-1136300523,-1083772539)+W(5,-1103579129,-1102450653,-1100406055,-1099401009)+W(6,1054719611,1048762675,1057423590,1057166968)+W(7,1058690419,1049252525,1046884233,1051036287)+W(8,1031575959,-1106236805,-1115045376,-1096438944)+W(9,-1115914082,-1116410163,-1127656777,1031406769)+W(10,-1122888245,-1139407140,-1136279992,-1112079518)+W(11,1025354440,-1128866725,1008311211,1030150228);sum2=W(0,1018441725,1018735508,-1106801879,1042307735)+W(1,-1108191465,-1153036923,1023515972,-1130614305)+W(2,-1121226957,-1128043345,1036012925,-1105109021)+W(3,1026535678,1024075219,-1143871918,-1115606924)+W(4,1025980595,1035475244,-1093599779,1063056253)+W(5,-1097885523,1035122552,1028845741,-1124060823)+W(6,-1143973174,1028848366,-1119821797,1055391108)+W(7,-1118265757,1031788992,-1122707515,-1149779899)+W(8,-1145354702,1010180031,-1106432772,-1103238145)+W(9,-1114258989,-1114303163,1031455538,-1117711701)+W(10,-1118705847,1001175670,-1114705464,1024485983)+W(11,-1109715589,1025382280,-1125366621,-1122890135);WS(1061221431,1002405371); +sum1=W(0,-1123061017,-1109190069,-1111043962,-1094345134)+W(1,-1146354418,-1113941840,-1145213652,1017803349)+W(2,-1123480946,1033046959,1050201177,1042710035)+W(3,1050099666,1026923762,1032794752,1029204218)+W(4,-1090405194,-1104934581,-1102475777,-1086823335)+W(5,-1097235340,-1091215734,-1094526523,-1089600016)+W(6,1054235011,1044209302,1057895846,1052530935)+W(7,1058601910,1050794548,1041457976,1055600534)+W(8,1026563665,-1108435303,1037490845,-1102625680)+W(9,1033897294,-1126650490,-1110275296,1021417496)+W(10,1000058490,-1121369187,1030151784,-1111380603)+W(11,1040756961,-1126829850,1032331475,1033488871);sum2=W(0,1049937345,1058657690,1071079778,1072348129)+W(1,1066389113,1049150259,-1119844839,-1113785170)+W(2,-1089706816,-1087536311,-1078069733,-1078647761)+W(3,-1079714039,-1090508646,1022376790,-1103849791)+W(4,1050626093,-1106625833,1020012689,-1094966474)+W(5,-1098171132,1050328795,-1105718319,1052174137)+W(6,1030967529,-1105431871,1044296437,-1112600090)+W(7,1038432439,1044145959,-1126694997,1034822829)+W(8,-1115709839,1036734782,-1122006247,-1122763227)+W(9,-1130276743,1024733405,1021875579,-1112758982)+W(10,1039088353,-1109192755,1031394755,-1116226089)+W(11,1022577738,1012728894,-1123093509,1013882918);WS(-1092893294,-1089220584); +sum1=W(0,1008699951,1010493299,-1124403149,1025199074)+W(1,-1117387089,1015178277,-1125915034,-1130896954)+W(2,-1127519944,-1118558929,-1106263811,-1113928672)+W(3,-1098638288,1041393441,-1112838969,1035998582)+W(4,1053766130,1051919929,1056071340,1052175436)+W(5,1062605050,1047707912,1053546873,1049473086)+W(6,-1103359682,-1096189801,-1097091836,-1086367179)+W(7,-1096005139,-1102452900,-1101730612,-1095432549)+W(8,-1104704049,1032200864,-1111082358,1015736929)+W(9,-1120379023,-1123219920,1019333603,-1136688761)+W(10,998920846,1028526614,-1149496748,1019181009)+W(11,-1115659002,1027645503,-1131717807,-1136451331);sum2=W(0,-1143112647,992704062,-1124855502,1038449046)+W(1,-1105916124,1035072543,-1114904409,1019251456)+W(2,1034689803,-1109431235,1033324328,-1098090520)+W(3,1038361982,1040866773,1032024575,-1164332444)+W(4,-1115356591,1039097516,-1073085951,-1063972596)+W(5,1062319475,1085456662,1062308854,-1102205120)+W(6,-1121270233,1048248946,-1106299172,-1091325299)+W(7,-1090314642,1056006422,1043935118,-1107459099)+W(8,1017968792,-1124530814,1023517229,-1113483013)+W(9,-1141826407,1034240002,-1124783482,1032935811)+W(10,1021729984,1005857263,-1126326370,1015994888)+W(11,1013997779,-1134900259,-1135264403,1001043447);WS(-1104754908,-1106735671); +sum1=W(0,1030490103,1032595044,-1128810020,1032319302)+W(1,1019231224,1025969502,1016077744,1024124136)+W(2,-1117923535,1002237924,-1122216143,-1120462507)+W(3,1025980110,-1123369072,1034830735,-1104242198)+W(4,-1088908700,-1094516030,-1092804364,-1102093923)+W(5,-1088198897,-1096286026,-1102086589,-1103741447)+W(6,1033028505,1029213684,1050263192,1063837581)+W(7,1058220138,1054477272,1045907999,1049334234)+W(8,1045999740,-1144798556,1022746927,-1106958295)+W(9,-1107413149,995801516,-1115665070,1030012489)+W(10,-1120248133,1015682178,-1129595020,1030078356)+W(11,1021953856,-1153493672,1019926661,1022398552);sum2=W(0,-1116247065,1015145430,986051432,-1117862601)+W(1,-1114715779,1034116930,-1144744186,1026244953)+W(2,1035833889,-1107082251,-1114579693,1043695503)+W(3,1039299404,-1114493167,-1120378069,1019204162)+W(4,-1087068607,-1079268655,1022672030,1067901888)+W(5,1059152338,1008422125,1020328850,-1111927269)+W(6,-1107323417,-1102842161,1049680335,1032100715)+W(7,1040660749,-1115195239,1018816198,1021018582)+W(8,-1109274147,1016322550,-1111459111,1026073955)+W(9,992278036,-1173738319,1033325633,-1123657301)+W(10,1021616338,-1133554677,1010843781,1017398706)+W(11,998891466,-1139208557,-1138764845,1016479082);WS(-1092340590,-1082645376); +sum1=W(0,1018128252,1018184990,1028162329,-1117677972)+W(1,-1115495745,-1115409474,1015642046,-1118723567)+W(2,1033191659,-1106475329,-1101261661,-1102532636)+W(3,1031605429,1010011868,-1127814216,-1112449263)+W(4,1040446513,1036685563,1061713267,1042646693)+W(5,-1089327101,-1106573237,-1105713919,-1112423953)+W(6,-1112709788,-1105689791,-1086509296,1038532783)+W(7,1064314083,1046976369,1039016129,1030956248)+W(8,1031456758,1040219053,1042438664,-1111899057)+W(9,-1100451664,-1105951352,1010066702,1022848097)+W(10,-1113441282,-1127103440,-1123459213,1018898486)+W(11,1033438227,1029058545,1013299750,-1130132966);sum2=W(0,-1107775669,-1121347079,-1118975841,-1121125435)+W(1,-1123325897,1012434826,-1129695564,1006663086)+W(2,1040551451,1042459857,1031184422,-1152381105)+W(3,-1105935240,-1115286413,-1124425722,-1111096901)+W(4,1027302533,-1122087227,1016161914,989383522)+W(5,1045806619,-1125562074,-1111270899,-1114174571)+W(6,1033412933,-1113656153,1035641742,-1114487413)+W(7,1041762467,1029416951,1028252326,-1127668218)+W(8,-1135101756,1017950151,-1109563699,1046120628)+W(9,-1114574520,1035110196,998528980,997585257)+W(10,-1131050762,-1130160250,1017438602,987844130)+W(11,-1117833439,-1173771715,-1121778743,-1126450718);WS(1052284526,1042464092); +sum1=W(0,1010280196,-1136974408,1026365340,1020617774)+W(1,1023947782,-1127515216,-1129271461,1007810505)+W(2,999914700,-1110845507,-1109035161,-1110448219)+W(3,-1110075532,1038195741,-1114945332,1019473092)+W(4,1057530557,1046554367,1060667985,1063323154)+W(5,1043924417,1050039723,1042422080,1052688005)+W(6,-1098111272,-1100087104,-1090659644,-1094987596)+W(7,-1095988958,-1097163609,-1105136802,-1095692091)+W(8,-1101387838,-1110795931,-1102616600,-1105684762)+W(9,-1124311688,1018127786,-1124435598,-1114597706)+W(10,1027464615,-1128121686,1001926272,1025859742)+W(11,1017827156,1034844538,-1130637466,1027019478);sum2=W(0,1025355846,-1124685033,1029205900,1011755468)+W(1,-1113277680,1035269289,-1122502097,1013457876)+W(2,-1119913429,1010871130,1016143206,1033794365)+W(3,-1140030878,1020099653,991986873,1035095720)+W(4,1034044275,1036346050,-1128364593,-1133342818)+W(5,1020927778,1035477071,1011575434,1029499077)+W(6,-1140464466,1032812135,1071964190,1067600837)+W(7,1039362648,1033733070,1008065452,994468553)+W(8,-1091074448,-1086522508,-1074918519,-1089329657)+W(9,-1106053895,-1108456989,-1146528221,-1106105254)+W(10,1041357090,1037018199,1033277276,-1111447139)+W(11,-1118126225,1032003060,-1117647411,1009180302);WS(-1085785015,-1080175544); +sum1=W(0,1035373246,-1125806618,-1118822551,1044894533)+W(1,-1102223008,1041222777,1023709757,-1122183565)+W(2,-1103151077,1045216768,-1094452856,1039875576)+W(3,-1151103277,-1094574331,1048044105,-1103877399)+W(4,1058377668,1050584367,1054861331,1046782533)+W(5,1057861265,1051791466,1043274206,1058273114)+W(6,-1091874455,-1094766367,-1107649205,-1090132878)+W(7,-1090472533,-1111571937,-1098390656,-1092114299)+W(8,1025579124,1043611260,-1106387815,1049375324)+W(9,-1115030560,-1137989279,1049548184,-1106419572)+W(10,-1111695537,1043525714,-1102079139,-1105407270)+W(11,-1144672552,-1102123612,1041305154,-1116205169);sum2=W(0,998449416,-1121990028,1039055377,-1115523342)+W(1,-1132069983,1032292249,-1128335569,998312734)+W(2,-1118465870,1035743758,-1103571680,1049274722)+W(3,-1106547389,-1126693677,1034009109,-1116877357)+W(4,-1124628345,1040306990,-1098483719,964150684)+W(5,1024621733,-1103504000,1043582890,-1116867442)+W(6,-1148690252,1001004257,1060096717,1077176219)+W(7,1060014437,1016774454,-1107960970,-1139511962)+W(8,1037770975,-1132010249,-1108861100,1047972499)+W(9,-1098623231,1034159573,1020716885,1042264637)+W(10,-1105952484,1037805583,-1087084008,-1070507600)+W(11,-1092504349,-1105946989,1041667680,-1102914489);WS(1041580764,1025947967); +sum1=W(0,1032565172,-1116825273,1019951750,1022134396)+W(1,-1111515158,1034025399,-1110133221,-1159719714)+W(2,1034662848,-1104706235,-1115255997,-1107214727)+W(3,-1098820316,1032808736,-1102823188,1021100817)+W(4,1053611982,1050747028,1050206724,1063007652)+W(5,1060757006,1052025888,1043880105,1052817434)+W(6,-1093835868,-1092905173,-1095669879,-1096926641)+W(7,-1089733625,1049974094,-1099659531,-1119725058)+W(8,-1131110976,-1131069497,1036897764,-1105182467)+W(9,-1098715869,-1104277767,-1106501955,-1106408671)+W(10,1036244351,-1119290642,1017394926,1029927621)+W(11,-1106823604,1037476046,-1114565306,-1122404893);sum2=W(0,-1132209742,986836209,-1121945777,-1170553346)+W(1,-1138085578,-1127752664,1024317954,-1170071298)+W(2,1031078182,1029631070,-1119773491,1020231728)+W(3,1023900693,-1133642976,1016594015,-1123929889)+W(4,-1131885988,1025515900,1029199828,-1120148774)+W(5,-1122079840,1019687015,1019770946,-1134784812)+W(6,-1109418986,-1129378830,-1113141662,1055904551)+W(7,1057958803,1044815557,-1115676013,1040873658)+W(8,969823813,1027058278,1030656895,-1099466937)+W(9,-1089769002,-1096970616,-1105180704,-1104818759)+W(10,-1135041624,1012367442,-1116640321,1014349374)+W(11,1019607807,1019685270,1040370156,1020720783);WS(-1101021916,-1101341893); +sum1=W(0,1026213188,-1128959914,1026395551,-1114900877)+W(1,-1152047246,1012420650,1006057769,1026345301)+W(2,-1104193847,1029994953,-1146733010,1036038140)+W(3,1031817213,-1118727997,1021561044,-1106810537)+W(4,-1099125811,-1096018912,-1093634574,-1086773562)+W(5,-1090412335,-1107844781,-1104575744,-1104632714)+W(6,1055643976,1049220736,1055313981,1052012604)+W(7,1060627153,1051291321,1049980081,1047342967)+W(8,1025577212,-1111820508,-1119144868,-1127551698)+W(9,-1111302883,1025725832,-1112108341,1003961523)+W(10,-1110018309,1025253614,-1114303945,-1123712161)+W(11,1028280877,-1119269431,1031833384,999050183);sum2=W(0,-1131988010,1023490159,-1126411872,-1164111651)+W(1,-1121501747,1031886393,-1117332099,1035364539)+W(2,-1111316079,1007442131,-1122871173,1046145376)+W(3,1040330964,-1109560063,1016982738,1005935896)+W(4,1041465340,-1100903601,1038743702,-1093182708)+W(5,1049859497,-1098635398,1035352171,-1113093917)+W(6,1024389323,1055734435,1080207498,1078445253)+W(7,-1068399047,-1066503158,-1109489195,1012210427)+W(8,-1121573843,-1125698351,1043717463,1049726225)+W(9,-1122596352,-1100760677,-1113462329,1035980752)+W(10,-1149117460,-1131908940,-1114017647,-1119425741)+W(11,1019240934,1009702615,1032687935,-1141270643);WS(1046490332,1041425064); +sum1=W(0,1024529499,1033054902,1031945755,-1146773895)+W(1,1029605664,1004520717,1031502108,1024614604)+W(2,-1116828595,1002731779,1040980232,-1160896989)+W(3,1052617834,1015420456,1044142352,1032157630)+W(4,-1093042204,-1098109922,-1092614541,-1086741475)+W(5,-1091564618,-1090483479,-1094325635,-1086427940)+W(6,1043650965,1045029126,1058500980,1055608303)+W(7,1058257970,1019101890,1041689704,1049761551)+W(8,1015429414,-1106337284,1033182334,-1109695552)+W(9,-1174108025,1029823567,-1123497953,1041880275)+W(10,1019425762,995804238,1032419541,-1179835378)+W(11,1044059953,-1127672093,1032927635,1040104968);sum2=W(0,-1122431319,-1114479591,1024826864,-1100833312)+W(1,1043724086,-1109354990,-1130104331,1015245663)+W(2,1026151548,-1106953243,1048064546,-1097347844)+W(3,1037967160,-1109085075,-1110876131,1007980535)+W(4,-1122010793,999999917,992235770,1040448763)+W(5,1044292364,1032432738,-1143420941,1040568157)+W(6,1049905644,-1108260971,1050719290,1045454882)+W(7,1049686405,-1111087807,-1098496523,1043523736)+W(8,-1102178930,-1125976243,-1123774104,-1096948195)+W(9,1038302972,-1108325988,-1118752296,-1113347688)+W(10,-1124048569,-1126306455,1025075060,-1105554812)+W(11,1034346164,-1114960687,994535386,1032072922);WS(-1096079726,-1086813702); +sum1=W(0,-1135457777,1020632987,-1136898909,1041289173)+W(1,1012368645,1002632984,1024629150,-1127204699)+W(2,-1105268453,-1134572551,-1100910973,-1166801940)+W(3,1038525034,-1102504381,1029902179,-1110256943)+W(4,1045566625,1038076635,-1141635906,1058638213)+W(5,-1104077708,1033251913,1009307365,1022942147)+W(6,-1104980990,-1125909619,-1094783105,1057673490)+W(7,-1100424110,-1111352769,1012100357,-1133590617)+W(8,-1105625101,-1145052038,1032999502,1030475041)+W(9,-1113674176,-1113040784,992583714,-1114381639)+W(10,-1128467237,1035122115,-1125440663,1035865453)+W(11,988204202,-1119749552,1027550920,-1124393059);sum2=W(0,1009177065,-1120740066,1031366584,1041576942)+W(1,-1100270767,1045439690,-1125959183,1033773937)+W(2,-1117003048,1013092463,-1102800003,-1090661723)+W(3,1059100650,-1097382737,1022453518,-1106788899)+W(4,1042183695,1025589372,-1111208570,1068855162)+W(5,-1085550755,1044086134,1032267243,1025170288)+W(6,-1105766164,1042721142,-1149080533,1040487387)+W(7,1023619821,-1099098175,-1126080241,-1106320787)+W(8,-1112946812,-1113055730,-1103263899,1030911277)+W(9,-1103276630,-1114239046,-1107084863,1019625936)+W(10,1019480223,1026018809,1020058227,1007104581)+W(11,1029611268,-1162581429,1037226018,-1116554192);WS(1059841719,1028884484); +sum1=W(0,-1113543486,-1112448166,-1123514455,1014814024)+W(1,-1116573889,-1120616579,-1132301434,-1127146586)+W(2,-1108411818,-1111506273,-1104706915,-1096756366)+W(3,-1106354949,-1107115957,-1117349474,-1105758103)+W(4,-1112074625,1034453786,1033474668,1052483434)+W(5,1048710884,1049505778,1050151687,1056594572)+W(6,1058342439,1041783662,1050338440,1043430567)+W(7,-1116369607,-1117001986,1011608836,-1106214629)+W(8,-1101044205,-1112657624,-1103529079,-1099567912)+W(9,-1110811775,-1119641312,-1133908615,-1113349351)+W(10,-1143395087,-1122260358,-1124590486,-1132902244)+W(11,-1118491109,-1118809775,996976763,-1114523384);sum2=W(0,-1131846847,999597315,997751878,-1114921220)+W(1,1031101790,-1115596944,1024706196,-1120544321)+W(2,-1142019487,973346488,-1127636492,-1114646695)+W(3,-1098897499,1027087956,-1111832500,1029100436)+W(4,-1119272484,-1113005256,-1113445057,1055277760)+W(5,1032426103,1036539833,-1114392819,1010252474)+W(6,1043688817,-1112114230,1056371527,1041350431)+W(7,1038923617,-1123786644,-1130636099,-1123180191)+W(8,-1110979463,-1112619479,-1097247478,1019660165)+W(9,-1105379211,1026606310,1012894502,-1125326592)+W(10,-1128104285,1003422803,1021279303,-1127196333)+W(11,-1138766624,-1129408714,-1130181692,-1164469676);WS(-1092619630,-1089382730); +sum1=W(0,-1111364766,1043539187,984781533,1030068626)+W(1,1026274177,-1111039089,1024515101,-1120853581)+W(2,1023648980,1020312451,-1115220152,-1101226428)+W(3,1038621209,-1105671421,-1101912057,1015856825)+W(4,1039669985,-1096148415,1055391282,1026945555)+W(5,-1081505706,1045179252,-1132720100,1027675681)+W(6,-1112475547,1048019422,-1085560118,1059189430)+W(7,1059392734,-1105049488,1041558112,-1133761880)+W(8,-1102256285,1027548272,1048070471,-1108016176)+W(9,1040580240,1037378816,1031071010,1032748839)+W(10,1036516737,-1110790259,1016263062,-1120756633)+W(11,1007770772,1034683832,-1109624324,1021933410);sum2=W(0,1021752691,-1117827136,-1125983252,990310070)+W(1,-1109957501,1040724727,-1109878975,1031887118)+W(2,-1111677325,1031932470,-1130612142,-1104195843)+W(3,-1168184730,-1105272655,1035492359,-1103738768)+W(4,-1108952074,-1110048197,1045228241,1051763659)+W(5,1028013889,-1136328910,-1114456338,-1114723198)+W(6,1033183913,1038437939,1050756049,1045197632)+W(7,-1115591069,-1123843648,-1120329563,1035246991)+W(8,1044091848,-1103930854,1008734718,-1105931725)+W(9,-1149204891,1020655719,-1120613434,-1121689275)+W(10,-1113755692,1027358915,-1104619422,1032921649)+W(11,-1117367196,-1140627498,1033876328,-1121880867);WS(1051433070,1041054969); +sum1=W(0,1027474774,995089009,1034863641,-1109189270)+W(1,1039503310,-1126811322,1033371404,1010666397)+W(2,1025557871,1019369911,1049084179,1046403907)+W(3,1044512531,1035909664,1033234174,1028564471)+W(4,-1105663671,1032468488,-1096978722,-1082587707)+W(5,-1102025153,-1107200379,-1104819461,-1106755535)+W(6,1035613609,1037418314,1039456478,-1080639932)+W(7,1026454114,1042549431,1042229543,1034360184)+W(8,1041537220,1036952965,1041156238,1049567823)+W(9,1040087661,1039105725,-1131034584,1031577769)+W(10,1027665948,-1122283488,1041167849,-1112387034)+W(11,1039611744,-1137459494,1031071714,1033297350);sum2=W(0,1039097792,-1128793460,-1140010118,1022871695)+W(1,-1138263433,-1112923836,1026478628,-1110368657)+W(2,-1103860174,-1106733661,1043000544,-1106671798)+W(3,1046664654,-1123142296,1037719970,1042580191)+W(4,-1106228186,1050938198,-1100268114,1039252188)+W(5,-1099105674,-1121884665,-1100173198,1034926170)+W(6,1004583985,-1097187313,1021007203,1053089515)+W(7,1048715277,-1114597930,1047464456,-1106315502)+W(8,1031892389,1046933969,-1107049139,1049075999)+W(9,-1103930146,1022883749,-1098080196,-1108178582)+W(10,-1133334119,-1107245750,1039577114,-1104825734)+W(11,1030321621,-1117968576,1036807670,1018138445);WS(-1097236334,-1078251511); +sum1=W(0,-1147379729,981774949,-1145120489,-1112510828)+W(1,975327689,1008364580,-1140670990,1022969831)+W(2,-1107131303,1007351583,1033603653,1043141838)+W(3,1029606457,938727969,1020032977,-1108966769)+W(4,-1102832418,-1125527926,-1095625930,-1082084799)+W(5,-1090577043,-1093823475,-1098508888,-1096801949)+W(6,1058323440,1053289720,1056660465,1032726417)+W(7,1058345481,1053416161,1046390514,1049766564)+W(8,1023750586,-1121375351,1026746467,1033795604)+W(9,1025947909,-1131151340,-1119905544,1037296218)+W(10,-1116361496,-1124892056,-1128008098,-1117973855)+W(11,-1148460889,-1125502955,999577711,1010324189);sum2=W(0,1024894779,1020144998,-1118791847,1007750652)+W(1,-1137666916,1023698735,1009542396,-1129126018)+W(2,-1102276353,1025017931,-1107221556,1046635995)+W(3,-1132306598,1023586615,1030880679,1015842286)+W(4,-1120020336,-1096890621,1050182775,1039741552)+W(5,1043589185,-1108361045,-1114600836,1024872627)+W(6,-1081787381,-1080908066,-1102161510,1072604155)+W(7,1055213170,-1115556916,1037616572,-1105259074)+W(8,1039662448,992888305,-1130889346,1039835396)+W(9,-1110509653,-1122324709,1000980713,-1124270218)+W(10,1023553607,-1118655405,-1120230550,-1126400334)+W(11,1020541198,1020891302,-1119304668,1033066840);WS(-1095840110,1065907853); +sum1=W(0,-1149009607,1029310442,-1122029108,-1136794300)+W(1,-1118254622,-1132243967,-1126823604,1010554921)+W(2,-1123781617,-1130903741,-1115466131,964920945)+W(3,-1115351608,1043406509,-1116119295,1040435870)+W(4,1057715094,1048478500,1058442742,1045634572)+W(5,1052165513,1053323726,1042519141,1051535704)+W(6,-1102734645,1041326469,-1088947208,-1083008792)+W(7,-1096684061,-1089856222,-1127763004,-1095672430)+W(8,-1101560548,1036129479,-1107277134,-1109559039)+W(9,1036543086,1024712701,1009014011,-1114598742)+W(10,1034276991,1021921030,1036949012,1024401462)+W(11,-1114280609,1035777670,-1132072137,1024787534);sum2=W(0,-1122765153,-1119761608,-1115823403,-1123357438)+W(1,-1105805209,1031734555,-1111986136,-1126486235)+W(2,-1112086475,-1118318168,-1121250504,-1119202357)+W(3,1024515185,-1130234658,-1134784044,1026675759)+W(4,1040388299,1023061820,-1128744886,1057284387)+W(5,-1103324019,1037222780,-1110952019,-1117543075)+W(6,966593378,-1102263327,-1110151426,1059190541)+W(7,-1106793279,1050053336,-1107073751,1021583022)+W(8,-1114107386,-1113965021,1045334069,-1118800384)+W(9,-1164047122,1025627836,-1114668630,-1124432766)+W(10,975247631,-1137846028,-1111548146,1023792011)+W(11,-1112106446,1020007628,-1125560981,-1131408661);WS(1024351088,-1094038469); +sum1=W(0,1016930687,1024919184,988693323,1038267403)+W(1,1001354275,-1123840710,-1125725377,-1120680465)+W(2,1038061004,-1118029957,1005748798,1038925818)+W(3,1032752795,1034287148,-1110688307,1036629872)+W(4,1052546457,1050276351,1052906127,1062157201)+W(5,1055274272,1050137483,1036684158,-1112935826)+W(6,-1086527812,-1103330015,-1085615881,-1097782940)+W(7,-1088621706,-1090365828,-1108159426,-1098987606)+W(8,1040515838,1027568116,1040353352,-1124671689)+W(9,-1113419105,1017331974,1018660298,1039926041)+W(10,1006605995,1004978763,1030413326,1031140124)+W(11,1009586849,1023985459,-1129057942,-1120649652);sum2=W(0,1018662896,-1131745232,-1136728576,-1110788716)+W(1,-1123530251,-1101470606,-1110519714,-1125138150)+W(2,1033363591,1031409358,1036576685,1060006588)+W(3,1052968790,-1102632350,-1105224546,-1083015355)+W(4,-1101021011,-1109130821,-1097527529,1058553385)+W(5,1023922010,1057288665,-1111209476,1034932287)+W(6,-1107389045,1050735765,1043333749,-1120731420)+W(7,-1100470754,-1097217661,1038218737,1047940150)+W(8,1013978472,-1122086781,1029525730,-1118628277)+W(9,-1117232951,-1112638769,-1121310567,1023530026)+W(10,-1120396150,1024022584,1015209616,1030135008)+W(11,1018906596,-1121049341,1024891644,-1113292326);WS(-1086599863,1058406314); +sum1=W(0,-1165120005,-1133002117,-1129945046,1024249318)+W(1,-1119162837,1026085015,-1121003281,-1127955907)+W(2,1027409257,-1121445206,-1106007410,-1105883025)+W(3,-1105279538,-1127421331,-1109094875,1024561201)+W(4,1060099497,1049800473,1059141168,1051534797)+W(5,1058010671,1051659429,1047889907,1050835423)+W(6,-1093079745,-1099695891,-1091476505,-1093891126)+W(7,-1094225343,-1106347590,-1098091099,999784785)+W(8,-1114693988,1033258882,-1129815521,-1124179562)+W(9,-1106482085,-1112036922,1030868870,-1097732400)+W(10,1019186220,1025328858,-1128567742,1017248474)+W(11,-1123837177,1031899202,-1123224348,-1141903913);sum2=W(0,-1116781913,1016621488,-1133566515,-1124282558)+W(1,1034216133,-1128560494,991940908,1017899660)+W(2,1031543998,1029140379,1044191480,-1105795809)+W(3,1017978886,-1175609568,-1120640387,1019924506)+W(4,1082393585,1078957479,-1080327233,-1065075267)+W(5,-1076777978,1030943022,-1110243052,-1113970478)+W(6,1050004941,1028477447,-1104837212,-1086493521)+W(7,-1109285108,1045155438,1033432207,-1130476854)+W(8,1025243259,1010603263,-1125439138,-1117319975)+W(9,988101688,1024551608,-1129511338,1020472787)+W(10,-1123250937,-1125975170,1007793087,1028403247)+W(11,-1125200922,1020903576,-1119399555,1028374268);WS(-1102531292,-1104168529); +sum1=W(0,-1149508566,-1156103398,1005530819,1019304359)+W(1,-1111288609,-1152861762,-1123770879,992160490)+W(2,1032023755,-1123937923,-1114986325,-1105594348)+W(3,-1100927253,1042848102,-1131000647,1048571064)+W(4,1058049088,1044530702,1057825341,1061967565)+W(5,1057378026,1043852869,1032195229,1021567685)+W(6,-1091020399,-1093487559,-1088576155,-1113700815)+W(7,-1096522221,-1100187457,-1097716728,-1095320739)+W(8,-1123106485,1028416434,-1124442300,-1132463754)+W(9,-1107169312,1030031137,-1127676038,1015048992)+W(10,1018386839,1022122127,1027828556,1023613146)+W(11,-1118265958,1031835352,-1124424850,-1151822630);sum2=W(0,-1112466451,-1130983341,1032826781,-1114093653)+W(1,1040752192,-1154197073,1026229169,1032051747)+W(2,1034684305,1035765483,-1117553496,-1101908611)+W(3,-1105770401,-1106309648,984953298,-1113409477)+W(4,-1101371049,-1113050760,-1096382267,1063677104)+W(5,-1132405995,-1114901667,1023704972,-1104964374)+W(6,-1100658772,-1100149859,1042208912,1062452463)+W(7,1047214162,-1095028755,-1109270652,-1107539022)+W(8,1043071493,1039321546,-1131759707,-1106482074)+W(9,-1105645940,1034888818,1035103126,1008251057)+W(10,-1119405084,-1140521940,-1127348451,1028341682)+W(11,1022142418,-1118255322,-1118485150,1025943565);WS(-1107552696,-1110437397); +sum1=W(0,994440345,-1123893979,-1123659045,1033249360)+W(1,-1115012423,1025628848,-1120012907,-1138236651)+W(2,-1114854865,-1115498472,-1107252796,-1098484960)+W(3,-1105215024,-1113844817,1015022176,-1112267573)+W(4,1038159592,-1143015444,1048547885,1066459081)+W(5,1050116824,-1114931568,-1139703834,1030992175)+W(6,-1169396004,-1103811554,-1102945115,1054059005)+W(7,-1110458371,1027966800,-1137430074,1038350450)+W(8,-1112745281,-1176837895,-1113210869,-1092775086)+W(9,-1107508006,-1115481499,-1123286831,-1114208046)+W(10,1003079356,-1126823399,-1127252913,1036761683)+W(11,-1117476787,-1139958260,-1143819946,-1119805695);sum2=W(0,-1128900045,-1134566747,1023101249,-1119409466)+W(1,1014344875,-1124604689,-1135550339,1011013307)+W(2,1032112026,-1121844433,1024457633,1041370918)+W(3,-1138667107,1023011873,-1123574415,1018662193)+W(4,-1122103841,1023900033,-1130431017,1071310745)+W(5,1015570157,1025187637,1029193653,-1118001398)+W(6,1020429393,1031965476,1010339139,-1073631838)+W(7,1024644617,1038341472,-1117036677,1034637136)+W(8,-1123818335,-1168200234,-1111989275,-1111141033)+W(9,-1128248465,1032459330,999769253,1020580065)+W(10,1025087925,-1116320886,1037399444,-1131868341)+W(11,1027301561,-1118206868,-1124415769,-1136885571);WS(-1106869980,-1095812171); +sum1=W(0,998635262,-1132768195,1031165051,-1109012795)+W(1,1031921458,959153786,1015400066,1020404450)+W(2,1030538232,1032306163,1040655940,1049530762)+W(3,1035845131,1029124089,1034791747,-1126776961)+W(4,-1104276842,1027943897,-1094369165,-1079963696)+W(5,-1094529094,-1138415831,-1107836910,-1127281161)+W(6,1021368885,1042581143,1043839724,-1098205560)+W(7,1041010327,1043286153,1040781721,1032119517)+W(8,1037657452,-1130589992,1045125152,1052736873)+W(9,1041646697,1033263566,-1127518347,1032079673)+W(10,1012233735,-1127936403,1030674671,-1106402911)+W(11,1035635524,-1117746707,1026900011,1007765715);sum2=W(0,-1137391706,-1152109415,1015680093,-1108578627)+W(1,1012334874,-1126811133,-1146463859,1013671002)+W(2,1016897725,-1123613558,1031100358,1031185182)+W(3,1018767069,1016912269,-1123894542,-1129388765)+W(4,-1122041158,-1117579022,1032233585,1068869480)+W(5,1031129926,-1135215962,-1172726683,1025914590)+W(6,1032188407,1034093919,-1107212716,-1079207220)+W(7,-1118301998,1010098650,1010207290,998321459)+W(8,959684203,-1123954990,-1144448755,-1112638895)+W(9,-1145613555,1002322227,-1163026381,-1185201771)+W(10,1004755699,-1142267571,1020208893,-1131161181)+W(11,1014639674,1010341946,-1128211133,1014227898);WS(-1106551004,1058945856); +sum1=W(0,-1136733265,1029534949,1040114552,1023973738)+W(1,1008178533,-1121731675,-1122738710,998670125)+W(2,1027999917,-1110759309,-1101184472,-1136820001)+W(3,-1120539979,1050535890,1036280349,-1112884987)+W(4,1036329486,1039804839,1055915689,1045009467)+W(5,-1099722578,-1092228133,-1110742697,-1133144549)+W(6,1021052191,-1090459221,-1088507490,-1102642413)+W(7,1057115504,-1141944531,1036514925,1024140334)+W(8,-1112842790,1042972690,-1116549941,1048917175)+W(9,-1103385510,1042662182,-1123309658,1040183891)+W(10,996925861,-1126301053,1035692146,-1116120689)+W(11,1032281663,1025401864,-1122836256,1009223461);sum2=W(0,-1166199047,1008667864,-1137339492,-1142224481)+W(1,-1152330850,1020018908,-1116618549,1015962596)+W(2,1029866216,-1111274931,1026227362,-1119220040)+W(3,1031356244,-1116678638,1026327024,-1189397276)+W(4,-1143586281,1037662319,1052978055,-1079795268)+W(5,-1109068899,1041694498,-1122243464,1027749752)+W(6,1016771040,1050961303,1073672156,-1075413433)+W(7,1029037052,1026323256,1021575344,-1119692611)+W(8,-1123676489,1039205717,1048063806,1028203090)+W(9,-1113725553,-1115208722,1002430881,-1114291930)+W(10,-1174784654,-1119230230,-1117826448,1028246046)+W(11,-1160612324,1024440460,-1126523302,1031666290);WS(1045979868,-1116118129); +sum1=W(0,1019079208,-1124899402,-1142300538,1011594153)+W(1,-1134190949,-1132197046,-1116332853,-1135144470)+W(2,-1115974509,-1114857165,-1110287856,-1099509298)+W(3,-1112842949,-1107483943,-1111331677,1018268010)+W(4,1054347779,1046800787,1053005207,1063937495)+W(5,1058166871,1048177899,1047873428,1056893199)+W(6,-1096855346,-1098629066,-1093283235,-1097005655)+W(7,-1090046872,-1104885511,-1102896822,-1096686406)+W(8,-1118610636,1029706377,1028644213,1015974258)+W(9,1040979430,-1129150352,1028514810,-1118433447)+W(10,-1120438410,1017939836,-1131155654,-1116499825)+W(11,-1119992573,-1120133576,-1118080608,-1112688517);sum2=W(0,-1132220574,-1115410889,1017347763,-1123931551)+W(1,1027749497,-1111299822,1025854529,-1123916419)+W(2,1034058342,-1116250603,1029372102,-1101916549)+W(3,-1104316591,1035393713,-1107314572,1033668899)+W(4,1008450820,-1126553639,-1105866140,1053545154)+W(5,1054419707,-1102688086,1036131430,-1144517652)+W(6,-1132397996,-1097158033,1060185134,1060913993)+W(7,1033775493,-1115290197,-1106841697,990325833)+W(8,-1105536207,-1108668742,-1106418349,-1104852271)+W(9,-1106993048,-1102129692,-1149271050,-1114889391)+W(10,1025437040,-1118211898,1034066570,-1102379864)+W(11,-1133416673,-1209279719,-1133826631,-1129688184);WS(1058774455,1069380246); +sum1=W(0,1032626516,-1119757626,1033017026,1015522813)+W(1,-1128327131,1036888920,1032769109,-1148588495)+W(2,-1114780225,1038823639,-1098306133,1034533838)+W(3,-1103839696,-1112718001,-1126986782,1012070438)+W(4,1045065548,1040221656,1021036585,-1082356272)+W(5,1057244812,1032300191,1043416793,1045596067)+W(6,-1111975378,-1115053555,1050529784,-1095104409)+W(7,-1133328720,-1111385431,-1124233691,-1105784401)+W(8,1025328225,1020222778,-1115391173,1045288819)+W(9,-1116298540,1042918995,1029500622,1037659662)+W(10,-1121960111,1037972921,-1112361500,-1139302935)+W(11,1018289699,-1110693582,1027375220,-1114680879);sum2=W(0,-1129789987,1019234847,-1128803579,-1112792165)+W(1,1011967806,995307959,1018394359,-1112288614)+W(2,1017265095,-1124971531,1043137983,1047657371)+W(3,1034970984,1010908150,-1107223361,1027672251)+W(4,-1124616639,-1114025560,-1132476030,-1114992592)+W(5,-1098689491,-1115509379,1006851110,-1128503755)+W(6,-1116091154,1022067335,-1102585265,1052022695)+W(7,1033604172,1031244615,1032350856,1024636851)+W(8,1033010488,-1114442452,1028851843,-1115343414)+W(9,1002830796,-1121158047,-1114060980,1027935499)+W(10,1011223606,-1117824661,1031833634,-1136738894)+W(11,988094894,1025799099,-1118870225,-1127411999);WS(1065814108,-1098421406); +sum1=W(0,1030554015,-1131576032,1020712308,1019668842)+W(1,-1178997255,1023970854,1011631425,1023862096)+W(2,-1104400078,1022555209,-1130072911,-1118231891)+W(3,1041059117,-1115494780,1035736611,-1104560304)+W(4,-1097091133,-1099298246,-1094842433,-1084181571)+W(5,-1098796514,-1094912271,-1090107010,-1092396649)+W(6,1050276747,1048827844,1057743463,1051719984)+W(7,1058357819,1056339293,1051879221,1057941592)+W(8,1045406982,-1106685173,1040093248,1018405640)+W(9,-1118903138,-1115388505,-1113309730,-1118151090)+W(10,-1119880969,-1132305362,-1122176686,1026194364)+W(11,1004376640,1024072531,1009992363,1029155252);sum2=W(0,-1104337717,1027104118,-1114433477,-1122138940)+W(1,1048327612,1018207462,1015118770,1054676844)+W(2,-1085961218,1036459641,-1092980271,-1101372003)+W(3,-1098271754,-1115566688,-1101224844,-1105452167)+W(4,1065899128,-1117484391,1062039746,1077763913)+W(5,-1088377514,-1079225367,-1106150830,-1079350028)+W(6,1055232204,-1101810882,1049041629,1071302707)+W(7,-1084489503,-1087139921,1036291830,-1090077553)+W(8,-1090132108,1052764213,-1092098978,-1123596042)+W(9,1027311380,1042626102,-1105072819,1053993534)+W(10,1023963317,1014918739,1035158266,1027553578)+W(11,-1115760458,1025357528,1032466828,-1115160051);WS(-1083527351,-1082119000); +sum1=W(0,1025283773,-1132057884,1024000280,-1117776915)+W(1,994019357,-1146975260,1021506300,1016847260)+W(2,-1100516229,1028453762,-1124447466,1027818609)+W(3,1030853236,-1120656758,1023329542,-1111423375)+W(4,-1103907601,-1097545679,-1096840081,-1088298777)+W(5,-1090997910,-1097629690,-1102673054,-1097673748)+W(6,1054198743,1048327710,1054350616,1057412078)+W(7,1059405315,1052404744,1051692752,1047886934)+W(8,-1139734483,-1114897689,-1109407791,-1112548849)+W(9,-1107996896,1035903152,-1110888465,1034953432)+W(10,-1115248201,1021031566,-1115380998,-1139302503)+W(11,1029448614,-1119316016,1026998601,-1149960989);sum2=W(0,1023717076,996584188,-1122858228,1005163886)+W(1,1025356913,-1118691920,1028885707,-1114207359)+W(2,1034248479,-1120794590,1037241484,-1124781820)+W(3,-1115274025,1026099362,-1121079636,1010502519)+W(4,-1110594365,1045315954,-1111180041,-1088752945)+W(5,-1100621689,1052626156,-1114153113,1038857859)+W(6,-1113079527,-1094151830,-1064957365,-1066051811)+W(7,1081496726,1084041658,1034711477,-1115018893)+W(8,1030579691,-1113958061,-1106054130,-1113733983)+W(9,1049150725,1032870315,1042989109,-1106741724)+W(10,999456782,1021526858,1018369486,1031457177)+W(11,-1112407773,1022214782,-1108284893,1023330420);WS(1031453552,-1108810221); +sum1=W(0,-1122540068,-1141490084,-1132153597,1029503994)+W(1,-1126370513,-1127727061,-1132743443,1024122485)+W(2,-1106571135,1028200745,-1106394603,1029495448)+W(3,-1118016922,1043712879,1035505061,1041979953)+W(4,-1105389195,1023785053,1041720002,-1089108304)+W(5,1047749927,-1092241143,998106632,-1098695505)+W(6,1051764564,-1104087736,1055195957,-1096098616)+W(7,1047204316,1028938666,1043190746,1039644831)+W(8,-1121040220,1027661528,-1111907522,1031937892)+W(9,-1112974291,1025162247,-1152510101,1002213552)+W(10,-1136080166,1023137883,-1123745267,1034024448)+W(11,-1121356173,1028910871,-1121641711,1025100697);sum2=W(0,1032316109,-1122133197,1021061413,-1122180337)+W(1,-1115376331,-1123716599,1008734994,-1144451812)+W(2,-1117365450,1033736971,-1117276879,1009179554)+W(3,1034450077,-1100616286,-1130550593,-1102305630)+W(4,1028239450,-1104139010,-1090538079,1022309577)+W(5,-1125496737,1059658657,1014965154,1053491799)+W(6,-1106184057,1045998485,-1087751568,1065712953)+W(7,-1100319643,-1100023584,-1115246006,-1107982835)+W(8,1039709205,-1126266788,1056538813,-1098763613)+W(9,1017435581,1022563437,980175008,-1103966134)+W(10,-1127567978,1029398164,-1106793212,1016414657)+W(11,1032114232,-1113653553,1034308617,1020870093);WS(1060627383,-1111244297); +sum1=W(0,-1124372048,-1124233202,-1115057922,-1126359548)+W(1,-1135390133,999175032,-1137033126,-1120904377)+W(2,1041984816,1023856878,1037843884,1013283185)+W(3,-1106598024,-1109047521,-1108189319,-1127664786)+W(4,-1098607926,-1097555068,-1092180401,1035134080)+W(5,1055432750,1050330552,1046692025,1039361415)+W(6,1048999428,1050454749,1057072683,1037566628)+W(7,-1088869991,-1097603878,-1106138715,-1115643873)+W(8,-1110297584,-1119853981,-1100337986,-1117600845)+W(9,1045634091,1040799043,-1129123036,1042168959)+W(10,1037179887,-1124350564,1037306108,-1180500637)+W(11,-1107300041,-1132131255,-1126029544,-1132202938);sum2=W(0,1027553654,-1128416633,-1120268362,1026192109)+W(1,1010812163,-1133939099,1033310247,1007338654)+W(2,-1105419467,1035214610,-1102082588,1034096310)+W(3,-1109637676,1042926233,-1103557522,1039202903)+W(4,-1141314538,992160749,1039698771,1028842291)+W(5,-1128101012,-1110346070,1041169016,-1150310139)+W(6,1051401064,-1098506313,1041311911,1044707561)+W(7,1040877432,-1107620104,1044637450,-1101325278)+W(8,1061407816,1048701957,1065441970,-1108357660)+W(9,-1080219839,-1089748519,-1106511250,-1094091750)+W(10,-1086513034,1023990179,-1083801169,1027929117)+W(11,1058347144,1054974548,1012370076,1054706164);WS(1037089208,-1117319375); +sum1=W(0,-1117307261,-1109658215,-1104716662,-1095157370)+W(1,-1115283233,-1113906562,-1127634429,-1150522598)+W(2,-1127081515,1037266337,1045840649,1048384396)+W(3,1042005149,1026318614,1035073906,-1129730364)+W(4,-1090315640,-1103803502,-1108965493,-1089739445)+W(5,-1098438340,-1090508193,-1096110967,-1090097982)+W(6,1055484319,1036834781,1059715066,1050929076)+W(7,1059599591,1050537744,1039184033,1056916499)+W(8,1019801962,-1121027890,-1120952094,-1115632913)+W(9,-1115851136,1036887192,-1109698481,994450682)+W(10,-1140393804,-1122236391,1007521585,-1115666157)+W(11,1038771059,-1114842616,1040209394,1023772594);sum2=W(0,-1096641595,-1086741683,-1073585699,-1071753138)+W(1,-1078410756,-1096289506,-1145261363,997353903)+W(2,1051991389,1059199896,1069582799,1070628328)+W(3,1067042424,1055331220,1015112751,1024293693)+W(4,-1107135642,1044105651,1057042277,1065961920)+W(5,1057516905,-1098611055,1043415065,-1101981251)+W(6,-1120991144,1025236133,-1123268190,-1098135951)+W(7,1032298014,-1106950583,1007537613,1025642916)+W(8,-1123228782,1032269711,-1116194138,-1144560253)+W(9,1026966393,-1155415556,992611856,1011854094)+W(10,-1119770484,1020415755,-1119862022,1033682735)+W(11,-1113740644,1022995083,-1144895945,-1130196038);WS(-1089262391,1050517969); +sum1=W(0,-1112721887,1040766980,-1116916633,-1109323658)+W(1,1043853249,-1102481809,1025978335,-1134508350)+W(2,956356282,1032255106,-1115255965,1053521294)+W(3,-1109293354,1024224759,1036451442,998852344)+W(4,1041136081,-1099047838,1050954387,-1090918435)+W(5,1049475859,1046323061,-1129023222,-1126452038)+W(6,-1112851037,-1136806893,1047658201,-1090498606)+W(7,-1111100085,-1101889105,-1112184834,1037224108)+W(8,-1118798326,1044101949,-1099177336,1048722524)+W(9,1044026608,-1109421665,1044252857,-1113020120)+W(10,1033047322,-1110781188,1022949658,984126311)+W(11,-1111349460,-1151794972,-1140137768,-1119083507);sum2=W(0,-1120544497,1042905493,1045262161,-1104438232)+W(1,1023630957,-1122372280,1027866949,-1121491826)+W(2,-1104964203,-1097077111,-1098230931,1057982485)+W(3,-1106247773,1011970003,1026340389,1016978228)+W(4,1056285145,-1118581415,-1079914544,1057557770)+W(5,1048964135,1020547274,-1113753028,1034078959)+W(6,-1109256198,1026029661,1056552993,-1104081201)+W(7,-1114436673,1033190701,-1107460568,1034442922)+W(8,-1107706742,1025674690,-1103396776,1048351556)+W(9,1018818866,-1103728916,1046941904,-1106194166)+W(10,1033408182,-1118988963,1021102038,-1136298684)+W(11,-1112938187,1034200267,-1117493164,-1172844144);WS(1055467886,-1126093527); +sum1=W(0,-1115675946,1039731987,-1108949528,1014043817)+W(1,1025589529,-1102050167,1035820699,-1114599603)+W(2,1037777366,-1126460340,-1145838757,1049783617)+W(3,991251120,1042727635,-1123043835,1024161077)+W(4,1043818615,-1103677379,1060367897,-1102044139)+W(5,-1109258124,1049311757,-1116399889,1046137806)+W(6,-1096353162,1012406341,-1088026493,-1095567535)+W(7,1051881528,-1095440907,1032817677,-1116994158)+W(8,-1150025924,1031349769,1034695514,1044285022)+W(9,1011738461,-1115570324,1040150333,-1110796915)+W(10,1035905869,-1103947080,1034985426,-1129716323)+W(11,-1107675487,1042590402,-1104125432,-1140552997);sum2=W(0,-1115939175,1042939513,-1106984126,1036071940)+W(1,-1133154938,-1110872047,1038271101,-1124388167)+W(2,-1111463085,1009748958,-1104760450,1026404786)+W(3,1042746589,1018643239,1024219237,-1107044825)+W(4,1026058510,-1101036999,1046231331,1060091622)+W(5,-1109115274,1042116887,-1104891113,-1137025366)+W(6,1015189774,1048391804,-1101164712,1059732347)+W(7,-1090421446,-1092755101,1018386748,-1112446842)+W(8,-1116961377,1019493983,1013441892,-1113485706)+W(9,-1102245299,-1104832958,1043357489,-1123717753)+W(10,1003109525,-1128500291,-1127287103,1036806652)+W(11,-1110906499,1042929180,-1108912836,1034520620);WS(1062208951,1065603754); +sum1=W(0,1032466911,1012820793,1029562264,1020285479)+W(1,993753125,1033268866,-1131051261,1028903855)+W(2,1029341462,1027274819,997585115,1040141401)+W(3,1032063722,-1153074023,1015103815,1040294280)+W(4,1059167044,1052950767,1057349364,-1108524682)+W(5,1049874906,1048703978,1050186639,1053103700)+W(6,-1090134924,-1094303727,-1085543304,-1080037127)+W(7,-1095616607,-1112675170,-1111683969,-1091636059)+W(8,-1133534677,1027990706,1035990447,1037410929)+W(9,1039846496,1023735025,1040888889,-1118753424)+W(10,987089513,1032570772,-1136982833,-1125543221)+W(11,1015158861,-1145342854,1031358985,1022936933);sum2=W(0,1035386648,1023547272,1025878508,1026832668)+W(1,1029828312,-1098240729,1044150428,-1103643200)+W(2,1042887622,-1099060438,-1099619867,-1099104088)+W(3,1048769602,-1121505868,1040524432,-1115369075)+W(4,-1086410483,1053956416,-1094814183,1069089225)+W(5,1044213412,1035342184,1040447750,1049544904)+W(6,-1090258329,-1112148135,-1093316197,1060781490)+W(7,-1091192206,-1105713821,-1089411157,1058550641)+W(8,1060158548,1050315819,1046080958,-1103190742)+W(9,-1105160931,-1084784918,1058372334,-1080579858)+W(10,-1113981975,-1099847621,1046524888,-1112424275)+W(11,1051146364,1019461112,1028619520,1040133188);WS(-1078970012,-1070975772); +sum1=W(0,1023443287,1008154783,1008498119,1032996598)+W(1,-1130007992,1026985054,1001505728,1027285064)+W(2,-1111813336,1034628686,1020510238,-1119594955)+W(3,1037186855,-1129455456,1024916861,-1118416824)+W(4,-1095332548,-1098370186,-1091304148,-1097391342)+W(5,-1088889903,-1093273302,-1097878954,-1097408559)+W(6,1048282532,1052880922,1054365856,1065196819)+W(7,1037830473,1040256647,1042516535,1044458956)+W(8,1036630695,-1109395910,1031904252,-1105409007)+W(9,1022933044,1030320779,-1131972409,1037289397)+W(10,999582566,-1140663171,-1128098380,1030941172)+W(11,1003729918,-1138808617,1018809669,1005961310);sum2=W(0,-1114009537,1035366037,-1111463643,-1119334122)+W(1,-1132366661,1001109746,1035022899,-1112054465)+W(2,1019032853,-1143037026,-1122373240,1056620469)+W(3,-1103744316,1002774938,-1102405348,1046894720)+W(4,1024640816,-1101234014,1068131945,1075463933)+W(5,-1075751794,-1072865378,1052446989,1019415611)+W(6,1029944441,-1105571142,1044188353,-1093783941)+W(7,1050699227,-1098127223,1028903402,-1119380340)+W(8,-1146945026,1031686749,-1128619453,1046426762)+W(9,-1109652943,-1131952529,-1123943246,1017598049)+W(10,-1136399129,1018164069,-1125359481,999713778)+W(11,-1123073190,1019524751,983357578,1013611461);WS(-1137905088,-1096938393); +sum1=W(0,-1127951952,-1139830244,-1108742721,1019792636)+W(1,1018370522,1020799581,1021418002,-1148599498)+W(2,-1116133184,1040763803,1041221580,1009683312)+W(3,-1107181880,1002965001,1022849180,1039287108)+W(4,-1092624022,-1104553656,-1090149133,1044078592)+W(5,1058802794,1043495791,1033578226,-1113073030)+W(6,1045295113,1046745657,1057147883,-1112574564)+W(7,-1085568476,-1103617227,1032014262,1022418564)+W(8,1023908704,-1103252327,-1103732914,-1127338650)+W(9,1040869579,991652540,1013121207,1011288682)+W(10,1031880695,1040451684,1026434167,1007135764)+W(11,1014113348,-1125537591,1016284007,-1116579933);sum2=W(0,1036469548,1017461301,1017339130,-1095997080)+W(1,-1099654066,-1105423964,-1113359567,-1131580992)+W(2,-1097965159,-1101551098,-1094477168,1035631286)+W(3,1054988432,1047389393,1041958533,1043362318)+W(4,-1116680345,-1125992347,1058922542,-1103956246)+W(5,1040393300,1040203374,-1108890296,1024609216)+W(6,1001756270,-1115644020,1035448965,-1105032669)+W(7,1039533461,-1122662741,-1130070269,1025676040)+W(8,1032969412,-1124365977,1040541302,-1112710338)+W(9,1017600743,-1114085496,-1134082186,1015920174)+W(10,-1131471357,1016380025,1001720584,-1115585175)+W(11,1001178742,1001141734,1010209588,-1122393401);WS(1017525984,1039916017); +sum1=W(0,-1124853567,-1147061122,-1129462517,-1119594613)+W(1,999306018,-1156505185,1012193026,1010192066)+W(2,1018048624,-1127291978,1049183858,1032566282)+W(3,1036307723,-1150114695,-1116656134,-1111959392)+W(4,-1095739637,-1104996150,-1085471393,-1090223247)+W(5,-1104470177,-1105492077,-1109848430,-1107232129)+W(6,1045916039,1043181303,1054258797,1054999864)+W(7,-1108082389,1055713893,-1134406033,1049351719)+W(8,1035770156,1038596810,1048116160,1024906308)+W(9,1035021201,-1114305018,1014226964,-1132413284)+W(10,1019449355,-1118699785,1018729693,-1125493497)+W(11,-1111613764,1013642059,-1117195563,990662981);sum2=W(0,1033095635,-1123818427,1023960168,-1115456886)+W(1,-1130014725,-1134763238,1020936831,1030713030)+W(2,-1113611213,1038354785,-1136308834,1031365710)+W(3,-1121052824,1037262635,-1129095405,1030934712)+W(4,-1120605005,1043017802,1016597499,-1105318511)+W(5,1032279133,-1129541437,1028982810,969324748)+W(6,1010827478,1005632845,1067061797,1065783254)+W(7,1033387493,1024758296,-1141733133,973320358)+W(8,-1096460028,-1090567932,-1078682340,-1094955795)+W(9,-1114814318,994121897,-1126300988,-1148320949)+W(10,992544217,1043858115,1041505996,-1104546945)+W(11,-1114466677,-1115137122,1007094454,-1122716507);WS(1033221560,1063777383); +sum1=W(0,1019126833,1022703059,1034317754,-1141147507)+W(1,1023815261,-1145478905,-1139797991,1017044691)+W(2,-1112638616,-1107233655,-1107419652,1017313945)+W(3,1030431247,1043218964,1030899327,1042038278)+W(4,1057738402,1049316970,1057780266,1039925560)+W(5,-1101232178,-1097249286,-1105363093,-1097041200)+W(6,-1088696201,-1093677291,-1091493000,-1105678958)+W(7,1054033952,1050643572,1039373871,1044902925)+W(8,1044063732,1018619290,1042363102,-1123751101)+W(9,-1103422471,-1099574259,-1109462943,-1143343447)+W(10,-1130166589,-1127677637,-1141893947,-1141892011)+W(11,1028589441,1032480102,1000558881,-1115509735);sum2=W(0,-1130982538,1021127838,1013698904,-1227267307)+W(1,-1180063220,-1130392938,-1129014326,1032270489)+W(2,-1106875761,1011019608,1024572751,1039986653)+W(3,-1113103478,-1104759550,1035543741,-1129087757)+W(4,1056618334,1055137831,1048771047,-1073860127)+W(5,-1108123535,1059126644,1045481337,1042704754)+W(6,1055977286,1058761027,-1103617496,-1072531400)+W(7,1052255088,1063802283,1048895081,1016319978)+W(8,-1102508839,-1115387544,-1128394642,1043687089)+W(9,-1126700500,-1109991236,1031917163,-1121934766)+W(10,1020425242,1013848532,1016018634,-1112657573)+W(11,1035781641,-1125248586,-1126407949,1030839801);WS(-1091503470,-1126838795); +sum1=W(0,-1124121237,-1113414670,1028321829,-1111356688)+W(1,1026686479,-1121133649,-1120913068,-1126384695)+W(2,-1134568843,-1126036384,1033159265,1037814911)+W(3,1031580097,1040854417,-1106928812,1027944427)+W(4,1047693172,1049117760,-1105247938,1058889082)+W(5,1012762455,-1120516448,1049438209,1040171928)+W(6,-1109412515,-1103447906,-1096437464,-1098797565)+W(7,-1104719461,-1106636212,-1129886751,-1106734009)+W(8,-1129997061,1034526751,-1143270742,1022658271)+W(9,-1109175079,1042645116,-1104071908,1012750451)+W(10,1024589216,-1113770234,1036105485,-1114645460)+W(11,1023714995,-1138248951,-1132081196,-1145462266);sum2=W(0,-1121971015,-1109269766,-1096046215,-1096349825)+W(1,-1104467071,-1105457821,-1114558576,-1113812495)+W(2,1025966975,1042653975,1058579369,1055073186)+W(3,1043843774,1043492169,-1138844670,1035958317)+W(4,-1127561691,1038662008,-1095336395,-1156170871)+W(5,1054347264,-1116732629,1043300107,1025184897)+W(6,1032121603,-1104797770,1041625968,-1098327149)+W(7,-1090818470,1028261711,-1117277405,-1130419167)+W(8,-1118316871,1018661176,-1131103951,1035437895)+W(9,1042639369,-1115472379,-1115061521,-1130646919)+W(10,-1147835451,1023052754,-1129857431,-1114991229)+W(11,1011784142,-1157273063,1024244091,-1148362739);WS(1065968028,1020949470); +sum1=W(0,1032158503,1018701500,1028916776,1031923218)+W(1,-1143490705,1005807263,1028568398,1026731038)+W(2,1043191673,1020082981,999481917,1033906881)+W(3,-1123072324,1012896153,1015001550,1035245559)+W(4,1050691771,1043953282,1047062836,1032996498)+W(5,1057457238,1057445286,1051530049,1057446979)+W(6,-1089572661,-1139338281,-1091936976,-1081715803)+W(7,-1087112685,-1088032573,-1100585253,-1095410205)+W(8,983294118,1041437600,1042367115,1040306653)+W(9,1019100064,-1123572193,1039280729,-1104642968)+W(10,1033006978,-1139648989,1033705422,-1132542121)+W(11,-1138694873,1033839136,1027376729,1015844228);sum2=W(0,-1107158830,-1114179967,-1106205598,-1112529879)+W(1,1036191348,1045048740,-1112261511,1045813672)+W(2,-1098284578,1050997929,1032837846,-1138556160)+W(3,-1103494095,1033058370,-1109765233,1040601336)+W(4,1059620359,-1120628180,1056621385,1064698181)+W(5,1049117565,-1087565422,1050635491,-1087363324)+W(6,1059101624,-1084072333,1033838752,1049137220)+W(7,-1100194061,-1096659207,1042760064,-1087988644)+W(8,-1080819081,1055292451,-1084530179,-1118657190)+W(9,1035375516,1055648971,-1101810418,1059720072)+W(10,1041045600,1041809552,-1150759871,1036987884)+W(11,1040790470,-1098721116,1028926760,-1118399816);WS(-1079370588,-1069938997); +sum1=W(0,-1107111607,1031876694,-1108546779,1007409349)+W(1,-1119937056,-1110402417,1034313646,-1115195974)+W(2,1024046068,1040468568,-1110778478,1041967908)+W(3,1037532265,1027170100,1028424065,1030920188)+W(4,1034755057,1048995971,1044693184,1056322870)+W(5,992363881,-1123931633,1041273350,1034999584)+W(6,-1106911318,-1106422470,-1092550445,-1089848952)+W(7,-1115839591,-1098485404,1027494176,-1101830589)+W(8,1032333322,1043602212,-1124221431,1044063648)+W(9,-1137125241,1015794334,1038675968,1024639630)+W(10,-1122522177,-1133546645,-1123999146,-1129245296)+W(11,-1121719236,1009488187,-1146748727,-1115284904);sum2=W(0,-1116010697,1039856206,1025692273,1047723216)+W(1,1054500142,1045538686,1020883249,1037455508)+W(2,1044972838,-1094195694,1041658757,-1090167008)+W(3,-1087657974,-1114739465,-1103808398,1025495534)+W(4,-1107525170,1054041965,-1095593913,1054432792)+W(5,1048962216,-1099510609,1041852115,-1112321007)+W(6,1025111869,-1105218154,1047241736,-1103340827)+W(7,-1105033641,1043141319,-1104502432,1020729805)+W(8,-1115770744,1021276689,-1113081166,1030984707)+W(9,1026520309,1008623973,1031142833,1034321699)+W(10,1027404867,-1122132060,1036997767,-1109230755)+W(11,1000189578,949401483,-1121181330,989367833);WS(1051966318,-1113875142); +sum1=W(0,1035883793,-1111332346,1045917727,1006041029)+W(1,-1129901007,1042663274,-1119690564,1014471632)+W(2,1040145278,-1135399329,1017502534,-1096989371)+W(3,1043615094,1025318012,-1113005508,1043398529)+W(4,1051696565,1051177307,1054251573,1061428120)+W(5,1037934795,1050890887,1046007992,1049249377)+W(6,-1091560996,-1096861164,-1091248610,-1087158964)+W(7,-1098884432,-1096301045,-1093706893,-1093100168)+W(8,-1133003627,-1117751383,-1178468754,-1126263439)+W(9,-1106662601,1017933485,1038615540,-1116546293)+W(10,-1126824689,1039745286,1020593891,1008594943)+W(11,1037849734,1035118155,-1114145271,1028529816);sum2=W(0,-1120038729,1032134121,-1112337284,1014623636)+W(1,1015804972,-1111055788,1025605092,-1118260382)+W(2,995641288,1034430176,1011533369,1032554184)+W(3,-1114631943,1037430467,1022278663,1020696197)+W(4,1035481768,-1099098436,960227969,-1122840036)+W(5,-1123247827,-1115890560,1022436109,1010081074)+W(6,1011267102,-1099374838,1055781369,1046041384)+W(7,1055178264,-1124103196,1039303021,-1116158530)+W(8,1042749492,1055985885,1067101038,1069533386)+W(9,1065618150,1058921177,-1106092627,-1118372702)+W(10,1026093812,-1113501317,-1095011910,-1086401299)+W(11,-1079450114,-1075689828,-1082339747,-1095588850);WS(-1087762743,-1114043214); +sum1=W(0,1028903325,-1111481047,1010874850,-1117223539)+W(1,-1114811697,1027957028,-1115120063,1025677743)+W(2,1040067739,981566559,1032756947,-1130847267)+W(3,-1123313460,-1113871531,-1126050567,-1113266015)+W(4,1045936105,1050679259,1052053924,1055533279)+W(5,1059392176,1053658934,1039338221,1051823712)+W(6,-1095653187,-1096161947,-1090950614,-1084280212)+W(7,-1097768267,1005713692,-1120312930,-1118568631)+W(8,-1122706133,1026181394,1034645023,1030922562)+W(9,1030340896,-1102292436,-1107839810,-1112577800)+W(10,1029496147,-1149217596,-1132850610,-1154701224)+W(11,-1113406339,1020850850,1017761874,-1117302546);sum2=W(0,1001016005,-1125241033,1018218852,-1111720092)+W(1,1015413875,-1140722987,-1138333196,1010568725)+W(2,-1150454109,-1111980552,1033028659,1037513337)+W(3,-1109924763,-1144232926,-1117260807,-1113652225)+W(4,1001531747,1031575403,1016765132,-1085543392)+W(5,1053354837,1054900052,1041131548,1045881209)+W(6,983352173,-1103460210,-1103428024,-1076627395)+W(7,1074369634,1051272122,-1098379064,-1098914955)+W(8,-1106746798,1036252996,-1128273041,1046375720)+W(9,1055587240,-1094917738,-1106193524,-1098562564)+W(10,-1157019725,1023495862,1033057508,-1112606370)+W(11,1019967806,-1107285947,1012881631,1031041657);WS(-1090517687,-1095444575); +sum1=W(0,1025742446,-1111454559,1040962578,1035513890)+W(1,1025779251,1041617005,-1106922364,1024699903)+W(2,1032739299,-1106175885,-1110724347,-1118213794)+W(3,-1103218657,1040368314,-1105137317,1024907982)+W(4,1054789967,1031326631,1052551894,1059778428)+W(5,1045793474,1051667296,1040121301,1052247674)+W(6,-1095546301,-1101847659,-1090925684,-1089262225)+W(7,-1096439373,-1099734269,-1104705805,-1097282993)+W(8,1033023507,-1107099097,1036045063,1035395209)+W(9,-1101529212,1050132438,-1102593253,1016797696)+W(10,1028563508,-1117676152,1036888990,1007580971)+W(11,949923192,1037985265,-1113513373,1026673059);sum2=W(0,1052208474,1035064858,1064043431,1055780907)+W(1,1048070172,1057138231,-1100953655,1042120650)+W(2,-1095438834,-1104348375,-1079843968,-1084432555)+W(3,-1106077690,-1086965748,1048708391,-1106942577)+W(4,1040952518,-1095663473,1060639651,1054823629)+W(5,-1098542607,1057295667,-1095587456,1035260440)+W(6,-1101013864,1048824145,-1097227129,-1105218176)+W(7,1048082838,-1106201667,1042233875,-1136871967)+W(8,1045777263,-1099869349,1049789703,-1118379111)+W(9,-1102784042,1043327775,-1107731485,1006771796)+W(10,-1125550479,-1127115193,1024044553,972648308)+W(11,1021849499,1016298873,-1116706874,1030896448);WS(-1115614648,1042425791); +sum1=W(0,-1120207204,-1124027509,-1144413692,-1105701711)+W(1,1014568102,-1120774251,1029691462,-1119274774)+W(2,-1115327070,1016926292,1038910502,1037845356)+W(3,1042236823,-1105850383,-1134596907,-1117126533)+W(4,-1093340989,-1096731140,-1096554678,-1085064420)+W(5,-1100005974,-1098496607,-1135406214,-1098152617)+W(6,1053481388,1053311332,1057006919,1049566369)+W(7,1056376458,1048579325,1042582346,1043887136)+W(8,1030984860,-1116407641,1038600290,1043585442)+W(9,1018535375,-1122768840,-1120431498,1035562443)+W(10,-1113874973,1010793530,-1116271283,-1114795809)+W(11,992031960,-1130485552,1029193328,-1140222054);sum2=W(0,-1127240204,1024332524,-1145474239,-1111478947)+W(1,1029335642,-1112394176,1042612281,-1152251822)+W(2,-1079712608,-1082891577,-1081879450,1047818786)+W(3,1066272635,1064292926,1048742105,1063028070)+W(4,1066527571,1063276166,1065092416,1033988518)+W(5,-1081647719,-1085935960,-1090025738,-1088819358)+W(6,1049757184,1025750476,1045572932,-1093152038)+W(7,-1129453741,-1107360776,1042389166,-1095668919)+W(8,-1122509441,-1127423195,-1127801782,-1126799575)+W(9,1033523902,-1109456127,1029374360,-1163717821)+W(10,-1120167031,976948665,-1123809997,1030959654)+W(11,995040830,1026103880,-1116538748,1033003323);WS(1005558656,-1134386388); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-2.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[9][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[9][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[9][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, -3.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[10][2] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[10][3] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[11][0] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[11][1] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[11][2] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[11][3] = HOOKED_texOff(vec2(3.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns128, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns16-win8x4.glsl b/shaders/nnedi3/nnedi3-nns16-win8x4.glsl new file mode 100644 index 0000000..1216a0b --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns16-win8x4.glsl @@ -0,0 +1,194 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1123354974,-1112248839,1046299686,-1143613552)+W(1,-1118620174,1024662558,1028038478,-1129268360)+W(2,1016130204,-1087068557,1063313277,-1103342192)+W(3,-1103968288,1048182784,1047279381,-1115088511)+W(4,-1101453425,1059583965,-1088182320,1003350800)+W(5,-1117908518,-1119323982,1034186247,-1134684248)+W(6,-1122284590,1027638054,-1124394588,-1111377363)+W(7,-1122818124,-1137723992,978245507,1028117438);sum2=W(0,-1162931039,-1131063526,1029801649,-1117642655)+W(1,-1136248556,-1131086728,1031011705,-1128864654)+W(2,-1115594515,-1128443230,1042762789,-1107118398)+W(3,-1119907402,1044675527,1050674207,-1113986381)+W(4,1022791334,-1107588397,1009001220,-1186206458)+W(5,1017500018,-1111169922,-1112569685,1017255694)+W(6,-1156766128,-1125594766,-1148613464,993928432)+W(7,1014782692,-1135599628,-1114139175,1007622876);WS(1038828992,1041685264); +sum1=W(0,-1114329248,1049950910,-1097681183,1028668144)+W(1,995958527,1027336960,-1107326552,1025858258)+W(2,-1117673776,1060640651,-1085831405,1033402064)+W(3,1034401008,1045782072,-1105157973,-1122828000)+W(4,1038612842,-1098159517,1053136924,-1110558370)+W(5,1035088196,-1106507532,1032016120,-1113173980)+W(6,1008781376,-1124000392,1023707152,1012109856)+W(7,1029875310,-1105439902,1034119968,-1114749520);sum2=W(0,1031315360,-1099468189,-1112139926,1036663822)+W(1,-1131767489,-1140834082,1024287080,-1122285462)+W(2,1023637252,-1100127579,-1117241706,1038018354)+W(3,-1107869385,1052854494,1052996200,-1112496415)+W(4,-1107666272,1034036134,1027811452,-1110479054)+W(5,-1117110288,1024451620,1027157968,-1112615559)+W(6,-1124350185,1003450083,-1131082337,998992195)+W(7,-1110538107,1041131277,1035032776,-1106762474);WS(-1086074680,1053637716); +sum1=W(0,-1121345387,1042002951,-1113042450,-1121398619)+W(1,-1148805338,-1165378922,-1115297518,991217235)+W(2,-1136570733,1052460699,-1107443934,-1117268427)+W(3,1049266593,-1094571489,-1098765182,1036113926)+W(4,1027081787,-1124281856,1043313411,-1136658365)+W(5,-1133439181,1040734807,1006695533,-1112513138)+W(6,-1158465386,-1121708851,1016359031,1021173351)+W(7,-1120818857,1035650578,1027853163,-1106476275);sum2=W(0,1026517575,-1170492850,-1138816415,-1143472678)+W(1,1017334370,1003954710,-1132363566,998846550)+W(2,1051558711,-1096673587,-1136175651,-1124275402)+W(3,1071692777,-1077357700,-1098960792,1018703670)+W(4,1049822619,-1098179385,-1116986501,1007812651)+W(5,1020207734,996694924,1003290486,1007766851)+W(6,1022251878,-1122577241,-1141894102,1009415395)+W(7,1019995718,1015494226,-1126828734,-1163222937);WS(1051521136,1027207116); +sum1=W(0,-1122694020,1010830545,-1124291704,1018062184)+W(1,-1121133108,-1124202632,1037913146,-1116091286)+W(2,-1102175837,1057246783,-1093542759,1041281977)+W(3,-1116351908,1026322980,982577970,-1125394504)+W(4,1045518980,-1089509425,1055793637,1008755233)+W(5,1009393969,1025178484,-1118947636,-1127575032)+W(6,1008379217,-1117338572,1001093793,1015898776)+W(7,1015772516,1009646833,1001810977,-1121163492);sum2=W(0,-1137495011,-1135527491,1027730022,-1118108263)+W(1,1013616911,-1123650952,1024465134,-1128775579)+W(2,-1135578111,1013443151,1049128967,-1098008683)+W(3,1029346938,-1114797945,1068130737,-1080443718)+W(4,1017473747,-1122100892,1046423571,-1101482344)+W(5,1012413655,-1128721387,-1143058109,-1137148015)+W(6,-1133405571,-1166794345,1020545683,-1128178767)+W(7,1008139351,-1156685818,-1126785325,991435034);WS(1057767608,-1132080751); +sum1=W(0,1026028453,1025766741,1035118319,1012106581)+W(1,1026017621,-1135552917,1040474693,-1138611630)+W(2,-1117947285,1051769667,-1111744027,1030333189)+W(3,1048679017,-1083959172,-1084413328,1045191121)+W(4,1025261389,-1120826122,1049618505,-1122181545)+W(5,1011196341,1045191525,-1110336171,1030480605)+W(6,1015828970,1028389741,1028257397,1027514349)+W(7,1025013027,1039505775,-1123719333,1020294666);sum2=W(0,1017587161,-1101123140,1040188371,988296658)+W(1,1028118553,-1103020887,1022642341,1010063898)+W(2,1008167722,-1099714612,1039093756,1026403646)+W(3,1005112948,1049070164,1046164698,1033545355)+W(4,-1125344655,1032013714,-1111525569,1002132020)+W(5,1015776789,1022049457,-1098832696,1037334715)+W(6,-1148301500,1009340114,-1115917000,-1139728254)+W(7,-1138850406,-1167693540,-1103378287,1035581889);WS(-1099372256,-1088618788); +sum1=W(0,-1112538182,1048693927,-1112344546,-1109099742)+W(1,-1113349022,1033711782,-1129092599,-1110127398)+W(2,-1103996671,1064716592,-1086749016,1032699126)+W(3,1024020908,-1143605597,1044926535,-1121424940)+W(4,1046614908,-1085173359,1062252083,-1130166943)+W(5,-1111225386,1004694493,1040479887,-1106709441)+W(6,-1110537326,-1108087402,1034104622,-1120726228)+W(7,-1114146165,-1138402062,1042110371,-1106064827);sum2=W(0,987083788,1013472954,-1120418118,979955865)+W(1,-1144106823,-1131186779,-1122269098,-1163904780)+W(2,-1120467381,-1139561796,1038342084,-1115615181)+W(3,-1121977305,1044091298,1042996066,-1127292875)+W(4,-1118651341,1038343490,-1118476220,-1123141745)+W(5,-1162389292,-1115306287,-1128689408,1014320394)+W(6,-1152635694,-1155962630,-1132569906,-1135582470)+W(7,964510307,-1117365756,-1141833923,1008840046);WS(1041282784,1044242623); +sum1=W(0,-1119885764,-1171512555,1003864029,1025494836)+W(1,-1119816052,-1121861252,1040963149,-1113504879)+W(2,-1100880653,1057266723,-1094412795,1043843337)+W(3,-1113812594,1010135439,-1118004569,-1125989575)+W(4,1046531310,-1089952515,1056310444,-1156936827)+W(5,1015358999,1031135156,-1114099002,-1122714492)+W(6,1005085853,-1115226950,1015234855,1003362397)+W(7,1021011107,1003139037,992693307,-1120612644);sum2=W(0,1005317381,-1142619324,-1126266146,1026462555)+W(1,-1143827754,1012902153,-1128784654,1020893616)+W(2,1019060164,-1114788024,-1094218173,1054132458)+W(3,1009279342,-1098688460,-1078812823,1070492026)+W(4,1014092605,-1120377499,-1099532818,1048935725)+W(5,-1131000233,1017453102,1007638067,1011358224)+W(6,1012779564,-1139793504,-1130333980,1015734963)+W(7,-1137528453,-1147729078,1018177647,987943782);WS(1046635232,1024078131); +sum1=W(0,1002735212,1035063871,-1097977761,1040314319)+W(1,1025138813,1034039879,-1105608655,1035664624)+W(2,1017042555,1044122447,-1094991056,1038536855)+W(3,-1132524982,-1110416695,1051547730,-1114843703)+W(4,1031803657,-1092481954,1050188814,1003107468)+W(5,1033606155,-1094320024,1047410847,1019470987)+W(6,1021596219,-1107502027,1031346589,1021345835)+W(7,1015508823,-1103391009,1046101811,-1136683190);sum2=W(0,-1096475926,1044036812,1052862983,-1106234474)+W(1,-1112281069,-1112231286,1024115789,-1121785528)+W(2,-1116645717,-1111398905,1051331710,-1130292776)+W(3,1041647377,-1096068583,1038036111,1037359643)+W(4,-1113263240,1026411348,1042458641,-1111704128)+W(5,1023473494,-1114320784,1028002558,-1123406807)+W(6,-1117017643,-1138574198,1037890580,-1109714921)+W(7,1039764966,-1104710548,-1106844581,1041123403);WS(-1088554040,-1076674880); +sum1=W(0,1026292820,-1132973070,-1144171612,-1130131975)+W(1,1016736263,1034501898,-1110973538,1028857234)+W(2,1042339025,-1089525132,1052671191,-1108906970)+W(3,-1110236986,1037427962,-1123890785,-1112145786)+W(4,-1103961368,1056478885,-1092344862,1002874044)+W(5,1016313655,-1118983748,1041641985,1025897228)+W(6,-1151588920,1038469390,1010979982,-1130905399)+W(7,1014755782,-1123320716,1017396903,1033705562);sum2=W(0,1013915195,-1133182691,-1127318198,1020584890)+W(1,1007730851,1024414743,-1121307593,1005058566)+W(2,981970521,-1111248658,1035588225,-1124411850)+W(3,1028189234,1040952978,1057294107,1029625115)+W(4,-1121038101,-1109339192,-1107404728,1026110889)+W(5,-1142484934,-1094377458,1024397525,1023925523)+W(6,-1146368902,-1116592821,-1118541421,-1140327971)+W(7,1010322539,-1112421528,1019759378,-1199698720);WS(1063581112,1015292283); +sum1=W(0,-1123806598,-1125096044,1046804719,-1117498166)+W(1,-1124445804,1037634467,1028314614,1006823135)+W(2,1036776315,-1083793455,1064148787,-1106689849)+W(3,-1112186771,-1098422117,1034155462,1004978479)+W(4,-1102837698,1058965073,-1089226130,1033810693)+W(5,-1117642958,-1106625757,1037373467,1029436414)+W(6,-1137018200,1036181095,994321759,-1119765454)+W(7,1010580432,-1127761788,1021285644,1034713459);sum2=W(0,-1127012521,-1110373665,-1121983257,1021812843)+W(1,-1129458054,-1122115974,-1121551577,1015201109)+W(2,-1134632819,-1118435057,-1107711610,1039413537)+W(3,-1113739078,1041258512,1043546644,-1127386873)+W(4,-1106078947,1025961773,1048226293,-1110385416)+W(5,-1115241196,1041055451,-1131486243,-1135801459)+W(6,-1122814807,1025056413,-1139476701,-1132245806)+W(7,-1119046895,1029845331,1018415015,-1140149017);WS(-1109010880,-1087548956); +sum1=W(0,1034947768,-1095012676,1046023882,1029737824)+W(1,1034343312,-1102610188,1039446704,1025692706)+W(2,1016751552,-1096454908,1042564604,1038373096)+W(3,1019661856,-1091443170,-1105694067,1039271048)+W(4,-1126501287,-1131030249,1044246468,1012879825)+W(5,1017025648,1042942296,-1103700296,1041317114)+W(6,1030724160,1019936112,-1141422594,1029263800)+W(7,-1140792121,1024647464,-1107855416,1041193844);sum2=W(0,1034034732,-1107522705,-1105460279,1021740679)+W(1,-1113997103,-1121503695,1038975878,-1112744336)+W(2,1028771217,-1114143244,1032873918,-1121564954)+W(3,1025456143,-1105773446,1059420344,1024971971)+W(4,1035315492,-1109746606,1040681265,-1122379806)+W(5,-1102403849,-1106040358,1046039582,-1106873869)+W(6,1018212015,-1106459627,1026290649,-1130313815)+W(7,-1099438501,1039219872,1046943722,-1105420350);WS(-1086299832,-1077288694); +sum1=W(0,1021716686,-1099039878,-1111509136,1039618828)+W(1,-1132921948,-1108540692,1021468846,-1131678690)+W(2,-1113901292,-1158126306,-1096197083,1041516082)+W(3,-1108835908,1055092577,1062013047,-1118733319)+W(4,1023078294,-1089051407,1050708993,-1122936235)+W(5,965138311,-1113759276,1022391342,1015065790)+W(6,998651320,-1107695832,-1133490396,997649137)+W(7,-1130194922,-1113503632,991635057,1023538631);sum2=W(0,-1133976495,1035891239,-1130801609,-1113698362)+W(1,1027343155,1030599513,-1108453664,1016406968)+W(2,-1149877867,1037590422,1012747883,-1108226898)+W(3,-1119506980,1054189655,-1119322812,-1120928356)+W(4,-1126385541,1041308688,-1107379808,1016225738)+W(5,1016526837,-1112736561,-1119223720,988482485)+W(6,994153115,1004824957,-1116360142,1018050885)+W(7,-1140785051,-1120347934,-1129452107,-1117792638);WS(-1113279936,1066223903); +sum1=W(0,-1128171420,1040261344,-1112013315,-1123695998)+W(1,-1141738481,-1140107833,-1116929726,-1154978689)+W(2,-1138940153,1050703688,-1108200895,-1123177006)+W(3,1044160156,-1100167260,-1100730273,1034288823)+W(4,1020686276,-1130335589,1040782300,-1141423761)+W(5,-1129655596,1035637471,1024316286,-1114187043)+W(6,964173357,-1124525100,1014134393,1013984857)+W(7,-1123239900,1032644739,1029624526,-1108229911);sum2=W(0,-1115606620,1021458196,1009639320,-1131253088)+W(1,-1125272644,1017345212,1016051020,-1143902384)+W(2,-1099614716,1047257730,-1120838650,1020803060)+W(3,-1080575150,1068148121,-1113655261,1032085971)+W(4,-1102155153,1044966894,-1132238288,1016311348)+W(5,-1122847678,1026244022,-1130782536,-1137376840)+W(6,-1123394906,1017049220,967940860,-1137115752)+W(7,-1129056732,1010161976,1004223696,-1136984808);WS(1060545080,-1126581603); +sum1=W(0,1032630360,-1112268976,1045186906,-1125010622)+W(1,1037657648,-1128752350,1032285712,1029508223)+W(2,1043836232,-1090205186,1053340438,-1108078856)+W(3,1037448680,1048595306,-1094666759,1041691860)+W(4,976149203,1057651571,-1082657749,1042698525)+W(5,1031833596,1035187792,-1092127852,1040118132)+W(6,1031675647,1034806588,-1104761760,1033087420)+W(7,1025282125,1043419290,-1096441814,1034587656);sum2=W(0,-1123698886,1034075649,998149095,-1113635181)+W(1,-1126365381,1026991402,-1118780236,-1168196508)+W(2,-1135914762,1019253181,1023543366,-1114469118)+W(3,-1121651762,1047572688,1038479879,-1145545780)+W(4,-1118625490,1035108181,-1114677625,992781287)+W(5,-1122087574,-1115886918,1011684618,-1139655050)+W(6,-1147908244,1016718341,-1132109957,-1142844852)+W(7,-1134045690,-1117034488,-1137057610,1007905050);WS(-1083899832,-1105526146); +sum1=W(0,1026357515,-1119744955,-1117075907,-1111407198)+W(1,-1139718894,-1125720471,-1106102943,-1152407445)+W(2,1044187583,-1092285679,1048719011,-1107209883)+W(3,-1105573131,1062437883,1052836221,-1107292779)+W(4,-1104526300,1058460257,-1089717563,-1122559055)+W(5,-1119529939,1022150135,-1123085499,-1119739267)+W(6,-1125768375,1033366698,-1114009838,-1119196243)+W(7,-1132776678,1009731342,-1112611206,-1129505495);sum2=W(0,-1110807022,1025172792,1033543849,-1123816828)+W(1,-1129400032,-1117035240,999654946,-1144812946)+W(2,-1105612607,1035443403,1039345667,-1120747576)+W(3,-1123619892,-1135427545,1053020794,-1113498942)+W(4,-1131262448,-1111010692,1047843748,-1113301822)+W(5,1016529300,-1115955576,-1135856481,-1146605522)+W(6,-1129444600,-1117326476,1022819536,-1119691028)+W(7,-1136239801,-1121250556,998047364,-1135792457);WS(-1107513792,1064663354); +sum1=W(0,1030862455,-1113532308,1032378968,-1123071015)+W(1,-1161118946,1021510766,-1127591630,1009770420)+W(2,1040244826,-1091621085,1051734861,-1107582956)+W(3,-1104300038,1046262406,1034822530,-1108820108)+W(4,-1102940181,1054782000,-1095483267,-1125175670)+W(5,-1135077628,1019068110,1031948820,1025488559)+W(6,-1135539484,1036941280,-1172984259,-1126076542)+W(7,1011863892,-1128724830,-1120336759,1036426604);sum2=W(0,-1135206239,-1140752647,1022777359,974924014)+W(1,-1139065871,-1123380440,1021581075,-1133276463)+W(2,1026230428,988696695,-1122295168,1029689087)+W(3,1025917606,-1092786651,-1085937537,-1140169471)+W(4,1027050280,1049996339,1032573953,-1135329695)+W(5,1013849783,1057784826,-1130048007,-1124883951)+W(6,1016077019,1033822297,1032545188,1011238415)+W(7,-1127829351,1034470972,-1137094527,1001568686);WS(1058918200,-1121082995); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][0] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[5][2] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[5][3] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[6][0] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[6][1] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[6][2] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[7][0] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[7][2] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[7][3] = HOOKED_texOff(vec2(4.0, 2.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1123354974,-1118620174,1016130204,-1103968288)+W(1,-1101453425,-1117908518,-1122284590,-1122818124)+W(2,-1112248839,1024662558,-1087068557,1048182784)+W(3,1059583965,-1119323982,1027638054,-1137723992)+W(4,1046299686,1028038478,1063313277,1047279381)+W(5,-1088182320,1034186247,-1124394588,978245507)+W(6,-1143613552,-1129268360,-1103342192,-1115088511)+W(7,1003350800,-1134684248,-1111377363,1028117438);sum2=W(0,-1162931039,-1136248556,-1115594515,-1119907402)+W(1,1022791334,1017500018,-1156766128,1014782692)+W(2,-1131063526,-1131086728,-1128443230,1044675527)+W(3,-1107588397,-1111169922,-1125594766,-1135599628)+W(4,1029801649,1031011705,1042762789,1050674207)+W(5,1009001220,-1112569685,-1148613464,-1114139175)+W(6,-1117642655,-1128864654,-1107118398,-1113986381)+W(7,-1186206458,1017255694,993928432,1007622876);WS(1038828992,1041685264); +sum1=W(0,-1114329248,995958527,-1117673776,1034401008)+W(1,1038612842,1035088196,1008781376,1029875310)+W(2,1049950910,1027336960,1060640651,1045782072)+W(3,-1098159517,-1106507532,-1124000392,-1105439902)+W(4,-1097681183,-1107326552,-1085831405,-1105157973)+W(5,1053136924,1032016120,1023707152,1034119968)+W(6,1028668144,1025858258,1033402064,-1122828000)+W(7,-1110558370,-1113173980,1012109856,-1114749520);sum2=W(0,1031315360,-1131767489,1023637252,-1107869385)+W(1,-1107666272,-1117110288,-1124350185,-1110538107)+W(2,-1099468189,-1140834082,-1100127579,1052854494)+W(3,1034036134,1024451620,1003450083,1041131277)+W(4,-1112139926,1024287080,-1117241706,1052996200)+W(5,1027811452,1027157968,-1131082337,1035032776)+W(6,1036663822,-1122285462,1038018354,-1112496415)+W(7,-1110479054,-1112615559,998992195,-1106762474);WS(-1086074680,1053637716); +sum1=W(0,-1121345387,-1148805338,-1136570733,1049266593)+W(1,1027081787,-1133439181,-1158465386,-1120818857)+W(2,1042002951,-1165378922,1052460699,-1094571489)+W(3,-1124281856,1040734807,-1121708851,1035650578)+W(4,-1113042450,-1115297518,-1107443934,-1098765182)+W(5,1043313411,1006695533,1016359031,1027853163)+W(6,-1121398619,991217235,-1117268427,1036113926)+W(7,-1136658365,-1112513138,1021173351,-1106476275);sum2=W(0,1026517575,1017334370,1051558711,1071692777)+W(1,1049822619,1020207734,1022251878,1019995718)+W(2,-1170492850,1003954710,-1096673587,-1077357700)+W(3,-1098179385,996694924,-1122577241,1015494226)+W(4,-1138816415,-1132363566,-1136175651,-1098960792)+W(5,-1116986501,1003290486,-1141894102,-1126828734)+W(6,-1143472678,998846550,-1124275402,1018703670)+W(7,1007812651,1007766851,1009415395,-1163222937);WS(1051521136,1027207116); +sum1=W(0,-1122694020,-1121133108,-1102175837,-1116351908)+W(1,1045518980,1009393969,1008379217,1015772516)+W(2,1010830545,-1124202632,1057246783,1026322980)+W(3,-1089509425,1025178484,-1117338572,1009646833)+W(4,-1124291704,1037913146,-1093542759,982577970)+W(5,1055793637,-1118947636,1001093793,1001810977)+W(6,1018062184,-1116091286,1041281977,-1125394504)+W(7,1008755233,-1127575032,1015898776,-1121163492);sum2=W(0,-1137495011,1013616911,-1135578111,1029346938)+W(1,1017473747,1012413655,-1133405571,1008139351)+W(2,-1135527491,-1123650952,1013443151,-1114797945)+W(3,-1122100892,-1128721387,-1166794345,-1156685818)+W(4,1027730022,1024465134,1049128967,1068130737)+W(5,1046423571,-1143058109,1020545683,-1126785325)+W(6,-1118108263,-1128775579,-1098008683,-1080443718)+W(7,-1101482344,-1137148015,-1128178767,991435034);WS(1057767608,-1132080751); +sum1=W(0,1026028453,1026017621,-1117947285,1048679017)+W(1,1025261389,1011196341,1015828970,1025013027)+W(2,1025766741,-1135552917,1051769667,-1083959172)+W(3,-1120826122,1045191525,1028389741,1039505775)+W(4,1035118319,1040474693,-1111744027,-1084413328)+W(5,1049618505,-1110336171,1028257397,-1123719333)+W(6,1012106581,-1138611630,1030333189,1045191121)+W(7,-1122181545,1030480605,1027514349,1020294666);sum2=W(0,1017587161,1028118553,1008167722,1005112948)+W(1,-1125344655,1015776789,-1148301500,-1138850406)+W(2,-1101123140,-1103020887,-1099714612,1049070164)+W(3,1032013714,1022049457,1009340114,-1167693540)+W(4,1040188371,1022642341,1039093756,1046164698)+W(5,-1111525569,-1098832696,-1115917000,-1103378287)+W(6,988296658,1010063898,1026403646,1033545355)+W(7,1002132020,1037334715,-1139728254,1035581889);WS(-1099372256,-1088618788); +sum1=W(0,-1112538182,-1113349022,-1103996671,1024020908)+W(1,1046614908,-1111225386,-1110537326,-1114146165)+W(2,1048693927,1033711782,1064716592,-1143605597)+W(3,-1085173359,1004694493,-1108087402,-1138402062)+W(4,-1112344546,-1129092599,-1086749016,1044926535)+W(5,1062252083,1040479887,1034104622,1042110371)+W(6,-1109099742,-1110127398,1032699126,-1121424940)+W(7,-1130166943,-1106709441,-1120726228,-1106064827);sum2=W(0,987083788,-1144106823,-1120467381,-1121977305)+W(1,-1118651341,-1162389292,-1152635694,964510307)+W(2,1013472954,-1131186779,-1139561796,1044091298)+W(3,1038343490,-1115306287,-1155962630,-1117365756)+W(4,-1120418118,-1122269098,1038342084,1042996066)+W(5,-1118476220,-1128689408,-1132569906,-1141833923)+W(6,979955865,-1163904780,-1115615181,-1127292875)+W(7,-1123141745,1014320394,-1135582470,1008840046);WS(1041282784,1044242623); +sum1=W(0,-1119885764,-1119816052,-1100880653,-1113812594)+W(1,1046531310,1015358999,1005085853,1021011107)+W(2,-1171512555,-1121861252,1057266723,1010135439)+W(3,-1089952515,1031135156,-1115226950,1003139037)+W(4,1003864029,1040963149,-1094412795,-1118004569)+W(5,1056310444,-1114099002,1015234855,992693307)+W(6,1025494836,-1113504879,1043843337,-1125989575)+W(7,-1156936827,-1122714492,1003362397,-1120612644);sum2=W(0,1005317381,-1143827754,1019060164,1009279342)+W(1,1014092605,-1131000233,1012779564,-1137528453)+W(2,-1142619324,1012902153,-1114788024,-1098688460)+W(3,-1120377499,1017453102,-1139793504,-1147729078)+W(4,-1126266146,-1128784654,-1094218173,-1078812823)+W(5,-1099532818,1007638067,-1130333980,1018177647)+W(6,1026462555,1020893616,1054132458,1070492026)+W(7,1048935725,1011358224,1015734963,987943782);WS(1046635232,1024078131); +sum1=W(0,1002735212,1025138813,1017042555,-1132524982)+W(1,1031803657,1033606155,1021596219,1015508823)+W(2,1035063871,1034039879,1044122447,-1110416695)+W(3,-1092481954,-1094320024,-1107502027,-1103391009)+W(4,-1097977761,-1105608655,-1094991056,1051547730)+W(5,1050188814,1047410847,1031346589,1046101811)+W(6,1040314319,1035664624,1038536855,-1114843703)+W(7,1003107468,1019470987,1021345835,-1136683190);sum2=W(0,-1096475926,-1112281069,-1116645717,1041647377)+W(1,-1113263240,1023473494,-1117017643,1039764966)+W(2,1044036812,-1112231286,-1111398905,-1096068583)+W(3,1026411348,-1114320784,-1138574198,-1104710548)+W(4,1052862983,1024115789,1051331710,1038036111)+W(5,1042458641,1028002558,1037890580,-1106844581)+W(6,-1106234474,-1121785528,-1130292776,1037359643)+W(7,-1111704128,-1123406807,-1109714921,1041123403);WS(-1088554040,-1076674880); +sum1=W(0,1026292820,1016736263,1042339025,-1110236986)+W(1,-1103961368,1016313655,-1151588920,1014755782)+W(2,-1132973070,1034501898,-1089525132,1037427962)+W(3,1056478885,-1118983748,1038469390,-1123320716)+W(4,-1144171612,-1110973538,1052671191,-1123890785)+W(5,-1092344862,1041641985,1010979982,1017396903)+W(6,-1130131975,1028857234,-1108906970,-1112145786)+W(7,1002874044,1025897228,-1130905399,1033705562);sum2=W(0,1013915195,1007730851,981970521,1028189234)+W(1,-1121038101,-1142484934,-1146368902,1010322539)+W(2,-1133182691,1024414743,-1111248658,1040952978)+W(3,-1109339192,-1094377458,-1116592821,-1112421528)+W(4,-1127318198,-1121307593,1035588225,1057294107)+W(5,-1107404728,1024397525,-1118541421,1019759378)+W(6,1020584890,1005058566,-1124411850,1029625115)+W(7,1026110889,1023925523,-1140327971,-1199698720);WS(1063581112,1015292283); +sum1=W(0,-1123806598,-1124445804,1036776315,-1112186771)+W(1,-1102837698,-1117642958,-1137018200,1010580432)+W(2,-1125096044,1037634467,-1083793455,-1098422117)+W(3,1058965073,-1106625757,1036181095,-1127761788)+W(4,1046804719,1028314614,1064148787,1034155462)+W(5,-1089226130,1037373467,994321759,1021285644)+W(6,-1117498166,1006823135,-1106689849,1004978479)+W(7,1033810693,1029436414,-1119765454,1034713459);sum2=W(0,-1127012521,-1129458054,-1134632819,-1113739078)+W(1,-1106078947,-1115241196,-1122814807,-1119046895)+W(2,-1110373665,-1122115974,-1118435057,1041258512)+W(3,1025961773,1041055451,1025056413,1029845331)+W(4,-1121983257,-1121551577,-1107711610,1043546644)+W(5,1048226293,-1131486243,-1139476701,1018415015)+W(6,1021812843,1015201109,1039413537,-1127386873)+W(7,-1110385416,-1135801459,-1132245806,-1140149017);WS(-1109010880,-1087548956); +sum1=W(0,1034947768,1034343312,1016751552,1019661856)+W(1,-1126501287,1017025648,1030724160,-1140792121)+W(2,-1095012676,-1102610188,-1096454908,-1091443170)+W(3,-1131030249,1042942296,1019936112,1024647464)+W(4,1046023882,1039446704,1042564604,-1105694067)+W(5,1044246468,-1103700296,-1141422594,-1107855416)+W(6,1029737824,1025692706,1038373096,1039271048)+W(7,1012879825,1041317114,1029263800,1041193844);sum2=W(0,1034034732,-1113997103,1028771217,1025456143)+W(1,1035315492,-1102403849,1018212015,-1099438501)+W(2,-1107522705,-1121503695,-1114143244,-1105773446)+W(3,-1109746606,-1106040358,-1106459627,1039219872)+W(4,-1105460279,1038975878,1032873918,1059420344)+W(5,1040681265,1046039582,1026290649,1046943722)+W(6,1021740679,-1112744336,-1121564954,1024971971)+W(7,-1122379806,-1106873869,-1130313815,-1105420350);WS(-1086299832,-1077288694); +sum1=W(0,1021716686,-1132921948,-1113901292,-1108835908)+W(1,1023078294,965138311,998651320,-1130194922)+W(2,-1099039878,-1108540692,-1158126306,1055092577)+W(3,-1089051407,-1113759276,-1107695832,-1113503632)+W(4,-1111509136,1021468846,-1096197083,1062013047)+W(5,1050708993,1022391342,-1133490396,991635057)+W(6,1039618828,-1131678690,1041516082,-1118733319)+W(7,-1122936235,1015065790,997649137,1023538631);sum2=W(0,-1133976495,1027343155,-1149877867,-1119506980)+W(1,-1126385541,1016526837,994153115,-1140785051)+W(2,1035891239,1030599513,1037590422,1054189655)+W(3,1041308688,-1112736561,1004824957,-1120347934)+W(4,-1130801609,-1108453664,1012747883,-1119322812)+W(5,-1107379808,-1119223720,-1116360142,-1129452107)+W(6,-1113698362,1016406968,-1108226898,-1120928356)+W(7,1016225738,988482485,1018050885,-1117792638);WS(-1113279936,1066223903); +sum1=W(0,-1128171420,-1141738481,-1138940153,1044160156)+W(1,1020686276,-1129655596,964173357,-1123239900)+W(2,1040261344,-1140107833,1050703688,-1100167260)+W(3,-1130335589,1035637471,-1124525100,1032644739)+W(4,-1112013315,-1116929726,-1108200895,-1100730273)+W(5,1040782300,1024316286,1014134393,1029624526)+W(6,-1123695998,-1154978689,-1123177006,1034288823)+W(7,-1141423761,-1114187043,1013984857,-1108229911);sum2=W(0,-1115606620,-1125272644,-1099614716,-1080575150)+W(1,-1102155153,-1122847678,-1123394906,-1129056732)+W(2,1021458196,1017345212,1047257730,1068148121)+W(3,1044966894,1026244022,1017049220,1010161976)+W(4,1009639320,1016051020,-1120838650,-1113655261)+W(5,-1132238288,-1130782536,967940860,1004223696)+W(6,-1131253088,-1143902384,1020803060,1032085971)+W(7,1016311348,-1137376840,-1137115752,-1136984808);WS(1060545080,-1126581603); +sum1=W(0,1032630360,1037657648,1043836232,1037448680)+W(1,976149203,1031833596,1031675647,1025282125)+W(2,-1112268976,-1128752350,-1090205186,1048595306)+W(3,1057651571,1035187792,1034806588,1043419290)+W(4,1045186906,1032285712,1053340438,-1094666759)+W(5,-1082657749,-1092127852,-1104761760,-1096441814)+W(6,-1125010622,1029508223,-1108078856,1041691860)+W(7,1042698525,1040118132,1033087420,1034587656);sum2=W(0,-1123698886,-1126365381,-1135914762,-1121651762)+W(1,-1118625490,-1122087574,-1147908244,-1134045690)+W(2,1034075649,1026991402,1019253181,1047572688)+W(3,1035108181,-1115886918,1016718341,-1117034488)+W(4,998149095,-1118780236,1023543366,1038479879)+W(5,-1114677625,1011684618,-1132109957,-1137057610)+W(6,-1113635181,-1168196508,-1114469118,-1145545780)+W(7,992781287,-1139655050,-1142844852,1007905050);WS(-1083899832,-1105526146); +sum1=W(0,1026357515,-1139718894,1044187583,-1105573131)+W(1,-1104526300,-1119529939,-1125768375,-1132776678)+W(2,-1119744955,-1125720471,-1092285679,1062437883)+W(3,1058460257,1022150135,1033366698,1009731342)+W(4,-1117075907,-1106102943,1048719011,1052836221)+W(5,-1089717563,-1123085499,-1114009838,-1112611206)+W(6,-1111407198,-1152407445,-1107209883,-1107292779)+W(7,-1122559055,-1119739267,-1119196243,-1129505495);sum2=W(0,-1110807022,-1129400032,-1105612607,-1123619892)+W(1,-1131262448,1016529300,-1129444600,-1136239801)+W(2,1025172792,-1117035240,1035443403,-1135427545)+W(3,-1111010692,-1115955576,-1117326476,-1121250556)+W(4,1033543849,999654946,1039345667,1053020794)+W(5,1047843748,-1135856481,1022819536,998047364)+W(6,-1123816828,-1144812946,-1120747576,-1113498942)+W(7,-1113301822,-1146605522,-1119691028,-1135792457);WS(-1107513792,1064663354); +sum1=W(0,1030862455,-1161118946,1040244826,-1104300038)+W(1,-1102940181,-1135077628,-1135539484,1011863892)+W(2,-1113532308,1021510766,-1091621085,1046262406)+W(3,1054782000,1019068110,1036941280,-1128724830)+W(4,1032378968,-1127591630,1051734861,1034822530)+W(5,-1095483267,1031948820,-1172984259,-1120336759)+W(6,-1123071015,1009770420,-1107582956,-1108820108)+W(7,-1125175670,1025488559,-1126076542,1036426604);sum2=W(0,-1135206239,-1139065871,1026230428,1025917606)+W(1,1027050280,1013849783,1016077019,-1127829351)+W(2,-1140752647,-1123380440,988696695,-1092786651)+W(3,1049996339,1057784826,1033822297,1034470972)+W(4,1022777359,1021581075,-1122295168,-1085937537)+W(5,1032573953,-1130048007,1032545188,-1137094527)+W(6,974924014,-1133276463,1029689087,-1140169471)+W(7,-1135329695,-1124883951,1011238415,1001568686);WS(1058918200,-1121082995); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns16, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns16-win8x6.glsl b/shaders/nnedi3/nnedi3-nns16-win8x6.glsl new file mode 100644 index 0000000..38d0503 --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns16-win8x6.glsl @@ -0,0 +1,226 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1126897990,1027745880,1024250604,1024642508)+W(1,-1121959908,-1149906049,-1130469888,-1121396864)+W(2,1039079928,-1107295041,-1147395201,-1126556538)+W(3,-1113607518,1041026790,1022159130,1044630722)+W(4,-1107136294,1005058137,-1116173177,1042195560)+W(5,-1098313415,999141354,1019497054,1007702352)+W(6,1015526727,1018714920,1042189511,-1106681307)+W(7,1035880216,-1121374916,-1133977224,1026239260)+W(8,-1106606352,1038936227,-1124106064,1025050132)+W(9,990390561,-1131068140,1013770942,-1122507740)+W(10,-1136584888,-1135809122,-1122292152,1015308851)+W(11,-1122039043,1031978820,-1116330759,1018900008);sum2=W(0,1017133506,1011515348,-1139818306,-1123730089)+W(1,996184056,-1138856554,1023321012,1029416248)+W(2,-1115999672,1020129658,1015618084,1007066512)+W(3,-1119553894,1057587887,-1090489276,-1109933138)+W(4,1016266760,-1145378916,-1112177411,1071604647)+W(5,-1079392139,-1097028615,1028448562,1008681896)+W(6,-1165256880,1051025857,-1098617840,-1105405946)+W(7,-1155286464,1000343320,-1133574805,1035052104)+W(8,-1139515542,-1135392452,-1138601606,991053648)+W(9,1020043526,1010374724,-1121583660,-1142174380)+W(10,997185888,-1155288808,-1135761830,1018728192)+W(11,1024878156,1002597928,-1131188096,-1132781834);WS(1018288640,1027735986); +sum1=W(0,1012158232,-1178449286,1044498160,-1128542910)+W(1,-1115962871,1002517720,1006778572,-1114624234)+W(2,1032943202,1027108853,1017365062,964628492)+W(3,1025063871,-1104570115,1059928494,-1088743921)+W(4,1032615126,-1134936888,-1156175041,1028919475)+W(5,-1097612337,-1106124541,1026836706,-1146238776)+W(6,1010747802,1034856692,-1085331503,1059914122)+W(7,-1114177498,1020458158,-1140348884,-1127457566)+W(8,1031833306,1032056909,-1122073627,1016604174)+W(9,1020162890,-1122825993,-1119592595,1033999672)+W(10,1022377282,998219705,-1172026051,-1115773453)+W(11,1038136595,1027508251,-1129465364,1023799671);sum2=W(0,-1126840972,-1130460798,1019075916,1017322604)+W(1,-1131054760,-1131047996,-1145399745,985194115)+W(2,-1120812206,-1129997452,1006903064,-1143360737)+W(3,-1139273136,-1112997847,-1139625904,1042717692)+W(4,-1114175000,-1130986946,991527106,-1120456092)+W(5,1043975251,1051048254,-1113881740,1007107280)+W(6,-1135317632,1001121889,-1150833602,-1121880440)+W(7,978663174,-1143215153,-1139461992,1017866680)+W(8,-1128878392,-1112673669,1026044394,-1125685806)+W(9,-1129486378,1006765920,-1133504840,-1126929736)+W(10,1014584312,-1144361281,995542402,1000306721)+W(11,-1142139489,-1114488494,1007041936,-1134951296);WS(1042433344,-1111851638); +sum1=W(0,-1128612156,-1112658226,-1119638967,1043958886)+W(1,-1120465263,-1128976934,-1139940268,-1123380939)+W(2,-1126908022,1033805831,-1115346894,-1142120768)+W(3,-1122042583,-1128727592,-1097703246,1057665642)+W(4,-1104545545,1005565040,984858240,-1107767030)+W(5,1052387104,1046318672,-1108167869,-1148354296)+W(6,999630836,-1114896432,1054789077,-1095395475)+W(7,1029397739,-1133849404,-1146630760,-1115281716)+W(8,1030603948,-1117224401,-1163176544,-1117808895)+W(9,-1126512698,-1129996802,1028419819,-1123618471)+W(10,-1117439993,1013349902,996431920,-1123547845)+W(11,1026334318,-1113258842,-1134051464,-1120421311);sum2=W(0,1022431497,-1109389142,1004613154,1028727631)+W(1,1029503922,-1132574761,-1132240188,-1119299282)+W(2,-1139248009,-1129989652,-1140046689,-1114039002)+W(3,1024165374,-1107432916,1041447926,1047487962)+W(4,1017218352,-1135952741,-1114822837,1044244351)+W(5,-1108646182,-1100679909,1040665470,-1123756570)+W(6,-1120729932,1031006195,1047688354,-1126089152)+W(7,-1120804126,-1148002498,-1124855948,983982854)+W(8,1009435309,1033956847,-1107003694,1028342876)+W(9,-1126342960,-1158996358,-1122846542,-1123334894)+W(10,-1140927562,-1117057946,-1128289576,-1121099750)+W(11,1036127241,1039673953,-1102421772,1026336008);WS(1015433728,1058400049); +sum1=W(0,-1139873791,1031161269,-1113693508,1033801204)+W(1,-1119172737,-1143910182,-1133909491,1032977294)+W(2,-1112917766,-1131731326,989007258,1019358132)+W(3,1023506921,-1116372870,-1116140698,1045725159)+W(4,-1122523445,1008313039,-1230944644,1035249566)+W(5,-1103376612,-1102794347,1044071755,-1115540344)+W(6,-1118840528,-1120831281,1044830734,-1116748777)+W(7,1030473357,-1126204226,1028378783,-1114963068)+W(8,-1141442286,1032646513,1018738506,-1118552369)+W(9,-1121050287,1032892305,1023234585,-1112562780)+W(10,1021910870,1016154651,1033465034,-1105610222)+W(11,1034039600,1030129285,-1122899972,-1124368226);sum2=W(0,-1138428449,-1158711528,-1124467432,-1140697417)+W(1,1030243467,1012442941,992976916,1013039401)+W(2,-1130455464,-1123518198,1033499227,975746961)+W(3,-1142924106,-1128734961,-1113146735,-1099387353)+W(4,1051222006,-1122081826,976851025,1036130613)+W(5,-1097860430,-1077268149,1072898808,-1117904739)+W(6,989093448,1010050489,-1108810723,-1091225653)+W(7,1056060393,-1131990027,997652548,-1137359275)+W(8,-1122996798,1032494444,1025590581,951236744)+W(9,-1153131756,990210276,-1140348735,-1115493835)+W(10,1025171621,1006284898,-1134977059,-1138876101)+W(11,-1127238416,1018469149,1026307569,-1146863422);WS(-1143089152,1030017260); +sum1=W(0,1012276081,-1116644609,1019444907,-1124688427)+W(1,1029853709,-1130860131,1001605962,-1127223379)+W(2,-1119160665,1035777366,-1136557285,-1130309965)+W(3,1024406997,-1109637089,1048989101,-1098625404)+W(4,1038057505,-1130883561,-1155861797,-1115433381)+W(5,1044433671,1006101820,-1111190908,1009046005)+W(6,-1155627981,1036571679,-1098184025,1048780603)+W(7,-1112291813,1025361773,-1122534699,1028189701)+W(8,1039597237,-1104960796,-1130076067,1018788475)+W(9,1018348791,-1126280255,-1117935161,1029641477)+W(10,1012573277,-1125993892,-1120990241,1036379833)+W(11,-1136463217,-1111599465,-1154886405,1020397819);sum2=W(0,-1153319600,1008405084,-1118973116,-1140784820)+W(1,1012585128,1010769460,-1147284080,985822624)+W(2,1010505984,-1129308604,1021293048,1001814848)+W(3,1008968960,-1142311064,-1101248908,1037448945)+W(4,1024969278,-1160749952,995456320,1022276922)+W(5,-1089187936,1057794596,1033366347,-1123619202)+W(6,-1140178660,-1140411728,-1109859050,1029773785)+W(7,1024400778,-1136545168,-1146954776,1005012008)+W(8,1017518401,1015531414,1007802556,1000322872)+W(9,-1142030464,1003782736,982409184,974134143)+W(10,1003482728,-1152799248,-1170856127,1006946188)+W(11,995727232,960534268,1009923956,985284128);WS(1064472528,-1121594920); +sum1=W(0,-1142654991,1027230343,-1112807213,1027061019)+W(1,-1128825126,-1164359388,-1143599223,1032290711)+W(2,-1113392623,1016010466,991342574,1014490160)+W(3,1014568428,-1136037408,-1115590690,1034098395)+W(4,1008695068,-1148094031,1010500896,1002050167)+W(5,-1113734161,-1112872467,1027642302,-1127829894)+W(6,-1124387333,-1122938499,1038834309,-1130883382)+W(7,1013984188,-1138058188,1020884834,-1120250507)+W(8,1029912912,1015162858,1015817710,-1124941766)+W(9,-1131205634,1025589157,1019867389,-1123484555)+W(10,1015459258,1008886302,1026841191,-1110863224)+W(11,1031947569,1019435182,-1129521612,-1130075526);sum2=W(0,1003807591,-1154115373,1000124719,1017182228)+W(1,-1126980607,-1130234859,-1147429191,-1139843175)+W(2,1001833687,1024488826,-1116401990,987658746)+W(3,1002635095,1018649088,1008095031,1040714709)+W(4,-1105844805,1013729967,-1132089351,1016729308)+W(5,-1105992985,1063780536,-1085442794,1024604622)+W(6,-1147602519,1024344696,1014141127,1047200342)+W(7,-1101306502,995366957,-1151072125,-1155997437)+W(8,-1132427785,1020609216,-1122913939,-1147894927)+W(9,964968041,1001714367,-1141957575,1023684454)+W(10,-1125194898,-1146690231,1011860423,-1141691791)+W(11,-1139390003,1017456200,-1128761080,-1146063807);WS(1061878800,-1131153991); +sum1=W(0,-1123872727,1015115512,-1099302516,1041224340)+W(1,-1144166978,-1171049230,1018625288,1031144036)+W(2,-1102371221,1009910425,1014687697,1022902338)+W(3,-1127640224,1036357847,-1085394744,1052022073)+W(4,-1115552350,-1132534141,1026350045,-1108974562)+W(5,1059569738,1058525661,-1125187302,1016189168)+W(6,1013916191,-1107191102,1050617832,-1088226291)+W(7,1037730450,-1123531112,1018183052,1006433282)+W(8,1032504563,-1097316565,1040234099,-1127405808)+W(9,-1145362866,1014427177,1031877738,-1109508096)+W(10,1015825508,1018548825,1016048056,1026198990)+W(11,1033421596,-1098228398,1035235966,-1137247201);sum2=W(0,-1131301730,1031269327,-1127010401,-1109842974)+W(1,-1181736700,-1180777340,973798558,-1131640108)+W(2,1028981651,-1125259759,-1167651134,-1160957999)+W(3,-1127780866,1013454096,-1149526184,-1113692773)+W(4,-1123287814,993986728,1013478572,-1109509101)+W(5,1051779317,1047088883,-1109788940,1020962386)+W(6,-1160424319,-1117315078,1028380081,-1134194124)+W(7,-1115287133,-1136947718,-1135840779,-1131160392)+W(8,-1137527992,1028175261,-1121515979,-1138138790)+W(9,-1164912671,-1145619912,998238336,1018886164)+W(10,-1125209194,-1152989064,-1138738786,-1127332243)+W(11,-1148504424,1027237057,-1142455024,-1123011340);WS(-1146021888,1053974589); +sum1=W(0,1029642476,-1119368753,1042969521,-1095098901)+W(1,1046685039,984849429,1013890275,-1134074211)+W(2,1042359026,-1107285127,1031018217,-1135393367)+W(3,-1176939092,1007708103,1045769551,-1096985546)+W(4,1036262392,-1139413615,1022266947,1017736689)+W(5,-1101301107,1034918881,1003810877,1024875117)+W(6,-1146466657,1027345005,-1094644679,1050538529)+W(7,-1120828825,-1172526890,1004183253,1032510570)+W(8,-1091538585,1051699648,1011534979,1017671961)+W(9,-1160650069,1019378973,-1107179580,1036824506)+W(10,-1133351451,-1160823333,-1127783457,1031489314)+W(11,-1095508207,1048776768,1035618600,1006585957);sum2=W(0,1031363252,-1091101506,1048232756,1057852755)+W(1,-1095952784,1016290300,1030774484,1001500224)+W(2,-1110436898,-1132290932,-1131305343,-1126601761)+W(3,1015165558,-1110787951,1016237906,1043794074)+W(4,-1113356328,1003743696,1007437656,965388167)+W(5,1014973676,1047525730,-1152923833,1022650220)+W(6,1020087968,1003188992,-1123006886,1011818344)+W(7,-1111245491,1021501454,-1158035650,1041338676)+W(8,-1105090874,-1129296549,-1131940021,1017537464)+W(9,-1137051446,-1134903850,-1123217223,1034851396)+W(10,-1117639196,-1133259176,1018262350,1033269727)+W(11,-1104724635,-1106365430,1024945328,1019937714);WS(-1077057896,-1083600334); +sum1=W(0,1017420011,1011471785,1029223422,-1116040414)+W(1,1017123181,1016511669,1014201033,1019976613)+W(2,-1126437509,1015478313,1024110818,-1167731667)+W(3,1017846781,-1138042285,1049638570,-1103217262)+W(4,1023111893,1009386661,999765850,1040273597)+W(5,-1090770241,-1087230893,1030676769,1023090125)+W(6,-1162024122,1016487629,1029091694,1046437488)+W(7,-1112046985,1020460717,985808522,1027730222)+W(8,1037672698,1024768280,-1120839802,1025489318)+W(9,1019153993,1010855969,1027546578,1028909230)+W(10,1023955584,-1134545259,1011766057,1025127228)+W(11,1025680213,1017109109,-1128064723,1027741830);sum2=W(0,1023774756,-1107003878,1020767940,-1118294055)+W(1,-1113997093,1021408408,-1152708847,1013240776)+W(2,-1108605887,-1128830540,-1139588328,-1119578529)+W(3,1005727232,-1108761818,1050907301,-1097736561)+W(4,1032528025,-1135972104,-1128030280,1032847770)+W(5,1058054639,1008347200,1039669350,-1131826954)+W(6,1004577664,1024878510,-1106188814,1049418167)+W(7,-1108856812,999382680,-1116453887,-1129071264)+W(8,1040942692,-1105809360,-1104688291,1019392776)+W(9,1020705336,-1124253692,-1115446820,1014050712)+W(10,1018266740,-1117167612,-1127775332,-1114566712)+W(11,1042743894,-1132221182,-1103534695,1022204104);WS(1034686080,-1080904524); +sum1=W(0,-1139332721,1025190657,-1143163562,1041601261)+W(1,1024768205,-1137907141,-1156631187,1024127465)+W(2,1040892278,1028605547,-1129308018,1012089369)+W(3,1023562901,1006799241,-1104914606,1052908885)+W(4,-1117860929,1019594656,1011454089,-1145135178)+W(5,-1089193318,-1091833281,1036300940,-1143330794)+W(6,1009225011,-1129417722,1043909393,-1103073573)+W(7,1040987970,992909011,1012327853,1017495114)+W(8,-1119873834,1025246703,1033652713,-1123933213)+W(9,1010687981,1027561839,-1136185891,-1124345098)+W(10,1024209623,1018355139,1010798725,1010795083)+W(11,-1118482716,1032670633,1027144528,-1123266333);sum2=W(0,998154484,-1124228589,-1132108902,-1115676434)+W(1,-1123985162,1004957466,-1136847690,1028193069)+W(2,-1123281782,-1123302060,-1132306691,1011392625)+W(3,-1120010648,1043298286,-1097765474,1027211577)+W(4,-1114822183,-1127542967,-1145824866,-1115567961)+W(5,1059221182,1034703777,-1131429597,1022587458)+W(6,1015307650,-1106126812,1048600788,-1099334080)+W(7,1029215805,-1127163397,994166396,-1111174068)+W(8,-1130476352,1015056080,1023836215,-1122559367)+W(9,1000606426,-1128437454,1026255089,-1137618020)+W(10,-1127893362,-1171736302,1010815409,-1110538383)+W(11,-1118584150,1028199647,1025007180,-1124423270);WS(-1097173920,-1100403112); +sum1=W(0,-1133792968,-1126599342,1026626987,-1109988694)+W(1,-1128510918,-1124691470,-1124511038,-1134319356)+W(2,-1112479512,-1122054529,-1138055228,-1131431128)+W(3,-1133667884,-1113753548,1051379210,-1097159959)+W(4,1031366423,-1128464692,-1126404688,-1113718896)+W(5,1058852431,1058630415,-1108453759,-1122909907)+W(6,-1129657589,1034489098,-1097104011,1049904553)+W(7,-1111244112,1006087192,-1123548289,1017816566)+W(8,1007326848,-1104990865,-1129654222,-1138955724)+W(9,-1134226372,-1122628437,-1112737379,983139170)+W(10,-1143321192,-1123473736,-1120375479,1029275393)+W(11,-1116837058,-1110311540,-1132471000,-1149064600);sum2=W(0,-1133003813,-1145103116,-1105221269,1033080040)+W(1,1016862101,-1129731365,-1170659932,1024883426)+W(2,-1117429423,1028547885,-1128891234,-1147341896)+W(3,1006656308,-1122208183,-1098340061,1042272545)+W(4,-1121562483,-1121650606,1031055883,-1101651786)+W(5,1055658740,1058321046,-1100689547,1031708925)+W(6,-1122785076,-1107240567,1035604404,-1112738821)+W(7,-1115182870,-1123396988,-1138148825,-1137951645)+W(8,-1131811521,1003752088,1026865631,-1133076983)+W(9,-1134424500,-1131665157,-1130287800,1015669581)+W(10,-1129373191,-1131162259,-1131089901,-1116779622)+W(11,-1123356625,1033205575,-1134576021,-1127933595);WS(1049422752,1064394145); +sum1=W(0,1016583527,-1106085006,995307718,1042273115)+W(1,-1113049442,1025810280,997641734,-1123841888)+W(2,1031369872,1021597381,-1122854832,1006187755)+W(3,-1129211865,1041111742,-1088517333,1058826428)+W(4,-1113933244,1019889767,-1131677043,1032245856)+W(5,-1098988005,-1105331685,1032610296,-1131685097)+W(6,1021172552,-1110939130,1058612208,-1090507155)+W(7,1037338632,-1155049030,1021691141,-1105269375)+W(8,1030057089,1043687978,-1122591528,-1134096210)+W(9,-1133007562,-1137128282,1036830720,-1120823228)+W(10,-1116248270,1025994697,1026669144,-1106745812)+W(11,1034516890,1038691348,-1117945591,-1126546729);sum2=W(0,1015668141,-1138201662,-1111996311,-1127284815)+W(1,-1125087482,1020174885,-1124041461,-1140877219)+W(2,-1116450062,-1123578506,1024732308,-1139064970)+W(3,1005775275,1027346708,-1125910350,-1106280325)+W(4,1034158307,-1133423524,1015274173,1016303395)+W(5,-1108948194,1052974100,1032925063,-1161498797)+W(6,-1138139200,-1106503093,-1104963655,1053021197)+W(7,-1107449032,-1134898868,992639399,-1117618841)+W(8,1031763952,957951850,994113735,1013272790)+W(9,-1132053353,-1115775134,1015724405,1016609913)+W(10,-1132927280,-1132485274,-1129319398,-1122071744)+W(11,1034411590,-1140595900,-1140186580,-1164791981);WS(-1101497152,-1084603877); +sum1=W(0,-1136425045,1016522037,967194407,1019848413)+W(1,-1129523533,-1142614610,-1140218249,-1157845066)+W(2,1029505522,-1119357636,-1140249161,-1135395837)+W(3,-1121565262,1035402982,1022903246,1027088345)+W(4,-1121932442,-1148904362,-1122160667,1027884002)+W(5,-1107598171,1024422013,-1127296803,1002411186)+W(6,1006883159,1025282390,1025270942,-1117602990)+W(7,1030372258,-1130529549,-1132497425,1022271101)+W(8,-1120772739,1030415880,-1129818261,1018540973)+W(9,1004502690,-1138792353,-1154700189,-1171556244)+W(10,-1138666305,-1138856043,-1128604789,995143101)+W(11,-1128284203,1025955498,-1121511513,1011955033);sum2=W(0,-1126668299,-1131366283,1024971228,1000957181)+W(1,-1151515419,1005199725,-1137964827,-1117612139)+W(2,1034620123,-1119890411,-1145021381,-1136862175)+W(3,1015963121,-1097765254,1049249869,1026062254)+W(4,1001872029,1007955643,1030757650,-1083955387)+W(5,1064229708,-1107214224,1026637176,-1125717658)+W(6,-1137547503,-1103492737,1047078464,-1122275403)+W(7,1027173860,-1169614250,997720155,-1118797430)+W(8,1017921725,1016072153,-1135832789,923654805)+W(9,-1132279825,-1131387718,1024786888,-1133941049)+W(10,-1148432117,1002011725,-1152589275,-1140632131)+W(11,-1144191965,996433547,-1140699475,1005736109);WS(1059552336,-1136539026); +sum1=W(0,990367896,1041343484,-1096612504,1033353841)+W(1,-1125599349,1028944863,1010957914,1036710283)+W(2,-1107358947,1029016441,-1132821402,1024290996)+W(3,-1154541352,1045269292,-1087221074,1042554433)+W(4,-1154580200,1023892422,1017372383,-1112141659)+W(5,1058232297,1029783110,-1114120867,1023410731)+W(6,1026284586,-1116984235,1051438086,-1087458720)+W(7,1033522371,-1144215764,1015461809,1018013925)+W(8,1047713030,-1095293300,1032365167,-1144750420)+W(9,1014364322,1006339428,1032067931,-1114380761)+W(10,1004597796,1001346936,1021777309,1032228520)+W(11,1045851190,-1099415088,1030006574,-1130073781);sum2=W(0,-1153914788,-1101809160,1052877341,1046574229)+W(1,-1095334336,1023520281,-1126180245,-1115520194)+W(2,1022007580,1000424166,-1113807813,1021218858)+W(3,995844276,-1114410922,1055965696,1034680258)+W(4,-1109583292,1008634443,-1141303142,1033573989)+W(5,-1098900400,-1098051352,1033797491,-1115608949)+W(6,1026951758,998799030,1023481081,1045079279)+W(7,1032986287,1032307290,990856044,-1110191966)+W(8,1023185808,-1106708743,1025876178,-1128938562)+W(9,1004850742,-1129252703,1031073312,984863273)+W(10,-1137844345,1017335440,1015235936,1016759632)+W(11,-1104219784,-1103050031,1038371038,1020607644);WS(-1080660584,-1085825159); +sum1=W(0,1013708199,-1123370319,-1145658646,-1118786339)+W(1,1028171867,-1144908790,998525366,-1131079022)+W(2,-1111041043,1035331132,1017605134,-1131113128)+W(3,1026247587,-1110742584,1047524760,-1095527502)+W(4,1042485668,-1130744068,1009982783,-1113918027)+W(5,1038280501,1041941518,-1110999603,992723116)+W(6,-1136883881,1032009669,-1096311074,1051037928)+W(7,-1106204846,1025830203,-1128223794,1025751155)+W(8,1042402294,-1106649743,-1132447358,1017749654)+W(9,999596614,-1126831290,-1118872454,1032615945)+W(10,1002160934,-1127230527,-1126850910,1033490448)+W(11,1023947050,-1111971999,971034337,1018668086);sum2=W(0,988660617,1017543700,1015794522,-1133704409)+W(1,1003471274,-1140119133,-1145776834,1002138986)+W(2,1001599498,1024621822,-1135257421,-1136500105)+W(3,-1133422913,1031822055,1041494739,-1102581932)+W(4,970658596,-1163479081,-1126488793,1032911160)+W(5,1056510750,-1089051586,1026713544,1009057465)+W(6,999416722,1018658069,1023998101,-1111744235)+W(7,945757471,1000517690,999055930,1007351961)+W(8,-1138508317,1009295285,998080468,-1137960905)+W(9,987033481,-1162261577,991201876,-1140892226)+W(10,-1156050276,-1186683976,-1179419172,999395634)+W(11,-1141702058,-1147317506,1007988669,-1146609818);WS(1064784784,-1120346387); +sum1=W(0,-1150678408,1015721531,1049255678,-1099108228)+W(1,-1149551256,-1136953142,1000581420,-1110077251)+W(2,1043607805,-1107416484,1017163947,-1140022794)+W(3,1006062348,-1107299655,1059242626,-1089544734)+W(4,1023526494,-1139533474,1015088861,-1132691862)+W(5,-1123916922,-1130977491,1022505321,1012221798)+W(6,-1136518116,-1148196556,-1096371932,1057929313)+W(7,-1104456865,1014035238,-1126533711,1013224070)+W(8,-1100407642,1048500643,-1111675367,1026165050)+W(9,1012432222,-1124886999,-1132580564,1035479729)+W(10,-1127245287,-1136458552,-1122704190,1014270588)+W(11,-1102354822,1044504531,1007459698,1017479699);sum2=W(0,-1140771860,1031694512,-1104948969,-1115570202)+W(1,1040745971,-1127298441,-1125513054,-1122230843)+W(2,993388690,1042093481,-1111499166,995262946)+W(3,-1131667695,979286214,1026183534,1042830623)+W(4,-1119680402,1002124441,-1131288705,1025077104)+W(5,-1111209187,-1112764939,982469091,-1123012516)+W(6,978159878,-1108853537,1041617383,1043422569)+W(7,-1120447085,-1129740789,1012596136,-1102087836)+W(8,1045410736,1034771561,-1109907689,-1125016939)+W(9,1011933560,-1117751010,1030126174,1014235016)+W(10,-1127258987,1004566649,-1121534607,-1113389694)+W(11,1044425994,1025820984,-1115100280,-1119639931);WS(-1088649680,1067112300); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -2.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-3.0, 3.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[4][0] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[4][1] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][0] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[9][1] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[9][2] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[9][3] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[10][2] = HOOKED_texOff(vec2(4.0, -2.0)).x; +samples[10][3] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[11][0] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[11][1] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[11][2] = HOOKED_texOff(vec2(4.0, 2.0)).x; +samples[11][3] = HOOKED_texOff(vec2(4.0, 3.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1126897990,-1130469888,-1113607518,-1116173177)+W(1,1015526727,-1133977224,990390561,-1122292152)+W(2,1027745880,-1121396864,1041026790,1042195560)+W(3,1018714920,1026239260,-1131068140,1015308851)+W(4,1024250604,1039079928,1022159130,-1098313415)+W(5,1042189511,-1106606352,1013770942,-1122039043)+W(6,1024642508,-1107295041,1044630722,999141354)+W(7,-1106681307,1038936227,-1122507740,1031978820)+W(8,-1121959908,-1147395201,-1107136294,1019497054)+W(9,1035880216,-1124106064,-1136584888,-1116330759)+W(10,-1149906049,-1126556538,1005058137,1007702352)+W(11,-1121374916,1025050132,-1135809122,1018900008);sum2=W(0,1017133506,1023321012,-1119553894,-1112177411)+W(1,-1165256880,-1133574805,1020043526,-1135761830)+W(2,1011515348,1029416248,1057587887,1071604647)+W(3,1051025857,1035052104,1010374724,1018728192)+W(4,-1139818306,-1115999672,-1090489276,-1079392139)+W(5,-1098617840,-1139515542,-1121583660,1024878156)+W(6,-1123730089,1020129658,-1109933138,-1097028615)+W(7,-1105405946,-1135392452,-1142174380,1002597928)+W(8,996184056,1015618084,1016266760,1028448562)+W(9,-1155286464,-1138601606,997185888,-1131188096)+W(10,-1138856554,1007066512,-1145378916,1008681896)+W(11,1000343320,991053648,-1155288808,-1132781834);WS(1018288640,1027735986); +sum1=W(0,1012158232,1006778572,1025063871,-1156175041)+W(1,1010747802,-1140348884,1020162890,-1172026051)+W(2,-1178449286,-1114624234,-1104570115,1028919475)+W(3,1034856692,-1127457566,-1122825993,-1115773453)+W(4,1044498160,1032943202,1059928494,-1097612337)+W(5,-1085331503,1031833306,-1119592595,1038136595)+W(6,-1128542910,1027108853,-1088743921,-1106124541)+W(7,1059914122,1032056909,1033999672,1027508251)+W(8,-1115962871,1017365062,1032615126,1026836706)+W(9,-1114177498,-1122073627,1022377282,-1129465364)+W(10,1002517720,964628492,-1134936888,-1146238776)+W(11,1020458158,1016604174,998219705,1023799671);sum2=W(0,-1126840972,-1145399745,-1139273136,991527106)+W(1,-1135317632,-1139461992,-1129486378,995542402)+W(2,-1130460798,985194115,-1112997847,-1120456092)+W(3,1001121889,1017866680,1006765920,1000306721)+W(4,1019075916,-1120812206,-1139625904,1043975251)+W(5,-1150833602,-1128878392,-1133504840,-1142139489)+W(6,1017322604,-1129997452,1042717692,1051048254)+W(7,-1121880440,-1112673669,-1126929736,-1114488494)+W(8,-1131054760,1006903064,-1114175000,-1113881740)+W(9,978663174,1026044394,1014584312,1007041936)+W(10,-1131047996,-1143360737,-1130986946,1007107280)+W(11,-1143215153,-1125685806,-1144361281,-1134951296);WS(1042433344,-1111851638); +sum1=W(0,-1128612156,-1139940268,-1122042583,984858240)+W(1,999630836,-1146630760,-1126512698,996431920)+W(2,-1112658226,-1123380939,-1128727592,-1107767030)+W(3,-1114896432,-1115281716,-1129996802,-1123547845)+W(4,-1119638967,-1126908022,-1097703246,1052387104)+W(5,1054789077,1030603948,1028419819,1026334318)+W(6,1043958886,1033805831,1057665642,1046318672)+W(7,-1095395475,-1117224401,-1123618471,-1113258842)+W(8,-1120465263,-1115346894,-1104545545,-1108167869)+W(9,1029397739,-1163176544,-1117439993,-1134051464)+W(10,-1128976934,-1142120768,1005565040,-1148354296)+W(11,-1133849404,-1117808895,1013349902,-1120421311);sum2=W(0,1022431497,-1132240188,1024165374,-1114822837)+W(1,-1120729932,-1124855948,-1126342960,-1128289576)+W(2,-1109389142,-1119299282,-1107432916,1044244351)+W(3,1031006195,983982854,-1158996358,-1121099750)+W(4,1004613154,-1139248009,1041447926,-1108646182)+W(5,1047688354,1009435309,-1122846542,1036127241)+W(6,1028727631,-1129989652,1047487962,-1100679909)+W(7,-1126089152,1033956847,-1123334894,1039673953)+W(8,1029503922,-1140046689,1017218352,1040665470)+W(9,-1120804126,-1107003694,-1140927562,-1102421772)+W(10,-1132574761,-1114039002,-1135952741,-1123756570)+W(11,-1148002498,1028342876,-1117057946,1026336008);WS(1015433728,1058400049); +sum1=W(0,-1139873791,-1133909491,1023506921,-1230944644)+W(1,-1118840528,1028378783,-1121050287,1033465034)+W(2,1031161269,1032977294,-1116372870,1035249566)+W(3,-1120831281,-1114963068,1032892305,-1105610222)+W(4,-1113693508,-1112917766,-1116140698,-1103376612)+W(5,1044830734,-1141442286,1023234585,1034039600)+W(6,1033801204,-1131731326,1045725159,-1102794347)+W(7,-1116748777,1032646513,-1112562780,1030129285)+W(8,-1119172737,989007258,-1122523445,1044071755)+W(9,1030473357,1018738506,1021910870,-1122899972)+W(10,-1143910182,1019358132,1008313039,-1115540344)+W(11,-1126204226,-1118552369,1016154651,-1124368226);sum2=W(0,-1138428449,992976916,-1142924106,976851025)+W(1,989093448,997652548,-1153131756,-1134977059)+W(2,-1158711528,1013039401,-1128734961,1036130613)+W(3,1010050489,-1137359275,990210276,-1138876101)+W(4,-1124467432,-1130455464,-1113146735,-1097860430)+W(5,-1108810723,-1122996798,-1140348735,-1127238416)+W(6,-1140697417,-1123518198,-1099387353,-1077268149)+W(7,-1091225653,1032494444,-1115493835,1018469149)+W(8,1030243467,1033499227,1051222006,1072898808)+W(9,1056060393,1025590581,1025171621,1026307569)+W(10,1012442941,975746961,-1122081826,-1117904739)+W(11,-1131990027,951236744,1006284898,-1146863422);WS(-1143089152,1030017260); +sum1=W(0,1012276081,1001605962,1024406997,-1155861797)+W(1,-1155627981,-1122534699,1018348791,-1120990241)+W(2,-1116644609,-1127223379,-1109637089,-1115433381)+W(3,1036571679,1028189701,-1126280255,1036379833)+W(4,1019444907,-1119160665,1048989101,1044433671)+W(5,-1098184025,1039597237,-1117935161,-1136463217)+W(6,-1124688427,1035777366,-1098625404,1006101820)+W(7,1048780603,-1104960796,1029641477,-1111599465)+W(8,1029853709,-1136557285,1038057505,-1111190908)+W(9,-1112291813,-1130076067,1012573277,-1154886405)+W(10,-1130860131,-1130309965,-1130883561,1009046005)+W(11,1025361773,1018788475,-1125993892,1020397819);sum2=W(0,-1153319600,-1147284080,1008968960,995456320)+W(1,-1140178660,-1146954776,-1142030464,-1170856127)+W(2,1008405084,985822624,-1142311064,1022276922)+W(3,-1140411728,1005012008,1003782736,1006946188)+W(4,-1118973116,1010505984,-1101248908,-1089187936)+W(5,-1109859050,1017518401,982409184,995727232)+W(6,-1140784820,-1129308604,1037448945,1057794596)+W(7,1029773785,1015531414,974134143,960534268)+W(8,1012585128,1021293048,1024969278,1033366347)+W(9,1024400778,1007802556,1003482728,1009923956)+W(10,1010769460,1001814848,-1160749952,-1123619202)+W(11,-1136545168,1000322872,-1152799248,985284128);WS(1064472528,-1121594920); +sum1=W(0,-1142654991,-1143599223,1014568428,1010500896)+W(1,-1124387333,1020884834,-1131205634,1026841191)+W(2,1027230343,1032290711,-1136037408,1002050167)+W(3,-1122938499,-1120250507,1025589157,-1110863224)+W(4,-1112807213,-1113392623,-1115590690,-1113734161)+W(5,1038834309,1029912912,1019867389,1031947569)+W(6,1027061019,1016010466,1034098395,-1112872467)+W(7,-1130883382,1015162858,-1123484555,1019435182)+W(8,-1128825126,991342574,1008695068,1027642302)+W(9,1013984188,1015817710,1015459258,-1129521612)+W(10,-1164359388,1014490160,-1148094031,-1127829894)+W(11,-1138058188,-1124941766,1008886302,-1130075526);sum2=W(0,1003807591,-1147429191,1002635095,-1132089351)+W(1,-1147602519,-1151072125,964968041,1011860423)+W(2,-1154115373,-1139843175,1018649088,1016729308)+W(3,1024344696,-1155997437,1001714367,-1141691791)+W(4,1000124719,1001833687,1008095031,-1105992985)+W(5,1014141127,-1132427785,-1141957575,-1139390003)+W(6,1017182228,1024488826,1040714709,1063780536)+W(7,1047200342,1020609216,1023684454,1017456200)+W(8,-1126980607,-1116401990,-1105844805,-1085442794)+W(9,-1101306502,-1122913939,-1125194898,-1128761080)+W(10,-1130234859,987658746,1013729967,1024604622)+W(11,995366957,-1147894927,-1146690231,-1146063807);WS(1061878800,-1131153991); +sum1=W(0,-1123872727,1018625288,-1127640224,1026350045)+W(1,1013916191,1018183052,-1145362866,1016048056)+W(2,1015115512,1031144036,1036357847,-1108974562)+W(3,-1107191102,1006433282,1014427177,1026198990)+W(4,-1099302516,-1102371221,-1085394744,1059569738)+W(5,1050617832,1032504563,1031877738,1033421596)+W(6,1041224340,1009910425,1052022073,1058525661)+W(7,-1088226291,-1097316565,-1109508096,-1098228398)+W(8,-1144166978,1014687697,-1115552350,-1125187302)+W(9,1037730450,1040234099,1015825508,1035235966)+W(10,-1171049230,1022902338,-1132534141,1016189168)+W(11,-1123531112,-1127405808,1018548825,-1137247201);sum2=W(0,-1131301730,973798558,-1127780866,1013478572)+W(1,-1160424319,-1135840779,-1164912671,-1138738786)+W(2,1031269327,-1131640108,1013454096,-1109509101)+W(3,-1117315078,-1131160392,-1145619912,-1127332243)+W(4,-1127010401,1028981651,-1149526184,1051779317)+W(5,1028380081,-1137527992,998238336,-1148504424)+W(6,-1109842974,-1125259759,-1113692773,1047088883)+W(7,-1134194124,1028175261,1018886164,1027237057)+W(8,-1181736700,-1167651134,-1123287814,-1109788940)+W(9,-1115287133,-1121515979,-1125209194,-1142455024)+W(10,-1180777340,-1160957999,993986728,1020962386)+W(11,-1136947718,-1138138790,-1152989064,-1123011340);WS(-1146021888,1053974589); +sum1=W(0,1029642476,1013890275,-1176939092,1022266947)+W(1,-1146466657,1004183253,-1160650069,-1127783457)+W(2,-1119368753,-1134074211,1007708103,1017736689)+W(3,1027345005,1032510570,1019378973,1031489314)+W(4,1042969521,1042359026,1045769551,-1101301107)+W(5,-1094644679,-1091538585,-1107179580,-1095508207)+W(6,-1095098901,-1107285127,-1096985546,1034918881)+W(7,1050538529,1051699648,1036824506,1048776768)+W(8,1046685039,1031018217,1036262392,1003810877)+W(9,-1120828825,1011534979,-1133351451,1035618600)+W(10,984849429,-1135393367,-1139413615,1024875117)+W(11,-1172526890,1017671961,-1160823333,1006585957);sum2=W(0,1031363252,1030774484,1015165558,1007437656)+W(1,1020087968,-1158035650,-1137051446,1018262350)+W(2,-1091101506,1001500224,-1110787951,965388167)+W(3,1003188992,1041338676,-1134903850,1033269727)+W(4,1048232756,-1110436898,1016237906,1014973676)+W(5,-1123006886,-1105090874,-1123217223,-1104724635)+W(6,1057852755,-1132290932,1043794074,1047525730)+W(7,1011818344,-1129296549,1034851396,-1106365430)+W(8,-1095952784,-1131305343,-1113356328,-1152923833)+W(9,-1111245491,-1131940021,-1117639196,1024945328)+W(10,1016290300,-1126601761,1003743696,1022650220)+W(11,1021501454,1017537464,-1133259176,1019937714);WS(-1077057896,-1083600334); +sum1=W(0,1017420011,1014201033,1017846781,999765850)+W(1,-1162024122,985808522,1019153993,1011766057)+W(2,1011471785,1019976613,-1138042285,1040273597)+W(3,1016487629,1027730222,1010855969,1025127228)+W(4,1029223422,-1126437509,1049638570,-1090770241)+W(5,1029091694,1037672698,1027546578,1025680213)+W(6,-1116040414,1015478313,-1103217262,-1087230893)+W(7,1046437488,1024768280,1028909230,1017109109)+W(8,1017123181,1024110818,1023111893,1030676769)+W(9,-1112046985,-1120839802,1023955584,-1128064723)+W(10,1016511669,-1167731667,1009386661,1023090125)+W(11,1020460717,1025489318,-1134545259,1027741830);sum2=W(0,1023774756,-1152708847,1005727232,-1128030280)+W(1,1004577664,-1116453887,1020705336,-1127775332)+W(2,-1107003878,1013240776,-1108761818,1032847770)+W(3,1024878510,-1129071264,-1124253692,-1114566712)+W(4,1020767940,-1108605887,1050907301,1058054639)+W(5,-1106188814,1040942692,-1115446820,1042743894)+W(6,-1118294055,-1128830540,-1097736561,1008347200)+W(7,1049418167,-1105809360,1014050712,-1132221182)+W(8,-1113997093,-1139588328,1032528025,1039669350)+W(9,-1108856812,-1104688291,1018266740,-1103534695)+W(10,1021408408,-1119578529,-1135972104,-1131826954)+W(11,999382680,1019392776,-1117167612,1022204104);WS(1034686080,-1080904524); +sum1=W(0,-1139332721,-1156631187,1023562901,1011454089)+W(1,1009225011,1012327853,1010687981,1010798725)+W(2,1025190657,1024127465,1006799241,-1145135178)+W(3,-1129417722,1017495114,1027561839,1010795083)+W(4,-1143163562,1040892278,-1104914606,-1089193318)+W(5,1043909393,-1119873834,-1136185891,-1118482716)+W(6,1041601261,1028605547,1052908885,-1091833281)+W(7,-1103073573,1025246703,-1124345098,1032670633)+W(8,1024768205,-1129308018,-1117860929,1036300940)+W(9,1040987970,1033652713,1024209623,1027144528)+W(10,-1137907141,1012089369,1019594656,-1143330794)+W(11,992909011,-1123933213,1018355139,-1123266333);sum2=W(0,998154484,-1136847690,-1120010648,-1145824866)+W(1,1015307650,994166396,1000606426,1010815409)+W(2,-1124228589,1028193069,1043298286,-1115567961)+W(3,-1106126812,-1111174068,-1128437454,-1110538383)+W(4,-1132108902,-1123281782,-1097765474,1059221182)+W(5,1048600788,-1130476352,1026255089,-1118584150)+W(6,-1115676434,-1123302060,1027211577,1034703777)+W(7,-1099334080,1015056080,-1137618020,1028199647)+W(8,-1123985162,-1132306691,-1114822183,-1131429597)+W(9,1029215805,1023836215,-1127893362,1025007180)+W(10,1004957466,1011392625,-1127542967,1022587458)+W(11,-1127163397,-1122559367,-1171736302,-1124423270);WS(-1097173920,-1100403112); +sum1=W(0,-1133792968,-1124511038,-1133667884,-1126404688)+W(1,-1129657589,-1123548289,-1134226372,-1120375479)+W(2,-1126599342,-1134319356,-1113753548,-1113718896)+W(3,1034489098,1017816566,-1122628437,1029275393)+W(4,1026626987,-1112479512,1051379210,1058852431)+W(5,-1097104011,1007326848,-1112737379,-1116837058)+W(6,-1109988694,-1122054529,-1097159959,1058630415)+W(7,1049904553,-1104990865,983139170,-1110311540)+W(8,-1128510918,-1138055228,1031366423,-1108453759)+W(9,-1111244112,-1129654222,-1143321192,-1132471000)+W(10,-1124691470,-1131431128,-1128464692,-1122909907)+W(11,1006087192,-1138955724,-1123473736,-1149064600);sum2=W(0,-1133003813,-1170659932,1006656308,1031055883)+W(1,-1122785076,-1138148825,-1134424500,-1131089901)+W(2,-1145103116,1024883426,-1122208183,-1101651786)+W(3,-1107240567,-1137951645,-1131665157,-1116779622)+W(4,-1105221269,-1117429423,-1098340061,1055658740)+W(5,1035604404,-1131811521,-1130287800,-1123356625)+W(6,1033080040,1028547885,1042272545,1058321046)+W(7,-1112738821,1003752088,1015669581,1033205575)+W(8,1016862101,-1128891234,-1121562483,-1100689547)+W(9,-1115182870,1026865631,-1129373191,-1134576021)+W(10,-1129731365,-1147341896,-1121650606,1031708925)+W(11,-1123396988,-1133076983,-1131162259,-1127933595);WS(1049422752,1064394145); +sum1=W(0,1016583527,997641734,-1129211865,-1131677043)+W(1,1021172552,1021691141,-1133007562,1026669144)+W(2,-1106085006,-1123841888,1041111742,1032245856)+W(3,-1110939130,-1105269375,-1137128282,-1106745812)+W(4,995307718,1031369872,-1088517333,-1098988005)+W(5,1058612208,1030057089,1036830720,1034516890)+W(6,1042273115,1021597381,1058826428,-1105331685)+W(7,-1090507155,1043687978,-1120823228,1038691348)+W(8,-1113049442,-1122854832,-1113933244,1032610296)+W(9,1037338632,-1122591528,-1116248270,-1117945591)+W(10,1025810280,1006187755,1019889767,-1131685097)+W(11,-1155049030,-1134096210,1025994697,-1126546729);sum2=W(0,1015668141,-1124041461,1005775275,1015274173)+W(1,-1138139200,992639399,-1132053353,-1129319398)+W(2,-1138201662,-1140877219,1027346708,1016303395)+W(3,-1106503093,-1117618841,-1115775134,-1122071744)+W(4,-1111996311,-1116450062,-1125910350,-1108948194)+W(5,-1104963655,1031763952,1015724405,1034411590)+W(6,-1127284815,-1123578506,-1106280325,1052974100)+W(7,1053021197,957951850,1016609913,-1140595900)+W(8,-1125087482,1024732308,1034158307,1032925063)+W(9,-1107449032,994113735,-1132927280,-1140186580)+W(10,1020174885,-1139064970,-1133423524,-1161498797)+W(11,-1134898868,1013272790,-1132485274,-1164791981);WS(-1101497152,-1084603877); +sum1=W(0,-1136425045,-1140218249,-1121565262,-1122160667)+W(1,1006883159,-1132497425,1004502690,-1128604789)+W(2,1016522037,-1157845066,1035402982,1027884002)+W(3,1025282390,1022271101,-1138792353,995143101)+W(4,967194407,1029505522,1022903246,-1107598171)+W(5,1025270942,-1120772739,-1154700189,-1128284203)+W(6,1019848413,-1119357636,1027088345,1024422013)+W(7,-1117602990,1030415880,-1171556244,1025955498)+W(8,-1129523533,-1140249161,-1121932442,-1127296803)+W(9,1030372258,-1129818261,-1138666305,-1121511513)+W(10,-1142614610,-1135395837,-1148904362,1002411186)+W(11,-1130529549,1018540973,-1138856043,1011955033);sum2=W(0,-1126668299,-1137964827,1015963121,1030757650)+W(1,-1137547503,997720155,-1132279825,-1152589275)+W(2,-1131366283,-1117612139,-1097765254,-1083955387)+W(3,-1103492737,-1118797430,-1131387718,-1140632131)+W(4,1024971228,1034620123,1049249869,1064229708)+W(5,1047078464,1017921725,1024786888,-1144191965)+W(6,1000957181,-1119890411,1026062254,-1107214224)+W(7,-1122275403,1016072153,-1133941049,996433547)+W(8,-1151515419,-1145021381,1001872029,1026637176)+W(9,1027173860,-1135832789,-1148432117,-1140699475)+W(10,1005199725,-1136862175,1007955643,-1125717658)+W(11,-1169614250,923654805,1002011725,1005736109);WS(1059552336,-1136539026); +sum1=W(0,990367896,1010957914,-1154541352,1017372383)+W(1,1026284586,1015461809,1014364322,1021777309)+W(2,1041343484,1036710283,1045269292,-1112141659)+W(3,-1116984235,1018013925,1006339428,1032228520)+W(4,-1096612504,-1107358947,-1087221074,1058232297)+W(5,1051438086,1047713030,1032067931,1045851190)+W(6,1033353841,1029016441,1042554433,1029783110)+W(7,-1087458720,-1095293300,-1114380761,-1099415088)+W(8,-1125599349,-1132821402,-1154580200,-1114120867)+W(9,1033522371,1032365167,1004597796,1030006574)+W(10,1028944863,1024290996,1023892422,1023410731)+W(11,-1144215764,-1144750420,1001346936,-1130073781);sum2=W(0,-1153914788,-1126180245,995844276,-1141303142)+W(1,1026951758,990856044,1004850742,1015235936)+W(2,-1101809160,-1115520194,-1114410922,1033573989)+W(3,998799030,-1110191966,-1129252703,1016759632)+W(4,1052877341,1022007580,1055965696,-1098900400)+W(5,1023481081,1023185808,1031073312,-1104219784)+W(6,1046574229,1000424166,1034680258,-1098051352)+W(7,1045079279,-1106708743,984863273,-1103050031)+W(8,-1095334336,-1113807813,-1109583292,1033797491)+W(9,1032986287,1025876178,-1137844345,1038371038)+W(10,1023520281,1021218858,1008634443,-1115608949)+W(11,1032307290,-1128938562,1017335440,1020607644);WS(-1080660584,-1085825159); +sum1=W(0,1013708199,998525366,1026247587,1009982783)+W(1,-1136883881,-1128223794,999596614,-1126850910)+W(2,-1123370319,-1131079022,-1110742584,-1113918027)+W(3,1032009669,1025751155,-1126831290,1033490448)+W(4,-1145658646,-1111041043,1047524760,1038280501)+W(5,-1096311074,1042402294,-1118872454,1023947050)+W(6,-1118786339,1035331132,-1095527502,1041941518)+W(7,1051037928,-1106649743,1032615945,-1111971999)+W(8,1028171867,1017605134,1042485668,-1110999603)+W(9,-1106204846,-1132447358,1002160934,971034337)+W(10,-1144908790,-1131113128,-1130744068,992723116)+W(11,1025830203,1017749654,-1127230527,1018668086);sum2=W(0,988660617,-1145776834,-1133422913,-1126488793)+W(1,999416722,999055930,987033481,-1179419172)+W(2,1017543700,1002138986,1031822055,1032911160)+W(3,1018658069,1007351961,-1162261577,999395634)+W(4,1015794522,1001599498,1041494739,1056510750)+W(5,1023998101,-1138508317,991201876,-1141702058)+W(6,-1133704409,1024621822,-1102581932,-1089051586)+W(7,-1111744235,1009295285,-1140892226,-1147317506)+W(8,1003471274,-1135257421,970658596,1026713544)+W(9,945757471,998080468,-1156050276,1007988669)+W(10,-1140119133,-1136500105,-1163479081,1009057465)+W(11,1000517690,-1137960905,-1186683976,-1146609818);WS(1064784784,-1120346387); +sum1=W(0,-1150678408,1000581420,1006062348,1015088861)+W(1,-1136518116,-1126533711,1012432222,-1122704190)+W(2,1015721531,-1110077251,-1107299655,-1132691862)+W(3,-1148196556,1013224070,-1124886999,1014270588)+W(4,1049255678,1043607805,1059242626,-1123916922)+W(5,-1096371932,-1100407642,-1132580564,-1102354822)+W(6,-1099108228,-1107416484,-1089544734,-1130977491)+W(7,1057929313,1048500643,1035479729,1044504531)+W(8,-1149551256,1017163947,1023526494,1022505321)+W(9,-1104456865,-1111675367,-1127245287,1007459698)+W(10,-1136953142,-1140022794,-1139533474,1012221798)+W(11,1014035238,1026165050,-1136458552,1017479699);sum2=W(0,-1140771860,-1125513054,-1131667695,-1131288705)+W(1,978159878,1012596136,1011933560,-1121534607)+W(2,1031694512,-1122230843,979286214,1025077104)+W(3,-1108853537,-1102087836,-1117751010,-1113389694)+W(4,-1104948969,993388690,1026183534,-1111209187)+W(5,1041617383,1045410736,1030126174,1044425994)+W(6,-1115570202,1042093481,1042830623,-1112764939)+W(7,1043422569,1034771561,1014235016,1025820984)+W(8,1040745971,-1111499166,-1119680402,982469091)+W(9,-1120447085,-1109907689,-1127258987,-1115100280)+W(10,-1127298441,995262946,1002124441,-1123012516)+W(11,-1129740789,-1125016939,1004566649,-1119639931);WS(-1088649680,1067112300); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-2.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[9][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[9][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[9][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, -3.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[10][2] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[10][3] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[11][0] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[11][1] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[11][2] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[11][3] = HOOKED_texOff(vec2(3.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns16, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns256-win8x4.glsl b/shaders/nnedi3/nnedi3-nns256-win8x4.glsl new file mode 100644 index 0000000..900910c --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns256-win8x4.glsl @@ -0,0 +1,674 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1024871952,-1091961907,1049937838,1023328805)+W(1,1026430476,-1103990249,1052012307,994719130)+W(2,1041094851,-1086639391,1057524239,-1110763811)+W(3,992987016,-1085365048,1063527595,-1102193240)+W(4,1034372511,-1087585419,1061081007,1046466539)+W(5,1007997243,-1093414958,1057188600,-1131716095)+W(6,1038248733,-1100793414,-1104832955,1042167685)+W(7,1009484684,-1099588502,-1114088341,1037858632);sum2=W(0,-1122170202,-1115075619,-1113824159,1016746290)+W(1,-1117362461,1050294809,1022334174,1016781702)+W(2,-1125932452,1041506545,-1098709995,1031697879)+W(3,-1100385246,-1100233118,-1104291570,1033455014)+W(4,1020071642,-1100362988,1072797337,1050444141)+W(5,1025043913,1047005177,1053652830,-1106922881)+W(6,1017078274,1012082941,-1100425628,-1081909907)+W(7,1018043750,-1112302377,-1155649364,-1086585813);WS(-1096195455,1061976972); +sum1=W(0,-1107583849,-1094469481,1057261454,1032308806)+W(1,1045016510,-1104061589,1051975353,1046697387)+W(2,-1102048399,-1082981042,1058403546,-1093320254)+W(3,1050507709,-1086991635,1061386858,1051876218)+W(4,-1138600128,-1087760032,1052980216,-1106246183)+W(5,1004076226,-1088999402,1052828202,-1112945129)+W(6,1049677870,-1111975782,1055128500,1045880594)+W(7,-1106918697,-1089081125,1048525839,-1116677906);sum2=W(0,976892690,-1095110912,-1080663089,1075827337)+W(1,1043646796,-1114450783,-1074060607,1075290035)+W(2,-1131052969,1052886335,-1068434194,1070007941)+W(3,1047930742,-1113296119,1048011859,1046007784)+W(4,-1099144563,-1088067101,1042920440,-1090506241)+W(5,1035354913,1040578653,1058047003,-1099371585)+W(6,-1115191227,-1102673565,1057110709,-1096675048)+W(7,-1111106463,1051335047,1038060178,-1096378099);WS(-1095930303,-1128843438); +sum1=W(0,-1113225514,1000563038,1038763268,-1104281110)+W(1,1030842449,-1103461662,1052682210,-1105449143)+W(2,-1120882464,-1098779087,1055587560,-1106219642)+W(3,-1111398934,-1156245815,1046999855,-1105879965)+W(4,-1098488134,1057689814,-1090605975,1039743648)+W(5,-1098728413,1058114717,-1106232348,1030902068)+W(6,-1111237296,1041725787,-1106563184,-1111582036)+W(7,-1104159890,1046074787,-1119168797,1033984854);sum2=W(0,-1109947141,-1078961084,1053833634,1049299145)+W(1,-1087141194,-1081851502,-1102894339,1040634467)+W(2,1007133897,1057831088,1046573470,1035108031)+W(3,-1099413759,1067440534,1058568743,-1114324751)+W(4,1026690396,-1095618356,1058025266,-1094447449)+W(5,1045509921,1022398658,-1115002147,1023241606)+W(6,-1117657274,1029712906,-1109832065,987652806)+W(7,1051942463,1049871690,-1099467737,-1104714655);WS(1018627052,-1077328537); +sum1=W(0,-1107592280,-1098360952,1054425801,-1121256842)+W(1,1011043872,-1103889731,1045838144,1016847523)+W(2,-1138466445,-1088654431,1063939041,-1114759963)+W(3,1041422472,-1079526160,1057394281,-1109966789)+W(4,-1112294435,-1109020730,1061143403,-1115564074)+W(5,1012707679,-1095389295,1057286118,-1117689671)+W(6,-1150731309,-1102056896,1040465365,-1133534770)+W(7,-1118891707,-1101414784,1042544156,1028492087);sum2=W(0,-1161717665,1033867626,1028201267,-1124228530)+W(1,-1138679732,-1115218580,-1096378423,1029766795)+W(2,-1121504639,1030621655,1071708903,-1128256742)+W(3,1050854432,-1096361601,1079482342,1035298280)+W(4,-1106511096,1044499063,-1064184100,1035336882)+W(5,1030373815,-1104067382,-1089118805,-1105361644)+W(6,980628162,1040061476,1048273255,-1119150405)+W(7,1031200951,-1122098343,-1109436715,1035049634);WS(1045693694,1057374369); +sum1=W(0,1048369598,1034312519,-1131023893,-1099588978)+W(1,-1104752283,1045853799,-1098373234,1019902402)+W(2,1031950009,1057046586,-1095062180,-1105510198)+W(3,-1123958928,1065585622,-1089164628,1033283356)+W(4,-1103831441,1061666460,-1092432965,-1115031649)+W(5,-1106189273,1060939321,-1087345809,-1122647270)+W(6,-1103850789,1050689810,-1092965100,-1126666680)+W(7,-1110300085,1060417841,-1091010256,-1103574093);sum2=W(0,-1087427905,-1098709872,1072153031,-1089481634)+W(1,1058683530,-1099141199,-1088885778,1056590706)+W(2,-1081734921,1032637312,1061509476,-1092495010)+W(3,1050776004,1072181481,1071890032,1048814690)+W(4,1042479954,1036599206,1052304550,-1095810808)+W(5,1025544982,-1080357543,-1080881103,-1097308566)+W(6,-1105492903,-1113642582,1050862866,-1094462248)+W(7,1058740427,-1086527647,-1078556244,1039671439);WS(-1081549664,1060153996); +sum1=W(0,992286043,1063391104,-1087586274,-1105647870)+W(1,-1115318586,1055271797,-1095899708,1025423024)+W(2,-1105782456,1062019397,-1085498120,1033921889)+W(3,1026471870,1061503832,-1089250259,-1113405924)+W(4,-1114468402,1058772501,-1090055577,-1113674825)+W(5,1037910210,1045594046,-1102496824,-1106446561)+W(6,-1130210466,1049908468,-1103786988,-1118412923)+W(7,1043803882,1040755007,-1104619012,-1096097592);sum2=W(0,1053790549,-1080860351,-1068185653,-1082483044)+W(1,-1110257416,-1097530578,-1077346152,-1088866791)+W(2,1033688102,1041061421,1052310674,1052658871)+W(3,-1102619530,1064966059,1072556372,-1104178634)+W(4,-1117483359,1050344847,1075004369,-1108410079)+W(5,-1098152061,1040479494,1064749402,1040931499)+W(6,-1105743952,1051151965,-1110156824,-1137891932)+W(7,-1083553679,1065962098,1045213317,1053124980);WS(-1079020096,-1097079011); +sum1=W(0,-1109501731,-1096742621,1057943754,1016000225)+W(1,1033910555,-1092191510,1055662529,1020967408)+W(2,1015347636,-1089091160,1059647341,-1102027816)+W(3,-1108027795,-1087072713,1068092504,-1109882648)+W(4,1042979875,-1087558450,1059824411,-1106889398)+W(5,1019929124,-1089417126,-1117499817,-1117366414)+W(6,1040369234,-1104831498,1043480574,-1104827345)+W(7,-1134559750,-1091818621,1050143023,1049289276);sum2=W(0,1037631964,-1097479797,1051023588,1045348435)+W(1,-1105851814,1051380185,-1097950410,1028003104)+W(2,1036652885,1028410699,1034374804,-1113269608)+W(3,-1110757790,1044594400,1053237761,1041832368)+W(4,1024508007,1041068006,-1132209182,1033918380)+W(5,-1139201564,1046036650,-1088293598,-1089693526)+W(6,-1113225064,1054960427,-1081781977,-1099925151)+W(7,-1104657620,-1105334641,1065714224,-1106359824);WS(-1087384991,1052875812); +sum1=W(0,1041733252,-1109905397,1041497057,-1113613058)+W(1,-1138647561,-1104994285,1032882549,-1117825756)+W(2,1034391503,-1107522048,1050093354,-1108789794)+W(3,-1106477875,1057597757,-1091247383,1028766931)+W(4,-1100509868,1062613266,-1087942224,1042722079)+W(5,-1098694249,1055828187,-1090201627,1013355333)+W(6,-1110959830,1052485297,-1098203032,1034047139)+W(7,-1120730421,1044647290,-1100016695,1038812681);sum2=W(0,1019350107,1041831066,1051650697,-1103332568)+W(1,-1111428867,-1130655130,-1112274143,-1077765094)+W(2,1017374087,-1138336400,-1092155273,-1073481211)+W(3,-1112005123,1035402260,-1114034096,-1087514353)+W(4,1028700445,-1116945124,1045953881,1069095754)+W(5,-1112772903,1041636268,1041190902,1074086485)+W(6,1027823157,-1107238338,1049171133,1057277153)+W(7,999439052,1033528252,1027833254,-1107727987);WS(1050457727,1041689780); +sum1=W(0,-1131312139,992358355,-1092744895,1048008788)+W(1,-1116681402,1014710691,1027381214,1036450832)+W(2,1030961105,1040368912,-1089348299,1053966377)+W(3,-1140959985,-1105027369,1050737138,933247243)+W(4,1046496193,-1089290871,1038810352,1043432004)+W(5,1048638526,-1090315138,1055368676,-1119062181)+W(6,1007270019,-1098770776,1040416748,1023583738)+W(7,1049181764,-1086147588,1051301702,1037141075);sum2=W(0,-1107193278,1057496780,1072935738,-1080570956)+W(1,1019433289,1031729137,-1080020989,1054527180)+W(2,1039188525,1037283932,-1078950448,-1096917141)+W(3,-1123892633,-1086728254,-1087453268,1050123895)+W(4,1039851328,-1087309268,1051352061,1053948249)+W(5,1032631611,-1092570464,1059438018,1042769096)+W(6,1044641782,1035754242,1051006721,1029707984)+W(7,-1097026795,1063903066,1056300653,-1106545458);WS(-1084263519,-1088250567); +sum1=W(0,-1107101246,1048954180,-1118116730,-1111017296)+W(1,1049480649,-1096698757,1027018719,1043604572)+W(2,-1097447514,1059331526,-1108150329,-1098833704)+W(3,1049647488,-1119095878,-1090501921,1050343697)+W(4,-1099235545,1040553109,1044929028,-1096264890)+W(5,1018612505,1041330418,-1094468036,1044030041)+W(6,-1103944776,1040723088,1047463532,-1121471547)+W(7,1032447885,1023387386,-1106285556,-1175819022);sum2=W(0,991719940,-1157381748,-1100952734,1029794653)+W(1,1034086314,-1121095386,1027786887,1016292894)+W(2,1055828179,-1103829652,-1085350121,1067178121)+W(3,1034571486,-1100672658,-1118546758,-1098007098)+W(4,1049088345,-1090417467,1049271738,1008607005)+W(5,-1098363481,1050795943,-1140682323,-1110134488)+W(6,-1111430799,-1113801830,1035813474,-1115483467)+W(7,-1111365517,1037803588,-1164121191,-1133015817);WS(1066054400,-1125664425); +sum1=W(0,1015260777,1054574294,-1095241461,-1127045294)+W(1,-1108545200,1053284635,-1094415406,-1111343263)+W(2,1023624464,1059735702,-1088764634,1041542629)+W(3,-1109354663,1058150961,-1078845388,-1130514988)+W(4,1023465234,1058102002,-1090401103,1035892576)+W(5,-1108921531,1063397581,-1105651068,-1136829776)+W(6,-1116445024,1046571067,-1116790272,1030749305)+W(7,-1128865616,1046728251,-1104354311,-1106930027);sum2=W(0,1041565398,-1104697837,-1115419200,-1158883614)+W(1,-1103469615,1029373537,1031260861,1035036640)+W(2,1029690269,1057447179,1026403525,1034486240)+W(3,1035794320,1080145714,1043319440,1041655252)+W(4,1035452008,-1103623095,1050811672,-1114789346)+W(5,-1107146771,-1066097425,-1103531154,-1114794272)+W(6,-1124704946,-1097535851,-1090176537,1036709484)+W(7,1040850628,-1103109309,1055196268,-1102936938);WS(-1087901375,1071177135); +sum1=W(0,-1121594272,-1110224028,1030219348,994425384)+W(1,-1122618691,-1109965218,1047787782,1027034090)+W(2,-1114434254,-1120206908,-1114914192,-1106192913)+W(3,1044010486,1010935165,-1113546820,1040356168)+W(4,-1113833999,-1108541318,1046030645,-1112701798)+W(5,-1108159437,1041417229,1035224125,-1130438655)+W(6,997526195,-1109330685,1017890711,-1151173965)+W(7,-1123472883,1039497451,1022061139,-1125745551);sum2=W(0,1042217679,-1116367239,1026421701,-1140328609)+W(1,-1108814485,1042859710,1027395369,-1114630403)+W(2,1058334461,-1078638996,1028343990,-1105295199)+W(3,-1080767453,1073929687,-1097310248,1028261520)+W(4,1050991857,-1092080339,1042808122,-1122297114)+W(5,1030602271,-1116721722,1051491707,-1105219597)+W(6,1034906705,-1106162437,1024141024,997359482)+W(7,-1127683613,1035114111,-1112071525,1017171678);WS(1066545696,-1154623394); +sum1=W(0,-1105442505,-1114054203,1057182265,-1123432545)+W(1,-1115505461,-1098488296,1049322687,1010507424)+W(2,-1102287846,-1092352928,1062190966,-1097309632)+W(3,1023914903,-1089108436,1059635472,1045294808)+W(4,1021900696,-1087887754,1057132007,-1098559779)+W(5,1016559928,-1096061654,1043675118,1042399967)+W(6,-1142506442,-1097827287,1048482034,-1110816589)+W(7,-1129232035,-1095543703,1055016957,1026256390);sum2=W(0,-1094410020,1040526244,1038890507,-1120085021)+W(1,-1073520568,-1119660436,-1105577163,1014274624)+W(2,-1076806727,1072065972,1038803075,-1119386280)+W(3,1007932024,1074284701,-1096715819,1032586275)+W(4,-1129053184,1045336233,1048625414,-1148623280)+W(5,-1126774165,-1114285571,-1106066396,1033069015)+W(6,1016297320,1027498382,1035667090,-1113847206)+W(7,1026440100,-1109537500,-1128514892,1028560484);WS(1055250687,-1106970626); +sum1=W(0,1033119688,1042190962,-1096546392,-1117586055)+W(1,-1105149829,1055784922,-1103230410,-1125652468)+W(2,1043588463,1039447718,-1093610964,1035816565)+W(3,-1098690473,1060328969,-1094495495,-1103963220)+W(4,1051357302,-1105877415,-1104321127,1047255951)+W(5,-1111820283,1050469874,-1102978667,-1108600424)+W(6,1036109552,-1123255849,1034127854,-1157028943)+W(7,-1119401059,1044861546,-1097968467,1018776031);sum2=W(0,1038757267,1030211853,1033894636,-1133782171)+W(1,-1111076574,-1147844455,1039985174,-1117005539)+W(2,1036628998,1002666567,-1092985165,-1150866734)+W(3,-1107631850,-1080902130,-1084645521,1049641986)+W(4,1045867530,-1089131777,1069738325,1051354211)+W(5,-1126199158,1067727291,-1096580382,-1100550183)+W(6,1034641438,1050167793,-1100096489,-1104598763)+W(7,1014361489,-1114432338,-1100261485,1033251244);WS(1063662431,1022143153); +sum1=W(0,-1101665898,1028101088,1045825111,-1107336877)+W(1,1044567949,-1100200043,-1112112432,1049135824)+W(2,-1113912242,-1110575390,1011332621,-1117269540)+W(3,1054985008,-1090770105,1036354680,1043762234)+W(4,-1089448239,1042239925,1053092900,-1090665684)+W(5,1031890901,1034205190,1020582213,1045380738)+W(6,-1106608329,1041117720,-1122250931,-1108114694)+W(7,1016341751,1032506575,1037368233,1027635960);sum2=W(0,-1109621945,995625223,1033690799,-1127273987)+W(1,1044140338,-1125871763,-1131300267,1031533647)+W(2,1011973298,1059194369,1019603073,-1100093028)+W(3,1054192939,-1085775903,-1105557074,1049649037)+W(4,-1083519810,-1085690186,1066625604,-1099380904)+W(5,1050669158,1055305067,-1093331249,1041330252)+W(6,1015542539,-1115586758,1025625789,-1109873113)+W(7,1007706050,1024423563,-1163078190,1021669909);WS(1065395904,1046290614); +sum1=W(0,996799560,-1125542553,1038203972,-1122586727)+W(1,1015596034,1043656950,-1105153011,1036793959)+W(2,-1100668872,1056396433,-1085640859,1049715632)+W(3,-1100927819,1054862894,-1101762943,1035554923)+W(4,1043886221,-1088911438,1057024083,-1115152096)+W(5,1025322396,-1099487682,1036429768,-1122121748)+W(6,1035443240,-1105531411,1021072448,1039652277)+W(7,-1114934548,-1117673547,1035195023,1024299964);sum2=W(0,1029237671,1017509749,-1104176053,1032328729)+W(1,-1133651707,-1140172751,1038596873,1037378915)+W(2,-1114304490,1030543605,1050264307,-1104642832)+W(3,-1114162505,-1092617066,-1093179067,1049979232)+W(4,-1125875827,1051105475,1071302855,-1110244360)+W(5,-1112015576,1033357967,-1090684841,-1085540383)+W(6,1015895733,1011455075,-1100815852,-1135016203)+W(7,1035088799,-1105982664,1003487558,1015899853);WS(1058730335,1038095077); +sum1=W(0,1050009523,-1090412329,-1116071407,-1120619710)+W(1,-1156396202,1022785342,-1112028282,1033123659)+W(2,1045232946,990514519,1027669243,-1138222105)+W(3,-1123440788,1051849503,1025171300,1042856679)+W(4,994853272,1050259497,-1091444451,1043400402)+W(5,1029074928,1048747736,-1091116387,1046148791)+W(6,-1116532263,1040337077,-1095024325,1031722640)+W(7,1016043038,1047238893,-1085293672,1050565349);sum2=W(0,1046272294,1056160584,-1069609928,-1086350256)+W(1,-1119023958,1047372879,-1100807597,1012350161)+W(2,-1106071503,1066704996,1063602974,-1093103672)+W(3,-1097641458,1062851774,1071319304,-1165704932)+W(4,-1099339001,-1127558738,-1123458905,-1099266547)+W(5,-1122591395,-1095719050,1049925865,1039176837)+W(6,-1120322169,1012197993,1037702687,-1104052164)+W(7,-1112624405,-1094334166,1046841945,1043315186);WS(-1102208382,1082454872); 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+sum1=W(0,1004620105,1048595660,-1099376311,-1116246236)+W(1,-1113106351,1052250558,-1096833644,1027857155)+W(2,-1112775210,1058549636,-1088891129,1036452944)+W(3,-1125534724,1061573929,-1086812373,1040782707)+W(4,-1137271196,1057522353,-1093214133,1018281129)+W(5,-1126589322,1048822826,-1095914356,-1113857108)+W(6,1026657556,1040718305,-1105329661,1010557432)+W(7,-1119328748,1048641524,-1103878453,-1106455448);sum2=W(0,-1116580406,1027562258,1055923683,1077914250)+W(1,1024927837,-1162615720,-1098456431,1064911462)+W(2,-1129828931,1047581344,-1107918233,-1076359256)+W(3,-1115420496,-1109513493,-1093462217,-1072190840)+W(4,1011185933,1038795182,1043574176,1023726209)+W(5,-1123989928,-1118168090,1042713369,-1114062645)+W(6,-1146345634,1030671240,-1118222006,-1119388396)+W(7,-1132229127,1038841827,1029869485,-1111766417);WS(1058520191,-1103814144); +sum1=W(0,1017038583,-1136595532,-1118053743,1027978638)+W(1,1027734728,1016280509,-1128563239,-1097122909)+W(2,1045254802,-1109207324,1044218638,-1104843131)+W(3,-1107262661,1062837304,-1096672636,1033499055)+W(4,-1105442246,1058887264,-1085861660,1025985831)+W(5,1031430877,1040464732,-1103880229,1030848699)+W(6,-1126950445,1030731221,-1107144426,-1131329888)+W(7,1024536063,1029953906,-1145128486,-1109411553);sum2=W(0,1034702970,-1176551015,1007931783,-1110263367)+W(1,-1125598974,-1168898884,-1090251816,-1089294892)+W(2,-1114553387,1041527709,1067159008,-1085860022)+W(3,1027536136,-1101298022,1043575777,1061443693)+W(4,-1115924578,1036785061,1028484706,-1099982080)+W(5,1035052048,-1106074654,-1104273626,1042454777)+W(6,-1132148431,1030578400,-1148595850,1027614804)+W(7,1025333585,1024211757,-1114791455,-1123742626);WS(1061983711,-1098811342); 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+sum1=W(0,-1106787663,1039996894,1048926451,-1104330662)+W(1,-1138285833,1010512412,-1119213276,-1128637723)+W(2,-1108632776,1053399812,-1130975030,-1108017347)+W(3,-1094657608,1045540841,1010216242,-1096910157)+W(4,-1101713608,1051732998,1034301867,-1101323868)+W(5,1037328759,1044326914,1025236158,1015829447)+W(6,-1111697288,976543556,-1128978334,-1111437732)+W(7,-1109379868,1057105320,-1109745879,-1108664266);sum2=W(0,-1124623913,1025825838,1042257288,1021162350)+W(1,1032956443,-1119700813,-1135835500,-1114452863)+W(2,1027185909,1032253087,1053804277,-1109212782)+W(3,-1101336864,1046009611,1048892371,-1102267892)+W(4,-1094263361,1060071017,1036906607,-1105958464)+W(5,1029736763,-1108021530,-1101254223,1037505372)+W(6,-1112090109,-1111711122,-1115069322,996911332)+W(7,1039412150,-1092338318,-1114145526,-1125671849);WS(1060867039,-1136390908); +sum1=W(0,-1127355032,-1085412379,1049179798,1047055468)+W(1,1034805910,-1094311080,1049208039,-1108149971)+W(2,1035163860,-1093352008,1060583566,1036232649)+W(3,1029669941,-1084691216,1063283264,-1103012671)+W(4,1042066222,-1088428116,1058522472,1024178471)+W(5,1021674692,-1088125293,1055147879,1026233836)+W(6,1040577786,-1096644095,1050065089,-1126656770)+W(7,1021261983,-1091872390,1041474713,1049799631);sum2=W(0,1035672114,-1063752230,-1093487673,1013645866)+W(1,-1098827199,-1085747691,1041803367,1034418818)+W(2,1049155846,1077059336,1041184099,-1106855503)+W(3,1035178389,1075347264,-1096808218,1049524211)+W(4,-1107113032,1056308660,-1129382302,-1122362105)+W(5,-1144855824,1034654874,-1119639669,1030856901)+W(6,1035201737,-1121418857,-1122522987,1027103888)+W(7,-1127184278,1014935340,1011408026,-1115004359);WS(-1090674303,-1100343233); 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+sum1=W(0,1030520392,1051253486,-1096251285,-1117233131)+W(1,-1125697208,1043969999,-1100430004,-1122877346)+W(2,-1114269946,1058583983,-1085953223,1036037681)+W(3,-1109653337,1064791929,-1093290764,-1109909101)+W(4,-1102211630,1057642082,-1088005167,-1123582788)+W(5,1032435172,1055881859,-1098086422,1029223000)+W(6,-1120127764,1033241689,-1102333361,-1125435099)+W(7,996293820,1053053914,-1119839106,-1103406294);sum2=W(0,-1120200303,-1113787644,-1109535466,1041916719)+W(1,1024626781,1041562727,-1106166077,1028143351)+W(2,1013431061,-1114475538,1029531851,-1097688999)+W(3,-1124733431,-1112371618,1051805575,1068535590)+W(4,1027814217,1032748777,1061661699,1074776935)+W(5,999438554,-1098117165,-1114245048,1029048009)+W(6,-1116912567,1042886038,1039886302,-1076933565)+W(7,1007930813,-1140542509,-1093997696,-1072079702);WS(1051996799,1040628126); +sum1=W(0,-1106876926,-1096999331,1064227732,1032518006)+W(1,1042171100,-1106536569,1056769919,-1132737450)+W(2,1014013938,-1087433914,1057736892,-1121739327)+W(3,1040804174,-1079279688,1052514885,1035728257)+W(4,1038633599,-1085040172,1059334684,-1115112214)+W(5,1024260165,-1090750082,1058371760,-1126170017)+W(6,1032103150,-1096245875,1051111478,-1129820331)+W(7,-1111941370,-1091794355,1050507101,1036168684);sum2=W(0,-1097197656,-1105938617,-1063141508,1047663602)+W(1,1040517176,-1119182790,-1072247475,-1106333570)+W(2,-1107105879,1048788314,1073986693,1017343300)+W(3,1050425804,1048225474,1082212097,1014706728)+W(4,-1108102513,1050055380,1063649950,1023560998)+W(5,1044838414,-1097162220,-1108483496,-1105252179)+W(6,1026907274,1028263310,1040597170,1016727612)+W(7,978890108,1043193320,-1096883524,1025416282);WS(-1079662656,1075711984); +sum1=W(0,-1136749190,1054381451,-1099895821,-1111920714)+W(1,-1108214827,1049467004,-1104318006,-1124862997)+W(2,-1112256994,1060357369,-1094055613,-1099490085)+W(3,-1102094902,1064079536,-1088977984,-1093653775)+W(4,1019461885,1058102849,-1094018397,1047054555)+W(5,-1113236619,1050217386,-1093377643,1026036560)+W(6,-1115387518,1046694646,-1102869707,-1122648846)+W(7,1015637672,1053154499,-1097489705,-1117787456);sum2=W(0,1021596406,-1120307380,1037868882,-1094559059)+W(1,1027700788,1049653321,1038499992,-1099826066)+W(2,1031902674,-1100871897,1074972319,-1070411479)+W(3,1035450862,1054975194,1073269037,-1076192259)+W(4,-1146279384,-1106853601,992333684,1024067187)+W(5,1036068426,1042197470,1032586692,-1107184127)+W(6,-1108044351,1034125536,-1129244749,1032061183)+W(7,1030087008,-1133477273,1010404410,-1104237818);WS(-1121360374,-1077155152); +sum1=W(0,-1105583845,-1092428892,1053987635,1036329976)+W(1,1042009047,-1091586093,1057449542,1039912928)+W(2,-1135496901,-1087526962,1037542524,-1114441548)+W(3,1057317824,-1088356100,1067018703,1035631092)+W(4,1037107234,-1084718223,1053143538,1024846769)+W(5,1028773828,-1086275726,1051794540,1020991498)+W(6,1042777544,-1096882940,1049337758,1032759069)+W(7,-1116736729,-1086839898,1050512766,1041911145);sum2=W(0,-1122349048,-1108922684,-1102817435,1024154790)+W(1,1027223630,1050237475,1047134367,-1105600910)+W(2,-1123059666,-1093984844,-1086242189,1041276041)+W(3,-1097496437,1061603028,1069845393,-1090292072)+W(4,-1101147358,1054912466,-1091188340,-1122818012)+W(5,1008041239,-1136134543,-1107987422,-1109079234)+W(6,-1113710228,1050990810,-1126348732,1047206075)+W(7,-1103013196,1037079763,-1097181289,-1109791787);WS(-1087087711,1067831143); +sum1=W(0,1034272753,-1110686621,1034360523,1006467012)+W(1,1043354114,-1094089577,1051348739,-1097882829)+W(2,1046815315,-1090322161,1056352764,-1098171061)+W(3,1041026663,1019000899,1049291409,-1099191041)+W(4,-1116058688,1048378971,-1098372646,1036956791)+W(5,-1131457456,1054466495,-1090870248,1036945505)+W(6,-1115558139,1045446607,-1103803571,-1124941614)+W(7,1032034947,1043401342,-1098529593,1026141794);sum2=W(0,1046033632,-1147554302,1021728539,1034466187)+W(1,-1114282503,1065651536,1061103542,-1117467216)+W(2,1044655964,1052996561,1047372498,1040544990)+W(3,-1106001859,-1076523823,-1081697027,-1105745303)+W(4,-1104436397,-1095873418,-1094800655,-1119054372)+W(5,-1101664028,1059971501,1058036758,-1110996319)+W(6,1015764662,1037179306,-1113369666,-1120190386)+W(7,1023732858,-1119149512,1033040332,1028498617);WS(1040537598,-1164677141); +sum1=W(0,1044447583,1058921623,-1079854668,1051360885)+W(1,987031402,1052904912,-1089009751,1009017491)+W(2,-1121775302,1059494147,-1082135643,1049103971)+W(3,1042738997,1059765434,-1085199868,1042102879)+W(4,1038434732,1053249925,-1087718171,1037325507)+W(5,1049696256,1045203303,-1094593271,1033340813)+W(6,1024826006,1049549231,-1098502833,1040792940)+W(7,1044766000,1032179929,-1111725730,-1103499809);sum2=W(0,-1105450770,-1076904032,1034745372,1064235564)+W(1,-1099930216,-1110661913,-1104228342,-1133206564)+W(2,-1087670985,1054929191,1055270313,-1159337186)+W(3,-1097641768,1067640588,1058849806,-1095527236)+W(4,-1093727900,1043325457,1055379319,-1097371942)+W(5,1034849198,1041628489,1047258529,-1123329564)+W(6,-1089823109,1024934811,-1091022953,1053074558)+W(7,1026936119,1071055811,-1093861556,-1079977593);WS(-1072228928,1076959210); +sum1=W(0,1049440860,-1102211417,1052420434,1046258910)+W(1,-1100954468,-1090494943,1049042513,-1094165323)+W(2,1040518102,-1089397123,1057628335,-1113742940)+W(3,1055014377,-1085929645,1059399711,-1115570152)+W(4,-1102413547,-1092416799,1055649007,-1095616949)+W(5,1056933930,-1103710088,1056457065,1054320058)+W(6,-1100924366,-1099959722,1043274798,-1096288332)+W(7,1025160513,-1097219837,1043339918,-1113497047);sum2=W(0,1037249746,-1091193116,1058952598,-1099278743)+W(1,-1106259401,1057292562,-1089499743,1035766214)+W(2,-1118512137,1045032769,990544085,-1120311473)+W(3,1033553146,-1101074553,1052938455,-1107284433)+W(4,-1118437421,1047290760,-1096914685,1032001159)+W(5,1049532353,-1085599381,1060306657,-1105441959)+W(6,-1112295163,1045403080,-1095081062,1037527897)+W(7,-1112769969,1036239865,1036770528,-1117837555);WS(-1095248895,-1088416713); +sum1=W(0,991086878,-1112623265,1049658160,1025280780)+W(1,1041397006,1023033498,-1129854724,1018002536)+W(2,-1100414321,-1095527100,1056723856,-1101036339)+W(3,-1106522737,-1085500137,1061179113,-1098081679)+W(4,1032194452,-1103431285,1050067968,-1121954805)+W(5,1040515607,-1093888960,1055178889,1040437430)+W(6,-1113785099,1025813699,1027165141,-1107604207)+W(7,-1119710941,-1112974208,1044420741,-1122583614);sum2=W(0,-1115281709,1049351198,-1101546004,-1132663474)+W(1,1038308115,-1105447726,1044927538,1036918381)+W(2,-1086190321,1061131477,-1105825160,-1104633062)+W(3,-1079410563,1070791012,-1124003323,1035199903)+W(4,1055352031,-1080774986,1054621998,-1119052371)+W(5,-1106071111,1050939464,-1100497740,1038597174)+W(6,1042421121,-1096576742,1042910101,-1126972585)+W(7,999244165,1021655353,-1123561791,-1141223925);WS(1057802399,-1081431823); +sum1=W(0,-1122831751,-1093480916,1050038833,1031929377)+W(1,-1131892376,-1097592621,1050095280,1003466633)+W(2,1041203877,-1087992005,1058335651,-1150646211)+W(3,1034931072,-1086955360,1062569267,-1108251076)+W(4,1020249162,-1094219074,1052617634,-1123920403)+W(5,1023514439,-1099624791,1053253320,-1110979235)+W(6,-1183605377,-1104094712,1037479577,1022403704)+W(7,-1102408215,-1103351679,1047799764,1031403703);sum2=W(0,-1104748298,1032567526,1030425414,1028805714)+W(1,1035677532,1015597088,-1106402955,1010146816)+W(2,-1097271446,1042180726,1036072793,-1122721452)+W(3,-1071563129,-1131466492,1026492053,-1139412188)+W(4,-1073203825,-1088097679,1021201077,-1121571686)+W(5,-1105574565,1049167232,1046304011,1013464552)+W(6,1074066983,-1104411749,-1108010622,-1115684312)+W(7,1076846054,1054919113,1040423027,-1159010626);WS(1057159391,-1098185256); +sum1=W(0,-1115997840,1062337777,-1099145229,-1108105457)+W(1,-1139848194,1059107990,-1096884471,1026934458)+W(2,-1110900998,1058844902,-1083284577,-1128707950)+W(3,1040272534,1060188982,-1081840204,1050661700)+W(4,-1124007614,1050305613,-1086268415,1025671020)+W(5,1022311680,1055455830,-1088086212,1018441343)+W(6,-1122049771,1052112283,-1093503993,1032949738)+W(7,1025640163,1058488623,-1095187909,-1115150240);sum2=W(0,1056249112,-1063663228,-1090194820,-1098679170)+W(1,-1087901783,-1065703489,1049313091,1049727089)+W(2,1050240307,1050922399,1059446328,-1118968312)+W(3,-1096100666,1074103439,-1091782161,1043947681)+W(4,1050011361,1078895155,1051412884,-1103451878)+W(5,1046757851,1075028289,999915799,1046896549)+W(6,-1111613200,1011769164,-1097222567,1036070334)+W(7,1031802636,1041242105,1040180956,-1120669738);WS(-1076050352,1072169512); +sum1=W(0,-1112010473,-1127017300,1032805651,-1127012698)+W(1,-1110549812,-1096217239,1055039585,1017026201)+W(2,1041474168,-1101316183,-1107675851,1027743346)+W(3,-1102358403,-1098236010,1058693100,-1103052317)+W(4,1035256808,-1097462672,1050718238,1025923518)+W(5,-1103941101,1015309803,1047069339,-1108585145)+W(6,-1126807163,-1109990262,1040782175,1029935559)+W(7,-1127729580,-1124828306,1033573870,1030091394);sum2=W(0,-1115222730,1013406324,1048651312,-1105744683)+W(1,-1103808603,1044516259,-1091636530,1036643390)+W(2,-1133607278,1056099238,-1082257366,1056116581)+W(3,1035011293,-1093760521,1065398243,-1087652578)+W(4,1045426354,-1097063741,1052543946,-1106429625)+W(5,1005150868,1046105407,-1105190986,1031045850)+W(6,1038138903,-1106358807,-1143243436,-1129675875)+W(7,1014354189,1034790704,-1124610775,1033997397);WS(1065781680,1039008007); +sum1=W(0,1041247860,1052873269,-1087848896,-1122380132)+W(1,-1132228043,1052030887,-1090939837,1043969975)+W(2,-1116017645,1057769989,-1086321043,-1167945460)+W(3,1029031978,1065817909,-1090130600,1043124941)+W(4,-1114552992,1059292430,-1093123180,1037414446)+W(5,1018467582,1052683781,-1089813139,1037105136)+W(6,-1119698444,1045381867,-1093950448,1016187596)+W(7,1039500994,1042767258,-1088918334,-1139723011);sum2=W(0,1038177586,-1105284792,-1114385091,1023745983)+W(1,1024852101,-1131141686,-1105200928,1044997454)+W(2,1031995320,-1123455081,1057384109,-1102654886)+W(3,1016571646,999573799,1073904332,1045931554)+W(4,1033741319,-1107419527,1075963065,-1113399825)+W(5,-1108656521,1052574782,-1130292726,1041285787)+W(6,1035134998,-1099142208,-1072886122,-1101763500)+W(7,-1120710323,-1103717942,-1070457563,1044467987);WS(-1090516543,-1087531312); +sum1=W(0,-1105337757,1040358473,1026287071,-1112133319)+W(1,-1135375282,1025750638,-1109155234,1043065477)+W(2,-1113059195,1034124454,-1111070925,1049735832)+W(3,-1111479074,-1082649657,-1113637434,1048811350)+W(4,1044282546,-1098312091,1056333811,-1104740686)+W(5,1036163039,-1114570479,1044131649,-1111303053)+W(6,-1123738614,-1112260786,1049914271,-1128712224)+W(7,-1110047807,1044483760,1039433994,-1136462731);sum2=W(0,-1122757257,1027164873,1002742314,-1111953049)+W(1,1009904581,-1112829049,-1115430893,-1116391321)+W(2,-1113467627,1020364514,-1098221748,1025748661)+W(3,-1099518373,1064179702,1059311413,-1098741962)+W(4,1032421699,-1092934445,-1139891301,1036551469)+W(5,-1095677862,1039050377,1041708988,-1119491053)+W(6,1020800146,-1106885375,-1124766450,1025848261)+W(7,-1112743661,1022655162,1032689603,-1122814953);WS(1059528063,1057564569); +sum1=W(0,993737087,-1096201122,1052073475,1036364765)+W(1,1023855952,-1112481934,1044928820,-1119101474)+W(2,1051519336,-1089271861,1057871347,1026047377)+W(3,-1100822612,-1101379550,-1090210244,-1095066725)+W(4,1027584566,-1129312776,1027452795,1043887545)+W(5,-1109486813,-1101173547,1051680014,1038809676)+W(6,-1127107174,1031993577,1038521522,-1152581582)+W(7,1035631854,-1097162722,1050823828,1037595092);sum2=W(0,-1106514375,-1115270098,1025588625,-1109616345)+W(1,1034094594,1029678117,-1103891997,1044342701)+W(2,-1112949179,-1095879627,1029083209,-1107320484)+W(3,1009317700,1052560633,1062070608,-1103446924)+W(4,-1126355148,-1128108776,-1100067512,-1131810302)+W(5,1021633582,1034084538,1035054672,-1098743078)+W(6,1010987268,1040297892,-1117785257,-1123491293)+W(7,-1106252693,1049223604,990783407,-1102218346);WS(1061977215,-1122204685); +sum1=W(0,-1124031333,1053794732,-1090279300,1017895407)+W(1,-1109554099,1053305789,-1096176108,1027213295)+W(2,-1105250724,1058003360,-1093816822,1024566052)+W(3,1036027519,1059361796,-1081723655,1033714163)+W(4,959521497,1055117810,-1090510080,-1125004641)+W(5,1055353398,1051669497,-1097892492,1006220452)+W(6,1038275624,1037705519,-1101480172,-1112881733)+W(7,-1136942561,1047158647,-1098784634,-1145512357);sum2=W(0,-1113155109,1028856727,993552399,1036996819)+W(1,1032430477,1021325630,-1128331832,-1139715524)+W(2,-1105712018,1050891972,1042508384,-1111526035)+W(3,1048044904,1070862297,1042132916,1040898786)+W(4,-1081128362,1074403261,1044319918,1025048067)+W(5,-1070110178,1035516985,-1115800491,1038841221)+W(6,-1092435520,-1108990845,1033559089,-1119663830)+W(7,-1092804751,-1122256510,-1109033129,1007165668);WS(-1096328959,1070879408); +sum1=W(0,1047483149,1056909741,-1084253114,1043610432)+W(1,-1131726569,1050717891,-1097194674,-1120381614)+W(2,1017405984,1049879450,-1084428714,1029856307)+W(3,1016192218,1064784543,-1088019878,1046790989)+W(4,-1134185032,1054175424,-1087922381,1044095416)+W(5,-1130210629,1055866677,-1096076442,-1106891777)+W(6,1039283496,1052923070,-1098682228,1045347898)+W(7,1022798351,1050331269,-1089646420,-1103492015);sum2=W(0,-1096731787,-1092572599,-1072213302,1074300082)+W(1,1041094096,-1083918511,-1081783724,1061218424)+W(2,1030029833,-1081752188,-1088492050,1062246408)+W(3,-1134738767,1050600846,-1098909280,1055931246)+W(4,-1112066554,1060518769,1054813136,1030722387)+W(5,1049526473,1056806956,1066457366,-1080408758)+W(6,-1103571503,1052566197,1061557517,-1082314750)+W(7,1038503381,1040255570,1074348460,-1074863778);WS(-1093955647,1022010191); +sum1=W(0,1027472455,1051129150,-1126583382,-1110971745)+W(1,-1118029508,1040858863,-1110637352,-1129027011)+W(2,1017520774,1058284788,-1083829535,1043546956)+W(3,-1100976252,1064764899,-1092969620,1032062845)+W(4,1048038797,-1094249656,-1093269900,1049944248)+W(5,1019653215,1054989120,-1098669306,-1114080636)+W(6,1015004427,-1137681219,-1101321193,1039113958)+W(7,1006149335,1047833420,-1092663640,-1120661351);sum2=W(0,-1125700855,-1109340305,1041739108,-1138307987)+W(1,1010923567,-1099241242,-1121076246,1010348245)+W(2,-1097524591,-1097784845,-1122648580,1043843262)+W(3,-1086770251,1061340682,1059475190,-1104554020)+W(4,-1119687254,-1091236020,-1097965354,1042867821)+W(5,-1136610695,1059369820,1048517727,-1105357691)+W(6,1034141799,-1103210716,1020884025,1021404807)+W(7,-1146172877,1042204527,-1117941982,1026766467);WS(1057685119,1067243116); +sum1=W(0,-1129459555,-1098308652,1053516928,1029422892)+W(1,1016923756,-1100618635,1049587364,-1111775882)+W(2,1004671913,-1090418529,1057639529,-1114348966)+W(3,-1095493364,-1088191051,1065512192,-1112549294)+W(4,-1098633785,-1089905135,1058720438,-1103551521)+W(5,-1112175056,-1101363479,1052631981,-1111153757)+W(6,1046138501,-1106099897,1043712557,995391206)+W(7,-1131471418,-1097291652,1052947846,1020473821);sum2=W(0,-1131225411,-1140292462,1018110051,1018006973)+W(1,-1130956898,1023877693,-1137158572,-1128428036)+W(2,-1103681442,1042914798,-1224504659,1020723155)+W(3,-1077027280,1069127322,1043315619,-1147115303)+W(4,-1076028808,1071847872,-1120948958,1020554514)+W(5,1031803188,-1103125793,1043270022,-1133954299)+W(6,-1101294062,1043076855,-1113817590,990350747)+W(7,949706042,-1132087796,1015417250,1025989218);WS(-1097928959,-1082976358); +sum1=W(0,1027664520,1057835343,-1089326063,-1108038941)+W(1,-1123678010,1050550727,-1096462854,1032858337)+W(2,-1106569905,1057764410,-1083721351,1021803093)+W(3,1052451146,1062299789,-1087127986,1042469806)+W(4,-1103556709,1049034640,-1097735566,-1104920125)+W(5,1038567635,1057826487,-1094118206,1031016631)+W(6,-1108799690,1041175724,-1100805265,-1129264698)+W(7,1040222651,1060823717,-1089053734,-1107162784);sum2=W(0,1059738223,-1087082495,-1092378156,1034470847)+W(1,1048150071,-1095900368,1046247330,1025055065)+W(2,1052511773,-1108343021,1033545850,1045395587)+W(3,-1080186607,1063110279,-1090059649,-1094453880)+W(4,-1078381471,1074904245,-1107095292,1053230483)+W(5,-1072132845,1071639576,1039712953,-1103894182)+W(6,-1071450961,1076364217,-1113577164,1032308634)+W(7,-1071397334,1077341373,1049211915,-1120241798);WS(-1093482751,1040242403); +sum1=W(0,-1101135214,1051279307,-1160860306,-1112732162)+W(1,-1123956286,1045008905,-1106067054,-1135242283)+W(2,-1107524598,1049489177,-1101021318,1029341500)+W(3,-1138012647,-1132973569,-1113266773,-1121978915)+W(4,1034129455,-1096848358,1049504725,-1098727290)+W(5,1042720691,-1098383795,1059206814,-1102892456)+W(6,-1130324184,-1104810279,1049756222,-1104163113)+W(7,998898338,-1118268600,1052043149,-1099073308);sum2=W(0,1050603120,1055811875,-1086548128,1034695967)+W(1,-1101078445,-1122671355,-1087609936,-1108269543)+W(2,1048531671,1038805789,-1088336312,-1089139562)+W(3,-1105220793,1066111209,1071017234,-1104320030)+W(4,-1091713187,1026095418,-1115602704,-1100901763)+W(5,1034851673,-1130092003,-1089969509,1049804877)+W(6,-1122031169,-1137910742,-1121274059,-1103744367)+W(7,1020293663,-1094690648,1053616941,1054827086);WS(-1112146683,-1077736475); +sum1=W(0,-1128590341,-1099064529,1049253908,1039097715)+W(1,-1130792414,-1090490649,1028859267,1017948777)+W(2,-1147973299,-1086623314,1040872136,1025770233)+W(3,-1117834531,-1101063739,1068918685,-1115616742)+W(4,1007065251,-1084449173,1059458719,-1104116690)+W(5,1033724609,-1094725676,1057886934,-1132647657)+W(6,1024083798,-1097837640,1044653558,998082042)+W(7,-1122914526,-1097461352,1048946351,1030833130);sum2=W(0,1038545045,1044965772,1038508364,1032278560)+W(1,-1104316542,-1073797636,-1092377302,-1115941315)+W(2,-1098913527,-1069601753,1050236814,-1109127211)+W(3,1054073276,1079919017,1044931722,1042591612)+W(4,990615436,1065620582,1034922622,997021068)+W(5,-1111960943,-1103381017,1033398315,1042220416)+W(6,-1127436605,1039512539,-1113162193,-1138197651)+W(7,-1131799749,-1105195767,1039327537,-1121388557);WS(-1090505151,-1074550453); +sum1=W(0,-1112838599,-1106878250,1057615003,-1131143051)+W(1,1028498739,-1103427629,1042960070,1023192930)+W(2,1023419227,-1088602192,1063645564,-1096958907)+W(3,-1117182312,-1088941275,1053033883,1048242260)+W(4,1018948122,-1087514842,1058641540,-1098164287)+W(5,-1126145258,-1096920942,1043052986,1045189988)+W(6,1024711581,-1096615233,1050742275,-1105551137)+W(7,-1125422420,-1095073209,1053972531,1026824959);sum2=W(0,1051549752,1021553919,-1106404197,1031994963)+W(1,1081443218,-1111116920,1044837835,-1113046369)+W(2,1072492444,-1073777225,-1113676512,1032624041)+W(3,1048388769,-1067599847,-1089379201,1025956540)+W(4,1035162847,-1096587672,-1109546151,1027498280)+W(5,-1139079606,1029232562,1030543674,-1132168419)+W(6,-1121149576,-1115288719,-1122606689,1034044071)+W(7,-1123800689,1042218632,-1125599605,-1115044631);WS(1051119487,1041244378); +sum1=W(0,-1124974044,-1137238551,-1116593698,-1121323393)+W(1,1028120435,-1113671305,-1103177170,1033078132)+W(2,1048876359,1036964902,-1099611151,-1156053771)+W(3,1037118035,1061504071,-1104164974,-1129960608)+W(4,-1131477080,1047204942,-1081804989,1048068278)+W(5,-1118427428,1050660570,-1114906180,1011539382)+W(6,-1120234265,1030267847,-1098831475,1035846233)+W(7,-1125985859,1049717597,-1103929310,-1115091743);sum2=W(0,1018090488,1027537220,1019973834,-1117503915)+W(1,-1104952272,1048078363,-1095697091,1045164128)+W(2,-1105226064,1055192952,-1101823824,-1106818318)+W(3,-1128161694,-1102612387,1074095781,-1087428157)+W(4,-1134153828,-1102761937,-1074759173,1061969021)+W(5,1024328280,-1101688104,1063478353,-1092430375)+W(6,-1118410723,1035228556,-1092594125,1050476000)+W(7,-1117225997,1016223417,1041310640,-1110796930);WS(1062303263,1031082743); +sum1=W(0,-1113216195,1050954912,-1095964628,-1121789260)+W(1,-1099215391,1012178225,-1095180416,1027015379)+W(2,1052151297,1065129152,-1088785601,1041954507)+W(3,1026092610,1047492794,-1089641431,-1107401421)+W(4,1051942565,1063700475,-1089295544,1049634587)+W(5,-1098039588,1049517720,-1091476104,-1112964196)+W(6,-1101893697,1028060738,-1102410709,1035520455)+W(7,1008063218,1054989200,-1096414030,-1114231491);sum2=W(0,1033145987,-1175661064,1021827842,-1165845202)+W(1,-1111827051,-1152013649,-1104895942,-1187919119)+W(2,-1103256184,1050523165,1034611383,-1125020091)+W(3,-1063595607,1084357731,-1094652398,1042933311)+W(4,-1101985731,1048919805,1029250458,-1108910008)+W(5,-1141099147,1025442742,-1102082303,1040766920)+W(6,-1136421288,-1145624409,1021034188,-1126731425)+W(7,1030655939,-1133270551,-1121842648,1017996705);WS(1057958943,-1104691893); +sum1=W(0,-1111014615,-1105424217,1044401084,-1118336456)+W(1,-1128240917,1046008396,-1100901945,1038452148)+W(2,-1146251723,-1090082375,1057785284,-1119525902)+W(3,-1095236657,1054329938,1040293502,-1093887914)+W(4,1047913107,1003615948,-1099597392,1045607070)+W(5,-1103203951,1013130820,1051440085,-1107674167)+W(6,1033356080,1044802714,-1102604718,-1113361665)+W(7,1023941889,-1101796865,1036253756,1037874639);sum2=W(0,1010987018,1041119120,-1110188142,-1127404253)+W(1,-1105807463,-1111572952,1045029856,1029477872)+W(2,-1102396693,-1117220749,1057260834,1019931869)+W(3,1054217500,-1087890507,-1087358521,1056265374)+W(4,-1123211893,1070205457,-1081682663,-1091128546)+W(5,1029628166,-1101117061,1051101181,-1124058781)+W(6,-1106898625,-1113015450,1042553654,1025549544)+W(7,1028744914,-1121743361,-1135525482,992401866);WS(1063883327,-1171419961); +sum1=W(0,-1131801844,1049833398,-1102183011,-1101850371)+W(1,1021098616,-1123871229,-1097479398,1031224740)+W(2,1022023532,1009731296,1056730033,-1123343997)+W(3,-1121742227,1044941350,1041013425,-1127214008)+W(4,-1090925859,1060653970,-1095529687,-1107029405)+W(5,1024490200,1043051923,-1097251239,1042080318)+W(6,-1102607801,1048967870,-1104750961,-1107657120)+W(7,-1123544461,1050859794,-1097963532,1009310536);sum2=W(0,-1106082604,1047581965,-1097195715,-1113941985)+W(1,1041248381,-1108094251,-1105642610,-1131232309)+W(2,-1132935321,-1111186257,1042983438,1050509566)+W(3,-1106587714,1050591326,1048334662,-1103031697)+W(4,-1104172881,1039028256,1046273630,-1127691207)+W(5,-1118244665,1025922877,-1128737701,-1115007353)+W(6,-1115368488,-1111866155,1044426238,-1112751356)+W(7,-1139264801,-1104769894,-1122157893,1031938310);WS(1064944927,1037595256); +sum1=W(0,-1116864018,-1089228760,1063040538,-1107296590)+W(1,1023806679,-1095304482,1057549004,-1106875789)+W(2,1017115436,-1087165700,1060715233,-1103245163)+W(3,1009660557,-1086682215,1064233001,-1106392275)+W(4,1028149000,-1088874517,1056983460,-1132085516)+W(5,-1109610248,-1099761351,1052917089,-1107160974)+W(6,-1148661421,-1116139780,1041500021,-1129006079)+W(7,-1102752831,-1131587330,1045020525,-1152394658);sum2=W(0,1045832950,-1084008560,-1084775302,1058474163)+W(1,-1110716731,1049995423,-1093173621,-1102301410)+W(2,1025147898,-1089165996,1054478967,-1128684365)+W(3,-1098226948,1066542501,1068786857,1031931484)+W(4,-1099749141,1049362032,1047038722,-1091779956)+W(5,-1098250414,1055260506,-1126019654,-1105326436)+W(6,1042544569,-1086997229,-1127724076,1053449115)+W(7,-1089530617,1067285885,-1088213452,-1090548395);WS(-1082101344,-1089856493); +sum1=W(0,1050831902,-1105691402,-1101015969,1029275441)+W(1,-1112019073,1030717682,-1098775681,-1120813832)+W(2,1030303546,1055521064,-1097748442,-1139280937)+W(3,-1129997454,1064695661,-1085520515,965412887)+W(4,-1110327174,1061962758,-1086646154,1041358014)+W(5,-1117704076,1058754169,-1089610799,-1122362798)+W(6,-1112251093,1047731210,-1093958751,1028938947)+W(7,-1131596868,1056158989,-1094349907,1016935004);sum2=W(0,-1065128139,-1101130808,1034565987,-1119435550)+W(1,-1076824095,1050826865,-1109355365,1023890205)+W(2,1067439244,1046966330,-1109830496,1012867020)+W(3,1079260085,1049869634,-1112614302,1015248786)+W(4,1056740148,1051236860,-1123646153,-1122661198)+W(5,-1103928218,-1114183173,1051726295,-1136992532)+W(6,-1135208116,1033256035,1035002893,-1119472799)+W(7,1039164015,-1104627926,-1109091637,-1136910724);WS(-1090711679,1035967541); +sum1=W(0,-1111795270,-1104454427,1050513973,1030482278)+W(1,1015715144,1029360119,1050454265,-1138269301)+W(2,-1118064815,-1084526809,1063535365,-1132452908)+W(3,-1124564760,-1083278737,1060834888,1007072853)+W(4,1033380937,-1083950349,1050327592,1028355007)+W(5,1041725555,-1091233609,1054941014,1029566323)+W(6,1039158191,-1102432923,1040417584,-1140656289)+W(7,1036708611,-1097260861,1042099839,1035976950);sum2=W(0,1030795338,-1099705557,-1100315818,-1124401732)+W(1,-1104698754,-1088930785,-1129318753,1047822852)+W(2,-1086482027,-1087114188,-1088371087,1041847465)+W(3,-1086674278,1063363970,1059258270,1007827043)+W(4,1048689193,1066258058,1052412907,-1114489829)+W(5,-1101252049,1055138353,1035784301,1039056173)+W(6,-1127107620,-1113111809,-1107499570,1036879119)+W(7,-1097010897,1050900036,1046424313,-1112035485);WS(-1098505599,-1075865372); +sum1=W(0,-1119631078,-1131715643,-1121509433,-1113178620)+W(1,1024188415,1032178901,-1128987132,1024883696)+W(2,-1125460739,1056750314,-1131145214,-1114020928)+W(3,-1113150415,1055366257,-1096447994,-1102601578)+W(4,-1098117352,1063530169,-1086227497,-1111953177)+W(5,1028789822,1038512989,-1117796833,-1101470933)+W(6,-1115205937,1036256496,1016180195,-1141768534)+W(7,-1134520549,1042179631,1032402616,-1114797153);sum2=W(0,-1098762498,1039073687,1035541163,1030962008)+W(1,-1112826554,1047439072,1032611741,981436096)+W(2,-1099883844,1024348972,1050751610,1048715774)+W(3,-1090598021,1068429254,1066295533,-1089341195)+W(4,1060690639,-1078855206,-1081223881,-1094541311)+W(5,-1101866176,1052294530,-1097770507,1041458546)+W(6,1051055486,-1095975199,-1126362074,1044471119)+W(7,-1111565268,1034134076,-1121819739,1024624177);WS(1057165023,-1106509195); +sum1=W(0,-1110663097,-1090373040,1057389257,1036322023)+W(1,1023353031,-1094296089,1051297995,-1110472134)+W(2,1009641338,-1087820187,1064196683,-1103525103)+W(3,-1116674588,-1090764772,1064337073,-1108191858)+W(4,-1121179137,-1101809276,1058239248,-1105116828)+W(5,-1127866586,-1095695571,1053143796,-1130262917)+W(6,1019708412,-1097119704,1049182394,-1117889432)+W(7,-1105922998,-1088811352,1042633923,1047174317);sum2=W(0,-1112942365,-1106822390,-1102090209,1043730009)+W(1,1048482322,-1115190843,1042851055,1035412483)+W(2,-1100072975,1034045428,-1103979279,-1105576965)+W(3,-1097118067,1068163863,1056641862,1028572696)+W(4,991349250,1063618710,-1105663689,-1113934073)+W(5,-1108096389,-1107942623,1049912171,-1105853831)+W(6,1053525633,-1090492700,-1130278628,1039916278)+W(7,1000921969,-1076676559,-1111476815,-1106999228);WS(-1086493375,-1079336981); +sum1=W(0,977772865,-1102983835,1026410857,1015269519)+W(1,-1123924042,-1108602044,-1098146918,1049374456)+W(2,-1109993624,1041059645,-1106936850,1036994068)+W(3,-1107908519,-1094902379,1061697492,1041174790)+W(4,1036636329,-1083260999,1061962303,-1103125248)+W(5,1038934102,-1084987377,1057432285,-1125738921)+W(6,1034769240,-1102484540,1051050960,-1130650164)+W(7,-1099048778,-1108629750,1050989872,1040252563);sum2=W(0,-1104970914,1042634099,1052960430,-1112577728)+W(1,1018133697,-1097448347,-1108255972,-1096543501)+W(2,1040842491,1055662701,1062139198,-1090800341)+W(3,-1093587851,1074010545,1064732329,-1093194079)+W(4,-1093237537,-1089724369,-1083390778,1015865539)+W(5,-1102375178,-1099392752,1025575413,991452982)+W(6,-1099804326,1049771835,-1104347883,-1126119433)+W(7,1054809337,-1092159031,-1096888027,1028159711);WS(-1088469887,1068090411); 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+sum1=W(0,-1103118654,-1090537599,1060753617,-1129584897)+W(1,1043365506,-1097065432,1046496158,1025963976)+W(2,-1115420333,-1086314390,1060760746,-1106610556)+W(3,1031523031,-1088162978,1055888777,1040410096)+W(4,1033412302,-1089193875,1052645932,-1138875303)+W(5,1032254402,-1091959462,1054239287,1032279415)+W(6,1031863013,-1111327644,1044639698,1032182482)+W(7,-1127560355,-1086013855,1056703661,1044337291);sum2=W(0,1034238418,-1122429687,1038471498,-1105287037)+W(1,1026722605,-1113650971,1047703041,-1106809975)+W(2,-1123083006,-1101416602,1050567163,-1099784158)+W(3,1044566349,-1095747837,1073798913,-1077245954)+W(4,-1114043742,1044375513,1074668356,-1072322090)+W(5,1029836970,1032414162,1076147895,-1070521946)+W(6,-1124457715,-1132025334,1076524889,-1071353549)+W(7,-1112207598,-1112893824,1071535287,-1076180558);WS(-1114470395,-1114976351); +sum1=W(0,1017446070,991904560,1034584479,-1110976571)+W(1,1040990896,1041627584,-1107221597,-1099251857)+W(2,-1129681934,1047992216,-1115356259,-1111571481)+W(3,-1120446036,1061349282,-1083497834,1039733326)+W(4,-1097641691,1061559014,-1089507216,1036247843)+W(5,-1110115727,1055187519,-1098995485,-1114440077)+W(6,-1110184487,1045114861,-1109668803,-1115117640)+W(7,1033457695,1047040436,-1107186297,-1120899067);sum2=W(0,-1093678598,-1084434022,1064533419,1042743345)+W(1,1002676269,1057422860,1067683118,-1108978134)+W(2,1055748356,1066493380,-1078621547,-1117769694)+W(3,1044340647,-1079318791,-1079939901,1015093293)+W(4,-1118111722,-1116089022,1054002901,1049699290)+W(5,-1120084888,1044705221,1039926847,986467602)+W(6,1001595675,-1112694927,-1112070298,-1107171922)+W(7,-1123642691,1031220790,1023903081,1037662763);WS(1048785023,1039045299); +sum1=W(0,-1104130562,-1090140327,1061197562,-1133671882)+W(1,1043168659,-1100442863,1040570004,1032880081)+W(2,-1117502116,-1085428843,1062309944,-1102819715)+W(3,1029857553,-1093347651,1050495728,1038995485)+W(4,1034838603,-1089406196,1050259320,-1127149063)+W(5,1027207566,-1093521697,1054560318,1026681976)+W(6,1024393315,-1120775857,1039464338,1035433414)+W(7,-1130533431,-1086838999,1056208688,1041402190);sum2=W(0,-1118465298,-1142302474,-1114395216,1037219807)+W(1,1011712973,1025023956,-1104707163,1039062755)+W(2,-1128433260,1041730218,-1095905892,1046574176)+W(3,1029767219,-1097771962,-1080533844,1069124140)+W(4,1021354231,-1094677866,-1075595300,1073795377)+W(5,982009542,-1122047812,-1072373863,1075522683)+W(6,1014788797,1028525757,-1072719492,1074436097)+W(7,1033540398,1020814500,-1078361330,1068741752);WS(1040594174,1002085105); +sum1=W(0,1041861603,-1113198522,-1137236930,1041085614)+W(1,-1097746587,1055071640,-1100468781,-1121524679)+W(2,1032164980,-1088672026,1047493466,-1109849488)+W(3,1031577622,1050744420,-1105375081,1048884604)+W(4,-1102982955,1057599999,-1087672398,-1113508732)+W(5,1044101411,-1103363988,1050064611,-1098107838)+W(6,1034678964,1036351259,-1102178050,1043931332)+W(7,1026039088,1034848362,1033863059,-1106488144);sum2=W(0,-1099743490,1011906269,1037961444,-1108436276)+W(1,1035577370,1026663055,-1152297667,991169347)+W(2,-1115293072,1057096352,-1095995741,1045881501)+W(3,-1102421679,979639118,1050233559,-1097952901)+W(4,1038726510,1044440375,1022991474,-1122343653)+W(5,1032210717,1032214892,-1139108605,1026937641)+W(6,-1107407193,1028754425,-1115369483,-1105994898)+W(7,-1120037205,-1123040177,-1104470915,1022469878);WS(1066613200,-1123971367); 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+sum1=W(0,1018133293,1036411431,1039633317,-1111689725)+W(1,-1105532941,1007771751,1034605623,-1107937040)+W(2,1027243330,-1116024394,1050783724,-1105991139)+W(3,-1097428310,1032024955,1010531964,-1109581452)+W(4,-1099204213,-1130187397,1045069064,-1103861656)+W(5,-1133851766,1034973653,1044277428,1044990678)+W(6,-1138393927,-1114469768,1046520720,-1106353867)+W(7,-1118550618,-1118964077,1036629184,-1155661924);sum2=W(0,1031819015,1040620760,-1130428603,-1130628701)+W(1,-1113612713,1045122152,-1113774176,-1118722775)+W(2,1040659447,-1122637452,-1093905874,1015363301)+W(3,-1113225510,-1080510307,-1073670430,-1129641903)+W(4,1023788280,-1103769905,1040925011,1045479736)+W(5,-1115035325,1050277803,1074164392,997650792)+W(6,1009487418,1041168723,1056579340,1043373785)+W(7,1023947578,-1112728330,1044922942,-1122436477);WS(1064095487,1025785067); +sum1=W(0,1026371284,-1106851535,-1128892272,1040514533)+W(1,-1097495743,1042476562,1049973404,-1103190740)+W(2,1050378694,-1104849584,-1115675316,1040022019)+W(3,1008396404,-1085976658,1058008769,1040395090)+W(4,1042871873,-1097042470,-1098054097,1050097558)+W(5,-1103138663,-1109264236,1052615848,-1102548473)+W(6,-1136206974,1035073279,1037088776,-1157051795)+W(7,1034556564,-1094929447,1045135411,1023679636);sum2=W(0,-1124722923,1033420628,-1105442746,1029168594)+W(1,-1114618025,-1100145939,1047309531,1048079041)+W(2,1043439029,-1115804833,-1084852425,-1101613108)+W(3,1036363299,1057589449,-1089136554,1042227257)+W(4,-1096133271,1053618149,1028964970,1045151454)+W(5,1049502378,-1091358477,1056312267,1041752672)+W(6,-1106999272,1030436134,-1100909906,1036382707)+W(7,1013819494,-1119548384,1043379377,-1113267324);WS(1060109055,1023402244); 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+sum1=W(0,-1105584175,-1105871745,1043886056,1027658214)+W(1,1024897880,-1093982770,1052657028,992865878)+W(2,1038516044,-1092069365,1055074797,-1121064957)+W(3,1040792761,-1083616743,1065026281,-1106374835)+W(4,1041867802,-1089303929,1056987882,1015027694)+W(5,-1146323132,-1089274268,1054263413,-1132520748)+W(6,1033649803,-1106858177,1043742846,-1137844354)+W(7,-1113939311,-1096909360,1049053899,1017619030);sum2=W(0,1078367032,1027322757,1023449836,-1115583846)+W(1,1056220347,1044756153,-1148770222,993742973)+W(2,-1078889751,-1096547764,1043960988,-1130380138)+W(3,-1073546091,-1101560565,-1126862726,-1147412718)+W(4,-1104234997,1042443775,1029550531,-1115461788)+W(5,-1129365336,1048890957,-1133306383,1019814478)+W(6,-1132392998,-1104280017,-1130422948,-1143007558)+W(7,-1105729449,1028418751,1042854212,-1123464959);WS(1052938943,-1103606318); +sum1=W(0,-1114719934,-1087051802,1058073278,-1114447856)+W(1,-1110318513,-1108424920,1044445625,1040769086)+W(2,1051495307,-1085940948,1060893495,1037779432)+W(3,-1100729633,-1082198177,1058839039,-1103818980)+W(4,1058926789,-1090825863,1060585177,1053070735)+W(5,-1090569589,-1088355266,1053564817,-1091337376)+W(6,1050591187,-1096343413,1054456219,-1131842819)+W(7,-1120060704,-1090847836,1059253187,1026807692);sum2=W(0,1015621136,1033006755,-1072583370,1074691924)+W(1,1032703681,-1098289077,-1084108607,1067219112)+W(2,1048700747,-1098808895,-1081224226,1064576163)+W(3,-1098355550,1046984196,-1081041246,1066863963)+W(4,1047054427,-1083721832,1069053051,-1084686190)+W(5,-1097901072,1061110777,1046858869,-1086075738)+W(6,-1126056922,-1109410901,1068664236,-1079374171)+W(7,-1165737020,1047097145,1076043754,-1071293986);WS(-1083248351,1041375270); +sum1=W(0,998616699,-1087439008,1054645196,1045294540)+W(1,-1142901727,-1092067298,1052452449,-1128264947)+W(2,1043282847,-1097778587,1050602866,1042620067)+W(3,-1128981712,-1084179155,1058025241,-1146688137)+W(4,1049050406,-1090979219,1061357806,-1127282486)+W(5,-1110272759,-1086455104,1053431193,-1125997182)+W(6,1045114289,-1095775369,1052134295,981342481)+W(7,-1170526381,-1087021556,1053157267,1046767364);sum2=W(0,-1076239116,1068235144,1054062613,-1114529265)+W(1,-1079299620,1068687973,1019509447,-1116897962)+W(2,-1079042334,1068481951,1057377046,1041823371)+W(3,-1083365485,1066921525,-1100834259,1032806429)+W(4,1049726715,-1106704213,-1095788298,-1104989857)+W(5,1066758659,-1080829299,-1107253929,-1107915189)+W(6,1069675355,-1077473679,-1112126912,1021289065)+W(7,1075688460,-1073149491,-1090199615,1034867372);WS(-1089965567,1041739713); +sum1=W(0,1014059625,1050606464,-1097348868,1016608410)+W(1,-1109541748,1046384755,-1098095776,-1110057610)+W(2,-1120181702,1052952467,-1098227712,-1165355548)+W(3,-1113826001,1062759283,-1097909490,-1103909923)+W(4,-1099389050,1061539071,-1089710746,1018410859)+W(5,-1107441048,1056969105,-1097990985,-1097884829)+W(6,-1110918155,1043585729,-1112431723,-1109883584)+W(7,-1129336123,1054439728,-1101291373,-1118732474);sum2=W(0,1035083591,-1113211599,1032203968,-1112771443)+W(1,-1112359157,1037267536,-1129901649,999833884)+W(2,1037205500,-1110383577,1050641640,-1113848439)+W(3,-1119560270,1053336900,1062183610,1048127168)+W(4,-1130432545,1036846600,1052549520,-1087091182)+W(5,1033928454,1029308948,1037218786,-1080175934)+W(6,-1111608107,1035214305,-1098666781,-1106600446)+W(7,1027763767,-1137000642,1041216407,-1105808372);WS(1040803966,-1079223548); +sum1=W(0,-1103550802,-1108233168,-1115946235,1021078213)+W(1,-1113401739,-1097729981,1016715200,-1123835458)+W(2,-1105545077,-1112466052,1051122342,-1103483180)+W(3,-1095164520,1056711305,1072346450,-1092700173)+W(4,-1102562113,1033129898,1046866637,-1104392485)+W(5,-1106149592,-1100704991,1041579689,1033532004)+W(6,-1123094707,-1106323272,1017795558,-1128003929)+W(7,-1105989383,-1109921151,1019070562,-1109398092);sum2=W(0,-1132003761,-1097131135,1033952970,-1114013558)+W(1,-1126076753,-1098724323,-1102131199,1027012993)+W(2,1028715469,-1094337061,1043946979,-1109613274)+W(3,-1094940877,1075670208,1037045260,1026138301)+W(4,-1096054213,-1092647285,1052392413,-1107006741)+W(5,1050064171,-1119763725,-1101691459,1032910718)+W(6,-1095828963,-1104609741,-1104710657,-1127911473)+W(7,1024912709,-1103386045,1042676905,-1109320626);WS(-1077711088,-1080462700); +sum1=W(0,1016976667,-1095463505,1048382760,1033669226)+W(1,-1143635214,-1094028818,1043759401,1023995271)+W(2,1050435883,-1084473735,1060944248,1038367764)+W(3,1025648038,-1081613943,1061061657,-1104130812)+W(4,1033190198,-1092817267,1059085444,1035230572)+W(5,-1119077035,-1089963906,1058923652,-1115548134)+W(6,-1127874241,-1112556483,1024757337,998948881)+W(7,-1124293633,-1096263708,1052630131,1035279350);sum2=W(0,-1118714905,1038737245,1045939428,-1084863446)+W(1,-1128906105,1033599435,-1124872105,-1120736313)+W(2,-1104617441,1047074065,1073600723,1072627800)+W(3,-1102497202,-1081197801,-1069501955,1076529178)+W(4,1052988680,1051590837,-1078764847,1066278053)+W(5,1025452854,1036478618,-1078626366,-1115729701)+W(6,-1147569173,1034730428,-1094352359,-1119746081)+W(7,1045309195,-1096538670,-1097394746,1001372341);WS(-1085605823,1039908372); +sum1=W(0,-1110519177,-1101464226,1050281295,-1136474287)+W(1,998302542,-1097280531,1040574050,1017687606)+W(2,-1105109851,1050325520,-1112501642,1027599892)+W(3,1051114493,-1093718398,-1095999987,1038451002)+W(4,1047758692,-1109283231,1052111506,-1112873934)+W(5,1047411644,-1103804777,1013903280,1026946257)+W(6,1008966514,-1107759461,-1131548857,1007362713)+W(7,1027414133,-1099881946,1037344125,1030395745);sum2=W(0,-1115357326,-1098998597,1033193484,-1119934044)+W(1,-1129481498,-1104582263,1041990652,-1109942748)+W(2,1037423788,-1098625511,1052524895,1028176618)+W(3,-1149109833,1036322812,1029624616,1032249206)+W(4,-1107237807,1050926614,-1102468922,-1117055607)+W(5,-1098320683,1045914812,1016354632,1026298641)+W(6,-1118016391,1029306918,1029333966,-1116685452)+W(7,-1111060805,1035368549,1036818044,-1113790705);WS(1066221936,-1112686252); +sum1=W(0,-1111426931,1042737360,1039181581,-1110677245)+W(1,1049363148,-1108750629,-1105687720,1035534704)+W(2,-1090113310,1053136109,1051677110,-1101864162)+W(3,1038796336,-1095853365,1031102479,1019901392)+W(4,-1102958241,-1108890233,1058267293,-1107302241)+W(5,1041899238,1023718298,-1089545128,1048841797)+W(6,-1104001476,1033191264,1047293124,-1106653499)+W(7,-1112879133,-1165972390,1010166848,989728967);sum2=W(0,1019579309,-1121628281,-1104132268,-1133616314)+W(1,-1115216952,1041466962,-1110659898,1046938970)+W(2,-1101014764,1044350744,-1092586315,-1089581193)+W(3,1035949455,-1096356807,1067161402,-1097777539)+W(4,-1125343389,1019949697,1044980625,1025080038)+W(5,1020295703,1011899626,1028945397,1042942659)+W(6,-1107189524,1020414781,1024223321,1000298789)+W(7,1032252124,-1108620092,-1106879950,1034429670);WS(1065647552,1042223795); +sum1=W(0,-1118213891,-1090185691,1054600851,1042956769)+W(1,1047859212,-1099254654,1056675965,1045938459)+W(2,-1102035956,-1085546115,1052764224,-1095542592)+W(3,1049817209,-1090115457,1060918524,1048397149)+W(4,-1136727619,-1086839140,1050058698,-1107166488)+W(5,1018314812,-1089622500,1053194074,-1115710386)+W(6,1048950515,-1103143659,1055030644,1046421002)+W(7,-1111834851,-1088857895,1046059111,1019098869);sum2=W(0,1038047795,1045715537,1062099960,-1074982428)+W(1,-1100534663,-1109612723,1074456323,-1071944747)+W(2,1043709757,-1109559353,1074047524,-1086420775)+W(3,-1098906327,-1088589586,1061406543,-1087600981)+W(4,1054998296,1046750383,-1109444720,1058024333)+W(5,-1097979318,1030039799,-1095255331,1040647828)+W(6,1042447686,-1112135838,-1106577876,1042372587)+W(7,-1135615252,-1108474833,-1098188594,1051479186);WS(-1099261566,-1102058551); +sum1=W(0,1037460750,-1099740733,1035868896,1046250530)+W(1,-1118752449,1038344912,1028635221,1040547388)+W(2,1048855473,-1097823268,-1135561696,1049218244)+W(3,1046116085,-1077722267,-1089090112,1053686776)+W(4,1041532007,-1086845489,1054063629,1041462458)+W(5,1043443965,-1109540512,1036245196,1041323791)+W(6,1035797482,-1112472539,1039520068,-1116084210)+W(7,1048656673,1006300060,-1115462467,1050214602);sum2=W(0,-1107023704,-1099880087,1047853298,-1106650230)+W(1,-1103130345,1049640504,-1100868353,1035820630)+W(2,1025081245,-1099241173,1050410790,-1111373979)+W(3,1007138702,1060797185,-1096656068,1048085306)+W(4,1020633935,-1096100738,1053061345,-1098540289)+W(5,1042694232,1034621436,-1092716332,1045275377)+W(6,-1116958023,-1100840753,1057695342,-1095110662)+W(7,-1117764771,1051814059,-1092707384,1026583068);WS(-1081437504,-1086037448); 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+sum1=W(0,1032827391,-1086160295,1058956361,-1122589400)+W(1,1004836815,-1100507696,1050270371,1011775197)+W(2,1040820154,-1085279840,1061054293,-1126907788)+W(3,1033221771,-1085951050,1060000376,-1109718672)+W(4,-1142824410,-1090476887,1053225609,1031459881)+W(5,1019263487,-1096291378,1052048107,1014310644)+W(6,1033909728,-1104244158,1044967298,1002236306)+W(7,1030288497,-1096098979,-1123372967,1050105184);sum2=W(0,-1115548553,-1119133376,1034230379,-1106450540)+W(1,1010795990,1054475337,1049648601,-1130742967)+W(2,1025233265,-1126101085,1031862009,1074765700)+W(3,-1108773712,-1096206384,1056453743,1076253468)+W(4,1028577219,1025243447,-1092511031,1067142167)+W(5,-1123367926,-1123699076,1040231624,-1082850789)+W(6,1027045545,-1116348436,1052333940,-1074864896)+W(7,1016487959,1026289255,-1098871930,-1066441953);WS(-1098442559,1026469881); +sum1=W(0,-1149983818,1050517915,-1114000872,-1106643136)+W(1,-1119522441,1049663660,-1102209381,-1107005098)+W(2,-1111872220,1057681670,-1097110004,-1107624656)+W(3,-1148708523,1054270423,-1080449641,1044397088)+W(4,1033974589,1065584902,-1089390067,1040137492)+W(5,1034687077,1060962908,-1088971425,1011262833)+W(6,-1121497336,1043551013,-1096207069,-1152197144)+W(7,1040191316,1037520938,-1098201593,-1111636393);sum2=W(0,-1093666199,1067471948,1044138823,-1087858714)+W(1,1049995354,-1083836095,-1089657247,1040673003)+W(2,-1104373549,1067519925,1068116530,-1086283540)+W(3,-1108191449,1075025493,1070698122,-1107890740)+W(4,-1086862321,-1079149522,-1077256496,1052510667)+W(5,-1109961150,-1092122258,-1092830464,1044801958)+W(6,-1105617480,-1118106953,-1104600439,-1113062539)+W(7,1057348983,-1090446878,-1095892285,1040940184);WS(-1089367999,-1080592817); +sum1=W(0,1050901372,1020565079,-1098563453,-1123752726)+W(1,-1142600967,1046045566,-1094642094,1032349343)+W(2,1043029392,1051791856,-1092783656,1017360893)+W(3,1042662963,1059303201,-1082254536,1040706037)+W(4,-1131715556,1060541458,-1088235102,1038984656)+W(5,1028335344,1057651322,-1083519131,1042767141)+W(6,1009439676,1050310918,-1088554180,1039511244)+W(7,1040529906,1061742083,-1084895582,1037250730);sum2=W(0,-1086948904,1072921984,-1102597600,-1081008410)+W(1,1044777691,-1096214776,-1086612116,1053678014)+W(2,-1085906527,1069427540,1055370552,-1094318103)+W(3,-1107333159,1069014322,1068187895,1040782350)+W(4,-1094251850,1068759557,1049876941,-1097053445)+W(5,-1101622483,-1095651744,-1098339283,1052418274)+W(6,1054103540,-1080635176,-1098368915,-1116179967)+W(7,-1095334551,-1071443034,-1119710681,1057760894);WS(-1072329816,1074376722); +sum1=W(0,-1119826815,-1097135645,1051061560,1001332238)+W(1,1034466519,-1100415357,1050212013,1009264740)+W(2,-1121811611,-1123247055,1057003368,-1119531350)+W(3,1040071236,-1078161261,1050094223,1047608180)+W(4,1034412551,-1086793716,1060987117,-1139666027)+W(5,-1125783811,-1092987820,1053182609,1053959834)+W(6,1025497578,-1117997032,1030369595,-1130537576)+W(7,989295697,-1097292445,1040352158,1003451511);sum2=W(0,1010850411,1033963983,1041326744,-1110591524)+W(1,-1119692159,1024673399,-1126975570,1039643589)+W(2,-1110113403,-1107122545,1049177676,-1098235771)+W(3,1041465994,1041917938,1075051781,1061676083)+W(4,1019542894,1031918417,1057547658,-1072022345)+W(5,1041361680,1016152214,-1100210466,-1080793678)+W(6,-1128076954,-1119110501,-1101468559,1038326573)+W(7,1035827461,-1108745692,-1111890885,-1115279667);WS(-1089734463,1065567745); +sum1=W(0,-1115310942,-1089748010,1053493076,1041536229)+W(1,1048676446,1033541431,1047890913,-1111760907)+W(2,1051913151,-1091844976,1060749357,1031051700)+W(3,1041943745,-1078026925,1057682191,1033727319)+W(4,1032260949,-1083863979,1060855949,-1117552023)+W(5,-1123414147,-1088695462,1057895644,-1123512523)+W(6,1025799735,-1097284573,1049355215,-1134918146)+W(7,-1118314271,-1090712276,1052101531,1037093278);sum2=W(0,-1087048499,1067110585,1062551012,-1088705293)+W(1,-1089227831,-1073947481,-1107011493,1063056164)+W(2,-1081828818,-1100054441,1044700801,-1091908804)+W(3,-1106022394,1057992187,1053279159,1049660447)+W(4,1057638724,-1096117153,1047077354,1041467137)+W(5,1053589051,1049824990,-1098858111,-1112699600)+W(6,1030725267,1008667589,1055551992,991046018)+W(7,1050363813,1047082764,-1093863007,-1118599281);WS(-1079109040,-1085312521); +sum1=W(0,1023769582,1037365911,-1113299189,-1127522065)+W(1,-1140282322,-1117579705,1042794748,-1098682508)+W(2,-1105105824,1052645482,-1086336671,1041518392)+W(3,1041551140,1061549365,-1087637436,1049784787)+W(4,1030694836,-1092653220,1051894263,-1104535548)+W(5,-1111084358,1050958145,-1111723928,-1112540051)+W(6,955351653,-1113919416,1039072513,997865134)+W(7,-1133450021,1047664699,-1111528112,-1121426302);sum2=W(0,-1112127727,-1182735741,1027967369,-1099828018)+W(1,1037755147,-1116775242,-1108084106,-1106208929)+W(2,-1117076760,-1110833901,1047419656,-1106621688)+W(3,-1096944427,1050960349,1057406540,-1093670465)+W(4,920706880,1057824022,-1106635563,1046907280)+W(5,-1126463908,1025802869,1030718323,-1104727129)+W(6,1025583781,-1117624689,-1129307942,1024731263)+W(7,1016301114,-1106817101,-1146210056,-1133403952);WS(1066445424,-1114782683); 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+sum1=W(0,1041832895,1058015130,-1095482492,-1123207408)+W(1,-1113994869,1043005476,-1095369841,-1120610968)+W(2,-1101582062,1065539217,-1088297536,1040056719)+W(3,-1100675730,1054749782,-1085935041,-1111595960)+W(4,1015862616,1046936430,1054414015,-1110844045)+W(5,1033573462,1043027144,-1096194081,1041950395)+W(6,-1123901241,-1122192647,-1118572185,1007333963)+W(7,-1147102474,1047923809,-1106262926,-1097939280);sum2=W(0,1033496750,-1105017139,-1118941046,1012703263)+W(1,-1118187780,1043450683,-1142467441,1009095593)+W(2,1041080086,-1106458832,-1096734279,1025973118)+W(3,-1102935461,1057933296,1063076098,-1089439993)+W(4,1023898015,-1098239652,-1119844388,-1124882200)+W(5,-1122438380,-1111698692,1048742138,1004297609)+W(6,1007185073,1023645924,-1096898561,1046154393)+W(7,999989929,1034431733,-1090457759,1048791679);WS(1058454143,-1086058342); +sum1=W(0,-1115074879,1051341170,-1123276713,1040408770)+W(1,-1099743710,1054019099,-1112675511,1042487060)+W(2,-1103933280,1057240637,-1095853513,1044345774)+W(3,-1113530407,-1085932301,1048593300,1034191179)+W(4,-1124606630,-1090466976,1059272419,-1105205160)+W(5,-1115568198,-1097279225,1052135974,-1111240730)+W(6,-1123572016,-1108988935,1039376368,-1135917288)+W(7,-1118699368,-1095706385,1041536544,1043157563);sum2=W(0,1047642666,-1106684338,-1097565895,1038757740)+W(1,-1094360366,-1104496052,-1137000462,-1120606628)+W(2,-1111839157,-1101578828,1017360469,1043520604)+W(3,-1101124559,1062389037,1056361687,-1110716481)+W(4,-1119401007,-1099504899,1057357121,-1121032787)+W(5,-1114275291,-1102577927,-1111580608,-1174578992)+W(6,1010413358,-1121638606,1047557438,1020758339)+W(7,1018914035,-1100286365,-1108198790,1031842399);WS(-1116191222,-1087222261); 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+sum1=W(0,1041083642,1049354980,-1104528935,-1116245577)+W(1,-1109062519,1050121221,-1089361286,-1108913352)+W(2,1041255149,1062047573,-1094323010,1044478835)+W(3,-1129341567,1050256849,-1085946707,-1106612546)+W(4,-1122816004,1058306025,-1092704114,1010650184)+W(5,1034422596,1054029415,-1096738148,-1127765836)+W(6,-1105678140,1043380368,-1095183726,1004046811)+W(7,1002201935,1057986114,-1098664466,-1116617606);sum2=W(0,-1115691041,1047105417,1066880006,-1078420733)+W(1,-1122196578,1040512713,1072356775,-1074089832)+W(2,-1133382325,-1115639944,1070833917,-1079250237)+W(3,-1119943136,-1093984910,-1106032356,1053171659)+W(4,1035619338,-1128164365,-1084317659,1063302165)+W(5,1026693101,-1112542694,-1103058628,1050228647)+W(6,-1121646682,1040561229,-1106694088,-1111273903)+W(7,1035287249,-1122951759,-1109474775,1041535222);WS(1054980735,-1118400611); +sum1=W(0,1023857233,1056052581,-1108899938,-1098911041)+W(1,-1136534172,1054619866,-1084632317,1014993130)+W(2,-1109579886,1062631892,-1087670245,1019079234)+W(3,1024279465,1063340895,-1087714282,984908360)+W(4,1031638446,1054891904,-1089981519,1040973935)+W(5,1042081899,1032051762,-1091518889,1034243544)+W(6,1025101580,1036582853,-1100292439,1038263499)+W(7,1037741818,1040187076,-1096282711,1035333164);sum2=W(0,1048663857,-1103126769,-1090522781,-1135969141)+W(1,-1115607290,-1089284711,-1135630263,-1096474341)+W(2,1050959246,-1106476140,-1116194786,-1110761886)+W(3,-1094885185,1065597134,1068281966,-1097679100)+W(4,1032263390,-1114774312,-1114594327,1030603925)+W(5,-1094433235,1044112203,1034641663,1025157613)+W(6,1034671855,-1110680696,-1120338125,-1121778209)+W(7,-1100445080,1044150663,1039802827,-1101519530);WS(-1099426814,1028666567); +sum1=W(0,1017347599,1050515008,-1097546199,-1122852442)+W(1,-1114817850,1054909169,-1091252816,1034424401)+W(2,-1102332157,1058789976,-1088740593,1040697053)+W(3,1038414608,1049870885,1026332624,-1119196265)+W(4,1040863441,-1096181150,1050979384,-1096850298)+W(5,1043586729,-1094822147,1046083753,-1101867410)+W(6,1033560385,-1110297504,1043042893,-1112505198)+W(7,1024225691,1035801215,-1106319780,1022200238);sum2=W(0,1032296335,-1113854030,-1123218166,1034439881)+W(1,-1113414658,1056314261,1057288090,-1106401889)+W(2,1032045591,1056282685,1048444709,1027355020)+W(3,-1096252543,-1076472908,-1076465599,-1099548772)+W(4,1039836782,1041975936,1054239999,1041344971)+W(5,-1130462124,1060789196,1064414385,-1137373456)+W(6,1032505935,-1113045826,-1101415652,1031341874)+W(7,1017080436,-1114544525,1017354944,-1131418272);WS(1048405758,1021439377); +sum1=W(0,-1095783591,1056714988,-1095028931,-1099026446)+W(1,1004365570,1053912029,-1097931508,1040281084)+W(2,-1111296393,1060368018,-1093355890,1042667324)+W(3,-1090472608,1058906144,-1084869763,-1099317986)+W(4,1053249340,1059710205,-1111710658,1058667863)+W(5,-1096289768,1050004859,-1089344390,-1094050929)+W(6,-1116930177,1050104788,-1098648430,1032145973)+W(7,1031327257,1057263364,-1095692170,-1127343131);sum2=W(0,-1137650289,-1102128439,1065729447,-1085103011)+W(1,-1108324664,1038586891,1042582877,-1096095433)+W(2,-1107068637,-1102631398,1055966210,-1096657292)+W(3,1053004242,-1096144010,1066736444,-1084794119)+W(4,-1096186406,1065778432,-1077760412,1061684194)+W(5,1044011702,-1087564484,-1109340585,1053274132)+W(6,1031462490,1041037240,-1088233524,1060428365)+W(7,1016473473,-1095964556,-1079487884,1070082531);WS(-1120621558,-1109747932); 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+sum1=W(0,1038586191,1054651431,-1087542485,1032587193)+W(1,-1112517470,1043170193,-1101086846,-1121720345)+W(2,1021690773,1058605998,-1088163691,1034793549)+W(3,-1148410045,1062049174,-1087004528,-1139319682)+W(4,-1123773533,1056236357,-1089020247,1040971627)+W(5,1037589846,1058401044,-1089711896,1052009144)+W(6,-1114886949,1034515388,-1095006441,1017461287)+W(7,1015916580,1056139353,-1089662071,-1138694970);sum2=W(0,1041183203,-1104791361,-1113641717,1040266660)+W(1,-1109901203,-1103309504,1018299463,-1124518657)+W(2,1047303939,-1109225788,993644855,1039912380)+W(3,-1146453442,1050748307,1050538753,-1107008276)+W(4,-1103370030,1032462009,1024125183,-1094411631)+W(5,1035308463,1055570013,1058013570,-1087158984)+W(6,-1107592095,-1104507532,1044744090,-1091454514)+W(7,-1129723226,1050955773,-1110543421,-1122733934);WS(-1102088830,1068463311); +sum1=W(0,1007817678,1054791531,-1088166471,1034628887)+W(1,-1114291787,1051084317,-1097682087,-1130503387)+W(2,-1106493040,1059023407,-1087032011,1042839161)+W(3,-1121377148,1060487316,-1087032009,1025313797)+W(4,-1120569345,1053262386,-1090195409,1040112167)+W(5,1037434082,1049438849,-1104445288,-1112558866)+W(6,-1121570543,1043319351,-1110294871,-1130274577)+W(7,1048479966,1037267389,-1112047510,-1107488086);sum2=W(0,-1092702026,1046572938,-1113806693,1023924734)+W(1,-1078842502,-1092761370,1010298098,-1134107544)+W(2,-1073165872,1048469719,-1106037347,-1114438827)+W(3,-1075365553,1050413401,1041503306,1017902665)+W(4,-1101579557,-1110447061,1037192623,1011674154)+W(5,1066341075,-1104166524,1033398310,-1109271682)+W(6,1071992070,-1123716833,1031702363,1028552632)+W(7,1076187261,1056626852,-1110743783,-1123830383);WS(1050299903,-1120086405); 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+sum1=W(0,1037701789,-1151616802,-1102944307,1035789757)+W(1,-1137040283,-1099349487,1053320242,-1106274637)+W(2,1000406064,1047711372,-1098462560,1048627484)+W(3,-1094784938,-1115632781,1053161728,-1098374228)+W(4,1050863995,-1088133648,1049613697,-1120581030)+W(5,-1103592251,1049293870,-1128175786,-1114622845)+W(6,1032127959,-1118922740,1017489163,1038993832)+W(7,1038622703,-1120882929,-1119810116,-1165953346);sum2=W(0,1035866397,-1099238508,1052038184,-1107491561)+W(1,-1103116216,1047962584,-1105248240,1027069673)+W(2,1059558286,-1082734190,1057669233,-1098068789)+W(3,1058384307,-1088122523,-1091086098,1053762892)+W(4,-1096953271,1056069525,-1083280561,1064349048)+W(5,1042132369,-1106560803,1032403631,-1107462772)+W(6,-1111426470,1038442279,-1104452063,1040922744)+W(7,-1128202268,1028886015,-1150402298,1012204557);WS(1066439152,-1108830929); +sum1=W(0,-1102916748,1055608939,-1103898045,1013732302)+W(1,-1108788820,1051866141,-1097938907,1035488645)+W(2,-1097607254,1058768962,-1093577324,1043113957)+W(3,-1099017414,1030462560,-1125603603,1027216291)+W(4,-1168846782,-1113005110,1040477611,-1143171172)+W(5,-1109193920,-1109987210,1050862423,-1118580993)+W(6,-1128476473,-1109670205,1039038758,-1107320747)+W(7,-1106724277,-1105116142,1053895221,-1107171108);sum2=W(0,1050905005,1051409035,-1123874142,-1099079861)+W(1,1051922636,-1107944278,-1131839644,1035659117)+W(2,1052154527,1040207956,-1100926997,-1109355656)+W(3,1005525738,1060123319,1046139234,1029590720)+W(4,1024591478,1032045878,-1113252250,1032543174)+W(5,-1094205878,-1096175996,1039675350,1044310065)+W(6,-1094330307,-1086096303,-1128729660,-1129395200)+W(7,-1105421569,-1081193369,1062516858,1042520685);WS(-1094347903,1040885342); 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+sum1=W(0,-1124554365,1043778462,-1140499785,-1103855992)+W(1,1028540695,-1104732576,-1111020475,-1113072532)+W(2,-1107828893,1063706911,-1098481604,-1121738665)+W(3,-1135601758,1052343180,-1081762405,1048654720)+W(4,-1135515507,1050410381,1053053447,-1096321673)+W(5,1032466990,-1128754020,-1112972157,1012954617)+W(6,-1110097877,1034222620,1023071124,-1110289546)+W(7,950109203,1043960229,-1120112616,-1114439871);sum2=W(0,-1104841432,1047456971,1024424907,991739097)+W(1,1047690020,-1094867354,1033457856,-1129013032)+W(2,-1084375561,1068880529,1046341732,-1103560341)+W(3,-1086552004,1065412328,-1087761187,1059009805)+W(4,1046416693,-1080289298,1062384539,-1098849357)+W(5,1025710892,-1110380578,-1103331799,1045332030)+W(6,-1130856953,-1105039836,1024509174,-1104241974)+W(7,-1113936449,1016290713,-1126452938,1019994493);WS(1061669311,1066543312); +sum1=W(0,-1120030840,-1097490380,1038501126,1026361650)+W(1,-1111872182,1051889621,-1110528784,-1112085217)+W(2,1046388965,-1085299564,1050043436,1019064063)+W(3,-1109640224,1043197314,1054292822,-1116217609)+W(4,1051640445,-1099578605,-1095700775,1045441021)+W(5,-1104742312,-1114905437,1056051928,-1097066005)+W(6,1040612129,1033952272,-1108619674,-1146667493)+W(7,1018742870,-1095793020,1044337364,1039394788);sum2=W(0,1041249103,-1098300344,1041141085,-1123648820)+W(1,1040922446,-1147221163,1014590689,-1115292810)+W(2,1047169006,-1097103704,-1094689158,1021735499)+W(3,-1133026152,1055827658,1056443342,1023898168)+W(4,1045305983,-1082349433,1051958562,-1153021086)+W(5,-1121038685,-1105225178,1035590360,1038130213)+W(6,1032067159,1036618956,-1098250629,1035045284)+W(7,986169209,-1102095468,-1145857885,1030074795);WS(1066007616,1040865170); +sum1=W(0,1016703369,-1154003525,-1104662792,-1111826720)+W(1,-1106398093,1038441464,1031083397,-1146451379)+W(2,-1114560988,-1112021256,1052887594,-1102003526)+W(3,-1096325697,1050813825,1061249791,-1102172436)+W(4,-1094335779,1059033474,-1126656183,-1104413998)+W(5,1023023221,-1108543232,-1106571274,-1109007926)+W(6,-1113231876,1040892233,-1121820472,-1112600993)+W(7,1022983872,1034570898,-1115038347,-1123919488);sum2=W(0,-1117895883,-1109314178,1043196819,1029963629)+W(1,1036640719,-1103775527,1047073701,-1117061975)+W(2,-1092695525,-1079308608,1032498235,1053147047)+W(3,-1109277526,-1088245301,1071134194,-1113344034)+W(4,1054484712,1032194306,-1098274857,1027577620)+W(5,-1102073467,1058556412,-1102222667,-1104158962)+W(6,1047716642,-1097777200,1028797614,1019489703)+W(7,-1115714917,1049638324,-1109885254,-1106961770);WS(-1112959995,-1090797387); +sum1=W(0,998546749,-1107113888,1042251615,1034524319)+W(1,-1102515009,-1157171375,1043372984,-1109045169)+W(2,1018649191,-1095395659,1057847906,1025715818)+W(3,1024148768,-1088418302,1049085946,-1107024218)+W(4,1036601843,-1108499994,1054314562,1036766314)+W(5,991750171,-1092700079,1052242560,-1102346050)+W(6,-1134314668,-1100812608,1010001228,1041369791)+W(7,1024106779,-1106951576,1043704436,-1136260253);sum2=W(0,-1097076796,1045091130,1028367411,1016501386)+W(1,1000463738,1024736081,1040206702,-1122385083)+W(2,-1083533587,1064625577,-1112850496,-1104146558)+W(3,1064100942,-1096201033,-1086258418,1050125885)+W(4,1074997490,-1071550159,1052069491,-1105686824)+W(5,1043707697,-1106033160,-1098690685,1041978517)+W(6,1028507309,-1118548401,1050202273,-1109567340)+W(7,-1152835380,-1111712908,-1113053149,1032203802);WS(1065286463,-1155116140); +sum1=W(0,-1127743664,-1099417962,1047837241,1035108393)+W(1,1036265535,-1091060822,1038987540,-1121911642)+W(2,-1118137852,-1088882712,1061626690,-1119901843)+W(3,-1121018025,-1089265061,1069311516,-1100290432)+W(4,1024160014,-1088513194,1053957977,-1101311755)+W(5,1028265374,-1090887512,1051214117,980641778)+W(6,1031461691,-1097685517,1050330231,1030945477)+W(7,-1116217572,-1096201501,1045642342,1036102670);sum2=W(0,1023964675,-1104287950,-1095527688,-1107378538)+W(1,1054178647,-1098771138,-1106164282,-1107123343)+W(2,-1104607531,1030951671,1049293814,-1102317974)+W(3,-1088748842,1062304002,1069791349,-1093097006)+W(4,1034720649,1056993385,-1106129898,-1107155572)+W(5,1027793575,-1095484784,-1093744890,-1104614583)+W(6,1026748348,-1103591056,1040804508,-1111048704)+W(7,1048440611,-1115722179,-1102843948,1036145149);WS(-1107864827,-1106183398); +sum1=W(0,-1106667222,1028246417,1062610107,-1094330385)+W(1,1032383543,-1105288567,1048732230,-1113355593)+W(2,-1104095901,1024277645,1033194034,-1100412503)+W(3,-1105126732,1031807228,-1097352540,-1110531197)+W(4,-1119082647,1024663749,1042072353,-1106817153)+W(5,-1099092218,1059042594,-1097841594,-1119219065)+W(6,-1106477481,1038514313,-1132497297,-1116226478)+W(7,-1100466619,1061247795,-1116357250,-1112377140);sum2=W(0,-1124057659,1049202878,1055877653,1043135164)+W(1,-1107748661,1029365940,1040631102,-1120955446)+W(2,-1106641450,-1100669682,-1121942624,1048773070)+W(3,-1106278570,-1090514146,-1097531540,-1096084011)+W(4,-1115427744,1050790854,-1095195500,1040842880)+W(5,1045306633,-1101749265,1044511371,-1101432694)+W(6,-1107251222,1044664667,-1123742683,-1108344435)+W(7,1044220643,1051259000,1035140356,-1156279482);WS(-1107710971,-1103335008); +sum1=W(0,1020774038,1057965326,-1096736580,-1108312647)+W(1,-1097452822,1052789750,-1097416740,1007270548)+W(2,-1103681302,1061528673,-1090723228,1008435167)+W(3,-1142400543,1059882105,-1082070814,1032878150)+W(4,-1130541650,1058381533,-1096313647,1024150455)+W(5,1035627390,1052101646,-1092903493,1029066731)+W(6,1026485526,1047827121,-1095953623,1024752368)+W(7,1026933710,1048909172,-1094072619,-1129872006);sum2=W(0,-1091198687,1051358993,1026242284,1036983987)+W(1,-1096592719,1056674994,-1102658445,-1112372364)+W(2,-1088722291,1050253089,1039492851,-1109827680)+W(3,1017819408,1057806550,1048044980,1033031265)+W(4,-1104841225,-1098514434,1047848116,-1106004699)+W(5,1047280108,-1095745001,-1114927114,-1128936304)+W(6,-1133964792,-1121773836,1009730080,1044703642)+W(7,1046210234,-1101840089,-1115459009,-1121859563);WS(1046617982,-1079283690); +sum1=W(0,-1112235521,-1103103206,1050398983,1031782004)+W(1,-1112371935,1005568807,1053710959,-1112406582)+W(2,1046025067,-1082068590,1059470764,-1109731202)+W(3,-1114138877,1053438832,1056782757,-1120370051)+W(4,-1100106092,1050481934,-1084354719,1047048563)+W(5,-1106636112,-1113851306,1044662919,-1114617505)+W(6,1006684852,-1101804759,1028720557,-1122334215)+W(7,-1134743124,-1101795702,1040488963,1035089325);sum2=W(0,-1123583696,-1114190125,-1123424510,1035265901)+W(1,1041752924,-1107057915,-1108427412,1011193218)+W(2,-1096033091,1054169171,-1101097272,-1097576107)+W(3,1045050816,1066165326,1060681517,1037309084)+W(4,-1111810372,-1090934807,-1093738003,-1094306097)+W(5,1044170848,-1094482563,-1094742214,1047478278)+W(6,1035342189,1030376713,-1122528198,999245333)+W(7,-1107148363,-1140242036,1046835784,-1118953940);WS(1057107647,-1115492411); +sum1=W(0,1043432615,1037909322,-1092726398,1042270260)+W(1,1017716083,1044219192,-1094557923,1036944691)+W(2,-1115224236,1059480955,-1089724826,1049175094)+W(3,1034158091,1055275264,-1079486955,1036017407)+W(4,1031606075,1062186253,-1094016652,-1112299996)+W(5,1040917102,1051479740,-1090199321,1012181234)+W(6,-1119339928,1036604907,-1111430132,1026270626)+W(7,1006053250,1049031914,-1124163213,-1106538704);sum2=W(0,1018646782,1037675363,1056993548,-1095820604)+W(1,-1107779390,1041358579,-1114299594,-1106961783)+W(2,1048577488,-1103110037,-1108103869,-1113810892)+W(3,-1094766117,1063077105,1069120744,-1094104293)+W(4,1029078775,-1094239344,1019393926,-1100654825)+W(5,-1115207772,-1097294293,-1090842684,1030620215)+W(6,1041354677,-1106609062,-1103795001,1015746998)+W(7,-1134027235,1005749079,-1111892981,1031888221);WS(1038408187,-1104646224); +sum1=W(0,-1100666444,1031841147,1045835257,-1121385297)+W(1,1032659338,-1095811512,1046356758,-1115316924)+W(2,-1096791479,1046629869,1055310447,-1109718991)+W(3,1050254507,-1086582314,1049546009,1043876936)+W(4,-1125163769,-1092033141,1059064223,-1115882186)+W(5,1034716030,-1095590162,1032941357,1051195252)+W(6,-1104041563,1012740704,1016606100,-1110386378)+W(7,1024265746,-1097384267,1043234370,-1121465454);sum2=W(0,1033146053,1033178697,-1110558215,-1107600367)+W(1,1034495435,1013274853,-1103797816,1046600596)+W(2,1033891153,1044565157,-1074394842,-1096372667)+W(3,1015618236,-1083473003,-1075035519,1071496075)+W(4,-1102272365,1047899954,1070896015,1070598351)+W(5,1026402836,1033829854,-1107786181,-1103057086)+W(6,-1126192412,1026659107,1039466503,-1099451771)+W(7,-1130670616,-1129244632,1033633210,-1106841766);WS(1060540543,-1145107984); +sum1=W(0,1016949312,-1111708420,999025948,-1110878953)+W(1,1033700674,-1115158282,1037057540,1034636061)+W(2,1008485935,-1112773425,-1111113150,1006219749)+W(3,1050394829,-1105627788,-1105528438,1047777444)+W(4,1025975118,-1166436080,-1092533512,1034379342)+W(5,1027755062,1049090616,-1097657169,1023310559)+W(6,-1166944971,-1131929874,-1125616567,1042471825)+W(7,1036625882,1027903943,-1104970374,1029991232);sum2=W(0,-1112727972,1028528033,1050127712,1039139414)+W(1,1041061913,1047913039,-1120606988,-1090975722)+W(2,1030171918,1058299937,-1075312291,-1096898908)+W(3,1049192765,-1088725965,1051042420,1056682084)+W(4,-1097932217,1006741474,1061621025,1043329296)+W(5,-1108991614,1028842331,-1120436768,-1136718330)+W(6,-1128255593,-1119404040,1041035795,1019658885)+W(7,-1128975721,1019613109,1038145345,1017746289);WS(1058512095,1047466767); +sum1=W(0,1025672397,-1102753041,1037445664,1037433000)+W(1,1032743763,1015664161,1032570339,1033220516)+W(2,1046625694,-1102686879,-1091026739,1035056566)+W(3,1040236986,-1099087483,-1089271035,1024398415)+W(4,1041791363,-1097904327,-1100626131,1043847942)+W(5,1042422310,-1097334084,1051389809,1042353123)+W(6,1024317081,-1123206279,1041773046,1037697617)+W(7,1034505416,-1096407969,1050962859,1047698739);sum2=W(0,-1111694157,-1097429792,1052756319,-1115035673)+W(1,-1113457231,1040318944,-1131566802,-1108486657)+W(2,1007020677,-1109123041,1066240251,1057627634)+W(3,-1110494513,-1087577139,1071158756,1052796029)+W(4,1036239980,-1115766281,1055974927,1037312144)+W(5,1042151096,1033854974,-1085216854,1031946717)+W(6,1014804229,1056323633,-1076147337,-1107413695)+W(7,1038268008,1058473731,-1078122726,-1088208012);WS(-1087119871,1051442968); +sum1=W(0,-1106951233,-1101188351,1055191809,-1118371512)+W(1,1026199466,-1102133666,1046522759,1024298399)+W(2,-1111827529,-1096477343,1061746551,-1102462991)+W(3,1034911407,-1081083296,1062137809,-1118895495)+W(4,-1110066258,-1093686286,1056808794,-1105243164)+W(5,1036906330,-1089794286,1061657374,1028468933)+W(6,-1121489041,-1102503648,1025414769,1001909715)+W(7,-1123695161,-1096524016,1043754020,1039027467);sum2=W(0,1036012528,-1111568121,-1125130883,1019317279)+W(1,-1136414534,1023613585,1037328619,-1141870971)+W(2,1028357901,1046290638,-1077265349,-1105362146)+W(3,1018170307,-1086518431,-1068062671,1041918725)+W(4,996800246,1032866656,1083861052,1040576139)+W(5,-1115554829,1040198779,1057186482,-1110577355)+W(6,1018408279,-1115393969,-1101393956,1032099345)+W(7,-1128152611,1031067220,1024816461,-1109411807);WS(1041081598,-1101063046); +sum1=W(0,1038662072,-1123374599,1035193857,-1104056554)+W(1,-1105628103,1048894326,-1098151405,1009505700)+W(2,1046838359,1044003395,-1109376817,-1107771451)+W(3,-1112508084,1062900743,-1082115704,1039692648)+W(4,-1112561351,1058339600,-1087104856,1049374543)+W(5,1047812813,1041428913,-1097118497,-1126547869)+W(6,-1106996345,1044355834,-1098603955,1037690530)+W(7,1045311157,1013224727,-1110120844,-1121969199);sum2=W(0,1034938637,-1102665080,-1083931487,-1096043986)+W(1,-1110454828,1066739686,1057500561,1050111041)+W(2,1044300205,1063593500,1069787057,1057117236)+W(3,-1094841314,-1072571644,-1073076170,-1094917255)+W(4,1049263704,1050585763,1057940110,992791419)+W(5,-1123904781,1033188794,1049962317,-1119131193)+W(6,1032882093,1040935597,-1103057884,-1129197337)+W(7,1018550156,992411043,1032437745,-1139242755);WS(1047493374,1019974383); +sum1=W(0,1039818779,1024992878,-1099980259,-1119405261)+W(1,1022499782,1056719767,-1093967742,1017537921)+W(2,-1111466513,1056992349,-1089692488,-1134657044)+W(3,-1128872350,1066523241,-1081677329,1032226588)+W(4,-1102282821,1057279594,-1104336096,-1110606353)+W(5,1027318580,1050310409,-1095763174,1029746358)+W(6,-1112367361,1043633508,-1147598863,-1105211995)+W(7,-1121442618,1050332018,-1103201160,-1109613299);sum2=W(0,-1109381660,-1099927212,1032613200,1013674604)+W(1,1024006001,1048105027,1031703418,-1113331152)+W(2,1048332575,1083214625,1051352300,1010546556)+W(3,1030946168,-1068785948,-1082836395,-1137462284)+W(4,-1111460550,-1080184440,1047472657,1033485356)+W(5,-1115660792,-1125303858,1027323348,1034637753)+W(6,1027780517,-1129923962,1006215943,-1112671380)+W(7,-1125113546,972536438,-1123338357,1033990282);WS(1049191295,1026054180); +sum1=W(0,1015431080,-1104530451,-1120791464,1041795830)+W(1,-1114491642,1045418990,-1105318659,-1107859847)+W(2,-1106844240,-1091806904,1059085476,1035107546)+W(3,1052544606,-1092275830,-1096734436,1050727987)+W(4,-1101337172,1032037152,1055073816,-1098252244)+W(5,1006821496,-1091613549,1054997266,1024892180)+W(6,1048579163,-1136631349,-1117752159,-1114835508)+W(7,-1107367092,-1104046587,1054027444,-1107321874);sum2=W(0,1026733028,1045033945,1006278578,1045459634)+W(1,-1099170713,1052123052,-1100795787,1045732660)+W(2,-1116840904,1011374557,-1137517037,1036547859)+W(3,-1119731112,1034116255,-1093051584,1049735621)+W(4,-1105853851,1042679995,1032967726,-1115758581)+W(5,1023766170,-1103542762,1030006514,1012804929)+W(6,-1109160117,1002727514,1010971477,-1107202197)+W(7,-1110446049,-1116987471,1032206215,-1108882618);WS(1061349183,1052960956); +sum1=W(0,-1129777715,-1091852750,1051531432,1028688348)+W(1,-1138324169,-1098630008,1050117038,1001458973)+W(2,1040354025,-1086948121,1058780391,1026112190)+W(3,-1113069161,-1087783598,1063142264,-1101543047)+W(4,1026875928,-1090578505,1054898923,1001807913)+W(5,-1148679486,-1098392878,1055753851,-1107707133)+W(6,1026350741,-1105317245,1035239971,1009551482)+W(7,-1099366619,-1113156712,1049214940,1035358529);sum2=W(0,1030464194,1016786912,-1124271380,-1112870762)+W(1,-1114101658,-1111442214,1036708968,1035127660)+W(2,1031167290,1040962599,-1145350210,-1119263136)+W(3,1076423743,1052649879,-1106763968,1030450749)+W(4,1075592137,1059016603,1036666460,-1114823676)+W(5,-1122765276,-1109148248,-1102467968,1030453841)+W(6,-1073082101,1031660172,1040647493,-1120712732)+W(7,-1067763317,-1093716078,-1123536642,1004437586);WS(1049240575,1032641532); +sum1=W(0,1013730783,1058635434,-1096215015,-1112522509)+W(1,-1105480706,1033988870,-1101342144,-1114702617)+W(2,-1114036922,1060052265,-1095577996,1026538642)+W(3,-1113879072,1060507082,-1090178495,-1118644393)+W(4,-1104229785,1060417175,-1088104859,1026113715)+W(5,-1108053747,1056801557,-1096180920,-1115402364)+W(6,-1114764169,1045744608,-1096622362,-1165415829)+W(7,-1146082265,1050162924,1035143657,-1096614130);sum2=W(0,-1122276311,-1070701037,-1102500792,-1123484857)+W(1,1035291415,-1088124412,-1135890037,-1122878839)+W(2,-1120194245,1066415245,1041496354,1004310705)+W(3,1040446858,1074084237,-1104713726,1043449641)+W(4,-1120530587,1049852139,-1121031703,1033156545)+W(5,-1138075205,-1122804719,-1103825640,1027648711)+W(6,1025217366,1023048268,-1123990667,1022832518)+W(7,-1118638617,-1139513797,1028358694,-1136916673);WS(1058199967,1050173679); 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+sum1=W(0,1016998719,-1115527732,1049960370,1033316845)+W(1,1031484924,-1114471481,-1097014217,1045307870)+W(2,-1113918453,-1092713340,1059124695,-1113659631)+W(3,1035763396,-1086973069,1055821255,-1113580281)+W(4,-1100192683,1048884339,1045748179,-1104759887)+W(5,1046082071,-1093669960,1046233018,1024760783)+W(6,1023767163,-1109475380,972758359,1028768132)+W(7,-1109585801,-1102684193,1047341446,-1118597711);sum2=W(0,1042577042,1058174637,-1093234196,1036828005)+W(1,1035985609,1022451597,1028288917,1036599280)+W(2,-1132583692,-1083350192,-1089654696,1043707159)+W(3,-1108557005,-1102051996,1066585170,-1099096459)+W(4,1045882832,-1096734805,-1112976831,-1117191962)+W(5,1049978360,1040525485,-1101233023,1038823523)+W(6,-1123148614,-1111555351,1016281700,1010883764)+W(7,1037998467,1012738322,1035922998,-1106116243);WS(1064158815,1035299335); +sum1=W(0,-1112803360,1016610641,1043480489,1023721675)+W(1,987363362,-1111853690,-1116662313,-1114846141)+W(2,1040202935,-1090418272,1043761841,1040437218)+W(3,-1148543050,-1086418793,1062267936,1044974085)+W(4,-1119103150,-1096774480,1026731899,-1112576238)+W(5,1016866897,-1106302329,1046949595,1035797256)+W(6,-1120253212,-1125874772,1044534239,-1118929285)+W(7,-1136961231,-1111706212,1038415821,1017229376);sum2=W(0,982347958,-1130481715,1039697927,1029826582)+W(1,1032509555,-1105443060,-1102232537,-1106323503)+W(2,-1111294086,1041532435,1059036310,-1087181565)+W(3,1034453505,-1090026061,1065332554,-1095157490)+W(4,-1107492941,-1115327745,1049776291,1032022369)+W(5,1047671755,-1099067440,1035057967,-1113855935)+W(6,-1114281099,1007189687,-1116755236,-1137758215)+W(7,1041657921,-1106888056,1039394631,-1116441678);WS(1064590463,1056702913); +sum1=W(0,1029043770,-1118119137,1044521535,-1108622774)+W(1,1053372231,1049750478,1040212560,1055292354)+W(2,-1096751755,-1090400466,1048069253,-1086796959)+W(3,1042753121,-1089893441,-1098259842,1028130891)+W(4,-1132040847,1035942347,1046519145,1043794349)+W(5,-1098166823,-1098407696,-1126503113,-1097599727)+W(6,1054745035,1057009004,1029470901,1057963224)+W(7,-1101919647,-1105867448,-1137574860,-1099480944);sum2=W(0,-1112469736,1047380321,-1107309008,-1130012001)+W(1,-1109993908,1048112351,-1096267194,1044766357)+W(2,-1113626244,1039961237,-1149218892,1024449363)+W(3,-1101975228,1053720344,1041967405,-1105185961)+W(4,-1113395603,1033059361,-1105421186,1034928166)+W(5,-1115391866,-1117206471,1041082150,-1103730760)+W(6,-1111764318,1050486894,-1097114178,1041700935)+W(7,-1114050909,1029031616,-1116211284,-1133808950);WS(1049282175,-1081654589); +sum1=W(0,1026879882,1056840376,-1089715922,1023576205)+W(1,-1106636470,1051340514,-1103588481,1019713064)+W(2,1025593670,1059046350,-1087728227,1018583793)+W(3,-1120434947,1060994015,-1081081863,-1116831948)+W(4,-1109057316,1062254571,-1089160278,1040563949)+W(5,-1103814142,1054415372,-1110084674,-1148705741)+W(6,-1108405355,1044610849,-1097611347,-1130543166)+W(7,1025046173,1057281100,-1102762237,-1108038889);sum2=W(0,1021240677,-1112389783,1025718250,-1104779102)+W(1,-1117500355,-1154883848,-1096682611,1051908652)+W(2,-1104166105,-1102583420,1048911763,-1093040032)+W(3,-1110155670,1061056453,1065471868,1051220588)+W(4,-1101525323,-1123615532,-1149445264,-1113750073)+W(5,-1099065181,1038434309,-1090281103,-1098156535)+W(6,-1135933351,1041908272,1042017461,1046751376)+W(7,-1100288377,-1120914319,-1131934595,-1100861861);WS(1044733566,-1111466942); +sum1=W(0,1033634167,1060020808,-1092913556,-1112663104)+W(1,-1105078967,1041929508,-1103349137,-1134753630)+W(2,-1104340430,1062221635,-1092289734,-1126194825)+W(3,-1106426842,1060048443,-1090785767,-1110397240)+W(4,-1101553619,1059584252,-1094348262,-1114529117)+W(5,-1110993602,1054717575,-1097827057,-1113238887)+W(6,-1113465444,1044713794,-1098824243,-1140846474)+W(7,1020428386,1047352089,1041060918,-1094820883);sum2=W(0,1040248415,1084299283,1054267917,1002599056)+W(1,-1113076108,1066146464,1032173778,1029289900)+W(2,1043824330,-1073408210,-1102778436,1027082476)+W(3,-1105221470,-1067326117,-1084477148,-1116688572)+W(4,1036602392,-1097425816,-1149511007,1024010398)+W(5,-1134849104,1016852200,1040914456,-1121212984)+W(6,-1163695359,-1119512248,1026379762,1007530464)+W(7,1011808464,-1118870508,1011171408,1020903456);WS(1041204862,1020998748); +sum1=W(0,1041320410,1040787048,-1129649268,-1136864165)+W(1,-1111643799,1044400490,-1096018340,-1123167632)+W(2,1033147201,-1112000574,1041936758,1014392453)+W(3,1033305824,1057857240,-1090212595,1043382402)+W(4,-1110534482,1058317173,-1083609992,1046901861)+W(5,1048653459,1013490791,-1108280561,1040774794)+W(6,-1106102028,1040475768,-1098465902,-1121200123)+W(7,-1129433652,1032979455,-1104103124,-1123801518);sum2=W(0,1033367466,-1105739926,1035166617,-1121294834)+W(1,1036408153,1041467605,-1116824529,1020242785)+W(2,1049195658,-1097896497,-1127250349,1024987646)+W(3,-1116950481,1069287141,-1103787577,-1113169844)+W(4,-1081345874,1045676499,-1104285546,-1109755223)+W(5,1035726191,-1097322898,-1110450029,-1162599282)+W(6,-1109751565,1034595972,1041775082,-1128984227)+W(7,1034565507,1022861151,-1111377560,1015705141);WS(1061587071,-1140717261); +sum1=W(0,-1112565188,-1082585266,1063001355,1029148274)+W(1,1035683412,-1091946062,1057075562,-1133150565)+W(2,1034588141,-1086181493,1061257307,-1121255338)+W(3,-1105710858,-1084260507,1062016535,1031972073)+W(4,1024277837,-1087521200,1059484653,-1140527211)+W(5,-1104681461,-1094344584,1051726365,1015752222)+W(6,1033519565,-1109665588,1053582679,-1140031633)+W(7,-1097426768,-1092361421,1050023351,1054184694);sum2=W(0,1052095029,-1068831962,-1076286348,1061242602)+W(1,1040595366,-1076957703,-1081349117,1046002483)+W(2,-1098987175,-1081538085,-1088771362,1040290526)+W(3,-1084153168,1037971476,1057908839,-1093902656)+W(4,-1091290481,1070110671,-1114213425,-1094367529)+W(5,-1096720628,1069986978,1063483875,-1094489561)+W(6,-1101102486,1074264190,1068552571,-1099236623)+W(7,1044734380,1070997731,1075267150,-1081182731);WS(-1071242520,-1095264341); +sum1=W(0,-1097248122,1057257956,-1095464807,-1098637431)+W(1,1017326143,1050464317,-1098731544,1039614697)+W(2,-1105336241,1059871125,-1096805078,1034135507)+W(3,-1091856432,1058219580,-1088025845,-1098503641)+W(4,1051920949,1056167546,1032394345,1057766069)+W(5,-1097210280,1051126389,-1089070234,-1095933097)+W(6,-1122345698,1047883744,-1102431837,1030493340)+W(7,999615444,1055359408,-1098523426,-1112287963);sum2=W(0,-1132961311,1038597560,-1089057302,1055074030)+W(1,1034954689,-1114842936,-1113751042,1048893008)+W(2,-1131131128,1039456110,-1095192990,1046429121)+W(3,-1105685093,-1104727669,-1097910004,1057064004)+W(4,1044104138,-1085849936,1064526735,-1091871118)+W(5,-1118659572,1053272959,1045257331,-1096323208)+W(6,-1117347443,-1117746499,1054461586,-1090448877)+W(7,-1140373421,1049759548,1062278408,-1081803378);WS(1055746431,1040288248); +sum1=W(0,-1154016945,1057716289,-1093759650,-1122750430)+W(1,-1117613130,1055590360,-1094487986,-1117149477)+W(2,-1108247483,1059644857,-1089867895,1031955359)+W(3,-1114072538,1067207252,-1085229664,1016534394)+W(4,-1103530014,1062212336,-1089860607,1044969554)+W(5,-1134724696,-1104299500,-1088563377,-1137442922)+W(6,-1102903742,1049302591,-1097577389,1035178328)+W(7,1046496384,1054319858,-1094962569,-1108831509);sum2=W(0,1041968914,1051752153,-1123800846,-1117011966)+W(1,1026703145,-1115260470,1035127537,1031245794)+W(2,1033601916,1038625472,1035458769,-1109678904)+W(3,1035338047,1052354182,1035609386,1050054059)+W(4,-1106207855,-1118891350,1057116581,-1098815779)+W(5,-1094112140,-1081023345,-1104080857,1038926653)+W(6,-1100978937,-1084581041,1055976243,-1108176195)+W(7,-1106593629,1066756564,-1101750238,-1107244818);WS(-1089881759,1037957184); +sum1=W(0,1000251530,-1098029886,-1105974859,1041712355)+W(1,-1117869170,-1095515176,1060224425,1040628361)+W(2,1029072469,-1089055515,1060210489,1042449912)+W(3,1031851625,-1079829205,1061092856,-1119516507)+W(4,1024508279,-1094362449,1060581840,-1102207965)+W(5,-1105582638,-1105281331,1056017638,-1107063314)+W(6,-1121710869,-1112643769,1040568609,-1112932479)+W(7,-1105403363,-1102959900,1050032516,-1124065669);sum2=W(0,1051114274,-1102532150,-1093533301,1042271071)+W(1,-1105565679,-1114476854,1038543175,-1112348507)+W(2,1055378846,-1082969540,-1075201485,-1087360189)+W(3,-1098769061,1064670328,1077554590,-1100903801)+W(4,-1106275827,-1102001010,1048871628,-1115312306)+W(5,-1101598109,1044770567,1040464379,1031777408)+W(6,-1109849433,-1114021751,-1111404687,-1125205988)+W(7,-1104426610,1049459491,1049461049,-1104546886);WS(-1089609215,-1090633405); +sum1=W(0,-1095985139,1060468726,1029992257,-1106189340)+W(1,-1131730646,-1114989785,1035463235,-1121474072)+W(2,-1106836118,-1111340153,1053834481,-1109753904)+W(3,-1120898567,-1083229835,1057093887,-1170836447)+W(4,-1122196780,-1097505195,1060127651,-1099640750)+W(5,-1108220230,-1091862496,1056095953,-1106303115)+W(6,-1113602180,-1118278055,1053644551,-1102165833)+W(7,-1111282801,-1094974325,1060964715,-1114233933);sum2=W(0,-1102755055,1028184991,1014375557,1018724927)+W(1,-1123071369,1018963304,1034540123,-1154538439)+W(2,-1101642458,1042446539,-1110958917,1030328833)+W(3,-1121616776,1048904011,1055634924,-1104340897)+W(4,-1123659230,1022095962,-1122273513,-1123674010)+W(5,1034971308,-1102092583,1047229966,-1103087688)+W(6,-1114444448,-1115812270,1006913192,-1118183380)+W(7,992820811,-1115600403,1032293939,-1116477720);WS(-1089497119,-1083970920); +sum1=W(0,1049400081,1017038202,-1096866095,-1129668560)+W(1,-1112985379,1054102421,-1092440080,1023489999)+W(2,1032734776,1052273107,-1090492445,1039999326)+W(3,1046931016,1050677101,-1077775563,1047866250)+W(4,1032966898,1056472798,-1095500286,1031139121)+W(5,1026703569,1054012759,-1141821439,-1128248842)+W(6,1023567673,1046736000,-1103091876,1037611037)+W(7,1020804657,1054561791,-1096856494,-1102316761);sum2=W(0,-1119432539,-1113150368,1049552369,-1123950204)+W(1,-1114702364,-1107904829,-1109676099,1034167140)+W(2,-1131454616,1051795717,1049548364,1018171432)+W(3,1045807900,1065572002,1052256292,1024318084)+W(4,-1107556037,-1104213250,1058452060,-1104886632)+W(5,-1138592655,-1096394963,-1077576443,-1103410805)+W(6,-1120197723,991774812,-1102019177,-1103678409)+W(7,-1116354551,991245404,1049782966,-1123412946);WS(-1092399743,1070790531); 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+sum1=W(0,-1138034233,1031803579,-1107190316,-1118470609)+W(1,1022220430,-1105675680,-1110575515,1013564641)+W(2,-1115259277,1060345356,-1091489993,1028754310)+W(3,1037878284,1040095311,-1082557626,1043380040)+W(4,-1109043646,1057210483,1054616755,-1126688788)+W(5,-1118564628,1018511203,-1113047197,-1103180903)+W(6,-1132126739,1038086620,1037558661,-1105313401)+W(7,-1123355602,1040876381,1040895458,-1110366427);sum2=W(0,-1116780480,1011610145,-1126532250,1031867194)+W(1,1034654933,-1109786563,1049246354,-1117436106)+W(2,1033980194,1034290987,-1098441369,1050453777)+W(3,-1106740681,1058839838,1055488745,-1098876833)+W(4,1037910476,-1112504437,-1081564854,-1101879397)+W(5,-1110588743,1048688059,-1109313096,-1105182695)+W(6,1033369701,-1100404580,1046210019,1033744368)+W(7,1006481529,1024874106,-1122526519,1042001428);WS(1061957727,1058150789); +sum1=W(0,1009728708,-1099288198,1046412713,1036440691)+W(1,1031914819,-1097230757,1055587995,-1109853493)+W(2,1043097483,-1087266183,1056802398,-1106212891)+W(3,-1106863550,1043273168,1049133325,1023154886)+W(4,-1097372952,1055416522,-1086687979,1047286155)+W(5,-1108191069,1050026271,-1105368103,1036106272)+W(6,1032793786,-1110590381,-1107437206,1024106902)+W(7,-1129266281,-1108247452,1042988739,-1120124353);sum2=W(0,1021676194,1026925373,-1130821928,1011207236)+W(1,-1104415808,1041631623,1047340087,-1118374396)+W(2,1041444786,1049347642,1055108729,1032289888)+W(3,-1104915444,-1075706495,-1078646873,-1097824639)+W(4,1042839409,1068941883,1058328878,1041964936)+W(5,1025561656,1049874161,1054741696,-1122940124)+W(6,-1111488206,-1096918949,-1108156193,1033049167)+W(7,-1119893126,1030080935,-1107876167,-1131526532);WS(1058678303,1013994144); +sum1=W(0,-1118673511,1050426208,-1111022430,-1110204509)+W(1,-1145988558,1032382213,1019043839,-1116037137)+W(2,-1107600786,1059103555,-1086017695,1043824660)+W(3,-1097799452,1061451838,-1090188381,-1111434373)+W(4,1050901309,-1098106458,1050664020,-1123560275)+W(5,1025019066,1032049821,-1093177128,1043538778)+W(6,1034380585,1038038624,-1133222475,-1104489131)+W(7,-1117490811,1043957152,-1113568728,-1110765932);sum2=W(0,-1105859137,1052524883,-1116369180,1025172812)+W(1,1047608842,-1096529292,1033298597,1035180205)+W(2,-1101390223,-1103682938,-1095014501,-1138831970)+W(3,1011548907,1018027622,1063707518,-1096368530)+W(4,-1098146078,1039330573,1056731707,-1094263126)+W(5,1047719826,-1101134187,-1086128756,1061932077)+W(6,-1099968186,1054816538,1037701277,-1095466983)+W(7,1028887915,-1105962981,-1150004284,1016476277);WS(1063038079,1033861047); +sum1=W(0,-1111914898,1016779545,-1107257338,-1114919788)+W(1,1040884807,1014390112,1045397811,-1162045399)+W(2,-1102681756,-1109833994,-1096677860,-1101855164)+W(3,1061986003,-1095449911,1065846455,1049909751)+W(4,-1095429920,-1097838100,1029008656,-1097193708)+W(5,-1109559865,1019923216,1039008680,-1113534130)+W(6,1034752240,-1148961393,1033037520,1007645095)+W(7,-1104233906,1009274926,1029851870,-1103320918);sum2=W(0,-1112457849,-1117177515,1031942991,-1106095669)+W(1,-1106002020,1017665294,1033022206,1041685053)+W(2,-1103752624,-1098231154,-1133545004,-1095196752)+W(3,-1114732591,1062239338,1061426536,1046863079)+W(4,-1102536580,-1097906884,-1109528685,-1105989872)+W(5,1029961226,-1101585142,1032626487,-1120505375)+W(6,-1114728817,1037597321,-1114069131,1028074076)+W(7,1038070251,-1112453861,1032988844,-1124888510);WS(1060691839,-1121680521); +sum1=W(0,-1112633460,-1105323108,1045243383,-1113361469)+W(1,1034282296,-1097943963,-1117038833,-1109479713)+W(2,1016470792,-1091137362,1060606770,-1110311799)+W(3,-1124091490,-1083253895,1065759511,-1102522287)+W(4,1036530779,-1090987401,1062311590,-1114082482)+W(5,-1110508885,-1090137469,1056765570,-1104777690)+W(6,1036991882,-1098291034,1054157412,1016563642)+W(7,-1133939630,-1093525810,1057599172,-1167556095);sum2=W(0,-1097189010,1057901747,-1086723052,-1086497310)+W(1,1041454563,1039698409,-1087530727,-1090377488)+W(2,-1110771302,-1122301550,-1094374456,-1110538585)+W(3,1043926258,-1125642190,1064818137,1061014784)+W(4,-1109373654,-1108285138,1036021291,1034378960)+W(5,-1109768355,1020817735,-1109979249,1044647130)+W(6,-1114304258,1040279727,1055924705,1013465199)+W(7,1043669875,-1101494695,1040712355,1050381101);WS(-1087684831,-1094525449); +sum1=W(0,1038107891,-1093934649,1052573184,1038198313)+W(1,-1121734275,-1096975274,1049163549,-1113930844)+W(2,1035814365,-1093954738,1040479417,1035537105)+W(3,-1107604308,-1090018791,1066601083,-1102439448)+W(4,1038052214,-1088075930,1058232216,-1113118893)+W(5,-1101928869,-1090123804,1057618495,-1148589172)+W(6,-1104767443,-1106254226,1040796439,-1146582942)+W(7,-1127021124,-1100235009,1051666987,1033628463);sum2=W(0,-1102391770,1038892506,-1109920182,1034045130)+W(1,1032495868,1032348345,1035913564,-1111661823)+W(2,-1140349122,1055934176,1043439866,-1148365864)+W(3,1051494072,1066287204,1049172795,1035742233)+W(4,-1080481573,1070533091,1048700512,1024670194)+W(5,-1072283498,1056179234,-1122911277,1043482108)+W(6,-1085993190,-1098172645,1042548330,-1117726050)+W(7,-1091499210,1038613315,-1103404378,1024343165);WS(-1095407551,-1073547033); +sum1=W(0,-1103915126,1043640456,-1106314263,-1099126911)+W(1,-1101976843,1041775803,-1098551608,1023142916)+W(2,1024335748,1061599658,-1096990689,-1110220795)+W(3,-1108044768,1057524528,-1095708126,-1106562202)+W(4,1050893513,1060862745,-1102020840,1056016670)+W(5,-1095324014,1028413803,-1092797676,-1099653918)+W(6,-1107189281,1044362232,-1110398586,1031215069)+W(7,-1114975198,1051352312,-1097969466,-1138223071);sum2=W(0,-1112168075,1034632723,1034960798,-1112860057)+W(1,-1111493200,-1122920764,1040740621,-1108202591)+W(2,-1123529566,1009053647,-1105159128,-1115675116)+W(3,1022286331,1049936313,1057592446,-1112708946)+W(4,-1103466952,1051909492,-1126339526,-1146770753)+W(5,1035493883,-1099948229,1041517424,-1116950762)+W(6,-1113566520,1029419308,1016655048,-1115594520)+W(7,-1106265315,-1107051081,1024151142,-1103163741);WS(1063407871,1051042354); +sum1=W(0,1005154604,1049807310,-1113122997,-1107282310)+W(1,-1120529264,1052429035,-1100831547,1042685852)+W(2,-1106161584,1057743574,-1088929544,-1113923042)+W(3,-1130858780,1063894449,-1086654500,-1129272494)+W(4,-1114354154,1058090310,-1089886688,-1164896285)+W(5,-1127255711,1052514789,-1092092086,-1131567786)+W(6,1023693521,1044231916,-1106897472,-1131959253)+W(7,-1115504868,1049931918,-1097639884,-1115987013);sum2=W(0,-1113031572,1043434467,-1088941888,-1067187434)+W(1,1030565628,-1108784254,1056568736,-1079041185)+W(2,-1127702936,-1111949688,1036016830,1074040966)+W(3,992883874,1036810375,1060861120,1075709893)+W(4,1014952720,-1111107284,1023742716,-1099161149)+W(5,990495554,1042918247,-1098281783,992814626)+W(6,1018238740,-1120169364,1022041004,1039733673)+W(7,1023316920,-1112993936,-1112517088,1028892682);WS(1053166591,-1107822593); +sum1=W(0,1033874440,-1120335240,-1105709561,1042509273)+W(1,1022746982,1031831786,-1108379508,1008295657)+W(2,1035703758,1052124034,-1093762507,1044631286)+W(3,1019810386,1048792350,1046826502,-1124953572)+W(4,1044260196,-1095582904,1053612659,-1112928126)+W(5,1042374543,-1088629918,1045805451,-1113071488)+W(6,1040749291,-1097950065,1037463342,-1120529605)+W(7,1041374685,-1085974448,1042845918,-1132054272);sum2=W(0,1010990056,-1096561981,1040308359,-1119485380)+W(1,1039106059,-1097601992,1052717590,-1115258493)+W(2,-1102786881,1031463124,1058176412,-1101721469)+W(3,-1114641521,1058004743,1045709336,-1138490792)+W(4,-1133768253,1042505523,1034355291,-1101570252)+W(5,-1101476912,1041182740,-1096768246,1029590734)+W(6,-1103607882,-1105959219,1033275384,1037679123)+W(7,-1113060394,-1099775079,-1105804625,1036565969);WS(1028916214,1067075549); +sum1=W(0,1039584518,-1148995491,-1098323934,1026160863)+W(1,-1119264713,-1109885152,-1096386895,1022848653)+W(2,1016298993,1055889168,-1096985498,-1150434165)+W(3,-1105861885,1067421167,-1085982162,1034469007)+W(4,-1113980813,1059632007,-1087532161,1044152506)+W(5,1020015061,1055091716,-1088331431,1024761132)+W(6,-1134777055,1045130509,-1095878225,1032543553)+W(7,1032661512,1052375930,-1104015130,-1104676378);sum2=W(0,-1120016029,-1101422768,-1104653664,-1122344899)+W(1,-1096222017,-1103630239,-1105545071,1042131820)+W(2,-1119382227,1040689805,-1120927281,-1120071349)+W(3,-1092715875,1064582511,1058022283,-1101606830)+W(4,-1110818689,1043406218,1060808344,-1096987934)+W(5,1049876716,-1089499537,-1107109410,1051590178)+W(6,-1103484103,1029271710,-1107008053,-1099435532)+W(7,1032841990,-1117522613,-1105419897,1050342947);WS(1047020030,1040511430); +sum1=W(0,-1108637223,-1092384755,1057603229,1031927268)+W(1,1033110649,-1090443530,1053549631,-1122999800)+W(2,1044090139,-1085982557,1061618217,1026366340)+W(3,1043424750,-1080046633,1047924234,1032840448)+W(4,1036624046,-1083957593,1053999549,1015929108)+W(5,-1120308481,-1096279270,1057048888,1020572028)+W(6,1033721201,-1149642107,1057845673,994286645)+W(7,-1106849700,-1100324533,1052833857,1039624063);sum2=W(0,1035208568,-1124082321,-1093736918,1048736861)+W(1,1043030610,1008382386,1050323039,-1118377912)+W(2,-1107699159,-1107061123,-1114950423,-1106119918)+W(3,1044796248,1049576136,1074526989,-1111443567)+W(4,1034655700,1051573865,1073198167,-1132389881)+W(5,-1103668262,1048541752,-1080621030,1034733436)+W(6,1045164876,-1093669891,-1074078238,1034120076)+W(7,-1095424772,-1134934914,-1079139349,1029501600);WS(-1080108544,1072234904); +sum1=W(0,-1115070415,1027588151,1031137458,1018404227)+W(1,-1130610603,1029085890,-1104252646,1044293186)+W(2,-1098588213,1032775046,1056995037,1028038521)+W(3,1057466749,-1089931562,-1083673968,1050777268)+W(4,-1104374087,-1123371019,1052314097,-1093125043)+W(5,1029557602,-1094030554,1050628415,1046325824)+W(6,1018553236,1034779836,1033643941,-1108340394)+W(7,1001112594,999211181,1036988180,1020739741);sum2=W(0,-1115557063,1043108929,-1138826120,-1108049897)+W(1,-1118678156,1033401680,-1093193803,-1109597407)+W(2,1045099863,1036186051,-1079584214,1013268663)+W(3,-1102856438,-1124450766,1068262877,1049634970)+W(4,1035209289,-1112637977,-1121148137,1046161245)+W(5,1035167397,-1114646959,1041792105,-1111895568)+W(6,-1117208818,1012643139,-1138286224,-1127251156)+W(7,-1120387027,-1132473655,1032348301,-1116707942);WS(1061770399,1033097145); +sum1=W(0,-1127803310,-1100493560,1049484359,-1117956049)+W(1,-1108446526,-1122290538,1040952192,-1101349332)+W(2,1046619869,-1090144134,1049567736,1015706547)+W(3,-1102069216,-1124504076,1060283011,1051006353)+W(4,-1115166002,-1096124978,1036170309,1027971186)+W(5,-1107462472,-1113245389,1049188012,-1105896346)+W(6,-1113123881,-1115437168,1004781969,1011773295)+W(7,-1109525661,-1114380655,1043620172,-1118021614);sum2=W(0,-1115090363,1035607607,1036976780,-1102631851)+W(1,-1146121477,1032878473,1008730983,-1105868946)+W(2,1029869322,1020296178,1050702114,-1106613659)+W(3,1039239074,-1094567498,1060438996,1056742871)+W(4,-1123366919,-1133024223,-1092544833,1056526109)+W(5,-1123569769,-1111505684,-1088372125,-1103439045)+W(6,-1115297931,1036037468,-1119747923,-1114092237)+W(7,1022224092,1025152664,1015952550,-1109382916);WS(1063262431,1041246684); +sum1=W(0,-1095604910,-1094141452,1054301899,1050361575)+W(1,1035931377,-1103734011,1050116188,1015464930)+W(2,-1116408259,-1088213584,1059695011,-1130477940)+W(3,-1113418944,-1084116356,1063045487,1005018697)+W(4,1035543059,-1088057339,1060587189,-1114430457)+W(5,-1109446615,-1084926720,1062081288,-1112900435)+W(6,1041501409,-1095142868,1055163174,968128030)+W(7,-1111045021,-1085134126,1061043357,1012274924);sum2=W(0,-1088652568,1079171932,1068650823,-1089634291)+W(1,-1101936220,1073764649,1062997529,-1106083041)+W(2,-1091191468,1074855165,1053027607,-1102140198)+W(3,-1102444501,-1113430470,1039600983,-1123235056)+W(4,-1123800532,-1095064501,-1105207914,1028735871)+W(5,-1111069004,-1078839186,-1082346847,1056073450)+W(6,-1088813372,-1078450334,-1088354544,-1114344542)+W(7,1050243792,-1071519758,-1081653443,1060600412);WS(-1071343712,-1080188504); +sum1=W(0,1048814204,1024112567,-1101821021,-1155239198)+W(1,-1112944093,992179242,-1105846854,-1115614373)+W(2,1038698214,1035991718,-1110088095,-1117961066)+W(3,-1110388460,1065540811,-1086620536,1022833410)+W(4,-1102353903,1062800155,-1085891530,1037955557)+W(5,-1113346827,1057270438,-1092189183,-1130491710)+W(6,-1115354285,1047814390,-1094362793,1026576596)+W(7,-1172877482,1055244391,-1096652125,1021561214);sum2=W(0,1077488778,1057844910,-1110901413,-1157420388)+W(1,1067869852,1017329883,-1123912240,1016773013)+W(2,-1080283979,-1112258962,1048616910,-1127671945)+W(3,-1070445594,1038200220,-1103189448,1027002057)+W(4,-1085461181,1045877800,1033584054,-1139116556)+W(5,-1113067149,1016515143,-1113680120,-1108492850)+W(6,-1135625536,1029029881,1006246833,1033508697)+W(7,-1105631704,1026840239,1028070058,-1122607860);WS(-1114300667,-1123436789); +sum1=W(0,1048745214,1024457460,-1084727981,-1124831645)+W(1,-1106612992,1049280824,-1099711469,-1120312678)+W(2,1040619730,1061265254,-1091611130,991636461)+W(3,-1101020989,1066754197,-1090437274,-1115033343)+W(4,-1120049178,1060475010,-1087975654,1037659252)+W(5,-1129452308,1056957204,-1087165059,1036876438)+W(6,-1112058252,1052291799,-1095257281,1024723233)+W(7,1040777596,1051532558,-1091858685,-1128167880);sum2=W(0,-1102675226,-1096018291,-1064870457,1050758265)+W(1,1045758589,1033992894,-1078407710,-1091427154)+W(2,-1106608364,1053924217,1074354229,1044800412)+W(3,1037856863,1023354017,1077566439,-1122690967)+W(4,-1121700495,1045521037,1055978728,1037435194)+W(5,1038509645,-1112080608,-1100523264,-1101170582)+W(6,1041300787,1019757091,1032114149,1048475585)+W(7,1013024414,-1111416466,-1096094745,1031501486);WS(-1081349952,-1073531246); +sum1=W(0,-1130396178,-1092471918,1052933181,-1120779255)+W(1,-1123247001,-1094799967,1040552427,1032899791)+W(2,1049234666,-1087091570,1062313536,1048808240)+W(3,-1123595694,-1083589055,1056428784,1047688662)+W(4,1044575749,-1090515766,1060166366,1025076592)+W(5,-1118849787,-1088301188,1052569014,-1104574961)+W(6,1027091408,-1100895532,956727337,-1114767697)+W(7,1015989072,-1095518837,1057005798,1028829344);sum2=W(0,1036727690,-1101780564,1047063866,-1095151348)+W(1,1038605852,1036224480,1003722492,-1101329253)+W(2,1000461252,1043313873,1071364196,-1071443435)+W(3,-1108807283,1058417373,1075919102,-1072909475)+W(4,-1118764382,-1110550387,1031984760,-1137970650)+W(5,1040753555,1041024731,1052825370,-1094681513)+W(6,1025474323,1032765623,-1104266299,-1130737363)+W(7,1026410269,-1114514162,1049040777,-1100563228);WS(-1087415039,1075227720); +sum1=W(0,1014202565,1030200505,1042588557,1032642210)+W(1,-1121306305,-1093044977,1045750086,1039690838)+W(2,-1115466670,1052765481,-1099185023,-1099716881)+W(3,1055732347,-1086016434,-1102841730,1054066516)+W(4,-1088701572,-1108244135,1060432915,-1089156724)+W(5,1045428619,1044242725,1001272287,1045967960)+W(6,-1106855619,-1102530383,1047811955,994787170)+W(7,-1113272762,1042147022,1043051755,-1114980876);sum2=W(0,1034817173,1033088277,-1105460751,-1119967238)+W(1,-1106843150,-1115275500,1042281307,-1122100142)+W(2,1035283571,-1108330169,-1117933953,-1118763227)+W(3,-1117324330,1059951304,1055263105,1033190213)+W(4,-1106783723,-1114610359,1036736577,-1099584511)+W(5,1033652183,-1130129964,1034893511,-1097591398)+W(6,-1105003316,-1100855920,1040893249,1043864443)+W(7,-1109219720,1017452836,1026860110,-1097701018);WS(1061885343,-1093433134); +sum1=W(0,-1119074171,-1116612499,1043937396,1026065358)+W(1,1040591342,-1106037336,1035985530,1035233146)+W(2,1024365415,-1090085717,1054530437,1023445318)+W(3,-1112185530,-1110885309,-1105284753,1041032751)+W(4,-1102861510,1058148680,-1085809524,1043298226)+W(5,1047951017,-1098920364,1042740717,1028431483)+W(6,1033079635,-1104145445,-1143903027,1030877520)+W(7,1030794670,-1102965524,1048819605,-1110782149);sum2=W(0,-1120425303,-1115506247,-1089905659,-1106986872)+W(1,1041777983,-1109249837,-1082926483,-1093100415)+W(2,1008642595,1051302633,976609774,-1100742938)+W(3,1038578170,1062460419,1062992305,-1121360027)+W(4,-1103931105,1046700430,1016533657,1026171953)+W(5,-1144970974,-1110379832,1046952726,-1123505732)+W(6,-1139607395,-1121481149,-1128426413,1047068010)+W(7,-1105571910,-1125592805,1044012895,-1108759193);WS(1057387711,1071476886); +sum1=W(0,1029774760,-1088145158,1058722665,1026644842)+W(1,1046876472,-1090879061,1046940920,-1124024690)+W(2,1049447728,-1087750555,1062289140,1034805113)+W(3,-1104814472,-1081209882,1060559271,-1101227374)+W(4,1047761369,-1102041597,1057163193,1041428045)+W(5,-1107998911,-1088704948,1046238393,-1112057972)+W(6,1035672969,-1101378696,1049034574,-1123650077)+W(7,1025453339,-1090772220,1051154538,1045125730);sum2=W(0,-1079574021,1066168402,-1106633910,1033041398)+W(1,-1076424748,1072246945,1039775524,1025560740)+W(2,-1084651933,1055648588,-1122282375,1042767844)+W(3,-1079383446,1069722149,1050613020,-1122422479)+W(4,-1094010079,-1105729737,-1112550614,1029478726)+W(5,-1105513599,1052366950,1046757765,1029747528)+W(6,-1094989946,1046266897,1041413657,-1132333344)+W(7,-1083946107,1064021500,-1117589808,-1110924549);WS(-1088291167,-1076464582); +sum1=W(0,1038365083,1048475643,-1115380053,-1113517956)+W(1,1013092187,1039614653,-1115741870,-1118168192)+W(2,1049005176,-1105893787,-1115211424,1038779144)+W(3,-1096083994,-1090164821,-1106465144,-1103584918)+W(4,1046666973,1048630844,-1092124773,1051487172)+W(5,1029385568,1052597003,-1097273638,1036949051)+W(6,-1130846211,1030762351,-1104199584,1029432699)+W(7,1035921309,1049653618,-1098780292,1041505439);sum2=W(0,-1102442432,-1119046775,1038119755,-1116688635)+W(1,1042447103,-1103497340,-1117033259,-1109692823)+W(2,1009200726,-1108371687,-1111757198,-1136365839)+W(3,-1140140535,1063726871,1053430514,-1103585210)+W(4,1018235219,1023996549,-1097582390,1035998106)+W(5,1038566242,-1100556235,-1130738637,-1122627505)+W(6,-1105836948,-1134905751,1027482933,-1113769016)+W(7,-1119461411,-1115426548,1038939472,-1131103707);WS(1063535295,-1106643391); +sum1=W(0,998897947,1049160779,-1095715331,1022592892)+W(1,-1114069468,1050551697,-1114097198,1035333911)+W(2,1030590255,1037435628,-1091439068,-1105875754)+W(3,-1120649212,1059662980,-1098500149,1036951763)+W(4,-1112623985,1051258674,-1093374928,-1097348874)+W(5,-1135800742,1051146291,-1112852607,1021555078)+W(6,-1126057998,1042046535,-1104302276,1032877804)+W(7,-1118923687,1051522915,-1098602138,-1118947123);sum2=W(0,1020791040,1023004440,-1131522740,-1130592194)+W(1,-1119848331,1035188360,1010552055,-1114014595)+W(2,1028098574,1036866165,-1087402238,1057774258)+W(3,1024075228,-1081188844,-1063807577,1085749988)+W(4,1036335573,1036267331,-1074297638,1072260443)+W(5,-1114214294,1020492762,1044255896,-1101071935)+W(6,1028067710,1026996488,-1109527927,1041502854)+W(7,-1123998545,1028180222,-1125487816,-1121770211);WS(1065370528,-1140007425); +sum1=W(0,-1119191691,-1089109360,1051697742,1048704645)+W(1,-1123119348,-1093467562,1051845168,-1120571445)+W(2,1043193134,-1104035088,1049231373,1047054964)+W(3,-1144777506,-1082641845,1058881533,-1128753754)+W(4,1048874737,-1090665335,1060727795,-1122636375)+W(5,-1114692372,-1085597050,1053776045,-1135014444)+W(6,1047204584,-1097312497,1050811579,962936920)+W(7,1028382351,-1084438004,1054559607,1047044271);sum2=W(0,1072219394,-1078126224,-1093298188,1011861728)+W(1,1068804680,-1079031251,-1110022070,1040923692)+W(2,1068134846,-1078951161,-1084926454,-1105857084)+W(3,1066171639,-1087436811,-1107767815,-1121892273)+W(4,-1095987744,1039512383,1055586357,1026590003)+W(5,-1080918851,1067164113,1031793821,1040751494)+W(6,-1077110574,1069504242,1041030661,-1123439499)+W(7,-1071545857,1075315134,1055897321,-1109554506);WS(-1089696543,-1143233957); +sum1=W(0,-1115482013,-1129127938,1041381507,-1122467892)+W(1,1045323653,-1098483714,-1110243009,1049605572)+W(2,-1096516931,1045383939,1059582003,-1090424421)+W(3,1035013745,-1091150045,-1106321908,1043667267)+W(4,-1162367211,1043411549,1034020454,-1109629626)+W(5,1054106403,-1086835476,1026676964,1048548650)+W(6,-1107204469,1048447553,1034191370,-1105600748)+W(7,1036179510,-1103773800,-1159158363,1035568493);sum2=W(0,-1134008573,1032064725,-1117795542,-1113496357)+W(1,-1125596513,-1121806942,1035355315,998755498)+W(2,1011008945,1045441656,1024667789,-1119910472)+W(3,1051842604,1065460002,-1089961367,1041632626)+W(4,-1125276577,-1114964420,-1081892598,1035390555)+W(5,-1118729604,-1130705389,1026896379,1032979221)+W(6,-1111959837,-1121883022,1020053498,-1129745921)+W(7,-1117720498,1034360078,1023648883,-1115672512);WS(1065278079,-1120402802); +sum1=W(0,1031924074,1052390115,-1097070063,-1116671142)+W(1,-1115548942,1049303261,-1099757447,-1118597165)+W(2,-1106896516,1045251552,1040981136,1041336272)+W(3,-1112658654,1060948388,-1081623390,1043338841)+W(4,-1103991244,1062622505,-1085365853,-1145407604)+W(5,-1121670257,1054395391,-1096062708,1032773481)+W(6,-1115583119,1045812503,-1101077740,-1123616408)+W(7,1031270934,1048618059,-1099232531,-1127437558);sum2=W(0,-1114021356,-1110767736,-1100377718,1034493514)+W(1,1032565152,-1122384971,1041858293,1019779384)+W(2,1056835748,-1085457975,-1085697040,1016590225)+W(3,-1085160508,1068814369,1060746614,-1097525969)+W(4,1058685385,-1085213012,1057245366,1043875459)+W(5,-1086618535,1063574785,-1094120608,-1097974912)+W(6,1047242231,-1144776155,-1093482365,1054776673)+W(7,1032715041,-1097434793,1056356490,-1096653037);WS(1055688959,-1109584743); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][0] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[5][2] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[5][3] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[6][0] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[6][1] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[6][2] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[7][0] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[7][2] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[7][3] = HOOKED_texOff(vec2(4.0, 2.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1024871952,1026430476,1041094851,992987016)+W(1,1034372511,1007997243,1038248733,1009484684)+W(2,-1091961907,-1103990249,-1086639391,-1085365048)+W(3,-1087585419,-1093414958,-1100793414,-1099588502)+W(4,1049937838,1052012307,1057524239,1063527595)+W(5,1061081007,1057188600,-1104832955,-1114088341)+W(6,1023328805,994719130,-1110763811,-1102193240)+W(7,1046466539,-1131716095,1042167685,1037858632);sum2=W(0,-1122170202,-1117362461,-1125932452,-1100385246)+W(1,1020071642,1025043913,1017078274,1018043750)+W(2,-1115075619,1050294809,1041506545,-1100233118)+W(3,-1100362988,1047005177,1012082941,-1112302377)+W(4,-1113824159,1022334174,-1098709995,-1104291570)+W(5,1072797337,1053652830,-1100425628,-1155649364)+W(6,1016746290,1016781702,1031697879,1033455014)+W(7,1050444141,-1106922881,-1081909907,-1086585813);WS(-1096195455,1061976972); +sum1=W(0,-1107583849,1045016510,-1102048399,1050507709)+W(1,-1138600128,1004076226,1049677870,-1106918697)+W(2,-1094469481,-1104061589,-1082981042,-1086991635)+W(3,-1087760032,-1088999402,-1111975782,-1089081125)+W(4,1057261454,1051975353,1058403546,1061386858)+W(5,1052980216,1052828202,1055128500,1048525839)+W(6,1032308806,1046697387,-1093320254,1051876218)+W(7,-1106246183,-1112945129,1045880594,-1116677906);sum2=W(0,976892690,1043646796,-1131052969,1047930742)+W(1,-1099144563,1035354913,-1115191227,-1111106463)+W(2,-1095110912,-1114450783,1052886335,-1113296119)+W(3,-1088067101,1040578653,-1102673565,1051335047)+W(4,-1080663089,-1074060607,-1068434194,1048011859)+W(5,1042920440,1058047003,1057110709,1038060178)+W(6,1075827337,1075290035,1070007941,1046007784)+W(7,-1090506241,-1099371585,-1096675048,-1096378099);WS(-1095930303,-1128843438); +sum1=W(0,-1113225514,1030842449,-1120882464,-1111398934)+W(1,-1098488134,-1098728413,-1111237296,-1104159890)+W(2,1000563038,-1103461662,-1098779087,-1156245815)+W(3,1057689814,1058114717,1041725787,1046074787)+W(4,1038763268,1052682210,1055587560,1046999855)+W(5,-1090605975,-1106232348,-1106563184,-1119168797)+W(6,-1104281110,-1105449143,-1106219642,-1105879965)+W(7,1039743648,1030902068,-1111582036,1033984854);sum2=W(0,-1109947141,-1087141194,1007133897,-1099413759)+W(1,1026690396,1045509921,-1117657274,1051942463)+W(2,-1078961084,-1081851502,1057831088,1067440534)+W(3,-1095618356,1022398658,1029712906,1049871690)+W(4,1053833634,-1102894339,1046573470,1058568743)+W(5,1058025266,-1115002147,-1109832065,-1099467737)+W(6,1049299145,1040634467,1035108031,-1114324751)+W(7,-1094447449,1023241606,987652806,-1104714655);WS(1018627052,-1077328537); +sum1=W(0,-1107592280,1011043872,-1138466445,1041422472)+W(1,-1112294435,1012707679,-1150731309,-1118891707)+W(2,-1098360952,-1103889731,-1088654431,-1079526160)+W(3,-1109020730,-1095389295,-1102056896,-1101414784)+W(4,1054425801,1045838144,1063939041,1057394281)+W(5,1061143403,1057286118,1040465365,1042544156)+W(6,-1121256842,1016847523,-1114759963,-1109966789)+W(7,-1115564074,-1117689671,-1133534770,1028492087);sum2=W(0,-1161717665,-1138679732,-1121504639,1050854432)+W(1,-1106511096,1030373815,980628162,1031200951)+W(2,1033867626,-1115218580,1030621655,-1096361601)+W(3,1044499063,-1104067382,1040061476,-1122098343)+W(4,1028201267,-1096378423,1071708903,1079482342)+W(5,-1064184100,-1089118805,1048273255,-1109436715)+W(6,-1124228530,1029766795,-1128256742,1035298280)+W(7,1035336882,-1105361644,-1119150405,1035049634);WS(1045693694,1057374369); +sum1=W(0,1048369598,-1104752283,1031950009,-1123958928)+W(1,-1103831441,-1106189273,-1103850789,-1110300085)+W(2,1034312519,1045853799,1057046586,1065585622)+W(3,1061666460,1060939321,1050689810,1060417841)+W(4,-1131023893,-1098373234,-1095062180,-1089164628)+W(5,-1092432965,-1087345809,-1092965100,-1091010256)+W(6,-1099588978,1019902402,-1105510198,1033283356)+W(7,-1115031649,-1122647270,-1126666680,-1103574093);sum2=W(0,-1087427905,1058683530,-1081734921,1050776004)+W(1,1042479954,1025544982,-1105492903,1058740427)+W(2,-1098709872,-1099141199,1032637312,1072181481)+W(3,1036599206,-1080357543,-1113642582,-1086527647)+W(4,1072153031,-1088885778,1061509476,1071890032)+W(5,1052304550,-1080881103,1050862866,-1078556244)+W(6,-1089481634,1056590706,-1092495010,1048814690)+W(7,-1095810808,-1097308566,-1094462248,1039671439);WS(-1081549664,1060153996); +sum1=W(0,992286043,-1115318586,-1105782456,1026471870)+W(1,-1114468402,1037910210,-1130210466,1043803882)+W(2,1063391104,1055271797,1062019397,1061503832)+W(3,1058772501,1045594046,1049908468,1040755007)+W(4,-1087586274,-1095899708,-1085498120,-1089250259)+W(5,-1090055577,-1102496824,-1103786988,-1104619012)+W(6,-1105647870,1025423024,1033921889,-1113405924)+W(7,-1113674825,-1106446561,-1118412923,-1096097592);sum2=W(0,1053790549,-1110257416,1033688102,-1102619530)+W(1,-1117483359,-1098152061,-1105743952,-1083553679)+W(2,-1080860351,-1097530578,1041061421,1064966059)+W(3,1050344847,1040479494,1051151965,1065962098)+W(4,-1068185653,-1077346152,1052310674,1072556372)+W(5,1075004369,1064749402,-1110156824,1045213317)+W(6,-1082483044,-1088866791,1052658871,-1104178634)+W(7,-1108410079,1040931499,-1137891932,1053124980);WS(-1079020096,-1097079011); +sum1=W(0,-1109501731,1033910555,1015347636,-1108027795)+W(1,1042979875,1019929124,1040369234,-1134559750)+W(2,-1096742621,-1092191510,-1089091160,-1087072713)+W(3,-1087558450,-1089417126,-1104831498,-1091818621)+W(4,1057943754,1055662529,1059647341,1068092504)+W(5,1059824411,-1117499817,1043480574,1050143023)+W(6,1016000225,1020967408,-1102027816,-1109882648)+W(7,-1106889398,-1117366414,-1104827345,1049289276);sum2=W(0,1037631964,-1105851814,1036652885,-1110757790)+W(1,1024508007,-1139201564,-1113225064,-1104657620)+W(2,-1097479797,1051380185,1028410699,1044594400)+W(3,1041068006,1046036650,1054960427,-1105334641)+W(4,1051023588,-1097950410,1034374804,1053237761)+W(5,-1132209182,-1088293598,-1081781977,1065714224)+W(6,1045348435,1028003104,-1113269608,1041832368)+W(7,1033918380,-1089693526,-1099925151,-1106359824);WS(-1087384991,1052875812); +sum1=W(0,1041733252,-1138647561,1034391503,-1106477875)+W(1,-1100509868,-1098694249,-1110959830,-1120730421)+W(2,-1109905397,-1104994285,-1107522048,1057597757)+W(3,1062613266,1055828187,1052485297,1044647290)+W(4,1041497057,1032882549,1050093354,-1091247383)+W(5,-1087942224,-1090201627,-1098203032,-1100016695)+W(6,-1113613058,-1117825756,-1108789794,1028766931)+W(7,1042722079,1013355333,1034047139,1038812681);sum2=W(0,1019350107,-1111428867,1017374087,-1112005123)+W(1,1028700445,-1112772903,1027823157,999439052)+W(2,1041831066,-1130655130,-1138336400,1035402260)+W(3,-1116945124,1041636268,-1107238338,1033528252)+W(4,1051650697,-1112274143,-1092155273,-1114034096)+W(5,1045953881,1041190902,1049171133,1027833254)+W(6,-1103332568,-1077765094,-1073481211,-1087514353)+W(7,1069095754,1074086485,1057277153,-1107727987);WS(1050457727,1041689780); +sum1=W(0,-1131312139,-1116681402,1030961105,-1140959985)+W(1,1046496193,1048638526,1007270019,1049181764)+W(2,992358355,1014710691,1040368912,-1105027369)+W(3,-1089290871,-1090315138,-1098770776,-1086147588)+W(4,-1092744895,1027381214,-1089348299,1050737138)+W(5,1038810352,1055368676,1040416748,1051301702)+W(6,1048008788,1036450832,1053966377,933247243)+W(7,1043432004,-1119062181,1023583738,1037141075);sum2=W(0,-1107193278,1019433289,1039188525,-1123892633)+W(1,1039851328,1032631611,1044641782,-1097026795)+W(2,1057496780,1031729137,1037283932,-1086728254)+W(3,-1087309268,-1092570464,1035754242,1063903066)+W(4,1072935738,-1080020989,-1078950448,-1087453268)+W(5,1051352061,1059438018,1051006721,1056300653)+W(6,-1080570956,1054527180,-1096917141,1050123895)+W(7,1053948249,1042769096,1029707984,-1106545458);WS(-1084263519,-1088250567); +sum1=W(0,-1107101246,1049480649,-1097447514,1049647488)+W(1,-1099235545,1018612505,-1103944776,1032447885)+W(2,1048954180,-1096698757,1059331526,-1119095878)+W(3,1040553109,1041330418,1040723088,1023387386)+W(4,-1118116730,1027018719,-1108150329,-1090501921)+W(5,1044929028,-1094468036,1047463532,-1106285556)+W(6,-1111017296,1043604572,-1098833704,1050343697)+W(7,-1096264890,1044030041,-1121471547,-1175819022);sum2=W(0,991719940,1034086314,1055828179,1034571486)+W(1,1049088345,-1098363481,-1111430799,-1111365517)+W(2,-1157381748,-1121095386,-1103829652,-1100672658)+W(3,-1090417467,1050795943,-1113801830,1037803588)+W(4,-1100952734,1027786887,-1085350121,-1118546758)+W(5,1049271738,-1140682323,1035813474,-1164121191)+W(6,1029794653,1016292894,1067178121,-1098007098)+W(7,1008607005,-1110134488,-1115483467,-1133015817);WS(1066054400,-1125664425); +sum1=W(0,1015260777,-1108545200,1023624464,-1109354663)+W(1,1023465234,-1108921531,-1116445024,-1128865616)+W(2,1054574294,1053284635,1059735702,1058150961)+W(3,1058102002,1063397581,1046571067,1046728251)+W(4,-1095241461,-1094415406,-1088764634,-1078845388)+W(5,-1090401103,-1105651068,-1116790272,-1104354311)+W(6,-1127045294,-1111343263,1041542629,-1130514988)+W(7,1035892576,-1136829776,1030749305,-1106930027);sum2=W(0,1041565398,-1103469615,1029690269,1035794320)+W(1,1035452008,-1107146771,-1124704946,1040850628)+W(2,-1104697837,1029373537,1057447179,1080145714)+W(3,-1103623095,-1066097425,-1097535851,-1103109309)+W(4,-1115419200,1031260861,1026403525,1043319440)+W(5,1050811672,-1103531154,-1090176537,1055196268)+W(6,-1158883614,1035036640,1034486240,1041655252)+W(7,-1114789346,-1114794272,1036709484,-1102936938);WS(-1087901375,1071177135); 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+sum1=W(0,-1121527792,1019782131,-1111677734,1042764822)+W(1,-1098291428,-1109244559,-1122839755,1023050790)+W(2,-1097489215,-1109352802,-1089475261,-1094323164)+W(3,1057233791,1055571354,1036609181,1023873367)+W(4,1044710709,1043005718,1059136208,-1113184692)+W(5,-1102862820,-1113821821,1016630678,-1122283881)+W(6,1024559218,1025756170,-1098383546,1034230961)+W(7,-1121795355,1034138424,-1148370726,1021065311);sum2=W(0,1012975921,1033684352,-1119837718,1048900749)+W(1,-1088385914,-1106132930,-1107812043,1047279942)+W(2,-1113722375,-1113902527,1034379158,1065557700)+W(3,1033601684,-1078602486,1048231286,-1117907500)+W(4,-1109752074,-1108511603,1047596894,1065261424)+W(5,-1110433219,-1113936114,-1106600777,-1110420048)+W(6,1009270385,1034062718,-1096952633,1042274647)+W(7,-1110816087,1038223706,1037668398,-1111923151);WS(1055139903,1066543323); +sum1=W(0,-1113216706,1034160554,-1110997976,-1104052311)+W(1,-1130057219,-1100344024,-1109060119,-1102181302)+W(2,1025777755,-1106690282,1025857819,-1108040417)+W(3,1042814916,1058801014,1040801319,1061190298)+W(4,1062476912,1047449287,1040533578,-1088276389)+W(5,1043316038,-1096553156,1003175286,-1109923206)+W(6,-1094834883,-1115394087,-1100641176,-1109281747)+W(7,-1111790927,-1131081926,-1127882001,-1116502963);sum2=W(0,1032900543,1026043047,1011969739,1005946567)+W(1,-1104378201,-1106573410,-1149079854,-1098913457)+W(2,-1093611286,-1143136704,-1129502699,1065137024)+W(3,1034934846,1044311979,-1128312106,-1107526541)+W(4,-1093105706,-1104881087,1056641171,1062580590)+W(5,-1137732946,-1102271464,-1106196955,-1097055308)+W(6,-1103368978,996537094,-1097512177,1038772124)+W(7,-1108835309,1035638256,1028654910,-1144299515);WS(1037662203,-1095462961); +sum1=W(0,1051208476,1007151360,1047867778,-1120692693)+W(1,-1102286423,1029685138,-1117174983,998066935)+W(2,1054332722,1048962332,1056131053,1060311124)+W(3,1053179033,1057524976,1045179237,1053688986)+W(4,-1088537607,-1096098779,-1089718811,-1086623130)+W(5,-1088149909,-1093380227,-1094989189,-1094538289)+W(6,1009988859,-1120684294,1043868050,1008468855)+W(7,1024446024,1041242535,-1121112609,1022948968);sum2=W(0,-1075642964,-1078284587,-1077677369,-1086975712)+W(1,1050575143,-1109971278,1043550667,1046375822)+W(2,1064397427,1070403917,1072178178,1071930150)+W(3,-1093947328,-1119680819,-1134729809,-1094009133)+W(4,1042055631,1050515956,-1094922849,-1096417404)+W(5,-1094640520,1045435393,-1109099138,-1106076462)+W(6,1049259770,-1100572061,1038272909,-1110188613)+W(7,1033007627,-1109186235,1040318497,1038207101);WS(-1091974591,1028524890); +sum1=W(0,-1119527298,1034997099,-1099802012,1033463662)+W(1,-1090658116,1044419888,-1099353751,-1110855131)+W(2,1050666155,-1101120961,1057798952,-1146674958)+W(3,1048486316,1054164791,1033437822,1053708795)+W(4,-1104886813,-1100807815,-1099838668,1021707158)+W(5,1057612011,-1093871840,1029138830,-1104286795)+W(6,-1119869997,1044100139,-1103774309,-1112176434)+W(7,-1094617942,1036492177,-1113521820,1028051362);sum2=W(0,1029285075,-1113245689,1046869988,-1099734421)+W(1,1045806866,-1099048447,1040440310,-1129472848)+W(2,-1114745613,1037297246,-1113507597,1057852752)+W(3,1031538739,1019950674,1039903515,-1115367833)+W(4,1024121756,1034295695,-1081105309,1063764387)+W(5,-1093953622,1060684479,-1099720743,1051222485)+W(6,-1127985632,-1103172653,-1097344586,-1092930743)+W(7,1039548141,-1113791115,1024790472,-1106398082);WS(1058893599,-1078409713); +sum1=W(0,-1115244150,1036724056,-1098555735,1049246955)+W(1,1045222582,-1138283737,1044966206,-1115412967)+W(2,-1102829117,-1100240992,-1094663483,-1084866106)+W(3,-1085064800,-1093243506,-1093950047,-1095580366)+W(4,1039336887,1053376406,1053054383,1065100884)+W(5,1054590883,1056764679,1053059489,1050610273)+W(6,-1115623287,-1114512019,1041993169,1018575674)+W(7,-1114852275,-1108377677,-1118180448,-1122449691);sum2=W(0,-1130929736,1009552185,-1084383778,1050909748)+W(1,1049209322,-1096700837,1051369678,-1129474226)+W(2,-1101060123,-1090337753,1072779570,1053567468)+W(3,-1079161361,1057662166,-1097661058,-1112521942)+W(4,1045192083,1061442923,1050903982,-1089269841)+W(5,1029505799,-1094014597,1046387683,-1105984421)+W(6,-1105822172,-1103557108,-1106762492,-1117595750)+W(7,-1111371347,1025228376,-1138825972,1030887459);WS(-1109369595,1048740969); +sum1=W(0,1040995480,1030414773,-1118646413,1043594790)+W(1,-1129436350,1037121811,1030207412,1043560049)+W(2,1051718495,1050319297,1059003715,1046504696)+W(3,-1135436979,1043825845,1049475887,1058279379)+W(4,-1091711555,-1095167863,-1085356599,-1083562713)+W(5,-1096690237,-1098326935,-1120665100,-1098718953)+W(6,-1125552391,1032958437,1042985722,1045509569)+W(7,1023899916,1019546753,-1130219052,-1105013544);sum2=W(0,-1113177829,1043809265,-1095416462,1034071291)+W(1,-1120341831,1043900974,1020015593,-1119209873)+W(2,-1117552581,-1109343151,1052574118,1063553374)+W(3,1070912061,-1112203792,-1091338378,-1072794661)+W(4,-1100446453,1039662186,-1114145263,1053677817)+W(5,-1101063801,1042882834,-1094258913,1055602011)+W(6,1041583669,1009024316,-1118793923,1018689733)+W(7,1031195477,-1105538343,-1114748986,-1109237633);WS(-1093437503,1065718162); +sum1=W(0,1037550096,-1101135841,1044878747,-1107014286)+W(1,1042111087,1037051057,-1099961615,1041500301)+W(2,1049488055,1042594425,1049041945,1066142676)+W(3,-1100146203,1045825417,1040663590,-1119554198)+W(4,-1103061781,1046266118,-1087470164,-1106438298)+W(5,-1111606545,-1091131027,-1133427370,-1103590594)+W(6,-1114711965,-1097873069,1046063170,-1091362312)+W(7,1037494709,1040258368,-1109172298,1033770775);sum2=W(0,-1106488910,1026201604,1035711566,1060425407)+W(1,-1098764525,-1096618367,-1182808622,-1127820908)+W(2,-1123106758,-1113590739,-1084666863,1061776657)+W(3,1055047321,-1119175762,-1103500958,1041613778)+W(4,1050172947,-1092748399,-1097703384,-1099741350)+W(5,-1120322586,1050324229,1025620288,-1105222946)+W(6,-1124712996,1043391307,-1098783459,1048423650)+W(7,1041036039,-1099280352,1048645442,-1118590758);WS(1056660607,-1113798601); +sum1=W(0,-1115305597,-1101671294,1016801995,1039904137)+W(1,1037148876,1040453028,-1110559226,-1154296528)+W(2,1041913228,1008348404,1031963795,-1093680051)+W(3,-1089471492,1034024758,-1111400057,1031051312)+W(4,1012656821,998498191,-1102006873,1057450908)+W(5,1049874551,-1111681498,-1109457443,1036430914)+W(6,1026504084,-1151777337,1032505286,-1108358078)+W(7,1031920291,1043455038,-1129849213,-1125050675);sum2=W(0,1042939003,-1114796094,1044529628,-1124781020)+W(1,-1106748864,1016881133,-1108227590,1027959261)+W(2,1024638457,-1101207597,1027593065,-1097759574)+W(3,-1130307786,1033669310,1022409637,1019735589)+W(4,-1123927190,1042777565,-1098782283,1059165645)+W(5,1062760553,1017094385,-1160993898,-1125388747)+W(6,998901155,1022659417,1017512357,-1104939928)+W(7,-1098668376,-1089791762,-1106217568,-1115680109);WS(1066155712,1004288134); +sum1=W(0,1047132567,1029697589,1014062303,1041631965)+W(1,991515041,-1123217244,-1154741365,1030265807)+W(2,1049267618,1048612844,1055750611,1059093756)+W(3,1057479944,1056993158,1047138005,1055767146)+W(4,-1089062279,-1092380195,-1088453014,-1084647474)+W(5,-1091963789,-1088742789,-1098495965,-1086886676)+W(6,-1138510971,1046969501,1024451359,1049129552)+W(7,1040560290,1043007167,-1122630737,-1122583780);sum2=W(0,1011892235,-1111382628,1037768402,1032283234)+W(1,-1114728106,1009460031,-1112526532,1030203700)+W(2,1040858440,-1103755803,-1125277089,-1084511950)+W(3,-1090323786,-1159433014,1053584755,1052886875)+W(4,-1127819845,-1109875610,-1096621612,-1071556311)+W(5,-1071973667,-1099343032,1076043190,1079690007)+W(6,1010964983,-1106716388,1032593498,1040462902)+W(7,-1100404332,1040394500,1007208771,1051792925);WS(-1086041375,1049976369); +sum1=W(0,-1125608345,1025261033,1032012444,1046732297)+W(1,-1114869141,1036081274,1036645660,-1119140736)+W(2,-1096855193,-1097190986,-1086237883,-1083643033)+W(3,-1093631755,-1095059844,-1132519191,-1095180224)+W(4,1037693680,1051176741,1059434222,1062665585)+W(5,1052924527,1052562329,1041010310,1048775023)+W(6,1048607039,1030637974,1026121224,-1103554484)+W(7,-1110078044,-1109004102,1035782593,-1118200972);sum2=W(0,1029601330,-1144560396,1032763954,-1115106220)+W(1,-1111454114,-1121335223,-1109520646,1021645795)+W(2,-1115199196,1026958814,1032369083,-1106065675)+W(3,1042189754,1029124674,1022674491,1026253022)+W(4,-1096390757,-1100298556,1076866217,-1108884178)+W(5,-1116766618,1025985538,-1115268590,1011072742)+W(6,-1079547524,-1081990625,1041174181,1041059708)+W(7,1024602232,-1127158528,1007020790,1003377428);WS(-1111980027,1060626277); +sum1=W(0,1023621139,1032179266,1030954414,1037158526)+W(1,1036765152,1036680203,-1146606447,-1119312598)+W(2,-1102882983,-1092055397,-1089823274,-1095093232)+W(3,-1090725010,-1139402199,-1116432156,-1108873773)+W(4,1044706422,1043529367,1057090380,1064981515)+W(5,1047303429,1042557255,1028925358,1041638915)+W(6,1028429765,-1113080214,-1101761443,-1098683411)+W(7,1033439719,1030304674,-1104492078,-1112219839);sum2=W(0,-1107703976,1046455264,-1093472442,1048924762)+W(1,-1097201227,1049435664,-1106239872,-1119402461)+W(2,1045439570,-1090239140,1028879562,1064195571)+W(3,1016778259,1027385222,1028121257,-1105208479)+W(4,1032849260,-1096329612,1030082819,1036056807)+W(5,1059898488,-1091675747,1053658286,-1117889585)+W(6,-1122224669,1035962913,-1098806672,1041148911)+W(7,-1091828205,1041687668,-1098243254,-1104565052);WS(1062681599,1040842201); +sum1=W(0,-1108789463,-1115361429,1048981817,-1092926921)+W(1,1054602509,1029602904,-1117967305,1025443329)+W(2,-1104300209,1050445194,-1089127203,1063952639)+W(3,1043197406,-1106041808,1039191171,-1114238594)+W(4,1042117608,-1097788769,1032428200,1049970971)+W(5,-1088418847,1049956321,-1112931212,-1123051255)+W(6,-1118282400,-1114475276,1049574381,-1090427073)+W(7,1045778638,-1112080775,-1097758566,1033393295);sum2=W(0,1038735267,-1100048068,-1115453090,-1110884051)+W(1,-1090743949,-1153955669,-1112598570,-1103797208)+W(2,-1126315713,1043050536,1053683464,1058830244)+W(3,-1100540415,1037942519,-1098889179,1040830228)+W(4,-1111714958,-1115313021,1046662525,1061563017)+W(5,1052621807,-1104363663,-1118760183,1007755797)+W(6,-1111656758,-1115683900,-1093358619,-1105966973)+W(7,1037413595,-1101879362,1044482581,-1098877089);WS(1062776447,1069975051); +sum1=W(0,-1130308944,-1112835078,-1113144126,-1094805377)+W(1,-1098008538,-1114270939,-1117364667,-1117827459)+W(2,1036893844,-1114635034,1050058840,1071110128)+W(3,1061455014,1044746969,1018226642,1049407081)+W(4,-1104137265,-1098478453,-1104852259,1041368142)+W(5,-1095764665,-1109080309,-1103882015,-1120810969)+W(6,-1108240801,1029922778,-1111877761,-1088740684)+W(7,-1112520550,-1119589855,-1121527653,-1103102129);sum2=W(0,1028834725,-1110297977,1035091068,1034973002)+W(1,-1110025415,-1154986018,-1120031976,1030684381)+W(2,-1113117380,1026197871,-1099362318,1077416661)+W(3,1050456944,-1112814852,1027999489,1016280910)+W(4,1037052904,996515330,1043940575,-1069860026)+W(5,969317772,1021906202,-1115577362,1013156184)+W(6,-1113210551,1032917698,-1106692355,-1103487680)+W(7,1034055293,1006658352,1018186436,-1124181989);WS(-1082599007,-1084302409); +sum1=W(0,-1127095446,1011517278,-1110892475,1024933540)+W(1,-1111586789,1039136849,-1108207315,1049617952)+W(2,1056665680,1052281350,1058821842,1061132051)+W(3,1054434479,1052720805,1043783817,-1159632952)+W(4,-1087212124,-1096260148,-1085877656,-1087957451)+W(5,-1089270826,-1102718609,-1106422582,-1106709957)+W(6,1035858193,-1128228554,1043137767,1023709101)+W(7,1037286635,-1111842501,-1130056576,-1115207149);sum2=W(0,1048459811,1071226724,1075494724,1074401127)+W(1,1044864951,-1077687291,-1072311776,-1066953112)+W(2,-1095160239,1065850492,-1121381976,-1099027008)+W(3,1031151008,1057399482,1045213405,-1095971461)+W(4,1026509768,1043007163,1043168485,-1093896652)+W(5,1012395574,1019701051,-1109946848,1027278540)+W(6,-1123792544,-1127547903,1027169380,-1107011198)+W(7,1037067951,1021690579,-1124089088,-1166810856);WS(-1118215158,-1130722305); +sum1=W(0,1039784439,-1119983743,1027132090,-1101267710)+W(1,-1106141431,-1119840977,-1131926580,-1158357571)+W(2,1045520358,1040649785,-1126797149,1070303194)+W(3,1059129261,1056727436,1040938982,1050582583)+W(4,-1094865274,-1098235299,-1085881139,-1106608186)+W(5,-1088850304,-1093134907,-1098615277,-1104503154)+W(6,966095017,-1166742058,1023429181,-1127173569)+W(7,-1112024885,1030946302,-1160489077,-1106263629);sum2=W(0,-1122933952,1029904221,-1104768174,1044174015)+W(1,-1122786276,1032455763,-1118952582,-1120585334)+W(2,1043676402,-1092335308,1050667883,-1106663265)+W(3,1035773679,1033986578,-1123822916,1030027555)+W(4,-1122578476,-1096734640,-1067932755,1078656606)+W(5,1056344301,-1106732625,1033374173,-1116084330)+W(6,1034421913,-1121365342,-1103315560,1049347404)+W(7,1027752905,-1114333025,1025409455,-1129253837);WS(-1112296443,-1083191171); +sum1=W(0,1030599873,-1102688301,1038739494,-1091052013)+W(1,-1120252367,-1118018759,-1105737735,1036799090)+W(2,1049894985,1052276159,1055519004,1061107959)+W(3,1059731464,1052059899,1050382861,1050879021)+W(4,-1100141489,-1095734081,1044438853,-1078809864)+W(5,-1100785926,-1095185489,-1092887220,-1113977245)+W(6,-1124642344,-1114229790,1039505712,-1108354137)+W(7,1037196526,-1129006466,1034647259,-1123394945);sum2=W(0,-1134366274,1040286055,-1103185345,-1089934078)+W(1,-1104699884,-1135474394,1039368980,984214720)+W(2,1032198029,-1093721101,1064064153,1038410574)+W(3,1053501328,1053898256,-1088730122,1045555557)+W(4,-1102569648,1059013351,-1076328416,1075980540)+W(5,-1081344728,-1093863519,1061819985,-1089334779)+W(6,-1113629492,-1099320981,1062572765,-1079072621)+W(7,1057269325,1039501040,-1089994189,1050815727);WS(1051639487,-1077445112); +sum1=W(0,1023584208,1019039018,1046978951,-1114024277)+W(1,1042440780,1036430651,1019910405,1017051223)+W(2,-1087680633,-1097242582,-1087958558,-1084584703)+W(3,-1089578188,-1090497932,-1100840226,-1089989738)+W(4,1058381481,1049175941,1059595066,1058705186)+W(5,1060807824,1057261083,1047705823,1052092149)+W(6,1019116206,-1110819225,1041321753,-1110784681)+W(7,-1120949436,-1111841304,-1108976675,1037750032);sum2=W(0,-1103483317,-1103949071,1036613850,-1096200772)+W(1,-1094761445,-1090478844,-1091384835,1024429003)+W(2,1043027417,1024633771,1050158855,-1096718424)+W(3,1057240079,1037855330,1036780676,-1103545669)+W(4,1043672886,-1105891820,-1113242263,1053817256)+W(5,1043447632,1053166295,1043680942,1034776200)+W(6,-1126025102,-1101612494,1051748473,-1144187697)+W(7,-1129269697,-1114569970,-1102484885,1044262941);WS(-1102141694,1066754929); +sum1=W(0,1024767465,1028037205,-1148374821,996156698)+W(1,1034886379,1011245536,1017269224,1023537404)+W(2,-1097150806,-1105574095,-1092607882,-1086231302)+W(3,-1085570014,-1090150659,-1093685286,-1100403588)+W(4,-1121670572,1021251426,1053426631,1064662112)+W(5,1060264850,1058905527,1047037217,1048736520)+W(6,1047316983,-1123186307,1027553675,1037457517)+W(7,-1103359865,1031219256,-1108923303,1039125668);sum2=W(0,-1127568330,1031019669,1013355589,-1123247753)+W(1,-1131101666,-1126559289,-1128009624,-1122774763)+W(2,1005444026,-1121000217,-1135062981,-1099801823)+W(3,1044314830,1052295626,-1112001042,1018744598)+W(4,-1099850392,1052911126,1040255711,-1120914990)+W(5,1055431083,-1112663055,1029993103,-1105142519)+W(6,-1069105992,-1075891845,1052106082,1078854269)+W(7,1061745892,-1097592921,1033712114,1037317546);WS(-1092827839,1049601702); +sum1=W(0,-1102748075,1048973336,-1101661842,1035794226)+W(1,1035295380,951002293,1028700102,1019995195)+W(2,-1114726817,-1100496851,1056141590,-1092935501)+W(3,-1090189951,-1127762491,-1107070641,-1116434785)+W(4,1043768535,1037939345,-1092531310,1048278549)+W(5,1059458263,-1107678146,1040739973,-1103464157)+W(6,1001409895,1025584388,1043222609,1028885900)+W(7,-1097823129,1046084402,1018269854,1033486885);sum2=W(0,1047648616,1049954711,-1086499077,1036131868)+W(1,1021844703,-1144052469,1036766656,-1114852932)+W(2,-1099866854,-1087014785,1059941103,1059724034)+W(3,-1104253425,-1116739540,-1123734224,-1119117496)+W(4,1040911688,-1127547935,1006897087,-1147690453)+W(5,-1094365093,1046092804,-1117733622,1045874226)+W(6,-1104812914,1032774583,-1118719608,-1112213150)+W(7,1020986307,1037506252,1020773629,-1120467144);WS(1062974879,-1132215613); +sum1=W(0,-1181157822,1033235448,-1120645311,1032693326)+W(1,1014937094,1012846527,1029466479,1027727527)+W(2,-1096960767,-1103300066,-1098273063,-1084817024)+W(3,-1086871647,-1093312183,-1094276984,-1099477807)+W(4,1047884458,1024586364,1040665968,1065496294)+W(5,1061273423,1057013666,1048826162,1049029078)+W(6,1046591191,1028472621,1027902609,-1105457745)+W(7,-1099580452,-1121668195,-1123904424,1033797162);sum2=W(0,-1120861164,1023555157,-1114715157,1039733942)+W(1,-1111876903,-1121732899,1028106223,-1136150442)+W(2,-1114727130,-1127207629,1049207316,-1100512081)+W(3,1044392032,-1113639142,-1107243417,1035475508)+W(4,1051943787,1021361633,-1100379929,1049204344)+W(5,1029680046,1040523175,-1113800818,1017564481)+W(6,1073213517,1067585393,-1095215585,-1072102567)+W(7,-1085077901,1017790060,-1115100698,-1111101803);WS(1038961915,-1122010239); +sum1=W(0,1004620105,-1113106351,-1112775210,-1125534724)+W(1,-1137271196,-1126589322,1026657556,-1119328748)+W(2,1048595660,1052250558,1058549636,1061573929)+W(3,1057522353,1048822826,1040718305,1048641524)+W(4,-1099376311,-1096833644,-1088891129,-1086812373)+W(5,-1093214133,-1095914356,-1105329661,-1103878453)+W(6,-1116246236,1027857155,1036452944,1040782707)+W(7,1018281129,-1113857108,1010557432,-1106455448);sum2=W(0,-1116580406,1024927837,-1129828931,-1115420496)+W(1,1011185933,-1123989928,-1146345634,-1132229127)+W(2,1027562258,-1162615720,1047581344,-1109513493)+W(3,1038795182,-1118168090,1030671240,1038841827)+W(4,1055923683,-1098456431,-1107918233,-1093462217)+W(5,1043574176,1042713369,-1118222006,1029869485)+W(6,1077914250,1064911462,-1076359256,-1072190840)+W(7,1023726209,-1114062645,-1119388396,-1111766417);WS(1058520191,-1103814144); +sum1=W(0,1017038583,1027734728,1045254802,-1107262661)+W(1,-1105442246,1031430877,-1126950445,1024536063)+W(2,-1136595532,1016280509,-1109207324,1062837304)+W(3,1058887264,1040464732,1030731221,1029953906)+W(4,-1118053743,-1128563239,1044218638,-1096672636)+W(5,-1085861660,-1103880229,-1107144426,-1145128486)+W(6,1027978638,-1097122909,-1104843131,1033499055)+W(7,1025985831,1030848699,-1131329888,-1109411553);sum2=W(0,1034702970,-1125598974,-1114553387,1027536136)+W(1,-1115924578,1035052048,-1132148431,1025333585)+W(2,-1176551015,-1168898884,1041527709,-1101298022)+W(3,1036785061,-1106074654,1030578400,1024211757)+W(4,1007931783,-1090251816,1067159008,1043575777)+W(5,1028484706,-1104273626,-1148595850,-1114791455)+W(6,-1110263367,-1089294892,-1085860022,1061443693)+W(7,-1099982080,1042454777,1027614804,-1123742626);WS(1061983711,-1098811342); +sum1=W(0,1012577103,-1126897281,-1105225996,1024253613)+W(1,1053413654,-1137207095,1042674340,-1109172700)+W(2,1051270689,1046420622,1058683087,1058369439)+W(3,-1097514912,1052214131,-1105013139,1050302029)+W(4,-1108510228,-1106195699,-1088411008,-1089548804)+W(5,-1118840551,-1096732498,-1109015536,-1103000311)+W(6,-1107438075,-1107699151,1036711743,1026749110)+W(7,-1116819519,1024709491,-1140694819,-1154413112);sum2=W(0,1018267361,-1110181012,-1146613180,1038715850)+W(1,1024296823,1036970119,1022003098,-1124702635)+W(2,1036503366,1041828239,1050199247,-1085432172)+W(3,1038941240,-1123003584,1013422114,1021003447)+W(4,-1126101987,-1116783782,1071387060,-1080125372)+W(5,-1093021050,-1114155200,-1149124484,-1143100940)+W(6,-1099489904,-1102883314,1052019906,1047113133)+W(7,1035497971,-1112911441,-1119585859,-1131838862);WS(1061194367,-1092415693); +sum1=W(0,1036390333,-1126263470,1025725222,1043857157)+W(1,1035642972,1044002978,998479342,1045699251)+W(2,1051201914,1053058480,1054554894,1047231542)+W(3,1057662314,1050872286,1045022613,1049392206)+W(4,-1104881972,-1172862130,-1093268199,-1076465248)+W(5,-1087389459,-1093150623,-1111846627,-1095910796)+W(6,-1115149537,1030237668,1021350042,1036659934)+W(7,1039247491,1026362746,1017611295,1018350484);sum2=W(0,-1129487679,1042193002,-1108339354,-1095819059)+W(1,1041127864,-1103499785,1034257999,-1118637794)+W(2,1018376667,-1087595144,1054016721,1063707892)+W(3,1036978867,-1103064253,-1103241982,-1112191100)+W(4,-1097777178,-1098446206,-1106280983,1068295659)+W(5,1052165187,-1110264861,-1135489703,-1107248782)+W(6,-1117386048,-1106566736,-1108034123,-1104582586)+W(7,-1102127104,1036459063,-1104779766,996655259);WS(-1094699455,1066131816); 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+sum1=W(0,-1120232797,1040422273,1026412864,-1138867958)+W(1,1033879777,1033565615,1019476032,988102399)+W(2,-1091881416,-1094093465,-1085938046,-1089254334)+W(3,-1089797193,-1085407367,-1095206984,-1105032111)+W(4,1051419109,1052500896,1061270771,1067891162)+W(5,1060067146,1016645247,1041715172,1036835111)+W(6,1036288004,1023553551,-1112170192,-1115349187)+W(7,-1112030904,998486818,1027103050,1040345019);sum2=W(0,1040618154,-1114130867,-1122148687,1044229537)+W(1,-1110193301,-1097134960,1037070268,1037459780)+W(2,-1101425729,1043012943,1049717343,1078734719)+W(3,1058416067,-1066172228,-1087270128,1051160418)+W(4,1012698939,-1135257643,1047429512,1020747990)+W(5,1045573328,-1105653505,-1098650023,1029335953)+W(6,-1121139419,1033653009,1038119907,-1131387750)+W(7,-1162837210,-1124290574,-1142454518,-1119987003);WS(-1083751903,-1076119444); +sum1=W(0,-1115245576,-1106029427,-1102084379,-1113929101)+W(1,-1115339007,1029734646,-1110488366,-1147960477)+W(2,1056842307,1054460828,1062160243,1061549380)+W(3,1051628466,1034628298,1040780998,1027250487)+W(4,-1093345814,-1096614035,-1087844584,-1088621915)+W(5,-1095344475,1039622221,1023285463,1052549785)+W(6,-1108216057,-1118873130,1032187759,-1118044066)+W(7,-1125935063,-1114025640,-1103117229,-1101242061);sum2=W(0,-1142266798,-1105635988,-1108468488,-1104742183)+W(1,1004562934,-1111519795,1009402627,1007186587)+W(2,1041896729,-1133541327,1052249127,1059101684)+W(3,-1116644500,1022626513,1036478091,-1114250343)+W(4,-1109207785,-1119640286,-1132044399,1057719514)+W(5,1049160976,1040987637,-1103527129,-1094402391)+W(6,-1116438034,-1143926222,-1116983273,-1107716245)+W(7,1036001553,-1093640310,-1115139384,-1102449905);WS(1032624635,1033521535); +sum1=W(0,-1131553039,-1117491096,-1112834618,1049918570)+W(1,1045795365,1016822387,1035361729,-1113168565)+W(2,-1098906814,-1100587359,-1081513385,-1078593782)+W(3,-1105649745,-1092053629,-1096260814,-1095243062)+W(4,1051615627,1047570260,1060987922,1043587024)+W(5,1056209202,1059398075,1049440024,1051600524)+W(6,1045470610,1025984961,1036113314,1040182861)+W(7,1012071435,1032631435,1023888652,1034850724);sum2=W(0,-1111826236,-1099208280,1026789677,-1106561040)+W(1,-1093448876,1046407154,-1102666308,1042570396)+W(2,-1092384767,1027875109,1064661507,1062273543)+W(3,-1087164405,-1108191451,1044380270,-1104593420)+W(4,-1095745094,-1100947515,-1112642295,1068550638)+W(5,-1104229197,-1106740917,-1103404028,-1105841536)+W(6,1034661269,1048636172,-1098451609,-1099981129)+W(7,-1118651857,1049739863,-1095995165,1048025970);WS(-1085606847,1061985400); +sum1=W(0,-1108997980,-1117164584,1031768707,-1103105924)+W(1,1041900981,-1110420181,1037113665,1014163116)+W(2,-1089905075,-1114895517,-1095264598,-1077801587)+W(3,-1097956992,-1088999487,-1098379486,-1096151518)+W(4,1057688104,1056544190,1062390314,1055481056)+W(5,1062127874,1051900674,1048102065,1057425872)+W(6,1040581229,-1114811305,-1107526493,-1110202349)+W(7,-1118208771,-1108027100,1024450541,1041210774);sum2=W(0,1025785873,1048912334,-1096464036,1056133856)+W(1,-1104154812,-1121968309,1033410161,1015120151)+W(2,1048760593,-1090084783,-1114768213,1066763200)+W(3,-1086306359,1058187354,-1113492694,-1128581905)+W(4,1035955606,-1119218892,1007739746,1064934573)+W(5,-1089946445,1050702067,1025685973,-1102128709)+W(6,-1126760968,1008603006,-1094704139,-1080670875)+W(7,1031309677,-1125625514,-1109240237,1039335694);WS(-1090966143,-1078936607); 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+sum1=W(0,1034272753,1043354114,1046815315,1041026663)+W(1,-1116058688,-1131457456,-1115558139,1032034947)+W(2,-1110686621,-1094089577,-1090322161,1019000899)+W(3,1048378971,1054466495,1045446607,1043401342)+W(4,1034360523,1051348739,1056352764,1049291409)+W(5,-1098372646,-1090870248,-1103803571,-1098529593)+W(6,1006467012,-1097882829,-1098171061,-1099191041)+W(7,1036956791,1036945505,-1124941614,1026141794);sum2=W(0,1046033632,-1114282503,1044655964,-1106001859)+W(1,-1104436397,-1101664028,1015764662,1023732858)+W(2,-1147554302,1065651536,1052996561,-1076523823)+W(3,-1095873418,1059971501,1037179306,-1119149512)+W(4,1021728539,1061103542,1047372498,-1081697027)+W(5,-1094800655,1058036758,-1113369666,1033040332)+W(6,1034466187,-1117467216,1040544990,-1105745303)+W(7,-1119054372,-1110996319,-1120190386,1028498617);WS(1040537598,-1164677141); +sum1=W(0,1044447583,987031402,-1121775302,1042738997)+W(1,1038434732,1049696256,1024826006,1044766000)+W(2,1058921623,1052904912,1059494147,1059765434)+W(3,1053249925,1045203303,1049549231,1032179929)+W(4,-1079854668,-1089009751,-1082135643,-1085199868)+W(5,-1087718171,-1094593271,-1098502833,-1111725730)+W(6,1051360885,1009017491,1049103971,1042102879)+W(7,1037325507,1033340813,1040792940,-1103499809);sum2=W(0,-1105450770,-1099930216,-1087670985,-1097641768)+W(1,-1093727900,1034849198,-1089823109,1026936119)+W(2,-1076904032,-1110661913,1054929191,1067640588)+W(3,1043325457,1041628489,1024934811,1071055811)+W(4,1034745372,-1104228342,1055270313,1058849806)+W(5,1055379319,1047258529,-1091022953,-1093861556)+W(6,1064235564,-1133206564,-1159337186,-1095527236)+W(7,-1097371942,-1123329564,1053074558,-1079977593);WS(-1072228928,1076959210); +sum1=W(0,1049440860,-1100954468,1040518102,1055014377)+W(1,-1102413547,1056933930,-1100924366,1025160513)+W(2,-1102211417,-1090494943,-1089397123,-1085929645)+W(3,-1092416799,-1103710088,-1099959722,-1097219837)+W(4,1052420434,1049042513,1057628335,1059399711)+W(5,1055649007,1056457065,1043274798,1043339918)+W(6,1046258910,-1094165323,-1113742940,-1115570152)+W(7,-1095616949,1054320058,-1096288332,-1113497047);sum2=W(0,1037249746,-1106259401,-1118512137,1033553146)+W(1,-1118437421,1049532353,-1112295163,-1112769969)+W(2,-1091193116,1057292562,1045032769,-1101074553)+W(3,1047290760,-1085599381,1045403080,1036239865)+W(4,1058952598,-1089499743,990544085,1052938455)+W(5,-1096914685,1060306657,-1095081062,1036770528)+W(6,-1099278743,1035766214,-1120311473,-1107284433)+W(7,1032001159,-1105441959,1037527897,-1117837555);WS(-1095248895,-1088416713); +sum1=W(0,991086878,1041397006,-1100414321,-1106522737)+W(1,1032194452,1040515607,-1113785099,-1119710941)+W(2,-1112623265,1023033498,-1095527100,-1085500137)+W(3,-1103431285,-1093888960,1025813699,-1112974208)+W(4,1049658160,-1129854724,1056723856,1061179113)+W(5,1050067968,1055178889,1027165141,1044420741)+W(6,1025280780,1018002536,-1101036339,-1098081679)+W(7,-1121954805,1040437430,-1107604207,-1122583614);sum2=W(0,-1115281709,1038308115,-1086190321,-1079410563)+W(1,1055352031,-1106071111,1042421121,999244165)+W(2,1049351198,-1105447726,1061131477,1070791012)+W(3,-1080774986,1050939464,-1096576742,1021655353)+W(4,-1101546004,1044927538,-1105825160,-1124003323)+W(5,1054621998,-1100497740,1042910101,-1123561791)+W(6,-1132663474,1036918381,-1104633062,1035199903)+W(7,-1119052371,1038597174,-1126972585,-1141223925);WS(1057802399,-1081431823); +sum1=W(0,-1122831751,-1131892376,1041203877,1034931072)+W(1,1020249162,1023514439,-1183605377,-1102408215)+W(2,-1093480916,-1097592621,-1087992005,-1086955360)+W(3,-1094219074,-1099624791,-1104094712,-1103351679)+W(4,1050038833,1050095280,1058335651,1062569267)+W(5,1052617634,1053253320,1037479577,1047799764)+W(6,1031929377,1003466633,-1150646211,-1108251076)+W(7,-1123920403,-1110979235,1022403704,1031403703);sum2=W(0,-1104748298,1035677532,-1097271446,-1071563129)+W(1,-1073203825,-1105574565,1074066983,1076846054)+W(2,1032567526,1015597088,1042180726,-1131466492)+W(3,-1088097679,1049167232,-1104411749,1054919113)+W(4,1030425414,-1106402955,1036072793,1026492053)+W(5,1021201077,1046304011,-1108010622,1040423027)+W(6,1028805714,1010146816,-1122721452,-1139412188)+W(7,-1121571686,1013464552,-1115684312,-1159010626);WS(1057159391,-1098185256); +sum1=W(0,-1115997840,-1139848194,-1110900998,1040272534)+W(1,-1124007614,1022311680,-1122049771,1025640163)+W(2,1062337777,1059107990,1058844902,1060188982)+W(3,1050305613,1055455830,1052112283,1058488623)+W(4,-1099145229,-1096884471,-1083284577,-1081840204)+W(5,-1086268415,-1088086212,-1093503993,-1095187909)+W(6,-1108105457,1026934458,-1128707950,1050661700)+W(7,1025671020,1018441343,1032949738,-1115150240);sum2=W(0,1056249112,-1087901783,1050240307,-1096100666)+W(1,1050011361,1046757851,-1111613200,1031802636)+W(2,-1063663228,-1065703489,1050922399,1074103439)+W(3,1078895155,1075028289,1011769164,1041242105)+W(4,-1090194820,1049313091,1059446328,-1091782161)+W(5,1051412884,999915799,-1097222567,1040180956)+W(6,-1098679170,1049727089,-1118968312,1043947681)+W(7,-1103451878,1046896549,1036070334,-1120669738);WS(-1076050352,1072169512); +sum1=W(0,-1112010473,-1110549812,1041474168,-1102358403)+W(1,1035256808,-1103941101,-1126807163,-1127729580)+W(2,-1127017300,-1096217239,-1101316183,-1098236010)+W(3,-1097462672,1015309803,-1109990262,-1124828306)+W(4,1032805651,1055039585,-1107675851,1058693100)+W(5,1050718238,1047069339,1040782175,1033573870)+W(6,-1127012698,1017026201,1027743346,-1103052317)+W(7,1025923518,-1108585145,1029935559,1030091394);sum2=W(0,-1115222730,-1103808603,-1133607278,1035011293)+W(1,1045426354,1005150868,1038138903,1014354189)+W(2,1013406324,1044516259,1056099238,-1093760521)+W(3,-1097063741,1046105407,-1106358807,1034790704)+W(4,1048651312,-1091636530,-1082257366,1065398243)+W(5,1052543946,-1105190986,-1143243436,-1124610775)+W(6,-1105744683,1036643390,1056116581,-1087652578)+W(7,-1106429625,1031045850,-1129675875,1033997397);WS(1065781680,1039008007); +sum1=W(0,1041247860,-1132228043,-1116017645,1029031978)+W(1,-1114552992,1018467582,-1119698444,1039500994)+W(2,1052873269,1052030887,1057769989,1065817909)+W(3,1059292430,1052683781,1045381867,1042767258)+W(4,-1087848896,-1090939837,-1086321043,-1090130600)+W(5,-1093123180,-1089813139,-1093950448,-1088918334)+W(6,-1122380132,1043969975,-1167945460,1043124941)+W(7,1037414446,1037105136,1016187596,-1139723011);sum2=W(0,1038177586,1024852101,1031995320,1016571646)+W(1,1033741319,-1108656521,1035134998,-1120710323)+W(2,-1105284792,-1131141686,-1123455081,999573799)+W(3,-1107419527,1052574782,-1099142208,-1103717942)+W(4,-1114385091,-1105200928,1057384109,1073904332)+W(5,1075963065,-1130292726,-1072886122,-1070457563)+W(6,1023745983,1044997454,-1102654886,1045931554)+W(7,-1113399825,1041285787,-1101763500,1044467987);WS(-1090516543,-1087531312); +sum1=W(0,-1105337757,-1135375282,-1113059195,-1111479074)+W(1,1044282546,1036163039,-1123738614,-1110047807)+W(2,1040358473,1025750638,1034124454,-1082649657)+W(3,-1098312091,-1114570479,-1112260786,1044483760)+W(4,1026287071,-1109155234,-1111070925,-1113637434)+W(5,1056333811,1044131649,1049914271,1039433994)+W(6,-1112133319,1043065477,1049735832,1048811350)+W(7,-1104740686,-1111303053,-1128712224,-1136462731);sum2=W(0,-1122757257,1009904581,-1113467627,-1099518373)+W(1,1032421699,-1095677862,1020800146,-1112743661)+W(2,1027164873,-1112829049,1020364514,1064179702)+W(3,-1092934445,1039050377,-1106885375,1022655162)+W(4,1002742314,-1115430893,-1098221748,1059311413)+W(5,-1139891301,1041708988,-1124766450,1032689603)+W(6,-1111953049,-1116391321,1025748661,-1098741962)+W(7,1036551469,-1119491053,1025848261,-1122814953);WS(1059528063,1057564569); +sum1=W(0,993737087,1023855952,1051519336,-1100822612)+W(1,1027584566,-1109486813,-1127107174,1035631854)+W(2,-1096201122,-1112481934,-1089271861,-1101379550)+W(3,-1129312776,-1101173547,1031993577,-1097162722)+W(4,1052073475,1044928820,1057871347,-1090210244)+W(5,1027452795,1051680014,1038521522,1050823828)+W(6,1036364765,-1119101474,1026047377,-1095066725)+W(7,1043887545,1038809676,-1152581582,1037595092);sum2=W(0,-1106514375,1034094594,-1112949179,1009317700)+W(1,-1126355148,1021633582,1010987268,-1106252693)+W(2,-1115270098,1029678117,-1095879627,1052560633)+W(3,-1128108776,1034084538,1040297892,1049223604)+W(4,1025588625,-1103891997,1029083209,1062070608)+W(5,-1100067512,1035054672,-1117785257,990783407)+W(6,-1109616345,1044342701,-1107320484,-1103446924)+W(7,-1131810302,-1098743078,-1123491293,-1102218346);WS(1061977215,-1122204685); +sum1=W(0,-1124031333,-1109554099,-1105250724,1036027519)+W(1,959521497,1055353398,1038275624,-1136942561)+W(2,1053794732,1053305789,1058003360,1059361796)+W(3,1055117810,1051669497,1037705519,1047158647)+W(4,-1090279300,-1096176108,-1093816822,-1081723655)+W(5,-1090510080,-1097892492,-1101480172,-1098784634)+W(6,1017895407,1027213295,1024566052,1033714163)+W(7,-1125004641,1006220452,-1112881733,-1145512357);sum2=W(0,-1113155109,1032430477,-1105712018,1048044904)+W(1,-1081128362,-1070110178,-1092435520,-1092804751)+W(2,1028856727,1021325630,1050891972,1070862297)+W(3,1074403261,1035516985,-1108990845,-1122256510)+W(4,993552399,-1128331832,1042508384,1042132916)+W(5,1044319918,-1115800491,1033559089,-1109033129)+W(6,1036996819,-1139715524,-1111526035,1040898786)+W(7,1025048067,1038841221,-1119663830,1007165668);WS(-1096328959,1070879408); +sum1=W(0,1047483149,-1131726569,1017405984,1016192218)+W(1,-1134185032,-1130210629,1039283496,1022798351)+W(2,1056909741,1050717891,1049879450,1064784543)+W(3,1054175424,1055866677,1052923070,1050331269)+W(4,-1084253114,-1097194674,-1084428714,-1088019878)+W(5,-1087922381,-1096076442,-1098682228,-1089646420)+W(6,1043610432,-1120381614,1029856307,1046790989)+W(7,1044095416,-1106891777,1045347898,-1103492015);sum2=W(0,-1096731787,1041094096,1030029833,-1134738767)+W(1,-1112066554,1049526473,-1103571503,1038503381)+W(2,-1092572599,-1083918511,-1081752188,1050600846)+W(3,1060518769,1056806956,1052566197,1040255570)+W(4,-1072213302,-1081783724,-1088492050,-1098909280)+W(5,1054813136,1066457366,1061557517,1074348460)+W(6,1074300082,1061218424,1062246408,1055931246)+W(7,1030722387,-1080408758,-1082314750,-1074863778);WS(-1093955647,1022010191); +sum1=W(0,1027472455,-1118029508,1017520774,-1100976252)+W(1,1048038797,1019653215,1015004427,1006149335)+W(2,1051129150,1040858863,1058284788,1064764899)+W(3,-1094249656,1054989120,-1137681219,1047833420)+W(4,-1126583382,-1110637352,-1083829535,-1092969620)+W(5,-1093269900,-1098669306,-1101321193,-1092663640)+W(6,-1110971745,-1129027011,1043546956,1032062845)+W(7,1049944248,-1114080636,1039113958,-1120661351);sum2=W(0,-1125700855,1010923567,-1097524591,-1086770251)+W(1,-1119687254,-1136610695,1034141799,-1146172877)+W(2,-1109340305,-1099241242,-1097784845,1061340682)+W(3,-1091236020,1059369820,-1103210716,1042204527)+W(4,1041739108,-1121076246,-1122648580,1059475190)+W(5,-1097965354,1048517727,1020884025,-1117941982)+W(6,-1138307987,1010348245,1043843262,-1104554020)+W(7,1042867821,-1105357691,1021404807,1026766467);WS(1057685119,1067243116); +sum1=W(0,-1129459555,1016923756,1004671913,-1095493364)+W(1,-1098633785,-1112175056,1046138501,-1131471418)+W(2,-1098308652,-1100618635,-1090418529,-1088191051)+W(3,-1089905135,-1101363479,-1106099897,-1097291652)+W(4,1053516928,1049587364,1057639529,1065512192)+W(5,1058720438,1052631981,1043712557,1052947846)+W(6,1029422892,-1111775882,-1114348966,-1112549294)+W(7,-1103551521,-1111153757,995391206,1020473821);sum2=W(0,-1131225411,-1130956898,-1103681442,-1077027280)+W(1,-1076028808,1031803188,-1101294062,949706042)+W(2,-1140292462,1023877693,1042914798,1069127322)+W(3,1071847872,-1103125793,1043076855,-1132087796)+W(4,1018110051,-1137158572,-1224504659,1043315619)+W(5,-1120948958,1043270022,-1113817590,1015417250)+W(6,1018006973,-1128428036,1020723155,-1147115303)+W(7,1020554514,-1133954299,990350747,1025989218);WS(-1097928959,-1082976358); +sum1=W(0,1027664520,-1123678010,-1106569905,1052451146)+W(1,-1103556709,1038567635,-1108799690,1040222651)+W(2,1057835343,1050550727,1057764410,1062299789)+W(3,1049034640,1057826487,1041175724,1060823717)+W(4,-1089326063,-1096462854,-1083721351,-1087127986)+W(5,-1097735566,-1094118206,-1100805265,-1089053734)+W(6,-1108038941,1032858337,1021803093,1042469806)+W(7,-1104920125,1031016631,-1129264698,-1107162784);sum2=W(0,1059738223,1048150071,1052511773,-1080186607)+W(1,-1078381471,-1072132845,-1071450961,-1071397334)+W(2,-1087082495,-1095900368,-1108343021,1063110279)+W(3,1074904245,1071639576,1076364217,1077341373)+W(4,-1092378156,1046247330,1033545850,-1090059649)+W(5,-1107095292,1039712953,-1113577164,1049211915)+W(6,1034470847,1025055065,1045395587,-1094453880)+W(7,1053230483,-1103894182,1032308634,-1120241798);WS(-1093482751,1040242403); +sum1=W(0,-1101135214,-1123956286,-1107524598,-1138012647)+W(1,1034129455,1042720691,-1130324184,998898338)+W(2,1051279307,1045008905,1049489177,-1132973569)+W(3,-1096848358,-1098383795,-1104810279,-1118268600)+W(4,-1160860306,-1106067054,-1101021318,-1113266773)+W(5,1049504725,1059206814,1049756222,1052043149)+W(6,-1112732162,-1135242283,1029341500,-1121978915)+W(7,-1098727290,-1102892456,-1104163113,-1099073308);sum2=W(0,1050603120,-1101078445,1048531671,-1105220793)+W(1,-1091713187,1034851673,-1122031169,1020293663)+W(2,1055811875,-1122671355,1038805789,1066111209)+W(3,1026095418,-1130092003,-1137910742,-1094690648)+W(4,-1086548128,-1087609936,-1088336312,1071017234)+W(5,-1115602704,-1089969509,-1121274059,1053616941)+W(6,1034695967,-1108269543,-1089139562,-1104320030)+W(7,-1100901763,1049804877,-1103744367,1054827086);WS(-1112146683,-1077736475); +sum1=W(0,-1128590341,-1130792414,-1147973299,-1117834531)+W(1,1007065251,1033724609,1024083798,-1122914526)+W(2,-1099064529,-1090490649,-1086623314,-1101063739)+W(3,-1084449173,-1094725676,-1097837640,-1097461352)+W(4,1049253908,1028859267,1040872136,1068918685)+W(5,1059458719,1057886934,1044653558,1048946351)+W(6,1039097715,1017948777,1025770233,-1115616742)+W(7,-1104116690,-1132647657,998082042,1030833130);sum2=W(0,1038545045,-1104316542,-1098913527,1054073276)+W(1,990615436,-1111960943,-1127436605,-1131799749)+W(2,1044965772,-1073797636,-1069601753,1079919017)+W(3,1065620582,-1103381017,1039512539,-1105195767)+W(4,1038508364,-1092377302,1050236814,1044931722)+W(5,1034922622,1033398315,-1113162193,1039327537)+W(6,1032278560,-1115941315,-1109127211,1042591612)+W(7,997021068,1042220416,-1138197651,-1121388557);WS(-1090505151,-1074550453); +sum1=W(0,-1112838599,1028498739,1023419227,-1117182312)+W(1,1018948122,-1126145258,1024711581,-1125422420)+W(2,-1106878250,-1103427629,-1088602192,-1088941275)+W(3,-1087514842,-1096920942,-1096615233,-1095073209)+W(4,1057615003,1042960070,1063645564,1053033883)+W(5,1058641540,1043052986,1050742275,1053972531)+W(6,-1131143051,1023192930,-1096958907,1048242260)+W(7,-1098164287,1045189988,-1105551137,1026824959);sum2=W(0,1051549752,1081443218,1072492444,1048388769)+W(1,1035162847,-1139079606,-1121149576,-1123800689)+W(2,1021553919,-1111116920,-1073777225,-1067599847)+W(3,-1096587672,1029232562,-1115288719,1042218632)+W(4,-1106404197,1044837835,-1113676512,-1089379201)+W(5,-1109546151,1030543674,-1122606689,-1125599605)+W(6,1031994963,-1113046369,1032624041,1025956540)+W(7,1027498280,-1132168419,1034044071,-1115044631);WS(1051119487,1041244378); +sum1=W(0,-1124974044,1028120435,1048876359,1037118035)+W(1,-1131477080,-1118427428,-1120234265,-1125985859)+W(2,-1137238551,-1113671305,1036964902,1061504071)+W(3,1047204942,1050660570,1030267847,1049717597)+W(4,-1116593698,-1103177170,-1099611151,-1104164974)+W(5,-1081804989,-1114906180,-1098831475,-1103929310)+W(6,-1121323393,1033078132,-1156053771,-1129960608)+W(7,1048068278,1011539382,1035846233,-1115091743);sum2=W(0,1018090488,-1104952272,-1105226064,-1128161694)+W(1,-1134153828,1024328280,-1118410723,-1117225997)+W(2,1027537220,1048078363,1055192952,-1102612387)+W(3,-1102761937,-1101688104,1035228556,1016223417)+W(4,1019973834,-1095697091,-1101823824,1074095781)+W(5,-1074759173,1063478353,-1092594125,1041310640)+W(6,-1117503915,1045164128,-1106818318,-1087428157)+W(7,1061969021,-1092430375,1050476000,-1110796930);WS(1062303263,1031082743); +sum1=W(0,-1113216195,-1099215391,1052151297,1026092610)+W(1,1051942565,-1098039588,-1101893697,1008063218)+W(2,1050954912,1012178225,1065129152,1047492794)+W(3,1063700475,1049517720,1028060738,1054989200)+W(4,-1095964628,-1095180416,-1088785601,-1089641431)+W(5,-1089295544,-1091476104,-1102410709,-1096414030)+W(6,-1121789260,1027015379,1041954507,-1107401421)+W(7,1049634587,-1112964196,1035520455,-1114231491);sum2=W(0,1033145987,-1111827051,-1103256184,-1063595607)+W(1,-1101985731,-1141099147,-1136421288,1030655939)+W(2,-1175661064,-1152013649,1050523165,1084357731)+W(3,1048919805,1025442742,-1145624409,-1133270551)+W(4,1021827842,-1104895942,1034611383,-1094652398)+W(5,1029250458,-1102082303,1021034188,-1121842648)+W(6,-1165845202,-1187919119,-1125020091,1042933311)+W(7,-1108910008,1040766920,-1126731425,1017996705);WS(1057958943,-1104691893); +sum1=W(0,-1111014615,-1128240917,-1146251723,-1095236657)+W(1,1047913107,-1103203951,1033356080,1023941889)+W(2,-1105424217,1046008396,-1090082375,1054329938)+W(3,1003615948,1013130820,1044802714,-1101796865)+W(4,1044401084,-1100901945,1057785284,1040293502)+W(5,-1099597392,1051440085,-1102604718,1036253756)+W(6,-1118336456,1038452148,-1119525902,-1093887914)+W(7,1045607070,-1107674167,-1113361665,1037874639);sum2=W(0,1010987018,-1105807463,-1102396693,1054217500)+W(1,-1123211893,1029628166,-1106898625,1028744914)+W(2,1041119120,-1111572952,-1117220749,-1087890507)+W(3,1070205457,-1101117061,-1113015450,-1121743361)+W(4,-1110188142,1045029856,1057260834,-1087358521)+W(5,-1081682663,1051101181,1042553654,-1135525482)+W(6,-1127404253,1029477872,1019931869,1056265374)+W(7,-1091128546,-1124058781,1025549544,992401866);WS(1063883327,-1171419961); +sum1=W(0,-1131801844,1021098616,1022023532,-1121742227)+W(1,-1090925859,1024490200,-1102607801,-1123544461)+W(2,1049833398,-1123871229,1009731296,1044941350)+W(3,1060653970,1043051923,1048967870,1050859794)+W(4,-1102183011,-1097479398,1056730033,1041013425)+W(5,-1095529687,-1097251239,-1104750961,-1097963532)+W(6,-1101850371,1031224740,-1123343997,-1127214008)+W(7,-1107029405,1042080318,-1107657120,1009310536);sum2=W(0,-1106082604,1041248381,-1132935321,-1106587714)+W(1,-1104172881,-1118244665,-1115368488,-1139264801)+W(2,1047581965,-1108094251,-1111186257,1050591326)+W(3,1039028256,1025922877,-1111866155,-1104769894)+W(4,-1097195715,-1105642610,1042983438,1048334662)+W(5,1046273630,-1128737701,1044426238,-1122157893)+W(6,-1113941985,-1131232309,1050509566,-1103031697)+W(7,-1127691207,-1115007353,-1112751356,1031938310);WS(1064944927,1037595256); +sum1=W(0,-1116864018,1023806679,1017115436,1009660557)+W(1,1028149000,-1109610248,-1148661421,-1102752831)+W(2,-1089228760,-1095304482,-1087165700,-1086682215)+W(3,-1088874517,-1099761351,-1116139780,-1131587330)+W(4,1063040538,1057549004,1060715233,1064233001)+W(5,1056983460,1052917089,1041500021,1045020525)+W(6,-1107296590,-1106875789,-1103245163,-1106392275)+W(7,-1132085516,-1107160974,-1129006079,-1152394658);sum2=W(0,1045832950,-1110716731,1025147898,-1098226948)+W(1,-1099749141,-1098250414,1042544569,-1089530617)+W(2,-1084008560,1049995423,-1089165996,1066542501)+W(3,1049362032,1055260506,-1086997229,1067285885)+W(4,-1084775302,-1093173621,1054478967,1068786857)+W(5,1047038722,-1126019654,-1127724076,-1088213452)+W(6,1058474163,-1102301410,-1128684365,1031931484)+W(7,-1091779956,-1105326436,1053449115,-1090548395);WS(-1082101344,-1089856493); +sum1=W(0,1050831902,-1112019073,1030303546,-1129997454)+W(1,-1110327174,-1117704076,-1112251093,-1131596868)+W(2,-1105691402,1030717682,1055521064,1064695661)+W(3,1061962758,1058754169,1047731210,1056158989)+W(4,-1101015969,-1098775681,-1097748442,-1085520515)+W(5,-1086646154,-1089610799,-1093958751,-1094349907)+W(6,1029275441,-1120813832,-1139280937,965412887)+W(7,1041358014,-1122362798,1028938947,1016935004);sum2=W(0,-1065128139,-1076824095,1067439244,1079260085)+W(1,1056740148,-1103928218,-1135208116,1039164015)+W(2,-1101130808,1050826865,1046966330,1049869634)+W(3,1051236860,-1114183173,1033256035,-1104627926)+W(4,1034565987,-1109355365,-1109830496,-1112614302)+W(5,-1123646153,1051726295,1035002893,-1109091637)+W(6,-1119435550,1023890205,1012867020,1015248786)+W(7,-1122661198,-1136992532,-1119472799,-1136910724);WS(-1090711679,1035967541); +sum1=W(0,-1111795270,1015715144,-1118064815,-1124564760)+W(1,1033380937,1041725555,1039158191,1036708611)+W(2,-1104454427,1029360119,-1084526809,-1083278737)+W(3,-1083950349,-1091233609,-1102432923,-1097260861)+W(4,1050513973,1050454265,1063535365,1060834888)+W(5,1050327592,1054941014,1040417584,1042099839)+W(6,1030482278,-1138269301,-1132452908,1007072853)+W(7,1028355007,1029566323,-1140656289,1035976950);sum2=W(0,1030795338,-1104698754,-1086482027,-1086674278)+W(1,1048689193,-1101252049,-1127107620,-1097010897)+W(2,-1099705557,-1088930785,-1087114188,1063363970)+W(3,1066258058,1055138353,-1113111809,1050900036)+W(4,-1100315818,-1129318753,-1088371087,1059258270)+W(5,1052412907,1035784301,-1107499570,1046424313)+W(6,-1124401732,1047822852,1041847465,1007827043)+W(7,-1114489829,1039056173,1036879119,-1112035485);WS(-1098505599,-1075865372); +sum1=W(0,-1119631078,1024188415,-1125460739,-1113150415)+W(1,-1098117352,1028789822,-1115205937,-1134520549)+W(2,-1131715643,1032178901,1056750314,1055366257)+W(3,1063530169,1038512989,1036256496,1042179631)+W(4,-1121509433,-1128987132,-1131145214,-1096447994)+W(5,-1086227497,-1117796833,1016180195,1032402616)+W(6,-1113178620,1024883696,-1114020928,-1102601578)+W(7,-1111953177,-1101470933,-1141768534,-1114797153);sum2=W(0,-1098762498,-1112826554,-1099883844,-1090598021)+W(1,1060690639,-1101866176,1051055486,-1111565268)+W(2,1039073687,1047439072,1024348972,1068429254)+W(3,-1078855206,1052294530,-1095975199,1034134076)+W(4,1035541163,1032611741,1050751610,1066295533)+W(5,-1081223881,-1097770507,-1126362074,-1121819739)+W(6,1030962008,981436096,1048715774,-1089341195)+W(7,-1094541311,1041458546,1044471119,1024624177);WS(1057165023,-1106509195); +sum1=W(0,-1110663097,1023353031,1009641338,-1116674588)+W(1,-1121179137,-1127866586,1019708412,-1105922998)+W(2,-1090373040,-1094296089,-1087820187,-1090764772)+W(3,-1101809276,-1095695571,-1097119704,-1088811352)+W(4,1057389257,1051297995,1064196683,1064337073)+W(5,1058239248,1053143796,1049182394,1042633923)+W(6,1036322023,-1110472134,-1103525103,-1108191858)+W(7,-1105116828,-1130262917,-1117889432,1047174317);sum2=W(0,-1112942365,1048482322,-1100072975,-1097118067)+W(1,991349250,-1108096389,1053525633,1000921969)+W(2,-1106822390,-1115190843,1034045428,1068163863)+W(3,1063618710,-1107942623,-1090492700,-1076676559)+W(4,-1102090209,1042851055,-1103979279,1056641862)+W(5,-1105663689,1049912171,-1130278628,-1111476815)+W(6,1043730009,1035412483,-1105576965,1028572696)+W(7,-1113934073,-1105853831,1039916278,-1106999228);WS(-1086493375,-1079336981); +sum1=W(0,977772865,-1123924042,-1109993624,-1107908519)+W(1,1036636329,1038934102,1034769240,-1099048778)+W(2,-1102983835,-1108602044,1041059645,-1094902379)+W(3,-1083260999,-1084987377,-1102484540,-1108629750)+W(4,1026410857,-1098146918,-1106936850,1061697492)+W(5,1061962303,1057432285,1051050960,1050989872)+W(6,1015269519,1049374456,1036994068,1041174790)+W(7,-1103125248,-1125738921,-1130650164,1040252563);sum2=W(0,-1104970914,1018133697,1040842491,-1093587851)+W(1,-1093237537,-1102375178,-1099804326,1054809337)+W(2,1042634099,-1097448347,1055662701,1074010545)+W(3,-1089724369,-1099392752,1049771835,-1092159031)+W(4,1052960430,-1108255972,1062139198,1064732329)+W(5,-1083390778,1025575413,-1104347883,-1096888027)+W(6,-1112577728,-1096543501,-1090800341,-1093194079)+W(7,1015865539,991452982,-1126119433,1028159711);WS(-1088469887,1068090411); +sum1=W(0,-1113244581,-1123900274,1049496346,-1110903326)+W(1,-1119953152,1031904934,1034227191,1025939062)+W(2,1001301201,1023861926,-1082959002,1050701400)+W(3,1060902689,1043052181,1043817559,1038313117)+W(4,-1115331947,1035790701,1057295251,1048296635)+W(5,-1081663133,-1113327662,-1110964279,1034951606)+W(6,-1124374314,-1105829923,-1096521435,-1119292644)+W(7,1048590454,1027826066,-1106468266,-1117293966);sum2=W(0,1046922708,1033420508,-1112865289,-1096930035)+W(1,-1101802092,1017341032,1036773342,-1107450994)+W(2,-1106472578,-1114867820,-1087802072,1058113813)+W(3,1050476308,-1103417477,-1105807138,1033379085)+W(4,1033443280,-1109208012,1020845388,1048730658)+W(5,1059721445,-1107242470,-1136542442,-1104249476)+W(6,-1111979165,1050643686,-1101832932,-1129026525)+W(7,-1104558996,-1135034393,1037376476,1023773731);WS(1052578175,-1092643724); +sum1=W(0,-1106584961,1030893452,1033955624,1037358070)+W(1,1036710537,-1128189432,-1118327615,-1129060558)+W(2,-1102735475,-1100779014,-1082492039,-1086815439)+W(3,-1088009424,-1095075429,-1106908643,-1102841939)+W(4,1053304083,1049737317,1060101900,1065824329)+W(5,1041943502,1057719155,1051335460,1036237087)+W(6,993436516,1037510015,-1101687426,-1103135573)+W(7,1029815263,1040440469,-1106074638,1027836379);sum2=W(0,-1115440098,1029771501,1018065220,999202537)+W(1,1036811205,-1111720654,-1125064265,1019498859)+W(2,1015710974,1033337736,-1094728975,1039453548)+W(3,1050012979,1032576025,-1103861773,1040788513)+W(4,1041402597,-1114856806,1037520917,1064530169)+W(5,-1094040689,1073761042,1063409170,-1090935047)+W(6,-1130229431,1034787000,-1082769104,-1074584982)+W(7,-1090370130,1032162938,-1105633547,1034133532);WS(-1104397694,1058392920); +sum1=W(0,1012876448,-1126111401,-1142522206,-1115125816)+W(1,-1103048369,999529969,1016404519,-1117545451)+W(2,1051523414,1050625047,1043902243,1063861817)+W(3,1056801600,1053396405,1042081404,1054067798)+W(4,-1094911217,-1106828476,-1089440467,-1093833780)+W(5,-1087921625,-1107310585,-1104958721,-1097217844)+W(6,1023486907,1033392977,-1119682235,1019625524)+W(7,-1096529922,1015514383,1039287934,-1113687714);sum2=W(0,-1130009672,1027809153,-1106384796,1051460883)+W(1,-1104521112,1033821004,-1112259960,1028508475)+W(2,1013515790,-1106180134,1042067106,-1094561503)+W(3,1032257325,-1124940473,-1168427353,-1120291522)+W(4,1013756514,1023886448,1052609397,1078005003)+W(5,1072194837,-1094906083,1046140857,-1140922271)+W(6,-1153587550,1024050371,-1094102229,-1070026280)+W(7,-1075632186,1053282219,-1098407638,1033718481);WS(1063327007,-1121248448); +sum1=W(0,1017612078,1043030576,1039059525,-1115811128)+W(1,-1095615210,-1099887459,-1140707177,-1120397682)+W(2,-1113236667,-1096763312,-1091103118,1053297652)+W(3,1063340055,1054079124,1041492110,-1126620524)+W(4,1042967269,1049218219,1058517677,1033504868)+W(5,-1082785422,-1088587000,-1101731443,1029718569)+W(6,1035231217,-1115130868,-1107367965,1009543939)+W(7,1047061435,1042859328,-1120288724,-1104957341);sum2=W(0,1037909727,-1098298527,-1126569464,-1106955476)+W(1,-1096969233,-1118592354,1042882430,1037216424)+W(2,-1119813454,1048025725,1041835288,1067026849)+W(3,-1085288934,1042571631,-1117602980,-1116313332)+W(4,-1099212072,1045330821,-1106229244,1067954224)+W(5,-1095495837,-1108169766,-1164085849,-1100305071)+W(6,1032936033,-1097673782,-1109675885,-1092590328)+W(7,1004812688,-1096486003,1034064234,1045459772);WS(-1114652667,1051933605); 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+sum1=W(0,-1103118654,1043365506,-1115420333,1031523031)+W(1,1033412302,1032254402,1031863013,-1127560355)+W(2,-1090537599,-1097065432,-1086314390,-1088162978)+W(3,-1089193875,-1091959462,-1111327644,-1086013855)+W(4,1060753617,1046496158,1060760746,1055888777)+W(5,1052645932,1054239287,1044639698,1056703661)+W(6,-1129584897,1025963976,-1106610556,1040410096)+W(7,-1138875303,1032279415,1032182482,1044337291);sum2=W(0,1034238418,1026722605,-1123083006,1044566349)+W(1,-1114043742,1029836970,-1124457715,-1112207598)+W(2,-1122429687,-1113650971,-1101416602,-1095747837)+W(3,1044375513,1032414162,-1132025334,-1112893824)+W(4,1038471498,1047703041,1050567163,1073798913)+W(5,1074668356,1076147895,1076524889,1071535287)+W(6,-1105287037,-1106809975,-1099784158,-1077245954)+W(7,-1072322090,-1070521946,-1071353549,-1076180558);WS(-1114470395,-1114976351); +sum1=W(0,1017446070,1040990896,-1129681934,-1120446036)+W(1,-1097641691,-1110115727,-1110184487,1033457695)+W(2,991904560,1041627584,1047992216,1061349282)+W(3,1061559014,1055187519,1045114861,1047040436)+W(4,1034584479,-1107221597,-1115356259,-1083497834)+W(5,-1089507216,-1098995485,-1109668803,-1107186297)+W(6,-1110976571,-1099251857,-1111571481,1039733326)+W(7,1036247843,-1114440077,-1115117640,-1120899067);sum2=W(0,-1093678598,1002676269,1055748356,1044340647)+W(1,-1118111722,-1120084888,1001595675,-1123642691)+W(2,-1084434022,1057422860,1066493380,-1079318791)+W(3,-1116089022,1044705221,-1112694927,1031220790)+W(4,1064533419,1067683118,-1078621547,-1079939901)+W(5,1054002901,1039926847,-1112070298,1023903081)+W(6,1042743345,-1108978134,-1117769694,1015093293)+W(7,1049699290,986467602,-1107171922,1037662763);WS(1048785023,1039045299); +sum1=W(0,-1104130562,1043168659,-1117502116,1029857553)+W(1,1034838603,1027207566,1024393315,-1130533431)+W(2,-1090140327,-1100442863,-1085428843,-1093347651)+W(3,-1089406196,-1093521697,-1120775857,-1086838999)+W(4,1061197562,1040570004,1062309944,1050495728)+W(5,1050259320,1054560318,1039464338,1056208688)+W(6,-1133671882,1032880081,-1102819715,1038995485)+W(7,-1127149063,1026681976,1035433414,1041402190);sum2=W(0,-1118465298,1011712973,-1128433260,1029767219)+W(1,1021354231,982009542,1014788797,1033540398)+W(2,-1142302474,1025023956,1041730218,-1097771962)+W(3,-1094677866,-1122047812,1028525757,1020814500)+W(4,-1114395216,-1104707163,-1095905892,-1080533844)+W(5,-1075595300,-1072373863,-1072719492,-1078361330)+W(6,1037219807,1039062755,1046574176,1069124140)+W(7,1073795377,1075522683,1074436097,1068741752);WS(1040594174,1002085105); +sum1=W(0,1041861603,-1097746587,1032164980,1031577622)+W(1,-1102982955,1044101411,1034678964,1026039088)+W(2,-1113198522,1055071640,-1088672026,1050744420)+W(3,1057599999,-1103363988,1036351259,1034848362)+W(4,-1137236930,-1100468781,1047493466,-1105375081)+W(5,-1087672398,1050064611,-1102178050,1033863059)+W(6,1041085614,-1121524679,-1109849488,1048884604)+W(7,-1113508732,-1098107838,1043931332,-1106488144);sum2=W(0,-1099743490,1035577370,-1115293072,-1102421679)+W(1,1038726510,1032210717,-1107407193,-1120037205)+W(2,1011906269,1026663055,1057096352,979639118)+W(3,1044440375,1032214892,1028754425,-1123040177)+W(4,1037961444,-1152297667,-1095995741,1050233559)+W(5,1022991474,-1139108605,-1115369483,-1104470915)+W(6,-1108436276,991169347,1045881501,-1097952901)+W(7,-1122343653,1026937641,-1105994898,1022469878);WS(1066613200,-1123971367); 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+sum1=W(0,-1113675573,-1137620096,1045527725,1047471777)+W(1,1025442024,-1101766076,1041363873,-1104559247)+W(2,1045344728,1015450714,1036603287,1057861093)+W(3,1007995990,1048683192,-1103914745,1053784172)+W(4,-1093561052,1039772705,-1087612823,-1131204708)+W(5,-1109713128,-1098589181,-1142310312,-1096789826)+W(6,-1125193272,-1142985628,1043570724,1032608022)+W(7,-1125123818,1017746514,-1137687994,-1120823545);sum2=W(0,-1102611800,1042572795,-1143715563,1047906835)+W(1,1034463821,-1097650393,1044772028,-1105069125)+W(2,1052608919,-1112317124,1036000712,1058925768)+W(3,-1089628524,-1097284017,-1090965565,1053414419)+W(4,-1092971881,1050084573,-1099050864,1062269077)+W(5,-1100033854,-1155008883,1043620595,-1099181286)+W(6,1033368250,-1099740129,1046340985,-1106615878)+W(7,-1143169701,1034459058,-1102441858,-1145018737);WS(1065606800,1041895077); +sum1=W(0,1041785011,-1113293285,1031552121,-1114204019)+W(1,1014586031,1032452466,-1103346054,1025447425)+W(2,1041397665,1050236482,1063682744,1055253222)+W(3,1057927896,1054837340,1043307490,1058487624)+W(4,-1108226929,-1089967688,-1092426598,-1085544687)+W(5,-1092878524,-1094102329,-1097746379,-1098262983)+W(6,-1113822832,-1105474774,1045393909,-1106251932)+W(7,1018782386,-1135035573,-1114747425,-1119448485);sum2=W(0,1038489223,1032193624,-1137158564,1048862753)+W(1,-1107218869,-1112577633,1034028859,-1110240510)+W(2,-1094743304,-1106563024,1029053577,-1103121169)+W(3,1018988618,1015522148,-1107822714,1017646246)+W(4,-1079775068,-1075431018,-1075905408,1061439417)+W(5,1061842524,1055667456,1032002642,1047594841)+W(6,1069957645,1074314813,1067854461,-1090496129)+W(7,-1083145579,-1093776696,1038458963,-1100108785);WS(1050857279,1035401177); +sum1=W(0,1029370009,-1121232094,-1118971861,-1116554354)+W(1,-1102118870,1035949272,-1118591397,-1155732684)+W(2,1049972466,1045749679,1054737744,1064433520)+W(3,1057059356,1055161550,1035470985,1050840570)+W(4,-1100844155,-1097541146,-1089471141,-1088203652)+W(5,-1089223685,-1095333099,-1098430605,-1105548665)+W(6,-1114359850,-1119608387,1032044074,1039513726)+W(7,1028806533,1039358524,-1114373271,-1113669781);sum2=W(0,1034282103,-1111920318,1023538768,-1133376386)+W(1,-1119100907,1014776166,-1117007635,-1121555310)+W(2,1040723224,-1118965841,-1128437695,1038672881)+W(3,993338648,1050613235,-1108740075,1040276790)+W(4,1028955705,1031483971,1043259383,-1148076972)+W(5,-1084940093,1050550535,-1098463376,1054296012)+W(6,-1104697256,-1123254751,1034554870,-1078609243)+W(7,-1075024478,-1100774866,1069274341,1072481706);WS(1059068159,-1095269543); +sum1=W(0,1022243158,-1126585055,-1113503115,1034732162)+W(1,1029695369,1045709362,1005846771,1049870212)+W(2,1058751902,1052633434,1061437964,1062365313)+W(3,1054753811,1047783152,1043895001,-1119990530)+W(4,-1083015108,-1095802212,-1083734386,-1087136899)+W(5,-1089074173,-1093733821,-1096742887,-1106170901)+W(6,1040310153,1009201364,1040208083,-1116554445)+W(7,1044292534,-1141695574,1042140272,-1106848091);sum2=W(0,-1110453349,-1118716929,-1111084235,1027079271)+W(1,1058163522,1060433363,1058751114,-1077532089)+W(2,1048158098,-1117235638,1037169053,1044450691)+W(3,-1086959067,-1096141012,-1102281652,1061563184)+W(4,1064329884,-1122504669,1037379653,-1106426334)+W(5,-1081956377,-1081432626,-1086790317,1073667932)+W(6,-1096499673,1023790996,1035642078,-1103100998)+W(7,1059064502,-1109003581,1048822766,-1089552462);WS(-1079238176,-1098575359); +sum1=W(0,-1122061272,1012614613,1049213476,-1091368434)+W(1,1050034455,-1115399887,-1105000541,1040609063)+W(2,1040856756,-1098659523,1050219649,1046432350)+W(3,-1092787824,1045840143,-1102913028,-1104981396)+W(4,-1106993315,1049053518,-1088887964,1061247706)+W(5,-1113029435,-1096901418,1045569657,-1106428832)+W(6,-1113276757,-1110111537,1048270483,-1098550683)+W(7,1053252708,-1120030007,-1144293604,1037272948);sum2=W(0,1035271628,1033447544,-1113618952,-1104023060)+W(1,1022009109,-1104458884,1044684178,-1104406640)+W(2,-1096995906,1032410306,1053850685,1054515359)+W(3,-1114408860,1030897990,-1115683354,-1106540716)+W(4,-1097624644,1048740225,-1109777102,1058355960)+W(5,-1139294461,-1116975083,-1099524388,1036671037)+W(6,1051183735,-1095652467,1037584786,-1116173683)+W(7,-1096371453,1030595307,-1117706649,-1108415342);WS(1064155455,1041078114); +sum1=W(0,-1114884791,1038026665,1040569148,-1123095214)+W(1,-1113346810,-1098688777,-1106297864,1033022404)+W(2,-1133388468,-1103926126,-1088265213,-1088521037)+W(3,-1094483240,1052099081,1038941559,1027852876)+W(4,1031759625,1051074474,1049866386,1060913876)+W(5,1044072016,1034732568,-1138713347,1019301565)+W(6,-1116707016,-1135572861,-1145284192,-1110455500)+W(7,-1116167073,1029730485,1017022612,1028095637);sum2=W(0,1027468398,-1111732215,-1149402831,-1136133524)+W(1,1058132410,-1084703700,-1103172541,1011948492)+W(2,-1120484835,-1115316427,1042551085,-1101059653)+W(3,1067179636,-1093846517,1015696434,-1119207903)+W(4,1033713911,-1113615213,1015721118,1005178376)+W(5,-1112798365,1036573120,1035924289,-1106241198)+W(6,1037828351,-1102210431,1027887653,-1105049969)+W(7,1033627060,-1112780439,1025169534,1034168377);WS(1056869759,-1097268032); +sum1=W(0,1018133293,-1105532941,1027243330,-1097428310)+W(1,-1099204213,-1133851766,-1138393927,-1118550618)+W(2,1036411431,1007771751,-1116024394,1032024955)+W(3,-1130187397,1034973653,-1114469768,-1118964077)+W(4,1039633317,1034605623,1050783724,1010531964)+W(5,1045069064,1044277428,1046520720,1036629184)+W(6,-1111689725,-1107937040,-1105991139,-1109581452)+W(7,-1103861656,1044990678,-1106353867,-1155661924);sum2=W(0,1031819015,-1113612713,1040659447,-1113225510)+W(1,1023788280,-1115035325,1009487418,1023947578)+W(2,1040620760,1045122152,-1122637452,-1080510307)+W(3,-1103769905,1050277803,1041168723,-1112728330)+W(4,-1130428603,-1113774176,-1093905874,-1073670430)+W(5,1040925011,1074164392,1056579340,1044922942)+W(6,-1130628701,-1118722775,1015363301,-1129641903)+W(7,1045479736,997650792,1043373785,-1122436477);WS(1064095487,1025785067); +sum1=W(0,1026371284,-1097495743,1050378694,1008396404)+W(1,1042871873,-1103138663,-1136206974,1034556564)+W(2,-1106851535,1042476562,-1104849584,-1085976658)+W(3,-1097042470,-1109264236,1035073279,-1094929447)+W(4,-1128892272,1049973404,-1115675316,1058008769)+W(5,-1098054097,1052615848,1037088776,1045135411)+W(6,1040514533,-1103190740,1040022019,1040395090)+W(7,1050097558,-1102548473,-1157051795,1023679636);sum2=W(0,-1124722923,-1114618025,1043439029,1036363299)+W(1,-1096133271,1049502378,-1106999272,1013819494)+W(2,1033420628,-1100145939,-1115804833,1057589449)+W(3,1053618149,-1091358477,1030436134,-1119548384)+W(4,-1105442746,1047309531,-1084852425,-1089136554)+W(5,1028964970,1056312267,-1100909906,1043379377)+W(6,1029168594,1048079041,-1101613108,1042227257)+W(7,1045151454,1041752672,1036382707,-1113267324);WS(1060109055,1023402244); +sum1=W(0,1039025762,-1109278395,-1125210976,-1107337262)+W(1,-1119314274,1038278743,-1120902815,1024999351)+W(2,1051909299,1054481389,1061074499,1069080830)+W(3,991275263,1049054227,1043342663,1051802331)+W(4,-1098089231,-1093104548,-1087624466,-1092709234)+W(5,-1085745760,-1093068092,-1102438460,-1098889074)+W(6,-1107880995,1018380380,-1167447218,-1119879878)+W(7,1030906608,1028271716,-1122586985,-1107737008);sum2=W(0,995982518,1033194341,1038373562,1040171687)+W(1,-1108098969,1027047733,-1147696971,1033796110)+W(2,1035578813,-1121421677,1046888388,-1103362299)+W(3,1050255581,-1096418856,1042040695,-1116244525)+W(4,-1118279893,-1114972659,1069469835,1078927590)+W(5,-1065023683,-1082214759,1045909115,-1112457727)+W(6,-1115504751,-1108849613,1041670894,1050450381)+W(7,-1097423961,-1114805949,964966831,1025540676);WS(-1092049407,-1078216845); +sum1=W(0,1019093687,1030002432,-1100550858,1055647027)+W(1,-1103872766,1041444210,-1115845919,1042339236)+W(2,1057591089,1050969332,1056027116,1063070242)+W(3,1039049940,1057957242,1034942714,1059965491)+W(4,-1089127853,-1096074010,-1082843219,-1088645600)+W(5,-1097545633,-1095349663,-1103665506,-1089209262)+W(6,-1109784091,1043174565,-1126191805,1049441628)+W(7,-1097650089,1024042875,-1123963793,-1105758607);sum2=W(0,-1086426610,-1096143108,-1089951657,1062855195)+W(1,1068897447,1074016711,1075026151,1074160921)+W(2,1062347208,1055082976,1045157118,1048769854)+W(3,-1073459143,-1078468086,-1071781830,-1072043968)+W(4,1053593730,-1101252044,-1111940928,1037201995)+W(5,-1091098547,-1119407664,1031118734,-1095931446)+W(6,-1108806990,-1138780047,-1099705126,1058343455)+W(7,-1094950430,1046274438,-1128975824,1035271906);WS(-1092377983,1032564911); +sum1=W(0,1026968586,1001025293,-1101464865,-1099757657)+W(1,-1099131534,1021990836,-1124857771,1016095931)+W(2,1051240140,-1135919542,1047585891,1046337282)+W(3,1042168181,1042765483,1039475666,1031087233)+W(4,-1140824311,-1114206145,1035412731,-1093593858)+W(5,1042300945,-1105010841,-1129901419,-1150842169)+W(6,-1108814006,1031981930,-1105914151,-1111723206)+W(7,-1114245051,1047084274,-1110153104,1021006644);sum2=W(0,-1152594313,-1114711758,-1122222477,-1119994373)+W(1,-1117872135,-1136114154,-1118889611,-1120239593)+W(2,-1103837493,-1102219265,1021928584,1043085394)+W(3,-1098150014,-1114380427,-1103586212,999997765)+W(4,-1119502913,1049238470,1051353268,1069806319)+W(5,1040245198,-1084770114,-1097500544,1032457879)+W(6,1035550709,-1111809635,1038283603,-1113383091)+W(7,1038911980,-1106271331,-1109409577,-1130668925);WS(1066805616,-1146277627); +sum1=W(0,-1135230785,-1149155717,1034010150,1042337650)+W(1,-1127867356,1036367663,1011804270,998521116)+W(2,-1097679853,-1106566573,-1092037473,-1085421897)+W(3,-1091217395,-1094061036,-1108406741,-1096997053)+W(4,1046488473,1047676826,1047117051,1062693860)+W(5,1049537116,1056189429,1017502967,1049188263)+W(6,1036204713,-1098488427,-1103697017,1057957971)+W(7,-1114566390,1034870184,-1103604141,1029261884);sum2=W(0,-1122819855,1029215207,-1109976389,1044451524)+W(1,-1130065951,1027965847,-1119702735,1036873692)+W(2,1035645255,-1111163705,1026839491,-1095838714)+W(3,-1147512571,-1156411358,-1110332882,-1114357123)+W(4,-1107161682,1019166485,-1129473215,1082201538)+W(5,1052773623,1033233466,1034307583,1001850219)+W(6,1042480496,-1107159841,-1115971786,-1067229991)+W(7,-1091650896,-1142132409,-1107215185,1025815163);WS(1040205182,1040987841); +sum1=W(0,1032709552,1028035406,-1152624047,1047238622)+W(1,-1110798127,-1160283945,-1129145589,1035307633)+W(2,1050828331,1054299632,1000765841,1064828620)+W(3,1059217829,1057730984,1050797759,1040620053)+W(4,-1098789018,-1102534446,-1087146945,-1084918512)+W(5,-1080798168,-1094152707,-1154982570,-1104995442)+W(6,-1130845956,-1131566290,1024089890,1044521480)+W(7,1041701723,-1105870556,-1121779940,-1110323595);sum2=W(0,-1104834685,-1098615503,-1090508283,-1080862372)+W(1,1048874616,1063492499,1035824034,1062512173)+W(2,1039834326,1050496819,1045914856,1070974917)+W(3,-1085801376,-1081343708,1033985362,-1089072248)+W(4,1040649104,1034170750,-1118657109,-1102559609)+W(5,1041220807,1047362948,-1099586035,-1130222490)+W(6,-1113573633,-1119108596,-1128160390,-1095002000)+W(7,1053594264,1022825140,1041895669,-1115149866);WS(-1087487423,1060332710); +sum1=W(0,-1105878689,1042437466,1040585322,-1121111477)+W(1,-1112195269,-1112892785,-1122925576,1012646976)+W(2,-1095746139,-1089004262,-1081828961,-1099866351)+W(3,-1115422148,1039314504,-1117471766,-1108492170)+W(4,1053913286,1055197099,1059867107,1061690846)+W(5,-1104536871,-1102951638,-1107184778,-1130420108)+W(6,1037671952,-1117440135,-1114610404,1028605502)+W(7,1040822242,1041433743,1048192776,1029799624);sum2=W(0,1017331955,-1104677463,-1117673238,-1094338757)+W(1,-1119646366,-1104710153,-1107625181,1022869095)+W(2,-1097747777,1040900608,-1081336501,1073518733)+W(3,-1103573743,-1106204508,1041186571,-1097636016)+W(4,-1097037835,1016355419,-1089023490,1068423959)+W(5,1048344480,1057220074,1033091565,1053959289)+W(6,-1162485367,-1104406873,-1117660642,-1096388411)+W(7,-1093216188,1028492960,-1092192530,1049060345);WS(-1096756863,1051174382); +sum1=W(0,1025372546,-1106905723,-1114360751,1025624474)+W(1,1037998160,1032794399,1034992970,-1114244794)+W(2,-1115668125,1039995714,1043101563,-1089490746)+W(3,-1092891318,-1107085565,-1114405501,-1168885266)+W(4,1000611497,-1105014230,-1117013085,1058174613)+W(5,1045000731,1035643438,-1121180749,-1120880459)+W(6,1034391118,1041916975,1027806076,-1111998130)+W(7,1008039732,1030397185,1018926829,1029203969);sum2=W(0,-1089960886,-1092452707,1049541326,1032119458)+W(1,1032929374,-1110883627,-1123073435,1026522309)+W(2,-1095856011,-1106157919,1074170001,-1085150802)+W(3,1046048366,-1112079347,1027735021,-1111935169)+W(4,1007316785,1041476280,1050706137,-1083810164)+W(5,1043182557,-1129593193,-1214669080,1009058861)+W(6,1036775569,-1107942220,1021239050,-1132331444)+W(7,1036225521,-1113579728,1009639193,1022066674);WS(1063524863,1010978751); +sum1=W(0,1033376264,1035248130,1029138555,1040606570)+W(1,-1146340206,-1122169062,-1113033206,-1115451138)+W(2,-1090913225,-1094935586,-1084407830,-1085174115)+W(3,-1080254739,-1094320024,1033710501,955403507)+W(4,1054337940,1045510498,1057961148,1062831778)+W(5,1060252175,1058700983,1045946247,1033261261)+W(6,1034437913,1040021853,-1141033844,1032741433)+W(7,-1127614262,-1136275261,1007782611,1030604567);sum2=W(0,-1096400044,1043917783,-1123678571,-1090244436)+W(1,1046901313,1048870815,1033884063,1053211427)+W(2,1053621644,1009306318,1051339656,1062093709)+W(3,-1080576226,-1106342004,-1098524562,-1124418811)+W(4,1017015195,1005897821,-1141989437,1065539532)+W(5,-1083332175,-1097183812,-1097464341,-1092155120)+W(6,1037111777,-1106811629,1047789047,-1093438727)+W(7,1049955112,1043219374,1050393105,1044056917);WS(-1085369887,-1080302329); +sum1=W(0,1021216124,-1121762938,-1103047566,-1094342263)+W(1,-1105630871,-1107174593,1025950537,-1146340105)+W(2,-1112260523,-1119192737,1050211017,1058411732)+W(3,-1139271463,1042276856,-1113852108,-1119668597)+W(4,1035888345,1049037307,1061443675,1044828010)+W(5,-1119204121,-1100915542,-1174284878,-1119790119)+W(6,-1110274640,-1111476420,-1097892613,-1097171068)+W(7,-1112160677,1026261917,-1110403297,-1132483222);sum2=W(0,-1115512925,-1146353705,1036066439,-1134998124)+W(1,-1093678923,-1122018103,-1110317749,1002801625)+W(2,1035074177,1040461813,1042528734,1058355837)+W(3,-1081621864,-1089980594,1049357806,-1101025299)+W(4,-1191992884,1043381354,1059049535,1058956516)+W(5,-1095612272,1050844919,-1100731037,1036998024)+W(6,-1115656893,-1137020948,1021899784,-1112812041)+W(7,1012903452,-1123282157,-1122890057,1023124620);WS(-1106521214,-1077666555); +sum1=W(0,1003321829,-1120901013,-1105222370,-1107011833)+W(1,1029823211,1000924822,-1127794128,1027793952)+W(2,1052142545,1052094618,1060439250,1059969903)+W(3,-1095361591,1039904896,1000548911,1046166153)+W(4,-1102912320,-1105733097,-1085669204,-1113880763)+W(5,1052882623,-1107186882,-1118745688,-1096551831)+W(6,-1108686032,-1118608535,1045702647,-1106161276)+W(7,-1103122454,-1106172071,-1113781993,-1132637458);sum2=W(0,1034079401,-1123608512,999851902,-1128074608)+W(1,-1102099502,-1109589984,-1127758712,1032460032)+W(2,1025264110,-1119278092,1031056700,1059405503)+W(3,-1123208440,-1081290516,1015173988,-1121242732)+W(4,-1123371956,-1104246380,1051208451,1063218900)+W(5,-1110007228,-1131612640,-1124651080,1025045004)+W(6,-1116991392,-1156408861,-1098806852,1038716729)+W(7,-1136590423,1034885175,1009682031,-1115963068);WS(1061862175,-1081928168); +sum1=W(0,-1105584175,1024897880,1038516044,1040792761)+W(1,1041867802,-1146323132,1033649803,-1113939311)+W(2,-1105871745,-1093982770,-1092069365,-1083616743)+W(3,-1089303929,-1089274268,-1106858177,-1096909360)+W(4,1043886056,1052657028,1055074797,1065026281)+W(5,1056987882,1054263413,1043742846,1049053899)+W(6,1027658214,992865878,-1121064957,-1106374835)+W(7,1015027694,-1132520748,-1137844354,1017619030);sum2=W(0,1078367032,1056220347,-1078889751,-1073546091)+W(1,-1104234997,-1129365336,-1132392998,-1105729449)+W(2,1027322757,1044756153,-1096547764,-1101560565)+W(3,1042443775,1048890957,-1104280017,1028418751)+W(4,1023449836,-1148770222,1043960988,-1126862726)+W(5,1029550531,-1133306383,-1130422948,1042854212)+W(6,-1115583846,993742973,-1130380138,-1147412718)+W(7,-1115461788,1019814478,-1143007558,-1123464959);WS(1052938943,-1103606318); +sum1=W(0,-1114719934,-1110318513,1051495307,-1100729633)+W(1,1058926789,-1090569589,1050591187,-1120060704)+W(2,-1087051802,-1108424920,-1085940948,-1082198177)+W(3,-1090825863,-1088355266,-1096343413,-1090847836)+W(4,1058073278,1044445625,1060893495,1058839039)+W(5,1060585177,1053564817,1054456219,1059253187)+W(6,-1114447856,1040769086,1037779432,-1103818980)+W(7,1053070735,-1091337376,-1131842819,1026807692);sum2=W(0,1015621136,1032703681,1048700747,-1098355550)+W(1,1047054427,-1097901072,-1126056922,-1165737020)+W(2,1033006755,-1098289077,-1098808895,1046984196)+W(3,-1083721832,1061110777,-1109410901,1047097145)+W(4,-1072583370,-1084108607,-1081224226,-1081041246)+W(5,1069053051,1046858869,1068664236,1076043754)+W(6,1074691924,1067219112,1064576163,1066863963)+W(7,-1084686190,-1086075738,-1079374171,-1071293986);WS(-1083248351,1041375270); +sum1=W(0,998616699,-1142901727,1043282847,-1128981712)+W(1,1049050406,-1110272759,1045114289,-1170526381)+W(2,-1087439008,-1092067298,-1097778587,-1084179155)+W(3,-1090979219,-1086455104,-1095775369,-1087021556)+W(4,1054645196,1052452449,1050602866,1058025241)+W(5,1061357806,1053431193,1052134295,1053157267)+W(6,1045294540,-1128264947,1042620067,-1146688137)+W(7,-1127282486,-1125997182,981342481,1046767364);sum2=W(0,-1076239116,-1079299620,-1079042334,-1083365485)+W(1,1049726715,1066758659,1069675355,1075688460)+W(2,1068235144,1068687973,1068481951,1066921525)+W(3,-1106704213,-1080829299,-1077473679,-1073149491)+W(4,1054062613,1019509447,1057377046,-1100834259)+W(5,-1095788298,-1107253929,-1112126912,-1090199615)+W(6,-1114529265,-1116897962,1041823371,1032806429)+W(7,-1104989857,-1107915189,1021289065,1034867372);WS(-1089965567,1041739713); +sum1=W(0,1014059625,-1109541748,-1120181702,-1113826001)+W(1,-1099389050,-1107441048,-1110918155,-1129336123)+W(2,1050606464,1046384755,1052952467,1062759283)+W(3,1061539071,1056969105,1043585729,1054439728)+W(4,-1097348868,-1098095776,-1098227712,-1097909490)+W(5,-1089710746,-1097990985,-1112431723,-1101291373)+W(6,1016608410,-1110057610,-1165355548,-1103909923)+W(7,1018410859,-1097884829,-1109883584,-1118732474);sum2=W(0,1035083591,-1112359157,1037205500,-1119560270)+W(1,-1130432545,1033928454,-1111608107,1027763767)+W(2,-1113211599,1037267536,-1110383577,1053336900)+W(3,1036846600,1029308948,1035214305,-1137000642)+W(4,1032203968,-1129901649,1050641640,1062183610)+W(5,1052549520,1037218786,-1098666781,1041216407)+W(6,-1112771443,999833884,-1113848439,1048127168)+W(7,-1087091182,-1080175934,-1106600446,-1105808372);WS(1040803966,-1079223548); +sum1=W(0,-1103550802,-1113401739,-1105545077,-1095164520)+W(1,-1102562113,-1106149592,-1123094707,-1105989383)+W(2,-1108233168,-1097729981,-1112466052,1056711305)+W(3,1033129898,-1100704991,-1106323272,-1109921151)+W(4,-1115946235,1016715200,1051122342,1072346450)+W(5,1046866637,1041579689,1017795558,1019070562)+W(6,1021078213,-1123835458,-1103483180,-1092700173)+W(7,-1104392485,1033532004,-1128003929,-1109398092);sum2=W(0,-1132003761,-1126076753,1028715469,-1094940877)+W(1,-1096054213,1050064171,-1095828963,1024912709)+W(2,-1097131135,-1098724323,-1094337061,1075670208)+W(3,-1092647285,-1119763725,-1104609741,-1103386045)+W(4,1033952970,-1102131199,1043946979,1037045260)+W(5,1052392413,-1101691459,-1104710657,1042676905)+W(6,-1114013558,1027012993,-1109613274,1026138301)+W(7,-1107006741,1032910718,-1127911473,-1109320626);WS(-1077711088,-1080462700); +sum1=W(0,1016976667,-1143635214,1050435883,1025648038)+W(1,1033190198,-1119077035,-1127874241,-1124293633)+W(2,-1095463505,-1094028818,-1084473735,-1081613943)+W(3,-1092817267,-1089963906,-1112556483,-1096263708)+W(4,1048382760,1043759401,1060944248,1061061657)+W(5,1059085444,1058923652,1024757337,1052630131)+W(6,1033669226,1023995271,1038367764,-1104130812)+W(7,1035230572,-1115548134,998948881,1035279350);sum2=W(0,-1118714905,-1128906105,-1104617441,-1102497202)+W(1,1052988680,1025452854,-1147569173,1045309195)+W(2,1038737245,1033599435,1047074065,-1081197801)+W(3,1051590837,1036478618,1034730428,-1096538670)+W(4,1045939428,-1124872105,1073600723,-1069501955)+W(5,-1078764847,-1078626366,-1094352359,-1097394746)+W(6,-1084863446,-1120736313,1072627800,1076529178)+W(7,1066278053,-1115729701,-1119746081,1001372341);WS(-1085605823,1039908372); +sum1=W(0,-1110519177,998302542,-1105109851,1051114493)+W(1,1047758692,1047411644,1008966514,1027414133)+W(2,-1101464226,-1097280531,1050325520,-1093718398)+W(3,-1109283231,-1103804777,-1107759461,-1099881946)+W(4,1050281295,1040574050,-1112501642,-1095999987)+W(5,1052111506,1013903280,-1131548857,1037344125)+W(6,-1136474287,1017687606,1027599892,1038451002)+W(7,-1112873934,1026946257,1007362713,1030395745);sum2=W(0,-1115357326,-1129481498,1037423788,-1149109833)+W(1,-1107237807,-1098320683,-1118016391,-1111060805)+W(2,-1098998597,-1104582263,-1098625511,1036322812)+W(3,1050926614,1045914812,1029306918,1035368549)+W(4,1033193484,1041990652,1052524895,1029624616)+W(5,-1102468922,1016354632,1029333966,1036818044)+W(6,-1119934044,-1109942748,1028176618,1032249206)+W(7,-1117055607,1026298641,-1116685452,-1113790705);WS(1066221936,-1112686252); +sum1=W(0,-1111426931,1049363148,-1090113310,1038796336)+W(1,-1102958241,1041899238,-1104001476,-1112879133)+W(2,1042737360,-1108750629,1053136109,-1095853365)+W(3,-1108890233,1023718298,1033191264,-1165972390)+W(4,1039181581,-1105687720,1051677110,1031102479)+W(5,1058267293,-1089545128,1047293124,1010166848)+W(6,-1110677245,1035534704,-1101864162,1019901392)+W(7,-1107302241,1048841797,-1106653499,989728967);sum2=W(0,1019579309,-1115216952,-1101014764,1035949455)+W(1,-1125343389,1020295703,-1107189524,1032252124)+W(2,-1121628281,1041466962,1044350744,-1096356807)+W(3,1019949697,1011899626,1020414781,-1108620092)+W(4,-1104132268,-1110659898,-1092586315,1067161402)+W(5,1044980625,1028945397,1024223321,-1106879950)+W(6,-1133616314,1046938970,-1089581193,-1097777539)+W(7,1025080038,1042942659,1000298789,1034429670);WS(1065647552,1042223795); 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+sum1=W(0,1002898847,1034161364,-1097339820,-1102052735)+W(1,-1122224578,-1116847174,-1124219870,-1114337484)+W(2,1048903167,1048827465,1058952469,1062493730)+W(3,1056452878,1052097743,1046287775,1051622635)+W(4,-1098037791,-1110924302,-1089826679,-1082951605)+W(5,-1095802941,-1093057352,-1115921615,-1097214606)+W(6,-1124004134,1038960439,-1109622563,1046141833)+W(7,1037494008,-1142221339,1018754897,-1115514650);sum2=W(0,1026296217,1046658552,-1092482457,1048926974)+W(1,-1093986590,1051240634,1031417427,-1116201775)+W(2,-1098267531,1054123387,1031912087,-1103258874)+W(3,1064081451,-1081783631,1052301313,-1136084293)+W(4,1056065541,-1080723543,1068312252,-1095327126)+W(5,-1101319294,1054428583,-1095108256,1032992382)+W(6,-1107249906,1049528827,-1094476247,-1114829012)+W(7,-1110151549,-1109929036,1023898518,-1131461985);WS(1059931039,1045326059); +sum1=W(0,-1105339195,-1116497429,-1104905094,1048600749)+W(1,1017781140,1028510504,-1104151378,1006123003)+W(2,1027626820,-1102542884,1042432944,-1087368655)+W(3,-1090841955,-1098837680,-1135818261,-1102238241)+W(4,1035394960,1045819641,1050447189,1050459387)+W(5,1058872902,1038310627,1009721182,1039487803)+W(6,1020852317,-1110241387,-1120454715,1028063406)+W(7,-1135766366,1046575867,-1121800177,-1138241103);sum2=W(0,-1108715925,-1125695753,-1106861101,1037467647)+W(1,1049447879,-1108013135,1016159100,1025122350)+W(2,1033521028,-1107049318,-1126359337,1024736242)+W(3,-1096919459,1030099711,1038861546,1027296385)+W(4,-1130002309,1043711791,1069432650,1069236178)+W(5,-1089672176,-1104043463,-1102967963,-1115278753)+W(6,1043372642,-1096562690,1055907536,-1077602923)+W(7,-1079492159,1048192702,1041544949,1038199238);WS(1065273279,-1155200022); +sum1=W(0,1032043190,1042748400,1044363154,-1101712885)+W(1,1020290996,1042545917,1023679047,969146311)+W(2,-1110724474,-1113644224,-1103694886,1049530899)+W(3,1032343156,-1119655327,-1113927803,1014066252)+W(4,1048813356,-1113329098,-1138873982,1013956115)+W(5,-1088512539,-1118975351,-1112426340,-1102619473)+W(6,-1107914275,1017813644,-1119126921,1030506334)+W(7,1047677002,1035449518,1040385292,1037002750);sum2=W(0,-1105379539,-1114326988,-1128505094,-1127815582)+W(1,-1144273240,1011114412,1010998384,1008109660)+W(2,1040024171,1033596237,1027874005,-1090164335)+W(3,1026082941,-1098155637,1010514392,-1110656550)+W(4,1054804566,-1100858724,-1108932212,1015111122)+W(5,1057491035,-1123558275,1041639386,1025837089)+W(6,1020126178,1058095820,-1095228668,-1114002666)+W(7,-1109234902,-1117423595,-1148517800,1028462436);WS(1064822335,-1095840736); +sum1=W(0,1049019197,-1114924672,1006539024,1027273471)+W(1,1024001604,1023329786,1034076369,1032078653)+W(2,1056391992,1052717533,1053226600,1063307800)+W(3,1051465786,1056189595,1051405604,1049885284)+W(4,-1082098174,-1097259572,-1083318869,-1085358981)+W(5,-1093212548,-1096912972,-1097995110,-1090164049)+W(6,1047279757,-1158101509,1028150783,1048033194)+W(7,1040827508,-1122795750,1040247311,-1102713147);sum2=W(0,1044291516,-1105536143,-1123279074,-1102729189)+W(1,1019015608,-1098099014,1041233257,-1116414073)+W(2,1057945825,1059138923,1064153610,-1117658388)+W(3,-1082824416,-1088923796,-1114762777,-1093119165)+W(4,1075245425,1063262829,1058517731,1055818216)+W(5,-1095331241,-1082492094,-1084810008,-1076437009)+W(6,-1075047571,-1084742426,-1087050661,-1094508761)+W(7,-1107921801,1066223948,1065694420,1070896480);WS(-1090760447,1052695066); +sum1=W(0,1032827391,1004836815,1040820154,1033221771)+W(1,-1142824410,1019263487,1033909728,1030288497)+W(2,-1086160295,-1100507696,-1085279840,-1085951050)+W(3,-1090476887,-1096291378,-1104244158,-1096098979)+W(4,1058956361,1050270371,1061054293,1060000376)+W(5,1053225609,1052048107,1044967298,-1123372967)+W(6,-1122589400,1011775197,-1126907788,-1109718672)+W(7,1031459881,1014310644,1002236306,1050105184);sum2=W(0,-1115548553,1010795990,1025233265,-1108773712)+W(1,1028577219,-1123367926,1027045545,1016487959)+W(2,-1119133376,1054475337,-1126101085,-1096206384)+W(3,1025243447,-1123699076,-1116348436,1026289255)+W(4,1034230379,1049648601,1031862009,1056453743)+W(5,-1092511031,1040231624,1052333940,-1098871930)+W(6,-1106450540,-1130742967,1074765700,1076253468)+W(7,1067142167,-1082850789,-1074864896,-1066441953);WS(-1098442559,1026469881); +sum1=W(0,-1149983818,-1119522441,-1111872220,-1148708523)+W(1,1033974589,1034687077,-1121497336,1040191316)+W(2,1050517915,1049663660,1057681670,1054270423)+W(3,1065584902,1060962908,1043551013,1037520938)+W(4,-1114000872,-1102209381,-1097110004,-1080449641)+W(5,-1089390067,-1088971425,-1096207069,-1098201593)+W(6,-1106643136,-1107005098,-1107624656,1044397088)+W(7,1040137492,1011262833,-1152197144,-1111636393);sum2=W(0,-1093666199,1049995354,-1104373549,-1108191449)+W(1,-1086862321,-1109961150,-1105617480,1057348983)+W(2,1067471948,-1083836095,1067519925,1075025493)+W(3,-1079149522,-1092122258,-1118106953,-1090446878)+W(4,1044138823,-1089657247,1068116530,1070698122)+W(5,-1077256496,-1092830464,-1104600439,-1095892285)+W(6,-1087858714,1040673003,-1086283540,-1107890740)+W(7,1052510667,1044801958,-1113062539,1040940184);WS(-1089367999,-1080592817); +sum1=W(0,1050901372,-1142600967,1043029392,1042662963)+W(1,-1131715556,1028335344,1009439676,1040529906)+W(2,1020565079,1046045566,1051791856,1059303201)+W(3,1060541458,1057651322,1050310918,1061742083)+W(4,-1098563453,-1094642094,-1092783656,-1082254536)+W(5,-1088235102,-1083519131,-1088554180,-1084895582)+W(6,-1123752726,1032349343,1017360893,1040706037)+W(7,1038984656,1042767141,1039511244,1037250730);sum2=W(0,-1086948904,1044777691,-1085906527,-1107333159)+W(1,-1094251850,-1101622483,1054103540,-1095334551)+W(2,1072921984,-1096214776,1069427540,1069014322)+W(3,1068759557,-1095651744,-1080635176,-1071443034)+W(4,-1102597600,-1086612116,1055370552,1068187895)+W(5,1049876941,-1098339283,-1098368915,-1119710681)+W(6,-1081008410,1053678014,-1094318103,1040782350)+W(7,-1097053445,1052418274,-1116179967,1057760894);WS(-1072329816,1074376722); +sum1=W(0,-1119826815,1034466519,-1121811611,1040071236)+W(1,1034412551,-1125783811,1025497578,989295697)+W(2,-1097135645,-1100415357,-1123247055,-1078161261)+W(3,-1086793716,-1092987820,-1117997032,-1097292445)+W(4,1051061560,1050212013,1057003368,1050094223)+W(5,1060987117,1053182609,1030369595,1040352158)+W(6,1001332238,1009264740,-1119531350,1047608180)+W(7,-1139666027,1053959834,-1130537576,1003451511);sum2=W(0,1010850411,-1119692159,-1110113403,1041465994)+W(1,1019542894,1041361680,-1128076954,1035827461)+W(2,1033963983,1024673399,-1107122545,1041917938)+W(3,1031918417,1016152214,-1119110501,-1108745692)+W(4,1041326744,-1126975570,1049177676,1075051781)+W(5,1057547658,-1100210466,-1101468559,-1111890885)+W(6,-1110591524,1039643589,-1098235771,1061676083)+W(7,-1072022345,-1080793678,1038326573,-1115279667);WS(-1089734463,1065567745); 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+sum1=W(0,1051378220,1026061480,1051132746,-1131139769)+W(1,1029438530,1010253799,-1140691900,1032111196)+W(2,-1092140039,1041212802,1028855632,1054776996)+W(3,1052461054,1056191968,1041996679,1051463563)+W(4,-1098282527,-1108686318,-1114615088,-1096808426)+W(5,-1090181940,-1089672580,-1095415146,-1084069643)+W(6,-1115126509,1018050395,1028919646,1031880915)+W(7,1047407636,1041055121,1025713945,1049760258);sum2=W(0,-1120688670,988781159,1023531678,1034244658)+W(1,1038669521,-1125227753,-1122152897,-1123518214)+W(2,1075791226,-1079951996,-1080919050,-1078043585)+W(3,1061514147,1050383220,1043495776,1056154705)+W(4,1072772368,-1096143661,-1087274515,-1074830486)+W(5,-1138433181,-1091737459,1043710967,1064633897)+W(6,1033088733,-1126178338,1039982901,-1153355920)+W(7,1047086021,-1117938706,1036258954,-1090859740);WS(-1086114623,-1084816591); +sum1=W(0,-1119067590,1041053515,-1123050946,1050414506)+W(1,1017204584,1033253648,-1109025761,-1142909644)+W(2,1036163639,-1112478813,1045609440,-1091176571)+W(3,-1096458464,-1092456237,1039781304,1019336538)+W(4,-1106221778,-1114565991,-1102274148,1041957568)+W(5,-1140250052,1042499428,1024592194,-1110741472)+W(6,1015833809,1041839788,1038604869,1049671879)+W(7,1016035267,1004159150,1019624502,1038938427);sum2=W(0,1006657945,-1145756082,-1102183527,1043063832)+W(1,1048257970,1030027167,-1129422896,-1120006792)+W(2,-1115603798,-1129023472,1024575987,-1070476153)+W(3,1078068971,1034687231,1014471457,998969122)+W(4,1043167348,1029036192,-1134024937,-1079118960)+W(5,1058188063,1026633068,-1138449465,1035752331)+W(6,1032033598,-1122908214,1013148193,-1117007948)+W(7,1026806223,-1106350665,1037397710,-1119066852);WS(1058895967,-1115291633); +sum1=W(0,-1125313920,-1110715998,-1110540830,-1093243535)+W(1,-1098773368,-1114664694,-1108229374,-1128878150)+W(2,-1118075736,1028840739,1050429809,1056177832)+W(3,1050921353,1021103494,1039051533,1048765371)+W(4,-1101537045,-1106860038,-1109809347,1062536899)+W(5,1050429425,1042267175,-1104944731,1019165331)+W(6,-1102743433,-1113756805,-1112821659,-1094426092)+W(7,-1112140166,-1105504016,-1123143221,-1113092552);sum2=W(0,-1118991740,1035161218,1031409558,1025873763)+W(1,-1130385854,-1109675818,1035221069,-1106515599)+W(2,1049660250,-1092533458,1052404039,1059098325)+W(3,1035329255,1033133876,-1100849576,1041079456)+W(4,-1072802862,-1084844108,1059153934,1066715964)+W(5,1054800035,-1121630224,1017402854,1051036492)+W(6,-1093107290,-1131472334,-1099814906,1050189246)+W(7,1033113369,1032032260,999987753,-1109656332);WS(-1088275071,-1079832501); +sum1=W(0,-1121609972,1054795207,-1091175970,1036185063)+W(1,1036253081,-1095852779,1056993046,-1099614386)+W(2,-1140631216,1001216956,-1109051587,-1108520810)+W(3,-1112588624,-1111932116,1018114011,-1114447781)+W(4,1031902612,1053928586,-1100362195,-1118566269)+W(5,1050418310,-1106845532,1057036918,-1106898567)+W(6,-1114449795,1049117898,-1089874193,1024185910)+W(7,1033419200,-1098704820,1052334541,-1103629998);sum2=W(0,1034198694,981839325,1050051875,1043520387)+W(1,-1099547613,1020237946,-1112528204,1032634213)+W(2,-1099753021,1036479145,-1087878645,-1099082069)+W(3,1049181233,-1106552091,1051666481,-1105193718)+W(4,1052074243,1033443852,1061175239,1044393022)+W(5,1036533430,-1125692060,-1100952955,1038429221)+W(6,-1101897553,-1125560160,-1090657055,-1126528836)+W(7,-1113239720,-1111189720,1038783930,-1110455840);WS(1055684799,1057467177); +sum1=W(0,-1115635180,1040983065,1033664034,1047016048)+W(1,1040303666,1031194256,1036112338,1031542812)+W(2,-1084593518,-1097583958,-1088354001,-1083875169)+W(3,-1089538899,-1090088564,-1096939300,-1092334596)+W(4,1057349085,1048845932,1059080519,1057461395)+W(5,1055847004,1052697432,1050363555,1025617138)+W(6,1044528285,-1108137881,1042415046,-1130549589)+W(7,1025308788,1040121956,-1124884732,1051059157);sum2=W(0,1039076253,1043377438,-1111770710,-1129064764)+W(1,1041506513,-1117340191,-1113661124,1006037802)+W(2,1084724252,1057352437,-1070809771,-1070013447)+W(3,1024963427,-1115045950,1037860995,-1120758055)+W(4,1055999642,-1108204793,-1115649819,-1084654208)+W(5,1027889169,1023558847,-1108774739,1034794526)+W(6,-1111202323,982595482,1026864091,1008953953)+W(7,1041107952,-1112891517,-1161342746,1036271073);WS(-1089965247,1033154456); +sum1=W(0,-1118330000,1043361746,1028536899,-1106541856)+W(1,-1103233833,1037178020,-1122355891,-1148310999)+W(2,1037068672,-1091726905,-1106295439,-1087991002)+W(3,-1094017778,1026207675,-1102222128,-1106998176)+W(4,1043453383,1027410848,1047994631,1053447482)+W(5,1058853977,1049286760,1044913013,1056026770)+W(6,-1112803845,1030795409,-1111747193,-1109712917)+W(7,-1110327970,-1111739348,1037236782,-1104668925);sum2=W(0,-1104081637,-1115350296,-1102551062,1033477476)+W(1,1048930937,-1092653578,1049862570,-1095610208)+W(2,-1104712414,1065017407,-1101193417,1054909386)+W(3,-1096226206,-1094950793,1042131871,-1100838677)+W(4,1038273275,1027805677,-1097697554,1069044481)+W(5,1051154993,-1097937335,-1115393002,-1090656582)+W(6,-1102746442,1038124336,1025981021,-1090398660)+W(7,1049254524,-1111378843,-1100983150,1038627466);WS(1053522367,-1088249107); +sum1=W(0,1041083642,-1109062519,1041255149,-1129341567)+W(1,-1122816004,1034422596,-1105678140,1002201935)+W(2,1049354980,1050121221,1062047573,1050256849)+W(3,1058306025,1054029415,1043380368,1057986114)+W(4,-1104528935,-1089361286,-1094323010,-1085946707)+W(5,-1092704114,-1096738148,-1095183726,-1098664466)+W(6,-1116245577,-1108913352,1044478835,-1106612546)+W(7,1010650184,-1127765836,1004046811,-1116617606);sum2=W(0,-1115691041,-1122196578,-1133382325,-1119943136)+W(1,1035619338,1026693101,-1121646682,1035287249)+W(2,1047105417,1040512713,-1115639944,-1093984910)+W(3,-1128164365,-1112542694,1040561229,-1122951759)+W(4,1066880006,1072356775,1070833917,-1106032356)+W(5,-1084317659,-1103058628,-1106694088,-1109474775)+W(6,-1078420733,-1074089832,-1079250237,1053171659)+W(7,1063302165,1050228647,-1111273903,1041535222);WS(1054980735,-1118400611); +sum1=W(0,1023857233,-1136534172,-1109579886,1024279465)+W(1,1031638446,1042081899,1025101580,1037741818)+W(2,1056052581,1054619866,1062631892,1063340895)+W(3,1054891904,1032051762,1036582853,1040187076)+W(4,-1108899938,-1084632317,-1087670245,-1087714282)+W(5,-1089981519,-1091518889,-1100292439,-1096282711)+W(6,-1098911041,1014993130,1019079234,984908360)+W(7,1040973935,1034243544,1038263499,1035333164);sum2=W(0,1048663857,-1115607290,1050959246,-1094885185)+W(1,1032263390,-1094433235,1034671855,-1100445080)+W(2,-1103126769,-1089284711,-1106476140,1065597134)+W(3,-1114774312,1044112203,-1110680696,1044150663)+W(4,-1090522781,-1135630263,-1116194786,1068281966)+W(5,-1114594327,1034641663,-1120338125,1039802827)+W(6,-1135969141,-1096474341,-1110761886,-1097679100)+W(7,1030603925,1025157613,-1121778209,-1101519530);WS(-1099426814,1028666567); +sum1=W(0,1017347599,-1114817850,-1102332157,1038414608)+W(1,1040863441,1043586729,1033560385,1024225691)+W(2,1050515008,1054909169,1058789976,1049870885)+W(3,-1096181150,-1094822147,-1110297504,1035801215)+W(4,-1097546199,-1091252816,-1088740593,1026332624)+W(5,1050979384,1046083753,1043042893,-1106319780)+W(6,-1122852442,1034424401,1040697053,-1119196265)+W(7,-1096850298,-1101867410,-1112505198,1022200238);sum2=W(0,1032296335,-1113414658,1032045591,-1096252543)+W(1,1039836782,-1130462124,1032505935,1017080436)+W(2,-1113854030,1056314261,1056282685,-1076472908)+W(3,1041975936,1060789196,-1113045826,-1114544525)+W(4,-1123218166,1057288090,1048444709,-1076465599)+W(5,1054239999,1064414385,-1101415652,1017354944)+W(6,1034439881,-1106401889,1027355020,-1099548772)+W(7,1041344971,-1137373456,1031341874,-1131418272);WS(1048405758,1021439377); +sum1=W(0,-1095783591,1004365570,-1111296393,-1090472608)+W(1,1053249340,-1096289768,-1116930177,1031327257)+W(2,1056714988,1053912029,1060368018,1058906144)+W(3,1059710205,1050004859,1050104788,1057263364)+W(4,-1095028931,-1097931508,-1093355890,-1084869763)+W(5,-1111710658,-1089344390,-1098648430,-1095692170)+W(6,-1099026446,1040281084,1042667324,-1099317986)+W(7,1058667863,-1094050929,1032145973,-1127343131);sum2=W(0,-1137650289,-1108324664,-1107068637,1053004242)+W(1,-1096186406,1044011702,1031462490,1016473473)+W(2,-1102128439,1038586891,-1102631398,-1096144010)+W(3,1065778432,-1087564484,1041037240,-1095964556)+W(4,1065729447,1042582877,1055966210,1066736444)+W(5,-1077760412,-1109340585,-1088233524,-1079487884)+W(6,-1085103011,-1096095433,-1096657292,-1084794119)+W(7,1061684194,1053274132,1060428365,1070082531);WS(-1120621558,-1109747932); +sum1=W(0,1041405257,1034046808,-1118447615,1031113092)+W(1,-1118172841,1039149197,1025628006,1023987646)+W(2,1056552380,1057052863,1034826244,1061462741)+W(3,1057041023,1051800560,1051243933,1054503948)+W(4,-1086075216,-1102283433,-1089852749,-1087896594)+W(5,-1089300195,-1089266110,-1098077639,-1098034299)+W(6,1021959803,1009707220,1002695151,1030648525)+W(7,1017359341,1034838445,1033512688,-1099231069);sum2=W(0,-1072120352,-1071453180,-1069998225,-1071241469)+W(1,-1073669228,-1079882002,-1086087106,-1096258120)+W(2,1076686179,1075980741,1075876198,1076219984)+W(3,1072219376,1071235859,1056170781,1057784547)+W(4,-1096491690,1055107632,-1100816518,1048961210)+W(5,-1123192163,-1097056656,1049622318,-1098632303)+W(6,-1109988374,-1125676035,1033428305,1018908197)+W(7,1040773271,-1129279043,1030403985,-1116156171);WS(1014286296,1057122707); +sum1=W(0,-1100574608,-1134927261,-1096946922,-1115033128)+W(1,-1104533485,-1121259095,-1131995140,-1118839498)+W(2,1045128364,-1112841149,1023155519,-1094208427)+W(3,-1099169249,-1097752701,-1111007544,-1093400894)+W(4,1045637171,1041785732,1051848326,1066937726)+W(5,1058599142,1049921902,-1118760834,1043420320)+W(6,-1113867461,1021982785,-1106336253,-1099783438)+W(7,-1105189673,-1131816685,-1114789302,-1116552190);sum2=W(0,1049653051,-1094509070,1050525055,-1103662151)+W(1,1043452805,-1102028885,-1109754017,-1111709279)+W(2,-1095117458,1054995367,1042728281,1058124872)+W(3,1049859565,-1097129382,-1098619851,1051259496)+W(4,1052542945,1021265631,1046926465,1063131010)+W(5,1029162962,-1116537562,-1092457406,-1078653130)+W(6,1018695699,-1101605993,1044635344,-1104882803)+W(7,1042944443,-1110047725,-1107003327,-1114867517);WS(-1089617919,-1078924764); +sum1=W(0,1038586191,-1112517470,1021690773,-1148410045)+W(1,-1123773533,1037589846,-1114886949,1015916580)+W(2,1054651431,1043170193,1058605998,1062049174)+W(3,1056236357,1058401044,1034515388,1056139353)+W(4,-1087542485,-1101086846,-1088163691,-1087004528)+W(5,-1089020247,-1089711896,-1095006441,-1089662071)+W(6,1032587193,-1121720345,1034793549,-1139319682)+W(7,1040971627,1052009144,1017461287,-1138694970);sum2=W(0,1041183203,-1109901203,1047303939,-1146453442)+W(1,-1103370030,1035308463,-1107592095,-1129723226)+W(2,-1104791361,-1103309504,-1109225788,1050748307)+W(3,1032462009,1055570013,-1104507532,1050955773)+W(4,-1113641717,1018299463,993644855,1050538753)+W(5,1024125183,1058013570,1044744090,-1110543421)+W(6,1040266660,-1124518657,1039912380,-1107008276)+W(7,-1094411631,-1087158984,-1091454514,-1122733934);WS(-1102088830,1068463311); +sum1=W(0,1007817678,-1114291787,-1106493040,-1121377148)+W(1,-1120569345,1037434082,-1121570543,1048479966)+W(2,1054791531,1051084317,1059023407,1060487316)+W(3,1053262386,1049438849,1043319351,1037267389)+W(4,-1088166471,-1097682087,-1087032011,-1087032009)+W(5,-1090195409,-1104445288,-1110294871,-1112047510)+W(6,1034628887,-1130503387,1042839161,1025313797)+W(7,1040112167,-1112558866,-1130274577,-1107488086);sum2=W(0,-1092702026,-1078842502,-1073165872,-1075365553)+W(1,-1101579557,1066341075,1071992070,1076187261)+W(2,1046572938,-1092761370,1048469719,1050413401)+W(3,-1110447061,-1104166524,-1123716833,1056626852)+W(4,-1113806693,1010298098,-1106037347,1041503306)+W(5,1037192623,1033398310,1031702363,-1110743783)+W(6,1023924734,-1134107544,-1114438827,1017902665)+W(7,1011674154,-1109271682,1028552632,-1123830383);WS(1050299903,-1120086405); +sum1=W(0,1001761330,1051426245,-1097473350,1050955122)+W(1,-1098718343,-1119699408,1038117517,-1107622229)+W(2,1015037916,1042953374,-1103780307,-1082933123)+W(3,1055455844,-1145769035,-1132909758,1039587926)+W(4,1045981578,-1094503950,1055197076,-1099126616)+W(5,-1118831961,1049761702,-1105955296,1047033256)+W(6,1032160884,-1131440192,-1100940622,1056645367)+W(7,-1095742542,1031622998,1041481643,-1103124921);sum2=W(0,1033493706,1004282338,1032395114,1035721710)+W(1,-1138557465,-1094630455,1050323990,-1102984389)+W(2,-1100025935,1036668146,1043333590,1058018229)+W(3,1035348312,1040910383,1034465026,1044530527)+W(4,-1117747708,-1097774825,-1106149887,-1110236537)+W(5,-1105971349,1017216296,-1110352462,-1108832665)+W(6,-1131691420,1042472719,-1122758767,-1106477628)+W(7,1046834331,-1101697584,1040100106,-1099114129);WS(1059761855,-1093333930); +sum1=W(0,-1114738580,-1114617627,-1102727321,1053910378)+W(1,-1094270689,-1107452471,-1130455238,-1108958070)+W(2,1026403632,1045397583,1028768699,1067649611)+W(3,-1104323849,1042776267,1036450873,1044075076)+W(4,-1105736123,-1109519752,-1092041414,-1090720496)+W(5,-1112030179,-1103704317,-1131764742,-1106063752)+W(6,-1114933837,1044731740,-1111636685,1058839312)+W(7,-1095377736,1034877772,1031929286,-1113359528);sum2=W(0,1033753751,-1102724392,-1104466296,-1083668043)+W(1,1048180527,-1130490520,-1103926430,1029490699)+W(2,-1111931472,1032416705,1029992729,1069568682)+W(3,-1114422988,-1133345747,1038116955,-1129834714)+W(4,1037689465,-1105246922,1052475163,-1090236396)+W(5,-1122305941,-1123788932,-1127253836,-1122171294)+W(6,1023732592,-1126463180,-1118149766,-1106129378)+W(7,1038071226,-1124715334,-1117123194,1029091180);WS(1058247519,1058950523); +sum1=W(0,-1149972914,1038957612,1039970419,1008158544)+W(1,1041515382,1036144305,1048236362,-1101573740)+W(2,-1088063023,-1093535488,-1086741707,-1077128706)+W(3,-1087332234,1032313207,-1113848378,-1089306475)+W(4,1055543086,1052729022,1058924163,1057693884)+W(5,1060656868,1056531259,1049522521,1052006205)+W(6,1037155715,1026693813,1030719286,1032127358)+W(7,1000958261,-1112386573,-1144612480,1039554949);sum2=W(0,1037957789,-1128637884,-1110859440,1052981065)+W(1,1040710261,-1090346288,-1107045102,-1092015484)+W(2,1050553491,1004874497,-1106433025,1058989771)+W(3,1058251934,-1076253449,-1079150504,1073146781)+W(4,-1089722328,1058234547,-1098594890,1052545864)+W(5,-1106724054,1032950959,1055215751,993278274)+W(6,1050994656,-1095571828,1041665953,-1129708900)+W(7,-1111634443,1015279680,1053553553,-1088813426);WS(-1079689312,1054955487); +sum1=W(0,-1112827293,1038847520,-1106748654,1038138418)+W(1,1035397268,1020226162,1030022886,-1108673687)+W(2,-1094091800,-1099397203,-1102151838,-1086663035)+W(3,-1087965823,-1095805620,-1098762192,-1096846716)+W(4,1053343716,1057879171,1023820222,1057249493)+W(5,1057985827,1053821069,1051466543,1049463311)+W(6,1046408387,-1099233409,-1154890390,1012875058)+W(7,-1109124523,-1126965269,1036334304,1027304762);sum2=W(0,1029906557,-1110945783,1046588193,-1121400966)+W(1,-1106274145,1040948990,-1114149785,1030737726)+W(2,-1118908362,-1110004947,-1089040350,-1106443118)+W(3,1054044230,-1115139995,-1112260837,1025987216)+W(4,-1075330978,-1081100797,-1089891752,-1103643831)+W(5,-1095873523,-1120742988,-1107023588,1017833328)+W(6,1069116571,1067844910,1066162938,1048795077)+W(7,1049522444,1042365723,1011222152,1031208089);WS(1045323518,-1099573370); +sum1=W(0,1043494028,-1110296205,-1129034139,1040205415)+W(1,1019451328,1037480760,-1144942569,1019441962)+W(2,1054678847,1050638833,1058657792,1062545342)+W(3,1053087270,1054717567,1044080591,1056118375)+W(4,-1087400961,-1098183847,-1085969705,-1082320511)+W(5,-1092792902,-1090230188,-1094581114,-1090342307)+W(6,1041221965,1038272854,1035507984,1038672050)+W(7,1018934299,1028598065,1032398451,-1135273190);sum2=W(0,-1115726367,1028786141,1044450180,-1097529180)+W(1,1047479398,-1105649332,-1127420023,1035799966)+W(2,-1100272494,-1113941052,-1104186275,1042859033)+W(3,-1097402721,1051025911,1025042835,-1139194229)+W(4,1026681555,-1107020345,1044693748,1067055887)+W(5,1064288021,1073649944,1067916626,1054550763)+W(6,-1095030133,1043410282,-1120312046,-1093369648)+W(7,-1083945294,-1073003592,-1079526678,-1086831079);WS(-1086660959,-1095040438); +sum1=W(0,-1137772688,-1103872010,1033664792,-1114303830)+W(1,1043631948,-1110960013,-1112201312,1004207675)+W(2,-1101831491,-1108733164,-1099393082,-1091611870)+W(3,-1111668992,-1092153253,-1104258339,-1111896549)+W(4,1047762270,1048734598,1053294440,1032897582)+W(5,1054700448,1051790266,1038982672,1042342295)+W(6,1026497863,-1112526127,1036444877,-1105948909)+W(7,1045765800,-1102627253,1030853145,1024477884);sum2=W(0,1047134358,1032860761,1058187056,-1089859690)+W(1,-1073724300,-1113017653,-1123513506,1005834992)+W(2,-1100773581,1019143260,-1086969962,1060822499)+W(3,1074524802,-1127402252,986153015,1026902445)+W(4,1038575217,-1097448906,1050436365,-1092585260)+W(5,-1097001013,1052022456,-1101541136,1040058169)+W(6,-1121016162,1027754828,-1118814167,1047705700)+W(7,992280012,-1115523910,1026625966,-1115254226);WS(1065625968,1033455989); +sum1=W(0,1037701789,-1137040283,1000406064,-1094784938)+W(1,1050863995,-1103592251,1032127959,1038622703)+W(2,-1151616802,-1099349487,1047711372,-1115632781)+W(3,-1088133648,1049293870,-1118922740,-1120882929)+W(4,-1102944307,1053320242,-1098462560,1053161728)+W(5,1049613697,-1128175786,1017489163,-1119810116)+W(6,1035789757,-1106274637,1048627484,-1098374228)+W(7,-1120581030,-1114622845,1038993832,-1165953346);sum2=W(0,1035866397,-1103116216,1059558286,1058384307)+W(1,-1096953271,1042132369,-1111426470,-1128202268)+W(2,-1099238508,1047962584,-1082734190,-1088122523)+W(3,1056069525,-1106560803,1038442279,1028886015)+W(4,1052038184,-1105248240,1057669233,-1091086098)+W(5,-1083280561,1032403631,-1104452063,-1150402298)+W(6,-1107491561,1027069673,-1098068789,1053762892)+W(7,1064349048,-1107462772,1040922744,1012204557);WS(1066439152,-1108830929); +sum1=W(0,-1102916748,-1108788820,-1097607254,-1099017414)+W(1,-1168846782,-1109193920,-1128476473,-1106724277)+W(2,1055608939,1051866141,1058768962,1030462560)+W(3,-1113005110,-1109987210,-1109670205,-1105116142)+W(4,-1103898045,-1097938907,-1093577324,-1125603603)+W(5,1040477611,1050862423,1039038758,1053895221)+W(6,1013732302,1035488645,1043113957,1027216291)+W(7,-1143171172,-1118580993,-1107320747,-1107171108);sum2=W(0,1050905005,1051922636,1052154527,1005525738)+W(1,1024591478,-1094205878,-1094330307,-1105421569)+W(2,1051409035,-1107944278,1040207956,1060123319)+W(3,1032045878,-1096175996,-1086096303,-1081193369)+W(4,-1123874142,-1131839644,-1100926997,1046139234)+W(5,-1113252250,1039675350,-1128729660,1062516858)+W(6,-1099079861,1035659117,-1109355656,1029590720)+W(7,1032543174,1044310065,-1129395200,1042520685);WS(-1094347903,1040885342); +sum1=W(0,1027015666,-1097151811,1050782150,-1106442815)+W(1,1051184308,-1091810963,1034433919,1042242605)+W(2,-1119901274,1047615033,-1115052947,1051587896)+W(3,-1105704339,1046407197,1009768300,-1122889273)+W(4,-1109404651,1051228067,-1096976391,-1096200649)+W(5,-1126487153,1040585575,-1132445914,-1108464678)+W(6,-1145327523,-1096635113,1048638245,-1105180361)+W(7,1051518582,-1092825760,1038762547,1040013733);sum2=W(0,-1121205117,1031829824,-1105324964,-1090390675)+W(1,-1110420773,1018005966,-1113281242,1032068637)+W(2,-1124056141,-1109805410,1045427632,1059020251)+W(3,-1107061510,-1118368537,-1115675784,-1113920834)+W(4,-1106581817,1007706034,1046732003,1057752640)+W(5,-1101115525,-1103994134,1036673543,1042522746)+W(6,1026565438,1029970286,1047283254,-1089850616)+W(7,1031976810,1036394258,-1112565336,-1145818031);WS(1066366016,-1121083386); +sum1=W(0,-1127500850,-1122305754,1025706181,-1104671484)+W(1,1043832110,-1111488580,-1123271764,1015742169)+W(2,1026624689,-1114017662,-1088657475,-1098749979)+W(3,-1085705014,1037547214,-1112264441,-1105147876)+W(4,1013565235,1052467062,-1121688536,1066224034)+W(5,-1112016562,1041900405,1043675185,1022047173)+W(6,-1127181143,1035730049,1045310349,1026340635)+W(7,-1121566277,-1127673329,998683632,-1132045794);sum2=W(0,-1102951634,1044058166,1037657608,-1091261805)+W(1,1057746121,-1106029228,1006392595,-1119100020)+W(2,1043023116,-1093545812,-1093647750,1070997171)+W(3,-1082044166,1051593249,-1100798567,1013819138)+W(4,-1104735391,1058451408,-1104370519,-1105620254)+W(5,-1091103100,-1096225251,1052307063,-1121077487)+W(6,1035018995,-1112978123,1043811519,1052846459)+W(7,-1097428497,-1127092852,-1107453736,1041369362);WS(1059191103,1030618557); +sum1=W(0,1034200101,1053678608,-1114145283,1047695489)+W(1,-1114663316,-1137634576,-1125278731,-1138534517)+W(2,1032351793,1049973094,1058794603,1053292689)+W(3,1055818163,1053263444,1041016873,1043320696)+W(4,-1100440271,-1098031908,-1087452589,-1078695803)+W(5,-1125225546,-1094543429,-1116533557,-1104858229)+W(6,-1148363237,1026486548,-1194991971,1043453347)+W(7,1033675947,966472909,-1115520783,-1119664758);sum2=W(0,1021496216,-1072453458,-1079530578,1063841069)+W(1,-1095958945,1042172731,1015153576,-1132334880)+W(2,-1095812325,-1094113031,1068683999,1074699170)+W(3,1043477830,1031880682,-1121439437,-1115200049)+W(4,-1116672596,-1112299630,-1135088113,-1126165044)+W(5,-1107446259,-1119142347,1037216194,1034903618)+W(6,1031503244,1023122856,1036078566,1036242384)+W(7,-1100441243,1009915385,-1114450875,1017712520);WS(-1096433855,1052342409); +sum1=W(0,-1117693364,1041070378,-1105417036,1052133240)+W(1,1042648272,-1123398616,1044512510,-1105041790)+W(2,1042163431,-1095385709,1060080198,-1090036408)+W(3,-1090327769,1043184694,-1111854479,1043408999)+W(4,1006023611,1034697390,-1109633387,-1085473397)+W(5,1057448056,-1105658040,-1104977148,1041051171)+W(6,-1113444755,1049542464,-1112382959,1048891757)+W(7,-1111238376,-1106505885,1049508979,-1110665802);sum2=W(0,1039259027,-1119373866,-1086821333,1052826002)+W(1,-1117342490,1036052293,1037381955,-1101694007)+W(2,1043188759,-1082984200,-1077733706,1067327309)+W(3,-1149070344,1052358305,-1102382047,1050777563)+W(4,-1165551167,-1105050294,-1103802686,1068967257)+W(5,1054626023,-1101813629,-1103461210,-1106555317)+W(6,-1113326246,1045229872,-1109909290,1052700624)+W(7,-1098764713,-1099183932,1052205497,-1096821402);WS(1046655614,1069864308); +sum1=W(0,1035633391,1040943483,1045417382,1043913370)+W(1,1050212129,1047844019,1039058852,1043891960)+W(2,-1106200785,1031319761,-1120751363,-1093886310)+W(3,-1098821847,-1088130094,-1092291401,-1082722808)+W(4,-1105260712,1026979270,-1106053451,-1121044950)+W(5,1042106970,1049054225,1041620790,1042598038)+W(6,1050507575,1034433460,1045765948,1041581532)+W(7,1029812249,1017929306,1028938706,1034869942);sum2=W(0,-1098805029,-1101136548,-1094351375,-1097728468)+W(1,1040878916,1049713965,1037060075,1058810464)+W(2,-1082465618,-1084472150,-1085764460,-1140347496)+W(3,-1100091144,1049328541,1062808960,1071144827)+W(4,1017798412,-1108050411,1031330790,1053843229)+W(5,1043199898,986797508,-1119994130,-1097822096)+W(6,1045866690,1039888035,1027046574,1038111290)+W(7,-1100094208,-1104239104,-1098800085,1017716576);WS(-1077527440,1065234224); +sum1=W(0,1031059492,1014606833,1041495444,1031584061)+W(1,-1143158030,-1140389945,1035424519,1013235228)+W(2,-1088676934,-1098001853,-1087241405,-1083911392)+W(3,-1095088526,-1096536807,-1104484775,-1100223239)+W(4,1055802445,1051162632,1059501583,1061276187)+W(5,1050088278,1049527800,1042937212,1037087943)+W(6,-1159469258,1001612013,-1109463457,-1105280809)+W(7,1038556792,986827883,1030875577,1047418837);sum2=W(0,1026928347,1006719462,-1103317527,1043604137)+W(1,-1106627965,1034526167,-1117999031,-1134258967)+W(2,1019217071,-1098369589,1041304779,-1134457784)+W(3,1048134757,-1118427047,1029994729,-1113504087)+W(4,1027288437,-1099640354,1050941648,-1112266437)+W(5,1027462477,1040843010,-1104465031,1054764710)+W(6,-1112677997,-1146387796,-1072403340,-1071428003)+W(7,-1082446250,1059493547,1072461191,1077848621);WS(1034219259,-1130863201); +sum1=W(0,-1122470601,-1125729883,-1119868741,-1092963050)+W(1,-1102984950,1017182198,-1107264969,-1116589116)+W(2,1036468120,1031973022,1045421587,1062931954)+W(3,1062738826,1050208654,990945063,1023027040)+W(4,1033355302,-1125640547,-1122038588,1044707408)+W(5,-1104269382,-1106320445,-1110744610,-1098846428)+W(6,-1104067775,-1112351746,-1106594245,-1094830635)+W(7,-1127079049,-1109997276,-1112571199,-1117279521);sum2=W(0,-1120041672,999703935,-1109032994,1041627711)+W(1,-1111815622,1029813110,-1110751572,-1114401610)+W(2,1041156572,1029144962,1037796455,1046556501)+W(3,1060385029,1040466231,-1103822492,-1076222058)+W(4,-1103868400,1036670980,1043292537,1059414852)+W(5,1048639871,-1105513272,-1100107078,1043280503)+W(6,1036471018,-1107170022,-1115113192,1029249656)+W(7,-1126242312,1043143286,-1101226736,1034327293);WS(-1097041087,-1081891922); +sum1=W(0,1045201037,1042240134,1049780286,1039927583)+W(1,-1122695635,-1110484942,-1117417409,1039840796)+W(2,-1097075376,-1091271089,-1094847921,1059654550)+W(3,1056430510,1057233913,1041827328,1050554535)+W(4,-1126257330,1049467348,1057610047,-1141428591)+W(5,-1089703504,-1087958744,-1096746586,-1096159486)+W(6,-1115394372,-1097795722,-1097045891,-1103383438)+W(7,1036098616,1033721138,1035539581,-1131932502);sum2=W(0,1012982255,-1101224821,-1109376974,-1116588919)+W(1,-1096183361,-1092858264,-1090462581,-1119652925)+W(2,1052214657,1042508745,1042044290,1071547407)+W(3,-1089469015,-1090264503,1039700797,-1083767147)+W(4,-1136022111,-1093748656,1045672838,1065241977)+W(5,1049249478,1047260540,1046964814,-1107087862)+W(6,1032353073,1020863779,-1113516472,1040242686)+W(7,-1120964187,-1103746594,-1100885683,1028764718);WS(-1088621983,1079497913); +sum1=W(0,1027161409,-1102075462,-1120075900,-1109063205)+W(1,-1104005172,-1136555883,-1112015962,1033292370)+W(2,1052712773,1051824794,1057942154,1060662493)+W(3,1062931830,1057800198,1047971474,1059753504)+W(4,-1102058289,-1098602113,-1096292664,-1082645434)+W(5,-1090788424,-1090185155,-1098101583,-1088742454)+W(6,-1100368317,1021667349,-1106147487,1039175801)+W(7,-1129475640,1036809656,1009161622,-1143403778);sum2=W(0,-1150684740,-1114056841,-1164208415,1034698244)+W(1,-1134574697,1043895716,-1101980686,1050191679)+W(2,-1095235693,-1115238312,-1080604054,-1071093346)+W(3,-1083926997,1068501149,1079699126,1056576712)+W(4,1044985054,-1127339724,-1106549807,-1080554397)+W(5,-1104923511,1052487431,1054997905,1029700329)+W(6,1035589955,-1108218072,1022130402,-1106288272)+W(7,1024268734,1036117000,-1130803558,1031345667);WS(-1087955103,1023517655); +sum1=W(0,-1106663590,1037773274,-1116651838,1022742037)+W(1,1040438284,-1117813952,1032561623,-1102318801)+W(2,-1090071677,-1103425461,-1089596734,-1082614473)+W(3,-1088542372,-1092404165,-1100716355,-1098396937)+W(4,1062902614,1055773525,1059014377,1060267482)+W(5,1057943128,1054561254,1051603940,1049819671)+W(6,1013889298,-1100022495,-1101161913,1030094516)+W(7,-1120043085,-1116951793,1035114019,1026546470);sum2=W(0,-1107653444,1032757863,-1150202006,1037010009)+W(1,1026258576,1041748319,-1131622502,-1112646994)+W(2,-1094858135,1061839668,1049735190,-1123088190)+W(3,-1089824138,-1098358767,1049699018,-1103776938)+W(4,1084595456,1074196920,1067688119,1070729644)+W(5,1050587980,1057889952,-1127981435,1048602984)+W(6,-1065438414,-1069856939,-1073375528,-1082206819)+W(7,-1086758222,-1097734258,-1106404220,-1098587943);WS(-1089607615,1063931357); +sum1=W(0,-1156148665,1033042784,1027235975,-1117005684)+W(1,1045226606,-1112863441,1040283212,-1102751384)+W(2,-1089422721,-1099513696,-1086976804,-1083936660)+W(3,-1089259880,-1092850238,-1096473171,-1096124078)+W(4,1059281720,1053472432,1060428066,1061258678)+W(5,1055780369,1057981025,1051704489,1054893029)+W(6,1041177357,-1107985659,-1122980350,-1103260375)+W(7,-1111710595,-1109580750,-1125267169,1035448166);sum2=W(0,1024298597,1037699935,1030404477,-1094400051)+W(1,1052543759,1024136176,-1159281410,-1102232478)+W(2,1074606150,1048614297,-1085515118,-1071672142)+W(3,-1091215560,-1095087497,1050441058,1071366890)+W(4,1080820206,1047271097,-1079656120,-1066721483)+W(5,-1078287609,-1096732136,1057126689,1074685383)+W(6,1030125639,-1121834510,-1166463196,-1101580999)+W(7,1028051862,1009399200,-1117118368,-1113696211);WS(-1083901183,1060981851); +sum1=W(0,-1106299749,1039492049,-1113140273,1055856482)+W(1,-1103186821,-1108369378,-1115937041,-1127954738)+W(2,1048978486,-1107896957,-1119192025,-1090009641)+W(3,-1088174932,1034759564,1008970428,1027686380)+W(4,1016862419,-1115539879,-1098481927,1058119768)+W(5,1052019064,1048477348,1034559233,1044214632)+W(6,-1121286832,1049662006,-1106196840,-1149152444)+W(7,-1101797848,-1146708651,1024756171,-1111878699);sum2=W(0,1030335348,-1110488253,-1096373435,1042224202)+W(1,1038378538,-1117770266,1036930446,-1168276161)+W(2,-1130369060,1056034410,-1097486091,-1094958491)+W(3,1057631708,-1114209587,-1105273765,-1115537765)+W(4,-1106797797,1040331307,1063611375,-1106971469)+W(5,-1093142933,1037075531,-1115233817,1025218793)+W(6,1006653296,-1094310491,-1113782011,1042512890)+W(7,-1140559356,-1114686161,-1115373149,1026640233);WS(1063762143,-1098158381); +sum1=W(0,1027555010,-1113176415,1044835884,-1094480963)+W(1,1042205032,1038186408,-1112247611,1041241393)+W(2,-1106988831,1049655577,-1089572014,1041189880)+W(3,1035602487,-1095655321,995617211,-1102946366)+W(4,1031921883,1032851437,-1106152127,1057311541)+W(5,-1100163979,1046700975,1050763922,-1119959180)+W(6,1033567284,-1099137927,1052671923,-1101762329)+W(7,-1106014811,1044902280,-1094051821,1044480349);sum2=W(0,1010916279,-1108274646,-1108043460,1049469526)+W(1,1061284555,-1097521196,1047936551,-1106103943)+W(2,1040615985,1037755544,-1107213139,-1085933104)+W(3,-1098201753,1027381238,1007266289,1039340208)+W(4,-1103581164,1053142923,-1091384808,-1093682556)+W(5,-1095835641,1044225612,-1101597200,1011948943)+W(6,-1126424725,-1119616718,1062997316,1050086980)+W(7,1044548392,-1099920539,1043928239,-1120667237);WS(1060336095,-1119657045); +sum1=W(0,1023788715,-1117126579,-1108875843,1022815367)+W(1,-1100562722,1043213137,-1111482971,-1142747249)+W(2,1048279897,1044311660,1062204714,1060724749)+W(3,1063043033,1050929706,1037241746,1051192212)+W(4,-1106238784,-1096869700,1019770348,-1081389759)+W(5,-1084472996,-1097593661,-1106654286,-1102133781)+W(6,-1110161279,-1136931731,-1115905233,1034904806)+W(7,-1124661292,1017832853,-1109716592,-1109353889);sum2=W(0,1036664563,-1103288529,-1102134383,1057556566)+W(1,-1099512639,1031668335,-1103860103,1028018661)+W(2,1009247708,-1126560341,-1067246446,1067728497)+W(3,1078180911,-1085231458,1047956293,-1114058193)+W(4,1013790140,-1102369678,1047852878,-1093152080)+W(5,-1110504691,1042704555,-1132621098,1030531898)+W(6,1035577258,1008412166,1016094574,1045655865)+W(7,-1123477495,1023608957,-1112760821,-1120624893);WS(1035518203,1045613832); +sum1=W(0,1044215468,-1096085823,-1102751483,1007706274)+W(1,-1098118842,1051305356,-1096250919,-1106455273)+W(2,1057279232,1043513429,1057361220,1061539183)+W(3,1057962612,1058710773,1037420261,1053125757)+W(4,-1097478568,-1096451901,-1091716958,-1085528932)+W(5,-1093017477,-1091718961,-1100741095,-1097230063)+W(6,1042423606,-1098498663,1012832112,1054368634)+W(7,-1103819295,1057808613,-1100568821,-1111733504);sum2=W(0,-1105709018,1050542737,-1106108137,1027983028)+W(1,1053295819,-1091042532,1049054259,-1108416827)+W(2,1058997495,-1084246791,-1103685622,-1106510960)+W(3,-1089515541,1066680974,-1088412186,1037143386)+W(4,-1086433444,1065459234,1055198365,-1102412567)+W(5,1057925132,-1080963495,1056230430,1049505110)+W(6,1022365788,-1101303092,1040995532,1044759128)+W(7,-1104466949,1043286350,-1096360229,-1106131860);WS(-1103921662,1072713673); +sum1=W(0,1042712209,-1130675027,1041149044,-1108819823)+W(1,-1099465033,-1102885798,-1108891552,-1122152216)+W(2,-1111681022,-1104528338,-1103688784,1055222237)+W(3,1063848575,1053207587,1051374172,1044600823)+W(4,1029885560,1032835743,1053127408,-1089836355)+W(5,-1089832742,-1090841456,-1098121506,-1101098252)+W(6,-1123292759,-1124533373,-1101763282,-1143773237)+W(7,1044926036,1032528402,1040294582,1018003689);sum2=W(0,-1116466906,1032691193,-1110682367,-1134651946)+W(1,1019799157,1020309206,1028255175,-1118897648)+W(2,1017580326,1031996320,1040673767,-1121084452)+W(3,1012141662,-1123645954,-1125118807,1005021204)+W(4,-1100144980,1045143645,1055366708,-1112456349)+W(5,1037079065,1036705771,-1112096331,1021253254)+W(6,1018640494,1067424527,1071822180,1057195246)+W(7,-1078565795,-1073530916,-1087156462,1033125682);WS(1054959295,1011151216); +sum1=W(0,-1124554365,1028540695,-1107828893,-1135601758)+W(1,-1135515507,1032466990,-1110097877,950109203)+W(2,1043778462,-1104732576,1063706911,1052343180)+W(3,1050410381,-1128754020,1034222620,1043960229)+W(4,-1140499785,-1111020475,-1098481604,-1081762405)+W(5,1053053447,-1112972157,1023071124,-1120112616)+W(6,-1103855992,-1113072532,-1121738665,1048654720)+W(7,-1096321673,1012954617,-1110289546,-1114439871);sum2=W(0,-1104841432,1047690020,-1084375561,-1086552004)+W(1,1046416693,1025710892,-1130856953,-1113936449)+W(2,1047456971,-1094867354,1068880529,1065412328)+W(3,-1080289298,-1110380578,-1105039836,1016290713)+W(4,1024424907,1033457856,1046341732,-1087761187)+W(5,1062384539,-1103331799,1024509174,-1126452938)+W(6,991739097,-1129013032,-1103560341,1059009805)+W(7,-1098849357,1045332030,-1104241974,1019994493);WS(1061669311,1066543312); +sum1=W(0,-1120030840,-1111872182,1046388965,-1109640224)+W(1,1051640445,-1104742312,1040612129,1018742870)+W(2,-1097490380,1051889621,-1085299564,1043197314)+W(3,-1099578605,-1114905437,1033952272,-1095793020)+W(4,1038501126,-1110528784,1050043436,1054292822)+W(5,-1095700775,1056051928,-1108619674,1044337364)+W(6,1026361650,-1112085217,1019064063,-1116217609)+W(7,1045441021,-1097066005,-1146667493,1039394788);sum2=W(0,1041249103,1040922446,1047169006,-1133026152)+W(1,1045305983,-1121038685,1032067159,986169209)+W(2,-1098300344,-1147221163,-1097103704,1055827658)+W(3,-1082349433,-1105225178,1036618956,-1102095468)+W(4,1041141085,1014590689,-1094689158,1056443342)+W(5,1051958562,1035590360,-1098250629,-1145857885)+W(6,-1123648820,-1115292810,1021735499,1023898168)+W(7,-1153021086,1038130213,1035045284,1030074795);WS(1066007616,1040865170); +sum1=W(0,1016703369,-1106398093,-1114560988,-1096325697)+W(1,-1094335779,1023023221,-1113231876,1022983872)+W(2,-1154003525,1038441464,-1112021256,1050813825)+W(3,1059033474,-1108543232,1040892233,1034570898)+W(4,-1104662792,1031083397,1052887594,1061249791)+W(5,-1126656183,-1106571274,-1121820472,-1115038347)+W(6,-1111826720,-1146451379,-1102003526,-1102172436)+W(7,-1104413998,-1109007926,-1112600993,-1123919488);sum2=W(0,-1117895883,1036640719,-1092695525,-1109277526)+W(1,1054484712,-1102073467,1047716642,-1115714917)+W(2,-1109314178,-1103775527,-1079308608,-1088245301)+W(3,1032194306,1058556412,-1097777200,1049638324)+W(4,1043196819,1047073701,1032498235,1071134194)+W(5,-1098274857,-1102222667,1028797614,-1109885254)+W(6,1029963629,-1117061975,1053147047,-1113344034)+W(7,1027577620,-1104158962,1019489703,-1106961770);WS(-1112959995,-1090797387); +sum1=W(0,998546749,-1102515009,1018649191,1024148768)+W(1,1036601843,991750171,-1134314668,1024106779)+W(2,-1107113888,-1157171375,-1095395659,-1088418302)+W(3,-1108499994,-1092700079,-1100812608,-1106951576)+W(4,1042251615,1043372984,1057847906,1049085946)+W(5,1054314562,1052242560,1010001228,1043704436)+W(6,1034524319,-1109045169,1025715818,-1107024218)+W(7,1036766314,-1102346050,1041369791,-1136260253);sum2=W(0,-1097076796,1000463738,-1083533587,1064100942)+W(1,1074997490,1043707697,1028507309,-1152835380)+W(2,1045091130,1024736081,1064625577,-1096201033)+W(3,-1071550159,-1106033160,-1118548401,-1111712908)+W(4,1028367411,1040206702,-1112850496,-1086258418)+W(5,1052069491,-1098690685,1050202273,-1113053149)+W(6,1016501386,-1122385083,-1104146558,1050125885)+W(7,-1105686824,1041978517,-1109567340,1032203802);WS(1065286463,-1155116140); +sum1=W(0,-1127743664,1036265535,-1118137852,-1121018025)+W(1,1024160014,1028265374,1031461691,-1116217572)+W(2,-1099417962,-1091060822,-1088882712,-1089265061)+W(3,-1088513194,-1090887512,-1097685517,-1096201501)+W(4,1047837241,1038987540,1061626690,1069311516)+W(5,1053957977,1051214117,1050330231,1045642342)+W(6,1035108393,-1121911642,-1119901843,-1100290432)+W(7,-1101311755,980641778,1030945477,1036102670);sum2=W(0,1023964675,1054178647,-1104607531,-1088748842)+W(1,1034720649,1027793575,1026748348,1048440611)+W(2,-1104287950,-1098771138,1030951671,1062304002)+W(3,1056993385,-1095484784,-1103591056,-1115722179)+W(4,-1095527688,-1106164282,1049293814,1069791349)+W(5,-1106129898,-1093744890,1040804508,-1102843948)+W(6,-1107378538,-1107123343,-1102317974,-1093097006)+W(7,-1107155572,-1104614583,-1111048704,1036145149);WS(-1107864827,-1106183398); +sum1=W(0,-1106667222,1032383543,-1104095901,-1105126732)+W(1,-1119082647,-1099092218,-1106477481,-1100466619)+W(2,1028246417,-1105288567,1024277645,1031807228)+W(3,1024663749,1059042594,1038514313,1061247795)+W(4,1062610107,1048732230,1033194034,-1097352540)+W(5,1042072353,-1097841594,-1132497297,-1116357250)+W(6,-1094330385,-1113355593,-1100412503,-1110531197)+W(7,-1106817153,-1119219065,-1116226478,-1112377140);sum2=W(0,-1124057659,-1107748661,-1106641450,-1106278570)+W(1,-1115427744,1045306633,-1107251222,1044220643)+W(2,1049202878,1029365940,-1100669682,-1090514146)+W(3,1050790854,-1101749265,1044664667,1051259000)+W(4,1055877653,1040631102,-1121942624,-1097531540)+W(5,-1095195500,1044511371,-1123742683,1035140356)+W(6,1043135164,-1120955446,1048773070,-1096084011)+W(7,1040842880,-1101432694,-1108344435,-1156279482);WS(-1107710971,-1103335008); +sum1=W(0,1020774038,-1097452822,-1103681302,-1142400543)+W(1,-1130541650,1035627390,1026485526,1026933710)+W(2,1057965326,1052789750,1061528673,1059882105)+W(3,1058381533,1052101646,1047827121,1048909172)+W(4,-1096736580,-1097416740,-1090723228,-1082070814)+W(5,-1096313647,-1092903493,-1095953623,-1094072619)+W(6,-1108312647,1007270548,1008435167,1032878150)+W(7,1024150455,1029066731,1024752368,-1129872006);sum2=W(0,-1091198687,-1096592719,-1088722291,1017819408)+W(1,-1104841225,1047280108,-1133964792,1046210234)+W(2,1051358993,1056674994,1050253089,1057806550)+W(3,-1098514434,-1095745001,-1121773836,-1101840089)+W(4,1026242284,-1102658445,1039492851,1048044980)+W(5,1047848116,-1114927114,1009730080,-1115459009)+W(6,1036983987,-1112372364,-1109827680,1033031265)+W(7,-1106004699,-1128936304,1044703642,-1121859563);WS(1046617982,-1079283690); +sum1=W(0,-1112235521,-1112371935,1046025067,-1114138877)+W(1,-1100106092,-1106636112,1006684852,-1134743124)+W(2,-1103103206,1005568807,-1082068590,1053438832)+W(3,1050481934,-1113851306,-1101804759,-1101795702)+W(4,1050398983,1053710959,1059470764,1056782757)+W(5,-1084354719,1044662919,1028720557,1040488963)+W(6,1031782004,-1112406582,-1109731202,-1120370051)+W(7,1047048563,-1114617505,-1122334215,1035089325);sum2=W(0,-1123583696,1041752924,-1096033091,1045050816)+W(1,-1111810372,1044170848,1035342189,-1107148363)+W(2,-1114190125,-1107057915,1054169171,1066165326)+W(3,-1090934807,-1094482563,1030376713,-1140242036)+W(4,-1123424510,-1108427412,-1101097272,1060681517)+W(5,-1093738003,-1094742214,-1122528198,1046835784)+W(6,1035265901,1011193218,-1097576107,1037309084)+W(7,-1094306097,1047478278,999245333,-1118953940);WS(1057107647,-1115492411); +sum1=W(0,1043432615,1017716083,-1115224236,1034158091)+W(1,1031606075,1040917102,-1119339928,1006053250)+W(2,1037909322,1044219192,1059480955,1055275264)+W(3,1062186253,1051479740,1036604907,1049031914)+W(4,-1092726398,-1094557923,-1089724826,-1079486955)+W(5,-1094016652,-1090199321,-1111430132,-1124163213)+W(6,1042270260,1036944691,1049175094,1036017407)+W(7,-1112299996,1012181234,1026270626,-1106538704);sum2=W(0,1018646782,-1107779390,1048577488,-1094766117)+W(1,1029078775,-1115207772,1041354677,-1134027235)+W(2,1037675363,1041358579,-1103110037,1063077105)+W(3,-1094239344,-1097294293,-1106609062,1005749079)+W(4,1056993548,-1114299594,-1108103869,1069120744)+W(5,1019393926,-1090842684,-1103795001,-1111892981)+W(6,-1095820604,-1106961783,-1113810892,-1094104293)+W(7,-1100654825,1030620215,1015746998,1031888221);WS(1038408187,-1104646224); +sum1=W(0,-1100666444,1032659338,-1096791479,1050254507)+W(1,-1125163769,1034716030,-1104041563,1024265746)+W(2,1031841147,-1095811512,1046629869,-1086582314)+W(3,-1092033141,-1095590162,1012740704,-1097384267)+W(4,1045835257,1046356758,1055310447,1049546009)+W(5,1059064223,1032941357,1016606100,1043234370)+W(6,-1121385297,-1115316924,-1109718991,1043876936)+W(7,-1115882186,1051195252,-1110386378,-1121465454);sum2=W(0,1033146053,1034495435,1033891153,1015618236)+W(1,-1102272365,1026402836,-1126192412,-1130670616)+W(2,1033178697,1013274853,1044565157,-1083473003)+W(3,1047899954,1033829854,1026659107,-1129244632)+W(4,-1110558215,-1103797816,-1074394842,-1075035519)+W(5,1070896015,-1107786181,1039466503,1033633210)+W(6,-1107600367,1046600596,-1096372667,1071496075)+W(7,1070598351,-1103057086,-1099451771,-1106841766);WS(1060540543,-1145107984); +sum1=W(0,1016949312,1033700674,1008485935,1050394829)+W(1,1025975118,1027755062,-1166944971,1036625882)+W(2,-1111708420,-1115158282,-1112773425,-1105627788)+W(3,-1166436080,1049090616,-1131929874,1027903943)+W(4,999025948,1037057540,-1111113150,-1105528438)+W(5,-1092533512,-1097657169,-1125616567,-1104970374)+W(6,-1110878953,1034636061,1006219749,1047777444)+W(7,1034379342,1023310559,1042471825,1029991232);sum2=W(0,-1112727972,1041061913,1030171918,1049192765)+W(1,-1097932217,-1108991614,-1128255593,-1128975721)+W(2,1028528033,1047913039,1058299937,-1088725965)+W(3,1006741474,1028842331,-1119404040,1019613109)+W(4,1050127712,-1120606988,-1075312291,1051042420)+W(5,1061621025,-1120436768,1041035795,1038145345)+W(6,1039139414,-1090975722,-1096898908,1056682084)+W(7,1043329296,-1136718330,1019658885,1017746289);WS(1058512095,1047466767); +sum1=W(0,1025672397,1032743763,1046625694,1040236986)+W(1,1041791363,1042422310,1024317081,1034505416)+W(2,-1102753041,1015664161,-1102686879,-1099087483)+W(3,-1097904327,-1097334084,-1123206279,-1096407969)+W(4,1037445664,1032570339,-1091026739,-1089271035)+W(5,-1100626131,1051389809,1041773046,1050962859)+W(6,1037433000,1033220516,1035056566,1024398415)+W(7,1043847942,1042353123,1037697617,1047698739);sum2=W(0,-1111694157,-1113457231,1007020677,-1110494513)+W(1,1036239980,1042151096,1014804229,1038268008)+W(2,-1097429792,1040318944,-1109123041,-1087577139)+W(3,-1115766281,1033854974,1056323633,1058473731)+W(4,1052756319,-1131566802,1066240251,1071158756)+W(5,1055974927,-1085216854,-1076147337,-1078122726)+W(6,-1115035673,-1108486657,1057627634,1052796029)+W(7,1037312144,1031946717,-1107413695,-1088208012);WS(-1087119871,1051442968); 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+sum1=W(0,1035142580,1027370573,-1130262537,1035504777)+W(1,-1114438555,-1117883815,1019391016,1002653538)+W(2,1049466778,1058691576,1039593430,1068404719)+W(3,1055172389,1049428736,1057860609,1038434456)+W(4,-1090097411,-1101732588,-1086371009,-1088745136)+W(5,-1085029652,-1087836907,-1099893249,-1090680108)+W(6,-1180331449,1040649373,-1120260556,1040680775)+W(7,1044382793,-1124005336,1042216563,-1112700144);sum2=W(0,-1116884059,1053572077,-1098664530,1052736946)+W(1,-1109898534,-1100793752,1049155169,-1110972354)+W(2,-1098591960,1057696884,-1094622297,1068603564)+W(3,-1110319390,-1092295148,1060435963,-1093610507)+W(4,1049382153,1027480579,-1090176467,1060239128)+W(5,1035982822,-1110105636,1048950002,1038370396)+W(6,-1103314039,-1088718218,-1083506692,-1093271444)+W(7,-1100206230,1032439700,1034453968,1006875670);WS(-1089372991,1071972514); +sum1=W(0,-1138920887,-1111770809,-1102811010,-1115715559)+W(1,1039086134,-1097310634,1031148825,1025838913)+W(2,1036533027,-1104793556,1055175791,-1099167419)+W(3,-1087507272,1049070430,-1119324807,1003453989)+W(4,-1102318256,1048489074,-1087761408,1059252133)+W(5,1053162297,-1114433380,-1118494745,1042268638)+W(6,994211079,-1105180974,1048668925,1002658941)+W(7,-1118760057,1015366427,1042346841,1035401151);sum2=W(0,1030112837,-1120976510,990074782,-1093456890)+W(1,1037465699,1026987255,-1141406991,-1139369648)+W(2,1042265630,1036120703,1034066763,1054439327)+W(3,-1093016348,1018637880,-1135344000,1039303764)+W(4,1026971571,-1114486026,1060265655,1048349987)+W(5,-1099844302,1021593632,-1122669452,-1105461723)+W(6,-1110663804,1036038820,-1093575269,-1097582212)+W(7,1034062294,1015927322,-1131991172,-1112258092);WS(1064707295,-1106068023); 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+sum1=W(0,1031777492,1032754472,1041664052,-1097597536)+W(1,-1104816664,-1113883983,1034668408,-1123431127)+W(2,-1099264287,1043123090,-1089905073,1061087074)+W(3,1058804947,1049386855,1033759807,1048603595)+W(4,1046006998,-1098614104,-1129274543,-1106235787)+W(5,-1084543524,1054195792,-1107840264,1024992909)+W(6,987183826,1036343655,1009990171,-1097811109)+W(7,1031138063,-1097275448,1026038601,-1120606380);sum2=W(0,1045113399,-1114091637,-1107885511,-1138476145)+W(1,-1105540689,1035866831,-1106333432,1027850472)+W(2,1042319052,-1104675582,-1091877193,1051152873)+W(3,-1091823953,1034466874,1039480371,1012452041)+W(4,-1096815184,-1111655631,-1112520325,1061790396)+W(5,1058061302,-1097657024,1040922298,-1158709515)+W(6,-1116743882,-1101972302,1050965596,1049921296)+W(7,-1092103725,1042351236,-1102843808,-1125733657);WS(1056694143,-1116016311); +sum1=W(0,-1113789237,-1100431022,1050877939,1018856325)+W(1,1050520537,-1097203011,-1103919120,-1146363818)+W(2,1051083644,-1126988186,1064972735,1040063173)+W(3,1063261729,1049408537,1026641091,1053332672)+W(4,-1097139864,-1094809972,-1089357240,-1094444318)+W(5,-1089641983,-1094346349,-1100978845,-1097363714)+W(6,-1123205479,1034447326,1036660918,-1108178982)+W(7,1047968461,-1113292277,1038849023,-1114302469);sum2=W(0,-1117908102,1013765983,1045942570,1086231745)+W(1,1048993826,-1110131683,1005670802,-1126497913)+W(2,1019359999,-1145413682,-1095749402,-1062836828)+W(3,-1094656357,1037693606,-1125761673,1018172516)+W(4,-1120905960,1028148573,1032861566,-1087097136)+W(5,-1145044098,1040390747,-1112982831,1016402027)+W(6,1017197102,1027705717,-1127537989,1031521084)+W(7,1027867224,-1114691836,1031905995,-1122299754);WS(1058898623,-1129627348); +sum1=W(0,-1115961291,-1114910804,-1099814536,1014875535)+W(1,1042946610,1008636276,-1106406626,-1120594878)+W(2,1024824451,1028416398,1053775806,1049045373)+W(3,-1081844071,1031972351,1007262993,1044145240)+W(4,1015893437,-1107386562,-1081677098,1054905786)+W(5,1057687981,1045923489,1043411542,1016529769)+W(6,-1111982511,1040362701,1049488325,1016424474)+W(7,-1105282974,-1118478155,1018226304,1008933435);sum2=W(0,-1133545882,1048887568,-1092588040,1040041167)+W(1,-1098849827,1009986974,1044263399,-1120224962)+W(2,1024635319,-1104650552,-1106613727,1061771033)+W(3,1059347143,1020453405,-1100016935,1003801667)+W(4,-1123675276,1009836758,-1090053582,1063348295)+W(5,-1095509129,-1091467004,1034750124,1013849670)+W(6,1049399700,-1109494815,-1105276085,-1099749985)+W(7,-1094328117,1040581639,1041257354,-1116729410);WS(1051954047,1053754534); +sum1=W(0,-1115617616,1024010640,-1105864485,-1104806436)+W(1,-1109064955,-1116880702,-1125878182,1017392662)+W(2,1038078984,1036755054,1063482792,1054877383)+W(3,1061183100,1032370277,1043596932,1041423460)+W(4,1012663597,-1111840872,-1094956956,-1088048944)+W(5,-1092794954,-1106496725,-1106933961,1027390113)+W(6,-1106689047,1027644834,1000291764,-1099610254)+W(7,1030290339,-1110075188,-1134690355,-1125796047);sum2=W(0,1032585330,-1120362784,1053495069,-1103911013)+W(1,-1152525762,-1128147020,1012657824,-1104983105)+W(2,1041153226,1038083675,-1085822417,1062089523)+W(3,-1088542584,1044421032,-1113855086,1041652917)+W(4,-1098242715,-1097998955,-1097864806,1056336567)+W(5,1061326318,1046053205,1042938789,-1160964996)+W(6,1045110917,1041971655,-1094674500,-1090235355)+W(7,-1100885631,-1141849761,-1114518568,1032164357);WS(1061027871,-1104546242); +sum1=W(0,-1105616597,1044372474,1021564129,1044930783)+W(1,1046184033,1039863327,1037242932,1036593932)+W(2,999947493,-1093243621,-1093936864,-1082760108)+W(3,-1089254915,-1087020314,-1095491356,-1089177610)+W(4,1020340785,1054887248,1050165368,1059757863)+W(5,1059995997,1055330116,1049586618,1053764638)+W(6,1044086916,-1111771647,1042456335,-1109427891)+W(7,-1109416824,-1114227250,-1119355674,1025046581);sum2=W(0,-1071093827,1026041138,1068370917,1068180608)+W(1,-1099034443,-1126398467,-1114641099,1032038973)+W(2,1060306884,-1087262504,-1080863241,-1104665609)+W(3,1065726420,1036496204,1052019191,-1112342652)+W(4,1049935328,-1137957530,1024099582,-1097098353)+W(5,-1115701817,1043337171,-1155572887,1039831002)+W(6,-1107356858,1030953599,1026067688,-1149593287)+W(7,1031805059,-1111590832,-1110320626,-1165279566);WS(-1085156031,1045210454); +sum1=W(0,1032928297,-1111119484,1023710638,1012189550)+W(1,-1119437633,1039427612,-1114651991,1039591187)+W(2,1062377574,1050029461,1062121112,1061895670)+W(3,1058328143,1050106073,1051812528,1050020631)+W(4,-1090582815,-1097825399,-1087364538,-1084850381)+W(5,-1086721078,-1087870448,-1095972450,-1089842983)+W(6,-1097791665,1025846477,1032229097,1038427330)+W(7,1040335420,1036234257,1026163704,-1146480404);sum2=W(0,-1123647935,1039341132,1035983028,-1100132407)+W(1,-1107056231,1035406254,-1116224056,1039408558)+W(2,1061817512,1048143772,-1106274437,-1080635557)+W(3,-1101127944,-1113472410,1025367216,-1101636583)+W(4,1083879676,1075567701,-1081957201,-1069811820)+W(5,-1080342730,-1083251742,-1113852980,-1087422720)+W(6,1056516802,1037735150,1028242764,-1096421593)+W(7,1035329144,1030744652,-1094803270,1049804166);WS(-1079692512,1054562755); +sum1=W(0,-1109749038,-1107273417,-1102577952,1030213964)+W(1,1036563817,1046944740,1031914983,1050658577)+W(2,1042438683,1049923207,1044388569,-1113189609)+W(3,-1089184118,-1087748930,-1096053014,-1091524869)+W(4,-1092016161,-1091034933,-1089719139,1050309800)+W(5,1048990040,1053009554,1048709856,1049517424)+W(6,1050333996,1042543591,1055304278,1034159515)+W(7,1040366472,-1122229091,1006842402,1034826102);sum2=W(0,1041125733,-1097603156,-1103003109,-1107000988)+W(1,1032085636,1048646468,-1094740103,1056003520)+W(2,-1094982607,1045744428,-1102781952,1063877853)+W(3,-1096755169,1041101455,1038162032,-1106723297)+W(4,1055140379,1049918932,-1106862916,1066829095)+W(5,-1090474230,-1081598978,1049572267,-1085369603)+W(6,1061130686,990353951,1058588396,-1096233798)+W(7,-1095838692,-1089860215,-1096717844,1044183141);WS(-1080283264,1053171958); +sum1=W(0,1045885175,-1113658461,1034538909,974135701)+W(1,-1122513036,-1118011958,998696774,-1108239136)+W(2,1054395509,1050045174,1055879386,1060600957)+W(3,1061640838,1060753746,1054788217,1061053402)+W(4,-1083475508,-1095192933,-1085810962,-1084797135)+W(5,-1086057732,-1087204563,-1092652351,-1108529436)+W(6,1028512496,1035446876,1026195253,1044250612)+W(7,1037521197,-1117222317,1038575473,-1101819472);sum2=W(0,1049760823,-1132622893,1033001558,-1136534149)+W(1,1043696998,-1092886300,-1098156850,1058228696)+W(2,1082611215,1077078383,1066257283,986681348)+W(3,-1084657320,-1069070549,-1072372844,-1074505611)+W(4,-1114287788,1055018182,-1101461080,-1078537691)+W(5,1054805894,1065047159,1049854091,-1082348593)+W(6,-1130959534,1035090608,-1112584386,-1090394759)+W(7,1058031741,1038822180,1041633511,-1115499033);WS(-1073398920,1057727890); +sum1=W(0,1041979362,-1106188342,-1108985859,1040300287)+W(1,1044683952,1046284093,1044621499,990388050)+W(2,1052994159,1056847849,1060197326,1059196498)+W(3,-1094535618,-1094105983,-1102914751,1043962286)+W(4,-1092671491,-1087976920,-1085676269,-1108460501)+W(5,1051731585,1046385743,1031818215,-1104493131)+W(6,-1110295050,1033778006,1040328063,-1114468666)+W(7,-1102804911,-1098429184,-1104640754,1033981777);sum2=W(0,1021160276,-1093219342,-1089562294,-1106388958)+W(1,-1099093932,-1180890998,-1090965228,1057228486)+W(2,-1089430647,-1135654176,-1079796815,1074674993)+W(3,-1098010580,1052929457,1040584224,1047748991)+W(4,-1102895535,1044152573,-1095163331,1074136497)+W(5,-1095203310,-1099885509,1041387674,-1131585606)+W(6,1031984432,-1096279754,1011763192,-1101895278)+W(7,-1117345690,-1095468231,-1107912603,1045144673);WS(-1087643711,1073414034); +sum1=W(0,1043421796,-1116796288,1042590607,-1098636497)+W(1,1008405302,1005024220,-1106384411,1029633907)+W(2,1043019738,1056957030,1048028053,1065994910)+W(3,1061262410,1059267719,1045820026,1054563645)+W(4,-1091862260,-1093379129,-1089120888,-1081315117)+W(5,-1088787029,-1093593189,-1108751805,-1106230054)+W(6,1028452722,-1112484637,1043084437,-1120978641)+W(7,1046109207,-1105879924,1024805700,-1095994501);sum2=W(0,1015257573,-1117575950,1040590395,1040031817)+W(1,-1104875608,-1111928738,-1124331304,-1104400845)+W(2,-1101361376,1051853927,1007636882,-1085239439)+W(3,1029484438,1055085469,-1104410806,1055334030)+W(4,-1151605286,-1126719224,-1099060090,-1069257368)+W(5,1078894141,1065488662,-1097362053,-1099504604)+W(6,-1114431290,-1122150057,-1123376079,-1122292554)+W(7,1045790053,-1105709439,1046590167,-1096100911);WS(-1089052703,1050218486); +sum1=W(0,1024924308,-1124263665,-1114112032,-1101857739)+W(1,1004177297,-1132101549,1037546120,-1127618735)+W(2,1032977094,1048865735,1032370348,1057017435)+W(3,-1096925880,-1106597310,-1101706323,-1138126252)+W(4,-1127622480,-1103037451,-1093324152,-1130658874)+W(5,1049797356,-1147023991,-1148374781,1041185327)+W(6,1016061078,1027347950,1047024376,-1114101947)+W(7,-1136753151,-1136950735,1016234194,-1135392976);sum2=W(0,-1103127935,1034551493,-1131095837,1056852609)+W(1,1041291951,1031312786,-1119687326,-1125922018)+W(2,1033687244,-1111330163,-1111327049,-1097897810)+W(3,-1092598078,1027703970,-1119650108,1037109557)+W(4,1044282132,-1132159854,1043675418,1038437355)+W(5,-1085166716,-1122838335,1030316614,-1115941571)+W(6,-1115309191,-1101537844,989659429,-1126658673)+W(7,-1101159602,1065573620,1035948285,1021015548);WS(1065854560,-1114586365); +sum1=W(0,1025132845,-1132208108,1043375962,1036127555)+W(1,1042813603,1042302785,1041475414,1044294516)+W(2,-1093129789,-1097600366,-1094779500,-1085251325)+W(3,-1085614646,-1083792532,-1088034874,-1081301837)+W(4,1039292161,1047014713,1054220253,1059484531)+W(5,1058902029,1058554289,1049492791,1057966909)+W(6,1052478106,-1114318540,1045472794,1040640636)+W(7,1026772633,1030110605,-1123458066,1048041627);sum2=W(0,-1082315074,1044643809,-1098370418,1032322202)+W(1,-1088636595,1057109638,-1093539506,1061431798)+W(2,-1085719643,1026206592,1060376399,1066420950)+W(3,1042910065,1025783712,-1117795056,-1120476284)+W(4,1072912386,-1098026838,1068488422,1072201946)+W(5,1055106268,-1087763572,-1084317601,-1077472196)+W(6,-1097858732,-1097387905,-1097681385,-1095903963)+W(7,-1092707091,-1104219349,-1087895305,-1105350768);WS(-1071370880,1080498273); +sum1=W(0,-1117491793,1039364315,1035846886,1023528601)+W(1,-1131889533,-1106314247,1028375004,1013100112)+W(2,-1117320376,-1100646881,-1094786920,1045848824)+W(3,1057069771,1055228236,1020389492,-1127017775)+W(4,1025681812,1049740511,1058631773,-1094741601)+W(5,-1088346742,-1102894479,-1138962992,995411618)+W(6,-1112958490,-1103504723,-1105396320,1032469201)+W(7,1034336534,-1144513794,-1116565942,1002008579);sum2=W(0,-1097850747,-1107398437,-1085613590,1042292809)+W(1,1054106205,-1106648125,1035361236,-1122554235)+W(2,-1108946242,-1114277717,1063125687,-1084555354)+W(3,1059764079,1041901467,-1103098774,-1148617751)+W(4,-1129761151,-1118690429,1040789135,-1101999238)+W(5,1051725304,-1128317719,1022272136,1025957669)+W(6,1024320851,1012636527,1029278628,1026191463)+W(7,-1119736004,-1127460399,-1115360404,997652141);WS(1058528159,1053906024); +sum1=W(0,-1112917396,1035675727,-1104938189,1040468760)+W(1,-1105254898,1020887917,-1113141838,-1149793215)+W(2,-1104256080,-1092229473,-1097223269,-1082484606)+W(3,-1103704557,-1100912091,-1118771074,-1099449368)+W(4,1023681564,1058833811,1051100098,1061928249)+W(5,1057519273,1047691241,1047329733,1044776397)+W(6,1039659283,1021887717,1033492802,-1119337706)+W(7,-1099217437,-1127325712,-1114402703,1024214504);sum2=W(0,-1129442596,1023778714,-1113953277,1026809294)+W(1,1035644478,1034718426,1016827280,1038084720)+W(2,1040644144,1033307012,1056896617,-1080168883)+W(3,1030172798,1046899220,-1114672577,-1138817753)+W(4,-1106302200,1056981996,1082625405,-1064674592)+W(5,-1098216535,-1107268878,-1138831353,-1118740750)+W(6,-1105488042,1014815489,1048992482,1043950232)+W(7,-1120732434,-1121557578,1026207834,-1122753582);WS(1050028863,1057904824); +sum1=W(0,1016998719,1031484924,-1113918453,1035763396)+W(1,-1100192683,1046082071,1023767163,-1109585801)+W(2,-1115527732,-1114471481,-1092713340,-1086973069)+W(3,1048884339,-1093669960,-1109475380,-1102684193)+W(4,1049960370,-1097014217,1059124695,1055821255)+W(5,1045748179,1046233018,972758359,1047341446)+W(6,1033316845,1045307870,-1113659631,-1113580281)+W(7,-1104759887,1024760783,1028768132,-1118597711);sum2=W(0,1042577042,1035985609,-1132583692,-1108557005)+W(1,1045882832,1049978360,-1123148614,1037998467)+W(2,1058174637,1022451597,-1083350192,-1102051996)+W(3,-1096734805,1040525485,-1111555351,1012738322)+W(4,-1093234196,1028288917,-1089654696,1066585170)+W(5,-1112976831,-1101233023,1016281700,1035922998)+W(6,1036828005,1036599280,1043707159,-1099096459)+W(7,-1117191962,1038823523,1010883764,-1106116243);WS(1064158815,1035299335); +sum1=W(0,-1112803360,987363362,1040202935,-1148543050)+W(1,-1119103150,1016866897,-1120253212,-1136961231)+W(2,1016610641,-1111853690,-1090418272,-1086418793)+W(3,-1096774480,-1106302329,-1125874772,-1111706212)+W(4,1043480489,-1116662313,1043761841,1062267936)+W(5,1026731899,1046949595,1044534239,1038415821)+W(6,1023721675,-1114846141,1040437218,1044974085)+W(7,-1112576238,1035797256,-1118929285,1017229376);sum2=W(0,982347958,1032509555,-1111294086,1034453505)+W(1,-1107492941,1047671755,-1114281099,1041657921)+W(2,-1130481715,-1105443060,1041532435,-1090026061)+W(3,-1115327745,-1099067440,1007189687,-1106888056)+W(4,1039697927,-1102232537,1059036310,1065332554)+W(5,1049776291,1035057967,-1116755236,1039394631)+W(6,1029826582,-1106323503,-1087181565,-1095157490)+W(7,1032022369,-1113855935,-1137758215,-1116441678);WS(1064590463,1056702913); +sum1=W(0,1029043770,1053372231,-1096751755,1042753121)+W(1,-1132040847,-1098166823,1054745035,-1101919647)+W(2,-1118119137,1049750478,-1090400466,-1089893441)+W(3,1035942347,-1098407696,1057009004,-1105867448)+W(4,1044521535,1040212560,1048069253,-1098259842)+W(5,1046519145,-1126503113,1029470901,-1137574860)+W(6,-1108622774,1055292354,-1086796959,1028130891)+W(7,1043794349,-1097599727,1057963224,-1099480944);sum2=W(0,-1112469736,-1109993908,-1113626244,-1101975228)+W(1,-1113395603,-1115391866,-1111764318,-1114050909)+W(2,1047380321,1048112351,1039961237,1053720344)+W(3,1033059361,-1117206471,1050486894,1029031616)+W(4,-1107309008,-1096267194,-1149218892,1041967405)+W(5,-1105421186,1041082150,-1097114178,-1116211284)+W(6,-1130012001,1044766357,1024449363,-1105185961)+W(7,1034928166,-1103730760,1041700935,-1133808950);WS(1049282175,-1081654589); +sum1=W(0,1026879882,-1106636470,1025593670,-1120434947)+W(1,-1109057316,-1103814142,-1108405355,1025046173)+W(2,1056840376,1051340514,1059046350,1060994015)+W(3,1062254571,1054415372,1044610849,1057281100)+W(4,-1089715922,-1103588481,-1087728227,-1081081863)+W(5,-1089160278,-1110084674,-1097611347,-1102762237)+W(6,1023576205,1019713064,1018583793,-1116831948)+W(7,1040563949,-1148705741,-1130543166,-1108038889);sum2=W(0,1021240677,-1117500355,-1104166105,-1110155670)+W(1,-1101525323,-1099065181,-1135933351,-1100288377)+W(2,-1112389783,-1154883848,-1102583420,1061056453)+W(3,-1123615532,1038434309,1041908272,-1120914319)+W(4,1025718250,-1096682611,1048911763,1065471868)+W(5,-1149445264,-1090281103,1042017461,-1131934595)+W(6,-1104779102,1051908652,-1093040032,1051220588)+W(7,-1113750073,-1098156535,1046751376,-1100861861);WS(1044733566,-1111466942); +sum1=W(0,1033634167,-1105078967,-1104340430,-1106426842)+W(1,-1101553619,-1110993602,-1113465444,1020428386)+W(2,1060020808,1041929508,1062221635,1060048443)+W(3,1059584252,1054717575,1044713794,1047352089)+W(4,-1092913556,-1103349137,-1092289734,-1090785767)+W(5,-1094348262,-1097827057,-1098824243,1041060918)+W(6,-1112663104,-1134753630,-1126194825,-1110397240)+W(7,-1114529117,-1113238887,-1140846474,-1094820883);sum2=W(0,1040248415,-1113076108,1043824330,-1105221470)+W(1,1036602392,-1134849104,-1163695359,1011808464)+W(2,1084299283,1066146464,-1073408210,-1067326117)+W(3,-1097425816,1016852200,-1119512248,-1118870508)+W(4,1054267917,1032173778,-1102778436,-1084477148)+W(5,-1149511007,1040914456,1026379762,1011171408)+W(6,1002599056,1029289900,1027082476,-1116688572)+W(7,1024010398,-1121212984,1007530464,1020903456);WS(1041204862,1020998748); +sum1=W(0,1041320410,-1111643799,1033147201,1033305824)+W(1,-1110534482,1048653459,-1106102028,-1129433652)+W(2,1040787048,1044400490,-1112000574,1057857240)+W(3,1058317173,1013490791,1040475768,1032979455)+W(4,-1129649268,-1096018340,1041936758,-1090212595)+W(5,-1083609992,-1108280561,-1098465902,-1104103124)+W(6,-1136864165,-1123167632,1014392453,1043382402)+W(7,1046901861,1040774794,-1121200123,-1123801518);sum2=W(0,1033367466,1036408153,1049195658,-1116950481)+W(1,-1081345874,1035726191,-1109751565,1034565507)+W(2,-1105739926,1041467605,-1097896497,1069287141)+W(3,1045676499,-1097322898,1034595972,1022861151)+W(4,1035166617,-1116824529,-1127250349,-1103787577)+W(5,-1104285546,-1110450029,1041775082,-1111377560)+W(6,-1121294834,1020242785,1024987646,-1113169844)+W(7,-1109755223,-1162599282,-1128984227,1015705141);WS(1061587071,-1140717261); +sum1=W(0,-1112565188,1035683412,1034588141,-1105710858)+W(1,1024277837,-1104681461,1033519565,-1097426768)+W(2,-1082585266,-1091946062,-1086181493,-1084260507)+W(3,-1087521200,-1094344584,-1109665588,-1092361421)+W(4,1063001355,1057075562,1061257307,1062016535)+W(5,1059484653,1051726365,1053582679,1050023351)+W(6,1029148274,-1133150565,-1121255338,1031972073)+W(7,-1140527211,1015752222,-1140031633,1054184694);sum2=W(0,1052095029,1040595366,-1098987175,-1084153168)+W(1,-1091290481,-1096720628,-1101102486,1044734380)+W(2,-1068831962,-1076957703,-1081538085,1037971476)+W(3,1070110671,1069986978,1074264190,1070997731)+W(4,-1076286348,-1081349117,-1088771362,1057908839)+W(5,-1114213425,1063483875,1068552571,1075267150)+W(6,1061242602,1046002483,1040290526,-1093902656)+W(7,-1094367529,-1094489561,-1099236623,-1081182731);WS(-1071242520,-1095264341); +sum1=W(0,-1097248122,1017326143,-1105336241,-1091856432)+W(1,1051920949,-1097210280,-1122345698,999615444)+W(2,1057257956,1050464317,1059871125,1058219580)+W(3,1056167546,1051126389,1047883744,1055359408)+W(4,-1095464807,-1098731544,-1096805078,-1088025845)+W(5,1032394345,-1089070234,-1102431837,-1098523426)+W(6,-1098637431,1039614697,1034135507,-1098503641)+W(7,1057766069,-1095933097,1030493340,-1112287963);sum2=W(0,-1132961311,1034954689,-1131131128,-1105685093)+W(1,1044104138,-1118659572,-1117347443,-1140373421)+W(2,1038597560,-1114842936,1039456110,-1104727669)+W(3,-1085849936,1053272959,-1117746499,1049759548)+W(4,-1089057302,-1113751042,-1095192990,-1097910004)+W(5,1064526735,1045257331,1054461586,1062278408)+W(6,1055074030,1048893008,1046429121,1057064004)+W(7,-1091871118,-1096323208,-1090448877,-1081803378);WS(1055746431,1040288248); +sum1=W(0,-1154016945,-1117613130,-1108247483,-1114072538)+W(1,-1103530014,-1134724696,-1102903742,1046496384)+W(2,1057716289,1055590360,1059644857,1067207252)+W(3,1062212336,-1104299500,1049302591,1054319858)+W(4,-1093759650,-1094487986,-1089867895,-1085229664)+W(5,-1089860607,-1088563377,-1097577389,-1094962569)+W(6,-1122750430,-1117149477,1031955359,1016534394)+W(7,1044969554,-1137442922,1035178328,-1108831509);sum2=W(0,1041968914,1026703145,1033601916,1035338047)+W(1,-1106207855,-1094112140,-1100978937,-1106593629)+W(2,1051752153,-1115260470,1038625472,1052354182)+W(3,-1118891350,-1081023345,-1084581041,1066756564)+W(4,-1123800846,1035127537,1035458769,1035609386)+W(5,1057116581,-1104080857,1055976243,-1101750238)+W(6,-1117011966,1031245794,-1109678904,1050054059)+W(7,-1098815779,1038926653,-1108176195,-1107244818);WS(-1089881759,1037957184); +sum1=W(0,1000251530,-1117869170,1029072469,1031851625)+W(1,1024508279,-1105582638,-1121710869,-1105403363)+W(2,-1098029886,-1095515176,-1089055515,-1079829205)+W(3,-1094362449,-1105281331,-1112643769,-1102959900)+W(4,-1105974859,1060224425,1060210489,1061092856)+W(5,1060581840,1056017638,1040568609,1050032516)+W(6,1041712355,1040628361,1042449912,-1119516507)+W(7,-1102207965,-1107063314,-1112932479,-1124065669);sum2=W(0,1051114274,-1105565679,1055378846,-1098769061)+W(1,-1106275827,-1101598109,-1109849433,-1104426610)+W(2,-1102532150,-1114476854,-1082969540,1064670328)+W(3,-1102001010,1044770567,-1114021751,1049459491)+W(4,-1093533301,1038543175,-1075201485,1077554590)+W(5,1048871628,1040464379,-1111404687,1049461049)+W(6,1042271071,-1112348507,-1087360189,-1100903801)+W(7,-1115312306,1031777408,-1125205988,-1104546886);WS(-1089609215,-1090633405); +sum1=W(0,-1095985139,-1131730646,-1106836118,-1120898567)+W(1,-1122196780,-1108220230,-1113602180,-1111282801)+W(2,1060468726,-1114989785,-1111340153,-1083229835)+W(3,-1097505195,-1091862496,-1118278055,-1094974325)+W(4,1029992257,1035463235,1053834481,1057093887)+W(5,1060127651,1056095953,1053644551,1060964715)+W(6,-1106189340,-1121474072,-1109753904,-1170836447)+W(7,-1099640750,-1106303115,-1102165833,-1114233933);sum2=W(0,-1102755055,-1123071369,-1101642458,-1121616776)+W(1,-1123659230,1034971308,-1114444448,992820811)+W(2,1028184991,1018963304,1042446539,1048904011)+W(3,1022095962,-1102092583,-1115812270,-1115600403)+W(4,1014375557,1034540123,-1110958917,1055634924)+W(5,-1122273513,1047229966,1006913192,1032293939)+W(6,1018724927,-1154538439,1030328833,-1104340897)+W(7,-1123674010,-1103087688,-1118183380,-1116477720);WS(-1089497119,-1083970920); +sum1=W(0,1049400081,-1112985379,1032734776,1046931016)+W(1,1032966898,1026703569,1023567673,1020804657)+W(2,1017038202,1054102421,1052273107,1050677101)+W(3,1056472798,1054012759,1046736000,1054561791)+W(4,-1096866095,-1092440080,-1090492445,-1077775563)+W(5,-1095500286,-1141821439,-1103091876,-1096856494)+W(6,-1129668560,1023489999,1039999326,1047866250)+W(7,1031139121,-1128248842,1037611037,-1102316761);sum2=W(0,-1119432539,-1114702364,-1131454616,1045807900)+W(1,-1107556037,-1138592655,-1120197723,-1116354551)+W(2,-1113150368,-1107904829,1051795717,1065572002)+W(3,-1104213250,-1096394963,991774812,991245404)+W(4,1049552369,-1109676099,1049548364,1052256292)+W(5,1058452060,-1077576443,-1102019177,1049782966)+W(6,-1123950204,1034167140,1018171432,1024318084)+W(7,-1104886632,-1103410805,-1103678409,-1123412946);WS(-1092399743,1070790531); +sum1=W(0,1031557241,1024013147,1045977841,1049827334)+W(1,1044712430,1042539942,1022243624,1042631871)+W(2,-1110110152,-1123928476,-1100428029,-1093314535)+W(3,-1098211617,-1120318828,-1110797385,-1103475236)+W(4,-1086332927,-1104003948,-1091187884,-1110202001)+W(5,1031718940,1031171411,-1118825252,1047659449)+W(6,1040307665,1029330819,1054647477,1048337215)+W(7,1045074033,1042256462,1034920639,1041342974);sum2=W(0,1035080118,-1111978522,1043189101,-1107203795)+W(1,1020874649,1040978901,-1103963851,1014904337)+W(2,1049091174,1049791001,1038894820,-1088677682)+W(3,-1074681252,1032440616,-1139760881,-1132242473)+W(4,1068767241,1068692590,1041587068,-1079138335)+W(5,-1088844169,1033618204,1036797334,1040720920)+W(6,1056655092,-1120502660,1054889999,-1094007639)+W(7,-1106617291,1037089622,-1115116202,1029103732);WS(-1076899872,-1090262268); +sum1=W(0,-1111775583,-1105515965,1031134981,-1152866339)+W(1,1022185487,1031461535,991487050,1013082739)+W(2,-1105212520,-1109220950,-1105276619,-1081197371)+W(3,-1085735312,-1090100176,-1106571081,-1094472404)+W(4,1053805936,1044900104,1061229259,1056451270)+W(5,1061180827,1061600458,1040836429,-1114201801)+W(6,-1130865048,-1124779047,-1108606366,1012899053)+W(7,-1111684786,1038272628,-1123743158,1043636133);sum2=W(0,-1092758077,-1099940688,-1096959860,-1093749782)+W(1,1047974360,-1120633714,1036248767,-1113388587)+W(2,1054372816,1036990346,-1102824961,1072234824)+W(3,-1091574668,-1098403340,-1097220109,1024848209)+W(4,1025999909,1044094629,-1093700170,1074465248)+W(5,-1086059593,-1083936129,1045585843,-1093741871)+W(6,1025560437,1015649794,-1134776466,-1118772240)+W(7,-1097328702,1035273338,-1098634116,1051989609);WS(-1097318719,-1106686758); +sum1=W(0,-1138034233,1022220430,-1115259277,1037878284)+W(1,-1109043646,-1118564628,-1132126739,-1123355602)+W(2,1031803579,-1105675680,1060345356,1040095311)+W(3,1057210483,1018511203,1038086620,1040876381)+W(4,-1107190316,-1110575515,-1091489993,-1082557626)+W(5,1054616755,-1113047197,1037558661,1040895458)+W(6,-1118470609,1013564641,1028754310,1043380040)+W(7,-1126688788,-1103180903,-1105313401,-1110366427);sum2=W(0,-1116780480,1034654933,1033980194,-1106740681)+W(1,1037910476,-1110588743,1033369701,1006481529)+W(2,1011610145,-1109786563,1034290987,1058839838)+W(3,-1112504437,1048688059,-1100404580,1024874106)+W(4,-1126532250,1049246354,-1098441369,1055488745)+W(5,-1081564854,-1109313096,1046210019,-1122526519)+W(6,1031867194,-1117436106,1050453777,-1098876833)+W(7,-1101879397,-1105182695,1033744368,1042001428);WS(1061957727,1058150789); +sum1=W(0,1009728708,1031914819,1043097483,-1106863550)+W(1,-1097372952,-1108191069,1032793786,-1129266281)+W(2,-1099288198,-1097230757,-1087266183,1043273168)+W(3,1055416522,1050026271,-1110590381,-1108247452)+W(4,1046412713,1055587995,1056802398,1049133325)+W(5,-1086687979,-1105368103,-1107437206,1042988739)+W(6,1036440691,-1109853493,-1106212891,1023154886)+W(7,1047286155,1036106272,1024106902,-1120124353);sum2=W(0,1021676194,-1104415808,1041444786,-1104915444)+W(1,1042839409,1025561656,-1111488206,-1119893126)+W(2,1026925373,1041631623,1049347642,-1075706495)+W(3,1068941883,1049874161,-1096918949,1030080935)+W(4,-1130821928,1047340087,1055108729,-1078646873)+W(5,1058328878,1054741696,-1108156193,-1107876167)+W(6,1011207236,-1118374396,1032289888,-1097824639)+W(7,1041964936,-1122940124,1033049167,-1131526532);WS(1058678303,1013994144); +sum1=W(0,-1118673511,-1145988558,-1107600786,-1097799452)+W(1,1050901309,1025019066,1034380585,-1117490811)+W(2,1050426208,1032382213,1059103555,1061451838)+W(3,-1098106458,1032049821,1038038624,1043957152)+W(4,-1111022430,1019043839,-1086017695,-1090188381)+W(5,1050664020,-1093177128,-1133222475,-1113568728)+W(6,-1110204509,-1116037137,1043824660,-1111434373)+W(7,-1123560275,1043538778,-1104489131,-1110765932);sum2=W(0,-1105859137,1047608842,-1101390223,1011548907)+W(1,-1098146078,1047719826,-1099968186,1028887915)+W(2,1052524883,-1096529292,-1103682938,1018027622)+W(3,1039330573,-1101134187,1054816538,-1105962981)+W(4,-1116369180,1033298597,-1095014501,1063707518)+W(5,1056731707,-1086128756,1037701277,-1150004284)+W(6,1025172812,1035180205,-1138831970,-1096368530)+W(7,-1094263126,1061932077,-1095466983,1016476277);WS(1063038079,1033861047); +sum1=W(0,-1111914898,1040884807,-1102681756,1061986003)+W(1,-1095429920,-1109559865,1034752240,-1104233906)+W(2,1016779545,1014390112,-1109833994,-1095449911)+W(3,-1097838100,1019923216,-1148961393,1009274926)+W(4,-1107257338,1045397811,-1096677860,1065846455)+W(5,1029008656,1039008680,1033037520,1029851870)+W(6,-1114919788,-1162045399,-1101855164,1049909751)+W(7,-1097193708,-1113534130,1007645095,-1103320918);sum2=W(0,-1112457849,-1106002020,-1103752624,-1114732591)+W(1,-1102536580,1029961226,-1114728817,1038070251)+W(2,-1117177515,1017665294,-1098231154,1062239338)+W(3,-1097906884,-1101585142,1037597321,-1112453861)+W(4,1031942991,1033022206,-1133545004,1061426536)+W(5,-1109528685,1032626487,-1114069131,1032988844)+W(6,-1106095669,1041685053,-1095196752,1046863079)+W(7,-1105989872,-1120505375,1028074076,-1124888510);WS(1060691839,-1121680521); +sum1=W(0,-1112633460,1034282296,1016470792,-1124091490)+W(1,1036530779,-1110508885,1036991882,-1133939630)+W(2,-1105323108,-1097943963,-1091137362,-1083253895)+W(3,-1090987401,-1090137469,-1098291034,-1093525810)+W(4,1045243383,-1117038833,1060606770,1065759511)+W(5,1062311590,1056765570,1054157412,1057599172)+W(6,-1113361469,-1109479713,-1110311799,-1102522287)+W(7,-1114082482,-1104777690,1016563642,-1167556095);sum2=W(0,-1097189010,1041454563,-1110771302,1043926258)+W(1,-1109373654,-1109768355,-1114304258,1043669875)+W(2,1057901747,1039698409,-1122301550,-1125642190)+W(3,-1108285138,1020817735,1040279727,-1101494695)+W(4,-1086723052,-1087530727,-1094374456,1064818137)+W(5,1036021291,-1109979249,1055924705,1040712355)+W(6,-1086497310,-1090377488,-1110538585,1061014784)+W(7,1034378960,1044647130,1013465199,1050381101);WS(-1087684831,-1094525449); +sum1=W(0,1038107891,-1121734275,1035814365,-1107604308)+W(1,1038052214,-1101928869,-1104767443,-1127021124)+W(2,-1093934649,-1096975274,-1093954738,-1090018791)+W(3,-1088075930,-1090123804,-1106254226,-1100235009)+W(4,1052573184,1049163549,1040479417,1066601083)+W(5,1058232216,1057618495,1040796439,1051666987)+W(6,1038198313,-1113930844,1035537105,-1102439448)+W(7,-1113118893,-1148589172,-1146582942,1033628463);sum2=W(0,-1102391770,1032495868,-1140349122,1051494072)+W(1,-1080481573,-1072283498,-1085993190,-1091499210)+W(2,1038892506,1032348345,1055934176,1066287204)+W(3,1070533091,1056179234,-1098172645,1038613315)+W(4,-1109920182,1035913564,1043439866,1049172795)+W(5,1048700512,-1122911277,1042548330,-1103404378)+W(6,1034045130,-1111661823,-1148365864,1035742233)+W(7,1024670194,1043482108,-1117726050,1024343165);WS(-1095407551,-1073547033); +sum1=W(0,-1103915126,-1101976843,1024335748,-1108044768)+W(1,1050893513,-1095324014,-1107189281,-1114975198)+W(2,1043640456,1041775803,1061599658,1057524528)+W(3,1060862745,1028413803,1044362232,1051352312)+W(4,-1106314263,-1098551608,-1096990689,-1095708126)+W(5,-1102020840,-1092797676,-1110398586,-1097969466)+W(6,-1099126911,1023142916,-1110220795,-1106562202)+W(7,1056016670,-1099653918,1031215069,-1138223071);sum2=W(0,-1112168075,-1111493200,-1123529566,1022286331)+W(1,-1103466952,1035493883,-1113566520,-1106265315)+W(2,1034632723,-1122920764,1009053647,1049936313)+W(3,1051909492,-1099948229,1029419308,-1107051081)+W(4,1034960798,1040740621,-1105159128,1057592446)+W(5,-1126339526,1041517424,1016655048,1024151142)+W(6,-1112860057,-1108202591,-1115675116,-1112708946)+W(7,-1146770753,-1116950762,-1115594520,-1103163741);WS(1063407871,1051042354); +sum1=W(0,1005154604,-1120529264,-1106161584,-1130858780)+W(1,-1114354154,-1127255711,1023693521,-1115504868)+W(2,1049807310,1052429035,1057743574,1063894449)+W(3,1058090310,1052514789,1044231916,1049931918)+W(4,-1113122997,-1100831547,-1088929544,-1086654500)+W(5,-1089886688,-1092092086,-1106897472,-1097639884)+W(6,-1107282310,1042685852,-1113923042,-1129272494)+W(7,-1164896285,-1131567786,-1131959253,-1115987013);sum2=W(0,-1113031572,1030565628,-1127702936,992883874)+W(1,1014952720,990495554,1018238740,1023316920)+W(2,1043434467,-1108784254,-1111949688,1036810375)+W(3,-1111107284,1042918247,-1120169364,-1112993936)+W(4,-1088941888,1056568736,1036016830,1060861120)+W(5,1023742716,-1098281783,1022041004,-1112517088)+W(6,-1067187434,-1079041185,1074040966,1075709893)+W(7,-1099161149,992814626,1039733673,1028892682);WS(1053166591,-1107822593); +sum1=W(0,1033874440,1022746982,1035703758,1019810386)+W(1,1044260196,1042374543,1040749291,1041374685)+W(2,-1120335240,1031831786,1052124034,1048792350)+W(3,-1095582904,-1088629918,-1097950065,-1085974448)+W(4,-1105709561,-1108379508,-1093762507,1046826502)+W(5,1053612659,1045805451,1037463342,1042845918)+W(6,1042509273,1008295657,1044631286,-1124953572)+W(7,-1112928126,-1113071488,-1120529605,-1132054272);sum2=W(0,1010990056,1039106059,-1102786881,-1114641521)+W(1,-1133768253,-1101476912,-1103607882,-1113060394)+W(2,-1096561981,-1097601992,1031463124,1058004743)+W(3,1042505523,1041182740,-1105959219,-1099775079)+W(4,1040308359,1052717590,1058176412,1045709336)+W(5,1034355291,-1096768246,1033275384,-1105804625)+W(6,-1119485380,-1115258493,-1101721469,-1138490792)+W(7,-1101570252,1029590734,1037679123,1036565969);WS(1028916214,1067075549); +sum1=W(0,1039584518,-1119264713,1016298993,-1105861885)+W(1,-1113980813,1020015061,-1134777055,1032661512)+W(2,-1148995491,-1109885152,1055889168,1067421167)+W(3,1059632007,1055091716,1045130509,1052375930)+W(4,-1098323934,-1096386895,-1096985498,-1085982162)+W(5,-1087532161,-1088331431,-1095878225,-1104015130)+W(6,1026160863,1022848653,-1150434165,1034469007)+W(7,1044152506,1024761132,1032543553,-1104676378);sum2=W(0,-1120016029,-1096222017,-1119382227,-1092715875)+W(1,-1110818689,1049876716,-1103484103,1032841990)+W(2,-1101422768,-1103630239,1040689805,1064582511)+W(3,1043406218,-1089499537,1029271710,-1117522613)+W(4,-1104653664,-1105545071,-1120927281,1058022283)+W(5,1060808344,-1107109410,-1107008053,-1105419897)+W(6,-1122344899,1042131820,-1120071349,-1101606830)+W(7,-1096987934,1051590178,-1099435532,1050342947);WS(1047020030,1040511430); +sum1=W(0,-1108637223,1033110649,1044090139,1043424750)+W(1,1036624046,-1120308481,1033721201,-1106849700)+W(2,-1092384755,-1090443530,-1085982557,-1080046633)+W(3,-1083957593,-1096279270,-1149642107,-1100324533)+W(4,1057603229,1053549631,1061618217,1047924234)+W(5,1053999549,1057048888,1057845673,1052833857)+W(6,1031927268,-1122999800,1026366340,1032840448)+W(7,1015929108,1020572028,994286645,1039624063);sum2=W(0,1035208568,1043030610,-1107699159,1044796248)+W(1,1034655700,-1103668262,1045164876,-1095424772)+W(2,-1124082321,1008382386,-1107061123,1049576136)+W(3,1051573865,1048541752,-1093669891,-1134934914)+W(4,-1093736918,1050323039,-1114950423,1074526989)+W(5,1073198167,-1080621030,-1074078238,-1079139349)+W(6,1048736861,-1118377912,-1106119918,-1111443567)+W(7,-1132389881,1034733436,1034120076,1029501600);WS(-1080108544,1072234904); +sum1=W(0,-1115070415,-1130610603,-1098588213,1057466749)+W(1,-1104374087,1029557602,1018553236,1001112594)+W(2,1027588151,1029085890,1032775046,-1089931562)+W(3,-1123371019,-1094030554,1034779836,999211181)+W(4,1031137458,-1104252646,1056995037,-1083673968)+W(5,1052314097,1050628415,1033643941,1036988180)+W(6,1018404227,1044293186,1028038521,1050777268)+W(7,-1093125043,1046325824,-1108340394,1020739741);sum2=W(0,-1115557063,-1118678156,1045099863,-1102856438)+W(1,1035209289,1035167397,-1117208818,-1120387027)+W(2,1043108929,1033401680,1036186051,-1124450766)+W(3,-1112637977,-1114646959,1012643139,-1132473655)+W(4,-1138826120,-1093193803,-1079584214,1068262877)+W(5,-1121148137,1041792105,-1138286224,1032348301)+W(6,-1108049897,-1109597407,1013268663,1049634970)+W(7,1046161245,-1111895568,-1127251156,-1116707942);WS(1061770399,1033097145); +sum1=W(0,-1127803310,-1108446526,1046619869,-1102069216)+W(1,-1115166002,-1107462472,-1113123881,-1109525661)+W(2,-1100493560,-1122290538,-1090144134,-1124504076)+W(3,-1096124978,-1113245389,-1115437168,-1114380655)+W(4,1049484359,1040952192,1049567736,1060283011)+W(5,1036170309,1049188012,1004781969,1043620172)+W(6,-1117956049,-1101349332,1015706547,1051006353)+W(7,1027971186,-1105896346,1011773295,-1118021614);sum2=W(0,-1115090363,-1146121477,1029869322,1039239074)+W(1,-1123366919,-1123569769,-1115297931,1022224092)+W(2,1035607607,1032878473,1020296178,-1094567498)+W(3,-1133024223,-1111505684,1036037468,1025152664)+W(4,1036976780,1008730983,1050702114,1060438996)+W(5,-1092544833,-1088372125,-1119747923,1015952550)+W(6,-1102631851,-1105868946,-1106613659,1056742871)+W(7,1056526109,-1103439045,-1114092237,-1109382916);WS(1063262431,1041246684); +sum1=W(0,-1095604910,1035931377,-1116408259,-1113418944)+W(1,1035543059,-1109446615,1041501409,-1111045021)+W(2,-1094141452,-1103734011,-1088213584,-1084116356)+W(3,-1088057339,-1084926720,-1095142868,-1085134126)+W(4,1054301899,1050116188,1059695011,1063045487)+W(5,1060587189,1062081288,1055163174,1061043357)+W(6,1050361575,1015464930,-1130477940,1005018697)+W(7,-1114430457,-1112900435,968128030,1012274924);sum2=W(0,-1088652568,-1101936220,-1091191468,-1102444501)+W(1,-1123800532,-1111069004,-1088813372,1050243792)+W(2,1079171932,1073764649,1074855165,-1113430470)+W(3,-1095064501,-1078839186,-1078450334,-1071519758)+W(4,1068650823,1062997529,1053027607,1039600983)+W(5,-1105207914,-1082346847,-1088354544,-1081653443)+W(6,-1089634291,-1106083041,-1102140198,-1123235056)+W(7,1028735871,1056073450,-1114344542,1060600412);WS(-1071343712,-1080188504); +sum1=W(0,1048814204,-1112944093,1038698214,-1110388460)+W(1,-1102353903,-1113346827,-1115354285,-1172877482)+W(2,1024112567,992179242,1035991718,1065540811)+W(3,1062800155,1057270438,1047814390,1055244391)+W(4,-1101821021,-1105846854,-1110088095,-1086620536)+W(5,-1085891530,-1092189183,-1094362793,-1096652125)+W(6,-1155239198,-1115614373,-1117961066,1022833410)+W(7,1037955557,-1130491710,1026576596,1021561214);sum2=W(0,1077488778,1067869852,-1080283979,-1070445594)+W(1,-1085461181,-1113067149,-1135625536,-1105631704)+W(2,1057844910,1017329883,-1112258962,1038200220)+W(3,1045877800,1016515143,1029029881,1026840239)+W(4,-1110901413,-1123912240,1048616910,-1103189448)+W(5,1033584054,-1113680120,1006246833,1028070058)+W(6,-1157420388,1016773013,-1127671945,1027002057)+W(7,-1139116556,-1108492850,1033508697,-1122607860);WS(-1114300667,-1123436789); +sum1=W(0,1048745214,-1106612992,1040619730,-1101020989)+W(1,-1120049178,-1129452308,-1112058252,1040777596)+W(2,1024457460,1049280824,1061265254,1066754197)+W(3,1060475010,1056957204,1052291799,1051532558)+W(4,-1084727981,-1099711469,-1091611130,-1090437274)+W(5,-1087975654,-1087165059,-1095257281,-1091858685)+W(6,-1124831645,-1120312678,991636461,-1115033343)+W(7,1037659252,1036876438,1024723233,-1128167880);sum2=W(0,-1102675226,1045758589,-1106608364,1037856863)+W(1,-1121700495,1038509645,1041300787,1013024414)+W(2,-1096018291,1033992894,1053924217,1023354017)+W(3,1045521037,-1112080608,1019757091,-1111416466)+W(4,-1064870457,-1078407710,1074354229,1077566439)+W(5,1055978728,-1100523264,1032114149,-1096094745)+W(6,1050758265,-1091427154,1044800412,-1122690967)+W(7,1037435194,-1101170582,1048475585,1031501486);WS(-1081349952,-1073531246); +sum1=W(0,-1130396178,-1123247001,1049234666,-1123595694)+W(1,1044575749,-1118849787,1027091408,1015989072)+W(2,-1092471918,-1094799967,-1087091570,-1083589055)+W(3,-1090515766,-1088301188,-1100895532,-1095518837)+W(4,1052933181,1040552427,1062313536,1056428784)+W(5,1060166366,1052569014,956727337,1057005798)+W(6,-1120779255,1032899791,1048808240,1047688662)+W(7,1025076592,-1104574961,-1114767697,1028829344);sum2=W(0,1036727690,1038605852,1000461252,-1108807283)+W(1,-1118764382,1040753555,1025474323,1026410269)+W(2,-1101780564,1036224480,1043313873,1058417373)+W(3,-1110550387,1041024731,1032765623,-1114514162)+W(4,1047063866,1003722492,1071364196,1075919102)+W(5,1031984760,1052825370,-1104266299,1049040777)+W(6,-1095151348,-1101329253,-1071443435,-1072909475)+W(7,-1137970650,-1094681513,-1130737363,-1100563228);WS(-1087415039,1075227720); +sum1=W(0,1014202565,-1121306305,-1115466670,1055732347)+W(1,-1088701572,1045428619,-1106855619,-1113272762)+W(2,1030200505,-1093044977,1052765481,-1086016434)+W(3,-1108244135,1044242725,-1102530383,1042147022)+W(4,1042588557,1045750086,-1099185023,-1102841730)+W(5,1060432915,1001272287,1047811955,1043051755)+W(6,1032642210,1039690838,-1099716881,1054066516)+W(7,-1089156724,1045967960,994787170,-1114980876);sum2=W(0,1034817173,-1106843150,1035283571,-1117324330)+W(1,-1106783723,1033652183,-1105003316,-1109219720)+W(2,1033088277,-1115275500,-1108330169,1059951304)+W(3,-1114610359,-1130129964,-1100855920,1017452836)+W(4,-1105460751,1042281307,-1117933953,1055263105)+W(5,1036736577,1034893511,1040893249,1026860110)+W(6,-1119967238,-1122100142,-1118763227,1033190213)+W(7,-1099584511,-1097591398,1043864443,-1097701018);WS(1061885343,-1093433134); +sum1=W(0,-1119074171,1040591342,1024365415,-1112185530)+W(1,-1102861510,1047951017,1033079635,1030794670)+W(2,-1116612499,-1106037336,-1090085717,-1110885309)+W(3,1058148680,-1098920364,-1104145445,-1102965524)+W(4,1043937396,1035985530,1054530437,-1105284753)+W(5,-1085809524,1042740717,-1143903027,1048819605)+W(6,1026065358,1035233146,1023445318,1041032751)+W(7,1043298226,1028431483,1030877520,-1110782149);sum2=W(0,-1120425303,1041777983,1008642595,1038578170)+W(1,-1103931105,-1144970974,-1139607395,-1105571910)+W(2,-1115506247,-1109249837,1051302633,1062460419)+W(3,1046700430,-1110379832,-1121481149,-1125592805)+W(4,-1089905659,-1082926483,976609774,1062992305)+W(5,1016533657,1046952726,-1128426413,1044012895)+W(6,-1106986872,-1093100415,-1100742938,-1121360027)+W(7,1026171953,-1123505732,1047068010,-1108759193);WS(1057387711,1071476886); +sum1=W(0,1029774760,1046876472,1049447728,-1104814472)+W(1,1047761369,-1107998911,1035672969,1025453339)+W(2,-1088145158,-1090879061,-1087750555,-1081209882)+W(3,-1102041597,-1088704948,-1101378696,-1090772220)+W(4,1058722665,1046940920,1062289140,1060559271)+W(5,1057163193,1046238393,1049034574,1051154538)+W(6,1026644842,-1124024690,1034805113,-1101227374)+W(7,1041428045,-1112057972,-1123650077,1045125730);sum2=W(0,-1079574021,-1076424748,-1084651933,-1079383446)+W(1,-1094010079,-1105513599,-1094989946,-1083946107)+W(2,1066168402,1072246945,1055648588,1069722149)+W(3,-1105729737,1052366950,1046266897,1064021500)+W(4,-1106633910,1039775524,-1122282375,1050613020)+W(5,-1112550614,1046757765,1041413657,-1117589808)+W(6,1033041398,1025560740,1042767844,-1122422479)+W(7,1029478726,1029747528,-1132333344,-1110924549);WS(-1088291167,-1076464582); +sum1=W(0,1038365083,1013092187,1049005176,-1096083994)+W(1,1046666973,1029385568,-1130846211,1035921309)+W(2,1048475643,1039614653,-1105893787,-1090164821)+W(3,1048630844,1052597003,1030762351,1049653618)+W(4,-1115380053,-1115741870,-1115211424,-1106465144)+W(5,-1092124773,-1097273638,-1104199584,-1098780292)+W(6,-1113517956,-1118168192,1038779144,-1103584918)+W(7,1051487172,1036949051,1029432699,1041505439);sum2=W(0,-1102442432,1042447103,1009200726,-1140140535)+W(1,1018235219,1038566242,-1105836948,-1119461411)+W(2,-1119046775,-1103497340,-1108371687,1063726871)+W(3,1023996549,-1100556235,-1134905751,-1115426548)+W(4,1038119755,-1117033259,-1111757198,1053430514)+W(5,-1097582390,-1130738637,1027482933,1038939472)+W(6,-1116688635,-1109692823,-1136365839,-1103585210)+W(7,1035998106,-1122627505,-1113769016,-1131103707);WS(1063535295,-1106643391); +sum1=W(0,998897947,-1114069468,1030590255,-1120649212)+W(1,-1112623985,-1135800742,-1126057998,-1118923687)+W(2,1049160779,1050551697,1037435628,1059662980)+W(3,1051258674,1051146291,1042046535,1051522915)+W(4,-1095715331,-1114097198,-1091439068,-1098500149)+W(5,-1093374928,-1112852607,-1104302276,-1098602138)+W(6,1022592892,1035333911,-1105875754,1036951763)+W(7,-1097348874,1021555078,1032877804,-1118947123);sum2=W(0,1020791040,-1119848331,1028098574,1024075228)+W(1,1036335573,-1114214294,1028067710,-1123998545)+W(2,1023004440,1035188360,1036866165,-1081188844)+W(3,1036267331,1020492762,1026996488,1028180222)+W(4,-1131522740,1010552055,-1087402238,-1063807577)+W(5,-1074297638,1044255896,-1109527927,-1125487816)+W(6,-1130592194,-1114014595,1057774258,1085749988)+W(7,1072260443,-1101071935,1041502854,-1121770211);WS(1065370528,-1140007425); +sum1=W(0,-1119191691,-1123119348,1043193134,-1144777506)+W(1,1048874737,-1114692372,1047204584,1028382351)+W(2,-1089109360,-1093467562,-1104035088,-1082641845)+W(3,-1090665335,-1085597050,-1097312497,-1084438004)+W(4,1051697742,1051845168,1049231373,1058881533)+W(5,1060727795,1053776045,1050811579,1054559607)+W(6,1048704645,-1120571445,1047054964,-1128753754)+W(7,-1122636375,-1135014444,962936920,1047044271);sum2=W(0,1072219394,1068804680,1068134846,1066171639)+W(1,-1095987744,-1080918851,-1077110574,-1071545857)+W(2,-1078126224,-1079031251,-1078951161,-1087436811)+W(3,1039512383,1067164113,1069504242,1075315134)+W(4,-1093298188,-1110022070,-1084926454,-1107767815)+W(5,1055586357,1031793821,1041030661,1055897321)+W(6,1011861728,1040923692,-1105857084,-1121892273)+W(7,1026590003,1040751494,-1123439499,-1109554506);WS(-1089696543,-1143233957); +sum1=W(0,-1115482013,1045323653,-1096516931,1035013745)+W(1,-1162367211,1054106403,-1107204469,1036179510)+W(2,-1129127938,-1098483714,1045383939,-1091150045)+W(3,1043411549,-1086835476,1048447553,-1103773800)+W(4,1041381507,-1110243009,1059582003,-1106321908)+W(5,1034020454,1026676964,1034191370,-1159158363)+W(6,-1122467892,1049605572,-1090424421,1043667267)+W(7,-1109629626,1048548650,-1105600748,1035568493);sum2=W(0,-1134008573,-1125596513,1011008945,1051842604)+W(1,-1125276577,-1118729604,-1111959837,-1117720498)+W(2,1032064725,-1121806942,1045441656,1065460002)+W(3,-1114964420,-1130705389,-1121883022,1034360078)+W(4,-1117795542,1035355315,1024667789,-1089961367)+W(5,-1081892598,1026896379,1020053498,1023648883)+W(6,-1113496357,998755498,-1119910472,1041632626)+W(7,1035390555,1032979221,-1129745921,-1115672512);WS(1065278079,-1120402802); +sum1=W(0,1031924074,-1115548942,-1106896516,-1112658654)+W(1,-1103991244,-1121670257,-1115583119,1031270934)+W(2,1052390115,1049303261,1045251552,1060948388)+W(3,1062622505,1054395391,1045812503,1048618059)+W(4,-1097070063,-1099757447,1040981136,-1081623390)+W(5,-1085365853,-1096062708,-1101077740,-1099232531)+W(6,-1116671142,-1118597165,1041336272,1043338841)+W(7,-1145407604,1032773481,-1123616408,-1127437558);sum2=W(0,-1114021356,1032565152,1056835748,-1085160508)+W(1,1058685385,-1086618535,1047242231,1032715041)+W(2,-1110767736,-1122384971,-1085457975,1068814369)+W(3,-1085213012,1063574785,-1144776155,-1097434793)+W(4,-1100377718,1041858293,-1085697040,1060746614)+W(5,1057245366,-1094120608,-1093482365,1056356490)+W(6,1034493514,1019779384,1016590225,-1097525969)+W(7,1043875459,-1097974912,1054776673,-1096653037);WS(1055688959,-1109584743); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns256, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns256-win8x6.glsl b/shaders/nnedi3/nnedi3-nns256-win8x6.glsl new file mode 100644 index 0000000..6364ec8 --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns256-win8x6.glsl @@ -0,0 +1,706 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1118812211,-1118354985,-1108702207,-1107177196)+W(1,-1116025261,-1113369587,-1126504964,-1117760744)+W(2,-1127312137,1040658850,-1105559165,1024463101)+W(3,-1120674615,-1117458482,-1124477727,1041726453)+W(4,-1102924251,-1120327001,1037346316,-1097807929)+W(5,1051925971,1061593601,-1098269094,1015141868)+W(6,-1120777358,-1114916026,1042061230,1053108884)+W(7,-1109857889,-1129934237,-1137814218,-1101147334)+W(8,1032645830,1029100907,-1121960158,-1114359336)+W(9,-1128256674,978731342,1026597474,1023094846)+W(10,-1133406593,1018102856,-1118580651,-1112914505)+W(11,1040041685,1010634196,-1137769344,-1124738995);sum2=W(0,1012167794,1034293816,1040949842,-1073125242)+W(1,-1098861131,1034317546,975711915,-1103749327)+W(2,-1105000392,-1097051670,1026609280,-1107080190)+W(3,1007876102,1042152488,-1113573827,1048636347)+W(4,-1103172582,1037196612,-1112492311,1032768248)+W(5,1065119806,1064777150,1028248806,-1106667446)+W(6,1037438381,1026775674,1049707133,1035198208)+W(7,1042916747,1024046979,-1104922990,-1112883791)+W(8,-1118855570,1049268872,-1108803486,-1112062411)+W(9,1035896848,1009005510,1019305156,-1110039318)+W(10,1037762592,1031133421,-1129478003,1029694272)+W(11,-1105233202,1045598091,1002108025,-1116379320);WS(1002542528,-1081598301); +sum1=W(0,-1123106403,1018532849,1058293919,-1096563748)+W(1,1033211315,-1104454821,1003194766,1031358712)+W(2,1048723343,-1102943230,1043311017,1033034550)+W(3,-1115291860,-1100442248,1060312385,-1084853826)+W(4,-1122032382,-1105126162,-1120609928,-1102109750)+W(5,1065191364,-1082116255,1048832547,-1093430837)+W(6,1033033375,-1124327881,1057579241,-1090047916)+W(7,1045565001,1033480943,-1104418325,1022719310)+W(8,1055391647,-1090520747,1034840623,-1104668395)+W(9,1031657633,1042404749,1048926634,-1115672903)+W(10,1040065984,1041617645,-1140694509,-1173350542)+W(11,1057234642,-1088607906,1034960904,-1100859732);sum2=W(0,-1118979564,1038135851,1040555036,1046730291)+W(1,-1098841046,1010901456,-1136455954,-1098903542)+W(2,-1113356687,-1091503884,1033064908,-1105119573)+W(3,1031647880,1043936541,1041172918,1053446821)+W(4,-1105844234,1050988870,-1098733088,-1095471090)+W(5,1058853402,1057969905,-1107613268,-1096003667)+W(6,1032618663,-1114646115,-1111675314,1026777488)+W(7,-1104403193,1040941647,-1115252794,1050331000)+W(8,1042547849,1032649026,-1109177822,-1135105484)+W(9,-1105564107,-1107943513,-1102521857,-1097022326)+W(10,-1106932655,-1111654963,1028338874,1030299514)+W(11,1048036907,1045220138,-1104926499,1015146572);WS(-1089089900,1057806976); +sum1=W(0,-1107295812,1034138799,-1095422036,1050726826)+W(1,1041715821,-1107540610,-1127595840,1025412102)+W(2,-1098433268,-1189029283,-1122343505,-1114195981)+W(3,-1123024597,1036945929,-1092642698,1055732365)+W(4,-1122551116,1004508092,-1107414907,1043589025)+W(5,-1086058047,1066834483,1012137296,-1123010964)+W(6,1016079705,1048626936,-1087422851,1060391966)+W(7,-1112593208,1021997657,-1114511976,1026901142)+W(8,-1090938821,1050840209,1032081267,-1116540066)+W(9,-1121404144,-1122208804,-1099844512,1046023279)+W(10,1025525231,-1117735535,-1120167114,-1132433569)+W(11,-1092394401,1054523402,1034856335,-1140325311);sum2=W(0,-1100068589,1045053907,1035618626,1049401249)+W(1,1036897142,-1103084156,1040406565,-1112537807)+W(2,-1097933278,-1091711434,1040848725,1039746012)+W(3,-1105732125,1034765996,-1099579155,1056573344)+W(4,-1089717374,1030295740,-1129255625,-1096936254)+W(5,1047111871,1055190008,1050298277,-1110783667)+W(6,-1110986904,-1098576495,1056019034,1058665437)+W(7,-1089302244,1041764164,1041854514,-1119869595)+W(8,-1119227686,-1092612461,1058580142,-1100808273)+W(9,-1108063740,-1108123574,1029490732,-1121089271)+W(10,-1127874601,1022690203,1040297872,-1106886121)+W(11,996712344,-1113107096,-1110437244,1034569294);WS(1049963735,-1124746024); +sum1=W(0,1006389467,1034213253,1058411598,-1089111694)+W(1,-1120169982,1033778855,991131306,-1110639240)+W(2,1049374726,-1111102680,1039576302,-1134195605)+W(3,-1124991168,-1124116580,1060442825,-1086690096)+W(4,1018630958,-1122058050,1036315168,-1106688436)+W(5,1064243752,-1080857842,1032153615,1024033695)+W(6,-1114080443,1016950458,1058630778,-1086343400)+W(7,1034713638,1016006830,1034164414,1034354600)+W(8,1057235431,-1086990857,1036089759,1017381585)+W(9,-1168983685,-1118357326,1051622657,-1099687954)+W(10,1035150121,1027377121,1034869786,1046100667)+W(11,1028310995,-1090257402,-1126482082,-1130216101);sum2=W(0,-1114775505,-1111353121,1051023520,1077280281)+W(1,1042396970,-1100155636,1022693528,1040828458)+W(2,1041444385,1083159907,1039028690,1038899070)+W(3,1033686534,-1108626677,-1101109690,-1090827263)+W(4,-1129576724,-1108327399,-1159675846,-1179590680)+W(5,-1089609004,-1064966677,-1146898193,-1128357112)+W(6,-1112709023,1041114289,-1101828769,-1073695373)+W(7,-1117377551,1026559236,1033838002,1028829848)+W(8,1037546580,-1090323484,1046069066,1017563688)+W(9,-1125624388,-1108121837,1033655640,1042738654)+W(10,-1098820901,-1149039617,1032684170,1037026782)+W(11,-1104771455,-1104201752,1049907200,-1119733667);WS(-1082925548,-1131273240); +sum1=W(0,-1130676005,1028984921,-1090453298,1056020338)+W(1,1036092472,1031745797,1024417890,1026031368)+W(2,-1094705109,1048479050,1026370227,1023514525)+W(3,-1127912110,1046418962,-1088411833,1054709085)+W(4,1040943828,-1139610597,-1123681912,1048544370)+W(5,-1080625999,1056570469,1016526011,1039178347)+W(6,-1128802908,1032747842,-1078821070,1060414079)+W(7,-1134933227,-1115579031,1009745483,-1115143804)+W(8,-1093720869,1058018725,-1146727344,1033865376)+W(9,1030244593,1035809011,-1115224705,1048613352)+W(10,-1126383553,-1123856496,-1124372951,1012870858)+W(11,-1099806226,1053689379,1034696072,1032018765);sum2=W(0,-1117505397,-1114926763,1048798551,-1102904639)+W(1,1025448640,-1112830121,-1126832117,-1140231915)+W(2,-1146496262,-1113101086,-1129185935,-1125809392)+W(3,-1116692107,-1125548157,1045683415,-1125191934)+W(4,1034411663,-1121525964,-1107644007,-1125354742)+W(5,1053833339,1000279686,-1120274227,-1113082203)+W(6,-1117458583,1042669208,1057710126,-1104919217)+W(7,1041220979,-1111650191,-1123105101,1027773818)+W(8,1032098567,-1107525999,1022009255,1035574395)+W(9,-1117032217,-1115355410,-1100115369,1032507221)+W(10,1021108475,-1112638630,1004815486,-1119603373)+W(11,-1110288078,-1103622420,1039592007,-1117835672);WS(-1089340204,1064822548); +sum1=W(0,1024560260,1040632746,1042654740,-1106019185)+W(1,-1121721479,1037194524,1017532199,-1123651609)+W(2,1053882699,-1094337163,1033472482,1028050126)+W(3,1036465700,998268921,1058440180,-1083627654)+W(4,-1112650528,993325743,1032538389,-1115892569)+W(5,1062655475,-1081203240,1042941034,1013010462)+W(6,1031720480,-1109887627,1057084090,-1087921069)+W(7,1046201917,1035154240,1035008482,1033415588)+W(8,1054084900,-1086686700,1038013786,1021897635)+W(9,1020865894,-1112010572,1046711885,-1098821294)+W(10,1039144481,1027972046,1041385023,1043778521)+W(11,1050203279,-1083224116,1043447032,-1131974615);sum2=W(0,-1108565409,1034353453,-1088688588,1053209723)+W(1,1049996954,-1107721619,1041490776,1018486577)+W(2,-1105841420,-1092734414,1039814215,-1122233136)+W(3,-1103680498,-1113519263,1037914109,-1094792328)+W(4,1034343810,-1116717915,-1113858207,1052082200)+W(5,1062919581,1049986423,1012724150,1040029087)+W(6,1018958125,-1097140178,-1095558118,-1107726366)+W(7,-1098318745,1007719490,-1139146344,1046768714)+W(8,1049328132,1044527939,1024888668,-1100531711)+W(9,1024460115,-1098207895,1041960027,1046336394)+W(10,-1106186917,1037888927,-1111959213,-1128703602)+W(11,1035231667,-1110040773,1036710347,-1102670680);WS(-1083458668,-1076208878); +sum1=W(0,1028803476,1040683401,1046406904,-1098733730)+W(1,1004468631,1030855367,-1119221604,-1097616301)+W(2,1051879501,-1093169213,-1110693690,-1111140815)+W(3,-1136427363,1042493937,1058517387,-1088547874)+W(4,1024040880,-1127640694,1033962333,-1106128994)+W(5,1062475632,-1086787145,1045297574,-1108587948)+W(6,-1108948664,-1096558041,1061490456,-1088927588)+W(7,1028806548,-1104411844,1041264181,1044433886)+W(8,1053313566,1035939910,1038834422,1040762412)+W(9,-1108358441,-1097860853,1049919352,-1096390160)+W(10,-1095128350,-1118015030,1032628870,-1123751924)+W(11,1054299289,-1130402734,-1106314264,-1165494119);sum2=W(0,1016611708,1016478676,-1110195557,-1101004152)+W(1,1040169462,-1128480930,1037888148,1037533502)+W(2,1036667983,1029018929,1051795874,-1116498505)+W(3,-1105282980,1012928145,-1126800264,-1092116144)+W(4,1041335879,-1105668811,1016374797,1042320298)+W(5,-1123884642,1048907311,1052196876,-1110762465)+W(6,-1146676672,-1119445205,-1097480948,1063932318)+W(7,-1105880602,-1096424000,-1118267731,-1133007186)+W(8,-1111241984,1045206632,-1088285853,1016609657)+W(9,-1130451858,-1123652878,1039970164,1051255124)+W(10,-1095104183,1029046774,1032410610,-1114217777)+W(11,1039354964,1032089604,-1090379026,1046489649);WS(-1104670894,-1131977046); +sum1=W(0,-1112648188,-1127207577,1054983097,-1088875575)+W(1,1031188251,-1103988635,-1122872327,1044660591)+W(2,1050049705,-1112061830,1037435556,1027063042)+W(3,1034658686,-1159198685,1055452918,-1088327234)+W(4,1047857485,-1117747167,-1105196647,-1091967838)+W(5,1062208630,-1080890076,1027642075,-1097581231)+W(6,1040705957,1050515731,1055187309,-1103107959)+W(7,1054501223,1026629396,-1105551222,-1105182655)+W(8,1051606290,-1088400827,-1109004816,-1115427963)+W(9,-1121117111,-1127322710,1047450666,-1103254713)+W(10,1042878098,-1119280070,1017793890,1049557794)+W(11,1052382814,-1097595959,1041414585,-1121163375);sum2=W(0,1016354951,1027513536,-1143898815,-1120711631)+W(1,-1121835937,1011202413,-1117974191,1035918257)+W(2,1029824032,1038928177,-1110582057,1027020738)+W(3,1039379806,1037237024,-1103985849,-1101088822)+W(4,1009730353,-1113735870,1055799129,-1144611727)+W(5,-1097216592,-1097673825,1040607236,1044957698)+W(6,1043516685,1028380863,-1106760625,-1124050651)+W(7,-1115312251,-1114960631,1037116388,1042440009)+W(8,-1103814691,-1105579212,1038947942,1027787831)+W(9,1033575170,-1106882882,-1123395355,1026359109)+W(10,-1135830635,-1133116095,-1131729016,1025801393)+W(11,-1136138683,1011024469,-1112603972,1008198659);WS(-1096559831,1037484900); +sum1=W(0,1028249855,1038422322,1057397273,-1091437192)+W(1,-1101563608,1033785689,-1134487991,1027879764)+W(2,1048869250,-1098773026,1029769503,1031362249)+W(3,1034313250,1029515489,1056640275,-1086850776)+W(4,-1127965876,-1173649736,1016173128,-1112460521)+W(5,1065757625,-1083502823,-1131269971,-1128247556)+W(6,1027417370,-1107825326,1058322735,-1083394976)+W(7,1044386388,1035484541,1028347039,-1123304579)+W(8,1054334819,-1089694535,-1107441417,-1132373103)+W(9,1000575210,1030471249,1052511918,-1098313541)+W(10,1031752252,1034873120,1035635068,-1120703806)+W(11,1052376319,-1102551488,-1098473097,-1142130892);sum2=W(0,-1112511339,-1073555081,1076402541,-1104998932)+W(1,-1101584674,1037626737,1040888051,-1070793862)+W(2,1075658117,1054215981,-1115233903,1015165170)+W(3,1033770332,-1069228230,1075655149,1042820552)+W(4,1010151672,1023929473,1027239578,-1071158503)+W(5,1077820889,1046227202,1035248614,1033175695)+W(6,-1109060021,-1080567434,1045918702,-1095422364)+W(7,1038949494,1025525751,-1135961020,1047598893)+W(8,-1118850699,-1101978428,1049027220,1032251645)+W(9,-1113507810,948656059,1035044244,1045389579)+W(10,1028467783,-1117328038,-1110941727,-1129804625)+W(11,1026016583,-1103164541,-1118124613,1042587545);WS(-1081931126,1073966570); +sum1=W(0,-1121849711,1035175459,-1121951547,1027761070)+W(1,1025905706,-1114686833,-1146361331,-1097410109)+W(2,1026127169,1045225025,1037511592,-1113648733)+W(3,1017322599,1043585907,-1144746721,-1106255910)+W(4,1043091875,1017686828,-1106692309,-1120101763)+W(5,-1091000962,1065386286,-1111228857,-1108319001)+W(6,1025148299,1050307440,-1079735571,1061827739)+W(7,-1120837551,1018597782,-1106210884,1038219466)+W(8,-1091953433,1056380469,-1102991437,-1147707682)+W(9,1006422511,1023773090,-1096168868,1049682211)+W(10,1003336935,-1110127893,-1115138804,-1132131774)+W(11,-1102445962,1046599772,1040799505,1028136822);sum2=W(0,-1106398945,1035173169,-1101335301,1053305068)+W(1,-1121291886,-1109509581,1034732755,-1090565718)+W(2,1056357842,1050400788,-1115544374,-1107192051)+W(3,-1136096426,1037348813,-1122254044,1036743473)+W(4,-1105444760,1016457143,-1116038033,-1089313148)+W(5,1066071262,1057700465,-1086616818,1022772267)+W(6,1044672515,1037418911,-1095175639,-1084949846)+W(7,1050477957,1033704361,-1100200943,1045738761)+W(8,-1132458755,1003355997,-1102270714,1035291569)+W(9,1037208365,-1130864309,1007521414,1030076164)+W(10,1045722667,-1111299866,1025870712,-1117649125)+W(11,1025322164,-1106413087,999303933,1024551876);WS(1052508503,1065718149); +sum1=W(0,1042149474,962035242,1048663227,-1097510801)+W(1,1028239019,1038442493,-1109127212,-1098223900)+W(2,1043423478,-1096660204,-1104342914,-1109357577)+W(3,1041796883,1027445007,1055339346,-1087758861)+W(4,1027971236,1040109559,1033122295,-1108112926)+W(5,1061167739,-1089406218,1037128774,1025450507)+W(6,-1120120612,-1098175173,1054196775,-1094841886)+W(7,-1105773058,-1123303012,1045736850,1043181559)+W(8,1055761732,-1105769888,1042761157,1044237597)+W(9,-1110374755,-1100319159,1041284046,-1103555357)+W(10,-1101757237,-1111907879,1038133568,-1102543586)+W(11,1051299336,-1120191499,-1105847257,1039590240);sum2=W(0,-1109097964,1037136687,1031673749,-1125393555)+W(1,1019467600,1025995330,1021868522,-1116667451)+W(2,-1094712046,1041352693,-1104433838,1008084051)+W(3,1007318978,-1107845433,1038331125,1034962829)+W(4,-1122570447,1039892459,1032613655,-1109068920)+W(5,1040720319,-1112580519,-1121851072,1025598855)+W(6,1002517286,1016069779,-1111158812,-1106409067)+W(7,-1113430896,1045465420,-1126879582,-1103760436)+W(8,1056111085,-1106729155,1049773824,-1110468674)+W(9,1031113174,1030143702,-1106358629,-1106975050)+W(10,1036295980,1020538422,-1114937810,-1118059752)+W(11,-1121843086,1047380650,-1122235886,-1113447212);WS(1056997868,1008833773); +sum1=W(0,-1118496039,1006806901,1039826714,-1123143270)+W(1,1006039247,1017005492,1036420187,-1130107576)+W(2,-1123687353,-1104570591,1032886196,-1125702370)+W(3,-1113594582,-1115019369,1053157409,-1093231896)+W(4,-1105180689,1028719950,1034344230,1045363911)+W(5,1059756929,-1095316624,-1102708199,1009228202)+W(6,1038393121,-1090717022,1058230383,-1095564524)+W(7,1035814292,-1119964195,-1109888100,1037930126)+W(8,1045739824,-1098051412,-1129186168,1033820442)+W(9,1032434307,-1110427933,1042446790,-1101398261)+W(10,1025625861,1028568173,-1131937728,-1112104883)+W(11,1052782212,-1104229594,-1112516090,-1136905401);sum2=W(0,1034320453,-1118604595,1025235375,1028595208)+W(1,1002638229,-1116609216,-1112051735,-1109468006)+W(2,-1107232926,1046387359,-1105038970,1005965131)+W(3,1043966073,-1106879339,1049289065,1044354198)+W(4,1045499601,-1111658272,1033608293,-1088213587)+W(5,1067079268,-1087106166,1035867996,-1132447732)+W(6,-1092579307,1064370547,-1088486363,-1108961766)+W(7,-1096457250,1042442572,1051236380,-1095838484)+W(8,1044420987,-1104528882,1028839698,-1134350406)+W(9,-1102939053,1043763107,-1107783352,1035658672)+W(10,-1122532695,-1131375963,1027336318,1016664388)+W(11,-1116658227,1023955051,-1126291119,-1135660575);WS(1064849644,-1092967401); +sum1=W(0,1041078624,1033930742,1053270962,-1091277968)+W(1,-1115974645,-1124489961,-1103081652,1034184171)+W(2,1058076017,-1091900963,-1101902009,1046377811)+W(3,1045204674,-1098756264,1059044453,-1097334921)+W(4,1038364767,-1096742869,-1126422222,1038407355)+W(5,1061713418,-1078564449,1031099397,1034335299)+W(6,-1107755791,-1103118957,1064682577,-1099822850)+W(7,1025967234,1015202107,1049230600,-1103625882)+W(8,1047988615,-1091654943,1010917525,-1098744549)+W(9,-1101861336,1035198826,1055582710,-1096942230)+W(10,1021900159,1047801952,1041473799,-1102710964)+W(11,1058355518,-1098047297,-1106099948,-1101582418);sum2=W(0,1034970587,1039267337,-1109640195,-1085205368)+W(1,1065312771,-1111782462,-1105865147,1026053125)+W(2,1027743203,-1076908464,1068235631,1029167111)+W(3,1024111791,1040193826,1042644379,-1072741915)+W(4,1074530244,1035172075,1018431373,1037956157)+W(5,-1088412806,-1079896887,1069229068,1048206286)+W(6,-1107243650,-1106797747,-1104275404,1057561219)+W(7,-1110308581,-1092973955,1038385161,1031902437)+W(8,1031274183,1052902509,1045193510,-1105822229)+W(9,-1114574492,-1114137980,-1115379021,-1103620900)+W(10,-1167188013,-1102796809,-1129893537,-1128932411)+W(11,1040558376,1054347378,-1099424233,-1106619819);WS(-1085552428,1044647857); +sum1=W(0,-1130568573,-1120131932,-1097293585,1052681344)+W(1,-1115182247,1016796643,-1111247047,1046596325)+W(2,-1095715202,1050957098,-1125685565,-1123522377)+W(3,1001536536,1026932885,-1090361246,1059711152)+W(4,-1097304503,1028362085,-1104704953,1049575094)+W(5,-1085535724,1060788917,-1122898434,-1112833505)+W(6,1029690778,1042872064,-1105723034,1048249845)+W(7,-1115360055,1008149481,-1104108900,-1127841478)+W(8,-1113844876,-1106926654,1050188162,-1111804152)+W(9,1012447989,-1114289465,-1127895515,1034645781)+W(10,-1110595670,1032897312,-1107166286,-1110288351)+W(11,1028149942,1043016176,1041406167,-1119471349);sum2=W(0,1049638564,-1122573304,-1097365817,-1120650912)+W(1,1039129637,-1114566411,1012096208,-1169058693)+W(2,-1118822370,1032693677,1036528332,-1119534724)+W(3,1055008508,-1092917400,-1124083512,-1127709292)+W(4,-1113518885,1015256750,1058022553,-1080721407)+W(5,1056959548,1044260765,-1122124802,1042163670)+W(6,1059601221,-1081684685,1056508637,-1099806388)+W(7,1019567420,-1110975736,1065544846,-1080284825)+W(8,1051359763,1042746095,-1101554026,1032382474)+W(9,1035938200,-1096574070,1044088441,1033735876)+W(10,1041548497,-1110809702,1043980555,-1098850345)+W(11,1031681402,-1121369890,-1108142320,1022534793);WS(1049904727,-1085461498); +sum1=W(0,-1114441151,1047758995,-1092338425,1054893264)+W(1,-1095327506,1042581180,1032673159,-1122472531)+W(2,-1101190388,1042608805,-1108884127,-1119554504)+W(3,1027012354,1048177385,-1096531431,1050188989)+W(4,-1104987150,1041262473,1041600521,-1116753522)+W(5,1059669870,-1088410395,-1123782065,-1120686401)+W(6,1035856141,-1105032264,1063099682,-1084283112)+W(7,1042263123,-1117364890,1033107055,-1109908945)+W(8,1058897901,-1088007491,1042892731,-1107384925)+W(9,1031163069,-1104848436,1049115478,-1096369309)+W(10,1029697804,-1138499405,-1139856090,-1111353615)+W(11,1055941567,-1096366496,1047202227,-1100444021);sum2=W(0,-1101934313,1068410613,1053392914,1045964051)+W(1,-1109754454,-1118726053,-1127864237,1066297935)+W(2,1047339448,-1107136628,1023924243,1029832629)+W(3,-1112463889,1052441146,-1111508378,1035674775)+W(4,-1121555471,-1111696115,1047304216,-1077079694)+W(5,1044634164,1046050296,-1111827987,1036477638)+W(6,-1097499627,-1082290320,-1086326188,-1113442140)+W(7,1006763480,-1119582249,1041678537,-1095668928)+W(8,1053023843,-1135364198,1034831467,1024856185)+W(9,-1128505773,-1097722710,1050833435,1028981469)+W(10,-1128234727,-1112331027,1039199998,-1096167330)+W(11,-1112581958,1028034745,1032814306,1017921306);WS(-1087326956,1033622098); +sum1=W(0,-1113899675,1045896801,1041409216,-1108955706)+W(1,-1104543128,1041055226,1035193378,-1161971013)+W(2,-1108871427,1048600721,-1114333163,-1106692192)+W(3,1030557818,1045303135,-1104804773,-1094955846)+W(4,1045266364,1039063182,-1119324954,-1095480777)+W(5,1041468886,1051943793,-1096626659,-1112593372)+W(6,1042470612,-1110770003,-1098059200,1025944442)+W(7,1048775867,-1107180444,-1117399605,-1109576477)+W(8,1052050234,-1097508910,1043056710,1041486173)+W(9,1021883592,-1100233714,1041862393,1030612641)+W(10,-1122051827,-1114362202,1035419591,-1122013269)+W(11,1017834329,-1106071902,1042839849,-1121041260);sum2=W(0,1008283263,-1111634453,-1112224655,-1121896666)+W(1,1031996897,-1106176579,-1114415273,1032259795)+W(2,1046234660,1020399084,-1105304684,1027107696)+W(3,-1114655921,-1123951654,1039099048,-1139717487)+W(4,1017260660,-1106922258,1036167174,-1116061542)+W(5,1049934438,1050902690,-1102142181,1022104088)+W(6,-1111159985,1039368345,1003410015,1039007446)+W(7,1003551903,-1122048418,1033204129,-1102899145)+W(8,-1113540553,1039510238,-1114854307,-1135188919)+W(9,-1122340118,1024476440,-1117681522,1032062517)+W(10,992233789,-1128403972,-1127458940,-1118949310)+W(11,-1122317014,1033150391,-1113963477,-1125862176);WS(1068173014,-1111006676); +sum1=W(0,1031049568,-1103201566,1048004603,-1100468360)+W(1,1046039773,1012485196,-1115395480,-1112513259)+W(2,-1117860850,-1173290307,-1123264224,-1127850837)+W(3,1019703498,-1112438249,-1104427535,1042677725)+W(4,1030284012,1029876039,-1113567107,1042819653)+W(5,-1083606526,1064316383,-1122621123,1036820754)+W(6,1015808760,1048780036,-1083053360,1063571221)+W(7,-1094902185,1035184606,-1109811912,1039150546)+W(8,-1090564527,1060600586,-1103353426,1024997805)+W(9,1027899359,1034094633,-1092330682,1050639762)+W(10,-1106486660,-1149057999,-1103105894,1040353932)+W(11,-1095220995,1054475004,1034806311,-1123061719);sum2=W(0,1014853092,-1122580470,-1120994367,1047459793)+W(1,1064875701,-1132455031,-1120466254,-1114547761)+W(2,1038991680,1047680543,1054395623,1011283964)+W(3,1027909890,1030745116,1034511499,-1098401240)+W(4,1045153300,-1108441710,-1117512854,-1119656010)+W(5,1041066172,-1121088174,-1085223893,1018552602)+W(6,1026011110,1035574738,-1109149586,1045982327)+W(7,-1084582209,-1106692167,-1110873488,-1120221385)+W(8,1024235728,1024310650,-1099510820,1026658994)+W(9,1036041188,1020780404,-1112980367,-1122000913)+W(10,1029465320,1023023932,-1115497806,-1122615179)+W(11,1020521688,1042402937,-1105747852,1004613671);WS(-1095915991,979918868); +sum1=W(0,-1115463727,1032823819,1026707497,-1119898332)+W(1,1026568544,-1121143952,-1137886897,1037523161)+W(2,-1131549790,1035412665,-1108324895,-1129452238)+W(3,1011021190,1029800132,-1108429845,-1136100063)+W(4,-1138504034,-1120493188,1011860489,1043477300)+W(5,-1100874368,-1112838682,1047390560,-1147670274)+W(6,-1129491953,-1105888052,1047336484,-1098267600)+W(7,1036689246,1028096953,1007409140,-1114264129)+W(8,1049886943,-1097768883,1037432366,-1134502280)+W(9,-1124741815,1021218335,1042964547,-1106237874)+W(10,996441389,-1157333673,-1122228982,1030459197)+W(11,1038061098,-1108915952,-1121991146,-1177453050);sum2=W(0,-1121902268,1020062213,1034601005,-1096503308)+W(1,1050858947,-1108630019,-1128394666,-1143339877)+W(2,-1111450467,1052764693,-1099720262,-1130142915)+W(3,1039974898,-1102502778,1034366199,-1095299550)+W(4,1055940597,-1105816149,-1114856664,1034423857)+W(5,-1093114037,1060522961,-1087523263,1037139152)+W(6,1032116923,1030950002,1027196884,1057088106)+W(7,-1085850393,1054601799,-1115163450,1038088024)+W(8,1036157347,-1104371255,-1107617878,1043807995)+W(9,-1112859101,1036537682,-1130356560,1031719642)+W(10,-1119144319,-1122652165,-1128925353,1019282123)+W(11,1032717961,-1110891365,1017512699,1025497552);WS(1066530838,1025703389); +sum1=W(0,-1120765920,-1132051981,-1129191897,1042371592)+W(1,1007708012,-1116932051,1009297086,-1139418709)+W(2,1032587897,-1118415861,-1122811552,-1134432681)+W(3,-1122351141,-1109474502,1057153612,-1120712699)+W(4,-1105657359,-1127344014,1015487755,-1098776251)+W(5,1049522345,-1099055070,-1099127683,1026629028)+W(6,1015844344,-1109199593,1041525985,1049700744)+W(7,-1111888320,-1119906716,-1127613121,-1123764613)+W(8,-1109817213,1050593755,-1113004743,-1136900213)+W(9,-1133586812,-1121408403,1010121533,1036084166)+W(10,984437698,-1118848634,-1124468594,-1145136640)+W(11,-1107128582,1038803505,1036904923,-1123829719);sum2=W(0,-1117430114,1041261247,1033806419,-1126022952)+W(1,-1155381873,-1125967712,1039120940,-1107749198)+W(2,-1097831330,1041137317,-1127685702,-1116954634)+W(3,-1106133189,-1099018179,1064523288,1057416214)+W(4,-1099691831,1032736142,1026507473,-1131506304)+W(5,1045711847,-1092069746,1026250214,-1120045450)+W(6,1031550625,-1123617030,-1088977338,1059767697)+W(7,-1098651966,1021746164,-1142215401,-1123190888)+W(8,1052831473,-1088761837,-1118397760,1028302350)+W(9,1026312489,-1112954810,-1133526188,1033531722)+W(10,-1130823120,990513889,-1139250704,-1137414048)+W(11,-1122137188,-1110686692,1029280576,-1115066264);WS(1066680246,1040921440); +sum1=W(0,-1119730500,-1110280861,-1092083138,1053565584)+W(1,-1110918026,1029997623,1034101258,1011417444)+W(2,1031601302,1054599907,-1143895330,-1113777127)+W(3,-1132236433,1027753539,-1090607216,1058261942)+W(4,-1111808624,1039976245,-1104735450,1038200908)+W(5,-1078665075,1061430978,-1099071584,-1112447940)+W(6,1035235184,1035268043,-1096046953,1061610294)+W(7,-1106320677,1023744576,-1111591250,-1121734057)+W(8,-1093429316,1056142824,-1105323662,-1145165385)+W(9,1024518355,1032771355,-1094352558,1053165350)+W(10,-1138833863,-1113453535,-1121802685,-1126371080)+W(11,-1102572591,1055282545,1035738553,1031263347);sum2=W(0,1033717276,1028210443,1046091050,-1119519632)+W(1,1050909876,-1117678961,-1129082210,-1130739278)+W(2,-1085374293,1026401017,-1110182528,1042909501)+W(3,-1111396517,-1117565460,1033058760,-1106338078)+W(4,-1149282827,-1099518378,1053521042,-1113906791)+W(5,1062822204,1066908993,-1081393742,1044082334)+W(6,-1096499765,-1106119849,-1089123399,1034907371)+W(7,-1094008056,-1097984366,1041638909,1044690885)+W(8,1003636411,1054286387,1035142168,1040282994)+W(9,-1115028859,1000486481,1048601259,-1096894542)+W(10,1020535023,-1109925208,-1143837439,1015998178)+W(11,-1103883056,1041460877,1028271260,1021313035);WS(-1111691100,-1070453585); +sum1=W(0,1040350706,1032181048,1054597571,-1090063653)+W(1,-1105977411,-1114266718,-1107702492,1006352113)+W(2,1056547603,-1111618639,1011306277,1034245578)+W(3,1045915011,-1101176752,1059824936,-1087007388)+W(4,1037450066,-1130610528,-1103582444,-1098104500)+W(5,1062411659,-1079908657,-1113612402,-1111998342)+W(6,1036820082,-1111995209,1062112057,-1098160558)+W(7,1043358554,1021846218,1030081641,-1105752467)+W(8,1042786985,-1094958736,-1108376090,1026051990)+W(9,-1112926972,-1111976126,1050598527,-1104521261)+W(10,1024420791,1032139296,1034445457,1025879721)+W(11,1058122296,-1107753094,-1098378691,1018599200);sum2=W(0,-1102183736,1044690091,1025447267,-1103679886)+W(1,1034791609,-1120655593,1045283790,-1117083441)+W(2,1036724432,-1096666126,1043810354,-1109094473)+W(3,-1099060082,-1109435037,-1100626978,935783211)+W(4,-1097803022,1029730663,1029589699,1005932683)+W(5,1066859805,1061824774,1034749891,1023292171)+W(6,-1103326288,-1109954065,-1114206859,-1098480165)+W(7,-1094988176,-1109570093,-1146696619,-1130369043)+W(8,1024539831,-1113161303,1050252440,1012313206)+W(9,-1123727405,-1115538567,-1123732285,-1109149493)+W(10,1029732207,-1106431920,-1106785078,1039027144)+W(11,1040901138,-1129688427,-1105144948,1015686163);WS(-1105638574,-1077878805); +sum1=W(0,-1112101313,1043313362,-1104398291,1034529536)+W(1,-1120033234,1017824488,1025565072,1041884710)+W(2,-1093904634,1043314021,-1106696920,1028280843)+W(3,-1118212870,1045058176,-1086702118,1058479092)+W(4,-1128822905,1038132788,1034991091,-1099609869)+W(5,1055637093,1049084915,-1126325576,-1136921361)+W(6,1037618766,-1100255017,1061981800,-1082434966)+W(7,1050170340,-1125947450,1033034081,-1097107341)+W(8,1053455331,-1087005060,1046293466,-1124008918)+W(9,1023523536,-1104696333,1048950646,-1098585534)+W(10,1042248226,-1126565485,-1143864013,-1128917761)+W(11,1037339676,-1105402705,1032623999,-1114937252);sum2=W(0,1040832216,-1125419559,-1166596642,-1076839498)+W(1,-1085872442,1038631745,1042032808,-1103788280)+W(2,1045241846,-1091833274,-1105795498,1037000995)+W(3,1039550307,1043848052,1051795538,1035730071)+W(4,-1094587067,-1115278352,1029252447,-1099123277)+W(5,1068949095,1070654393,1007431650,-1103746979)+W(6,1040592387,1047689572,-1094163017,-1096947569)+W(7,-1089767553,1041143367,-1111709033,-1102650535)+W(8,-1111700665,1050259859,1041510738,1025070825)+W(9,1050208698,-1105352144,-1117027793,1051072204)+W(10,-1100476212,-1116523862,-1091595987,1033340873)+W(11,1027304955,1048679723,1057584085,-1093749689);WS(-1095944791,1081861902); +sum1=W(0,-1129669743,1034635115,1057433596,-1090131839)+W(1,-1120322428,1008560041,-1116664839,-1122706061)+W(2,1048908041,-1093164666,1030509816,1023557506)+W(3,-1148272609,1033259121,1058166921,-1087001587)+W(4,1035303897,1013701241,-1121494877,-1124251544)+W(5,1058746094,-1083481847,1044900399,-1117995899)+W(6,-1115602986,-1126517523,1055593874,-1085306808)+W(7,1041073282,-1116643091,1028329496,-1128061368)+W(8,1057488289,-1091485686,1023593721,1023656437)+W(9,-1123378150,-1130313237,1049860117,-1102755929)+W(10,1034451003,-1164007844,1027525168,-1119991479)+W(11,1061071735,-1105495231,-1102595129,1024551167);sum2=W(0,1029670841,999172620,1042251423,-1105031588)+W(1,1027957701,1026093121,-1115575058,-1099435099)+W(2,1041110640,-1120449287,1035596553,-1156632055)+W(3,1042858197,-1139359478,1058527193,1010020318)+W(4,1019832195,-1126960339,-1101600217,1027943101)+W(5,1075961547,-1109667225,1011086126,1010028142)+W(6,-1117748556,1048715384,1073424302,1057314889)+W(7,1033526397,1037810339,1035438169,-1098854617)+W(8,-1086643829,1037113027,975610078,-1115077778)+W(9,-1114535210,1036336651,-1080060710,-1123725073)+W(10,1012557694,-1133987070,1032334939,1041563473)+W(11,-1067239867,-1100548924,-1095465488,1036754195);WS(-1085172076,1069147958); +sum1=W(0,1025703205,1027233863,1026640114,1029190628)+W(1,-1111659152,-1139375968,-1141293989,-1106615031)+W(2,1042354526,-1106775167,-1115892869,1028377583)+W(3,1041286826,-1115436126,1053740861,-1106293072)+W(4,1035182992,-1156734143,-1119005195,-1112858253)+W(5,1054852793,-1089581852,1027435128,-1121669673)+W(6,1026450561,1042609938,-1119314307,-1098775605)+W(7,-1137028117,1034668065,-1117134469,-1122683754)+W(8,1026745790,-1108063055,1038436612,-1119291218)+W(9,-1120895076,1044686038,-1108709290,1015550627)+W(10,-1112739478,1027259179,1025414366,-1117169125)+W(11,1023400633,-1125318352,1031194923,-1118201212);sum2=W(0,-1154464437,1027039233,1008089899,-1117609897)+W(1,-1118717800,1027401421,1004660066,-1115032564)+W(2,1041471507,1033488023,1033628240,-1112728150)+W(3,1011666487,-1147080182,1053281755,1082321679)+W(4,1046901100,1012824907,1016373458,975139636)+W(5,-1081313755,-1065846603,1050032460,-1108305112)+W(6,-1117096132,1025013868,-1118862913,-1122974098)+W(7,-1106934499,1038621352,1027534293,-1117310194)+W(8,1040077608,-1130639872,-1137731251,-1137500513)+W(9,-1118720211,1025607183,-1134922624,-1143672974)+W(10,-1177023016,-1129758225,1024315262,-1145025250)+W(11,993302909,-1114202318,1017914834,1025570630);WS(1065820150,-1112682631); +sum1=W(0,-1105640672,-1140735040,-1096706537,1051064512)+W(1,-1114855500,-1128129890,-1136938293,1045425461)+W(2,-1095619178,1046810501,1041816072,-1108472292)+W(3,1007936778,1012508339,-1101065539,1057299292)+W(4,1015987827,1036938130,-1099447769,1052020966)+W(5,-1083835034,1054321083,1049485320,-1101761488)+W(6,1033964109,-1110876672,-1127256032,1044289505)+W(7,-1106506396,1035708141,-1110772895,1038536521)+W(8,-1101414038,1042038046,1031650401,-1113134674)+W(9,-1107676126,1034428376,-1102412811,1050440565)+W(10,-1098866309,1031811610,948858222,1041035251)+W(11,-1104437005,-1126355329,1044647659,-1119496853);sum2=W(0,-1116689599,-1104060794,1023887631,1047625619)+W(1,-1104647113,1032108768,1033662400,1047714485)+W(2,-1101000300,-1113896185,1049921725,-1114038586)+W(3,-1110264521,-1106889746,-1123902349,1058674488)+W(4,-1100964722,-1134500667,-1113832562,1055059659)+W(5,1047334183,-1105663288,1060005487,-1105023935)+W(6,1034493072,-1089308922,1060541265,-1079751447)+W(7,-1088726381,1046968990,1024644211,1027816870)+W(8,-1145174230,1040502911,1026206299,-1116742649)+W(9,-1105470304,1032487381,-1099777158,1059286709)+W(10,-1093081927,1042150309,1030330543,1043118546)+W(11,-1100795602,-1110882655,1033716355,-1127164330);WS(1051219671,1032040132); +sum1=W(0,1024246061,-1110293770,-1098745559,1035978230)+W(1,1050231066,-1111943280,1029213629,-1111062337)+W(2,-1104763504,1041701281,-1106571859,1016965359)+W(3,-1142580623,1026027124,-1097349705,1051781481)+W(4,1040668770,1026054164,1007533386,1035026513)+W(5,-1082429923,1065410260,-1111350032,1035026168)+W(6,-1132388626,1036422600,-1083869189,1060856625)+W(7,-1113287631,987392292,1016678619,1011246152)+W(8,-1095610025,1057796630,-1122887388,1019565189)+W(9,998523489,-1173422083,-1095350964,1045145830)+W(10,-1109374678,-1110518465,1023830470,-1130424090)+W(11,-1094623957,1055180598,1007169387,1026555204);sum2=W(0,-1123481859,-1131096266,-1107023625,1040776673)+W(1,-1073406322,1074128739,1024186334,-1121050215)+W(2,1040345453,-1129271163,-1080765061,1066657253)+W(3,-1181265672,1023491721,-1110082893,1044851152)+W(4,-1077100552,1068015119,-1136581772,-1115413373)+W(5,-1116173932,-1097567007,-1085034176,1066670217)+W(6,1007273042,1036272276,1041634800,1051516690)+W(7,-1104398720,-1111857710,-1130526339,-1110187157)+W(8,1028205855,-1106625929,1019889879,1026394385)+W(9,-1134191606,-1123342647,1036476425,1035231370)+W(10,-1115096299,990445793,1035801320,-1125507188)+W(11,-1124495703,1007786534,-1105128420,1030299973);WS(-1124324720,1038677119); +sum1=W(0,1008341069,1038389179,1056361124,-1081451931)+W(1,1047683325,-1130646284,1031967089,993181316)+W(2,1050863173,-1096246661,1035916906,-1134539381)+W(3,1023486232,-1145165264,1054230472,-1086637900)+W(4,1027831167,986748732,1037528348,991007864)+W(5,1063082151,-1088130503,1026128198,1003368116)+W(6,-1122921519,1024190949,1050043692,-1092787999)+W(7,1020947750,-1115252008,1029849459,1044031254)+W(8,1049660054,-1099337955,1025351359,1036720064)+W(9,-1114006089,-1123515526,1043779649,-1095996120)+W(10,1037985981,-1116396881,1035528454,1052524910)+W(11,-1097977265,-1102904005,-1114005272,1029521402);sum2=W(0,1042203848,-1089098687,1035967917,1068788369)+W(1,-1095505730,1025788011,-1133163156,-1098025067)+W(2,1052777785,-1096461215,-1097973178,-1111191248)+W(3,-1108707706,1036383110,1043356562,-1090569807)+W(4,-1127034898,1023876171,1027923803,1058285406)+W(5,1046924897,-1088764217,1056967609,1046203397)+W(6,-1098359820,1062333205,-1080913711,-1095261121)+W(7,1040836988,-1107189985,1043843260,1048839159)+W(8,-1088408400,-1098396864,1046078649,-1113219498)+W(9,1021888231,1058743586,-1097507024,-1093746709)+W(10,-1111389506,-1110869404,1023965418,-1078465930)+W(11,1067915456,1064748817,-1099047850,1040158004);WS(-1080347734,-1094728165); +sum1=W(0,-1115633753,1036436624,-1113632799,1018734050)+W(1,-1104273977,1022550473,-1128052610,1031912915)+W(2,-1104119121,-1104173746,-1115038313,-1128796792)+W(3,996364134,1038598142,-1095896866,1042956529)+W(4,-1098511458,1027191321,1027254679,-1114408211)+W(5,1064358521,1051156401,1006576423,-1123707765)+W(6,1027401421,-1097652239,1061684826,-1087880029)+W(7,1037804713,-1125317723,-1125749028,-1109729611)+W(8,1051089073,-1093838037,1039011098,-1116369959)+W(9,-1143663749,-1111208674,1044518984,-1100689848)+W(10,-1157246715,-1130384675,1017291157,-1118442418)+W(11,1048577269,-1104163629,-1145301883,-1113863292);sum2=W(0,-1137561210,1000810292,-1109671087,-1098257975)+W(1,-1113334223,1010643898,1008161562,1017087401)+W(2,-1143663956,-1088410023,1033424863,-1122425914)+W(3,-1138249722,-1104015266,-1100429296,-1110483119)+W(4,-1113376685,-1120544050,1032804591,1045940061)+W(5,1064636422,1065774501,1041401738,1015219657)+W(6,-1118405314,-1112933693,1041071232,-1111449957)+W(7,-1107119710,1028103016,-1149548391,1040845572)+W(8,-1095622064,-1114533177,1041680128,-1125778629)+W(9,-1140666666,-1131915309,-1113635957,-1105461804)+W(10,-1114424843,-1127495397,-1121723310,-1125770861)+W(11,-1156294183,-1154727079,-1143304660,-1128411685);WS(1062796012,-1081433938); +sum1=W(0,-1140258862,1047697940,1041493798,-1090901033)+W(1,1032453887,1008978681,1019305782,-1137205890)+W(2,1051824452,-1095124244,1034552166,1031420374)+W(3,1017521696,1040574503,1048941321,-1090555023)+W(4,1032035723,-1124609380,-1128637410,-1131514496)+W(5,1061551411,-1084025976,1036871279,1025475023)+W(6,1030042599,-1115750349,1058760695,-1089279069)+W(7,1041251643,1016399695,-1140240046,-1114177400)+W(8,1056942277,-1089170928,1032547975,1024887097)+W(9,1023786378,-1119424318,1045023263,-1099538126)+W(10,-1117686145,1002611913,1027083972,1025144619)+W(11,1056967544,-1087239225,1027338481,1012109898);sum2=W(0,1004838046,1036867068,1023348885,-1120560082)+W(1,1032448279,1025411331,1009005547,-1112484311)+W(2,-1113333873,1019969949,-1115333043,-1123665230)+W(3,1023830295,1034701810,-1115269491,-1089366478)+W(4,1028612787,1024216939,-1121204348,-1131856601)+W(5,-1084820204,-1067115412,-1132671203,1034346460)+W(6,1026709605,1008859907,-1095888786,-1071017431)+W(7,-1112864526,-1116027280,-1145957446,-1129570235)+W(8,1052224270,1066362408,1045423025,-1133553563)+W(9,1024434367,-1120209470,1043852487,1084005284)+W(10,1025066805,1032270816,-1122812157,1023686531)+W(11,1047863595,1063525936,1043035962,-1105823812);WS(-1103681710,-1114530079); +sum1=W(0,1025861737,-1130912909,-1110124091,1040844938)+W(1,-1105267215,1021540535,1029506744,-1104283663)+W(2,-1117715067,1046218351,-1121870249,1032871129)+W(3,1032236919,-1132593150,1039686571,-1098764800)+W(4,1038793978,-1120294159,1035998951,-1102933559)+W(5,-1097542514,1059317136,-1096018272,1036773558)+W(6,-1111043394,1040041573,-1088677703,1057765873)+W(7,-1105386706,-1111111618,1007410083,992747222)+W(8,-1112367617,1054923388,-1101946581,1031187710)+W(9,-1126534927,1034020670,-1105036246,1029185429)+W(10,-1122605111,-1138057273,-1123346113,-1119406504)+W(11,1035634224,1040434219,-1143951794,1023823648);sum2=W(0,-1133865733,1041378526,-1102114760,1040042063)+W(1,1036263014,-1111718847,-1114357788,1025611699)+W(2,1041852494,-1102827642,1023561916,-1109687464)+W(3,-1113774565,1057780422,-1090351620,1041105879)+W(4,-1107817782,1041802453,-1094909862,-1134317911)+W(5,1058263821,-1094128428,1049906607,-1106696300)+W(6,1041934157,-1084534604,1059786982,-1121888905)+W(7,-1106476521,1023851848,1048238594,-1105040821)+W(8,-1114163954,1038597269,1034361268,1032032810)+W(9,1041091101,-1096429323,1034035361,-1139774900)+W(10,1016844568,-1111010993,1042608690,-1128928913)+W(11,-1102786592,1035391793,1014428216,1031652841);WS(1059372396,-1131086843); +sum1=W(0,-1116770958,1038224730,-1145642197,1033085351)+W(1,-1114157744,-1129272066,-1133338231,-1110641250)+W(2,1044958408,-1100693257,1030339791,1026076824)+W(3,-1109423369,1048611339,1054215533,1024247225)+W(4,-1106016522,-1113286331,-1142676381,1026922691)+W(5,1059821143,-1085100606,1039898225,-1126911267)+W(6,-1119417706,1012241985,1063416476,-1082741615)+W(7,1046979692,-1119319754,1016864285,1033593306)+W(8,-1109435540,-1105005730,-1157274234,-1131274519)+W(9,-1134266292,-1108924145,1051611888,-1096553463)+W(10,1033932042,1018258200,1026073927,1029871326)+W(11,1046037553,-1091104802,1022970360,-1118999381);sum2=W(0,-1117639690,1032542252,1049036492,-1106428174)+W(1,-1100598545,-1124515281,-1126294727,-1105983103)+W(2,1053585046,-1090074420,-1101677356,1042350020)+W(3,-1135696947,-1105990346,1063294224,1074893281)+W(4,-1088449090,-1128187082,996342293,-1101410582)+W(5,-1084067012,-1121077701,1052666358,-1118105649)+W(6,1025603183,1031145839,1030876063,-1079475296)+W(7,1049420880,1033189178,-1120264553,1029472991)+W(8,-1090564487,1059480413,-1099961793,1012743453)+W(9,1034416033,-1125334020,1047874805,-1099339963)+W(10,1047783255,1016211057,1029227505,1016716795)+W(11,-1103677712,-1097572114,-1106211131,1026065323);WS(998487488,1024735998); +sum1=W(0,1034787125,-1096711418,-1093645783,1058035879)+W(1,-1113381667,1020339515,1033987197,1049342972)+W(2,-1089249828,1055719968,1033680357,1037116250)+W(3,-1118966639,-1099717199,-1085775960,1060189357)+W(4,-1108537011,-1109989161,-1138173503,1051641300)+W(5,-1083720757,1061848612,-1102783527,1046511483)+W(6,1022076300,1049184050,-1086133195,1062875388)+W(7,-1129404117,1032957443,-1112157509,1032130968)+W(8,-1087092580,1007190411,-1110331987,1011591327)+W(9,1034213589,1048086279,-1098046771,1051240059)+W(10,1030325168,1039628088,-1125240838,1039987293)+W(11,-1087792286,1039984791,1051616838,-1135236550);sum2=W(0,1001577162,1048277958,-1094388043,-1079852425)+W(1,1055450674,1040994203,1041063142,1048804575)+W(2,1061039504,-1095199392,1054780006,1035580564)+W(3,-1112011211,1037383696,1055288082,-1077655189)+W(4,1058201467,-1111912036,1039747614,1042988518)+W(5,-1084834029,-1103423898,1071463850,-1100510960)+W(6,-1137882877,-1097597287,-1087507005,1064308251)+W(7,1058560116,-1097442490,-1105672858,-1099442373)+W(8,1044806256,1065240337,-1080251704,-1090250140)+W(9,1031849538,-1108394523,-1093629181,1071708239)+W(10,-1090257183,1028605291,-1108158369,-1155656404)+W(11,1059993792,1061107030,-1073879137,-1106111844);WS(-1077135094,1050907162); +sum1=W(0,-1132921461,-1117094275,-1098008869,1043699095)+W(1,-1112620946,-1122422352,-1127648729,1033699545)+W(2,-1094355462,1055483630,1042990903,1034045812)+W(3,-1124984131,1030394994,-1089194394,1053279460)+W(4,1047326318,1011377167,-1118007170,1045491604)+W(5,-1081313730,1065160347,-1121246728,1042128328)+W(6,-1117294457,1039295895,-1088142214,1056280352)+W(7,-1110840279,-1103632934,-1126452986,1040542752)+W(8,-1094044967,1058021117,-1106681402,1039870541)+W(9,-1124706520,1018438944,-1098093746,1041063570)+W(10,-1128181366,-1109127577,-1119126518,1035722382)+W(11,-1094059515,1050783700,1018820533,1037083890);sum2=W(0,1003021837,-1110495495,1016902499,-1116948709)+W(1,1029108513,-1113320609,1029225785,1032075003)+W(2,993748010,1041772340,-1097222635,1042534143)+W(3,-1123823650,-1122423961,1028513681,1083263801)+W(4,-1063916786,1039031010,1023947681,1043723635)+W(5,-1096435650,1074788880,-1074844879,-1104645285)+W(6,-1119691195,-1138212418,-1120166015,1038793960)+W(7,-1115182489,-1124877446,1024608678,1017994477)+W(8,-1119557273,1017310535,1021770517,-1131419477)+W(9,-1125446899,-1115371525,1032720188,1032034162)+W(10,1014563122,-1119401015,1034042378,1002413729)+W(11,-1115060009,-1118011761,1027576529,999290841);WS(1048452526,1015184705); +sum1=W(0,-1138645804,-1110581160,-1106270342,1048623137)+W(1,1006760678,-1113210911,1032256237,1049910352)+W(2,-1113826958,1036222192,1042522323,1029873877)+W(3,-1114005032,-1103860667,-1097372109,1057099626)+W(4,-1101854594,-1111141177,1026512560,-1098570768)+W(5,-1087095027,1061337654,-1106501979,1024448974)+W(6,-1140244890,-1119844941,-1095003728,1054485156)+W(7,-1115808507,-1125584845,-1131077462,1040825100)+W(8,-1095439444,1049129464,1027903818,-1111469876)+W(9,1024452554,1017183931,-1128526324,1044366494)+W(10,-1153767820,1027351533,-1122466948,-1119780203)+W(11,-1106181921,1040163591,1034550428,-1117633442);sum2=W(0,-1117856953,1034706164,999139177,-1115089108)+W(1,970725323,1017499348,1002437005,-1114697961)+W(2,1016679180,1009230224,1019562884,-1131336757)+W(3,-1122373390,-1110151254,1034965747,1007700984)+W(4,-1131774725,1031482891,1023823647,-1078943314)+W(5,1069645782,-1105149666,1038179083,-1120925641)+W(6,-1131092262,-1111296752,1026082346,1033262730)+W(7,1014219446,1015408436,-1119824143,1008147760)+W(8,1005900489,-1142960238,-1130072184,1001625665)+W(9,-1129026789,1015792571,-1134452913,1015281188)+W(10,1012295392,-1137039581,-1118651901,1029244251)+W(11,-1121319377,1026230788,-1122304449,1019807852);WS(1061396972,-1097419696); +sum1=W(0,1040610541,-1110826049,-1087862644,-1108888122)+W(1,1051684947,-1117156776,-1116833412,1042368898)+W(2,1000165941,1058527541,-1102910221,-1135746300)+W(3,1015657075,-1113808270,-1108964145,1056284429)+W(4,1041698836,1026275932,-1126977972,1036447253)+W(5,-1085843362,1053927177,-1107922836,1041042462)+W(6,1033993320,1043284110,-1088558114,1062174380)+W(7,991752527,-1137078595,-1125945514,1048078310)+W(8,-1086794197,1055390198,-1112253878,1035139905)+W(9,1028019732,1028739112,-1087573386,1042115560)+W(10,1039363202,-1118906322,-1120964750,1052576556)+W(11,-1079810761,1051035743,1047360574,1038370422);sum2=W(0,-1104315228,-1103350409,-1094844926,1062539510)+W(1,-1096027281,1014020953,-1117475550,1024254038)+W(2,-1091235931,-1112967686,1042482062,-1119186298)+W(3,1019617669,-1116633366,-1089312569,1056743222)+W(4,-1129394013,1028745390,-1096755788,1042486592)+W(5,-1104902685,1052266072,1051055108,-1093268483)+W(6,1043056626,1038440719,1045881224,1037341407)+W(7,1044017054,1054988226,-1097959989,-1097184876)+W(8,-1101957876,1012499609,-1101861122,-1102938164)+W(9,1038305467,-1107570984,1058820589,1048266302)+W(10,-1105903455,1026503526,-1121707278,-1092525975)+W(11,1058872796,-1099676541,1041661910,-1135013257);WS(-1084431788,-1073850193); +sum1=W(0,-1121456839,-1130755883,-1131651239,1035028387)+W(1,1035837265,-1139076328,1023326765,-1119027356)+W(2,-1113039213,1052115068,1031790055,-1110649673)+W(3,-1111055334,1007276024,1041028837,-1087869490)+W(4,1043959725,-1126605404,-1131954777,1032958718)+W(5,-1121014635,1031197854,-1151139494,1037205893)+W(6,-1127100870,1051511197,-1080291009,1064028192)+W(7,-1097929447,1022476742,-1115233108,1038479638)+W(8,-1101242168,1046762496,1016490449,1029406204)+W(9,1032290155,1033362061,-1095204295,1048797598)+W(10,974160200,-1117985767,-1113154576,-1118671783)+W(11,-1109590335,1048241682,1033898418,1016018525);sum2=W(0,975878233,1035912472,1033266404,-1098777501)+W(1,-1115369638,1024165887,1027199947,1026239811)+W(2,-1101163205,-1120465270,1047867282,-1114558090)+W(3,1032202892,-1109490583,-1092678923,1026269275)+W(4,1048647954,-1127793863,1011577542,-1099491895)+W(5,1052721602,1058060839,1026065727,-1110013405)+W(6,989447596,1027909011,-1115079323,1022663675)+W(7,-1107120056,-1115589183,-1126785583,-1142596491)+W(8,1042994318,-1109244590,-1139333782,1028177183)+W(9,-1112180928,1032601180,-1117880304,-1139999774)+W(10,-1113232790,-1119188249,1027448187,1030066347)+W(11,999387083,-1113199846,-1128307819,1010561254);WS(1060891500,1063998119); +sum1=W(0,1009319059,1034817251,1060685055,-1082111981)+W(1,-1146641530,1021753903,1021371624,-1123888698)+W(2,1050963407,-1089953728,1042831681,-1158245846)+W(3,1020060242,1007070174,1059880676,-1083685732)+W(4,1044491976,1024323659,1034805925,1031377177)+W(5,1058492133,-1080402290,1049293617,974645755)+W(6,-1119463744,1035958587,1057972187,-1087669949)+W(7,1044279073,1017781825,1029917861,1040845210)+W(8,1045390927,-1092052092,1030870792,1029410098)+W(9,1022228167,-1119265271,1050698442,-1101265316)+W(10,1040824939,1009963113,1028919037,1041595485)+W(11,1042995863,-1093474029,-1117179330,1033823734);sum2=W(0,1043252027,1031085111,-1089976691,1015926083)+W(1,1075090314,-1090475122,1039685669,-1103588836)+W(2,-1136546874,1047286193,1055918010,1041438201)+W(3,1021402919,-1094345084,-1106220008,1049855126)+W(4,-1100279282,-1097421747,1043798699,-1097680472)+W(5,1053086422,-1093227067,-1086978538,1055157984)+W(6,-1106121381,-1098140010,1041831351,1030378489)+W(7,-1081018505,1047503463,-1107286980,-1117022930)+W(8,1053158416,1047431201,-1090494906,1040447738)+W(9,-1116219530,-1111854401,1043898913,-1088912308)+W(10,1049023531,1013873926,-1105216890,-1165267820)+W(11,1065796563,1047204695,-1076607098,1060337257);WS(-1071907259,-1110912590); +sum1=W(0,-1125193009,1047025832,-1082520498,1060301769)+W(1,1034040338,1027334603,-1128862543,1037187527)+W(2,-1091004805,1051495910,999732421,1007930762)+W(3,-1134196340,1045585380,-1082717575,1059488668)+W(4,1034460834,1012148988,1030754750,1046461539)+W(5,-1081098270,1059029683,1039737374,-1153534395)+W(6,-1115532794,1034859053,-1085641231,1058265227)+W(7,1026869576,1008981841,1035978988,1044478211)+W(8,-1094770022,1047385124,1035505465,-1141674924)+W(9,-1122396199,1038023446,-1100806498,1051401113)+W(10,-1108119003,-1131397284,1030566929,-1115297724)+W(11,-1096364930,1030610907,1049444580,1004145403);sum2=W(0,-1094095783,1071341959,-1106266089,-1079612356)+W(1,-1096220802,1053270877,1046265071,1041114835)+W(2,-1087794787,-1090342602,-1119797941,-1103321092)+W(3,-1105766507,-1093757522,1036032273,-1097206613)+W(4,-1100480279,1044676561,1052972269,-1096593198)+W(5,1065807667,1072329002,-1091841958,-1113258696)+W(6,-1118583019,-1091593516,-1120668367,1052074546)+W(7,-1107977625,1022355226,1048411623,-1091154406)+W(8,-1098744738,1035089459,1049018868,-1099949977)+W(9,-1102184915,1057911473,-1101075731,1053464489)+W(10,-1101117382,1048742227,1063609884,-1073590228)+W(11,1041493985,1066861510,-1098841365,-1096064815);WS(-1073583387,-1097642521); +sum1=W(0,-1113793830,1040986278,-1123577624,1026212810)+W(1,1031641306,-1117606078,1025630043,1018743169)+W(2,1051202676,-1107655120,1015332695,1026666645)+W(3,999171711,1043520539,-1085714085,1058537807)+W(4,-1102186706,999394704,-1113970392,-1126196031)+W(5,-1137921726,-1102760649,1042214156,-1098706922)+W(6,1041107242,-1117788829,1058609607,-1084066799)+W(7,1050734989,1028174279,-1126372055,1023908016)+W(8,-1120709796,1038867522,-1104026556,-1105230460)+W(9,1019259188,999617264,1049515695,-1105494638)+W(10,1038371877,-1131430066,-1141619744,997975216)+W(11,1048163249,-1113662887,-1118473257,-1117999154);sum2=W(0,1020465344,-1114187457,1042661620,-1108558660)+W(1,1022323488,1024517966,-1122047285,1035498840)+W(2,-1112200610,990338200,1037081003,-1114108748)+W(3,-1132946638,990134284,1050532943,-1098817485)+W(4,-1116108394,1033071181,1029560286,-1105572872)+W(5,1053825241,1046181371,-1112231866,1024966834)+W(6,-1137208000,-1125836673,1035380426,1052951690)+W(7,-1098433232,1018142458,1032274109,-1107008827)+W(8,1041934457,-1099854916,-1115059895,-1114933005)+W(9,996568996,-1143550666,-1132156656,-1101729420)+W(10,-1106305341,1025004711,-1139618609,-1133886920)+W(11,-1115627477,-1120597401,-1145950712,-1129654551);WS(1066138518,-1093674260); +sum1=W(0,1029114768,-1096639483,1057895286,-1095967018)+W(1,1030209323,-1115838467,1016625343,-1107076945)+W(2,1046373881,-1098130813,1027610352,1036809869)+W(3,1023256234,-1097327813,1060592282,-1090692519)+W(4,1010824623,-1116997111,-1135602902,-1112968866)+W(5,1048700903,-1096019117,-1147523994,1034515722)+W(6,-1154917052,1039946769,-1102042589,1052511498)+W(7,-1107963320,1025259308,-1126509217,-1145778087)+W(8,-1102212410,1050590801,-1106421308,1031910367)+W(9,-1119361423,1040195377,-1110743776,1037092318)+W(10,-1114290095,1015369596,-1120895465,1035798312)+W(11,-1096085673,1054517602,-1103975991,1032370884);sum2=W(0,1020680083,-1098235374,1040052819,1039185699)+W(1,-1105651771,999965284,1026207298,-1129289080)+W(2,1000882372,1041518935,-1108930987,1025606660)+W(3,-1114338038,1035819795,-1104532064,1060121453)+W(4,-1132043948,-1127194998,1034412140,1034843888)+W(5,-1096717996,-1098039050,1059664416,-1123799241)+W(6,-1119552802,1030579314,1025849568,-1085068698)+W(7,1064006582,1020099573,-1132183796,1031435954)+W(8,-1126927262,-1105751584,-1108966794,-1130436386)+W(9,1014438782,-1118921036,1034356940,1039772175)+W(10,-1090790505,1040432622,1026463590,-1110299389)+W(11,1043556407,1060018227,-1083675102,-1098649260);WS(-1098394199,1021768394); +sum1=W(0,-1106976773,1047476460,1035645360,-1107202165)+W(1,-1121988294,1008308247,1030592418,-1106379994)+W(2,1042879449,-1121922344,986778214,-1140215924)+W(3,-1109895628,1041629170,1052123789,-1091385002)+W(4,1042582852,-1120193402,1031813276,-1108680996)+W(5,1053022447,-1090269731,1042227034,-1127396653)+W(6,-1114022359,1028771909,-1107385030,-1107044710)+W(7,1044112989,973525940,-1124672038,-1123109432)+W(8,1044862779,-1127679127,-1115617842,-1139398721)+W(9,980431986,1035760915,1023833154,-1107740288)+W(10,1030134009,1014367554,-1118216524,1039049769)+W(11,1040198899,-1099192133,1025832513,-1116507498);sum2=W(0,-1098169790,1055345266,-1106123518,1039932359)+W(1,-1111072353,1012808524,968544056,1027898732)+W(2,1021773530,1036378047,-1123343911,-1132858861)+W(3,-1162122654,1053687424,-1089212318,1035540057)+W(4,-1111121590,1037852727,1056997121,-1077105818)+W(5,1068095045,-1098361429,1044527270,-1103837325)+W(6,1029158812,1039110353,-1090252350,1000425352)+W(7,-1115281069,1036594354,-1112228820,1037144043)+W(8,-1124556656,1050038066,-1114307158,-1134065606)+W(9,1026696161,1022799116,-1130232224,-1118055459)+W(10,-1116705210,1032061348,-1112296199,1042942743)+W(11,-1104975561,1040445489,1023167430,-1114916168);WS(1064984812,1025677564); +sum1=W(0,1043884023,-1096329284,-1084712758,1057726586)+W(1,1043356655,1012739123,1030924649,1033742216)+W(2,-1103101243,1046959260,1018532660,-1131015624)+W(3,1038396303,-1101734196,-1087209573,1057188432)+W(4,1046520365,1002161670,1036152448,-1105624932)+W(5,-1086845720,1061206275,-1114153679,1044816791)+W(6,1017544939,1017123640,-1084903475,1060371326)+W(7,-1111584053,1024962678,1042241831,-1108991823)+W(8,-1087299343,1055419738,1028245989,1043667629)+W(9,-1121467129,1037154774,-1108220133,1041931586)+W(10,994164350,-1114955616,1047065797,-1096026219)+W(11,-1087523701,1055087388,1051664559,1040331724);sum2=W(0,1043159502,-1104158106,-1085409392,1067096435)+W(1,-1090972778,-1098664617,-1105699647,1050222709)+W(2,-1090385012,-1106627676,-1102151020,1050757442)+W(3,1038273264,1025130152,-1106188919,1052171093)+W(4,-1086083449,1039140273,1032147900,1032288328)+W(5,1061149199,1075677902,-1070862987,1030992941)+W(6,1048938986,-1103450106,1050752016,1075039778)+W(7,-1070168511,1040257314,-1106879197,-1110143950)+W(8,1049612036,1073503496,-1072257998,1041175752)+W(9,-1128156680,-1098742781,1057886527,1075355126)+W(10,-1070483864,1030488248,1049056829,-1091104362)+W(11,-1095713225,1082426924,-1070643407,-1098188298);WS(-1072457547,-1104871915); +sum1=W(0,1018087532,-1138749297,-1129333765,983826087)+W(1,1026100589,1007352484,1014551830,1036550950)+W(2,-1131367952,1050222745,-1118152278,-1123482688)+W(3,-1143311830,1001512248,-1083142279,1055877542)+W(4,-1106883828,1034580622,1031881454,-1098112129)+W(5,1014989673,1020808474,1016760626,-1109491581)+W(6,1033102921,-1104222042,1059974718,-1086706094)+W(7,1045231050,-1122062610,1020957612,-1104597767)+W(8,1057969217,-1096646942,1040528910,-1114916930)+W(9,-1158925470,-1125431314,1048954301,-1105443081)+W(10,1027306868,-1147978606,1015585054,1042534317)+W(11,1043242379,-1106542638,-1120756612,-1122581117);sum2=W(0,-1120473304,1034530006,-1151412702,-1124099243)+W(1,1026058392,-1131120105,-1112539216,1032795060)+W(2,1009244103,-1115907580,-1114805763,1025202928)+W(3,-1132295147,1046686841,1037608248,1020085733)+W(4,-1120554932,998829429,-1099708049,1054832981)+W(5,1050403530,1033863239,-1154011810,-1131382687)+W(6,-1120301365,-1109933894,1051005406,-1107650300)+W(7,1036477609,1020773937,-1106531527,-1089566811)+W(8,-1106362502,1030750625,-1122049677,-1143352615)+W(9,-1119309605,1004612697,-1114169666,-1130967605)+W(10,1028389062,-1142800679,-1165429700,-1105741108)+W(11,1026755208,-1146151019,1026996282,1016610669);WS(1057548396,-1118860492); +sum1=W(0,1024314991,1024521628,1019907062,-1109277847)+W(1,1042186208,-1127185475,1015464700,1035643506)+W(2,1035362560,1033181378,1019936830,1015346289)+W(3,1033090170,1022826491,-1102305323,1038789717)+W(4,1047455161,1015056043,1024068436,1044765945)+W(5,-1077384746,-1093016121,1050623422,1035221881)+W(6,1023937802,1040253828,-1095947197,1047039772)+W(7,1039235079,1019339797,1007695803,1032416458)+W(8,-1110302756,1032628147,1012944520,1030260028)+W(9,1026830221,1031527745,-1110046895,1032291149)+W(10,1025595072,-1124358344,-1142835770,1041535598)+W(11,-1106773417,1038601945,1031404576,1039118899);sum2=W(0,1028948662,-1119520873,1040692087,-1099276378)+W(1,1042585669,-1108959122,-1108748842,1035535229)+W(2,-1128105382,-1125068566,-1119570187,-1105777938)+W(3,1035054379,1034598190,-1105801492,1046560183)+W(4,-1104135640,1040780747,-1114955281,1040844095)+W(5,1058969109,1035247795,-1104363062,-1115696651)+W(6,-1123628391,1017632867,-1140061979,1037021603)+W(7,-1119904127,-1122498951,1033670708,1028317650)+W(8,-1098716294,1041621971,-1109815486,1039115990)+W(9,-1113438145,-1152158269,-1100355456,1042440154)+W(10,1033417138,-1102421790,1009774019,1033306906)+W(11,-1097137530,1045186907,-1096381982,1043903068);WS(-1111617372,-1089239798); +sum1=W(0,-1120946745,-1109363280,1036859267,-1107333692)+W(1,-1131126919,1028471724,1043411666,-1105933140)+W(2,-1100282243,1036658471,1046725686,-1102252305)+W(3,-1105344783,-1122482989,1033736099,-1096910672)+W(4,-1138971218,1048148056,1034980559,-1097138762)+W(5,1040067055,1063625005,-1100591479,-1115573502)+W(6,1035032490,1028445691,-1085774908,1059841631)+W(7,-1101046354,1018704810,-1102176538,1038047807)+W(8,985367106,1050659758,-1099856795,1038410359)+W(9,1042691462,-1104930291,-1095561837,1056206133)+W(10,-1114722211,-1104725204,-1106084756,1036625252)+W(11,-1105930796,1039222942,1033845467,1032806392);sum2=W(0,1032901751,-1102980188,-1097455677,1019096213)+W(1,1032175116,-1112661460,-1107914664,1034775565)+W(2,-1079544271,-1123759676,-1101940532,1048109574)+W(3,1029069579,-1107463876,-1107584024,1039965269)+W(4,1028816201,-1102645998,987500422,-1115674720)+W(5,1066142773,1060530292,1036298034,1048822254)+W(6,-1107918292,-1122769714,1049477386,1039765158)+W(7,-1100641824,-1106440053,1041931397,1028640927)+W(8,-1110827944,-1133849713,1041944181,-1113520406)+W(9,-1106970712,-1133982193,1040943686,-1110406142)+W(10,-1113302080,1032469881,1026585516,-1112107626)+W(11,1033119735,-1129682772,1007346649,-1114426196);WS(1055684951,-1075449937); +sum1=W(0,1025203701,1021145317,-1089325052,1050955910)+W(1,1044060206,1023449767,-1109225282,1041132226)+W(2,-1098148265,1048074946,-1122722677,-1117792831)+W(3,-1105594014,1045336591,-1089314051,1059061644)+W(4,-1138312640,1024771419,-1102495686,1048290762)+W(5,-1085251962,1063401377,-1135340574,1034487612)+W(6,-1115277256,1046212734,-1086898788,1058388246)+W(7,-1108206354,-1122363216,-1131312361,1033816821)+W(8,-1089905605,1057949871,1012872015,1023079171)+W(9,1003392922,1042625602,-1090587428,1049257380)+W(10,1013091209,-1119440554,-1119401549,1032304674)+W(11,-1086086859,1056447675,1030899626,1029355212);sum2=W(0,1061277558,-1075680192,1064394375,1041412946)+W(1,-1097187807,1043650757,1070915797,-1078675502)+W(2,-1099840736,1036217426,1041322393,-1128025338)+W(3,1077465728,-1072669743,-1080083122,1053075748)+W(4,-1098777830,-1113957037,1077005703,-1071891757)+W(5,-1110541808,1035413026,-1105806062,1028555409)+W(6,1067272551,-1079654744,1034295344,-1098463344)+W(7,1042040059,1035679275,1035834095,-1094224921)+W(8,1034313258,1050839735,-1099205009,-1113787473)+W(9,-1140563054,-1124876273,1044374977,1012713199)+W(10,1043077130,1015942004,-1101597023,-1106967769)+W(11,1056268760,1033733408,-1097742853,1036121231);WS(-1084991020,-1093321377); +sum1=W(0,-1124603198,1041431403,1058092855,-1087194206)+W(1,1031898965,1027465426,1020905181,-1106261797)+W(2,1050746614,-1093664550,1020373118,1019387090)+W(3,1034567442,1012534679,1060858482,-1086211050)+W(4,1037199077,942151344,1033810210,-1100435893)+W(5,1063338984,-1081371861,1028138434,-1130539845)+W(6,1026468027,-1113177704,1057782107,-1091610836)+W(7,1041359812,1019123574,1034346016,1029015460)+W(8,1050350895,-1090363161,1026545296,1032894586)+W(9,1012576759,-1109083497,1047981412,-1099126963)+W(10,1017607178,1018549369,1040898454,1045957208)+W(11,1051078083,-1088769118,-1114891854,1024075622);sum2=W(0,1049096145,-1096421724,-1104462777,1019605429)+W(1,-1107039596,1039363330,1050639335,-1100344181)+W(2,1044471716,1054069324,-1112798845,-1113551308)+W(3,1060252300,-1085369111,-1101216805,-1124780213)+W(4,1041817400,999612981,1068716746,-1076762820)+W(5,1050347336,1025609425,-1099054195,1018249637)+W(6,1070836883,-1073687271,1052234046,-1096692411)+W(7,1029953841,1028531297,1071114171,-1075542147)+W(8,1009296899,1043747806,1030832137,-1109453871)+W(9,1069477538,-1076870984,1047758574,1026561745)+W(10,-1135279155,1027426027,1068968491,-1078719402)+W(11,-1114781860,1035243068,-1140937749,-1125031723);WS(-1082530796,1061926473); +sum1=W(0,-1111745736,-1107298323,1048819916,1033356744)+W(1,1034157517,-1119982339,1030277984,-1127531019)+W(2,1039611697,-1113172467,-1127895905,1009757802)+W(3,-1123296661,-1109831840,1058045501,1035918242)+W(4,-1146238814,-1125062126,1039021467,-1118701125)+W(5,-1099048749,-1088898044,-1099659681,1039341706)+W(6,-1130604760,-1101933527,1052265202,-1125679275)+W(7,1032846000,-1111731430,1012520514,-1114851579)+W(8,1034215157,1029808585,1005542493,1016627083)+W(9,-1112767704,1016124742,1037161440,-1110952702)+W(10,1024904046,-1137100912,1017586258,-1131932512)+W(11,1010862879,1040689749,-1114167271,-1130467695);sum2=W(0,-1123675689,1027790609,-1107220732,-1138688370)+W(1,-1114685917,-1131813881,1025856461,-1115257125)+W(2,-1103597907,1036222096,-1104487390,-1138958066)+W(3,-1129839981,1041635489,-1083432255,-1099581339)+W(4,-1113019592,1015980625,1039506778,-1087170514)+W(5,1074899174,1052206445,-1103205528,1015820001)+W(6,-1111122039,1054414527,-1087814585,1033877978)+W(7,-1114160943,1023501105,-1108253250,1040911707)+W(8,-1119836905,1035305654,-1128600489,-1135082354)+W(9,1042547871,-1107819629,-1108795814,1040418607)+W(10,-1113593105,1028405761,1023517501,-1119501461)+W(11,-1120345851,974999585,-1136105250,1023691837);WS(1064809580,1026007555); +sum1=W(0,-1117346201,-1139810490,1018638922,1046259126)+W(1,-1110265860,-1107316166,1012678303,-1117193870)+W(2,1041509643,-1116046893,-1107022182,1042684025)+W(3,-1112794575,1032058104,-1089321581,1058768682)+W(4,1049529906,-1107194416,1024755966,-1127734554)+W(5,-1106321711,1057441571,-1097674775,-1115653262)+W(6,-1119597108,1040786347,1042250009,-1088983804)+W(7,1052962187,-1115453338,-1109792204,-1106953519)+W(8,-1136225478,1052663642,-1105006210,-1104239151)+W(9,1039580268,-1120656619,-1140389406,1033398978)+W(10,-1138416249,1026892022,-1109340249,-1123630216)+W(11,1031754384,1030125211,-1114619763,-1113265368);sum2=W(0,1002173025,-1126476274,993251281,1035289805)+W(1,1026092616,-1119256919,1022454821,-1112202702)+W(2,1027055467,-1110248161,-1106697397,1035602798)+W(3,-1114052781,1040267060,-1106967376,1050537246)+W(4,1051631259,-1119463370,1026488668,-1105276944)+W(5,1037292044,-1103163514,-1119693560,-1109176262)+W(6,1024785122,1041996701,1032247852,1036995069)+W(7,1026699348,-1123291766,-1114947733,1024974628)+W(8,-1103384730,1044720036,-1113586574,-1103668424)+W(9,1041552522,-1106672600,1024347316,-1136575544)+W(10,1012871948,-1104716490,-1114686018,1014734543)+W(11,1038837578,1011597497,-1113050536,-1124038001);WS(1065652022,1032044813); +sum1=W(0,1008146233,1024151812,-1109382253,1046726755)+W(1,-1118504831,-1145994760,-1138253430,1033154018)+W(2,-1111423088,-1114751985,1030270670,1011776865)+W(3,-1111490857,1037025524,-1089787453,1060185520)+W(4,-1108385813,1031075253,1034343482,-1098142828)+W(5,1056996567,-1102691401,1034117937,-1115595081)+W(6,1027957290,-1093711910,1064926206,-1084615165)+W(7,1042611828,-1141498448,1037589943,1019326054)+W(8,1020462798,-1096112169,999245356,1030480467)+W(9,1035138662,-1137243780,1028825917,-1123985530)+W(10,-1106962907,1020535720,-1130048270,1033030167)+W(11,1017317515,-1105819364,-1131349303,-1161641125);sum2=W(0,1006780909,1018874621,-1118402441,-1125742470)+W(1,1022906649,1002124531,1032029355,-1106542042)+W(2,-1123089851,1042324218,1032351097,-1127943559)+W(3,928839112,-1114343998,-1111882995,-1150379126)+W(4,1030201786,-1112138839,-1118040285,-1106692361)+W(5,1057618964,1059562898,-1096401122,1036092239)+W(6,-1112805367,1043467647,-1114692462,-1124030112)+W(7,-1101041619,-1119061832,-1105940221,1041450718)+W(8,1035656455,-1096899429,-1105376866,1038704957)+W(9,1025941308,1036583459,-1122657152,-1115452253)+W(10,1025207396,-1115257437,1031169874,-1106475204)+W(11,-1181112366,-1108009053,-1117532473,1040262599);WS(1060219372,-1086892801); +sum1=W(0,-1103145773,1039153858,1051640744,-1098525574)+W(1,-1104573181,1018968139,1041685441,-1139059104)+W(2,-1111094658,-1114399172,1034492410,-1114173214)+W(3,-1114046300,-1139626983,1060139625,-1105262039)+W(4,-1112320535,-1114750605,-1105288038,1051743245)+W(5,1048845947,-1084251893,1048366229,-1119683574)+W(6,1036049319,1005204005,1056234019,-1132035760)+W(7,1045757805,-1113866359,-1105447101,-1096900831)+W(8,1058595229,-1097183901,-1102598303,-1132035040)+W(9,-1153064218,1006778518,1030114274,-1095492788)+W(10,1044243314,1021887633,1037687846,-1097346218)+W(11,1052830405,-1105878061,-1114955456,-1107291810);sum2=W(0,-1116149857,1025241726,-1099180395,1043244905)+W(1,-1108018378,1036684654,-1115656995,1004099725)+W(2,-1094029030,1042198638,1030698655,-1113978987)+W(3,1030898684,1025926274,1029208805,1050305603)+W(4,-1105752531,1030311314,-1101937257,1029996270)+W(5,-1093188603,1051892024,1032179392,-1143836228)+W(6,-1172884346,1015423640,1043486640,1010118001)+W(7,1042453668,-1107174775,-1108962642,-1098527410)+W(8,1057927618,-1111697287,-1110311603,1032971351)+W(9,-1122887710,-1102965987,1033678913,-1106879588)+W(10,1043859461,-1114814873,1035380843,-1099100919)+W(11,1054675670,-1115267941,-1124505249,-1114563702);WS(1054285911,1050558006); +sum1=W(0,-1123510162,1038924416,-1103298920,1049975562)+W(1,-1107117058,-1132690963,-1131523010,1041880394)+W(2,-1093800836,1050884477,-1103773453,1013663344)+W(3,-1131464621,1042834130,-1095165898,1056805171)+W(4,-1101616339,1008580322,1019709806,1022473868)+W(5,1057683379,-1101108530,-1121085405,-1112183179)+W(6,1029482925,-1100861061,1065493943,-1084744157)+W(7,1044641696,-1107880231,1019519396,-1099456110)+W(8,1059660975,-1084827161,1037612741,-1118057053)+W(9,1008876867,-1103795177,1052993120,-1096422344)+W(10,1041661496,-1120002940,990268585,1023983666)+W(11,1049686449,-1102767109,-1112995616,-1125681410);sum2=W(0,-1122499415,-1115660402,1019721643,1052675919)+W(1,-1134010714,-1107636671,-1135750526,-1103885919)+W(2,-1163427536,-1111228057,-1097257542,1043515230)+W(3,1025808744,-1107570715,1050733408,1050715774)+W(4,-1097200131,-1113330231,1004729468,-1109043837)+W(5,1068391994,1068640266,-1098019427,1035061875)+W(6,1038371609,-1101018403,-1088555463,-1109791041)+W(7,-1104872484,1015805682,1025309219,-1106866200)+W(8,1029079067,-1082318320,-1103711089,-1134559274)+W(9,1037233345,-1100735475,1034253450,1048468038)+W(10,-1096395820,1043601518,-1107252608,1049544712)+W(11,-1147071004,-1092391889,1032346912,-1139706642);WS(-1090663639,-1077388844); +sum1=W(0,1018174482,-1118693311,-1093711755,1049109025)+W(1,1040639418,1010315758,-1160081154,1029100670)+W(2,-1098783931,1046071575,1021012498,-1115518041)+W(3,-1125628059,-1120731528,-1088582516,1052420297)+W(4,-1106387497,-1181480889,-1132569784,-1106887239)+W(5,-1095941442,1068562223,986381179,1034527238)+W(6,-1117916196,-1106415899,-1087125152,1064382514)+W(7,-1096200966,974332196,-1117849353,-1097169074)+W(8,-1094690684,1058209900,-1116837948,1015836076)+W(9,1021610031,-1146324700,-1097735927,1048904111)+W(10,1025702951,-1123641014,-1122253105,-1168966176)+W(11,-1093052224,1056110513,-1121509238,1025570188);sum2=W(0,1034436941,-1094381136,1032181918,1038416019)+W(1,-1157362266,1040127243,-1113720588,1042206203)+W(2,998633097,-1112936962,1041189037,-1108577062)+W(3,1024698569,-1096498964,1057336919,1044225483)+W(4,-1114037642,-1122557473,-1106229774,-1082651758)+W(5,1076874404,1035551973,1029476436,1033287923)+W(6,1036635696,-1065300211,1081990850,1041430251)+W(7,1035032611,1024588020,1046234567,-1070759890)+W(8,1049370102,1045207615,1036601034,1015731519)+W(9,1052080385,-1090746117,-1114040834,1038285588)+W(10,-1115422836,-1155116306,1034351318,-1089089289)+W(11,1035723536,-1119691531,-1130950394,1031958369);WS(-1080363926,-1071486509); +sum1=W(0,1035667824,-1117755862,1058850627,-1089812638)+W(1,-1119781738,1033333673,-1106562756,-1102851061)+W(2,1044522508,-1098855847,-1124105919,-1122920906)+W(3,1048836261,1026770536,1060900423,-1094273901)+W(4,-1136163052,1034167779,-1099668353,-1096598034)+W(5,1062774732,-1081351512,1019768789,-1100720585)+W(6,1041756943,-1111989629,1060314417,-1091724133)+W(7,1036217472,1023569595,1034350288,-1117155588)+W(8,1058954340,-1097309107,1034476769,1037864032)+W(9,-1111757455,-1106686285,1047827972,-1089979637)+W(10,1034808863,-1108224543,1036008540,-1110305168)+W(11,1058323473,-1097705308,-1112569431,997120104);sum2=W(0,-1130221439,1026473921,-1098631230,1059210683)+W(1,991949852,-1088875775,1039521143,1040027805)+W(2,1049962270,1037922688,-1128609979,1043008084)+W(3,-1106623296,-1103850305,-1102633929,1032319554)+W(4,1032322677,-1081254616,1040812416,1044422007)+W(5,1053913409,1075309200,-1093367457,-1078110278)+W(6,-1108121630,1033782288,1041179127,1051007822)+W(7,-1128820939,-1087823621,1011405671,-1112409330)+W(8,-1118313372,-1114991064,1042490244,-1085620101)+W(9,1024610419,1042204829,1033589003,1064519547)+W(10,-1108707286,1038944538,-1120568012,1007920671)+W(11,-1105557487,1041664007,-1108726636,-1097283302);WS(-1085146860,-1078432897); +sum1=W(0,1000247468,-1149696569,1046594056,-1105608437)+W(1,1029982264,-1128935441,1037132754,-1105005939)+W(2,1049101493,-1092242085,1035020227,-1114749360)+W(3,-1107087079,1047641075,1036712721,1034057408)+W(4,1000135432,1041253327,1043827999,-1094624073)+W(5,1056540903,-1091288646,-1097712673,-1098691603)+W(6,-1105171356,1038438012,1056427897,-1092984875)+W(7,1048401189,1031740017,1034542459,-1098392071)+W(8,1052522438,-1099696227,-1113847620,-1124493285)+W(9,-1139389265,1037791108,1039493090,-1123704450)+W(10,1041969240,1035876258,1019250012,-1111893867)+W(11,1053002294,-1096292923,-1109486882,-1117863020);sum2=W(0,981650725,1022634928,-1122722467,-1134931805)+W(1,-1114801830,1035155349,-1123188651,-1141995321)+W(2,1043118137,1038372119,-1108690895,-1113558499)+W(3,-1132394336,-1159373413,-1111962066,-1088039805)+W(4,1059960197,-1123558064,1019312288,1040593594)+W(5,-1085264893,-1062981933,1086226578,-1122982849)+W(6,1007032529,-1125839148,1035586791,-1088420516)+W(7,1052041256,1041973847,1019035800,-1144628769)+W(8,1030456162,1033594923,-1121903247,-1112866008)+W(9,-1139057577,-1130558040,1025167346,-1132235322)+W(10,-1127116104,999416881,994405618,996479090)+W(11,-1121727683,-1141102409,1010205301,1015327588);WS(1065314092,1028007882); +sum1=W(0,1031315399,-1118910333,-1110071882,1027958726)+W(1,-1132049297,1030345978,1009229913,1044274103)+W(2,-1091088835,1049048403,-1098774521,1015648546)+W(3,-1129846167,1040482617,-1081937298,1058342964)+W(4,-1097400260,1033820695,1030512684,1028502523)+W(5,1057125791,1041882615,-1128387300,-1123750794)+W(6,1027211107,-1098008831,1063505604,-1081007746)+W(7,1042307230,-1119357859,1024491495,-1114626726)+W(8,1056913060,-1094994912,1046624506,-1108219417)+W(9,-1133667543,1030034106,1045615294,-1103714125)+W(10,1018202602,1021380405,1020076159,1035646611)+W(11,1046315392,-1120947018,-1116178789,-1113806211);sum2=W(0,-1105494348,1051114204,-1106549278,-1106413411)+W(1,1026636954,-1101805730,1042860341,-1095282678)+W(2,-1095274416,-1115620988,1032482885,-1123651604)+W(3,1034523914,-1099570184,-1097084890,-1100406176)+W(4,-1103782738,1033985372,1032509803,-1092355888)+W(5,1068351366,1061966336,-1111829172,1041181693)+W(6,1037500440,-1093487707,1045336627,1064976080)+W(7,-1099957245,-1105149847,-1136462181,-1101634066)+W(8,-1093371043,-1095768559,1011878641,1041978329)+W(9,-1115571726,1038218158,1025607496,1051011462)+W(10,-1122142689,-1106959075,1030953968,-1144657738)+W(11,-1098135458,-1103066203,1046841453,1034424520);WS(-1100053422,1042143034); +sum1=W(0,-1121193300,1038907933,1037214192,-1104157285)+W(1,1003265009,927491180,1027006179,-1101648146)+W(2,1052804861,-1116788520,-1105088109,1036085839)+W(3,-1116784408,1051061595,-1092953078,-1115727182)+W(4,1044603252,-1112320669,-1124403186,-1096312949)+W(5,1063691363,-1094770533,-1110178331,-1132796507)+W(6,1032959000,1021329739,1057610578,-1085255924)+W(7,1042273837,-1129217311,1036096698,-1104405590)+W(8,1046101531,1032460934,-1099699080,1029210945)+W(9,-1106874909,1032316755,1033832353,-1101777344)+W(10,1042741769,-1111566277,-1140087089,1026338531)+W(11,1044117027,-1123976854,-1110400285,1023324661);sum2=W(0,-1141740532,-1127364827,1016858659,1019476887)+W(1,1027610232,-1114104878,-1141563308,-1115378106)+W(2,1014774982,1033910688,-1098709711,1038463125)+W(3,-1146742484,-1097895309,1061549017,-1098904537)+W(4,1048121474,1009723338,1037326381,-1089066292)+W(5,-1086943216,-1087533486,1044386108,-1128378528)+W(6,-1100634945,1074712949,-1081904953,1051894188)+W(7,1035948687,-1114075451,-1112991637,1036278807)+W(8,1016249563,-1105464222,1034738839,1023041183)+W(9,998071241,1023404119,-1104500239,1039001405)+W(10,-1111082062,1028418264,1028661660,1032269699)+W(11,-1118089334,1002948788,1032376859,-1116656881);WS(1064553004,-1122811923); +sum1=W(0,-1129171987,1031404000,1045766677,-1102182210)+W(1,1024429036,-1144455651,1032276908,-1105326008)+W(2,1049463355,-1094389820,1026361994,-1121595412)+W(3,-1113233767,1049333812,1036005443,974120215)+W(4,1035186995,1034062296,1041762428,-1095271692)+W(5,1059787495,-1088583546,-1095666629,-1100003363)+W(6,-1110071667,1021654775,1057980603,-1092394330)+W(7,1048809333,1024774373,1027123610,-1101813124)+W(8,1052117804,-1097358280,-1132328890,-1125809241)+W(9,-1123823416,1034262350,1041561742,-1111517243)+W(10,1043990330,1035275874,1026480898,-1114787413)+W(11,1051913520,-1097569834,-1107060706,-1116630377);sum2=W(0,1027128731,-1118374135,1034513610,-1123174378)+W(1,1026835315,-1114420605,-1153474964,1014938475)+W(2,-1107487108,-1123472496,1026726549,1026647445)+W(3,1032141903,-1106631533,1042187602,1054134699)+W(4,-1092438474,1008281595,-1114194268,1049333862)+W(5,-1091768288,1082046784,-1066065893,1032174407)+W(6,1010972171,-1117272233,1029258819,1048672371)+W(7,-1108402828,-1107223380,-1128303982,1026850075)+W(8,-1112584656,1015595275,-1129520676,1020663133)+W(9,1020076945,-1130317298,1019094573,-1143083862)+W(10,1012988295,1016020771,-1125252319,1023253865)+W(11,1030375545,-1112246350,1033146096,-1120189048);WS(1066855734,-1119441794); +sum1=W(0,-1127562022,1039804281,-1090674092,1057948125)+W(1,-1113289318,1040603681,-1123770274,-1106380690)+W(2,-1096623933,1041520634,-1102744925,-1104646487)+W(3,-1115364812,1049486942,-1088928155,1058254390)+W(4,-1126493725,1030330554,-1108591004,1052921753)+W(5,-1086271011,1066610309,-1125400685,1047144630)+W(6,-1109630903,1002857256,-1088126629,1047590014)+W(7,-1097419497,-1118729135,1012450637,1049080999)+W(8,-1098448030,1058670697,1027654745,1040353710)+W(9,-1111453929,-1123146086,-1095526376,1020669183)+W(10,-1103558716,-1110153949,-1112819014,1045715313)+W(11,-1090620137,1057080301,-1122765265,1038000005);sum2=W(0,1029773001,1045848843,-1100354950,1042255280)+W(1,1031741567,-1106457511,-1098400772,-1098127734)+W(2,985414438,-1114969170,-1101857955,-1121665039)+W(3,1049403575,1040542896,-1094506611,1044461531)+W(4,1033605854,-1106685198,-1106957817,-1113384065)+W(5,1065317808,1063282493,-1099888837,-1090380876)+W(6,1040180418,-1098054809,-1102424534,-1111953320)+W(7,-1148110913,-1097784009,-1125940042,1051521525)+W(8,1038107076,1052337139,-1125555808,1010307405)+W(9,-1121768997,-1098090743,1030043463,-1098581045)+W(10,1034608926,-1105861523,1035657430,1035815778)+W(11,-1104826760,1052586351,-1105779304,-1121200133);WS(1024108216,1053619151); +sum1=W(0,-1110237276,-1117217830,1029541828,-1116974327)+W(1,1028000106,997960357,1036125123,-1104025987)+W(2,1035829669,1029841740,-1125285423,-1115997186)+W(3,-1105593599,1053313098,1040682969,-1093167724)+W(4,1031701731,1020700860,-1116690717,-1107833238)+W(5,1058976450,1049118258,-1094097902,1017239158)+W(6,-1138403916,-1112296045,-1104638900,-1102593951)+W(7,1055269059,-1122615091,-1118424632,-1108171422)+W(8,1053496066,-1123704112,-1100830255,1029941429)+W(9,-1118568038,1025019530,997886569,-1107943218)+W(10,1036129823,-1111217181,-1117554448,-1113883668)+W(11,1047703644,-1108512765,-1109656827,1020926429);sum2=W(0,-1119993039,-1109450011,1040401784,-1106582025)+W(1,1033614749,-1147493015,1038893624,-1096262037)+W(2,1053717996,-1117988753,1000703247,-1114388777)+W(3,-1105602869,1055566572,1043380434,-1092886002)+W(4,1034388956,1043473668,-1106354535,-1158461197)+W(5,-1105416337,1072933379,-1081255560,1043342555)+W(6,1032998629,-1117939535,-1087999087,-1083385663)+W(7,1066426555,-1094544057,998835515,-1108137959)+W(8,1027244587,1045359897,-1093783038,1045623937)+W(9,-1119543359,1037096144,-1117843291,-1101171319)+W(10,1051461624,-1102892249,1026155597,-1114868339)+W(11,1031605777,1022787365,-1100938466,1041102940);WS(1062840044,1036517115); +sum1=W(0,1027882709,1024218619,-1088734638,1057788973)+W(1,1032695796,-1105941698,-1102360361,-1119309706)+W(2,1031157223,1045291130,-1107257205,1032367183)+W(3,1037386637,1051294017,-1082181941,1057574554)+W(4,1039133128,1015412087,1026327034,-1105387538)+W(5,-1087289600,1064725383,1024151288,-1102302982)+W(6,-1102333276,1045232110,-1089919726,1056789371)+W(7,-1131902346,1046746652,1042539613,1042423170)+W(8,-1088061047,1052153154,1045762482,-1110282969)+W(9,-1113170154,-1107171938,-1126992520,-1124580994)+W(10,-1130270357,-1116552186,-1117867630,1042893141)+W(11,-1098512042,-1109192172,1047580087,1032060742);sum2=W(0,-1128425377,-1106124336,-1106789449,-1116881359)+W(1,-1108203604,-1154187588,1027402769,-1123408727)+W(2,1046361983,1040877836,1041799035,1037669599)+W(3,-1122701285,1035952055,1033758045,-1092736894)+W(4,-1110885432,-1106801609,1029460017,-1106291502)+W(5,-1092942672,-1089281400,1058715791,1044648045)+W(6,-1128656941,1034330078,1022825967,1067937621)+W(7,1060265099,-1104725901,1015114546,-1137130753)+W(8,1043050798,1057367901,-1090127289,-1099584998)+W(9,-1131912907,-1151273092,1026393205,-1100743964)+W(10,-1100147508,-1114467924,1012677721,-1141059698)+W(11,-1114857397,-1116376233,-1085394823,1048436512);WS(-1090906199,1032077706); +sum1=W(0,-1133027020,-1114971356,1042474992,-1109782777)+W(1,1040233361,-1113511763,-1121893314,1044790618)+W(2,-1113284386,1033127972,-1105262125,1025873725)+W(3,1023318639,-1123234602,1041326284,-1090554926)+W(4,1034823031,1011115622,1029445080,1040694938)+W(5,-1105269270,1053731809,-1109230339,-1129412204)+W(6,1001128051,1035215242,-1090300845,1054234875)+W(7,-1098565414,1038160135,1034316233,-1102125462)+W(8,1049843289,-1098556565,1042417542,1018477632)+W(9,-1103958128,1043268297,-1131346756,-1121911775)+W(10,1026215817,1009497794,1035906358,-1122145747)+W(11,1025511402,-1113919963,-1122686272,998364239);sum2=W(0,1010874613,1030375188,-1115235366,1049471257)+W(1,-1100352469,1040126787,1031993168,-1098558104)+W(2,1051363302,-1094785947,1040320218,-1131978284)+W(3,-1110586713,-1116546039,1056517150,1031272431)+W(4,-1111763071,-1124433226,1035954309,-1089737673)+W(5,1057138262,-1102658594,1043402933,1027656919)+W(6,1034349301,-1094899703,-1098486858,-1112892354)+W(7,1057577914,-1092308561,-1122071401,1053685859)+W(8,-1093546729,1046184196,1039716432,-1116345243)+W(9,-1140127141,-1108774266,1034072089,-1109252950)+W(10,-1122970680,1016915650,1029284667,-1124583674)+W(11,-1122424073,1037904141,958822899,-1140678181);WS(1065971990,-1117349785); +sum1=W(0,1041698888,-1103591502,-1130045402,1049080916)+W(1,1009208654,1021475879,-1112126136,1043874709)+W(2,1044992637,1047240445,-1121869537,-1134810027)+W(3,1034826515,-1101299034,-1083999976,1060703412)+W(4,-1123043996,-1144695867,-1129568652,-1186542860)+W(5,-1081978560,1061790267,1028920692,1017436104)+W(6,-1109843230,1041410157,-1085461041,1058214583)+W(7,-1105683576,-1131209785,1024013025,-1159955630)+W(8,-1090063736,1059365054,1011681824,-1139574520)+W(9,1009653886,1030113747,-1097631850,1049303674)+W(10,-1125202109,1000157667,-1137279078,-1120752640)+W(11,-1094129699,1052607100,1021258909,1022839599);sum2=W(0,-1117014919,-1073720352,-1104300581,1055286111)+W(1,-1105567211,-1108683793,-1130364155,-1086725672)+W(2,-1091483554,-1109695767,1032269150,1033653176)+W(3,-1106662873,1069712606,1061376514,-1114136197)+W(4,-1138351682,-1115525434,-1114007102,1062079613)+W(5,1060429625,1052661025,1018497014,1043366723)+W(6,1049348603,-1102930718,-1098979910,-1131131469)+W(7,1032920333,-1107942477,-1111037227,1020707077)+W(8,-1091915359,1050631696,-1117367449,-1139459182)+W(9,1016435713,-1114426132,1043583392,-1112682766)+W(10,-1122101547,-1122885189,1035610526,1034066723)+W(11,-1091474650,-1112601210,1039950258,1026792554);WS(-1087438700,-1079683283); +sum1=W(0,1017584527,-1111085935,-1097724786,1052950249)+W(1,-1112145065,1032156829,-1126645293,-1110290014)+W(2,-1098381907,1053593812,-1106211842,-1129163939)+W(3,1024510860,1033919541,-1083731542,1063649365)+W(4,1003633557,-1118260846,-1126938201,1049726143)+W(5,-1081500983,1059087538,1023563130,-1120786763)+W(6,1025818403,1042036038,-1097215121,1052548297)+W(7,1019377518,-1116189667,-1163276521,-1114444262)+W(8,-1091706404,1057898452,-1104008328,1023503580)+W(9,1040771729,1029908410,-1097070911,1045403069)+W(10,-1115067299,-1112674412,-1160528892,1035428627)+W(11,-1097940968,1052829673,1032435766,1015355644);sum2=W(0,1027460995,-1139353737,-1116062036,-1105887481)+W(1,1043084390,-1112909236,-1126036613,-1172793556)+W(2,1041340702,1031879973,-1108443334,-1144584219)+W(3,1029366028,1021322407,1050063273,-1101108606)+W(4,1031078409,-1116288208,-1129309981,-1097919394)+W(5,1055277098,1009470709,1041616760,-1099143154)+W(6,1020875062,-1121912528,-1106551211,1047064096)+W(7,-1107655532,-1100042276,988377354,1034370211)+W(8,1041415105,1034815104,1018545561,-1108610892)+W(9,-1109676838,-1137199485,-1128558209,1034836242)+W(10,1014245687,-1111876576,1030688918,-1107628664)+W(11,-1134721053,1049845283,-1104117922,-1123449114);WS(1044595630,-1081949232); +sum1=W(0,1039675598,-1112185757,-1088266627,-1103352647)+W(1,1051863744,-1115854735,-1114551286,1041771076)+W(2,-1144202605,1058269731,-1102436935,-1130126796)+W(3,1008233858,-1113654239,-1106609306,1055957016)+W(4,1041931682,1017898629,-1121252161,1036138408)+W(5,-1087961804,1060473075,-1105147684,1041818984)+W(6,1033942172,1043328887,-1087619944,1062639593)+W(7,1002098271,-1130413359,-1122512668,1047911808)+W(8,-1086197995,1055667963,-1111264410,1032948860)+W(9,1026205083,1028532559,-1087181441,1042300482)+W(10,1038991809,-1115140949,-1118876117,1051948425)+W(11,-1079365891,1051816684,1047648830,1035539513);sum2=W(0,1050752765,-1087877559,-1089125923,1063798323)+W(1,1013490077,-1098786735,-1102559074,1042152886)+W(2,1035361880,1052128007,-1090156566,1029952535)+W(3,1004621594,-1095393630,1058416370,1062325475)+W(4,-1094287538,-1116454071,-1106905815,-1106434273)+W(5,1058355794,-1120474523,-1101206197,1025568531)+W(6,1038134564,-1099723068,1056388755,1051681161)+W(7,-1100293430,1009033997,-1114858390,1036662936)+W(8,1040360076,-1096401119,-1104699402,997069429)+W(9,999530010,-1101776331,-1106345832,-1106373450)+W(10,1048788631,-1117506479,-1104442024,1054232067)+W(11,1034476952,-1089943559,-1113690608,1019208527);WS(-1082323244,1081334754); +sum1=W(0,1017652669,-1114671162,1045686283,-1100397239)+W(1,1040334760,-1120290385,1026074030,-1101582293)+W(2,1051997878,-1097273854,1036251335,1010893986)+W(3,1026308835,-1102225205,1056290627,-1091487775)+W(4,1044247257,-1114193219,-1139023631,-1128122150)+W(5,-1109179969,1033600923,1034603313,1015477828)+W(6,-1124784756,1047028384,-1088067773,1058585755)+W(7,-1098471302,1027532986,-1157466090,1041367009)+W(8,-1090935975,1058457225,-1104671877,1028455628)+W(9,-1151223253,1037350457,-1100014755,1047302995)+W(10,-1113240670,1023216600,-1123067319,1018518877)+W(11,-1100605637,1040259816,1007040336,-1167442276);sum2=W(0,1021161720,1034310052,1028060302,-1111691904)+W(1,-1117456161,-1120681063,-1130912565,-1120070653)+W(2,1057895756,1060473449,-1103940220,1030806761)+W(3,-1130074229,1013066141,1050008660,1048707954)+W(4,1041027109,-1131293055,-1117040706,-1097167140)+W(5,-1077198236,-1071981659,-1101172514,1009545637)+W(6,1025588007,-1126989997,1036249174,1055589119)+W(7,1014637039,1035622377,1012731209,1035986228)+W(8,1061480822,1068029984,1014223793,-1130249456)+W(9,-1117264939,979500482,1036420478,1025639810)+W(10,1027808652,-1120874755,1035821810,-1131150309)+W(11,-1114248001,-1104930835,-1128414380,1036288471);WS(1053726551,1012659382); +sum1=W(0,1032083097,-1106638998,-1098702088,1047871676)+W(1,998886703,1022035144,-1115995457,1034541187)+W(2,-1098027112,1032148771,1042659740,-1112198366)+W(3,1025061558,-1115280977,-1088652495,1060231518)+W(4,-1106688851,1034668492,-1122031383,-1104507249)+W(5,-1092902123,1065996118,-1104094145,1024148149)+W(6,1038196358,-1114143426,-1085882325,1058126194)+W(7,-1102012910,1010989620,-1115071689,1029764374)+W(8,-1097451113,1059563219,-1121352461,1012420282)+W(9,-1130575936,1031225348,-1098237300,1035470703)+W(10,-1128714910,-1123786037,-1113099877,-1102798468)+W(11,-1111014420,1054581342,1000597622,1024134712);sum2=W(0,-1124504165,1043258069,-1119272862,-1120765402)+W(1,-1132584009,-1130103221,1044199209,-1105860909)+W(2,-1096303760,1027333462,-1112573193,1030769098)+W(3,-1105768285,-1149580326,1030851358,-1110802573)+W(4,1028533186,-1111917317,1030597508,1054859448)+W(5,1057797022,1040041196,1035436142,1033418125)+W(6,-1097181409,1065166573,1062380695,1017534493)+W(7,-1141430739,-1140263257,1040834484,1012576825)+W(8,-1116955554,-1108797661,1032147286,-1126074797)+W(9,-1106395293,-1091772000,-1113754765,1042765191)+W(10,-1113752657,1020067757,1038991009,-1077787203)+W(11,-1098893101,-1110880129,-1120959090,-1136443945);WS(-1091585367,-1096979755); +sum1=W(0,-1125210148,-1104771642,-1104387016,1039960904)+W(1,1043768271,-1127914889,-1121704545,1041680018)+W(2,-1093500244,1056326757,-1114046313,-1113011982)+W(3,-1120024086,1043362647,-1085845307,1060708396)+W(4,1022927067,-1140249314,-1106223422,1048656073)+W(5,-1086139981,1060053831,-1105827043,-1132509525)+W(6,1027649645,1038801018,971788283,-1115241635)+W(7,-1120254754,1027284814,-1106879908,-1103521718)+W(8,-1124812374,1040958787,1038747748,1026834103)+W(9,1033259600,-1106174833,1011346436,995843043)+W(10,-1118768800,-1115807705,-1108105765,1031226898)+W(11,-1119913673,1040930453,1040461604,1029803545);sum2=W(0,1007158722,1004004293,-1123076619,-1109929145)+W(1,-1104848259,1045822378,-1117465525,1030693613)+W(2,1034532408,-1107544976,-1095482533,-1130708853)+W(3,1020157105,1007550482,-1101572236,-1110988335)+W(4,-1085485924,1036333634,-1115575087,1032793866)+W(5,1059720067,1067665797,-1090269083,-1111111456)+W(6,1029731993,-1104867994,-1112732963,1048427228)+W(7,-1135504754,-1105802165,-1115951245,-1111503366)+W(8,-1098900155,1058832170,1037004208,-1115747431)+W(9,1042169362,-1101768383,-1132362761,1029991341)+W(10,-1108400441,-1132122165,-1111020797,1042858280)+W(11,-1101011815,1043396912,1041064016,-1126685993);WS(1050761175,1067771859); +sum1=W(0,1007679755,-1103008542,-1117542415,1040506400)+W(1,-1107587308,-1123566389,1016344868,1051881455)+W(2,-1099208581,1050438683,-1138473483,1035136294)+W(3,-1111212068,-1113694143,-1094852820,1036449755)+W(4,-1102372368,-1110750261,1035369236,1057165115)+W(5,-1086714990,1067282489,1045850761,1047098321)+W(6,-1114152399,1030154052,-1087862176,1049754336)+W(7,-1112794889,-1108921199,1027679203,-1119705863)+W(8,-1098820035,1030273979,-1111030523,-1158006009)+W(9,1024513697,1037582923,-1101037788,1048082428)+W(10,-1114576136,1025557440,1023429051,-1106945041)+W(11,-1098056967,1020854026,1000524418,1029171882);sum2=W(0,-1108377721,1042939389,-1118508723,-1101760284)+W(1,1037932369,-1111488356,1043256577,-1092756549)+W(2,-1136988785,1050996294,-1104406221,1040203060)+W(3,-1098471532,-1140040329,-1099870420,-1098704018)+W(4,1015984185,-1103619810,1048495965,-1094992475)+W(5,1064902851,1062859454,-1098855018,1045571731)+W(6,-1103576309,1017276157,1045749581,-1089477514)+W(7,1025174042,1025902034,1036658009,-1104050853)+W(8,1045838269,-1157061765,-1121418697,-1107737652)+W(9,-1107738492,1032200565,-1110226959,1046491511)+W(10,-1106492592,1044444185,1030436882,-1104348148)+W(11,1042649061,-1106567852,1027657606,-1105647758);WS(1057448172,1069108917); +sum1=W(0,1025232554,-1116799928,-1100727837,1055215485)+W(1,-1106508548,-1139419762,-1128422002,-1123655391)+W(2,1037047614,-1104723136,1040448906,1006660815)+W(3,1032607415,-1111298160,-1102160962,1056783106)+W(4,-1103004521,1016236833,-1106129908,-1119092894)+W(5,1036246919,-1165535249,1040745899,-1123853933)+W(6,-1141856298,1044964179,-1088316592,1049606186)+W(7,-1132962087,1016605067,1015221011,-1128617181)+W(8,-1116622467,1044617768,-1103456342,-1160895193)+W(9,1010040610,-1116425884,1027658969,-1132120236)+W(10,1037741920,1018376479,1026592994,1015937075)+W(11,-1102536008,1042573835,-1118303623,-1120915345);sum2=W(0,-1128749003,1042697161,-1101835107,1038607216)+W(1,-1108371617,1031384482,-1091479855,1061865996)+W(2,-1097573200,1026943422,-1114744392,1026017402)+W(3,-1124909389,1067634595,-1083343720,-1110364223)+W(4,1035072621,1036186174,1030767422,-1111988197)+W(5,-1090130192,-1089515454,1054823097,-1104718688)+W(6,1028475536,-1102439466,1055493018,-1090714326)+W(7,1059932372,1024781950,-1118686225,-1117920963)+W(8,1027292464,-1101900071,1031097460,-1110105890)+W(9,-1133507353,1022976741,1030733458,1033968573)+W(10,-1132241300,1040128898,1003197653,1008285339)+W(11,1002427213,1033064671,-1101772178,1026666744);WS(1065065708,-1125796377); +sum1=W(0,-1112144555,-1106943759,1017193539,1048634147)+W(1,-1127916040,-1132404112,1029634469,1025116330)+W(2,-1112668180,1027133034,1026809557,1004217594)+W(3,-1112840237,-1105630541,-1112954809,1055950575)+W(4,-1112907992,-1111964638,1034269757,-1106751530)+W(5,-1096457447,1060800975,-1093799807,1038388364)+W(6,-1122801969,1023923175,-1094266089,1051425450)+W(7,-1103940357,-1132895812,-1133240789,1041797158)+W(8,-1096385878,1041695411,1039766276,1013909417)+W(9,1016754760,-1113089188,-1106190977,1044103184)+W(10,-1130590086,1032062573,-1119164014,-1130226634)+W(11,-1114305030,1036967948,1008751883,992673732);sum2=W(0,1043431555,-1098806978,1024222598,-1105154239)+W(1,1031236307,953732840,-1109692118,1046643695)+W(2,1045861043,1054740901,1035789437,-1115663935)+W(3,1036275465,-1097975189,-1101643320,-1083291725)+W(4,1007109846,1042301531,-1111890182,1048664613)+W(5,1058544270,1068703829,-1081353417,1035678115)+W(6,-1102288351,1049750262,-1098883379,-1080748028)+W(7,1031821902,-1120166561,1045724738,-1098934938)+W(8,1049188212,1058055770,-1100833476,1047454611)+W(9,-1109691788,1032869755,-1107029975,-1100454574)+W(10,1051695731,-1096856793,1007408138,-1111259526)+W(11,1048185689,-1148294292,-1114785167,1041528279);WS(1061652844,1044003957); +sum1=W(0,-1118715405,1022617806,1044034950,-1101088515)+W(1,1019688911,-1131961856,1029075868,1045689305)+W(2,1030904095,-1103346936,1045834099,-1110934572)+W(3,-1115471369,-1094261862,1059625182,-1096538237)+W(4,-1102841294,1036052922,1032954233,1027529537)+W(5,1057470859,-1086691558,1041319556,-1148682371)+W(6,998963525,-1099266912,1062131070,-1094363880)+W(7,-1166277444,1017830866,-1111723799,1045678528)+W(8,-1098407445,-1105378993,1028040508,-1109411965)+W(9,1036011862,-1119248992,1047156095,-1123294521)+W(10,-1135804811,1030886475,-1152687195,-1108410990)+W(11,1037164834,1016045215,-1106724595,-1123601124);sum2=W(0,-1123087716,-1115107680,1039737456,1045652727)+W(1,-1106100707,-1128513463,-1122327585,-1105390433)+W(2,-1106584843,-1139899009,-1102201417,-1114704327)+W(3,1034911826,1034185422,987338697,1060423005)+W(4,-1111505321,1009548801,-1115300382,1042081129)+W(5,-1094697399,-1103292099,-1094374885,1026056400)+W(6,-1147444258,1036682846,1048628369,-1079464406)+W(7,1066067653,-1112497116,1031538244,1043195731)+W(8,-1100913302,-1102260713,1062702469,-1107096307)+W(9,-1122824244,-1112377777,1041194171,-1101961861)+W(10,1013733313,-1125635761,1026384688,1024479380)+W(11,1036768370,-1106123677,1034543612,1037241080);WS(1061983340,-1091535279); +sum1=W(0,-1154828523,-1133965299,1043906007,-1118138894)+W(1,-1109842717,1025343169,1027504414,-1128653831)+W(2,1027190112,-1097538828,1037523079,-1121887129)+W(3,-1131271078,-1114200663,1061948198,1027560685)+W(4,-1106988467,1023298667,-1120408436,-1129743238)+W(5,1054216086,-1081158944,1048594270,-1108007945)+W(6,-1131629652,-1117839504,1062537731,-1089869577)+W(7,-1121464863,1034422373,-1122568783,1035797658)+W(8,1028696552,-1097887897,1028427349,-1120763036)+W(9,-1165314478,-1115205249,1045640431,-1111951485)+W(10,-1121440284,1008081777,995201141,1019503421)+W(11,1044774081,-1105384996,-1119142300,-1122356070);sum2=W(0,995087446,1036608468,965233164,1033021468)+W(1,-1114419070,1033025046,1030495116,-1099055008)+W(2,-1104807397,-1107407110,1033869233,-1119280070)+W(3,1007114937,-1115487063,-1070882050,1038417178)+W(4,-1103406865,1028798922,-1121939088,1057848194)+W(5,1075270016,-1094462735,1051754977,-1120762821)+W(6,-1109334595,-1106051731,1059573542,1039375650)+W(7,-1104596666,1018124826,1012755199,1015526929)+W(8,-1102771000,-1124510890,1028405316,976567206)+W(9,1031009559,-1118519790,1023903156,1016192349)+W(10,-1111745826,1015800189,-1123906524,1024955281)+W(11,-1159976683,1023974018,955743793,-1129936862);WS(1062927532,1035014202); +sum1=W(0,1039522007,-1114736246,1037103646,-1104897563)+W(1,1044380938,-1121785378,1034505951,-1109500450)+W(2,1048942600,-1092956200,1044086236,1027254073)+W(3,1040732909,1011271190,1053278895,-1091146839)+W(4,1044239087,-1145709740,1002357921,1044028441)+W(5,-1097469770,-1093973369,1042916452,981579331)+W(6,1016035605,1050061010,-1085392865,1051214559)+W(7,-1112456671,1035761861,-1122944943,1042353405)+W(8,-1094832633,1050975197,-1111813313,1033165606)+W(9,999726956,1036129025,-1103977959,1043068615)+W(10,-1112116510,1025151372,-1140151454,1041525964)+W(11,-1111797875,-1126246883,-1110444494,1033358643);sum2=W(0,1038528863,-1084044031,-1082440456,1050939225)+W(1,1053868195,-1113963371,1036214533,-1091834288)+W(2,-1077502553,-1095085693,1028074081,-1114781385)+W(3,1049223347,-1110305241,1049812579,1050231565)+W(4,1046376147,1035810200,-1113699843,1042795689)+W(5,1068178608,1060273714,-1132635925,-1160679206)+W(6,1041716852,1050774414,-1092073446,-1115682722)+W(7,-1098688235,1036026944,-1100571883,1043118649)+W(8,1047476754,-1105112612,1017697398,1016345266)+W(9,1017295180,1047177880,1034666293,1050691511)+W(10,-1092800689,1040315316,-1101978327,1050263507)+W(11,1054410728,-1101197699,-1104788145,-1112282035);WS(-1086906028,1058773265); +sum1=W(0,-1132629757,1044191380,1032367334,-1096691584)+W(1,-1152318558,-1109034905,997844200,1043197109)+W(2,1050808506,-1095732027,1042781664,1031594505)+W(3,965362145,-1125429564,1058285756,-1086608026)+W(4,1034636741,-1119832870,-1106996409,1033453658)+W(5,1062016570,-1081591954,1043388193,-1106441585)+W(6,-1153797548,-1118095697,1044397873,1041881517)+W(7,1045470808,-1149103576,-1120050655,-1121403972)+W(8,1043993638,-1096430215,-1115428219,-1113585524)+W(9,-1122322046,-1119804562,1042486572,1002316636)+W(10,1018594522,-1135705587,1015091632,1026125167)+W(11,1047754366,-1099777504,1024196285,-1122333654);sum2=W(0,1048104076,-1096548381,-1107021820,1018456960)+W(1,-1136070657,-1112321878,1038532068,-1086001730)+W(2,-1131935456,1007620609,1040453646,1033875386)+W(3,-1129915388,-1083843015,1060056432,1033171254)+W(4,-1111662792,-1117768272,-1101156186,1035944594)+W(5,1066609131,1050949241,-1110531416,1032538050)+W(6,-1128179824,-1102068111,1027352212,-1107874139)+W(7,-1104445548,-1114035189,-1128045264,1044127780)+W(8,1048571914,-1104179329,-1127646596,1032855260)+W(9,-1131782160,-1114990278,-1120175088,1038875644)+W(10,-1110249452,-1144805954,-1109473444,1041203218)+W(11,1038985844,-1112054433,1034344442,-1130080864);WS(1046014126,1065769758); +sum1=W(0,1012096182,-1121314108,-1091239207,1052142286)+W(1,1042130570,1019346753,-1112076254,1039437825)+W(2,-1094624040,1048611696,-1109865911,-1152131961)+W(3,-1100987245,1043473803,-1091961473,1060125676)+W(4,-1128757714,-1123465492,-1106802021,1045721640)+W(5,-1088552177,1062377804,-1119711185,1039063160)+W(6,-1106286530,1049347084,-1089539427,1053897896)+W(7,-1128945819,-1114302645,-1129503003,-1109380841)+W(8,-1091526873,1057150062,-1119080717,1015225093)+W(9,1021132153,1049245244,-1091375076,1048631067)+W(10,1034078686,-1135518836,-1112401299,-1120677869)+W(11,-1088888106,1057709495,-1122337355,1014030866);sum2=W(0,-1089976447,1064913799,-1094573985,-1109226965)+W(1,1030445629,-1115506338,-1078304891,1068350548)+W(2,1019506715,-1120561974,1021062218,1018259030)+W(3,-1071851632,1070575185,1065710309,1002672995)+W(4,-1127826384,1012290398,-1070679577,1072673707)+W(5,1065504629,-1098180006,1031139735,995896746)+W(6,-1081022179,1063744071,1056839493,-1117214353)+W(7,-1112765526,1010152224,-1113339548,-1128451504)+W(8,-1124929726,-1111255228,1037321868,-1118014213)+W(9,1011136331,1040942179,-1106886716,1028658493)+W(10,-1127063938,967860273,1035458322,-1115281660)+W(11,-1111465381,1033265670,1001938923,-1119523230);WS(-1096468055,1053785380); +sum1=W(0,-1110473361,-1116957735,1034879511,1017136705)+W(1,-1116669644,-1118632404,1020813409,-1114360891)+W(2,-1114475674,-1111337627,-1135792006,-1120549867)+W(3,-1111899059,-1123200592,-1109008383,1028379180)+W(4,-1105125143,-1162426624,1027946631,-1090968927)+W(5,1066746382,1051825655,-1094808947,-1173354793)+W(6,1003556839,-1107232681,1064704330,-1094442401)+W(7,-1116312257,-1119514205,-1143096715,-1117882342)+W(8,1046069775,-1129057075,-1106172505,-1113957025)+W(9,996386562,-1118523124,1042611044,-1114700263)+W(10,-1135525501,-1130080208,-1123588698,-1105979736)+W(11,1040361862,1022269000,-1106276184,-1123525720);sum2=W(0,-1127419095,-1122531649,-1111543417,1043407189)+W(1,1013519927,-1134679399,-1140125367,1025350612)+W(2,-1108347637,1028851928,-1117946771,991440379)+W(3,1028088432,-1123116186,-1101718819,1048774619)+W(4,1041147594,-1127107007,-1126099139,1020760995)+W(5,1056423339,-1086358248,-1112971994,-1115422093)+W(6,-1114986450,1019570567,1073762237,-1076137651)+W(7,-1118107520,1037345920,1024738032,1039021380)+W(8,-1100544782,1044261707,1015761083,-1103403994)+W(9,-1114843176,1018690059,1049061203,-1099227611)+W(10,-1111772147,1042824177,1023949256,-1119198021)+W(11,1026425060,-1123270518,1027419728,-1129333383);WS(-1089097708,-1091261619); +sum1=W(0,-1127316247,1003986316,-1111263852,1044425283)+W(1,1033605983,-1116984894,-1113526029,-1120011361)+W(2,-1112997295,1047767320,-1118942860,-1121673366)+W(3,-1118797136,1046355762,-1081822066,1061869832)+W(4,-1110810403,1027944882,-1123552881,-1103137072)+W(5,-1100403388,1058200050,1009152314,-1124559262)+W(6,-1123795687,-1103576251,1053114278,-1092855018)+W(7,1046189751,-1131347855,1015138359,1032220600)+W(8,-1138618770,-1160534136,1031283151,-1118591413)+W(9,-1129675572,-1120446878,1007314666,1034662460)+W(10,1016196275,-1131488026,-1126584008,1027028747)+W(11,-1123471427,1018063772,-1128724178,-1122517738);sum2=W(0,-1151923233,1040701127,-1110923755,-1103532415)+W(1,1041909162,-1121169096,1026311687,-1109901381)+W(2,1024679085,1016651554,1036375055,-1135341024)+W(3,1025121279,1034378939,-1080291839,-1082840291)+W(4,-1110170843,1041541680,-1123775834,-1092342947)+W(5,1071256357,1066054209,-1090243220,-1128413506)+W(6,1033596173,-1096202739,1042190483,1056834874)+W(7,-1097275958,1043004954,-1105542037,1051958537)+W(8,-1103925783,-1199035157,1038401459,-1097944284)+W(9,1035290939,-1098166743,1046386099,1035522294)+W(10,-1113079432,1042529081,-1108107550,1047977685)+W(11,-1114731953,1030555165,1015019440,-1099750845);WS(1061142188,1045552914); +sum1=W(0,1022384747,1020461367,1058732728,-1095805239)+W(1,-1101590238,1033080372,1019603337,-1114371061)+W(2,1054684529,-1098135841,-1123665301,1031766591)+W(3,992843677,-1137489184,1060634392,-1085459239)+W(4,1027392977,-1123755612,1025369499,-1128616851)+W(5,1056292747,-1081060320,-1124699057,-1116775033)+W(6,-1149984013,-1114859644,1061516204,-1083596540)+W(7,1038698931,1034158665,1030794181,-1134916072)+W(8,1058073341,-1097701630,-1106352164,-1134014242)+W(9,-1123167236,-1114858116,1052882077,1026645922)+W(10,1006025241,1037240581,1034453383,1009189588)+W(11,1050605022,-1099032542,-1100750969,-1122655396);sum2=W(0,1041010686,1045355628,-1091459780,-1092997038)+W(1,1025085151,1019331790,-1100296712,-1110840017)+W(2,-1109934927,-1109499465,-1110570114,-1115246837)+W(3,1042377248,1028443719,-1120459763,1023984711)+W(4,-1120816159,1025130703,-1124701214,-1097271182)+W(5,1068946970,1068602839,-1090645327,1036287199)+W(6,1002573079,-1108318217,1048538630,1049236461)+W(7,1036483715,1028224647,1026372231,1034868187)+W(8,-1095496747,-1112347607,-1110453128,-1106754238)+W(9,-1107309152,1032249619,-1112114883,-1088682480)+W(10,-1121128467,1040581836,1022594646,1034940919)+W(11,-1096153349,1036467963,-1105549173,-1106253388);WS(-1090464684,1058848194); +sum1=W(0,1038070654,1035807069,1059156269,-1091590511)+W(1,1049775661,-1111666744,-1104784595,-1106022588)+W(2,1027584334,-1104101108,-1100086527,-1128618637)+W(3,-1140651524,-1107342224,1060192817,-1084437581)+W(4,1050662239,-1128690758,1048797564,-1112865880)+W(5,1062566262,-1088742755,1037690576,-1097281200)+W(6,-1115845272,-1102596230,1060113046,-1087393870)+W(7,1050391262,1024450616,-1115304422,-1117573217)+W(8,1043041013,-1095911543,-1117869728,-1151911514)+W(9,1022142646,1011767229,1054886405,-1102839322)+W(10,1042443855,-1131868338,1026901973,-1105151431)+W(11,1057383999,-1088896680,1039830925,-1104457275);sum2=W(0,-1106952896,-1173421195,-1113206734,-1136957987)+W(1,-1152575873,-1112584615,1050458431,-1100970530)+W(2,1037511626,1029901269,-1116273053,1045345833)+W(3,-1084179073,-1117103305,1063723378,-1106205415)+W(4,1039247706,1031320371,-1068828969,1049093414)+W(5,1078393261,-1105390455,1034474614,-1099252776)+W(6,-1082769727,1015202727,1065452472,-1128426057)+W(7,1032907306,1035573879,1054525389,-1093960872)+W(8,-1106048166,993579659,-1100143257,1040309898)+W(9,-1098029126,1043872404,1031385535,-1114758982)+W(10,-1155923695,-1124055116,1038352192,-1107157710)+W(11,1030855073,1034755506,1034533524,-1124561432);WS(-1106782638,-1120193880); +sum1=W(0,1020741911,-1116040418,1053259451,-1112821605)+W(1,-1101282812,-1111424287,1021367862,-1121939617)+W(2,1050945756,-1100446872,1049499553,-1129092267)+W(3,1038644232,-1109539853,1055524943,-1091353929)+W(4,-1100504250,1016236516,-1126436322,-1098608828)+W(5,1065255335,-1085596156,-1101475552,1033532871)+W(6,1043522250,-1101880327,1061719830,-1096552606)+W(7,1025835692,1022700239,-1112066734,993980163)+W(8,1048874997,-1090468372,-1114054607,-1114668904)+W(9,1018349205,-1115252655,1051405991,-1106280862)+W(10,1027947689,-1147278953,1033129938,-1133833389)+W(11,1042923217,-1102788916,-1104899626,1028803059);sum2=W(0,-1113068388,-1115580494,1039529972,-1091718951)+W(1,-1076395174,1046645532,1036673453,1024834555)+W(2,-1098466798,1052150318,-1080701891,-1104586573)+W(3,-1118880240,-1115483686,1043501593,1043613567)+W(4,1068474066,1009076111,1028813378,-1117546792)+W(5,-1115055672,1062484975,1066750300,-1093753132)+W(6,-1107832014,1043490929,-1117282076,1045088246)+W(7,-1097140180,1036864955,1027909744,-1105092918)+W(8,1042504898,-1094456673,1049333443,1022104546)+W(9,-1122240512,1040415904,-1107365158,1030923561)+W(10,-1109881554,1033514298,1011592783,-1119502452)+W(11,-1112704202,-1123953380,1043999999,-1115391680);WS(-1093231703,1042706757); +sum1=W(0,1032826937,1040624182,1058499572,-1084803183)+W(1,-1104136529,1041579305,1026075841,1000558899)+W(2,1052553144,-1099119122,1025447538,1031885534)+W(3,1032961819,-1110755278,1061343357,-1083389465)+W(4,-1114092422,1032264780,1036684171,-1127770315)+W(5,1062021249,-1081334022,-1112317122,1018739433)+W(6,1034757510,-1106938311,1060752603,-1087386813)+W(7,-1132554758,1031902455,1036416025,1019575916)+W(8,1057695045,-1090036539,-1109030926,1037874311)+W(9,1015758976,-1114624210,1051786740,-1098198604)+W(10,1012060669,1027119072,1040004261,1042264396)+W(11,1058906011,-1088285503,-1096739300,1035404188);sum2=W(0,-1134545280,1057942802,-1072425931,-1067197419)+W(1,1049446840,1074141781,-1101426979,1047102485)+W(2,-1084592242,-1071603316,1042726179,1060445087)+W(3,1012752443,1055001204,-1079302223,-1077093049)+W(4,1050812050,1060645469,1036306510,-1096203167)+W(5,-1123894686,-1098326846,-1129334697,1037955576)+W(6,1034320105,-1114902087,1062181631,1072541263)+W(7,-1097319760,-1094473234,-1111393843,-1096420171)+W(8,1062084093,1067609499,-1093274589,-1087350702)+W(9,1046638158,-1101073471,1064536824,1073214169)+W(10,1001153868,-1085693573,-1108867307,-1091559913)+W(11,1073505700,1078744623,-1094526709,-1077663090);WS(-1075107862,1049521772); +sum1=W(0,1027861131,1045206278,-1086495609,1051717721)+W(1,1033503081,1031434621,987763517,1041173528)+W(2,-1097093508,1049572700,-1116084523,-1144572069)+W(3,-1129668766,1032319275,-1086275954,1055584810)+W(4,1009361560,-1140119493,1033675992,1040210256)+W(5,-1081944455,1064397290,995768539,1027980366)+W(6,1016072268,1041485791,-1082045908,1059363461)+W(7,-1112276757,-1129633421,992091051,1044520444)+W(8,-1096923684,1055988184,-1112468587,1024276072)+W(9,1026084697,1042655839,-1093981119,1051323143)+W(10,1005879363,1000619058,-1120420163,-1112688453)+W(11,-1094413520,1050124978,1033578820,1025196738);sum2=W(0,1033523983,-1091543751,1048034710,1051542012)+W(1,1024239879,1041022978,-1107297920,-1125142534)+W(2,1031510683,-1103344470,-1117305947,-1121264057)+W(3,-1109353447,-1100365589,995045613,-1120961303)+W(4,-1099173366,-1115033235,-1097553497,-1121112319)+W(5,1061520608,1061214811,1044020024,1053722991)+W(6,-1102290887,-1119424675,1042981818,-1094266425)+W(7,-1093433218,-1097363289,987526362,-1094244068)+W(8,-1103162896,1043830132,1046119446,1047286054)+W(9,1022298470,1033606211,1052169844,1041952964)+W(10,1043499670,-1106943326,944749371,-1100627225)+W(11,-1098189213,1041818078,-1096785580,1031561067);WS(-1097146583,-1102489480); +sum1=W(0,-1121239074,-1102624204,1041928668,1043173384)+W(1,-1118777253,1016656554,1035066361,1033907292)+W(2,-1096659727,1051162503,-1108685857,995611334)+W(3,-1110655283,-1104909116,-1123609439,1057278053)+W(4,-1102566959,1009112868,1032257412,-1109600459)+W(5,-1091326393,1050132159,-1100309385,1037330963)+W(6,1020382076,-1113387282,-1105975127,1049365769)+W(7,-1101876333,-1111738159,1014217354,-1114213060)+W(8,-1098203983,1049080395,1040792061,1033561904)+W(9,1032256145,-1114763275,1045101428,1033542535)+W(10,-1121020400,-1149295615,-1120529307,-1123950514)+W(11,-1093952115,1055699093,1035959564,-1122689753);sum2=W(0,1030001048,1039849292,-1106927121,1046837828)+W(1,-1131959957,-1116147800,-1107119695,-1106305989)+W(2,1060202814,-1095733546,1012779430,-1124391765)+W(3,1023713698,1019090837,-1104587624,1043085465)+W(4,1026454649,1028873647,-1115026335,1035696383)+W(5,1057308499,1053508746,1038120705,-1104339358)+W(6,1024715164,1036481868,1047684818,1034862818)+W(7,1037173687,1045294658,-1112691697,1023388499)+W(8,-1112160637,1046794790,-1101425448,-1119391248)+W(9,1024758511,-1146519572,-1093257675,-1094465043)+W(10,1036335613,-1156574008,-1147275412,-1112564365)+W(11,1041456307,-1083960309,-1094791365,1012709310);WS(1057303084,-1084740383); +sum1=W(0,1025949163,-1105987664,1034968156,-1097863693)+W(1,1046214631,-1130932027,1023904890,-1104417576)+W(2,1048292239,-1093717272,1042713619,-1126920426)+W(3,1033327896,-1097440039,1057303604,-1088500414)+W(4,1043920086,1012093510,1022060320,-1106403568)+W(5,-1134851644,1058205452,1041892896,1040636140)+W(6,-1131905805,1043670267,-1082452830,1059877080)+W(7,-1101986947,1028551783,-1114170862,1041763972)+W(8,-1089247692,1058731430,-1107457363,1041063330)+W(9,1021513971,1037885311,-1093401571,1046703382)+W(10,-1110573172,-1143718184,-1109381346,1019385429)+W(11,-1097845612,1049842950,1031126152,1016340900);sum2=W(0,-1097593869,-1100989715,1026566131,1061153405)+W(1,1050695083,-1095509343,1040446621,1036240143)+W(2,-1100851860,1047874592,-1096668864,1040237386)+W(3,-1107347821,-1105186205,1046892012,-1103469514)+W(4,-1104864053,-1114614656,1036994425,-1119554977)+W(5,1069594194,1074408805,-1103368475,1040210470)+W(6,989701019,1048367016,-1107809286,-1110319007)+W(7,-1100341899,-1105386934,1043906150,-1095197585)+W(8,1031148367,-1079941721,-1084422687,1031716423)+W(9,1040271244,-1102913875,1038853877,1042791078)+W(10,-1093040701,1036206107,1016581730,1041272891)+W(11,-1105136265,-1086296266,-1099178193,1042594729);WS(-1085311468,1078025451); +sum1=W(0,-1114246985,1033236492,-1126048573,1051596674)+W(1,-1110129580,-1109388771,-1123523234,1042717314)+W(2,-1100167817,1050764301,-1101525701,1021849401)+W(3,-1123774423,1046675224,-1090923842,1057423711)+W(4,-1102550347,1031509177,1017942127,1030027079)+W(5,1002547123,-1138337956,-1117387765,-1126623147)+W(6,1018695644,-1107516674,1061445386,-1085962671)+W(7,1045061525,-1118825262,-1134274761,-1105985470)+W(8,1051174149,-1101362115,1037275627,-1107617348)+W(9,973249598,-1118366597,1032724353,-1098415672)+W(10,1033244340,-1124427728,1032511109,-1108369993)+W(11,1047097650,-1105953621,1025818592,-1115961017);sum2=W(0,-1123353384,-1131031713,1029311455,1047725718)+W(1,1051601031,-1113968956,1030359787,-1114557735)+W(2,-1123787418,1042470619,-1121374979,1045218010)+W(3,1024787123,-1125418898,-1099438470,-1106551206)+W(4,1049816965,1044805763,1015567503,-1132430472)+W(5,1049323738,-1097880179,-1088308991,1039658119)+W(6,-1115408082,1029672716,1042547290,-1089568094)+W(7,-1098255621,1042126156,1026077135,-1118070691)+W(8,1050505809,-1166364565,1026888229,-1115384233)+W(9,-1137211259,-1125125186,-1110579463,-1115324497)+W(10,-1112338809,1043221816,1015951538,-1135395683)+W(11,1040847724,1028809582,-1102185033,1014731468);WS(1060142060,1042832150); +sum1=W(0,1031397804,1036648197,1052129567,-1093104885)+W(1,-1125587404,1030014814,-1121488955,-1142445829)+W(2,1051097024,-1094159296,-1138833071,1024131190)+W(3,1033996248,-1117943062,1054892021,-1086111346)+W(4,1028704007,1024270930,1018827426,-1111782928)+W(5,1065668620,-1081757070,1032794495,-1123778927)+W(6,-1131717262,-1108508447,1059881804,-1087336873)+W(7,1047817147,1022586319,1033609702,-1106903604)+W(8,1058770516,-1090845580,-1104469332,-1125662417)+W(9,1010765225,1015606653,1050176059,-1100487494)+W(10,1038701961,1032196289,1029196868,-1115637854)+W(11,1054801908,-1126749404,-1091639031,1019613157);sum2=W(0,1016709191,1043282989,-1105914972,-1104055195)+W(1,-1113893232,1031619176,1013621039,-1105412866)+W(2,1048947993,1038685325,-1143937773,-1128320153)+W(3,-1134054043,1034830675,-1104630078,-1084033248)+W(4,-1103493551,990218298,1033829499,-1123744731)+W(5,-1088942993,-1072142874,-1098435347,1026126526)+W(6,-1133247239,-1107183956,-1093767876,1073971039)+W(7,1052470850,1042783259,1014723479,-1110083630)+W(8,1055362845,1076386430,-1104225446,-1103699955)+W(9,1025542948,-1115844306,-1111303066,-1098251720)+W(10,1051939911,-1123473137,-1113297030,-1097083153)+W(11,1064727508,-1090433741,-1091328171,1025388740);WS(-1086199532,1054743650); +sum1=W(0,1034444474,1032011277,1048862696,-1097849454)+W(1,1006964268,1027368614,1027498242,-1095519909)+W(2,1053262121,-1090625833,1040908045,-1113781807)+W(3,1040848158,-1107222607,1061389071,-1084999869)+W(4,1038795271,-1118338586,1023783640,-1152811127)+W(5,1030342167,-1113365765,1038235355,-1108967739)+W(6,999869046,1044283945,-1084989084,1060145155)+W(7,-1104327823,1006059384,-1115850147,1044573214)+W(8,-1095010778,1054594461,-1101807134,1028815960)+W(9,1025498402,1036275699,-1106712265,1045643928)+W(10,-1122717633,-1124545277,-1134397103,-1123084051)+W(11,1032418005,1033574715,1015954881,-1135640905);sum2=W(0,-1098769930,1042608106,-1101852353,-1093087039)+W(1,-1139600545,1036192806,1041383757,-1089209738)+W(2,-1121408570,1038811718,-1093098827,-1121276186)+W(3,1031909130,-1102323575,-1108783974,-1089123880)+W(4,-1121335963,1045867083,1040055926,-1105226719)+W(5,1065973699,1069194195,-1098519743,1023817866)+W(6,-1112037460,-1124786133,1049738412,1026907074)+W(7,-1089198426,1042688929,1040275414,-1117623756)+W(8,1057999228,-1106112227,-1101165651,-1122635193)+W(9,-1111784639,-1131302943,-1111524780,1020629449)+W(10,-1109243346,1041146873,-1113621249,1048083051)+W(11,1025491254,-1107530612,1048264427,-1095495518);WS(-1090983255,-1089207473); +sum1=W(0,1011536056,-1126565928,1055178415,-1101680475)+W(1,-1102945718,1026884961,1031895551,-1113602338)+W(2,1054038520,-1097154360,-1121652462,990918528)+W(3,-1113368985,-1111099810,1055473117,-1089575247)+W(4,994604183,1022227241,1041335941,-1099647257)+W(5,1064470249,-1084973552,-1121284913,-1151944468)+W(6,-1112820133,-1102367072,1063942234,-1086493203)+W(7,1041044307,-1119623498,1033755607,1030939267)+W(8,1050197537,-1097159533,-1111487017,1029397803)+W(9,-1120463213,-1111909392,1058279198,-1096914715)+W(10,1017418960,-1127714823,1029129223,1034973975)+W(11,1042393881,-1096995926,-1111098786,1024652821);sum2=W(0,1008868714,-1138668162,988655570,-1108603395)+W(1,1033342078,1018452757,1000134020,1023930211)+W(2,-1099344177,1041622837,1025638720,-1115444075)+W(3,-1131179173,-1108628571,-1064898888,-1131013053)+W(4,-1133763810,1023801183,1026383992,-1114490385)+W(5,-1066369231,-1087427617,1033730604,-1118168395)+W(6,-1108980541,1047990867,1075540559,-1095163420)+W(7,-1117896039,1033324797,1033178726,1030525898)+W(8,1086324754,1057379348,1031531103,-1116567631)+W(9,-1113100227,-1131668265,1049763634,1040828448)+W(10,-1119632759,1028372534,1025874080,-1138114226)+W(11,-1100090533,-1109206595,1025251971,-1128577333);WS(-1109283164,-1114463829); +sum1=W(0,1026307305,1048505142,1056046207,-1087851802)+W(1,-1097387850,1043738183,1010065376,1006853751)+W(2,1051849183,-1096622464,1034233556,1033008793)+W(3,1036887575,-1122796048,1060373686,-1086026376)+W(4,-1106692609,1030721871,1032762791,-1121781501)+W(5,1062361681,-1080983673,-1116217316,1031320492)+W(6,1038442146,-1106474773,1060935143,-1086759863)+W(7,-1136008963,1024808165,1036926348,-1140109366)+W(8,1058739944,-1088322398,-1111740214,1037732587)+W(9,983730417,-1113784606,1052729243,-1098544579)+W(10,973353381,1028455576,1042339968,1033209828)+W(11,1060958338,-1085562739,-1098996574,1032429188);sum2=W(0,1033103311,-1088826877,1076551262,1082157528)+W(1,-1088761642,-1073488400,1036675590,-1093870598)+W(2,1064863709,1075036637,1044533603,-1083381518)+W(3,1035316039,-1096260803,1066303868,1074566779)+W(4,-1088656095,-1087052440,-1139597621,1038770367)+W(5,1054257493,1054121358,-1096732938,1034260530)+W(6,-1104037187,-1120383141,-1086745184,-1075712309)+W(7,1026461691,1055295113,1036924272,1054470917)+W(8,-1080791393,-1075955022,1058516172,1062460380)+W(9,-1111374359,1048854624,-1081541832,-1073360354)+W(10,1036676016,1061463967,1033604811,1052968175)+W(11,-1074269835,-1068055688,1036957577,1072405502);WS(-1073690779,-1087724268); +sum1=W(0,1020006630,1040645890,1037569760,1040537741)+W(1,-1102207443,1011752087,944113971,1024788392)+W(2,1033313762,1022063376,-1117962707,1010250996)+W(3,1028328440,1048604230,1026748704,1037819609)+W(4,1018608989,1035208397,1026519064,-1124203663)+W(5,-1097395091,-1081034849,1030158086,-1107990331)+W(6,1023877839,1026558293,1058432566,-1089181115)+W(7,1048090929,1030700463,1026744019,-1108217132)+W(8,1052406658,-1095782133,1028902900,-1115106384)+W(9,-1116930962,1024907750,1046357449,-1103915032)+W(10,1040820950,1006665970,1037411798,-1124509669)+W(11,1052615509,-1095058991,1037074644,-1120315546);sum2=W(0,1036147454,991782552,-1100036784,-1102354425)+W(1,-1132125723,1037581214,-1115074830,1025479068)+W(2,-1096384442,1031211776,-1114551496,-1107514244)+W(3,-1143660011,-1111873890,1042154750,-1098733186)+W(4,-1120425773,1036528495,-1109526737,1054093522)+W(5,1036720443,1061883500,1042458762,-1113752408)+W(6,-1113309480,1016478163,1015496998,1040999099)+W(7,-1118319659,-1131440878,1006285882,1035621794)+W(8,-1111840809,-1099055155,1021928735,1009305230)+W(9,-1115649745,1027286665,1028637267,-1117281017)+W(10,-1113807339,-1115311515,1026243607,-1108696429)+W(11,1024623035,-1120753705,1033776741,-1117838632);WS(1053167575,1034582410); +sum1=W(0,1023109013,-1135820801,-1107146278,1042183330)+W(1,-1106326923,1038375967,-1105499654,1041430288)+W(2,1045138183,1015167422,1048594337,-1103059717)+W(3,1047073940,-1099071824,1006706653,-1110119411)+W(4,-1101264321,1036901240,-1103829756,1051022760)+W(5,-1098544246,-1114407921,1042439875,1019390619)+W(6,-1134567319,-1103780951,1035133548,1029794991)+W(7,-1115149997,-1122256838,1029509866,1038026111)+W(8,-1101742889,1025810371,-1124355817,1039002364)+W(9,-1107075490,-1144576488,1040882462,1020673517)+W(10,-1133994400,-1113322768,1028951523,1034415069)+W(11,-1110494113,-1144644710,1017843520,1025775953);sum2=W(0,1007469645,-1127684796,1026289720,-1134400734)+W(1,-1121586613,1012304630,1024932078,-1122451669)+W(2,1029479215,-1114161855,1018968072,1018258842)+W(3,-1123529450,934668744,1048216767,-1092503803)+W(4,1055026065,-1105610792,-1106895484,1046133075)+W(5,-1101979386,-1118826374,1057475450,-1091642753)+W(6,-1154152567,1050482770,-1086100405,1054881826)+W(7,1057991283,-1094138317,1026396887,-1100501045)+W(8,-1104578417,1054831843,1037697257,-1097381938)+W(9,1034932657,-1112663810,-1110628430,1037309396)+W(10,1041220013,-1108645190,-1118589447,-1145059796)+W(11,-1120799353,1034243151,1035239909,-1109776821);WS(1065106092,1009251236); +sum1=W(0,-1127594260,-1119086128,-1106710454,1041658930)+W(1,1028936149,999711717,1015119794,1041681344)+W(2,-1108480942,1053952044,-1098626929,-1128362792)+W(3,-1105935716,1038033220,-1085761952,1059673337)+W(4,-1106493133,1030156593,1030756271,-1103164984)+W(5,1048660750,1035410928,1042075767,-1105711219)+W(6,1015463627,-1097628571,1062385221,-1083076739)+W(7,1048795361,-1109139763,1033714469,-1096661826)+W(8,1057312254,-1097132616,1042769246,-1109546740)+W(9,-1121831017,-1162082196,1045270286,-1100422942)+W(10,1033263484,-1128821631,1032817313,1037645501)+W(11,1038003425,-1134248242,-1109564844,-1113038632);sum2=W(0,1026504012,-1111982251,-1115575890,1025515301)+W(1,1038047283,-1121134093,-1115537349,-1109318355)+W(2,1037274256,1036029355,-1140512157,-1118959675)+W(3,1004448402,-1126991046,1032461625,-1105715099)+W(4,1031934837,966777949,-1120289237,-1114485349)+W(5,1046084064,1035923056,-1127252256,1001443794)+W(6,-1116193727,1031030421,-1104386736,1039615788)+W(7,1008094609,-1126229172,1023273402,1036795295)+W(8,1033981186,1034803763,-1108137243,999509622)+W(9,-1106169890,1038895038,1034486696,-1111316562)+W(10,1013721630,-1115420717,-1116296115,1037382021)+W(11,1014573341,-1126611440,-1109430807,-1121268263);WS(1058235500,1054922309); +sum1=W(0,-1126843838,-1110452882,-1096439037,1054965252)+W(1,-1126708475,-1113819273,-1115091447,1026999796)+W(2,-1109530936,1035486938,1040994960,-1112039092)+W(3,1037063794,1027596138,-1126567064,1052521111)+W(4,1048136923,1029145158,-1097782353,1043595317)+W(5,-1080972858,1054616871,-1135709192,-1103625129)+W(6,1017345397,1026915457,-1087153329,1059777872)+W(7,-1117730271,-1113712109,-1106496120,1051692426)+W(8,-1092439359,1055199219,1025849689,-1133876016)+W(9,-1124168315,1033470169,-1096481402,1049045985)+W(10,-1109862614,-1120397392,-1111050604,1047889704)+W(11,-1101856358,1042302776,1048178521,1018059916);sum2=W(0,1032658614,-1104671284,1033357456,-1107649550)+W(1,-1107785448,1014985523,1026047005,1026757765)+W(2,-1146410551,-1093450531,1045006287,-1108588814)+W(3,1016793814,-1106565422,-1129670058,1029536101)+W(4,1032863350,-1114405495,979115576,1040092458)+W(5,1049738304,1048902638,1031141497,1032866808)+W(6,1025048255,-1118382609,1047130549,1043845633)+W(7,1024835039,-1128051766,-1120340424,1024555245)+W(8,-1099524683,1031379649,1016575718,1011865867)+W(9,-1124528004,-1115048442,-1114147283,1015256822)+W(10,-1115840886,1016407002,-1113479651,-1102456829)+W(11,-1143577495,1032535412,-1140327483,-1121997281);WS(1050344663,1040331465); +sum1=W(0,-1119034750,-1123846924,1038870821,1016005498)+W(1,-1113185550,-1180899430,1027008397,1032620906)+W(2,-1145305726,-1104369525,1047408652,-1117862216)+W(3,-1123135107,-1107606109,1045963311,-1101093248)+W(4,-1106188838,1031141157,1034001074,-1113228665)+W(5,1055978044,-1091899011,1019406818,1025902913)+W(6,-1165785906,-1104523524,1061494191,-1089807144)+W(7,-1133495032,995937181,-1109811775,1044228977)+W(8,994921841,-1100340494,1039673315,-1126170822)+W(9,1012082163,-1136436803,1043858443,-1113047285)+W(10,1003314783,-1155810234,1021442477,1015486907)+W(11,1032566715,-1121306753,-1110918342,1012720916);sum2=W(0,1017323653,1006857268,1027026905,-1096858156)+W(1,1057582691,-1108630874,983063098,1027629321)+W(2,1041250623,-1096058068,1069736593,-1103954988)+W(3,-1124332548,1040636195,-1098379711,-1081757810)+W(4,-1098564102,1039138402,-1136855038,1050922570)+W(5,-1095854749,1046692173,-1092586095,1040290673)+W(6,1038193266,-1107256285,-1124475180,1055388353)+W(7,-1101296593,1026430908,-1115428487,1024268384)+W(8,-1107079153,1044471504,-1099842491,-1135051275)+W(9,1037749325,-1105738834,1035306909,1018283467)+W(10,-1130236866,-1127494735,-1162541650,-1112368096)+W(11,1041041721,1034757871,-1116072515,-1128054004);WS(1064629676,-1098084920); +sum1=W(0,1033302207,1017516913,1037844037,1004101612)+W(1,-1100831258,1023773169,1017176603,986968687)+W(2,1048067236,-1094217842,1032944847,1036346276)+W(3,1043155505,-1093133598,1059745345,-1107275372)+W(4,-1118901210,-1109611315,1036523218,-1136867787)+W(5,1054752956,-1083111259,-1111571193,1036061697)+W(6,-1135635048,-1099849236,1054803234,1036740290)+W(7,-1104247276,-1130856180,1036902751,-1112073298)+W(8,1049105955,-1089373007,1044914424,-1178541510)+W(9,-1154473427,1015173986,1045303547,1007182507)+W(10,1032262742,1028817260,1031815708,-1108314079)+W(11,1049045791,-1096296960,1028425028,-1121119813);sum2=W(0,1031116538,-1106561538,1041324255,-1097318271)+W(1,1038093550,1003684433,1018758860,1041892626)+W(2,-1122918288,1050772655,-1113042451,1005733025)+W(3,-1093507837,1060901401,-1090730175,-1089173269)+W(4,-1103574570,1036702490,-1142239225,-1094547881)+W(5,1059998586,1050575163,-1096117806,1007559836)+W(6,1008547208,1048344650,-1105692057,-1105982083)+W(7,1045224094,-1111284039,-1115133937,-1106548880)+W(8,-1107738784,1062167006,-1093777588,1032209739)+W(9,1037272918,1031802380,-1109731964,-1115007264)+W(10,1040225760,-1119496571,-1116833334,1032935937)+W(11,-1105354579,1051274636,-1097190188,1039213738);WS(1059570988,-1104849743); +sum1=W(0,1015935639,-1105217736,-1100062838,1055580097)+W(1,-1114680436,1027695934,-1114327981,-1117057793)+W(2,-1095539196,1051203348,-1104422643,-1122995670)+W(3,1032097032,1045549308,-1097913193,1057098153)+W(4,1035503236,1026067698,-1100671580,994695167)+W(5,-1081463016,1065307314,-1100709080,-1115820943)+W(6,-1118415719,1019924475,-1088685699,1060408535)+W(7,-1100882497,-1121911751,-1146837726,1044124420)+W(8,-1103538521,1060044676,-1127513406,1040976712)+W(9,-1128662677,-1133264506,-1090424260,1048658511)+W(10,-1106885414,-1109730008,-1106017873,1026902699)+W(11,-1096642336,1058793797,-1112552037,1032897105);sum2=W(0,-1101738300,-1102635520,1049960021,-1107186076)+W(1,1031463651,-1109595133,1026251680,1042860418)+W(2,1045813894,1037904592,1043360780,1032162510)+W(3,-1096487254,-1118004862,1012147620,-1101520598)+W(4,-1099464580,-1144663840,-1097132336,-1097577131)+W(5,1062244087,1050699569,1042220045,1017587638)+W(6,-1103125896,1034939290,1030928730,-1118944274)+W(7,-1129575892,-1122088198,-1098301296,-1107323885)+W(8,1018590462,996952385,-1143727552,-1112243029)+W(9,-1145491968,1046219299,1042676852,-1132230456)+W(10,1038679603,1028948530,-1102991820,-1101571742)+W(11,1048890187,-1120981264,1022002534,-1108091801);WS(-1095386967,-1111219145); +sum1=W(0,989878260,1046105185,1042696371,-1089927208)+W(1,-1127509006,1030962098,-1130549149,-1114353482)+W(2,1044731284,-1092958347,1029760895,1015099027)+W(3,1027494660,-1126247292,1059356463,-1090136954)+W(4,-1123276603,1002268463,1027516453,-1101798869)+W(5,1066759339,-1086407791,-1134143337,1008759050)+W(6,-1138329195,-1109199416,1060963410,-1086208082)+W(7,1037957160,1030926587,1029536895,-1149170463)+W(8,1056388995,-1087382795,1028489291,1024487352)+W(9,1016226972,-1110945897,1052477254,-1099705531)+W(10,1033794703,1027177352,1031794584,1041043200)+W(11,1048385630,-1090430272,-1116367629,-1155852515);sum2=W(0,1037152773,-1107393101,-1107499267,-1071982339)+W(1,1050177526,1034063245,-1155239869,-1118272906)+W(2,-1123365743,-1066777138,-1099174901,-1111285661)+W(3,-1110337901,-1121008946,1053226346,1065602467)+W(4,-1114100047,-1111810642,1031799544,1040803769)+W(5,-1091451910,1078719649,1051522302,1032887971)+W(6,-1115579003,1040826838,1036591998,1072207876)+W(7,-1112448128,-1105619991,1027082675,-1129277077)+W(8,984589146,1012365693,1036247818,1027337883)+W(9,-1125050611,1044810576,-1111221822,-1114663567)+W(10,1024897040,-1128259763,1027786160,-1128372019)+W(11,-1115106721,1027240586,1010421237,-1110086921);WS(-1090330604,-1095913405); +sum1=W(0,1020138108,-1155846064,-1089580553,1060107168)+W(1,1026904097,-1129005794,-1123891981,-1158857313)+W(2,-1099259748,1041623909,1034391623,1027969480)+W(3,1027835331,1042832881,-1086143680,1061453552)+W(4,-1115844409,-1126805065,-1104251929,1026174194)+W(5,-1083565678,1065434151,-1108664129,1015124739)+W(6,1036891437,1041459232,-1087459168,1058328348)+W(7,-1103857816,-1133565543,-1115340623,-1107002233)+W(8,-1094838563,1058061687,-1108388469,1018898230)+W(9,1034060158,1043482052,-1096454718,1046178603)+W(10,-1124051644,-1128371111,-1111402939,-1101325435)+W(11,-1097944271,1056232524,-1124315511,1016813002);sum2=W(0,-1123501879,1032645553,1031823713,1073269342)+W(1,1039470942,-1134706270,994818552,-1106534525)+W(2,1055123028,1086127434,-1106004733,-1108902493)+W(3,1024190209,1041404870,1003420836,-1097366650)+W(4,1048036108,-1131894299,1026428551,-1104982451)+W(5,-1080276792,-1064048639,1029604730,1040747994)+W(6,-1113685733,1042593674,-1127504591,-1073275019)+W(7,-1102930579,-1114192145,1033345966,-1115833227)+W(8,1051480126,-1090368136,-1127043711,1028687353)+W(9,-1113104927,1034301013,-1116624943,1039074558)+W(10,1016207563,-1110363669,1032770548,1019409377)+W(11,1017007809,-1104405577,1023925896,1028902826);WS(-1090401964,-1152005757); +sum1=W(0,-1107975723,-1110378885,-1108756369,1036253290)+W(1,-1114963960,-1113670180,1027213860,-1114833045)+W(2,-1095679285,-1126602324,1031108853,-1122691487)+W(3,-1098681011,-1110030634,-1106296032,1055690689)+W(4,-1100045596,-1107558750,1041527967,-1088517567)+W(5,1070380432,1071039479,-1089232274,1041737494)+W(6,-1104614908,-1108968043,-1108442736,1052643167)+W(7,-1099409217,-1114805320,-1117487349,-1117626874)+W(8,-1098750614,1027420045,-1149243844,-1114809497)+W(9,-1139447119,1013150495,-1103582017,1037720897)+W(10,-1112117145,-1129003237,-1114124023,-1107640642)+W(11,-1109258534,1028231256,1004205268,-1115685308);sum2=W(0,1032241318,-1104603794,-1110024851,1040884292)+W(1,-1102517567,1041491703,-1099535875,1042476400)+W(2,1036274242,-1098717699,1017815860,-1106264274)+W(3,1055385702,-1090035137,-1088795135,1054345172)+W(4,-1094964358,1050847172,-1088862448,1058560544)+W(5,1070638870,1049287225,1049908300,-1097728340)+W(6,1049303281,-1088861159,-1093985609,1045145516)+W(7,-1104972980,-1120926078,-1109469239,1052772694)+W(8,-1106832655,1028821082,-1121780800,1040141480)+W(9,-1107728961,-1098593341,1040915158,-1095210561)+W(10,1046695263,-1097969166,-1128383244,1040732759)+W(11,-1094544594,1053404675,-1097835418,1042680505);WS(-1070853435,-1079594702); +sum1=W(0,1031368074,1015638464,-1114370347,-1115839497)+W(1,-1115223191,1032466078,-1129832370,1041167744)+W(2,-1117069532,-1102391672,1027397066,1017764904)+W(3,1034753191,1035847262,-1123068615,-1103157041)+W(4,-1112317379,1032880216,1015854174,-1103546680)+W(5,1064504443,-1091637800,-1115479934,-1129698458)+W(6,1034404179,-1113675090,1061831318,-1080200908)+W(7,1034003429,1015162251,1016952500,1024462894)+W(8,1053421228,-1096184888,1024063661,-1140051844)+W(9,-1121119193,1024493276,1039689052,-1127920108)+W(10,1021986479,-1133040549,1030231874,-1128491667)+W(11,1047845552,-1114780422,-1108195108,-1121925385);sum2=W(0,-1106137478,-1112484873,1057355655,1035747177)+W(1,-1121112608,-1111886750,1043473407,-1102332364)+W(2,-1095817987,-1115086293,-1132505032,1028632460)+W(3,-1106937584,-1092913054,1065744344,1023360745)+W(4,-1113186427,-1106034045,1026389244,-1107744995)+W(5,1065853704,1072123343,-1092294539,1034294011)+W(6,-1112665680,-1097742336,-1081387458,-1079419356)+W(7,-1121542644,1024287965,1037682857,1043622402)+W(8,-1127502696,-1106562006,1037780507,1025382780)+W(9,-1122471729,1020098037,-1107102958,-1106082519)+W(10,1042075138,1002478149,-1132137458,1022975237)+W(11,-1141866869,-1126279403,1036152561,-1184105122);WS(1049779927,-1112776705); +sum1=W(0,1028071903,-1118237477,-1102803275,1029391902)+W(1,1034486619,-1146402448,-1114011991,1043483133)+W(2,-1098367878,-1104983021,1030141823,1024272361)+W(3,1029458468,1007633232,-1088820906,1052808064)+W(4,1041927295,-1136262168,-1119065733,1035764138)+W(5,-1094340312,1066199650,1028311666,-1116603171)+W(6,-1132325110,1035328577,-1080604425,1053987355)+W(7,-1120802495,1022508086,1021654911,1034435922)+W(8,-1090240908,1056392483,1033716813,-1120600656)+W(9,-1140102008,-1138188744,-1148292210,1036299814)+W(10,-1137351220,-1178578023,-1114327724,-1122000063)+W(11,-1113705707,1048826612,1019304377,1020743116);sum2=W(0,1032570045,1038214390,-1105258373,1049712324)+W(1,-1104412018,-1123221706,-1105084280,1026252154)+W(2,1013797397,-1092505394,-1106628914,1042796766)+W(3,1038138439,1040403525,-1089116471,1060934721)+W(4,-1095609080,997194667,-1106537061,-1094267982)+W(5,1076181184,1059180753,-1100140938,1031304969)+W(6,1040196930,-1111441511,-1077048432,-1094660144)+W(7,-1105239307,1025898916,-1115643975,-1113353460)+W(8,1025617857,-1116351798,1035183993,-1113508292)+W(9,1030892929,1041615042,-1099622062,-1112051433)+W(10,-1108612586,1036578837,-1115802712,1045634969)+W(11,1030853641,1036834683,-1126459673,-1114596985);WS(1046079918,-1101410372); +sum1=W(0,-1119247786,-1128322399,1042510685,1040172212)+W(1,-1102544268,-1115138862,1028420729,1041896248)+W(2,1041276767,1029165630,1023180436,1035447066)+W(3,-1112243383,-1105916230,1052547749,-1093769957)+W(4,-1094151845,-1116787216,992275696,1048641796)+W(5,1049660162,-1086983984,1051181214,-1126725978)+W(6,-1122025413,-1106854731,1058242473,-1090223605)+W(7,1034028133,1020616971,-1106451742,1031954663)+W(8,1042746961,-1101840568,1035662026,-1106918309)+W(9,1031954516,1008473970,1045913078,-1131429676)+W(10,-1136064862,1031591591,-1132155589,-1111364501)+W(11,1038481040,1034663574,-1123376855,-1113758304);sum2=W(0,-1141998719,-1109775790,1044487768,-1123003936)+W(1,-1128896096,-1116651188,-1145824639,-1114337335)+W(2,1032184652,-1105393491,-1105870753,1028260552)+W(3,1031031156,1035421278,-1118695686,1043275908)+W(4,-1123077850,-1117301622,1020781312,-1094152732)+W(5,1023745864,1060925239,-1116720242,-1118185274)+W(6,1022361784,1019796096,1018742928,1035441608)+W(7,1005384511,-1111756371,1035727822,-1109500163)+W(8,1044822196,-1129786704,-1106753069,1028382728)+W(9,-1106658345,-1126048860,1018234504,-1154747838)+W(10,-1109895735,-1112885074,1018984000,-1133379360)+W(11,1040264262,-1114483694,-1115363912,1013789936);WS(1065850966,1065849900); +sum1=W(0,-1148044715,1023026535,-1096615656,1051437895)+W(1,1037565454,1009078433,1016251913,1037817733)+W(2,-1090259708,1044690723,1031445334,-1134993406)+W(3,-1121600570,1025496281,-1086496425,1060547800)+W(4,-1123828273,-1122338716,-1122606683,1030608138)+W(5,-1089114938,1067874188,-1103278290,961099943)+W(6,-1119487441,1035148220,-1087399018,1061971613)+W(7,-1103477215,-1115158089,-1123929445,1038603949)+W(8,-1089721837,1051923078,1017932657,-1152593000)+W(9,1022387720,1040789578,-1091666965,1020371139)+W(10,1017045638,1017681054,-1113618935,1029056085)+W(11,-1090055623,1050691807,1041207209,1032486406);sum2=W(0,1035054009,1029203106,-1095822387,-1096883389)+W(1,-1106861506,1003858895,-1100085534,1055497340)+W(2,-1094806083,1022251406,1025821768,-1141198631)+W(3,1050236106,-1099101530,-1112580467,-1105263591)+W(4,-1099047212,1038164225,-1106312974,-1091493710)+W(5,1065636371,1066985993,-1090221894,1007864647)+W(6,1040394388,1035688516,1057422694,1050729384)+W(7,1040303734,-1131632326,-1111006317,-1100130836)+W(8,1038056034,-1113669663,-1095697855,1034223408)+W(9,-1122528690,1051271785,-1090043318,-1109365057)+W(10,-1132012078,1022279531,-1120327060,1037370697)+W(11,-1101753600,-1098907474,1042447412,-1111449439);WS(-1097113303,-1098536273); +sum1=W(0,-1128711506,1026190055,-1089449919,1051085133)+W(1,1039600836,1017357112,1001100740,-1129782332)+W(2,-1090119792,1054274400,1006971045,-1151099700)+W(3,-1116245678,1036959597,-1089233276,1059231684)+W(4,1035061810,1008174399,-1123204686,1010531062)+W(5,-1088111001,1068549146,-1106500579,1027830380)+W(6,-1122390725,1040533155,-1083999320,1060528017)+W(7,-1110173729,-1118330949,973480529,1032146359)+W(8,-1100399617,1051645044,-1118570949,-1138008953)+W(9,-1135175840,1016950072,-1096337083,1021720363)+W(10,-1105366950,-1113983621,-1112078369,-1115082484)+W(11,-1098983064,1056811397,-1163217111,-1114515356);sum2=W(0,-1126544110,1057867675,-1084782762,-1101472514)+W(1,1046930113,1047938716,-1106788080,1045040387)+W(2,-1103936041,-1095964817,1060484868,-1116398073)+W(3,-1123763395,-1116688865,-1096694543,1033632512)+W(4,-1098897900,1033301960,1031886252,1008770068)+W(5,1065118928,1070094219,1055777327,-1112910333)+W(6,1019879781,-1111977015,-1120781351,-1093909441)+W(7,-1105350592,-1132175940,-1106896864,-1104133845)+W(8,-1094413904,-1091348732,-1098592917,1028498658)+W(9,1025236903,-1123575137,1055216743,-1087869152)+W(10,1032159773,-1111429301,-1103198659,-1095297610)+W(11,1063595180,-1101379604,-1090856164,-1148399072);WS(-1088872108,1052196610); +sum1=W(0,-1115772244,-1114837443,1040729928,999143576)+W(1,1035543595,-1109636323,1026268067,-1111544357)+W(2,-1129315660,1051137549,-1115388138,-1138847608)+W(3,1022683057,-1104977249,1050293045,1050616762)+W(4,-1110255664,-1148093909,-1119255225,-1110507588)+W(5,-1115663356,-1123488747,-1102766242,-1113579532)+W(6,-1126845407,-1124752108,1055556797,-1107532492)+W(7,-1115121626,1031428336,1018606696,-1106979958)+W(8,1038400791,-1115698508,-1111362474,-1123058305)+W(9,-1122729971,-1118779367,1043464385,-1106851872)+W(10,-1114761165,1024891874,-1119390253,1032957370)+W(11,1010467373,1013947482,-1127308771,-1117161611);sum2=W(0,1021571414,-1136485425,1033792089,1044650880)+W(1,-1111938281,-1111133361,1005045849,-1108696907)+W(2,1026572719,1068805535,1042295210,1015874538)+W(3,1032761087,1015124882,-1097148617,1072674603)+W(4,1053858128,-1115667125,-1131955840,-1109877489)+W(5,-1072841573,-1073632622,-1114078156,1025743417)+W(6,1002892889,1050593712,1051731235,1040667946)+W(7,986622244,1029743517,-1113636159,-1105061066)+W(8,1040799594,-1114163718,-1105514756,-1150165522)+W(9,1017257782,1027289415,1025178361,1033059623)+W(10,-1131411966,1028606721,-1116947723,1035889263)+W(11,1033387155,-1113785952,1024784261,-1131685126);WS(1059574956,-1147706177); +sum1=W(0,-1126851274,-1107330821,1039522745,-1101979721)+W(1,1039509326,-1113513772,1032992154,-1114850125)+W(2,1036915515,-1103811902,1037543219,-1122830319)+W(3,990365335,-1111585801,1058476188,-1091594576)+W(4,1044635632,-1115799180,1021792788,1025219833)+W(5,1057257569,-1102147871,1015035920,999411009)+W(6,1014654722,1042448198,-1130368142,1049911159)+W(7,-1098033363,1008106627,1023708133,1041111834)+W(8,-1087441640,1046832311,-1103709614,1030688938)+W(9,1021433863,1028566264,-1103664757,1042912388)+W(10,-1112635561,998865060,1024270494,1025900485)+W(11,-1101532519,1034347764,-1106561201,1033251158);sum2=W(0,1030668111,-1100054904,-1106823977,1038847176)+W(1,1045749759,-1139922314,-1138525905,-1127093272)+W(2,-1118630721,1023505668,-1100949461,-1137789612)+W(3,-1118095530,-1104427366,-1104404781,1055088734)+W(4,-1106737563,1025350194,1046358820,-1094333916)+W(5,1066330506,1059364463,-1115593085,-1118124817)+W(6,1026007575,-1098434999,1032956568,-1109156363)+W(7,-1105827255,1044080198,1036395993,-1114547879)+W(8,-1089680445,-1102029714,1014767972,-1111415597)+W(9,1044323398,-1098255510,-1118009606,1019564502)+W(10,-1114455410,1034872747,-1102154889,1043811931)+W(11,-1104253130,1042217401,1033201092,-1116871429);WS(1056332375,1037816258); +sum1=W(0,-1121656782,-1103168373,-1119737691,1044637987)+W(1,1028439953,-1147698697,-1121854558,-1112652978)+W(2,-1116096096,1045017865,-1108613751,1015231409)+W(3,988019291,1032694229,-1099471067,1051843657)+W(4,-1124711667,-1126623722,1027294260,1032971073)+W(5,-1088930875,1058468850,-1105155884,1025720722)+W(6,-1141230927,1036051832,-1088040995,1059943427)+W(7,-1110648631,-1125643860,-1146196851,1029047507)+W(8,-1094038173,1054278049,1023373473,1025459107)+W(9,-1124586778,-1138159876,-1105369135,1040438911)+W(10,-1109090662,-1140770656,-1119789479,-1116156558)+W(11,-1100717841,1052440082,-1121068380,1033302707);sum2=W(0,1037403217,-1101035659,1032316963,-1116665707)+W(1,-1159849898,1025618366,1056969468,-1090106390)+W(2,1038083410,-1119459300,1009385423,-1128266716)+W(3,1057593955,-1080354518,1060881997,1028006921)+W(4,1038355181,-1107076145,1065979451,-1077736273)+W(5,1057826659,-1093367622,-1108823981,1040978108)+W(6,1052219437,-1095104394,1040943565,1050471411)+W(7,1028403474,-1107763897,1048107842,-1110113632)+W(8,-1093495590,-1098889696,1041580846,1031803963)+W(9,1012201018,1035332836,1023246776,1037291810)+W(10,-1108503511,1028340263,1034400525,1036232380)+W(11,-1105354500,-1172133380,1023204972,-1124125618);WS(1057728492,-1114894260); +sum1=W(0,-1113553553,-1137973853,1030725486,1027451936)+W(1,1024408310,-1122023828,-1129994721,1032124939)+W(2,1023297510,1039175515,-1104644784,1015759447)+W(3,-1116323110,1038491142,1042012404,-1096381204)+W(4,-1098358292,-1129065232,1032700067,1042214629)+W(5,1063322480,1002639809,-1097199096,1025211173)+W(6,1022553594,-1102850457,1049455560,-1095884801)+W(7,1038368473,-1119912573,-1174372438,-1103814977)+W(8,1038337085,-1099447670,1041557913,-1120935138)+W(9,1025649872,-1108835354,1036180712,-1107257155)+W(10,-1143485305,1022194670,-1204938694,-1117610625)+W(11,1041170774,-1110131186,-1139346043,-1131327617);sum2=W(0,-1132724746,-1136277690,-1115335750,-1142062564)+W(1,-1111737990,1021138001,-1125894137,1023794749)+W(2,1019650853,-1102896527,1036465851,-1117376889)+W(3,1008401986,1034921985,-1111489002,-1095970428)+W(4,-1093339450,1036367329,-1123753553,-1135255538)+W(5,1065003137,1052274635,-1130345777,-1114642052)+W(6,1028568703,-1095862669,1042205114,1050282098)+W(7,961646223,983274770,-1129573217,-1103833757)+W(8,-1104966989,1039075981,-1123958953,-1121876761)+W(9,-1115138968,989975657,1028245440,-1124502561)+W(10,975314596,-1131382405,-1129237393,-1117578737)+W(11,-1137003202,1029353869,981021860,-1129104973);WS(1064957100,-1084259623); +sum1=W(0,-1147443767,1048172674,1050085746,-1087174820)+W(1,-1110620477,1041967934,1002237105,1022388856)+W(2,1049301459,-1096483251,-1130736462,1032395752)+W(3,1042679235,-1111985505,1061123934,-1084863818)+W(4,1036594273,1029284270,1025036588,-1105536623)+W(5,1059891343,-1085360136,-1096717087,1027822410)+W(6,1039980881,-1111204540,1063082922,-1087496217)+W(7,1049051417,1038157169,1039876787,-1118973740)+W(8,1059164422,-1085023864,-1098175193,1033526682)+W(9,-1122119878,-1115201293,1050147791,-1099749261)+W(10,1038851310,1035926782,1046679440,1036937851)+W(11,1052477312,-1093770425,-1094492881,1040430103);sum2=W(0,1043574668,-1079200674,1070660923,1052128984)+W(1,-1102512316,-1114631788,-1110691764,-1088609636)+W(2,1057860954,1049301959,-1119415890,-1111966430)+W(3,-1103083598,-1104512784,-1107138551,-1106877192)+W(4,-1099577256,1025811761,-1104224219,1072315297)+W(5,-1092267131,-1082025998,1048136354,-1120067756)+W(6,-1111324648,1071717488,-1073631870,-1098154139)+W(7,-1101281480,-1097839567,1045365848,1074062948)+W(8,-1072626825,1060924493,1049098296,1046934152)+W(9,-1123650350,1072927288,-1076777698,1055782129)+W(10,1053482338,-1142912019,1040472402,1075518858)+W(11,-1068851440,-1085268633,1045375219,-1113956244);WS(-1075237718,1059347685); +sum1=W(0,1021242911,1049968737,-1123217820,-1100043508)+W(1,-1123750750,1039650209,1033512399,-1159856274)+W(2,1052611492,-1096977477,1035058824,-1164938034)+W(3,1029870036,1035044013,1055398719,-1086974821)+W(4,-1111424357,1031585078,1022930282,-1122614884)+W(5,1061884279,-1081627821,1035852049,-1146263191)+W(6,1032776022,-1113136009,1059035017,-1085989237)+W(7,1046594056,1040828171,1018371807,-1134430929)+W(8,1058365139,-1083853344,1040835864,-1113397210)+W(9,1019954077,-1114025505,1054270736,-1094951367)+W(10,1036293471,1041271429,1033340372,1040742208)+W(11,1057072208,-1082038839,1043435581,-1112152131);sum2=W(0,-1109418256,-1082007392,1074622373,-1087167323)+W(1,-1079889153,1054843717,1045686709,-1092895857)+W(2,1045059925,-1090791673,1052961109,-1111299754)+W(3,1025535098,-1097230803,1022527077,1061750517)+W(4,-1094791227,-1097908774,1041368995,-1087580936)+W(5,1072979117,1066822104,-1121141584,1039933817)+W(6,1025255906,-1090709237,1059630355,-1104688853)+W(7,-1114952578,-1109459004,1045341483,1030380818)+W(8,-1082271661,-1098772696,1048788253,1032974905)+W(9,-1131647237,-1098811123,-1098333373,-1097425000)+W(10,-1109808864,1041274025,1050563248,-1122444474)+W(11,-1080249300,1035536875,1062091865,-1101634861);WS(-1073405707,1071333561); +sum1=W(0,1032445482,-1107154225,-1086616986,1053035442)+W(1,1037191452,1005358651,-1114759602,1043648434)+W(2,-1097373989,1049497533,-1113096234,-1140703610)+W(3,1009365348,1025826187,-1088696011,1058380737)+W(4,1042579156,-1147371482,-1116673978,1050217769)+W(5,-1084271170,1057270871,1027100008,1008260703)+W(6,-1140494528,1045274198,-1086550017,1060414079)+W(7,-1122447285,-1128134433,-1138343378,1041826370)+W(8,-1088202787,1054213138,1033632004,-1146407565)+W(9,-1164102249,1037855412,-1096484208,1049814032)+W(10,-1117413058,-1132301012,-1128324122,1036590066)+W(11,-1090407429,1044502774,1049279047,1030979244);sum2=W(0,-1104849756,1044778147,1087011564,1051692028)+W(1,-1115275477,1024288807,-1130309268,1042344095)+W(2,1065552014,1050304642,1012814276,-1122813731)+W(3,1032168017,-1115874267,-1071484991,-1095624232)+W(4,1034711867,1018071134,1006608216,1016899230)+W(5,-1064792716,-1080996320,1012706900,-1113948677)+W(6,1025939811,1015318926,-1108487910,1038353709)+W(7,1031018877,1039145567,-1116205504,1017541078)+W(8,-1111002668,1015541566,1017981722,-1121567210)+W(9,-1134020588,1025032291,1026184365,-1115175630)+W(10,1016059306,-1161414849,1015836550,-1134707560)+W(11,-1105554232,1035428553,1030487759,957459976);WS(-1093094231,1019545057); +sum1=W(0,-1147370279,1024662611,1045730364,-1100871081)+W(1,-1113292876,-1115285964,-1111661690,1043371102)+W(2,1007712219,-1103400446,-1125293706,1035921815)+W(3,1036370005,-1098598749,1063151515,-1086049630)+W(4,1038700136,-1106696483,-1130128916,-1121967929)+W(5,1048771569,-1094208743,1042591246,1031896756)+W(6,-1138886402,1034324947,-1102866212,1057052051)+W(7,-1109292474,-1117085921,-1114353490,1030255498)+W(8,1043747359,-1103168823,1040829042,-1117982022)+W(9,-1139052495,1020719663,1042970997,-1114366281)+W(10,-1113681601,986496271,-1123566046,983686292)+W(11,1044423271,-1105757546,-1119014482,-1116127556);sum2=W(0,1017737448,-1113949677,-1109074925,-1106456753)+W(1,1033894674,1002006465,-1112488549,1043174240)+W(2,-1099690943,1036040708,-1136025401,-1127095326)+W(3,1041909593,-1095542187,1055357640,990810979)+W(4,1036060652,-1106928479,-1119128646,-1123930650)+W(5,1063813292,1064786485,-1095508468,1041202855)+W(6,995222883,1011641777,1029075282,-1080550900)+W(7,-1096849813,1028541984,-1138532089,1043431269)+W(8,-1111808055,-1099317256,1042059844,1013308785)+W(9,-1122958336,-1133447353,-1121958092,-1111251400)+W(10,1031456264,-1130037494,1002378369,1011720393)+W(11,-1111615901,-1122017034,1041840135,1011740497);WS(1065464534,1066200435); +sum1=W(0,-1120929867,-1114034816,-1093428139,1053507241)+W(1,1039630850,1039737375,1037468205,-1098649416)+W(2,-1095417420,1053719708,-1117479019,-1104296205)+W(3,-1104046500,1044270480,-1095455089,1059517274)+W(4,-1116571174,1034668025,-1118049328,1030873567)+W(5,-1078956988,1062996894,1037682987,1027940302)+W(6,1026495526,1027018036,-1097112752,1062358792)+W(7,-1100052716,-1105628906,-1102710553,1029661039)+W(8,-1090364038,1051059848,-1134398359,1047874257)+W(9,1047356358,992085460,-1098761015,1053033759)+W(10,-1124964177,-1105711476,-1104379061,1014898857)+W(11,-1089997432,1058137077,-1119205176,1036556777);sum2=W(0,1052570920,-1079960756,1059860803,1024102895)+W(1,-1109439044,1028585912,-1096757231,-1072214843)+W(2,1077140634,1045135233,-1135125103,1026412089)+W(3,1032706704,-1067716640,1078085184,1007395147)+W(4,1039504993,999691338,1048916325,-1071149720)+W(5,1074719494,1048879105,-1119420973,1031274943)+W(6,1032567852,-1113086642,-1126012658,-1105291454)+W(7,1042487387,-1115876939,1027784571,1026889523)+W(8,1023965646,-1125605772,-1107726802,1031655696)+W(9,-1123035498,-1102782368,1033915049,1036400237)+W(10,1040624471,-1118021143,1032789056,-1113248449)+W(11,-1131155204,-1120868355,-1123377002,1033633154);WS(-1088460652,-1077196042); +sum1=W(0,-1106714405,-1126618358,-1100538888,1061836401)+W(1,-1105561066,1017778831,1012745873,-1104692362)+W(2,-1105672234,1049398341,-1107347643,-1107815087)+W(3,-1106817926,-1128320455,-1096420642,1063373516)+W(4,-1095103574,1021813111,1014233321,-1113350277)+W(5,1032760733,1062672955,-1104500106,-1130991024)+W(6,-1139695810,-1104636978,980853696,1040237156)+W(7,-1136108756,1015562593,-1112340330,-1111992333)+W(8,-1098221750,1049303442,-1098848505,-1124042178)+W(9,-1112616426,-1112151140,1032069058,-1115352833)+W(10,1028357771,-1117430379,1014140598,-1103199781)+W(11,-1124202648,1047738902,-1108236605,1024298444);sum2=W(0,1042942941,-1095373315,1047404354,1041600542)+W(1,1029337611,-1116792463,-1103739979,1042549384)+W(2,-1104635751,1049880149,-1113660916,1033409028)+W(3,1021675082,-1100136800,-1156628070,1042313351)+W(4,-1103511888,-1100575516,1031504716,1032277385)+W(5,1056265483,-1095000083,1052284225,1042607543)+W(6,-1103784377,1051314558,-1086627236,1058671506)+W(7,-1098025422,-1102539848,1021140017,-1097536524)+W(8,1056610233,-1087499329,1053296214,-1123811627)+W(9,1032312275,1033748340,-1097748456,1053303874)+W(10,-1097031052,1034071897,-1113021145,1006926454)+W(11,1032415346,-1106742186,1040224097,-1116904421);WS(-1090190636,1052333694); +sum1=W(0,-1118008162,1046164882,-1087764995,1050774996)+W(1,-1132114980,992812356,1017370722,1025512151)+W(2,-1107299674,-1113611419,-1133738119,-1143374172)+W(3,1028313190,1039176172,-1107276920,1042980645)+W(4,1016759930,1031741320,1032465571,-1140639831)+W(5,1054861041,-1104478910,1039228938,991966796)+W(6,1021024634,-1114523818,1048774281,-1116066086)+W(7,1029146129,-1131726971,1022145795,-1123803590)+W(8,1052546887,-1088290914,1046828701,-1135053738)+W(9,974396430,-1114987978,1033108808,-1101829203)+W(10,1025239231,-1135839572,1023704762,-1150325779)+W(11,1052242867,-1082760046,1050382392,-1117633184);sum2=W(0,-1112927492,-1126311221,-1124129707,-1089259297)+W(1,-1121960162,-1127721129,1000278501,-1112124316)+W(2,1030656727,-1136644755,-1119195008,-1143597573)+W(3,-1115114722,-1096516945,1062718459,-1089907054)+W(4,-1113085858,1010259715,1038568093,-1095439368)+W(5,1069168233,1066488720,-1108783853,1016497897)+W(6,-1107752992,1035770391,-1092856910,1057602472)+W(7,-1101947316,-1142073349,1036864823,-1173738153)+W(8,-1097729376,-1119016562,-1105922885,1034450025)+W(9,-1111435217,-1127749525,-1108466839,1028769031)+W(10,-1119106133,-1113345821,999311589,-1118042174)+W(11,-1106807928,-1101412503,-1119408565,-1121786357);WS(1050584535,1068150000); +sum1=W(0,-1115260532,1034938395,1038987194,-1117589351)+W(1,-1115913835,1013034091,1010165469,-1115625742)+W(2,1047833470,-1104527215,-1116485512,1026352434)+W(3,-1112895478,1043729220,-1102791097,1041775364)+W(4,1035117570,-1123123343,1003680362,1046586119)+W(5,1053057826,-1092950416,1032942189,-1126776150)+W(6,1038151522,-1096382429,1060286702,-1085160955)+W(7,1051158381,-1118268740,-1113655284,1036369142)+W(8,1031810112,-1099697720,-1109351189,992197073)+W(9,-1132334157,-1110737789,1033665067,-1112334730)+W(10,1035094123,1007592182,-1116596385,1020311663)+W(11,1045919272,-1112800213,-1113211075,-1128843070);sum2=W(0,1027450901,-1130117632,-1112751331,1023748039)+W(1,-1129067048,1020055214,999052617,1037992777)+W(2,1031860941,-1148181737,1031574877,-1123191999)+W(3,998486633,1035832253,-1100828230,-1107268336)+W(4,-1108371420,-1176849298,-1098069390,1058826704)+W(5,1066377631,1031601953,-1110435251,992240434)+W(6,1050271656,-1075559944,1059983898,-1105105514)+W(7,-1111123861,1022099846,-1144500281,1051052067)+W(8,-1089703828,1006070601,-1135053221,-1122685646)+W(9,1034115809,-1104035684,1037142243,1031181077)+W(10,1013422629,-1154287506,-1111215245,1041076323)+W(11,-1116488683,-1123703892,994427506,1025316569);WS(1065940278,1034622363); +sum1=W(0,-1130882111,1042781009,1048563851,-1106282856)+W(1,991352096,-1132163876,1018945629,-1105035701)+W(2,1039562393,-1093168999,-1128564863,-1146137419)+W(3,1038546130,1037583679,1050832116,-1106056839)+W(4,1040441019,1034240611,-1109081570,-1089961211)+W(5,1065150616,-1081267407,-1125259845,-1103163033)+W(6,-1116833467,-1106689964,1063013875,-1093571617)+W(7,1037655800,1014989293,1027338207,1025705412)+W(8,1053064399,-1098826451,1032573560,-1132178841)+W(9,-1118439678,-1110899849,1043578884,-1098971955)+W(10,-1126802554,-1140385876,1023675896,1000818681)+W(11,1052844651,-1103816344,-1174556270,-1124029942);sum2=W(0,1042045232,1025081894,-1120251562,-1098032480)+W(1,-1122897683,-1131598407,-1100582068,1047796551)+W(2,-1130142714,1051286467,-1114446743,1028094206)+W(3,1051353130,-1135649915,-1091982339,-1088973774)+W(4,1048662352,-1114986235,-1098661297,-1083821047)+W(5,1066411068,1066192686,-1098476628,1035402858)+W(6,1033093932,-1113123121,-1108263063,-1096817778)+W(7,1043244089,-1113670703,1041505758,-1102707738)+W(8,-1116829613,-1124748705,-1105512115,1040252082)+W(9,-1111611431,1042774566,1029093314,-1115318079)+W(10,1039955893,-1113507172,1036803556,-1119704488)+W(11,-1105374597,1039210409,-1115075522,-1136180467);WS(1056991468,-1087030746); +sum1=W(0,-1123211458,-1104816506,-1105628499,1049039296)+W(1,-1110865210,-1119944116,1040392564,-1123900599)+W(2,1035944426,1031104918,1038992913,1019968535)+W(3,-1107179074,-1097679367,-1092912076,1058030045)+W(4,-1092536332,-1113705364,1032323379,1050060447)+W(5,1043269081,1044634502,1052766173,1024115141)+W(6,-1112698351,-1113372906,-1098944114,1032247835)+W(7,-1101773536,1016666555,-1113154609,-1118981766)+W(8,-1111852653,1043769326,-1111088882,-1113641643)+W(9,1035059984,1036804874,1030188977,1035537687)+W(10,1017337855,1034739876,-1117349658,-1117759553)+W(11,-1099907470,1048904265,-1120093295,-1119368937);sum2=W(0,1038207100,-1100024892,1019998746,-1116235844)+W(1,1028590129,-1132429552,1055370704,-1091918952)+W(2,-1108168198,1051323790,1017416940,-1131674494)+W(3,1017023961,-1082116017,1065911065,-1096201210)+W(4,1032160655,-1107738152,-1102268135,-1125190319)+W(5,1060923636,-1094794141,1048662690,-1115273448)+W(6,-1122475964,1048656820,-1095962080,1023749917)+W(7,1005611185,-1120617509,1023693826,-1118701724)+W(8,1025593786,-1112111831,-1121410776,1032669658)+W(9,1033230771,1009208157,1022143062,1028403793)+W(10,-1131420642,1007544955,-1120372849,1017593165)+W(11,-1123799386,-1116942925,1018425448,990755743);WS(1065408790,1036624080); +sum1=W(0,1031689276,-1095782030,1040908418,1044865119)+W(1,1010781241,-1124793181,-1118902603,1036811736)+W(2,-1099523235,1048657234,-1114118270,-1132122507)+W(3,-1130392064,-1106389326,-1100633526,1056569877)+W(4,-1105362262,1010247305,-1130349122,-1116251760)+W(5,-1088986706,1059819669,-1109527143,1021657598)+W(6,-1124855342,1016267643,-1097124896,1057017186)+W(7,-1101014271,-1147394236,-1120117724,-1116551776)+W(8,-1093812931,1059687187,-1105256235,1019294354)+W(9,1032115325,1029730958,-1102530619,1046000250)+W(10,1028862634,-1131137795,-1114562026,-1110739566)+W(11,-1093706094,1058243684,-1118348593,1010280523);sum2=W(0,1008018405,1028827850,1048442625,1022982076)+W(1,1015261982,1023643398,-1131603511,-1115409151)+W(2,-1128423353,976919119,-1110305290,-1142661114)+W(3,988821927,1044469435,-1144038842,-1106419532)+W(4,1025710382,1024565032,-1126539767,-1105522597)+W(5,-1080807551,-1069309764,-1128896061,-1156968388)+W(6,1029044494,1031515550,-1100063920,-1077869698)+W(7,1034212953,-1108906576,-1154431236,1029512486)+W(8,1047735839,1057375362,1047372093,1040986767)+W(9,-1144594818,-1118759177,1049631559,1074645104)+W(10,-1121013958,-1109343217,-1134541747,1017115388)+W(11,1040817807,1074183528,1028992794,1013497529);WS(-1134496480,-1135409208); +sum1=W(0,1012816882,-1118561391,-1172095542,1042727039)+W(1,-1101252924,1038725048,-1131032216,1023949458)+W(2,-1135187513,-1111514505,940438235,-1118209095)+W(3,1015795842,1025102291,-1122643706,1044113108)+W(4,-1099247502,1039141810,1017081284,-1098855254)+W(5,1062211658,-1088869665,1037442288,-1110868352)+W(6,1032335660,-1109465919,1053298610,-1090758606)+W(7,1036453998,-1124785329,-1114842158,1018180354)+W(8,1055550179,-1097017583,1038283500,-1123999226)+W(9,-1121133019,1039697400,-1104417019,1024023145)+W(10,-1127849669,984058180,1020892138,-1121622748)+W(11,1042088653,-1131309822,-1111728213,985363057);sum2=W(0,1027844464,-1123756397,-1109401613,-1123223808)+W(1,1035039619,-1128717516,-1120185020,1023474305)+W(2,1009596088,1048386893,-1119575836,-1197272208)+W(3,1033301171,-1120807818,-1105464515,-1117881742)+W(4,1029989604,-1129559846,-1142892826,1045181163)+W(5,-1069578385,-1079085438,1032607110,1013531724)+W(6,-1130897478,1050514681,1080182479,1057107198)+W(7,-1113328530,1001587842,-1112219415,-1148494098)+W(8,1033916695,-1155326684,-1143648562,-1126181730)+W(9,1008317678,-1124897908,-1111316356,1015620530)+W(10,1010222764,1011089790,-1123809910,-1112292483)+W(11,1038900121,-1138311341,-1144599918,-1129634008);WS(1063953772,1006246735); +sum1=W(0,-1129265445,1023929568,1050480356,-1094701786)+W(1,1037312131,1034664643,-1103221880,-1113408580)+W(2,1053092565,-1092563365,-1114954585,1012249970)+W(3,-1129858606,-1152025615,1054804888,-1099755687)+W(4,1041973195,1007014628,-1113052252,-1124775629)+W(5,1058637767,-1081976315,1043978961,1034276907)+W(6,970168057,-1116248388,1061520345,-1085039957)+W(7,-1109284733,-1121545966,1035503657,-1112901548)+W(8,1052655373,-1106127939,1037644971,1031841028)+W(9,-1114702297,-1114551939,1043614208,-1104465584)+W(10,1036504960,-1122618723,1026538155,1012918985)+W(11,1053852345,-1094975651,-1153236991,1015394179);sum2=W(0,-1108119214,-1098605940,1035846227,1036002502)+W(1,-1110269476,-1115932080,-1096454441,1047215192)+W(2,-1114546522,1051355228,1034086715,1019597651)+W(3,-1110533412,-1103381544,1042040175,-1102267339)+W(4,-1102892813,-1130886478,-1119694402,-1128298432)+W(5,1054173861,1055154953,1033662351,-1108620470)+W(6,-1127729168,-1115663656,-1103681801,1052945690)+W(7,1018137856,1033484697,-1110958880,-1114162078)+W(8,1035812038,-1097546689,-1135158408,-1106956606)+W(9,1023031785,1023974294,1020649501,1033369183)+W(10,998437331,1029836288,-1130979192,-1102917557)+W(11,1043843622,1033695483,-1106336801,1026224246);WS(1049960663,-1098656338); +sum1=W(0,-1129270334,-1097905355,-1106458043,1053746044)+W(1,-1153859324,-1120671826,1010743226,1038429850)+W(2,-1094238830,1050579558,1008020477,1036488405)+W(3,-1116543140,1026505899,-1084542826,1060156652)+W(4,-1101873487,1033306211,1036165346,-1111354490)+W(5,-1093117384,1065413702,-1122984978,1035776465)+W(6,1026370235,1012909508,-1096055524,-1110641506)+W(7,-1132001470,1015184758,1026933359,1034045586)+W(8,-1093158415,-1140159326,1048347588,-1115507932)+W(9,1009750007,-1139624135,-1113672231,-1153271990)+W(10,1027525597,1024719161,-1164389112,1033987231)+W(11,-1098353419,1046556600,-1124973593,1037016731);sum2=W(0,1007202997,-1107138382,-1101985157,-1105521455)+W(1,998286218,-1135144653,1038605814,-1092409649)+W(2,-1111080585,1031799434,-1127152184,-1138707909)+W(3,-1111184485,-1086536233,1058778058,-1102287591)+W(4,1043783051,1018462794,-1097778206,1033842165)+W(5,1062592323,1054124413,-1107786643,-1134709509)+W(6,-1107862779,1050500010,-1115904936,-1121603522)+W(7,-1104929125,1016336685,-1126800416,-1107791267)+W(8,1050870644,1039372702,-1103666737,1035379787)+W(9,-1122928880,1035028069,-1115500703,1030823202)+W(10,-1123649878,-1120475406,-1117103670,1024236113)+W(11,-1137706913,1012044041,1042413442,-1119073178);WS(1045571246,-1101396513); +sum1=W(0,1027156266,-1105879340,-1095381975,1052608133)+W(1,1036979366,-1116386461,-1135540454,1031079263)+W(2,-1094890856,1052732944,-1110160581,-1124519785)+W(3,-1123739311,1036462891,-1086841044,1059410250)+W(4,1033495803,-1113888968,-1123826896,1048275928)+W(5,-1081913239,1057453824,986236332,1015417435)+W(6,-1110505155,1040289247,-1087831711,1053535332)+W(7,-1121128186,-1106215130,-1138173481,1033674439)+W(8,-1095054872,1059217778,-1117509614,1025380519)+W(9,1019384210,1035302207,-1100616678,1056369955)+W(10,1002559041,-1132265864,-1138775820,-1109766005)+W(11,-1096527684,1057086003,1031959012,1009437253);sum2=W(0,1023702857,1025579445,-1107828603,1030949885)+W(1,1030056541,-1138881396,-1116086512,1041684936)+W(2,-1100190580,-1127701406,-1101693823,1031874044)+W(3,1027064225,991232624,-1127488618,1063977916)+W(4,1026840857,-1115029594,1024261913,1049263730)+W(5,-1121382305,1081524863,1032271344,-1124133978)+W(6,-1115739014,994389040,1049530396,1074557390)+W(7,1041139218,1015337722,1023117658,-1121855219)+W(8,1041567276,-1078514947,1024600809,-1113125346)+W(9,1011341860,-1121905805,-1097196557,-1067412604)+W(10,-1110332083,-1157524144,1016675050,-1114246345)+W(11,-1125328530,-1072747255,1045882874,1009384836);WS(-1091844311,1066789497); +sum1=W(0,-1126657090,-1121934839,1053346558,-1094816004)+W(1,-1134360567,-1196074864,-1118280816,-1104655157)+W(2,-1150447404,-1096277599,1026981217,1030410603)+W(3,1035276339,1036892560,1061301148,-1095276499)+W(4,1035239934,-1117233544,1034822275,1041291861)+W(5,1054539137,-1085328499,-1132053288,1032377106)+W(6,-1122398524,1016354085,1061579109,-1094948141)+W(7,1041572288,-1113536398,1027512241,-1100932977)+W(8,1052329175,-1090319102,-1138204721,1028691858)+W(9,-1105911320,-1113195754,1010492736,-1109759879)+W(10,1026669711,1016723124,1036073133,-1137558275)+W(11,1052092547,-1096198988,-1122862318,1004385343);sum2=W(0,-1130924015,1022730742,-1156842543,1039023607)+W(1,-1147026848,1024455841,976327856,-1107671502)+W(2,1030703882,-1100688592,-1113451109,1015244616)+W(3,1006816288,-1102494949,1050591037,1039287442)+W(4,1030233046,-1121583866,1032746467,-1063244855)+W(5,1084548157,-1091568120,1034384724,1032201434)+W(6,-1109752024,-1117144683,1041535529,1042495948)+W(7,1024850879,-1112832588,1030725620,-1118200508)+W(8,1030607420,-1100624377,1037336210,984232072)+W(9,-1118656485,1023153636,-1117378226,1033109796)+W(10,-1123040622,1003511712,1013150272,1019358625)+W(11,1000111712,-1135441064,1025293966,-1124806470);WS(1062375148,982896070); +sum1=W(0,1041356906,-1092346958,-1098857839,1052252533)+W(1,1050501706,-1165233042,-1141741512,1042371688)+W(2,-1100631199,1048733184,-1126563284,-1134397903)+W(3,-1123251246,-1107640316,-1093348349,1057292943)+W(4,1043133649,1008063554,-1121772047,1037798623)+W(5,-1081710855,1063732968,-1111246422,1032268279)+W(6,-1138991637,1035668286,-1084667272,1061645578)+W(7,-1112114769,988108978,-1156317853,1026956462)+W(8,-1088318752,1059891330,-1106214611,1037368483)+W(9,-1161666833,1016120313,-1093940123,1051947731)+W(10,-1109426316,-1138661789,1011726474,-1115727625)+W(11,-1084607638,1059995535,-1190508359,1040598420);sum2=W(0,-1087149149,-1081699534,1075074133,1074122230)+W(1,972078363,-1097056662,-1111774062,1035582541)+W(2,1078981756,1067224402,-1092574897,1045566397)+W(3,-1122195827,-1087576154,1080077903,1066418532)+W(4,-1094572008,1049096521,1039123010,-1082404199)+W(5,-1086433828,-1082120864,-1101495601,-1109136155)+W(6,1035630599,-1111170675,-1073636555,-1078722695)+W(7,-1124013413,1034655424,1055099903,-1119441337)+W(8,-1080599553,-1083892454,1051613332,1023040696)+W(9,1042757145,-1097950160,-1080969229,1038753292)+W(10,1020974546,1027077203,1060125526,-1098859385)+W(11,-1075310961,-1085615144,1056506110,-1129411423);WS(-1073733835,-1077508759); +sum1=W(0,1004911573,1043185540,1056421033,-1084678800)+W(1,1025064353,1009545653,999004239,-1120942224)+W(2,1054442442,-1094509130,1020812405,1022285001)+W(3,1008908284,-1136904037,1059517190,-1087084867)+W(4,-1149079216,-1118599969,1032559088,-1114184455)+W(5,1066321721,-1089134469,-1127746091,1007063543)+W(6,-1123346838,-1112686066,1063474337,-1088382556)+W(7,1027145139,-1149726053,1021646261,1032555200)+W(8,1052962698,-1089853747,-1126936380,1015641511)+W(9,-1114632613,1005792618,1044159722,-1092765869)+W(10,1027348136,1023282088,1036339578,1040940927)+W(11,992460573,-1093589176,-1126618160,981480241);sum2=W(0,1016441223,1040812131,-1091551076,-1083270432)+W(1,1054198423,1001473573,-1123853806,-1136381199)+W(2,1020713637,-1123741604,-1108424657,-1110846033)+W(3,1034027700,-1121560396,-1092123318,1057043619)+W(4,-1115262538,1008724259,1016212045,-1100123577)+W(5,1069362941,1065772322,-1092584961,-1120589670)+W(6,1025170155,-1100550013,1050653373,1058297195)+W(7,-1121642970,1040111989,1030169991,-1105283667)+W(8,1020763615,-1091989226,1029919048,-1104422780)+W(9,1024326153,1029487024,-1121149602,-1092470882)+W(10,1039520200,1027795061,1020004331,-1102325825)+W(11,-1094990109,-1106605421,1026718342,-1115881428);WS(-1083424620,-1083774644); +sum1=W(0,1025997707,-1107578509,-1116799831,1051882641)+W(1,-1114213177,-1140244728,995558823,-1112668224)+W(2,-1098861996,1045883512,-1127946135,-1116793621)+W(3,-1132669247,-1109754213,-1099316274,1060321715)+W(4,-1106758402,-1131243108,1015677409,1048694360)+W(5,-1079768279,1059777970,1040276008,-1129876893)+W(6,-1113673299,-1099923633,-1093459346,1064776049)+W(7,-1108196294,-1167573435,-1146244698,1044345284)+W(8,-1098475085,1036566882,1008462282,1020492609)+W(9,1028038186,-1117921566,-1113981277,1042756750)+W(10,-1117078569,1015090721,-1119640804,1030760459)+W(11,-1105585281,1033934183,-1130472177,-1176961296);sum2=W(0,-1120400279,-1120118931,-1114073896,1044457775)+W(1,1036833596,-1137956564,1006239848,-1112851025)+W(2,1016448074,-1095953339,-1112980685,-1122147671)+W(3,1033967902,-1101370370,1047917593,1065044078)+W(4,-1119396143,987310366,-1138878316,1037781128)+W(5,-1113781647,1069276419,-1110041421,-1187381491)+W(6,1012842788,-1100258045,1045546113,-1075186216)+W(7,-1132903556,-1131003226,-1135736068,1002346920)+W(8,-1114666278,1035717470,-1120766465,1029533357)+W(9,1028356101,-1112182778,1002645288,-1097061266)+W(10,1015304410,1003776904,-1120658117,995892591)+W(11,-1115876966,1049663208,-1123504973,-1150885167);WS(1055938007,-1113494123); +sum1=W(0,1002908945,1028210664,-1133494457,-1135464580)+W(1,1008466835,-1131269290,1005413771,-1117675639)+W(2,1035958810,-1095959351,1040264713,1035203030)+W(3,1025040167,1040926954,1041989700,-1087581816)+W(4,1048292991,-1116685065,1016082831,-1118443670)+W(5,-1101702418,-1121242873,1034336763,-1117662885)+W(6,-1114102015,1040854289,-1098047787,1048632765)+W(7,1043249233,-1132796663,1024456642,1046508410)+W(8,-1093641223,1052220147,-1183964258,-1144182458)+W(9,-1121270129,1019764906,-1111985289,1025236686)+W(10,1036425152,-1137681823,1006080470,1029150738)+W(11,-1102768646,1042463785,-1131127167,1031884341);sum2=W(0,-1148833389,-1103329032,1039527980,1036545465)+W(1,-1140514638,-1111163586,1034952858,-1114547380)+W(2,1019372679,-1111710878,1042452640,1025974311)+W(3,-1131645803,-1099667252,1017530647,1040867364)+W(4,1048394746,-1102843950,1044582101,1046239383)+W(5,-1095619156,1074171367,1046568773,1030125627)+W(6,-1100126968,1038848953,1053527025,-1072583834)+W(7,-1104419698,1045672947,1041029558,1023994452)+W(8,-1122648352,-1089175055,-1095650184,1033990232)+W(9,-1101188496,1040593566,1048348234,-1110512168)+W(10,-1113024814,1039972451,1038559400,-1104909140)+W(11,1034383711,1048723535,-1105559093,-1123744674);WS(1054254551,1014537956); +sum1=W(0,-1121039367,1035774671,-1112598570,-1132150029)+W(1,-1109088445,1040615567,1018675757,-1130008697)+W(2,1008273253,-1122251932,-1109769252,1003469451)+W(3,1022410264,1030747950,-1093495169,1041075666)+W(4,-1103842329,1040565356,1028321069,-1107714718)+W(5,1061840455,-1100441032,-1105690119,-1126038165)+W(6,1032078897,-1097508911,1062686448,-1084814013)+W(7,1049125597,-1115375938,1035879540,-1100889147)+W(8,1058139578,-1090418276,1045096257,-1105705223)+W(9,998902321,-1111836109,1050284599,-1098262366)+W(10,1018266794,1030169589,1035017184,-1112194220)+W(11,1050365160,-1104639554,-1137878196,-1123088958);sum2=W(0,1011204314,-1130282463,-1119643322,1040567914)+W(1,1058038651,-1092395975,-1151906447,1008292026)+W(2,1036989282,-1093705400,1048788001,1041384381)+W(3,-1132982086,-1113509623,1023195387,1046529995)+W(4,1069827352,-1082188469,1015334447,-1118416042)+W(5,1031871454,1053486166,1061661513,-1087135929)+W(6,-1126682819,1010705513,1036745108,1053627848)+W(7,-1076895592,1050130047,1031867988,1015562377)+W(8,-1105750465,-1097180463,-1083563182,1062283738)+W(9,-1118412630,1033032763,1024841875,1042871577)+W(10,-1102862368,-1108358221,1019402007,-1171211484)+W(11,-1132045005,-1098551422,-1093245544,1058279550);WS(1057163500,-1105993220); +sum1=W(0,-1117201821,-1127293622,1046510122,-1119279260)+W(1,-1111026820,1018908832,-1121502764,1045431725)+W(2,-1097880614,1032698105,1044535287,-1110256660)+W(3,1035599249,-1100979748,1061106926,-1097882833)+W(4,-1095331735,1024080836,-1105708961,1049617722)+W(5,-1099817760,-1088567265,1053288920,-1117593824)+W(6,1039647740,-1110465655,-1119635500,1058361641)+W(7,-1096979757,1027464313,-1100922079,1042176840)+W(8,-1109566363,-1097567811,1050620014,-1113789929)+W(9,1009912816,1018827936,-1147860066,1036626725)+W(10,999121112,-1159432152,-1136735831,1001114727)+W(11,1037588842,-1111863248,1037098289,1012647057);sum2=W(0,1032576295,-1107895050,1016729470,1038099246)+W(1,-1122727069,-1114110583,-1123342042,1039805910)+W(2,-1102939450,-1120156902,-1128970625,-1124467804)+W(3,-1102694716,1052615154,1050355566,-1100691281)+W(4,1046407453,-1110408836,-1132748357,1027679479)+W(5,1057040101,-1098318717,997134844,1035923921)+W(6,-1114775905,-1183264704,1041423933,1028185223)+W(7,-1094682594,1040728790,1033817148,-1127944484)+W(8,-1098800812,1043085543,1023808656,-1104134547)+W(9,942234367,1017960690,1027447559,-1113846578)+W(10,1033077879,-1111084310,-1109637447,-1117652574)+W(11,-1113353192,1025700351,-1136470782,1024627457);WS(1069430838,-1077807532); +sum1=W(0,-1123171840,926704291,1028287308,1024652287)+W(1,-1121358347,-1124249574,-1123870031,1035074891)+W(2,1030377682,-1104443381,-1137933441,-1123723658)+W(3,1012978707,-1102713036,1060355037,1049114747)+W(4,-1102473935,-1124350158,1026708965,-1094582899)+W(5,1064667974,1049334299,-1095444677,-1155502135)+W(6,1032241614,-1104095024,1044883747,-1097738289)+W(7,-1112982200,996719039,-1110089696,-1131766218)+W(8,1023923417,-1112895132,-1115022670,-1114119663)+W(9,1013657340,-1123449267,1023074654,-1133494194)+W(10,-1123735342,-1129702439,-1120091289,-1126388352)+W(11,-1134219998,-1105084689,-1125652635,-1115595936);sum2=W(0,-1176390445,-1120278537,-1122813389,1041053822)+W(1,1022193201,-1120846771,1032791968,-1112747779)+W(2,-1119517685,1042596904,-1132233097,-1150821318)+W(3,-1107216374,1039675898,1061000499,1032712030)+W(4,1037891533,-1120324549,1039748018,1025598156)+W(5,1059349510,1055783944,1009116037,1006903493)+W(6,-1104895086,1049256042,-1087513873,-1099074048)+W(7,-1107732985,-1117395279,1038133354,-1105015824)+W(8,1030867610,-1084050573,-1101549778,1034659541)+W(9,-1123666927,1024448666,-1108606159,1040697602)+W(10,1022775251,-1115429715,1013658503,-1110290749)+W(11,1029186614,-1106116496,-1106656496,1028618234);WS(-1107817820,-1083770194); +sum1=W(0,1033900161,-1103638846,-1091016130,1053216608)+W(1,1041711845,1032252891,-1129878691,1019165999)+W(2,-1105602789,1056291523,-1114138529,1005244003)+W(3,-1129439246,1023785569,-1097747004,1057499003)+W(4,-1107402783,-1129556050,-1131338575,1041664750)+W(5,-1076846267,1059566574,1043057225,1037921123)+W(6,1015365308,1007653393,-1089110318,1057822998)+W(7,-1097881621,-1126092988,-1128788741,1026305479)+W(8,-1101714279,1057215924,-1104471663,1041959808)+W(9,1034359265,1029035509,-1095981534,1051239662)+W(10,1029122288,1025745172,1024049691,-1111132977)+W(11,-1089968180,1055184137,1032118072,1027268745);sum2=W(0,-1108694073,1017327589,1040440313,1037365040)+W(1,-1097181356,-1123414724,1045019344,1034893158)+W(2,1020539438,1043169414,1044490295,-1142407924)+W(3,-1102469381,-1100848825,-1091152854,-1179472005)+W(4,-1098856738,-1124070306,1037993179,-1146521528)+W(5,1062010427,1059039676,-1105305386,-1103656828)+W(6,-1102369829,-1136622056,1017850914,1038217042)+W(7,-1109601321,1025666621,1036817135,-1122158468)+W(8,-1095264144,-1119445175,-1098482637,-1105116469)+W(9,-1116848662,1036214504,1045324437,1048192551)+W(10,1034613852,1027457629,-1123721670,-1109074807)+W(11,1047380031,-1115655698,-1105047780,-1121369495);WS(-1121449656,-1084978473); +sum1=W(0,1045775831,-1099605930,-1086366198,1054843763)+W(1,1044622847,1025802254,1021114964,1028648016)+W(2,-1100836955,1049277222,-1121703995,-1116658981)+W(3,1036495664,-1113195701,-1085601027,1059006957)+W(4,1039106531,-1138285574,1032769888,-1106810756)+W(5,-1088747404,1062277595,-1122091582,1043922200)+W(6,-1134400474,1033523886,-1083936243,1060137529)+W(7,-1102614275,1020367213,1043049231,-1109837568)+W(8,-1087596695,1057384673,1011169881,1042132230)+W(9,-1112792957,1039225431,-1102874546,1045407794)+W(10,-1118753961,-1132370673,1043659613,-1097941829)+W(11,-1088234269,1055835664,1048366450,1039326553);sum2=W(0,1027272459,-1105747151,1058588727,1050147388)+W(1,-1089616072,1040922163,-1122536322,-1103046200)+W(2,1025881493,1054947781,-1098050255,-1157391810)+W(3,-1115599503,1043039962,1025318337,1058930692)+W(4,1020160348,-1097372724,-1109953333,1029006014)+W(5,-1079698237,-1072349877,1078384354,1029236731)+W(6,-1101108438,1049577028,-1116019666,-1069493839)+W(7,1078006681,-1111844849,-1160853572,1035298821)+W(8,1050247454,-1072151832,1075828182,-1095907204)+W(9,-1125199072,1043042004,-1104971590,-1072978341)+W(10,1074567753,1046502148,-1105305527,1053260045)+W(11,-1094505007,-1072202568,1072013431,1037030073);WS(-1076413686,1050217089); +sum1=W(0,1037264211,-1103937453,1032015257,1043075881)+W(1,-1122840185,-1144808135,-1140703701,981259974)+W(2,1015092336,-1110472573,-1115654547,-1126940256)+W(3,1010880426,-1126374874,-1117441203,-1140207123)+W(4,-1121072785,-1127053849,-1119658251,1042459879)+W(5,-1095655209,1058975156,1016890098,1040888602)+W(6,-1116247362,-1115463620,-1089060935,1059127610)+W(7,-1095200233,1021095812,1031154598,1040532067)+W(8,-1097693400,1049753500,1024224509,990976051)+W(9,-1125273098,-1110800684,-1116339093,1026525586)+W(10,-1116764924,-1118091276,-1131976189,1020764716)+W(11,-1115082479,1038259412,1027865572,1016317274);sum2=W(0,1057721492,-1087030854,-1098169441,976966634)+W(1,1023517212,1010046217,1028643349,-1118716844)+W(2,1050324940,1023362490,-1141117066,1027499437)+W(3,1060288138,-1080168014,1016748144,-1115171624)+W(4,1023617033,-1115470708,1059252612,-1080273709)+W(5,-1095791676,1047291739,-1099550108,1034407868)+W(6,-1088865108,1065839894,1025332663,-1136639192)+W(7,1041241265,-1116997486,-1086775589,1065802380)+W(8,1048744751,-1124716700,1003901823,-1138422172)+W(9,-1123025940,1052992874,-1103675095,1045176631)+W(10,-1105682362,1028187249,-1093527126,1051057083)+W(11,1047968677,-1122660154,1020688386,-1121332252);WS(1066004950,-1130673709); +sum1=W(0,-1116101174,1031654568,-1088044468,1052873383)+W(1,1041536990,-1136500130,-1143212072,-1115365365)+W(2,-1112634148,1046315731,1018103788,-1125315968)+W(3,-1110468285,1037471350,-1095270314,1053790292)+W(4,1044233532,-1143909091,-1115338446,1044807147)+W(5,-1086079158,1057379349,-1114923292,1020745202)+W(6,-1108483849,1036857292,-1084922887,1062574892)+W(7,-1111082699,1016815907,1016794668,1049500535)+W(8,-1089120237,1059566963,-1112535089,-1120057699)+W(9,-1129241385,-1116011560,-1096691029,1043154809)+W(10,1013224078,1009076749,1013476922,1018991691)+W(11,-1092328502,1052540519,1045681849,-1111113254);sum2=W(0,1049010278,1059657103,-1081123115,-1096253478)+W(1,1022187211,1042763848,1037489391,-1120407882)+W(2,-1091075041,1044030983,-1110198086,-1123055347)+W(3,-1120558834,1065561208,-1094693777,-1088412254)+W(4,1026065263,1010460099,-1115441721,1065354919)+W(5,-1086070082,-1088804298,979808314,1037997843)+W(6,-1107156556,1033902725,1048072918,1059822273)+W(7,1015305348,-1106407542,992841734,-1090673211)+W(8,1058489027,1048768363,-1103664360,-1127526979)+W(9,1011333881,-1082019922,1067731839,-1110539158)+W(10,-1102578162,1046102351,1042878013,-1076779646)+W(11,1065573397,1056386736,1041735451,-1098151359);WS(1047691950,1051513987); +sum1=W(0,1022367675,-1106171493,1047705594,-1115678670)+W(1,-1110486184,-1119968336,1023115866,-1148261013)+W(2,-1138130365,1039875161,1038987295,-1146539325)+W(3,1025923810,-1110614526,-1138856554,-1098498099)+W(4,-1111291916,1031736900,-1121417283,1048684730)+W(5,-1092459648,1059839847,1037143648,-1113038256)+W(6,-1135269348,1043654816,-1088007377,1055365231)+W(7,-1116325726,999460043,-1123344254,1037977761)+W(8,-1117423671,-1110502987,1038170008,-1124410005)+W(9,-1153116613,1018209505,-1145599589,-1108540005)+W(10,1024662707,-1170140361,-1140725337,1012206837)+W(11,-1130685354,1013205632,-1106962771,1022378313);sum2=W(0,-1153456458,1034638423,1026219462,-1118314715)+W(1,-1119545213,1020158000,-1134949160,-1132037434)+W(2,-1110235102,1026400860,1033998497,-1129681397)+W(3,976205336,1047224115,1041432515,-1098555575)+W(4,1038320636,1034767622,-1107040555,-1111241686)+W(5,-1098519781,1048945857,1042089138,-1100590807)+W(6,1031938263,-1102088763,1016119332,1066956313)+W(7,-1089428981,-1131704894,-1148458760,-1109506803)+W(8,1045200456,1038098069,-1088147582,1033722488)+W(9,-1128058621,-1119972538,1026438298,1020127420)+W(10,-1103340362,1036980701,1018102832,-1122339703)+W(11,1012163112,1026446934,-1114149729,-1126638758);WS(1065730166,1060778308); +sum1=W(0,-1109508860,-1157499671,1041425921,999270323)+W(1,1009856488,-1122732458,-1155017835,-1122491724)+W(2,1039607429,-1108915110,1019270959,1019165315)+W(3,-1113193022,-1101845990,1059840031,-1093896302)+W(4,1048952862,-1112299503,1018445113,-1123710636)+W(5,-1103201623,1034241095,-1124851701,1031136123)+W(6,-1116526739,1037579925,-1086536234,1065443257)+W(7,-1100984082,-1130156262,1027367671,-1109701838)+W(8,-1119532176,-1115473720,1042597895,-1112137490)+W(9,-1113248331,1024052458,-1131587533,1023021127)+W(10,988759974,1035869970,-1116098736,-1155438706)+W(11,-1135484603,-1169161851,-1109972554,1026435614);sum2=W(0,-1117967445,1023936292,1048994422,1036573845)+W(1,1025878262,-1136777476,1040648348,1027011316)+W(2,-1081925843,-1090561506,-1121546197,1000734832)+W(3,-1112630617,-1104815876,1069895227,1061477130)+W(4,1006994724,-1120512530,1042642774,1032485416)+W(5,-1079286264,-1076993331,1017402756,1043800887)+W(6,-1134880336,-1097739621,1067803238,1074358700)+W(7,-1094759274,-1115175264,-1108734545,1008252288)+W(8,-1093635474,-1082750513,-1124517798,-1106635673)+W(9,1042723069,1027781874,1039731885,-1152591489)+W(10,-1128233335,1050798200,-1110919553,1017816544)+W(11,-1113045602,1040942069,1015619872,-1104563368);WS(1051081815,1004177576); +sum1=W(0,-1127006616,1047378036,1040477302,-1095193921)+W(1,984028115,1015654525,1009183853,-1123222753)+W(2,-1133548407,-1099314072,1033152150,1000220336)+W(3,1030806032,1030530563,1061394914,-1084986498)+W(4,-1134209438,1016832613,1035550201,-1112167248)+W(5,1067589976,-1091645900,-1104155199,1007541309)+W(6,-1148492092,-1102096100,1061693295,-1092420382)+W(7,-1126214664,1020442767,1031890286,-1119963793)+W(8,1056018877,-1084371172,-1117645071,1016050244)+W(9,-1122950699,-1117414047,1051876647,-1100397982)+W(10,-1115478541,1015156587,1033051522,-1118879820)+W(11,1054656608,-1096248194,-1098736399,-1120116135);sum2=W(0,1038737431,-1086393652,-1122890851,1062117952)+W(1,1031555324,-1105710539,-1107492679,1061143042)+W(2,-1087802869,-1089713201,1047951996,1021198999)+W(3,1048033211,-1086071985,1050554685,1059347527)+W(4,1026779363,-1103176732,-1120313369,1050160290)+W(5,1074235084,1068761695,-1098359769,1024031768)+W(6,1015799927,1036302581,-1097102610,1051722018)+W(7,1043634021,-1105088271,-1127256174,-1118303985)+W(8,-1080828834,-1090432670,-1093586557,1023611974)+W(9,-1108431753,1030572627,1051308486,-1096060997)+W(10,-1093678452,-1113357802,1025558434,1049210573)+W(11,-1086660156,-1089293346,-1099341241,1042868230);WS(-1081907798,-1114644056); +sum1=W(0,1023775725,-1099395677,1055907631,-1100928459)+W(1,-1119324179,-1109439504,-1170980595,-1134709766)+W(2,1050593936,-1112754945,1032148262,1017060589)+W(3,1026005873,-1099241994,1058604967,-1087793848)+W(4,1009969504,-1128826918,-1126334628,-1120114113)+W(5,1054687330,-1087665246,1038203192,-1138112959)+W(6,-1135823392,1034531271,1038229186,-1104299004)+W(7,1028440637,1038462084,-1129163353,-1108351113)+W(8,1034921283,1040795209,-1104169898,999099597)+W(9,-1151688884,1019473342,1018134455,1040889398)+W(10,-1106565731,1007377992,-1129940170,-1110039318)+W(11,-1120708196,1054318790,-1107725509,1027667523);sum2=W(0,-1119441358,-1109792567,-1127769135,-1107196821)+W(1,1030789742,-1113410550,-1129970231,-1120391232)+W(2,1050978947,992017798,1040616080,1030775978)+W(3,1013923693,-1103233485,1033489482,-1095646457)+W(4,1038693473,-1115392393,-1135011770,-1103316489)+W(5,1054134565,1049668759,-1124339641,-1108882435)+W(6,1015830944,-1104701758,1049300223,1056508485)+W(7,1043974386,-1145057435,-1115083307,961266788)+W(8,-1110832497,1047186396,-1086696217,-1118394614)+W(9,1009913072,-1120471806,1049274561,-1110580647)+W(10,-1110322035,1032794842,-1117182320,1032096200)+W(11,-1124368769,-1109467751,-1103392519,1029776437);WS(1054547415,-1080700728); +sum1=W(0,-1118959255,-1106813137,-1136179854,1049136707)+W(1,-1121699838,-1110798213,1000886579,1020745112)+W(2,1042266506,-1113159542,-1135369949,-1133353861)+W(3,-1108938574,1000629071,-1114102394,-1117329322)+W(4,-1098171678,-1132246652,1035589374,-1089948699)+W(5,1058763908,1057279043,-1102488395,-1116069530)+W(6,-1115953331,-1104374042,1043996152,1058534976)+W(7,-1118338951,1023843187,-1120209015,-1115354302)+W(8,1034434840,1042941412,-1123101368,-1110056358)+W(9,-1130255148,-1115551813,1030595334,1024662339)+W(10,-1111680098,-1125104281,-1114831416,-1107411355)+W(11,1037557447,-1115931546,-1111356186,-1113468791);sum2=W(0,-1104438281,1010047952,1041416137,-1126834256)+W(1,-1137643420,-1141914640,1006975884,1033813267)+W(2,-1103312430,-1117623020,-1119875938,-1142859168)+W(3,-1114845259,-1104617278,1059878226,-1091497753)+W(4,1032827109,-1115736166,-1121830816,1016682467)+W(5,1030331467,1058017528,-1098691452,1030249718)+W(6,1035922248,-1119230330,1042445877,1016098448)+W(7,1038105687,-1111253212,-1109021584,1016925125)+W(8,-1127060444,1041560361,-1110812698,-1153808400)+W(9,1024387710,1031893944,-1106783001,-1112957506)+W(10,1032692112,-1114320479,-1116080890,1028042677)+W(11,-1113418625,1032681483,-1112120334,-1122393388);WS(1052913623,1049378679); +sum1=W(0,-1122838827,1042960148,-1086626395,1057292387)+W(1,1037967453,-1155224026,-1140317417,-1131398976)+W(2,-1096052024,1051976144,-1115050310,1021209962)+W(3,-1125024735,1047376245,-1085621156,1057250406)+W(4,1033197251,-1137632582,-1119624720,-1142164473)+W(5,-1082562971,1065554348,-1105683981,1041116332)+W(6,-1114511683,1052155164,-1087926293,1052193006)+W(7,1022767638,-1114068531,1000517975,1026436976)+W(8,-1091398264,1054127476,1031945184,1019309136)+W(9,980913767,1040745327,-1096441475,1052669955)+W(10,-1117629257,-1119607996,-1118732996,1037554661)+W(11,-1088065070,1051850318,1041425290,1029050594);sum2=W(0,-1128729473,-1113890565,1030681183,-1116238263)+W(1,1054381777,-1088819879,1026695603,-1113695617)+W(2,1046246583,1032966985,1060417287,-1094452995)+W(3,-1122814467,1012493154,-1119541727,1063042504)+W(4,1065151040,-1073258706,1038041001,1007226362)+W(5,-1105895610,1066720275,1069419683,-1071852139)+W(6,-1114364242,1022932917,1013035938,1061802664)+W(7,1070184946,-1071972143,1029245131,-1121347205)+W(8,-1109256305,1054635319,1067716376,-1076852924)+W(9,-1114309631,1028217359,1037707015,1034508407)+W(10,1063333907,-1084913408,-1131614889,1005475605)+W(11,1018572933,-1114817272,1057796391,-1086618913);WS(-1080205366,1054586731); +sum1=W(0,1028285119,-1104231365,-1105384067,1018315643)+W(1,1050517144,-1107795033,1034516295,-1118125300)+W(2,-1098317298,1050987674,-1103331232,1030553289)+W(3,-1114270114,-1122896269,-1102251495,1045079495)+W(4,1044797187,-1134423957,1028158052,1031422323)+W(5,-1084181862,1065887519,-1106919576,1039594145)+W(6,-1122816794,1042423964,-1083878719,1058366107)+W(7,-1136969466,-1127143669,1015275709,-1113275778)+W(8,-1102645126,1055927247,-1127822612,1007528111)+W(9,1008209269,1035567225,-1094749758,1042520123)+W(10,-1111681950,-1112108944,1026827799,-1113291743)+W(11,-1095155767,1054820368,1023800268,1010334934);sum2=W(0,1018519238,999332143,1041061518,1033756160)+W(1,1071473984,-1074851124,1015687849,1021267259)+W(2,-1105547391,1042746528,1066765865,-1079967238)+W(3,-1123243110,1021268373,1034089943,1026544409)+W(4,1067795051,-1079279124,-1154321191,1001850235)+W(5,-1097359239,1057524548,1059938647,-1081222132)+W(6,-1147705571,-1122367554,1024181853,-1128118669)+W(7,-1126584943,1036308208,-1137574530,-1149097003)+W(8,964634475,1033087855,-1109247299,995399503)+W(9,1025499637,1028798873,-1139074510,-1129467393)+W(10,1002507759,1006964374,-1123293958,-1120881342)+W(11,1038775557,-1131901697,-1137941026,-1131371017);WS(1032292188,-1145187004); +sum1=W(0,-1121091224,1026282854,-1110430066,1041424886)+W(1,-1163709786,-1130362518,-1124591439,1032165735)+W(2,-1099744666,1053335502,-1097458647,1026340962)+W(3,-1121198813,1048823572,-1088767505,1045555550)+W(4,1040806261,1020242430,1009701366,-1113803654)+W(5,-1109489438,1044961340,1038271382,-1136150382)+W(6,1007646671,-1119045850,1041537816,-1098280566)+W(7,1040783354,-1117600916,1026658136,-1092992668)+W(8,1047050636,1043075732,1037260307,997023189)+W(9,1020346030,1019935126,-1121506375,-1107270401)+W(10,1000329008,-1124456788,-1122546321,-1119672872)+W(11,-1110555528,1047792295,-1120965766,1026784415);sum2=W(0,-1120115102,1027036707,1028744443,1037973272)+W(1,-1111409649,-1114092190,1024423113,-1119221834)+W(2,-1122478763,1049287438,-1096539764,1034186497)+W(3,-1131404107,1034928052,1034534080,1047707985)+W(4,1032305459,-1111870688,-1162462122,-1115806512)+W(5,-1117650486,1065549495,1059270295,-1104163224)+W(6,-1116017912,-1133321326,-1108495610,-1079218451)+W(7,1053073262,-1116841516,1035047655,-1101382306)+W(8,-1105332910,-1101676179,-1108544028,1038206879)+W(9,-1146105278,1029706393,1038914207,-1109811124)+W(10,-1125217018,1004549098,1011265421,1023154260)+W(11,-1113944011,-1116861489,1023662974,1021319568);WS(1065238444,1029810764); +sum1=W(0,-1117664959,1035631050,-1105662947,1044376095)+W(1,-1180059800,-1144996235,1033625479,998132025)+W(2,-1110409480,1041425605,1029921727,1002652741)+W(3,-1121511107,1046740798,-1115600622,-1117226857)+W(4,1047596134,986508455,1026353828,1049143094)+W(5,-1117398499,-1088462543,1050498082,1031133314)+W(6,-1154871713,1044265580,-1101622768,-1090821428)+W(7,1032067983,-1119889178,980940712,1037075730)+W(8,-1109487884,-1099167518,-1134957959,1038687768)+W(9,1018182811,1028486865,-1112099063,1039936213)+W(10,1021107193,-1122286680,1025470327,-1128624253)+W(11,-1120941494,-1117520833,1019194744,1032539083);sum2=W(0,1027136813,-1109237812,-1131106290,1028116649)+W(1,-1115313320,-1132573667,-1126103938,1029641913)+W(2,1047599733,1041211299,-1119521049,1022404146)+W(3,-1134438995,-1108335880,-1097134429,-1092284431)+W(4,-1100904528,1016921434,1023841561,1016569578)+W(5,-1076957808,-1103461794,1040752059,1027441157)+W(6,1003327910,1032415828,1044824498,1073063564)+W(7,1045381268,-1106952976,-1130954514,999116870)+W(8,1037851390,-1111597872,-1112786376,1036890340)+W(9,-1135210803,1003972614,-1123469057,1033926584)+W(10,1034574746,-1110049884,994333964,-1138234067)+W(11,1043898273,-1115472968,-1137298819,-1139674515);WS(-1111543132,1053084187); +sum1=W(0,1033211657,1029336727,1056808676,-1089574549)+W(1,-1112225370,1035575202,-1116548448,-1100473306)+W(2,1042013257,-1097689349,999357322,-1114691470)+W(3,1043994373,1036113196,1061342772,-1087296749)+W(4,1042186215,1040681774,-1112421659,-1100606697)+W(5,1060655799,-1082434496,-1100755553,1045312421)+W(6,1033458902,-1117467379,1059165410,-1087667391)+W(7,1042539448,1039236406,1042588164,1024205686)+W(8,1057924951,-1091727169,1041805473,1042949980)+W(9,-1106715184,-1098518156,1042727104,-1095816456)+W(10,-1105873704,-1113675407,1042106754,1010302211)+W(11,1057649845,-1093601226,-1114265639,1035739628);sum2=W(0,1036389819,1006854517,1049279774,-1104547241)+W(1,-1140479293,1032391465,-1106855677,-1114095075)+W(2,-1106885840,-1120692701,-1096936463,-1098591621)+W(3,1031620401,1044374087,1052305677,1045612807)+W(4,1051540981,-1115708783,-1109245550,-1105124479)+W(5,1054861276,1058901209,-1092919117,-1081363743)+W(6,997072274,-1105277948,1057655059,1054428932)+W(7,-1129490106,-1090444858,-1132619277,1043212463)+W(8,1046093411,1034709627,1034565381,1017473602)+W(9,-1096737767,-1104242691,-1094755169,1054770354)+W(10,-1092959620,-1098730750,1049991282,-1113287926)+W(11,1057224822,-1094426804,1030915645,1044114915);WS(-1084020140,1068126260); +sum1=W(0,1006295077,-1156074282,1049019906,-1097931528)+W(1,-1117241095,-1123621559,-1137936208,-1103771606)+W(2,1049395923,-1091558419,1040511881,1023627215)+W(3,1034316741,-1104490636,1061237576,-1086810430)+W(4,1040083512,-1108467318,-1149620895,1038480604)+W(5,1033598516,-1099102215,1044377854,-1115694024)+W(6,-1141477121,1018703789,-1094713154,1059440745)+W(7,1044961993,-1120119968,-1110713826,1041233006)+W(8,-1098857908,1018408058,-1146014215,-1145494414)+W(9,-1119964867,1031629367,1023717620,-1122483505)+W(10,1038059949,-1122997930,-1159113641,1005339683)+W(11,1036793310,-1108866660,-1129764324,1007729326);sum2=W(0,1015277664,1025130698,1027591084,-1117062871)+W(1,-1101670769,1019605180,-1114453597,-1134749664)+W(2,1033917561,-1115087054,-1114105716,-1131991228)+W(3,1036987011,1032879133,-1126832950,1055956188)+W(4,-1097729634,-1104354242,-1112547401,-1134874844)+W(5,-1114337945,-1108159193,-1123425664,-1097147867)+W(6,1038859445,-1112115766,1026538526,1052262112)+W(7,1058230624,-1101321392,-1116674795,1018163604)+W(8,-1114930086,1032023389,1047994902,-1100180330)+W(9,983557058,-1128408082,968847366,-1105383385)+W(10,1046456588,-1106875572,-1127718668,1003243264)+W(11,-1132712652,-1120777676,1042953566,1009596296);WS(1044178094,-1112419455); +sum1=W(0,-1131480425,1028145051,1050373320,-1113746394)+W(1,-1097767254,1005496122,1014469647,-1106904202)+W(2,1050878345,-1101407218,1036986154,1009224698)+W(3,1033460669,-1114114798,1059597501,-1089975999)+W(4,-1106579916,1010606701,-1111970637,-1103921210)+W(5,1061375910,-1083033439,1025899544,-1155279741)+W(6,1018155424,-1104772954,1062331213,-1089702156)+W(7,1034746546,1027233072,1028778773,-1105642670)+W(8,1054878354,-1100724747,1032512190,1015772371)+W(9,-1120733619,-1122369255,1050980308,-1095744476)+W(10,-1113254377,-1131981388,1036392279,-1105836421)+W(11,1057064179,-1096031599,-1120232930,-1140419566);sum2=W(0,1044058702,-1120335698,1041124235,1021344157)+W(1,-1087803383,1057976488,-1105410550,1016883675)+W(2,1035757794,-1104385836,-1085495757,1058928386)+W(3,1033398047,1032351899,-1105578788,1068114101)+W(4,-1081571635,1051244378,-1119512188,-1103364509)+W(5,-1105098443,1052569394,-1086748155,1048853947)+W(6,-1121578506,-1123961512,1037191880,1027075889)+W(7,1031589750,-1130402783,-1129503263,1043612533)+W(8,1025665274,-1095293941,1048618044,-1124003088)+W(9,1005093795,-1110855577,1024086018,-1113226379)+W(10,-1121765158,1010599720,-1116781712,1044044613)+W(11,1023695645,-1106316439,1039073287,-1120128288);WS(-1095246679,-1087513362); +sum1=W(0,1027634667,1005582218,1054139855,-1093682933)+W(1,1002440559,-1142612208,998672596,1034119552)+W(2,1049059024,-1099832192,1040529483,1024339285)+W(3,-1149130110,-1098084154,1052649123,-1089047862)+W(4,-1122861959,1025618962,1026870673,-1141537276)+W(5,1065515488,-1088853800,-1126585773,1014930618)+W(6,1006905115,-1098155038,1064339388,-1084571535)+W(7,-1099945809,-1117714471,1027369115,-1115874224)+W(8,1053781857,-1097071228,-1105399392,-1136815962)+W(9,-1156874400,-1130796284,1050040635,-1107001190)+W(10,1023818537,1018962754,1027010724,-1110211381)+W(11,1056042372,-1095503614,-1117200441,1028298602);sum2=W(0,1021849900,1041438934,-1128850825,1035803991)+W(1,-1100551265,1028120411,-1131412357,-1119369172)+W(2,1021256857,-1111021944,1042971908,-1109090883)+W(3,-1118206650,1040592619,1046750596,1038923952)+W(4,-1109478151,1026074630,-1125196517,-1114002177)+W(5,1025252531,1072474004,-1083937830,-1100770381)+W(6,1035111533,1032710077,1048692472,1077302109)+W(7,-1067064389,1049109423,-1144348946,1044882286)+W(8,-1128830461,-1095554578,-1084038225,1041329596)+W(9,1021086832,-1106944856,1032666924,1044371493)+W(10,-1106119426,1033664959,1020034266,1034465258)+W(11,1034167215,-1126088605,-1103479472,-1114595648);WS(-1086863724,-1072185677); +sum1=W(0,1028385114,999422396,1054099261,-1096116227)+W(1,-1144842721,-1139590961,-1117432553,-1108936247)+W(2,1053618221,-1097427086,1026659130,1021035463)+W(3,1039695343,-1104614655,1060257868,-1085349189)+W(4,1037424170,-1123772160,-1109809663,-1104994067)+W(5,1062802560,-1083398775,1038629270,-1103266023)+W(6,1021420394,-1154652341,1056152893,-1099176000)+W(7,1048207210,1017905387,-1123921882,-1146863602)+W(8,1045520765,-1110026089,-1118540449,-1111374457)+W(9,-1130768465,-1114930982,1044268562,-1104661441)+W(10,-1129199023,997564786,1022384484,1034006493)+W(11,1050379178,-1115290030,-1101129750,-1108736604);sum2=W(0,-1122660132,1040406414,1007232002,-1096101684)+W(1,-1114861255,1041847394,1028330563,1017997140)+W(2,1025921746,1022732374,1041150821,-1105481885)+W(3,-1115262781,1025264396,1043786284,-1102241564)+W(4,-1094431556,1055232297,1045687787,-1103384157)+W(5,1040909479,1055010544,-1078483413,1061241514)+W(6,-1108704409,-1151694751,-1108714653,1057419270)+W(7,-1079156700,1063042984,1029063313,986929807)+W(8,1043690826,-1126901852,-1078269109,1067726336)+W(9,-1116092784,1026201848,-1119932664,1047767958)+W(10,-1092610189,1054314043,1013546756,-1115691336)+W(11,1038266954,-1115096031,-1098859524,1052159629);WS(-1100931758,-1079897221); +sum1=W(0,1002503979,-1105750735,-1109125113,1042140489)+W(1,-1126416416,-1119888216,1034941050,1038153885)+W(2,1017797614,1051948423,1024057510,1035399096)+W(3,-1106318298,-1105238364,-1095922988,1034322060)+W(4,-1103862864,-1104877795,1040768819,1049149819)+W(5,-1090093369,1059094088,1040510958,1042879258)+W(6,-1115730241,1028324215,-1091054939,1049017573)+W(7,-1112163155,-1120272065,-1141069099,-1106412131)+W(8,-1102230944,1050624300,-1106256757,-1112985689)+W(9,1027555620,1039911116,-1127686569,1045992036)+W(10,1017980086,1033961137,-1123362142,-1114353739)+W(11,-1097766172,1043140938,1018029782,-1117933580);sum2=W(0,-1118098210,1039272612,1033865352,-1107428188)+W(1,1041731770,-1138511840,-1106915273,-1120265428)+W(2,1043187452,-1111026913,-1108614463,-1129236656)+W(3,1038839398,1047577900,-1107536005,1034998667)+W(4,-1104254290,1049639209,-1115506453,-1112696018)+W(5,-1090204449,1068488571,-1073443109,1065503173)+W(6,1032442192,-1123012045,982996928,-1096446249)+W(7,1040126834,1035312463,1016491198,-1123570623)+W(8,1042935567,1013219076,1041050172,-1104804103)+W(9,996494424,-1121836120,-1120793710,-1101384300)+W(10,998034192,1040382819,-1145352236,1026228225)+W(11,1030161309,1023915500,1038049010,-1106858818);WS(1060652716,-1122012062); +sum1=W(0,-1136700086,-1113850590,-1093156519,1056384406)+W(1,-1101587139,1021600449,-1120727741,1022556549)+W(2,-1098011208,1052398904,-1106430355,-1114714908)+W(3,-1136846536,1030968440,-1100004083,1062519968)+W(4,-1132405458,1016310696,-1102129381,1036351121)+W(5,-1079676696,1061355096,-1107897312,-1113036024)+W(6,1035874533,1049961616,-1097573322,1059521337)+W(7,1048756772,1022545811,-1111246103,-1119797202)+W(8,-1087704492,1052440101,-1109566980,956768943)+W(9,1019584793,1037896960,-1096988084,1048869443)+W(10,1020055223,-1121983087,-1111739075,1033695743)+W(11,-1092447605,1048091420,1043876621,1018273385);sum2=W(0,-1134928360,1033535752,-1108867200,1056652859)+W(1,-1094974673,1034782854,1028726521,-1102458559)+W(2,1031241917,1048810536,-1100509489,-1123876292)+W(3,-1102649789,-1114678181,1028753942,1051021341)+W(4,-1100441695,-1100025719,1041988393,1050124192)+W(5,1056497468,1036208495,1034323322,1037384204)+W(6,-1105797881,-1102215651,-1090602802,-1099717915)+W(7,-1115767916,-1098766868,-1125378124,1032107719)+W(8,1057082230,-1114740583,1041259997,1024245049)+W(9,1034345705,1014416128,1023046526,1002570703)+W(10,-1122784508,-1114560124,-1134413224,-1119150822)+W(11,1025484112,-1101875417,1037850051,-1112409616);WS(-1104650926,-1097620835); +sum1=W(0,-1121602225,1025795527,1046345311,-1105175020)+W(1,-1160491701,1000929055,1021304961,-1105437010)+W(2,-1108985665,1045711217,-1117138161,-1145522137)+W(3,-1132438763,1039870965,1041625463,-1093274991)+W(4,1040158758,-1117941464,1033606955,-1097752993)+W(5,-1144407721,1062570208,1049985633,-1122762228)+W(6,-1119908749,1037504305,-1100934531,-1099088029)+W(7,1037586881,-1109694278,1032325913,-1109081755)+W(8,1047145475,-1097698093,1004919651,1026835862)+W(9,-1112547088,-1121171172,-1119544288,-1136783989)+W(10,-1124949278,1024727664,1011690407,-1116159153)+W(11,1036418740,-1106563213,999804916,-1126831120);sum2=W(0,-1103930431,-1122873970,1048581640,-1139346648)+W(1,1030984702,-1115391660,1043997541,-1100601593)+W(2,-1108032519,1042591516,-1123657132,-1107477718)+W(3,-1102154605,-1174042309,1029742536,1045200151)+W(4,-1106767363,1032437784,1046282803,-1084779372)+W(5,1068068442,1052027066,-1086671314,1025856678)+W(6,-1106269056,-1114322527,1051594943,-1098651742)+W(7,1024653780,1036550683,-1116052960,1046060831)+W(8,-1119470820,-1115540046,-1127107345,-1121355040)+W(9,993204113,-1115511338,-1138871916,1021777728)+W(10,-1163609763,-1115373797,-1113135778,1041954938)+W(11,1020181836,-1107159950,-1134598872,-1122730046);WS(1066180726,1071088208); +sum1=W(0,1019239309,-1125280121,-1096761986,1046613601)+W(1,-1107071425,1022045682,-1139409238,1001471451)+W(2,1012641888,-1137946220,1047813898,1006921793)+W(3,1016498838,-1110062156,-1103040193,-1089511315)+W(4,1045045936,1010038708,-1117575980,1036666525)+W(5,-1098591157,1064065326,1024305865,1025055882)+W(6,1000209679,1049354787,-1079760364,1058946251)+W(7,-1110782371,990559266,-1113394675,1048739493)+W(8,-1090655988,1056455200,1013890551,1028621651)+W(9,1030691589,-1119525817,-1102803453,1048597558)+W(10,981956228,-1118324476,-1133365628,-1103045922)+W(11,-1099636767,1050574049,1043476657,-1146495466);sum2=W(0,-1132513434,1043448685,-1099364915,-1092624350)+W(1,1056566992,-1119372495,-1110784932,-1133524329)+W(2,1037755510,1047633966,-1103089496,-1105722911)+W(3,1015163300,-1107748756,-1102119678,-1120785461)+W(4,1032253510,-1123661455,1015068960,1038994810)+W(5,1041992963,1052941265,-1122308723,-1115405106)+W(6,1033174530,-1104237963,1059473601,-1112171819)+W(7,1028984470,-1126727948,-1135254713,-1120882016)+W(8,1015880446,-1149514732,-1121912217,1038410412)+W(9,1032888151,-1105704866,1034086136,-1106883398)+W(10,1037486360,-1113287020,-1132281738,1042278645)+W(11,-1087682569,1032085587,-1121651695,1025242322);WS(1036385628,1044378228); +sum1=W(0,-1125923878,-1119989961,-1113894352,1034400041)+W(1,1040468885,-1119159494,-1122454178,1024777096)+W(2,-1109744594,1050462805,-1118152051,-1136375156)+W(3,-1106272614,1045742974,-1081686591,1057689729)+W(4,-1112362495,1016953331,1034604284,-1106270482)+W(5,1049041391,1056885773,-1111838475,1033159371)+W(6,-1112814039,-1097223397,1058546239,-1082103097)+W(7,1051410218,-1127987422,1030894675,-1112273196)+W(8,1043400251,-1111542214,1042722054,1008300000)+W(9,-1123079474,-1131680651,1024933634,1032256832)+W(10,-1104716944,1020481857,-1130721815,974203052)+W(11,-1127331477,1030325078,1028514056,-1122308858);sum2=W(0,-1126857538,-1124098806,1017023528,-1105780084)+W(1,-1128747572,-1133097491,-1118763531,-1105376950)+W(2,-1096176503,-1094874635,-1140350635,1036694112)+W(3,1031801448,1037674477,1067983244,1071605005)+W(4,-1109792866,-1111308161,1032593429,-1110580495)+W(5,-1078904043,-1075832971,-1097243929,1036064001)+W(6,1004108563,-1116861031,1060638644,1065456263)+W(7,1040323331,1039332997,-1119835024,1039467599)+W(8,-1111109918,-1112838992,-1114824160,-1103055030)+W(9,1016299757,-1109178305,-1098624444,-1104548941)+W(10,1033955221,1027541135,-1169697445,1033383777)+W(11,1040587540,1006549790,-1127435882,1022453269);WS(1044586414,987793058); +sum1=W(0,981244734,-1094962922,1056192743,-1106851755)+W(1,-1119312576,-1109764848,1029861564,-1105742952)+W(2,1054313512,-1099782448,1027895469,1032524411)+W(3,-1127551587,-1103252055,1058042871,-1098041547)+W(4,1019737521,-1110892330,1008852553,-1106380176)+W(5,1048369556,-1096188128,-1121596880,1024237680)+W(6,-1110264932,1039776063,-1104749720,1052995119)+W(7,-1106765091,-1120426409,-1120415085,1036900841)+W(8,-1097596121,1058305414,-1098125906,1026360866)+W(9,-1128191927,1025145152,-1105335335,1045503990)+W(10,-1106717007,-1151171624,-1111219811,1028803677)+W(11,-1103570473,1055249646,-1101993823,1031597860);sum2=W(0,-1170894487,1038321486,1053283699,-1093894288)+W(1,-1100030896,1046510222,-1116947191,1032730216)+W(2,-1102463031,-1109920837,1047091130,-1098101478)+W(3,1031282910,1034140662,1044178467,-1089191295)+W(4,-1097946325,1046381950,-1112734885,-1104751545)+W(5,1054507486,1065532097,-1095028025,-1113780206)+W(6,1042944653,-1102906173,-1128523954,-1115680584)+W(7,-1094781909,1020709100,-1112368696,-1115060896)+W(8,1038784522,1029167633,1050920778,-1114933696)+W(9,1023647443,-1124833342,-1109068581,1021288403)+W(10,-1113980416,-1114621382,-1149951158,-1103764076)+W(11,-1105151256,1048070264,1052479172,-1120673083);WS(-1114317660,-1079530866); +sum1=W(0,1005492722,-1115918380,-1124407701,-1116105277)+W(1,1041270838,-1125596386,1045601427,-1100871485)+W(2,1040297908,-1115200394,1034785295,1024917256)+W(3,-1125684614,-1122621547,-1098312611,-1103806788)+W(4,1049040249,1026343653,1040691817,-1094477942)+W(5,1054673340,-1097950923,-1103823208,1033886401)+W(6,-1138701159,1044150368,1041833209,-1088150296)+W(7,-1129519613,1039772509,-1122106750,1041157065)+W(8,-1120050519,1040435582,-1121264402,1028146611)+W(9,1010492340,1039210328,-1116922669,1025767275)+W(10,-1133614768,1030520276,-1132247342,1037992735)+W(11,1025359158,1032362656,-1107139719,1032249339);sum2=W(0,-1155531695,1035594747,-1111112193,-1101564588)+W(1,-1116834132,-1130931838,-1116868484,-1130123766)+W(2,1034328851,-1113096514,-1115452418,-1123313694)+W(3,-1135508412,-1121397012,1033705026,1029679690)+W(4,-1152418495,1018386998,-1106991844,-1115576312)+W(5,1050004218,1048453590,1029930774,-1127714868)+W(6,-1135674828,-1126221532,-1117911568,1050922209)+W(7,1007646710,-1121358676,1001487940,-1107263445)+W(8,-1123887534,1043692754,-1114385718,1023927325)+W(9,-1119877490,-1121744498,1017446183,1034884616)+W(10,-1122169416,-1115969900,-1131775200,-1125291430)+W(11,-1110635219,1032206024,1016330315,-1122013064);WS(1066254326,-1103165682); +sum1=W(0,1032736195,-1107990998,1040177417,-1102376817)+W(1,1034252186,1019040113,1027879829,-1114107453)+W(2,-1121888407,1024426522,-1134855959,1012754494)+W(3,1031762634,-1103287009,1058340070,-1086180914)+W(4,1048880356,-1128188760,-1123062443,1041209406)+W(5,-1097968365,1045901207,-1117801777,-1116847305)+W(6,1004281096,1039171204,-1082040497,1060563077)+W(7,-1108119503,-1149008906,-1148973229,-1113506869)+W(8,1042461256,1045252895,1021862138,-1140572507)+W(9,-1119568276,1029657432,-1110264442,1035749465)+W(10,1017288487,1021245074,-1130151676,1042306865)+W(11,-1106785311,1042341554,-1125959462,1010461490);sum2=W(0,1021177914,-1111267114,1038432054,-1105822865)+W(1,1037666445,-1122267795,-1124089023,1044764288)+W(2,-1106310853,-1100663157,1039738660,-1121288215)+W(3,1026640236,1026571855,-1115065858,-1088005063)+W(4,-1097556837,1045614354,1019818775,-1103902938)+W(5,1063205014,1066152263,-1094681119,-1112191805)+W(6,1019369915,-1139759728,1054784388,-1093573252)+W(7,-1095778937,1041592438,-1106530127,1046869720)+W(8,-1096246655,-1098236584,1051664274,-1110480242)+W(9,1038187852,-1116925721,-1115197568,1033917272)+W(10,-1104072801,1015983837,1030498751,-1107211067)+W(11,1035488589,-1107121631,1038730556,1022742082);WS(1062838508,-1098141683); +sum1=W(0,-1134697126,-1129876167,-1116304310,-1099161722)+W(1,1038618718,1030514076,1033720508,1021336509)+W(2,-1104597903,1019102333,1045312786,-1118743028)+W(3,-1121504814,1014720225,-1101916102,1049624810)+W(4,1036131058,-1134396481,-1119656591,1046652247)+W(5,-1082370571,1058084844,1029119981,1009920435)+W(6,950602286,1047400131,-1091801796,1053105145)+W(7,-1119759594,-1132133195,-1114868293,1033072079)+W(8,-1096699752,1050650780,-1119884597,-1133963803)+W(9,1034808260,-1139606129,-1121911577,1034036747)+W(10,1024218735,990998386,-1113093265,1026913289)+W(11,-1098146380,1048726310,1017329950,-1121758433);sum2=W(0,-1120814392,1026947049,-1124609851,1029294693)+W(1,-1089366560,1054044776,1018600110,-1114533760)+W(2,1043306429,-1096357662,-1078857162,-1109773692)+W(3,1027325255,-1112504706,1030055965,1075131584)+W(4,-1106088729,-1105806639,-1124538308,-1107191892)+W(5,-1090928488,-1118772404,1060040329,-1102685120)+W(6,-1127260613,1023329910,1046523168,-1092017575)+W(7,1045316672,-1119137158,1007599328,-1124222597)+W(8,1015958190,-1113584525,1047822624,1032716843)+W(9,-1128821133,1024046209,1022187138,-1109468012)+W(10,1021757630,-1120065319,-1125977712,1019591350)+W(11,-1115445424,-1105922548,1038940063,1016647840);WS(1054286935,1054427377); +sum1=W(0,-1139016422,1031868724,-1103470657,1027450488)+W(1,1036611766,-1113202838,1015966225,1024526894)+W(2,-1100637795,1046711412,-1105992614,1036202402)+W(3,1034481375,-1107528289,1043922306,-1098573729)+W(4,1045477269,-1121078688,1029692191,-1123790766)+W(5,-1096987004,1036148808,-1138151730,1006910195)+W(6,-1118014037,1033739398,-1103397016,1053311986)+W(7,-1103945702,1033532379,1037138557,-1101429240)+W(8,1045510949,1016118627,1013880803,-1135069562)+W(9,-1107878452,1035472806,-1113746932,-1127637067)+W(10,1041047838,-1112788047,996243233,-1114181077)+W(11,998962565,1041113135,-1118755335,1020627009);sum2=W(0,998302909,-1114977231,-1111023634,1036510752)+W(1,1004185429,1033017445,1020343611,1031676937)+W(2,-1115901635,-1117993552,1041465226,-1113757911)+W(3,1029585253,-1113383024,-1091081120,-1099268355)+W(4,-1113451820,1021941233,1014080934,1053648356)+W(5,-1095412525,-1083342245,-1115471327,-1161911507)+W(6,-1135780688,1044096370,1066870285,1034064765)+W(7,-1118193886,-1120710156,-1115911996,1042686855)+W(8,-1137657706,1037488276,1023464409,1018751107)+W(9,1018594371,-1108781434,1043350243,1014772326)+W(10,-1138084208,-1148724493,-1117868456,1037265024)+W(11,-1126645268,-1113946823,1032826620,967002060);WS(1069042774,1023813606); +sum1=W(0,-1120569815,1029846837,-1087916882,1052864835)+W(1,1037940281,-1130288148,982627530,-1113747494)+W(2,-1109565588,1048856613,1011966045,-1136915076)+W(3,-1113058670,1033076468,-1095056850,1056781822)+W(4,1041407837,-1140629239,-1122018428,1039673254)+W(5,-1085384902,1059308179,-1107102153,1027021082)+W(6,-1110295833,1038190732,-1083727323,1063669175)+W(7,-1111254596,1007651659,1021479086,1046432919)+W(8,-1089999723,1059014405,-1110936865,-1128736648)+W(9,1001627822,-1134594983,-1094559921,1044534497)+W(10,1025983877,-1139332738,1013049407,1016231853)+W(11,-1094610970,1048044230,1046858383,-1114487747);sum2=W(0,-1097118790,-1088323667,1067177084,1049654149)+W(1,-1120538318,-1108580354,-1115645027,1030684990)+W(2,1056476304,-1101283859,1040556965,-1124995735)+W(3,-1109249259,-1081609065,1058423359,1057270411)+W(4,-1122455315,1017763415,1042765123,-1082143899)+W(5,1061996602,1055747315,-1120372038,-1114753052)+W(6,1015795842,-1102809807,1006287482,-1087207348)+W(7,-1106540179,1040354664,1028792702,1059694558)+W(8,-1085597397,-1106003210,1042932361,1033427208)+W(9,-1116071919,1064574838,-1080103447,1023804763)+W(10,1048665861,-1098395984,-1105083736,1072110122)+W(11,-1081832849,-1090423898,-1101912272,1049644025);WS(1046279854,-1100682627); +sum1=W(0,-1155754074,-1109896894,-1107576521,1035511522)+W(1,1002805634,-1116898232,-1110611178,-1114421037)+W(2,1030120983,-1124410677,-1114543731,1008443967)+W(3,1022309140,-1131162933,-1094043528,1038811574)+W(4,1039227081,-1122237996,-1118509483,1027993210)+W(5,1062355587,1059809630,-1113128332,-1141634631)+W(6,-1109973457,1040243222,-1094900881,1038778317)+W(7,-1105636701,1021837827,1022155595,-1117693450)+W(8,-1110047247,1046487839,-1109843880,-1132048229)+W(9,-1107208537,1019138289,-1110631994,-1127423844)+W(10,1004796827,-1123472091,-1117715774,996768085)+W(11,-1107567326,1039784548,-1112311954,-1128081977);sum2=W(0,-1155805362,-1107499970,1022847832,1035480223)+W(1,-1120962569,-1110725720,-1111094572,-1112866732)+W(2,1044264749,-1148903065,-1114470280,1021130376)+W(3,1028160711,-1106540686,-1155674450,1040150233)+W(4,1010774604,-1120260095,-1123681391,-1140638716)+W(5,1057429467,1045538131,1016428102,1009992044)+W(6,-1116453985,1031083122,-1106158641,1031696457)+W(7,-1120179561,1026515918,-1119301235,-1139408516)+W(8,1025824831,1041846065,-1118124541,-1114275912)+W(9,-1108559318,1034592379,-1111164410,-1120456085)+W(10,999266665,1011855672,-1115385578,-1116565509)+W(11,-1121519923,-1129601606,-1119709653,-1115407958);WS(1068834358,-1130516755); +sum1=W(0,-1110020716,1034114243,1048068617,-1102038774)+W(1,1031998965,-1110620517,1043574522,-1095778974)+W(2,1048936405,1035735542,-1100504766,1038840817)+W(3,-1110718798,1047457188,1038642250,-1105529591)+W(4,1047377413,-1109142655,-1129582842,-1108460854)+W(5,-1114164062,-1096174934,-1130108598,1023990363)+W(6,-1114402010,1054126843,-1110583455,-1112126358)+W(7,1044906670,-1122044916,1034180284,-1096959660)+W(8,1049433806,1043709316,-1095231947,1040978881)+W(9,1025857751,1033414773,-1136840220,-1123546692)+W(10,-1130058411,-1131191403,-1111247176,1039130852)+W(11,-1119539023,-1112879245,1035429307,-1115530151);sum2=W(0,970017593,-1108165952,1047729556,-1102798485)+W(1,-1142827268,1029593938,-1125442959,1040753488)+W(2,1000227776,-1088611471,1049645408,-1108133201)+W(3,-1107196630,1033984686,1038319755,-1087549565)+W(4,-1127043239,-1114349374,-1108273260,1051322703)+W(5,1055231112,1062180091,-1103837458,1035145460)+W(6,-1130992285,-1113564209,-1094436986,1046553690)+W(7,-1107399737,-1114342182,-1132402709,1041587650)+W(8,986706110,-1113546876,1048231400,-1146643074)+W(9,1017358256,-1116630320,-1124437274,-1120036494)+W(10,-1124561928,-1126967424,988670622,-1122802752)+W(11,-1132214419,1032902155,-1145381770,1014303584);WS(1067517750,1033639701); +sum1=W(0,1025509678,-1102897085,1023511162,1037697110)+W(1,1039047450,-1138182274,-1130341242,-1132678155)+W(2,-1096924480,1040728225,-1108434135,-1138791135)+W(3,-1120272434,-1151042791,-1094474081,1056422164)+W(4,1032921189,1010850641,1018375590,1013105800)+W(5,-1086033191,1062857884,-1122589009,1034477848)+W(6,-1116961737,1041000592,-1085852953,1058773976)+W(7,-1100255843,-1112868181,1026047982,1032243033)+W(8,-1093123217,1063905370,-1106044526,1026848855)+W(9,1025041660,1034904976,-1093479580,1050274619)+W(10,-1112977566,-1122948276,-1113724179,-1123793645)+W(11,-1091335173,1057695471,-1136654701,1007925107);sum2=W(0,-1101843642,-1101718380,1046322966,1051125372)+W(1,-1084762721,1050651985,1047092496,-1110599661)+W(2,1053918698,-1092942861,1058235489,-1101055683)+W(3,1032746990,-1127672356,-1100340247,1040369276)+W(4,-1090389206,1050412863,-1098074183,-1096713677)+W(5,1069438643,1074732797,-1088693676,-1103557505)+W(6,1053786699,-1104014372,1025809994,1050011098)+W(7,1053232821,1052371166,-1096910060,1035860070)+W(8,-1083706115,-1080423025,999981171,-1099152238)+W(9,1043846267,-1097849415,1048729218,-1117530220)+W(10,-1097505133,1041618808,1023876031,1051096852)+W(11,-1081917128,-1091623712,1050919626,-1123531943);WS(-1098378327,-1087753140); +sum1=W(0,-1149815841,-1123262056,-1110243207,1053738584)+W(1,-1096838314,1031741109,1013838405,-1131552366)+W(2,997589309,1025605911,967065877,-1135340592)+W(3,1021155853,-1114416842,-1104972312,1049179692)+W(4,-1108406847,1029594857,1025974631,-1103162646)+W(5,1042062186,-1094476095,-1130981226,-1145022506)+W(6,1017740987,-1099404299,1057054155,-1093068705)+W(7,1023051300,1005012974,1020943940,-1100518162)+W(8,1059648114,-1101042271,1010424693,-1112923496)+W(9,-1137239299,-1111541722,1047878460,-1111532695)+W(10,-1117167136,1030823984,1031952605,-1098489580)+W(11,1061110492,-1100382705,989087216,-1113821120);sum2=W(0,1034695587,1032463913,-1087773887,1051055536)+W(1,-1103774157,1028563957,-1111830177,1031752431)+W(2,-1104893727,1010301739,1003908630,-1111301343)+W(3,1017885202,-1103205904,-1114987001,1045597173)+W(4,-1107230114,1042437558,-1116805918,1045285117)+W(5,1061301409,1065451004,999416278,-1106181364)+W(6,1039973913,-1092035876,1053784665,1036331211)+W(7,-1118216068,1014136811,-1113376464,1044034906)+W(8,-1096259933,-1101789830,1047293827,-1127455968)+W(9,1024357631,-1097056010,1015259894,-1105822235)+W(10,-1119063058,-1137717779,-1109344122,1034392181)+W(11,-1095057905,-1098597360,-1139528651,1017174230);WS(1051991511,-1090129628); +sum1=W(0,-1119709994,1035475128,1044364174,-1099369674)+W(1,1024914253,-1122358045,1028979258,-1103260128)+W(2,1048862488,-1107028176,1037758213,-1142000036)+W(3,1025569135,-1099928080,1054464119,-1092954947)+W(4,1045752341,-1110227337,1025156752,1041023848)+W(5,-1103260308,1048877896,992983000,1023847918)+W(6,-1113846787,1030722332,-1090331224,1036105176)+W(7,-1115078629,1018698636,1032797781,1040845476)+W(8,1039529634,-1113372113,1027244574,-1139349278)+W(9,-1137003429,1015665914,1015668019,-1104520406)+W(10,1039091960,-1131269376,-1126457798,1032471277)+W(11,1036006161,-1111431094,-1113568276,1004297100);sum2=W(0,1043798657,-1098470129,-1126555274,1029962999)+W(1,1028782608,-1131048284,-1117698064,-1096590117)+W(2,1047971790,1037727050,-1161955740,1022180969)+W(3,-1102458928,-1084690772,1067678357,1008201251)+W(4,-1103096568,-1120783295,-1101130902,1065791971)+W(5,-1099131342,-1083609361,1051059538,1014843769)+W(6,1025730631,-1123809426,1036453804,1031198846)+W(7,-1106261335,1020274026,1026623851,1019910088)+W(8,-1117295572,-1113754273,1041141064,-1111232000)+W(9,995294154,990258218,-1116170672,1030505142)+W(10,1028328942,-1127235720,1012466631,-1124630920)+W(11,1010360391,-1136369090,-1119361560,1001879503);WS(1062559660,1025273829); +sum1=W(0,1017067222,-1098241838,-1088364567,1060515311)+W(1,-1113064427,1036248943,1004255955,1041017424)+W(2,-1088941672,1050253504,-1115329590,-1133026900)+W(3,1019590495,-1136327879,-1087512143,1064814036)+W(4,-1113817187,1008140615,-1109975080,1032386976)+W(5,-1083706517,1061681108,-1146803505,1028690158)+W(6,1028071367,1031451349,-1089169701,1061080357)+W(7,-1112935650,1010963867,1004648665,-1112687016)+W(8,-1092690193,1052988124,1031379878,1030651112)+W(9,-1129853588,1040197151,-1100415991,1048643203)+W(10,-1112391860,-1133141907,999516190,-1105242363)+W(11,-1093365052,1050105214,1051227835,-1139571464);sum2=W(0,1058977722,-1088438618,-1070888183,-1080154822)+W(1,1057028315,1020668753,-1123128465,-1084402469)+W(2,-1068917363,-1109667848,-1133954517,-1117456198)+W(3,1051128320,-1097793743,-1079680807,-1080832517)+W(4,1057005952,1031920962,1025585093,-1092491618)+W(5,1078112044,1058335327,-1089499329,1039195999)+W(6,1043020026,-1090336452,1082393215,1067339759)+W(7,1038175360,1046190750,-1090331128,-1094761348)+W(8,1070728174,1057746923,-1096630558,-1139309423)+W(9,1037612985,1032815200,-1090225897,-1122043266)+W(10,1051816122,-1116527206,-1101815127,-1080227574)+W(11,1066541275,1067785018,-1086032969,1046599598);WS(-1077531606,-1068627295); +sum1=W(0,-1124767318,-1113367136,-1095446127,1055377197)+W(1,-1111814927,-1126382267,1034866077,1048375560)+W(2,-1099058463,1047513184,1045191539,1025894069)+W(3,-1101653116,-1104403272,-1090535733,1058086815)+W(4,-1094831865,-1117513042,-1130761376,1049955828)+W(5,-1087242437,1061174628,1048150628,1008100281)+W(6,-1106412978,1036710310,-1088900579,1057172304)+W(7,-1103308083,999030326,-1121310187,-1108970480)+W(8,-1096168584,1056094244,-1102502166,-1115104524)+W(9,1040285922,1049541454,-1097928011,1047121222)+W(10,1043510842,1032672660,-1107982930,-1107579101)+W(11,-1095682732,1054731422,-1103869114,1025118882);sum2=W(0,-1118325221,1021086937,1043003051,-1131106753)+W(1,-1122810381,1007248641,-1109912068,-1119472758)+W(2,1026424546,1030452362,-1109242129,1007569065)+W(3,1055626857,1051951524,-1092928023,-1103671831)+W(4,1034708821,-1112697430,1073210842,1028908234)+W(5,-1081037490,-1079815727,1035695099,1034566233)+W(6,1050117205,1044779683,-1093398148,-1105002867)+W(7,1037167425,-1131640977,-1108710534,1039597247)+W(8,1044106321,1032627417,-1112762482,1020894429)+W(9,1007734945,-1130127373,-1119182686,-1108845723)+W(10,-1120996683,-1144614067,1005945059,1026547602)+W(11,1019051617,1023992222,999154803,1009135009);WS(1027136184,1037475189); +sum1=W(0,1032095571,-1116112165,-1115063802,1049018533)+W(1,-1119314641,-1107767341,-1100957374,1049686375)+W(2,1038845436,-1106083983,-1120251015,1047825580)+W(3,1042581547,1028374302,-1088748902,1046087792)+W(4,1034473457,-1104556803,1008293424,-1096656387)+W(5,1053200569,1044615055,-1099043646,1041068763)+W(6,-1125080965,1033692244,1024446429,-1090279185)+W(7,1029265287,1035958465,1046313162,-1105885187)+W(8,-1103807360,1052904956,1033985068,-1106489925)+W(9,-1104233593,-1122471385,1048125173,-1106111045)+W(10,-1106885357,1037737330,1032243376,-1122778646)+W(11,-1114896431,-1113201013,1045413959,-1123269230);sum2=W(0,-1109957285,1028061230,1045893852,-1110812851)+W(1,-1108048047,1027149256,1046942588,-1090820835)+W(2,1047577084,1048459161,-1114577527,-1106934834)+W(3,-1108558913,-1168618571,-1096957845,1058947879)+W(4,-1104353646,-1104794282,1035311457,1053631926)+W(5,-1097789717,1028951753,1041621301,-1139749789)+W(6,-1103268017,-1140171429,1058472778,-1086199154)+W(7,1047742834,-1105608688,1020819182,1024395745)+W(8,1010859305,1018177816,-1101676043,1051639728)+W(9,1017489970,1034074787,-1118924631,-1119421881)+W(10,1030918112,-1105627073,-1119040125,-1111153127)+W(11,-1134098557,1029986143,-1110045381,1035525353);WS(1059085676,-1120419895); +sum1=W(0,-1123531970,1010567522,-1140828475,1031892193)+W(1,-1126417758,1013434325,1015920803,1041225150)+W(2,1042370229,-1105839574,1021017477,-1117671948)+W(3,-1129458830,1048968044,-1081896608,1052692461)+W(4,-1106306215,1033141013,1003238718,-1107069702)+W(5,1061545382,-1113798029,1033163859,-1110196995)+W(6,1024388894,-1107554082,1057779808,-1080962214)+W(7,1051334024,998455538,1019022757,-1131681870)+W(8,1048429719,1023517883,974463598,-1104852314)+W(9,-1122285937,-1110859547,1046207852,-1107360247)+W(10,-1137698561,-1130795454,1029064795,1018058500)+W(11,1043188126,-1109838114,-1182091254,-1115208005);sum2=W(0,-1115293356,1051048471,-1116254969,-1108089569)+W(1,-1110389222,1032305896,-1104270657,1028093784)+W(2,1055158904,-1104160418,1040482382,-1109483288)+W(3,995357221,-1111420185,-1108447426,-1113016550)+W(4,-1105273681,1033267880,-1140125409,-1087783718)+W(5,1057721666,1060085251,-1106428297,-1106001572)+W(6,1041981586,1031459460,-1086769840,1041174723)+W(7,1046452617,-1115354420,1016190873,1035133120)+W(8,-1119040585,-1119561801,1045849559,-1127947625)+W(9,-1140513641,1028088400,-1121069799,-1114345654)+W(10,1044224673,-1119205024,-1115228320,1019234873)+W(11,1043934745,-1097229960,-1114369945,1033437588);WS(1063842732,1069263660); +sum1=W(0,-1134238373,-1122877239,1055968823,-1099884346)+W(1,-1101209335,1027783644,1031532473,-1122091454)+W(2,1052972391,-1097152888,-1119905385,1025876211)+W(3,-1118861678,-1114405937,1057777668,-1088480739)+W(4,1025124405,-1133551424,1031846503,-1102409375)+W(5,1062381841,-1081966868,-1166909210,-1124858713)+W(6,-1118980549,-1105793535,1065218890,-1086950263)+W(7,1045788186,-1146513705,1032122901,-1113900631)+W(8,1051224528,-1107218856,-1105943487,-1136389690)+W(9,-1119645672,-1129606328,1055096307,-1097976619)+W(10,1011470685,-1153551023,1033668289,-1133229476)+W(11,1043160456,-1106065147,-1107257190,1024085520);sum2=W(0,1008982555,1017497319,-1114050188,1044555710)+W(1,-1115112254,-1121509319,-1122047761,-1119731325)+W(2,1048705804,-1104624717,-1113283108,1042591944)+W(3,-1134583037,-1110768789,1082656561,1041907901)+W(4,1041138312,-1111081434,-1137222855,1050149080)+W(5,1079097716,-1088882238,1033378952,1018241317)+W(6,-1140752305,1041298195,-1069364548,1050137131)+W(7,1048604087,-1128224049,1029699842,-1094516021)+W(8,-1064571216,-1099205492,-1105508475,1008906239)+W(9,-1114302140,1037679865,-1105564781,-1109039739)+W(10,1026612451,-1118064246,1026101716,1029205125)+W(11,-1121859551,1040352044,-1131493091,1024193619);WS(-1129102704,1046511454); +sum1=W(0,-1120255189,1003871004,-1098175836,1060542285)+W(1,-1104614392,-1115237700,992833099,1029362986)+W(2,-1113473140,1049212165,-1118651222,1012659838)+W(3,-1134582632,988783847,-1095364566,1059935407)+W(4,-1098721330,1026034940,-1138794987,1011030567)+W(5,-1091886143,1049733902,-1109648580,-1116104473)+W(6,-1157138191,-1118838023,1040190185,-1115543549)+W(7,-1121023765,1036784617,-1129425099,-1111313565)+W(8,-1149570791,1041064643,-1105481630,-1112251695)+W(9,1016407976,-1115457860,1037653026,-1119854466)+W(10,1031662787,1023835049,-1133147960,-1106432157)+W(11,1038304902,1029519512,-1111089569,-1170197274);sum2=W(0,1039353726,1022956598,-1093991321,-1088722171)+W(1,1039854738,-1125147089,-1104263814,1036699032)+W(2,-1154678850,-1088770012,-1104468959,-1123571799)+W(3,1027240563,-1120983737,-1089878099,-1101846939)+W(4,-1096446657,1036003207,1028285409,-1106986979)+W(5,1067214284,1070132546,1029156699,-1117321918)+W(6,1032871415,-1095425364,1047639440,1045480826)+W(7,-1098508409,1027342659,-1151417050,-1136397826)+W(8,1051464555,-1099095249,1024325599,-1150420266)+W(9,1027668005,-1108376211,-1104038071,1043597107)+W(10,-1148394393,-1138411071,1023556565,-1098325150)+W(11,1061372327,-1086577064,1034968116,1031516803);WS(1056411607,-1109579684); +sum1=W(0,-1129654332,1040494825,1053570965,-1089114662)+W(1,-1099475130,1041782836,1027988397,1031736403)+W(2,1051564806,-1091392278,1018661052,1032323860)+W(3,1041758889,-1118623100,1061336939,-1087917688)+W(4,1034322317,1035039650,1027974595,-1104250813)+W(5,1057393436,-1081469355,-1094207710,1010041732)+W(6,1038643645,1023561152,1065029703,-1091410052)+W(7,1052271760,1041287822,1038422303,-1115303377)+W(8,1052932495,-1085011849,-1096091282,1020820966)+W(9,-1115801276,-1111435064,1051403778,-1108233957)+W(10,1036087894,1036272138,1047822542,1037517815)+W(11,1056446507,-1089621406,-1095410877,1043391417);sum2=W(0,-1114696922,1063327246,-1085101471,-1089121793)+W(1,1049274948,1041765085,1043151870,1054945342)+W(2,-1091433742,-1108711949,1036153834,-1114908726)+W(3,-1098855398,-1111180476,1044429796,-1096795753)+W(4,1047012469,1017938665,1045725515,-1078968963)+W(5,1071264665,1049748951,1043607695,-1113887753)+W(6,1041130784,-1075182266,1068966947,1041099170)+W(7,1008700501,1052357470,-1093166728,-1073598210)+W(8,1074573142,-1107925652,-1106854972,-1097732836)+W(9,1048010869,-1072729035,1072575447,-1087601324)+W(10,-1100708600,1035577978,-1097485062,-1069127579)+W(11,1082548410,1057234494,-1095686167,-1117196119);WS(-1075355670,-1094395357); +sum1=W(0,-1145694380,1013276974,1022872131,-1102394069)+W(1,-1132601278,1032373060,1031927794,1019602069)+W(2,1012968093,-1105184299,-1113047243,-1123577887)+W(3,-1126751284,1034056645,1064151904,-1089968245)+W(4,-1112578984,1012023536,-1107635165,1046251906)+W(5,1059501808,-1079531190,1045395638,-1121043161)+W(6,1035883256,-1107984424,1052823861,1040654683)+W(7,1035604635,-1136193989,-1117999477,-1101824103)+W(8,1052884390,-1097950850,-1102570614,-1124087697)+W(9,1025403748,-1117853800,1040309473,1021798787)+W(10,1016601958,1014648876,-1135056568,-1113050587)+W(11,1051481338,-1099617206,-1117559395,1015049529);sum2=W(0,1040559153,1024400373,-1112035522,-1102969122)+W(1,1035694118,1008704054,-1099966915,1050797480)+W(2,-1095559069,1048535090,-1109162397,1035803260)+W(3,1051040838,-1098907063,-1091507667,-1081423354)+W(4,1049424016,1032276403,-1122400566,-1088192853)+W(5,1063399780,1065515124,-1098794388,-1104133833)+W(6,-1103745056,-1132746540,1064106398,-1104928579)+W(7,-1097345189,1042270874,-1127876766,1040989775)+W(8,-1101527709,1047332946,-1105732065,-1109516912)+W(9,-1118336076,999475557,1025976147,-1171911780)+W(10,-1107661001,1033064723,-1122216569,1024449813)+W(11,-1118033876,1047796018,1036172042,-1106418589);WS(1045480366,-1089018411); +sum1=W(0,956510844,-1147321796,-1098659472,1046172476)+W(1,-1117032824,1012429717,998930446,-1119371847)+W(2,-1114996930,1016456206,1032232105,992745416)+W(3,-1129843310,1033743797,-1084286683,1060852743)+W(4,1034928007,-1120189081,-1113698796,1047477674)+W(5,-1080535200,1065762350,1036591131,-1130833259)+W(6,1001814128,993727556,-1100569285,1055209670)+W(7,1034876769,-1112309127,-1126854725,1019312750)+W(8,-1095107249,1054147605,-1103835661,-1162991986)+W(9,1033942209,991522899,-1106428344,1040201800)+W(10,-1110790848,1019870324,-1127622934,-1124727396)+W(11,-1102902186,1049320503,-1117790432,-1166423644);sum2=W(0,-1135134951,1034251754,-1112699779,1028246411)+W(1,1024730233,-1141862453,-1138029383,-1112450391)+W(2,1048844919,-1097747276,1036047504,-1116303285)+W(3,1039247354,1048129179,-1081251706,1030988939)+W(4,1032907358,1032058431,-1105815405,1013788103)+W(5,-1102377508,-1085286825,-1098604264,1026446373)+W(6,1043479193,-1107279344,1074756442,1066704374)+W(7,-1121203556,-1115422697,-1108579602,-1098532570)+W(8,-1079912447,1048531717,-1097926469,1017067577)+W(9,1036464698,-1125069222,1051417558,1025432715)+W(10,1037541288,-1110631868,-1114044136,-1106884027)+W(11,-1113485350,1037742006,-1114746618,1026757097);WS(-1129198960,-1098545020); +sum1=W(0,1016631370,-1103774667,-1097986678,1055978916)+W(1,998946812,-1113370572,-1109829274,1046260982)+W(2,-1103302894,1038066845,1013747092,1026014767)+W(3,1027654249,1041444949,-1085753764,1057520791)+W(4,1033950432,-1133701934,-1135763497,1029491033)+W(5,-1087937321,1064242364,-1108378356,-1124979408)+W(6,1022371969,1033440347,-1100503343,1043702710)+W(7,-1149232679,1034434352,-1109147378,1047095266)+W(8,-1092825640,-1106434743,1039795292,-1123636138)+W(9,-1124465415,-1135425502,-1114972810,1042256612)+W(10,-1134578155,-1133096682,1000105708,1031236725)+W(11,-1092048676,1048160666,1047273267,-1110866582);sum2=W(0,1008784866,-1101060946,1045200185,1046672822)+W(1,-1118279822,994298612,-1111810524,1041574978)+W(2,-1109901275,-1123470329,-1113194466,-1124039764)+W(3,-1123287968,-1113715041,-1111729623,1052382391)+W(4,-1105523541,1016737108,1035375858,1009783259)+W(5,-1099551228,1057574679,-1090683445,1025528776)+W(6,-1131156064,-1117592464,1028611861,1037781521)+W(7,-1089242363,1044936991,1014562100,1037249766)+W(8,-1126723736,-1088911756,1057541056,1038965019)+W(9,1013976797,-1112331585,1048583824,-1105025107)+W(10,1046019340,-1100984465,1025684805,-1116058888)+W(11,-1123970907,-1098796399,1058673062,-1111874598);WS(1055927127,1032414456); +sum1=W(0,1026777470,-1105922759,1039415013,-1114467391)+W(1,1040445212,-1109775801,-1114645447,1038629978)+W(2,-1109541160,1049649890,-1118657663,1029983880)+W(3,-1107741345,-1118870909,-1121580331,-1099187900)+W(4,1040802710,-1103039897,1034928754,1048976902)+W(5,1035267569,-1110167275,1050521172,1032803169)+W(6,-1106080726,1031310464,-1092363639,1044706191)+W(7,-1122260014,-1106266495,1036990351,-1116578243)+W(8,1052806443,-1098780639,1045812872,-1117906236)+W(9,-1132545269,-1121324945,-1105847083,1042096283)+W(10,-1112784326,1031828590,-1115024108,1028926430)+W(11,-1107491323,1026721601,1028974308,-1113700371);sum2=W(0,1046339838,-1095477634,1041080449,-1106007640)+W(1,1022253579,-1124447256,-1116647554,1046850624)+W(2,-1097525459,1046513622,-1109703351,1043170037)+W(3,1008329020,1046890022,-1087064144,1055899106)+W(4,1048733947,-1100004355,1019769686,-1090363791)+W(5,1051375999,-1097018549,1049672544,-1097807314)+W(6,-1108633040,1015468535,1042338708,-1122727333)+W(7,1051464963,-1129042543,1035617664,-1092874283)+W(8,1061754259,-1100515622,1025134369,-1112390214)+W(9,1033551944,-1110478242,-1118600243,1043707610)+W(10,-1099218588,1040819075,-1127469148,1032940188)+W(11,-1108757958,1042447169,-1108633308,-1120359161);WS(1063732396,1030954530); +sum1=W(0,1032126752,1036299263,1040042182,-1085959612)+W(1,1040218780,1017251428,976782235,-1151769923)+W(2,-1126287138,-1100277765,1040546448,-1135394341)+W(3,1026279044,1034233519,1024363996,-1112294345)+W(4,1044348191,-1164354746,-1118035684,1048463661)+W(5,-1092651532,-1099766629,1048686290,1013744650)+W(6,1028715099,1036782808,-1113174091,1035866674)+W(7,1009750781,-1137751148,-1121995199,1036166050)+W(8,-1102126950,1049742039,-1118854702,972654113)+W(9,1032435871,1020132772,-1118937966,-1116277291)+W(10,1040779899,-1123833085,-1124714096,1046021200)+W(11,-1096484767,1041160144,1026126509,1032085003);sum2=W(0,1023560328,-1114346246,1055635447,1080093571)+W(1,1053265582,-1109086292,1005726416,1027252420)+W(2,1058379047,1066361916,1041698127,1032891532)+W(3,-1116687692,-1128267680,-1093219742,-1079490865)+W(4,1044641580,-1142986448,-1115408842,-1102003721)+W(5,-1075825777,-1069273193,-1103412699,1040229437)+W(6,1041728877,1038357336,-1122468504,1048667285)+W(7,-1104322529,1008854368,-1105589301,1012806192)+W(8,1043596623,1040586029,-1123753164,-1116993440)+W(9,1038558105,1025579970,-1110943172,1032482622)+W(10,-1134749344,-1125346072,-1113100068,1032847335)+W(11,1037773232,-1123027612,1003892288,1027065900);WS(-1091386327,1040820769); +sum1=W(0,-1133727678,-1113530145,1024243708,1033777591)+W(1,1009482248,-1122301794,1015097725,-1145488419)+W(2,-1111308865,1043618337,-1113425624,1016257779)+W(3,-1138479056,1016526204,-1103657483,1057905859)+W(4,-1104459527,1026855702,-1114059050,1038143634)+W(5,-1091368514,1056300329,-1103801765,-1136938187)+W(6,1024901707,-1118547201,-1102986721,1019703993)+W(7,1043076580,-1118577003,-1122041679,1031893970)+W(8,-1104061090,1024793576,1039830345,-1111999542)+W(9,1013224377,-1120867010,1020963773,-1114932462)+W(10,1042855834,-1119434421,-1123564392,1007161468)+W(11,-1118947879,1024563890,-1129826522,1018984621);sum2=W(0,-1118014300,-1107425211,988341556,-1122432623)+W(1,1031639360,-1122715046,-1121259996,1034914627)+W(2,1058886039,1043257251,-1110426684,1030027284)+W(3,-1118480989,1057124947,1080471640,1049657622)+W(4,981320073,1022014335,-1120519112,1041680563)+W(5,-1067455811,-1080970083,-1105451271,1012008135)+W(6,1034237400,-1110358856,-1105716188,-1091987171)+W(7,1044181951,-1121988626,1031820662,-1114315301)+W(8,-1113532913,1051213388,-1110623014,1009779611)+W(9,-1116062192,1010762999,1033223294,-1109593637)+W(10,1038375349,-1113750985,1029964608,974005161)+W(11,-1106855886,1037720533,999181553,1028099986);WS(1067317974,-1128063738); +sum1=W(0,-1112292702,1047000343,-1088068429,1048838463)+W(1,-1121751190,1027999791,1030230219,1008892739)+W(2,-1130941083,-1108932456,1013016624,1017454988)+W(3,1023947008,1038318737,-1122235065,1034700890)+W(4,-1165199081,1031463650,1037678225,-1110797816)+W(5,1055157388,-1096039434,1039874719,1025959551)+W(6,1016840879,-1118959774,1048428783,-1113377160)+W(7,1031603132,1018062255,1032095758,-1114918032)+W(8,1052878187,-1088738347,1045859362,-1143147336)+W(9,1018620213,-1114992535,1036886165,-1100769370)+W(10,1028131502,1018649043,1023530868,1004226268)+W(11,1052393190,-1082056652,1050791676,-1115371169);sum2=W(0,1017164622,-1091622621,1072454217,1067262657)+W(1,-1098954881,1035940089,1004731920,1038964407)+W(2,-1113390241,-1112910469,1038887363,-1108193245)+W(3,1046790460,1049069382,-1080520963,1044434118)+W(4,1033204278,1032575148,-1106036842,1047078409)+W(5,-1071223185,-1073367678,-1106847320,-1127548642)+W(6,1036535757,-1107481011,1059476479,-1099641871)+W(7,967303234,1015223408,-1103678216,-1098544714)+W(8,1061994978,1029437169,1030771421,-1109007913)+W(9,1025471738,1040369699,1053016271,1051233508)+W(10,-1123160801,1042599225,-1122761780,-1107095641)+W(11,1054597152,1062276141,-1113404397,-1116480773);WS(-1095745367,-1102532016); +sum1=W(0,-1117700567,-1131139906,-1104729417,1031266390)+W(1,1034962037,-1123836106,-1125050061,-1115476726)+W(2,1049785973,1034862742,-1108925228,1021444802)+W(3,-1104292247,1044141479,-1096094522,1043929817)+W(4,-1121682994,-1112024639,1032821374,1043020835)+W(5,-1103984511,1025371182,1003529681,1036065165)+W(6,-1106685309,1033588284,-1135965844,1048857569)+W(7,-1108409524,-1114922921,1026094807,1027591436)+W(8,-1092452582,1049600882,1029191534,1028793076)+W(9,-1109617979,1031476842,1035377859,-1127826823)+W(10,-1105178749,1025559229,1025256272,-1109574827)+W(11,-1108767399,1045422790,-1147768356,1027631502);sum2=W(0,-1102917712,1050493331,-1104683957,1038417192)+W(1,1032679083,-1124032472,-1090566997,1058641835)+W(2,-1106617401,-1131983160,-1117134944,-1142618034)+W(3,-1083236080,1072277942,-1083529216,1026745412)+W(4,1030312114,1033461689,-1084121809,1066117726)+W(5,-1110147426,-1097349120,1045086676,-1107466492)+W(6,-1092542987,1055792221,1053260074,-1092834676)+W(7,-1115504874,1040055828,-1098664696,1016159325)+W(8,1047496584,1048447149,-1103742512,-1111688997)+W(9,-1115432352,-1123932559,1040670728,-1110071086)+W(10,1018575153,1025562022,-1109069600,-1107091755)+W(11,1041712051,1019306140,1023956348,995416610);WS(1064673964,1027541745); +sum1=W(0,1040862122,1042078126,1060076351,-1092017101)+W(1,1050924251,-1113513485,-1105951646,-1104573695)+W(2,1032906140,-1098380055,-1103234546,-1122608113)+W(3,-1159900529,-1104241265,1059885441,-1084208856)+W(4,1045405901,-1114509959,1047048323,-1111978190)+W(5,1064315273,-1089015252,1048739529,-1097330869)+W(6,-1123048515,-1096920009,1059865934,-1085419935)+W(7,1043557114,-1130206982,-1115789415,1032018046)+W(8,1050382000,-1095947620,1032498465,1009712656)+W(9,1032172675,1022298419,1053685923,-1104053605)+W(10,1042167691,1011282770,1028373376,-1099040790)+W(11,1058530774,-1087017843,1037400788,-1099616447);sum2=W(0,1039738446,-1137481092,1036746190,998253152)+W(1,1035100433,1029249908,-1096514001,1050849818)+W(2,-1109747727,-1102987618,-1144728624,-1103405950)+W(3,1067583917,1017170018,-1078331016,1044897487)+W(4,-1108804343,-1113657787,1083413745,1041988969)+W(5,-1066189939,-1088427847,1030429056,1049519441)+W(6,1067818743,-1115429835,-1077977055,-1125950758)+W(7,-1124211336,-1105416150,-1089267428,1054896719)+W(8,1050059376,-1108032139,1045807183,-1104699523)+W(9,1050540062,-1108022123,-1119460484,1038480975)+W(10,-1164441214,1036658641,-1102208699,1042362507)+W(11,-1140654200,-1098634922,-1138500556,-1135144148);WS(-1084384556,-1100810808); +sum1=W(0,1032390692,-1101205955,-1095424763,1056723089)+W(1,-1103994552,-1113631133,1033258828,-1114756638)+W(2,-1115332589,1044941511,-1103092466,1038921097)+W(3,1036208454,1034225747,-1089988048,1059213081)+W(4,1016698694,1041433148,-1153131217,-1123281148)+W(5,-1080799329,1058219330,-1102604175,1029458059)+W(6,1035878930,1052764669,-1086451675,1065718984)+W(7,1010056863,1046701849,-1113170436,-1110681734)+W(8,-1089641270,1051546784,-1105901266,-1114617106)+W(9,1034716867,-1132636906,-1111992667,1048907447)+W(10,-1104305197,1022756491,1008810370,1010363102)+W(11,-1089944572,1051751177,1025009925,1042675492);sum2=W(0,1003892755,-1106845972,-1130802613,1042856976)+W(1,-1090921483,1035865477,-1123544386,1040443741)+W(2,-1099129814,1046395618,-1117156960,-1128022157)+W(3,1040199158,1041556166,1034864555,1049252005)+W(4,-1101642940,1029291710,-1099919704,-1098641213)+W(5,1044973210,1051151809,-1094482604,1033022953)+W(6,1046124074,1043027552,1046986152,-1120255910)+W(7,1049495257,1028643166,-1114201767,-1102894487)+W(8,1040886200,-1098031952,-1113386876,1031856421)+W(9,-1137485313,1031291554,-1097152858,-1103612985)+W(10,-1132183417,-1106468948,1018916205,1029095170)+W(11,1035815457,1034278467,1026205590,1020718685);WS(-1097545175,-1081485407); +sum1=W(0,1036015463,1034150438,1057909318,-1085934785)+W(1,1035924004,1033963168,1036906638,-1107749409)+W(2,1041348600,-1091465804,-1120240750,-1115496908)+W(3,1033438601,1025404544,1058891216,-1088212159)+W(4,1040930578,1023737332,-1148467606,-1130068931)+W(5,1062920275,-1085185870,1044931644,1034996968)+W(6,-1116883369,-1110996648,1058446394,-1083820335)+W(7,-1110014855,-1109644005,1043481795,-1129433572)+W(8,1057530498,-1097522985,1046628778,1044774695)+W(9,-1107248831,-1112307200,1041812911,-1098817647)+W(10,-1112689630,-1109394217,1035852867,-1133343797)+W(11,1058924580,-1088845017,1031062731,991839047);sum2=W(0,-1085422352,-1096165509,1057773529,-1090487063)+W(1,1044955346,1048850208,-1073537081,-1097506962)+W(2,1050305732,1042351306,-1096519547,-1098077313)+W(3,-1090145600,1035648589,1070820271,1042246902)+W(4,1012707558,1040847724,-1103264022,1037776879)+W(5,1064009122,1057815879,1035447241,1039355809)+W(6,-1098060014,-1106454260,-1102687355,1056492080)+W(7,-1098251612,-1128314591,1039561049,-1132410675)+W(8,1037201191,-1132940238,1055262754,1034334977)+W(9,-1111561066,-1095706003,-1106323076,1047053654)+W(10,-1098685023,-1107078913,-1097648243,-1093619532)+W(11,1065891070,-1104795343,1017091667,1044351754);WS(-1079771574,1075069839); +sum1=W(0,1032166989,-1118529175,1055702741,-1092970539)+W(1,-1117950828,-1113551430,-1111167476,1021133405)+W(2,1048648437,-1092445782,1033539229,-1142239002)+W(3,-1123178206,-1093562003,1062276827,-1088433116)+W(4,-1104828877,-1110397888,1032734815,-1104246611)+W(5,1071187580,-1118830448,-1114529494,-1119974813)+W(6,1029165557,-1098100446,1061220800,-1097110780)+W(7,-1112849365,-1139975764,-1112820125,-1114628655)+W(8,1049405702,-1093425874,1023590922,-1111568211)+W(9,-1135576864,-1133453360,1042497282,-1109854691)+W(10,992807281,974859957,-1114861753,-1119446905)+W(11,1051379002,-1094782027,-1104282614,-1107804608);sum2=W(0,-1108373663,1058265898,-1105791278,-1097633487)+W(1,1040059628,1041333883,1008476139,-1092753943)+W(2,-1098184263,1036219103,-1096394805,-1106791026)+W(3,-1104454680,1052155727,-1106622092,1039768739)+W(4,1043022076,1034264586,1048684757,-1094584251)+W(5,1051207789,1059813061,-1089567461,1043988712)+W(6,-1093428939,1044002260,1040647411,1037804238)+W(7,1053976656,-1094438691,1053127551,1027921055)+W(8,-1092246791,1058749571,-1109099791,1046191998)+W(9,-1096653504,-1109762731,1028193495,-1091622541)+W(10,-1128546349,-1105323978,1052320010,-1093142139)+W(11,-1102532444,1056925595,-1105143398,1027895571);WS(-1080085654,1070612946); +sum1=W(0,1024243697,-1111019203,-1099863023,1051294614)+W(1,1018553499,1001929499,-1118763904,1017624971)+W(2,-1093242824,1049086721,-1110032568,-1129474933)+W(3,-1129448298,998267115,-1096657110,1054244159)+W(4,-1107816470,-1103030358,-1125372076,1049904509)+W(5,-1083526619,1063525996,1050014740,1034265690)+W(6,-1130529432,1044325341,-1084273056,1060516258)+W(7,-1120428313,1028809164,-1113325424,1036368923)+W(8,-1089131829,1052725165,1042939778,-1137068591)+W(9,1028582463,1022422215,-1100657096,1045179095)+W(10,-1105723916,995816851,-1115811081,1029887376)+W(11,-1095229037,1047234173,1034815359,1023513072);sum2=W(0,1027629060,-1114994936,1044032624,-1120685804)+W(1,1028515824,-1128032940,1025235210,1042086314)+W(2,-1110089750,1041443307,-1109301707,1028557604)+W(3,-1125103522,-1109536432,1027377576,1041551160)+W(4,1038947979,-1095260923,-1130467636,1043514454)+W(5,1040857173,1078385077,-1069674168,1041445431)+W(6,1000499297,-1116030212,1049094807,1071531230)+W(7,-1072009528,1044521776,1020465580,1034381305)+W(8,-1102199059,-1097624207,1042363648,-1111317304)+W(9,-1138182160,-1133867384,1040209410,1042950964)+W(10,-1100125727,1026231984,1014590712,1032991925)+W(11,-1107097337,-1110894461,1020171064,-1115643044);WS(-1094677847,1071331518); +sum1=W(0,-1108370254,1050522446,-1090412394,1059909490)+W(1,-1131659964,1045668787,1027561514,-1102155388)+W(2,-1096900614,1033926552,-1108396174,-1099365497)+W(3,-1098732332,1051883284,-1088235704,1060113893)+W(4,-1104366446,1036562753,-1118400576,1052444946)+W(5,-1081990504,1065971548,1016076284,1045429432)+W(6,-1098654343,1048632224,-1083209683,1057796766)+W(7,-1094058291,1027649399,1020701942,1036179296)+W(8,-1095695623,1055081266,1044926426,-1115499084)+W(9,-1114608461,1043748547,-1096819473,1048355474)+W(10,-1102235562,1020598162,-1102267173,1046936641)+W(11,-1088405429,1057781222,-1122894705,1041162909);sum2=W(0,-1102306900,1042298222,1021581591,-1097774924)+W(1,1051289508,1044651623,1039340517,1011988276)+W(2,-1091773202,-1083547573,1050176620,1060043835)+W(3,1036459319,-1104503945,-1086047943,-1076320925)+W(4,1066124397,1072230275,1032447827,-1099734245)+W(5,-1071833762,-1070847208,1069182349,1080482397)+W(6,-1099327251,1032726509,-1087097517,-1079468544)+W(7,1058492703,1067612874,1052797014,1032685073)+W(8,-1094401898,-1084551630,1061745990,1060905071)+W(9,-1122082449,1045894449,-1089730964,-1096261152)+W(10,1029975482,1035766217,-1098452307,1031495568)+W(11,-1094627244,-1097740674,1062784611,1036170953);WS(-1075403638,-1098484659); +sum1=W(0,1008218969,-1141902179,1045612697,-1098198307)+W(1,-1115216112,1014117412,1031048294,1016567255)+W(2,1051272109,-1097302541,1045061466,1032424528)+W(3,-1123131291,-1102849342,1045999461,-1089514713)+W(4,-1110301017,-1117285565,1045188911,1018204181)+W(5,1067242878,-1083074125,1055219615,1039741805)+W(6,-1123984690,-1097928441,1057827361,-1090995143)+W(7,1042127630,-1138318152,1016373997,-1102752375)+W(8,1039307800,-1089521325,1018247819,990571063)+W(9,1038284987,-1119205801,1052680217,-1111274305)+W(10,1043301703,1035406958,993498863,-1111653947)+W(11,1048974634,-1089001074,-1112012330,991913685);sum2=W(0,1032878555,-1136655860,1031615749,-1113247036)+W(1,-1102324444,1033821831,-1123900432,1023477569)+W(2,1032172309,1040892014,1041677780,-1122117887)+W(3,1029453781,993352402,-1101515073,-1093800370)+W(4,-1099560811,-1111754290,-1120535472,1007422372)+W(5,1063516373,1059067488,-1101931537,-1118366060)+W(6,1040510410,-1110556919,-1114866186,1049733424)+W(7,-1091691569,-1131546954,-1109544472,-1138628828)+W(8,-1101753271,-1112478460,-1137342172,1043560141)+W(9,1036988619,-1137184004,1046060209,-1128679382)+W(10,-1112686045,-1110783375,-1113659102,1035524869)+W(11,-1110546008,-1106958218,999359657,1026284797);WS(1018938736,1060529869); +sum1=W(0,-1114076530,1037607357,1045714156,-1166977277)+W(1,-1102825464,1003359422,1008598737,-1120766810)+W(2,1044442542,1024586298,985048227,1019680094)+W(3,1029696041,-1113865353,1057228923,-1084710912)+W(4,1048654858,-1122235660,-1118730378,1019917938)+W(5,1049628033,1048848151,-1109196652,1032134772)+W(6,1036159584,1041300082,-1081803320,1052825757)+W(7,-1101625253,1023446241,1012443924,-1119787914)+W(8,1042784239,-1110703311,1021290536,1025035938)+W(9,1034257674,-1102751430,1016494120,-1108049641)+W(10,1039349129,-1122160707,-1133449206,1018668169)+W(11,1031639516,-1111061268,1018121541,1028394476);sum2=W(0,-1146778654,1033337426,-1101837401,1023259685)+W(1,-1165315756,1017616818,1009999826,-1117028555)+W(2,-1107426057,-1113617305,1042598704,-1119841713)+W(3,1042445717,-1092512747,-1106280442,1063964069)+W(4,-1101414619,1033400884,1027431889,-1100415596)+W(5,1063146362,1058459732,-1136881638,-1110929163)+W(6,-1118789096,-1100913756,-1086144449,-1101061454)+W(7,-1099212326,1043348599,1034933139,1031653672)+W(8,-1121957589,-1139753565,1035181957,-1110261015)+W(9,-1102516465,1049736808,-1104136456,1034026738)+W(10,1031514566,-1119239229,1039233552,-1123203031)+W(11,-1123128270,-1143324392,-1103321885,1032933914);WS(1057790316,-1113005641); +sum1=W(0,-1123468520,1034968039,-1107161453,1035442035)+W(1,-1107573447,1040623159,1016842734,-1180462681)+W(2,-1109372445,-1126387193,-1110219956,1001956750)+W(3,1017823704,-1141354132,-1097660717,1045333479)+W(4,-1111689634,1034883047,1031334797,-1111663246)+W(5,1060769665,-1097006056,1016331253,-1121213099)+W(6,1029517379,-1096962432,1062816796,-1085875335)+W(7,1042106418,999707420,1032276500,-1102337515)+W(8,1057344992,-1087615930,1042154624,-1110655190)+W(9,1024531558,-1112383277,1050585827,-1099229077)+W(10,1021430571,1027213229,1032934320,-1115337892)+W(11,1048852876,-1104188731,1007994773,-1125102461);sum2=W(0,1027505374,1006384241,1038217397,-1102596332)+W(1,-1088198084,1054112069,-1119743709,1032385395)+W(2,-1124784904,1055108824,-1101781911,-1110486748)+W(3,1022357321,-1110226975,1036163691,-1095998103)+W(4,-1077861124,1063443275,-1129702556,1009992786)+W(5,1038388564,-1096068823,-1082211809,1060625206)+W(6,1025908250,-1117540770,-1107551412,1027585837)+W(7,1067639721,-1095993202,-1116658238,1015280579)+W(8,1043662427,1052401764,1063419774,-1084462256)+W(9,1007287620,1013929491,-1110875284,-1112465838)+W(10,1041946916,1040943353,-1132286080,-1123806249)+W(11,1032548500,1049275421,1054953848,-1088060635);WS(1057314092,1031126097); +sum1=W(0,-1113264897,1047286031,1051515170,-1091122512)+W(1,1035529026,-1125355113,1042921300,1038748523)+W(2,1044373061,-1119263830,1016709539,1029610636)+W(3,-1118216326,1040626286,1057172805,-1081529962)+W(4,1043973191,1029771624,1036778483,1048990343)+W(5,-1111196723,-1076778621,1049229393,-1112976162)+W(6,1035020911,1036098930,1053560288,-1085296972)+W(7,1046938632,1041831703,-1108928881,1042428894)+W(8,1053915059,-1112351005,-1123285785,-1103970660)+W(9,1036290288,1016422504,1044112316,-1100809115)+W(10,1035877806,1044125996,1012907241,1041504752)+W(11,1048512334,-1107245185,-1123727583,-1123672296);sum2=W(0,-1110279027,-1116888772,1033554595,-1108669327)+W(1,1015808739,1027314221,1044898087,-1115916604)+W(2,-1111117443,1045218355,-1106102431,-1116221606)+W(3,-1096945908,-1107202311,1035778723,-1103416606)+W(4,1041666953,1024714919,1039092196,1045884385)+W(5,-1113256321,1065794034,-1107247823,-1098987808)+W(6,-1113241071,-1103988696,-1115920774,-1090569433)+W(7,1049716916,1049758114,-1099008684,1049112986)+W(8,-1139004677,1055599565,-1106016659,-1091770239)+W(9,1044106833,-1123386226,-1112080343,-1099737884)+W(10,1031391070,1053158291,-1103116396,-1134049769)+W(11,-1114347803,1044073709,-1108799013,-1105054228);WS(-1078536214,1004530797); +sum1=W(0,1027375859,-1101920227,1025777344,1044389645)+W(1,-1110651587,1018050380,1017444741,1031432968)+W(2,-1103056081,1048716617,-1137653198,-1125959547)+W(3,-1120029560,-1106564803,-1107107772,1051154454)+W(4,-1107166356,1019570356,1000019140,1048371434)+W(5,-1082038651,1066595410,-1130046381,-1125449965)+W(6,-1114543207,-1118108517,-1087843395,1055824714)+W(7,-1105265945,1033235496,1013557197,1042631950)+W(8,-1090887738,1054676989,1030116559,-1126792065)+W(9,-1122136338,1018155212,-1103973545,1041035048)+W(10,1023828021,-1122035417,-1148145247,1016114854)+W(11,-1102912795,1016296812,1040191506,-1142050258);sum2=W(0,1027035378,1026113022,-1111907604,-1117578886)+W(1,-1140538653,1018825264,-1132701065,1034348094)+W(2,1044772326,987582920,-1136739637,1015195718)+W(3,-1114259972,1019537869,-1115459713,-1091701771)+W(4,-1106970806,1029368182,1024730711,-1139897757)+W(5,-1083470341,-1064559027,1035917626,-1129456736)+W(6,986229224,-1140805741,1024256637,1083026821)+W(7,1051507274,1025912688,1013886009,-1118691470)+W(8,1050967575,1062853848,1035548789,-1107265712)+W(9,-1129435432,1009541569,1013091981,-1097816209)+W(10,1030786995,1031335734,-1141056234,-1129312440)+W(11,1028089297,1036032976,-1102804079,-1115863996);WS(1053759831,1032374114); +sum1=W(0,972229904,-1121671930,1054724605,-1092393035)+W(1,1018308729,-1129466650,-1109228149,-1112583528)+W(2,-1112974870,-1101934908,1027590122,1029939172)+W(3,1034978575,1034149296,1061211455,-1092299422)+W(4,1034030567,-1113423424,1041049216,1029443406)+W(5,1048871720,-1093922438,-1111847647,1038901743)+W(6,-1120680758,1029497788,1059772533,-1094240300)+W(7,1041914031,-1106909549,1029299866,-1098177536)+W(8,1052523382,-1091878482,-1113968603,1040006220)+W(9,-1104501302,-1147362406,-1143596105,-1112394307)+W(10,1028043992,-1140269215,1034604409,-1129221556)+W(11,1050895314,-1097371836,-1126204095,998375305);sum2=W(0,-1150066816,-1150466984,1023864952,-1110066210)+W(1,1023825317,-1124858867,-1122485893,1032358015)+W(2,-1120268940,1042589181,1027888694,-1130877326)+W(3,-1114773240,1050624105,-1092046440,1028033997)+W(4,-1151325172,-1135440218,1024800634,1086980496)+W(5,-1062089081,-1086968029,1038366470,-1140173368)+W(6,996682648,1049846439,-1092228228,1024724796)+W(7,-1121152696,1022098295,-1123997738,-1116390866)+W(8,1022750294,1041929871,-1118357792,1017805328)+W(9,1019128023,1016213345,1015347232,-1114433107)+W(10,1031614438,-1119866592,-1127165963,-1127449775)+W(11,1000268865,-1139900476,-1136800730,1025894920);WS(1063005484,1009613411); +sum1=W(0,1023879031,-1099686359,1052137768,1046007565)+W(1,-1104853008,1005501772,-1116658758,-1121736524)+W(2,1047373394,-1096622041,1032552475,-1119708225)+W(3,1016433014,-1101192360,1060630207,-1088767007)+W(4,-1107092245,-1118541917,1020845368,-1114633573)+W(5,1066103327,-1084203279,1041296218,-1116191290)+W(6,1014732617,-1095872969,1062822060,-1090088910)+W(7,1027255591,1022596005,-1133265115,-1106126199)+W(8,1059882369,-1090037515,-1131360500,-1115075910)+W(9,-1123204757,-1114430117,1050777829,-1103091289)+W(10,-1122457924,1022253604,1010953149,-1135381594)+W(11,1058652475,-1092699671,-1108476770,-1114779071);sum2=W(0,1018912922,1027578843,1033809184,-1094114890)+W(1,-1100264522,-1107937173,-1115513506,-1122957333)+W(2,-1107632498,1001948858,1024979575,996744179)+W(3,1035927400,1036987406,-1102289594,1056054406)+W(4,-1110397259,-1110541201,-1104590179,-1100032664)+W(5,1055409420,1048553428,-1121465059,-1114033403)+W(6,1040736265,-1110179624,1055289786,1051787669)+W(7,-1147035242,1041331760,-1107721632,-1125426330)+W(8,-1112721987,-1094744691,1045301422,-1113161109)+W(9,1025188211,-1103038285,1036015348,1032878358)+W(10,-1131004626,-1108457170,-1112944230,1043904940)+W(11,-1110109848,-1118996080,-1124556646,1028913131);WS(-1088267692,1058858468); +sum1=W(0,-1112379634,1030761249,1050799110,-1099191401)+W(1,1033839199,-1111715307,1029162995,1004146884)+W(2,1045209037,-1095201623,981108966,1002675052)+W(3,-1140270752,-1122297718,1060358148,-1091143388)+W(4,1043211072,-1120236170,-1141342278,1040340278)+W(5,1057423488,-1083233902,1032118859,-1118812007)+W(6,-1155361775,1036240851,1058630580,-1098879351)+W(7,1032700466,1017441470,-1113272402,-1129581456)+W(8,1044230767,-1096101987,1030417559,-1148456452)+W(9,-1140210569,1042224566,-1104611845,-1122560784)+W(10,-1140846885,-1124250818,1015213304,994119730)+W(11,-1109863885,-1109785875,1009738084,-1131671893);sum2=W(0,-1113443438,1021821461,-1122246023,-1146734500)+W(1,-1128559783,-1125128801,1023812788,1044300514)+W(2,-1104002403,1024116650,-1115812447,-1134793082)+W(3,-1131593767,-1104994806,1038382254,1049088332)+W(4,-1105739887,-1131329759,-1112801638,1060658961)+W(5,-1099826888,-1089766136,1025686404,1034755166)+W(6,-1105757720,1044687616,1066144433,1042354562)+W(7,-1117250635,-1114066084,-1107427633,-1087213560)+W(8,1057721748,-1129092349,1035306954,1031417186)+W(9,-1107137147,-1093064102,-1097329958,1044181933)+W(10,-1106719387,-1117543346,1049954034,-1093773442)+W(11,1039897892,-1105235988,1040800736,-1128306605);WS(1042978478,1051058289); +sum1=W(0,-1105382966,1032357083,-1099095273,1056839899)+W(1,-1122236410,1024938700,1035278676,1023966158)+W(2,-1110890773,1050844654,1019140850,-1122653091)+W(3,-1102112151,-1113794846,-1087097191,1060126757)+W(4,-1107056589,-1122892351,-1102711504,1052488610)+W(5,-1081382120,1063120271,-1150461374,-1119829084)+W(6,-1113404858,1046698475,-1086454106,1060142827)+W(7,-1103751812,1007453138,-1111458068,1025992701)+W(8,-1097860134,1054395618,-1120625160,-1106500335)+W(9,1038103836,1042579843,-1105233954,1048420817)+W(10,1025690583,1032216339,-1101215220,1026938905)+W(11,-1091436978,1056719627,-1112415123,1010325087);sum2=W(0,986675002,-1098687074,995475005,-1115454695)+W(1,-1110655697,1018060844,-1112567440,1041166801)+W(2,-1097111455,-1132868679,-1114152579,-1101427932)+W(3,1033516168,-1099338776,1062728692,-1120015952)+W(4,1023628514,1045275251,-1097585273,1019263552)+W(5,1066654492,1054175336,-1097107880,-1098419362)+W(6,1031672616,-1108963639,1034345380,1038275134)+W(7,-1118909665,1049612882,1029453516,-1104454378)+W(8,-1124466258,-1096244103,1049130538,-1100742770)+W(9,-1106591291,-1109440188,-1092068145,1039104546)+W(10,-1093717692,1000911598,981423732,1024870634)+W(11,1048117247,-1119846616,1042494451,-1140045927);WS(-1097071959,1072623846); +sum1=W(0,1026094363,1010541764,-1087379998,1028105114)+W(1,1046169702,-1135291959,-1114366565,1023927408)+W(2,-1100421531,1051865478,-1105971271,-1125008010)+W(3,1026372640,1034504814,-1091057687,1057630379)+W(4,1041980470,1012391943,-1127140609,1038480008)+W(5,-1086095524,1064048287,-1104375598,1011497593)+W(6,1020533357,1046400295,-1083615449,1061319210)+W(7,-1113258549,-1126436590,-1164090721,1040252248)+W(8,-1089701071,1056141130,-1149976804,1008261592)+W(9,-1143600974,1040642843,-1093225865,1049626241)+W(10,-1120849689,-1126913777,993477434,1032065949)+W(11,-1090227881,1047950199,1048635489,1026040178);sum2=W(0,1012042818,1045767812,-1063490706,-1101778611)+W(1,-1112785819,1012780879,1021360395,-1098807230)+W(2,-1081789373,-1114664520,1033999610,1021391529)+W(3,-1107209227,1044720012,1074390906,1049922132)+W(4,-1110057121,-1130294258,1027378250,1042281858)+W(5,1079115935,-1094869567,1045861970,1031106226)+W(6,-1105921842,1016599978,1058048856,-1118592797)+W(7,1034050759,-1122317121,1041772128,-1127223374)+W(8,-1108782236,-1121088549,-1129798306,1025125464)+W(9,-1127367716,-1115783877,-1128008216,-1137516645)+W(10,1033434514,-1149825053,-1127019644,1027816090)+W(11,1032186898,-1111496361,-1136389257,1031888403);WS(-1103312814,-1092017335); +sum1=W(0,-1127703091,-1101144796,1054306333,-1126801713)+W(1,1023075088,989243788,1018146514,-1115460311)+W(2,1039997174,1026063214,1027296474,-1122138660)+W(3,-1121799134,-1106383343,1024945271,-1131110905)+W(4,-1132250026,1032388672,1017072510,-1133230391)+W(5,-1088288960,1059941407,-1113425894,982272924)+W(6,-1131539818,1034901054,-1088630417,1061737047)+W(7,-1097522374,1021266411,-1112727125,1027622014)+W(8,-1096972398,1057455253,-1097018828,-1135487483)+W(9,1017229265,1018005017,-1101045202,1048616129)+W(10,-1112216732,-1117699788,-1109754009,1034197373)+W(11,-1098488314,1051714580,-1142469689,995701513);sum2=W(0,1015133861,-1105189044,-1093732269,-1094162786)+W(1,-1109540616,1030009493,1037113072,-1115931822)+W(2,-1102686481,-1113599737,1040400825,-1114813207)+W(3,-1114822552,-1098364789,1041653115,1041635421)+W(4,-1118060506,1027616765,1028491873,-1113527921)+W(5,1065997875,1064813540,-1123044799,-1116517245)+W(6,-1105557810,1024139573,-1130473293,1037786550)+W(7,-1105450383,1021543889,1038591890,-1112247318)+W(8,-1098512761,1036196676,-1106060901,1005718790)+W(9,-1105949948,1007564387,-1125828389,-1114108758)+W(10,-1118151575,-1122858549,1032708826,-1120342494)+W(11,-1125733097,-1132225813,1010062515,1029912177);WS(1054094679,1053313313); +sum1=W(0,-1133457438,-1123263126,1046955525,-1124016519)+W(1,1039131745,-1120644986,-1120986711,-1130558777)+W(2,1034791245,1044418743,-1102726978,1007447622)+W(3,1034987238,-1097984725,1059693200,-1102062065)+W(4,-1136653836,-1119688622,1028444909,-1096198619)+W(5,1056744813,-1098120268,-1097784815,-1150742701)+W(6,1035642130,1007426149,-1111414009,-1111514230)+W(7,-1121981368,1028941155,1018062863,1002886242)+W(8,1030506913,-1104691680,1038384226,-1124505481)+W(9,1034710931,-1123562906,-1113706235,1011520719)+W(10,-1114621003,1028268649,-1149170946,1018181775)+W(11,1033357311,-1107703301,1012043028,1016894461);sum2=W(0,988916677,1035831303,-1110571087,1034464782)+W(1,-1106828560,-1178538002,-1137939637,-1140903881)+W(2,1038296707,-1090860425,1044389789,1041756630)+W(3,-1123566910,-1103092742,-1107155945,1056968489)+W(4,-1079651989,1029915845,1028209713,-1131746560)+W(5,-1117714466,1064742714,1050942503,-1106236653)+W(6,-1123858844,-1101579019,1038803820,1040557782)+W(7,1043224862,-1110415601,1036944358,1038814302)+W(8,-1103151768,-1120375726,-1130430804,1019097405)+W(9,-1119538750,-1130948272,1032643961,-1111036663)+W(10,1041889175,-1132733633,-1142606817,1038676356)+W(11,-1111989951,-1122089622,1014857001,-1140337549);WS(1060301740,-1107262085); +sum1=W(0,980901136,1034782831,-1105836176,1036556474)+W(1,-1123655719,-1123449511,1027361860,1047173818)+W(2,-1090641081,1050207945,-1104237805,1032390687)+W(3,-1140723427,1039236098,-1089836727,1053103024)+W(4,-1097134658,1023266998,1026764890,-1167399456)+W(5,1057068694,1041462691,-1168491986,-1128069487)+W(6,1040866884,-1096504911,1061579759,-1084387656)+W(7,1041789973,-1111341496,1025665684,-1107799148)+W(8,1058017849,-1086651203,1041962562,-1121577073)+W(9,1033047081,-1104388354,1050545524,-1099258584)+W(10,1042093191,-1128080260,-1120424813,1042507977)+W(11,1043225643,-1106352190,-1107448273,-1118302731);sum2=W(0,-1120672932,1046006360,-1112452525,-1103760793)+W(1,-1135937657,1037670355,1020434122,-1097339905)+W(2,1059308780,1054394959,1038148088,-1114765629)+W(3,1029602171,-1114812458,1040180724,1058139034)+W(4,-1103543044,-1120562291,986372169,-1107596062)+W(5,-1073685765,-1075031098,-1098429000,-1131755817)+W(6,1039121856,1036462865,1068230783,1055263295)+W(7,1051067274,1034635900,-1113202257,1042494496)+W(8,1060720662,1065727212,-1106499347,1010504894)+W(9,-1139183469,-1097212089,-1116372590,-1106882983)+W(10,-1127997619,-1127537321,1010867474,-1111658779)+W(11,-1096232759,-1102585430,998537328,-1141626877);WS(-1096709719,-1109932402); +sum1=W(0,1015250582,-1143431239,1041217222,1009444904)+W(1,-1127867147,-1115442975,-1109965037,1015070528)+W(2,1044707911,-1099789672,1028928427,1033219242)+W(3,1037158888,-1094706154,1032459556,1049449359)+W(4,1015515213,-1119289842,-1115453048,1051852512)+W(5,-1103734188,-1091866852,1049692098,-1140261177)+W(6,1032345875,-1107272167,-1116721265,1042112892)+W(7,-1094357813,1041543818,-1113173429,1039101648)+W(8,-1100636937,1051337808,1036490203,-1107580668)+W(9,1033146133,-1112986991,980311674,1011811037)+W(10,-1118660177,1027230184,-1109546082,1034073405)+W(11,1017051268,1035868647,1019523665,-1121586498);sum2=W(0,-1129366500,-1111869912,-1114572049,1047691494)+W(1,1024096486,-1112777200,1029756683,1029022998)+W(2,1041454921,1051011830,-1094989992,1033382685)+W(3,-1113040482,1046043365,1063827282,-1075590857)+W(4,-1094007689,1046068934,1041050942,1028636589)+W(5,-1088878874,1052419847,1049374228,1022134325)+W(6,1019865458,-1100561355,-1120053198,1053136256)+W(7,1051405216,-1104418826,-1130192114,-1118786886)+W(8,1037601458,-1142379802,-1105102628,1039472389)+W(9,1021094310,-1136660469,-1121128994,-1115896886)+W(10,1030093181,-1173694926,1011878989,-1113939693)+W(11,1024511741,1033422229,1038213156,-1122209396);WS(1065853238,1014077745); +sum1=W(0,-1141216588,-1117433015,-1094201799,1050233869)+W(1,1044254087,-1138617969,1026623353,-1129058045)+W(2,-1096460535,1049952264,1008011942,1022594791)+W(3,-1128763228,1039902504,-1083943142,1051933059)+W(4,1048823509,-1141149825,1020370461,1043759351)+W(5,-1077503527,1055071872,1025148605,1032777398)+W(6,1026101893,1050608829,-1089716396,1055823041)+W(7,1040921250,-1117303781,-1118113002,1042454284)+W(8,-1098731144,1057515106,-1120507502,1030831063)+W(9,1032019108,1027449020,-1095714819,1050055875)+W(10,-1149099066,-1131034510,-1113706417,965645460)+W(11,-1094767340,1054942629,1040832262,1023411184);sum2=W(0,1024492456,-1107369605,-1114418679,-1102696165)+W(1,-1133142225,-1122518916,-1126703609,1040389587)+W(2,1038677226,-1115181151,-1114014523,1026327736)+W(3,1029353704,-1109233879,1043636997,-1104069114)+W(4,-1122395696,1035228514,1036516578,-1095300447)+W(5,1063429366,1063594124,-1091978649,1023044321)+W(6,1032071462,-1104963978,-1101740776,-1098164193)+W(7,1053626887,-1116601496,-1107363712,-1106122650)+W(8,-1097459892,1040620147,-1097146692,-1130578705)+W(9,1044306067,-1143085570,1035238854,-1106357294)+W(10,1040976159,1026795860,-1105180142,1043865859)+W(11,-1116890590,-1127904241,-1120794976,-1127926993);WS(-1088917996,1063906509); +sum1=W(0,-1110920777,1044506738,1047786311,-1095080042)+W(1,-1134941681,1033765698,1042151912,-1103723194)+W(2,1032125650,-1113114611,1025189266,-1104090263)+W(3,-1101936374,1033303784,1061302810,-1088574755)+W(4,-1115794445,1041151454,1005195703,1049511025)+W(5,1034065915,-1080208865,1048946939,-1113407178)+W(6,1032265367,-1113286290,1048810800,1049193686)+W(7,-1126346531,-1109067703,-1103459368,1043019742)+W(8,1054491533,-1121283466,-1103486336,1044875416)+W(9,1041691572,-1128222025,-1112859072,1024774526)+W(10,1015955599,-1121559327,-1129700693,-1114181825)+W(11,1049358361,-1147499681,-1097425800,1029016425);sum2=W(0,-1103461552,-1127991186,-1120190757,-1108916090)+W(1,1012492564,1029245469,1050674327,-1116051994)+W(2,-1113530372,-1124692174,1042343963,-1115385529)+W(3,-1104590141,-1131508502,1055990720,-1121470095)+W(4,1032226081,1026603353,1015549042,1050173609)+W(5,1072931527,1046026095,1048814953,1024686773)+W(6,1036919049,-1105608002,-1095048932,1050729023)+W(7,-1098673970,-1108452621,-1098769683,1039941075)+W(8,-1078020039,-1084802111,-1101605152,1046452703)+W(9,1046313441,-1101603735,-1101033642,1047911325)+W(10,-1113534935,-1112756717,-1112862464,1031505597)+W(11,1010804308,1034713295,1017021378,-1119772659);WS(-1128039792,1065254279); +sum1=W(0,949814928,-1114341117,-1094482850,1052398616)+W(1,1027872723,-1155305313,1027171091,1031806764)+W(2,-1095186291,1051880795,-1139824782,1022544667)+W(3,-1129242384,1033646238,-1085842430,1058904806)+W(4,1010706555,-1121892394,1031101353,1018879791)+W(5,-1092086861,1068407459,-1098849364,1040052675)+W(6,-1120975327,1042055949,-1084252337,1055432619)+W(7,-1121195299,-1127339326,1003634843,1033681236)+W(8,-1089087466,1036562814,1023772639,993927654)+W(9,-1144006416,1023909046,-1099056317,1039311896)+W(10,-1126801378,-1123991661,-1123053628,1027677731)+W(11,-1095496311,1050962337,1038931216,1005742098);sum2=W(0,-1120833032,-1124763415,-1118777010,1030229073)+W(1,1028911958,-1123843510,1034915193,-1113475142)+W(2,1010824003,-1105412742,-1133618203,1030755234)+W(3,-1115307960,1025322201,1064953874,1042572184)+W(4,1022077590,-1135426163,967112657,1059271888)+W(5,1082807588,-1098383492,1048790378,-1113939962)+W(6,1023925021,-1102912552,-1080316189,1054443836)+W(7,-1103923621,1038571089,-1107476032,-1118552210)+W(8,-1064631277,-1098098835,1029953956,-1109596012)+W(9,1033449936,-1103660545,-1110193476,-1121091158)+W(10,-1106218101,1035405992,-1132191993,1033898849)+W(11,1039205719,1028111985,1036034024,-1126376787);WS(-1100484014,-1082813103); +sum1=W(0,-1123138350,1037916588,-1092840871,1048819422)+W(1,1042234192,-1212876940,-1124738939,-1123209507)+W(2,-1095165544,1053647432,-1117914254,1018206961)+W(3,991988525,1049386547,-1086369653,1054472273)+W(4,1039202605,-1120915541,-1115403050,1038702225)+W(5,-1082690349,1063735148,-1121098737,1024686130)+W(6,1032429349,1052139678,-1080932794,1057734851)+W(7,-1124146173,1015928020,-1113715255,-1114440425)+W(8,-1104541586,1057909982,-1120991811,-1138122766)+W(9,1024280877,1033284897,-1091044852,1048946363)+W(10,-1116174764,1018911880,1024090791,-1105213156)+W(11,-1098590565,1057027323,-1140316975,1023234987);sum2=W(0,1017320792,-1151813795,-1114719136,-1127138406)+W(1,1024237362,1038691322,-1115193567,-1117132961)+W(2,-1104426322,1035777956,-1122656452,-1114810881)+W(3,1033153774,1023133248,-1094043595,1044557822)+W(4,1043828952,-1134215421,-1109723345,-1096979800)+W(5,-1067432541,-1081748159,-1105451925,1025666138)+W(6,1038092476,1051436512,-1094705611,-1094662263)+W(7,-1118217110,1023161212,-1111785287,-1136600857)+W(8,1084038773,1059186895,-1118750811,-1141123106)+W(9,-1119671739,1043953938,1051561136,1023890070)+W(10,1026839182,1009024009,-1109901657,1038440342)+W(11,-1097692319,1021470996,-1114305884,-1122422926);WS(-1090600151,1059961608); +sum1=W(0,1026132748,1003856660,-1086859502,1051724689)+W(1,1051693682,1032934656,-1119499740,1023957057)+W(2,-1105095800,1035359281,1030063117,-1123043606)+W(3,1009974340,1043713207,-1089372619,1059175635)+W(4,1040699442,1034542394,-1113885561,977342510)+W(5,-1080432315,1059908410,-1106762114,1018557983)+W(6,1031101992,1051525550,-1084623068,1060487798)+W(7,-1114853678,1019132432,-1111559238,1025363409)+W(8,-1086083942,1059822844,-1116041416,1031213982)+W(9,1038517558,1031878320,-1090836983,1051599439)+W(10,-1130086580,-1150140386,-1109274083,-1114083846)+W(11,-1097114792,1057278953,1040974422,-1138998830);sum2=W(0,992923986,-1099561897,-1105536701,1079165891)+W(1,-1067147152,-1122782084,-1162949315,-1123994385)+W(2,-1114799541,1071631223,-1073660425,-1122543983)+W(3,1026898877,-1116860796,1049791100,1068780303)+W(4,-1081838471,-1095462698,-1114052913,1033030662)+W(5,1035377948,1075632919,-1083671230,-1097530520)+W(6,-1129262506,1024241717,-1088177074,-1093777203)+W(7,1057542893,-1107750254,1033577774,1027801571)+W(8,1049717575,-1083766160,1057183721,1032284006)+W(9,-1129225578,1041458479,1043978030,1029517847)+W(10,-1103299573,1025982179,1036380420,1050404867)+W(11,-1091169113,-1083354335,1061807320,1016984746);WS(-1077101366,1062204989); +sum1=W(0,1030791972,1034919675,-1119759728,-1099266697)+W(1,1044609922,-1131275309,1033145401,-1109323772)+W(2,1033209467,1032826652,-1108657922,-1142019948)+W(3,1041963978,-1109601924,1053457281,-1084468746)+W(4,1049423472,1005679697,974201395,-1098302775)+W(5,1054965265,-1116769210,1034832195,-1125973710)+W(6,-1122207423,1049858413,-1085314770,1055247733)+W(7,-1104833109,1038354000,987140211,-1163737350)+W(8,-1111164798,1051122507,-1113738245,1030630601)+W(9,1038549201,-1104961646,-1103072597,1043488164)+W(10,-1121147841,-1132893044,-1110991006,1022472166)+W(11,-1115893275,1036206931,-1131086146,1033991117);sum2=W(0,-1128313262,1013333880,1041733323,1023499747)+W(1,-1111312052,1026149469,-1111995834,1035550861)+W(2,1024909109,-1107108555,1015145454,-1188980193)+W(3,-1111474816,1047569009,1049082846,1042800306)+W(4,1017141780,-1123639612,-1108547758,1036006103)+W(5,-1093864056,-1137016284,1013541080,-1132476264)+W(6,-1123519406,-1104835579,1049905793,1032249988)+W(7,1034012446,987971164,-1107039325,-1119199538)+W(8,1005924363,-1146750815,-1119513572,-1118671040)+W(9,-1122872424,-1113807123,-1107099901,1024429363)+W(10,1036805530,-1119021692,1034342977,-1111926114)+W(11,-1117079308,1029021112,1021769214,1010774610);WS(1062330988,-1108933484); +sum1=W(0,-1130422235,-1127744279,-1103583502,-1112967222)+W(1,1030687296,1027221408,1014897395,1022571909)+W(2,-1095189640,1057599524,1033146447,-1115561596)+W(3,1027643186,-1103670303,-1097916197,1050533350)+W(4,1045948242,1024802772,-1143835797,-1110385841)+W(5,-1083565633,1066390108,-1104991248,1027456689)+W(6,1008148004,1042533684,-1085814590,1059916677)+W(7,-1098839314,-1125614226,-1128962907,-1104774725)+W(8,-1117452294,1050496965,-1114792086,1027191883)+W(9,1015454424,-1116892960,-1099231943,1049304867)+W(10,-1127702342,-1115468561,-1140840472,-1113171223)+W(11,-1103031657,1049771574,1032045679,1026854932);sum2=W(0,1032895988,1032830726,-1115406541,-1088204952)+W(1,-1092446016,1031989945,-1117467777,-1111744013)+W(2,1060942494,1054289941,-1123665301,-1104702594)+W(3,1028545567,1005059811,1047355779,1071613570)+W(4,1060958044,1046230999,-1111764526,984631841)+W(5,-1080183554,-1077634808,1046926373,-1100189171)+W(6,1041090350,1049595248,-1134532596,-1093147012)+W(7,-1113920155,1034621337,-1115412116,-1107906030)+W(8,1035977506,1042083474,-1097187857,-1132922134)+W(9,-1125773241,-1128022386,1020817981,1037668146)+W(10,-1142970826,-1117116166,1023304410,1041765137)+W(11,998580490,1032116542,-1125184917,1022449461);WS(-1109331804,1042368707); +sum1=W(0,-1127022377,1017844485,1059385318,-1100795701)+W(1,-1111987554,1016900750,1024616740,-1131144083)+W(2,1050963589,-1097056965,1029893237,1023074109)+W(3,-1123466393,-1107976561,1060165431,-1085607547)+W(4,1029216560,-1112887422,-1123208698,-1113085828)+W(5,1059271336,-1083778221,1039937652,998408382)+W(6,-1123129456,-1114039899,1060839292,-1087428756)+W(7,1032072458,-1132276000,1019270569,-1111910285)+W(8,1056907678,-1094957746,-1114977786,1030127674)+W(9,981412042,-1118232839,1049849056,-1097540376)+W(10,1024925794,1027413302,-1140654132,1022571624)+W(11,1053487153,-1103251894,-1099334072,1016237783);sum2=W(0,1032849952,1026055449,-1062565523,-1095655110)+W(1,-1117249787,1033345650,-1124884727,-1115329827)+W(2,-1069645041,1045607629,-1117682124,-1126204236)+W(3,-1113876395,1027815845,1071954840,1038549538)+W(4,1041120073,-1111681252,-1129227720,1037903820)+W(5,1082661778,-1099195860,1049745271,1027383795)+W(6,-1120368220,1033732250,1074466947,1038448988)+W(7,-1117133911,1003632367,1017198470,-1135699996)+W(8,1029601901,-1098438651,1028175479,-1122462785)+W(9,-1139825528,999495607,1010255452,-1108984513)+W(10,1021673198,1028818665,-1146042855,-1129930944)+W(11,1032971494,1036170224,-1119888169,1008778484);WS(-1115348316,1054745777); +sum1=W(0,-1137232980,1036166838,1049991788,-1091675395)+W(1,1017816583,1029575560,1010567825,1015838740)+W(2,1049110157,-1096298109,1034100235,1027659359)+W(3,1027515738,-1156212270,1058008076,-1087264777)+W(4,1034455816,1022248439,-1129778165,-1111605669)+W(5,1064241460,-1084812083,1015442096,1022178737)+W(6,1031078129,-1105267814,1060214194,-1090012802)+W(7,1038960299,1027280241,-1163675813,-1129353779)+W(8,1054590870,-1089909917,1024747424,1032358751)+W(9,1021335208,-1109102196,1041116785,-1099321920)+W(10,-1128935590,-1140454872,1015357019,1044530957)+W(11,1051902330,-1087098097,1001621141,1023518060);sum2=W(0,-1165172934,1029679520,-1126280148,-1133513625)+W(1,1007295249,-1112190701,1024206556,1020162972)+W(2,-1122180110,1032751166,-1123729058,1031911051)+W(3,-1116697030,1034059275,997668227,1058808820)+W(4,-1106696521,-1130859572,1027518769,1040171419)+W(5,-1097026624,1078058683,1051253388,-1110596693)+W(6,-1114129087,1027996817,1034726751,1074823993)+W(7,-1129919188,1030310076,1038375004,-1110434123)+W(8,1040744343,-1082346775,-1130957332,1020514684)+W(9,-1112102389,1034335827,-1102815825,-1066028315)+W(10,-1106067749,-1120038362,1033334280,-1129105068)+W(11,-1107441727,-1081349721,1046963831,-1140190249);WS(-1106429870,-1094013011); +sum1=W(0,-1180060253,1032914805,1051659804,-1083977393)+W(1,1044666432,-1143253052,1010730896,-1122572746)+W(2,1041447962,-1096070845,1042077981,-1112889935)+W(3,1021824818,1007289698,1049003466,-1090427610)+W(4,1040702780,1019043703,-1126648308,1032028260)+W(5,1055000463,-1110426966,1039434940,-1121648024)+W(6,-1129917792,1028442598,1028832887,-1154202266)+W(7,-1143541158,-1121855216,-1130361130,1044381070)+W(8,-1108621431,1047276227,-1126798128,1025638626)+W(9,-1120274467,997655159,-1127588999,-1106909952)+W(10,1034262401,-1112957869,-1140710069,1048974915)+W(11,-1092428073,1037115308,-1116914978,1027653084);sum2=W(0,-1113021585,1044056205,-1096040530,-1099894114)+W(1,-1101136816,-1129192316,1027309129,1042644451)+W(2,-1098848264,-1100852865,1051352325,-1127314210)+W(3,1040557912,-1130917417,-1086782093,1055980834)+W(4,-1094431966,1001033976,-1105312463,-1097839840)+W(5,1066533545,1060955207,-1105883820,1028457481)+W(6,1045635393,-1093830389,1047866369,1049480207)+W(7,-1100511063,-1109915970,-1102513438,-1101732547)+W(8,1049511378,-1136131482,-1095199310,1041484506)+W(9,1027399099,-1116545436,1054444603,-1099150452)+W(10,1057783348,-1111537389,-1114789238,1035602021)+W(11,1045074348,-1089010378,-1105061215,1038428609);WS(1043891118,1068855714); +sum1=W(0,1034864935,-1116934668,-1092449819,1054927906)+W(1,1034556804,-1137767170,-1115119790,-1132968331)+W(2,-1094480060,1036212657,-1105343195,-1110944332)+W(3,1021640868,1038582262,-1087769325,1059302628)+W(4,1039390277,1007166673,-1116826163,1007221512)+W(5,-1085866861,1065404307,-1118670257,1000130184)+W(6,-1131811026,1042862352,-1087019235,1060871017)+W(7,-1097654326,-1149095244,1023733166,1036137865)+W(8,-1090795981,1058788692,-1110180471,1038210141)+W(9,-1143217636,-1140157826,-1096174840,1054585007)+W(10,-1103987387,-1123846591,-1132040205,-1132089051)+W(11,-1088777568,1058320673,1039274926,1033742658);sum2=W(0,-1109312558,1043524956,-1128190925,-1098627702)+W(1,1046310591,-1109532722,1016877071,1022447527)+W(2,-1112207078,-1106898612,1038513036,1007593597)+W(3,-1119267190,1041115214,-1098728904,-1125515089)+W(4,1034661588,-1120394532,1012463989,-1113751024)+W(5,-1096567460,1069702771,-1085518745,-1104054586)+W(6,-1126846961,1044302697,-1103900959,1067943590)+W(7,-1080776989,-1120974914,-1130793473,1017381631)+W(8,1042180588,1068665203,-1076263106,1042247803)+W(9,1028514185,-1118188819,-1098746809,1066385707)+W(10,-1082060374,1009589981,987754923,1030898373)+W(11,1045698067,1053793920,-1093259035,-1114854661);WS(-1087649964,1019782291); +sum1=W(0,-1120416323,1030168161,1040415828,-1105270513)+W(1,1024428446,-1138699736,-1143853715,-1112895868)+W(2,1040272853,1031966316,-1115504066,-1138905653)+W(3,997344379,1041161399,-1108639376,-1088122706)+W(4,1050439898,986611002,-1117444008,-1109107148)+W(5,1066099001,-1107599501,-1101667648,-1107645603)+W(6,1021907901,1047711365,1016783474,-1089416651)+W(7,1046888529,998160367,-1121005123,-1121138472)+W(8,1034911086,-1111272734,1033038819,-1138080961)+W(9,1024251314,1000308143,1025062450,-1107120316)+W(10,-1142414472,1016114481,-1131127160,1016698342)+W(11,1039033917,-1102333873,1024070769,-1128756052);sum2=W(0,-1107127477,1040784536,-1117663793,-1112675945)+W(1,1039537683,1025325994,1033768126,-1100939724)+W(2,1017594321,1057262150,-1092150404,1019337948)+W(3,1023416069,-1105075327,-1107862291,-1072566694)+W(4,1066290117,-1099590626,-1125558334,1031863699)+W(5,-1098589794,1078638992,-1077578123,1051733383)+W(6,1043030557,-1103416126,1051532765,-1086195181)+W(7,1053259006,-1119314417,-1118774605,-1104742149)+W(8,1047503953,-1109470897,1050584179,-1100419866)+W(9,-1151915405,1042707477,-1106456825,1041105499)+W(10,-1103867215,1038050610,1000627574,-1121719211)+W(11,1014542959,-1106760943,1033290657,1002291590);WS(1061891500,1029739432); +sum1=W(0,-1120639769,-1106216192,-1113834067,1044238166)+W(1,-1114217922,-1131739160,-1135804195,1006283635)+W(2,-1103570763,991333090,-1139025510,-1118882723)+W(3,-1111424495,-1105829118,-1096510251,1059958553)+W(4,-1105864021,-1144807936,1029738303,-1090566706)+W(5,1051808376,1070740438,-1094764771,1034612526)+W(6,-1117498485,-1116262763,-1092264601,1055146526)+W(7,-1102695282,-1134494805,-1118615961,1034396863)+W(8,-1100309453,1034609097,-1115698885,1017541191)+W(9,-1125527056,1019261400,-1103214946,1035571491)+W(10,-1137185181,-1114134173,-1118385394,-1120846617)+W(11,-1103884676,1043753671,-1118241703,1003240643);sum2=W(0,-1121600381,1026550907,1038640235,-1118247849)+W(1,-1129506938,-1121040584,1006302792,-1138054916)+W(2,-1115693397,1032667651,-1150824496,1022873234)+W(3,-1119262688,1026195583,1049140618,-1131891756)+W(4,1032667233,-1116879102,1002488024,-1109251816)+W(5,-1070322023,1075955836,1037796079,-1123674716)+W(6,1029037035,989985520,1050244555,-1093462820)+W(7,1041966968,1023067742,1026568605,-1119850715)+W(8,-1111337441,1039467523,-1119306593,-1115823182)+W(9,-1136033516,1023268674,1034795019,-1123631905)+W(10,1011205316,1030765775,1023468893,-1113487368)+W(11,1032357843,-1111383976,-1140765060,-1117038411);WS(-1084563692,-1094583093); +sum1=W(0,1022703229,1012279186,1016172182,-1118740542)+W(1,1030161881,-1118949361,-1162852794,-1124105959)+W(2,1043937588,1029178707,-1113029519,1029291849)+W(3,-1132568844,1040618577,-1096721723,1047241030)+W(4,-1110742685,1002005802,1021772616,-1104495965)+W(5,975997096,1058138797,-1095587800,1026228226)+W(6,1024085850,-1108936808,-1105257082,-1098942649)+W(7,1044167852,-1121437018,996545514,-1134036365)+W(8,-1119752408,1033384955,1030217107,-1128298663)+W(9,1026223997,-1117471057,1035927703,-1119041259)+W(10,1033396614,-1127843472,-1146052282,-1121618798)+W(11,1030206390,-1135741956,-1114495566,1024441958);sum2=W(0,1025430445,-1154040649,-1116838887,1050769250)+W(1,-1101164186,1025324860,1022296570,1041313314)+W(2,-1089338077,-1110563158,1049390351,-1110459458)+W(3,1036981025,-1095051054,-1080092115,1047738904)+W(4,-1105225557,-1123670947,-1113204042,1045521896)+W(5,1068042633,-1105725339,1058198082,-1102419914)+W(6,1015494893,-1140159290,-1123762249,1046459196)+W(7,-1097909404,1036400862,-1113488118,1036274902)+W(8,1036460009,-1099991734,1042800199,-1121611661)+W(9,-1127432409,1033705522,-1115504399,1035671600)+W(10,-1112380024,1029427990,-1122316989,1014652738)+W(11,1034428960,-1109634740,1019626217,-1122111247);WS(1070570422,-1118483066); +sum1=W(0,1018165832,-1110069429,-1099959964,1060331110)+W(1,-1162935118,-1139421786,-1132852684,1031499417)+W(2,-1099020957,1050128623,1032275410,1009522871)+W(3,-1139725729,1040072889,-1084885570,1059366093)+W(4,1019497086,-1140197674,-1109730565,1042906054)+W(5,-1081528768,1062372980,996066926,-1117746023)+W(6,1028156415,1042919301,-1083523477,1058454089)+W(7,-1118811556,-1128372287,-1118139972,-1168228894)+W(8,-1091258848,1058887102,-1112630512,1014662756)+W(9,1024357779,1039947243,-1095225642,1048717802)+W(10,-1117991970,-1119179525,-1122455036,-1103975241)+W(11,-1094692227,1057283318,998336395,1028666043);sum2=W(0,1041833519,-1105638218,-1090712556,-1068172350)+W(1,1053466473,1031038629,-1108615966,1028972955)+W(2,1051586707,-1062545743,-1089644697,-1109024185)+W(3,-1125372171,1029956673,1040982790,1058445980)+W(4,1044082250,-1115541422,-1161988394,1048735800)+W(5,-1113315600,1081890452,1021891615,-1110157560)+W(6,-1113215633,1034458457,1025381303,1078990875)+W(7,1047100697,1034093689,1034531971,1025753183)+W(8,-1116357686,1057946443,-1138523317,-1121128958)+W(9,-1118383435,1036634769,-1096961046,-1129266047)+W(10,-1118643722,-1164400298,1028261725,1000882603)+W(11,1047278155,1020805991,1003167691,1023430939);WS(-1086946092,1067745931); +sum1=W(0,-1129718754,1043160110,1057051220,-1086793423)+W(1,1029510552,1019782728,1029399808,-1107060738)+W(2,1052187432,-1093519641,1041235060,1028876859)+W(3,1034551451,1035261538,1056679450,-1086890615)+W(4,1027399596,-1121687640,1031195606,-1095383669)+W(5,1065908691,-1082115172,1028581668,-1151056709)+W(6,1040134022,-1133919947,1053194351,-1091092163)+W(7,1039541441,985161115,1033121193,-1122710934)+W(8,1055695833,-1087806651,1022886169,1032179179)+W(9,1023151712,-1107305618,1050664148,-1106762967)+W(10,1035840335,-1137650955,1042343314,1042006276)+W(11,1051480109,-1086763775,-1123269599,1023858088);sum2=W(0,-1092038506,1049598436,1043882093,1042320103)+W(1,-1131832297,-1121740952,-1100127293,1048639033)+W(2,1037661877,-1103044471,1002123811,1029198842)+W(3,-1076970891,1064718435,1059313512,1034035103)+W(4,-1103733932,-1115216799,-1074419095,1072396257)+W(5,1057486689,-1104719409,1041582287,1010136401)+W(6,-1072137471,1071503744,1051417643,-1111075093)+W(7,-1115120295,-1128000009,-1071882845,1074270589)+W(8,1058040444,1044428409,-1139439905,1024386386)+W(9,-1075499422,1071966648,1034550731,-1105998171)+W(10,1008560441,-1120184167,-1077760287,1067893220)+W(11,-1109701446,1040427981,-1112073274,1030441594);WS(-1081254198,-1103496580); +sum1=W(0,-1115414444,-1146587219,-1093427101,1048836291)+W(1,1038644661,1040942563,1041339642,-1098606506)+W(2,-1097683981,1057498447,-1144521152,-1102869832)+W(3,-1098407452,1050459360,-1091994231,1058816906)+W(4,-1117884339,1036627839,-1130637434,1042214179)+W(5,-1078168847,1061921355,1040740783,-1165859686)+W(6,1020760807,-1117423418,-1095228700,1063391143)+W(7,-1099277734,-1107645994,-1101995566,1034598934)+W(8,-1092752622,1049596874,-1125383814,1047950513)+W(9,1047565230,-1122745995,-1097351785,1055225025)+W(10,-1125503451,-1104517417,-1100079212,1024450296)+W(11,-1094816186,1057483350,-1112883619,1038686359);sum2=W(0,-1101463653,1057761413,-1092703936,-1109493923)+W(1,1041760680,1014720459,1049429767,1067192921)+W(2,-1078098525,-1139460835,1028945771,-1117756514)+W(3,-1128244554,1075421514,-1071536845,1039603395)+W(4,-1114414573,1016362862,-1113723320,1075836777)+W(5,-1077415283,-1087182285,1045554670,-1118637934)+W(6,-1100253783,-1088665878,1059548308,1034610843)+W(7,-1106673179,-1125369728,-1100739127,1016894214)+W(8,1051692516,-1117875445,1032645955,1027339291)+W(9,1041910404,-1116933337,-1101242161,1013931579)+W(10,-1122014712,1013909643,-1105778187,-1111337535)+W(11,1048285068,1038460759,-1113595007,-1124961818);WS(-1089093868,1047195432); +sum1=W(0,-1139038025,-1108646892,1042227448,-1116853265)+W(1,1032512066,1015754506,-1146634508,-1102493258)+W(2,1050027260,-1113152371,1037772585,-1111624526)+W(3,-1107247574,-1102675263,1055627170,-1102292967)+W(4,1040310103,-1122052409,-1111039036,1027299238)+W(5,-1094097439,1059178599,-1120135685,-1123630421)+W(6,-1111569431,1043334313,-1086063146,1064850945)+W(7,-1097054397,1035574535,-1131070116,1035038251)+W(8,-1091453053,1055758905,-1107670363,-1126001639)+W(9,-1123633457,-1130835530,-1104540112,1047069456)+W(10,-1109953256,1015067608,-1125658710,1006218639)+W(11,-1100496626,1028822677,1033685440,906381938);sum2=W(0,-1103632983,1051248459,1050224986,-1112111441)+W(1,-1114055425,-1111599379,1043805370,-1102825598)+W(2,-1106748849,-1107415409,-1113209339,1037386114)+W(3,-1100282419,-1110573499,-1142028319,1047715488)+W(4,-1106125891,-1107474855,1043204826,1027245233)+W(5,1068200484,1064575785,1034756297,1042201726)+W(6,-1107284068,-1115422824,-1110893073,-1116519441)+W(7,-1121811913,-1115818225,1032596944,-1088944566)+W(8,-1082511144,-1166081973,1036646608,1036836551)+W(9,-1115324019,-1119815045,-1101546175,1033478296)+W(10,-1139772871,-1107371535,1038389706,-1103855212)+W(11,-1099926119,-1112155627,1042197713,1026011708);WS(-1121781432,-1075996235); +sum1=W(0,-1139185884,-1104344139,1055178280,1023675446)+W(1,-1115352921,-1116105386,1017932812,-1106763371)+W(2,1050633065,-1102467779,-1113788396,-1134059780)+W(3,1031934942,-1097501556,1061458986,-1098857564)+W(4,987917899,-1113912527,986151814,-1122902443)+W(5,1056941803,-1087567683,1038547421,-1136836585)+W(6,-1164665422,-1153685131,1057254916,-1091469811)+W(7,-1108760371,1007170123,1000199096,-1127990679)+W(8,1045616484,-1104204108,1011665321,-1128021832)+W(9,1007298263,1001735501,1030315686,-1129857478)+W(10,-1121847517,-1154396360,-1140438078,-1113474827)+W(11,1046908556,-1103515070,-1118109260,-1121041198);sum2=W(0,-1168649543,-1097479461,1049098480,1042706476)+W(1,1041988609,-1106980555,-1129109975,-1104465921)+W(2,1049155382,-1102354715,-1112820525,-1122042062)+W(3,1016893178,-1103938775,1057022497,1043506300)+W(4,1047765539,-1105649317,-1132018102,-1118749694)+W(5,-1098731951,-1097087336,1046909100,1031531696)+W(6,-1117453381,-1115486085,-1119719509,1057524747)+W(7,-1100642605,-1114531186,1023462612,976518647)+W(8,-1106384437,1036026738,-1121071990,1040948740)+W(9,-1106957470,1025546665,-1098317799,1045328977)+W(10,-1106523641,-1113359258,-1115823387,1034975399)+W(11,-1105263623,1035074429,1003192501,1033488186);WS(1058868844,1053114578); +sum1=W(0,1019520880,1047026923,1040716289,-1095841007)+W(1,1020793813,1026453035,-1122446279,-1120049453)+W(2,1048040834,-1093651986,1039005404,-1117418946)+W(3,1037061470,994701546,1059285152,-1089525095)+W(4,1046415125,1019785277,1025396381,-1104790763)+W(5,1063349990,-1081113852,1040363303,-1114838686)+W(6,1029402067,-1104820950,1062179110,-1086213616)+W(7,1045703966,1030676884,1031841884,1021084025)+W(8,1056787146,-1087503095,1041196477,1024749253)+W(9,-1120186199,-1105237507,1046529242,-1091401861)+W(10,999605293,1004229292,1033549944,1009185118)+W(11,1057448647,-1088312360,1036113571,1022861598);sum2=W(0,1050427341,-1089070569,1053219089,1067490860)+W(1,-1080930470,1058659628,-1106859908,-1111523090)+W(2,1052246278,-1093125710,-1078811541,1066232343)+W(3,1035861035,1043538575,1059060280,-1078649576)+W(4,-1074777053,1073277874,-1112488680,-1097196972)+W(5,-1088179143,-1087268097,-1075643449,1065823003)+W(6,1032409135,1036654054,1017346040,1059384755)+W(7,-1124572738,1062269032,-1122621450,-1133854060)+W(8,1043005089,1062938540,1049929252,1043425453)+W(9,-1104767713,-1130574088,-1092034159,-1093321870)+W(10,-1112625720,-1092663388,1046587865,-1093068011)+W(11,1052143300,1059539225,1059287102,-1098215774);WS(-1074642550,1059001037); +sum1=W(0,1033877849,-1105864948,1040506928,-1096349630)+W(1,1046552293,-1110243859,-1114814273,-1133959838)+W(2,-1108476642,1023714759,-1108357401,-1127057913)+W(3,1017602926,-1106724665,-1098100854,1055335876)+W(4,1032280783,-1147216585,-1122785432,1042832010)+W(5,-1084427489,1065396984,-1132282059,1033899323)+W(6,-1119942606,1046400581,-1083890617,1062559324)+W(7,-1113686945,1032718711,-1121541554,1036804396)+W(8,-1088670813,1061684023,-1104721044,1025273824)+W(9,1004629641,1032924291,-1090515058,1051195620)+W(10,-1110306392,-1122497752,-1103073299,1039804561)+W(11,-1095458045,1054342111,1031943308,-1121848889);sum2=W(0,1024273115,1021686194,1043888107,-1108335658)+W(1,-1077891718,-1110849641,-1131612410,1025348247)+W(2,-1101286924,-1122239076,-1091711743,-1111108183)+W(3,-1107407950,-1105777061,1048538591,1046097166)+W(4,-1097181377,1033944270,1041256788,1042238427)+W(5,-1090332406,1036931728,1065426853,-1111979954)+W(6,-1117121277,-1126779625,1053208564,1040874893)+W(7,1063431633,1039617071,1031505312,-1118046720)+W(8,1043322093,1040745205,1040529954,-1105370761)+W(9,-1110072407,-1118330488,-1135252559,1050743072)+W(10,-1097546746,-1122096807,1016793154,1027338756)+W(11,-1116082242,-1096125238,1050690616,-1122718137);WS(-1088674604,-1128666815); +sum1=W(0,-1123914807,-1112902532,1031043843,1051063687)+W(1,-1094561666,1018478931,1016031116,-1154837176)+W(2,1033184452,-1131397783,1025159063,-1134237698)+W(3,1014718188,-1114821559,1015481863,1027540319)+W(4,-1102063788,1024172061,1024027612,-1098901213)+W(5,1054517603,-1102428675,-1104802482,-1126359028)+W(6,-1145356432,-1103324234,1051928805,-1094753613)+W(7,1021380397,-1133861065,1024193015,-1099251759)+W(8,1059978813,-1100081596,-1111732847,-1114031158)+W(9,-1124389866,-1119376425,1047372601,-1110958225)+W(10,-1154253637,1028470484,1032770888,-1101826270)+W(11,1062901239,-1101878062,-1113334654,-1114369951);sum2=W(0,-1125911137,-1108931889,1017628143,1050970701)+W(1,1035307535,-1132880011,1012595671,-1114639139)+W(2,1032292317,-1128469007,-1112594616,1026392505)+W(3,999266341,1007405169,-1114156858,-1110785518)+W(4,1028698628,-1126668834,1044288444,-1110292957)+W(5,-1067836662,-1074929312,-1112320536,1035975658)+W(6,-1101165077,1050109344,-1072172899,-1105301985)+W(7,1032862316,-1115294669,1041147790,1041510968)+W(8,1037860217,1044362436,-1133865234,-1122721591)+W(9,-1113177198,1029583838,1074693740,1048694785)+W(10,-1121233078,1027549527,1025832748,1046353900)+W(11,1081403750,1057358913,1015908463,-1114367420);WS(-1092184279,-1114774309); +sum1=W(0,-1112548452,1035183681,-1114927434,1044352162)+W(1,979364527,-1115173597,-1120800919,1038305887)+W(2,-1101125062,1039166894,-1131609361,-1182492945)+W(3,-1114639366,1043708422,-1087724142,1063427286)+W(4,-1093459700,1021495134,1008341430,1037535198)+W(5,-1103312811,1034792975,1048665209,-1113251558)+W(6,1009522319,-1098020135,1062809460,-1088121787)+W(7,1043037714,-1113757330,-1120506536,1029108045)+W(8,-1118967585,-1115071968,1023205859,-1113409875)+W(9,1034801619,-1128765878,1002077113,-1114196826)+W(10,1033949151,-1123554950,1022706306,-1106461058)+W(11,1043448960,-1129024277,-1126884683,-1115469664);sum2=W(0,-1130731300,-1113218164,1024876637,-1112264614)+W(1,-1099018413,1026854381,-1146462793,1028824397)+W(2,-1129593633,-1113338336,-1111675537,-1102804304)+W(3,-1114036842,1013989596,1044891209,1058622224)+W(4,-1088855347,-1102462733,1017173194,1034818358)+W(5,-1101530532,-1105838439,1059579881,-1108694945)+W(6,1027612469,-1104368005,1049606516,1050794194)+W(7,1042736448,-1114432119,-1121343755,1040334859)+W(8,-1097048862,-1102338893,1043492825,1019755962)+W(9,1027895615,-1123082454,1042764886,1040822444)+W(10,-1121501222,-1122392540,-1154268081,-1123775916)+W(11,-1113704648,-1122592353,1034905054,-1119817837);WS(1061153836,-1122742154); +sum1=W(0,1027853554,-1109089440,-1102650256,1051082942)+W(1,1027843188,-1131011401,-1115291137,1043116226)+W(2,-1115210274,1047414994,-1112215273,-1119605372)+W(3,-1171221910,-1138258466,-1112757431,1055597733)+W(4,1034632359,-1126942769,-1112977164,1050791197)+W(5,-1077890273,1055540065,1042514461,-1126698730)+W(6,-1121554637,1034471002,-1082648980,1061271560)+W(7,-1131618020,998349933,1022714404,1041098678)+W(8,-1093251577,1053866013,1046515591,1025132479)+W(9,-1157881362,-1134239506,-1097764996,1044732088)+W(10,1036747322,-1120958927,-1123187178,1034237593)+W(11,-1092621429,1032996986,1043087924,984532249);sum2=W(0,1031101174,-1102026314,1042272104,-1126868316)+W(1,1028240358,1023923290,-1132731961,1038074007)+W(2,-1090146581,1042331882,1036936531,-1128194324)+W(3,1022986308,-1092900468,1028046198,1039425711)+W(4,-1122656394,-1114483483,1017601076,1030590838)+W(5,1054179894,1068886648,1039233571,-1108833787)+W(6,-1126674740,1001758673,-1096188072,1049555295)+W(7,-1086618714,1026905222,1022398052,1001713969)+W(8,1035923987,-1096410864,-1090080092,1029729918)+W(9,1013813081,-1140283033,-1106500726,1036573795)+W(10,-1110072380,1035325123,1010235161,-1138091097)+W(11,1036670019,-1105222854,-1134061337,1035525391);WS(-1098883799,1037141561); +sum1=W(0,-1114839991,1039141586,-1110021469,1020247259)+W(1,1030453625,1040211480,1029657918,1034970850)+W(2,-1090767256,1029681923,-1119339247,-1126798193)+W(3,-1116594483,1048999812,-1089859629,1058872566)+W(4,-1104869706,1041448405,1034543274,1026227619)+W(5,1007604554,-1100094273,-1106749124,-1123771570)+W(6,1026816074,-1103366664,1063309440,-1090400131)+W(7,1040832320,1006844457,-1140770618,-1115755155)+W(8,1050338841,-1090199858,1023759014,-1131945671)+W(9,1035386535,-1109617409,1049028980,-1104209655)+W(10,1040157646,-1115455274,1007197468,-1117505278)+W(11,1050252341,-1101914812,1034144506,-1106217213);sum2=W(0,1003211606,-1120528483,-1156174412,-1122088448)+W(1,1034591096,1008615371,-1137674963,-1120827669)+W(2,-1165578649,1021421814,1046263423,-1109822394)+W(3,-1151639180,-1113012012,1045965141,-1108742643)+W(4,1043768035,-1107512724,-1126381316,-1125167698)+W(5,-1143882022,1025314463,1048434617,-1102660599)+W(6,-1125497686,-1133545211,-1157195276,1048741047)+W(7,-1100558843,-1103528899,-1120928387,1042115577)+W(8,-1139515595,1042307479,-1111490489,-1116374767)+W(9,1024650751,-1111755343,1024020315,1028526161)+W(10,-1106766859,1031989982,-1121709003,1034768106)+W(11,-1128894336,1033940928,-1105393784,-1146160726);WS(1056068055,1054753321); +sum1=W(0,-1151415881,1039080395,1057552055,-1089028090)+W(1,-1115248008,1035025164,-1148496799,-1110003853)+W(2,1043835198,1042243518,1050869997,1014222010)+W(3,1010657956,1010453293,1059020393,-1089501818)+W(4,1038857744,1019596694,1024019466,1036235820)+W(5,1056043521,-1077848098,1040563886,-1121658024)+W(6,-1130137728,1020552269,1059247988,-1085601017)+W(7,1031869090,-1123056704,1008503186,1036573197)+W(8,1054798584,-1088101382,1014726271,1035081577)+W(9,-1132133255,-1115513116,1050516586,-1102383812)+W(10,1037313809,-1137744617,1035499631,1040242409)+W(11,1047345767,-1092379525,-1116861746,1008326318);sum2=W(0,1028355794,-1096807405,1040605863,1067941768)+W(1,-1077104108,1052817152,-1106782132,1053669968)+W(2,-1138391825,-1075220438,-1095467240,-1103015841)+W(3,1035193429,-1113415499,1054131819,-1088459045)+W(4,-1094157882,1049259157,1019490884,1045145961)+W(5,-1117197986,1059082808,1063065831,-1103440804)+W(6,-1103311494,1033457423,1014178849,1050105229)+W(7,1061761756,-1095094287,1051099266,-1105194567)+W(8,1043284247,-1121773074,1042603721,-1122898552)+W(9,-1107701072,-1111393110,1045435457,-1120483817)+W(10,-1116379229,-1109769641,1017055868,995616995)+W(11,-1110630971,1023829774,1044996767,1018464332);WS(-1081368566,-1084412265); +sum1=W(0,1027068306,-1116002144,1048181720,-1097381330)+W(1,-1110979184,1021378954,1015688387,-1139602460)+W(2,1048418201,-1109028275,1018111780,1036715310)+W(3,1033201483,-1116483849,1059204754,-1086309497)+W(4,-1126061147,-1118145977,1018141039,-1108067395)+W(5,1059054739,-1080843359,1023153354,1024269909)+W(6,1032237687,-1114781410,1060863016,1035809139)+W(7,1043786804,1014428471,1022250212,-1101031910)+W(8,1054995541,-1090938969,-1102361409,1015803518)+W(9,1019999841,-1110135922,1048891912,-1097995920)+W(10,1017536656,1027639288,1019305877,-1115253585)+W(11,1054003721,-1098655035,-1110370680,1026153225);sum2=W(0,-1105480981,1050460434,-1098849709,1048076097)+W(1,1035320005,-1105501338,1035973965,-1096496755)+W(2,1051612828,-1090117310,1047120319,-1108725217)+W(3,1037165381,1049140757,-1090898849,1053634690)+W(4,1021130333,1039969785,-1106311589,1006710678)+W(5,1040931379,1066845841,-1083953982,1046728781)+W(6,1052000177,-1091756558,1058463605,-1077185739)+W(7,1057459457,1038345201,-1104974154,1044207757)+W(8,-1090778289,1058534342,-1091684787,-1141278071)+W(9,-1120302417,1032159893,1039812947,-1102438650)+W(10,1041032826,1040363142,1040627526,-1100748342)+W(11,1045155050,-1096398368,1045504944,-1109297232);WS(1040286894,1035975353); +sum1=W(0,-1171293815,1034319831,1059664710,-1091927835)+W(1,-1116625676,1013574450,1023182418,-1127987806)+W(2,1048633701,-1097464070,1029070026,1012611215)+W(3,996039142,-1102399280,1062256902,-1087363556)+W(4,1016696459,-1115123712,-1137235964,-1105596260)+W(5,1059153168,-1086480503,1000027879,1006568169)+W(6,-1135192533,-1103790599,1061115073,-1089057879)+W(7,1028964506,-1134032598,1025821242,-1108335719)+W(8,1056014846,-1099300213,-1108586113,1032814547)+W(9,-1128818097,-1114500598,1050028641,-1097571161)+W(10,1032749254,1020632239,1020463141,-1129600787)+W(11,1052737098,-1112421262,-1096430155,1016193698);sum2=W(0,-1115556642,1037372428,1085969060,1051814466)+W(1,1011471282,-1114698318,-1130243023,1030557532)+W(2,1077581449,1043810263,1030366783,1034280644)+W(3,1032034792,1049080310,-1074326256,-1103611514)+W(4,-1109496698,-1140286158,-1126476135,-1112452010)+W(5,-1064530882,-1081646826,-1129814679,1022645135)+W(6,1032996496,-1108874582,-1074476109,1033029539)+W(7,1035377868,-1126128243,-1138592966,-1125709403)+W(8,-1104386166,993676602,1007963430,1013431542)+W(9,-1121911846,-1147299853,1029772508,1034388196)+W(10,1005762565,-1114714998,1029413614,-1125845903)+W(11,-1109306490,1000946837,1024214725,1024966722);WS(-1128144240,-1105727419); +sum1=W(0,1008177348,1038442911,1034971295,1037111480)+W(1,-1119737674,1019898055,1008158465,1030921926)+W(2,-1108323937,1020025483,1015575522,1036155997)+W(3,1025380533,-1116236765,1041262911,1039711206)+W(4,-1096558626,1023258159,1041196118,-1091904121)+W(5,-1116818069,-1090328900,-1106145913,1038413850)+W(6,-1123971020,-1110541401,-1118195565,1053066642)+W(7,-1107602136,-1123851725,1038005880,-1155490648)+W(8,1050488689,-1108534613,1033678004,1027658998)+W(9,-1110790464,-1118346788,1005836543,1032777199)+W(10,1034582855,-1118860082,1022532691,-1132141153)+W(11,1035288564,1043217853,-1110557919,-1161170171);sum2=W(0,-1128930637,-1132037027,1018701611,-1110976033)+W(1,-1129623857,1029665439,1013105493,-1110061572)+W(2,1028677045,-1113315034,-1136221161,-1120215489)+W(3,1027020519,1023565141,-1097696705,-1136487341)+W(4,1045236380,1025952555,-1111106512,-1118411413)+W(5,1051172043,1064921249,-1100340880,-1120959951)+W(6,1033707008,-1104848450,1036460110,-1097426277)+W(7,1026225447,1006240491,-1108465338,1001195043)+W(8,-1134254189,1028959819,1033145987,-1118442072)+W(9,-1130609759,-1113096913,1035127174,-1113952185)+W(10,-1105387359,-1137489821,-1112986298,-1123693871)+W(11,1021784635,-1139702593,1025786651,-1119362634);WS(1066786198,1018352061); +sum1=W(0,1037807432,1042991174,1056116676,-1089303485)+W(1,-1115182496,1044944769,-1147124480,-1118935590)+W(2,1053008404,-1093203077,1032850856,1019595829)+W(3,1032919115,-1102401423,1058826232,-1091158043)+W(4,-1118679276,1030098999,1043153405,-1111703874)+W(5,1052869895,-1077398372,-1112497438,990101824)+W(6,1024885356,-1105747115,1063596395,-1088790919)+W(7,1041854800,1037575334,1040525108,-1109427003)+W(8,1052412861,-1096537905,-1158252416,1022825908)+W(9,1034093744,1036876386,1055303296,-1092801624)+W(10,1029739551,1042956152,1041644314,-1113217832)+W(11,1055747689,-1095292522,-1097656684,1027108728);sum2=W(0,1036031230,-1102747382,1040389106,1027629590)+W(1,1033840740,-1113736580,-1120880520,1035081854)+W(2,999021742,1048871361,1037408166,1036561850)+W(3,-1118383086,-1081312733,1046511529,-1102228261)+W(4,-1111365044,-1105995296,-1112120068,-1097589576)+W(5,1061513306,1059108854,1017984327,1037901466)+W(6,1044452135,-1136989239,-1098672489,1030279668)+W(7,1032578550,1024281094,-1113902667,-1101386787)+W(8,1028645652,-1090327880,-1098256610,1003868670)+W(9,1036248196,1038098664,1037598188,1046091275)+W(10,1055272900,1035521712,-1175016923,-1106083613)+W(11,1027306194,-1110606753,-1100293962,-1114802202);WS(-1088826540,-1072617048); +sum1=W(0,986338164,1037920241,1051799989,-1096657083)+W(1,-1131268440,-1122826702,1023136598,-1108211448)+W(2,1051897846,-1097067830,-1134063855,1022858827)+W(3,-1127817408,-1117329516,1060040519,-1085267217)+W(4,1034398076,1016624516,1038855104,-1098615294)+W(5,1068445460,-1091986338,-1104903024,1025833567)+W(6,-1112014844,-1156351446,1041659186,-1085224562)+W(7,1041222927,-1148095931,1032100206,-1125030464)+W(8,1049473503,-1095210946,-1123500579,1018816617)+W(9,-1114071293,1025960366,1046320643,-1103740786)+W(10,1021522163,1004333185,1031252724,-1128205111)+W(11,1053193450,-1098483636,-1110505437,-1135786218);sum2=W(0,1025188267,-1139275200,1040515214,-1131755519)+W(1,-1105181237,1030566925,-1121532154,1033600964)+W(2,-1111129732,-1105820182,1041295374,-1137053008)+W(3,1037371296,-1123953755,1035395064,1067277095)+W(4,-1104867399,-1131759093,-1111771837,1046721727)+W(5,-1119362505,1075696256,1058324165,1026363312)+W(6,1040037716,-1098628025,1046868281,-1070220409)+W(7,-1095490474,-1118056117,-1106548534,1040338433)+W(8,-1095083293,-1079865944,1030948623,1018203389)+W(9,1039102739,-1109104289,1045077862,1049591033)+W(10,-1107729189,-1128931569,-1109851481,1042987802)+W(11,-1121821072,-1113640498,1039251361,-1123620784);WS(-1126600048,-1081356549); +sum1=W(0,-1127841038,-1133929050,-1098403026,1044657313)+W(1,-1112364357,-1126110067,-1121393942,1032965854)+W(2,-1092154099,1056638003,1040562850,1036225512)+W(3,-1127713943,1033968271,-1092503722,1049224359)+W(4,1040769245,-1129561307,-1112866678,1043820719)+W(5,-1081570623,1066854747,-1105175211,1047740947)+W(6,-1130256197,1042942538,-1086843241,1055316562)+W(7,-1123699911,-1102743497,-1113126004,1043379215)+W(8,-1092479684,1058087872,-1108064855,1041161205)+W(9,-1135790871,1027795642,-1097678271,1032418298)+W(10,-1138101411,-1106598351,-1114110304,1034600139)+W(11,-1094287464,1051778533,999504676,1039116783);sum2=W(0,1002695390,1041236493,-1107205869,-1110230321)+W(1,1025661924,1013006047,-1122258341,1024135109)+W(2,-1167041196,-1120190201,1051920007,-1101224590)+W(3,-1122292123,1018577975,1048984334,-1063745707)+W(4,1083223141,1033459361,-1120933435,1034742596)+W(5,-1085659967,-1070580481,1079255156,1037086181)+W(6,1032169765,-1148289286,1041640777,1042707591)+W(7,-1110361303,-1105447820,-1117894001,-1155671947)+W(8,-1108030745,1049556353,-1097500712,1029970779)+W(9,1003179774,1027950533,-1123201389,-1106095214)+W(10,1030518681,1006793819,-1138289315,-1116290259)+W(11,-1139220243,1050855401,-1105964729,-1115669085);WS(1044741550,-1111040261); +sum1=W(0,-1123328853,-1129171790,-1119860449,1045626213)+W(1,-1104602741,1022127887,-1102049737,1051367713)+W(2,-1091471693,1046305018,1044417333,-1107859535)+W(3,1040528310,-1097130129,1035652177,1049556145)+W(4,-1091825946,1033350174,-1104112191,1051950321)+W(5,-1092522751,1053940037,1049099055,-1124872112)+W(6,1024305776,1039437043,-1095677118,1055561708)+W(7,-1104689389,-1115808049,-1101315365,1045396986)+W(8,-1130673884,-1095468986,1055485165,-1115536169)+W(9,1021709031,-1108128612,-1112716514,1044018368)+W(10,-1103796617,1029190802,-1111623399,-1165073551)+W(11,-1121220876,1026385047,1036376309,-1122289340);sum2=W(0,-1104033148,1039328248,1040757730,1023457753)+W(1,-1105261590,1019934334,-1105436527,1038128967)+W(2,1010939044,-1118329847,1011822306,998732076)+W(3,-1109964889,1010051700,1051778220,-1098103909)+W(4,1019752394,-1151355224,-1097126651,1057153562)+W(5,1035481326,-1094975289,1037637839,-1112777586)+W(6,-1098141643,1057745438,-1094952202,1048659070)+W(7,1023965510,1012075272,-1090250993,1060383381)+W(8,-1102222701,-1098057265,1049957743,-1134551782)+W(9,-1116302593,1035812245,-1133841678,-1123621243)+W(10,-1104798795,1031321862,-1118233874,1044677482)+W(11,-1105877607,-1160321672,1036758948,-1124061226);WS(1065794902,1053657215); +sum1=W(0,-1121908120,1038333639,1027457764,-1123855831)+W(1,-1123864939,1004753494,1018314063,1031009517)+W(2,-1106391546,1034446294,-1121443224,1015085764)+W(3,1015310777,1039118671,-1097318831,1039330595)+W(4,1026117491,-1152877546,-1124873339,1034311430)+W(5,-1141167585,-1090069831,1040632671,-1119728987)+W(6,1031572020,1041290230,1054548019,-1096859758)+W(7,1028976296,-1155937596,-1147984576,-1120195837)+W(8,1053489270,-1090834490,1043686014,-1132243578)+W(9,1024640407,-1119856235,1041008530,-1105884449)+W(10,1007855863,999100652,1026486289,-1114392412)+W(11,1038700424,-1105777031,1023881277,-1148206328);sum2=W(0,-1111593455,1035072504,1043803228,1033408259)+W(1,-1104275307,998670368,1026283313,1028902500)+W(2,-1108682745,-1102620143,1005020832,1032181798)+W(3,-1106910582,1047373071,1040261276,1048908013)+W(4,-1100960524,1023771046,-1123416451,1053329938)+W(5,1067600226,-1090850305,1050480903,1032569956)+W(6,1050577288,-1092564654,-1072392505,1062297118)+W(7,-1138210428,-1112013629,-1128641646,-1100521328)+W(8,-1113219589,1017836657,-1168415746,1023611526)+W(9,1047088729,-1096962366,1049469167,1033530157)+W(10,1025688819,-1112880371,-1113858977,1017970524)+W(11,1037790473,-1125952722,-1131011166,1021270423);WS(1062391596,1012575503); +sum1=W(0,1031343933,-1118754907,-1124966418,-1110681406)+W(1,1044511208,-1105353116,-1104891955,1040079801)+W(2,1034244551,-1097175282,1039695694,1041572194)+W(3,1032025473,-1098309187,-1115351741,1051954479)+W(4,1024690888,-1106768761,1018981700,1047266492)+W(5,-1082667844,1046130725,1049723012,-1111177056)+W(6,-1107154694,1041578200,1034155267,1051147223)+W(7,-1103478091,1041859398,1037332142,-1102249736)+W(8,-1116669206,1052085167,1031631968,-1100878141)+W(9,-1113508494,1040475388,-1108675062,1003822408)+W(10,1001356052,1037747241,-1120166325,-1099931343)+W(11,1037232762,1045069376,-1120670778,-1115735812);sum2=W(0,1033523600,984378304,1029410276,1013286288)+W(1,-1149511552,-1114072340,-1111554425,1035520350)+W(2,1027721316,-1092144316,1040549613,1027894332)+W(3,-1129275556,-1139357832,-1120989222,1051778774)+W(4,-1101613332,-1138380800,-1122087690,1042336361)+W(5,1063527919,1062226267,1044728263,-1113445964)+W(6,-1124036306,-1098127108,-1086537602,-1106529787)+W(7,-1102568312,1042436209,1037981702,-1108770624)+W(8,-1087308230,1023869712,1043627655,-1103441850)+W(9,-1119955572,1031985496,1038170956,-1106223749)+W(10,-1109791564,1038090706,-1122349214,1030270440)+W(11,1040810725,-1113965912,1025118636,-1120264936);WS(1061969900,1065420380); +sum1=W(0,1002358108,1041410250,1005238718,-1098164717)+W(1,-1127598604,1013481849,-1132400117,1024825568)+W(2,1055004288,-1093641048,1037205414,-1128588267)+W(3,1036273784,-1111416381,1058195604,-1089452644)+W(4,-1122200151,995531041,-1121891281,-1112279056)+W(5,1065721300,-1081575699,1041630292,-1118185583)+W(6,1031471239,-1100377015,1058645356,-1095897092)+W(7,-1115380038,1031870564,1014037550,-1110955448)+W(8,1050103969,-1095327860,1033148051,-1125213521)+W(9,1015146068,-1140842745,1047622119,-1122283864)+W(10,-1112032609,1031659065,1021231496,-1109508230)+W(11,1050895308,-1101391147,-1107652840,-1167265945);sum2=W(0,1037378832,-1097408481,-1089422359,-1134521568)+W(1,1024014288,-1156999910,-1105869799,1040337956)+W(2,1064628576,1048269110,-1113808990,-1121898726)+W(3,1034348880,1050274911,1078490638,1055313899)+W(4,1025241947,1025759300,1010791317,-1124897054)+W(5,-1067190452,-1081189141,-1100728789,1010618498)+W(6,1020451237,-1105197585,1026583828,1051135592)+W(7,1047164907,981635389,1025476671,-1107003535)+W(8,1034175619,1043712009,-1112306567,-1142752483)+W(9,-1121382126,-1131733180,1030289482,-1114815155)+W(10,1025919494,-1158764013,-1144944739,-1128932040)+W(11,1035014695,-1125325948,-1116208218,1029088384);WS(1048733783,1027643848); +sum1=W(0,-1133845785,1036515120,-1088559253,1057953132)+W(1,1034283684,-1114935677,-1133175894,1023561851)+W(2,-1093510507,1049915371,-1130587597,1012777537)+W(3,-1135183403,1042717327,-1088396394,1060634166)+W(4,-1127730531,-1122593837,-1116789548,1030082171)+W(5,-1080791005,1063183646,-1114509469,1031486794)+W(6,-1148511502,1048693393,-1089662985,1058925305)+W(7,-1138682841,-1116148770,-1134260761,1034425221)+W(8,-1090323862,1044704560,1038705162,-1166921432)+W(9,1018609610,1039337356,-1100061261,1042697693)+W(10,1015444552,-1126426832,-1123833247,1027869798)+W(11,-1089888600,1047384498,1049640472,1023971661);sum2=W(0,994989105,1037891939,-1173716290,-1100065758)+W(1,-1120127409,1036146011,-1144072856,-1103317800)+W(2,1052666546,-1122814128,-1094230404,1054652553)+W(3,-1122509885,1037436931,1001371192,-1129250144)+W(4,-1083084807,1061875701,1026939205,-1127785128)+W(5,1040815920,1058553182,-1075758811,1067689129)+W(6,1028398855,-1103788534,-1100616833,1055924851)+W(7,-1074914963,1068744910,-1120878413,1034163445)+W(8,1020001090,1053725018,-1075891465,1067320464)+W(9,1025208177,-1127272012,-1134790452,1036740791)+W(10,-1081737398,1065190583,-1113678678,1026044831)+W(11,1043708121,-1123998093,-1084193900,1062426867);WS(-1084457324,1066101859); +sum1=W(0,-1146837948,-1111022815,-1115296098,1042035070)+W(1,1030912362,-1121095658,1016102797,-1125864729)+W(2,1038645029,1047347075,-1106508822,-1128702979)+W(3,-1115430590,1047559389,-1083544605,1059438663)+W(4,-1104927285,1022709564,-1115904029,1034715654)+W(5,1037951214,1052960194,-1167432352,-1129984885)+W(6,-1139281484,-1103064096,1057869073,-1083491782)+W(7,1045723406,-1123913107,-1117556663,-1108958078)+W(8,-1109939240,1046468604,1012598283,-1123056725)+W(9,1034492603,-1131712724,-1123954086,-1121536740)+W(10,1019381994,1026960983,-1124011056,-1131623214)+W(11,-1123535023,1043250206,-1110102674,-1128824061);sum2=W(0,-1125705477,-1127395739,-1105227463,1036906007)+W(1,1026846896,989272222,-1127756609,1044805550)+W(2,1015549291,-1109261657,1037043129,-1106679057)+W(3,993770127,-1097909373,1049252886,-1102191244)+W(4,-1097396928,1042524140,1034569455,-1177736375)+W(5,1058826852,1061852121,-1116961215,1013800282)+W(6,1010458600,-1116962018,-1119951878,-1086841826)+W(7,-1103314123,1033157194,-1119844207,1043096893)+W(8,-1094678765,-1128420796,1038664018,-1128652243)+W(9,-1122090273,1035619005,-1119199398,1021651597)+W(10,1035622840,-1124905499,1019369801,-1112228363)+W(11,-1109645851,1038741216,1019677755,-1126258736);WS(1067036470,-1087655195); +sum1=W(0,-1143851962,1018554747,1050955184,-1110423387)+W(1,-1106360251,1025799530,1026890311,-1120379564)+W(2,1053786273,-1098337218,1040602294,-1118031105)+W(3,-1106604063,-1114993347,1042552729,-1090196611)+W(4,-1134551499,-1119796702,1016195769,1022258327)+W(5,1063572966,-1083965137,1045568787,-1110210301)+W(6,-1138731339,981655329,1058367344,-1084059678)+W(7,1046272662,-1132188582,1037080924,1045778247)+W(8,1055564522,-1090231591,1028646847,-1117810092)+W(9,-1121217270,1025121994,1047575674,-1096786628)+W(10,1026932869,1021012754,1029907824,1023696087)+W(11,1048845230,-1095677575,1027665749,-1118338222);sum2=W(0,-1113854255,-1108417433,1042382895,1025435556)+W(1,-1108154666,1042045079,1028862084,1033605964)+W(2,1032534216,1033584957,1046901615,-1105415159)+W(3,-1104900936,-1109151867,1017793091,1033281558)+W(4,-1111336587,1039313065,-1104116954,-1102487521)+W(5,1067799294,-1099286824,1036137805,1005958605)+W(6,-1114719178,-1071728118,1077900204,1056033422)+W(7,1024983956,1020191839,1040474278,-1073652757)+W(8,1051278318,-1113833767,1034492621,-1114752489)+W(9,1048817634,-1090221130,1048299521,1011833167)+W(10,1033542750,1024757388,-1122519186,-1102125815)+W(11,-1105402373,-1107682623,-1127962013,1032711916);WS(-1087701164,1071308133); +sum1=W(0,1040776942,-1100025248,1040244657,1047131214)+W(1,-1116520012,-1152028354,-1112915908,1039729431)+W(2,-1108101926,-1104971284,-1123736282,-1120800451)+W(3,1032135583,-1111499300,-1107965963,1036283892)+W(4,-1105297773,1024489952,-1109010607,1047911115)+W(5,-1095250332,1057920197,1040789767,1038925278)+W(6,-1125896234,-1096854047,-1097276733,1057601759)+W(7,-1089523085,1034463851,1033070381,1047586960)+W(8,-1104060437,1046835436,1046328829,-1130324381)+W(9,1001383873,-1100475875,-1129328465,1017446731)+W(10,-1107686492,-1112186573,-1127540900,1025720505)+W(11,-1115131352,1041767855,1031878575,1015088161);sum2=W(0,-1089646175,1060062242,1050551269,1017421696)+W(1,-1124178965,1023971829,-1112379036,1018139178)+W(2,-1096611550,1040955729,-1115297526,-1112174927)+W(3,-1087427677,1066898400,-1116330565,1035645225)+W(4,-1111832492,1035838465,-1088789602,1066001716)+W(5,1056235229,1040223965,1027731712,-1128027042)+W(6,1059010203,-1079880526,-1118197619,-1114176344)+W(7,-1106279788,1015547306,1060985431,-1081253059)+W(8,-1102574794,1044677785,-1130074994,1033729011)+W(9,-1139584980,-1095878540,1039647840,-1100382074)+W(10,1040262609,-1110899873,1054225000,-1095013927)+W(11,-1099698701,1035015292,-1124507789,1032866060);WS(1063980716,-1121784884); +sum1=W(0,1027357276,1046480497,-1094692773,1050884987)+W(1,1046796692,1025153935,-1104528667,-1121849329)+W(2,-1090457523,1048987838,-1098583576,-1107151594)+W(3,-1122859745,1049050976,-1090130146,1057733925)+W(4,1037378828,1016110982,-1107033792,1046903620)+W(5,-1084796508,1061180023,1034725880,1023598816)+W(6,-1105809438,-1128776604,-1089370535,1054317580)+W(7,-1096435840,-1114135692,1033196814,1050194992)+W(8,-1105629197,1055134019,1049629536,1040596522)+W(9,-1111338526,-1112079704,-1093813713,1046804578)+W(10,-1097780651,-1113598601,-1111105883,1037688238)+W(11,-1094775914,1057027842,1038664949,-1127372967);sum2=W(0,1041589168,-1098133521,1031854878,-1105720063)+W(1,1035016760,-1121214780,1024315846,-1106371173)+W(2,1051327081,1023684981,-1128261352,1011090873)+W(3,1043663909,-1106740015,-1108849860,-1124767392)+W(4,1035542785,1029549000,1040621380,-1107177437)+W(5,-1106409587,-1127108094,-1111599720,1034668152)+W(6,1040212968,-1111131552,-1120392794,-1102248051)+W(7,1051247500,-1136161665,1033384296,1040430896)+W(8,-1093765703,1050935529,-1102687331,1018485311)+W(9,1014426993,1032409853,-1107120761,1033359350)+W(10,1037002974,-1126387868,1022694293,1003633577)+W(11,-1104283048,-1128561530,1026574958,998242826);WS(1047153326,-1105960410); +sum1=W(0,1032318440,-1105871782,-1111485966,1043448020)+W(1,-1110710801,1019497606,-1133035902,1024269605)+W(2,-1098984649,1044051929,1028564080,1019882933)+W(3,1023033002,-1110369667,1050315790,1059563250)+W(4,-1113831750,-1118335287,-1111741083,1047130673)+W(5,-1080272088,1053459949,1024144723,1018957863)+W(6,1009988015,1043587009,-1086889743,1061038806)+W(7,-1117616080,-1122250988,-1126171361,-1113373146)+W(8,-1098309317,1044456898,-1145766181,-1124691083)+W(9,-1183551252,1035984354,-1105786176,1048086975)+W(10,-1114741783,-1123242346,-1118067977,-1111622952)+W(11,-1106267538,1037611273,1040212689,-1150984053);sum2=W(0,-1132142402,-1109262360,1044069954,-1111364284)+W(1,1031679549,1018817977,1019405455,1034679642)+W(2,-1104355470,-1108806456,-1097044621,1034241557)+W(3,1022592575,-1099677890,-1119884477,-1066728208)+W(4,1043056057,988348592,1002713172,1048612806)+W(5,-1094376769,1079847520,1057366851,-1114461524)+W(6,993592760,1036415285,-1110824904,1060715429)+W(7,-1104696735,-1107038514,-1120241477,-1118742739)+W(8,1031998111,-1103911380,993276152,1036085605)+W(9,1024283135,-1125545553,-1128336378,1028262793)+W(10,1012785110,-1128734189,-1139068036,-1129249399)+W(11,1030577347,-1127589036,-1133646774,-1182233281);WS(1056964652,1042968547); +sum1=W(0,1026864302,1044356666,-1111481597,-1091567350)+W(1,1041608192,1008927875,-1136392949,1026146499)+W(2,1051097712,-1098882624,1029687022,-1130908784)+W(3,1024389106,1030265493,1040695131,-1090350559)+W(4,1042991030,-1127664937,-1126999334,1038248593)+W(5,1052760426,-1081953599,1043333208,-1121268145)+W(6,1026043785,-1126651679,1056669112,-1095456258)+W(7,1044232931,952128323,-1130628252,-1146035092)+W(8,1038264227,-1102468122,1038520784,-1146879000)+W(9,1000688741,986691602,1027446877,-1109487565)+W(10,1033386798,-1137895230,1002882868,1033146167)+W(11,1040116499,-1110909592,1040618297,1023066122);sum2=W(0,-1155037894,-1109445776,-1106399184,1052866656)+W(1,1046069094,1012439553,-1117766868,-1132308185)+W(2,1041934367,-1111172948,1042904039,-1108172404)+W(3,1042293027,-1101307898,-1137539889,1058738313)+W(4,1045435531,-1110297962,1004126723,995397702)+W(5,1035303811,1064268129,1051607279,-1110625272)+W(6,-1123150924,1014206993,-1091518060,1052685347)+W(7,-1098813712,-1107185126,1015608713,1046458351)+W(8,-1124849601,-1090299347,-1150133894,1045339946)+W(9,-1135323377,-1120597884,1043824666,-1087905074)+W(10,1037110006,-1122419536,1030487760,1026431488)+W(11,1061366644,-1075431372,-1089430426,1049588119);WS(-1096061015,1045980634); +sum1=W(0,-1136709393,1047345176,-1089944925,-1113534082)+W(1,1020871950,1032683291,1028828435,1016418418)+W(2,-1096285771,1049565603,1021274185,1018404508)+W(3,997001355,1049157941,-1094897728,-1113216951)+W(4,1042276288,1027484139,1022855123,1032879612)+W(5,-1097979037,-1094660427,1039512084,-1119890439)+W(6,-1128346047,1042754713,1014307589,1031601097)+W(7,1028680388,1030972704,1031977874,1032419332)+W(8,1040846151,-1095562472,1044068336,-1125789619)+W(9,984865373,-1124110958,1042092045,-1109834744)+W(10,-1140756488,1031142826,1040707047,1040469689)+W(11,1041011167,-1093905225,1048548616,-1123584299);sum2=W(0,-1114682679,1055059251,1064739409,-1095220576)+W(1,-1100660553,1038444345,-1115477579,1024869090)+W(2,1031266096,-1113806527,-1105830101,-1132048253)+W(3,-1100789101,1055732865,1030176534,1040530242)+W(4,-1096186716,1040636888,-1113658391,-1122542034)+W(5,1067742275,1036337974,-1103152959,1015520805)+W(6,-1110942733,-1120682294,1062911121,-1087169731)+W(7,1035448471,1032588114,1044868728,-1107016239)+W(8,-1081471397,1042181045,1052603278,-1102136445)+W(9,1028313432,-1152832742,-1080677577,1042749891)+W(10,1033558186,-1134141481,1046472362,-1087243594)+W(11,-1077241450,1067213860,1052345796,-1112398105);WS(-1086603372,1061480206); +sum1=W(0,1025472273,1022341006,1006839158,-1102342404)+W(1,1042514621,-1114893026,-1143591172,1027469190)+W(2,-1128153798,-1124925900,1043263108,-1114252238)+W(3,-1124123051,-1141108008,1051787090,-1093885235)+W(4,1027880941,-1121794488,-1110008795,1042054049)+W(5,-1090097115,1058414043,-1105821275,1039892842)+W(6,-1124248793,1051331968,-1081435553,1063214861)+W(7,-1094479791,1028544109,-1127491490,1044174205)+W(8,-1089913687,1057428893,-1099759469,1041669328)+W(9,1014214528,1044005681,-1092574472,1052102264)+W(10,-1112069887,977928239,-1120184170,-1155225358)+W(11,-1096696337,1048742922,1035771431,1039400116);sum2=W(0,1037224808,1025638319,-1093017633,-1143762368)+W(1,-1119609796,995865588,-1109009263,1049599085)+W(2,1039705537,-1112746506,-1119534458,1021427773)+W(3,-1120793535,-1142324554,1040559103,-1099136162)+W(4,-1123476586,988834049,-1110258597,1028269513)+W(5,1053657173,1056581815,-1104556193,-1122952792)+W(6,-1112240446,-1132053081,-1120149375,-1118127758)+W(7,1044376501,-1114993482,-1151274598,-1119573384)+W(8,1043501160,-1147801478,-1107739102,1029987722)+W(9,-1120536233,1010517574,-1121251494,-1130373692)+W(10,1033895801,-1106681926,-1103902982,1008384356)+W(11,1035850418,1032229723,-1122521676,-1116132116);WS(1037058908,-1087106898); +sum1=W(0,1032385376,1026637522,-1098495714,1041048768)+W(1,1039729665,1017191910,1028077583,-1129390954)+W(2,-1107088868,1041268325,-1126519617,-1132138900)+W(3,1014613011,1048467894,-1108180359,1045140885)+W(4,1040649531,1035348883,-1151370839,1048758199)+W(5,-1093334653,-1080472255,-1114665834,997380151)+W(6,-1139761263,1043852440,-1108393155,1045570315)+W(7,-1125126080,1031307292,1027279360,1034990442)+W(8,-1097414435,1045361342,1035082182,1030937245)+W(9,1022565566,1017011558,-1111470776,1028923180)+W(10,1023808326,-1138594135,1031834108,1036138504)+W(11,-1104527470,1036330497,1027790590,1036519916);sum2=W(0,-1111516802,-1131222514,-1097346809,1049467820)+W(1,-1118099733,-1111393075,1036231024,-1098228691)+W(2,-1128682274,1020406578,-1102087439,1039222222)+W(3,-1130951686,1034905648,-1113861539,1024259929)+W(4,1049541587,-1113826501,1031916934,-1090487171)+W(5,1052765954,1061096371,-1108988196,1025340241)+W(6,-1130989326,1032129266,-1108538807,-1104129123)+W(7,1033200380,1029417921,-1129631002,1035677128)+W(8,-1122282521,-1108918961,1042713844,-1111528334)+W(9,-1123615369,-1103168970,1038239484,-1114584358)+W(10,-1097598443,1034012496,-1119469958,1049196148)+W(11,-1116187122,-1129232626,1018354634,1029857705);WS(1054906071,-1091145324); +sum1=W(0,1029398237,-1120406171,1051536197,-1115196942)+W(1,-1136290815,-1126429728,-1140775857,-1106052861)+W(2,1046952684,-1109008729,1034481647,1032555988)+W(3,-1128656451,-1099422950,1057886666,-1097962977)+W(4,-1114344740,1015919623,1004160018,1032725545)+W(5,-1085942396,-1130426984,1050651652,-1108426832)+W(6,-1130732913,-1097841652,-1098611557,1048146402)+W(7,-1102043591,1040987294,1029686973,1037934865)+W(8,1042440654,1034532491,-1133864753,-1107032303)+W(9,1021855224,1036573848,1035129734,-1122054089)+W(10,-1124817654,1044439941,-1128798955,-1157619404)+W(11,1032622058,1027356128,-1126847669,-1115113714);sum2=W(0,-1113802973,1027581315,-1110955855,1047020911)+W(1,-1105727831,1022816774,-1116219822,-1112877584)+W(2,-1127685514,1021259086,-1118276653,-1129541322)+W(3,1020553430,-1110295429,-1097495000,1057623683)+W(4,-1110729082,997980814,-1109755343,1027296115)+W(5,1025841055,1053623791,-1104267868,1016281450)+W(6,-1131329246,-1126007358,-1104102640,1057318729)+W(7,-1106795812,-1105649969,-1112950186,1035099341)+W(8,-1110724235,1040083835,-1119773745,1031563375)+W(9,-1113313093,-1130784978,-1165405916,1048620928)+W(10,-1128480210,-1111917112,-1116367256,1035863861)+W(11,-1097352168,1039940909,-1110646461,1032754595);WS(1063926444,-1083200389); +sum1=W(0,-1110900111,1049653262,-1089993663,1052688460)+W(1,-1098055945,1042131972,1015785179,-1116391059)+W(2,-1106495964,1038385529,-1108169455,-1121748392)+W(3,-1132926346,1048988121,-1104923071,1045396422)+W(4,-1110654965,1039495970,1034778082,-1111931241)+W(5,1061854120,-1089207439,-1111176153,-1117097761)+W(6,1029162938,1002973694,1062129309,-1085048198)+W(7,1042255343,-1120523578,1024169214,-1107911937)+W(8,1059656227,-1087799869,1043917388,-1106362715)+W(9,1031086749,-1104277444,1047872627,-1096506545)+W(10,1012240783,1011366638,-1116484151,-1114837807)+W(11,1055218483,-1096830980,1049045741,-1098874335);sum2=W(0,1031260311,-1079593190,-1121246507,-1113337443)+W(1,985022717,1032096214,1008713252,-1080879443)+W(2,1035854140,1043424734,-1123981203,-1130846658)+W(3,-1110413739,-1099919153,1040572163,-1112705599)+W(4,1028350097,-1119780465,-1108083749,1067198745)+W(5,-1111993270,-1102589461,1035118406,1007072124)+W(6,1024382525,1061544601,1060638292,1044789771)+W(7,-1119559917,-1132931022,-1107516795,1037733964)+W(8,-1122943484,1040341398,-1123835438,-1131952682)+W(9,1032742989,1034769578,-1098923291,-1116338100)+W(10,1021760610,1028149723,-1107429215,1037726418)+W(11,1034609836,1030676197,-1114867192,-1115680064);WS(-1091090263,1040227933); +sum1=W(0,-1123880467,-1113261184,1033284496,1044923332)+W(1,-1105999782,-1135767575,-1114808049,1027485320)+W(2,1019377225,-1098653061,1042536309,-1127683258)+W(3,1014154590,-1101480756,-1102787036,1059927492)+W(4,-1095990282,1037484605,1032220316,1043855170)+W(5,-1094753319,1040011797,1044858269,-1120454550)+W(6,1018131933,-1088775234,1065098078,-1099661886)+W(7,-1091964998,1029352975,-1121223347,1021676847)+W(8,-1107869654,-1151140018,1045062557,-1109078132)+W(9,-1128795491,1031227206,1045897152,-1113799968)+W(10,-1109510984,1027724204,1008528046,1026364723)+W(11,1025551690,-1125551659,1023695008,1006311503);sum2=W(0,-1123304381,-1135928985,1039889929,-1113522433)+W(1,-1108136941,1038356153,1011470018,-1131363804)+W(2,1045400660,-1100907702,1038781261,-1139124254)+W(3,-1116901758,1044779190,-1100997480,-1104972678)+W(4,1052809383,-1105005165,1029761957,-1101932196)+W(5,1055172736,1058841413,-1093286229,1040780481)+W(6,-1135722528,-1097334030,-1087140500,1039800739)+W(7,1034962749,-1105451984,-1111769341,994986369)+W(8,1054550160,-1122473050,-1105965260,1042887374)+W(9,-1107033568,1042173475,-1110305303,-1109069053)+W(10,1038676003,-1114167820,1032808415,1025113569)+W(11,-1115908038,1032761157,-1155418681,-1152192529);WS(1063982124,1031276218); +sum1=W(0,1041442545,1031361481,1056936890,-1090353464)+W(1,-1122143798,1007942615,-1103090149,1026538936)+W(2,1055470587,-1090262005,-1101092681,1040474995)+W(3,1042807746,-1101400314,1060963845,-1096383728)+W(4,1031723710,-1103896066,1024468200,1034898060)+W(5,1061353486,-1078114170,-1122232454,1027975174)+W(6,-1106882536,-1103132501,1063510555,-1106902698)+W(7,1043143621,1030475455,1049721332,-1112916420)+W(8,1048946651,-1088793180,-1172995470,-1101011290)+W(9,-1101888878,-1139074135,1054541302,-1098771630)+W(10,1032268200,1044176219,1042454319,-1110788513)+W(11,1058321972,-1093460753,-1104729748,-1108198577);sum2=W(0,1015674059,-1109357907,1031332447,1066992274)+W(1,-1074609058,1048304191,1034996578,1024785272)+W(2,1048659656,1076858856,-1070866381,1030261153)+W(3,1026624942,-1129998179,-1108514478,1078632808)+W(4,-1068251573,-1098508369,-1128049054,-1120348186)+W(5,1052415888,1073772904,-1076608801,-1108782845)+W(6,999367802,1048014132,-1105319294,-1105884909)+W(7,-1103939197,1048310856,1021382702,-1105300006)+W(8,-1117149322,1038594495,-1109221944,1031934850)+W(9,-1124407536,1046166047,1010482847,1038514249)+W(10,-1098022157,1046147873,1029480964,-1116382211)+W(11,-1154249511,-1098756758,-1125235504,1038709270);WS(-1084008748,-1076428689); +sum1=W(0,995293936,-1119372516,-1088304948,1059786207)+W(1,-1137964103,1013109895,-1162911689,1036299874)+W(2,-1097059736,1051547992,-1125552990,1006687204)+W(3,-1138016718,1017340780,-1085861109,1060565598)+W(4,-1116363658,1002349741,-1132274729,1041960361)+W(5,-1081600491,1064118968,-1116908178,1007519945)+W(6,-1145295444,1044385332,-1083799507,1058261310)+W(7,-1119006543,994300076,-1131268254,1034368866)+W(8,-1090459925,1050466917,1026422690,-1119097260)+W(9,-1201649403,1043013720,-1104403080,1049921019)+W(10,-1131911306,-1123993357,-1135278623,-1103541652)+W(11,-1103180426,1042671596,1051353751,1023041036);sum2=W(0,1033856632,-1090933982,1068958128,1067844920)+W(1,-1095515318,-1124923033,1041148647,-1094617784)+W(2,1066199400,-1102124443,-1122244574,1042779533)+W(3,-1094518814,-1122277735,1055138982,1051248434)+W(4,1036900546,-1103088355,1045521814,1062250596)+W(5,-1070105649,-1078683071,1046136146,-1114411292)+W(6,-1128266986,1027053741,-1070096660,-1079091570)+W(7,1021983978,-1114099181,1033117136,1050179515)+W(8,-1082392713,-1089309992,1045719314,1023274434)+W(9,-1173165821,1033890948,1067349236,1047411220)+W(10,1050937215,-1124200313,1041230368,-1086799133)+W(11,1076979077,1070525583,-1091587052,1042022635);WS(-1081223670,1021288719); +sum1=W(0,1011016529,1035837139,1042651768,-1098433890)+W(1,-1129696110,995272815,-1123721507,1032041909)+W(2,1036928499,-1100608474,1024607124,1027549342)+W(3,1017381041,-1108640782,1055254255,-1094722148)+W(4,-1131079071,-1116321147,1017648243,1024313608)+W(5,1061777248,-1083909329,1047474926,1017435439)+W(6,1028006000,-1105590117,1061429156,-1087617676)+W(7,1036831026,-1122084432,-1122128468,-1108791100)+W(8,1052534382,-1091388554,1033276873,-1139273509)+W(9,1009660876,-1128783630,1049990152,-1104773376)+W(10,-1150770463,1024807730,1007983923,-1116825572)+W(11,1053483289,-1093454083,1005912461,-1125665142);sum2=W(0,1057380038,-1088994983,1016685185,998662038)+W(1,1040844632,1027712021,1057597982,-1085734595)+W(2,983594263,1031174835,-1116219635,-1109851055)+W(3,1069621581,-1072283812,1066773393,-1099503122)+W(4,-1134907857,1037507283,1060801069,-1079782207)+W(5,1060848632,-1097910780,1027931069,-1116080368)+W(6,1060050844,-1081640783,1043641192,1038323247)+W(7,-1111695032,-1123552119,1041938366,1046270010)+W(8,-1105013658,1026094487,1047921746,1028446195)+W(9,-1122435905,-1113922524,-1104981345,1036576275)+W(10,-1114519002,-1108250726,1024344515,1043446590)+W(11,-1105295106,-1145544806,1032973176,1031771441);WS(-1120405176,1052288640); +sum1=W(0,-1136485047,1040656325,1051431647,-1114886102)+W(1,-1113721480,-1115542032,-1120969533,1013423883)+W(2,1042796768,-1092939904,1039390695,-1165530871)+W(3,1032711321,-1108004548,1062809491,-1083705303)+W(4,1026161897,1020434857,1027237267,-1107763377)+W(5,1060861813,-1089040632,-1116341945,1024821617)+W(6,1021305874,1022040031,1027813500,1039332409)+W(7,-1108229347,1031183209,-1146847086,1040265357)+W(8,-1107918083,-1098943929,1035322940,1019272038)+W(9,-1133175986,1031093856,1039657966,-1112315213)+W(10,-1115465454,1024346473,1039673939,-1100629595)+W(11,1043412169,-1104541036,-1114748782,1012723731);sum2=W(0,1032873736,-1128467212,-1098460251,1024553592)+W(1,1047433570,-1128334191,-1106233681,-1131275971)+W(2,1035809416,-1114616785,1026776904,-1107845863)+W(3,1036788040,-1113770947,-1078975662,-1092555656)+W(4,-1132131619,1043173677,1009987037,-1088748320)+W(5,1062703231,1067981395,-1104531393,-1111351589)+W(6,-1117147579,-1097209973,1059662245,1058574054)+W(7,-1106248497,991598885,1018109057,1040210251)+W(8,-1110493560,-1103422592,-1125640736,-1107997815)+W(9,-1114508674,-1099376356,1052516052,1038056552)+W(10,-1107638185,1023829740,-1106556966,1050939532)+W(11,992650581,1026754378,-1107493388,-1106870741);WS(1050656983,1072047790); +sum1=W(0,-1128713579,1048792739,1050333168,-1097949975)+W(1,-1101689274,-1127716817,1026709637,1034799517)+W(2,1050171449,-1104033571,1036522731,1037025856)+W(3,1023201012,1014670385,1053203577,-1085647978)+W(4,-1115538280,-1116963676,1030859291,-1116111658)+W(5,1064066450,-1080119690,1043957990,-1112813084)+W(6,1041237492,1025355287,1060032700,-1088145917)+W(7,1037919995,1036783049,-1152997210,-1112906461)+W(8,1050694506,-1088560507,-1120212113,-1113565993)+W(9,-1155686725,1036463444,1053095469,-1105136840)+W(10,1035379762,1035776666,1040488948,1002270506)+W(11,1046913707,-1093840327,-1108210918,-1122514141);sum2=W(0,1032121925,1067037293,-1074821338,-1094551116)+W(1,1045030197,-1115959604,-1105031648,1072414374)+W(2,-1081225596,1050387420,1035683027,-1117669800)+W(3,-1130820039,1072723545,-1069168235,1050306407)+W(4,1054464199,-1109697271,-1105961083,1076922042)+W(5,-1068908234,-1080768789,-1129129027,-1106200850)+W(6,1040237041,1072846596,1068735095,-1110799161)+W(7,-1109242003,1041008693,-1091675607,-1079373087)+W(8,1050158994,1048692149,-1102086715,-1107790175)+W(9,1052906990,1048404715,1043049709,1039557097)+W(10,1050068036,1019897614,-1119953618,-1090018360)+W(11,1036354441,-1114340558,-1106557101,1034398799);WS(-1081468886,1041730784); +sum1=W(0,-1114247594,1021500053,1028761377,1044129269)+W(1,-1131183895,-1121682823,999910687,1042624634)+W(2,1005300019,1053438789,-1096850135,1029411807)+W(3,-1112649805,1043096639,-1100727404,1055682820)+W(4,-1106832988,1022343799,1022168820,1034747044)+W(5,1035906940,-1086991443,1038040260,-1113521452)+W(6,1009392321,-1103886814,1062898916,-1084075064)+W(7,1044548897,-1110992968,1025791509,-1101453262)+W(8,1054732110,-1098009154,1037861846,-1110478453)+W(9,-1115410306,1026735815,1042621601,-1097832968)+W(10,1022910341,-1125653940,1020540891,1034256626)+W(11,1041116931,-1117544535,-1121491970,-1112646442);sum2=W(0,-1109856908,1025315462,-1111613060,-1108093549)+W(1,1041489120,-1114414815,995541592,1040254152)+W(2,997512408,-1085520225,-1094645099,1040714423)+W(3,-1107331629,1035675473,-1115826672,-1103361463)+W(4,-1102705141,-1125997775,1043476326,1026228130)+W(5,1067108106,1059978555,-1121534122,1032256197)+W(6,-1104942022,-1101803200,1053887552,-1094292172)+W(7,1039802977,-1130615251,1039471517,-1123010638)+W(8,-1104388416,-1120534147,1017265579,-1129091643)+W(9,-1114856041,1040268905,-1120685867,-1108094032)+W(10,1040793483,-1108206349,1022399907,1028920354)+W(11,-1103458923,1040596394,-1107135380,1027593934);WS(1054796503,-1111794816); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -2.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-3.0, 3.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[4][0] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[4][1] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][0] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[9][1] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[9][2] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[9][3] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[10][2] = HOOKED_texOff(vec2(4.0, -2.0)).x; +samples[10][3] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[11][0] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[11][1] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[11][2] = HOOKED_texOff(vec2(4.0, 2.0)).x; +samples[11][3] = HOOKED_texOff(vec2(4.0, 3.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1118812211,-1126504964,-1120674615,1037346316)+W(1,-1120777358,-1137814218,-1128256674,-1118580651)+W(2,-1118354985,-1117760744,-1117458482,-1097807929)+W(3,-1114916026,-1101147334,978731342,-1112914505)+W(4,-1108702207,-1127312137,-1124477727,1051925971)+W(5,1042061230,1032645830,1026597474,1040041685)+W(6,-1107177196,1040658850,1041726453,1061593601)+W(7,1053108884,1029100907,1023094846,1010634196)+W(8,-1116025261,-1105559165,-1102924251,-1098269094)+W(9,-1109857889,-1121960158,-1133406593,-1137769344)+W(10,-1113369587,1024463101,-1120327001,1015141868)+W(11,-1129934237,-1114359336,1018102856,-1124738995);sum2=W(0,1012167794,975711915,1007876102,-1112492311)+W(1,1037438381,-1104922990,1035896848,-1129478003)+W(2,1034293816,-1103749327,1042152488,1032768248)+W(3,1026775674,-1112883791,1009005510,1029694272)+W(4,1040949842,-1105000392,-1113573827,1065119806)+W(5,1049707133,-1118855570,1019305156,-1105233202)+W(6,-1073125242,-1097051670,1048636347,1064777150)+W(7,1035198208,1049268872,-1110039318,1045598091)+W(8,-1098861131,1026609280,-1103172582,1028248806)+W(9,1042916747,-1108803486,1037762592,1002108025)+W(10,1034317546,-1107080190,1037196612,-1106667446)+W(11,1024046979,-1112062411,1031133421,-1116379320);WS(1002542528,-1081598301); +sum1=W(0,-1123106403,1003194766,-1115291860,-1120609928)+W(1,1033033375,-1104418325,1031657633,-1140694509)+W(2,1018532849,1031358712,-1100442248,-1102109750)+W(3,-1124327881,1022719310,1042404749,-1173350542)+W(4,1058293919,1048723343,1060312385,1065191364)+W(5,1057579241,1055391647,1048926634,1057234642)+W(6,-1096563748,-1102943230,-1084853826,-1082116255)+W(7,-1090047916,-1090520747,-1115672903,-1088607906)+W(8,1033211315,1043311017,-1122032382,1048832547)+W(9,1045565001,1034840623,1040065984,1034960904)+W(10,-1104454821,1033034550,-1105126162,-1093430837)+W(11,1033480943,-1104668395,1041617645,-1100859732);sum2=W(0,-1118979564,-1136455954,1031647880,-1098733088)+W(1,1032618663,-1115252794,-1105564107,1028338874)+W(2,1038135851,-1098903542,1043936541,-1095471090)+W(3,-1114646115,1050331000,-1107943513,1030299514)+W(4,1040555036,-1113356687,1041172918,1058853402)+W(5,-1111675314,1042547849,-1102521857,1048036907)+W(6,1046730291,-1091503884,1053446821,1057969905)+W(7,1026777488,1032649026,-1097022326,1045220138)+W(8,-1098841046,1033064908,-1105844234,-1107613268)+W(9,-1104403193,-1109177822,-1106932655,-1104926499)+W(10,1010901456,-1105119573,1050988870,-1096003667)+W(11,1040941647,-1135105484,-1111654963,1015146572);WS(-1089089900,1057806976); +sum1=W(0,-1107295812,-1127595840,-1123024597,-1107414907)+W(1,1016079705,-1114511976,-1121404144,-1120167114)+W(2,1034138799,1025412102,1036945929,1043589025)+W(3,1048626936,1026901142,-1122208804,-1132433569)+W(4,-1095422036,-1098433268,-1092642698,-1086058047)+W(5,-1087422851,-1090938821,-1099844512,-1092394401)+W(6,1050726826,-1189029283,1055732365,1066834483)+W(7,1060391966,1050840209,1046023279,1054523402)+W(8,1041715821,-1122343505,-1122551116,1012137296)+W(9,-1112593208,1032081267,1025525231,1034856335)+W(10,-1107540610,-1114195981,1004508092,-1123010964)+W(11,1021997657,-1116540066,-1117735535,-1140325311);sum2=W(0,-1100068589,1040406565,-1105732125,-1129255625)+W(1,-1110986904,1041854514,-1108063740,1040297872)+W(2,1045053907,-1112537807,1034765996,-1096936254)+W(3,-1098576495,-1119869595,-1108123574,-1106886121)+W(4,1035618626,-1097933278,-1099579155,1047111871)+W(5,1056019034,-1119227686,1029490732,996712344)+W(6,1049401249,-1091711434,1056573344,1055190008)+W(7,1058665437,-1092612461,-1121089271,-1113107096)+W(8,1036897142,1040848725,-1089717374,1050298277)+W(9,-1089302244,1058580142,-1127874601,-1110437244)+W(10,-1103084156,1039746012,1030295740,-1110783667)+W(11,1041764164,-1100808273,1022690203,1034569294);WS(1049963735,-1124746024); +sum1=W(0,1006389467,991131306,-1124991168,1036315168)+W(1,-1114080443,1034164414,-1168983685,1034869786)+W(2,1034213253,-1110639240,-1124116580,-1106688436)+W(3,1016950458,1034354600,-1118357326,1046100667)+W(4,1058411598,1049374726,1060442825,1064243752)+W(5,1058630778,1057235431,1051622657,1028310995)+W(6,-1089111694,-1111102680,-1086690096,-1080857842)+W(7,-1086343400,-1086990857,-1099687954,-1090257402)+W(8,-1120169982,1039576302,1018630958,1032153615)+W(9,1034713638,1036089759,1035150121,-1126482082)+W(10,1033778855,-1134195605,-1122058050,1024033695)+W(11,1016006830,1017381585,1027377121,-1130216101);sum2=W(0,-1114775505,1022693528,1033686534,-1159675846)+W(1,-1112709023,1033838002,-1125624388,1032684170)+W(2,-1111353121,1040828458,-1108626677,-1179590680)+W(3,1041114289,1028829848,-1108121837,1037026782)+W(4,1051023520,1041444385,-1101109690,-1089609004)+W(5,-1101828769,1037546580,1033655640,-1104771455)+W(6,1077280281,1083159907,-1090827263,-1064966677)+W(7,-1073695373,-1090323484,1042738654,-1104201752)+W(8,1042396970,1039028690,-1129576724,-1146898193)+W(9,-1117377551,1046069066,-1098820901,1049907200)+W(10,-1100155636,1038899070,-1108327399,-1128357112)+W(11,1026559236,1017563688,-1149039617,-1119733667);WS(-1082925548,-1131273240); +sum1=W(0,-1130676005,1024417890,-1127912110,-1123681912)+W(1,-1128802908,1009745483,1030244593,-1124372951)+W(2,1028984921,1026031368,1046418962,1048544370)+W(3,1032747842,-1115143804,1035809011,1012870858)+W(4,-1090453298,-1094705109,-1088411833,-1080625999)+W(5,-1078821070,-1093720869,-1115224705,-1099806226)+W(6,1056020338,1048479050,1054709085,1056570469)+W(7,1060414079,1058018725,1048613352,1053689379)+W(8,1036092472,1026370227,1040943828,1016526011)+W(9,-1134933227,-1146727344,-1126383553,1034696072)+W(10,1031745797,1023514525,-1139610597,1039178347)+W(11,-1115579031,1033865376,-1123856496,1032018765);sum2=W(0,-1117505397,-1126832117,-1116692107,-1107644007)+W(1,-1117458583,-1123105101,-1117032217,1004815486)+W(2,-1114926763,-1140231915,-1125548157,-1125354742)+W(3,1042669208,1027773818,-1115355410,-1119603373)+W(4,1048798551,-1146496262,1045683415,1053833339)+W(5,1057710126,1032098567,-1100115369,-1110288078)+W(6,-1102904639,-1113101086,-1125191934,1000279686)+W(7,-1104919217,-1107525999,1032507221,-1103622420)+W(8,1025448640,-1129185935,1034411663,-1120274227)+W(9,1041220979,1022009255,1021108475,1039592007)+W(10,-1112830121,-1125809392,-1121525964,-1113082203)+W(11,-1111650191,1035574395,-1112638630,-1117835672);WS(-1089340204,1064822548); +sum1=W(0,1024560260,1017532199,1036465700,1032538389)+W(1,1031720480,1035008482,1020865894,1041385023)+W(2,1040632746,-1123651609,998268921,-1115892569)+W(3,-1109887627,1033415588,-1112010572,1043778521)+W(4,1042654740,1053882699,1058440180,1062655475)+W(5,1057084090,1054084900,1046711885,1050203279)+W(6,-1106019185,-1094337163,-1083627654,-1081203240)+W(7,-1087921069,-1086686700,-1098821294,-1083224116)+W(8,-1121721479,1033472482,-1112650528,1042941034)+W(9,1046201917,1038013786,1039144481,1043447032)+W(10,1037194524,1028050126,993325743,1013010462)+W(11,1035154240,1021897635,1027972046,-1131974615);sum2=W(0,-1108565409,1041490776,-1103680498,-1113858207)+W(1,1018958125,-1139146344,1024460115,-1111959213)+W(2,1034353453,1018486577,-1113519263,1052082200)+W(3,-1097140178,1046768714,-1098207895,-1128703602)+W(4,-1088688588,-1105841420,1037914109,1062919581)+W(5,-1095558118,1049328132,1041960027,1035231667)+W(6,1053209723,-1092734414,-1094792328,1049986423)+W(7,-1107726366,1044527939,1046336394,-1110040773)+W(8,1049996954,1039814215,1034343810,1012724150)+W(9,-1098318745,1024888668,-1106186917,1036710347)+W(10,-1107721619,-1122233136,-1116717915,1040029087)+W(11,1007719490,-1100531711,1037888927,-1102670680);WS(-1083458668,-1076208878); +sum1=W(0,1028803476,-1119221604,-1136427363,1033962333)+W(1,-1108948664,1041264181,-1108358441,1032628870)+W(2,1040683401,-1097616301,1042493937,-1106128994)+W(3,-1096558041,1044433886,-1097860853,-1123751924)+W(4,1046406904,1051879501,1058517387,1062475632)+W(5,1061490456,1053313566,1049919352,1054299289)+W(6,-1098733730,-1093169213,-1088547874,-1086787145)+W(7,-1088927588,1035939910,-1096390160,-1130402734)+W(8,1004468631,-1110693690,1024040880,1045297574)+W(9,1028806548,1038834422,-1095128350,-1106314264)+W(10,1030855367,-1111140815,-1127640694,-1108587948)+W(11,-1104411844,1040762412,-1118015030,-1165494119);sum2=W(0,1016611708,1037888148,-1105282980,1016374797)+W(1,-1146676672,-1118267731,-1130451858,1032410610)+W(2,1016478676,1037533502,1012928145,1042320298)+W(3,-1119445205,-1133007186,-1123652878,-1114217777)+W(4,-1110195557,1036667983,-1126800264,-1123884642)+W(5,-1097480948,-1111241984,1039970164,1039354964)+W(6,-1101004152,1029018929,-1092116144,1048907311)+W(7,1063932318,1045206632,1051255124,1032089604)+W(8,1040169462,1051795874,1041335879,1052196876)+W(9,-1105880602,-1088285853,-1095104183,-1090379026)+W(10,-1128480930,-1116498505,-1105668811,-1110762465)+W(11,-1096424000,1016609657,1029046774,1046489649);WS(-1104670894,-1131977046); +sum1=W(0,-1112648188,-1122872327,1034658686,-1105196647)+W(1,1040705957,-1105551222,-1121117111,1017793890)+W(2,-1127207577,1044660591,-1159198685,-1091967838)+W(3,1050515731,-1105182655,-1127322710,1049557794)+W(4,1054983097,1050049705,1055452918,1062208630)+W(5,1055187309,1051606290,1047450666,1052382814)+W(6,-1088875575,-1112061830,-1088327234,-1080890076)+W(7,-1103107959,-1088400827,-1103254713,-1097595959)+W(8,1031188251,1037435556,1047857485,1027642075)+W(9,1054501223,-1109004816,1042878098,1041414585)+W(10,-1103988635,1027063042,-1117747167,-1097581231)+W(11,1026629396,-1115427963,-1119280070,-1121163375);sum2=W(0,1016354951,-1117974191,1039379806,1055799129)+W(1,1043516685,1037116388,1033575170,-1131729016)+W(2,1027513536,1035918257,1037237024,-1144611727)+W(3,1028380863,1042440009,-1106882882,1025801393)+W(4,-1143898815,1029824032,-1103985849,-1097216592)+W(5,-1106760625,-1103814691,-1123395355,-1136138683)+W(6,-1120711631,1038928177,-1101088822,-1097673825)+W(7,-1124050651,-1105579212,1026359109,1011024469)+W(8,-1121835937,-1110582057,1009730353,1040607236)+W(9,-1115312251,1038947942,-1135830635,-1112603972)+W(10,1011202413,1027020738,-1113735870,1044957698)+W(11,-1114960631,1027787831,-1133116095,1008198659);WS(-1096559831,1037484900); +sum1=W(0,1028249855,-1134487991,1034313250,1016173128)+W(1,1027417370,1028347039,1000575210,1035635068)+W(2,1038422322,1027879764,1029515489,-1112460521)+W(3,-1107825326,-1123304579,1030471249,-1120703806)+W(4,1057397273,1048869250,1056640275,1065757625)+W(5,1058322735,1054334819,1052511918,1052376319)+W(6,-1091437192,-1098773026,-1086850776,-1083502823)+W(7,-1083394976,-1089694535,-1098313541,-1102551488)+W(8,-1101563608,1029769503,-1127965876,-1131269971)+W(9,1044386388,-1107441417,1031752252,-1098473097)+W(10,1033785689,1031362249,-1173649736,-1128247556)+W(11,1035484541,-1132373103,1034873120,-1142130892);sum2=W(0,-1112511339,1040888051,1033770332,1027239578)+W(1,-1109060021,-1135961020,-1113507810,-1110941727)+W(2,-1073555081,-1070793862,-1069228230,-1071158503)+W(3,-1080567434,1047598893,948656059,-1129804625)+W(4,1076402541,1075658117,1075655149,1077820889)+W(5,1045918702,-1118850699,1035044244,1026016583)+W(6,-1104998932,1054215981,1042820552,1046227202)+W(7,-1095422364,-1101978428,1045389579,-1103164541)+W(8,-1101584674,-1115233903,1010151672,1035248614)+W(9,1038949494,1049027220,1028467783,-1118124613)+W(10,1037626737,1015165170,1023929473,1033175695)+W(11,1025525751,1032251645,-1117328038,1042587545);WS(-1081931126,1073966570); +sum1=W(0,-1121849711,-1146361331,1017322599,-1106692309)+W(1,1025148299,-1106210884,1006422511,-1115138804)+W(2,1035175459,-1097410109,1043585907,-1120101763)+W(3,1050307440,1038219466,1023773090,-1132131774)+W(4,-1121951547,1026127169,-1144746721,-1091000962)+W(5,-1079735571,-1091953433,-1096168868,-1102445962)+W(6,1027761070,1045225025,-1106255910,1065386286)+W(7,1061827739,1056380469,1049682211,1046599772)+W(8,1025905706,1037511592,1043091875,-1111228857)+W(9,-1120837551,-1102991437,1003336935,1040799505)+W(10,-1114686833,-1113648733,1017686828,-1108319001)+W(11,1018597782,-1147707682,-1110127893,1028136822);sum2=W(0,-1106398945,1034732755,-1136096426,-1116038033)+W(1,1044672515,-1100200943,1037208365,1025870712)+W(2,1035173169,-1090565718,1037348813,-1089313148)+W(3,1037418911,1045738761,-1130864309,-1117649125)+W(4,-1101335301,1056357842,-1122254044,1066071262)+W(5,-1095175639,-1132458755,1007521414,1025322164)+W(6,1053305068,1050400788,1036743473,1057700465)+W(7,-1084949846,1003355997,1030076164,-1106413087)+W(8,-1121291886,-1115544374,-1105444760,-1086616818)+W(9,1050477957,-1102270714,1045722667,999303933)+W(10,-1109509581,-1107192051,1016457143,1022772267)+W(11,1033704361,1035291569,-1111299866,1024551876);WS(1052508503,1065718149); +sum1=W(0,1042149474,-1109127212,1041796883,1033122295)+W(1,-1120120612,1045736850,-1110374755,1038133568)+W(2,962035242,-1098223900,1027445007,-1108112926)+W(3,-1098175173,1043181559,-1100319159,-1102543586)+W(4,1048663227,1043423478,1055339346,1061167739)+W(5,1054196775,1055761732,1041284046,1051299336)+W(6,-1097510801,-1096660204,-1087758861,-1089406218)+W(7,-1094841886,-1105769888,-1103555357,-1120191499)+W(8,1028239019,-1104342914,1027971236,1037128774)+W(9,-1105773058,1042761157,-1101757237,-1105847257)+W(10,1038442493,-1109357577,1040109559,1025450507)+W(11,-1123303012,1044237597,-1111907879,1039590240);sum2=W(0,-1109097964,1021868522,1007318978,1032613655)+W(1,1002517286,-1126879582,1031113174,-1114937810)+W(2,1037136687,-1116667451,-1107845433,-1109068920)+W(3,1016069779,-1103760436,1030143702,-1118059752)+W(4,1031673749,-1094712046,1038331125,1040720319)+W(5,-1111158812,1056111085,-1106358629,-1121843086)+W(6,-1125393555,1041352693,1034962829,-1112580519)+W(7,-1106409067,-1106729155,-1106975050,1047380650)+W(8,1019467600,-1104433838,-1122570447,-1121851072)+W(9,-1113430896,1049773824,1036295980,-1122235886)+W(10,1025995330,1008084051,1039892459,1025598855)+W(11,1045465420,-1110468674,1020538422,-1113447212);WS(1056997868,1008833773); +sum1=W(0,-1118496039,1036420187,-1113594582,1034344230)+W(1,1038393121,-1109888100,1032434307,-1131937728)+W(2,1006806901,-1130107576,-1115019369,1045363911)+W(3,-1090717022,1037930126,-1110427933,-1112104883)+W(4,1039826714,-1123687353,1053157409,1059756929)+W(5,1058230383,1045739824,1042446790,1052782212)+W(6,-1123143270,-1104570591,-1093231896,-1095316624)+W(7,-1095564524,-1098051412,-1101398261,-1104229594)+W(8,1006039247,1032886196,-1105180689,-1102708199)+W(9,1035814292,-1129186168,1025625861,-1112516090)+W(10,1017005492,-1125702370,1028719950,1009228202)+W(11,-1119964195,1033820442,1028568173,-1136905401);sum2=W(0,1034320453,-1112051735,1043966073,1033608293)+W(1,-1092579307,1051236380,-1102939053,1027336318)+W(2,-1118604595,-1109468006,-1106879339,-1088213587)+W(3,1064370547,-1095838484,1043763107,1016664388)+W(4,1025235375,-1107232926,1049289065,1067079268)+W(5,-1088486363,1044420987,-1107783352,-1116658227)+W(6,1028595208,1046387359,1044354198,-1087106166)+W(7,-1108961766,-1104528882,1035658672,1023955051)+W(8,1002638229,-1105038970,1045499601,1035867996)+W(9,-1096457250,1028839698,-1122532695,-1126291119)+W(10,-1116609216,1005965131,-1111658272,-1132447732)+W(11,1042442572,-1134350406,-1131375963,-1135660575);WS(1064849644,-1092967401); +sum1=W(0,1041078624,-1103081652,1045204674,-1126422222)+W(1,-1107755791,1049230600,-1101861336,1041473799)+W(2,1033930742,1034184171,-1098756264,1038407355)+W(3,-1103118957,-1103625882,1035198826,-1102710964)+W(4,1053270962,1058076017,1059044453,1061713418)+W(5,1064682577,1047988615,1055582710,1058355518)+W(6,-1091277968,-1091900963,-1097334921,-1078564449)+W(7,-1099822850,-1091654943,-1096942230,-1098047297)+W(8,-1115974645,-1101902009,1038364767,1031099397)+W(9,1025967234,1010917525,1021900159,-1106099948)+W(10,-1124489961,1046377811,-1096742869,1034335299)+W(11,1015202107,-1098744549,1047801952,-1101582418);sum2=W(0,1034970587,-1105865147,1024111791,1018431373)+W(1,-1107243650,1038385161,-1114574492,-1129893537)+W(2,1039267337,1026053125,1040193826,1037956157)+W(3,-1106797747,1031902437,-1114137980,-1128932411)+W(4,-1109640195,1027743203,1042644379,-1088412806)+W(5,-1104275404,1031274183,-1115379021,1040558376)+W(6,-1085205368,-1076908464,-1072741915,-1079896887)+W(7,1057561219,1052902509,-1103620900,1054347378)+W(8,1065312771,1068235631,1074530244,1069229068)+W(9,-1110308581,1045193510,-1167188013,-1099424233)+W(10,-1111782462,1029167111,1035172075,1048206286)+W(11,-1092973955,-1105822229,-1102796809,-1106619819);WS(-1085552428,1044647857); +sum1=W(0,-1130568573,-1111247047,1001536536,-1104704953)+W(1,1029690778,-1104108900,1012447989,-1107166286)+W(2,-1120131932,1046596325,1026932885,1049575094)+W(3,1042872064,-1127841478,-1114289465,-1110288351)+W(4,-1097293585,-1095715202,-1090361246,-1085535724)+W(5,-1105723034,-1113844876,-1127895515,1028149942)+W(6,1052681344,1050957098,1059711152,1060788917)+W(7,1048249845,-1106926654,1034645781,1043016176)+W(8,-1115182247,-1125685565,-1097304503,-1122898434)+W(9,-1115360055,1050188162,-1110595670,1041406167)+W(10,1016796643,-1123522377,1028362085,-1112833505)+W(11,1008149481,-1111804152,1032897312,-1119471349);sum2=W(0,1049638564,1012096208,1055008508,1058022553)+W(1,1059601221,1065544846,1035938200,1043980555)+W(2,-1122573304,-1169058693,-1092917400,-1080721407)+W(3,-1081684685,-1080284825,-1096574070,-1098850345)+W(4,-1097365817,-1118822370,-1124083512,1056959548)+W(5,1056508637,1051359763,1044088441,1031681402)+W(6,-1120650912,1032693677,-1127709292,1044260765)+W(7,-1099806388,1042746095,1033735876,-1121369890)+W(8,1039129637,1036528332,-1113518885,-1122124802)+W(9,1019567420,-1101554026,1041548497,-1108142320)+W(10,-1114566411,-1119534724,1015256750,1042163670)+W(11,-1110975736,1032382474,-1110809702,1022534793);WS(1049904727,-1085461498); +sum1=W(0,-1114441151,1032673159,1027012354,1041600521)+W(1,1035856141,1033107055,1031163069,-1139856090)+W(2,1047758995,-1122472531,1048177385,-1116753522)+W(3,-1105032264,-1109908945,-1104848436,-1111353615)+W(4,-1092338425,-1101190388,-1096531431,1059669870)+W(5,1063099682,1058897901,1049115478,1055941567)+W(6,1054893264,1042608805,1050188989,-1088410395)+W(7,-1084283112,-1088007491,-1096369309,-1096366496)+W(8,-1095327506,-1108884127,-1104987150,-1123782065)+W(9,1042263123,1042892731,1029697804,1047202227)+W(10,1042581180,-1119554504,1041262473,-1120686401)+W(11,-1117364890,-1107384925,-1138499405,-1100444021);sum2=W(0,-1101934313,-1127864237,-1112463889,1047304216)+W(1,-1097499627,1041678537,-1128505773,1039199998)+W(2,1068410613,1066297935,1052441146,-1077079694)+W(3,-1082290320,-1095668928,-1097722710,-1096167330)+W(4,1053392914,1047339448,-1111508378,1044634164)+W(5,-1086326188,1053023843,1050833435,-1112581958)+W(6,1045964051,-1107136628,1035674775,1046050296)+W(7,-1113442140,-1135364198,1028981469,1028034745)+W(8,-1109754454,1023924243,-1121555471,-1111827987)+W(9,1006763480,1034831467,-1128234727,1032814306)+W(10,-1118726053,1029832629,-1111696115,1036477638)+W(11,-1119582249,1024856185,-1112331027,1017921306);WS(-1087326956,1033622098); +sum1=W(0,-1113899675,1035193378,1030557818,-1119324954)+W(1,1042470612,-1117399605,1021883592,1035419591)+W(2,1045896801,-1161971013,1045303135,-1095480777)+W(3,-1110770003,-1109576477,-1100233714,-1122013269)+W(4,1041409216,-1108871427,-1104804773,1041468886)+W(5,-1098059200,1052050234,1041862393,1017834329)+W(6,-1108955706,1048600721,-1094955846,1051943793)+W(7,1025944442,-1097508910,1030612641,-1106071902)+W(8,-1104543128,-1114333163,1045266364,-1096626659)+W(9,1048775867,1043056710,-1122051827,1042839849)+W(10,1041055226,-1106692192,1039063182,-1112593372)+W(11,-1107180444,1041486173,-1114362202,-1121041260);sum2=W(0,1008283263,-1114415273,-1114655921,1036167174)+W(1,-1111159985,1033204129,-1122340118,-1127458940)+W(2,-1111634453,1032259795,-1123951654,-1116061542)+W(3,1039368345,-1102899145,1024476440,-1118949310)+W(4,-1112224655,1046234660,1039099048,1049934438)+W(5,1003410015,-1113540553,-1117681522,-1122317014)+W(6,-1121896666,1020399084,-1139717487,1050902690)+W(7,1039007446,1039510238,1032062517,1033150391)+W(8,1031996897,-1105304684,1017260660,-1102142181)+W(9,1003551903,-1114854307,992233789,-1113963477)+W(10,-1106176579,1027107696,-1106922258,1022104088)+W(11,-1122048418,-1135188919,-1128403972,-1125862176);WS(1068173014,-1111006676); +sum1=W(0,1031049568,-1115395480,1019703498,-1113567107)+W(1,1015808760,-1109811912,1027899359,-1103105894)+W(2,-1103201566,-1112513259,-1112438249,1042819653)+W(3,1048780036,1039150546,1034094633,1040353932)+W(4,1048004603,-1117860850,-1104427535,-1083606526)+W(5,-1083053360,-1090564527,-1092330682,-1095220995)+W(6,-1100468360,-1173290307,1042677725,1064316383)+W(7,1063571221,1060600586,1050639762,1054475004)+W(8,1046039773,-1123264224,1030284012,-1122621123)+W(9,-1094902185,-1103353426,-1106486660,1034806311)+W(10,1012485196,-1127850837,1029876039,1036820754)+W(11,1035184606,1024997805,-1149057999,-1123061719);sum2=W(0,1014853092,-1120466254,1027909890,-1117512854)+W(1,1026011110,-1110873488,1036041188,-1115497806)+W(2,-1122580470,-1114547761,1030745116,-1119656010)+W(3,1035574738,-1120221385,1020780404,-1122615179)+W(4,-1120994367,1038991680,1034511499,1041066172)+W(5,-1109149586,1024235728,-1112980367,1020521688)+W(6,1047459793,1047680543,-1098401240,-1121088174)+W(7,1045982327,1024310650,-1122000913,1042402937)+W(8,1064875701,1054395623,1045153300,-1085223893)+W(9,-1084582209,-1099510820,1029465320,-1105747852)+W(10,-1132455031,1011283964,-1108441710,1018552602)+W(11,-1106692167,1026658994,1023023932,1004613671);WS(-1095915991,979918868); +sum1=W(0,-1115463727,-1137886897,1011021190,1011860489)+W(1,-1129491953,1007409140,-1124741815,-1122228982)+W(2,1032823819,1037523161,1029800132,1043477300)+W(3,-1105888052,-1114264129,1021218335,1030459197)+W(4,1026707497,-1131549790,-1108429845,-1100874368)+W(5,1047336484,1049886943,1042964547,1038061098)+W(6,-1119898332,1035412665,-1136100063,-1112838682)+W(7,-1098267600,-1097768883,-1106237874,-1108915952)+W(8,1026568544,-1108324895,-1138504034,1047390560)+W(9,1036689246,1037432366,996441389,-1121991146)+W(10,-1121143952,-1129452238,-1120493188,-1147670274)+W(11,1028096953,-1134502280,-1157333673,-1177453050);sum2=W(0,-1121902268,-1128394666,1039974898,-1114856664)+W(1,1032116923,-1115163450,-1112859101,-1128925353)+W(2,1020062213,-1143339877,-1102502778,1034423857)+W(3,1030950002,1038088024,1036537682,1019282123)+W(4,1034601005,-1111450467,1034366199,-1093114037)+W(5,1027196884,1036157347,-1130356560,1032717961)+W(6,-1096503308,1052764693,-1095299550,1060522961)+W(7,1057088106,-1104371255,1031719642,-1110891365)+W(8,1050858947,-1099720262,1055940597,-1087523263)+W(9,-1085850393,-1107617878,-1119144319,1017512699)+W(10,-1108630019,-1130142915,-1105816149,1037139152)+W(11,1054601799,1043807995,-1122652165,1025497552);WS(1066530838,1025703389); +sum1=W(0,-1120765920,1009297086,-1122351141,1015487755)+W(1,1015844344,-1127613121,-1133586812,-1124468594)+W(2,-1132051981,-1139418709,-1109474502,-1098776251)+W(3,-1109199593,-1123764613,-1121408403,-1145136640)+W(4,-1129191897,1032587897,1057153612,1049522345)+W(5,1041525985,-1109817213,1010121533,-1107128582)+W(6,1042371592,-1118415861,-1120712699,-1099055070)+W(7,1049700744,1050593755,1036084166,1038803505)+W(8,1007708012,-1122811552,-1105657359,-1099127683)+W(9,-1111888320,-1113004743,984437698,1036904923)+W(10,-1116932051,-1134432681,-1127344014,1026629028)+W(11,-1119906716,-1136900213,-1118848634,-1123829719);sum2=W(0,-1117430114,1039120940,-1106133189,1026507473)+W(1,1031550625,-1142215401,1026312489,-1139250704)+W(2,1041261247,-1107749198,-1099018179,-1131506304)+W(3,-1123617030,-1123190888,-1112954810,-1137414048)+W(4,1033806419,-1097831330,1064523288,1045711847)+W(5,-1088977338,1052831473,-1133526188,-1122137188)+W(6,-1126022952,1041137317,1057416214,-1092069746)+W(7,1059767697,-1088761837,1033531722,-1110686692)+W(8,-1155381873,-1127685702,-1099691831,1026250214)+W(9,-1098651966,-1118397760,-1130823120,1029280576)+W(10,-1125967712,-1116954634,1032736142,-1120045450)+W(11,1021746164,1028302350,990513889,-1115066264);WS(1066680246,1040921440); +sum1=W(0,-1119730500,1034101258,-1132236433,-1104735450)+W(1,1035235184,-1111591250,1024518355,-1121802685)+W(2,-1110280861,1011417444,1027753539,1038200908)+W(3,1035268043,-1121734057,1032771355,-1126371080)+W(4,-1092083138,1031601302,-1090607216,-1078665075)+W(5,-1096046953,-1093429316,-1094352558,-1102572591)+W(6,1053565584,1054599907,1058261942,1061430978)+W(7,1061610294,1056142824,1053165350,1055282545)+W(8,-1110918026,-1143895330,-1111808624,-1099071584)+W(9,-1106320677,-1105323662,-1138833863,1035738553)+W(10,1029997623,-1113777127,1039976245,-1112447940)+W(11,1023744576,-1145165385,-1113453535,1031263347);sum2=W(0,1033717276,-1129082210,-1111396517,1053521042)+W(1,-1096499765,1041638909,-1115028859,-1143837439)+W(2,1028210443,-1130739278,-1117565460,-1113906791)+W(3,-1106119849,1044690885,1000486481,1015998178)+W(4,1046091050,-1085374293,1033058760,1062822204)+W(5,-1089123399,1003636411,1048601259,-1103883056)+W(6,-1119519632,1026401017,-1106338078,1066908993)+W(7,1034907371,1054286387,-1096894542,1041460877)+W(8,1050909876,-1110182528,-1149282827,-1081393742)+W(9,-1094008056,1035142168,1020535023,1028271260)+W(10,-1117678961,1042909501,-1099518378,1044082334)+W(11,-1097984366,1040282994,-1109925208,1021313035);WS(-1111691100,-1070453585); +sum1=W(0,1040350706,-1107702492,1045915011,-1103582444)+W(1,1036820082,1030081641,-1112926972,1034445457)+W(2,1032181048,1006352113,-1101176752,-1098104500)+W(3,-1111995209,-1105752467,-1111976126,1025879721)+W(4,1054597571,1056547603,1059824936,1062411659)+W(5,1062112057,1042786985,1050598527,1058122296)+W(6,-1090063653,-1111618639,-1087007388,-1079908657)+W(7,-1098160558,-1094958736,-1104521261,-1107753094)+W(8,-1105977411,1011306277,1037450066,-1113612402)+W(9,1043358554,-1108376090,1024420791,-1098378691)+W(10,-1114266718,1034245578,-1130610528,-1111998342)+W(11,1021846218,1026051990,1032139296,1018599200);sum2=W(0,-1102183736,1045283790,-1099060082,1029589699)+W(1,-1103326288,-1146696619,-1123727405,-1106785078)+W(2,1044690091,-1117083441,-1109435037,1005932683)+W(3,-1109954065,-1130369043,-1115538567,1039027144)+W(4,1025447267,1036724432,-1100626978,1066859805)+W(5,-1114206859,1024539831,-1123732285,1040901138)+W(6,-1103679886,-1096666126,935783211,1061824774)+W(7,-1098480165,-1113161303,-1109149493,-1129688427)+W(8,1034791609,1043810354,-1097803022,1034749891)+W(9,-1094988176,1050252440,1029732207,-1105144948)+W(10,-1120655593,-1109094473,1029730663,1023292171)+W(11,-1109570093,1012313206,-1106431920,1015686163);WS(-1105638574,-1077878805); +sum1=W(0,-1112101313,1025565072,-1118212870,1034991091)+W(1,1037618766,1033034081,1023523536,-1143864013)+W(2,1043313362,1041884710,1045058176,-1099609869)+W(3,-1100255017,-1097107341,-1104696333,-1128917761)+W(4,-1104398291,-1093904634,-1086702118,1055637093)+W(5,1061981800,1053455331,1048950646,1037339676)+W(6,1034529536,1043314021,1058479092,1049084915)+W(7,-1082434966,-1087005060,-1098585534,-1105402705)+W(8,-1120033234,-1106696920,-1128822905,-1126325576)+W(9,1050170340,1046293466,1042248226,1032623999)+W(10,1017824488,1028280843,1038132788,-1136921361)+W(11,-1125947450,-1124008918,-1126565485,-1114937252);sum2=W(0,1040832216,1042032808,1039550307,1029252447)+W(1,1040592387,-1111709033,1050208698,-1091595987)+W(2,-1125419559,-1103788280,1043848052,-1099123277)+W(3,1047689572,-1102650535,-1105352144,1033340873)+W(4,-1166596642,1045241846,1051795538,1068949095)+W(5,-1094163017,-1111700665,-1117027793,1027304955)+W(6,-1076839498,-1091833274,1035730071,1070654393)+W(7,-1096947569,1050259859,1051072204,1048679723)+W(8,-1085872442,-1105795498,-1094587067,1007431650)+W(9,-1089767553,1041510738,-1100476212,1057584085)+W(10,1038631745,1037000995,-1115278352,-1103746979)+W(11,1041143367,1025070825,-1116523862,-1093749689);WS(-1095944791,1081861902); +sum1=W(0,-1129669743,-1116664839,-1148272609,-1121494877)+W(1,-1115602986,1028329496,-1123378150,1027525168)+W(2,1034635115,-1122706061,1033259121,-1124251544)+W(3,-1126517523,-1128061368,-1130313237,-1119991479)+W(4,1057433596,1048908041,1058166921,1058746094)+W(5,1055593874,1057488289,1049860117,1061071735)+W(6,-1090131839,-1093164666,-1087001587,-1083481847)+W(7,-1085306808,-1091485686,-1102755929,-1105495231)+W(8,-1120322428,1030509816,1035303897,1044900399)+W(9,1041073282,1023593721,1034451003,-1102595129)+W(10,1008560041,1023557506,1013701241,-1117995899)+W(11,-1116643091,1023656437,-1164007844,1024551167);sum2=W(0,1029670841,-1115575058,1042858197,-1101600217)+W(1,-1117748556,1035438169,-1114535210,1032334939)+W(2,999172620,-1099435099,-1139359478,1027943101)+W(3,1048715384,-1098854617,1036336651,1041563473)+W(4,1042251423,1041110640,1058527193,1075961547)+W(5,1073424302,-1086643829,-1080060710,-1067239867)+W(6,-1105031588,-1120449287,1010020318,-1109667225)+W(7,1057314889,1037113027,-1123725073,-1100548924)+W(8,1027957701,1035596553,1019832195,1011086126)+W(9,1033526397,975610078,1012557694,-1095465488)+W(10,1026093121,-1156632055,-1126960339,1010028142)+W(11,1037810339,-1115077778,-1133987070,1036754195);WS(-1085172076,1069147958); +sum1=W(0,1025703205,-1141293989,1041286826,-1119005195)+W(1,1026450561,-1117134469,-1120895076,1025414366)+W(2,1027233863,-1106615031,-1115436126,-1112858253)+W(3,1042609938,-1122683754,1044686038,-1117169125)+W(4,1026640114,1042354526,1053740861,1054852793)+W(5,-1119314307,1026745790,-1108709290,1023400633)+W(6,1029190628,-1106775167,-1106293072,-1089581852)+W(7,-1098775605,-1108063055,1015550627,-1125318352)+W(8,-1111659152,-1115892869,1035182992,1027435128)+W(9,-1137028117,1038436612,-1112739478,1031194923)+W(10,-1139375968,1028377583,-1156734143,-1121669673)+W(11,1034668065,-1119291218,1027259179,-1118201212);sum2=W(0,-1154464437,1004660066,1011666487,1016373458)+W(1,-1117096132,1027534293,-1118720211,1024315262)+W(2,1027039233,-1115032564,-1147080182,975139636)+W(3,1025013868,-1117310194,1025607183,-1145025250)+W(4,1008089899,1041471507,1053281755,-1081313755)+W(5,-1118862913,1040077608,-1134922624,993302909)+W(6,-1117609897,1033488023,1082321679,-1065846603)+W(7,-1122974098,-1130639872,-1143672974,-1114202318)+W(8,-1118717800,1033628240,1046901100,1050032460)+W(9,-1106934499,-1137731251,-1177023016,1017914834)+W(10,1027401421,-1112728150,1012824907,-1108305112)+W(11,1038621352,-1137500513,-1129758225,1025570630);WS(1065820150,-1112682631); +sum1=W(0,-1105640672,-1136938293,1007936778,-1099447769)+W(1,1033964109,-1110772895,-1107676126,948858222)+W(2,-1140735040,1045425461,1012508339,1052020966)+W(3,-1110876672,1038536521,1034428376,1041035251)+W(4,-1096706537,-1095619178,-1101065539,-1083835034)+W(5,-1127256032,-1101414038,-1102412811,-1104437005)+W(6,1051064512,1046810501,1057299292,1054321083)+W(7,1044289505,1042038046,1050440565,-1126355329)+W(8,-1114855500,1041816072,1015987827,1049485320)+W(9,-1106506396,1031650401,-1098866309,1044647659)+W(10,-1128129890,-1108472292,1036938130,-1101761488)+W(11,1035708141,-1113134674,1031811610,-1119496853);sum2=W(0,-1116689599,1033662400,-1110264521,-1113832562)+W(1,1034493072,1024644211,-1105470304,1030330543)+W(2,-1104060794,1047714485,-1106889746,1055059659)+W(3,-1089308922,1027816870,1032487381,1043118546)+W(4,1023887631,-1101000300,-1123902349,1047334183)+W(5,1060541265,-1145174230,-1099777158,-1100795602)+W(6,1047625619,-1113896185,1058674488,-1105663288)+W(7,-1079751447,1040502911,1059286709,-1110882655)+W(8,-1104647113,1049921725,-1100964722,1060005487)+W(9,-1088726381,1026206299,-1093081927,1033716355)+W(10,1032108768,-1114038586,-1134500667,-1105023935)+W(11,1046968990,-1116742649,1042150309,-1127164330);WS(1051219671,1032040132); +sum1=W(0,1024246061,1029213629,-1142580623,1007533386)+W(1,-1132388626,1016678619,998523489,1023830470)+W(2,-1110293770,-1111062337,1026027124,1035026513)+W(3,1036422600,1011246152,-1173422083,-1130424090)+W(4,-1098745559,-1104763504,-1097349705,-1082429923)+W(5,-1083869189,-1095610025,-1095350964,-1094623957)+W(6,1035978230,1041701281,1051781481,1065410260)+W(7,1060856625,1057796630,1045145830,1055180598)+W(8,1050231066,-1106571859,1040668770,-1111350032)+W(9,-1113287631,-1122887388,-1109374678,1007169387)+W(10,-1111943280,1016965359,1026054164,1035026168)+W(11,987392292,1019565189,-1110518465,1026555204);sum2=W(0,-1123481859,1024186334,-1181265672,-1136581772)+W(1,1007273042,-1130526339,-1134191606,1035801320)+W(2,-1131096266,-1121050215,1023491721,-1115413373)+W(3,1036272276,-1110187157,-1123342647,-1125507188)+W(4,-1107023625,1040345453,-1110082893,-1116173932)+W(5,1041634800,1028205855,1036476425,-1124495703)+W(6,1040776673,-1129271163,1044851152,-1097567007)+W(7,1051516690,-1106625929,1035231370,1007786534)+W(8,-1073406322,-1080765061,-1077100552,-1085034176)+W(9,-1104398720,1019889879,-1115096299,-1105128420)+W(10,1074128739,1066657253,1068015119,1066670217)+W(11,-1111857710,1026394385,990445793,1030299973);WS(-1124324720,1038677119); +sum1=W(0,1008341069,1031967089,1023486232,1037528348)+W(1,-1122921519,1029849459,-1114006089,1035528454)+W(2,1038389179,993181316,-1145165264,991007864)+W(3,1024190949,1044031254,-1123515526,1052524910)+W(4,1056361124,1050863173,1054230472,1063082151)+W(5,1050043692,1049660054,1043779649,-1097977265)+W(6,-1081451931,-1096246661,-1086637900,-1088130503)+W(7,-1092787999,-1099337955,-1095996120,-1102904005)+W(8,1047683325,1035916906,1027831167,1026128198)+W(9,1020947750,1025351359,1037985981,-1114005272)+W(10,-1130646284,-1134539381,986748732,1003368116)+W(11,-1115252008,1036720064,-1116396881,1029521402);sum2=W(0,1042203848,-1133163156,-1108707706,1027923803)+W(1,-1098359820,1043843260,1021888231,1023965418)+W(2,-1089098687,-1098025067,1036383110,1058285406)+W(3,1062333205,1048839159,1058743586,-1078465930)+W(4,1035967917,1052777785,1043356562,1046924897)+W(5,-1080913711,-1088408400,-1097507024,1067915456)+W(6,1068788369,-1096461215,-1090569807,-1088764217)+W(7,-1095261121,-1098396864,-1093746709,1064748817)+W(8,-1095505730,-1097973178,-1127034898,1056967609)+W(9,1040836988,1046078649,-1111389506,-1099047850)+W(10,1025788011,-1111191248,1023876171,1046203397)+W(11,-1107189985,-1113219498,-1110869404,1040158004);WS(-1080347734,-1094728165); +sum1=W(0,-1115633753,-1128052610,996364134,1027254679)+W(1,1027401421,-1125749028,-1143663749,1017291157)+W(2,1036436624,1031912915,1038598142,-1114408211)+W(3,-1097652239,-1109729611,-1111208674,-1118442418)+W(4,-1113632799,-1104119121,-1095896866,1064358521)+W(5,1061684826,1051089073,1044518984,1048577269)+W(6,1018734050,-1104173746,1042956529,1051156401)+W(7,-1087880029,-1093838037,-1100689848,-1104163629)+W(8,-1104273977,-1115038313,-1098511458,1006576423)+W(9,1037804713,1039011098,-1157246715,-1145301883)+W(10,1022550473,-1128796792,1027191321,-1123707765)+W(11,-1125317723,-1116369959,-1130384675,-1113863292);sum2=W(0,-1137561210,1008161562,-1138249722,1032804591)+W(1,-1118405314,-1149548391,-1140666666,-1121723310)+W(2,1000810292,1017087401,-1104015266,1045940061)+W(3,-1112933693,1040845572,-1131915309,-1125770861)+W(4,-1109671087,-1143663956,-1100429296,1064636422)+W(5,1041071232,-1095622064,-1113635957,-1156294183)+W(6,-1098257975,-1088410023,-1110483119,1065774501)+W(7,-1111449957,-1114533177,-1105461804,-1154727079)+W(8,-1113334223,1033424863,-1113376685,1041401738)+W(9,-1107119710,1041680128,-1114424843,-1143304660)+W(10,1010643898,-1122425914,-1120544050,1015219657)+W(11,1028103016,-1125778629,-1127495397,-1128411685);WS(1062796012,-1081433938); +sum1=W(0,-1140258862,1019305782,1017521696,-1128637410)+W(1,1030042599,-1140240046,1023786378,1027083972)+W(2,1047697940,-1137205890,1040574503,-1131514496)+W(3,-1115750349,-1114177400,-1119424318,1025144619)+W(4,1041493798,1051824452,1048941321,1061551411)+W(5,1058760695,1056942277,1045023263,1056967544)+W(6,-1090901033,-1095124244,-1090555023,-1084025976)+W(7,-1089279069,-1089170928,-1099538126,-1087239225)+W(8,1032453887,1034552166,1032035723,1036871279)+W(9,1041251643,1032547975,-1117686145,1027338481)+W(10,1008978681,1031420374,-1124609380,1025475023)+W(11,1016399695,1024887097,1002611913,1012109898);sum2=W(0,1004838046,1009005547,1023830295,-1121204348)+W(1,1026709605,-1145957446,1024434367,-1122812157)+W(2,1036867068,-1112484311,1034701810,-1131856601)+W(3,1008859907,-1129570235,-1120209470,1023686531)+W(4,1023348885,-1113333873,-1115269491,-1084820204)+W(5,-1095888786,1052224270,1043852487,1047863595)+W(6,-1120560082,1019969949,-1089366478,-1067115412)+W(7,-1071017431,1066362408,1084005284,1063525936)+W(8,1032448279,-1115333043,1028612787,-1132671203)+W(9,-1112864526,1045423025,1025066805,1043035962)+W(10,1025411331,-1123665230,1024216939,1034346460)+W(11,-1116027280,-1133553563,1032270816,-1105823812);WS(-1103681710,-1114530079); +sum1=W(0,1025861737,1029506744,1032236919,1035998951)+W(1,-1111043394,1007410083,-1126534927,-1123346113)+W(2,-1130912909,-1104283663,-1132593150,-1102933559)+W(3,1040041573,992747222,1034020670,-1119406504)+W(4,-1110124091,-1117715067,1039686571,-1097542514)+W(5,-1088677703,-1112367617,-1105036246,1035634224)+W(6,1040844938,1046218351,-1098764800,1059317136)+W(7,1057765873,1054923388,1029185429,1040434219)+W(8,-1105267215,-1121870249,1038793978,-1096018272)+W(9,-1105386706,-1101946581,-1122605111,-1143951794)+W(10,1021540535,1032871129,-1120294159,1036773558)+W(11,-1111111618,1031187710,-1138057273,1023823648);sum2=W(0,-1133865733,-1114357788,-1113774565,-1094909862)+W(1,1041934157,1048238594,1041091101,1042608690)+W(2,1041378526,1025611699,1057780422,-1134317911)+W(3,-1084534604,-1105040821,-1096429323,-1128928913)+W(4,-1102114760,1041852494,-1090351620,1058263821)+W(5,1059786982,-1114163954,1034035361,-1102786592)+W(6,1040042063,-1102827642,1041105879,-1094128428)+W(7,-1121888905,1038597269,-1139774900,1035391793)+W(8,1036263014,1023561916,-1107817782,1049906607)+W(9,-1106476521,1034361268,1016844568,1014428216)+W(10,-1111718847,-1109687464,1041802453,-1106696300)+W(11,1023851848,1032032810,-1111010993,1031652841);WS(1059372396,-1131086843); +sum1=W(0,-1116770958,-1133338231,-1109423369,-1142676381)+W(1,-1119417706,1016864285,-1134266292,1026073927)+W(2,1038224730,-1110641250,1048611339,1026922691)+W(3,1012241985,1033593306,-1108924145,1029871326)+W(4,-1145642197,1044958408,1054215533,1059821143)+W(5,1063416476,-1109435540,1051611888,1046037553)+W(6,1033085351,-1100693257,1024247225,-1085100606)+W(7,-1082741615,-1105005730,-1096553463,-1091104802)+W(8,-1114157744,1030339791,-1106016522,1039898225)+W(9,1046979692,-1157274234,1033932042,1022970360)+W(10,-1129272066,1026076824,-1113286331,-1126911267)+W(11,-1119319754,-1131274519,1018258200,-1118999381);sum2=W(0,-1117639690,-1126294727,-1135696947,996342293)+W(1,1025603183,-1120264553,1034416033,1029227505)+W(2,1032542252,-1105983103,-1105990346,-1101410582)+W(3,1031145839,1029472991,-1125334020,1016716795)+W(4,1049036492,1053585046,1063294224,-1084067012)+W(5,1030876063,-1090564487,1047874805,-1103677712)+W(6,-1106428174,-1090074420,1074893281,-1121077701)+W(7,-1079475296,1059480413,-1099339963,-1097572114)+W(8,-1100598545,-1101677356,-1088449090,1052666358)+W(9,1049420880,-1099961793,1047783255,-1106211131)+W(10,-1124515281,1042350020,-1128187082,-1118105649)+W(11,1033189178,1012743453,1016211057,1026065323);WS(998487488,1024735998); +sum1=W(0,1034787125,1033987197,-1118966639,-1138173503)+W(1,1022076300,-1112157509,1034213589,-1125240838)+W(2,-1096711418,1049342972,-1099717199,1051641300)+W(3,1049184050,1032130968,1048086279,1039987293)+W(4,-1093645783,-1089249828,-1085775960,-1083720757)+W(5,-1086133195,-1087092580,-1098046771,-1087792286)+W(6,1058035879,1055719968,1060189357,1061848612)+W(7,1062875388,1007190411,1051240059,1039984791)+W(8,-1113381667,1033680357,-1108537011,-1102783527)+W(9,-1129404117,-1110331987,1030325168,1051616838)+W(10,1020339515,1037116250,-1109989161,1046511483)+W(11,1032957443,1011591327,1039628088,-1135236550);sum2=W(0,1001577162,1041063142,-1112011211,1039747614)+W(1,-1137882877,-1105672858,1031849538,-1108158369)+W(2,1048277958,1048804575,1037383696,1042988518)+W(3,-1097597287,-1099442373,-1108394523,-1155656404)+W(4,-1094388043,1061039504,1055288082,-1084834029)+W(5,-1087507005,1044806256,-1093629181,1059993792)+W(6,-1079852425,-1095199392,-1077655189,-1103423898)+W(7,1064308251,1065240337,1071708239,1061107030)+W(8,1055450674,1054780006,1058201467,1071463850)+W(9,1058560116,-1080251704,-1090257183,-1073879137)+W(10,1040994203,1035580564,-1111912036,-1100510960)+W(11,-1097442490,-1090250140,1028605291,-1106111844);WS(-1077135094,1050907162); +sum1=W(0,-1132921461,-1127648729,-1124984131,-1118007170)+W(1,-1117294457,-1126452986,-1124706520,-1119126518)+W(2,-1117094275,1033699545,1030394994,1045491604)+W(3,1039295895,1040542752,1018438944,1035722382)+W(4,-1098008869,-1094355462,-1089194394,-1081313730)+W(5,-1088142214,-1094044967,-1098093746,-1094059515)+W(6,1043699095,1055483630,1053279460,1065160347)+W(7,1056280352,1058021117,1041063570,1050783700)+W(8,-1112620946,1042990903,1047326318,-1121246728)+W(9,-1110840279,-1106681402,-1128181366,1018820533)+W(10,-1122422352,1034045812,1011377167,1042128328)+W(11,-1103632934,1039870541,-1109127577,1037083890);sum2=W(0,1003021837,1029225785,-1123823650,1023947681)+W(1,-1119691195,1024608678,-1125446899,1034042378)+W(2,-1110495495,1032075003,-1122423961,1043723635)+W(3,-1138212418,1017994477,-1115371525,1002413729)+W(4,1016902499,993748010,1028513681,-1096435650)+W(5,-1120166015,-1119557273,1032720188,-1115060009)+W(6,-1116948709,1041772340,1083263801,1074788880)+W(7,1038793960,1017310535,1032034162,-1118011761)+W(8,1029108513,-1097222635,-1063916786,-1074844879)+W(9,-1115182489,1021770517,1014563122,1027576529)+W(10,-1113320609,1042534143,1039031010,-1104645285)+W(11,-1124877446,-1131419477,-1119401015,999290841);WS(1048452526,1015184705); +sum1=W(0,-1138645804,1032256237,-1114005032,1026512560)+W(1,-1140244890,-1131077462,1024452554,-1122466948)+W(2,-1110581160,1049910352,-1103860667,-1098570768)+W(3,-1119844941,1040825100,1017183931,-1119780203)+W(4,-1106270342,-1113826958,-1097372109,-1087095027)+W(5,-1095003728,-1095439444,-1128526324,-1106181921)+W(6,1048623137,1036222192,1057099626,1061337654)+W(7,1054485156,1049129464,1044366494,1040163591)+W(8,1006760678,1042522323,-1101854594,-1106501979)+W(9,-1115808507,1027903818,-1153767820,1034550428)+W(10,-1113210911,1029873877,-1111141177,1024448974)+W(11,-1125584845,-1111469876,1027351533,-1117633442);sum2=W(0,-1117856953,1002437005,-1122373390,1023823647)+W(1,-1131092262,-1119824143,-1129026789,-1118651901)+W(2,1034706164,-1114697961,-1110151254,-1078943314)+W(3,-1111296752,1008147760,1015792571,1029244251)+W(4,999139177,1016679180,1034965747,1069645782)+W(5,1026082346,1005900489,-1134452913,-1121319377)+W(6,-1115089108,1009230224,1007700984,-1105149666)+W(7,1033262730,-1142960238,1015281188,1026230788)+W(8,970725323,1019562884,-1131774725,1038179083)+W(9,1014219446,-1130072184,1012295392,-1122304449)+W(10,1017499348,-1131336757,1031482891,-1120925641)+W(11,1015408436,1001625665,-1137039581,1019807852);WS(1061396972,-1097419696); +sum1=W(0,1040610541,-1116833412,1015657075,-1126977972)+W(1,1033993320,-1125945514,1028019732,-1120964750)+W(2,-1110826049,1042368898,-1113808270,1036447253)+W(3,1043284110,1048078310,1028739112,1052576556)+W(4,-1087862644,1000165941,-1108964145,-1085843362)+W(5,-1088558114,-1086794197,-1087573386,-1079810761)+W(6,-1108888122,1058527541,1056284429,1053927177)+W(7,1062174380,1055390198,1042115560,1051035743)+W(8,1051684947,-1102910221,1041698836,-1107922836)+W(9,991752527,-1112253878,1039363202,1047360574)+W(10,-1117156776,-1135746300,1026275932,1041042462)+W(11,-1137078595,1035139905,-1118906322,1038370422);sum2=W(0,-1104315228,-1117475550,1019617669,-1096755788)+W(1,1043056626,-1097959989,1038305467,-1121707278)+W(2,-1103350409,1024254038,-1116633366,1042486592)+W(3,1038440719,-1097184876,-1107570984,-1092525975)+W(4,-1094844926,-1091235931,-1089312569,-1104902685)+W(5,1045881224,-1101957876,1058820589,1058872796)+W(6,1062539510,-1112967686,1056743222,1052266072)+W(7,1037341407,1012499609,1048266302,-1099676541)+W(8,-1096027281,1042482062,-1129394013,1051055108)+W(9,1044017054,-1101861122,-1105903455,1041661910)+W(10,1014020953,-1119186298,1028745390,-1093268483)+W(11,1054988226,-1102938164,1026503526,-1135013257);WS(-1084431788,-1073850193); +sum1=W(0,-1121456839,1023326765,-1111055334,-1131954777)+W(1,-1127100870,-1115233108,1032290155,-1113154576)+W(2,-1130755883,-1119027356,1007276024,1032958718)+W(3,1051511197,1038479638,1033362061,-1118671783)+W(4,-1131651239,-1113039213,1041028837,-1121014635)+W(5,-1080291009,-1101242168,-1095204295,-1109590335)+W(6,1035028387,1052115068,-1087869490,1031197854)+W(7,1064028192,1046762496,1048797598,1048241682)+W(8,1035837265,1031790055,1043959725,-1151139494)+W(9,-1097929447,1016490449,974160200,1033898418)+W(10,-1139076328,-1110649673,-1126605404,1037205893)+W(11,1022476742,1029406204,-1117985767,1016018525);sum2=W(0,975878233,1027199947,1032202892,1011577542)+W(1,989447596,-1126785583,-1112180928,1027448187)+W(2,1035912472,1026239811,-1109490583,-1099491895)+W(3,1027909011,-1142596491,1032601180,1030066347)+W(4,1033266404,-1101163205,-1092678923,1052721602)+W(5,-1115079323,1042994318,-1117880304,999387083)+W(6,-1098777501,-1120465270,1026269275,1058060839)+W(7,1022663675,-1109244590,-1139999774,-1113199846)+W(8,-1115369638,1047867282,1048647954,1026065727)+W(9,-1107120056,-1139333782,-1113232790,-1128307819)+W(10,1024165887,-1114558090,-1127793863,-1110013405)+W(11,-1115589183,1028177183,-1119188249,1010561254);WS(1060891500,1063998119); +sum1=W(0,1009319059,1021371624,1020060242,1034805925)+W(1,-1119463744,1029917861,1022228167,1028919037)+W(2,1034817251,-1123888698,1007070174,1031377177)+W(3,1035958587,1040845210,-1119265271,1041595485)+W(4,1060685055,1050963407,1059880676,1058492133)+W(5,1057972187,1045390927,1050698442,1042995863)+W(6,-1082111981,-1089953728,-1083685732,-1080402290)+W(7,-1087669949,-1092052092,-1101265316,-1093474029)+W(8,-1146641530,1042831681,1044491976,1049293617)+W(9,1044279073,1030870792,1040824939,-1117179330)+W(10,1021753903,-1158245846,1024323659,974645755)+W(11,1017781825,1029410098,1009963113,1033823734);sum2=W(0,1043252027,1039685669,1021402919,1043798699)+W(1,-1106121381,-1107286980,-1116219530,-1105216890)+W(2,1031085111,-1103588836,-1094345084,-1097680472)+W(3,-1098140010,-1117022930,-1111854401,-1165267820)+W(4,-1089976691,-1136546874,-1106220008,1053086422)+W(5,1041831351,1053158416,1043898913,1065796563)+W(6,1015926083,1047286193,1049855126,-1093227067)+W(7,1030378489,1047431201,-1088912308,1047204695)+W(8,1075090314,1055918010,-1100279282,-1086978538)+W(9,-1081018505,-1090494906,1049023531,-1076607098)+W(10,-1090475122,1041438201,-1097421747,1055157984)+W(11,1047503463,1040447738,1013873926,1060337257);WS(-1071907259,-1110912590); +sum1=W(0,-1125193009,-1128862543,-1134196340,1030754750)+W(1,-1115532794,1035978988,-1122396199,1030566929)+W(2,1047025832,1037187527,1045585380,1046461539)+W(3,1034859053,1044478211,1038023446,-1115297724)+W(4,-1082520498,-1091004805,-1082717575,-1081098270)+W(5,-1085641231,-1094770022,-1100806498,-1096364930)+W(6,1060301769,1051495910,1059488668,1059029683)+W(7,1058265227,1047385124,1051401113,1030610907)+W(8,1034040338,999732421,1034460834,1039737374)+W(9,1026869576,1035505465,-1108119003,1049444580)+W(10,1027334603,1007930762,1012148988,-1153534395)+W(11,1008981841,-1141674924,-1131397284,1004145403);sum2=W(0,-1094095783,1046265071,-1105766507,1052972269)+W(1,-1118583019,1048411623,-1102184915,1063609884)+W(2,1071341959,1041114835,-1093757522,-1096593198)+W(3,-1091593516,-1091154406,1057911473,-1073590228)+W(4,-1106266089,-1087794787,1036032273,1065807667)+W(5,-1120668367,-1098744738,-1101075731,1041493985)+W(6,-1079612356,-1090342602,-1097206613,1072329002)+W(7,1052074546,1035089459,1053464489,1066861510)+W(8,-1096220802,-1119797941,-1100480279,-1091841958)+W(9,-1107977625,1049018868,-1101117382,-1098841365)+W(10,1053270877,-1103321092,1044676561,-1113258696)+W(11,1022355226,-1099949977,1048742227,-1096064815);WS(-1073583387,-1097642521); +sum1=W(0,-1113793830,1025630043,999171711,-1113970392)+W(1,1041107242,-1126372055,1019259188,-1141619744)+W(2,1040986278,1018743169,1043520539,-1126196031)+W(3,-1117788829,1023908016,999617264,997975216)+W(4,-1123577624,1051202676,-1085714085,-1137921726)+W(5,1058609607,-1120709796,1049515695,1048163249)+W(6,1026212810,-1107655120,1058537807,-1102760649)+W(7,-1084066799,1038867522,-1105494638,-1113662887)+W(8,1031641306,1015332695,-1102186706,1042214156)+W(9,1050734989,-1104026556,1038371877,-1118473257)+W(10,-1117606078,1026666645,999394704,-1098706922)+W(11,1028174279,-1105230460,-1131430066,-1117999154);sum2=W(0,1020465344,-1122047285,-1132946638,1029560286)+W(1,-1137208000,1032274109,996568996,-1139618609)+W(2,-1114187457,1035498840,990134284,-1105572872)+W(3,-1125836673,-1107008827,-1143550666,-1133886920)+W(4,1042661620,-1112200610,1050532943,1053825241)+W(5,1035380426,1041934457,-1132156656,-1115627477)+W(6,-1108558660,990338200,-1098817485,1046181371)+W(7,1052951690,-1099854916,-1101729420,-1120597401)+W(8,1022323488,1037081003,-1116108394,-1112231866)+W(9,-1098433232,-1115059895,-1106305341,-1145950712)+W(10,1024517966,-1114108748,1033071181,1024966834)+W(11,1018142458,-1114933005,1025004711,-1129654551);WS(1066138518,-1093674260); +sum1=W(0,1029114768,1016625343,1023256234,-1135602902)+W(1,-1154917052,-1126509217,-1119361423,-1120895465)+W(2,-1096639483,-1107076945,-1097327813,-1112968866)+W(3,1039946769,-1145778087,1040195377,1035798312)+W(4,1057895286,1046373881,1060592282,1048700903)+W(5,-1102042589,-1102212410,-1110743776,-1096085673)+W(6,-1095967018,-1098130813,-1090692519,-1096019117)+W(7,1052511498,1050590801,1037092318,1054517602)+W(8,1030209323,1027610352,1010824623,-1147523994)+W(9,-1107963320,-1106421308,-1114290095,-1103975991)+W(10,-1115838467,1036809869,-1116997111,1034515722)+W(11,1025259308,1031910367,1015369596,1032370884);sum2=W(0,1020680083,1026207298,-1114338038,1034412140)+W(1,-1119552802,-1132183796,1014438782,1026463590)+W(2,-1098235374,-1129289080,1035819795,1034843888)+W(3,1030579314,1031435954,-1118921036,-1110299389)+W(4,1040052819,1000882372,-1104532064,-1096717996)+W(5,1025849568,-1126927262,1034356940,1043556407)+W(6,1039185699,1041518935,1060121453,-1098039050)+W(7,-1085068698,-1105751584,1039772175,1060018227)+W(8,-1105651771,-1108930987,-1132043948,1059664416)+W(9,1064006582,-1108966794,-1090790505,-1083675102)+W(10,999965284,1025606660,-1127194998,-1123799241)+W(11,1020099573,-1130436386,1040432622,-1098649260);WS(-1098394199,1021768394); +sum1=W(0,-1106976773,1030592418,-1109895628,1031813276)+W(1,-1114022359,-1124672038,980431986,-1118216524)+W(2,1047476460,-1106379994,1041629170,-1108680996)+W(3,1028771909,-1123109432,1035760915,1039049769)+W(4,1035645360,1042879449,1052123789,1053022447)+W(5,-1107385030,1044862779,1023833154,1040198899)+W(6,-1107202165,-1121922344,-1091385002,-1090269731)+W(7,-1107044710,-1127679127,-1107740288,-1099192133)+W(8,-1121988294,986778214,1042582852,1042227034)+W(9,1044112989,-1115617842,1030134009,1025832513)+W(10,1008308247,-1140215924,-1120193402,-1127396653)+W(11,973525940,-1139398721,1014367554,-1116507498);sum2=W(0,-1098169790,968544056,-1162122654,1056997121)+W(1,1029158812,-1112228820,1026696161,-1112296199)+W(2,1055345266,1027898732,1053687424,-1077105818)+W(3,1039110353,1037144043,1022799116,1042942743)+W(4,-1106123518,1021773530,-1089212318,1068095045)+W(5,-1090252350,-1124556656,-1130232224,-1104975561)+W(6,1039932359,1036378047,1035540057,-1098361429)+W(7,1000425352,1050038066,-1118055459,1040445489)+W(8,-1111072353,-1123343911,-1111121590,1044527270)+W(9,-1115281069,-1114307158,-1116705210,1023167430)+W(10,1012808524,-1132858861,1037852727,-1103837325)+W(11,1036594354,-1134065606,1032061348,-1114916168);WS(1064984812,1025677564); +sum1=W(0,1043884023,1030924649,1038396303,1036152448)+W(1,1017544939,1042241831,-1121467129,1047065797)+W(2,-1096329284,1033742216,-1101734196,-1105624932)+W(3,1017123640,-1108991823,1037154774,-1096026219)+W(4,-1084712758,-1103101243,-1087209573,-1086845720)+W(5,-1084903475,-1087299343,-1108220133,-1087523701)+W(6,1057726586,1046959260,1057188432,1061206275)+W(7,1060371326,1055419738,1041931586,1055087388)+W(8,1043356655,1018532660,1046520365,-1114153679)+W(9,-1111584053,1028245989,994164350,1051664559)+W(10,1012739123,-1131015624,1002161670,1044816791)+W(11,1024962678,1043667629,-1114955616,1040331724);sum2=W(0,1043159502,-1105699647,1038273264,1032147900)+W(1,1048938986,-1106879197,-1128156680,1049056829)+W(2,-1104158106,1050222709,1025130152,1032288328)+W(3,-1103450106,-1110143950,-1098742781,-1091104362)+W(4,-1085409392,-1090385012,-1106188919,1061149199)+W(5,1050752016,1049612036,1057886527,-1095713225)+W(6,1067096435,-1106627676,1052171093,1075677902)+W(7,1075039778,1073503496,1075355126,1082426924)+W(8,-1090972778,-1102151020,-1086083449,-1070862987)+W(9,-1070168511,-1072257998,-1070483864,-1070643407)+W(10,-1098664617,1050757442,1039140273,1030992941)+W(11,1040257314,1041175752,1030488248,-1098188298);WS(-1072457547,-1104871915); +sum1=W(0,1018087532,1014551830,-1143311830,1031881454)+W(1,1033102921,1020957612,-1158925470,1015585054)+W(2,-1138749297,1036550950,1001512248,-1098112129)+W(3,-1104222042,-1104597767,-1125431314,1042534317)+W(4,-1129333765,-1131367952,-1083142279,1014989673)+W(5,1059974718,1057969217,1048954301,1043242379)+W(6,983826087,1050222745,1055877542,1020808474)+W(7,-1086706094,-1096646942,-1105443081,-1106542638)+W(8,1026100589,-1118152278,-1106883828,1016760626)+W(9,1045231050,1040528910,1027306868,-1120756612)+W(10,1007352484,-1123482688,1034580622,-1109491581)+W(11,-1122062610,-1114916930,-1147978606,-1122581117);sum2=W(0,-1120473304,-1112539216,-1132295147,-1099708049)+W(1,-1120301365,-1106531527,-1119309605,-1165429700)+W(2,1034530006,1032795060,1046686841,1054832981)+W(3,-1109933894,-1089566811,1004612697,-1105741108)+W(4,-1151412702,1009244103,1037608248,1050403530)+W(5,1051005406,-1106362502,-1114169666,1026755208)+W(6,-1124099243,-1115907580,1020085733,1033863239)+W(7,-1107650300,1030750625,-1130967605,-1146151019)+W(8,1026058392,-1114805763,-1120554932,-1154011810)+W(9,1036477609,-1122049677,1028389062,1026996282)+W(10,-1131120105,1025202928,998829429,-1131382687)+W(11,1020773937,-1143352615,-1142800679,1016610669);WS(1057548396,-1118860492); +sum1=W(0,1024314991,1015464700,1033090170,1024068436)+W(1,1023937802,1007695803,1026830221,-1142835770)+W(2,1024521628,1035643506,1022826491,1044765945)+W(3,1040253828,1032416458,1031527745,1041535598)+W(4,1019907062,1035362560,-1102305323,-1077384746)+W(5,-1095947197,-1110302756,-1110046895,-1106773417)+W(6,-1109277847,1033181378,1038789717,-1093016121)+W(7,1047039772,1032628147,1032291149,1038601945)+W(8,1042186208,1019936830,1047455161,1050623422)+W(9,1039235079,1012944520,1025595072,1031404576)+W(10,-1127185475,1015346289,1015056043,1035221881)+W(11,1019339797,1030260028,-1124358344,1039118899);sum2=W(0,1028948662,-1108748842,1035054379,-1114955281)+W(1,-1123628391,1033670708,-1113438145,1009774019)+W(2,-1119520873,1035535229,1034598190,1040844095)+W(3,1017632867,1028317650,-1152158269,1033306906)+W(4,1040692087,-1128105382,-1105801492,1058969109)+W(5,-1140061979,-1098716294,-1100355456,-1097137530)+W(6,-1099276378,-1125068566,1046560183,1035247795)+W(7,1037021603,1041621971,1042440154,1045186907)+W(8,1042585669,-1119570187,-1104135640,-1104363062)+W(9,-1119904127,-1109815486,1033417138,-1096381982)+W(10,-1108959122,-1105777938,1040780747,-1115696651)+W(11,-1122498951,1039115990,-1102421790,1043903068);WS(-1111617372,-1089239798); +sum1=W(0,-1120946745,1043411666,-1105344783,1034980559)+W(1,1035032490,-1102176538,1042691462,-1106084756)+W(2,-1109363280,-1105933140,-1122482989,-1097138762)+W(3,1028445691,1038047807,-1104930291,1036625252)+W(4,1036859267,-1100282243,1033736099,1040067055)+W(5,-1085774908,985367106,-1095561837,-1105930796)+W(6,-1107333692,1036658471,-1096910672,1063625005)+W(7,1059841631,1050659758,1056206133,1039222942)+W(8,-1131126919,1046725686,-1138971218,-1100591479)+W(9,-1101046354,-1099856795,-1114722211,1033845467)+W(10,1028471724,-1102252305,1048148056,-1115573502)+W(11,1018704810,1038410359,-1104725204,1032806392);sum2=W(0,1032901751,-1107914664,1029069579,987500422)+W(1,-1107918292,1041931397,-1106970712,1026585516)+W(2,-1102980188,1034775565,-1107463876,-1115674720)+W(3,-1122769714,1028640927,-1133982193,-1112107626)+W(4,-1097455677,-1079544271,-1107584024,1066142773)+W(5,1049477386,-1110827944,1040943686,1033119735)+W(6,1019096213,-1123759676,1039965269,1060530292)+W(7,1039765158,-1133849713,-1110406142,-1129682772)+W(8,1032175116,-1101940532,1028816201,1036298034)+W(9,-1100641824,1041944181,-1113302080,1007346649)+W(10,-1112661460,1048109574,-1102645998,1048822254)+W(11,-1106440053,-1113520406,1032469881,-1114426196);WS(1055684951,-1075449937); +sum1=W(0,1025203701,-1109225282,-1105594014,-1102495686)+W(1,-1115277256,-1131312361,1003392922,-1119401549)+W(2,1021145317,1041132226,1045336591,1048290762)+W(3,1046212734,1033816821,1042625602,1032304674)+W(4,-1089325052,-1098148265,-1089314051,-1085251962)+W(5,-1086898788,-1089905605,-1090587428,-1086086859)+W(6,1050955910,1048074946,1059061644,1063401377)+W(7,1058388246,1057949871,1049257380,1056447675)+W(8,1044060206,-1122722677,-1138312640,-1135340574)+W(9,-1108206354,1012872015,1013091209,1030899626)+W(10,1023449767,-1117792831,1024771419,1034487612)+W(11,-1122363216,1023079171,-1119440554,1029355212);sum2=W(0,1061277558,1070915797,1077465728,1077005703)+W(1,1067272551,1035834095,-1140563054,-1101597023)+W(2,-1075680192,-1078675502,-1072669743,-1071891757)+W(3,-1079654744,-1094224921,-1124876273,-1106967769)+W(4,1064394375,-1099840736,-1080083122,-1110541808)+W(5,1034295344,1034313258,1044374977,1056268760)+W(6,1041412946,1036217426,1053075748,1035413026)+W(7,-1098463344,1050839735,1012713199,1033733408)+W(8,-1097187807,1041322393,-1098777830,-1105806062)+W(9,1042040059,-1099205009,1043077130,-1097742853)+W(10,1043650757,-1128025338,-1113957037,1028555409)+W(11,1035679275,-1113787473,1015942004,1036121231);WS(-1084991020,-1093321377); +sum1=W(0,-1124603198,1020905181,1034567442,1033810210)+W(1,1026468027,1034346016,1012576759,1040898454)+W(2,1041431403,-1106261797,1012534679,-1100435893)+W(3,-1113177704,1029015460,-1109083497,1045957208)+W(4,1058092855,1050746614,1060858482,1063338984)+W(5,1057782107,1050350895,1047981412,1051078083)+W(6,-1087194206,-1093664550,-1086211050,-1081371861)+W(7,-1091610836,-1090363161,-1099126963,-1088769118)+W(8,1031898965,1020373118,1037199077,1028138434)+W(9,1041359812,1026545296,1017607178,-1114891854)+W(10,1027465426,1019387090,942151344,-1130539845)+W(11,1019123574,1032894586,1018549369,1024075622);sum2=W(0,1049096145,1050639335,1060252300,1068716746)+W(1,1070836883,1071114171,1069477538,1068968491)+W(2,-1096421724,-1100344181,-1085369111,-1076762820)+W(3,-1073687271,-1075542147,-1076870984,-1078719402)+W(4,-1104462777,1044471716,-1101216805,1050347336)+W(5,1052234046,1009296899,1047758574,-1114781860)+W(6,1019605429,1054069324,-1124780213,1025609425)+W(7,-1096692411,1043747806,1026561745,1035243068)+W(8,-1107039596,-1112798845,1041817400,-1099054195)+W(9,1029953841,1030832137,-1135279155,-1140937749)+W(10,1039363330,-1113551308,999612981,1018249637)+W(11,1028531297,-1109453871,1027426027,-1125031723);WS(-1082530796,1061926473); +sum1=W(0,-1111745736,1030277984,-1123296661,1039021467)+W(1,-1130604760,1012520514,-1112767704,1017586258)+W(2,-1107298323,-1127531019,-1109831840,-1118701125)+W(3,-1101933527,-1114851579,1016124742,-1131932512)+W(4,1048819916,1039611697,1058045501,-1099048749)+W(5,1052265202,1034215157,1037161440,1010862879)+W(6,1033356744,-1113172467,1035918242,-1088898044)+W(7,-1125679275,1029808585,-1110952702,1040689749)+W(8,1034157517,-1127895905,-1146238814,-1099659681)+W(9,1032846000,1005542493,1024904046,-1114167271)+W(10,-1119982339,1009757802,-1125062126,1039341706)+W(11,-1111731430,1016627083,-1137100912,-1130467695);sum2=W(0,-1123675689,1025856461,-1129839981,1039506778)+W(1,-1111122039,-1108253250,1042547871,1023517501)+W(2,1027790609,-1115257125,1041635489,-1087170514)+W(3,1054414527,1040911707,-1107819629,-1119501461)+W(4,-1107220732,-1103597907,-1083432255,1074899174)+W(5,-1087814585,-1119836905,-1108795814,-1120345851)+W(6,-1138688370,1036222096,-1099581339,1052206445)+W(7,1033877978,1035305654,1040418607,974999585)+W(8,-1114685917,-1104487390,-1113019592,-1103205528)+W(9,-1114160943,-1128600489,-1113593105,-1136105250)+W(10,-1131813881,-1138958066,1015980625,1015820001)+W(11,1023501105,-1135082354,1028405761,1023691837);WS(1064809580,1026007555); +sum1=W(0,-1117346201,1012678303,-1112794575,1024755966)+W(1,-1119597108,-1109792204,1039580268,-1109340249)+W(2,-1139810490,-1117193870,1032058104,-1127734554)+W(3,1040786347,-1106953519,-1120656619,-1123630216)+W(4,1018638922,1041509643,-1089321581,-1106321711)+W(5,1042250009,-1136225478,-1140389406,1031754384)+W(6,1046259126,-1116046893,1058768682,1057441571)+W(7,-1088983804,1052663642,1033398978,1030125211)+W(8,-1110265860,-1107022182,1049529906,-1097674775)+W(9,1052962187,-1105006210,-1138416249,-1114619763)+W(10,-1107316166,1042684025,-1107194416,-1115653262)+W(11,-1115453338,-1104239151,1026892022,-1113265368);sum2=W(0,1002173025,1022454821,-1114052781,1026488668)+W(1,1024785122,-1114947733,1041552522,-1114686018)+W(2,-1126476274,-1112202702,1040267060,-1105276944)+W(3,1041996701,1024974628,-1106672600,1014734543)+W(4,993251281,1027055467,-1106967376,1037292044)+W(5,1032247852,-1103384730,1024347316,1038837578)+W(6,1035289805,-1110248161,1050537246,-1103163514)+W(7,1036995069,1044720036,-1136575544,1011597497)+W(8,1026092616,-1106697397,1051631259,-1119693560)+W(9,1026699348,-1113586574,1012871948,-1113050536)+W(10,-1119256919,1035602798,-1119463370,-1109176262)+W(11,-1123291766,-1103668424,-1104716490,-1124038001);WS(1065652022,1032044813); +sum1=W(0,1008146233,-1138253430,-1111490857,1034343482)+W(1,1027957290,1037589943,1035138662,-1130048270)+W(2,1024151812,1033154018,1037025524,-1098142828)+W(3,-1093711910,1019326054,-1137243780,1033030167)+W(4,-1109382253,-1111423088,-1089787453,1056996567)+W(5,1064926206,1020462798,1028825917,1017317515)+W(6,1046726755,-1114751985,1060185520,-1102691401)+W(7,-1084615165,-1096112169,-1123985530,-1105819364)+W(8,-1118504831,1030270670,-1108385813,1034117937)+W(9,1042611828,999245356,-1106962907,-1131349303)+W(10,-1145994760,1011776865,1031075253,-1115595081)+W(11,-1141498448,1030480467,1020535720,-1161641125);sum2=W(0,1006780909,1032029355,928839112,-1118040285)+W(1,-1112805367,-1105940221,1025941308,1031169874)+W(2,1018874621,-1106542042,-1114343998,-1106692361)+W(3,1043467647,1041450718,1036583459,-1106475204)+W(4,-1118402441,-1123089851,-1111882995,1057618964)+W(5,-1114692462,1035656455,-1122657152,-1181112366)+W(6,-1125742470,1042324218,-1150379126,1059562898)+W(7,-1124030112,-1096899429,-1115452253,-1108009053)+W(8,1022906649,1032351097,1030201786,-1096401122)+W(9,-1101041619,-1105376866,1025207396,-1117532473)+W(10,1002124531,-1127943559,-1112138839,1036092239)+W(11,-1119061832,1038704957,-1115257437,1040262599);WS(1060219372,-1086892801); +sum1=W(0,-1103145773,1041685441,-1114046300,-1105288038)+W(1,1036049319,-1105447101,-1153064218,1037687846)+W(2,1039153858,-1139059104,-1139626983,1051743245)+W(3,1005204005,-1096900831,1006778518,-1097346218)+W(4,1051640744,-1111094658,1060139625,1048845947)+W(5,1056234019,1058595229,1030114274,1052830405)+W(6,-1098525574,-1114399172,-1105262039,-1084251893)+W(7,-1132035760,-1097183901,-1095492788,-1105878061)+W(8,-1104573181,1034492410,-1112320535,1048366229)+W(9,1045757805,-1102598303,1044243314,-1114955456)+W(10,1018968139,-1114173214,-1114750605,-1119683574)+W(11,-1113866359,-1132035040,1021887633,-1107291810);sum2=W(0,-1116149857,-1115656995,1030898684,-1101937257)+W(1,-1172884346,-1108962642,-1122887710,1035380843)+W(2,1025241726,1004099725,1025926274,1029996270)+W(3,1015423640,-1098527410,-1102965987,-1099100919)+W(4,-1099180395,-1094029030,1029208805,-1093188603)+W(5,1043486640,1057927618,1033678913,1054675670)+W(6,1043244905,1042198638,1050305603,1051892024)+W(7,1010118001,-1111697287,-1106879588,-1115267941)+W(8,-1108018378,1030698655,-1105752531,1032179392)+W(9,1042453668,-1110311603,1043859461,-1124505249)+W(10,1036684654,-1113978987,1030311314,-1143836228)+W(11,-1107174775,1032971351,-1114814873,-1114563702);WS(1054285911,1050558006); +sum1=W(0,-1123510162,-1131523010,-1131464621,1019709806)+W(1,1029482925,1019519396,1008876867,990268585)+W(2,1038924416,1041880394,1042834130,1022473868)+W(3,-1100861061,-1099456110,-1103795177,1023983666)+W(4,-1103298920,-1093800836,-1095165898,1057683379)+W(5,1065493943,1059660975,1052993120,1049686449)+W(6,1049975562,1050884477,1056805171,-1101108530)+W(7,-1084744157,-1084827161,-1096422344,-1102767109)+W(8,-1107117058,-1103773453,-1101616339,-1121085405)+W(9,1044641696,1037612741,1041661496,-1112995616)+W(10,-1132690963,1013663344,1008580322,-1112183179)+W(11,-1107880231,-1118057053,-1120002940,-1125681410);sum2=W(0,-1122499415,-1135750526,1025808744,1004729468)+W(1,1038371609,1025309219,1037233345,-1107252608)+W(2,-1115660402,-1103885919,-1107570715,-1109043837)+W(3,-1101018403,-1106866200,-1100735475,1049544712)+W(4,1019721643,-1163427536,1050733408,1068391994)+W(5,-1088555463,1029079067,1034253450,-1147071004)+W(6,1052675919,-1111228057,1050715774,1068640266)+W(7,-1109791041,-1082318320,1048468038,-1092391889)+W(8,-1134010714,-1097257542,-1097200131,-1098019427)+W(9,-1104872484,-1103711089,-1096395820,1032346912)+W(10,-1107636671,1043515230,-1113330231,1035061875)+W(11,1015805682,-1134559274,1043601518,-1139706642);WS(-1090663639,-1077388844); +sum1=W(0,1018174482,-1160081154,-1125628059,-1132569784)+W(1,-1117916196,-1117849353,1021610031,-1122253105)+W(2,-1118693311,1029100670,-1120731528,-1106887239)+W(3,-1106415899,-1097169074,-1146324700,-1168966176)+W(4,-1093711755,-1098783931,-1088582516,-1095941442)+W(5,-1087125152,-1094690684,-1097735927,-1093052224)+W(6,1049109025,1046071575,1052420297,1068562223)+W(7,1064382514,1058209900,1048904111,1056110513)+W(8,1040639418,1021012498,-1106387497,986381179)+W(9,-1096200966,-1116837948,1025702951,-1121509238)+W(10,1010315758,-1115518041,-1181480889,1034527238)+W(11,974332196,1015836076,-1123641014,1025570188);sum2=W(0,1034436941,-1113720588,1024698569,-1106229774)+W(1,1036635696,1046234567,1052080385,1034351318)+W(2,-1094381136,1042206203,-1096498964,-1082651758)+W(3,-1065300211,-1070759890,-1090746117,-1089089289)+W(4,1032181918,998633097,1057336919,1076874404)+W(5,1081990850,1049370102,-1114040834,1035723536)+W(6,1038416019,-1112936962,1044225483,1035551973)+W(7,1041430251,1045207615,1038285588,-1119691531)+W(8,-1157362266,1041189037,-1114037642,1029476436)+W(9,1035032611,1036601034,-1115422836,-1130950394)+W(10,1040127243,-1108577062,-1122557473,1033287923)+W(11,1024588020,1015731519,-1155116306,1031958369);WS(-1080363926,-1071486509); +sum1=W(0,1035667824,-1106562756,1048836261,-1099668353)+W(1,1041756943,1034350288,-1111757455,1036008540)+W(2,-1117755862,-1102851061,1026770536,-1096598034)+W(3,-1111989629,-1117155588,-1106686285,-1110305168)+W(4,1058850627,1044522508,1060900423,1062774732)+W(5,1060314417,1058954340,1047827972,1058323473)+W(6,-1089812638,-1098855847,-1094273901,-1081351512)+W(7,-1091724133,-1097309107,-1089979637,-1097705308)+W(8,-1119781738,-1124105919,-1136163052,1019768789)+W(9,1036217472,1034476769,1034808863,-1112569431)+W(10,1033333673,-1122920906,1034167779,-1100720585)+W(11,1023569595,1037864032,-1108224543,997120104);sum2=W(0,-1130221439,1039521143,-1106623296,1040812416)+W(1,-1108121630,1011405671,1024610419,-1120568012)+W(2,1026473921,1040027805,-1103850305,1044422007)+W(3,1033782288,-1112409330,1042204829,1007920671)+W(4,-1098631230,1049962270,-1102633929,1053913409)+W(5,1041179127,-1118313372,1033589003,-1105557487)+W(6,1059210683,1037922688,1032319554,1075309200)+W(7,1051007822,-1114991064,1064519547,1041664007)+W(8,991949852,-1128609979,1032322677,-1093367457)+W(9,-1128820939,1042490244,-1108707286,-1108726636)+W(10,-1088875775,1043008084,-1081254616,-1078110278)+W(11,-1087823621,-1085620101,1038944538,-1097283302);WS(-1085146860,-1078432897); +sum1=W(0,1000247468,1037132754,-1107087079,1043827999)+W(1,-1105171356,1034542459,-1139389265,1019250012)+W(2,-1149696569,-1105005939,1047641075,-1094624073)+W(3,1038438012,-1098392071,1037791108,-1111893867)+W(4,1046594056,1049101493,1036712721,1056540903)+W(5,1056427897,1052522438,1039493090,1053002294)+W(6,-1105608437,-1092242085,1034057408,-1091288646)+W(7,-1092984875,-1099696227,-1123704450,-1096292923)+W(8,1029982264,1035020227,1000135432,-1097712673)+W(9,1048401189,-1113847620,1041969240,-1109486882)+W(10,-1128935441,-1114749360,1041253327,-1098691603)+W(11,1031740017,-1124493285,1035876258,-1117863020);sum2=W(0,981650725,-1123188651,-1132394336,1019312288)+W(1,1007032529,1019035800,-1139057577,994405618)+W(2,1022634928,-1141995321,-1159373413,1040593594)+W(3,-1125839148,-1144628769,-1130558040,996479090)+W(4,-1122722467,1043118137,-1111962066,-1085264893)+W(5,1035586791,1030456162,1025167346,-1121727683)+W(6,-1134931805,1038372119,-1088039805,-1062981933)+W(7,-1088420516,1033594923,-1132235322,-1141102409)+W(8,-1114801830,-1108690895,1059960197,1086226578)+W(9,1052041256,-1121903247,-1127116104,1010205301)+W(10,1035155349,-1113558499,-1123558064,-1122982849)+W(11,1041973847,-1112866008,999416881,1015327588);WS(1065314092,1028007882); +sum1=W(0,1031315399,1009229913,-1129846167,1030512684)+W(1,1027211107,1024491495,-1133667543,1020076159)+W(2,-1118910333,1044274103,1040482617,1028502523)+W(3,-1098008831,-1114626726,1030034106,1035646611)+W(4,-1110071882,-1091088835,-1081937298,1057125791)+W(5,1063505604,1056913060,1045615294,1046315392)+W(6,1027958726,1049048403,1058342964,1041882615)+W(7,-1081007746,-1094994912,-1103714125,-1120947018)+W(8,-1132049297,-1098774521,-1097400260,-1128387300)+W(9,1042307230,1046624506,1018202602,-1116178789)+W(10,1030345978,1015648546,1033820695,-1123750794)+W(11,-1119357859,-1108219417,1021380405,-1113806211);sum2=W(0,-1105494348,1042860341,1034523914,1032509803)+W(1,1037500440,-1136462181,-1115571726,1030953968)+W(2,1051114204,-1095282678,-1099570184,-1092355888)+W(3,-1093487707,-1101634066,1038218158,-1144657738)+W(4,-1106549278,-1095274416,-1097084890,1068351366)+W(5,1045336627,-1093371043,1025607496,-1098135458)+W(6,-1106413411,-1115620988,-1100406176,1061966336)+W(7,1064976080,-1095768559,1051011462,-1103066203)+W(8,1026636954,1032482885,-1103782738,-1111829172)+W(9,-1099957245,1011878641,-1122142689,1046841453)+W(10,-1101805730,-1123651604,1033985372,1041181693)+W(11,-1105149847,1041978329,-1106959075,1034424520);WS(-1100053422,1042143034); +sum1=W(0,-1121193300,1027006179,-1116784408,-1124403186)+W(1,1032959000,1036096698,-1106874909,-1140087089)+W(2,1038907933,-1101648146,1051061595,-1096312949)+W(3,1021329739,-1104405590,1032316755,1026338531)+W(4,1037214192,1052804861,-1092953078,1063691363)+W(5,1057610578,1046101531,1033832353,1044117027)+W(6,-1104157285,-1116788520,-1115727182,-1094770533)+W(7,-1085255924,1032460934,-1101777344,-1123976854)+W(8,1003265009,-1105088109,1044603252,-1110178331)+W(9,1042273837,-1099699080,1042741769,-1110400285)+W(10,927491180,1036085839,-1112320669,-1132796507)+W(11,-1129217311,1029210945,-1111566277,1023324661);sum2=W(0,-1141740532,-1141563308,-1146742484,1037326381)+W(1,-1100634945,-1112991637,998071241,1028661660)+W(2,-1127364827,-1115378106,-1097895309,-1089066292)+W(3,1074712949,1036278807,1023404119,1032269699)+W(4,1016858659,1014774982,1061549017,-1086943216)+W(5,-1081904953,1016249563,-1104500239,-1118089334)+W(6,1019476887,1033910688,-1098904537,-1087533486)+W(7,1051894188,-1105464222,1039001405,1002948788)+W(8,1027610232,-1098709711,1048121474,1044386108)+W(9,1035948687,1034738839,-1111082062,1032376859)+W(10,-1114104878,1038463125,1009723338,-1128378528)+W(11,-1114075451,1023041183,1028418264,-1116656881);WS(1064553004,-1122811923); +sum1=W(0,-1129171987,1032276908,-1113233767,1041762428)+W(1,-1110071667,1027123610,-1123823416,1026480898)+W(2,1031404000,-1105326008,1049333812,-1095271692)+W(3,1021654775,-1101813124,1034262350,-1114787413)+W(4,1045766677,1049463355,1036005443,1059787495)+W(5,1057980603,1052117804,1041561742,1051913520)+W(6,-1102182210,-1094389820,974120215,-1088583546)+W(7,-1092394330,-1097358280,-1111517243,-1097569834)+W(8,1024429036,1026361994,1035186995,-1095666629)+W(9,1048809333,-1132328890,1043990330,-1107060706)+W(10,-1144455651,-1121595412,1034062296,-1100003363)+W(11,1024774373,-1125809241,1035275874,-1116630377);sum2=W(0,1027128731,-1153474964,1032141903,-1114194268)+W(1,1010972171,-1128303982,1020076945,-1125252319)+W(2,-1118374135,1014938475,-1106631533,1049333862)+W(3,-1117272233,1026850075,-1130317298,1023253865)+W(4,1034513610,-1107487108,1042187602,-1091768288)+W(5,1029258819,-1112584656,1019094573,1030375545)+W(6,-1123174378,-1123472496,1054134699,1082046784)+W(7,1048672371,1015595275,-1143083862,-1112246350)+W(8,1026835315,1026726549,-1092438474,-1066065893)+W(9,-1108402828,-1129520676,1012988295,1033146096)+W(10,-1114420605,1026647445,1008281595,1032174407)+W(11,-1107223380,1020663133,1016020771,-1120189048);WS(1066855734,-1119441794); +sum1=W(0,-1127562022,-1123770274,-1115364812,-1108591004)+W(1,-1109630903,1012450637,-1111453929,-1112819014)+W(2,1039804281,-1106380690,1049486942,1052921753)+W(3,1002857256,1049080999,-1123146086,1045715313)+W(4,-1090674092,-1096623933,-1088928155,-1086271011)+W(5,-1088126629,-1098448030,-1095526376,-1090620137)+W(6,1057948125,1041520634,1058254390,1066610309)+W(7,1047590014,1058670697,1020669183,1057080301)+W(8,-1113289318,-1102744925,-1126493725,-1125400685)+W(9,-1097419497,1027654745,-1103558716,-1122765265)+W(10,1040603681,-1104646487,1030330554,1047144630)+W(11,-1118729135,1040353710,-1110153949,1038000005);sum2=W(0,1029773001,-1098400772,1049403575,-1106957817)+W(1,1040180418,-1125940042,-1121768997,1035657430)+W(2,1045848843,-1098127734,1040542896,-1113384065)+W(3,-1098054809,1051521525,-1098090743,1035815778)+W(4,-1100354950,985414438,-1094506611,1065317808)+W(5,-1102424534,1038107076,1030043463,-1104826760)+W(6,1042255280,-1114969170,1044461531,1063282493)+W(7,-1111953320,1052337139,-1098581045,1052586351)+W(8,1031741567,-1101857955,1033605854,-1099888837)+W(9,-1148110913,-1125555808,1034608926,-1105779304)+W(10,-1106457511,-1121665039,-1106685198,-1090380876)+W(11,-1097784009,1010307405,-1105861523,-1121200133);WS(1024108216,1053619151); +sum1=W(0,-1110237276,1036125123,-1105593599,-1116690717)+W(1,-1138403916,-1118424632,-1118568038,-1117554448)+W(2,-1117217830,-1104025987,1053313098,-1107833238)+W(3,-1112296045,-1108171422,1025019530,-1113883668)+W(4,1029541828,1035829669,1040682969,1058976450)+W(5,-1104638900,1053496066,997886569,1047703644)+W(6,-1116974327,1029841740,-1093167724,1049118258)+W(7,-1102593951,-1123704112,-1107943218,-1108512765)+W(8,1028000106,-1125285423,1031701731,-1094097902)+W(9,1055269059,-1100830255,1036129823,-1109656827)+W(10,997960357,-1115997186,1020700860,1017239158)+W(11,-1122615091,1029941429,-1111217181,1020926429);sum2=W(0,-1119993039,1038893624,-1105602869,-1106354535)+W(1,1032998629,998835515,-1119543359,1026155597)+W(2,-1109450011,-1096262037,1055566572,-1158461197)+W(3,-1117939535,-1108137959,1037096144,-1114868339)+W(4,1040401784,1053717996,1043380434,-1105416337)+W(5,-1087999087,1027244587,-1117843291,1031605777)+W(6,-1106582025,-1117988753,-1092886002,1072933379)+W(7,-1083385663,1045359897,-1101171319,1022787365)+W(8,1033614749,1000703247,1034388956,-1081255560)+W(9,1066426555,-1093783038,1051461624,-1100938466)+W(10,-1147493015,-1114388777,1043473668,1043342555)+W(11,-1094544057,1045623937,-1102892249,1041102940);WS(1062840044,1036517115); +sum1=W(0,1027882709,-1102360361,1037386637,1026327034)+W(1,-1102333276,1042539613,-1113170154,-1117867630)+W(2,1024218619,-1119309706,1051294017,-1105387538)+W(3,1045232110,1042423170,-1107171938,1042893141)+W(4,-1088734638,1031157223,-1082181941,-1087289600)+W(5,-1089919726,-1088061047,-1126992520,-1098512042)+W(6,1057788973,1045291130,1057574554,1064725383)+W(7,1056789371,1052153154,-1124580994,-1109192172)+W(8,1032695796,-1107257205,1039133128,1024151288)+W(9,-1131902346,1045762482,-1130270357,1047580087)+W(10,-1105941698,1032367183,1015412087,-1102302982)+W(11,1046746652,-1110282969,-1116552186,1032060742);sum2=W(0,-1128425377,1027402769,-1122701285,1029460017)+W(1,-1128656941,1015114546,-1131912907,1012677721)+W(2,-1106124336,-1123408727,1035952055,-1106291502)+W(3,1034330078,-1137130753,-1151273092,-1141059698)+W(4,-1106789449,1046361983,1033758045,-1092942672)+W(5,1022825967,1043050798,1026393205,-1114857397)+W(6,-1116881359,1040877836,-1092736894,-1089281400)+W(7,1067937621,1057367901,-1100743964,-1116376233)+W(8,-1108203604,1041799035,-1110885432,1058715791)+W(9,1060265099,-1090127289,-1100147508,-1085394823)+W(10,-1154187588,1037669599,-1106801609,1044648045)+W(11,-1104725901,-1099584998,-1114467924,1048436512);WS(-1090906199,1032077706); +sum1=W(0,-1133027020,-1121893314,1023318639,1029445080)+W(1,1001128051,1034316233,-1103958128,1035906358)+W(2,-1114971356,1044790618,-1123234602,1040694938)+W(3,1035215242,-1102125462,1043268297,-1122145747)+W(4,1042474992,-1113284386,1041326284,-1105269270)+W(5,-1090300845,1049843289,-1131346756,1025511402)+W(6,-1109782777,1033127972,-1090554926,1053731809)+W(7,1054234875,-1098556565,-1121911775,-1113919963)+W(8,1040233361,-1105262125,1034823031,-1109230339)+W(9,-1098565414,1042417542,1026215817,-1122686272)+W(10,-1113511763,1025873725,1011115622,-1129412204)+W(11,1038160135,1018477632,1009497794,998364239);sum2=W(0,1010874613,1031993168,-1110586713,1035954309)+W(1,1034349301,-1122071401,-1140127141,1029284667)+W(2,1030375188,-1098558104,-1116546039,-1089737673)+W(3,-1094899703,1053685859,-1108774266,-1124583674)+W(4,-1115235366,1051363302,1056517150,1057138262)+W(5,-1098486858,-1093546729,1034072089,-1122424073)+W(6,1049471257,-1094785947,1031272431,-1102658594)+W(7,-1112892354,1046184196,-1109252950,1037904141)+W(8,-1100352469,1040320218,-1111763071,1043402933)+W(9,1057577914,1039716432,-1122970680,958822899)+W(10,1040126787,-1131978284,-1124433226,1027656919)+W(11,-1092308561,-1116345243,1016915650,-1140678181);WS(1065971990,-1117349785); +sum1=W(0,1041698888,-1112126136,1034826515,-1129568652)+W(1,-1109843230,1024013025,1009653886,-1137279078)+W(2,-1103591502,1043874709,-1101299034,-1186542860)+W(3,1041410157,-1159955630,1030113747,-1120752640)+W(4,-1130045402,1044992637,-1083999976,-1081978560)+W(5,-1085461041,-1090063736,-1097631850,-1094129699)+W(6,1049080916,1047240445,1060703412,1061790267)+W(7,1058214583,1059365054,1049303674,1052607100)+W(8,1009208654,-1121869537,-1123043996,1028920692)+W(9,-1105683576,1011681824,-1125202109,1021258909)+W(10,1021475879,-1134810027,-1144695867,1017436104)+W(11,-1131209785,-1139574520,1000157667,1022839599);sum2=W(0,-1117014919,-1130364155,-1106662873,-1114007102)+W(1,1049348603,-1111037227,1016435713,1035610526)+W(2,-1073720352,-1086725672,1069712606,1062079613)+W(3,-1102930718,1020707077,-1114426132,1034066723)+W(4,-1104300581,-1091483554,1061376514,1060429625)+W(5,-1098979910,-1091915359,1043583392,-1091474650)+W(6,1055286111,-1109695767,-1114136197,1052661025)+W(7,-1131131469,1050631696,-1112682766,-1112601210)+W(8,-1105567211,1032269150,-1138351682,1018497014)+W(9,1032920333,-1117367449,-1122101547,1039950258)+W(10,-1108683793,1033653176,-1115525434,1043366723)+W(11,-1107942477,-1139459182,-1122885189,1026792554);WS(-1087438700,-1079683283); +sum1=W(0,1017584527,-1126645293,1024510860,-1126938201)+W(1,1025818403,-1163276521,1040771729,-1160528892)+W(2,-1111085935,-1110290014,1033919541,1049726143)+W(3,1042036038,-1114444262,1029908410,1035428627)+W(4,-1097724786,-1098381907,-1083731542,-1081500983)+W(5,-1097215121,-1091706404,-1097070911,-1097940968)+W(6,1052950249,1053593812,1063649365,1059087538)+W(7,1052548297,1057898452,1045403069,1052829673)+W(8,-1112145065,-1106211842,1003633557,1023563130)+W(9,1019377518,-1104008328,-1115067299,1032435766)+W(10,1032156829,-1129163939,-1118260846,-1120786763)+W(11,-1116189667,1023503580,-1112674412,1015355644);sum2=W(0,1027460995,-1126036613,1029366028,-1129309981)+W(1,1020875062,988377354,-1109676838,1030688918)+W(2,-1139353737,-1172793556,1021322407,-1097919394)+W(3,-1121912528,1034370211,-1137199485,-1107628664)+W(4,-1116062036,1041340702,1050063273,1055277098)+W(5,-1106551211,1041415105,-1128558209,-1134721053)+W(6,-1105887481,1031879973,-1101108606,1009470709)+W(7,1047064096,1034815104,1034836242,1049845283)+W(8,1043084390,-1108443334,1031078409,1041616760)+W(9,-1107655532,1018545561,1014245687,-1104117922)+W(10,-1112909236,-1144584219,-1116288208,-1099143154)+W(11,-1100042276,-1108610892,-1111876576,-1123449114);WS(1044595630,-1081949232); +sum1=W(0,1039675598,-1114551286,1008233858,-1121252161)+W(1,1033942172,-1122512668,1026205083,-1118876117)+W(2,-1112185757,1041771076,-1113654239,1036138408)+W(3,1043328887,1047911808,1028532559,1051948425)+W(4,-1088266627,-1144202605,-1106609306,-1087961804)+W(5,-1087619944,-1086197995,-1087181441,-1079365891)+W(6,-1103352647,1058269731,1055957016,1060473075)+W(7,1062639593,1055667963,1042300482,1051816684)+W(8,1051863744,-1102436935,1041931682,-1105147684)+W(9,1002098271,-1111264410,1038991809,1047648830)+W(10,-1115854735,-1130126796,1017898629,1041818984)+W(11,-1130413359,1032948860,-1115140949,1035539513);sum2=W(0,1050752765,-1102559074,1004621594,-1106905815)+W(1,1038134564,-1114858390,999530010,-1104442024)+W(2,-1087877559,1042152886,-1095393630,-1106434273)+W(3,-1099723068,1036662936,-1101776331,1054232067)+W(4,-1089125923,1035361880,1058416370,1058355794)+W(5,1056388755,1040360076,-1106345832,1034476952)+W(6,1063798323,1052128007,1062325475,-1120474523)+W(7,1051681161,-1096401119,-1106373450,-1089943559)+W(8,1013490077,-1090156566,-1094287538,-1101206197)+W(9,-1100293430,-1104699402,1048788631,-1113690608)+W(10,-1098786735,1029952535,-1116454071,1025568531)+W(11,1009033997,997069429,-1117506479,1019208527);WS(-1082323244,1081334754); +sum1=W(0,1017652669,1026074030,1026308835,-1139023631)+W(1,-1124784756,-1157466090,-1151223253,-1123067319)+W(2,-1114671162,-1101582293,-1102225205,-1128122150)+W(3,1047028384,1041367009,1037350457,1018518877)+W(4,1045686283,1051997878,1056290627,-1109179969)+W(5,-1088067773,-1090935975,-1100014755,-1100605637)+W(6,-1100397239,-1097273854,-1091487775,1033600923)+W(7,1058585755,1058457225,1047302995,1040259816)+W(8,1040334760,1036251335,1044247257,1034603313)+W(9,-1098471302,-1104671877,-1113240670,1007040336)+W(10,-1120290385,1010893986,-1114193219,1015477828)+W(11,1027532986,1028455628,1023216600,-1167442276);sum2=W(0,1021161720,-1130912565,-1130074229,-1117040706)+W(1,1025588007,1012731209,-1117264939,1035821810)+W(2,1034310052,-1120070653,1013066141,-1097167140)+W(3,-1126989997,1035986228,979500482,-1131150309)+W(4,1028060302,1057895756,1050008660,-1077198236)+W(5,1036249174,1061480822,1036420478,-1114248001)+W(6,-1111691904,1060473449,1048707954,-1071981659)+W(7,1055589119,1068029984,1025639810,-1104930835)+W(8,-1117456161,-1103940220,1041027109,-1101172514)+W(9,1014637039,1014223793,1027808652,-1128414380)+W(10,-1120681063,1030806761,-1131293055,1009545637)+W(11,1035622377,-1130249456,-1120874755,1036288471);WS(1053726551,1012659382); +sum1=W(0,1032083097,-1115995457,1025061558,-1122031383)+W(1,1038196358,-1115071689,-1130575936,-1113099877)+W(2,-1106638998,1034541187,-1115280977,-1104507249)+W(3,-1114143426,1029764374,1031225348,-1102798468)+W(4,-1098702088,-1098027112,-1088652495,-1092902123)+W(5,-1085882325,-1097451113,-1098237300,-1111014420)+W(6,1047871676,1032148771,1060231518,1065996118)+W(7,1058126194,1059563219,1035470703,1054581342)+W(8,998886703,1042659740,-1106688851,-1104094145)+W(9,-1102012910,-1121352461,-1128714910,1000597622)+W(10,1022035144,-1112198366,1034668492,1024148149)+W(11,1010989620,1012420282,-1123786037,1024134712);sum2=W(0,-1124504165,1044199209,-1105768285,1030597508)+W(1,-1097181409,1040834484,-1106395293,1038991009)+W(2,1043258069,-1105860909,-1149580326,1054859448)+W(3,1065166573,1012576825,-1091772000,-1077787203)+W(4,-1119272862,-1096303760,1030851358,1057797022)+W(5,1062380695,-1116955554,-1113754765,-1098893101)+W(6,-1120765402,1027333462,-1110802573,1040041196)+W(7,1017534493,-1108797661,1042765191,-1110880129)+W(8,-1132584009,-1112573193,1028533186,1035436142)+W(9,-1141430739,1032147286,-1113752657,-1120959090)+W(10,-1130103221,1030769098,-1111917317,1033418125)+W(11,-1140263257,-1126074797,1020067757,-1136443945);WS(-1091585367,-1096979755); +sum1=W(0,-1125210148,-1121704545,-1120024086,-1106223422)+W(1,1027649645,-1106879908,1033259600,-1108105765)+W(2,-1104771642,1041680018,1043362647,1048656073)+W(3,1038801018,-1103521718,-1106174833,1031226898)+W(4,-1104387016,-1093500244,-1085845307,-1086139981)+W(5,971788283,-1124812374,1011346436,-1119913673)+W(6,1039960904,1056326757,1060708396,1060053831)+W(7,-1115241635,1040958787,995843043,1040930453)+W(8,1043768271,-1114046313,1022927067,-1105827043)+W(9,-1120254754,1038747748,-1118768800,1040461604)+W(10,-1127914889,-1113011982,-1140249314,-1132509525)+W(11,1027284814,1026834103,-1115807705,1029803545);sum2=W(0,1007158722,-1117465525,1020157105,-1115575087)+W(1,1029731993,-1115951245,1042169362,-1111020797)+W(2,1004004293,1030693613,1007550482,1032793866)+W(3,-1104867994,-1111503366,-1101768383,1042858280)+W(4,-1123076619,1034532408,-1101572236,1059720067)+W(5,-1112732963,-1098900155,-1132362761,-1101011815)+W(6,-1109929145,-1107544976,-1110988335,1067665797)+W(7,1048427228,1058832170,1029991341,1043396912)+W(8,-1104848259,-1095482533,-1085485924,-1090269083)+W(9,-1135504754,1037004208,-1108400441,1041064016)+W(10,1045822378,-1130708853,1036333634,-1111111456)+W(11,-1105802165,-1115747431,-1132122165,-1126685993);WS(1050761175,1067771859); +sum1=W(0,1007679755,1016344868,-1111212068,1035369236)+W(1,-1114152399,1027679203,1024513697,1023429051)+W(2,-1103008542,1051881455,-1113694143,1057165115)+W(3,1030154052,-1119705863,1037582923,-1106945041)+W(4,-1117542415,-1099208581,-1094852820,-1086714990)+W(5,-1087862176,-1098820035,-1101037788,-1098056967)+W(6,1040506400,1050438683,1036449755,1067282489)+W(7,1049754336,1030273979,1048082428,1020854026)+W(8,-1107587308,-1138473483,-1102372368,1045850761)+W(9,-1112794889,-1111030523,-1114576136,1000524418)+W(10,-1123566389,1035136294,-1110750261,1047098321)+W(11,-1108921199,-1158006009,1025557440,1029171882);sum2=W(0,-1108377721,1043256577,-1098471532,1048495965)+W(1,-1103576309,1036658009,-1107738492,1030436882)+W(2,1042939389,-1092756549,-1140040329,-1094992475)+W(3,1017276157,-1104050853,1032200565,-1104348148)+W(4,-1118508723,-1136988785,-1099870420,1064902851)+W(5,1045749581,1045838269,-1110226959,1042649061)+W(6,-1101760284,1050996294,-1098704018,1062859454)+W(7,-1089477514,-1157061765,1046491511,-1106567852)+W(8,1037932369,-1104406221,1015984185,-1098855018)+W(9,1025174042,-1121418697,-1106492592,1027657606)+W(10,-1111488356,1040203060,-1103619810,1045571731)+W(11,1025902034,-1107737652,1044444185,-1105647758);WS(1057448172,1069108917); +sum1=W(0,1025232554,-1128422002,1032607415,-1106129908)+W(1,-1141856298,1015221011,1010040610,1026592994)+W(2,-1116799928,-1123655391,-1111298160,-1119092894)+W(3,1044964179,-1128617181,-1116425884,1015937075)+W(4,-1100727837,1037047614,-1102160962,1036246919)+W(5,-1088316592,-1116622467,1027658969,-1102536008)+W(6,1055215485,-1104723136,1056783106,-1165535249)+W(7,1049606186,1044617768,-1132120236,1042573835)+W(8,-1106508548,1040448906,-1103004521,1040745899)+W(9,-1132962087,-1103456342,1037741920,-1118303623)+W(10,-1139419762,1006660815,1016236833,-1123853933)+W(11,1016605067,-1160895193,1018376479,-1120915345);sum2=W(0,-1128749003,-1091479855,-1124909389,1030767422)+W(1,1028475536,-1118686225,-1133507353,1003197653)+W(2,1042697161,1061865996,1067634595,-1111988197)+W(3,-1102439466,-1117920963,1022976741,1008285339)+W(4,-1101835107,-1097573200,-1083343720,-1090130192)+W(5,1055493018,1027292464,1030733458,1002427213)+W(6,1038607216,1026943422,-1110364223,-1089515454)+W(7,-1090714326,-1101900071,1033968573,1033064671)+W(8,-1108371617,-1114744392,1035072621,1054823097)+W(9,1059932372,1031097460,-1132241300,-1101772178)+W(10,1031384482,1026017402,1036186174,-1104718688)+W(11,1024781950,-1110105890,1040128898,1026666744);WS(1065065708,-1125796377); +sum1=W(0,-1112144555,1029634469,-1112840237,1034269757)+W(1,-1122801969,-1133240789,1016754760,-1119164014)+W(2,-1106943759,1025116330,-1105630541,-1106751530)+W(3,1023923175,1041797158,-1113089188,-1130226634)+W(4,1017193539,-1112668180,-1112954809,-1096457447)+W(5,-1094266089,-1096385878,-1106190977,-1114305030)+W(6,1048634147,1027133034,1055950575,1060800975)+W(7,1051425450,1041695411,1044103184,1036967948)+W(8,-1127916040,1026809557,-1112907992,-1093799807)+W(9,-1103940357,1039766276,-1130590086,1008751883)+W(10,-1132404112,1004217594,-1111964638,1038388364)+W(11,-1132895812,1013909417,1032062573,992673732);sum2=W(0,1043431555,-1109692118,1036275465,-1111890182)+W(1,-1102288351,1045724738,-1109691788,1007408138)+W(2,-1098806978,1046643695,-1097975189,1048664613)+W(3,1049750262,-1098934938,1032869755,-1111259526)+W(4,1024222598,1045861043,-1101643320,1058544270)+W(5,-1098883379,1049188212,-1107029975,1048185689)+W(6,-1105154239,1054740901,-1083291725,1068703829)+W(7,-1080748028,1058055770,-1100454574,-1148294292)+W(8,1031236307,1035789437,1007109846,-1081353417)+W(9,1031821902,-1100833476,1051695731,-1114785167)+W(10,953732840,-1115663935,1042301531,1035678115)+W(11,-1120166561,1047454611,-1096856793,1041528279);WS(1061652844,1044003957); +sum1=W(0,-1118715405,1029075868,-1115471369,1032954233)+W(1,998963525,-1111723799,1036011862,-1152687195)+W(2,1022617806,1045689305,-1094261862,1027529537)+W(3,-1099266912,1045678528,-1119248992,-1108410990)+W(4,1044034950,1030904095,1059625182,1057470859)+W(5,1062131070,-1098407445,1047156095,1037164834)+W(6,-1101088515,-1103346936,-1096538237,-1086691558)+W(7,-1094363880,-1105378993,-1123294521,1016045215)+W(8,1019688911,1045834099,-1102841294,1041319556)+W(9,-1166277444,1028040508,-1135804811,-1106724595)+W(10,-1131961856,-1110934572,1036052922,-1148682371)+W(11,1017830866,-1109411965,1030886475,-1123601124);sum2=W(0,-1123087716,-1122327585,1034911826,-1115300382)+W(1,-1147444258,1031538244,-1122824244,1026384688)+W(2,-1115107680,-1105390433,1034185422,1042081129)+W(3,1036682846,1043195731,-1112377777,1024479380)+W(4,1039737456,-1106584843,987338697,-1094697399)+W(5,1048628369,-1100913302,1041194171,1036768370)+W(6,1045652727,-1139899009,1060423005,-1103292099)+W(7,-1079464406,-1102260713,-1101961861,-1106123677)+W(8,-1106100707,-1102201417,-1111505321,-1094374885)+W(9,1066067653,1062702469,1013733313,1034543612)+W(10,-1128513463,-1114704327,1009548801,1026056400)+W(11,-1112497116,-1107096307,-1125635761,1037241080);WS(1061983340,-1091535279); +sum1=W(0,-1154828523,1027504414,-1131271078,-1120408436)+W(1,-1131629652,-1122568783,-1165314478,995201141)+W(2,-1133965299,-1128653831,-1114200663,-1129743238)+W(3,-1117839504,1035797658,-1115205249,1019503421)+W(4,1043906007,1027190112,1061948198,1054216086)+W(5,1062537731,1028696552,1045640431,1044774081)+W(6,-1118138894,-1097538828,1027560685,-1081158944)+W(7,-1089869577,-1097887897,-1111951485,-1105384996)+W(8,-1109842717,1037523079,-1106988467,1048594270)+W(9,-1121464863,1028427349,-1121440284,-1119142300)+W(10,1025343169,-1121887129,1023298667,-1108007945)+W(11,1034422373,-1120763036,1008081777,-1122356070);sum2=W(0,995087446,1030495116,1007114937,-1121939088)+W(1,-1109334595,1012755199,1031009559,-1123906524)+W(2,1036608468,-1099055008,-1115487063,1057848194)+W(3,-1106051731,1015526929,-1118519790,1024955281)+W(4,965233164,-1104807397,-1070882050,1075270016)+W(5,1059573542,-1102771000,1023903156,-1159976683)+W(6,1033021468,-1107407110,1038417178,-1094462735)+W(7,1039375650,-1124510890,1016192349,1023974018)+W(8,-1114419070,1033869233,-1103406865,1051754977)+W(9,-1104596666,1028405316,-1111745826,955743793)+W(10,1033025046,-1119280070,1028798922,-1120762821)+W(11,1018124826,976567206,1015800189,-1129936862);WS(1062927532,1035014202); +sum1=W(0,1039522007,1034505951,1040732909,1002357921)+W(1,1016035605,-1122944943,999726956,-1140151454)+W(2,-1114736246,-1109500450,1011271190,1044028441)+W(3,1050061010,1042353405,1036129025,1041525964)+W(4,1037103646,1048942600,1053278895,-1097469770)+W(5,-1085392865,-1094832633,-1103977959,-1111797875)+W(6,-1104897563,-1092956200,-1091146839,-1093973369)+W(7,1051214559,1050975197,1043068615,-1126246883)+W(8,1044380938,1044086236,1044239087,1042916452)+W(9,-1112456671,-1111813313,-1112116510,-1110444494)+W(10,-1121785378,1027254073,-1145709740,981579331)+W(11,1035761861,1033165606,1025151372,1033358643);sum2=W(0,1038528863,1036214533,1049223347,-1113699843)+W(1,1041716852,-1100571883,1017295180,-1101978327)+W(2,-1084044031,-1091834288,-1110305241,1042795689)+W(3,1050774414,1043118649,1047177880,1050263507)+W(4,-1082440456,-1077502553,1049812579,1068178608)+W(5,-1092073446,1047476754,1034666293,1054410728)+W(6,1050939225,-1095085693,1050231565,1060273714)+W(7,-1115682722,-1105112612,1050691511,-1101197699)+W(8,1053868195,1028074081,1046376147,-1132635925)+W(9,-1098688235,1017697398,-1092800689,-1104788145)+W(10,-1113963371,-1114781385,1035810200,-1160679206)+W(11,1036026944,1016345266,1040315316,-1112282035);WS(-1086906028,1058773265); +sum1=W(0,-1132629757,997844200,965362145,-1106996409)+W(1,-1153797548,-1120050655,-1122322046,1015091632)+W(2,1044191380,1043197109,-1125429564,1033453658)+W(3,-1118095697,-1121403972,-1119804562,1026125167)+W(4,1032367334,1050808506,1058285756,1062016570)+W(5,1044397873,1043993638,1042486572,1047754366)+W(6,-1096691584,-1095732027,-1086608026,-1081591954)+W(7,1041881517,-1096430215,1002316636,-1099777504)+W(8,-1152318558,1042781664,1034636741,1043388193)+W(9,1045470808,-1115428219,1018594522,1024196285)+W(10,-1109034905,1031594505,-1119832870,-1106441585)+W(11,-1149103576,-1113585524,-1135705587,-1122333654);sum2=W(0,1048104076,1038532068,-1129915388,-1101156186)+W(1,-1128179824,-1128045264,-1131782160,-1109473444)+W(2,-1096548381,-1086001730,-1083843015,1035944594)+W(3,-1102068111,1044127780,-1114990278,1041203218)+W(4,-1107021820,-1131935456,1060056432,1066609131)+W(5,1027352212,1048571914,-1120175088,1038985844)+W(6,1018456960,1007620609,1033171254,1050949241)+W(7,-1107874139,-1104179329,1038875644,-1112054433)+W(8,-1136070657,1040453646,-1111662792,-1110531416)+W(9,-1104445548,-1127646596,-1110249452,1034344442)+W(10,-1112321878,1033875386,-1117768272,1032538050)+W(11,-1114035189,1032855260,-1144805954,-1130080864);WS(1046014126,1065769758); +sum1=W(0,1012096182,-1112076254,-1100987245,-1106802021)+W(1,-1106286530,-1129503003,1021132153,-1112401299)+W(2,-1121314108,1039437825,1043473803,1045721640)+W(3,1049347084,-1109380841,1049245244,-1120677869)+W(4,-1091239207,-1094624040,-1091961473,-1088552177)+W(5,-1089539427,-1091526873,-1091375076,-1088888106)+W(6,1052142286,1048611696,1060125676,1062377804)+W(7,1053897896,1057150062,1048631067,1057709495)+W(8,1042130570,-1109865911,-1128757714,-1119711185)+W(9,-1128945819,-1119080717,1034078686,-1122337355)+W(10,1019346753,-1152131961,-1123465492,1039063160)+W(11,-1114302645,1015225093,-1135518836,1014030866);sum2=W(0,-1089976447,-1078304891,-1071851632,-1070679577)+W(1,-1081022179,-1113339548,1011136331,1035458322)+W(2,1064913799,1068350548,1070575185,1072673707)+W(3,1063744071,-1128451504,1040942179,-1115281660)+W(4,-1094573985,1019506715,1065710309,1065504629)+W(5,1056839493,-1124929726,-1106886716,-1111465381)+W(6,-1109226965,-1120561974,1002672995,-1098180006)+W(7,-1117214353,-1111255228,1028658493,1033265670)+W(8,1030445629,1021062218,-1127826384,1031139735)+W(9,-1112765526,1037321868,-1127063938,1001938923)+W(10,-1115506338,1018259030,1012290398,995896746)+W(11,1010152224,-1118014213,967860273,-1119523230);WS(-1096468055,1053785380); +sum1=W(0,-1110473361,1020813409,-1111899059,1027946631)+W(1,1003556839,-1143096715,996386562,-1123588698)+W(2,-1116957735,-1114360891,-1123200592,-1090968927)+W(3,-1107232681,-1117882342,-1118523124,-1105979736)+W(4,1034879511,-1114475674,-1109008383,1066746382)+W(5,1064704330,1046069775,1042611044,1040361862)+W(6,1017136705,-1111337627,1028379180,1051825655)+W(7,-1094442401,-1129057075,-1114700263,1022269000)+W(8,-1116669644,-1135792006,-1105125143,-1094808947)+W(9,-1116312257,-1106172505,-1135525501,-1106276184)+W(10,-1118632404,-1120549867,-1162426624,-1173354793)+W(11,-1119514205,-1113957025,-1130080208,-1123525720);sum2=W(0,-1127419095,-1140125367,1028088432,-1126099139)+W(1,-1114986450,1024738032,-1114843176,1023949256)+W(2,-1122531649,1025350612,-1123116186,1020760995)+W(3,1019570567,1039021380,1018690059,-1119198021)+W(4,-1111543417,-1108347637,-1101718819,1056423339)+W(5,1073762237,-1100544782,1049061203,1026425060)+W(6,1043407189,1028851928,1048774619,-1086358248)+W(7,-1076137651,1044261707,-1099227611,-1123270518)+W(8,1013519927,-1117946771,1041147594,-1112971994)+W(9,-1118107520,1015761083,-1111772147,1027419728)+W(10,-1134679399,991440379,-1127107007,-1115422093)+W(11,1037345920,-1103403994,1042824177,-1129333383);WS(-1089097708,-1091261619); +sum1=W(0,-1127316247,-1113526029,-1118797136,-1123552881)+W(1,-1123795687,1015138359,-1129675572,-1126584008)+W(2,1003986316,-1120011361,1046355762,-1103137072)+W(3,-1103576251,1032220600,-1120446878,1027028747)+W(4,-1111263852,-1112997295,-1081822066,-1100403388)+W(5,1053114278,-1138618770,1007314666,-1123471427)+W(6,1044425283,1047767320,1061869832,1058200050)+W(7,-1092855018,-1160534136,1034662460,1018063772)+W(8,1033605983,-1118942860,-1110810403,1009152314)+W(9,1046189751,1031283151,1016196275,-1128724178)+W(10,-1116984894,-1121673366,1027944882,-1124559262)+W(11,-1131347855,-1118591413,-1131488026,-1122517738);sum2=W(0,-1151923233,1026311687,1025121279,-1123775834)+W(1,1033596173,-1105542037,1035290939,-1108107550)+W(2,1040701127,-1109901381,1034378939,-1092342947)+W(3,-1096202739,1051958537,-1098166743,1047977685)+W(4,-1110923755,1024679085,-1080291839,1071256357)+W(5,1042190483,-1103925783,1046386099,-1114731953)+W(6,-1103532415,1016651554,-1082840291,1066054209)+W(7,1056834874,-1199035157,1035522294,1030555165)+W(8,1041909162,1036375055,-1110170843,-1090243220)+W(9,-1097275958,1038401459,-1113079432,1015019440)+W(10,-1121169096,-1135341024,1041541680,-1128413506)+W(11,1043004954,-1097944284,1042529081,-1099750845);WS(1061142188,1045552914); +sum1=W(0,1022384747,1019603337,992843677,1025369499)+W(1,-1149984013,1030794181,-1123167236,1034453383)+W(2,1020461367,-1114371061,-1137489184,-1128616851)+W(3,-1114859644,-1134916072,-1114858116,1009189588)+W(4,1058732728,1054684529,1060634392,1056292747)+W(5,1061516204,1058073341,1052882077,1050605022)+W(6,-1095805239,-1098135841,-1085459239,-1081060320)+W(7,-1083596540,-1097701630,1026645922,-1099032542)+W(8,-1101590238,-1123665301,1027392977,-1124699057)+W(9,1038698931,-1106352164,1006025241,-1100750969)+W(10,1033080372,1031766591,-1123755612,-1116775033)+W(11,1034158665,-1134014242,1037240581,-1122655396);sum2=W(0,1041010686,-1100296712,1042377248,-1124701214)+W(1,1002573079,1026372231,-1107309152,1022594646)+W(2,1045355628,-1110840017,1028443719,-1097271182)+W(3,-1108318217,1034868187,1032249619,1034940919)+W(4,-1091459780,-1109934927,-1120459763,1068946970)+W(5,1048538630,-1095496747,-1112114883,-1096153349)+W(6,-1092997038,-1109499465,1023984711,1068602839)+W(7,1049236461,-1112347607,-1088682480,1036467963)+W(8,1025085151,-1110570114,-1120816159,-1090645327)+W(9,1036483715,-1110453128,-1121128467,-1105549173)+W(10,1019331790,-1115246837,1025130703,1036287199)+W(11,1028224647,-1106754238,1040581836,-1106253388);WS(-1090464684,1058848194); +sum1=W(0,1038070654,-1104784595,-1140651524,1048797564)+W(1,-1115845272,-1115304422,1022142646,1026901973)+W(2,1035807069,-1106022588,-1107342224,-1112865880)+W(3,-1102596230,-1117573217,1011767229,-1105151431)+W(4,1059156269,1027584334,1060192817,1062566262)+W(5,1060113046,1043041013,1054886405,1057383999)+W(6,-1091590511,-1104101108,-1084437581,-1088742755)+W(7,-1087393870,-1095911543,-1102839322,-1088896680)+W(8,1049775661,-1100086527,1050662239,1037690576)+W(9,1050391262,-1117869728,1042443855,1039830925)+W(10,-1111666744,-1128618637,-1128690758,-1097281200)+W(11,1024450616,-1151911514,-1131868338,-1104457275);sum2=W(0,-1106952896,1050458431,-1084179073,-1068828969)+W(1,-1082769727,1054525389,-1098029126,1038352192)+W(2,-1173421195,-1100970530,-1117103305,1049093414)+W(3,1015202727,-1093960872,1043872404,-1107157710)+W(4,-1113206734,1037511626,1063723378,1078393261)+W(5,1065452472,-1106048166,1031385535,1030855073)+W(6,-1136957987,1029901269,-1106205415,-1105390455)+W(7,-1128426057,993579659,-1114758982,1034755506)+W(8,-1152575873,-1116273053,1039247706,1034474614)+W(9,1032907306,-1100143257,-1155923695,1034533524)+W(10,-1112584615,1045345833,1031320371,-1099252776)+W(11,1035573879,1040309898,-1124055116,-1124561432);WS(-1106782638,-1120193880); +sum1=W(0,1020741911,1021367862,1038644232,-1126436322)+W(1,1043522250,-1112066734,1018349205,1033129938)+W(2,-1116040418,-1121939617,-1109539853,-1098608828)+W(3,-1101880327,993980163,-1115252655,-1133833389)+W(4,1053259451,1050945756,1055524943,1065255335)+W(5,1061719830,1048874997,1051405991,1042923217)+W(6,-1112821605,-1100446872,-1091353929,-1085596156)+W(7,-1096552606,-1090468372,-1106280862,-1102788916)+W(8,-1101282812,1049499553,-1100504250,-1101475552)+W(9,1025835692,-1114054607,1027947689,-1104899626)+W(10,-1111424287,-1129092267,1016236516,1033532871)+W(11,1022700239,-1114668904,-1147278953,1028803059);sum2=W(0,-1113068388,1036673453,-1118880240,1028813378)+W(1,-1107832014,1027909744,-1122240512,1011592783)+W(2,-1115580494,1024834555,-1115483686,-1117546792)+W(3,1043490929,-1105092918,1040415904,-1119502452)+W(4,1039529972,-1098466798,1043501593,-1115055672)+W(5,-1117282076,1042504898,-1107365158,-1112704202)+W(6,-1091718951,1052150318,1043613567,1062484975)+W(7,1045088246,-1094456673,1030923561,-1123953380)+W(8,-1076395174,-1080701891,1068474066,1066750300)+W(9,-1097140180,1049333443,-1109881554,1043999999)+W(10,1046645532,-1104586573,1009076111,-1093753132)+W(11,1036864955,1022104546,1033514298,-1115391680);WS(-1093231703,1042706757); +sum1=W(0,1032826937,1026075841,1032961819,1036684171)+W(1,1034757510,1036416025,1015758976,1040004261)+W(2,1040624182,1000558899,-1110755278,-1127770315)+W(3,-1106938311,1019575916,-1114624210,1042264396)+W(4,1058499572,1052553144,1061343357,1062021249)+W(5,1060752603,1057695045,1051786740,1058906011)+W(6,-1084803183,-1099119122,-1083389465,-1081334022)+W(7,-1087386813,-1090036539,-1098198604,-1088285503)+W(8,-1104136529,1025447538,-1114092422,-1112317122)+W(9,-1132554758,-1109030926,1012060669,-1096739300)+W(10,1041579305,1031885534,1032264780,1018739433)+W(11,1031902455,1037874311,1027119072,1035404188);sum2=W(0,-1134545280,-1101426979,1012752443,1036306510)+W(1,1034320105,-1111393843,1046638158,-1108867307)+W(2,1057942802,1047102485,1055001204,-1096203167)+W(3,-1114902087,-1096420171,-1101073471,-1091559913)+W(4,-1072425931,-1084592242,-1079302223,-1123894686)+W(5,1062181631,1062084093,1064536824,1073505700)+W(6,-1067197419,-1071603316,-1077093049,-1098326846)+W(7,1072541263,1067609499,1073214169,1078744623)+W(8,1049446840,1042726179,1050812050,-1129334697)+W(9,-1097319760,-1093274589,1001153868,-1094526709)+W(10,1074141781,1060445087,1060645469,1037955576)+W(11,-1094473234,-1087350702,-1085693573,-1077663090);WS(-1075107862,1049521772); +sum1=W(0,1027861131,987763517,-1129668766,1033675992)+W(1,1016072268,992091051,1026084697,-1120420163)+W(2,1045206278,1041173528,1032319275,1040210256)+W(3,1041485791,1044520444,1042655839,-1112688453)+W(4,-1086495609,-1097093508,-1086275954,-1081944455)+W(5,-1082045908,-1096923684,-1093981119,-1094413520)+W(6,1051717721,1049572700,1055584810,1064397290)+W(7,1059363461,1055988184,1051323143,1050124978)+W(8,1033503081,-1116084523,1009361560,995768539)+W(9,-1112276757,-1112468587,1005879363,1033578820)+W(10,1031434621,-1144572069,-1140119493,1027980366)+W(11,-1129633421,1024276072,1000619058,1025196738);sum2=W(0,1033523983,-1107297920,-1109353447,-1097553497)+W(1,-1102290887,987526362,1022298470,944749371)+W(2,-1091543751,-1125142534,-1100365589,-1121112319)+W(3,-1119424675,-1094244068,1033606211,-1100627225)+W(4,1048034710,1031510683,995045613,1061520608)+W(5,1042981818,-1103162896,1052169844,-1098189213)+W(6,1051542012,-1103344470,-1120961303,1061214811)+W(7,-1094266425,1043830132,1041952964,1041818078)+W(8,1024239879,-1117305947,-1099173366,1044020024)+W(9,-1093433218,1046119446,1043499670,-1096785580)+W(10,1041022978,-1121264057,-1115033235,1053722991)+W(11,-1097363289,1047286054,-1106943326,1031561067);WS(-1097146583,-1102489480); +sum1=W(0,-1121239074,1035066361,-1110655283,1032257412)+W(1,1020382076,1014217354,1032256145,-1120529307)+W(2,-1102624204,1033907292,-1104909116,-1109600459)+W(3,-1113387282,-1114213060,-1114763275,-1123950514)+W(4,1041928668,-1096659727,-1123609439,-1091326393)+W(5,-1105975127,-1098203983,1045101428,-1093952115)+W(6,1043173384,1051162503,1057278053,1050132159)+W(7,1049365769,1049080395,1033542535,1055699093)+W(8,-1118777253,-1108685857,-1102566959,-1100309385)+W(9,-1101876333,1040792061,-1121020400,1035959564)+W(10,1016656554,995611334,1009112868,1037330963)+W(11,-1111738159,1033561904,-1149295615,-1122689753);sum2=W(0,1030001048,-1107119695,1023713698,-1115026335)+W(1,1024715164,-1112691697,1024758511,-1147275412)+W(2,1039849292,-1106305989,1019090837,1035696383)+W(3,1036481868,1023388499,-1146519572,-1112564365)+W(4,-1106927121,1060202814,-1104587624,1057308499)+W(5,1047684818,-1112160637,-1093257675,1041456307)+W(6,1046837828,-1095733546,1043085465,1053508746)+W(7,1034862818,1046794790,-1094465043,-1083960309)+W(8,-1131959957,1012779430,1026454649,1038120705)+W(9,1037173687,-1101425448,1036335613,-1094791365)+W(10,-1116147800,-1124391765,1028873647,-1104339358)+W(11,1045294658,-1119391248,-1156574008,1012709310);WS(1057303084,-1084740383); +sum1=W(0,1025949163,1023904890,1033327896,1022060320)+W(1,-1131905805,-1114170862,1021513971,-1109381346)+W(2,-1105987664,-1104417576,-1097440039,-1106403568)+W(3,1043670267,1041763972,1037885311,1019385429)+W(4,1034968156,1048292239,1057303604,-1134851644)+W(5,-1082452830,-1089247692,-1093401571,-1097845612)+W(6,-1097863693,-1093717272,-1088500414,1058205452)+W(7,1059877080,1058731430,1046703382,1049842950)+W(8,1046214631,1042713619,1043920086,1041892896)+W(9,-1101986947,-1107457363,-1110573172,1031126152)+W(10,-1130932027,-1126920426,1012093510,1040636140)+W(11,1028551783,1041063330,-1143718184,1016340900);sum2=W(0,-1097593869,1040446621,-1107347821,1036994425)+W(1,989701019,1043906150,1040271244,1016581730)+W(2,-1100989715,1036240143,-1105186205,-1119554977)+W(3,1048367016,-1095197585,-1102913875,1041272891)+W(4,1026566131,-1100851860,1046892012,1069594194)+W(5,-1107809286,1031148367,1038853877,-1105136265)+W(6,1061153405,1047874592,-1103469514,1074408805)+W(7,-1110319007,-1079941721,1042791078,-1086296266)+W(8,1050695083,-1096668864,-1104864053,-1103368475)+W(9,-1100341899,-1084422687,-1093040701,-1099178193)+W(10,-1095509343,1040237386,-1114614656,1040210470)+W(11,-1105386934,1031716423,1036206107,1042594729);WS(-1085311468,1078025451); +sum1=W(0,-1114246985,-1123523234,-1123774423,1017942127)+W(1,1018695644,-1134274761,973249598,1032511109)+W(2,1033236492,1042717314,1046675224,1030027079)+W(3,-1107516674,-1105985470,-1118366597,-1108369993)+W(4,-1126048573,-1100167817,-1090923842,1002547123)+W(5,1061445386,1051174149,1032724353,1047097650)+W(6,1051596674,1050764301,1057423711,-1138337956)+W(7,-1085962671,-1101362115,-1098415672,-1105953621)+W(8,-1110129580,-1101525701,-1102550347,-1117387765)+W(9,1045061525,1037275627,1033244340,1025818592)+W(10,-1109388771,1021849401,1031509177,-1126623147)+W(11,-1118825262,-1107617348,-1124427728,-1115961017);sum2=W(0,-1123353384,1030359787,1024787123,1015567503)+W(1,-1115408082,1026077135,-1137211259,1015951538)+W(2,-1131031713,-1114557735,-1125418898,-1132430472)+W(3,1029672716,-1118070691,-1125125186,-1135395683)+W(4,1029311455,-1123787418,-1099438470,1049323738)+W(5,1042547290,1050505809,-1110579463,1040847724)+W(6,1047725718,1042470619,-1106551206,-1097880179)+W(7,-1089568094,-1166364565,-1115324497,1028809582)+W(8,1051601031,-1121374979,1049816965,-1088308991)+W(9,-1098255621,1026888229,-1112338809,-1102185033)+W(10,-1113968956,1045218010,1044805763,1039658119)+W(11,1042126156,-1115384233,1043221816,1014731468);WS(1060142060,1042832150); +sum1=W(0,1031397804,-1121488955,1033996248,1018827426)+W(1,-1131717262,1033609702,1010765225,1029196868)+W(2,1036648197,-1142445829,-1117943062,-1111782928)+W(3,-1108508447,-1106903604,1015606653,-1115637854)+W(4,1052129567,1051097024,1054892021,1065668620)+W(5,1059881804,1058770516,1050176059,1054801908)+W(6,-1093104885,-1094159296,-1086111346,-1081757070)+W(7,-1087336873,-1090845580,-1100487494,-1126749404)+W(8,-1125587404,-1138833071,1028704007,1032794495)+W(9,1047817147,-1104469332,1038701961,-1091639031)+W(10,1030014814,1024131190,1024270930,-1123778927)+W(11,1022586319,-1125662417,1032196289,1019613157);sum2=W(0,1016709191,1013621039,-1134054043,1033829499)+W(1,-1133247239,1014723479,1025542948,-1113297030)+W(2,1043282989,-1105412866,1034830675,-1123744731)+W(3,-1107183956,-1110083630,-1115844306,-1097083153)+W(4,-1105914972,1048947993,-1104630078,-1088942993)+W(5,-1093767876,1055362845,-1111303066,1064727508)+W(6,-1104055195,1038685325,-1084033248,-1072142874)+W(7,1073971039,1076386430,-1098251720,-1090433741)+W(8,-1113893232,-1143937773,-1103493551,-1098435347)+W(9,1052470850,-1104225446,1051939911,-1091328171)+W(10,1031619176,-1128320153,990218298,1026126526)+W(11,1042783259,-1103699955,-1123473137,1025388740);WS(-1086199532,1054743650); +sum1=W(0,1034444474,1027498242,1040848158,1023783640)+W(1,999869046,-1115850147,1025498402,-1134397103)+W(2,1032011277,-1095519909,-1107222607,-1152811127)+W(3,1044283945,1044573214,1036275699,-1123084051)+W(4,1048862696,1053262121,1061389071,1030342167)+W(5,-1084989084,-1095010778,-1106712265,1032418005)+W(6,-1097849454,-1090625833,-1084999869,-1113365765)+W(7,1060145155,1054594461,1045643928,1033574715)+W(8,1006964268,1040908045,1038795271,1038235355)+W(9,-1104327823,-1101807134,-1122717633,1015954881)+W(10,1027368614,-1113781807,-1118338586,-1108967739)+W(11,1006059384,1028815960,-1124545277,-1135640905);sum2=W(0,-1098769930,1041383757,1031909130,1040055926)+W(1,-1112037460,1040275414,-1111784639,-1113621249)+W(2,1042608106,-1089209738,-1102323575,-1105226719)+W(3,-1124786133,-1117623756,-1131302943,1048083051)+W(4,-1101852353,-1121408570,-1108783974,1065973699)+W(5,1049738412,1057999228,-1111524780,1025491254)+W(6,-1093087039,1038811718,-1089123880,1069194195)+W(7,1026907074,-1106112227,1020629449,-1107530612)+W(8,-1139600545,-1093098827,-1121335963,-1098519743)+W(9,-1089198426,-1101165651,-1109243346,1048264427)+W(10,1036192806,-1121276186,1045867083,1023817866)+W(11,1042688929,-1122635193,1041146873,-1095495518);WS(-1090983255,-1089207473); +sum1=W(0,1011536056,1031895551,-1113368985,1041335941)+W(1,-1112820133,1033755607,-1120463213,1029129223)+W(2,-1126565928,-1113602338,-1111099810,-1099647257)+W(3,-1102367072,1030939267,-1111909392,1034973975)+W(4,1055178415,1054038520,1055473117,1064470249)+W(5,1063942234,1050197537,1058279198,1042393881)+W(6,-1101680475,-1097154360,-1089575247,-1084973552)+W(7,-1086493203,-1097159533,-1096914715,-1096995926)+W(8,-1102945718,-1121652462,994604183,-1121284913)+W(9,1041044307,-1111487017,1017418960,-1111098786)+W(10,1026884961,990918528,1022227241,-1151944468)+W(11,-1119623498,1029397803,-1127714823,1024652821);sum2=W(0,1008868714,1000134020,-1131179173,1026383992)+W(1,-1108980541,1033178726,-1113100227,1025874080)+W(2,-1138668162,1023930211,-1108628571,-1114490385)+W(3,1047990867,1030525898,-1131668265,-1138114226)+W(4,988655570,-1099344177,-1064898888,-1066369231)+W(5,1075540559,1086324754,1049763634,-1100090533)+W(6,-1108603395,1041622837,-1131013053,-1087427617)+W(7,-1095163420,1057379348,1040828448,-1109206595)+W(8,1033342078,1025638720,-1133763810,1033730604)+W(9,-1117896039,1031531103,-1119632759,1025251971)+W(10,1018452757,-1115444075,1023801183,-1118168395)+W(11,1033324797,-1116567631,1028372534,-1128577333);WS(-1109283164,-1114463829); +sum1=W(0,1026307305,1010065376,1036887575,1032762791)+W(1,1038442146,1036926348,983730417,1042339968)+W(2,1048505142,1006853751,-1122796048,-1121781501)+W(3,-1106474773,-1140109366,-1113784606,1033209828)+W(4,1056046207,1051849183,1060373686,1062361681)+W(5,1060935143,1058739944,1052729243,1060958338)+W(6,-1087851802,-1096622464,-1086026376,-1080983673)+W(7,-1086759863,-1088322398,-1098544579,-1085562739)+W(8,-1097387850,1034233556,-1106692609,-1116217316)+W(9,-1136008963,-1111740214,973353381,-1098996574)+W(10,1043738183,1033008793,1030721871,1031320492)+W(11,1024808165,1037732587,1028455576,1032429188);sum2=W(0,1033103311,1036675590,1035316039,-1139597621)+W(1,-1104037187,1036924272,-1111374359,1033604811)+W(2,-1088826877,-1093870598,-1096260803,1038770367)+W(3,-1120383141,1054470917,1048854624,1052968175)+W(4,1076551262,1064863709,1066303868,1054257493)+W(5,-1086745184,-1080791393,-1081541832,-1074269835)+W(6,1082157528,1075036637,1074566779,1054121358)+W(7,-1075712309,-1075955022,-1073360354,-1068055688)+W(8,-1088761642,1044533603,-1088656095,-1096732938)+W(9,1026461691,1058516172,1036676016,1036957577)+W(10,-1073488400,-1083381518,-1087052440,1034260530)+W(11,1055295113,1062460380,1061463967,1072405502);WS(-1073690779,-1087724268); +sum1=W(0,1020006630,944113971,1028328440,1026519064)+W(1,1023877839,1026744019,-1116930962,1037411798)+W(2,1040645890,1024788392,1048604230,-1124203663)+W(3,1026558293,-1108217132,1024907750,-1124509669)+W(4,1037569760,1033313762,1026748704,-1097395091)+W(5,1058432566,1052406658,1046357449,1052615509)+W(6,1040537741,1022063376,1037819609,-1081034849)+W(7,-1089181115,-1095782133,-1103915032,-1095058991)+W(8,-1102207443,-1117962707,1018608989,1030158086)+W(9,1048090929,1028902900,1040820950,1037074644)+W(10,1011752087,1010250996,1035208397,-1107990331)+W(11,1030700463,-1115106384,1006665970,-1120315546);sum2=W(0,1036147454,-1115074830,-1143660011,-1109526737)+W(1,-1113309480,1006285882,-1115649745,1026243607)+W(2,991782552,1025479068,-1111873890,1054093522)+W(3,1016478163,1035621794,1027286665,-1108696429)+W(4,-1100036784,-1096384442,1042154750,1036720443)+W(5,1015496998,-1111840809,1028637267,1024623035)+W(6,-1102354425,1031211776,-1098733186,1061883500)+W(7,1040999099,-1099055155,-1117281017,-1120753705)+W(8,-1132125723,-1114551496,-1120425773,1042458762)+W(9,-1118319659,1021928735,-1113807339,1033776741)+W(10,1037581214,-1107514244,1036528495,-1113752408)+W(11,-1131440878,1009305230,-1115311515,-1117838632);WS(1053167575,1034582410); +sum1=W(0,1023109013,-1105499654,1047073940,-1103829756)+W(1,-1134567319,1029509866,-1107075490,1028951523)+W(2,-1135820801,1041430288,-1099071824,1051022760)+W(3,-1103780951,1038026111,-1144576488,1034415069)+W(4,-1107146278,1045138183,1006706653,-1098544246)+W(5,1035133548,-1101742889,1040882462,-1110494113)+W(6,1042183330,1015167422,-1110119411,-1114407921)+W(7,1029794991,1025810371,1020673517,-1144644710)+W(8,-1106326923,1048594337,-1101264321,1042439875)+W(9,-1115149997,-1124355817,-1133994400,1017843520)+W(10,1038375967,-1103059717,1036901240,1019390619)+W(11,-1122256838,1039002364,-1113322768,1025775953);sum2=W(0,1007469645,1024932078,-1123529450,-1106895484)+W(1,-1154152567,1026396887,1034932657,-1118589447)+W(2,-1127684796,-1122451669,934668744,1046133075)+W(3,1050482770,-1100501045,-1112663810,-1145059796)+W(4,1026289720,1029479215,1048216767,-1101979386)+W(5,-1086100405,-1104578417,-1110628430,-1120799353)+W(6,-1134400734,-1114161855,-1092503803,-1118826374)+W(7,1054881826,1054831843,1037309396,1034243151)+W(8,-1121586613,1018968072,1055026065,1057475450)+W(9,1057991283,1037697257,1041220013,1035239909)+W(10,1012304630,1018258842,-1105610792,-1091642753)+W(11,-1094138317,-1097381938,-1108645190,-1109776821);WS(1065106092,1009251236); +sum1=W(0,-1127594260,1015119794,-1105935716,1030756271)+W(1,1015463627,1033714469,-1121831017,1032817313)+W(2,-1119086128,1041681344,1038033220,-1103164984)+W(3,-1097628571,-1096661826,-1162082196,1037645501)+W(4,-1106710454,-1108480942,-1085761952,1048660750)+W(5,1062385221,1057312254,1045270286,1038003425)+W(6,1041658930,1053952044,1059673337,1035410928)+W(7,-1083076739,-1097132616,-1100422942,-1134248242)+W(8,1028936149,-1098626929,-1106493133,1042075767)+W(9,1048795361,1042769246,1033263484,-1109564844)+W(10,999711717,-1128362792,1030156593,-1105711219)+W(11,-1109139763,-1109546740,-1128821631,-1113038632);sum2=W(0,1026504012,-1115537349,1004448402,-1120289237)+W(1,-1116193727,1023273402,-1106169890,-1116296115)+W(2,-1111982251,-1109318355,-1126991046,-1114485349)+W(3,1031030421,1036795295,1038895038,1037382021)+W(4,-1115575890,1037274256,1032461625,1046084064)+W(5,-1104386736,1033981186,1034486696,1014573341)+W(6,1025515301,1036029355,-1105715099,1035923056)+W(7,1039615788,1034803763,-1111316562,-1126611440)+W(8,1038047283,-1140512157,1031934837,-1127252256)+W(9,1008094609,-1108137243,1013721630,-1109430807)+W(10,-1121134093,-1118959675,966777949,1001443794)+W(11,-1126229172,999509622,-1115420717,-1121268263);WS(1058235500,1054922309); +sum1=W(0,-1126843838,-1115091447,1037063794,-1097782353)+W(1,1017345397,-1106496120,-1124168315,-1111050604)+W(2,-1110452882,1026999796,1027596138,1043595317)+W(3,1026915457,1051692426,1033470169,1047889704)+W(4,-1096439037,-1109530936,-1126567064,-1080972858)+W(5,-1087153329,-1092439359,-1096481402,-1101856358)+W(6,1054965252,1035486938,1052521111,1054616871)+W(7,1059777872,1055199219,1049045985,1042302776)+W(8,-1126708475,1040994960,1048136923,-1135709192)+W(9,-1117730271,1025849689,-1109862614,1048178521)+W(10,-1113819273,-1112039092,1029145158,-1103625129)+W(11,-1113712109,-1133876016,-1120397392,1018059916);sum2=W(0,1032658614,1026047005,1016793814,979115576)+W(1,1025048255,-1120340424,-1124528004,-1113479651)+W(2,-1104671284,1026757765,-1106565422,1040092458)+W(3,-1118382609,1024555245,-1115048442,-1102456829)+W(4,1033357456,-1146410551,-1129670058,1049738304)+W(5,1047130549,-1099524683,-1114147283,-1143577495)+W(6,-1107649550,-1093450531,1029536101,1048902638)+W(7,1043845633,1031379649,1015256822,1032535412)+W(8,-1107785448,1045006287,1032863350,1031141497)+W(9,1024835039,1016575718,-1115840886,-1140327483)+W(10,1014985523,-1108588814,-1114405495,1032866808)+W(11,-1128051766,1011865867,1016407002,-1121997281);WS(1050344663,1040331465); +sum1=W(0,-1119034750,1027008397,-1123135107,1034001074)+W(1,-1165785906,-1109811775,1012082163,1021442477)+W(2,-1123846924,1032620906,-1107606109,-1113228665)+W(3,-1104523524,1044228977,-1136436803,1015486907)+W(4,1038870821,-1145305726,1045963311,1055978044)+W(5,1061494191,994921841,1043858443,1032566715)+W(6,1016005498,-1104369525,-1101093248,-1091899011)+W(7,-1089807144,-1100340494,-1113047285,-1121306753)+W(8,-1113185550,1047408652,-1106188838,1019406818)+W(9,-1133495032,1039673315,1003314783,-1110918342)+W(10,-1180899430,-1117862216,1031141157,1025902913)+W(11,995937181,-1126170822,-1155810234,1012720916);sum2=W(0,1017323653,983063098,-1124332548,-1136855038)+W(1,1038193266,-1115428487,1037749325,-1162541650)+W(2,1006857268,1027629321,1040636195,1050922570)+W(3,-1107256285,1024268384,-1105738834,-1112368096)+W(4,1027026905,1041250623,-1098379711,-1095854749)+W(5,-1124475180,-1107079153,1035306909,1041041721)+W(6,-1096858156,-1096058068,-1081757810,1046692173)+W(7,1055388353,1044471504,1018283467,1034757871)+W(8,1057582691,1069736593,-1098564102,-1092586095)+W(9,-1101296593,-1099842491,-1130236866,-1116072515)+W(10,-1108630874,-1103954988,1039138402,1040290673)+W(11,1026430908,-1135051275,-1127494735,-1128054004);WS(1064629676,-1098084920); +sum1=W(0,1033302207,1017176603,1043155505,1036523218)+W(1,-1135635048,1036902751,-1154473427,1031815708)+W(2,1017516913,986968687,-1093133598,-1136867787)+W(3,-1099849236,-1112073298,1015173986,-1108314079)+W(4,1037844037,1048067236,1059745345,1054752956)+W(5,1054803234,1049105955,1045303547,1049045791)+W(6,1004101612,-1094217842,-1107275372,-1083111259)+W(7,1036740290,-1089373007,1007182507,-1096296960)+W(8,-1100831258,1032944847,-1118901210,-1111571193)+W(9,-1104247276,1044914424,1032262742,1028425028)+W(10,1023773169,1036346276,-1109611315,1036061697)+W(11,-1130856180,-1178541510,1028817260,-1121119813);sum2=W(0,1031116538,1018758860,-1093507837,-1142239225)+W(1,1008547208,-1115133937,1037272918,-1116833334)+W(2,-1106561538,1041892626,1060901401,-1094547881)+W(3,1048344650,-1106548880,1031802380,1032935937)+W(4,1041324255,-1122918288,-1090730175,1059998586)+W(5,-1105692057,-1107738784,-1109731964,-1105354579)+W(6,-1097318271,1050772655,-1089173269,1050575163)+W(7,-1105982083,1062167006,-1115007264,1051274636)+W(8,1038093550,-1113042451,-1103574570,-1096117806)+W(9,1045224094,-1093777588,1040225760,-1097190188)+W(10,1003684433,1005733025,1036702490,1007559836)+W(11,-1111284039,1032209739,-1119496571,1039213738);WS(1059570988,-1104849743); +sum1=W(0,1015935639,-1114327981,1032097032,-1100671580)+W(1,-1118415719,-1146837726,-1128662677,-1106017873)+W(2,-1105217736,-1117057793,1045549308,994695167)+W(3,1019924475,1044124420,-1133264506,1026902699)+W(4,-1100062838,-1095539196,-1097913193,-1081463016)+W(5,-1088685699,-1103538521,-1090424260,-1096642336)+W(6,1055580097,1051203348,1057098153,1065307314)+W(7,1060408535,1060044676,1048658511,1058793797)+W(8,-1114680436,-1104422643,1035503236,-1100709080)+W(9,-1100882497,-1127513406,-1106885414,-1112552037)+W(10,1027695934,-1122995670,1026067698,-1115820943)+W(11,-1121911751,1040976712,-1109730008,1032897105);sum2=W(0,-1101738300,1026251680,-1096487254,-1097132336)+W(1,-1103125896,-1098301296,-1145491968,-1102991820)+W(2,-1102635520,1042860418,-1118004862,-1097577131)+W(3,1034939290,-1107323885,1046219299,-1101571742)+W(4,1049960021,1045813894,1012147620,1062244087)+W(5,1030928730,1018590462,1042676852,1048890187)+W(6,-1107186076,1037904592,-1101520598,1050699569)+W(7,-1118944274,996952385,-1132230456,-1120981264)+W(8,1031463651,1043360780,-1099464580,1042220045)+W(9,-1129575892,-1143727552,1038679603,1022002534)+W(10,-1109595133,1032162510,-1144663840,1017587638)+W(11,-1122088198,-1112243029,1028948530,-1108091801);WS(-1095386967,-1111219145); +sum1=W(0,989878260,-1130549149,1027494660,1027516453)+W(1,-1138329195,1029536895,1016226972,1031794584)+W(2,1046105185,-1114353482,-1126247292,-1101798869)+W(3,-1109199416,-1149170463,-1110945897,1041043200)+W(4,1042696371,1044731284,1059356463,1066759339)+W(5,1060963410,1056388995,1052477254,1048385630)+W(6,-1089927208,-1092958347,-1090136954,-1086407791)+W(7,-1086208082,-1087382795,-1099705531,-1090430272)+W(8,-1127509006,1029760895,-1123276603,-1134143337)+W(9,1037957160,1028489291,1033794703,-1116367629)+W(10,1030962098,1015099027,1002268463,1008759050)+W(11,1030926587,1024487352,1027177352,-1155852515);sum2=W(0,1037152773,-1155239869,-1110337901,1031799544)+W(1,-1115579003,1027082675,-1125050611,1027786160)+W(2,-1107393101,-1118272906,-1121008946,1040803769)+W(3,1040826838,-1129277077,1044810576,-1128372019)+W(4,-1107499267,-1123365743,1053226346,-1091451910)+W(5,1036591998,984589146,-1111221822,-1115106721)+W(6,-1071982339,-1066777138,1065602467,1078719649)+W(7,1072207876,1012365693,-1114663567,1027240586)+W(8,1050177526,-1099174901,-1114100047,1051522302)+W(9,-1112448128,1036247818,1024897040,1010421237)+W(10,1034063245,-1111285661,-1111810642,1032887971)+W(11,-1105619991,1027337883,-1128259763,-1110086921);WS(-1090330604,-1095913405); +sum1=W(0,1020138108,-1123891981,1027835331,-1104251929)+W(1,1036891437,-1115340623,1034060158,-1111402939)+W(2,-1155846064,-1158857313,1042832881,1026174194)+W(3,1041459232,-1107002233,1043482052,-1101325435)+W(4,-1089580553,-1099259748,-1086143680,-1083565678)+W(5,-1087459168,-1094838563,-1096454718,-1097944271)+W(6,1060107168,1041623909,1061453552,1065434151)+W(7,1058328348,1058061687,1046178603,1056232524)+W(8,1026904097,1034391623,-1115844409,-1108664129)+W(9,-1103857816,-1108388469,-1124051644,-1124315511)+W(10,-1129005794,1027969480,-1126805065,1015124739)+W(11,-1133565543,1018898230,-1128371111,1016813002);sum2=W(0,-1123501879,994818552,1024190209,1026428551)+W(1,-1113685733,1033345966,-1113104927,1032770548)+W(2,1032645553,-1106534525,1041404870,-1104982451)+W(3,1042593674,-1115833227,1034301013,1019409377)+W(4,1031823713,1055123028,1003420836,-1080276792)+W(5,-1127504591,1051480126,-1116624943,1017007809)+W(6,1073269342,1086127434,-1097366650,-1064048639)+W(7,-1073275019,-1090368136,1039074558,-1104405577)+W(8,1039470942,-1106004733,1048036108,1029604730)+W(9,-1102930579,-1127043711,1016207563,1023925896)+W(10,-1134706270,-1108902493,-1131894299,1040747994)+W(11,-1114192145,1028687353,-1110363669,1028902826);WS(-1090401964,-1152005757); +sum1=W(0,-1107975723,1027213860,-1098681011,1041527967)+W(1,-1104614908,-1117487349,-1139447119,-1114124023)+W(2,-1110378885,-1114833045,-1110030634,-1088517567)+W(3,-1108968043,-1117626874,1013150495,-1107640642)+W(4,-1108756369,-1095679285,-1106296032,1070380432)+W(5,-1108442736,-1098750614,-1103582017,-1109258534)+W(6,1036253290,-1126602324,1055690689,1071039479)+W(7,1052643167,1027420045,1037720897,1028231256)+W(8,-1114963960,1031108853,-1100045596,-1089232274)+W(9,-1099409217,-1149243844,-1112117145,1004205268)+W(10,-1113670180,-1122691487,-1107558750,1041737494)+W(11,-1114805320,-1114809497,-1129003237,-1115685308);sum2=W(0,1032241318,-1099535875,1055385702,-1088862448)+W(1,1049303281,-1109469239,-1107728961,-1128383244)+W(2,-1104603794,1042476400,-1090035137,1058560544)+W(3,-1088861159,1052772694,-1098593341,1040732759)+W(4,-1110024851,1036274242,-1088795135,1070638870)+W(5,-1093985609,-1106832655,1040915158,-1094544594)+W(6,1040884292,-1098717699,1054345172,1049287225)+W(7,1045145516,1028821082,-1095210561,1053404675)+W(8,-1102517567,1017815860,-1094964358,1049908300)+W(9,-1104972980,-1121780800,1046695263,-1097835418)+W(10,1041491703,-1106264274,1050847172,-1097728340)+W(11,-1120926078,1040141480,-1097969166,1042680505);WS(-1070853435,-1079594702); +sum1=W(0,1031368074,-1129832370,1034753191,1015854174)+W(1,1034404179,1016952500,-1121119193,1030231874)+W(2,1015638464,1041167744,1035847262,-1103546680)+W(3,-1113675090,1024462894,1024493276,-1128491667)+W(4,-1114370347,-1117069532,-1123068615,1064504443)+W(5,1061831318,1053421228,1039689052,1047845552)+W(6,-1115839497,-1102391672,-1103157041,-1091637800)+W(7,-1080200908,-1096184888,-1127920108,-1114780422)+W(8,-1115223191,1027397066,-1112317379,-1115479934)+W(9,1034003429,1024063661,1021986479,-1108195108)+W(10,1032466078,1017764904,1032880216,-1129698458)+W(11,1015162251,-1140051844,-1133040549,-1121925385);sum2=W(0,-1106137478,1043473407,-1106937584,1026389244)+W(1,-1112665680,1037682857,-1122471729,-1132137458)+W(2,-1112484873,-1102332364,-1092913054,-1107744995)+W(3,-1097742336,1043622402,1020098037,1022975237)+W(4,1057355655,-1095817987,1065744344,1065853704)+W(5,-1081387458,-1127502696,-1107102958,-1141866869)+W(6,1035747177,-1115086293,1023360745,1072123343)+W(7,-1079419356,-1106562006,-1106082519,-1126279403)+W(8,-1121112608,-1132505032,-1113186427,-1092294539)+W(9,-1121542644,1037780507,1042075138,1036152561)+W(10,-1111886750,1028632460,-1106034045,1034294011)+W(11,1024287965,1025382780,1002478149,-1184105122);WS(1049779927,-1112776705); +sum1=W(0,1028071903,-1114011991,1029458468,-1119065733)+W(1,-1132325110,1021654911,-1140102008,-1114327724)+W(2,-1118237477,1043483133,1007633232,1035764138)+W(3,1035328577,1034435922,-1138188744,-1122000063)+W(4,-1102803275,-1098367878,-1088820906,-1094340312)+W(5,-1080604425,-1090240908,-1148292210,-1113705707)+W(6,1029391902,-1104983021,1052808064,1066199650)+W(7,1053987355,1056392483,1036299814,1048826612)+W(8,1034486619,1030141823,1041927295,1028311666)+W(9,-1120802495,1033716813,-1137351220,1019304377)+W(10,-1146402448,1024272361,-1136262168,-1116603171)+W(11,1022508086,-1120600656,-1178578023,1020743116);sum2=W(0,1032570045,-1105084280,1038138439,-1106537061)+W(1,1040196930,-1115643975,1030892929,-1115802712)+W(2,1038214390,1026252154,1040403525,-1094267982)+W(3,-1111441511,-1113353460,1041615042,1045634969)+W(4,-1105258373,1013797397,-1089116471,1076181184)+W(5,-1077048432,1025617857,-1099622062,1030853641)+W(6,1049712324,-1092505394,1060934721,1059180753)+W(7,-1094660144,-1116351798,-1112051433,1036834683)+W(8,-1104412018,-1106628914,-1095609080,-1100140938)+W(9,-1105239307,1035183993,-1108612586,-1126459673)+W(10,-1123221706,1042796766,997194667,1031304969)+W(11,1025898916,-1113508292,1036578837,-1114596985);WS(1046079918,-1101410372); +sum1=W(0,-1119247786,1028420729,-1112243383,992275696)+W(1,-1122025413,-1106451742,1031954516,-1132155589)+W(2,-1128322399,1041896248,-1105916230,1048641796)+W(3,-1106854731,1031954663,1008473970,-1111364501)+W(4,1042510685,1041276767,1052547749,1049660162)+W(5,1058242473,1042746961,1045913078,1038481040)+W(6,1040172212,1029165630,-1093769957,-1086983984)+W(7,-1090223605,-1101840568,-1131429676,1034663574)+W(8,-1102544268,1023180436,-1094151845,1051181214)+W(9,1034028133,1035662026,-1136064862,-1123376855)+W(10,-1115138862,1035447066,-1116787216,-1126725978)+W(11,1020616971,-1106918309,1031591591,-1113758304);sum2=W(0,-1141998719,-1145824639,1031031156,1020781312)+W(1,1022361784,1035727822,-1106658345,1018984000)+W(2,-1109775790,-1114337335,1035421278,-1094152732)+W(3,1019796096,-1109500163,-1126048860,-1133379360)+W(4,1044487768,1032184652,-1118695686,1023745864)+W(5,1018742928,1044822196,1018234504,1040264262)+W(6,-1123003936,-1105393491,1043275908,1060925239)+W(7,1035441608,-1129786704,-1154747838,-1114483694)+W(8,-1128896096,-1105870753,-1123077850,-1116720242)+W(9,1005384511,-1106753069,-1109895735,-1115363912)+W(10,-1116651188,1028260552,-1117301622,-1118185274)+W(11,-1111756371,1028382728,-1112885074,1013789936);WS(1065850966,1065849900); +sum1=W(0,-1148044715,1016251913,-1121600570,-1122606683)+W(1,-1119487441,-1123929445,1022387720,-1113618935)+W(2,1023026535,1037817733,1025496281,1030608138)+W(3,1035148220,1038603949,1040789578,1029056085)+W(4,-1096615656,-1090259708,-1086496425,-1089114938)+W(5,-1087399018,-1089721837,-1091666965,-1090055623)+W(6,1051437895,1044690723,1060547800,1067874188)+W(7,1061971613,1051923078,1020371139,1050691807)+W(8,1037565454,1031445334,-1123828273,-1103278290)+W(9,-1103477215,1017932657,1017045638,1041207209)+W(10,1009078433,-1134993406,-1122338716,961099943)+W(11,-1115158089,-1152593000,1017681054,1032486406);sum2=W(0,1035054009,-1100085534,1050236106,-1106312974)+W(1,1040394388,-1111006317,-1122528690,-1120327060)+W(2,1029203106,1055497340,-1099101530,-1091493710)+W(3,1035688516,-1100130836,1051271785,1037370697)+W(4,-1095822387,-1094806083,-1112580467,1065636371)+W(5,1057422694,1038056034,-1090043318,-1101753600)+W(6,-1096883389,1022251406,-1105263591,1066985993)+W(7,1050729384,-1113669663,-1109365057,-1098907474)+W(8,-1106861506,1025821768,-1099047212,-1090221894)+W(9,1040303734,-1095697855,-1132012078,1042447412)+W(10,1003858895,-1141198631,1038164225,1007864647)+W(11,-1131632326,1034223408,1022279531,-1111449439);WS(-1097113303,-1098536273); +sum1=W(0,-1128711506,1001100740,-1116245678,-1123204686)+W(1,-1122390725,973480529,-1135175840,-1112078369)+W(2,1026190055,-1129782332,1036959597,1010531062)+W(3,1040533155,1032146359,1016950072,-1115082484)+W(4,-1089449919,-1090119792,-1089233276,-1088111001)+W(5,-1083999320,-1100399617,-1096337083,-1098983064)+W(6,1051085133,1054274400,1059231684,1068549146)+W(7,1060528017,1051645044,1021720363,1056811397)+W(8,1039600836,1006971045,1035061810,-1106500579)+W(9,-1110173729,-1118570949,-1105366950,-1163217111)+W(10,1017357112,-1151099700,1008174399,1027830380)+W(11,-1118330949,-1138008953,-1113983621,-1114515356);sum2=W(0,-1126544110,-1106788080,-1123763395,1031886252)+W(1,1019879781,-1106896864,1025236903,-1103198659)+W(2,1057867675,1045040387,-1116688865,1008770068)+W(3,-1111977015,-1104133845,-1123575137,-1095297610)+W(4,-1084782762,-1103936041,-1096694543,1065118928)+W(5,-1120781351,-1094413904,1055216743,1063595180)+W(6,-1101472514,-1095964817,1033632512,1070094219)+W(7,-1093909441,-1091348732,-1087869152,-1101379604)+W(8,1046930113,1060484868,-1098897900,1055777327)+W(9,-1105350592,-1098592917,1032159773,-1090856164)+W(10,1047938716,-1116398073,1033301960,-1112910333)+W(11,-1132175940,1028498658,-1111429301,-1148399072);WS(-1088872108,1052196610); +sum1=W(0,-1115772244,1026268067,1022683057,-1119255225)+W(1,-1126845407,1018606696,-1122729971,-1119390253)+W(2,-1114837443,-1111544357,-1104977249,-1110507588)+W(3,-1124752108,-1106979958,-1118779367,1032957370)+W(4,1040729928,-1129315660,1050293045,-1115663356)+W(5,1055556797,1038400791,1043464385,1010467373)+W(6,999143576,1051137549,1050616762,-1123488747)+W(7,-1107532492,-1115698508,-1106851872,1013947482)+W(8,1035543595,-1115388138,-1110255664,-1102766242)+W(9,-1115121626,-1111362474,-1114761165,-1127308771)+W(10,-1109636323,-1138847608,-1148093909,-1113579532)+W(11,1031428336,-1123058305,1024891874,-1117161611);sum2=W(0,1021571414,1005045849,1032761087,-1131955840)+W(1,1002892889,-1113636159,1017257782,-1116947723)+W(2,-1136485425,-1108696907,1015124882,-1109877489)+W(3,1050593712,-1105061066,1027289415,1035889263)+W(4,1033792089,1026572719,-1097148617,-1072841573)+W(5,1051731235,1040799594,1025178361,1033387155)+W(6,1044650880,1068805535,1072674603,-1073632622)+W(7,1040667946,-1114163718,1033059623,-1113785952)+W(8,-1111938281,1042295210,1053858128,-1114078156)+W(9,986622244,-1105514756,-1131411966,1024784261)+W(10,-1111133361,1015874538,-1115667125,1025743417)+W(11,1029743517,-1150165522,1028606721,-1131685126);WS(1059574956,-1147706177); +sum1=W(0,-1126851274,1032992154,990365335,1021792788)+W(1,1014654722,1023708133,1021433863,1024270494)+W(2,-1107330821,-1114850125,-1111585801,1025219833)+W(3,1042448198,1041111834,1028566264,1025900485)+W(4,1039522745,1036915515,1058476188,1057257569)+W(5,-1130368142,-1087441640,-1103664757,-1101532519)+W(6,-1101979721,-1103811902,-1091594576,-1102147871)+W(7,1049911159,1046832311,1042912388,1034347764)+W(8,1039509326,1037543219,1044635632,1015035920)+W(9,-1098033363,-1103709614,-1112635561,-1106561201)+W(10,-1113513772,-1122830319,-1115799180,999411009)+W(11,1008106627,1030688938,998865060,1033251158);sum2=W(0,1030668111,-1138525905,-1118095530,1046358820)+W(1,1026007575,1036395993,1044323398,-1102154889)+W(2,-1100054904,-1127093272,-1104427366,-1094333916)+W(3,-1098434999,-1114547879,-1098255510,1043811931)+W(4,-1106823977,-1118630721,-1104404781,1066330506)+W(5,1032956568,-1089680445,-1118009606,-1104253130)+W(6,1038847176,1023505668,1055088734,1059364463)+W(7,-1109156363,-1102029714,1019564502,1042217401)+W(8,1045749759,-1100949461,-1106737563,-1115593085)+W(9,-1105827255,1014767972,-1114455410,1033201092)+W(10,-1139922314,-1137789612,1025350194,-1118124817)+W(11,1044080198,-1111415597,1034872747,-1116871429);WS(1056332375,1037816258); +sum1=W(0,-1121656782,-1121854558,988019291,1027294260)+W(1,-1141230927,-1146196851,-1124586778,-1119789479)+W(2,-1103168373,-1112652978,1032694229,1032971073)+W(3,1036051832,1029047507,-1138159876,-1116156558)+W(4,-1119737691,-1116096096,-1099471067,-1088930875)+W(5,-1088040995,-1094038173,-1105369135,-1100717841)+W(6,1044637987,1045017865,1051843657,1058468850)+W(7,1059943427,1054278049,1040438911,1052440082)+W(8,1028439953,-1108613751,-1124711667,-1105155884)+W(9,-1110648631,1023373473,-1109090662,-1121068380)+W(10,-1147698697,1015231409,-1126623722,1025720722)+W(11,-1125643860,1025459107,-1140770656,1033302707);sum2=W(0,1037403217,1056969468,1057593955,1065979451)+W(1,1052219437,1048107842,1012201018,1034400525)+W(2,-1101035659,-1090106390,-1080354518,-1077736273)+W(3,-1095104394,-1110113632,1035332836,1036232380)+W(4,1032316963,1038083410,1060881997,1057826659)+W(5,1040943565,-1093495590,1023246776,-1105354500)+W(6,-1116665707,-1119459300,1028006921,-1093367622)+W(7,1050471411,-1098889696,1037291810,-1172133380)+W(8,-1159849898,1009385423,1038355181,-1108823981)+W(9,1028403474,1041580846,-1108503511,1023204972)+W(10,1025618366,-1128266716,-1107076145,1040978108)+W(11,-1107763897,1031803963,1028340263,-1124125618);WS(1057728492,-1114894260); +sum1=W(0,-1113553553,-1129994721,-1116323110,1032700067)+W(1,1022553594,-1174372438,1025649872,-1204938694)+W(2,-1137973853,1032124939,1038491142,1042214629)+W(3,-1102850457,-1103814977,-1108835354,-1117610625)+W(4,1030725486,1023297510,1042012404,1063322480)+W(5,1049455560,1038337085,1036180712,1041170774)+W(6,1027451936,1039175515,-1096381204,1002639809)+W(7,-1095884801,-1099447670,-1107257155,-1110131186)+W(8,1024408310,-1104644784,-1098358292,-1097199096)+W(9,1038368473,1041557913,-1143485305,-1139346043)+W(10,-1122023828,1015759447,-1129065232,1025211173)+W(11,-1119912573,-1120935138,1022194670,-1131327617);sum2=W(0,-1132724746,-1125894137,1008401986,-1123753553)+W(1,1028568703,-1129573217,-1115138968,-1129237393)+W(2,-1136277690,1023794749,1034921985,-1135255538)+W(3,-1095862669,-1103833757,989975657,-1117578737)+W(4,-1115335750,1019650853,-1111489002,1065003137)+W(5,1042205114,-1104966989,1028245440,-1137003202)+W(6,-1142062564,-1102896527,-1095970428,1052274635)+W(7,1050282098,1039075981,-1124502561,1029353869)+W(8,-1111737990,1036465851,-1093339450,-1130345777)+W(9,961646223,-1123958953,975314596,981021860)+W(10,1021138001,-1117376889,1036367329,-1114642052)+W(11,983274770,-1121876761,-1131382405,-1129104973);WS(1064957100,-1084259623); +sum1=W(0,-1147443767,1002237105,1042679235,1025036588)+W(1,1039980881,1039876787,-1122119878,1046679440)+W(2,1048172674,1022388856,-1111985505,-1105536623)+W(3,-1111204540,-1118973740,-1115201293,1036937851)+W(4,1050085746,1049301459,1061123934,1059891343)+W(5,1063082922,1059164422,1050147791,1052477312)+W(6,-1087174820,-1096483251,-1084863818,-1085360136)+W(7,-1087496217,-1085023864,-1099749261,-1093770425)+W(8,-1110620477,-1130736462,1036594273,-1096717087)+W(9,1049051417,-1098175193,1038851310,-1094492881)+W(10,1041967934,1032395752,1029284270,1027822410)+W(11,1038157169,1033526682,1035926782,1040430103);sum2=W(0,1043574668,-1110691764,-1103083598,-1104224219)+W(1,-1111324648,1045365848,-1123650350,1040472402)+W(2,-1079200674,-1088609636,-1104512784,1072315297)+W(3,1071717488,1074062948,1072927288,1075518858)+W(4,1070660923,1057860954,-1107138551,-1092267131)+W(5,-1073631870,-1072626825,-1076777698,-1068851440)+W(6,1052128984,1049301959,-1106877192,-1082025998)+W(7,-1098154139,1060924493,1055782129,-1085268633)+W(8,-1102512316,-1119415890,-1099577256,1048136354)+W(9,-1101281480,1049098296,1053482338,1045375219)+W(10,-1114631788,-1111966430,1025811761,-1120067756)+W(11,-1097839567,1046934152,-1142912019,-1113956244);WS(-1075237718,1059347685); +sum1=W(0,1021242911,1033512399,1029870036,1022930282)+W(1,1032776022,1018371807,1019954077,1033340372)+W(2,1049968737,-1159856274,1035044013,-1122614884)+W(3,-1113136009,-1134430929,-1114025505,1040742208)+W(4,-1123217820,1052611492,1055398719,1061884279)+W(5,1059035017,1058365139,1054270736,1057072208)+W(6,-1100043508,-1096977477,-1086974821,-1081627821)+W(7,-1085989237,-1083853344,-1094951367,-1082038839)+W(8,-1123750750,1035058824,-1111424357,1035852049)+W(9,1046594056,1040835864,1036293471,1043435581)+W(10,1039650209,-1164938034,1031585078,-1146263191)+W(11,1040828171,-1113397210,1041271429,-1112152131);sum2=W(0,-1109418256,1045686709,1025535098,1041368995)+W(1,1025255906,1045341483,-1131647237,1050563248)+W(2,-1082007392,-1092895857,-1097230803,-1087580936)+W(3,-1090709237,1030380818,-1098811123,-1122444474)+W(4,1074622373,1045059925,1022527077,1072979117)+W(5,1059630355,-1082271661,-1098333373,-1080249300)+W(6,-1087167323,-1090791673,1061750517,1066822104)+W(7,-1104688853,-1098772696,-1097425000,1035536875)+W(8,-1079889153,1052961109,-1094791227,-1121141584)+W(9,-1114952578,1048788253,-1109808864,1062091865)+W(10,1054843717,-1111299754,-1097908774,1039933817)+W(11,-1109459004,1032974905,1041274025,-1101634861);WS(-1073405707,1071333561); +sum1=W(0,1032445482,-1114759602,1009365348,-1116673978)+W(1,-1140494528,-1138343378,-1164102249,-1128324122)+W(2,-1107154225,1043648434,1025826187,1050217769)+W(3,1045274198,1041826370,1037855412,1036590066)+W(4,-1086616986,-1097373989,-1088696011,-1084271170)+W(5,-1086550017,-1088202787,-1096484208,-1090407429)+W(6,1053035442,1049497533,1058380737,1057270871)+W(7,1060414079,1054213138,1049814032,1044502774)+W(8,1037191452,-1113096234,1042579156,1027100008)+W(9,-1122447285,1033632004,-1117413058,1049279047)+W(10,1005358651,-1140703610,-1147371482,1008260703)+W(11,-1128134433,-1146407565,-1132301012,1030979244);sum2=W(0,-1104849756,-1130309268,1032168017,1006608216)+W(1,1025939811,-1116205504,-1134020588,1015836550)+W(2,1044778147,1042344095,-1115874267,1016899230)+W(3,1015318926,1017541078,1025032291,-1134707560)+W(4,1087011564,1065552014,-1071484991,-1064792716)+W(5,-1108487910,-1111002668,1026184365,-1105554232)+W(6,1051692028,1050304642,-1095624232,-1080996320)+W(7,1038353709,1015541566,-1115175630,1035428553)+W(8,-1115275477,1012814276,1034711867,1012706900)+W(9,1031018877,1017981722,1016059306,1030487759)+W(10,1024288807,-1122813731,1018071134,-1113948677)+W(11,1039145567,-1121567210,-1161414849,957459976);WS(-1093094231,1019545057); +sum1=W(0,-1147370279,-1111661690,1036370005,-1130128916)+W(1,-1138886402,-1114353490,-1139052495,-1123566046)+W(2,1024662611,1043371102,-1098598749,-1121967929)+W(3,1034324947,1030255498,1020719663,983686292)+W(4,1045730364,1007712219,1063151515,1048771569)+W(5,-1102866212,1043747359,1042970997,1044423271)+W(6,-1100871081,-1103400446,-1086049630,-1094208743)+W(7,1057052051,-1103168823,-1114366281,-1105757546)+W(8,-1113292876,-1125293706,1038700136,1042591246)+W(9,-1109292474,1040829042,-1113681601,-1119014482)+W(10,-1115285964,1035921815,-1106696483,1031896756)+W(11,-1117085921,-1117982022,986496271,-1116127556);sum2=W(0,1017737448,-1112488549,1041909593,-1119128646)+W(1,995222883,-1138532089,-1122958336,1002378369)+W(2,-1113949677,1043174240,-1095542187,-1123930650)+W(3,1011641777,1043431269,-1133447353,1011720393)+W(4,-1109074925,-1099690943,1055357640,1063813292)+W(5,1029075282,-1111808055,-1121958092,-1111615901)+W(6,-1106456753,1036040708,990810979,1064786485)+W(7,-1080550900,-1099317256,-1111251400,-1122017034)+W(8,1033894674,-1136025401,1036060652,-1095508468)+W(9,-1096849813,1042059844,1031456264,1041840135)+W(10,1002006465,-1127095326,-1106928479,1041202855)+W(11,1028541984,1013308785,-1130037494,1011740497);WS(1065464534,1066200435); +sum1=W(0,-1120929867,1037468205,-1104046500,-1118049328)+W(1,1026495526,-1102710553,1047356358,-1104379061)+W(2,-1114034816,-1098649416,1044270480,1030873567)+W(3,1027018036,1029661039,992085460,1014898857)+W(4,-1093428139,-1095417420,-1095455089,-1078956988)+W(5,-1097112752,-1090364038,-1098761015,-1089997432)+W(6,1053507241,1053719708,1059517274,1062996894)+W(7,1062358792,1051059848,1053033759,1058137077)+W(8,1039630850,-1117479019,-1116571174,1037682987)+W(9,-1100052716,-1134398359,-1124964177,-1119205176)+W(10,1039737375,-1104296205,1034668025,1027940302)+W(11,-1105628906,1047874257,-1105711476,1036556777);sum2=W(0,1052570920,-1096757231,1032706704,1048916325)+W(1,1032567852,1027784571,-1123035498,1032789056)+W(2,-1079960756,-1072214843,-1067716640,-1071149720)+W(3,-1113086642,1026889523,-1102782368,-1113248449)+W(4,1059860803,1077140634,1078085184,1074719494)+W(5,-1126012658,1023965646,1033915049,-1131155204)+W(6,1024102895,1045135233,1007395147,1048879105)+W(7,-1105291454,-1125605772,1036400237,-1120868355)+W(8,-1109439044,-1135125103,1039504993,-1119420973)+W(9,1042487387,-1107726802,1040624471,-1123377002)+W(10,1028585912,1026412089,999691338,1031274943)+W(11,-1115876939,1031655696,-1118021143,1033633154);WS(-1088460652,-1077196042); +sum1=W(0,-1106714405,1012745873,-1106817926,1014233321)+W(1,-1139695810,-1112340330,-1112616426,1014140598)+W(2,-1126618358,-1104692362,-1128320455,-1113350277)+W(3,-1104636978,-1111992333,-1112151140,-1103199781)+W(4,-1100538888,-1105672234,-1096420642,1032760733)+W(5,980853696,-1098221750,1032069058,-1124202648)+W(6,1061836401,1049398341,1063373516,1062672955)+W(7,1040237156,1049303442,-1115352833,1047738902)+W(8,-1105561066,-1107347643,-1095103574,-1104500106)+W(9,-1136108756,-1098848505,1028357771,-1108236605)+W(10,1017778831,-1107815087,1021813111,-1130991024)+W(11,1015562593,-1124042178,-1117430379,1024298444);sum2=W(0,1042942941,-1103739979,1021675082,1031504716)+W(1,-1103784377,1021140017,1032312275,-1113021145)+W(2,-1095373315,1042549384,-1100136800,1032277385)+W(3,1051314558,-1097536524,1033748340,1006926454)+W(4,1047404354,-1104635751,-1156628070,1056265483)+W(5,-1086627236,1056610233,-1097748456,1032415346)+W(6,1041600542,1049880149,1042313351,-1095000083)+W(7,1058671506,-1087499329,1053303874,-1106742186)+W(8,1029337611,-1113660916,-1103511888,1052284225)+W(9,-1098025422,1053296214,-1097031052,1040224097)+W(10,-1116792463,1033409028,-1100575516,1042607543)+W(11,-1102539848,-1123811627,1034071897,-1116904421);WS(-1090190636,1052333694); +sum1=W(0,-1118008162,1017370722,1028313190,1032465571)+W(1,1021024634,1022145795,974396430,1023704762)+W(2,1046164882,1025512151,1039176172,-1140639831)+W(3,-1114523818,-1123803590,-1114987978,-1150325779)+W(4,-1087764995,-1107299674,-1107276920,1054861041)+W(5,1048774281,1052546887,1033108808,1052242867)+W(6,1050774996,-1113611419,1042980645,-1104478910)+W(7,-1116066086,-1088290914,-1101829203,-1082760046)+W(8,-1132114980,-1133738119,1016759930,1039228938)+W(9,1029146129,1046828701,1025239231,1050382392)+W(10,992812356,-1143374172,1031741320,991966796)+W(11,-1131726971,-1135053738,-1135839572,-1117633184);sum2=W(0,-1112927492,1000278501,-1115114722,1038568093)+W(1,-1107752992,1036864823,-1111435217,999311589)+W(2,-1126311221,-1112124316,-1096516945,-1095439368)+W(3,1035770391,-1173738153,-1127749525,-1118042174)+W(4,-1124129707,1030656727,1062718459,1069168233)+W(5,-1092856910,-1097729376,-1108466839,-1106807928)+W(6,-1089259297,-1136644755,-1089907054,1066488720)+W(7,1057602472,-1119016562,1028769031,-1101412503)+W(8,-1121960162,-1119195008,-1113085858,-1108783853)+W(9,-1101947316,-1105922885,-1119106133,-1119408565)+W(10,-1127721129,-1143597573,1010259715,1016497897)+W(11,-1142073349,1034450025,-1113345821,-1121786357);WS(1050584535,1068150000); +sum1=W(0,-1115260532,1010165469,-1112895478,1003680362)+W(1,1038151522,-1113655284,-1132334157,-1116596385)+W(2,1034938395,-1115625742,1043729220,1046586119)+W(3,-1096382429,1036369142,-1110737789,1020311663)+W(4,1038987194,1047833470,-1102791097,1053057826)+W(5,1060286702,1031810112,1033665067,1045919272)+W(6,-1117589351,-1104527215,1041775364,-1092950416)+W(7,-1085160955,-1099697720,-1112334730,-1112800213)+W(8,-1115913835,-1116485512,1035117570,1032942189)+W(9,1051158381,-1109351189,1035094123,-1113211075)+W(10,1013034091,1026352434,-1123123343,-1126776150)+W(11,-1118268740,992197073,1007592182,-1128843070);sum2=W(0,1027450901,999052617,998486633,-1098069390)+W(1,1050271656,-1144500281,1034115809,-1111215245)+W(2,-1130117632,1037992777,1035832253,1058826704)+W(3,-1075559944,1051052067,-1104035684,1041076323)+W(4,-1112751331,1031860941,-1100828230,1066377631)+W(5,1059983898,-1089703828,1037142243,-1116488683)+W(6,1023748039,-1148181737,-1107268336,1031601953)+W(7,-1105105514,1006070601,1031181077,-1123703892)+W(8,-1129067048,1031574877,-1108371420,-1110435251)+W(9,-1111123861,-1135053221,1013422629,994427506)+W(10,1020055214,-1123191999,-1176849298,992240434)+W(11,1022099846,-1122685646,-1154287506,1025316569);WS(1065940278,1034622363); +sum1=W(0,-1130882111,1018945629,1038546130,-1109081570)+W(1,-1116833467,1027338207,-1118439678,1023675896)+W(2,1042781009,-1105035701,1037583679,-1089961211)+W(3,-1106689964,1025705412,-1110899849,1000818681)+W(4,1048563851,1039562393,1050832116,1065150616)+W(5,1063013875,1053064399,1043578884,1052844651)+W(6,-1106282856,-1093168999,-1106056839,-1081267407)+W(7,-1093571617,-1098826451,-1098971955,-1103816344)+W(8,991352096,-1128564863,1040441019,-1125259845)+W(9,1037655800,1032573560,-1126802554,-1174556270)+W(10,-1132163876,-1146137419,1034240611,-1103163033)+W(11,1014989293,-1132178841,-1140385876,-1124029942);sum2=W(0,1042045232,-1100582068,1051353130,-1098661297)+W(1,1033093932,1041505758,-1111611431,1036803556)+W(2,1025081894,1047796551,-1135649915,-1083821047)+W(3,-1113123121,-1102707738,1042774566,-1119704488)+W(4,-1120251562,-1130142714,-1091982339,1066411068)+W(5,-1108263063,-1116829613,1029093314,-1105374597)+W(6,-1098032480,1051286467,-1088973774,1066192686)+W(7,-1096817778,-1124748705,-1115318079,1039210409)+W(8,-1122897683,-1114446743,1048662352,-1098476628)+W(9,1043244089,-1105512115,1039955893,-1115075522)+W(10,-1131598407,1028094206,-1114986235,1035402858)+W(11,-1113670703,1040252082,-1113507172,-1136180467);WS(1056991468,-1087030746); +sum1=W(0,-1123211458,1040392564,-1107179074,1032323379)+W(1,-1112698351,-1113154609,1035059984,-1117349658)+W(2,-1104816506,-1123900599,-1097679367,1050060447)+W(3,-1113372906,-1118981766,1036804874,-1117759553)+W(4,-1105628499,1035944426,-1092912076,1043269081)+W(5,-1098944114,-1111852653,1030188977,-1099907470)+W(6,1049039296,1031104918,1058030045,1044634502)+W(7,1032247835,1043769326,1035537687,1048904265)+W(8,-1110865210,1038992913,-1092536332,1052766173)+W(9,-1101773536,-1111088882,1017337855,-1120093295)+W(10,-1119944116,1019968535,-1113705364,1024115141)+W(11,1016666555,-1113641643,1034739876,-1119368937);sum2=W(0,1038207100,1055370704,1017023961,-1102268135)+W(1,-1122475964,1023693826,1033230771,-1120372849)+W(2,-1100024892,-1091918952,-1082116017,-1125190319)+W(3,1048656820,-1118701724,1009208157,1017593165)+W(4,1019998746,-1108168198,1065911065,1060923636)+W(5,-1095962080,1025593786,1022143062,-1123799386)+W(6,-1116235844,1051323790,-1096201210,-1094794141)+W(7,1023749917,-1112111831,1028403793,-1116942925)+W(8,1028590129,1017416940,1032160655,1048662690)+W(9,1005611185,-1121410776,-1131420642,1018425448)+W(10,-1132429552,-1131674494,-1107738152,-1115273448)+W(11,-1120617509,1032669658,1007544955,990755743);WS(1065408790,1036624080); +sum1=W(0,1031689276,-1118902603,-1130392064,-1130349122)+W(1,-1124855342,-1120117724,1032115325,-1114562026)+W(2,-1095782030,1036811736,-1106389326,-1116251760)+W(3,1016267643,-1116551776,1029730958,-1110739566)+W(4,1040908418,-1099523235,-1100633526,-1088986706)+W(5,-1097124896,-1093812931,-1102530619,-1093706094)+W(6,1044865119,1048657234,1056569877,1059819669)+W(7,1057017186,1059687187,1046000250,1058243684)+W(8,1010781241,-1114118270,-1105362262,-1109527143)+W(9,-1101014271,-1105256235,1028862634,-1118348593)+W(10,-1124793181,-1132122507,1010247305,1021657598)+W(11,-1147394236,1019294354,-1131137795,1010280523);sum2=W(0,1008018405,-1131603511,988821927,-1126539767)+W(1,1029044494,-1154431236,-1144594818,-1134541747)+W(2,1028827850,-1115409151,1044469435,-1105522597)+W(3,1031515550,1029512486,-1118759177,1017115388)+W(4,1048442625,-1128423353,-1144038842,-1080807551)+W(5,-1100063920,1047735839,1049631559,1040817807)+W(6,1022982076,976919119,-1106419532,-1069309764)+W(7,-1077869698,1057375362,1074645104,1074183528)+W(8,1015261982,-1110305290,1025710382,-1128896061)+W(9,1034212953,1047372093,-1121013958,1028992794)+W(10,1023643398,-1142661114,1024565032,-1156968388)+W(11,-1108906576,1040986767,-1109343217,1013497529);WS(-1134496480,-1135409208); +sum1=W(0,1012816882,-1131032216,1015795842,1017081284)+W(1,1032335660,-1114842158,-1121133019,1020892138)+W(2,-1118561391,1023949458,1025102291,-1098855254)+W(3,-1109465919,1018180354,1039697400,-1121622748)+W(4,-1172095542,-1135187513,-1122643706,1062211658)+W(5,1053298610,1055550179,-1104417019,1042088653)+W(6,1042727039,-1111514505,1044113108,-1088869665)+W(7,-1090758606,-1097017583,1024023145,-1131309822)+W(8,-1101252924,940438235,-1099247502,1037442288)+W(9,1036453998,1038283500,-1127849669,-1111728213)+W(10,1038725048,-1118209095,1039141810,-1110868352)+W(11,-1124785329,-1123999226,984058180,985363057);sum2=W(0,1027844464,-1120185020,1033301171,-1142892826)+W(1,-1130897478,-1112219415,1008317678,-1123809910)+W(2,-1123756397,1023474305,-1120807818,1045181163)+W(3,1050514681,-1148494098,-1124897908,-1112292483)+W(4,-1109401613,1009596088,-1105464515,-1069578385)+W(5,1080182479,1033916695,-1111316356,1038900121)+W(6,-1123223808,1048386893,-1117881742,-1079085438)+W(7,1057107198,-1155326684,1015620530,-1138311341)+W(8,1035039619,-1119575836,1029989604,1032607110)+W(9,-1113328530,-1143648562,1010222764,-1144599918)+W(10,-1128717516,-1197272208,-1129559846,1013531724)+W(11,1001587842,-1126181730,1011089790,-1129634008);WS(1063953772,1006246735); +sum1=W(0,-1129265445,-1103221880,-1129858606,-1113052252)+W(1,970168057,1035503657,-1114702297,1026538155)+W(2,1023929568,-1113408580,-1152025615,-1124775629)+W(3,-1116248388,-1112901548,-1114551939,1012918985)+W(4,1050480356,1053092565,1054804888,1058637767)+W(5,1061520345,1052655373,1043614208,1053852345)+W(6,-1094701786,-1092563365,-1099755687,-1081976315)+W(7,-1085039957,-1106127939,-1104465584,-1094975651)+W(8,1037312131,-1114954585,1041973195,1043978961)+W(9,-1109284733,1037644971,1036504960,-1153236991)+W(10,1034664643,1012249970,1007014628,1034276907)+W(11,-1121545966,1031841028,-1122618723,1015394179);sum2=W(0,-1108119214,-1096454441,-1110533412,-1119694402)+W(1,-1127729168,-1110958880,1023031785,-1130979192)+W(2,-1098605940,1047215192,-1103381544,-1128298432)+W(3,-1115663656,-1114162078,1023974294,-1102917557)+W(4,1035846227,-1114546522,1042040175,1054173861)+W(5,-1103681801,1035812038,1020649501,1043843622)+W(6,1036002502,1051355228,-1102267339,1055154953)+W(7,1052945690,-1097546689,1033369183,1033695483)+W(8,-1110269476,1034086715,-1102892813,1033662351)+W(9,1018137856,-1135158408,998437331,-1106336801)+W(10,-1115932080,1019597651,-1130886478,-1108620470)+W(11,1033484697,-1106956606,1029836288,1026224246);WS(1049960663,-1098656338); +sum1=W(0,-1129270334,1010743226,-1116543140,1036165346)+W(1,1026370235,1026933359,1009750007,-1164389112)+W(2,-1097905355,1038429850,1026505899,-1111354490)+W(3,1012909508,1034045586,-1139624135,1033987231)+W(4,-1106458043,-1094238830,-1084542826,-1093117384)+W(5,-1096055524,-1093158415,-1113672231,-1098353419)+W(6,1053746044,1050579558,1060156652,1065413702)+W(7,-1110641506,-1140159326,-1153271990,1046556600)+W(8,-1153859324,1008020477,-1101873487,-1122984978)+W(9,-1132001470,1048347588,1027525597,-1124973593)+W(10,-1120671826,1036488405,1033306211,1035776465)+W(11,1015184758,-1115507932,1024719161,1037016731);sum2=W(0,1007202997,1038605814,-1111184485,-1097778206)+W(1,-1107862779,-1126800416,-1122928880,-1117103670)+W(2,-1107138382,-1092409649,-1086536233,1033842165)+W(3,1050500010,-1107791267,1035028069,1024236113)+W(4,-1101985157,-1111080585,1058778058,1062592323)+W(5,-1115904936,1050870644,-1115500703,-1137706913)+W(6,-1105521455,1031799434,-1102287591,1054124413)+W(7,-1121603522,1039372702,1030823202,1012044041)+W(8,998286218,-1127152184,1043783051,-1107786643)+W(9,-1104929125,-1103666737,-1123649878,1042413442)+W(10,-1135144653,-1138707909,1018462794,-1134709509)+W(11,1016336685,1035379787,-1120475406,-1119073178);WS(1045571246,-1101396513); +sum1=W(0,1027156266,-1135540454,-1123739311,-1123826896)+W(1,-1110505155,-1138173481,1019384210,-1138775820)+W(2,-1105879340,1031079263,1036462891,1048275928)+W(3,1040289247,1033674439,1035302207,-1109766005)+W(4,-1095381975,-1094890856,-1086841044,-1081913239)+W(5,-1087831711,-1095054872,-1100616678,-1096527684)+W(6,1052608133,1052732944,1059410250,1057453824)+W(7,1053535332,1059217778,1056369955,1057086003)+W(8,1036979366,-1110160581,1033495803,986236332)+W(9,-1121128186,-1117509614,1002559041,1031959012)+W(10,-1116386461,-1124519785,-1113888968,1015417435)+W(11,-1106215130,1025380519,-1132265864,1009437253);sum2=W(0,1023702857,-1116086512,1027064225,1024261913)+W(1,-1115739014,1023117658,1011341860,1016675050)+W(2,1025579445,1041684936,991232624,1049263730)+W(3,994389040,-1121855219,-1121905805,-1114246345)+W(4,-1107828603,-1100190580,-1127488618,-1121382305)+W(5,1049530396,1041567276,-1097196557,-1125328530)+W(6,1030949885,-1127701406,1063977916,1081524863)+W(7,1074557390,-1078514947,-1067412604,-1072747255)+W(8,1030056541,-1101693823,1026840857,1032271344)+W(9,1041139218,1024600809,-1110332083,1045882874)+W(10,-1138881396,1031874044,-1115029594,-1124133978)+W(11,1015337722,-1113125346,-1157524144,1009384836);WS(-1091844311,1066789497); +sum1=W(0,-1126657090,-1118280816,1035276339,1034822275)+W(1,-1122398524,1027512241,-1105911320,1036073133)+W(2,-1121934839,-1104655157,1036892560,1041291861)+W(3,1016354085,-1100932977,-1113195754,-1137558275)+W(4,1053346558,-1150447404,1061301148,1054539137)+W(5,1061579109,1052329175,1010492736,1052092547)+W(6,-1094816004,-1096277599,-1095276499,-1085328499)+W(7,-1094948141,-1090319102,-1109759879,-1096198988)+W(8,-1134360567,1026981217,1035239934,-1132053288)+W(9,1041572288,-1138204721,1026669711,-1122862318)+W(10,-1196074864,1030410603,-1117233544,1032377106)+W(11,-1113536398,1028691858,1016723124,1004385343);sum2=W(0,-1130924015,976327856,1006816288,1032746467)+W(1,-1109752024,1030725620,-1118656485,1013150272)+W(2,1022730742,-1107671502,-1102494949,-1063244855)+W(3,-1117144683,-1118200508,1023153636,1019358625)+W(4,-1156842543,1030703882,1050591037,1084548157)+W(5,1041535529,1030607420,-1117378226,1000111712)+W(6,1039023607,-1100688592,1039287442,-1091568120)+W(7,1042495948,-1100624377,1033109796,-1135441064)+W(8,-1147026848,-1113451109,1030233046,1034384724)+W(9,1024850879,1037336210,-1123040622,1025293966)+W(10,1024455841,1015244616,-1121583866,1032201434)+W(11,-1112832588,984232072,1003511712,-1124806470);WS(1062375148,982896070); +sum1=W(0,1041356906,-1141741512,-1123251246,-1121772047)+W(1,-1138991637,-1156317853,-1161666833,1011726474)+W(2,-1092346958,1042371688,-1107640316,1037798623)+W(3,1035668286,1026956462,1016120313,-1115727625)+W(4,-1098857839,-1100631199,-1093348349,-1081710855)+W(5,-1084667272,-1088318752,-1093940123,-1084607638)+W(6,1052252533,1048733184,1057292943,1063732968)+W(7,1061645578,1059891330,1051947731,1059995535)+W(8,1050501706,-1126563284,1043133649,-1111246422)+W(9,-1112114769,-1106214611,-1109426316,-1190508359)+W(10,-1165233042,-1134397903,1008063554,1032268279)+W(11,988108978,1037368483,-1138661789,1040598420);sum2=W(0,-1087149149,-1111774062,-1122195827,1039123010)+W(1,1035630599,1055099903,1042757145,1060125526)+W(2,-1081699534,1035582541,-1087576154,-1082404199)+W(3,-1111170675,-1119441337,-1097950160,-1098859385)+W(4,1075074133,1078981756,1080077903,-1086433828)+W(5,-1073636555,-1080599553,-1080969229,-1075310961)+W(6,1074122230,1067224402,1066418532,-1082120864)+W(7,-1078722695,-1083892454,1038753292,-1085615144)+W(8,972078363,-1092574897,-1094572008,-1101495601)+W(9,-1124013413,1051613332,1020974546,1056506110)+W(10,-1097056662,1045566397,1049096521,-1109136155)+W(11,1034655424,1023040696,1027077203,-1129411423);WS(-1073733835,-1077508759); +sum1=W(0,1004911573,999004239,1008908284,1032559088)+W(1,-1123346838,1021646261,-1114632613,1036339578)+W(2,1043185540,-1120942224,-1136904037,-1114184455)+W(3,-1112686066,1032555200,1005792618,1040940927)+W(4,1056421033,1054442442,1059517190,1066321721)+W(5,1063474337,1052962698,1044159722,992460573)+W(6,-1084678800,-1094509130,-1087084867,-1089134469)+W(7,-1088382556,-1089853747,-1092765869,-1093589176)+W(8,1025064353,1020812405,-1149079216,-1127746091)+W(9,1027145139,-1126936380,1027348136,-1126618160)+W(10,1009545653,1022285001,-1118599969,1007063543)+W(11,-1149726053,1015641511,1023282088,981480241);sum2=W(0,1016441223,-1123853806,1034027700,1016212045)+W(1,1025170155,1030169991,1024326153,1020004331)+W(2,1040812131,-1136381199,-1121560396,-1100123577)+W(3,-1100550013,-1105283667,1029487024,-1102325825)+W(4,-1091551076,1020713637,-1092123318,1069362941)+W(5,1050653373,1020763615,-1121149602,-1094990109)+W(6,-1083270432,-1123741604,1057043619,1065772322)+W(7,1058297195,-1091989226,-1092470882,-1106605421)+W(8,1054198423,-1108424657,-1115262538,-1092584961)+W(9,-1121642970,1029919048,1039520200,1026718342)+W(10,1001473573,-1110846033,1008724259,-1120589670)+W(11,1040111989,-1104422780,1027795061,-1115881428);WS(-1083424620,-1083774644); +sum1=W(0,1025997707,995558823,-1132669247,1015677409)+W(1,-1113673299,-1146244698,1028038186,-1119640804)+W(2,-1107578509,-1112668224,-1109754213,1048694360)+W(3,-1099923633,1044345284,-1117921566,1030760459)+W(4,-1116799831,-1098861996,-1099316274,-1079768279)+W(5,-1093459346,-1098475085,-1113981277,-1105585281)+W(6,1051882641,1045883512,1060321715,1059777970)+W(7,1064776049,1036566882,1042756750,1033934183)+W(8,-1114213177,-1127946135,-1106758402,1040276008)+W(9,-1108196294,1008462282,-1117078569,-1130472177)+W(10,-1140244728,-1116793621,-1131243108,-1129876893)+W(11,-1167573435,1020492609,1015090721,-1176961296);sum2=W(0,-1120400279,1006239848,1033967902,-1138878316)+W(1,1012842788,-1135736068,1028356101,-1120658117)+W(2,-1120118931,-1112851025,-1101370370,1037781128)+W(3,-1100258045,1002346920,-1112182778,995892591)+W(4,-1114073896,1016448074,1047917593,-1113781647)+W(5,1045546113,-1114666278,1002645288,-1115876966)+W(6,1044457775,-1095953339,1065044078,1069276419)+W(7,-1075186216,1035717470,-1097061266,1049663208)+W(8,1036833596,-1112980685,-1119396143,-1110041421)+W(9,-1132903556,-1120766465,1015304410,-1123504973)+W(10,-1137956564,-1122147671,987310366,-1187381491)+W(11,-1131003226,1029533357,1003776904,-1150885167);WS(1055938007,-1113494123); +sum1=W(0,1002908945,1005413771,1025040167,1016082831)+W(1,-1114102015,1024456642,-1121270129,1006080470)+W(2,1028210664,-1117675639,1040926954,-1118443670)+W(3,1040854289,1046508410,1019764906,1029150738)+W(4,-1133494457,1035958810,1041989700,-1101702418)+W(5,-1098047787,-1093641223,-1111985289,-1102768646)+W(6,-1135464580,-1095959351,-1087581816,-1121242873)+W(7,1048632765,1052220147,1025236686,1042463785)+W(8,1008466835,1040264713,1048292991,1034336763)+W(9,1043249233,-1183964258,1036425152,-1131127167)+W(10,-1131269290,1035203030,-1116685065,-1117662885)+W(11,-1132796663,-1144182458,-1137681823,1031884341);sum2=W(0,-1148833389,1034952858,-1131645803,1044582101)+W(1,-1100126968,1041029558,-1101188496,1038559400)+W(2,-1103329032,-1114547380,-1099667252,1046239383)+W(3,1038848953,1023994452,1040593566,-1104909140)+W(4,1039527980,1019372679,1017530647,-1095619156)+W(5,1053527025,-1122648352,1048348234,1034383711)+W(6,1036545465,-1111710878,1040867364,1074171367)+W(7,-1072583834,-1089175055,-1110512168,1048723535)+W(8,-1140514638,1042452640,1048394746,1046568773)+W(9,-1104419698,-1095650184,-1113024814,-1105559093)+W(10,-1111163586,1025974311,-1102843950,1030125627)+W(11,1045672947,1033990232,1039972451,-1123744674);WS(1054254551,1014537956); +sum1=W(0,-1121039367,1018675757,1022410264,1028321069)+W(1,1032078897,1035879540,998902321,1035017184)+W(2,1035774671,-1130008697,1030747950,-1107714718)+W(3,-1097508911,-1100889147,-1111836109,-1112194220)+W(4,-1112598570,1008273253,-1093495169,1061840455)+W(5,1062686448,1058139578,1050284599,1050365160)+W(6,-1132150029,-1122251932,1041075666,-1100441032)+W(7,-1084814013,-1090418276,-1098262366,-1104639554)+W(8,-1109088445,-1109769252,-1103842329,-1105690119)+W(9,1049125597,1045096257,1018266794,-1137878196)+W(10,1040615567,1003469451,1040565356,-1126038165)+W(11,-1115375938,-1105705223,1030169589,-1123088958);sum2=W(0,1011204314,-1151906447,-1132982086,1015334447)+W(1,-1126682819,1031867988,-1118412630,1019402007)+W(2,-1130282463,1008292026,-1113509623,-1118416042)+W(3,1010705513,1015562377,1033032763,-1171211484)+W(4,-1119643322,1036989282,1023195387,1031871454)+W(5,1036745108,-1105750465,1024841875,-1132045005)+W(6,1040567914,-1093705400,1046529995,1053486166)+W(7,1053627848,-1097180463,1042871577,-1098551422)+W(8,1058038651,1048788001,1069827352,1061661513)+W(9,-1076895592,-1083563182,-1102862368,-1093245544)+W(10,-1092395975,1041384381,-1082188469,-1087135929)+W(11,1050130047,1062283738,-1108358221,1058279550);WS(1057163500,-1105993220); +sum1=W(0,-1117201821,-1121502764,1035599249,-1105708961)+W(1,1039647740,-1100922079,1009912816,-1136735831)+W(2,-1127293622,1045431725,-1100979748,1049617722)+W(3,-1110465655,1042176840,1018827936,1001114727)+W(4,1046510122,-1097880614,1061106926,-1099817760)+W(5,-1119635500,-1109566363,-1147860066,1037588842)+W(6,-1119279260,1032698105,-1097882833,-1088567265)+W(7,1058361641,-1097567811,1036626725,-1111863248)+W(8,-1111026820,1044535287,-1095331735,1053288920)+W(9,-1096979757,1050620014,999121112,1037098289)+W(10,1018908832,-1110256660,1024080836,-1117593824)+W(11,1027464313,-1113789929,-1159432152,1012647057);sum2=W(0,1032576295,-1123342042,-1102694716,-1132748357)+W(1,-1114775905,1033817148,942234367,-1109637447)+W(2,-1107895050,1039805910,1052615154,1027679479)+W(3,-1183264704,-1127944484,1017960690,-1117652574)+W(4,1016729470,-1102939450,1050355566,1057040101)+W(5,1041423933,-1098800812,1027447559,-1113353192)+W(6,1038099246,-1120156902,-1100691281,-1098318717)+W(7,1028185223,1043085543,-1113846578,1025700351)+W(8,-1122727069,-1128970625,1046407453,997134844)+W(9,-1094682594,1023808656,1033077879,-1136470782)+W(10,-1114110583,-1124467804,-1110408836,1035923921)+W(11,1040728790,-1104134547,-1111084310,1024627457);WS(1069430838,-1077807532); +sum1=W(0,-1123171840,-1123870031,1012978707,1026708965)+W(1,1032241614,-1110089696,1013657340,-1120091289)+W(2,926704291,1035074891,-1102713036,-1094582899)+W(3,-1104095024,-1131766218,-1123449267,-1126388352)+W(4,1028287308,1030377682,1060355037,1064667974)+W(5,1044883747,1023923417,1023074654,-1134219998)+W(6,1024652287,-1104443381,1049114747,1049334299)+W(7,-1097738289,-1112895132,-1133494194,-1105084689)+W(8,-1121358347,-1137933441,-1102473935,-1095444677)+W(9,-1112982200,-1115022670,-1123735342,-1125652635)+W(10,-1124249574,-1123723658,-1124350158,-1155502135)+W(11,996719039,-1114119663,-1129702439,-1115595936);sum2=W(0,-1176390445,1032791968,-1107216374,1039748018)+W(1,-1104895086,1038133354,-1123666927,1013658503)+W(2,-1120278537,-1112747779,1039675898,1025598156)+W(3,1049256042,-1105015824,1024448666,-1110290749)+W(4,-1122813389,-1119517685,1061000499,1059349510)+W(5,-1087513873,1030867610,-1108606159,1029186614)+W(6,1041053822,1042596904,1032712030,1055783944)+W(7,-1099074048,-1084050573,1040697602,-1106116496)+W(8,1022193201,-1132233097,1037891533,1009116037)+W(9,-1107732985,-1101549778,1022775251,-1106656496)+W(10,-1120846771,-1150821318,-1120324549,1006903493)+W(11,-1117395279,1034659541,-1115429715,1028618234);WS(-1107817820,-1083770194); +sum1=W(0,1033900161,-1129878691,-1129439246,-1131338575)+W(1,1015365308,-1128788741,1034359265,1024049691)+W(2,-1103638846,1019165999,1023785569,1041664750)+W(3,1007653393,1026305479,1029035509,-1111132977)+W(4,-1091016130,-1105602789,-1097747004,-1076846267)+W(5,-1089110318,-1101714279,-1095981534,-1089968180)+W(6,1053216608,1056291523,1057499003,1059566574)+W(7,1057822998,1057215924,1051239662,1055184137)+W(8,1041711845,-1114138529,-1107402783,1043057225)+W(9,-1097881621,-1104471663,1029122288,1032118072)+W(10,1032252891,1005244003,-1129556050,1037921123)+W(11,-1126092988,1041959808,1025745172,1027268745);sum2=W(0,-1108694073,1045019344,-1102469381,1037993179)+W(1,-1102369829,1036817135,-1116848662,-1123721670)+W(2,1017327589,1034893158,-1100848825,-1146521528)+W(3,-1136622056,-1122158468,1036214504,-1109074807)+W(4,1040440313,1020539438,-1091152854,1062010427)+W(5,1017850914,-1095264144,1045324437,1047380031)+W(6,1037365040,1043169414,-1179472005,1059039676)+W(7,1038217042,-1119445175,1048192551,-1115655698)+W(8,-1097181356,1044490295,-1098856738,-1105305386)+W(9,-1109601321,-1098482637,1034613852,-1105047780)+W(10,-1123414724,-1142407924,-1124070306,-1103656828)+W(11,1025666621,-1105116469,1027457629,-1121369495);WS(-1121449656,-1084978473); +sum1=W(0,1045775831,1021114964,1036495664,1032769888)+W(1,-1134400474,1043049231,-1112792957,1043659613)+W(2,-1099605930,1028648016,-1113195701,-1106810756)+W(3,1033523886,-1109837568,1039225431,-1097941829)+W(4,-1086366198,-1100836955,-1085601027,-1088747404)+W(5,-1083936243,-1087596695,-1102874546,-1088234269)+W(6,1054843763,1049277222,1059006957,1062277595)+W(7,1060137529,1057384673,1045407794,1055835664)+W(8,1044622847,-1121703995,1039106531,-1122091582)+W(9,-1102614275,1011169881,-1118753961,1048366450)+W(10,1025802254,-1116658981,-1138285574,1043922200)+W(11,1020367213,1042132230,-1132370673,1039326553);sum2=W(0,1027272459,-1122536322,-1115599503,-1109953333)+W(1,-1101108438,-1160853572,-1125199072,-1105305527)+W(2,-1105747151,-1103046200,1043039962,1029006014)+W(3,1049577028,1035298821,1043042004,1053260045)+W(4,1058588727,1025881493,1025318337,-1079698237)+W(5,-1116019666,1050247454,-1104971590,-1094505007)+W(6,1050147388,1054947781,1058930692,-1072349877)+W(7,-1069493839,-1072151832,-1072978341,-1072202568)+W(8,-1089616072,-1098050255,1020160348,1078384354)+W(9,1078006681,1075828182,1074567753,1072013431)+W(10,1040922163,-1157391810,-1097372724,1029236731)+W(11,-1111844849,-1095907204,1046502148,1037030073);WS(-1076413686,1050217089); +sum1=W(0,1037264211,-1140703701,1010880426,-1119658251)+W(1,-1116247362,1031154598,-1125273098,-1131976189)+W(2,-1103937453,981259974,-1126374874,1042459879)+W(3,-1115463620,1040532067,-1110800684,1020764716)+W(4,1032015257,1015092336,-1117441203,-1095655209)+W(5,-1089060935,-1097693400,-1116339093,-1115082479)+W(6,1043075881,-1110472573,-1140207123,1058975156)+W(7,1059127610,1049753500,1026525586,1038259412)+W(8,-1122840185,-1115654547,-1121072785,1016890098)+W(9,-1095200233,1024224509,-1116764924,1027865572)+W(10,-1144808135,-1126940256,-1127053849,1040888602)+W(11,1021095812,990976051,-1118091276,1016317274);sum2=W(0,1057721492,1028643349,1060288138,1059252612)+W(1,-1088865108,-1086775589,-1123025940,-1093527126)+W(2,-1087030854,-1118716844,-1080168014,-1080273709)+W(3,1065839894,1065802380,1052992874,1051057083)+W(4,-1098169441,1050324940,1016748144,-1095791676)+W(5,1025332663,1048744751,-1103675095,1047968677)+W(6,976966634,1023362490,-1115171624,1047291739)+W(7,-1136639192,-1124716700,1045176631,-1122660154)+W(8,1023517212,-1141117066,1023617033,-1099550108)+W(9,1041241265,1003901823,-1105682362,1020688386)+W(10,1010046217,1027499437,-1115470708,1034407868)+W(11,-1116997486,-1138422172,1028187249,-1121332252);WS(1066004950,-1130673709); +sum1=W(0,-1116101174,-1143212072,-1110468285,-1115338446)+W(1,-1108483849,1016794668,-1129241385,1013476922)+W(2,1031654568,-1115365365,1037471350,1044807147)+W(3,1036857292,1049500535,-1116011560,1018991691)+W(4,-1088044468,-1112634148,-1095270314,-1086079158)+W(5,-1084922887,-1089120237,-1096691029,-1092328502)+W(6,1052873383,1046315731,1053790292,1057379349)+W(7,1062574892,1059566963,1043154809,1052540519)+W(8,1041536990,1018103788,1044233532,-1114923292)+W(9,-1111082699,-1112535089,1013224078,1045681849)+W(10,-1136500130,-1125315968,-1143909091,1020745202)+W(11,1016815907,-1120057699,1009076749,-1111113254);sum2=W(0,1049010278,1037489391,-1120558834,-1115441721)+W(1,-1107156556,992841734,1011333881,1042878013)+W(2,1059657103,-1120407882,1065561208,1065354919)+W(3,1033902725,-1090673211,-1082019922,-1076779646)+W(4,-1081123115,-1091075041,-1094693777,-1086070082)+W(5,1048072918,1058489027,1067731839,1065573397)+W(6,-1096253478,1044030983,-1088412254,-1088804298)+W(7,1059822273,1048768363,-1110539158,1056386736)+W(8,1022187211,-1110198086,1026065263,979808314)+W(9,1015305348,-1103664360,-1102578162,1041735451)+W(10,1042763848,-1123055347,1010460099,1037997843)+W(11,-1106407542,-1127526979,1046102351,-1098151359);WS(1047691950,1051513987); +sum1=W(0,1022367675,1023115866,1025923810,-1121417283)+W(1,-1135269348,-1123344254,-1153116613,-1140725337)+W(2,-1106171493,-1148261013,-1110614526,1048684730)+W(3,1043654816,1037977761,1018209505,1012206837)+W(4,1047705594,-1138130365,-1138856554,-1092459648)+W(5,-1088007377,-1117423671,-1145599589,-1130685354)+W(6,-1115678670,1039875161,-1098498099,1059839847)+W(7,1055365231,-1110502987,-1108540005,1013205632)+W(8,-1110486184,1038987295,-1111291916,1037143648)+W(9,-1116325726,1038170008,1024662707,-1106962771)+W(10,-1119968336,-1146539325,1031736900,-1113038256)+W(11,999460043,-1124410005,-1170140361,1022378313);sum2=W(0,-1153456458,-1134949160,976205336,-1107040555)+W(1,1031938263,-1148458760,-1128058621,1018102832)+W(2,1034638423,-1132037434,1047224115,-1111241686)+W(3,-1102088763,-1109506803,-1119972538,-1122339703)+W(4,1026219462,-1110235102,1041432515,-1098519781)+W(5,1016119332,1045200456,1026438298,1012163112)+W(6,-1118314715,1026400860,-1098555575,1048945857)+W(7,1066956313,1038098069,1020127420,1026446934)+W(8,-1119545213,1033998497,1038320636,1042089138)+W(9,-1089428981,-1088147582,-1103340362,-1114149729)+W(10,1020158000,-1129681397,1034767622,-1100590807)+W(11,-1131704894,1033722488,1036980701,-1126638758);WS(1065730166,1060778308); +sum1=W(0,-1109508860,-1155017835,-1113193022,1018445113)+W(1,-1116526739,1027367671,-1113248331,-1116098736)+W(2,-1157499671,-1122491724,-1101845990,-1123710636)+W(3,1037579925,-1109701838,1024052458,-1155438706)+W(4,1041425921,1039607429,1059840031,-1103201623)+W(5,-1086536234,-1119532176,-1131587533,-1135484603)+W(6,999270323,-1108915110,-1093896302,1034241095)+W(7,1065443257,-1115473720,1023021127,-1169161851)+W(8,1009856488,1019270959,1048952862,-1124851701)+W(9,-1100984082,1042597895,988759974,-1109972554)+W(10,-1122732458,1019165315,-1112299503,1031136123)+W(11,-1130156262,-1112137490,1035869970,1026435614);sum2=W(0,-1117967445,1040648348,-1112630617,1042642774)+W(1,-1134880336,-1108734545,1042723069,-1110919553)+W(2,1023936292,1027011316,-1104815876,1032485416)+W(3,-1097739621,1008252288,1027781874,1017816544)+W(4,1048994422,-1081925843,1069895227,-1079286264)+W(5,1067803238,-1093635474,1039731885,-1113045602)+W(6,1036573845,-1090561506,1061477130,-1076993331)+W(7,1074358700,-1082750513,-1152591489,1040942069)+W(8,1025878262,-1121546197,1006994724,1017402756)+W(9,-1094759274,-1124517798,-1128233335,1015619872)+W(10,-1136777476,1000734832,-1120512530,1043800887)+W(11,-1115175264,-1106635673,1050798200,-1104563368);WS(1051081815,1004177576); +sum1=W(0,-1127006616,1009183853,1030806032,1035550201)+W(1,-1148492092,1031890286,-1122950699,1033051522)+W(2,1047378036,-1123222753,1030530563,-1112167248)+W(3,-1102096100,-1119963793,-1117414047,-1118879820)+W(4,1040477302,-1133548407,1061394914,1067589976)+W(5,1061693295,1056018877,1051876647,1054656608)+W(6,-1095193921,-1099314072,-1084986498,-1091645900)+W(7,-1092420382,-1084371172,-1100397982,-1096248194)+W(8,984028115,1033152150,-1134209438,-1104155199)+W(9,-1126214664,-1117645071,-1115478541,-1098736399)+W(10,1015654525,1000220336,1016832613,1007541309)+W(11,1020442767,1016050244,1015156587,-1120116135);sum2=W(0,1038737431,-1107492679,1048033211,-1120313369)+W(1,1015799927,-1127256174,-1108431753,1025558434)+W(2,-1086393652,1061143042,-1086071985,1050160290)+W(3,1036302581,-1118303985,1030572627,1049210573)+W(4,-1122890851,-1087802869,1050554685,1074235084)+W(5,-1097102610,-1080828834,1051308486,-1086660156)+W(6,1062117952,-1089713201,1059347527,1068761695)+W(7,1051722018,-1090432670,-1096060997,-1089293346)+W(8,1031555324,1047951996,1026779363,-1098359769)+W(9,1043634021,-1093586557,-1093678452,-1099341241)+W(10,-1105710539,1021198999,-1103176732,1024031768)+W(11,-1105088271,1023611974,-1113357802,1042868230);WS(-1081907798,-1114644056); +sum1=W(0,1023775725,-1170980595,1026005873,-1126334628)+W(1,-1135823392,-1129163353,-1151688884,-1129940170)+W(2,-1099395677,-1134709766,-1099241994,-1120114113)+W(3,1034531271,-1108351113,1019473342,-1110039318)+W(4,1055907631,1050593936,1058604967,1054687330)+W(5,1038229186,1034921283,1018134455,-1120708196)+W(6,-1100928459,-1112754945,-1087793848,-1087665246)+W(7,-1104299004,1040795209,1040889398,1054318790)+W(8,-1119324179,1032148262,1009969504,1038203192)+W(9,1028440637,-1104169898,-1106565731,-1107725509)+W(10,-1109439504,1017060589,-1128826918,-1138112959)+W(11,1038462084,999099597,1007377992,1027667523);sum2=W(0,-1119441358,-1129970231,1013923693,-1135011770)+W(1,1015830944,-1115083307,1009913072,-1117182320)+W(2,-1109792567,-1120391232,-1103233485,-1103316489)+W(3,-1104701758,961266788,-1120471806,1032096200)+W(4,-1127769135,1050978947,1033489482,1054134565)+W(5,1049300223,-1110832497,1049274561,-1124368769)+W(6,-1107196821,992017798,-1095646457,1049668759)+W(7,1056508485,1047186396,-1110580647,-1109467751)+W(8,1030789742,1040616080,1038693473,-1124339641)+W(9,1043974386,-1086696217,-1110322035,-1103392519)+W(10,-1113410550,1030775978,-1115392393,-1108882435)+W(11,-1145057435,-1118394614,1032794842,1029776437);WS(1054547415,-1080700728); +sum1=W(0,-1118959255,1000886579,-1108938574,1035589374)+W(1,-1115953331,-1120209015,-1130255148,-1114831416)+W(2,-1106813137,1020745112,1000629071,-1089948699)+W(3,-1104374042,-1115354302,-1115551813,-1107411355)+W(4,-1136179854,1042266506,-1114102394,1058763908)+W(5,1043996152,1034434840,1030595334,1037557447)+W(6,1049136707,-1113159542,-1117329322,1057279043)+W(7,1058534976,1042941412,1024662339,-1115931546)+W(8,-1121699838,-1135369949,-1098171678,-1102488395)+W(9,-1118338951,-1123101368,-1111680098,-1111356186)+W(10,-1110798213,-1133353861,-1132246652,-1116069530)+W(11,1023843187,-1110056358,-1125104281,-1113468791);sum2=W(0,-1104438281,1006975884,-1114845259,-1121830816)+W(1,1035922248,-1109021584,1024387710,-1116080890)+W(2,1010047952,1033813267,-1104617278,1016682467)+W(3,-1119230330,1016925125,1031893944,1028042677)+W(4,1041416137,-1103312430,1059878226,1030331467)+W(5,1042445877,-1127060444,-1106783001,-1113418625)+W(6,-1126834256,-1117623020,-1091497753,1058017528)+W(7,1016098448,1041560361,-1112957506,1032681483)+W(8,-1137643420,-1119875938,1032827109,-1098691452)+W(9,1038105687,-1110812698,1032692112,-1112120334)+W(10,-1141914640,-1142859168,-1115736166,1030249718)+W(11,-1111253212,-1153808400,-1114320479,-1122393388);WS(1052913623,1049378679); +sum1=W(0,-1122838827,-1140317417,-1125024735,-1119624720)+W(1,-1114511683,1000517975,980913767,-1118732996)+W(2,1042960148,-1131398976,1047376245,-1142164473)+W(3,1052155164,1026436976,1040745327,1037554661)+W(4,-1086626395,-1096052024,-1085621156,-1082562971)+W(5,-1087926293,-1091398264,-1096441475,-1088065070)+W(6,1057292387,1051976144,1057250406,1065554348)+W(7,1052193006,1054127476,1052669955,1051850318)+W(8,1037967453,-1115050310,1033197251,-1105683981)+W(9,1022767638,1031945184,-1117629257,1041425290)+W(10,-1155224026,1021209962,-1137632582,1041116332)+W(11,-1114068531,1019309136,-1119607996,1029050594);sum2=W(0,-1128729473,1026695603,-1122814467,1038041001)+W(1,-1114364242,1029245131,-1114309631,-1131614889)+W(2,-1113890565,-1113695617,1012493154,1007226362)+W(3,1022932917,-1121347205,1028217359,1005475605)+W(4,1030681183,1046246583,-1119541727,-1105895610)+W(5,1013035938,-1109256305,1037707015,1018572933)+W(6,-1116238263,1032966985,1063042504,1066720275)+W(7,1061802664,1054635319,1034508407,-1114817272)+W(8,1054381777,1060417287,1065151040,1069419683)+W(9,1070184946,1067716376,1063333907,1057796391)+W(10,-1088819879,-1094452995,-1073258706,-1071852139)+W(11,-1071972143,-1076852924,-1084913408,-1086618913);WS(-1080205366,1054586731); +sum1=W(0,1028285119,1034516295,-1114270114,1028158052)+W(1,-1122816794,1015275709,1008209269,1026827799)+W(2,-1104231365,-1118125300,-1122896269,1031422323)+W(3,1042423964,-1113275778,1035567225,-1113291743)+W(4,-1105384067,-1098317298,-1102251495,-1084181862)+W(5,-1083878719,-1102645126,-1094749758,-1095155767)+W(6,1018315643,1050987674,1045079495,1065887519)+W(7,1058366107,1055927247,1042520123,1054820368)+W(8,1050517144,-1103331232,1044797187,-1106919576)+W(9,-1136969466,-1127822612,-1111681950,1023800268)+W(10,-1107795033,1030553289,-1134423957,1039594145)+W(11,-1127143669,1007528111,-1112108944,1010334934);sum2=W(0,1018519238,1015687849,-1123243110,-1154321191)+W(1,-1147705571,-1137574530,1025499637,-1123293958)+W(2,999332143,1021267259,1021268373,1001850235)+W(3,-1122367554,-1149097003,1028798873,-1120881342)+W(4,1041061518,-1105547391,1034089943,-1097359239)+W(5,1024181853,964634475,-1139074510,1038775557)+W(6,1033756160,1042746528,1026544409,1057524548)+W(7,-1128118669,1033087855,-1129467393,-1131901697)+W(8,1071473984,1066765865,1067795051,1059938647)+W(9,-1126584943,-1109247299,1002507759,-1137941026)+W(10,-1074851124,-1079967238,-1079279124,-1081222132)+W(11,1036308208,995399503,1006964374,-1131371017);WS(1032292188,-1145187004); +sum1=W(0,-1121091224,-1124591439,-1121198813,1009701366)+W(1,1007646671,1026658136,1020346030,-1122546321)+W(2,1026282854,1032165735,1048823572,-1113803654)+W(3,-1119045850,-1092992668,1019935126,-1119672872)+W(4,-1110430066,-1099744666,-1088767505,-1109489438)+W(5,1041537816,1047050636,-1121506375,-1110555528)+W(6,1041424886,1053335502,1045555550,1044961340)+W(7,-1098280566,1043075732,-1107270401,1047792295)+W(8,-1163709786,-1097458647,1040806261,1038271382)+W(9,1040783354,1037260307,1000329008,-1120965766)+W(10,-1130362518,1026340962,1020242430,-1136150382)+W(11,-1117600916,997023189,-1124456788,1026784415);sum2=W(0,-1120115102,1024423113,-1131404107,-1162462122)+W(1,-1116017912,1035047655,-1146105278,1011265421)+W(2,1027036707,-1119221834,1034928052,-1115806512)+W(3,-1133321326,-1101382306,1029706393,1023154260)+W(4,1028744443,-1122478763,1034534080,-1117650486)+W(5,-1108495610,-1105332910,1038914207,-1113944011)+W(6,1037973272,1049287438,1047707985,1065549495)+W(7,-1079218451,-1101676179,-1109811124,-1116861489)+W(8,-1111409649,-1096539764,1032305459,1059270295)+W(9,1053073262,-1108544028,-1125217018,1023662974)+W(10,-1114092190,1034186497,-1111870688,-1104163224)+W(11,-1116841516,1038206879,1004549098,1021319568);WS(1065238444,1029810764); +sum1=W(0,-1117664959,1033625479,-1121511107,1026353828)+W(1,-1154871713,980940712,1018182811,1025470327)+W(2,1035631050,998132025,1046740798,1049143094)+W(3,1044265580,1037075730,1028486865,-1128624253)+W(4,-1105662947,-1110409480,-1115600622,-1117398499)+W(5,-1101622768,-1109487884,-1112099063,-1120941494)+W(6,1044376095,1041425605,-1117226857,-1088462543)+W(7,-1090821428,-1099167518,1039936213,-1117520833)+W(8,-1180059800,1029921727,1047596134,1050498082)+W(9,1032067983,-1134957959,1021107193,1019194744)+W(10,-1144996235,1002652741,986508455,1031133314)+W(11,-1119889178,1038687768,-1122286680,1032539083);sum2=W(0,1027136813,-1126103938,-1134438995,1023841561)+W(1,1003327910,-1130954514,-1135210803,994333964)+W(2,-1109237812,1029641913,-1108335880,1016569578)+W(3,1032415828,999116870,1003972614,-1138234067)+W(4,-1131106290,1047599733,-1097134429,-1076957808)+W(5,1044824498,1037851390,-1123469057,1043898273)+W(6,1028116649,1041211299,-1092284431,-1103461794)+W(7,1073063564,-1111597872,1033926584,-1115472968)+W(8,-1115313320,-1119521049,-1100904528,1040752059)+W(9,1045381268,-1112786376,1034574746,-1137298819)+W(10,-1132573667,1022404146,1016921434,1027441157)+W(11,-1106952976,1036890340,-1110049884,-1139674515);WS(-1111543132,1053084187); +sum1=W(0,1033211657,-1116548448,1043994373,-1112421659)+W(1,1033458902,1042588164,-1106715184,1042106754)+W(2,1029336727,-1100473306,1036113196,-1100606697)+W(3,-1117467379,1024205686,-1098518156,1010302211)+W(4,1056808676,1042013257,1061342772,1060655799)+W(5,1059165410,1057924951,1042727104,1057649845)+W(6,-1089574549,-1097689349,-1087296749,-1082434496)+W(7,-1087667391,-1091727169,-1095816456,-1093601226)+W(8,-1112225370,999357322,1042186215,-1100755553)+W(9,1042539448,1041805473,-1105873704,-1114265639)+W(10,1035575202,-1114691470,1040681774,1045312421)+W(11,1039236406,1042949980,-1113675407,1035739628);sum2=W(0,1036389819,-1106855677,1031620401,-1109245550)+W(1,997072274,-1132619277,-1096737767,1049991282)+W(2,1006854517,-1114095075,1044374087,-1105124479)+W(3,-1105277948,1043212463,-1104242691,-1113287926)+W(4,1049279774,-1106885840,1052305677,1054861276)+W(5,1057655059,1046093411,-1094755169,1057224822)+W(6,-1104547241,-1120692701,1045612807,1058901209)+W(7,1054428932,1034709627,1054770354,-1094426804)+W(8,-1140479293,-1096936463,1051540981,-1092919117)+W(9,-1129490106,1034565381,-1092959620,1030915645)+W(10,1032391465,-1098591621,-1115708783,-1081363743)+W(11,-1090444858,1017473602,-1098730750,1044114915);WS(-1084020140,1068126260); +sum1=W(0,1006295077,-1137936208,1034316741,-1149620895)+W(1,-1141477121,-1110713826,-1119964867,-1159113641)+W(2,-1156074282,-1103771606,-1104490636,1038480604)+W(3,1018703789,1041233006,1031629367,1005339683)+W(4,1049019906,1049395923,1061237576,1033598516)+W(5,-1094713154,-1098857908,1023717620,1036793310)+W(6,-1097931528,-1091558419,-1086810430,-1099102215)+W(7,1059440745,1018408058,-1122483505,-1108866660)+W(8,-1117241095,1040511881,1040083512,1044377854)+W(9,1044961993,-1146014215,1038059949,-1129764324)+W(10,-1123621559,1023627215,-1108467318,-1115694024)+W(11,-1120119968,-1145494414,-1122997930,1007729326);sum2=W(0,1015277664,-1114453597,1036987011,-1112547401)+W(1,1038859445,-1116674795,983557058,-1127718668)+W(2,1025130698,-1134749664,1032879133,-1134874844)+W(3,-1112115766,1018163604,-1128408082,1003243264)+W(4,1027591084,1033917561,-1126832950,-1114337945)+W(5,1026538526,-1114930086,968847366,-1132712652)+W(6,-1117062871,-1115087054,1055956188,-1108159193)+W(7,1052262112,1032023389,-1105383385,-1120777676)+W(8,-1101670769,-1114105716,-1097729634,-1123425664)+W(9,1058230624,1047994902,1046456588,1042953566)+W(10,1019605180,-1131991228,-1104354242,-1097147867)+W(11,-1101321392,-1100180330,-1106875572,1009596296);WS(1044178094,-1112419455); +sum1=W(0,-1131480425,1014469647,1033460669,-1111970637)+W(1,1018155424,1028778773,-1120733619,1036392279)+W(2,1028145051,-1106904202,-1114114798,-1103921210)+W(3,-1104772954,-1105642670,-1122369255,-1105836421)+W(4,1050373320,1050878345,1059597501,1061375910)+W(5,1062331213,1054878354,1050980308,1057064179)+W(6,-1113746394,-1101407218,-1089975999,-1083033439)+W(7,-1089702156,-1100724747,-1095744476,-1096031599)+W(8,-1097767254,1036986154,-1106579916,1025899544)+W(9,1034746546,1032512190,-1113254377,-1120232930)+W(10,1005496122,1009224698,1010606701,-1155279741)+W(11,1027233072,1015772371,-1131981388,-1140419566);sum2=W(0,1044058702,-1105410550,1033398047,-1119512188)+W(1,-1121578506,-1129503263,1005093795,-1116781712)+W(2,-1120335698,1016883675,1032351899,-1103364509)+W(3,-1123961512,1043612533,-1110855577,1044044613)+W(4,1041124235,1035757794,-1105578788,-1105098443)+W(5,1037191880,1025665274,1024086018,1023695645)+W(6,1021344157,-1104385836,1068114101,1052569394)+W(7,1027075889,-1095293941,-1113226379,-1106316439)+W(8,-1087803383,-1085495757,-1081571635,-1086748155)+W(9,1031589750,1048618044,-1121765158,1039073287)+W(10,1057976488,1058928386,1051244378,1048853947)+W(11,-1130402783,-1124003088,1010599720,-1120128288);WS(-1095246679,-1087513362); +sum1=W(0,1027634667,998672596,-1149130110,1026870673)+W(1,1006905115,1027369115,-1156874400,1027010724)+W(2,1005582218,1034119552,-1098084154,-1141537276)+W(3,-1098155038,-1115874224,-1130796284,-1110211381)+W(4,1054139855,1049059024,1052649123,1065515488)+W(5,1064339388,1053781857,1050040635,1056042372)+W(6,-1093682933,-1099832192,-1089047862,-1088853800)+W(7,-1084571535,-1097071228,-1107001190,-1095503614)+W(8,1002440559,1040529483,-1122861959,-1126585773)+W(9,-1099945809,-1105399392,1023818537,-1117200441)+W(10,-1142612208,1024339285,1025618962,1014930618)+W(11,-1117714471,-1136815962,1018962754,1028298602);sum2=W(0,1021849900,-1131412357,-1118206650,-1125196517)+W(1,1035111533,-1144348946,1021086832,1020034266)+W(2,1041438934,-1119369172,1040592619,-1114002177)+W(3,1032710077,1044882286,-1106944856,1034465258)+W(4,-1128850825,1021256857,1046750596,1025252531)+W(5,1048692472,-1128830461,1032666924,1034167215)+W(6,1035803991,-1111021944,1038923952,1072474004)+W(7,1077302109,-1095554578,1044371493,-1126088605)+W(8,-1100551265,1042971908,-1109478151,-1083937830)+W(9,-1067064389,-1084038225,-1106119426,-1103479472)+W(10,1028120411,-1109090883,1026074630,-1100770381)+W(11,1049109423,1041329596,1033664959,-1114595648);WS(-1086863724,-1072185677); +sum1=W(0,1028385114,-1117432553,1039695343,-1109809663)+W(1,1021420394,-1123921882,-1130768465,1022384484)+W(2,999422396,-1108936247,-1104614655,-1104994067)+W(3,-1154652341,-1146863602,-1114930982,1034006493)+W(4,1054099261,1053618221,1060257868,1062802560)+W(5,1056152893,1045520765,1044268562,1050379178)+W(6,-1096116227,-1097427086,-1085349189,-1083398775)+W(7,-1099176000,-1110026089,-1104661441,-1115290030)+W(8,-1144842721,1026659130,1037424170,1038629270)+W(9,1048207210,-1118540449,-1129199023,-1101129750)+W(10,-1139590961,1021035463,-1123772160,-1103266023)+W(11,1017905387,-1111374457,997564786,-1108736604);sum2=W(0,-1122660132,1028330563,-1115262781,1045687787)+W(1,-1108704409,1029063313,-1116092784,1013546756)+W(2,1040406414,1017997140,1025264396,-1103384157)+W(3,-1151694751,986929807,1026201848,-1115691336)+W(4,1007232002,1025921746,1043786284,1040909479)+W(5,-1108714653,1043690826,-1119932664,1038266954)+W(6,-1096101684,1022732374,-1102241564,1055010544)+W(7,1057419270,-1126901852,1047767958,-1115096031)+W(8,-1114861255,1041150821,-1094431556,-1078483413)+W(9,-1079156700,-1078269109,-1092610189,-1098859524)+W(10,1041847394,-1105481885,1055232297,1061241514)+W(11,1063042984,1067726336,1054314043,1052159629);WS(-1100931758,-1079897221); +sum1=W(0,1002503979,1034941050,-1106318298,1040768819)+W(1,-1115730241,-1141069099,1027555620,-1123362142)+W(2,-1105750735,1038153885,-1105238364,1049149819)+W(3,1028324215,-1106412131,1039911116,-1114353739)+W(4,-1109125113,1017797614,-1095922988,-1090093369)+W(5,-1091054939,-1102230944,-1127686569,-1097766172)+W(6,1042140489,1051948423,1034322060,1059094088)+W(7,1049017573,1050624300,1045992036,1043140938)+W(8,-1126416416,1024057510,-1103862864,1040510958)+W(9,-1112163155,-1106256757,1017980086,1018029782)+W(10,-1119888216,1035399096,-1104877795,1042879258)+W(11,-1120272065,-1112985689,1033961137,-1117933580);sum2=W(0,-1118098210,-1106915273,1038839398,-1115506453)+W(1,1032442192,1016491198,996494424,-1145352236)+W(2,1039272612,-1120265428,1047577900,-1112696018)+W(3,-1123012045,-1123570623,-1121836120,1026228225)+W(4,1033865352,1043187452,-1107536005,-1090204449)+W(5,982996928,1042935567,-1120793710,1030161309)+W(6,-1107428188,-1111026913,1034998667,1068488571)+W(7,-1096446249,1013219076,-1101384300,1023915500)+W(8,1041731770,-1108614463,-1104254290,-1073443109)+W(9,1040126834,1041050172,998034192,1038049010)+W(10,-1138511840,-1129236656,1049639209,1065503173)+W(11,1035312463,-1104804103,1040382819,-1106858818);WS(1060652716,-1122012062); +sum1=W(0,-1136700086,-1120727741,-1136846536,-1102129381)+W(1,1035874533,-1111246103,1019584793,-1111739075)+W(2,-1113850590,1022556549,1030968440,1036351121)+W(3,1049961616,-1119797202,1037896960,1033695743)+W(4,-1093156519,-1098011208,-1100004083,-1079676696)+W(5,-1097573322,-1087704492,-1096988084,-1092447605)+W(6,1056384406,1052398904,1062519968,1061355096)+W(7,1059521337,1052440101,1048869443,1048091420)+W(8,-1101587139,-1106430355,-1132405458,-1107897312)+W(9,1048756772,-1109566980,1020055223,1043876621)+W(10,1021600449,-1114714908,1016310696,-1113036024)+W(11,1022545811,956768943,-1121983087,1018273385);sum2=W(0,-1134928360,1028726521,-1102649789,1041988393)+W(1,-1105797881,-1125378124,1034345705,-1134413224)+W(2,1033535752,-1102458559,-1114678181,1050124192)+W(3,-1102215651,1032107719,1014416128,-1119150822)+W(4,-1108867200,1031241917,1028753942,1056497468)+W(5,-1090602802,1057082230,1023046526,1025484112)+W(6,1056652859,1048810536,1051021341,1036208495)+W(7,-1099717915,-1114740583,1002570703,-1101875417)+W(8,-1094974673,-1100509489,-1100441695,1034323322)+W(9,-1115767916,1041259997,-1122784508,1037850051)+W(10,1034782854,-1123876292,-1100025719,1037384204)+W(11,-1098766868,1024245049,-1114560124,-1112409616);WS(-1104650926,-1097620835); +sum1=W(0,-1121602225,1021304961,-1132438763,1033606955)+W(1,-1119908749,1032325913,-1112547088,1011690407)+W(2,1025795527,-1105437010,1039870965,-1097752993)+W(3,1037504305,-1109081755,-1121171172,-1116159153)+W(4,1046345311,-1108985665,1041625463,-1144407721)+W(5,-1100934531,1047145475,-1119544288,1036418740)+W(6,-1105175020,1045711217,-1093274991,1062570208)+W(7,-1099088029,-1097698093,-1136783989,-1106563213)+W(8,-1160491701,-1117138161,1040158758,1049985633)+W(9,1037586881,1004919651,-1124949278,999804916)+W(10,1000929055,-1145522137,-1117941464,-1122762228)+W(11,-1109694278,1026835862,1024727664,-1126831120);sum2=W(0,-1103930431,1043997541,-1102154605,1046282803)+W(1,-1106269056,-1116052960,993204113,-1113135778)+W(2,-1122873970,-1100601593,-1174042309,-1084779372)+W(3,-1114322527,1046060831,-1115511338,1041954938)+W(4,1048581640,-1108032519,1029742536,1068068442)+W(5,1051594943,-1119470820,-1138871916,1020181836)+W(6,-1139346648,1042591516,1045200151,1052027066)+W(7,-1098651742,-1115540046,1021777728,-1107159950)+W(8,1030984702,-1123657132,-1106767363,-1086671314)+W(9,1024653780,-1127107345,-1163609763,-1134598872)+W(10,-1115391660,-1107477718,1032437784,1025856678)+W(11,1036550683,-1121355040,-1115373797,-1122730046);WS(1066180726,1071088208); +sum1=W(0,1019239309,-1139409238,1016498838,-1117575980)+W(1,1000209679,-1113394675,1030691589,-1133365628)+W(2,-1125280121,1001471451,-1110062156,1036666525)+W(3,1049354787,1048739493,-1119525817,-1103045922)+W(4,-1096761986,1012641888,-1103040193,-1098591157)+W(5,-1079760364,-1090655988,-1102803453,-1099636767)+W(6,1046613601,-1137946220,-1089511315,1064065326)+W(7,1058946251,1056455200,1048597558,1050574049)+W(8,-1107071425,1047813898,1045045936,1024305865)+W(9,-1110782371,1013890551,981956228,1043476657)+W(10,1022045682,1006921793,1010038708,1025055882)+W(11,990559266,1028621651,-1118324476,-1146495466);sum2=W(0,-1132513434,-1110784932,1015163300,1015068960)+W(1,1033174530,-1135254713,1032888151,-1132281738)+W(2,1043448685,-1133524329,-1107748756,1038994810)+W(3,-1104237963,-1120882016,-1105704866,1042278645)+W(4,-1099364915,1037755510,-1102119678,1041992963)+W(5,1059473601,1015880446,1034086136,-1087682569)+W(6,-1092624350,1047633966,-1120785461,1052941265)+W(7,-1112171819,-1149514732,-1106883398,1032085587)+W(8,1056566992,-1103089496,1032253510,-1122308723)+W(9,1028984470,-1121912217,1037486360,-1121651695)+W(10,-1119372495,-1105722911,-1123661455,-1115405106)+W(11,-1126727948,1038410412,-1113287020,1025242322);WS(1036385628,1044378228); +sum1=W(0,-1125923878,-1122454178,-1106272614,1034604284)+W(1,-1112814039,1030894675,-1123079474,-1130721815)+W(2,-1119989961,1024777096,1045742974,-1106270482)+W(3,-1097223397,-1112273196,-1131680651,974203052)+W(4,-1113894352,-1109744594,-1081686591,1049041391)+W(5,1058546239,1043400251,1024933634,-1127331477)+W(6,1034400041,1050462805,1057689729,1056885773)+W(7,-1082103097,-1111542214,1032256832,1030325078)+W(8,1040468885,-1118152051,-1112362495,-1111838475)+W(9,1051410218,1042722054,-1104716944,1028514056)+W(10,-1119159494,-1136375156,1016953331,1033159371)+W(11,-1127987422,1008300000,1020481857,-1122308858);sum2=W(0,-1126857538,-1118763531,1031801448,1032593429)+W(1,1004108563,-1119835024,1016299757,-1169697445)+W(2,-1124098806,-1105376950,1037674477,-1110580495)+W(3,-1116861031,1039467599,-1109178305,1033383777)+W(4,1017023528,-1096176503,1067983244,-1078904043)+W(5,1060638644,-1111109918,-1098624444,1040587540)+W(6,-1105780084,-1094874635,1071605005,-1075832971)+W(7,1065456263,-1112838992,-1104548941,1006549790)+W(8,-1128747572,-1140350635,-1109792866,-1097243929)+W(9,1040323331,-1114824160,1033955221,-1127435882)+W(10,-1133097491,1036694112,-1111308161,1036064001)+W(11,1039332997,-1103055030,1027541135,1022453269);WS(1044586414,987793058); +sum1=W(0,981244734,1029861564,-1127551587,1008852553)+W(1,-1110264932,-1120415085,-1128191927,-1111219811)+W(2,-1094962922,-1105742952,-1103252055,-1106380176)+W(3,1039776063,1036900841,1025145152,1028803677)+W(4,1056192743,1054313512,1058042871,1048369556)+W(5,-1104749720,-1097596121,-1105335335,-1103570473)+W(6,-1106851755,-1099782448,-1098041547,-1096188128)+W(7,1052995119,1058305414,1045503990,1055249646)+W(8,-1119312576,1027895469,1019737521,-1121596880)+W(9,-1106765091,-1098125906,-1106717007,-1101993823)+W(10,-1109764848,1032524411,-1110892330,1024237680)+W(11,-1120426409,1026360866,-1151171624,1031597860);sum2=W(0,-1170894487,-1116947191,1031282910,-1112734885)+W(1,1042944653,-1112368696,1023647443,-1149951158)+W(2,1038321486,1032730216,1034140662,-1104751545)+W(3,-1102906173,-1115060896,-1124833342,-1103764076)+W(4,1053283699,-1102463031,1044178467,1054507486)+W(5,-1128523954,1038784522,-1109068581,-1105151256)+W(6,-1093894288,-1109920837,-1089191295,1065532097)+W(7,-1115680584,1029167633,1021288403,1048070264)+W(8,-1100030896,1047091130,-1097946325,-1095028025)+W(9,-1094781909,1050920778,-1113980416,1052479172)+W(10,1046510222,-1098101478,1046381950,-1113780206)+W(11,1020709100,-1114933696,-1114621382,-1120673083);WS(-1114317660,-1079530866); +sum1=W(0,1005492722,1045601427,-1125684614,1040691817)+W(1,-1138701159,-1122106750,1010492340,-1132247342)+W(2,-1115918380,-1100871485,-1122621547,-1094477942)+W(3,1044150368,1041157065,1039210328,1037992735)+W(4,-1124407701,1040297908,-1098312611,1054673340)+W(5,1041833209,-1120050519,-1116922669,1025359158)+W(6,-1116105277,-1115200394,-1103806788,-1097950923)+W(7,-1088150296,1040435582,1025767275,1032362656)+W(8,1041270838,1034785295,1049040249,-1103823208)+W(9,-1129519613,-1121264402,-1133614768,-1107139719)+W(10,-1125596386,1024917256,1026343653,1033886401)+W(11,1039772509,1028146611,1030520276,1032249339);sum2=W(0,-1155531695,-1116868484,-1135508412,-1106991844)+W(1,-1135674828,1001487940,-1119877490,-1131775200)+W(2,1035594747,-1130123766,-1121397012,-1115576312)+W(3,-1126221532,-1107263445,-1121744498,-1125291430)+W(4,-1111112193,1034328851,1033705026,1050004218)+W(5,-1117911568,-1123887534,1017446183,-1110635219)+W(6,-1101564588,-1113096514,1029679690,1048453590)+W(7,1050922209,1043692754,1034884616,1032206024)+W(8,-1116834132,-1115452418,-1152418495,1029930774)+W(9,1007646710,-1114385718,-1122169416,1016330315)+W(10,-1130931838,-1123313694,1018386998,-1127714868)+W(11,-1121358676,1023927325,-1115969900,-1122013064);WS(1066254326,-1103165682); +sum1=W(0,1032736195,1027879829,1031762634,-1123062443)+W(1,1004281096,-1148973229,-1119568276,-1130151676)+W(2,-1107990998,-1114107453,-1103287009,1041209406)+W(3,1039171204,-1113506869,1029657432,1042306865)+W(4,1040177417,-1121888407,1058340070,-1097968365)+W(5,-1082040497,1042461256,-1110264442,-1106785311)+W(6,-1102376817,1024426522,-1086180914,1045901207)+W(7,1060563077,1045252895,1035749465,1042341554)+W(8,1034252186,-1134855959,1048880356,-1117801777)+W(9,-1108119503,1021862138,1017288487,-1125959462)+W(10,1019040113,1012754494,-1128188760,-1116847305)+W(11,-1149008906,-1140572507,1021245074,1010461490);sum2=W(0,1021177914,-1124089023,1026640236,1019818775)+W(1,1019369915,-1106530127,1038187852,1030498751)+W(2,-1111267114,1044764288,1026571855,-1103902938)+W(3,-1139759728,1046869720,-1116925721,-1107211067)+W(4,1038432054,-1106310853,-1115065858,1063205014)+W(5,1054784388,-1096246655,-1115197568,1035488589)+W(6,-1105822865,-1100663157,-1088005063,1066152263)+W(7,-1093573252,-1098236584,1033917272,-1107121631)+W(8,1037666445,1039738660,-1097556837,-1094681119)+W(9,-1095778937,1051664274,-1104072801,1038730556)+W(10,-1122267795,-1121288215,1045614354,-1112191805)+W(11,1041592438,-1110480242,1015983837,1022742082);WS(1062838508,-1098141683); +sum1=W(0,-1134697126,1033720508,-1121504814,-1119656591)+W(1,950602286,-1114868293,1034808260,-1113093265)+W(2,-1129876167,1021336509,1014720225,1046652247)+W(3,1047400131,1033072079,-1139606129,1026913289)+W(4,-1116304310,-1104597903,-1101916102,-1082370571)+W(5,-1091801796,-1096699752,-1121911577,-1098146380)+W(6,-1099161722,1019102333,1049624810,1058084844)+W(7,1053105145,1050650780,1034036747,1048726310)+W(8,1038618718,1045312786,1036131058,1029119981)+W(9,-1119759594,-1119884597,1024218735,1017329950)+W(10,1030514076,-1118743028,-1134396481,1009920435)+W(11,-1132133195,-1133963803,990998386,-1121758433);sum2=W(0,-1120814392,1018600110,1027325255,-1124538308)+W(1,-1127260613,1007599328,-1128821133,-1125977712)+W(2,1026947049,-1114533760,-1112504706,-1107191892)+W(3,1023329910,-1124222597,1024046209,1019591350)+W(4,-1124609851,1043306429,1030055965,-1090928488)+W(5,1046523168,1015958190,1022187138,-1115445424)+W(6,1029294693,-1096357662,1075131584,-1118772404)+W(7,-1092017575,-1113584525,-1109468012,-1105922548)+W(8,-1089366560,-1078857162,-1106088729,1060040329)+W(9,1045316672,1047822624,1021757630,1038940063)+W(10,1054044776,-1109773692,-1105806639,-1102685120)+W(11,-1119137158,1032716843,-1120065319,1016647840);WS(1054286935,1054427377); +sum1=W(0,-1139016422,1015966225,1034481375,1029692191)+W(1,-1118014037,1037138557,-1107878452,996243233)+W(2,1031868724,1024526894,-1107528289,-1123790766)+W(3,1033739398,-1101429240,1035472806,-1114181077)+W(4,-1103470657,-1100637795,1043922306,-1096987004)+W(5,-1103397016,1045510949,-1113746932,998962565)+W(6,1027450488,1046711412,-1098573729,1036148808)+W(7,1053311986,1016118627,-1127637067,1041113135)+W(8,1036611766,-1105992614,1045477269,-1138151730)+W(9,-1103945702,1013880803,1041047838,-1118755335)+W(10,-1113202838,1036202402,-1121078688,1006910195)+W(11,1033532379,-1135069562,-1112788047,1020627009);sum2=W(0,998302909,1020343611,1029585253,1014080934)+W(1,-1135780688,-1115911996,1018594371,-1117868456)+W(2,-1114977231,1031676937,-1113383024,1053648356)+W(3,1044096370,1042686855,-1108781434,1037265024)+W(4,-1111023634,-1115901635,-1091081120,-1095412525)+W(5,1066870285,-1137657706,1043350243,-1126645268)+W(6,1036510752,-1117993552,-1099268355,-1083342245)+W(7,1034064765,1037488276,1014772326,-1113946823)+W(8,1004185429,1041465226,-1113451820,-1115471327)+W(9,-1118193886,1023464409,-1138084208,1032826620)+W(10,1033017445,-1113757911,1021941233,-1161911507)+W(11,-1120710156,1018751107,-1148724493,967002060);WS(1069042774,1023813606); +sum1=W(0,-1120569815,982627530,-1113058670,-1122018428)+W(1,-1110295833,1021479086,1001627822,1013049407)+W(2,1029846837,-1113747494,1033076468,1039673254)+W(3,1038190732,1046432919,-1134594983,1016231853)+W(4,-1087916882,-1109565588,-1095056850,-1085384902)+W(5,-1083727323,-1089999723,-1094559921,-1094610970)+W(6,1052864835,1048856613,1056781822,1059308179)+W(7,1063669175,1059014405,1044534497,1048044230)+W(8,1037940281,1011966045,1041407837,-1107102153)+W(9,-1111254596,-1110936865,1025983877,1046858383)+W(10,-1130288148,-1136915076,-1140629239,1027021082)+W(11,1007651659,-1128736648,-1139332738,-1114487747);sum2=W(0,-1097118790,-1115645027,-1109249259,1042765123)+W(1,1015795842,1028792702,-1116071919,-1105083736)+W(2,-1088323667,1030684990,-1081609065,-1082143899)+W(3,-1102809807,1059694558,1064574838,1072110122)+W(4,1067177084,1056476304,1058423359,1061996602)+W(5,1006287482,-1085597397,-1080103447,-1081832849)+W(6,1049654149,-1101283859,1057270411,1055747315)+W(7,-1087207348,-1106003210,1023804763,-1090423898)+W(8,-1120538318,1040556965,-1122455315,-1120372038)+W(9,-1106540179,1042932361,1048665861,-1101912272)+W(10,-1108580354,-1124995735,1017763415,-1114753052)+W(11,1040354664,1033427208,-1098395984,1049644025);WS(1046279854,-1100682627); +sum1=W(0,-1155754074,-1110611178,1022309140,-1118509483)+W(1,-1109973457,1022155595,-1107208537,-1117715774)+W(2,-1109896894,-1114421037,-1131162933,1027993210)+W(3,1040243222,-1117693450,1019138289,996768085)+W(4,-1107576521,1030120983,-1094043528,1062355587)+W(5,-1094900881,-1110047247,-1110631994,-1107567326)+W(6,1035511522,-1124410677,1038811574,1059809630)+W(7,1038778317,1046487839,-1127423844,1039784548)+W(8,1002805634,-1114543731,1039227081,-1113128332)+W(9,-1105636701,-1109843880,1004796827,-1112311954)+W(10,-1116898232,1008443967,-1122237996,-1141634631)+W(11,1021837827,-1132048229,-1123472091,-1128081977);sum2=W(0,-1155805362,-1111094572,1028160711,-1123681391)+W(1,-1116453985,-1119301235,-1108559318,-1115385578)+W(2,-1107499970,-1112866732,-1106540686,-1140638716)+W(3,1031083122,-1139408516,1034592379,-1116565509)+W(4,1022847832,1044264749,-1155674450,1057429467)+W(5,-1106158641,1025824831,-1111164410,-1121519923)+W(6,1035480223,-1148903065,1040150233,1045538131)+W(7,1031696457,1041846065,-1120456085,-1129601606)+W(8,-1120962569,-1114470280,1010774604,1016428102)+W(9,-1120179561,-1118124541,999266665,-1119709653)+W(10,-1110725720,1021130376,-1120260095,1009992044)+W(11,1026515918,-1114275912,1011855672,-1115407958);WS(1068834358,-1130516755); +sum1=W(0,-1110020716,1043574522,-1110718798,-1129582842)+W(1,-1114402010,1034180284,1025857751,-1111247176)+W(2,1034114243,-1095778974,1047457188,-1108460854)+W(3,1054126843,-1096959660,1033414773,1039130852)+W(4,1048068617,1048936405,1038642250,-1114164062)+W(5,-1110583455,1049433806,-1136840220,-1119539023)+W(6,-1102038774,1035735542,-1105529591,-1096174934)+W(7,-1112126358,1043709316,-1123546692,-1112879245)+W(8,1031998965,-1100504766,1047377413,-1130108598)+W(9,1044906670,-1095231947,-1130058411,1035429307)+W(10,-1110620517,1038840817,-1109142655,1023990363)+W(11,-1122044916,1040978881,-1131191403,-1115530151);sum2=W(0,970017593,-1125442959,-1107196630,-1108273260)+W(1,-1130992285,-1132402709,1017358256,988670622)+W(2,-1108165952,1040753488,1033984686,1051322703)+W(3,-1113564209,1041587650,-1116630320,-1122802752)+W(4,1047729556,1000227776,1038319755,1055231112)+W(5,-1094436986,986706110,-1124437274,-1132214419)+W(6,-1102798485,-1088611471,-1087549565,1062180091)+W(7,1046553690,-1113546876,-1120036494,1032902155)+W(8,-1142827268,1049645408,-1127043239,-1103837458)+W(9,-1107399737,1048231400,-1124561928,-1145381770)+W(10,1029593938,-1108133201,-1114349374,1035145460)+W(11,-1114342182,-1146643074,-1126967424,1014303584);WS(1067517750,1033639701); +sum1=W(0,1025509678,-1130341242,-1120272434,1018375590)+W(1,-1116961737,1026047982,1025041660,-1113724179)+W(2,-1102897085,-1132678155,-1151042791,1013105800)+W(3,1041000592,1032243033,1034904976,-1123793645)+W(4,1023511162,-1096924480,-1094474081,-1086033191)+W(5,-1085852953,-1093123217,-1093479580,-1091335173)+W(6,1037697110,1040728225,1056422164,1062857884)+W(7,1058773976,1063905370,1050274619,1057695471)+W(8,1039047450,-1108434135,1032921189,-1122589009)+W(9,-1100255843,-1106044526,-1112977566,-1136654701)+W(10,-1138182274,-1138791135,1010850641,1034477848)+W(11,-1112868181,1026848855,-1122948276,1007925107);sum2=W(0,-1101843642,1047092496,1032746990,-1098074183)+W(1,1053786699,-1096910060,1043846267,1023876031)+W(2,-1101718380,-1110599661,-1127672356,-1096713677)+W(3,-1104014372,1035860070,-1097849415,1051096852)+W(4,1046322966,1053918698,-1100340247,1069438643)+W(5,1025809994,-1083706115,1048729218,-1081917128)+W(6,1051125372,-1092942861,1040369276,1074732797)+W(7,1050011098,-1080423025,-1117530220,-1091623712)+W(8,-1084762721,1058235489,-1090389206,-1088693676)+W(9,1053232821,999981171,-1097505133,1050919626)+W(10,1050651985,-1101055683,1050412863,-1103557505)+W(11,1052371166,-1099152238,1041618808,-1123531943);WS(-1098378327,-1087753140); +sum1=W(0,-1149815841,1013838405,1021155853,1025974631)+W(1,1017740987,1020943940,-1137239299,1031952605)+W(2,-1123262056,-1131552366,-1114416842,-1103162646)+W(3,-1099404299,-1100518162,-1111541722,-1098489580)+W(4,-1110243207,997589309,-1104972312,1042062186)+W(5,1057054155,1059648114,1047878460,1061110492)+W(6,1053738584,1025605911,1049179692,-1094476095)+W(7,-1093068705,-1101042271,-1111532695,-1100382705)+W(8,-1096838314,967065877,-1108406847,-1130981226)+W(9,1023051300,1010424693,-1117167136,989087216)+W(10,1031741109,-1135340592,1029594857,-1145022506)+W(11,1005012974,-1112923496,1030823984,-1113821120);sum2=W(0,1034695587,-1111830177,1017885202,-1116805918)+W(1,1039973913,-1113376464,1024357631,-1109344122)+W(2,1032463913,1031752431,-1103205904,1045285117)+W(3,-1092035876,1044034906,-1097056010,1034392181)+W(4,-1087773887,-1104893727,-1114987001,1061301409)+W(5,1053784665,-1096259933,1015259894,-1095057905)+W(6,1051055536,1010301739,1045597173,1065451004)+W(7,1036331211,-1101789830,-1105822235,-1098597360)+W(8,-1103774157,1003908630,-1107230114,999416278)+W(9,-1118216068,1047293827,-1119063058,-1139528651)+W(10,1028563957,-1111301343,1042437558,-1106181364)+W(11,1014136811,-1127455968,-1137717779,1017174230);WS(1051991511,-1090129628); +sum1=W(0,-1119709994,1028979258,1025569135,1025156752)+W(1,-1113846787,1032797781,-1137003429,-1126457798)+W(2,1035475128,-1103260128,-1099928080,1041023848)+W(3,1030722332,1040845476,1015665914,1032471277)+W(4,1044364174,1048862488,1054464119,-1103260308)+W(5,-1090331224,1039529634,1015668019,1036006161)+W(6,-1099369674,-1107028176,-1092954947,1048877896)+W(7,1036105176,-1113372113,-1104520406,-1111431094)+W(8,1024914253,1037758213,1045752341,992983000)+W(9,-1115078629,1027244574,1039091960,-1113568276)+W(10,-1122358045,-1142000036,-1110227337,1023847918)+W(11,1018698636,-1139349278,-1131269376,1004297100);sum2=W(0,1043798657,-1117698064,-1102458928,-1101130902)+W(1,1025730631,1026623851,995294154,1012466631)+W(2,-1098470129,-1096590117,-1084690772,1065791971)+W(3,-1123809426,1019910088,990258218,-1124630920)+W(4,-1126555274,1047971790,1067678357,-1099131342)+W(5,1036453804,-1117295572,-1116170672,1010360391)+W(6,1029962999,1037727050,1008201251,-1083609361)+W(7,1031198846,-1113754273,1030505142,-1136369090)+W(8,1028782608,-1161955740,-1103096568,1051059538)+W(9,-1106261335,1041141064,1028328942,-1119361560)+W(10,-1131048284,1022180969,-1120783295,1014843769)+W(11,1020274026,-1111232000,-1127235720,1001879503);WS(1062559660,1025273829); +sum1=W(0,1017067222,1004255955,1019590495,-1109975080)+W(1,1028071367,1004648665,-1129853588,999516190)+W(2,-1098241838,1041017424,-1136327879,1032386976)+W(3,1031451349,-1112687016,1040197151,-1105242363)+W(4,-1088364567,-1088941672,-1087512143,-1083706517)+W(5,-1089169701,-1092690193,-1100415991,-1093365052)+W(6,1060515311,1050253504,1064814036,1061681108)+W(7,1061080357,1052988124,1048643203,1050105214)+W(8,-1113064427,-1115329590,-1113817187,-1146803505)+W(9,-1112935650,1031379878,-1112391860,1051227835)+W(10,1036248943,-1133026900,1008140615,1028690158)+W(11,1010963867,1030651112,-1133141907,-1139571464);sum2=W(0,1058977722,-1123128465,1051128320,1025585093)+W(1,1043020026,-1090331128,1037612985,-1101815127)+W(2,-1088438618,-1084402469,-1097793743,-1092491618)+W(3,-1090336452,-1094761348,1032815200,-1080227574)+W(4,-1070888183,-1068917363,-1079680807,1078112044)+W(5,1082393215,1070728174,-1090225897,1066541275)+W(6,-1080154822,-1109667848,-1080832517,1058335327)+W(7,1067339759,1057746923,-1122043266,1067785018)+W(8,1057028315,-1133954517,1057005952,-1089499329)+W(9,1038175360,-1096630558,1051816122,-1086032969)+W(10,1020668753,-1117456198,1031920962,1039195999)+W(11,1046190750,-1139309423,-1116527206,1046599598);WS(-1077531606,-1068627295); +sum1=W(0,-1124767318,1034866077,-1101653116,-1130761376)+W(1,-1106412978,-1121310187,1040285922,-1107982930)+W(2,-1113367136,1048375560,-1104403272,1049955828)+W(3,1036710310,-1108970480,1049541454,-1107579101)+W(4,-1095446127,-1099058463,-1090535733,-1087242437)+W(5,-1088900579,-1096168584,-1097928011,-1095682732)+W(6,1055377197,1047513184,1058086815,1061174628)+W(7,1057172304,1056094244,1047121222,1054731422)+W(8,-1111814927,1045191539,-1094831865,1048150628)+W(9,-1103308083,-1102502166,1043510842,-1103869114)+W(10,-1126382267,1025894069,-1117513042,1008100281)+W(11,999030326,-1115104524,1032672660,1025118882);sum2=W(0,-1118325221,-1109912068,1055626857,1073210842)+W(1,1050117205,-1108710534,1007734945,1005945059)+W(2,1021086937,-1119472758,1051951524,1028908234)+W(3,1044779683,1039597247,-1130127373,1026547602)+W(4,1043003051,1026424546,-1092928023,-1081037490)+W(5,-1093398148,1044106321,-1119182686,1019051617)+W(6,-1131106753,1030452362,-1103671831,-1079815727)+W(7,-1105002867,1032627417,-1108845723,1023992222)+W(8,-1122810381,-1109242129,1034708821,1035695099)+W(9,1037167425,-1112762482,-1120996683,999154803)+W(10,1007248641,1007569065,-1112697430,1034566233)+W(11,-1131640977,1020894429,-1144614067,1009135009);WS(1027136184,1037475189); +sum1=W(0,1032095571,-1100957374,1042581547,1008293424)+W(1,-1125080965,1046313162,-1104233593,1032243376)+W(2,-1116112165,1049686375,1028374302,-1096656387)+W(3,1033692244,-1105885187,-1122471385,-1122778646)+W(4,-1115063802,1038845436,-1088748902,1053200569)+W(5,1024446429,-1103807360,1048125173,-1114896431)+W(6,1049018533,-1106083983,1046087792,1044615055)+W(7,-1090279185,1052904956,-1106111045,-1113201013)+W(8,-1119314641,-1120251015,1034473457,-1099043646)+W(9,1029265287,1033985068,-1106885357,1045413959)+W(10,-1107767341,1047825580,-1104556803,1041068763)+W(11,1035958465,-1106489925,1037737330,-1123269230);sum2=W(0,-1109957285,1046942588,-1108558913,1035311457)+W(1,-1103268017,1020819182,1017489970,-1119040125)+W(2,1028061230,-1090820835,-1168618571,1053631926)+W(3,-1140171429,1024395745,1034074787,-1111153127)+W(4,1045893852,1047577084,-1096957845,-1097789717)+W(5,1058472778,1010859305,-1118924631,-1134098557)+W(6,-1110812851,1048459161,1058947879,1028951753)+W(7,-1086199154,1018177816,-1119421881,1029986143)+W(8,-1108048047,-1114577527,-1104353646,1041621301)+W(9,1047742834,-1101676043,1030918112,-1110045381)+W(10,1027149256,-1106934834,-1104794282,-1139749789)+W(11,-1105608688,1051639728,-1105627073,1035525353);WS(1059085676,-1120419895); +sum1=W(0,-1123531970,1015920803,-1129458830,1003238718)+W(1,1024388894,1019022757,-1122285937,1029064795)+W(2,1010567522,1041225150,1048968044,-1107069702)+W(3,-1107554082,-1131681870,-1110859547,1018058500)+W(4,-1140828475,1042370229,-1081896608,1061545382)+W(5,1057779808,1048429719,1046207852,1043188126)+W(6,1031892193,-1105839574,1052692461,-1113798029)+W(7,-1080962214,1023517883,-1107360247,-1109838114)+W(8,-1126417758,1021017477,-1106306215,1033163859)+W(9,1051334024,974463598,-1137698561,-1182091254)+W(10,1013434325,-1117671948,1033141013,-1110196995)+W(11,998455538,-1104852314,-1130795454,-1115208005);sum2=W(0,-1115293356,-1104270657,995357221,-1140125409)+W(1,1041981586,1016190873,-1140513641,-1115228320)+W(2,1051048471,1028093784,-1111420185,-1087783718)+W(3,1031459460,1035133120,1028088400,1019234873)+W(4,-1116254969,1055158904,-1108447426,1057721666)+W(5,-1086769840,-1119040585,-1121069799,1043934745)+W(6,-1108089569,-1104160418,-1113016550,1060085251)+W(7,1041174723,-1119561801,-1114345654,-1097229960)+W(8,-1110389222,1040482382,-1105273681,-1106428297)+W(9,1046452617,1045849559,1044224673,-1114369945)+W(10,1032305896,-1109483288,1033267880,-1106001572)+W(11,-1115354420,-1127947625,-1119205024,1033437588);WS(1063842732,1069263660); +sum1=W(0,-1134238373,1031532473,-1118861678,1031846503)+W(1,-1118980549,1032122901,-1119645672,1033668289)+W(2,-1122877239,-1122091454,-1114405937,-1102409375)+W(3,-1105793535,-1113900631,-1129606328,-1133229476)+W(4,1055968823,1052972391,1057777668,1062381841)+W(5,1065218890,1051224528,1055096307,1043160456)+W(6,-1099884346,-1097152888,-1088480739,-1081966868)+W(7,-1086950263,-1107218856,-1097976619,-1106065147)+W(8,-1101209335,-1119905385,1025124405,-1166909210)+W(9,1045788186,-1105943487,1011470685,-1107257190)+W(10,1027783644,1025876211,-1133551424,-1124858713)+W(11,-1146513705,-1136389690,-1153551023,1024085520);sum2=W(0,1008982555,-1122047761,-1134583037,-1137222855)+W(1,-1140752305,1029699842,-1114302140,1026101716)+W(2,1017497319,-1119731325,-1110768789,1050149080)+W(3,1041298195,-1094516021,1037679865,1029205125)+W(4,-1114050188,1048705804,1082656561,1079097716)+W(5,-1069364548,-1064571216,-1105564781,-1121859551)+W(6,1044555710,-1104624717,1041907901,-1088882238)+W(7,1050137131,-1099205492,-1109039739,1040352044)+W(8,-1115112254,-1113283108,1041138312,1033378952)+W(9,1048604087,-1105508475,1026612451,-1131493091)+W(10,-1121509319,1042591944,-1111081434,1018241317)+W(11,-1128224049,1008906239,-1118064246,1024193619);WS(-1129102704,1046511454); +sum1=W(0,-1120255189,992833099,-1134582632,-1138794987)+W(1,-1157138191,-1129425099,1016407976,-1133147960)+W(2,1003871004,1029362986,988783847,1011030567)+W(3,-1118838023,-1111313565,-1115457860,-1106432157)+W(4,-1098175836,-1113473140,-1095364566,-1091886143)+W(5,1040190185,-1149570791,1037653026,1038304902)+W(6,1060542285,1049212165,1059935407,1049733902)+W(7,-1115543549,1041064643,-1119854466,1029519512)+W(8,-1104614392,-1118651222,-1098721330,-1109648580)+W(9,-1121023765,-1105481630,1031662787,-1111089569)+W(10,-1115237700,1012659838,1026034940,-1116104473)+W(11,1036784617,-1112251695,1023835049,-1170197274);sum2=W(0,1039353726,-1104263814,1027240563,1028285409)+W(1,1032871415,-1151417050,1027668005,1023556565)+W(2,1022956598,1036699032,-1120983737,-1106986979)+W(3,-1095425364,-1136397826,-1108376211,-1098325150)+W(4,-1093991321,-1154678850,-1089878099,1067214284)+W(5,1047639440,1051464555,-1104038071,1061372327)+W(6,-1088722171,-1088770012,-1101846939,1070132546)+W(7,1045480826,-1099095249,1043597107,-1086577064)+W(8,1039854738,-1104468959,-1096446657,1029156699)+W(9,-1098508409,1024325599,-1148394393,1034968116)+W(10,-1125147089,-1123571799,1036003207,-1117321918)+W(11,1027342659,-1150420266,-1138411071,1031516803);WS(1056411607,-1109579684); +sum1=W(0,-1129654332,1027988397,1041758889,1027974595)+W(1,1038643645,1038422303,-1115801276,1047822542)+W(2,1040494825,1031736403,-1118623100,-1104250813)+W(3,1023561152,-1115303377,-1111435064,1037517815)+W(4,1053570965,1051564806,1061336939,1057393436)+W(5,1065029703,1052932495,1051403778,1056446507)+W(6,-1089114662,-1091392278,-1087917688,-1081469355)+W(7,-1091410052,-1085011849,-1108233957,-1089621406)+W(8,-1099475130,1018661052,1034322317,-1094207710)+W(9,1052271760,-1096091282,1036087894,-1095410877)+W(10,1041782836,1032323860,1035039650,1010041732)+W(11,1041287822,1020820966,1036272138,1043391417);sum2=W(0,-1114696922,1043151870,-1098855398,1045725515)+W(1,1041130784,-1093166728,1048010869,-1097485062)+W(2,1063327246,1054945342,-1111180476,-1078968963)+W(3,-1075182266,-1073598210,-1072729035,-1069127579)+W(4,-1085101471,-1091433742,1044429796,1071264665)+W(5,1068966947,1074573142,1072575447,1082548410)+W(6,-1089121793,-1108711949,-1096795753,1049748951)+W(7,1041099170,-1107925652,-1087601324,1057234494)+W(8,1049274948,1036153834,1047012469,1043607695)+W(9,1008700501,-1106854972,-1100708600,-1095686167)+W(10,1041765085,-1114908726,1017938665,-1113887753)+W(11,1052357470,-1097732836,1035577978,-1117196119);WS(-1075355670,-1094395357); +sum1=W(0,-1145694380,1031927794,-1126751284,-1107635165)+W(1,1035883256,-1117999477,1025403748,-1135056568)+W(2,1013276974,1019602069,1034056645,1046251906)+W(3,-1107984424,-1101824103,-1117853800,-1113050587)+W(4,1022872131,1012968093,1064151904,1059501808)+W(5,1052823861,1052884390,1040309473,1051481338)+W(6,-1102394069,-1105184299,-1089968245,-1079531190)+W(7,1040654683,-1097950850,1021798787,-1099617206)+W(8,-1132601278,-1113047243,-1112578984,1045395638)+W(9,1035604635,-1102570614,1016601958,-1117559395)+W(10,1032373060,-1123577887,1012023536,-1121043161)+W(11,-1136193989,-1124087697,1014648876,1015049529);sum2=W(0,1040559153,-1099966915,1051040838,-1122400566)+W(1,-1103745056,-1127876766,-1118336076,-1122216569)+W(2,1024400373,1050797480,-1098907063,-1088192853)+W(3,-1132746540,1040989775,999475557,1024449813)+W(4,-1112035522,-1095559069,-1091507667,1063399780)+W(5,1064106398,-1101527709,1025976147,-1118033876)+W(6,-1102969122,1048535090,-1081423354,1065515124)+W(7,-1104928579,1047332946,-1171911780,1047796018)+W(8,1035694118,-1109162397,1049424016,-1098794388)+W(9,-1097345189,-1105732065,-1107661001,1036172042)+W(10,1008704054,1035803260,1032276403,-1104133833)+W(11,1042270874,-1109516912,1033064723,-1106418589);WS(1045480366,-1089018411); +sum1=W(0,956510844,998930446,-1129843310,-1113698796)+W(1,1001814128,-1126854725,1033942209,-1127622934)+W(2,-1147321796,-1119371847,1033743797,1047477674)+W(3,993727556,1019312750,991522899,-1124727396)+W(4,-1098659472,-1114996930,-1084286683,-1080535200)+W(5,-1100569285,-1095107249,-1106428344,-1102902186)+W(6,1046172476,1016456206,1060852743,1065762350)+W(7,1055209670,1054147605,1040201800,1049320503)+W(8,-1117032824,1032232105,1034928007,1036591131)+W(9,1034876769,-1103835661,-1110790848,-1117790432)+W(10,1012429717,992745416,-1120189081,-1130833259)+W(11,-1112309127,-1162991986,1019870324,-1166423644);sum2=W(0,-1135134951,-1138029383,1039247354,-1105815405)+W(1,1043479193,-1108579602,1036464698,-1114044136)+W(2,1034251754,-1112450391,1048129179,1013788103)+W(3,-1107279344,-1098532570,-1125069222,-1106884027)+W(4,-1112699779,1048844919,-1081251706,-1102377508)+W(5,1074756442,-1079912447,1051417558,-1113485350)+W(6,1028246411,-1097747276,1030988939,-1085286825)+W(7,1066704374,1048531717,1025432715,1037742006)+W(8,1024730233,1036047504,1032907358,-1098604264)+W(9,-1121203556,-1097926469,1037541288,-1114746618)+W(10,-1141862453,-1116303285,1032058431,1026446373)+W(11,-1115422697,1017067577,-1110631868,1026757097);WS(-1129198960,-1098545020); +sum1=W(0,1016631370,-1109829274,1027654249,-1135763497)+W(1,1022371969,-1109147378,-1124465415,1000105708)+W(2,-1103774667,1046260982,1041444949,1029491033)+W(3,1033440347,1047095266,-1135425502,1031236725)+W(4,-1097986678,-1103302894,-1085753764,-1087937321)+W(5,-1100503343,-1092825640,-1114972810,-1092048676)+W(6,1055978916,1038066845,1057520791,1064242364)+W(7,1043702710,-1106434743,1042256612,1048160666)+W(8,998946812,1013747092,1033950432,-1108378356)+W(9,-1149232679,1039795292,-1134578155,1047273267)+W(10,-1113370572,1026014767,-1133701934,-1124979408)+W(11,1034434352,-1123636138,-1133096682,-1110866582);sum2=W(0,1008784866,-1111810524,-1123287968,1035375858)+W(1,-1131156064,1014562100,1013976797,1025684805)+W(2,-1101060946,1041574978,-1113715041,1009783259)+W(3,-1117592464,1037249766,-1112331585,-1116058888)+W(4,1045200185,-1109901275,-1111729623,-1099551228)+W(5,1028611861,-1126723736,1048583824,-1123970907)+W(6,1046672822,-1123470329,1052382391,1057574679)+W(7,1037781521,-1088911756,-1105025107,-1098796399)+W(8,-1118279822,-1113194466,-1105523541,-1090683445)+W(9,-1089242363,1057541056,1046019340,1058673062)+W(10,994298612,-1124039764,1016737108,1025528776)+W(11,1044936991,1038965019,-1100984465,-1111874598);WS(1055927127,1032414456); +sum1=W(0,1026777470,-1114645447,-1107741345,1034928754)+W(1,-1106080726,1036990351,-1132545269,-1115024108)+W(2,-1105922759,1038629978,-1118870909,1048976902)+W(3,1031310464,-1116578243,-1121324945,1028926430)+W(4,1039415013,-1109541160,-1121580331,1035267569)+W(5,-1092363639,1052806443,-1105847083,-1107491323)+W(6,-1114467391,1049649890,-1099187900,-1110167275)+W(7,1044706191,-1098780639,1042096283,1026721601)+W(8,1040445212,-1118657663,1040802710,1050521172)+W(9,-1122260014,1045812872,-1112784326,1028974308)+W(10,-1109775801,1029983880,-1103039897,1032803169)+W(11,-1106266495,-1117906236,1031828590,-1113700371);sum2=W(0,1046339838,-1116647554,1008329020,1019769686)+W(1,-1108633040,1035617664,1033551944,-1127469148)+W(2,-1095477634,1046850624,1046890022,-1090363791)+W(3,1015468535,-1092874283,-1110478242,1032940188)+W(4,1041080449,-1097525459,-1087064144,1051375999)+W(5,1042338708,1061754259,-1118600243,-1108757958)+W(6,-1106007640,1046513622,1055899106,-1097018549)+W(7,-1122727333,-1100515622,1043707610,1042447169)+W(8,1022253579,-1109703351,1048733947,1049672544)+W(9,1051464963,1025134369,-1099218588,-1108633308)+W(10,-1124447256,1043170037,-1100004355,-1097807314)+W(11,-1129042543,-1112390214,1040819075,-1120359161);WS(1063732396,1030954530); +sum1=W(0,1032126752,976782235,1026279044,-1118035684)+W(1,1028715099,-1121995199,1032435871,-1124714096)+W(2,1036299263,-1151769923,1034233519,1048463661)+W(3,1036782808,1036166050,1020132772,1046021200)+W(4,1040042182,-1126287138,1024363996,-1092651532)+W(5,-1113174091,-1102126950,-1118937966,-1096484767)+W(6,-1085959612,-1100277765,-1112294345,-1099766629)+W(7,1035866674,1049742039,-1116277291,1041160144)+W(8,1040218780,1040546448,1044348191,1048686290)+W(9,1009750781,-1118854702,1040779899,1026126509)+W(10,1017251428,-1135394341,-1164354746,1013744650)+W(11,-1137751148,972654113,-1123833085,1032085003);sum2=W(0,1023560328,1005726416,-1116687692,-1115408842)+W(1,1041728877,-1105589301,1038558105,-1113100068)+W(2,-1114346246,1027252420,-1128267680,-1102003721)+W(3,1038357336,1012806192,1025579970,1032847335)+W(4,1055635447,1058379047,-1093219742,-1075825777)+W(5,-1122468504,1043596623,-1110943172,1037773232)+W(6,1080093571,1066361916,-1079490865,-1069273193)+W(7,1048667285,1040586029,1032482622,-1123027612)+W(8,1053265582,1041698127,1044641580,-1103412699)+W(9,-1104322529,-1123753164,-1134749344,1003892288)+W(10,-1109086292,1032891532,-1142986448,1040229437)+W(11,1008854368,-1116993440,-1125346072,1027065900);WS(-1091386327,1040820769); +sum1=W(0,-1133727678,1015097725,-1138479056,-1114059050)+W(1,1024901707,-1122041679,1013224377,-1123564392)+W(2,-1113530145,-1145488419,1016526204,1038143634)+W(3,-1118547201,1031893970,-1120867010,1007161468)+W(4,1024243708,-1111308865,-1103657483,-1091368514)+W(5,-1102986721,-1104061090,1020963773,-1118947879)+W(6,1033777591,1043618337,1057905859,1056300329)+W(7,1019703993,1024793576,-1114932462,1024563890)+W(8,1009482248,-1113425624,-1104459527,-1103801765)+W(9,1043076580,1039830345,1042855834,-1129826522)+W(10,-1122301794,1016257779,1026855702,-1136938187)+W(11,-1118577003,-1111999542,-1119434421,1018984621);sum2=W(0,-1118014300,-1121259996,-1118480989,-1120519112)+W(1,1034237400,1031820662,-1116062192,1029964608)+W(2,-1107425211,1034914627,1057124947,1041680563)+W(3,-1110358856,-1114315301,1010762999,974005161)+W(4,988341556,1058886039,1080471640,-1067455811)+W(5,-1105716188,-1113532913,1033223294,-1106855886)+W(6,-1122432623,1043257251,1049657622,-1080970083)+W(7,-1091987171,1051213388,-1109593637,1037720533)+W(8,1031639360,-1110426684,981320073,-1105451271)+W(9,1044181951,-1110623014,1038375349,999181553)+W(10,-1122715046,1030027284,1022014335,1012008135)+W(11,-1121988626,1009779611,-1113750985,1028099986);WS(1067317974,-1128063738); +sum1=W(0,-1112292702,1030230219,1023947008,1037678225)+W(1,1016840879,1032095758,1018620213,1023530868)+W(2,1047000343,1008892739,1038318737,-1110797816)+W(3,-1118959774,-1114918032,-1114992535,1004226268)+W(4,-1088068429,-1130941083,-1122235065,1055157388)+W(5,1048428783,1052878187,1036886165,1052393190)+W(6,1048838463,-1108932456,1034700890,-1096039434)+W(7,-1113377160,-1088738347,-1100769370,-1082056652)+W(8,-1121751190,1013016624,-1165199081,1039874719)+W(9,1031603132,1045859362,1028131502,1050791676)+W(10,1027999791,1017454988,1031463650,1025959551)+W(11,1018062255,-1143147336,1018649043,-1115371169);sum2=W(0,1017164622,1004731920,1046790460,-1106036842)+W(1,1036535757,-1103678216,1025471738,-1122761780)+W(2,-1091622621,1038964407,1049069382,1047078409)+W(3,-1107481011,-1098544714,1040369699,-1107095641)+W(4,1072454217,-1113390241,-1080520963,-1071223185)+W(5,1059476479,1061994978,1053016271,1054597152)+W(6,1067262657,-1112910469,1044434118,-1073367678)+W(7,-1099641871,1029437169,1051233508,1062276141)+W(8,-1098954881,1038887363,1033204278,-1106847320)+W(9,967303234,1030771421,-1123160801,-1113404397)+W(10,1035940089,-1108193245,1032575148,-1127548642)+W(11,1015223408,-1109007913,1042599225,-1116480773);WS(-1095745367,-1102532016); +sum1=W(0,-1117700567,-1125050061,-1104292247,1032821374)+W(1,-1106685309,1026094807,-1109617979,1025256272)+W(2,-1131139906,-1115476726,1044141479,1043020835)+W(3,1033588284,1027591436,1031476842,-1109574827)+W(4,-1104729417,1049785973,-1096094522,-1103984511)+W(5,-1135965844,-1092452582,1035377859,-1108767399)+W(6,1031266390,1034862742,1043929817,1025371182)+W(7,1048857569,1049600882,-1127826823,1045422790)+W(8,1034962037,-1108925228,-1121682994,1003529681)+W(9,-1108409524,1029191534,-1105178749,-1147768356)+W(10,-1123836106,1021444802,-1112024639,1036065165)+W(11,-1114922921,1028793076,1025559229,1027631502);sum2=W(0,-1102917712,-1090566997,-1083236080,-1084121809)+W(1,-1092542987,-1098664696,-1115432352,-1109069600)+W(2,1050493331,1058641835,1072277942,1066117726)+W(3,1055792221,1016159325,-1123932559,-1107091755)+W(4,-1104683957,-1106617401,-1083529216,-1110147426)+W(5,1053260074,1047496584,1040670728,1041712051)+W(6,1038417192,-1131983160,1026745412,-1097349120)+W(7,-1092834676,1048447149,-1110071086,1019306140)+W(8,1032679083,-1117134944,1030312114,1045086676)+W(9,-1115504874,-1103742512,1018575153,1023956348)+W(10,-1124032472,-1142618034,1033461689,-1107466492)+W(11,1040055828,-1111688997,1025562022,995416610);WS(1064673964,1027541745); +sum1=W(0,1040862122,-1105951646,-1159900529,1047048323)+W(1,-1123048515,-1115789415,1032172675,1028373376)+W(2,1042078126,-1104573695,-1104241265,-1111978190)+W(3,-1096920009,1032018046,1022298419,-1099040790)+W(4,1060076351,1032906140,1059885441,1064315273)+W(5,1059865934,1050382000,1053685923,1058530774)+W(6,-1092017101,-1098380055,-1084208856,-1089015252)+W(7,-1085419935,-1095947620,-1104053605,-1087017843)+W(8,1050924251,-1103234546,1045405901,1048739529)+W(9,1043557114,1032498465,1042167691,1037400788)+W(10,-1113513485,-1122608113,-1114509959,-1097330869)+W(11,-1130206982,1009712656,1011282770,-1099616447);sum2=W(0,1039738446,-1096514001,1067583917,1083413745)+W(1,1067818743,-1089267428,1050540062,-1102208699)+W(2,-1137481092,1050849818,1017170018,1041988969)+W(3,-1115429835,1054896719,-1108022123,1042362507)+W(4,1036746190,-1109747727,-1078331016,-1066189939)+W(5,-1077977055,1050059376,-1119460484,-1140654200)+W(6,998253152,-1102987618,1044897487,-1088427847)+W(7,-1125950758,-1108032139,1038480975,-1098634922)+W(8,1035100433,-1144728624,-1108804343,1030429056)+W(9,-1124211336,1045807183,-1164441214,-1138500556)+W(10,1029249908,-1103405950,-1113657787,1049519441)+W(11,-1105416150,-1104699523,1036658641,-1135144148);WS(-1084384556,-1100810808); +sum1=W(0,1032390692,1033258828,1036208454,-1153131217)+W(1,1035878930,-1113170436,1034716867,1008810370)+W(2,-1101205955,-1114756638,1034225747,-1123281148)+W(3,1052764669,-1110681734,-1132636906,1010363102)+W(4,-1095424763,-1115332589,-1089988048,-1080799329)+W(5,-1086451675,-1089641270,-1111992667,-1089944572)+W(6,1056723089,1044941511,1059213081,1058219330)+W(7,1065718984,1051546784,1048907447,1051751177)+W(8,-1103994552,-1103092466,1016698694,-1102604175)+W(9,1010056863,-1105901266,-1104305197,1025009925)+W(10,-1113631133,1038921097,1041433148,1029458059)+W(11,1046701849,-1114617106,1022756491,1042675492);sum2=W(0,1003892755,-1123544386,1040199158,-1099919704)+W(1,1046124074,-1114201767,-1137485313,1018916205)+W(2,-1106845972,1040443741,1041556166,-1098641213)+W(3,1043027552,-1102894487,1031291554,1029095170)+W(4,-1130802613,-1099129814,1034864555,1044973210)+W(5,1046986152,1040886200,-1097152858,1035815457)+W(6,1042856976,1046395618,1049252005,1051151809)+W(7,-1120255910,-1098031952,-1103612985,1034278467)+W(8,-1090921483,-1117156960,-1101642940,-1094482604)+W(9,1049495257,-1113386876,-1132183417,1026205590)+W(10,1035865477,-1128022157,1029291710,1033022953)+W(11,1028643166,1031856421,-1106468948,1020718685);WS(-1097545175,-1081485407); +sum1=W(0,1036015463,1036906638,1033438601,-1148467606)+W(1,-1116883369,1043481795,-1107248831,1035852867)+W(2,1034150438,-1107749409,1025404544,-1130068931)+W(3,-1110996648,-1129433572,-1112307200,-1133343797)+W(4,1057909318,1041348600,1058891216,1062920275)+W(5,1058446394,1057530498,1041812911,1058924580)+W(6,-1085934785,-1091465804,-1088212159,-1085185870)+W(7,-1083820335,-1097522985,-1098817647,-1088845017)+W(8,1035924004,-1120240750,1040930578,1044931644)+W(9,-1110014855,1046628778,-1112689630,1031062731)+W(10,1033963168,-1115496908,1023737332,1034996968)+W(11,-1109644005,1044774695,-1109394217,991839047);sum2=W(0,-1085422352,-1073537081,-1090145600,-1103264022)+W(1,-1098060014,1039561049,-1111561066,-1097648243)+W(2,-1096165509,-1097506962,1035648589,1037776879)+W(3,-1106454260,-1132410675,-1095706003,-1093619532)+W(4,1057773529,1050305732,1070820271,1064009122)+W(5,-1102687355,1037201191,-1106323076,1065891070)+W(6,-1090487063,1042351306,1042246902,1057815879)+W(7,1056492080,-1132940238,1047053654,-1104795343)+W(8,1044955346,-1096519547,1012707558,1035447241)+W(9,-1098251612,1055262754,-1098685023,1017091667)+W(10,1048850208,-1098077313,1040847724,1039355809)+W(11,-1128314591,1034334977,-1107078913,1044351754);WS(-1079771574,1075069839); +sum1=W(0,1032166989,-1111167476,-1123178206,1032734815)+W(1,1029165557,-1112820125,-1135576864,-1114861753)+W(2,-1118529175,1021133405,-1093562003,-1104246611)+W(3,-1098100446,-1114628655,-1133453360,-1119446905)+W(4,1055702741,1048648437,1062276827,1071187580)+W(5,1061220800,1049405702,1042497282,1051379002)+W(6,-1092970539,-1092445782,-1088433116,-1118830448)+W(7,-1097110780,-1093425874,-1109854691,-1094782027)+W(8,-1117950828,1033539229,-1104828877,-1114529494)+W(9,-1112849365,1023590922,992807281,-1104282614)+W(10,-1113551430,-1142239002,-1110397888,-1119974813)+W(11,-1139975764,-1111568211,974859957,-1107804608);sum2=W(0,-1108373663,1008476139,-1104454680,1048684757)+W(1,-1093428939,1053127551,-1096653504,1052320010)+W(2,1058265898,-1092753943,1052155727,-1094584251)+W(3,1044002260,1027921055,-1109762731,-1093142139)+W(4,-1105791278,-1098184263,-1106622092,1051207789)+W(5,1040647411,-1092246791,1028193495,-1102532444)+W(6,-1097633487,1036219103,1039768739,1059813061)+W(7,1037804238,1058749571,-1091622541,1056925595)+W(8,1040059628,-1096394805,1043022076,-1089567461)+W(9,1053976656,-1109099791,-1128546349,-1105143398)+W(10,1041333883,-1106791026,1034264586,1043988712)+W(11,-1094438691,1046191998,-1105323978,1027895571);WS(-1080085654,1070612946); +sum1=W(0,1024243697,-1118763904,-1129448298,-1125372076)+W(1,-1130529432,-1113325424,1028582463,-1115811081)+W(2,-1111019203,1017624971,998267115,1049904509)+W(3,1044325341,1036368923,1022422215,1029887376)+W(4,-1099863023,-1093242824,-1096657110,-1083526619)+W(5,-1084273056,-1089131829,-1100657096,-1095229037)+W(6,1051294614,1049086721,1054244159,1063525996)+W(7,1060516258,1052725165,1045179095,1047234173)+W(8,1018553499,-1110032568,-1107816470,1050014740)+W(9,-1120428313,1042939778,-1105723916,1034815359)+W(10,1001929499,-1129474933,-1103030358,1034265690)+W(11,1028809164,-1137068591,995816851,1023513072);sum2=W(0,1027629060,1025235210,-1125103522,-1130467636)+W(1,1000499297,1020465580,-1138182160,1014590712)+W(2,-1114994936,1042086314,-1109536432,1043514454)+W(3,-1116030212,1034381305,-1133867384,1032991925)+W(4,1044032624,-1110089750,1027377576,1040857173)+W(5,1049094807,-1102199059,1040209410,-1107097337)+W(6,-1120685804,1041443307,1041551160,1078385077)+W(7,1071531230,-1097624207,1042950964,-1110894461)+W(8,1028515824,-1109301707,1038947979,-1069674168)+W(9,-1072009528,1042363648,-1100125727,1020171064)+W(10,-1128032940,1028557604,-1095260923,1041445431)+W(11,1044521776,-1111317304,1026231984,-1115643044);WS(-1094677847,1071331518); +sum1=W(0,-1108370254,1027561514,-1098732332,-1118400576)+W(1,-1098654343,1020701942,-1114608461,-1102267173)+W(2,1050522446,-1102155388,1051883284,1052444946)+W(3,1048632224,1036179296,1043748547,1046936641)+W(4,-1090412394,-1096900614,-1088235704,-1081990504)+W(5,-1083209683,-1095695623,-1096819473,-1088405429)+W(6,1059909490,1033926552,1060113893,1065971548)+W(7,1057796766,1055081266,1048355474,1057781222)+W(8,-1131659964,-1108396174,-1104366446,1016076284)+W(9,-1094058291,1044926426,-1102235562,-1122894705)+W(10,1045668787,-1099365497,1036562753,1045429432)+W(11,1027649399,-1115499084,1020598162,1041162909);sum2=W(0,-1102306900,1039340517,1036459319,1032447827)+W(1,-1099327251,1052797014,-1122082449,-1098452307)+W(2,1042298222,1011988276,-1104503945,-1099734245)+W(3,1032726509,1032685073,1045894449,1031495568)+W(4,1021581591,-1091773202,-1086047943,-1071833762)+W(5,-1087097517,-1094401898,-1089730964,-1094627244)+W(6,-1097774924,-1083547573,-1076320925,-1070847208)+W(7,-1079468544,-1084551630,-1096261152,-1097740674)+W(8,1051289508,1050176620,1066124397,1069182349)+W(9,1058492703,1061745990,1029975482,1062784611)+W(10,1044651623,1060043835,1072230275,1080482397)+W(11,1067612874,1060905071,1035766217,1036170953);WS(-1075403638,-1098484659); +sum1=W(0,1008218969,1031048294,-1123131291,1045188911)+W(1,-1123984690,1016373997,1038284987,993498863)+W(2,-1141902179,1016567255,-1102849342,1018204181)+W(3,-1097928441,-1102752375,-1119205801,-1111653947)+W(4,1045612697,1051272109,1045999461,1067242878)+W(5,1057827361,1039307800,1052680217,1048974634)+W(6,-1098198307,-1097302541,-1089514713,-1083074125)+W(7,-1090995143,-1089521325,-1111274305,-1089001074)+W(8,-1115216112,1045061466,-1110301017,1055219615)+W(9,1042127630,1018247819,1043301703,-1112012330)+W(10,1014117412,1032424528,-1117285565,1039741805)+W(11,-1138318152,990571063,1035406958,991913685);sum2=W(0,1032878555,-1123900432,1029453781,-1120535472)+W(1,1040510410,-1109544472,1036988619,-1113659102)+W(2,-1136655860,1023477569,993352402,1007422372)+W(3,-1110556919,-1138628828,-1137184004,1035524869)+W(4,1031615749,1032172309,-1101515073,1063516373)+W(5,-1114866186,-1101753271,1046060209,-1110546008)+W(6,-1113247036,1040892014,-1093800370,1059067488)+W(7,1049733424,-1112478460,-1128679382,-1106958218)+W(8,-1102324444,1041677780,-1099560811,-1101931537)+W(9,-1091691569,-1137342172,-1112686045,999359657)+W(10,1033821831,-1122117887,-1111754290,-1118366060)+W(11,-1131546954,1043560141,-1110783375,1026284797);WS(1018938736,1060529869); +sum1=W(0,-1114076530,1008598737,1029696041,-1118730378)+W(1,1036159584,1012443924,1034257674,-1133449206)+W(2,1037607357,-1120766810,-1113865353,1019917938)+W(3,1041300082,-1119787914,-1102751430,1018668169)+W(4,1045714156,1044442542,1057228923,1049628033)+W(5,-1081803320,1042784239,1016494120,1031639516)+W(6,-1166977277,1024586298,-1084710912,1048848151)+W(7,1052825757,-1110703311,-1108049641,-1111061268)+W(8,-1102825464,985048227,1048654858,-1109196652)+W(9,-1101625253,1021290536,1039349129,1018121541)+W(10,1003359422,1019680094,-1122235660,1032134772)+W(11,1023446241,1025035938,-1122160707,1028394476);sum2=W(0,-1146778654,1009999826,1042445717,1027431889)+W(1,-1118789096,1034933139,-1102516465,1039233552)+W(2,1033337426,-1117028555,-1092512747,-1100415596)+W(3,-1100913756,1031653672,1049736808,-1123203031)+W(4,-1101837401,-1107426057,-1106280442,1063146362)+W(5,-1086144449,-1121957589,-1104136456,-1123128270)+W(6,1023259685,-1113617305,1063964069,1058459732)+W(7,-1101061454,-1139753565,1034026738,-1143324392)+W(8,-1165315756,1042598704,-1101414619,-1136881638)+W(9,-1099212326,1035181957,1031514566,-1103321885)+W(10,1017616818,-1119841713,1033400884,-1110929163)+W(11,1043348599,-1110261015,-1119239229,1032933914);WS(1057790316,-1113005641); +sum1=W(0,-1123468520,1016842734,1017823704,1031334797)+W(1,1029517379,1032276500,1024531558,1032934320)+W(2,1034968039,-1180462681,-1141354132,-1111663246)+W(3,-1096962432,-1102337515,-1112383277,-1115337892)+W(4,-1107161453,-1109372445,-1097660717,1060769665)+W(5,1062816796,1057344992,1050585827,1048852876)+W(6,1035442035,-1126387193,1045333479,-1097006056)+W(7,-1085875335,-1087615930,-1099229077,-1104188731)+W(8,-1107573447,-1110219956,-1111689634,1016331253)+W(9,1042106418,1042154624,1021430571,1007994773)+W(10,1040623159,1001956750,1034883047,-1121213099)+W(11,999707420,-1110655190,1027213229,-1125102461);sum2=W(0,1027505374,-1119743709,1022357321,-1129702556)+W(1,1025908250,-1116658238,1007287620,-1132286080)+W(2,1006384241,1032385395,-1110226975,1009992786)+W(3,-1117540770,1015280579,1013929491,-1123806249)+W(4,1038217397,-1124784904,1036163691,1038388564)+W(5,-1107551412,1043662427,-1110875284,1032548500)+W(6,-1102596332,1055108824,-1095998103,-1096068823)+W(7,1027585837,1052401764,-1112465838,1049275421)+W(8,-1088198084,-1101781911,-1077861124,-1082211809)+W(9,1067639721,1063419774,1041946916,1054953848)+W(10,1054112069,-1110486748,1063443275,1060625206)+W(11,-1095993202,-1084462256,1040943353,-1088060635);WS(1057314092,1031126097); +sum1=W(0,-1113264897,1042921300,-1118216326,1036778483)+W(1,1035020911,-1108928881,1036290288,1012907241)+W(2,1047286031,1038748523,1040626286,1048990343)+W(3,1036098930,1042428894,1016422504,1041504752)+W(4,1051515170,1044373061,1057172805,-1111196723)+W(5,1053560288,1053915059,1044112316,1048512334)+W(6,-1091122512,-1119263830,-1081529962,-1076778621)+W(7,-1085296972,-1112351005,-1100809115,-1107245185)+W(8,1035529026,1016709539,1043973191,1049229393)+W(9,1046938632,-1123285785,1035877806,-1123727583)+W(10,-1125355113,1029610636,1029771624,-1112976162)+W(11,1041831703,-1103970660,1044125996,-1123672296);sum2=W(0,-1110279027,1044898087,-1096945908,1039092196)+W(1,-1113241071,-1099008684,1044106833,-1103116396)+W(2,-1116888772,-1115916604,-1107202311,1045884385)+W(3,-1103988696,1049112986,-1123386226,-1134049769)+W(4,1033554595,-1111117443,1035778723,-1113256321)+W(5,-1115920774,-1139004677,-1112080343,-1114347803)+W(6,-1108669327,1045218355,-1103416606,1065794034)+W(7,-1090569433,1055599565,-1099737884,1044073709)+W(8,1015808739,-1106102431,1041666953,-1107247823)+W(9,1049716916,-1106016659,1031391070,-1108799013)+W(10,1027314221,-1116221606,1024714919,-1098987808)+W(11,1049758114,-1091770239,1053158291,-1105054228);WS(-1078536214,1004530797); +sum1=W(0,1027375859,1017444741,-1120029560,1000019140)+W(1,-1114543207,1013557197,-1122136338,-1148145247)+W(2,-1101920227,1031432968,-1106564803,1048371434)+W(3,-1118108517,1042631950,1018155212,1016114854)+W(4,1025777344,-1103056081,-1107107772,-1082038651)+W(5,-1087843395,-1090887738,-1103973545,-1102912795)+W(6,1044389645,1048716617,1051154454,1066595410)+W(7,1055824714,1054676989,1041035048,1016296812)+W(8,-1110651587,-1137653198,-1107166356,-1130046381)+W(9,-1105265945,1030116559,1023828021,1040191506)+W(10,1018050380,-1125959547,1019570356,-1125449965)+W(11,1033235496,-1126792065,-1122035417,-1142050258);sum2=W(0,1027035378,-1132701065,-1114259972,1024730711)+W(1,986229224,1013886009,-1129435432,-1141056234)+W(2,1026113022,1034348094,1019537869,-1139897757)+W(3,-1140805741,-1118691470,1009541569,-1129312440)+W(4,-1111907604,1044772326,-1115459713,-1083470341)+W(5,1024256637,1050967575,1013091981,1028089297)+W(6,-1117578886,987582920,-1091701771,-1064559027)+W(7,1083026821,1062853848,-1097816209,1036032976)+W(8,-1140538653,-1136739637,-1106970806,1035917626)+W(9,1051507274,1035548789,1030786995,-1102804079)+W(10,1018825264,1015195718,1029368182,-1129456736)+W(11,1025912688,-1107265712,1031335734,-1115863996);WS(1053759831,1032374114); +sum1=W(0,972229904,-1109228149,1034978575,1041049216)+W(1,-1120680758,1029299866,-1104501302,1034604409)+W(2,-1121671930,-1112583528,1034149296,1029443406)+W(3,1029497788,-1098177536,-1147362406,-1129221556)+W(4,1054724605,-1112974870,1061211455,1048871720)+W(5,1059772533,1052523382,-1143596105,1050895314)+W(6,-1092393035,-1101934908,-1092299422,-1093922438)+W(7,-1094240300,-1091878482,-1112394307,-1097371836)+W(8,1018308729,1027590122,1034030567,-1111847647)+W(9,1041914031,-1113968603,1028043992,-1126204095)+W(10,-1129466650,1029939172,-1113423424,1038901743)+W(11,-1106909549,1040006220,-1140269215,998375305);sum2=W(0,-1150066816,-1122485893,-1114773240,1024800634)+W(1,996682648,-1123997738,1019128023,-1127165963)+W(2,-1150466984,1032358015,1050624105,1086980496)+W(3,1049846439,-1116390866,1016213345,-1127449775)+W(4,1023864952,-1120268940,-1092046440,-1062089081)+W(5,-1092228228,1022750294,1015347232,1000268865)+W(6,-1110066210,1042589181,1028033997,-1086968029)+W(7,1024724796,1041929871,-1114433107,-1139900476)+W(8,1023825317,1027888694,-1151325172,1038366470)+W(9,-1121152696,-1118357792,1031614438,-1136800730)+W(10,-1124858867,-1130877326,-1135440218,-1140173368)+W(11,1022098295,1017805328,-1119866592,1025894920);WS(1063005484,1009613411); +sum1=W(0,1023879031,-1116658758,1016433014,1020845368)+W(1,1014732617,-1133265115,-1123204757,1010953149)+W(2,-1099686359,-1121736524,-1101192360,-1114633573)+W(3,-1095872969,-1106126199,-1114430117,-1135381594)+W(4,1052137768,1047373394,1060630207,1066103327)+W(5,1062822060,1059882369,1050777829,1058652475)+W(6,1046007565,-1096622041,-1088767007,-1084203279)+W(7,-1090088910,-1090037515,-1103091289,-1092699671)+W(8,-1104853008,1032552475,-1107092245,1041296218)+W(9,1027255591,-1131360500,-1122457924,-1108476770)+W(10,1005501772,-1119708225,-1118541917,-1116191290)+W(11,1022596005,-1115075910,1022253604,-1114779071);sum2=W(0,1018912922,-1115513506,1035927400,-1104590179)+W(1,1040736265,-1107721632,1025188211,-1112944230)+W(2,1027578843,-1122957333,1036987406,-1100032664)+W(3,-1110179624,-1125426330,-1103038285,1043904940)+W(4,1033809184,-1107632498,-1102289594,1055409420)+W(5,1055289786,-1112721987,1036015348,-1110109848)+W(6,-1094114890,1001948858,1056054406,1048553428)+W(7,1051787669,-1094744691,1032878358,-1118996080)+W(8,-1100264522,1024979575,-1110397259,-1121465059)+W(9,-1147035242,1045301422,-1131004626,-1124556646)+W(10,-1107937173,996744179,-1110541201,-1114033403)+W(11,1041331760,-1113161109,-1108457170,1028913131);WS(-1088267692,1058858468); +sum1=W(0,-1112379634,1029162995,-1140270752,-1141342278)+W(1,-1155361775,-1113272402,-1140210569,1015213304)+W(2,1030761249,1004146884,-1122297718,1040340278)+W(3,1036240851,-1129581456,1042224566,994119730)+W(4,1050799110,1045209037,1060358148,1057423488)+W(5,1058630580,1044230767,-1104611845,-1109863885)+W(6,-1099191401,-1095201623,-1091143388,-1083233902)+W(7,-1098879351,-1096101987,-1122560784,-1109785875)+W(8,1033839199,981108966,1043211072,1032118859)+W(9,1032700466,1030417559,-1140846885,1009738084)+W(10,-1111715307,1002675052,-1120236170,-1118812007)+W(11,1017441470,-1148456452,-1124250818,-1131671893);sum2=W(0,-1113443438,1023812788,-1131593767,-1112801638)+W(1,-1105757720,-1107427633,-1107137147,1049954034)+W(2,1021821461,1044300514,-1104994806,1060658961)+W(3,1044687616,-1087213560,-1093064102,-1093773442)+W(4,-1122246023,-1104002403,1038382254,-1099826888)+W(5,1066144433,1057721748,-1097329958,1039897892)+W(6,-1146734500,1024116650,1049088332,-1089766136)+W(7,1042354562,-1129092349,1044181933,-1105235988)+W(8,-1128559783,-1115812447,-1105739887,1025686404)+W(9,-1117250635,1035306954,-1106719387,1040800736)+W(10,-1125128801,-1134793082,-1131329759,1034755166)+W(11,-1114066084,1031417186,-1117543346,-1128306605);WS(1042978478,1051058289); +sum1=W(0,-1105382966,1035278676,-1102112151,-1102711504)+W(1,-1113404858,-1111458068,1038103836,-1101215220)+W(2,1032357083,1023966158,-1113794846,1052488610)+W(3,1046698475,1025992701,1042579843,1026938905)+W(4,-1099095273,-1110890773,-1087097191,-1081382120)+W(5,-1086454106,-1097860134,-1105233954,-1091436978)+W(6,1056839899,1050844654,1060126757,1063120271)+W(7,1060142827,1054395618,1048420817,1056719627)+W(8,-1122236410,1019140850,-1107056589,-1150461374)+W(9,-1103751812,-1120625160,1025690583,-1112415123)+W(10,1024938700,-1122653091,-1122892351,-1119829084)+W(11,1007453138,-1106500335,1032216339,1010325087);sum2=W(0,986675002,-1112567440,1033516168,-1097585273)+W(1,1031672616,1029453516,-1106591291,981423732)+W(2,-1098687074,1041166801,-1099338776,1019263552)+W(3,-1108963639,-1104454378,-1109440188,1024870634)+W(4,995475005,-1097111455,1062728692,1066654492)+W(5,1034345380,-1124466258,-1092068145,1048117247)+W(6,-1115454695,-1132868679,-1120015952,1054175336)+W(7,1038275134,-1096244103,1039104546,-1119846616)+W(8,-1110655697,-1114152579,1023628514,-1097107880)+W(9,-1118909665,1049130538,-1093717692,1042494451)+W(10,1018060844,-1101427932,1045275251,-1098419362)+W(11,1049612882,-1100742770,1000911598,-1140045927);WS(-1097071959,1072623846); +sum1=W(0,1026094363,-1114366565,1026372640,-1127140609)+W(1,1020533357,-1164090721,-1143600974,993477434)+W(2,1010541764,1023927408,1034504814,1038480008)+W(3,1046400295,1040252248,1040642843,1032065949)+W(4,-1087379998,-1100421531,-1091057687,-1086095524)+W(5,-1083615449,-1089701071,-1093225865,-1090227881)+W(6,1028105114,1051865478,1057630379,1064048287)+W(7,1061319210,1056141130,1049626241,1047950199)+W(8,1046169702,-1105971271,1041980470,-1104375598)+W(9,-1113258549,-1149976804,-1120849689,1048635489)+W(10,-1135291959,-1125008010,1012391943,1011497593)+W(11,-1126436590,1008261592,-1126913777,1026040178);sum2=W(0,1012042818,1021360395,-1107209227,1027378250)+W(1,-1105921842,1041772128,-1127367716,-1127019644)+W(2,1045767812,-1098807230,1044720012,1042281858)+W(3,1016599978,-1127223374,-1115783877,1027816090)+W(4,-1063490706,-1081789373,1074390906,1079115935)+W(5,1058048856,-1108782236,-1128008216,1032186898)+W(6,-1101778611,-1114664520,1049922132,-1094869567)+W(7,-1118592797,-1121088549,-1137516645,-1111496361)+W(8,-1112785819,1033999610,-1110057121,1045861970)+W(9,1034050759,-1129798306,1033434514,-1136389257)+W(10,1012780879,1021391529,-1130294258,1031106226)+W(11,-1122317121,1025125464,-1149825053,1031888403);WS(-1103312814,-1092017335); +sum1=W(0,-1127703091,1018146514,-1121799134,1017072510)+W(1,-1131539818,-1112727125,1017229265,-1109754009)+W(2,-1101144796,-1115460311,-1106383343,-1133230391)+W(3,1034901054,1027622014,1018005017,1034197373)+W(4,1054306333,1039997174,1024945271,-1088288960)+W(5,-1088630417,-1096972398,-1101045202,-1098488314)+W(6,-1126801713,1026063214,-1131110905,1059941407)+W(7,1061737047,1057455253,1048616129,1051714580)+W(8,1023075088,1027296474,-1132250026,-1113425894)+W(9,-1097522374,-1097018828,-1112216732,-1142469689)+W(10,989243788,-1122138660,1032388672,982272924)+W(11,1021266411,-1135487483,-1117699788,995701513);sum2=W(0,1015133861,1037113072,-1114822552,1028491873)+W(1,-1105557810,1038591890,-1105949948,1032708826)+W(2,-1105189044,-1115931822,-1098364789,-1113527921)+W(3,1024139573,-1112247318,1007564387,-1120342494)+W(4,-1093732269,-1102686481,1041653115,1065997875)+W(5,-1130473293,-1098512761,-1125828389,-1125733097)+W(6,-1094162786,-1113599737,1041635421,1064813540)+W(7,1037786550,1036196676,-1114108758,-1132225813)+W(8,-1109540616,1040400825,-1118060506,-1123044799)+W(9,-1105450383,-1106060901,-1118151575,1010062515)+W(10,1030009493,-1114813207,1027616765,-1116517245)+W(11,1021543889,1005718790,-1122858549,1029912177);WS(1054094679,1053313313); +sum1=W(0,-1133457438,-1120986711,1034987238,1028444909)+W(1,1035642130,1018062863,1034710931,-1149170946)+W(2,-1123263126,-1130558777,-1097984725,-1096198619)+W(3,1007426149,1002886242,-1123562906,1018181775)+W(4,1046955525,1034791245,1059693200,1056744813)+W(5,-1111414009,1030506913,-1113706235,1033357311)+W(6,-1124016519,1044418743,-1102062065,-1098120268)+W(7,-1111514230,-1104691680,1011520719,-1107703301)+W(8,1039131745,-1102726978,-1136653836,-1097784815)+W(9,-1121981368,1038384226,-1114621003,1012043028)+W(10,-1120644986,1007447622,-1119688622,-1150742701)+W(11,1028941155,-1124505481,1028268649,1016894461);sum2=W(0,988916677,-1137939637,-1123566910,1028209713)+W(1,-1123858844,1036944358,-1119538750,-1142606817)+W(2,1035831303,-1140903881,-1103092742,-1131746560)+W(3,-1101579019,1038814302,-1130948272,1038676356)+W(4,-1110571087,1038296707,-1107155945,-1117714466)+W(5,1038803820,-1103151768,1032643961,-1111989951)+W(6,1034464782,-1090860425,1056968489,1064742714)+W(7,1040557782,-1120375726,-1111036663,-1122089622)+W(8,-1106828560,1044389789,-1079651989,1050942503)+W(9,1043224862,-1130430804,1041889175,1014857001)+W(10,-1178538002,1041756630,1029915845,-1106236653)+W(11,-1110415601,1019097405,-1132733633,-1140337549);WS(1060301740,-1107262085); +sum1=W(0,980901136,1027361860,-1140723427,1026764890)+W(1,1040866884,1025665684,1033047081,-1120424813)+W(2,1034782831,1047173818,1039236098,-1167399456)+W(3,-1096504911,-1107799148,-1104388354,1042507977)+W(4,-1105836176,-1090641081,-1089836727,1057068694)+W(5,1061579759,1058017849,1050545524,1043225643)+W(6,1036556474,1050207945,1053103024,1041462691)+W(7,-1084387656,-1086651203,-1099258584,-1106352190)+W(8,-1123655719,-1104237805,-1097134658,-1168491986)+W(9,1041789973,1041962562,1042093191,-1107448273)+W(10,-1123449511,1032390687,1023266998,-1128069487)+W(11,-1111341496,-1121577073,-1128080260,-1118302731);sum2=W(0,-1120672932,1020434122,1029602171,986372169)+W(1,1039121856,-1113202257,-1139183469,1010867474)+W(2,1046006360,-1097339905,-1114812458,-1107596062)+W(3,1036462865,1042494496,-1097212089,-1111658779)+W(4,-1112452525,1059308780,1040180724,-1073685765)+W(5,1068230783,1060720662,-1116372590,-1096232759)+W(6,-1103760793,1054394959,1058139034,-1075031098)+W(7,1055263295,1065727212,-1106882983,-1102585430)+W(8,-1135937657,1038148088,-1103543044,-1098429000)+W(9,1051067274,-1106499347,-1127997619,998537328)+W(10,1037670355,-1114765629,-1120562291,-1131755817)+W(11,1034635900,1010504894,-1127537321,-1141626877);WS(-1096709719,-1109932402); +sum1=W(0,1015250582,-1109965037,1037158888,-1115453048)+W(1,1032345875,-1113173429,1033146133,-1109546082)+W(2,-1143431239,1015070528,-1094706154,1051852512)+W(3,-1107272167,1039101648,-1112986991,1034073405)+W(4,1041217222,1044707911,1032459556,-1103734188)+W(5,-1116721265,-1100636937,980311674,1017051268)+W(6,1009444904,-1099789672,1049449359,-1091866852)+W(7,1042112892,1051337808,1011811037,1035868647)+W(8,-1127867147,1028928427,1015515213,1049692098)+W(9,-1094357813,1036490203,-1118660177,1019523665)+W(10,-1115442975,1033219242,-1119289842,-1140261177)+W(11,1041543818,-1107580668,1027230184,-1121586498);sum2=W(0,-1129366500,1029756683,-1113040482,1041050942)+W(1,1019865458,-1130192114,1021094310,1011878989)+W(2,-1111869912,1029022998,1046043365,1028636589)+W(3,-1100561355,-1118786886,-1136660469,-1113939693)+W(4,-1114572049,1041454921,1063827282,-1088878874)+W(5,-1120053198,1037601458,-1121128994,1024511741)+W(6,1047691494,1051011830,-1075590857,1052419847)+W(7,1053136256,-1142379802,-1115896886,1033422229)+W(8,1024096486,-1094989992,-1094007689,1049374228)+W(9,1051405216,-1105102628,1030093181,1038213156)+W(10,-1112777200,1033382685,1046068934,1022134325)+W(11,-1104418826,1039472389,-1173694926,-1122209396);WS(1065853238,1014077745); +sum1=W(0,-1141216588,1026623353,-1128763228,1020370461)+W(1,1026101893,-1118113002,1032019108,-1113706417)+W(2,-1117433015,-1129058045,1039902504,1043759351)+W(3,1050608829,1042454284,1027449020,965645460)+W(4,-1094201799,-1096460535,-1083943142,-1077503527)+W(5,-1089716396,-1098731144,-1095714819,-1094767340)+W(6,1050233869,1049952264,1051933059,1055071872)+W(7,1055823041,1057515106,1050055875,1054942629)+W(8,1044254087,1008011942,1048823509,1025148605)+W(9,1040921250,-1120507502,-1149099066,1040832262)+W(10,-1138617969,1022594791,-1141149825,1032777398)+W(11,-1117303781,1030831063,-1131034510,1023411184);sum2=W(0,1024492456,-1126703609,1029353704,1036516578)+W(1,1032071462,-1107363712,1044306067,-1105180142)+W(2,-1107369605,1040389587,-1109233879,-1095300447)+W(3,-1104963978,-1106122650,-1143085570,1043865859)+W(4,-1114418679,1038677226,1043636997,1063429366)+W(5,-1101740776,-1097459892,1035238854,-1116890590)+W(6,-1102696165,-1115181151,-1104069114,1063594124)+W(7,-1098164193,1040620147,-1106357294,-1127904241)+W(8,-1133142225,-1114014523,-1122395696,-1091978649)+W(9,1053626887,-1097146692,1040976159,-1120794976)+W(10,-1122518916,1026327736,1035228514,1023044321)+W(11,-1116601496,-1130578705,1026795860,-1127926993);WS(-1088917996,1063906509); +sum1=W(0,-1110920777,1042151912,-1101936374,1005195703)+W(1,1032265367,-1103459368,1041691572,-1129700693)+W(2,1044506738,-1103723194,1033303784,1049511025)+W(3,-1113286290,1043019742,-1128222025,-1114181825)+W(4,1047786311,1032125650,1061302810,1034065915)+W(5,1048810800,1054491533,-1112859072,1049358361)+W(6,-1095080042,-1113114611,-1088574755,-1080208865)+W(7,1049193686,-1121283466,1024774526,-1147499681)+W(8,-1134941681,1025189266,-1115794445,1048946939)+W(9,-1126346531,-1103486336,1015955599,-1097425800)+W(10,1033765698,-1104090263,1041151454,-1113407178)+W(11,-1109067703,1044875416,-1121559327,1029016425);sum2=W(0,-1103461552,1050674327,-1104590141,1015549042)+W(1,1036919049,-1098769683,1046313441,-1112862464)+W(2,-1127991186,-1116051994,-1131508502,1050173609)+W(3,-1105608002,1039941075,-1101603735,1031505597)+W(4,-1120190757,-1113530372,1055990720,1072931527)+W(5,-1095048932,-1078020039,-1101033642,1010804308)+W(6,-1108916090,-1124692174,-1121470095,1046026095)+W(7,1050729023,-1084802111,1047911325,1034713295)+W(8,1012492564,1042343963,1032226081,1048814953)+W(9,-1098673970,-1101605152,-1113534935,1017021378)+W(10,1029245469,-1115385529,1026603353,1024686773)+W(11,-1108452621,1046452703,-1112756717,-1119772659);WS(-1128039792,1065254279); +sum1=W(0,949814928,1027171091,-1129242384,1031101353)+W(1,-1120975327,1003634843,-1144006416,-1123053628)+W(2,-1114341117,1031806764,1033646238,1018879791)+W(3,1042055949,1033681236,1023909046,1027677731)+W(4,-1094482850,-1095186291,-1085842430,-1092086861)+W(5,-1084252337,-1089087466,-1099056317,-1095496311)+W(6,1052398616,1051880795,1058904806,1068407459)+W(7,1055432619,1036562814,1039311896,1050962337)+W(8,1027872723,-1139824782,1010706555,-1098849364)+W(9,-1121195299,1023772639,-1126801378,1038931216)+W(10,-1155305313,1022544667,-1121892394,1040052675)+W(11,-1127339326,993927654,-1123991661,1005742098);sum2=W(0,-1120833032,1034915193,-1115307960,967112657)+W(1,1023925021,-1107476032,1033449936,-1132191993)+W(2,-1124763415,-1113475142,1025322201,1059271888)+W(3,-1102912552,-1118552210,-1103660545,1033898849)+W(4,-1118777010,1010824003,1064953874,1082807588)+W(5,-1080316189,-1064631277,-1110193476,1039205719)+W(6,1030229073,-1105412742,1042572184,-1098383492)+W(7,1054443836,-1098098835,-1121091158,1028111985)+W(8,1028911958,-1133618203,1022077590,1048790378)+W(9,-1103923621,1029953956,-1106218101,1036034024)+W(10,-1123843510,1030755234,-1135426163,-1113939962)+W(11,1038571089,-1109596012,1035405992,-1126376787);WS(-1100484014,-1082813103); +sum1=W(0,-1123138350,-1124738939,991988525,-1115403050)+W(1,1032429349,-1113715255,1024280877,1024090791)+W(2,1037916588,-1123209507,1049386547,1038702225)+W(3,1052139678,-1114440425,1033284897,-1105213156)+W(4,-1092840871,-1095165544,-1086369653,-1082690349)+W(5,-1080932794,-1104541586,-1091044852,-1098590565)+W(6,1048819422,1053647432,1054472273,1063735148)+W(7,1057734851,1057909982,1048946363,1057027323)+W(8,1042234192,-1117914254,1039202605,-1121098737)+W(9,-1124146173,-1120991811,-1116174764,-1140316975)+W(10,-1212876940,1018206961,-1120915541,1024686130)+W(11,1015928020,-1138122766,1018911880,1023234987);sum2=W(0,1017320792,-1115193567,1033153774,-1109723345)+W(1,1038092476,-1111785287,-1119671739,-1109901657)+W(2,-1151813795,-1117132961,1023133248,-1096979800)+W(3,1051436512,-1136600857,1043953938,1038440342)+W(4,-1114719136,-1104426322,-1094043595,-1067432541)+W(5,-1094705611,1084038773,1051561136,-1097692319)+W(6,-1127138406,1035777956,1044557822,-1081748159)+W(7,-1094662263,1059186895,1023890070,1021470996)+W(8,1024237362,-1122656452,1043828952,-1105451925)+W(9,-1118217110,-1118750811,1026839182,-1114305884)+W(10,1038691322,-1114810881,-1134215421,1025666138)+W(11,1023161212,-1141123106,1009024009,-1122422926);WS(-1090600151,1059961608); +sum1=W(0,1026132748,-1119499740,1009974340,-1113885561)+W(1,1031101992,-1111559238,1038517558,-1109274083)+W(2,1003856660,1023957057,1043713207,977342510)+W(3,1051525550,1025363409,1031878320,-1114083846)+W(4,-1086859502,-1105095800,-1089372619,-1080432315)+W(5,-1084623068,-1086083942,-1090836983,-1097114792)+W(6,1051724689,1035359281,1059175635,1059908410)+W(7,1060487798,1059822844,1051599439,1057278953)+W(8,1051693682,1030063117,1040699442,-1106762114)+W(9,-1114853678,-1116041416,-1130086580,1040974422)+W(10,1032934656,-1123043606,1034542394,1018557983)+W(11,1019132432,1031213982,-1150140386,-1138998830);sum2=W(0,992923986,-1162949315,1026898877,-1114052913)+W(1,-1129262506,1033577774,-1129225578,1036380420)+W(2,-1099561897,-1123994385,-1116860796,1033030662)+W(3,1024241717,1027801571,1041458479,1050404867)+W(4,-1105536701,-1114799541,1049791100,1035377948)+W(5,-1088177074,1049717575,1043978030,-1091169113)+W(6,1079165891,1071631223,1068780303,1075632919)+W(7,-1093777203,-1083766160,1029517847,-1083354335)+W(8,-1067147152,-1073660425,-1081838471,-1083671230)+W(9,1057542893,1057183721,-1103299573,1061807320)+W(10,-1122782084,-1122543983,-1095462698,-1097530520)+W(11,-1107750254,1032284006,1025982179,1016984746);WS(-1077101366,1062204989); +sum1=W(0,1030791972,1033145401,1041963978,974201395)+W(1,-1122207423,987140211,1038549201,-1110991006)+W(2,1034919675,-1109323772,-1109601924,-1098302775)+W(3,1049858413,-1163737350,-1104961646,1022472166)+W(4,-1119759728,1033209467,1053457281,1054965265)+W(5,-1085314770,-1111164798,-1103072597,-1115893275)+W(6,-1099266697,1032826652,-1084468746,-1116769210)+W(7,1055247733,1051122507,1043488164,1036206931)+W(8,1044609922,-1108657922,1049423472,1034832195)+W(9,-1104833109,-1113738245,-1121147841,-1131086146)+W(10,-1131275309,-1142019948,1005679697,-1125973710)+W(11,1038354000,1030630601,-1132893044,1033991117);sum2=W(0,-1128313262,-1111995834,-1111474816,-1108547758)+W(1,-1123519406,-1107039325,-1122872424,1034342977)+W(2,1013333880,1035550861,1047569009,1036006103)+W(3,-1104835579,-1119199538,-1113807123,-1111926114)+W(4,1041733323,1024909109,1049082846,-1093864056)+W(5,1049905793,1005924363,-1107099901,-1117079308)+W(6,1023499747,-1107108555,1042800306,-1137016284)+W(7,1032249988,-1146750815,1024429363,1029021112)+W(8,-1111312052,1015145454,1017141780,1013541080)+W(9,1034012446,-1119513572,1036805530,1021769214)+W(10,1026149469,-1188980193,-1123639612,-1132476264)+W(11,987971164,-1118671040,-1119021692,1010774610);WS(1062330988,-1108933484); +sum1=W(0,-1130422235,1014897395,1027643186,-1143835797)+W(1,1008148004,-1128962907,1015454424,-1140840472)+W(2,-1127744279,1022571909,-1103670303,-1110385841)+W(3,1042533684,-1104774725,-1116892960,-1113171223)+W(4,-1103583502,-1095189640,-1097916197,-1083565633)+W(5,-1085814590,-1117452294,-1099231943,-1103031657)+W(6,-1112967222,1057599524,1050533350,1066390108)+W(7,1059916677,1050496965,1049304867,1049771574)+W(8,1030687296,1033146447,1045948242,-1104991248)+W(9,-1098839314,-1114792086,-1127702342,1032045679)+W(10,1027221408,-1115561596,1024802772,1027456689)+W(11,-1125614226,1027191883,-1115468561,1026854932);sum2=W(0,1032895988,-1117467777,1028545567,-1111764526)+W(1,1041090350,-1115412116,-1125773241,1023304410)+W(2,1032830726,-1111744013,1005059811,984631841)+W(3,1049595248,-1107906030,-1128022386,1041765137)+W(4,-1115406541,1060942494,1047355779,-1080183554)+W(5,-1134532596,1035977506,1020817981,998580490)+W(6,-1088204952,1054289941,1071613570,-1077634808)+W(7,-1093147012,1042083474,1037668146,1032116542)+W(8,-1092446016,-1123665301,1060958044,1046926373)+W(9,-1113920155,-1097187857,-1142970826,-1125184917)+W(10,1031989945,-1104702594,1046230999,-1100189171)+W(11,1034621337,-1132922134,-1117116166,1022449461);WS(-1109331804,1042368707); +sum1=W(0,-1127022377,1024616740,-1123466393,-1123208698)+W(1,-1123129456,1019270569,981412042,-1140654132)+W(2,1017844485,-1131144083,-1107976561,-1113085828)+W(3,-1114039899,-1111910285,-1118232839,1022571624)+W(4,1059385318,1050963589,1060165431,1059271336)+W(5,1060839292,1056907678,1049849056,1053487153)+W(6,-1100795701,-1097056965,-1085607547,-1083778221)+W(7,-1087428756,-1094957746,-1097540376,-1103251894)+W(8,-1111987554,1029893237,1029216560,1039937652)+W(9,1032072458,-1114977786,1024925794,-1099334072)+W(10,1016900750,1023074109,-1112887422,998408382)+W(11,-1132276000,1030127674,1027413302,1016237783);sum2=W(0,1032849952,-1124884727,-1113876395,-1129227720)+W(1,-1120368220,1017198470,-1139825528,-1146042855)+W(2,1026055449,-1115329827,1027815845,1037903820)+W(3,1033732250,-1135699996,999495607,-1129930944)+W(4,-1062565523,-1069645041,1071954840,1082661778)+W(5,1074466947,1029601901,1010255452,1032971494)+W(6,-1095655110,1045607629,1038549538,-1099195860)+W(7,1038448988,-1098438651,-1108984513,1036170224)+W(8,-1117249787,-1117682124,1041120073,1049745271)+W(9,-1117133911,1028175479,1021673198,-1119888169)+W(10,1033345650,-1126204236,-1111681252,1027383795)+W(11,1003632367,-1122462785,1028818665,1008778484);WS(-1115348316,1054745777); +sum1=W(0,-1137232980,1010567825,1027515738,-1129778165)+W(1,1031078129,-1163675813,1021335208,1015357019)+W(2,1036166838,1015838740,-1156212270,-1111605669)+W(3,-1105267814,-1129353779,-1109102196,1044530957)+W(4,1049991788,1049110157,1058008076,1064241460)+W(5,1060214194,1054590870,1041116785,1051902330)+W(6,-1091675395,-1096298109,-1087264777,-1084812083)+W(7,-1090012802,-1089909917,-1099321920,-1087098097)+W(8,1017816583,1034100235,1034455816,1015442096)+W(9,1038960299,1024747424,-1128935590,1001621141)+W(10,1029575560,1027659359,1022248439,1022178737)+W(11,1027280241,1032358751,-1140454872,1023518060);sum2=W(0,-1165172934,1024206556,-1116697030,1027518769)+W(1,-1114129087,1038375004,-1112102389,1033334280)+W(2,1029679520,1020162972,1034059275,1040171419)+W(3,1027996817,-1110434123,1034335827,-1129105068)+W(4,-1126280148,-1122180110,997668227,-1097026624)+W(5,1034726751,1040744343,-1102815825,-1107441727)+W(6,-1133513625,1032751166,1058808820,1078058683)+W(7,1074823993,-1082346775,-1066028315,-1081349721)+W(8,1007295249,-1123729058,-1106696521,1051253388)+W(9,-1129919188,-1130957332,-1106067749,1046963831)+W(10,-1112190701,1031911051,-1130859572,-1110596693)+W(11,1030310076,1020514684,-1120038362,-1140190249);WS(-1106429870,-1094013011); +sum1=W(0,-1180060253,1010730896,1021824818,-1126648308)+W(1,-1129917792,-1130361130,-1120274467,-1140710069)+W(2,1032914805,-1122572746,1007289698,1032028260)+W(3,1028442598,1044381070,997655159,1048974915)+W(4,1051659804,1041447962,1049003466,1055000463)+W(5,1028832887,-1108621431,-1127588999,-1092428073)+W(6,-1083977393,-1096070845,-1090427610,-1110426966)+W(7,-1154202266,1047276227,-1106909952,1037115308)+W(8,1044666432,1042077981,1040702780,1039434940)+W(9,-1143541158,-1126798128,1034262401,-1116914978)+W(10,-1143253052,-1112889935,1019043703,-1121648024)+W(11,-1121855216,1025638626,-1112957869,1027653084);sum2=W(0,-1113021585,1027309129,1040557912,-1105312463)+W(1,1045635393,-1102513438,1027399099,-1114789238)+W(2,1044056205,1042644451,-1130917417,-1097839840)+W(3,-1093830389,-1101732547,-1116545436,1035602021)+W(4,-1096040530,-1098848264,-1086782093,1066533545)+W(5,1047866369,1049511378,1054444603,1045074348)+W(6,-1099894114,-1100852865,1055980834,1060955207)+W(7,1049480207,-1136131482,-1099150452,-1089010378)+W(8,-1101136816,1051352325,-1094431966,-1105883820)+W(9,-1100511063,-1095199310,1057783348,-1105061215)+W(10,-1129192316,-1127314210,1001033976,1028457481)+W(11,-1109915970,1041484506,-1111537389,1038428609);WS(1043891118,1068855714); +sum1=W(0,1034864935,-1115119790,1021640868,-1116826163)+W(1,-1131811026,1023733166,-1143217636,-1132040205)+W(2,-1116934668,-1132968331,1038582262,1007221512)+W(3,1042862352,1036137865,-1140157826,-1132089051)+W(4,-1092449819,-1094480060,-1087769325,-1085866861)+W(5,-1087019235,-1090795981,-1096174840,-1088777568)+W(6,1054927906,1036212657,1059302628,1065404307)+W(7,1060871017,1058788692,1054585007,1058320673)+W(8,1034556804,-1105343195,1039390277,-1118670257)+W(9,-1097654326,-1110180471,-1103987387,1039274926)+W(10,-1137767170,-1110944332,1007166673,1000130184)+W(11,-1149095244,1038210141,-1123846591,1033742658);sum2=W(0,-1109312558,1016877071,-1119267190,1012463989)+W(1,-1126846961,-1130793473,1028514185,987754923)+W(2,1043524956,1022447527,1041115214,-1113751024)+W(3,1044302697,1017381631,-1118188819,1030898373)+W(4,-1128190925,-1112207078,-1098728904,-1096567460)+W(5,-1103900959,1042180588,-1098746809,1045698067)+W(6,-1098627702,-1106898612,-1125515089,1069702771)+W(7,1067943590,1068665203,1066385707,1053793920)+W(8,1046310591,1038513036,1034661588,-1085518745)+W(9,-1080776989,-1076263106,-1082060374,-1093259035)+W(10,-1109532722,1007593597,-1120394532,-1104054586)+W(11,-1120974914,1042247803,1009589981,-1114854661);WS(-1087649964,1019782291); +sum1=W(0,-1120416323,-1143853715,997344379,-1117444008)+W(1,1021907901,-1121005123,1024251314,-1131127160)+W(2,1030168161,-1112895868,1041161399,-1109107148)+W(3,1047711365,-1121138472,1000308143,1016698342)+W(4,1040415828,1040272853,-1108639376,1066099001)+W(5,1016783474,1034911086,1025062450,1039033917)+W(6,-1105270513,1031966316,-1088122706,-1107599501)+W(7,-1089416651,-1111272734,-1107120316,-1102333873)+W(8,1024428446,-1115504066,1050439898,-1101667648)+W(9,1046888529,1033038819,-1142414472,1024070769)+W(10,-1138699736,-1138905653,986611002,-1107645603)+W(11,998160367,-1138080961,1016114481,-1128756052);sum2=W(0,-1107127477,1033768126,1023416069,-1125558334)+W(1,1043030557,-1118774605,-1151915405,1000627574)+W(2,1040784536,-1100939724,-1105075327,1031863699)+W(3,-1103416126,-1104742149,1042707477,-1121719211)+W(4,-1117663793,1017594321,-1107862291,-1098589794)+W(5,1051532765,1047503953,-1106456825,1014542959)+W(6,-1112675945,1057262150,-1072566694,1078638992)+W(7,-1086195181,-1109470897,1041105499,-1106760943)+W(8,1039537683,-1092150404,1066290117,-1077578123)+W(9,1053259006,1050584179,-1103867215,1033290657)+W(10,1025325994,1019337948,-1099590626,1051733383)+W(11,-1119314417,-1100419866,1038050610,1002291590);WS(1061891500,1029739432); +sum1=W(0,-1120639769,-1135804195,-1111424495,1029738303)+W(1,-1117498485,-1118615961,-1125527056,-1118385394)+W(2,-1106216192,1006283635,-1105829118,-1090566706)+W(3,-1116262763,1034396863,1019261400,-1120846617)+W(4,-1113834067,-1103570763,-1096510251,1051808376)+W(5,-1092264601,-1100309453,-1103214946,-1103884676)+W(6,1044238166,991333090,1059958553,1070740438)+W(7,1055146526,1034609097,1035571491,1043753671)+W(8,-1114217922,-1139025510,-1105864021,-1094764771)+W(9,-1102695282,-1115698885,-1137185181,-1118241703)+W(10,-1131739160,-1118882723,-1144807936,1034612526)+W(11,-1134494805,1017541191,-1114134173,1003240643);sum2=W(0,-1121600381,1006302792,-1119262688,1002488024)+W(1,1029037035,1026568605,-1136033516,1023468893)+W(2,1026550907,-1138054916,1026195583,-1109251816)+W(3,989985520,-1119850715,1023268674,-1113487368)+W(4,1038640235,-1115693397,1049140618,-1070322023)+W(5,1050244555,-1111337441,1034795019,1032357843)+W(6,-1118247849,1032667651,-1131891756,1075955836)+W(7,-1093462820,1039467523,-1123631905,-1111383976)+W(8,-1129506938,-1150824496,1032667233,1037796079)+W(9,1041966968,-1119306593,1011205316,-1140765060)+W(10,-1121040584,1022873234,-1116879102,-1123674716)+W(11,1023067742,-1115823182,1030765775,-1117038411);WS(-1084563692,-1094583093); +sum1=W(0,1022703229,-1162852794,-1132568844,1021772616)+W(1,1024085850,996545514,1026223997,-1146052282)+W(2,1012279186,-1124105959,1040618577,-1104495965)+W(3,-1108936808,-1134036365,-1117471057,-1121618798)+W(4,1016172182,1043937588,-1096721723,975997096)+W(5,-1105257082,-1119752408,1035927703,1030206390)+W(6,-1118740542,1029178707,1047241030,1058138797)+W(7,-1098942649,1033384955,-1119041259,-1135741956)+W(8,1030161881,-1113029519,-1110742685,-1095587800)+W(9,1044167852,1030217107,1033396614,-1114495566)+W(10,-1118949361,1029291849,1002005802,1026228226)+W(11,-1121437018,-1128298663,-1127843472,1024441958);sum2=W(0,1025430445,1022296570,1036981025,-1113204042)+W(1,1015494893,-1113488118,-1127432409,-1122316989)+W(2,-1154040649,1041313314,-1095051054,1045521896)+W(3,-1140159290,1036274902,1033705522,1014652738)+W(4,-1116838887,-1089338077,-1080092115,1068042633)+W(5,-1123762249,1036460009,-1115504399,1034428960)+W(6,1050769250,-1110563158,1047738904,-1105725339)+W(7,1046459196,-1099991734,1035671600,-1109634740)+W(8,-1101164186,1049390351,-1105225557,1058198082)+W(9,-1097909404,1042800199,-1112380024,1019626217)+W(10,1025324860,-1110459458,-1123670947,-1102419914)+W(11,1036400862,-1121611661,1029427990,-1122111247);WS(1070570422,-1118483066); +sum1=W(0,1018165832,-1132852684,-1139725729,-1109730565)+W(1,1028156415,-1118139972,1024357779,-1122455036)+W(2,-1110069429,1031499417,1040072889,1042906054)+W(3,1042919301,-1168228894,1039947243,-1103975241)+W(4,-1099959964,-1099020957,-1084885570,-1081528768)+W(5,-1083523477,-1091258848,-1095225642,-1094692227)+W(6,1060331110,1050128623,1059366093,1062372980)+W(7,1058454089,1058887102,1048717802,1057283318)+W(8,-1162935118,1032275410,1019497086,996066926)+W(9,-1118811556,-1112630512,-1117991970,998336395)+W(10,-1139421786,1009522871,-1140197674,-1117746023)+W(11,-1128372287,1014662756,-1119179525,1028666043);sum2=W(0,1041833519,-1108615966,-1125372171,-1161988394)+W(1,-1113215633,1034531971,-1118383435,1028261725)+W(2,-1105638218,1028972955,1029956673,1048735800)+W(3,1034458457,1025753183,1036634769,1000882603)+W(4,-1090712556,1051586707,1040982790,-1113315600)+W(5,1025381303,-1116357686,-1096961046,1047278155)+W(6,-1068172350,-1062545743,1058445980,1081890452)+W(7,1078990875,1057946443,-1129266047,1020805991)+W(8,1053466473,-1089644697,1044082250,1021891615)+W(9,1047100697,-1138523317,-1118643722,1003167691)+W(10,1031038629,-1109024185,-1115541422,-1110157560)+W(11,1034093689,-1121128958,-1164400298,1023430939);WS(-1086946092,1067745931); +sum1=W(0,-1129718754,1029399808,1034551451,1031195606)+W(1,1040134022,1033121193,1023151712,1042343314)+W(2,1043160110,-1107060738,1035261538,-1095383669)+W(3,-1133919947,-1122710934,-1107305618,1042006276)+W(4,1057051220,1052187432,1056679450,1065908691)+W(5,1053194351,1055695833,1050664148,1051480109)+W(6,-1086793423,-1093519641,-1086890615,-1082115172)+W(7,-1091092163,-1087806651,-1106762967,-1086763775)+W(8,1029510552,1041235060,1027399596,1028581668)+W(9,1039541441,1022886169,1035840335,-1123269599)+W(10,1019782728,1028876859,-1121687640,-1151056709)+W(11,985161115,1032179179,-1137650955,1023858088);sum2=W(0,-1092038506,-1100127293,-1076970891,-1074419095)+W(1,-1072137471,-1071882845,-1075499422,-1077760287)+W(2,1049598436,1048639033,1064718435,1072396257)+W(3,1071503744,1074270589,1071966648,1067893220)+W(4,1043882093,1037661877,1059313512,1057486689)+W(5,1051417643,1058040444,1034550731,-1109701446)+W(6,1042320103,-1103044471,1034035103,-1104719409)+W(7,-1111075093,1044428409,-1105998171,1040427981)+W(8,-1131832297,1002123811,-1103733932,1041582287)+W(9,-1115120295,-1139439905,1008560441,-1112073274)+W(10,-1121740952,1029198842,-1115216799,1010136401)+W(11,-1128000009,1024386386,-1120184167,1030441594);WS(-1081254198,-1103496580); +sum1=W(0,-1115414444,1041339642,-1098407452,-1130637434)+W(1,1020760807,-1101995566,1047565230,-1100079212)+W(2,-1146587219,-1098606506,1050459360,1042214179)+W(3,-1117423418,1034598934,-1122745995,1024450296)+W(4,-1093427101,-1097683981,-1091994231,-1078168847)+W(5,-1095228700,-1092752622,-1097351785,-1094816186)+W(6,1048836291,1057498447,1058816906,1061921355)+W(7,1063391143,1049596874,1055225025,1057483350)+W(8,1038644661,-1144521152,-1117884339,1040740783)+W(9,-1099277734,-1125383814,-1125503451,-1112883619)+W(10,1040942563,-1102869832,1036627839,-1165859686)+W(11,-1107645994,1047950513,-1104517417,1038686359);sum2=W(0,-1101463653,1049429767,-1128244554,-1113723320)+W(1,-1100253783,-1100739127,1041910404,-1105778187)+W(2,1057761413,1067192921,1075421514,1075836777)+W(3,-1088665878,1016894214,-1116933337,-1111337535)+W(4,-1092703936,-1078098525,-1071536845,-1077415283)+W(5,1059548308,1051692516,-1101242161,1048285068)+W(6,-1109493923,-1139460835,1039603395,-1087182285)+W(7,1034610843,-1117875445,1013931579,1038460759)+W(8,1041760680,1028945771,-1114414573,1045554670)+W(9,-1106673179,1032645955,-1122014712,-1113595007)+W(10,1014720459,-1117756514,1016362862,-1118637934)+W(11,-1125369728,1027339291,1013909643,-1124961818);WS(-1089093868,1047195432); +sum1=W(0,-1139038025,-1146634508,-1107247574,-1111039036)+W(1,-1111569431,-1131070116,-1123633457,-1125658710)+W(2,-1108646892,-1102493258,-1102675263,1027299238)+W(3,1043334313,1035038251,-1130835530,1006218639)+W(4,1042227448,1050027260,1055627170,-1094097439)+W(5,-1086063146,-1091453053,-1104540112,-1100496626)+W(6,-1116853265,-1113152371,-1102292967,1059178599)+W(7,1064850945,1055758905,1047069456,1028822677)+W(8,1032512066,1037772585,1040310103,-1120135685)+W(9,-1097054397,-1107670363,-1109953256,1033685440)+W(10,1015754506,-1111624526,-1122052409,-1123630421)+W(11,1035574535,-1126001639,1015067608,906381938);sum2=W(0,-1103632983,1043805370,-1100282419,1043204826)+W(1,-1107284068,1032596944,-1115324019,1038389706)+W(2,1051248459,-1102825598,-1110573499,1027245233)+W(3,-1115422824,-1088944566,-1119815045,-1103855212)+W(4,1050224986,-1106748849,-1142028319,1068200484)+W(5,-1110893073,-1082511144,-1101546175,-1099926119)+W(6,-1112111441,-1107415409,1047715488,1064575785)+W(7,-1116519441,-1166081973,1033478296,-1112155627)+W(8,-1114055425,-1113209339,-1106125891,1034756297)+W(9,-1121811913,1036646608,-1139772871,1042197713)+W(10,-1111599379,1037386114,-1107474855,1042201726)+W(11,-1115818225,1036836551,-1107371535,1026011708);WS(-1121781432,-1075996235); +sum1=W(0,-1139185884,1017932812,1031934942,986151814)+W(1,-1164665422,1000199096,1007298263,-1140438078)+W(2,-1104344139,-1106763371,-1097501556,-1122902443)+W(3,-1153685131,-1127990679,1001735501,-1113474827)+W(4,1055178280,1050633065,1061458986,1056941803)+W(5,1057254916,1045616484,1030315686,1046908556)+W(6,1023675446,-1102467779,-1098857564,-1087567683)+W(7,-1091469811,-1104204108,-1129857478,-1103515070)+W(8,-1115352921,-1113788396,987917899,1038547421)+W(9,-1108760371,1011665321,-1121847517,-1118109260)+W(10,-1116105386,-1134059780,-1113912527,-1136836585)+W(11,1007170123,-1128021832,-1154396360,-1121041198);sum2=W(0,-1168649543,-1129109975,1016893178,-1132018102)+W(1,-1117453381,1023462612,-1106957470,-1115823387)+W(2,-1097479461,-1104465921,-1103938775,-1118749694)+W(3,-1115486085,976518647,1025546665,1034975399)+W(4,1049098480,1049155382,1057022497,-1098731951)+W(5,-1119719509,-1106384437,-1098317799,-1105263623)+W(6,1042706476,-1102354715,1043506300,-1097087336)+W(7,1057524747,1036026738,1045328977,1035074429)+W(8,1041988609,-1112820525,1047765539,1046909100)+W(9,-1100642605,-1121071990,-1106523641,1003192501)+W(10,-1106980555,-1122042062,-1105649317,1031531696)+W(11,-1114531186,1040948740,-1113359258,1033488186);WS(1058868844,1053114578); +sum1=W(0,1019520880,-1122446279,1037061470,1025396381)+W(1,1029402067,1031841884,-1120186199,1033549944)+W(2,1047026923,-1120049453,994701546,-1104790763)+W(3,-1104820950,1021084025,-1105237507,1009185118)+W(4,1040716289,1048040834,1059285152,1063349990)+W(5,1062179110,1056787146,1046529242,1057448647)+W(6,-1095841007,-1093651986,-1089525095,-1081113852)+W(7,-1086213616,-1087503095,-1091401861,-1088312360)+W(8,1020793813,1039005404,1046415125,1040363303)+W(9,1045703966,1041196477,999605293,1036113571)+W(10,1026453035,-1117418946,1019785277,-1114838686)+W(11,1030676884,1024749253,1004229292,1022861598);sum2=W(0,1050427341,-1106859908,1035861035,-1112488680)+W(1,1032409135,-1122621450,-1104767713,1046587865)+W(2,-1089070569,-1111523090,1043538575,-1097196972)+W(3,1036654054,-1133854060,-1130574088,-1093068011)+W(4,1053219089,1052246278,1059060280,-1088179143)+W(5,1017346040,1043005089,-1092034159,1052143300)+W(6,1067490860,-1093125710,-1078649576,-1087268097)+W(7,1059384755,1062938540,-1093321870,1059539225)+W(8,-1080930470,-1078811541,-1074777053,-1075643449)+W(9,-1124572738,1049929252,-1112625720,1059287102)+W(10,1058659628,1066232343,1073277874,1065823003)+W(11,1062269032,1043425453,-1092663388,-1098215774);WS(-1074642550,1059001037); +sum1=W(0,1033877849,-1114814273,1017602926,-1122785432)+W(1,-1119942606,-1121541554,1004629641,-1103073299)+W(2,-1105864948,-1133959838,-1106724665,1042832010)+W(3,1046400581,1036804396,1032924291,1039804561)+W(4,1040506928,-1108476642,-1098100854,-1084427489)+W(5,-1083890617,-1088670813,-1090515058,-1095458045)+W(6,-1096349630,1023714759,1055335876,1065396984)+W(7,1062559324,1061684023,1051195620,1054342111)+W(8,1046552293,-1108357401,1032280783,-1132282059)+W(9,-1113686945,-1104721044,-1110306392,1031943308)+W(10,-1110243859,-1127057913,-1147216585,1033899323)+W(11,1032718711,1025273824,-1122497752,-1121848889);sum2=W(0,1024273115,-1131612410,-1107407950,1041256788)+W(1,-1117121277,1031505312,-1110072407,1016793154)+W(2,1021686194,1025348247,-1105777061,1042238427)+W(3,-1126779625,-1118046720,-1118330488,1027338756)+W(4,1043888107,-1101286924,1048538591,-1090332406)+W(5,1053208564,1043322093,-1135252559,-1116082242)+W(6,-1108335658,-1122239076,1046097166,1036931728)+W(7,1040874893,1040745205,1050743072,-1096125238)+W(8,-1077891718,-1091711743,-1097181377,1065426853)+W(9,1063431633,1040529954,-1097546746,1050690616)+W(10,-1110849641,-1111108183,1033944270,-1111979954)+W(11,1039617071,-1105370761,-1122096807,-1122718137);WS(-1088674604,-1128666815); +sum1=W(0,-1123914807,1016031116,1014718188,1024027612)+W(1,-1145356432,1024193015,-1124389866,1032770888)+W(2,-1112902532,-1154837176,-1114821559,-1098901213)+W(3,-1103324234,-1099251759,-1119376425,-1101826270)+W(4,1031043843,1033184452,1015481863,1054517603)+W(5,1051928805,1059978813,1047372601,1062901239)+W(6,1051063687,-1131397783,1027540319,-1102428675)+W(7,-1094753613,-1100081596,-1110958225,-1101878062)+W(8,-1094561666,1025159063,-1102063788,-1104802482)+W(9,1021380397,-1111732847,-1154253637,-1113334654)+W(10,1018478931,-1134237698,1024172061,-1126359028)+W(11,-1133861065,-1114031158,1028470484,-1114369951);sum2=W(0,-1125911137,1012595671,999266341,1044288444)+W(1,-1101165077,1041147790,-1113177198,1025832748)+W(2,-1108931889,-1114639139,1007405169,-1110292957)+W(3,1050109344,1041510968,1029583838,1046353900)+W(4,1017628143,1032292317,-1114156858,-1067836662)+W(5,-1072172899,1037860217,1074693740,1081403750)+W(6,1050970701,-1128469007,-1110785518,-1074929312)+W(7,-1105301985,1044362436,1048694785,1057358913)+W(8,1035307535,-1112594616,1028698628,-1112320536)+W(9,1032862316,-1133865234,-1121233078,1015908463)+W(10,-1132880011,1026392505,-1126668834,1035975658)+W(11,-1115294669,-1122721591,1027549527,-1114367420);WS(-1092184279,-1114774309); +sum1=W(0,-1112548452,-1120800919,-1114639366,1008341430)+W(1,1009522319,-1120506536,1034801619,1022706306)+W(2,1035183681,1038305887,1043708422,1037535198)+W(3,-1098020135,1029108045,-1128765878,-1106461058)+W(4,-1114927434,-1101125062,-1087724142,-1103312811)+W(5,1062809460,-1118967585,1002077113,1043448960)+W(6,1044352162,1039166894,1063427286,1034792975)+W(7,-1088121787,-1115071968,-1114196826,-1129024277)+W(8,979364527,-1131609361,-1093459700,1048665209)+W(9,1043037714,1023205859,1033949151,-1126884683)+W(10,-1115173597,-1182492945,1021495134,-1113251558)+W(11,-1113757330,-1113409875,-1123554950,-1115469664);sum2=W(0,-1130731300,-1146462793,-1114036842,1017173194)+W(1,1027612469,-1121343755,1027895615,-1154268081)+W(2,-1113218164,1028824397,1013989596,1034818358)+W(3,-1104368005,1040334859,-1123082454,-1123775916)+W(4,1024876637,-1129593633,1044891209,-1101530532)+W(5,1049606516,-1097048862,1042764886,-1113704648)+W(6,-1112264614,-1113338336,1058622224,-1105838439)+W(7,1050794194,-1102338893,1040822444,-1122592353)+W(8,-1099018413,-1111675537,-1088855347,1059579881)+W(9,1042736448,1043492825,-1121501222,1034905054)+W(10,1026854381,-1102804304,-1102462733,-1108694945)+W(11,-1114432119,1019755962,-1122392540,-1119817837);WS(1061153836,-1122742154); +sum1=W(0,1027853554,-1115291137,-1171221910,-1112977164)+W(1,-1121554637,1022714404,-1157881362,-1123187178)+W(2,-1109089440,1043116226,-1138258466,1050791197)+W(3,1034471002,1041098678,-1134239506,1034237593)+W(4,-1102650256,-1115210274,-1112757431,-1077890273)+W(5,-1082648980,-1093251577,-1097764996,-1092621429)+W(6,1051082942,1047414994,1055597733,1055540065)+W(7,1061271560,1053866013,1044732088,1032996986)+W(8,1027843188,-1112215273,1034632359,1042514461)+W(9,-1131618020,1046515591,1036747322,1043087924)+W(10,-1131011401,-1119605372,-1126942769,-1126698730)+W(11,998349933,1025132479,-1120958927,984532249);sum2=W(0,1031101174,-1132731961,1022986308,1017601076)+W(1,-1126674740,1022398052,1013813081,1010235161)+W(2,-1102026314,1038074007,-1092900468,1030590838)+W(3,1001758673,1001713969,-1140283033,-1138091097)+W(4,1042272104,-1090146581,1028046198,1054179894)+W(5,-1096188072,1035923987,-1106500726,1036670019)+W(6,-1126868316,1042331882,1039425711,1068886648)+W(7,1049555295,-1096410864,1036573795,-1105222854)+W(8,1028240358,1036936531,-1122656394,1039233571)+W(9,-1086618714,-1090080092,-1110072380,-1134061337)+W(10,1023923290,-1128194324,-1114483483,-1108833787)+W(11,1026905222,1029729918,1035325123,1035525391);WS(-1098883799,1037141561); +sum1=W(0,-1114839991,1029657918,-1116594483,1034543274)+W(1,1026816074,-1140770618,1035386535,1007197468)+W(2,1039141586,1034970850,1048999812,1026227619)+W(3,-1103366664,-1115755155,-1109617409,-1117505278)+W(4,-1110021469,-1090767256,-1089859629,1007604554)+W(5,1063309440,1050338841,1049028980,1050252341)+W(6,1020247259,1029681923,1058872566,-1100094273)+W(7,-1090400131,-1090199858,-1104209655,-1101914812)+W(8,1030453625,-1119339247,-1104869706,-1106749124)+W(9,1040832320,1023759014,1040157646,1034144506)+W(10,1040211480,-1126798193,1041448405,-1123771570)+W(11,1006844457,-1131945671,-1115455274,-1106217213);sum2=W(0,1003211606,-1137674963,-1151639180,-1126381316)+W(1,-1125497686,-1120928387,1024650751,-1121709003)+W(2,-1120528483,-1120827669,-1113012012,-1125167698)+W(3,-1133545211,1042115577,-1111755343,1034768106)+W(4,-1156174412,-1165578649,1045965141,-1143882022)+W(5,-1157195276,-1139515595,1024020315,-1128894336)+W(6,-1122088448,1021421814,-1108742643,1025314463)+W(7,1048741047,1042307479,1028526161,1033940928)+W(8,1034591096,1046263423,1043768035,1048434617)+W(9,-1100558843,-1111490489,-1106766859,-1105393784)+W(10,1008615371,-1109822394,-1107512724,-1102660599)+W(11,-1103528899,-1116374767,1031989982,-1146160726);WS(1056068055,1054753321); +sum1=W(0,-1151415881,-1148496799,1010657956,1024019466)+W(1,-1130137728,1008503186,-1132133255,1035499631)+W(2,1039080395,-1110003853,1010453293,1036235820)+W(3,1020552269,1036573197,-1115513116,1040242409)+W(4,1057552055,1043835198,1059020393,1056043521)+W(5,1059247988,1054798584,1050516586,1047345767)+W(6,-1089028090,1042243518,-1089501818,-1077848098)+W(7,-1085601017,-1088101382,-1102383812,-1092379525)+W(8,-1115248008,1050869997,1038857744,1040563886)+W(9,1031869090,1014726271,1037313809,-1116861746)+W(10,1035025164,1014222010,1019596694,-1121658024)+W(11,-1123056704,1035081577,-1137744617,1008326318);sum2=W(0,1028355794,-1106782132,1035193429,1019490884)+W(1,-1103311494,1051099266,-1107701072,1017055868)+W(2,-1096807405,1053669968,-1113415499,1045145961)+W(3,1033457423,-1105194567,-1111393110,995616995)+W(4,1040605863,-1138391825,1054131819,-1117197986)+W(5,1014178849,1043284247,1045435457,-1110630971)+W(6,1067941768,-1075220438,-1088459045,1059082808)+W(7,1050105229,-1121773074,-1120483817,1023829774)+W(8,-1077104108,-1095467240,-1094157882,1063065831)+W(9,1061761756,1042603721,-1116379229,1044996767)+W(10,1052817152,-1103015841,1049259157,-1103440804)+W(11,-1095094287,-1122898552,-1109769641,1018464332);WS(-1081368566,-1084412265); +sum1=W(0,1027068306,1015688387,1033201483,1018141039)+W(1,1032237687,1022250212,1019999841,1019305877)+W(2,-1116002144,-1139602460,-1116483849,-1108067395)+W(3,-1114781410,-1101031910,-1110135922,-1115253585)+W(4,1048181720,1048418201,1059204754,1059054739)+W(5,1060863016,1054995541,1048891912,1054003721)+W(6,-1097381330,-1109028275,-1086309497,-1080843359)+W(7,1035809139,-1090938969,-1097995920,-1098655035)+W(8,-1110979184,1018111780,-1126061147,1023153354)+W(9,1043786804,-1102361409,1017536656,-1110370680)+W(10,1021378954,1036715310,-1118145977,1024269909)+W(11,1014428471,1015803518,1027639288,1026153225);sum2=W(0,-1105480981,1035973965,1037165381,-1106311589)+W(1,1052000177,-1104974154,-1120302417,1040627526)+W(2,1050460434,-1096496755,1049140757,1006710678)+W(3,-1091756558,1044207757,1032159893,-1100748342)+W(4,-1098849709,1051612828,-1090898849,1040931379)+W(5,1058463605,-1090778289,1039812947,1045155050)+W(6,1048076097,-1090117310,1053634690,1066845841)+W(7,-1077185739,1058534342,-1102438650,-1096398368)+W(8,1035320005,1047120319,1021130333,-1083953982)+W(9,1057459457,-1091684787,1041032826,1045504944)+W(10,-1105501338,-1108725217,1039969785,1046728781)+W(11,1038345201,-1141278071,1040363142,-1109297232);WS(1040286894,1035975353); +sum1=W(0,-1171293815,1023182418,996039142,-1137235964)+W(1,-1135192533,1025821242,-1128818097,1020463141)+W(2,1034319831,-1127987806,-1102399280,-1105596260)+W(3,-1103790599,-1108335719,-1114500598,-1129600787)+W(4,1059664710,1048633701,1062256902,1059153168)+W(5,1061115073,1056014846,1050028641,1052737098)+W(6,-1091927835,-1097464070,-1087363556,-1086480503)+W(7,-1089057879,-1099300213,-1097571161,-1112421262)+W(8,-1116625676,1029070026,1016696459,1000027879)+W(9,1028964506,-1108586113,1032749254,-1096430155)+W(10,1013574450,1012611215,-1115123712,1006568169)+W(11,-1134032598,1032814547,1020632239,1016193698);sum2=W(0,-1115556642,-1130243023,1032034792,-1126476135)+W(1,1032996496,-1138592966,-1121911846,1029413614)+W(2,1037372428,1030557532,1049080310,-1112452010)+W(3,-1108874582,-1125709403,-1147299853,-1125845903)+W(4,1085969060,1077581449,-1074326256,-1064530882)+W(5,-1074476109,-1104386166,1029772508,-1109306490)+W(6,1051814466,1043810263,-1103611514,-1081646826)+W(7,1033029539,993676602,1034388196,1000946837)+W(8,1011471282,1030366783,-1109496698,-1129814679)+W(9,1035377868,1007963430,1005762565,1024214725)+W(10,-1114698318,1034280644,-1140286158,1022645135)+W(11,-1126128243,1013431542,-1114714998,1024966722);WS(-1128144240,-1105727419); +sum1=W(0,1008177348,1008158465,1025380533,1041196118)+W(1,-1123971020,1038005880,-1110790464,1022532691)+W(2,1038442911,1030921926,-1116236765,-1091904121)+W(3,-1110541401,-1155490648,-1118346788,-1132141153)+W(4,1034971295,-1108323937,1041262911,-1116818069)+W(5,-1118195565,1050488689,1005836543,1035288564)+W(6,1037111480,1020025483,1039711206,-1090328900)+W(7,1053066642,-1108534613,1032777199,1043217853)+W(8,-1119737674,1015575522,-1096558626,-1106145913)+W(9,-1107602136,1033678004,1034582855,-1110557919)+W(10,1019898055,1036155997,1023258159,1038413850)+W(11,-1123851725,1027658998,-1118860082,-1161170171);sum2=W(0,-1128930637,1013105493,1027020519,-1111106512)+W(1,1033707008,-1108465338,-1130609759,-1112986298)+W(2,-1132037027,-1110061572,1023565141,-1118411413)+W(3,-1104848450,1001195043,-1113096913,-1123693871)+W(4,1018701611,1028677045,-1097696705,1051172043)+W(5,1036460110,-1134254189,1035127174,1021784635)+W(6,-1110976033,-1113315034,-1136487341,1064921249)+W(7,-1097426277,1028959819,-1113952185,-1139702593)+W(8,-1129623857,-1136221161,1045236380,-1100340880)+W(9,1026225447,1033145987,-1105387359,1025786651)+W(10,1029665439,-1120215489,1025952555,-1120959951)+W(11,1006240491,-1118442072,-1137489821,-1119362634);WS(1066786198,1018352061); +sum1=W(0,1037807432,-1147124480,1032919115,1043153405)+W(1,1024885356,1040525108,1034093744,1041644314)+W(2,1042991174,-1118935590,-1102401423,-1111703874)+W(3,-1105747115,-1109427003,1036876386,-1113217832)+W(4,1056116676,1053008404,1058826232,1052869895)+W(5,1063596395,1052412861,1055303296,1055747689)+W(6,-1089303485,-1093203077,-1091158043,-1077398372)+W(7,-1088790919,-1096537905,-1092801624,-1095292522)+W(8,-1115182496,1032850856,-1118679276,-1112497438)+W(9,1041854800,-1158252416,1029739551,-1097656684)+W(10,1044944769,1019595829,1030098999,990101824)+W(11,1037575334,1022825908,1042956152,1027108728);sum2=W(0,1036031230,-1120880520,-1118383086,-1112120068)+W(1,1044452135,-1113902667,1036248196,-1175016923)+W(2,-1102747382,1035081854,-1081312733,-1097589576)+W(3,-1136989239,-1101386787,1038098664,-1106083613)+W(4,1040389106,999021742,1046511529,1061513306)+W(5,-1098672489,1028645652,1037598188,1027306194)+W(6,1027629590,1048871361,-1102228261,1059108854)+W(7,1030279668,-1090327880,1046091275,-1110606753)+W(8,1033840740,1037408166,-1111365044,1017984327)+W(9,1032578550,-1098256610,1055272900,-1100293962)+W(10,-1113736580,1036561850,-1105995296,1037901466)+W(11,1024281094,1003868670,1035521712,-1114802202);WS(-1088826540,-1072617048); +sum1=W(0,986338164,1023136598,-1127817408,1038855104)+W(1,-1112014844,1032100206,-1114071293,1031252724)+W(2,1037920241,-1108211448,-1117329516,-1098615294)+W(3,-1156351446,-1125030464,1025960366,-1128205111)+W(4,1051799989,1051897846,1060040519,1068445460)+W(5,1041659186,1049473503,1046320643,1053193450)+W(6,-1096657083,-1097067830,-1085267217,-1091986338)+W(7,-1085224562,-1095210946,-1103740786,-1098483636)+W(8,-1131268440,-1134063855,1034398076,-1104903024)+W(9,1041222927,-1123500579,1021522163,-1110505437)+W(10,-1122826702,1022858827,1016624516,1025833567)+W(11,-1148095931,1018816617,1004333185,-1135786218);sum2=W(0,1025188267,-1121532154,1037371296,-1111771837)+W(1,1040037716,-1106548534,1039102739,-1109851481)+W(2,-1139275200,1033600964,-1123953755,1046721727)+W(3,-1098628025,1040338433,-1109104289,1042987802)+W(4,1040515214,-1111129732,1035395064,-1119362505)+W(5,1046868281,-1095083293,1045077862,-1121821072)+W(6,-1131755519,-1105820182,1067277095,1075696256)+W(7,-1070220409,-1079865944,1049591033,-1113640498)+W(8,-1105181237,1041295374,-1104867399,1058324165)+W(9,-1095490474,1030948623,-1107729189,1039251361)+W(10,1030566925,-1137053008,-1131759093,1026363312)+W(11,-1118056117,1018203389,-1128931569,-1123620784);WS(-1126600048,-1081356549); +sum1=W(0,-1127841038,-1121393942,-1127713943,-1112866678)+W(1,-1130256197,-1113126004,-1135790871,-1114110304)+W(2,-1133929050,1032965854,1033968271,1043820719)+W(3,1042942538,1043379215,1027795642,1034600139)+W(4,-1098403026,-1092154099,-1092503722,-1081570623)+W(5,-1086843241,-1092479684,-1097678271,-1094287464)+W(6,1044657313,1056638003,1049224359,1066854747)+W(7,1055316562,1058087872,1032418298,1051778533)+W(8,-1112364357,1040562850,1040769245,-1105175211)+W(9,-1123699911,-1108064855,-1138101411,999504676)+W(10,-1126110067,1036225512,-1129561307,1047740947)+W(11,-1102743497,1041161205,-1106598351,1039116783);sum2=W(0,1002695390,-1122258341,-1122292123,-1120933435)+W(1,1032169765,-1117894001,1003179774,-1138289315)+W(2,1041236493,1024135109,1018577975,1034742596)+W(3,-1148289286,-1155671947,1027950533,-1116290259)+W(4,-1107205869,-1167041196,1048984334,-1085659967)+W(5,1041640777,-1108030745,-1123201389,-1139220243)+W(6,-1110230321,-1120190201,-1063745707,-1070580481)+W(7,1042707591,1049556353,-1106095214,1050855401)+W(8,1025661924,1051920007,1083223141,1079255156)+W(9,-1110361303,-1097500712,1030518681,-1105964729)+W(10,1013006047,-1101224590,1033459361,1037086181)+W(11,-1105447820,1029970779,1006793819,-1115669085);WS(1044741550,-1111040261); +sum1=W(0,-1123328853,-1102049737,1040528310,-1104112191)+W(1,1024305776,-1101315365,1021709031,-1111623399)+W(2,-1129171790,1051367713,-1097130129,1051950321)+W(3,1039437043,1045396986,-1108128612,-1165073551)+W(4,-1119860449,-1091471693,1035652177,-1092522751)+W(5,-1095677118,-1130673884,-1112716514,-1121220876)+W(6,1045626213,1046305018,1049556145,1053940037)+W(7,1055561708,-1095468986,1044018368,1026385047)+W(8,-1104602741,1044417333,-1091825946,1049099055)+W(9,-1104689389,1055485165,-1103796617,1036376309)+W(10,1022127887,-1107859535,1033350174,-1124872112)+W(11,-1115808049,-1115536169,1029190802,-1122289340);sum2=W(0,-1104033148,-1105436527,-1109964889,-1097126651)+W(1,-1098141643,-1090250993,-1116302593,-1118233874)+W(2,1039328248,1038128967,1010051700,1057153562)+W(3,1057745438,1060383381,1035812245,1044677482)+W(4,1040757730,1010939044,1051778220,1035481326)+W(5,-1094952202,-1102222701,-1133841678,-1105877607)+W(6,1023457753,-1118329847,-1098103909,-1094975289)+W(7,1048659070,-1098057265,-1123621243,-1160321672)+W(8,-1105261590,1011822306,1019752394,1037637839)+W(9,1023965510,1049957743,-1104798795,1036758948)+W(10,1019934334,998732076,-1151355224,-1112777586)+W(11,1012075272,-1134551782,1031321862,-1124061226);WS(1065794902,1053657215); +sum1=W(0,-1121908120,1018314063,1015310777,-1124873339)+W(1,1031572020,-1147984576,1024640407,1026486289)+W(2,1038333639,1031009517,1039118671,1034311430)+W(3,1041290230,-1120195837,-1119856235,-1114392412)+W(4,1027457764,-1106391546,-1097318831,-1141167585)+W(5,1054548019,1053489270,1041008530,1038700424)+W(6,-1123855831,1034446294,1039330595,-1090069831)+W(7,-1096859758,-1090834490,-1105884449,-1105777031)+W(8,-1123864939,-1121443224,1026117491,1040632671)+W(9,1028976296,1043686014,1007855863,1023881277)+W(10,1004753494,1015085764,-1152877546,-1119728987)+W(11,-1155937596,-1132243578,999100652,-1148206328);sum2=W(0,-1111593455,1026283313,-1106910582,-1123416451)+W(1,1050577288,-1128641646,1047088729,-1113858977)+W(2,1035072504,1028902500,1047373071,1053329938)+W(3,-1092564654,-1100521328,-1096962366,1017970524)+W(4,1043803228,-1108682745,1040261276,1067600226)+W(5,-1072392505,-1113219589,1049469167,1037790473)+W(6,1033408259,-1102620143,1048908013,-1090850305)+W(7,1062297118,1017836657,1033530157,-1125952722)+W(8,-1104275307,1005020832,-1100960524,1050480903)+W(9,-1138210428,-1168415746,1025688819,-1131011166)+W(10,998670368,1032181798,1023771046,1032569956)+W(11,-1112013629,1023611526,-1112880371,1021270423);WS(1062391596,1012575503); +sum1=W(0,1031343933,-1104891955,1032025473,1018981700)+W(1,-1107154694,1037332142,-1113508494,-1120166325)+W(2,-1118754907,1040079801,-1098309187,1047266492)+W(3,1041578200,-1102249736,1040475388,-1099931343)+W(4,-1124966418,1034244551,-1115351741,-1082667844)+W(5,1034155267,-1116669206,-1108675062,1037232762)+W(6,-1110681406,-1097175282,1051954479,1046130725)+W(7,1051147223,1052085167,1003822408,1045069376)+W(8,1044511208,1039695694,1024690888,1049723012)+W(9,-1103478091,1031631968,1001356052,-1120670778)+W(10,-1105353116,1041572194,-1106768761,-1111177056)+W(11,1041859398,-1100878141,1037747241,-1115735812);sum2=W(0,1033523600,-1111554425,-1129275556,-1122087690)+W(1,-1124036306,1037981702,-1119955572,-1122349214)+W(2,984378304,1035520350,-1139357832,1042336361)+W(3,-1098127108,-1108770624,1031985496,1030270440)+W(4,1029410276,1027721316,-1120989222,1063527919)+W(5,-1086537602,-1087308230,1038170956,1040810725)+W(6,1013286288,-1092144316,1051778774,1062226267)+W(7,-1106529787,1023869712,-1106223749,-1113965912)+W(8,-1149511552,1040549613,-1101613332,1044728263)+W(9,-1102568312,1043627655,-1109791564,1025118636)+W(10,-1114072340,1027894332,-1138380800,-1113445964)+W(11,1042436209,-1103441850,1038090706,-1120264936);WS(1061969900,1065420380); +sum1=W(0,1002358108,-1132400117,1036273784,-1121891281)+W(1,1031471239,1014037550,1015146068,1021231496)+W(2,1041410250,1024825568,-1111416381,-1112279056)+W(3,-1100377015,-1110955448,-1140842745,-1109508230)+W(4,1005238718,1055004288,1058195604,1065721300)+W(5,1058645356,1050103969,1047622119,1050895308)+W(6,-1098164717,-1093641048,-1089452644,-1081575699)+W(7,-1095897092,-1095327860,-1122283864,-1101391147)+W(8,-1127598604,1037205414,-1122200151,1041630292)+W(9,-1115380038,1033148051,-1112032609,-1107652840)+W(10,1013481849,-1128588267,995531041,-1118185583)+W(11,1031870564,-1125213521,1031659065,-1167265945);sum2=W(0,1037378832,-1105869799,1034348880,1010791317)+W(1,1020451237,1025476671,-1121382126,-1144944739)+W(2,-1097408481,1040337956,1050274911,-1124897054)+W(3,-1105197585,-1107003535,-1131733180,-1128932040)+W(4,-1089422359,1064628576,1078490638,-1067190452)+W(5,1026583828,1034175619,1030289482,1035014695)+W(6,-1134521568,1048269110,1055313899,-1081189141)+W(7,1051135592,1043712009,-1114815155,-1125325948)+W(8,1024014288,-1113808990,1025241947,-1100728789)+W(9,1047164907,-1112306567,1025919494,-1116208218)+W(10,-1156999910,-1121898726,1025759300,1010618498)+W(11,981635389,-1142752483,-1158764013,1029088384);WS(1048733783,1027643848); +sum1=W(0,-1133845785,-1133175894,-1135183403,-1116789548)+W(1,-1148511502,-1134260761,1018609610,-1123833247)+W(2,1036515120,1023561851,1042717327,1030082171)+W(3,1048693393,1034425221,1039337356,1027869798)+W(4,-1088559253,-1093510507,-1088396394,-1080791005)+W(5,-1089662985,-1090323862,-1100061261,-1089888600)+W(6,1057953132,1049915371,1060634166,1063183646)+W(7,1058925305,1044704560,1042697693,1047384498)+W(8,1034283684,-1130587597,-1127730531,-1114509469)+W(9,-1138682841,1038705162,1015444552,1049640472)+W(10,-1114935677,1012777537,-1122593837,1031486794)+W(11,-1116148770,-1166921432,-1126426832,1023971661);sum2=W(0,994989105,-1144072856,-1122509885,1026939205)+W(1,1028398855,-1120878413,1025208177,-1113678678)+W(2,1037891939,-1103317800,1037436931,-1127785128)+W(3,-1103788534,1034163445,-1127272012,1026044831)+W(4,-1173716290,1052666546,1001371192,1040815920)+W(5,-1100616833,1020001090,-1134790452,1043708121)+W(6,-1100065758,-1122814128,-1129250144,1058553182)+W(7,1055924851,1053725018,1036740791,-1123998093)+W(8,-1120127409,-1094230404,-1083084807,-1075758811)+W(9,-1074914963,-1075891465,-1081737398,-1084193900)+W(10,1036146011,1054652553,1061875701,1067689129)+W(11,1068744910,1067320464,1065190583,1062426867);WS(-1084457324,1066101859); +sum1=W(0,-1146837948,1016102797,-1115430590,-1115904029)+W(1,-1139281484,-1117556663,1034492603,-1124011056)+W(2,-1111022815,-1125864729,1047559389,1034715654)+W(3,-1103064096,-1108958078,-1131712724,-1131623214)+W(4,-1115296098,1038645029,-1083544605,1037951214)+W(5,1057869073,-1109939240,-1123954086,-1123535023)+W(6,1042035070,1047347075,1059438663,1052960194)+W(7,-1083491782,1046468604,-1121536740,1043250206)+W(8,1030912362,-1106508822,-1104927285,-1167432352)+W(9,1045723406,1012598283,1019381994,-1110102674)+W(10,-1121095658,-1128702979,1022709564,-1129984885)+W(11,-1123913107,-1123056725,1026960983,-1128824061);sum2=W(0,-1125705477,-1127756609,993770127,1034569455)+W(1,1010458600,-1119844207,-1122090273,1019369801)+W(2,-1127395739,1044805550,-1097909373,-1177736375)+W(3,-1116962018,1043096893,1035619005,-1112228363)+W(4,-1105227463,1015549291,1049252886,1058826852)+W(5,-1119951878,-1094678765,-1119199398,-1109645851)+W(6,1036906007,-1109261657,-1102191244,1061852121)+W(7,-1086841826,-1128420796,1021651597,1038741216)+W(8,1026846896,1037043129,-1097396928,-1116961215)+W(9,-1103314123,1038664018,1035622840,1019677755)+W(10,989272222,-1106679057,1042524140,1013800282)+W(11,1033157194,-1128652243,-1124905499,-1126258736);WS(1067036470,-1087655195); +sum1=W(0,-1143851962,1026890311,-1106604063,1016195769)+W(1,-1138731339,1037080924,-1121217270,1029907824)+W(2,1018554747,-1120379564,-1114993347,1022258327)+W(3,981655329,1045778247,1025121994,1023696087)+W(4,1050955184,1053786273,1042552729,1063572966)+W(5,1058367344,1055564522,1047575674,1048845230)+W(6,-1110423387,-1098337218,-1090196611,-1083965137)+W(7,-1084059678,-1090231591,-1096786628,-1095677575)+W(8,-1106360251,1040602294,-1134551499,1045568787)+W(9,1046272662,1028646847,1026932869,1027665749)+W(10,1025799530,-1118031105,-1119796702,-1110210301)+W(11,-1132188582,-1117810092,1021012754,-1118338222);sum2=W(0,-1113854255,1028862084,-1104900936,-1104116954)+W(1,-1114719178,1040474278,1048817634,-1122519186)+W(2,-1108417433,1033605964,-1109151867,-1102487521)+W(3,-1071728118,-1073652757,-1090221130,-1102125815)+W(4,1042382895,1032534216,1017793091,1067799294)+W(5,1077900204,1051278318,1048299521,-1105402373)+W(6,1025435556,1033584957,1033281558,-1099286824)+W(7,1056033422,-1113833767,1011833167,-1107682623)+W(8,-1108154666,1046901615,-1111336587,1036137805)+W(9,1024983956,1034492621,1033542750,-1127962013)+W(10,1042045079,-1105415159,1039313065,1005958605)+W(11,1020191839,-1114752489,1024757388,1032711916);WS(-1087701164,1071308133); +sum1=W(0,1040776942,-1112915908,1032135583,-1109010607)+W(1,-1125896234,1033070381,1001383873,-1127540900)+W(2,-1100025248,1039729431,-1111499300,1047911115)+W(3,-1096854047,1047586960,-1100475875,1025720505)+W(4,1040244657,-1108101926,-1107965963,-1095250332)+W(5,-1097276733,-1104060437,-1129328465,-1115131352)+W(6,1047131214,-1104971284,1036283892,1057920197)+W(7,1057601759,1046835436,1017446731,1041767855)+W(8,-1116520012,-1123736282,-1105297773,1040789767)+W(9,-1089523085,1046328829,-1107686492,1031878575)+W(10,-1152028354,-1120800451,1024489952,1038925278)+W(11,1034463851,-1130324381,-1112186573,1015088161);sum2=W(0,-1089646175,-1112379036,-1087427677,-1088789602)+W(1,1059010203,1060985431,-1139584980,1054225000)+W(2,1060062242,1018139178,1066898400,1066001716)+W(3,-1079880526,-1081253059,-1095878540,-1095013927)+W(4,1050551269,-1096611550,-1116330565,1056235229)+W(5,-1118197619,-1102574794,1039647840,-1099698701)+W(6,1017421696,1040955729,1035645225,1040223965)+W(7,-1114176344,1044677785,-1100382074,1035015292)+W(8,-1124178965,-1115297526,-1111832492,1027731712)+W(9,-1106279788,-1130074994,1040262609,-1124507789)+W(10,1023971829,-1112174927,1035838465,-1128027042)+W(11,1015547306,1033729011,-1110899873,1032866060);WS(1063980716,-1121784884); +sum1=W(0,1027357276,-1104528667,-1122859745,-1107033792)+W(1,-1105809438,1033196814,-1111338526,-1111105883)+W(2,1046480497,-1121849329,1049050976,1046903620)+W(3,-1128776604,1050194992,-1112079704,1037688238)+W(4,-1094692773,-1090457523,-1090130146,-1084796508)+W(5,-1089370535,-1105629197,-1093813713,-1094775914)+W(6,1050884987,1048987838,1057733925,1061180023)+W(7,1054317580,1055134019,1046804578,1057027842)+W(8,1046796692,-1098583576,1037378828,1034725880)+W(9,-1096435840,1049629536,-1097780651,1038664949)+W(10,1025153935,-1107151594,1016110982,1023598816)+W(11,-1114135692,1040596522,-1113598601,-1127372967);sum2=W(0,1041589168,1024315846,1043663909,1040621380)+W(1,1040212968,1033384296,1014426993,1022694293)+W(2,-1098133521,-1106371173,-1106740015,-1107177437)+W(3,-1111131552,1040430896,1032409853,1003633577)+W(4,1031854878,1051327081,-1108849860,-1106409587)+W(5,-1120392794,-1093765703,-1107120761,-1104283048)+W(6,-1105720063,1023684981,-1124767392,-1127108094)+W(7,-1102248051,1050935529,1033359350,-1128561530)+W(8,1035016760,-1128261352,1035542785,-1111599720)+W(9,1051247500,-1102687331,1037002974,1026574958)+W(10,-1121214780,1011090873,1029549000,1034668152)+W(11,-1136161665,1018485311,-1126387868,998242826);WS(1047153326,-1105960410); +sum1=W(0,1032318440,-1133035902,1023033002,-1111741083)+W(1,1009988015,-1126171361,-1183551252,-1118067977)+W(2,-1105871782,1024269605,-1110369667,1047130673)+W(3,1043587009,-1113373146,1035984354,-1111622952)+W(4,-1111485966,-1098984649,1050315790,-1080272088)+W(5,-1086889743,-1098309317,-1105786176,-1106267538)+W(6,1043448020,1044051929,1059563250,1053459949)+W(7,1061038806,1044456898,1048086975,1037611273)+W(8,-1110710801,1028564080,-1113831750,1024144723)+W(9,-1117616080,-1145766181,-1114741783,1040212689)+W(10,1019497606,1019882933,-1118335287,1018957863)+W(11,-1122250988,-1124691083,-1123242346,-1150984053);sum2=W(0,-1132142402,1019405455,1022592575,1002713172)+W(1,993592760,-1120241477,1024283135,-1139068036)+W(2,-1109262360,1034679642,-1099677890,1048612806)+W(3,1036415285,-1118742739,-1125545553,-1129249399)+W(4,1044069954,-1104355470,-1119884477,-1094376769)+W(5,-1110824904,1031998111,-1128336378,1030577347)+W(6,-1111364284,-1108806456,-1066728208,1079847520)+W(7,1060715429,-1103911380,1028262793,-1127589036)+W(8,1031679549,-1097044621,1043056057,1057366851)+W(9,-1104696735,993276152,1012785110,-1133646774)+W(10,1018817977,1034241557,988348592,-1114461524)+W(11,-1107038514,1036085605,-1128734189,-1182233281);WS(1056964652,1042968547); +sum1=W(0,1026864302,-1136392949,1024389106,-1126999334)+W(1,1026043785,-1130628252,1000688741,1002882868)+W(2,1044356666,1026146499,1030265493,1038248593)+W(3,-1126651679,-1146035092,986691602,1033146167)+W(4,-1111481597,1051097712,1040695131,1052760426)+W(5,1056669112,1038264227,1027446877,1040116499)+W(6,-1091567350,-1098882624,-1090350559,-1081953599)+W(7,-1095456258,-1102468122,-1109487565,-1110909592)+W(8,1041608192,1029687022,1042991030,1043333208)+W(9,1044232931,1038520784,1033386798,1040618297)+W(10,1008927875,-1130908784,-1127664937,-1121268145)+W(11,952128323,-1146879000,-1137895230,1023066122);sum2=W(0,-1155037894,-1117766868,1042293027,1004126723)+W(1,-1123150924,1015608713,-1135323377,1030487760)+W(2,-1109445776,-1132308185,-1101307898,995397702)+W(3,1014206993,1046458351,-1120597884,1026431488)+W(4,-1106399184,1041934367,-1137539889,1035303811)+W(5,-1091518060,-1124849601,1043824666,1061366644)+W(6,1052866656,-1111172948,1058738313,1064268129)+W(7,1052685347,-1090299347,-1087905074,-1075431372)+W(8,1046069094,1042904039,1045435531,1051607279)+W(9,-1098813712,-1150133894,1037110006,-1089430426)+W(10,1012439553,-1108172404,-1110297962,-1110625272)+W(11,-1107185126,1045339946,-1122419536,1049588119);WS(-1096061015,1045980634); +sum1=W(0,-1136709393,1028828435,997001355,1022855123)+W(1,-1128346047,1031977874,984865373,1040707047)+W(2,1047345176,1016418418,1049157941,1032879612)+W(3,1042754713,1032419332,-1124110958,1040469689)+W(4,-1089944925,-1096285771,-1094897728,-1097979037)+W(5,1014307589,1040846151,1042092045,1041011167)+W(6,-1113534082,1049565603,-1113216951,-1094660427)+W(7,1031601097,-1095562472,-1109834744,-1093905225)+W(8,1020871950,1021274185,1042276288,1039512084)+W(9,1028680388,1044068336,-1140756488,1048548616)+W(10,1032683291,1018404508,1027484139,-1119890439)+W(11,1030972704,-1125789619,1031142826,-1123584299);sum2=W(0,-1114682679,-1115477579,-1100789101,-1113658391)+W(1,-1110942733,1044868728,1028313432,1046472362)+W(2,1055059251,1024869090,1055732865,-1122542034)+W(3,-1120682294,-1107016239,-1152832742,-1087243594)+W(4,1064739409,1031266096,1030176534,1067742275)+W(5,1062911121,-1081471397,-1080677577,-1077241450)+W(6,-1095220576,-1113806527,1040530242,1036337974)+W(7,-1087169731,1042181045,1042749891,1067213860)+W(8,-1100660553,-1105830101,-1096186716,-1103152959)+W(9,1035448471,1052603278,1033558186,1052345796)+W(10,1038444345,-1132048253,1040636888,1015520805)+W(11,1032588114,-1102136445,-1134141481,-1112398105);WS(-1086603372,1061480206); +sum1=W(0,1025472273,-1143591172,-1124123051,-1110008795)+W(1,-1124248793,-1127491490,1014214528,-1120184170)+W(2,1022341006,1027469190,-1141108008,1042054049)+W(3,1051331968,1044174205,1044005681,-1155225358)+W(4,1006839158,-1128153798,1051787090,-1090097115)+W(5,-1081435553,-1089913687,-1092574472,-1096696337)+W(6,-1102342404,-1124925900,-1093885235,1058414043)+W(7,1063214861,1057428893,1052102264,1048742922)+W(8,1042514621,1043263108,1027880941,-1105821275)+W(9,-1094479791,-1099759469,-1112069887,1035771431)+W(10,-1114893026,-1114252238,-1121794488,1039892842)+W(11,1028544109,1041669328,977928239,1039400116);sum2=W(0,1037224808,-1109009263,-1120793535,-1110258597)+W(1,-1112240446,-1151274598,-1120536233,-1103902982)+W(2,1025638319,1049599085,-1142324554,1028269513)+W(3,-1132053081,-1119573384,1010517574,1008384356)+W(4,-1093017633,1039705537,1040559103,1053657173)+W(5,-1120149375,1043501160,-1121251494,1035850418)+W(6,-1143762368,-1112746506,-1099136162,1056581815)+W(7,-1118127758,-1147801478,-1130373692,1032229723)+W(8,-1119609796,-1119534458,-1123476586,-1104556193)+W(9,1044376501,-1107739102,1033895801,-1122521676)+W(10,995865588,1021427773,988834049,-1122952792)+W(11,-1114993482,1029987722,-1106681926,-1116132116);WS(1037058908,-1087106898); +sum1=W(0,1032385376,1028077583,1014613011,-1151370839)+W(1,-1139761263,1027279360,1022565566,1031834108)+W(2,1026637522,-1129390954,1048467894,1048758199)+W(3,1043852440,1034990442,1017011558,1036138504)+W(4,-1098495714,-1107088868,-1108180359,-1093334653)+W(5,-1108393155,-1097414435,-1111470776,-1104527470)+W(6,1041048768,1041268325,1045140885,-1080472255)+W(7,1045570315,1045361342,1028923180,1036330497)+W(8,1039729665,-1126519617,1040649531,-1114665834)+W(9,-1125126080,1035082182,1023808326,1027790590)+W(10,1017191910,-1132138900,1035348883,997380151)+W(11,1031307292,1030937245,-1138594135,1036519916);sum2=W(0,-1111516802,1036231024,-1130951686,1031916934)+W(1,-1130989326,-1129631002,-1123615369,-1119469958)+W(2,-1131222514,-1098228691,1034905648,-1090487171)+W(3,1032129266,1035677128,-1103168970,1049196148)+W(4,-1097346809,-1128682274,-1113861539,1052765954)+W(5,-1108538807,-1122282521,1038239484,-1116187122)+W(6,1049467820,1020406578,1024259929,1061096371)+W(7,-1104129123,-1108918961,-1114584358,-1129232626)+W(8,-1118099733,-1102087439,1049541587,-1108988196)+W(9,1033200380,1042713844,-1097598443,1018354634)+W(10,-1111393075,1039222222,-1113826501,1025340241)+W(11,1029417921,-1111528334,1034012496,1029857705);WS(1054906071,-1091145324); +sum1=W(0,1029398237,-1140775857,-1128656451,1004160018)+W(1,-1130732913,1029686973,1021855224,-1128798955)+W(2,-1120406171,-1106052861,-1099422950,1032725545)+W(3,-1097841652,1037934865,1036573848,-1157619404)+W(4,1051536197,1046952684,1057886666,-1085942396)+W(5,-1098611557,1042440654,1035129734,1032622058)+W(6,-1115196942,-1109008729,-1097962977,-1130426984)+W(7,1048146402,1034532491,-1122054089,1027356128)+W(8,-1136290815,1034481647,-1114344740,1050651652)+W(9,-1102043591,-1133864753,-1124817654,-1126847669)+W(10,-1126429728,1032555988,1015919623,-1108426832)+W(11,1040987294,-1107032303,1044439941,-1115113714);sum2=W(0,-1113802973,-1116219822,1020553430,-1109755343)+W(1,-1131329246,-1112950186,-1113313093,-1116367256)+W(2,1027581315,-1112877584,-1110295429,1027296115)+W(3,-1126007358,1035099341,-1130784978,1035863861)+W(4,-1110955855,-1127685514,-1097495000,1025841055)+W(5,-1104102640,-1110724235,-1165405916,-1097352168)+W(6,1047020911,1021259086,1057623683,1053623791)+W(7,1057318729,1040083835,1048620928,1039940909)+W(8,-1105727831,-1118276653,-1110729082,-1104267868)+W(9,-1106795812,-1119773745,-1128480210,-1110646461)+W(10,1022816774,-1129541322,997980814,1016281450)+W(11,-1105649969,1031563375,-1111917112,1032754595);WS(1063926444,-1083200389); +sum1=W(0,-1110900111,1015785179,-1132926346,1034778082)+W(1,1029162938,1024169214,1031086749,-1116484151)+W(2,1049653262,-1116391059,1048988121,-1111931241)+W(3,1002973694,-1107911937,-1104277444,-1114837807)+W(4,-1089993663,-1106495964,-1104923071,1061854120)+W(5,1062129309,1059656227,1047872627,1055218483)+W(6,1052688460,1038385529,1045396422,-1089207439)+W(7,-1085048198,-1087799869,-1096506545,-1096830980)+W(8,-1098055945,-1108169455,-1110654965,-1111176153)+W(9,1042255343,1043917388,1012240783,1049045741)+W(10,1042131972,-1121748392,1039495970,-1117097761)+W(11,-1120523578,-1106362715,1011366638,-1098874335);sum2=W(0,1031260311,1008713252,-1110413739,-1108083749)+W(1,1024382525,-1107516795,1032742989,-1107429215)+W(2,-1079593190,-1080879443,-1099919153,1067198745)+W(3,1061544601,1037733964,1034769578,1037726418)+W(4,-1121246507,1035854140,1040572163,-1111993270)+W(5,1060638292,-1122943484,-1098923291,1034609836)+W(6,-1113337443,1043424734,-1112705599,-1102589461)+W(7,1044789771,1040341398,-1116338100,1030676197)+W(8,985022717,-1123981203,1028350097,1035118406)+W(9,-1119559917,-1123835438,1021760610,-1114867192)+W(10,1032096214,-1130846658,-1119780465,1007072124)+W(11,-1132931022,-1131952682,1028149723,-1115680064);WS(-1091090263,1040227933); +sum1=W(0,-1123880467,-1114808049,1014154590,1032220316)+W(1,1018131933,-1121223347,-1128795491,1008528046)+W(2,-1113261184,1027485320,-1101480756,1043855170)+W(3,-1088775234,1021676847,1031227206,1026364723)+W(4,1033284496,1019377225,-1102787036,-1094753319)+W(5,1065098078,-1107869654,1045897152,1025551690)+W(6,1044923332,-1098653061,1059927492,1040011797)+W(7,-1099661886,-1151140018,-1113799968,-1125551659)+W(8,-1105999782,1042536309,-1095990282,1044858269)+W(9,-1091964998,1045062557,-1109510984,1023695008)+W(10,-1135767575,-1127683258,1037484605,-1120454550)+W(11,1029352975,-1109078132,1027724204,1006311503);sum2=W(0,-1123304381,1011470018,-1116901758,1029761957)+W(1,-1135722528,-1111769341,-1107033568,1032808415)+W(2,-1135928985,-1131363804,1044779190,-1101932196)+W(3,-1097334030,994986369,1042173475,1025113569)+W(4,1039889929,1045400660,-1100997480,1055172736)+W(5,-1087140500,1054550160,-1110305303,-1115908038)+W(6,-1113522433,-1100907702,-1104972678,1058841413)+W(7,1039800739,-1122473050,-1109069053,1032761157)+W(8,-1108136941,1038781261,1052809383,-1093286229)+W(9,1034962749,-1105965260,1038676003,-1155418681)+W(10,1038356153,-1139124254,-1105005165,1040780481)+W(11,-1105451984,1042887374,-1114167820,-1152192529);WS(1063982124,1031276218); +sum1=W(0,1041442545,-1103090149,1042807746,1024468200)+W(1,-1106882536,1049721332,-1101888878,1042454319)+W(2,1031361481,1026538936,-1101400314,1034898060)+W(3,-1103132501,-1112916420,-1139074135,-1110788513)+W(4,1056936890,1055470587,1060963845,1061353486)+W(5,1063510555,1048946651,1054541302,1058321972)+W(6,-1090353464,-1090262005,-1096383728,-1078114170)+W(7,-1106902698,-1088793180,-1098771630,-1093460753)+W(8,-1122143798,-1101092681,1031723710,-1122232454)+W(9,1043143621,-1172995470,1032268200,-1104729748)+W(10,1007942615,1040474995,-1103896066,1027975174)+W(11,1030475455,-1101011290,1044176219,-1108198577);sum2=W(0,1015674059,1034996578,1026624942,-1128049054)+W(1,999367802,1021382702,-1124407536,1029480964)+W(2,-1109357907,1024785272,-1129998179,-1120348186)+W(3,1048014132,-1105300006,1046166047,-1116382211)+W(4,1031332447,1048659656,-1108514478,1052415888)+W(5,-1105319294,-1117149322,1010482847,-1154249511)+W(6,1066992274,1076858856,1078632808,1073772904)+W(7,-1105884909,1038594495,1038514249,-1098756758)+W(8,-1074609058,-1070866381,-1068251573,-1076608801)+W(9,-1103939197,-1109221944,-1098022157,-1125235504)+W(10,1048304191,1030261153,-1098508369,-1108782845)+W(11,1048310856,1031934850,1046147873,1038709270);WS(-1084008748,-1076428689); +sum1=W(0,995293936,-1162911689,-1138016718,-1132274729)+W(1,-1145295444,-1131268254,-1201649403,-1135278623)+W(2,-1119372516,1036299874,1017340780,1041960361)+W(3,1044385332,1034368866,1043013720,-1103541652)+W(4,-1088304948,-1097059736,-1085861109,-1081600491)+W(5,-1083799507,-1090459925,-1104403080,-1103180426)+W(6,1059786207,1051547992,1060565598,1064118968)+W(7,1058261310,1050466917,1049921019,1042671596)+W(8,-1137964103,-1125552990,-1116363658,-1116908178)+W(9,-1119006543,1026422690,-1131911306,1051353751)+W(10,1013109895,1006687204,1002349741,1007519945)+W(11,994300076,-1119097260,-1123993357,1023041036);sum2=W(0,1033856632,1041148647,-1094518814,1045521814)+W(1,-1128266986,1033117136,-1173165821,1041230368)+W(2,-1090933982,-1094617784,-1122277735,1062250596)+W(3,1027053741,1050179515,1033890948,-1086799133)+W(4,1068958128,1066199400,1055138982,-1070105649)+W(5,-1070096660,-1082392713,1067349236,1076979077)+W(6,1067844920,-1102124443,1051248434,-1078683071)+W(7,-1079091570,-1089309992,1047411220,1070525583)+W(8,-1095515318,-1122244574,1036900546,1046136146)+W(9,1021983978,1045719314,1050937215,-1091587052)+W(10,-1124923033,1042779533,-1103088355,-1114411292)+W(11,-1114099181,1023274434,-1124200313,1042022635);WS(-1081223670,1021288719); +sum1=W(0,1011016529,-1123721507,1017381041,1017648243)+W(1,1028006000,-1122128468,1009660876,1007983923)+W(2,1035837139,1032041909,-1108640782,1024313608)+W(3,-1105590117,-1108791100,-1128783630,-1116825572)+W(4,1042651768,1036928499,1055254255,1061777248)+W(5,1061429156,1052534382,1049990152,1053483289)+W(6,-1098433890,-1100608474,-1094722148,-1083909329)+W(7,-1087617676,-1091388554,-1104773376,-1093454083)+W(8,-1129696110,1024607124,-1131079071,1047474926)+W(9,1036831026,1033276873,-1150770463,1005912461)+W(10,995272815,1027549342,-1116321147,1017435439)+W(11,-1122084432,-1139273509,1024807730,-1125665142);sum2=W(0,1057380038,1057597982,1069621581,1060801069)+W(1,1060050844,1041938366,-1122435905,1024344515)+W(2,-1088994983,-1085734595,-1072283812,-1079782207)+W(3,-1081640783,1046270010,-1113922524,1043446590)+W(4,1016685185,983594263,1066773393,1060848632)+W(5,1043641192,-1105013658,-1104981345,-1105295106)+W(6,998662038,1031174835,-1099503122,-1097910780)+W(7,1038323247,1026094487,1036576275,-1145544806)+W(8,1040844632,-1116219635,-1134907857,1027931069)+W(9,-1111695032,1047921746,-1114519002,1032973176)+W(10,1027712021,-1109851055,1037507283,-1116080368)+W(11,-1123552119,1028446195,-1108250726,1031771441);WS(-1120405176,1052288640); +sum1=W(0,-1136485047,-1120969533,1032711321,1027237267)+W(1,1021305874,-1146847086,-1133175986,1039673939)+W(2,1040656325,1013423883,-1108004548,-1107763377)+W(3,1022040031,1040265357,1031093856,-1100629595)+W(4,1051431647,1042796768,1062809491,1060861813)+W(5,1027813500,-1107918083,1039657966,1043412169)+W(6,-1114886102,-1092939904,-1083705303,-1089040632)+W(7,1039332409,-1098943929,-1112315213,-1104541036)+W(8,-1113721480,1039390695,1026161897,-1116341945)+W(9,-1108229347,1035322940,-1115465454,-1114748782)+W(10,-1115542032,-1165530871,1020434857,1024821617)+W(11,1031183209,1019272038,1024346473,1012723731);sum2=W(0,1032873736,-1106233681,1036788040,1009987037)+W(1,-1117147579,1018109057,-1114508674,-1106556966)+W(2,-1128467212,-1131275971,-1113770947,-1088748320)+W(3,-1097209973,1040210251,-1099376356,1050939532)+W(4,-1098460251,1035809416,-1078975662,1062703231)+W(5,1059662245,-1110493560,1052516052,992650581)+W(6,1024553592,-1114616785,-1092555656,1067981395)+W(7,1058574054,-1103422592,1038056552,1026754378)+W(8,1047433570,1026776904,-1132131619,-1104531393)+W(9,-1106248497,-1125640736,-1107638185,-1107493388)+W(10,-1128334191,-1107845863,1043173677,-1111351589)+W(11,991598885,-1107997815,1023829740,-1106870741);WS(1050656983,1072047790); +sum1=W(0,-1128713579,1026709637,1023201012,1030859291)+W(1,1041237492,-1152997210,-1155686725,1040488948)+W(2,1048792739,1034799517,1014670385,-1116111658)+W(3,1025355287,-1112906461,1036463444,1002270506)+W(4,1050333168,1050171449,1053203577,1064066450)+W(5,1060032700,1050694506,1053095469,1046913707)+W(6,-1097949975,-1104033571,-1085647978,-1080119690)+W(7,-1088145917,-1088560507,-1105136840,-1093840327)+W(8,-1101689274,1036522731,-1115538280,1043957990)+W(9,1037919995,-1120212113,1035379762,-1108210918)+W(10,-1127716817,1037025856,-1116963676,-1112813084)+W(11,1036783049,-1113565993,1035776666,-1122514141);sum2=W(0,1032121925,-1105031648,-1130820039,-1105961083)+W(1,1040237041,-1091675607,1052906990,-1119953618)+W(2,1067037293,1072414374,1072723545,1076922042)+W(3,1072846596,-1079373087,1048404715,-1090018360)+W(4,-1074821338,-1081225596,-1069168235,-1068908234)+W(5,1068735095,1050158994,1043049709,1036354441)+W(6,-1094551116,1050387420,1050306407,-1080768789)+W(7,-1110799161,1048692149,1039557097,-1114340558)+W(8,1045030197,1035683027,1054464199,-1129129027)+W(9,-1109242003,-1102086715,1050068036,-1106557101)+W(10,-1115959604,-1117669800,-1109697271,-1106200850)+W(11,1041008693,-1107790175,1019897614,1034398799);WS(-1081468886,1041730784); +sum1=W(0,-1114247594,999910687,-1112649805,1022168820)+W(1,1009392321,1025791509,-1115410306,1020540891)+W(2,1021500053,1042624634,1043096639,1034747044)+W(3,-1103886814,-1101453262,1026735815,1034256626)+W(4,1028761377,1005300019,-1100727404,1035906940)+W(5,1062898916,1054732110,1042621601,1041116931)+W(6,1044129269,1053438789,1055682820,-1086991443)+W(7,-1084075064,-1098009154,-1097832968,-1117544535)+W(8,-1131183895,-1096850135,-1106832988,1038040260)+W(9,1044548897,1037861846,1022910341,-1121491970)+W(10,-1121682823,1029411807,1022343799,-1113521452)+W(11,-1110992968,-1110478453,-1125653940,-1112646442);sum2=W(0,-1109856908,995541592,-1107331629,1043476326)+W(1,-1104942022,1039471517,-1114856041,1022399907)+W(2,1025315462,1040254152,1035675473,1026228130)+W(3,-1101803200,-1123010638,1040268905,1028920354)+W(4,-1111613060,997512408,-1115826672,1067108106)+W(5,1053887552,-1104388416,-1120685867,-1103458923)+W(6,-1108093549,-1085520225,-1103361463,1059978555)+W(7,-1094292172,-1120534147,-1108094032,1040596394)+W(8,1041489120,-1094645099,-1102705141,-1121534122)+W(9,1039802977,1017265579,1040793483,-1107135380)+W(10,-1114414815,1040714423,-1125997775,1032256197)+W(11,-1130615251,-1129091643,-1108206349,1027593934);WS(1054796503,-1111794816); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-2.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[9][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[9][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[9][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, -3.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[10][2] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[10][3] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[11][0] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[11][1] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[11][2] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[11][3] = HOOKED_texOff(vec2(3.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns256, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns32-win8x4.glsl b/shaders/nnedi3/nnedi3-nns32-win8x4.glsl new file mode 100644 index 0000000..a5c856d --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns32-win8x4.glsl @@ -0,0 +1,226 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1036208225,-1091571194,1048590727,1032174663)+W(1,1039469975,-1095740683,1028885330,1026075554)+W(2,1027560868,-1097328754,1039928979,1023201972)+W(3,1039536921,1025116802,1017576356,1042058704)+W(4,-1144450173,1043923973,-1098962113,1033278580)+W(5,1035622988,1049700439,-1090255529,1046104373)+W(6,1024461970,1024545936,-1100301043,1035224848)+W(7,1029776426,1047463785,-1090407950,1043393326);sum2=W(0,-1098253927,1055965966,1006679350,-1096709168)+W(1,-1166389754,-1101782718,983512221,-1105895383)+W(2,-1106582410,1045236553,-1097283179,1040768379)+W(3,1034460863,-1132225959,-1090237017,1030302550)+W(4,1027738130,1057568628,1036184228,-1111760224)+W(5,-1113669665,1055278331,-1133967067,1033275358)+W(6,1016925525,-1127810369,1022264595,-1104949250)+W(7,-1129223232,-1108092808,1009711002,1045297871);WS(-1080723616,-1076327864); +sum1=W(0,1017315691,-1106293281,1041272315,-1113397025)+W(1,-1140602116,1024505865,-1129176587,1022464939)+W(2,1037257964,-1101486193,1040932726,1024865293)+W(3,-1107192473,1027220277,-1098639185,1043879330)+W(4,1022003974,1032001763,1032224091,-1118929755)+W(5,1022805527,-1106692027,1038889695,-1123579783)+W(6,1021604747,1020788295,1019749115,-1117432531)+W(7,1014959990,-1109388172,1036681163,998707020);sum2=W(0,1015755803,-1127131649,-1137718334,1033341381)+W(1,-1140061902,1016927815,-1129880851,1024947773)+W(2,-1129835189,-1112279061,-1089663810,1058036499)+W(3,1032555441,-1095938931,-1069364926,1079454606)+W(4,-1138877514,-1116204914,-1092530653,1053318688)+W(5,-1123339814,1009679614,-1148409052,1022404175)+W(6,1016646759,-1153656135,-1122312216,1028043253)+W(7,-1165772366,-1146249364,1018619187,1025789685);WS(1058954560,1004956589); +sum1=W(0,-1128607008,-1102342440,1027139080,1038455278)+W(1,1038458494,-1105082889,-1147341058,-1156235011)+W(2,1047693245,-1085974686,1057887999,-1103441674)+W(3,1026348672,1047296084,-1100046248,1029167261)+W(4,-1108459679,1058722958,-1087115665,1033885827)+W(5,-1116524774,-1135229473,1043502422,1027001826)+W(6,1024592800,1019546620,1020243248,-1124163292)+W(7,-1117551096,-1122816147,1043995308,1023459588);sum2=W(0,1039897191,1032715073,-1104821098,-1103487249)+W(1,-1116902056,1035295215,-1120385367,-1118716257)+W(2,-1115617116,1051413477,1060018690,-1091510775)+W(3,-1116419565,-1089611288,-1132652148,1048354743)+W(4,-1121428266,1039274043,1008252604,1040404198)+W(5,1003022729,-1102315300,-1117381948,1037629937)+W(6,1032782009,1012620980,-1113601670,1035102099)+W(7,-1161229156,1023483611,-1116040249,-1132320852);WS(-1088253760,-1127575790); +sum1=W(0,1038728366,-1156102863,1036225546,1011512228)+W(1,1033404580,1042126700,-1111684630,1043566527)+W(2,1036121471,-1099951467,1050604224,1032168346)+W(3,1045370723,-1083618166,-1088174091,1050156122)+W(4,994877095,1040753147,-1098202972,1037663513)+W(5,1036217881,-1099186053,1039701042,1034991255)+W(6,1012008372,1033329669,1015138122,1030253051)+W(7,1040247041,-1099351704,1032444126,1041638884);sum2=W(0,1030438042,-1147399085,-1093920639,-1109485523)+W(1,1009286759,1025260806,-1086940227,-1143426189)+W(2,1027607240,1032031341,-1090745109,-1114490725)+W(3,1019667875,1065802217,1049694895,-1135657207)+W(4,-1113200383,1046766533,-1117099650,1032826151)+W(5,1032828373,-1110418147,1041550488,1024844082)+W(6,-1125602091,-1137630919,-1114583845,993352218)+W(7,1008172775,-1119451994,1034586333,-1137428855);WS(-1079364256,1057874888); +sum1=W(0,1038744583,1023431711,-1097930673,1027252187)+W(1,1028964378,1034807569,-1105253352,1030066159)+W(2,1038770168,1043817591,-1095573950,1037737491)+W(3,1044691424,-1093522810,-1085514994,1045101529)+W(4,1039465822,1033837359,-1111615463,1019830473)+W(5,1031872786,1026052487,1038514603,1014931844)+W(6,1031706975,1024735357,1029114647,1030853165)+W(7,1026510455,1032349913,1036441879,1025856707);sum2=W(0,-1110129969,1023276596,1028080466,-1115008651)+W(1,-1122608874,1020476676,-1106237621,-1145788944)+W(2,-1109784187,1055608478,-1110801543,-1135649000)+W(3,1036903789,1056514262,-1099727798,1034305529)+W(4,1016388156,-1122102418,1033517697,1019861916)+W(5,-1134147112,1032271709,-1114242709,-1104837577)+W(6,1025386706,-1109100200,-1110189468,1027443202)+W(7,-1114085729,1030585586,-1128034084,-1105665752);WS(-1091483264,-1079194671); +sum1=W(0,-1131351604,-1116837930,-1139989065,1024497830)+W(1,-1113984995,1032278999,987288903,-1120582522)+W(2,1021186040,-1099425098,1055014512,-1105371085)+W(3,-1116327562,1045060919,1046630795,-1115581427)+W(4,-1132080655,1054575181,-1092379987,1026057008)+W(5,-1206829265,-1113261897,1027226210,-1110689206)+W(6,1023600234,-1130307600,-1122295330,-1130576880)+W(7,-1126861572,-1115285054,1003385298,-1136751161);sum2=W(0,-1129629424,1004745569,1012138921,1021845392)+W(1,1028468886,-1114381934,1032075412,1000184001)+W(2,-1120636360,1032177433,-1114041388,1017905952)+W(3,-1136732761,1051604488,-1122709320,-1141636449)+W(4,1036262769,-1115452378,-1105925279,-1138562729)+W(5,1022425868,1026786204,-1102674451,1006971361)+W(6,1019955588,-1123076816,1002766561,-1146151969)+W(7,-1123045172,-1139760465,-1135173233,-1127921184);WS(1067689632,-1150117831); +sum1=W(0,-1109849008,1047555836,1035630764,-1099893915)+W(1,-1130553174,1029999475,-1114674616,-1113991840)+W(2,-1123520321,1050420518,1040630545,-1107722684)+W(3,1036413160,-1116179871,-1098283742,-1150636351)+W(4,1029117869,1035246488,1031697439,1041501593)+W(5,-1127374955,-1104890550,-1116392999,1019029347)+W(6,-1140464318,1020611803,-1125473743,1031847583)+W(7,1027561031,-1113066609,-1114557056,1006720846);sum2=W(0,1032302578,1032483043,1055539881,-1089061083)+W(1,-1114467512,1037446674,1053856893,-1095432519)+W(2,1035589071,-1114962225,1060021172,-1087688027)+W(3,-1140727686,-1107033941,1044678306,-1119624965)+W(4,1028178655,1017647091,-1086216329,1060967891)+W(5,-1123814512,-1102520792,-1096729370,1056004093)+W(6,-1131958732,1028700703,-1098594526,1046082925)+W(7,-1114865396,-1106445462,-1103816765,1049601918);WS(1053174400,-1151490459); +sum1=W(0,-1122069115,1032070534,-1106451229,1016988943)+W(1,-1147738936,-1116405775,1015337751,-1131178679)+W(2,1027718109,1043517586,-1118269791,1030116243)+W(3,1032697654,-1108806494,-1117317899,1014470144)+W(4,1025368761,1041596435,1044803791,-1112007328)+W(5,-1112696969,1030488179,-1098708424,1036691591)+W(6,1007532846,-1145227340,1024445699,-1121635481)+W(7,-1121758051,1032005679,-1105947015,1025294511);sum2=W(0,1030975148,-1130068082,-1128045540,1009416079)+W(1,1021517080,-1126516206,1010660367,1014043007)+W(2,1055956931,-1091517508,-1115164896,-1124472846)+W(3,1077778659,-1071480833,-1096786527,1028586964)+W(4,1057214094,-1089646275,-1109767888,1004868686)+W(5,1029844584,-1129174056,1010452735,-1122799750)+W(6,1029913248,-1116251741,-1130073888,1023899390)+W(7,1021753404,998387790,-1161269496,-1126055830);WS(1064255296,1017910760); +sum1=W(0,1034554881,1054734130,-1098111935,-1127407003)+W(1,-1112041607,1053450179,1024002066,-1117294562)+W(2,-1108750194,1051103338,-1095577677,1016696883)+W(3,-1098306542,1044871248,1046694116,-1097130662)+W(4,-1140839485,-1103441076,-1111281057,983357671)+W(5,-1117661336,1027829882,1048629833,-1104687573)+W(6,-1142577806,-1122634224,1032310597,-1118108640)+W(7,-1131295699,1024857124,1048835924,-1098281839);sum2=W(0,-1120767464,1053966016,1035968374,-1147532546)+W(1,1032914397,1073793292,1040357442,-1129131123)+W(2,-1109760249,1060302091,-1122023462,-1130362887)+W(3,1040094052,-1072585870,-1086238928,-1116834009)+W(4,1016200567,-1094220304,-1172011891,1036030945)+W(5,1009241688,-1113143087,1043210576,1015923256)+W(6,-1122384418,1028063795,1025380203,1017132829)+W(7,1032959032,-1104349617,-1119727737,1019714285);WS(-1096343168,-1126236522); +sum1=W(0,1030703603,-1108689250,1038321302,-1121378303)+W(1,1007810299,-1119306439,1031818658,-1127608870)+W(2,1040041675,-1096469888,1053153171,-1126859158)+W(3,1047119465,-1085509191,-1089344732,1045457184)+W(4,-1113575360,1056154112,1045446045,-1144694086)+W(5,-1132527909,1020253526,999324634,1029954693)+W(6,-1134236941,1041829816,-1115315934,1019451938)+W(7,1009418349,1033231243,-1107897834,1026209383);sum2=W(0,983284602,1020456556,-1131636264,1015204808)+W(1,1016178696,-1144975071,-1131007184,1022946788)+W(2,1029794920,-1114118472,997214653,998054973)+W(3,1029986296,1041996066,1053737341,1023304596)+W(4,-1109420788,-1139464095,-1097949071,1029400914)+W(5,-1131549160,-1114876306,-1113647896,1024576522)+W(6,-1118046352,1015095008,-1115559594,-1124860928)+W(7,-1117716768,983229178,-1141234271,-1131778280);WS(1054415488,1031748714); +sum1=W(0,1032036500,1016814449,-1098109636,1018567785)+W(1,-1106849745,1048190511,-1110288412,-1119790601)+W(2,1032905605,1025341687,-1090213441,1041909072)+W(3,998976710,1051815981,1042721902,1029877301)+W(4,1035586875,-1102465150,-1117518441,1033626399)+W(5,1024707071,-1113968464,1046144796,-1106536335)+W(6,-1137244643,-1127337837,-1117570737,1018599181)+W(7,1040319748,-1115415046,-1135047459,-1122513053);sum2=W(0,990440998,-1103416430,-1120602807,1034530622)+W(1,-1138393335,-1121991569,1037302636,-1117267403)+W(2,-1115155620,-1128966950,-1098451061,1032576586)+W(3,1002996807,-1100463136,1060125031,-1114490937)+W(4,-1122715509,-1095499559,1057202890,-1120765719)+W(5,-1107496177,1010012987,1038403096,-1126507430)+W(6,-1109700727,1000571127,1011003397,1027555951)+W(7,-1100731818,1048400711,1041385707,-1105804206);WS(1057399616,1074070393); +sum1=W(0,-1116946950,1049855515,-1097294408,1045229301)+W(1,-1167692925,1048650971,-1103643414,1041758026)+W(2,1025124136,1035712138,-1094845877,1045455640)+W(3,1027460150,-1096264273,-1106323062,1036926493)+W(4,1033233658,-1093603523,1045414146,1036007790)+W(5,1043057687,-1089515076,1057610273,-1123310040)+W(6,1031827147,-1102565613,1043872372,1012034194)+W(7,1036180887,-1089497938,1048651645,1034964477);sum2=W(0,-1099019906,-1135117191,1053230727,-1102919364)+W(1,1016280180,-1104821294,-1108236474,1021862852)+W(2,-1104956478,1031344902,1044240449,-1102746088)+W(3,-1160553787,1057285857,1060881655,-1121198562)+W(4,-1115190705,-1108143797,-1141578351,-1107568696)+W(5,1040551613,-1096822242,-1110487530,1027740054)+W(6,-1110901592,-1121444630,1033167055,-1115478973)+W(7,1043284947,-1108844527,-1097266933,1039050835);WS(-1079272096,-1088198283); +sum1=W(0,-1150549691,-1112293630,1038263474,-1117531256)+W(1,-1136809437,-1147892734,-1131332343,1024124492)+W(2,1035238887,-1101200910,1042949876,1022854919)+W(3,-1114730926,-1153686203,-1109365886,1038223988)+W(4,1013948517,1033312670,-1123815596,-1137128325)+W(5,1024493634,-1111552818,1033656538,-1131368443)+W(6,1014747375,993656219,999554974,-1123012682)+W(7,1007675727,-1115285591,1031561484,983503863);sum2=W(0,-1130912341,-1131869901,1021624533,-1116201618)+W(1,933663296,973137042,1031913949,-1114826138)+W(2,1024898014,1022547165,1049231168,-1097351564)+W(3,1026863962,-1103034755,1074345895,-1074065991)+W(4,1006981209,1032168251,1046910286,-1101411998)+W(5,1015250909,-1122671508,1033396431,-1116799454)+W(6,-1128875465,1002623282,1015118461,-1122428830)+W(7,-1163156681,-1124284861,987851849,-1131138133);WS(1066898592,-1135257599); +sum1=W(0,-1110180874,1039457202,-1099722419,1033603984)+W(1,-1104421608,1036077428,-1109956850,1025966004)+W(2,-1108282395,1042328969,-1108344348,1027866348)+W(3,-1109212258,1047234565,1050666829,-1127852161)+W(4,-1112266449,-1102031401,1052651555,-1117920074)+W(5,-1104815307,-1101771699,1056795268,-1103088922)+W(6,-1117810340,-1107974833,1044347095,-1114797145)+W(7,-1107536862,-1105991798,1052879183,-1109126692);sum2=W(0,-1109573955,1053252716,-1111963093,-1104024699)+W(1,-1130272686,-1099761318,1023415227,-1113318439)+W(2,-1112628352,1053124236,1036225124,-1113101390)+W(3,-1135365682,1015950468,-1098416341,989675628)+W(4,-1127976571,1055173972,984548524,-1113626094)+W(5,-1109041460,1056516595,-1099834172,1021900236)+W(6,-1141484375,-1111992284,-1115296758,-1121224929)+W(7,-1124075328,-1111067004,-1123095583,1035158074);WS(-1080514464,1071098312); +sum1=W(0,1029423638,-1104998922,1034143047,-1121480226)+W(1,1032590577,-1109637973,1035675859,-1116754806)+W(2,1026820152,-1100165641,1041959039,-1119258414)+W(3,1032314563,1052963835,1044386890,-1124675269)+W(4,-1121041060,1049180397,-1094089003,-1141724766)+W(5,-1118573868,1051364482,-1091683740,1026232616)+W(6,-1120807462,1040988017,-1104568584,-1142663074)+W(7,-1138006521,1046351030,-1100071438,-1128189972);sum2=W(0,-1103917515,1047440331,1045127249,-1101094893)+W(1,1015651007,-1161898742,-1107946310,1034127906)+W(2,-1110033797,1037971494,1032097498,-1105034150)+W(3,-1102760582,1064882055,1062501861,-1105985747)+W(4,-1111112749,-1094052244,-1097807648,952358760)+W(5,1038662254,-1095531648,-1103513552,1029080884)+W(6,-1114159185,1028288648,1000704926,-1115269879)+W(7,1037944898,-1103088589,-1103412727,1036625418);WS(1048356096,1025975827); +sum1=W(0,-1127785256,1042988217,-1143337570,-1113788528)+W(1,-1122099232,1042373466,-1109964850,985728647)+W(2,-1101696686,1057753530,-1091154007,981326605)+W(3,1026577988,1024353684,1027827940,1025248769)+W(4,1038799529,-1089144738,1052285203,1031883373)+W(5,1035389109,-1100403603,-1125657656,1042938314)+W(6,1026796836,-1117105634,-1109515886,1041478413)+W(7,1026531900,-1118224663,-1110632314,1024598728);sum2=W(0,1012220951,-1127410563,-1133847817,-1150652997)+W(1,-1116521159,-1105350472,1023881724,-1121646209)+W(2,-1112142878,1052174871,1044599155,-1123898264)+W(3,1029633040,-1097063130,-1106094805,1019540966)+W(4,-1134401830,-1157154125,1059986787,-1101447493)+W(5,-1123437332,1029744370,-1111846084,-1113752268)+W(6,-1127274631,-1133421881,1028497368,-1115689394)+W(7,-1127142758,1031896001,-1111750394,-1144497399);WS(1047538944,-1094881626); +sum1=W(0,-1131292909,1026526343,-1137367995,-1137761291)+W(1,-1116924690,1015768341,1040643394,-1105713526)+W(2,-1112297452,1061821276,-1088680894,1031500559)+W(3,1021777101,1006944475,-1090839121,-1122499811)+W(4,1043477817,-1091685625,1059324523,-1107169411)+W(5,-1116873677,1042550748,-1162815447,-1119456201)+W(6,-1148100662,-1112344306,1036475455,998501030)+W(7,-1142312694,1025260793,1009991259,1032218389);sum2=W(0,1018368946,-1112001321,-1120361628,-1136144308)+W(1,1027383442,-1114299623,-1113414147,995591994)+W(2,1026347909,-1159080892,-1114902877,-1130300135)+W(3,-1120907217,1048017951,1047229175,-1113455406)+W(4,-1113638165,1043117803,1034197636,-1104824263)+W(5,1015876554,-1117678872,-1153448320,-1135559770)+W(6,-1121952605,1016312397,1030999359,-1116260909)+W(7,-1157376536,-1122492527,-1146986041,1024817261);WS(1059019584,-1093542352); +sum1=W(0,-1118590060,1030085820,1044414089,-1139295455)+W(1,1036739212,-1117660736,1037660574,1017695255)+W(2,-1117950862,1053611807,1035930184,-1132182919)+W(3,1044992135,-1088498407,-1087395836,1041445842)+W(4,1031932973,-1106481599,1044296603,-1162575911)+W(5,-1157350427,1041316489,-1101366685,1028651518)+W(6,1018600951,1033416637,-1113146202,1029799946)+W(7,-1135788111,1042914684,-1105147443,1024137952);sum2=W(0,-1139124704,-1098733365,-1134878408,1017748092)+W(1,-1129149604,-1096002059,-1139933424,-1120672660)+W(2,-1112674264,-1099326395,1006823136,1007868832)+W(3,1041796064,1042574015,1054885382,1038924927)+W(4,1023328190,993486752,1040771663,-1118903044)+W(5,983636161,1013026008,1012616072,-1117420588)+W(6,-1131439188,-1121650464,-1119789204,1032346590)+W(7,968306692,1025526661,1007743024,1016029412);WS(1034201600,1032755867); +sum1=W(0,-1153568391,-1096012775,1054286804,-1151613767)+W(1,1027758260,-1105013167,1040809774,-1113241540)+W(2,-1120836106,-1096428191,1052819554,-1109787424)+W(3,-1106713574,1052356477,1045456334,-1103823871)+W(4,-1110497539,1040996254,-1104715738,-1140335480)+W(5,-1113115007,1046162344,-1106901340,-1136669162)+W(6,-1129181937,1026611286,-1119554608,-1129950605)+W(7,-1106649828,1046578147,-1111616164,1018423993);sum2=W(0,-1116195452,1046553581,1060291180,-1133268119)+W(1,-1114916062,1044137813,1067697792,1023665145)+W(2,1015539387,1039450853,1056432615,1037512606)+W(3,1031939547,-1081686100,-1075409426,1033868463)+W(4,1004500534,-1106570618,-1100622921,1015733077)+W(5,1002967134,1023858175,1018449047,-1120650920)+W(6,-1116253852,1032662783,1002080710,1016550645)+W(7,1037899637,1018521363,-1106597825,1008358731);WS(-1092032128,-1114982082); +sum1=W(0,1022785838,-1092594901,1053421570,-1131318086)+W(1,1030256707,-1096516325,1038780564,-1117764855)+W(2,1019093490,-1091986421,1047196191,-1114799192)+W(3,-1129380878,1046024022,1055287349,-1136363407)+W(4,-1136259347,-1122621159,-1127922606,-1144800614)+W(5,-1112386231,1047446468,-1103792760,1031400745)+W(6,-1119087591,983613607,-1127804734,-1141783466)+W(7,-1105547264,1044817638,-1107803612,1035179430);sum2=W(0,1041280609,-1101864626,-1094055741,1033694830)+W(1,-1122718101,-1105911709,-1103824921,-1107222411)+W(2,1032208518,-1098031958,-1096453130,-1124818562)+W(3,-1105883428,1058683727,1064792422,-1108861898)+W(4,1032385022,-1120084233,1036982526,-1126293810)+W(5,-1105712369,1049511237,1028614917,-1108778587)+W(6,1026423073,-1101782173,1024411853,1022233154)+W(7,-1100029914,1048360263,1045846387,-1104838815);WS(-1109129728,1010433912); +sum1=W(0,-1117250164,-1096823624,1040646763,1019407999)+W(1,1006908285,-1105899410,1019351431,-1137630799)+W(2,-1122855062,-1092542200,1052048931,-1109418342)+W(3,-1107144297,1057728383,1064635860,-1105008732)+W(4,-1106683568,1037050434,-1117087348,-1114857797)+W(5,-1123315850,1026000812,-1107858814,1029923270)+W(6,-1130212999,-1117617698,-1107016783,-1137382471)+W(7,-1125685047,-1122267030,-1100117973,1034575732);sum2=W(0,-1153548328,-1138461074,-1109953492,970383811)+W(1,-1146428548,1040260969,-1109276610,1016706951)+W(2,-1122720334,1050908092,-1119113122,-1113772244)+W(3,-1131960189,1057542522,-1109440842,-1149783528)+W(4,-1105417557,1046314824,1008998438,-1111645386)+W(5,-1140382642,-1105004761,-1140136790,-1114961145)+W(6,-1130524097,1024281381,-1119699464,-1128062487)+W(7,1025793768,-1110366356,-1135544654,-1113390177);WS(1028043776,1066748487); +sum1=W(0,1020869188,1042153037,-1114798157,-1111756535)+W(1,1029235758,-1142684082,-1109061593,1025123714)+W(2,-1130366216,1055996350,-1084468040,1039957533)+W(3,1035504777,1053860476,1054127718,1020063133)+W(4,1043701316,-1085695847,1050138268,1020852591)+W(5,1028701624,-1103910983,-1111428405,1027291444)+W(6,-1140377801,-1112356264,-1142788434,1023500800)+W(7,-1122144394,-1125763849,-1122964802,-1137256281);sum2=W(0,-1124029698,-1129530165,-1125964837,1021970837)+W(1,924100096,-1119644642,1007880106,-1133743274)+W(2,-1114278109,-1119677450,1030663674,-1118803866)+W(3,-1110737625,1050522694,1051750384,-1114387111)+W(4,-1113250169,1031715210,-1120664914,999385235)+W(5,-1121059730,-1121636434,-1117515026,1025411170)+W(6,998717971,-1145009875,-1122454562,1019195093)+W(7,-1125884533,-1119348450,1010693450,-1127692741);WS(1060837696,-1133947077); +sum1=W(0,-1111653883,1043511426,1035524535,-1102491073)+W(1,1028161858,-1107876293,1015032078,-1120891991)+W(2,1026751705,1032976162,1051427819,-1107214884)+W(3,1035200691,-1100826286,-1104551490,-1125941943)+W(4,1000443428,1046154066,1014718172,1038586510)+W(5,-1124636570,-1109841015,-1105048272,1029969865)+W(6,-1153569903,1028652293,-1150803951,1023653077)+W(7,1010162044,-1123706233,-1122173975,990755503);sum2=W(0,-1109148006,-1124907300,-1092637531,1058387135)+W(1,1027230711,-1130116966,-1092832201,1052271642)+W(2,-1141349815,-1099589874,-1085994041,1062146597)+W(3,-1115012616,1033368851,1040685020,1019043320)+W(4,1025861327,-1097709653,1063174823,-1085821967)+W(5,-1129789352,1048790586,1056989663,-1089224415)+W(6,1018453676,-1111271581,1049450817,-1100831168)+W(7,1031045509,1042673858,1044673285,-1096709646);WS(1052991104,1024635730); +sum1=W(0,1035832004,1054985227,-1101014640,-1119430356)+W(1,-1113667962,1053766219,1027437528,-1121298600)+W(2,-1115665493,1046292645,-1097461637,1029858016)+W(3,-1099876558,-1128304655,-1148766910,-1098528437)+W(4,-1124670698,-1115760280,-1103841730,1026860541)+W(5,-1123144798,1032906080,1048476772,-1107490221)+W(6,-1141396670,1011324759,1034147624,-1114702739)+W(7,991927035,1032830229,1048946541,-1098098175);sum2=W(0,1023525971,-1101540780,-1109590196,-1124206084)+W(1,-1123155104,-1081244300,-1107189914,989815561)+W(2,1037524511,-1094597742,1026840221,979200786)+W(3,-1119336486,1068940029,1038949441,1039597181)+W(4,-1120201684,1051860638,1014639773,-1126284432)+W(5,-1140931614,998725346,-1110977051,-1128575576)+W(6,1025256785,1002156586,-1117345859,-1123250336)+W(7,-1116496860,1038812729,1033886084,-1117282785);WS(-1106197760,-1107941957); +sum1=W(0,-1126741205,958134964,1042417753,-1131232109)+W(1,992223587,-1096404880,-1114006205,-1156891819)+W(2,-1103296147,1050569383,1053212362,-1104768673)+W(3,-1096167611,-1089676235,-1101748223,-1105076618)+W(4,-1103227950,1032016157,1057274419,-1101041056)+W(5,1041994672,1020956357,1042030605,-1124618361)+W(6,-1124973941,-1180953690,1049652990,-1114495652)+W(7,1027666259,1043412107,1052224033,-1117167007);sum2=W(0,-1114619118,1033666378,1015708744,1027002418)+W(1,-1149001791,1045400432,-1103940412,-1125963088)+W(2,-1110825372,924614016,-1107881456,-1103385448)+W(3,-1090736686,1063026008,1059931802,-1091159350)+W(4,-1106216772,-1114127208,-1107266078,-1139192735)+W(5,1027272732,-1108719036,1024735270,-1125128312)+W(6,1033544093,1032301903,-1134995311,1019689496)+W(7,-1120615480,-1114760302,1034226031,1032462491);WS(-1076602784,-1079939509); +sum1=W(0,1033209209,-1103738752,1025390185,1002177000)+W(1,-1124683769,-1119780485,1041533536,-1112424745)+W(2,1015980198,-1096323000,1052087227,-1104846498)+W(3,-1141354248,1042233324,1039917313,-1113895617)+W(4,-1106007132,1054450248,-1105614956,-1119444855)+W(5,-1114123684,1052850909,-1098158311,-1112376802)+W(6,-1121157953,1043529432,-1107965437,1021969694)+W(7,1019464370,1045060053,-1103437636,-1109951699);sum2=W(0,1032197744,-1106233686,-1119285117,1036373860)+W(1,-1119329897,-1117977933,1035649904,-1113988579)+W(2,1026978731,-1119744119,1046616172,-1150690390)+W(3,1042368013,-1074309068,-1080074847,-1148379867)+W(4,1034747948,1068607081,1045039448,1031972703)+W(5,-1109569271,1064708176,1043980108,-1113275705)+W(6,1037031349,-1119111329,1029320825,1015848847)+W(7,-1111213511,1041980892,1028259198,1008019670);WS(-1093673600,-1131421273); +sum1=W(0,-1121371719,-1114120908,1035660544,1009001293)+W(1,-1126420325,-1110871822,1021798446,1008740253)+W(2,1033366837,-1087025669,1058317703,-1120291359)+W(3,1021303790,-1118558279,1042294182,1022689127)+W(4,-1117842165,1056872571,-1088792724,1031810222)+W(5,1011797877,1032969664,-1114500968,-1148303562)+W(6,1021502382,1037611499,-1111697864,-1137856917)+W(7,-1131840478,1040800018,1017988942,-1121301883);sum2=W(0,-1145039688,-1114206314,-1116540509,1020565626)+W(1,-1129835426,-1119983153,-1113040628,1000979816)+W(2,-1119915157,-1121785409,-1118504757,989230112)+W(3,-1110668832,1051729955,1051989643,-1112437186)+W(4,-1111519800,1012089860,1039755978,-1112214518)+W(5,1002833896,-1118223897,1025479957,1015165050)+W(6,-1127947266,-1130809610,-1158783904,-1128941978)+W(7,1006052904,-1123764449,-1127132522,1025956493);WS(1065682080,-1111828541); +sum1=W(0,1015869752,-1145885026,1022264616,-1126764880)+W(1,1017604463,-1115077208,1021224792,1032942526)+W(2,-1112250175,1052074397,-1089954536,1040282413)+W(3,1024786188,-1121697500,1047440331,1035803452)+W(4,1036568133,-1086889687,1049268572,-1125683619)+W(5,1002255762,1045248549,-1109225970,1031850711)+W(6,-1131800664,-1130857684,-1123514660,-1141787602)+W(7,982208647,1037568127,-1113425822,1017131424);sum2=W(0,-1122978131,1016858600,1028741871,993636865)+W(1,1016040732,968811648,1021399769,-1144040913)+W(2,-1114060649,1029169324,1032336595,-1118019503)+W(3,-1125004872,1051074882,1031746308,-1109484363)+W(4,1029971540,1006053609,-1103346234,-1124468225)+W(5,1026938249,-1154135582,-1113140779,1013417282)+W(6,1017189437,-1115290499,-1141169189,-1169769501)+W(7,-1124460348,-1140773838,-1122277912,-1139883250);WS(1068575136,1057679145); +sum1=W(0,-1106541599,1049880682,-1093397815,1052783569)+W(1,1008215334,1049251178,-1111487207,1042509671)+W(2,989927934,1026486412,-1092992340,1051194971)+W(3,1042310507,-1095539136,-1103138323,1040579493)+W(4,1018512183,-1094672658,1043830943,1038856114)+W(5,1040070410,-1089191083,1057944056,-1114567880)+W(6,1014261304,-1100618939,1044894993,1025292508)+W(7,1041475113,-1087252724,1049811244,1038361721);sum2=W(0,-1114445084,1053593458,1057823779,-1150175899)+W(1,-1136765855,1055007475,1054334485,-1141017037)+W(2,1039574032,-1105638736,-1096181786,1042094581)+W(3,-1113238946,-1078800745,-1078443122,-1134493359)+W(4,1030357662,-1104375874,1049857835,1020483059)+W(5,-1106803932,1059224194,1058193036,-1099695416)+W(6,964162478,1050059734,1043677394,-1118569338)+W(7,-1113028634,1035501186,1029634285,-1110238952);WS(-1069843280,1043992756); +sum1=W(0,-1124948267,1027695014,-1108770183,1008956039)+W(1,-1135429253,-1119099178,1017935435,-1129507307)+W(2,1025550072,1044103833,-1112757821,1030807982)+W(3,1025838726,-1113789227,-1130965835,1014849865)+W(4,1019242118,1039477491,1042243413,-1114625158)+W(5,-1116233196,1024839950,-1101790135,1035190516)+W(6,998797102,-1142719774,1012540023,-1127852007)+W(7,-1130610171,1028120504,-1106167085,1023573770);sum2=W(0,-1114838118,1026300352,1004928481,-1130791968)+W(1,-1121247640,1028491168,-1130258048,-1127851536)+W(2,-1095359738,1053083344,1024432884,1025789396)+W(3,-1072953064,1074653957,-1102013621,1030571860)+W(4,-1093135708,1056568596,1030571276,984097412)+W(5,-1115141896,1033233928,-1116002270,1025870428)+W(6,-1116140314,1030713448,1015669456,-1120604784)+W(7,-1127503160,1023653964,-1129660856,1016702232);WS(1066802848,-1129257078); +sum1=W(0,1015630667,1033473243,-1104672775,-1114728473)+W(1,-1118978065,-1155453851,-1122431286,-1121467910)+W(2,-1113784260,1035395194,-1115117829,-1105320751)+W(3,-1101616805,1065736411,1061324843,-1095556296)+W(4,-1108037466,1045542397,-1100789945,-1104703871)+W(5,-1114908350,1040181775,-1114134583,-1109993148)+W(6,-1114956027,-1177594330,-1124148059,-1111474306)+W(7,-1111947911,1036229652,-1138173719,-1106051686);sum2=W(0,-1109560646,-1155123513,1035199782,-1115008786)+W(1,-1134031950,-1108713026,-1107664082,1019412439)+W(2,-1107125821,1038996664,1043157052,-1123597732)+W(3,1017238679,1026897780,1051508948,1016515095)+W(4,1024343484,-1107646918,1055083262,-1106563795)+W(5,-1127256871,-1107869542,998755997,-1116358964)+W(6,1004378333,-1112902766,-1159444594,-1117600772)+W(7,-1129735047,-1145442397,1012570830,-1110777694);WS(-1093453440,1062530498); +sum1=W(0,-1124930739,-1115495349,1025637074,1023868966)+W(1,1018166794,-1109318263,1039727605,1023563962)+W(2,-1109529502,1024699176,931786146,-1131885027)+W(3,-1114300581,1040214918,1052285453,-1104984446)+W(4,1025096231,-1105577322,1009762919,-1110072888)+W(5,1023247327,1043329716,-1105534248,-1137647791)+W(6,998443854,-1123543752,988548151,-1123805240)+W(7,-1125424515,1034740398,-1116356474,1018092315);sum2=W(0,-1116378324,1018118074,1027066059,-1110082211)+W(1,-1110334365,-1135013993,1002595554,-1111471528)+W(2,-1139723269,-1117515615,1053899571,-1114430561)+W(3,-1134041225,-1097345050,1043336959,1040454031)+W(4,-1147091114,1039717826,1040668505,1033656482)+W(5,-1112237914,-1107830137,1010598309,-1117546906)+W(6,-1123080609,1032288465,1016807738,-1115822981)+W(7,-1131603942,978891919,1026333875,-1119917138);WS(1067735712,-1080534052); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][0] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[5][2] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[5][3] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[6][0] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[6][1] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[6][2] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[7][0] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[7][2] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[7][3] = HOOKED_texOff(vec2(4.0, 2.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1036208225,1039469975,1027560868,1039536921)+W(1,-1144450173,1035622988,1024461970,1029776426)+W(2,-1091571194,-1095740683,-1097328754,1025116802)+W(3,1043923973,1049700439,1024545936,1047463785)+W(4,1048590727,1028885330,1039928979,1017576356)+W(5,-1098962113,-1090255529,-1100301043,-1090407950)+W(6,1032174663,1026075554,1023201972,1042058704)+W(7,1033278580,1046104373,1035224848,1043393326);sum2=W(0,-1098253927,-1166389754,-1106582410,1034460863)+W(1,1027738130,-1113669665,1016925525,-1129223232)+W(2,1055965966,-1101782718,1045236553,-1132225959)+W(3,1057568628,1055278331,-1127810369,-1108092808)+W(4,1006679350,983512221,-1097283179,-1090237017)+W(5,1036184228,-1133967067,1022264595,1009711002)+W(6,-1096709168,-1105895383,1040768379,1030302550)+W(7,-1111760224,1033275358,-1104949250,1045297871);WS(-1080723616,-1076327864); +sum1=W(0,1017315691,-1140602116,1037257964,-1107192473)+W(1,1022003974,1022805527,1021604747,1014959990)+W(2,-1106293281,1024505865,-1101486193,1027220277)+W(3,1032001763,-1106692027,1020788295,-1109388172)+W(4,1041272315,-1129176587,1040932726,-1098639185)+W(5,1032224091,1038889695,1019749115,1036681163)+W(6,-1113397025,1022464939,1024865293,1043879330)+W(7,-1118929755,-1123579783,-1117432531,998707020);sum2=W(0,1015755803,-1140061902,-1129835189,1032555441)+W(1,-1138877514,-1123339814,1016646759,-1165772366)+W(2,-1127131649,1016927815,-1112279061,-1095938931)+W(3,-1116204914,1009679614,-1153656135,-1146249364)+W(4,-1137718334,-1129880851,-1089663810,-1069364926)+W(5,-1092530653,-1148409052,-1122312216,1018619187)+W(6,1033341381,1024947773,1058036499,1079454606)+W(7,1053318688,1022404175,1028043253,1025789685);WS(1058954560,1004956589); +sum1=W(0,-1128607008,1038458494,1047693245,1026348672)+W(1,-1108459679,-1116524774,1024592800,-1117551096)+W(2,-1102342440,-1105082889,-1085974686,1047296084)+W(3,1058722958,-1135229473,1019546620,-1122816147)+W(4,1027139080,-1147341058,1057887999,-1100046248)+W(5,-1087115665,1043502422,1020243248,1043995308)+W(6,1038455278,-1156235011,-1103441674,1029167261)+W(7,1033885827,1027001826,-1124163292,1023459588);sum2=W(0,1039897191,-1116902056,-1115617116,-1116419565)+W(1,-1121428266,1003022729,1032782009,-1161229156)+W(2,1032715073,1035295215,1051413477,-1089611288)+W(3,1039274043,-1102315300,1012620980,1023483611)+W(4,-1104821098,-1120385367,1060018690,-1132652148)+W(5,1008252604,-1117381948,-1113601670,-1116040249)+W(6,-1103487249,-1118716257,-1091510775,1048354743)+W(7,1040404198,1037629937,1035102099,-1132320852);WS(-1088253760,-1127575790); +sum1=W(0,1038728366,1033404580,1036121471,1045370723)+W(1,994877095,1036217881,1012008372,1040247041)+W(2,-1156102863,1042126700,-1099951467,-1083618166)+W(3,1040753147,-1099186053,1033329669,-1099351704)+W(4,1036225546,-1111684630,1050604224,-1088174091)+W(5,-1098202972,1039701042,1015138122,1032444126)+W(6,1011512228,1043566527,1032168346,1050156122)+W(7,1037663513,1034991255,1030253051,1041638884);sum2=W(0,1030438042,1009286759,1027607240,1019667875)+W(1,-1113200383,1032828373,-1125602091,1008172775)+W(2,-1147399085,1025260806,1032031341,1065802217)+W(3,1046766533,-1110418147,-1137630919,-1119451994)+W(4,-1093920639,-1086940227,-1090745109,1049694895)+W(5,-1117099650,1041550488,-1114583845,1034586333)+W(6,-1109485523,-1143426189,-1114490725,-1135657207)+W(7,1032826151,1024844082,993352218,-1137428855);WS(-1079364256,1057874888); +sum1=W(0,1038744583,1028964378,1038770168,1044691424)+W(1,1039465822,1031872786,1031706975,1026510455)+W(2,1023431711,1034807569,1043817591,-1093522810)+W(3,1033837359,1026052487,1024735357,1032349913)+W(4,-1097930673,-1105253352,-1095573950,-1085514994)+W(5,-1111615463,1038514603,1029114647,1036441879)+W(6,1027252187,1030066159,1037737491,1045101529)+W(7,1019830473,1014931844,1030853165,1025856707);sum2=W(0,-1110129969,-1122608874,-1109784187,1036903789)+W(1,1016388156,-1134147112,1025386706,-1114085729)+W(2,1023276596,1020476676,1055608478,1056514262)+W(3,-1122102418,1032271709,-1109100200,1030585586)+W(4,1028080466,-1106237621,-1110801543,-1099727798)+W(5,1033517697,-1114242709,-1110189468,-1128034084)+W(6,-1115008651,-1145788944,-1135649000,1034305529)+W(7,1019861916,-1104837577,1027443202,-1105665752);WS(-1091483264,-1079194671); +sum1=W(0,-1131351604,-1113984995,1021186040,-1116327562)+W(1,-1132080655,-1206829265,1023600234,-1126861572)+W(2,-1116837930,1032278999,-1099425098,1045060919)+W(3,1054575181,-1113261897,-1130307600,-1115285054)+W(4,-1139989065,987288903,1055014512,1046630795)+W(5,-1092379987,1027226210,-1122295330,1003385298)+W(6,1024497830,-1120582522,-1105371085,-1115581427)+W(7,1026057008,-1110689206,-1130576880,-1136751161);sum2=W(0,-1129629424,1028468886,-1120636360,-1136732761)+W(1,1036262769,1022425868,1019955588,-1123045172)+W(2,1004745569,-1114381934,1032177433,1051604488)+W(3,-1115452378,1026786204,-1123076816,-1139760465)+W(4,1012138921,1032075412,-1114041388,-1122709320)+W(5,-1105925279,-1102674451,1002766561,-1135173233)+W(6,1021845392,1000184001,1017905952,-1141636449)+W(7,-1138562729,1006971361,-1146151969,-1127921184);WS(1067689632,-1150117831); +sum1=W(0,-1109849008,-1130553174,-1123520321,1036413160)+W(1,1029117869,-1127374955,-1140464318,1027561031)+W(2,1047555836,1029999475,1050420518,-1116179871)+W(3,1035246488,-1104890550,1020611803,-1113066609)+W(4,1035630764,-1114674616,1040630545,-1098283742)+W(5,1031697439,-1116392999,-1125473743,-1114557056)+W(6,-1099893915,-1113991840,-1107722684,-1150636351)+W(7,1041501593,1019029347,1031847583,1006720846);sum2=W(0,1032302578,-1114467512,1035589071,-1140727686)+W(1,1028178655,-1123814512,-1131958732,-1114865396)+W(2,1032483043,1037446674,-1114962225,-1107033941)+W(3,1017647091,-1102520792,1028700703,-1106445462)+W(4,1055539881,1053856893,1060021172,1044678306)+W(5,-1086216329,-1096729370,-1098594526,-1103816765)+W(6,-1089061083,-1095432519,-1087688027,-1119624965)+W(7,1060967891,1056004093,1046082925,1049601918);WS(1053174400,-1151490459); +sum1=W(0,-1122069115,-1147738936,1027718109,1032697654)+W(1,1025368761,-1112696969,1007532846,-1121758051)+W(2,1032070534,-1116405775,1043517586,-1108806494)+W(3,1041596435,1030488179,-1145227340,1032005679)+W(4,-1106451229,1015337751,-1118269791,-1117317899)+W(5,1044803791,-1098708424,1024445699,-1105947015)+W(6,1016988943,-1131178679,1030116243,1014470144)+W(7,-1112007328,1036691591,-1121635481,1025294511);sum2=W(0,1030975148,1021517080,1055956931,1077778659)+W(1,1057214094,1029844584,1029913248,1021753404)+W(2,-1130068082,-1126516206,-1091517508,-1071480833)+W(3,-1089646275,-1129174056,-1116251741,998387790)+W(4,-1128045540,1010660367,-1115164896,-1096786527)+W(5,-1109767888,1010452735,-1130073888,-1161269496)+W(6,1009416079,1014043007,-1124472846,1028586964)+W(7,1004868686,-1122799750,1023899390,-1126055830);WS(1064255296,1017910760); +sum1=W(0,1034554881,-1112041607,-1108750194,-1098306542)+W(1,-1140839485,-1117661336,-1142577806,-1131295699)+W(2,1054734130,1053450179,1051103338,1044871248)+W(3,-1103441076,1027829882,-1122634224,1024857124)+W(4,-1098111935,1024002066,-1095577677,1046694116)+W(5,-1111281057,1048629833,1032310597,1048835924)+W(6,-1127407003,-1117294562,1016696883,-1097130662)+W(7,983357671,-1104687573,-1118108640,-1098281839);sum2=W(0,-1120767464,1032914397,-1109760249,1040094052)+W(1,1016200567,1009241688,-1122384418,1032959032)+W(2,1053966016,1073793292,1060302091,-1072585870)+W(3,-1094220304,-1113143087,1028063795,-1104349617)+W(4,1035968374,1040357442,-1122023462,-1086238928)+W(5,-1172011891,1043210576,1025380203,-1119727737)+W(6,-1147532546,-1129131123,-1130362887,-1116834009)+W(7,1036030945,1015923256,1017132829,1019714285);WS(-1096343168,-1126236522); +sum1=W(0,1030703603,1007810299,1040041675,1047119465)+W(1,-1113575360,-1132527909,-1134236941,1009418349)+W(2,-1108689250,-1119306439,-1096469888,-1085509191)+W(3,1056154112,1020253526,1041829816,1033231243)+W(4,1038321302,1031818658,1053153171,-1089344732)+W(5,1045446045,999324634,-1115315934,-1107897834)+W(6,-1121378303,-1127608870,-1126859158,1045457184)+W(7,-1144694086,1029954693,1019451938,1026209383);sum2=W(0,983284602,1016178696,1029794920,1029986296)+W(1,-1109420788,-1131549160,-1118046352,-1117716768)+W(2,1020456556,-1144975071,-1114118472,1041996066)+W(3,-1139464095,-1114876306,1015095008,983229178)+W(4,-1131636264,-1131007184,997214653,1053737341)+W(5,-1097949071,-1113647896,-1115559594,-1141234271)+W(6,1015204808,1022946788,998054973,1023304596)+W(7,1029400914,1024576522,-1124860928,-1131778280);WS(1054415488,1031748714); +sum1=W(0,1032036500,-1106849745,1032905605,998976710)+W(1,1035586875,1024707071,-1137244643,1040319748)+W(2,1016814449,1048190511,1025341687,1051815981)+W(3,-1102465150,-1113968464,-1127337837,-1115415046)+W(4,-1098109636,-1110288412,-1090213441,1042721902)+W(5,-1117518441,1046144796,-1117570737,-1135047459)+W(6,1018567785,-1119790601,1041909072,1029877301)+W(7,1033626399,-1106536335,1018599181,-1122513053);sum2=W(0,990440998,-1138393335,-1115155620,1002996807)+W(1,-1122715509,-1107496177,-1109700727,-1100731818)+W(2,-1103416430,-1121991569,-1128966950,-1100463136)+W(3,-1095499559,1010012987,1000571127,1048400711)+W(4,-1120602807,1037302636,-1098451061,1060125031)+W(5,1057202890,1038403096,1011003397,1041385707)+W(6,1034530622,-1117267403,1032576586,-1114490937)+W(7,-1120765719,-1126507430,1027555951,-1105804206);WS(1057399616,1074070393); +sum1=W(0,-1116946950,-1167692925,1025124136,1027460150)+W(1,1033233658,1043057687,1031827147,1036180887)+W(2,1049855515,1048650971,1035712138,-1096264273)+W(3,-1093603523,-1089515076,-1102565613,-1089497938)+W(4,-1097294408,-1103643414,-1094845877,-1106323062)+W(5,1045414146,1057610273,1043872372,1048651645)+W(6,1045229301,1041758026,1045455640,1036926493)+W(7,1036007790,-1123310040,1012034194,1034964477);sum2=W(0,-1099019906,1016280180,-1104956478,-1160553787)+W(1,-1115190705,1040551613,-1110901592,1043284947)+W(2,-1135117191,-1104821294,1031344902,1057285857)+W(3,-1108143797,-1096822242,-1121444630,-1108844527)+W(4,1053230727,-1108236474,1044240449,1060881655)+W(5,-1141578351,-1110487530,1033167055,-1097266933)+W(6,-1102919364,1021862852,-1102746088,-1121198562)+W(7,-1107568696,1027740054,-1115478973,1039050835);WS(-1079272096,-1088198283); +sum1=W(0,-1150549691,-1136809437,1035238887,-1114730926)+W(1,1013948517,1024493634,1014747375,1007675727)+W(2,-1112293630,-1147892734,-1101200910,-1153686203)+W(3,1033312670,-1111552818,993656219,-1115285591)+W(4,1038263474,-1131332343,1042949876,-1109365886)+W(5,-1123815596,1033656538,999554974,1031561484)+W(6,-1117531256,1024124492,1022854919,1038223988)+W(7,-1137128325,-1131368443,-1123012682,983503863);sum2=W(0,-1130912341,933663296,1024898014,1026863962)+W(1,1006981209,1015250909,-1128875465,-1163156681)+W(2,-1131869901,973137042,1022547165,-1103034755)+W(3,1032168251,-1122671508,1002623282,-1124284861)+W(4,1021624533,1031913949,1049231168,1074345895)+W(5,1046910286,1033396431,1015118461,987851849)+W(6,-1116201618,-1114826138,-1097351564,-1074065991)+W(7,-1101411998,-1116799454,-1122428830,-1131138133);WS(1066898592,-1135257599); +sum1=W(0,-1110180874,-1104421608,-1108282395,-1109212258)+W(1,-1112266449,-1104815307,-1117810340,-1107536862)+W(2,1039457202,1036077428,1042328969,1047234565)+W(3,-1102031401,-1101771699,-1107974833,-1105991798)+W(4,-1099722419,-1109956850,-1108344348,1050666829)+W(5,1052651555,1056795268,1044347095,1052879183)+W(6,1033603984,1025966004,1027866348,-1127852161)+W(7,-1117920074,-1103088922,-1114797145,-1109126692);sum2=W(0,-1109573955,-1130272686,-1112628352,-1135365682)+W(1,-1127976571,-1109041460,-1141484375,-1124075328)+W(2,1053252716,-1099761318,1053124236,1015950468)+W(3,1055173972,1056516595,-1111992284,-1111067004)+W(4,-1111963093,1023415227,1036225124,-1098416341)+W(5,984548524,-1099834172,-1115296758,-1123095583)+W(6,-1104024699,-1113318439,-1113101390,989675628)+W(7,-1113626094,1021900236,-1121224929,1035158074);WS(-1080514464,1071098312); +sum1=W(0,1029423638,1032590577,1026820152,1032314563)+W(1,-1121041060,-1118573868,-1120807462,-1138006521)+W(2,-1104998922,-1109637973,-1100165641,1052963835)+W(3,1049180397,1051364482,1040988017,1046351030)+W(4,1034143047,1035675859,1041959039,1044386890)+W(5,-1094089003,-1091683740,-1104568584,-1100071438)+W(6,-1121480226,-1116754806,-1119258414,-1124675269)+W(7,-1141724766,1026232616,-1142663074,-1128189972);sum2=W(0,-1103917515,1015651007,-1110033797,-1102760582)+W(1,-1111112749,1038662254,-1114159185,1037944898)+W(2,1047440331,-1161898742,1037971494,1064882055)+W(3,-1094052244,-1095531648,1028288648,-1103088589)+W(4,1045127249,-1107946310,1032097498,1062501861)+W(5,-1097807648,-1103513552,1000704926,-1103412727)+W(6,-1101094893,1034127906,-1105034150,-1105985747)+W(7,952358760,1029080884,-1115269879,1036625418);WS(1048356096,1025975827); +sum1=W(0,-1127785256,-1122099232,-1101696686,1026577988)+W(1,1038799529,1035389109,1026796836,1026531900)+W(2,1042988217,1042373466,1057753530,1024353684)+W(3,-1089144738,-1100403603,-1117105634,-1118224663)+W(4,-1143337570,-1109964850,-1091154007,1027827940)+W(5,1052285203,-1125657656,-1109515886,-1110632314)+W(6,-1113788528,985728647,981326605,1025248769)+W(7,1031883373,1042938314,1041478413,1024598728);sum2=W(0,1012220951,-1116521159,-1112142878,1029633040)+W(1,-1134401830,-1123437332,-1127274631,-1127142758)+W(2,-1127410563,-1105350472,1052174871,-1097063130)+W(3,-1157154125,1029744370,-1133421881,1031896001)+W(4,-1133847817,1023881724,1044599155,-1106094805)+W(5,1059986787,-1111846084,1028497368,-1111750394)+W(6,-1150652997,-1121646209,-1123898264,1019540966)+W(7,-1101447493,-1113752268,-1115689394,-1144497399);WS(1047538944,-1094881626); +sum1=W(0,-1131292909,-1116924690,-1112297452,1021777101)+W(1,1043477817,-1116873677,-1148100662,-1142312694)+W(2,1026526343,1015768341,1061821276,1006944475)+W(3,-1091685625,1042550748,-1112344306,1025260793)+W(4,-1137367995,1040643394,-1088680894,-1090839121)+W(5,1059324523,-1162815447,1036475455,1009991259)+W(6,-1137761291,-1105713526,1031500559,-1122499811)+W(7,-1107169411,-1119456201,998501030,1032218389);sum2=W(0,1018368946,1027383442,1026347909,-1120907217)+W(1,-1113638165,1015876554,-1121952605,-1157376536)+W(2,-1112001321,-1114299623,-1159080892,1048017951)+W(3,1043117803,-1117678872,1016312397,-1122492527)+W(4,-1120361628,-1113414147,-1114902877,1047229175)+W(5,1034197636,-1153448320,1030999359,-1146986041)+W(6,-1136144308,995591994,-1130300135,-1113455406)+W(7,-1104824263,-1135559770,-1116260909,1024817261);WS(1059019584,-1093542352); +sum1=W(0,-1118590060,1036739212,-1117950862,1044992135)+W(1,1031932973,-1157350427,1018600951,-1135788111)+W(2,1030085820,-1117660736,1053611807,-1088498407)+W(3,-1106481599,1041316489,1033416637,1042914684)+W(4,1044414089,1037660574,1035930184,-1087395836)+W(5,1044296603,-1101366685,-1113146202,-1105147443)+W(6,-1139295455,1017695255,-1132182919,1041445842)+W(7,-1162575911,1028651518,1029799946,1024137952);sum2=W(0,-1139124704,-1129149604,-1112674264,1041796064)+W(1,1023328190,983636161,-1131439188,968306692)+W(2,-1098733365,-1096002059,-1099326395,1042574015)+W(3,993486752,1013026008,-1121650464,1025526661)+W(4,-1134878408,-1139933424,1006823136,1054885382)+W(5,1040771663,1012616072,-1119789204,1007743024)+W(6,1017748092,-1120672660,1007868832,1038924927)+W(7,-1118903044,-1117420588,1032346590,1016029412);WS(1034201600,1032755867); +sum1=W(0,-1153568391,1027758260,-1120836106,-1106713574)+W(1,-1110497539,-1113115007,-1129181937,-1106649828)+W(2,-1096012775,-1105013167,-1096428191,1052356477)+W(3,1040996254,1046162344,1026611286,1046578147)+W(4,1054286804,1040809774,1052819554,1045456334)+W(5,-1104715738,-1106901340,-1119554608,-1111616164)+W(6,-1151613767,-1113241540,-1109787424,-1103823871)+W(7,-1140335480,-1136669162,-1129950605,1018423993);sum2=W(0,-1116195452,-1114916062,1015539387,1031939547)+W(1,1004500534,1002967134,-1116253852,1037899637)+W(2,1046553581,1044137813,1039450853,-1081686100)+W(3,-1106570618,1023858175,1032662783,1018521363)+W(4,1060291180,1067697792,1056432615,-1075409426)+W(5,-1100622921,1018449047,1002080710,-1106597825)+W(6,-1133268119,1023665145,1037512606,1033868463)+W(7,1015733077,-1120650920,1016550645,1008358731);WS(-1092032128,-1114982082); +sum1=W(0,1022785838,1030256707,1019093490,-1129380878)+W(1,-1136259347,-1112386231,-1119087591,-1105547264)+W(2,-1092594901,-1096516325,-1091986421,1046024022)+W(3,-1122621159,1047446468,983613607,1044817638)+W(4,1053421570,1038780564,1047196191,1055287349)+W(5,-1127922606,-1103792760,-1127804734,-1107803612)+W(6,-1131318086,-1117764855,-1114799192,-1136363407)+W(7,-1144800614,1031400745,-1141783466,1035179430);sum2=W(0,1041280609,-1122718101,1032208518,-1105883428)+W(1,1032385022,-1105712369,1026423073,-1100029914)+W(2,-1101864626,-1105911709,-1098031958,1058683727)+W(3,-1120084233,1049511237,-1101782173,1048360263)+W(4,-1094055741,-1103824921,-1096453130,1064792422)+W(5,1036982526,1028614917,1024411853,1045846387)+W(6,1033694830,-1107222411,-1124818562,-1108861898)+W(7,-1126293810,-1108778587,1022233154,-1104838815);WS(-1109129728,1010433912); +sum1=W(0,-1117250164,1006908285,-1122855062,-1107144297)+W(1,-1106683568,-1123315850,-1130212999,-1125685047)+W(2,-1096823624,-1105899410,-1092542200,1057728383)+W(3,1037050434,1026000812,-1117617698,-1122267030)+W(4,1040646763,1019351431,1052048931,1064635860)+W(5,-1117087348,-1107858814,-1107016783,-1100117973)+W(6,1019407999,-1137630799,-1109418342,-1105008732)+W(7,-1114857797,1029923270,-1137382471,1034575732);sum2=W(0,-1153548328,-1146428548,-1122720334,-1131960189)+W(1,-1105417557,-1140382642,-1130524097,1025793768)+W(2,-1138461074,1040260969,1050908092,1057542522)+W(3,1046314824,-1105004761,1024281381,-1110366356)+W(4,-1109953492,-1109276610,-1119113122,-1109440842)+W(5,1008998438,-1140136790,-1119699464,-1135544654)+W(6,970383811,1016706951,-1113772244,-1149783528)+W(7,-1111645386,-1114961145,-1128062487,-1113390177);WS(1028043776,1066748487); +sum1=W(0,1020869188,1029235758,-1130366216,1035504777)+W(1,1043701316,1028701624,-1140377801,-1122144394)+W(2,1042153037,-1142684082,1055996350,1053860476)+W(3,-1085695847,-1103910983,-1112356264,-1125763849)+W(4,-1114798157,-1109061593,-1084468040,1054127718)+W(5,1050138268,-1111428405,-1142788434,-1122964802)+W(6,-1111756535,1025123714,1039957533,1020063133)+W(7,1020852591,1027291444,1023500800,-1137256281);sum2=W(0,-1124029698,924100096,-1114278109,-1110737625)+W(1,-1113250169,-1121059730,998717971,-1125884533)+W(2,-1129530165,-1119644642,-1119677450,1050522694)+W(3,1031715210,-1121636434,-1145009875,-1119348450)+W(4,-1125964837,1007880106,1030663674,1051750384)+W(5,-1120664914,-1117515026,-1122454562,1010693450)+W(6,1021970837,-1133743274,-1118803866,-1114387111)+W(7,999385235,1025411170,1019195093,-1127692741);WS(1060837696,-1133947077); +sum1=W(0,-1111653883,1028161858,1026751705,1035200691)+W(1,1000443428,-1124636570,-1153569903,1010162044)+W(2,1043511426,-1107876293,1032976162,-1100826286)+W(3,1046154066,-1109841015,1028652293,-1123706233)+W(4,1035524535,1015032078,1051427819,-1104551490)+W(5,1014718172,-1105048272,-1150803951,-1122173975)+W(6,-1102491073,-1120891991,-1107214884,-1125941943)+W(7,1038586510,1029969865,1023653077,990755503);sum2=W(0,-1109148006,1027230711,-1141349815,-1115012616)+W(1,1025861327,-1129789352,1018453676,1031045509)+W(2,-1124907300,-1130116966,-1099589874,1033368851)+W(3,-1097709653,1048790586,-1111271581,1042673858)+W(4,-1092637531,-1092832201,-1085994041,1040685020)+W(5,1063174823,1056989663,1049450817,1044673285)+W(6,1058387135,1052271642,1062146597,1019043320)+W(7,-1085821967,-1089224415,-1100831168,-1096709646);WS(1052991104,1024635730); +sum1=W(0,1035832004,-1113667962,-1115665493,-1099876558)+W(1,-1124670698,-1123144798,-1141396670,991927035)+W(2,1054985227,1053766219,1046292645,-1128304655)+W(3,-1115760280,1032906080,1011324759,1032830229)+W(4,-1101014640,1027437528,-1097461637,-1148766910)+W(5,-1103841730,1048476772,1034147624,1048946541)+W(6,-1119430356,-1121298600,1029858016,-1098528437)+W(7,1026860541,-1107490221,-1114702739,-1098098175);sum2=W(0,1023525971,-1123155104,1037524511,-1119336486)+W(1,-1120201684,-1140931614,1025256785,-1116496860)+W(2,-1101540780,-1081244300,-1094597742,1068940029)+W(3,1051860638,998725346,1002156586,1038812729)+W(4,-1109590196,-1107189914,1026840221,1038949441)+W(5,1014639773,-1110977051,-1117345859,1033886084)+W(6,-1124206084,989815561,979200786,1039597181)+W(7,-1126284432,-1128575576,-1123250336,-1117282785);WS(-1106197760,-1107941957); +sum1=W(0,-1126741205,992223587,-1103296147,-1096167611)+W(1,-1103227950,1041994672,-1124973941,1027666259)+W(2,958134964,-1096404880,1050569383,-1089676235)+W(3,1032016157,1020956357,-1180953690,1043412107)+W(4,1042417753,-1114006205,1053212362,-1101748223)+W(5,1057274419,1042030605,1049652990,1052224033)+W(6,-1131232109,-1156891819,-1104768673,-1105076618)+W(7,-1101041056,-1124618361,-1114495652,-1117167007);sum2=W(0,-1114619118,-1149001791,-1110825372,-1090736686)+W(1,-1106216772,1027272732,1033544093,-1120615480)+W(2,1033666378,1045400432,924614016,1063026008)+W(3,-1114127208,-1108719036,1032301903,-1114760302)+W(4,1015708744,-1103940412,-1107881456,1059931802)+W(5,-1107266078,1024735270,-1134995311,1034226031)+W(6,1027002418,-1125963088,-1103385448,-1091159350)+W(7,-1139192735,-1125128312,1019689496,1032462491);WS(-1076602784,-1079939509); +sum1=W(0,1033209209,-1124683769,1015980198,-1141354248)+W(1,-1106007132,-1114123684,-1121157953,1019464370)+W(2,-1103738752,-1119780485,-1096323000,1042233324)+W(3,1054450248,1052850909,1043529432,1045060053)+W(4,1025390185,1041533536,1052087227,1039917313)+W(5,-1105614956,-1098158311,-1107965437,-1103437636)+W(6,1002177000,-1112424745,-1104846498,-1113895617)+W(7,-1119444855,-1112376802,1021969694,-1109951699);sum2=W(0,1032197744,-1119329897,1026978731,1042368013)+W(1,1034747948,-1109569271,1037031349,-1111213511)+W(2,-1106233686,-1117977933,-1119744119,-1074309068)+W(3,1068607081,1064708176,-1119111329,1041980892)+W(4,-1119285117,1035649904,1046616172,-1080074847)+W(5,1045039448,1043980108,1029320825,1028259198)+W(6,1036373860,-1113988579,-1150690390,-1148379867)+W(7,1031972703,-1113275705,1015848847,1008019670);WS(-1093673600,-1131421273); +sum1=W(0,-1121371719,-1126420325,1033366837,1021303790)+W(1,-1117842165,1011797877,1021502382,-1131840478)+W(2,-1114120908,-1110871822,-1087025669,-1118558279)+W(3,1056872571,1032969664,1037611499,1040800018)+W(4,1035660544,1021798446,1058317703,1042294182)+W(5,-1088792724,-1114500968,-1111697864,1017988942)+W(6,1009001293,1008740253,-1120291359,1022689127)+W(7,1031810222,-1148303562,-1137856917,-1121301883);sum2=W(0,-1145039688,-1129835426,-1119915157,-1110668832)+W(1,-1111519800,1002833896,-1127947266,1006052904)+W(2,-1114206314,-1119983153,-1121785409,1051729955)+W(3,1012089860,-1118223897,-1130809610,-1123764449)+W(4,-1116540509,-1113040628,-1118504757,1051989643)+W(5,1039755978,1025479957,-1158783904,-1127132522)+W(6,1020565626,1000979816,989230112,-1112437186)+W(7,-1112214518,1015165050,-1128941978,1025956493);WS(1065682080,-1111828541); +sum1=W(0,1015869752,1017604463,-1112250175,1024786188)+W(1,1036568133,1002255762,-1131800664,982208647)+W(2,-1145885026,-1115077208,1052074397,-1121697500)+W(3,-1086889687,1045248549,-1130857684,1037568127)+W(4,1022264616,1021224792,-1089954536,1047440331)+W(5,1049268572,-1109225970,-1123514660,-1113425822)+W(6,-1126764880,1032942526,1040282413,1035803452)+W(7,-1125683619,1031850711,-1141787602,1017131424);sum2=W(0,-1122978131,1016040732,-1114060649,-1125004872)+W(1,1029971540,1026938249,1017189437,-1124460348)+W(2,1016858600,968811648,1029169324,1051074882)+W(3,1006053609,-1154135582,-1115290499,-1140773838)+W(4,1028741871,1021399769,1032336595,1031746308)+W(5,-1103346234,-1113140779,-1141169189,-1122277912)+W(6,993636865,-1144040913,-1118019503,-1109484363)+W(7,-1124468225,1013417282,-1169769501,-1139883250);WS(1068575136,1057679145); +sum1=W(0,-1106541599,1008215334,989927934,1042310507)+W(1,1018512183,1040070410,1014261304,1041475113)+W(2,1049880682,1049251178,1026486412,-1095539136)+W(3,-1094672658,-1089191083,-1100618939,-1087252724)+W(4,-1093397815,-1111487207,-1092992340,-1103138323)+W(5,1043830943,1057944056,1044894993,1049811244)+W(6,1052783569,1042509671,1051194971,1040579493)+W(7,1038856114,-1114567880,1025292508,1038361721);sum2=W(0,-1114445084,-1136765855,1039574032,-1113238946)+W(1,1030357662,-1106803932,964162478,-1113028634)+W(2,1053593458,1055007475,-1105638736,-1078800745)+W(3,-1104375874,1059224194,1050059734,1035501186)+W(4,1057823779,1054334485,-1096181786,-1078443122)+W(5,1049857835,1058193036,1043677394,1029634285)+W(6,-1150175899,-1141017037,1042094581,-1134493359)+W(7,1020483059,-1099695416,-1118569338,-1110238952);WS(-1069843280,1043992756); +sum1=W(0,-1124948267,-1135429253,1025550072,1025838726)+W(1,1019242118,-1116233196,998797102,-1130610171)+W(2,1027695014,-1119099178,1044103833,-1113789227)+W(3,1039477491,1024839950,-1142719774,1028120504)+W(4,-1108770183,1017935435,-1112757821,-1130965835)+W(5,1042243413,-1101790135,1012540023,-1106167085)+W(6,1008956039,-1129507307,1030807982,1014849865)+W(7,-1114625158,1035190516,-1127852007,1023573770);sum2=W(0,-1114838118,-1121247640,-1095359738,-1072953064)+W(1,-1093135708,-1115141896,-1116140314,-1127503160)+W(2,1026300352,1028491168,1053083344,1074653957)+W(3,1056568596,1033233928,1030713448,1023653964)+W(4,1004928481,-1130258048,1024432884,-1102013621)+W(5,1030571276,-1116002270,1015669456,-1129660856)+W(6,-1130791968,-1127851536,1025789396,1030571860)+W(7,984097412,1025870428,-1120604784,1016702232);WS(1066802848,-1129257078); +sum1=W(0,1015630667,-1118978065,-1113784260,-1101616805)+W(1,-1108037466,-1114908350,-1114956027,-1111947911)+W(2,1033473243,-1155453851,1035395194,1065736411)+W(3,1045542397,1040181775,-1177594330,1036229652)+W(4,-1104672775,-1122431286,-1115117829,1061324843)+W(5,-1100789945,-1114134583,-1124148059,-1138173719)+W(6,-1114728473,-1121467910,-1105320751,-1095556296)+W(7,-1104703871,-1109993148,-1111474306,-1106051686);sum2=W(0,-1109560646,-1134031950,-1107125821,1017238679)+W(1,1024343484,-1127256871,1004378333,-1129735047)+W(2,-1155123513,-1108713026,1038996664,1026897780)+W(3,-1107646918,-1107869542,-1112902766,-1145442397)+W(4,1035199782,-1107664082,1043157052,1051508948)+W(5,1055083262,998755997,-1159444594,1012570830)+W(6,-1115008786,1019412439,-1123597732,1016515095)+W(7,-1106563795,-1116358964,-1117600772,-1110777694);WS(-1093453440,1062530498); +sum1=W(0,-1124930739,1018166794,-1109529502,-1114300581)+W(1,1025096231,1023247327,998443854,-1125424515)+W(2,-1115495349,-1109318263,1024699176,1040214918)+W(3,-1105577322,1043329716,-1123543752,1034740398)+W(4,1025637074,1039727605,931786146,1052285453)+W(5,1009762919,-1105534248,988548151,-1116356474)+W(6,1023868966,1023563962,-1131885027,-1104984446)+W(7,-1110072888,-1137647791,-1123805240,1018092315);sum2=W(0,-1116378324,-1110334365,-1139723269,-1134041225)+W(1,-1147091114,-1112237914,-1123080609,-1131603942)+W(2,1018118074,-1135013993,-1117515615,-1097345050)+W(3,1039717826,-1107830137,1032288465,978891919)+W(4,1027066059,1002595554,1053899571,1043336959)+W(5,1040668505,1010598309,1016807738,1026333875)+W(6,-1110082211,-1111471528,-1114430561,1040454031)+W(7,1033656482,-1117546906,-1115822981,-1119917138);WS(1067735712,-1080534052); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns32, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns32-win8x6.glsl b/shaders/nnedi3/nnedi3-nns32-win8x6.glsl new file mode 100644 index 0000000..c0d3608 --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns32-win8x6.glsl @@ -0,0 +1,258 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1120567290,994153301,-1139074345,1021572063)+W(1,-1117468940,-1119615974,-1132374181,1016607238)+W(2,992947237,-1137843051,-1125619459,1000210819)+W(3,-1132591953,-1122316900,1053527378,-1096186409)+W(4,-1144213939,-1121684346,-1125130389,-1146864427)+W(5,1046512564,1056444330,-1138699933,-1129869365)+W(6,-1117911182,1031756856,-1093298645,1051252577)+W(7,1023905988,979248533,-1119806663,1024055745)+W(8,-1112059294,-1109040755,1033651817,-1119537890)+W(9,-1121091407,1003125923,-1120338466,-1148456803)+W(10,-1133630411,-1141776739,-1126690796,1029429758)+W(11,-1110173889,-1113641375,1032546877,-1127458445);sum2=W(0,-1126549409,1022573468,-1140490164,-1114833146)+W(1,1021805248,1003196031,-1119263575,-1114028928)+W(2,-1119708173,1024108770,-1146392599,-1113990054)+W(3,1019494412,-1116443736,1032492771,1037187519)+W(4,1026983682,1006796332,-1124834267,-1099458226)+W(5,1055169273,1055452063,-1095922228,-1126677517)+W(6,1007192676,1017309436,1044169825,-1106256028)+W(7,-1122158651,1022777176,-1122284082,-1118444706)+W(8,1039787167,-1112035826,-1118290710,-1130573089)+W(9,-1127647730,-1121042004,-1145097543,-1125070906)+W(10,-1129575364,-1123455912,1010488320,-1109973330)+W(11,1044065299,-1121131548,-1121253833,1019346120);WS(1060265584,1063714812); +sum1=W(0,1021450242,-1128788280,-1111111528,1039397963)+W(1,-1131322533,1011253684,-1123065753,1022311347)+W(2,999728711,-1108349889,1022720848,974355898)+W(3,-1137050988,1028928107,-1119265827,1026074151)+W(4,1019796282,-1136338948,1021294882,-1140362288)+W(5,-1137639751,-1102959280,1043907075,1025863841)+W(6,-1118036885,1024570351,-1101623708,1041760911)+W(7,-1151514983,-1136816500,1009531192,1035626828)+W(8,-1106406289,1036057270,-1132552740,1027651305)+W(9,-1118665549,1025121435,-1128138578,1017790822)+W(10,-1124857459,-1139070668,992320459,1029327365)+W(11,-1106167682,1037788386,-1134343810,1024478285);sum2=W(0,1023758242,-1130878336,-1120671625,1027498838)+W(1,-1144315403,-1131041230,-1124053764,1017938673)+W(2,-1145138723,1027873020,-1122179044,-1127336921)+W(3,1000956747,1028583936,1005174931,1053869854)+W(4,-1093535895,1009416925,-1122894214,1031015106)+W(5,-1104963408,1073183850,-1074622268,1033668418)+W(6,999883691,994031846,1001047899,1053107786)+W(7,-1094361386,990806038,1004424067,999096115)+W(8,-1126082311,1035733703,-1114468554,992895974)+W(9,-1150041590,-1134395125,1002728051,1022225293)+W(10,-1123867271,-1131337021,1009546537,1005722235)+W(11,-1135618057,1023923178,-1126165581,-1138321549);WS(1067199072,981674447); +sum1=W(0,-1113726457,-1105288827,1040785760,1032552483)+W(1,-1124907206,-1139898486,1018794771,-1113372949)+W(2,-1099180638,1040483381,-1114167068,-1127069135)+W(3,-1115871564,-1095136821,1050678235,1054762461)+W(4,-1107257499,-1118671794,1008735750,-1102105679)+W(5,1052734745,1065065389,-1097429016,1035770473)+W(6,-1125817867,-1103744656,1044281884,1044820043)+W(7,-1104994292,-1122788302,-1125149117,-1108798620)+W(8,1033282170,-1097094388,1027211226,-1125646899)+W(9,1001830321,-1137689902,-1121192922,1010644366)+W(10,-1114303237,-1123221796,1016463803,-1099284685)+W(11,1032013917,-1124668651,1015961570,-1114483455);sum2=W(0,-1124538541,1021627528,-1127440395,1027300307)+W(1,1020622605,-1130074937,-1139313841,989560618)+W(2,1028695072,1011050585,999023778,1015498074)+W(3,-1119374292,1014774531,-1102978428,1052523334)+W(4,-1119874204,-1126569197,1010830983,1026431506)+W(5,-1087762234,1053318756,1038687085,-1128231773)+W(6,1020827626,-1118520012,1027251929,-1113197028)+W(7,1029469191,1018969905,-1125616841,1018739126)+W(8,-1109480314,1034265115,-1125820221,-1123965604)+W(9,1008596323,1014458179,1023848922,-1134832277)+W(10,-1159659466,1024095771,-1136528497,-1129452021)+W(11,-1132845253,1022117249,-1150305989,-1130502215);WS(-1082327904,-1101742629); +sum1=W(0,-1128942355,994965062,-1116531225,1027052286)+W(1,-1127603958,1021969515,1007179909,-1124051394)+W(2,1022855203,-1119991818,1015495233,-1129777663)+W(3,-1172666584,1029361427,1044526075,-1110346311)+W(4,1026992677,1017142675,-1115398989,1047686461)+W(5,-1095192109,-1106285700,1037065627,-1113404469)+W(6,-1145393643,1028067431,-1123739865,1043850022)+W(7,-1119388383,-1130059467,-1126910957,1025118144)+W(8,-1116394763,1030498357,1013662917,1016457699)+W(9,-1153678686,-1121058723,-1123838961,1032721886)+W(10,-1119902562,-1131255799,-1127439210,1018201755)+W(11,-1120454737,1034890279,1021249778,1017348651);sum2=W(0,1014279427,-1130890464,-1129394348,1014973315)+W(1,-1152876382,1004833335,-1131491186,-1137235679)+W(2,1024729347,-1130557096,-1150339726,-1141673719)+W(3,1026571161,-1097554196,1048952496,1014221291)+W(4,1016692910,-1159625756,1042930837,-1073378768)+W(5,1073588633,-1105375875,1035354953,-1124590261)+W(6,1025279833,-1092458255,1053816664,1016092170)+W(7,-1129170378,989537980,993445038,-1130245298)+W(8,1029166823,-1119905200,1027382919,-1138326931)+W(9,-1133457551,-1120075373,1030737081,-1147013927)+W(10,-1124802440,1017200998,1014707171,-1135266971)+W(11,-1151431678,-1161525308,979085751,1009604643);WS(1067891072,-1132872541); +sum1=W(0,1025237873,-1122834636,-1117007553,-1114151507)+W(1,1031366707,984935338,1014334757,1020114356)+W(2,-1118569017,976917621,1039451348,-1152616053)+W(3,1030238795,-1105197551,1049984500,-1088419628)+W(4,1049092386,-1123762161,1029025473,-1121917372)+W(5,-1114461425,1051488823,1008484089,-1145922699)+W(6,1007260181,1038150728,-1084792932,1053317187)+W(7,-1122288663,1012164149,-1121222990,1024596920)+W(8,1039495098,987986858,-1131993235,1000937675)+W(9,988616634,1024170379,-1124531763,1026119523)+W(10,1022258228,1011615629,-1123834925,1015271403)+W(11,1027254009,993078101,999667975,1004174827);sum2=W(0,-1144599930,-1116760996,1032730282,1032901632)+W(1,985378521,-1129170670,-1136232721,1019759527)+W(2,-1125055029,1027655943,1005941018,-1131155477)+W(3,-1137221455,-1111064134,1047170030,-1115058011)+W(4,-1129460922,-1129924333,-1128645029,1041961890)+W(5,1050767412,-1130649513,1019394239,1022276751)+W(6,-1151231836,1036336113,-1093680614,-1116185015)+W(7,-1115704458,-1148456898,-1156748756,1033905549)+W(8,-1120368706,-1105887613,1024734935,1015791177)+W(9,-1160295481,1022489781,-1115425401,1012694293)+W(10,-1147415538,-1140100033,1020235585,-1122711401)+W(11,-1132924343,-1122854992,1018590227,1012472897);WS(1059709408,1024973287); +sum1=W(0,-1126012593,996494647,-1119189544,1028092109)+W(1,-1124577204,1023428420,1004611460,-1122880609)+W(2,1030391200,-1114579692,1016065247,-1127475101)+W(3,-1134152138,1020165829,1046947367,-1111968183)+W(4,1002304420,1021721777,-1114032340,1049657976)+W(5,-1094041084,-1106474499,1040268033,-1114564220)+W(6,-1131432537,1014735450,1018380112,1044458845)+W(7,-1114168306,-1128430825,-1126017195,1032225804)+W(8,-1112475533,1030371012,1023640576,1019190017)+W(9,991561039,-1115613273,-1123292160,1033263557)+W(10,-1119951545,-1127717781,-1124178504,1022764985)+W(11,-1122300512,1034006830,1017080432,1017178441);sum2=W(0,-1125800395,1024962708,1023886172,-1122338700)+W(1,-1171853367,973576887,1011909323,-1143341847)+W(2,-1144213999,1018807292,1000330119,984068764)+W(3,-1116511680,1052819438,-1097320166,-1115186882)+W(4,-1140479659,1001426319,-1103527255,1076690943)+W(5,-1072687587,-1098249874,1023038428,1007326739)+W(6,-1120293374,1057154431,-1091630497,-1117298851)+W(7,1029135274,-1135413483,-1148349175,990717342)+W(8,1012280135,1010582795,-1122270538,1008233815)+W(9,1015270352,1025045202,-1118805022,990164302)+W(10,1020995472,-1129534965,-1125483347,1023577182)+W(11,1016249338,-1125194137,1003973863,-1140102471);WS(1066253200,1009489111); +sum1=W(0,-1121073890,-1102592607,1041243549,1033075644)+W(1,-1123366116,-1130535196,1024085178,-1107707469)+W(2,1026388586,-1107162241,1004872905,-1145989825)+W(3,-1130104696,-1106598971,-1121496677,1050587318)+W(4,-1113976447,-1120961954,1023275236,-1116780301)+W(5,1049328440,1057262167,-1116780079,1023066500)+W(6,-1128214764,-1111680448,1018012708,1027096831)+W(7,-1113850464,-1121521086,-1135799996,1032050668)+W(8,-1096674093,1040843700,1015552212,1008378152)+W(9,-1141685621,-1131519352,-1122519370,1028580820)+W(10,-1123000331,-1124335656,-1121776782,1028096678)+W(11,-1101864235,-1117086438,1040749648,-1135644600);sum2=W(0,1013104936,-1106333857,1041445982,-1143812784)+W(1,-1111423698,-1153458272,-1117172679,-1121647283)+W(2,1046293466,-1098323478,1025469214,-1123006845)+W(3,-1127525498,1031691189,1054977467,1032669672)+W(4,-1110723238,1018478818,-1135146700,1030458550)+W(5,1051999059,1016608418,1041509878,-1111394764)+W(6,-1122718205,-1111791784,1044523088,-1093831562)+W(7,1024902469,-1127833490,1027187072,1009508096)+W(8,-1099681845,1044831040,-1110045970,-1140396324)+W(9,-1119344027,-1127767754,-1185033988,-1117227205)+W(10,-1129401382,-1129041118,-1128814570,1037784205)+W(11,-1107269301,-1118967703,-1121987113,1021194206);WS(1055988095,1068562120); +sum1=W(0,1025054956,1041692938,1040251631,-1141880069)+W(1,-1113980711,1011769695,-1130996743,1036197410)+W(2,1032351834,1043619883,1002392085,1020511427)+W(3,1024941510,1042434277,-1100356972,1026325313)+W(4,1040781794,-1124414423,1026193148,1039706891)+W(5,-1093055992,-1087193164,1032223740,-1163338101)+W(6,1035977616,1036807045,1047058383,-1087410536)+W(7,1047196369,1015241743,1028839961,1029783554)+W(8,1043491547,-1097265155,1027612260,-1129538215)+W(9,1016648336,1019008523,1044781893,-1104034167)+W(10,1036828166,1018634427,1025665319,1026886128)+W(11,1048991774,-1099060796,-1113322870,-1180507092);sum2=W(0,-1109623534,-1098330057,1051762285,-1105318233)+W(1,-1120494292,1036873688,-1119308996,-1121926087)+W(2,1045894429,-1111281216,1002875661,-1152598618)+W(3,-1108667787,1031129408,1029096148,-1116694436)+W(4,1042501069,-1117793653,-1107757858,-1111457821)+W(5,1060518836,-1103134861,-1104320409,1023528108)+W(6,-1126585969,-1091241820,1065480819,1017373783)+W(7,1041202422,-1117516356,-1144042093,-1092220222)+W(8,-1120268316,1034184394,-1131983911,-1123122827)+W(9,1004201965,-1112242725,1035423856,-1129342463)+W(10,1023586732,-1131565835,1024608852,-1104308532)+W(11,-1105721536,-1134873838,1017105251,1015347387);WS(-1073915832,-1098883962); +sum1=W(0,1030932360,1024626915,-1098288699,-1130380922)+W(1,1033018229,1021355752,-1131602112,1032898976)+W(2,-1117814224,-1103847418,1040490540,-1120290302)+W(3,-1125999684,-1122370130,1056014501,-1096397881)+W(4,1031863906,-1131922448,1018154928,1011274315)+W(5,-1106175819,-1105327485,1044317365,-1139369119)+W(6,-1122265980,-1113904235,-1097956311,1059753579)+W(7,-1098424101,-1121102372,-1122315861,1029902191)+W(8,-1115232133,1040451325,-1122968848,1033247800)+W(9,1018577993,-1115348785,-1126206816,1039068637)+W(10,-1136273729,-1121007738,-1120663220,-1111387910)+W(11,1017122848,1042824131,1021433455,-1143567007);sum2=W(0,-1118315643,1046909717,-1100980148,-1129801877)+W(1,-1122172234,1010610423,-1126395193,1025514844)+W(2,-1112473945,1030594060,-1111527676,-1135186433)+W(3,1014636591,1026986728,1040985677,-1101816290)+W(4,1023795758,1030475382,-1138413531,-1112879553)+W(5,1027746798,-1094641835,1027030278,-1121095046)+W(6,1013622247,-1122377333,1051150943,1041324898)+W(7,-1113671456,1015864126,-1129252552,-1114813410)+W(8,1057006779,-1106485598,-1133454616,999966259)+W(9,-1122713894,-1144089687,-1138866101,-1115757412)+W(10,1001347783,-1127643580,-1131632742,-1140190295)+W(11,1035155819,1016695560,-1139893847,-1124292419);WS(1058139200,1067005003); +sum1=W(0,-1131277347,-1103206155,1015263811,1048238354)+W(1,-1106607621,-1122297405,-1128484819,-1112832909)+W(2,-1111332237,1044526364,-1104751670,-1124214159)+W(3,1014594990,-1108301118,1004409248,1056580635)+W(4,-1107635783,1017238947,-1112913457,-1111811582)+W(5,1031432468,-1114379264,-1107787999,-1110162105)+W(6,1028891109,-1113179152,1057408386,1025802539)+W(7,1020725062,1002560364,-1118434446,-1100757638)+W(8,1053177162,-1104236495,-1114959053,-1113724157)+W(9,-1125459884,-1116265771,1035803645,-1124751623)+W(10,-1129296244,-1123244163,-1151139539,-1119227733)+W(11,1052437131,-1121289813,-1120069105,-1115210511);sum2=W(0,-1121057595,1023292260,-1111891368,1035766063)+W(1,1032208606,-1122161823,1016432775,-1124268922)+W(2,1029388268,-1118389960,-1122510207,1028529468)+W(3,-1112629457,-1116199054,-1123843875,1033023394)+W(4,-1113138713,-1118001871,1031151061,-1110795130)+W(5,1054055516,1054507013,1019595258,1026811027)+W(6,-1126819952,-1103006120,1020478730,-1104664187)+W(7,-1114598707,-1116707921,1021228732,-1134369449)+W(8,-1135412321,-1121918429,1023542227,1018790016)+W(9,1009585899,-1120667087,993043492,982538191)+W(10,993709924,-1146185904,-1127402608,1016333862)+W(11,996548072,-1108029597,-1129671373,-1152045912);WS(-1091835967,1038509097); +sum1=W(0,1002958335,1041562959,-1124369824,-1093861855)+W(1,1039801017,-1132073944,1031236696,1038000620)+W(2,1029288008,-1100002304,1038306915,1032364667)+W(3,-1122124314,1042029266,-1104824881,-1087002164)+W(4,1037725118,-1122032128,1034973544,1034473413)+W(5,1049571184,1052741396,1041619283,1036587856)+W(6,-1120202292,1040514695,-1089024373,1044570703)+W(7,1031782758,-1138629744,1015820538,1042048878)+W(8,-1089426268,1042398171,1038671876,1010685600)+W(9,1033636218,1029242778,-1107643796,1023923250)+W(10,1025678032,1027566834,-1121967836,1042898689)+W(11,-1091407169,1030369604,1043274836,-1153060031);sum2=W(0,1016791821,-1110538641,-1114409767,1045544748)+W(1,-1111278622,-1127655665,1013192458,1023566599)+W(2,-1113846927,1029704719,-1125617069,1012727082)+W(3,-1123883287,1000152052,-1109610416,1034122997)+W(4,-1110039103,-1131212885,1015528749,-1112636904)+W(5,1054155729,1054056541,-1108588248,1000573476)+W(6,-1131825297,-1116367667,-1109117303,1030522539)+W(7,-1132906850,-1123699129,-1132736674,-1130121037)+W(8,1016394661,-1116026974,-1135451026,-1126704253)+W(9,1019880949,-1114305335,1030290683,992430312)+W(10,-1134728538,988228497,-1117749640,1033496981)+W(11,-1157815185,-1107824982,1016739853,-1123545619);WS(-1089794384,1053743764); +sum1=W(0,977181200,-1124062435,1045792382,-1096122984)+W(1,1035356461,-1146772642,1022034304,-1123589329)+W(2,1045687772,-1100185218,1029423919,1022712508)+W(3,999195154,1008939465,1043214811,-1089534650)+W(4,1037071922,986801416,-1173982736,967031199)+W(5,1051096635,-1128424615,-1130937578,1009586465)+W(6,-1131079992,1031201254,-1106608558,1022835035)+W(7,1033635179,1012941585,-1117753925,1038421055)+W(8,-1104815387,1033659882,-1112564552,1008485953)+W(9,1011212627,1023184516,975115280,1025453978)+W(10,-1148354182,1023442138,-1131210280,1042888267)+W(11,-1113606040,-1114474998,-1115626236,1020831720);sum2=W(0,1025756371,1038582018,-1095235720,-1097242729)+W(1,1048188946,-1145714840,-1152866061,-1136865390)+W(2,1027392563,-1108446917,1009460859,1022755591)+W(3,1022411083,1028991375,-1094985700,-1092586393)+W(4,1013992713,1033471029,1021941035,-1102180290)+W(5,1062263751,1055770556,-1098658877,1018658879)+W(6,1018807869,-1127151005,1023141397,1024429444)+W(7,-1162587434,1032105067,-1162131898,-1103213990)+W(8,1032099771,1045256871,-1104388978,-1135748387)+W(9,1030478695,-1148467374,-1139645537,-1115314196)+W(10,1033707193,1008760659,-1117519259,-1101731450)+W(11,1050734432,1044538365,-1097902791,1019361371);WS(-1092258911,-1089815334); +sum1=W(0,-1139634407,1045821685,-1119357002,1034361159)+W(1,-1137425069,-1130196683,-1147044493,1034203057)+W(2,1015718019,1051668019,-1115826689,1023465264)+W(3,1017866535,1044613801,-1104936487,1032636456)+W(4,1035725147,1015877619,-1130890003,1035729090)+W(5,-1090722234,-1086460492,1010439579,-1117806874)+W(6,1027130446,1029847032,1052628837,-1094763749)+W(7,1043916211,1025832214,1016637069,-1102281888)+W(8,1057948020,-1095562645,-1114240161,-1123952546)+W(9,1016500860,-1131657511,1044884520,-1106362539)+W(10,1035145793,1029577644,1026913637,-1121093118)+W(11,1053191568,-1098187032,-1102258214,1011300119);sum2=W(0,-1128703433,-1113670137,1038503213,1040684472)+W(1,-1099552212,993905065,1012757410,1024378351)+W(2,-1102109659,-1100043210,1026887817,1003273444)+W(3,1007787634,-1111552612,1041322248,1041989415)+W(4,-1104965070,-1144755940,1023396449,-1131966925)+W(5,1061982310,1066879681,-1107386978,1019447753)+W(6,1017560605,-1114649634,-1104769108,-1101238360)+W(7,-1104448348,1019550873,1012244530,1040107467)+W(8,-1098175974,-1089047102,1016563929,1024790159)+W(9,-1143125556,-1122758108,1026757617,1023979343)+W(10,-1107880053,-1138003290,1024938353,1032092801)+W(11,-1105089779,-1100231891,1036400101,1014825186);WS(-1086002512,-1084928660); +sum1=W(0,-1131929465,-1115340892,1050776738,-1103148388)+W(1,-1143173743,-1130358353,1017039401,-1113717074)+W(2,1042912513,1010821235,-1128281895,-1122997746)+W(3,1020173741,-1102662114,1053707114,-1104889757)+W(4,-1111952748,-1139775729,-1134499377,-1097984585)+W(5,1055825787,1049797700,-1098746549,-1117617116)+W(6,-1129468257,999020755,-1108349590,1042555580)+W(7,-1106170922,1014563169,-1138890277,-1114393442)+W(8,1033511359,1041826234,-1103706929,1010736529)+W(9,-1132813939,1028151894,-1108075378,1032548919)+W(10,-1127274842,-1137959865,-1143488833,-1132982017)+W(11,-1138015505,1041074464,-1110410462,-1123442568);sum2=W(0,1000102260,-1118205558,1051204856,1041999613)+W(1,-1135930364,1019347314,-1126633986,1029900308)+W(2,1063980475,1037162912,-1134402620,-1137379540)+W(3,-1144291760,-1140439712,1066576503,-1167793729)+W(4,1020225891,1012525172,-1119827470,1041420529)+W(5,-1075398805,-1085093765,-1133429672,-1123883092)+W(6,1016232493,979974721,-1098954833,1017117707)+W(7,1028764817,-1139078108,1023762781,1006017080)+W(8,-1114660078,1033481679,1018587503,990744512)+W(9,-1141218312,-1137204884,1021034547,-1137323924)+W(10,-1132685152,-1137103964,1025293286,1002898232)+W(11,-1117648930,1002077480,1026769102,1022792204);WS(-1084377664,1027078466); +sum1=W(0,1028609881,1023875764,-1113303893,1031700430)+W(1,-1138486380,1025866053,-1129675619,1032239673)+W(2,-1114746833,1026119482,-1122216064,1016759071)+W(3,1022038247,1043647401,-1084547118,1051850662)+W(4,-1132199979,1032834541,1010908070,1024809124)+W(5,-1156932707,-1104988345,1033025459,1029398137)+W(6,1026611885,-1131519215,1050946557,-1083734174)+W(7,1043104191,1007914454,1030113110,-1128260416)+W(8,1047159719,1027361605,1018468419,1021351811)+W(9,-1132403564,1026951667,1020650755,-1111325382)+W(10,1014159432,1014779182,1031201461,-1115829469)+W(11,1037768177,1042797655,-1108759836,1018395723);sum2=W(0,-1123315648,1034590473,1026150549,1030314237)+W(1,-1113579452,1014056813,-1139192721,-1139997869)+W(2,969235347,-1112534256,-1158492453,-1132289868)+W(3,-1123875414,-1115134908,1042477897,1037120039)+W(4,-1098184684,1018097190,1030816333,1008365317)+W(5,1046059603,1027803789,1032895251,1032146261)+W(6,-1123326315,-1110803030,-1155992274,-1102080708)+W(7,-1126452160,-1114996104,1016532474,1028786615)+W(8,-1122978967,-1135183209,1047700729,1011346781)+W(9,-1130303816,1004595129,-1119026545,-1120008811)+W(10,999072441,-1115756663,-1131093304,1015409534)+W(11,-1111529432,-1109468455,1047312851,-1122411639);WS(1043014014,-1087744322); +sum1=W(0,1027952711,-1123526530,1008337244,1035059438)+W(1,-1116610857,1026995059,1020523582,-1138321214)+W(2,1022379422,-1120526792,1037330895,-1156487121)+W(3,1002118409,-1110182129,1057818171,-1086364127)+W(4,1040407761,1009757724,1021435438,1032339433)+W(5,-1110004232,-1118604170,1040846837,-1153254001)+W(6,-1138414444,1035386835,-1083267015,1057062103)+W(7,-1107059287,1021783366,1003104545,-1137297015)+W(8,1007303460,1036507098,-1128420830,1034169880)+W(9,1021955143,-1119534945,-1115695919,1038869533)+W(10,1017909759,-1138765796,1013303243,-1108462406)+W(11,1036022088,1036993862,-1142792885,1027514579);sum2=W(0,-1129567658,-1117738234,1034622765,1030957051)+W(1,1029443337,-1132249217,-1156092221,-1131091573)+W(2,-1128107850,-1118479197,1005860107,969559787)+W(3,-1123579911,-1115037144,1017778197,1041246295)+W(4,-1110926783,-1132354551,1008715269,-1115010115)+W(5,1050631618,1054490255,-1157251077,1024782459)+W(6,-1125160256,-1101087826,1045062017,-1117275788)+W(7,-1108959270,998415619,1026524337,1015586863)+W(8,-1095615964,1025836507,1020928095,1012990901)+W(9,-1137738801,-1113332277,1020345131,1027688491)+W(10,-1122972204,-1161032699,1017463077,1019720419)+W(11,-1101223712,-1120912313,983922363,1011300789);WS(1054959103,-1083836992); +sum1=W(0,-1144415487,1023853723,-1123173616,-1121737045)+W(1,-1124541667,1017937944,-1132171248,-1118146184)+W(2,1018672592,-1123041056,-1120856711,-1131928876)+W(3,-1133053416,1039313221,-1090265426,-1161038260)+W(4,1034290206,1027902624,980216825,-1107434917)+W(5,1057912142,1053211380,-1109871174,-1129566080)+W(6,1018609320,1027331294,1044087220,-1089253699)+W(7,1040602782,-1121689404,1017404666,-1111685883)+W(8,1046306952,1036559366,-1113560292,1010241568)+W(9,-1127349353,-1129432820,-1133031712,-1110305609)+W(10,-1148202051,-1124796708,-1154920122,-1126004808)+W(11,1039769364,1035028498,-1109624712,-1127304152);sum2=W(0,1018338338,-1110884586,-1136808221,1026570078)+W(1,-1136194357,-1120452457,-1139755941,-1129406227)+W(2,-1118232763,1021052542,1020321772,1004896115)+W(3,1025801614,-1108237236,-1115176435,-1114736489)+W(4,1048907220,-1119060361,-1122001203,1037408540)+W(5,-1113269344,1041519115,1046652366,-1107310106)+W(6,1010171613,1040327756,-1105808410,1047951095)+W(7,1035402835,1033649944,-1132321439,-1123391437)+W(8,-1110685464,-1115014721,-1111631696,-1126977687)+W(9,1016232007,-1129086463,-1168436052,-1113536502)+W(10,1026410761,1026056519,1013259501,-1132299663)+W(11,1021765462,-1123780081,-1102273277,1027695361);WS(1057903600,1067139767); +sum1=W(0,-1130009103,-1107061793,1043136838,-1102099951)+W(1,-1115498357,-1123992244,1012511358,-1111029392)+W(2,1028125200,992918145,-1117969679,-1145160172)+W(3,-1137761926,-1104154592,1051222763,-1106189879)+W(4,-1104467697,-1125356943,-1124300975,-1103367501)+W(5,1060113955,1050079197,-1108729546,-1117739880)+W(6,1008012526,1009980758,1024983063,1048697267)+W(7,-1111781863,-1165450354,-1117250069,-1113394087)+W(8,1016245011,1034440698,-1104780916,-1114615608)+W(9,-1162310274,1026647906,-1117690736,1041096574)+W(10,-1117169584,-1139440358,-1115259538,-1114684710)+W(11,1025498192,1041574755,-1120787335,-1118506516);sum2=W(0,1011962608,1038855085,-1122245118,-1126451804)+W(1,-1106947014,1026864717,-1120699406,-1131692032)+W(2,-1112627842,-1110442893,1008646548,-1123527836)+W(3,1007214128,1038467393,-1122221782,1042136464)+W(4,-1113116412,999106843,1026799984,-1112343444)+W(5,-1106597578,1054959792,-1109079281,1011333214)+W(6,-1145867047,-1113849522,1026356645,1031831390)+W(7,-1109881757,-1117815384,1029224075,-1138735380)+W(8,-1114988845,1046305460,-1109725169,1032922020)+W(9,-1116434980,-1120001434,1020413259,1008343524)+W(10,-1123390380,-1119479700,1022659583,-1118784264)+W(11,-1123194990,1047204017,-1114571313,1000599735);WS(-1101058110,1058505899); +sum1=W(0,1008909245,-1123852394,1037579744,1024016996)+W(1,-1121096497,1022516663,1015324303,-1112299044)+W(2,992056181,-1124723744,-1131134189,-1130344395)+W(3,-1151491221,-1128516275,-1098678002,1056678303)+W(4,-1109419958,1021039583,-1139701245,-1102217815)+W(5,1045087960,1021619781,-1098726544,-1132041247)+W(6,1009250957,-1104833467,1058072040,-1095085849)+W(7,-1109643932,-1140161581,1031005836,-1113648843)+W(8,1036986521,1041104615,-1121889031,1026848535)+W(9,-1131857944,-1119585353,1024521495,-1129179587)+W(10,-1127292144,-1125244995,1009310828,-1121962739)+W(11,1032839164,1025292595,1017031326,1005622747);sum2=W(0,992821683,1023078017,1023704638,-1112719649)+W(1,1027637582,1021903376,1017011277,-1140746852)+W(2,-1139829185,1034266306,-1119668356,1016759855)+W(3,1011814063,959773689,-1107874815,1032357888)+W(4,-1113625790,1034398452,999390943,-1112338116)+W(5,-1113377165,1057654961,-1086342498,1051594315)+W(6,-1121326865,1035095219,-1108229047,1012152366)+W(7,-1101720659,1035110699,-1128713872,1024063493)+W(8,1033653422,-1122811174,-1136544465,1031049449)+W(9,-1144442308,1023948090,-1133039950,1020168485)+W(10,-1121720102,1018271190,-1138094133,1032024680)+W(11,-1140161389,-1113617432,1019370668,1021410443);WS(-1098338111,1023498750); +sum1=W(0,-1138701849,-1121510465,1040383254,1010706669)+W(1,-1149170878,1021863397,1022617405,-1112416999)+W(2,1041395124,-1110248019,1020223099,1016227961)+W(3,-1168316434,-1180399652,-1097293461,1058209828)+W(4,-1106291545,1018489101,989875557,1037491593)+W(5,-1094988553,-1095385553,984962665,1021609037)+W(6,1014043241,-1102495433,1059563452,-1097437690)+W(7,-1119747464,-1145092370,1028694643,-1121884733)+W(8,-1118903112,1046085501,-1122110350,1026243438)+W(9,1012653195,-1122132512,1027507886,-1130301425)+W(10,-1123237039,992349061,-1123740578,1036415429)+W(11,-1126796061,-1128488725,989067449,-1164474953);sum2=W(0,-1164068108,1029420636,-1112077059,-1110964317)+W(1,1028276360,-1148255859,-1120898035,1036981221)+W(2,-1106651210,-1141413971,1028557670,-1129246253)+W(3,1013829433,1035658823,-1106432341,1035230257)+W(4,1017251513,-1131530425,972583599,1039879187)+W(5,-1108370344,1044568046,1026800348,-1126980980)+W(6,1016837545,-1102894380,1027609202,1041920264)+W(7,-1124056839,-1121785123,-1128855117,-1128781606)+W(8,1035930993,-1110600858,1023713154,-1124361549)+W(9,-1120505887,1013125305,1026372950,-1125837008)+W(10,-1132458450,1009116645,-1130000643,1008550341)+W(11,1017927697,1019426133,-1129712212,-1127748642);WS(1064075168,-1085260633); +sum1=W(0,1020097830,-1104011171,1041894009,1034297780)+W(1,-1113914242,-1138151419,1004279127,-1113516590)+W(2,1036855277,-1106861493,1031661466,-1151789197)+W(3,1028112237,-1103036207,1045116105,-1112331770)+W(4,1017072798,-1129921062,1026532451,-1102348791)+W(5,1027716980,1058153819,-1100287056,1026370483)+W(6,961537748,-1120389361,-1096376936,1043898973)+W(7,-1119328440,1025128111,-1130706656,1038928889)+W(8,-1096709211,1048347472,1032287909,-1140511211)+W(9,-1135275149,-1129088474,996846509,-1164071066)+W(10,1019059671,-1167790389,994604265,1031068695)+W(11,-1102472071,-1118081687,1040008649,-1140610427);sum2=W(0,1014633478,1033869831,-1114935893,-1111281510)+W(1,1016908923,990649086,-1138053524,-1133342724)+W(2,-1126366588,-1128243618,-1145483991,996067150)+W(3,-1140130516,1003291347,1043822142,-1107071420)+W(4,1006526455,1012165262,-1120104172,1033872317)+W(5,-1086850225,-1084734921,1045857736,-1119271334)+W(6,1012698026,1006625651,1030145358,1067004758)+W(7,1020093203,-1129772456,-1123853902,-1121932314)+W(8,1040015383,1046081705,-1118176982,-1144422823)+W(9,1013120742,1004319943,-1150276254,1002809783)+W(10,-1161820989,-1141799647,-1133638700,975983930)+W(11,1028724356,1031930717,-1104669476,-1143148999);WS(-1102756414,-1120030182); +sum1=W(0,-1114857721,-1102767115,1043961809,-1124210446)+W(1,-1117667780,-1120413918,1007304745,-1115971707)+W(2,-1101676399,1028311347,-1113057893,-1125847632)+W(3,-1113282502,-1095987354,1053600405,1046261656)+W(4,-1103902228,-1114932345,-1135708169,-1101194087)+W(5,1065521342,1068133511,-1095174540,1027169042)+W(6,-1130226572,-1099422340,1046696200,1042816511)+W(7,-1101926052,-1125196828,-1115825727,-1109693396)+W(8,997946179,-1098872988,1020822452,-1114420141)+W(9,-1142173365,-1122657804,-1112668237,-1133742993)+W(10,-1113901869,-1121096548,-1136250680,-1100198174)+W(11,1025742970,-1113205915,-1140085511,-1110338975);sum2=W(0,1022430051,-1119384349,-1127804673,1011315171)+W(1,-1121146859,1009328259,-1126993785,-1117046041)+W(2,1014745875,-1106680506,1009189211,-1125156477)+W(3,1027244407,-1113440146,-1129639049,1020590601)+W(4,-1115604020,1000906166,-1136699515,-1099757367)+W(5,1065124465,1034863647,-1111752578,1017063165)+W(6,-1115987625,1038214736,-1113943514,1035633573)+W(7,-1124061319,-1117062841,1024283610,-1152620459)+W(8,-1130768777,-1116743921,-1120130033,1024425511)+W(9,-1120680273,1013074835,-1113854522,-1127682237)+W(10,-1148961286,-1119191933,-1137060371,1015902709)+W(11,-1112590762,1012706011,-1113078716,1024105421);WS(-1077988040,-1098609713); +sum1=W(0,1020152245,1040202093,-1114910389,-1104283732)+W(1,1039298438,-1125387021,1002836371,1027276515)+W(2,1037438449,-1105856183,1028081393,1013826369)+W(3,-1132015209,1049452385,-1100627367,-1098108347)+W(4,1024125142,1018674229,1010566313,1032875267)+W(5,1030654167,-1102427678,-1131705423,1017725301)+W(6,1010053945,1036663212,-1113362709,-1104090280)+W(7,1042947115,-1141124531,1020486319,1034908465)+W(8,-1095852652,1048934265,1019783717,1015682181)+W(9,1030571159,-1114877050,1025947458,-1126406169)+W(10,1021770278,1006527587,-1132252076,1038229775)+W(11,-1105166249,-1138504825,1035155325,1016700365);sum2=W(0,-1142267837,-1132626695,1023852808,1039691642)+W(1,-1114839167,-1147709133,-1139598567,-1138132903)+W(2,1033876712,-1110747637,-1127924867,-1155304986)+W(3,967895252,-1131100139,1012220303,1061640184)+W(4,-1122160974,-1121532798,1008554815,1032537913)+W(5,-1095058264,1037101696,1049832068,992067354)+W(6,-1145406733,-1112410791,-1110252153,-1091888991)+W(7,1027903240,-1128735955,1024473654,1023361695)+W(8,-1104029741,-1161200181,-1126050715,1025251228)+W(9,-1120792990,-1130141475,1031843465,-1119701362)+W(10,-1132864167,-1157362170,1020245499,1015868043)+W(11,-1196949327,977066218,-1118663498,1009680879);WS(1050097375,-1144620389); +sum1=W(0,-1128715377,1044211901,-1107032850,-1104047251)+W(1,1044522647,-1128884681,1011057731,1033637193)+W(2,1022227585,1028225817,1008625791,1011579579)+W(3,-1134438475,1048874276,-1096643663,-1092741994)+W(4,1044273989,1018667761,1019193873,1034983634)+W(5,-1114392598,1036584266,-1113959235,1025301657)+W(6,1022275225,1042543166,-1092702793,1025153498)+W(7,1042105869,1024565397,1009602711,1017343103)+W(8,-1097617495,1028276325,1041046056,-1123355105)+W(9,1032927683,-1149239594,-1139445891,-1142331733)+W(10,1025445761,1027058603,-1136253330,1037918654)+W(11,-1097624368,-1118553533,1045159742,1015982985);sum2=W(0,-1125113091,1033296420,1004274749,-1102915066)+W(1,1028147108,1017918867,-1172679141,-1128383915)+W(2,1016688407,1037338868,-1144981581,991135609)+W(3,-1152889753,1019343075,-1103752812,-1089888071)+W(4,1030353331,1022111055,-1126905475,1031861037)+W(5,-1097163724,-1090194983,-1121675098,-1117974458)+W(6,1006649294,1038268779,1062746712,1041005261)+W(7,1019962267,1026630548,-1117488938,-1113645001)+W(8,1051715314,-1118523722,1006661278,-1115156997)+W(9,1019337735,1028739248,-1124587947,1027501384)+W(10,1023891692,1018829507,-1172252645,-1120621430)+W(11,1035778038,-1154227385,1013440998,-1136345798);WS(-1098112447,-1125216946); +sum1=W(0,1010417568,-1112042689,1004161984,1041397655)+W(1,-1114418485,1021110568,1006322176,-1119953952)+W(2,-1112614584,1018267345,1024614191,-1137912440)+W(3,-1140685064,-1116450322,-1090400895,1058507679)+W(4,-1104618697,-1127130192,1017991280,-1112784281)+W(5,-1113885864,1050855349,1027345269,1019594896)+W(6,-1126853432,-1105219289,1051228911,-1097135921)+W(7,1037685358,-1116355204,-1146614696,1023451023)+W(8,-1126136276,-1122997076,1039454784,987030015)+W(9,1004323364,-1153582112,1016683168,-1149231824)+W(10,-1140802306,988441407,1019294567,-1110071894)+W(11,983864831,1012208560,1030420791,-1149650752);sum2=W(0,1035141604,-1152950404,-1100547860,-1104792229)+W(1,1037875812,-1138078871,-1134943159,1010887850)+W(2,1025641276,-1119115361,1021611837,1016878804)+W(3,1031353634,-1122370025,-1101375945,-1100366049)+W(4,1015511489,1015482099,-1120750640,-1101926585)+W(5,1057546844,1042205116,-1109199537,-1140091328)+W(6,1025254666,-1104605825,1048526282,1042952063)+W(7,-1105787312,1032201266,-1114509439,1035852377)+W(8,-1108641700,1039483674,-1109299079,-1132053601)+W(9,1028756554,-1114959163,1033576762,1030776026)+W(10,-1143994351,1007578680,-1113538005,-1148680422)+W(11,1037895648,1041006229,-1107406256,-1124574444);WS(1027823864,1049081066); +sum1=W(0,1012131718,1045092167,-1108779609,1031292119)+W(1,-1168425160,-1123848398,-1130128499,1032126573)+W(2,-1127539283,1050389010,-1113259988,1017365039)+W(3,1020918007,1043895467,-1101697729,998802811)+W(4,1036534559,1015583683,-1147020173,1034108246)+W(5,-1094495268,-1089568357,1026355631,-1120941186)+W(6,1027080278,1035993776,1047905888,-1096020979)+W(7,1044370080,1024649726,1020448605,-1104998342)+W(8,1057437086,-1097851474,-1112197645,-1123264842)+W(9,1012408472,-1129990263,1041161122,-1105719893)+W(10,1035394325,1027345300,1024273997,-1123698278)+W(11,1052750589,-1101687913,-1103284196,966350543);sum2=W(0,1023788251,-1115639872,1042970848,1041100183)+W(1,-1120506242,-1214633659,982227227,-1150596845)+W(2,1046665761,1053945290,-1121383639,-1143798279)+W(3,1006064903,1015277390,1037025188,-1128807740)+W(4,1017634434,1023282498,-1119196045,1006169559)+W(5,-1080187678,-1078236510,998104205,-1114831851)+W(6,1022374646,1034991246,1047303977,1053440142)+W(7,1037533712,1023435593,-1139981943,-1110295858)+W(8,1052132899,1058969577,-1112892146,-1124500500)+W(9,1006364327,-1148612007,1033799186,1029728171)+W(10,1033828190,1015376522,-1130167410,-1131776900)+W(11,1035867784,1005561207,-1110685126,1014287051);WS(-1088189216,1043089281); +sum1=W(0,-1140748743,1049770738,-1088213532,1042644994)+W(1,1041481493,1008330103,-1121398410,1041680407)+W(2,-1096476823,1047024381,-1107153702,1031833588)+W(3,1026065228,1048806759,-1084369379,1050638745)+W(4,1035104215,1020682979,-1149048846,1043836791)+W(5,-1108723571,-1101872740,1041455384,1026205458)+W(6,1020127051,1034371336,1036745881,-1094226627)+W(7,1040593116,1006701623,1036138263,1024770968)+W(8,1041309981,-1096464492,1045395982,-1120876186)+W(9,-1128555260,1037337862,1011670631,-1106071481)+W(10,1040128941,1024336228,1038047047,-1137213911)+W(11,1028379642,-1102959693,1016152290,1028740542);sum2=W(0,-1129618765,1028575755,1018469269,-1109549862)+W(1,1022763469,-1123897489,1004169862,-1114659435)+W(2,1020493837,1025826707,-1116607191,-1153284395)+W(3,-1163586391,1025093243,-1120959857,1018231561)+W(4,1017295613,-1131222849,1012667011,-1110197183)+W(5,1045602812,1050121196,-1110473213,1019030581)+W(6,1004789414,-1140439179,-1119013866,1009644755)+W(7,-1143499366,-1125130849,1006867267,-1110600679)+W(8,1007539419,1038682513,-1107944702,1009132883)+W(9,-1148564598,1019765437,-1126956769,1017107081)+W(10,-1123266847,1006886939,1023888443,-1106146141)+W(11,1005311510,1040899502,-1114206671,-1127991173);WS(-1082596160,1043517696); +sum1=W(0,1028909798,-1154689545,-1104169149,1025985531)+W(1,1029418231,1024711058,-1153492953,1032486047)+W(2,-1117361518,-1118729126,1034798166,-1125485751)+W(3,967933898,-1128767583,1049441299,1031994846)+W(4,1006099469,1008177302,1019116907,1037703496)+W(5,-1087176649,-1089391227,1046438773,986175666)+W(6,-1132218099,-1115978788,-1115448907,1056185125)+W(7,-1106352341,-1125946755,-1129844133,1027446332)+W(8,1018413135,1032249225,991686873,1030151438)+W(9,1011144392,-1146849277,-1154137305,1036574828)+W(10,-1131200252,1006963806,999709323,-1114471573)+W(11,-1130624603,1042483386,1022706506,1019997155);sum2=W(0,987806561,-1103978637,1039699877,1032745921)+W(1,-1106709297,1017765222,1024001581,-1138508200)+W(2,-1109586411,1036006171,984628641,-1151113585)+W(3,-1132313544,-1113576691,-1109697688,1041044376)+W(4,-1135869680,-1128136972,-1138298076,1037869389)+W(5,1004783368,1057490671,-1123523352,-1126668402)+W(6,1003342504,1041829747,-1101655248,-1120283284)+W(7,1037905909,-1142518888,-1131321664,-1102361734)+W(8,1023850463,-1118937466,-1133053924,-1119975873)+W(9,1015369606,995389041,-1123567230,-1137071480)+W(10,1008345900,1015435786,1016585830,-1103350916)+W(11,1033013495,1023653113,-1123775069,-1153724113);WS(1066487464,-1081148228); +sum1=W(0,-1156758047,1045622655,-1121579186,1016497454)+W(1,1026804003,1025331662,-1115667101,1039828621)+W(2,1016276052,1034243041,-1129971954,1022570928)+W(3,1032245054,1043227835,-1107379682,-1125065087)+W(4,1036683903,1033790001,-1120457266,1051174634)+W(5,-1081882686,-1081200961,1050524446,950141917)+W(6,1025970038,1038187760,-1114502289,-1121918554)+W(7,1033938044,1035886143,1028999903,1035936180)+W(8,-1110627634,-1121754318,1045144826,-1123227402)+W(9,-1129094085,1028125692,1032926021,-1138807120)+W(10,1028558202,1023360168,1031685286,1038703027)+W(11,-1130240468,-1128847308,1036935449,1033245399);sum2=W(0,990406129,1013162021,-1111903383,1031481662)+W(1,-1112035485,1026146121,-1109318105,1040565489)+W(2,-1098989385,1036428343,-1111376696,1020848344)+W(3,1032976305,-1125670617,-1114873385,1043786440)+W(4,1007686716,993596601,-1108583903,1041812300)+W(5,1042303391,1039454897,1044627344,-1114987237)+W(6,1009651516,-1123723867,1001920896,1032603577)+W(7,-1107723593,1030752081,1027268958,1031967357)+W(8,-1113158574,-1097549253,1043104932,-1112152994)+W(9,-1109295843,1033460548,1015358203,-1117993943)+W(10,-1142055788,-1128311189,1034160517,-1113698315)+W(11,1032025507,-1119346601,-1111706149,1024170945);WS(-1085700080,-1080808385); +sum1=W(0,1024296914,-1130852634,-1113008209,1037784580)+W(1,-1128041639,1011155704,-1122227946,1020782261)+W(2,1011762792,-1106441949,1023563097,1007950112)+W(3,-1137292464,1018157624,-1132968658,1034492712)+W(4,1002605936,-1130475172,1023737634,1000516328)+W(5,-1126768286,-1096045179,1048917408,1027876850)+W(6,-1114666035,1007198528,-1104353680,1044579508)+W(7,-1126595297,-1148910448,1017074878,1034334952)+W(8,-1108931914,1035021791,-1127030516,1030237498)+W(9,-1116342907,1028012332,-1128335092,1016641544)+W(10,-1124799637,-1178616327,998628462,1030076118)+W(11,-1106440695,1037317931,-1122557970,1026212766);sum2=W(0,-1127545645,1009004191,1015771798,-1131692274)+W(1,1014637794,996126556,1018138398,-1136885460)+W(2,-1151865619,-1125888003,1023581282,1018938725)+W(3,-1144042592,-1141392422,-1107745249,-1091675886)+W(4,1057331451,-1136255574,999025130,1032831862)+W(5,-1097510643,-1072938398,1076041086,-1112160457)+W(6,-1139402988,1017820345,-1117369881,-1091916978)+W(7,1056314077,-1150817344,-1150259805,-1138954980)+W(8,1017078443,-1117354278,1032772879,-1138128772)+W(9,985356315,1013413304,-1132039248,-1124163047)+W(10,1020965023,1018397555,-1133933532,-1164078621)+W(11,-1132951491,-1138824868,1026258229,985080995);WS(1065410184,989310727); +sum1=W(0,-1129262375,-1109321255,1036945010,1026154888)+W(1,-1134197844,-1125355007,-1140125102,-1114916286)+W(2,1039766830,-1115626794,-1121887434,1012320294)+W(3,-1116437485,-1113105487,1017194412,1060001058)+W(4,-1094555822,-1137406030,-1133156750,-1103994248)+W(5,1046741097,1017259310,-1114897776,-1133486286)+W(6,1013595422,-1113291025,1059311888,-1103200016)+W(7,1023750749,-1124720479,-1140436482,-1135877737)+W(8,-1110004779,1018378495,-1113774366,-1115411390)+W(9,1001232640,1027066925,-1131666807,-1131905035)+W(10,-1124072268,1004266540,-1120957855,1020121135)+W(11,-1115618446,-1127100975,-1116648163,-1123146591);sum2=W(0,-1134742142,1015903261,1020154303,-1137672551)+W(1,1024853570,1005131169,994239369,1014594226)+W(2,-1150882457,1023023759,1017377705,-1125421078)+W(3,-1134258278,-1129761964,1022217883,1027518631)+W(4,-1148789809,1001175413,-1126643555,1031995313)+W(5,1040302074,-1097618001,1026258033,-1138047636)+W(6,-1124787402,1009465920,1049285742,-1098762324)+W(7,-1132512970,-1148246653,1015413679,1021296491)+W(8,1029784509,-1122992412,1015729459,1016986651)+W(9,991423945,-1131866907,-1135790753,-1126884057)+W(10,-1130065044,-1142203369,1010959842,1022764367)+W(11,-1122024941,-1118740892,980872325,992745521);WS(1051937311,1019742014); +sum1=W(0,-1128733562,-1110586220,1044317379,1034449865)+W(1,-1129053661,-1126315858,997229903,1007594774)+W(2,-1115449474,1040493967,-1122019556,-1118602611)+W(3,1023734487,-1114376035,1058430122,-1106892452)+W(4,-1137597924,1007433460,-1116159949,-1126695312)+W(5,-1131615423,-1096043495,-1114653189,-1115826781)+W(6,-1132293538,1032525373,1028795565,1048571437)+W(7,-1104742917,1027349977,-1139661928,-1154941499)+W(8,1043036192,-1110832404,-1106286569,1018237258)+W(9,-1123545457,1019369518,-1111719346,1031893623)+W(10,-1118024837,-1123671919,1016780849,1026460481)+W(11,-1122201669,1016066306,-1121789868,1018711058);sum2=W(0,1008400273,-1127535498,-1110432262,-1120718262)+W(1,-1113670226,1025653041,1016157529,-1127740478)+W(2,-1101104373,-1108362087,-1146032407,-1134925453)+W(3,-1144490357,1041994790,-1088501039,1042410198)+W(4,-1132649478,1011207517,-1138058389,1049438349)+W(5,1056816205,-1105949033,1045816390,-1153231998)+W(6,-1125392389,-1105215135,1056199589,-1108549667)+W(7,-1122823248,-1127906971,-1130565626,-1113276412)+W(8,1025802623,1029274599,-1139374331,1000306913)+W(9,965128306,-1135958083,1003347845,-1152613734)+W(10,-1123972337,-1157554354,-1135290574,-1114929610)+W(11,1003318865,1031964529,1019133207,-1130500213);WS(-1117640696,1034706864); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -2.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-3.0, 3.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[4][0] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[4][1] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][0] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[9][1] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[9][2] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[9][3] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[10][2] = HOOKED_texOff(vec2(4.0, -2.0)).x; +samples[10][3] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[11][0] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[11][1] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[11][2] = HOOKED_texOff(vec2(4.0, 2.0)).x; +samples[11][3] = HOOKED_texOff(vec2(4.0, 3.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1120567290,-1132374181,-1132591953,-1125130389)+W(1,-1117911182,-1119806663,-1121091407,-1126690796)+W(2,994153301,1016607238,-1122316900,-1146864427)+W(3,1031756856,1024055745,1003125923,1029429758)+W(4,-1139074345,992947237,1053527378,1046512564)+W(5,-1093298645,-1112059294,-1120338466,-1110173889)+W(6,1021572063,-1137843051,-1096186409,1056444330)+W(7,1051252577,-1109040755,-1148456803,-1113641375)+W(8,-1117468940,-1125619459,-1144213939,-1138699933)+W(9,1023905988,1033651817,-1133630411,1032546877)+W(10,-1119615974,1000210819,-1121684346,-1129869365)+W(11,979248533,-1119537890,-1141776739,-1127458445);sum2=W(0,-1126549409,-1119263575,1019494412,-1124834267)+W(1,1007192676,-1122284082,-1127647730,1010488320)+W(2,1022573468,-1114028928,-1116443736,-1099458226)+W(3,1017309436,-1118444706,-1121042004,-1109973330)+W(4,-1140490164,-1119708173,1032492771,1055169273)+W(5,1044169825,1039787167,-1145097543,1044065299)+W(6,-1114833146,1024108770,1037187519,1055452063)+W(7,-1106256028,-1112035826,-1125070906,-1121131548)+W(8,1021805248,-1146392599,1026983682,-1095922228)+W(9,-1122158651,-1118290710,-1129575364,-1121253833)+W(10,1003196031,-1113990054,1006796332,-1126677517)+W(11,1022777176,-1130573089,-1123455912,1019346120);WS(1060265584,1063714812); +sum1=W(0,1021450242,-1123065753,-1137050988,1021294882)+W(1,-1118036885,1009531192,-1118665549,992320459)+W(2,-1128788280,1022311347,1028928107,-1140362288)+W(3,1024570351,1035626828,1025121435,1029327365)+W(4,-1111111528,999728711,-1119265827,-1137639751)+W(5,-1101623708,-1106406289,-1128138578,-1106167682)+W(6,1039397963,-1108349889,1026074151,-1102959280)+W(7,1041760911,1036057270,1017790822,1037788386)+W(8,-1131322533,1022720848,1019796282,1043907075)+W(9,-1151514983,-1132552740,-1124857459,-1134343810)+W(10,1011253684,974355898,-1136338948,1025863841)+W(11,-1136816500,1027651305,-1139070668,1024478285);sum2=W(0,1023758242,-1124053764,1000956747,-1122894214)+W(1,999883691,1004424067,-1150041590,1009546537)+W(2,-1130878336,1017938673,1028583936,1031015106)+W(3,994031846,999096115,-1134395125,1005722235)+W(4,-1120671625,-1145138723,1005174931,-1104963408)+W(5,1001047899,-1126082311,1002728051,-1135618057)+W(6,1027498838,1027873020,1053869854,1073183850)+W(7,1053107786,1035733703,1022225293,1023923178)+W(8,-1144315403,-1122179044,-1093535895,-1074622268)+W(9,-1094361386,-1114468554,-1123867271,-1126165581)+W(10,-1131041230,-1127336921,1009416925,1033668418)+W(11,990806038,992895974,-1131337021,-1138321549);WS(1067199072,981674447); +sum1=W(0,-1113726457,1018794771,-1115871564,1008735750)+W(1,-1125817867,-1125149117,1001830321,1016463803)+W(2,-1105288827,-1113372949,-1095136821,-1102105679)+W(3,-1103744656,-1108798620,-1137689902,-1099284685)+W(4,1040785760,-1099180638,1050678235,1052734745)+W(5,1044281884,1033282170,-1121192922,1032013917)+W(6,1032552483,1040483381,1054762461,1065065389)+W(7,1044820043,-1097094388,1010644366,-1124668651)+W(8,-1124907206,-1114167068,-1107257499,-1097429016)+W(9,-1104994292,1027211226,-1114303237,1015961570)+W(10,-1139898486,-1127069135,-1118671794,1035770473)+W(11,-1122788302,-1125646899,-1123221796,-1114483455);sum2=W(0,-1124538541,-1139313841,-1119374292,1010830983)+W(1,1020827626,-1125616841,1008596323,-1136528497)+W(2,1021627528,989560618,1014774531,1026431506)+W(3,-1118520012,1018739126,1014458179,-1129452021)+W(4,-1127440395,1028695072,-1102978428,-1087762234)+W(5,1027251929,-1109480314,1023848922,-1132845253)+W(6,1027300307,1011050585,1052523334,1053318756)+W(7,-1113197028,1034265115,-1134832277,1022117249)+W(8,1020622605,999023778,-1119874204,1038687085)+W(9,1029469191,-1125820221,-1159659466,-1150305989)+W(10,-1130074937,1015498074,-1126569197,-1128231773)+W(11,1018969905,-1123965604,1024095771,-1130502215);WS(-1082327904,-1101742629); +sum1=W(0,-1128942355,1007179909,-1172666584,-1115398989)+W(1,-1145393643,-1126910957,-1153678686,-1127439210)+W(2,994965062,-1124051394,1029361427,1047686461)+W(3,1028067431,1025118144,-1121058723,1018201755)+W(4,-1116531225,1022855203,1044526075,-1095192109)+W(5,-1123739865,-1116394763,-1123838961,-1120454737)+W(6,1027052286,-1119991818,-1110346311,-1106285700)+W(7,1043850022,1030498357,1032721886,1034890279)+W(8,-1127603958,1015495233,1026992677,1037065627)+W(9,-1119388383,1013662917,-1119902562,1021249778)+W(10,1021969515,-1129777663,1017142675,-1113404469)+W(11,-1130059467,1016457699,-1131255799,1017348651);sum2=W(0,1014279427,-1131491186,1026571161,1042930837)+W(1,1025279833,993445038,-1133457551,1014707171)+W(2,-1130890464,-1137235679,-1097554196,-1073378768)+W(3,-1092458255,-1130245298,-1120075373,-1135266971)+W(4,-1129394348,1024729347,1048952496,1073588633)+W(5,1053816664,1029166823,1030737081,-1151431678)+W(6,1014973315,-1130557096,1014221291,-1105375875)+W(7,1016092170,-1119905200,-1147013927,-1161525308)+W(8,-1152876382,-1150339726,1016692910,1035354953)+W(9,-1129170378,1027382919,-1124802440,979085751)+W(10,1004833335,-1141673719,-1159625756,-1124590261)+W(11,989537980,-1138326931,1017200998,1009604643);WS(1067891072,-1132872541); +sum1=W(0,1025237873,1014334757,1030238795,1029025473)+W(1,1007260181,-1121222990,988616634,-1123834925)+W(2,-1122834636,1020114356,-1105197551,-1121917372)+W(3,1038150728,1024596920,1024170379,1015271403)+W(4,-1117007553,-1118569017,1049984500,-1114461425)+W(5,-1084792932,1039495098,-1124531763,1027254009)+W(6,-1114151507,976917621,-1088419628,1051488823)+W(7,1053317187,987986858,1026119523,993078101)+W(8,1031366707,1039451348,1049092386,1008484089)+W(9,-1122288663,-1131993235,1022258228,999667975)+W(10,984935338,-1152616053,-1123762161,-1145922699)+W(11,1012164149,1000937675,1011615629,1004174827);sum2=W(0,-1144599930,-1136232721,-1137221455,-1128645029)+W(1,-1151231836,-1156748756,-1160295481,1020235585)+W(2,-1116760996,1019759527,-1111064134,1041961890)+W(3,1036336113,1033905549,1022489781,-1122711401)+W(4,1032730282,-1125055029,1047170030,1050767412)+W(5,-1093680614,-1120368706,-1115425401,-1132924343)+W(6,1032901632,1027655943,-1115058011,-1130649513)+W(7,-1116185015,-1105887613,1012694293,-1122854992)+W(8,985378521,1005941018,-1129460922,1019394239)+W(9,-1115704458,1024734935,-1147415538,1018590227)+W(10,-1129170670,-1131155477,-1129924333,1022276751)+W(11,-1148456898,1015791177,-1140100033,1012472897);WS(1059709408,1024973287); +sum1=W(0,-1126012593,1004611460,-1134152138,-1114032340)+W(1,-1131432537,-1126017195,991561039,-1124178504)+W(2,996494647,-1122880609,1020165829,1049657976)+W(3,1014735450,1032225804,-1115613273,1022764985)+W(4,-1119189544,1030391200,1046947367,-1094041084)+W(5,1018380112,-1112475533,-1123292160,-1122300512)+W(6,1028092109,-1114579692,-1111968183,-1106474499)+W(7,1044458845,1030371012,1033263557,1034006830)+W(8,-1124577204,1016065247,1002304420,1040268033)+W(9,-1114168306,1023640576,-1119951545,1017080432)+W(10,1023428420,-1127475101,1021721777,-1114564220)+W(11,-1128430825,1019190017,-1127717781,1017178441);sum2=W(0,-1125800395,1011909323,-1116511680,-1103527255)+W(1,-1120293374,-1148349175,1015270352,-1125483347)+W(2,1024962708,-1143341847,1052819438,1076690943)+W(3,1057154431,990717342,1025045202,1023577182)+W(4,1023886172,-1144213999,-1097320166,-1072687587)+W(5,-1091630497,1012280135,-1118805022,1016249338)+W(6,-1122338700,1018807292,-1115186882,-1098249874)+W(7,-1117298851,1010582795,990164302,-1125194137)+W(8,-1171853367,1000330119,-1140479659,1023038428)+W(9,1029135274,-1122270538,1020995472,1003973863)+W(10,973576887,984068764,1001426319,1007326739)+W(11,-1135413483,1008233815,-1129534965,-1140102471);WS(1066253200,1009489111); +sum1=W(0,-1121073890,1024085178,-1130104696,1023275236)+W(1,-1128214764,-1135799996,-1141685621,-1121776782)+W(2,-1102592607,-1107707469,-1106598971,-1116780301)+W(3,-1111680448,1032050668,-1131519352,1028096678)+W(4,1041243549,1026388586,-1121496677,1049328440)+W(5,1018012708,-1096674093,-1122519370,-1101864235)+W(6,1033075644,-1107162241,1050587318,1057262167)+W(7,1027096831,1040843700,1028580820,-1117086438)+W(8,-1123366116,1004872905,-1113976447,-1116780079)+W(9,-1113850464,1015552212,-1123000331,1040749648)+W(10,-1130535196,-1145989825,-1120961954,1023066500)+W(11,-1121521086,1008378152,-1124335656,-1135644600);sum2=W(0,1013104936,-1117172679,-1127525498,-1135146700)+W(1,-1122718205,1027187072,-1119344027,-1128814570)+W(2,-1106333857,-1121647283,1031691189,1030458550)+W(3,-1111791784,1009508096,-1127767754,1037784205)+W(4,1041445982,1046293466,1054977467,1051999059)+W(5,1044523088,-1099681845,-1185033988,-1107269301)+W(6,-1143812784,-1098323478,1032669672,1016608418)+W(7,-1093831562,1044831040,-1117227205,-1118967703)+W(8,-1111423698,1025469214,-1110723238,1041509878)+W(9,1024902469,-1110045970,-1129401382,-1121987113)+W(10,-1153458272,-1123006845,1018478818,-1111394764)+W(11,-1127833490,-1140396324,-1129041118,1021194206);WS(1055988095,1068562120); +sum1=W(0,1025054956,-1130996743,1024941510,1026193148)+W(1,1035977616,1028839961,1016648336,1025665319)+W(2,1041692938,1036197410,1042434277,1039706891)+W(3,1036807045,1029783554,1019008523,1026886128)+W(4,1040251631,1032351834,-1100356972,-1093055992)+W(5,1047058383,1043491547,1044781893,1048991774)+W(6,-1141880069,1043619883,1026325313,-1087193164)+W(7,-1087410536,-1097265155,-1104034167,-1099060796)+W(8,-1113980711,1002392085,1040781794,1032223740)+W(9,1047196369,1027612260,1036828166,-1113322870)+W(10,1011769695,1020511427,-1124414423,-1163338101)+W(11,1015241743,-1129538215,1018634427,-1180507092);sum2=W(0,-1109623534,-1119308996,-1108667787,-1107757858)+W(1,-1126585969,-1144042093,1004201965,1024608852)+W(2,-1098330057,-1121926087,1031129408,-1111457821)+W(3,-1091241820,-1092220222,-1112242725,-1104308532)+W(4,1051762285,1045894429,1029096148,1060518836)+W(5,1065480819,-1120268316,1035423856,-1105721536)+W(6,-1105318233,-1111281216,-1116694436,-1103134861)+W(7,1017373783,1034184394,-1129342463,-1134873838)+W(8,-1120494292,1002875661,1042501069,-1104320409)+W(9,1041202422,-1131983911,1023586732,1017105251)+W(10,1036873688,-1152598618,-1117793653,1023528108)+W(11,-1117516356,-1123122827,-1131565835,1015347387);WS(-1073915832,-1098883962); +sum1=W(0,1030932360,-1131602112,-1125999684,1018154928)+W(1,-1122265980,-1122315861,1018577993,-1120663220)+W(2,1024626915,1032898976,-1122370130,1011274315)+W(3,-1113904235,1029902191,-1115348785,-1111387910)+W(4,-1098288699,-1117814224,1056014501,-1106175819)+W(5,-1097956311,-1115232133,-1126206816,1017122848)+W(6,-1130380922,-1103847418,-1096397881,-1105327485)+W(7,1059753579,1040451325,1039068637,1042824131)+W(8,1033018229,1040490540,1031863906,1044317365)+W(9,-1098424101,-1122968848,-1136273729,1021433455)+W(10,1021355752,-1120290302,-1131922448,-1139369119)+W(11,-1121102372,1033247800,-1121007738,-1143567007);sum2=W(0,-1118315643,-1126395193,1014636591,-1138413531)+W(1,1013622247,-1129252552,-1122713894,-1131632742)+W(2,1046909717,1025514844,1026986728,-1112879553)+W(3,-1122377333,-1114813410,-1144089687,-1140190295)+W(4,-1100980148,-1112473945,1040985677,1027746798)+W(5,1051150943,1057006779,-1138866101,1035155819)+W(6,-1129801877,1030594060,-1101816290,-1094641835)+W(7,1041324898,-1106485598,-1115757412,1016695560)+W(8,-1122172234,-1111527676,1023795758,1027030278)+W(9,-1113671456,-1133454616,1001347783,-1139893847)+W(10,1010610423,-1135186433,1030475382,-1121095046)+W(11,1015864126,999966259,-1127643580,-1124292419);WS(1058139200,1067005003); +sum1=W(0,-1131277347,-1128484819,1014594990,-1112913457)+W(1,1028891109,-1118434446,-1125459884,-1151139539)+W(2,-1103206155,-1112832909,-1108301118,-1111811582)+W(3,-1113179152,-1100757638,-1116265771,-1119227733)+W(4,1015263811,-1111332237,1004409248,1031432468)+W(5,1057408386,1053177162,1035803645,1052437131)+W(6,1048238354,1044526364,1056580635,-1114379264)+W(7,1025802539,-1104236495,-1124751623,-1121289813)+W(8,-1106607621,-1104751670,-1107635783,-1107787999)+W(9,1020725062,-1114959053,-1129296244,-1120069105)+W(10,-1122297405,-1124214159,1017238947,-1110162105)+W(11,1002560364,-1113724157,-1123244163,-1115210511);sum2=W(0,-1121057595,1016432775,-1112629457,1031151061)+W(1,-1126819952,1021228732,1009585899,-1127402608)+W(2,1023292260,-1124268922,-1116199054,-1110795130)+W(3,-1103006120,-1134369449,-1120667087,1016333862)+W(4,-1111891368,1029388268,-1123843875,1054055516)+W(5,1020478730,-1135412321,993043492,996548072)+W(6,1035766063,-1118389960,1033023394,1054507013)+W(7,-1104664187,-1121918429,982538191,-1108029597)+W(8,1032208606,-1122510207,-1113138713,1019595258)+W(9,-1114598707,1023542227,993709924,-1129671373)+W(10,-1122161823,1028529468,-1118001871,1026811027)+W(11,-1116707921,1018790016,-1146185904,-1152045912);WS(-1091835967,1038509097); +sum1=W(0,1002958335,1031236696,-1122124314,1034973544)+W(1,-1120202292,1015820538,1033636218,-1121967836)+W(2,1041562959,1038000620,1042029266,1034473413)+W(3,1040514695,1042048878,1029242778,1042898689)+W(4,-1124369824,1029288008,-1104824881,1049571184)+W(5,-1089024373,-1089426268,-1107643796,-1091407169)+W(6,-1093861855,-1100002304,-1087002164,1052741396)+W(7,1044570703,1042398171,1023923250,1030369604)+W(8,1039801017,1038306915,1037725118,1041619283)+W(9,1031782758,1038671876,1025678032,1043274836)+W(10,-1132073944,1032364667,-1122032128,1036587856)+W(11,-1138629744,1010685600,1027566834,-1153060031);sum2=W(0,1016791821,1013192458,-1123883287,1015528749)+W(1,-1131825297,-1132736674,1019880949,-1117749640)+W(2,-1110538641,1023566599,1000152052,-1112636904)+W(3,-1116367667,-1130121037,-1114305335,1033496981)+W(4,-1114409767,-1113846927,-1109610416,1054155729)+W(5,-1109117303,1016394661,1030290683,-1157815185)+W(6,1045544748,1029704719,1034122997,1054056541)+W(7,1030522539,-1116026974,992430312,-1107824982)+W(8,-1111278622,-1125617069,-1110039103,-1108588248)+W(9,-1132906850,-1135451026,-1134728538,1016739853)+W(10,-1127655665,1012727082,-1131212885,1000573476)+W(11,-1123699129,-1126704253,988228497,-1123545619);WS(-1089794384,1053743764); +sum1=W(0,977181200,1022034304,999195154,-1173982736)+W(1,-1131079992,-1117753925,1011212627,-1131210280)+W(2,-1124062435,-1123589329,1008939465,967031199)+W(3,1031201254,1038421055,1023184516,1042888267)+W(4,1045792382,1045687772,1043214811,1051096635)+W(5,-1106608558,-1104815387,975115280,-1113606040)+W(6,-1096122984,-1100185218,-1089534650,-1128424615)+W(7,1022835035,1033659882,1025453978,-1114474998)+W(8,1035356461,1029423919,1037071922,-1130937578)+W(9,1033635179,-1112564552,-1148354182,-1115626236)+W(10,-1146772642,1022712508,986801416,1009586465)+W(11,1012941585,1008485953,1023442138,1020831720);sum2=W(0,1025756371,-1152866061,1022411083,1021941035)+W(1,1018807869,-1162131898,1030478695,-1117519259)+W(2,1038582018,-1136865390,1028991375,-1102180290)+W(3,-1127151005,-1103213990,-1148467374,-1101731450)+W(4,-1095235720,1027392563,-1094985700,1062263751)+W(5,1023141397,1032099771,-1139645537,1050734432)+W(6,-1097242729,-1108446917,-1092586393,1055770556)+W(7,1024429444,1045256871,-1115314196,1044538365)+W(8,1048188946,1009460859,1013992713,-1098658877)+W(9,-1162587434,-1104388978,1033707193,-1097902791)+W(10,-1145714840,1022755591,1033471029,1018658879)+W(11,1032105067,-1135748387,1008760659,1019361371);WS(-1092258911,-1089815334); +sum1=W(0,-1139634407,-1147044493,1017866535,-1130890003)+W(1,1027130446,1016637069,1016500860,1026913637)+W(2,1045821685,1034203057,1044613801,1035729090)+W(3,1029847032,-1102281888,-1131657511,-1121093118)+W(4,-1119357002,1015718019,-1104936487,-1090722234)+W(5,1052628837,1057948020,1044884520,1053191568)+W(6,1034361159,1051668019,1032636456,-1086460492)+W(7,-1094763749,-1095562645,-1106362539,-1098187032)+W(8,-1137425069,-1115826689,1035725147,1010439579)+W(9,1043916211,-1114240161,1035145793,-1102258214)+W(10,-1130196683,1023465264,1015877619,-1117806874)+W(11,1025832214,-1123952546,1029577644,1011300119);sum2=W(0,-1128703433,1012757410,1007787634,1023396449)+W(1,1017560605,1012244530,-1143125556,1024938353)+W(2,-1113670137,1024378351,-1111552612,-1131966925)+W(3,-1114649634,1040107467,-1122758108,1032092801)+W(4,1038503213,-1102109659,1041322248,1061982310)+W(5,-1104769108,-1098175974,1026757617,-1105089779)+W(6,1040684472,-1100043210,1041989415,1066879681)+W(7,-1101238360,-1089047102,1023979343,-1100231891)+W(8,-1099552212,1026887817,-1104965070,-1107386978)+W(9,-1104448348,1016563929,-1107880053,1036400101)+W(10,993905065,1003273444,-1144755940,1019447753)+W(11,1019550873,1024790159,-1138003290,1014825186);WS(-1086002512,-1084928660); +sum1=W(0,-1131929465,1017039401,1020173741,-1134499377)+W(1,-1129468257,-1138890277,-1132813939,-1143488833)+W(2,-1115340892,-1113717074,-1102662114,-1097984585)+W(3,999020755,-1114393442,1028151894,-1132982017)+W(4,1050776738,1042912513,1053707114,1055825787)+W(5,-1108349590,1033511359,-1108075378,-1138015505)+W(6,-1103148388,1010821235,-1104889757,1049797700)+W(7,1042555580,1041826234,1032548919,1041074464)+W(8,-1143173743,-1128281895,-1111952748,-1098746549)+W(9,-1106170922,-1103706929,-1127274842,-1110410462)+W(10,-1130358353,-1122997746,-1139775729,-1117617116)+W(11,1014563169,1010736529,-1137959865,-1123442568);sum2=W(0,1000102260,-1126633986,-1144291760,-1119827470)+W(1,1016232493,1023762781,-1141218312,1025293286)+W(2,-1118205558,1029900308,-1140439712,1041420529)+W(3,979974721,1006017080,-1137204884,1002898232)+W(4,1051204856,1063980475,1066576503,-1075398805)+W(5,-1098954833,-1114660078,1021034547,-1117648930)+W(6,1041999613,1037162912,-1167793729,-1085093765)+W(7,1017117707,1033481679,-1137323924,1002077480)+W(8,-1135930364,-1134402620,1020225891,-1133429672)+W(9,1028764817,1018587503,-1132685152,1026769102)+W(10,1019347314,-1137379540,1012525172,-1123883092)+W(11,-1139078108,990744512,-1137103964,1022792204);WS(-1084377664,1027078466); +sum1=W(0,1028609881,-1129675619,1022038247,1010908070)+W(1,1026611885,1030113110,-1132403564,1031201461)+W(2,1023875764,1032239673,1043647401,1024809124)+W(3,-1131519215,-1128260416,1026951667,-1115829469)+W(4,-1113303893,-1114746833,-1084547118,-1156932707)+W(5,1050946557,1047159719,1020650755,1037768177)+W(6,1031700430,1026119482,1051850662,-1104988345)+W(7,-1083734174,1027361605,-1111325382,1042797655)+W(8,-1138486380,-1122216064,-1132199979,1033025459)+W(9,1043104191,1018468419,1014159432,-1108759836)+W(10,1025866053,1016759071,1032834541,1029398137)+W(11,1007914454,1021351811,1014779182,1018395723);sum2=W(0,-1123315648,-1139192721,-1123875414,1030816333)+W(1,-1123326315,1016532474,-1130303816,-1131093304)+W(2,1034590473,-1139997869,-1115134908,1008365317)+W(3,-1110803030,1028786615,1004595129,1015409534)+W(4,1026150549,969235347,1042477897,1046059603)+W(5,-1155992274,-1122978967,-1119026545,-1111529432)+W(6,1030314237,-1112534256,1037120039,1027803789)+W(7,-1102080708,-1135183209,-1120008811,-1109468455)+W(8,-1113579452,-1158492453,-1098184684,1032895251)+W(9,-1126452160,1047700729,999072441,1047312851)+W(10,1014056813,-1132289868,1018097190,1032146261)+W(11,-1114996104,1011346781,-1115756663,-1122411639);WS(1043014014,-1087744322); +sum1=W(0,1027952711,1020523582,1002118409,1021435438)+W(1,-1138414444,1003104545,1021955143,1013303243)+W(2,-1123526530,-1138321214,-1110182129,1032339433)+W(3,1035386835,-1137297015,-1119534945,-1108462406)+W(4,1008337244,1022379422,1057818171,-1110004232)+W(5,-1083267015,1007303460,-1115695919,1036022088)+W(6,1035059438,-1120526792,-1086364127,-1118604170)+W(7,1057062103,1036507098,1038869533,1036993862)+W(8,-1116610857,1037330895,1040407761,1040846837)+W(9,-1107059287,-1128420830,1017909759,-1142792885)+W(10,1026995059,-1156487121,1009757724,-1153254001)+W(11,1021783366,1034169880,-1138765796,1027514579);sum2=W(0,-1129567658,-1156092221,-1123579911,1008715269)+W(1,-1125160256,1026524337,-1137738801,1017463077)+W(2,-1117738234,-1131091573,-1115037144,-1115010115)+W(3,-1101087826,1015586863,-1113332277,1019720419)+W(4,1034622765,-1128107850,1017778197,1050631618)+W(5,1045062017,-1095615964,1020345131,-1101223712)+W(6,1030957051,-1118479197,1041246295,1054490255)+W(7,-1117275788,1025836507,1027688491,-1120912313)+W(8,1029443337,1005860107,-1110926783,-1157251077)+W(9,-1108959270,1020928095,-1122972204,983922363)+W(10,-1132249217,969559787,-1132354551,1024782459)+W(11,998415619,1012990901,-1161032699,1011300789);WS(1054959103,-1083836992); +sum1=W(0,-1144415487,-1132171248,-1133053416,980216825)+W(1,1018609320,1017404666,-1127349353,-1154920122)+W(2,1023853723,-1118146184,1039313221,-1107434917)+W(3,1027331294,-1111685883,-1129432820,-1126004808)+W(4,-1123173616,1018672592,-1090265426,1057912142)+W(5,1044087220,1046306952,-1133031712,1039769364)+W(6,-1121737045,-1123041056,-1161038260,1053211380)+W(7,-1089253699,1036559366,-1110305609,1035028498)+W(8,-1124541667,-1120856711,1034290206,-1109871174)+W(9,1040602782,-1113560292,-1148202051,-1109624712)+W(10,1017937944,-1131928876,1027902624,-1129566080)+W(11,-1121689404,1010241568,-1124796708,-1127304152);sum2=W(0,1018338338,-1139755941,1025801614,-1122001203)+W(1,1010171613,-1132321439,1016232007,1013259501)+W(2,-1110884586,-1129406227,-1108237236,1037408540)+W(3,1040327756,-1123391437,-1129086463,-1132299663)+W(4,-1136808221,-1118232763,-1115176435,-1113269344)+W(5,-1105808410,-1110685464,-1168436052,1021765462)+W(6,1026570078,1021052542,-1114736489,1041519115)+W(7,1047951095,-1115014721,-1113536502,-1123780081)+W(8,-1136194357,1020321772,1048907220,1046652366)+W(9,1035402835,-1111631696,1026410761,-1102273277)+W(10,-1120452457,1004896115,-1119060361,-1107310106)+W(11,1033649944,-1126977687,1026056519,1027695361);WS(1057903600,1067139767); +sum1=W(0,-1130009103,1012511358,-1137761926,-1124300975)+W(1,1008012526,-1117250069,-1162310274,-1115259538)+W(2,-1107061793,-1111029392,-1104154592,-1103367501)+W(3,1009980758,-1113394087,1026647906,-1114684710)+W(4,1043136838,1028125200,1051222763,1060113955)+W(5,1024983063,1016245011,-1117690736,1025498192)+W(6,-1102099951,992918145,-1106189879,1050079197)+W(7,1048697267,1034440698,1041096574,1041574755)+W(8,-1115498357,-1117969679,-1104467697,-1108729546)+W(9,-1111781863,-1104780916,-1117169584,-1120787335)+W(10,-1123992244,-1145160172,-1125356943,-1117739880)+W(11,-1165450354,-1114615608,-1139440358,-1118506516);sum2=W(0,1011962608,-1120699406,1007214128,1026799984)+W(1,-1145867047,1029224075,-1116434980,1022659583)+W(2,1038855085,-1131692032,1038467393,-1112343444)+W(3,-1113849522,-1138735380,-1120001434,-1118784264)+W(4,-1122245118,-1112627842,-1122221782,-1106597578)+W(5,1026356645,-1114988845,1020413259,-1123194990)+W(6,-1126451804,-1110442893,1042136464,1054959792)+W(7,1031831390,1046305460,1008343524,1047204017)+W(8,-1106947014,1008646548,-1113116412,-1109079281)+W(9,-1109881757,-1109725169,-1123390380,-1114571313)+W(10,1026864717,-1123527836,999106843,1011333214)+W(11,-1117815384,1032922020,-1119479700,1000599735);WS(-1101058110,1058505899); +sum1=W(0,1008909245,1015324303,-1151491221,-1139701245)+W(1,1009250957,1031005836,-1131857944,1009310828)+W(2,-1123852394,-1112299044,-1128516275,-1102217815)+W(3,-1104833467,-1113648843,-1119585353,-1121962739)+W(4,1037579744,992056181,-1098678002,1045087960)+W(5,1058072040,1036986521,1024521495,1032839164)+W(6,1024016996,-1124723744,1056678303,1021619781)+W(7,-1095085849,1041104615,-1129179587,1025292595)+W(8,-1121096497,-1131134189,-1109419958,-1098726544)+W(9,-1109643932,-1121889031,-1127292144,1017031326)+W(10,1022516663,-1130344395,1021039583,-1132041247)+W(11,-1140161581,1026848535,-1125244995,1005622747);sum2=W(0,992821683,1017011277,1011814063,999390943)+W(1,-1121326865,-1128713872,-1144442308,-1138094133)+W(2,1023078017,-1140746852,959773689,-1112338116)+W(3,1035095219,1024063493,1023948090,1032024680)+W(4,1023704638,-1139829185,-1107874815,-1113377165)+W(5,-1108229047,1033653422,-1133039950,-1140161389)+W(6,-1112719649,1034266306,1032357888,1057654961)+W(7,1012152366,-1122811174,1020168485,-1113617432)+W(8,1027637582,-1119668356,-1113625790,-1086342498)+W(9,-1101720659,-1136544465,-1121720102,1019370668)+W(10,1021903376,1016759855,1034398452,1051594315)+W(11,1035110699,1031049449,1018271190,1021410443);WS(-1098338111,1023498750); +sum1=W(0,-1138701849,1022617405,-1168316434,989875557)+W(1,1014043241,1028694643,1012653195,-1123740578)+W(2,-1121510465,-1112416999,-1180399652,1037491593)+W(3,-1102495433,-1121884733,-1122132512,1036415429)+W(4,1040383254,1041395124,-1097293461,-1094988553)+W(5,1059563452,-1118903112,1027507886,-1126796061)+W(6,1010706669,-1110248019,1058209828,-1095385553)+W(7,-1097437690,1046085501,-1130301425,-1128488725)+W(8,-1149170878,1020223099,-1106291545,984962665)+W(9,-1119747464,-1122110350,-1123237039,989067449)+W(10,1021863397,1016227961,1018489101,1021609037)+W(11,-1145092370,1026243438,992349061,-1164474953);sum2=W(0,-1164068108,-1120898035,1013829433,972583599)+W(1,1016837545,-1128855117,-1120505887,-1130000643)+W(2,1029420636,1036981221,1035658823,1039879187)+W(3,-1102894380,-1128781606,1013125305,1008550341)+W(4,-1112077059,-1106651210,-1106432341,-1108370344)+W(5,1027609202,1035930993,1026372950,1017927697)+W(6,-1110964317,-1141413971,1035230257,1044568046)+W(7,1041920264,-1110600858,-1125837008,1019426133)+W(8,1028276360,1028557670,1017251513,1026800348)+W(9,-1124056839,1023713154,-1132458450,-1129712212)+W(10,-1148255859,-1129246253,-1131530425,-1126980980)+W(11,-1121785123,-1124361549,1009116645,-1127748642);WS(1064075168,-1085260633); +sum1=W(0,1020097830,1004279127,1028112237,1026532451)+W(1,961537748,-1130706656,-1135275149,994604265)+W(2,-1104011171,-1113516590,-1103036207,-1102348791)+W(3,-1120389361,1038928889,-1129088474,1031068695)+W(4,1041894009,1036855277,1045116105,1027716980)+W(5,-1096376936,-1096709211,996846509,-1102472071)+W(6,1034297780,-1106861493,-1112331770,1058153819)+W(7,1043898973,1048347472,-1164071066,-1118081687)+W(8,-1113914242,1031661466,1017072798,-1100287056)+W(9,-1119328440,1032287909,1019059671,1040008649)+W(10,-1138151419,-1151789197,-1129921062,1026370483)+W(11,1025128111,-1140511211,-1167790389,-1140610427);sum2=W(0,1014633478,-1138053524,-1140130516,-1120104172)+W(1,1012698026,-1123853902,1013120742,-1133638700)+W(2,1033869831,-1133342724,1003291347,1033872317)+W(3,1006625651,-1121932314,1004319943,975983930)+W(4,-1114935893,-1126366588,1043822142,-1086850225)+W(5,1030145358,1040015383,-1150276254,1028724356)+W(6,-1111281510,-1128243618,-1107071420,-1084734921)+W(7,1067004758,1046081705,1002809783,1031930717)+W(8,1016908923,-1145483991,1006526455,1045857736)+W(9,1020093203,-1118176982,-1161820989,-1104669476)+W(10,990649086,996067150,1012165262,-1119271334)+W(11,-1129772456,-1144422823,-1141799647,-1143148999);WS(-1102756414,-1120030182); +sum1=W(0,-1114857721,1007304745,-1113282502,-1135708169)+W(1,-1130226572,-1115825727,-1142173365,-1136250680)+W(2,-1102767115,-1115971707,-1095987354,-1101194087)+W(3,-1099422340,-1109693396,-1122657804,-1100198174)+W(4,1043961809,-1101676399,1053600405,1065521342)+W(5,1046696200,997946179,-1112668237,1025742970)+W(6,-1124210446,1028311347,1046261656,1068133511)+W(7,1042816511,-1098872988,-1133742993,-1113205915)+W(8,-1117667780,-1113057893,-1103902228,-1095174540)+W(9,-1101926052,1020822452,-1113901869,-1140085511)+W(10,-1120413918,-1125847632,-1114932345,1027169042)+W(11,-1125196828,-1114420141,-1121096548,-1110338975);sum2=W(0,1022430051,-1126993785,1027244407,-1136699515)+W(1,-1115987625,1024283610,-1120680273,-1137060371)+W(2,-1119384349,-1117046041,-1113440146,-1099757367)+W(3,1038214736,-1152620459,1013074835,1015902709)+W(4,-1127804673,1014745875,-1129639049,1065124465)+W(5,-1113943514,-1130768777,-1113854522,-1112590762)+W(6,1011315171,-1106680506,1020590601,1034863647)+W(7,1035633573,-1116743921,-1127682237,1012706011)+W(8,-1121146859,1009189211,-1115604020,-1111752578)+W(9,-1124061319,-1120130033,-1148961286,-1113078716)+W(10,1009328259,-1125156477,1000906166,1017063165)+W(11,-1117062841,1024425511,-1119191933,1024105421);WS(-1077988040,-1098609713); +sum1=W(0,1020152245,1002836371,-1132015209,1010566313)+W(1,1010053945,1020486319,1030571159,-1132252076)+W(2,1040202093,1027276515,1049452385,1032875267)+W(3,1036663212,1034908465,-1114877050,1038229775)+W(4,-1114910389,1037438449,-1100627367,1030654167)+W(5,-1113362709,-1095852652,1025947458,-1105166249)+W(6,-1104283732,-1105856183,-1098108347,-1102427678)+W(7,-1104090280,1048934265,-1126406169,-1138504825)+W(8,1039298438,1028081393,1024125142,-1131705423)+W(9,1042947115,1019783717,1021770278,1035155325)+W(10,-1125387021,1013826369,1018674229,1017725301)+W(11,-1141124531,1015682181,1006527587,1016700365);sum2=W(0,-1142267837,-1139598567,967895252,1008554815)+W(1,-1145406733,1024473654,-1120792990,1020245499)+W(2,-1132626695,-1138132903,-1131100139,1032537913)+W(3,-1112410791,1023361695,-1130141475,1015868043)+W(4,1023852808,1033876712,1012220303,-1095058264)+W(5,-1110252153,-1104029741,1031843465,-1196949327)+W(6,1039691642,-1110747637,1061640184,1037101696)+W(7,-1091888991,-1161200181,-1119701362,977066218)+W(8,-1114839167,-1127924867,-1122160974,1049832068)+W(9,1027903240,-1126050715,-1132864167,-1118663498)+W(10,-1147709133,-1155304986,-1121532798,992067354)+W(11,-1128735955,1025251228,-1157362170,1009680879);WS(1050097375,-1144620389); +sum1=W(0,-1128715377,1011057731,-1134438475,1019193873)+W(1,1022275225,1009602711,1032927683,-1136253330)+W(2,1044211901,1033637193,1048874276,1034983634)+W(3,1042543166,1017343103,-1149239594,1037918654)+W(4,-1107032850,1022227585,-1096643663,-1114392598)+W(5,-1092702793,-1097617495,-1139445891,-1097624368)+W(6,-1104047251,1028225817,-1092741994,1036584266)+W(7,1025153498,1028276325,-1142331733,-1118553533)+W(8,1044522647,1008625791,1044273989,-1113959235)+W(9,1042105869,1041046056,1025445761,1045159742)+W(10,-1128884681,1011579579,1018667761,1025301657)+W(11,1024565397,-1123355105,1027058603,1015982985);sum2=W(0,-1125113091,-1172679141,-1152889753,-1126905475)+W(1,1006649294,-1117488938,1019337735,-1172252645)+W(2,1033296420,-1128383915,1019343075,1031861037)+W(3,1038268779,-1113645001,1028739248,-1120621430)+W(4,1004274749,1016688407,-1103752812,-1097163724)+W(5,1062746712,1051715314,-1124587947,1035778038)+W(6,-1102915066,1037338868,-1089888071,-1090194983)+W(7,1041005261,-1118523722,1027501384,-1154227385)+W(8,1028147108,-1144981581,1030353331,-1121675098)+W(9,1019962267,1006661278,1023891692,1013440998)+W(10,1017918867,991135609,1022111055,-1117974458)+W(11,1026630548,-1115156997,1018829507,-1136345798);WS(-1098112447,-1125216946); +sum1=W(0,1010417568,1006322176,-1140685064,1017991280)+W(1,-1126853432,-1146614696,1004323364,1019294567)+W(2,-1112042689,-1119953952,-1116450322,-1112784281)+W(3,-1105219289,1023451023,-1153582112,-1110071894)+W(4,1004161984,-1112614584,-1090400895,-1113885864)+W(5,1051228911,-1126136276,1016683168,983864831)+W(6,1041397655,1018267345,1058507679,1050855349)+W(7,-1097135921,-1122997076,-1149231824,1012208560)+W(8,-1114418485,1024614191,-1104618697,1027345269)+W(9,1037685358,1039454784,-1140802306,1030420791)+W(10,1021110568,-1137912440,-1127130192,1019594896)+W(11,-1116355204,987030015,988441407,-1149650752);sum2=W(0,1035141604,-1134943159,1031353634,-1120750640)+W(1,1025254666,-1114509439,1028756554,-1113538005)+W(2,-1152950404,1010887850,-1122370025,-1101926585)+W(3,-1104605825,1035852377,-1114959163,-1148680422)+W(4,-1100547860,1025641276,-1101375945,1057546844)+W(5,1048526282,-1108641700,1033576762,1037895648)+W(6,-1104792229,-1119115361,-1100366049,1042205116)+W(7,1042952063,1039483674,1030776026,1041006229)+W(8,1037875812,1021611837,1015511489,-1109199537)+W(9,-1105787312,-1109299079,-1143994351,-1107406256)+W(10,-1138078871,1016878804,1015482099,-1140091328)+W(11,1032201266,-1132053601,1007578680,-1124574444);WS(1027823864,1049081066); +sum1=W(0,1012131718,-1130128499,1020918007,-1147020173)+W(1,1027080278,1020448605,1012408472,1024273997)+W(2,1045092167,1032126573,1043895467,1034108246)+W(3,1035993776,-1104998342,-1129990263,-1123698278)+W(4,-1108779609,-1127539283,-1101697729,-1094495268)+W(5,1047905888,1057437086,1041161122,1052750589)+W(6,1031292119,1050389010,998802811,-1089568357)+W(7,-1096020979,-1097851474,-1105719893,-1101687913)+W(8,-1168425160,-1113259988,1036534559,1026355631)+W(9,1044370080,-1112197645,1035394325,-1103284196)+W(10,-1123848398,1017365039,1015583683,-1120941186)+W(11,1024649726,-1123264842,1027345300,966350543);sum2=W(0,1023788251,982227227,1006064903,-1119196045)+W(1,1022374646,-1139981943,1006364327,-1130167410)+W(2,-1115639872,-1150596845,1015277390,1006169559)+W(3,1034991246,-1110295858,-1148612007,-1131776900)+W(4,1042970848,1046665761,1037025188,-1080187678)+W(5,1047303977,1052132899,1033799186,1035867784)+W(6,1041100183,1053945290,-1128807740,-1078236510)+W(7,1053440142,1058969577,1029728171,1005561207)+W(8,-1120506242,-1121383639,1017634434,998104205)+W(9,1037533712,-1112892146,1033828190,-1110685126)+W(10,-1214633659,-1143798279,1023282498,-1114831851)+W(11,1023435593,-1124500500,1015376522,1014287051);WS(-1088189216,1043089281); +sum1=W(0,-1140748743,-1121398410,1026065228,-1149048846)+W(1,1020127051,1036138263,-1128555260,1038047047)+W(2,1049770738,1041680407,1048806759,1043836791)+W(3,1034371336,1024770968,1037337862,-1137213911)+W(4,-1088213532,-1096476823,-1084369379,-1108723571)+W(5,1036745881,1041309981,1011670631,1028379642)+W(6,1042644994,1047024381,1050638745,-1101872740)+W(7,-1094226627,-1096464492,-1106071481,-1102959693)+W(8,1041481493,-1107153702,1035104215,1041455384)+W(9,1040593116,1045395982,1040128941,1016152290)+W(10,1008330103,1031833588,1020682979,1026205458)+W(11,1006701623,-1120876186,1024336228,1028740542);sum2=W(0,-1129618765,1004169862,-1163586391,1012667011)+W(1,1004789414,1006867267,-1148564598,1023888443)+W(2,1028575755,-1114659435,1025093243,-1110197183)+W(3,-1140439179,-1110600679,1019765437,-1106146141)+W(4,1018469269,1020493837,-1120959857,1045602812)+W(5,-1119013866,1007539419,-1126956769,1005311510)+W(6,-1109549862,1025826707,1018231561,1050121196)+W(7,1009644755,1038682513,1017107081,1040899502)+W(8,1022763469,-1116607191,1017295613,-1110473213)+W(9,-1143499366,-1107944702,-1123266847,-1114206671)+W(10,-1123897489,-1153284395,-1131222849,1019030581)+W(11,-1125130849,1009132883,1006886939,-1127991173);WS(-1082596160,1043517696); +sum1=W(0,1028909798,-1153492953,967933898,1019116907)+W(1,-1132218099,-1129844133,1011144392,999709323)+W(2,-1154689545,1032486047,-1128767583,1037703496)+W(3,-1115978788,1027446332,-1146849277,-1114471573)+W(4,-1104169149,-1117361518,1049441299,-1087176649)+W(5,-1115448907,1018413135,-1154137305,-1130624603)+W(6,1025985531,-1118729126,1031994846,-1089391227)+W(7,1056185125,1032249225,1036574828,1042483386)+W(8,1029418231,1034798166,1006099469,1046438773)+W(9,-1106352341,991686873,-1131200252,1022706506)+W(10,1024711058,-1125485751,1008177302,986175666)+W(11,-1125946755,1030151438,1006963806,1019997155);sum2=W(0,987806561,1024001581,-1132313544,-1138298076)+W(1,1003342504,-1131321664,1015369606,1016585830)+W(2,-1103978637,-1138508200,-1113576691,1037869389)+W(3,1041829747,-1102361734,995389041,-1103350916)+W(4,1039699877,-1109586411,-1109697688,1004783368)+W(5,-1101655248,1023850463,-1123567230,1033013495)+W(6,1032745921,1036006171,1041044376,1057490671)+W(7,-1120283284,-1118937466,-1137071480,1023653113)+W(8,-1106709297,984628641,-1135869680,-1123523352)+W(9,1037905909,-1133053924,1008345900,-1123775069)+W(10,1017765222,-1151113585,-1128136972,-1126668402)+W(11,-1142518888,-1119975873,1015435786,-1153724113);WS(1066487464,-1081148228); +sum1=W(0,-1156758047,-1115667101,1032245054,-1120457266)+W(1,1025970038,1028999903,-1129094085,1031685286)+W(2,1045622655,1039828621,1043227835,1051174634)+W(3,1038187760,1035936180,1028125692,1038703027)+W(4,-1121579186,1016276052,-1107379682,-1081882686)+W(5,-1114502289,-1110627634,1032926021,-1130240468)+W(6,1016497454,1034243041,-1125065087,-1081200961)+W(7,-1121918554,-1121754318,-1138807120,-1128847308)+W(8,1026804003,-1129971954,1036683903,1050524446)+W(9,1033938044,1045144826,1028558202,1036935449)+W(10,1025331662,1022570928,1033790001,950141917)+W(11,1035886143,-1123227402,1023360168,1033245399);sum2=W(0,990406129,-1109318105,1032976305,-1108583903)+W(1,1009651516,1027268958,-1109295843,1034160517)+W(2,1013162021,1040565489,-1125670617,1041812300)+W(3,-1123723867,1031967357,1033460548,-1113698315)+W(4,-1111903383,-1098989385,-1114873385,1042303391)+W(5,1001920896,-1113158574,1015358203,1032025507)+W(6,1031481662,1036428343,1043786440,1039454897)+W(7,1032603577,-1097549253,-1117993943,-1119346601)+W(8,-1112035485,-1111376696,1007686716,1044627344)+W(9,-1107723593,1043104932,-1142055788,-1111706149)+W(10,1026146121,1020848344,993596601,-1114987237)+W(11,1030752081,-1112152994,-1128311189,1024170945);WS(-1085700080,-1080808385); +sum1=W(0,1024296914,-1122227946,-1137292464,1023737634)+W(1,-1114666035,1017074878,-1116342907,998628462)+W(2,-1130852634,1020782261,1018157624,1000516328)+W(3,1007198528,1034334952,1028012332,1030076118)+W(4,-1113008209,1011762792,-1132968658,-1126768286)+W(5,-1104353680,-1108931914,-1128335092,-1106440695)+W(6,1037784580,-1106441949,1034492712,-1096045179)+W(7,1044579508,1035021791,1016641544,1037317931)+W(8,-1128041639,1023563097,1002605936,1048917408)+W(9,-1126595297,-1127030516,-1124799637,-1122557970)+W(10,1011155704,1007950112,-1130475172,1027876850)+W(11,-1148910448,1030237498,-1178616327,1026212766);sum2=W(0,-1127545645,1018138398,-1144042592,999025130)+W(1,-1139402988,-1150259805,985356315,-1133933532)+W(2,1009004191,-1136885460,-1141392422,1032831862)+W(3,1017820345,-1138954980,1013413304,-1164078621)+W(4,1015771798,-1151865619,-1107745249,-1097510643)+W(5,-1117369881,1017078443,-1132039248,-1132951491)+W(6,-1131692274,-1125888003,-1091675886,-1072938398)+W(7,-1091916978,-1117354278,-1124163047,-1138824868)+W(8,1014637794,1023581282,1057331451,1076041086)+W(9,1056314077,1032772879,1020965023,1026258229)+W(10,996126556,1018938725,-1136255574,-1112160457)+W(11,-1150817344,-1138128772,1018397555,985080995);WS(1065410184,989310727); +sum1=W(0,-1129262375,-1140125102,-1116437485,-1133156750)+W(1,1013595422,-1140436482,1001232640,-1120957855)+W(2,-1109321255,-1114916286,-1113105487,-1103994248)+W(3,-1113291025,-1135877737,1027066925,1020121135)+W(4,1036945010,1039766830,1017194412,1046741097)+W(5,1059311888,-1110004779,-1131666807,-1115618446)+W(6,1026154888,-1115626794,1060001058,1017259310)+W(7,-1103200016,1018378495,-1131905035,-1127100975)+W(8,-1134197844,-1121887434,-1094555822,-1114897776)+W(9,1023750749,-1113774366,-1124072268,-1116648163)+W(10,-1125355007,1012320294,-1137406030,-1133486286)+W(11,-1124720479,-1115411390,1004266540,-1123146591);sum2=W(0,-1134742142,994239369,-1134258278,-1126643555)+W(1,-1124787402,1015413679,991423945,1010959842)+W(2,1015903261,1014594226,-1129761964,1031995313)+W(3,1009465920,1021296491,-1131866907,1022764367)+W(4,1020154303,-1150882457,1022217883,1040302074)+W(5,1049285742,1029784509,-1135790753,-1122024941)+W(6,-1137672551,1023023759,1027518631,-1097618001)+W(7,-1098762324,-1122992412,-1126884057,-1118740892)+W(8,1024853570,1017377705,-1148789809,1026258033)+W(9,-1132512970,1015729459,-1130065044,980872325)+W(10,1005131169,-1125421078,1001175413,-1138047636)+W(11,-1148246653,1016986651,-1142203369,992745521);WS(1051937311,1019742014); +sum1=W(0,-1128733562,997229903,1023734487,-1116159949)+W(1,-1132293538,-1139661928,-1123545457,1016780849)+W(2,-1110586220,1007594774,-1114376035,-1126695312)+W(3,1032525373,-1154941499,1019369518,1026460481)+W(4,1044317379,-1115449474,1058430122,-1131615423)+W(5,1028795565,1043036192,-1111719346,-1122201669)+W(6,1034449865,1040493967,-1106892452,-1096043495)+W(7,1048571437,-1110832404,1031893623,1016066306)+W(8,-1129053661,-1122019556,-1137597924,-1114653189)+W(9,-1104742917,-1106286569,-1118024837,-1121789868)+W(10,-1126315858,-1118602611,1007433460,-1115826781)+W(11,1027349977,1018237258,-1123671919,1018711058);sum2=W(0,1008400273,1016157529,-1144490357,-1138058389)+W(1,-1125392389,-1130565626,965128306,-1135290574)+W(2,-1127535498,-1127740478,1041994790,1049438349)+W(3,-1105215135,-1113276412,-1135958083,-1114929610)+W(4,-1110432262,-1101104373,-1088501039,1056816205)+W(5,1056199589,1025802623,1003347845,1003318865)+W(6,-1120718262,-1108362087,1042410198,-1105949033)+W(7,-1108549667,1029274599,-1152613734,1031964529)+W(8,-1113670226,-1146032407,-1132649478,1045816390)+W(9,-1122823248,-1139374331,-1123972337,1019133207)+W(10,1025653041,-1134925453,1011207517,-1153231998)+W(11,-1127906971,1000306913,-1157554354,-1130500213);WS(-1117640696,1034706864); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-2.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[9][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[9][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[9][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, -3.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[10][2] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[10][3] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[11][0] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[11][1] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[11][2] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[11][3] = HOOKED_texOff(vec2(3.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns32, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns64-win8x4.glsl b/shaders/nnedi3/nnedi3-nns64-win8x4.glsl new file mode 100644 index 0000000..a6e8181 --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns64-win8x4.glsl @@ -0,0 +1,290 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1040079017,-1115658697,-1107150591,-1119789534)+W(1,-1129953383,1052077971,-1102425550,1027055297)+W(2,-1112255447,1056937139,-1089460941,1033358144)+W(3,-1100320116,1052646725,1029401490,-1121552872)+W(4,1039284509,-1091236407,1057992884,-1097729145)+W(5,991372703,-1106109018,1043570389,-1111268755)+W(6,1013856427,-1112818013,1044897031,-1110301789)+W(7,-1108390802,1030287040,1028923089,-1132036495);sum2=W(0,-1108031914,-1118430023,1012288055,1013768747)+W(1,1026461175,1041449883,1027150813,-1122068949)+W(2,1032549274,1072973866,1049697467,1026059807)+W(3,1041814131,-1076980873,-1082819831,1036691428)+W(4,1017353224,-1111091488,1041587393,-1152272302)+W(5,-1121140359,1028730196,1027133694,-1116481805)+W(6,-1132764107,-1121430441,-1122016279,1025296987)+W(7,-1138465879,-1127880506,-1141547063,1012449399);WS(-1098744132,1034278418); +sum1=W(0,-1103397220,-1145635621,-1105248316,1050544938)+W(1,-1124165708,1041815523,-1120033612,1021903208)+W(2,-1110800938,-1099348442,1050332487,1035939706)+W(3,1026719460,-1092523700,1047722705,994253234)+W(4,1022646298,-1100009602,1037024150,1017012340)+W(5,1032193166,-1088889154,1057456646,992386946)+W(6,1022064347,-1104673163,1045722836,-1126668889)+W(7,-1136800346,-1098235958,1051861685,1007925993);sum2=W(0,-1097631923,1051137052,1049915324,-1103655169)+W(1,1038271179,-1138123466,-1101382095,1030554459)+W(2,1016052501,1047950529,1053016941,-1103587135)+W(3,1038061501,1066995446,1044310058,1039796029)+W(4,-1098093629,1052164534,-1101624661,1022295275)+W(5,1036023945,-1086456688,-1097740488,1002073396)+W(6,-1103222197,-1092315790,1025704121,1009745942)+W(7,1049634734,-1088937960,-1095498431,1037237655);WS(-1082862242,-1106529553); +sum1=W(0,-1130854575,1035507577,-1111381151,-1121770975)+W(1,-1136558799,-1134799464,-1109420173,1040932752)+W(2,-1106220300,1050921813,-1090777253,1042678624)+W(3,1011297096,1017516694,1058584025,1023914089)+W(4,1032803517,-1083278305,1053793791,-1114891124)+W(5,1003802452,-1113237716,1038764911,1024022374)+W(6,-1130818358,-1166618304,1011564912,1003125716)+W(7,-1115833284,1036440480,-1125528356,-1148371520);sum2=W(0,-1113253112,-1114468103,1046106511,1029911106)+W(1,1017383795,-1105748811,1042779663,-1111927878)+W(2,-1098397046,1042070822,1049941293,-1106009556)+W(3,-1105653936,1062131274,1049624420,-1113543954)+W(4,1043748521,-1088478625,-1093962905,-1110290200)+W(5,-1130700635,1039489157,-1102421728,1032413051)+W(6,1040646747,-1112481937,-1120850913,1032000907)+W(7,-1134989990,-1118262998,-1124158867,1027657598);WS(1055738180,1034492849); +sum1=W(0,-1130881323,-1111251428,1042092597,1006685651)+W(1,-1114926341,-1128721888,1039888312,-1103919286)+W(2,1041145701,-1099536939,1055510938,-1104400342)+W(3,-1109424308,1051914904,-1131357522,-1113433279)+W(4,-1112247108,1058202118,-1089549409,1022435899)+W(5,-1112831856,1051860704,-1104754439,-1139575663)+W(6,-1114665081,1026763985,-1109075065,-1129253153)+W(7,-1121239258,-1130346670,-1117425768,-1142807791);sum2=W(0,-1110077216,-1118181126,1049383148,-1110853226)+W(1,1036549925,-1116107500,1034915268,-1119533468)+W(2,-1103858204,1042025735,1044994486,-1101175453)+W(3,1011211476,1056055130,1058209450,-1113779586)+W(4,1008268344,-1090440399,-1098004228,-1109857174)+W(5,1023981444,-1117941654,-1099569204,1034145803)+W(6,1010863636,1001166765,-1121873216,1026441284)+W(7,1034090633,-1130298175,-1107211558,1033292040);WS(1056018244,-1109435672); +sum1=W(0,1028147653,-1121172806,-1156629272,1029524274)+W(1,1025593127,-1108190871,1019648283,998861994)+W(2,1019179235,1044333967,-1105021998,-1126875818)+W(3,1042157337,-1098176216,-1084323638,1048944704)+W(4,-1110312463,1052400296,1052575762,-1112766254)+W(5,1019247612,1041545807,-1144495302,1027979993)+W(6,-1120006735,-1152440548,960835398,-1115664295)+W(7,-1144225212,1040728133,-1117757541,-1127435447);sum2=W(0,-1133465842,1020564842,-1109452473,1020759546)+W(1,1037565600,-1103457632,1042355402,1025892619)+W(2,-1114814180,1043192653,-1103393926,1033812672)+W(3,1023511793,1057142397,1042803000,1040091206)+W(4,1028077461,-1101196001,-1093624788,-1104532905)+W(5,1005396583,1038394412,-1094252679,-1153222990)+W(6,1022326514,-1113456189,1041416796,-1130818626)+W(7,-1149118303,-1137100532,1021621854,1028700597);WS(1058353218,1042996167); +sum1=W(0,1024954343,-1094124879,1052314513,1009270680)+W(1,1015847030,-1107919793,-1138612357,-1116609353)+W(2,1036476495,-1097421664,1044445371,-1202266712)+W(3,-1110665693,1048862286,1050687635,-1105910956)+W(4,-1121159378,1033331871,-1102818752,1018868510)+W(5,-1108641009,1049066134,998963493,-1115498359)+W(6,-1137738249,1023600450,-1113493234,1016588291)+W(7,-1102251787,1041347474,1023627001,-1119202191);sum2=W(0,-1126808420,-1120540574,-1098896413,1039187917)+W(1,980939457,-1110048722,-1075343834,-1110843188)+W(2,-1123796075,1033167871,-1086151008,1032482295)+W(3,1037410136,-1106277561,1075199384,991431992)+W(4,1002142140,-1166268225,1058982643,-1123555130)+W(5,-1139817292,-1116671070,-1127002394,-1163241473)+W(6,-1134378480,-1143978200,1028067074,1021947375)+W(7,-1142652688,1011961658,1027681870,-1117918702);WS(1065448321,-1123448424); +sum1=W(0,1033675765,1042933049,-1113419593,-1107290229)+W(1,1010310940,1048779866,-1098481070,1033876859)+W(2,-1135157253,1053164479,-1085464413,1028430645)+W(3,-1130617674,1054681092,1025088582,-1126554424)+W(4,1045868403,-1088933089,1052703622,-1113028565)+W(5,1037821135,-1096402228,1043193000,-1114258373)+W(6,1029877230,-1112063319,1039463880,-1131689691)+W(7,-1107423852,-1132569296,1039088003,992526257);sum2=W(0,992398551,-1118632904,-1109433050,-1143518596)+W(1,1027463162,-1115592424,998577524,-1122494561)+W(2,-1110914988,-1094541616,-1095126430,-1116426235)+W(3,-1119896935,1058308065,1059518579,-1103007923)+W(4,-1100289244,1052134722,1038527426,-1121464784)+W(5,1024218964,-1139018826,-1109739820,-1115201103)+W(6,-1111923136,1043392525,1004586244,-1120049915)+W(7,1036361104,-1114310803,1020338285,-1128089075);WS(1050696068,-1101686596); +sum1=W(0,1030829490,1032239887,1015204626,-1113406309)+W(1,1025629886,1039198082,1033819234,1030627629)+W(2,1028506281,1035777849,1052890832,-1111973334)+W(3,1044306231,-1094476563,-1083567844,1049080890)+W(4,1022456523,1053256444,-1095460989,1026744658)+W(5,1033300499,-1108777674,1028011096,1009469122)+W(6,1025382374,-1125496907,-1117978119,1014700692)+W(7,-1126351518,1013615278,1022077689,-1117484787);sum2=W(0,-1123705959,-1116235595,1034058997,-1139597844)+W(1,1033160533,1028975273,-1094422871,-1122943830)+W(2,1021465594,-1105037500,-1106553103,-1103106284)+W(3,1019539230,1055127070,1036912081,1037858431)+W(4,-1115261066,1039390029,-1113630050,1034945731)+W(5,1030761443,-1104569658,1034816057,997585040)+W(6,1021971134,1024962787,-1131788338,-1137214108)+W(7,-1122567677,999405400,1014360364,1023175710);WS(1058623938,1044469574); +sum1=W(0,1045615020,-1108426137,-1135193336,1044911680)+W(1,1035147318,-1141312974,1044306859,1030580258)+W(2,1047639223,-1105886038,-1122107414,1043270872)+W(3,1050348390,-1079944741,-1085342603,1051720601)+W(4,1030161626,1039515483,-1100470855,1041363874)+W(5,1044899106,1021302290,-1110191310,1041545713)+W(6,-1132009366,-1167333042,-1180200419,1040848727)+W(7,1044251461,991624716,-1100960996,1042676794);sum2=W(0,-1126998679,-1097249916,1048536708,-1118913729)+W(1,-1112584470,-1101780852,1037003529,-1122142287)+W(2,-1125720699,-1124055793,1040132893,1008038822)+W(3,1026650453,1050619160,1058508674,-1117660887)+W(4,-1098785634,1044368398,1037637019,-1121056345)+W(5,1035354845,-1115949975,-1106591466,1006096779)+W(6,-1103280207,1036370417,-1109803757,-1116815483)+W(7,-1117822839,1013784870,-1104576316,-1119752481);WS(-1092650820,-1093598320); +sum1=W(0,-1126483198,-1111185837,1032567139,1028684103)+W(1,-1136033646,-1107026560,-1113511425,1034982933)+W(2,1019177644,-1096033968,1059010394,1025024233)+W(3,-1119240794,-1101350837,1042563567,-1118967697)+W(4,-1095523617,1057301262,-1131092420,-1118984463)+W(5,-1108863241,1042409572,-1108714423,1023629806)+W(6,-1113123137,1040959081,-1114101506,-1128061252)+W(7,-1126435736,1035081684,-1106962654,-1142697342);sum2=W(0,-1118904411,-1134435633,-1102280300,-1150017862)+W(1,-1158272012,-1107189637,992574886,-1122133752)+W(2,1013234849,-1120249847,-1083559741,-1146867651)+W(3,1030464194,1057018316,1062197029,-1097179586)+W(4,-1106482941,1048792270,1040811198,-1115216614)+W(5,1025489390,1024832618,-1114392001,1021081809)+W(6,-1129648553,1031754422,1031998303,-1112304821)+W(7,1028128070,-1125347555,1029475610,993658022);WS(1058173058,1066808129); +sum1=W(0,-1107348220,1035236882,1041707116,-1121094224)+W(1,-1099127505,1036577094,1043659283,-1105652573)+W(2,-1103913530,1044208414,1046852514,-1107481241)+W(3,-1113478482,1029276252,1039741986,-1121409754)+W(4,1040539139,-1097605967,1044710619,1032545388)+W(5,-1113016318,-1100723463,1043551606,-1115290924)+W(6,-1120477164,1029619500,-1133641268,1013015214)+W(7,1000206250,-1122925746,994694705,950366748);sum2=W(0,-1094008764,1034130054,1031813868,1011760553)+W(1,-1105723160,-1120175931,1042930394,-1124103013)+W(2,-1087139249,1064201383,-1110465854,-1131636845)+W(3,1052425931,1002356625,-1098172076,1006833373)+W(4,1056772124,-1089869944,1043061462,1007319139)+W(5,1034445536,-1114835724,-1102352886,1014923704)+W(6,1012087213,-1123264660,1040830367,1016549099)+W(7,1037095176,-1129286431,-1111397998,993051546);WS(1061928770,1027279769); +sum1=W(0,1034406912,-1100123699,1029564087,1033006716)+W(1,-1113862823,-1162686055,-1109708970,-1128579510)+W(2,1039933724,-1096018034,1050604450,1007368299)+W(3,-1111710246,1056786929,1037263862,-1109765633)+W(4,-1111349982,1056534441,-1098017894,-1113416432)+W(5,-1109997378,1044907121,1038664521,-1101798872)+W(6,-1113344954,1022437288,-1116167797,-1105438789)+W(7,-1114279935,1031029722,1027389387,-1113862289);sum2=W(0,1026006751,-1115270559,1024783342,-1130316822)+W(1,-1108403600,1031363022,1033798448,-1139293944)+W(2,1035073774,-1104904057,1037041630,1025961213)+W(3,-1122004937,1031769509,1039898935,1021529214)+W(4,1035952663,-1106336513,1057393141,-1112547455)+W(5,1015050843,1027760004,1027825620,-1096601581)+W(6,-1124438030,1019789656,-1121305243,-1105185563)+W(7,-1133483016,-1118390529,-1128829234,-1106336479);WS(1053752708,1043937257); +sum1=W(0,-1114168512,-1105170221,1031197758,-1109039567)+W(1,-1112521242,-1098204331,-1104934543,-1113606305)+W(2,-1097902456,1046102006,1042705158,-1098767200)+W(3,-1095288434,1066642253,1070561411,-1089903115)+W(4,-1094410051,1054367941,1038022813,-1100846418)+W(5,-1114520925,-1100810554,1032266099,-1108028099)+W(6,-1115668990,-1121904763,-1114135854,-1115062077)+W(7,-1105295129,1031167873,-1123380722,-1118408200);sum2=W(0,-1113064749,-1090786559,1038982572,-1136678198)+W(1,-1144787532,-1094418907,-1102980167,-1129681067)+W(2,-1115681675,1009808406,1041806798,1023762114)+W(3,1041111385,1053253351,1054413523,1035936399)+W(4,-1130408019,1015714915,1024043560,-1114747797)+W(5,-1136936214,1020895003,-1114777947,1001107148)+W(6,1022660811,-1117683238,1021536435,-1129865467)+W(7,-1121651306,1028089270,-1123371786,1019986163);WS(-1077899937,-1095640595); +sum1=W(0,1038010313,1032811586,-1097475626,1033727032)+W(1,1026389718,1036208246,-1123908524,-1117534996)+W(2,1040451742,-1100196466,1051006893,-1116405267)+W(3,1038149954,-1112596654,-1096170677,1043001855)+W(4,1012098034,1057575303,-1089360567,1035677341)+W(5,1041468735,1025151035,-1102384270,-1122502968)+W(6,1036152598,-1108998502,-1117118702,959089718)+W(7,1035936827,-1117388883,1019229383,-1122221082);sum2=W(0,1014408115,1037203464,-1112987386,1006518986)+W(1,1031626038,-1111295182,1033188726,998532726)+W(2,1042237958,-1111204470,1033012571,1002908510)+W(3,1024306585,1046645930,1040504174,-1142339005)+W(4,1005347958,1036175171,1022488131,1028667874)+W(5,-1108949069,-1102667672,-1113110436,1028194944)+W(6,-1129272561,-1105300490,1012028387,991631364)+W(7,-1155665460,-1098212068,1026136762,-1118275484);WS(1052188868,-1105025774); +sum1=W(0,1026006805,1053332527,-1093124457,1016895952)+W(1,-1127133881,1046329385,-1102124985,1015047702)+W(2,-1111238899,1054121990,-1093232644,1031180874)+W(3,1039605133,1041936861,-1108714798,-1123947762)+W(4,1036489378,-1098161716,1047964177,-1116894641)+W(5,1027868467,-1100202284,1042303686,-1100188956)+W(6,1028341284,-1114580002,1042593657,-1114267170)+W(7,1040022103,-1112308133,1033044781,-1120167377);sum2=W(0,-1098242390,1038124206,1035251585,-1146833441)+W(1,-1090155459,-1111850856,-1110800852,1015159009)+W(2,-1080159437,-1111691725,1033462452,-1114532383)+W(3,-1083172772,1045262621,-1116129960,1037947101)+W(4,1043663143,-1107342132,-1117401930,-1115149205)+W(5,1066420271,-1115094311,1036826747,-1118954060)+W(6,1065821018,1045364599,-1121811075,-1159263732)+W(7,1052081121,1039539139,1031476522,-1144829650);WS(-1102870152,1022622513); +sum1=W(0,1055644087,-1105950504,-1114669622,-1099940547)+W(1,1035394969,-1108831748,1043185370,1029691760)+W(2,1045649819,1041190721,-1098060649,-1105006556)+W(3,1045987408,1039545500,-1093030704,1034170571)+W(4,1030573816,1049616144,-1093912525,1028754581)+W(5,1031111560,1056957379,-1084377448,1032315050)+W(6,1035095156,1047436506,-1093512673,1008186016)+W(7,1041054212,1055423038,-1094643096,1002093997);sum2=W(0,-1084145430,1070336926,1055168354,-1086613448)+W(1,1037387540,-1098862516,-1095516697,1056626754)+W(2,-1091365810,1050914492,1050568943,-1097405209)+W(3,-1096604175,1068317532,1069441477,-1099937369)+W(4,-1095647742,1054262144,-1090345251,-1106692290)+W(5,1043123500,-1083131387,-1085743049,1045945631)+W(6,-1106696806,1046449081,1048225937,-1106594556)+W(7,1053814194,-1081281727,-1086819148,1058187197);WS(-1069426976,-1120848841); +sum1=W(0,1036938172,1037072255,-1103659451,1032159990)+W(1,1035259664,997868135,1049019033,1025792718)+W(2,1047028417,1031706371,-1095105906,1020529436)+W(3,1052190352,-1092031243,-1081236347,1049696791)+W(4,1041456894,1045414333,-1090672009,1038916826)+W(5,1039915051,1026900661,1032303833,1035011641)+W(6,1015525967,-1119324359,1008361890,1039253091)+W(7,1036563112,1015048091,-1146656500,-1145253028);sum2=W(0,-1131675185,1029191442,-1114450600,1024984252)+W(1,-1130807793,-1132163681,1018117017,-1115031522)+W(2,-1137547874,-1115933340,1033829647,1037592454)+W(3,-1119117212,-1086087178,1063181450,1006729954)+W(4,-1138868050,-1112002886,1026390676,1017409241)+W(5,-1139313154,1014175682,-1143924164,-1134939410)+W(6,-1127085641,1023290113,-1138352802,-1125048401)+W(7,-1144490820,-1135148482,1007342770,974288160);WS(-1092511940,1056045775); +sum1=W(0,1034351639,-1122413709,1034842253,-1109413949)+W(1,1036571263,-1107220477,1031880235,-1128037178)+W(2,1026078569,-1123595634,1048156900,-1106487287)+W(3,1044122211,-1099810889,-1106066347,1038991202)+W(4,-1145831724,1052039823,-1096815763,1016305349)+W(5,-1113387827,1050308552,-1095462256,1039930976)+W(6,1018446892,1032192235,-1104039774,-1145490603)+W(7,-1119385695,1047960215,-1105858435,-1115254417);sum2=W(0,-1129634341,1017418680,1033383321,-1086264457)+W(1,-1125984965,-1145267460,-1108053053,-1078809375)+W(2,-1131211232,1019434782,1035592777,-1073693037)+W(3,1032304695,-1112808134,1017461836,-1098879629)+W(4,-1126835561,1027589163,-1125819067,1071963841)+W(5,-1135310730,-1164412329,1048432434,1073307463)+W(6,1030376830,1012340975,-1132396034,1053688201)+W(7,-1115706548,1024240430,1037084632,-1110470100);WS(1042257800,-1115776325); +sum1=W(0,-1146926115,-1107281138,1038400362,1010013391)+W(1,1032352980,-1098526814,1045994468,-1117084567)+W(2,-1109330569,1043068219,-1111135982,1043908518)+W(3,-1114314051,-1109412128,-1144690495,-1120663934)+W(4,1039411448,-1097266597,1057956169,-1098521248)+W(5,-1111850704,1039093055,-1128243973,-1122589083)+W(6,1040829028,-1100632132,1048043508,1029880783)+W(7,-1123393177,-1104810789,1025450855,997333453);sum2=W(0,1029402915,-1139977433,-1102627522,1041328458)+W(1,-1131137316,-1118253197,1040550677,-1112092070)+W(2,1031911869,-1122896144,-1088615745,1058291503)+W(3,1023173531,-1122404168,1061434285,-1087193418)+W(4,1023792141,-1098422336,1075510495,-1072676007)+W(5,-1123803784,1037623928,1067804318,-1079538943)+W(6,1014267385,-1106514445,1045458757,-1106625048)+W(7,-1128776324,1036548666,1035151624,-1107997040);WS(1062572194,-1113128476); +sum1=W(0,1025054504,-1105909778,1035303099,1030405814)+W(1,1032745069,-1098454710,1048922046,-1107189334)+W(2,-1111717923,1040855323,-1111940687,1047137430)+W(3,-1115121012,-1102647392,1030883818,-1120733568)+W(4,1039928305,-1094658254,1056642050,-1102007432)+W(5,-1108655721,1048800872,-1114397119,-1121522301)+W(6,1042636501,-1098634802,1045405821,1030940241)+W(7,-1121873307,-1107065062,1028123977,-1129454014);sum2=W(0,-1114559261,-1138228901,1049277284,-1102431407)+W(1,1015935669,1029828517,-1107208114,1036930870)+W(2,-1119968612,-1110320033,1062476231,-1086736101)+W(3,1034980574,-1095660939,-1090290563,1061616421)+W(4,-1134322843,1043622789,-1071408041,1075586093)+W(5,1031387619,-1103434641,-1079628774,1068626110)+W(6,-1130912561,1043842027,-1100585862,1036267766)+W(7,1028413753,-1104010102,-1110973692,1043722127);WS(1060774594,1031131703); +sum1=W(0,-1107942447,1045023814,1022102280,-1109726834)+W(1,-1105426838,1048858052,1019498368,-1115599332)+W(2,-1102134060,1057375412,-1089780107,1024119623)+W(3,-1108928460,1053310638,1054202179,-1117349999)+W(4,1030069408,-1086363546,1056436400,-1105657043)+W(5,-1109912496,-1121814959,1045750878,-1112636534)+W(6,-1111247296,-1121700033,1017717699,1020787328)+W(7,1016389396,-1112979299,-1115080444,1034439495);sum2=W(0,1036474850,-1115841609,-1115206474,1027456791)+W(1,-1117613837,1015990489,-1121605429,-1155010952)+W(2,993333704,-1114813616,1041891165,-1115442992)+W(3,-1124280889,1046600726,1051997378,-1145891812)+W(4,-1120272689,-1127188969,-1122067781,-1135549634)+W(5,-1147158916,-1101686418,1035140408,1009536026)+W(6,-1136721538,-1106242516,1020051521,1019245009)+W(7,1006917274,-1111325506,-1113122752,1017045509);WS(1060194466,-1100017114); +sum1=W(0,-1107280066,-1105747811,1059466063,-1103466926)+W(1,-1110455654,-1101985628,1043733237,-1106475814)+W(2,-1108454907,1018718942,1057500851,-1106517942)+W(3,-1102634810,-1106901713,1036011765,-1094721336)+W(4,-1103570769,1046100821,1016328357,-1110005824)+W(5,-1103041901,1055521256,-1113318903,-1108487663)+W(6,-1108837738,1047438565,-1139455183,-1116101330)+W(7,-1103753711,1059153514,-1111475141,-1118902112);sum2=W(0,-1134258178,-1116481221,1032034504,-1123729210)+W(1,1016306377,-1123533287,-1130975497,-1124034546)+W(2,-1119701101,-1150894505,-1129842733,-1119840142)+W(3,-1121134035,1050682292,1050657130,-1118895679)+W(4,-1110905440,1003934853,1032136922,-1115758498)+W(5,-1123898542,1016401385,-1114630639,-1135589646)+W(6,-1120388479,1010383122,-1135861370,-1140270714)+W(7,-1131815221,1025651043,-1115813895,-1126135829);WS(-1094780356,-1096037829); +sum1=W(0,-1094564683,1051641704,1042321778,-1109647669)+W(1,998269945,1048993133,-1097112145,1034946343)+W(2,-1106439374,-1105882161,1049078036,-1120792141)+W(3,-1099790159,1021385644,1039341071,-1101585581)+W(4,1039955171,-1110801281,1035258371,1020526630)+W(5,-1116696534,-1093602407,1056382370,-1124429730)+W(6,1026955814,1040928722,1035779188,-1106396689)+W(7,-1132274079,-1094848202,1053064740,1027970323);sum2=W(0,-1137596463,1029577680,1038439017,-1113448033)+W(1,-1129205035,-1107142480,1015352075,1012914617)+W(2,-1126343315,1047351132,1070713407,-1114069586)+W(3,1039861741,-1098569120,1073186805,1046610276)+W(4,-1126312459,1038608299,1038004689,-1144677526)+W(5,-1123052878,-1116615219,-1073950732,1007385420)+W(6,996868828,-1112533224,-1077903771,-1108941862)+W(7,-1125851727,-1107291575,-1107100148,1037961064);WS(1053603780,-1115461008); +sum1=W(0,-1137418943,-1097293942,1049585228,1014991997)+W(1,1030817204,-1095449155,1046317951,-1134044169)+W(2,1016256157,-1092155167,1056038503,-1118818050)+W(3,1021933093,1049349309,1058232189,-1129232467)+W(4,-1107174285,-1125654285,-1109114845,1020919504)+W(5,1024187323,-1107838901,-1104780729,1042320778)+W(6,-1121722108,-1112035518,-1104946775,1033110781)+W(7,1027865701,-1115980033,-1096840466,1040979266);sum2=W(0,1033231462,-1115237141,-1111323807,1022510111)+W(1,-1122607696,1031925962,-1115623012,1016053183)+W(2,-1126070520,1042960949,-1119706606,999155791)+W(3,1021774826,1053325526,1049744257,-1130112624)+W(4,-1120788802,-1107200469,1005054791,-1116359926)+W(5,1023918789,-1112013861,1026671690,-1115047971)+W(6,-1127228708,-1114604471,-1107279270,-1133439199)+W(7,-1155086158,-1120863174,-1119270266,-1114777589);WS(1049944452,-1118177299); +sum1=W(0,1004954534,-1113835168,-1131743895,1036431958)+W(1,1034605113,-1117712807,1044152226,-1113909672)+W(2,1042179871,1049772083,-1105992217,1034469319)+W(3,1046072096,-1089565448,-1102704504,1047091406)+W(4,-1119832136,-1087875066,1051885673,-1117867957)+W(5,-1115172412,1028249398,1023284205,1037431354)+W(6,1021914321,-1115173764,1032417701,-1128742159)+W(7,-1125265763,1016032028,1023720959,1027934165);sum2=W(0,-1122048832,1053033259,-1121809206,-1100778293)+W(1,-1102028824,1033866732,1014156522,1033801710)+W(2,-1098388207,-1083784972,1055740053,-1112352078)+W(3,1042109429,1035235216,-1104400409,1046653262)+W(4,1037898289,1056376564,-1126110057,-1111071353)+W(5,1035691269,-1103367787,-1120368299,1025902829)+W(6,-1120157845,1034674212,1015248281,997672170)+W(7,1026959129,-1128193065,984939091,-1153716682);WS(-1165444096,-1119710264); +sum1=W(0,1042994118,1051115175,-1098028621,-1108071955)+W(1,1034244741,1042802936,1040688824,1032455940)+W(2,1037778378,1051394930,-1088773549,-1120702728)+W(3,1041081798,-1114386041,-1087521946,1029133552)+W(4,1016348739,1044466585,-1089153334,1045508004)+W(5,1044760836,1039392600,-1102706330,-1117660781)+W(6,-1126699940,1042064672,987979863,1043978432)+W(7,1049969601,-1111502020,-1112154588,-1112358151);sum2=W(0,-1113048377,1060341068,1067872749,-1107478445)+W(1,-1169925094,1041247352,1057359743,-1121919154)+W(2,1033233769,999982909,-1089189226,-1112420946)+W(3,1022227231,-1081289783,-1075624869,1030919570)+W(4,973479782,-1090689511,-1088323315,1049895882)+W(5,1025958326,1036288861,1048635178,-1108655271)+W(6,-1175748301,1044034366,1052769876,1042449401)+W(7,-1108998850,1055733822,1060416891,-1098757157);WS(-1077066897,-1138646112); +sum1=W(0,1024267775,-1092381223,1053014632,1025453154)+W(1,1009759453,-1106693383,1027242622,-1118474373)+W(2,1034803609,-1096180043,1051220983,-1149202983)+W(3,-1105412061,1042083852,1053447283,-1101608091)+W(4,-1118414542,1031147625,-1105039519,1010847661)+W(5,-1104989395,1050244398,1023828386,-1113932053)+W(6,1000523125,1024065726,-1110843104,1023831870)+W(7,-1099033634,1045342865,1028746421,-1113130950);sum2=W(0,1013870164,1032969077,1050672871,-1105627059)+W(1,-1133465912,1032956180,1076869477,1037977967)+W(2,1030888661,-1118666398,1063553933,1017901782)+W(3,-1118337904,-1095979039,-1069322680,1026329625)+W(4,1030672570,-1102611716,-1088200357,-1169512700)+W(5,-1156287199,1041525268,1026168517,-1153801247)+W(6,1014316520,-1121602320,-1129519600,-1126632288)+W(7,-1145191680,-1129518532,-1120095414,1031405165);WS(1059038658,1028594353); +sum1=W(0,1030613999,1027001704,-1089493909,1046010101)+W(1,-1132336275,1035531624,-1094328658,1026431736)+W(2,-1117493948,1032402678,-1106243079,1043051950)+W(3,1038489844,-1152158733,1052296065,1044337864)+W(4,1028206993,-1098315241,1042911580,1028671678)+W(5,1044643916,-1088517514,1049587060,1032918142)+W(6,1007880004,-1103996748,1035409673,-1137633217)+W(7,1043840791,-1091506711,1044000434,1036291743);sum2=W(0,-1118922878,-1105269646,1050974192,-1110275215)+W(1,998383694,-1109062791,1002191246,-1111322692)+W(2,-1117830208,1013977255,1046707356,-1114811922)+W(3,-1123342062,1052555170,1051646415,-1114439732)+W(4,-1109116635,1041098100,1036678597,-1108145020)+W(5,-1124252768,1040874722,-1098775079,-1121186646)+W(6,-1104593856,1030669290,-1122565606,-1115485971)+W(7,1026377322,1040986964,-1098750401,-1115223671);WS(-1089038754,1070610314); +sum1=W(0,1006818038,-1112569734,-1110914124,1038135388)+W(1,-1126323612,-1099849389,1036085850,1043645143)+W(2,1015379312,-1090696922,1053776546,1040122382)+W(3,-1107760774,-1101892281,1045400523,-1118717763)+W(4,-1110158738,1028620400,1040930437,1002760462)+W(5,-1104391397,1047988033,-1132043583,1016954112)+W(6,-1114553627,1043536901,-1119469430,974497054)+W(7,-1113068735,1039930893,-1114659286,-1139206280);sum2=W(0,-1120363159,1029972206,-1135126990,-1111466112)+W(1,-1119340063,1020623843,1026762268,-1099605665)+W(2,-1119078724,-1137841818,1064611900,-1102195223)+W(3,1035843986,-1094446255,1017486399,1042926586)+W(4,1035175754,1049035968,-1094749382,1014516782)+W(5,-1106992039,-1128810267,1039608352,-1112006203)+W(6,-1128507307,-1123633215,-1194223384,-1136077530)+W(7,-1129270833,-1123131987,-1197948696,-1129209333);WS(-1120775200,-1094115106); +sum1=W(0,-1117113151,-1112921839,1046145098,-1107062579)+W(1,-1133090109,-1099947345,-1097096777,-1151313622)+W(2,-1096583070,1050818928,1048882552,-1100319675)+W(3,-1098081804,1057531117,1067142180,-1094480203)+W(4,-1092969217,1051254629,1054137781,-1100195749)+W(5,-1119648950,-1098660371,1035250696,-1111825641)+W(6,-1113650835,926574177,-1115652196,-1118408614)+W(7,-1105675228,1035449878,1024424221,-1114839546);sum2=W(0,-1122846232,1031116535,-1118531646,1030028661)+W(1,1002183233,-1113707943,1034244245,-1116699784)+W(2,-1129631292,988543074,1027624889,1039671963)+W(3,-1112395279,-1080457005,1064104967,1037992478)+W(4,1009610216,-1097715519,1052372051,-1115290878)+W(5,1001287537,1037716560,1011412016,1016046512)+W(6,-1122731504,-1112112395,1031591085,-1122589730)+W(7,-1139829356,1031806339,-1128697528,1022404309);WS(-1083041826,-1088446577); +sum1=W(0,-1112868382,-1138041180,1041478665,-1123809603)+W(1,-1139686881,998832115,1026886463,1007627162)+W(2,1037998481,-1108164766,1018740405,-1137074328)+W(3,1035817611,-1106005004,-1092605991,1036557383)+W(4,1028314191,1054394898,-1096954228,1043199331)+W(5,-1112414119,1042585939,-1105339656,1016960213)+W(6,-1123391616,1037009680,-1122534560,949272012)+W(7,-1152205450,1027830053,-1128384493,-1161448845);sum2=W(0,1036010005,-1080772886,-1110295637,-1113551367)+W(1,-1112615912,-1080108640,1033469827,-1118689741)+W(2,-1108103320,1042883784,991295446,-1123719569)+W(3,1026422893,1067023817,-1106557392,1039881895)+W(4,1043952518,1065911618,1015020021,1028046949)+W(5,-1112407780,1043418298,-1113416335,986544491)+W(6,1025610945,-1121396391,-1118133995,1028536389)+W(7,-1142574731,1019038275,1027619053,-1114551687);WS(1059656866,1032254503); +sum1=W(0,1051132033,-1087438145,1040121644,1047684766)+W(1,1032901415,-1096624519,1045530925,1031967406)+W(2,1050001035,-1093591378,1040228252,1044069767)+W(3,1051046262,-1092342973,-1096329486,1050005760)+W(4,1024623477,1024747921,-1100479077,1045316401)+W(5,1041030197,1042870865,-1092498854,1048633756)+W(6,-1129401004,-1112612011,-1100524478,1041789317)+W(7,1040932616,1037509038,-1089145703,1050363772);sum2=W(0,1033723840,1054927280,-1094930774,-1110893464)+W(1,-1120765513,1004192518,1009606707,-1117945313)+W(2,-1151198348,1032813206,1018976553,-1111742424)+W(3,-1121736497,-1097617496,-1096835022,-1121652889)+W(4,1020727265,994767756,-1114598300,-1144829382)+W(5,-1111733852,1024454465,1049726638,1030389401)+W(6,1010605379,-1124374145,1040837102,-1120942585)+W(7,-1112033268,-1107458988,1057385902,1035752486);WS(-1076352721,1061176787); +sum1=W(0,-1115567878,-1095051668,1047858891,1038434246)+W(1,1039493528,-1094852257,1040618482,-1116442287)+W(2,1037423542,-1086623624,1057001770,-1114755255)+W(3,1022350014,1044286862,1036068672,1022609452)+W(4,-1114677168,1057477914,-1086915318,1037805114)+W(5,-1123591576,1049595083,-1095930750,1044588197)+W(6,-1143365955,1036655988,-1108386213,1031697064)+W(7,-1114839417,1044280124,1029598047,-1119274549);sum2=W(0,1018488840,-1104206436,-1111729053,1004158510)+W(1,-1109735653,1012246375,-1117505825,-1122544930)+W(2,-1113462230,-1114523900,1042992721,-1111468709)+W(3,-1112517262,1056346033,1051780099,-1133433375)+W(4,-1108529674,1029007760,1042618199,-1114816198)+W(5,-1112282852,-1106712811,1035563022,-1136000711)+W(6,1002563934,-1113168793,1024458488,-1122022613)+W(7,1011039855,-1115338003,-1112797570,1037211560);WS(1037340944,-1121222187); +sum1=W(0,-1116495838,1040689218,1036502651,-1106495021)+W(1,-1118176747,-1110298712,-1106426924,-1119752153)+W(2,-1096308023,1052341602,1044624667,-1097659059)+W(3,-1094205341,1064260668,1068943083,-1089978464)+W(4,-1095502171,1052009702,1045175252,-1099820424)+W(5,-1115640417,-1100646016,1004526500,-1108261518)+W(6,-1112496425,-1117627026,-1108867801,-1110958217)+W(7,-1105702479,1026863896,-1112879076,-1111070831);sum2=W(0,1002312827,1043920878,-1113959010,-1124888335)+W(1,-1134403694,1045056865,-1120905299,1019347263)+W(2,1025097519,-1107896626,1031903433,-1120916959)+W(3,-1105297347,1060319926,-1100397803,1028583233)+W(4,1007461646,-1100756735,1042137547,-1119634731)+W(5,-1117960999,1018292031,-1106899263,-1134844462)+W(6,-1123847191,-1136355134,-1119650359,998264859)+W(7,-1129847887,-1108036266,1033071013,-1109200858);WS(-1087648930,1056984912); +sum1=W(0,1027950097,1048727276,-1101873716,-1111974664)+W(1,1027762677,1043573475,1015678999,1024202483)+W(2,1025406415,1051177331,-1091649404,1016025318)+W(3,1043195617,-1092810048,-1082302860,1050173331)+W(4,1035903278,1038252876,-1097139061,-1156961168)+W(5,1031391740,1044809191,1038200652,998750650)+W(6,1023913741,1035706934,1042041459,1023377112)+W(7,1033673899,1020597221,1041744649,-1114494621);sum2=W(0,1035604443,-1109665959,1027481873,-1121529027)+W(1,-1113891962,1017090586,-1115818981,1006860245)+W(2,-1155240851,1033553543,1023852497,-1124657042)+W(3,-1130359386,1061263788,1027230949,1039189933)+W(4,1025386829,-1109330568,1041592808,-1123139111)+W(5,1028100153,-1106256683,-1113120233,999905578)+W(6,1016774458,-1097657183,-1101411950,-1132638677)+W(7,-1126789482,-1118236009,-1121071325,-1109638591);WS(-1090940868,1045539156); +sum1=W(0,-1125495305,-1111842948,1024315123,1033322010)+W(1,-1122547977,1036262295,1017057054,1021788462)+W(2,1049435900,-1083395945,1046781659,1041875702)+W(3,1022396558,1050733040,1016653136,1032259903)+W(4,1034779456,1050803832,-1084181811,1045300311)+W(5,-1113477720,1023164412,1044787970,-1103054087)+W(6,1025152496,-1141132416,1025666193,-1119238479)+W(7,1017461170,-1119150102,1039405571,-1121753565);sum2=W(0,-1111850352,-1154701652,1008422401,-1128983709)+W(1,-1115334877,1045060155,1033609440,-1109145509)+W(2,-1101312255,1053683311,-1090718168,1041457249)+W(3,-1131783421,1041887968,1047082317,1009316297)+W(4,1037660946,-1090960245,1034433310,1037394704)+W(5,-1121261620,1034919558,1036748070,1030040522)+W(6,1008969141,-1118627401,-1109720341,1034723828)+W(7,-1118719808,-1117531173,998924330,-1122112519);WS(1058382658,-1101786424); +sum1=W(0,-1110270554,1020557616,1042446649,1010032145)+W(1,-1139041509,1040419632,-1110579152,1021044303)+W(2,-1106470550,1039037886,1052788411,-1107378131)+W(3,-1114587164,-1089217895,-1102603214,-1101971332)+W(4,1023988544,-1116816379,1052497916,-1110520967)+W(5,1031022672,-1098005290,1048850952,-1136091053)+W(6,1028924449,1030444000,1041387232,-1142630143)+W(7,1026679274,-1105928314,1042985742,1036784631);sum2=W(0,-1122331173,1021048143,-1121426033,-1141905806)+W(1,-1116694246,-1117334358,1034622720,-1109719947)+W(2,-1133055086,985385246,-1111822939,-1111398337)+W(3,-1106162040,1058597177,1062397265,-1092732322)+W(4,1033705060,-1096472079,1007125953,-1104483430)+W(5,-1119866494,1040447045,-1124693001,-1148551778)+W(6,1019582103,-1107345628,1025700470,-1142669219)+W(7,-1119480360,1011504527,1026572561,-1124513225);WS(1062970978,-1081266569); +sum1=W(0,-1102316771,1049067654,1040583110,986432279)+W(1,1026249566,1049251698,1039432874,1031488060)+W(2,-1104248914,-1100292756,1040278772,1034368766)+W(3,1037424006,-1086541140,-1096033842,1046796153)+W(4,1035596338,-1092317470,1045287213,1039493185)+W(5,-1122189220,-1101422105,1049598341,1029733120)+W(6,1016727466,-1130063849,1043296141,-1132489681)+W(7,1006845944,-1103019359,1042202275,1032483937);sum2=W(0,-1108138297,-1092863213,-1134447463,1020893591)+W(1,1024987284,-1095439435,-1107350452,1030342296)+W(2,-1107013954,1054820060,-1104627754,1023656240)+W(3,1038311792,991870971,1058790229,-1145193326)+W(4,-1140508767,1019051815,1049499199,-1111721419)+W(5,999045582,1003248078,-1113643053,-1124168067)+W(6,1010876103,-1122507350,1040683258,-1111078930)+W(7,-1139420079,-1120196608,-1107048418,1036851190);WS(-1090709444,1049440503); +sum1=W(0,-1112814366,1025170444,1021129071,-1116166456)+W(1,1009000949,-1102968365,-1107658202,1013557870)+W(2,-1102384190,1054801672,-1108358704,-1112664461)+W(3,-1098104133,1055216649,1055155742,-1102466049)+W(4,-1100420271,1007027006,1062491877,-1093799886)+W(5,-1117987732,994631719,-1115514619,-1139587454)+W(6,-1108681738,-1122456724,1032182427,-1112800010)+W(7,-1118237822,1037835469,-1137063726,-1119596065);sum2=W(0,1010269627,-1125700925,-1129465449,-1124401971)+W(1,1011116525,1031004177,-1111184590,-1139731999)+W(2,1031226256,991734042,-1090395945,-1123603568)+W(3,1023655690,1056735713,1007034923,-1106780773)+W(4,-1117593255,1023598587,-1114530604,1032362667)+W(5,-1139919503,-1116020697,1044588818,1019563835)+W(6,-1131886173,1030692092,-1118660887,1016903156)+W(7,-1132337311,1014084462,1027760305,1003383541);WS(1052605444,-1096548047); 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+sum1=W(0,-1112587635,992292947,1015927970,-1121302066)+W(1,-1118487719,-1104534315,1038416886,-1121296341)+W(2,-1105756568,1049230729,-1104867982,1043167221)+W(3,-1111631170,1048175951,1051898365,1037146590)+W(4,1036199927,-1089217933,1057590961,-1113442509)+W(5,-1106833087,1028715132,-1104675396,1030891673)+W(6,-1115752014,-1121927694,1012516667,-1121397517)+W(7,-1109370235,1018481703,1022215305,-1113425325);sum2=W(0,-1102561169,1040868564,-1126923948,-1123351116)+W(1,1026098771,1021710972,1009959824,-1125337962)+W(2,-1149524831,1048116590,1037970343,1024724387)+W(3,-1113975834,1041914200,1042300553,-1123062396)+W(4,-1157274159,1051191259,1032086087,1021621986)+W(5,-1105234356,1039729263,-1097615037,-1105344931)+W(6,1008573990,1018638481,-1115639834,-1109718449)+W(7,-1102778536,1035375403,-1115667744,-1105611058);WS(1063145570,1065948321); +sum1=W(0,-1113780043,1042647928,1023153433,-1113344071)+W(1,-1107415145,1041877314,-1105577826,1034763992)+W(2,-1103697695,1043379605,1035095074,-1113485016)+W(3,-1125795137,-1105676766,1058030732,-1107021830)+W(4,-1119226457,-1093770877,1049757493,-1116457366)+W(5,1032469064,-1098882227,1047432094,1028002580)+W(6,-1118570362,1029896809,-1106671851,1033670420)+W(7,-1148759702,1007275454,-1110160160,1021171309);sum2=W(0,1033443671,-1147652316,-1122182070,-1114870166)+W(1,-1119163512,1034562054,-1110746439,-1126213983)+W(2,1032648925,1044843888,-1104224164,1033622730)+W(3,1022262943,-1082830049,-1080473697,1036499220)+W(4,-1121656898,1049609982,1070472721,1042757767)+W(5,-1125619769,1025258841,1045148854,-1125695843)+W(6,-1116250872,1030706970,-1138594966,-1109235057)+W(7,983397903,1030898199,1015661307,-1105016797);WS(1047808392,-1105857653); +sum1=W(0,1036414223,1057255335,-1089047968,1019549874)+W(1,1038664639,1050583338,-1095111703,1027946812)+W(2,1033646416,1052085724,-1090242223,1014185453)+W(3,1045309491,-1112577010,-1088425805,1038762993)+W(4,1028560677,1049269098,-1097592171,1038356881)+W(5,1047007737,-1101673225,1024927375,-1120878336)+W(6,1035626955,1020504170,988289723,1031636916)+W(7,1052689664,-1098667351,-1153489085,-1106190208);sum2=W(0,1050181400,-1084160527,-1088778570,1059321043)+W(1,-1114267734,1035785784,-1097051496,-1113170400)+W(2,1015251419,-1094891239,-1096397593,1035392846)+W(3,-1097894374,1060354212,1063793540,-1098458292)+W(4,1014394222,1045924604,-1132415773,1030978836)+W(5,-1098468098,1054874631,-1115217527,-1096505073)+W(6,1043075035,1042828743,-1098450150,1042772598)+W(7,-1092845444,1063378281,1051615858,-1088082125);WS(-1073783985,-1080098540); +sum1=W(0,1012137476,1004414705,994170013,-1135747626)+W(1,-1111733448,-1125334283,1040796537,-1106294475)+W(2,1027546650,-1098951217,1045494048,-1105932043)+W(3,-1095391448,1058781709,1038631039,-1097893467)+W(4,-1107725963,1056582836,-1099332954,1027155091)+W(5,1030910366,1054585131,-1102018612,1001385357)+W(6,1024902311,-1118558951,-1106829042,-1141795121)+W(7,-1136391487,1012935090,-1113109295,-1118975220);sum2=W(0,-1136577003,-1161174488,-1123274403,1021768566)+W(1,-1123969951,-1115268047,1023359390,-1128609502)+W(2,-1126970134,-1111829747,1034323377,1026568479)+W(3,1039844510,-1078035036,-1085317526,1027511085)+W(4,1037108170,1072008544,1044555209,986504280)+W(5,-1182117728,1038025274,1032404118,-1139830523)+W(6,1024145219,1006927579,1024479257,-1127097094)+W(7,-1107924935,1013110307,983390936,1022685546);WS(-1104974728,1024380720); +sum1=W(0,-1117848102,-1117883163,1036325571,-1131530510)+W(1,1021171896,-1127535108,1018298053,1031544042)+W(2,1039153371,-1099610928,1041104624,982295861)+W(3,1036503965,-1100771573,-1101972463,1036843369)+W(4,988770395,1043814114,-1133844875,1029874576)+W(5,-1109841905,1034691017,-1107251369,1031396654)+W(6,-1121562883,1034709362,1025626276,-1125713989)+W(7,-1126175513,1004793673,-1111468989,1034135320);sum2=W(0,-1125393898,1071281072,1044770418,1011595325)+W(1,1044163006,1072425553,-1125402454,1021558362)+W(2,1045704700,-1104699996,1018560910,1010524637)+W(3,-1110276988,-1078765241,-1098423872,-1113439186)+W(4,-1099412627,-1076152216,-1103281302,-1178088596)+W(5,1044569612,-1100004941,1028856833,1019143058)+W(6,-1115657155,1036033265,-1123488110,-1126446200)+W(7,1037394103,-1111185479,-1117821699,1026998165);WS(1066498257,1026989550); +sum1=W(0,-1129927868,1023571545,1016605513,-1133253141)+W(1,-1123659738,1024686464,-1143882757,1025371048)+W(2,1045121333,-1084187390,1042249043,1033458708)+W(3,1002634947,1040895252,1054068239,1032849928)+W(4,1036944705,1040663099,-1089079196,1049903454)+W(5,970850411,-1115004776,-1120675276,1024612748)+W(6,1022709187,1024409057,-1112524513,1017685954)+W(7,1004856149,1001199419,-1120648472,-1117202350);sum2=W(0,1038138620,-1106434423,1014840059,-1117610677)+W(1,-1155040203,1038340354,-1105689565,1038431916)+W(2,1049419982,-1087069176,-1102609737,-1115449783)+W(3,-1094597030,1064410985,1043321526,-1117967352)+W(4,1022703337,-1110711879,1043390477,-1107988055)+W(5,-1117198782,-1112639315,1042536365,-1112813855)+W(6,-1132959015,1026273617,1036470844,-1122022929)+W(7,-1121486321,-1123727669,1009362023,1031915394);WS(1059170114,-1115069681); +sum1=W(0,1041126528,1039057944,-1114418030,-1125005432)+W(1,1031327889,1043197758,1035998588,-1184440086)+W(2,-1137442701,1057495242,-1086197480,-1107377807)+W(3,1027929903,1035662548,-1092661254,-1131407372)+W(4,1016336432,1036387882,-1098594899,1031309989)+W(5,1045677858,1043295874,-1097533773,1017102598)+W(6,1027533272,1020376880,-1116322521,1036182828)+W(7,1040648584,1035357519,-1106979748,-1128058314);sum2=W(0,1029223181,-1099457044,-1094833228,1022472216)+W(1,1035999136,-1123134927,-1107153986,-1129014496)+W(2,1032743888,-1106245137,1052844759,1034397600)+W(3,1050206678,-1115721168,1029163621,1043654862)+W(4,1030968394,1035536761,1046847142,-1114537747)+W(5,969652021,-1109098872,-1111905268,-1149928759)+W(6,1018474295,-1136790748,-1116305850,968266517)+W(7,-1138117380,-1105152866,-1102858563,1033858063);WS(-1091215044,-1097536449); +sum1=W(0,1036334229,-1088688205,1028067640,1049627927)+W(1,1027816414,-1110004986,1025245044,1039037582)+W(2,1046343318,-1088611549,-1104070412,1048707955)+W(3,1054850406,-1085760696,-1089807987,1052669472)+W(4,1041878433,-1113122464,990395721,1043177720)+W(5,1040414769,-1115511970,1024229024,1039929856)+W(6,1017820267,-1113420363,1028468150,1044644789)+W(7,1047750528,1034437006,-1097347774,1048578060);sum2=W(0,-1114440831,1036847317,1041890716,1027069126)+W(1,1030624098,1042295753,-1115362087,1021176355)+W(2,988636086,1050034374,-1113867927,1029167466)+W(3,-1132718391,1031424194,1016671019,1028661170)+W(4,1030310950,-1119733782,-1130826523,-1183083952)+W(5,1016098323,-1120554286,-1097953797,-1108500823)+W(6,1024855622,-1114648667,-1146049358,1027651154)+W(7,1018716851,1035432255,-1096082463,-1106095247);WS(-1074893425,-1117971628); +sum1=W(0,-1094367290,1052023128,1042452051,-1107223211)+W(1,-1152038187,1049322869,-1097322793,1034136520)+W(2,-1103630563,-1111356283,1049675109,-1112379016)+W(3,-1098786216,999054287,1040732760,-1102728254)+W(4,1037656965,-1106664801,1040645714,1016544493)+W(5,-1114777697,-1093651375,1057236855,-1125564586)+W(6,1025099466,1040611874,1040783587,-1105965314)+W(7,-1124130662,-1094570594,1055134184,1008351835);sum2=W(0,1004001863,-1116735450,-1111481570,1033584975)+W(1,1021526755,1032892007,1024548251,-1130001464)+W(2,1018968138,-1096890588,-1073615974,1026017190)+W(3,-1116175346,-1099974349,-1071438395,-1121576034)+W(4,-1139174407,-1103015201,-1146527383,-1164624762)+W(5,1031843333,1040986630,1076155388,1024580999)+W(6,-1131104448,1035109709,1074182350,1043256283)+W(7,1009509771,1041412407,1041860718,-1106441216);WS(1040475912,1032695578); +sum1=W(0,-1124525022,-1112011377,1035534023,-1136466746)+W(1,-1155851319,-1123298122,-1102944834,1035920825)+W(2,1035372099,-1091278169,1055301749,-1130626274)+W(3,-1122500130,1056532699,1041895809,-1104812886)+W(4,-1172701842,1054708857,-1087252087,1028924087)+W(5,1033773669,-1105035590,1039100863,-1111589035)+W(6,1014757675,1007501482,-1123874252,-1142366545)+W(7,-1116930196,1026134833,1036316385,-1110262076);sum2=W(0,-1109091355,1041703749,-1120034208,1010537508)+W(1,-1119792870,-1123886114,-1123320808,1026411366)+W(2,-1111337413,1026232126,1045621744,1015836410)+W(3,-1102054262,1049335147,1063803841,-1098413574)+W(4,-1118550690,-1114718085,-1088756378,1041947548)+W(5,-1113960445,-1111978783,1016064880,-1123461018)+W(6,-1142500624,-1124340572,1026268254,999681904)+W(7,-1109065069,1020384670,1030310973,-1122952578);WS(1060902754,1050355625); +sum1=W(0,-1156790206,-1099711167,1048936605,975051222)+W(1,-1151083459,-1104333225,1047935457,-1120760458)+W(2,1011568442,-1101534272,1041411896,1040804594)+W(3,1023922682,-1082482317,-1103038759,1043235660)+W(4,1024500211,-1107281952,1049946264,998453633)+W(5,-1112644265,1053813598,1036831245,1030084558)+W(6,1033389138,1025001795,1037700978,1007099659)+W(7,-1104847739,-1116841801,1030797274,1035779080);sum2=W(0,1036801640,-1106066969,-1098529900,1051617655)+W(1,-1120633215,1029646415,-1094622159,-1128436081)+W(2,1043653368,-1102845552,1045091011,-1108268977)+W(3,1045612039,1020964885,1062435502,-1120809462)+W(4,-1100846658,1041841354,-1104869009,-1127923721)+W(5,976462574,-1088569123,1054359824,-1115259155)+W(6,-1115109418,-1101549413,-1101036113,1041018201)+W(7,-1097687290,1054633350,1044975639,-1102739129);WS(-1090140642,-1081743990); +sum1=W(0,1014408182,1037549524,-1119977588,-1148996265)+W(1,-1130293844,1009886528,1031805064,-1107483388)+W(2,1031847606,1044394635,-1097431626,1015837167)+W(3,1042594418,1037202321,-1094879521,1035016080)+W(4,1041618980,-1117833212,-1119842097,1032499967)+W(5,1035968392,1037634256,-1101547735,1034663662)+W(6,1009499077,-1122700465,-1107123493,1017023585)+W(7,1033368909,1015596142,-1105308242,1030806526);sum2=W(0,-1123785792,1013646496,-1105735433,1032589029)+W(1,1006912162,-1120892227,1034054467,-1113324539)+W(2,-1091554339,1057715626,-1103626228,1043157583)+W(3,-1071648513,1076150687,-1110563164,1029343874)+W(4,-1078529007,1069469884,1025732222,-1120727508)+W(5,-1106043455,1049558148,-1102425071,1029688242)+W(6,-1108743589,1035924910,1028146935,-1120545616)+W(7,-1113325201,1038760139,1001130061,-1123660578);WS(1055430148,-1108560690); +sum1=W(0,1035961997,-1122962962,1001804274,-1109508687)+W(1,1035029338,-1107101862,1037435821,-1114596033)+W(2,1036894711,-1105458486,1049324163,-1105968336)+W(3,1041930516,-1102453987,-1115462345,1030068713)+W(4,1018389269,1050880022,-1096234295,1023650152)+W(5,-1113968413,1050461237,-1096034793,1041307521)+W(6,1026969083,1017425654,-1105484423,1023939770)+W(7,-1119268932,1049028992,-1109268985,-1110794404);sum2=W(0,1020921672,-1133145023,967639540,1057583079)+W(1,1015626891,1000680715,1038163303,1066461314)+W(2,-1131154511,1034643892,1029820070,1070593780)+W(3,-1149322267,-1106033700,1027175814,1042500058)+W(4,1005570725,-1155618307,1050725869,-1076733999)+W(5,-1122484266,1030350968,-1107328459,-1075365186)+W(6,-1125609227,-1127714103,984351189,-1095092572)+W(7,1019773418,1027949553,-1113454879,1026351361);WS(1048611396,-1120253991); +sum1=W(0,-1109906484,-1104843595,1042068462,1029221016)+W(1,-1134442421,1020368935,-1116357012,1014414830)+W(2,-1157090745,-1102655324,-1127594975,1044033359)+W(3,1038629782,-1096452233,1048790986,1052393436)+W(4,1019276152,-1094801150,1026936628,1029702657)+W(5,1008425488,-1098953977,1044903358,-1137141374)+W(6,-1121251029,-1125379561,1031973931,-1117911220)+W(7,-1115994974,-1120481658,1042932491,1022285443);sum2=W(0,-1129566974,-1111784437,1050813877,-1093517653)+W(1,-1143746400,1036277891,1047551505,-1098527209)+W(2,1036033029,1028988774,1061486774,-1081514759)+W(3,-1117052801,-1100779042,1077969880,-1071648362)+W(4,-1123748463,1044450885,1055586292,-1089190754)+W(5,1038502321,-1129810696,-1131992338,-1107152864)+W(6,-1138810328,1034348699,1040643987,-1111885211)+W(7,1043607047,-1108082071,-1108034712,1025200270);WS(-1095808772,1065647947); +sum1=W(0,-1096536264,1055051378,-1152511995,-1101629224)+W(1,-1104862109,1050045579,-1106144343,-1139560206)+W(2,-1101976087,1051209263,-1114400236,-1118447811)+W(3,-1101730853,1045989771,1051130659,-1101507019)+W(4,-1126516760,-1096666661,1054814183,-1103658466)+W(5,-1106707963,-1098537885,1057272194,-1098960762)+W(6,-1123882077,1021791993,1047598263,-1106849375)+W(7,-1108125731,-1104774017,1057816237,-1104521538);sum2=W(0,-1110633145,1046325680,-1106205960,-1121981161)+W(1,-1114352725,-1134514653,-1145236426,-1115188107)+W(2,-1120367533,1030462840,-1121802017,1009337269)+W(3,-1113576661,1052343557,1052169724,-1122467029)+W(4,-1147392026,1028577898,-1126550987,-1112707841)+W(5,-1111220567,-1127265311,967975074,-1123885069)+W(6,-1123261925,1023140267,-1125641651,-1109514951)+W(7,-1131596567,-1109705515,1019189507,1036097210);WS(-1088656098,-1093593990); +sum1=W(0,1009988669,1053407451,-1093246956,1009810317)+W(1,1006243392,1046462824,-1100605512,1021367180)+W(2,-1118924498,1054487499,-1092703459,1031892963)+W(3,1040203342,1043824044,-1110184012,-1115326423)+W(4,1030956655,-1107509853,1041099456,1009525296)+W(5,1015251645,-1099069067,1036164518,-1102894371)+W(6,1032654584,-1114843936,1040232112,-1121673919)+W(7,1034196708,-1106663601,1035276411,-1120762380);sum2=W(0,1045046842,-1111686548,-1120613757,-1123157156)+W(1,1057379920,1047338924,1041926325,-1122209414)+W(2,1066661430,1044625920,1010608356,1026048962)+W(3,1065556520,-1108706635,-1107659276,-1118064370)+W(4,-1100359290,1040575208,1029226052,1036917588)+W(5,-1079104557,1048831397,990146073,-1118722317)+W(6,-1080513286,-1106604517,-1122878530,999828841)+W(7,-1090732450,-1118381857,-1148427089,-1128484108);WS(-1103417864,1032685901); +sum1=W(0,-1113840082,999140540,1026362243,1025795300)+W(1,-1101895278,1021813182,1049323684,-1104186210)+W(2,-1106883347,1050838637,-1123649147,1026463622)+W(3,-1112947643,1035808888,-1115046028,1015970396)+W(4,1045150312,-1089518824,1051398592,1028121997)+W(5,-1106874992,-1112862903,1043843226,-1114287989)+W(6,-1122615424,-1123587264,1032255888,-1148228092)+W(7,-1140285221,991482976,1025625239,-1125179546);sum2=W(0,1052414494,-1107019340,1021676257,-1118630717)+W(1,1041601968,1032004449,-1101889010,1028135044)+W(2,1061231009,-1083281727,1040520305,994543087)+W(3,-1094738093,1048799024,-1113266306,1023423300)+W(4,-1090047391,1060484354,-1097572834,1023744190)+W(5,-1112254382,1026094686,1047868927,-1123297050)+W(6,-1124055261,1028491114,-1106439707,-1134044699)+W(7,-1106989530,1016363351,1039531031,-1135541243);WS(1062251010,-1128406975); +sum1=W(0,-1122559590,-1114430084,1041522773,-1200477464)+W(1,-1117783082,998905218,-1122146129,1030594936)+W(2,-1111223497,-1117430765,1049934150,-1117296696)+W(3,-1097132645,1043264160,1038499861,-1108127936)+W(4,-1118294493,-1137238321,1040349396,-1117164622)+W(5,1027318465,-1109365760,1038350478,1008104625)+W(6,-1122628178,1012147781,-1161426505,1016497826)+W(7,-1142140116,-1112437644,1022231761,1030977566);sum2=W(0,-1117898288,1035048481,1015521050,-1121110162)+W(1,-1125963325,1029071818,-1131842712,-1139107970)+W(2,-1090182563,1058090849,-1155119281,-1131029094)+W(3,-1072766634,1075259304,-1099596444,1037152077)+W(4,-1084699977,1062748800,1015646848,1018972128)+W(5,1030742992,-1113008632,-1124623837,1025197316)+W(6,-1114032290,1039805619,-1116189732,-1127481518)+W(7,1021721886,-1113709765,-1146515621,1027813594);WS(1065708113,-1121751611); +sum1=W(0,-1151170552,1004700116,1029908854,-1203182552)+W(1,-1113367966,1033929377,-1124121476,-1152107167)+W(2,-1132161740,1028879143,1021289212,985230639)+W(3,-1102777150,1048992314,-1106962671,-1118004497)+W(4,1008580363,-1130586604,-1145749780,1024087440)+W(5,1034637855,-1123817297,1010684790,1024857134)+W(6,-1122909571,997138991,-1110778290,1018524741)+W(7,1029317996,-1119780649,-1119558682,1030859440);sum2=W(0,1022085973,-1128031215,1012976820,-1176062153)+W(1,1007192988,982756722,-1124806095,1022708360)+W(2,1059325611,-1087213694,1030136738,-1120463845)+W(3,1078660314,-1070139299,-1095156098,1033425170)+W(4,1067996709,-1079390657,-1131018297,-1138793506)+W(5,-1179370697,-1159362498,1019962283,-1124014927)+W(6,1033764027,-1110724756,1025926144,1016277465)+W(7,1000911377,1028041806,-1121497459,-1138055830);WS(1067144001,1026092834); +sum1=W(0,1005864375,1049810486,-1103125415,-1120236446)+W(1,1014388109,1020396467,1040462414,-1132016387)+W(2,-1110877439,1055042333,-1103579165,-1107048544)+W(3,-1100539124,1042867979,-1096204250,-1116193256)+W(4,-1110133357,1031992147,1048911295,1010104860)+W(5,-1126225268,1044290490,-1091768605,1031444773)+W(6,1033891677,1034565181,-1114007278,1030176378)+W(7,1016160519,1034066560,-1112003369,1031923300);sum2=W(0,-1130823435,-1123834023,1036568073,-1114604843)+W(1,-1108591076,1045671991,-1106172311,1024976861)+W(2,-1112679806,-1133291790,-1115701009,1033105292)+W(3,-1095898825,1058163296,1057311204,-1122476787)+W(4,-1107310218,-1100325346,-1097367248,1035411458)+W(5,1030441654,-1113640367,1044352434,-1111920852)+W(6,-1128226189,1016405480,-1106561364,1031834977)+W(7,1031713190,-1116067001,1014762708,-1121017007);WS(1057420226,-1092362255); +sum1=W(0,1032475105,1044920519,-1103664666,-1114304581)+W(1,1020346174,-1144052776,1027257637,-1116794957)+W(2,-1121587297,1052978802,-1096869991,-1103967019)+W(3,1019256762,1055322687,-1116373310,-1100439285)+W(4,-1123769862,-1104246416,1028318277,1018564517)+W(5,1033058515,1040777765,-1096789598,1036089864)+W(6,1024808486,1016898380,-1118572551,1021198731)+W(7,1030782351,1041983019,-1106323631,-1130998630);sum2=W(0,-1134184569,1016741405,1020516693,-1102863001)+W(1,1006994613,-1130764191,1043863088,-1103907912)+W(2,1034914936,1033077740,1060988002,-1084447988)+W(3,-1134366153,-1112456708,1071901111,-1076633620)+W(4,1033598449,1043198162,1043355315,-1098165823)+W(5,1009154259,-1132669129,1018979141,-1118646231)+W(6,989883430,1016038391,1034096544,-1113048166)+W(7,1021229932,-1126067903,1022348007,-1118544043);WS(-1105493768,-1082709441); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][0] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[5][2] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[5][3] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[6][0] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[6][1] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[6][2] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[7][0] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[7][2] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[7][3] = HOOKED_texOff(vec2(4.0, 2.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[8]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 8; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 32.0; +float mstd1 = sumsq / 32.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,1040079017,-1129953383,-1112255447,-1100320116)+W(1,1039284509,991372703,1013856427,-1108390802)+W(2,-1115658697,1052077971,1056937139,1052646725)+W(3,-1091236407,-1106109018,-1112818013,1030287040)+W(4,-1107150591,-1102425550,-1089460941,1029401490)+W(5,1057992884,1043570389,1044897031,1028923089)+W(6,-1119789534,1027055297,1033358144,-1121552872)+W(7,-1097729145,-1111268755,-1110301789,-1132036495);sum2=W(0,-1108031914,1026461175,1032549274,1041814131)+W(1,1017353224,-1121140359,-1132764107,-1138465879)+W(2,-1118430023,1041449883,1072973866,-1076980873)+W(3,-1111091488,1028730196,-1121430441,-1127880506)+W(4,1012288055,1027150813,1049697467,-1082819831)+W(5,1041587393,1027133694,-1122016279,-1141547063)+W(6,1013768747,-1122068949,1026059807,1036691428)+W(7,-1152272302,-1116481805,1025296987,1012449399);WS(-1098744132,1034278418); +sum1=W(0,-1103397220,-1124165708,-1110800938,1026719460)+W(1,1022646298,1032193166,1022064347,-1136800346)+W(2,-1145635621,1041815523,-1099348442,-1092523700)+W(3,-1100009602,-1088889154,-1104673163,-1098235958)+W(4,-1105248316,-1120033612,1050332487,1047722705)+W(5,1037024150,1057456646,1045722836,1051861685)+W(6,1050544938,1021903208,1035939706,994253234)+W(7,1017012340,992386946,-1126668889,1007925993);sum2=W(0,-1097631923,1038271179,1016052501,1038061501)+W(1,-1098093629,1036023945,-1103222197,1049634734)+W(2,1051137052,-1138123466,1047950529,1066995446)+W(3,1052164534,-1086456688,-1092315790,-1088937960)+W(4,1049915324,-1101382095,1053016941,1044310058)+W(5,-1101624661,-1097740488,1025704121,-1095498431)+W(6,-1103655169,1030554459,-1103587135,1039796029)+W(7,1022295275,1002073396,1009745942,1037237655);WS(-1082862242,-1106529553); +sum1=W(0,-1130854575,-1136558799,-1106220300,1011297096)+W(1,1032803517,1003802452,-1130818358,-1115833284)+W(2,1035507577,-1134799464,1050921813,1017516694)+W(3,-1083278305,-1113237716,-1166618304,1036440480)+W(4,-1111381151,-1109420173,-1090777253,1058584025)+W(5,1053793791,1038764911,1011564912,-1125528356)+W(6,-1121770975,1040932752,1042678624,1023914089)+W(7,-1114891124,1024022374,1003125716,-1148371520);sum2=W(0,-1113253112,1017383795,-1098397046,-1105653936)+W(1,1043748521,-1130700635,1040646747,-1134989990)+W(2,-1114468103,-1105748811,1042070822,1062131274)+W(3,-1088478625,1039489157,-1112481937,-1118262998)+W(4,1046106511,1042779663,1049941293,1049624420)+W(5,-1093962905,-1102421728,-1120850913,-1124158867)+W(6,1029911106,-1111927878,-1106009556,-1113543954)+W(7,-1110290200,1032413051,1032000907,1027657598);WS(1055738180,1034492849); +sum1=W(0,-1130881323,-1114926341,1041145701,-1109424308)+W(1,-1112247108,-1112831856,-1114665081,-1121239258)+W(2,-1111251428,-1128721888,-1099536939,1051914904)+W(3,1058202118,1051860704,1026763985,-1130346670)+W(4,1042092597,1039888312,1055510938,-1131357522)+W(5,-1089549409,-1104754439,-1109075065,-1117425768)+W(6,1006685651,-1103919286,-1104400342,-1113433279)+W(7,1022435899,-1139575663,-1129253153,-1142807791);sum2=W(0,-1110077216,1036549925,-1103858204,1011211476)+W(1,1008268344,1023981444,1010863636,1034090633)+W(2,-1118181126,-1116107500,1042025735,1056055130)+W(3,-1090440399,-1117941654,1001166765,-1130298175)+W(4,1049383148,1034915268,1044994486,1058209450)+W(5,-1098004228,-1099569204,-1121873216,-1107211558)+W(6,-1110853226,-1119533468,-1101175453,-1113779586)+W(7,-1109857174,1034145803,1026441284,1033292040);WS(1056018244,-1109435672); +sum1=W(0,1028147653,1025593127,1019179235,1042157337)+W(1,-1110312463,1019247612,-1120006735,-1144225212)+W(2,-1121172806,-1108190871,1044333967,-1098176216)+W(3,1052400296,1041545807,-1152440548,1040728133)+W(4,-1156629272,1019648283,-1105021998,-1084323638)+W(5,1052575762,-1144495302,960835398,-1117757541)+W(6,1029524274,998861994,-1126875818,1048944704)+W(7,-1112766254,1027979993,-1115664295,-1127435447);sum2=W(0,-1133465842,1037565600,-1114814180,1023511793)+W(1,1028077461,1005396583,1022326514,-1149118303)+W(2,1020564842,-1103457632,1043192653,1057142397)+W(3,-1101196001,1038394412,-1113456189,-1137100532)+W(4,-1109452473,1042355402,-1103393926,1042803000)+W(5,-1093624788,-1094252679,1041416796,1021621854)+W(6,1020759546,1025892619,1033812672,1040091206)+W(7,-1104532905,-1153222990,-1130818626,1028700597);WS(1058353218,1042996167); +sum1=W(0,1024954343,1015847030,1036476495,-1110665693)+W(1,-1121159378,-1108641009,-1137738249,-1102251787)+W(2,-1094124879,-1107919793,-1097421664,1048862286)+W(3,1033331871,1049066134,1023600450,1041347474)+W(4,1052314513,-1138612357,1044445371,1050687635)+W(5,-1102818752,998963493,-1113493234,1023627001)+W(6,1009270680,-1116609353,-1202266712,-1105910956)+W(7,1018868510,-1115498359,1016588291,-1119202191);sum2=W(0,-1126808420,980939457,-1123796075,1037410136)+W(1,1002142140,-1139817292,-1134378480,-1142652688)+W(2,-1120540574,-1110048722,1033167871,-1106277561)+W(3,-1166268225,-1116671070,-1143978200,1011961658)+W(4,-1098896413,-1075343834,-1086151008,1075199384)+W(5,1058982643,-1127002394,1028067074,1027681870)+W(6,1039187917,-1110843188,1032482295,991431992)+W(7,-1123555130,-1163241473,1021947375,-1117918702);WS(1065448321,-1123448424); +sum1=W(0,1033675765,1010310940,-1135157253,-1130617674)+W(1,1045868403,1037821135,1029877230,-1107423852)+W(2,1042933049,1048779866,1053164479,1054681092)+W(3,-1088933089,-1096402228,-1112063319,-1132569296)+W(4,-1113419593,-1098481070,-1085464413,1025088582)+W(5,1052703622,1043193000,1039463880,1039088003)+W(6,-1107290229,1033876859,1028430645,-1126554424)+W(7,-1113028565,-1114258373,-1131689691,992526257);sum2=W(0,992398551,1027463162,-1110914988,-1119896935)+W(1,-1100289244,1024218964,-1111923136,1036361104)+W(2,-1118632904,-1115592424,-1094541616,1058308065)+W(3,1052134722,-1139018826,1043392525,-1114310803)+W(4,-1109433050,998577524,-1095126430,1059518579)+W(5,1038527426,-1109739820,1004586244,1020338285)+W(6,-1143518596,-1122494561,-1116426235,-1103007923)+W(7,-1121464784,-1115201103,-1120049915,-1128089075);WS(1050696068,-1101686596); +sum1=W(0,1030829490,1025629886,1028506281,1044306231)+W(1,1022456523,1033300499,1025382374,-1126351518)+W(2,1032239887,1039198082,1035777849,-1094476563)+W(3,1053256444,-1108777674,-1125496907,1013615278)+W(4,1015204626,1033819234,1052890832,-1083567844)+W(5,-1095460989,1028011096,-1117978119,1022077689)+W(6,-1113406309,1030627629,-1111973334,1049080890)+W(7,1026744658,1009469122,1014700692,-1117484787);sum2=W(0,-1123705959,1033160533,1021465594,1019539230)+W(1,-1115261066,1030761443,1021971134,-1122567677)+W(2,-1116235595,1028975273,-1105037500,1055127070)+W(3,1039390029,-1104569658,1024962787,999405400)+W(4,1034058997,-1094422871,-1106553103,1036912081)+W(5,-1113630050,1034816057,-1131788338,1014360364)+W(6,-1139597844,-1122943830,-1103106284,1037858431)+W(7,1034945731,997585040,-1137214108,1023175710);WS(1058623938,1044469574); +sum1=W(0,1045615020,1035147318,1047639223,1050348390)+W(1,1030161626,1044899106,-1132009366,1044251461)+W(2,-1108426137,-1141312974,-1105886038,-1079944741)+W(3,1039515483,1021302290,-1167333042,991624716)+W(4,-1135193336,1044306859,-1122107414,-1085342603)+W(5,-1100470855,-1110191310,-1180200419,-1100960996)+W(6,1044911680,1030580258,1043270872,1051720601)+W(7,1041363874,1041545713,1040848727,1042676794);sum2=W(0,-1126998679,-1112584470,-1125720699,1026650453)+W(1,-1098785634,1035354845,-1103280207,-1117822839)+W(2,-1097249916,-1101780852,-1124055793,1050619160)+W(3,1044368398,-1115949975,1036370417,1013784870)+W(4,1048536708,1037003529,1040132893,1058508674)+W(5,1037637019,-1106591466,-1109803757,-1104576316)+W(6,-1118913729,-1122142287,1008038822,-1117660887)+W(7,-1121056345,1006096779,-1116815483,-1119752481);WS(-1092650820,-1093598320); +sum1=W(0,-1126483198,-1136033646,1019177644,-1119240794)+W(1,-1095523617,-1108863241,-1113123137,-1126435736)+W(2,-1111185837,-1107026560,-1096033968,-1101350837)+W(3,1057301262,1042409572,1040959081,1035081684)+W(4,1032567139,-1113511425,1059010394,1042563567)+W(5,-1131092420,-1108714423,-1114101506,-1106962654)+W(6,1028684103,1034982933,1025024233,-1118967697)+W(7,-1118984463,1023629806,-1128061252,-1142697342);sum2=W(0,-1118904411,-1158272012,1013234849,1030464194)+W(1,-1106482941,1025489390,-1129648553,1028128070)+W(2,-1134435633,-1107189637,-1120249847,1057018316)+W(3,1048792270,1024832618,1031754422,-1125347555)+W(4,-1102280300,992574886,-1083559741,1062197029)+W(5,1040811198,-1114392001,1031998303,1029475610)+W(6,-1150017862,-1122133752,-1146867651,-1097179586)+W(7,-1115216614,1021081809,-1112304821,993658022);WS(1058173058,1066808129); +sum1=W(0,-1107348220,-1099127505,-1103913530,-1113478482)+W(1,1040539139,-1113016318,-1120477164,1000206250)+W(2,1035236882,1036577094,1044208414,1029276252)+W(3,-1097605967,-1100723463,1029619500,-1122925746)+W(4,1041707116,1043659283,1046852514,1039741986)+W(5,1044710619,1043551606,-1133641268,994694705)+W(6,-1121094224,-1105652573,-1107481241,-1121409754)+W(7,1032545388,-1115290924,1013015214,950366748);sum2=W(0,-1094008764,-1105723160,-1087139249,1052425931)+W(1,1056772124,1034445536,1012087213,1037095176)+W(2,1034130054,-1120175931,1064201383,1002356625)+W(3,-1089869944,-1114835724,-1123264660,-1129286431)+W(4,1031813868,1042930394,-1110465854,-1098172076)+W(5,1043061462,-1102352886,1040830367,-1111397998)+W(6,1011760553,-1124103013,-1131636845,1006833373)+W(7,1007319139,1014923704,1016549099,993051546);WS(1061928770,1027279769); +sum1=W(0,1034406912,-1113862823,1039933724,-1111710246)+W(1,-1111349982,-1109997378,-1113344954,-1114279935)+W(2,-1100123699,-1162686055,-1096018034,1056786929)+W(3,1056534441,1044907121,1022437288,1031029722)+W(4,1029564087,-1109708970,1050604450,1037263862)+W(5,-1098017894,1038664521,-1116167797,1027389387)+W(6,1033006716,-1128579510,1007368299,-1109765633)+W(7,-1113416432,-1101798872,-1105438789,-1113862289);sum2=W(0,1026006751,-1108403600,1035073774,-1122004937)+W(1,1035952663,1015050843,-1124438030,-1133483016)+W(2,-1115270559,1031363022,-1104904057,1031769509)+W(3,-1106336513,1027760004,1019789656,-1118390529)+W(4,1024783342,1033798448,1037041630,1039898935)+W(5,1057393141,1027825620,-1121305243,-1128829234)+W(6,-1130316822,-1139293944,1025961213,1021529214)+W(7,-1112547455,-1096601581,-1105185563,-1106336479);WS(1053752708,1043937257); +sum1=W(0,-1114168512,-1112521242,-1097902456,-1095288434)+W(1,-1094410051,-1114520925,-1115668990,-1105295129)+W(2,-1105170221,-1098204331,1046102006,1066642253)+W(3,1054367941,-1100810554,-1121904763,1031167873)+W(4,1031197758,-1104934543,1042705158,1070561411)+W(5,1038022813,1032266099,-1114135854,-1123380722)+W(6,-1109039567,-1113606305,-1098767200,-1089903115)+W(7,-1100846418,-1108028099,-1115062077,-1118408200);sum2=W(0,-1113064749,-1144787532,-1115681675,1041111385)+W(1,-1130408019,-1136936214,1022660811,-1121651306)+W(2,-1090786559,-1094418907,1009808406,1053253351)+W(3,1015714915,1020895003,-1117683238,1028089270)+W(4,1038982572,-1102980167,1041806798,1054413523)+W(5,1024043560,-1114777947,1021536435,-1123371786)+W(6,-1136678198,-1129681067,1023762114,1035936399)+W(7,-1114747797,1001107148,-1129865467,1019986163);WS(-1077899937,-1095640595); +sum1=W(0,1038010313,1026389718,1040451742,1038149954)+W(1,1012098034,1041468735,1036152598,1035936827)+W(2,1032811586,1036208246,-1100196466,-1112596654)+W(3,1057575303,1025151035,-1108998502,-1117388883)+W(4,-1097475626,-1123908524,1051006893,-1096170677)+W(5,-1089360567,-1102384270,-1117118702,1019229383)+W(6,1033727032,-1117534996,-1116405267,1043001855)+W(7,1035677341,-1122502968,959089718,-1122221082);sum2=W(0,1014408115,1031626038,1042237958,1024306585)+W(1,1005347958,-1108949069,-1129272561,-1155665460)+W(2,1037203464,-1111295182,-1111204470,1046645930)+W(3,1036175171,-1102667672,-1105300490,-1098212068)+W(4,-1112987386,1033188726,1033012571,1040504174)+W(5,1022488131,-1113110436,1012028387,1026136762)+W(6,1006518986,998532726,1002908510,-1142339005)+W(7,1028667874,1028194944,991631364,-1118275484);WS(1052188868,-1105025774); +sum1=W(0,1026006805,-1127133881,-1111238899,1039605133)+W(1,1036489378,1027868467,1028341284,1040022103)+W(2,1053332527,1046329385,1054121990,1041936861)+W(3,-1098161716,-1100202284,-1114580002,-1112308133)+W(4,-1093124457,-1102124985,-1093232644,-1108714798)+W(5,1047964177,1042303686,1042593657,1033044781)+W(6,1016895952,1015047702,1031180874,-1123947762)+W(7,-1116894641,-1100188956,-1114267170,-1120167377);sum2=W(0,-1098242390,-1090155459,-1080159437,-1083172772)+W(1,1043663143,1066420271,1065821018,1052081121)+W(2,1038124206,-1111850856,-1111691725,1045262621)+W(3,-1107342132,-1115094311,1045364599,1039539139)+W(4,1035251585,-1110800852,1033462452,-1116129960)+W(5,-1117401930,1036826747,-1121811075,1031476522)+W(6,-1146833441,1015159009,-1114532383,1037947101)+W(7,-1115149205,-1118954060,-1159263732,-1144829650);WS(-1102870152,1022622513); +sum1=W(0,1055644087,1035394969,1045649819,1045987408)+W(1,1030573816,1031111560,1035095156,1041054212)+W(2,-1105950504,-1108831748,1041190721,1039545500)+W(3,1049616144,1056957379,1047436506,1055423038)+W(4,-1114669622,1043185370,-1098060649,-1093030704)+W(5,-1093912525,-1084377448,-1093512673,-1094643096)+W(6,-1099940547,1029691760,-1105006556,1034170571)+W(7,1028754581,1032315050,1008186016,1002093997);sum2=W(0,-1084145430,1037387540,-1091365810,-1096604175)+W(1,-1095647742,1043123500,-1106696806,1053814194)+W(2,1070336926,-1098862516,1050914492,1068317532)+W(3,1054262144,-1083131387,1046449081,-1081281727)+W(4,1055168354,-1095516697,1050568943,1069441477)+W(5,-1090345251,-1085743049,1048225937,-1086819148)+W(6,-1086613448,1056626754,-1097405209,-1099937369)+W(7,-1106692290,1045945631,-1106594556,1058187197);WS(-1069426976,-1120848841); +sum1=W(0,1036938172,1035259664,1047028417,1052190352)+W(1,1041456894,1039915051,1015525967,1036563112)+W(2,1037072255,997868135,1031706371,-1092031243)+W(3,1045414333,1026900661,-1119324359,1015048091)+W(4,-1103659451,1049019033,-1095105906,-1081236347)+W(5,-1090672009,1032303833,1008361890,-1146656500)+W(6,1032159990,1025792718,1020529436,1049696791)+W(7,1038916826,1035011641,1039253091,-1145253028);sum2=W(0,-1131675185,-1130807793,-1137547874,-1119117212)+W(1,-1138868050,-1139313154,-1127085641,-1144490820)+W(2,1029191442,-1132163681,-1115933340,-1086087178)+W(3,-1112002886,1014175682,1023290113,-1135148482)+W(4,-1114450600,1018117017,1033829647,1063181450)+W(5,1026390676,-1143924164,-1138352802,1007342770)+W(6,1024984252,-1115031522,1037592454,1006729954)+W(7,1017409241,-1134939410,-1125048401,974288160);WS(-1092511940,1056045775); +sum1=W(0,1034351639,1036571263,1026078569,1044122211)+W(1,-1145831724,-1113387827,1018446892,-1119385695)+W(2,-1122413709,-1107220477,-1123595634,-1099810889)+W(3,1052039823,1050308552,1032192235,1047960215)+W(4,1034842253,1031880235,1048156900,-1106066347)+W(5,-1096815763,-1095462256,-1104039774,-1105858435)+W(6,-1109413949,-1128037178,-1106487287,1038991202)+W(7,1016305349,1039930976,-1145490603,-1115254417);sum2=W(0,-1129634341,-1125984965,-1131211232,1032304695)+W(1,-1126835561,-1135310730,1030376830,-1115706548)+W(2,1017418680,-1145267460,1019434782,-1112808134)+W(3,1027589163,-1164412329,1012340975,1024240430)+W(4,1033383321,-1108053053,1035592777,1017461836)+W(5,-1125819067,1048432434,-1132396034,1037084632)+W(6,-1086264457,-1078809375,-1073693037,-1098879629)+W(7,1071963841,1073307463,1053688201,-1110470100);WS(1042257800,-1115776325); +sum1=W(0,-1146926115,1032352980,-1109330569,-1114314051)+W(1,1039411448,-1111850704,1040829028,-1123393177)+W(2,-1107281138,-1098526814,1043068219,-1109412128)+W(3,-1097266597,1039093055,-1100632132,-1104810789)+W(4,1038400362,1045994468,-1111135982,-1144690495)+W(5,1057956169,-1128243973,1048043508,1025450855)+W(6,1010013391,-1117084567,1043908518,-1120663934)+W(7,-1098521248,-1122589083,1029880783,997333453);sum2=W(0,1029402915,-1131137316,1031911869,1023173531)+W(1,1023792141,-1123803784,1014267385,-1128776324)+W(2,-1139977433,-1118253197,-1122896144,-1122404168)+W(3,-1098422336,1037623928,-1106514445,1036548666)+W(4,-1102627522,1040550677,-1088615745,1061434285)+W(5,1075510495,1067804318,1045458757,1035151624)+W(6,1041328458,-1112092070,1058291503,-1087193418)+W(7,-1072676007,-1079538943,-1106625048,-1107997040);WS(1062572194,-1113128476); +sum1=W(0,1025054504,1032745069,-1111717923,-1115121012)+W(1,1039928305,-1108655721,1042636501,-1121873307)+W(2,-1105909778,-1098454710,1040855323,-1102647392)+W(3,-1094658254,1048800872,-1098634802,-1107065062)+W(4,1035303099,1048922046,-1111940687,1030883818)+W(5,1056642050,-1114397119,1045405821,1028123977)+W(6,1030405814,-1107189334,1047137430,-1120733568)+W(7,-1102007432,-1121522301,1030940241,-1129454014);sum2=W(0,-1114559261,1015935669,-1119968612,1034980574)+W(1,-1134322843,1031387619,-1130912561,1028413753)+W(2,-1138228901,1029828517,-1110320033,-1095660939)+W(3,1043622789,-1103434641,1043842027,-1104010102)+W(4,1049277284,-1107208114,1062476231,-1090290563)+W(5,-1071408041,-1079628774,-1100585862,-1110973692)+W(6,-1102431407,1036930870,-1086736101,1061616421)+W(7,1075586093,1068626110,1036267766,1043722127);WS(1060774594,1031131703); +sum1=W(0,-1107942447,-1105426838,-1102134060,-1108928460)+W(1,1030069408,-1109912496,-1111247296,1016389396)+W(2,1045023814,1048858052,1057375412,1053310638)+W(3,-1086363546,-1121814959,-1121700033,-1112979299)+W(4,1022102280,1019498368,-1089780107,1054202179)+W(5,1056436400,1045750878,1017717699,-1115080444)+W(6,-1109726834,-1115599332,1024119623,-1117349999)+W(7,-1105657043,-1112636534,1020787328,1034439495);sum2=W(0,1036474850,-1117613837,993333704,-1124280889)+W(1,-1120272689,-1147158916,-1136721538,1006917274)+W(2,-1115841609,1015990489,-1114813616,1046600726)+W(3,-1127188969,-1101686418,-1106242516,-1111325506)+W(4,-1115206474,-1121605429,1041891165,1051997378)+W(5,-1122067781,1035140408,1020051521,-1113122752)+W(6,1027456791,-1155010952,-1115442992,-1145891812)+W(7,-1135549634,1009536026,1019245009,1017045509);WS(1060194466,-1100017114); +sum1=W(0,-1107280066,-1110455654,-1108454907,-1102634810)+W(1,-1103570769,-1103041901,-1108837738,-1103753711)+W(2,-1105747811,-1101985628,1018718942,-1106901713)+W(3,1046100821,1055521256,1047438565,1059153514)+W(4,1059466063,1043733237,1057500851,1036011765)+W(5,1016328357,-1113318903,-1139455183,-1111475141)+W(6,-1103466926,-1106475814,-1106517942,-1094721336)+W(7,-1110005824,-1108487663,-1116101330,-1118902112);sum2=W(0,-1134258178,1016306377,-1119701101,-1121134035)+W(1,-1110905440,-1123898542,-1120388479,-1131815221)+W(2,-1116481221,-1123533287,-1150894505,1050682292)+W(3,1003934853,1016401385,1010383122,1025651043)+W(4,1032034504,-1130975497,-1129842733,1050657130)+W(5,1032136922,-1114630639,-1135861370,-1115813895)+W(6,-1123729210,-1124034546,-1119840142,-1118895679)+W(7,-1115758498,-1135589646,-1140270714,-1126135829);WS(-1094780356,-1096037829); +sum1=W(0,-1094564683,998269945,-1106439374,-1099790159)+W(1,1039955171,-1116696534,1026955814,-1132274079)+W(2,1051641704,1048993133,-1105882161,1021385644)+W(3,-1110801281,-1093602407,1040928722,-1094848202)+W(4,1042321778,-1097112145,1049078036,1039341071)+W(5,1035258371,1056382370,1035779188,1053064740)+W(6,-1109647669,1034946343,-1120792141,-1101585581)+W(7,1020526630,-1124429730,-1106396689,1027970323);sum2=W(0,-1137596463,-1129205035,-1126343315,1039861741)+W(1,-1126312459,-1123052878,996868828,-1125851727)+W(2,1029577680,-1107142480,1047351132,-1098569120)+W(3,1038608299,-1116615219,-1112533224,-1107291575)+W(4,1038439017,1015352075,1070713407,1073186805)+W(5,1038004689,-1073950732,-1077903771,-1107100148)+W(6,-1113448033,1012914617,-1114069586,1046610276)+W(7,-1144677526,1007385420,-1108941862,1037961064);WS(1053603780,-1115461008); +sum1=W(0,-1137418943,1030817204,1016256157,1021933093)+W(1,-1107174285,1024187323,-1121722108,1027865701)+W(2,-1097293942,-1095449155,-1092155167,1049349309)+W(3,-1125654285,-1107838901,-1112035518,-1115980033)+W(4,1049585228,1046317951,1056038503,1058232189)+W(5,-1109114845,-1104780729,-1104946775,-1096840466)+W(6,1014991997,-1134044169,-1118818050,-1129232467)+W(7,1020919504,1042320778,1033110781,1040979266);sum2=W(0,1033231462,-1122607696,-1126070520,1021774826)+W(1,-1120788802,1023918789,-1127228708,-1155086158)+W(2,-1115237141,1031925962,1042960949,1053325526)+W(3,-1107200469,-1112013861,-1114604471,-1120863174)+W(4,-1111323807,-1115623012,-1119706606,1049744257)+W(5,1005054791,1026671690,-1107279270,-1119270266)+W(6,1022510111,1016053183,999155791,-1130112624)+W(7,-1116359926,-1115047971,-1133439199,-1114777589);WS(1049944452,-1118177299); +sum1=W(0,1004954534,1034605113,1042179871,1046072096)+W(1,-1119832136,-1115172412,1021914321,-1125265763)+W(2,-1113835168,-1117712807,1049772083,-1089565448)+W(3,-1087875066,1028249398,-1115173764,1016032028)+W(4,-1131743895,1044152226,-1105992217,-1102704504)+W(5,1051885673,1023284205,1032417701,1023720959)+W(6,1036431958,-1113909672,1034469319,1047091406)+W(7,-1117867957,1037431354,-1128742159,1027934165);sum2=W(0,-1122048832,-1102028824,-1098388207,1042109429)+W(1,1037898289,1035691269,-1120157845,1026959129)+W(2,1053033259,1033866732,-1083784972,1035235216)+W(3,1056376564,-1103367787,1034674212,-1128193065)+W(4,-1121809206,1014156522,1055740053,-1104400409)+W(5,-1126110057,-1120368299,1015248281,984939091)+W(6,-1100778293,1033801710,-1112352078,1046653262)+W(7,-1111071353,1025902829,997672170,-1153716682);WS(-1165444096,-1119710264); +sum1=W(0,1042994118,1034244741,1037778378,1041081798)+W(1,1016348739,1044760836,-1126699940,1049969601)+W(2,1051115175,1042802936,1051394930,-1114386041)+W(3,1044466585,1039392600,1042064672,-1111502020)+W(4,-1098028621,1040688824,-1088773549,-1087521946)+W(5,-1089153334,-1102706330,987979863,-1112154588)+W(6,-1108071955,1032455940,-1120702728,1029133552)+W(7,1045508004,-1117660781,1043978432,-1112358151);sum2=W(0,-1113048377,-1169925094,1033233769,1022227231)+W(1,973479782,1025958326,-1175748301,-1108998850)+W(2,1060341068,1041247352,999982909,-1081289783)+W(3,-1090689511,1036288861,1044034366,1055733822)+W(4,1067872749,1057359743,-1089189226,-1075624869)+W(5,-1088323315,1048635178,1052769876,1060416891)+W(6,-1107478445,-1121919154,-1112420946,1030919570)+W(7,1049895882,-1108655271,1042449401,-1098757157);WS(-1077066897,-1138646112); +sum1=W(0,1024267775,1009759453,1034803609,-1105412061)+W(1,-1118414542,-1104989395,1000523125,-1099033634)+W(2,-1092381223,-1106693383,-1096180043,1042083852)+W(3,1031147625,1050244398,1024065726,1045342865)+W(4,1053014632,1027242622,1051220983,1053447283)+W(5,-1105039519,1023828386,-1110843104,1028746421)+W(6,1025453154,-1118474373,-1149202983,-1101608091)+W(7,1010847661,-1113932053,1023831870,-1113130950);sum2=W(0,1013870164,-1133465912,1030888661,-1118337904)+W(1,1030672570,-1156287199,1014316520,-1145191680)+W(2,1032969077,1032956180,-1118666398,-1095979039)+W(3,-1102611716,1041525268,-1121602320,-1129518532)+W(4,1050672871,1076869477,1063553933,-1069322680)+W(5,-1088200357,1026168517,-1129519600,-1120095414)+W(6,-1105627059,1037977967,1017901782,1026329625)+W(7,-1169512700,-1153801247,-1126632288,1031405165);WS(1059038658,1028594353); +sum1=W(0,1030613999,-1132336275,-1117493948,1038489844)+W(1,1028206993,1044643916,1007880004,1043840791)+W(2,1027001704,1035531624,1032402678,-1152158733)+W(3,-1098315241,-1088517514,-1103996748,-1091506711)+W(4,-1089493909,-1094328658,-1106243079,1052296065)+W(5,1042911580,1049587060,1035409673,1044000434)+W(6,1046010101,1026431736,1043051950,1044337864)+W(7,1028671678,1032918142,-1137633217,1036291743);sum2=W(0,-1118922878,998383694,-1117830208,-1123342062)+W(1,-1109116635,-1124252768,-1104593856,1026377322)+W(2,-1105269646,-1109062791,1013977255,1052555170)+W(3,1041098100,1040874722,1030669290,1040986964)+W(4,1050974192,1002191246,1046707356,1051646415)+W(5,1036678597,-1098775079,-1122565606,-1098750401)+W(6,-1110275215,-1111322692,-1114811922,-1114439732)+W(7,-1108145020,-1121186646,-1115485971,-1115223671);WS(-1089038754,1070610314); +sum1=W(0,1006818038,-1126323612,1015379312,-1107760774)+W(1,-1110158738,-1104391397,-1114553627,-1113068735)+W(2,-1112569734,-1099849389,-1090696922,-1101892281)+W(3,1028620400,1047988033,1043536901,1039930893)+W(4,-1110914124,1036085850,1053776546,1045400523)+W(5,1040930437,-1132043583,-1119469430,-1114659286)+W(6,1038135388,1043645143,1040122382,-1118717763)+W(7,1002760462,1016954112,974497054,-1139206280);sum2=W(0,-1120363159,-1119340063,-1119078724,1035843986)+W(1,1035175754,-1106992039,-1128507307,-1129270833)+W(2,1029972206,1020623843,-1137841818,-1094446255)+W(3,1049035968,-1128810267,-1123633215,-1123131987)+W(4,-1135126990,1026762268,1064611900,1017486399)+W(5,-1094749382,1039608352,-1194223384,-1197948696)+W(6,-1111466112,-1099605665,-1102195223,1042926586)+W(7,1014516782,-1112006203,-1136077530,-1129209333);WS(-1120775200,-1094115106); +sum1=W(0,-1117113151,-1133090109,-1096583070,-1098081804)+W(1,-1092969217,-1119648950,-1113650835,-1105675228)+W(2,-1112921839,-1099947345,1050818928,1057531117)+W(3,1051254629,-1098660371,926574177,1035449878)+W(4,1046145098,-1097096777,1048882552,1067142180)+W(5,1054137781,1035250696,-1115652196,1024424221)+W(6,-1107062579,-1151313622,-1100319675,-1094480203)+W(7,-1100195749,-1111825641,-1118408614,-1114839546);sum2=W(0,-1122846232,1002183233,-1129631292,-1112395279)+W(1,1009610216,1001287537,-1122731504,-1139829356)+W(2,1031116535,-1113707943,988543074,-1080457005)+W(3,-1097715519,1037716560,-1112112395,1031806339)+W(4,-1118531646,1034244245,1027624889,1064104967)+W(5,1052372051,1011412016,1031591085,-1128697528)+W(6,1030028661,-1116699784,1039671963,1037992478)+W(7,-1115290878,1016046512,-1122589730,1022404309);WS(-1083041826,-1088446577); +sum1=W(0,-1112868382,-1139686881,1037998481,1035817611)+W(1,1028314191,-1112414119,-1123391616,-1152205450)+W(2,-1138041180,998832115,-1108164766,-1106005004)+W(3,1054394898,1042585939,1037009680,1027830053)+W(4,1041478665,1026886463,1018740405,-1092605991)+W(5,-1096954228,-1105339656,-1122534560,-1128384493)+W(6,-1123809603,1007627162,-1137074328,1036557383)+W(7,1043199331,1016960213,949272012,-1161448845);sum2=W(0,1036010005,-1112615912,-1108103320,1026422893)+W(1,1043952518,-1112407780,1025610945,-1142574731)+W(2,-1080772886,-1080108640,1042883784,1067023817)+W(3,1065911618,1043418298,-1121396391,1019038275)+W(4,-1110295637,1033469827,991295446,-1106557392)+W(5,1015020021,-1113416335,-1118133995,1027619053)+W(6,-1113551367,-1118689741,-1123719569,1039881895)+W(7,1028046949,986544491,1028536389,-1114551687);WS(1059656866,1032254503); +sum1=W(0,1051132033,1032901415,1050001035,1051046262)+W(1,1024623477,1041030197,-1129401004,1040932616)+W(2,-1087438145,-1096624519,-1093591378,-1092342973)+W(3,1024747921,1042870865,-1112612011,1037509038)+W(4,1040121644,1045530925,1040228252,-1096329486)+W(5,-1100479077,-1092498854,-1100524478,-1089145703)+W(6,1047684766,1031967406,1044069767,1050005760)+W(7,1045316401,1048633756,1041789317,1050363772);sum2=W(0,1033723840,-1120765513,-1151198348,-1121736497)+W(1,1020727265,-1111733852,1010605379,-1112033268)+W(2,1054927280,1004192518,1032813206,-1097617496)+W(3,994767756,1024454465,-1124374145,-1107458988)+W(4,-1094930774,1009606707,1018976553,-1096835022)+W(5,-1114598300,1049726638,1040837102,1057385902)+W(6,-1110893464,-1117945313,-1111742424,-1121652889)+W(7,-1144829382,1030389401,-1120942585,1035752486);WS(-1076352721,1061176787); +sum1=W(0,-1115567878,1039493528,1037423542,1022350014)+W(1,-1114677168,-1123591576,-1143365955,-1114839417)+W(2,-1095051668,-1094852257,-1086623624,1044286862)+W(3,1057477914,1049595083,1036655988,1044280124)+W(4,1047858891,1040618482,1057001770,1036068672)+W(5,-1086915318,-1095930750,-1108386213,1029598047)+W(6,1038434246,-1116442287,-1114755255,1022609452)+W(7,1037805114,1044588197,1031697064,-1119274549);sum2=W(0,1018488840,-1109735653,-1113462230,-1112517262)+W(1,-1108529674,-1112282852,1002563934,1011039855)+W(2,-1104206436,1012246375,-1114523900,1056346033)+W(3,1029007760,-1106712811,-1113168793,-1115338003)+W(4,-1111729053,-1117505825,1042992721,1051780099)+W(5,1042618199,1035563022,1024458488,-1112797570)+W(6,1004158510,-1122544930,-1111468709,-1133433375)+W(7,-1114816198,-1136000711,-1122022613,1037211560);WS(1037340944,-1121222187); +sum1=W(0,-1116495838,-1118176747,-1096308023,-1094205341)+W(1,-1095502171,-1115640417,-1112496425,-1105702479)+W(2,1040689218,-1110298712,1052341602,1064260668)+W(3,1052009702,-1100646016,-1117627026,1026863896)+W(4,1036502651,-1106426924,1044624667,1068943083)+W(5,1045175252,1004526500,-1108867801,-1112879076)+W(6,-1106495021,-1119752153,-1097659059,-1089978464)+W(7,-1099820424,-1108261518,-1110958217,-1111070831);sum2=W(0,1002312827,-1134403694,1025097519,-1105297347)+W(1,1007461646,-1117960999,-1123847191,-1129847887)+W(2,1043920878,1045056865,-1107896626,1060319926)+W(3,-1100756735,1018292031,-1136355134,-1108036266)+W(4,-1113959010,-1120905299,1031903433,-1100397803)+W(5,1042137547,-1106899263,-1119650359,1033071013)+W(6,-1124888335,1019347263,-1120916959,1028583233)+W(7,-1119634731,-1134844462,998264859,-1109200858);WS(-1087648930,1056984912); +sum1=W(0,1027950097,1027762677,1025406415,1043195617)+W(1,1035903278,1031391740,1023913741,1033673899)+W(2,1048727276,1043573475,1051177331,-1092810048)+W(3,1038252876,1044809191,1035706934,1020597221)+W(4,-1101873716,1015678999,-1091649404,-1082302860)+W(5,-1097139061,1038200652,1042041459,1041744649)+W(6,-1111974664,1024202483,1016025318,1050173331)+W(7,-1156961168,998750650,1023377112,-1114494621);sum2=W(0,1035604443,-1113891962,-1155240851,-1130359386)+W(1,1025386829,1028100153,1016774458,-1126789482)+W(2,-1109665959,1017090586,1033553543,1061263788)+W(3,-1109330568,-1106256683,-1097657183,-1118236009)+W(4,1027481873,-1115818981,1023852497,1027230949)+W(5,1041592808,-1113120233,-1101411950,-1121071325)+W(6,-1121529027,1006860245,-1124657042,1039189933)+W(7,-1123139111,999905578,-1132638677,-1109638591);WS(-1090940868,1045539156); +sum1=W(0,-1125495305,-1122547977,1049435900,1022396558)+W(1,1034779456,-1113477720,1025152496,1017461170)+W(2,-1111842948,1036262295,-1083395945,1050733040)+W(3,1050803832,1023164412,-1141132416,-1119150102)+W(4,1024315123,1017057054,1046781659,1016653136)+W(5,-1084181811,1044787970,1025666193,1039405571)+W(6,1033322010,1021788462,1041875702,1032259903)+W(7,1045300311,-1103054087,-1119238479,-1121753565);sum2=W(0,-1111850352,-1115334877,-1101312255,-1131783421)+W(1,1037660946,-1121261620,1008969141,-1118719808)+W(2,-1154701652,1045060155,1053683311,1041887968)+W(3,-1090960245,1034919558,-1118627401,-1117531173)+W(4,1008422401,1033609440,-1090718168,1047082317)+W(5,1034433310,1036748070,-1109720341,998924330)+W(6,-1128983709,-1109145509,1041457249,1009316297)+W(7,1037394704,1030040522,1034723828,-1122112519);WS(1058382658,-1101786424); +sum1=W(0,-1110270554,-1139041509,-1106470550,-1114587164)+W(1,1023988544,1031022672,1028924449,1026679274)+W(2,1020557616,1040419632,1039037886,-1089217895)+W(3,-1116816379,-1098005290,1030444000,-1105928314)+W(4,1042446649,-1110579152,1052788411,-1102603214)+W(5,1052497916,1048850952,1041387232,1042985742)+W(6,1010032145,1021044303,-1107378131,-1101971332)+W(7,-1110520967,-1136091053,-1142630143,1036784631);sum2=W(0,-1122331173,-1116694246,-1133055086,-1106162040)+W(1,1033705060,-1119866494,1019582103,-1119480360)+W(2,1021048143,-1117334358,985385246,1058597177)+W(3,-1096472079,1040447045,-1107345628,1011504527)+W(4,-1121426033,1034622720,-1111822939,1062397265)+W(5,1007125953,-1124693001,1025700470,1026572561)+W(6,-1141905806,-1109719947,-1111398337,-1092732322)+W(7,-1104483430,-1148551778,-1142669219,-1124513225);WS(1062970978,-1081266569); +sum1=W(0,-1102316771,1026249566,-1104248914,1037424006)+W(1,1035596338,-1122189220,1016727466,1006845944)+W(2,1049067654,1049251698,-1100292756,-1086541140)+W(3,-1092317470,-1101422105,-1130063849,-1103019359)+W(4,1040583110,1039432874,1040278772,-1096033842)+W(5,1045287213,1049598341,1043296141,1042202275)+W(6,986432279,1031488060,1034368766,1046796153)+W(7,1039493185,1029733120,-1132489681,1032483937);sum2=W(0,-1108138297,1024987284,-1107013954,1038311792)+W(1,-1140508767,999045582,1010876103,-1139420079)+W(2,-1092863213,-1095439435,1054820060,991870971)+W(3,1019051815,1003248078,-1122507350,-1120196608)+W(4,-1134447463,-1107350452,-1104627754,1058790229)+W(5,1049499199,-1113643053,1040683258,-1107048418)+W(6,1020893591,1030342296,1023656240,-1145193326)+W(7,-1111721419,-1124168067,-1111078930,1036851190);WS(-1090709444,1049440503); +sum1=W(0,-1112814366,1009000949,-1102384190,-1098104133)+W(1,-1100420271,-1117987732,-1108681738,-1118237822)+W(2,1025170444,-1102968365,1054801672,1055216649)+W(3,1007027006,994631719,-1122456724,1037835469)+W(4,1021129071,-1107658202,-1108358704,1055155742)+W(5,1062491877,-1115514619,1032182427,-1137063726)+W(6,-1116166456,1013557870,-1112664461,-1102466049)+W(7,-1093799886,-1139587454,-1112800010,-1119596065);sum2=W(0,1010269627,1011116525,1031226256,1023655690)+W(1,-1117593255,-1139919503,-1131886173,-1132337311)+W(2,-1125700925,1031004177,991734042,1056735713)+W(3,1023598587,-1116020697,1030692092,1014084462)+W(4,-1129465449,-1111184590,-1090395945,1007034923)+W(5,-1114530604,1044588818,-1118660887,1027760305)+W(6,-1124401971,-1139731999,-1123603568,-1106780773)+W(7,1032362667,1019563835,1016903156,1003383541);WS(1052605444,-1096548047); +sum1=W(0,-1135269079,1014261129,1035728362,1017149121)+W(1,1022065234,-1106055602,-1122459306,-1120275059)+W(2,-1099989408,-1107118442,-1095069609,1004173259)+W(3,-1102684265,1026600311,1029280393,-1114974728)+W(4,1035141158,1022832721,1036930738,1042230040)+W(5,1051854441,-1123731628,1039321653,-1108029264)+W(6,-1157809579,1034237928,1014945855,1022065263)+W(7,-1149699425,1033708682,-1120230985,1040542518);sum2=W(0,-1139099893,-1102121527,-1108414487,1039987934)+W(1,1045186917,-1096991255,1033745090,-1102163660)+W(2,-1078862437,-1076350607,1043522425,1067956735)+W(3,1072447081,1053122067,-1111637970,1040872955)+W(4,-1097588090,998819801,-1111980043,-1109442889)+W(5,1044036972,-1115256553,1027886256,1044251533)+W(6,-1129576496,1024729710,-1134118593,1032654822)+W(7,-1118463242,-1124332658,-1123595298,-1115579557);WS(1054231108,1025279114); +sum1=W(0,1020527399,1020186806,1026191493,1046988234)+W(1,-1147857037,1041704764,-1120557618,1039867950)+W(2,-1123453065,1039341944,-1104689967,-1092316960)+W(3,-1122753069,-1093206832,-1107112804,-1094240131)+W(4,-1096862627,-1119337841,1034733383,1008801448)+W(5,-1108979241,1050167121,1027712531,1043962418)+W(6,1049493415,-1160786718,1041541558,1041661776)+W(7,1034215919,1032223662,-1156220183,1036558383);sum2=W(0,-1156731980,-1125155383,-1153680156,-1140765671)+W(1,1018992688,1030176462,1027890172,1018002108)+W(2,-1121143571,1021067288,-1101109237,-1079877582)+W(3,-1094350155,1058234221,1064456596,1058386161)+W(4,1027150242,1024911074,-1096825521,-1088644111)+W(5,-1113080073,1052444813,1024094624,1045751986)+W(6,1019039796,-1128517034,1036906894,-1110310177)+W(7,1019841700,1000349534,-1128055622,-1134555143);WS(-1097731588,1025129315); +sum1=W(0,1033609822,972033083,1036940225,1025915127)+W(1,1037164536,1018117854,1009743167,1021572178)+W(2,1037092684,-1118357663,1046113067,1050865438)+W(3,-1109542297,1047810219,-1111680192,1036701507)+W(4,-1099469177,-1139849211,-1089626010,-1143345853)+W(5,-1104510832,-1097851227,-1113708160,-1110047355)+W(6,-1125480775,-1113410371,1035911587,1047135499)+W(7,1038594118,1031924197,-1146462713,-1120871309);sum2=W(0,-1124965724,-1134630348,-1138485084,-1143859545)+W(1,-1133066340,1030422253,-1121255807,1003464777)+W(2,1029789829,-1105084635,1035852445,1050249105)+W(3,-1114135764,1024721985,-1120848177,1033535897)+W(4,-1119672690,1036116775,1002738585,1057234226)+W(5,-1115375290,-1117221657,1007172972,-1110249095)+W(6,-1132623148,-1123511646,-1106888257,-1097411434)+W(7,-1109817844,1017260494,-1118819718,1021514610);WS(1064258306,1057427735); +sum1=W(0,1046669668,1048078371,1049007041,1043467602)+W(1,1032131185,1040278032,995640096,-1135631084)+W(2,1041288794,1002554246,1039217007,-1117262306)+W(3,1041191743,1037075392,-1121877906,1026049048)+W(4,-1094345727,-1107049340,-1092155570,-1100296810)+W(5,-1101509636,-1100720075,1015117221,1034147956)+W(6,1024557366,1026345305,-1126800432,1017273727)+W(7,1027549470,-1136038899,-1134767685,-1111532367);sum2=W(0,-1083389635,-1081609637,-1079976349,-1090363224)+W(1,-1100056051,-1097029007,1028030408,-1118886369)+W(2,1062132206,1066099523,1066066300,1067427062)+W(3,1049064133,996873905,-1137063332,1035057689)+W(4,-1122840851,1053156114,-1105997303,-1091867230)+W(5,-1103783968,1048340523,-1134953960,-1104392578)+W(6,-1127222139,1022631188,1027246780,-1128121946)+W(7,1036294091,-1115106526,1035025213,-1117772337);WS(-1082692450,-1121765493); +sum1=W(0,-1112587635,-1118487719,-1105756568,-1111631170)+W(1,1036199927,-1106833087,-1115752014,-1109370235)+W(2,992292947,-1104534315,1049230729,1048175951)+W(3,-1089217933,1028715132,-1121927694,1018481703)+W(4,1015927970,1038416886,-1104867982,1051898365)+W(5,1057590961,-1104675396,1012516667,1022215305)+W(6,-1121302066,-1121296341,1043167221,1037146590)+W(7,-1113442509,1030891673,-1121397517,-1113425325);sum2=W(0,-1102561169,1026098771,-1149524831,-1113975834)+W(1,-1157274159,-1105234356,1008573990,-1102778536)+W(2,1040868564,1021710972,1048116590,1041914200)+W(3,1051191259,1039729263,1018638481,1035375403)+W(4,-1126923948,1009959824,1037970343,1042300553)+W(5,1032086087,-1097615037,-1115639834,-1115667744)+W(6,-1123351116,-1125337962,1024724387,-1123062396)+W(7,1021621986,-1105344931,-1109718449,-1105611058);WS(1063145570,1065948321); +sum1=W(0,-1113780043,-1107415145,-1103697695,-1125795137)+W(1,-1119226457,1032469064,-1118570362,-1148759702)+W(2,1042647928,1041877314,1043379605,-1105676766)+W(3,-1093770877,-1098882227,1029896809,1007275454)+W(4,1023153433,-1105577826,1035095074,1058030732)+W(5,1049757493,1047432094,-1106671851,-1110160160)+W(6,-1113344071,1034763992,-1113485016,-1107021830)+W(7,-1116457366,1028002580,1033670420,1021171309);sum2=W(0,1033443671,-1119163512,1032648925,1022262943)+W(1,-1121656898,-1125619769,-1116250872,983397903)+W(2,-1147652316,1034562054,1044843888,-1082830049)+W(3,1049609982,1025258841,1030706970,1030898199)+W(4,-1122182070,-1110746439,-1104224164,-1080473697)+W(5,1070472721,1045148854,-1138594966,1015661307)+W(6,-1114870166,-1126213983,1033622730,1036499220)+W(7,1042757767,-1125695843,-1109235057,-1105016797);WS(1047808392,-1105857653); +sum1=W(0,1036414223,1038664639,1033646416,1045309491)+W(1,1028560677,1047007737,1035626955,1052689664)+W(2,1057255335,1050583338,1052085724,-1112577010)+W(3,1049269098,-1101673225,1020504170,-1098667351)+W(4,-1089047968,-1095111703,-1090242223,-1088425805)+W(5,-1097592171,1024927375,988289723,-1153489085)+W(6,1019549874,1027946812,1014185453,1038762993)+W(7,1038356881,-1120878336,1031636916,-1106190208);sum2=W(0,1050181400,-1114267734,1015251419,-1097894374)+W(1,1014394222,-1098468098,1043075035,-1092845444)+W(2,-1084160527,1035785784,-1094891239,1060354212)+W(3,1045924604,1054874631,1042828743,1063378281)+W(4,-1088778570,-1097051496,-1096397593,1063793540)+W(5,-1132415773,-1115217527,-1098450150,1051615858)+W(6,1059321043,-1113170400,1035392846,-1098458292)+W(7,1030978836,-1096505073,1042772598,-1088082125);WS(-1073783985,-1080098540); +sum1=W(0,1012137476,-1111733448,1027546650,-1095391448)+W(1,-1107725963,1030910366,1024902311,-1136391487)+W(2,1004414705,-1125334283,-1098951217,1058781709)+W(3,1056582836,1054585131,-1118558951,1012935090)+W(4,994170013,1040796537,1045494048,1038631039)+W(5,-1099332954,-1102018612,-1106829042,-1113109295)+W(6,-1135747626,-1106294475,-1105932043,-1097893467)+W(7,1027155091,1001385357,-1141795121,-1118975220);sum2=W(0,-1136577003,-1123969951,-1126970134,1039844510)+W(1,1037108170,-1182117728,1024145219,-1107924935)+W(2,-1161174488,-1115268047,-1111829747,-1078035036)+W(3,1072008544,1038025274,1006927579,1013110307)+W(4,-1123274403,1023359390,1034323377,-1085317526)+W(5,1044555209,1032404118,1024479257,983390936)+W(6,1021768566,-1128609502,1026568479,1027511085)+W(7,986504280,-1139830523,-1127097094,1022685546);WS(-1104974728,1024380720); +sum1=W(0,-1117848102,1021171896,1039153371,1036503965)+W(1,988770395,-1109841905,-1121562883,-1126175513)+W(2,-1117883163,-1127535108,-1099610928,-1100771573)+W(3,1043814114,1034691017,1034709362,1004793673)+W(4,1036325571,1018298053,1041104624,-1101972463)+W(5,-1133844875,-1107251369,1025626276,-1111468989)+W(6,-1131530510,1031544042,982295861,1036843369)+W(7,1029874576,1031396654,-1125713989,1034135320);sum2=W(0,-1125393898,1044163006,1045704700,-1110276988)+W(1,-1099412627,1044569612,-1115657155,1037394103)+W(2,1071281072,1072425553,-1104699996,-1078765241)+W(3,-1076152216,-1100004941,1036033265,-1111185479)+W(4,1044770418,-1125402454,1018560910,-1098423872)+W(5,-1103281302,1028856833,-1123488110,-1117821699)+W(6,1011595325,1021558362,1010524637,-1113439186)+W(7,-1178088596,1019143058,-1126446200,1026998165);WS(1066498257,1026989550); +sum1=W(0,-1129927868,-1123659738,1045121333,1002634947)+W(1,1036944705,970850411,1022709187,1004856149)+W(2,1023571545,1024686464,-1084187390,1040895252)+W(3,1040663099,-1115004776,1024409057,1001199419)+W(4,1016605513,-1143882757,1042249043,1054068239)+W(5,-1089079196,-1120675276,-1112524513,-1120648472)+W(6,-1133253141,1025371048,1033458708,1032849928)+W(7,1049903454,1024612748,1017685954,-1117202350);sum2=W(0,1038138620,-1155040203,1049419982,-1094597030)+W(1,1022703337,-1117198782,-1132959015,-1121486321)+W(2,-1106434423,1038340354,-1087069176,1064410985)+W(3,-1110711879,-1112639315,1026273617,-1123727669)+W(4,1014840059,-1105689565,-1102609737,1043321526)+W(5,1043390477,1042536365,1036470844,1009362023)+W(6,-1117610677,1038431916,-1115449783,-1117967352)+W(7,-1107988055,-1112813855,-1122022929,1031915394);WS(1059170114,-1115069681); +sum1=W(0,1041126528,1031327889,-1137442701,1027929903)+W(1,1016336432,1045677858,1027533272,1040648584)+W(2,1039057944,1043197758,1057495242,1035662548)+W(3,1036387882,1043295874,1020376880,1035357519)+W(4,-1114418030,1035998588,-1086197480,-1092661254)+W(5,-1098594899,-1097533773,-1116322521,-1106979748)+W(6,-1125005432,-1184440086,-1107377807,-1131407372)+W(7,1031309989,1017102598,1036182828,-1128058314);sum2=W(0,1029223181,1035999136,1032743888,1050206678)+W(1,1030968394,969652021,1018474295,-1138117380)+W(2,-1099457044,-1123134927,-1106245137,-1115721168)+W(3,1035536761,-1109098872,-1136790748,-1105152866)+W(4,-1094833228,-1107153986,1052844759,1029163621)+W(5,1046847142,-1111905268,-1116305850,-1102858563)+W(6,1022472216,-1129014496,1034397600,1043654862)+W(7,-1114537747,-1149928759,968266517,1033858063);WS(-1091215044,-1097536449); +sum1=W(0,1036334229,1027816414,1046343318,1054850406)+W(1,1041878433,1040414769,1017820267,1047750528)+W(2,-1088688205,-1110004986,-1088611549,-1085760696)+W(3,-1113122464,-1115511970,-1113420363,1034437006)+W(4,1028067640,1025245044,-1104070412,-1089807987)+W(5,990395721,1024229024,1028468150,-1097347774)+W(6,1049627927,1039037582,1048707955,1052669472)+W(7,1043177720,1039929856,1044644789,1048578060);sum2=W(0,-1114440831,1030624098,988636086,-1132718391)+W(1,1030310950,1016098323,1024855622,1018716851)+W(2,1036847317,1042295753,1050034374,1031424194)+W(3,-1119733782,-1120554286,-1114648667,1035432255)+W(4,1041890716,-1115362087,-1113867927,1016671019)+W(5,-1130826523,-1097953797,-1146049358,-1096082463)+W(6,1027069126,1021176355,1029167466,1028661170)+W(7,-1183083952,-1108500823,1027651154,-1106095247);WS(-1074893425,-1117971628); +sum1=W(0,-1094367290,-1152038187,-1103630563,-1098786216)+W(1,1037656965,-1114777697,1025099466,-1124130662)+W(2,1052023128,1049322869,-1111356283,999054287)+W(3,-1106664801,-1093651375,1040611874,-1094570594)+W(4,1042452051,-1097322793,1049675109,1040732760)+W(5,1040645714,1057236855,1040783587,1055134184)+W(6,-1107223211,1034136520,-1112379016,-1102728254)+W(7,1016544493,-1125564586,-1105965314,1008351835);sum2=W(0,1004001863,1021526755,1018968138,-1116175346)+W(1,-1139174407,1031843333,-1131104448,1009509771)+W(2,-1116735450,1032892007,-1096890588,-1099974349)+W(3,-1103015201,1040986630,1035109709,1041412407)+W(4,-1111481570,1024548251,-1073615974,-1071438395)+W(5,-1146527383,1076155388,1074182350,1041860718)+W(6,1033584975,-1130001464,1026017190,-1121576034)+W(7,-1164624762,1024580999,1043256283,-1106441216);WS(1040475912,1032695578); +sum1=W(0,-1124525022,-1155851319,1035372099,-1122500130)+W(1,-1172701842,1033773669,1014757675,-1116930196)+W(2,-1112011377,-1123298122,-1091278169,1056532699)+W(3,1054708857,-1105035590,1007501482,1026134833)+W(4,1035534023,-1102944834,1055301749,1041895809)+W(5,-1087252087,1039100863,-1123874252,1036316385)+W(6,-1136466746,1035920825,-1130626274,-1104812886)+W(7,1028924087,-1111589035,-1142366545,-1110262076);sum2=W(0,-1109091355,-1119792870,-1111337413,-1102054262)+W(1,-1118550690,-1113960445,-1142500624,-1109065069)+W(2,1041703749,-1123886114,1026232126,1049335147)+W(3,-1114718085,-1111978783,-1124340572,1020384670)+W(4,-1120034208,-1123320808,1045621744,1063803841)+W(5,-1088756378,1016064880,1026268254,1030310973)+W(6,1010537508,1026411366,1015836410,-1098413574)+W(7,1041947548,-1123461018,999681904,-1122952578);WS(1060902754,1050355625); +sum1=W(0,-1156790206,-1151083459,1011568442,1023922682)+W(1,1024500211,-1112644265,1033389138,-1104847739)+W(2,-1099711167,-1104333225,-1101534272,-1082482317)+W(3,-1107281952,1053813598,1025001795,-1116841801)+W(4,1048936605,1047935457,1041411896,-1103038759)+W(5,1049946264,1036831245,1037700978,1030797274)+W(6,975051222,-1120760458,1040804594,1043235660)+W(7,998453633,1030084558,1007099659,1035779080);sum2=W(0,1036801640,-1120633215,1043653368,1045612039)+W(1,-1100846658,976462574,-1115109418,-1097687290)+W(2,-1106066969,1029646415,-1102845552,1020964885)+W(3,1041841354,-1088569123,-1101549413,1054633350)+W(4,-1098529900,-1094622159,1045091011,1062435502)+W(5,-1104869009,1054359824,-1101036113,1044975639)+W(6,1051617655,-1128436081,-1108268977,-1120809462)+W(7,-1127923721,-1115259155,1041018201,-1102739129);WS(-1090140642,-1081743990); +sum1=W(0,1014408182,-1130293844,1031847606,1042594418)+W(1,1041618980,1035968392,1009499077,1033368909)+W(2,1037549524,1009886528,1044394635,1037202321)+W(3,-1117833212,1037634256,-1122700465,1015596142)+W(4,-1119977588,1031805064,-1097431626,-1094879521)+W(5,-1119842097,-1101547735,-1107123493,-1105308242)+W(6,-1148996265,-1107483388,1015837167,1035016080)+W(7,1032499967,1034663662,1017023585,1030806526);sum2=W(0,-1123785792,1006912162,-1091554339,-1071648513)+W(1,-1078529007,-1106043455,-1108743589,-1113325201)+W(2,1013646496,-1120892227,1057715626,1076150687)+W(3,1069469884,1049558148,1035924910,1038760139)+W(4,-1105735433,1034054467,-1103626228,-1110563164)+W(5,1025732222,-1102425071,1028146935,1001130061)+W(6,1032589029,-1113324539,1043157583,1029343874)+W(7,-1120727508,1029688242,-1120545616,-1123660578);WS(1055430148,-1108560690); +sum1=W(0,1035961997,1035029338,1036894711,1041930516)+W(1,1018389269,-1113968413,1026969083,-1119268932)+W(2,-1122962962,-1107101862,-1105458486,-1102453987)+W(3,1050880022,1050461237,1017425654,1049028992)+W(4,1001804274,1037435821,1049324163,-1115462345)+W(5,-1096234295,-1096034793,-1105484423,-1109268985)+W(6,-1109508687,-1114596033,-1105968336,1030068713)+W(7,1023650152,1041307521,1023939770,-1110794404);sum2=W(0,1020921672,1015626891,-1131154511,-1149322267)+W(1,1005570725,-1122484266,-1125609227,1019773418)+W(2,-1133145023,1000680715,1034643892,-1106033700)+W(3,-1155618307,1030350968,-1127714103,1027949553)+W(4,967639540,1038163303,1029820070,1027175814)+W(5,1050725869,-1107328459,984351189,-1113454879)+W(6,1057583079,1066461314,1070593780,1042500058)+W(7,-1076733999,-1075365186,-1095092572,1026351361);WS(1048611396,-1120253991); +sum1=W(0,-1109906484,-1134442421,-1157090745,1038629782)+W(1,1019276152,1008425488,-1121251029,-1115994974)+W(2,-1104843595,1020368935,-1102655324,-1096452233)+W(3,-1094801150,-1098953977,-1125379561,-1120481658)+W(4,1042068462,-1116357012,-1127594975,1048790986)+W(5,1026936628,1044903358,1031973931,1042932491)+W(6,1029221016,1014414830,1044033359,1052393436)+W(7,1029702657,-1137141374,-1117911220,1022285443);sum2=W(0,-1129566974,-1143746400,1036033029,-1117052801)+W(1,-1123748463,1038502321,-1138810328,1043607047)+W(2,-1111784437,1036277891,1028988774,-1100779042)+W(3,1044450885,-1129810696,1034348699,-1108082071)+W(4,1050813877,1047551505,1061486774,1077969880)+W(5,1055586292,-1131992338,1040643987,-1108034712)+W(6,-1093517653,-1098527209,-1081514759,-1071648362)+W(7,-1089190754,-1107152864,-1111885211,1025200270);WS(-1095808772,1065647947); +sum1=W(0,-1096536264,-1104862109,-1101976087,-1101730853)+W(1,-1126516760,-1106707963,-1123882077,-1108125731)+W(2,1055051378,1050045579,1051209263,1045989771)+W(3,-1096666661,-1098537885,1021791993,-1104774017)+W(4,-1152511995,-1106144343,-1114400236,1051130659)+W(5,1054814183,1057272194,1047598263,1057816237)+W(6,-1101629224,-1139560206,-1118447811,-1101507019)+W(7,-1103658466,-1098960762,-1106849375,-1104521538);sum2=W(0,-1110633145,-1114352725,-1120367533,-1113576661)+W(1,-1147392026,-1111220567,-1123261925,-1131596567)+W(2,1046325680,-1134514653,1030462840,1052343557)+W(3,1028577898,-1127265311,1023140267,-1109705515)+W(4,-1106205960,-1145236426,-1121802017,1052169724)+W(5,-1126550987,967975074,-1125641651,1019189507)+W(6,-1121981161,-1115188107,1009337269,-1122467029)+W(7,-1112707841,-1123885069,-1109514951,1036097210);WS(-1088656098,-1093593990); +sum1=W(0,1009988669,1006243392,-1118924498,1040203342)+W(1,1030956655,1015251645,1032654584,1034196708)+W(2,1053407451,1046462824,1054487499,1043824044)+W(3,-1107509853,-1099069067,-1114843936,-1106663601)+W(4,-1093246956,-1100605512,-1092703459,-1110184012)+W(5,1041099456,1036164518,1040232112,1035276411)+W(6,1009810317,1021367180,1031892963,-1115326423)+W(7,1009525296,-1102894371,-1121673919,-1120762380);sum2=W(0,1045046842,1057379920,1066661430,1065556520)+W(1,-1100359290,-1079104557,-1080513286,-1090732450)+W(2,-1111686548,1047338924,1044625920,-1108706635)+W(3,1040575208,1048831397,-1106604517,-1118381857)+W(4,-1120613757,1041926325,1010608356,-1107659276)+W(5,1029226052,990146073,-1122878530,-1148427089)+W(6,-1123157156,-1122209414,1026048962,-1118064370)+W(7,1036917588,-1118722317,999828841,-1128484108);WS(-1103417864,1032685901); +sum1=W(0,-1113840082,-1101895278,-1106883347,-1112947643)+W(1,1045150312,-1106874992,-1122615424,-1140285221)+W(2,999140540,1021813182,1050838637,1035808888)+W(3,-1089518824,-1112862903,-1123587264,991482976)+W(4,1026362243,1049323684,-1123649147,-1115046028)+W(5,1051398592,1043843226,1032255888,1025625239)+W(6,1025795300,-1104186210,1026463622,1015970396)+W(7,1028121997,-1114287989,-1148228092,-1125179546);sum2=W(0,1052414494,1041601968,1061231009,-1094738093)+W(1,-1090047391,-1112254382,-1124055261,-1106989530)+W(2,-1107019340,1032004449,-1083281727,1048799024)+W(3,1060484354,1026094686,1028491114,1016363351)+W(4,1021676257,-1101889010,1040520305,-1113266306)+W(5,-1097572834,1047868927,-1106439707,1039531031)+W(6,-1118630717,1028135044,994543087,1023423300)+W(7,1023744190,-1123297050,-1134044699,-1135541243);WS(1062251010,-1128406975); +sum1=W(0,-1122559590,-1117783082,-1111223497,-1097132645)+W(1,-1118294493,1027318465,-1122628178,-1142140116)+W(2,-1114430084,998905218,-1117430765,1043264160)+W(3,-1137238321,-1109365760,1012147781,-1112437644)+W(4,1041522773,-1122146129,1049934150,1038499861)+W(5,1040349396,1038350478,-1161426505,1022231761)+W(6,-1200477464,1030594936,-1117296696,-1108127936)+W(7,-1117164622,1008104625,1016497826,1030977566);sum2=W(0,-1117898288,-1125963325,-1090182563,-1072766634)+W(1,-1084699977,1030742992,-1114032290,1021721886)+W(2,1035048481,1029071818,1058090849,1075259304)+W(3,1062748800,-1113008632,1039805619,-1113709765)+W(4,1015521050,-1131842712,-1155119281,-1099596444)+W(5,1015646848,-1124623837,-1116189732,-1146515621)+W(6,-1121110162,-1139107970,-1131029094,1037152077)+W(7,1018972128,1025197316,-1127481518,1027813594);WS(1065708113,-1121751611); +sum1=W(0,-1151170552,-1113367966,-1132161740,-1102777150)+W(1,1008580363,1034637855,-1122909571,1029317996)+W(2,1004700116,1033929377,1028879143,1048992314)+W(3,-1130586604,-1123817297,997138991,-1119780649)+W(4,1029908854,-1124121476,1021289212,-1106962671)+W(5,-1145749780,1010684790,-1110778290,-1119558682)+W(6,-1203182552,-1152107167,985230639,-1118004497)+W(7,1024087440,1024857134,1018524741,1030859440);sum2=W(0,1022085973,1007192988,1059325611,1078660314)+W(1,1067996709,-1179370697,1033764027,1000911377)+W(2,-1128031215,982756722,-1087213694,-1070139299)+W(3,-1079390657,-1159362498,-1110724756,1028041806)+W(4,1012976820,-1124806095,1030136738,-1095156098)+W(5,-1131018297,1019962283,1025926144,-1121497459)+W(6,-1176062153,1022708360,-1120463845,1033425170)+W(7,-1138793506,-1124014927,1016277465,-1138055830);WS(1067144001,1026092834); +sum1=W(0,1005864375,1014388109,-1110877439,-1100539124)+W(1,-1110133357,-1126225268,1033891677,1016160519)+W(2,1049810486,1020396467,1055042333,1042867979)+W(3,1031992147,1044290490,1034565181,1034066560)+W(4,-1103125415,1040462414,-1103579165,-1096204250)+W(5,1048911295,-1091768605,-1114007278,-1112003369)+W(6,-1120236446,-1132016387,-1107048544,-1116193256)+W(7,1010104860,1031444773,1030176378,1031923300);sum2=W(0,-1130823435,-1108591076,-1112679806,-1095898825)+W(1,-1107310218,1030441654,-1128226189,1031713190)+W(2,-1123834023,1045671991,-1133291790,1058163296)+W(3,-1100325346,-1113640367,1016405480,-1116067001)+W(4,1036568073,-1106172311,-1115701009,1057311204)+W(5,-1097367248,1044352434,-1106561364,1014762708)+W(6,-1114604843,1024976861,1033105292,-1122476787)+W(7,1035411458,-1111920852,1031834977,-1121017007);WS(1057420226,-1092362255); +sum1=W(0,1032475105,1020346174,-1121587297,1019256762)+W(1,-1123769862,1033058515,1024808486,1030782351)+W(2,1044920519,-1144052776,1052978802,1055322687)+W(3,-1104246416,1040777765,1016898380,1041983019)+W(4,-1103664666,1027257637,-1096869991,-1116373310)+W(5,1028318277,-1096789598,-1118572551,-1106323631)+W(6,-1114304581,-1116794957,-1103967019,-1100439285)+W(7,1018564517,1036089864,1021198731,-1130998630);sum2=W(0,-1134184569,1006994613,1034914936,-1134366153)+W(1,1033598449,1009154259,989883430,1021229932)+W(2,1016741405,-1130764191,1033077740,-1112456708)+W(3,1043198162,-1132669129,1016038391,-1126067903)+W(4,1020516693,1043863088,1060988002,1071901111)+W(5,1043355315,1018979141,1034096544,1022348007)+W(6,-1102863001,-1103907912,-1084447988,-1076633620)+W(7,-1098165823,-1118646231,-1113048166,-1118544043);WS(-1105493768,-1082709441); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[8]; +samples[0][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns64, win8x4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/nnedi3/nnedi3-nns64-win8x6.glsl b/shaders/nnedi3/nnedi3-nns64-win8x6.glsl new file mode 100644 index 0000000..c583e0f --- /dev/null +++ b/shaders/nnedi3/nnedi3-nns64-win8x6.glsl @@ -0,0 +1,322 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC NNEDI3 (double_y, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1120714617,1035162146,-1110752415,-1121818163)+W(1,1035961863,-1120878363,1007614003,-1123901891)+W(2,1046176310,-1105876799,1034124059,-1120533037)+W(3,-1123305414,1027364554,-1114390527,-1096860741)+W(4,1022953826,-1155422496,1009908268,1030225939)+W(5,-1110762423,1046191054,1023450788,-1124524780)+W(6,-1129324172,-1116882705,1032526991,1043289735)+W(7,-1114841418,-1129613106,-1121901526,1030599214)+W(8,-1096831458,1052908756,-1114991488,1013731840)+W(9,1022915304,-1135846624,-1117077507,1034530771)+W(10,-1116257712,981289536,-1142748844,-1113117446)+W(11,-1127767760,1039462233,1025047056,-1143328976);sum2=W(0,-1131108965,1043465638,988544780,-1145266179)+W(1,1018501507,1021344415,1000650931,-1113612493)+W(2,-1124179817,-1111438835,1003301507,-1131299129)+W(3,1025688791,-1106748353,-1070139293,-1110118136)+W(4,1026178295,-1123696315,-1116852534,1029599173)+W(5,-1102659167,-1097100047,1031198431,1012522521)+W(6,-1145056307,1045881517,1078104617,1027449515)+W(7,-1123515159,1024975831,-1123043594,-1118230687)+W(8,1048052425,1027739737,-1134523125,1020199127)+W(9,1018436747,1029259867,-1126127905,-1136112041)+W(10,995063942,-1162666156,-1139914565,-1107504809)+W(11,1025133515,1036504803,-1120319069,-1131042995);WS(1061710334,-1113637247); +sum1=W(0,-1121814583,1036106897,-1109309294,-1143950978)+W(1,1033251382,-1118153848,-1138603692,-1122595552)+W(2,1048694647,-1103580007,1032154570,-1122508490)+W(3,-1138264845,1018454510,1030681928,-1097890158)+W(4,1019050396,1012933309,-1140194465,1033737112)+W(5,-1115559686,-1120177173,1021617155,-1120902675)+W(6,-1131439046,-1122735662,1044326142,1042373458)+W(7,-1113884080,-1152998244,-1125621862,1024541667)+W(8,-1097437158,1052689231,-1107957310,1016843898)+W(9,1023073058,-1122620661,-1132933761,1034486114)+W(10,-1116304653,-1144273714,-1129805541,-1116003130)+W(11,-1128614666,1037961704,1019245786,-1155701620);sum2=W(0,-1162960213,-1107084454,-1126626424,1025411499)+W(1,-1126548940,-1127269937,1013908203,1023868855)+W(2,1032930462,1029914487,997665611,1018748433)+W(3,-1113327157,1032525526,1076098019,1035900190)+W(4,-1121182801,-1158385717,1023571595,1048796624)+W(5,-1132699465,-1093496445,1038561302,1000017309)+W(6,-1133790043,-1104878976,-1072747140,1026052839)+W(7,-1146184997,-1123007653,1024139725,1003078933)+W(8,-1104764998,-1109617402,-1142783113,-1154085627)+W(9,-1130037920,-1121062518,1019199125,1025857863)+W(10,-1147685381,1000677165,1007034787,1034207166)+W(11,-1123497947,-1118139493,1017680405,1016687665);WS(1064800702,1030635520); +sum1=W(0,1004285524,-1128056492,1035663048,-1110660706)+W(1,-1128734654,1028175148,-1122860750,1024005652)+W(2,1031878036,-1116831438,-1204558974,-1143857649)+W(3,-1122286551,1035530413,984521208,1023270757)+W(4,-1136886024,1005008153,1021316024,1053335517)+W(5,-1100061872,-1093549817,1042579293,1016449422)+W(6,-1116388951,-1139373960,1048911707,-1104621327)+W(7,-1148999845,-1135015336,1022533838,-1130762670)+W(8,1035194194,-1149876978,-1142259845,1010510404)+W(9,-1125657162,-1121564617,-1131931048,-1142066105)+W(10,-1120920449,1018152308,1001429301,-1129213371)+W(11,-1141986761,1031904066,-1111776529,1020350678);sum2=W(0,1015139874,-1120731382,1017539382,1020112270)+W(1,-1126248934,1013963196,-1150118671,-1116737087)+W(2,1031888972,-1112637962,1010207212,-1138130380)+W(3,1032711786,-1087320828,1059502015,1026899401)+W(4,-1119882792,1019091922,1028577839,-1069693959)+W(5,1078824499,-1094071548,1040940327,-1123861886)+W(6,-1116703472,-1103666133,1045823576,1036639812)+W(7,-1131804892,1004924552,-1123435694,-1138801588)+W(8,1009232228,-1114441289,1029410629,-1130443436)+W(9,-1140098908,999422392,1011539428,1023067274)+W(10,-1130083750,-1137456436,-1140019692,1029210329)+W(11,-1118193829,-1131442506,1007549476,1026106777);WS(1058942782,1023618692); +sum1=W(0,-1126072821,1041771492,-1110777188,-1110871838)+W(1,1036426764,-1142526755,1011693912,1025548876)+W(2,1035801072,1043278082,-1146527995,1015953709)+W(3,1017195423,1036961985,-1094081945,-1103634941)+W(4,1046715887,-1148709083,-1122268692,1037536142)+W(5,-1091452759,-1105679152,1040286827,-1119884351)+W(6,1022607903,1038780013,-1095962376,-1103558179)+W(7,1049101574,-1122534754,982545387,1023558139)+W(8,1049096396,-1130619215,1031851588,1007174309)+W(9,-1126061755,1037537425,-1113879430,-1136949949)+W(10,1002869195,1017517093,1003763447,1035261291)+W(11,955835050,1026350907,1006549707,986004587);sum2=W(0,-1128639222,1001638233,-1119841411,1014385869)+W(1,986023269,-1135260845,-1150616818,1013509397)+W(2,1029376723,1037911199,970306708,1013815957)+W(3,-1118932607,1035428655,1019940778,-1102461584)+W(4,-1141011097,959170344,-1125568566,1024255335)+W(5,1063260126,-1085129330,-1110526300,1017551658)+W(6,991022546,1031481278,1032753418,-1110003004)+W(7,1033244979,1016351942,-1129687950,-1111645244)+W(8,1026999545,1019019978,-1121764803,-1127392454)+W(9,1018120650,1028380841,-1121385219,1021463302)+W(10,1025283273,1009569613,1006676397,-1115817479)+W(11,-1134958989,1017625850,-1128128990,-1138867245);WS(1037837808,1056377428); +sum1=W(0,-1135573495,-1105969090,1027945538,1043223694)+W(1,-1100584037,1025656415,1023727061,-1138454045)+W(2,-1116105371,1039709953,-1111027805,1021082723)+W(3,-1118803082,-1114548551,-1126955510,1051232418)+W(4,-1097887999,1018764077,-1123500111,1046351686)+W(5,-1122693874,-1100833583,1040497066,-1115071549)+W(6,1020600341,1036383371,1053007142,-1103740252)+W(7,1024768136,1025234525,-1111066541,1034647805)+W(8,1035274060,-1101618713,-1138012047,-1116333124)+W(9,1008936161,1026657308,-1156882549,1033814037)+W(10,-1123286772,1016891995,-1115286797,1033474888)+W(11,-1122516460,-1129756781,1010716753,-1114238799);sum2=W(0,1020978875,-1100967324,1043179705,1026290891)+W(1,1013196277,-1138979633,-1121670462,-1130583533)+W(2,-1122981488,1032797386,-1120286641,966672716)+W(3,-1103298336,-1096736455,1062358565,-1104401130)+W(4,-1114052290,-1152672163,-1110731474,1053186254)+W(5,-1112891412,-1091109944,1048200412,-1122242747)+W(6,-1105136733,1045958215,1031005462,-1133705481)+W(7,-1113847816,1023845499,-1119790394,1043729632)+W(8,1033523405,-1102472853,1033631266,-1118586102)+W(9,-1127100056,1033816035,-1109547546,1031959215)+W(10,-1126209517,-1147194793,999102475,1020355333)+W(11,-1122874410,-1122532081,1027184816,-1127245018);WS(1050865148,1032626572); +sum1=W(0,-1110436993,1043627312,-1118552440,1045700875)+W(1,-1115060612,1040430485,1040042556,-1101476879)+W(2,-1108049256,1033317691,1031191472,-1096410465)+W(3,-1107890608,1049906138,-1107535228,-1115480133)+W(4,1025393771,1042925123,-1113356418,-1109025830)+W(5,-1162779891,1049713062,-1106727656,-1114330616)+W(6,1034032544,-1120749707,-1095271743,1042738346)+W(7,-1127443770,-1106585845,-1105712244,1051482110)+W(8,1035225158,-1122810712,1039553933,1042770518)+W(9,999321197,-1103830356,-1104074479,1050825756)+W(10,-1104755066,-1103219825,-1110201208,1048543054)+W(11,-1106449960,1031488492,1040395170,1009713998);sum2=W(0,1024944996,-1111924540,-1107012648,1057346437)+W(1,-1105023593,-1097010076,1020193961,1007347355)+W(2,1049541488,1054940943,-1097277462,-1107952444)+W(3,1014966838,-1116539066,-1107447750,1059914271)+W(4,-1142156696,-1085761230,1015828472,1012341552)+W(5,-1109770505,1066972918,1043445868,-1078926120)+W(6,-1113612636,1034050704,-1111197863,1063973493)+W(7,1017043379,-1084679416,1032934706,-1113193567)+W(8,1014122612,1056333532,-1118781870,-1092348708)+W(9,-1116105943,1042584092,1016467631,1045837843)+W(10,-1113967259,-1128370702,1021395599,-1116104243)+W(11,-1135977693,1043326701,-1117573943,-1108363561);WS(1054811644,1027249161); +sum1=W(0,1040940111,-1101358582,-1113576073,1049141881)+W(1,-1132483205,-1116754862,-1100243090,1036221579)+W(2,1038054901,-1105999252,-1104538698,1037145120)+W(3,1043481462,1014943347,-1097482896,1051960356)+W(4,1036681666,-1118995685,-1119365790,-1109150355)+W(5,-1106696288,1048275427,-1123112824,-1126689554)+W(6,-1111878381,1036687602,1022736646,-1118345360)+W(7,1019000333,1038634998,1044780378,-1109759237)+W(8,-1097940765,1049145430,1044474573,-1101292557)+W(9,-1101638738,1028424107,1038478827,-1113101949)+W(10,-1103799553,1034438878,1035929492,-1122643648)+W(11,-1103674991,1037909315,1037239602,-1126283866);sum2=W(0,1023766557,1016554458,1021815988,-1137435361)+W(1,-1114856427,1032032312,1015306072,1020144724)+W(2,-1103467660,1016553974,1044555388,-1105991725)+W(3,-1136376403,-1116988904,1034521268,1060795535)+W(4,-1088370625,-1127777881,-1113107482,1050162106)+W(5,-1102546407,1075503478,-1071164689,1035804901)+W(6,1038494252,-1104347057,-1103257907,1072821349)+W(7,-1077590614,-1120944929,-1113447013,1003678517)+W(8,1025406308,-1113972415,-1112563255,1036418439)+W(9,1023629411,1033762395,-1113239746,1031283975)+W(10,995356642,-1123929939,1024784188,-1109441777)+W(11,1026085595,1037416902,-1112537357,-1140753514);WS(1055940220,-1124188157); +sum1=W(0,-1113999823,-1119569210,1015781094,-1147977024)+W(1,-1117684995,-1108336232,1015763751,1043278990)+W(2,-1106256755,1046188556,1036478965,1006648968)+W(3,-1115168029,-1094609330,1052603679,1041916962)+W(4,1033522483,-1101485874,1022861696,1044340802)+W(5,-1095339972,-1108128054,1047885622,-1110457109)+W(6,-1114461725,1033154083,-1108564239,1057380776)+W(7,1036635468,-1114614567,-1113117029,-1106205123)+W(8,1042723938,-1095928258,1035899866,-1108232826)+W(9,1032164308,1021089498,-1125646960,1041299799)+W(10,-1139371156,1034599135,-1121800074,-1107756257)+W(11,-1171638077,1027517543,-1131185034,-1115299047);sum2=W(0,-1120118804,-1136369034,-1127959037,1015341014)+W(1,1033327798,-1113602386,1013270421,1027353114)+W(2,-1129939889,1034464346,1041751325,-1114857235)+W(3,-1120552641,-1125884733,-1117793827,-1117887441)+W(4,1049619624,-1103868602,-1117027367,1035518448)+W(5,-1095769137,1043338219,1049093640,-1097589990)+W(6,1016254148,1043285424,-1095274849,1049861339)+W(7,1048627700,-1105817123,-1110780393,-1129166063)+W(8,-1117623897,-1128474295,1035712363,-1106207094)+W(9,1030787932,-1140216380,-1128598589,1032330618)+W(10,1035384499,1004274322,-1133117880,-1120569751)+W(11,-1129927717,1018695247,1027229852,-1120123842);WS(1057163582,1025817537); +sum1=W(0,1037167835,1031655825,-1096271953,1045084224)+W(1,1033520525,1016078798,-1121852313,1046829204)+W(2,-1093143228,1046279122,-1103697416,1030441081)+W(3,1034559945,1038865075,-1085198281,1057074420)+W(4,-1107583934,1036548879,1027044951,987855837)+W(5,1050118415,1040167170,1024989936,974934139)+W(6,1039868489,-1105739319,1057217669,-1086525384)+W(7,1034776664,1034922130,1037598609,-1112419405)+W(8,1047779928,-1087515051,1044254259,-1113468278)+W(9,1007581568,1015381448,1035805671,-1098926044)+W(10,-1134624240,1036139674,1031626785,1037495244)+W(11,1015872616,-1124461564,-1113253902,1017385676);sum2=W(0,-1136384493,1036526786,1028719631,-1123632092)+W(1,-1145098603,-1122280548,1023814631,-1099879539)+W(2,1030342243,1043747658,-1102737141,-1130733945)+W(3,1033659202,1034332004,1046758826,1050427835)+W(4,-1112406001,1014543213,1017810163,1013925981)+W(5,-1093436173,-1100447595,-1119158797,-1123106681)+W(6,1009967381,-1106516740,1051870663,1041231786)+W(7,1034292458,1019870319,1017781727,-1101585218)+W(8,1042788701,1045006578,-1107586767,1013053757)+W(9,-1118180802,-1131784625,-1114786901,1010389989)+W(10,-1143106923,-1119739637,-1141961139,-1112082470)+W(11,-1113417628,-1117114477,1032164569,1012643781);WS(-1081763615,-1092598780); +sum1=W(0,-1130922677,-1114318275,-1127997567,1028467828)+W(1,1023598927,-1139280241,-1122514966,1026414532)+W(2,-1121576984,-1127358845,1017010415,1002425203)+W(3,-1136114845,1017564438,-1088500870,1061837768)+W(4,-1116904946,-1123987795,1015393433,1021344041)+W(5,-1098266094,1035926493,1037585875,-1136160989)+W(6,-1137786397,-1095352826,1061435536,-1095349722)+W(7,1040151266,-1131570741,1023447063,-1116164091)+W(8,-1148866211,-1114585584,1031742785,-1116123969)+W(9,-1142668459,-1123782681,1039772482,-1114677716)+W(10,1007413957,1020007637,-1140705115,1012849463)+W(11,1024002537,-1116920883,-1128808099,-1126849079);sum2=W(0,1021958137,1034408685,-1106091708,-1098486326)+W(1,1028745769,1024682325,-1117837187,1036094407)+W(2,-1147105428,-1110159069,1031154711,-1116910593)+W(3,1026312941,1033683959,-1094093059,-1088187103)+W(4,-1105512708,1039406737,-1115513274,-1124949158)+W(5,1061646324,1055280585,-1100598283,-1117359799)+W(6,1037370871,-1091894288,1058519893,1045036050)+W(7,-1109806227,1026080301,-1112242113,1027011647)+W(8,-1106569597,1045721104,-1117345257,-1117139296)+W(9,1033686533,-1107943508,1037199097,1034325435)+W(10,-1144974476,991455177,-1107052036,1010459130)+W(11,1030945863,1039418143,-1124920152,-1112397476);WS(1049187708,1061143407); +sum1=W(0,1032206028,1046469409,1044620591,-1086760535)+W(1,1049164066,1022165171,-1121811767,1033070593)+W(2,1020031147,-1113096094,-1132628435,1009114287)+W(3,1032297330,1049873346,-1111788011,-1092765627)+W(4,1051671486,1034535880,-1136528167,1050639650)+W(5,-1089881571,-1083700943,1044844041,1024964917)+W(6,1005295654,1041319460,-1127219501,-1092202425)+W(7,1037004161,1011091807,1031846890,1041542033)+W(8,1033106537,1011207027,1026161438,1038185039)+W(9,-1136496587,1036329419,991465499,1015330121)+W(10,-1134373563,1018308239,1032778794,1043869975)+W(11,-1112918515,1026637361,1019220893,1032129132);sum2=W(0,-1123557888,1024038368,964997605,-1123190992)+W(1,-1170950771,1009594487,-1139662759,1022314468)+W(2,1007232143,1040909663,-1119781676,1011035391)+W(3,-1120649660,1016353740,-1112234110,1035500288)+W(4,-1122589660,-1122952928,1021700488,-1149024430)+W(5,1052797849,1059925772,1021322900,1015425876)+W(6,-1119215196,-1127462832,1032636001,-1123381020)+W(7,-1124742672,1024335912,1025758640,-1109226016)+W(8,-1096670151,-1110751472,1037872214,-1115520552)+W(9,-1134635263,1022909500,-1103246759,-1114698588)+W(10,-1123038904,1026100870,1025396502,-1106595065)+W(11,-1095307242,1016687528,1025386190,-1128653768);WS(-1080960863,1058419411); +sum1=W(0,-1118700722,-1111066847,984198859,1043965403)+W(1,-1108783427,1000248987,1032983255,-1112208894)+W(2,-1099715572,-1113907195,-1113914551,-1124179019)+W(3,-1122641758,-1099579692,1049479517,1050672334)+W(4,-1105019770,-1128328213,1033094082,-1090459763)+W(5,1062349342,1061713555,-1095692932,1023738862)+W(6,-1121000958,-1107128402,-1099059374,1059583022)+W(7,-1099879371,-1131329315,-1133773881,-1107276892)+W(8,1033076198,-1121054998,-1108028092,1027231576)+W(9,-1141737059,-1116550064,-1125040759,1024684126)+W(10,1024533736,-1113801521,-1120123854,-1103159313)+W(11,1037355536,1026513898,-1110661700,1007580489);sum2=W(0,995719700,-1129327601,-1125739202,1029045123)+W(1,1025141617,-1154923092,-1114687459,1021214658)+W(2,1027238209,1037994429,-1113434302,1007115993)+W(3,1024240180,997717028,-1120915257,1036441804)+W(4,1032546636,1003062850,-1115935924,978476974)+W(5,-1078687396,1066236156,1035362808,-1118441375)+W(6,1025427056,-1140454571,-1111104335,1022342240)+W(7,1033358736,1017727844,-1123062148,1010080137)+W(8,-1128218828,1028953671,-1166615662,-1129048983)+W(9,999440794,1002330866,-1147995690,1024857232)+W(10,-1165027863,1019778022,-1131128122,-1152746908)+W(11,-1128526870,-1126806088,1024563904,1009762473);WS(-1082880574,-1095080656); +sum1=W(0,-1120399523,-1111736159,-1111698940,1037879414)+W(1,1037066756,-1118524245,-1123397517,-1128373242)+W(2,1019423266,1028697399,-1119567216,1027581671)+W(3,-1135116544,1025039907,-1092929515,1062200098)+W(4,-1131199446,-1139610160,-1168421181,-1127950106)+W(5,-1098702381,1023355236,1027882718,-1139561152)+W(6,-1131259136,-1098593297,1060991762,-1094756999)+W(7,1038218895,1005358744,1037719400,-1106461210)+W(8,1018082074,-1115312044,1022591155,-1113962893)+W(9,-1113348279,1024172498,1036669022,-1106391640)+W(10,-1118950442,1026868195,1030740495,1028249110)+W(11,-1114016273,-1109491766,-1141634128,-1126548648);sum2=W(0,1007561151,-1106890729,-1144059530,1010626011)+W(1,-1140206187,-1152147163,-1118820752,1031296198)+W(2,-1112391017,-1114880200,-1136937433,-1120281594)+W(3,-1128452386,-1110907715,1056169840,1052511775)+W(4,1034255225,-1114711449,-1121745985,1032462388)+W(5,-1096446085,-1094697844,1033067226,993102387)+W(6,-1114861795,1035962501,1031556034,1056886944)+W(7,-1104164393,-1120009849,-1121584151,1035033495)+W(8,987032615,-1129701328,1013679559,-1122813977)+W(9,-1120079456,982365671,-1138039959,980377326)+W(10,-1115367679,-1118918686,-1129117272,1035951051)+W(11,-1119286197,-1126702674,-1137374445,1006646323);WS(1058795070,1058351276); +sum1=W(0,-1129226172,-1106246658,1041614193,1041522846)+W(1,-1106977045,-1140271486,1032650784,-1132244111)+W(2,1048401911,1041471472,1031926461,-1130658915)+W(3,-1134152362,-1102574120,1050141831,1033352747)+W(4,-1121658742,-1115542891,-1122312016,1028257624)+W(5,-1088102699,1030285885,-1124591186,-1119417531)+W(6,-1145265749,1004724909,-1093353638,1056599450)+W(7,-1107883356,-1155196377,-1118796187,-1128587973)+W(8,-1112285036,1049138668,-1114299650,1003429157)+W(9,1017891569,-1150296521,-1122892680,1043369227)+W(10,-1130730345,-1125742491,-1131365684,-1107598873)+W(11,-1120116589,1040658126,1034850634,-1137642362);sum2=W(0,1018264792,-1109681111,1028734812,-1104210606)+W(1,1025579416,1029305888,1019878456,-1134735936)+W(2,-1093714299,-1099909667,1032419228,-1113499692)+W(3,1020074080,-1106212594,1034660210,-1098896203)+W(4,1010388000,1025031188,-1143212320,1037009054)+W(5,1047288883,1060586916,1030286292,-1130541520)+W(6,-1148803168,-1132238328,1031452084,1042866381)+W(7,-1107165918,-1127563664,-1127882992,1032289620)+W(8,-1112028563,-1109339206,1019446368,1026005920)+W(9,1017409120,990246720,-1115169564,1023925320)+W(10,989303425,-1123344268,-1131165168,1004132864)+W(11,1020410832,-1112228144,1029468412,1009015280);WS(1043816952,1056206353); +sum1=W(0,-1132948972,-1115461859,1034684352,1037119642)+W(1,-1107088436,-1144087781,1024900084,-1107172113)+W(2,1038250028,1039626815,-1110088668,-1116127087)+W(3,-1150680698,-1097009915,1061195075,-1095598055)+W(4,-1113187289,-1117712852,1016358425,-1102438229)+W(5,1051576078,1056604231,-1102307882,-1114968828)+W(6,-1160444148,1024199571,-1088975285,1057172865)+W(7,-1103288997,-1134624362,-1115326124,-1148961467)+W(8,1010078034,1029312608,-1122873761,1012385158)+W(9,1019123435,-1130723763,-1107729186,1039764276)+W(10,1032878393,-1114736693,-1120343575,-1144998513)+W(11,1022450003,-1112740858,1034042985,1002559709);sum2=W(0,-1135809827,1031002711,-1136033931,-1114169661)+W(1,-1107967067,1027957130,-1140675011,1009667595)+W(2,1025543601,-1124911966,-1108557845,1004385158)+W(3,-1137384851,-1156373420,-1123691685,1056449903)+W(4,-1096033675,1015282250,-1147988326,1010789683)+W(5,-1105219090,1044469394,-1118550723,-1115586301)+W(6,1019754904,-1122328477,-1118075063,1046754031)+W(7,1020360378,-1120013003,-1172160176,-1135703979)+W(8,-1111692677,1034039333,1005574774,-1130287690)+W(9,1006265798,1016962928,-1131889022,1024901767)+W(10,1025982043,-1127946498,990940844,-1135289651)+W(11,1010975355,-1111731157,1036125487,-1169619760);WS(1049886076,1034318367); +sum1=W(0,-1140544720,1022042959,1021784769,-1131075883)+W(1,-1142660485,-1160888244,1006465467,-1106141033)+W(2,966352080,1032360624,1029412697,-1121174096)+W(3,1025588553,-1104462159,1059646174,-1086897182)+W(4,1042100949,1017231209,-1118154094,-1100197533)+W(5,1051735858,1059041662,-1106256562,-1150715274)+W(6,996302474,1029682164,-1085821075,1057694799)+W(7,-1106530518,1024907260,-1111905052,-1112348667)+W(8,1029991670,1036690656,-1121375714,1015672965)+W(9,-1125961261,-1117824763,-1111853843,1030592201)+W(10,1017125029,-1120397516,-1122979160,-1123002959)+W(11,1031029131,-1155480906,1014936522,-1124207481);sum2=W(0,-1110846605,1032320648,1027180085,1029603693)+W(1,1033577170,-1112673640,-1118194097,1027617785)+W(2,-1144235925,1030911393,-1134544211,-1123614185)+W(3,-1143898437,1000132981,1031570329,-1119293171)+W(4,-1126616369,-1129974305,1019764549,-1102116254)+W(5,1058710858,1058397441,-1096477332,1018853209)+W(6,1008325379,1026769453,1031557517,-1104852463)+W(7,-1103611475,1036639048,999139301,-1131321177)+W(8,-1129394727,-1097515304,-1115701158,1018401637)+W(9,997400075,1008054267,-1131248001,-1123234663)+W(10,-1119810656,1024391909,1024689095,-1118482095)+W(11,-1120094485,-1106708620,-1134741251,1017993989);WS(1058429118,1064863249); +sum1=W(0,1021156518,983001563,1054264097,-1097350840)+W(1,-1175841770,964768362,1024394983,-1115666854)+W(2,1049468028,-1099725362,1024539904,-1149024695)+W(3,1020219616,1039490386,1055450440,-1115114453)+W(4,997016493,1012766063,-1131178666,1046648007)+W(5,-1104196510,-1085827188,1043203980,1022718592)+W(6,1016100640,1017911734,992909240,-1100930382)+W(7,1033767351,-1136266891,1007341951,1043757188)+W(8,-1104186631,-1128095056,-1119513801,1035657141)+W(9,994206685,-1128564932,-1122765517,-1118903024)+W(10,-1131557236,1016423590,964693930,1045299318)+W(11,-1105268364,1023907580,-1106015350,1029236260);sum2=W(0,1005391535,-1106696811,1050575955,-1100156814)+W(1,-1098256564,1028021126,1018096716,-1121907467)+W(2,1051313221,1060662591,1029467086,-1129063320)+W(3,-1135288360,1026226746,1047952814,1068258385)+W(4,-1142136447,-1131820748,-1121648533,1031305614)+W(5,-1081952512,-1074657656,1051661425,1008147176)+W(6,996459166,1032267559,1040750694,-1095314974)+W(7,1035381379,-1168737402,-1130245220,-1111725659)+W(8,1031579134,1036231973,-1107714686,1020424408)+W(9,-1123582348,1028271694,1007524520,1044691450)+W(10,1022647148,-1129848660,1033610651,-1108648643)+W(11,1034169827,1044987108,-1100160947,1024695710);WS(-1083443454,998713176); +sum1=W(0,1032696047,1040709994,1040929033,-1087559501)+W(1,1049786774,-1146095614,1026355790,1040668906)+W(2,1032459486,-1103862520,1037090637,1033091241)+W(3,1024354795,1036398699,1012490030,-1102928053)+W(4,1047072725,1024780023,1034252472,1051748575)+W(5,-1097753826,-1093112676,1050721065,1037512365)+W(6,1012872363,1035129883,-1114537329,-1092883854)+W(7,1039546228,1024615038,1032281789,1044965075)+W(8,-1100635790,-1099081393,1011437457,1037286498)+W(9,1027888345,1031400701,-1103916602,-1104850339)+W(10,1009955155,1036010231,1016830581,1048807512)+W(11,-1098186970,-1112352715,-1114553850,1033653631);sum2=W(0,1035861958,-1098289107,1026686124,-1096172460)+W(1,-1113513064,1019723703,-1161872500,-1119785106)+W(2,1049978705,-1107697817,1027596044,-1121217732)+W(3,-1113290777,1033623622,-1098402027,-1091833397)+W(4,-1098063812,1033198374,-1137177342,1045692473)+W(5,1024040864,1013412750,1031079096,-1107709748)+W(6,1034613598,-1106425659,1053770527,1046082211)+W(7,1012376430,1038124498,-1103597964,-1117971136)+W(8,-1127968019,1057075430,-1095279992,-1112843267)+W(9,1038756242,1019694879,1049090628,1047895771)+W(10,1045163433,-1120386622,-1111249467,-1114046628)+W(11,1052585151,-1102204197,-1100444173,1034273086);WS(-1086369662,-1078015058); +sum1=W(0,1024279387,1042615374,1054091094,-1095346029)+W(1,1050416872,-1113840294,-1100066053,-1106499229)+W(2,-1113085188,-1103658220,-1111759460,-1141254386)+W(3,1039589628,1049518735,1050614757,-1097514477)+W(4,1048966812,1032485602,-1104719791,-1115604002)+W(5,-1103236040,-1100854410,-1122281110,-1113439156)+W(6,-1113174076,-1127523972,1047781504,-1097175852)+W(7,1043919349,-1119980106,-1125885710,1049389829)+W(8,-1108066658,1026529231,1032565272,1039770777)+W(9,-1111149795,-1102519338,1041501469,-1104719494)+W(10,1027138593,-1104628175,1024511623,1042212335)+W(11,1048227542,-1099302313,1036646913,1032389542);sum2=W(0,-1092512531,-1098738343,1063615535,1009177475)+W(1,-1119750726,1030476954,-1093473489,-1088925799)+W(2,1062426368,1026425874,1012050343,-1120184004)+W(3,-1081280020,1042571962,1067242406,998962046)+W(4,1025403720,1031881676,-1076988140,1043337888)+W(5,1066811408,-1096426756,-1129159374,-1116680638)+W(6,-1081342477,1033193400,1066297017,1022780060)+W(7,1023044380,-1135563955,-1086556968,1010020371)+W(8,1060290312,1026166068,-1115355073,1004442726)+W(9,-1107875638,-1102154130,1052028857,1017583668)+W(10,1026819560,946141982,-1121362077,-1126174974)+W(11,1037059936,-1119102823,-1127777686,1034449190);WS(-1129707456,1007685382); +sum1=W(0,-1134894751,-1098519836,1040671079,1044073412)+W(1,-1109530006,-1134057701,1044154267,1030394337)+W(2,1013414869,1041040503,1035376874,1028314315)+W(3,-1111052786,-1107874844,-1103276809,1038778991)+W(4,-1105794628,-1112561176,1038046773,-1118678129)+W(5,-1098881194,-1107344299,-1139987723,992777541)+W(6,-1192544411,-1111301144,-1110522396,1048980909)+W(7,-1108336721,-1112828028,-1128991721,-1115520098)+W(8,-1107120076,1052479600,-1112546431,-1132207293)+W(9,1035051017,1015910765,1033063921,1049200001)+W(10,1023468750,999515194,-1122391156,-1103669035)+W(11,-1111557603,1051478546,1018554845,-1119107128);sum2=W(0,-1137824107,-1110122518,-1137081539,1039063461)+W(1,-1158403413,-1124656554,-1126465818,1033612180)+W(2,-1106894813,1047362418,-1117814890,1023374342)+W(3,1005362547,-1116868027,1045165527,1067526191)+W(4,-1136640937,-1115663214,-1158497445,1039739597)+W(5,-1106604299,1071589227,1044031039,-1148955153)+W(6,-1119770196,1037998233,-1138568822,1061860820)+W(7,-1133800170,-1123862185,1021074352,-1112420682)+W(8,1039276731,-1077533661,1031122886,999718675)+W(9,-1138544392,1025116420,-1104439342,-1073373771)+W(10,-1106196407,-1139157324,1034621027,-1120069279)+W(11,-1113398206,-1094637864,1031315442,1025985948);WS(1033791472,-1138498893); +sum1=W(0,-1143657507,-1102835756,1024249065,1044190455)+W(1,-1107762844,1008291608,1014781903,-1108646231)+W(2,-1130492804,1021681616,-1112711792,-1128240816)+W(3,1029133201,-1108649138,1008218246,-1115040338)+W(4,1019895480,1025256893,1018917100,-1106020223)+W(5,1054388603,1058377694,-1123372431,1014932868)+W(6,998381448,1003669472,-1092207694,1046387590)+W(7,-1111491159,1007448080,1016812674,-1113672010)+W(8,-1132293500,1049136345,-1123523050,1008489644)+W(9,-1118545247,-1114481905,-1112726231,1017676194)+W(10,-1123035739,-1112884042,-1137667330,-1127743919)+W(11,-1119594899,-1119541597,1028355707,1001709096);sum2=W(0,1014470821,-1106657768,1034825132,1006830039)+W(1,-1104684796,-1124459301,-1120344268,-1106292024)+W(2,1032219219,-1101139832,-1114556582,1008940380)+W(3,-1114330800,1049926230,1057813788,-1102461554)+W(4,-1111886229,1029827978,-1106002658,1054743689)+W(5,1049962194,-1103958261,1050373872,-1133852786)+W(6,1024999308,-1112305858,1051810194,-1098680718)+W(7,1035894797,-1109427720,-1126273593,-1122403994)+W(8,996027236,1040205712,-1100520246,1024816377)+W(9,-1127411221,-1116955850,984340447,-1109277736)+W(10,1014102650,-1117160816,-1123975632,1030827431)+W(11,-1114551452,-1111240037,-1106040331,1003623824);WS(1060089726,1074996161); +sum1=W(0,-1117558175,1046443391,-1083103171,1040714346)+W(1,1044503809,1023987857,1029119241,1039893948)+W(2,-1093429938,1021452133,1030628716,1027140771)+W(3,-1141503452,1041448800,-1088988175,1048946821)+W(4,1038933875,1026874120,1010789890,1035829124)+W(5,1032282738,1021975771,1038764813,1026271340)+W(6,1037081758,1041862066,1035486030,1040332065)+W(7,1032949373,1034225415,-1120312844,1028398131)+W(8,-1142682180,-1090323173,1041097413,-1113760891)+W(9,1027150698,1038548631,-1111879740,-1112512014)+W(10,1029165798,1028642719,1021223318,1047369209)+W(11,-1105296983,-1095359061,1046714577,-1134282558);sum2=W(0,-1130708327,-1131662151,1027052068,-1104634511)+W(1,1037500532,-1117309872,-1156760442,-1160974837)+W(2,-1119116140,-1148640061,1028521640,-1132259207)+W(3,1011385503,-1122121264,1006726095,-1101053828)+W(4,1041142688,-1129219511,1005458237,-1104012424)+W(5,1053197196,1050251696,-1121651972,-1148190653)+W(6,1015786967,1025508020,-1150821434,1043632028)+W(7,-1105814552,1005943453,-1121500080,-1106371091)+W(8,1032166230,-1115585403,-1117076340,-1120252400)+W(9,1023017975,1032453110,-1116451706,1032061998)+W(10,-1120517680,1024831312,1008927007,-1107217673)+W(11,-1143126685,1045664978,-1103126409,-1126349911);WS(-1081408895,1057237802); +sum1=W(0,1016592219,1050393725,-1096948620,-1099121222)+W(1,1042338077,1026859007,-1135569700,1025037351)+W(2,1021729271,-1114451665,1033766733,1023688209)+W(3,1019913045,1042967287,-1123436299,-1104931659)+W(4,1036822635,994107237,-1134722237,1042881918)+W(5,-1107250293,-1092679092,1042265522,1017621813)+W(6,1020337237,1033060699,1047123275,-1098053310)+W(7,1043883210,1033354815,1019971573,1038993285)+W(8,1037602588,-1091584672,1042862441,-1147819555)+W(9,1015924209,1028206140,1034435092,-1092984777)+W(10,1029491668,1035642823,1027236154,1041649576)+W(11,1044331459,-1089381821,1042007901,963919445);sum2=W(0,-1127968320,-1092240358,1057542400,1016463192)+W(1,-1094079665,1037438732,1036537032,1030963640)+W(2,-1105653780,-1097383073,1040975890,1019305024)+W(3,-1112917417,-1097473768,1053316325,1038201480)+W(4,-1101066411,1028884816,1020801080,-1109029546)+W(5,1058712288,1052867895,1013027424,1010261952)+W(6,1019615648,-1116583352,1043894648,-1123129572)+W(7,-1118015492,1027371024,-1127208552,1028578068)+W(8,-1093453186,-1141347136,-1117505000,-1113360113)+W(9,1023589392,-1113404853,1034405836,1006791808)+W(10,-1111557726,1034904608,-1121416948,1041090246)+W(11,-1094394128,1037486484,1044943944,-1104647878);WS(-1076745215,1064070508); +sum1=W(0,1019383636,1043437193,-1100863080,1019299111)+W(1,1041928012,1018313975,-1138649581,1030286820)+W(2,1033675388,1027453406,1031909515,-1136380470)+W(3,1029667879,1040316179,-1102225484,-1110289513)+W(4,1043406276,1026991539,-1127653591,1048543741)+W(5,-1084687593,-1082029409,1044625233,-1136351578)+W(6,1027426151,1029763954,-1111626052,983973284)+W(7,1044339921,1027257018,1022926189,1039947283)+W(8,1026499316,1031954367,1039879984,1022902273)+W(9,1004012708,1025479577,-1122995300,-1118301831)+W(10,1022733729,1026798858,1016119660,1041368223)+W(11,1026134601,1016553765,1012331970,1027440187);sum2=W(0,-1131696089,1012459087,-1112347233,1039451269)+W(1,-1158657302,-1129595249,1008718823,-1135045027)+W(2,-1125420309,-1110618065,1007247903,999949222)+W(3,-1149188438,-1118135053,1041969824,1024383435)+W(4,1015365577,-1130814181,-1140198251,1033739972)+W(5,1052325325,1052741682,1034080133,-1140370763)+W(6,-1129603953,-1142742214,1029891118,-1121721953)+W(7,-1110453303,1020979581,1007479839,1015462815)+W(8,-1120072309,-1095903036,-1162307222,-1132990667)+W(9,-1141563590,-1126906553,1017890385,-1105015368)+W(10,-1122346803,1008938691,1018622169,-1135479163)+W(11,1016803437,-1098230278,1021342643,-1137891195);WS(-1094563452,1051169575); +sum1=W(0,-1154622990,1018130713,1040428881,-1120902330)+W(1,-1113835211,1019319877,1029393378,1035203109)+W(2,1032896399,1039535746,1021002107,1036762426)+W(3,-1117775501,-1113234793,1049040808,-1102863965)+W(4,-1107942972,-1135300966,1033996553,-1106127031)+W(5,-1112183035,-1090463816,-1105904891,1040237135)+W(6,-1136342582,-1114335628,1048012112,961094679)+W(7,-1148767576,1032716400,1018491963,-1112874623)+W(8,1044702279,-1098092733,-1124337998,-1137189022)+W(9,1032030382,1023872671,1032915973,1033184663)+W(10,1006151100,1037223880,1015760954,-1110067034)+W(11,1035998904,1029109433,-1110631596,1013167238);sum2=W(0,1028413027,-1121092135,1017337743,-1137632446)+W(1,999930971,1027578971,-1120070369,-1130520759)+W(2,1037177446,-1104029390,1033133092,-1114678191)+W(3,1012563150,-1120753460,-1106734706,1048794348)+W(4,-1111694827,1030530567,-1111535757,-1097640928)+W(5,1051800696,1050145982,1041394994,-1119592910)+W(6,1011962278,-1098008778,1035782812,-1114477541)+W(7,-1118971109,1001961835,1009477102,999766235)+W(8,-1106510696,1047938812,-1127041263,1024176823)+W(9,-1153318262,-1122757360,1010623246,-1111017918)+W(10,1020162151,-1115486877,974823129,-1129371381)+W(11,1028214977,-1123769252,-1124747017,1007999422);WS(1057759166,-1088449289); +sum1=W(0,-1129635066,1044873994,-1087389198,-1116302487)+W(1,1048786726,1017011581,1025446574,1037627635)+W(2,-1097118359,1022204225,1039292653,1021371937)+W(3,-1144519245,1041685209,-1089578865,1022125102)+W(4,1045860709,1025212662,1017539549,1033910011)+W(5,-1129568803,-1105345911,1045748274,1031878029)+W(6,1026395242,1039651930,1010566389,-1122366800)+W(7,1027479143,1013486066,-1122678010,1035038013)+W(8,1030050103,-1097803608,1033498658,1007580942)+W(9,1025431320,1039320958,-1110122707,-1119554634)+W(10,-1161253492,1028360045,1024557433,1038868536)+W(11,-1112614790,-1126568107,1010965710,1015223035);sum2=W(0,-1162281894,1033992046,1042856153,1038465062)+W(1,-1093956780,1024284423,-1124547002,-1149048922)+W(2,1036788056,1046094595,-1100316514,1035682376)+W(3,-1150111187,988741862,-1112557119,1060179844)+W(4,-1090501223,-1122577303,-1135956229,-1132541637)+W(5,-1097406101,1049669935,1022378118,-1113139255)+W(6,-1145634890,-1132011310,-1121853795,-1101657128)+W(7,1045140163,-1130855582,965409433,1024739191)+W(8,-1104384368,1042681611,-1121116299,-1118824057)+W(9,-1123274137,1008671821,1032013500,-1111116605)+W(10,1035479824,1006161754,1024679583,-1129294934)+W(11,-1147059498,1027020519,-1131272734,-1124922046);WS(-1086987838,-1100233980); +sum1=W(0,1015308459,1041765192,-1105415847,1042444900)+W(1,-1111075669,1003799483,-1122325985,1028094431)+W(2,-1114108890,1041449686,-1106140165,1034767973)+W(3,-1116672610,1042485054,-1092596043,1049087917)+W(4,-1110170951,-1144225139,1032904116,-1118546351)+W(5,1046690691,-1128556841,1034284768,1033288361)+W(6,-1141168915,-1118052589,1054244345,-1089307961)+W(7,1026589088,1010481109,1033123257,-1116818498)+W(8,1049735534,-1094503991,1030527932,-1121578684)+W(9,1001375875,992241989,1040724504,-1104029377)+W(10,1008796465,1030765989,1015833828,1015146386)+W(11,1041637233,-1100869156,-1123717612,-1124977133);sum2=W(0,-1128145157,-1100557855,1057648426,1048654145)+W(1,-1122215769,-1133425768,1026284201,-1106810438)+W(2,1054522141,1057115188,-1103409060,1017140792)+W(3,1012811840,1042787919,-1098531848,1046636853)+W(4,1046426252,-1118227807,-1136599052,1044596046)+W(5,-1073275189,-1074262745,1035358469,-1143532160)+W(6,992541697,1038174685,1061008073,1044984510)+W(7,1036107748,1016191398,1011005728,-1104618112)+W(8,1059653331,1060082709,-1104639697,981079778)+W(9,-1127430370,-1166127490,1035655860,1034192337)+W(10,-1130597644,1006837720,995789721,-1116633305)+W(11,1017274260,1033697834,-1112828961,1021901152);WS(-1092446204,989212831); +sum1=W(0,1007124942,1048125124,-1138101793,-1141178857)+W(1,-1102978326,1034583667,-1116778591,-1131432602)+W(2,-1106585464,1019782926,-1115311760,1015089582)+W(3,1027403088,1042237585,1016240146,1036610823)+W(4,-1110971902,1027127900,-1121715541,-1138060917)+W(5,1037962972,-1101006449,-1114322839,1008360193)+W(6,1019921952,1027977243,1053191424,-1094792341)+W(7,1031189102,1028625507,1020332096,-1126238792)+W(8,1053622732,-1089064867,-1137835047,1017386452)+W(9,-1139218425,-1131884420,1043276755,-1101892348)+W(10,-1132849129,1009465805,1020381759,1024321015)+W(11,1049124886,-1107274751,-1110951117,1008208785);sum2=W(0,-1120159352,-1088595541,1060560783,1061831343)+W(1,-1089452071,-1101640393,-1125980662,1050146519)+W(2,-1093128727,-1098317152,1042347964,1038452583)+W(3,-1131578305,-1090859444,1057304640,1057012981)+W(4,-1095995319,-1105624394,1028063854,-1107336769)+W(5,1071289406,1069689231,-1096815763,1041229675)+W(6,1021975879,-1105868965,-1087527230,-1097221007)+W(7,-1104502319,1037791301,1033612769,1041431951)+W(8,-1086794372,-1086042421,1049524493,-1143180172)+W(9,-1119579693,-1112749441,982969010,1033122226)+W(10,-1104150062,1029453052,1040487308,1042279365)+W(11,-1089785065,-1088997285,-1135764460,1049121852);WS(-1080642303,1037515653); +sum1=W(0,1014399585,-1123461796,-1115821917,1037702505)+W(1,-1105260875,-1134503912,1040389217,1009459592)+W(2,-1138501592,1046330151,-1113097082,1032999462)+W(3,1025436037,-1118449912,1046808963,-1088063230)+W(4,-1166545913,1011659972,1035628117,-1111999897)+W(5,1046961203,1048171302,-1112931778,1033647146)+W(6,1032176658,1042449564,-1085801589,1046621083)+W(7,-1116953058,1020514160,1019714410,-1098862637)+W(8,1042823052,1033619294,-1108126015,1023868127)+W(9,1031481267,1015874414,1032561937,1017602698)+W(10,1033606503,1030447848,-1129425897,-1108656118)+W(11,1022709518,-1172911161,-1161936349,1015791986);sum2=W(0,-1139497271,-1104932637,1000924601,1034980171)+W(1,-1102656208,-1154378706,1025910769,1043978669)+W(2,-1116100213,1042493673,1038409695,1025837919)+W(3,-1105297083,-1105480129,-1102785010,1044002411)+W(4,-1098474508,-1109802618,1037339247,1037617885)+W(5,1049988969,1050036780,-1122964745,1036616991)+W(6,-1111547600,-1107402541,1045831134,1039942071)+W(7,-1106907325,-1132149525,-1123186639,-1105522985)+W(8,1040977948,-1097804729,1028039731,-1111839940)+W(9,1029488041,1011577705,1036894407,1042714488)+W(10,-1112976714,1040500443,-1137152287,-1102258444)+W(11,1025599417,-1139888185,-1112698813,-1114191023);WS(1060124606,-1084472548); +sum1=W(0,1012638700,-1112711971,1024524352,1032623962)+W(1,-1115629480,1027484509,-1131934189,1021193865)+W(2,1017460401,-1117271615,1023262959,-1157409515)+W(3,-1129347279,-1125331574,-1113956442,1049120342)+W(4,-1108495481,1010910287,-1138043955,1048955067)+W(5,-1094951982,1015143283,1031640934,1021584239)+W(6,1007380511,-1106488069,1048203795,-1110142007)+W(7,-1129214986,-1144904917,1022374575,-1115361884)+W(8,1005249701,1024310560,-1136673413,1017598403)+W(9,996895579,-1120058426,1026650437,-1121731240)+W(10,1017029987,-1145343061,992489843,-1118477310)+W(11,-1129456851,1036683482,-1115998674,1014521967);sum2=W(0,-1113301049,1041723134,-1119425470,1012563935)+W(1,1013366251,-1135264199,-1129519836,1018887182)+W(2,-1123219625,1021107126,-1131491053,1017265018)+W(3,-1113144608,1065721494,-1082046556,1032971141)+W(4,-1132479565,-1135106943,-1114997262,1081282167)+W(5,-1068115046,-1092304788,1028331651,927030725)+W(6,1028189537,1053752802,-1091841582,-1120681827)+W(7,1021570574,983594844,-1144798799,1004635839)+W(8,-1126716683,1026059029,-1132445755,-1137356791)+W(9,-1135227415,1024321495,-1149813598,992723582)+W(10,1010781703,959859164,-1123606042,1032429021)+W(11,-1137534547,-1121765421,1024141029,-1123588459);WS(1064307390,997943845); +sum1=W(0,1016504192,-1110031838,-1108555962,1047561626)+W(1,-1114174882,1004953741,1004931163,-1124632947)+W(2,-1129767067,1003984285,1017992857,1018940039)+W(3,1001468389,-1106796660,-1106350773,1053522405)+W(4,-1106382906,1000370245,-1125536771,-1132488742)+W(5,-1097456765,1050670238,-1136221548,1015934681)+W(6,1024701821,-1111862756,1040312105,-1128004006)+W(7,-1123896954,1011062590,-1157300426,-1111316170)+W(8,-1110123941,1039422954,1020844396,-1128259885)+W(9,1008115882,-1153319146,1030600762,1005773541)+W(10,1015300557,-1153739770,1014991280,-1116314499)+W(11,-1109063375,1042190650,1024320647,-1130969505);sum2=W(0,1036505224,-1100095598,1039944480,-1110028565)+W(1,1016119595,1017378303,1018720963,-1119632397)+W(2,1033659023,1025734363,1015545311,-1126149289)+W(3,1037554666,-1082101932,1064933062,-1103479495)+W(4,1036578506,1022196513,1035136259,-1072130218)+W(5,1074634461,1012777017,1036162128,-1118704038)+W(6,-1131720942,-1090292986,1057038142,-1132873326)+W(7,-1120419990,1020047721,1012123245,-1114842502)+W(8,1046242606,-1117820012,-1115011900,1033886326)+W(9,1027168757,-1108983905,1018437263,-1117294599)+W(10,1004277346,-1136709697,1024471767,-1105383800)+W(11,1041395450,1033191694,-1113427773,1024978781);WS(1053812476,-1113586226); +sum1=W(0,-1130399840,-1111011390,1007197394,1037708373)+W(1,-1122978308,-1139049030,1028349447,-1120416825)+W(2,-1105796643,1044272829,-1110423782,-1125249991)+W(3,1021963321,-1107941440,1056809437,-1093131829)+W(4,-1122097703,1011721762,-1121520129,-1106086226)+W(5,1046348585,1057081835,-1099751719,-1114497366)+W(6,1020769785,-1129958415,-1090756230,1059679544)+W(7,-1102044582,1018253471,-1115853964,-1107644952)+W(8,1050300257,-1119895572,-1111488955,1022041005)+W(9,1021860117,-1122155502,-1116443513,1040260199)+W(10,1019054925,-1121197023,-1121122124,-1114352785)+W(11,1041113720,-1110926804,-1156322407,-1135672898);sum2=W(0,1015672618,1010541588,-1115998566,1020421847)+W(1,-1129704409,1015113530,-1121994623,1032866568)+W(2,1011616452,-1095022641,1020628925,1017019595)+W(3,-1149412980,1044676778,-1107438884,-1097106911)+W(4,-1112769863,1022483811,-1127744422,-1124040172)+W(5,1058620442,1015017230,-1113422252,1015061518)+W(6,990134373,-1102290659,1049322309,-1104275347)+W(7,1039268635,-1114030797,1024671460,1029499881)+W(8,-1104592911,1045525693,1026741584,-1136765715)+W(9,-1132259460,-1120084193,1035840939,-1119993661)+W(10,999745387,-1131682952,-1125579600,1001699435)+W(11,-1123886068,1037165892,-1126762930,-1134246014);WS(1059863230,-1098226968); +sum1=W(0,-1111154474,-1130042625,-1124092147,-1126659421)+W(1,-1116454602,-1109234699,1033627108,1044463840)+W(2,-1125693093,1045974478,1040744732,1026252457)+W(3,-1111220881,-1098768819,1043860042,1040108899)+W(4,-1149847241,-1103478147,1018934285,1036585799)+W(5,-1094381437,-1098844542,1043775752,-1107008620)+W(6,-1156119577,1041677635,1034781361,1051479065)+W(7,1046003792,-1127254569,-1108034825,-1100472134)+W(8,1038465479,-1096809363,-1121805723,-1105262391)+W(9,1035708952,1038444026,1027036095,1040658808)+W(10,1037992790,1038964162,-1116166225,-1111999396)+W(11,1019243847,1003830125,-1131289879,-1116821910);sum2=W(0,1031860762,1008804487,1036033743,-1130814575)+W(1,-1114717025,1042429978,-1114215534,-1119320351)+W(2,-1105317049,-1126605754,-1103884858,1019583714)+W(3,1037917300,1028769566,1033869945,1029943513)+W(4,-1097519272,1050527129,-1123072391,-1145928741)+W(5,-1104666827,1058632863,-1084821476,1057878257)+W(6,-1121765219,-1118791492,-1103277106,1010033985)+W(7,-1091781337,1047090522,1036233577,1035112755)+W(8,1043081028,1033184724,-1108906997,1050006554)+W(9,-1113082189,-1119166399,-1110309063,-1124066564)+W(10,-1105454190,-1116436299,1007761049,1034891236)+W(11,1003334201,-1146667244,-1124982586,1037673833);WS(1053829756,-1108691549); +sum1=W(0,1014621415,1034972923,-1105089900,-1121242915)+W(1,1024842558,-1125107735,-1117035633,1031518451)+W(2,-1146432572,1011744694,-1195363583,1024600093)+W(3,1017668333,1028891034,-1111069516,-1099260407)+W(4,1035963185,-1111257697,-1121088251,1043029617)+W(5,1052288956,-1096216885,1043236853,1022444749)+W(6,-1113943163,1037608353,1043183409,-1109446679)+W(7,-1104376301,1008767270,1027915142,-1118505878)+W(8,1040529537,1033001703,-1110826184,983774736)+W(9,-1117882340,1008280866,-1127832039,1023717270)+W(10,-1108863440,1021787123,1018110476,-1114328254)+W(11,1025673432,1038283409,-1136644866,-1122279626);sum2=W(0,1011466728,-1153535168,-1121363658,-1113493290)+W(1,1016979229,-1121975877,-1128158188,-1133074596)+W(2,-1108077390,1031842286,-1114077565,1032726750)+W(3,993685376,-1111924694,1048370655,-1096696142)+W(4,1032702600,-1126878203,1021341187,1041916532)+W(5,-1088803436,-1097359431,1051606360,1020447303)+W(6,-1125064327,-1115375045,1050909934,1066069354)+W(7,-1108957150,-1115472084,1016637363,-1111577830)+W(8,1048268187,-1102058354,-1106393780,1011253904)+W(9,-1135616946,-1121861231,1028734454,-1112810542)+W(10,-1104652034,1032484333,-1142265296,-1139232914)+W(11,1033829714,-1108918948,-1124153420,-1135690267);WS(1043379192,-1131322837); +sum1=W(0,-1129021027,-1109595831,1033800339,1042153991)+W(1,-1099711038,1026187331,-1148980502,-1141769560)+W(2,1040943040,1016895818,1029537886,1023917269)+W(3,-1117253390,-1131540259,-1099641090,1040857522)+W(4,-1104535414,999787984,1015261926,1038059198)+W(5,1019360940,-1103092216,1032384358,-1137467256)+W(6,1024719214,1043151230,1047704456,-1091529984)+W(7,1043292971,1021851650,-1130947836,1040366611)+W(8,-1120007803,-1100986498,1031568104,-1117455240)+W(9,974083843,1036650848,1032688054,-1116706574)+W(10,1019020464,1021119266,1010796022,1032003186)+W(11,-1135300928,-1114490317,1026900536,-1124200964);sum2=W(0,-1127801857,1028175283,-1129802997,-1133354170)+W(1,-1129332011,1029358411,-1143073539,1010285366)+W(2,1022418743,-1111757330,1032847739,-1119713292)+W(3,-1106914355,1045024365,-1109183829,1035388549)+W(4,1028119663,984677997,-1114698807,-1107796176)+W(5,1055188047,-1099199714,1027769667,-1126683209)+W(6,-1129241721,-1093181393,1060464193,-1108056884)+W(7,1015260775,-1117802232,1034854605,-1094857339)+W(8,1038631095,1042537531,-1123722407,1025618013)+W(9,1015357631,-1104001534,1035894131,1019867695)+W(10,1021694327,-1116557581,1026781991,-1106206681)+W(11,-1121422795,1010545294,-1120402439,1021478623);WS(1049844732,-1121310639); +sum1=W(0,1023733410,1044402267,1053233309,-1096212219)+W(1,1051767783,-1114613442,-1099209689,-1106734859)+W(2,-1108848000,-1103164857,-1109302031,-1129199659)+W(3,1040893204,1050332331,1049912979,-1099336615)+W(4,1050917291,1033787229,-1102957277,-1111686974)+W(5,-1098618899,-1097562740,-1121562509,-1111886543)+W(6,-1114244983,-1122456058,1048539349,-1096335583)+W(7,1042792075,-1121890370,-1136674298,1049981942)+W(8,-1111429758,1033031043,1039550692,1041151474)+W(9,-1108461358,-1102278760,1039273110,-1102589972)+W(10,1008842338,-1104020956,1021220348,1043895987)+W(11,1048170180,-1101337719,1041281742,1031699907);sum2=W(0,1051830333,1040398919,-1088812275,-1112895824)+W(1,1030823820,-1120174945,1052363768,1056364330)+W(2,-1088095023,-1128031249,-1126124865,1022839272)+W(3,1062286287,-1105094784,-1083945825,-1110939052)+W(4,-1131257287,-1113476028,1068323273,-1117763636)+W(5,-1086712736,-1122350162,1034881723,1031923437)+W(6,1062941652,-1117097644,-1085128967,-1107088013)+W(7,993374262,-1149114843,1058036233,-1135317262)+W(8,-1090471655,-1117471490,1022005418,-1131972943)+W(9,1038399576,1045469136,-1096613184,-1128774604)+W(10,-1124473506,1015689530,1029358050,-1127713443)+W(11,-1118175248,1023889083,1006015479,-1114795832);WS(997080576,-1130763300); +sum1=W(0,-1113905570,-1121320815,1038521748,1025325853)+W(1,-1108459484,-1123369669,1030153879,-1108108727)+W(2,1032364321,-1131460303,-1152289285,-1111143084)+W(3,-1117230256,-1100762033,1051702873,1040312882)+W(4,-1099800679,1018134009,-1152616277,-1090117932)+W(5,1069923213,1063008042,-1092045374,-1116551136)+W(6,-1146808706,-1109500574,-1104049339,1056019095)+W(7,-1100849447,1015899783,-1112646432,-1102311764)+W(8,1028696893,-1115439812,-1105934578,-1120248394)+W(9,-1186209359,-1119610882,-1120830317,-1125581089)+W(10,1028735898,-1113190874,-1120216576,-1099135446)+W(11,1030578386,-1116447004,-1108771165,-1120342084);sum2=W(0,-1130955153,1025142055,1025405091,1041203911)+W(1,1034798579,-1107186683,-1115062100,1033634795)+W(2,-1124058081,-1151569099,-1098708869,1041850582)+W(3,-1114768924,-1114031272,1047530952,-1160505239)+W(4,1048498835,-1097808347,1040485485,-1115074190)+W(5,-1104495565,1065129660,-1095909934,1045395705)+W(6,-1102247365,-1110799922,1038913214,-1115442088)+W(7,-1105078519,-1106337339,1040365390,1039570131)+W(8,-1102056033,1037120419,1024518769,1007217475)+W(9,-1105380703,-1112489130,-1123724877,-1145632358)+W(10,-1109649658,-1152795787,-1134789779,1035629875)+W(11,-1104428707,1035843769,-1117935125,-1124566009);WS(-1078383103,1059446981); +sum1=W(0,-1139864362,-1142609202,-1105667544,1048881003)+W(1,-1110989208,1019807480,1022304576,1008862865)+W(2,-1100327790,1047898440,1029966423,-1128249884)+W(3,-1117916615,-1109139429,-1098424968,1053051896)+W(4,1023833874,-1114518074,1007335089,1032501274)+W(5,-1089810345,-1104044598,1040575921,1013296733)+W(6,-1119884647,982044231,1033240873,1051763270)+W(7,-1114053146,-1110353213,1022280942,-1115332063)+W(8,1049118183,-1113330784,1041606896,-1126749570)+W(9,1023668405,991223187,-1140016273,1027424455)+W(10,-1122699729,1021514772,1034312731,-1102309771)+W(11,-1110413061,1032557738,1041157596,-1121516731);sum2=W(0,-1143648694,1050457027,-1090901428,-1095258955)+W(1,1047388223,1034828442,1022767513,-1104882348)+W(2,1017677825,-1116653154,-1125154789,-1149114774)+W(3,963325627,1052893834,-1090554669,1030383529)+W(4,-1114292033,1040557770,-1138915747,-1122824043)+W(5,1048412513,1063122641,-1118207917,1005930742)+W(6,1040530304,1019582897,-1101863176,-1089352859)+W(7,1048190601,980397999,1031585165,-1094902239)+W(8,-1104950416,1057380402,-1102824630,1033506230)+W(9,1008260859,-1113748748,-1120605391,-1106433792)+W(10,1038107916,-1115355457,-1120690652,-1090635807)+W(11,1056780417,1049388154,-1104842210,-1136517107);WS(-1104952056,-1073278929); +sum1=W(0,-1144211169,-1099507218,1047627264,1043300637)+W(1,-1098196346,1030331294,1031125659,-1116651974)+W(2,-1113308557,1037274304,-1126577137,-1122667056)+W(3,-1121100585,-1101060075,1054491321,-1102367022)+W(4,-1102852173,1026346581,-1142367854,-1105066053)+W(5,1039149624,1051689271,-1106731162,-1120693369)+W(6,1025675017,-1131576359,-1106626380,1044811828)+W(7,-1111689619,1018492983,-1114298540,-1114707952)+W(8,1042584197,-1128472513,-1126957444,-1140414731)+W(9,1036563163,-1120605819,-1128818827,1045578618)+W(10,992521004,-1128018583,-1122834968,-1111900952)+W(11,1039018645,-1115669626,1025441875,997033420);sum2=W(0,-1117577133,1036324905,1012676607,-1164734594)+W(1,1039853902,-1110394349,-1139616023,-1124977156)+W(2,-1115101040,1032695755,-1116113854,1006188424)+W(3,997820975,-1120808104,1041273688,1041759226)+W(4,1041255405,-1120661488,1028627780,-1109376562)+W(5,1049990275,-1096754642,-1106762918,1033535767)+W(6,-1114909048,1029259135,1043064430,1041324783)+W(7,-1111929038,1021759445,1032747040,-1145526876)+W(8,1039154681,-1094055114,1025837595,1023476809)+W(9,-1116006677,1022442689,1027909669,-1098711698)+W(10,-1130147608,-1133986843,1030832637,983753970)+W(11,-1115224952,1023440264,-1112181665,1029342490);WS(1057403966,-1096678293); +sum1=W(0,1015545167,-1133819725,1037006758,-1110196161)+W(1,-1111752718,1028708905,1013920108,-1127594402)+W(2,-1136130453,-1123399563,1041684833,-1119121787)+W(3,1030182836,1031500952,1042283546,-1086200264)+W(4,1047364560,-1120221088,991347091,-1107540753)+W(5,1040431359,1060132444,-1104881213,1006406689)+W(6,1031028372,1042502792,-1084295706,1049379651)+W(7,-1113607001,1002061113,-1130110920,-1120427420)+W(8,1042737160,1001749345,-1117219726,1026883950)+W(9,-1137745417,1023814022,1019878434,1023472436)+W(10,1017968636,-1124476270,-1127755335,-1113612941)+W(11,1042334622,-1123659840,1008021369,1011156129);sum2=W(0,-1178786588,-1129322914,-1116170217,1036181740)+W(1,1016863918,-1132924585,1027650789,-1117835702)+W(2,-1106357388,1050236879,-1107702296,-1127926494)+W(3,1004569898,-1120140062,1012300621,1029537087)+W(4,-1115347042,1007741857,1010647389,-1110565129)+W(5,1051050908,-1121260831,1019718506,-1147888890)+W(6,-1130907066,1046200355,-1094299123,-1105419536)+W(7,1018471790,-1122466004,-1128412421,1035331810)+W(8,1038925264,-1104188032,1035623426,-1132432621)+W(9,1000455394,1040609034,-1110352470,-1148832482)+W(10,1031812039,-1132484471,1019136642,-1114775527)+W(11,1028674911,1009994365,-1129304944,-1146317634);WS(1056335484,-1129697442); +sum1=W(0,-1118615510,1026825265,-1102686619,1045269336)+W(1,1031523962,-1140818205,-1123816285,-1162479083)+W(2,-1175208362,-1122870505,1025178018,-1112741005)+W(3,1016357093,-1123245334,-1112742573,1056143939)+W(4,-1115481871,1004860403,-1126548591,-1115166368)+W(5,1012633705,1022501065,-1098786498,-1121817826)+W(6,1017679973,993334229,1048503365,1044007618)+W(7,-1107348056,-1134864917,-1125007109,1009460392)+W(8,-1110640192,1043433395,-1104721331,-1142571619)+W(9,-1130509569,-1117686884,1010107581,1037226473)+W(10,-1124234681,-1120701013,-1127256452,-1110259820)+W(11,1008538193,1040188728,-1112073470,1004599859);sum2=W(0,-1140731697,-1126783010,1035005186,-1110815467)+W(1,-1144657885,-1127206230,1018164054,-1144859189)+W(2,1011714049,1039236492,-1130754383,-1146205013)+W(3,-1116322329,-1148034885,-1112384840,-1109778149)+W(4,-1113329105,-1113225660,1033668632,-1111621890)+W(5,1057652336,1053123628,-1107649638,1012470213)+W(6,-1110091010,1034430751,-1103655808,-1113563636)+W(7,-1112793157,-1113811608,1006827755,-1133278289)+W(8,1035575897,1009902097,-1136830370,-1126431906)+W(9,1024608202,-1134565598,1007536733,1031837967)+W(10,-1131576514,1007646275,978878091,-1106732021)+W(11,1017810394,1032913014,-1118754368,-1123083034);WS(1064654654,1035088379); +sum1=W(0,-1123150274,-1101065371,1052021669,1034671630)+W(1,-1103122974,-1124628232,1013730923,-1104968795)+W(2,1043838624,-1116995686,1025043295,-1123853974)+W(3,-1124984926,-1104298005,1050953841,-1125221929)+W(4,-1102292982,-1122875259,-1143080352,-1097917367)+W(5,1053857683,1053311748,-1101557747,-1129945790)+W(6,-1115541655,-1115560637,-1098028717,1054064059)+W(7,-1102206963,-1115475969,-1120446591,-1112072243)+W(8,-1118042236,1056948345,-1099829586,1010096420)+W(9,1019709882,-1121553409,-1117850604,1047317764)+W(10,-1123986585,-1120157778,-1123168830,-1101025669)+W(11,1024509393,1051915779,-1105952782,1010117900);sum2=W(0,-1115290116,-1109338596,1052546267,-1101682429)+W(1,-1106866549,1027635895,1036300391,-1120873277)+W(2,1031940424,1045633640,-1121551223,1021591180)+W(3,-1109664288,-1133763869,1041363997,-1094977574)+W(4,1008614181,-1119215823,1023887773,-1110763968)+W(5,1046589307,1050150667,-1110488084,1009099129)+W(6,1031338337,-1104363651,1038758869,-1104681827)+W(7,-1120223295,1016354897,-1112746552,-1111086518)+W(8,1026186944,-1121584221,1035823152,-1115537942)+W(9,1029647363,1014654409,1011886363,1042076972)+W(10,-1111033402,1012736237,-1123357025,-1113327782)+W(11,-1114411312,1033926660,1046305164,-1109553196);WS(-1088190206,-1108558078); +sum1=W(0,-1109712467,1048826552,-1117596347,1045129740)+W(1,-1145103958,1040739958,1034096473,-1100191472)+W(2,-1104233509,1021528052,1015098342,-1095362037)+W(3,-1111610193,1051587686,-1112703594,-1123092480)+W(4,1033306871,1043699492,-1111503908,-1114238856)+W(5,-1118548075,1045282957,-1105600408,-1112734841)+W(6,1029528067,-1124911644,-1094857227,1041941490)+W(7,-1116887040,-1106244021,-1109918121,1053388852)+W(8,1040678692,-1121835291,1043572363,1044475255)+W(9,-1130336610,-1101598429,-1102065648,1050563972)+W(10,-1101594283,-1100499697,-1110290409,1049826386)+W(11,-1108498290,1032628503,1041251987,1015959598);sum2=W(0,-1140036524,1033121292,1020537037,-1094559771)+W(1,1042598592,1048560917,-1122134368,-1135675176)+W(2,-1102563608,-1090683436,1049536131,1043095342)+W(3,-1124742331,1022385651,1017232470,-1089829937)+W(4,1015761873,1060516603,1023368729,1037868584)+W(5,-1097085277,-1081905013,-1122385293,1068776853)+W(6,1025643512,-1113410705,1026038978,-1085580324)+W(7,-1119606047,1062905414,-1117935205,1034815986)+W(8,-1107749524,-1093433405,1034046493,1053234619)+W(9,1029315286,-1106876578,-1116418603,-1100509010)+W(10,1037794408,1023262329,-1121900993,1029051910)+W(11,1013163432,-1107168757,1020109569,1038509970);WS(1048802172,-1118644607); +sum1=W(0,1022629891,-1112271863,-1115934246,-1112205646)+W(1,1050188943,-1125264263,1001330921,1008285357)+W(2,1007889405,-1137992085,1025826270,-1127716075)+W(3,-1147098739,-1106982824,-1110669107,1044651974)+W(4,1026008921,-1113499645,1023807923,1020475895)+W(5,-1095657203,1050363724,1011316531,1026946398)+W(6,-1129374813,958183765,-1113474437,1050921091)+W(7,-1106529387,-1121270209,1028532286,1025640422)+W(8,-1090481180,1050665633,-1131537104,1021652689)+W(9,1031375324,-1133565569,-1104303995,1037811271)+W(10,-1125009457,1014192325,-1151549405,-1106868493)+W(11,-1104624276,1049383075,1022847857,-1142930963);sum2=W(0,1016559128,-1089262209,1053795811,1058569170)+W(1,-1094475155,1008650912,-1119933527,1032931419)+W(2,-1108360154,-1097574423,1036603460,-1121755244)+W(3,1008526536,-1094914643,1052999976,1052760357)+W(4,-1106271635,1039081818,1034816070,-1096197918)+W(5,1069558608,1058007152,1022028102,1004102711)+W(6,1018959568,-1101210129,-1103281588,-1106340652)+W(7,-1121182797,1033515588,1026554777,1049415798)+W(8,-1085501184,-1101474305,1027756295,1032461240)+W(9,-1112891495,-1128790619,-1098019814,-1114646508)+W(10,-1124734105,-1118822413,1046177388,1043157162)+W(11,-1088254262,-1096632714,1015426864,1043397723);WS(-1085648446,-1079079370); +sum1=W(0,1031831473,1036117159,1049939273,-1094329359)+W(1,1040633606,1023486628,-1114079994,1003975776)+W(2,1042007752,-1097850009,-1134555900,1019647980)+W(3,1031367567,1044164867,1043312672,-1089391360)+W(4,1041283678,1023951387,-1118896788,1045647319)+W(5,-1095211959,-1087218668,1044809099,1014099708)+W(6,-1123680847,1033826253,-1122554975,-1100203021)+W(7,1046447947,1017251780,1033718927,1041970952)+W(8,-1116359196,1033960979,1042238738,1031788713)+W(9,-1123944253,1024952417,-1176880640,-1108529239)+W(10,1024390649,-1146375056,1033541103,1040029267)+W(11,1026974961,-1111794397,996515216,1033511473);sum2=W(0,1019169584,1042983019,-1098354632,-1099987280)+W(1,1048978343,-1118546716,-1120973142,1009997472)+W(2,-1106283039,1032814660,-1103033329,1022934360)+W(3,1033125970,-1103915398,1033722376,-1095179878)+W(4,1055664562,-1110281795,1025364316,1036688212)+W(5,1062322516,1032770062,-1097173506,1045599869)+W(6,-1109812797,-1125420780,-1098634798,-1109050948)+W(7,-1103688168,-1119010038,1040314133,-1119986230)+W(8,1057333054,-1097734639,-1173745415,1038965178)+W(9,-1108282977,1034277286,-1102308141,1034195486)+W(10,-1107997912,1007528912,1018923536,-1117630132)+W(11,-1125368820,1049154263,-1098308929,1035253180);WS(-1089355774,-1078290086); +sum1=W(0,-1122950775,1037182841,-1118638572,-1121667553)+W(1,1009124079,-1115334660,-1112691207,-1124344033)+W(2,1041047393,-1104403323,-1138062223,-1126199861)+W(3,1023290087,1046400294,-1098349922,-1099164822)+W(4,1044398104,-1136525567,-1107733500,-1118583361)+W(5,1057481334,1054069421,-1149431076,-1110719762)+W(6,-1146188190,1042531744,-1139289650,-1097191323)+W(7,1044515332,1015659149,-1132821263,-1121639475)+W(8,-1109625472,1041114291,-1120573261,-1121643278)+W(9,-1112282369,-1137408791,1026873009,-1120861012)+W(10,-1120947806,-1122889719,-1116356099,1018516820)+W(11,-1139389015,-1139200383,1017011067,-1120569352);sum2=W(0,-1120919296,-1124567280,1037030993,-1120629799)+W(1,-1106639281,1020211370,1009843654,-1107129213)+W(2,1043380414,-1102119519,1030878171,-1126825280)+W(3,-1132368064,1020831927,-1109288357,-1112537154)+W(4,-1118412551,-1144175329,1020138111,-1098918731)+W(5,1059483198,1064361176,-1093377806,-1146281491)+W(6,1029564211,-1132836513,-1119273466,-1104145236)+W(7,-1123848756,-1135251423,-1115205032,1010227332)+W(8,-1106893419,1043150197,-1103899854,1028327527)+W(9,1016741875,-1118685376,1028452918,-1117770026)+W(10,1024207514,-1128215590,-1119663171,1026001154)+W(11,-1135273053,1019055438,-1109882780,1024565629);WS(1064975294,1066308158); +sum1=W(0,1031747776,-1119071204,984462229,-1132055971)+W(1,-1148253029,-1126913907,-1106142801,1032019633)+W(2,1045090381,-1108909198,-1110036442,1036419718)+W(3,1028818885,1041375482,-1093262116,1038243096)+W(4,1036945928,-1121925745,1001228109,-1112793497)+W(5,1049965274,1021279149,-1115536386,1019907753)+W(6,-1115396498,1013499583,1052662103,-1090377239)+W(7,1034061985,1032108124,1041342669,-1123968938)+W(8,-1113450905,1040402543,993049059,-1109636927)+W(9,-1108139113,1024220311,1035427697,-1107965954)+W(10,-1113141447,1032825796,1027821620,1020544662)+W(11,-1138282267,-1116422289,1016907357,-1128061041);sum2=W(0,1016610899,-1118189976,1027283971,1028895363)+W(1,-1113530321,1007846553,-1135553471,1018031354)+W(2,-1118352328,1032145382,-1123867563,1011272254)+W(3,-1163068737,-1120752887,1042584076,1042427003)+W(4,-1099207121,1010785270,-1147979120,1035872696)+W(5,-1095799786,1073605475,-1075418961,1026092591)+W(6,-1121296916,1034250650,1009508653,1056095764)+W(7,-1091570337,1030054693,-1139692219,1022157658)+W(8,-1121907329,-1130051225,-1113117501,1019567305)+W(9,1007282246,-1131969269,-1148404200,1025403981)+W(10,-1124635978,1012575724,1019770181,-1131641536)+W(11,1013257077,-1121748387,-1123610989,1018865930);WS(1062423998,1020226002); +sum1=W(0,-1122384152,-1116470612,-1095861522,1055717600)+W(1,-1128557498,-1133541800,1000976853,1015809956)+W(2,-1125526476,1034182342,-1136390676,1025071548)+W(3,-1122957973,-1115150860,-1101122465,1052715645)+W(4,-1101688288,-1121585121,-1140430696,-1100102424)+W(5,1051208664,1053221217,-1097231798,1026360261)+W(6,1018079658,-1099378776,1045734276,1041738487)+W(7,-1114764537,-1127628368,-1116871589,-1102397253)+W(8,1040938184,1038184662,-1107259340,-1121765359)+W(9,1021042950,-1121061927,1045437908,-1114085178)+W(10,1034631967,1018430000,-1130305609,-1097083551)+W(11,1049869175,1019939330,-1105843464,-1122412137);sum2=W(0,-1125184611,-1124729770,1045115043,1058112728)+W(1,1023628890,1007171579,985313435,-1132095255)+W(2,-1117207517,1067077185,-1158219675,-1118062236)+W(3,-1181860650,1028760415,1036693207,-1107623537)+W(4,1043689375,1000645119,-1124740239,1011065519)+W(5,-1088457353,-1080660794,1020427720,-1160295467)+W(6,-1132645547,1033849803,-1096437481,-1109418981)+W(7,-1110185484,1015083304,999484231,1015359010)+W(8,1048821220,-1117188353,1032363474,1023561702)+W(9,-1125466771,-1140486285,-1107942084,1027196953)+W(10,-1121893121,-1134577643,1024683619,-1125848669)+W(11,1027562883,-1127975224,1023023798,-1158549787);WS(-1085592318,-1113086899); +sum1=W(0,-1127342656,-1105245475,-1104578161,1053241687)+W(1,-1103827813,-1138537863,1024334944,1029597578)+W(2,-1117644382,1041591201,1020278010,1015573096)+W(3,-1107952998,-1104926592,-1101901257,1051692021)+W(4,-1097952575,-1110174988,1034498345,-1110412429)+W(5,1053247055,1044816720,-1110749814,1033881662)+W(6,-1131633306,-1103724998,1051300307,1042909421)+W(7,-1106968399,-1116328992,-1110168462,-1098176238)+W(8,1051451939,-1124765258,-1105195378,-1113141267)+W(9,1033648125,-1115323711,1049307889,-1143558503)+W(10,1027981559,1028312016,-1119681052,-1098367950)+W(11,1053283054,-1113485404,-1102600950,-1113790704);sum2=W(0,1019423143,-1118706158,-1110500850,982325064)+W(1,-1117883328,-1145733922,-1134200265,-1122995556)+W(2,1021681136,-1106847870,-1115095323,1001371122)+W(3,1022335641,-1113839515,-1121978030,1042414810)+W(4,-1112736275,1019850892,-1126211289,-1123774588)+W(5,1048787768,1052221246,-1118959328,-1113736050)+W(6,-1160177640,1002859666,1035034344,1009324191)+W(7,1026260852,1023767274,995157684,-1114460336)+W(8,1025695056,-1129766425,-1114723897,-1130130145)+W(9,-1138832033,-1131104601,-1126984825,-1136621129)+W(10,1016807320,-1131688905,-1130236057,1027754115)+W(11,1027074464,-1120353368,-1121253912,992217060);WS(1025516512,-1100199588); +sum1=W(0,1010096560,1021891087,1041308560,-1106994989)+W(1,-1107391304,1032706511,998291066,-1128181387)+W(2,1015332531,-1097993736,1040752366,-1115681272)+W(3,1015136529,-1152435393,1054580194,-1087955312)+W(4,1021987303,1013936722,1016981531,1035336779)+W(5,1043985948,1049373383,1016493518,-1153713033)+W(6,-1134306338,1040424469,-1088067164,1048585956)+W(7,-1111549299,-1122756060,1015217585,1041134374)+W(8,-1097437107,1044933000,1015283332,1028860515)+W(9,1025573847,-1147235028,-1108043523,1037061588)+W(10,-1125444197,-1124931799,1027586712,-1105873140)+W(11,1024655979,1041451309,1025261651,1010373746);sum2=W(0,1024904631,-1115115972,-1128899549,-1100416868)+W(1,1014205090,-1138213458,-1136864762,1023564875)+W(2,-1103710322,-1105139728,-1112771593,1024304323)+W(3,1005033941,-1114446231,-1140124434,-1107001478)+W(4,-1105823902,1028369943,1030076655,-1115188268)+W(5,1057566767,1061216146,-1101449249,1031401203)+W(6,1022202973,-1099782234,1051976820,-1114917196)+W(7,-1115621063,-1127316949,995105737,1025338591)+W(8,1009750634,-1107279078,-1123827499,1002907445)+W(9,1009257370,-1107689693,1040613751,-1123762171)+W(10,-1124460977,1021828037,-1113660547,1049272645)+W(11,-1105716747,-1112133417,1019919657,-1121285688);WS(1050734204,-1108852232); +sum1=W(0,-1111669430,-1116292712,-1122281377,1027495958)+W(1,-1113568120,-1123139966,1026854009,-1106093993)+W(2,-1103616254,-1113635568,-1125634353,-1117637392)+W(3,-1115457556,-1104273631,1027625969,1042550097)+W(4,-1100906821,-1147736996,1022285659,-1090233269)+W(5,1069754213,1065691213,-1090598793,999398084)+W(6,-1130768721,-1103820941,-1114752252,1054098174)+W(7,-1103145534,-1140005358,-1124925681,-1107176543)+W(8,-1130883179,1026991873,-1107767585,-1123096067)+W(9,988348114,-1114665965,-1144129324,1018693905)+W(10,1007587914,-1120005196,-1117352760,-1103610460)+W(11,1032882469,1034282506,-1112131865,-1122062653);sum2=W(0,1024214881,-1105712489,-1096328526,1036545949)+W(1,-1114697429,1029115040,-1122830075,1026001227)+W(2,-1089670730,-1104892025,1027384734,-1127506094)+W(3,1024710111,-1105988647,-1109313571,1042923133)+W(4,-1108836817,1018384918,-1118490155,1044311614)+W(5,1057951288,1050757116,1046225965,-1118982995)+W(6,-1134765475,-1128591966,1031038781,1041007149)+W(7,-1111832237,1000957030,1007204875,1016894538)+W(8,-1135710147,-1111844715,1020988490,1018633070)+W(9,955722144,-1132281374,-1121635711,982097434)+W(10,-1141601766,-1131312630,-1132418382,-1121103003)+W(11,1040031313,-1131469166,-1137288635,1012074251);WS(-1077332287,-1089760701); +sum1=W(0,998476811,-1126986618,1035645275,1035996661)+W(1,-1111559939,1002151576,-1146931846,-1106320367)+W(2,1033143495,1030948981,-1116749294,-1132098378)+W(3,1020090684,-1103512376,1057100532,-1098691810)+W(4,-1114602228,1020764052,-1115596769,-1106044643)+W(5,1033806067,1054020686,-1102410839,-1131285468)+W(6,1018970620,1033789092,-1089559024,1053006209)+W(7,-1114317262,-1143682184,-1117338894,-1121544222)+W(8,-1119052427,1053247323,-1148875196,-1140686688)+W(9,-1131301080,1025908912,-1109205213,-1117960094)+W(10,1040862618,-1112291776,-1134004534,-1120853460)+W(11,1021655744,-1112997269,1024305160,-1137942600);sum2=W(0,1006079429,1015506585,-1129173219,-1126961905)+W(1,1025558752,1004493969,-1142220161,1012377004)+W(2,1019086641,1027847692,-1121396179,-1129089615)+W(3,-1129651941,1027444401,1029291472,-1099113060)+W(4,1031608500,1032469225,-1120056293,1027255740)+W(5,-1087748986,-1071778912,-1132223695,-1117547929)+W(6,1021210606,-1154390002,1030702430,1077548482)+W(7,1041292060,1017793536,-1138049810,-1121552483)+W(8,1046290929,1017608723,1030045463,-1115202758)+W(9,1020679942,988683875,-1149010889,1009874569)+W(10,-1116313503,1024909384,-1144760977,-1149209645)+W(11,958643736,-1165018915,-1108302337,-1153372770);WS(1054407548,983325672); +sum1=W(0,1028412425,-1105600625,-1148390382,1033571545)+W(1,1032293767,-1124427701,-1115456470,1033490817)+W(2,1044756246,-1114006910,-1119790070,1037509878)+W(3,1017604747,-1115519181,-1103922376,1059608097)+W(4,-1107101148,1007976775,1031921957,1031550611)+W(5,-1090010995,-1087252051,1044072953,1022727275)+W(6,-1121692358,-1103698804,1062123705,-1094628214)+W(7,1027680451,1033962892,1041128181,-1109550327)+W(8,-1103937189,1042983319,1021059262,-1108328080)+W(9,-1131299175,1030793272,1039103265,-1106569209)+W(10,1007158719,1032055396,1034097067,1014014769)+W(11,-1135652511,-1116995186,-1141553278,-1143059662);sum2=W(0,1007145536,1011835040,-1115291423,1029973058)+W(1,1036345379,-1106716830,-1108956115,1040320325)+W(2,-1145921569,-1113530029,-1116109872,1031627486)+W(3,-1123468231,1009493536,-1120694127,1025444390)+W(4,-1106839609,-1106619549,1003522017,1036429861)+W(5,1057547857,1039825371,1028735446,1032586179)+W(6,-1106382527,1045134298,-1120933925,-1093621604)+W(7,1043632212,-1135351552,1023566518,-1132203156)+W(8,-1105348488,1030401418,1032927131,-1107014793)+W(9,-1116797301,1044032552,-1105744806,-1111109931)+W(10,1031187850,1030984886,1016028592,-1103689691)+W(11,1019566780,1039637835,-1119043970,-1117261713);WS(1062610366,-1081620328); +sum1=W(0,1034909184,1041975919,1038564634,-1086061975)+W(1,1054071881,-1118145809,1022225638,1036878493)+W(2,1032326503,-1097049310,1038246806,1033815666)+W(3,1022593144,1038275488,1032775158,-1094128798)+W(4,1049378869,984752392,1034659649,1049110721)+W(5,-1104434937,-1097332230,1048167927,1040915883)+W(6,-1145063906,1039909252,-1098154666,-1096830529)+W(7,1037005773,-1127387550,1029979468,1050285945)+W(8,-1091716385,1031802154,-1122539766,1042582214)+W(9,1024460554,1032760119,-1098908862,-1125106744)+W(10,1023442918,1025327999,-1129493655,1052309552)+W(11,-1093908076,1033460244,-1111713187,1038395208);sum2=W(0,1025388154,-1106689977,-1110560421,1049316874)+W(1,983067209,-1121273022,1001261778,1031762430)+W(2,-1111104301,-1112011481,1033280635,1026153330)+W(3,1007664153,-1105078255,-1122922762,1044332351)+W(4,-1133572905,-1116643818,1018216589,-1117638934)+W(5,1029938402,-1117360942,1022258405,1033323756)+W(6,1011431705,-1119019386,-1107704269,-1116357646)+W(7,1016143957,-1123412994,-1124915037,1039919645)+W(8,1043034893,-1107523849,-1109485745,1027380094)+W(9,1007167865,-1115769810,1041034358,-1112781805)+W(10,1010088409,1016238045,-1118462618,1041969311)+W(11,1050092429,-1104673921,-1106654827,1006440178);WS(-1079099231,1058224693); +sum1=W(0,-1136025729,-1098612147,1040574357,1044962866)+W(1,-1107948018,-1152707357,1041807413,1030021338)+W(2,-1113591959,1041390773,1030293261,1019631368)+W(3,-1113852830,-1101745716,1035906153,1038641429)+W(4,-1102747762,-1119110697,1038775953,-1114342965)+W(5,-1100940817,-1112997607,-1131180663,1008365619)+W(6,-1130024634,-1109189268,-1110548904,1053521164)+W(7,-1102886695,-1120409456,-1139925939,-1116898669)+W(8,-1107090858,1048687519,-1127712365,-1156710253)+W(9,1032899333,-1169623989,983487291,1048553583)+W(10,1020276366,-1137865855,-1135488689,-1105924753)+W(11,-1105279552,1049805017,1033907987,-1120648241);sum2=W(0,1026221982,1031288593,1025270629,-1105433524)+W(1,1025604422,1025361731,-1150712731,-1121646784)+W(2,1040465550,-1099611845,1015298833,-1118571342)+W(3,-1135858910,1020650492,-1102699692,-1077885918)+W(4,1013887757,1035533544,998750602,-1118866549)+W(5,-1090773917,-1073585027,-1111404471,-1115122758)+W(6,1026066546,-1126679589,-1103726643,-1083499628)+W(7,1029004921,1025173545,-1122173835,1033676882)+W(8,1038653616,1072488285,-1128843744,-1132364945)+W(9,1019885572,-1119823506,1044175124,1076879885)+W(10,1042609155,982102231,-1114797832,1024418530)+W(11,1035909226,1053754278,-1128976380,-1120827581);WS(1039418864,-1140458522); +sum1=W(0,983096624,-1114535995,1044450572,1027001827)+W(1,-1117675070,1035770150,1029517505,-1145085849)+W(2,-1097839409,1032347927,1031259878,-1104931415)+W(3,-1121873782,-1102746926,1062380387,-1106235793)+W(4,-1105839880,1033087169,1019803894,1028523779)+W(5,-1088253674,-1090653261,1036696746,-1121428646)+W(6,1027911414,-1100878768,-1109645966,1061486174)+W(7,-1097301074,-1120235273,-1108005699,1038991951)+W(8,-1154916402,1029669390,1024178544,1035324408)+W(9,1033576274,-1142936385,-1107146685,1047810758)+W(10,1038477872,-1108040973,-1135118358,-1125909817)+W(11,-1122115416,1038152785,1041849616,1017003668);sum2=W(0,-1121567066,1033267920,-1104421963,-1130139832)+W(1,-1132243276,1024120715,1034344084,1026284945)+W(2,-1103410132,1037507308,1034735332,-1109350039)+W(3,-1105011035,1033899226,1022298858,-1102818563)+W(4,1044067085,-1127155070,-1142865888,-1120108491)+W(5,1057117238,1003910328,1041074904,975508032)+W(6,-1136511728,-1122542627,1038703002,1043197066)+W(7,-1101099519,-1117378085,-1106811819,-1120621959)+W(8,1033583066,-1124006960,-1109459597,1001772648)+W(9,1032101677,-1134482876,-1122973141,-1124335993)+W(10,1041237660,-1113899392,-1113394506,-1114137407)+W(11,1030826553,-1125132432,-1128301632,-1126301549);WS(1053462780,-1083681865); +sum1=W(0,1023511963,1041747598,1041497612,-1138339988)+W(1,1035615616,1020629658,-1126058411,1015154794)+W(2,1018224530,996055791,1027711272,-1123213919)+W(3,1027394040,1045749945,1041814811,1014351349)+W(4,1040756601,1032965474,-1118697149,1048726745)+W(5,-1086401302,-1082085657,1048515830,-1129047376)+W(6,993307519,1043007793,-1115623160,-1096882594)+W(7,1042139693,-1132054806,1025756296,1038169844)+W(8,1032344226,-1105145572,1038148425,1033289129)+W(9,-1131368524,1024626666,-1127070442,-1110953740)+W(10,1009997960,-1128695798,1029589575,1040782360)+W(11,-1131398580,-1110890258,1029718722,1029252236);sum2=W(0,1008350928,-1118714967,1030231193,-1091889801)+W(1,-1108897465,1032606711,1011413600,1024023545)+W(2,-1124778398,-1098641764,1033453825,-1125648711)+W(3,-1120704007,-1126562655,-1110351493,-1104262464)+W(4,-1106889474,1025836907,1027382950,1034951721)+W(5,1052754126,1057762368,1035809187,-1131934955)+W(6,-1127381517,-1128407708,1033272406,-1161878816)+W(7,-1132306565,-1134699254,981904616,-1126139913)+W(8,-1151802072,1012148800,-1153180738,-1131180247)+W(9,1015535284,999360844,1013432992,1024540201)+W(10,1014625240,-1171757551,-1135583391,-1138986423)+W(11,-1123376913,1031971990,-1118108772,-1140791326);WS(-1099299320,1056598066); +sum1=W(0,1006197652,-1127547996,-1106221946,1045972807)+W(1,1004824505,-1119658116,-1128153660,1041714651)+W(2,-1098261544,1038366195,-1113181968,1030219574)+W(3,-1136164796,1029712499,-1085896508,1057638589)+W(4,-1113770157,-1129447670,1035903322,-1128532088)+W(5,1057218165,1054413180,1038963911,1033715440)+W(6,-1130396894,-1106761055,1054525467,-1086573266)+W(7,1033084478,-1128924420,1036246880,-1121593759)+W(8,1028130044,-1090476168,1042818602,-1116035017)+W(9,-1124832314,1017604226,1036683414,-1101308500)+W(10,-1130963634,1030841394,1029570879,1017990507)+W(11,1016287010,-1110319406,-1114724733,998207538);sum2=W(0,-1131923124,1046772351,-1110971235,-1105011941)+W(1,1028001687,-1121147281,993280665,1028557303)+W(2,-1134148898,-1104446514,-1147560296,1024426003)+W(3,-1127811288,-1107794670,1043137579,-1096504482)+W(4,-1101129935,1034898623,1032538133,-1098564467)+W(5,1067961229,1066594258,-1104613803,-1136832302)+W(6,992174233,-1121892222,-1095277951,-1107079502)+W(7,-1097683180,1036381319,1002762140,1035775413)+W(8,-1099141736,-1090299346,-1129031039,1009264906)+W(9,1015088121,-1158807761,1011333246,-1132433157)+W(10,-1108888578,1032287279,992586073,1019898989)+W(11,-1118039147,-1109952821,1040568125,-1111357043);WS(-1105186296,-1108555742); +sum1=W(0,1040483623,-1105046378,-1118442722,1040666374)+W(1,986662468,-1118942975,-1101386974,1038429012)+W(2,1042743759,-1109750289,-1103538071,1040611956)+W(3,1040816739,1031828819,-1093958439,1050019912)+W(4,1033262923,-1118385334,-1134311356,-1107675004)+W(5,1030110546,1040526743,-1121451017,1012951144)+W(6,-1108915605,1034430779,1044698927,-1097473172)+W(7,1032745156,1035127903,1046011615,-1109709717)+W(8,-1103097566,1045974257,1041021277,-1100748433)+W(9,-1102638726,1030173660,1041159370,-1110364069)+W(10,-1106175813,1037154391,1034864637,-1130419297)+W(11,-1111922822,1017242540,1032931450,-1121991998);sum2=W(0,-1127162070,1014979733,-1114518101,1016203776)+W(1,1035296562,-1117887634,-1135271108,-1136185376)+W(2,1038675289,-1140478504,-1111853852,1030827904)+W(3,1003505825,1028363168,-1105093650,-1089585970)+W(4,1058969759,-1123277259,1012864633,-1131143608)+W(5,-1095849351,-1070239185,1079096535,-1116960146)+W(6,-1123384038,1033256022,1028346583,-1078361549)+W(7,1068193425,-1125445846,1026898060,-1133517476)+W(8,-1113528611,1038794260,1032636395,-1113311282)+W(9,-1134649836,-1120532892,1028725832,-1125525718)+W(10,1017911666,991223090,-1125848258,1028008335)+W(11,-1117113572,1005296645,1032298564,-1134431064);WS(1065442623,1015025160); +sum1=W(0,-1115365041,-1113215535,1018550702,983382403)+W(1,-1103693946,-1124004468,1040496438,1031517084)+W(2,1044423084,1017412396,1032083208,1040563090)+W(3,-1114325264,-1109245393,-1131936399,-1109909072)+W(4,-1106995843,-1120263275,1036061554,1002812769)+W(5,1034975748,-1099246196,1024898238,1012000060)+W(6,1038370800,1036804053,1048106991,-1114225707)+W(7,1044531927,1036150809,-1112496600,-1099928488)+W(8,-1107673238,-1129165678,-1096349707,-1113013165)+W(9,1039123015,1036473513,1041344487,1011581692)+W(10,1043676418,1037117105,-1120668655,-1116761110)+W(11,1019812354,-1138585900,-1110354101,-1128538214);sum2=W(0,1010698941,1023126843,-1106210958,-1122624743)+W(1,-1122034237,-1117968485,1042699596,-1140656688)+W(2,1029081919,1040813712,-1174961495,1039098482)+W(3,1048659418,-1095653758,-1118272649,-1097694847)+W(4,1033474214,-1118912655,1058578114,-1081184698)+W(5,1060468587,996865603,-1102355565,1020119257)+W(6,1052277576,-1097586600,1043044817,-1103459725)+W(7,1049205466,1031051049,1019470633,-1098953045)+W(8,-1108654451,-1128239326,-1112376452,-1108144089)+W(9,1041036392,1018118885,1029721267,1034766857)+W(10,1033989555,1038110136,-1119471849,-1122826054)+W(11,-1130901998,1000734433,1017824567,-1114988670);WS(-1115864032,1039792746); +sum1=W(0,-1140468214,-1121375417,1034497081,1039608980)+W(1,-1113171393,-1132620605,996096400,-1108218204)+W(2,1033625894,1040179481,-1108192053,1018030914)+W(3,1010495721,-1109130991,1055392502,-1093805194)+W(4,-1127063626,1012649753,-1114956320,-1115276388)+W(5,1036829073,1050653566,-1109643980,-1127455572)+W(6,1013460969,1040789857,-1088431348,1049263376)+W(7,-1124542831,-1135717173,-1122072970,-1114444905)+W(8,1030275655,1051648994,-1129660583,-1147064482)+W(9,-1127833232,1026520268,-1111886108,-1121903450)+W(10,1034831154,-1114505023,-1140762151,-1127271361)+W(11,1031218972,-1112576115,1019975176,-1135014713);sum2=W(0,1015385693,-1115435752,1035175215,1017441239)+W(1,-1112773411,998363696,1020691269,-1141202058)+W(2,-1117300235,-1122675471,1031000417,1016207247)+W(3,1015565489,-1111436746,1033401267,1055273933)+W(4,-1101083444,-1113092041,1019337403,1040267853)+W(5,-1100581516,1073306798,1046685605,1013448250)+W(6,-1132207064,-1114623303,1041259906,-1073173797)+W(7,-1115311051,-1130370856,-1131086480,1025609602)+W(8,-1101351817,1032997632,-1113329498,1026870685)+W(9,-1163542113,-1140470334,1020278145,-1122237085)+W(10,1031244051,-1124843109,1010427910,-1128429973)+W(11,1027629029,-1119509251,1033297372,1014260054);WS(1060418110,-1122066101); +sum1=W(0,1031696780,-1115430516,-1104465800,1041576533)+W(1,-1122042801,1028261758,-1124029560,-1129767372)+W(2,-1124342772,1035204176,-1109435772,1025573168)+W(3,-1147879495,1033383950,-1084846132,1057835449)+W(4,-1106791333,1024098613,-1123330286,1032201307)+W(5,1040589380,-1121351835,1025265863,1000233671)+W(6,-1137787811,-1124043956,1059143665,-1085338500)+W(7,1037079395,1020968696,1025904121,-1135655378)+W(8,1047669789,1026196737,1031201378,-1122702819)+W(9,-1122010711,1016436406,1032251443,-1113520196)+W(10,-1120875027,1016849816,-1131825009,1011740349)+W(11,1017074582,1023559701,1024540211,-1123483709);sum2=W(0,-1127836624,1033364881,-1101679270,1023580345)+W(1,-1149619356,-1136662275,-1173496113,-1127629564)+W(2,-1105780675,-1119640853,1033890881,-1122666983)+W(3,1027284157,-1104916712,-1113070309,-1132739235)+W(4,-1113766541,1023707939,1022886010,-1097350377)+W(5,1061873799,1062616603,-1112358042,1028952789)+W(6,1036751625,-1105423640,-1096904559,1009507187)+W(7,-1119315178,-1117384012,-1124242822,1034826035)+W(8,-1105550966,-1098447862,1045500652,-1137245711)+W(9,1017945890,-1122986652,-1127473876,-1116534057)+W(10,1015952658,-1136860123,-1140181115,1033442485)+W(11,-1108824717,-1115327874,1033458469,1001899534);WS(1052277756,1024619064); +sum1=W(0,1029425189,-1120340480,1055903799,-1093981294)+W(1,-1125235986,1026200342,-1155801216,-1107014752)+W(2,1049346130,-1099678446,1003141514,-1131584400)+W(3,1030252033,1038469578,1057427995,-1098793998)+W(4,1025012844,1031806855,-1112675811,1032327591)+W(5,-1103272826,-1090697510,-1118748640,-1126277858)+W(6,1025211073,1034534022,1040656272,-1103403378)+W(7,1025335343,1010568017,-1122395345,1039704040)+W(8,-1111436999,1041606598,-1106833215,1032770798)+W(9,994289396,-1137717581,1016775164,1005246730)+W(10,1029370155,-1124454216,-1124711713,1045346698)+W(11,-1134653325,1013960373,-1099652851,1034190187);sum2=W(0,1023289146,1045862572,-1095566322,-1087461476)+W(1,1016132472,1044890152,1020437582,1028786959)+W(2,-1132354231,-1101737384,-1127607289,-1124440021)+W(3,1009748873,-1120652794,-1090793815,-1083542229)+W(4,-1107157844,1037463572,1030199907,1015917080)+W(5,1063879108,1069217208,-1097091848,1032502373)+W(6,1007345789,-1117660774,-1107315270,1056862945)+W(7,-1098187278,1028169917,1010063617,-1106003069)+W(8,1045942315,-1153692567,-1116485608,-1108513707)+W(9,1018930146,1039304637,-1106431667,-1111757292)+W(10,1036040005,1034190881,-1127799210,-1098471935)+W(11,1048572904,1056217861,-1094693884,-1108016950);WS(-1086218302,-1084258561); +sum1=W(0,1027347742,1041008695,1040638149,-1088163117)+W(1,1045697689,-1131589088,1021408948,1036310380)+W(2,1041666443,-1103354245,1033383494,1033326017)+W(3,-1127633782,1035524367,1033011818,-1094269524)+W(4,1040895122,-1132088142,1039366096,1048593117)+W(5,1050103608,-1122175629,1042904478,1042877939)+W(6,-1116749595,-1138037400,-1111907839,-1096387988)+W(7,-1136050786,-1131538396,1033396118,1045683171)+W(8,-1097626581,-1103712029,1018682217,1039834587)+W(9,-1139872292,1032120647,-1099416246,-1111740158)+W(10,-1126758410,1030901630,1025066091,1046369740)+W(11,-1095221944,-1117250695,-1121047845,1034112696);sum2=W(0,-1116225927,1020583173,-1120289762,-1116630862)+W(1,1037488437,-1120774706,1030773056,1018516207)+W(2,-1142227828,-1157244503,-1120616119,1021325617)+W(3,-1122365237,-1121497633,1024002380,1045806125)+W(4,-1122845130,-1124264052,1032148531,1032012136)+W(5,1050603076,1061490298,1029135782,1020114521)+W(6,-1127594672,-1111134479,1040110681,-1104925089)+W(7,-1122119114,-1129316292,1026422036,-1112679629)+W(8,-1109379336,-1096282325,1035818151,-1129796491)+W(9,1023835916,-1123177144,-1102178993,-1103628682)+W(10,-1118358279,1024324894,-1131330830,-1112996078)+W(11,-1102999759,-1116593585,1024073644,-1129630471);WS(-1092406524,-1089571522); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-3.0, -2.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-3.0, -1.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-3.0, 0.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-3.0, 1.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-3.0, 2.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-3.0, 3.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[4][0] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[4][1] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][2] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[7][3] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][0] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[9][1] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[9][2] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[9][3] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[10][2] = HOOKED_texOff(vec2(4.0, -2.0)).x; +samples[10][3] = HOOKED_texOff(vec2(4.0, -1.0)).x; +samples[11][0] = HOOKED_texOff(vec2(4.0, 0.0)).x; +samples[11][1] = HOOKED_texOff(vec2(4.0, 1.0)).x; +samples[11][2] = HOOKED_texOff(vec2(4.0, 2.0)).x; +samples[11][3] = HOOKED_texOff(vec2(4.0, 3.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_y, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!HEIGHT 2 HOOKED.h * +//!OFFSET 0.000000 -0.500000 +//!WHEN HOOKED.h OUTPUT.h / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.y < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} +//!DESC NNEDI3 (double_x, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!SAVE nnedi3_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +float nnedi3(vec4 samples[12]) { +float sum = 0.0, sumsq = 0.0; +for (int i = 0; i < 12; i++) { + sum += dot(samples[i], vec4(1.0)); + sumsq += dot(samples[i], samples[i]); +} +float mstd0 = sum / 48.0; +float mstd1 = sumsq / 48.0 - mstd0 * mstd0; +float mstd2 = mix(0.0, inversesqrt(mstd1), mstd1 >= 1.192092896e-7); +mstd1 *= mstd2; +float vsum = 0.0, wsum = 0.0, sum1, sum2; +#define T(x) intBitsToFloat(x) +#define W(i,w0,w1,w2,w3) dot(samples[i],vec4(T(w0),T(w1),T(w2),T(w3))) +#define WS(w0,w1) sum1 = exp(sum1 * mstd2 + T(w0)); sum2 = sum2 * mstd2 + T(w1); wsum += sum1; vsum += sum1*(sum2/(1.0+abs(sum2))); +sum1=W(0,-1120714617,1007614003,-1123305414,1009908268)+W(1,-1129324172,-1121901526,1022915304,-1142748844)+W(2,1035162146,-1123901891,1027364554,1030225939)+W(3,-1116882705,1030599214,-1135846624,-1113117446)+W(4,-1110752415,1046176310,-1114390527,-1110762423)+W(5,1032526991,-1096831458,-1117077507,-1127767760)+W(6,-1121818163,-1105876799,-1096860741,1046191054)+W(7,1043289735,1052908756,1034530771,1039462233)+W(8,1035961863,1034124059,1022953826,1023450788)+W(9,-1114841418,-1114991488,-1116257712,1025047056)+W(10,-1120878363,-1120533037,-1155422496,-1124524780)+W(11,-1129613106,1013731840,981289536,-1143328976);sum2=W(0,-1131108965,1000650931,1025688791,-1116852534)+W(1,-1145056307,-1123043594,1018436747,-1139914565)+W(2,1043465638,-1113612493,-1106748353,1029599173)+W(3,1045881517,-1118230687,1029259867,-1107504809)+W(4,988544780,-1124179817,-1070139293,-1102659167)+W(5,1078104617,1048052425,-1126127905,1025133515)+W(6,-1145266179,-1111438835,-1110118136,-1097100047)+W(7,1027449515,1027739737,-1136112041,1036504803)+W(8,1018501507,1003301507,1026178295,1031198431)+W(9,-1123515159,-1134523125,995063942,-1120319069)+W(10,1021344415,-1131299129,-1123696315,1012522521)+W(11,1024975831,1020199127,-1162666156,-1131042995);WS(1061710334,-1113637247); +sum1=W(0,-1121814583,-1138603692,-1138264845,-1140194465)+W(1,-1131439046,-1125621862,1023073058,-1129805541)+W(2,1036106897,-1122595552,1018454510,1033737112)+W(3,-1122735662,1024541667,-1122620661,-1116003130)+W(4,-1109309294,1048694647,1030681928,-1115559686)+W(5,1044326142,-1097437158,-1132933761,-1128614666)+W(6,-1143950978,-1103580007,-1097890158,-1120177173)+W(7,1042373458,1052689231,1034486114,1037961704)+W(8,1033251382,1032154570,1019050396,1021617155)+W(9,-1113884080,-1107957310,-1116304653,1019245786)+W(10,-1118153848,-1122508490,1012933309,-1120902675)+W(11,-1152998244,1016843898,-1144273714,-1155701620);sum2=W(0,-1162960213,1013908203,-1113327157,1023571595)+W(1,-1133790043,1024139725,-1130037920,1007034787)+W(2,-1107084454,1023868855,1032525526,1048796624)+W(3,-1104878976,1003078933,-1121062518,1034207166)+W(4,-1126626424,1032930462,1076098019,-1132699465)+W(5,-1072747140,-1104764998,1019199125,-1123497947)+W(6,1025411499,1029914487,1035900190,-1093496445)+W(7,1026052839,-1109617402,1025857863,-1118139493)+W(8,-1126548940,997665611,-1121182801,1038561302)+W(9,-1146184997,-1142783113,-1147685381,1017680405)+W(10,-1127269937,1018748433,-1158385717,1000017309)+W(11,-1123007653,-1154085627,1000677165,1016687665);WS(1064800702,1030635520); +sum1=W(0,1004285524,-1122860750,-1122286551,1021316024)+W(1,-1116388951,1022533838,-1125657162,1001429301)+W(2,-1128056492,1024005652,1035530413,1053335517)+W(3,-1139373960,-1130762670,-1121564617,-1129213371)+W(4,1035663048,1031878036,984521208,-1100061872)+W(5,1048911707,1035194194,-1131931048,-1141986761)+W(6,-1110660706,-1116831438,1023270757,-1093549817)+W(7,-1104621327,-1149876978,-1142066105,1031904066)+W(8,-1128734654,-1204558974,-1136886024,1042579293)+W(9,-1148999845,-1142259845,-1120920449,-1111776529)+W(10,1028175148,-1143857649,1005008153,1016449422)+W(11,-1135015336,1010510404,1018152308,1020350678);sum2=W(0,1015139874,-1150118671,1032711786,1028577839)+W(1,-1116703472,-1123435694,-1140098908,-1140019692)+W(2,-1120731382,-1116737087,-1087320828,-1069693959)+W(3,-1103666133,-1138801588,999422392,1029210329)+W(4,1017539382,1031888972,1059502015,1078824499)+W(5,1045823576,1009232228,1011539428,-1118193829)+W(6,1020112270,-1112637962,1026899401,-1094071548)+W(7,1036639812,-1114441289,1023067274,-1131442506)+W(8,-1126248934,1010207212,-1119882792,1040940327)+W(9,-1131804892,1029410629,-1130083750,1007549476)+W(10,1013963196,-1138130380,1019091922,-1123861886)+W(11,1004924552,-1130443436,-1137456436,1026106777);WS(1058942782,1023618692); +sum1=W(0,-1126072821,1011693912,1017195423,-1122268692)+W(1,1022607903,982545387,-1126061755,1003763447)+W(2,1041771492,1025548876,1036961985,1037536142)+W(3,1038780013,1023558139,1037537425,1035261291)+W(4,-1110777188,1035801072,-1094081945,-1091452759)+W(5,-1095962376,1049096396,-1113879430,955835050)+W(6,-1110871838,1043278082,-1103634941,-1105679152)+W(7,-1103558179,-1130619215,-1136949949,1026350907)+W(8,1036426764,-1146527995,1046715887,1040286827)+W(9,1049101574,1031851588,1002869195,1006549707)+W(10,-1142526755,1015953709,-1148709083,-1119884351)+W(11,-1122534754,1007174309,1017517093,986004587);sum2=W(0,-1128639222,-1150616818,-1118932607,-1125568566)+W(1,991022546,-1129687950,1018120650,1006676397)+W(2,1001638233,1013509397,1035428655,1024255335)+W(3,1031481278,-1111645244,1028380841,-1115817479)+W(4,-1119841411,1029376723,1019940778,1063260126)+W(5,1032753418,1026999545,-1121385219,-1134958989)+W(6,1014385869,1037911199,-1102461584,-1085129330)+W(7,-1110003004,1019019978,1021463302,1017625850)+W(8,986023269,970306708,-1141011097,-1110526300)+W(9,1033244979,-1121764803,1025283273,-1128128990)+W(10,-1135260845,1013815957,959170344,1017551658)+W(11,1016351942,-1127392454,1009569613,-1138867245);WS(1037837808,1056377428); +sum1=W(0,-1135573495,1023727061,-1118803082,-1123500111)+W(1,1020600341,-1111066541,1008936161,-1115286797)+W(2,-1105969090,-1138454045,-1114548551,1046351686)+W(3,1036383371,1034647805,1026657308,1033474888)+W(4,1027945538,-1116105371,-1126955510,-1122693874)+W(5,1053007142,1035274060,-1156882549,-1122516460)+W(6,1043223694,1039709953,1051232418,-1100833583)+W(7,-1103740252,-1101618713,1033814037,-1129756781)+W(8,-1100584037,-1111027805,-1097887999,1040497066)+W(9,1024768136,-1138012047,-1123286772,1010716753)+W(10,1025656415,1021082723,1018764077,-1115071549)+W(11,1025234525,-1116333124,1016891995,-1114238799);sum2=W(0,1020978875,-1121670462,-1103298336,-1110731474)+W(1,-1105136733,-1119790394,-1127100056,999102475)+W(2,-1100967324,-1130583533,-1096736455,1053186254)+W(3,1045958215,1043729632,1033816035,1020355333)+W(4,1043179705,-1122981488,1062358565,-1112891412)+W(5,1031005462,1033523405,-1109547546,-1122874410)+W(6,1026290891,1032797386,-1104401130,-1091109944)+W(7,-1133705481,-1102472853,1031959215,-1122532081)+W(8,1013196277,-1120286641,-1114052290,1048200412)+W(9,-1113847816,1033631266,-1126209517,1027184816)+W(10,-1138979633,966672716,-1152672163,-1122242747)+W(11,1023845499,-1118586102,-1147194793,-1127245018);WS(1050865148,1032626572); +sum1=W(0,-1110436993,1040042556,-1107890608,-1113356418)+W(1,1034032544,-1105712244,999321197,-1110201208)+W(2,1043627312,-1101476879,1049906138,-1109025830)+W(3,-1120749707,1051482110,-1103830356,1048543054)+W(4,-1118552440,-1108049256,-1107535228,-1162779891)+W(5,-1095271743,1035225158,-1104074479,-1106449960)+W(6,1045700875,1033317691,-1115480133,1049713062)+W(7,1042738346,-1122810712,1050825756,1031488492)+W(8,-1115060612,1031191472,1025393771,-1106727656)+W(9,-1127443770,1039553933,-1104755066,1040395170)+W(10,1040430485,-1096410465,1042925123,-1114330616)+W(11,-1106585845,1042770518,-1103219825,1009713998);sum2=W(0,1024944996,1020193961,1014966838,1015828472)+W(1,-1113612636,1032934706,-1116105943,1021395599)+W(2,-1111924540,1007347355,-1116539066,1012341552)+W(3,1034050704,-1113193567,1042584092,-1116104243)+W(4,-1107012648,1049541488,-1107447750,-1109770505)+W(5,-1111197863,1014122612,1016467631,-1135977693)+W(6,1057346437,1054940943,1059914271,1066972918)+W(7,1063973493,1056333532,1045837843,1043326701)+W(8,-1105023593,-1097277462,-1142156696,1043445868)+W(9,1017043379,-1118781870,-1113967259,-1117573943)+W(10,-1097010076,-1107952444,-1085761230,-1078926120)+W(11,-1084679416,-1092348708,-1128370702,-1108363561);WS(1054811644,1027249161); +sum1=W(0,1040940111,-1100243090,1043481462,-1119365790)+W(1,-1111878381,1044780378,-1101638738,1035929492)+W(2,-1101358582,1036221579,1014943347,-1109150355)+W(3,1036687602,-1109759237,1028424107,-1122643648)+W(4,-1113576073,1038054901,-1097482896,-1106696288)+W(5,1022736646,-1097940765,1038478827,-1103674991)+W(6,1049141881,-1105999252,1051960356,1048275427)+W(7,-1118345360,1049145430,-1113101949,1037909315)+W(8,-1132483205,-1104538698,1036681666,-1123112824)+W(9,1019000333,1044474573,-1103799553,1037239602)+W(10,-1116754862,1037145120,-1118995685,-1126689554)+W(11,1038634998,-1101292557,1034438878,-1126283866);sum2=W(0,1023766557,1015306072,-1136376403,-1113107482)+W(1,1038494252,-1113447013,1023629411,1024784188)+W(2,1016554458,1020144724,-1116988904,1050162106)+W(3,-1104347057,1003678517,1033762395,-1109441777)+W(4,1021815988,-1103467660,1034521268,-1102546407)+W(5,-1103257907,1025406308,-1113239746,1026085595)+W(6,-1137435361,1016553974,1060795535,1075503478)+W(7,1072821349,-1113972415,1031283975,1037416902)+W(8,-1114856427,1044555388,-1088370625,-1071164689)+W(9,-1077590614,-1112563255,995356642,-1112537357)+W(10,1032032312,-1105991725,-1127777881,1035804901)+W(11,-1120944929,1036418439,-1123929939,-1140753514);WS(1055940220,-1124188157); +sum1=W(0,-1113999823,1015763751,-1115168029,1022861696)+W(1,-1114461725,-1113117029,1032164308,-1121800074)+W(2,-1119569210,1043278990,-1094609330,1044340802)+W(3,1033154083,-1106205123,1021089498,-1107756257)+W(4,1015781094,-1106256755,1052603679,-1095339972)+W(5,-1108564239,1042723938,-1125646960,-1171638077)+W(6,-1147977024,1046188556,1041916962,-1108128054)+W(7,1057380776,-1095928258,1041299799,1027517543)+W(8,-1117684995,1036478965,1033522483,1047885622)+W(9,1036635468,1035899866,-1139371156,-1131185034)+W(10,-1108336232,1006648968,-1101485874,-1110457109)+W(11,-1114614567,-1108232826,1034599135,-1115299047);sum2=W(0,-1120118804,1013270421,-1120552641,-1117027367)+W(1,1016254148,-1110780393,1030787932,-1133117880)+W(2,-1136369034,1027353114,-1125884733,1035518448)+W(3,1043285424,-1129166063,-1140216380,-1120569751)+W(4,-1127959037,-1129939889,-1117793827,-1095769137)+W(5,-1095274849,-1117623897,-1128598589,-1129927717)+W(6,1015341014,1034464346,-1117887441,1043338219)+W(7,1049861339,-1128474295,1032330618,1018695247)+W(8,1033327798,1041751325,1049619624,1049093640)+W(9,1048627700,1035712363,1035384499,1027229852)+W(10,-1113602386,-1114857235,-1103868602,-1097589990)+W(11,-1105817123,-1106207094,1004274322,-1120123842);WS(1057163582,1025817537); +sum1=W(0,1037167835,-1121852313,1034559945,1027044951)+W(1,1039868489,1037598609,1007581568,1031626785)+W(2,1031655825,1046829204,1038865075,987855837)+W(3,-1105739319,-1112419405,1015381448,1037495244)+W(4,-1096271953,-1093143228,-1085198281,1050118415)+W(5,1057217669,1047779928,1035805671,1015872616)+W(6,1045084224,1046279122,1057074420,1040167170)+W(7,-1086525384,-1087515051,-1098926044,-1124461564)+W(8,1033520525,-1103697416,-1107583934,1024989936)+W(9,1034776664,1044254259,-1134624240,-1113253902)+W(10,1016078798,1030441081,1036548879,974934139)+W(11,1034922130,-1113468278,1036139674,1017385676);sum2=W(0,-1136384493,1023814631,1033659202,1017810163)+W(1,1009967381,1017781727,-1118180802,-1141961139)+W(2,1036526786,-1099879539,1034332004,1013925981)+W(3,-1106516740,-1101585218,-1131784625,-1112082470)+W(4,1028719631,1030342243,1046758826,-1093436173)+W(5,1051870663,1042788701,-1114786901,-1113417628)+W(6,-1123632092,1043747658,1050427835,-1100447595)+W(7,1041231786,1045006578,1010389989,-1117114477)+W(8,-1145098603,-1102737141,-1112406001,-1119158797)+W(9,1034292458,-1107586767,-1143106923,1032164569)+W(10,-1122280548,-1130733945,1014543213,-1123106681)+W(11,1019870319,1013053757,-1119739637,1012643781);WS(-1081763615,-1092598780); +sum1=W(0,-1130922677,-1122514966,-1136114845,1015393433)+W(1,-1137786397,1023447063,-1142668459,-1140705115)+W(2,-1114318275,1026414532,1017564438,1021344041)+W(3,-1095352826,-1116164091,-1123782681,1012849463)+W(4,-1127997567,-1121576984,-1088500870,-1098266094)+W(5,1061435536,-1148866211,1039772482,1024002537)+W(6,1028467828,-1127358845,1061837768,1035926493)+W(7,-1095349722,-1114585584,-1114677716,-1116920883)+W(8,1023598927,1017010415,-1116904946,1037585875)+W(9,1040151266,1031742785,1007413957,-1128808099)+W(10,-1139280241,1002425203,-1123987795,-1136160989)+W(11,-1131570741,-1116123969,1020007637,-1126849079);sum2=W(0,1021958137,-1117837187,1026312941,-1115513274)+W(1,1037370871,-1112242113,1033686533,-1107052036)+W(2,1034408685,1036094407,1033683959,-1124949158)+W(3,-1091894288,1027011647,-1107943508,1010459130)+W(4,-1106091708,-1147105428,-1094093059,1061646324)+W(5,1058519893,-1106569597,1037199097,1030945863)+W(6,-1098486326,-1110159069,-1088187103,1055280585)+W(7,1045036050,1045721104,1034325435,1039418143)+W(8,1028745769,1031154711,-1105512708,-1100598283)+W(9,-1109806227,-1117345257,-1144974476,-1124920152)+W(10,1024682325,-1116910593,1039406737,-1117359799)+W(11,1026080301,-1117139296,991455177,-1112397476);WS(1049187708,1061143407); +sum1=W(0,1032206028,-1121811767,1032297330,-1136528167)+W(1,1005295654,1031846890,-1136496587,1032778794)+W(2,1046469409,1033070593,1049873346,1050639650)+W(3,1041319460,1041542033,1036329419,1043869975)+W(4,1044620591,1020031147,-1111788011,-1089881571)+W(5,-1127219501,1033106537,991465499,-1112918515)+W(6,-1086760535,-1113096094,-1092765627,-1083700943)+W(7,-1092202425,1011207027,1015330121,1026637361)+W(8,1049164066,-1132628435,1051671486,1044844041)+W(9,1037004161,1026161438,-1134373563,1019220893)+W(10,1022165171,1009114287,1034535880,1024964917)+W(11,1011091807,1038185039,1018308239,1032129132);sum2=W(0,-1123557888,-1139662759,-1120649660,1021700488)+W(1,-1119215196,1025758640,-1134635263,1025396502)+W(2,1024038368,1022314468,1016353740,-1149024430)+W(3,-1127462832,-1109226016,1022909500,-1106595065)+W(4,964997605,1007232143,-1112234110,1052797849)+W(5,1032636001,-1096670151,-1103246759,-1095307242)+W(6,-1123190992,1040909663,1035500288,1059925772)+W(7,-1123381020,-1110751472,-1114698588,1016687528)+W(8,-1170950771,-1119781676,-1122589660,1021322900)+W(9,-1124742672,1037872214,-1123038904,1025386190)+W(10,1009594487,1011035391,-1122952928,1015425876)+W(11,1024335912,-1115520552,1026100870,-1128653768);WS(-1080960863,1058419411); +sum1=W(0,-1118700722,1032983255,-1122641758,1033094082)+W(1,-1121000958,-1133773881,-1141737059,-1120123854)+W(2,-1111066847,-1112208894,-1099579692,-1090459763)+W(3,-1107128402,-1107276892,-1116550064,-1103159313)+W(4,984198859,-1099715572,1049479517,1062349342)+W(5,-1099059374,1033076198,-1125040759,1037355536)+W(6,1043965403,-1113907195,1050672334,1061713555)+W(7,1059583022,-1121054998,1024684126,1026513898)+W(8,-1108783427,-1113914551,-1105019770,-1095692932)+W(9,-1099879371,-1108028092,1024533736,-1110661700)+W(10,1000248987,-1124179019,-1128328213,1023738862)+W(11,-1131329315,1027231576,-1113801521,1007580489);sum2=W(0,995719700,-1114687459,1024240180,-1115935924)+W(1,1025427056,-1123062148,999440794,-1131128122)+W(2,-1129327601,1021214658,997717028,978476974)+W(3,-1140454571,1010080137,1002330866,-1152746908)+W(4,-1125739202,1027238209,-1120915257,-1078687396)+W(5,-1111104335,-1128218828,-1147995690,-1128526870)+W(6,1029045123,1037994429,1036441804,1066236156)+W(7,1022342240,1028953671,1024857232,-1126806088)+W(8,1025141617,-1113434302,1032546636,1035362808)+W(9,1033358736,-1166615662,-1165027863,1024563904)+W(10,-1154923092,1007115993,1003062850,-1118441375)+W(11,1017727844,-1129048983,1019778022,1009762473);WS(-1082880574,-1095080656); +sum1=W(0,-1120399523,-1123397517,-1135116544,-1168421181)+W(1,-1131259136,1037719400,-1113348279,1030740495)+W(2,-1111736159,-1128373242,1025039907,-1127950106)+W(3,-1098593297,-1106461210,1024172498,1028249110)+W(4,-1111698940,1019423266,-1092929515,-1098702381)+W(5,1060991762,1018082074,1036669022,-1114016273)+W(6,1037879414,1028697399,1062200098,1023355236)+W(7,-1094756999,-1115312044,-1106391640,-1109491766)+W(8,1037066756,-1119567216,-1131199446,1027882718)+W(9,1038218895,1022591155,-1118950442,-1141634128)+W(10,-1118524245,1027581671,-1139610160,-1139561152)+W(11,1005358744,-1113962893,1026868195,-1126548648);sum2=W(0,1007561151,-1118820752,-1128452386,-1121745985)+W(1,-1114861795,-1121584151,-1120079456,-1129117272)+W(2,-1106890729,1031296198,-1110907715,1032462388)+W(3,1035962501,1035033495,982365671,1035951051)+W(4,-1144059530,-1112391017,1056169840,-1096446085)+W(5,1031556034,987032615,-1138039959,-1119286197)+W(6,1010626011,-1114880200,1052511775,-1094697844)+W(7,1056886944,-1129701328,980377326,-1126702674)+W(8,-1140206187,-1136937433,1034255225,1033067226)+W(9,-1104164393,1013679559,-1115367679,-1137374445)+W(10,-1152147163,-1120281594,-1114711449,993102387)+W(11,-1120009849,-1122813977,-1118918686,1006646323);WS(1058795070,1058351276); +sum1=W(0,-1129226172,1032650784,-1134152362,-1122312016)+W(1,-1145265749,-1118796187,1017891569,-1131365684)+W(2,-1106246658,-1132244111,-1102574120,1028257624)+W(3,1004724909,-1128587973,-1150296521,-1107598873)+W(4,1041614193,1048401911,1050141831,-1088102699)+W(5,-1093353638,-1112285036,-1122892680,-1120116589)+W(6,1041522846,1041471472,1033352747,1030285885)+W(7,1056599450,1049138668,1043369227,1040658126)+W(8,-1106977045,1031926461,-1121658742,-1124591186)+W(9,-1107883356,-1114299650,-1130730345,1034850634)+W(10,-1140271486,-1130658915,-1115542891,-1119417531)+W(11,-1155196377,1003429157,-1125742491,-1137642362);sum2=W(0,1018264792,1019878456,1020074080,-1143212320)+W(1,-1148803168,-1127882992,1017409120,-1131165168)+W(2,-1109681111,-1134735936,-1106212594,1037009054)+W(3,-1132238328,1032289620,990246720,1004132864)+W(4,1028734812,-1093714299,1034660210,1047288883)+W(5,1031452084,-1112028563,-1115169564,1020410832)+W(6,-1104210606,-1099909667,-1098896203,1060586916)+W(7,1042866381,-1109339206,1023925320,-1112228144)+W(8,1025579416,1032419228,1010388000,1030286292)+W(9,-1107165918,1019446368,989303425,1029468412)+W(10,1029305888,-1113499692,1025031188,-1130541520)+W(11,-1127563664,1026005920,-1123344268,1009015280);WS(1043816952,1056206353); +sum1=W(0,-1132948972,1024900084,-1150680698,1016358425)+W(1,-1160444148,-1115326124,1019123435,-1120343575)+W(2,-1115461859,-1107172113,-1097009915,-1102438229)+W(3,1024199571,-1148961467,-1130723763,-1144998513)+W(4,1034684352,1038250028,1061195075,1051576078)+W(5,-1088975285,1010078034,-1107729186,1022450003)+W(6,1037119642,1039626815,-1095598055,1056604231)+W(7,1057172865,1029312608,1039764276,-1112740858)+W(8,-1107088436,-1110088668,-1113187289,-1102307882)+W(9,-1103288997,-1122873761,1032878393,1034042985)+W(10,-1144087781,-1116127087,-1117712852,-1114968828)+W(11,-1134624362,1012385158,-1114736693,1002559709);sum2=W(0,-1135809827,-1140675011,-1137384851,-1147988326)+W(1,1019754904,-1172160176,1006265798,990940844)+W(2,1031002711,1009667595,-1156373420,1010789683)+W(3,-1122328477,-1135703979,1016962928,-1135289651)+W(4,-1136033931,1025543601,-1123691685,-1105219090)+W(5,-1118075063,-1111692677,-1131889022,1010975355)+W(6,-1114169661,-1124911966,1056449903,1044469394)+W(7,1046754031,1034039333,1024901767,-1111731157)+W(8,-1107967067,-1108557845,-1096033675,-1118550723)+W(9,1020360378,1005574774,1025982043,1036125487)+W(10,1027957130,1004385158,1015282250,-1115586301)+W(11,-1120013003,-1130287690,-1127946498,-1169619760);WS(1049886076,1034318367); +sum1=W(0,-1140544720,1006465467,1025588553,-1118154094)+W(1,996302474,-1111905052,-1125961261,-1122979160)+W(2,1022042959,-1106141033,-1104462159,-1100197533)+W(3,1029682164,-1112348667,-1117824763,-1123002959)+W(4,1021784769,966352080,1059646174,1051735858)+W(5,-1085821075,1029991670,-1111853843,1031029131)+W(6,-1131075883,1032360624,-1086897182,1059041662)+W(7,1057694799,1036690656,1030592201,-1155480906)+W(8,-1142660485,1029412697,1042100949,-1106256562)+W(9,-1106530518,-1121375714,1017125029,1014936522)+W(10,-1160888244,-1121174096,1017231209,-1150715274)+W(11,1024907260,1015672965,-1120397516,-1124207481);sum2=W(0,-1110846605,-1118194097,-1143898437,1019764549)+W(1,1008325379,999139301,997400075,1024689095)+W(2,1032320648,1027617785,1000132981,-1102116254)+W(3,1026769453,-1131321177,1008054267,-1118482095)+W(4,1027180085,-1144235925,1031570329,1058710858)+W(5,1031557517,-1129394727,-1131248001,-1120094485)+W(6,1029603693,1030911393,-1119293171,1058397441)+W(7,-1104852463,-1097515304,-1123234663,-1106708620)+W(8,1033577170,-1134544211,-1126616369,-1096477332)+W(9,-1103611475,-1115701158,-1119810656,-1134741251)+W(10,-1112673640,-1123614185,-1129974305,1018853209)+W(11,1036639048,1018401637,1024391909,1017993989);WS(1058429118,1064863249); +sum1=W(0,1021156518,1024394983,1020219616,-1131178666)+W(1,1016100640,1007341951,994206685,964693930)+W(2,983001563,-1115666854,1039490386,1046648007)+W(3,1017911734,1043757188,-1128564932,1045299318)+W(4,1054264097,1049468028,1055450440,-1104196510)+W(5,992909240,-1104186631,-1122765517,-1105268364)+W(6,-1097350840,-1099725362,-1115114453,-1085827188)+W(7,-1100930382,-1128095056,-1118903024,1023907580)+W(8,-1175841770,1024539904,997016493,1043203980)+W(9,1033767351,-1119513801,-1131557236,-1106015350)+W(10,964768362,-1149024695,1012766063,1022718592)+W(11,-1136266891,1035657141,1016423590,1029236260);sum2=W(0,1005391535,1018096716,-1135288360,-1121648533)+W(1,996459166,-1130245220,-1123582348,1033610651)+W(2,-1106696811,-1121907467,1026226746,1031305614)+W(3,1032267559,-1111725659,1028271694,-1108648643)+W(4,1050575955,1051313221,1047952814,-1081952512)+W(5,1040750694,1031579134,1007524520,1034169827)+W(6,-1100156814,1060662591,1068258385,-1074657656)+W(7,-1095314974,1036231973,1044691450,1044987108)+W(8,-1098256564,1029467086,-1142136447,1051661425)+W(9,1035381379,-1107714686,1022647148,-1100160947)+W(10,1028021126,-1129063320,-1131820748,1008147176)+W(11,-1168737402,1020424408,-1129848660,1024695710);WS(-1083443454,998713176); +sum1=W(0,1032696047,1026355790,1024354795,1034252472)+W(1,1012872363,1032281789,1027888345,1016830581)+W(2,1040709994,1040668906,1036398699,1051748575)+W(3,1035129883,1044965075,1031400701,1048807512)+W(4,1040929033,1032459486,1012490030,-1097753826)+W(5,-1114537329,-1100635790,-1103916602,-1098186970)+W(6,-1087559501,-1103862520,-1102928053,-1093112676)+W(7,-1092883854,-1099081393,-1104850339,-1112352715)+W(8,1049786774,1037090637,1047072725,1050721065)+W(9,1039546228,1011437457,1009955155,-1114553850)+W(10,-1146095614,1033091241,1024780023,1037512365)+W(11,1024615038,1037286498,1036010231,1033653631);sum2=W(0,1035861958,-1161872500,-1113290777,-1137177342)+W(1,1034613598,-1103597964,1038756242,-1111249467)+W(2,-1098289107,-1119785106,1033623622,1045692473)+W(3,-1106425659,-1117971136,1019694879,-1114046628)+W(4,1026686124,1049978705,-1098402027,1024040864)+W(5,1053770527,-1127968019,1049090628,1052585151)+W(6,-1096172460,-1107697817,-1091833397,1013412750)+W(7,1046082211,1057075430,1047895771,-1102204197)+W(8,-1113513064,1027596044,-1098063812,1031079096)+W(9,1012376430,-1095279992,1045163433,-1100444173)+W(10,1019723703,-1121217732,1033198374,-1107709748)+W(11,1038124498,-1112843267,-1120386622,1034273086);WS(-1086369662,-1078015058); +sum1=W(0,1024279387,-1100066053,1039589628,-1104719791)+W(1,-1113174076,-1125885710,-1111149795,1024511623)+W(2,1042615374,-1106499229,1049518735,-1115604002)+W(3,-1127523972,1049389829,-1102519338,1042212335)+W(4,1054091094,-1113085188,1050614757,-1103236040)+W(5,1047781504,-1108066658,1041501469,1048227542)+W(6,-1095346029,-1103658220,-1097514477,-1100854410)+W(7,-1097175852,1026529231,-1104719494,-1099302313)+W(8,1050416872,-1111759460,1048966812,-1122281110)+W(9,1043919349,1032565272,1027138593,1036646913)+W(10,-1113840294,-1141254386,1032485602,-1113439156)+W(11,-1119980106,1039770777,-1104628175,1032389542);sum2=W(0,-1092512531,-1093473489,-1081280020,-1076988140)+W(1,-1081342477,-1086556968,-1107875638,-1121362077)+W(2,-1098738343,-1088925799,1042571962,1043337888)+W(3,1033193400,1010020371,-1102154130,-1126174974)+W(4,1063615535,1062426368,1067242406,1066811408)+W(5,1066297017,1060290312,1052028857,1037059936)+W(6,1009177475,1026425874,998962046,-1096426756)+W(7,1022780060,1026166068,1017583668,-1119102823)+W(8,-1119750726,1012050343,1025403720,-1129159374)+W(9,1023044380,-1115355073,1026819560,-1127777686)+W(10,1030476954,-1120184004,1031881676,-1116680638)+W(11,-1135563955,1004442726,946141982,1034449190);WS(-1129707456,1007685382); +sum1=W(0,-1134894751,1044154267,-1111052786,1038046773)+W(1,-1192544411,-1128991721,1035051017,-1122391156)+W(2,-1098519836,1030394337,-1107874844,-1118678129)+W(3,-1111301144,-1115520098,1015910765,-1103669035)+W(4,1040671079,1013414869,-1103276809,-1098881194)+W(5,-1110522396,-1107120076,1033063921,-1111557603)+W(6,1044073412,1041040503,1038778991,-1107344299)+W(7,1048980909,1052479600,1049200001,1051478546)+W(8,-1109530006,1035376874,-1105794628,-1139987723)+W(9,-1108336721,-1112546431,1023468750,1018554845)+W(10,-1134057701,1028314315,-1112561176,992777541)+W(11,-1112828028,-1132207293,999515194,-1119107128);sum2=W(0,-1137824107,-1126465818,1005362547,-1158497445)+W(1,-1119770196,1021074352,-1138544392,1034621027)+W(2,-1110122518,1033612180,-1116868027,1039739597)+W(3,1037998233,-1112420682,1025116420,-1120069279)+W(4,-1137081539,-1106894813,1045165527,-1106604299)+W(5,-1138568822,1039276731,-1104439342,-1113398206)+W(6,1039063461,1047362418,1067526191,1071589227)+W(7,1061860820,-1077533661,-1073373771,-1094637864)+W(8,-1158403413,-1117814890,-1136640937,1044031039)+W(9,-1133800170,1031122886,-1106196407,1031315442)+W(10,-1124656554,1023374342,-1115663214,-1148955153)+W(11,-1123862185,999718675,-1139157324,1025985948);WS(1033791472,-1138498893); +sum1=W(0,-1143657507,1014781903,1029133201,1018917100)+W(1,998381448,1016812674,-1118545247,-1137667330)+W(2,-1102835756,-1108646231,-1108649138,-1106020223)+W(3,1003669472,-1113672010,-1114481905,-1127743919)+W(4,1024249065,-1130492804,1008218246,1054388603)+W(5,-1092207694,-1132293500,-1112726231,-1119594899)+W(6,1044190455,1021681616,-1115040338,1058377694)+W(7,1046387590,1049136345,1017676194,-1119541597)+W(8,-1107762844,-1112711792,1019895480,-1123372431)+W(9,-1111491159,-1123523050,-1123035739,1028355707)+W(10,1008291608,-1128240816,1025256893,1014932868)+W(11,1007448080,1008489644,-1112884042,1001709096);sum2=W(0,1014470821,-1120344268,-1114330800,-1106002658)+W(1,1024999308,-1126273593,-1127411221,-1123975632)+W(2,-1106657768,-1106292024,1049926230,1054743689)+W(3,-1112305858,-1122403994,-1116955850,1030827431)+W(4,1034825132,1032219219,1057813788,1049962194)+W(5,1051810194,996027236,984340447,-1114551452)+W(6,1006830039,-1101139832,-1102461554,-1103958261)+W(7,-1098680718,1040205712,-1109277736,-1111240037)+W(8,-1104684796,-1114556582,-1111886229,1050373872)+W(9,1035894797,-1100520246,1014102650,-1106040331)+W(10,-1124459301,1008940380,1029827978,-1133852786)+W(11,-1109427720,1024816377,-1117160816,1003623824);WS(1060089726,1074996161); +sum1=W(0,-1117558175,1029119241,-1141503452,1010789890)+W(1,1037081758,-1120312844,1027150698,1021223318)+W(2,1046443391,1039893948,1041448800,1035829124)+W(3,1041862066,1028398131,1038548631,1047369209)+W(4,-1083103171,-1093429938,-1088988175,1032282738)+W(5,1035486030,-1142682180,-1111879740,-1105296983)+W(6,1040714346,1021452133,1048946821,1021975771)+W(7,1040332065,-1090323173,-1112512014,-1095359061)+W(8,1044503809,1030628716,1038933875,1038764813)+W(9,1032949373,1041097413,1029165798,1046714577)+W(10,1023987857,1027140771,1026874120,1026271340)+W(11,1034225415,-1113760891,1028642719,-1134282558);sum2=W(0,-1130708327,-1156760442,1011385503,1005458237)+W(1,1015786967,-1121500080,1023017975,1008927007)+W(2,-1131662151,-1160974837,-1122121264,-1104012424)+W(3,1025508020,-1106371091,1032453110,-1107217673)+W(4,1027052068,-1119116140,1006726095,1053197196)+W(5,-1150821434,1032166230,-1116451706,-1143126685)+W(6,-1104634511,-1148640061,-1101053828,1050251696)+W(7,1043632028,-1115585403,1032061998,1045664978)+W(8,1037500532,1028521640,1041142688,-1121651972)+W(9,-1105814552,-1117076340,-1120517680,-1103126409)+W(10,-1117309872,-1132259207,-1129219511,-1148190653)+W(11,1005943453,-1120252400,1024831312,-1126349911);WS(-1081408895,1057237802); +sum1=W(0,1016592219,-1135569700,1019913045,-1134722237)+W(1,1020337237,1019971573,1015924209,1027236154)+W(2,1050393725,1025037351,1042967287,1042881918)+W(3,1033060699,1038993285,1028206140,1041649576)+W(4,-1096948620,1021729271,-1123436299,-1107250293)+W(5,1047123275,1037602588,1034435092,1044331459)+W(6,-1099121222,-1114451665,-1104931659,-1092679092)+W(7,-1098053310,-1091584672,-1092984777,-1089381821)+W(8,1042338077,1033766733,1036822635,1042265522)+W(9,1043883210,1042862441,1029491668,1042007901)+W(10,1026859007,1023688209,994107237,1017621813)+W(11,1033354815,-1147819555,1035642823,963919445);sum2=W(0,-1127968320,1036537032,-1112917417,1020801080)+W(1,1019615648,-1127208552,1023589392,-1121416948)+W(2,-1092240358,1030963640,-1097473768,-1109029546)+W(3,-1116583352,1028578068,-1113404853,1041090246)+W(4,1057542400,-1105653780,1053316325,1058712288)+W(5,1043894648,-1093453186,1034405836,-1094394128)+W(6,1016463192,-1097383073,1038201480,1052867895)+W(7,-1123129572,-1141347136,1006791808,1037486484)+W(8,-1094079665,1040975890,-1101066411,1013027424)+W(9,-1118015492,-1117505000,-1111557726,1044943944)+W(10,1037438732,1019305024,1028884816,1010261952)+W(11,1027371024,-1113360113,1034904608,-1104647878);WS(-1076745215,1064070508); +sum1=W(0,1019383636,-1138649581,1029667879,-1127653591)+W(1,1027426151,1022926189,1004012708,1016119660)+W(2,1043437193,1030286820,1040316179,1048543741)+W(3,1029763954,1039947283,1025479577,1041368223)+W(4,-1100863080,1033675388,-1102225484,-1084687593)+W(5,-1111626052,1026499316,-1122995300,1026134601)+W(6,1019299111,1027453406,-1110289513,-1082029409)+W(7,983973284,1031954367,-1118301831,1016553765)+W(8,1041928012,1031909515,1043406276,1044625233)+W(9,1044339921,1039879984,1022733729,1012331970)+W(10,1018313975,-1136380470,1026991539,-1136351578)+W(11,1027257018,1022902273,1026798858,1027440187);sum2=W(0,-1131696089,1008718823,-1149188438,-1140198251)+W(1,-1129603953,1007479839,-1141563590,1018622169)+W(2,1012459087,-1135045027,-1118135053,1033739972)+W(3,-1142742214,1015462815,-1126906553,-1135479163)+W(4,-1112347233,-1125420309,1041969824,1052325325)+W(5,1029891118,-1120072309,1017890385,1016803437)+W(6,1039451269,-1110618065,1024383435,1052741682)+W(7,-1121721953,-1095903036,-1105015368,-1098230278)+W(8,-1158657302,1007247903,1015365577,1034080133)+W(9,-1110453303,-1162307222,-1122346803,1021342643)+W(10,-1129595249,999949222,-1130814181,-1140370763)+W(11,1020979581,-1132990667,1008938691,-1137891195);WS(-1094563452,1051169575); +sum1=W(0,-1154622990,1029393378,-1117775501,1033996553)+W(1,-1136342582,1018491963,1032030382,1015760954)+W(2,1018130713,1035203109,-1113234793,-1106127031)+W(3,-1114335628,-1112874623,1023872671,-1110067034)+W(4,1040428881,1032896399,1049040808,-1112183035)+W(5,1048012112,1044702279,1032915973,1035998904)+W(6,-1120902330,1039535746,-1102863965,-1090463816)+W(7,961094679,-1098092733,1033184663,1029109433)+W(8,-1113835211,1021002107,-1107942972,-1105904891)+W(9,-1148767576,-1124337998,1006151100,-1110631596)+W(10,1019319877,1036762426,-1135300966,1040237135)+W(11,1032716400,-1137189022,1037223880,1013167238);sum2=W(0,1028413027,-1120070369,1012563150,-1111535757)+W(1,1011962278,1009477102,-1153318262,974823129)+W(2,-1121092135,-1130520759,-1120753460,-1097640928)+W(3,-1098008778,999766235,-1122757360,-1129371381)+W(4,1017337743,1037177446,-1106734706,1051800696)+W(5,1035782812,-1106510696,1010623246,1028214977)+W(6,-1137632446,-1104029390,1048794348,1050145982)+W(7,-1114477541,1047938812,-1111017918,-1123769252)+W(8,999930971,1033133092,-1111694827,1041394994)+W(9,-1118971109,-1127041263,1020162151,-1124747017)+W(10,1027578971,-1114678191,1030530567,-1119592910)+W(11,1001961835,1024176823,-1115486877,1007999422);WS(1057759166,-1088449289); +sum1=W(0,-1129635066,1025446574,-1144519245,1017539549)+W(1,1026395242,-1122678010,1025431320,1024557433)+W(2,1044873994,1037627635,1041685209,1033910011)+W(3,1039651930,1035038013,1039320958,1038868536)+W(4,-1087389198,-1097118359,-1089578865,-1129568803)+W(5,1010566389,1030050103,-1110122707,-1112614790)+W(6,-1116302487,1022204225,1022125102,-1105345911)+W(7,-1122366800,-1097803608,-1119554634,-1126568107)+W(8,1048786726,1039292653,1045860709,1045748274)+W(9,1027479143,1033498658,-1161253492,1010965710)+W(10,1017011581,1021371937,1025212662,1031878029)+W(11,1013486066,1007580942,1028360045,1015223035);sum2=W(0,-1162281894,-1124547002,-1150111187,-1135956229)+W(1,-1145634890,965409433,-1123274137,1024679583)+W(2,1033992046,-1149048922,988741862,-1132541637)+W(3,-1132011310,1024739191,1008671821,-1129294934)+W(4,1042856153,1036788056,-1112557119,-1097406101)+W(5,-1121853795,-1104384368,1032013500,-1147059498)+W(6,1038465062,1046094595,1060179844,1049669935)+W(7,-1101657128,1042681611,-1111116605,1027020519)+W(8,-1093956780,-1100316514,-1090501223,1022378118)+W(9,1045140163,-1121116299,1035479824,-1131272734)+W(10,1024284423,1035682376,-1122577303,-1113139255)+W(11,-1130855582,-1118824057,1006161754,-1124922046);WS(-1086987838,-1100233980); +sum1=W(0,1015308459,-1122325985,-1116672610,1032904116)+W(1,-1141168915,1033123257,1001375875,1015833828)+W(2,1041765192,1028094431,1042485054,-1118546351)+W(3,-1118052589,-1116818498,992241989,1015146386)+W(4,-1105415847,-1114108890,-1092596043,1046690691)+W(5,1054244345,1049735534,1040724504,1041637233)+W(6,1042444900,1041449686,1049087917,-1128556841)+W(7,-1089307961,-1094503991,-1104029377,-1100869156)+W(8,-1111075669,-1106140165,-1110170951,1034284768)+W(9,1026589088,1030527932,1008796465,-1123717612)+W(10,1003799483,1034767973,-1144225139,1033288361)+W(11,1010481109,-1121578684,1030765989,-1124977133);sum2=W(0,-1128145157,1026284201,1012811840,-1136599052)+W(1,992541697,1011005728,-1127430370,995789721)+W(2,-1100557855,-1106810438,1042787919,1044596046)+W(3,1038174685,-1104618112,-1166127490,-1116633305)+W(4,1057648426,1054522141,-1098531848,-1073275189)+W(5,1061008073,1059653331,1035655860,1017274260)+W(6,1048654145,1057115188,1046636853,-1074262745)+W(7,1044984510,1060082709,1034192337,1033697834)+W(8,-1122215769,-1103409060,1046426252,1035358469)+W(9,1036107748,-1104639697,-1130597644,-1112828961)+W(10,-1133425768,1017140792,-1118227807,-1143532160)+W(11,1016191398,981079778,1006837720,1021901152);WS(-1092446204,989212831); +sum1=W(0,1007124942,-1116778591,1027403088,-1121715541)+W(1,1019921952,1020332096,-1139218425,1020381759)+W(2,1048125124,-1131432602,1042237585,-1138060917)+W(3,1027977243,-1126238792,-1131884420,1024321015)+W(4,-1138101793,-1106585464,1016240146,1037962972)+W(5,1053191424,1053622732,1043276755,1049124886)+W(6,-1141178857,1019782926,1036610823,-1101006449)+W(7,-1094792341,-1089064867,-1101892348,-1107274751)+W(8,-1102978326,-1115311760,-1110971902,-1114322839)+W(9,1031189102,-1137835047,-1132849129,-1110951117)+W(10,1034583667,1015089582,1027127900,1008360193)+W(11,1028625507,1017386452,1009465805,1008208785);sum2=W(0,-1120159352,-1125980662,-1131578305,1028063854)+W(1,1021975879,1033612769,-1119579693,1040487308)+W(2,-1088595541,1050146519,-1090859444,-1107336769)+W(3,-1105868965,1041431951,-1112749441,1042279365)+W(4,1060560783,-1093128727,1057304640,1071289406)+W(5,-1087527230,-1086794372,982969010,-1089785065)+W(6,1061831343,-1098317152,1057012981,1069689231)+W(7,-1097221007,-1086042421,1033122226,-1088997285)+W(8,-1089452071,1042347964,-1095995319,-1096815763)+W(9,-1104502319,1049524493,-1104150062,-1135764460)+W(10,-1101640393,1038452583,-1105624394,1041229675)+W(11,1037791301,-1143180172,1029453052,1049121852);WS(-1080642303,1037515653); +sum1=W(0,1014399585,1040389217,1025436037,1035628117)+W(1,1032176658,1019714410,1031481267,-1129425897)+W(2,-1123461796,1009459592,-1118449912,-1111999897)+W(3,1042449564,-1098862637,1015874414,-1108656118)+W(4,-1115821917,-1138501592,1046808963,1046961203)+W(5,-1085801589,1042823052,1032561937,1022709518)+W(6,1037702505,1046330151,-1088063230,1048171302)+W(7,1046621083,1033619294,1017602698,-1172911161)+W(8,-1105260875,-1113097082,-1166545913,-1112931778)+W(9,-1116953058,-1108126015,1033606503,-1161936349)+W(10,-1134503912,1032999462,1011659972,1033647146)+W(11,1020514160,1023868127,1030447848,1015791986);sum2=W(0,-1139497271,1025910769,-1105297083,1037339247)+W(1,-1111547600,-1123186639,1029488041,-1137152287)+W(2,-1104932637,1043978669,-1105480129,1037617885)+W(3,-1107402541,-1105522985,1011577705,-1102258444)+W(4,1000924601,-1116100213,-1102785010,1049988969)+W(5,1045831134,1040977948,1036894407,1025599417)+W(6,1034980171,1042493673,1044002411,1050036780)+W(7,1039942071,-1097804729,1042714488,-1139888185)+W(8,-1102656208,1038409695,-1098474508,-1122964745)+W(9,-1106907325,1028039731,-1112976714,-1112698813)+W(10,-1154378706,1025837919,-1109802618,1036616991)+W(11,-1132149525,-1111839940,1040500443,-1114191023);WS(1060124606,-1084472548); +sum1=W(0,1012638700,-1131934189,-1129347279,-1138043955)+W(1,1007380511,1022374575,996895579,992489843)+W(2,-1112711971,1021193865,-1125331574,1048955067)+W(3,-1106488069,-1115361884,-1120058426,-1118477310)+W(4,1024524352,1017460401,-1113956442,-1094951982)+W(5,1048203795,1005249701,1026650437,-1129456851)+W(6,1032623962,-1117271615,1049120342,1015143283)+W(7,-1110142007,1024310560,-1121731240,1036683482)+W(8,-1115629480,1023262959,-1108495481,1031640934)+W(9,-1129214986,-1136673413,1017029987,-1115998674)+W(10,1027484509,-1157409515,1010910287,1021584239)+W(11,-1144904917,1017598403,-1145343061,1014521967);sum2=W(0,-1113301049,-1129519836,-1113144608,-1114997262)+W(1,1028189537,-1144798799,-1135227415,-1123606042)+W(2,1041723134,1018887182,1065721494,1081282167)+W(3,1053752802,1004635839,1024321495,1032429021)+W(4,-1119425470,-1123219625,-1082046556,-1068115046)+W(5,-1091841582,-1126716683,-1149813598,-1137534547)+W(6,1012563935,1021107126,1032971141,-1092304788)+W(7,-1120681827,1026059029,992723582,-1121765421)+W(8,1013366251,-1131491053,-1132479565,1028331651)+W(9,1021570574,-1132445755,1010781703,1024141029)+W(10,-1135264199,1017265018,-1135106943,927030725)+W(11,983594844,-1137356791,959859164,-1123588459);WS(1064307390,997943845); +sum1=W(0,1016504192,1004931163,1001468389,-1125536771)+W(1,1024701821,-1157300426,1008115882,1014991280)+W(2,-1110031838,-1124632947,-1106796660,-1132488742)+W(3,-1111862756,-1111316170,-1153319146,-1116314499)+W(4,-1108555962,-1129767067,-1106350773,-1097456765)+W(5,1040312105,-1110123941,1030600762,-1109063375)+W(6,1047561626,1003984285,1053522405,1050670238)+W(7,-1128004006,1039422954,1005773541,1042190650)+W(8,-1114174882,1017992857,-1106382906,-1136221548)+W(9,-1123896954,1020844396,1015300557,1024320647)+W(10,1004953741,1018940039,1000370245,1015934681)+W(11,1011062590,-1128259885,-1153739770,-1130969505);sum2=W(0,1036505224,1018720963,1037554666,1035136259)+W(1,-1131720942,1012123245,1027168757,1024471767)+W(2,-1100095598,-1119632397,-1082101932,-1072130218)+W(3,-1090292986,-1114842502,-1108983905,-1105383800)+W(4,1039944480,1033659023,1064933062,1074634461)+W(5,1057038142,1046242606,1018437263,1041395450)+W(6,-1110028565,1025734363,-1103479495,1012777017)+W(7,-1132873326,-1117820012,-1117294599,1033191694)+W(8,1016119595,1015545311,1036578506,1036162128)+W(9,-1120419990,-1115011900,1004277346,-1113427773)+W(10,1017378303,-1126149289,1022196513,-1118704038)+W(11,1020047721,1033886326,-1136709697,1024978781);WS(1053812476,-1113586226); +sum1=W(0,-1130399840,1028349447,1021963321,-1121520129)+W(1,1020769785,-1115853964,1021860117,-1121122124)+W(2,-1111011390,-1120416825,-1107941440,-1106086226)+W(3,-1129958415,-1107644952,-1122155502,-1114352785)+W(4,1007197394,-1105796643,1056809437,1046348585)+W(5,-1090756230,1050300257,-1116443513,1041113720)+W(6,1037708373,1044272829,-1093131829,1057081835)+W(7,1059679544,-1119895572,1040260199,-1110926804)+W(8,-1122978308,-1110423782,-1122097703,-1099751719)+W(9,-1102044582,-1111488955,1019054925,-1156322407)+W(10,-1139049030,-1125249991,1011721762,-1114497366)+W(11,1018253471,1022041005,-1121197023,-1135672898);sum2=W(0,1015672618,-1121994623,-1149412980,-1127744422)+W(1,990134373,1024671460,-1132259460,-1125579600)+W(2,1010541588,1032866568,1044676778,-1124040172)+W(3,-1102290659,1029499881,-1120084193,1001699435)+W(4,-1115998566,1011616452,-1107438884,1058620442)+W(5,1049322309,-1104592911,1035840939,-1123886068)+W(6,1020421847,-1095022641,-1097106911,1015017230)+W(7,-1104275347,1045525693,-1119993661,1037165892)+W(8,-1129704409,1020628925,-1112769863,-1113422252)+W(9,1039268635,1026741584,999745387,-1126762930)+W(10,1015113530,1017019595,1022483811,1015061518)+W(11,-1114030797,-1136765715,-1131682952,-1134246014);WS(1059863230,-1098226968); +sum1=W(0,-1111154474,1033627108,-1111220881,1018934285)+W(1,-1156119577,-1108034825,1035708952,-1116166225)+W(2,-1130042625,1044463840,-1098768819,1036585799)+W(3,1041677635,-1100472134,1038444026,-1111999396)+W(4,-1124092147,-1125693093,1043860042,-1094381437)+W(5,1034781361,1038465479,1027036095,1019243847)+W(6,-1126659421,1045974478,1040108899,-1098844542)+W(7,1051479065,-1096809363,1040658808,1003830125)+W(8,-1116454602,1040744732,-1149847241,1043775752)+W(9,1046003792,-1121805723,1037992790,-1131289879)+W(10,-1109234699,1026252457,-1103478147,-1107008620)+W(11,-1127254569,-1105262391,1038964162,-1116821910);sum2=W(0,1031860762,-1114215534,1037917300,-1123072391)+W(1,-1121765219,1036233577,-1113082189,1007761049)+W(2,1008804487,-1119320351,1028769566,-1145928741)+W(3,-1118791492,1035112755,-1119166399,1034891236)+W(4,1036033743,-1105317049,1033869945,-1104666827)+W(5,-1103277106,1043081028,-1110309063,1003334201)+W(6,-1130814575,-1126605754,1029943513,1058632863)+W(7,1010033985,1033184724,-1124066564,-1146667244)+W(8,-1114717025,-1103884858,-1097519272,-1084821476)+W(9,-1091781337,-1108906997,-1105454190,-1124982586)+W(10,1042429978,1019583714,1050527129,1057878257)+W(11,1047090522,1050006554,-1116436299,1037673833);WS(1053829756,-1108691549); +sum1=W(0,1014621415,-1117035633,1017668333,-1121088251)+W(1,-1113943163,1027915142,-1117882340,1018110476)+W(2,1034972923,1031518451,1028891034,1043029617)+W(3,1037608353,-1118505878,1008280866,-1114328254)+W(4,-1105089900,-1146432572,-1111069516,1052288956)+W(5,1043183409,1040529537,-1127832039,1025673432)+W(6,-1121242915,1011744694,-1099260407,-1096216885)+W(7,-1109446679,1033001703,1023717270,1038283409)+W(8,1024842558,-1195363583,1035963185,1043236853)+W(9,-1104376301,-1110826184,-1108863440,-1136644866)+W(10,-1125107735,1024600093,-1111257697,1022444749)+W(11,1008767270,983774736,1021787123,-1122279626);sum2=W(0,1011466728,-1128158188,993685376,1021341187)+W(1,-1125064327,1016637363,-1135616946,-1142265296)+W(2,-1153535168,-1133074596,-1111924694,1041916532)+W(3,-1115375045,-1111577830,-1121861231,-1139232914)+W(4,-1121363658,-1108077390,1048370655,-1088803436)+W(5,1050909934,1048268187,1028734454,1033829714)+W(6,-1113493290,1031842286,-1096696142,-1097359431)+W(7,1066069354,-1102058354,-1112810542,-1108918948)+W(8,1016979229,-1114077565,1032702600,1051606360)+W(9,-1108957150,-1106393780,-1104652034,-1124153420)+W(10,-1121975877,1032726750,-1126878203,1020447303)+W(11,-1115472084,1011253904,1032484333,-1135690267);WS(1043379192,-1131322837); +sum1=W(0,-1129021027,-1148980502,-1117253390,1015261926)+W(1,1024719214,-1130947836,974083843,1010796022)+W(2,-1109595831,-1141769560,-1131540259,1038059198)+W(3,1043151230,1040366611,1036650848,1032003186)+W(4,1033800339,1040943040,-1099641090,1019360940)+W(5,1047704456,-1120007803,1032688054,-1135300928)+W(6,1042153991,1016895818,1040857522,-1103092216)+W(7,-1091529984,-1100986498,-1116706574,-1114490317)+W(8,-1099711038,1029537886,-1104535414,1032384358)+W(9,1043292971,1031568104,1019020464,1026900536)+W(10,1026187331,1023917269,999787984,-1137467256)+W(11,1021851650,-1117455240,1021119266,-1124200964);sum2=W(0,-1127801857,-1143073539,-1106914355,-1114698807)+W(1,-1129241721,1034854605,1015357631,1026781991)+W(2,1028175283,1010285366,1045024365,-1107796176)+W(3,-1093181393,-1094857339,-1104001534,-1106206681)+W(4,-1129802997,1022418743,-1109183829,1055188047)+W(5,1060464193,1038631095,1035894131,-1121422795)+W(6,-1133354170,-1111757330,1035388549,-1099199714)+W(7,-1108056884,1042537531,1019867695,1010545294)+W(8,-1129332011,1032847739,1028119663,1027769667)+W(9,1015260775,-1123722407,1021694327,-1120402439)+W(10,1029358411,-1119713292,984677997,-1126683209)+W(11,-1117802232,1025618013,-1116557581,1021478623);WS(1049844732,-1121310639); +sum1=W(0,1023733410,-1099209689,1040893204,-1102957277)+W(1,-1114244983,-1136674298,-1108461358,1021220348)+W(2,1044402267,-1106734859,1050332331,-1111686974)+W(3,-1122456058,1049981942,-1102278760,1043895987)+W(4,1053233309,-1108848000,1049912979,-1098618899)+W(5,1048539349,-1111429758,1039273110,1048170180)+W(6,-1096212219,-1103164857,-1099336615,-1097562740)+W(7,-1096335583,1033031043,-1102589972,-1101337719)+W(8,1051767783,-1109302031,1050917291,-1121562509)+W(9,1042792075,1039550692,1008842338,1041281742)+W(10,-1114613442,-1129199659,1033787229,-1111886543)+W(11,-1121890370,1041151474,-1104020956,1031699907);sum2=W(0,1051830333,1052363768,1062286287,1068323273)+W(1,1062941652,1058036233,1038399576,1029358050)+W(2,1040398919,1056364330,-1105094784,-1117763636)+W(3,-1117097644,-1135317262,1045469136,-1127713443)+W(4,-1088812275,-1088095023,-1083945825,-1086712736)+W(5,-1085128967,-1090471655,-1096613184,-1118175248)+W(6,-1112895824,-1128031249,-1110939052,-1122350162)+W(7,-1107088013,-1117471490,-1128774604,1023889083)+W(8,1030823820,-1126124865,-1131257287,1034881723)+W(9,993374262,1022005418,-1124473506,1006015479)+W(10,-1120174945,1022839272,-1113476028,1031923437)+W(11,-1149114843,-1131972943,1015689530,-1114795832);WS(997080576,-1130763300); +sum1=W(0,-1113905570,1030153879,-1117230256,-1152616277)+W(1,-1146808706,-1112646432,-1186209359,-1120216576)+W(2,-1121320815,-1108108727,-1100762033,-1090117932)+W(3,-1109500574,-1102311764,-1119610882,-1099135446)+W(4,1038521748,1032364321,1051702873,1069923213)+W(5,-1104049339,1028696893,-1120830317,1030578386)+W(6,1025325853,-1131460303,1040312882,1063008042)+W(7,1056019095,-1115439812,-1125581089,-1116447004)+W(8,-1108459484,-1152289285,-1099800679,-1092045374)+W(9,-1100849447,-1105934578,1028735898,-1108771165)+W(10,-1123369669,-1111143084,1018134009,-1116551136)+W(11,1015899783,-1120248394,-1113190874,-1120342084);sum2=W(0,-1130955153,-1115062100,-1114768924,1040485485)+W(1,-1102247365,1040365390,-1105380703,-1134789779)+W(2,1025142055,1033634795,-1114031272,-1115074190)+W(3,-1110799922,1039570131,-1112489130,1035629875)+W(4,1025405091,-1124058081,1047530952,-1104495565)+W(5,1038913214,-1102056033,-1123724877,-1104428707)+W(6,1041203911,-1151569099,-1160505239,1065129660)+W(7,-1115442088,1037120419,-1145632358,1035843769)+W(8,1034798579,-1098708869,1048498835,-1095909934)+W(9,-1105078519,1024518769,-1109649658,-1117935125)+W(10,-1107186683,1041850582,-1097808347,1045395705)+W(11,-1106337339,1007217475,-1152795787,-1124566009);WS(-1078383103,1059446981); +sum1=W(0,-1139864362,1022304576,-1117916615,1007335089)+W(1,-1119884647,1022280942,1023668405,1034312731)+W(2,-1142609202,1008862865,-1109139429,1032501274)+W(3,982044231,-1115332063,991223187,-1102309771)+W(4,-1105667544,-1100327790,-1098424968,-1089810345)+W(5,1033240873,1049118183,-1140016273,-1110413061)+W(6,1048881003,1047898440,1053051896,-1104044598)+W(7,1051763270,-1113330784,1027424455,1032557738)+W(8,-1110989208,1029966423,1023833874,1040575921)+W(9,-1114053146,1041606896,-1122699729,1041157596)+W(10,1019807480,-1128249884,-1114518074,1013296733)+W(11,-1110353213,-1126749570,1021514772,-1121516731);sum2=W(0,-1143648694,1022767513,963325627,-1138915747)+W(1,1040530304,1031585165,1008260859,-1120690652)+W(2,1050457027,-1104882348,1052893834,-1122824043)+W(3,1019582897,-1094902239,-1113748748,-1090635807)+W(4,-1090901428,1017677825,-1090554669,1048412513)+W(5,-1101863176,-1104950416,-1120605391,1056780417)+W(6,-1095258955,-1116653154,1030383529,1063122641)+W(7,-1089352859,1057380402,-1106433792,1049388154)+W(8,1047388223,-1125154789,-1114292033,-1118207917)+W(9,1048190601,-1102824630,1038107916,-1104842210)+W(10,1034828442,-1149114774,1040557770,1005930742)+W(11,980397999,1033506230,-1115355457,-1136517107);WS(-1104952056,-1073278929); +sum1=W(0,-1144211169,1031125659,-1121100585,-1142367854)+W(1,1025675017,-1114298540,1036563163,-1122834968)+W(2,-1099507218,-1116651974,-1101060075,-1105066053)+W(3,-1131576359,-1114707952,-1120605819,-1111900952)+W(4,1047627264,-1113308557,1054491321,1039149624)+W(5,-1106626380,1042584197,-1128818827,1039018645)+W(6,1043300637,1037274304,-1102367022,1051689271)+W(7,1044811828,-1128472513,1045578618,-1115669626)+W(8,-1098196346,-1126577137,-1102852173,-1106731162)+W(9,-1111689619,-1126957444,992521004,1025441875)+W(10,1030331294,-1122667056,1026346581,-1120693369)+W(11,1018492983,-1140414731,-1128018583,997033420);sum2=W(0,-1117577133,-1139616023,997820975,1028627780)+W(1,-1114909048,1032747040,-1116006677,1030832637)+W(2,1036324905,-1124977156,-1120808104,-1109376562)+W(3,1029259135,-1145526876,1022442689,983753970)+W(4,1012676607,-1115101040,1041273688,1049990275)+W(5,1043064430,1039154681,1027909669,-1115224952)+W(6,-1164734594,1032695755,1041759226,-1096754642)+W(7,1041324783,-1094055114,-1098711698,1023440264)+W(8,1039853902,-1116113854,1041255405,-1106762918)+W(9,-1111929038,1025837595,-1130147608,-1112181665)+W(10,-1110394349,1006188424,-1120661488,1033535767)+W(11,1021759445,1023476809,-1133986843,1029342490);WS(1057403966,-1096678293); +sum1=W(0,1015545167,1013920108,1030182836,991347091)+W(1,1031028372,-1130110920,-1137745417,-1127755335)+W(2,-1133819725,-1127594402,1031500952,-1107540753)+W(3,1042502792,-1120427420,1023814022,-1113612941)+W(4,1037006758,-1136130453,1042283546,1040431359)+W(5,-1084295706,1042737160,1019878434,1042334622)+W(6,-1110196161,-1123399563,-1086200264,1060132444)+W(7,1049379651,1001749345,1023472436,-1123659840)+W(8,-1111752718,1041684833,1047364560,-1104881213)+W(9,-1113607001,-1117219726,1017968636,1008021369)+W(10,1028708905,-1119121787,-1120221088,1006406689)+W(11,1002061113,1026883950,-1124476270,1011156129);sum2=W(0,-1178786588,1027650789,1004569898,1010647389)+W(1,-1130907066,-1128412421,1000455394,1019136642)+W(2,-1129322914,-1117835702,-1120140062,-1110565129)+W(3,1046200355,1035331810,1040609034,-1114775527)+W(4,-1116170217,-1106357388,1012300621,1051050908)+W(5,-1094299123,1038925264,-1110352470,1028674911)+W(6,1036181740,1050236879,1029537087,-1121260831)+W(7,-1105419536,-1104188032,-1148832482,1009994365)+W(8,1016863918,-1107702296,-1115347042,1019718506)+W(9,1018471790,1035623426,1031812039,-1129304944)+W(10,-1132924585,-1127926494,1007741857,-1147888890)+W(11,-1122466004,-1132432621,-1132484471,-1146317634);WS(1056335484,-1129697442); +sum1=W(0,-1118615510,-1123816285,1016357093,-1126548591)+W(1,1017679973,-1125007109,-1130509569,-1127256452)+W(2,1026825265,-1162479083,-1123245334,-1115166368)+W(3,993334229,1009460392,-1117686884,-1110259820)+W(4,-1102686619,-1175208362,-1112742573,1012633705)+W(5,1048503365,-1110640192,1010107581,1008538193)+W(6,1045269336,-1122870505,1056143939,1022501065)+W(7,1044007618,1043433395,1037226473,1040188728)+W(8,1031523962,1025178018,-1115481871,-1098786498)+W(9,-1107348056,-1104721331,-1124234681,-1112073470)+W(10,-1140818205,-1112741005,1004860403,-1121817826)+W(11,-1134864917,-1142571619,-1120701013,1004599859);sum2=W(0,-1140731697,1018164054,-1116322329,1033668632)+W(1,-1110091010,1006827755,1024608202,978878091)+W(2,-1126783010,-1144859189,-1148034885,-1111621890)+W(3,1034430751,-1133278289,-1134565598,-1106732021)+W(4,1035005186,1011714049,-1112384840,1057652336)+W(5,-1103655808,1035575897,1007536733,1017810394)+W(6,-1110815467,1039236492,-1109778149,1053123628)+W(7,-1113563636,1009902097,1031837967,1032913014)+W(8,-1144657885,-1130754383,-1113329105,-1107649638)+W(9,-1112793157,-1136830370,-1131576514,-1118754368)+W(10,-1127206230,-1146205013,-1113225660,1012470213)+W(11,-1113811608,-1126431906,1007646275,-1123083034);WS(1064654654,1035088379); +sum1=W(0,-1123150274,1013730923,-1124984926,-1143080352)+W(1,-1115541655,-1120446591,1019709882,-1123168830)+W(2,-1101065371,-1104968795,-1104298005,-1097917367)+W(3,-1115560637,-1112072243,-1121553409,-1101025669)+W(4,1052021669,1043838624,1050953841,1053857683)+W(5,-1098028717,-1118042236,-1117850604,1024509393)+W(6,1034671630,-1116995686,-1125221929,1053311748)+W(7,1054064059,1056948345,1047317764,1051915779)+W(8,-1103122974,1025043295,-1102292982,-1101557747)+W(9,-1102206963,-1099829586,-1123986585,-1105952782)+W(10,-1124628232,-1123853974,-1122875259,-1129945790)+W(11,-1115475969,1010096420,-1120157778,1010117900);sum2=W(0,-1115290116,1036300391,-1109664288,1023887773)+W(1,1031338337,-1112746552,1029647363,-1123357025)+W(2,-1109338596,-1120873277,-1133763869,-1110763968)+W(3,-1104363651,-1111086518,1014654409,-1113327782)+W(4,1052546267,1031940424,1041363997,1046589307)+W(5,1038758869,1026186944,1011886363,-1114411312)+W(6,-1101682429,1045633640,-1094977574,1050150667)+W(7,-1104681827,-1121584221,1042076972,1033926660)+W(8,-1106866549,-1121551223,1008614181,-1110488084)+W(9,-1120223295,1035823152,-1111033402,1046305164)+W(10,1027635895,1021591180,-1119215823,1009099129)+W(11,1016354897,-1115537942,1012736237,-1109553196);WS(-1088190206,-1108558078); +sum1=W(0,-1109712467,1034096473,-1111610193,-1111503908)+W(1,1029528067,-1109918121,-1130336610,-1110290409)+W(2,1048826552,-1100191472,1051587686,-1114238856)+W(3,-1124911644,1053388852,-1101598429,1049826386)+W(4,-1117596347,-1104233509,-1112703594,-1118548075)+W(5,-1094857227,1040678692,-1102065648,-1108498290)+W(6,1045129740,1021528052,-1123092480,1045282957)+W(7,1041941490,-1121835291,1050563972,1032628503)+W(8,-1145103958,1015098342,1033306871,-1105600408)+W(9,-1116887040,1043572363,-1101594283,1041251987)+W(10,1040739958,-1095362037,1043699492,-1112734841)+W(11,-1106244021,1044475255,-1100499697,1015959598);sum2=W(0,-1140036524,-1122134368,-1124742331,1023368729)+W(1,1025643512,-1117935205,1029315286,-1121900993)+W(2,1033121292,-1135675176,1022385651,1037868584)+W(3,-1113410705,1034815986,-1106876578,1029051910)+W(4,1020537037,-1102563608,1017232470,-1097085277)+W(5,1026038978,-1107749524,-1116418603,1013163432)+W(6,-1094559771,-1090683436,-1089829937,-1081905013)+W(7,-1085580324,-1093433405,-1100509010,-1107168757)+W(8,1042598592,1049536131,1015761873,-1122385293)+W(9,-1119606047,1034046493,1037794408,1020109569)+W(10,1048560917,1043095342,1060516603,1068776853)+W(11,1062905414,1053234619,1023262329,1038509970);WS(1048802172,-1118644607); +sum1=W(0,1022629891,1001330921,-1147098739,1023807923)+W(1,-1129374813,1028532286,1031375324,-1151549405)+W(2,-1112271863,1008285357,-1106982824,1020475895)+W(3,958183765,1025640422,-1133565569,-1106868493)+W(4,-1115934246,1007889405,-1110669107,-1095657203)+W(5,-1113474437,-1090481180,-1104303995,-1104624276)+W(6,-1112205646,-1137992085,1044651974,1050363724)+W(7,1050921091,1050665633,1037811271,1049383075)+W(8,1050188943,1025826270,1026008921,1011316531)+W(9,-1106529387,-1131537104,-1125009457,1022847857)+W(10,-1125264263,-1127716075,-1113499645,1026946398)+W(11,-1121270209,1021652689,1014192325,-1142930963);sum2=W(0,1016559128,-1119933527,1008526536,1034816070)+W(1,1018959568,1026554777,-1112891495,1046177388)+W(2,-1089262209,1032931419,-1094914643,-1096197918)+W(3,-1101210129,1049415798,-1128790619,1043157162)+W(4,1053795811,-1108360154,1052999976,1069558608)+W(5,-1103281588,-1085501184,-1098019814,-1088254262)+W(6,1058569170,-1097574423,1052760357,1058007152)+W(7,-1106340652,-1101474305,-1114646508,-1096632714)+W(8,-1094475155,1036603460,-1106271635,1022028102)+W(9,-1121182797,1027756295,-1124734105,1015426864)+W(10,1008650912,-1121755244,1039081818,1004102711)+W(11,1033515588,1032461240,-1118822413,1043397723);WS(-1085648446,-1079079370); +sum1=W(0,1031831473,-1114079994,1031367567,-1118896788)+W(1,-1123680847,1033718927,-1123944253,1033541103)+W(2,1036117159,1003975776,1044164867,1045647319)+W(3,1033826253,1041970952,1024952417,1040029267)+W(4,1049939273,1042007752,1043312672,-1095211959)+W(5,-1122554975,-1116359196,-1176880640,1026974961)+W(6,-1094329359,-1097850009,-1089391360,-1087218668)+W(7,-1100203021,1033960979,-1108529239,-1111794397)+W(8,1040633606,-1134555900,1041283678,1044809099)+W(9,1046447947,1042238738,1024390649,996515216)+W(10,1023486628,1019647980,1023951387,1014099708)+W(11,1017251780,1031788713,-1146375056,1033511473);sum2=W(0,1019169584,-1120973142,1033125970,1025364316)+W(1,-1109812797,1040314133,-1108282977,1018923536)+W(2,1042983019,1009997472,-1103915398,1036688212)+W(3,-1125420780,-1119986230,1034277286,-1117630132)+W(4,-1098354632,-1106283039,1033722376,1062322516)+W(5,-1098634798,1057333054,-1102308141,-1125368820)+W(6,-1099987280,1032814660,-1095179878,1032770062)+W(7,-1109050948,-1097734639,1034195486,1049154263)+W(8,1048978343,-1103033329,1055664562,-1097173506)+W(9,-1103688168,-1173745415,-1107997912,-1098308929)+W(10,-1118546716,1022934360,-1110281795,1045599869)+W(11,-1119010038,1038965178,1007528912,1035253180);WS(-1089355774,-1078290086); +sum1=W(0,-1122950775,-1112691207,1023290087,-1107733500)+W(1,-1146188190,-1132821263,-1112282369,-1116356099)+W(2,1037182841,-1124344033,1046400294,-1118583361)+W(3,1042531744,-1121639475,-1137408791,1018516820)+W(4,-1118638572,1041047393,-1098349922,1057481334)+W(5,-1139289650,-1109625472,1026873009,-1139389015)+W(6,-1121667553,-1104403323,-1099164822,1054069421)+W(7,-1097191323,1041114291,-1120861012,-1139200383)+W(8,1009124079,-1138062223,1044398104,-1149431076)+W(9,1044515332,-1120573261,-1120947806,1017011067)+W(10,-1115334660,-1126199861,-1136525567,-1110719762)+W(11,1015659149,-1121643278,-1122889719,-1120569352);sum2=W(0,-1120919296,1009843654,-1132368064,1020138111)+W(1,1029564211,-1115205032,1016741875,-1119663171)+W(2,-1124567280,-1107129213,1020831927,-1098918731)+W(3,-1132836513,1010227332,-1118685376,1026001154)+W(4,1037030993,1043380414,-1109288357,1059483198)+W(5,-1119273466,-1106893419,1028452918,-1135273053)+W(6,-1120629799,-1102119519,-1112537154,1064361176)+W(7,-1104145236,1043150197,-1117770026,1019055438)+W(8,-1106639281,1030878171,-1118412551,-1093377806)+W(9,-1123848756,-1103899854,1024207514,-1109882780)+W(10,1020211370,-1126825280,-1144175329,-1146281491)+W(11,-1135251423,1028327527,-1128215590,1024565629);WS(1064975294,1066308158); +sum1=W(0,1031747776,-1106142801,1028818885,1001228109)+W(1,-1115396498,1041342669,-1108139113,1027821620)+W(2,-1119071204,1032019633,1041375482,-1112793497)+W(3,1013499583,-1123968938,1024220311,1020544662)+W(4,984462229,1045090381,-1093262116,1049965274)+W(5,1052662103,-1113450905,1035427697,-1138282267)+W(6,-1132055971,-1108909198,1038243096,1021279149)+W(7,-1090377239,1040402543,-1107965954,-1116422289)+W(8,-1148253029,-1110036442,1036945928,-1115536386)+W(9,1034061985,993049059,-1113141447,1016907357)+W(10,-1126913907,1036419718,-1121925745,1019907753)+W(11,1032108124,-1109636927,1032825796,-1128061041);sum2=W(0,1016610899,-1135553471,-1163068737,-1147979120)+W(1,-1121296916,-1139692219,1007282246,1019770181)+W(2,-1118189976,1018031354,-1120752887,1035872696)+W(3,1034250650,1022157658,-1131969269,-1131641536)+W(4,1027283971,-1118352328,1042584076,-1095799786)+W(5,1009508653,-1121907329,-1148404200,1013257077)+W(6,1028895363,1032145382,1042427003,1073605475)+W(7,1056095764,-1130051225,1025403981,-1121748387)+W(8,-1113530321,-1123867563,-1099207121,-1075418961)+W(9,-1091570337,-1113117501,-1124635978,-1123610989)+W(10,1007846553,1011272254,1010785270,1026092591)+W(11,1030054693,1019567305,1012575724,1018865930);WS(1062423998,1020226002); +sum1=W(0,-1122384152,1000976853,-1122957973,-1140430696)+W(1,1018079658,-1116871589,1021042950,-1130305609)+W(2,-1116470612,1015809956,-1115150860,-1100102424)+W(3,-1099378776,-1102397253,-1121061927,-1097083551)+W(4,-1095861522,-1125526476,-1101122465,1051208664)+W(5,1045734276,1040938184,1045437908,1049869175)+W(6,1055717600,1034182342,1052715645,1053221217)+W(7,1041738487,1038184662,-1114085178,1019939330)+W(8,-1128557498,-1136390676,-1101688288,-1097231798)+W(9,-1114764537,-1107259340,1034631967,-1105843464)+W(10,-1133541800,1025071548,-1121585121,1026360261)+W(11,-1127628368,-1121765359,1018430000,-1122412137);sum2=W(0,-1125184611,985313435,-1181860650,-1124740239)+W(1,-1132645547,999484231,-1125466771,1024683619)+W(2,-1124729770,-1132095255,1028760415,1011065519)+W(3,1033849803,1015359010,-1140486285,-1125848669)+W(4,1045115043,-1117207517,1036693207,-1088457353)+W(5,-1096437481,1048821220,-1107942084,1027562883)+W(6,1058112728,1067077185,-1107623537,-1080660794)+W(7,-1109418981,-1117188353,1027196953,-1127975224)+W(8,1023628890,-1158219675,1043689375,1020427720)+W(9,-1110185484,1032363474,-1121893121,1023023798)+W(10,1007171579,-1118062236,1000645119,-1160295467)+W(11,1015083304,1023561702,-1134577643,-1158549787);WS(-1085592318,-1113086899); +sum1=W(0,-1127342656,1024334944,-1107952998,1034498345)+W(1,-1131633306,-1110168462,1033648125,-1119681052)+W(2,-1105245475,1029597578,-1104926592,-1110412429)+W(3,-1103724998,-1098176238,-1115323711,-1098367950)+W(4,-1104578161,-1117644382,-1101901257,1053247055)+W(5,1051300307,1051451939,1049307889,1053283054)+W(6,1053241687,1041591201,1051692021,1044816720)+W(7,1042909421,-1124765258,-1143558503,-1113485404)+W(8,-1103827813,1020278010,-1097952575,-1110749814)+W(9,-1106968399,-1105195378,1027981559,-1102600950)+W(10,-1138537863,1015573096,-1110174988,1033881662)+W(11,-1116328992,-1113141267,1028312016,-1113790704);sum2=W(0,1019423143,-1134200265,1022335641,-1126211289)+W(1,-1160177640,995157684,-1138832033,-1130236057)+W(2,-1118706158,-1122995556,-1113839515,-1123774588)+W(3,1002859666,-1114460336,-1131104601,1027754115)+W(4,-1110500850,1021681136,-1121978030,1048787768)+W(5,1035034344,1025695056,-1126984825,1027074464)+W(6,982325064,-1106847870,1042414810,1052221246)+W(7,1009324191,-1129766425,-1136621129,-1120353368)+W(8,-1117883328,-1115095323,-1112736275,-1118959328)+W(9,1026260852,-1114723897,1016807320,-1121253912)+W(10,-1145733922,1001371122,1019850892,-1113736050)+W(11,1023767274,-1130130145,-1131688905,992217060);WS(1025516512,-1100199588); +sum1=W(0,1010096560,998291066,1015136529,1016981531)+W(1,-1134306338,1015217585,1025573847,1027586712)+W(2,1021891087,-1128181387,-1152435393,1035336779)+W(3,1040424469,1041134374,-1147235028,-1105873140)+W(4,1041308560,1015332531,1054580194,1043985948)+W(5,-1088067164,-1097437107,-1108043523,1024655979)+W(6,-1106994989,-1097993736,-1087955312,1049373383)+W(7,1048585956,1044933000,1037061588,1041451309)+W(8,-1107391304,1040752366,1021987303,1016493518)+W(9,-1111549299,1015283332,-1125444197,1025261651)+W(10,1032706511,-1115681272,1013936722,-1153713033)+W(11,-1122756060,1028860515,-1124931799,1010373746);sum2=W(0,1024904631,-1136864762,1005033941,1030076655)+W(1,1022202973,995105737,1009257370,-1113660547)+W(2,-1115115972,1023564875,-1114446231,-1115188268)+W(3,-1099782234,1025338591,-1107689693,1049272645)+W(4,-1128899549,-1103710322,-1140124434,1057566767)+W(5,1051976820,1009750634,1040613751,-1105716747)+W(6,-1100416868,-1105139728,-1107001478,1061216146)+W(7,-1114917196,-1107279078,-1123762171,-1112133417)+W(8,1014205090,-1112771593,-1105823902,-1101449249)+W(9,-1115621063,-1123827499,-1124460977,1019919657)+W(10,-1138213458,1024304323,1028369943,1031401203)+W(11,-1127316949,1002907445,1021828037,-1121285688);WS(1050734204,-1108852232); +sum1=W(0,-1111669430,1026854009,-1115457556,1022285659)+W(1,-1130768721,-1124925681,988348114,-1117352760)+W(2,-1116292712,-1106093993,-1104273631,-1090233269)+W(3,-1103820941,-1107176543,-1114665965,-1103610460)+W(4,-1122281377,-1103616254,1027625969,1069754213)+W(5,-1114752252,-1130883179,-1144129324,1032882469)+W(6,1027495958,-1113635568,1042550097,1065691213)+W(7,1054098174,1026991873,1018693905,1034282506)+W(8,-1113568120,-1125634353,-1100906821,-1090598793)+W(9,-1103145534,-1107767585,1007587914,-1112131865)+W(10,-1123139966,-1117637392,-1147736996,999398084)+W(11,-1140005358,-1123096067,-1120005196,-1122062653);sum2=W(0,1024214881,-1122830075,1024710111,-1118490155)+W(1,-1134765475,1007204875,955722144,-1132418382)+W(2,-1105712489,1026001227,-1105988647,1044311614)+W(3,-1128591966,1016894538,-1132281374,-1121103003)+W(4,-1096328526,-1089670730,-1109313571,1057951288)+W(5,1031038781,-1135710147,-1121635711,1040031313)+W(6,1036545949,-1104892025,1042923133,1050757116)+W(7,1041007149,-1111844715,982097434,-1131469166)+W(8,-1114697429,1027384734,-1108836817,1046225965)+W(9,-1111832237,1020988490,-1141601766,-1137288635)+W(10,1029115040,-1127506094,1018384918,-1118982995)+W(11,1000957030,1018633070,-1131312630,1012074251);WS(-1077332287,-1089760701); +sum1=W(0,998476811,-1146931846,1020090684,-1115596769)+W(1,1018970620,-1117338894,-1131301080,-1134004534)+W(2,-1126986618,-1106320367,-1103512376,-1106044643)+W(3,1033789092,-1121544222,1025908912,-1120853460)+W(4,1035645275,1033143495,1057100532,1033806067)+W(5,-1089559024,-1119052427,-1109205213,1021655744)+W(6,1035996661,1030948981,-1098691810,1054020686)+W(7,1053006209,1053247323,-1117960094,-1112997269)+W(8,-1111559939,-1116749294,-1114602228,-1102410839)+W(9,-1114317262,-1148875196,1040862618,1024305160)+W(10,1002151576,-1132098378,1020764052,-1131285468)+W(11,-1143682184,-1140686688,-1112291776,-1137942600);sum2=W(0,1006079429,-1142220161,-1129651941,-1120056293)+W(1,1021210606,-1138049810,1020679942,-1144760977)+W(2,1015506585,1012377004,1027444401,1027255740)+W(3,-1154390002,-1121552483,988683875,-1149209645)+W(4,-1129173219,1019086641,1029291472,-1087748986)+W(5,1030702430,1046290929,-1149010889,958643736)+W(6,-1126961905,1027847692,-1099113060,-1071778912)+W(7,1077548482,1017608723,1009874569,-1165018915)+W(8,1025558752,-1121396179,1031608500,-1132223695)+W(9,1041292060,1030045463,-1116313503,-1108302337)+W(10,1004493969,-1129089615,1032469225,-1117547929)+W(11,1017793536,-1115202758,1024909384,-1153372770);WS(1054407548,983325672); +sum1=W(0,1028412425,-1115456470,1017604747,1031921957)+W(1,-1121692358,1041128181,-1131299175,1034097067)+W(2,-1105600625,1033490817,-1115519181,1031550611)+W(3,-1103698804,-1109550327,1030793272,1014014769)+W(4,-1148390382,1044756246,-1103922376,-1090010995)+W(5,1062123705,-1103937189,1039103265,-1135652511)+W(6,1033571545,-1114006910,1059608097,-1087252051)+W(7,-1094628214,1042983319,-1106569209,-1116995186)+W(8,1032293767,-1119790070,-1107101148,1044072953)+W(9,1027680451,1021059262,1007158719,-1141553278)+W(10,-1124427701,1037509878,1007976775,1022727275)+W(11,1033962892,-1108328080,1032055396,-1143059662);sum2=W(0,1007145536,-1108956115,-1123468231,1003522017)+W(1,-1106382527,1023566518,-1116797301,1016028592)+W(2,1011835040,1040320325,1009493536,1036429861)+W(3,1045134298,-1132203156,1044032552,-1103689691)+W(4,-1115291423,-1145921569,-1120694127,1057547857)+W(5,-1120933925,-1105348488,-1105744806,1019566780)+W(6,1029973058,-1113530029,1025444390,1039825371)+W(7,-1093621604,1030401418,-1111109931,1039637835)+W(8,1036345379,-1116109872,-1106839609,1028735446)+W(9,1043632212,1032927131,1031187850,-1119043970)+W(10,-1106716830,1031627486,-1106619549,1032586179)+W(11,-1135351552,-1107014793,1030984886,-1117261713);WS(1062610366,-1081620328); +sum1=W(0,1034909184,1022225638,1022593144,1034659649)+W(1,-1145063906,1029979468,1024460554,-1129493655)+W(2,1041975919,1036878493,1038275488,1049110721)+W(3,1039909252,1050285945,1032760119,1052309552)+W(4,1038564634,1032326503,1032775158,-1104434937)+W(5,-1098154666,-1091716385,-1098908862,-1093908076)+W(6,-1086061975,-1097049310,-1094128798,-1097332230)+W(7,-1096830529,1031802154,-1125106744,1033460244)+W(8,1054071881,1038246806,1049378869,1048167927)+W(9,1037005773,-1122539766,1023442918,-1111713187)+W(10,-1118145809,1033815666,984752392,1040915883)+W(11,-1127387550,1042582214,1025327999,1038395208);sum2=W(0,1025388154,1001261778,1007664153,1018216589)+W(1,1011431705,-1124915037,1007167865,-1118462618)+W(2,-1106689977,1031762430,-1105078255,-1117638934)+W(3,-1119019386,1039919645,-1115769810,1041969311)+W(4,-1110560421,-1111104301,-1122922762,1029938402)+W(5,-1107704269,1043034893,1041034358,1050092429)+W(6,1049316874,-1112011481,1044332351,-1117360942)+W(7,-1116357646,-1107523849,-1112781805,-1104673921)+W(8,983067209,1033280635,-1133572905,1022258405)+W(9,1016143957,-1109485745,1010088409,-1106654827)+W(10,-1121273022,1026153330,-1116643818,1033323756)+W(11,-1123412994,1027380094,1016238045,1006440178);WS(-1079099231,1058224693); +sum1=W(0,-1136025729,1041807413,-1113852830,1038775953)+W(1,-1130024634,-1139925939,1032899333,-1135488689)+W(2,-1098612147,1030021338,-1101745716,-1114342965)+W(3,-1109189268,-1116898669,-1169623989,-1105924753)+W(4,1040574357,-1113591959,1035906153,-1100940817)+W(5,-1110548904,-1107090858,983487291,-1105279552)+W(6,1044962866,1041390773,1038641429,-1112997607)+W(7,1053521164,1048687519,1048553583,1049805017)+W(8,-1107948018,1030293261,-1102747762,-1131180663)+W(9,-1102886695,-1127712365,1020276366,1033907987)+W(10,-1152707357,1019631368,-1119110697,1008365619)+W(11,-1120409456,-1156710253,-1137865855,-1120648241);sum2=W(0,1026221982,-1150712731,-1135858910,998750602)+W(1,1026066546,-1122173835,1019885572,-1114797832)+W(2,1031288593,-1121646784,1020650492,-1118866549)+W(3,-1126679589,1033676882,-1119823506,1024418530)+W(4,1025270629,1040465550,-1102699692,-1090773917)+W(5,-1103726643,1038653616,1044175124,1035909226)+W(6,-1105433524,-1099611845,-1077885918,-1073585027)+W(7,-1083499628,1072488285,1076879885,1053754278)+W(8,1025604422,1015298833,1013887757,-1111404471)+W(9,1029004921,-1128843744,1042609155,-1128976380)+W(10,1025361731,-1118571342,1035533544,-1115122758)+W(11,1025173545,-1132364945,982102231,-1120827581);WS(1039418864,-1140458522); +sum1=W(0,983096624,1029517505,-1121873782,1019803894)+W(1,1027911414,-1108005699,1033576274,-1135118358)+W(2,-1114535995,-1145085849,-1102746926,1028523779)+W(3,-1100878768,1038991951,-1142936385,-1125909817)+W(4,1044450572,-1097839409,1062380387,-1088253674)+W(5,-1109645966,-1154916402,-1107146685,-1122115416)+W(6,1027001827,1032347927,-1106235793,-1090653261)+W(7,1061486174,1029669390,1047810758,1038152785)+W(8,-1117675070,1031259878,-1105839880,1036696746)+W(9,-1097301074,1024178544,1038477872,1041849616)+W(10,1035770150,-1104931415,1033087169,-1121428646)+W(11,-1120235273,1035324408,-1108040973,1017003668);sum2=W(0,-1121567066,1034344084,-1105011035,-1142865888)+W(1,-1136511728,-1106811819,1032101677,-1113394506)+W(2,1033267920,1026284945,1033899226,-1120108491)+W(3,-1122542627,-1120621959,-1134482876,-1114137407)+W(4,-1104421963,-1103410132,1022298858,1057117238)+W(5,1038703002,1033583066,-1122973141,1030826553)+W(6,-1130139832,1037507308,-1102818563,1003910328)+W(7,1043197066,-1124006960,-1124335993,-1125132432)+W(8,-1132243276,1034735332,1044067085,1041074904)+W(9,-1101099519,-1109459597,1041237660,-1128301632)+W(10,1024120715,-1109350039,-1127155070,975508032)+W(11,-1117378085,1001772648,-1113899392,-1126301549);WS(1053462780,-1083681865); +sum1=W(0,1023511963,-1126058411,1027394040,-1118697149)+W(1,993307519,1025756296,-1131368524,1029589575)+W(2,1041747598,1015154794,1045749945,1048726745)+W(3,1043007793,1038169844,1024626666,1040782360)+W(4,1041497612,1018224530,1041814811,-1086401302)+W(5,-1115623160,1032344226,-1127070442,-1131398580)+W(6,-1138339988,996055791,1014351349,-1082085657)+W(7,-1096882594,-1105145572,-1110953740,-1110890258)+W(8,1035615616,1027711272,1040756601,1048515830)+W(9,1042139693,1038148425,1009997960,1029718722)+W(10,1020629658,-1123213919,1032965474,-1129047376)+W(11,-1132054806,1033289129,-1128695798,1029252236);sum2=W(0,1008350928,1011413600,-1120704007,1027382950)+W(1,-1127381517,981904616,1015535284,-1135583391)+W(2,-1118714967,1024023545,-1126562655,1034951721)+W(3,-1128407708,-1126139913,999360844,-1138986423)+W(4,1030231193,-1124778398,-1110351493,1052754126)+W(5,1033272406,-1151802072,1013432992,-1123376913)+W(6,-1091889801,-1098641764,-1104262464,1057762368)+W(7,-1161878816,1012148800,1024540201,1031971990)+W(8,-1108897465,1033453825,-1106889474,1035809187)+W(9,-1132306565,-1153180738,1014625240,-1118108772)+W(10,1032606711,-1125648711,1025836907,-1131934955)+W(11,-1134699254,-1131180247,-1171757551,-1140791326);WS(-1099299320,1056598066); +sum1=W(0,1006197652,-1128153660,-1136164796,1035903322)+W(1,-1130396894,1036246880,-1124832314,1029570879)+W(2,-1127547996,1041714651,1029712499,-1128532088)+W(3,-1106761055,-1121593759,1017604226,1017990507)+W(4,-1106221946,-1098261544,-1085896508,1057218165)+W(5,1054525467,1028130044,1036683414,1016287010)+W(6,1045972807,1038366195,1057638589,1054413180)+W(7,-1086573266,-1090476168,-1101308500,-1110319406)+W(8,1004824505,-1113181968,-1113770157,1038963911)+W(9,1033084478,1042818602,-1130963634,-1114724733)+W(10,-1119658116,1030219574,-1129447670,1033715440)+W(11,-1128924420,-1116035017,1030841394,998207538);sum2=W(0,-1131923124,993280665,-1127811288,1032538133)+W(1,992174233,1002762140,1015088121,992586073)+W(2,1046772351,1028557303,-1107794670,-1098564467)+W(3,-1121892222,1035775413,-1158807761,1019898989)+W(4,-1110971235,-1134148898,1043137579,1067961229)+W(5,-1095277951,-1099141736,1011333246,-1118039147)+W(6,-1105011941,-1104446514,-1096504482,1066594258)+W(7,-1107079502,-1090299346,-1132433157,-1109952821)+W(8,1028001687,-1147560296,-1101129935,-1104613803)+W(9,-1097683180,-1129031039,-1108888578,1040568125)+W(10,-1121147281,1024426003,1034898623,-1136832302)+W(11,1036381319,1009264906,1032287279,-1111357043);WS(-1105186296,-1108555742); +sum1=W(0,1040483623,-1101386974,1040816739,-1134311356)+W(1,-1108915605,1046011615,-1102638726,1034864637)+W(2,-1105046378,1038429012,1031828819,-1107675004)+W(3,1034430779,-1109709717,1030173660,-1130419297)+W(4,-1118442722,1042743759,-1093958439,1030110546)+W(5,1044698927,-1103097566,1041159370,-1111922822)+W(6,1040666374,-1109750289,1050019912,1040526743)+W(7,-1097473172,1045974257,-1110364069,1017242540)+W(8,986662468,-1103538071,1033262923,-1121451017)+W(9,1032745156,1041021277,-1106175813,1032931450)+W(10,-1118942975,1040611956,-1118385334,1012951144)+W(11,1035127903,-1100748433,1037154391,-1121991998);sum2=W(0,-1127162070,-1135271108,1003505825,1012864633)+W(1,-1123384038,1026898060,-1134649836,-1125848258)+W(2,1014979733,-1136185376,1028363168,-1131143608)+W(3,1033256022,-1133517476,-1120532892,1028008335)+W(4,-1114518101,1038675289,-1105093650,-1095849351)+W(5,1028346583,-1113528611,1028725832,-1117113572)+W(6,1016203776,-1140478504,-1089585970,-1070239185)+W(7,-1078361549,1038794260,-1125525718,1005296645)+W(8,1035296562,-1111853852,1058969759,1079096535)+W(9,1068193425,1032636395,1017911666,1032298564)+W(10,-1117887634,1030827904,-1123277259,-1116960146)+W(11,-1125445846,-1113311282,991223090,-1134431064);WS(1065442623,1015025160); +sum1=W(0,-1115365041,1040496438,-1114325264,1036061554)+W(1,1038370800,-1112496600,1039123015,-1120668655)+W(2,-1113215535,1031517084,-1109245393,1002812769)+W(3,1036804053,-1099928488,1036473513,-1116761110)+W(4,1018550702,1044423084,-1131936399,1034975748)+W(5,1048106991,-1107673238,1041344487,1019812354)+W(6,983382403,1017412396,-1109909072,-1099246196)+W(7,-1114225707,-1129165678,1011581692,-1138585900)+W(8,-1103693946,1032083208,-1106995843,1024898238)+W(9,1044531927,-1096349707,1043676418,-1110354101)+W(10,-1124004468,1040563090,-1120263275,1012000060)+W(11,1036150809,-1113013165,1037117105,-1128538214);sum2=W(0,1010698941,1042699596,1048659418,1058578114)+W(1,1052277576,1019470633,1041036392,-1119471849)+W(2,1023126843,-1140656688,-1095653758,-1081184698)+W(3,-1097586600,-1098953045,1018118885,-1122826054)+W(4,-1106210958,1029081919,-1118272649,1060468587)+W(5,1043044817,-1108654451,1029721267,-1130901998)+W(6,-1122624743,1040813712,-1097694847,996865603)+W(7,-1103459725,-1128239326,1034766857,1000734433)+W(8,-1122034237,-1174961495,1033474214,-1102355565)+W(9,1049205466,-1112376452,1033989555,1017824567)+W(10,-1117968485,1039098482,-1118912655,1020119257)+W(11,1031051049,-1108144089,1038110136,-1114988670);WS(-1115864032,1039792746); +sum1=W(0,-1140468214,996096400,1010495721,-1114956320)+W(1,1013460969,-1122072970,-1127833232,-1140762151)+W(2,-1121375417,-1108218204,-1109130991,-1115276388)+W(3,1040789857,-1114444905,1026520268,-1127271361)+W(4,1034497081,1033625894,1055392502,1036829073)+W(5,-1088431348,1030275655,-1111886108,1031218972)+W(6,1039608980,1040179481,-1093805194,1050653566)+W(7,1049263376,1051648994,-1121903450,-1112576115)+W(8,-1113171393,-1108192053,-1127063626,-1109643980)+W(9,-1124542831,-1129660583,1034831154,1019975176)+W(10,-1132620605,1018030914,1012649753,-1127455572)+W(11,-1135717173,-1147064482,-1114505023,-1135014713);sum2=W(0,1015385693,1020691269,1015565489,1019337403)+W(1,-1132207064,-1131086480,-1163542113,1010427910)+W(2,-1115435752,-1141202058,-1111436746,1040267853)+W(3,-1114623303,1025609602,-1140470334,-1128429973)+W(4,1035175215,-1117300235,1033401267,-1100581516)+W(5,1041259906,-1101351817,1020278145,1027629029)+W(6,1017441239,-1122675471,1055273933,1073306798)+W(7,-1073173797,1032997632,-1122237085,-1119509251)+W(8,-1112773411,1031000417,-1101083444,1046685605)+W(9,-1115311051,-1113329498,1031244051,1033297372)+W(10,998363696,1016207247,-1113092041,1013448250)+W(11,-1130370856,1026870685,-1124843109,1014260054);WS(1060418110,-1122066101); +sum1=W(0,1031696780,-1124029560,-1147879495,-1123330286)+W(1,-1137787811,1025904121,-1122010711,-1131825009)+W(2,-1115430516,-1129767372,1033383950,1032201307)+W(3,-1124043956,-1135655378,1016436406,1011740349)+W(4,-1104465800,-1124342772,-1084846132,1040589380)+W(5,1059143665,1047669789,1032251443,1017074582)+W(6,1041576533,1035204176,1057835449,-1121351835)+W(7,-1085338500,1026196737,-1113520196,1023559701)+W(8,-1122042801,-1109435772,-1106791333,1025265863)+W(9,1037079395,1031201378,-1120875027,1024540211)+W(10,1028261758,1025573168,1024098613,1000233671)+W(11,1020968696,-1122702819,1016849816,-1123483709);sum2=W(0,-1127836624,-1173496113,1027284157,1022886010)+W(1,1036751625,-1124242822,1017945890,-1140181115)+W(2,1033364881,-1127629564,-1104916712,-1097350377)+W(3,-1105423640,1034826035,-1122986652,1033442485)+W(4,-1101679270,-1105780675,-1113070309,1061873799)+W(5,-1096904559,-1105550966,-1127473876,-1108824717)+W(6,1023580345,-1119640853,-1132739235,1062616603)+W(7,1009507187,-1098447862,-1116534057,-1115327874)+W(8,-1149619356,1033890881,-1113766541,-1112358042)+W(9,-1119315178,1045500652,1015952658,1033458469)+W(10,-1136662275,-1122666983,1023707939,1028952789)+W(11,-1117384012,-1137245711,-1136860123,1001899534);WS(1052277756,1024619064); +sum1=W(0,1029425189,-1155801216,1030252033,-1112675811)+W(1,1025211073,-1122395345,994289396,-1124711713)+W(2,-1120340480,-1107014752,1038469578,1032327591)+W(3,1034534022,1039704040,-1137717581,1045346698)+W(4,1055903799,1049346130,1057427995,-1103272826)+W(5,1040656272,-1111436999,1016775164,-1134653325)+W(6,-1093981294,-1099678446,-1098793998,-1090697510)+W(7,-1103403378,1041606598,1005246730,1013960373)+W(8,-1125235986,1003141514,1025012844,-1118748640)+W(9,1025335343,-1106833215,1029370155,-1099652851)+W(10,1026200342,-1131584400,1031806855,-1126277858)+W(11,1010568017,1032770798,-1124454216,1034190187);sum2=W(0,1023289146,1020437582,1009748873,1030199907)+W(1,1007345789,1010063617,1018930146,-1127799210)+W(2,1045862572,1028786959,-1120652794,1015917080)+W(3,-1117660774,-1106003069,1039304637,-1098471935)+W(4,-1095566322,-1132354231,-1090793815,1063879108)+W(5,-1107315270,1045942315,-1106431667,1048572904)+W(6,-1087461476,-1101737384,-1083542229,1069217208)+W(7,1056862945,-1153692567,-1111757292,1056217861)+W(8,1016132472,-1127607289,-1107157844,-1097091848)+W(9,-1098187278,-1116485608,1036040005,-1094693884)+W(10,1044890152,-1124440021,1037463572,1032502373)+W(11,1028169917,-1108513707,1034190881,-1108016950);WS(-1086218302,-1084258561); +sum1=W(0,1027347742,1021408948,-1127633782,1039366096)+W(1,-1116749595,1033396118,-1139872292,1025066091)+W(2,1041008695,1036310380,1035524367,1048593117)+W(3,-1138037400,1045683171,1032120647,1046369740)+W(4,1040638149,1041666443,1033011818,1050103608)+W(5,-1111907839,-1097626581,-1099416246,-1095221944)+W(6,-1088163117,-1103354245,-1094269524,-1122175629)+W(7,-1096387988,-1103712029,-1111740158,-1117250695)+W(8,1045697689,1033383494,1040895122,1042904478)+W(9,-1136050786,1018682217,-1126758410,-1121047845)+W(10,-1131589088,1033326017,-1132088142,1042877939)+W(11,-1131538396,1039834587,1030901630,1034112696);sum2=W(0,-1116225927,1030773056,-1122365237,1032148531)+W(1,-1127594672,1026422036,1023835916,-1131330830)+W(2,1020583173,1018516207,-1121497633,1032012136)+W(3,-1111134479,-1112679629,-1123177144,-1112996078)+W(4,-1120289762,-1142227828,1024002380,1050603076)+W(5,1040110681,-1109379336,-1102178993,-1102999759)+W(6,-1116630862,-1157244503,1045806125,1061490298)+W(7,-1104925089,-1096282325,-1103628682,-1116593585)+W(8,1037488437,-1120616119,-1122845130,1029135782)+W(9,-1122119114,1035818151,-1118358279,1024073644)+W(10,-1120774706,1021325617,-1124264052,1020114521)+W(11,-1129316292,-1129796491,1024324894,-1129630471);WS(-1092406524,-1089571522); +return clamp(mstd0 + 5.0 * vsum / wsum * mstd1, 0.0, 1.0); +} // nnedi3 +vec4 hook() { +vec4 ret = vec4(0.0); +vec4 samples[12]; +samples[0][0] = HOOKED_texOff(vec2(-2.0, -3.0)).x; +samples[0][1] = HOOKED_texOff(vec2(-2.0, -2.0)).x; +samples[0][2] = HOOKED_texOff(vec2(-2.0, -1.0)).x; +samples[0][3] = HOOKED_texOff(vec2(-2.0, 0.0)).x; +samples[1][0] = HOOKED_texOff(vec2(-2.0, 1.0)).x; +samples[1][1] = HOOKED_texOff(vec2(-2.0, 2.0)).x; +samples[1][2] = HOOKED_texOff(vec2(-2.0, 3.0)).x; +samples[1][3] = HOOKED_texOff(vec2(-2.0, 4.0)).x; +samples[2][0] = HOOKED_texOff(vec2(-1.0, -3.0)).x; +samples[2][1] = HOOKED_texOff(vec2(-1.0, -2.0)).x; +samples[2][2] = HOOKED_texOff(vec2(-1.0, -1.0)).x; +samples[2][3] = HOOKED_texOff(vec2(-1.0, 0.0)).x; +samples[3][0] = HOOKED_texOff(vec2(-1.0, 1.0)).x; +samples[3][1] = HOOKED_texOff(vec2(-1.0, 2.0)).x; +samples[3][2] = HOOKED_texOff(vec2(-1.0, 3.0)).x; +samples[3][3] = HOOKED_texOff(vec2(-1.0, 4.0)).x; +samples[4][0] = HOOKED_texOff(vec2(0.0, -3.0)).x; +samples[4][1] = HOOKED_texOff(vec2(0.0, -2.0)).x; +samples[4][2] = HOOKED_texOff(vec2(0.0, -1.0)).x; +samples[4][3] = HOOKED_texOff(vec2(0.0, 0.0)).x; +samples[5][0] = HOOKED_texOff(vec2(0.0, 1.0)).x; +samples[5][1] = HOOKED_texOff(vec2(0.0, 2.0)).x; +samples[5][2] = HOOKED_texOff(vec2(0.0, 3.0)).x; +samples[5][3] = HOOKED_texOff(vec2(0.0, 4.0)).x; +samples[6][0] = HOOKED_texOff(vec2(1.0, -3.0)).x; +samples[6][1] = HOOKED_texOff(vec2(1.0, -2.0)).x; +samples[6][2] = HOOKED_texOff(vec2(1.0, -1.0)).x; +samples[6][3] = HOOKED_texOff(vec2(1.0, 0.0)).x; +samples[7][0] = HOOKED_texOff(vec2(1.0, 1.0)).x; +samples[7][1] = HOOKED_texOff(vec2(1.0, 2.0)).x; +samples[7][2] = HOOKED_texOff(vec2(1.0, 3.0)).x; +samples[7][3] = HOOKED_texOff(vec2(1.0, 4.0)).x; +samples[8][0] = HOOKED_texOff(vec2(2.0, -3.0)).x; +samples[8][1] = HOOKED_texOff(vec2(2.0, -2.0)).x; +samples[8][2] = HOOKED_texOff(vec2(2.0, -1.0)).x; +samples[8][3] = HOOKED_texOff(vec2(2.0, 0.0)).x; +samples[9][0] = HOOKED_texOff(vec2(2.0, 1.0)).x; +samples[9][1] = HOOKED_texOff(vec2(2.0, 2.0)).x; +samples[9][2] = HOOKED_texOff(vec2(2.0, 3.0)).x; +samples[9][3] = HOOKED_texOff(vec2(2.0, 4.0)).x; +samples[10][0] = HOOKED_texOff(vec2(3.0, -3.0)).x; +samples[10][1] = HOOKED_texOff(vec2(3.0, -2.0)).x; +samples[10][2] = HOOKED_texOff(vec2(3.0, -1.0)).x; +samples[10][3] = HOOKED_texOff(vec2(3.0, 0.0)).x; +samples[11][0] = HOOKED_texOff(vec2(3.0, 1.0)).x; +samples[11][1] = HOOKED_texOff(vec2(3.0, 2.0)).x; +samples[11][2] = HOOKED_texOff(vec2(3.0, 3.0)).x; +samples[11][3] = HOOKED_texOff(vec2(3.0, 4.0)).x; +ret[0] = nnedi3(samples); +return ret; +} // hook +//!DESC NNEDI3 (combine_x, nns64, win8x6) +//!HOOK LUMA +//!BIND HOOKED +//!BIND nnedi3_int +//!WIDTH 2 HOOKED.w * +//!OFFSET -0.500000 0.000000 +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + if (dir.x < 0.0) { + return HOOKED_texOff(-dir); + } else { + return nnedi3_int_texOff(-dir); + } +} diff --git a/shaders/other/JointBilateral.glsl b/shaders/other/JointBilateral.glsl new file mode 100644 index 0000000..4ef2e80 --- /dev/null +++ b/shaders/other/JointBilateral.glsl @@ -0,0 +1,235 @@ +// MIT License + +// Copyright (c) 2023 João Chrisóstomo + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!PARAM chroma_offset_x +//!TYPE float +0.0 + +//!PARAM chroma_offset_y +//!TYPE float +0.0 + +//!HOOK CHROMA +//!BIND LUMA +//!BIND CHROMA +//!SAVE LUMA_LR +//!WIDTH CHROMA.w +//!HEIGHT LUMA.h +//!WHEN CHROMA.w LUMA.w < +//!DESC Joint Bilateral (Hermite 1st step, Downscaling Luma) + +float comp_wd(vec2 v) { + float x = min(length(v), 1.0); + return smoothstep(0.0, 1.0, 1.0 - x); +} + +vec4 hook() { + vec2 luma_pos = LUMA_pos; + luma_pos.x += chroma_offset_x / LUMA_size.x; + float start = ceil((luma_pos.x - (1.0 / CHROMA_size.x)) * LUMA_size.x - 0.5); + float end = floor((luma_pos.x + (1.0 / CHROMA_size.x)) * LUMA_size.x - 0.5); + + float wt = 0.0; + float luma_sum = 0.0; + vec2 pos = luma_pos; + + for (float dx = start.x; dx <= end.x; dx++) { + pos.x = LUMA_pt.x * (dx + 0.5); + vec2 dist = (pos - luma_pos) * CHROMA_size; + float wd = comp_wd(dist); + float luma_pix = LUMA_tex(pos).x; + luma_sum += wd * luma_pix; + wt += wd; + } + + vec4 output_pix = vec4(luma_sum /= wt, 0.0, 0.0, 1.0); + return clamp(output_pix, 0.0, 1.0); +} + +//!HOOK CHROMA +//!BIND LUMA_LR +//!BIND CHROMA +//!BIND LUMA +//!SAVE LUMA_LR +//!WIDTH CHROMA.w +//!HEIGHT CHROMA.h +//!WHEN CHROMA.w LUMA.w < +//!DESC Joint Bilateral (Hermite 2nd step, Downscaling Luma) + +float comp_wd(vec2 v) { + float x = min(length(v), 1.0); + return smoothstep(0.0, 1.0, 1.0 - x); +} + +vec4 hook() { + vec2 luma_pos = LUMA_LR_pos; + luma_pos.y += chroma_offset_y / LUMA_LR_size.y; + float start = ceil((luma_pos.y - (1.0 / CHROMA_size.y)) * LUMA_LR_size.y - 0.5); + float end = floor((luma_pos.y + (1.0 / CHROMA_size.y)) * LUMA_LR_size.y - 0.5); + + float wt = 0.0; + float luma_sum = 0.0; + vec2 pos = luma_pos; + + for (float dy = start; dy <= end; dy++) { + pos.y = LUMA_LR_pt.y * (dy + 0.5); + vec2 dist = (pos - luma_pos) * CHROMA_size; + float wd = comp_wd(dist); + float luma_pix = LUMA_LR_tex(pos).x; + luma_sum += wd * luma_pix; + wt += wd; + } + + vec4 output_pix = vec4(luma_sum /= wt, 0.0, 0.0, 1.0); + return clamp(output_pix, 0.0, 1.0); +} + +//!PARAM distance_coeff +//!TYPE float +//!MINIMUM 0.0 +2.0 + +//!PARAM intensity_coeff +//!TYPE float +//!MINIMUM 0.0 +128.0 + +//!HOOK CHROMA +//!BIND LUMA +//!BIND LUMA_LR +//!BIND HOOKED +//!WIDTH LUMA.w +//!HEIGHT LUMA.h +//!WHEN CHROMA.w LUMA.w < +//!OFFSET ALIGN +//!DESC Joint Bilateral (Upscaling Chroma) + +float comp_w(vec2 spatial_distance, float intensity_distance) { + return max(100.0 * exp(-distance_coeff * pow(length(spatial_distance), 2.0) - intensity_coeff * pow(intensity_distance, 2.0)), 1e-32); +} + +vec4 hook() { + float luma_zero = LUMA_texOff(0.0).x; + vec4 output_pix = vec4(0.0, 0.0, 0.0, 1.0); + + vec2 pp = HOOKED_pos * HOOKED_size - vec2(0.5); + vec2 fp = floor(pp); + pp -= fp; + +#ifdef HOOKED_gather + vec4 chroma_quads[4][2]; + chroma_quads[0][0] = HOOKED_gather(vec2((fp + vec2(0.0, 0.0)) * HOOKED_pt), 0); + chroma_quads[1][0] = HOOKED_gather(vec2((fp + vec2(2.0, 0.0)) * HOOKED_pt), 0); + chroma_quads[2][0] = HOOKED_gather(vec2((fp + vec2(0.0, 2.0)) * HOOKED_pt), 0); + chroma_quads[3][0] = HOOKED_gather(vec2((fp + vec2(2.0, 2.0)) * HOOKED_pt), 0); + chroma_quads[0][1] = HOOKED_gather(vec2((fp + vec2(0.0, 0.0)) * HOOKED_pt), 1); + chroma_quads[1][1] = HOOKED_gather(vec2((fp + vec2(2.0, 0.0)) * HOOKED_pt), 1); + chroma_quads[2][1] = HOOKED_gather(vec2((fp + vec2(0.0, 2.0)) * HOOKED_pt), 1); + chroma_quads[3][1] = HOOKED_gather(vec2((fp + vec2(2.0, 2.0)) * HOOKED_pt), 1); + + vec2 chroma_pixels[12]; + chroma_pixels[0] = vec2(chroma_quads[0][0].z, chroma_quads[0][1].z); + chroma_pixels[1] = vec2(chroma_quads[1][0].w, chroma_quads[1][1].w); + chroma_pixels[2] = vec2(chroma_quads[0][0].x, chroma_quads[0][1].x); + chroma_pixels[3] = vec2(chroma_quads[0][0].y, chroma_quads[0][1].y); + chroma_pixels[4] = vec2(chroma_quads[1][0].x, chroma_quads[1][1].x); + chroma_pixels[5] = vec2(chroma_quads[1][0].y, chroma_quads[1][1].y); + chroma_pixels[6] = vec2(chroma_quads[2][0].w, chroma_quads[2][1].w); + chroma_pixels[7] = vec2(chroma_quads[2][0].z, chroma_quads[2][1].z); + chroma_pixels[8] = vec2(chroma_quads[3][0].w, chroma_quads[3][1].w); + chroma_pixels[9] = vec2(chroma_quads[3][0].z, chroma_quads[3][1].z); + chroma_pixels[10] = vec2(chroma_quads[2][0].y, chroma_quads[2][1].y); + chroma_pixels[11] = vec2(chroma_quads[3][0].x, chroma_quads[3][1].x); + + vec4 luma_quads[4]; + luma_quads[0] = LUMA_LR_gather(vec2((fp + vec2(0.0, 0.0)) * HOOKED_pt), 0); + luma_quads[1] = LUMA_LR_gather(vec2((fp + vec2(2.0, 0.0)) * HOOKED_pt), 0); + luma_quads[2] = LUMA_LR_gather(vec2((fp + vec2(0.0, 2.0)) * HOOKED_pt), 0); + luma_quads[3] = LUMA_LR_gather(vec2((fp + vec2(2.0, 2.0)) * HOOKED_pt), 0); + + float luma_pixels[12]; + luma_pixels[0] = luma_quads[0].z; + luma_pixels[1] = luma_quads[1].w; + luma_pixels[2] = luma_quads[0].x; + luma_pixels[3] = luma_quads[0].y; + luma_pixels[4] = luma_quads[1].x; + luma_pixels[5] = luma_quads[1].y; + luma_pixels[6] = luma_quads[2].w; + luma_pixels[7] = luma_quads[2].z; + luma_pixels[8] = luma_quads[3].w; + luma_pixels[9] = luma_quads[3].z; + luma_pixels[10] = luma_quads[2].y; + luma_pixels[11] = luma_quads[3].x; +#else + vec2 chroma_pixels[12]; + chroma_pixels[0] = HOOKED_tex(vec2((fp + vec2(0.5, -0.5)) * HOOKED_pt)).xy; + chroma_pixels[1] = HOOKED_tex(vec2((fp + vec2(1.5, -0.5)) * HOOKED_pt)).xy; + chroma_pixels[2] = HOOKED_tex(vec2((fp + vec2(-0.5, 0.5)) * HOOKED_pt)).xy; + chroma_pixels[3] = HOOKED_tex(vec2((fp + vec2( 0.5, 0.5)) * HOOKED_pt)).xy; + chroma_pixels[4] = HOOKED_tex(vec2((fp + vec2( 1.5, 0.5)) * HOOKED_pt)).xy; + chroma_pixels[5] = HOOKED_tex(vec2((fp + vec2( 2.5, 0.5)) * HOOKED_pt)).xy; + chroma_pixels[6] = HOOKED_tex(vec2((fp + vec2(-0.5, 1.5)) * HOOKED_pt)).xy; + chroma_pixels[7] = HOOKED_tex(vec2((fp + vec2( 0.5, 1.5)) * HOOKED_pt)).xy; + chroma_pixels[8] = HOOKED_tex(vec2((fp + vec2( 1.5, 1.5)) * HOOKED_pt)).xy; + chroma_pixels[9] = HOOKED_tex(vec2((fp + vec2( 2.5, 1.5)) * HOOKED_pt)).xy; + chroma_pixels[10] = HOOKED_tex(vec2((fp + vec2( 0.5, 2.5)) * HOOKED_pt)).xy; + chroma_pixels[11] = HOOKED_tex(vec2((fp + vec2( 1.5, 2.5)) * HOOKED_pt)).xy; + + float luma_pixels[12]; + luma_pixels[0] = LUMA_LR_tex(vec2((fp + vec2(0.5, -0.5)) * HOOKED_pt)).x; + luma_pixels[1] = LUMA_LR_tex(vec2((fp + vec2(1.5, -0.5)) * HOOKED_pt)).x; + luma_pixels[2] = LUMA_LR_tex(vec2((fp + vec2(-0.5, 0.5)) * HOOKED_pt)).x; + luma_pixels[3] = LUMA_LR_tex(vec2((fp + vec2( 0.5, 0.5)) * HOOKED_pt)).x; + luma_pixels[4] = LUMA_LR_tex(vec2((fp + vec2( 1.5, 0.5)) * HOOKED_pt)).x; + luma_pixels[5] = LUMA_LR_tex(vec2((fp + vec2( 2.5, 0.5)) * HOOKED_pt)).x; + luma_pixels[6] = LUMA_LR_tex(vec2((fp + vec2(-0.5, 1.5)) * HOOKED_pt)).x; + luma_pixels[7] = LUMA_LR_tex(vec2((fp + vec2( 0.5, 1.5)) * HOOKED_pt)).x; + luma_pixels[8] = LUMA_LR_tex(vec2((fp + vec2( 1.5, 1.5)) * HOOKED_pt)).x; + luma_pixels[9] = LUMA_LR_tex(vec2((fp + vec2( 2.5, 1.5)) * HOOKED_pt)).x; + luma_pixels[10] = LUMA_LR_tex(vec2((fp + vec2( 0.5, 2.5)) * HOOKED_pt)).x; + luma_pixels[11] = LUMA_LR_tex(vec2((fp + vec2( 1.5, 2.5)) * HOOKED_pt)).x; +#endif + + float w[12]; + w[0] = comp_w(vec2( 0.0,-1.0) - pp, luma_zero - luma_pixels[0] ); + w[1] = comp_w(vec2( 1.0,-1.0) - pp, luma_zero - luma_pixels[1] ); + w[2] = comp_w(vec2(-1.0, 0.0) - pp, luma_zero - luma_pixels[2] ); + w[3] = comp_w(vec2( 0.0, 0.0) - pp, luma_zero - luma_pixels[3] ); + w[4] = comp_w(vec2( 1.0, 0.0) - pp, luma_zero - luma_pixels[4] ); + w[5] = comp_w(vec2( 2.0, 0.0) - pp, luma_zero - luma_pixels[5] ); + w[6] = comp_w(vec2(-1.0, 1.0) - pp, luma_zero - luma_pixels[6] ); + w[7] = comp_w(vec2( 0.0, 1.0) - pp, luma_zero - luma_pixels[7] ); + w[8] = comp_w(vec2( 1.0, 1.0) - pp, luma_zero - luma_pixels[8] ); + w[9] = comp_w(vec2( 2.0, 1.0) - pp, luma_zero - luma_pixels[9] ); + w[10] = comp_w(vec2( 0.0, 2.0) - pp, luma_zero - luma_pixels[10]); + w[11] = comp_w(vec2( 1.0, 2.0) - pp, luma_zero - luma_pixels[11]); + + float wt = 0.0; + vec2 ct = vec2(0.0); + for (int i = 0; i < 12; i++) { + wt += w[i]; + ct += w[i] * chroma_pixels[i]; + } + + output_pix.xy = clamp(ct / wt, 0.0, 1.0); + return output_pix; +} \ No newline at end of file diff --git a/shaders/other/PixelClipper.glsl b/shaders/other/PixelClipper.glsl new file mode 100644 index 0000000..ee3768f --- /dev/null +++ b/shaders/other/PixelClipper.glsl @@ -0,0 +1,186 @@ +// MIT License + +// Copyright (c) 2023 João Chrisóstomo + +// Permission is hereby granted, free of charge, to any person obtaining a copy +// of this software and associated documentation files (the "Software"), to deal +// in the Software without restriction, including without limitation the rights +// to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +// copies of the Software, and to permit persons to whom the Software is +// furnished to do so, subject to the following conditions: + +// The above copyright notice and this permission notice shall be included in all +// copies or substantial portions of the Software. + +// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +// OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +// SOFTWARE. + +//!HOOK POSTKERNEL +//!BIND POSTKERNEL +//!BIND PREKERNEL +//!DESC Pixel Clipper (Upscaling AR) +//!WHEN POSTKERNEL.w PREKERNEL.w / 1.000 > POSTKERNEL.h PREKERNEL.h / 1.000 > * + +#define TWELVE_TAP_AR 0 + +const float strength = 0.8; + +vec4 hook() { + vec2 pp = PREKERNEL_pos * PREKERNEL_size - vec2(0.5); + vec2 fp = floor(pp); + + vec4 f = PREKERNEL_tex(vec2((fp + vec2( 0.5, 0.5)) * PREKERNEL_pt)); + vec4 g = PREKERNEL_tex(vec2((fp + vec2( 1.5, 0.5)) * PREKERNEL_pt)); + vec4 j = PREKERNEL_tex(vec2((fp + vec2( 0.5, 1.5)) * PREKERNEL_pt)); + vec4 k = PREKERNEL_tex(vec2((fp + vec2( 1.5, 1.5)) * PREKERNEL_pt)); +#if (TWELVE_TAP_AR == 1) + vec4 b = PREKERNEL_tex(vec2((fp + vec2(0.5, -0.5)) * PREKERNEL_pt)); + vec4 c = PREKERNEL_tex(vec2((fp + vec2(1.5, -0.5)) * PREKERNEL_pt)); + vec4 e = PREKERNEL_tex(vec2((fp + vec2(-0.5, 0.5)) * PREKERNEL_pt)); + vec4 h = PREKERNEL_tex(vec2((fp + vec2( 2.5, 0.5)) * PREKERNEL_pt)); + vec4 i = PREKERNEL_tex(vec2((fp + vec2(-0.5, 1.5)) * PREKERNEL_pt)); + vec4 l = PREKERNEL_tex(vec2((fp + vec2( 2.5, 1.5)) * PREKERNEL_pt)); + vec4 n = PREKERNEL_tex(vec2((fp + vec2(0.5, 2.5) ) * PREKERNEL_pt)); + vec4 o = PREKERNEL_tex(vec2((fp + vec2(1.5, 2.5) ) * PREKERNEL_pt)); +#endif + + vec4 min_pix = vec4(1e8); + min_pix = min(min_pix, f); + min_pix = min(min_pix, g); + min_pix = min(min_pix, j); + min_pix = min(min_pix, k); +#if (TWELVE_TAP_AR == 1) + min_pix = min(min_pix, b); + min_pix = min(min_pix, c); + min_pix = min(min_pix, e); + min_pix = min(min_pix, h); + min_pix = min(min_pix, i); + min_pix = min(min_pix, l); + min_pix = min(min_pix, n); + min_pix = min(min_pix, o); +#endif + + vec4 max_pix = vec4(1e-8); + max_pix = max(max_pix, f); + max_pix = max(max_pix, g); + max_pix = max(max_pix, j); + max_pix = max(max_pix, k); +#if (TWELVE_TAP_AR == 1) + max_pix = max(max_pix, b); + max_pix = max(max_pix, c); + max_pix = max(max_pix, e); + max_pix = max(max_pix, h); + max_pix = max(max_pix, i); + max_pix = max(max_pix, l); + max_pix = max(max_pix, n); + max_pix = max(max_pix, o); +#endif + + //Sample current high-res pixel + vec4 hr_pix = POSTKERNEL_texOff(0.0); + + // Clamp the intensity so it doesn't ring + vec4 clipped = clamp(hr_pix, min_pix, max_pix); + return mix(hr_pix, clipped, strength); +} + +//!HOOK CHROMA_SCALED +//!BIND CHROMA +//!BIND CHROMA_SCALED +//!DESC Pixel Clipper (Chroma AR) +//!WHEN CHROMA_SCALED.w CHROMA.w / 1.000 > CHROMA_SCALED.h CHROMA.h / 1.000 > * + +#define TWELVE_TAP_AR 0 + +const float strength = 0.8; + +vec4 hook() { + vec2 pp = CHROMA_pos * CHROMA_size - vec2(0.5); + vec2 fp = floor(pp); + + vec4 f = CHROMA_tex(vec2((fp + vec2( 0.5, 0.5)) * CHROMA_pt)); + vec4 g = CHROMA_tex(vec2((fp + vec2( 1.5, 0.5)) * CHROMA_pt)); + vec4 j = CHROMA_tex(vec2((fp + vec2( 0.5, 1.5)) * CHROMA_pt)); + vec4 k = CHROMA_tex(vec2((fp + vec2( 1.5, 1.5)) * CHROMA_pt)); +#if (TWELVE_TAP_AR == 1) + vec4 b = CHROMA_tex(vec2((fp + vec2(0.5, -0.5)) * CHROMA_pt)); + vec4 c = CHROMA_tex(vec2((fp + vec2(1.5, -0.5)) * CHROMA_pt)); + vec4 e = CHROMA_tex(vec2((fp + vec2(-0.5, 0.5)) * CHROMA_pt)); + vec4 h = CHROMA_tex(vec2((fp + vec2( 2.5, 0.5)) * CHROMA_pt)); + vec4 i = CHROMA_tex(vec2((fp + vec2(-0.5, 1.5)) * CHROMA_pt)); + vec4 l = CHROMA_tex(vec2((fp + vec2( 2.5, 1.5)) * CHROMA_pt)); + vec4 n = CHROMA_tex(vec2((fp + vec2(0.5, 2.5) ) * CHROMA_pt)); + vec4 o = CHROMA_tex(vec2((fp + vec2(1.5, 2.5) ) * CHROMA_pt)); +#endif + + vec4 min_pix = vec4(1e8); + min_pix = min(min_pix, f); + min_pix = min(min_pix, g); + min_pix = min(min_pix, j); + min_pix = min(min_pix, k); +#if (TWELVE_TAP_AR == 1) + min_pix = min(min_pix, b); + min_pix = min(min_pix, c); + min_pix = min(min_pix, e); + min_pix = min(min_pix, h); + min_pix = min(min_pix, i); + min_pix = min(min_pix, l); + min_pix = min(min_pix, n); + min_pix = min(min_pix, o); +#endif + + vec4 max_pix = vec4(1e-8); + max_pix = max(max_pix, f); + max_pix = max(max_pix, g); + max_pix = max(max_pix, j); + max_pix = max(max_pix, k); +#if (TWELVE_TAP_AR == 1) + max_pix = max(max_pix, b); + max_pix = max(max_pix, c); + max_pix = max(max_pix, e); + max_pix = max(max_pix, h); + max_pix = max(max_pix, i); + max_pix = max(max_pix, l); + max_pix = max(max_pix, n); + max_pix = max(max_pix, o); +#endif + + //Sample current high-res pixel + vec4 hr_pix = CHROMA_SCALED_texOff(0.0); + + // Clamp the intensity so it doesn't ring + vec4 clipped = clamp(hr_pix, min_pix, max_pix); + return mix(hr_pix, clipped, strength); +} + +//!HOOK POSTKERNEL +//!BIND PREKERNEL +//!BIND POSTKERNEL +//!DESC Pixel Clipper (Downscaling AR) +//!WHEN POSTKERNEL.w PREKERNEL.w / 1.000 < POSTKERNEL.h PREKERNEL.h / 1.000 < * + +const float strength = 1.0; + +vec4 hook() { + int radius = int(ceil((PREKERNEL_size.x / POSTKERNEL_size.x) * 0.5)); + vec4 pix = vec4(0.0); + vec4 min_pix = vec4(1e8); + vec4 max_pix = vec4(1e-8); + + for (int dx = -radius; dx <= radius; dx++) { + for (int dy = -radius; dy <= radius; dy++) { + pix = PREKERNEL_texOff(vec2(dx, dy)); + min_pix = min(pix, min_pix); + max_pix = max(pix, max_pix); + } + } + + vec4 lr_pix = POSTKERNEL_texOff(0.0); + vec4 clipped = clamp(lr_pix, min_pix, max_pix); + return mix(lr_pix, clipped, strength); +} \ No newline at end of file diff --git a/shaders/other/color-alt_luma.glsl b/shaders/other/color-alt_luma.glsl new file mode 100644 index 0000000..0e98de9 --- /dev/null +++ b/shaders/other/color-alt_luma.glsl @@ -0,0 +1,11 @@ + +//!DESC color-alt_luma (Black & White) +//!HOOK LUMA +//!BIND HOOKED + +vec4 hook() +{ + float color = LUMA_texOff(0).x; + return vec4(1.0 - color); +} + diff --git a/shaders/other/colorlevel_expand.glsl b/shaders/other/colorlevel_expand.glsl new file mode 100644 index 0000000..ff51bc4 --- /dev/null +++ b/shaders/other/colorlevel_expand.glsl @@ -0,0 +1,13 @@ + +//!DESC color levels + +//!HOOK MAINPRESUB +//!BIND HOOKED + +const float min = 16.0 / 255.0; +const float max = 255.0 / (235.0 - 16.0); + +vec4 hook() +{ + return (HOOKED_texOff(0) - min) * max; +} + diff --git a/shaders/other/colorlevel_expand_chroma.glsl b/shaders/other/colorlevel_expand_chroma.glsl new file mode 100644 index 0000000..d0d8be4 --- /dev/null +++ b/shaders/other/colorlevel_expand_chroma.glsl @@ -0,0 +1,13 @@ + +//!DESC color levels + (CHROMA) +//!HOOK CHROMA +//!BIND HOOKED + +const float min = 16.0 / 255.0; +const float max = 255.0 / (240.0 - 16.0); + +vec4 hook() +{ + return (HOOKED_texOff(0) - min) * max; +} + diff --git a/shaders/other/colorlevel_expand_luma.glsl b/shaders/other/colorlevel_expand_luma.glsl new file mode 100644 index 0000000..b7220b8 --- /dev/null +++ b/shaders/other/colorlevel_expand_luma.glsl @@ -0,0 +1,13 @@ + +//!DESC color levels + (LUMA) +//!HOOK LUMA +//!BIND HOOKED + +const float min = 16.0 / 255.0; +const float max = 255.0 / (235.0 - 16.0); + +vec4 hook() +{ + return (HOOKED_texOff(0) - min) * max; +} + diff --git a/shaders/other/colorlevel_shrink.glsl b/shaders/other/colorlevel_shrink.glsl new file mode 100644 index 0000000..748a67d --- /dev/null +++ b/shaders/other/colorlevel_shrink.glsl @@ -0,0 +1,13 @@ + +//!DESC color levels - +//!HOOK MAINPRESUB +//!BIND HOOKED + +const float min = 16.0 / 255.0; +const float max = (235.0 - 16.0) / 255.0; + +vec4 hook() +{ + return (HOOKED_texOff(0) * max) + min; +} + diff --git a/shaders/other/colorlevel_shrink_chroma.glsl b/shaders/other/colorlevel_shrink_chroma.glsl new file mode 100644 index 0000000..a72ed58 --- /dev/null +++ b/shaders/other/colorlevel_shrink_chroma.glsl @@ -0,0 +1,13 @@ + +//!DESC color levels - (CHROMA) +//!HOOK CHROMA +//!BIND HOOKED + +const float min = 16.0 / 255.0; +const float max = (240.0 - 16.0) / 255.0; + +vec4 hook() +{ + return (HOOKED_texOff(0) * max) + min; +} + diff --git a/shaders/other/colorlevel_shrink_luma.glsl b/shaders/other/colorlevel_shrink_luma.glsl new file mode 100644 index 0000000..6bfccd0 --- /dev/null +++ b/shaders/other/colorlevel_shrink_luma.glsl @@ -0,0 +1,13 @@ + +//!DESC color levels - (LUMA) +//!HOOK LUMA +//!BIND HOOKED + +const float min = 16.0 / 255.0; +const float max = (235.0 - 16.0) / 255.0; + +vec4 hook() +{ + return (HOOKED_texOff(0) * max) + min; +} + diff --git a/shaders/other/colorlevels.glsl b/shaders/other/colorlevels.glsl new file mode 100644 index 0000000..9bd97e0 --- /dev/null +++ b/shaders/other/colorlevels.glsl @@ -0,0 +1,12 @@ +//!HOOK OUTPUT +//!BIND HOOKED +//!DESC signal range scaling +vec4 color = HOOKED_texOff(vec2(0.0, 0.0)); +vec4 hook() { + const float REFBLACK = ( 64. / 1023.); + const float REFWHITE = ( 940. / 1023.); + + color.rgb *= REFWHITE - REFBLACK; + color.rgb += REFBLACK; + return color; +} \ No newline at end of file diff --git a/shaders/other/minblur-usm.glsl b/shaders/other/minblur-usm.glsl new file mode 100644 index 0000000..b22dedd --- /dev/null +++ b/shaders/other/minblur-usm.glsl @@ -0,0 +1,72 @@ +//!DESC MinBlur-USM +//!HOOK LUMA +//!BIND HOOKED + +#define CMPSWAP(i, j) if (a[i] > a[j]) {\ + float t = a[i];\ + a[i] = a[j];\ + a[j] = t;\ +} + +float remove_grain_20() { + float r = 0.; + r += HOOKED_texOff(vec2(-1, -1)).x; + r += HOOKED_texOff(vec2(+0, -1)).x; + r += HOOKED_texOff(vec2(+1, -1)).x; + r += HOOKED_texOff(vec2(-1, +0)).x; + r += HOOKED_texOff(vec2(+0, +0)).x; + r += HOOKED_texOff(vec2(+1, +0)).x; + r += HOOKED_texOff(vec2(-1, +1)).x; + r += HOOKED_texOff(vec2(+0, +1)).x; + r += HOOKED_texOff(vec2(+1, +1)).x; + r /= 9; + return r; +} + +float remove_grain_11() { + float r = 0.; + r += HOOKED_texOff(vec2(-1, -1)).x * 1.; + r += HOOKED_texOff(vec2(+0, -1)).x * 2.; + r += HOOKED_texOff(vec2(+1, -1)).x * 1.; + r += HOOKED_texOff(vec2(-1, +0)).x * 2.; + r += HOOKED_texOff(vec2(+0, +0)).x * 4.; + r += HOOKED_texOff(vec2(+1, +0)).x * 2.; + r += HOOKED_texOff(vec2(-1, +1)).x * 1.; + r += HOOKED_texOff(vec2(+0, +1)).x * 2.; + r += HOOKED_texOff(vec2(+1, +1)).x * 1.; + r /= 16; + return r; +} + +float remove_grain_4() { + float a[9]; + a[0] = HOOKED_texOff(vec2(-1, -1)).x; + a[1] = HOOKED_texOff(vec2(+0, -1)).x; + a[2] = HOOKED_texOff(vec2(+1, -1)).x; + a[3] = HOOKED_texOff(vec2(-1, +0)).x; + a[4] = HOOKED_texOff(vec2(+0, +0)).x; + a[5] = HOOKED_texOff(vec2(+1, +0)).x; + a[6] = HOOKED_texOff(vec2(-1, +1)).x; + a[7] = HOOKED_texOff(vec2(+0, +1)).x; + a[8] = HOOKED_texOff(vec2(+1, +1)).x; + CMPSWAP(0, 1); CMPSWAP(2, 3); CMPSWAP(4, 5); CMPSWAP(7, 8); + CMPSWAP(0, 2); CMPSWAP(1, 3); CMPSWAP(6, 8); + CMPSWAP(1, 2); CMPSWAP(6, 7); CMPSWAP(5, 8); + CMPSWAP(4, 7); CMPSWAP(3, 8); + CMPSWAP(4, 6); CMPSWAP(5, 7); + CMPSWAP(5, 6); CMPSWAP(2, 7); + CMPSWAP(0, 5); CMPSWAP(1, 6); CMPSWAP(3, 7); + CMPSWAP(0, 4); CMPSWAP(1, 5); CMPSWAP(3, 6); + CMPSWAP(1, 4); CMPSWAP(2, 5); + CMPSWAP(2, 4); CMPSWAP(3, 5); + CMPSWAP(3, 4); + return a[4]; +} + +vec4 hook() { + float src = HOOKED_tex(HOOKED_pos).x; + float rg11 = remove_grain_11(); + float rg4 = remove_grain_4(); + float min_blur = (src - rg11) * (src - rg4) < 0 ? src : abs(src - rg11) < abs(src - rg4) ? rg11 : rg4; + return vec4(src + src - min_blur, 0, 0, 0); +} diff --git a/shaders/other/nlmeans_luma.glsl b/shaders/other/nlmeans_luma.glsl new file mode 100644 index 0000000..3e8a733 --- /dev/null +++ b/shaders/other/nlmeans_luma.glsl @@ -0,0 +1,1035 @@ +/* vi: ft=c + * + * Based on vf_nlmeans.c from FFmpeg. + * + * Copyright (c) 2022 an3223 + * Copyright (c) 2016 Clément Bœsch + * + * This program is free software: you can redistribute it and/or modify it + * under the terms of the GNU Lesser General Public License as published by + * the Free Software Foundation, either version 2.1 of the License, or (at + * your option) any later version. + * + * This program is distributed in the hope that it will be useful, but WITHOUT + * ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or + * FITNESS FOR A PARTICULAR PURPOSE. See the GNU Lesser General Public License + * for more details. + * + * You should have received a copy of the GNU Lesser General Public License + * along with this program. If not, see . + */ + +// Profile description: Luma only, saves some time by not processing the chroma plane. + +/* The recommended usage of this shader and its variant profiles is to add them + * to input.conf and then dispatch the appropriate shader via a keybind during + * media playback. Here is an example input.conf entry: + * + * F4 no-osd change-list glsl-shaders toggle "~~/shaders/nlmeans_luma.glsl"; show-text "Non-local means (LUMA only)" + * + * These shaders can also be enabled by default in mpv.conf, for example: + * + * glsl-shaders='~~/shaders/nlmeans.glsl' + * + * Both of the examples above assume the shaders are located in a subdirectory + * named "shaders" within mpv's config directory. Refer to the mpv + * documentation for more details. + * + * This shader is highly configurable via user variables below. Although the + * default settings should offer good quality at a reasonable speed, you are + * encouraged to tweak them to your preferences. Be mindful that certain + * settings may greatly affect speed. + * + * Denoising is most useful for noisy content. If there is no perceptible + * noise, you probably won't see a positive difference. + * + * The default settings are generally tuned for low noise and high detail + * preservation. The "medium" and "heavy" profiles are tuned for higher levels + * of noise. + * + * The denoiser will not work properly if the content has been upscaled + * beforehand, whether it was done by you or someone down the line. Consider + * issuing a command to downscale in the mpv console, like so: + * + * vf toggle scale=-2:720 + * + * ...replacing 720 with whatever resolution seems appropriate. Rerun the + * command to undo the downscale. It may take some trial-and-error to find the + * proper resolution. + */ + +/* Regarding speed + * + * Speed may vary wildly for different vo and gpu-api settings. Generally + * vo=gpu-next and gpu-api=vulkan are recommended for the best speed, but this + * may be different for your system. + * + * If your GPU doesn't support textureGather, or if you are on a version of mpv + * prior to 0.35.0, then consider setting RI/RFI to 0, or try the LQ and VLQ + * profiles. + * + * textureGather is LUMA only and limited to the following configurations: + * + * - PS={3,7}:P=3:PST=0:RI={0,1,3}:RFI={0,1,2}:M!=1 + * - Default, very fast, rotations and reflections should be free + * - If this is unusually slow then try changing gpu-api and vo + * - If it's still slow, try setting RI/RFI to 0. + * + * - PS=6:RI={0,1,3}:RFI={0,1,2} + * - Currently the only scalable variant + * - Patch shape is asymmetric on two axis + * - Rotations should have very little speed impact + * - Reflections may have a significant speed impact + * + * Options which always disable textureGather: + * - RF + * - PD + */ + +// The following is shader code injected from guided_s.glsl +/* vi: ft=c + * + * Copyright (c) 2022 an3223 + * + * This program is free software: you can redistribute it and/or modify it + * under the terms of the GNU Lesser General Public License as published by + * the Free Software Foundation, either version 2.1 of the License, or (at + * your option) any later version. + * + * This program is distributed in the hope that it will be useful, but WITHOUT + * ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or + * FITNESS FOR A PARTICULAR PURPOSE. See the GNU Lesser General Public License + * for more details. + * + * You should have received a copy of the GNU Lesser General Public License + * along with this program. If not, see . + */ + +//desc: "Self-guided" guided filter + +/* The radius can be adjusted with the MEANIP stage's downscaling factor. + * Higher numbers give a bigger radius. + * + * The E variable can be found in the A stage. + * + * The subsampling (fast guided filter) can be adjusted with the IP stage's + * downscaling factor. Higher numbers are faster. + */ + +//!HOOK LUMA +//!DESC Guided filter (IP) +//!BIND HOOKED +//!WIDTH HOOKED.w 1.0 / +//!HEIGHT HOOKED.h 1.0 / +//!SAVE _INJ_IP + +vec4 hook() +{ + return HOOKED_texOff(0); +} + +//!HOOK LUMA +//!DESC Guided filter (MEANIP) +//!BIND _INJ_IP +//!WIDTH _INJ_IP.w 2.0 / +//!HEIGHT _INJ_IP.h 2.0 / +//!SAVE _INJ_MEANIP + +vec4 hook() +{ +return _INJ_IP_texOff(0); +} + +//!HOOK LUMA +//!DESC Guided filter (_INJ_IP_SQ) +//!BIND _INJ_IP +//!WIDTH _INJ_IP.w +//!HEIGHT _INJ_IP.h +//!SAVE _INJ_IP_SQ + +vec4 hook() +{ +return _INJ_IP_texOff(0) * _INJ_IP_texOff(0); +} + +//!HOOK LUMA +//!DESC Guided filter (CORRIP) +//!BIND _INJ_IP_SQ +//!WIDTH _INJ_MEANIP.w +//!HEIGHT _INJ_MEANIP.h +//!SAVE _INJ_CORRIP + +vec4 hook() +{ +return _INJ_IP_SQ_texOff(0); +} + +//!HOOK LUMA +//!DESC Guided filter (A) +//!BIND _INJ_MEANIP +//!BIND _INJ_CORRIP +//!WIDTH _INJ_IP.w +//!HEIGHT _INJ_IP.h +//!SAVE _INJ_A + +#define E 0.001 + +vec4 hook() +{ +vec4 var = _INJ_CORRIP_texOff(0) - _INJ_MEANIP_texOff(0) * _INJ_MEANIP_texOff(0); + vec4 cov = var; + return cov / (var + E); +} + +//!HOOK LUMA +//!DESC Guided filter (B) +//!BIND _INJ_A +//!BIND _INJ_MEANIP +//!WIDTH _INJ_IP.w +//!HEIGHT _INJ_IP.h +//!SAVE _INJ_B + +vec4 hook() +{ +return _INJ_MEANIP_texOff(0) - _INJ_A_texOff(0) * _INJ_MEANIP_texOff(0); +} + +//!HOOK LUMA +//!DESC Guided filter (MEANA) +//!BIND _INJ_A +//!WIDTH _INJ_MEANIP.w +//!HEIGHT _INJ_MEANIP.h +//!SAVE _INJ_MEANA + +vec4 hook() +{ +return _INJ_A_texOff(0); +} + +//!HOOK LUMA +//!DESC Guided filter (MEANB) +//!BIND _INJ_B +//!WIDTH _INJ_MEANIP.w +//!HEIGHT _INJ_MEANIP.h +//!SAVE _INJ_MEANB + +vec4 hook() +{ +return _INJ_B_texOff(0); +} + +//!HOOK LUMA +//!DESC Guided filter +//!BIND HOOKED +//!BIND _INJ_MEANA +//!BIND _INJ_MEANB +//!SAVE RF_LUMA + +vec4 hook() +{ +return _INJ_MEANA_texOff(0) * HOOKED_texOff(0) + _INJ_MEANB_texOff(0); +} + +// End of source code injected from guided_s.glsl +//!HOOK LUMA +//!DESC Non-local means (downscale) +//!WIDTH LUMA.w 3 / +//!HEIGHT LUMA.h 3 / +//!BIND LUMA +//!SAVE EP + +vec4 hook() +{ + return LUMA_texOff(0); +} + +//!HOOK LUMA +//!DESC Non-local means (share) +//!BIND RF_LUMA +//!SAVE RF + +vec4 hook() +{ + return RF_LUMA_texOff(0); +} + +//!HOOK LUMA +//!BIND HOOKED +//!BIND RF_LUMA +//!BIND EP +//!BIND RF +//!DESC Non-local means (nlmeans_luma.glsl) + +/* User variables + * + * It is usually preferable to denoise chroma and luma differently, so the user + * variables for luma and chroma are split. + */ + +/* S = denoising factor + * P = patch size + * R = research size + * + * The denoising factor controls the level of blur, higher is blurrier. + * + * Patch size should usually be an odd number greater than or equal to 3. + * Higher values are slower and not always better. + * + * Research size usually be an odd number greater than or equal to 3. Higher + * values are usually better, but slower and offer diminishing returns. + * + * Even-numbered patch/research sizes will sample between pixels unless PS=6. + * It's not known whether this is ever useful behavior or not. This is + * incompatible with textureGather optimizations, so enable RF when using even + * patch/research sizes. + */ +#ifdef LUMA_raw +#define S 2.25 +#define P 3 +#define R 5 +#else +#define S 1.50 +#define P 3 +#define R 5 +#endif + +/* Adaptive sharpening + * + * Uses the blur incurred by denoising plus the weight map to perform an + * unsharp mask that gets applied most strongly to edges. + * + * Sharpening will amplify noise, so the denoising factor (S) should usually be + * increased to compensate. + * + * AS: 2 for sharpening, 1 for sharpening+denoising, 0 to disable + * ASF: Sharpening factor, higher numbers make a sharper underlying image + * ASP: Weight power, higher numbers use more of the sharp image + */ +#ifdef LUMA_raw +#define AS 0 +#define ASF 1.0 +#define ASP 2.0 +#else +#define AS 0 +#define ASF 1.0 +#define ASP 2.0 +#endif + +/* Starting weight + * + * Lower numbers give less weight to the pixel-of-interest, which may help + * handle higher noise levels, ringing, and may be useful for other things too? + * + * EPSILON should be used instead of zero to avoid divide-by-zero errors. The + * avg_weight variable may be used to make SW adapt to the local noise level, + * e.g., SW=max(avg_weight, EPSILON) + */ +#ifdef LUMA_raw +#define SW 1.0 +#else +#define SW 1.0 +#endif + +/* Weight discard + * + * Discard weights that fall below a fraction of the average weight. This culls + * the most dissimilar samples from the blur, yielding a much more pleasant + * result, especially around edges. + * + * WD: + * - 2: True average. Very good quality, but slower and uses more memory. + * - 1: Moving cumulative average. Inaccurate, tends to blur directionally. + * - 0: Disable + * + * WDT: Threshold coefficient, higher numbers discard more + * WDP (WD=1): Higher numbers reduce the threshold more for small sample sizes + */ +#ifdef LUMA_raw +#define WD 2 +#define WDT 1.0 +#define WDP 6.0 +#else +#define WD 2 +#define WDT 1.0 +#define WDP 6.0 +#endif + +/* Search shape + * + * Determines the shape of patches and research zones. Different shapes have + * different speed and quality characteristics. Every shape (besides square) is + * smaller than square. + * + * PS applies applies to patches, RS applies to research zones. + * + * 0: square (symmetrical) + * 1: horizontal line (asymmetric) + * 2: vertical line (asymmetric) + * 3: diamond (symmetrical) + * 4: triangle (asymmetric, pointing upward) + * 5: truncated triangle (asymmetric on two axis, last row halved) + * 6: even sized square (asymmetric on two axis) + * 7: plus (symmetrical) + */ +#ifdef LUMA_raw +#define RS 3 +#define PS 3 +#else +#define RS 3 +#define PS 3 +#endif + +/* Rotational/reflectional invariance + * + * Number of rotations/reflections to try for each patch comparison. Slow, but + * improves feature preservation, although adding more rotations/reflections + * gives diminishing returns. The most similar rotation/reflection will be used. + * + * The angle in degrees of each rotation is 360/(RI+1), so RI=1 will do a + * single 180 degree rotation, RI=3 will do three 90 degree rotations, etc. + * + * RI: Rotational invariance + * RFI (0 to 2): Reflectional invariance + */ +#ifdef LUMA_raw +#define RI 3 +#define RFI 2 +#else +#define RI 0 +#define RFI 0 +#endif + +/* Temporal denoising + * + * Caveats: + * - Slower, each frame needs to be researched + * - Requires vo=gpu-next and nlmeans_temporal.glsl + * - Luma-only (this is a bug) + * - Buggy + * + * Gather samples across multiple frames. May cause motion blur and may + * struggle more with noise that persists across multiple frames (compression + * noise, repeating frames), but can work very well on high quality video. + * + * Motion estimation (ME) should improve quality without impacting speed. + * + * T: number of frames used + * ME: motion estimation, 0 for none, 1 for max weight, 2 for weighted avg + */ +#ifdef LUMA_raw +#define T 0 +#define ME 1 +#else +#define T 0 +#define ME 0 +#endif + +/* Spatial kernel + * + * Increasing the spatial denoising factor (SS) reduces the weight of further + * pixels. + * + * Spatial distortion instructs the spatial kernel to view that axis as + * closer/further, for instance SD=(1,1,0.5) would make the temporal axis + * appear closer and increase blur between frames. + * + * The intra-patch variants do not yet have well-understood effects. They are + * intended to make large patch sizes more useful. Likely slower. + * + * SS: spatial denoising factor + * SD: spatial distortion (X, Y, time) + * PSS: intra-patch spatial denoising factor + * PST: enables intra-patch spatial kernel if P>=PST, 0 fully disables + * PSD: intra-patch spatial distortion (X, Y) + */ +#ifdef LUMA_raw +#define SS 0.25 +#define SD vec3(1,1,1) +#define PST 0 +#define PSS 0.0 +#define PSD vec2(1,1) +#else +#define SS 0.25 +#define SD vec3(1,1,1) +#define PST 0 +#define PSS 0.0 +#define PSD vec2(1,1) +#endif + +/* Extremes preserve + * + * Reduces denoising around very bright/dark areas. The downscaling factor of + * EP (located near the top of this shader) controls the area sampled for + * luminance (higher numbers consider more area). + * + * EP: 1 to enable, 0 to disable + * DP: EP strength on dark patches, 0 to fully denoise + * BP: EP strength on bright patches, 0 to fully denoise + */ +#ifdef LUMA_raw +#define EP 1 +#define BP 0.75 +#define DP 0.25 +#else +#define EP 0 +#define BP 0.0 +#define DP 0.0 +#endif + +/* Robust filtering + * + * This setting is dependent on code generation from nlmeans_cfg, so this + * setting can only be enabled via nlmeans_cfg. + * + * Compares the pixel-of-interest against downscaled pixels. + * + * This will virtually always improve quality, but will always disable + * textureGather optimizations. + * + * The downscale factor can be modified in the WIDTH/HEIGHT directives for the + * RF texture (for CHROMA, RGB) and RF_LUMA (LUMA only) textures near the top + * of this shader, higher numbers increase blur. + * + * Any notation of RF as a positive number should be assumed to be referring to + * the downscaling factor, e.g., RF=3 means RF is set to 1 and the downscaling + * factor is set to 3. + */ +#ifdef LUMA_raw +#define RF 1 +#else +#define RF 1 +#endif + +/* Blur factor + * + * 0 to 1, only useful for alternative estimators. You're probably looking for + * "S" (denoising factor), go back to the top of the shader! + */ +#ifdef LUMA_raw +#define BF 1.0 +#else +#define BF 1.0 +#endif + +/* ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS */ +/* ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS */ +/* ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS */ +/* ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS */ +/* ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS * ADVANCED OPTIONS */ + +// Scaling factor (should match WIDTH/HEIGHT) +#ifdef LUMA_raw +#define SF 1 +#else +#define SF 1 +#endif + +/* Estimator + * + * 0: means + * 1: Euclidean medians (extremely slow, may be good for heavy noise) + * 2: weight map (not a denoiser, maybe useful for generating image masks) + * 3: weighted median intensity (slow, may be good for heavy noise) + */ +#ifdef LUMA_raw +#define M 0 +#else +#define M 0 +#endif + +// Patch donut (probably useless) +#ifdef LUMA_raw +#define PD 0 +#else +#define PD 0 +#endif + +// Duplicate 1st weight +#ifdef LUMA_raw +#define D1W 0 +#else +#define D1W 0 +#endif + +/* Shader code */ + +#define EPSILON 0.00000000001 + +#if PS == 6 +const int hp = P/2; +#else +const float hp = int(P/2) - 0.5*(1-(P%2)); // sample between pixels for even patch sizes +#endif + +#if RS == 6 +const int hr = R/2; +#else +const float hr = int(R/2) - 0.5*(1-(R%2)); // sample between pixels for even research sizes +#endif + +// donut increment, increments without landing on (0,0,0) +// much faster than a "continue" statement +#define DINCR(z,c) (z.c++,(z.c += int(z == vec3(0)))) + +// search shapes and their corresponding areas +#define S_1X1(z) for (z = vec3(0); z.x <= 0; z.x++) + +#define S_TRIANGLE(z,hz,incr) for (z.y = -hz; z.y <= 0; z.y++) for (z.x = -abs(abs(z.y) - hz); z.x <= abs(abs(z.y) - hz); incr) +#define S_TRUNC_TRIANGLE(z,hz,incr) for (z.y = -hz; z.y <= 0; z.y++) for (z.x = -abs(abs(z.y) - hz); z.x <= abs(abs(z.y) - hz)*int(z.y!=0); incr) +#define S_TRIANGLE_A(hz,Z) int(pow(hz, 2)+Z) + +#define S_DIAMOND(z,hz,incr) for (z.x = -hz; z.x <= hz; z.x++) for (z.y = -abs(abs(z.x) - hz); z.y <= abs(abs(z.x) - hz); incr) +#define S_DIAMOND_A(hz,Z) int(pow(hz, 2)*2+Z) + +#define S_VERTICAL(z,hz,incr) for (z.x = 0; z.x <= 0; z.x++) for (z.y = -hz; z.y <= hz; incr) +#define S_HORIZONTAL(z,hz,incr) for (z.x = -hz; z.x <= hz; incr) for (z.y = 0; z.y <= 0; z.y++) + +#define S_PLUS(z,hz,incr) for (z.x = -hz; z.x <= hz; z.x++) for (z.y = -hz * int(z.x == 0); z.y <= hz * int(z.x == 0); incr) +#define S_PLUS_A(hz,Z) (Z*2 - 1) + +#define S_SQUARE(z,hz,incr) for (z.x = -hz; z.x <= hz; z.x++) for (z.y = -hz; z.y <= hz; incr) +#define S_SQUARE_EVEN(z,hz,incr) for (z.x = -hz; z.x < hz; z.x++) for (z.y = -hz; z.y < hz; incr) + +#define T1 (T+1) +#define FOR_FRAME(r) for (r.z = 0; r.z < T1; r.z++) + +// Skip comparing the pixel-of-interest against itself, unless RF is enabled +#if RF +#define RINCR(z,c) (z.c++) +#else +#define RINCR DINCR +#endif + +#define R_AREA(a) (a * T1 + RF-1) + +// research shapes +#if R == 0 || R == 1 +#define FOR_RESEARCH(r) S_1X1(r) +const int r_area = R_AREA(1); +#elif RS == 7 +#define FOR_RESEARCH(r) S_PLUS(r,hr,RINCR(r,y)) +const int r_area = R_AREA(S_PLUS_A(hr,R)); +#elif RS == 6 +#define FOR_RESEARCH(r) S_SQUARE_EVEN(r,hr,RINCR(r,y)) +const int r_area = R_AREA(R*R); +#elif RS == 5 +#define FOR_RESEARCH(r) S_TRUNC_TRIANGLE(r,hr,RINCR(r,x)) +const int r_area = R_AREA(S_TRIANGLE_A(hr,hr)); +#elif RS == 4 +#define FOR_RESEARCH(r) S_TRIANGLE(r,hr,RINCR(r,x)) +const int r_area = R_AREA(S_TRIANGLE_A(hr,R)); +#elif RS == 3 +#define FOR_RESEARCH(r) S_DIAMOND(r,hr,RINCR(r,y)) +const int r_area = R_AREA(S_DIAMOND_A(hr,R)); +#elif RS == 2 +#define FOR_RESEARCH(r) S_VERTICAL(r,hr,RINCR(r,y)) +const int r_area = R_AREA(R); +#elif RS == 1 +#define FOR_RESEARCH(r) S_HORIZONTAL(r,hr,RINCR(r,x)) +const int r_area = R_AREA(R); +#elif RS == 0 +#define FOR_RESEARCH(r) S_SQUARE(r,hr,RINCR(r,y)) +const int r_area = R_AREA(R*R); +#endif + +#define RI1 (RI+1) +#define RFI1 (RFI+1) + +#if RI +#define FOR_ROTATION for (float ri = 0; ri < 360; ri+=360.0/RI1) +#else +#define FOR_ROTATION +#endif + +#if RFI +#define FOR_REFLECTION for (int rfi = 0; rfi < RFI1; rfi++) +#else +#define FOR_REFLECTION +#endif + +#if PD +#define PINCR DINCR +#else +#define PINCR(z,c) (z.c++) +#endif + +#define P_AREA(a) (a - PD) + +// patch shapes +#if P == 0 || P == 1 +#define FOR_PATCH(p) S_1X1(p) +const int p_area = P_AREA(1); +#elif PS == 7 +#define FOR_PATCH(p) S_PLUS(p,hp,PINCR(p,y)) +const int p_area = P_AREA(S_PLUS_A(hp,P)); +#elif PS == 6 +#define FOR_PATCH(p) S_SQUARE_EVEN(p,hp,PINCR(p,y)) +const int p_area = P_AREA(P*P); +#elif PS == 5 +#define FOR_PATCH(p) S_TRUNC_TRIANGLE(p,hp,PINCR(p,x)) +const int p_area = P_AREA(S_TRIANGLE_A(hp,hp)); +#elif PS == 4 +#define FOR_PATCH(p) S_TRIANGLE(p,hp,PINCR(p,x)) +const int p_area = P_AREA(S_TRIANGLE_A(hp,P)); +#elif PS == 3 +#define FOR_PATCH(p) S_DIAMOND(p,hp,PINCR(p,y)) +const int p_area = P_AREA(S_DIAMOND_A(hp,P)); +#elif PS == 2 +#define FOR_PATCH(p) S_VERTICAL(p,hp,PINCR(p,y)) +const int p_area = P_AREA(P); +#elif PS == 1 +#define FOR_PATCH(p) S_HORIZONTAL(p,hp,PINCR(p,x)) +const int p_area = P_AREA(P); +#elif PS == 0 +#define FOR_PATCH(p) S_SQUARE(p,hp,PINCR(p,y)) +const int p_area = P_AREA(P*P); +#endif + +const float r_scale = 1.0/r_area; +const float p_scale = 1.0/p_area; + +#define load_(off) HOOKED_tex(HOOKED_pos + HOOKED_pt * vec2(off)) + +#if RF && defined(LUMA_raw) +#define load2_(off) RF_LUMA_tex(RF_LUMA_pos + RF_LUMA_pt * vec2(off)) +#define gather_offs(off, off_arr) (RF_LUMA_mul * vec4(textureGatherOffsets(RF_LUMA_raw, RF_LUMA_pos + vec2(off) * RF_LUMA_pt, off_arr))) +#define gather(off) RF_LUMA_gather(RF_LUMA_pos + (off) * RF_LUMA_pt, 0) +#elif RF && D1W +#define load2_(off) RF_tex(RF_pos + RF_pt * vec2(off)) +#define gather_offs(off, off_arr) (RF_mul * vec4(textureGatherOffsets(RF_raw, RF_pos + vec2(off) * RF_pt, off_arr))) +#define gather(off) RF_gather(RF_pos + (off) * RF_pt, 0) +#elif RF +#define load2_(off) RF_tex(RF_pos + RF_pt * vec2(off)) +#else +#define load2_(off) HOOKED_tex(HOOKED_pos + HOOKED_pt * vec2(off)) +#define gather_offs(off, off_arr) (HOOKED_mul * vec4(textureGatherOffsets(HOOKED_raw, HOOKED_pos + vec2(off) * HOOKED_pt, off_arr))) +#define gather(off) HOOKED_gather(HOOKED_pos + (off)*HOOKED_pt, 0) +#endif + +#if T +vec4 load(vec3 off) +{ + switch (int(off.z)) { + case 0: return load_(off); + } +} +vec4 load2(vec3 off) +{ + switch (int(off.z)) { + case 0: return load2_(off); + } +} +#else +#define load(off) load_(off) +#define load2(off) load2_(off) +#endif + +vec4 poi = load(vec3(0)); // pixel-of-interest +vec4 poi2 = load2(vec3(0)); // guide pixel-of-interest + +#if RI // rotation +vec2 rot(vec2 p, float d) +{ + return vec2( + p.x * cos(radians(d)) - p.y * sin(radians(d)), + p.y * sin(radians(d)) + p.x * cos(radians(d)) + ); +} +#else +#define rot(p, d) (p) +#endif + +#if RFI // reflection +vec2 ref(vec2 p, int d) +{ + switch (d) { + case 0: return p; + case 1: return p * vec2(1, -1); + case 2: return p * vec2(-1, 1); + } +} +#else +#define ref(p, d) (p) +#endif + +vec4 patch_comparison(vec3 r, vec3 r2) +{ + vec3 p; + vec4 min_rot = vec4(p_area); + + FOR_ROTATION FOR_REFLECTION { + vec4 pdiff_sq = vec4(0); + FOR_PATCH(p) { + vec3 transformed_p = vec3(ref(rot(p.xy, ri), rfi), p.z); + vec4 diff_sq = pow(load2(p + r2) - load2((transformed_p + r) * SF), vec4(2)); +#if PST && P >= PST + float pdist = exp(-pow(length(p.xy*PSD)*PSS, 2)); + diff_sq = pow(max(diff_sq, EPSILON), vec4(pdist)); +#endif + pdiff_sq += diff_sq; + } + min_rot = min(min_rot, pdiff_sq); + } + + return min_rot * p_scale; +} + +#define NO_GATHER (PD == 0) // never textureGather if any of these conditions are false +#define REGULAR_ROTATIONS (RI == 0 || RI == 1 || RI == 3) + +#if (defined(LUMA_gather) || D1W) && ((PS == 3 || PS == 7) && P == 3) && PST == 0 && M != 1 && REGULAR_ROTATIONS && NO_GATHER +// 3x3 diamond/plus patch_comparison_gather +const ivec2 offsets[4] = { ivec2(0,-1), ivec2(-1,0), ivec2(0,1), ivec2(1,0) }; +const ivec2 offsets_sf[4] = { ivec2(0,-1) * SF, ivec2(-1,0) * SF, ivec2(0,1) * SF, ivec2(1,0) * SF }; +vec4 poi_patch = gather_offs(0, offsets); +vec4 patch_comparison_gather(vec3 r, vec3 r2) +{ + float min_rot = p_area - 1; + vec4 transformer = gather_offs(r, offsets_sf); + FOR_ROTATION { + FOR_REFLECTION { + float diff_sq = dot(pow(poi_patch - transformer, vec4(2)), vec4(1)); + min_rot = min(diff_sq, min_rot); +#if RFI + switch(rfi) { + case 0: transformer = transformer.zyxw; break; + case 1: transformer = transformer.zwxy; break; // undoes last mirror, performs another mirror + case 2: transformer = transformer.zyxw; break; // undoes last mirror + } +#endif + } +#if RI == 3 + transformer = transformer.wxyz; +#elif RI == 1 + transformer = transformer.zwxy; +#endif + } + return vec4(min_rot + pow(poi2.x - load2(r).x, 2), 0, 0, 0) * p_scale; +} +#elif (defined(LUMA_gather) || D1W) && PS == 6 && REGULAR_ROTATIONS && NO_GATHER +// tiled even square patch_comparison_gather +vec4 patch_comparison_gather(vec3 r, vec3 r2) +{ + vec2 tile; + float min_rot = p_area; + + /* gather order: + * w z + * x y + */ + FOR_ROTATION FOR_REFLECTION { + float pdiff_sq = 0; + for (tile.x = -hp; tile.x < hp; tile.x+=2) for (tile.y = -hp; tile.y < hp; tile.y+=2) { + vec4 poi_patch = gather(tile + r2.xy); + vec4 transformer = gather(ref(rot(tile + 0.5, ri), rfi) - 0.5 + r.xy); + +#if RI + for (float i = 0; i < ri; i+=90) + transformer = transformer.wxyz; // rotate 90 degrees +#endif +#if RFI // XXX output is a little off + switch(rfi) { + case 1: transformer = transformer.zyxw; break; + case 2: transformer = transformer.xwzy; break; + } +#endif + + vec4 diff_sq = pow(poi_patch - transformer, vec4(2)); +#if PST && P >= PST + vec4 pdist = vec4( + exp(-pow(length((tile+vec2(0,1))*PSD)*PSS, 2)), + exp(-pow(length((tile+vec2(1,1))*PSD)*PSS, 2)), + exp(-pow(length((tile+vec2(1,0))*PSD)*PSS, 2)), + exp(-pow(length((tile+vec2(0,0))*PSD)*PSS, 2)) + ); + diff_sq = pow(max(diff_sq, EPSILON), pdist); +#endif + pdiff_sq += dot(diff_sq, vec4(1)); + } + min_rot = min(min_rot, pdiff_sq); + } + + return vec4(min_rot, 0, 0, 0) * p_scale; +} +#else +#define patch_comparison_gather patch_comparison +#endif + +vec4 hook() +{ + vec4 total_weight = vec4(0); + vec4 sum = vec4(0); + vec4 result = vec4(0); + + vec3 r = vec3(0); + vec3 p = vec3(0); + vec3 me = vec3(0); + +#if T && ME == 1 // temporal & motion estimation + vec3 me_tmp = vec3(0); + float maxweight = 0; +#elif T && ME == 2 // temporal & motion estimation + vec3 me_sum = vec3(0); + float me_weight = 0; +#endif + +#if WD == 2 || M == 3 // weight discard, weighted median intensities + int r_index = 0; + vec4 all_weights[r_area]; + vec4 all_pixels[r_area]; +#elif WD == 1 // weight discard + vec4 no_weights = vec4(0); + vec4 discard_total_weight = vec4(0); + vec4 discard_sum = vec4(0); +#endif + +#if M == 1 // Euclidean medians + vec4 minsum = vec4(0); +#endif + + FOR_FRAME(r) { +#if T && ME == 1 // temporal & motion estimation max weight + if (r.z > 0) { + me += me_tmp; + me_tmp = vec3(0); + maxweight = 0; + } +#elif T && ME == 2 // temporal & motion estimation weighted average + if (r.z > 0) { + me += round(me_sum / me_weight); + me_sum = vec3(0); + me_weight = 0; + } +#endif + FOR_RESEARCH(r) { + // main NLM logic + const float h = S*0.013; + const float pdiff_scale = 1.0/(h*h); + vec4 pdiff_sq = (r.z == 0) ? patch_comparison_gather(r+me, vec3(0)) : patch_comparison(r+me, vec3(0)); + vec4 weight = exp(-pdiff_sq * pdiff_scale); + +#if T && ME == 1 // temporal & motion estimation max weight + me_tmp = vec3(r.xy,0) * step(maxweight, weight.x) + me_tmp * (1 - step(maxweight, weight.x)); + maxweight = max(maxweight, weight.x); +#elif T && ME == 2 // temporal & motion estimation weighted average + me_sum += vec3(r.xy,0) * weight.x; + me_weight += weight.x; +#endif + +#if D1W + weight = vec4(weight.x); +#endif + + weight *= exp(-pow(length(r*SD)*SS, 2)); // spatial kernel + +#if WD == 2 || M == 3 // weight discard, weighted median intensity + all_weights[r_index] = weight; + all_pixels[r_index] = load(r+me); + r_index++; +#elif WD == 1 // weight discard + vec4 wd_scale = 1.0/max(no_weights, 1); + vec4 keeps = step(total_weight*wd_scale * WDT*exp(-wd_scale*WDP), weight); + discard_sum += load(r+me) * weight * (1 - keeps); + discard_total_weight += weight * (1 - keeps); + no_weights += keeps; +#endif + + sum += load(r+me) * weight; + total_weight += weight; + +#if M == 1 // Euclidean median + // Based on: https://arxiv.org/abs/1207.3056 + // XXX might not work with ME + vec3 r2; + vec4 wpdist_sum = vec4(0); + FOR_FRAME(r2) FOR_RESEARCH(r2) { + vec4 pdist = (r.z + r2.z) == 0 ? patch_comparison_gather(r+me, r2+me) : patch_comparison(r+me, r2+me); + wpdist_sum += sqrt(pdist) * (1-weight); + } + + vec4 newmin = step(wpdist_sum, minsum); // wpdist_sum <= minsum + newmin *= 1 - step(wpdist_sum, vec4(0)); // && wpdist_sum > 0 + newmin += step(minsum, vec4(0)); // || minsum <= 0 + newmin = min(newmin, 1); + + minsum = (newmin * wpdist_sum) + ((1-newmin) * minsum); + result = (newmin * load(r+me)) + ((1-newmin) * result); +#endif + } // FOR_RESEARCH + } // FOR_FRAME + +#if T // temporal +#endif + + vec4 avg_weight = total_weight * r_scale; + vec4 old_avg_weight = avg_weight; + +#if WD == 2 // true average + total_weight = vec4(0); + sum = vec4(0); + vec4 no_weights = vec4(0); + + for (int i = 0; i < r_area; i++) { + vec4 keeps = step(avg_weight*WDT, all_weights[i]); + all_weights[i] *= keeps; + sum += all_pixels[i] * all_weights[i]; + total_weight += all_weights[i]; + no_weights += keeps; + } +#elif WD == 1 // moving cumulative average + total_weight -= discard_total_weight; + sum -= discard_sum; +#endif +#if WD // weight discard + avg_weight = total_weight / no_weights; +#endif + + total_weight += SW; + sum += poi * SW; + +#if M == 3 // weighted median intensity + const float hr_area = r_area/2.0; + vec4 is_median, gt, lt, gte, lte, neq; + + for (int i = 0; i < r_area; i++) { + gt = lt = vec4(0); + for (int j = 0; j < r_area; j++) { + gte = step(all_pixels[i]*all_weights[i], all_pixels[j]*all_weights[j]); + lte = step(all_pixels[j]*all_weights[j], all_pixels[i]*all_weights[i]); + neq = 1 - gte * lte; + gt += gte * neq; + lt += lte * neq; + } + is_median = step(gt, vec4(hr_area)) * step(lt, vec4(hr_area)); + result += step(result, vec4(0)) * is_median * all_pixels[i]; + } +#elif M == 2 // weight map + result = avg_weight; +#elif M == 0 // mean + result = sum / total_weight; +#endif + +#if AS == 1 // sharpen+denoise + vec4 sharpened = result + (poi - result) * ASF; + vec4 sharpening_power = pow(avg_weight, vec4(ASP)); +#elif AS == 2 // sharpen only + vec4 sharpened = poi + (poi - result) * ASF; + vec4 sharpening_power = pow(avg_weight, vec4(ASP)); +#endif + +#if EP // extremes preserve + float luminance = EP_texOff(0).x; + // EPSILON is needed since pow(0,0) is undefined + float ep_weight = pow(max(min(1-luminance, luminance)*2, EPSILON), (luminance < 0.5 ? DP : BP)); + result = mix(poi, result, ep_weight); +#endif + +#if AS == 1 // sharpen+denoise + result = mix(sharpened, result, sharpening_power); +#elif AS == 2 // sharpen only + result = mix(sharpened, poi, sharpening_power); +#endif + + return mix(poi, result, BF); +} + diff --git a/shaders/other/noise_static_chroma.glsl b/shaders/other/noise_static_chroma.glsl new file mode 100644 index 0000000..cb94cb6 --- /dev/null +++ b/shaders/other/noise_static_chroma.glsl @@ -0,0 +1,23 @@ + +//!DESC Reduce static noise (chroma) +//!HOOK CHROMA +//!BIND HOOKED + +// Change this to tune the strength of the noise +// Apparently this has to be float on some setups +#define STRENGTH 48.0 + +// PRNG taken from mpv's deband shader +float mod289(float x) { return x - floor(x / 289.0) * 289.0; } +float permute(float x) { return mod289((34.0*x + 1.0) * x); } +float rand(float x) { return fract(x / 41.0); } + +vec4 hook() { + vec3 _m = vec3(HOOKED_pos, 0.5) + vec3(1.0); + float h = permute(permute(permute(_m.x)+_m.y)+_m.z); + vec4 noise; + noise.x = rand(h); h = permute(h); + noise.y = rand(h); + return HOOKED_tex(HOOKED_pos) + vec4(STRENGTH/8192.0) * (noise - 0.5); +} + diff --git a/shaders/other/noise_static_luma.glsl b/shaders/other/noise_static_luma.glsl new file mode 100644 index 0000000..ee0287d --- /dev/null +++ b/shaders/other/noise_static_luma.glsl @@ -0,0 +1,22 @@ + +//!DESC Reduce static noise (luma) +//!HOOK LUMA +//!BIND HOOKED + +// Change this to tune the strength of the noise +// Apparently this has to be float on some setups +#define STRENGTH 48.0 + +// PRNG taken from mpv's deband shader +float mod289(float x) { return x - floor(x / 289.0) * 289.0; } +float permute(float x) { return mod289((34.0*x + 1.0) * x); } +float rand(float x) { return fract(x / 41.0); } + +vec4 hook() { + vec3 _m = vec3(HOOKED_pos, 1.0) + vec3(1.0); + float h = permute(permute(permute(_m.x)+_m.y)+_m.z); + vec4 noise; + noise.x = rand(h); + return HOOKED_tex(HOOKED_pos) + vec4(STRENGTH/8192.0) * (noise - 0.5); +} + diff --git a/shaders/other/sdr_normalize.glsl b/shaders/other/sdr_normalize.glsl new file mode 100644 index 0000000..a8ce08a --- /dev/null +++ b/shaders/other/sdr_normalize.glsl @@ -0,0 +1,220 @@ +// https://www.itu.int/rec/R-REC-BT.1886 + +//!HOOK OUTPUT +//!BIND HOOKED +//!DESC transfer function (bt.1886, inverse) + +float bt1886_eotf(float V, float gamma, float Lw, float Lb) { + float a = pow(pow(Lw, 1.0 / gamma) - pow(Lb, 1.0 / gamma), gamma); + float b = pow(Lb, 1.0 / gamma) / (pow(Lw, 1.0 / gamma) - pow(Lb, 1.0 / gamma)); + float L = a * pow(max(V + b, 0.0), gamma); + return L; +} + +vec3 bt1886_eotf(vec3 color, float gamma, float Lw, float Lb) { + return vec3( + bt1886_eotf(color.r, gamma, Lw, Lb), + bt1886_eotf(color.g, gamma, Lw, Lb), + bt1886_eotf(color.b, gamma, Lw, Lb) + ); +} + +vec4 hook() { + vec4 color = HOOKED_tex(HOOKED_pos); + + color.rgb = bt1886_eotf(color.rgb, 2.4, 1.0, 0.001); + + return color; +} + +//!TEXTURE TONE +//!SIZE 1024 1 +//!FORMAT rgba16f +//!FILTER LINEAR +//!BORDER REPEAT +//!STORAGE + +//!HOOK OUTPUT +//!BIND HOOKED +//!BIND TONE +//!SAVE GARB +//!WIDTH 4096 +//!HEIGHT 1 +//!DESC bake lut + +float bezier(float t, float a, float b, float c) { + a = mix(a, b, t); + b = mix(b, c, t); + a = mix(a, b, t); + return a; +} + +vec2 bezier(float t, vec2 a, vec2 b, vec2 c) { + return vec2( + bezier(t, a.x, b.x, c.x), + bezier(t, a.y, b.y, c.y) + ); +} + +vec4 hook() { + vec2 b = bezier(HOOKED_pos.x, vec2(0.0, 0.0), vec2(0.5, 0.8), vec2(1.0, 1.0)); + imageStore(TONE, ivec2(int(1023.0 * b.x), 0), vec4(vec3(b.y), 1.0)); + + vec4 color = HOOKED_texOff(0); + return color; +} + +//!HOOK OUTPUT +//!BIND HOOKED +//!BIND TONE +//!DESC tone-mapping + +float cbrt(float x) { + return sign(x) * pow(abs(x), 1.0 / 3.0); +} + +vec3 RGB_to_XYZ(vec3 RGB) { + mat3 M = mat3( + 0.41239079926595934, 0.357584339383878, 0.1804807884018343, + 0.21263900587151027, 0.715168678767756, 0.07219231536073371, + 0.01933081871559182, 0.11919477979462598, 0.9505321522496607); + return RGB * M; +} + +vec3 XYZ_to_RGB(vec3 XYZ) { + mat3 M = mat3( + 3.2409699419045226, -1.537383177570094, -0.4986107602930034, + -0.9692436362808796, 1.8759675015077202, 0.04155505740717559, + 0.05563007969699366, -0.20397695888897652, 1.0569715142428786); + return XYZ * M; +} + +vec3 XYZ_to_LMS(vec3 XYZ) { + mat3 M = mat3( + 0.8190224379967030, 0.3619062600528904, -0.1288737815209879, + 0.0329836539323885, 0.9292868615863434, 0.0361446663506424, + 0.0481771893596242, 0.2642395317527308, 0.6335478284694309); + return XYZ * M; +} + +vec3 LMS_to_XYZ(vec3 LMS) { + mat3 M = mat3( + 1.2268798758459243, -0.5578149944602171, 0.2813910456659647, + -0.0405757452148008, 1.1122868032803170, -0.0717110580655164, + -0.0763729366746601, -0.4214933324022432, 1.5869240198367816); + return LMS * M; +} + +vec3 LMS_to_Lab(vec3 LMS) { + mat3 M = mat3( + 0.2104542683093140, 0.7936177747023054, -0.0040720430116193, + 1.9779985324311684, -2.4285922420485799, 0.4505937096174110, + 0.0259040424655478, 0.7827717124575296, -0.8086757549230774); + + LMS = vec3( + cbrt(LMS.x), + cbrt(LMS.y), + cbrt(LMS.z) + ); + + return LMS * M; +} + +vec3 Lab_to_LMS(vec3 Lab) { + mat3 M = mat3( + 1.0000000000000000, 0.3963377773761749, 0.2158037573099136, + 1.0000000000000000, -0.1055613458156586, -0.0638541728258133, + 1.0000000000000000, -0.0894841775298119, -1.2914855480194092); + + Lab = Lab * M; + + return vec3( + pow(Lab.x, 3.0), + pow(Lab.y, 3.0), + pow(Lab.z, 3.0) + ); +} + +float L_to_Lr(float x) { + const float k1 = 0.206; + const float k2 = 0.03; + const float k3 = (1.0 + k1) / (1.0 + k2); + return 0.5 * (k3 * x - k1 + sqrt(pow(k3 * x - k1, 2.0) + 4.0 * k2 * k3 * x)); +} + +float Lr_to_L(float x) { + const float k1 = 0.206; + const float k2 = 0.03; + const float k3 = (1.0 + k1) / (1.0 + k2); + return (x * (x + k1)) / (k3 * (x + k2)); +} + +vec3 RGB_to_Lab(vec3 color) { + color = RGB_to_XYZ(color); + color = XYZ_to_LMS(color); + color = LMS_to_Lab(color); + color.x = L_to_Lr(color.x); + return color; +} + +vec3 Lab_to_RGB(vec3 color) { + color.x = Lr_to_L(color.x); + color = Lab_to_LMS(color); + color = LMS_to_XYZ(color); + color = XYZ_to_RGB(color); + return color; +} + +float curve(float x) { + // TODO: remove two compare + if (x <= 1e-6) + return 0.0; + if (x >= 1.0 - 1e-6) + return 1.0; + return imageLoad(TONE, ivec2(int(1023.0 * x), 0)).x; +} + +vec3 tone_mapping_ictcp(vec3 ICtCp) { + float I2 = curve(ICtCp.x); + ICtCp.yz *= max(ICtCp.x / I2, I2 / ICtCp.x); + ICtCp.x = I2; + + return ICtCp; +} + +vec4 hook() { + vec4 color = HOOKED_texOff(0); + + color.rgb = RGB_to_Lab(color.rgb); + color.rgb = tone_mapping_ictcp(color.rgb); + color.rgb = Lab_to_RGB(color.rgb); + + return color; +} + +//!HOOK OUTPUT +//!BIND HOOKED +//!DESC transfer function (bt.1886) + +float bt1886_eotf_inv(float L, float gamma, float Lw, float Lb) { + float a = pow(pow(Lw, 1.0 / gamma) - pow(Lb, 1.0 / gamma), gamma); + float b = pow(Lb, 1.0 / gamma) / (pow(Lw, 1.0 / gamma) - pow(Lb, 1.0 / gamma)); + float V = pow(max(L / a, 0.0), 1.0 / gamma) - b; + return V; +} + +vec3 bt1886_eotf_inv(vec3 color, float gamma, float Lw, float Lb) { + return vec3( + bt1886_eotf_inv(color.r, gamma, Lw, Lb), + bt1886_eotf_inv(color.g, gamma, Lw, Lb), + bt1886_eotf_inv(color.b, gamma, Lw, Lb) + ); +} + +vec4 hook() { + vec4 color = HOOKED_tex(HOOKED_pos); + + color.rgb = bt1886_eotf_inv(color.rgb, 2.4, 1.0, 0.001); + + return color; +} \ No newline at end of file diff --git a/shaders/other/unsharp-masking_blur.glsl b/shaders/other/unsharp-masking_blur.glsl new file mode 100644 index 0000000..6b8d4f0 --- /dev/null +++ b/shaders/other/unsharp-masking_blur.glsl @@ -0,0 +1,24 @@ + +//!DESC unsharp-masking_blur +//!HOOK MAIN +//!BIND HOOKED + +#define BLUR -1.0 // terrible when below -2 + +vec4 hook() +{ + const float st1 = 1.2; + vec4 p = HOOKED_tex(HOOKED_pos); + vec4 sum1 = HOOKED_texOff(st1 * vec2(+1, +1)) + + HOOKED_texOff(st1 * vec2(+1, -1)) + + HOOKED_texOff(st1 * vec2(-1, +1)) + + HOOKED_texOff(st1 * vec2(-1, -1)); + const float st2 = 1.5; + vec4 sum2 = HOOKED_texOff(st2 * vec2(+1, 0)) + + HOOKED_texOff(st2 * vec2( 0, +1)) + + HOOKED_texOff(st2 * vec2(-1, 0)) + + HOOKED_texOff(st2 * vec2( 0, -1)); + vec4 t = p * 0.859375 + sum2 * -0.1171875 + sum1 * -0.09765625; + return p + t * BLUR; +} + diff --git a/shaders/other/unsharp-masking_sharpen.glsl b/shaders/other/unsharp-masking_sharpen.glsl new file mode 100644 index 0000000..8cc25b8 --- /dev/null +++ b/shaders/other/unsharp-masking_sharpen.glsl @@ -0,0 +1,24 @@ + +//!DESC unsharp-masking_sharpen +//!HOOK MAIN +//!BIND HOOKED + +#define SHARPEN 1.0 // terrible when over 3 + +vec4 hook() +{ + const float st1 = 1.2; + vec4 p = HOOKED_tex(HOOKED_pos); + vec4 sum1 = HOOKED_texOff(st1 * vec2(+1, +1)) + + HOOKED_texOff(st1 * vec2(+1, -1)) + + HOOKED_texOff(st1 * vec2(-1, +1)) + + HOOKED_texOff(st1 * vec2(-1, -1)); + const float st2 = 1.5; + vec4 sum2 = HOOKED_texOff(st2 * vec2(+1, 0)) + + HOOKED_texOff(st2 * vec2( 0, +1)) + + HOOKED_texOff(st2 * vec2(-1, 0)) + + HOOKED_texOff(st2 * vec2( 0, -1)); + vec4 t = p * 0.859375 + sum2 * -0.1171875 + sum1 * -0.09765625; + return p + t * SHARPEN; +} + diff --git a/shaders/other/unsharp.glsl b/shaders/other/unsharp.glsl new file mode 100644 index 0000000..236c722 --- /dev/null +++ b/shaders/other/unsharp.glsl @@ -0,0 +1,45 @@ + +//!DESC unsharp +//!HOOK SCALED +//!BIND HOOKED + +#define effect_width 1 +#define coeff_blur 0.9 + +#define coeff_orig (1 + coeff_blur) + +#define Src(a,b) HOOKED_texOff(vec2(a,b)) +#define dx (effect_width) +#define dy (effect_width) + +vec4 hook() +{ + + // Retrieves the original pixel + vec4 orig = Src(0,0); + + // Calculates blurred image (gaussian blur) + vec4 c1 = Src(-dx,-dy); + vec4 c2 = Src(0,-dy); + vec4 c3 = Src(dx,-dy); + vec4 c4 = Src(-dx,0); + vec4 c5 = Src(dx,0); + vec4 c6 = Src(-dx,dy); + vec4 c7 = Src(0,dy); + vec4 c8 = Src(dx,dy); + + // gaussian blur filter + // [ 1, 2 , 1 ] + // [ 2, 4 , 2 ] + // [ 1, 2 , 1 ] + // c1 c2 c3 + // c4 c5 + // c6 c7 c8 + vec4 blur = (c1 + c3 + c6 + c8 + 2 * (c2 + c4 + c5 + c7) + 4 * orig)/16; + + // The blurred image is substracted from the origginal image + vec4 corr = coeff_orig*orig - coeff_blur*blur; + + return corr; +} + diff --git a/shaders/ravu/gather/ravu-lite-ar-r2.glsl b/shaders/ravu/gather/ravu-lite-ar-r2.glsl new file mode 100644 index 0000000..0ccca76 --- /dev/null +++ b/shaders/ravu/gather/ravu-lite-ar-r2.glsl @@ -0,0 +1,147 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Lite-AR (step1, r2) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_lut2 +//!SAVE ravu_lite_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 4 +vec4 hook() { +vec4 gather0 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +vec2 gather2 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0).wz; +vec2 gather6 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0).wx; +float luma8 = HOOKED_texOff(vec2(1.0, 1.0)).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (gather0.z-gather0.w); +gy = (gather0.x-gather0.w); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (gather0.y-gather0.x); +gy = (gather2.x-gather0.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (gather2.y-gather2.x); +gy = (gather2.x-gather0.x); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (gather6.x-gather0.w)/2.0; +gy = (gather0.y-gather0.z); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (gather6.y-gather0.x)/2.0; +gy = (gather2.y-gather0.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.13080118386382833; +gx = (luma8-gather2.x)/2.0; +gy = (gather2.y-gather0.y); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (gather6.x-gather0.z); +gy = (gather6.y-gather6.x); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (gather6.y-gather0.y); +gy = (luma8-gather6.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma8-gather2.y); +gy = (luma8-gather6.y); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence + 0.5) / 288.0; +vec4 res = vec4(0.0), w; +vec4 lo = vec4(0.0), hi = vec4(0.0), lo2 = vec4(0.0), hi2 = vec4(0.0), wg, cg4, cg4_1; +w = texture(ravu_lite_lut2, vec2(0.1, coord_y)); +wg = max(vec4(0.0), w); +res += gather0.w * w + luma8 * w.wzyx; +cg4 = vec4(0.1 + gather0.w, 1.1 - gather0.w, 0.1 + luma8, 1.1 - luma8); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.3, coord_y)); +wg = max(vec4(0.0), w); +res += gather0.x * w + gather6.y * w.wzyx; +cg4 = vec4(0.1 + gather0.x, 1.1 - gather0.x, 0.1 + gather6.y, 1.1 - gather6.y); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.5, coord_y)); +wg = max(vec4(0.0), w); +res += gather2.x * w + gather6.x * w.wzyx; +cg4 = vec4(0.1 + gather2.x, 1.1 - gather2.x, 0.1 + gather6.x, 1.1 - gather6.x); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.7, coord_y)); +wg = max(vec4(0.0), w); +res += gather0.z * w + gather2.y * w.wzyx; +cg4 = vec4(0.1 + gather0.z, 1.1 - gather0.z, 0.1 + gather2.y, 1.1 - gather2.y); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.9, coord_y)); +wg = max(vec4(0.0), w); +res += gather0.y * w; +vec2 cg2 = vec2(0.1 + gather0.y, 1.1 - gather0.y); +vec2 cg2_1 = cg2; +cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2; +hi += cg2.x * wg; +lo += cg2.y * wg; +cg2 *= cg2_1; +hi2 += cg2.x * wg; +lo2 += cg2.y * wg; +lo = 1.1 - lo2 / lo; +hi = hi2 / hi - 0.1; +res = mix(res, clamp(res, lo, hi), 0.800000); +return res; +} +//!DESC RAVU-Lite-AR (step2, r2) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_int +//!WIDTH 2 HOOKED.w * +//!HEIGHT 2 HOOKED.h * +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 1 +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + int idx = int(dir.x > 0.0) * 2 + int(dir.y > 0.0); + return vec4(ravu_lite_int_texOff(-dir)[idx], 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_lite_lut2 +//!SIZE 5 288 +//!FORMAT rgba16f +//!FILTER NEAREST 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diff --git a/shaders/ravu/gather/ravu-lite-ar-r3.glsl b/shaders/ravu/gather/ravu-lite-ar-r3.glsl new file mode 100644 index 0000000..ec6d6a8 --- /dev/null +++ b/shaders/ravu/gather/ravu-lite-ar-r3.glsl @@ -0,0 +1,186 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Lite-AR (step1, r3) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_lut3 +//!SAVE ravu_lite_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 4 +vec4 hook() { +vec4 gather0 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, -2), 0); +vec4 gather2 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 0), 0); +vec2 gather4 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-2, 2), 0).wz; +vec4 gather10 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, -2), 0); +vec4 gather12 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 0), 0); +vec2 gather14 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(0, 2), 0).wz; +vec2 gather20 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, -2), 0).wx; +vec2 gather22 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(2, 0), 0).wx; +float luma24 = HOOKED_texOff(vec2(2.0, 2.0)).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (gather10.x-gather0.x)/2.0; +gy = (gather2.z-gather0.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (gather12.w-gather2.w)/2.0; +gy = (gather2.y-gather0.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (gather12.x-gather2.x)/2.0; +gy = (gather4.y-gather2.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (gather10.y-gather0.y)/2.0; +gy = (gather12.w-gather10.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (gather12.z-gather2.z)/2.0; +gy = (gather12.x-gather10.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.13080118386382833; +gx = (gather12.y-gather2.y)/2.0; +gy = (gather14.x-gather12.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (gather20.y-gather10.x)/2.0; +gy = (gather12.z-gather10.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (gather22.x-gather12.w)/2.0; +gy = (gather12.y-gather10.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (gather22.y-gather12.x)/2.0; +gy = (gather14.y-gather12.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence + 0.5) / 288.0; +vec4 res = vec4(0.0), w; +vec4 lo = vec4(0.0), hi = vec4(0.0), lo2 = vec4(0.0), hi2 = vec4(0.0), wg, cg4, cg4_1; +w = texture(ravu_lite_lut3, vec2(0.038461538461538464, coord_y)); +res += gather0.w * w + luma24 * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.11538461538461539, coord_y)); +res += gather0.x * w + gather22.y * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.19230769230769232, coord_y)); +wg = max(vec4(0.0), w); +res += gather2.w * w + gather22.x * w.wzyx; +cg4 = vec4(0.1 + gather2.w, 1.1 - gather2.w, 0.1 + gather22.x, 1.1 - gather22.x); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.2692307692307692, coord_y)); +res += gather2.x * w + gather20.y * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.34615384615384615, coord_y)); +res += gather4.x * w + gather20.x * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.4230769230769231, coord_y)); +res += gather0.z * w + gather14.y * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.5, coord_y)); +wg = max(vec4(0.0), w); +res += gather0.y * w + gather12.y * w.wzyx; +cg4 = vec4(0.1 + gather0.y, 1.1 - gather0.y, 0.1 + gather12.y, 1.1 - gather12.y); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.5769230769230769, coord_y)); +wg = max(vec4(0.0), w); +res += gather2.z * w + gather12.z * w.wzyx; +cg4 = vec4(0.1 + gather2.z, 1.1 - gather2.z, 0.1 + gather12.z, 1.1 - gather12.z); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.6538461538461539, coord_y)); +wg = max(vec4(0.0), w); +res += gather2.y * w + gather10.y * w.wzyx; +cg4 = vec4(0.1 + gather2.y, 1.1 - gather2.y, 0.1 + gather10.y, 1.1 - gather10.y); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.7307692307692307, coord_y)); +res += gather4.y * w + gather10.z * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.8076923076923077, coord_y)); +wg = max(vec4(0.0), w); +res += gather10.w * w + gather14.x * w.wzyx; +cg4 = vec4(0.1 + gather10.w, 1.1 - gather10.w, 0.1 + gather14.x, 1.1 - gather14.x); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.8846153846153846, coord_y)); +wg = max(vec4(0.0), w); +res += gather10.x * w + gather12.x * w.wzyx; +cg4 = vec4(0.1 + gather10.x, 1.1 - gather10.x, 0.1 + gather12.x, 1.1 - gather12.x); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.9615384615384616, coord_y)); +wg = max(vec4(0.0), w); +res += gather12.w * w; +vec2 cg2 = vec2(0.1 + gather12.w, 1.1 - gather12.w); +vec2 cg2_1 = cg2; +cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2; +hi += cg2.x * wg; +lo += cg2.y * wg; +cg2 *= cg2_1; +hi2 += cg2.x * wg; +lo2 += cg2.y * wg; +lo = 1.1 - lo2 / lo; +hi = hi2 / hi - 0.1; +res = mix(res, clamp(res, lo, hi), 0.800000); +return res; +} +//!DESC RAVU-Lite-AR (step2, r3) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_int +//!WIDTH 2 HOOKED.w * +//!HEIGHT 2 HOOKED.h * +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 1 +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + int idx = int(dir.x > 0.0) * 2 + int(dir.y > 0.0); + return vec4(ravu_lite_int_texOff(-dir)[idx], 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_lite_lut3 +//!SIZE 13 288 +//!FORMAT rgba16f +//!FILTER NEAREST 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diff --git a/shaders/ravu/gather/ravu-lite-ar-r4.glsl b/shaders/ravu/gather/ravu-lite-ar-r4.glsl new file mode 100644 index 0000000..2c4dc07 --- /dev/null +++ b/shaders/ravu/gather/ravu-lite-ar-r4.glsl @@ -0,0 +1,265 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Lite-AR (step1, r4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_lut4 +//!SAVE ravu_lite_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 4 +vec4 hook() { +vec4 gather0 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -3), 0); +vec4 gather2 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, -1), 0); +vec4 gather4 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 1), 0); +vec2 gather6 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-3, 3), 0).wz; +vec4 gather14 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -3), 0); +vec4 gather16 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, -1), 0); +vec4 gather18 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 1), 0); +vec2 gather20 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(-1, 3), 0).wz; +vec4 gather28 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -3), 0); +vec4 gather30 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, -1), 0); +vec4 gather32 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 1), 0); +vec2 gather34 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(1, 3), 0).wz; +vec2 gather42 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -3), 0).wx; +vec2 gather44 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, -1), 0).wx; +vec2 gather46 = HOOKED_mul * textureGatherOffset(HOOKED_raw, HOOKED_pos, ivec2(3, 1), 0).wx; +float luma48 = HOOKED_texOff(vec2(3.0, 3.0)).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (gather14.x-gather0.x)/2.0; +gy = (gather2.z-gather0.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +gx = (gather16.w-gather2.w)/2.0; +gy = (gather2.y-gather0.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather16.x-gather2.x)/2.0; +gy = (gather4.z-gather2.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (gather18.w-gather4.w)/2.0; +gy = (gather4.y-gather2.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather18.x-gather4.x)/2.0; +gy = (gather6.y-gather4.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +gx = (gather14.y-gather0.y)/2.0; +gy = (gather16.w-gather14.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather16.z-gather2.z)/2.0; +gy = (gather16.x-gather14.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (gather16.y-gather2.y)/2.0; +gy = (gather18.w-gather16.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (gather18.z-gather4.z)/2.0; +gy = (gather18.x-gather16.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (gather18.y-gather4.y)/2.0; +gy = (gather20.x-gather18.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather28.x-gather14.x)/2.0; +gy = (gather16.z-gather14.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (gather30.w-gather16.w)/2.0; +gy = (gather16.y-gather14.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (gather30.x-gather16.x)/2.0; +gy = (gather18.z-gather16.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06319146241026467; +gx = (gather32.w-gather18.w)/2.0; +gy = (gather18.y-gather16.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (gather32.x-gather18.x)/2.0; +gy = (gather20.y-gather18.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (gather28.y-gather14.y)/2.0; +gy = (gather30.w-gather28.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather30.z-gather16.z)/2.0; +gy = (gather30.x-gather28.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (gather30.y-gather16.y)/2.0; +gy = (gather32.w-gather30.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (gather32.z-gather18.z)/2.0; +gy = (gather32.x-gather30.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (gather32.y-gather18.y)/2.0; +gy = (gather34.x-gather32.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather42.y-gather28.x)/2.0; +gy = (gather30.z-gather28.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +gx = (gather44.x-gather30.w)/2.0; +gy = (gather30.y-gather28.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather44.y-gather30.x)/2.0; +gy = (gather32.z-gather30.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (gather46.x-gather32.w)/2.0; +gy = (gather32.y-gather30.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (gather46.y-gather32.x)/2.0; +gy = (gather34.y-gather32.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence + 0.5) / 288.0; +vec4 res = vec4(0.0), w; +vec4 lo = vec4(0.0), hi = vec4(0.0), lo2 = vec4(0.0), hi2 = vec4(0.0), wg, cg4, cg4_1; +w = texture(ravu_lite_lut4, vec2(0.02, coord_y)); +res += gather0.w * w + luma48 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.06, coord_y)); +res += gather0.x * w + gather46.y * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.1, coord_y)); +res += gather2.w * w + gather46.x * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.14, coord_y)); +res += gather2.x * w + gather44.y * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.18, coord_y)); +res += gather4.w * w + gather44.x * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.22, coord_y)); +res += gather4.x * w + gather42.y * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.26, coord_y)); +res += gather6.x * w + gather42.x * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.3, coord_y)); +res += gather0.z * w + gather34.y * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.34, coord_y)); +res += gather0.y * w + gather32.y * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.38, coord_y)); +res += gather2.z * w + gather32.z * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.42, coord_y)); +wg = max(vec4(0.0), w); +res += gather2.y * w + gather30.y * w.wzyx; +cg4 = vec4(0.1 + gather2.y, 1.1 - gather2.y, 0.1 + gather30.y, 1.1 - gather30.y); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.46, coord_y)); +res += gather4.z * w + gather30.z * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.5, coord_y)); +res += gather4.y * w + gather28.y * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.54, coord_y)); +res += gather6.y * w + gather28.z * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.58, coord_y)); +res += gather14.w * w + gather34.x * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.62, coord_y)); +res += gather14.x * w + gather32.x * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.66, coord_y)); +wg = max(vec4(0.0), w); +res += gather16.w * w + gather32.w * w.wzyx; +cg4 = vec4(0.1 + gather16.w, 1.1 - gather16.w, 0.1 + gather32.w, 1.1 - gather32.w); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.7, coord_y)); +wg = max(vec4(0.0), w); +res += gather16.x * w + gather30.x * w.wzyx; +cg4 = vec4(0.1 + gather16.x, 1.1 - gather16.x, 0.1 + gather30.x, 1.1 - gather30.x); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.74, coord_y)); +wg = max(vec4(0.0), w); +res += gather18.w * w + gather30.w * w.wzyx; +cg4 = vec4(0.1 + gather18.w, 1.1 - gather18.w, 0.1 + gather30.w, 1.1 - gather30.w); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.78, coord_y)); +res += gather18.x * w + gather28.x * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.82, coord_y)); +res += gather20.x * w + gather28.w * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.86, coord_y)); +res += gather14.z * w + gather20.y * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.9, coord_y)); +wg = max(vec4(0.0), w); +res += gather14.y * w + gather18.y * w.wzyx; +cg4 = vec4(0.1 + gather14.y, 1.1 - gather14.y, 0.1 + gather18.y, 1.1 - gather18.y); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.94, coord_y)); +wg = max(vec4(0.0), w); +res += gather16.z * w + gather18.z * w.wzyx; +cg4 = vec4(0.1 + gather16.z, 1.1 - gather16.z, 0.1 + gather18.z, 1.1 - gather18.z); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.98, coord_y)); +wg = max(vec4(0.0), w); +res += gather16.y * w; +vec2 cg2 = vec2(0.1 + gather16.y, 1.1 - gather16.y); +vec2 cg2_1 = cg2; +cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2; +hi += cg2.x * wg; +lo += cg2.y * wg; +cg2 *= cg2_1; +hi2 += cg2.x * wg; +lo2 += cg2.y * wg; +lo = 1.1 - lo2 / lo; +hi = hi2 / hi - 0.1; +res = mix(res, clamp(res, lo, hi), 0.800000); +return res; +} +//!DESC RAVU-Lite-AR (step2, r4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_int +//!WIDTH 2 HOOKED.w * +//!HEIGHT 2 HOOKED.h * +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 1 +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + int idx = int(dir.x > 0.0) * 2 + int(dir.y > 0.0); + return vec4(ravu_lite_int_texOff(-dir)[idx], 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_lite_lut4 +//!SIZE 25 288 +//!FORMAT rgba16f +//!FILTER NEAREST 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diff --git a/shaders/ravu/gather/ravu-zoom-ar-r2.glsl b/shaders/ravu/gather/ravu-zoom-ar-r2.glsl new file mode 100644 index 0000000..05b376e --- /dev/null +++ b/shaders/ravu/gather/ravu-zoom-ar-r2.glsl @@ -0,0 +1,206 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Zoom-AR (luma, r2) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_zoom_lut2 +//!BIND ravu_zoom_lut2_ar +//!WIDTH OUTPUT.w +//!HEIGHT OUTPUT.h +//!OFFSET ALIGN +//!WHEN HOOKED.w OUTPUT.w < HOOKED.h OUTPUT.h < * +#define LUTPOS(x, lut_size) mix(0.5 / (lut_size), 1.0 - 0.5 / (lut_size), (x)) +vec4 hook() { +vec2 pos = HOOKED_pos * HOOKED_size; +vec2 subpix = fract(pos - 0.5); +pos -= subpix; +subpix = LUTPOS(subpix, vec2(9.0)); +vec2 subpix_inv = 1.0 - subpix; +subpix /= vec2(2.0, 288.0); +subpix_inv /= vec2(2.0, 288.0); +vec4 gather0 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(-1, -1), 0); +vec4 gather2 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(-1, 1), 0); +vec4 gather8 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(1, -1), 0); +vec4 gather10 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(1, 1), 0); +vec3 abd = vec3(0.0); +float gx, gy; +gx = (gather0.z-gather0.w); +gy = (gather0.x-gather0.w); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (gather0.y-gather0.x); +gy = (gather2.w-gather0.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather2.z-gather2.w); +gy = (gather2.x-gather0.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather2.y-gather2.x); +gy = (gather2.x-gather2.w); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (gather8.w-gather0.w)/2.0; +gy = (gather0.y-gather0.z); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather8.x-gather0.x)/2.0; +gy = (gather2.z-gather0.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (gather10.w-gather2.w)/2.0; +gy = (gather2.y-gather0.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (gather10.x-gather2.x)/2.0; +gy = (gather2.y-gather2.z); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather8.z-gather0.z)/2.0; +gy = (gather8.x-gather8.w); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather8.y-gather0.y)/2.0; +gy = (gather10.w-gather8.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (gather10.z-gather2.z)/2.0; +gy = (gather10.x-gather8.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (gather10.y-gather2.y)/2.0; +gy = (gather10.x-gather10.w); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather8.z-gather8.w); +gy = (gather8.y-gather8.z); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (gather8.y-gather8.x); +gy = (gather10.z-gather8.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather10.z-gather10.w); +gy = (gather10.y-gather8.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather10.y-gather10.x); +gy = (gather10.y-gather10.z); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence) / 288.0; +float res = 0.0; +vec4 w; +vec4 cg, cg1; +float lo = 0.0, hi = 0.0; +float lo2 = 0.0, hi2 = 0.0; +w = texture(ravu_zoom_lut2, vec2(0.0, coord_y) + subpix); +res += gather0.w * w[0]; +res += gather0.x * w[1]; +res += gather2.w * w[2]; +res += gather2.x * w[3]; +w = texture(ravu_zoom_lut2, vec2(0.5, coord_y) + subpix); +res += gather0.z * w[0]; +res += gather0.y * w[1]; +res += gather2.z * w[2]; +res += gather2.y * w[3]; +w = texture(ravu_zoom_lut2, vec2(0.0, coord_y) + subpix_inv); +res += gather10.y * w[0]; +res += gather10.z * w[1]; +res += gather8.y * w[2]; +res += gather8.z * w[3]; +w = texture(ravu_zoom_lut2, vec2(0.5, coord_y) + subpix_inv); +res += gather10.x * w[0]; +res += gather10.w * w[1]; +res += gather8.x * w[2]; +res += gather8.w * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.0, coord_y) + subpix); +cg = vec4(0.1 + gather0.w, 1.1 - gather0.w, 0.1 + gather0.x, 1.1 - gather0.x); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather2.w, 1.1 - gather2.w, 0.1 + gather2.x, 1.1 - gather2.x); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.5, coord_y) + subpix); +cg = vec4(0.1 + gather0.z, 1.1 - gather0.z, 0.1 + gather0.y, 1.1 - gather0.y); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather2.z, 1.1 - gather2.z, 0.1 + gather2.y, 1.1 - gather2.y); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.0, coord_y) + subpix_inv); +cg = vec4(0.1 + gather10.y, 1.1 - gather10.y, 0.1 + gather10.z, 1.1 - gather10.z); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather8.y, 1.1 - gather8.y, 0.1 + gather8.z, 1.1 - gather8.z); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.5, coord_y) + subpix_inv); +cg = vec4(0.1 + gather10.x, 1.1 - gather10.x, 0.1 + gather10.w, 1.1 - gather10.w); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather8.x, 1.1 - gather8.x, 0.1 + gather8.w, 1.1 - gather8.w); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +hi = hi2 / hi - 0.1; +lo = 1.1 - lo2 / lo; +res = mix(res, clamp(res, lo, hi), 0.800000); +return vec4(res, 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_zoom_lut2 +//!SIZE 18 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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+//!TEXTURE ravu_zoom_lut2_ar +//!SIZE 18 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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diff --git a/shaders/ravu/gather/ravu-zoom-ar-r3.glsl b/shaders/ravu/gather/ravu-zoom-ar-r3.glsl new file mode 100644 index 0000000..60275b4 --- /dev/null +++ b/shaders/ravu/gather/ravu-zoom-ar-r3.glsl @@ -0,0 +1,239 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Zoom-AR (luma, r3) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_zoom_lut3 +//!BIND ravu_zoom_lut3_ar +//!WIDTH OUTPUT.w +//!HEIGHT OUTPUT.h +//!OFFSET ALIGN +//!WHEN HOOKED.w OUTPUT.w < HOOKED.h OUTPUT.h < * +#define LUTPOS(x, lut_size) mix(0.5 / (lut_size), 1.0 - 0.5 / (lut_size), (x)) +vec4 hook() { +vec2 pos = HOOKED_pos * HOOKED_size; +vec2 subpix = fract(pos - 0.5); +pos -= subpix; +subpix = LUTPOS(subpix, vec2(9.0)); +vec2 subpix_inv = 1.0 - subpix; +vec2 subpix_ar = subpix / vec2(2.0, 288.0); +vec2 subpix_inv_ar = subpix_inv / vec2(2.0, 288.0); +subpix /= vec2(5.0, 288.0); +subpix_inv /= vec2(5.0, 288.0); +vec4 gather0 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(-2, -2), 0); +vec4 gather2 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(-2, 0), 0); +vec4 gather4 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(-2, 2), 0); +vec4 gather12 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(0, -2), 0); +vec4 gather14 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(0, 0), 0); +vec4 gather16 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(0, 2), 0); +vec4 gather24 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(2, -2), 0); +vec4 gather26 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(2, 0), 0); +vec4 gather28 = HOOKED_mul * textureGatherOffset(HOOKED_raw, pos * HOOKED_pt, ivec2(2, 2), 0); +vec3 abd = vec3(0.0); +float gx, gy; +gx = (gather12.x-gather0.x)/2.0; +gy = (gather2.z-gather0.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (gather14.w-gather2.w)/2.0; +gy = (-gather4.z+8.0*gather2.y-8.0*gather0.y+gather0.z)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather14.x-gather2.x)/2.0; +gy = (-gather4.y+8.0*gather4.z-8.0*gather2.z+gather0.y)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather16.w-gather4.w)/2.0; +gy = (gather4.y-gather2.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (-gather24.x+8.0*gather12.y-8.0*gather0.y+gather0.x)/12.0; +gy = (gather14.w-gather12.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (-gather26.w+8.0*gather14.z-8.0*gather2.z+gather2.w)/12.0; +gy = (-gather16.w+8.0*gather14.x-8.0*gather12.x+gather12.w)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-gather26.x+8.0*gather14.y-8.0*gather2.y+gather2.x)/12.0; +gy = (-gather16.x+8.0*gather16.w-8.0*gather14.w+gather12.x)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-gather28.w+8.0*gather16.z-8.0*gather4.z+gather4.w)/12.0; +gy = (gather16.x-gather14.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (-gather24.y+8.0*gather24.x-8.0*gather12.x+gather0.y)/12.0; +gy = (gather14.z-gather12.z)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (-gather26.z+8.0*gather26.w-8.0*gather14.w+gather2.z)/12.0; +gy = (-gather16.z+8.0*gather14.y-8.0*gather12.y+gather12.z)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-gather26.y+8.0*gather26.x-8.0*gather14.x+gather2.y)/12.0; +gy = (-gather16.y+8.0*gather16.z-8.0*gather14.z+gather12.y)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-gather28.z+8.0*gather28.w-8.0*gather16.w+gather4.z)/12.0; +gy = (gather16.y-gather14.y)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather24.y-gather12.y)/2.0; +gy = (gather26.w-gather24.w)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (gather26.z-gather14.z)/2.0; +gy = (-gather28.w+8.0*gather26.x-8.0*gather24.x+gather24.w)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather26.y-gather14.y)/2.0; +gy = (-gather28.x+8.0*gather28.w-8.0*gather26.w+gather24.x)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (gather28.z-gather16.z)/2.0; +gy = (gather28.x-gather26.x)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence) / 288.0; +float res = 0.0; +vec4 w; +vec4 cg, cg1; +float lo = 0.0, hi = 0.0; +float lo2 = 0.0, hi2 = 0.0; +w = texture(ravu_zoom_lut3, vec2(0.0, coord_y) + subpix); +res += gather0.w * w[0]; +res += gather0.x * w[1]; +res += gather2.w * w[2]; +res += gather2.x * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.2, coord_y) + subpix); +res += gather4.w * w[0]; +res += gather4.x * w[1]; +res += gather0.z * w[2]; +res += gather0.y * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.4, coord_y) + subpix); +res += gather2.z * w[0]; +res += gather2.y * w[1]; +res += gather4.z * w[2]; +res += gather4.y * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.6, coord_y) + subpix); +res += gather12.w * w[0]; +res += gather12.x * w[1]; +res += gather14.w * w[2]; +res += gather14.x * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.8, coord_y) + subpix); +res += gather16.w * w[0]; +res += gather16.x * w[1]; +w = texture(ravu_zoom_lut3, vec2(0.0, coord_y) + subpix_inv); +res += gather28.y * w[0]; +res += gather28.z * w[1]; +res += gather26.y * w[2]; +res += gather26.z * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.2, coord_y) + subpix_inv); +res += gather24.y * w[0]; +res += gather24.z * w[1]; +res += gather28.x * w[2]; +res += gather28.w * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.4, coord_y) + subpix_inv); +res += gather26.x * w[0]; +res += gather26.w * w[1]; +res += gather24.x * w[2]; +res += gather24.w * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.6, coord_y) + subpix_inv); +res += gather16.y * w[0]; +res += gather16.z * w[1]; +res += gather14.y * w[2]; +res += gather14.z * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.8, coord_y) + subpix_inv); +res += gather12.y * w[0]; +res += gather12.z * w[1]; +w = texture(ravu_zoom_lut3_ar, vec2(0.0, coord_y) + subpix_ar); +cg = vec4(0.1 + gather0.y, 1.1 - gather0.y, 0.1 + gather2.z, 1.1 - gather2.z); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather2.y, 1.1 - gather2.y, 0.1 + gather4.z, 1.1 - gather4.z); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut3_ar, vec2(0.5, coord_y) + subpix_ar); +cg = vec4(0.1 + gather12.x, 1.1 - gather12.x, 0.1 + gather14.w, 1.1 - gather14.w); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather14.x, 1.1 - gather14.x, 0.1 + gather16.w, 1.1 - gather16.w); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut3_ar, vec2(0.0, coord_y) + subpix_inv_ar); +cg = vec4(0.1 + gather28.w, 1.1 - gather28.w, 0.1 + gather26.x, 1.1 - gather26.x); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather26.w, 1.1 - gather26.w, 0.1 + gather24.x, 1.1 - gather24.x); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut3_ar, vec2(0.5, coord_y) + subpix_inv_ar); +cg = vec4(0.1 + gather16.z, 1.1 - gather16.z, 0.1 + gather14.y, 1.1 - gather14.y); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + gather14.z, 1.1 - gather14.z, 0.1 + gather12.y, 1.1 - gather12.y); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +hi = hi2 / hi - 0.1; +lo = 1.1 - lo2 / lo; +res = mix(res, clamp(res, lo, hi), 0.800000); +return vec4(res, 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_zoom_lut3 +//!SIZE 45 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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+//!TEXTURE ravu_zoom_lut3_ar +//!SIZE 18 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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diff --git a/shaders/ravu/ravu-lite-ar-r2.glsl b/shaders/ravu/ravu-lite-ar-r2.glsl new file mode 100644 index 0000000..10e202a --- /dev/null +++ b/shaders/ravu/ravu-lite-ar-r2.glsl @@ -0,0 +1,152 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Lite-AR (step1, r2) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_lut2 +//!SAVE ravu_lite_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 4 +vec4 hook() { +float luma0 = HOOKED_texOff(vec2(-1.0, -1.0)).x; +float luma1 = HOOKED_texOff(vec2(-1.0, 0.0)).x; +float luma2 = HOOKED_texOff(vec2(-1.0, 1.0)).x; +float luma3 = HOOKED_texOff(vec2(0.0, -1.0)).x; +float luma4 = HOOKED_texOff(vec2(0.0, 0.0)).x; +float luma5 = HOOKED_texOff(vec2(0.0, 1.0)).x; +float luma6 = HOOKED_texOff(vec2(1.0, -1.0)).x; +float luma7 = HOOKED_texOff(vec2(1.0, 0.0)).x; +float luma8 = HOOKED_texOff(vec2(1.0, 1.0)).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (luma3-luma0); +gy = (luma1-luma0); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (luma4-luma1); +gy = (luma2-luma0)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma5-luma2); +gy = (luma2-luma1); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (luma6-luma0)/2.0; +gy = (luma4-luma3); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma7-luma1)/2.0; +gy = (luma5-luma3)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.13080118386382833; +gx = (luma8-luma2)/2.0; +gy = (luma5-luma4); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma6-luma3); +gy = (luma7-luma6); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (luma7-luma4); +gy = (luma8-luma6)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma8-luma5); +gy = (luma8-luma7); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence + 0.5) / 288.0; +vec4 res = vec4(0.0), w; +vec4 lo = vec4(0.0), hi = vec4(0.0), lo2 = vec4(0.0), hi2 = vec4(0.0), wg, cg4, cg4_1; +w = texture(ravu_lite_lut2, vec2(0.1, coord_y)); +wg = max(vec4(0.0), w); +res += luma0 * w + luma8 * w.wzyx; +cg4 = vec4(0.1 + luma0, 1.1 - luma0, 0.1 + luma8, 1.1 - luma8); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.3, coord_y)); +wg = max(vec4(0.0), w); +res += luma1 * w + luma7 * w.wzyx; +cg4 = vec4(0.1 + luma1, 1.1 - luma1, 0.1 + luma7, 1.1 - luma7); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.5, coord_y)); +wg = max(vec4(0.0), w); +res += luma2 * w + luma6 * w.wzyx; +cg4 = vec4(0.1 + luma2, 1.1 - luma2, 0.1 + luma6, 1.1 - luma6); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.7, coord_y)); +wg = max(vec4(0.0), w); +res += luma3 * w + luma5 * w.wzyx; +cg4 = vec4(0.1 + luma3, 1.1 - luma3, 0.1 + luma5, 1.1 - luma5); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut2, vec2(0.9, coord_y)); +wg = max(vec4(0.0), w); +res += luma4 * w; +vec2 cg2 = vec2(0.1 + luma4, 1.1 - luma4); +vec2 cg2_1 = cg2; +cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2; +hi += cg2.x * wg; +lo += cg2.y * wg; +cg2 *= cg2_1; +hi2 += cg2.x * wg; +lo2 += cg2.y * wg; +lo = 1.1 - lo2 / lo; +hi = hi2 / hi - 0.1; +res = mix(res, clamp(res, lo, hi), 0.800000); +return res; +} +//!DESC RAVU-Lite-AR (step2, r2) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_int +//!WIDTH 2 HOOKED.w * +//!HEIGHT 2 HOOKED.h * +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 1 +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + int idx = int(dir.x > 0.0) * 2 + int(dir.y > 0.0); + return vec4(ravu_lite_int_texOff(-dir)[idx], 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_lite_lut2 +//!SIZE 5 288 +//!FORMAT rgba16f +//!FILTER NEAREST 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diff --git a/shaders/ravu/ravu-lite-ar-r3.glsl b/shaders/ravu/ravu-lite-ar-r3.glsl new file mode 100644 index 0000000..0b9a105 --- /dev/null +++ b/shaders/ravu/ravu-lite-ar-r3.glsl @@ -0,0 +1,202 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Lite-AR (step1, r3) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_lut3 +//!SAVE ravu_lite_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 4 +vec4 hook() { +float luma0 = HOOKED_texOff(vec2(-2.0, -2.0)).x; +float luma1 = HOOKED_texOff(vec2(-2.0, -1.0)).x; +float luma2 = HOOKED_texOff(vec2(-2.0, 0.0)).x; +float luma3 = HOOKED_texOff(vec2(-2.0, 1.0)).x; +float luma4 = HOOKED_texOff(vec2(-2.0, 2.0)).x; +float luma5 = HOOKED_texOff(vec2(-1.0, -2.0)).x; +float luma6 = HOOKED_texOff(vec2(-1.0, -1.0)).x; +float luma7 = HOOKED_texOff(vec2(-1.0, 0.0)).x; +float luma8 = HOOKED_texOff(vec2(-1.0, 1.0)).x; +float luma9 = HOOKED_texOff(vec2(-1.0, 2.0)).x; +float luma10 = HOOKED_texOff(vec2(0.0, -2.0)).x; +float luma11 = HOOKED_texOff(vec2(0.0, -1.0)).x; +float luma12 = HOOKED_texOff(vec2(0.0, 0.0)).x; +float luma13 = HOOKED_texOff(vec2(0.0, 1.0)).x; +float luma14 = HOOKED_texOff(vec2(0.0, 2.0)).x; +float luma15 = HOOKED_texOff(vec2(1.0, -2.0)).x; +float luma16 = HOOKED_texOff(vec2(1.0, -1.0)).x; +float luma17 = HOOKED_texOff(vec2(1.0, 0.0)).x; +float luma18 = HOOKED_texOff(vec2(1.0, 1.0)).x; +float luma19 = HOOKED_texOff(vec2(1.0, 2.0)).x; +float luma20 = HOOKED_texOff(vec2(2.0, -2.0)).x; +float luma21 = HOOKED_texOff(vec2(2.0, -1.0)).x; +float luma22 = HOOKED_texOff(vec2(2.0, 0.0)).x; +float luma23 = HOOKED_texOff(vec2(2.0, 1.0)).x; +float luma24 = HOOKED_texOff(vec2(2.0, 2.0)).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (luma11-luma1)/2.0; +gy = (luma7-luma5)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (luma12-luma2)/2.0; +gy = (luma8-luma6)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma13-luma3)/2.0; +gy = (luma9-luma7)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (luma16-luma6)/2.0; +gy = (luma12-luma10)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma17-luma7)/2.0; +gy = (luma13-luma11)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.13080118386382833; +gx = (luma18-luma8)/2.0; +gy = (luma14-luma12)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma21-luma11)/2.0; +gy = (luma17-luma15)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +gx = (luma22-luma12)/2.0; +gy = (luma18-luma16)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.11543163961422666; +gx = (luma23-luma13)/2.0; +gy = (luma19-luma17)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.1018680644198163; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence + 0.5) / 288.0; +vec4 res = vec4(0.0), w; +vec4 lo = vec4(0.0), hi = vec4(0.0), lo2 = vec4(0.0), hi2 = vec4(0.0), wg, cg4, cg4_1; +w = texture(ravu_lite_lut3, vec2(0.038461538461538464, coord_y)); +res += luma0 * w + luma24 * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.11538461538461539, coord_y)); +res += luma1 * w + luma23 * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.19230769230769232, coord_y)); +wg = max(vec4(0.0), w); +res += luma2 * w + luma22 * w.wzyx; +cg4 = vec4(0.1 + luma2, 1.1 - luma2, 0.1 + luma22, 1.1 - luma22); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.2692307692307692, coord_y)); +res += luma3 * w + luma21 * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.34615384615384615, coord_y)); +res += luma4 * w + luma20 * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.4230769230769231, coord_y)); +res += luma5 * w + luma19 * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.5, coord_y)); +wg = max(vec4(0.0), w); +res += luma6 * w + luma18 * w.wzyx; +cg4 = vec4(0.1 + luma6, 1.1 - luma6, 0.1 + luma18, 1.1 - luma18); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.5769230769230769, coord_y)); +wg = max(vec4(0.0), w); +res += luma7 * w + luma17 * w.wzyx; +cg4 = vec4(0.1 + luma7, 1.1 - luma7, 0.1 + luma17, 1.1 - luma17); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.6538461538461539, coord_y)); +wg = max(vec4(0.0), w); +res += luma8 * w + luma16 * w.wzyx; +cg4 = vec4(0.1 + luma8, 1.1 - luma8, 0.1 + luma16, 1.1 - luma16); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.7307692307692307, coord_y)); +res += luma9 * w + luma15 * w.wzyx; +w = texture(ravu_lite_lut3, vec2(0.8076923076923077, coord_y)); +wg = max(vec4(0.0), w); +res += luma10 * w + luma14 * w.wzyx; +cg4 = vec4(0.1 + luma10, 1.1 - luma10, 0.1 + luma14, 1.1 - luma14); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.8846153846153846, coord_y)); +wg = max(vec4(0.0), w); +res += luma11 * w + luma13 * w.wzyx; +cg4 = vec4(0.1 + luma11, 1.1 - luma11, 0.1 + luma13, 1.1 - luma13); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut3, vec2(0.9615384615384616, coord_y)); +wg = max(vec4(0.0), w); +res += luma12 * w; +vec2 cg2 = vec2(0.1 + luma12, 1.1 - luma12); +vec2 cg2_1 = cg2; +cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2; +hi += cg2.x * wg; +lo += cg2.y * wg; +cg2 *= cg2_1; +hi2 += cg2.x * wg; +lo2 += cg2.y * wg; +lo = 1.1 - lo2 / lo; +hi = hi2 / hi - 0.1; +res = mix(res, clamp(res, lo, hi), 0.800000); +return res; +} +//!DESC RAVU-Lite-AR (step2, r3) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_int +//!WIDTH 2 HOOKED.w * +//!HEIGHT 2 HOOKED.h * +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 1 +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + int idx = int(dir.x > 0.0) * 2 + int(dir.y > 0.0); + return vec4(ravu_lite_int_texOff(-dir)[idx], 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_lite_lut3 +//!SIZE 13 288 +//!FORMAT rgba16f +//!FILTER NEAREST 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diff --git a/shaders/ravu/ravu-lite-ar-r4.glsl b/shaders/ravu/ravu-lite-ar-r4.glsl new file mode 100644 index 0000000..ab7ab3a --- /dev/null +++ b/shaders/ravu/ravu-lite-ar-r4.glsl @@ -0,0 +1,298 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Lite-AR (step1, r4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_lut4 +//!SAVE ravu_lite_int +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 4 +vec4 hook() { +float luma0 = HOOKED_texOff(vec2(-3.0, -3.0)).x; +float luma1 = HOOKED_texOff(vec2(-3.0, -2.0)).x; +float luma2 = HOOKED_texOff(vec2(-3.0, -1.0)).x; +float luma3 = HOOKED_texOff(vec2(-3.0, 0.0)).x; +float luma4 = HOOKED_texOff(vec2(-3.0, 1.0)).x; +float luma5 = HOOKED_texOff(vec2(-3.0, 2.0)).x; +float luma6 = HOOKED_texOff(vec2(-3.0, 3.0)).x; +float luma7 = HOOKED_texOff(vec2(-2.0, -3.0)).x; +float luma8 = HOOKED_texOff(vec2(-2.0, -2.0)).x; +float luma9 = HOOKED_texOff(vec2(-2.0, -1.0)).x; +float luma10 = HOOKED_texOff(vec2(-2.0, 0.0)).x; +float luma11 = HOOKED_texOff(vec2(-2.0, 1.0)).x; +float luma12 = HOOKED_texOff(vec2(-2.0, 2.0)).x; +float luma13 = HOOKED_texOff(vec2(-2.0, 3.0)).x; +float luma14 = HOOKED_texOff(vec2(-1.0, -3.0)).x; +float luma15 = HOOKED_texOff(vec2(-1.0, -2.0)).x; +float luma16 = HOOKED_texOff(vec2(-1.0, -1.0)).x; +float luma17 = HOOKED_texOff(vec2(-1.0, 0.0)).x; +float luma18 = HOOKED_texOff(vec2(-1.0, 1.0)).x; +float luma19 = HOOKED_texOff(vec2(-1.0, 2.0)).x; +float luma20 = HOOKED_texOff(vec2(-1.0, 3.0)).x; +float luma21 = HOOKED_texOff(vec2(0.0, -3.0)).x; +float luma22 = HOOKED_texOff(vec2(0.0, -2.0)).x; +float luma23 = HOOKED_texOff(vec2(0.0, -1.0)).x; +float luma24 = HOOKED_texOff(vec2(0.0, 0.0)).x; +float luma25 = HOOKED_texOff(vec2(0.0, 1.0)).x; +float luma26 = HOOKED_texOff(vec2(0.0, 2.0)).x; +float luma27 = HOOKED_texOff(vec2(0.0, 3.0)).x; +float luma28 = HOOKED_texOff(vec2(1.0, -3.0)).x; +float luma29 = HOOKED_texOff(vec2(1.0, -2.0)).x; +float luma30 = HOOKED_texOff(vec2(1.0, -1.0)).x; +float luma31 = HOOKED_texOff(vec2(1.0, 0.0)).x; +float luma32 = HOOKED_texOff(vec2(1.0, 1.0)).x; +float luma33 = HOOKED_texOff(vec2(1.0, 2.0)).x; +float luma34 = HOOKED_texOff(vec2(1.0, 3.0)).x; +float luma35 = HOOKED_texOff(vec2(2.0, -3.0)).x; +float luma36 = HOOKED_texOff(vec2(2.0, -2.0)).x; +float luma37 = HOOKED_texOff(vec2(2.0, -1.0)).x; +float luma38 = HOOKED_texOff(vec2(2.0, 0.0)).x; +float luma39 = HOOKED_texOff(vec2(2.0, 1.0)).x; +float luma40 = HOOKED_texOff(vec2(2.0, 2.0)).x; +float luma41 = HOOKED_texOff(vec2(2.0, 3.0)).x; +float luma42 = HOOKED_texOff(vec2(3.0, -3.0)).x; +float luma43 = HOOKED_texOff(vec2(3.0, -2.0)).x; +float luma44 = HOOKED_texOff(vec2(3.0, -1.0)).x; +float luma45 = HOOKED_texOff(vec2(3.0, 0.0)).x; +float luma46 = HOOKED_texOff(vec2(3.0, 1.0)).x; +float luma47 = HOOKED_texOff(vec2(3.0, 2.0)).x; +float luma48 = HOOKED_texOff(vec2(3.0, 3.0)).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (luma15-luma1)/2.0; +gy = (luma9-luma7)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +gx = (luma16-luma2)/2.0; +gy = (luma10-luma8)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma17-luma3)/2.0; +gy = (luma11-luma9)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (luma18-luma4)/2.0; +gy = (luma12-luma10)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma19-luma5)/2.0; +gy = (luma13-luma11)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +gx = (luma22-luma8)/2.0; +gy = (luma16-luma14)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma23-luma9)/2.0; +gy = (luma17-luma15)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (luma24-luma10)/2.0; +gy = (luma18-luma16)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (luma25-luma11)/2.0; +gy = (luma19-luma17)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (luma26-luma12)/2.0; +gy = (luma20-luma18)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma29-luma15)/2.0; +gy = (luma23-luma21)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (luma30-luma16)/2.0; +gy = (luma24-luma22)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (luma31-luma17)/2.0; +gy = (luma25-luma23)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06319146241026467; +gx = (luma32-luma18)/2.0; +gy = (luma26-luma24)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (luma33-luma19)/2.0; +gy = (luma27-luma25)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (luma36-luma22)/2.0; +gy = (luma30-luma28)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma37-luma23)/2.0; +gy = (luma31-luma29)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (luma38-luma24)/2.0; +gy = (luma32-luma30)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.055766269846849466; +gx = (luma39-luma25)/2.0; +gy = (luma33-luma31)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04921356040854137; +gx = (luma40-luma26)/2.0; +gy = (luma34-luma32)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma43-luma29)/2.0; +gy = (luma37-luma35)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +gx = (luma44-luma30)/2.0; +gy = (luma38-luma36)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma45-luma31)/2.0; +gy = (luma39-luma37)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.038327559383903906; +gx = (luma46-luma32)/2.0; +gy = (luma40-luma38)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.033823952439922346; +gx = (luma47-luma33)/2.0; +gy = (luma41-luma39)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.02324683987829437; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence + 0.5) / 288.0; +vec4 res = vec4(0.0), w; +vec4 lo = vec4(0.0), hi = vec4(0.0), lo2 = vec4(0.0), hi2 = vec4(0.0), wg, cg4, cg4_1; +w = texture(ravu_lite_lut4, vec2(0.02, coord_y)); +res += luma0 * w + luma48 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.06, coord_y)); +res += luma1 * w + luma47 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.1, coord_y)); +res += luma2 * w + luma46 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.14, coord_y)); +res += luma3 * w + luma45 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.18, coord_y)); +res += luma4 * w + luma44 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.22, coord_y)); +res += luma5 * w + luma43 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.26, coord_y)); +res += luma6 * w + luma42 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.3, coord_y)); +res += luma7 * w + luma41 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.34, coord_y)); +res += luma8 * w + luma40 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.38, coord_y)); +res += luma9 * w + luma39 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.42, coord_y)); +wg = max(vec4(0.0), w); +res += luma10 * w + luma38 * w.wzyx; +cg4 = vec4(0.1 + luma10, 1.1 - luma10, 0.1 + luma38, 1.1 - luma38); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.46, coord_y)); +res += luma11 * w + luma37 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.5, coord_y)); +res += luma12 * w + luma36 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.54, coord_y)); +res += luma13 * w + luma35 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.58, coord_y)); +res += luma14 * w + luma34 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.62, coord_y)); +res += luma15 * w + luma33 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.66, coord_y)); +wg = max(vec4(0.0), w); +res += luma16 * w + luma32 * w.wzyx; +cg4 = vec4(0.1 + luma16, 1.1 - luma16, 0.1 + luma32, 1.1 - luma32); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.7, coord_y)); +wg = max(vec4(0.0), w); +res += luma17 * w + luma31 * w.wzyx; +cg4 = vec4(0.1 + luma17, 1.1 - luma17, 0.1 + luma31, 1.1 - luma31); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.74, coord_y)); +wg = max(vec4(0.0), w); +res += luma18 * w + luma30 * w.wzyx; +cg4 = vec4(0.1 + luma18, 1.1 - luma18, 0.1 + luma30, 1.1 - luma30); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.78, coord_y)); +res += luma19 * w + luma29 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.82, coord_y)); +res += luma20 * w + luma28 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.86, coord_y)); +res += luma21 * w + luma27 * w.wzyx; +w = texture(ravu_lite_lut4, vec2(0.9, coord_y)); +wg = max(vec4(0.0), w); +res += luma22 * w + luma26 * w.wzyx; +cg4 = vec4(0.1 + luma22, 1.1 - luma22, 0.1 + luma26, 1.1 - luma26); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.94, coord_y)); +wg = max(vec4(0.0), w); +res += luma23 * w + luma25 * w.wzyx; +cg4 = vec4(0.1 + luma23, 1.1 - luma23, 0.1 + luma25, 1.1 - luma25); +cg4_1 = cg4; +cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4;cg4 *= cg4; +hi += cg4.x * wg + cg4.z * wg.wzyx; +lo += cg4.y * wg + cg4.w * wg.wzyx; +cg4 *= cg4_1; +hi2 += cg4.x * wg + cg4.z * wg.wzyx; +lo2 += cg4.y * wg + cg4.w * wg.wzyx; +w = texture(ravu_lite_lut4, vec2(0.98, coord_y)); +wg = max(vec4(0.0), w); +res += luma24 * w; +vec2 cg2 = vec2(0.1 + luma24, 1.1 - luma24); +vec2 cg2_1 = cg2; +cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2;cg2 *= cg2; +hi += cg2.x * wg; +lo += cg2.y * wg; +cg2 *= cg2_1; +hi2 += cg2.x * wg; +lo2 += cg2.y * wg; +lo = 1.1 - lo2 / lo; +hi = hi2 / hi - 0.1; +res = mix(res, clamp(res, lo, hi), 0.800000); +return res; +} +//!DESC RAVU-Lite-AR (step2, r4) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_lite_int +//!WIDTH 2 HOOKED.w * +//!HEIGHT 2 HOOKED.h * +//!WHEN HOOKED.w OUTPUT.w / 0.833333 < HOOKED.h OUTPUT.h / 0.833333 < * +//!COMPONENTS 1 +vec4 hook() { + vec2 dir = fract(HOOKED_pos * HOOKED_size) - 0.5; + int idx = int(dir.x > 0.0) * 2 + int(dir.y > 0.0); + return vec4(ravu_lite_int_texOff(-dir)[idx], 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_lite_lut4 +//!SIZE 25 288 +//!FORMAT rgba16f +//!FILTER NEAREST 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diff --git a/shaders/ravu/ravu-zoom-ar-r2.glsl b/shaders/ravu/ravu-zoom-ar-r2.glsl new file mode 100644 index 0000000..fa19384 --- /dev/null +++ b/shaders/ravu/ravu-zoom-ar-r2.glsl @@ -0,0 +1,218 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Zoom-AR (luma, r2) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_zoom_lut2 +//!BIND ravu_zoom_lut2_ar +//!WIDTH OUTPUT.w +//!HEIGHT OUTPUT.h +//!OFFSET ALIGN +//!WHEN HOOKED.w OUTPUT.w < HOOKED.h OUTPUT.h < * +#define LUTPOS(x, lut_size) mix(0.5 / (lut_size), 1.0 - 0.5 / (lut_size), (x)) +vec4 hook() { +vec2 pos = HOOKED_pos * HOOKED_size; +vec2 subpix = fract(pos - 0.5); +pos -= subpix; +subpix = LUTPOS(subpix, vec2(9.0)); +vec2 subpix_inv = 1.0 - subpix; +subpix /= vec2(2.0, 288.0); +subpix_inv /= vec2(2.0, 288.0); +float sample0 = HOOKED_tex((pos + vec2(-1.0,-1.0)) * HOOKED_pt).x; +float sample1 = HOOKED_tex((pos + vec2(-1.0,0.0)) * HOOKED_pt).x; +float sample2 = HOOKED_tex((pos + vec2(-1.0,1.0)) * HOOKED_pt).x; +float sample3 = HOOKED_tex((pos + vec2(-1.0,2.0)) * HOOKED_pt).x; +float sample4 = HOOKED_tex((pos + vec2(0.0,-1.0)) * HOOKED_pt).x; +float sample5 = HOOKED_tex((pos + vec2(0.0,0.0)) * HOOKED_pt).x; +float sample6 = HOOKED_tex((pos + vec2(0.0,1.0)) * HOOKED_pt).x; +float sample7 = HOOKED_tex((pos + vec2(0.0,2.0)) * HOOKED_pt).x; +float sample8 = HOOKED_tex((pos + vec2(1.0,-1.0)) * HOOKED_pt).x; +float sample9 = HOOKED_tex((pos + vec2(1.0,0.0)) * HOOKED_pt).x; +float sample10 = HOOKED_tex((pos + vec2(1.0,1.0)) * HOOKED_pt).x; +float sample11 = HOOKED_tex((pos + vec2(1.0,2.0)) * HOOKED_pt).x; +float sample12 = HOOKED_tex((pos + vec2(2.0,-1.0)) * HOOKED_pt).x; +float sample13 = HOOKED_tex((pos + vec2(2.0,0.0)) * HOOKED_pt).x; +float sample14 = HOOKED_tex((pos + vec2(2.0,1.0)) * HOOKED_pt).x; +float sample15 = HOOKED_tex((pos + vec2(2.0,2.0)) * HOOKED_pt).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (sample4-sample0); +gy = (sample1-sample0); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (sample5-sample1); +gy = (sample2-sample0)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample6-sample2); +gy = (sample3-sample1)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample7-sample3); +gy = (sample3-sample2); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (sample8-sample0)/2.0; +gy = (sample5-sample4); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample9-sample1)/2.0; +gy = (sample6-sample4)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (sample10-sample2)/2.0; +gy = (sample7-sample5)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (sample11-sample3)/2.0; +gy = (sample7-sample6); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample12-sample4)/2.0; +gy = (sample9-sample8); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample13-sample5)/2.0; +gy = (sample10-sample8)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (sample14-sample6)/2.0; +gy = (sample11-sample9)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (sample15-sample7)/2.0; +gy = (sample11-sample10); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample12-sample8); +gy = (sample13-sample12); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (sample13-sample9); +gy = (sample14-sample12)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample14-sample10); +gy = (sample15-sample13)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample15-sample11); +gy = (sample15-sample14); +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence) / 288.0; +float res = 0.0; +vec4 w; +vec4 cg, cg1; +float lo = 0.0, hi = 0.0; +float lo2 = 0.0, hi2 = 0.0; +w = texture(ravu_zoom_lut2, vec2(0.0, coord_y) + subpix); +res += sample0 * w[0]; +res += sample1 * w[1]; +res += sample2 * w[2]; +res += sample3 * w[3]; +w = texture(ravu_zoom_lut2, vec2(0.5, coord_y) + subpix); +res += sample4 * w[0]; +res += sample5 * w[1]; +res += sample6 * w[2]; +res += sample7 * w[3]; +w = texture(ravu_zoom_lut2, vec2(0.0, coord_y) + subpix_inv); +res += sample15 * w[0]; +res += sample14 * w[1]; +res += sample13 * w[2]; +res += sample12 * w[3]; +w = texture(ravu_zoom_lut2, vec2(0.5, coord_y) + subpix_inv); +res += sample11 * w[0]; +res += sample10 * w[1]; +res += sample9 * w[2]; +res += sample8 * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.0, coord_y) + subpix); +cg = vec4(0.1 + sample0, 1.1 - sample0, 0.1 + sample1, 1.1 - sample1); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample2, 1.1 - sample2, 0.1 + sample3, 1.1 - sample3); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.5, coord_y) + subpix); +cg = vec4(0.1 + sample4, 1.1 - sample4, 0.1 + sample5, 1.1 - sample5); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample6, 1.1 - sample6, 0.1 + sample7, 1.1 - sample7); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.0, coord_y) + subpix_inv); +cg = vec4(0.1 + sample15, 1.1 - sample15, 0.1 + sample14, 1.1 - sample14); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample13, 1.1 - sample13, 0.1 + sample12, 1.1 - sample12); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut2_ar, vec2(0.5, coord_y) + subpix_inv); +cg = vec4(0.1 + sample11, 1.1 - sample11, 0.1 + sample10, 1.1 - sample10); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample9, 1.1 - sample9, 0.1 + sample8, 1.1 - sample8); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +hi = hi2 / hi - 0.1; +lo = 1.1 - lo2 / lo; +res = mix(res, clamp(res, lo, hi), 0.800000); +return vec4(res, 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_zoom_lut2 +//!SIZE 18 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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+//!TEXTURE ravu_zoom_lut2_ar +//!SIZE 18 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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diff --git a/shaders/ravu/ravu-zoom-ar-r3.glsl b/shaders/ravu/ravu-zoom-ar-r3.glsl new file mode 100644 index 0000000..91a8245 --- /dev/null +++ b/shaders/ravu/ravu-zoom-ar-r3.glsl @@ -0,0 +1,266 @@ +// +// This program is free software: you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as published by +// the Free Software Foundation, either version 3 of the License, or +// (at your option) any later version. +// +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +// GNU Lesser General Public License for more details. +// +// You should have received a copy of the GNU Lesser General Public License +// along with this program. If not, see . + +//!DESC RAVU-Zoom-AR (luma, r3) +//!HOOK LUMA +//!BIND HOOKED +//!BIND ravu_zoom_lut3 +//!BIND ravu_zoom_lut3_ar +//!WIDTH OUTPUT.w +//!HEIGHT OUTPUT.h +//!OFFSET ALIGN +//!WHEN HOOKED.w OUTPUT.w < HOOKED.h OUTPUT.h < * +#define LUTPOS(x, lut_size) mix(0.5 / (lut_size), 1.0 - 0.5 / (lut_size), (x)) +vec4 hook() { +vec2 pos = HOOKED_pos * HOOKED_size; +vec2 subpix = fract(pos - 0.5); +pos -= subpix; +subpix = LUTPOS(subpix, vec2(9.0)); +vec2 subpix_inv = 1.0 - subpix; +vec2 subpix_ar = subpix / vec2(2.0, 288.0); +vec2 subpix_inv_ar = subpix_inv / vec2(2.0, 288.0); +subpix /= vec2(5.0, 288.0); +subpix_inv /= vec2(5.0, 288.0); +float sample0 = HOOKED_tex((pos + vec2(-2.0,-2.0)) * HOOKED_pt).x; +float sample1 = HOOKED_tex((pos + vec2(-2.0,-1.0)) * HOOKED_pt).x; +float sample2 = HOOKED_tex((pos + vec2(-2.0,0.0)) * HOOKED_pt).x; +float sample3 = HOOKED_tex((pos + vec2(-2.0,1.0)) * HOOKED_pt).x; +float sample4 = HOOKED_tex((pos + vec2(-2.0,2.0)) * HOOKED_pt).x; +float sample5 = HOOKED_tex((pos + vec2(-2.0,3.0)) * HOOKED_pt).x; +float sample6 = HOOKED_tex((pos + vec2(-1.0,-2.0)) * HOOKED_pt).x; +float sample7 = HOOKED_tex((pos + vec2(-1.0,-1.0)) * HOOKED_pt).x; +float sample8 = HOOKED_tex((pos + vec2(-1.0,0.0)) * HOOKED_pt).x; +float sample9 = HOOKED_tex((pos + vec2(-1.0,1.0)) * HOOKED_pt).x; +float sample10 = HOOKED_tex((pos + vec2(-1.0,2.0)) * HOOKED_pt).x; +float sample11 = HOOKED_tex((pos + vec2(-1.0,3.0)) * HOOKED_pt).x; +float sample12 = HOOKED_tex((pos + vec2(0.0,-2.0)) * HOOKED_pt).x; +float sample13 = HOOKED_tex((pos + vec2(0.0,-1.0)) * HOOKED_pt).x; +float sample14 = HOOKED_tex((pos + vec2(0.0,0.0)) * HOOKED_pt).x; +float sample15 = HOOKED_tex((pos + vec2(0.0,1.0)) * HOOKED_pt).x; +float sample16 = HOOKED_tex((pos + vec2(0.0,2.0)) * HOOKED_pt).x; +float sample17 = HOOKED_tex((pos + vec2(0.0,3.0)) * HOOKED_pt).x; +float sample18 = HOOKED_tex((pos + vec2(1.0,-2.0)) * HOOKED_pt).x; +float sample19 = HOOKED_tex((pos + vec2(1.0,-1.0)) * HOOKED_pt).x; +float sample20 = HOOKED_tex((pos + vec2(1.0,0.0)) * HOOKED_pt).x; +float sample21 = HOOKED_tex((pos + vec2(1.0,1.0)) * HOOKED_pt).x; +float sample22 = HOOKED_tex((pos + vec2(1.0,2.0)) * HOOKED_pt).x; +float sample23 = HOOKED_tex((pos + vec2(1.0,3.0)) * HOOKED_pt).x; +float sample24 = HOOKED_tex((pos + vec2(2.0,-2.0)) * HOOKED_pt).x; +float sample25 = HOOKED_tex((pos + vec2(2.0,-1.0)) * HOOKED_pt).x; +float sample26 = HOOKED_tex((pos + vec2(2.0,0.0)) * HOOKED_pt).x; +float sample27 = HOOKED_tex((pos + vec2(2.0,1.0)) * HOOKED_pt).x; +float sample28 = HOOKED_tex((pos + vec2(2.0,2.0)) * HOOKED_pt).x; +float sample29 = HOOKED_tex((pos + vec2(2.0,3.0)) * HOOKED_pt).x; +float sample30 = HOOKED_tex((pos + vec2(3.0,-2.0)) * HOOKED_pt).x; +float sample31 = HOOKED_tex((pos + vec2(3.0,-1.0)) * HOOKED_pt).x; +float sample32 = HOOKED_tex((pos + vec2(3.0,0.0)) * HOOKED_pt).x; +float sample33 = HOOKED_tex((pos + vec2(3.0,1.0)) * HOOKED_pt).x; +float sample34 = HOOKED_tex((pos + vec2(3.0,2.0)) * HOOKED_pt).x; +float sample35 = HOOKED_tex((pos + vec2(3.0,3.0)) * HOOKED_pt).x; +vec3 abd = vec3(0.0); +float gx, gy; +gx = (sample13-sample1)/2.0; +gy = (sample8-sample6)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (sample14-sample2)/2.0; +gy = (-sample10+8.0*sample9-8.0*sample7+sample6)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample15-sample3)/2.0; +gy = (-sample11+8.0*sample10-8.0*sample8+sample7)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample16-sample4)/2.0; +gy = (sample11-sample9)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (-sample25+8.0*sample19-8.0*sample7+sample1)/12.0; +gy = (sample14-sample12)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (-sample26+8.0*sample20-8.0*sample8+sample2)/12.0; +gy = (-sample16+8.0*sample15-8.0*sample13+sample12)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-sample27+8.0*sample21-8.0*sample9+sample3)/12.0; +gy = (-sample17+8.0*sample16-8.0*sample14+sample13)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-sample28+8.0*sample22-8.0*sample10+sample4)/12.0; +gy = (sample17-sample15)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (-sample31+8.0*sample25-8.0*sample13+sample7)/12.0; +gy = (sample20-sample18)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (-sample32+8.0*sample26-8.0*sample14+sample8)/12.0; +gy = (-sample22+8.0*sample21-8.0*sample19+sample18)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-sample33+8.0*sample27-8.0*sample15+sample9)/12.0; +gy = (-sample23+8.0*sample22-8.0*sample20+sample19)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.07901060453704994; +gx = (-sample34+8.0*sample28-8.0*sample16+sample10)/12.0; +gy = (sample23-sample21)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample31-sample19)/2.0; +gy = (sample26-sample24)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +gx = (sample32-sample20)/2.0; +gy = (-sample28+8.0*sample27-8.0*sample25+sample24)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample33-sample21)/2.0; +gy = (-sample29+8.0*sample28-8.0*sample26+sample25)/12.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.06153352068439959; +gx = (sample34-sample22)/2.0; +gy = (sample29-sample27)/2.0; +abd += vec3(gx * gx, gx * gy, gy * gy) * 0.04792235409415088; +float a = abd.x, b = abd.y, d = abd.z; +float T = a + d, D = a * d - b * b; +float delta = sqrt(max(T * T / 4.0 - D, 0.0)); +float L1 = T / 2.0 + delta, L2 = T / 2.0 - delta; +float sqrtL1 = sqrt(L1), sqrtL2 = sqrt(L2); +float theta = mix(mod(atan(L1 - a, b) + 3.141592653589793, 3.141592653589793), 0.0, abs(b) < 1.192092896e-7); +float lambda = sqrtL1; +float mu = mix((sqrtL1 - sqrtL2) / (sqrtL1 + sqrtL2), 0.0, sqrtL1 + sqrtL2 < 1.192092896e-7); +float angle = floor(theta * 24.0 / 3.141592653589793); +float strength = mix(mix(0.0, 1.0, lambda >= 0.004), mix(2.0, 3.0, lambda >= 0.05), lambda >= 0.016); +float coherence = mix(mix(0.0, 1.0, mu >= 0.25), 2.0, mu >= 0.5); +float coord_y = ((angle * 4.0 + strength) * 3.0 + coherence) / 288.0; +float res = 0.0; +vec4 w; +vec4 cg, cg1; +float lo = 0.0, hi = 0.0; +float lo2 = 0.0, hi2 = 0.0; +w = texture(ravu_zoom_lut3, vec2(0.0, coord_y) + subpix); +res += sample0 * w[0]; +res += sample1 * w[1]; +res += sample2 * w[2]; +res += sample3 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.2, coord_y) + subpix); +res += sample4 * w[0]; +res += sample5 * w[1]; +res += sample6 * w[2]; +res += sample7 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.4, coord_y) + subpix); +res += sample8 * w[0]; +res += sample9 * w[1]; +res += sample10 * w[2]; +res += sample11 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.6, coord_y) + subpix); +res += sample12 * w[0]; +res += sample13 * w[1]; +res += sample14 * w[2]; +res += sample15 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.8, coord_y) + subpix); +res += sample16 * w[0]; +res += sample17 * w[1]; +w = texture(ravu_zoom_lut3, vec2(0.0, coord_y) + subpix_inv); +res += sample35 * w[0]; +res += sample34 * w[1]; +res += sample33 * w[2]; +res += sample32 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.2, coord_y) + subpix_inv); +res += sample31 * w[0]; +res += sample30 * w[1]; +res += sample29 * w[2]; +res += sample28 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.4, coord_y) + subpix_inv); +res += sample27 * w[0]; +res += sample26 * w[1]; +res += sample25 * w[2]; +res += sample24 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.6, coord_y) + subpix_inv); +res += sample23 * w[0]; +res += sample22 * w[1]; +res += sample21 * w[2]; +res += sample20 * w[3]; +w = texture(ravu_zoom_lut3, vec2(0.8, coord_y) + subpix_inv); +res += sample19 * w[0]; +res += sample18 * w[1]; +w = texture(ravu_zoom_lut3_ar, vec2(0.0, coord_y) + subpix_ar); +cg = vec4(0.1 + sample7, 1.1 - sample7, 0.1 + sample8, 1.1 - sample8); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample9, 1.1 - sample9, 0.1 + sample10, 1.1 - sample10); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut3_ar, vec2(0.5, coord_y) + subpix_ar); +cg = vec4(0.1 + sample13, 1.1 - sample13, 0.1 + sample14, 1.1 - sample14); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample15, 1.1 - sample15, 0.1 + sample16, 1.1 - sample16); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut3_ar, vec2(0.0, coord_y) + subpix_inv_ar); +cg = vec4(0.1 + sample28, 1.1 - sample28, 0.1 + sample27, 1.1 - sample27); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample26, 1.1 - sample26, 0.1 + sample25, 1.1 - sample25); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +w = texture(ravu_zoom_lut3_ar, vec2(0.5, coord_y) + subpix_inv_ar); +cg = vec4(0.1 + sample22, 1.1 - sample22, 0.1 + sample21, 1.1 - sample21); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[0] + cg[2] * w[1]; +lo += cg[1] * w[0] + cg[3] * w[1]; +cg *= cg1; +hi2 += cg[0] * w[0] + cg[2] * w[1]; +lo2 += cg[1] * w[0] + cg[3] * w[1]; +cg = vec4(0.1 + sample20, 1.1 - sample20, 0.1 + sample19, 1.1 - sample19); +cg1 = cg; +cg *= cg;cg *= cg;cg *= cg;cg *= cg;cg *= cg; +hi += cg[0] * w[2] + cg[2] * w[3]; +lo += cg[1] * w[2] + cg[3] * w[3]; +cg *= cg1; +hi2 += cg[0] * w[2] + cg[2] * w[3]; +lo2 += cg[1] * w[2] + cg[3] * w[3]; +hi = hi2 / hi - 0.1; +lo = 1.1 - lo2 / lo; +res = mix(res, clamp(res, lo, hi), 0.800000); +return vec4(res, 0.0, 0.0, 0.0); +} +//!TEXTURE ravu_zoom_lut3 +//!SIZE 45 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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+//!TEXTURE ravu_zoom_lut3_ar +//!SIZE 18 2592 +//!FORMAT rgba16f +//!FILTER LINEAR 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